<?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:blogger='http://schemas.google.com/blogger/2008' 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-6713236461363470873</id><updated>2026-04-28T12:42:36.711-07:00</updated><title type='text'>FÍSICA PARA TODOS</title><subtitle type='html'>JEISON I. MANCHEGO PALOMINO</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-683786588028142570</id><published>2011-11-20T07:12:00.000-08:00</published><updated>2011-11-20T07:14:20.067-08:00</updated><title type='text'>MAPA CONCEPTUAL  DE EL SOFWARE  PICASA Y LA FÍSICA</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRIFtz3P9eOnCccZnnI1xQDSJHr9DJlHZMA2S7EwB2DEFfkQ_Iq78AmhQfIflZzkCGJwERCLJ0Z7l3HkPCqILQxCz7GDlXkFWczBhkH5nwBi_moCdghDYp2dsJWQGkrSDipXeVXM7EPJ2V/s1600/fisica+y+picasa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;289&quot; width=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRIFtz3P9eOnCccZnnI1xQDSJHr9DJlHZMA2S7EwB2DEFfkQ_Iq78AmhQfIflZzkCGJwERCLJ0Z7l3HkPCqILQxCz7GDlXkFWczBhkH5nwBi_moCdghDYp2dsJWQGkrSDipXeVXM7EPJ2V/s400/fisica+y+picasa.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/683786588028142570/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/blog-post.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/683786588028142570'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/683786588028142570'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/blog-post.html' title='MAPA CONCEPTUAL  DE EL SOFWARE  PICASA Y LA FÍSICA'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRIFtz3P9eOnCccZnnI1xQDSJHr9DJlHZMA2S7EwB2DEFfkQ_Iq78AmhQfIflZzkCGJwERCLJ0Z7l3HkPCqILQxCz7GDlXkFWczBhkH5nwBi_moCdghDYp2dsJWQGkrSDipXeVXM7EPJ2V/s72-c/fisica+y+picasa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-2546924233009473685</id><published>2011-11-11T21:11:00.000-08:00</published><updated>2011-11-18T18:50:26.728-08:00</updated><title type='text'>SOFTWARE DE SIMULACIÓN DE FÍSICA</title><content type='html'>AQUÍ LES DOY EL LINK PARA DESCARGAR EL SOFTWARE DE FÍSICA&lt;br /&gt;
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https://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;amp;resid=6B8713F523171D60!126&amp;amp;authkey=ami5UJJ7OkI%24&lt;br /&gt;
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instalenlo y practiquen</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/2546924233009473685/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/software-de-simulacion-de-fisica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2546924233009473685'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2546924233009473685'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/software-de-simulacion-de-fisica.html' title='SOFTWARE DE SIMULACIÓN DE FÍSICA'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-2088398012488403137</id><published>2011-11-11T20:31:00.000-08:00</published><updated>2011-11-18T18:52:50.975-08:00</updated><title type='text'>SISTEMAS Y UNIDADES Y CÁLCULO DIFERENCIAL</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;Este es el link de las diapositivas sobre el tema de sistemas, unidades y cal. diferencial, en el transcurso de la semana se va ha agregar mas diapositivas&lt;/span&gt;.&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;h&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;ttps://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;amp;resid=6B8713F523171D60!124&amp;amp;authkey=RDU7tmB*3ew%24&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
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Pueden hacer sus comentarios o ser miembros del blog</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/2088398012488403137/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/sistemas-y-unidades-y-calculo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2088398012488403137'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2088398012488403137'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/sistemas-y-unidades-y-calculo.html' title='SISTEMAS Y UNIDADES Y CÁLCULO DIFERENCIAL'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-2363806249905573229</id><published>2011-11-10T09:16:00.000-08:00</published><updated>2011-11-18T18:52:34.973-08:00</updated><title type='text'>DIAPOSITIVAS DE EQUILIBRIO ROTACIONAL Y ELASTICIDAD</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;Aquí les mando el link para que puedan descargar las diapositivas del tema equilibrio rotacional y elasticidad, en el transcurso de la semana se van agregar mas archivos.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;https://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;amp;resid=6B8713F523171D60!122&amp;amp;authkey=83ooz7OdoyM%24&lt;/span&gt;&lt;br /&gt;
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si deseas pueden hacer sus comentarios y ser miembros del blog</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/2363806249905573229/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/diapositivas-de-equilibrio-rotacional-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2363806249905573229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/2363806249905573229'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/diapositivas-de-equilibrio-rotacional-y.html' title='DIAPOSITIVAS DE EQUILIBRIO ROTACIONAL Y ELASTICIDAD'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-6738117255526361271</id><published>2011-11-09T19:19:00.000-08:00</published><updated>2011-11-09T19:19:09.496-08:00</updated><title type='text'>REPASANDO ALGUNOS TEMAS DE FÍSICA</title><content type='html'>Aquí les voy a facilitar algunos vídeos sobre algunos temas de física que son muy importantes para poder llevar el curso de física II.&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/cu5O3dtzgrc&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/1BGub9Sqn5g&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/dIrhuISg0KE&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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sigan estudiando y buscando otras herramientas de aprendizaje</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/6738117255526361271/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/repasando-algunos-temas-de-fisica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6738117255526361271'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6738117255526361271'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/11/repasando-algunos-temas-de-fisica.html' title='REPASANDO ALGUNOS TEMAS DE FÍSICA'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/cu5O3dtzgrc/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-4897703675843040654</id><published>2011-10-28T07:28:00.000-07:00</published><updated>2011-10-28T07:28:20.375-07:00</updated><title type='text'>JORNADA DE MÓDULOS DE LABORATORIO</title><content type='html'>Aquí les doy las prácticas a realizar, solo coloquen el link como dirección web&lt;br /&gt;
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https://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;resid=6B8713F523171D60!119&amp;authkey=ZfXM!ipN5eY%24</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/4897703675843040654/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/jornada-de-modulos-de-laboratorio_28.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/4897703675843040654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/4897703675843040654'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/jornada-de-modulos-de-laboratorio_28.html' title='JORNADA DE MÓDULOS DE LABORATORIO'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-923981755791622724</id><published>2011-10-25T20:33:00.000-07:00</published><updated>2011-10-25T20:33:18.202-07:00</updated><title type='text'>¿CÓMO RESOLVER PROBLEMAS DE FÍSICA?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: maroon; font-family: Arial; font-size: small;&quot;&gt;ESTE UN ARTICULO PARA LOS ALUMMNOS&amp;nbsp; DE UAP DE ING CIVIL &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=6713236461363470873&amp;amp;postID=923981755791622724&quot; name=&quot;co2&quot;&gt;&lt;span style=&quot;color: maroon; font-family: Arial; font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;     &lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: -14.15pt; word-spacing: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Es fundamental que tengas     buenos apuntes y los ejercicios bien corregidos.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: -14.15pt; word-spacing: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Lee, comprende y memoriza la     teoría. Apunta lo que no entiendas para preguntarlo al profe, a los compas,     a los padres, .&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: -14.15pt; word-spacing: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;- A la hora de resolver     problemas de física y química debes:          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;En primer lugar, con una lectura rápida,     centrar el problema en el tema o cuestión que se trata; luego, con más     detención, se busca qué es concretamente lo que se deba hacer o calcular     y, en un tercer paso, se piensa en las leyes o principios fisico-químicos     relacionados con el tema que intenta resolver el problema.           &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;En la búsqueda de solución al     problema puede ayudar: a) fijarte en las condiciones que se precisan para     aplicar las leyes o principios; b) observar si en las condiciones del     problema se pueden hacer suposiciones: tomar algunas cantidades o magnitudes     como constantes, etc.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Ayuda a una mejor comprensión del     problema dibujar un diagrama o esquema con los datos del problema, buscar     las relaciones que pueda haber entre las distintas partes del mismo, el     orden en que se presentan las cuestiones, etc.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Es importante evitar una lectura     ligera del problema y aplicar ecuaciones que no pueden ser válidas en las     condiciones que éste plantea. Si es importante saber de memoria una fórmula     o ecuación, no lo es menos recordar las condiciones necesarias para poder     usarla correctamente.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Una vez tengas claro el camino a     seguir en la resolución del problema, cuida que los datos estén en las     unidades correctas. Debes tener claro, antes de actuar, las unidades en que     debes tener los datos y en las que vas a obtener el resultado.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Una vez resuelto el problema, examina     si tu respuesta es razonable y sensata. En caso contrario revisa los cálculos     y operaciones matemáticas por si hay algún error y, si no es así, revisa     el planteamiento del problema.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: 0.3pt; word-spacing: 0pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;     &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Si no sabes como resolver un     problema, debes pedir al profe, a los compas o a tus padres que te lo     expliquen lo antes posible. Tras la explicación debes volver a hacerlo y     repetir otros que sean semejantes para que lo retengas bien.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: -18pt; word-spacing: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;- &lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Haz de nuevo todos los     ejercicios y problemas hechos en clase sin ver la solución. Cuando hagas     cada uno, comprueba si está bien. Si no, repite hasta que salga ( y hay que     entender lo que se hace). Pregunta siempre al profe lo que no entiendas. ¡Para     eso está!.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 100%; margin: 0pt 0pt 0pt 30px; text-align: justify; text-indent: -18pt; word-spacing: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;- &lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;     &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Si ves que con esto no es     suficiente, pide al profe que te indique qué otros ejercicios puedes hacer     o busca en el libro entre los que no se han hecho en clase, o en otro libro     de texto de un amigo, por ejemplo. Es conveniente que al menos tengas las     soluciones para comprobar.          &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;-&amp;nbsp;&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Si aún así no llegas a     aprobar o lograr la nota que te propones, debes hablar urgentemente con tu     profe y tus padres para ver como solucionar la situación. Nunca dejes de     hablarlo o dejarlo para mañana. Hay que encontrar y solucionar las lagunas     que tengas y reforzarte poniéndote más ejercicios.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;FUENTE: http://centros5.pntic.mec.es/ies.de.bullas/dp/fyq/consejos.htm &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0; margin-left: 30; margin-right: 0; margin-top: 0; mso-list: l1 level1 lfo8; tab-stops: list 21.0pt; text-indent: -18.0pt; word-spacing: 0;&quot;&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/923981755791622724/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/como-resolver-problemas-de-fisica.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/923981755791622724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/923981755791622724'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/como-resolver-problemas-de-fisica.html' title='¿CÓMO RESOLVER PROBLEMAS DE FÍSICA?'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-562765598934082580</id><published>2011-10-24T15:31:00.000-07:00</published><updated>2011-10-24T15:35:44.777-07:00</updated><title type='text'>Como resolver problemas de movimiento parabólico</title><content type='html'>Aqui les muestro algunos videos de como resolver problemas sobre movimiento parabólico. No se olviden de prácticar los problemas propuestos.&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/dIVKaiNyI_w&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/VA4PbuzPCa8&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/562765598934082580/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/como-resolver-problemas-de-movimiento.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/562765598934082580'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/562765598934082580'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/como-resolver-problemas-de-movimiento.html' title='Como resolver problemas de movimiento parabólico'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/dIVKaiNyI_w/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-6301133777836430557</id><published>2011-10-24T10:39:00.000-07:00</published><updated>2011-10-24T10:43:48.355-07:00</updated><title type='text'>¿QUÉ ES LA INGENIERÍA MECÁNICA?</title><content type='html'>&lt;div style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img class=&quot;rg_i&quot; data-sz=&quot;f&quot; height=&quot;154&quot; name=&quot;X6BixOs5ubtu5M:&quot; onload=&quot;google.stb.csi.onTbn(1, this)&quot; 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&quot; 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&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Ingeniería mecánica es la aplicación de los principios físicos para la creación de dispositivos útiles, como objetos y máquinas. Los ingenieros mecánicos usan principios como el calor, la fuerza y la conservación de la masa y la energía para analizar sistemas físicos estáticos y dinámicos, contribuyendo a diseñar objetos como automóviles, aviones y otros vehículos. También los sistemas de enfriamiento y calentamiento, equipos industriales y maquinaria de guerra pertenecen a esta rama de la ingeniería.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: red; font-family: Arial;&quot;&gt;&lt;em&gt;AGREGARSE COMO MIEMBROS DE ESTA PÁGINA&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Fuente:http://www.universidadperu.com&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/6301133777836430557/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/que-es-la-ingenieria-mecanica.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6301133777836430557'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6301133777836430557'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/que-es-la-ingenieria-mecanica.html' title='¿QUÉ ES LA INGENIERÍA MECÁNICA?'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-4746125416282211226</id><published>2011-10-23T20:12:00.000-07:00</published><updated>2011-10-23T23:04:14.673-07:00</updated><title type='text'>JORNADA DE MÓDULOS DE LABORATORIO</title><content type='html'>Aqui les mando un link para poder descargar el emulador del equipo SPARK y las prácticas de Física, Biología y Química. cualquier duda o comentario hacerlo por el blogs y ser miembros del mismo. Jeison&lt;br /&gt;
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https://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;amp;resid=6B8713F523171D60!116&amp;amp;authkey=IB23mR0hokg%24&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;177&quot; 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gWR1oHhH0dyjsemHkUkdkQkHEPH7EXH7EPQ9SGpbJKk1HLcrBLMthta6IXZTIKruBV+uh0fYfzyHq28Zkqi/Vqi/gPRfqLQPRArLrNwog60y2D6rdEdYbn5i/EWDur/Vqc7F9/Wf+27kaocMtstguxSyubYWi0DLLGCWaRxitV2qtotg2yxknQEtM6BtGnD1dTJLYPMsbBJDJjFkEoFGEWi8o9BK1Ralzi4GjbMqvUxtkcLmWYUG0pg1eptGbwPUFrHSOKuwSMAFme5T7YJTf8+psDiHXlXnNpxbTyxeHZW5jlQTlXY4MuMkLruXUTJGKx7B8C9Es86iuD0Idjda2EfMHaHkjZJyhvGZg/jMQWzmIIJzEcntjeZdjOZdRLC7w9NOBiUeDoxvD2EejEw9FJnSHsM6RMw6geJ2YLmdzLKLibVDCbXDKfVj7KbrWTtfL9rzfune22X7Ps6ovcqpn+LUX0utGifnX4hIO+RNaVmJ3rwCWemFqVlPbQiJbwpN2BbC3BnB3BuRdCiIsTc0oT0y5SAirQORejgi8XAw/UgQpSOUfiiEui+Q3BrNPEBkHf6VZ4bHzxFxrG32Radl3jkrs4G6e3ckGqXeMQubxRqre/Ozm58WP7CwpE9HUqBZDC0xC5tnYfMsZJ2FrK62c7Nqh2gpyDJLYLNUbXXhqvx07UYWAyYxaBSDRhFgkEAmucb8kVh2Ryy/IwVmlDqp2g5bvzB/4lz4o1Nz3znyuqWo+VI4o+ml0MLlEWXB9F044Tm0sC82cyiG3x/J6o7IOBfL6yXljTI2XglNPhXN6sYJ+0lZQ3hBP4p9Hpl+GpF2KjLjbBS7J5p3AS28iM3qI+ZcJOVeJOeeZ9VO5Gy7Kdw8mVbRz60Z4tYMJW08Sy88jc8/Sdh4jlp6nl7ay9jYxyjqjS8aSCgeZNVcZtdN8jZfzdp2o2D360X73yzc90Zh22uCzePs6r74wuMo9p6Q+Kb1lC0b6K0h8QeQGccjUg4HMfcHMFoDGHsCEw8h0s+huf0h8cdiWGfDEo764ndHpxzdQNjq8Xvqz5/HHzx+y37XqTN/IYfmxEqjQucQa22z7m4Nbn5qwEs9lZ7C/FcbaP9hLGLINAsbxLBhFja4+sy5mAYN06BhBjLNwmaR2iLWWMVah0Trur4trvZ4CnheqV5QwotKzT0JYJ+Rm2dUJpnGJlVbppU6MWyALA6p3jANwdOwHpx7aP3CqbnnfFU0131FTmDt2kCsX4Wo9Me3YDg9cYWTcQXXSNmToUkX0MJxSv4UMecyPmuCnHMZJxiOSj1PyBwmCAexvL7Y9B5E8umopFPRaadjM87Si4YZJWOJlVfSa6+xNk2x6q6lVU+kVo7QC3qYRefJwuNRiXtCqM3rcJt8UJU+uLplyKo1uC3r6a2hSXsjU9pj0zuIvC569lkS/wSOfRTNOozidOIyj+Oyj6OFndHcQ8nl/RmVQ5zaoYza/pTK3riiHkrORaLwYmTKcWR6VyynK4ZzOCr9YFjKgfCkw5EpJ4IYR2LTuxGpZwLI7QTeOU75aDip6d9/R/DekCqSP7z70CkD5uWQXaZxSHRzM7A7wnLzU+I7bPU/KSwJbJkGdTOwdgbWzqp1IrXR1XdFojXPQMYZyDgLm2Zhk6sXqFhjlaqtCtACqCxKwKYC7SrA1dZuQQ4uKNQLd+Smj6RasdoOWBblBsdtpfZtsUpsmtM+cs45ndAD59h76k0HRqiZrUGU2heC89fE1IfGHyIIB+KKbiQUvxpX8Dqt4DU0f5ySP8Xc+Cpz46vxxTcZ+dfx/GFkag9BOEjg9xP4/WRBX3zeSEb51eyG14t2vJO19RXelhupNRNxxX2ErDOx7MORKe0RzD3e2E0rosqWhRWtiNj4/IasX/twfNFVzPzTicX9ScVDaeXD3Oqx7PqJwubrpTtuVex6Nb/ham7DtazNV7m1o8kVfdTCUxjhIQRnb2D8ziDmjpCkbZHpu1D8A9SCM8kVw+xN17H8c/jMbnzWSQzvCDL9QETy/sjkDmTq8aikU2HxXZHJpyOYJ5FJJ6j87hjG7pd8OB4e6/d1XLYvOCHdJ1LQIVPPizRz09AP29bdLSw3/1qWhKX/u4QFOqSg49mFZZiG9dOwfkZtmNUYRdolYbk627ku9Ce5KjFoBAErpLSAKgugNCsVFrnSIlWYxUrzR2KNTONQme7Nqm3vK/V31FZg7pHhkfMj4x+vie93jM5kbukJS2xYHpX/YmThKnQtIetcfMkIs+I6KW88Mq03NLk3ljdBK3o1rvAWlj8SmXQ+nHk2MuksKuMiPXcsveImq/omt/oGr3aKX3OdV32NXTmRVjqSXNyH4naEp+72oza+HFP+QkTRSxEFKxDFq6NLPWNLXwrLXRlR4Iuu8ENXBBLrEvO76va9KayeTC+6FJ91Nk54IjH3RFr+yeScEwnC48l55zglQ1mbLmdtviqon+A1jGZtH8/fc5VZ000tOxqb3RrC2rwhqXY9c9MGZlNQQkswszUqdT+Gf5iUeZQoPILnHcVxu3CcMzhub1TSWRSrlyi4hGCeCmd0RMftDUFX//J3uDAkXyS7b3Y4RUq7TH33DmCfhebcwnLzE2IpY2X8+3JY/0iENQubZtRLPFkPSmCzTGOVuVoawGYJZHKlpcQqA6iyQEoLpLQASpNKZVKoTDKVUQwa7yh0CtOidvGP2vt/1tx3Kue/fheYH3tPX3XwFjnv1EuIsl+uy1qJ3hTNOUopuEgu7EdyT+Gye8lFI8T8EVzOJVzOCDp7FCUcxAr6Y1k9OG5vQtF4avmVlJKxlJJRdtUVYf0Up2o8qaiXKuhCpbQHk7d6RVevCCt6ISznxfCcZZF5KxAFq2KKPVEla9EbvTAlq6IL1sRu9MWUe6NKA3BVuIw9zLxjdOGRAFSjV1jNsnV5L/oLVwZmrQ7OWbE+8wUf/kv+eSsCS9ZE1KyKql2FrPIm1IanbUPntqU0nk3Zejptx4m0rUfj6vbH5DT5JpQvR+e/hCz0xFWExDdh2Hup2Ufjc04zMs9RBD3Ryadj03swnH5y1iiBP0DkXGAIzxKS24KiCz08vK/dUpgcThHgEKsX7qhsIvcQCjf/V3jmZPx3IIFdbdRtS4u+xxl3CWR6ulPwk5k0csAEKM2gwgyqzBBkBtUmUGtW6S0Ko9308MsZneMNif5t5fy78Kd9r0GZ9SdXxxT+wr/oN2GNXuQD0bwLcWVXk2qm4iuukIsu0UpGSYUDsZlnIzldMcJTlI399LIhSlEfo6g3pWIoe8v1sj1vlO15I3PzRFzeKXRGeyC1cR2u1ium1BNRvBa50Se21A9d7ocu9cEU+hI2rqdWBDGqA2k1AYRyb1TRGmTeSyH81Yh8P3Spd0yxP6YCnboLldLiGVkUTtwWQdgWQWwMJ24KI1aF4KqCsTXBmPogTJNv9JY1kZuXh9esQFauIVT6xletT6vewK0NElZHFdRiyjeTa5so1dtwxc2o7K1haQ1+1PIVyJxlEdk+qPJo5h6G8Gxq0TAy6Tie1xeRdCoi6RSGfRGVdgadcgRJ3xFDrfHw8O4dfhfUf6LULc5C9lloTgQ73MJy89MCdHx7rff4699Iyvh42ahfisWe5f1lGodUbZeqn5Q1mMSASawyiFUGCaCXAHopaFBAeiVsUMIGADYrlUaV0qwCLaDGDhnmYcsiZH8Azj2SWj55H7rb+4q8eOf5tZh8j2XE/9ePtY62Ay3oj80cRWePY3LGUFmXkNwLwSnH18UfjBWcJRVcpJX00Uouxlf0pW0eYW0ZT980JGwe4dUPMAqORSZv30DdFECu9sKULIvIXhtT5Bld6Iko8IndGIAvCyRVBhIq1uNKAvAlvtgiz+j8lZHZL0fkrEbke8UW+2LKfdBlXjGlGwi1gYR6n5gK39jqNZGl/+nJXhVauj52E4LWFBO/NYq2OYKyKZqxHZ20H8XsCKe2B5LaguP2xfAO4gs68BvbYoqbo8u2RG2si9hYGrWxCLmxGFFYEpFVFsKpIBXuCU2uXxYl/JV/6gsbBL6xlci43bi0I/Sc3sSN4xHJXRFJJ4mZQ8jUU7FJnWTOwTB8qcevg7oHXptWmDW2T2ZUBql2Qay2u4Xl5qeETQYtyKC7MmhBBi3IoDlXzZQMtn5LVWqtVK2VqjVStfa714+w2TWHSq6xuiqkXK8VGrtS61Bo7HK1TQZapIBZBpkVaiuosRqt9yCdRaqCJUrIdRTLVTNSpUJtVenm9HOfqe2fSbSLs5r77ykXJt9V5zedjoiv/E+/lOdCsgLjdqC4x/GZZ8l5A7icIULeCD53GCXsQ/K6UYIeStFgYtUEt3FK0Hw9a8eUcNvVjE1D1MITSPbekMTm5Yjs5VGC5VHC5VHC1cjstbF5PphCP1xxGL0mlFYbRq0NIVcHEavX4yoCUKV+qBJfVJk/pnIdpmYdpiYAuymYtAWRsBuTdhCX0UETnorPOUdgHd+A37k6os4zqt4P1eyF2LQmosIzqiwAWxsVvxWT2oZObkcmtBNZZzAZZ1CsUxhhF6n4GK22M66xnbFtD23bTsrW5sS2HYl7mmIri4KyMsOExeH86sCkSiR7GyFzTziz4fkN7H9/OW5FcE5U3M600sHUijGc4HwM62x0+jkU5yw182w0s4WQ1ujxs1XNbaekaqtCZwdMjo9V+lnY7H5K6OanhE0G3X3Mggyae+ysJ8LSPxaWZonvEdYHImBaoZWpLQqtTQqbXdVSUtgsUurFKoMUNMlhiwq2AmoLoLYo1OY7UkgK6hQavQzWKrUGnW3OOHdXY51f+Mqpufu1yv7FbWixf0pUv+8Shd+yOipneWju2tiayJR2RtFgfMkYVnAxinUumnseyTmHy+5llI4kVk2mVE2m113mN17P2XGLlHsKn9WF4R+OSmvbwGhai69cgSh8ITxzHaU8gFK2jlzqTyoNIJauJ5VtIFVuIFX7okq8Y0rWRhV5RhatjSrxiS5fj6regK2PYe5FJ3dgUw9jUw9jU47i0k+Q2Gdp/POphWPpxRNpRZP0zEuolHNhtKNBpI4g0iF/bIs3qskrtt4P1xBM24FI2huT0hGddCQm5URsxkm04BQ6+xiqcB++chetuYW5Z0da507Wsa3ZZ1uEp7an7qtL3NkQv6UFX7IjJG1TFGs7Im1rIK1mFSLrv3yTfuubujqyAMs+mFw+SMvrw/C6YzndsewzeN4JBHM7JqXe45deu4+en4VNoNkuUetFauO0ey+hm58WTyKsv1NY2r96pLiEQmtR6qxKnVWuMUthoxjUi0G9BDLIYZMCNMogoxQ0SAD9rEIzLYM/kgAfyyDINKebu68y2lXmBdP9LywPv4IdD2/Nqvf0XOVWt+NY9QH4jd6xZQG4Rn/cdlTaKTTrPI47gOMN4gTD5JwJZslURu0rnPopQdO1rG03eI1XkisHaIVnSTknCFlHPbE1azDVazGVnugKT3SZJ7psLarME126jlLtT67yJ1f5Eat9cVVe6HKvmPK10RVe0dU+sXXr0I1BhG2R1D3oxEOkjBM0zrl44SAzczQ5ZyI5ZyIxZzIhazwhczI++3J89lWG8CqVd5kmvMrIvIHPGA+ldHuhOjZQjviTDnjjW71wO/2IuwLp+8KZnYiUruD4DiSrC5d7krjxGL5iL3Xz7rR9+7JO7y0c3L7ltb17Pzq66fouQVcV99CW9NY9xPIdEeymyIyWDbT6daSKQErFsnC2x3KMx3LCOmJtYmlvQvEgXngBK7gYwzkTyzoeldQSlVDh8SuvrsHLIrURttqnVaBMb70D6H/Q68ctLDf/YmwyaO7bqrK7pg1/RwLr+20lhY1KnVUKG0WATgzqZWqTQmuRa8wSyKBQm122ksJmhdam0DkUunmpdg6wfDr3ufOh02n/0ikzf3blXVVr1zCvspVZvCs4fuPKaOGKqOyV0SUhjFZq1sXEwkkCf4iadZmRey2p+Ca/7t2c5o+4ta/HFQzHFV2g5p/E8TpCmDu9MDUvhW8KAd4AACAASURBVBc9F5LzXEjO8qiiVTGl3piqdcTaQGpjML0xmN4YSG94KaJgeeTGVdGVXpg6P1zDOnxzAGH7BvxORPwhVNIxMqs7IXMgJW8sPX8iLW8yJXeSKbySmHk9KWsqMXsqIfMaQ3iNLrhKF1xHJ43EJg0jEy4RONfTSj5k5L6xnnT++aC29dTT/rRjPuQOL/xeT2yrD2H3elp7SEInktWFyzpN2XiGVnGcVL2PVNdC27o9oW1Tdk/V/tlD/dbBlrf2ph7Moe8oSNi6BV+6LZyzFcHZE0DfvJ5Wi0jdsiYm0+M5hMd/RfjgKlLKehlF/Wh+NyH3EiazF8U9hUhtDSQXe/w/K8deu60wOxQm8wwASbRmkfoH7C0jdQvLzb+eb41Ef2ow+tIJ37H6+25hTSvUsyqtBDJIIIMY1IsAnUtekPEuaLqrtj7UzX9puuc03Xeq551Kq/MD1Sfjb+kPXXyncvcwq+IYOmOrFyr/1wEpq9DFPpSaaE4bOf8EvaAnrXKSW3crqeRyYuEkv/a13IZ3eFW3kgqHyfzuSMb+NcjaVYiyFYjiZeEFz4fmPh+csyy8YE1MmQ+2egN5ywbylvWkRn9CnQ+m1jOmciWybEVU2Spk3RrUFn9Sa1hCBzrjJIl/gZbVH5d9iZE1HJ8zlpx3JSX/anLutQThBJV9iZQ2RGNPUFjj5IwxUvooOWOMxJ4ksSeJ7CtU/hSefQ3BHMZzr3NrZpNLPgik9j4X1u5FPOFD6fKlHvciHlyD2b0a3eKF2+lHbg1PPYhgH0RlHyQUd5Cr2kk1e/BV2zA1ZZRdvM03t51Und08tZO2k4NvyEpobqbV7A5lbY3ht4cm7wxmNiPTd6yOzfVYjvdYTohgbkuvGCTlXEBmnCPljZPyRnGCbmTqvrXROR7/vuptmUF795FIo5dpjTOQUW6Y+0EvHrew3Pxrgc3fGkW1xFPC+uvqqu9xlgjQyTVmwGCXqU0zSo0EMugd9+9+7jTOf6W2fQlYvpAaPrsDP3pDND/6hq7nqiq/qR/L2vP7wCyPlxI9VnNeiqoNS+4k5lwg5HczygYyGq6k103ElfSnVI5x6q4mlwyyq8fTSgeJnCPrsY2rQkvWhJd4Iyq8kWXeqFIvTIkvvtyfWL2evCmY3hgWvy2SuWsDuXkdodEHU+8ZW+sZXeeF3uyH3+pPakGzz2I5Fwn8fnLmECN7ND53nJl/hZl/JS5rki6cpPPGKewRMmuUzBqlssaonHEKe4yYPoxPuYRNHcKnjxDYYwT2GI49ll72bkLha8iUoei04aSSd6j5r/qSzjwfuW8l7uga4lEfyjEv8qG1uLZV6O2r0c1rMI0B9O2BzB0Izm5C0aGEuhOJW04kNBylbd6Fa9jIP9lYM34g52wzZWs+uaGM0bADW7IrOG0rkn8witUeltIakti8MqbgVwFpL4ZlkoSdaeVDWP45JPs8Oe8qMXcCw78Qlrj3ucCMFSFxIv194/0v7wBapcF2W6kDjIs/6PXjFpabfy2wWabRyTRamUYr0+hkGp1MbXA5SwpZHle3z0vBedfYUSk4L4Us3yksCWSQwkbXYhAw2LW2Reu9z+Ye/fmR06ldcN760Hyo+42CzWewKU0vh2X/x6q05REVa9HbA+OORHP6qUU3k2reT667HV/5TkbjexmbX+dtfYPVcINS0B3LOxiatM0bX/JypHBlhGB1JN8bkRmIKUaQq5GUmjBiRQi1MphWGUStCKRUBJCr/QhV3rjqtehaH+xmX1yzP35HALktIv4winWOknWJUTCRUHQtvvA6Pe8KJXuCJBgl8IaJnBECe5jEHSWwR/Hpw/j0YTJrlM6bTMi8lpRzncoZJrIHCKxBEmeQwhsh80cInCFUel984XVG4TVE2oXw1B568XVM5shq3IHno1pXETrWkA57kw97kQ94E9o8cds9sVvW4jatozYEMZsR7FZs9kFy4VFKSRet7CSl8gSt/hil4WDSzgOJO9rIm7YQqrdiS3aF8LYGp7aEZ7RHpO8PSWz1pTS8HFO6Cl0axGiiZZ9MLO7HCy8QckYp+VMxnOGotLPryLt+voZZtvO83PK5Zv6zGcgk1dmnFWaF9q57LqGbfwoZ+L0sneMqdHpc7vT4uzYpZPnnJ6C4fsuT6XhS2PidwpLDpqUheuDjwZyu2ZxL5VoW6Td9rGwi2CaCHbDtc5n+gUT7QGX9o2bBKdZ9duVN8HjfWwxuE4Je5RWVtTyQvTIscx2uOiKhJTr1IDLtSFLZZNbW9/hN77M2v5/RcJtZ/R4h/zo2p9+P3rYS3bgCVf18ZNELkbmrUQVrULlrUdnr8PkhlJJQUul6VKFfZI5/VP762FLvmJI1sRs9Y0u90OV+hPr1lOZg+q7g+LYQ+v6whA5k6iks5yI5c4SReyWu4Fp84Q1S5gRROI7nj+L5owTeKEkwThNOMrKuEDljJO4oiTtO5o6S2GNE9jA+fRifMUTmDpM4g2TuEE14iZY5TBEOolnnEcmnsbxeSt4oinsRLRhMqX6VlH95LfHwspi9nqRjnuQjXqROb9IBH+JeH8IuH8JWH0Lj70LyXo4p9adsDorfGsLcGZG6FyM4Si06Ry69GJV1GJnTTijrIJQdwhW1x2S3B6e2hqa1hyTtD0navz5u1xrsppdjq9fRtkVndBCzztBy+4nZl+JLb5ILpsKSzwcldKzF1nu8hJ98V6swf64yPRCr7SLQIgJsEsjhFpabfxxXKwIlsMTjEZhmF4+HerqmexpdVeBPpmPKwKWji8d9pqxSyCKGzCLQJAKNs4Crw6RNCtlksF0O2RWwQwHbFLBNDlukoEmmMkpBkwq2ghqrCrbKIKPOfg80z8l1FqnGJNeYZWqTSKmdlqhkgBbSWdQ6qxLUA4Bep7Pp9BYANgPaRVD/UKV7qDR8op3/s/VTp/mRE5p3fgh9df3je2euwA2dbyYUnAkgNq1C1nijNvvE1oVSd6BS9pO4RxKLegSbxjIbJzm1Q/z6kbTqfkbRGZzwKJJ1ICx5TwB9uxexdnlM7ktR3GUIwRp0/lpMwZrYAh9cWSi9wQ9T6Yuu8kNV+cZW+8bW+kbX+kbXeiPr10Q3rY7ZsRa9yxffFkjtjGCeiEnrRnMuxqSdx3IHqDmTzOIbSSWvJBTdpOZcIQrHcZxhHGforyHwRgm8YQJvlMQbJnEfH7mjRPYwmTVMZA8R2QMEbi+BewHH68Hxesg5g8iMc+FJZ6iFV9n1H6K4Ey8hOp8LP+CJ7fLEHfHGHfHBdfrgDvhg93pjd/lid6xGbl4ZWbMyssortj6IsjMmqR2b3onJOBzK3B2Rui+acxjF70LxTyIzjocldgbFHQhL7ERkHA9ObF+FaViNbYpMP0wt6GcUj5ByLlFyx7HCMZRgLLX2TVL+pd+GFPw6ICWEnDOtefDJn50K9aIUdIiUVrlmYUZl+kGvZ7ewfuLIHtsKUH3jLCWwNAfYJayl3SqPk9xPTfS1PR5EbpE+lSx3NYpyCUsEmp7ON8lAmxyyyyGrHLICOodCbZWpjCKlXqbSK0AjoLaAGrsUNMlgq1LrAA0LoGEB1M0rNTYVbL0jgkQyrVRpcM3pVOsdGr0DUNshwyPTnHPukdP6wKk0OW994DjQ/e7G5kFMWut6UqNn7CZf0s5Q5uHghGPepANrMLvx/PNpZeM5W/4g3HwtaWMfUXAcw+lAsfeFJjSHJjQFUGs8MUUrY/JWxeavQOY8H87xwQn9CJkB5NwNlOIN5PJ1+Ap/bJU/ts4PXe+PblqH2bYetyOQ0BpM2hNC2htMPhjJPBeZeBGZ0o/KuITjjhEFk+TMK9Tsa9Tsa5Ssq+TMK0TBJIE/geeN43njeP7od9oKxxki8Ib/GhJvmMQZIXFGSJxLRG4/kddH5J3H87vx/G5iVn9MRjcirYdROMWqeT+GPbECefTFiA5v7AlvzDFvzBEvdKc3utMHc9AP0+6P2xdMPhhI2heI370Bv2sDfmcIqSWM0hJOb8FzO/D8Tiz/OIZ7Oib9TATzRBDtSADpoD95f1DcoaC4A/7UPUEJB/FZ55mll5PKp6h5l8l515Mr344ve4228SpacOrFqLxfeBPq289r5r6yLDpn5eZZufm2WC+FbOIfcgKF1C2snzyyx1PFn4RXsm9mrD/ZMLx0dLUMfhxzufhWZblUbXF1mHI1aZmBTDOQSQrZnlwrrt0wEtAsAc2uWEwCGEWAQaTULzXAgy1ywCRTGGel2tvT8Ed3oI/FehkwD+ofQvrPAP2noPkr012n/ZHT8sCpmXdCdudbd2yTrwAdZ98o23IhJbsdw9y2AV2zMqRkTWTtakS9H25nVOoxal5/StVlbsOt7G2v8zffTC0doWb1xKYfDqbv8sFuXouu9cbWBjGaIpN3INNawpOaAhmbNtDr1tNqA6gVfviC9eSN60ml6/Bl6/BV6wmbAnANfuiGQEJLMGlPGGV/JL0jOuEoOvkELu00Nr2HKhyjZl2m51yNz59KKLgRnz/FyL1Gz7nKyL1GzbpM5I9h2ZfQGYPojEEMawjLvoTnfjffKawlZ/GGSLwBEr+fxO8lCC4QBD0EQQ9e2Itin8dwe+OLp5LL3ohOG/ZEHVsVfdgHe9wHfcQbddgrttMrttMbddgfcyQAdySIfCSUdjSCcSSU1h5I2hNMaomM2xOd0obm7kJxWmJZe5Cp+yISDoTSD62nHAggHVxPPhTM6IxIPBrDOk3K7mOWTKaUT6VW3GQW34grukEvuoXLHEdyetbiG58L5cWmV74tt5gefC1V2z+WasRK822JWurqg/hDXs9uYf30eeKsp7JX36hKAjlciGDH0lZ7+BthfSvJDZuf9MNbEpbaNAubXYGV651dqnJt35tW6sWQWa61qQxzKsOcUu+Q6e0KnUMB2ABwHlbf1xk/NVi/0lu/Vpv+pNR9bVhwAhanyuJU2Jzvq/7UcwXcfHCqoOEiJX07klrtHZb9gi9nWUDWuuhaJGMfLrWLkd3HqrySu/XN3K1vplVdIef14rPPkXPPb6C3ro7e9GJoqWfspmD6zpj0dnJWV+LGbt6mYV79EKeuL77oRBhz6+rYEi9seXjiVj9ChS+m1Cum1BNZ6hVdvQ67JZSyJ4pxKIZ5LDbxBDrpDC61m8S6SOX20/mDNOElMn+EJBilCibIwjGqYILIHyFyRnCcIUzaAJY9SOKOkgSjFP44kT9CYA9j2YPPKiyi4BJRMEgUDBCFfURhH1F40QWWfwHL6yVlXYovvMrIv45I7vPDH/fBHvVBH/HBHPZDH/FBH/FBH/NBH/NDHfNDH/GOORSA7wwid/rj2lYhGpZHVK2JqfMnbg6gVgVQKwIodRuoTUG01rC4A+HMI5FJXTjeBSy3m5TZm1A0mlp5NbXyalLpNebGq6llt9IqXoth9YUwu9DcM78LyXsZKThz7bbuoROee/ChFBABOpXWLgaNKr1NBOmfde/nM+EW1k8f2V+r6vH2YwnkkEDzIvgx0IIIdkghy+Pc1lJs9XQPKZeqZjVmFyL10oryO87XWCRaq1hrE2ms0xrLbcj4IaD/SGlQmz4DNZ9B2i+NNuf8Q6fjoVNjc86qndffXTwzBm0/9k7x9svM/JPrSY3/FZD9s5UZXoja9egt0XF7GcLTrJJLgqoJftVlTuUVQe1UevkENbc3Jv1EcPxBP9LuVaimFyNr1lG2h8W3EgXHU8v60ysHEoq6mcU9rOqhpJIL1JwuPL8zKnn3cyE5Hs9Rfu6dsYHaFMrYGUTdHkjeEUxtDabsDaUdjE0+RRUMknkDZO4QhXeJwhuh8oep/GGaYIQmGCFxBgmcAQJrEJvRi0vvx2b04jMG8Ox+VPIFbEYvhTdCzxqLz75Mzxqj8keJ3y+m74Y/RBAOEoQDhMy+v0TQSxQM0HPH4vIvE/hDUYndIfTTQaQuP3SHP6YzAHN0HaZrHeakH+qkT0yXF/JYILk7lN4dFnfaD7//xbC6XwcU/yaw8PnwYk9chRehyo/cEMjYGZF0CMU+SRSep+b0sWquplVOplZMsGouczdNZVRfSS6dZBZPpJVMZZTdxLAvhDM7sfzjvsSKuIIW6IFT/8lXcpP1I5lCqtYqtCaZ2gQabSJA5xaWm38K2XctA13aejq2eszTf3jbkyeJEtjiGs3gcpZIbZ7VPG7mCelkkF4G6WVqk1xjlmnNcq1NqrOpLIsS49yMzjGjc4jN9+T2TxSOR0rb51qHE9A7Z4E/fiB+dPNdx7lhWWPbNUFF9zp05bKQgl968X7pnflSWEUApRXHP5tUMsYqu84pu86pvC6ovcGuuBKf249ln4hNO+pP2OaJaVwWWftSRI0Xfkd4cieKcxrDPSncckWweZRfP8apHU7ceB7L7QxntgZSt3uhN3nG1m6gbItMbPPC1P3Sh/+7wLxg+k5MxlGKoCc+dyAuZ5DM6yVy+miCkYScK3FZk3FZVxiZl+nCSZpgjMofpfBGyNwhunCUyh8mc4dInEHX4zwqf9j1RRcU3qUnr6n8YdKzCAvPH8IJ+3HCXpywFyfsxwu+gZI1TMkajsufoGSNxqb0IBPPRif1RDJOr8d1rsd1rsceC8Ac84/t8onp8kIc94w6siqqwyu20w932Ae/3xOzcw2u2YfUHEDfHpbcFpl2IJZzjJB1jlbQzywdSamcSKueyGz+g7DpBr/hGrtuklVzmVVzNb3ySnLpZErxOIXbjWefDo9vDWY0xOW3tZ2fAha/VN/7RGYyzkKQBFbPqMBZlVqps4pBd4Tl5p/gO3NY37EwfAoFMP8US9eBFLIt9WkBjWLIJFEbxRqTVGOSagwSWCOBNVK1VqY1KvRWucEmN83JzAvA3COp9cG08d6M6YHY9rnY9vkH+gdvKBcn3rEd6ZPk1/dFM5tXh+e/sEG4LCj35fBiP1xDeNwePO9EUvGQsP5m4fa3i3a8k9P8TkblH+ILrhAFg7EZZwNp+19G1v8+pPT3IRvXYuvDk9rIOWcSS/vTq8d49df5m29yNl2mFZxBcds3MLb6khqD4ndGpe4PT2oLoO7wwjX6EJrCk/aRsk8Ts06FMtu88Q0+2CZUald6ydXMutcScsfwrIt04Tgz9zpNMEHlj1N5k1TeJJU/TuGNUHgjFN4lMncoPnMsTjgcJxxmCC49IU44nJA1GiccpvEGyew+EquXzO6jcgeo/GEyf4T4XXyfsNCCfrSwDy3sQwv6sYJ+rKAfxxvE8QYZeZP03ImEvMtE7mAk42Q08ywuvReVeC6S1hVGOh6IPeIb0+GFOLg26tBaxGEvZOfvArY/H9zyMmK3L6k9NKkTye3CZ58hFvTQikfiyy6nVk1xNv+Bv+U1/pZXeI23uI1T/Kap7B2vZDbfTK0aTSwbTqu+nFZ1LalkLCHnfBSjFZW8G5WygyZs2Xp8Yuwd8buARmm3i3RqsRqSarWzADSj1Lg6I/6g17NbWD9xvvMp4ZPKhqfXcUuZddCiAGxKlUMBPI1NBtrESqNLWBLIJIHNUrVFqjHJtGYRpBXDBqnGJNXZ5IY5hWlRbn4gt3wKLzpF5i/fUt69cttw/qZk17mbWQ1dlKyW5ZF5q2MqfPGbAsiNgbRtUcltJGFXYnFv0saBrMap0tZ3i3e+k7n5FrNwKJLZuRLZ/J/rKn7uW/5fG6pXo7YGxbfHsI/HbbzIbZgQNF0RNF1Or75EyT0dy+6ISj0QFNfqjW9YjtzoTaz2p2z2JmzyITRuoLcEMnb5kbavI+/yI+70I+4Mid+P5pzA8LoCGbuXRdYGUdrTS64Lal6PTT4bSOgksocS86YIGSP49GFCxgiRPUzijJC5j+MmwRCF00/lDtB4g3T+EI03SOH0k1i9hPQLFE7/X0Pi9j+rsFD8gVhBH4o/gOIPYHhDGN4QljuM5Q4zC28ycq/E51zDsQbCqCeimWcpnEFMck8s82wkrWsDpmMtom1V+O7VkW1rkQe80YdwvEsY3gA+c5BaNJpcc4XdOMVpus7aMpVa9wqr4U3h9vdzd3+Ut+d2Tst7gm2vc7bc4jZO5e16M3v7G4nlY/SCwaSy8eTyq/H5A2RuJ4Jej0tt5pYfau+5ef1D5a070tdFEpFO/TGoFMGgymRS6S0SyCRSGX/QIiypW1g/RlyJ7b9GrrbJ1bYnxQeuk2WgRSLTy2UGpdyoUppB0AJBVhi2QRorrLWBGqtKbRSrNNMycFoGilSQAtJLFVqJTCeV65WAGVLbAbVNqjTeFsESwCiHLZDxrs72UKl1fCzVfCzVSNVWicYhMywqTZ8A9i90i07NXedt+JPL7+maD0/mNp4hcLcGUsr9cMW++FJffPlaTLk/tTk8tZ2Udza9bixz243sHbcyt07xGq4llAxgeF3B8W2+hB2rkZtfCq16ObLOG9+MEXbFV/Sx6idSa0aY5UPJVSPJVSMJZYOErDNIVkdkyr5o1gFE+t4Q5vYw5lZERms0ezeCtTs0eWd46u5YbmdY8r4NjLYY9nGc8BytoJ9RNEjMPo/hn0FxT0SmdgYx9vthWwPJh+JyxoR1bybkXcak95G4o4ysK0tVUdxLRO4giTdEEQxRM4fomZeo3IG/DY036NIZnT9EFQy50lgkwShZOEbJHCcLx0iCUSJ/JDatF8sedMnLlYYnCUYp2RP47DFs1iiKN4zI6Eek9aK5l2g515NLXk8tfYOWfQWVMhAV342I70YmnIuinQolHQmndUXGdUXFn4iKP4FIOBmbco7I66NmD8cXjzNLLyeWTzIrJxKrJlLrr/C2/SFn91u5ez8StLyT1viH5Pobwl3v1hxXNpzR1naBGfWvJFZeY9X9gdfwekbtrYzaW9S8S/6EbVH0WkJKTXr+tnPjb4v1d29+JLry1rsfQ6DSYlSYDQqDQabVS2GjFLK4yn3dhaNuvv03+x5hfedpUsCs1cxrYAeosqgUJqXcoFKZIMgMaaxShVYih0VySKKEFJBepdar1HolrJODGhmglgFqGaBVQHpAbQH1c2rTXUA7p9Q65GqHQntXbfnMsuh0PHTaHjpN95yGe06p4c9X39YfOPvaxsZzNO72MHJFJKN+Pb7aK6bcB1MbkbCbnHkqaeNAauVI4Z43hDtuptWPUzdeiBWeiEg7EJjQFsBo8SFu8yPv8CVt9yVuC6C2INM76QUXUquHBNvGUzf3xVf20Mu6acXn0MKjQcw9XsStwQl7A+g7fYnNa3GbVqOrVmPK/Ek1IYnNhNwOjPBAZPruyPQ2rLCLUdTL3XyjpO2jppNwW59t/+Bc8ymoaPd73M03UqvGmaUjPriW5WGNYYyjnMpXWOW3sBm9qNSLZP4IiTdM4g0TuYNEbj+JN0AWDFAzB2hZg2TefyOsp7VF4V0ici/huZdwnCEsexDDGngCnnuJyB8hCUZd/lpCOErOu0otuEErvEkrvEnPv0HLm2Lk3YjLv0nNuorOGIxgnA0idYVSTiLiu2OTzqOSe9Cp3Tj2BTKvn549lJA/mlJ2mbfpZvbWN1KqJtn1U8Ltr+ftfrug7d28tndydr+V3fpmWuONzD3vFHXc2dgxU3hgOm/Pbc6WtxIrbmRu+yB72wfZze/lbHtbuOVVemFfcHzbWlQZKa2u9ejQWzOau187NfOL3aOjvRNjMp1GZjBI9XqpRidRLxUPy8G7Csi9NcfNt1nKJf19SAGzXK6XS3VSqVYi0chkOoXCAABmADZDGqscMIjlGqlKo1CbAZ1FoTZKQDVoNEAmPWw2gEaDymBU6S2QaU5tvQ8YF3XzfzQtOrUOJ2j6ehZ4cO1N8GT/ezsOXS9vGkrMao+k1K6LLfGPLvNGlq0KL6ULTsRn96RuHBVsupnX9FZe0zvCTW9kVF0n5ZxD8Q4HJbZ6kRpXYepXY+q8iU3+1K0RaQfI+eeSqy4lVQ4lVgwmV11ilg9QCs9G8/b60upexpSsJVX70Rs8CXUvx1atRFW/HFvtRWjwJzd74xvW4jb5EBv8yA2+pE1hKTui2LvRwk6U4DCCdRibeSa+ZCS58kp1h3zzcaj+GFi056O0mqu0wgFS3nlSTk94Yocvftc60t7otNPU7OH4gkkCfyCE0eUqLyDwB/C8PgK/nyjsI2ctCYvMHfpvcaXkSZzBJxGWK7wi8Iax7EF0Rr9rVeiKrZ4IC88fpeffoOXdoOffpOffpOdOUbKu4ngjKNZgREJ3WNzpEPrJUMYpBPMcOq2XxBumZY7G5Y7GF46lllxJq7jKrrnOa7iZ2fyH3B2v57e+VbD77aK2d4v3f1By4KON7R8W7v0gZ/dbWXveKDjwXtGhD/L3vp/V8m7Wjvcyt32Q2fxeSvmNgp23s7a8hhOc9ERX/MI3aQ0qm1t7aOjGbZX57r2v/nz/qy/fn73dfqzj3FCfTKOWanQStX4WNoghkwS0yqA5BXRfCd9zC8vNt/g+N4lURhdPvuKKsCQynUJhUAJmELbBGgektqtgmxKyKmCbUm2H9Ata832d7aHGcl+lW5CqLVKNTmYwgDa7fvGB6eHnhntfwI7PFMZPFOYvp+GH19/THrnwZm1Lr6DkIJ3TjIrb9HJg9nPemb/25C0PLIqgtSTlnc+uu5rX8Iqg6jq3aopVMZVcfIWaOYRK7Q6mH11H2r88omolssITs2kdZWtE8l4s/yi14Gx8yQVGcQ99Yw8x7xSC2xGati84pW1d/M61lMb1Cc1exNqV6PJVmIoVsaXLY8p8KQ0I1r7ItH2U/NPp1ZfYdePCLVNZzTeTyy/FcA4HMJojWXuIeScj0ve/EFXz+7Dq1eiWVahd4cknI1JOhSd3BSV0rKPt9cRtfwlZ99vQcizvVFzhYHRa14th9X6EvezqV3h1b4TGHScJh1zCck0PJAr7SJn95KwBEm+AxBsic4f/xpHEuUTkDhLZQwTO0BMr4Z8yFzVrgpY96fIXkT9CyRynZU9SsybIwgmi4DKaxsClIwAAIABJREFUNRKV1BeecD4isScyqTuceTo0oSuQejiCeRLL6aVmj8TlTzCLriVtnEotu8Gqvsmuu8nb/Ipwy+uZTa9lbXXxSuMpRfXhmaK2d3Nb3shvfatw73ul+2+XHPgoe9crWS03hTtuZu94JbfljYKWd3O3v5O15Q1m4SVE4oHf+mV5vEBaFpqaUtrSc+tDy9fOR07nF06nQgu+c/vt8WvDJ891Xb11HdAbZWqDRG101Q+LAYsEsCtUC3Lw7j+///Rv4BbWj4+/LSyXp56sEGWw1TV8QQoapKBJDBpFKuOMwjgtM0nhOZn6rhi+OwvOT6vmxfA9lelL3YITXvhabn00o783rbt/G773usg28AfpscH3ChpPJ+e3RdGr1kZmPh/AemE91zu6KIzaFMPcTxeeF9ZcL9n+9sZtb/FrrqcUjzLzh1CpJ8PjOn0xu5aHbX4+sGZ52GZv1M4N5DZmwYXU4gvp5f3sqqGMqsGUst644m5K/mms8GhwUqsXqcGT3OBDb/ZhbPWmN/vFbQug7wxP2ofiHEFzD8ewD2IFnYll57O2Xs5vuVnR/k5t5+3NRyX/H3tvGdxWvqV7+/Sh6e7TzOmQHSdmtmQxWDIzidGSzJA4tgNmZkjMzIyxHWNMMSVmZobEoQ6aJFn7fnDS3XNm7nun6j3z4d7pqqdUu6xdLktl/eq/lp71rOCc7ZjSl9dvr5A8WhDURBw3Rds2S0rHX+wMXexn2ndqXuLo8NOwoDPwIHF0yEV8mAQ28AcN949luGLnqRhahoVrrRY7/wzE6yd1L7hVjqnDXQNeLY5e/oFZhRhKIYaaj6UVaNKKMZQSDLlMk1TxX3zEUsqRhGIN01yQcbaGaS6aVKpnXWdi12zIu6vLvoOjVZ4UhicXKGIZ2KRAWTdbDp8sh09U1k8Bm6bDrDIRxEwkJVObU2TmUkvyaKFe76Bd72Z69bL9Bpi+3Wz/Hl7wgH34kFPUqHP0mFPUqGPkiEPEMDeol+HVTr3RQvdqY/p2sP3aWb73OIFtNkFttiFtPP8molsZlnJbHnfjPMjh60vkLyTNZFFs+pXInLqu1bfvXgHAG+B45cnj9SePRqeGHwx1tbRVl5Xn9/T1ru88mVvdnV7dHV95NLp0YhXemZp9MjH75A9g/aH/kn7l1NTSo+nlxyfrGGbXdieWN8eXNkYX1kbm1ofmN0YXH02sPJtcezmzuTe3dTT36Hh683hshT84v/dgbv/BwkHLyC8FrcthWfedQ8qIzolwc6/TavS/ntH7Qsrq4wuW3ylZK+v5aTNTjO3yrFxKKO53nEIe8Hx6GJ73rJzrtRh5qgaxl9CBEnCfc5CbF1H+ynoRCKskXescc6cyivsd1vUG+tUqqmu5hX2BPisdSYhTNQiSxt0UR3tIYDx/gjr9CHWS1L2pYBagYBagaB4IIkSpGEeiSalm9mWM63d5fvdsA+7ZBbbbhXTSbzaSPRqM7Sv1eZXkqx32QeOMaw+12BVgy3isdYqefT6ElPAzzOsr5as/QwMkNaPE0eHi6PAL2AgJbPBpuPcPGu6nYB7i2Jt6tgXa1nk6nEJtdqG8TvQ/pFzOQoLMnZrwjAocvRxLLcVQitDkQgylEEstwlKLTyaW/6PQpPKTCyylUpNapUmtwtGqcbTq35+hdFi1uuw7J8KQyxBWRRqmuWqGmSr66cp6aUq6qYo6aRpG+RDjAoRFAY5SbMitNnWstbx8h3C1hnrjLsO7meXbyvJvZ/l1coP6HSPGXONn7CIHbSIe2kYO20eOOERN2kdO2IWO8YKG6V69LN9+m6CHDmFDDmEPOQHd5Gt3LS5X6rLTdVjJmuQoNb3rp1So/3ZW6+Mzml9f1NajXL8ent878/gNALwDgLfA0dqr1fah1nv9HUOTQ+NTDyan+1vbqnJzk5ubm2fm1xbWns2sPZtaeTy2vDO2sDk+vzU1uzM1+y9I+Pj/+if/A1j/1+k/Sez8oF85Nbf2dH792cLG84Wt50tPni89fbHw7OX8k1dzu6+mt1+Pb74aXXs9syMcWT3smX7T2L+bWzcblNTG8cgyoEd9Ik78+znqx+L0L2V5Z8FuclqBIJNoiNUtHU6+gX0Jwb2BE9BtHzbADeql3WizcmtQM008B/P79JL9v12w+ULO6Qc1t3OI65dwPgZ2uWauRbRrlda+tUyvCgvXbBwzFmoRrIDzkUH5SMI8z4PdzoCunIe6SaI9pXE3L6CuSmq6S2ldu6jlLq7pKo67LGt4A2QVamxXYGxTTHGts/fvdQ4epF+9Z2hdpUUrhZhkqOmnSmFjJeBRMpq3VQ0y5PCJP2v4f63sJK55Xc0iFsvOxlkXgSzSLuFjJLExcrqJl/AxEpjwC5ohEtgASbyfilkkmpmqb1eIoKSiaJnmrndwrMIvFa5+KnUFapWDY1Ro0isx1HI0pQRFLkZRCtHUIjSlBE2peD/Y/O+FIlWiSJVoctXJODSeUafFrNdm12lSK7SZNQbcBmPbJgNuA55eBbcsBBlnq+inn3BKUSdFUSdFWS9N3SgLapqrz6wz4TYRHFtp7h3sm+1cn3ZuQJtNcKtTVLdDRKdNWDsn6B4nqIMb2ucYM+J6e5Ib+YAd1scI7mEG9jMDHtJ9h8jXH1i597J8Rqz9Rrj+g0yvXsKVRn2bEjQ1HWEZfwHi+o0U+aPv0GJfqX8rjTVhe+TWd6+9FrwFgD0AOACAQwB48u6X9acbizszc2vjU4tTE7PjQyNdI6NdjQ0lmWm36+vvTkwsza8+n1l9MbXyZHxlZ2J5c3Jpc2Zhe3bx0W+xRf8N+p8IrA+xSr/pn+/553De/3zB56/zKO/1qyFz8T88tfjPjqeJ/6DJ3z8uvv+rJpZ2fj+cfOLznF56dqKp5d/rxfTKL9Mrv8ysvpxZfzO78XZu89381t78zv7E5pvJ3f2Zp4LJx/yBpbd3h7bym6aTKocvh1YYcqIloJxPJYw/u2hxWp17EeFyEeUJNk+AEbPQtHwMvQDLKNTlVVhcaaJ7dRM92ui+PeSbnZqcUlmD26eRwV+r3fxE7vKPoGsXsAFQYoqJcxXBs97Ko5Zys946qNnSvUjfIQ1Bj1Qx9ZbT95TVuSqj5S6F8zgNvnJK7epPqm5nNNwlsT4qphFoRoqubbaVe7lzTJdXxqhj1D0j50woKVTJ+KaC3g05rJc42EMOE4Sn5hmwqzSMM+U1k1R0MqWxSQra6Sr6mSr6mcp6aXL4xDPg0C/k3MXO0v56kfG5oqO8QZSxc62Jc70mqxRvXY6mF0MI2RBCpia7UM+uVMe2EMfJxnNzYKRksOVtVdN4NC3bxKkWTcuXxsdcxEbhGBWa9HIsrQJNKUORS1HkUjSlDE0pO0m2Okli+P0jkliBIpdjKNWa9Go8o06bXafDvqvLadBl1+NolQirIjWjdAWdRBlcvBQ2WgobrWaUCjLLgFnmIEj5WGqxjnWNqWMz6WoXzbObeaPX2qeX7Xuf5dvB8m3lBLbYhLQ5R993jOy2D++2DbtvE9pjG9pvFzZoGz5E9+uk+LSTb7ZTvbtZvv0cv4fWvg9YN/sMuZU4ap66Qex5sNtnF2gf/WAo9q32X77HiyuT9Yk3YjNbJlffvQOAvQ+cOgCAQ0D0y7s3T14+e/762fLm/MTc0Or2/KNn20sbc5PTA3MLQ/fvN5aVFnTf713deDq7vDu18mRy+dH4yvukoIWVRwsru38A619Mq1/Xl58sBx774PCeXN6dWNqZWNoeX9qYXFqfWlmbWVufXd+YXFj7sCh4bWJ+dXx+aWxucXR2YWp+eWZxdX5la3FtZ2ltd2Fld27p0czC9uTs2sTs8sTs8tT86tzixsLy1olGJ5eGp5ZGZldGF9ZGlzZGljeGl9aHFlcezi1Orm8sPdqd29mdWF4fml+dWNqe3Xo+vrg9srAzOvdoeH53bP7J+NKLmZVXc2tv1nePV3b4S1uHK7vCzRfA1i/A8i4wuykcXT4YXT4YXjwYWRbMbAOzO0D3xNuSlpWA1G7n8Hpz53QN8wAJhOsPqrbfKdl9q+L4I+iKONrnknaQJD7gknaAumUchpOlY19s5nbXzK3JzO2uhXuTlWeLmdtdHbsKBD33PDb0J4T/1+peX6hc/x7iL2OQgOVUWbi3WbrVWblVm1+uNHap0HUowfJyEOxkDWb8OS237xC230C457CuMnrecrr+8tpBcjqhCgZRMHKaBjkVycyk+rW5JI3bxQ0yw+6zw7sd4x4GFC66Jw0aO+Ua2qWaOqaDjHz+espE7Fuj72Qd1fTjISZZaobZakb5yvo50vgUSewtCXSMBDJSHBkmgQqXQESchQX/Q8b5SyVXKe0wJC1Lm1ds6Fhp6FiNZeWh6LlIWhaCmo2iZ2NZeVhWHpqRg6BmahBSoKQ0JC0LzchBM3IQ1GwIMR1kkfaThp+UViyKWmLk0KzFblAzyVcyyNEwK8bSqtCkUhSxDEsp12HVGfLuGtg06fMaDG2b9XkNWtZ1WEYlglwGtshTMc5W0E+X0kyQxSXIayco6SWqGCWrm6WALVI0LJP1bEsMHSvMXGoJHo3cgD7nqAnbkBHSjQ4z9wZ2WJ9L4qRz4phNzAObyH7biH5eWK9deJ9daL996AOnsGHH0BGH4FH7oBHn4HFb30F7/2HHgGHOjfvmNlVgg9gzSq6fnSGJ/Q326U+6P140+UFS55KKCdU2oKxhcOuZ6AgAhCJAcAwIgd8kOBYKjvkHR/svXjzb2l7b2F7ZerS2vDY7OTP8cu/Jk5dbPQ/biyrybvhei7oVs7K1tfroyeTS5tjC5sjc+tjihyUgS1uTC3843f/VL/hkDu43Zi09Hlt6MrH45CRcZeLXZVPLK1Mry1Mrq9NLGzPL2zPL29NLGzMr63NrG0tbO6uPdufWNqaWVsam54cn5obHF8an12YXdxZXn4zNLk8urM0ubcwsrk/OLI9PLY5NLo1Pr0wtbk8t70wvP55afzK18XR88/nYxrOxzSeja48nNp/MPv5l8dnblV8OV17wV14Il58Lt94AW2+A7bfAzltg+w2w+QpYfwGsPgMWd4DJFUHvxOuW/t3KtuWsitHI9A6f6HpjeijW3Aei5wHRv442C8BYBaPMgyEmQeegbj9DPU5DPc7Ab0hg/KW1whSN4lXNEmHkTBQzH2dTanS5luJ7jx3SbeXdpOtUauRaqWNbqEFMvKQdJI7xv6QVIq0TdhEfAiWlYVkFBg5V5pcbTV0a9WxrMIwSGDEDSUmGk+IhVnGq5jFyRpFSBmESev7n9XxkLEKkTPzlzAKVLMJUzCLVzG6hiVn6vHJecK9T7BA7pMfsWqOVd7uVb5fu5bsomwolQgbWptzQtQbFyJDEep2DXdEwDjTmpUCM/c+CHL9XdLiICpDBxZ6HR/+sEfkTJOoMIlYcGyujfVvBIFHJIEnVOBVmmYOiFGBZBZrsfH37cl3bUggxRd0iAU5Jh1FSNNl5GGYOmpGNomchaVkIaiaUlKZBSMGy8jDMXBQ9C0HNgJHToKRUDUKKBiFFSitKSitGySgZSSnV5d3V4zVrs5u1mA1ajGotZqUOu/pkVgZHL0cSCzXM8yAW+WCzXHWTbGWjDGWjDDXTbCihEEkpxVDLNemVWqwqXW61oUOdhdtd6s02ll8n27+LG9TDCbzP9O1g+XXZhDzghjxgBPSwI/qdU6Zc02ZY4X0E71ZqQCcvrN8mfMDMtYbt2+UU8sA+sM8hoM8paIDtcc+IXaxpla6IDv5SwlrsMwOxz7W/lSSBNd0MSYHphQNNXSszK+/WHx9t7u4/e8k/EABCABAKRUK+QMgXHAuEomPBsZDPPzo4PNh78Xz3zesXb16/2N5Zn5gcHhl9sLa++O7gl5d7j3uG7qXlJYbGhzHt2Y7uV9r6epd2Ho8vrY0tro8tro8vvc+qnlreOnGQ/gGsf53eZ6Rs/v4F/1ptnVhIppd23oerLKxNzK/OrT+Z33g6t/5kanlrZHbp4dTM4PTs8Oz85PLq9Or63PrO/MajufXH0yuPxue3Rmc3JpY3pzceLz16vvzo5dL2i8XNF8vbr9ce7W89P958AWy/BDZfAxuvgZXXwMprYPkNsPIamH0KjG0JRjcFY1uiwRVBx8Sbhv6nZW0bxc3reXUrKaXTEWmDNyPbnH1qeR7FZMc0U+t4LWIY0sRPw8BHTeemPMbjEtxNGul5RsXplKLjWTU3cbDHz2pXz4KuX0T5KxvHKhrFKBnFqJrdglPStW0KzN1qyDcaOEEdTL9mqlcDzaeeFdBE8arFcdMUjPyVDHyksO4/qdl8Jcs6peaopBuAJSfpsXPIV2pIl2uJrjXm9pX67EIMMR1kGKegFaKg4y+j43MJ5yOO9T6L8TuD9TuDCziLD5Q1jVUm3tagpoBJKfIG0ZLYEHl8NMg0CcPKMrpcrudcAaHnqVjlyJvlXdTLktDOlNTOUjUvkdZJOw0N+VHt+qeS3FPqrgbcdLp7McoqQgLufgHhLacdI4mJPIeIlsQlyeqlqVnmwanFcGohnJwPJ+fjmGVGDrVYVi6GlaFtk4dmpssbRsgbRkDJyWhmOoqRcSIkPR1BS0HQUpD0VBQjDUFLg1FSwIQENYt4VfMYNYtYMCFBg5gIIabKG8RKYEJldOIx9DKLyx0Wrvf1eY0YShGeVqxFK8VTS1BWeWDTDGX9JAWdRHntBCW9ZFWDDDXjLJBpHoJYqs2uM3JoNrvSYeneSb7RS/Xqp3r10n36rYMGbcKGHaMnnGMn7CNHWAG9VO9Opn+PTdigXdQI4XonyaeXcL3T7Gor1bvbPnLEKWKI5XvPOazXIbiT6VGjTUtS1vI+q+bwmThB7Eu82MegT0/h5GAcAjci6FZDVevi2OL+xjPgDR84BIAjABAAgODDSepYBAAAAADHJ3pPq8P9g4O9Z88fv3z17NHjzcXluZ3Hm3zhwf7Rm43tpcq64pyS1Kq7pZWNVUExIYExEa29ffOb26MLK+NLG+8/R4tbE4tbk0ub0yt/5GH9NzDrvf7p5/OPphZ2TtIypxa3Jxe2JuY3x+c2BidXRuY2TuLrRhfWhueWhueWRpZWJ9d2ThaxjS7vjC4/nlh7Pr3xenbr7fzu3tyTt/O7e0vP+Bu/ADtvgEdvgEdvgIVtYHoTGFk+7p54W9v7OK9pOaVmKqFqMjS3zyfl3pXIOsfgKjv/SuubpUTXHCNuMsQkBGwYoqITIIf1kYReP63i9r2cyzfS9qdUL/+o7PSjsssZ0NVLaD8l3UiQcTzY5DaamIUh5WrRi/StK7WYZWhyIZpciGeUanPKDB0rrdzv0rza6D7N5Bt1Fu7lJi6FOE4yhhEPsgiR1vE8g3D8Tp3zpSLrCznKWbD1T8oUcTBHw8jb2DqJ4JhLdiomO5fq0VJQ5nGq+EAp+PVLEE8Z5E0VXIC6boiKfpCiQZCCYYiiYbiScayy+W1VqyRVUpqyRRKIlA6n5SEouaomSecQgV/IXvmbuM1PUHc541AwKUXJNOmiVrwENkFSM/USPlPJqEjZIF8CEX8BFaOsn3gW6vu1nLMU1pvgWmTmkIskxqubxsFJ6RBCtrplDopZiaCXa9nUa9newXEqcdwKLLMIwyjUsSlRMApVMA6GkOOQjEQwIQ5GSdC0zsKyMyGkBAgpAUK6BSbEgQjRIEI0mBgDIccpmYQrm0aoWURDSLeQjERNTpq2TY6efT6ama5mES+BDfwZ5iOrG49hlGhZV6PIxWpGKWDjZLBxqrphsopegqp+IsgkDWqRBTHPwlKLDXi1JvYNJvaNJg5NVq73yJ73LT27SN79rOBRbug4O2iE7veQ5j1A8+6zCR2zj5xwipl0iBq1CX9gHdBN82ojejY5RkzahUzYBA5z/B5w/XoZN+6ZOpTgaEkK+Js/KrI+PW/yubjh5+J6P8iYQA1cee4JgbHFmSUtPWNru+9+bUUBhx84dSgA3h7w9/nHIgAQAcDx8fGvtBIdC44O9/f33x0c7PH5h4dH797tv/7l1bNXey9FgOBAuD82PVJQlpNVlFpQnV3fXncrK8H1plt6Ud7E0vLC1s7I/Or40sbk8s7k8s6HtdubM6t/zBL+q/X77JTfd8p/H3b+YUJ4Z3J+e3L50eTa7szak4nVR6NLW8NLm6Mr22Pru4NLO4PLuyNrL8Y2X09uH87uiuafAvPPgbkXQN/qm4bBjfKu+ZK22byGyeTigYiMzqshVa6BlZzrBWZ2iXCLoEuYKz+BeF8rW3+mwPqHHPsTGdbH0sxPZTlfKNh/o+L6A8jjEi7soma4JCbikma0vE6iukkmgliMpVXg2VWa1hWa1hV4bpWeTZ2+bb2eTZ0Ot1ZeLwVKKMSza3S4dXo2DabO7VaXuwlXOogebQSPRourtUbOpVrcDCg5WtHYT0bX8yew9c8Q7mkN7vcqjK9kiF/JkM+o28hgXVV0Ll+EW6vrXLG0T+R4FOkzbqlr+cihrl8EXbkIuSoHv6aI9QZpBYD1gmH6IRDDMIhptIZlPIRwG05OQtDS4PRMOD0LRs+BkDNBhAwwMRtNL9Jil8OIWWeh/n89zzkF85A3DEHSUxGUdCXDeDntGCW9BBWDJElUuBQ6Qg4Xo26YCDZLldWK/lHt+hfSjurGUSb2hRaXK7W5+ZrsfAQ9F0rNR3HKIbRiOKtEhZClaJYEIqUrm9+6oO1/ScdH1sBXzsgHSolBsxI0SDEQchySngwl39YgxmsQ48HEGHWrSDXLMFWLUFXLYFXLYCglDsVM0rLJMHTON3MrMb9aan611MytBESIVreMkdEL/Rl28yeI10VchLJxsppJqpJegppBEtg4FWKaDjVLQxNzdFmlxjbVlk51NPdWnk+PrV8fz6eH7d1t43ffLuQh1b+fETzEjZyyjZqxiZzlhk/bhE3bhs+4xi3ahI6xfHuZvp3WgZ3cwA62fxPTu/ly+KiNdx/FpV6XnquoGfC9LO/rS9SfFegfn9L6UdoQaeTi6JUUmlyVVdn5cOHJ3vsz1PEHCY9E/MPjoyPB4du9d3zhkQgAjgGRUHQsEon4fP6bN28ODvaO+HtH/L2Dw7fv9l692399JNg/BvgiQCAA+EJAcAQcTc5NZBVmRd2OSsxOejDdX3q30N3fXVL50g8Sp/0jI+Y3t5Z2Hp8shTxZ0XYSPTSxtD39B7D+5bSamX9yEpwyM//4d9EFm7OL74E1Pb81s7Azt/R4funp/Orz0cVHw4s7Qwvbw4s7I6u7E5vPp3Zez+zuzz4TzjwDpp4AQ1vHXXP7dx4+K2hbS2+Y87jdwPLN1eWFwSxvqBpclULZfStH/Mspvc8lCd/KMU+p2Z+DXTmHcJfA3pTS8VcwCgeTUiDUDDgjG87IhTPyMZwSA+cGC49248utBk4t2rYNmpw6HPeujm2roVOn6eUevG0zmnMHQitXIxapWxVqkErgtDIUsxLDqjJ2aSFeu0907yK6d5GvdVldaTO0u2PiXIW3zlY1izyP9vhe3e5bNesfwNzTUN45GE8CaSePd1PVv66qe0MB56GE91LX91bWuXoWxDynzlTVvQbW95bQcDqlwJMAX1HV8ocYRmDM4zUJCVjLOIRpFMwoDGIcCTG7pWGRCCEkQokJEFICmHBLzSJe2fyWskm8jE7MRVyUomEillGowy0FmyWeg3ufgV+7hPNRN4uCmEcp6vgr4LxVdfxVtH3k0dfUdP3w5NtYYoKsZqAk0l8SEfiTyrUvZZyUDWO0uYV4TgGSmQOlZYMo2WqULDnzFGVipozxbXnzW5o2uTi7LA1qFJQRZXw5y/hylqVnoaFLNpgYrWQaqkGMh5ITYZQkKPk2gp6AtU7RdUg3dMk0cE7Xc0wzcysycysxcysxds3XsctAMW+DCBFKpkEKxkGqFhGq5lHSukHiGP+L+BBVs0QEOQdJytGkF+pyyo3ta82d66wu3yVdbaZ4NNv43bcP7HUM7ncI6rMP7HUI6nMNf3AlbswpbsomZpIbMc4OGeOEjHFDJm3DJu3CJ1xjZjj+vSTPRrJnHeVaDdGtxMg+TZ+dgDCJkIG6f3uB9o/Tpl+dM/1ZhqAAt0YZuUSkNNR3zq0+E7773fd6RwBwJHwtOH4pFL0Sil4dH78+Pn4tFL4RCN8BAP/kmCUU8g8P9wUCAQAAIpHo8OgdX7AvPD4Uio6OAf4JqoSA4N3R23eCdyvbK5WN1VFJMTEpcXkVBdWttcmFSYEJQTwPO4QeWgkB8g4NmVxeXdzaHZtfm1jcOClWTsIdJ5a2p1Ye/QGsfzGwZueez849n517Njv3ZHb+8ez89uzC5uzC+vzyzuzi1vT8xtTc5tTCzuzy7tLGy5WdN3Pb7+Ye7y89F26+BXYOgY13wPQT4eD6Qf3QTm7LnH96O/VaNswq8DzC6Ut5xt8vkj+RpX8sS/9ckX0K5iyr66thHgG3ioVZxkAtYjGUFG1Ojg6vQIuXj7cp0nUqN75yB2ldjOKUIa1LYcwiMDUfRMnToBVA6SV4uzpNmzoMtxbJroExKjUoFSBSmTqpWINeCqaVgMgFYEohklmiZVtjeqXZyrON5Xef4dNB9Gw0danW5ubDyUkK+qES6Bufy1t/qWj9jQrnexD3NMT2LMz+PNJeAukgjXOTQl2Ww3goa3kraHpJQq6eVb58RsXlPPTKGYizOOyyOOLqT6qOX8lxz0Pc1Y2jNCmpOHo6npaOJCaCjKJUDSOgZnFoUirEIh1ika5hmaxhlaBBiNMgxICtotUtY6DEJIhVirpZkqpJApSQimXmoChpIPNYJb1gObyPukEA1CQArOuJNPTAm1/DmFw2Y/iasfzM2CEYCx8Z5GUp5DUlnTAFragvpd2+V/aS0Y6GU7LQ7DwUOw/KzFUhpcmaJULYeTDrHC2XYm50p2NSp/2tux4ZnS63Wmwi6q2D6yw8imDUeHXLGDg19aRRBSUnI2h41lOAAAAgAElEQVRJOnZZlp7FFO9ykleRuXuetm26JicVQb8NIkQpmgRK63lf1L5xAX8NSonTIMVCybeR9FQMM0eTna9nV2bqWmvl1kC4epfs2Uy/ec/ar5sX2MsL7OUF9TiEDpzIPqTXLrjHLrjHIbTPMeKhbfgIM3iQ5ttH9ell+PWzfPvpN7vIns0mjuUGvFw963RDTgqeEqWsc/WMOv0HOVOxv8t//D3kgrKpIeVaZNKdgalnL/nAAQC8Eb6v9Y4A4I2AfwQI+IBwj/9WBLwGfpXoteDoxf7bp69e7R4LDwBAAADHQqGQLxSclIQiABCKjkQA/4ME+4K9F2+e7zzfGZkaGxgfKr5T4R8VEpkUV9veWN/VklSUwbhs7RPnl1tXWNVeH5F0KyYtZXR+cXFrd3JhY2L+w2TF0s7k8qOTyP8/gPXfCqwPr21xfWHl0fTS1sT85vjs5uT8o7nVX1a291efCBZ2gelHotFNfs/cq7LOOZ+kGiNukJw290tZk89kzb+QJ32tbP0TxFVS01fROErVMgFMSYUyszDcfE1ugSY7H0XPRlIyEeQMGDENTcvFWRdh2IVQWrY6JUODlgtnFaK5FUhOOYpTjuJWYHiVSE45jFkMouarELLUKXlwVgmKW4HmVsBYJWBKoSoxG8Ys0LavsPBsZgZ0c0L62P5dVK9moscdDDNVXi/gJw3n71VsvlflfqvI/l6ZfRpsK4lyvYhxlca5yWq5K2h5yOPd5TTdZbEe0miPC1A3cZDbBQ1PcXXPsyoekhreCtjQS+hAFC3T/HKtNrdQWjv0O7WrP4I9JTD+0trBKiYxMFIynJwCtrytYZWAZWbp25YhSTlIUg6clI6gpKLoyZrsVC1uhq5NPsP7nk1QHy/wgZVbszanCMfO0+bk6FpnKWsHXoRdVUC5Q3RvYI2vW9D9eU6hHAcfR7dgKtdD04ithqWBtOyhBjfgxqEIs9vKOgnfKvn+BPIDETLwvFJNuxKEdZ4SMUmBkIixL8HYFeCccon+1VZ+RWY301kRJRhOlJpVoLK5v5JpkJxBsJpFPIKaASGmQklpIMtEkNVtJD1Zxy5D1yEVzY5VJwRL4K6fx9w4g/Q8h/G8pOOtYh6GYiZq2WQYOhdg2CkoRoqRcynNq43p28nw6WD4dNiE9DEDumhebXTve9YB3fbhD1yih12jR+1CBhzCHjqHD7lEDDuHD9kF9Vv7dNGvt1tcbjS/3Eh0b2b73rcPHnAI6mHfuEt2LUVbRsiiLn9zyewv36P+9BXok1OIC2qWKEPbhOzawanNfRFwCAD7Hwj18oAvAIAjADgUCvjAe+Lwj98d8l++96ULXx8f/XJ89Msx/zVwvA8AfAF/XyA4OjjYe/Pu7f7hwUnT/VAoOBLs84/3BaKDw+P9V3svV3dWH44/bOlpyyrOu52Vkl6SW9fd2tjXkVKc5+J3g2TPji9Mrbpf3zX94MHCWHxOekBMzOD07NL2s6nF7Yn5zdHZjfH5rcnlR9Oru5PLj8b/CPD7P+okBOpk98FJLNTc2tOFjecnT00sbI/MrE8sbM+vP5tbezo+uz09tzu/8Gxp5fnS2rOFlSdTi9vjc2ujc6sPJhZnV5+s7LxZ3tnfeQG8PADWnwK9ky9v5/c7+BQhTK6dA9FOqZLEYdYXUbbiKAcVI29V8yCQZaS6ZZyy+S0V8yQ1Qro6OQduXQJll0AYRRB6IYxWgKAXYhjFmqxSHV4Vjl2GZBShWCU4XqWmbRWCXQKm5iPYpWhOFY5XheFVolilMGYRklWItC7WoGSDqJkQahaMlaNlV2rq2cAI6OZF9NmGd1gHNFm5l+vw0jSsImS1r59HuJwG256F2ItD7S/CnaSQTjIYJ1m0kyzaSQblqIS/qoS/qqTlqYj3lMN4XIK7nVd3Pa1y+ayauwTYSxoRoIyPgholY62ydakluswKmFUhjlVNdO+ydGtTNU09BfE9DfeVwAZKYAPkDMJVzGLVLW8hqBla3EJNdp4GIUXNNFHdLEHDIhFNTTd2LGH5tLhEPvSInwoveBpX9i6m5I1v6pZj6AjzZrulW62pQ5EWOVEV56WBv2FMiiAywk0tr0HhlqfPKH3yyfd//+QbsT9/Li4NwZvaoYyclNE2PytxwYZJEsjY71S8foT6yhpGQxiZaF4B2rYQxMxQpaWq05PArNtKpGAps2uKxGswThDaOlrfKdPKs8zCvVzbpgBKSgNZpoAt09XMUpRNbssbREvpBEtqeUngPMVxV8U1PRSNI8CEBCw7W8c2X8c2V4uXjedl4HkZBo6FJq7lBM966s1Whk8H3buTerOdfL3FPXnGJrLfMWbwSsK4bcQDbmifU9SwQ8Qw/WaXtV8fx2eA7dXH8xt0Cp1wDp7keT9wCRmy9e7k3mhleTTo0pPPq9v+5Xttsc+hYn+W+lFKV9PU2d4jLq3g3ujCy9dHwOGHQu6DQ+pYAAgFx/wjwb4IEIgAAV+wd3D4hi94+6G3fnh8+A7gHwIiwXsJDg8P3r599/LgYE8oEoiAY+GHDhcfEAoAwbNXT6YXx7sH2lu7GstrSlNzUrJKcmrb6ssaa+5PDHZPDkdnpdh7ezr63vS7HVvR1dQy0dM5N5BVX1x9v8U3Jjyvqmpt98X0yq9m6V9Da3fGlv8zG/YfwPonnUz8Ti7unKTWjc1tDk+vDU6ujM5unEyrnLgNTm4bm9s84dT47ObAyML9B9MPxpfmNp5t/8J/dgC8OAQevQaG598U1Y5eCy60YAXB9a9egjmdBzmdVrGR0HCSx10DmwbBrCKhxBgE9TaKkYJmZ6OscxHMPCSrEGldiuZVKpNyVch56pQiMKUQRitG0EoQtBIUtQRJKYaTCqHkfDi9CMupwPAqkdZlMGYxnF6EpBejGCUIeiGcVoCg52Oti7RsS8zd64k3mhn+7ezgDrp/q7lHlbZ9HpqVpGbiq2J4TUH3qpSmsyTC7pwG56w657QqW0LDRhJqJ4d0VsK4KGFcFFBOMjC7S2BbBfQVGZiLOMjhjLLdWWUXSbCnLDJACRuBMsvCWORqWuVrkgq1qCU6jHJ9VqU+uwZBqEBT7hg7dBg5tKoYp5+BB5+G+Z9F+kpgA6R0ghWMwtUsYhG0NE3rHCw7G05NVTePVzeP17CMh1jdApvfApsnwKzSMZQiQ069lUsX5WqfhdM9fW6NLqdU16ZYn5tnxss1oCRgDALk1Tnf/oD55FPZLz+X/Pbrc5//44u//fXPYn8S+/zr76BYQy1Ta6yhnQrGUQ4TJK99SxofcwbhJ4EPApGTEJxsMCNNziJegXgLzExB8NIQ3CQYNxZtE6PleNvAOcvkcpGxa5EWL1eDkKxgGCevf1vRMPG9jOKVjGNVzKLVLCPBxGgIOU7PrtTQsdLUtdbscq3ZlWpztyqC5x3yjQaWfxvDt43ufY/u3c7yu88LHnAIH3WJnnSIHmYEdLODeuwiB23CH9iGPmT6dhs71nB8+2jXOugenXb+g1ejZpyCR4nOzdqUPBA+7LSs7Z++1BP7M0Tsz2qfncIj9BztrsY1318an3/x6AXw5vA388G7A5EIOAaAQwDgH4v2hccHx6J9EXAEAHyhYJ9/9O7w4A3/6N2x8AAA+ADAB47577/044uOj/jHR3zRsQAAjkXA8UkTfV+w9/T1k4WtxaGZwfvD3R0P2qsbK0qrC6vqy2qaKivqyquaqtv6Ox7OjnSODiQUZnqEBzr4XfdLjMtprC3raq3p7yjtabgz3J51t7Smt803Nqqwrm7z2auR2bX/GLR94sT+b2XW/8vAmlt7OrOye3L4GpvbHJ3dmFjYnll9vLT9YmZ1Z2p5Z/nRqydvj58dAOsvjmc293omn6SX9jl7ZxnTg0F415/lKV+JW34jSVPWClXTj4eaJiIsUuCWyVCrRBghCUFJhVNT4fRMJDMbwcyBM3KhjHw4qxhhXQazLoWwisG0IjA1H0LJh1ML0fRiTUYphlaMpZdgmaWarDIsoxxGKVK3zFEySYWRclHUPByrWIdbqm9bYexYZXHlDtGjnuRZR3CvNbtcpmubjaDeVjQKksBeOw1zuoDgScLYkjC2JIwjBeNKw21kEQ5ySGcVrLsiyk0G6iwNcpJSd5QBucpD3BRhnnJQT3nETSWUHwgfBjNIwJpl6pCK9akVRsw7+sxaPUaNNr1Ci1aKpRZrUgoxlBI0sQppVaXLatRl31XRTxeHh56HB56D+UhiAiSxPjLa/upmUQjyLTQtEctIxrFT0IxEkGWkokGQrE6QFCZIHBogCY+S10xV1ymAGJWCDYplMclnNcLOaASchnqdAXuC9cO0CbcMyfFQrNs3PyDFxH767B+nQCANExMdDYjs3/9NTOwjsa9++EEehNLUp2tbeCpoeinpxygYRJ1De38HcfsZfeOSUaiCVbwyKUmdlgamp6pRktRIcerkWBA5Ro0YAaXEaxDjVcyiZfUiLuLDLuEj5fVvq5qmKRunqJqmgizSYORMDDNH2ybPwLHQ2KXM2LnWzPWupVszwaOZfL3lpNCzCe2xj+h3iHjoHD3sGjvmGjvhEj3pFDnpGDHBCxxl+g2yfQcZ3n3ka11sn36nsFGnsGHH4AGedxftSoM+M1cW5fPxGYrY1yZ/+97s8x+ML8kzTIkhviE1+aXDbffXVraOjgDg7QHAFwLCX1tLAuDoUHSwLxAdC4SCff7R3uHBm6PDdwL+nuj4CAAEIv4BIDz67SQlEggP9/ZevxIeCAA+ABx/+EUnlgVAMLswOTE3MjzZ3/Wgpa69qrQ+P7cqI6c8rbyuqLqh9F5vU1tPY317Xdfw/YHpoY7R3sK7VV5xoTfjwmOLcnKaG+qGBioH7qffrUxpLM5sq8hurqgf7PJPiCttbNp+8ebh+OLJwt1/B6ylx2NLj/8A1v9B/7uScGJhe3h6bWhqdXx+a2Zl90Sz609H5zdHFrdmNl5svRbt7gHja+8K6od946owpm5nlUl//0nnH+fNTyvzLsKuKuN8ocZxSKscJLEQRSqCW+VCzDPBFmkwYgaSlqVulapOSFYnpoFI6SBSphopG0zKAVHyYKwSGKsEzipBWpdh2eVanApdbpU+t9rYrk6PU4WlFcCsMiGWWUhyvhanwtC+xtSx1sqllni5jnSl3sql2sSuVJ+bp8PO1DCLVNILlEC6/6jm8K0S90c1u/Pwy1JYNyW8q5KmkyLWUR7tIId0lEM6KyAvKyCvKCI95WAeUiC3S+pX5TVuqCEDEdpRGKMEpMFtrHm6HrnQjF1tZdNIsG2x5LaYcZrwpGo8ufIkVBNDLEAS8xDEbJRVHtqqFG1VYcBs1GM2qOqkS0AjLiHCpTHh0ugQCbiPFNpH1TAEbhkNJ0RhqbF6vBQM65aEpsen0qx/yPDOgG/IYaNB+hloizJt4h0daoM25Q6GUAazzFE1un0O6fOFnMOXF22UsH5W3Bw791JjK7/vTmn8/dMfZOXlXC5zOFxzNfCFj/4mJvaR2Kdffq8K0TWhXIcZB8jgfCXQXuKYG9+oOf35EuNLdRcZ0ygULxfFzVenpEoZREhoB0vrR8gYRF7UCpTRC72kHSSJC7qID5HVi1YzS0FSC3DsMjS9GMsswVuX6tlVmLjUWF6tJ12/S7nRwvTp4QQ8tAsddY6acIkZd4kZdYoacowcZPi0s/w6OYE9vOA+XvAAJ2CA7TfA8h1gez9kXBuw9n7oFDrhFDxKc2/VpudCjKJlkNe/lWF99I2O2GfIv/+IP6dMxZjfpDvezsp/UH93aX6ef3AICI4B/jFwcAQIRIAIAADRe9/50cHhwd6+SHgMiABAdPzvJXh/IRQIDw8O3r7Zf/Oav78HCPiA6BgQvS8dRULgcP/oxbPnKytLo2ODPf2dFdUFZTV55XfyyutzK+/m1zQX3Gkvaeiq7B1u7x3uHJ8f6h7uaOlrGZwfah3sTCvP9UuITCrPuzvc3zwxVNrTUdh9r7D7XmZbfUpTaVxtTn5HbdvkYFh6cllT89bzt8NTK79uCD9h1tgfwPr/CazJD9FRJ4XhyW2Ty7uP3gJbb4C5x6KWh5sRqXctOMGSYNqnZ/U+kzD7VoYhCXVT1w9FWiVgyGlatBw9dpmKYZqqUaa6STbEIhdBykdQ8mGkbDAxHUrJgVKyoJQcKCUHRs2H0Qrh1EIotQBCyYcyitDsUhy3QotdrkkvRBNzEJbpavrxMLMkLVqOqW052a2OdaOF699pF9jJ8KyjXK00dyzUYaXCLaOVdP0lkR5nNZzPajifATudBjmeATtJIFylNT2U9LxBhv4SYPsL6nYX1O0k1OwvqDtJgFwvgd0uanhc1LghC/dXxUXADRNxFtm6pCIDaqkBrZxg22LBbTRk1OmQq/CESpxVhRaxCk+qxpEqcKQKPLkcRynFUYrxtGI8rRBPK0aa5+FIZZY2rcacRlV86jn1MBl4nIp2ihwqShIWJIXwU9QOBhuGgE2DMKRwPV4ihBTxlbKN2FcGH52lK+pEmtnWst27rD26rd27rD07OTe7uD5d1r7tJk6ll7R8PzpPE/uJegHmY8DMtrtxh+uWo4Zi/OmTn8U++qs6TNmSakCmG8qpXBT7y5/FxD7+5LPzsmrmMEPviyjP87Crl3A+59HXv1Z1/k7DXcogDExJ1qCmqVglyBhEyejHgC3TYaRcDasMKCkNSkqFUzIwzFwdmzIjxztmrnctrjRZurUS3FvJ19rp3p1s/25uUK9NSJ9d2APnqCnXmJkrcXNu8bOX4yYdIga5QT1M3w6HyAG78D5uUA/bv5vp283yu2/t388LfOAQOMxybzfhlKMski9Cr39yhvj3H42/l7L667foH6T0QJrWFLvA6NTq+2Przw6AAwAQHgMiIXC0DxztA/xDgH8IHJ8cqwDgWCAU8gWA6FjEP9p7/erg7RvgWAiIAOBYBAiPAYEQEAhF/CMRXyDiHx0d7vOPDo6F/F+dnwBwLBQcHb7be/Hk6dLcfG9Pd92dmoLCnIzM5NS0Ww2NFfVNZQ3NZQ1tZS1d1Z0Ddb3DTQNjra09dQ33qtr7Gmvbqlr6WsZXJ2o6G4KToiJzkptGe1tnRjNb69Kb6uonhx883hx6vpXb1xBdnVU60Ny5MB6bn1va3Ly2+/K9b3H+8clepcmFk2VxfwDrv6D/XUk4s7I7t/Z0evnx6OzG5OLO2uM3j1/yH70Ett8ADX1bjl5ZkmCK2Bcwsa8xp5U5IP0ANb0gDZMYmEUSxCIZTkjD0PMw9Dw4KRvHLkfQSmCkPCg5H00vQjIKIORsNcs0OC0PSsmBkHOh5Hw4tRhOLYVRSqDkYjChAGSVq26ZBbbMgllmowjZmuQcbUqOMbvAyr6U4VbDuVHPvlZLcC7A0xOgFqHqBj4KWh4Xkc5nwTan1blnQLyzYJuzYBsp1GVZ7FVFrWtK2tcV8J5SKDdxiNMZVfszyo7nVK5IqLtLQb0UMYHqOlFQw1tIkxQ8KU+bXKRHK9NjVugzq/WZ1br0ah1ajRG7WZd2F2NVDTcrgZoUwUyLUJYlmsRyPLkcRyrDkUpw5CIcuUiTVKhJKtAkFcDNMvGUYqJDiymvWUUz/YxKpAwsWVU7RwGVLI2MlYaHSaMDFXA+yvo+SKsgPCsOw0yW0PT5VMrmG3knVb1ofWauDjUdahSuS0/Ek2MxxAgsNVqPl4TnJskb+n2lancG5q1hma7NKNRj5FjZ5VtxbstqkMX+dkrso4+lVZStqEQtA73T4lJif/pMTOy7735GKqCdFbW8lHQDlPSC1UyjIYRENYt4af2wC1qB0obhSmbxqpaJUGIWhlGiza7WZldrc8v17MpMXGoIHo00r3tM326mbzfDp4sb1M8LHrALG3SKGnaJGb0cN34lfsLt1jQvaIgT8NDa/4G1f791wH22fxfDp53q1cz0u8cJ6rIL77MLG7AOuG95tVGbV4qiZCDNolVxN07JMT/92fCTn3V+uGQC03XkXInNKuvuGV1/8vY388ERABwdC4UC4OhAKNgX/la1iYBjgejogH+4fyDivz9AifgHIv4BIBLw9w+O9vYP3+0d7e0LDw+AYyEgOsGT4FftvXu1ubU6Mvqwo7P1TlVlZWlJcX5eUV52eXFBfV1Vd3fLg4fd/f337vc2dXTVtXfe6eiu7bx/p/N+TXt3bUtXbXVjSW1bRendwvahe0NLoxlVee7h3tn15Z0Lo+V9HRGlubmdLUPPd7YBYB0QFg3di79bUDfZ1z4/llhaXNHavvLoxcL609n5x7N/AOtfCKyRmfWT65GZ9eXtl49+OZpY2K5qHobruVwAcf5x1vgvP+p/K8WUx3hhCUkG1kUQs0SQaZKKcaKSUQLYMh1OywET0xWMb8Go2SBSuopFgpL5bXVCMpyehbHO1+QUQ8jZYGI22DJLwzIfSiiGEcoglqVg82I1k3yQeT7UsgBDKdFnV1k61DPdmjiezTejBx19my1sM1HmwUr4qxdg3FMq1O/krb5RMP9KzvRLWZNvFS1Og+iSSJ4szkley0Ua4ySNcZHBuspgr1xCuVyAOZ0D251Rc4IYxEP1UxFGGRiLXG1ysSGz0oRbb27bSHBus3BoNeA24JnVGGo5ilyKJJUgiRVgkzKoeTWKeEeTVq/NrNdh1Wkza3QYlRhiAZZYgCHka1rlYy0LMBb5GPNCjEU+0iITQ8o15TUYWjep4HPPqt6SBKfLovIU0Hny2EwZ1C0JWOAFuJe8jjfEIhBFidbmFmKZRSDTpEvogLNgt1Mqtv921kjsExWxP0uI/fWs2N9Oi3168c8S6NMotryRp4JxgCa3UMeuRpNZoWGWjacUM1ybLNi5ClBnsb/I/SyBQmuTtQyoaDxRBax/SVYLjLIGaXnCTCPgFnFgkzg4MVWbU4Rl5alY3JYxCFcwjYSQkrCsXDy7CM8q0+fUmzg0GTvVmV+pI19vYfp2cgJ7bEL67MIG7MMfOEQ8dIwcdIoaco4ecY4ecYoadowccogY5gY+4AYOcgMf2IQ8sA0d4AX3svzbqV6N5BsNlu41+g5FcGqqlHbo1ypufzrPFvvOWOyji2JfypxX1qE6+FV3jD49+C1G6hAA9gRHB8J9EXAoAvYFwOs37x4DwD4A7AOiQ0B0BBz/ro4T/U7HIv7RgYC/Lzo+uedDowrgAwBfdHwoFOy/ef18c2tleGSgqbmuorK4sCQ3vyg7vyCrqb62peFO69269uaGztbG7o6W3u7Wnp62/p57XV2N7e319+7VtbffaW+/09pa3dRS2Td8r7Wnrq2/sb6rZmCmv3uiNyAhzN7Prby7qWG8t7j3XmFPW+Pc+PDLJwvCw4e/PMrtb0rtrGxfm2iceJBUVtLQ07/6+Je51d3/DFhP/icC6z/mVf3zW/Dvc6mmlx9PLe2+LwkXt6ZXHs2vPVnYeD6zsju39nxm+fn8xpvNp8cPph5f9or75jzmH2dNf1JwUML5Y4kJOrQMNDFF1SBWGhMKMk1BkPKwzBIEPV+dmKFqlQKhZqA5eSjrXJR1LoKVCaWnaVDTILR0FCtXk1OMouXDyXkwQi6cUIAklaDI5QhCOdSySJtdbeLYwLjRZRfU7xTaw/Ntol0ptbLPVsJ5SsOczqmwzyozJDSspVG2clgHWYytDJYng+XJ4WwVtZ2UdS7L4Z0lEXZnwdxv5eg/KFqfBTlKIT1VdQPhFnF4Wqoeq8CYW2tkfdeAVa/PrNNn1ukx6/TZd/TZd5CEYhSxBE0pw9DLMPQyFLUEQS6Ck4rBZqVwQg2O3qDHadbnNuty6vCMCiy1WJNcpEku+rBSoQxPLtcmVeLJ5ShCLtIyV5dZo8toUNEqFAeliqtniKtnKGCKlfEFcpi0s6CgM+Absng/sFkohBANtkw0drxDdGvC03MUtAIk4Vd+VmN/JWMi9r36R2fBfzkP/rM49DN53Qt4HoTip8m9rUFNkjOOlzG4rWycArXINrappV2+a2lTCDPwA+OvIA3ctCw8SbxwEjcSb3pdnxSiTUtCEVM0LBLBFikalulQYhaCkoug56LZuRhWlrZNgYlzhYlTtYlDDcntnm3gQ+uAXk5In034gG3EA9uIfrvIAafYoSu3Rh0iHjpEDNqHP7QNfcgN6mf6dlNvtpOvt3ED+niBvbYhffYhvbzADrJntT4vE0WOVdT3PqXOEzulJ/YJTOxrzZ+UrTHECIZbSt39iad7RydG85PJmH1A9I5/eCQ6MR/wAeAQAPaPjl7w+b8AwLtXv2wc7T0FhG8B0YFQsC/g7x8LhCLh8d7bff6hADgW/dopBwABAPCP+W8B0Uk41cG717try1MP+9tbWmrq6korKvIKCtLy8lKKSjKra4uaWqrb2+vvdzb33W972N85/PD+0IPugd72nq6mznv1A71tfd3NPZ2NvV1NAz3ND/ta++839XTf7bhf39RV09Hf1NzXMLg01DjUeiX8ukOge/vcYGlvc2Zrbf30UMfGYu+TjaG3zxqWp5I772T0NvQ9Wqoa6kkoK24bHNl4+vqkJJyd/63v/j+06X7i5vhNJ+/C8s7E0s706uPp1cdTK48mV7YmFtfG5ldG5haGZ5Zn15+PzuyMzm7NLD+aWtwcnVkZnVwamlyeXX76+hB4fQR0DGzbXE34VkJH7B+g76Upl5AB0ugoRe1YFcNb6ia31cxuqZjEKRvFgS3TNawyIORsKCUHQs0Ck9PUiAkqVnFKhFuKVvGKlreVCYkgUiqYnAEmpmtYZcBJ2fq8Si16Edg4GWaapknKM7Wp4Xl3XY0ftAttpXmVGbskaVhdOwsnf6Ni9KOa2QU4XRLGvgDhiYN54mq8CyBbGbizIuayKt5NWfOyPNZFDn1FFnVFFu0ph74pj/GDGMUjTFMwhBxtWqkeo0aHXqtFrdUkVeHIlb/pZNsKtRRLLdVilmsxy7WYZXhWGZ5VhmeX4NkleFaZFqsGz6jD0aox5KsVWB4AACAASURBVAokoRRmUaBhmgs2zUKRivCMCl1m1clKKy1aJY5SjrAowFIqMeQqI167gXWnknbxGbXkC9BsKWT+JUSOLDZHVjP9AiL2lLrvKdD1C2hfBf1QsEUMkpKIZ2dpWWfj6Vk4eroeJ9fEPt/ILsfANk2Xm6jNicNxorHscAwrDMWM1LRJ1XMpoPrftY++T/VtwFqnqFtFwigxunYZSHqsqmmwklGQukWkhtUtVdNYWb1IGcNYebMUVWI2hF6IZFdocqtxvBptmxri9U6CRzP1RgvXv9MmqJPn12oX2O4c2e8Q/dA2Zsgm5gEvus8m6j43oosd0s0K7GYH9nGCH7J8B6yu3rN0a2N499oGDdsGP7AL7qF61BrZ5OAo8Yq4619LEcS+Qoh9rCT2keRX55G6li7BcUWt9+fWHvP3hMDRSeYBcCQUHQmPDwXCA4HwQCA4Egr5+3tvDw/2+IdHQsFJ10lwfMQ/PjoUHLwTHu4JBQeC40M+cCR87zk4Fh0fASI+IBIAwiMBf48v2OMDhyLg8MWztY2VidHBjramijtVeXeq8hrrilubK+rvFN6tL25pKu+4V9PT3fCgv2Xo4b2RoY6e3sae3sb7PXe7uus7u+q6Ou50ttd2ttW0t1R1flBXc1VXc1V3U1VnS1VLa2VNfeG93rt1XTXDq6OVfXWOoR5c/ytDT5cKuu8m1Bdntte1bUwPv3vSuD5bNj2Y1tt6Z2mi9/F6TGVxxp2anpm58aW1udVHMwubs/PbJ6t5pxZ+++T+TwTW6G96D6yx5d+8/+NLGxOLGxOLaxOLaxOLGxOLTwZG14entmaXn07MbY3PbSyuP9/c3T8EgOWt44jb9bJg2p+/Qn0tYSGNuKKED5LFx8nrpCoZJKmZJqtbJKtbJKpbJKiZJ0DImWBiuppliop5krJFgiohUZ10G0xJlDaOViYl/y/23iuqzTRL92dOh+me7p6uqq6u7q4qu8o5Y8AkARISOWdlcjLG2S67nMABbEyyyTmjHBFIKGeJHEUOBuOAjcuhDAYU+c6FMO2eOf/LWf8zPYf1rG99ggUXXPzW3vt93mc7xdaDY5vs0dVWoWVWQSU2waVHfPKhqDr/eALyDOtMhupCVkfS1fbIC1T3mIc2Ydd3uCV944T8Gyjkb06B3zoHfw9BfOeE2uOSdBB6/gjs8hHotcOu1466pllBb+yxO7fP8dx+50tHoNdtPDLtfXOdg4rBoRXeGKJ3JNUvptUvluMXw/OIbIehOBBECwzDgGFoH7UFLAIE1QxBNUFQTRB0AwTdAEHXQdB1EHSDWyR5a6MUBEl0geOdI3DmNVPmxVMQJNEVRTIvQXCOIDiFE8FwakCiyDdWfNi98W9Hi7YdK9vpWL3buXovuPoArPKQR8VBj8L9bnl7oFk7ITct/e/ah+e6Rpa5x9Z4xDa6Rzd6xuK944ne8XifZILf8Wb/1MagM/VhFxtQV3GYNCL8OsXzdB3seIX36TrPkzV22LyDwRkHgjIOh94/Epp7JPTh0bAi64gya0SVLaL2GKoemtLifrLN5xwv8JI49EdZxDU54roCdU0Rd6c7Nl0Vly47fld9Jqf7XH73xYKeyyVDx3N6UgsGTxb1pzzsOp6nTMlVJtyTRaUJYtKlCbdUJ+/1X8gfPZc7lJgmCztJ94mt2Qc599URtMWXrha/sbH43GHXMTgyMfNmLr5H82Js9u2Ln9bX9cDGBgBsABtGQK/VmYzrJtMqYFoDgHXApDUZ1zf060aDTre6tr66pl/V6db1xnWDccsA+rGAMgFGPWDUATqtaV1nXN00Um3odWvvFhfnhke7pWohX8Ri0hsY1Bo6pZpGrmJQa1iMejarqb0Np1a0qeStShlLIW2RiRlSEV0ipImFNIWyTaZslSlbJfIWiZQpFTOkIrpURJcJaDIBTc6nyfk0BY+m4NFUPJqcTxO0UwQihqyL3yKhDzzVUNStyRnnk+9ebB/raJCxcCoubUAmeDyiejPPnBlo6JM29CoIg510Te/NusqKlpbOqZnh2cejMwtjU0/Gp56MT26uENds4eO/lg//VwLr77XVxzhQs4amF4cmN4dW5u5v7NHLoYmlqccrA2MvuoeeTD1emXuuffRcv/QzwORNoBOyfv2Fi8X/Ovb5DriN500YvMg5rNQ2qMI2pMoutMo+vNweXuaAKHNEljsiyx2RFfbwMpuIEquwIquwQpuIQjtUkT2mzB5b7xSDB8cQHDGNNuFVx0IrnVB1bjHNiPPshBuShOt87Hk64iTOJ6rEzvfGQej5r6wjPz8K/+0+/9/s8fzcMmC7C2qve9w+j+Q94BMHoBeOuKdZwjIOQTL2gTL2OWTudcz83ubGbvv0Q+C7Nl4PnYMroIhGr0iidzQlIIHll9DmG9/qHd/mGcuCYZkQFM0FQYFhGP9HZjnDG5zh9X8XotYZUesMr4eg8BAk0UylT/dNuUfSttbkmYHlhqW6wPHHAurACFJgssAvXmDp2fTtscLv7Mv2gmt3O1fvBJXvdCrZDy076lNx1Ldkj2v2tw43vnO+ttc9zSow2zGiGIyuAqOqnZDVjvBKWHSDz3Fi2Dka/DIt9AI+4EyNT2q5Z2q5c0LZ3uCMb9yu7vS9czA070Bw/n7/3AMBeYcCHtojqzwSCD7HSZ6JeI+EZv8T5ODzLHS6Cn5dFXZFGnpFHH5NjLopi85Ux2V1peT2ni4Yulg6dqF4/MxDTUr2QHxGV2SaKjVnJOX+cNxNNeJSO/wiK/oGL+Wu9NQ9+Y0STeJVnk9k5THvO9/ZpP726yCLP7pafOb4r187HnFFRp3NuldGJ7b3do8vLb4H1gFg1QBojZuoAoyAUQ/oPmjXlld02jW9Xmv2Z36izYO/T59GvUm3rjVq180VlvmOsRHQr+pXfl55NTExODHar+nv7FQKBFwGk4Wj0JvI9HoGrb6V2cDjEMQCqlzCVEhb5BKmTMxQylhmWpk/mqkkFtJkcpZE3iKVbdJKIqJLhDSJkKYQMRQihlLIUAoZKsGmlEKGmE/v7hV3DspYUsbkm1lGJzs+7dTFolu8iS6ckt0s5zQr23FdIs7MQNujYcpoF36go1zKLeGyLhTm1bDZ/fMLQzPzw5Nz/w9Y/8Cs4X9E1fDMi5HZn4anlwbHFwfGng+MPR+efDk6uzT+6M3k/Htpx9TMk9Wld0Cv5vXYnGFgSpdZyLZ1O2Hxbw4Wv3E+Cr3iG1kODi2w9so+7HnfCV7jCK92iKhwiCgzAwuEqnBCVx4LK7KLKLFHlTtiKkHYCgd0mR2q6Bi8BBJLBGHx5oM/MBbnk0gPPcNGXuBif2jHXGgJiK+x9knfbpv85UH0Z3vC/rA76POD4dtAcfvcT+6BndgNTdnvcWq/+5ndrmd2O5/f4/zjHqe03Y63d9pl7rLL2gd6eAhcbO1eaeNd5RBQDw7DuyEpnliGd1SLeUWdWxQNFkl1jaR8KugmsD5lFg2GobiiCeYMrI9qdkU3u6JxYCRuC1hQNNm8xMUsKJps/pF5WR4UTXaOwNkGVbtH0kJTRQFJfLtA/G7nir3g6iMeTfsgdTscy745lr/dPm8PpOCAW9FeaO5OcOZ2p6s7IFf2edyyCsh1jCgFISrswkqsQwodkRWQ2AbP4zi3pHoHTNHB4Mzdvmk7va9v87z6NezKds/0fUHZh8MKLUOLjyGqwNF4t1hS4Mk29GVR5FUx+gcu6gdO1FVe/G15fGZvVEZP1J2u6LtdSbk9qQUDZ0o058o1yfldp4uHz5aOJuf1R9/qRN5Qom50YG50oC8rYq+pT2R2n73fc/ymMOI03juyGBqRvcs25au96H/7q/dvv3L78w7fo6DI0Mhrp648qKXyZAMTLz6YtmbnOgDQfrR0fhyKb7aCgAnQaw16vVGvNxoMBuMnXwAAmEwmrXZtbe2DTrdu2iLahgHY0Ou0K2/fLS0uPZmdHx/UdHd0iemURiqxjtJcjW8sI+Aq6IwGvpih6uCplewOJdtcT31aTIn4FBGfIhHSpCK6XMJUylgqeatK0SaRMsUypljCEInpEhFdLKSJBVSxgKoUM5VipkrEVImYauGmVCImn0NWd/BECjaVR5x8NV3HxYWcxFwrv8sf66wTM+oEDLySS+wSt473cOdHWyb7m3oUD9poeTTipaIHRJFY82xxcHpuYGzmPwNLM/0/ElifLlzY1NSSZmpp/NG70Zk3w5OvBsZeDIy9GBx/qZl6PTrzZnLubffQE3XvwqNnG69XAXHPG3TKw1//xf0Xf/X+m2WCS2iOO7r0qPfdQ2537YIKjwUVOiErHZHl9nBzM1hiDy9zRJY7oSvtEcWOqFJnbAU4qsqcS+mMrQChKmzCq+zgdWAszjOO6pfc4p/E9I4nekY3HvbIPOB6fbfTxR32J3eDUvaDU3Y7xH15MHyHQ/Jhjx9s/dMsPa8ecL1ywPXqbpcr2+1/+Mbm0nf2N/Y43zvo+uCoe6W9XzMklOmO4sAQbe4ojieG64HleUZxPSLb3bFtMGwLFMOAYKkQLNklkgyOIkGiydBYKiyO8QmwPsUWxQ1LdYskfyKiWyTRLZJshtSncv1kefoWrdywVAiS6AxvgqCa/ZNaQk/yvGNb7YNw+1zLdztX7Het2Qep2eNSudOp5HvHB9+D8neDH+6HFR7yyt/ncWuvx7V9HjeO+GXahj1wRJQ4wEttw0ssQwosQ4sPBxfu9sve5p65zf3Obr/sw+EPrFB5oOgijxMNfmdI3ifJHkkk31RmxAUB4gcx5oo85ro6Lq0jLl0Vf1OZdKfj+L3uE3lDybmDqfmDqQWDZ4qGThT0xmcrIjNE8bnK2PtKzB1pxA1BxFUxIk2BudUZe6cnPk2FPNniH1PnBn94BHLhs51hv/2r+2fbvH/3F1dLx8iohLuZ2QQKUz068XLdABgAQLcBmO8Vv1tdfbu8otMbN1M5t1BlAgD9BrBuBNYMxjX9hhEw6AGd1rS2pl1dXf/wYW11dXV1ddVg0BkMOtOG+ZqNHgD0G4BOp11ZXJiZ0PQppLy2NjKDgaMxmim0RhKppo2J47UShByymEsVcqlCPkUsYcjkLKW8VSljmcsoyUf6mKstmZixJXOFJRHRRWKqSEyViKkSMVUsoohFFImQIhaQVRLGltQfpZK0qOUcM7A4CtbCytOatsaQFNS9xoK2fhlZzW0fUnc/n5I9HmMMqpq7JdXy9iopL49JLmUz79bXtHZ2TSwuDUw9Ghyf3STC1P8D1vQLzfTm0cOW8V8ztTQ2+3p05qfhyZdDE0uD4y+HJl4NT7zRTL3u1Tx59R5YWNron1phSR6HxeX8ry/dfvtd6HaH086IfL/EetvQ/F2u6VYB+WB0lX1EiQOyxB5RbBdRYgaWXUT5xzUENS7YanMIiTO6HBxVBYupdY9rdItp9k2mBaa2+CRQHMMrDrln73RO3wG6usfpqqVHunNIlnNoho335aMe5y1hJ3fZJRyEXNwNuvCt1em/HD79rdWl3Y6397pk7Xa6ewiWb+NbDo5o8sQyfKLZPrE831ixf7zMK0rsFSX2ihJ6RQk9ogTukTw3LAeGbfWK5XjEtrnHtsDiGG4xdGgsHRZHc49lQDEMGJr5n5nliqK4okgfnyRXNMH84oalumGpWyXVFq3MwywIkmjuDV1RJDCC4Iom+CYwQlI5PvFMp/Bma7+6fa6l2+0LttsX7HYp2w+tOuxRc8i9ch+0ZA+kYD+s8LBXwW5Y2g7I5e9cftgBvbrf686RwByr4IeWIQ8PBxceDis+ElZ2KKz8cHiFFarOKZbodoIWdI4ZdoGOuNyGucrHXhNir4mj02TxtzqSM/uSMnqTMrqTM3tS7vWdyBk8lT90+sHw+aKx1Ly++ExV9C1pzG1J9G0h5mY78kYbKo0deoUJv8aKyhTGZkqCLzOd42vt4AWH3a5vs0z843dhn233//Muv93W4V6hZ1Mu5ItVc7ML61oDYNwAjEbAaNwwGHTr2hWdbt34j25MADDp19b1a+uGda1pXQfoDIDBtFVkbRgBkxHY2OoWgU/P+AwbJq1W9/7nn1/OL4z39SkkEnZTXXFTdWF9dUFzYymNUtfCama34ttYOImAoZayelTtvWqOWsGSiqh8HoHbjpMIaeYGUCVvNRdZUhHdDKwtZkk/9n0SIU3ykVZbkoqoUhFVKaZvSfVRSjG9p0Mgk7fJ1Vx5n+jph2eVjNrAJPiNksyeJ2PDS7ODi7M9z6Za+1UPmbhsSmMuE18l4JSwmc0yUSGFyOvrn3zxanB6bnDy0X8A1sj0/1RgjUy9GJlaMh+Xjv09FPSFZnJRM7k4PLU4PPlyePKVZuqnkek3I9OvR2eXpp6+e60DcK39n+/ytviXw7udT9uF3LWH59kh8qxCsq1Css35bUeDc/Z63bZHFNrBi+wiSuwiSs0ngyBEjROyFoypc0ZVOaEqQMhyZ2QFGFvtFl3vEdsYfIrkn4KDRVdZ+9/f4XTtW9sfdoCuHnRNB4c/9MaWBcfXOAXe/cuh6D/tQ+93OmXjfvUQ+PoO26vfHPnxO6tbex3zLF3Lj3nXgQKb3dE0nxhmcHJ7cAovIInrFct2i2yDYdjuGK4buh2G4sDQbVBUKwzdBkOzYNhWj+g2j+g2j+hW95hW9yiWWwwTFs2ARdJhaObf9Qm2IEgqBEn++DT3emRzAbXVA5qZZZaZWRAk0TzGAoU1QZBE7zhGUEpbUEqbC6LZ0rvcxr/Wxq9hP7Rst0vJTqeiPeDiA7DyA25l+6AFuyG5u8A5uyH3t4GufQu69LXjD9ucf9ztduugX9bRoAdWYYX26GpQTAMsmeJ9ps33PNfngsDvvMj/vAhzSYG+KEFfFEf+KIm/qTye2ZGS1XX8XseJ3J7UBz2pD3qS87sSsjvjczqT8ntPPOw/ldedlCGPvMbDXuXGpguSM2UpWbKULElihiDiEingVK1XSumxiJt/so/85f6A3x0ItPjVgb/s9vCNOJeW1UDjdk88frdp4zQBRmCTMnq91qBf3YxvMRiNq0b9qmFDBwBGYENnMqzpDavrmxQyGgGDATAYAKMZWxuA0QSYNjbNnCa90bCuX19e/fBu+d3L+fmJ7g4xm02iUeoIhCpcU2ljfRGPTZLwaCpJa5eK19Mh6FBxZGKGgEsQcvASPkEmJMmEJAmfIOITJEKSTEwR8UliAVUqopvBJBZQBVwSj0Mwt4RiAdXcFcrEDPOEy4ynLcnENLPkErpcQv8UW2YJ2inMliaxvE3cxRtaGM5teAiBe4amoHgDiv6nE7x+VR2H+oBUf6e2JJfcWN7OaJKLGsR8eqeqmExs7+qZevFK82hhaGru/wis/2r9XweskannY5NLm3GgHxNBzf+O/tE5sxd0eGpxZPrVyOybsdm3o4/eLq0Cr9aBM2klFr/a+6tvPA67X/oOfPF71yvfuV07EJi1y+fmdvdrh0Pv26MLbeD5ZlrZw0vt4WUOiEpHRB0I2eCMbHRGNtiGljtEVDgjqiHoGmhkrSu2BoqugSDLXTGFx4IydkEufmN/eofTRSufTE9seUhyU0QK3iey0tH/3l8OJlr8zv1fvgz43vr4IciVI5BMS2ieg0+VRwTNE86GhrS4wdn+sULfGI5vPNs3ocUzjgrFksAovDOKBEZSYWimK5LpGkF3iaCBw8mQCAoUQYMh6c7hZBc4GYKgQdH0LSr9/f0/Fln/WTTzc4tQW8wy11xmTpnlGNpoF1TniiIFHecGHmf7JbJsA2sPuBWBwnBuWCYojGAb2LjT+eH3oPxt9ve32d/b7nh3u2PGNofb39in7YJk7ILe2et+94BP9tGgh2ZvLSSu0TWJ4JZC9j7DCrrEC78ui7ipikjvQN3oiE8bSE7rT7nZf/x2b+rdvpP3e07c70rKUsVmSpJzVMcfdMbeVyLShcFX2sOu81G3xNFp7THXWNFXWDFXW2OutqIvUPwTa1zRebshZ3+/L8zizy4W/37U4t/2WXxrA8GcvVNJHXn8/t3apo1z/eMWhvfr60YAWNMb1rXmYspg2ljT69+aTKuAEQBWNwDtx0gX8y+YabVhAowGwKAFDFrzDeRNM+eGHjCs6j68/Wnx8czEQG+nRC5mU4k1hKZyXEMJCVfBYtRz2XguG89mNZmH33IhXSagiQVUiZAiFVHlEqqYh5cKCHIRSSYkSvh4qQAnFZMUMqpK3mJuCc1SylgdSnanirPVBv5DeSWk/X+hyvyuEP1HySVMIZ+mGe0cmuyeXJyootX4RAW5o3zP3Pmxmtb0oL48rfB+flN1RSu5WcIlyAX0ThVZKWN2qR82N7GU6qkXr0bnnw5NzY1M/w8Dlvnq39a+4k3NvBifejU69mJ49Klm7NnY1PPx6eejM0/HZp/1jEwPTs73j8/3jM4Nz7yYePr++Vtg2QR0jCy6h5+y+MXu3233OuJ5ySYw0z6iAJbQYIcu3e1/b7d/5jFMoX1UydGIXHtMif9pii2i1BZe4QCvdoDXOiLqHeGNTvAmJ3iTWyTRMazGKazGL54EP8MKTqFCkVV2gbn7YD98Y5/0V5uEPa4X7ALuOAZlOQRm2QfcPwi5buVx28YrY5/z5S/3J/xxV/QexwuuoQ89IuqdA2ocfepdQyh+GEFQtMwXK3ZHcWBIOhhBcoqod0LUgzENYGyzM7oRFNHojqG4o2keaJr5+R+FYnz60R1NgyHNK9E3yeWGZZoFRlDMgiCpriiaK4oGRTGgaDoUTYVhKOa+b4tTLnA8KKzJfD7oAsc7hTfDMJTQVEHMla7gFJ5zBM7Su9IuqAGKpkOQVGu/uv2w4j2Qgt3g/F3gnF3g+3tcs/e75xzyyj3s/cAxos4Z3QSLIXnEU7wSaT4nGEFn2WGXuP7nWwMusIIus+FpwshMRXRWZ9S9jqg7HSmZA+dyxi4XTF/IH02925OcoT6Z03O+eCjurjwpuzP2ngp9W5qQ03++cu5s+aP4+91xNzno843wkzURqdXOoXc+3wu3+K29xS8sLb4EHQRHR53Pq6TKB5+8X9QDS0ZgBdi0Sn0MkzIYAIMe0Ok29PoNk860oTNtGExG44ZhA9AbAe0GoNevGjbWgI01wPDBuKHb7O3Wl9fev3kLbBgN+jXzQEqn/2B2hK4tvxgbVPZ3CtXSNiGHLGATWig1NEIFg1TV3tIk5ZM75az+Tm6vmtMpZ6mlTIXoH8EhpijEFIWYLBWTpGKSRESUiPByEUEpJaikZLWMppT9/WRwq4xSylgCLknEp5gn7p/2hioJQymhKsQUuYhsrtekIrJURG5va1BIaWIBUS6hKmV0uYTaqWKJ+CR+G14mYXV2ixQ9QvWwcmB+kCZpOZV+LiwBffL6+fvlBZWkxloGqYHDoCpEnIGutr7u1q4OkkhYSiSyZMqJ5y9H558OT8+PTD8ZnXk6/uiFWaMzzzWTz4Yn/nkD/MzA0ny8UmO2qg+NP9GMLU5O/TQ582pk4unw2GPN1MLI9OOhqbmBiVnlwOjEwqvZpeX+qefTL9b7p3/Kq275zirgD9/Dvtgfug985ojXTUu/bNvwEjtEpSO2em9Azm7/e8ciS0Cx1UciHh4IzD0aVmQLr7BDmGlV54ioByGanOBNTnAcBEl0CW+EIpv94yhBSWQYqtrG+/5e1ytfWcX9xSZmh8tJS5+rdgF3rL1vHXFPs/RI3+10eY/zj5ZuN2397h0AX/va8sRO+/P2ftkh8TT/aLoHggIJo3rC2X5RIm+sABLOcAojOYY2OoTXOiFrIZFNsBg8LAYPjcS7Y0geaMqn8kJRvFAUbzTVG031QlG8URQvJNksDwRp0yyKoUHR1I+iQ9H0TUih6VD039tGNyzTFUXZmq+7okhm+5VXDNM9kmZ+8Ylj+ca3muUTx/JL4DiE4A64lR3yqLDxr7fxr7X0rjzkUXLQvfiId4m1f5l9SJULsgYWWe8R0+QZTwg6xQ45x0ddlmKuK7A3lNE3O+Iyu5Lu950tGk3O64/OVEZlKOLvd554OHC6dORs6fjp3OET9/oSbnUk3lafyx/+sWzi3MPB+Nvy0HOsyHTJidzeU/lDCZndYRd5LtH4o4H5fzqE/bdtnhZ/sLP49eFffuVk45Z4Oq2ukqTuHHs39dzw7B3ws3Ez4HzFBKxtAOsGo1av02rX1nTL6/qVddOKHtAZAKMRAHSmjTW9aUVr+KDXrxm1WkCr29CbDBsb6xvGVaNx3fSxsAIAwGQ0mDOntACg/Xn5xfhkv6pTxOFSVJIWBrGcw6hro9VQcSVMUgWLUiXiNKsljE4Zo0NKlwtIEi5exifK+ESpgLhV+HxKKzOwJGKSRISXiPBSMU4hwatkRLWMopQxt4buW8ySS5gf6yn6P87dqRI+QSogykVkpYSqktJUUppMTJGJKSo5o6+7XSamiPgEARfHb29WK5gSIUUlaZEIGBwOmcRooHHJXeOdg/MaQY+4nonHsUg4FqWehq8kNde3UOgykXCot2fukXxslCmXV1OpbIV64sni0NRcz8jk6MzT0ZmnY7OL449ejM0u/vMDa3jq2ZbMGXv9Y4/7NHOjEy8nZ15PTC9pxp8MTSyMPnqmmXncPTrZMTwxu/RuZml5aOGnqSWtYvhZ6vWHf94LtfjNkc/2I2z9b4JC84/45B4NKLIKKt/tkW8dUbHHP29fYJ4dtgoU02AZXn44qMwmosYOXmcHr7ND1Noj68wtoRO8yQWOdwptdEUQfKIpAbFkGKLyiNvt72xP/80q8YvDUdscUo54X7MLyrT2u3PA7foBt+uWXnesfe8edEu387/rHlkKDs/f4XDui/1xX1mmemDrw0+w4al8dzTNJYTojmJ5R3KgKIYblglFk8EoPBjdDMHgIJhmF1SjC6LRDU12R1HdUWR3FNkTRfREEb2QRC8k3gdN9EETvdF4HxTeG4nzQjR7IZo9EE0wFGFroP6xXgUZGQAAIABJREFU16PBMDQ3LN3cBm7BC4KgQZBUNywdiiabyyjzlN0NS/WMZgQmt5t9XoHJ7WEnhSEn+N6xLWAEaT+sdIfTg232OTucHhxwK7H0rjwWUOMYVg/F4D2iSb6J1KATjNBTzPCzLRHnWOHnWdg0ETZdEn1LFnNbHndHffx+75mHoz+UTl8smTr1cOR4zkBydn9qruZEznBCZm9UujIyXZJ4T518vyv2jiLqhjQmXR5/UxmfpsBeFoakMMCIygPQjC8Oplr8FWXxWbDFF76f7/IFB5w4/mNhRiG1ganqnVwyE2pr6Z7WBBg2AK0WWP1g1Gk3TEbAaACMepNer9XrtTrDms6g1xpNOhOwbgR0G5vXks0945pRu65dMWhXAJM57FNv0K+urr55/35paWl+cnqwt1/GE9DprGYqs5FIrWW0NLXRa6m4IgkX3yGlq8TUDildKaL0qlgKIVkhJKnEFCG7kceqkwuIagm1Q874OAgnS0Vk+aZIUjFJIiGIJASxGC8W48XiZqkYZy6ytlrCrR7QjCdz2bXVFX7EFq1TweyU0dUSqlJENqNQJaWqZTSJiNjT1aaQ0+QyqkRMEouIXZ2tCjldyqeK+XSJpFUob2NLWYIuvkqjVg6rOAo+mU2rxNUVVJdWNNczBO3dk2Ozr5e6pqclAwNELreKROaqu6afL43PPxuamhuZfTr66NnY7KJZ/1OAtfW+xayxmaXRicWh0cdD40/G5l6ML7wYnn3SNTYzMPN06sXPo8/eT7zU8rrmvVEXLP794J8PBFj5X7YNuwdCFNiFF1v6Fx72Kz4aUHHIv8QqtOxoWIktshwUWWeLqLUMqbJHkjyTuXbwJntEoz2yzh5ZA0LWOqHqXBANLohGUEiDJ4YaktDijW2y8sj4+mjylwexfzkSudPl9EGPH238bx8LyLT0vnXI/aa1713HsHwwvNAuOMcp7IFXbKV7dOkBj+ufHYr99ffo7Q5XPWJw2Mtiv0SmQ2idUzjeM7rFO5btFcPyiGLCIqmuGDIYhXdGNDtF1IPCG9zQZDcU1Q1FdUOTzfEJniiiJwrvgcR5Ips9kY3eyCZvZJMvsskX2eCFanJFNoKRTRBUsyuaAMUQYViSWyT541Hg34EFQVLBcCoYQTGP3s1OUe/YFv9EdtBxbsgJfmiqwC+hDYahmFlmF1Rn6V2+D1q0B1J0wK3sqE+NbWC9fXCjY2ijC6IZisH7JTKCTrTAz3EwlwTRV0Xx6dKk24rjd5WJWdLEbFlitizxviLxnjrxXkfi3a7Euz2nc0dS7g0kZfQdvztw6r4m9d5QXFon6pIQc5WPvNqOTRMl3FHEpctCTzHBiIqj3lnbrM99tjP2F18G/OrPvt8cioQGXY8/W305g8AST0w8WdvaE2MGzc+r2nWD0WgCjCbAoAcMug3tqlG7otd/2FhdNmhXjSbD1hEeYNww6Q0mIwBoTcDyGvBubWPFsGH+O3rACABaAPgAAB/0+revXs1NTPQODMoHBuVEUlVVzQMiqaqZUEogVTFbGwmkKjYHz2Y1sajVciG9U87qUbG7FK2t9CoasUTMwwvbmzoVDJmQKOA0KiUUmZAoEuBFErJITJWIPwUWWSomiaVkoZQgkOAFIpxQ0iwWN8skeKWEtAWsrVmVmVBKGUsmZpgtDubGUCFtUUkYCiFZKSKrxBS1hNohpXXI6Z0KRqeCwaRXyKUUuYzaoW5RyGl8IV4sJbPb6nmtODGX2t0pHBrtUPZKqFxyI72xidGUU5pfWF1cT2puE3G7hgdG52fGFuaHHz+S9PW3SKSVRFIljiDu6ptZfDX15MXw9Pzoo2dbwBqdeW5OTNZM/vMuodhqCc1hVea8qpGZRc3k4sDok8GxhdHZF+PzL4dnng09ej7yZGn02fuZ18aR57q8Bv5eENriM7u/HIyw8b1kF5FhA889GvrgcNADy4CSo4FlduHVkMgmB0S5E7rSBVvtiK6xDq05ElRvG06HRHHtEEQ7ZKM9ss4BVe2ErnRCV7oga8CoeuewOr8YRkgCExJatsP2zGd7Iv58KOR7x+gjPj9a+t466nf7iPetw163j/resw3KtQ9/aBecZxOcbR+S64R8CI0ucUI9OOB9/a8Op3+5M/aQT45/Cs3vOBWCbXRBNbpiiBA0CYwgQZBkc+3jiqJA0VR3DMUNS3VFUba+CUNSYCiSG5LghsK5whthEQ1uiHpPZKMXqsEH3eiLafLFNntG4d0iCTAsHorBu6JxEFQzBNUMRuLMBRcMQ3OPZHhEMb1iWN6xbO9Ytk9cmxlSwSm8wOR2nziWG5bqiiJZepdbepcf9izdBy3Y6Zy70zl3r+vDg+7FoDCcG5bqn8gOPtEefKI97BQXeV4UeVkWeVkWc00en6ZISFcmpCuTb6tOZfWce9B34oEitVh+pqz7bHnvmaK+5PudkWky5CVxfHpX9DVV5GVl7DX1iVt9pzOHTmcMpNzqwlzieSfhQfAyq4D87x2v/Nv3kf/6dcQXu5DbDmHsPU5iErNu5eBbBf3PXuu2SiEdAKxvAMvrprcrays6nREwGQGTVr9qMOgAwARsAAadUfdBr13Rr783rH8w6dYAo87sPNgwmUwGg0GrMxiMgN4EGD9JadEBhlX9yur6q5dLU6MapUzCbGHU45tLGuoe1tXkNzcWNTQWSsUMdQdb3dEukzOptJo2Nq6/V6pWcmViNpPeyGI2iwR0Bq2WQqoUiygtzGq5jCaTUgV8nEJOE4lwPAFOICbxJRThR4eUTEiSCEliEVEkIwukJL4Uz5Pg+GKcQISTiPBSMck8w/rUu2AGllzCNJ8YCnnkLd+DWsoUt+PkfEKHhNolZ3TK6HIBUcBpbGfV0qllIgGex20SCvB8Ib6d1ySVU3nc5oEugVLMEvBoXCGdyaXUUWpqybVkDpklbBMqhH3D/Y+fL/z0/t3ztz8Nz0xLe7uVA0NsqbyaQGqg0lWDI+MLz4dm5tVDo2Nzz0cfPRt9tDgyu3ksZj7T/ycH1tbQfXxuyTx37x9Z2MwInV8amn7aN7UwsvBq5vXaKwMwumi8kkf81d9cLP7l8F6nUx6o/H3QyweDblkisvcH39/tc88qtMQFW+eIrDgWWmgTkncsLPdYaP6xsGKHiAZHBM0+rM06hG4HJ9mjmhxQtY6YSidMqTO2BIyuAKOqoYjGgHh6YAzZxjPry/1Rv9vh86110GH3+P3u5w55pR3xvnXE+9ZR30yrwOyj/jmHfbKsAnKPheTZhuYfC8sFoR7CYstcIh9ahWZ9bnXua9CNg745Ltga72SiVwLRCVFvFVAGRhDMg3BXJB2KoLnCKVAkEYomQ9AUMIYCRtPAGAoETYGgN11U4IgmV3gjFNHojmjyQDV6o5t9MDhvLM4vnuIdT/aMJbpHEaEYHBjZ6AxvcIqoh2KI5uG6Z3SLT1ybXwInIIkfmMzzjm3xjm3ximG6YamgsKYjXmU7nHK+Ppbx1dGbO5xyjniVHQuoORZQAwpr8oxmhKYK/JNaw07xEeeE8LMC1AVx7DVVaubAmeyhc7maC/mj5/OGT9/vT8noSr7ddfJe/9m8gcRsSex9YUyWMDZLlpClTrrXnZTRnXirO+56R3Jad+qdvlN3ek+kqSLPcQJimmHwEofAewegP/zNKv4PuyJ+9bXvN4eRiKS8glpp58ibZ68/pptvmI3mpvcrP+s3gFWdUavbWlRlMgHGDcCgN6zpDWvm8zyDTm8yGD+GDW8mcG4YTRsbW4AybVlBjSbg3c/Lc48fDQ73dXRKiaSq2roHxYV3igvv4JqKuRwCn0tqYdZ2d3CUMmZ3B6dD2SoWkEV8Uoey9dFMn16/vLzydmJyhEhqolDxw5qex08mfnoz39MvItMquQKiQExi8xolCqpAgpcoaVwpiSulCMQUoYgiEVIkQopYRBKKSSIphScjcaXEdimOK27miZpFIpxERJSJaZ+eA245GGRihohP4bcTt4AllzBlAoqEi5e0N2+Ki5Py8DIhUS4iaYaEoxqxXEblC/FcfrNAROjsZSvVLTIeVdBKpFPr6cwmnqRV0i3sHumaejr5Xvv+1bulp8+fPH4yP//0yeyTxyOzM71jox1DGp5CVUeiUDncvomZiSeLmkcLXSMT4/OL5qhxzcyzLWCNTi/+lzLr/39gaaafmwurrdG7Zvr51MLr8bml3rG53snHk4vvZl+tap68lww9i79caPGFncVnzg7+6eDQvP3OaVZ+WbaR+XZxDw5G3Nvld9s64gEIXWIdkn3E//ax0Lu2Yfesg+8eDcy1j6gFY1kuKKFtCMseQbVHNTmgqh2xpU7YAufIh2BMEQRT6Y5pCIin+mCaDoCv/X5HyO++g35v52PlG7PbNfWQb5p18N2jAZmW/netg3KsA/MO+923jyhyRJSAkKX2iEIHZJETphgcXQKJrrQKLfmT7dXfHzl3KDDfJ5Xic5zkgq53CK91RZFgGIYHuhWGYELCyC4hBHBYswsc74QhgjBEJzTZCUN0QRNd0EQwighGEc3YgiLxMAQehsC7I/DuCDwM2eyObXaLanKLanKLwrlH492j8R7RJI9oslcs1TOGZr7DDEGSXeBEp3A8KAx3wK3ogFvRQffiQx4lhzxKDnuWHvYsPeJV5hTe7B5JC0xuD07hmZtE9AVF/I3uxPTu47d7k252x1yTR1+VJd7sSL7dlZCuPJHZffp+//m8kbM5wyfv9admDpzNHrlQMB6dqUbdkoRdFYReFiCuSDHXlNHXO2OudcZeU2MuCALjCA7+Od8fO/O77yIsPvOw+J2dxW92fWvpgT19u4Eln3ixtrUWVPvxgG8DANbXDHrdhhkwGxtGnX51be2DVru2vr7+4cOH1dV1vd64sQHo9fqNjQ2DQffm7dKbt0tr6+9X196vr6/rdDqjSbsB6EzAB4NpWa//Wav9eX1t+adXL8dGRgV8Lq65vrq6uL6mGNdURiXVt7UQ2S3ENiZBJmIN9ysGeiQiPkUtZXXK28xOcV5bA6eldmZUoV97BQAmIwA8WnjSiCfQWxmv3i0ZAb0RWJt/PkFtbWKLiHw5pVXQxBHj6e3V7RICR0JuF1P5IqpASBULyGIBWSQk80VEoYzCk5HaZUS2BM8V4XkivFDYLBISxALylrvdbCI1nxIqpC3mCkvEp5gHWEIemdfaxGfViVvrpNymDgm5r6NldIA3NSqZnZDPTivnZtW9vW1KNV2moAilBLGc1NJag6t5KGglquXtQxr14uvHy6Z3K6blNWD16aunC4uPHz+Zn3v86NH83OTszPDERO/oiLy7r00oqWjCUTncgYnZicfPJ54sDs8+Hnu8ODq/CSzN1NOR6Wfj04v/BMDavFijmX6hmX6umdlcDTQy9UIz+XJ4anNP7PD0U7NloXd89tHim/lXP/dPPxF0DffMPF8yAI9XANHw4k6HMItf7//l3zxc4Vme2FL7oAd2AUUHvbP3htw5iM46As+2Cc8+FpRxCHrW1iMlODotPC49PP62D+aWQ2C6tV+OQ1i9E7LNEckGwckgRJMTqs4RUw6KLAJFFrlEloKxlVBsnV8CAYau3OV07jff+f7me5dtDh6Wvpj9XqdsQu44InJsQjKP+N+2DrrngHgIQhbbRxTZRxQ5ocrAUVXO6FJ7RCEkssIvleiRRPqT7dV/+T5ht3uGVxLeKwnvFtPod5xuH1wPCiO4wqmucCokguIKJ7mjiB7RVBc00QlD3KLVR2CR3bB0Nyx908cAJ7lGEMFheHBYs0NQDSikBhzR4I4h+cYygpLawk5wI07yg5PZ/vEtnpE057AmG9/KfdCCnaDsb+3u7nbO3emcu8clbz+s0Cag0hVN8E9qCT/NQ54XoS9K0BclyPMi+FkR8rwk5mpH0s2eU/eHzz8YvVgwfv7B6MWC0R9LJi88HEm52308s+t0zsD5B5qzeZqUu73xN9UJN7uSMrpTc4dO5PSnZvelZPUk3FIhL3D94vBQeNl2m/N/+B5j8VtnC4vDv/gCZO+Z/MOd+jq6YuLZmzeGDXOY1Cpg1AImHWBYNa6ub6yvGVZ1Bq3RaARM5rXrgFEPGA0fnVEbAGDaMOiMer3RaABWVlaXlz8YjUYAMC1/eLeqfb/xcfOVeZ5uApbfvluYmOySydta2/BEYjWV2sig4qikRiKumkysZrfgxHw6n0sd7FOOa7pVMq6Y39Kl4vephXIhU8yldis5aimrV80VcfAsStXchNqke6M16XQAMD4/10DA8aViA2AwAvoV3buZhbEGQgWdjROrWwQKukhFbxE0ilQ0vogoEJJFAupW3otYQBUJyWIZXSijtEspbDGpXUDm8ckSHknKI0m5NCmXJm2nS3g0mYChEJm7vxalgiERk0XmM0EhVSagCFpwbeTaLhFD08FbGOtceqJZfDI+NTPQNaSWdfDq67KZ9JKW1iqJktbZ167obBNJyAR8sULS9vzx9NrK69W1t0ZAbwD079bePvvp2dTc5OSjqcnpifHJiZGx0cERzYBmpH9kRN7RzeKLSmsbCC2tnUNjAxOzI7MLg9NzW8Aann46PP1UM/V0dHpxbOa/+6r6qaXhqbfDU2+HJ18OTz/VTC2MTj4dm1wam3jd3ftkdOrN5NzrgYnHHYOj3WNjQzOPNI8fjy3M983OdE49Gltanl0BJn4Gyll934EwFr888FerSPvAm5beNw963HYML3OAV+/xydnmc/NYdLFdRMlR91uu3pdDg05eSjlLKi/Al+Rlp187c/piMPLMIUjyLui1oyG1x8JJzhEkcATOCdHgiK6zj6y1i6q2j6wGRdY4YqpCztA846v+bB1r8YXtv+xw3A4NOBAYdTjw3LGwW7bhty0DbxzxTzsWetcuPNs66J4zqsgZVeSMKnFClbigyp3R5WB0hQumyjuRYBNc+OdjF39/MHmP+03vpMaQU1T36EaPaLJ9cL15Bu+GpcOwJHcMwTGs1iOK7oqiOEcQXMLwrnCSeQAPQ9JgSBoUQQWHEkGBzaBAHAxOC4rnI0+qgmKEITGi8HhpRIIsNF7iH9nuAae7hpDs/RpsfWusPCsOQQv3gx8chD208S5zCKqBIchekcygBHZoSnt4ajv8NAd1rj3yB0F8miz6qijqijjuhjz1bt+5XM25vLEzOSPxtzpO5QydyhlKuN2ZnNlzsXDiQuFoYkYHNk2ccFedlNUZe1sVe1uVdK87/q46Ok2SlCZGpJLd4cXH3G9us0z+5Zc+Fr+2s/jV0X//BgLyiP/xTgVL0Dsx/+qnD4YPxk+X7pkMgF5rWl/Vr3xY/3l59a0J0BlMWq12bW1tbfWDbn3NoNcBJvPFPZ1hbVW/tqrXaU0Gs43KYPrw4cPWnRiDcc20YT7mW3v7buHRXF93VzunHcdkVNFpFWY11OczGTV0WhWuuZDd1vj0ydDYqKyzg93TISDjq6jEGkE7lUGpp5FqpcKWDgVXKmwRtFPZLXiltE3MpbKo9dOjHQCwogO0P5tWuEp+SV0ps53x4vXzDUD77ueXHA4dj69u51ElslaeiC6SMdvFVKGYpOLjO9oJSg5NzmZI2a0yDkvFZSr5dCmfLBBSeSIGT9gq4LMl7DZVC0vFZKiYjC52Wy+f3y3kqQVshYCpENHkMipPXC+SNkglDQpRU6eUoulofzKgfjM5sjQ98WR0ZG6oXy0UVFTWXsrIC794C4KJOmz9jZ/vwTMXIytwBR3DSolKQMRVq2WCN69f6fVGc3e8pje8X1179fbdwvNnj589nZmfG5ua1IyPDY+NDo+NDo5o+jSafs0YTyzPLShhi6SaqfnhyTnN1PzQ1Jxm5olm5slHcHyCj//uwBqafDc0+c4MrNHJhbGpZxOTryYm3o2OvxubeKuZXBycnB+enRt7tjC5uDix+FQxPDD45PHo0tufAKDvhTHiwgOLb2EWn4P2uZ0FI+/DMAVWfnf3e2TYhBZZh1Xu9M61wpRAEqqsfbNtnC8kx96pzirgVGZ0EW53NKepiFnMmtysOzcjky47B1229M+yC6uDhBNcI4hgBMkJQ3SMJDjE4B1jCaBYvB2qKug0PeBk007YOYuvwRbfgba7w53jLh8NvnTI78p+70uH/K4cDUqzDjY3m/cd4fkgRIETstgJUQqClzmEl9gGFx0LKvRJxPsmEY4G3P/syPFvHM95J9YhLjK94nDecVRQeAMYQfKKYblhqVAM0SOa7BFNhcDxUCTRHUX2wNA9MXQoguwcjLfzb3AOJkARNL9oTkiyKPy4LOy4LCxZGpooizrdj0ju8sOIwIFMG7em/c6Vex2Kd9o/3AMqOORaaudXCw5rdkMSPLBE3xiqfzwDfkqAOivGnBdjL4oxl0RRV4QJ6fKUTHVcmuR4hupsbt+PRWNXSyYuF46fyx8+lT2YcLvzVM7QmTzNiaz+lHt9p/MGT+b0xt9WJN9Vn8juOJHdEXdbhPyxNeAUERJd7hCa8+/bIn79mafFr0G//L3z9n1hfmE/pmfiGskyzdRPCy9WVvVmQpmMgH4D0BqBNfPW4q0bwls10bp2Watb0eu1BoPBaNwwGgCDHjDo/x7YYjIBJhPw8Wvz7t66dvnFyyezjybGJwb7+tUyBZfd1shh17cwq8mkYgK+kEYt47Y3ScQkoYBg/j6VUioSEo2GxZXlucEBAY9DwDeWSgSM2cm+gR6pTMRSyThycWuHgi8VtrS3EtVyToeCKxEwhvvlc/PD43PDXZpOOo/C5FJEinZlh7CzW8Ln06nURhazWSpmCXg0MZ8uF7M4bQQpn6rmEDrYJCWbKWOzJWyOmNMmZtPFHJKQR+TxiTwRgy9olfE4Kjanj9k2wGD10qn9LHo/h9XHbe1sZ8jYJGFrI7e1Ri7HDwy2zEyI5qaUs1Nds2O9473dfcouHKntdm75ifPp8KRLsKiL9vFph49nHY4687uv/xUM/iblTMTDirtChUCsEAna257Nza2vGcwjwnU98P6D7u37tZev3z1+9uLpi5ezjxdGJib7hzV9Q4MDmuGh0ZHhsfGeQU27UJrzsJgrko1MP9ZMzY9MPx6ZfvyfgbWZW/ffHVgD4z8NTrwemngxPPVsbOrZ+PTi+NTr8ck307MrI+NL/SMLQ1OPJ548m1xcHHv6bHhhQdTX1zf/9C0AqOeWXTGXLL5y/ONB+B8Poh2DM5xCs2z9MvdD0w943rMNL3NA1VpHlLkm1LtgCw85nwFDE0rvFz5Sti5Ii/pwJ1RVsRPM633MrLb6rOIHOaln7/iiMjxQ5R5wohuC7oqku2DpoCgqKIYCiqE4x5DtkI1+KS2hZ5l2YTm/2Yew+BvkKxASHHfbHn77oO+VPe6XzOWVdfBd66B7DhEPjoXk2YUWgOBlzsgKZ0QlKKLcPrTMNrgIgqkOTCXAoiu+BZ3/w8H4PW43YFE1volE9yiiuSs0u9I3HQNwPASFh2KInpEUz2iGdzTDM5rhE83yjm31i+X4JXCDEgWBScLAeKE7ts05hGrjh9sPq90NrvzeoWSbbeF2+4KdLsWH3Cut/eocQ5vBCIJHFN0vkRWUwgk/zcNekERdkaIv8yKvCWLSxPG3ZEkZyhNZnWfz+y8WDv9QpLlUNHqxQHM2b+Dk/Z7UrO4zuf0XHo6cyR46kdGfkK6Ou6FMvKFISpfHXxfHXmlHnaMFJNW6hGcfhF36i2Xsr74NsvjSw+IzyAEbtH/oxSvpdThyZ1f/q8VXwLrx75tBjQBgAIxa09q6aUVnfK8zruj1Wr1er9PpdLp1nX5Vp/+gN6wYjB+WV376sPpuXbusN6wZDDqDwaDTGbRa7draB4NxfYtQOv2HD6vv3i+/npufGB3rV3dI+MIWDpfWyiYTyXXVtQUkQjmVUkYhl9Oo5ey2RpmUqpAzJWJyf59AIadLxNRWVq1ISAaAN+trz9o5zQ21eTwO4aeXU8DGu6fzIwpJK59D5rDwnUpep5IrFTJlYoaYTzcHVPG5FD6fRaHiyZQmqZIjlLLqm0sqanIr63LIlCoBj6yWsgQtOCWH1s1jCUlNqlaGmtcqF7DFfJ5AIODxhWw+h8Ojs3lEgZTMExPahXg+jyBhkzrbKMOt9Mk26oyAPM5tGmir629rGuCTxhSsmR7eoyHxwrhqbkw1NiiXSrkEGqWguv5qVkHk5Szwicxt4Zc+9z31RdiVL6Nz/3qq+q8/NO8+k20X6HrhYnh5+fXG5gdtHEprG6ONyXg698R8LKEzAu8/6N78vPrT25XFV2/mny4+fvZ8em5eMz4xoBkZ0AwPjmgGRzSDI6Pqnv5WrjD7QZFAqhx/9HRk+vHozML4o6f/pMCaftE/9nJg4uXQ5HPN9PPx6efj04vjU6/Gp16PT70eHHveNzo/MDU/MDvfNzPXP7swML849279LQCQpaMH3KMt/vXw7w+Eg8LvQZAPrf0ybHwyrTwzj3pnHfXLtwouOhpWdjSsDIStPupz67BdbDT6tJTa9GGUMce9IXzgJ8j1lhWESUti+BVn6RUZxTm5J07f94VneyGaYUg6BEVzxlAcIykOUSSHKJJjJAmEIbrHUYJOsrziG3dCL1vsCPr1geCdnicdEHetg29bBd05Fnr3WGiWVeBd66D79uH5LuhSMLoCgqmGoGvAqFpnRDUootoxvAwEL4FFV/gk1YIQD/5sk/ov21Hbna4GHKcFJLNcUSQwguIVzfaManOOINkFNdkHNx4LrHIIrXNBNENQeCia7BFF909sDzkhDD8l8Y5lO4biD3tW7oWU7AEX73Yp2ulS/L1z0S5Y+WHvOtsQHBhN94rnBJ8SwS/IAlPbQ85wI84JUD+IsVck8TfVqVm95/IHT2SrUvPVZ4v6LpQO/lA2cqlk9IfikR+KR0/n9adm9yRnqONvymPTJTFp4th0SVya5Hi6IuoHHupsW+wlXvTF1uCEBpfgbGvPa//+fdgvvnQArUCtAAAgAElEQVSz+KPzH7713GOLdQ//MfVKbW5Ze0fP0yfPtUYTYNz4KABY1ZoMAKA1Gta0qyva5Q+65Q+65Q/rb5dX3+r1+k/ypPTmtcbmIstoWl3X/vxh9d3a+rJp65oMoAWANYNpeU375vXbp7NzI53dEr6wBU+sIpCqzSJRaqn0ekZLcwuruY3VJJXQOtXtSkWLSEAVCckSEV0qoVFIlQI+USykkYilXA4BAN4t/7xAwBc/zLs+M9kJAO9Xl58OD0j57URzfp5UyOzt4neqOO1tOBq5qoVe19ZSTyVWK8RcIa9NJGLLFBwOn8LgNIvVLd3DAr6ExOE1S0VUIRsnZ1N7+K0yOlHVyugUCeRCoUgg5An4bAGPLWRzxC3tUhqVU8PkVbcL6sXiZpWI2M0j9LcRBljNc8qWR6qWmS7uzIBkckg53K9Qq4ViCa+hoS73YcGPd+4lXrntk/KjfczF/ZjzX8F/+CIx7w+pZZ+fb/zTVcpXd0Xfl/QfrB2HlQti0i42NtwRcqpZtAp2K6GtldHO5iw+WzIDa2XN8Pb9mhlYz5dezz15Pj49MzY1PTo5NTY1bW4MewcHOnp65R3djDZu9oMisaJj6vGiGViT88//eYE1/nxg8tnw1LOR2ecTMy/GpxfHJpdGJ14Ojj0dnng6PL0wMDXfPT7bN/NkcvH9wnvgpw0gt577N6tgi18d/P1+pH1EjlNE4WHPLMfgYqfQUiiy2g1b54yqsQ4rPxpR5RDZ5IBsOABJA8OO56Tfn5GSf1KXDeGOywsCe0rDubeg/AxvQQ6ampXUmJ1260qWt99FaHCRU2g9CF7viGoEYZtB0XhQDME5lgiOIbtgmr0SyKFnWtziqrZDz/3OEvVHm8i9HpetgzPsI+5bB2cc9rt1xO+OTXC2bWiuQ0SBQ3iRQ3iJY0SpM6LSFVPrFtXkEdMExpS5oAt9k+uCTjUd8bvzmz0xfzp6zgVZE3i81Q1LBYURwHCqZxTHDdPqHE4FhRHAKKJbFM03sc0vie0V1wKLpJoX3oAimi19q3a45H9td2876P5+9yKbwBrHcBwYTfOIbQtMFYSdlcIvyFCX5Oirisg0FfaGPPa26vi9ztTs7tScztSczpO5Han5nRfKB86W9Z8t7j9V0Hciv/d4dndCZmfsbVVKVk/CHXVsmjT+luzEXdXJ+6rjmZKkdC72LM0/utI56L6N+/Vdx45/8X3o7//m9dk27+8OhYLck09dKqKw+kdnV168A1b0gGEDWF/f9At8+LD27t17rVZv7tnev3/39uc3P79/vbL6s964vgEYTIBeb9SZzAkthg2j3mA06Az6VYN+1WBYMRqXNxfMmEMUAK12fXl5+dXbdwvzj4f6+sUyOYvHJzOY9bV1DwoKbzc0FtIZdQIhXShisDlEVmuTSMzs7hF0dwrEQlobC8dr/9/cvfdXE/b7/p8OX522ta217m21jrr33nWgqIgyBERkCO6tqICI7L0SwsieZO9N2CMkJGGGvWTv7OT5/QE73p/z/Qt6zn04gXP49ZH7vp/XfV1YuYxZWMBgMTBoZAoRn1VRxpeIqNCMSBYDA8BYT1cdLDMKmRtvmOzUT3RwWah8IlTIw4n4+KICGpeFkUspMjGZQc0RCwi16gJFBZ9BQXJZ+UUFotJSKZmCQuGgCq180vZhEvQrGwtwdCiVmyeQktg8nFhCEwspfDZZzuNI2RwBg8ai5dMZRCaHxBUSeTICW4LgSrL5omyROKdQii4vJNWUMLRlAk2ZvKKoSCyRkbn8zHzGmxyUb0zK1dcxB32erHb0XeF8f31AxMpbsfODkuc9R8x+Q/jiBWExTPEHuXUNqW01tX8je+J3XOfmGJrXyyd50DdsQhIhJ5ZBQfEFbFlB4ciEfnoYHBk3DI/pRyeMQ6NT3X2DrZ096rr66ZoGlkqrqahWFJWViwqKCBRGZFySrLhc19k3PQ82tPX8V4HVrajvUDZ2qXXdWl1PXVOvtr5XXdtdo+1S1XVqmnvULV1VjW3VzT3a7vH6XrO62/I4Egv5ZSfkm61rTzzZdTlh5+W0vVdztp+H7jwP3eeUc8wdfdwLt98Nsf1Kzl5v3Km7vP0e1C0noy9ffY6HwTrkqBZ2qBLp14ANqMv1k71zKIl0KHx/AfPkbF5IQPyrt5ecHu45HbH1XNrWi2nbnaG73LJ3e+btu445cIOwzwO780reAXf0+Tv0iw+oBzzTfvvz2YL9gfN231pz4sVGh9A1J16sOPx07ck3m89FbD4Xuf1i7LYLcVvOxW05F7f1fOIup7R9V2AH3eC7LifsuZIwneS+0yn+t6Nv5m1/8sumxyevk/+8Tj94lbz3EuH4NfZZH9Gp6/w/vThnfQWn/bgnrjMOuJG2O+auP5Wx5mjyqiOJqw7F/XY0Yd2JlK0XYAdc0Sdv5p+7xbxwm3Pal3Y+kH35vvDqI7HLE5Hbc6l3aJFfROntWEVQvOJ2QtWt2HLfqEKf99KbkTLfGPntVIVffLnXe7lHmOxaiMzjjdxrul4VeDwXuT3luD9hujwkn/fPOXA1ZuupF/PWuf28zPHbeSe++fXwT4uPbdrj4XM7PimTPTIFRg3AaAEWAKx2YLYBoxEYTTab9d+xVBab1WjQj4+PjXxM+rSaLRaTzWazgY8azn/u9exgepNlt+tttonpmBmTaWhiore3t7m2trKoSMTn5+fmxcPgEemZYfCcSDwxjc7MYbLzaPRcKi2HL8AXl3CKSzh8AZFGR3C4uMIijqq6gMchEHBZTDpaJmGIhRQ6FUXEZw32t0yOd1eUiaAZ0SwGFthGG+sroRnRuoZyAMZamipTEt/AoZFSEWmaU3wOhsdGsxkIDhPZ3lIFwNjIYLOIR0bnQmVCrqKiEIfLRqDSuz40WMGYGQzVt1ciSCkkdra4mELjobhSoqggn8MjCpgkPo3Eycey8lEsGprHxQjFeImcxBeipHJMeXm+SsWp0QiVanFFtbioqiAbS4rLwt+PyXQOjjp4L3R9QPBSn+fzvV86JNC3BaM3RdJ2QYvWJ8tXpBQvQ6jnobSrqO2HFeB0AzhcA07rwHkd2MYYXhmM9n8djEwPYSIT8VkxLBpOIOJKimRDExMWO5jQ24ZGp0bGDWOTpsGRye6+wfbuD/W6Zk19Q7VaU6WqqVIpFTWqKpWyUqniSwpwZFpUfHJhWVVrz+D03v2/DCxVY+c0rWqbe+uaejV1PSpNZ7W6VdPUqW3pVuk6VC09DX16dZcex1U9jMBCftj+/e/O608HH/XOcrzL2OGcu+Z4mtNd2cGrxKPu5JPXKce8iHvd0DvckPt8iMfu8A7e4B9wzvENiCTBM7ScVC35ZTX6URMxWJF5rzTaozruSmH4edyDE3kvvRJevfTwen7EOWb3VegeF+guV+gud9gut6zd7jm73fN2uSL3uKL2uWMOXcce88Uc90ce9M7c656w/uybdaderjnxbOWRJ6uOPl375+s/zoZtcnh32CP9gFvanitJOy4lbDkfs/lc9GaH2M3nondcittzJWnX5YQt56N2OiXucU5beTBsxhLfbecyHW9xr9yTn73Jd/AVOPpLTnvzTnixt5xDrj0FX3koZeHeuEV7ohcfiFlxKH7F0fgtjtDdroiTN0mO91kuz4SuwSL3l6JrL4XXX4j838hvR5TdeV8a+L4kKLL0flzVk1R1YFTprehSv6iSm++LvCPkPpFFAXHlt5OUgfEq/xilz/vKG+HlN9+W3wgp8Xopc38qcHnAcL5DPOudted8+PJdAd8tPw+ZvR8yc8usRfsPnvYNTyTKq3p6x8GUDfztJ2UGwGIFBqPZZPp7SWUGwALsZrvNYrdZzCbD1OT41OS4UW+wmMzTCeyGKb3JYDabrVazzWq2/X1d/Ne/G222CYtlpL+/pUmnKCzkUihIFAqKRsPIZDSTiWOwcjm8PL4QxRei2FwEi5PH4aEEIhyHi6HRcynUXDYHy+OT2Bw8k4Vlc/A0ClIkoCirClXVclo+OgsaJxbQJ8d7ANAP9DUXSNhoZDqPTbZbR8eGuyvKRKapfgAmhvqapaJ8Eh7KZqDEAoKAi5WKSGIBQcgjcJhoXUM5ABO9nXVsOpaGQ8q4DE1FMY9OYJAQH7rqARgfHW6tVoqJ5Aw2FyktIDHZuVw+iitEc/koDhvFY6NFXJSMjy2S4Evl5MoSRmU5q6KYUVXOUVQJikp4+WxiLDQx4PXzS7fvbL7gvtUlaKffy12Po3eEQLdFYzYm0jal8v6I4a6M5K/NU22ld22mdO8rMB9rAntrwQp293phz3xCzffZxWvYXQflhvV5jcvvZQQ+D0YmhrGQ6RREJo9HExTwpeWSMcuEBYDxKevgyOTwmH54TP9hYLSzt7+zt79e1zy9ca+oVlYqq6tUyiqVskpVwxPLcGRadEJKSaWy/cOwqr6lulb33x0Jm7pqmjo0zV21zb11zX11jR/vBCtqdGpdp0rXVtnQrm4fbB0FxfWjt15kfbXg6CcLTi/af8/pEfXsbdrWy7l/BghO+Qs3nUEe92Sd8mad8WWf9qcf96Me8aceDqIfvcvb48k9fg1z+340KjmyGB9ShXtYlvOoJPNRceKd8oSAqmhn0auTxEfHs5+7hN2/dcX9nqNf1nE/3BEf9H7PnJ2usK3O6ZsuZfzhmLH9CmK/B2nfNeKmi/CNjmn7PHJOBxEu3Cee8s/Z4RS5+vjzNSdebDgTuv50yPpTodObrC3no7ZfjN3tnLjfNf2wB+yoF/y4d84Bt4wjnlkH3WC7L6cecM064pG78XTcL5uefr7Ib9fF7AuBvGPX8ndfRG46lbV8b9zcreFzt72fs/39/N0xq46lbrmYe8CDdPwm7aQf7dhN8pkgutNjnstLodsr0bU3Eq8w6c13suuveUERBY8TKp4mVT1IKL8bW3Y3tux+giLgffHtmPL7iaq7SaqAmIrrb+WuwaIrz4Ruzwvcn8mvPZe7PZM43+ecvoHZfSHhj2OvZ//u9c1iR8jMPZDPNsz4ec/uU4GhiXRucZsBAL0djJvBpO3jnbAFAIMVTBpN0+pzi9VgNE2YzOMTk4N9/R0G48T4+PjU1NTH1zubbdrg3Gq22Sz2f5op28cxcBpVZtPk6OiHtrb66uoiqZTJ4RJQ6HQUOh2NzsRi4URiHpWKYzJJHA6RzswRijEyOZEvxJApmWRKpkhCUFSLxBIyDp8Jy4rBE7IkUnpREU8opNLpGDwGTibkSUXMqnKZgEuhkJANtVUA6MeGu0sKBQwqlpaP5nPyLcYRAPQ281hft264vx2ASQAmigvYBGyGkEcoltPlUkplGb+qXEDPR/BY+Dp1aZGMS8DAaQQUHpHFoxOIKCgiK6FIQqtVSqvKOTIhjkmHS8VYsRDNZcD5rBwmHSbgIXgCjEhCKC6kVFUwa5QCbY1ErSms0ZRg8LnxafFBzx45eHrucXbZ7eFz5M7TY8FRjqmEM5mMk1ncA1DepmTu8nj2vATuvDjRmqSydTD1ZlbfOnbvCmTjH/QPayUj32NU32VKf8oUfxpN/iSGvJKs3SscWAOtWXk348adR/DIV/S8dAo6i8ujscUMcTFnyjZuBWDSYB8anZpeYHX1Dnb09HX3DdbU1ik12mq1plqtUWrU1eqaimpFSUUlVyTFkqjRCSllipqOvhFVfYtC21TX0vWfBZaqsb2qtllV39HYNtjcNlLX1KvV9TS299W1dSsaWktrW2t7pnqMIDiBCpm55aslZy7cRe3zhG66lLLjau4+L8o+d+ouZ/JuJ9LOC9h9l3GH3PCHPHB7vXB7b+D3BZAPBjL2ebPP3sSEhKbAY57Sk29UYINKEY/kmQ+KUu8pM+8WRzjyg49ywhzTHjoGeV657vfK/XG+4wPBmdus4/7kw96E/R6YvW7ovW74ve75e1zzd14hbryI2nAua4sTfL8n9s9bRIdA3J83sw9dS9vtHL/9YuyW81EbToevPRm6+ljI8oMvl+x7turI601nY3ZcTNrmmLDxTPTGM9FbzsVtOBW9+mj4xtNxu50yNp9NWrz79acLb8zb9nL1kaile8IX7ghZfTh2w8nk1UcSdjoh97kTjvnQ//Rnngpg/OlPP3WLfiaI7vRY4PFG7h9dERin8I8u948uD4qvvJeiuJdY/ji96kFyZUCU3O+9/HZc2b1Exb34av93pR4vxVce8TxeSoOilPfiNL5hlS4Pxef9qOd9yaeuIbefjpn/R8BnvzhAvtgF+WT9yq3ul66HJ2aLZZUfWj6AETOYBP9Aymj/aFU3qp8cGhsdnRoz2c0mu9loM00ZJscmhkfHhyb1Ywar0WCzTZltkyar3mI32exmOzCZrYa/NlnAZrfbLMBqATbr9Ng4PtKvUZUXSNhcNgGFSINmRKMQqfmkHAYNxaSjKeQ8AZdSXiKtriyRiXkiPo3LQWMxiQI+Wl6QLxRgi4sYMmk+h4XJSItgMTBKhWxqoheASQD04yM9U+N9KkVJVmYSIidDImSlJcd0tjUAYGzVaXHo7KzMpKICAZNGwKGzTfqR6U1ZoUSQnZlar64CQN9YW0HEwvKJWUwaQsQnSkX5JXIOi4ahkVECNpWIQeRlZxbIBUOj3UMjHeVVQrGUyOUgiMTEfHJiPiGWQoilkxMETGiZGKcuZTYpBE01Ml1jRaNOoa0rK68UE2nIdwnht188vBzgd8L75rn7T71iM3ygOJdMoguC60KQHUNJl0P5s1P586HyRbCyeWllv6Hrt7IGt1M+XOCbrpWCa81gbmbpD6/Jc95SIA8zvoki/BCGmB9DWgUX/IYpPlw8eEAyvAXTvOUNwdXvLjYtBpsZRyfkiCR0loBcWimwgQnLX8AaGJ4YHJnsHxrv7O1vbu+qqa3T1DeotLWVSlW1ukbbUK/UqAtLyzhCSXpWLhyBKa1SNXf11zZ31jS0anUd/1lg1TR1KBvaVHWdmsYP9U39tY09Wl1XfXtPRa1O096nah0ctAIYsfKzX/bPmHPsmFvc6YC83degGy8mb74E2+OGP+hFPerJOHqNfsqLdsabctaHfMqXeNQXf8gPf+gO+dhd5iYn5BmPzOj3idjkp8zka0rcLTXhZUXeE1GCb3HyDWnYKW7wEeqbC9GB52+6uXoFRHi85Dq/KLn8vPDyU+mlhyLHe/xzd/hng/gn/HjHfLgHvTn7POm73IlbryA2XoBuOJdyxCvvsAfsoBvsoBvskHvWfpfMXU4p2xwTtpxL2Ho+ccu5hA2non878nbZ/tdL975euu/Vsv2vVx0OW74/ZPHu4NVH3m93TNvikLzq0NtZ6+4s3Pni92PvN52J3+KQuPNixkHX3GPXceeCWBce8K8+Ebm8kLo+k1x9LnF7IXZ9KbkZXur7vuJWVMXN96U+b4u8wwsDIsuC4hWBScqABIV3ZKlriMQ9ROIVLvcMlbk+5/uFl/iEyb1fSz2fCS7foR1xgf9+6O28P+5CZp6GfHEY8ukuyNf7FvzufMk7KhVVJKvuV7caukbAhBXo7UBvBQYbMAFgtgMrAEabQW+ZMlj1BqtebzGY7GYrsBltJqPVYrCYJ42msSn9hMFotNos/5aW2//RhVo+hsxYALCYDeODfR1NtcqKErFUyGBQMGhkOhqZTqciuWwsh41iM9FsJlosJPM4BAo5j8MkFki4bEY+FplLIaFxmHQUMp5OyyGToDRKbmkxRyQgoZFpBBysraVm2mihvUXb29VkNY0DYBwf+cDnUNEImIjPoJIx02AqlPHTkmOQuZlyKY+AzUUjYHbLpN0yWa9VJMa8jwh9JWDTLYbh7vZaCjGHQoLLxJTpwz2pkCri5csl7IpiKZ9FJxExDa1aC5i0golKlYgnQHK5WUxaEpMSrywnqCqINVXUOhWvUS3VVksqSgRSKTstBxqaGBf48oVz0K0LgUEuz164v410jUn2huOvwqkO2ayDUNbWVNa2LNFudMkmbMVSkvabnKqvMit+ztUuwbauye/bwBzbSh11EoLzbP0RyfjXYfm/R9Av4RUHUeJz9JLwuiH4CMABEGkBHi3gN4x61jvh4tvpl30CcBmRuIxIFgkmElPZfGKFQgSA3moDkwb78Jj+/wGWpr6hprauWq1R1KhVWo26rlZRoyoqK2cLxGmwnBwUrrxarevsq23uVNW3/HeB1ditaerWNvWqG3qrtZ0qTae2oUur69A0d1TWNSt0vc2DQNsDzl+PgkA2rj3w0PsZffWJ4E2XYvZ7wo/74c4E0S/e412+y798m3s5gOYcSHEOJF66TTx/l3juAfncM8al57x9TnBPXzgiHUZPf0Z+d64k070ada8EHiRPvVGS6lkQdVb0zoEc4hZ284q3y62b97PcnvMvB5e6vSn3Cqu4EV7pG151822ld1ily4tS56dFl54WX35ZcvV16eXggrP32cf8CCdu4I57oY55oo97YU5640564455og+7Iw655U3/8aBr7o4L6ZvPJm1xSN7umLLZIX77heTNZxPWnYjaeDphz2XYXmfo1vOJh6/B913NOOKZdeEO0el+/vlA4uX7jBtvZFces12e8TyCRZ6vJd4hshthcv93pQGR5XdiFIHRlYGRVYHRiqAoRWC04k6M8nZCnXuE+urbmktvKi69KnV7W+4ZUen6Sur4gH71CetsAGrXhaglO259s/gC5MejkFmHPvv58GGHp9d848Lj6SSOulwz1PzBPKQHU/b/I5Uyf7zbA3YADCa90Tw1ZRgfmxgemxjVGw0Gi1lvtujNlr99Dv5leAAm7WASfHRrMQGbBdjMwDRpGq9vUNVoysrKRGIhhZafg0Ok5EJjYKkRKQlvc7JiKSS4REgsKWQUSEg8NppFzxPxiRIBRcAhMalYKhGNgGeSsKiyQnG9pqxeW6ysElNIcBwqg8vEUYg5GES6VlUMgN5uHqsqk6YlRebBU8Q8Rm+HDgC9RlWaC0+hkJAyMQsA/fBABwYJnf61tEhIJaPoFAwAeuPUIJ2CS0uMReXApAKO3TxmnOxj0dB0Sm5VOY9Jy+WyMHIJQyqkifk0mZAt5rHFIq6ivmoCjHUPNlLocGTOOw41uVySU1eOG2iTttYLFJUsoYSEyc+LSIv3ffHsnF+gQ+Bjhwdhl9+mOEVluUNJN4mCCzmUY1mUren5q1Ios2Mps+I58zILFsIKl6TLlsCKIG+ZX8TLfsmsXopomp9V+0Vk0RfxFavR3VfF4BCqezm88vOnOU8K+isA4AIgAUAHQDMAFQBk2cDF8g8/JvC+j+BtiyA5el3Lz44gZoYIqRkiPp7NwSsUhQCYLdZ/gDUwPNE3ODYNrLomnVKjrVSqlBqtuq5WqVGXK6pKKipZfFFyRhYCS6xUaZs6Pvz3gVVT31PXPKBtGqhSd1arW7UNXZqm9qrapp5RU7VusM8AHoeT/vfryT8OPz/jCbsciPnj1OvjN9KuPCFffpR/NgBz6kbeKY/sP10zT7uknnFNcriW5HA91cEv8/zdvItPiC7PqAfPx9y5ncFC5nHSHiEeHhREnauA+8szfArSPQvTXAsSLopi3TCvbjy+ds39ytObjwnur+TOIRVuoRVeYeXeb8t83pbcCCv2DinxCi1zfVPs8qbkWnj5jWiFf2J1QILiVnyVZ7DE7Ynw8j32hSD6hSD6xduMC0F0x0Da6ZvEUz6EUz6E0zeJZ/3IDv75Dv75Dv6kUzfRDrewZ/1xJ2+gT3pjHPxJ5wPJZ/yw/u8Krr1guT+n+4WLAiIkN0IEfuGyhwnVd+Mq78aV342rvBtXeS++6n6C4lGy+kmq9kmq9k6MIiCiLCCizC+85EaI3DNY4v6qyOt93bXIevd3WtfQKscn4kM3MOtOR8/bdR8y9zTk1+Mz5h/9edWZjQevu/i/j0ilY+iVPcNgaBJMWf/anf/FmnHDhMmit9iMRrPBbDZOO7EYjcaJqXGLzWwDVpPFaLFZ7R87JqA32/Qmu94E9CZgtACL/R9mmYBlzDLxYeRDY3tDhapEJOUw2EQaA0Mi52BQqXnZ8Uh4LAGdxCTDeQykgIUtKmCUFrElQiKbgaCSoXRKFp+DyidCBVx8WRGPno9EZKeScYiWBq15amR6u2QzDbXplGVF/HxCDjInpaJEaDEMAjDJY5HSkiLy4Emo3NS0pEiNsgRYJ/p6mvOyU1F5GaVFQgD0rTo1MjedzSDwOflkQh4eA+exyXbLuHFqkE7BILOhXAalpEAIbOOmqT4qOYtMSBcLscVyaoGEJBYQxPz8Ihm7rFDMZ9Ew6FyOkFVWLS8s5or4+HqlaKijslHBFjPgVHxaRmbk09AnXg/vXn74+OLzkPOvok+/SXLJoLijpF5U1QVi1QVqzVmmemMWd2kKZXmueAm6dDm1aWex/kQ12ERpXRjHXxnDOkXUugm7/Mom79cBXxXYgFB/EsaaFSt/UAOu8qZW5ZR//xpFHQMNAKSpPzyjC7QTE63AqgAgunv0GFf9bRR1XoL0FFx03uMKBxNFhr6Us6BCDopJx6gUZcAOzJaPwJpur3r7Rzp6+prbuxqaWxQ16nJFtUpbq6mvq1IpSyrKSyoqGVxBQmomhkhRahsa2npqmzuVdc2apvb/KrB6q7Xd2sah+qbhGm2PStuubehQNejK1NqWD+MNPaaOMbDP4SXkk11/ukOPucB2n4+6/hzn/RLtFJS5y/H1yj2BSzZfX7zebeHqy/OXOSxYfnbhqrOL1jku2eK6bI/3ikO3fj8UtHSNs++1F/w8qDD1IebxMVmcc3XOnRJYAD/hMj/hkjD+EjvWK+3ZLf8rfs4u4Teecpxfyh2Di52C5VeCZR6vJN4hMp8w+c3wIr+oMt/YSt/4qpsJlT4JJf4pJfezFC/zap+maR4lqO9GK25HVga9rwiMKA8IL/UNLfJ8KfJ4IXR/xnd7ynN9wnV5zLn6iOn8kHr1cb5nMOtGiOBGiMgnRH7zAYYAACAASURBVBrwruhWRHFAhPxRUvmdWHlglPR2TMHd2KL78WWPk6ufp2lfwxpfZtQ9SdY8iFfejam6E115O6rsdlSZT4j02nOe21OO92vx9GfnB/TLD5lOj0V/+tO3OmUt3v/6u9/9v1zm+v2qK7/+4bp0m8vhi/cehWdThNWNPZOjNmCYTlewAbMdmO02o9UyZdZPmib0xgmjZdIOzACYbXaj3jCuN4xbrWabzWI2m/VGg9luM9ttEwbjlN44bZJnMFpNZrvV9k8jZraAiXHj4NBIV29bbYOioIhPY+DQWGguIjU7OwmenUAiwCkkOJ2Sy6WjhGycjE+QC/ILxdSaSnFRAYNOyUXkxOVkRWNRyXRKFoeZR8Sl0vLhhTIqmQCj5yPqNWUA6A0T/WNDXSMDbdN4AmCSw8ClJUV0t9cCMNndrk1JCKeScuvUJXIJIykuVFkpBWDSYhpCI9MRuSk1ykIAJlubVfmkXDYTJ+CRcRgoAZclkzCAfdxqHuZz8tF5GUwqtlDKMk71DHzQ0qkwLhvOYUMLpNgiOYHPReYTMygkOI9FkAjoPGY+i0oqkfIr5eIyMbdCzBVQSbDkhNfBr7z8Ay/73jkb8PTs02jneJwPriiQWx9Y0HmRU3eApp2bJIK8oXyTIFqCVqynqLfxm/aX9e8oGtpdaXPUgYtKsBtVewpe9l7eXTUKegHoBKAegAoA3uim1sK5C+LoPpIJN+7Aiuyir55ncfWgZAIceJE838lT1t3ZCkA1AFCD/WJJyzcR+M+foTe9yb7g4VRASSRlPivhZXNZKAoFq6yuslmByQwm9LaRccPgyGTf4Fj3h6H27g8tHd3/Bpa6rrZSWV1cXlZcXkHn8GMSU4lUprpeV9fSpdV1VNfq/tPA0nxQ1w/XNQxr6wc09V01De3K+sYyTW1j72j3GEDS6jcefPjTSp/9F9PO3sCdvJbheg963OXFqp1u3y05+tXcfd/O3fvtzzu/nLn+iy9X/e+L5TO+WjHj29Uzftjw+c/bILN3fPrjlk9mLPFy8pCik+RZj5hvL1Wk+1TB70hTvPnJV3ipzsKMa/SkW3HP7/l4Przqk+r9SnY5uPRCcMXF50VOz6Wuz0XTNyveYdIb74p8YysCU1SB6Qr/lDL/1OJ7WWVPc1UvYZpXsLqQ7MZwREskpuM9uv1tXvMbeN07ZHMkpi0a1xGB0r3Oqn2RoQyG1oTkaF/Dq0Nza8KRDeGIxrd5zW/zmkNzmt7A66JwLVE4XVie9nlG5ZOUyhcZNcGZ9c9Sa+9EVd96VxEQWnozpNgvpNA3tMg/tPBmqMzzGc/5IdX1EdUzmOX+hHrCB7bzYtQWh7Bf1nt/s8QJ8tMxyKxDP604d+j8k1ex+WRB7YgFDJvBiOnjuGcCwAJsesuUHZinbQzswPh3wKcdmI2mSbNFbzBOjE8MT+nHppOK7cBmsFgNFuuk0TQ6OTUxqTeZrda/j/im3wj1kwP9Hxrqa0sL5UIek0zMwaBSc+Bx2VmxGEQalZTLY+HF/Hw2FcVjYMVckpxPk/NpUk6+gI7nUjBMMjI3KwGdlyriE7U18v7e2pHBhrbmci4LQcSl0vJhRFx6Y12pYaLXMPFBKqSlJr6PiwrJgydNQ0rIJcdFvR7obQKWkaICRkpiaFW5oKSQRSHBkhNelxSyAJiwmIagGTFwWLxaVQTAZHNTNYmQzaRjigu5IgGFzcTJZSxgG5sY62YzcXIJU8QjiwWkWrW0sIBIJMSJhNlcTgadliQWZcukqJKi/IpSlqJCqFUVqaoKxRyakMMk4bDRMXE3b9876+Z91M3vqO/zOzksf7TsBrHCnaK9QG44gKpZl1a8KE78VRhpUV7FHGT9lkLb+XZwSAW2iT8sI1Yvy6+ZmVM6l9S6q9i6Pb9zZTjrFkXTAYAeACsA3XpbCwAaAGgAOBc3rIPx/IQDbvTOFVDx5/eSuGOgxgqeMitfiMo0AKgAoALwrHvsqnZkIUz2fSjtYAzJ0e1yCSMDk/68WIhkM9EUKkFdo7RZgMFo+xtYHwZGu3oH27p6Wzq6/x4Jq9UalVZTpVIWl5fJS0qpLG5kXBKVxavTtdU2d2p1HQpt038XWA19moYRtXZYrR2sbRjUNnQr65qV9Y3KpuYBA/igB1f9kmctc1m3L/SIc67vq0LPx9S1+7zmrz321ZzNM37a8N2vW36ev23O3I1z56xbtnjj0oUblizcsGjxpgVLd8xevPPb+Tu/mbMeApnh6+5YSHovgwcJYl0V2UGFGf7cBHcR7Jow+xo/1weT7P/yQcBl1zt/esY43KU6vqw491J18Vm507OSq0+kLk9ELk8ELs+ELi/EV19LXcJkLhFSt0ipZ7TYO1Z0M07yOK3sSWrZs/Sy1/DqCHRdHKklIb8tgdKSxurK5PbChQPZooHpnwjZCLpwPE86mCPuzxL0Z3IG0hgDydT+eFJPDL49ldGbyuiOJTa/ya55mlr1JEX5OEn9IE4d9FYZEFLt/6rK73XFrZDKwLflgWEl/qEFgW8Lzgcgtzm8XbrvzszfrkB+PgL5fi9k9t7VWx0uXrmVnEFUN/SZrP/sof5d00Z3ZqtBbxo3mIaN5iGLZcxqm7LbTDabxWq1Wiy2v+ONbcBuspjNVpPBpB+fHDPYbHrLx/xiKwA2YLXYzDa7qb+vS9dQUyTj0sgIPCIDm5tGQKQTkWlMMpxBgjLJcC4tT8zESblkCYckYhILePQCHl3GZcg4rL+KLeOwUPB0FDy1pkIOTCPAPgrACABDVkOXmIemkTKImCQmJQuYewd7aoskNFR2EpeGJaHh2emxlUUCACYUpcK0hLddLUpgGaooYsFSw6UCHConhkrM4NCze7tUAIyNDLUlxIVkZ8VraooAmGhvraGQc3GYTCYdzecSmXQ0m4lta1GpqgtoFERpEVvEx9MpWfmkVBw2kkyOFouhUim0uhpfUoIsKkS3txX09SqryjkMag4sM8b7pvslL5dTnu7n7j/0Ssu+zym+U9zoUdK1l6rdTG34ndS8BNP0a07dT7C6H6H1czK1JwsNLrVgOb5nOWl0CbYPEsz9LlrwfSxrBU4BicifmVd9VAsOCnqXh+MCSAVtAIwC0DpmySuoCGFJ0zpGk03AqbprRSb/lnDsFEy5IkU482E6tw90AMAZBzIAXjYPuVU1r8Hx5uZxdhf3zc4q+z6U55Rbesb5ahETkRX/Ui4m0tk4Kiu/oV5jt9r0BuuE3jY6YRwcmeztH+nsGZgGlrahUV1XX63WVCpV07eEpZUVEnkhhcl5Fx3P4AobWjq0ug6trqNK0/jfBVZjb33zaI2mT6HuVTf0aRu6FNomZX1jXVu3qnmooQecdo35eoHLPsc0p0D61Xu0nQ5vlm48N3fVrp8Xb/t58ZbZC/74cc7v8xasXbVyy7Il65csWrt40bpFizctWLptzuKt3/668esfF38Ggdy9fqKA8IqT5s2LdVMh75fB78oz/UVp7sJMD1a6V3rIFR/38/uPnd1w7Mb6c683X4Vuv4Y6epN84R7T47nIP7Twzvvy+9GKh4nawGiF19ti97BCz/fF3tGlN6KLvSNk95NLg2Klfu95/pH8B8mFoQh1XH5rKqvnPa7hLUobhtREEZrS2L3Z4pEs4VAGty9HNgIV9qey+5KZfcmMwST6QCJtMJHaF5Jb9yZH+wKqephcHhRdEvC++Nb78qAo5d0I7a3QGp+X5defyj0eC10fMJyD8Bf8czadePrDyguQrzZDvv5j9ppTZ7zepBJKNJ1GCwBWs81stPylb7JPj2pmo8lqMdlsFpvNYrGYzBb9tIkdAHqbbcJgGJkYH5oYH9ZPTplMFqvVbjLa7DZgswOD0Txl0JssRqvdYrGZzcBitJnMwGIHlrGJ4do6lVTG4/EoDCqWjM/GINIwuUkEVAqNAGXlZ3Mp2QJ6Hp+ew6flipjIAh6hkJ9fwKdIuWQ+DcenEXh0Eo9OEjCofBZNwKYLOQwRm1oi5ZqmBgGYLCxgw2FxWHQGBptOoyPoDCSRlMUXEAEYKy/lZaa/zydmlcgYRRJabnY8g4YA5sHWhipcbmp3qxrYxzubVWkJb6FpUSlJYXIZvaqcZzb2ATD5YaAtOTUKT8qra662gon+sVahnCaTs3kcwnTmFYuOlEsYTDKcS8lmkKAcajaPnsumwEtl+c31he0tFT3d6p6++voWpahMhGIRr798sOzQrs1ODs5vXr4m0cI4BcGCck+y7HCucHOufEle2UxYxWdw1WfI5hnY7v9huj7Lbvkso3FGWsPMFM1WWp9jJfghRftTZtuP6bpP30rd60AsAEEj4FdEydew0sMVpgMM3W9vsh8Qhb0A9BrBGADSzj6P1Jyld4PnvIqfn0lZiyx6rQFncxo2o2t+Dc+PUoFwef+BGMyikIwfI4lfxdE+i8n/jaK9OQB2UDp/i5I/5bQdv+gqYmBTYoOlEjKDTWTyqc0ttQBYJo2mCb1ldNIwODrROzDc0dPX1tXb2tmlra3XNjQqNdpyRXWlslqpUZdVVQoLCvIZ7PCoOBZf3NTWpWlq/68Dq6lL3dilrGuvruuoaexW1bdV1+q0jS26zqFiVW+R2rzxSPB3K/2cbtPOB2D3XHg7949LMxdt/nHRujlLNs1bumX+ss3zl/4xb8m6uYvXzl++cfHqXXNX7Jy7YvfPi3YsXL1/6Zq9EMiMWV9CXvqfxMXcKEQ8KoQFMd9fVeY9Kkm7VZHhX5B0gxxyKSfY+f3ja44Xjm4+evRPn3sbzgasOOz361a3n9Y5zdngsnyH/+YjL3adiTjlnnPhJtHtofDGqzLf0GrftzU+bzU33ikfpGpvJ1b4xxT7RhX6xxQHxJRNq8nvJdc8gzWGIDtCUZ3BOS3PYI3Ps3TBea0PYbWP4PVPcxqf5TQ/zdY9yKy7k6oJSqz2jSq//q7Q/Y3UI7Tg5vtSv8hKn3dlHm+KgiLVLo8lp3wI+53Tl+99+MmvpyBfboHM3PjJjxvOuj0gsEo6By2TVmD4613PagN22z+mKx8bJbvdYrH8y3rFZrWarVazzW4yGCcsVsO/nII/9lZm819SKQDsdqvFYrLZLABYxsb6dDqlVMqkkPNwGCgeCyPgYAQcjIyHU4g5DGoel4URcPESHlHKJ3206OWgxRy0iI0SclACFprHRnNZKC4HzWVjWWwMk/OxWFwsm4NH5qWUFfHs1tGq6sLHz24/fnk/BZaclpsOxWTFZsbDsdntA21jllEiA5eYHiuTs+pqhFRSYgr0lVIrBmCkXinPS48Ts/KBxQjs5u62Zi6HUVxV3DPUMzzSB4DZBCx9+qFcIjILn8sqE5V3KmgV1Bx2FkfGLiriCTmZBcIsFiWHR0GykLEltMxSDrK5SjzWVm/o7hxv721Xt0kYZbB0+tVrL486P51/wAOy+Rxk9yXIxZuzQpMOsCuPc1o35GpWQpULMzTLUT0zM5pnZLZDoF2QnF5ITg8E3QfJavkS3vpdlm5GVMWsROUe7vhm6sDnkeXfZTRAoouXE1tvDYMYALx6wVeJnBlxfKdqu5uwZ9OD1LcogQGA4eHhSdPEKABqAAoBSDeArfnyBZk8N+HIBfrwbvYg5AVlSaZieVrlL+/5C5IKdzFHjkrMDkW2baimecFcyLmIFd4ZPgn0o07uOCIiOytWLCJS6SgGB9/xodECjFMWw5jBMDA21jc03NM/0NXd29rW0dSsq62t1dRqq1XK0sqKckVVZY2yuLJcWFCAI1PDo+IE0sKauiZVfctHb5mG1v8ssDS6VmWjTtnQpmrqmgZWbUNbU/uQqLCNJOhZs+/5L5seXn3EPu2f88fJu18u3PntwvU/LV7769KN85dtXbh8y4IVmxau3Dh/9aafV2yas3r3j8v2/LR83+yle35ZumPOog0zZsw4tHlx/GNn7DtvGexhCfyBIOZ6Jey+JMqzPMFPHHGN/PQ8/vVVRGTAswdXr926eu/9m3dw5KtU5MNo2K03qR53o065vNh04OaitVe+nnN65gKnn1fdWLz54drD7/deyjrtS7v8gOf2knc9VOAfWRAUWxoYU3IruvRWVHlgdEVgdOX9RM2T1KZn6c2PUxofJTc9TtE9yWi9m1YXlKoOSq65lagMSKgOSFAEJiiCEqsfpdfeS64Jilf4RZVdD5FdesA47JW3/VLS7E13Zyx2gcz6EzLryBeLTq7Y6ep4/dXjCBi/VNvYNWT4a8SbpgkANovFZv1LiWm1ALPZajCY9Hrj1NSUwWAwGo0Gw9TU1IReP2kyGazW6aBjm91utdksdrv1L2Z9LLPZODY20t3dWVenLSsrkUkF1HwECQ/FodPwmPR8YhYtP4eWn0MhwXlsLI+N5XNwfA6Ox8ZymGgWHcmkIUQcrJiDFnJQQg6Kx0by2EguB8lhI9hcJIuDYHIQDC6CwUXQeAgaD8HkoWl0hK6xCoDJrp6m0oqCofEBC7CMmMYUdTW5eFRSRkrP4AcLsJBoxHfvw5BoKCIvBgp/Q5ehhq2dZssAj45LinyLz8tua6o366eAzWY06g3AOgWMtfXq0jK5tlGtqq1GYxEEGp5ZyGGWs5B8OJoFy87JLOBRqwowqmKcXMisq67s0hSNtavqq4vLigq4HGEekvL4ZdJBh1sLN7p897vLijNvfj4d9vnZt1/4ZP4aI5ibV/YDvmI2vekrhO7TNN33ef3fZg98nTUCSe75FD4KgQ5AUOMQ9DAEMwhJb4Ckar5O08yMr1qW23xMbl9L7oW84n+VUjULqliMUe8Vtx0v6dnOrZ8Zz5iVJDwtHjiUVbrGNyaSWDwOgBGAMQA+AFALQAUAWAC20Uu/CEM7sQfOkfsvloOFubVr87s2Uno2oppXp6l+DRVDfBEQj1TIqTefHA9ecy3hEbQwk1Zx9IJTHhYGhUWLRXgaHcXmEzsHm0xAP26dHDZMDoyN9A4NfOjv6+rpbmtr0+l0dXV1tbW1yhpVWVVluaKqQlVdUFHKlUnx+bT3sYmSwlJ1ve4fM6z/MLC0zW2qpmZVY2eNrrumoV2hbdbWtze2DVM5mmho0ZKt91YcCL36iHnAPXHpnmuQH9f8tHzj3JWbFq/etWjVroUrdsxftnXeqs3z12z9aeWWX9bs/n7J7llL9v26Yv/3c9Z9/cOCubN/fuXngo+8S35/S57xuBT2kB/pVZx0ix/uLgl3pz9zyPU/iHrigIn0jXx1/eFLn7DUCCgZn01nkCRyqaq+quVDRf0HTkEtklISlUp78R53/X7aEafgVXt9fl7rPHOl4zerLn6zyunH9W4Ld/j9fvTR9vNhB67EHfdI/9ML7nyHfPUeze0B2/OJ4MYLmW9wccCbslthFZ7BEs/XEq/XIs9XQrfn7MuP8h1v4xxuIU/7ZB90TVp/MnjuVv+vll+G/Hoa8uMxyPcHZv/uvOHQrYu+MS/jqQhGdaG6v3P0o835dEtlspsNpkmzTW+1GcwWvcFgMhqsJqPNbLJP+7RM+0aZTCabzfY3nkzmKb1hfHJq1GKdtp2astqMAFime66x8aGGRm2Vokwk5jGYFHI+HodH5eZlQTNT4LB4ZG4iCQ9l0ZECLl7II/A5uGk8sRkoLgszHdzyd4k4WCEbM13TvRWHjeKwUSw2isVGMTkoBvf/FAqTUV4uNpmGAJi02ycB0E8LPi36cT6LHhX6pq2+FlhtMg43Mz4hKTYqNTMaz0XrJlrHgb5KXYZG5eBQeSwmlULEVZQU9nW1dXXp6jvVlQ0lZFpuekoYE5Mpp6Fp2ekSGk7Kw7OoWSxaSrmEqJGIm+WFLSWcntoSXV1zfWMPT1yQicLdCok57PVg4ZErX+91+vyo52fn7n3hEfHdnawfnpMWxZesRTX/Qe3/jd73M1r3GbT6U7j2s7wWSGbjjKx2SFLj/1Lbv4X1/oLXf57dA4G2QFBdM4h9EHjTp7C6LzO0X8RXLEQ075YYF6F1kAjJUmzjOlLDggzhzLCczx7Fe2hHbneDY5KeY7yOXVlFG17lRRW3NQFQD4ACgGIAUloMPpLGYzTFb5jiA7y24DpwGl53kTNwkNC4LrXwm1uw/7nFfuUc/tWFF9+ef3TsHeY+sSxZ2i5tBy2TAMeUnj57EpEXn535TiLE0xlovpjaOdxi/L/A6u378P8LrLKqyrLqKmlZMUssIlDoccnphWVV2sYWTVO7urFt2nT0Pwus2pb2Gl2LqrGzRtdT09BZXdtSW9/V1D6GwJUGPscu3HR7s0P8hTvE9aeD52659Pn89Yv+2LVi0+5VGw4t+/3QghV7Zi/Z+vPSTT+t3DR79Y7Zv++btWz/D4v3Llh16OtZK2Z8+f3OjevJye+k0HBhwpOSjOeFKXdZIW6SSB/Jey/xWzf6k7PIgAN5d09kPXd6c8fx/j23N9EvErNT0zF5OA6zUKlo6e8ft/yj1TYA0D5slyk7c2lFb9MI997B/F6lOXiH7r/waP0BnxU73VftuL5yp/eSTR5z1rgu2XhjwXrv+b/7zF/ru2RD0LJN95dvur9s0/15G/znbfJdsMV/wRbf+Zu856z3+HH11VmrnL5adPq7pWd+/s1x0aarGw75H7v6yv1O6p3XeRhmdZGqt3cc/Dt6b8xoH9ObpywWg8VssOqtdpMdmK22qYnJYQD+zzD4r7HObrWaTSaDwTjxrzFw2tXTrDeMDY/09fS2NzZpyyuKxBIeEpWdBU9PTUtISY2HwlIRSDgOjyQSkVw2fjrm4P+JxqNTchnUPDYDxWNjhTzCdD6CTEwRsnFCNkbIxglYaB4by2WhOCwMm4VkMVBMFpLFxjA5KCYHw+Ci6Gw0nYUi5sPRmAypjNHZrmltqsYg0jOTotrrVcBqVBbJo4Nf1hTKgcXyQafrqq1VlhY3d+hGwNQYsKg66nMROVgkolAuKS6SZcPSMHkwFglJxsJykEl4GpTJyKagkoTo1EoqSoZDlnNolVJmgQCvLGf2NCuay2qqeIUcMjEnL/dBaOqpm69WnPWeecj5iyMen564CTkTBHEN/uk1ch2majOnbRWzYw5eN5fSNS+/fw65/xfSwPfYnhnwFkiaFgJVfwJVQxIqIWGyJdi+LXz7RgGYSxiCJKog2brPMO0QeMM3eS0zs+o/f186J1O7kTW8GNu0QzLhNwhcm8AupnptNm9pMvFhL8AB4FpjPsRsO81q3ZMp8WNqEH3gdWmfG678eIZocwxlYzJ/L165NV99gtPqhtP9ejX+a+fwTx2f/+/8k2/PP9r7MNMnjZMmrUeUNFRPgE4ABgAYB2B4CoSGhjo5HkNmReZC3xaICHQ6RiRldQ63TYGpcYt+SD/RPzo8DazO7q7W1tampqb/B1ilikpxSSFdwMfn01Iy4eXV6jpdm1bXoWlqV9Y1/3cdR5u6aps7a5raVA1d6uZedUO3sq69rqFH1z4Zl8K84Bm7ctfj49eR54OwSw4E/bTh9I9rdq3YvOe3TXt+++PosjXH5q04MHvprh+Xb/lh1ZbZ63bPXnvwp1VHZy05sHjV4W++W/zVV9+4nTtRQcwuh0fJEp+XZTyXJ97lhF0Tvrsuibhe8M5L9PoK/clZwqOz6XfOBN84/vSua2x8CCwXmo1FYSgkCovBk0hKK6saW1p7BwYnDOZpq8xpck0CMA7AGACTALT0A2Fxay6pMCGT/SYaf+dpptet+D8dnx4+/XD3oTvb9gVu23Nr8+5bf2zz/X2z97pdPqt3eK7c6r5yq+u63R7bjvgddLh34tJjr9txT8Py0hFilqxJ0TjZNgiGjcAAgMHy8WnPbAMTepveZDeYwZTebP/XY5/JorcBkx0YLVa9yWQw6g1TE/qJsfGJsXH91ITZZLBZzRaz0W4z/RtS084tvb2t9fVKuVzAYBDx+DwEAgqFJqWkxCCRMAIBQacTOBwKj0fj8+kiEUsiYQl4HwOmBFw8h4nmMNECLn6aXCI+cbrhmh4JOUw0m4ESsnECFlbAwvOZGC4Tx2GiOQwsm4lm0tEMJorJwrLYGBYbx2Cj6UwMjYnkCTAZ6WER7+7Hx7xITgh5fP9mVNizgS4dsBvVlcWpce/rVRXArp8Y6QF2PQBGi8VkslmbezopDHpOZiaLSCiWiQokbAYFxSEjpRQ0j5hNwqQJuGhtOVclpTbKWb3K0ubqal19Q52uXlQiYRaw8FzGs7dpHnfe7XL2mLXvJGTHBciB6xDHBxCX1wsjKNuRlcf43Xv43atojbMJmhmIakhGKSRP+wmiAZJdD0nXQNLrvsxt/zK385NU1f9SCn9ntK7BN85LLj0tMTuWgD1c81r6OCRZ/QmsAZJZD4mr/Bra8GNG3ZehRQtS1Hv5U8sxOvd2EAaAU6NtI6N6J1e9nV3tpjOFALCd2byF1LCf1PxHSsHmSPbmd/TFT9ALn+E2J0qOomtOUZoOYpVzw4nfBiT87+DtFQ6vDj3IOP4s4242l6jsb9SDUQAmPn7d2gb1wyOTwxaroaO5IeiGq4/LSRw8AgOLKBSR6RSMWMZtH2gbtY6PmaemgdUz2N/zoXcaWI2NjVqtVqPRTO+wSisrSqoqhEUFVB4XQ8zPzEYo1HX1ze21zZ2apvb/tA6rqUur61A2tKgautTNfZrGD6q6zoamDy2dhuAw9OHzwRsOv3Z+QL90Dz9vl8+3qw/O3bRv8YZtS9duXfzb/gUrD89fdfTX1Ydn/77n57W7Zv+x/4c1++b8fnLWov3zl+75bub8n7//9lWgZy0trzgtVBb/sDT1cUnSXUn0TV64JzfUjfPiMufZJdaT8/h7Z+KvH3nhejjsgXd2ejwMlokhEHl8YYG8qLikTKFQNDc39/X1jY4OT+onDFaj0W7WA+MUMEwBowHYpjVNZjvQW4HeBKYswGQFRhuw2IDJBowmMGkEegOYNIDJKTAyDvrHQO8Y+DAKPkyAEcM/TdPgBJg0/6WQsv8TwAcAFyeT/gAAIABJREFUAPaPikz7X5IEixkYjWar1W42m8cmRkfGBg3miWk39NGRodGRobGR0cmJMaNhymr5xz54GlJm8/jw0IfmZm1FhVwiYWEwWbm5KZmZsZmZsdnZSShUBhYLw+Gy2GyCSESTyzkFBWyhkMrhEHk8slBIZdMx0+F3PDaWzUAxaQgWHcllYaYbrukLu78XWAxqnoCFny4+E8dhYKeLTcdMHzOzmVg2Bz/t/UJnoGl0BIUGk8jwfCEmPfNtato7Gg1dW6sAwNzW2kjOx6WmxvYNtAEwKS1gFhQxm3SK8pICAYeJxSBIWKSETpLRiSwKkk7JpRKgQiqijENUSBlyKa24hFOrLCgVMxuryypLy7AU/tt0TFBkyrGA+/v8A9a5+nyz0/mXM7dnuz+Y5f1sTwLrz3zdbk7vMkLjPIRmHkq7iNSyiNr+PboOklEKgVZ8hWmAJJd9lqX9Ht0xE9n2dXbLj5ie7/K6IHHlm4X913uAWx3YjGk4TOvbmNs6P0kzB6aDRFd9ktkIyWiExCq+hzb/klz75TPJgmjlMal1Vkr5/oKJP1WW+ZiST2NJP2UL5iBkP2SK5meX/hAndijUO0knr8uNPqKRvUnyc9g6B3ztgYzC2YHpkPNPIecefHnt9dr7SXdS+czK0U476AdgAIBRAEatYMIAzHoDsBuBfdxo6AZgDIAJTaXM4dj2ezcciTmR+OyYQiGFSsZI5cK2/tZh8+ioaXJwarxvZGgaWB1dnS0tLY2NjTU1NTU1NQpl9b+BReFyEFhCVh5aVdtYp2ura+nSNLUrtE3/XYvkpi51Y0d1fauyvlutG9A2DagbepuaB9t7zMFh6H2nn288+vrKQ8aFu5g5Ozz/t2znwi37F6/bvOi3jXOX7vx16cG5q07OW3vil/UHZq3f8+OGvd+s2Dl33anv5+2cPWfD99/OXvzLzLSQ21WoOGncg9LUx1UZjwsS/UUxNxghbozXLpRH58n3zpJvn871O/HOed/jiwfDb9+EJyXkZSFIJGaBrEylrK2r1ekaWzvauj/09Nmtfy2ApnFh05vsBgswG80mqw0AO7BPKyftwGYFto+RecBuA/a/PgMbsNuB+e/d078oYrJ+3J2bzGBi0jQ+ZpjSm21WAAAwTIybp8ZtBoPd/NfJsBWYDXazwW63AbsNmEwWg0lvtZtswGS26YHd/Nd7nwUAC7CbLGa90TA+OtLf1lZfViZjMglYbE5eXnpOTmp2dhKekEUi59DoKC6PKJbQCuSsAjlLVsDk8ojTHKHRURQqgkJF0BloFhsn4OKnw9DFApKQR+CyMGwGappZ0y0Vm4HiMNHTyywhjyBg4fkMPJeJ5zLxHAaOw8Cx6Vg2HcugoFg0DIeB47IJXDaBzcQx6RgqLS+fDusZrLGDof6x1qZOjQkYTcA2YTX9f+S9V3hbZdetLSCE3gkEEtIbIRASAoSSECC0QEhvpJNCEqf33qtTHPduq8uSrLrWUpfci2zZliV3WZar3KususrcBwp5ub5vvwf7P+TXNQ/WOtChbj3PmGOOKdMobzwMDU+M7PF2uqjeRHbY+ZsHImIvi0XxPGaYkB1hQBgmtaAAZWnkyQpZYlGOtKJYU1Wkqy7PyzVnK416VZ6OJRHtOXNl+d4LH6078dqPe55dvJv25bq3dl+aejZ2zi3FwuSS2am5r98UTgvLGHVd93JU+Th53+vC1ieTK2nRxU/FmZ9LKH820vRiZPGo2PIxSVWjY6xvxVjHptR/IBtYUAAfqr1PPCyiXZS+EJnz0r0s2l7WyNOK5y8Ynr9hHHGnlHajeERy00hGKy288rVo+5uhFS8c0U27V/VTBvXUTd0bicWj6MUvpuQ8l5z1pqBsPGL7SN85R9UxR+DYVgI/cO3fxpV+ck01dncs7bt9z/526Plf9o/dcHpzPJZqc+UQYAdo94OHePT/NwTQOewZ8AUAgPL5qOEhV3+La8ABVD9QQ3UVhSt/W3jiwB98xoM0emS2ViZKT8vJy2zpbR4g/gOstu7OfwKrrKzMbDabSksKiosKTcWFpabgCSuZyUlmcq019VU2x2Ng/avjZWoaS6sby6pbg8CqqOuwO/paOojbD6TfLD37wTdnfw/h/bo39c15G0dM+Gzi599N/vizCdPnvDP+87fGLxo99ad3Zv782syFL0z/9NUPvn5mwrwxs35+8a05r782+c0XXp3x7kvs0COGqHO6uyFWxsVy+mnd3T/R65vEF9ejVzdjlzbKTq4WHVnG2P3zrTULz6z8/sb+XfF377JTOUKBXKfNMRWX19bYmxrbnM6Ozs7O4eFhn89DUn6AAAEenHLhlIukPCThI3AvgXv/JgUOgBP4Y6NAML7OTxJeAvfihJcCnAAcByJoaPISPl/A6/V7HvkJHs+2BP1TQRc5GXz4u3fnh4AXCD9QeLAPGCAoPGhY9/kHg8cokvC5h/vbWh1mc6Fej8lkfKGQlZaWwuUm8fnJYjFTLufK5VyZnK1S84OlVKVhCi6KcVCMgym4CiUPxTgIylaq0vQGsSFDotYIFChHpxb8jwqK60FsoTImKmMG1fcg2rSoIAisf9JKIefJxSxUylEiaWpMoMYECjQNlXIkUiaqZplrMnHox8HlhmE/4FWOep5UwpfLrt8PjWcl9gy3e6FfrmE9jLucyrqNSKK0aIIxg2vUcLJFCeWZ4qZ6Y53NWFVtrKgoUqvQRC7zcNidHw/tnbt29Rtffvve8h1Tdl7+JlT+O9P8E9006kTq+DvS6bEZUyILZ7FrP8/uXWmD8/3whbBzxN2SV9gdtBTH0+y2kYymEXFVryXbZkkHFmfD0jz4Sty7QNr/haR3ckrdmxFlE5iNE3mtL0SYnruX+9RlxcizCO0gf9zt3I+T6mbSG0dcz6M9KHmF53yR20q7Wzzijun5S7mvHNd9kdK6JBuevZv13MPMkWHaabKaWZrG95WOL3N6fzPhS7OGRl+QvbArnvbVftrne2hf75tzIOK82JjbBy0ATQCtAE6ANoABABwACAj4yABODuE+H5A+8Lm9w0AC+IK50i4Al9/fW1aWt2jh3BNHd/AY4TxGdKYWSxfy8wpyOwbahinXP4HV1u5sbm2x2+21tbUlJSWlpaXFJaaC4qKghqXPz5GqVQmpzP8BrJKKun9vgF9dm6W2xWpzVtb3lNd1mquclhqn3dHX5AxcucVfuvH2Z0tuLD/AX/xn3JvzNr4667t3P14w7eMvJkyb+9bYeWMnfTdp9oo3p37/wsT578z74dVZX44Y8+Fb076ZO//3J2gvPEujnflrFRZ7LiPmtDZ0X37UkZyIfbr7O+Q3NnHPrJRf3YJe2iw4ukJ2YhX/4PKbqxecXrEo9NDu6JvXOAymMF2q1hgKCossFVabvb6lrbmjq83jc/kJNwleCjwEDBMwRIELYJgk3UD6gPSRAbff0x/wDlD4MIAPCBfu6/e5ewj/AIAnGMlEkq5A8GhG+nDSR1B+gvKTlJ+k/ATuxQM+POAjiUDQkkD4vH63h8QfRSV4hv1D/R6fm6L+tiwEj2AAZDC+xY/3udwddXUWq9mYl61XYWKxkC3gpQh4KcK0VJmYIxExRMLUdEGyOD1VLmUpsTSNiq/EuMG23f8oBcZSYKzgs0rJUSk5ahVXreIGjQv/u4Ki1f8uFcrXKIQ6lcigkRg0Er1arFWmaxRCpZQbLJWMp0H4WmV6hkps0EmY/FiuPEmdLcsoUKkMqEqLyhFxclKCNJ2vlEuU8nT3YAeAKy9bJpck5WQJ6ipVpQWCmlKsqSJr0GE152jFUmF0asqJi9dWbds7d/Hy0fO///CvkO9vhf4RT18azZp8JeG5k7Hv3lVOiy98P7bwR0XrN6qWmZzyBcqOrzIGFlTA+7qOv+zwzq3sJ6/kvsXueYU38Cyz56mElqej61+ObxjPbp8rdy3UBKYzGsfGVI6Pr3kjrOTl0KLXw8qevW18+XbBcydlo8+hH93JXhhVsirNEZKPb8n3z+bV0m6raA8zaTH5T8Qax/FsE5Otr19STX5oXGGC9wVNH0ubfi4Y+jW//31G/nNnUt+6yKGtuUj7/dTIX47N2n3vICuPbR3Ud0GpF1oo6CLAAzBM/t2B8XoJioRAAHcNAokDhfe4evoJlxfwAf8wgQNFQAD3UOALgM9PeQuL8uZ/Mef69dNJCffFQqYCEYvSBTl52YP+viFisHu4v3Oov6OvJ3glbGppttlsQQGrpKTEVFpiDDKrrCSrqECkwO48CJegKmtNfX1TWzAfOdgr/DcDq6K+vcLWXV7Xaa5qtda2OZr6WjuJ2w/EG/ZEzl968/cQ3k+7Et/+fNvrH/48Zs43E2bOmzrj87ETvnh34sLxM5e8NfW7FyZ8+ur0z0fNXjhq5ldvT/l8/KRPXnz6xXmTxzJDj5aJw7B7B5Hruw0P9qnv7ECvb5Lf2CI4vx67vkN+YaPg6Ar5sZWCQyvurvvm3MpFt/dvj7x+gcOg80XpSq0mt6iwrLK81mFr6mhy9joHfQNufNAPbgKGA+RQgBwiqEEK3CT5eJW6D4jga1Dl9OC4K+AdCASGgHABuCl8yO9zUUD+Yz7m7+zyx8cnioCgGYoiAQ8EfH6/Hyep4G2RCuCPLp6PvkPibs9gT29bc2tVdZ2xuFSbl69I4yZwWQkseiwzNYbNiEvjJojT6TIJM0Mv1WvFGpVQiXExhI2hTAXK+b+i6p/A+t/M+n8FllYp1CiEakzw+JAVLJWMp5Lx1PI0DcLXIHy1PE0t5SnkXEzFE8noAlESixGRFHePz4hRCphyVlKGlJ+DirRiTk9zDQT6rSUZJUXapsbSyursrFyZxiBlcOkPo+N/37Tr83U7P9t0aPqyvd8dvLslTPJLKHfm1Zg3jl7/+EbCwgRkjqDgQ6Tqu5zu2YKKd25jkx+qx0Wox0Vpxj9UjY7RvcIveZZesKcB3k8sf+6u8YWExpHxzidinLQIxxPhdSMjba/G299lNE3gtr0eU/Hs/cJXwkteCit+Jaz0xTvFtLP6165k7tD2htUC5gcdgNgND5tgvbp1zAMt7YrsicjsZ5LLnow2vhJlev1u9psXlJ8mVf1hhGkJJSNPsmkbb9B+OUhbvJu27ODHxx6elpREZdcr6obLB6AVoAOgA4IiOjk03A+EF/cM+XwDAD4IDAPuAdID/mHwDA31dlY3VNd0NPSSrkHS7yeBJMCP+wgI+AH3UYHsgpx5n825detCYvx/gJVXkD3k63PhA93D/R2Dfe293cErYWNzU11dXUVFhdVqNZlM/wRWpjE/HUNDwyKkmLqi1m5rbLXUOiy1jn85sKy1bRX1nRW2bnNth7mqucLW1tTa296Lh8ehIWdZX/x+6+ddjN/2MsZ8uefN2UvHzvlxzJRPpr3/5cRpX7874csxU74dPW3RS+M/eWbsh+/M+mrG/J/eeHfmU0+8OOmtt07/ucYojrRKH8pvhmA392eHH9Hc2YPd2K66tTv93EbJ+c2ysxtFR5fLjvwuPLQ0fMu3F9Z8fW3PuodXT7GYyRwxH9WrsovzS2osVU02R1dra397r7d/IDDoId0+0uMn3D58KIC7CNL99x6qAEAAKD9BeinST0EAqABJ4iQRIEkcSOrvdM1HYSx+Enw4eAPgw8FPQPDyh+Ok34/7/X6CICiCJIlAIODDSQIHCFDgxYkARRKPhDLcG3A5OxtKzdkKNZcniE5lhSbTbySl3GbSI9PY8RIhHZNx1ZhAoxCoMX5QVPobIiwlylKiDCXKUmHM/1YKhK5EGUqUEXwNej7VCk7QIPq/678BS6MSqpUCJcLDZBxMxlEiPC3G1ykEmIiplLA1cp4O5WuRNKWEjQro0rRkpZSulqZmKdh5ClaeNLkIYZTIGbn8uBI5w6IV5mOc5qr81iaLVM5OZEQncJKPX7++at/R+et3TFyyacGh0PHbLo85EPnGwYRP7md8FKqfE54zKy5/lrB0Bjv/u7TSr1iFU3nGtxiZHwqKPkrULEzUbEHMBwpbbjb7t6lM0x9yaHcYz9H1Z1wwMS6HdhEZmVRLi7DRwhto4fW0iJonI2poURVPRJc/EWN+MrbsyaiSZ+Mtz0WbX42pfPZOEe2cYUZ4Ed0JFQA1AJUAol44lt0yN9Lw1CnBU7ezno2pep3lfDW+6e3wupdOZdFWp7y4iTFqP3PEH3ee33xryuGo5eGSC6iRXlSX5ejsJKD/7wWOXpxydnWXV1nyi/NKLMUoJsrRoVkqWUGOZqivDQLD4BkY7u9stFU2VVf2trU4nA6TraKus9kLgBMURZA44aUgEADcR+CGzIw5c2aH3buWFHdfms5QISKxiF9UnO/y9w/6+7pcfUFgtXZ1tLU7G5ubamtrKyoqLBZLcXGxqbSkKChjlZoMBbl8uSw0LAJR6SrrGmobmv//B6zqpgpbS3NbT0dfIIGhvRym+Py3awv+iFm2P238gkNvz1k9/pPf3pv65dQZX02c9vV7E78cO+Wrd6d+9cakT18eP/vt6Z9N/PCLEc++9hSNtvLbL5CEm5VIbGb8WdW9Y5kPz5hTr+SGH9WF7tWF7uWf3MA9tEJ+aoPs6Arpwd9EB5Yk7vzx8toFF7b/FnbpKIOZxBYJ5Hp1lqnQVFNR1dzQ0OVs6e/u9Q0N4G435fdTAT/uCeAenPCS1GOjAE5SfpzwBgI+v9/r9/v9fn8gECAIinw8K0MBRYEvAG4/uLww6IahYRj2gscP3sDjY9N/dheTRMAfcBNA4kASQBKAE4C7fIMtTntlTUlGDooouSxuZFzSjbika6ms2/z0cLE0ToGwlQhPjfHVGF+FpikQNiJlyMTJiDQVldEVyCP6qDBmkEf/rRQIPViPmaXCmP8fgKXEuEqMq0LTVBhXoxDo1IJMjThbJ87Ty7M1Ij0mUMvYKjFbLWFpZTyDnJuN8vIwbrGKb9YKrDpBbYa4PltWkyOtKcAKM8TJiffuRd04c+fi8r82f7dt/Td/7vxsx8l5IXem7L75/B8XZlwXTn6g+Uzq+BRtHxdfMTGpejy99rWE0pfYZRMktTuq4JgDPhKY33go/klmPJhXm9gwqPZADkAZQDHAxdLqyWzlO9zsy8PwXoSedj79BY7tyeiap2LqR8TWPx1nGxFX80SshRZdSosupsWWjKRXPUevpoUXPRde9sxt48grefMZNm4PZHkB6YYwU/chrHZJYuG0W7o3b2Q9cTGLdjGXdi6XFiIbGSJ5O0Q4cXvK1yfS1zzQ7mcb40yDOUPQBNAFMAxAADns6ut2Njqb7KVFBQaNOidDl5uhzc/R1dRaU+kJ3NR4dmKMWMju624Fv7e/raWxyWbI0ORq1P3Odg/uNdsqy+orfUASRAAIP4F7AAIERQZwUqlUz/rg/biou8mxdxERQ4MIpaK00rKi4cBAv7enc6i3faDX2dPV0tne6mxzNDXW1NRYrVaz2VxUVGQqLSkuKw0CS5eXzZWIQ8MiVPqsKpujyuZ47HT/99oa6tqste2PgFXnNFc7rLaGxtb2tp5hjig7Ls0075fLHy25s3y/cNKik+/M3Thx3uoJM78fP2X+xMnzJ077ctzkz8dM+nTMtPnvzfhy7NR5I14YRaM9Off9SQm3TlsUKfmM65qwQ1mRZwpjLlhSr+Y8OKS5tlNzbafw6Lq0/csVJzYoj66R7/1Fsu8X9p7frq9deHbDjw/OH6anJrKEIplWl1lUXFxdbW1qqu/uaBro7Qv4XOQjtyVBAkH8vUABSAoCj0bzSJyiHmEHx0mCoIJi03+KAB8BbgI8AfAEwIODj4TgZnCfH/cF/H7cR/wNwQDu9ngHKfAN+fqaWm1lloLMXIUM4/IE8XTWQzYvipMWyRfGSGSJChVTq+dp9TyNjpehE2lVfFTGlKQni4VJckmKEmUFt7xkGYRZBmGmgW/Q8TQqlhKjo/Lk4FHrfxcmZygQZrCUKEuFsf8u7v+1/huwEBkTQ5lKjKtWcbUqvlbFC1pJs9TpegVXKWLI+QkYP1kjpmcrBIUaUZEqvVQnNRvkZRnyAq1IJWWlseNTGDFXH1w/fOvSkpCd8//c8vGf2ydt2jz9r73TDl9YnKD/RVjzCbNkOtM0nl32TEzmyOTCkclFz0Tmj+PZPtD2TtF3jta2jkEblucFlkhaZkdlfhWnFg1DLUArQDtAM4AdoBugEmCHqfmtcORwJcxOKHwxMvslVtWIeOuIuIqn4yufia98Jr5iZFz5U/GlT8SV0CLyRyZbnooz067pngwtfOlB2dOXcyeEVS2Ic3wTVjPtuOGV7YKXd4pe3IOM2Ic9ezyDtldOOyh//qjkhV2xHxyO3ZWIcY31ToBugDYS6oehE2AIwEVAV2dbY21ZvkGmRQU6rVJjyLJW2f3+R6YWTwBnslkpcQmpMfEikcjlcoHHX1tZNeD3lNVUGnPyOhyNgYCvqb3F1urAASdIL5A+knSThJckgQiALF0+Y9IUdmJESswdTETXoGlSEddaUeomh7rdPR2DPc7+nrbuzuYOZ0tba0Ojo7q62mKxlJaWGo3GILCCtgZNTiZTKAgNi9Bl5dXYmypq7Y/S3Gsd/2ZgWWqcVltHZX1Pua3NXG231NXXNzoaO7oVhnIkp23eL5cnf3Nx+X7R5EVnx3yyffKnGyZ98PO4SV9Nmjp/6owvxk+aM2binIkzvpzywYJxU+bRaM+8M+r1S8d2WXQcKxqLPThQmHg+P/ZcTvhJY8Rx9eU/5afWKc5tlhxdqzyxWXtso/7IOumOn8Q7fxKGLL+9ZtHpVd+HnTuanJRATxNI1FpDodFYWWlpbLR1djb29/Tj/mGKDATlp6Al6tHgHRWMQHg8NvzfPiRJBnDSR1FeAD/16A7599I+ggKcgkfNPgq8ODHs9vYMDLVn56plCDeVERUdeyc65mZiUihfGIMpmUo1S6lmqTQcrT5Npxeq1Dw5whKnJwd7djq1ILjy8+/iqRUstZKpVbODpVbSFWgyhqQoEPpjMP2zMDkjWI+Z9Te2/h+BJaejCCOohakwtgJhKqR0VJwi4sYg6UkZCl5hhrQsBzPnKkozkWK93GExmgsy5SJeVPTD01evbAgJ+W7Ln19u3/Pm4t8nb907/2LoKqZkuzJ/HZL9E1c1L0n51k30zYe5tKvyWcrG0ayiVxMML0YrxyZlzGUVf5yc/16U7rkHMlq04l128ZEqOGeGsceZi8KkhQDNAE6AOi9p9kClF3ooqhlgn7Ft1E1piJGYflf/7G31yynmJ2KLaDEltCjTE5Gmp6KKR0SbRsSWPB1XSosueSa+4qnIMtq1rJfCLeMSGkdeyh9xPPOdC5ZRR/JHbpU9tYH7wmbeS9u4L25lvbqTPfO8ajWjMroOdG6oB+gF8AJJQMA17CMA/AB9w1BkqknniSRsujKN0VpX7mx2uCkYBBgA6KOgvh13BcBNwP0HkVdOXb56+kpsXHJ7R69v0F9bZR8GGCTx7rb2LkeLz+smAPdTXgoCBOklKQ9BugO4hyIB90EaM33KmAnprISU6JtKcaoW4UpF7Ooai4dydbq62ge62/q6W7s6mtrbmltb7I6Gqqqq8vJyk8lUWFhoKi0xmcsKTcX5piJlpj41jRcaFpGZZ6xtaC6vqrPUOv7tSyjq2sxVrVZbR1VDt9Xebq6xmWtrauy1dc2tpkpnmQO+XHb9vS/Orjwgnfrt5TFzd07+dPPYqT+On/z1tPe/njJj3rvj3h836aMp0+e/N2HOm29NffWVUX9uWYNwI8uUiTnMK/I7e8sYlwtjT2Xc35//IER/bYvi7Hrl6Q3yw2szTv+ZcWxT9tGN0i0/irb+LN2/7u6qxSeWfh9+9nhyfFwKj5uuUOry8wqs5ZaG+tqONkdfZ1/AM0T6fRQRoEiCIIgADjgOJAkkBeTfmedAApA+r2tosNfrGXQN9Q4Odg4NdbndvR5Pj8vV2T/o7Oxv6Rxs7hpq63a1dg00t/c6nF31rR111mpjcVlWVo5CqU6XSFg8XiKdHpWY9CBdkJzOT5BJ6ColR6VkyWXJMmkiiqTotDyVkiWXpUrFDImEJZenyeUCVJYmTacrpHQtxslQ8zPUfK2ChUmTZenxYn6MRBAjF8WjkniFLFGFJKvRFDWaopIzVXL2/y6FlKmUsZQyVvBVjXCC9V+vfv+lUISBoXSlgqlSsrQqjk7NzdDwMjS8DBU3VyswZUpLs+VFepFBxkBYUdykiHMXTu8+evSH9Zvmrdw0f8ex786FrY5XhBgaT1i96zKc8xhFo+9hz13iPX2e/fx14Ut30d9LYHU1TBVUriwffv1K8of3OQvupm5JFMtqh0o9UAnAc8NiUc7rJ2N2C2y3C4jZV8ULwyWoGy+iAvq+rosy+SEhJmnr7wSwULBWZXsrVH/SCu+dV9COcF+OM9Ii82mRhbSIAtrDAlqY8cnw4qciSkdElj0XXzUyquK5qOonb5e9cr/6nXDHyFMFtH0q2i4+bfUD2pILI5edn7Hzzs5oTFQ15ACw4dBMQF9wOoIECsihgdbBbntRNiZNZ4XevhMTnWjML8cHA+AHqm+QcBN+gG4AVT3sjTKM++XYG59tOnCT7QV4+CD+xuk7d87fT00WdHa6A0PQ2T7U7vEPB50NfQO4dzi40hGn3H7K6we/H/xuvw+nIOADepJg3NvjkDQmPeqmSpKiwzhSEdtWX+WlPO2Dnc7+rtberpbO9qb2tqaW5voGe2VlpdlsLi4u/iew8oqNigxdEocdGhaRU2iqc7SUVdQEgfUvz3QvrWqx2Lqsjv5ye3dZbXNpTZ3FVlPlaKh19re4YNHaW+99dnL1IXT6oqtj5u6ePG/r6HGLJk37dubs78ZPn/v6u1PHTpk9cfqnb4ya9OyTL37zySeSlAfFSCwSfUQReUD9ICQv/nh+3PGMsL1FMYeMESE5t3boLmySHlipO7k58/imrGMKa7gXAAAgAElEQVSbRJsXC7b8KD249t6qRSd//Srm7KGk2MgUNjsdQ7W5OQXl5nK7rc7Z2tjT1eN1DQa8HiLgI/BAIBDwe6mAH/DAP1p9JEkEhgZ7W5rt1dVlZnNhSUlOkSmrrDy3pq6kvtFic5RX20wWW1GFvaiyobjCXlReV2CqzC4o1eUWqwtKdVl5qELDl8gZYkmqWJIqFadKRCnp/DiRIB6TMwzatAwdX61kalWc7Ix0tYqtwFhyKUMuZaFyrhIVqlGxBhFqUHYwvAkVJWLiJLWcrldxMrVpj8QpjK5AU1VIqlqeqkaS1XK6Qs7FEF6wb4igbATlYghPJeOpxEyVmKmSspQyjkLOVci5apShRulKlKHAGAqMrsDoCiz4HOwnMlAFA1HSESUdUTBQjKUITuegqUosRa2k67Xc3AyhKU9uKVZVlWptZRlFBmk6My705oV9+/9ateWPH9as/mr1+t+OnF1/K3Z3suwoWnrU0LCMXzr9nurdUNWT50W0a8hLsfkT5U0fZQ/NLQzMLSI+K/Qvr4C1lfDMTdliTcPMB2n8YagCcFIwDOAC6AaoB0hs9S5PVB1Ks+5llX98lbcgjGPAwQ5gpvCfTp35YHtImr2tBcAKsFpve/GG/HgtzHxgfOo88szDfFqUkRZdTIswPfHQNPKB6bn7JS/cK3npfunLD8qeu5k/6r7p5csZLxxFXzkofX47+83dzHGHU38KRyPLOksCUBeAhmHopx53kcGLQ2VFrRqVYeksSVqcQhxfrOMMtFd58YAbYAhgiITeQSgp7Tp1OXXx+nNjfjj09Jf7n/zmNG3Wzpe/PxSlrur1Q3REYnJ4qogpzc4sJkkAHIZdeJfP7wr+Y/oJz9DgkKvP5x0iKY+f8vnB7wfc5ffjFPj9kBTPHjPqHSydkxJ1WyVJ0WIcqYhdb6/2Uh7nQIezv6elp7O5o6PR2drU3Gqz11dWVpeVlRUVmQoKCkwlZSXl5kJTSV6xETPoE9ms0LDIvCJznaOt1FprqW2qbnCW1zRW1geNo63/NmCV29rM9R0l9h6TfbDY7jLZB0vsXeYGh6WhztzQ0Avw6/bboz/as/NcxuKNKe9/c2TKJ3+8N3Hx2Pe+mPDBgrenzxv1/rxRM2bTnn+DRhux/Nuv484fzEq6ZGKe1TzYLrq2KjM2RBO5xxB/wBC73xC5VxP6J3JpvezUSuT4Kuz4au2ZDfrTG5AjK0T7f2Ps/vHO6nk3138ec3Lr7YsnWBy2Wm/IzM0rsVRWNTTaWpyNXT3dLo8nGB5MAQVAEITP46VInKIon88DQHp9rhJTgVSaptUixcVZ2bnqUnOey9PtIYaqGqy1LXV9vv7mnpau4U7nYEtTT0NDp62hs9beUVPbaq1qMueY1CUV2fbm0uq6guISFY8bodfw0oWxqIJhyBRKxAkcZphOyc7UpsmEiVJR0uPAA6WCrUHZWpRtkLMNcqYWSdEiSXp5il6eopfTtXKGBmEoUZYCY6EYC8VYCoylRhlaOcMgY2hlPBSRSFCRBKULkUQeksqTs0USgVzE1wlZ2WJWppyvkHAEQpZQRFcrU/KyWTp9ii6LoTQkibFIMRal1KVodGxMmarL5sp0Cem6WGl2kjyLLlalSqRMRMrI0XPyMll1VmVbQ25NKZajpotTQ6OuHblyaPueDStXLV22fd+xu+l6QbM/vhtOVw39mlY0N0Lzxmnmi6dYTx5lPnWGPzm5dLak4ROdc5ahZYyqdkJu++sZ7SO1HTTUOSqzb1lp/75q3zPn035QtX2ZkqkDaAAYALB2u+1+qHNDC0AZQIioYL/IekBRO+7E7QV3o8sBOgGyax1IfonR7uwEsAMoAX7UGKekZe1vgdEPc2lnkVGMelqslRZmot3Ip90seul26evXi187n/vKSTVtUwJtdShtxZVn1l56P+TBtmhlirGzsBeaAToAhuA/BpQhl89a1yjR56P55lSJTpWRV5xr6HdWAnQDdADZQnqcfQCqFjgqaJm6jTlrU9Lk30In/nT7tS9P0+bsoc0OeWlFwnNLH7y99oyyecgNEB0ewUqlZ+r0Go2uvaMrgJPU34MTQYcMiVMkTgFOkESAIAJe/zABpNvv8+IUBXDr1q0ZUyaKecnR9y8XZiJyCV0u51bXleOAd7n6Wnt7Wnq6Wzt7mtrbHY2ttXX1Fdaa8nJrubkyL68gL7+o0FSSX1SSkZcnVqhiUhjR8czyykabo8tS1VRha7PWtVbWO8trmi221uAP/HH9S4BVZu8y2XuL7S6j3WO0u032/rKGJrOjztJi7wPYcjRy1Kw/f9vBXbQuYeaio7MX/jVlxtIx479+Z+pXo2Z89sasT16aNP2lt9+Z89H7V0K2sC/vMTzYVxyzL/vhZuWttdqHO7TRe5TRexRRf2EPdshubhKdXy08sUxybBlyfIX6zFrFqdWSw0t5B35O/eu7e+vnhG6YE3Vk1d2LJ9hstkarN2TnmMzW6vrGuqb2po6+7iGfmwQ/Bf4gsCjS6/U+DmwJ4J7qGguKiBFEWFSUWVdnBvD48IG+4S4XPuAH3Au4G3AvkD7AfRDwQcAHPh/4vOBxwcAQ9LYPNZlr841mQ04h6nI3etyN1ZWZBn1amiBKoWajSKpUlKDDODqMo0ZYmfr0R8BSMpUKpgZj6FBGhpyRIU/VIkkaNEmL/AdYaoSlQDkoxkEUHETBUaAcDcIyyBjZEkamhKfH5CqVVKlmYLpkqY4t1QoxpVyHyjLF7BwRXS9haxAhppDKEK5E+IDPvabLYiizmYghSaaPV+gT1bpkNZYkT4+SyyIRZVS66iFXeV+iT8orUdRWldhrLJXWfLVGkJQcdvb8oT+2rd64Y/3hs0fOXrtI53KVhtyiKqeuoifcYN/Kyv8kXDn+uvjlg3HvnuPOisz8Wdn2rbJzJr9+NtYxHW1+lZ43SVHxjiDvFW7WixLzO0WuJ3I8T6NNmyx9ewtaRh5K+V7Y8MEdSSZAF0Bzv1tYaErJNNL1Jc0ANoC/2MrfImXLGbpZt6MXhsdr+8lGgEYcOgC6AZwA5QCJLviIq3gnGd3pgAkJJbQz6LOh+a8kVbyaXPlaeOnzF3RP7RWO2Jz63Ia4lzdEfHkZWR2dcUpuiS9u1TW5al0wBOAF6Cdg0E8EBxm6G1vt1bYSY6FSieUWFda3Nbe0dwDpBW8jBOqArAF3WV9RWpc1q2HQd4RT9NrGJNrn159bFvvEgmu02aef/+ba4hv67fyWb25XvrYu6eMj4WhLrxsg6uF9JiM5I1ObkaHvG+j1Ebgn4A9uBnk0HIEDEQDCS/q9AaAIn3+YAvD6fX6SoIC8fuPyrPcnpaclR4ddK8hCZCIGgvBq660BCHQO9bf0dLd097Z0dDe2dTQ4Wmpq7RXWGnNZhbmsIi/XmJdfZCwx5xeVZOQWiDBlTAojLolXXtlkc3Rbqpor6pzW2rZKW3t5dcvjH/i/DVjm+q4Se4/J3l9sHyy2u0rsvWZ7i9lRX97U0E3B2XDpe/N2f/r7w+83pcz89tSc7w7PmL1h9LhFb039evTM+a9Mef+Zt9+ePmvGmcN/yRJuC27sk13bari7JS/yz8yHWxWhm/VRe+T3t0vvbpXc2Ci8uEZwcpng6FLRsd/lx5arTq9Bjq8Q7v+FE/Ijfc/3EVs+v/vH3NC/frl3+TibzVRp1NqMzEJTWUVtfW1Ta2NHd9eQ202CjwQf+QhYPp+PogiKIoAiGuy1clm6XCKwlBU2N9c4HJV19eWGLEUyKz6WEcMSc1PTWcnpHIlBiWQq0Swllq2SZiJ8dTpDzkxMT4rjx96OvX74wt4tf63esnvF3YfnxbKkwiKs3laAKZlaTZoGZesVXL2Cq5CkquRMvYavfJQnxcSUTKWCocEYOjRVh6aq0RQllqJG6WqUoUZYSpSjQDkoxkMwHoLxUIyjRFl6GSNLSs8T0wvSGTnp7Ewx3YDE6hQxKkWyUsFUIjyNnFeg5GXKUhSCJHk6HZPzdWpBjibZoE7kSRNZ8tQ0JR3L4GZk8LLU7FwZvVCcmiuMLdMya0ok1Ra0IE8sEzFSoiLv3bj/14EzG3af3HTo8oHQpIs8bajecllv3ifMOI0VXUBKTrGz/rjK+WTjpUnLTs7b83DVrfRrcnNcQUt6G2gAbrXDImXzJLHjueTi6ZjtDzu+oaBhdrzkxaspo5kFL2HOsZrOfdaBYwUt48/yN8haPjpDL8RhgIK8otJUtSq9tExospo9kBegtqamrU4UbRRlj7sa8QNXqQcoA8gkQdIFCWbPjZyOraLyTYambxQ1v+b1ne2AD6JKngjh0Q5waDsjaLvCaNvuvrz9/tyTrO0JBdcRe7jOkdMFFT5oBHACDAK4/w657x3ydXQPAAn9XX2l5TXW6jpna027wwQ+BxAO8NnBVQZVHMi40c7aXX53ec6Zn7PvHS4uKNx9h/Pe1shx+7hLH+Yuv2cYOf/AC98cYbcBvQMm75fSFl6csfdOziDlBrhx5WJ8XBSKSRUKtKun83+k9ZMUPOpf/93F9gfcFIAfD+BABQj/hYtn5s2ZmZ6WHBdxsyALkQhTMYxf76gKQKB9oLe5u6u5q+efwLJaqstKraUlltycwvyCYmOJOc9oMuTkp6OKmBRGEl1oqWqua+gKAstS01pR5/zXAstS12axdf3NrF6TvbfE3mW2t1jsjtL6+lYvlYxaP/717Ac/XF0ZIvrw+wvTvzo49eMtr435ZtysH9/78MsnXn3j6Vef//nnhbyE0Bx+hODGHsnVjaob63MjthfG7cFu/qF9uEtye7Po5kbh5bX8Myv4J34XHvtdcmK5/ORK7OQqyeGl3H0/svYupu/5PnbH1/c2fnJx44K7l44xmXRMiap02jxjkaW6rqaxubGjq2vIPUxQPhJ8FEUBEBQevAkCkD3dnQaNUsBjlhbnd3c0VVqMUil33/7tu/ZsPnLm4MHTB1ZsWfP7ltXbjuz981hIyPnjhy6dOHrtzOGrJ/deOLLrbMiO03t3ntmz+9Suw5f2bwnZsGb70smz3hk//fXQ+2db26xlJYZMvVguSNYi3Gy1QCtn6TCOTJyswFiogoEoGIiSjiroCoyuRlPU6CNdKahYqRGWGmEF74OPbOsoS4MwDEFgiRh5YnqWICkjPVEnjVHLozEkAZEloZIkRJyIpkdjklgVQtegXA2apkOYWUiMHo1FFWnpCqFcK9BnSXMN4jyloFwlc2TrLEqxkh3DSbpLT71/6/6V3Yf279x38viVqD3Xk47HK+4hltg8Z1hR18Wc5j8R81KG/qNLCTOP3P9w97WFIbc3XUq+w83NcuDdAP0AQwDdADaAG7XuKYn6p5PzaWHqjwyNDwG0AA8rW7+L5L5zk0WLzhotqVulqjhiqJt1UbRD2jrnaILRDX1eMGQVioxFRUODRYMeG0AxQIgU2ypUb0YLx15Pns/IuN4Ad+php6r1p0TjhxfE44+w5obq5icYZ0bnTLynmXlTTfv9+og/7k8/kzb7Yur399M2JSnPSIx8a099AHoBBgH6iUfK1FCADFDBTA3c7/UNu3ztzh4goLLSUWxtGBj2AtkDQxaokREFifW8C8Vhm40Xvyo/M9tycELhn6P1G8dmXVxdX1ZwOk40LSR6zIHkgypbEcAxXtkZgSWybHBFtO7tjQm0+Semb71qcsGAn7p07jSTkaxSowoF6uxo+yewcILyBwgi8GhcIgisAO6hAAIETgD0D/YdO35o4VfzRPyUxOg7BVmIiJ+sUqU7mmv94G/t7Wrq6mzq7G5u73K0ttsbmqtr6i3lVaUlFlOxOQisotLyPKNJn50nRLDoZDqDI62oaa21d1qqmoNnK2ttm6Wm9V8LrIq6Lquto8zuLGlwljR0lNk7LPVtFntLuaPZMYgrSrsWbw2dsODUlrPaT5fenfT54fc+3PbCO4umfvr7+A8/o42gjXnv1cN71yGMO1jsOeGN7Yo729Q3N2SHbSuOC1Hd2qK+s112c5Po2gbhxTWCsytFZ1ZKTq2Un16Fnl6NHF8hOvgrd9+PzD3fp/71XcLub+5t/OTo7x/dOncgJTVBjkowjSKnIN9cVVXd6HB0tHcOuoZJwkuSPoqggCQh4A+4AXCgyPqaalSSnq1XO5vslrLCyIe3du/etHvP5nsRN5VZClWuKlXCYWNCUbaaqRQzlWK2WsrVyjkaGUMlpquETE06Ry8SZsoK64oa+u3W5rKrYRc+++6jyTNH33t4qcKSl6OX8RkxShErV5WegfFzdOkKKf2RyK1gyIM6tzJFoUhRYHREwUExTlCo0iB0LZKilydpkUelQVO0CF0vYxikrEwJxyDlZCg4GiVboWGhahaiYssxphxNlSGJSk2qUktXablaTZpBycnEUnMVkXmK2JIsJFeL5hrkxhwsTy9XCTmi5GRBQnLk7XuHDh1Zt2vXuuNHN1y6uvlO1AV+NrNyKAdANAAXdZXfX4p/b8OR0WtDpvx1eu6JG+sT0k7JM9Pru+oBOgF6AToBXAAERQKQbopsADhprH4jPI2WVkBj5LzBy7qPQxVAFUEyqx0H8+vGI9VvSauWq8rPGFtnnhNs4FR/doJuxmEYoLqpNyXHqOkdNFFQCZAN8Gs857dk+U697TtB+fSIzEnXFFNuaKbez/4kzvxxmPHju7nvHBW8tieZtubaEysvjNt+d9qft369mXaQnYk0DZZ7Hzm2ugnwAVAUkAHwDfqAAPAHiOEhIANABoDyAYVTAXygewhIyMwoKa1so/wkNJrMUYcyDixU75jL2Tgr+ve32Ktfytv9Zuep8cOX3285/2EbM6SnrfIiXz35VCJt+anpl6LjW/0WABvA0utM2uSfJ26IenHhuSVHEppJwAFuXbsslQizsvV5eTndvV0+AvfigWGf1+33+fy4z4/jfirgIwkvGfDhAEGbOxAUSQA0tTTu/uvPX378RsRPSYm7V5CFCHmJWq2kxWn3ga+5u6Oxs6Oxo6vJ2dnQ4qy3N1VW1ZWbK0tM5UXG0pzsgoJCU3GZJc9o0mbmCORodDKdJ1RU1rZV29qDwDJXNVtqWv+1wLLWtlXVdlXUdVjsLWUNTWUNLWZ7m9XmtNQ7q1t76vsC+Q2eFQeiXv1o56azqkUbEmcsOP/uh7teGPvTpI+XjJ70wQsvP71syWfxdw6Lo08xLm8W39qWEbEnI2x75v0tuWE7dLe2Km5sll3fKL62QXxxrfjCGvn5tci5tejZNejp1bKjywQHl3D3/0Tf833yrkUJu7+5t37OX99PvnLir/iEKIksHVUjOYW55qqKILA6BgdchN9L4j4qQAFOgj+AuwEChHe4ICtLLZM01FbaayqiH4Zu/mPFpk0rNTpZRV1pVnEmXczgKNL5enkSwk9A+clKcbJSnIRJElBhrCwtWsaJRTjxKOdM+LVrCaGoUZVXk9fhaSuqzntz/Cv7Dv9ZUpxRWpCBCBgKEVsnT0P4yXoFVyVnYigdwehyRapMkSpTJssVyXJFshyjIxgPRdOUKEeNsLQIXS9P0cuT9EiCHkkIAkuD0DUISyPnaWRpaoSnVLNkaka6iilQskQoW4owUSRFjibJtXQhlsQTJ4lldIMqrShbWF7IsxjTywv0GUpUmMZISY19GBF26sKFTdtCflq2acPukyfuJaTmlGX24Tk+oNuHDgqLFt/kjly576X1B95ctWvSHyFrbkSGZxZl9rvrASoA6gHagsozQXb43AMQwCEA4AHSE/APtwOcNZrfjGQ/Iy+lCQrfV5YlktAIMAjQCpAJsLB0gBatXpPTcMLU8faBpJ/ii+ee4xYDdAE4AUooKAVQuEDQA7cquxdFiTdJK3bq23flDm9Q9S1MsnwaUTz2kuKFQyzaunu0FTdGLrs6asPNeccTDvPyUbu/0g+tAJ0Ag39Pinpwatjtx/1UcM81DHshgIPLhff2gHsoMNjj6nFSHhf4/AOdA0AAj41ZKlvB4+tAkyK/e1uzbKJ131etsQes4dtNt38qPfdh+5lJ7kvTHSfGt9K3V5Rn7k0STb/Bp+288/KR67+nSrP8kO+BQoBlt9LGrAx9ZdHpJUdjugFwgCsXztJTE4XpvMLC/KHhQU/A7/b73H6fj8Cpf4j9lB98Hv9jYAV3dJdbzX9sXLtm5a8ifgojMawgC+Fz4vV6WXtXk5fyOjraHB3tjvbOxrYOe3Obrb6xorLWXFZhKjYXFpiys/ILjSUmszW3sFiTkc2XIdHJ9HSptqrOWVXnLK9sqrS1l1U2PTpk/VuBVV3TVVXntNodZke9ucFhtrdYbR3Wui6rvbOmy2fphi0XkmgTVqw4JFq8lf3B4lvj5h18bcqyV8d/9uyrb8z7eErEzf0a1jXBvd2pZ1aqHuzMid1XGLcv8/421bUN+hvbVFe3yK9skFxaJ7m4Vn5xHXpxPXZhPXJmtezECtGRpYKDS/iHljD2Lk74c0H8roWha2dv+fLdswe3RMc8SJekISp5rjGvvNpa3Wh3dLS1D/QO4b7HwKIgEATWYE+nRibPUir6nC3ZGuXWP1b/se53Oj2m3FqYVaANSww7f+9SooTN1UmTlemCPJ2kKEdszJYU5UlL85FyI2opRC35iCWnsLVKU5kvzlcIsiTt/k43DH+95Kv121ZptUhFmVGrFKtkPJWUw2dEYZJUpYyhQOgYmopgqXLFPwqjK1CeEklTIzyNnKNBWBqEoUHoGoSuRunKoBEB5ShQngJNUyACRMGRqOIFqliuIokjp4skDFTG1KEMvYqpyeCrcqX6Qk2uKcto1OfmyFBVKl8cd+bSuT8PHPp+zZpPl/2+ZP/BSxyxqslVC1ANkN7gDUnFPt574Z0Ve8auPjR+zZl3Vx7bTVfFmR15g5SNeBQs1w2BXiAG4JFK/XjFoY/A3Z5BIL3gc7kH+7oALuZbRt2jP8/PpyVqRsch4a2eZgq8AO0ASoD5ue1PJmX/Ye47UeObeBPdpB/4JMIgBygiIGsADsnLtqYXfXaO+elF3gpmyWak+XIlrE1rfHlj2JSDqS+vvf3Misu0X068ufXW1xdYO1Ny8jxQHoAa/D+a1CDAIE48ClB87AqmwO8hB3tc7fY2T7cr0DsMbj8Q5EB3R4OtqqezlRp2DbR1gw/io9l2Wwf4PX2i8IQvXilePZMMPwC9VhiuhgZRszCk+eYC57n3HacmuUSHHPbyAyzttLvKcZEZ+yr6kt0wc0/Y9E3XSwHumDpH/xH65LcHvjpyvxVgmILzp08kJsRwuIzKSisFpJ8k/nkl9Plxv5fAg9ZkEv4JrABF5ubnLF/x25aNq0X8FHZKREEWwmPFZmQgXb2tXsprd7Y4OtobnB2O1vb6ptY6m6Oisras1GoqNufnFWVn5RuLSoPAUhuy+DIkKilVimZU29ora9uCwCqtaDRXNf+LgdVeXdNVXeussNdbHDWWhgaLvamirsta11NgdlS2DdcNQ0golzbm5592MRZv5c5afG/qVydGf7DmyZcm0mhPrlv2dZ40vEx2VxK6jXdhVWb0vty4kJLkQ1kPtovPLNNf26K6vFl+cZ34whrp+TXIhXWKixsU59fJT64UHVmafvg3wcElwiO/Mff9EL/96/gdC26v/nDDp6NOhWyMiLwrFPMQlSzXmGepqahutDe0twaB5SF8PvAFgYUTwwABYnjIgGLGDMNQh1PIon+/cP7+PVubm2vMloI0MTNVmJpRll3V5ajqazJ3OczdzeY+Z1lPe1lPu7m/s3ygo6zPaexsyGmpKh9o6oFAYUuFpbO2qru+E+8+fOXIN78u4KQxiovylKhILuGqMUE6P0GDsvUqjgpJVaCpQWYhWKoco8sxOoIylQhPI0t7dHpCeH+L7v/pEiIYD8V4QWahGEuVkSLXJ4o1bKkiTY0J8lQSk0FWkotl5GDqfJ00Q5PI41y6cW3bX1t/XvvT18t/2H/rQYKmwNgfMAOgXZ7bWZaNsbIFZ2PHbTjzwuLtI79e+8HGI3+F89hFTRY3tADYAFoBegG6CMIHJA6+YcrV6eoY8g/6SC/uD3gG3b4hDxXASSLgGx6kvIPE8KDb7e4FuFfRPCEy7VV+IS0cmZCoi+4EB4DdDwnFdT8kY7RQ+aj02h/0jVuMvePvqNdle548mLRUVPnLA2zu0Zg1rIKtsuo/02pDZG1L40te2RLz8qYE2sxdtBlrPth8ddHR6DPpxQJ7oAbAAdAI0AowAPAoasNPEQQV8PmBDIDfC0QASJwK+Pv7B53t3Z2dg0OD/v8EMOIAJDQ1NphKCpsa68Hjdnf0Aw7J8Wltbf0QcPXyb3K+fok1jdZweCk4y8HXBINFbcprDTd/tB97v/HstIaEzVkGbPND4ZgL6VPjC691Q3w/TNp2Z9yai6+vOvTmphPTDsfS5qz57lJEDUCPz3fnxlWNGisozPH5PBSQPgIPTsV7Av72ji5bfUN9ncPZ2ukZ9AIJFIkHNSwKwEfgOoN2ya8/7ti2QSxI5aRGFmQhXGZMVhbW3dfmIT31bc0N7c4GZ0dDi9PW2FJb12CtqCkrtRYXlT0GVkl5RRBYaVJ5VFIqosyuqe/4H8CqqHP+a4FVU91ZVdNW2WC3NlZbHXZrQ7O1ttNa01NY3ljm6KsehNtcw0sfrp27InTZXmTmojtzfrw0/qM1tGfemTF1wv0LO5XJp2UPduqjdivvbsHubNLe25IbtTvn4S7VtY3omXWKcxtEp1ZIzqwK0gq7sB49u0Z2YoX46O9p+3+WHl+OnFnN3v9T7NYv4/78+saKmcvff/7Mgc13Qq+mS9JUeoUhJ6Oqvqalp7PKUd/S09k51D8c8ATg0QkLwBcEVrZKXZyVWW8xa+SSz+Z8EPHgBoBHn4HeCbsmN8jb3B21vc3W7oa64U67r7/GPWDp765w9db6hoq7mtFKE1JhzG2tzm+rym206GuM2bXGyi7bMPj2nt335WzYu7sAACAASURBVM9f8KVpVbYKnoCBKoT5+RpUzpKJkzUYU4WkqpBUdXAyWcnCFGxEwZIjLB3KM6ACvSJdpRDIUb4I4cvUYoUek2skUoVAinIRlKtWcLQoUy1OkvEjtMoElSpFoxUWZOsq8/Ishox8RKKVpl+6cWXHsWNfL1vz3aqNV8PitEVlZe3tlT5K0wHnEct352I+PXJn8o7zM/Zcm777xqeHH+5KUDPKOnOcfnOXt5cCH4DXD/jfsffD4Mch4Ad3v7vTDz4c8ABFDvQNBgZ8EMw9DPggeB/0D1K4ZyhAOAHu1nRMipE8n5r5LLNwjrwuMgCFAFdyHV9HSqbEaGiROW8K7Euz+3aX+N68hOyqhq+RhiUK+0aRdafY+ukNwXshEWM33H56weHnfjr76rLrnx8XnUyrzWmjLJ1emwtaCeh9FNjyKPg8QILfR/q9BOkjIECBjwRPwNvZSQ0NuXt6PcNuH0H6KSAAcByAAO8gDiS4BzxAQXNrS0ZeVl19Nfh9Lmcv7oWEFEF5nQPIfr8mjLVwpHbB8zmr34f+Khiygb+iin7EsGWS4+DMrmvzhuUnq61FF9PzJ57lfiusnB8lGrfv6uu/HH7l+31vrNj36roDc8+n7haViHsJO0BlU9NfO7ZVWMsyMrVXrlzauPmP++EPG1tbCICBYVexqVQgFGUacoYG3ECCZ9gbnHX1+LzBK6EMkc7/Yt6h/bt4rDg+KzY/U57GjtNqJYPD3R7SY3e2NLQ77W3t/wRWaYmluKisyFhq0GeXlllLLZU5BUXazBwGXxgen6TPMlXb2u1NvdbqlvLqlsfOhn89sGwVjmqrw1ZhfwQsU2WrubG3wQMpesuMHw5M+/7cxmP6OT/cm//LhTcmLHriqVe+nT+bHXbUkHJCfmezIWKH/sE23f2thrDtWRE7Mx7sUF/fhJxeKz2xhnNgieDoUtmZ1coL61UXN2Dn1qKnV8tPrkRPr5adWomcWc07tCR66xcP1s89//PEtbNf3f3HkouXTqUJ2fpsXXZBTnm1tb6tucJe19bX3T086Mb9ASAowAnwkZSPIn0Q8BozswwoYq+0pMREvvbiyIf3r7e12XQGRKYU5pXn2bobHP+HvPeMauvK4r41yaRXJ5NkMslMxkkmmfReJm1ix7HjuHfj3rtxwYCptnHDxjSD6b333jsI0USThFBDEqiBQEL99nv3++FixpMpz/M+HydnncViCd0rdJfuT3v/z//s7ZgaNY13qkR9+jGZ0yJ12RSYQ0E4pahl0GLonhzjakdblIONkt664Y6Wke7RmTEnYAFhgW98+pfK5gqVQZFdnJFdmFrXUFRallZWmlhVmtRWn9NUnVFXnlpbnl5XnVNTm1tZnVtekVVfmVtRkFqQFVeQl1hRlVvbWFxUkZWWE5edn1hYlFJWnFJRlFRdnNBekzHaXaUTtwm5Ra1VaZWFaWU5WSnh0d7HPHZs3L12y94zt2L908svF3NvVA9GtylDGqQeRd3Hcjs/OhX9p20Xnl3t/p337YOJ1RGdY1mjtjod9NtAC2AFsNNAkPScZMIABhgOBAYuHBy6adWIfHjKMukiEL1+cqhnSNYrYmZsQJJAYxRldWGTAA6KchpRVAkQrDD/Oa78ocTWB1J6Pm0xeVrhmh0+Sux45FLOS2n8JzKlr5Xor5jhvAjevtl8VAhf5A0/7ZfKWetx/8/HOD/sWbD+7Fr/zLOx7Ym8mXwx0TIFBgArAxhD4UATDE2zXbBxEsUxGhiKomiMojGKxBmKAAZlAKGIWTtjd7osFoaiGQAnhrKJIWJ1JkfHzuqngQaapGQKeddQ34RBw7gQ54yVYiAlr2pEawDajFZdz/2a07f4wdEtr5vivJqDDoCiAmabIH7v0Jbfj5x9Z6bUh9/Z5JtZ+9qZOy97xb942O/NI75H4huiWjVVZmiiYQCgFWCY3a1ts6YkxKalJh48tLe0tLimrtrD2+u8vx/rwzJMGnv7+gf4w+YZ69wqIcNmijQDQAKTm5/z6WcfenmcyEq7k58Zy2stz8uKa24utzqmXZRLPaVXGvRK/aRSo5erNVKZUiiSDA4I+3oHe7r7W1u4A4PCvkFBO6+nuYOXUVAUFhPfyh2cBxbrafgfB9boPyIsmUitHFHqRNIZkdQklBmHVUYNBs1y08oj4Qve3X/En/f1ysjPfzj11HPvLHjqmUNuyxvTgrgp5yqDt7eE7+VGHeyIOtwWebApdG9TyL7Gq7srfN3y3Ven7Ps+59jSUo81Vec3Vp3fWOm9odJ7A0urnBPLso8vTTrw95BNHwQsW3js0yfXvf3Yga0/+/ieS01Pqm+pa+O19w4NSMbVknG1ftZsRhwIReBAUgxOAUbRKEUiQBMSgaCiIG9SoyotyPkth+PlcYxhnHUNpeW1hc3dTYNjQ6OTyv5xcaOwp2NM1KNVCU1Gid0stpuVpEMLhMQ10zE+0jDa0zDS3SjitUv65CbVLFhSi1Oef/V3ORU5konRzJK05OyYkurM6rrs2pqMypKEmtKk6qLEqsKkmpL0uqq8urqiyprC8sq8uuqi5vqSpvqCmsqMusq0hurUmrKY0uybLRVxHRXxfQ2ZYl6Jor9eyKtqKU8rSQnLibwY4XvC98R+39OnLvldvXoz+UpChX92+8Es7r4K8c4azfoy7Y/ZE2/fFjzkU8c5lLwlpceniB9eL2zXYeMkzAKYACx32wg5aEAoCiFRkiYoABxoE27Vu6YmXVPTyDRfwm/tbTM6ZiggrSazgNcr6egmJ6eARICxIMykk9IBM4nhRj3mlAFcH7e/mtLweHrv0yXKN5osH7Uj79VOPRbX9XqtdqUKPuWSHxcbNueOfXg2i/PZ4YfdrnF2BD64O+CTcxH74sqCGvgZAyqZGUwYWAFmAcwALtYJzrDVFjEgSHbjAgOAUoDRQNCAU+CiwUkBjjEUSqOzDsBI3OEAYk58B8ph1495Htr9woOc/NgowFxAE+ZZo1A6op82AE057SgGEJdTKZwwAGLECi/UfcWRfMlBtr7Uv/61sLc4Y4EroPkaXFxW+zWHd/J9Y/2N1sayC6lF+1IbPRpHksb0fQCDKLCW11YEwnkzP/unXy1sMwMYLZagQL89u7fv3OVmt1sZoNOyMoNvhbBZIc3AjGlWr52yzjrYLwyGnmtmwgDgNJWYnPDBh+8E+p1LSQgvyIrjNpfmZ8e3t1fP2qYchEMzMzWm143pDPcCa6Bf0Nsz0MXra2vt5PcPd/bwW7ldrZ3d6fmFIVExHV0CiWJybNwkkmhFMj1rxfofB5ZYph9RqUVqhUg1PqI0iKQzYolJrDD2yzRqByE00e7BxZznVx714y5ZH/X2hxsXLnxv8d8+DfE52Jp+oT3hVOOtPW0R+7i3D3dGHWkJ318bvKM+eHdT8N4q/+05x1ek7f0+5/CSopM/s6JV/snlhadWFHusznNfHrfrb3d2fhm2+aPr694JWLbwwPsPr3rjoRt+7teDL9+ODi8qL25qa+X29o6qVUqDXjNtMrmcCEVhDEXSBA0EAwRFosDQpqnJqtIilUwsGxl+4D7Os08/ND09brboOnqaeEOdY1Njw+OjvNH+HuVI77i0T6sWz07L7LNiq1HmNKtwq8iibZH3c5XDXMVAy0h3s5Ar0o0YnPpWfvNfPnz1dnL4kLy/pD4/pzSltDajtimntia9JP9OcU5URX5cbXF6fXlOTWVBRWVxcUVRcUVRaUl+a2NFV1tVc01WQ0Vid3OGuLtAzi8StmeP8gqF3JKmsrT4Ozf8/M8dO33igPvJgydPn/ULCrh52z88+VJqbVTLeGgfcrrF9GFky8sh9Y9eqOL4VN13qeuZuIln0qafi+hPNYISYBLACoCxyghKs/e8HcHNllmUwigAjGEmbQ6DzWGwW8UahWhcJtEpa7hNJY1VE7OTONAAtH1qkpg0Ak4AiTGEDQULDjYAMwV2I02JAAJE03+KqnomsfvN2pk3yyZfzZ/4S/HEn/IkrxTJnkviczxyn3bPeHjx6T/+5PHx3pAfAzJ2Z7de6RprMcMEgBzABEACIA6CAiCAIgAjSQdgNkCsDGoD1AUIDjgAAxSAgwCEnsvz7QBWhnERNIYR1hkL0IDZ7TMGDeEwAm2jLZrOiqzn7+e8eD8nNSTIPCYG3KmfUHX18KZMMw6Xc2rGasIhOrtUPW0FzIxmBtZ9xrEsfwx2vy5c/lLWhw+l/e3xlk1vDG57Z/T4t66SIGNnbmtjXVGXuIcAIYAYYICCjhnIGjQcii94/7Af551NnEc+2eJz2wwwZbLcuBq0fdvmXbu39fR0DQz1xycn8YcG53R3GgiSZiNEYN1YQM8DiwKIunP7nXffvHLJN/7OzaKchLaGovzs+K6uBpPFYEWtOvO0QqdVaPVjEzqZakIiHRMIR9klwk5uD6thtXK7Wjp4rZ3daXkFN2/f4fWOSBSTctX0iFQ3IjewwBodm/qfBZZYahTJJkWqccG4UqDWiJSTIumMWDozIjf0iRWjRqvUAtdSOjhP/rDjeNmKDZF/XvjtT4uXXDy9PyfsXE30qZboY513jndGHGkLP9QecbghZHflla01V3c0Xt9T7b8r331t3tGfCo4tyz+6NPvQD+n7/p6y77u0A9+nH16cfnhxpNunEVs/ubHu3XC3T8LdPnH/8pmN7z3dUpadmpocfPN6Zm5OK7eT28MXKZSyCe2YbtJoczhxykWSBEUyQAPQbFUZxOUY7u/l93Ap3HnqxMH7OZzo6JsAyOS0elQlGh0X86VDXaP9Q+PSgXG5wjqjRqzjqE1umxmenOiekLYrhlslffwJMVfCr+trauA3SrTiaZe+T8j9bukXd5LDBLK+Jl5VWX1OcXVKWVVycVFsXmZ4XVlyc1V2e21xY1VRaUl+fklBYVV5ZX1tU11tT0vTALehr72ir7Wwvy2ntzGtrSK2PDcsMeayX8DZnUcPrjp0fO25i7tDkw+nNQYP4cFiuCrCd5dL3guufflC3YvXuh+51PZ6uuyNHMknlZqPqwxvFOpeK5x8KlHK8Ui70COTABgBnIAhiAm3TpJ2MzAEAE3S1Ni4ekyjsaOEeExX0dTT3iOVyAxdXcLO7mGhTN3c01fVyVVYjbOAT7ssplkj43QBzjA2DLNhGAkYDSiF4AB2AA1Arhl+Lhj5a1zfh+myjY2ur5NEf7pYev+hcI6bP2eNx32rvD84FH7mdmVmnViDgoqAcQAtwCyAA8AKgAIAill0GhwxI9g00CYGmwbMCRhOkxRNMoACIIBh4CDASYKLAoIGnAE7wCyQdtrlIhC73Qk0uCw23ZjMOqkC0kKZ1LyKrIDD2zqK0mFGA6QTKGJkqJ/L5RrNsw4cn3YiNoCM8hobxoDTPHbjeMwLHNEXDyoX/4679A3+wZW1e5fyfHbbcyNA3G5pK5O3N5nNuHgG6tQQVD605VrC+ztP3ffRGs6HazhfrXp6g/szqy++tCowun5E7QKRVNHZ1nz61PGPP3n/woWA0PBbew8eyMzNubvMis3l4wwwOJA4G3URNDCsDyssIvSvb70efDUw5vb10vzkppq8vKy4/v62mVm9yWHSmaflWo1co1OMa6XK8VGJYmh4hN831N3FZ4HV0zvQ0sFr5XY1tXcmZeWE3onrHZBKx6ZkSuOIVCdWTLI29/9ZYAnlkyKZUSifFKg1w+PjApVOpDSywBLKtH1i2ZBmSmImkyrFj/5p3Y/rY9ZsvPXB2995HtlXEh9cGedXeutQ8+0jvfFneJHHmm8daLy5r+b6zorLWyqD3GqCtlf47Sjx2FR2ak3JiZ/zD/+YdWBR6p5vE3d/nbDrq7hdf4vY+smVlW8Gr33n0vLXb258/9bmD499+qTbx89NyYcqK8uDrlxOy8ru6hvg9vD7RyQC2ZhsQjdldTgwyoGROEHNNQxkKACaInGzaaq6qlQyMsTraHzhhSfuu48zMNRJ0HaDSdM1zBuSC0XjEr5cxB8bGdYqhfqJkUntsF7Fk4saBN3tEv6AdrRd3Nsy3NE00CxQD9ppMwrWooqspSu/S8+N5ws7apoLy+uzSquSSysTysriaiuSmqszWqpzmqsLaiuKyiuKy2pqqtvbW7t7WyurOysq2spLKnLTU+JuXb96/pzX0aNnDn34968+W7Vq7Vn/wNK2bD3kOSFIDlsaTX+41cc5V/6IX/Efwpofu9b6yM3+vxTjf++Fv5aZnrrT83RU6+/iOx8Kb384qu+30b0cz2TPhl7WDEUBBuAA0k7aplzWaZxETPbZBm5LSW3VkGiksYWbkVPe0SkQiycG+2UikdJkQfRmq9I4OQu4DQgUCIR2MTQJJGAuhqDABWAFMLM17QDkAHmTsCFz5Fn3zPvcwjk/+D6w+MzjP5344zav1eGZ0UMTvY45nxQGQAI4abAATGKA4ECRgFLAAACOk2YTAEIxNgAbELNAYkDPVTMDGoAADGccGEMyQJBAYwxJki4g7YDbweUgHBhOAgOoHUFtNsZpB9wBlBPQWXDNAukEEiGts7M6/eiwUKfRO104fjc7TikqsqEo2IzicM+Ej5/ir3t3wn3ddPR1qrlutqN1ViiYkij57X3RN+8kJRaOGJjlx0I4r/z8xHdHX1p1mvPXn59c7vH4Gp/XToetS25/73jOA5+fDikZnAUQiKUlBblenmcuX7mgUMgwAk1OTzt+yp0ExoVjLgTDCYomgcBoGmPmbQ0kTeEkQQEE37z+lzcWRoRei7l9vaIorbY8MycjRiTqNlkMU5apcaNBppmQTWjlao1kTC0elQ8Oifp6B7t4ffPAauvsbuf11Da1xqVlRCelDgjGpGNT0rGpEaludGxqRG4YHtVIlMb/WWAJZUaBYnJYrRkc1wyrDYI5YBmHJephhXJYYxg1EeW8qbe/cf/w64D1m25uWbkt5sr5luzw+gS/moijbXeOd8W4d0Qcbw45VHdtb+WVbRWXt5Rf3FLsv7HIe0up19by02tLTvxccGRp3pEfc4/8mHn4h6Q938Ts+OLqqr/6Lv7j5VVv+v34SsCyhV7f/2Hb65y9X/0R7Mbm5mY//8D45JSOrt7Gts7uwRGBVCUbNxhtThfB2FECw+c6nJIkyRYapRl8WMCvr6u02YyJiZHPPvuIX8BZrUFBAqozTRgdMzrblFSvEozL+hWj/UrJ8IRiSDPGV0l7VWKxUaXDTIPjIyM6idKocDCzJDjtuPHC5XO79m0oq8pu59XkFcdX1KbXNefUNWTUVCW3N+XUlSVXFyVXFqRXVxTWNzZUt7YVNjQXllXxSqryb4b7HjzmtnbT8tUbV+0+euhaVEBBM4+B9Ek41WH6Lk3wShhvQVjPgtiR51JVCxJlnGuNb+cN75IzP/VRf0hTPxar+13yzBPhA5xzuS/GdPzU6/i81fH7XPXjqeInr1f5NoiNAE4AhxMDnACKBIamgLbRpMZhburvaOhsVKklavmIUiQkXHYn7nAQDidiYy0ACG6nAMPAgVBWi8tI0AgJ4ASYApAz0I1BlsZ2oqB14ebznDfWct7ayvniKGfV5VcPxPhkDFb0mcbtYKRBB/QMgA3ADoAD2J0W1G5B7RaSJjCcZI2eDjtKkEDacKfZSQKYUQRnCBRzELiLoFAX4BjrR6BphiYpEgcaACXB6gS7iwAcBdIJqB1zssAicQYYYHDaMWsHko1f6Cnt5GDvUEt9a3Ndq1KqplEABlwEY8Zxg2s2NDlKb5sEsFh4RUO3vaCtAITdDvV074ChhDseXCLcEla7cPvl3/1974/uYUMAX55JeWFjSOggBHHxl/fGPbQu4s+nCxfFdh1rmHn3SBnn8XXnI2pcAEPDIzvdNi/9cVFrWyMAzQBdWllx+pwHCQxOUwRJEyRNYDSGkDTG/OvWnIAL/q+9/kpiXGRsVHB1aWZlcWp2+h2ZbMBkMehmdGN6jUwzIR3XyFQTowrViFg2OCRiBSzW1tDd09/Zw+/s4VfUNkQnpSRl5Q6PqKVjUxLF5IhUJ1EaRTL98KhGqpr+nwaW3ChQGQQqnUA1KVLOnXpIqhaP60S6GbmZ6hA6lm64+Jf3D2/ZfNH/xMn8SJ+W9MtNCZ5t8ae5ce7tkUfbI4603Dpce21XxWW3yitbSy9uzvVanXNuXanPlsLTqwuO/1xwdHnxidVlZ9YXn1yXdnDZnR3f3Vz/UcCPr95c/96VlW/6L3nlyMdPbniZc3rZR0A529u55zy9w27fqW1qLamp5/ULZeMGhWZ6xk4gJDgQGsWoOQ8hhpAkDkBTNIa4bAX5WSrVqNNpOnx45ysLn4+JCzVZDBRgDto57ZyZxW0as97gMOmdZp3DpLFNj9smda4ZE2N3AYYAigGCA0KC045NKzTC/YfdboQEcnl1HbyqzLzI6pbM9r7ihpbMsqKo2vLE2rKUsoKk4sLUmtrSFm5TeVPdrZS0s5eCv1u8euWaPd7X4utEUyISSjW0e2HPt9dynj0Y8tzZ5BcvV78UzX8+SfZYkpITI+dEjHIipPdFDH7dMr1jDN4r13Cu8x68rX4917UwSvByUOXu9qloBraMwKNRfZxbvS9Gdu1P5c4AoACokwaEApymSYaFzjSNS6eU41MygpwBwgSYBcBJgRMHJ8Y4GSBIoOwYwnb6tAHMsP4sgDrZ1JmEoi8OBy5YvofzxXLOZz9zPlqzcM2ZnZF1kV2zpToYxkBlAyc+tzkOA9TO2J2k04HZGcAAENppBswGNAY0DSiDm1wsYmgMMBeFA5gQDKXAieEEheMM5gTMCShBIiTqRBE75rQBTQKGgckGNhtNk2yDGTvqcLpQttU24iIM+hnB8Ggff7ihsa24pLK7Z8BqxQx6s0KuoXAgMcAxBkFJB0VaCHtkSrTGYiCBnNaohT3d40pdVavAK7bmrZ1X/7wn4jdrgzmrQzjLL/5mifube68NAXwdUPzk5gjPdtiSrnpyW9y6NO0pLqzJG//6VufvNyY98P7pO4VCGwEyuer4sUMff/RebFxUW1vLndjoS5eDhkRCVqUiKYYgKJIAmmQnwzAMRrBbc0gGaE/vs6+9+sfsjPi46BvV5dklBSmZ6XfGxoRmq1EzpZNrx6UT49KJcalKJVYoBOLRgcHhnl4+j9fd3cVvb+N19/T39g129Q2UVtZExSVm5hUJRydkSuOo3CCW6X8VwBLJTQLp9JBEJ5BoR+UGicIglumGZZphxcTAmHZANaW2gFQLxz3iHn7sS49j11ODz7ckeXHTvNoST/ESTrVFHa2/uacpdH/d9V01V3dUXNpcHLi+wG9Nns+aPJ81eefXll7YXuC5Kff4mpwjawqPbS48tjXr8Kak/WuKzm0P2fhZyLp3Evd+HbX1c89vXtn8yqNFV84D4mpuar9w8cqtiKjSqtr69s4+gWRQopqYsuumEbONRhAgCWA1dyBQ9hPPhg9ymbi4KJfb2UIzSOAF742bVh09sberv40CjATMipnxuZIyGAoYAigCKAoYBhgGiBNsTrBNWjQtnXXBYUGnPA/fCL9cWVPI53Mbm0uLamML6qLz6qLzK6JqymJaatJb6vIam0vLGguL6/Kq6/MSM2PcL134bPuhbUk13nzLjnrNprqJ96Ian/VO/O3+S08cufxH78jHj1174ET4g76ZHJ8izk0u51bPs7mWBTnAuTr2VJTg+1b77+OFz8ZKX8lDnrghevpQ6uY7bVV6EADsap95KKjxmZjxpy52epZJjQAYsGkYCg4ESKDY6nQACLhwmKXBzIAVBwfG2BlwUOAkgWC949MAbKm8KL7mQFrDByduPPHTMc5HWzlvrv/tp/v++NPxs6EpqZUNfQq92krM0GBj26sD2HH2YhEYhqE44iIQFEdQHCEIjKRQIDGgCWAooBmgaCDnauozFDAM0AwQDJAUQ1AkSZIojjgwpxN3EQTG0CTb3IgicRrHaBSnMBTHcZzECIokacrhcMjlY11dPV1dPb29/N5evlA4olZPoCiOIJjLhWIYQVEMwwDDAE0yDEHiOGpF7NnlxVMYZgbwT+v88ljiu0fTnt0azvn80H1rL3LWXee4xTxyqnTBicxnNnjsiMgTA3wfmPvMrnC3golt2arlkXy3dMXbXmWcjaG/WXfrt4svPLvIM6leYgeobWy5fOXCrt3bvvn2y9On3XNzs3U6nQtFAABBEBTF2a9SlxO32xACZ+i71ZBwEgEgDhzY8cYbL+dmx9+OuNxQV5iVEZOdnTimlNgcVt3UpHxcNaYfl2tVUpVcJBMPiAS9A/283h5ed1cHl9fJ6+7u6evg8rq6+WXl1RGRd5LTshVKIxtesaI7K2P9z+4lvAusmWHxlGhUL5EZpHKDWKYZlo0PyccHFdohxaR0wi5TOS9dSn5+wUeeh73qEi72Znt2p59rjTnSFHmoMXxf4619TaF7a67uqL7iVnFpa2nghkL/9bl+q7PPr84+vybXb2um58bM42tzjq0vOu5WeGJn1pGdKQc2Z53YFLLxs4jNH8Xs+Dza7W+nv3xl9R+f7M5KAYxq4/ZcvBx8LSSsoKKqoYPXNTQyMKpU6ay6Kadplna5gJpzOZNA4QyBog4rhbmAIS2z04MDvW3tjX183uBQd2lZXnTsrTtxoZn5ySVVeeW1hWV1hflVOfnVufnVuTkVWenFqfHZsVEpEWHxIQFXz1+47hsU7B8U7H8z4kpyZmx1Y2kPv625obyqIjOnNCKzPCyrMqagIqG2LLmlMr2qPKOyJruyKT+/Ijk7/3Z4UsiBqze/9Al/P67juwbz729zOZ7p95+O/eB2+dayriCBJl5rTTI4wsas5wanvs8beOZaNedc4R9zTM8VAidS/1TM8OpB+KbR+vt40W9DBh7wqfnYJ7twxG4G0AAcalI/daX+8TD5Uxe7dqZ0jgO4AAgMJyxmQFxAMHYH5iAAA8CBJAEjAUOBtAGYAJwALgArA0oH/bm5PwAAIABJREFUVAm0Pqk1i07ffGWr54PLDnO+3/vgT8f/cuD66isFXpn96V3WPi1opl00/cvq+CRJEv95kCRJ0zRzd9D0nMGKoqj5x2mapiiKfRDHcRRFMQxjD2T/xJ4Kx3EMwzAMY5sekSQ5MzMjl8uFQqFSqZyampqdnUVRFAAIgsAwDEXRubZs7OuSFOZ0uFwOs8OSXV6qR/ExGn66Vs1Zev2B/YWcVZF/9shfmTL4yY2Ohw9m3Lc76/njWX9wO78tLEsCsOhCzkObLq/Pluwv0a+J6V92s+WJjcFv+pSvShl9YfOt5388UzKotwLkl5YmJsWWlRfl5mWOjo7Y7db5q4RhGIYRczYxF+Fy4iQLcHZfDoUCYPv3b3n37T/lZMVGhF1qqCvMzk7MyU1VqmQW26x2cko+rlLpxmVahVQtFcqEA6KhnsE+Xm8Pt7uro5Pb2cVjgcXr7C0tqbwdGZORmferA5ZQbr4LrEmJbIoFlkA6PqLUCeQTIwqtSDxh0NlKcqp/+PynhGvB3KzrPZleXannWmOO1d7a1xC6vyXsUH3w7pqg7dWX3CouuZVd2FzkvzHfd232+TWZXmsyvTemnV2XeXxt7vENhSe2FZ7YnnXULeXg+vi9P4Vv/jLK7dNIt09Dt/5tz4d/2PTOK8aBPiCYniFJ0M1Q36CrWSWlDZ08Ln+wXyRTTpgm9NZpE+5w0CTGuiJpYEigKQJxYU4bizGHfXZYwK+qLh0a7lGqRsXSoZr6svTcxJyitKKKnNzSjNSCpKS8hLismOi025FJYeEJt0LjbobG3YxLi4pJiYxOCEvKiKluLB0QdQ+Leri8uurS1KrSxOLiO9kF0VkFKQXFORX5GWU5SaX5iaVF8R1tueXlsbHxlwJiw5ZcjX0/vH5h7MgTl7mcvbff8Io/X8NvtBBCAC2AFsAAoANQAzThcLJx4vHjmb/1b1yQrefECx68XfMDT/914/jD1ys4l4o/z+GnalxKABvAGIB7p3rB1aono6QvRg5uy+UO0zAFjBW1UMg00E5gSAeKoQBsR9lZGkwAMwA6ADEKFUIyvEh6MKhk8d7Ql789xHl1GeeN5Qu+2/6Dx81tN1NC6ns7p9HJu45z/J5eZwRBuFwuiqLY/h3kfx7zYJrb7ccw/wVYDMOQJHm3CRs1/1f2VCyz5ru0kSQJAC6Xy2azEQTB/ifsCzEMw2KOPedckxGKxGnKSWMziLWoscYOoAL4PiiL8+1pzu7Yd682n6hUnyySRothT45uwbbUBVvuPLPKc9OtQgHAdwH5962/vLVQfYEPZ6uNR/KkS4LrA4chYRreOhr/8Fe7s7rlUzSk5uWmpiUKhAMDg70URQDQFEVhGMZeMRwnWWBhKIWhFMN2eJqrjkVQlHPv3k0ff/h6Znp0aEhgY31Rfn5qQWGmUiWbtZo1hkn5uEqpVcu0ColKwgKre6CX19vT0cWbBxa3s4vb0V1UWHY7MiY3r/jXByyFaVg6MzQ6JZDo51NCkWRcoZkWScblco1EKLUZTAPNbYfXbaxPim5LvtAW796ZcLYt5kTtzf2NYQfbwo5WXHKrvLCt8sLWiovbyy9uLQ7YUuC7Pst7bYbn6gyvDeke67Pc1+e6byg4uTXv+Nb0wxsS96+M2bk4dtf3kZs/vbP720vrv1z75nPem1eRxkmcAJHScCM6zt3HLzk3r5HX1dLV0y8Qy1Q6tWbGaHQ47ASBz20rBYYEhgaKZAgUaHaPCWmxTsvkI6VlBW3t9UJx/5h6VDEhVmolWqNyyqq1ECYTNj2NTBldk0anweg0zCBTJtRock7qzeNSlZAv4PH4rc3c2uKy7KTk8KQ7QdnJwbkZ4Rlp0enpmblZhflp6elxUQU5CTnpoT3N6S3VcQnxVy6kpnwYWvpqsvTNzBmOe9m7vnkh7TItgBlgEsAAYAawAExhs1YAA0A7AsvjBA+dq34sSfxwpuj5lM5l3dOfVigeulb5evbQTRwGAZQAJgANwNle3WNXSh+PGbn/UuPKtCYeztoaAMHtTofFiZEogAVgFmCaAuks1aGwpbUqzsa3rfbJeeark799a+cDb21/6dtjn24K3OydEFUxyJ8BA4ABYHq+HAJFAkMDQ1PEXKVfFhnzDYf+05gH03ygwTLoPwHrXvzNH3Uvg37BQfZx9sD53+cfv5eVNE3jJGHFkWmHVaZRZxTnOoBWAiy6ns5ZduqVC6WefGL97ZpHvzuYMARBzeiC9dGP/nz9DxsCj6ZyhwD+7l/413PZN+VQ5ISYUfCuGt+R1LMyoefrG7WP/HTu6UX7CvhyK0BOUUFsXBS3s7WmtmJ21gRAu1wuHMcBgKIogqAYBhgaCJxh+w3MA4sB0uGY2blz3VdfvpuWEnnrZkBTQ3FRUUZRcbZKLTdbTBN6wy+A1S8c7B7o7ezpngdWTy+f29nV3sbLyy26HRlTUlr1KwTW9LBsakiiG5ZqRxR68ZhBJNeJJBqlekYoHJuQa3TSMYdaNVRVfGbd0uqIgI5E3+aYk20xpxsijpRf3l0dvLch+GCx3+aKgO0VgW5lgdvLAt2KA9wKfDdme2/IOLc25/zmLK9N2Wc35JzemH1yfcaRtUkHVsTtXhK/6/uMw8tCN30ad/Anj+WfrHjn5YKYcHTWYnYyyhkkIjVn32mPmIyMRl5nXXtbv1AoUahUat3kpMVmRXCM/YzSbD0sYGigKWDoe7bDEghqGxEPNbXWdPCaBkS9w6P9I/JBhXZUb9FNOafMqMlKWEzIjG5WO6aTjapEfcNd3N7WZm59TVNFQXFWYsqdO3Hh8fGhuWmhdcWJ3PqynpbW/k6RqE8x0ifq43XU1BVnpIW0FEdyS6MzEm8EF1e/kzD0Yq6Nc563wLv2YptOgMy5BAwAUoAhHEZRygEkBvQswBiARzs86cvjXO27P0r4UqJ0ZSd8Umx9OmTwrQKdzzTUAwwDaAGkAO7D5qfC6n+XrXoguOWH2KZyHSgYmAKYpeaqGkzSYARoVeJX0+tXHL7why/Xc/70LefPy+5/b8NnuwLdLiXG1gsHzWAAMDCgx2GaBiuAE4Dt88gA0BgFTgpQ1uv4y8FGMf92/CK8uhcr/wlY7L3NhlfzQLz3WBaF7IF3I5e5vG8+OruXpPPnxEnCgWKzFptEPJqVlYUAJSfh+5AMzkbvJQXCsEnYfKfqd0sPR/AsfrXGd9yzOYs8n1vpcaVGJgP4+WLRsrCGYCGcqxpfHJD70HcHn1nlef9Kz9/tDF56oeBMUhPf6DQDhN+JCr5xpa6+qrSs0GSaBqBZWt0FMc027p3jP7CCHsMCa3JSvWXLisXff5qSFB4aEtjcWFJcnFlcksMCa1ynl6mVYxqVVCMfVY4KpAK+YKCrv4fb3dXO6+zo5HJ5nSywWpo7MjNyb0fGVNc0/tqApReOGYbluiHpxLBsXDSmHVHqhAqdQKIVjkwIh+QzaqNLo7OJBf0FKcH7VjVFefemB/JSvFujz1Rc25vnu7U4wK3i4u4Sf7eKgJ0VAdvL/XeU+LsV+brl+2zK9dqU5bUxz9ctz3tL9rmNmafXpZ9YlXxkecL+H+N2L0rd90PO8RXhW78K37P0yI8f713xvXSwf8ZkVZsxPQoJhZXbjp4IT05u7OqobKofFAqkMoVSpZk0zFgtTgwj7lZzJ4GhgCSAJICmgKFoCptn1qzFKJYKevu53QNcvqBbIOGLlcJh+ZBAKRhRiUdUIoFC2DfSy+vvbOtprm2qrqwvrW6obOls6OC1tHc29vbzZLIhzdigRS8jrbOAMIADWzOEpkmVQVFVm1WbGcwtjMy4czU4v+7VBNlD8SaOR/3OMp0IwAxgBxiexguVsCas9v2TESv8IgvbW02oTY+S4wBXBfCkTzfnUi/nSs/jQT3fFqMf56LPRageCRUvTBB8ElrmXjVQoMNaACJIeCmlnxPG4/hXL4vvrZuBcQAtA6MzIJyEO6XDG87FPvHBxgffWv7oW0uf/3Tl20t3rHW/Flk5NGADA4AR5grL2ACsQLiAwIHAASMAI4FggGYvJBAAFNAkM68r3RvI/BuM3cXEv2peMOc4+T8A69+en33mvU+YD8pY8cvlciEI8m+BRRAERQKF0hNSZUl+MQkgcjHfBGdwtvp/lTUYbIBmBgq1TIUJKp1wRw3Pb7/KWfj9xaJuKcAij5i/Hg3/6kLOC5t8OR9t/uTwrXNFgmoC+gCGAPpsYAaYwfHAoEsht663tTc1NdfZ7VYA2ul0zr+L+U7jNLsvh7WNMjQDQDG4TCZYu3bJzz99k5QQGhke1NJUOh9hzVrNE3oDCyzJhGxUOTosGb4XWO3cDi6vs7evn9vZ1djQmpqSeTsyprGp/VcGLIVONKYVyNWDMsWQfEyonBCpdAKFXiDRDw6r5aN6i8ZkU6hG68raEm8UBB4UZF3tSvTpSfNvu+NRdmVvgf/2Ir9tJX47qi7srvTfVe6/o8xvR5GvW4H31jzvzXneW/K8t+Sf35rrtTXLY0PaqTVJx39OOLIs8eAPSQd+yDi0JOvoirh9S31WfrFnyec3/M/Z7XaN2SHQWowAGdVNGw8dCYmPb+zqqKirGhYLJDKpSjVuMExZrXYExUmaYoBmgKZJCigaaAZIgiJxisRJCiVIxOG0sEuJOOWamtXppsf1MxOaabXeYtCYtGrjhHJSpdKrxifVOqPWMKMzzk5NmQ0z5imb04xiDopG525iBgUaB5otdwSAA0PRFJAuIDv7m0tTg7uLYnOirl5NK38lYoRzSfiyb0nUoImt4WkGuFIm+iFqkLMy4snjec9svxKQUWjAXRaAcYCAPnjCs+l3kaIFkcNPBrZ8mT399yp4LcPBCZH+JrjviYDS359P++By7vKcnrVcy4PBTU/Fiv8cJznbQlXqIKuP3BWQ/+LH2594YzXnz8s5C5c//vGWb/YGBue09OjsehL0FOiof4juLoZ0US6UsKG4CcVnMMKEYNMIYcIpBwE4a+MkaMDI/8Ql+O8R1v8DsOalehZGcI8shd0zqH8ev4jF7o3UaJomcQK346QNVw7L8jMKHATwpokvruVy9oY97Vv0bmjDnvzeZdczFh655t2lrwI4WTP6pxW7oqq4Qxb4+9Ggzz3Cz1YLCw0gApACDANwAYJ7kFc3BL676jRPonfREBYRnp6R3NPbyetqxzCEYSg23Lu7+ABsSggMMPRcw0y2sB9GuAYHu37++bs1qxYlxt+Kib7e1lKen5+aX5ChUsutdovGMClTKxUTSsmETDwmZoHF43dzu7vaOrn3Aqu+rjkxIfV2ZExbe9evD1hKtUAxxgJrWDUhUBmGFJPDkknx6JRu3DKtnJR3dhWHX825eLzs6kFhzqW60OPdSb7cGM/aG0dqrx2qvLi33H9nbdD+qoDdFX47y3y2F3lvLfTaku+1pcB7K0ur7HOb086uS3JfGX98WcKRH1KOLEk/tCTj0JK0g8tSj2/Y9/XbO5d9U5iZhgKorVifymgGyGvsWH/g0I24O41dbWW1ZSLxsFQ6qlKpDIYpi8WGoDhJ3ZWv8LnWhAxBYqiLpgiGoci5nvYkAwRGOlHKRQFGAUYBgQOOAIYA5gIUoRGERlAKQSnERThJIBggCQql6LkwjSRxYIDAGQylcYxxOQmLxeZ0WUkgLIC19rbkxAb1VyaXJYSGZFS8ETXC8e/67kZZ/bjNDuBgYMwGXxwIfSew48d819s3Bl7cf9s/o5TtJCzEYXeRnHM45+Eg7nORgmf9m/+Wpl1aC29kOzmhyidiNQtC+l660fRFfNfXaX3flYy9nTqyoh3+Gjb44M83nvjmHOflVZwXFz/73vr1J0Jv5HQ1j+FatogwW7DhrtvbNdcomyJwF1AoAAJzDQMdAA4GHATtxGgUBxoDcFJgR0kXgs0nXP83wPrXfPD/Blj3qlTz2jmLKgRBXC6X8+7AMIyV53/xQvcKXvPAogiSbUCoFqsK8sudAAMYrEjmvny1+sWLDc955Hzsl/LaoUucJbue3O3PWXmC8/HK57/7Obq4ahqAbwMhAB+gDSBTBT8FZj2zyvupTdee3xbC+cvG15cc4ytmCICbt0ISEmMqq0praiscDhtBYCwx2f+TBdbcB5IGkgIGACUJBgDBHN3drcuWfb1+7ZLE+FvxsTfbWsrz8lJy89JUarnNYdVOTklVY/cCq2+4n8fv7ujizQOrjz/A7eyqrWlMiE+5HRnD7ez91QFrVKkdVU0I5Gq+VDWsNozqzKKJ2YFRvWzMrFWbZyem+qoror0Pp/rv6c8OlJcFN98+1R7j1Xrbozb4WPWVQ/XXjjZcOVITuL/+4sFKvz2FHluz3NdnnlyXfXZT4fntZQF78rzdMjw2JZ1aneC+IvHUz6mnlmecWJp5dEn6wR9idn6fcGzjwUWf7F+/wqDTq2ZsAv1st8JgpKGud/igp6ff9avtfbzqhqrBYb5UOqoZn5icNM7MmG12J6tl0sDMxT5s/2eaAYZiW+kwQDBAsPv/yXsm29WSncQ9k2JIiiEpiiBJnCAwgsBIAiNxgqaAIMCOg8lFTNudFpcNI+0UIE4gapsry9LDhmrSimKvXUvK/TR59PEr3H3pbSocJs1mBsCKw0+Hgt84kLzo1sCjG26+ufdaCV9kAcIG0G50/PVs7P3Hsh650vdcuPyFix0/Fc6eVsIbqVPPxBo+qgE3IXyZr33lavWL/tnPnkv5zc5bnJ8vc5YEPPmT73KvtGsFfaV8LX/coUPmCiGYgC0vRTsAdQDiAMQKiANwBKUoBJi7dUUZiqYpgiJRgDkzGw0ECRQBJE5TOE39G/bcAwjWfHBvKsc+8gtBio2e5pf54G6ixx5FEASCIAiCsM4GFlXzv7BJH4qi88f+93GveE9guHXGxuAgGR2rae00AzRaqC9ulT90MuXN69yF54tf2Hnp+S0ez+72+SwozY83lacDOTF36cKquvdm1H3sH//0Zt8n1/ndt9j9/qW+zx1Iemxz+H1fHF91Ok7nAqPNeeHSxaLivKbmuu4eLruVFQDYFBVFUYKgAOYiLGCAIOf2PBMUSQNRWJj5zTcfHty/JSkhNPZOcEdbZVZWQkFhplwximCuCb1BolRIVXKxWiKSi4ZGh/qG+7v6e1jRvbOL19bR3tPL7+Dyqqvqb4VEpCRn8PsFvy5gieS6UblWPKYTKnQDcu2Qcko0MTuknO4VTsgUU/rxSRmfX5IQnhB4pDziZF+2T0+GZ1Oke2fseV7M+aaQk5UX91cF7qu9cKD2woHawP2VvruLPbfln9mce2ZTvseWwvPbi313FvruyPF2y/DcnOa5Id1zbcbZlRknlmYc+aHad1vcnh8vbVx0YuWisIsBJAWKaVuv0sAVq7VOqmNYdCYgwN3Hs7SmtLiiqJPXJhIJlIoxnc5gNM5YbQ6CpElgCIr8JbDmvtHnmEXP3ZDzwCLu0orGgSQYmrj7k2JoiiEpiiJJnCRJgsBInCBxiiGBJGGWBANGaBHnNGpFCRsNTgrI+vrSrNuB3MKo3Jigi/HJH8b3PBRYsy6mWoyAE4AEmLFTl+8UHgip8CmSpAjxxG4Nu1w46EQD6vqePxX74s2uP8TpX4rWL/BqWpyi9FPD4pLZP4RJnr8pfuRcA2dvEme1N2fVied2BS66mOmeOXSrTl+tBJELpgFmASwMIAAogBMIB+AOQF3gRMGOgtXFbnIBlMQZGgMGB5oAigSSApJi2N6fzNxyO0UDRTEku6tkXur+T8CaB8S9wdG/2hpYMM1D517hnKXSvcBioy02Ypp3af0X4ey/AIutQjU0PJJdWaWm6WKt+d1Lab/ZG7koSbS7VHOj11RugxqASgaqMchR0FFlbQoLMWqFhSv2cxbtenLv5RcORb54OPYvZ7I5P/g/ui/95ZNFnA8Ov7PeT24BDMA3MKC8ori+obqtvYkkcQxDWE8D+05JkubzB6oq68YU48AATjCsD4sFVnZ28jfffHjk0LbkxLCEuJDOjurs7MTikhylSobiCBth/SuwWA2Ly+tkgdXe0VlVWRdyMzw1JXNgUPQrA5ZML5JoJYrJkTHjoHxqQD49rDQPyqf5ItXEhFEtkzWVZCdcPZ0XdrKv4BK/wLsx9mBDxDFenHdPgk9L6MmygF0lPtuqAnbXBx2o9t9d6buz/Pz2Yq+thV5bCr22FJ93K/LZVhKwu8BvZ57fjhy/7Tm+W3K81maeXJZ+eHHh6bWx+1ec/enLi/u3d9TUUACKKeugenJQoTVYnJIJTWhM1CmvUwWl+fWNNX38roGBAalUrpkwTE2arDYXTlAkTeH4XXWJnTT8E7AY6i6w/jHZQmsEA/M/KRoohqZpoGmaoYAtJEARJIlTNMYADhQBszRoCEKFoVrE6URsDO4AmmityE8J9mjNDS1Ov+GfFPtRUtt9l6oeO3Q7oEk5zhYtYECuM/QqJscJ0AOoAQwAwwycqe5/xS+Nc7bgDylTf0zDFsbOPrS/6LGd8R8E1Ty+P46zNZqz6c6DmyLe98rZmljnW9mZNTgmmGXYXM9+txY7BuAknThgOBA4EC5AEUDZQn042O5OB0NjQGMUjREUjtKkiyFdDI3Rc3XcGfjHKitNs/OfVuh+ASyWLPMpGIuke8MruOtRoGmaXc5j+cXGTfP3NgssHMfZw3+hZ7E+rH8rjf0fgUW5KCBBKBzJr67UAc0H8O3XnR8hU21Q6IRqO9Q54Y6KOVmrWnqlesGiU0+8s6xeYBQ74elF+x7dGrg4uXd1gfKHpNFvY4T37Uq+72D+s6fK7lty8cezSRM0uAC8/XzrG6rrG6pbWhvYeJx9U+xaYW8vf/36jX/78tuU5AzERbCbdSgAnCRoIBITo7755sOTx3cnJ4YlJ4Z1ddZmZsaXledPaJQI5tJOTsnUSqlKPqIaFclFg+LB3iF+Z18XmxJ2dHJb29tYYFWU19y8EZaWmiUQSn51wBqR6qSKafGYaVg2PSCdFqpmR1UzErnWbJwe7GzMj72cfvN4Q4r3SNXVoRKfloQjjZHH26LOdkR7NIUcr7y4t8xvR1XA7rpL+2sC9lT57So/v73Uy63Ic0uR99YSn23FvtuL/Xfl++7I8dmR47Mt12drruf63FM/Zx/7KWzTF+mntnqs/i7w4J6upmYGQDimH1RoJ6ZmDdMzE3pdRlbqqbPHs/PSG5tqOzra+PyBUbFcMzFpnJq12VGCBIqGfwesebWFBRb1z8CiSGDIe+wP5HxwRgNNA0PNTZpkKIKeAxYJswwzQRJyDBt3IVang3Y5wGHnluVn3PDklsbUlsUEpsb9PavtsRuNnN2xn4a1ZRlBcbfpi5EkrXf7G4sALnNVL5+J47jd4vg2PnZHydlf/PCZykc233pg6em/HL7+nvut1bcqDyT3pAmIThuMA0wCsDuPGBJcFtJuwVCExFHM6bK6MBsBCAmkCwh2YgyBMyjJuCjGQdM2mp6rkEwxDoxxOhnEwWBOIBFgCACSzaFpYFipmPmHjP1vnQrzrqt5uZ0lzr12qn+wgyAQBEFRlD0hq0yxdzVJkvea1P/V4nBv4vn/O8LCGaBAJh6taqgzA4gAbintsTbIxeA6n1gbUvjqTj/O4oOcJacfXH6R85rb81/uGnXAOMDCrZde9cr6OJr3jEcBZ+udz6JEa8qci/Ktz3vWc5Zc3Hi1RE2ClWHcPU7V1Vd18tqGBf3sB85isWi1WrvdPjs7GxR05dFHH3/n7Q8KC0pdThwnGDYVwEmCATI09OpXX71/7uyh5MSw1OSIzo7qlJTo8ooCjVZld9om9AY2whpRjQplwoGRgZ7BPm4vr62T29LR3tbRzgKrrZ1bVloVfP1WRnrOqGTsVwYsuW5Urpcpp0bHpodGDUPSSYnapNaatBM647ikPCM89frx2kSvzszzPTleA/nevNTTzVEnG8KO1944XHvtYO3VA7VB+2ou7KkN3NN4cV+t/64yb7cij00FHhuLPDeX+m4r9d9Z4LM9y3NLmsfm1LOb0s9uzPZYn3d6Vb77yqSDy2qunT6+7Ov1336ZHpOA4YxEZRiWKF0u1KjX6DXKoqKs8+dP5+enNzTW1NfX8/uHR0dVGo3JaHQ4HSRNAcMAQVD/GVjMXWBR/wysX6KKuWucoeebX1IAJDA40BgDGBA4M0sTGhKTY4TShZvtCO5wAeLsrSvLjrjQVhZfWhDteTt0Q37HC6HNnFOVv/Vq+vROX8CQs8QEfRSoAdQASoCEPtX3fvFPbQvi7Ip86HzVA9d6OAfTOPuufRgUu+12uld6XsGouMtq0QIYAWbnjQgU5nTMMi4r4DiQNDgwQEnAcAbDaJokARAAM0mxQjoCQDBAMzjQCFB2oGzAOAGcDOMkaCdCu1yAIkCgQBJzplv2Ks1nzQRJzync/ypy/8LrwAZKv5C05tGDIIjD4XC5XPPbcVg8AQBrDWePndfd72XQfMz1/wIsCsCJCXi9NdWVFqAqNJpPryS+4JHAWXmJ85U75/2NnK93cVace/pQ7J9PF3MW+3+086aYhH4U3joU9cXt9oXX6zgHkh48kr26yHSCDysq0KdPlnG+8d4bWT8FYHQ5/C8FlFcUl1cUV1SWiMUiBHHabDahUCiVSuVy+ZUr19asWZebUzivYZEUg9MUC6zAQK8vv3zXx/t4UkJoanJEe2tFbGxoWXm+Rqsyzc4oJzQjcuk8sPpF/d0Dve3d3JaO9qa21pa21tb2tt6+/ta2juKi8uvXQjIzchVjE786YEnGxmUqzYhCOyTRCGS6sfEZrWZyUj020FaWeO14atAeXpYfL/Vsc/ShruQz3ckeLbdP1gQfqri0p/rK/sZrh+qvHKi7sLcmYHfDhb21/rtKvbYWnt2Yf3ZD4blNJT5upQE7cjw3pZ7dlHhyQ8KJ9SmnNmSfXldwak2+++rW6ycab51f9d6rC5989IpfIDDgQOgJjUHQ39sDT58yAAAgAElEQVTZWMVrqk6LD/c/f6ooP6Omury2tn5gUCSVajSa2akpp91Ksr4rEqf+Qat/AyzmX4H1i8bi813k5oB1V9cBChgcKJTGUQrFKAuB6AmXAiWUTmLGjjmdCDAkv6MxI/pGdV5cWsJN96CLR4s7F16tee7GyJPXpZwjRc/4l712IevjoORFV2I/OOb/uxV7Hl28k/PNnkdXnX9y261nj6S8H8pdmtqdqJ/log4tUAbcYQXSBqQLwOREKAAMZxACByCAdgLlAMoBNAYIAk6UcboIxIWTGA40AmBlwMFuzZkrFgdA4UAiQDqBQYBBaQahAMMAQwBD7y44UAxJ0ySr9FFA4ECQQNBwd1/ePw/mHj8n3KOdz2OIzQHnUzmXy8UCa97wOU8lll93l9Xoe71U80+Yl8b+0/hPwMKcLsxilfAHujq4ToAMgeTxPf6cHzwe2Rn/+IbIP2+7+blH2ps++a9erHnJu4bzd983tt0YwoFPwBfemd/Fd70aXPf+7a7DXcypXvg6dnTB2ZoHd6VwPjp2NKpxFkBrNp3z8UxMio2IvBUVHV5eXjo7awIAo9Fot9sBQKvV9/byERcBDDgdGIpRNAMYxZacJE+fPvLZZ28F+J2Kj72Znnq7raU8MvJ6eUWBTj8+NT2pUI+LZBKpSi5SigVSAV/I5/G727o6mtvbGlqam1qaW9paWWAVFpRevXIjOyt/fMLwawOWZnRMLlHKRGOKYaliRDExptapFfIxYU9x3OWUyweLQw52p3n2JJ5pizrGjTnVFXeuJeJE7Y2D1Vf31l7fX39lX9WFnVX+22sv7Krx217l41bqvbnYc2Oh54ZCzw1F3psKfbZmeWxIPbspyX1jkvvG9FMbs9zX5xxflXV0RVXggTtHNr331ANPcDinD5+gcJgYN/R08mJCrv9/1L13dFv3meet3Z3d2Xd2JjstmZo28YxTXBIn7nLsxJZsS5ZVrMoqdlKFpNh777333gn23nvvJEiiN6IQbOjA7ff+3j8uCUOynJPJSeZ4ce6BIPDySgKED5/yfb5PfmJERXZSUoRfoLdrTXlhXW11R0fX+jprly0TSVRymU51DMEQhaMUAqHPA9ZpdmMBLPr4EliUxUH/ctrweRpYGEIaTZgexjSI4QDWSkyQxIQdmVANjOIATM9OlBZld7fU1pbkRiQkpw5uvBrc9D+cOv4mknXOd+YvIuf+u1/nucdV5+yS/9utkHPvO//vXzu+fC/Cv3RyTAwE5KmkUwmAkdbrwxiGYVqjiQ7xKCNJGgjapAUQGKAgEuhJYKJboxSJ4ySCAQQDKAZQDGAY7TpKnS3xIwAgKEAQAMcoEifPcmEUADq2IgjCLGGjKIoAALWYJbQUItDNO7M6wRxwoShqbueZAy46BwQAoChKl9Xp8y0pQ6PNPPz8VW0ETTRz6/C5t+cCC8FQiEAwAhVzuWsr63oAKjaE3/bKO+da+XIy82KOMLBLm74MbDsO3yhg/ih55dzdvBdsU7YBGNeAf7wT9UJE7ctZQ5+1sB9MGz8tY/7L4+b/aVv+Lbvyc/9uez+mSQPAnkJ+z/publ5mRWXJ8Eg/j8ehu4RGo5EGFgD0UnIKhnACB+btXgRFUgB3cbH95S9fjIrwKcxPqqvJn5rozsyM7+1rOziUKw/3+WLJDo/DFnItgTUxNzUyMT40NjoyNjo+ObG8sjY+MdXc1BYXm9RQz5DJD/+fB5Z5h+LTh5K2vnrmO7d50m2+cEco2OYLtzkCjkAsEvIF26usub6iCKf2DPfxQs/5Uu/1ioDVsqCFgqC5gqDRjAdDaS5DaS7DKc69MfYtwbfbg+8MxtzvDLbqCLrXEXSvPfBuW8CdloCbDP8vGv1v1vl+Ue1zs/LJnWqfu7VPbtd53qjx+KzM+dOEm+85vPvjfz537lvnztl8fpm5OF9fVpgeGVAa51efEthZnFyRGp4VE9zRVFNfW9c/MLq6zttmy/jCo7091cGBXm9AIJgwmmh38i9p9Vxg0cyi76mnaXUKLPA0sCgAyFNgGfSwzgRpIf0xpJcbjXKj8dgEa2AUAmBgcqy4LH94oL2HUV1YXNQyzz3vXfi3toXfDRj+2yc9f/Gk9Zx93jnnnO94FVo1LDbsgVkt4ENAbgRGEhCA9s/FKQAhiBrAMNCZAAEASgICABMO6LVbtFYaRwjCCAEDAmC6D0oCggAYBlAUQDAwwhSEAwwHlDnJNb8aOErgOEn3qvCznakkBUic9nw5fcXMXzVjw9wEpOFiDlotgWU0GiEIogMleliazgGBRUne8mqWwDLXv74KLHPd/XdYRDwXWBCGGgB5aNLNzc30DAzKcDJ/mfethwXnHKteStq9WX6SPgty1sD59NVzjtXnXBvOfZ70pnepAIABJfj7G8E36pZjxSBwA/5VYs9f3E78y1sp5z6O+l8fR/7lG64Z9bMoAFtbSz6+j3v7OsYnhoQiDoqZTsV6gCQITK/XnwabZz8S1So9oAAdKQKA29vd+8UvXoyM9M3NS6hvKJqa7s3Kihsc7Dw+UR4c7EskEi6fxxbytwXsTfbm8tby7PL8+OzkyMT44OjY8MjY+MTU8urK+OREYxMjJja+obFFtn/8u4H1NE0UW/xvHrB2ufJt3unB5MuZPMUWX7nFO2RyT5gcNZOt2mGpdlnHu6wDDlvJ4ijZIvXqrnxHcLjL2ZOI9k5kopWhlrbcsPo4h8Fcj9XqgM3akOWSgOls34nM4Knc4PGch6PZzsOZzgNpjr2J9ztj7DqjbNrDbToi7NpDbVqDrVqC7rUGWzGC7jT4fVHjfbXW50a557WmwHutobZ1T27WPbnd4GNV/PCLDJfrjy6/5fzpG65X38uLfNRdkZAb7pIfYjOU7bndGLfRkNKdGVyTEtFYXNTV3jc8vjw2s720IeQLD5VKzYlKr9KbdBiAAcBwkiAI8HS5g/rKjc4ULfJF8NX7Z65AmyuRRhNmhAxGRG2ATkxGtVGv1+sNBhMOwMDYWEpaRF9vZUtzVkSUT2Xn8AWXiHOvXPrH654fhhV6Nk0WMxXjhtOl8OYxYwxQJIUA0ggILSDoVRIYwBGAQBSCABwzt+sAgaMojGAwTiIYQGGAwgChGUMCDKXMKR6GABwGBEKX0sGzzDoNlMgvYX0qO0BQFEZOHxOnJ1hmW3TSR4/C0BV3c9WJ5tEz7i6WtSdzhEW/3DRlLHlnDtnoM5+p5ZvjL0uNO/WVXiQdjpkfG1D0BJAqQHUN92WWFoopNHuF9TdPCs/dL/+B78S/OXemjqC1bPAvD5vO3cz+17Chc5djfumWKQagaE5zOa7Lu098o2rhu1555y49/svb4e+EN+WuEJPHYEFC7/sxTo40urlbjYz3jE8NypUiWssGAI4TMEWidPALGU2AAgiEqk80eq2Jgs9mJEji0qcXXnr539OyYrLyElo7qwdH21LSIkdGupRysfbkkL+7y2Gxd/n8DS5nZWdjYX1hanFqfGZibHxydGxqfGJmemZuen6uZ7C3trk+OjG+vX9QsKfc5cpZHMUuV7HLVWz/zoM+4RsILMUZs6RMvpTJl9PA2mQfbbFV22wti6Nhc1Qc9iGHJd9hKbb56nWuaod3JBQq9Ycnst3VrpKkqliX4cInU4WP54u9Fou85/P9pnKCxjNCRjMChjJdBrPs+9Pte1PtuxNtO+PsO6Lt26PsW8PtGaG2jGDr5iArRuDdJv/bdT7XqzyvVHtfq3lynRF4tz3YiuF/uyXIusbHOtXu4zwvm5IQl96i2K7CiIHymIHysJKIe80Jdu3hN2bSnIaTXGqC7ItCH5elpzTUtvcMLY3O7C6si3jC/X3l8aFKrdKbNBhlBAAhyGfa6s8F1u9ze+YKBEFQGAoMBkpvNBpQjR7W6nU6vcqk0xp0RooCMwuL2XmxPf3FTc3JfoGOte29YZlVed2jzavMeaWah1JKWi0FwDGOwIBEAIpTJhLoAb34ilQBQgUAAiiMJBAChynszAnvTKaPETBCwihAEYBBADUBmAI4ADhBoSiFIKffQCCAhAH1FLCoL+PN0yG7p+f1wJk2yqyZok8wC8cpC8EUDMOkhaEVDRr6q5YuMZZFdxiGjUYjDMPmq5n/dLrobpawmxNPmoPP9BDB19y+DlhGAIwADI4P51eXywEoYAr+La75n2JGv/Og5weOrfkLoF8D3stc+HPXqu/4Mc5dCf3B514iAGqXdecfF1yK77AqnYpYUJYpwQQAGwBwARjhgYTCnk32HoIej440eHo7TkwPTM4MS2Q8GNFDsI4CKE7ACGpUq0+MegOLxWLvclgsjpAv0qp1XxYrAHnj+mfvvPvLvKKUzNy4tq6agZHWpJTw0dFupVyoOVIKWCwum7PDFaxzuCs7G3MbC9MLNLCmR8emxydmp2cWphdmeoZ7KuorIpNiO4dHBLLD3wdY9Ffp0/6kzPrDUkI61zMDS8rky5k85SZbucU52uacsLgnLO4Ri6PY5exts6VbvGMm/2SHI5ft7RsO9leG2ooiPapjnKYrA+cqfBfKnswXe0/n+Yxn+g6n+A0mew2kOfal2/Sm2nYn23Yl2HTG2XfG3O+Ivs8ItW0Ktm4OutsSYtUWYt0WYs0IutPof7PM41Lloyv13tdrH12p8rhU/ehKzv2P/T55tdjbpjXZd72jZLY5o7swpCbeKfnhhbKAqx1h1wejrRhBt0q875SEe5WmJdZWNfePLo9M78yv8zl8uVxxeHSsOtHrVQhmIP/LgIWcAkunMWp1eq2BosDy+kZ+UWL/UFlXd45/kFPrwMgK/0gNTl069WdtPhOg5Z04TMEQbkQJAwUMABgpSk8QepKASQJ75qCNlig6ygIEDkgUkCaAGUkEtxB5oiSBUSQOKAIAjDrLfmnrCoKuVAGSBGYpuZkd5m6dOYoxn2Dpq0drOGkZJ/W0DsuMM8uMzLJQ9UwNy/wK07Six27MBS9gMcpDX/YPAxYEo4cnOggjJ8cnGjs7DgHI3hD8c3jDt2PGfhy7/OKTwfARY/oWeClp6Nz97HNfRJ570+o9pyAZCRaVIHeY37kHuo9BPwRGCFApBNkLhidlG+/aZJ771uspxZ1HRtMycyE9J3VmcapvuIcn5lAApwCOYCaZQrq0sjg2Mc7hcEbHJoaHRxcWlzkcnskEEwQFwzCGIRgOffzJB2+/+0p2bnx8UmBXb+3AUEt8YsjoeM++QnJ0qOBx2WwOj8kTrHO4y9vrs+vz0wtTY9PjY+PTI6NTY+MzM7OLM4uzvSO9BeUFUclxfROT4v2TXa589wxJX8XW7leObyCwDs3MYvIlTL7kjFkKJk+5xTlgcvaZHDmTu7fNkzD5ki2+kslTcrl7cpGIvzrXnBebH+wwUhI8XOg1V+W31hC6WhMyXeA7lPJoIP7RYKJHf6pDX5pdT4pdV6JtZ5xte4xtW6RtW6RdU7B1Y5AVI/hea6h1V4R9T/T9rki79jDr5sDbLQG3W/xuNXpfr3T/tNj5QpbtB3G3zw9mBHSl+g0WhLemP2lKflCf6JLre6XU73J35M3e8NvVXp8Ve9+sjvOrzEisLKvtG1kYntqaWeHscvakMuXh0cmJVqeCUS1G/KmBRRkNpMFoMiA6PazVarVatUGj1Wn0OA5WNjazcuI6e4v7BoufBNwvb2iBAdDCwIiSMAFQCmAAICQwoKjGoEdJAsJhI2qAcCMBEAogJEBRwoRjCIV9OSZEmwVjGIKTGEHhOCCIM39wDBAIhaHU6aIDnMQIiqTdASjqKRGZpcyMxCk6kqIrTdTTw8bmuMksATU3/oizOWSz/tNS4UlRFB0KfR2wqLM0kH5sqWOgWUYXv8wvuznjMxfOzIT96jtrmR5avvswDOMoAUgwOTBcVVcvAyB5bvNnqV1vVu+ez9v+sU/Hr8M7X3DLO3cl6K8fZZ9Pa3Mq72HMLMMAiNT4gki7pQU5g2uXg1JfuPng/7xz9y/esP27111e+MD73Hfebx1lmQBYYTGT0pNHxgYHhnqlcjEJCK1es7W92dnd0d7Z0dDUyBeItpg72zss6b7y8OgEowABAEKiBMBRwvTRxXd/8+HrJaWp2TkxA30NA31NMTEBU1MD+8q9/X05T8Df4XC3uHwzsKbmJ8emx0fHpiyB1Tfal5GfEZuWODq/ID5QbfP+E8D6JqaETO4xk3vI5CmZfPk2T7LNF23zJNs8CUuo2BYoNjmyNbZkjSPa4ImYQvGOeI8plO1ypXtiqZS7M9JUkuV/vyraeZURP1TkNVXht1QXslAVOJnvM5z2cCTJYyTFYyjDeSDDsTfVvivRtiPWpjXKmhFm1RxqRQOLtmdoDbnXEny3KeBWve+1hidXax5dqnnwabXHJwV27yVdfy3L+nydz52V8tjOJM/6KNeKUPv6GMf2NI/qiLuV/ldqvD6qfXQhy+7dLOdPq2O8y5JjCnOK2rpGByfXppZYmztC4Z5ceXB0rNEemyAVjPxJgUXgKAUZCYPRZEC0OpNGo9FoVDqVWqPSkyRYZ26npEU0MLL7h8o8PK38w6M0JkASAIcR1IgQ2Ol+OgSCtVotjuMIhsIohOIIBnACkBhFYgSOoxhAcYARpwdOEBiOYRiEwCiO0SvOLQ964g8lCYIiCbrSRVAkflZOoQ8U0DPAAAUEdtqSozFkjqfM/0xLWuE4/gywzNag4KxwbkYSDSxLHRZ9Av1K0k1Ds90CBEF0SPXV69DQsXzxn5GSmiH1TNfyq8BCYBPAEUDim7Oz/f29KgCSJ+deiq54Kbn3s6Kl8yEtbzzMf9Ut7Xb5WO0xmMHAmhrWG46B6bCtvuaBu8ctK7t3P/n8wl0bO//wCzaeb1178NKvnV//6PE/v3hpbusQBmBwatzL63FPR+vM9LhEzGezmBOTIyMjQxMTY2wuZ21jHaNIE4rQzQz6HgUkBBACYBr94TvnX/3th6+XFqeUlySP9jcNdNVHh/sszo0fH+3L5VK+QLTF4m5xBWtszhJzbWZtbmp+cnRqbHRsanhkkk4JZxZnB8YHEjMSk7LTZtbWhfvH2zz5cyOp58ZW30xgnTC5x08Biy/6Elhc6RpbssIRrfFFmyIxU7K3I5IIhGIRd3drZrApMzTT+2ZbqvtiY8RcXehkpd9Q0ePB/MfjeZ6TOZ7TWY8nMzyGM10GM5z7Uh26k+53xNq1RNowwqybQu4xQm0bg6zq/W7WPLle7fV5+cNLhS6/zbN/L9/+vex7b+Tceb3A+u2ML34R9tGPMu++PRjvOpj8kBHh0BTp1BB5vzbMujb8Xqnv1Tz33+TYvl7k8E78F68kWL1XFfmoIi2mKCevvXtkYGJ5YoG5xuTwRHv7ysMjtepIbzw2mOii+58OWARsxEx6oxGigaVWq9UnGvWJjqIAlyfIyIptYOROzzGCwzweePnojCQgAUAx1GDATSaAk+bOI4FZTMwRFE5QdBJ3uk0DPTswAuAEiRMwDCMYipNnGk7iFH84SaA07CiS3jOMoRSGkF+iykwr2uMdPVVp0tEQcTavZ6aMWVZO/5PNWR5lMTxInM0tPxPamJt9lIXNsVmHpdfrjUYj/Yw5TANfudF/B8tnLFuK5qK7WdDwTP3+GWBhsJ5CTXMjQx0dbSLYkDAw8k582SvhFS61i8XL+skTsA3ALgCLJMjrG3/k75Ps5zBSGrPUWsIa7TjcXVaJd1QKnlIqWF1e6ewcDvRPuXDB9sUfn5+aXcNJZGCgzdX+XktV2frcpPF4/1gu4rOYCqkQh40A4BBkpACJUpg5xsUApcchI24kACYQs1577T8+/M2vcjKjyguTx/qaettrIkKebKzOadRHUqmUL5BsbLM2OXwzsCbnJkanxkZGJ2lgTU7NTc1PD00OxabEZhXnLW3vcKXK3xNY299YYG1xT7Z4zwEWk7u3xZMxebQiQ74ulK4JxOsCAU8i2pPw50Y6mgviq2Lc62Mcxwp9piv95+tDxit9Bwo9+/IejuQ9nsp7PJf9YCbTfTjdeSDdqS/VqTvJsTPOoS3KvjXCtiXMjhFq3xhkVef7RbX3tYpHl4vdLuY6/DrL+u0K1w8rXT6ocPx1letvyp1+nXnnVxXuF+ezn/TFOLVG2HbHu/YmujdH2NQG3Sp78nmW0/lMq9eKnc8n3Hg55tYblWHu1ekx5Xn53X2j/ROLY/MbK5ssjkCoUO4fqk4OtPpjreFPDSwcMaAmvdFo1OoMarVapVKpjtWqYy1FAbFEmpufUtuQPb/YmZwW/MjbCyUAikAUBgMKBxQOCBw26FGTkXa/sYAXwBCSxM80XzgACAVgEsAkPVkCSEDXskkS4DhJwDgBYQAmaPNKc8KHkhSMExCMmyAMxwCBAopengOfrtABMMAQ3Fw4p2MlOtEzZ4U0dMwffsuZmGcY9FxgWdbOLSecaaU73V4EFhnfV2Mo+qWmLOIpmkr0NxIWN0vh6HOBBcMmAHCt5ri1oaG0vEyCmuaNxjEcTAPABkAEQMWk4l5Y2Xd+c/Pcv7zw7oWPk0O9pUOliq40flOysCVL0l0k6ClcqElsSng8XJ46VJHblp+bGxEe/shltr+ZtdxZmR0Q8dCmKSdxsrUakvMAqgG4HsAaQJgAhQCAUSRiMGpwQGghPb2pjACAACQFcA53+/33X79985O8rLiKkozRfkZXS2VYkNfO1qpBr5VKpQK+ZGV9e5PDX2WxF7dWp1dnJ+cmRiZHR0Ynh4YnxidmxydmJmYnR6ZHYpJjCipL1jncXZGMrvY8U1w3H/+VtPojAevsWN8Vb3Jk2/yDXfHxtuRwQ6RY5UtWORyxlK/c22aUJsU+/KIywn6s0GelLnSuym+01Hu80ne8OnCs3G+08PFIlutUust0hutgqmNfqlNvinN3onNXnFNHjENHlGN7pENziF1DoHW93+063y9qn1yr8rxS6nGx2OWD+ocXmx9/Wu9xoc79o1qPj4rt36l0+2g4znEozrHR/2ad742GoNs1fjdq/G6UPr6cYvVGltWvSl1/HXftZ8Gf/Szf16osIagwM62tvXtgfH50bnV5Y5vNF8j3FUcnh0da7ZFWixHPDt/+EYGF4yiKGBBYbzQadTqDWq0+OTk5OdaeHGsBBfb2ZDm5qUWlKQPD9dFxvvYOdmqNjnaJwAn4+Phwa3N9cmJsdWVpTywhaGCRAJCARAjMhFPol8oDgFEAJgBd+jKryWi/SoyAjDCihygDCmACfDk7BBCKMuG4HsY0RhjBAYYDHLNgFgQADAgYNxu2WNpOoShKA4h+/NXQxswOwmIcx5IU5qo8HWSZxVPmmr2lDouyEJ3Sf6h5rId+8c08MncJzRx8hlDmC34VWBAC6yD9iVo11j/W0zukAKBLJE+dFT+un//Hjxz+4Z2757774WtfBDgmFLhHxbQ216m3JvZ7swXlPtKaMG1Xxl599Fqu51SK01C8XX+8c3+S53J1+lpT/khp3FRdwlJn4mBl4HRN6nBBQmmIR19B3Hp3nXJzGpOzgekQQEeAMgAKAiQEAKI1nKAUDOEmjMARBDGZDCurCx988Na9e1eTksIyMqMH+5tbGRVBQZ67Oxsmk2FvTybgS5ZWt74KrOGRCRpYo2NTY9PjY7Nj0UnRpXWVW3wBky/53cAydwb/C2j1BwJrk320xTlicg+3+fu7AvkOX8bk7m2y9zY5ii3OAZN7uMk9WGPLltmSTaFCoJAr9lh9TfmZwQ7FYXajBT7LVUGzJd7Due49Wa79hQ+HynyGS54M5noMpjtNpDlMpbv0Jt7vTXbtT3UfSHswkOLRk+DWGe3SFuHYFePaFuHICLZu8L/VFHCrNeRed5TtYJx9f9idTp8rbU+u1HtcyLr9i7QbLxfany93+7A14EZvpG1vpG1TwBfVXp9XPP6s2P2TnPvv5dq+mXr7lcjLL4Re+Vnc/Yt54Y+ri7IZLW1dg+Ojc8uzq+tbuzvyfdnRyeHBybHGoIdR5JnPGPW8vOP3ZJn5o3X2wYYgVG9CdEajXq/XazSak5OTo0P14YEKUIDHFVVWlRSXprd3VRQUpbi5OiqVSoxAjajJiJpE0j2RRCxTyCcnJ2k6nIoJT1T04mJAApMBWllbRTCUJEm5ZO9YeUAgKKAACiMQAhsRGCZxgo5lTBBphAFOApLCcdwEQyaU3pRD6XBMg6MmAOhdQgQOdCcGYKIABqATE2pEaCGVOY0izoaWwVk6Zikct/z8m5M+c2hmbiZSZ0V3y1KUJUdoWYM5wqLRA85ak+b+o6VhgzlMs/RywJ9ecmGprjAj1RzEmWBIZTBQAIz2zoj3tAoAIjtm/u56yF9dCvzJvUiHtA6vwkWr6CbPnKqp3W322oxkrHG3OkxY4SuqCJLWhO3XR0prQ3il3sx8j62CR5tFvisFARsVEeyWpNX6kOmKRyuNgYcjJZPZgd1xjybzQicKoobyI8cqUqYaclcHGqRbU6ROBigdAAaK0hOUDgDkdKgQwzo723974ddXrl3IzE9MSIvoHGyuay0PjvYTygXyQ8WeYp8rlMwurK6zuKss9hJzbWplZmx6dHBsaGR0cnRsemx8Zmp6fmZxtqO/IzopuqalYYPL48kOtp4GFouj4LBPj68C65soHN1iHW1xjpg85TZ/f1ugYPLlTK5skyPbZCtZQtU272RpU7K8KWIJlQLZsVgsnOytq830yw+xaU/zWK4KWa4IHM/1GEh3Gi32Giry6i943Jf3cDDXYyTLdSzNYTTVsTvBoTvRpSfJtTfZoyfBrTPWtT3SqTXcoS3CsTXcoTXUlhF8ryX4bmvInbbQ251hdxiel9q9L7f7fF7j/mH2ndey7r6eZ/N22s1f5Nu/2/jkSn+UTVf43VrPz4tdPy52/6T84aV8+3fTb78ademFkEv/EXHvfGaAY2V+anNzY3v/0ND0wtTSyjpza08moacZNDrtM05vf1xgwShkRPUGRGc06sqij0oAACAASURBVA06GljqwyP1waEakEAqUdTUVhSXZnT1NRSXpjva3xXwuRQAOAAGFN0/OaIlOMurK1K5jO7oEQQhFAqNeoNMKuFxuBNT48U1levcbT1k4vDYQr6AQGACw3EcJQDAAGEgUA1i0EMmFIUBTgAcxyCYVvVQACAUocEgDYroKeLQoNehuB7GTBCGwRSiQ0kdDnCAQKg5H6QsbGHMlLcUjlNPD99gZ057tLDzucAyX4p6WodllpWaQWMm13OB9XURFv60fQ1loa54LrBQkkJQarBtTG8AMgCsslr/20dBL3jUdB6CHQDyZ7ErgdXfffeip/9j8WzPemU8vz6WVxXCLg3klgQKK0MU9ZHHrdHqrnhJTbCkIUJYHyVtTz4azhF1x281+u82h0gZ8czCwM3C4O2KyNlc/76kh61xD+qi3NuzgkZq0rZGmxWsGeiYC7ADADQAGEjERK/Lrqgsef2tV6/fu1RUm1POKJreGm/sq3sY/GBDwOTvS9gSoVCqWN1hL++wlrZ35jeWJ5amhieG+kcGBofGhkcmJybnJiZnp+an2/vaw+PCqxn1TIGQK1XSXKCZZQks7hmzdi1o9U0E1jbrkMk52OEdbPP3mXz5Jk+2xZVvcfc32UquRL/DO1pc4W1sCWXyQ4lEurU8XZURUBbj0JzkslAdxm1L2qwNmyv2mSl+slgbPFrq053t3pHh0pflOpLtNpruNJTs0JPo3J3o1pXg2hHn3BHj0hbp0hru1Bru1BRs2xxi1xpq2xZm0xZq1RJ8uyngerP/tTr3jxgPP2l8+Gm+1VuJV1/Ktn4z1/btqEv/EX/lx/m2bzV5X24Pulnvfa3Y9eNSj8/rfW4VO72feee16M9eCLj4A78rr8Q9+KI0M7ahsaalp69/cnp8fnFlY10kESr29xQKmUp1TMcOfzpgGTC9HtUZTVq9TqNWqy2BdXyorm+oLihKHxhpq6jKsb7z+ebKAopjBAAHJ5rp+YWVjU2JXDE2NckXiwgAYBzbP1ZOzE6y+GwWf3eXxxqZG+ueGeEd7yGAFMqFXC6bJBCAYwDgBCBRgCOA1BFGAwET9BANiVEIAjAYkASOo0bIoDHp1Eb9oV5DW4oiBKnTGynidFyJhEgMwc0qTTOwLLUIljXsZ2IZWjBlMBgMBgNxpn4gviJJpzM74mn3UfIrozlmrNDAMi9MNaeQlgGgZS3fMh80P/NcYEGQkaDQfbmiqaQRhoAUgBuZ7X92Le3ViMmgCVX2Op42iYXXbp6/eivSz9Ew1bSa6jWf7bNQELBSErZRFr5TGcWtiRU1xUlbk/ZaEvdaU4SMVGlXtmKggNOaOF/mN5v3iF0aICj1l1SF8StD1wt814qC1qsiVypjZitjxitjR6sTZlvztsbqecs9oo1hwcaEjMNEdWoS0aenx7708x9+duu3EWn+KWVxA8u9ZR2ljv6OW7JdsUaxymdxFYo1LneNfRphTa/Ojk2PDo0Pj45NjU/MTs8sjo1PT8xOtnS3BEUGVTPqWZI9zt7+M8CiUcVlK3isU2Z904G1s6vc5ShZvP0d3v4mT7bBlW3y9rf4ynX2/g7/eIe9v7Mjkohk+9K9tfnJtqqsgnD7xvj7I/nea7Xhm3WRa1XBq1Wh63URK/URk+X+vdke7alOXSkOfalOQ2lOQ2ku/cnuvckeXQmu7TStIpzbIpzbIpxr/azqA6wYwdatodatIfcYQbeaAq43+V2tf3ix2uXDAuu3Yy79JPjDH6be+mW+/btJN15KufFy4rWfZNz+RYXrh/WeV2seXat8+EWt961ytwvZ934V+/l/+H/4vQe/+WGw3Yf5SUG1taWMnu7+yamx+bnl9TWRRChXSORy6cnJEe2yZPkf+o8LLC2m06Bqg1FNA+voWHNwqFYeqAAB9FpTU2N9Vnby4EhnfWOJ9c1LC5PDdOaDoOTU3GJTc8v88gqTtWtCEbrqtH9yMDk/zRaxlWqlHtXLNcptpeAYGGCAYSSkUx0BAgUEDhATiUI4BRMAxwFGABwjIZKevUEgABsBChOwEdJrMNQEAI5hiMlkoEUDAACDwYRAKJ1ymunwjA7L/Co9o3fHLCxf6LTOYDAYjUZzAZ74iumCWX1qJhqwMPCjTzZrEcxosxS7P4Mky+tYvjWWv/06YOEUrNyXVmeXHh/CMgDcmxf+1rXm256d535y+88/C8hcBusGkJqf15ThLygO24l3HY11n8gMWiqOWa9IXC+LXSmOWCkJWyuLWC0OWymOWCuN2qlPFrRlc1rS1qqilwr9ZPURB/WhirowcWUwryJY3Bhz2JtzMlKin6uTjZZud+YsNqdNN6ZM1KcMViV0lcbNdtetj/XsLo1EBLq8/96Pbewu+oTeTykM7ZtpLm7KdvV3ZMq299SK2c1VtmxvSyhc2t5dZG7PrS+NL04OTwwNjA4ODY+PjE7NzC6Njk2NTo01tjf6hfrVtjZyZXLWnmJDIN8QKLb4XwKLxzo9LIFlHn7+kzLrDwEWa1fB4ijZfOUOb3+DK1vlStd5+1vCwzW2bHVHvMsRK2T7auUed2OmtTIjNdCmMPB6d+r9+RLfmULv8axHU7lec8UBc6X+cxWBU6V+w/kPu9IcW+Ks2+Ns+lOcxrIfDWV4DqR69iQ+6Ih1b49ybYt0a49w64hyrfG9V+t3tzHgblPgnebA24ygW82BN1oCr9W4XSiyeSflxi9CPnzB99ffi7v6ap79ezk2b+TZvJlw9ccxn/wo/dZrJU4XKj2uVj68Vet1p9z9k2zr15Nv/Czw4vcc3/kHr5tvZsX6VFbmt/R29U9OjS/ML2+uiiX8fYVkX7GnVh0bDAbLSsrvptV/FlgmDNLgOjWmNhjVOu2JSqU6BZZSQ2LAZEAYTc0pqfG9A+2M1sr7d69MDXZoNSoExUkSyOT7U1MzUpkCwVCEwA0wRDeMFEf7OthAa0ENFGQCmAkgGqMKUMgxn6/cZgIEAygCNBpUfUQiRgAQ1KhViDjHe2KAGAFsAqgJEBggMFKvBQgECAwYDIDAAQQjej2BwBiCarVak8lEWWDFHMs80wqkv0qHLbSkk+70WSZu9AnE0zZV5NNOe9TTOiw6nTRfmc7yaFCa+4mW+58t36BnWpPmqMocbX0dsEywEQMoDOm7qhp0xyYpAB5ts//Xverc/bJvuab9LLDUv/sgkbF55+61NPdPtqLvC2Jd1lL9F3IjlvKj5nPCpzKCZ7JC10rjdurSV4pjFouiV0rjtqpT2I1ZwpYcXlPmblW0uDpMXBEgpmtejHhFS4KEEbfXliTtzpB0Z4l6soQDucKhQtFosXi0TDBWxRmu2eit3F/vX+wtbS2PaigNT0twLS4I7OkpLC6PC454ID3gwRTEEvM4e5L59c2plbXJ5ZXxhemBqaHeoZ6u/u6e3sG+/pGZ2aXxiZnhiZGa5hr/MP/GzhaeXPEMsOh8kMdSCHYVgt1TZrE432xgsXcUXM4Bl3+wzVWssfeW2JI1/j5TcrjEEq0wOXyBSHUkk/NXR9sKCmJdEh9/woi9O13gsVETtFjqN5HtNZn3ZCrPdzTbczzPczTfczj3QXeqY2uMVWuMTV+qy1iO93Cm10CqZ2/S4844j/YodxpY7RFu9QE2df73GvzvNPjfavS/2RRwnQZWgfXbOXfeTPvi9chLP/X94IeRV17Ksns3x+7tHJs30m+/mnLtZ0nXXk774o1s6w9L3W40+NiUuX2cY/NG1r3XIi79yOGNv3v4+c/Tox6Xlma2drf3TU2Mzc/QwFLIxQq5RHVyoNfrLUdn/+jAUmHaE0ylN6gMmhP1ieroUK040Ozvq1GIRAxoe3t7cmpCey+jvbPWxfrqUEc9oOhiNlCr1aOj44uLi1w+b2Nr8+DokFaBojhCk4sAAAWoCUA4gHBIC3BoqbW9LzcPZbKBEQIQAo6PtAK+ZH25p7oy4pF7oKNDZljQTG/XUGvDbF83e25Guc0klPuIWLo7OsGanAYoDnAcVmvosR49bCAASRtJWxaMzOIDcKZBp7FCnU3bYGc2VZaaUsrCjNQSWM8gzBx/0dGZ2cDPElikhQ+yWfP1DLDMHDQngJYF+K9LCU0wpDGZUBgbaewEOJADcKus/f9zK/nX6KFLrUulOlC5D0rmlBFxQXUx9nv5/sN2F5YiHs7G+EzH+oxFeQ5HPh6P91nOjdiuTN6uTN4si9sqj98qj98siWJXJnCrk7aKQtlF/uxin91CH35lyHFHykl3upQRL2HEKXsyDgdyTkYLjscLFUN5kt5MQXcavzOd352z0ZR8sthE8UeAZEK91bHcnbU6WDjESC/LCkiMfMTfXUAhjVajOj5WbbN5i5vb85tbs2uL44uTI5PDdNF9bHxmanphemZhcGyovK48NCa0ta+TI5V9FVjc/+eAxdmR8Tj7NLCW2ZJFlniNL9+WHi7u8rf5QsX+nnJve26oujTJLSf0en3CnfkSj9WyR5uVfhuVwYslQVN5vuPZPuO5TwbTHwyku/WmOHYl2ncm2HUlOvSluNPhVV+yZ0+iZ0fsg7ZIt5Zwl5ZQZ0aIU1OwfVOwbXOQVVPgnaaAWw1+V+t9P2/wuZzxxS8Kbc4X3v9N7Oever73/fDPXsq0ey/N6vWUm6/k2rxeaPtW+q3X4j97NfmLd/Mdr9Z4WZW4XMyxeaPA/q346z91eOPv3C+/nBrxsLg4ndHZ2j0+OjI7tbC2JBBypHsCxZ7o6FCh0+kgCMItVhP/cYF1jJ8CS68+Vh2rzcCCDBisR/r6+jKy0ls6mzu66txsr7fVFhOokQSEwWTUGbRbW1tMJvPg4IB2s6PLyQhy2jnCUYIicep0iQSE8rmu5z94/b//+Z3v/7jIyaPIwyvZ3iHVzaMsPLQsLDzriVdVRORIeelQQ01JalxGWFBaoF+mr0++f0DYPdsL//Yfd958Z7axBaAYwHFA4STANKjuyKDGSQJBENr4hWYWzS9z4ckMLHC2fYt8WodlTtksAygzLCyLUJagMXcJibPFE88U0cwlfHMk9UzgZtlVtIzIzEX65wALwtQmoNdSHUUMgIB9AG6UNP9fr8rzTdw8CgwAEMkk7uZ2vX3tg3ufvtjpZzXrazfkenv8sc2Mn9NssOtUiPtk+IOZGM+ZRK+F1Cfz6d4beQGb+YGrmd7ckmBZTQy/LFRYHSllJHKrI7aKA0QNsYddafL2pL2WeF5dhKApWtIar+hKUfSmyntS9joTJR2J6uFcESNW3BIn60ja60wSdCQJOtP3BouEwxVDpbGV8X4jjWXLI/3Cra0jseJAdrixw1nZZZmFo2PT45NTczOzS+MTs4tLa4NjQ8VVxdFJ0V3DfbtiCUemXBfK138/YK0LFOvfQGCxd6VcroIG1ipLurS7t86X70oPlndYIplQq94TsSbaS0OTvC6WhV1ZqvbcqfNbyHObzHRdKPSaK/QfTPPoT3Ebz/PsT3PuSrRti73XEW/dm+I4mOHem+bRleTenfywK+lRR/yj1hiPlkjX5lCnxmCHxiC7ljDHlrD7bWF2LSFWzYG3632vVXtdqnr0cdrNX1a4fFzlcSn88k9dX/926KWfZDu8l2b1evzVn+TbvlXm/Jusu2/Gf/7zlJvv5N2/VOJ+Nd/5o0zbt4qdzyffesX5jb9/8MlLmeEepYWpje2NHSMDA9Pj0yvzHN6uWMKXiPnKfblWqzVCJhzHzQYywOxC97x76mmrmWfuAQAkoEiSxIhTYKlRnRrR6A1qvVp1BizVvvLEqIdhPTQyMpJXkN3a0dDZWedme72uJAuFdBQgdQYtradCUfh0TTHd3kZwEqcVVkCv0hm1mgOZeJ+/C4yG9c7ON7/197/8s7948OYHfEYnUJwAngiIpECtARo9kMqARA40amDU4+oDoNeAk2NYLAYnamAwwVx+mK2j3x3rkfpGAEEAgUjMRAFcB2lNFKnHMS0E6Ux0ioYhEAqbEAQ5VTlBCAyjCL1P78yC5st5IJwkcJIgqOcCC+BnozxmeZe5LGUWf5kh9QwHLYFFfQVYZgGqOTm1LNJ/HbAMMGYCQI+A0vQS/QlyCIBTVff3fSo+btj5oGLgL52Dzn386EXnqNvBPgEhDsH3Pqpxu9X3yHrC234+0HU5/OFSxMO5iAfTEW6TUW7LKZ4rGV7somB2UeBGhqegMEBZFSUqDmHmByja0oT1cSu5PrvlYfvt6Yq2FFFDrLgxTlgfI6yPkrXGn/SlaYaz1INpR71Jivb4o56Uo54URXs8tyZU0BB11J+935sr7ytkNmWuN+WvNZeOl+fNNdXMtTYt9nRuzU+uL4wtzQ3NTPWOjbQPDrYPDfaOjAyNjY2tra0Njw6VlBUmpiX1jw6z+CKe7GBDIF0XSrf4ciZfTncJuSwll6XksZRclpLDVu5ylNtc5Tc3wtpi8cTyIxZPsbTK32YpuWLNFluxusUWy6QGg1ImnOuojMgNvNYUfXsux2Up120m020i02Ms3W0ozak/2bE70bYj7l5bzJ2WmJuNEdfqQq/WhVxrjLrTEmfbFu/QnuDEiHVujHKqDbOvDbOvD7tfF2pfE2Bd6XOrxv9uY5BVY8DtBv9bjX63Sj0+yXX4oNTjkyKHD6sffFb54NLDN/7++vfPBV78Xpb9m/kO76TeeS3pxs/z7d4vcfoo+ebrcVd/nmV9Ps/pw2yPC3kPPipweS/h2k+93vnnBx+8GOt+pyQroamlrmt8oG92bGx5Zpu3vScTyWSy/f19nUFvgCGMwHFAERR5OmQHAHnmWf6fvadH/CAMhRDYBEMm2Gg06vVanVatUR2rj49VR8eao2MNBCEnR8cT48M52WkdrbVNdcVBno6FGfF69TGGYScnJ/QnUCAQLC8vSyQSvV5PP3NwcCCRSEQi0fzs3PTkVA+jhbe5AR8cc5eWGfklM22d+2vbwIQAmAQIBlB6rSIJTDCA8VMTY5y2I8QAiQECAwQOCAwYTWMtLQ9u30n09QMGA8ARAEN69bERAAWGq0lwbEQpABATQaHApIUABSgK4ASFECREYDCJIySKUhhGbwIDJAFIlMJgAoFxjN5dTFCk0QTr9EYExSkAcAJodQY6Jccs3EHN+MCeu5eQIAkMJ7CzwAoACgCMImkyojh2GpoZTRiCUk+J25+6PRdYWhRSAyBCNHmluSgAagCuBmX81UePL8Z2WhcO2RT29ajBDgBCANYO9qKin8Q8utWX6J1vfaE/yGky0mMm+uFwgP1ykud4hONa+pOFlIcLKQ/X0p/s5AYKC8OlRZHC/DB2QRCnOIRXEsEvjeRXxAir4gSVsbzyaH5VjLguTt6cuN+aqGiJlbVFH3TEHPYkHvSmK3oypJ2pwpYEbmMMryl2rzVF0ZnBb04SNKcImtN2ahJnsoO6Yx72xD4ezQhkNmWuMTJW23NWe4tme0uGe4pHB2qnJ7uGB1unpoamJkeLCvMzMzOnpudFYjlPLFvn8dZFwi2xhCnc2+RKN1nyHfYBm6disU922Se7nONtzulw8Te0S7jG5u6KZCyhkrkrZ+4e7Owqd1gyDlek1RzJxatTPUXFsXZF/lcGkmzW8x+sZHss5HrO5HqNZz0ayXAZSnPqT7bvSbLuTrrbnXKvI+EuI/oWI/oWI9aqLcG2PcGxLdGpOd6lPsqpKtSuItimOsS2OsS2NtCq2v9ujf/thmCrBv9b9X43G/1ulbp/mu/4YcXDz8pcL9V7X695fMXj9b/+9NvnPN/52xy7N6ofX8yyfjv19ht59h8UO19Ivf1G/LVX0u/9Kt32zUyPjwq8L5c/vpB+5xfeb/+z61vfi7C/Upwa1dBY3TnS1zM9Mrw0vcljimTiPZlUrlBq9To9ZEIInB6vox1X6CUSf9iBUSRC4BCGGhHYBEOwCYINRr3WoFFpT05oYKkOj070er1KdTw/PZGXndLRVNXaUBLi7ZqeEKZXH4MzwymNRsNgMEpKSqampmj15tHR0eLi4vj4+NTUVF9f3/Dg0OzklEwoBjiJm2CpQERAyKn2HSdPh6JJAHCSgBAKwQDtI4NRgKAASREUjgEcJxGSQACJAxxf7O/3umed7OcrXl4CKILrtCoTYgRAfKTGAVCdGAEJdEd6cLZug6IAQQKMIjFA4ae2EDh90NhCqVMTGxpYEIzqDSYEJem/iMEImUynE87kmdkeZaFOMHcJCfPaZwoAmll02ZGeZ6F/3pyOKtE71ugJcerrmPV1wBIgJ2JKXdpadghptAB0rh/VrSOjx0AAAB+AbiXImJPlrsgdMiv+7f33rt24EO9+O8XqYq2XVd2D24MhLn2+1v1+VmPhDuPRzqOR90eiHKfi3JaSPbcy/FgZQbvp/rzCMH5JmKA0UlAayS+N4pbG8MvjBBXxgqo4SX2igpEib02UtcZKW6OkrRGy9pi9rmRxV7qoM43flsxvSRS2JMna05TdWZyaqK3S4LV8v7V8v5Us79lkj9lE9/lUj+3SgI1Sv9Wq4JXm2IWO1MnOzMm+4rmxhvmJtvmJvomB3ryMjPysvLVVpkJ+whZI1oW8dRF/QyzaEIrW+bINrmyLc7DNOd7mnGxzTrYtgPUnRdUfDqx1tmiDs8cSHXJEJxu7inWmiMeTyqUyzYFofqihKNY13etKY9S92cLHq8WeMxmui0V+M/lPJnM8RzNdB9OdBtIcBtLsB9Lsh7Od+tPtO5Jt2pOsO5LsO5Pvtyc5tSU6tSS6NUQ7V4fZVwTbVAVb1YTaNITYNoTY1gXebQyxNgOr/MHlYreLdU9ulDh/Uud1rd77mte73/n02+fcfvl/Mqx+2ej7eaHjBzm27xU4/LbI6aOMe28nffGL5Fs/j7v5StaDC8W+n1U/uZxj97b/Bz9wfuNffW/+NjPSp6ampLW/vWdyaGh+Yo21xZcIRBKxTL6v1mp0JiOEoWYbA9oi6o8FLMhoegZYh0cnh0cnKpVKq1WvLy/kZacwaku7WirDfT0igzyPlXJzRUar1XZ3d/f29h4eHppL0Twej81mS6VSmUymUql0Bj1G4HSgcaJWnVoy4BiKYxByOv+M4pgRMkEITJIkhWAAwQFBkiSJARwhURiFYNiEGLQAwwCGHe6yqtLSPa2sxxnNAMMBBpATCOBAta8GJFAdqAEGEAP85VQQbat8aotPYgAlAE4AnAI4TmIojqA4htElb5JAMcIAIxBG0sOMEIYj6JdCB8pidgfHcbpkZm4anpa3Tut3pz4QOG1diGM0s05TUYIkMJzCcJLe9f6823OBpUegfRzaJ01VbXVKg0ENwK4RzGpAIxtkjB371Gy+6lbwl5cD/8fFJ+fetvur926+/JtLHtcuB33yTrHLnSrXuy2eNl3eNh1et8fCHUcjHUejnYajncbiXOdTPNfS/TYzgnaygvlF4YLiMFF5tLA8ml0SsVMUtlsWzatO4NXGC5uS9lpTJO3JorY4PiOSxwjjNoXvdaVKujOk3RnijlRRa7KwJUnalqrozODVxdDA2igM2C4KYhYGMgsDWaXBO+UBayVei6VPVhrCVtoSFzszFrrzlwYqNybbFobaBxh1aTHReZm520yO4kCzzhasi0QrIsGyQLAmEK8LpZtCxRZfscWV067oZ4xQfnOHnzd5+6ss6Y7oiC0+Wd+R7HKlcvm+UsLbmOhuygnN8PqiLOj2ZIH3Rl3IYpH3SKrTTP6TqdwnoxkPBlOde5Pte5Pt+lLs+9PtR3KcBzMdulLtOpPtulIculOdO5Kd25OcWxLdmuPcGqKd6yId6yPs6yPsm8PvN0fYNYZYM8LtmgLvNPjfag64U/X48/KHl5oDb2dZny92vlDz+Erox/9279/PPX77b1Juv1r16OPKB5dKXC4WOV4sdPwwx/a9tDuvJ9x4OfzKi+luHxT5XK7x+azI+f3ISz91e/v7Dz97K87Prbwku6mb0TnWPzA7try9zhFyBULxnlSu0qg1Br0JRRACp48/OrCMeoNOo1ertcfHqqOjExpYBwcHBoNud2czPye1piK/r6M2OtjzyYP7cpkYx3GTyUR/rrhcLpPJpIWX9DNGo9Gs/6Zl8TAgcQCOjbpN1s6hXqNHIB0Gm3CUvocAARGYBjHpEQijSBxGSBilUyqUJEw4rIcNBoPuUCEFJiNAEIBhQKUqTkz0dXYoiUtAufJTF0EEGJVqzIgAmgJmL3ycpP0hCIrEAG5AjBBuwggYxSEIMhoMOlqHRZspEySAMBzCqVNXCIrC8Oc7F5sN/GiE0UUogiDoCAtDTocQMQJHSQIhcBOKwDiG035gMAKbIAyCMQT9TwHLAENHsFZ4tFfZUAEDcAyAX+noT2zT/upi6Lmf2Jz7ifWfXQj9W+uc/3Ur/Z/cis6H1195kuzj+sDmly8HXb5Q9sA+3/pqneudjic2/QG2o5FOUwnuE7FuY3Fuc8le8yk+C8k+G9lB7IIQXnGoqCJGVB3HLo1cKwjaKA7fqY5jNyRwm5IELSnCtmRBaxynOXK3IWS7LkTanbbXkynrydzrShe1JgsYiWJG0l5riqIjXcJIEtTFcqujtouC1nJ8NvP9uRVhstZYbl3QVk3ATnMkuytluyd9qzt3s69ke7B+uad+oK48LSI0LzVta2NHqjha3eWtS6TLIvGiQLgskKyJZZti+YZAus7Zo6taTP6ZYfo3FlhMoWadd7TBP9zgyjY44j3F/oFMzF2ZZGRFVoQ5VQbcHUp/sF4TvlYbPlPsO57nOZbtOZL+sD/FpTvBvjPeujPeqjPRujvZtj/doSvVriPJtiPJtjPVoSvVuTPFpSPZhZHg2pLg0Zrk3prk3hrv2hzjxIi0bwq3bQq1aYmwbQ662xR4pyX4bo331YpHlxlBd9LuvJV2580Ch/cjLv27+6/+KvDDf0m+9Uqxywf13tdqHn9e6vJpgcNv8+9/kGXzZvz1n4Ze/lHUvdcKvD5pDLxe/fiT+C9ec3nzFidxggAAIABJREFUu64XXovzcS7KS65vrWsf6uqfGlncWt3lsXh8oWRPdqw6Uet1BhiCcYz+QY2SxB8RWEaj0aDT6zR6lUpDh1cHh8cHh8cK5b7JZBAKOIV56eXFWUM9jYmRfm73b8ukIjqSojMgHo/X29vLYDBUKhWdN9HPn3b6UQQDlI5AUAA0GLTO3jkwaEwUDgPKROF6EqUfQ4DQYJAeRzBAIQiGITiOk3RsYsQQHaTX6jV6nQZQOKpRoyoVwDEAQyNtraGOLjP5VYAlA+JDID8CehgQJKTXWfi94xSG0ubuEAJDiMmAGE2YEcUhBDNBkNFo0Bn1BpPBiEEwICmKtoggvvSw+d3Aor2VybM1OTSwKAxHoNNpQeLspwv9xmEEDiEwZDRBRhMOI//ZCAuC9QSpUezvlJalIYDchcAPbwece8X235/U36lgfte1+K9t8/+3bcH3w4ZejBn6n7dj336UXNPQ5Xjp0vs/+J7/559GXf0k3+Z6jfOt7ie2/X42k1Euo2FO/UH2I5Eu/WHOfaEuU4leGzn+zPwAbkWUsC6BVRm9mB+wUBC0Wh6505i005jAYiRyGAnc5nh2Y/RObehmVZCgNUnUniJpT5W0p4pak0WtyXSExamJ2qkIY5aFbJeHbhUHbRQGsCrCJU3xx72pYkYEpz6I3xol6UkR96ULerP5vfncnrKdnprl9trK1Liy7MyNleU96T6TL1mXyJdEsgXB3pJAsiqWrUvk60LpKk+4IZRsCSRMvnSbJ93mSXe5cvr4xjmObogM60LtGu9ohbO3KxTLZWLO+vR4c0FxsGNDuMNAsvtCoe9SechcSeBkWdBcZehQxsOhVI++ZOfuBIfOONvOeOvOBJvOROvOZLv2RJvWeKv2RLvOFKfuNJeuVFcaWG1JDzvTHnWkPmxLcGuKvt8YZtMQal0fdKcplC6632wKuFXx6HKJ+8f1vjeyrM/HXX01+eZrIRd/+Oitvwm+8L3kWz8vcfmQ4X+b4X+7wv2z/Pu/KXT8ba79O0k3X468+qLP5RdyH11oDbvdFHA9zeptp9f/xfH9nyX6OORnxtY3VbYPdvZPjSxsrmxz2Vw+T7InUx4fnWg1esgEYSiEoTCO/SmApdHoVCqNmVbKg6P9A6URMuxJBCWFWaWFGaP9jPT4ECebGwI+G5yVnAEAYrF4cHCwrq5Op9OBp3thOI5jBG6OsEwUvsvnqiADBigEUAhFGEkMoQgUABSQehwx4Sh+unSDwgkKJSkaWHrIpDfqCBxFTUaT6hiQ+OnuQQTS8YXtkYnNXqEeb35w6Uc/PtxgAgwDBIqa9ADgJCBwEkMw+Ky9AJlgI0KidFZIAgzHURSBcBghEJQ4C3YIEqDUKbAgQH1dSvi1wCJIEsUQ6NSfi7JY0ka3SugIC0NQcGYB9vsDC4Z0gNKZ1IKC3BgtbhAA8KZn2j/dT4vbBGk74HuuBf/qUf4Pj+p/FD3xw+ixc59FfJzYwtVSFWWV3/+7b194+WXvSx/H37yScePjnicOHQ/vTga7DAc49Dyx7gt0bPeza/GxG4l9tJLjv5rtu1UUwqmNZVZGzef7T+cHLJWFbzUkbNXFb9bGbNfHsurj2PUx7Jqo3aqInZpIdn0Mryme35wgYCRK2lOV3VknA/l0DWujOHC3MlxYHydpSpS3ph52ZRx0JYmawtg1AYLmCGlXgrwnRdaTvt+XJ+0r2huo3httHa/K76oo3F6clYqE/L29daF0WShbEkiXhbIVkXxNLFsXStcEextCyYbw1HCYpgOLK/0mAmuBb1gTG9aEJztixZ5MytteGmkqrIp7VB5wry/JbanQb6HQdzzHayzfZ7w0dKoiYiTr8Ujmg+EMj8E0t/40596U/5+59w6LM8/ufOXdO/buvfZe22Pvehx3x/bY0z090z0d1D0dpZbUyjkjCSGJnHMscs45QwFFzlBFTgKEAJGpgkoUUDlSud781m//eFE1ncZ37GefO+9z/hCiQBTP8/vonPP7nu95wsp8wsxw7s143J32qDPtYXeGc1/Ws/5s1+6sp50ZT9tTn3VleHZnenWkubcmPG6Ivs+IuMuIuF0beLUh9GZD4NX6gCuMwKtlricLnD+p9Did7/Rx3Pk3Uq/9KubsP/p+9OehJ/46+eqbla5fdobf7Yl8WO99pdj5i7InJ0uffJp99+3UO2+FXfynfLcvGkMut4bdqHA/43fin5w/+Vn0s+vFmbGNzVU9g90Dz0dfrr3a5G3zhYJ9iVihUWsNepPNakOR/xPAslgsFLB0Or1ao1NotHK1Rq7WqDRqi80slezWVBZVluaMDXUUZMW5PLy+ubHi4BEAQKPRcDic9fV1o9EIADg8tAAcnX+02KwkSUIIzOFwjGbTYamI4wiGUnINSnyAIMjXaoPXZlg2FKF+TrPZaDEbDVoNILEDlRyxGIEdB2YzsEBzxeU/P/YHv/zRf0118wRGI8BgQGKkHUEAYgWwxQ5ZCBgiEITAERJFX3fc7QAnSRzHKILhAD/Eh/31TjAUABuOW3+g6U5pUI9uzTl0DbQDgBM4+nqImtqxTX69L5KwkziKYQhKla6/U9MdhqwAMhmV+1XF2SgASgAuxpb8+bWQexVTmTPyB8UjZRxQwAM+0+B40eaxzyN+6lsmAmBNpXvj/eNv/fyNk2+8cf/Xb4d9/pvqe1cb718a9nk04Hmv0/VGr++DFq+7DK87g3Fey8WRc7kB84XBq1UxK9Wx08WhMyVhr+hx64zklbqE1Zq4jdq47fpEYUOyqCFZUJ/Ea4jnNyYKmpIETUnC5uS99nRFX552sFjNKpR2Z4s7MqRdWeKOjJ3m5J3mZHFbqpaZK+lIFjbH7LXHS3tTpL0pir4M9UCumlUsZ5brplrZ3dUvWqu5s8N7m692eFsbQtGySLayK18WyZZ2pK+EkpUd6apItrYjW9uhqsKvgbXNl7AF37MB7P9PYE1z9a/2zBt7ul2FWqOUbEz3N2YG5/lcboq6O1Pot14bOVcSOJLrM14SNl5BGyoOGy8OnCrymyrymyjyHS/0Gc33GMnzHMxz68961pP5uDvdhUqvenNcu7OedqQ/6Uhz7Uz36Ehzb058XB91rybsFj3ken3YzQqfCzWBl2t8LtT4XKj1OVf4+NPMu+8XPv4089b7tLM/y7j1duLln/t//BeBn/5V7Ll/KXU50RXu1B/zmOF7rejR5+VPvyx/9nme07s5D95NvP2rnKeflrh+Xh94qTH4Ou3ae48/+anPjU+L0yOaG8t7B7qHno+9XFve5G1zhQKxVCJXqzT6A6PVYkVgiln/wTbWd4FlMpkMBpNWp1dqdRSt5GqNRqc1W01S2V5NTUl5Sfb4cGdRTsKTRzfWVl8ddekUCoWzs7Nzc3OUGsvRhHaQC0cxi8FIeV9tb7IP1BoSxag0BINgAkEBTpAohlhtGATbCdKRkhy692G4DUVgFDGZTACQKAK9tgTE7RgMCAzA1uGSotrwiNQnT+IfPBqpqgIoAnDEjkMICVkBbAGwDWDI4YpZEiIhCCAYwDCAYhiCwDYMgr++u6S8ul4bclkR1GS2fq+sweHW4ODX18CyAzvxeoM0AChJQBj6vT0sFEZ+V2AhBqNeIaNXl8EA7APwWVjOH571+iyxKXVyL26A69W4fDF/qlgOYjbBsdPRf+mcOg8AF4DP7jj9/N33/+jYsf/1o//r0S9/4fv2m9lnPmu8f6X+zsXK66fqH14tv3+hxOlSR8jjtbLYF9mB01n+CyURi+VR04Uhs6Xhq/WJ6/VJyzVxyxUxaxU0bm2CqD5ln5G2z0jbb8vcbUvbaUnhNyZyG+L5jYl77emynpzt+jhBU5KkM1PalSVsSuLUxgibktTMAmiySscqkHWny3vT5b2pkq4EaXeisj9d2Zcl7szUjlaL+srXOkoEEx27L4Z4r6a3uNsbO7vsXcmmSLoikDhG8daEampdw6bgEBDb/P1t/v7vHbBeiEwzPAVHrNFoD3bW5pkV6fRol1aa08uKoMWKwMXq0Fe1kfO1sbO1CdM1SdPVCUuM+JfVYRNFvkM57oPZboN5HsP5PiOF3uPFAWMlfqPF/kPFPgOFXsx8j94c1+5st460p53pbu2pzxrjH9WE3Srxv1Dqfa7U+1z+sxP5z04UPTlR4PJp/qOPs+8fz7jz67Rbb+fc/SDt+tslLp8UPPwg8fK/xJz9x4SLb1S7f9UV7tQT6dzod7PK9VyV26nixx/lOr1d8Pj9zIcfFLh+UepxqtLnbLnX2cQ7x33OveV19aOSlFBGTQFzsGtkZuL54sslDluwK5LKZbsSsfpAZ7JZjVaL0WqxoYhjkQxxeK7sDsXDb0m+HK+ngGVDEQsMWWxWClh6vVGr01PplUyjkWk0e1IJgsEKpaStrb60KLO/u4FRU/DU+eboyAB4bXtAEMTs7OzExMT4+DhVEh6tnqRS6Y5A+OL59OzE1L5gB5BAKtrjbXJIGAUkAIQdYMShyTJhJyCEhNHDLhIlbHBkW4SdUlSS5OtrPztBkjiwY8COEQcKTCoCsn1g1MlnZ7J9vUsiI2z7ewCBgR3TGzRm2ITYMYhANAYtDkgTboEAAtthM2yy2Sw4hmAQbDEYSRgFOAlwQCIEJUDACWC1wRaLzSGUd4zvUI/jpyJJ0mFxBUi7HcNRGKFKQpwkUJKAcYwAwAJDlKwBgWCq1YWjGIkTxHeWEjrKz287z+AoIEkRf7uqrloHwDIAx+Pr/rNT0u0efshz2e3qyavFYxcKxzO4wHdMfey0x1/c9J/FQcPa1llPv7jC0samtmhvn7f/25/887FjQcffif/ieNGVMzX3rlbcvlR+/0p7wLPJ5LClAtpYgvdwrNt8XthaRdxCSdRCafRmXcpyFW2lkrZUErlUFMGpihc3ZYkZmbyqOGFD8k5z8m5rqqglhdcQv0WnUajaqovlMRJ2WlLEnZmynpzD6M5WdueregqUfXlKZraSmaVgpsr6kmU9SWpWuoqZJe/JEvfk7vYV77Kqdofr+ZNdvLUFnoArEIo2twSrm6JNnoIjPFjnadd5B+vburVt1dq2gs2VbvElPOE+f1f2eweslyLtpkyvOLAoxLsz3Yxqmkd9xIOJPO+XFUGL1cFL9IhXDbEL9YkzNYnj5fGjJdGTpcETRb5jBd5jBd6jhX7D+T4DOZ69ma59We792e69Oe492W6dGS6tKQ8Ziffq4m43JTxsjH/UEPugJvJORfCVYr/zJV5niz3PFLiezH/2eYHLp/mPP8l/9HHew9/kPfww/9FHxY8/zr3/fpX7FyUuv0m9/mbCpX9Nu/7rRv+rPZHOfdEuzQG3q93OU8DKuf+rfOf3sh4dL3Q7UepxqsL7XLnX2aS7H/qff8vv6gdFCb71lZn9zI6RqbHJ+ReLmxu8HaFYKhGJ91U67beARUmx/uPAMtmsZqvFaDYd6I0q3YFCo6VoJVWr96QSGwYpVNL2DkZxcWZvd31DbaGry+2RYdbRQ7W4uDg4ONjR0bG/v3/UHEqj0YyPj7c2t7Q1NbO6e4VbXEACjUyxyxMc1l8UsAj7N4H1jRXNh/J9AuAocSgNB8AOSJLECQIj7SgAGCAhQFgAagGIFViMO5OTNXFxia7u3OlZYDRSczwS8R6Oo3ZAIiRqgAxW3EpZROA4CkFW2AZRPSw7hpMwjlhgHCIACewEgGGU0mFRudVRexmHRfK3R3MI0gGsb8kaDBYzThIIhtosVhRGqK4ZlWF9d+jqh4CFGPU6pYw1MqAFYMgI3k1t/Ul0qx8bVJrB/faV03msf3DP+ZunGf/jXvR/+s21U8FJbAC2CdC3xtUAgAAAW6y1mRmXfvnmvxw7dvrHf+z73ltRnx8P+eidyM8+SL10Ku/2hanksLn0sNn0sNmM0OmMoPFk36kM/6WS6IXCsFfFEa8Kw18Vhm9WxO7UpQpqkzdKInn0BD4jQdiUJGhM3K6LZddEb9ZEc+g0Dp3GYySIWlOpHry8N1fanS3pylH3lqh7S9T9xcqBQsVgrnwwUz6QpmAmK5nJyr4kVXeqvCtd3pMl6y+Qs4p3R+j8l0NbS9OCjWURlyvk7XG3pGyOamNbx+GZ2FzjBvdgk6vZ4Mo5PPEWT7Ql2P29A9a8QLyrMxwY9NvLsx0FicUBd1tiHrwsD5kq9J4u8ZurDJ+rpc3UxE9UxA0X0gZyQiZLgyeLfcaKfcdL/MaLA0YL/Zk5nj0Zri3xzi1Jzm0pLq0pzozEe9XR10tCzhUEfFUecrUs+EpJ4KWSwEvlQZfLgy5X+l+s8LtQ5n221Ot0mfuXpW5flLl+UeF+ssrzVLXX6Xrfs9UeJ5oCz1d7nMi5917q9bcybr7XGnyTSXvKinVrDbpb436h2v108eOPsu/9Is/5ndxHH5S4f1nqdbrM+2yp11cp9z8MvviW/9X3ssOf1BQn9fY2D44Pj72YnV9f2xLyd8Sinf09pVZD0YoqDL8Lpv8IsEwW87eAJVWrxRq1SCq2ojaVRt7d01JUlNHdSWfQi9xd73W0NzvODwBALBYvLi6OjIzIZDLHnB2GYQaDYXl5eWpqamVpeYvN0Wm0wA4UMrmAx3cUTSROANL+eqYHxRD0a0N3++sRJDsABLCjJApjVMMLB3acxDACxUkM2DHcqgekFSBmu0EDMAggiGpppSktw//KzSl648E6B+gMAIIBCmvUchtsBgAnSARGLHaAURvYIQiCbRDVCEetiM1oRSwowAAgAIbgEHQ4MUONKDpK3d8CLKrpTs0zYgROFeA4sJtsVkp6RuIEhqBWowmFEUB+/3zo9wLLjqHIgVoh2u7tadcBMG4EJ/KYP4luvz6sutbO+dMnaX/1JOUfnqV8El0ZN7hUNj43xOZqAdADsGfCjQDoYJwAAJDYytT47c8/+pf/8p//6dixM3/zF06/+NmDN3/25J03wk/+ZiA6YCY5ciIuaIzmt5gbs1oc/yIzZCrFdybTfy4n6GVe4EJB8EppxGYVba0sZqEgmFNF266lcemxWzWHd4LsmujN6igKWMK2VHFPtrQvV9qXK+nN2e/O0fRXaJmV2oEK9XCZcrRIPponH8lWDKfJ+hMUvQnq7kR1d7KmJ03dk6bqy5QxC3fGGeyJVuHcsHJ7TS0Q7XL2uOuSbY6GyzVt80wcvoHD17H5yg2eZJMr2tje+b0D1ipfuK+Q7Qo2xjtrGGlBLYnuA+nuQxmuM8UBL8pD52qi5usS5upSZmpTJyuTx8toU2Uh44VeA7nufRmufRluvemuXamuHclPmxKcW5Jc2lKetqW4MBKcqqKuFQV9lePzZb7vV7leZ3I8Txf4nqsMuUqPvMmIuNUQfrMu5Ao9+HJD0MX6wAsNARcYgRcZgRcbgy61hV5uCb7YFXmd4X+27OlnmbfeTb32DsP32kCc+2C8R3vIg1qPixSwsu6+mfPwVwUuH5V5fVnq9VWJ55kSzzNpD34TevmtoKvvJfneqsqldXUx+odZQ8+n5lZX2HwuT8QX7IoUGjVFK4PFbEVgSt9AQepo/LuBZTAZNXqDSnfgoBUFLBNs0R6o+gc6CwvT29qrGxtKvD0f1tGrKE0D5U6FYdje3t76+rrZbKZ6WNRk3NG+u2POUSqVbnLY1J8JgsAI3HFYEQxFEIQgAQ4Aagc4AQgcOLrfJIwjEIphBGEnqTEXFEcwAiXtKCAQgJhJyAgbNbhRB3AEIBjQmwVDE16nL8bceYQL9w+Hfggc2HEcsgAcoX4rGArr9TqDweBYxQzDqNUKoTDxepsGSc1TUzXg0WHmHywJqZYcBDt0WDCOUZ1H/LVw9DWIf9st4Q8AC0cNRuHGOquzHQFgVoV/FFL8Rzdjf53U/WFiywfR1WFD3N4DMGsHPAA2THYTABYSIABYCQADINYZtTYIB8AOMIBD+QkxH//T3//8j//wvR//8Wc/+fGpv/vvD955I/3GJYbX0/ZAj84gt/HEkLnMiPnM0NXCqNk035kMn9lM3xc5/vP5QYvFoQtFIQsFwezKGHZV1EZFBKUR3aLT+IwEbn0c1c8StKaIOtL3u7PEfTmS/lxpX76WWalj1WiGKjUjFarxMsV4oWIsVzmWLWcmqvqTdP3J+r5kQ3+Krj9Z15ei7E+XDZfsDFXujbcqX43r2GuqLb6EI97lqnkc7fa2fpt3sCU44AhUbIFsnSta2955vaL09wZY+3tC6d72wnh3bXZEdYLbSGnYZGlQe+y954UBU4WBk4Who4URQwVRAwXRzPwoZl5oX5Z7d9qj9qQHrfEP2pKc25OetCU+bU140p3p1ZPl2ZPj1Z3t3pbmwki8VxVztSzsUnnolZLAS0X+F0qDLteEX6+Pvt0Udacx6mZD2DVG+PXWiOutEddbw680Bl+o8/+q1vd0Y8C5xoBznRFXW4IvNvidK3r0Seq1X9d5XR6M9xhK8HQAq8j5w6y7b+Y9+FXx04+rfc6UeX5V5H6qyON0pvMnUdd/FXLt3Zgn58rSwjvb6noH+vrHx2aWlzZ521uCbd6OUK5WGSxmKiwwRHVwHcL3owr439KM/yFgGc0mvdGg0RuUWp1MoxFr1Ptq1b5aJZKKjZBZb9QOjfYVFKQ1t1Q0N5YF+D1pbWFQ58eRdCwtLQ0PD1PThVSWQV0gUgcbwdDD2zEAtAe6NfamHQAbiqA4BuMY+XpgxYYiEAIjBInaAYIDBCZRiLRTyyZsJGnBMRuKowRBAmqgkpKnkyQOAA6ZDQhsoYpjgMMAxwGGARsCpCpmfmm00+Py6DgzfwdgGIAggOEAw4HVCum0loMDGLLiOI7imBWBEQJHCBLGCcdsNIYREIR8r+PrDwLrmxmWoyQ0Q7bDdwpDhgO92Wg6FLj+LsDCMQBwsLetHOseBihYZsv9U2oCi/vb2SYJAEIAuADwAGjdA6fCG/7k3Tu+iTW4HcBWUq+HcAAQAPQYZsRwxH44jYrqNT01Fe7XL33x83/8+z869vd/cOy9P/lDz08+KHV3bov07Y3x641wH471Ws6PeJHuN5vmPZPqNZPm+TzNczrT+2VewKuiEHZVFKULncvxWS4OFjISxR0Ze21p1L0htymR15wkaE/d7c6U9OfKWUVqZpmGVa4aqlCNlivGSxXjhcrxAuVYtnIoTTOYqh9MMwykGAZS9KzkA2aCjpWiH84+GClUDlfKRhvUc0MGzopBKFIIZLzN/S2ObJur5ghUW0I1e0e+KZRsCMS/d8AyyYS767MsRkFe9JNS2qPhyrCZ6vC+1KcvysJmSiKmCiKHc8P6s8O7s0I7skI6sv17Mlx7Mx73Z7oN5nqNFAaOFgUNFwQx8/wHCgIHCgL78317cz27stzaMx43pz5sSnnQnubSnPioIfZ+bdRteuTN2ogb9eHX6sKu1oVcaQi71hJ+rSX8WlPIxTr/ryo8vih59kmV+xc1nicbA842BZ7rCL9O9zqbfedDhu+NgVjPwTivtmCnWo+LVW6nCh99kHnnX3OdflHm9mmt3/lyr7MFrieLPE5nu3wWc/Od0GvvhN47UZwU2NlK72b29I6OTC+92uBusXmcbQFfqlTozSYKWGbIRrHGIXynFIn/EWDpjAb1gV6h0zlotadS7kj29VajwaofnxrMK0hlNJa2NlcEBbklJ8VJpdKjnlPz8/ODg4Nisfio1x0AwGazYRhmNJsgDKUGtiEEpoAF4xiMIjYUwUmCOjpWBLZCNgjDUTuAMQBDBGYjgM0ObABYSbsFJyCMwEi7HZB2QCkwqcMMo4jWoLehCAFIDOAQYiFwGMA2YLEACAIwtsoa+ugffvrlz9+YaWoBMAL0JmBDAYoDFAMECeyk3W7XGQ02HIUBSW3kcUgQEBS32WDsm1sFKWb9YElI2u0YjiGHZlgUXqmLXRuK2GCIsJPka1TBNogClsP/x3FL+L3AwnCAoGBtdb+zoQtgALcDqQXIANgHoF9gKZ4RHPfP/8ubtD+6FH/sHddjv3LK6VjB7QAyWsV7MoXmwABjBzBqQHEUAAwnAWkHJAlgG8AhztLMw1vn/+7PfvTRT//65D//3c1f/9z/3Gf5z+50RnsNxfv0RzyeTfGZSXSfTnCdTnCdiH86nvB0Nt1rpTCEUxG5WRa+kOM7k+b+qjBQ1JQs687ea0vjNybyGAlbjPitpgRuS9JOZ/peX46MWSjvLVD0FcpZxbLhEtlosWw0n6oK1SNZ2qF0/WCanpWsYyXoWAmagTjdQJxtKBUZyTEN5Cv6CmSjDfqVcSN3XcXjCTe521sizraEzZdT6x2o+D9Hq38nsIyClUUWg54VXBTr0pDtzqoKnqZHztZErjUkrdenrdEzVmqz52szZ+hZY/S0ibrEsbLgiVLf8dLAqYqQ2erouVraTG3s86rYocJQZn5AT45XR8aztoyn7ZkundlPu3NdmflefTmeHelPGhOc6qJu1YRfp4deqQu7ygi/2hhxrTXiOgWs+oCz1d5flrt/Xut1ssbzRJ3PqXrf070xd5oCLufe/aTB5zozxp1F82gNul/tdr7S9UsHsCo8Pq8LuFjmfTb36YlC91O5T7+Iv/XrsOtvB974qDDOr6Oltqu/u2dkdHppeYPL3uSyt/g8iUJ+YDI6gGVFYEpHelT7/u8G1oHJSAFLrtVSwNpTKfdUSoF0/8BiMEHG57Ojufkp9Q3FbS2VoaGeKcnxUqmUOkIUoYaGhqim+1HrdAAAgiCOkpBKSwiCWFlbBQCQwA5BkA2GKGklSZJWyGaxWGwQQgCAkQCDAWk7XOQFbADY7MBGAuzwuxF2ktrAagfAQuAWQCIAmElUbTYcQCYIYChACYADgGM2EyAwoNVwR8ezPHwef/LFRDl9Z2wGKHUAwQFGAgyzWCw6s9EKcAjYbQCY7QRkB+jrWUKLFTqqw3K4/f0gsOwAECSOHo4WUk03SodlgSHK38ZsNKmVqsP0ivyaU8Q3Nz9/F1gl8IzhAAAgAElEQVQIAXQw+Xxpo6G5BbKDXRuoXRB7tS0fT2w7djnwzzxzjt1P+dOwlj8OaTv2qPAvH2dWLsoPMIDDkN1up8prE4RpDBal6gDYAWrFMBuKQTYAMNHuNr2pbHKGpRJzX470VqRFB9294Hb6g0yXK+3hT5p8b4/Huk5EuzynPZmOdZmIejgcfu95nMurLJ+N4tD1opD5bJ/nKa6LBQGipuS9trQtOo1Dp23VxW4x4rebE/ltKfyOtJ3uzL2erL2u7P3uHHFv3j4rb38wVzyUJx7Mlg1kaYayNQMZmr5kdV+ioi9O3k9TDNC0rBikPxbvi4eYqXpmlnq4XDnTqnw1Kt2Y3+du8rm8LZ5og7e/IZCuC6QbQtnmjuL3Dliq+UFWSXxBmFN9mttwbeR4XcRMQ/RGR+pYfsBUYehsCW2uPGGuOnWanjpWlzJOT5hjxM5Uhw6X+DPzvFn5fsPFQWNl4WPlEayC4N4c3/Z016akx43Jj1rTXbpynvUVePXnevXleHZnujUnPayPvlMbcaM+8lZz9N22uHvtsffaY+62Rt1ujbjeFHqF6me1hF1uCDxb63uq1vd0N+0WI/Byxu3j1Z4Xe2JcemlPGgNvV7h9Ve52It/5g/S7b2Q/+GWl5xf0oAul3meznn5e6H4qz/XzpDvvRVx72//qewVx3h0t1R19Xd3DQ9NLrza5bM72BofHlSjkByazwWLWmy0mm9UCIyabFcJwCENhnEAIHCXtKElgdvDvA5bWYHQAi6IVBSyd2WhBzDNzk7n5KXV1xe2tFeHh3okJtN3d3UONFY4DAGZnZ58/f340w6JOOGWUTj0OG5bFxUWqyWW1Wq1WK5W8UC82mUxWG3xoaYCBw3G+10vqSYi0E4fAIoGdcrAiAEBfbym0koTNjqMAIIC0AlQHm7RmrcVmBHYcmIwAwYD2wLSx3ZmRn+cXmuEV0FtSqdnmHfa2SIywoxggIAIxIDYThiIAYADYUMxkgywwZEMR6jdG9RCpjiGMIgiGEvavS0IMQQ9XaWCoHYPBISVIO4kCArdDVoCTpMFAzyuM8vJeHBkHCAZe67C+5eT3A8AiVRC8LBCMz81YAah9sXYmsfJU5djVwd23ymf+3/jO/5rAvLcJPu1XHXta+l/uJ1atKGwAwGY9htoAIGGcMEMoigGzCUZsh1keBEEEIJe5axmlOR1DXQq1BNhhO3zQVpN35t2fnn3rrzJcL7XRnnVFP+6LejBMc56MfTIS+ZAZfGcw8sGLZI+N/BB2fuhihu90svtSfpCgPolXn/iqKGStMnq9JpbDSOK2pQk6MwWd6bzONF576k57mqgjdbc7c7cvc4+ZvcfM3mdmSvoz1QM5KmaGvCdJ0hkr7qKJe2LF/bHK/lhbdxTUHgH1xsHDOcbRUulg2f54o2SepeUvSfnrIt4Wl8vf5IrWeOI1vnxVoNgQqDeESkd828Xh6PjhDw4hfuNL2Hz5kddLNnZex2tmfXMM2/FiyRZfwhbsH5ssjhnICR7IDZysjHjJoM01RM3QQ+fqwqYqgmaqQ2fp0TO1MROVUcNlEQOlkYNlEUOlwSNlQSNlQQNFAX15Pr253v35vgPFgQPFwR2Z7vXxD+mxTk3JLl057r35Xr35Xq3JT5oSnJsTH3ekPe1KdW1JeNgU59SW8Kg1/mErzakp6m5j+O2G0JsNoTcZoTcbw242hlyu9jlV5v45I/hCR/SNco+ThU8+aQm/0RlztyfOqTPmbl3A+QKXjzLv/zrv8QclHp9V+p4q9zld6HM6x/2LdJffpN5/N+XOu4l33ve78m6s772qmvyOwe6WwT7m5OjK8sL25ppQtLMrkcpUWpXuQKM36YwmoxWmHAUQgkRJAOMEhJEQhqOHmoAfBBZ1nwjjGHX2zJDNZLMaTRatwajQaKVqpUSrEmuUeyq5SCHdlckUOo1Gf7Czyy8rzy8pyWhsKIpPCA4M8OHz+RStqDM2NjY2MDDQ0NAwPz/vAJn9yH52pVLJ4/Gortbs7KxerwevlVyOG/2v8wvCTpIOW4PDvjuJExjytVMo9U+gKIpgqB0AylEeQmAqf6GEmgiB4yRmtxN2Egc4BjAcECTASbvWIFthL/UO0BNTyyJoNXEJHXm5Rt42wCCA24AdwTEbhkOUxTMOgB6GDmCImiu02kkzgWthGwyAAUVsdtKMIAQApB1YrRCOkxgKWy16aqQHkDaAQwC3AtgMEDOAbACCgME2X1578k9/8j+PHct96gVsKCC+4Ud69A2CIxMFFBNR0n4AIxPzCxOz02YAal6t/zoq49mCJFgFfhTV9KPYrpOTpksv8X8uWzp2Jvgnzkmj+zABALAZrDo1bDFSeS6K2SEYhWHUDgCCoVYMQwBgvZj1ptFSS0t7mCyhkG8HGADW6efdF8/88o2//QO3G+8m+5xnJLp0Jj0t9fhqIPFpf9zj+oCrw3FPXka7bSYHzEW5DwY5bRZG7tQl8+jJvIb0lYqE+bL4+fLYpdoETksqrzON05683hzLZtA4jOgtRiy3JU7QnrjXkyZjZSsHc/UTJQcjBUpmlrQnTdKTLOlLVQxk6gbTEVYK0htv7U0yMzONw0WGiUrNWI1stF4+3aFYHFGyX8n43B3BHleoYO8Z2FLL2o5hhad5taVc4irXhFqOSMfZ1bCFCrZQwRHKOUIpRyjeFu69DvEWX7bFl1MugBR6XpvVKDcPV/XItvmSbf4+j7+7zd9nC/Y3hZIjIftOHH6KLZBsCiXHxnKCB9K9mekek0WBL6ojXtSEPa8KnK4OmK0Le1Ef/oIRNV0fNVkbMVYZPlwZMVwZMVwWMlwWMlQazCoK6Mn17s7x6sn17i/wYxb6t2e41cc/rIt70JTs0pnl0Zvn05fn0576rDnxcXPi4/bUZ+1JTxgxTnWRdxkxTo3RToyo+w3hd+pCb9FDbtJDbtYF36wPudEQernK73SZ14mG0Iut0dfLvU8WuX3aHHm1nXazM+52a/T1av8zuS4fZjx4N9flw1LPL8p9vyz3O1UUcDbH62S6y4fJd99JufWrpDvv+V99l+Z7u6wqu22wiwLW2tICj72+s7MrEsukSo1Sq1cfGHVGi8ECmSHUhhIwbkcIAON2G0pAGIl+LWL6QWBRIsavrwhtVqPJdqA/BJZULRdr5A5gybVanf5AtLdTUVFQUpLRyChISAwK8Pfe2tqimu4UQRYWFqanp4eHh7lcLn5khaJUKmWz2evr6y9evFhYWKAItbCwYDAYjnZqjjaY8SPbbhwP+drp2LFjwrF1gmIi5QsKw7DDdNjh52l/7Qd9qGilCIgSwAppNjjsgaGWtHTvi+eDb1/vKs4XzE8TBjUgEWDHMMhiNRosZqNOp0FIlACkXKtU6TWUqZYJtlB2ViSJUx6ugCQBQQLYBggIkFabSiJcnttdeyXfXtuen5ljdfUWF42Wlr4sq+mJio89dy3p+u315nYAIYAgCYKgdiMe3Sf2vcDCCbsNs49Pzw8MjpnsoGVDdDqj2ntFFSwGb1YunGKqrk6jP0mf+gO3ymOng9/xyJsSWmAEA7ARkDAAuB0AhCC/IcolCQhDUQDmNznZFXRGN+v57Cu+YNeKITjADixy5iDDz+vaieN/e/qDn0S4nKTHPy30vtwU+agh5H6V/01WrNtkqNtmUthsuCfT/8FSZgi3In6zPH69MnG1KnWxImm+ImG5NpnTksrtSOW0J6810diM6K3GGG5zrKAtYbcrRdKXIWdlKwdztaOFqqE8OStb0pch7k2X9mcqBnJ0A9kWZoq1N8HYm2xiZpqHC01jZYbRSu1otXSgSvG8Q708rmQv73K22Gzh8pbsFVe1LjpYFWpXBZr1Hd2GSLu+o1nlyV5x9jcFVO6zvyXY3RKItgSibYFwWyDa5ku2efItHuVcqt50xGHe9F1gSb4JrH8jjo3kBAxkeg1meVPAmqsNn6kOnakJXmqNX2iivWBEzdRFTdEjJ2uiRqsjhivDhstCRspChkqCWIX+PTleXVkeXVkePTle3dmeLSlP6mKd6LT7TUmPOzLcenK8enK8KGA1xj9qSXJpjntUG367KuRGbfjt+oi7da9pVRt8ozb4Bj3oBj3oGiPsSk3AV5W+pxpCLzZHXq3yO13ufbI58mpH7K122s3G8Mvl3idzHh/PevR+wbOPK3y+LPU+URlwpiL4YqHP6bTHxxNu/TLpxluJt98NuvFBlNeNwuLUZmZby2Afc3xkeWmRt7kpFIpEYplEoVZoDlQ6g9ZgdgALwkgYt0MYaUVwG0ogBMAP/e++rXigSsXDQuYIsIxWi9Fk0x0YvgWsHblkRyKRaTQ6/cGeeLeysrCkJKOpsTApOcTT49mrV6/AEdXCq1evxsbG9vb2KDWDI8mamZmpqqoaGRmZnJxcXl6mTuPa2prZbP6usNsBrG/RykEcysuFupekHNy/nv75PmB9ewz7dbmKYwggMUDgAMcAikDi3fGWxv6a8pKkuKrstKLU+MneLqNEDIwmgOIAwQCG2A06YDECDAIEAnDIbjMCEgEEAggEmPQAsgLIBjRqVCZVc9gqDntn/kVXSUmyj1dBTPQAgz7R0znQ2tBZXjZEr1nvZ8nnXlq2uECnBTgCCAzYSUojcvS9U52s7wKLwAEgweL81vTYIm4HbXOi83G1QRNyGht4TFjv92ovNck+KVz7smj1T6+nvnEjbmRVjQOAk0YLZDAjVgtJWACwAQADYIZgquOGo5hULBkeHKmuqh8dnVmc31xd5am0RhwAqo8nFa5X5ca++d9/9OXP/sL37PuRVz+pDXzUGOpS7n271vtuh7fzYlLkcJhXp++D6SS/jRLacmHUy/yItZrUparkV5VJq/QkTnMKty2F05y4zohhM6K3m2j81nhRZ7K4N13GzFIM5CgHc1VDecrBXDkrW8bMkvZnyphZcla2mpVp6E029iYaelOM/VmmoQLjaKlhtFw3VrXXXyIaqN6daN9fHNtnr+zw+Jtbu6/YOxs7krUdyeaOfHNPyd5Xr++oVrjShc3ddYFigy/b5Is5/D0OX7TFF3D5PC5PsM2XbPNkW3xqXdiRPOt1OKq8Lf5hrfe7AWuqOGSyKHCqOGi2KmKxPnapKf5VY9x8Y+xKe/JCU9w0PXKyOnyiJnyiJny4MmS4LGS4NHioJGigKKA/37c727Mz07093bU93bUl5UlD/MOa6LvVUXfq4x40J7u0pT1rT3dtSXJpiH1QT3NixD1kxDhVh96sDL5eE3aLAlZ92O260FsUtuqCb9YFX2eEXakNPFvtf6Yh9GJj+OXawLO1gWepDKsl6ho96FyJx+c5j4/nPD5e7P5Zld/pYs/PqwK/qgm/Wuz3VarzB7HX30y49mbSnfdCbx8Pdb2YlR3T2NvcNtDXPza8uPBye3ODL9jZ2ZeK5Sq5WqfU6jV6k95sM9kQClIQRtpQwgJjVgSHcTvl1vlbgOWYIjysB602g9GqOzDI1RqJSiFVy/fVsl2lbEcuEYrFEpVKe6ATS/erq4spYKWmhbs8fjA1NeWoYjAMm56ebmxs5PP5FBGsVit16jgcDovFEgqFUqmUcvgjCILD4Rx6wH9fGkU1m7+VdlFtnW/tmHBsTv4hYB39zpQdO4ZhJImTdhTFrIjNaFDKAAoDAgE4TNFncXI0yP1prJ9fU0Hhqz4WkKnIPbGNywVaJUCswKDBJLukWmIW8fQCtpqztrf0YntyVLX2Sr3yarmnY7iirCktpTSGVp+RURmfVEKjDTYwJOx1VK8DsBkQGMBgAMMAgQCGARIBALMhJhxHj+7FoNr5RqPxh4BlMpALc7yX01swCYqZa19GVNJemhg2cKdRcKpg8WGbNG4eBDA1f/gbn7/92PPlthGx2+3AigMMAaQNAKMdHCCYDkLMMMbmbI+NjNZV1xTl5OVn5RVkFzYz2tuae1pbel7OL8sVKr3R8FosYuurK8+N8I16dOPub3718NO33c58FH7/fIGvc8GTB8MJMe2Bbm3+LmMJvqvFMQu5YZPpAWtVSStViUvVieu1SRxGErcpeYsRv1kXzW6I2m6iCdoS9rpTpf2Zcla2YiBHMZBDAUs5mKsYyJGzsqX9mZK+DFlPmqYn6aA3SdeXdsDMOhjMM4wUGcZKD8bKJawiQXfBZncxb6xNuvZCI+JKRSI+X7glFG4KBRtC0aaQao3L1wWKNZ5yjadc48vXedIN3j6bt8PhCbd53G0un/J4+C3A+mbIjxZ9/5+A9bw8dLoibLYqYo4evciIW2lJWm5OXGiMX2xKmK2PmagKGy0PHqkIHi4PGiwNYBb5DhYHUrTqzfXuzvbsyHBrTX3anOxSF+tUE323MuJWZcStmui7dbFODfEPGQmHQzk1kXfqYu43RN+vCbtVE3arIfp+Y7RTY7RTc7RTU9T9xsh7jIi7jLA7DaE3GaHXagPP1waerw+5VBd8sS74IiPsSlPEtdbom4ywK5W+ZwpdP8t78nHBs0/LvL6s9j9b7Pl5ZfDZQ2A9eI929ecJ136efPfdyLvHA5xPJycF1rXT21jdPcMDc3Oz7I1NHl8o2BXvy5QylVahOXBUhRSkbChhRXAzhFpgjKoKUdL+vYHZAUraEYKEMNyKoGYINlptBovVYLRqdXoKWBKVbF8tEymkQpmYv7e3r1BoD3QyhZROLysuTm9qLMzMin7i8nBkZMSBAwRB5ubm6urq5ufnqY0MJpOJIg4MwwaD4VuJw9bWlsVi+W4a5QDT0TFjx3YGygfdUYSS31x6+m8Ci2IciqI4Ts0pYhhu02rkNvMBsOM4bCVRCIMswI4DAkc06o6SskzfwI7UnGxXD8/Tp+kxEYLhQf4wc4ZRN1hR1JSR0pCRmB3s53Pj4p2Pj0c+uF0eGcZIjltobtybnoIlYmA2AxsMbDaA44ecIhGAI4BEAYoA2IrZzJDNCJEQDnCMQMH3PT9QEgK92f5yeeflikgPQNmc6GJBbzQbpgPgNqU8WzX3UTrzp54lP74e+6P3Ht0PqRCpqMtZsxk2QYCAATBg9gU2t7mHlZKZGxweFRYe6ecX4O8fmJKcUVxU0dTYtrDw8sXcc/bWpsFqRAFpQWEbBtmpgXMSBYiZ1dMWHeHv7HzL2eW211On4EdO9XG0Eq+nDUHPhhN8V4po8znhEyl+q+XxS+W0pYrY1Zq4TXr8Vl38Fp3Gronk1EVzGmj8lsTdzjRJb5asP0fOzJUzc9VDheqhQtVggXIgX9afI+7J3O1M2+tIVvQmq3tT1P0ZGma2diBPO5R/MFKoGy2RM3N3urO3OnPZfaWCiQ7J8qSKu6YQbe/vCYQiwbZAuLEtWN0SrW6LN3iqTaFujade4ynXefINnoTN2+Vwd7a5fA5PuMWXOPruR4Mi1IZAvSFQbwi0a0Iq1L8zsCZKAqcqQqarwqeqwmero+fq417UxU/X0J7X0CYqo6jqb6DEn1nk21/o3ZvvySzw6cvzoWrAriyPjgy3lpQnjYnOVG5VFXm7MuJWVeTtmui7tTH36LT79Oh7VeG3qsJv0aPvNUTfr4u82xB9vyXeuTXOuTXOuT3OuS32UUvMg6ao+xSw6oOv1Aaerwu+SA+6UO1/tiH0ckvUjcbwq43hV+lBF8q8vix49mnBs09LPE5U+Jyu8j9b4vVFRdBXVWEXC31Opzi9G3vtjaQbb6Y5fRB170PvO59ER7jWMMpamV2dA/3T09Nra2tcnoAv2t+TKqRKjVyto6pCvdlGQcqK4BYYM9kQqkhEiH8DWDBO2FDMAiMmG0QBS2+waHV6mUotVsrFSumeSkoBiysS7cpk2gOdUq2oqysvLk5vbirKyY318nQdGBhwnCi73S4QCPr7+1dWVhw5F+Xv7rBt+BawdDrdt2hFHUsKTNT4C0Uu6nEw6yj7yNdmL/8msKgPHcDSmzQQaiQAAiNmFLMBQGIEiuIIjCIoCuMwBHAcICiAMNPKhseJUz85duz9H/95ZUT49tDA3vTU5sgAe3TQIuQSSomasyZdmgcGLUCsQK8BNjNAIIBjgKQMbFBAktT1AAC4zWYhCYRaBmIncYNJd2Ax4JR582semc1m6mr1twALI8HLZd7E4pYWgKKXwt8kVr6b0/pOXsc/hhf9jVvS/3wa/9e3gs9GVhawOPsGgNsBiuIkgRhMxpdLqyW1jPDE9IDI+OCo+Ma2rpaObtbAUE0NPS09s6a2YXzqhWh3/9AHDCB2gKMAGO12hQ0xAmAEwAyAGQAJjGkB2LODQtbgiXtOj109s+LiIh/dKfN/2kvzmc+Nms0IfZ4asFgQsVAYtlASsVQevV4Vs1kVw66K2qwM36yN3KyL3m6ME7Qm7XamiXsypX3Zsv4cB7AUrDxpX/Z+d8ZuZ5qoM1nem6rsT1exslWsHCo0g3m64QJJd6qUmbXPyuN256525K31Volm+uSbL5QijnRXsCcU8LkCDlu4vrm7ypGsbSs2eJoNnmaDp9rkyTg8KYe/t8UTbfH22ALZ16Xfd4C1yVdvCNQbfN2aQLcm0K0JtRtC+e8GrNFi34nKkKmq8NHy4PHysKnqmMkq2khpxHBJ+EhpxEhp2HBpMKvYr6/AuzffszffszfXsyfLsyvDvSvDvTvTozPdrTX5CSPuYT3NqZ7mVBdznx59rzbqLhX06Ht1MferI25Xhd+qi7nPiHGqj7rXSHvQnvSkPcGlPcGlI/5xe5xzS8yDxsh79SG36EHX6oKu1vhfqAu6XON/odzrTEPI1faYuw0hV+uDr1T5nit2O1n47Itit5PlXmcqfc5W+n1V5nOyIuir8uBzeR4nUu79Ou76m6m3f5n56HjM/ePu198P839QRS9o6Wtr6++ZmJpcXl3h8Ph80f6uRC5RqGUqrVKrp4BFQcoCY2YINVphqkiEcTtCkN8bFLaOAstgserNFr3BotEefAtYAun+9s7OjkSiPdCpNMqGhkoKWHn58d5ebj09PXa73UEihUIxNjY2Pz9PTedQkHIUhpR81EE3LperVCrtRx7y9dpRCIIcdd/RDe9Ue/7oMmf76+XJvwVY5JEVyo7JG4LAINgAI0YEtVhtBpP5wGIzmyGbCbZRg0CUKAHYrMBs2RoeDbt7vyohmT06AWwwsEHAYgE4BnAMWM0AR4HNguh11JJqzHBgNxpIi9lmNRN2HMUxBIPtlIu8ncQBtUmMQGEEhqwkTsCwDUJgSoNms9k0Go1EItnf36e88KVS6feXhITdZkFGx563dLPENntC5/j7QSlvhWa9EZr5cVSWH6NvWGHjE0ADgBkAQAC12Mioa0tLy/PyDfP2j8osrOkcmGSOvmjtYjY2tXV3dy8uvFxdWRIIBDYUQ+0AJwmAmwBpAbjNajEZUFxDAiUASgDEAMgA2AOgbccQ3P38TFrVBxG5X0Rm3wiODY9Pcbp6PtXjYX3w0/GUwKnEgNnU4LmMwLnswPm8kMXi0OXSqJXyyPWyyPXy8I3qqPXa6M062hYjnt+SLOpIp4YNFawCBatAzsynpg4lvTninmxxT6a0P0MxkK0czFWw8hT9OfK+TFV/tmYgR9aTomSlKYZy9pmZvK5MTlcun1UpHG/dX5yWbqypeHzVzr5MIBFw97e2xOucfTZfyX6tlqIKwG2ebIsv2xAq14TqDYH6G00rvvywNvwGsPT/HmCNlPtP1YY+r40cqwgbLQufrKJNVMYOl0SyCkKHSyLHyqNGSsNYRQEUrfrzvXqy3Lsy3DvSXDvT3Y4CqzH+ERUUvChy0aPvMeIe1kbdrYm8U09zaqQ9aIi+/11gNUc7NYTfoQfdqPa/TA+8Uu13vi7ocrXf+VKPUw0hVztj79cHX6EHXqrw/qrI9UThs0MzmSrfcxW+Z8r9TpUHnin1P5Pj9nny3XcSr7+RfueXOY+P0+6973757RDPW5VVOa09ra193SMT44srqxyekLez5wCWQnOg0ZsOTFajFT4KLKMV/jeBRc2dUMA6TK++D1g7colAur8lFFLAUmtVDEYVBayCwkTXZ4/b2trI146jAACpVMpkMqempqRSqSO1of7wtbn76xY4j8dTKBTg9SI/R5eKWoZK1X2O5tTRx9GnJ1/be37dR/+BW0LqS/DX612pHhZlfWwnEcr7E0EQG4QYLFaIIGCSREkChm0AgQACA4sZoAiAMGBBAEY1oFESxVAbBOzAMQJNoROCDjXrVshG6d0olS81lwPjGLWJw5EVkiSp1mrkSoXBYFAqlVKpVKvVUr9Sqo31vcAicQK1WScnxlo7u6RGqHxwOq5thCmz7QAgA0ALwAEAs+u8TtZUTU1bfQk9Lzk7NDg+r4je1DHS1DFS3djHaGeNTrxYWl7XabSo1QTsOGozm0wGAgDIDswYQQICxRGUADYAtADsAbBMgBEToA2yP6NV/4Nn6v/wSv9ZCuPPw0r/LLTik6K+s0kl7qlZZ85+GfHkVom3U1+M1zDNdy41dCbZdy7Nby47cCE/dL44fLE0cqU0fLU8bKM6aq3mkFnbjQnCttS9rkxJb85RTlEfypn5ClaelJklHcxRDhUoBvOlfdnSnkxFb6aalalmpSv6k+T9SarhzIPJYs14uZhVtN1ZvMVs2Z0eM7DXIPGuVSbT7O/t8YXcLQGfL+YKpNsC+bZAweWrqNjmqzYE6tUd9VFmOYBFMW6Tr97kazf5ug2+bkOg3RT8jsB6Xhc+y4h60Rg72xD3nB77nB7/sjF9qS13sjphrII2Uh45XBY2Wh46UhY4WOzHLPBm5fsws7170t2p6Ep1bU14zIhxakt0oaI96QkVrQmPW+KdW5OfNCc+pijGiHFqpD1oin3YEu/ck+rWkfikJeZBXeit6sBrlf5Xqv2v1gZerfG/RA+8VO13vsT9y1KPU3VBl5sjbjaF36jw/qrU4xT1lxXeX1X5nqOAVeZ3siL4TJHPl8n334u58q/JN39R6PJhqecXCTb/Tk0AACAASURBVE7vPTv/83DvG3W1eY1tDW09XROzsy+XVje2eMI9iUShpoCl0Zt0RovjrtACY1RJSPGL6mpRzXjqDpGSPiAEQElAaSConpfRChsskN5sO9CbdQcGpVYnVSvFSumuUiJSSEUKqVAs5u3uGkzGA4Ouu7u5sDC1va2suCTFx9u9qanJZrM5mEIJF5hM5u7u7rdkoo6ciEq+qAxrZ2cHHNl4jB9Z7+4w8HQ8jt4WlYIddbBxfHOCICjYUVSCYdhisTjqSgRBKNEAVRLiBESQNpKA7SQKcMyO4RiCwwiBEAAmSYTAMQIlcBhgEECsAIGAFbHDdoACEgcoQlJlOITbzRhhIwElbrVh5IHZZoJQAgCSBI7BaRTFKVDjOEnZUkAYbrDZ+Ht7gv39XYnUYLFabFaz2Uy9L+q/Ab1er1arKeAe/R1arVaSxAHAhob7u3raYZK0AWACwAiAEQeTkwtDfQP3rt744v2PasurB3tZeSnJlcWl3f0T1U2svtHF6SXu6rZYrjEaDVY7hgISe33viZAoQrm8alGgBUAOgAyAdRTQeZB3/+bJ0uGfxtCP3Y/7Q7fcv0ps+38SWn5cPP5QBs6ugb/OG/04p+l2av5P/vWfvR5dT31yvdz9bk+414vU8Odx3rNJXos5wTOZ/i+LIhbLo6azfVYrwpcrwzfraJyGOHZ97HZjwk572k57Gq85iSKXrD9PNVikGS5RDRYpWAVSZg6vI5HfnSzsTtvrydrvztrvTNtvT95ti5N2xUm6Y8VdtL2umN2O2J3WeEFzwlZj8mp99mpLKae3bme8S7o4qtp6qRWtayRciYgrlezu7Ym3t0Qczr5QoNkRHnC4Ggew1hxyU75ig6/YEqrZfOUmT7G+rVjfVmxyNWyedkuo3RBINwTi74aDUNSH6/x9Ko6N1YaN08Mn6JET9OipWtpzevxMXfIcI328Mm6kLHqwJGywJGSoJGioJIBV6NOX58nK9erP8urN8KCA1ZnyrCXemcqbWuKdO5KfdqY860h+2pbo0hz3qCn2YUuSS1OCMyPuYV3M/fqoew3R9xkxTk2xD9sTXNriH7fFPmqKul8fdrs2+EZNwLVq/8uVPudrAy7WBlys8P6q0udsffAVRui1uqDLFd5flXmeLvU4Ve51psr3XI3/hSrfc+U+p8v9vywN+DLf7bPku+8mXv9Fxr13ip4cL3b/NObOW0/P/FOY26WasjRGM725s31oavr5wquVzS3ezt6eVCGWq2QqLVUPHpiserONgpQZQilgWWDMgarv0ooCFqWBoIClN9soYFFeo98C1o5EwtvdPTDodXptd3dzQUFKW2tpWXn6s6fOtbW1FFkQBOFwOJ2dnX19fVwu12AwUEeLAhaGYQqFgsfjbWxszMzM7O7u2mw2kUgkFAqpTs3RSRdHKnRUTXoUWNRnv8fhEwAMwyjdPJVYOV7pGHP5+lbRjiMkhNph3H4ILIDiBIyjMIFjAMMPgYUTsB2HAAYBDMasiB09ZJAdAJQEMAFsJLDgpAHFTDgBAwDZgRUlbBiJAwAwO0DJr3f2EMCOkiaD2Wg0K5Rq/t6eWKPmifelOq1Gb7AiX3MKRdGtra2XL1+OjY2NjY1REAdHmoBms5m6NFhYmmntaNSbTTAORsaXIsKybl5yvvbF+Rufn/hff/LfPnnjjd7GZvarpf6utonxYYVavy1SynWQxoQemBGEACiK4xhCIDaAIwCQBAAwAEYA1ABsQqBLDZLmNd7dvGuVc/8Q0XjsUeZ/Cqr8y4zef62Y/lXTyskZ9QfTqv+7YenLfXDjAPxZ+dxH5YMX0gr/5p1fhgU8yQt6UvD0ZoX7g74I38Fwt+l4n6W88NmsoJn88IUK2ouCoOWy0NXqyM062mYdbb02ml0fK2xLpXbt7LSnUcBSDhSqBouUA4Wy/jxxX85uf9Zuf9Z+f66Umafoy5P35sp7MuS9qfLeZGlP3H5nzG571E5rpKglWtQct9OcuM1I3mxKXW9KWWvN2OgtYA9X8mcY/IVu9ose7urU7tbqHp8vFkjEQqWIr+FuK1bYeytc8RpfuiGUb+4oNndUR2pD5SZPweEqOFzV1rZqm6ve4inZgu9vurN3pFR8C1vHhqpCBitDBytDR6qjJmrjJunxE7UJY9VxI2XRg8URzMLg/oIgVkEgq9C/L8+nO9u9L9OzN8ODip50947kp02xD+si79Ij7jTFPuxMedad5tae9KQ57lEj7UEj7YEjw6KA5WBWM+1hS+yj9jhnaolOY+S9uuCbNQFXKrzP1fhfogdeqQ24XBtwuS7oam3A5Uqf85Q/X4X3uWq/i9SnqnwvlHmfqQw8XeD9WYbz8cTb76Tdeafg8YfFTz/Me/pBxLWfPT75twHOp0vzaHX1FY3trf3jE6MvXi6ubnB4QpFYRvXdtQYzlRw5OlkUrUw2hLoohFA7jAEYAwgOEBygxGEgOIAxAKF2K0yYbZjRguhN0IHxEFiUDmtfIREpxBSwdv83Y+cd1IaVtX3FKXbKu9mSZLO77/Yv2ZLNpmzqbjbVsRO3uHdjbGxsY5oB06skhADRkSiiCwmJInqvxtgG06tQ7733rvv9cbGWTfnm09zxgBDCwwy/ec5zn3OORLLJ46k0arVW1d7eVFiIbqKUEqtwV68E4vF4eNNnt9vX1tZGRkaWlpa2381DYNnt9vX19fHx8cHBwc7OzvX1davVKpFIuFwuFFyQWduFkr9r71vxdyjEYGUHn4RpLMgsaJlZrVa/soOkg+/jR57H4/EBrxXYrcDhAA6Pzw3cHuB0e+1uj80FXD6ve2ugqNfjAm4HPB6zDdg9wA2AB/g8AHZfQ8PL6nSZbHaXG26iB2631+v2AS/wWR0em8NttZs0OqNaa1RrlWKpSqGUyKRKvdYJgN5hdcE93o8eMMowPT09MTExOTk5OzsLHl1HQP0Fr18dLrvFbVnhrMZlxCcgU66HRf/1bx++8od3939+7HZw2Nl9+//88sv7Pv54uH9ApVKxhCyFVgY8DpdBD+DsZq8PJmdtwOcAQAeADACOD9zRgEaGCXNXdLWD8Xf85MtZI8/Hd76Q1v/TnPHf1i79uYP1B+r8x6OCLybFvyHffb5u9LG6sVcfat9a9DyW0/NB9fBn6QW/++f7yNSoCmRUUej5gisX6iKD224HD6SG3MfFjmff6s+6daco8X5JzCwhdp6YuFybulybOk9MXKpJYVGzBPQ8AT2P25LDb8OJOwtlPSXy3lJpd7G4s1DQgRP05PG7cYKufGFHgaS9QNZeKOvAybty5F1YcUcGvy2ZQ41nUeI45GQBJV1ERXKakjYoscukqLm6WzP1kdONMdNNifebkdMduLn+qvWpDsHiPeHqCm9lg7/KFTIlGwzO6iZneZMHexKXmZIllmyJJVtiKpY3FatM5fqmcmNTvsmQMzZk6wzJGlvqZ9P3Hj+ttoDVS4zvKr/dVX57gJgwVp8x3oAcqU7tL0+AtOooiGzPj+jMD+/IC6Pn3mzFXqdnBdOzgr9VD9bGn6qOPdGYcr4FHdSCDqKkBcDqryn9YkvWVVpmEDnjYkPqeVLyf6pCSsoFSsoFWmpAS3pgC5Ra8Wfqoo8Tww7URB6qvfUNZFZ1xEFi2P7ykK8qQ/dVhu4jhu2viTxUH32kLuowMWw/IeTLyltf4oI/RJ16E3n8zbwL75cFf4y/+n7uxTfjj75yaff/hp/9pBgTW1NDaGymdgyN9E/cezC3tMpgsfkiaGPBHJbWaPHnGyC/oMKyubyQVj8ELKvDa7a5jRan3mSHwNJojRBYIoUMAosjFXGkIoFMxuBy5UqFSqPs7KTl5yPJjcV19UWRETfz8vKkUun27IKfONsNLK/Xy2QyNzc3WSwWi8WCWyrkcrlAINhun/vtLQis7eb69viCf0sNZAp06CGwXC7Xdg/rW9Wo/01g76EFOC3AZQMuj88LgQVsTo/NAVy+rfWFHo/X7QHurbHvXosV2Owem8NuNjksVo8b1qRen88HE6wetxP4APBuTU/12BwWnUGv1igkUj6bI+ULLWqdVW90WKwwDOoEgMnnKjRqr9vjc7k9rv9cfSqVSn8Cy/+fNxgM8MrVaDQ6XE438MyuzL7+zt9e+eurZ85fOnzo3JGDAWFXY04fPHb+8OGLJ44X5eZKxQoPAA4A3MANfA5gMwGfG0AlCIABADEAKzbwwAqGLaBoTb+HMPizUMIzocRnE9sRqQMI1J2n0Q/eoKk+GDT/647lL53s5/I7fllIfxFL+mN17wfj67/pmf/7jOLPo3IEqu0dfN+HsdjXdn+WkRZVho6uRd2uSY8nxobXRQXRYoMGMsL6kGFtqSG9mRH3C2MWyxMe4m8vVCUt1aRAYDGbMLAdmtOczWvNFbbnizsLJV1F4s5CYXs+j57Dbsey6Fnsliw2DctryuZTc4Qt2cI2rKwrR9iJ4tHTuc1JnKYULiVNQMkQNmVwaQncllhuSyyn+TaDGrVCDp9tCJ+ui1hrz5xvy5pvL1npb1gZblsd6eNO31Nsbko4LC5nk8VirW2yVxjcxQ3BIkO0wJAtMBRLTNUKU73OVm8y1ZsM+ea6bH1NtML8/pJwO6SWmILFTf7iJn+BwUMM1KX2VCV2Vcb3VyePktLHycjhmuSesttdJTHtRRH0vFB6Xmg7LrwdF96Gvdmceb01M5ieebUdE0zPvNqCvExJudCQcKYu7lR9/GlKygVaeiA17SIp8WxDwpmm1IAWdBB06Lc6CtMCKGkB1IxAGvISLT2wKTWgKfk8NeUC1Fm05Avk+DN1UUdqIr+pjjhUHXGoKvxgZej+ytD9xLAD8FSFH6y9dbg++mhd1BFi2AFCyJcVkbuxl/+Rfvx19Mm3iy9/VHH905Kgd7HnX08++afrX/027PS/cGnhNcRScguNPjjcd+fe9PwyBBZXKBFI5DA7qtQa/PkGaEX9J/7u9H2vyILyajuwtAarRm/RaI0qtRbmsPhSIUcq4EhFbIlQIJNtcDgSmVSlUfb2tuXlZTTUFzSS8bdjIjEYDIvF8u9S9T/8xYv/S3K53L9q1P8Mn8/3f8v2vLu/lPNzZ3vNCKNY0Dvzbl+rta2kgirPr85+AFhuK/A4fJ5HwHICm91js8GtYD6v2+fxAnjcXuDyei1W4HIAl8tlM7vtNtjM7HY92oXhdnkdVofeoJdLDTK5VaOViYRarVqv1yqVcpVSbjMZgccDvF7g8wLgNTutSxsrDU2k6en7ToMRuD1wXQX8PZjNZv8vBC4Qg0/CX6zZbHY5nMDr1SllB/Z+8ebf/nLjSsjl88Hf7D15bP/poAuXSvIKpsYmFGIlVIIGh9tgswHgtdotDgC0ALCdYNULRo2gRQ1SHkg+Le37nwjCY2HEJ9O6flq68GIt7zki9yeN8scL13+MW9s3Dv5Bkf4MM/IKYeLoIOtI0+TvonKKdaAbgHc7Zz4cZn85pf9JetsnJQPvh6M+OLA/Ie46NimktQrXQ6kuTY/DXD1ZevNMY/TlzvSITmRUV1roVG7kanniVEHkbHnCUnXqYlXKUnUqozGTTc1mU7NZTVgOLYffmiekF4jaC0XthYK2fD49j03PZLWh2TQMpymLS8HymrIFtFxBS7agI0fQmcXtwHDpSG4rmkdF8yiZXDKS25zCb0sWdaRIO9MkHakiejKvOZ5DTZB0YxnNGYuNGXNkzAw5d5patN7XIJruFyxM8FcfCDcXBdxNLpfPYAkXGaLZNfEcQ7nAVC8zNWtsHYOl3WAoGRuy9TXREkMIYfRDZ4HBW2Dw5je48CBGSJkDtek9xOS+muSRhrRRUvpQdVJPeXRXadR/AyuyDRvWnBnShg6mZ16FtGpKDYBsqo8/TUo8C6s8cvL5hoQzpMSztPTANsxVelZwM+YKdLKa0i9SMwKbUZdbM6+0ooKaUgPIiWfJiWehzmpOCaAmnW+IOVYdcQhyqjJ0f3nI15Wh+yHCqsIPVoUfrIn8pvbW4dpbhyGwysI/z7r0dsaJv2edeRcf9HFZ8MeFgW9nn/sr+vxrEYf+GHbyfXTclcqy/MZmamv/cPedqXvzSysbTBZPCEWWVKlRag1ytQ4CC5pZWqMF3hua7S6rwwuPH1uQXN9bD2r0FrXGoFRppEqVUC6FwGJLhGyJkC+VrrPZIolYo1MPDXXhcOk11bmUprLwsBspKSksFstvIfl73/z3hv7qDG6m2F76KRQKNpv9n2Gkj/5Wv1cowXf2D6uBoQf/zeB2JQJf6V/n4/+J3ykJgd3rtQGf0+vzegFwe4DDCWx2j92yRSuv2+fx+vyD5d3AabUAn/vRqh4vXHCvM6i9XrfTZbXbLFajTiOTSTgsGYerEUtkUjG8aNPqNcDnAT7IPo/HYQfAa3JYNvisoYkRgYAH7A7gcMLp734kwaZxo9Eok8lgSwBsotwil80OPF6XQX8t8OzfX/3jwd17o65H0mqb5VyFWWf6j9HmBk4AoCWvBoALABeAKTcoWdefb3n424QaxMVsxPUyRDT5+fx7v2zgPF/Hf7JG9Hi9ClEj29WkfryM+wx25ash8EYt7/Wy2ZB52yAA0X1L/0ouJggtZAC+6Jo/tmD4d590VyTpWM3024GJnx4+HB97Lf5WQCu5eHy0MxedGHX+UH7YeWLkxZbk0D5MfG965CQ6bKEoZjI3bIYQt1SdukBMnq9MWq3LYDRmMhozN8kYJiWLQ8vhteAEbflCeoGQXiBszxd15Qg7syXteZK2AmlrkaytWNpWLO4o4nXguJ053C4spzOL25bNac7mkbHsRgy3BcNpQfGakfxmpJiWIW9FauiZ2naMhp4poqZvkpJWGxKXGlIXGzOWmjErnYWL3cS18Vb+4oSMs6IQCwRC6SpLMrcumWep55n6RZZhmalb3dSsb6oZG4p1huyHgPVdbQUPYpScPdiA6q1K6alK7K9O7K9O7Ku83V0W2Y2/1VEc3p4f1pEX1pEX0ZF3i54d0YK5CYHVhr4ClRTUVqTEs41J58jJ52Ght+VPZVzact+RgTDuAO8Hm1GXW9BBbegrTakBjQlntgOLknC2PvooMexAxc19UFKV3fiq4uY+SKjqiEPwSai/KkP3l93cUxz6CSbwLfTpt3IvfIgP+rg08MO8C29kn/srNvCNqCOvhhz5R0r4OXwRtp7cSOnp7xi7c2dmbmFlncHmwTSWVKmBCkupNfgNeI3BrDGYoQ1vtrktdp/F7rM6gNUBbM7/Oha7z2T1GMwundGh0dvUOjMEFow18CQCtoQPgcUVi9dYLKFYpDNox8b6cLh0YiW2iVp+KzI0JiYG9j+DR0MXwLZ6EDyakwVlEVRD8AEA0Gq1TCbTL8H8FjusBy0Wi/9G348h//tDDeX/Rv9PhN8Of4R/ivH3mu5eL3C5gdsDvJBHTg9wOIHd6rGbgc/lAy4v8Hih7IOA8gC70wFfbnXbzR6nHbgNTptQJZVpVEKZSCyVqNVKk8FoMxk9NgfweFw2KwBuqUz4YPquTqsEPrfHYrLrtS6b2QfcDuC2ArfObXJvbSr7r1X1UD+azWa5XL68vKxWq8G2JITBYDCbjTarUSbjVVUVtjbXaCTCrQWKkKgA2Fxeg9Nn3qr7fMteQBQYAnoWP6ka/X12x1MJlB2pXbtypn7ZIPhxDe/pSu6zNeJdtZLHiMLHa5WP1asRZXxEg/jxesGTuIXPB93vkPmfUBnX7inzue67ANQzDdfoU7+Izt0RT/hsUvNnmuhF5GgQjfX7PUEff/U1Kj0iJupcTV1u/2QPEpuaFBXUlJdck3Ct4ub55sTw7qTw8ZRr9zNvQGAtEJMflsVP42PnK5PW6pEbJPR6A2qDhIbM+o/O6iiAjTvKnmJ1D0HTXa7urFB2lsu6CYKuIm5XAbszl9mezWrNZTfjeJQ8blMBi1rEbCpkUfI5jblCUo6sMUdFxmrIWWoySklOFzcm8Rvj+bQkflvyZnP8Ajlunpa11FW+OU7jzY0JGEtcNmeTI1/lqBfYujm2aZZlXNg0LjP0KwztBkOzwVD+kOm+zpOu86RrXMkaV7LdfUeMkbOG6lF9xJTuivjuivje8tjusqiu0sgeQlR3cURnfnhnfmRnfmRnflR7TmRrVig98xo982orKoiScqE+/nRt7Mn6+NPk5PN+ZlHTLjZnXGpBXm7OuETNCCSnXmhIPV+XfBYGR8mpF7ZEFioIAouSdK457WJrxiVq0nlS7KnaW4crbu4rD/kaUqk85GsIrLqoI37lBWvDytD9ZTe/Kr7+cXbgO1ln3i0M/Kj08icFAe/lnns95/xruZfeij3yys0DrycFHynJyahrqCd39LSN3Bm992B2ccmfxpKpdTDWAEfN6ExmrdGk1pvUepNGb9Gb7Cary2xzm21ei91jsfusDq/VAawOr80JrA6vxe4zWV0Gs0trsEJgqdQGpUonUSgFMglPImJL+CyxgCUWcUSiVSZTIBTrjbo7E8M4XHpleTaVRkxPS4yICHv48CFEFTSSwDbP6FtVHvjvh8FgYLPZcB6879HWLFi1wTjCdu98O7DAtijWdmBt7zeEFhgsIX8g1uCFQfStXJXLA5xOr8Pqtlu+B1geALzA7XW5gMfksIjUMqFKrjIblCY9Ty4xO+0KjRoGqTxuJ/B54fF6XAB4B4cHcHnYmen7PpfdZbG4bWYA3D7gNrjNNuDSe8w24LS5rT7ghbP9nACYHI7VzbXFtYXJqfHevs7JyUmJSAq8AHi8wOMGPo9WrdHr9QB4AXCpNRKv1wp8XuAFJr3D5QVqB9ACoARADMC0HRROMwOqaB/l1f0hvwsR04BIpT9eMIkomEUULyNKWc9S9TtJ2p0k7XMU3RPVYkQJ86lq2U+azE+T1E+R5YgKJiJr+usZ8Faz+GeZ/b9ANX9I6Kc7wCwANTrwz4r+n2La9j10fjTm+lFKb2gn+7k3v3rr03/n4hLj4wMI5ciekTZUbjq+CDPR1VSXmZxy7mjRjUuUmBuD8cFjyVfu4SJmymIXKhLul0bfLYp8WB63Upu+QUKv1qHWG1AMMppNw24zswpgd7Syp1jTS9D2lKm68YougqSzWNxbwu8uZHXkbLZmM2hZLFo2j4oTNBcySHksShGfWiqm4eWUYml9jqgSKSxLVtVnaEjp8sZEMSlO0ZKs7UVKOxI3Gm+x6WhGe+5GZ+nGQB1jspMzf1/EZImEcgZbtsKSL2+qFjcUS+uKNYZqg6HeZCmZHDGbw4OHs+3BF4h4fOHW4fG4XC6Pw+Vx2YjxBvRoHXK4JnWoOmWoOmWgIrEbH91ZGNGaG9KWE0LPDevIDe/ERbRhbzYhr9UnXyQlnvd7VeTk8xBSTakBsELc6hBMudCUGkBJuUBKPlcde6I26UxjegAVfdmfeGhKv9iCvNyCvNyGvNyacQmG3SkJZxvjTtfeOlx24yv8tT0VN/dV3NyHv7anPOTr+uijVeEHtztZxLADlaH7K0P3ZV/4IO/SR6VBn5cGfV508aO8C+/nBbyNC3wr48SryUf+FHPwb2mB+yuxqY11tfUtPbSB8eGpu1MP78+trKwxOUyeiCORS5RahdYg02hUBp3WbNRZTFqTVWO06sxOg9WtN9kNFrvJ6rI43FaH1+r0wH8tdo/F4TZZXQaLXWe0aQxmldak1Bg1WpNKbZAqNQKZjCcRscQCpkjIFAl5YtkKg8UXiPRG3b2pcRQqoa6mqJFcVpCfHXM7sr29DQCv3W51OLbKFrPZ/KhY80JuQO3gr/6kUikAwGazLS8v+60lf6IdloRbY/AeTS7dXtl9qwz81vWizWYzmUwmkwmOAPVXUv5c2PblrwA8mq4CA1Nup9Nh8/k8AHi360TgAxazkcfdlEg4CrlIrhCr1Uqz1eJwOe12J3yBSqH0OOzA53ZaDMDnAsAF5dgGhzWz8FCj0wLgdTmc0MACwOsBXofP5QRug9vsBG4H8Ip0uqHpGZ0X8HTarsmBmfUHd2dHJu4OaNUau8EOnXPgdgG71WYym3WmrcCE22Ox2k1OYAFAC4AQgBUAqDJvzDjnIGX6vYrJPxYOP5fRhoilIormEWUMRA37iUbB42TxjkYpolaKqBIjqiVPVAufqRb8qIb7YyLnpxXcn+C5z5dwf0QQPJ63jsic3rsKftMsRyAH/9TCObPijeGDkAUdDYA0OfhtwfiHndJPR63PJDQdKul4+p1/7wk8lZZ7+3b8ueqK1FZaeS42o5pYJeaJhjp7chKTCmNuFV67RI24Mph8437BrfvFYZO44MHMgAnctcXK+I165EpV+kJ56kp16lpD2kZj2npj8gY5BebgBe1Zwg6sqCNX0pErbs8R0bP5bTm81qxNKhIeJg3FakZzWzD8thxRWy67EcMjY4XkbBEZK27ASOrRChJaQ840tmSb6NnGNoySmipsjBNQ4mX0NF1flrQlRdCUuElKWGtM3WjJZfdXi+51yxYmefP32EsL7JV19gaHxRSy2VImW8Fhi9VioWhzkbc8LVydlqw9ECxM8ObG+IuTwtVp/vJ90dqMbHNesvaAPz8uW5rUs2YQ9yhZdxpQw1UpAxWJAxWJ/eUJA2XxffjYzvzItpzQFsyN5szrNPS1JuRVUuqluuTzjUkX/sOjxLOkxLMQWK2oIGraxcakc9DAIiWerY8/XR17oibu5PcCqxUV1IoK+i6waiK/KQ/5Gn9tT9mNr8pDvvZ7WJBT1RGHoJ9FDDtQHvI14fre3IsfFV7+FH9lNz7o86LAT/IuvJ9z4R85AW+hjr+acfyviQf/lnbui7KM2Kaa2sa2Pmrf+NC9O1OzU3MrS2tMDoMv4oiVIpVWqtXLNBqlXqs16x8By642ufRmzxawtoVI4YFdh/4ElsZghqWlWm1WqQ1ShVYgk/EkEj+wOELp6iZbIJTqjYZ7U+NIZHxtdSGlqSIPlxUdE9FGpwHgdjrtKGXflQAAIABJREFULpcD0sFvtWzHgdVq1+kMAoFgcnJyYGAACqu1tTWtVgvl1XdzWNsl1XZVBWtGf1ALOlb+10Al9a34O4San4OwKgTbQg/bdRz8GAIUxi8kEgmbzZSKuBqlSK9TGg0aq9Xq8fhcTp/F7PC4AIfFnZy4a9Brgc9r0qu8DovP63B57G7g1Zr1cq3SBdweANxej9vr0ev1fD7fZDLZnQ6dQT81c69/ZKB/Ypzc0VPV0iG1eQ0AzHNX+Bq21iJyuLQ2kxFYvVtWmtPhsZuddofN6TNYgNUHLADoAJAD8NAKKleUYb0LX1WPvFnc/wKK/kRqOyJz9MmiuWeqNnfVSxBVUkSd8rFG+RNNiieb5E+QpDtqZTuqJDtr5LuIwp3ljCdLlp8smH8qb34nbnlXzvrzRVwEcg6ROv7xAvhFm/LJspUPZ3zX9eAv5NlfF/ceGuIdGRbv6xaHM8G+Ic1T1wv+mZS347XXPz57KAF7Ky0tiFyHolTj4iJDSkvKVVobh6+gNTZnRkeH7N9TevXCdGHGEPLGePa1iZzg8eygCdy16ZLoxYq0lSr0em3Wah1qtT51pT5huS5utSFxozGD2YTmNGdyWlDcVjS3Fc1pQbFoGZtNaQxKKpOazqSms2gZ8Ku8tkw+HSNswwiomRJalpSWJaVkSkgoMSld1pihbELr2rKMHTnmrhxDJ1ZDz1TSkdoujLEvR9uermpNkdBS+LQUQWumqKdYNlorv0uTPeiWzY0q1maVrFUljyXjcYRsrmhzQ74xJ5gdYt1pY47RmMOk1V7iShdxra9mdYC0OtTIGKExRpqWe2uXusoFIw3GhQ7EPUrWeF1GX1l8R1FUR1FUV0lMHz62Dx/bXRjVlhMKOdWQEghPXfJ5cnIAOfk8rAHr4083JJz5FrDg3Jja2JNV0ccqoo7Uxp+qSz5Lzrj4LWC1oa+0ooLoqKA25OXtwIK1HuH63tLgL8tDvq6J/KYm8htYCVZHHKqPPtoQc6z21uHK0P2lwV8WBX2ef/mT4iufE65+SbjyBQQW9txb2PNvII+9gjnzRsqRv8cf/6ggLoxcVU1pH2jqGx2cmrj78O786vIak8Pii3liuVihkWv0UrVaqddqTAat2awxWtQGm8bg1Jnc3wssi8Ptb5PWm21aowUWlRBYSpVeItcIZDKuWMwU8TeFgk2hgMUXQ2AZTMYH9++kpd2uqsxrolbm5mRG3gqlNZMBcHs8Lo/H5ZdRsOaCf9LAB2xW1/Ly6sDA0NDQ0ODg4Pj4OCQag8GAQ0e/m8PyG/nfBRacMOPfGg9tqe1T+vzV5faoxA89vvUCp9NpMpkMBoNEIlGpVHK5nMfj6XS6R+Fyrw8At8cHd0fACYAON1hjcEYn7pnMVh8ANofV43EB4LLbtQDYALB5gANqKBvwWryeueU1elfv3Ozy7MzC3bGpvva+wfb++3emJ6eWBsbmZDq3EwCFTqW3ygEwAGAGPjd4tOja5bQ43BYn8JpgIgGAESOo54K0afVJ6sIfkK2Iq0WIqHpESvsTOeM7S+d2Vqw9VcXcWcd5ul70TI3suRr5j2okP6oV/E8V79lK3tNl/J144S6CaBeB91QZ6/Gy9R3l649VbO6o4D1Vwf+fMj4CPY3IGP1oFrzcJHyydO7NEeP+RfC7mqlfF3f/nTjyt+KBz+rmzvRK3sIN/OxyxpuXol58571vgk7HZ4Qnxl+sK8+g1BagUuPLCESBWCNVGOdml1prqpODAjLOH68KDWy+HdSbEjyec/NufvhI1vVB1LV7RUkMUv5qbfZiNXqOmDhXFbtYHb/WkMIgo5lNGGYTkkXLYNEy2M1IFi2DSU1nUFI3yCmbTWmQVry2TEF7Fp+O4bVl8lvQ4rYsaRtW3oaVNGeKKEgxOV1GQSppmTo61tiNs/YX2oZLrMMlxuEC/WCefjDP0I/T9eBU3Tny7lxJV56op1jUW8rvK2f2VHAGSaK77bLZAcXCqHhuhHN/gDnZtTpAWuysmGsuWGgpWGnBrbTkrLfmb3YW84ZrRRON8rs00Thprb14npK52ZIjGShBTNQjByuTOoqimnNDm3NDW/PCOwoiOwoiO/IiWrAhlIwrpNRLpNRLjWmXG9Muk9IuUlIuwntASCVoYEGLHZaE/i/V3D5Rdft4feKZhtTzEFgwpUVDXqJmBLahr7Shr9BRQX6FRY4/Q4o9BdlEuL63+MoX5SFfN8Qcq4s6Qri+lxh2oPbW4cbYE+S4k3VRR8pDvi4K+jzv4sfFwV+UBu8mXP2SELS7+NKnuQHvZ519E33mb8hjr+QGvJN+/K3oQ+9gwi83lJc10fso3YMDd8cnZybnVpbWWCwWX8QTy0VytVSllahUCp1GbdRrTCa1wazSW9V6h9bo0hlterMN5kghp/y0gpl4P7C2shGPgMWXSrcDa5Mr9ANrZvpuampMOSGbSiPm5mRGRN5sJNdt3Zr5ttr3AACwO9fj8VktTuADFrNjevphayt9ZmZGqVRqtVoofDY2NuClGATNdltq++A9f9kIMQRvCaEl7+9n9rf1eB6tb/Azy19sQuEG5/9t338DX+9wOHQ6nUgkksvlKpVKIBAoFAq9Xu+fgSNXyqxOh38ivv9Y7D6D2SVT6pzerTHzsAL2eo0+jxYAMwAWq9to9locwGPyOu/MPqR1di+tbt6ZuD85OiVc51ulBp/JB7zAYvFYHcADgN1jszrVPmB2eHQmm9VocxldwPzoso9tA/f1oGDVdm1I9kHh2I8j6xA3iE/Etf0k//7PazZ+TuK9RJW82KL4EVW2q0Gwo4b9WDXr8WruTqLw6Qr+rgrWzrKNnfj1p0o3dhaxdhZxduSzHy9iP1HGerKa82Q97/F6AaJWvKNK9GTpJgJz73Hc3f0r4C+tkhfwc6+SmK/UzH9IX/6kdeaTxslX0xt+HVH6v8G5uw6Gv3To6o/e/Ojnr/3t8Pmj4bcCE2ICGioz6ZSKSnwRjdo2u7D+cHF9ZXV9Y2Gus64iK/Tqtc8/LLt2riHsQlfqjdHsW33IEHrilVFsLKOheBqPvF+acq80Zqbi9nJtMoOMZFKymZSsTQqKSU1nNyP9OgseCCxuKxrWjIL2LG4rmt2MFLdjxe1ZkvYscWumiIoUUZHyFoyKnm3ozTP1F1iHih1jBPtEmXmsVD9UqOnP0w8V64eKDUOl+uFS1UCJtLdI2JnHoeNWyOi1llxWdylvqJI3WMXsK1/tKF5szZ+h5Mw0Zs03olepGGZLFrc9V9hdIOkr1k7WmWZoruVO9xLdMFUv6inktKDYTWkIGBPtLI5uy4+Ah54X3oYLa8GGUDOvNSGvNiGv0tDXtgpDVFBTaiA5+Ty02+viTkGFBW8GoaUFgw6wMIRhd1LaBQoy8LvA8peEsEGHFHuqPuZEWcjX5Tf34a/vLbryRfnNfQ23j9dFH8Vf30sMP1gXfZQcf6ox7mR15Df463vzL32Ku/gx/tqX+GtfQmCVXP4MF/BP7Lm3UadfQx1/Nf/S+8iT/4jc/1bGtbM1JUVNrR3k7r7eiZGx6YnZ5cU1FovFE/JEUoFUIVaohSqlRKtRGA1Kk1GlNyl1FpXOrjHa/cCCIstPq++tBxUavUplUih1YpmaL5VyRKJNIY8h4DMEfAgsLk+kNxrmZu+npsbgSzBUGjEPlxUeEVJbR/R4HWBLAwAICP9kPqiwgA+oVBqlUg3/+KG8cjqdsCT8IWBtjyP4RyH7L/u+25rjryWhsw4rUxizhBcC/tFaUI7BtzKZTCqVSqlUqtVqsVi8sbEB/5Pb+67dbrdQLGikkWaWZox2s/vRlHeHBzhdwGR2wJWoPi9wubYG2rg9dh8w290qt0cDvAa7WeGy6wBw2dxWjlw4t7lmB8DgchtN9q3bPRvwOc1Op9buMPmAywNsZp/ODmxm4NE9ctDZAEw6QNGM6pvs9pcu4hBXKhGRLU+mDD6Dvbcrf/7JktVdRN6zjfKnSLLHGySIetFjdaIddcId1VxEJQNB2EAQOQgiE1G5hihfRpQvI8pWHyOwHidwHivhPFbKQuAZCMI6grCKwK8hihmIglVE/tIO7L0fF02fWQWfdik+qN/8sGblb/nDP4+veOkW7jdRuF8EJb9wJOyFrwJ//K8Dv/rXnsde+OVr774TfCMwJSk8P+t2U01eI7G4tCB3fPzO1PTs8MTduw+mV1cWZqfGKBUl8RfPpp86hjp8oODCUVr8jT5UVFdaeE961Hhuyt381LsFifeKb89WxK/UpW00otYbslbrUCt1KWsNKQxyOouK4rZg+G1YAT1bQM/epGTAZ+CnvNYsTnMmi5bBa0Pz2pBCOorfmsFvThe1IJXtWboenGWo1DRcahouNY3iDSOlmuFi5UCBrBen6SvUD5YYh/Hm0TL9cKmqr0DSkS1oRQs7sOKubElvrqw/T9KbK+zCcunozRbkZlsOuyOf14ETdOSI6Bhxe5a4PUvQniXqwkn6ijVjldYHJM8syXmvWt2bzackIEaqUwcrk3rwsV0lMV0lMZ3F0R0FkW24sCZ0MAV1lYoKbsHcoGeHtueEtWaF0DKvQmD5s1ewPIQIgxeF0MBqTDrXlBqw1VGYcbEJdQkCqxl1GfZIt6KCWrYZWKT40/UxJ2qjjhFufEW48VXptT2l1/ZUhh2ojTpSc+twRej+mluHG24fJ8efqo85VhG6v/jq7oLLnxVe+Qx2RJdd3U0I2l0a9Hl+4EfYC/9AnX4NefIvBZc/QJ98J2rfW2lBpypx2aSm5qaunq7RwZF7EzOL8yubG5scLkcg5otlAqlCoFSINWq5Qa8wmJQ6k0JrVOosGr1Na7D62wwhp/y0gk08fmApNHq5WqdUGiGweBLJdmAxeaIVBovJ4mn1uqXFh+npscWFqCZqZVFhbuSt0Eoiwe4wQ4XlL9n8wVGH3ePzbi0i9ddf8Ktut3tzc1OhUPxQSeh3x/1xhO0dgttN9+1d0/65yVB2wSf9KNxORoPBYDAYlEqlRCLRarWQZUaj8btzUJ1O5yaLQW0mP1ycNlj1HuD2Aa/L43a5vR64KcMLvJ7/vNjr9fqA1wMcDrfB7TUBYAMeI/CaALC5XCanxyyU8d3ADdt6vB7gsHrcTg8ANg+wqIwqiUGjA24NAHzg2QSAAQCJaz7XMPHn+OoXQktfulXzm9vNLyf1/Sxv4SflrF80yH5BUf+oXoYo4yAIbASRj8AzEaWbiDI2okbwdKPsaZL4MSIbUbKKIHIRRA6CyEBUrSGIGzuqWE9U8Z+qFOysFDxRxkKUriCK5hHFc4iSxR34zV2EzRfwGy8XPXwxs39vC+e9/Il3MwfeTWn/S2TlLwJTn9p3adfeM89+enTXP3a/8M5nv/vgo1f+8c6Jc+eqqirv3x3pojfUELJLcRmF2RlV5fjl5eW7D6YHxsZGJifuzz5YWV2YmhitLSpMuRB4a+9XUXs/K7xyri0tqjMjmhp7k3wr+G5++oPC5IeliYuViYvVyYtVKXMVqTOEhLnKhIWquOXaxHVSKrMJyaahuS0YbguG2YRkUVGc5kz4Kac5k0VFManprJY0dmsqpzWVQ0vlUlMFLRmKTqy2L880XGoewZuGS/WDJer+QjjXVNqDU/bgtH0FhsFi03CxYbBQ04uTd2aK2zK0/dmagWzNAFbdn6nsRcm7MySdyaL2dH5Xrri/VN5fIunOlbRnSdozJe1ZEHA8OpZHz5H1FdrvVoGHdY7xUmUHCjFYmdRLiOssjqYXRNILItvyI1pzQ5uzQ6iZ15rQwVRUcHPm9TbszTbszRbMDSr6CgQWpJLffW9MOldz+wQUXNDDgsoLDmygIAMhsPyDHGjIrdxDS3ogNeXCVv/zraNVEYcJN74qCf6y9NqeitD9VRGHiOEHieEHqyO/qY851hh3khR7AsqrwqDPi658gb+xh3B9d2nw54QrXxCufIG/8kXh5Y+zA95Bn/kb6tRf8wLfQ514K3r/W2mXjxOykPX1JGpXd8dw/+Dk6IP52aWNNQabw+LxOQIxVyTly5VitVaqN8gMRpnOKNcYVFqLWmf9XmD5e6S/VQ9CYMkVWpFUxZNI2EIhQ8Dd4PM2+DwWX7y8wVzfYGl02rXVBSQyvjA/g0wpJ+ALo6LDy8pLzBY9LNqgJIGaCP712m1uk9Fms7rguALIAr8a4vP5/2/T3Q+s7cF3yC9/TefPlHr+ezvW9ttAWEjC+S1wzpREItFoNKZHDz/+tFqtUqn8VsoUAGCzWSRSvsms9vocXp/T47b7vI8iTwD4fFsteh4AXI8aDIEPuJ0+rxfApkO3xwI8ZuA2AafRJhf4jGqXWevxOXVOsxZ4dQAIbUbjo7Y+PgCTLhA7cP9gBe3HV5J/Eon7RSbttfoH/x4QfX3fdOSB8+B98JsG8Uv1spdJil9RtT+nqJ6tET5RwX6ykvPTZuVzjeLHiSxE2eZjhM0nKthPEbk7icIdpcIdpcLHCZzHy1lPlG8+WcHcWcbdWcbdSWDtIqw9V7b0fPnCT8vnXyxfeKls+VeEld/mPfw9evjpSwW/DyW8dCTlD0dSXjkQ96f9EX/ce+mlDw/8778PvLb36AcHThwOuHgj8vqt6OukOqJKKrRopaN9rYSCzIyUmIIczMhA78bG2tDYaN/I0Ojd8ZHJiQfzszPzcz0dnbU5BbiI6ISzp9IuHC+8HlAZHlQfEUyJuH4PlzFTmDZXmrBQFj9XFjdLiJ0hJMwQEhark2GbNPTgWdRMNg3DpmFY1MxvHWYTmklNZzensVuSOLREVlMii5zAoybLWtGarhx9b4FhsNg8TDAMEVR9RVtjTnvzNZ3Zhu4sU2+2uS/H0Jut7c5UdiJl9DRdX6amP1PTj9L0o1T96cq+NEVvqqQHxevKEwzgxf2l3I5sPh0j7clVDhQqBopVI+WyIbygp0jYW6gbK3fN1DmnKnUDOER36W16QSQ1O4SMubZ10FcbUVeas258qySkooIpyMsQWP7IFS09EF4XVkUfg0UidK9qbp9oSDgDU1dNqEvfBRac1uCXV7Uxx6sjj1SGHYLFYOm1PVURh6ojvym/ua8idH9d9FFS7Am4EIwYfhDKq5LgL8tDvyZc300I/hQf9DkeAuvKJ9kX30WfewN1+jXcxXdRJ96KPfgW8vKxUlRSbU0VrauTPtjbPzkyNf9waW11k8lmsblcnogjEPPlSqFaA4El1RrkGoNSY9bqzP5BDtsn/H0vsORq3f8DWGyBZHmDubLKUGnUG+tLaHRiQV46qZFQUV4SHROBJxQZjBoAvB6Pa3vL8Zam8QGX0+dy+vy1lV9n+Xw+kUik0Wh+KNawParun/wHBdr28TJ+wbXdt9ruZ+l0Oo1Go1AoxGKxUCiUSqVardZiscAVGH7ZZbVamUzm4OCgSCTaTkM4gNC7FTB1+7xOr9MBPG4YtvK4nS6Xa6uR2OMyupwmr9MCfHYA3C7gdQCvB/gAsLntJqvO7TACrwPYzMDlAm631+lyAmAAQA7AutsjAoALQCfTdKWsb292y3vZLS/GlP4a0/g26e5fyQ9+R5l9qfHhi00Lr3Szv5jSHV8BPynbQGQvIpD3EblzT5cxnqtkPVfF/lEd52ki49kq9jM1nJ1E9g78JqJwHVGwhshnIPIFiHzRY4WcHcXMHSUbO4pWdxSuPJG/+BRu9vnih78sf/gH4v3/U3b3N3kDP8/ofDGW9uLNml9fxSM+DHz23wHPvn741X9fePuzwM/2X/nX3lOffH3s6PmrUUnphfjy2vqqaiKuJC+FWJw9PzU63NWSg0rJQibnYlFVxLK52Qcrqwt9A71D48NjUxO09rbm7q6J6YdT07MPRu91kSjFqSnxF09HHPoy6dh+YmjwACplEpvyAJf8sCh2tjhmpuTWQ3z0XEXiUnUqg4zepKAgp7gtWHg4zVl+SG1SUP7DpKZzWtJ5LckcWiKLEsckxXEbE8S0DAUdo6JnG/oK7SOVlpEKbX+JoqdA0V2k6SvUd2INnZnGLoyhG6PvylR3Zijb02T0FH0/Rj+EMY5gTeNY0zjWMJ6lH8OoR3MlgwTpWLVksIzdnsNpxUh6cNrRMu04UTpIkA2XSwbLRP2lqpFy2/0ax1SVabRkC1hN2Bv1yKCatMDa9Etk9FUa9kYLNqQ56wYVFUzJuEJOD4Kme2N6ILwlhMEr2FFISw8kJZ6tjjleHXMcogqSqz7+dF3C6frEM3XJZxtSzzemB8BpWa2ZV1ozr7RjgpszLsHRfXDZFwRWyfU9+UGf4UO+akw4RU48TYw8VB11mJZ6npJ0pj72eEX4gaLg3flBnxUF764IP1B/+2h5yJ7KkN2V1/eWBX9ZGvRF/uVPsi++j7nwVtb5N9CnXs869Y/Uo+/HHPs0KzqkpoJQT26k9XT0T47dW5idW1pcWVtlcdgCoZgvlnAkMr5SJdLqJXqjRGeQqnRKlV6lNii1BjgzCzYY+g+c6/AtYMlUWplMJ5WphRIlVyxmCQQbfM4al7PKYQtlqoXVjaXldZlCLhJy0OjEvNzUmtoiAr4wIfF2Fha1vrEMtvZcgW23dcDrBR731lYat/s/V34SicRgMEBg6fV6f9wUrlOFI2L8LtW3kgder9dutxuNRpPJtN2V9+ez4Kc6nU6tVkskEplMtr6+LhQKJRIJLD/h1MDtFeKWGLTbGQzGyMiISqXy09Cv7Dwez9YGWu/WhkSfy+11utxOFwxVuYDH6LGZgMcEvEYATMDtBi4fcPqAEwAX8LmBz+tzuV0Or9cD3ADYAVC5gBIAJQAzGpBGHjmUVLg7rvi9WxVPHEp5PXf81dKZ31XO/r5x5YWKyd/Slv41b/nTqGhXzR0EmvzJEPvrcflz2XeexDxAoKcey7r/VP7crtLlXWWrO8vWEMULj5euPlG++WQl58lK3mN4NqKIgchjIXL5CJwIUch7rJT1JIG5i7DxI8LaT0uXfpo/9WL2wEtI6s+TiC9GF/z4KvKpk3GPfx323Gc3nn3vzMsfHX9tz6l3vzzx5YHzARduhlyLTEtIKcrNq6usIlXXkqprG2uJDVWFlaVoHDoBnRSVGB0WGx2OQqbW1FSNjY2srS8tLc+NTwyPjA3fn34wevduU3snpaNzaPLeyPhUf3//YE9HaVZq3MUTt4/vjzuwJ//cqZaoG31JN8dRN+7lhS4T4+bKoxeqkhaqknit2ds55T8sauZGYwYcAcimYRhkJIOMZDcj+a0ZvOYkdlM8k3Sb3RDHIyWImtIktAx1G1bbiTP3480DBMMAXtNXrO4t0fQUGLqyde1oTRtS2ZqmaktXd6L0vVnGwRxRa4qsK107mGWayLXezTfdzTPcyVWPF8rHiZLRGslghaivRNpbJO8vUg7ilcNlor4SQW+J5k69dKhc2F0k7y9S9OSZx8sQ9ILI5txQMuZaPTKoLuNyA+oKNet6S87NFmwIDXO9CXm1Me1yQ0pgXVJAbeKF2qRz5OStdCjEFjXtor8q9BtYsDCEwGpIOlufcq4xPYCCDIRNORBYkHQQWPWxJ/+jsEK+Kr72ZVnovvrY440Jp2qij9TdPtaUfLYx4VR11OHSG3uLgneXXN9TFrqvIvxAZfj+shtfVobsJt7YU35tT8nV3fmXP8EGvAeBhTn7evaZf6QefTfq6L8zIy7XlBWRmxppXe19d0an5h/OLi6srKywWCw/sHhKtUD3X8BSqwxqzQ8CC851+P8ElkCqXFxjLK9syBRysYibmZmEy0mpqS0qIxQlJsVispArqwv/P8CSSGRsNnt5eXl8fJzP5zscjs3Nzc3NTYgeOCjGb3LBuz+/O+6XZt8a6w5rPfixx+ORSCRSqZTP57NYLJlMptFoYPphewr03r17IpEIIgn+XL/1ptPpJBKJxWJxP9r/6l/e43Z7XU6f1/2IWV4A3G7gdHocVrfd4nJbnR6rxW02eM16YDECuwXY3cDmA1aPx+Jx24HHC3zACYAFADUAQgAWHaCFaUhunjqSSnzvUsZv91/fezvvWvVgypjik8J7ezv1f6HI/khXvj5m/UOH4Nd01p9H5f9nRPzauPil2vGvhjePT0p/Wzb7An7x+aL554oXn8WvPlO+sati88kK5s4q3uNEHqKMhcBvIkoYO/CsnWXcXZXiHWXyxwiyx/G8J0rWdxbP/0/BzAt593+VM/5yctvLMcSXQjAvXIx58eT1l74JfPHrgF/uPv/2gWvvf33xYEDw9ejbMYmJGSgkvqiwGl9MIeLJxOKGspK60tJ6QmV9eUUFHlecjyrOSSvMTivMw5YRislNlMHhodn5h+uMlfsPJgeHegYG+qbu37tz735bbz+pjU7u6KqmNte3NHf2tHW3U2jE4qLYiPCvvrz+wXtF50/2JEcsEFIeFN6ayr++VHV7rTZlmhANp/3BCX+c5iyILT+k/MDapKCYTWhuC4bTlAJpxaqPZdfF8kgJEkqanIbUtucYuvIMPYX67iJ1R768HSfvzFN15Wm6cOoOjJKOkdNRcjpK2YFS9WDUvVmSjgxZF1LZj9EMZalHsOoRrHIIIx3MkQ2XS4aJssFy2UCpsr9YNVikGihRDpZI+oqFvcWa8RrpIEHaW6QaLFL24MxjpQhqdggl6zoJfbUBdYWEvkrGXKNhbzRnh9Aw15vQweT0oPrkizUJ54mxZypvn66MPUlK3HLcYelXF3eqMekcNe0i9KTgDAZYMzYknKlPPENOvQBpRcsMas280oa52oa5Cpuf/cCqu32iJvpYVcThitCDZaH78GH7yiMP1sQeq084WRd/oi7+RH3CyZrYY4Tw/QXXdhde/7I88iAx+nB55MHSG3vKQr6AwKq4vhcCK+vC++izb2adfwN7/o2cs++kHnn71qEP0m+cqyrKpTWTmzraeibG7s3OPFyYX15eZLE2+UIBTyRmSaRchUqgM4oMZrHGKFXplAqdSqn7XmDByVmQbyuxAAAgAElEQVTfddxlKq1UqpVIVQKxAgJrncde5bBX2Cy+RLG8wVxe2ZArFTKpAINJzs1OrqktqigvSUqOQ6HTFhYf+mMN2yqybwNrZmZ2ZGSkt7e3s7OTy+V6vV6BQACnzUBqbB9Ks935hjkGeM3nl11+wWU0GnU6nclkMhqNPB5PKpXKZDKokvwzG/xXijqdjkgkDgwMyOXy7S1E/jY9/zPQOPM/6fK4bS633e3xwKi6zw18LuCyAocReKE5pQfABIDFByxuYLa5NHanzu2yAq8PeIHHBwxuwLSAKR3IneFd6bz3t9SS30RjX43J/XtM3tH85pvVfR0M2QYAawBcauf/s1HwdM7sTvz6y83SP/eqXqxf2VEy+VLT6lk5ODhvOTMpOjnE+y3+wQv4hR+VLDxdsvwUnoEoZyPKuAgCH0HgI8oEiDIeooy7A896Cs98pnT96VLGM5WCXRWsp0sXn8ZNPo3qeTqe8j9h1S8E4//3EvZ35xJ+f/zaHw+e+ev+o+98c/LTUxcPngsODU+MjorD5qKJtYXEhuLqxuJGagWpsbS5idBQhassya0oKqgoKCvNKy3IxeFys0oLs8rxuIb66o6uztE7U1PTM3cf3L9zd+zu1PjAYHd3V0d/f//o2MTA6ER7/yC1p6eGTi9uqC2pIQyN9mwuz8wOdNUhkbf278NdPNuWFLlci50tTxjLuTpbFjldGjGec/0BPmq2In65NhV27XCasznN2WwaltuSs0nJZJDRLGoWm4bdpGSyaVgBPZtNSWY2xjPqbzNr4zj1CQJyioyaoaSh9O25+k6cpiNXRc+RtmBEzZkSOlbWkSPvzJN35so786SdOdLOHGlntqwzS9aZJevGyLox0i6UtBsp6cqQdGVIutJEXUjpQJFkoEQ5WKIeKtINFmgHcJr+PFVfvnKgUNKD04wQ5P0Fqr5840ihtifLMoRDQFrVI4PqkUEk9NXGzGBKZjAZfZWUfrkh7VJdUkB1/LnK26crYk6VR58sjzleH3/WD6yq6GM1t0+QEs9S0y7CW7/mjEtQc21FHJLPNaVfbEJdomUGtWKD4SwtCKwW5GVq2kVK0jk4brTq1pHKsEPlYQfxIV+VRx6svn20Lv4EKel0Y/KZ2rjjFbcO4cP2ldz8quTmV4Tw/cTow8Tow2URB/Ahe8tv7ibe/NIPLNyljzMD3keffRN74c28gLdxZ99N/eatyAPvJV8+Vp6Lam2hNLa3dI2N3J158HBuZmlpgcVk8Pl8rlDEkkjZSg1PaxLqLGKNUaLUKhValVKnUuthXzQ0s/zHPxPZDyyZSitVavzA4ohETD7fDyyuSLbCYK2sMuRKhUopwWJTs7MSa2qLiJX4lNSEtPSkmYf3tscafghYDAZzbW1tbW1tdXUVDm+ADrd/PYyfIE6n099LCBWW578nu8Oy0Wq1mkwmhULB5/PZbLbRaISrpK1Wqz88BaHjT71brdbe3t75+fnt7dN+9m3/FPpf/5lE6PXYvU6bx+F02zxeO/DZAbABjxW4TcCuA14L8FmAz2wyKeAmHidwWwEwPRrgyfaAHr4ptnny0/SKZ46G/DYM9ZubaXsLSdgZdq8OsAEQASDxbg1U2F8w8lrR4vP5yz9rkPymQ/OrJs7vW1g/qZ3/U58oDYAIPTg9zvuwevzF3NFn8x48XTD3VPHSY6VMRBkXUSZElAkReQxEARNRxHyqZPO5opUf58/+GDv1Y/ToTzPHXkQP/hzZ8csk8q+iK/73Ou4351F/PJH4l8MR7x+78cWZK4cvXr5wLTg8OiItIz0vO6cej6/DF1BJhbSWkuqG3NKazJLqzDx8akl5RkFRckFeRlFeTkFOUS62CF9aSSKRG0k1VGpdR0fH0Nidu/dnJ+5N9w4ONLfThkcHhob7+vp6enp6hkfGJu7fH7k32T0+2tjTXdlMK64tb6JTBvq7VmceCBeWOggV4Qf2Z1440YaMeFCZMlUSNV8Rc68odLEy/gE+5mF53EJV0lpDBqQSpzmb25LDa83dDixmE4bTnC3qyOO3oLjUVBYpkV2fwCUliZrSZNQMOQ2pbMGo27Dq9hwFHStrxYhbMyXtWdLOHHFnvri7QNpdKO0ulHQViDpyRfQsYVumogcn68aKO1BCepqgLVVET5V0pEs6keLuXElPvrw7V9mTo+nGwKPqweoGC2RdObqhYlVfvn4wzzFebOzJNPdnIpqwN0joq3UZl+syLkNs1aUFViWdr048X5VwriruLKQVPJWxJ2tjTzcknIHVX13cqbq4U6TEs02pAd97KGkBNOQjWuVc78i+Ts8Kbs280oy6vKXFEs/Wx56sunWkIvxQRejB8rCDJdf3VNw6VJ9wkpxylpJ6jpR0mhh9uDT064Jruwnh+6tijtTEHoPyqjzyYNWtQ9Vhe6tv7iHe2FMW/GVR0Oe5gR9nBryPOv8W9sLbBYHv4c79I/XwG1EH3o2/cKAkM7GlhdTQRmsfHpy4PzUzO724MLfJWOfxeFyhiCmWshRqntbE15lFaoNEqVXINSqF2g8sKLK25iAbLd9bD0qVGolEI5Yo+SI5BNYal7XCZi2zmDDpDoGlUcuw2FQMOq66prCmujw1LTEpOe7u1LgfWH5mfRdYLtcWOPwOkUKhEAgEcJuO3yOHvpLNZtNoNLCDBzzKPTidTovFwufz19fXV1dXeTyeVqv1T+/zA4jFYs3NzcExgd+FnVar9btm2zPx283+7eILFqRe4PEAl8Nnsbv0DpceeMwwxQ6AzWnR2W1Gp9NudjptAEBObRhd8y4wZAeFTM2h+u4XozIeD4x4Pjjuj+EZST0PprRACYAFLl52AwsABpfT7QFOACQA7E5u+YCw9odq4cskyTPEtVfpgpsWEAfA52veD+fNvyTd+7ht+ug47/ncsWcK558pXX26jLmrnPdkBX9HheiJcgGikPFE3uqzuXM/yZr6BXrkdxk9r6R1/j25+Z9xpH/fqvjnTdwHVzL+GRD/8ZmYL05F7TsZeeJs5NUrUXG347PR6fh8dC0hj1JNaK0nttUSKJU4Ug22sgqdU5yILU3Nq8RkE5B5FRm5+JSCksyy8hJiZV19bXNHx8DdyQcTE2Nj40OjY5MTd6enHizcuf9wYGS4o7e9lU4bGumfmBwfGRsdGhsfvzs5OD7c2ttR3kCqpTWTO1rrKA0FpYWjo6MKkayD1PzGr359/cBXBeEXewpuT5TEzFbE38uPYNRlLBGTFojJi1UpyzVpa/XITTIGjnPg0HLgXBo2NZtDy2E1YbnNuaKOAmkPTkTHcKjpbEoqryldTEOJaSgJFSWkpEqakcr2LGVXtrwLK+3KknZlSbpzRF35wu4iaU+JtLdI2lsk6sIJ23P4dIy8GyftzJa0Z4raMsR0pKwDrejCKHuwok6ssAMrakOJWtOlLSkKerq6E6XpxhiG8uVdWN1ggaY/zzyU55ooNvWgzL1IBDU7hIS+Wp16sSolAP5bmXAWH3OCGH+2Mu6Mn1aVt08TY88Q407Vxp6ujz8NPSy/aQWDV/4JM02pAbT0QFp64NZOCsyVtuxr7f+Xr/OOavNM0z67O/NN2d3ZmWymZiZTMpvmlHGaEyeOE8eOezeYDrZxb3QhJASiF9E7qNFFB/VK7703AZKQQBK9qUvv/f3xYq135tvvnOdQD+fw1+9c9/Vcz3UnPWxMfFgXd686+g6D6I06X2WhrvQgx0LfK7lPLuQ9vpD39GLGo9N5vheLQ28yIjzKwlzJgVdznp3PenI249HpAv/LJTjn4tCb5MCr6FRYEuJI9z1He3qm8OH32T7fpXh9m+D5VYznkRjPjxM8P067dSTJ9aOIyx8GX/o0xO1sarh/VQWdVlVeLeQ1d7Z393YNDfbOTo4tLkjn5QoUWAvre7LNvaW1XaVmXateX9WsaVc3Netb6FSI9mSh52DlxEvAWtauqzRrdmChWyfswJqSysam51APa3NDEx9PiIwIKCSn0GkFEUQ8JiSgqVmIPhi2X//9b6b7y+lQAFheXp6amkJ38Nm7j+02lt2l2tnZUavVKysr6Metra21tbWNjQ3U5ELnR/sIabFYenp6eDyeUqm0iyz7XPmygLJLOftm1pcTqvZ3i6j9D2ADMNpse0bjpsm0BVYd2vNgRmwGgE0LbAGsAqgA5ACduxAjGH3vYcxvvbA/cnzyH3eDj+eVh0/Jaw3QYoZxHewAIOiyBxOA2YLYjICYbHu7iBVWLPB1AO1Izsg7ZctvsXb+ULf8oxTJnxgjv6scd0ho/ElR35/rx2/N7t+ZNPw4TvxD0sBP08d/mjn948yZ/5M+8ePU8Z+mDL+SMvTbpO434lveieIdJtR8GlL8RUD+t0/TzvqEX/Dw+97p7slrHhecvJy9Hj54FBzgh4/CRydHxxRmJJWRk6tpqVXUlPKClNI8EiU9KicZn54ampAUFBbtH5sSnl6YllaYTKnMpFRmMuppXBG7o7O7q3ugvaO3ta2ju7u7vb1d0tQukXQ2tfa0tPc0tbWKWoT1zGpJs7C1vYUrFDSwOUwup5ZdU1pdWlTGyMguyMzPL2YwOJLmhaUVSUvvpYuOP3D4QYS/Xwb+eW7IHUb4nc6s4I7k5/1ZwVNFkWO0iBEKYYRCQHsdUDbNlMWijTRohRaKLXldspqXrmhMmKskzpWHLzIi5dVR8srIxYqI2WKsjBG+XBejYSWssOKVrBglK2aJFadkJatYGcuc9BVuhpqTscxKUTaSVA1JqoYEVUPCSmPCSmOCmpmoYSWtshK1bJK8Pm6xNkZWFbnIwC9V4FZqCKsNkWvMmC1BsoaVsC1K3+Cn7ItSLK2Zu+yofW6UQ0X8Qzrxdn6oW26IS36oWwHOPTf4Zqb/dVRhodaVnVkFwU50jAsqrFCddeBVhTjbUYVmHdCGGTTaXh13ty7xQQPpUWPiw9rYuwdpUjRxGupKD3IseH455/H53Efn855ezHl2PtfvIj3UiRHpSQ91ynhyJu3R9/kBlwuDrlJDbhTjnYtwN6khN8jB12hYx7LQm6WBF4p8zxQ8OJVx65sk96/jPb6M9Twa530k0euT9NufJ7ocjrj8Ifbq5yFuZxNDn5aXkCmM0koeT9Le2tXTOdzfMzMxurgglcoWZ5ZUs+pVFFiK1R2lZl2zsqZVr/4/gYWWKf/jPKjSrCmVa0tKzaJiBQXW+Pzs6NzsyOzM+Mz82PTcyOikamV5a1MbFxcWHuabX0AqLiITI8OCgv2EIi4KLHtK4H9TWOiGCLvkWV9fl0qlaM4T/Ss0YGU2mzc2NjY3N/f29lBaocuv0Oc4CILo9fr9/X07+17O1gOAXC4fGxtDp067NfZ3wVS7nf9SQ9Z/99Db94yhrpnJZEJsFrCZwWQA/T5YjGg9ng4BjRlWAeYBukyQNrrzDanh1fup/+yR4HDu+d98E4iNnQM6WAFYBVhHQHfQVgybe3qTDXRGm9kGVoBFxWpf79D+utZssa0CHPHPeie59TXy1CGx7rNe23/kdbxWMvhZ585fBJp/Y8z8iNx9aWD3Yve2A57vENn9w8Thf0se/lnK8M8Te38V3/V6XMub0fwPiY2fh1UcD6acfJ5+6l7M9964s27Pz1x3ueB47Yr7Ndd7zo8w93BxWFJOch4tN7swPbcwuYAcRyZHkwuIhTkRuWmEzCRCSiIhhRSekRmVnhmTnJZQQM5nVFUWVxQ18ir5zbUt3ZyeobbBsaH+4aHmjhY2lyWRSETCZj6/hc9vEwjaBeJWYZNE1CLkiTmiFiFfLKpjs2uYDY08Vh23uqKmrLa6ITcjPyszr47JmZKpBqZkt55iHX7w85+98of2pjZ6ZiLW61L6U8e2TOxgNn4oO3SCFjFKDUeBhYqs6dKY2fK4iaJIlF8LVUmymmS0s3ShJmmJnSati5ssC58oJcxWRC5WRcmqIucrwmdLQ+crCfLaCFk9cbGeKK0nzDeEyxujltlJahZJw07WclLsR8NOXqpLUDUkrTCTtJwULSdNzUpZaSCpGpIW6xKldXELNdGyGqKylqiuI2oborSsuHV+mpqVtCPJ3hRm7IrTTC2ZO+yYfX6sQ1nsfWq4dw7GOSvIKT/EpQDrmht8M8vvOj3MCzWwCoNdUGAVBt4sDHSkY10pwY7kgOuUYMeiEOdinGsx1oWKcaqM8GYQvauIt9BQaHX0nZqoOzUxPpUxfw8stCQLlWMosPKfXcp+dA4FVoH/5Vy/izSsY3mEOzn4GuneiZQHJ6khN0oJrkW4mzSsIw3rWIS7WYx3LsY7l2KdSjGXivzO5j04meb1dZLrFwluRxI9jyR6f5bo9Unq7c8TnP8WceW9sBufh7p9Hx/8oJSeS60or+JyxW0tnd0dQ/1dM5MjC/MzUvn8zJJyVr26sL4jW99VrG6p1OtqtfZlYKFTob3e7x+BpdKsqTRrSpV2SalZXFqelytRYI3Pzo7NzIxOzY5NzQ6OjimXlza3VmPjwnG453l5KSXFlKhIQmDAcwGfC4gVEECsNkAAQQBBXnQLWxGLFUGX0FgA0IUL9uVXm5vbCoUSfXWIwsJgMOzv725tbSwsSGenZzQrat3eProC2mIzW8GGHpV2eXh8bGpudnN7C92YjO7OMpkRQMCsN+xuboHNarUY9PpNk37DZt6xmXUANkDAZDDvb++g/wCCHKQ9EQAr8t/qb3d3W7u2ur27Y7KYzVaL2Wy2mi1gtVnNNrMZjAC7L7pcJkyAr+w6FZr/xm3ib7zCX70T/Tmpwa9/M1sF4jVQIbALYERAt2uz7JitOwbD5s7mxppaqzHYbP0j43WN/JaWvtpKXjm1UjU/t280qQFORNHezW7/94y+X1Uv/0Ww/XWf5aeZrb8tmXiPv3ZItP1WvcJl3Hq0bvqfMbU/JQh+Hd/259SOQ2kdh9OavkwVnUrlnowqPRWSffJh1Lfufieu3zl71fPKNa+bTu5Pnt4PDH4QHu2blInLpkUXlCZQKlIp5emUspQcamxqNo6UFpSciklPDc0g4VOTIlJSYrOyU0vLaDW1jPrahiZRW1/3UHtrR0d7U99Aa09/i6iJw+ayOEIuXyLgCbgikUgiapGIO5oknRJxh0jcIpIIBU18Fp/JFnA4AiFX1CRp62zu7GQLuWWVjLxcWg2D29ra29IxyBJ33g0gOPz8dYd/ecXR66EVgFlJf+x0KvbORV6CX2cqpjs1eLAgbJCMH6KEDVMJo/SIcTpxoihyopg4Rg8fpREmSyIXa5LkdcmojSWtSlioT5qqjBwuxo0W4abLIqRVkQuVxLlywlwFfr6SsFAVNleFn2GETFeGzNXgFuoi1OwEDStJyyatcpLXOKlrnNR1bto6N01eE6Osj1ezUla56avc9BVmsqI2fr4qbr4mfrEuUV4fp2qIVzNj1cxYLStOw4pb46Uus0nbzblboswdcYa+JWOTG7cnSHAoj7lHDfPMwzgXYF2LCN7F4bcKQ1yznl+jhXoUhXrQse60EDdaiBsV40oNcqEE36QE3ySHONFCblJDnYtCXQ7WoxLci3GuxQT3igivypg7tbF3UYu9Ou5uZcwt+6mK9i6PcC/GO9OwjgX+l2mYGyUhTtSAqzmPz2bcP5Xz8EzB84vVUd4V4e40zI3sp+fsd4I0zA30xpAafJ0SdI0SdI0afJ0e4lgS4lgSfJnmfzbv8cnU218muR4muXyQ4vFR+u3P032+TLtzNObGIeLVd6KcPw289hnG5zo5O7m8qrqykc0RCFtbm/t6OyZG+6Rzk4ty6eySbH5FLVtdX1rfVGk3lOpVtVqt0WhW1zY061toGuug2G97Dz1oQwN6P3ggr9SrcpVarlLLlCsLCpVUJp9ZXJyam52cnZmcnRsaG+0fHpKp5MpleQElJxDjm52TRifnk2JjA589a6iqARuAGQEbGHYP1IcVwAxgApsBLHow68C4DoYtMJrBcvBrnU27sjE3q1hb29va1G9v7a9q1pYUMuXS4sbmism4t7O2BnoLSjeLzWwBixHMBjDvg3lYNinoah6YHt/Q61DcmG2wpQej+SAkBRYAg85mWLMZVQBKQJbBtgEWI5gBjAA6K+xbEAMgCBhtsG227NusFgAbILu72zrdntGs2zPp9GA2AZhsVqPRjADsWWELQIZAzw6UzsHzmpkv8JWveSb86/nnh58m+JUJqUNznCXNsMW6BKAC2AWwImBFwGQFow2MNjABGADGFxarWRzN+ha5gFaaX9Qv7BCVNI4Ju7eU6j0LogJ42zf+UF77L6mTPyAv/KhY9V+83c9bDR8z1R9Vyb6qU/01rfVfAwpew1NeDyl8L6L0aFLlt0mMbyILjmGSvvULP/00+Jir93c3nc/duH7V6ZqXp0vQs3ukSGx+WlxlWQGjPL+iPKukLI1WlFBAiczJJ2TmYEmpgclpQcmpGFJKSDIpJD01Ij87kVqYw6ioqavjioRt3R2DQz0TIz2Tg51jfW2DHZKOrtbO9tY2IV9QX99YU1vP4vGbW9qaxM0touY2SWt7U1trc1uTWCIQ8Dg8pkgiFDU38URNjWxBHVPUwJbUsCTlNXy2aLCB19vSNVFZL3Hyeubwg1cd/uU/P/n+xohsZddolE72+rqdCXU+XhnmI4z3a04O7CnE99PDBuhhPWRsPwU3URI5UUwcImMn6YRJOmGmPGqxJmG+JnaqPGK6giiti1usi5+rihyhh4wXh0qrIidL8WPUYGlFuKwqQlYVIa8OV9VHrTTGLDdEy6vD5ypCl+qjlfVxy40JGjZplZuyxktFzwozUcMmrXJTV7mpWk7KCjNJWR+vqI1dYaeqOWmr3JRVHmmVF6/hxK4wo1SN0cqGGFl11BovdY2fvCVO1bWma9iRWi7RgR7uXYB1zQ10KsC4FIffKov0KcJ7FQQ522mFogo9lOCbVIwzOcSJgr2JbqIvCnND1z6jH9FHzlWxPtVxd9FTGXOrKvZ2VextRrR3BdGjlOB6MNYFX6dhbtCDrhf6Xsp5fDbr4em8x+cKfS/VEL3KwlwpQddynp3PfHwm9/kFGuYG6r4XYZ1omBvooYc40jA36EHX6IEXqX5n8p6cSvf5MtX9w1S39zI8Dmfc+izd51jana+iHQ8Rr70d7Xw48OphzO3L+Rnx5RWVVfUcNl+AAmtsrG92bmxRMTcnn59fXlJo15RrG0rN2vKKBrV7tKvraOO73XpHp0IUXn8/D6pXFcsauUqNKqy5RdnM/MK0dG5qbnZqbnZobLR/ZECmki+pFfQyWkCIf3pmSjWjJDMpIfDJIwaNbts32AwmsIFFb0WsYLWBGQEzgBmsRjCbwaQH0xZYt8BiRnlmAdDZ1rXbi4sravWWRrO9qt3cXN/a3dkyGnZtNh2AcWtNYzHoAWwWq0Fn2N237OtAvw96I1jkGytji3OyNe222aKzwZ4Z9i0HAxdYAQw22DciejRqoAX9LJgWwLYJiNlmBvOuzbK6a1RvmLYM+3smow2MAEaAPcSst5qtAPtGkxFgD2ADzSkAGAHWjTC9iZS0zzzOZX75POvXTsRfucZ9FFxyIYlN5E9VTKjnLLAJsAXmXdAZwWgEAyAA6B5DgD2DcWNvb123u28zz8pk1fUN6mVNV3OXfGTOtLytHZXBmgGssAMwBfCmf8KR4oH36pf/WL/5Blv3J8bSH/IHX4sV/h5f98eg8j8F0N4MJR+Jpjpm1rilljknFFzCJpy473v0psfRS5e/Pvf92Uun3d2vYPzuJEcH0TKjqijJzOIMdkVuVWleeWluCT2dQo7PyyGmpQUnJj6LjX0UG/skOTkoK4dIoaaUl5Pr6ysEfHZzc2tLS19L82Bby1Bby2B7S39rU3erqLNF1MZt5HPZAj5PLBQ0CYRNAmETX9wsEjdx2TwhlyficQUcNofdwGHX8/hMoYTLF3J4IiGbL6pp5NU0iNnCvrZuac/IciVnuJo3TEygfvLlxR/8++sO//zKu1+eL+G1Le0bdYhpfWUm2t8zxPl4Cda7IfIRO+ZxNw0/xIgaZ8T008O68zG9hdhhSugwJXSUEjJKCZkoDptjRM0wIseKQ0dLw6YqIxZqY+aqIkfpIaP0kFlGxHhx6Ag5cLYsbL4ibIFBkFURVPVRWlaclhW30hC9VEtcqo1R1se9wFPKKjdFy0nWsEnr/LRVboqalbTcmKBqiEeJpuUka9ipWk7KKjdllZeo5cZpuDErrGhVY6SyIUZWQ9RykjWcxHUBaac5ZYVNVHMi/gewigjepcQ7RXivwmAXFFhUjCs5yJkccJMS6EwLdqWFuNCxrhTsTfTQcC5ohB3l1MsHZVZN/D1GtDcKrPJIz5IwF3qoUzHeuSzcrQTnTMPcIPtdzn1yLvvRmdwn58jPL1EDrpbjDnIMuc8vFPhfLsI6MSI8aqJvlRPcSvEuRVinIqwTar1Tg6+T/S5R/M5RfE/nP/0+6/7X6d6fpnsezvD6KPP2kXSfY6l3vop2PBR5/Z0Y58MBV/4W6HUuKymypLS8oobJ4vFbWpp6e9pHR3tnZkfnZTNzstn55SW5ZnVpdV2pWVMtq9Es0opau6xdX1ndeNnJ2tzV2Quw7POgUr2KHrlKvaBQzS0qpqXz09L5aekcyqzB0ZH+kYFFpWx5VVXPrgsKDSSlxlczaKlJEc8f36bmZ+p3NlAWWUxWi8VmsdgsVsSK2OzgsoB5H2y7YDMiiD0srt83bWzuGozW3T3dzs6eUW8AxIZGCPb0GyMz/bLV+V3zhhHZN1l1B50QCIANjHrLvs5ktIEBYMOCrJkBDUHp0O2lJpPBYDKYjFabAWAfTGqwrQHoAcCCgNkMYLSAyWjR75pN+zYwodptx2rctdqMcFDduQ6gBZgzQJsMSiXLscW9R93whx2DzgVk3iLVPcziJjBHJAqTBkBjgX0EELABimg4SLGazUbt6vLmhmZ4oJPPrp4Y6d5YWQTTrnlnfdLwjbAAACAASURBVLK/z7Zv2NJsoc8OrXowmGAHQAYwBPBFQumX9L43cvteyxx+mzb7S2LDz30L3sXSv4mpORZWdD6u0r2g0SO93Ck46eo97DdX73z63ZUj354/d9nRx+ceJsA3kxRLzUqqpmUyS/MbS3KqKWlluYnUrPjkhLD4BFx8LCY6JiA+LiCRhElNx2VkhZNppJKy3NqGMq6AKWluau/o6ewZ7usbGxqc7OsdbW/rE0vauEIJRyTiisXcZjFLLGCK+EwRn9ciae5sb+3samprF4mbOByOgM8ViXlCEYvDr2VyK5iCSrakpo5byWBWVrGYgrbuiXmtbMU0MLbayJ8kJtV9eerBh59d++Vrhx3+6ZV3PztZIejUWkFrsazurxt1KmoKJsDxy5xnNxiht2sj7nRRcX2lYYMlYd0UTFdeYG8hZoSKG6Xhxyi4UXLoeBFhtiJ6uiJqrBg/UkyYqIiQVsfMVUWP0kOGqcGTpfgRGmaowH+qOPSFwiIq66I1zFg7sBQ10Ut1sSiwUFStMBNVDfFrvFQtJxkFFvrbNV7qhiAdBZaWk6zlJtiBtcKKXmbGLVZHqFlJqsZYNTtuQ5SobCSssMMdyqLv0ghehSGuhSGuVJwHPcyLjHHN9XdE5RUl2KUw8KYdWHSsKx3rSg11tgMLrY5BgwvoCkIUWKh19TKwSiPcaVhHcvC1ItzNCqJHWZgrDXMj7+n5rIencx6fLXh+keZ/lRZ4jex3Off5hZxn5wv8LxeH3qwketZE36qJvlVJ9ER1VinepSzMtQTnTAm6VvD8QuHzM+Tn3xc8O5376NusO59nen+c6f1x5u0j6Xe/RoEVdePdWJePAi5/6Ot6ihSNpReVlFbWN3K4kmZxd0/b0HD31PTw3MLU7OLMglIh06gV2jWlWqNUrahUquVltWpZq1SvLmvX1Wub6O5CFFirmzsosF6eB5dWtCiw5uXKmXnZ1Jx0ak46LZ2bmZdOS+cGRob7Rwak8vnlVVVzR1MwLigukVhMT0+IDXr+xKMgj7S3t4a2YhmMZrPFhtYYWK1WxGYCxASIyQYmHZh3EbPebLGabfYUhBWxWcGGgM1qNR+slkEsRsPexra2ubdpXDa+YVi3ghFBQYDYwGYDM2IzWg+2wgDsIbADoANAgwYWsNrAagIwIojBZjHb9GDZBdCjm42NVjCYAaw2QE10sFjBtmsx7gDsAuwAqMywCtCrBubEdkm31i9X/LlH3K+/evizw26u2LzQApZ4fk8FsAqwCbALYAIAsIHNDLodMOhse/u7a7vbG3rlkobNZTE5NZ2dkoyUmCh84HCXxLqlBYsRDDpEpwcE9g3Ihg62bLADsIzA4B40LFlyprZef5zwW/+CH9/P/VVgxRfpzZcKmi6mVN0vZPlROW5R5POB8V8/Cjp00enwsbPfHL948byTt8c9rD82LS6xOC+3pogiqmPwq4sbSwvL89PyUqJT4/CkaGxCTGhyMjEhKSI2Hhcbj0tOJeYVkMoq8msaipvbeC2dTe09He29vW3d/S0dg5LWAXFzT3tbT2tzh0jYzOOL2UIhWyLmtbbwO1r43W2sNkm9iFfLZ9fx2I08TgOXXc9icvmcBk5jdUNVVUN5DbuCKazmtNTz2pjsFnZzX1vn6Gj36FzPqJzXNpOQWed6J/qdj9x++fopB4fXHRx+c8HxnqRvfN0GSoNxenVlZH7MbNQKqrKfXPk80uM7WoBrHdGnOTdAmPVUmPZIkvm0pyB4pJgwURw+SsNPFYVP0MImSyLmq+Kk1XGTZcSx0sgpRjRamjxWhB0kB44VYYcoQQN5vuM0jKo+bqk2Sl5NVNREKmuJylqivIowX4GTV0ct1cWiAgqllbI+TlEbg86JWk7yOj9tQ5C+zk9DEaZhp2rYyRo2ScOJ13BiNdwYNRs9CbIa4nJjgrw2UtkQtcqPU9Tjl1kEh7Lou/RwbxRYlFB3Ks6DEuKWH3gTHQYpwS7kIOcDWmHc7MBC50F7M19VrE9d4gN0BWFlzJ3KmDt/p7AqY24VE1wpmOuFQVfpoU4VRI8SnDM58GrO47PoOxuy32UUWJkPvs94dBqdBBkRHtVR3iiqKomeFeHu5QS3sjDXsjDX4tCbKLAKnp1GgZXz6Ltsny8zvT9N9/40/fbn6Xe/Sb3zdYzTe1E33o1zPRxw4dCT68eiQ30pFFpReVUdkyNuknR2tQ4O9UxMDs9IJ2YWpqUK2aJ6Ra7VKJZXlpTLSuWySrWiVGlQDP2dyLLLKxRYKK3swJLKlqali5Ozc5Ozc1NzszPz0qm52f7hof6RgZmFWaVmaXBsICQMEx2HLy1JJSUG+Pt5ZGZFa9eVVrBYAHYMBlRjWG1gs9lsVrPVYkDMBovVYAaTwWYyWcwWi+3FhhgbAhYzGP8nkhCwIYjVtrgoX1vftNisaNuByaI3WvYtiMEGJgtisCImBGxoAzP6CbECYrWB1WRDTGbEpgdEh9j0ZpPNakS3h6LulhV11yyIxQpGAAPAhg20AGqAaQt0bEKyYOJaOPmtGwGvfX/vj2cenAvIpPdqVQAa84GI0xrMW2arCWBzT2+2oE3tgJhsm2u7g/0zFZX8iipJWSWHUlRcXcsYHxti1ddVl5VtajQopvU6y/qexV5tvATQpDVH8wb+yz30l9f83vCJ/Mml50cjGZcyxffLh2PFi7ENXSEF5V4h4SecPD44cfbd4yc/+P77T898//jx44hgTG5Scg2dLqirEdZXcxjFtSUFpKhQUmxochwuIQ4XFxeWSCKmZSbm5Kdl52bkFWRT6YWMqjIOj9na1TI4NjA+N97Z393e293W09PU1SNu7xW0dPGaunjiNh6HL+TyBDyhgC/hCZvZ4maWuJUpaa0TN9dLmholknqRoF7IZorZojZRS3dLU0dLg4BbXl9VwaxhNXElvc2SvlZhd4t0Vb1lQ5Z3zbWinme4lBOXHvz5vXM/+sWnv/7L5R/+7IjDv7xx+uKdtr5pA4DGaJRurnfPjLUPdxpNaxO9vEC30wFXjuY8cWqMecQmPahP9GbGewtS73fmBgxQQ0dp+DF62FQRcZxKGC+KmK2InWXETZREjhQTx0ojJ0ojZiujxui4gYKgYWrwECVoMN9/nIZR1EQvVhKl5XhpOX6xgrBYQViowM2VYVGFpWqIX2EmonoKBZadYiiwNgTpa7zUVW7KPwJLy43TcuO03CRFXdQKM1FeG7lUH6nlxcrrcCpmmAMaE80Pds4PdqaEutPDvIrwXnScJxXjSsW4oo57UYg7euhYVyrG2T4MokVXKJ5QYKE6Cz018fdQYDGivcsjPYvCXCiY62gcoZTgSgm6lud7Mefx2exHZ/KfXSD7Xab6XSH7Xc64fyrryVly4NVSvEsl0bOS6IniiRHhwYjwqAh3R7+lYW5Qgq5RA64UPj9T6Pt9wbOz2Q9PZPocTfP6JNXz41SvI3Zgxdx4J8H1b/4X3n5w6Uh4wP2CvHxacUVdPUsoFnV0tgwMdo9ODE7NjE/PT83J52XLSoVaLVcty5QqxZJqSbmsWD4All1koe47uhns5XlwaUWrWNYoljUy5YpUtoQqrMnZucnZGdR37xsa7B8ZGJ+ZWFQuTM9PhYRhImNCa6pzMjOxQZjb8aSwGfnkntWgB9gymQ3oaISA1Wq2Wgw2s85m3LcZdwH0gBgQMFsRmw0BGyBWxGJBDDrzngkOYk2I2YKYXugvEwCaf0JsFrNep9/Wm7ZtoLOC3gpGs01vsRltgNY5IAd/ZbZZDXsm/Y7BuGeyGK1WxGZBwAKIyWYw2raMsG6CTQvsW2DPBmsAcgsorDBrgMp+lVsU5c9Xnvz7N26vnLr9XVBaqmiqbwuWANQAywDKg1CCwYDo1ZsrKC5tNotub397c0e1pGbWcwvzS7Oy6DkF5W09U4tLG2YLHDQ9ILC5Y0Qdd/R6UWaBoV0oG9M6k0p/efn+T87e/tmlh3/2DDvin+FX05fYriga10fUDnlF0q89jXzv+Pefnzzx8dGPPz368TWXq/74gOTClBp2JaeRwa0pYZVTq+i5JflplOzEwsz4/My49GRiSkokKYWYQCJGk4gxqbGJ2clpBRksAYcvFjW3t7X3dnf19bb3djd3dorb2iRdncK2Dm5TC1vcjB6WqIktEPO5PDGf1yQUiYXNAmEziyupZ4mrGgUNPAlL3MpvaeO2NLOa+EwJh9vCE3aImU3iOoGoTiyR9A+NypbmtVvTKxtD88sRKfkBURnO90M/O+X+148u/PWTS29/dv3Njx1/+Isv/vr+jSB83qx8Vw8wu7w8tDA3rpT3zI73TY/oDVubK1JS8APfy1+n3XesinhQHXOrIemWKP1hc/bTprQn4pRHXVl+ozT8SCFuIBeDtv2NFREHyfieAmxvIXaEjp9hRI4X4fvzA4fImGFq8HBh4AQdO1OCmyrCTtAwk/RgaSlOxghXVIfLq4lLtTFoDx9qVNmPhk1C+YWOhFpO8oYgfUuUqWGnqlkkNStJzY5Ts2M03JhVXvwqL35dkKJsiNGwSUv10arG6FV+3P8AVgHGJT/YmYx1o+E9i/BeRXgvcpAzFeNaFOpRgvcqw3uX4ryKsR50rCs5yImCvVkU5oZqK1RPoSNhTfy92oT7dYkPUHih/EJpVRrhTsc707CO1JAbNKwjPdQp++m5rCdn0TfMhb6XyH6Xyc8v5T+7kP/sAjnwagnOuSLcHZVUqGNVFuaKMqsU74KG3SlB10pCHMm+Z8l+p/Ofnsm8/02a9+ckj49JHh+TvD5Pu3sCBVas47tJrof9z71579xHoU+88nKzKfSymtpGgUjY1tHaN9A9MjY4MTU6PT8llc/LlEuKZZVctby4pFQsrSwp1XbdpNKsraxuoAY86sHb3w+qNGsv0+qF466Yls5PzUknZqYnZqbHp6f6hgYHRgeHJ0ZmFqYXluZRYJWXpaelhmJCH0YnEkak4zs2yx7AptWqA9ADYrGZrRY9YtkHyy6Yt8G0AfoVMGrAtmMDs/Ug4mCxIAYLmKwH1o8N7Hu3rAAWGxhNYDSA1QhWHRi3wbINsA+gBzBawWi0GQw2iw6x6WxgsKAjosmi3zbr1xDDFhj3YN8AO2arZs+0YdIZYPeFopEDzAA0GSCEPXDUl/SHK09//p33a5ceX08qzRtWVS/u9e/DMsAGAvvIizw7gA5sasOGASwmsGztb29tbXR1dJbSSkppJXWV9SXU0p6u/u3tXb3eiKAPfRAw6MxWKxgBdgC0ALNWGDQDkSf9Fl/6i2uhP3ckvH4v5QiRcSm/1aukJ7lDiavqup9Zd/pJ7Ifn7v760HevH/rqg0+PHf3qiJv7pVDs/Yz0sPLKnKr6wsLS9BxKEpWWSqOkFOQlpKdGxMUEEyMDo6KDY+NDE5LDk9Jj0vNTcui51MqiCnZ1Y4tA1NPKlgj5TWJhS4uwvU3U2spvauIIJUyeUNjcxhM3s/giJp/PEgjYQiFLIGByOQKBQMwXiHkiMU8k5klEXLGIKxFxJU2iNqGgicMVNnK49XxOnYBVJ2DV8LlNgxP9Us3ipk25C32z2xl00WWP0D99eOnXb57+2e+P/+atMx8c8/zbcc///Os3Dj95w+GfXv/zB5eaulX7FlBvmHQ2WNComvq6OifHhmWLE3L5yqrWot9jZKcGOl2Kv+1IDvCqib3NSvFpzfXrLAxqTn/KS7jbmvpsiIwbLsD1ZQf3ZAcPk8NGaMT+AnxnTkhnbvBAYeh0RdR4EaEvL2CIjBmhYseomOkS/EwxfpIeMkYJmqBhpKU4RRVRVRutqo9R1sUuvTiozrKbWX/nuNs9LDWLtMJMXGHF2oG1LkjcFKWtsOLX+WkrrHg1O25dmKCoxysb8Q5l0XeLIm5RQt0LMC4FGJfCEFdKiBslxK0w8CYV41qM8ywj3Kog3C4Pu1US6knHuhYE3CCHOBUT3CuiblXF+lTF+qC+FToDoon2BtKj+qSHdmCVET2KCa50vDM91AllFgVzPfX+yYxHp/OenkdpVeh7qeDphYOSBrwLyibUqyrBOaNfVIS7VxI90Vky3+8SNfh6Oc6Z6n+e4ncu79mZ9PvHSV6fxbsdTnD/ONHzSNrdEyl3volxfD/e8d0k1w8Dzr5x9/T7IQ9c8rLSyfSSmtp6vlDQ1tHa2981PDowPjkyJZ2ck83KVHK5SilTqhaXlHLFsmJpBfXR0YwV6r4f9F69NA/agYXa7QsK1bxcKZUtzcwvoMAam5ocm5rsHRwYGB0cHBuamB2XL8tCwjBRsWFZGVFxMcEY3NP41LgpxYIBwACwh5h1Vp3JvIuYN8G8BmYtmJbBogLzEqgHYGMSjCsI6Cxgs8BBs50NTFYwIogVXloCCBa0DkEPZgNYjWAzgm3fYtwymbYslj0EDABmK2IyW01mK9qlDka9yWjQmc27NtsOwD5YdaY9w96aHqxgQWAHYAWgUwepvZPXM4reeUZ41d3/N56Y47hcXONg9dx+yyaMASwAyABWAbYRMFoBbGDQmXf3dBaABfUKr711fnlpZHK0kJJXWkavqiyjUgqHhwbmZmZ7e3vVai0CYLbYEACd2WYE0AGsITBvgCYlEsefORNZ8StHgsOxRz93iT2VIgoQaiI7d2M7t59UjDsm1J14FP23qz5vf+d0+Lub3170uH7zzpPHvrhgf0ZxVn1VDqs+p7Y6o6QsmVqclF0QG0cKiU3CJCaHklIJCSRcdDw2NhGXnBmTXZiaS8uiMyjVnBpOM0/Y2Szp6Wjq62od6Gnu6xB1NLMl/Fouq4rVUMtiNfJ4HIGQzRcwuTwWh83hcQUivlgsFIkEfD6Xw+FwWGxuI4fHYou5/HZJ80B710h3XxNfyGlg19U18AWSvuGxBbVWu69fM8LQwnZt83QYqfKcS+hbn7r+4V2nNz/2/ttXT05cCf/om6fvf3X3jY8dHf7tXYd//v2bn1+KSC9b3gcdwIYOlKvbk1Jp51D/0OzkoFQ6KluaUqgn5+QWE8JnVAZ7uER7OaU+dGpIeMAk3ZVkPu0iB3fmBjSlPWtP9+3PDxmjEAbzsP152FFq+Hhx9BAlvDsvtDs/pC8/ZLoiaqI4vC8vCK0qnaDjZssIi4zIuVLCVBF2qggrLQ2TV0Yoa6KUddGq+rilulhFbYzixXXhKjdlQ5CO8kvNStJyktGrQ5RfLwNrhRWt4cas8RPWBYlb4nQNJ3FTmKHlJmm5CRuixANglcfcKybepuI8yFg31MOiYt0pIW75/o6UYJcSvBeD6FMZ4VOG96YEOuf6XqVinKmhzmhjjH0eRKOhdYkP6pMeosc+HlZEeZVGuBeFudBwN1FgFQZdzfO/lPbgVObjM3lPzxc8v1jw/GKh7yWq3xVqwNVKgnt1lHd1lHcp3qUE54yaVjTMjeLQm6iTVU5wo4c4oq+jy3HOtIALhc/PZD8+lXr3eMqto8neR1JuHU2+cyz57onMB6fSb32R4va3BKdDIRf+6+mlj/xvXU1NjKPRS+uYrEYOlycSdvV3j0wOj06NTE6PzUqnZIp5hVKuUC4pllRylVqh0r6ssF4GFqqzXjaw7IEGFFizC/Jp6fzk7BwqryZmpofHx7r6uyfnpoYnhmSqRUJUWFRseEZGYnp6Ai4sJDwmamBq0giwrd9FUD1hW4XdaTDPw2q3dZa12kGZY5F4iXcGGNFglgPsmMBiRBCzxQYAVsRiRSw2dAx8obQAAUAO7t0sVoPRrDNY9UYwWsBsQowG4x5YDYAYwaYHiw5Mu2AxghUQgH2zXg+mfTBrbHr0rYwKgL24TxKPXEkoOJeQ98fbAa/dwX4dS75bLkzvW2Ar9ucBVgE2AFYQ2AbYAsQIYLEcTKbLqlX15r4BgcGBucTYLD5TXMuooVPy5uZGVCszOtOqFfZ3TJure5ua3b3VPTMakthAoG8daEPrviVtp8Kof/SKeuUm4R2//PMZ4mesBZxwmcBZfFrQ6hRC+c4j4pPTD9754vpfPjr+wbETZ646P3kenJqSWV5cVMsormOQG2vyKyvSqNTojOzQhOTg2CRMXAIuLgkfm4iLiguOigtJTInIK0yrqKIxOTV8EVvQxG/uaOrp6+4b6O/s7Wnp6GxuaZO0NQk7RJJeibhHzG3hcVt4kg6JqEXI5jby+CwOt5HHZYpFvI4WSXdbU0ezqEnIa2trE0ua2Ww2h8MS8Fk1lcXV5fQWCXd0qHd6akKjWV3d2J9f2hwYV1Y2doREUy+6h3125slfP3b/0wdubxy+/c5njz/5NuTr8xEffOn7b7876+DwjsP/eeutz6/5ReVKhhY3AXYAFBuWoWl55+BI7/Dw6PTk2Nz86Jysb1o2KdPKNXurq7vKmfnC2Cif744m3bteGXOXSbovTn8mTH3CS7jPjb/fkvysOytopBDfmebXluo7WIAboRF7crGdOSGDNMJ0ecwwNaw3N7A3N3CYEjpRHDZVHDZBx82VEhYqiIuMyLmysClayDQdu1gRsdwQv1hJXKgkLlZFyqqj7JDSsEn22XCFmYjaW+jP7R6WlpuwyovfECVuiZO3JSnbkowtcfqWKHNbkrEtSVsTxKuY4Ys1GAdG3IOSyDs0vCcZ64Yy6yDd7u9IxbiWEW5VRt6tjPApxXlRg1wKAm4UhbrR8a72+BVaf/wyudDZ0G5mlUd6loS70XA3KVhH9ElNnv+l7OfnUWed4n+F7Hc5/9mFgucXiwKvl+NcGGFulURPRoRHcejN4tCbFeHu6BhYhHUqJ7ihsouGuUEOvErD3CgLvXkArEen0+59k3zrKMn7i+QXwMq4fzLV60iK2wdJzodCL/716fkPn7mdS4qNJFOKqusb6pgsNp/X1tU5MDo4ODYwMTU6K51alEtRYMkVy3KlRqE6GPT+kVn/3SejXbfHr+zAksqW7MAan54an54am5ocGhvt6u+emJ0cmRyWqRYjYsIjIsNKiqmFBXmhuLAgbGhrd7cVbABGQLbAJIf9MfMIw9KTv1Dm35d6k4s9UX7/cPL510RxXrA/CbBhAbMFvbdDAEGsCGL976XwloP0AgJgBosJbCY4iErtg2nXZjCARWfeN5r2wGIA0z7sbcPeFpgsVgR0AJsAawArAENWM1Ozmzokv1vd+VUU7Z2n0b+45nMxPudRKTO9X9asBymACkANsAWwbQILoDLPZkNM89Lp0d7uxcmp/s7ettaulc0dE8Do8FxdOWtJqlQrlqXTExazzmDeMYNpD0w7AOsAMhuM7UHvBpT0qR/m8j/xz/39rfhX3SPf9s05kdhwraDFp6w/sGHiVg7/aljBV67BH3zj/MHHZ7/45My5Y5evn77q5/c8KSWuuqpcyGFy6hiVxXkVRemMsoz8vOi0DHxMgj+e+BgX8YQYE5xEik7PSEzPjM/JS6IV5VTVlnIFzKZWYVtHa3tnW0dXZ0dXZ0dHR0tLm1AoZrO5jfXM2vqaRhGT28ETdYuEHQJBK5fbxOLwGxtYVXx+g1DIlAhZEj5Twm2QcOta+Y2tYi5PwGcLxGyhkCMScIRctoDT3tOxoJCvb+/0Dk2weO1lVZKYpBLXW4RPv/T49Z9O/+y1079++8a7Xz787HvMh1/5/vqvLj985bTDvx53+NmxP77n9M0lv3vBaaWcXpUedgHWbdA+Otc1Pj8wOT82vTAxI52YkY5NS4enFrtG5tuHpaNS9dqWcWdtozo/++HFb4me50rDb9fF+/BIj7hJD9mxd1kxPuKERx3p/gO5IW3Jz1qSnw3khw5TCT25mM7c4AFq2HgxcZCM687278kJGCJjx4sIU0Xhk0X4mWKCtCx8vjxirpQwTcdO0UJmi3HzFeHScsI8I0JWHYUqLFVDPLpXQtUQj55/wFYK6mFpOPFabty6MGFTRNoSJ29LMrYlGdvirJ2mzJ2m9HVhwjIrQl6HdWDEPSiN8nkZWGSMKwosWohbefjtiog7pTgvOsYNzWGV4D2KwtzQU0xwLwn3QE8Z0QtNY6Hksp8yokdRmAsF61iIuU4OvpYfcDn7+fn0x6dzn18oDLiC5hhQG6ss5GZtpHc5zgVVVXZgofeDaH9DRbg7WjhDCbpGw9woxTrRAi6Rfc9mPzqddvdEyu1jybeOptw+RvL5hnT3ZMq975I9P0l2fT/V9YPwy289OfvOwxvfxkWE5uYVMGpqq+sb6jkcSXtr92Bvz2D3xNTojHRCJp9TLC3IlxRyxbJsSS1TaeQqNcosO7Be1ll/Nw+iAXd0HnwZWCitBkaGuwd6xmcmUGDFJEbjCbjs7OyMjCxMCD4gMIQn4AOYQaeZba2cbiQpagntEWcFjw81ev6u5cGfJ7AfzRGPFZ1+pZ1wAzaHAdatiMUKL6Y/e8YBeQEsBKwAOvMBp4wAOzaLamdVq98wgNkIZiNY9m1GvdVsRsBiBasFTADLJliwQMuyoWhkLqCG9X1i9tthGT99EO3gHfNfkaURAyqGYlcJsAagQWATYMsC+2bQ6QBsYNMBWMBmsGyvrm6tqhtrKqk5WcwqRhE5v7aGod3UmMGst+4ua2QImA8cKgSsCBgANGboWYH6eUvWyK5X9eDbEaU/fZr1wweph6JrjiQ0XqN3+4sWceL5OwX8k8/iPrl+/1fvfP76m4c/++QL7xtOcf5+1EhCQ2o8j5zeLqyUiKtEnMqa8oKCrNiE2ABixOOwiMdJqYQYEj48HkOIC45JwKWmxRfk55bQ6BIhRyLhtDQLW9skre0tbR2tbV3d7d09LB6/kcNtZLKZLA6Hw+PzhSKBUCASMkX8OgGrQcBmN3EFLQJeE1cgZgklTJGons+v4bIruMxyAatCxKkQscq5bIaoVcLv6Ogcn5hZ0S6s700srTUPz1cJ+/BJxTduh33y7a13Pr7527+c/eXvz7x1yPnzb54f/T74b18///OHnj9//eIPXzn+o1e/+e1bl97/0tPpbnQ5e3jNDLsAkRU1DgAAIABJREFUagMs65HFjf3BeUXXuHRkTjmjWJXKVmdmliYnZbOzSqlsdWBqqalvqn10fmVLbzVbekSsyAcuOOeTVKxnRcStxpgHjTEP6iN86iNuC2Iftqb4dWcENCc+bk5+0peHGSTjunOC2rMDuvMxg2RcT25wZ6Z/V1bAQAF2jB42SSdMFuEnabjporC5UoK0LHyuOGyKip0gY8bIwTMluLlywmJVJGq9L9XFymui7d/a4fWSH086qM1ixWo4sav8uHVB4qaItNOUaQfWbnPGpjhJw436/42EhYE36Vj3YpwnHetODrhZ6O9Ex7iVEbxK8B50vCt67MxCx0O7zrIbW4zo2+WRnsUEV2qo098Bixx4tcD/csHzi+hUSA+6zsC51hC9ynEuaHABPSi8SvEuxaE3S/EuqAdvB1ZJiCM98DLZ93zO4zMp904k3zlGuv1V8u3jJJ9vE++dJPl8m+T+UYrL+xnuH0ReffvJmTd9Ln0RiQ3Mzs6trKqpamioY7MFba2d/b3dA13jU8PTc+OLslm5Yl6mkC8oVAtLK4tKrWxJjUonu8iy6yz7/aCdVvZ5cG5Rgd4STszMosAaGBnuGxrsHugZmRwdnRqRqRZJ6UnBOExcXByJlBKKC8dicaz6GjBtGxXDhZibSY7viAK/bn70Tt/DvyhCP7QknwDyFaC6DHkfGsFdA1kbWDcAARs68FkBENRpf7HF4QWwTKi7DmAEMAEYwbpl2tk07Wh1O2hmChVTSwCzRphDoHMX4gWzn/jgfnzs8r+dcnrfL/piceupkt7f4hjnSwdaAWSoY28xHOQqbIBYwKoHsMKGcl2zqJ4Zmurr6OHUNzKKSzuamja1K/MzkxPjQzr99pZuzQJ6Pei3wboLsAmgAVACzAOUjBickzmvuUb9hyvxPx+k/iqY/H628CprKnpC97hh8HQ0/W3P4F99e+OVD4//4cMv/nbkmJeHZ8ADn/SIECY5vauGNtBQPNRYNMQrKyXHZGWEJUYHxhH9kuKDUlOwiSmYmMTAyERcbHpUBjm9qJJax6oRiQQdzZ1drd2jgwNDgz39fV0dHW0iiZgrFHFFTYKmVtRBb+DwGzlcjkAoFItEIpFAJBS3tdXzedVsFlcsFLVK+BIeW9jAFdQx2RUiSUNrK0csrGusL2E1lnW18Sanhha02vYJKb9vgtU1UcLvTykV38UXHrnk+8rbl3/25/OvvHH5r4c9P/v2+fHTwZ9/9fitD9x//ZcrP/nNdw7/fuQnv/76w2Pez3CFzBapbBO2bbAPsA+wsmedUq4NSRVjC4opxfKYXDmlUE/JNKOTioH+2YG+6Ykx2axUPSNf65tRtI1LJxRqnUGvWZhmpEUH3fg2z9+tONS7lvigLvJ+TdidWsJtfsyjlmTfzjS/5sTHTaTH3dmBvflBHVm+zelPWzOf9+QGd2T6t6f7dmb69+VhRqhhE7SwCVrYaCFmgho6WxK+UEFcLCfOFYdNkDHD+QGT9JCp4lCUWaiTpaiNkddEo1+gZvz/1FxokUP8MjNmhRWt5cWiHpYdWLvNWXstmdtNyWuCWDUnwqEk8g6N4EXGuqE5rJdjDWgUK8/vRvaTK7nPrhWFuFdF+RTj3F8Glj3mbp8Ea+LvVcX6MKJvl0d6lxG9KqK8/nEkzHp2jh7imPv8Qsb9U9mPzlADrlbgXSvxbuU4FxRYqLBCh0H0CSFqvaPuu/2NTkmIY1HQFYrfhawnZ1Lvf5fi83XynWMkn29I904k3P0u0eebBNe/pbgeyvL8MPr628/O/PXexSP4gCfp6emMyurqxsZ6Nk/Y3oYCa2xyaHpmZGFhUiafW5QvzMsV8wr1wpJmUbEiU67IlCuo1LJ78C+HRe3ayi6vXgbW2NTk6ORE//BQ39Bgz2Dv4NgQCqzsgqxAbEBGRlpubnZkZAQhDNtQWQRGLWhHM3xOjCR726r9tpMvLD5/2xj5FSSdgvhTOsxXXad/N3T/DEy1gmnnRcswgNkCiPHFA5gD2+hF84pNh5h0Vp3RZjBb9EbDHoIgVgADwBpAj9Ys1AB/H9KmdaeyWK/6xDicuf/qTf+j/glhNS3iZdMCwARA3Q4c8i+/kiqaB9gFAOuefmMRzJsARivAknarf2ymvW+MUlSVk19MpTLqanhiQdvU+Pzulh4QMJvNOztbqADUW5BdgAUjjAE07sIjoezNyGoHlygHJ8J/PE47HF1+nSoJEUzGNM0+ofMvhib/6suTv/jgo5+//e5fP/nk5MVzD+7fSYjAklNjWcV5klp6G7tC0ljSwCikU1JIyeH48GcJJEx8UkhMbEh4hH8Y4Ul0vF96TnhhSQq1vLC8tpwl4LR0tfUMdg8NDQ32TQ52j4r5vCYJv7VN0tLWLGiWsCVilqSJ3dQs6OjitLYym5qYYhFbImSKuA1cZg2zQdTSzhE2sQViYVMzXyKoY9VW1lXUMBniNr6whStqEXR2t41NjM7NS+fmpWNzC8K+6XSG8GF4zvGbAX/49Oar7zv+5yGXH//x6i/edHv3a7/jV6O+uRT+4dH7v/3L+Z/87BOHHx36+R+OH/n+LiammNUqXVg/eNW0ZQMdwJhMzWvrEXb2DkzOTS4qZ+UrUpV2Uq6aUixPy7VS2Zp8cV2xsC5f0CwuaiYXlydV2t75pc6JWcWK1ry73cuseX75ZMZTV2qQVyX+bjXhfjXubm3YPX7Mo9YUv650/1bS0+bkJ+3pzzqynrWmPxSn3hOl3G/P8GtL92tL9e1I9+/NDR4i48ap+Ala2FBe8Bg5ZKaYsMiIVlRGL5YTZ4vw4xTMBA0z8YJZC5VEe2TUDq+XmaWsj1M1JCnr41UN8arGaNR0R28JX1ZYey2Zuy2pG6L4VX7U/wos9GkOJdgl1/d6ztOrBX6OpTiv6ui7ZQSvYoI7etCYe1WsDxposEcZqmJ9KqJulRG9SsI90CtCaqgTBetIwzpSMNcLAq/k+F5AK4/R+vaSEKfqCM+qMPeSECdGmBuqpKoivRgRHkVYJ/SpcznB7WW1dfBG5wWwsp+eTX14KuXON0l3DuRVvM/JhDvH7cCKu/GW/7m3Hl35IuiRT1JSUnlFZVVDQw2biyqsHjSNNT08Pz8hW5xdXJyXyuRS+cqcQr0gX15cWl5cWkaZ9bIHb/fa7VEG9LyYBxcnZ+fGp2dQYA2MDPcPD/UO9fUO9Y1MDsuXZbRSajDWPz2DlF+QEUHEEglBNaW5sCuH7UnKw5Mzad7AC4dcN8Xj95HIkxB+auPJp0Pnfsc99NMR91MwOwiGfdC/EFMGA1i3wbaJILsIogcrggLLBKAHoxEsRrAZXiSYNGaQ6WHeAt1bEC+cPB6a9zt3/I+v+/+HN+E9XH7K1CZrE6YBtADrACsA41YoHDG+7p50PJCsArAADDazuWWZneJasZhdVF5ZUsesEzf3Tsy09g8Ojk0plzSAwP6exQqwbYYtgA2ANTRTugtqgIbp/SuxjF+5Rf6Tc4yDB+kn/rTfEavud2qDu1WPqlvPYOPfv+z2+4+OvfqXQ6/+8Y3DX3589upJX/+7WRkxtaXZwlpKO7O4l1shrixooKdlk3B47IOQ0CdRSfjYrJio9EhCXHB0Ij4pJS45LS41M7qQTmrg0Jq72O09rR29nR093e3dXS2drZKmFj63nctq4rCZXE4Dj8/kCdgckYDTJOG1tvA7Oqo4vGoer1bAaxDzWU18loTDFDDrufWNXCaTx2ILOExeYy2zupZZzWvitg10CNubmnu6h6Zml9Z21VvWvlFlVmGdj2/8W1+5/Oaj67/64NrvPnH589E77530/ewC7vOL+PdP+L3x2a1//d0pB4f/cnD4y7+++vFVt+C8EsHA7PriJrKDvm2ywP+l7D2jozyv9W+d5JR0x3EcO7HjuICNDbYptjHFYMAYY9MREpJQQV1CqPfpRTMa9QLqXaMZlZGm96pR79N7VwdELwIh7vfDgyf8fXLyJlp7PesZzXz+rWtf+7r37V55bPDcVFnmBqYMEzqrzjprsM8arG6tyTGlMQ1NqcYNhlGtflRtUumcZuO8xTCn11inprXjOoPWMz/pnpNrDGqT4/G9R7bhsdzzfsUxgTVJQR3ZUdTcqM7syB5YJB93SVGcOlSa1l+UIC2MlRfHKspiFeUxktIocUlUf1lSf1nyQFnKUEXaaFXGZF2OuiFX2wSfrEpX1+eY2pB2Ks5Jxdo70JY2BJR1gIBlIsNtnWgXDQ+FG/4hsP6JwoJM95uiitvSirvyiruK0lvSghuiPB8qIebFlrAx90JTzoWGrMC2H5nVlBXYnBnYnhvSiYroxkX24KO86skbc6flR/+kGYRo1Ya80IoIgPrBuswzUHC0Lv1Udcrx6qRj1UnHGlJOtmb6UuGB3ajgbsQF6AUKXkF4gna6Q0EHb9IdGiC25fqTc/xaM041pR6HgFUaeaAo8uviqIOFMYeJEYdIEfsLgraVBm2pCvmU6PtBxvEPk/2+unTxPB6Pb20jU2n0bhaXp+hXTowPT46qtJN6w7TNpnPYTXa71eJwWpzzZteCzTlnd895gQUZ8BCzvPLK2wlanR6oXgSWWq9T6bQzWs2UWjU+MzE8MTKjm3YvuDp7qdmw1PwCxJWreTB4IhqZ1NFUdN8zCa7PNMUfpobseNKSuFoSOOW/8XrKwTWELyiIAfgY3nsvKb/5AgxIwN0H63fWn0Ci6skDsLqwvraw9vTa06e3wdPH3n4QSlourQMHABYAFI9B3rDn+BXWS4G5r1xA/O5U8uZofC5tSDz3xLL2/PqZmwA8AuDZ+tr6kwfQ9s4G/fKrF3K3pRXPAnD32bO2q0WVmAwmpa2upranjzupNS/cvvMYgGdQAOzhfbC+tr6+/gAA4ypQATAOQNstkNS/cLBa8auLJX+Ir3szu2dbUf+eqoktKPafQgtePpa44XjEe3uOvLXpoy2b3z+877NT3+4NPfdDdmpkbQ2hq6dKKumUiqj0zqqmKlxdCbKhDF1XgrxSjCguyMkn5RALcwmlSEwJAl4AK6opqm6t7ezrE8gkA2PykQmJcoQt7WfJ+kVSuUwilQskYr5EwBOJeYJBPr9fKhFIhAw+n87h0tkCDlcs5MikXLmsly9giMQsiZgtEbIEHAaXzmDT6Cwqk0vhCDt4YqpQSlOM8Mc1AzPm6WmzduneA9vCbb7SgCR1HDqZ8e7HgX/bHPz+F/Fbj8A+PJz10eH0z4/nfHE8853Pz//yz7v/4+XNPr98+9evb37vk699w5JryJwJ4/ziPfAAgMWHazfWni2vrluXbs7Y5qaM7imje1LnntHP6q2LZvuy3jxnNM/bXcsW+5zaYDF6HFqnXW21a40us3HOYvRY9Fa93jhlNEzarGMO94jFPaF13Fx6eNO4SMYVEELPV8Seb04Jb0uPJKeHUbMuctDx0oKkgeIUeUG8mBQtJkVKSyL7K6L7r8YqKuP6yy8ry1MGy1OHK9NHqzImarNV9TBNIwIClrEVYW5HmVoQhiaYqQVmbkcY23KN7TBzB8JKRUGzQhcND7WE/6gfzJ9nFnmBtcjJg4C1Iiq8JSlfEZXeEJTdFJfdkZVDwFoRE3xopEtUfGQrMqwxN7AhJ6g++3xdxvmadN92eGg7PJiMCKOgwjoxkV3YiG5MVBc2gl54iVYQ05UXRcVd9O5moOVHk9EhkO8O1fP9DchA6PxgXfqpuvRT9Rmn6zNOQweby+O+rUs9SYEF9KBDupAXOhFBPcjgXmxYFyYEOtgMaajmLN922PkeXGgXJqQTfYGKCqIgAzsQAR2IgHaYPznHry3zdFPq8eqEo2Wx35RGHiiJ+Lo46kBxzCFC+EFS+AHShc9LgrZWBm/LP/th7okPswO+ig08iUbBGptayF00CoPFksrlY+NDE2Mz6km9QWWx6u0Os81hN9sdFof7R9HktrvnHJ5Z5+yCa27ePb/knl+YXbzmWVh0zy+55uYdnnmby211eqxOl9XpsTicXsddYzBCwFLptNC2hqHx4Rmdyr3gojF7sxBpZVdwdY0FMHgiCpbUWE1a1A2AhSl60rGmA38CfWgwWgVKwkBh1Co88DEx4ikpoe7N3+a/8SdzbR1YuQtWwY2Fa3c88+DhvScPr68+vv748cqTtXurz549/NGfgo7LDCw9QfUpD8KqNsbmvR6BfTkYcbiMjlA6qe7H8hvAvg6W18DtR2ANgHtPwWMAwLN18OTh41sLa+DJIgBU98rbCfiPUgscANwBQMTsNI33g2drC4vXrY7Fv88f1596EXkbAMNjcGXcE0pRfoIl//ZS+Z+y2v6GpO2+qtyMpf8lseGX/nk+36b67Az+jy3HXtt+ZNP2vSd/OBZ57kTShRMFGZFtxXBafSGHWsVlNPTRqjvaS5oaiA3V+NormCslyFJSDhGfkYfLzCPm5Bch8woRecXIsoaSdnp7F4dBF4oE8iHJ4Ih0QC7u54vlTLGMzeLQOTw2T8Dni0UCiVgolQkkQ0LJAIfRy2d3i/gMqYSvUMjEchlbKOxmszgSGV8hF/TLBDIRS8iic3qZnB4Gr5Ov6BUM9snHhSrrxPydxWsP76ptLoZ0+EJc7re+iR/tDHj13WO/f+v4n98P3LAjYctXGR/uT3lnV8zLm87891/2+7z8qc9/vfXfr7y/5ctv80prZWMznuu3F28/uPMUPAJg+f4T49w1w9y8YW5O5XBOmWwqq9vovmZwLE/pPSrDnEY/pzXM683zOsOsWuvUGpxGm2fGZFRbLXqn2+hYMNvmLWa32WQ3Wxy2hcURs3nY6pr2XB/VeTzue2vLQMUZQAYFFEYEVF8ObUoOa0m+QEkPZiKiJIQERUGiND9OlBchIIZKiyIGrsSO1CSMVCcpKxIHKlKGKtJGrj4H1kxdrroBPlmdoW7INbYi9M0wVV3mTG2GpiHb2AoztsPNHUh7F9bZg3fR8mw9WEsXxkRFuugEF53gZhDdDKKHme9h5s+ySLMs0iyrYJZVMMsiQcFRyHRfERXeEJddE5YsC0qvi0pvS8vuyEvuSAtvigk+jTkBDdl+9Vn+9Vnn6rP8G7L9mnIDm2EB0LMFfqENeYGMDqNgw7qwEZ34yC5CNJUQRcFFkTEXyZiLHdhwCi6iMy/q+W2p2BAqJrgDFURGBpKRgZBEas3xg0Z+UH4KGgvWJh5rTj/TkXu+ExFEhQd25J6nwAKo8ECo3Xu+PSbbty3Xjww/34H0b8051wbzhao193RLzqmmrBONmcebM042pR6vvfzd1biDFVH7yiO/Kos8UBp5sDT6O0LwfnzATlLQrsKAzwhnNmNPfAA7sz3mzAESNrelpamls5vKETFlg6KhsZEZ9aRKrdJp9WYTFE83mk0mk8FsNjpcTpvLaXd7HB63c3bONTfrnl9wz8/NLi55Fubd8ws/Bk3ddrfH7nZZnS6TzQrFr6AElkqnnVKrZrSaaY16bGpycHRErdfZPQ6+WJSJyCBWohrJFRkZl1C5mT1U8qJhGtxzjqX6sj7yAfjTgJx0M/3w5JH3uz/5zdXPf9bp/1HvxdOmmlrgXAAPn4DVFbB6fXXlOlgHDx+D+48BWAdP1oH1IXABoAWgbvpedMvwnsymjaH433wT9ZfTyXH1vPoxV+u4TfcAXAPgBgC3AYDO9N2+f28NgFUADM6F0Un9MwBWVlburK8vAMC+AT7Orv5LBE4LwMI6ePTwDnh2f/XZE+/88fYzsLwOlgHwADBwF9RrVy/1GA+RJO8mtryX0rod1fUFuuOjpJJ3Q7LfPRb++q5jv/v4wCtbv359+/63vziw64eT5yMjU7PSSktI3ZRGAZ0i5fQo+H0iZjeD2tLVfrWpvqCiFFmYn0UiZJGI2SRiLpEIKyrBlZQTKmtLG9rrKQwqU8oWD8sUEyPiwTGxclLUPyGQD/Elcq6YzxGy2QImR8jmiblCmUikkAjlUoFMJpAqBBKpXMJXSvl8Vh+bTpOIhUKhkMXmCkWSXiaLJxILZSKOmMOTsQcn5WrzuNapNt1wzSzYhqymLtkAqqI1IqP4hyDEp/tiXv7bsbe2BL23LWzD9tCt+2P3HU/fdiDqTx8c9vnVOz4/e/VnL7391uY9R89FFFS1yUY1wyrz3TUANel3noAbD54s3n5gmV0a11unTI4pk2Pa5FaZPWrLrNo8p7HMQ6U1/79lmdNa5rQWj9biUts8auucxjqntXgMZo/e7JkyOSbtc+r5GyOOhQGtyz738NY1MKedr0XiYo98TYrwa8+Oakr0p+WEMLIvClFxMnzCQFHiYOllaVGkuOCivCRKWR6nKIkbrEhSll0eKE8euZo6cjV1qDJ5tCptpjF3si5rvCZD14wwtWNU9Tmq+hx9C1LVkKVrQxjIKBMFY6ZiLZ04UyfaSMUYKMg5TtEsu9DFJjlZ+Q42VAQHO99Cz7MyCE4GwcN67mEt84hLgvwFfuGSsPi6pGJFVnFbUXFPXnpfXnxPVuBTl+lbl+lbm3EWKuhjfdY56Hiz9w5U6NggBX+xMy+GkhdNxkW2YyO8wKLiIyFhRcUEU9AXngMLfp4MP9+e7eet1kzf5vQzUPaqIeVkS8bZjtzzEK1eBJaXWa0559py/cgIvw6kfzv8XDv8HBnhS0b4tsNPt+aebM4+3pR1rDnjZGPa8brL31bFHbwSubc88qvyiP2lkQfLog4TgvdjA/YQL+wtCPiScOZj/PH3kac+iTmxGw9PqW+obuygtjN4NLGSrxwdmJgen9HM6PVak1VrteutVoPJaDZpLWad3WmzOh02l9Pudjk8buesxzU3656f8yzMexbm3fNzrrlZ56zH4XHb3S6722V1Okw2q95s8gJrRquZVM1Ma9ReYM1oNXa3SyiVZCOyCoqx1dWFqIz0fASuprpxQi4H1x2y+FPtf/UZ2/Nr6s7/Kt3kw9y/cfDCAUn2kdHaS480cjDrAqtrYPXRo4fu1fXlO48e3QPgGgDXAHgEgPXaevWI/jJNdiS/8xVf+B99c7+CtUQ2SDM7B7o1123rYBmAuwA8ej5IXAdg7cnaw2dgTaYQexbmb68+6ehjl9e03HsCVp89uw+AGwCK8+5rEXkvBaHGAZgF4MaDuw+e3IfMqdsA3ATA+RgILPcqZOa0rolT5eLt8N6N6b1vJlDfjGt9N75hY0TBG6cv/37fid9v2/3SWxvffGfj9i92nfHzT0pJxOJRdfWVdCaFy6exWJ3d3S2U9gZya11bc13tlfISUh4GkYqCJcFzLyPhSXhsJomEKC0nlF8pbCLXUXo7mGK2eFihnBpTTo1Jx4aEQ0NsST9bpGQJ5SyRlCuS8iQSgUwmlEulA3KJUiaQiRg8Vhe9t4vey+RyhGKRWMQbH1KOKOUykVAqFHHZnL4+BpvDY7J4bL5IIJMNjI1orCb7wqzBbR3Sqcu7qaj6phhs8R7f2Jc2HPjZn/b87u0Tr24M2LIn9ePdSVv3JX20K/wP737j88uNPr/42y9e37R977dhcYmVDe2C/mGdfW7x9oMHz8AqAPM3H7iv3dI75kfVhhGVccpgVZldUwa7yuxRmWbV5jlveYH1DwvClto6N2Ob+5FZc1rzvMa2MGmZHbbMjjgWph3X1ZbrNsutm7P3BvrY2cF+yOBjV5PON1w+25UZ1JN2gQeP5uRGSvPiB0uTlGWX+stilJVx/aXxkoKYwYqk/tKEgfJECFiDFUleYI1Vp6ub4dpW5GRd1nRDjr4drW6GQ0epdW0ofTsaWqysJiPUZISLXeBiFzg5JAc7387Jt7GJVhbeyiKYmAQrk+hgEt0s/AIbv8jFL3EJi3ziPK9gTlC4KCq7IS2/JS+HgPVQVuhTn3WuIdsP2snXmOMPvb8ILCgjCrV7HbiwDmwkGRdJxkS0o8Pb0WFkzEUKNpyKi+jEhFHRoR2ooA6U12byb8v1I+f4Q6hqyTjbnH7GW62Zvu3ZfhCqyDn+0D3PVHggZE79WH7tMP8OpH8H0p+COk9Bnaeg/Cgovw7kWYhZLTkn/gmwiCFf4wL3EoL2kM7vJJ79JO/EB4iTH4cf3QFPj7tytay2tb2ph9nFk3DkA7Lh0bGZmSmtVmO0aCw2ncWiMxnNJp3FrLc5rFanw+p0eIHlZdZPaGVzOW0uJwQsCFVQoAECFiSyIGBNqVU2l1Om7EfA4CVYfH1+UWkWvhJTWkiqYtJZ4IZbQEgq3PFS17F3yJFf9pOiwQAfzFnBbSN45gbPPACsALD6EDy4CW5eA6uzABgA6F4CRaNP0+oGDsQTfn086LeBkZ8jy33LKTVKle7uk2sAzK8/X5Nwd231KVgHYO3O3ZXbd248eHgHAPB47UlNbf3Y1OSjpw9bOpoJRfnXbt948OTeyvoTBwDSVfDnuILfhODEq8AJwE0AbgMwD8DkI8DzgMaxh2kt49/ltH0WW/pJVNGbgbhfHc3YfKn+7ZDiV45n/PeXAT6b9v1swyevb9/26f69MZcvZ2Rk5efnNzTU9dAoXF6fXM4dHhYxGOT21qtXKgilhdhCAhqPgsEy09JTEtJTYnNzE4lE2JUqUktbdXcvmcWlcUVs6aBUMqSQDClFQ/38fgVbLqWLhTQBjy7i0UWcPiGXLuIxRUKORCaQKkTyAY5QwhPLBBI5XyzhCgUsHpfN5bC5HCadIRWKRDx+H62XSWfweDyRWCrtH5xU63XWWevcit6+JB81NlEFaciyMxfTN399+s9bD778wb7Xthx557NzWw/G7jmWtedo5o4Dia9vPPnzl7/4z1e2//avX7y747BvZDqpmqyxLdx89AwSU6sALN99PG10jWnMBueS1jY7obMPTumGZ0zTRofaMqsye7TWBa114UUk/f9gyzqnsXp+BNZzIaaxLGpsSxPmuQG9c8K5pPOsDE6a1SoXWAO3rLbS9Lj0cwfyLh6pjj9OSQ+gpgSwYNEsWLQ4/3J/WbKsLEFaFiMrj5XFkdgAAAAgAElEQVSVxApJEQPliV5gDV9JgV5UTbDJuiwoSqpqgo1Vp0835ED3sGpaENpWpK4NZSBj9B0ofQdK04HUdCAtvXgbnWBnER3sfAeXZOfkW1l4CzPPws63sfKdrHwPO2+ehVvg4BY5efPcvFlO/iy/YF5Qck1celNWdldW8hxYP8l/tiGfpxaaYQFeYHlFVgcmtB0d3oYJb0eHvwgsCja8ExNGQYWQkYHtiIAf8wf+rTnnyDn+bVnnWjLONqWdbkw95UUVRCgIVVBBCgs6PAgVGX6+AxEA0aoTE9iJCezEnO/EnKegfMmIM22wU625J/8vYJVGfpMfegAf9FVe4O58/y/yfT8lnNwEP7Hl4nfbMxPCSktItc3NTV29FLaQI1VKBodHpqYmNSq1waw2W7Vms9ZoMBm1FrPeardYHHaLw+4VWV6d9RNaQVyzOOxGq+VFYEGbkSdVMyqddnRyYnB0ZHx6yup0DI2NIpFwIgJWX1h4FZ1XjiXlF5Z1MhnrT+6YlYyR8qynQxTw0ACezoKHd8DKjXv3Fh+B+3fB/TvgyQoAjqf3Z9Y84rvWFpcnvG/0vVz6a7Etb51FfBGNiKJ0k5cXZgCwA+B5uvbg+aKrtev3bz1cf/gMPFl7+vDxk/s2q0EmFbicFgDW1p+utjQ3Ts+MPwVPZKNShoj1GKytgdVr64/sAPQDsD2P+kZyNfk6GANg5iEYvPaocsR2roK54WLZ2xfK3gnI3xJeciCj4QdEy85Y0lvHEn3+ssfnrb3/uengm7t+2HPcPygmJgeVUVKG6+3u4DB6BVwGl9VLp3V0U5vIbVXNjWVXy/OKSYgCAqyYhC7IQ+FROXloRGE+rqa2vJ1Sz+b1ypXCgdH+ofGB4Ymh4anhSb1qeGZSPDTIkoj7BMI+kYglk/GVMracy5EzOTI2R8bjivlsoZDNF7G4Iq5AymAL+uicPjqbzWbzeBw+n8vjcRSyfqmkn8lkd3XTeHzhxIxKb7FrrQ6V0SkbVteTuZeziw6djHt/28k/vnPoN2/sfXfH6U17AnZ/f+nQ2fRdRy9v/Dzg1fe++/Wf9/r8fOOvX//yk73+oYm4Oqpg2ra8sgYeALDyCCzcWtVY58a1NqNr2Tq3orHOqcweqOPT2uYNziXL7A3r3IrJfU1nX9Dbl/T2JZ1t0YutfwYs65zGOqe2eWZsz4Glti5qLIsay+KMeX7SMj9unZ9xLU1b54YmDXbrElgDKxZdNTo5zXd/jt/u8qjvKFlBXRmhdFiUAJ8oLUyVliTzCmLYxDB+YaSwOFpQGKkoS+gvTRisSIL6wf7SBAhYU/XZI1dTJ2ozJ+uyhq+kTNVnWzrzLJ15xg4sdGu0mYo3d+HMXThjN87YjdNRkYYutIWOt7OIDi7JwSXZOQQri2DlkOxskotNgoA1z8YusPFzHLyHTXRz82d5RUvC4huSkjvS4nuyooeyQh8vqn4c6gX9Q2BBPyCjQ6C97+3ocDImouNHWlGw4dBdOGR4ABRKoCCDOnL927J8IXnVlHa6IeUkBCxIWFFgAS9qKyiBRYEFQCv6oC19FGQgBRkIaasubFAXNqgLG+AF1j9XWCURh0hhB/Mu7MMH7CL6fU46t5V46kPY8c3h321LjT5fVEioa2lp7KRROHyuvF8yODw0MTGump7RGVUmi8Zk0hoNRpPWbNFbbGaz3Wa22ywOO6SzXpRaL9IK4hoELAhVUKABAtbEzDQErKGx0ZGJcYvDPqmageNzMrHxVc3YgqL0XEQsvgLTwe96CB4+Xb0FHtwAqysA3Ln/9Na9e3fuPHm0CNY8ANgBMAMwfAcQeZLD6Pg3Iw5vyIrxOem/gcjAGoAWADsAWnBb83TB9uQmNB1/AID3ZfnBvTGthi7g8sT8rh5Kbm6qTMQEq7ee3l3QjYpW7y48Bk8Mi+4ph+kBAI/A2m0APAAMAbC7iLm3Uta8Agombx1BNrwdlPNmdPEfLxYfJHH3ITo/jMh/6eBFn48O+GzY+evNu1/9dN++02HfB8aEJ2QiMfmNtXW8XsoIv3tM3NdHrmd2k1k97d3t9Y1VRaUkBBaenJUWg4ElwbMTMIjUkgJMTWVxU21lD6VdyGUNDMsHx5TDU0NDk4OKEYVYKRbKxXyFlCUWMEVChlDAEImZYilbKufK+/lKGV/OEvQzxP1scT9XKONzRTwWh01nsGg9jL4+Bp3OpNPp9D4ak0HjsOk8HofLE0nkg2OTaq3JZrK7tVaHbGSygy44H56454j/Gx989es/73j57f3vbfPdcSB279G0r46lbT8Q+9aW0796fY/P77b97OWtv3tz15sffZMEq2ymydWOm8uPwD0AHgCweP+p3rnkufbA4lmxzt40u29M6V3TBrfRec3ovKaxzE8b3FN614zRo7U+55S3/nVgqX8E1rRtfsa6qLYsa8zLGvOy1nZ9yjw/bVucsngmtVarY/729bv3l67109trsJcxEUdz/fcUR37bjQijI6J7c6MY6HguMYlfmMjOj2blh/OKIkVlscLiaHnpJS+wBiuSFCWXhq+keIE1Vp0+XpMxWJE0VZ9t7SLYuokmCu7v1Yk1dWIhYM205WgpCCMNY2MSnLwCF7/Qyct38gr+CbBcHKKHW7jAL1wWFt4UFdyRFNyXkHwgNjXm+NdnnYMMLMjD8gLLyyyovMDqwEZScRHe6saFU1AhEG6eb4aBnW/L8oWaQUheNaWdbs30hcQURCsIXlR4IDQopMACvMijoi5QUUFUVBAVHfCiwqKg/CB51Zx9vDHzh/8LWMXhBwsuHiIE78ed/5Jw7rMCv235pz+CH9sUceTTxIunC4jo+uamRmoXlcXjy5WywcHB0ZGxqclprWHGaFYbjRqD3mjSmsw6s9VksllNNivELNtzD/651HqRVhDXzHabwWJ+EVhTatX49NT49JRar4OANTg6YrbbNAY9jIhIwMeXdhHwlalxmecR5Zktgrbl9furAIAnYO3J83v6oB11Y08fdC/Nnyiv/jQF8V5Q7Jao0DNXEi8JiVgL60MS4vve8a5V4AFg4cnaHfDwAbjzaP3ew4f3bz14cOvxk6EZtcpiewSAfXm5qZNa3dKonBgenRqprqucnh6+s+JZWbQuOjVPnt5ZfPLQ9XR9HoBlAEz3H83ceSK/Dxo94PXkJp/zhRszOz5Iqv40vmhvVu0+XO+HKbU+m4/5fHb8F18e+81nX/9xx5effnPELzIyA4nA5xHramrZvb1KAX+Ix5Z2k/tqihvyEZUEZCkBVZIHL8bDSJjMPFQaEZNRmJdDwGYRcdnlxfj2lloOkyYT85Qy8YBSMTwx0j8ywFeIGUIOjcvo43M4UpFQKe9iMXs4bDqX28fn0fnCPp6gl8vv47DYQjpPRBNJmBIpVyzhCYQcLo/JYTM5bKZYJFDIxVKJgMdl8nnMIaV0ampCb3FprQsmz41xnauBwgpLyP5gxwGfX/75nU8ObNjx/bb9gfuOxx84lbLzSNzmPaHvfxb02zcO/vylz318Nvr8csvuwxGkq/QJ48q9Z+Dus+cm+vUHwDx7Y9romjG5Dc4l2bBaoJgYVdm11oWRGduE1mF23zS5rmssi5M657jGOaV3qUzzM0bPtGFWZZr991rC57TyTNufA2vGuqwxX9eYr5tdt6cNs5M656TWqjfZb964teT0yJg9V7EpzcTLdfCw/KgjlfHH+tDRLHRcd1Zka0pwDzyWk5/EKbzMK4mXVCRIKmKFJZGyklhFyaWhyuSRq6kD5YmyorihymR1M3yqPnv4Sgp0KHqgPHGyLsvSmWfrJmpbkZoWBFTqVpimDa7pQGopKDUZpqMijTSMlZHn4JKcvAIXn+TiF/6TltDNzXdzCua4pAVe/nU+8aaQeFdE9GlFBDXlnq/L9K1KPXU15WRV6inIevfSCgLW3wsZ1oa62IGO6MRFd+VFdeVF9eCjunGRvfjITlQopIy6UcE96BAqPKAty7c5/UxT2mmomtPPtGWdg/RUW9a5tqxz7dl+FFgA9Psu5AUIWFDSvRMd3IUJ7kRfoKIDoII8LDLCF6JVQ8b39elH/y9gFV08UBj+DTHka6z/zjzfHYX+20lnNsOPbYo4vDk+8HsCNqe+sa6+g9rBYPFkCnF//8DI8OjkxJRGP22AruQyGgw6k1lnshihHcdekeVl1k9o5eWawfI83Q4FGiBgjU1Nagx6CFjK4SFoaTI8Hx+BhmHbrmJrcHE5obnFKW2C9rm1B9DCKmj9k+reoyIG4xQid2tCwjux4Z/hkn+oQqUxa3CKqvxxNGI07cpi6xfF8d83s2VPwW0AHj189mTtwe1b1yyTZuOY5dribZPZUVPbSO2kzS4uKYeHKqorW6nttx7eegTWrAuuRwA8AOuPfhRi0G4GJwDyG6BYqgu4wvoMQXklvvkd/NCmgolvq6d3pDX/+duY/958+H+2HvvZloO/+Wzf3w5+szfAPyg5LpeQfbW2oKerTsjukHK7pZwedndHW/XVmgJSNSm/oSC/tiCvMh9LQmfhclPy4GlYWAoqO5GEzb5aTuCxu6VS7tCgfGx0YHxieGxsRKlUiCRioVzKEgv6OCwai9HHYXFEApFCJhtUygaVEqVCJJPyxSKuUACVQCTksLg8FpvHYvNYTOgSBx6vj8ejMRgUNruLz++Vy7ljY/16w/TsrHXx+jXxiB5XQf0hMOWdT4/+1yuf/Or1HZu+OLvvWNzObyK/PBL95ZHoLXvO/+GdfT6/2uDz32/7/G7T25t/iE4p7eJoNLZHK6vg3jOwdB+4rz9yXbtvcCyrzB6orVMZPCqDR2dZcizc01gWZwwLOtuywb5icFw3Om6aXCsa8/K0YVZlXDS5VizuOzrb8rR+HmLWv266q61zMzbPtP0fAMtgu6HWuydnTFqdedbtWXDYZGx6MTyVmBJIv5LFv5rTnB3UkubHREXT4TGUtLDW5NAeeDybkMQlJfIK48Sl8aLSKH7BRWlxjBdYyrLL0sLYwYokCFiQwoKANVGbaaLgLJ15mhaEuhmuaoKpmmAzzTnqVpiajNB0IE09WDMNZ6HjrYw8K4tg5+TbOQQ7J/+fmO4eHsnNKfCwiXMcwjI37zoPf4uP96Fgw9qQFxqy/WrSz1SlnqpJP9OQ7deUe95Lq59iCxnWhrpIwUR24WO6CdHdhOgefFQPPqovL6oLHQbhpgcdQsOEdiIC27PPNaaegrRVU9rployzXmC1ZJyFPlLhgTRMaC82rBsV/CKwujAh3diQLkxwJyaQig6ArPcO5Ll2+NmWnBONmT/UpX1Xm3rk/wJWYdjX/xtYsB8+CDu4KfrcITwira6+qra1vb2XzhPLRDLp4PDQyMT4pEYzpTeq9KYXgGU2WMw/YZa3N/wJsKCf6c2m/wtYIxPjQ2OjisEBk81qcdgRREIMLAdTVVpcR8pEJaAKcrrFXM8zYH4KuBaQ0TJwJCtvV0LU53FnDiJCL7QQL3EriMY62AgCIU7FiKPLVGGF6uD6pfwPsg4eKm3kLoNHAKzdeQzA6v17twYEowyyQCkaorR2kHBEMV9w/94dz6xDrZ22ua13nj68A9avg2crANgegwUArACo10CX+VYuY9y3uHtfTu2XWXVb0xo/ye3ZhOD8IrzF52ypz94En7e/+fnfPnvj4z1ffu+3/0xAcEpSKi6noqmMySUr5N0D0g45v0XKaupsLuloLKuuLCDiURhELg6FRMNhuRmpechsLCytKA/RWlfR1dHQTWnkMLsHB2RDg3KNdlpv1I2OjwgkYr5YJFH0y5QDPIkEWobHEYn4YglXKGJyOTQGnc5mMdkMFofJ5jK4fBZPwBaKuCKRgM/l8Vk8Vh+9l9ZN66H29XYyWd1sDk2jn9QZVTaHeeHa8tzS8sDoZHFFTVhsxif7/P+w8fCfPvx+y77wrQdjP94b8dGusPc/C9qwPeC3b+zz+c/3fH72t1++tu2Lw4Ep6MqWXoXRs3p3HdxeA87FJ57rT5fuAPviPa11YVxrm9Y7VUa3xjyrNc8brYsGy4LWMD+tm9Nark3r59WmJavnrtq0NKZyGewretuNGcPCjGHB6Lhpdt3WWq6pjItq88K0YXba4J4x/n1W+G8BC2oJteblabVLr3fr1CaXxXZ7YU4zJK0mwLPCT5ekBipb8OMdBcy8eFruRSYiqjczvD3xAgORwMWn8YhpTNwlBiaCQwgXki7yiaHSwmgvsPpLE34CrPGaDKglnKjNhNwrAxmjb0drW5HaVqSmDa4jI3VUtL4T42SRHMx8G5NgZeRZmFDhLMw8IyPPwiDYGQT3/4o1zPILIGDNsvMW2bhrXNwKF+tDRoe0IoIac/zrMn1r0s/UpJ+BWkLoIi/v+va/YwseSkaFd2IiOzGRVPTFTkx4DzayLy+mDxdBw1zsRgV3o4J7kMGdsMD2LN/mtFO1icea0k5720Cv3e6dElLhgVAUC/oB1Ax2ooO7MCFdmGAvsLxTwg7kuXb46ZacE01Zxxoyvq+MO1QRe/BKzNeV0fsrI/aUXNxdGLwrP3gPPmAXPugrtP8u+Olt2NNbSee25p/+KPf795NPfx509POclOia6srGto4mSieFRpMp++X9ioGR4bGZmUmdYdpgUhkMOoPWaNLqjQZomxW0mv1FZv1DnQU57lC0HcpeTcxMj05OQIefh8fHBkdH5ANKncmo1utKy4tgsKSGKkJ7NRGTdbm0uISjMDQpH6K4a18ih9+KbzpEKo/szo/ojkzkheWrsbixZOLkucLxw2juDiTjwybzIYxye7Xr8nbk17swpX1OcHcdALB+d31lyjFd1tJS00wdGxydVA6Yp6Zuzc+uP7y9tnpn7dmjx2D9DliHOk0rAMq7oEF3K61v+uxVwafZrX+Nr/pDKOm1MNLbF4l/CUS+fDLzV98l+Xzq7/PRsd9s/W7bEd+AixE52ekV5cXk9iYancLgUPiCTrGgQ8hq7qOUt9TgrpTCCvJzYKiUhLRL0SmXErLTM/AoZHF+Xgmpprayrbmmr4csFrAHlNLxsaHJyfGJqfHR8TGJop/J5/dxOAyBiCuV82QKnljG5Ao4AjFPJOWJpDy+kMcXCkRCkUTM5XPkCrGiX8IXsFjsXi6PwWb3dHW3MdmdIglTLGOLpKyR8X6bxzR3fc4651ZbbRM6K1M0RqyghCUQvj2dsm1P6F83n3ntY7+/bAv66MCl3Sfh275Ne/WDcz97Zb/PS7t9fD78/VsH/CJwMGJrdZtgVDu/eBs8AOD2Y3D9AZhdeWydva2zLUPdnMrg0Zrn9eZ5vXkOKoNpzmCa05vnteZFyFT6l8oCWeb/LMfwE2BNW91TNveMbU7jXNI7r+sc13S2ZaN1UadzaVXGWZNtxenQK8Ud5YQyWHwdKp5enC4oyxxvypuqx4rzLrNyI5jZkV3JwbSsmJ7smJ7sKBo8iomKZKJCeNggWUG4vDi2vzRBWXa5vzRBUXJJUXJpoDxx+ErKeE0GNDSEgg5T9dkzjbmqJtjzQEM7WtuKVLXkzjTnqNrhWgrKxS6w9uUZetCGHrSZgbexiTZ2npVF0PfhjL04Uw/G0oNw9MBdfQgPHe1mYiDT3c0pcDHzHH1ody9igYm6zkb7NOWeb8j289KqNuMspLBepNX/Y2YhwjrQEd246G5cdCcmnIq+2Im62I2JoOMje7HhPegQ6JANJed8S/rphuTjNZd/aEw9Rc7xh5D04ljQ67VDXz1/R13owoRAO/y6sSGd6AuQe/UPW8K6tO/KYw6UxxyojN5fEbWvIny3F1iEoD15F/ZhA/Ygz+7Ant6a7/sp8dSHsKMbkk9sD/p2W3ZiZG1VeXM7uY3a3UnrkfYrZAqpcnjoJ8DSG3U6g94LLKPV8iKwvO0hBCxIZEEG1v8G1pRaNTY1OTQ2OjAyLO1XQA7X1Sul+OzYSmxiFT4Zn3mpsrj8aoc8oGBwU4b05UzJK4iOEF5npbs9TxOPGD6NH4xM7jySSf0M27c9r/vDvN73G6f2IHkfN7szTleFbk0mdenBw2cAgLVH4L57dUEwOT6iN928sQJWH4H1dQDW16CkIgDzANgBkN8ANZNzKbTJE6Xc7Tkd71yqez26+uXIKh9frM+hBJ+9IT5fnvv5jqO/2nroD9sObT9x4bvQmMvZuRVXS+g9zTI+VcKhcunttK66LspVcmNxfQWmnJSZj76MhcXBYXEZOfFpyOSMPBi8OC+vtqyso6mR0U3l0WUD0oFB+dBw//CIcmBIqVD2iyUynkjMFoj7eII+npAlkvIUSn7/AFMspXH4UsWQWKLg8cVsjoDD5fP4QuhvdHSYx+P00bsFQs6AUiqVCXhcBptDUwwLRjRKlXVK7zZa5u0qm6mLL8CUVftGpp0IydhzLP7t7X4vvXvslY3nNnwe9+mhzC3fpL7+2YX/efuozyt7fX61w+d3X/xly6mvjiehS/tqqUq1/cGNRz8mEu481dkXpo2uSYNzUu+Y1DumDW6VaVZjmtOY5vR/B5bHYPYYzC6D2aU3e56HDCAY/SvPf5lWELBU9vlpq3vK4lFZZjW2Bb19SW9bMFpmbWbXosN9zWIxKMW8+rJ6dFI1PIaMvywoy5KV5UzV5U1XY8WYy8ysi4zM8K7kC7SMi5SUUHJKSE92BAsVycNclBDCBkqiRyoThyqToTSWvDi+vzQBohXkwSvLLg+UJ3rzDVAIC4o1aFoQ003Z003ZM20wTQfSTMMZutDaToSuC2mi46wsgp1DsLGJJibBwiBYenFWGtLRA3f2wl29SEcf0kpD2xg4JyvfzSK4GNhZOmqBibrGQvlAqdEXaQVdjwpx6kVUQUVGhHViInvwMd246C50OBUZRkGEUpFhjLyoXmx4DzK4Cx5EzQ0gZ/m1pJ6qTzrmVVhUeCCUEYVo1YkI+n+E1Y/k6saG9uaF04mRfYQIL7C6cRcgYHlbwoaM72tTj1QnHy6N2l8W/TWUcYeAVRSyOz94T37wV1AOC33uc9yZbYQzH+ed+AB2dEPy8U8DDm3JjA+pqSxuI7eTu7s7aT1SuUQulw4OD41OT09o9VN644xer9Xr9EadVq/TGPRaowG6S8Irsl7UWZC8glrC/w2s8empkYnxKbUKyjT0Dw2KZFKVTqszGRvqq4iIlCJUQgUukYBKKCzG5lyp34tseR1B/cMV3ut1DbFjV5quFxKmT1+Z8Zcu1AkNLYzhaulM/bCxctCWP34rv34sut1cfIJ06cvEBvIIuHUbrN198Bg8XAVPbq4+WQNg9eEjAMBjAG4DYLwPBm4CmudZleHx8avSbajeP8XW/TKw/L/9yn8ZUPVaDPmDzD6fw0k++0J8dp/9zdcn3j96/KCfb8SlMAQskUapEjCbZII2Ca9JzGsR8Nu7ehrrGkpx6CQSNrkQn1qASc6DX8LCLqERiShMWn4ZrryxvLG3rYPf0y2i98nY/EGRfEzRP9qvHBlQDPVL+xUCiZTFF/Wx+T0MDlMoYQolLKGcp1AKB4a48n4aj9/RS2dzBBwOz1s8noAvEAmEYlpfby+9j83liCRigUDAE/BHR0dtbnv/9JBcNcwdVjQxGPirDRfTUDu+9f/tO7v/8P6R32344U8f+2/6OvGzE6hPvoO9viP2l+/5+rz+1X+8ufulTd9u2Oe//3xiLKq8XThiuPbgNgA3n4IHANx7BpxLK/a5a3qbR2txTeotEzrrhM4+Y3LrbIt6+5LOsqQ2PqfVj6hyGCx2g8Wqt9i1FqinW/yXn/8esNSOBbVjTmOf1Vg9GqtHZ53VmZ06vfma23Pb7XCOKoX1ZS3whFZkPK0ghV2aISrOlhfljFZixspQUnQiJyuSmx3Byg6npYU2XzrXdMmvJyeci42REGMGiqJGymIma9LGqtOHr6Qoyy5DwBq5mjpZlwXRChJcLwJrpjEXio+qmmCTDZmTDZlTLZDIQmg64GoKTNeFNPZhrSyCjZ1n5+RbOSQbK99Gz7P3oR09cAcN5qQh7L0IAxVm7kU7mEQPm+hh4ecY6AUmapmJ9IFiolBB1+FASdGfWFfeKSG00q8LG0VFR1AQoR3wEEhhMfKietBhEKraM8+1Z55rzzjbmnEGuryrLevcTyQVDRPajQqGJoNQfBTqDXtwYXRiJKsghpEf1YMLpaKCfgKsNtiZpqxjdWnfVScfvpp4qDRqf2nU/vLIr14EFilkb0HofmLI1/igr7D+O3FntuFPbcYd2wj/fmPSsU/O7d+UEuF3pYzYRm6ldHd19XSKJEKZTDIwNDgyNTWu0U3qDNM6nUan1Rm0Kp1WrddpDHqdyag3m7xm1ovY8jaD0A3PULodirZDBhYErJGJceXwkGJwQCART6lVBou5rb0pH59dVY5obcSWlWWiSdmxRNJXxLbP2ob+2jv6V0rzRTnmiikllf5x7ajvLTC2Bm48fHZrDaw8BbqldYZhtbZDm9KqLzhJjH/laFal8MnqMwDWwf311Qfg6a27jyFOudaB5iGQrYDK6dv+DQMbM9t/H139PyGVv7pY/UZC+5asvo8ut/3+GNrn04s+G4+9ejjo/TNB3yQkxuXjSPWl5M5qhYhsGmdMitqGeQ28ntKWeuSVipyyCnhxObqgGF5ckFVCTCdhkzG58cjMuDxUWmV5XmPzFY6EyR8Qyib6FVMDinG5bFgoV/LlSiGTx2DwWAweh8HjMbgCJk/I5InoPIlIPsSVKFkiKUsk5UrlPLmMLRGzhUIunyeSiPv7++UKpUAoZjDZPXRWdx+TxRVJFUODI9PDE2q1weaYXXbMLmusHqpAia9pPx2ZtuGL73/37u6XN379l09OvvVZwPbvk7d9l7L1aOoHX8e9tPmMzx/3+Lz8uc8buz76JuhUPKykgztkX3avgsWn4DoAdwGYcdqG9Sqt0z6h10mHh4amZtQGs31+yTq3bHIv6R2LBueSyXXd5LqusyzM6N0/AtCXHUUAACAASURBVOvvtDJYzHqrVWvx/LsY+rdKZZk1uBfNnmWDfVZrcujMNoPFajYZbrjt1hGZpKmSik3tQl7iF2coauEDdUg+MU1MyO4nwQdJMBk6RQCLlaBj5cSE3qzghthTTQnnmKhYCSmxvyhhuDR2uDR67GoyFBmFgCUvjoeyo0OVyd5M6WhV2kRt5lR99mRdFpR6n2nMnarPHq9LH69Ln2jKmmmDqckwTQdc24kw9KBNdJyFmWdl4W1sooWdb2USIWA5aQivwrL0oGwMnItNmuXkz7Lz5pmYRRb6OhvtA8WvoATWiwv5Xlwr+mKylIqOoKIjqMhwMiy0PfcCGRbcgwpn4GMYuMhuREh75rmWtDNt6Wcp2f6duec74QHkrOcxd8hip8ACupAXulHBvdgwaDIIiSyIVl3ICzT8xT5CBCM/ik6M7MGFQlPCTkwgBXW+A+lPRvi25p6GgFWV9M2VywfLor+GFJa3JYQUVkHofkLwfnzQV7jzX+LObMMc34T5/j3ksQ9Sjn/su3dDwoXjpfnI5pb6jq5OaheFx+NIZcL+AcXw5OSYWjuhNUxp9DNajUanntFqIGa92Bh6B4IQtrzNoN5sghz3F4E1NjU5PD42MTM9NDbaPzSoGBzgi0UTM9NGq4XS05GQFoEtSK1qRhddzcaVIJJLr3xTxNnZZnqdbHy1pjucQWg3oTOon9TJztx5MrH29MYauLcKZt2rnZ2jAUW8L5CsHVdnYsOaLr0fjSEIlq8BcHP10fVnT+8CsPoUrDwDzGWQplz7qnTsteTuX0S1/E9M62vZ9M0k6SZ4z6shxJ/vCfHZePAX7+zc8PHeH344dykmOjc7rqgwk9JdKenvlit7ufw2Rm8Tp6+lraGk5iq+uAROLMpE4S9nwC5mZIXm5obDc6PycIkVxbkNVfkdzZXMXrJSLpicGhkaH1CMyKWDEtmARDkgHuwXDEg4UiFDKObxJAKuWMgRiThCCVck5YnlfImCw5cwOcI+FrePxWbxuHyJQCQXS/rFsgE5R8jtpnW1dpDbqZ3ddBZDIOaIB1Rmj3X2tmP+wYxpmSdXVdb3RVxC7jocumFb8Ksb/X771xOvbvT7YGfsl0ezDpxBHj6P/fCrsFc2HfF56QOf/3rN5zevv/n57pDsnCoG/RoAS+vg2jNw7dn63KN7puvz2jmLetZoWrKPG6f0HrN5zmH22F3LCwanQ2226h2zaptn2uSeNrk11jmtbV5jnVNbZqFjfXqLS29x6C12vfUFYFnn/o36d4Fl9pjcS1bnktpgm9boTRbz7JzzxpLTPKHgNpU158Z3wWOkhen9pen9V9JG65EiUraEAJflwRUEmAyXIUDGi7AxQ2UpDERIbfyxlhR/ASlJUZrSX5owVBYtLwjrL46F+j4IWNLCWGlhrLw4frQqzethDV9JGa1Kg7g2XpMBpUknajPHatPGatMmmrKmW3M1HXAo1mDuw5kZeAszz8zAmhl4IyPP1IeHWkInDeH1sGY5+R4eaZZXNMvJdzNxcwz0EhuzwsX6QIeWvetiyOgQqF5cegUhDCrIbu9ERZBhoW05Qe25F7oQYX3YKBoqrBN2oS3DtzX9bEeWXxcssAcRRENeoOScb8s6Bx3HgWaCUIgBqm5UcBfygre6UcGQe+X1sLowwS+MCP3JCF9IYdWnH61J+bYq6ZvKuEOVcYeuxh74ielOvLAXF7gXG7AHd/5L7OmtqB/eRx99F3V8U/qprad3vRPp+w0RnVlXX0WmtHd0tLNYDIlUoFDKhyYmRlWacY1+Uq2b1qjVWtW05jmzXmwModvnvdiCmkHo/CAELAhVU2rVpGoGAtbo5IRyeKh/aLB/aJAvFo1NTZpsVhqz51JiRFZuDJ4YjyXGlVdhSW3UkxXyLZX6NzoWfkHqOlmTS9Vhsjo3tw77PgVaAObsN/vFxoJq4ddxVT7xTT5oyft19vhLHMQWWANc+cwK7Q4FgOm4F0to2XQi7ec/5P0miroBLtleOLS7dOhTDOOlQKzPZ34+H3z9X1sPbNj//eEz5+NiYgvgOW0lRHZt0SD9Sj+zTMa+ymddJbcVlhTD8OgMHCozPw+OQKRlwC5nYpLTMZfT4DFITEJRSU5DYzGN1qKU81RTw1rVxNTY6OCgUt6vkA8oeRIBncOgM2l8Dl3KY0hZND6jWyITCmQivlTMk0i4YjFPJOUJZQKhjMMVsth8FovDZNKZrF4mi8ZkdTPY3ZQeMrmH3MvpHRwftS/M33i4ev3+2uzKI/6Auo4qyMBUHw/K2PTF6d//be8r7x7YsD1g61fpXxxAHThOOnCc+Onu5FffOfvLPx389Z/3+fzHW//zp81fHj4HL6yQTU7N3791F6zeA4/n799y3bphvbZoWZ4zL80a5h06t0XtME5bdYPqcZXVOGHQjKhVOofd4HIb3bNqm0tt86is7hmLa8bkVJldGqtHa5uFDiH/CCyH3mI3WOx6i0Nr8WisELP+lee/DSyNdc5gX9QanBOT6ukZtcNhW1py3Vgw8ShVjdikuqQLLHScsiBJhIsSECKGrmQOV+AHSvIVBGw/Aakg5HLhsRxUmKIsgYENq7n0fWu6v6g4WVqSLCmKVRSHi4iBQmK4tDBWUXKpvzRBVhQnJkWL8qPEpOix6nTIxhqsSBqqTIbg1V+aMFqVBjFrvCZjtCZ1rDZtvDFzujV3ujUbCo5a6HgzA2+i44x9aGMfVteLNdCw/9t0h84SzvKKPGwi5GE9B5Z3IcyLzIJk14uogr7qwIR2YaN6sNE0XEwXOpKSG9yeFdieFUjODuqCB1Nzg6g557tggT2ICzRkcE9uACXbz6uw2rP9oIAopKr+Tqgf4fWcX5gQCtK7wy+kGxtCQZ1vg/mSEX5khF87/Gwb7IzXca9J+bb68pHqy0eq4w9djT1wJXIvBCzihd34gF0ovy9Rfl9i/XdiT29FHN2A+u4dzMmPss7uOL3zrdAT+zDZSVVXy1rbW9raWvro3WIJX6GUD46Pj8yox9S6CZV2Sq1Sa1VT6ufMerExNPyYdfBeQ2+wmL2340Dp9p8AC0oz9A8NDowM88Wi0ckJk83KZrKK4KjS3IwKdHwxKryhLLukru5kPntT4fT7jFUfTOd+UiLVjM1kbqydPLQCuDeBtGM0nMD6AM3yQYt9rmh/37p0sPE6IkZW/8cswee1axlj4HCd6m9o/hu5jPczu77I7dmP6NseX/vKkUSfd/b5vLrpVxu3vL/r88/3f+YX8F1KYlAhIa2xikCnNA6I2BP9inG5WEBr6Woprb2CKS7IwaJTcjMvIdIv47JT0ZmXkVmXYcg0BAmRV11Y1dnQJ2LIRhWj05Pj0+rxKc3Y+MzQ0JRCMS6SDvMlSq5EyRRLe/m8Hg6zj9HLoPew+7qZfV0sDp3BY7H4bBaPy+YLuDwBlyficUV8vpDH4/G4bA67j8em8djdfHYnl9slkLH6JxRqq9Yy75yxWnvFMnx5XXQ6ZtvXZ1/fdODXf9n55w9/+Hh/1OffJX/+XeoXRzJ+8CftOpT53ubAX/9xv4/PBz7/uen9j78/G5DSTVeOTliWrz9aWwNrT8DtW/fnZ5esVrtzft4y69HZHFN605haN6YyjGstUwanxjpncl+7dn/dOn9zVGtWWd0a+6zOOT9jd2ndc6bZRaNnQWN3q6xOjdWls3u0Fpe39GaPt7QWj8bq0lj/xafn32WWwbZksMxrNDaN2uhwOBYX3Eb9mEJIbSjIbETGdeZGCNAxclyMFBsuJUUOlqePVxWOlJcqSARlPn6gEMlFxtGRIbLyeAY+tCL+27qU0+yCBBYxhoUPExeE8okBAsJFMSlaVhQnK4qTFMSISdGSghhZUZy3K/wJsKBw1ovAghTWcG3yZHOmthNhpGEMvRg9Da2nIfU0tL4PZ6Bhjd1oczfc1pVr78l19MDtvQgHHedg5bnYpBdN9+tstE8HMrgDGUxBhVBQIVR0KPQC/dP7FRUdClUnJqwbE0HHRbMIcQx8TBcirC3LvynFtyHpFCUnkJobREMGM7AXmbjwXlRIZ5Zfc8rJlrTnR52h1Vc96BAqPBCCVyciCEps9WLDerFhNExoDzqkEx3cDjvfkn2uHXa+CxPcgwulIANbcs60w/zJCL92+Lk2mC+0W6Y+/Ye6tO/rkr+vTTpak3CkKvabyuj9JWF7ScG7CUG7sP47Eb6fIc/txPrvRJ3+NPe7jYij72JOb4b57jiz883g73ch0mKuVhQ3tzY1tzZ107qEYpG0XzE4Pj42rR6f0Uyq1DPqaZVmxgssSGRBwPoJs7zy6h8CCwqLDowMyweU/UODQ2OjAokYAhaHxUbEpRYkpzVgMxrxyU2FufiikuPY7p1XtRs7b/ggOg5dRYofkzGDO3HyzV262HzOWRj7u3Tu5zX2g7RHvu13gkm26Ixxwqkeymvwwddg9oONCxsQwncw4vfxgtfjal46mfH/cfeW0W2e2fq3BztnsOe0nTK3aZqknIaThpkdNFtmRkmWxWDGmJltgcXMzCzZFlimOE4cbJtyB+r/hztVPZ3OrDNz1nln3rPWXlp6HstK8iG/de19X/t6fvn+xUffPvz8psPv7jt68PjRmKgTeARktA0up1a65N1T+jGTpF/E6mHT+nq7mqvK8bVVBBK+BI0uwuCgOFwJClGMLMpHFxW01VUO93XQWWN0MZOpEggsaplNIzFoxFq9QGngiNVMgYrBkdPZsnGWlMISMQUynkwpUmlECoVAJOTzOBIeTy4WCUVcYJsSSx5s8wkEPD6fy+UxOVwGh8vg8hhiCU+jldttRrfXcevTz0K37qptntrOwcjE3HWbDz2+Zvtjr+54esPB9TuiNh3J2HGycOcZ2KYjBc+8e/lnj3/wo9+8FxHxcsRDa994LzIjt6Z/VOGeuvn5VytffLXyzTcrf/7jyv0Pv15eurd89c7izM2gb35yato/Mx9aWPKHltyT8zbPrHNycSJ4yzG55PLdmL/55eTcbYf/6uzyfd/CLfPUrNYxYfPNTM5f9y/enJhbdIfmJ2au+heuf0urxYnpRZCgMBW8PjG99C2G/tv1jymsZf/Ve5Mzy5P+hYW5a59/fO/T21cNEmoTIasdm0Iuy+SR0gVoiByfZKnPdbQWWpqKLS3lhsZKZQVOXY0x1mNFxBwuPlHXWsAmxTem7G3LOcEiJdOw8TRMtLgyQVwVL6tKltWkKGrS5dUp0sokWVWyqi5d25ilb8rRNmZpG7N0V7KNLXnG1hxwx9Kab2kvtHUWWzuKLO2F1q5CRy/cNYRQXkk3dua7hkomqZgpGnaChpmkoqbouCCrIsAsD4zjA1R0kIoIUEpCFESQivSRkdPj+DlW2QKnYoFNWGRil1joGxx0BAhyAQWCq4B1k4qPoxHiwUQJnNkxyiBMYuI4Jp6GjqMgY8YQUWOIKHLpZRoydhwdw8TFM7BxNFQ0GXFpFH5hBHZ+GHpuGHputOQ7B0N4UAW0FZBXDEICiwRhlyVxypO5FSlUTAy4ySQm0vHxD+zviAsUdDQFHUVGXR5DXhpBXBiERfYVne4tPNWVd7wz91h79pG2zENNqfvqEndVxe0oj95aHr2VdHkz/sImTOQ7qFNvlp5cjzyxHnFiXdGJ19MOvH5my0tZ0cf7u5sGhwdaurrGeQKmUMKXK1V6k9FqsznsdqfN5bZ5vA6390EyDGBWuCtc3RuCSwAsYBkNR4yCKHer02G229R6ndZo0JtNbD5PY9DPLV7V6LRwKKw0P2+svrqHiKlFl+BrWi7UMj9ot6xpn/hRUfvWFkLXzd6B5TSc9o0Kww6s5iLB21pzTYby089x63Z2E99vqtzeOnBsULujTr++iPn4WcwvtkX/7L0Tv3pn/+/e2vHIunff2PTBwUPHk5NTSUTsQHcrnzmkkVIsGrpNQ9GK+3n0ptH+sq42dF1NMQGfXYJIg8NzYPACOKIYhUGWV1Y0tTQPDAyRyVS90aAxalUGjdyoFBtkIoNYqBcIdRKykEMRChkSCVum4ClUfLmKK5Kx+CKOQMzjiwUCkUggFvNEQjaXR2OwxqhSPl8hFmjkYr1GqlOLpFImizM8RuvmimkMAY0v4xuctsm5ed/8kmdm0RG8NcS25aEHdh7NefmdC0+/fvqptade2xi35VDuvkj4+wfS1m65/NT6IxGPvhXxk2cifvfaU+v2bN1/KauofJShdvlu3vxo5fM/rXzxzcrHX6wE5+/4Z2/5pq9P+Be9vqueqQWv76rXd/XbSKlvU1m+BcGqWn0qd/2/P4d68G3/zABr+a9rInRzInQTvPcEb3iCN9yB667Asn3mrjVw3TUx89nH91f+8ImRPTRWC+0sjeuCX6QRIeKaTFl1prYmx9kMnepA+jrR1iaktRmjrytRVRYpKvLYpQkU6CUuPpGBjRsrudidfbIv7wwdHU/HxNJQUYKKJHElRFwD4ZPieMRoZX2qujFdUZ+sa8k0teUYWrIMTWnG5nRLW5a1PdPSlmVqybC15To6C51dRZbWXF1Duroh1dye5xqAGdqybT2FnqES11CJvR9q7S92DZVMUrEBesUUlRQYJ8wySdPjaM9QsXeo2E9BzTPL5pnl88zyOQZpgUFYYOCuMtBXGcgIYDIYLrkAFmXCcAFkAVgBk6YH03HEpbGSi2TEJTLiEqX0Mg0VDRpABjaOjomlIqPAB0bhF0bhF0bgF8ill1ejCkAKiKmwvGISEwGz2GVJYYoBzfUtsP7CBjGCuAgWqnsLT3flnejMPd6efbQl49CV1P21iR9Uxm5fBayNmMh3kKffRJzcUHJifcmJ9cXHX884uCZy6wuZl4/0tdcNDva3dPZQuSK6SMZTqJQ6o8FittksdofZ5bS4PXaXxwm0ktPrCYus8Hwd6CxwuXp/EOSLhoFlcdjDwNKZjBwBX2PQh+bn1HpdTlFBfl7WUH1dNxFfjUVjGtoOEnpeIzCfqzX9GD68qX+o6b5h6PPOCl9izXQKxoNIlAweHeNsaqVubuW818B/PL/roUtlj8VUvhpf9syxjN++ue8Xz61/7OU1m3Zsi4q9AC3M6LhSRe5rlXOpFrXIYZAa1VylmCbmDvV3VrU14+qq4SRiHg6biUGnY9DpKHQWCg0llROvtLYMjZHZfIFEqVHqjCq9Sa43yg16mV4j1ilEWqlQKxZoRHyNiKOQsJQyjkLGlkoYIiFDKGALhTyRUKaQs1gsKpnCZ3M0MoVeplQJJVIOl0+nibgsqYAj4rO4XBpfwFCoRTqr1u3zuqeDvqvXJhZuyiy+hn5WRkldJAT7/t7c5zbE/ubJY0+subjjcOmZ+MYDZ/Drt6U88uLhnz66KeI3637+xNvPvPHBztNxOdia1jH2/K1P732+8tXKyud/Xrl1/09zN+5Pzd50+RenZm+CHT2w+wJ85P+r53f/bP0Arf4WsBzBZcv0Xa33amj+5v07d275HfQG9AAKQsYlDiMv8SpTlE15qit52rpcU32Bo67AXptvrCs0N0K1tfmqqhx5eSazJGak4ByjNJaNTaSWRPVknejPPT2OiqOj46mlMVxSkqAyUVwD4ZbFcEjRiroU9ZU0RX2yriXd1Jalb07XNaboGpOMzanm1lRLS7q5Oc3Skmlvz7O151lacwxXMoxNmZaOPGdvsakj19FX7B1GeIZK7P1QW1+xa6hkkowJ0Mp9FFJgnBRikqbHsRMjMO8wPEBFzzHK5hhlC/QykLC8wMAt0FEL9NKI1XvIoACzVtfqTKuh4sgR2PmxkotgVsXAxjFx8UwcQHI0ANZ3VXqZior+HqoAoQCSwsUkJoL6XpNIw8YC99bfAlZn7vGOnGMAWI0p+/4aWOizb68GFvTEusxDr53b9mL6xQOdjRX9/b2tXb1jbC5dIOXJlABYVqvZ7jC7nFaX2xYGFgi08kxNgq5wdW8ILlev4wB5BdztgFZGqwUAS2PQc4UCjUHvmw5qzcZceGFeYdZAU1VHeWl1RUnt6OCJxuF1DZKHa1wRSNXTrcp4ty/NxTzDR0cKsUfIxHVo4ivFDb9PIf4eQngpq/65BOJDHyRErNkb8cSGJ97ecSDyQm5RXl01fri3gc/oVYkpZg3HqhfadEKNjMGkdHU0kUiYwpLidGhBanFhKrQwAwrNQiKLyssxTU3VnV0tFBqZxePK1Rqz3WHzeCwul9Zslul1Yo1apFYJ1RqBSs1XqrgKFUeu5MjkfKVCoFSIFKBkQqmEJxJy+RyRSCCRiDRqucWgNWpVSolQIearFWKJhMMTsjg8Jk8kVGoNDm8gMHd7/sYXFvc1jtx7pVeUh+44HgV/fcvFR1/e+5und615L+HVdxLf/yB//xnMuzuzfvHYnoifbvjR79596NGNL717/GwirKxtjKd3Ti7fu/vNymcrK599s/LRlyvLH/1h7sb9yZllsOYyNXsTrLmsRtVE6MbkzD9sffq3ApYrsGwO3FTZQvc+/vrW/IJ0uLs2K6qt4CK/MouKieFXpiib8rQthebmYuuVYkddgbkyW1Wepa3OU1XlKCuzFRVZzJKYgZzTY0UXuPik8dKY3uyTvdknqaUx46g4CiKaiYsXVCSJa5I5pFg2MUZRl6ZqSFPUpehaMg0tWZrGFFVtoqo2UduQbGhKMTdnmJszjFcyTE2ZpuYsc0u2tS3X1p5n6yqwdxfaegpdA7DvAWtiDB2glfupZUF6GQDW5Ch8chQRoKJn6aRZOml+nDQ/TpwfJ87TsQ+AFU4oDjNrtRN9NbPAB0bgF8iISzRUNAMbxyYkhmscHQOARSm9TCm9TEVG0VDRNHQMAM33gLWaUABMqzXX94AFvFp/H1htWUcAsGoSdlXGbi+L2lIWtYV4aRPu/Hvos2+Xnnqj5MR6+PF18OPrio+/nnXotQvbX0g5u6exAtPd097W0zPMYI3zJVypQqE16M0mi8Vks5ucDovTZXW6XfZvC4gsMKgCr2F4Tfh94ex24Gl48Jgch91st4EVQo1BrzUalFoNXyxS63XuyQmj3YyqwEKReYOtFfWY3NKSpNqR9qO1He+0Sp5qDf68cvK/am2byY73e4afx0GfQRc+kp35VmHZuiT8f+xNiHh+V8SLO363I3L9ycT3T0fHZhegCJjhgXalkGpU0PUSspI3KOX208ktQ/21rQ1YIq4AXpxSnJ+MgGaiS4uKC7JLEdAyEqGxsbG3u49Go4tFcq3GaLE6zXaH2e4yWm0ak0mm0QhkMpZYxJPLeDIFV67kSFVsiZopUTHFGpZYpTPbJAo5m8uhMxlcPk8qlynVCpVGyWCMiyV8uULM47PIY0Mjw/30cTKXxxQpRWqL3j0dCi3d8c99qDBMdw+pcFW0y4mVOw/mPb/+/KMvHntyzemX37n01k7I1kO52w8VPLXm9E9/syXiV+9F/Pj1iB+9/OQrew9fKBgXuUy+W7e+ePAgrPsrKze/+mr27keu4KLFM2N2h1z+RaCnpmZvzl7/ePU6cRhY38tF+PeofwxYdv8tg33mmz+u+MzmJmgOMe74QFGMvKFQWpslqcmQ1GSoG3JtbXBXG8LeUKgrzxRhkuSkDFlZhrIyW1WVwy6NG8g5PVp4nk9MYaLj+3JOdWceH4VdoiCiR2GXaKhofnmyqCqFTYhjEaLltenK+nRZTYrmSoauKVNZlyyriJeWxymrIdqGZIAqXX2qrj5V15Bmbsl2dBa4e4rt3YXWznxnP9Q9CA8Dy94PdQ2VeEdRPgopQCufZpRPM4hBGsZHRvjIyAAVHaIRQjTCHI04RyPM0QjfAeu7XJe/XJoBxnTQyq1mDR0bx8DFswiJHFIStyyZQ0piEyEsQiINHUNFRVOQUaBo6JhxTCwdGxd2iq7G1jgujkWCrAbWg50ebOxq2QWABf6GfwtYQF61ZR1pTj/YkLy3JmFXRcy2sqgtpMubAbBQZ95aDSzo0deyDr16adsLice3lqMK29uutHf39JNpNL6QI5HLNXqdyWg2G61Ws81ucjgtDpfT6nSAQCsgsoC/AbyG4eX1Ta12t4ebQUAro9WiMxlBPyhXq0QyqVqvszjsVrcdWYXKhaZ01qEJhZDUxGPoBvx7OXmvojpea/Y8VTv1e6zutTLZmtK2xyCFj0Jyf38++ZfvHXp4w95nt55890TcrvNJJxIzi/CkruEBnUFqNYldRoFDy9QIhxijTV1XcDXlRQRsLh6Xi8fkoZHZSEQOCpGPQ8MIeHRHW/vg4DCLyReL1SqFWat1GvRes3lSJtNJpEq+SM4VSrhCCVckBVmdbLGULZaxxTKmSM4UKZkiJUOoYgpkPL5QwOfyeBw+n8vncwUCnlAoFAgEQyPDNPo4jT5OoVEFEql7cmpm4aovNDc5f00/MU0TG8qbx2LTSe/vTX7ileO/eGTPEy9FPrXm0tqNqVsPwXadKHljR8pjrxx76LFtET9f95vHt73w+tFNe+KzoI1s+eS1D1c+WVm5+9XKx9+s3P5yZfLaTdNUwOT3WwNBsy/oCS05phbcgWvTi/dmlj6anFkGmS3f40JYbf2r8fQ/Apbbv+wN3pmcWl75akVGpqJjzjelX+IRczT1BY4elLIum4tPEJCS9A351maoqSZPTUzjIxNE2GQhLllWlqGqyuEg44fyzgJgcfFJQwWRXRnHBgoiR6AXh4rOk0uiOEQIvzyZiYtjYKMllWny2nRJVYqqIUNdnyGrhkjK4sSkWHlloqYuxdCQYbySoalNVtckaepSTM1Zzq5CTy/U0VNk6chzDcDcg3D3INw1ALP1FQNgeUaQk2MEAKwgnRCgov2UUj8FFaCigxRckIKboeBnqfhZKn5uHDM/jvxOYYUbw7AZfbXtgEFIYJclcStS+FVp3LLk1QVoxcQnjGNixzGxAFtUVDQNHQPQ9r1xexhY4a4wrK0AsP6aYuBv8veB1Zp5uCntQEPy3ur4naAZJF3eBsVDkAAAIABJREFUTLj4Pvbcu6gzbyFOboAfXwc79jrs2Nrio69kH3zp8rbnYg69iypMbbpS29bV3TU0SuUJ2GKpTK3TGg1Gs8liMVltRpvDanc6LA47GJwDkQX8DeA1DC/P1ORqs2i4GQS0CssrnckoUcglCjloD51TzmJsXnLG+Z5GQl8tppZUQOWPnUYhD1b1nBzybL/ifDpt8Hdn8D/fGR2xZnPE61t+vPa9rUfPnb0QX4jANrR3dY8MM/lsq0MfCrl0CoaQ1TPWXdVZX3qlEt5QWVJdUVJRVkLAFSFRuXBoRlFRWmlpYW1dxchwP4/Hk8uVGq3JZHKZbZNGo1ehsgtERjZXyefLeXwJhytic4RsjoDJFTC5AiZPyBFKQbFE3xVHKBkbG+Gx6FKJQCoR8XkcJpPJYnG4PJFAIjdYnROBuamZxdDi7bnljz3T12QGD7KmOzIF+ermU795btsjL+5fszF60768HUdgB88Sth+GvrEt9em1Z3/+6NaIn62NeGjtT/7zzcNnczCVgwrDzNytP3/45cr9P6/c+3Ll6odfLNz+dObWR/7FG47QnHf2qn/ptu/qsiMwN7/8yfTivcDCHd/cLU9wyewOaa1TavMEwEFYVQFgARX2b1b/ALA8/uv+6XuL8x9/fvOTwYpq1PmT5JJ0fWOpujJHV5/HxsQO5p0cLjjNQcXKy9L0ldnG6lwBKlGISeKiEgTYJAkxjQGP7ss6OZR3lkdIFpBSybBLXRnHwOi9P//sGPwyCwfhkpLG0TE0VJSoPFVSmSYsS5bXpitq0iUVEDExUUyKl1cmqWtT9PWZ+vp0dU1SGFhAYTl6ioDCcvZDHX3F9t4ia29RGFieYSxoCX1UrI+M9FNKA1S0j4z0j2ECZOz0GDZExs5QcLM09ANghWm1+kkQwHAQnrjT8fFMYiJg1mpVxcQnhIuBi6dj4wCzwvKKjo3763F7mFPhWg0sFgkCxNdq2QUawx8EVnv20TCw6pP2/DWwwAArDKyiQy9k7Xs+asszl/auh2XGNNaVt3d2tPb2U7h8lkgiVWk1Br3BZDRZjFar2Wq32Bx2i8MOmAVEFjC+g9cwvMJTdkCrcDMIaKU3m9R6nc5kBCYsmUqp1usUGrXX765vwmdlXuirI440Vl3BlfT0tLywddN/bNz+i+0XfrEtNmLNocfeObLx0Mn9kacTCzNx1fietmopc2jSrvI6tTq9UKXhsXlDTc1EDCoHj8kj4QvLicVEPLSkJDszOzEREpWWnlCKLOpob+JwGRqtwmg2mM1mo8mi1ZlUOqNKa1JozXKVWSjVsXjycaZAIdcoZGqZRCkWyfk8CYctZDJ443QOXyDhCiVcoYgrFHBFPK6Ey5VweGKOVqOQifhMxjiVMsZksqUyldnm9UzNffzFyvV7f3AHb7Kk9rKm0QuQkjd3nnv8tT3PvXn2sddO/X7t6XU7IAfPo85Cyg9fQm07mv3IS/t+/ti7Eb94KeIXLz3y0tZjUXmdFJnv2mcffrly7d7XNz78+tM/r9z/w8r09VvOwLRresYZmLb5ArbJoCMwNzV703/1ntu/bHSGQCSeY2rBNjEH4j3nlz9ZvP05WFT2BJcAs8LY+lfj6b9bqxvY8DzO478e8N+6e+2zJXeoLq+AcPEMB51nqi9V4FM4JVGjeSc6Ug80J+5uid/dk3KICb2kKcuQ4FKEmCQGPJoOi2KXxo3knm1LOtiVdpSLTxJXZNCRsV0Zx9rSjnRmHu/JOTUKu0RHx7NwEAoimoy4xCemCMtS+MQkaVW6tDJNVAYRESASEkRRmaqpS9fVZWlr09XVyZraZG19qrEp09qW6+wqtHcX2rsL7b1Ftp5CS1e+pSvf0lMYBpZzAAWG7pNk9OQoAiisyVGEbxTtG0UHRzGrgTU/johYTatw+CeASxgToCsErGETIQBPQFKFO8TvMSv807B9YfWBIIsEWe0XXV3ssqR/FFhtWUf+GljES5vCwAL9IOzY67CjrxUdfD577zNRm5+8uGttYfLF+ipiW0d7a1cvlcNniSQSlUqt1xlMRqPZYLGYrHaL2W4DZXHYw11heFwFmBWWV4BWYWCF5RWIlNGZjHqzSSiVyFRKlU4rUymnAp6GRhwk+lgjGj5YW9NRThjp73567YsRTzzx8IbNr+44vnH3aQgku66S1NVSzqC3m3Q0m3xUTm+VMNr5zI6uTlJ5BZRQVowjFBPLSjCYYhgsu6Ago6g4G4MvbWiq6erv4As5crlUr9ebzWa90aDSqKUyhUAiFUikbKGQyROy+CKBVCFRaiQavUylFQslUoFEKpDIhFK5SKaQKVUKtVqtFQgEAoFAKOQLRFyBmCOUsIUSplDC1mrVPJ6ARmUKRTKXN7iwdC909Z7bv0zjGnJLGzfujXn2jUNPvH7g0dcOPLnh+KubYzceKPrgFO7gReKOY7AX3j7300ffj/j5CxE/fjLil88+9+aumEx4F0Vg9M7N3PzszrcxCff/sDJ7444rGHIFp/1XF6eXrvmvLnpCM96Zuam564GFO4H5j3yzH02GPpyYvuefvzu9eG9q9qbFM2N0Bl3+Rf/87cDCHdvEHGgVwawdxBD/Ww7d/wFgTfiv+SaWPr7+uU9jJUGSqqLOcUuzDJVFUnQiF355vOjsQNax+pjtqENrS/a8XH9+CyXvrJyUIcIm04ovjeWfoxRe6Ek9Wh+9qzlhHxubKK3KYmESujOPt6Qcaks70p19cgx+mYaMZ2Ag5JKoMfhlLj5JQErl4pPEFWnislQhKUlMTJKWpSir0jS1mbq6LE1Nmro6WVuXomtIMzZlWlpzbO159u5CR88DWpk6ck0duebugjCw7H2lU2RiYJw0MYaaGCnxkRF+CmpipGRqBAWANT2GCZGx3wFrEHZuEHYOLCeDvRlgjGKRIMAYxatM5VWmcsqTAUc45cnssiSwCbiaRKuhA74B/LqwJkNYk8GvSuNWpLDLksIkAt/DJCaCc0AqJoZTniyqzRRUpwuq01kkCOgEQXsYdm+FjwjAuk9f0ZnVR4R1kN3AhAWG7oSL7wNPA5hhFR95rfDgy8X7n0GcWAP54PmzW17MjjlRV45pb29t6+mhcflssVSqVn+nsOwWu9O2Wi6Z7Tar0xFmVrgrXN0ShvvBMK1AqfU6o9Wi0KiFUolcrVJo1BqD3jvhvFKDLU6Lw+flVEFhQy1XqCN9721/e+37GzKg0IaWDtrwuIon8FvUVhWDTb/CYzUNtKG7GuENVUXlpDwMPheBzi2AZ2UXpmfnZpQgiivKCc1N9X39XXQWRaGWmB1Gu9Nhsdr1BpNKrZXJlRKpHIRzcoUCvlQsUkgESglfIebKhDy5RCSTysUSLp3JIJP5TKaEzxHx2GIBWyEVyCV8HpfB4zLEEp5QxGEwKbTxURaHqdVaA9M3FpfuB0K3J4K3LO7FnhFJcn7l65vPPrP+8H++uPf3rx9dtytx22nornPIbacRb+zKfvK1cz99ZEfEQxsifvbKzx7b8NYHp6IzYD1UrsLqXrz36affrHz+zcpHX63cuPflzLV7YOVlYnphIjQ3EZoNlyc44wnMeQKLHv91j++Wx3fXM/Whx3fXG7z1L4fL/6j+hkVrcvbG5OyN8OqiO7joClz1+hb9U9c+XPyY3zuKjY5uiL3AgaW6GxCz3XhXE1RXmW5qLFBUprdD9uGPvAnd8WL0Sw/lb3m28dJOcsF5BjyaUnihA3KwPnpXe/IhPjFF3VAgLEvrzz3dnHywJeVQd/ZJCiJ6HJXAIaQyMBA6OlFATOcRkpnoeB4BIiAkictSpWUpYmKSvCJNV5+rr8tVVqbq69N19ana+tTvmNVV4OgpMnXkGtqydS2ZupZMQ0eura/YO4r00/DeEZxnGOsZQXtGSidGSqbGSnxkpJ+C8g4i3P3wyQHEDAU3RyOEKMhZKuI7H9bqWTtQWABDgDuAWdyKFFAANOG2LmxTCD/DmYqJAWMvXmWqoDo9TCuAvPApYfgSfM9qRAJggZEWHR//d04J/w6wwp6GVcB6sWDvE7AjLyTufPrM5ufSLx2uIpS2tDS1dnZRGGw6XyiWK5Ranc6gN5j0JovRYjMD+oDZeRhY4LgwDKywleHvA8tgMQNgyVRKhUat1uvcbqeITavGIstLShoJ+OZqIhad/86WNacvHxYImVa93i7TmHgCE5/JGGhsqClsbCiqryyswGYjihPz82LzCpLgyBxcOaqqpryzs31kZITL5kmlUrlcLlPLFXqFxqxRqjRyhUoqU4klMqFIIhSLBBKxQCpk8tl0LnOcOz4uYLAkHJ5CwFMIBFK+kMuR8HgKAU8m5ArYNAZtkEnr57CGuawxgWBcIubJ5CKj3jAxMTU7szg/f8vmvKo2hJh8e1sPH47piIwteW9X1AtvHnv53TNv7Izfdbr4SCxh+xnYMxujfv7c/ojHdkT8bEPEf2z4r+c/2HoIklpY2TLItQeWPv/2KVhfrazc++wPM9fuTAUXPVMLTu/st97xhVXYmpsIzXkCc57Agsd/zeNf9vhueXy3Pb67Ht/tfyKk5d+r/hFgeaYWJr3zHy99LOobwUVdbkq4KICnO2qg0+2o+QG8pw020YO2tBSTC843x+6pPrsZuuPFtLcejVvzq4R1v8Uc3tCVfLg1fl/1xW0tifuVdXmK2lwWJmG48Fxv7umWlEMtKYeGis6PwaPp6ERqaRwFEcvBJrOxiQxUHI+QzMdDRKQUCSlZRIAAYOlqc5SVqbq6NHBKqG9MNzZlmluyLR151s58Y3uOoS1b35qlb83St+dYegqdg3DQEroG0d5RzMQYamqsdHIU7hmCuQeh3kGEqw82OYCYHsPMUHDBMUSIDJ8fR0SsnrivztUDbSBgFoAIvypNUJ0OchSA8T1c4JJGiCdjY0bRUWOYaBohHqTErNZWqz2iYWwBj3tYtYE7QHmBSxo2FsQ8gALyagAa2Vt4ujv/5N8C1moTVhhYBQdeyNv1SPGBpxO3P35m09NJZ3cTSwuartS1dHSOUOkUNpcvlshUarVWo9Xr9EaD0WxabU0w2awWhz3sb/jBlhCcD4J+EDSDoIDHXaFRi2RSqVIhV6vUep3NYbcaLN2t7UQ0ur6K2NCIgyMhJy5sLYQnUMndPCqF0tLfjq9rwBJQRbkZmVEFxYmlxenIwgxkcSYamVdRgezsbmQwRiVivk6ltujNDpvbbnNrDGahSsmWS1kyEVco4vP5PJ6Ay+VyeFwOj80WcDhCrkAqZIvYDD6DKWCyJByWhEPjj1MYZIlYqFHI9Sq5QsoT8ilc3iiPM8TmDItE40qVSKvVmsyOUHD56vxnOk2wo1OUldd0KYG073jOhvcvPPrcnl8+vvW59Se2Hs7YfCj93b1JGz5IePH9Cw89vSPiF2sj/vOdR9YeOBKVm1laTebrr93/Bjx/7KOvV+5+tuIJLvlmbk6Fbnmnllzea5NTy8HpD0MzH04El//qf/KiN7Tomb4KHozsCd7wBG56Ajc9gduewM3/E8D6gZWdydmliZlr4B/uDi64AvNO/5xnas7rDn1y8754aLT0YmRTwnlRabqpLGfyCszXCrfV57naSuytMCEumQ6LohVe7E46jDv8Ruyrv9zzq4izz0QUbH++dP9a4un3ejNPmNpKZNXZ46UxNET0GPxyc/LBmphdnZnH+/IiR2FRQ0UXh4ou0pGxdGQsDRHNxSdysQkCQpKIABHiE2Xlydq6LF1dlqIiSVv7wNZguJJhas4yNWcZWrIMLVmgGTS25xjbcwwducbOPHN3gbW32NINt/eVekbQUxSMj4ycGIE5+4us3XkTQ6VAYQFgBUZLgqPQWSr8L4C12jUa1lnhcTtgFqcqlV2ZArAFKnzJKIOMExPATg+jDMKuTOFW/wWtAKGAjGKRIOAOACKnPBm0fmFnQxhYVEwMeEY0qNXPDevKO/F3gBX2NIChe9HhNYX7XyjY9UjR3seTdzxxfvPTCSd2oKGZVxprWzs7BslkCoPNE4mlSlUYWAaTcbU1AYQuhCdZYFkH1F8PsMLTK1DA1iBXq8RymUQhB2Mso8miVhkG+0bhsGIYLLuuEdnSga6qz69rgF+pwbZVV9eUkrA5SHQ+Al5QUATPwJFgVQRUW201eaCLz6LK5Vy9Xmq1ap0Oi9vucFndFqNDpTbwxEoqXzgmFFJFfwksDofFYbI4bDqHIZAKhTKBSC4UKoQ8KY8uZI6xyaP0UYlMKhAIqJSx/oEuCnVQqRE6PUb3hHV6xn/j9p2Fa3elCmddAyU1tXLH9qQnnj7460d2/vqJ3Y+/cGjNu5e27M/ccSR7/Zaox9cceur1w79+ekvEb9dHPLzusTW791/ILe9gS22zH62s3PnDn+98/ae7X68sf/JVYPGOy7/o8i8ZbEGre2HCd8sXuOcPfujz33W7b1rtVye+Cw7+yy2Zv/RVgYMzT/Df0Ff1T8irHwDWxMy1vwaWyzfn9c58du8zGZkCizxVH3NGVJquw2d46guC7XBvc+FkN3qiB62rK5CXZ0rwqfTiy4MZJ+svbM/d8szllx86+UTE0Ucj4tb/tuzs+9orRcq6PB4hmYVJGINfvgLZX3ZhS0PC3ubkwz05Z7qzT/fknCLDLpFhFyjwixxcAgcTzyckCvGJAlyctCwpDCxNTYquPhXIK1NzlrEpU9eUob2Sbu0uCJe5u8DUlW/qyjd1FRg7ii3dIH8GOTVW6h2GOvuLbD35vlH0xFCpbwg5Q8HNUvHBMcQDYP2gtqJiYsJHeKs7OBYJAvDEqUr9XoXh9f0flSeHm8HV7AN9H/gjwJcDhUVBR4ObYVxS0NH9xWe/57nvKzrTnX/y7wBrtQkrDKyCfc9Ddz8K3ft45gfPRO94PuboJnhOYkN9VVtXZ//oKJnO4onEMpUabCkDF8Lq2Tl4pCA4LgwvGK7uBMEDUwHjQHw7OBnUmYygK5SrVRKFHIgspVaj0uld3qBUoa2pqSooSEMhM8qIuc31JXWV0KLMxNLcXEQ2FJEDxyFwJCK+qhbf1lEjYozrRCKXQTfhMrpcOqNVrtaJFWqJTqfTqA0ymY4nVNB5MqpISpMrOSo1TyQVCcQigVQoFAsEIj6fz+cLuXweg8XkCLlCmYgvETB5DDqPzpVwJSrZEIXC4PHEcoXKYLB5PJOzM57gjMHuFSutje3UyMsFT72wO+Jnb/zi11tfXnP5/e1ZHxyD7j4J3X28cOuBrPVbop95/djDz+781e/fjfjR08+s3RWTgeoiix3Ttz/+8wrQU7N37gRvXgstX5+7fTt047ZnZtHqnTW5ZjyB2y7fLY/v9kTgQ1/ofmD6fmD6vi/0kXd62RO6/m0t/1BdX13/euj87wArrCvDtHL4Zp1Ts17/7Ocff6ZhsYojj5edP8QvTdXh05w1uaFORKCzZHaINEeunOonOjtQ5ka4nJTFLokdL7rUl368+twWyIaH342IWB8RcfzJCC4+SddUrGks5OAgg4XnGhP3Ec9tIp3fXHl5e3Pywba0I51ZR0eKIkeLz41Bz7OxcWxMLA8fJ8THPwBWfYauLkNZmfy3gAVsDa4BmGsABpzulp5Cc3ehsaPY3AWz9cEdAzDPEMw7DPUOw73D8AAZOzWCCo5igNM9REHOUErmxxERq9dxgP0qPDVf7YcKe9DDVOJWp/Fq0rnVadzqNAAsdmUKryadX5vBr83g1aQ/uFmWxClPBhWegnErUgTV6UBVfW+pMBzhEAYWDRs7CDv3TwAr7GkoObEeduz1wkOvFux7vmTf49C9j+XseSZ+54tRB97NT42qqy5r7+zoGxoepTG4QhEAFoiC0RoNq60JerPJaLUAi0N4wXA1rQDLALDAr4SBZbJZlVqNTKWUKhVCqUSikCs0aolC7pzwWZ0ukZjX1dpAQhZmxZ1H56dVo6GEElgVkXiloamru3+USmPy2QIVX2uQ2/Vau1Zn0iqVKhFfzmLKaHQxnS5mUjjMcTaPyROx+GK2QMISSZhSMUcqYXOEPLZEyJOLBXKpSCmVKKUSpVQqF4ulUrlMKpdwhFwai0pjUXlirkyjUJpNzmBobvlu4NotpdnbOsjKhtecjYG+8sbxXz665ce/2vjC+ktHIklRye1nY64ciiRu2p/10tuRv312V8Rv34iIeCHiF6+8veNCelGV1Xt94dYf7n+98tGXK3c++dPyh19Mzy0bHG5HcMoemvTOTfsWFwPXrvuuLk/M3vDO3Jy+en9i+rZ94rrNuwTK7b/lm7vjmVkEEVSe0NJ3zJq+5Zm+9eDNA2YtgfrXQ+f/Q2DZp6Y9gblPPvnMKhOXRJ3FnN7DLUnWE9LtFZmuuhxXY95kJzI4QAgMlE304u0tSF1NoaGuUICGMODRXFRCZ9KhSy/9fOOPIvY9HDFSdF7fDLV0lLKxib25p5uTD5LOb0Yc3YA59U5d/K6W1APfAitytDiShY1mY6IBsISEWFkFRNeQaWjIenBE+EMtIUAV8I46B+GOAZhjAGbvh9l6EbZehK0Pbu+Hugeh3mHo1Fipn4Lyj2Emh5GBEfQcjbBAJ81QUQ+G7qsdWGH7QngiDsDxF9aEMgizMplVlcKpSePWpnNr0zk1aezqVHCTVZXCrk5lV6eyqlKYlcnM8qSw4xQc//Gr0oDmAlN8MLpa7fYKizuATmCAAI8vDLeu4Iiwp+DU35lhrTZhhYGVv/e5kn2PF+95NHfvs/G7nj/3wbq02DOVZbimlubO3r5BMpnJ5YnlCrlapdRqlFqNSqcF8iqMHoPFDEbvoPsLrxmGl5xXD7BAGwjKbLcpNGqZSilTKQUSsVguU2jUAqlwnE0Vy7hum0EnFvL6hpuQxIHKVkbPGGOESmew2FIJT6cWmLVCm1bq1GnseoVCIRVLWHw2hTc+JKQNSWnDCvaIktfLpg1zWTQ+jysUCEVcgYDB4ZCZDAqXLuTR5UKWSshViwVqsUApFihFQvng4PAYhczhseVKmcmit3usHp/LFfTYQwGJzdHPEMIr2k5EQ9e8f+E/nzv8q8cPrduU+fbO4r2nyk/ENO8+TXpmQ3zEw3si/uOdiJ++GvGTZ3/9zPuHL+VVdbCkpum5G19/9seVr0GQ/Gd/nrt60+efCc0sXFtcXlhaDixe8y4s2KdDxskpnWfSOOm3B+fds9em5m96Qkve2WtTCzcm5687g/PO4PzE3KJrLuSaC7lmZ12zcy7wTPbQsit0yz1z2z1z2z1z1z1z2z1z0z17wz17wzvzf7Yl/CFazdinph2+0Icf3Z8y6Qmp0YiTOzkIiJGUqcdCPA15nsZ8VwvM3Y5wd6BtzSW6qgI5IdPbhTXWFwlxySJ8ihCX3JV8GLZvTc62Z/tyTqnq8/XNUCY6fqAgsjPzOPHcpvw9L8MOv1YZtbU5ZX93zjEy7PwY9NwY9BwAFp8QKyLGCQmx8sokw5VMY2MmkFc/OHS39xbZe4scfcWOvmJ7P9Q5CHcNlbiGEJ5hrHsI4xpCuoZKgMKaHEX4yMjwDCtExs5S8dPk0hAZ/sDpDk7fwls4f33wt/rckE5KZFQksStTODVpvJp0bm06pyqVXZ3KrkxhViYzyiDjZYnjxITxskQwjGdVJHOqUvm1GeK6LHFdFhBWTGICuwzCrUjmViSzSYl0XCwNE03HxbKICWCGFQYWmwhh4OLHEJdA6gM4IhyCn++Fnu0uejB078j6DlgVcbtI0duJUdtwFzejz21EnH4bAAt6dG3hgVcK9z5TsvfR4l0P5+55Kn7Hc6e3vZx08QgRh6hrqm/u6eweG6JwmHypWKpUyFRKpVqlVKvMVpPBatSZH3SIBovZZLNbHE6by213exwe72p5ZXFabS6n2Wk12awGq1FnMmpNOq3RoDXpzHabXKOQqZQKlVwoFknlEqVaxRNzR1iDXOm4d9Ji0iptco2KKTYJdDqRTiKSixQKkVEntOg4Rg1TJ2drZFyVmCfmc0U8loTDUHAZOuG4TjCq4g5L2SytnK+Wi5VymUKqkAoUQqaEMyZgUvhMMY+l5rNVfLaSz5Fz2GIWU8igc80Wp9nmdnp8gdDCzPwN1+S0SK4doHKhFc3nMkrfOxz70qYzz79z/tVNiVsOwo9erN19grR5P3LNe+m/feZExI/fioh47eePbn11Y2QavL6hjyOzzk4vf/XhH1c+X1n5YmXl9id/nl36cGbhVnDm2vTs0uzctdmZq8HA7JRv2uzxWXwzjsCcLTDnCMy5ZhanFm74l24bPX69x+8Mzk4uXp+cv2YNhKxTQft0yDMbcs2FPLOzrtk58Ex2T+i6K7TsDd12z9x+8Dpz0z1z0zvzbwmsH8g+/qHsmm8/BlJuvgu6+fZh9O7QVXfoqju44PbPu3xz7sl518S8a2LO6gneufvxtNtZUZAKO7WLWZpsKMtUlcZO1hV4GwpdTTBXG3Kyh+jtIdjbMJZmpK6mcLIHb6yH0mFRQkyKrq6AAY+uvbBtIOe0rDJLWZPLKI0lwy71554mRb6fvf3p4n0vVV7c1Jqypy/3KBV+jgKLJENPszGXedgoISFaRIwTEWOUlRDTlSxzU7auLk3fkKatT9XWp2oa04xNmaa2HFtXgb23yNKVb+rKt3Tlm7sLrL1F9kEY8GH5KKQpMtE3hpscRU6MlIB+0DuMcPVB7d2Fnl5YYAQVoqADoyXBMfjseGkEFRM3jkug4xNp2HgyKmYMGU3DxjMIEBYpmY5PpGLiwCWTmMQkJoE3dGISi5TMLEvhVqRxKtP5VRm86kxeZTq7Io1dlsIgJa/+KbMilV2Vzq1NF9Rl8mvTudWp7DIIkxTHJsXzKiD8ykReeTwTf4mKiqQizpBLI8exMRR0NAUZRUVFM3DxLHwCiIKgIqMoyAd5WEOlF/pKIntgZ7qLTnXmHO3IPNyacfBK6v4ayN6KhD2k2N3EmA9wl3cgz20ujdyIinwPefrN4kOlTJCcAAAgAElEQVRrCve/VHrwefTuR0u2/w559KWcg6+d3PRcXOQeUjmitqO+sqO+jTZIFrOZMr5AJlJrVUa9waDX6g0qnVGlM6h1Bq3OZDRYrCab02x3mW1ui91jdXpsLneYVmaHyey0Glwmo91ssBt0FoPGrNEYtRqjWqvXqLUKhUouV4glEpFYwheLhQIpT2AQi+wyoVHCknMFKpHeajRaLXK1SqSQyTQaEJPAlcpZfBGTK2ByOVwJR6Tli3UCjoLFkjG4Si5LwqSyKRwhm8dn8XkcKZ+vFAiVXK6EweBTGcxxvlioU8iMAoGCwxVJZSqDxW53TYbmbwbmbhuss0MUNa5sODW7/thp2DvbUp7ccPHJt2Ne3JL8xt68TcdKthyDvb0nZ93mxJ8+vCXiJ69FRLzw28fe2XckEVfWyeQZ9dbpj79e+eSPK5/9eeWTP63c+nRl5sYnLv+i0Rn0BJc8gUW3/6rLt+CYnHN6Qw7PtNUTdPoXJmZvTF+7G1i8Mzl7wxVc9IaWpuZv2iZnHf4Fb2hpcm7ZN39zcm7ZG1pyBRe9oUXPzKI3tOgJLXlDS2BK5Qld904ve0LL377+u06vHsilhVVRost/9SDC7z42Mb3oCywHfHd8/rsTgbve4B3P9C1XaNk5u2QPzjtn5idnF32hqz7f4qRnccp9Y8q7POm77nYHvrx/v6sKj4w52l8QpSdlaeBxDnyGvxY63YafaMPbW3GOrjJnX7W7t9LdgXe2oIy1MEVZtpyQLcalkfMutMTs45bGC9AQGSlVRkqlFZ1vvLwdf3QD9vDrVZFvdSXvGoeeYiEiqUUnxvKP0mGnBdjLIny0EH9ZiIsS4i9LiTHKigRdbYqhMV1Vk6SsS1bVp6ivpOmbM00dufbeIscAzNZXbBuA2vuh9kGYbQBqG4LZB2GOoZIAheAn46dGUN5BhHewxDtYMjlcOjWC9AzAXX1FE0OImXHcHIPgGyuZGIb6xmARNGz8OC6Bho2nYuIo6FgKOpaGjafjE5nEpHFcQhhYLIAhYhJ4wy5L4ZSncivSeJXpvMp0flUGtyKNU57KLksJF6c8lV2RRi9LZpSnPGgYK5LopAQ6IYaGi+KWJ/IrE4VVEH5FHItwmYk9z8Cco2MvUNBRI8jo0dIoCjJmHBMPYrboyGgqMoqKvEz5DlhnemCnuotPdGTt78zY15q2rzFlb3XiHlL8Xlz0bkz0B6TEA4hzW4uOvwE/+Sb69Fulx9fCDr4A3/sUas9jhVt/W/DBU3Hbntq77r9OHHgXVpJJbCASW6taqb2jEiZNyubKhCqd1mg0a9Uag1GtN6kBsPQGk95sM5gdRovbbPNa7BNWh9fq9FidLgAsk8NidlpNDovRbtZbjTqLQWvSaYxatUGj1WvUWpVCJZfJJBKJSCwWisVCvkRAk3GYehFdKxyTssblfIFRydfJx8UcgVImlEv5YhFHwOdw+Xy+UCKRyBRSjoTJktJYIto4b4zOHeOIGGIJRyLhSMQ8IY/JY47zx+kSNkfG4fJp47TBMS5HwhepFWqLzRWYW7yzeOu+239VpLI2tpPRZV0p2ZVHI4s3bIx+9NnDjz194rl1MW/uhb55AL7xKPKtg4VPvnk54j+3RvzstYiH1jzxyq5dB2OhqHo6V+0LLH30yR+/+Wblm29Wbn709dLdLxdufgr85e7ANcfUgn1y/ntbe07fVbAx4w5cm5xZ9s/fBh92+RcnQjf887dd/kWwNxM2oIPf+tdD538KrIUfAtYdb/DODwIr4F8O+u4EfHen/B96g3ddoTvOmWX77JJtetY1OzcxtzAZujoxdXXSs+R3Lfs8Nz3eJadn+ovPPu9vrS1NOtNVEK0qy1GWxDsJWYE62HQb3ttKMLdgTe14a1e5rYNorEPYm1D2JpShBqok5QqQKWPZ5zriDrLhMVxEnAiTKMElMYovdibsqzu3uebsRmrBcS7ynIwUKyXGcJHnGLBTnNJIEe6yGB8lxkdJCNFSYoy8LE5VmaipTtLWpWjrU1X1KarGVE1TurE9x9pdYO+HOgZggFPW/mJAqwc1AHUPlLr7EM5eqKOn2NkLdffDJ4YQUyPIqRGEdxA2OVwyTcVM01CTI7CJYahvrCSCjk8EYAKoGsclgAKai4KOpWLiGATIAwCVpXDKU0FxK9JWV5hi4WKXpbBI35kemOVJLFIigxBPx8eN46N5FRBBVbKgKplbHs8kRDPxUSxCNKcsgYpLGMMmjKLiyJgEOi6JiYcAhUVHRtFQUVTkZTLywiji3CD8VF/x8d7Cw315B3qy9jWnflCbsJMUuwMf8wE2dg8ubh86ejcscnPx6bfR598lnHsbc+JV+P4niz94DHv8xfzdT2TvfzFp/9ozO16LOrMbhcpvaK8mXiG1jLSPCmhUCZMjF8oNeo3BrFTpDCa9waDT6/U6vVGnt+j1doPBZTS6TdYJs23SbJ+yOCctTq/Z4TY5HEa73Wx3mGxOo9WhN9t0JqtOb9bqTBqtUaUzKrUGmUorlanEEoVILBeKZDyxjMrjM2QyplwxLhTTxWKuUsmSSMdYTJ5cxpeK+RIBT8zliTl8EZMroLG4ZAabPM4cZbDJXAGdL2IKhGyRmCuXCamUYamEb9AqpEIek0bmMsc1CqnFZFbqLFrrlMUzZ/YsKAyBUYYWXzkEya54Z9vlJ17e95sntjz/+vEte1N2n8jbfTR3+5Hs9w5lPrbhZMQj70X8en3Ew28+/OL2zYcSYrJwPKXbM33r0z+ufL2y8qeVlVt378/OLU4FZqev3gEJeVbvrMUzAzb4PMEl39wt39wtsAETJhcogCRPcAkgzDt9PbBwB9z83mbyv+Vy8v+uwgr4rwd9ywH/ranALW/wliu07Jy57pxdtIRCzrlZz/y8Z2bO7Z93ea+6Pdc93htW95zTG/riqy+po12orIvNRVGy6mwZJtFakT15BeZvxzhbUJZmpLkFY2nFWprQyvI8c32JoxltqoMriFn8Ugi9MGos+xyj+PJ44UV60QUm9BKt4Nxw5omBtCNDmUdUFRBtTbKuNkVVmSjGR/HRF4TYSxJCdBhVivJ4VWUiKGVVouFKhrohVVWfomvKsHTlO/uh4fQrez/U3Fto6SuyD8MdIyXWQaipp8DRC3d0wxw9xY6eYlcfzDuImBpBBsiYaSrGP4b0jZb6x5C+sRLvULFnsGhyBBYBlBQZFUNBx47jEhgECEAVoBgZFQOABQjFKU8FkopXmf6DwAprLm5FGgCWuC4LLNzwKlO5Fcmc8iR2GYRdBuGWJ4FiERMY+DgGPo5NiudWJNPLUinEVCohZZyQzCKmckgpHCKEhU9goKLpyCga6hKl9MIo4uwA7GRv0ZHewsOjsOP9+Qdb0nZVx20lRm/BxewgJuwlJe2HX9hccv59zMVNhIsbkSdfK973FGzfE4ijz0GPvZx24IWUQ+tTjm+5eGDr+aP787LTKmrLK65UXum9MsAcZMo4ArVYqFGI1Vq5Rm8wGR8AS2fQac1arVWnc+j1zgfAckx8D1gWq9NidphNdoPRqjdYAK3UGoNKZ1Ro9FKlRiRXCSRynlgGiikU8+VKgULNkcjZYhlfruKJ5eNsPpMnZHJ5bAGHJ+aKZVyRlMUVUpjs4XH6yDhtlMuhyxUihVLM4zMZTCqLPS6VCWUyiUgk4PO5SrXC5XG7vR69xe6duaFzL4zxjKXlPccuFL6+8dxjLx343dN71m6M2bwvY/eJ/F3HcrYcTHpr56WnXt/9k0fWRfzm5YiHX/3ty5u2HovPwzWRRaaZu3/8bGXlkz+tfPTVys2Pvpxduu0LzXt9wclAyBecc/uvArJ8L8YT0CoMrPAeXDjRBWgxx9QCQNjqRFDwbf8/2kz+J4EVHmN9O2ifmF4MBBYDgSVf4PpU8PpE8LontOSaWXTNLthC02FgOf1zdu+c07Po8l5zeGZdk9OfffGpiEfB5kfXFV6U1RcoSKnmqkxPU9FEO9LZWmptKXW0o51taHsLWlNRoK8uNtbCtJWFckKmGJMqRCULUInk3MjhzFNDGceHM09Q8s4yii/ySmPEuHhFWYKiPF5eFgdEFuAUeB8WVprqJHUVRFmRICuPM1zJUNWnKGqTNI1pD4DVW2TqyveMlNr7oaaeAktfkWOkxDmKsA5Cjd353iGUdwDpGSjxDJRMDJX6RtFBCjZEw09TMUEKOkhBB8goACz3QKF7oDCCRUoexyWAZpCOT/zvA+t72ALyCrSH/KoMXmU6EFnimkxRTbqgKpVfmcIrTwnn0oQz/Oj4+O8mZWUp46QUKiGJgk2k4iAMfDKLkAQUFhMdw0BFA2CNlJwZgJ3sLTrWXXCkv/hoT8GhjuwDTem76yAfVCbsKIvfTorbhovahL28EXvxPdTZDYUHn8/a/fuig8+izm9IP/Va8pl3UiJ3Jpw6cGTnzq1vv38pMqq6quFKa1t9S2P3aA9HwZEYZGwZjyMXKow6g0Fn0Gv1Wp1Wq9dq9VqNUasz6/QWo8VpsrpMdpfZ4Ta6nAanTe+wGmwWi8ViMZnNRpPBYNDr9VqtVq3VqDRqpVYjV6skKgVfIeVLxRypiC0RsiVCnkQglIuFcilXLOSIRDyxDDyhTyxTC4RSFpvLYDHZbCaPz+LxmVzeuEErU8kFShlfo5aplBK+gM1mM3kCPpPLkyo1Jrvb6w/555bc/nmhwtA1wjyXBNt1OvWV90898fqhZzacXr8tcedR2OHz+KMXiYfOYd7dnfTbZ3dEPPRCxK+e/dnjr/7ymbVRWdCGAZr76p3PVlY+W1n5fGXl7tcrC7c/vfbhZzPX706Grrr9s5PBWf/Mgn9mYWp6weVbAAwC0FlNqNUpVGF5BbrC8M0w7CZCN1YLK0Ax39z/gcXA8GO+/lZk+2pgLfiCC4Hg3HdPup9e8M7MeWdm3dMh70xoYnbGOzPrnAo5PDN215zTPe/1zk1OBO9//KFewcMXxlflRiquFKtrsnSV6faGfFc7zNEGd3QgJrpxUz34yQ6cqQ6ury7WVRXoqgo0FXkyfAavNJ4JjepMONCbfGgo4zg1P5JTEiXBQZRlaaqKVDEuWoS7LMJdlhCigZ6Sl8UBZinK49VVEF1tiq42RVOdBICla0hT1iXLayCaxjRLR569t8jaXWBoy/aOIoHCsvYXu0YQnjGkYwhu6Sn0jeF8I9iJoVLvIMI7iJgcRvpGUf4xtG+0NEhBh2jYaSomQCmdGoW7Bwpt3TkRTGISIBSAVJhZf6sl/B6wAJ4AoVZfgjv8ilQOEcIlQbgkCJuUCEJpQLQD+IOYhBQaPomCTSRjIFRcMp2YQsVBxtCxY8hoMiqGho4bR8eA2GUmOoaOiRlHR5ORF4YRkb2wU11Fx9sLjjbnHG7LP9JZeKy74Eh71v76pK1lUW9jz60jXnoTc24d5twG9IW34Gc2ZB9+5f+xd97Bbd1XvkecZHezyW7iOGWT2InjEre427Id9yJbvUtsIAmiF/beCZIgGpt6oUR1UiLFApAASZDonegd9170DlZVW7ItG++PS9GyU3Z33nuzyXue+c4d4gLSiBrcz5xzft9zDuWjR4lbnk7b9NzubW/s2Pj+uvc+eP6pV+7/jyfWrU0/fOjc4WMn9x4+ePxsD3eGMyWfHBVwRqd5EpVCoVCoZHK5VCaXKuRShVyulCs0CqVWrTNq9CaN0ag2m9Rmg8qkV5i0Kr1Gq1VrNQqNWqlUSRUKmUwuksjEYumMWCERymamxNM88QR3ms+ZHuMIeKMC7jBvmDvBGZvkjvI4w1zOyNg4d4zHHZsYGBwZHBi5dGl4dJTL4/EEAoFIOC0WCQYHzg/0n7rQf2ZkeGBigieRSXUmqx3wB+LLvtgVCxAb4itraIc3pVFeeHP7oy9tfPKttMfeyHj6HdQrGyhvbq14ZX3Js28RHn8F9e8PfID4wVOI7zyI+Lc/PP7aRlINc0JjvZxKLdxK3Uilrt5OeRNLFjDo8EWd/pgFDBqcXrPLb4fCLl8M9MVdUMTmChjsHrs3ZrsTFt1dh/ozJ/pXwIITPZhoMLPgLHL1L4GJ5vQl/+GB9RWM/hqwVj8TvQMsvwvyuUC/awVbK1sO7YDHBfncHr8T8FkdHqPZYzB5zCavyxYErOByMmlRSZgVeDZlj+RAtbQ9X0LDatvzdftL9AcrTEdqnCepYG+rq6dFv69G3VGpZJeqO8pljKLx2tzzlG3H0R8dzHrrDHEjpypzuhkjZZAU7HwpgzTTipYw0CJ67gwtW9iWI2agJMw8ET0XDq/EDJSMjVF04JSdeHk7VsLMEzJyFd0ESRduJSU8WmQ4XjrbU6w+UmA7VwOX3g1nKi19tbYL9Za+WtOZKmdfk+Nsg/V09WoZy3yywnKq0nam0t1fBwMLHKhzX6ixnS03nChEDLegYa0GVqtngn+x6L5avYLxxGeTJ9opq+KzyauaaKdMskmjjTlcau54S954G2a8DTvehuW0YkdbMMPN2NFW/CidPNJGutSCv0jFX6TiB1vxwy3oS9ScwQYkvNtiFK5e1aTD1ffBBuSF+ozTtbt7qrYfKd9yoGTTvuKt+4o37y9av5/y3j7snzqzn2Wl/YG+62F22uO03Y9Rdz9Vt/u5wm3PoNc/hdrwAmrnexs3ffDaW+8+8vhLv/v9ml/9es0//8sfnnjqg8qajsPHzxw9eeL0xd4h3oXxGQ5fyJsQTs1IpDKJXCGWy0UyqVghkyjlMrVCqVWqZtU6o1pnVBsMKpNRZdIrTDq5cVZh0Ki1CrVGplLLFEqxXCGWyGfE0hmRVCCSC4Wy6SnJFF/IG58e50xz4Q6+C8MDQ9xhuL+POz42whkeHR3mcEYEgknhjEAsFM0IpvnjvJGh4YG+/vPnzgwNX+RNcKVyyaxeZ7a7HGDABkZMrsjJfkFJ/f73thAfX7Pzwae3PvDUlt8/u+uxV7Le3F7+xs6KN7eXv/gR8TfPbEX89AXE9x5CfO+3P/jVC29uxnYcH9F7FoJXUv7FTyNXb19PpRJXPo3M3wCD81Yg7PIlgomrgfgVly+h0rt1JshkDVodEbMzYnFFre6YDVgZi252h+H8DobR3cD6xgMM53qrb61OSrH9WbcNDLX/eeL8HwDWf7bV+StPQ9gJwZvufS7IB4B+APSDgB8E/G6XF3L7PUAAdAUcVq/FAJn1kE3vAU1+UA8shWIBo/5AdVE3OVOxt05Myxc3YlRtJG1nkba7RH+w0n6i0X282X6kSdtVqWCVSOmFolbKWE3OWdKWnrwPe/I+6MvfyqvLkTHJyvYCZXuBqjNfziaJ2tDavRRlJ17CzBO25cAR1qpWgbUaZEnYaOVeImwZ1R0uhKe5w8yynKkynq40namynKux9dU5LjQ4BhodFxq+ASzjiXIYWJZT5XCQ5eqrdfVXw8yynC5FwIQapWGHW9DwWeFQcx5cfvqLtoa7zwdXqNSRP9mRL+gqnOzIn2inwOEVfH+6M59LRfFa8ibpuGkWUdBOnmKT+EwSj0GElxuOMYvGmEXDbZTBFuKFFuJgC5HHIo0zsJxW9BgNPd6G5dMw4y15nKac4aac4aacwQbkhfrM07V7eqq2Hy7dsr9ky9G6rL1lO1mE91qQL7fseaJt96Md6X/oznriCO6lzpzn6nf/kfDhw9tfe2Dj649k73q/uIhMKKp/cz3mvgfeue/+9x98bPsP73v1Z795deMO3P7jZ3v7z/UNn70wfIYzPiQUz0jECsGUWCpSyoQKmVAhFSllYpVcpoGBpZo13AUso8Kkkxv0cr1WoVWqNHKlWiFXSqRyiUQmFEtFIsm0SC6ekU4LxNMTM3yegD82yeVOjnMn+RcHhodHxnn86SmBaGJSMMbjwuv5RjmD3LEheFsfhzMyNjY2NTE5IxTrLXYwFA3PXXb74yKV5cjpUWJZ2wfb8M+/nfng05t/+8etL7xLfGdr9Z82Vr6yrvyNzTVPvIm+99F1iB8+hbjnQcSP/vDImk15pbT958d0UMK3fGv5dmr5dmrhVipx4wtv/IrZHfaFlgKhZX9wCfAmbY6QweI1WgIWe9jhjttdMYc76YYWAP8y4F92gItWdwJu31s93VvNBFezQljwu3efAK5GZKt//BsHi3+vE0H/LwILDrKcEBxewbQKgkAQcgcBpx9yB33uiMcZcllgYIFWPeg2eF0617wvGrPbj9VX7iPlKroahU35ojqMsoWoZhUo2wu1+8rMR+qtR5oM+2uV7FIxLX+qET9amXUKv/Fg1jvH0WsHincKW/HqziLdvjIFO19Mx8lYRFVnvrqLMrsvX9mJFzNQgpasSeqKg0HKQsO1dilrpSS/Ks1+svZgvuFosamn1HKi3NR7R6cqVpZQnK+199c7Lza6LlGBS83AxRZ3H/WOrQHOCmud5+tgYLn76+xnqxznK6HBemiw3tlXhYA5BWNrsCm3rzbzYkM2TKXVt0ZaMTDC4ECMS8fDPgY4NBtjEKY6C2Bg8dnk1dyQzyZPskljzXn8VvREG3aKgZ9kESdZRB6DyGMQ+ax8Pit/nFU8zirmsoq4rKIRVtEoo4DLJI8z8eNM4gSLOMmm8Oi4kYbsi1Vp/dV7LtamDzRk9tWmnazccaxs07GyLUcqth2o3NNVsr0zf/3+/LXHCj/ooby5L+95ZvrjFevvJ777H+sf//6ml/6DmPHBzk1vPPLIr395/0Nr3scTyi+u3cH6j0czn3m96HfPZCB+9NS9D76IL6s5OzI4oxIOj13icEZEU2LplEo2NTvDV8hEeoVULxQopyelErFartBKZWq5elatM2qNFrXJotAbZbpZuc6gNBpUOqNidlam0opk8hmJfEYiha9yhUYklgqmxTz+5CiHx+GO8/gCPl80Pirlc9T8McUYRzQyPD46yuVNcAVC/rSINzB05txA7whvUK6RQiHIHwko9CalJTij8fUOSIrrD25IL31lLeoPL+/4xaMfPvZKxstrSWvW5r+4tuCF9wt/80w64r63ED98EfGdhxH/9sTDL27aQ6jrPjUisUChKx9fSaU+TqWWb9+OXrkCRGJWKGAGAhYwbAOikHcBAufcrrjdGXU6ok53HAAXIM8S6F0CvUuAZxnwLDuhJQe4aAcW7KvnXN/qvwuvvwgyD7wkMegAAw633+7yOZ0BpzPgdgZBd9TtDDscQbs94HAErfaA0ewxGAC71WszOvyA99OFhZ7m+gMF2Gl6jay1XEEtkDUQJc3E2b0VrtN08Fy78XCzjFXKr8OcwKzr3vP6Ccy6geLdQ2V7xmuzxW1EbXeJgp0voRNhVGm6CxXtRDEdI6TlztCyYYnouTI2RtmJV3cTtfvIqi6ClIWGwy4ZG6PZS9IfLJg9mK87VGA8Wmw5UW4/VeW8465SH8o3nix39NU5++st52rMZ6ttfXXuQar7QrO7jwrPF72jeldfPUwrx7lq6+kKZ1+Vf4Qa5LR4hxpXTglh79VAY875moyLDdmjNOwYgwCXt2BPFgws+A5cyYKJBgNrsiN/urtoqrNgop0CV+JXojA6bqINN0nHTTHwkyzCBJPAo+PG2vCcVuxIC260FT/SRhqlkzkMyiijABaXXTBMJ1xqwV5qwXJohHE6YZyGH29BDzdlj1Bzhhoz+2t3n67cdqJ0w/HyjT1V22vSX2nMfaedvP5IxbbjFdu6CO9Ub38c/86vsl/7+bbnf5q99qmTnTURrwFwGjD4XMR3fvT9n7716joavnJsD/7sC+/XPflG/n2PbkTcc//9z7xBqKzjzghVszqRUCadVioFszMcmVSok0v1ctmsTKqVSeF8UCNTyOVqlUqn1hi0Kr1GrlXKNAq5Vi3XaxV6o1xnkKl1EqVGrNCIFWqJXCNVaiYmhVMC0fSMdEYonZmWTk0K+bxpHndaNm2QTBqmxxVjo9MwsMZ4XJ5gjC/kiTRiM2Sz+yGlxSLU6Lli5akhIan6yPr0pmffwj3+Ss4Df9x530PrH3o+/c1NZW9tK39xLekXj29C3PsC4ifPf/cXr/z4ofcffXkPufbA/jM8rTO29Hnq41Tqeiq1eOtW4vpVTzwMRv2ukM8V8LsDITAU9UfmQrFlD5QEgaTbFXc6VoDlBpOgZ94NzbmhOTe04ALnHdCKvpr98q3+jwALilmBsA2MODwxtyfugmIOIGJzhSyOoMHitbojbt+cy5s0ugIai1tjcevsgM3tsblAi8Vy+8bVc3vZDBxyjFrBKcXNVBOEtVg5rcB0sB44y7adZMrYlZwabH/+ruPoj3ryPhwo3j3RgBK24uWsfN2+Mm13ibKDImUSvg6svMmmTLjcDtfXlZ14VRdB3U1UduIVHTh5O1bGxsBBlqqLoNlLknfi1PtIhiNFluNllhPllhPl5uNlhuOlmsMFhuOl8BIKQ2+Z/mS55VwNMNDkONvgONvgOFcHy3m+3nm+znm+ztVXC1yod/XV2s9WuS/U+Eeo/hEqOFCHGGnFwJkgXLE6X5PRX5cFHwveDazVGhacFcLHgqsBF59NFnQVTnUWwBEWl45f8Ze2oqfYpCk2cYpNnGATeAw8l4aBi+5wsnmpCX2pBTvUihtpI3EYlFEmZZhZMMigwM6GoVbCaCt+rBXHbUWPNCBHGjMv1e3uq956umzDyZJ1vaUfHS/fSEe/s694+5HKNAZxPWXLc5lvP4R87zHs1pcq0RsOtpValLzPriVSqU9SqVugx8Xed/yef38J8S9v/McTubtwvdiq0bd3Mn/5x6x/fWDtP/3qtfv/+H5RXbtEZdVqHfwxkZAn08mNUolSKlPIFHKJTDojmp4UTgjlU3KtUKaZkWun5dppmUYgVU9J1VNyrVChl4o1SqFaNaNQTSvkApliRiYTShVCqUwsUQhFksmJGS53fIzD54xwR4fHxkd4vGHe+NA4b2RMwJ+QiIVKtUKt16j0syqzRWV3KazQhUl1Dev0bnzLm9uKn7c2czkAACAASURBVHoT99CLhPseQf74t7sfegH/6rq6P22seXRN3r0Pr//OvS9/72cvf/8XL/zsD2+9tQ1bwTw2IrNBi59d/jx1M5W6mUpd/uxLKBo3ugGrB/LEombAaQFdNg/g9nnAQAAKBj2BoMcfcUMRFxB1uMJ2Z8juDDlcYRcQhZ8cBxCxgZGVJclQ1A5FHX+f/vK/L/2F4vpd+mYx3gElHVDSAa1kxxYoavJEjWBs1h02+5L20KIpkFADXrnDpQYAQ8Antxo0DqNYK73x8VLf0e5q5PYxWtVkQ9FMPVlGJWs7ym09zbaTdOXeusHSvAPIdb2YjecpW0YrM2ZacMr2Qt2+cuPBSsuRGhhYMhZRziaoOsnqLoqinShhoKVMzCqMVF0EGRsjbMsRtGTBySAcbcGCESZsy1F04HSHCkzHSgxHimYPFcweKtAdLtQeWSlp6Y6XaI4WzvYUm09XOvvrzb3VlpM1llNV1tPVtjM19rO19rM1jnO1cAELuFDvPF8DXKz1DjVCg/X2cxWIVe8CDKP+uqzzNRkX6pHwy7t9pHA8BUdbMJLgO3DAxWeT4ZPBVQcWrEk2abKdOMEm8Fn4cTpudYHF6jzloeaVoj6nDTdKx1+iky7RSUMM8iiTMtJGGKZiBmqR/dVpo405o43Zw01Zgw17+mu2na7YeKLkoyPF67vzN3UW7qDiNpC3vZL+/jPYne+yGwqGzh72OHRzMW8q9dmN68tWm9EfgFKpzz9PpY6cmf7Rr99GIJ548PnsZ94p3ZCzD1M1+M4u+r/8eh0C8djPfvd2VePRaZFFpbSJhZppgUSjN4gUkgnRxJRkckYxJZTzhIpxkXJMoZ9Q6yfVer5Gx9fqp2YNAoNZaLDIFTqFdFYt0apEaoVYKRcpZCKZVCSTiiRiiUwqEAj4fL5AIJjkT3BGRsc4XAGfN8HnTgv4SqXcbDVZnQ6txS6dtfRxRY1dJzciKx9es+enj279+ZMZD7yI+/1L+b9/vuDZt+te/ajlubcrH3wO+5Pfb/3uT19H/MuTP/7tm29swjV0nBLMAqFrt6+lVhb2zdqdZjfo8Ppd/qDD67eCHgsAWQDIAXqdHo/L63X7fC6v1wFBNgCwut1OyO8AA3aXz+ry2pxem9vnAEJOMGx1+m2ugMUdsAJBGxiCB4F+C6z/MrC+Zl/4G8ACg1dcviUblDC6Q3ogZIAipkDCElow+JMGf9IYTBgCsVmPT+l2ymwGsVll9llsfgsUtn/x5ZXhMweqsjafrsBNUYsE9SQxlaRsL9Yfqpk91DBNLzlHQe5N+7CPsnOiAaXqKNJ2l2q7Sw0HKgwHKnT7yjTdhcoOipxNgIGl6iQr2olSJkazl6TdR57dT1nNAadbkRNN6TCwYJBp95FhYMnbsTCw4MRQs5+s2kvUHKAYjhZ/tVG1p0R7rGi2p9h4stx6tlp/rNzQUwG7RmE3lvV0lfV0FQws8GKDu78OuFgLDda7+quNvUWIc9XpZ6vSVutWA4058B2YU3DwBQvG1qqdndOGgyvxqwHXN5zusL4+Xhk7xsCOM3HjTNw4AztGx3BoeaOtqJGW3JGW3NHWHA4tb3UkKZeGGW1GXWpADtZkXKxKu1CTfrE2Y6Ah82JDZl9DxqmaXT3lWw+UbGkjbC7NeB+79Y0C5Ka9tGqpgLuQjHyZ+uLm57cTi5cDkbg3GHK6XTabJRT23fjk409TKShyDUmoQ9zzwPfve/Xpt8jvbqchC85tzjn8/LsV3/vJO9/7yZo0VMPYtNnlX3B6w0K1alw8NTw5yp3hTKsmpbNTYtW4QDYo13DkGo5Sy9XMjs/qJwwmgdk0bTJLZBqRRC0Rq8RChXBGOj0lmpyY4fOneSaLXm/UTk3zh0YGuOMj3LHh4ZEB3gR31qQxOgxOj9sdDGhtjtOD46SK1nc3Y+5/8qNfPbHxgWcyn3237P1dHe/u6n7mveYHXyh+8pXCex/YjvjB64h/ehHx/Rd+/Jt3t6TXdfdMBBdT8eup5c9SC7e+DC4s2QMBI+jWOx1gOOQAvUab02hz2gG/2xt2QRG7O2gDQzYwYAMD8MRhh9fv9AWcvoAN8tognx3wWgCPze2xgl74Y2aX1+zywsC6w6yoHfrH93b+zwAr+FdaduZcvssO36LNmzR7Y0ZPVO+NGHxRQyCu90ZnobDG5VPZXVqHzQLZPBEgnISuXgtHwqZPP4ncvhEaP93dht9FT1t7lrSbU5rFq8qabESJWWRpZ6mQWcqvpwyXorhVuQp2gflwjX5/hbqzSNtdou0uUbSTVZ35inayjIWXswmKdryiHS9jYaVMjJSFXk364HwQTgnvvrMaZKm6CIoOnGYvSXcgX7uPrOjCK7sJ+sOF1t4Kw9Fi8/Eyy6lKy6lKU2+58cTK8IbZI6W6o2UwsCynqiynquDPOM5VAxfq4azQ1V8NXKy1ninTHiUjTpbtPFm2s682Ew6ULlFR52syzlalwckgHGTB6RucG676RVfzPrhcBaeNd5vdYcFNOfDYhjEGlsfCT7QTJzsJgk7iZDt+nIHm0LLh1pyR5kxucwa3OYNLTR9t3DNUu3uweudQbRqnMYvXih5tRl2sQ/aW7zpQtLWDtJ6G+7AJ/V51zvsF6WtbSzDDpw76nYbU5zdTqdTilesOT8jujeicHo3F7Q6EI4l5q91mNOrj8ejS1SvLN25AoUT3sb7HXliH+M5vf/CLd555o4BcwymjCTdk7P3Jg9t/9vCGdWmVjCMcwSzgisyFl5f980m5UdPPHTg/cm5KytVZZZMzg1MzF6dnBiTiIbmUq5By5eIxiYgrkwulcpFEJhRLZ4RiwZRokj/N4wnGRziX+JNjI5xL3AmO3qJzeZygH4gtzAWWlkdESnJd20sf7PzNk2/+8rF37n9qw2+f2fH6horXN9Wu+bDmuXfKn3i16JePo37w6x0/un8bAvHkD+59+fnXsgnF+05eUBodV5Y/Sd1MpZZvppLXbieu3AzMLdggrwUEnH6P0+9xgF4n4HOBQcATBrwxtyfuBGNWd8TpSTigODwg3AqFbL6QIxBxBsNWj/cu+WyQDwaWxQ2HV2FYNjBiA6I24Ftg/We0+kstOH8DWEZXwgQlbf55R2TeFpk3BaNayK9y+ZR2yBGIRReuJhaWQ0GvFzAHIdO83xQ2i5WjPXbxgGL46Dla8YmyvAO5Gy4VZghqciZrsyYas6daUDN0gohRIG0rk9BKBU0EVUeR4UClpqtE2V6g7izSdBcq2slyNknOJslYeCkTB6NKwkBLGGjYryBloeEzQZhHs/spqi6CshMPC2aWZi8Jfkt3IH92P0XdTVR04VV7icajxY5TVebjZdbeCuvpKtuZauvpKvPJCthTqjtapj+20kUIR1jmkxWm3nLbmUpXXy3cUWg/V+E4X2k+VaI6RECcLNt5omT76Yrdl6goThsObtPpr8taJRFcq1pN/WCz1SqzVm1Zd9NqNTccpeNHGPhhOm6YgRlmYEYZmDE2fqIDP9lJmO4iTbZjeQwUpzVzmJo20rR7lLpnnLp7smnbVOMWft1mTtWGkfJNI1XbuA3pPBqKTyeer8vuzt/WnLeuHr2+mbKTXZnT0UBWTnMcRk0iErxyeWl+YckXjtvAgNHlcwXnZu1escakNtpdnoDVCWi0Or1eD0HA1auXv0ylPk+leDOy519fi/jOL++597l7H1z//PtlaZTT2SX9r22m/uSRPT9/cvcrGwsziA2nh6aDi7eufp6KLF53+UMWl0tn1qu1CrVGrtUoDFqVSas1qdRaiVw2IxJMTgsEM9PTwpkZ0fS0cEowMzk1zZ+YckGecDwBeH1mp9PsdI5NTbH37q2ndz+/FvWHN/EPvYZ5/G3Kix/VvLqp6eUP6595u2LNh7V/fKPovt9vQ/zrGsR3H0fc8/B3f/rsQ8982HGgTzHrXLj6xdL11PKN1Oep1Oep1OKVT51g2Orygv6oNxRzgCtmdKvL6/HNQd45Nxh3uCIWe9jmjLp9C97wFbdvwembt3mTVk/CAsVNnqjJEzV5Ilav3+rzWb1+q9dv9a4+VHeeKyBuA+I2IGl1J+yuOav7m5OLv9V/CVhev83r/4tN0SZ33ATFLb64NZgwBcMGf1AHemdd3lkLEIksfP7JF19c/ThmtyqG+ge7Wk43FfJY1ecqMX21hBMlOWdKUZOtheLmfFUrRcsgqRlYKT1vpi1PQMMKaSR5W6mSUS5jFijbC1UdK9J0Fau7ChTtZCkTB0vCwIrpeWJ6nqgNJWpDwbmejI2BuwVXS+93o2qVVvBBIRxewfe1+8hwAd52stLaW2E+WQHzyHiiDE4PDT0VphNVcF+O/WwtDCzjiTLLqXL72SrbmUpTb6n5VIn1TJmxt0h5EI84XbH7ePG23tIdF+qRq/HUJSpqnEEeZ+dPsAvGWJRROnGUThxjUfgdhfBRIGxrGGMQOAzCymAZBoHLJI6xKOPs/DEWhcMgjbQRhtrwI6z8IRZpiEm8xMCNMPBcFn68nTjRTpzsIPFZWC4te5iaMdywe7hh92jj7rGmXfyGLYKmrQLqTn7TztHaHRcrt/dV7T5fk9FB2NSYs7Y07b0K1OauhoLx/sNuk2Qp7r1x/erlK9fi80uAL6S3ARqL2+D027wxhz/pDMy5Akm7N+L0hr2hhBPwabQGAABsNsv8YuLTL29d//TjxU8+PjfCe/TFdxD/+gjie4/+9OEt7+xo2Yo6uC6je82GhgdfQP3++Z3v7yzAlLTXsc/0cdQWz1J47lO3by65eCs5/8n8/CeL8zeX5m7ORa6GwCRoD0Wjy9HEcmL+6tzi9YXlm/PLN+eWbiUXb1rdEZMjODgmaj9wupF+IBNb/NIb659cs+W59wuefLv8qXeqnltbv2Z96wvv1z38Uv4v/pCJQDyH+N7z3/vpK0+s2YMpYnSfGJ5QWr1z167c/AKG1MeffTm3fM0fSThAn97icEJBkx2Ekz6Lw+cAQqAvbnUGDWa/xR52uJOAZx7wLDqgpMUVNznCRkfU5IqYgYQJits88xZv0upbsPoTZm/Y4g/YfCG7P2z3R22+CLypZcVOBSXt4BwMLKtrzuKKfwus/yqw7lgWVhf/2D1+OxSEgWWF5qzQghVacAWW7b45ExDSOUG902VyuxwQBHl8iVAk5HRbJZLp06fONtd2U7JZqC1s5NqThB0DJZlDlTnDNXkzbQXarkrH4QYZFatlEDRMnIKFkTIxYiZeyiJr2kt0XeXa7lJle4GCna/qKNR2l8DhlZSJE9MxEgYWppWoDSWk5QppubCdHfaIwm2Dyk48HEatVty1+8iw4JRwdl++ei9Z3UVSdZO0eymzB/N1Bwv1hwsdp6utvRWG46W6Y8Ww9D0l+p6SOxMaauFTQtuZGhhY5pNl1tMVllPlhuPFxhMlltOlhuPFyoN4xPHibUcLNveW7rjYkD3cjL1Yn3uuFtlXnzNKJw+04Pob8gZacFx2Ab+rZLy9ZIRB5jBIq3jiMolcNmmMReGyKcN0wgiDOMLKhzXEIA+2ES+2kfpplH56wQCj8EIb+TwV30fFDbbiR+nEcSaRzyRMsghTbKKAhZugo8aoWaMN6QJWHr8te6gx80zlzsMFm9vx65vz1tXlrm/Nz9zbUHixp1sxzfW4LEvzsRsfX7n12aeBaBIMJu1Q2OwKGpx+MxCy3enqMLlCZnfYDIS0VsgGRoKJq6HkFZvbozVaFIZZu9e9dPPyrdTnlz+7EViYyyEV/Pg3jyG+80vE9x567Lm07RmMLXsYb22oXZfR9sTbxN88s+eJN7Brd9XtxjFwpQfLGk8cODEzzLMqtDGdac5kXgChT5LJ1OWrqdD8p0D0itLiH52ZvTSp4YgsF3m6w2enq1tPYYs6124rfuVd7GvvE557E/XHl5EvvIV/f0vdnz4qf+ndwj+8iPrBz95FIJ5A/NMff/7Q2sde2EEo7To7op7WQDb/8vXUiikhuvQJFJqzAmGzK2iw+7Rm0GD3OTwxpzduh6I2MGJxhyzuEHyc5/Qk4GlwdhD+IbHyFN11vTNbKnb3rOG/aXf8s1a4b/XXBY/ruuNiD7ogHwD6ANAHeQJ2l8cO+J3+hN03pwfjOmjeFrisd0T0Nq/RBjicbp8Xmgt7r8UCtxLB8KxSPXDmdGM5A72DkbOup3AnpxUt7S7UHSxVtJOFdKyUTZw9UGI6XKHrLpIzcNPULGFL9gp3aHliOkbRTtZ0F2q6C5Vd+fIOsoRFEDFwIgZGzMSKmVh4B6qYiRYyclclYqLufilm5ck6sMpugnofCS6ow/NFVXuJ8Et5B17WTpB1EhWdJOVeimZfgfZgweyhYt3hIueZWtvJKlNPqe5wIXxuaOwpMh8vs52sNB4r0R8pspwoB87Xey40uc/VWXsr4LcsJ8rhfffOs1W2k5WzhymI8zUZJ0q2Hyvccrpid18Nsq8G2V+bfaERNdiMudCI6qtHDVCxo3TyWHvhGKuAw6AMUFGDzXmXWtDDNOxIG26Yjhul44fphBVgscmj7ZRRdsEIK3+YSRli5J+n4vuaSRdaSRdp5ME2ynAbhcMsHGcX8piUMQaB04rltORxW9E8OlbAJAg6KCNthLMNqEOlezop29oLdu+vQvfSK8/taxVcOjsrFUT80M1Pbnx++8vFyzecUFChs2ksIDx9CQwtQuEld2DeBsXg3jR4dIkNis1avUZnEAguAKF5pz9mBnwaq01h0mlsBqvX4Un4QovRW6kv+jncnUjcfb9+GoG4H4H4ww///fVfP7jttQ3Vz39Y8dL66je2NL64tuzhl9C/fTbrsTV5b6wv25TRiiTuReUfJBQfK28439o+xjowUU47md94eA+R+tZW0qvrcW9uyX91Hemp17PXfEh+6X3y028QnnmTuOaDkhffLX7+7cK3Nlbf88M1iH95FvFPT9/zr8/+7IG3Xnsvj1y2t+soV21NBBe+uJ5KXf0iNX8zFbv2mSuyoLFCVjBqcAR0Nh/sAocHufhiV77hEf9/p7XlH1zwZEE7FHWCYRfoB0AfCPhAwBcKxkAoYAf8Dl/c5p83epKzYNLkndNZvGaz2+0E4iH/9XhwyWMFZZPawVNHy/GHCnMPU9JPFmcM1mULWDj5PpLmAEXRSTAcLHKcqLIfr5zdlw87p/gN6XAFSkzPE9Jyp1uyhbRcGQur7iKpOvMVnRQZiyhm4sV0jIiBEdMxYiZWysSImWgxAyVk5IrouUJGrpiRI2blihkoERMFX6UstLwTp+4mqveR4BKVogOn6MKru4ma/WR1N1HRSZC1E2QdZHknRdldoNqXrzlQqD1YNHuo2HKiwtRTpr/L6GA4VmjsKdIezNcezJ89VGA+XuY+V+e50AT2NTjP1MC+U5hZtpOV7nN1zjM1xmMliAt1Ob0lu45Qtpwo3nm+Kv1CbVZ/TWZ/TeaF2qwLtVkD9VmXGrNHmlGcVvQYDTPWhl3dUgFvl4DXTAzTsKN0/CgdDwdfHAZhlI4fpmGHWjHfKHhxaIThZuylJjTcAzRKw4624i81oftqkCdLdx8p2s0m7GSS0toLc47UFYweZOl5QzGb4Xos/NmVy9cvX1mYvxyOLXoC805PwgrGze7oN3o7rGAUnhVncAQMjgAcauntfp3NZ4NiFiDiCiSBUBIIxa0e76zdNuuwWL0uKBa4BU8m+PjLCZExF9f00GMf/eRnr/3m4Q2/fGTbrx9Pe+o14vvbqZuzOtalsz5KY27O7nrhvbKXP6pas672uffKn3qz6InXCx55lfzQS9jHX8c//Tbhidcxj6zJefJ1/Kvry9/cUvPKurI/bax8fVPVS2uLn3+v4Nl3KL98fCfih2sQ33ny579779GnNr7xHhpfwL4woo/Mp26mUjdupxaup6JLt32J657YZSi65AolbL6I1Rt2B+fgBhd4HovRGdTb/TCybd8C6+9VduhOhHWn5wbyBO0un9Xpt3tjDn/S4k0aPUkrGLWYnQEXuBAKXI8HF9wmy8TAUEfTwaLcbtzu44VZww0kUXupan+Z5kChvBMnYuZMtyI13WTHiSrHiSrtXoqoDQXjCT7pkzIxM605U9QsQTNSTM9TtOPlbJKMRZTR8WI6TkJDi9rQEhpaTMdI6Xliep6kLVfYliNpyxUzUDJGrpSFkjHyJMw8GSNPykIr2VhlJ17bRdTsJak78DI2Rs5EKzpw8B1NJ0HVSZSy8bJ2kryDrOzKV3VTNPsKtPsLtfsLZw8UzB4omD2YD0t3qEB3iKI/nK+843uwnCh3nK52nqlxnK62n6qCOQUzy3mmBjhf7z5XZztZiThXmXaiaNtRyqZTpTsv1iEvNWb316SfKt3eX502UJc51Jg93JRzaaUVGTnanMuh5XHb0ON0HJ+Fn2AR4aEx3Db0WBuW24bm0jAcWt5oS95IS+4wNXeEmjPemsttQnIaszhU5FgzitOSd6kx90I9coxO4jBIwzRifyO2tzrnaFnG4ZK0/aXZp+k1F/exBH0nTTP8sMV0NRS6tbh8+/qthfhSKJh0uiM6i19rDhiccYf3MhS5YQFiRmdw1urVWjx6u98KRsHQoj9+1eAIGJ1Bd2AeCC4YHAG93W+DYlYwqjJCOpvP7o15Y/OhhaXw4lJgLumNx2ZUSp3DNX/9s1up1LVPUzbgCnfCfuaCZt2Oyt8/vfu7P37tn+9783d/TH/mdcLTrxMfXYN9+aOKVzbVvbWDtjarczP6yFZ8z0b04bXIro3Z3btwB9JJR3bhDuzAdG9Hd21EMt7dWffOjtrHXstF3Psy4juPIn709A/uf/Pnj69/dM2uY30StTGxeCN143Zq+ZPU/LVUeOG2O3jZG79mAqJKE6C2gDqnxwh4HYGIJ74Ibw+1QbHVMXgwoeAH4xvNw9/q70KeVatt2Al+U3YobAMjFjBs80RBb2QhFL4e8i1BdkDOnz6592xz8bEyVE8RkttSKKCXyNsrVZ3lys5CRTte3o6Wt6OlLLSUiZGxsHI2TtlBUHUSVZ1EZQdBTM+TMNAwvyabMiebMqdbssV0jJxBkNHx0jachIaV0NDi1jxYkjaUmJYrpuXAktJRciZKwcqTM9FyJlrBwijZWFU7Tt2B13YRtV1EJRsracuVtOUq2VhtF1HTSVB34LVdJBkLL2UT5WySvIOs7CCpuima7nz13nxFO17RSYBjMd2B/NmD+bP7SZr9xNlDBcZjJdbeCtvJSvPxr0Iw47ES8/EyGFswyJxnauynqhB95TtPFW4+RlnfW7T5Qk3acFPOQF3m2fKd/TWZgw05w9S8oea8C/XIvtrMvhrkQH02j47l0dF8Bo7PwPAZuPG2PG5r3mhzNrc1j9uay23NG6Ohxtsw8GemmOjJ5iw+NZ3flDHZmjPNxAnbyVPtZD4rn8PK728mHC1HtlP2sMh7DtVgBzvr+Cf3egyaoMOxEApfTy5en1+aC895waDd6jVZvBZH0A7OOXzLdv8Vq/+qybNsBOadgQWXf261pdboDOpsPq3FAw8tcfnn3IF5eIoAEFxwBxaBwGU7NG8BYjZP1OmP2b0hncMlN5hCC0sOX1hrBezeWPLKF9c/S318O/Xx56lbX6bGBM51W/P/+SfPIr7/6Hf//Znv//Sl79770m+e3vmrP+761bPpv38V/dR7hc98WPrHD0qfeq/w6bfIL39Q9MqHJc++RXj0paxfP7nl3x54+7v3vYT43oM/+PVLv3t+/ZtbcUXNh87wVJbIjaupVORy6pNU6mYqtfhxygIm5QZg1h5w+JM2b8wVnAOj8+5w3BGIWDw+E+gxuD2zNo/e7l+di+Dyz4GhRTC0+OeQ+hZbfw9acav9WTuON7LkCc+DvrjNFbA6PC4wGAjPLSbnbs/FFi0q7aXeC8zKY+V5p6vy+Ixi7eEmMaNUwigW0/KnG9ETdVlTjenitkxVR575SKmqkzzTihI054jpGBkLL6ZjBM05vPqMicasySbkRGMWrz6DV58x2YQUNOfI6Hh5G17ehpfRcFIaWtKaJ25BiZpzJa25ktZccUu2uCVb0pojpeXKGbkKJkrBQCuZGBULq2bjNO14TTte20HQdhBULKy4JVvUjFQyMfBLJROj6STKGTgpk6BgEuVskopNVHaQ1O0kVSdZxkDLWFh1B16zl6TfR5ndT9HtJWr2EgxHiszHy+ynqqy9FfojRer9ZHjew0raCLu3TpTDV2tvBWK4Pqu/YldP/obDxA9PFm8dqMscbsq5WIe8UJt1qTF3uBk73IwdaECdr8vuq0H212WNt+SNt2aPN+dwm7M5VORoUxYsbnM2l5rLaUGN0dB8Bm6KTZzppEi6KSIWerotm0fNGq5LH6hOO1eZ1luefrQsvQn5IYO461Atqb+7afr8YYtoNOHUX4/65iKReHQuEZuPRuZCwbjHE3G4gxZHwA7GrGDcDCSM4JwRWjB5Fk3+Zat/WecIwhWr1elx8Igluydudofh1AkeDQ6Fl4DgksEe0dvCBkfI5IpYgIgVisCrk+zeCBBKGl0+nR0yOP0Gp98bvTx/LbV4NbV4NXXtZurmF6m5qym5LsQ6MJRXwPi336y5595nED94FPH9hxH3PIS45yHEPQ8jvvMQAvEQAvEg4ju/R3zvIcQ/PYL4waOIHz6M+OHv1+7AdRwbtPqXr3yZuvJlyr/4sSu2GLz8SeLq587AnMbq0dq8Fihi98Ud/oQrOCfVW42A3xWK2f1hM+S3+QI2X8gM+e3eGJwMmlwh+PdaHX23mgbenR7+jz+x/19rJbb6ytG+erjhCs7bvTGLw2e2gR4okIzPXVlcup6MKy+cGqRXstDbWzM/OFawi9tCFLIKRW3501SiuIUsaSYKmzBTdcip+rQZarqYhlR3kRTtRAkDK2pDz7SipltyJ5uQvPqM0apd3Jo9Y7VpY7VpnOrdY7Vp/IbMGWqOkkFUMogqOkHehpe3WLEz9AAAIABJREFUosUtKHFTznQjUt6KkrTmSluyxS3Z0pZsSWuOnJYto+co6XkKBlrDwqrZOC0bB19VLKyGhRVSs0RNmUomZrYdL6fnKdpQajZeTsfK6Hg5gyBnEBRMvJJFgCVnYpRsnLoDP9tN0u0l6/aSYWBpD1B0hwuNx0qMx0p0hwvhepb+SBG801B3uNDUU2o8VgLzy9RTihhpRg825Jwu23WEvLGnYMv5qvSB+my4QediQ/ZQE2qkGT1MzbtERQ025Aw2IMeo2VxqOrchfaQ+bbQhnduUOd6ay6OhOC2oEWruUFPOYAMSdsYPNuUONeWcLd95pmz7iaJtRyhb9lO2dFO2dxeld5flcA4z5EOnvDrp5SB4Yy5ybS66HI/OxaI+fxD0h12egAMM2AG/HYJnyCVMQMgEhA1A1AjGDFDMAMWMnrgJiruC83CEtToBDk6R4FNCeJ7cajBiAWJmV9wGzrn8Cy7/gtM3b4MjEShicPrt3ojG4ja5/d7YosMXNbn9ajMABhZiyZvXPl5ZtHftViq5fDuY/Dgy96kNnBMq7GcuTjUzj2LItTszydvTiUhMBYZcX1rTzuw+dap/gieclevcOptPYwEXP759K5W6lUotfHwTjMSsHp87FNFYnDo7ZPOEgVDS4YsaXT6jy+fwRe3eiDuYcPpjZiBgcHotoB9eVm4Bw3C1DgYWTORvgfV3qruBBcWsngS8VNHsSRhcQY0F1BrtbpdnaW7+6lzCZdQKB86eaSg6Vph1hLirvzJXvrfC0kvVH6iW0shTtXnT9RhxI05KxUlaMLK2PAULo2rHCZpzhDSMqA0rpGGmqLkTjdmTTTmCZhSvPmu8LpNTnTZcsWuofOdo1Z7JphwJDatlkbUsspZBUjOIylaMtBklqkdO12UqaXnyVpS8JUfaki2lIqUt2fIWpKwVqaShlPQ8DQOjYWFnWTgNC6thYFQMtI6NF1OzRA0ZaiZGx8bLWnNkzdlqBlZOx8IRnLwNr2DgVqVm4zXthNlOoq6LpO8m67vJ+r1E3V6iZj9Zc4CyWnrXHyky9ZRaeyu0B/NhYJmPlxmOFsN7pI3HShADVOxgM+58Xe7x0j29JbvOVWWeq8rsLd1xvmpPf036pQbkyvi9lryxZhS3CclryR6jZnEaMziNGdzm7Ik2rKCdNNNVwKXhhqiY83W5vRVZh4p378vf0UXa2kncwsSs7yLvOFKec6Y5f3hfvfj8AdPUIKCeDtl1c37g2nzy2vJSMjnvD0QA0O8EfBbAY4UCdm/IFYi6gzFXIOoIxByBmDMYtwUSdl/c4ouZPBGTJ2KEwkYobAa/VmOG5+q6A/PuwDxsa7BBMXjukhWMasyQwztngxJmd9TsjlrBuN2ThJ9wkyvkT1yBrX3uYMLogv8ZEZc3aQdjFlfYAUR9oaXEws2lq7cvX/3isy9Sn3+e+vLL1BdfpK5cuRUIJCAo7PfHIV/cE5iPxC8vXf3s1uepz75MffZF6ubt1Me3UkvXbrmhgMZgcbi9/kjCF4xBgYg3MgeE4g5f2AoFTG6/GQjYPGEnvOQKCBldATMQsnmisBnKCkWMziD8a8JchuPKu2dLrc6cgiPN//mH9v9neaJwlcoOraytNnvmTN45sydhBiM6K2ixOuPhyOdXL89B9v5D7eRt73egd/SQ9wxUoXjN+Jk2krCNIKIRJK0EOY0iphIEdVh+VQ6/OkvQmCOm5UqZGAkDK2rDCppR/AbkeF3meF3mRGP2FDV3phU92ZTDqU4bLN1+sXjrSOXuKWqugknUtefr2fk6FkXLIKloWBkVJazLmq7JULWhlbQ8eUuOrDlbSkVKqUgpNVPWnKWkoVRteRoGRsvEaplYDQOjpqNVbXk6Nl7SlCVqyNAwMLMsnJSKFDdmqugYBQ0jo+FkNJy8DS+nY1c120ma7STpukirwDLsI+n3kXSHCrQH89X7yeo7g7RgTzzsfoCL8cZjJTCwTD2liIs08tlGbE9F5qGCnQfIW44VbDtTuedCbQa3NW+gatdAxTZ+U4aYgZqhZU817pmkZkzRcnk01HhL3mhz7mADsq82s7c8/VhJ2sGi3d2UnWzCdhZpV3cxsqeBcrG9hnu4berMAdmlk6bpUZ9elgAtS0FoKRJajIbn44lYdC4YikP+hNOfsPsSdl/C4U+aoeBflNV7Zz+d92v6W3PR/sp36K8vtrz7Ayv2bp01pLNGdNaI3hLRW0NGS8hoCZgsPpcr7AHjkeDCQvL6x5c//fyTL778NPXl56nrV28vX/1saelmYv56PH4lHFsOhxeDkUWXK2i2eUwmyGj2OBxBAIr7fHNe/zzcRXxHd6qzK+ap2F0uqhX9zz+E3+q/Lk/UAYRcvpgNjFigqMM/P+uMqKw+V3DRCkUC4bnlxcs35pN2pairtoiy/b3arPW0jA+HGwgCRuFQDZJbnz1Dw3Grs84Tt0w34gUNuKk6PL8Ow6/P4zfmTlBzJpuzBc2oyaac8bpMbk06tyadV5812ZQz3ZI3Rc3l1qRfLN7aV7BpoGQbtyZd0IyS0LDKNryyFadowcqoaEljjqgeKazLmqnNFNTsETVkypqz5S05MInEjelSaqaiNRe+qaajFa254sZMKRWppqNhSEmpSB0br2PjpVSkpClLw8RpmAQFnSBvwysZRE07SdtBVrEIcjpW20Gc7STBEZauizTbSZztwms6cep9JO3BfBhPq9iCi1lwDghHWLrDhXBJC9FbkXW+ATXYih9sxpyvzjpZsuNE0Zbeos2DtXv6y7f3l24eqNgyVLltsGLzQOnGC2WbzpTtOF604wBhUwfmo3bM+m7ytqMVub0NxBMNpNOtZQPd1IlT+1SjZ23icb9OFrbOXk9Gr80nbizOX19aurq0vDi/lEwshmOLoC/u8iVs3rgJiuvBuBZIaIGkFkgYoYgZDH9DFvBrPe526Kvrfw9YX2uXX8XWX9/EC8WMroTRmTQ5kyZnwuRMmJ0xqyNmdUT0Rshk9FjNXoctALpCXjAc9sZD/jkIigNQ3A3GXEDUBUTdYAyAEqAn6Qssgp6k0x11uqMAlPD45j2+RdA3d/e0lr9IKDs4d7e+9Wr+I8kThWddmF1BGxRzBRd1jqDSBFjAsDeUWJi/vByPurWyS4eYzfjdNelr2wnbj5B38mgFk235F8rTRmoyp1ux/Prci0W7puqx/DocrxY7VosZq80ba8gZb8zhNWVPUHMmGrP5DUg4Bxyvy+TVZ/Hqs0ar9lwq23GxeOtAybbRqj38BqSgGSVszpNQ88RNKHFD7kx9trAua7ouc6Y2c6Y+S1CzR9iQKWvOlrZkS5qyRE2ZkqYMSXOmrDlbTM2SNWcr2lDylhxhY4akKQtOEsXULCkVqWXjdGy8tCVb1pytZeFlbRg4vFIxSbOdlNlOiopFkLVhNO0ETTsBLtuvqAOr7sCq9hJhTim6CdIOrJiNlnZg5V14RTdBc4CiP1JkOFo8e6gALmlpD+Yj+it2DdbuuVSX1lex/QRlwxH82uPk9adLt/UWbTlTtuNU6fZj+RsPEtYdwH+0n/BRN35DJ2l7d1HmofK8njrCqZbiwe7Gyd69kgvHwyZFwmFc9rk+joc+X5r/4tryl9ev3r5+I5lYjMSXAuE5KBBze6I2MGIBIiYgrHdH9GBcDyRnwaQGSKrdCZUrqXLGTFDSCsa/rqgNuPMwQ1E7FHWCX13/u1+gb/ad/o1dJlDMBiWs0ILZswC3TVihhdUdTRYgZnZGjPaQ3howmP1Gq89sD1idIadnzu5JWsG4BYiZXBGTKwKnnzZoxThmAWJWMA6/tAB/LZK6C1LAwlf6Flj/WPJE4dkYJmfA7o25/HN6h09rdjvAQDSSjPr9NpWkbx+9CbuzIfvD/QU7T1UgD+A2D9SiBqqQpwu2jdZmSZgkQQt2pDJrvCZvrBbDrcaO1uSN1uSO1OWM1mePNiDH67N5ddn8+hxY47VIbnUmpyqjL39Lf8HWgeIdIxVp/Pqcqaa8qaa8qYbcydqsiZrMyeoMXlX6ZHXaZF3GTH3WTFP2dF36dGOmpBkpakaKqVkzTZliaoaoJVNMzZpuzBBTsyStOZJm5FR92kxDupSWq6TnCalZkmakmo2bbcdLWnNkrTkqFk7cghK3YmR0vJJF0nSQtZ0UFZsoZ+CUbFjYu4SWt6Ph1fbSDqyQiZqiISdaMidbswRt2bJOHGzRghNG5V6iopug6CYgBiu3D1bvHKjadbZ0yxHSR52otxlZb7VmvtWw+3UWbuP+oozuosyuoqyDVbjjjfk91KKRw+yZvh6jgOPXyZJO07UQ+PliInXj6qfLix8vzF+OJxKhSMjj87ggwO622wCNCVCbQI0ZmrV6Da6wBYrb/IuO4LIejOugOYN3wehbMvqX9d5FnWdpFpyzgPNWIHm34IZb+El2grG7ZQf/21+gu9rlw389N/xKdt+c3Tdn9y6s/HBHUPQKEF52BRft3gWbZ94KzVk9CasnYQKiRndE7wzN2gMaq29VWpt/1u7TOwMmIGxZqWjELFD068HUXwipVph15/otsP6R5Ik6vXEnuDJE1A6FzS6/GwrE48lry0tug3rkxH4qfnf+pldac94/XrTjAP4jNvK9nvwdJ/O3n6Bs5NYjhQzCWB2yv2g7pzp3tAo1Upk7VJkzVIm8VJ0xVJsxXJfOqckcq8kar0Xy6rJ5ddnjtcjxWuRYTdZ5yua+/C0DxTs4VRkTDbmTjSh+fQ63OnO8On28Mm2sYs94ZRq/Jm2qPlNIzRG3oKbq0wUNGTNNmasSNmcImzOmGzOm6tMEDemiZuR0Ywa/Ztdk3R5RM1JOzxM1IyWtOWo2TsXCSlpzRM1IKT1P1IIS0jASGlbKJChZBNjWoOwgqdrxina8ko2Vt2Phq6odo+jAyDqwYjZ6hpE72ZrFb87gUdP5zRkTLZmyTpyim6DaR1LvJ6v2kRTdBFknTtqBRfTkbziIX9uR+w4r+x1m3gdM7AYadjMVu7WFmHGoqXTgSOf4+V7x+KhVowq4nREPeHlu7tri8o3lK5fnFpLhaCwYnYsmF+cvxyLJUDDu84ZBMOR2B9zuAAiG3J6owREwuiNmMGbzJp2BBXdoyR25DESvGMGY0ZM0++at/mVb4LLVv2z2Lpo9C1boq724d57YP3+k/zdqOt9YFfeXm+b+fIbRVx+Du+2MUMTkiZq9MYs3CcvoiRugmNm7IosvbgskneEFd3QJjF/WAyGTJ2L1xx2hOWd43hGasweTzkDSDsacQOI/0xx8/baG9Q8mT9Thibl8McifcEERq8sL0+rK4oLXapzoO95RQSjd+VbFtjUHSevPlW7vznnzGHnL6bI9vflbTlA2jtam85qy+4u39GA+GKnIHK5ADpVnDZanD1bsGajaM1i9e6h652h1Bqcqk1OVya3OGqtB8upyJhpQk415gyW7Bop3DpbsGi5Pg9/iVGWOVKSNV6fD4tVkTNZnTjdli1pQEhp6siF9siF9on7PZEPaVGO6oClD0JQmaEqbbEjj1+2ebEibpmZONaaP1+zk1e6aac6S0lGwv1TBwsiZaGELcqoxXdCUKWpDC+lYURtWSMeK6RgpG6/qJKv35qs6iYpOgrwdK23HyNgYWQdW2YlVduOETNQMI3eKhpxszZpszZqiIWHBWSHsyYKBJe3Ailh5CBp2cwt6Mw23fV85eqC7UXap1y7je4zKkMuWCPgWEsm55FIiuRRLXg7HL/tjl92+ObdvzulJWFxhvdWnt/osrrDTk9BbfQab3+wM2YCo05NweZPwJ+9e4QsftBtcQTjQMAFhMxizQHFYZjBmBmNfi25WqPS1vMkGfe36v/Nl+psDtleAZQXC8Mi6VVnAsAUMqy2g1uYxuIJGKAIfV5uguBGKGFwBvdOvd/p1Dp/e6Te4AiYgZAbDsMfKGUg6A0mbN2YGwyYgZHaH7eBfIhRMsa+Hk867/ge+1T+K7FAUCCQ8gaQd8NucUDgcTUYjXptloOfAwcaS+tzNlTv+RM9++2z5jouV248RPjhfkXa+IuMEZeMJyobR/9XefT/FeeX54vef8f3W/dbdnb2zM2PP2JYsESRyzjSdE5kmZ2iaJkehhBBCgBBCWULkDLJkWbKIHZ6cn87dNEnR9nhmJ9w7uj88MuO4O56vPVu76qpXnWoeSvoBqHedc57P+Zw6yUKzcryKf6c0cVItnaiUjFeIxyrFY5Wi0aqkMQ1vvDpptlY5q31tvjZlsT7tbmPGveasaY18Ui0dKxeNlYu4C+gn1dKJSvFcjXKuVr5Up1xqTLnXmHyvJfVBS9r91rS7DbL5Osl8jXC2VrhUL1lqkn3YKFlsFC/VS+bqREv1krvN8rsN0pkawUKt6MMWxYPW5PttyY+OpT06kfHoWNq9VuVSvWS+TvKgI/NBh+rj49kPOlQPOjIfnlAtd+atnS1cOZO73JnzyemshyczHp7M+OR01vKZrJUu1b1jKVxa3TuW8tHxNC6/7nekLnflPD6TvR9by105D09l3u9IfWtpanzlow8pCNi0WnfdWztb2+7NXadr5+mL37l3P7NtvbRtf2bZ/pxyPIPNOwC7p6Of6NlPAetnoO1z0PISMr+AzM8g8zMjvQMzewi7i5mf4OZdzLSDMFsI5SJZF2V2UqZNDsm6cNqxD6PsKGmDKduX/eEcXLXR121xL/X3JzjYVzsK/NC/oW/2J/p3utbu4OwOTm/itOvrNnF6EyEcKOnEKBfGuCnTNpfRlGXX4tgz2XYYyxbJunDahVFOjHJhlAslnQS9TTI7BL2N4G4QcYKIE8Y2/5pQX+P+cvwqF25yeQLrvxaUcZEWN212I7iJNdmePXlqxtHxKwO9rdrzNQVtWYkNYr/urPCblbwrBWFdikPXSnmXS5IGciMvF8fMN8nutiinqwXTasG0WjRVKZ6sEI1V8McqeGPqxHFN/EQ1b6FeuVCXulifttSQvtSQvliftlCXOl+bMlOtmFRLR8uEo2XC8QrxRKVkolIyXiGa1Srm6hVLjSl3W9I+bE5Zak5ebFDMN8gX6qUztaKp6qRJbdJsrXC+UbLQIJprEC40SGbrRQsNkqUW+WKjdLpWMFsrvNuqmK8XLzRJ77UqP+pIfXAs9cM25VKTbK5e8mFr6kcdqken8h6dynt4KvvBiayPT6oenc55dFr18cnMj46n3TuWwmXTx6fSHnVm7E+sPjqe9vBU5v7ykNuAf3gq89HprE86VY9OZ93vSF1skb+1soEQ5s3nn/3p8z++evLZn+3bn3JtD2y7XyCmbT1uB9kdzPYMsTwBzbug9bne9EJn+lRv/sxg+dxo+RQwf2pgnxmZPYB9AjC7RnoHpLYgehsxbRPmp7R1jza7aYuLMjtJk4MyOymzk7a4GOsmY92kLS7S5MAZG0ZbUcZGmhxcp9DvxCULanajlq+MPziwvt5QzfQf3AuAszsE4/5OJLtFMG6c3uTyiGDctHmHseyQrItgnATjxGkXwWySLPd8F6e2KPZ1UyqS2SOZPcb8wmx7STKv9+bwL+dQX32lQLLcAbTXx9D2SxA9/qtAaCfGOhHaDmKM3bb5xctn0ON7baWqzqrc3urs9oy4Gr5Pb27kiFY0lBd2XPjepfzoy4Wxl/MihysSlpqT52rFtwoiruWEzKgFU5X8qYqkiYqEiYqEycqEiar4SU3CYoNiqSn9fkvWvdase82ZCw2pM9XyiSrJVJV0rFI0WiYYKReOV4gnqqQTlZKxStG0Vj5bJ19sSrnbkna3JWWhUTFTK5nSiubqJVNawYSaN6HmzWiF83WS+TrJbI1ooVE2Wyeeb5AuNSsWGmXTNcLZOvHdFuWEJmmmVrTYJP+wNfl+e+r99tS7LcqFRtlik/J+R8bjzoLV7sLHZ/I+Pqm635FxvyPjwYmM+x2vN6oWW+R325T3O1IfnEi/26ZcalV82J784ET6o9NZD09lftievNAkfXgy48HxtI86Uj8+kfrwZMbHJ1LvtirmGoRvYewmadsxOZ+yzmfc6X8DZuV6G3C4veR9sHnvq1DT3v5+M+crb9l2MNPW1+uMvtfXyhS+b6X27fHv8V1dnL6//dO3SqL+I99bS/WdJQs7317kfnM0u1+Ppr9rRunxD8FVJlO2Pcy0pUPMIOkgLDsw5YAwM0Lb9bjV5Nz77WdfEPqVG6cbzlam9msyBqrSGuQh1TyvKxXiqea0vtzIDvHhq/kRw4Uxw4Vxtwtix0t48xrpbJVwtDhmqixusiJ2piJupiphrpq3UMNfrBEt1okXm+SLLYrFJvlCs3y+QT5TL53SSiaqxVNayahaMFyWeLssabRCOFYlHleLRyqFE9XSuYaUhYbUmVrZTK1koVGxUC+d0vDn6yQzWuF0VdK0WjCrkcxrZXPV0pkq8WyNbEYrnq4WTWmE3HGfhXr5YoNitkYyXydbalTea0m935p2v/X1fO1eW9r99tT77ekfHUv76Bj3OfVeW8pIRfxMreh+e+qjk1kfH8+415ay2CRfaJRNaPkz9eKlZsX99tSPjqXda0tZapEvNEjutcrvtcoXG8UztYmLdcIHbbIHrYoPm0RvcYdXvnEl7492pOO711z/rv/svzwPj78Pd6AVZd0GzModDoMpB2vdhimbkXRuPvvdi2fPH0zdPl2S3JmXOKBO7q+QNclDm6QBt2uSp1oyu7MjmvgHbhREjRTF3imIu50XN1qUNFMpmSoXjRTFTpTFTVbETlXGzFTFzVXzFrTCpVrJUp2ci6qFZvl8k2y2QTZdJ5nUSsY1oolq8Ugl/3ZZ0q1S3p0K4ahaPKoWj1SKJqpls/Up8/Up0zXS6RrpfIN8vk4ypeEv1IpnX689BfMa+aJWuVCtnNfI57WK2RrZjFY6o5VytalztXKuTnW/qv5eS/q9lvQPm9PuNiXfa0u715bC5dR+Wt1rS5mpFS00yu62KLmJ2Fy9ZK5eMt8gnW2QzDVKF5vkS80KLsLm68WztcKletHdBvFiPX9Wm7BQw7vfJL7XKFqo4b2Fff3e8K+G14/AE1gebwbcvI0wm9xBdICwE5Yd1vkMoZ1W5xM9whhJ5/Mv/rLr3rrc2aoWh3TlJ16vz7xQIW2WBbUqA4frlOONaWdV4S2CwzdLEoeLebeLeDcLeLcLhWPlkrFyyXAxb7Q8cbQ8flydMKnhzWiFc7XShXrlYn3qfINyvkE+36Ccq1fM1smntJKJKsm4WjyuloyUC28V824V824XC0bKxKPlktFyybhGOl2rnKlTTtVIp2uks3XSmVrRhCZptkY0peFPVfKn1YK5avlibfJSTcqiVrlQo1yokS/UyBdrFdwHbvLFPVmqU37YkHKvMfV+U9q9xlQusO62JX/Dh+0pd9uSl1qVC83y6TrRhJY/Xp00WSOYqRcvNCsXmpVzjdKZevF0jXBKK5io5k1U86aqE2dqkua0SdNVCbPahKUGwUINb7Ii+i3uBw2SDu7oP9fw4Ef7RXoCy+PNwJ3u5BaGEOVkHE/Nmy8Q1kWb3SsGjAssE0Gcri6qTDp6rVo5d7L4UoWkTuTTKD5yrVJ0p1bekxNzQul/vYR3qzjxVhH/VhF/uEQ6Wi4br1SMVYpHKpJGKxPG1IkT1bwprWi2Tj5Xlzxfnzpbq+TM1CintYqJKulYhZTLpuES8c1CwfX8pBsFwltF4julspEy6XiVfKJaNlUjn9TKprSS6RrxZDV/QpM0XS2YrEqarEiaVou4wLpbm7pUkzKvVexn02KtYl4rm9VIptWi/RRbqlPerU/mYuvD5rQPW1OXWpWLLYp9S61KLra4wJqpF0/WCCa0fM5MvXSmXjpdJ5qqFU5W88ereCOVcXcqYscq4yc1CTOaRC6wFuqSZjXxoyXhb+33OUBZ935PuP3mwv9/eQLL483wfYGF0451kEbNO3vPf29cedxeklEvC55uy7l3pmyoTFjLP9Qg8r5cxh+ukfXlx59MDrhcEHe1IPZ6Ie9WieBOuXy0Uj5epZyqUdypSBpRJ4xWJY5pEie0wkmtZLpWwYUUV4c1rVFOquXjFdLRUumdYvFIiWS4SHIzX3gtJ+lqNv9Gnmi4SDZSJh+vUo5qpBPV0qka+VSNdEIrnNAkTWiSpjT8CTVvrII3oRbOamQLNcrFmpQFbfJctZwr2uJmWNzG1lSlkPtyv6RrqU7JBdbdlpTFluT5JsVco3yuUT7fpFhsSV5qTZltkM01yhealYstyQvNypl66YRWOKLm3a5MvFOVNKEVTtWKJ2sEYxrenfK4W6VRI+WxE1WJU9WJk5qE2WreQq1gWhM3XBz6FterZB/34wYI+4/2u/xhgeXZVPb4L+k7l4Qw4yRZN0w5TO5P3bufPViYa8pXtiSHzrSpFo7nDRYnNgoPtUi8L5fxxhqSB4p4rWLvvqzQgaywy3kxt0oEw2WS26XikQrJpFY2UskfUSeMViWMViWMaXhjGv5YlXiiSjpVpeBMquXj5fLRUumdYuntQvFwkeRWgeh6rvCKKmkog3cli38rX3qnRDGhSR6pko1rpNO1iula2bhGNF7Fn6zmT2n445VJo+VJYxX8abVkTqOY0yTPVslnqqSzGsmsRjJXLZ3VSGaqxNNq0bRaxAUW92RWI1msVXzYkHKvJX2pOXmhWTnXKOemTvshxUXSbIOMWwPONsjGqwW3y+OvlcTcLI8f0/Ana0STNaLXgVUSPVwaPVYZP65OGKuMnVLHz1bzJtUxt4tC3trve4eZtrgunfuNSn4c3/fW7z+o2/Tw+C/m25vuEO2gzdsYu2nb/Xxz98XS1Hh9jqwlOXSyKXX+mOpiUVyD4IN6/sGBwtjJ5rTL5aJm4eGuZL/zKX6DWeE3ChNuFiZdyYm7mhd7uzRhTJ00VpUwVhU3qo4dqYwbqYi/U867U8afqJRMVMomKmXjFdKxcsmdEuHtQuGtAsGtAtHNfOHLkQb3AAAgAElEQVS1HMFQZuLFtLihzMQbeaI7pbIpbepIlWxUI52qV87Uycc1ojENf6pWPFktHFMnjZTxRsp44xWiSbV0ulI+WS6eVkumKoX7ptWimSrxTJV4qU45r5Vxs61ptWheK+MCa6EpZbYpeapePlErnaiVTtXLZ5uS55pTJutkY1rxiEY4ohGOVotGq0XDav6NsoQbZQk3yxOH1fwRDX9Mwx9R826Xx94qi7lRFDlcHnOnLOZ2SdSdsqhxddxoadSNvODXgcV1ueOuM8BMW9zdMz8OT2B5vAG+s6wBoh1cqwbrzmfu3c+WpsbrsqXNypDxxpS7J/MulSTU8t6viPplV0bwRFPqzWrFMdmRUzKfMzLv/ozQqwVxV/IS+9PD+9PDL+VEjmn4o1UJI+r4O+qY4Yq4W2VxN0vib5YkjlWKxyrFXAX8aJlwuER4qzDpRgH/Zj7/en7StZykwcy4gdToixmx13OFd0plk7VpI1WyUY18uj5ltj55XCMaqxJO10n+Glil/LFy0XiFeKJMMl4qnKwQTVYIxsuSxsuSJsr5U5XCmSrxXLWUC6xptWiyQjBVKfxqYM00KifrZOM1kvEayWSdbKZROdecMtuUPKYV3yhLuFoce7U4lsupG2UJw2r+sJp/uzLpdmXScEXCcEXC7fL4W2Ux1wrCbxZH3SyKuJYferMo4k5Z1HBR+NXsgLf+03/THh7/DXBtFCHKud9eETdvmzafwbgFoe2W7c9trqfQ+urFNk1FondXVth0a9Z1jaRDEaCO/nWz8PBgcfyVCvH5nKhTyoBW/sGTUv+e9IjT8tBORUi/Km4gN6Y3K3SoKPKWOvGWOv5qadxgfvRgfszlgrgbxQkjlcLRCuH1ovjrBXHD5YKRcuGNoqRreQnXC3k3CvhX8hKHVHGDqtgrObzrhfwbpaJLBfHXSvmjWtntSsHF3PCrxbGzTckT1eIbxXHXC+ImqiSztcljFdJbBYJbhUkTlWKuBeB4pWC6WjJXK5+rlc9opYsNyYsNyXO18gm1kJuXTWnEc/WKqXr5RL2MM14nHauVcEa0ohGt6E618BtuVQqul/GulMReKYm9UZZwoyzuanH0UEHEtaKIa0UR1wsjruSHDOUGXcoJvJoXcrMowhNYHh4/AsKyw9UG7QcWyrpp2y7BOEHCQjme7bz4g51l+9pq8iMP9BUlXaqQXCgRHE8P0/IONSQdPJMeNFiceKlU0CY9qol9vybhcLs0+Jgs7HRqTF8evy8/8UxGeG9+1KWyhKHyxAtFsefzos/nxvfnxw/kRvarQi5kh14pirldKbhRxhvIjjybHHCrXHCrXHCzTHilMPGCKqY3I/J8ekRfZtTNcsnVYsH1UtFwlfRmGX8wL+pyYeydKsHtssRrhTHXC+KGS/mj5ZLhEuHNfP71vIQ7ZfxbJfE3imJvlyaMVwm56q3JavFsnZwrpJisFo9W8kcr+eNVwkmtZKJWup9TozXi0RoxF1XfCKxhjYDz1cC6VhJ3rSTucmH0YF7Y5fzwKwVhV/PDLueGDGYHDGYHXMkNvl4Q9g8IrO/o2fLv+s//4/Pw+DtwTau5l1fcbAtjNzHaCpFW1Lyz/fIPn794uXDzkloa0ZISdiwj6mwh/0KF7Fw+r1XqU897rysj9HZNcos8qCLhUGnM4Sqef40gpFUZe0rFP52d2J4WcSo7ursovrsovjM39kRW9ImsmE5V7DlVWGeyb1fq0cGCyCslsb2q4BNS72OiQwO5URfzoi/kRPdmRZxNDT6THNipDDijDB4s5A0W8oYKeEOFCZcKYgfzowfzoi7lR1/Oi75WGHe1IG4oN/pKTtyNAv71fMGQKu56UfzlvMjB7LAr+VG3yxK5ktSxKuG4RjSplUzXyqZrZRPV4lG1YKSSP6zmj1RLRqoldzTiOxrxcJVouEp0Wy28rRZ+58NblYLrlfyr5bwrxfGXi+IuF8UNFUUP5kUM5IQMqIIGc0Iu5QYP5gRdzAq4mBVwKTvoSl6oJ7A8PH4E+5eqcTeAwLQLJB0QaQcxhjQ5QHaLtO5+/vkXT6z0rVN1GaHvFif49mvSRjvKOvMSNQnvt0m8+vNjL5UKTmRFNynDtMJgNS+gPN6/KimwXhrRnBzZqAhuSw8/roo8kR11LDOyNTW8NTWyPS28KyvkbFZwjyr0fG54V3pgu8yrXeJ1Qnm0Lye6KyO0Q3qkkX+4IfGDZqH3KWVQd0ZEV1pET1ZMb2bUufTQ3qyIwfyYi7mRPelB/RkhVwtirxXG92eE9qdGXMvj3SgQXsyKGcyL6ssO6VUFD+SFXyuLH9YIRrSiYY3gZiVvWCMYr5NONsjH66R3qoU3K3nXyuJvVQo4Nyv4Nyv4N8qTOF+NKu673PNrFUlXyhKvFMcPFcYO5kcP5EZeyA7tywruy/C/kBV4MTt4QBVwIcPvQobfxayAoZxgT2B5ePwIuNNsX72vCKKcAG5FCZYyO/WkcxmgHM7tV3/+A7WyWCwMFR99uzVX1FmmLE/0rYx/f7A48XIZryHp4JmcmDN5CcczYmtFQWWxPqUxh6t4RxvlQQ0yv+Zk/7a0gPb0wNbUwGZlYJMiqFUZ2KH0O6sK7c2NPJMZfCrF/1RawJn0kNPpwd1Zkd2qqPM5Medz43tz4rtVMWfSIk6nhJ1JDe/JijmXGdmZEtSTETaYH9OfHX5acaQ7NWCoIOZKfmxPSmBPcujVfN71fEF/euT5zJBzWUE9quAL+RGXS+NuqJNuaQS3NIKr5QnXK3nDWtFonXS0TjqsFV2rSBwqib1WkXS1/LUrZbwrZbzLpYmXSxNvVoluqIXXKwXXKvjcty6XJg6VJHDjpeL4gYKYCzkRfaqwXlXw+ayg8xmBfVmBF7ODL2YH92f69WUcHcj0H1QFegLLw+NHwO1e7d8RiXG3FlEOxuwgTY411PrQQAEo/fmzZy+s+OSFkwWiyESfXyZ5/bxWEXFFk9yfH1uf+G5x0P88mRzQkxvVlRnVIvavS/SpTfRq4Ht3KAJapV7tcu+OZO+OZO8OpW+73LtdfqRNerSef7BNcfRkSnBHSlBnelh3bkxXZlSz1E8Te1Ade7Am4XC94EirOLBVFtwmCWoR+3emRp7LjD6XGXkmNfRcemh/dsS59KDjEq8zyqP9qrCBrPBuRWBPcujl3IQrObzulNCTyiOdmf69eWEXiqMGS2IulcddqUi4WsW7UpFwRZ14vSrpZo1wuFZ8s0Z4tTLxUmnsV0NqqCSBC6NLxfHXKvjXKvjcty4Vxw8WxV0sjB0oiLlYGMu5kB/dpwo7nxnSkxl4PiuoLyt4ICdsKC/sUm7ogCqgP9PvQobfQKa/J7A8PH4ECLPJ1WBzW+/cfZG4yU2QJtayuYHb11A7jFsYin5qo3Ypw/z1vozE4KgD/9yezR9pzmmX+uYe+X8qw/7pmPC9ntQjnVKfY0kHOqW+XfKjp8RenVKv09IDp6Xvd8rfO6N494zi/U7ZgU7ZoRNS7wb+Ye58T4PkCDfWJvmo4z/QxB8uCv91hs/PFAf/R5rXP+UFvV0Zc0ib6FuX4NWY5N0q9DkmOXpC7ncq2e+U3LdDfPik1Lsr2a9L6d8p9z+fEjaoiu1Pjz4l9W8UvN+R5ttbEN5fGt1fFHmuIKy/KHKgPPZqFe+SOmGoIn6oKvF6Nf+qln+1ijdUET/0ragaLIobLIrbn1INFsUNFMT050X15Ub25kT05kb250dfyI/uy408lxVyNiOoJyO4Nyv0Ym74pfzIy4WRQwURgzkh/ZkBfRlH+zP9PIHl4fEj4O6I5C64hGkXZdtjHE9Jy/bqBmDb3APpTSO9ydj3EJR0svSfXu59seNcGrmqyZRmRnmXJ/o2S/0aBV7a2LfbBe+flnsfSzrQnPDe+dSg/qzw0xKfNv6BM/LDp+QHO2UHTisOdikOdSoPnZEfPi73bVYG10gDNSK/iiSf7LB3FD4/S/P/RVGM19kieV9F2tW6wtst5dfqi7oKktVJoZmB76X4/muG3y/yQn9dGfdBreBIg/Bok+Rom/Rom+RIm+RIu/hIh9TvbEpoX0bMWWXYMeHR6vh32pQ+PQWR/SWx3fmhp1UB3TnBfYUR1zRJlysTBkvjL5UlXFULrmtEV9WCK+VJ355bcYHFfbmfVr05Eeezw3tUoeeyQ3vzIvrzIntzwvcDqy875FJ++JXiiKslkVeKIy7lBl/I8u/LONqXcdRT1uDh8VPBTW6UtOG0Aze5CcsOYdomGCdGmjCU+rfffvHM7Vq/N9tVW5oZ5S31+ZeCiF/Xi47W8X1rk3zqk3yaJYHHFWHtitBG/lFucVeTdLhJ6NskOdosOlLL96qO+6A09gDf558Fgb/g+/8yzvtnoqDfqNPiL7ZXzgx2Akuj7MqHu6j+KQE4Davw3fnHo7fv37x8oUXTUpiSzQuRBh9QBL+fFe1VGO9bknikXh5WLwtuSQ6tTfLpUIT05Sa0if20sQeahN7Hk/07lEfOqkLPqkLOZAYNlcVdLI4eKIoZKksYKknoz425mJt4vVR2q0J5vVR2qSiRW+5dLIy9VBx/uTTxRnnSrUrBtdLEgdzIPlXYxbyowfzo3qzQ7rTA7szArqwj/YUhF4uje/MizmWHns8N71GFdqb5DhWHDeQHXC0NuVkZMVQYfKkgaKgwrDfrHzHD8vB4Q+Gm1/cSkpZt0vK63AEg7EbMQtC2p0+f/9vL51ZEN32p+3hxagk/SBVxUC0OK0rwU4V7ZYQeyAj5IC34PcXRX4u8/pfw0M+Fh/9FeOjnIq//JfH+pfzor5R+v1EEvSeJ9Fbwg3OVcerC5L6TdQ8XRrYY+PfPNv/0bO/3T/d+u+V+arc/MdueOzf/+OTlqy9+/9Jpow3L88OXzx+rbSzKLJTFpkQdEfv9RhXjmxV+oCTxSEWST6MspCM1ojzm/bzAfz2ZFnk+N/5Eckhnetg5VURnWmBffmRffuRgUexQScJQYcJATtyl/KQbpYrrJcpLecILefH9+dH9eVH9eVEDBTGDRXFXihOulSZezIvqzQrtU4UNFcZeLoq7kBPRkxF8LiOgO9vvQlHoxeLo8zkR3VnhPdnhPaqwsxkBgwWh/bl+V0qCr5eHDeYHDuYHX8oP7830VLp7ePxkcJObNrtps5uy7pCWbcy0BTFuA+HQYTbatmt37e3tPf38+ZPfP93aY5DVmdvXOltOVZc1FWVXpisKZfwCKb9Qxi+UCfIlvFxRYrYgTsWPyxHGFytE2uzUtrKC49ry8VuDCwtjRt0jm4369Pn27754+eLJjtNhIxAUNEL6VcPKJxvrj3WAHmNxu9Oy6WLoJ3bz5zvO3+06dlnMcG96uPfE2Zqi+mxpuSSiOCkwN/pQbtQHJXFe+VHv5YX/pk0R2ZMrOpkcdT6Hd0Ot6M+P70wJapd4DRXGDebH9OVE9+VEDxXzr1fIhorEPar4nuzoczmRPdmRPdmR53Oi+vKiLuRHDxTEnMsK6c4M7s8JvVwcc7U4djAvojczqDvdvycnpL8w+kJR/Lns6K70yLOZET1ZUT2qsP688HOqgIv5IZeLIy7kBA7khAzmRZ1PD/EElofHTwU3uSnTJm1y0mY3adlGzTsgu2Okt/Tk5kMDswGbQNREkCa71fZib/t3T/c+391+tul222wWijERhJVmXRbLlt257XBs2Z2bVqvTbHVZLDvOzZd7e3/4/Iv/88c/7D3d3X2+t/Ns1727Y990kaxpwwg9eLSqM2J6gAQgE4RYIMRqANjVdXJ5GbJQJgdFuhh6x2J6brd85rb9ftf+pz27Vf9weeLqlePVmrSErFjvAp5/YZKfKuJgvTSqr1DZoYxtFoeeTI5qTPI9JvHvzY7hSlK7M8J6c6OHSgVXKyUDRfyzWdHdqqhuVVR3dgQXW+dzovpyI/vzonpUYT2q0P7s8Iv5EYN5EReyQ89nBHanBfbmRvYVxPblx3erYk6nRHSmhp/LjO7LiT6fHd6VHtifE3oxP6w3M6gvK3QgO/JcqiewPDx+MrjJTdA2krGTrIswb2GWXdi8B1ieGs1PlzGXgd4BmG0DZoUwM22y2+ybdofb5ty1OHcsjj3b5p5r+6V77+XW3ufuvZcO93O7+4nV+cTs2Gat27TFRZk2SZODtjsRk1mH4Z8YgPur6/eWNz7RQxsIbcAtBsxqwOwGzK6D7WuA5ZMN9pMV7OP7jzcePobWdLjBSAEgBRhpQMcC624afmolPrWTT82Qm1izGD8au3hSlRBUEBtwrjC1M1tyIi2hQxldzzt6NiN2qjG3OzXijDL4TGro+ZyYwRL+xTJBbyHvbE7s2ZzosznR3bkx3bkx5/Oiz+dF9+ZG9+ZG9uVF9eVHns8OO5sRdDbN72yaX3e6f1d6YE9uxLm86HN5sWdU0SeSw44rg7vSI/vzY7uzQk+n+Z/LCjqfHdKV4t+dFng+M/RM8j+iDsvD4w3FBRZBW0jGiZvcmGUXsT2FbM8h+0v2yf8mtn4HWp/rqW2Y3SIsOxBpXzFgEO2AGCdicqNmN2Jyg7TDQNg2UBP3BLfuELYd3LqDmt0g7TRSlnWY0OMkxJgwswOiLTqU0mMsRDsMmFWPWnSIdR0yr4NWPeKAyB2S2aEIO4UyKICDOghcB2E9SEAQi8KbZmbTQtlIyEYCe07qj59tU8ByuyZfGvxBES8oN9q7WhTSlSc+myPoyxMOFAhPyEJOKoLPpEWcz43ty4/vzo3pyo09VxB3Nie6OzfqfG4sl1bn86LP50T1ZEf250f350d3Z4UeVxxplxw+ofA9kxbQlRl0VhXalR1xNifyjCryWHJgm/ToydTAvryoblXIqVS/rnT/7iz/Ewrvk0qfs6kBHTJvT2B5ePxUcJObYh0Ua6NYF25yY6YtxPIEsT6HbM9XCDdkf4k6P9ORWw8M9CMjbSTtuHmbsG4TVjdh3cbMLtS0CTN2kLKDlHUVpNYgUoeajIQZoh0I60BNm5jZgTBmCKcgnCJYK2mywQQDoDSIMUaYgTAzSjoQwg5hNhi3E4zbZNlDYQsM0Pp1dH0FWFs2ri3r11f166sbq8sruo21tdXl9bXHMKR/8Xz30093HyyOd2hya1R8cdA7Er9f5cV4qXn+zdKQRv7RDlnIqeTwHlVsX35iV2ZEuzLgREbo+YL4s6rw7uywnuzIntyIntyIcznhZ1XhXVlh3dkRPblRnRkhLRLvOsEHrfIjpzJCOlUhpzIDT6mCOnNCOnNC2lJ8G8QH25Q+53JDzmYHnEzz6czw6czwaZe/3y5//2TyoRbJbzyB5eHxU8FNbtayyZhdlGmTCyzUvANZ9iDLHmx/gTheorYXqP0ZvfnSvPNbwrarQ00QaQUJE4CzRowBcBahraTFxdi3CLMTNzkQ2gqRZpiyYKydtLgYx6bJ5kQIEkFJxmK3O9wkazEC6PKaAYIJBDcRhAVCTXo9vrIO6/U4BJloyk3gTgS2wrAZhs0wzIIgqTNiK+tGhKAJhgUQ9MEnj2Ac23vxBEGN0MZd3cejdwaOdajTc+L9pH6/KEs4UicObleEd6ZF9xfw+gsSTqQF1QsPtSX7nS+M7soIPpsVfC47tCcn7Jwq7Kwq9Exm6KmMkJPpwadVEcfTQ+rFvtUCryZFwPHMiJPZEccyAjqy/E5nB3bmBLWleNeJ32tRHOzKDezKDTyZ5nU6w+d0uler9Det0t8cU7zfJHrbE1geHj8V3OQmWRdpcuxfgouat1DzFmzeMVAukN3CLNukfY+y7+KWLZRxQKSZNNn+dpTJyrBmhjWzXx0ZK8NaEZgAQMxoQACAQGAaQRgYogCAMgCsATDrjSadgdUbTXqQNUCsETatGvE1AFuFkDUYXUfQDRTbQDEjCr544f7j73d2HThleLCxNNzTUJQd65Mf66URBpwtSOovFbQr/RolhzpVwT2F4acz/I7LvTpTj/aogvvyw3vzIrqyQk6kBLQpjh5LDerICD+WGd6SGlonD6xXBLVkRJ/OT6iVedXJDx3L9D9bFNmR5acR/lor+PWxdO8zeYHH031OZPgeUx7UJv5cm/jzJsk7DaJfeQLLw+MnY/7rld2vb+3+Esw4EdZFmLe4i+wps5OgbThlplgbabL9jSPF2hjW+i02hrXhBItiNAzTCMJgmAnHzSjKAjBjAC0G0KYHrDqjRWc0bYBmHWTSIeZVgF4FqVWYXIXxNYRYR8l1lNRhOEwgGA6SJOi0Ek8cFK1/cKf3WGOuuFoZUSMPrpUfbU/3H6hIuF4v6C0Na5K925VxtDPN97jiUKvkYJPwQJPogxaZb3uKf0tyUEtqcFNKSI0iUC3yqxT7VctD6lPDqyU+NdLDrekBp/PDO7ICaiQH6mQfnM4OPp7h36L0bk/2bVUe1vLfqRe80674oFX2niewPDx+Qn+9Cdzk/upV5wTjJFj7lztcNoq10YyVZqykyYGbHH/jyM3dvg9OO1DShpI2jLJjlB0hrBBmNSA2PWzXQbYN0LoBmjdgiw6x6lHLGsisQvQazKwh1ApCraL0KkqvoyTCmJfXDKtregAAGAL94vnOyy3z44Vb2hxBTpJvWvgvyoXvn8gL6ioOPpZ1qFHxzvnc4N68sN68sLNZgSdT/VoVPi0y3xbFkdaU4OaUoMbk4BpFYLU0UCML1CpCa5PDy3ne5bzDNbIjzWmB9QqfSv571aLDxzJC2tKCGuRHWpX+LQo/Lf9AnfBAq8K7SXrIE1geHj+hbwcWlya0yUmxDpKxErSFoi00Y2VYG22yk6zr6//kP8JuYaYtnN3CzO6vjqRlG7ds4SY3atpEGRfMOCHSDuJ2AHMAmMOAOPSwVYdYdYhVj9oMmHUNZtdgdg1m1hH2NZReR9gNkF3VESBs1hmJ5RWdxWR9+XTXSkHrH09NXD51XJNcIvVJj/xZVuT/V6P4TXdp6Jnc4K6c0K6s4BPpAW0pR1oUR1pS/NrSghoU/vVyv1qZv1YeUKMIrFUG1ShDapQhVeLAarF/rSygQRmklfpW8N7XCL2aU4KOpUc0ygPblCGtiuAagVeN4FCD9FA1/11PYHl4/PTMbm55+NfAsrgosxNnbBhtxSkrQdu4+lIugH6IHdS8g5l2UPPW18ctboTZTYhyApQDIOwAYYcoJ0g6jPjrugc9ypVrWXWIWYeadKhpA2G/ROtgdn2DNQI2GHHpAfMnq8jyGgSAGI7jL55u7zhJaH3+zkBLa4mwWOKdz3+3VPheBf+Amn9QKzpcLz/SkhrYnhFyXBV+XBVZKz1SKz1SI/HVSn21Ut9qiU+VyEst8G7NjGvJiG3JiG5KD9PKj6qFH2jE3vVK/5bU0FqJf5MiuFkZUiPyqRF71UkPqfm/9gSWh8dP79uBZXbjJhfGOhHajtB2jHXiJjdp2cbZLcy0g7M7f+P49TYnf212gjCbqGkTM7tR0yZEO0DKDlJ2iHYgzCbXDRUg7EbcZsCsRtxmJKx6zGxAzXrExNHBrAGiDRBLkTsw6Hr4CH/4GFsHLJ+sYx+vQiBhWtMDFIM7baSF2EBW5j4a6x9oL6rJiCoVHSmMP6CKeDs78u0S3gc1ioCW9JD2rPDWtJD2jLD2jJC2tKAm5ZE6qVe18GCV4IPG5JD65LC65GCt/Gi58GBR4jslCe+UJ71fI/GtTDpcK/ZrUgTVS482KnybU3y0Ys8My8PjH+B1YH0NlyaoaRMxuRGTGzbvoOYdnN3C2S3ybx7/yuR+PZrcuMmFMg7c5CItrz/DlA1lbK/fVJo2YcYJUnaAtBkJK4BbQcJixEwgagIQFkBYI8wYINoI0QaAQWGrYZ1efowajFaM2dUh1gfr2DJAPdJjBowkSJqhyW07++mmeZeGqZXFmcFjg825telRuXGHVDHvFSV+UCH0VgsP10qPNCX7t6cHHkvza5F71YsONAjfrRMfVAsPV0p81VKvCsn7pYJ3ipN+Ucr7RVnS2xrxB2W897Rir8bkIw1yr+YUr+bUg9XiX3oCy8Pjp/etwOKiiqtyQM07sHkHMm0jpu0fGlgk68ZN7m+NLpx2EOZNxrJFWtwk68JYJ2V20jY3btnEzG6EdUG0AyBtAGkDCQtIWADcvJ9ZXGAZINoAUjBkMehpI2gBEfuqgXmwjj0y0hu4fRlmDIQVJExGGIMgxExTO3brc5ftUxftwpaBBxMfjQ2M9h/rqlEVigP5R34mC/zXrIi3ixMPlicdLI3/TXHML0vj3q5IerdK4lOt8K1LO1qf6luX6t2Y6tWU5t2U5lurOKwWHqiReTWlHalXHG5IPlQvf7+c9y+ewPLw+M/HJdf+l3/dSv/7RvPrGdy3R8zswswu1OREWAdE20DKCpAWI2F+PeJmI2YyYiYDyr6GWPSwWYeYN2DTBmziNubXYObBOvyxDnqkAz8xACtGcAOAdRCkByHGxNqdtr0nW0+fbDmslH7twdzotesXTg92NXc3lzUUyAvEoSlRB+QhbytC30kJ+1Ve4rsZEf+sDPh/s0L/qSLp143JPi1pRxtTfRvT/RszAxozAxoy/OtSfLSyD6qE73n2sDw83iRmN27Zwi2bmNmFsA6YsXOZxcUWl1lGwmzATQbcpMdYPcbqMbMetXBb8txm/DpMrcPUshFbNiIrALoKYmswuo5gGyi+juIfrmx8tG5YBiAjSTFWx+bO9rMXTz//7QuXnbFSELzx4OHc8NjQ2f6TNSdr8lvKkluKBXWqiAq5X7nQp1LkWy7wzo97Pz3iV6q4d3N4B/KEhwslPmXSI2Vi3zKBdxnfyxNYHh5vDLObsG7jlk0us7h5FszYYcb+fbFlxCxGzGJA97fkGR1M62Baj1CvocSXcB1GrCDUJzD1sQH5SA883AAe640bIGiEIQSBSAKxmQm3g95xUFsW3EmDVnxj5e6dj2euLtzqHbtw4urJuu7aoqaiFHWWsCw9qSxLUJErVudLq7LFFRn80uSEYuzCpAwAAAfPSURBVGmMJ7A8PN4YZveXh6vd+5nFgWjbt2dbAG6GMCuMWiHEAqEmEGFBhAVgBoApGGMhlIJQCkRIECEBBAcQXIfgHxuQhyDxGKJWEGoNIdZgdMUIruiMRhiBEBhBIByDGBJhKdRMIRYa3XKZdzetz7bsL92OT132Fw7rM5t5x8a6zKTTQjlttN1CWimEAnXI2mPw0QNPYHl4vDG+Hlj7Uy3M7OLmWd+ILZCwILgFwywoakZRM4KYEISBYRpGSASlEJSCERKCcRDCABAGQFgPIiBl1lMWA2nWY7QOpXQIvgGj6xCig6B1g3FlY31lbXVtbUWnWwchPYJACIqjGIUiJAbiqAGFdTCiRyAABYwICGEgSkAYCUM4YID1q4b1R+uewPLweINwe1jfhrCO/eXhfmxBpBUlrDhuxVELhpkwlEVRFkUoBKUQmIQRAoZwEMIgCAFAGAAgIwCtGcAVI7hmgNYM4GtG45rRqAcBHWDUGw0cA2AEQSMIQ0YIN4CUwUDo1lHDKgKsY6CBBEF6XY+tG3AdQOpBSg+Qej2uX0c3VmFPYHl4vEm+cgB7H27Zel0RxroQ1gUzTphxQrQDpmwYacNIC46bUcKMYSYEZ1CMhjEaRggQJWCEAFEMglEAQSEEBmHIYDAAgAGGYRSFMQxBEAiCAAAw6PUbBoMOAAwgaIQgAASNIGAAAGBNBy6vAcvLhuXH+vVPDPoVULcG6TZgCKIMMKmHiA0AW9cj6+vQ+gqw8djoCSwPjzfI6/ov0+s6+H37D7+aWTDlQEkbSllQyoKQZoQ0wwQDEwyE0yBGgRgJYiSI4/sgDMUxhEBAHAYwyIiCBhQ0ILARgY2AcQMw6gGj3mg0GvUGg8Fg1BsMBgBECQOI6Q2wYQOC9AiiRyE9otdBOj20ugE8Xjd8sqZfXtGtLOvWlvUby/q3uItqPTw83mQo60ZZN8Jscmd3YNoFUU6IdgD4fnEWY0BpA0pzbwYBggYIyoiTRpw0YIQBx/QYakRhEDQigB4B9LBRBxsNkEHP5RQAGAAAMBqNBiNoMAB6A6DXG3V647oBXDeAOj1o0IHABgiug8AGaNCBq2v6lQ3Dqh5Y1QPrG8b1NcP6ql63on+LsOx4eHi84UjrLmnd5T7j5m3cvM3NyBCW2493flm0ZebAjBViTBBjghgWpBmQZgCKBikSxTEMw3AUQ1EUQ3AEwRAEg2AUQUkQJUCUABESgAkjhBsh3ADjBhgzIIgRRiAIgUEEBRAYRCAI0QGgDoI2EHgDgfUgxAWcfsPgCSwPjzfK3ncirU9I6xPuM27exc273FFqmN2EWRfMbkKME2KcIGP7CgvIWACaBWjWSDFGigEohlszwhgN4TSEMiDGAChtQGmugN6ImfSYWY992RkCYzYwQofhehQHEByCcRjCIRg3IrgOwTZQbB3D1lB0HUI2AHhND6ytGzxLQg+PN4r7O6HsNspuI8wWwmxxTyBqE6I2QdIFUA6QdBlJO0DYDYTVSFj1uMWAW/SEyYCbdDitx+gNjNKhFHdnjw416RGTDjXpYK4ynlmHGe5kzzrCHe5hVyFmFTI9hqjHMLYCw6sQsgHAOiOiA+ANAFkD4XUEW0aQTyD4EwhaBuHHRuCTNf3D5TVPYHl4vFF+WGBxYHILJF0Q4QIIO4jbuZHr9GDAuXkTa0BZPcYaMKset+pRiw6z6BDzBmpeR0zriGkDNXPWEdMGbFqH2HWIXYOZZQRfhdE1CNeBqB7A9QCqA/F1CN3AqGUE/QRCP4HgFQhbAeHH68DHy+ueJaGHxxvlBy0Jd0jzU4p9QrHPSGaPZPYIeptDMjsE4yYYN067cNqFUU6MciK0k4tFiHJynQJB0sH1sdnvyQUSNpCwAbgVwK0AbjaQrIGkAZyFcBrGWBijYYyFcBqkzDqcXMXINZww4IwRp3QgvroBeALLw+ON8gMCC2f3aNNzhn3OsC9o5hnNPKPoPQ7NPKHZXZrdpZgtitkiaTdJu0l6E6ddKOPiushzHeVRwowSZoy0YKQFI004weIEi+EMhjMIQXNvG2GMRjEKQ2kMpTCUhnEKIVkDRqwjmA7DYYJBCBqEcL0OfAuhXB4eHm8OmHYhlPsbI8Zso6wbpbcQZpN7ApObMLlJUrsEuUOROzixTRJujNgk8E2McFLkFkFtUuQmTrpI0okRDoJwYIQDxi0wYYIxFsZYCGUglOEOG6IYjaAUgpIwQsAI8dX9dSPy1x137iEE4wCCbwDwsgFYN0JGBIcw0mCE19cMbzGWHcayQ5u3afM2ZdqiTFsk6yZZN/fEw8PjvxnSsk2bd/6WkTZv02Y3bXYz3xgtri9H1zdGgrUTrPXbEJz5DgSNUiwH+wbahJCMHkKNCI7RJj2EPl7TrRvAtwwgZeBO6wCkzkjojMSGAd8w4NwTDw+P/050PwiI60D0BzEixHfaAJDvtKIzfqflDcOKzvhodWNFZzTA2IrO+PHy2poBfAvGKRinIIyEsC8ru1ACQHDuiYeHx38n4A9G/SB6CPtO3xdY3JLw23QgAqCEAcZAjMQZM4ASOhDBaNNb//vVqz+/evXnV6/+9JdXf/rLqz/+n79wuC89PDz+O/njqx/oLz/Mn199tz99j+/7f37/57/8+dWrP/7l1Z9evfrzq1e//cOfX37xb39+9er/AhMv1RUT1zykAAAAAElFTkSuQmCC&quot; width=&quot;200&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/4746125416282211226/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/jornada-de-modulos-de-laboratorio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/4746125416282211226'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/4746125416282211226'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/jornada-de-modulos-de-laboratorio.html' title='JORNADA DE MÓDULOS DE LABORATORIO'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-6630224500411676145</id><published>2011-10-21T21:00:00.000-07:00</published><updated>2011-10-21T21:00:58.878-07:00</updated><title type='text'>¿POR QUE ES IMPORTANTE LA FISICA EN UN ING DE SISTEMAS ?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Esta es una de las preguntas que cotidianamente se hacen los estudiantes de Ing. de Sistemas, a la cual voy a dar una simple razon el por qué es importante.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Aparte que la Física nos describe los fenomenos naturales con mucha exactitud y veracidad nos ayuda a desarrollar la lógica, sentido común y técnicas de pensamiento y creatividad importantísimas para toda ingeniería la cual nos servira para nuestro desarrollo profesional y en la vida diaria.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;rg_hi&quot; data-height=&quot;242&quot; data-width=&quot;208&quot; height=&quot;242&quot; id=&quot;rg_hi&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT97GYCFSKztsYXJdsS8GVpFSeJ2E9n8oDzD5LcVhigiRCtSsFI&quot; style=&quot;height: 242px; width: 208px;&quot; width=&quot;208&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/6630224500411676145/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/por-que-es-importante-la-fisica-en-un.html#comment-form' title='18 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6630224500411676145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/6630224500411676145'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/por-que-es-importante-la-fisica-en-un.html' title='¿POR QUE ES IMPORTANTE LA FISICA EN UN ING DE SISTEMAS ?'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>18</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-5592896937198224390</id><published>2011-10-20T07:46:00.000-07:00</published><updated>2011-10-20T07:46:13.067-07:00</updated><title type='text'>RELACIÓN DE LA FÍSICA CON LA INGENIERÍA CIVIL</title><content type='html'>RELACIÓN DE LA FÍSICA CON LA INGENIERÍA CIVIL&lt;br /&gt;
La física es definida como la ciencia que estudia los fenómenos que ocurren en el universo, es por ello que se relaciona con muchas de nuestras actividades cotidianas, tal vez sin que nos demos cuenta, por lo que me atrevo a decir que la física no solo se halla en los libros, está presente en todo nuestro mundo. Como la ingeniería civil afecta a nuestro mundo, entonces está gobernado por todas las leyes de la física.&lt;br /&gt;
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Por ejemplo si estamos construyendo una presa, tenemos que ver la velocidad con que llega el rió, y la presión de agua que nuestra presa va a soportar y en base a ello debemos hacer los cálculos necesarios para que los materiales soporten esta gran cantidad de agua que llegara, y no solo eso hay que ver cómo afecta la gravedad al rió, para saber en qué punto es más recomendable situar la presa, y si esta presa generara energía eléctrica hay que hacer los contemplar la cantidad de agua que necesitaremos para obtener una cantidad de energía necesaria, según se nos pida, para saber que tan factible es realizar la dicha obra, o si como se menciono antes es conveniente situar en otro lugar para que tengamos la potencia necesaria y la más satisfactoria.&lt;br /&gt;
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Esto solo por citar un ejemplo, la física está ahí en todas nuestras construcciones en todas las grandes obras de la humanidad, desde el famoso coliseo, pasando por los grandes puentes colgantes y porque no el famoso segundo piso del periférico.&lt;br /&gt;
&lt;br /&gt;
No hay que ser un genio para saber que la física está a nuestro alrededor, solo hay que conocer lo básico y listo sabemos que la física está presente, y por ende está presente en las ingenierías para darnos cuenta que sin física no existiría la ingeniería civil en su totalidad.&lt;br /&gt;
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Como afectan las obras de ingeniería el entorno&lt;br /&gt;
Cuando hablamos de la labor de un ingeniero, estamos hablando de una persona que utiliza su ingenio para resolver problemas que rodena su entorno, es decir las obras que realiza un ingeniero están enfocadas en traer un beneficio al medio que le rodea. Pero ¿esto siempre sucede de esta manera?&lt;br /&gt;
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Muchas de las obras se han construido para beneficiar a la sociedad muchas veces, estas traen muchos cambios a la manera en que la gente vive, y no solo la gente, pero esto lo mencionare más adelante. Los cambios pueden ser tanto positivos como negativos, ya que por ejemplo el gran paso a desnivel del boulevard Atlixcayotl, esta grande obra hizo que trasladarse de un determinado lugar a otro fuera realmente rápido para estar dentro de la ciudad, pero muchos de los comercios que estaban establecidos a los lados de esta vialidad se vieron perjudicados en sus ventas, quebrando algunos, otros apenas si sobrevivieron, y hoy en día solo negocios de gran prestigio siguen en pie.&lt;br /&gt;
&lt;br /&gt;
Ahora hablemos de otra gran obra la autopista México-Puebla, que sin duda represento un gran ahorro de tiempo en el viaje entre estas dos ciudades, y hoy en día sigue siendo una gran obra, pero esta obra trajo consigo que parte de la flora y la fauna de esta región desapareciera.&lt;br /&gt;
&lt;br /&gt;
Es por eso que nosotros como futuros ingenieros debemos contemplar este tipo de situaciones que repercutirán en el entorno que rodee las obras que construyamos debemos tener en cuenta que el beneficio que traeremos al lugar debe ser mayor a las desgracias que llevaremos. Tenemos que contemplar eso en todas nuestras obras para ser unos grandes ingenieros.&lt;br /&gt;
&lt;br /&gt;
Fuente: Artículo Extraido: http://www.buenastareas.com/ensayos/Fisica-Y-Su-Relacion-Con-La/55306.html</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/5592896937198224390/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/relacion-de-la-fisica-con-la-ingenieria.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/5592896937198224390'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/5592896937198224390'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/relacion-de-la-fisica-con-la-ingenieria.html' title='RELACIÓN DE LA FÍSICA CON LA INGENIERÍA CIVIL'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-5837239278251254252</id><published>2011-10-19T21:54:00.000-07:00</published><updated>2011-10-19T22:06:51.481-07:00</updated><title type='text'>manual de usuario del PARK</title><content type='html'>Aqui les doy el manual de usuario del SPARK, cualquier duda lo pueden hacer por este medio&lt;br /&gt;
&lt;br /&gt;
https://skydrive.live.com/redir.aspx?cid=6b8713f523171d60&amp;resid=6B8713F523171D60!108&amp;authkey=XdRio!TBSSM%24</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/5837239278251254252/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/manual-de-usuario-del-park.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/5837239278251254252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/5837239278251254252'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/10/manual-de-usuario-del-park.html' title='manual de usuario del PARK'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-8731517588454186047</id><published>2011-09-29T08:25:00.000-07:00</published><updated>2011-09-29T08:25:20.515-07:00</updated><title type='text'>LA IMPORTANCIA DE CAPACITAR A LOS ESTUDIANTES DE INGENIERÍA EN MEDIR MAGNITUDES FÍSICAS CON EXACTITUD Y PRECISION</title><content type='html'>&lt;div id=&quot;__ss_9466957&quot; style=&quot;width: 477px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0px 4px;&quot;&gt;&lt;/strong&gt;&lt;strong style=&quot;display: block; margin: 12px 0px 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/jeisonmanchego/herrera-fuentes-2005&quot; title=&quot;Herrera fuentes 2005&quot;&gt;Herrera fuentes 2005&lt;/a&gt;&lt;/strong&gt;&lt;object height=&quot;510&quot; id=&quot;__sse9466957&quot; width=&quot;477&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=herrerafuentes2005-110929004537-phpapp02&amp;stripped_title=herrera-fuentes-2005&amp;userName=jeisonmanchego&quot; /&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;/&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;/&gt;&lt;embed name=&quot;__sse9466957&quot; src=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=herrerafuentes2005-110929004537-phpapp02&amp;stripped_title=herrera-fuentes-2005&amp;userName=jeisonmanchego&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
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&lt;div style=&quot;width:477px&quot; id=&quot;__ss_9467003&quot;&gt;&lt;strong style=&quot;display:block;margin:12px 0 4px&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/jeisonmanchego/13-rogelio-garzaelroldelafisica1&quot; title=&quot;13 rogelio garza_el_rol_de_la_fisica[1]&quot;&gt;13 rogelio garza_el_rol_de_la_fisica[1]&lt;/a&gt;&lt;/strong&gt;&lt;object id=&quot;__sse9467003&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=13rogeliogarzaelroldelafisica1-110929005142-phpapp02&amp;stripped_title=13-rogelio-garzaelroldelafisica1&amp;userName=jeisonmanchego&quot; /&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;/&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;/&gt;&lt;embed name=&quot;__sse9467003&quot; src=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=13rogeliogarzaelroldelafisica1-110929005142-phpapp02&amp;stripped_title=13-rogelio-garzaelroldelafisica1&amp;userName=jeisonmanchego&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style=&quot;padding:5px 0 12px&quot;&gt;View more &lt;a href=&quot;http://www.slideshare.net/&quot;&gt;documents&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/jeisonmanchego&quot;&gt;jeisonmanchego&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fisicaaqp.blogspot.com/feeds/3006798905574534646/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fisicaaqp.blogspot.com/2011/09/el-rol-de-la-fisica-en-la-formacion-del.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/3006798905574534646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6713236461363470873/posts/default/3006798905574534646'/><link rel='alternate' type='text/html' href='http://fisicaaqp.blogspot.com/2011/09/el-rol-de-la-fisica-en-la-formacion-del.html' title='EL ROL DE LA FÍSICA EN LA FORMACIÓN DEL INGENIERO'/><author><name>JMP</name><uri>http://www.blogger.com/profile/01228655933641452921</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHUuuZzXtr6OSPs9rda1bbHVcREw9N410sgEmTTV36LPvD4NNYzOJAdo73SFMEBs5J0DmUNfVPDzl6ONb5stigkkw0gjMJKsBiRYVGYwlccsQMqRBjxa84yQFwM73fA/s220/FOTO.JPG'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6713236461363470873.post-8631723583873946122</id><published>2011-09-24T16:42:00.000-07:00</published><updated>2011-09-28T21:44:48.607-07:00</updated><title type='text'>USO DE LAS TIC PARA LA SOCIEDAD DEL CONOCIMIENTO</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Actualmente se han generalizado las Tecnologías de la Información y las Comunicaciones (TICs), que son aquellos dispositivos electrónicos con la capacidad de adquisición, &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos12/dispalm/dispalm.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;almacenamiento&lt;/span&gt;&lt;/a&gt;, tratamiento, &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos7/sipro/sipro.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;síntesis&lt;/span&gt;&lt;/a&gt;, &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos37/interpretacion/interpretacion.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;interpretación&lt;/span&gt;&lt;/a&gt;, presentación e intercambio de información.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;El maestro en su actividad se auxilia de &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos4/refrec/refrec.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;recursos&lt;/span&gt;&lt;/a&gt; que le faciliten el logro de sus objetivos, el cumplimiento de las &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos7/mafu/mafu.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;funciones&lt;/span&gt;&lt;/a&gt; didácticas y el desarrollo de las potencialidades de sus estudiantes. Estos medios de enseñanza son diversos, generales, específicos y no ajenos al progreso científico-técnico.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUkuBWyi2c2w0-dHYZy9oPZqRyBVfA7voNncopxzK7DdO1oHb1_Vq8euVD7ysIhssC0Xbow3k98Jcz3_CCPATgCYvAjyS97jhQvGPFh1USk7U4Lph3FVkgpt46867l9kMZn7bmcl0cvKj_/s1600/IMAGEN+BLOGGER.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUkuBWyi2c2w0-dHYZy9oPZqRyBVfA7voNncopxzK7DdO1oHb1_Vq8euVD7ysIhssC0Xbow3k98Jcz3_CCPATgCYvAjyS97jhQvGPFh1USk7U4Lph3FVkgpt46867l9kMZn7bmcl0cvKj_/s320/IMAGEN+BLOGGER.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;A la tendencia pedagógica que contempla y fundamenta el empleo de los frutos de este desarrollo en la preparación del ser humano para su &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos15/indicad-evaluacion/indicad-evaluacion.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;desempeño&lt;/span&gt;&lt;/a&gt; social, se le denomina &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/Tecnologia/index.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;Tecnología&lt;/span&gt;&lt;/a&gt; Educativa: &quot;[…] una aplicación sistemática de los recursos del &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos11/concient/concient.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;conocimiento científico&lt;/span&gt;&lt;/a&gt; al proceso que necesita cada &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos28/aceptacion-individuo/aceptacion-individuo.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;individuo&lt;/span&gt;&lt;/a&gt; para adquirir y utilizar conocimientos&quot;[4]; &quot;[…] una concepción pedagógica innovadora que se realiza en cualquier nivel de enseñanza, con el propósito de transformar al &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos15/fundamento-ontologico/fundamento-ontologico.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;hombre&lt;/span&gt;&lt;/a&gt;, enseñándolo a transformar su realidad&quot;[5].&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;En tal sentido es innegable la &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos4/costo/costo.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;utilidad&lt;/span&gt;&lt;/a&gt; de las TICs, así como en las transformaciones educativas (definidas como los &quot;[…] cambios o modificaciones que tienen lugar en las concepciones educativas y en los medios y recursos para llevarlas a cabo&quot;[6]).&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Los educadores tienen el deber de utilizar constructivamente los recursos tecnológicos, porque arriesgan el desarrollo de &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos14/personalidad/personalidad.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;la personalidad&lt;/span&gt;&lt;/a&gt; y la inserción social de sus estudiantes.&lt;/div&gt;Para organizar la &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos15/todorov/todorov.shtml#INTRO&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;estructura&lt;/span&gt;&lt;/a&gt; de la propuesta, tomaremos como nivel de partida lo escrito en diversos &lt;a class=&quot;autolink&quot; href=&quot;http://www.monografias.com/trabajos14/propiedadmateriales/propiedadmateriales.shtml&quot; id=&quot;autolink&quot;&gt;&lt;span style=&quot;color: #008040;&quot;&gt;materiales&lt;/span&gt;&lt;/a&gt; referente a los pasos a seguir al preparar la videoclase, ya que orientan de forma general todo lo que hará el profesor días antes, momentos antes y después de dicha actividad.&lt;br /&gt;
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