<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
		>

<channel>
	<title>Azul School | Víctor José Galarza Macías | Actividad</title>
	<link>https://azulschool.net/members/viktor/activity/</link>
	<atom:link href="https://azulschool.net/members/viktor/activity/feed/" rel="self" type="application/rss+xml" />
	<description>Feed de actividad para Víctor José Galarza Macías.</description>
	<lastBuildDate>Sun, 12 Apr 2026 16:45:14 -0600</lastBuildDate>
	<generator>https://buddypress.org/?v=2.14.4</generator>
	<language>es</language>
	<ttl>30</ttl>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>2</sy:updateFrequency>
		
								<item>
				<guid isPermaLink="false">3398d215df83f0b7d94eb085612588d6</guid>
				<title>Víctor José Galarza Macías inició la discusión Proyecto #4 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-4/</link>
				<pubDate>Sun, 31 May 2020 21:59:21 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-4/">Proyecto #4</a></p> <div class="bb-content-inr-wrap"><p>Hola a todos, aqui les dejo el link del proyecto #4, revisen y avisenme de alguna duda o sugerencia.</p>
<p></p>
<p>link: <a target='_blank' href="https://onlinegdb.com/HyOqwiW3U" rel="nofollow">https://onlinegdb.com/HyOqwiW3U</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">3d74b0deb9649ac02418865d5761e175</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1-4/#post-12571</link>
				<pubDate>Sun, 31 May 2020 21:57:40 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1-4/#post-12571"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Que bien, siga asi 😀</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">f67246896430fcefccf6cc3e1087e91e</guid>
				<title>Víctor José Galarza Macías inició la discusión Ejercicios Propuestos Leccion 14 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-14/</link>
				<pubDate>Tue, 26 May 2020 23:56:53 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-14/">Ejercicios Propuestos Leccion 14</a></p> <div class="bb-content-inr-wrap"><p>Buenas, aqui dejo los ejercicios de la leccion de MATRICES, estuvo un poco complejo( sobre todo el ultimo que es de Gauss Jordan), ojala alguien le sirva y espero que me den&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-32283"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-14/" rel="nofollow">Lee mas</a></span></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">c99d4aada1561dc6276724c045e4b913</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Ayuda con la Leccion 14- Matrices en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ayuda-con-la-leccion-14-matrices/#post-12019</link>
				<pubDate>Tue, 12 May 2020 21:45:54 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ayuda-con-la-leccion-14-matrices/#post-12019"><span class="bb-reply-lable">Reply to</span> Ayuda con la Leccion 14- Matrices</a></p> <div class="bb-content-inr-wrap"><p>Alguien? :V</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">7fabac86e1f213b1306e49e128c05542</guid>
				<title>Víctor José Galarza Macías inició la discusión Ayuda con la Leccion 14- Matrices en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ayuda-con-la-leccion-14-matrices/</link>
				<pubDate>Tue, 12 May 2020 08:49:56 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ayuda-con-la-leccion-14-matrices/">Ayuda con la Leccion 14- Matrices</a></p> <div class="bb-content-inr-wrap"><p>Estaba haciendo los ejercicios propuestos, hasta que me estanque en el #6, no se como empezar a realizarlo, alguien me podría explicar con algún método(se que es con el de Gauss jordan pero como se lo implementaria) o alguna lógica diferente que pueda implementar, seria de mucha ayuda gracias. Este es el ejercicio:</p>
<p><strong>6.- </strong>Un programa que use una&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-31891"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/ayuda-con-la-leccion-14-matrices/" rel="nofollow">Lee mas</a></span></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">908db479828dce353f346c7c131e0409</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Proyecto#3 Calcular notas de N alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11610</link>
				<pubDate>Wed, 29 Apr 2020 20:26:00 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11610"><span class="bb-reply-lable">Reply to</span> Proyecto#3 Calcular notas de N alumnos</a></p> <div class="bb-content-inr-wrap"><p>aa chevere, y lo enseña en este curso?</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">cd2950b776af3e287a17d42468c2fa87</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Proyecto#3 Calcular notas de N alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11603</link>
				<pubDate>Wed, 29 Apr 2020 02:52:15 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11603"><span class="bb-reply-lable">Reply to</span> Proyecto#3 Calcular notas de N alumnos</a></p> <div class="bb-content-inr-wrap"><p>Gracias profe, y si, es que me gusta meterle estética, aunque se me van muchas lineas, ojala hubiese algo que minimize el código y solo se lo utilize cuando se lo llame, asi evitaria colocar muchas lineas</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">3bdf313186ed8fbed3c0f686d10c2dbf</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Proyecto#3 Calcular notas de N alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11502</link>
				<pubDate>Mon, 27 Apr 2020 08:24:58 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/#post-11502"><span class="bb-reply-lable">Reply to</span> Proyecto#3 Calcular notas de N alumnos</a></p> <div class="bb-content-inr-wrap"><p>Notifiquenme si puedo mejorar algo</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">4489bb492cd638cceddbbcf12c6eab39</guid>
				<title>Víctor José Galarza Macías inició la discusión Proyecto#3 Calcular notas de N alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/</link>
				<pubDate>Mon, 27 Apr 2020 00:42:48 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto3-calcular-notas-de-n-alumnos/">Proyecto#3 Calcular notas de N alumnos</a></p> <div class="bb-content-inr-wrap"><p>Aqui les comparto mi proyecto #3. Revisen si puedo mejorar algo, saludos 😀</p>
<p><a target='_blank' href="https://onlinegdb.com/HkPKYiXtL" rel="nofollow">https://onlinegdb.com/HkPKYiXtL</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">a36962ceb0ca8989bb711bca680d7521</guid>
				<title>Víctor José Galarza Macías inició la discusión Ejercicios Propuestos Leccion 12 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-12/</link>
				<pubDate>Fri, 24 Apr 2020 22:33:39 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-12/">Ejercicios Propuestos Leccion 12</a></p> <div class="bb-content-inr-wrap"><p>Aqui les comparto mi código, haganme saber si puedo mejorar algo o si tengo algo mal, saludos</p>
<p><span>4.1 </span><a target='_blank' title="https://onlinegdb.com/S1iMuk-tU" href="https://onlinegdb.com/S1iMuk-tU" rel="noreferrer noopener" rel="nofollow">https://onlinegdb.com/S1iMuk-tU</a><span> </span></p>
<p><span>4.2 </span><a target='_blank' title="https://onlinegdb.com/BJmvWkZKL" href="https://onlinegdb.com/BJmvWkZKL" rel="noreferrer noopener" rel="nofollow">https://onlinegdb.com/BJmvWkZKL</a><span> </span></p>
<p><span>4.3 </span><a target='_blank' title="https://onlinegdb.com/SJbNGJ-YU" href="https://onlinegdb.com/SJbNGJ-YU" rel="noreferrer noopener" rel="nofollow">https://onlinegdb.com/SJbNGJ-YU</a><span> </span></p>
<p><span>4.4 </span><a target='_blank' title="https://onlinegdb.com/H1nuG1bYL" href="https://onlinegdb.com/H1nuG1bYL" rel="noreferrer noopener" rel="nofollow">https://onlinegdb.com/H1nuG1bYL</a><span> </span></p>
<p><span>4.5 </span><a target='_blank' title="https://onlinegdb.com/HJqav1WKI" href="https://onlinegdb.com/HJqav1WKI" rel="noreferrer noopener" rel="nofollow">https://onlinegdb.com/HJqav1WKI</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">dc39e35eb9d2c977081cd9d6970d9b1d</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Proyecto #2 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2-2/#post-11223</link>
				<pubDate>Wed, 22 Apr 2020 06:53:52 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-2-2/#post-11223"><span class="bb-reply-lable">Reply to</span> Proyecto #2</a></p> <div class="bb-content-inr-wrap"><p>Que tal amigo, vi tu código y esta mucho mejor y mas ordenado, seguire tu consejo hacer mas corto el código, aunque a mi se me hizo largo debido a que use el switch jeje, y no pasa nada por usar una parte del código, sigue asi 😀</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">6fb3d5ef012e9617fb05fd237d0fb1ab</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11145</link>
				<pubDate>Wed, 22 Apr 2020 00:35:41 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11145"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>AAA, yaya listo, no hay problema, pero bueno no se si sirva esto, pero intente arreglandolo asi en el dev c++</p>
<p><span>int tab[n];</span></p>
<p><span>y ahi si funcionó, aunque no se si eso que hice asi este bien hacerlo de ese modo.</span></p>
<p>Aunque con su explicación se entendio que es debido al compilador, entonces seguire con las demas lecciones, gracias</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">6975b10908d72fca7d692f81bae1bda3</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11141</link>
				<pubDate>Wed, 22 Apr 2020 00:11:21 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11141"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Este se trata por causa del arreglo</p>
<p></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">f744432c72fd7065f028f5f9521c4e69</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11139</link>
				<pubDate>Wed, 22 Apr 2020 00:09:34 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11139"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Si jaja, pero dejando ese error, es el otro que sale</p>
<p>error-variable-sized-object-may-not-be-initialized</p>
<p>este error solo me sale en el dev c++, en el compilador online si sale bien</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">25ef7a2d4b91c9394bf39ff4e1af9ccf</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11134</link>
				<pubDate>Tue, 21 Apr 2020 23:43:20 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11134"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>sale con error variable-sized object &#8216;tab&#8217;  may not be initialized</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">cef262ea6c2eb5184cc0919180f1535b</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11133</link>
				<pubDate>Tue, 21 Apr 2020 23:40:51 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11133"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>lo mismo sale</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">0d42732aaefa86686a76a449b4a79646</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11131</link>
				<pubDate>Tue, 21 Apr 2020 23:32:38 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11131"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Me imagino que ya es problema del compilador, aunque sigo sin entender porque no sale, y en el del profesor si.</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">f72e5c3cd96962a8a0331b05916703cf</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11130</link>
				<pubDate>Tue, 21 Apr 2020 23:30:40 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11130"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Respecto a lo que dices en principio si, es que como segui en la leccion del video, el profesor coloco asi con los corchetes y dentro no coloco nada, para dar a entender que todo estara inicializado en cero, pero a el si le salio en el compilador DEV c++, y por otro lado lo ultimo que dijiste, si jaja, no me fije en esa parte, pero ya lo probe&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-14981"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11130" rel="nofollow">Lee mas</a></span></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">a47238e1ea23ba88457be2bc49f77fbc</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11117</link>
				<pubDate>Tue, 21 Apr 2020 23:21:36 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11117"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Esos son los errores que salen</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">d4689b87d0b5e78012631d752cf2287c</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11111</link>
				<pubDate>Tue, 21 Apr 2020 23:18:30 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/#post-11111"><span class="bb-reply-lable">Reply to</span> Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p><a target='_blank' href="https://onlinegdb.com/rJDBk-aO8" rel="nofollow">https://onlinegdb.com/rJDBk-aO8</a> ahi esta amigo</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">07823e727f6f0dfec59db3dd7d572436</guid>
				<title>Víctor José Galarza Macías inició la discusión Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/</link>
				<pubDate>Tue, 21 Apr 2020 23:11:59 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-con-respecto-al-ejemplo-3-arreglo-con-variable-constante-y-calculos/">Duda con respecto al Ejemplo 3.- Arreglo con variable constante y cálculos.</a></p> <div class="bb-content-inr-wrap"><p>Hice los mismos pasos pero cuando corro el programa me sale esto</p>
<p class=""><img src="image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAIQAzkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD46rW0/SbOXSZL+9vJ7dFnECrBbrKSSpbJy646Vk1v+FdRl02QSrrx0uFZVeS3XzSZQOfuqpVvTDED8K7EcEr9DBfaHYISyZ4LDBI+lJVrVbmG81O7nt4fs9vLKzxxAAbFJJA49BVWpWxQVnS/6x/qa0azpf8AWP8AU0mNDaKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDTq5p+kXWqeaYETy4gC8ssqxRrnoCzEAE9hnnBqnXY+H4ft3heO3t9KGsTLflprfe42KUUK5CEEdGG4nA5yORWiVzOTsce6mN2U4JU4O0gj8x1pKu61b21prF5DZy+daRyssUmQcqDxyOv171SqVsUFV7fT7jUJbn7PH5nko00nzAbUB5PJ9x+dWK7f4UzW0cWv+bP5cjRxptOlQXfDzxoOZGB5LY24x35IAralT9rPkKj8SucZbeEtWu/EQ0KK036qXKfZ/MQfMBkjcTt6D1rJZSrFTwQcGvYbSSfxP8AGicWenR6xpv23ybwyaLAVjj8xs7sKw9f3hIYgc4rltNtJ/C2i+JpbzSIY9St5rZYl1OyDtCHMmSEkGORjqCOhxwCF7NOKl01/A6JUrNpdGcNWnoHhy+8TXgtNPWCS5ONsc1zFCXJOAF3sNx9hk16BJo8T654gm0rSbW71hbO0ntNPW3WRAZI0aZ44CCrkbuFwQA2QOOM7wDo+uX3xS02W40e4intbyF7uOGw8hbdeMFkRQEGBnoM9atUffjB9f8AOxDhbU8+ZSrFTwQcGkruNN8H6hdaV4lsDo8763FLbyx2zW5+0rGWYMyqRu28pkj1Ga6C88ONa3muDR9Ktb3WrWLT1S1W3juVSNoAZpViIZG+bbl8EDcTnnNRGjJx5mU6buzzLVNKutFvGtbyLybhVVym4NwyhlOQSOQQaqV7bf6Xb6h4p8SzmL7VrEUNiIYbPTYdRbYYV8x44GYIwzsGRnaDwOcjmGj8OReNtQE9hNpdz5cZs7TV7b7PbLclQWM8YYlEJ5VclRkbvlBq5UOV79/1+/b7wdK3X+vP+tjh9E0S98R6pBp2nQ/aLyckRx71XdgEnliB0B71SZSrFTwQcGvRvAmn67qXxMEWoaUNTZrpE1PzrCO5SNCeuSrKi46MuBjocVB4f8N6jYWOvC30T7R4lgmhCWF3YiaWO3bcXkWB1O7nyxnacBu2c1KpXin6/pt/XfsJU73PP6mt7Oe8Z1t4JJ2RGkYRoWKqBkscdAB1NenQafbR+LdRhttAmu7prGHz/wCy9OS/SwuiFMv7hv3ZBYMuMjaSQOmKTwvJeaH488RaPE2nX1zLa3SReXp8H72XyiVRUKfKexjHGQRg0/Y62b77eV/zsNU9Vful955ZRXf6e1zp9r4qvNZ0O1TVbe3tzFBdackCws0qgOIgqr0PQjDdwRkG/wCE/wCzvE41nULfTBDqyR2ypaWOmxX5PBE0qWzFEwWC5wDs3cDnIUaPNaz/AK1/y/rW08mtjzGivVrPw7Ff+JNeutN0u6svskcG+wl0NLm6Ejgb2S0d9ioSCeSdoZQOtdHY+HtItfEuoQHSLGaObUrGBllt0IVZbV3kCAFgmWH8JIX+E8A1aw7avf8Aq9i1Rbdv62b/AEPBqK9SuobiPxLazWFrptrYXOjW8+qRzxiOz8tsbi6rjHzbcbPm3Y2815/4iGlDWrv+xGuG0vf+4+1ACTGOhwemc474xmsZw5Pva+52+7/gkShyq/8AWqv/AMP8jNooorIyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANOiiuj8GXt+t8Io9QvLTTYA11dLbzug2KMtwD1PC/UitFruZt2RzlFWtV1GTVtSur2b/AFk8jSH2yelVakoKzpf9Y/1NaNSW+lRXGhatfszia1mhRFBG0hy+c8f7Ip2uF7bmRRXZReFdJi1y9tLi5fEVrDNBBJdx2xnd0RmHnOpRcbiQCOcYzU3gu1XSfiRBZSQX2nXX2jyYStxE0luWyMsWiZZOD2ABzkVoqL5kn1M3VXK5LornD0V0OiaXps2k6tqOpC7lFpJEiQ2sixmQvvzlmVsfdBzg+mOcjbh8B20mo619nttS1aCzS3khs7QgXDLMoYEtsYYUHBwvOQeBmlGlKVrdf6/QqVSMW0+n/A/zRwdFbPjDT7HSfEN3ZacZmtoCE3TSrI27HzZKqBweMex5qbQdM0ybRdU1HUhdyC0eFEhtZFTeX35BZlbH3Qc4PpjnIhRu2iuZcvMYFFdm3g21j1zUY0iubrTreOGVWku4LTaJVDKHmkG3POMBfmwTxitiz+Gukvql5az3V4U+1w20DQvGdolhaUFiAQ23GPlwG7YzxqqE3/XnYzdaCPNKK9Cb4f6cPOvUaaSwFtayxwT30Fq5aZWODLINuAFPAXJyPQms+PwrosevajaPqUd1DFCktrGl9DD5rNtJQzkNGGQE57MRxij2M07P+v6sHtYv+v67nG0V1sPh3TrOPXp9VtdQt/7PmiiSzjnj3nfv4aQpj+EHcFwfTnIsN4LtY9XutkN1caalvBcp5l5BaFBKgZVkmkG0MMkYC5bBPGKlUpNJ/wBdf8mP2kbtf10/zRxVFdnfeD9O0fUNbkuZbmfTtPWEpFC6CSQzKCimQBlAAzlgCDjgDPEOgeG7DW4dT1ERSx2Fs8UUdrNqMEDszhus0iheNp4C5OR6E0eyle3UPaRtfoclRWr4n0u20fWprazu0vLYBXSRJEkxuUHaWQlSVzgkcEiun+EvhTw54qvtWj1+/EU1vaiWx086pBpf26TeoZPtc6PFFtQs2GHzYwCDWfK7tdjS6aT7/qcHRXvPwx8K+GNH8dePtF8UeDtV+06fo2ozRWd1qdu7WypblvvG1KvJ0ZJ0AUZDBWGK5HR/DXg+/wBD8ReL59P1yPw5ps9pYwaPHqcTXck8yyNue6+zbFQCFz/qSSSoyPvVF9u1k/vbX5l239WvuSf5M80or2v4zN4Xb9oe7bxImrxeGTZWJkTS3ie8Vf7Nh8sKzgITu2biQMjOAOK8VbG47c4zxmi+tiVqriUUUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA06sQahPbWtzbxvsiuAolG0ZYA5AzjOM84HXA9Kr11nhLRbfUtPMgsob24+1LE4unkRFjI/gKMu585+Xk4Awp5rRK5nJ23OToqzqccMOpXUdt5n2dZWWPzRh9oJxkeuKrVK1Vygo03xBfaHJdLaSRiOfAljmhSZGwcglXUjIPQ4yKKzpf8AWP8AU0+Zxd0wspaM1m8WalJqE99O9veXc4VZJLyzhnztAA4dCAcAcjk96dZ+MdVsNVm1OOaF7+Vw5nmtYpWVh0K71OzH+zjoPQVi0Ue0mtmHJF6NGhda9eXcd1GzQxxXTI0scFvHEjFM7SFRQB1PTGc810Gh+MYFtdRTVJZBdXLQbbgWEN2m2NSoUxSFVzgjDdeD6muPopxqSi7ilCMlY1vFGpWWras09hai1g8tEOI1i8xlUAyFF+VCxGdq8CqMWoXENjcWiSbbe4ZHkTaPmK52nPUY3Hp61XoqLu7fcqytY2oPGWrW8ly4nil+0LGkqT20UqMIxhPkZSuQO+M1J/wnWuNdvdG/LXDTJcNI0SEmREKK33eykj3zk81g0VftJ92TyR7GzD4w1aFs/aI5U8hLcxTW8csbRp9wFGUqSOxIz71FD4iu7e8nuVisDJNjcr6fbsgx/dQoVX/gIGay6KXPLe4+WPY6ax8a3FvZay0+y61G/lhk8y4topo8JvzlXBA+8MYHAGOKpW/jDVree9l+0JO14VadbmCOZHK/dO11IGM8YHA4FY1FP2k9NdhckddNza/4TLWP7Sur57sTXF0ix3HnQpIkqgAAMjKVbGB1HUZ61Hb+KNQtLm6mia3UXIAmg+yQmB8dP3RTZkdjt9fU1k0UueXcfLHsT3l5Jf3TzyrErv1EMKRJ0xwqAKPwFanhfxhf+EZp5bGDS52mUKw1TSbTUFABz8ouInCn3XBNYlFSUdRa/E3xNZ+NJvFkeqM2vTbxLcSwxyJIroUaNomUxmModvlldu3AxgAVc0/4weJtJ1DUruzl0y3GorGt1Zx6LZCzk8s5jb7N5Pkh1OSHCBgSeeTni6KQz1b4b/GifRfjBD8RvFWo6lqet2SeZH9nhiZr6RYfJWOaRmHloUADSBXY88ZO4eYX92b++ubkxxwmaRpPLiGETJJwo7AZqCio5Fzc3W1h3dmu4UUUVZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGnW1pmvWtvp0dlfWUl1FDcfaYjDceS24gAhvlbIO1emCOeaxa2NO0O3msYbq+vHs4riYwQ+XB5uSANzN8y4Ubl6ZPXjitFfoZyt1KOqahJq2pXN7MFWW4kaRgnQEnOBVWrF9Yy6bqE9nOAJoZDG+05GQcHFfoL/AMOkx/0VU/8AhPf/AHVXPKqovlSuejRwntaftZTUU21rfVq19k+6PzyrOl/1j/U12fxH8I/8K/8AiF4n8L/a/t/9iapdab9q8vy/O8mVo9+3J2525xk4z1NYvhnw3J4m1r7MBcpbgkzXFtaSXJiHOCUTnk4H41rD96k49TmxFN4WpOnUesW0/k7GJRVyx0e/1WRksbK5vWU7StvCznJBIGAPQH8jWlo3gfW9cmvYrbT7jzLNHaZWhf5WUZ8vhT857KapQlLZGMpRjuzBoqxfafdaXdNbXttNaXC4LQzxlHGRkZBGav6L4R13xJDPNpGiajqsVuCZpLK0kmWMBSxLFQcYVWPPYE9qgrfYyKK6K3+HHi268QHQYfC+tTa4sQnOmR6fM1yIyAQ/lBd23BBzjGCK2fhv8JdU8c+PD4dvLTWdMS1d01Oe00S4v5tP25H7y3iG/wC+AuOME+1AdLnCUVs6H4N17xVdS2+g6LqWtyxuIymn2ckzBiGIBCgkEhGOP9k+hrT8JfDnUvEXjZvDt6smhy2vmy6lJfQsrWEMKl53eM4bKKrfLwScDqaTaSu/UbTTscnRXceDvDPhzxv4/uNBgu73SrTUWe30S4vGRyk5YeQtztUAq/3CVA2lw3IUg1/h34Hj8TfEaz8O6w1xYwpJMb1YQPOVYY3kkRc8ByI2UE5AJyQcYqPaJb6aX+Q+V9PT+v67nH0Vc1eWwm1Kd9Ltrmz09mzDBeXC3EqLjo0iogY+4RfpVOrWwgooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANOuh8Nap9hhIm1OG2tElEpt2tvOlJA+9FlCqMem7cp4HoKy9P0W91SK4ltbdpYrdDJJJwFUAEnk98AnHXg0/TNAvtYQvbRKUDiPdJKkYZz0UFiMt7DmtFdPQylZrUj1fUm1bV7u+ddhuJml25ztyc4r9CtR/bX/Zc1jULq/v/AIOTXt9dStPcXVx4X0uSWaRiWZ3YzZZiSSSeSTX51yRvDI0cisjqSrKwwQR1BpP4T9a4K9GMrS9F07+a8z6XK8dUop0EtLTlvJO6jf7Mlp7qOp+LHiq08dfFPxj4l0+OaKw1jWbzUbeO4ULKscs7yKHAJAYBhnBIz3NZPgOaysPFlnqF/qMFhBZ3CysJUlZpACchQiNz9cday6zpf9Y/1NdlL9zy21t+h4eKqPF1KlSejm23bzd9L3/U6Nb630nQde0+HUo7l7qW3KNbCVUlRd5YfMqngleCOvTNai+JNPuPF19PLd7LW80z7GbpkchJDbqmWGNxG4YOAfXmuGorVVGtP66/5nO6abb/AK6f5Fi+to7O6aKK7hvUGMTQBwh47b1VvzFe5fs6/FXQfh9pMUGq6vJprnxRp+oSKkUrZtooLoOx2Kc7XeL5eucEDjI8Fq7o+j3mv6lDYWEPn3cxISPcFzgEnkkDoDWesrxXW34NP9C9I+8+l/xTX6n0DJ43+H/iqMvq2r2VzqEfh3SbKKPXv7TXTpJ4y/2gTCzAmeRcrsP3PmfknFNt/G3g3VP2orHxu3iyx0zw5pc2mziS6tL4vcLFBEkixosczAqUI/ePzx87da+dCCpIPWpLe1mui4ghkmKIZGEaltqjkscdAPWpt73MvN/fqVL3k4vsl+S/Q9Kj17TfCXgb4g+H7LxNBqU+rz6eYZtMS5SG6iRpXkU+bFG2FLJkOoBI4zjNdho3ijTPHXxg8Q2trqEcreJvC8eiWl7dbkX7aLG3UKxcA5aWFo89ywPI6+AUVEoqUXF9Vb8LDcm5qfVO/wA73/Q7P4aeE77U/iZpemzRtYPY3fn6hJcqVFlDA2+eSQHG0IqMSDzkY6mu4+H3idfGHxx8TJa28Q0/xNLqco2wKt0gaK4eMQzAebESSAyowDg7XDKdteSXHiDVbu51C5n1K8muNRG29mkndnuQWVyJCTlxuVW+bPKg9RVaxvrnS723vLO4ltLu3kWWG4gcpJG6nKsrDkEEAgjpis5U3UVpdmvv3f4Kw1Llu13X4bfmyCiuo0XQPFnxe8VSJaR33iPXLpg81xcTb3YkhQ0s0jYGSVUFmGSVHUgVS8O+C9X8VXF5Fp9vEVs033NxdXMVtBAu4KC80rKi5YgDLcngZqJYqjT5lUmk42vqtL7X7X6X3GqcpaxTaZiUVoa/oGoeF9YutK1W1azv7V9ksLkHBxkEEEgggghgSCCCCQaz66IyjUipwd09mTKLi3GSs0FFFFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB33gWx1G9kuzDb3U9qtpdKPLRmQSNCRjjjcflHqeKvaRp8kvh23ii0+W81OyvZA1qy4WFmC4klHXA2Ec4GRyccHhqK1vrf+tzLlNbxbdxX3ibU54XEsTzsRIuMNz1HsetZX8J+tJS/wn61zVNIr1X5o9PAfxZf4Z/+kSErOl/1j/U1o1csfC/9o2y3H2ny95b5fLzjDEdc+1Z4jE0sLFTrOy2/qx1ZTk+Ozuu8Nl9PnmlzNXS0TSv7zS3aMCiun/4Qv/p8/wDIX/2VH/CF/wDT5/5C/wDsq8/+18F/z8/B/wCR9Z/xD7ib/oF/8np//JnMV2HwtsbrUPFVpFHpq6jYtKi3fmWS3CIhPUllOzvyMVW/4Qv/AKfP/IX/ANlR/wAIX/0+f+Qv/sq0p5zgYSUnP8H/AJET8O+Jpxcfqu/9+n/8mWtNtpvDei+IJbvS4k1GCa2WNdRtAzRB/MyQjjHIA6gjocZAI6HS7prLxprFlYWlmjXmmNLFbi0ifdM1sr7EDKeCSfkHB6YrlP8AhC/+nz/yF/8AZUf8IX/0+f8AkL/7KtI57go6c/4Pz8vP8CJeHPEsm28Lv/fp+X9/y/EyNdW/TUpBqVp9hu8DdB9lW228cfu1VQOPbmvQfhnfwaB8MfHetrpGk6jqlpcadFaT6rYRXgt/MM4dlSQFCSABhgw6HGQpHK/8IX/0+f8AkL/7Kj/hC/8Ap8/8hf8A2VYPOMFr+8/B/wCRsvD3iX/oF/8AJ6f/AMmeoeJLn4feHfib4g/4SPQLZba7tNNu7e1s9Lmmhhkls45ZtiQ6haCNS8mQvzgdAFA58r+IF94e1DxJLN4YtPsWkmNAkX2WS3w2PmOyS6uW6/8ATU/QdKk/4Qv/AKfP/IX/ANlR/wAIX/0+f+Qv/sqy/tTA83Mqnys7fkNeH/EyVnhb/wDb9P8A+TOs/Zt0vXdV+K/hldMtNRvNNt9Xs7q/FpFI8MQWQ7ZJdowAAz4ZumW966TwJ4Tmj8L+O/D+reGtWvvENvfWOqR+GUheC6vYl85PmGPM8pTOjsEG4joVzvXgvDvwj1nxdqQ0/QrW+1q/Klxa6dYvPKVHU7UycD1xVO/+Hd1pV9cWV7JNZ3lvI0M1vcW5SSJ1OGVlJyrAggg8givExksPiak6qr8qkoW9yV7wlzbpq9720s1pZ3R00OCeIab9n9UvJa29pT2aa25vP0uegTReINZ/aMs7bS9A0LxX4k+yW1qdEvo4msDOmnIksJUuqfuirgDdw0Y6nivFrqGS2uZYZozDNG5R42GCrA4Ix7GvXfg34W8T6b4re98HaE/ifxDawNNatDps95LYNkKLlI43wWUsMGRWUEjjOK4zUfA93HqF0l9dTJfLKwnW4hIkEmTuDAnIbOc55zXqYbHYPC0qdLn0jFRvyyV7aaabf1c5nwHxFUnOKw3vXvb2lO6T7+993zOQorp/+EL/AOnz/wAhf/ZV9GfC/wDYRtviF8LrHxrefEOLQLSeOeWZJ9KDx26RSyIzNIbhRjEZYkgYz7ZrtjmuDk7Kf4P/ACPIzPhPOcnoqvjqHJFvlT5oPVpu2km9kz5Mor6d8N/sneA/FHjXX/DVr8ZrWK40mWxhS9n0yAWuoyXcRkiS1cXpMrYUgjAOeBmsv9oX9kX/AIUP/YH/ABVn9uf2r9o/5h32fyvK8v8A6avuz5ntjHfNb1cdh6H8SVvk+uvbzR42X5Xi80xEcLg4c05XsrpXsm3q2lsn1Pnaiun/AOEL/wCnz/yF/wDZUf8ACF/9Pn/kL/7Kub+18F/z8/B/5H1//EPuJv8AoF/8np//ACZzFFdP/wAIX/0+f+Qv/sqP+EL/AOnz/wAhf/ZUf2vgv+fn4P8AyD/iH3E3/QL/AOT0/wD5M5iiun/4Qv8A6fP/ACF/9lR/whf/AE+f+Qv/ALKj+18F/wA/Pwf+Qf8AEPuJv+gX/wAnp/8AyZzFFdP/AMIX/wBPn/kL/wCyo/4Qv/p8/wDIX/2VH9r4L/n5+D/yD/iH3E3/AEC/+T0//kzmKK6f/hC/+nz/AMhf/ZUf8IX/ANPn/kL/AOyo/tfBf8/Pwf8AkH/EPuJv+gX/AMnp/wDyZzFFdP8A8IX/ANPn/kL/AOyo/wCEL/6fP/IX/wBlR/a+C/5+fg/8g/4h9xN/0C/+T0//AJM5iiun/wCEL/6fP/IX/wBlR/whf/T5/wCQv/sqP7XwX/Pz8H/kH/EPuJv+gX/yen/8mcxRXT/8IX/0+f8AkL/7Kj/hC/8Ap8/8hf8A2VH9r4L/AJ+fg/8AIP8AiH3E3/QL/wCT0/8A5M5iiun/AOEL/wCnz/yF/wDZUf8ACF/9Pn/kL/7Kj+18F/z8/B/5B/xD7ib/AKBf/J6f/wAmcxRXT/8ACF/9Pn/kL/7Kj/hC/wDp8/8AIX/2VH9r4L/n5+D/AMg/4h9xN/0C/wDk9P8A+TOYorp/+EL/AOnz/wAhf/ZUf8IX/wBPn/kL/wCyo/tfBf8APz8H/kH/ABD7ib/oF/8AJ6f/AMmcxRXT/wDCF/8AT5/5C/8AsqP+EL/6fP8AyF/9lR/a+C/5+fg/8g/4h9xN/wBAv/k9P/5M5iiun/4Qv/p8/wDIX/2VH/CF/wDT5/5C/wDsqP7XwX/Pz8H/AJB/xD7ib/oF/wDJ6f8A8mcxRXT/APCF/wDT5/5C/wDsqP8AhC/+nz/yF/8AZUf2vgv+fn4P/IP+IfcTf9Av/k9P/wCTOYorp/8AhC/+nz/yF/8AZUf8IX/0+f8AkL/7Kj+18F/z8/B/5B/xD7ib/oF/8np//JnMUV0//CF/9Pn/AJC/+yo/4Qv/AKfP/IX/ANlR/a+C/wCfn4P/ACD/AIh9xN/0C/8Ak9P/AOTOYorp/wDhC/8Ap8/8hf8A2VH/AAhf/T5/5C/+yo/tfBf8/Pwf+Qf8Q+4m/wCgX/yen/8AJnMUV0//AAhf/T5/5C/+yo/4Qv8A6fP/ACF/9lR/a+C/5+fg/wDIP+IfcTf9Av8A5PT/APkzmKK6f/hC/wDp8/8AIX/2VH/CF/8AT5/5C/8AsqP7XwX/AD8/B/5B/wAQ+4m/6Bf/ACen/wDJnMUV0/8Awhf/AE+f+Qv/ALKj/hC/+nz/AMhf/ZUf2vgv+fn4P/IP+IfcTf8AQL/5PT/+TOYorp/+EL/6fP8AyF/9lR/whf8A0+f+Qv8A7Kj+18F/z8/B/wCQf8Q+4m/6Bf8Ayen/APJnMUV0/wDwhf8A0+f+Qv8A7Kj/AIQv/p8/8hf/AGVH9r4L/n5+D/yD/iH3E3/QL/5PT/8AkzmKK6f/AIQv/p8/8hf/AGVH/CF/9Pn/AJC/+yo/tfBf8/Pwf+Qf8Q+4m/6Bf/J6f/yZzFFdP/whf/T5/wCQv/sqP+EL/wCnz/yF/wDZUf2vgv8An5+D/wAg/wCIfcTf9Av/AJPT/wDkzmKK6f8A4Qv/AKfP/IX/ANlR/wAIX/0+f+Qv/sqP7XwX/Pz8H/kH/EPuJv8AoF/8np//ACZzFFdP/wAIX/0+f+Qv/sqP+EL/AOnz/wAhf/ZUf2vgv+fn4P8AyD/iH3E3/QL/AOT0/wD5M5iiun/4Qv8A6fP/ACF/9lR/whf/AE+f+Qv/ALKj+18F/wA/Pwf+Qf8AEPuJv+gX/wAnp/8AyZzFFdP/AMIX/wBPn/kL/wCyo/4Qv/p8/wDIX/2VH9r4L/n5+D/yD/iH3E3/AEC/+T0//kzmKK6f/hC/+nz/AMhf/ZUf8IX/ANPn/kL/AOyo/tfBf8/Pwf8AkH/EPuJv+gX/AMnp/wDyZzFFdP8A8IX/ANPn/kL/AOyo/wCEL/6fP/IX/wBlR/a+C/5+fg/8g/4h9xN/0C/+T0//AJM5iiun/wCEL/6fP/IX/wBlR/whf/T5/wCQv/sqP7XwX/Pz8H/kH/EPuJv+gX/yen/8mcxRXT/8IX/0+f8AkL/7Kj/hC/8Ap8/8hf8A2VH9r4L/AJ+fg/8AIP8AiH3E3/QL/wCT0/8A5M5iiun/AOEL/wCnz/yF/wDZUf8ACF/9Pn/kL/7Kj+18F/z8/B/5B/xD7ib/AKBf/J6f/wAmcxRXT/8ACF/9Pn/kL/7Kj/hC/wDp8/8AIX/2VH9r4L/n5+D/AMg/4h9xN/0C/wDk9P8A+TOYorp/+EL/AOnz/wAhf/ZUf8IX/wBPn/kL/wCyo/tfBf8APz8H/kH/ABD7ib/oF/8AJ6f/AMmcxRXT/wDCF/8AT5/5C/8AsqP+EL/6fP8AyF/9lR/a+C/5+fg/8g/4h9xN/wBAv/k9P/5M5iiun/4Qv/p8/wDIX/2VH/CF/wDT5/5C/wDsqP7XwX/Pz8H/AJB/xD7ib/oF/wDJ6f8A8mcxRXT/APCF/wDT5/5C/wDsqP8AhC/+nz/yF/8AZUf2vgv+fn4P/IP+IfcTf9Av/k9P/wCTOYorp/8AhC/+nz/yF/8AZUf8IX/0+f8AkL/7Kj+18F/z8/B/5B/xD7ib/oF/8np//JnMUV0//CF/9Pn/AJC/+yo/4Qv/AKfP/IX/ANlR/a+C/wCfn4P/ACD/AIh9xN/0C/8Ak9P/AOTJtF1qbS9J14wRQ7o9Kvpy7JlnK27FVJ67cjOBjOec4GPVvGHwF8PfD34Sa/400jxNqUviK08MWWpPosl6jzQtcYWWS5TzPLa3cYKpGvmL9qhLLFtDN5BpfiC80VXW0MC7wQzSWsUjEEYIyyk4I7dKy7eMWt8tyhZtj70tpWMlqp7AQMTEAvG0BcLgbQMDHPnGX43H1cPPCYl0lB3kkvjV07PXaya+fa6fi5DmmBy2liYYzDqq6iXLdRdrXuveT5eb+aPvKyt1TfS/wn606eZriZ5XChnOSI0CL+CgAD6Cm/wn617tX4V6r80eHgP4sv8ADP8A9IkJXU+H/wDkEw/V/wD0M1y1beka5ZWenxwzTbJFLZXYx6sT2FeJndKpVw8Y04tvm6K/Rn6V4Z43C4DOKtXF1Y04um1eTUVfmhpdta6M36KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8K+J+p4n/n1L7mf0t/rJkn/AEG0v/BkP8zTr1z9le6tofjZ4bhMmqWepXVyLay1DTLiCNrVnVkZ2Sa3mWQbWI24XrnNeIf8JLpv/Pz/AOQ2/wAK6fwH8bLr4a6kdQ0C8sbe/wByulzdaRb3ckLLnDRtNE5jPJ5TBPGegrehhcRTqKUqcrL+6zzczzvKMZgq2Hp42jzTi0r1Ypa97N6d1Z32ejOu8B+F/DF54L8VeJPEqavdLpFzZwQWelXEUBnM4nyGkeOTZjygdwVuhXb825fSvCfgfwL4X8f/ABB0W+0fU/EFpa+G7jUrGWe8gjeKF7NJwpU28g89fMAEykAEZ2c4rwLVPjHPq1tqttLeWdva6pJBNd21hpcNpE7whhGQkUSqmA752gZJycmp7T46apY+Lf8AhJotaH9sm3Fo8z2aPHJCIRB5bxNGY3UxgKVZSD3yea2hQqxVvYy2t8PdNX/L7jy8VmmBxLqt5jSSktF7ZJJ+5bVWtqp3e/vK6eyh16bSrjVJZNFsrzT9OIXy7e/u0upl4GcyLFEDk5I+QYHHPWvTv2fbTwnfP4xTxFoN1rE9v4ev7qJ47yGJI1SLJ2q9vJiXP3ZAfl/utXj2vfEK28R6pLf3clnFPIFDJYadHZwjAAGIoY0RenOFGTyeaseFPinJ4J1lNU0bUha3ixyQkvbCaN43Uo6PG6MjqykgqwIOelY0sNiITbdKVndfD3XY9LGZ1lGIwboRx1JSsv8Al8t1/evzfPfrY9J8E+CtD8bapreoWeg6sPDthHCPJu/EljYiJ3OB5t/cQpECSrFYxFuYZ5+Qk9/qHgzwz8N9B+K+i6lJqmp6Haajos1vHZTwLcS+bDcSRxtOA8Y2iTBlVHDbOFAbK+K6f+0Rqmk3OrSWt3pEcOq+T9ssf+Ees2s5DFny2FsYDErLub5lQH5jzyan/wCGl/EEmp61qF1rFnqlzrJt2vzqujW16k7QoUiYpNCyhlUkbgATk5JNdEcPUjG3spX1+z/X47HjYjNcNXqNfX6Cp+7Ze31vGVN6vXtNKS1d1fXb07T/AAdY+CPG3jey0uS5k0y58ES6jai9Km4jjuLSKZY5doALr5m0kAZxnAziuI8AeF/DF54I8UeJfEqatcrpNzZQQWWlXEUBnM4nyGkkjk2AeUDuCt0K4+bctDwP8atE/wCEs8San4x1fUp/7d0u6sJ72zsxcTI8qgKwjZ41KgDG0MAAABwK5OT4iWmm2GsaJpmrTS6DfXMcrC4sxHJP5RcQuwG/Y2JGyquRlsZbANRPDV+ZSjRdrNJWbt70mvuTXqb0s6y606M8wp8/7u8vaRV0rc9nfdpNdHr03PUT4SsfA/7Rvh/SdLmuJ9OTVtMuLZrvb5wjm8mZVcrgFlEgUkAAkZwM4q4Ph7pHjr4leP8A+1fEH9hfZdXn8v8Aeacvm7ppc/8AH3fWvTaPub+vO3jPDeD/AItaBefErTfE/jXXNRH2GS1nEmmaWk8kxtzGscRQyQqq7I8bwScgfKck1zXjLx7o/iLxfrmq200iW99fT3UayxkOFeRmAYDIzg9iacsLVUY/uZNXlpZ7Plt+THHPMvlUUP7RpRmqcU588Gua93a7Sd/wub3j7wzZeEfE0+m6fqX9rWsaIy3W61bcSoJGba4uI+OnEhPqAeK+tvAc5m/ZB8IaXLayix1C88q41JgrW1oo1XOJlBMhEn3BsRhk/OUXLD4T/wCEl03/AJ+f/Ibf4V9ZeA/2hvhpD+y/Y+C77xhDpPiSHzJliuNOvJIllW9a4iV2jib5WwgJXJAY8EjFPCYWvCupypySv2e1/wBD47xAzXAYzJaVChioVZqavyyi38E1eybsrv01Ow1Cxg1D4nftdwXF1BZRHTdCb7Tcq7RxFdPkYOQis3BAPyqTxwCab+1nqmiaxcfC678caZr2j6TJHqn2mzsmtmvkYJAIyp3tHguEJyc7SeA3A81m+OPhHUvFXxb1K48Y+G7WD4hR6VayLGuqzNp8VvbtDO4B09RKx3ZRSUB7kdD3/wATv2w/hfH8QPAfizQfEN/rFx4aj1B0s7PTZI1nkljiRIpZJlTZGwD5ZFkOARgEgj28Zh6lRqPK7Witm7WhFP11/LQ/IeF8bTweaU685JWVTeSjq4SUVzPSN3pd7XufH1JVG68WabdXU03mpF5jl/LjiYKuTnAGOAKi/wCEl03/AJ+f/Ibf4V8qsHira0pfcz+tP9ZMl/6DaX/gyH+Zp0Vmf8JLpv8Az8/+Q2/wo/4SXTf+fn/yG3+FP6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zNOisz/hJdN/5+f/ACG3+FH/AAkum/8APz/5Db/Cj6nif+fUvuYf6yZJ/wBBtL/wZD/M06KzP+El03/n5/8AIbf4Uf8ACS6b/wA/P/kNv8KPqeJ/59S+5h/rJkn/AEG0v/BkP8zTorM/4SXTf+fn/wAht/hR/wAJLpv/AD8/+Q2/wo+p4n/n1L7mH+smSf8AQbS/8GQ/zK/hez06+W8juYZJ7kW08iHftSPZGWU8cs2R34AHfPEfhZLa81C2sZNLXUJbmdULNI4KJ32hSMHqctkcdOuW+HdYstGaeSeynuppIpIcx3KxqEdSp4Mbc8nnP4VPpPiDT9Ltb6FbC6D3J2i4jvFWVYv+eeTERz3IAz06Zz+s6Xv5H8Fu9mjH1KGK21C5ht5POgjlZY5P7ygkA/lUH8J+tPuGiaZzAjxwk/Ksjh2A9yAM/kKZ/CfrXNU+Beq/NHq4H+NL/DP/ANIkJWdL/rH+prRrOl/1j/U1qzz0NooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOq0Pw+mrw3MjXscDRxSyJFje7lE3nj+FccZPc8A4OGaDptnq13FaTXVxb3E0ixRCO3Eikk4yx3gjn0Bq54ReztZrqe71GC03201usciSsxLxlQflQjGT6546Umgy/2XdSSR+II7KJZAJFiExNwgOeFCYYHnhyPfFa6XRi27Oxhzwm3mkiYqxRipKnIODjim/wn61Y1K4hutRupreIQQSSs8cQGNikkgfgKr/wn61zVPgV+6/NHq4H+NL/DU/8ASJCVnS/6x/qa0azpf9Y/1Nas89DaKKKQwoorb0OFdPt5NZnXKwNstkYZEk2Mj6hfvH/gI70wKesaWNInjt3l33QQNPGFwImPOzOeSBjPoeO1aKeFo0vJbe5vGia2tTc3eyEOYjxhB8w3NyoPIwTjtTNHBtY59du8yGN8W4kGfOuDzk56hfvH3wO9Gka62mafq08d3LFqlyY0SRGYPtLFnbcOhyFHXnJo9f67C9CO30eyumnnivZ1063QNNcTWwV9xJCoqByGJ92HQ+lWf+EXt1maR76Qad9jF6twsALlSwTaU34Dbsj72OKLXUotY0e6tNQ1LyLqS6juDcXQkk8wBWXBKhjkZ4zx15rQbxdaWttdC1RZVUW9rBDdQq++FNzOzAgqCzYPqM8dM09P6/ruLX+v67HPa7pI0e8jiSbz4pYUnjdk2NtYZAZcnB/E1VtbC5vmK21vNcMCAREhYjJwOnqeKt+JLqO+169uIbhrmGSQtHI+c7T0HPoOPwrX8Op9n8L6pKb+LTvtc0dr5sokOVAZnUbFY8/L+GaS11GzBGkXzXxshZXBvP8An38pvM6Z+7jPTmnSaHqMNwYJNPuknVQxjaFgwBOAcY6EkD610lxrWn6la6hbC9ayBW2gSaWJmaaGJSGHyg4JYK2CQOACeKL7xJaW51g6dcNiS3gsbUlWDeUoG89OPu/+PHFGganNf2PqH277F9huftmM/Z/JbzOmfu4z05qK90+602bybu2mtZcbvLmjKNj1wa3tP1eK90S6tLzUBZzEQxLI0RbdbpuJjG0dclTzgHAyao+Kr62vtXY2Ts9lFFHDCXBB2qgHT65/OhgiHRtGfWTdiNmDQQmUKqbi7blVUA9SWAqH+x7/AO3fYvsNx9t/59/KbzOmfu4z05q/perDTPD+pxQzmO8vGjhKqCD5Q3F+fc7Rj0zWzd6vpt9b39qmoLaqUtYVnMLnzYY0wyjAzktg4OAcDJphr/X9epzEmj6hDepZyWNyl24ytu0LCRvouMnoaVtF1Fb5bI2F0LxhuFuYW8wjrnbjNdNdaxpt1Nq1ta332OKS3gtra5mR8GJAA6HapYFiAemDg+tVPD99YafZ6rZSz2byTsirNcLceTJGCSVHlgOMnaeRg457UrBdmF/ZN99okt/sdx9ojxvi8pty5IAyMZGSR+YqK7s7jT52huoJLaZescyFGGfY10f/AAkpgh1l1uIftU0UVnb/AGZXCLCDzt3DIGFUfNzzXO3V9PfeT5z7/JjEMfAGFGcDj60hiWlncX86wW0ElzM3SOFCzHHPAFXdO0Ga61ZrG5Eli8aPJL5sZ3RqqFiSpx2H61o+F9SsrTTdStrg20c1wYwGvBN5bRgksuYvmBztPocc9qltdYhuNR1Q3N5b25ks/sltMiS+Sq/KuANpfGwEZIz60xXOWqS3tpryZIbeJ55nOFjjUszfQDrS3MccU7pFL58a8CTaVDepAPOM+vPsOla/h+6to9P1W1ku1sLi5RES4kVyuwNl0OwEjPHbHBFCGyg2i6it8tkbC6F4w3C3MLeYR1ztxmrNj4buptVFleRzacwieZzNEQyoqlidpxnpVvTJLGHS9UsX1KO3kllj/wBIWJ2WWJdxZV+XOSdpw20HAyRWhJq+mzaxqaw3gt7ZtPWzs550fAACKchVJGQH7dTR/X4C6nJW9tNeTJDbxPPM5wscalmb6AdamudKvbOSRLizuIHjUO6yRMpVScAkEcDJAz71r6TPZW1rq9muoLbyXCJHHeSRuEZA2XX5QWAPGOOQvOM4o0lrGHTtWsZdShhMzxAT+VIyvGpJbaNuc524DAfUUAUNK0OXUL6OCbfaRtC05leMn92qltwHGR8tU7SzuL+dYLaCS5mbpHChZjjngCurk1jTZ9X1JYbwW9s2nrZ2k86PgABAQwVSckb+3U1n6fJYppupWC6lHayTSx/6VJFJtkjUHco2gsBuKnkDO0Zx0o/r8QvoYdzazWc7w3EMkEycNHIpVl+oNIlvLJDJKkTtFHjfIqkqueBk9s1oeI9Si1LUEa3Ltbwwx28byDDOEUDcfqQT+VXfCcUU1vrCXbNFYm2UyzKPukSKwA/2jggD3oWozCmt5bYoJoniLqHXepGVPQjPY+tOtLO4v51gtoJLmZukcKFmOOeAKn1jU31fUJLlkWMHCpGvREUAKo+gArW8PrFNod9bNO1nJdTxJ53ku4kUbiYlKg/MSVODgHA5oSuJ6GPdaTfWUkiXFlcQPGgkdZYmUqpOAxyOBnjNNh0u8uJ4oYrSeSaVd8caRsWdfUDHI4PPtXZa1dad9s1zTTfLZxobe1jaWNnzFEMMBsB+bcAecA+oqG/1jS76PUbWC/8AskDLbRRSyQsS8EaHcnA+8WwcHAJHWjS1wuzl5ND1GG4MEmn3STqoYxtCwYAnAOMdCSB9aT+x9Q+3fYvsNz9sxn7P5LeZ0z93GenNdLfeJLS3OsHTrhsSW8FjakqwbylA3npx93/x44qnp2rRX2i3VneaitlMfJiWRoS2bdNxMY2r1yVPOAcDJoDUpX3he9s5rG2EFxLf3EPnNaLCfMj+ZgBjqThc9BjNVJND1GG4MEmn3STqoYxtCwYAnAOMdCSB9a6jUNW0q9j1K1t9Q+yQMLaKKWSJyXgjTDIABkEtg4OASOtR33iS0tzrB064bElvBY2pKsG8pQN56cfd/wDHjigSuYdh4fuLjVjY3aSWDrG8snnREMiqhYnacHoP1qhaWdxfzrBbQSXMzdI4ULMcc8AVt6HrCzfa0vrxLdzYGztppEYqg3Dg7FJ+7u5wetGnyWKabqVgupR2sk0sf+lSRSbZI1B3KNoLAbip5AztGcdKP6/EdzDubWazneG4hkgmTho5FKsv1BpbSzuL+dYLaCS5mbpHChZjjngCr3iPUotS1BGty7W8MMdvG8gwzhFA3H6kE/lWh4X1KytNN1K2uDbRzXBjAa8E3ltGCSy5i+YHO0+hxz2oQMx10fUGuZLcWNybiMgPEIW3qScAEYyM5H51DdWc9hcNBcwSW8y/ejlQqwyMjINdHceJDHp+rLHdxi5uTDaotqrqgt0ByFLDOOFHPJGc1l+Jb6G+1MG3k823hhigjfaVyERVzg89QaQ/Uh0XS/7YvxbmXyECPI8m3dtVVLE4yPSq1pZ3F/OsFtBJczN0jhQsxxzwBWp4Zura3OpJPcpaST2jQxTSKxUFmXOdoJ5XcOlT6fJYppupWC6lHayTSx/6VJFJtkjUHco2gsBuKnkDO0Zx0piMldJvmvjZCzuDeDrbiJvM6Z+7jPTmoruzuNPnaG6gktpl6xzIUYZ9jXUDWre41Kd47u0jsxax2Pl6jHNmeNVHzHygSOVB+8Ow5rndYNmdUuf7PDCy3nyg+c4/HnHpnnGM0hohtLO4v51gtoJLmZukcKFmOOeAKu6doM11qzWNyJLF40eSXzYzujVULElTjsP1rR8L6lZWmm6lbXBto5rgxgNeCby2jBJZcxfMDnafQ457VLa6xDcajqhuby3tzJZ/ZLaZEl8lV+VcAbS+NgIyRn1piuc5aWdxfzrBbQSXMzdI4ULMcc8AVYTQ9SkuJLdNPumnjIV4lhYspIJAIxkHAJ/CtvQL7TdPs9Vs2ntnecxqs12k6xSIMll/dfOMtgjPBA5APFaFh4uhtGcyXcWfPDGO3STyzHDEfJUbhnBcj73Py5NPQNTkho2oNcxWwsbk3EqeZHD5Lb3XruAxkjjrQuj6g1zJbixuTcRkB4hC29STgAjGRnI/Ouui8SafPa3NvJPbvLJbwRma9Wfy5MbnlXMXz5Ltn0OPpWdceJDHp+rLHdxi5uTDaotqrqgt0ByFLDOOFHPJGc0noF2zN07wpqupan9gSynjnUgSeZE4EQPIL8ZAx7VWfQtSjvVs20+6F2w3LAYGDsOeQuM44P5VvrrFi3iKZxdiOBLD7Jb3LI+1W8kJuIALY+92PWqenNZx6bqWnnU4LaWaWM/avLlMcsY3ZUYTcOSpwVGdtFhXMldJvmvjZCzuDeDrbiJvM6Z+7jPTmoruzuNPnaG6gktpl6xzIUYZ9jXUDWre41Kd47u0jsxax2Pl6jHNmeNVHzHygSOVB+8Ow5rndYNmdUuf7PDCy3nyg+c4/HnHpnnGM0ikQ2lncX86wW0ElzM3SOFCzHHPAFaV94XvbOaxthBcS39xD5zWiwnzI/mYAY6k4XPQYzU2h3Fn/YuoWc16unzTyREyNGz74l3FkG0HnO04OAcDmt5vEGkNJqlvDLB5Dx28EEl8s4RoUTDKfK+YEtg+hwfaqsTdnLadoM11qzWNyJLF40eSXzYzujVULElTjsP1rMrqbXWIbjUdUNzeW9uZLP7JbTIkvkqvyrgDaXxsBGSM+tc3cxxxTukUvnxrwJNpUN6kA84z68+w6VJQtpZ3F/OsFtBJczN0jhQsxxzwBU8mh6jDcGCTT7pJ1UMY2hYMATgHGOhJA+taOi3Np/Yuo2k16LCaeSImRo2bfEu4sg2g852nBwDgZNad94ktLc6wdOuGxJbwWNqSrBvKUDeenH3f/HjimLU5ptH1CO4e3axuVuEALxGFgygkAEjGRkkfmKP7H1D7d9i+w3P2zGfs/kt5nTP3cZ6c1q6f4llttJ1Ddcf6Y9vHZQALgrFuLNyBjsBzz81W9B8QQNpl5a30tsJmjihja8WUR+SpYlMw/NnJB54OOe1OwXZzy6TfNfGyFncG8HW3ETeZ0z93GenNW7Hw3dTaqLK8jm05hE8zmaIhlRVLE7TjPStyO8XVbPUYZLqO2M80FvHNBBK0TwoD+5T5d2fuEBsZwMmptSvbG38Sa3a/altY47P+z7aaZWZV27FbOwE8gP0Hel/X4f8ADBf+v6+ZxtpZ3F/OsFtBJczN0jhQsxxzwBSXNrNZzvDcQyQTJw0cilWX6g1uafJYppupWC6lHayTSx/6VJFJtkjUHco2gsBuKnkDO0Zx0ql4j1KLUtQRrcu1vDDHbxvIMM4RQNx+pBP5UmMo2lncX86wW0ElzM3SOFCzHHPAFTLo+oNcyW4sbk3EZAeIQtvUk4AIxkZyPzrY8L6lZWmm6lbXBto5rgxgNeCby2jBJZcxfMDnafQ457VLceJDHp+rLHdxi5uTDaotqrqgt0ByFLDOOFHPJGc0xanOXVnPYXDQXMElvMv3o5UKsMjIyDTbe2mvJkht4nnmc4WONSzN9AOtaPiW+hvtTBt5PNt4YYoI32lchEVc4PPUGp/D91bR6fqtrJdrYXFyiIlxIrldgbLodgJGeO2OCKA6FBtF1Fb5bI2F0LxhuFuYW8wjrnbjNDaHqKXq2bafdLdsNy25hbzCPULjOOD+VammSWMOl6pYvqUdvJLLH/pCxOyyxLuLKvy5yTtOG2g4GSK1L7VtKvl1K0g1D7HAwtoYppYnJeCNMMgABIJbDYOASOtAXMK+8L3tnNY2wguJb+4h85rRYT5kfzMAMdScLnoMZrOvdPutNm8m7tprWXG7y5oyjY9cGuu1DVtKvY9StbfUPskDC2iilkicl4I0wyAAZBLYODgEjrWD4qvra+1djZOz2UUUcMJcEHaqAdPrn86H5AvMz7Wwub5ittbzXDAgERIWIycDp6nipBpF818bIWVwbz/n38pvM6Z+7jPTmt7w6n2fwvqkpv4tO+1zR2vmyiQ5UBmdRsVjz8v4Zqe41mx1S3vrVL4WG4W8KXFxG582GNCpB2BiMttbGMcDninYVzml0m+a+NkLO4N4OtuIm8zpn7uM9Oas2fh2+uNUFnNaXcDKVM+LZ3eFCRlygGcAHNbQ1q3uNSneO7tI7MWsdj5eoxzZnjVR8x8oEjlQfvDsOaq6XqGnaf4v863ma30tJWkiMgZlDBW2EgAnG48cZwaXUetjEayM2oPa2O++y5WIxxndIB0IXryOcVctPDd/NqSWc9neW5G1pv8ARnZooycFygGcCrmlTWdrbaxZjUUgluEREvGjk8tlDZkT5VLAHjqOQvOM1F4bu4NJ8RQtLep9lidnEyq5jLhW2Ntxuxk+meTQugPqZw097rUHtdPWTUDuYRmGJt0ij+IL1HHOKVdH1BrmS3Fjcm4jIDxCFt6knABGMjOR+da1hJYppupWA1OK3lmkjP2p4pNksYB3KNqlsbip5AztGcdKuah4og/s/UUsriRZJY7eyQspV3gRTvYntuIHGehxQHUx9J0GS48QQadfQzWpzumRl2SKgXcTgjj5RnkUlrpqa1qaxWFteR2vymVsG5eJc4ZzsVcgemK2mvILi81a8gl8y3s9MW1hk2kbiUSLoee7HmsjwnqEWn65bS3E/kQIxk3MGZQ4VthIGTwT2Hc0+oulygVtbfUGUtJeWiuQGjPlNIueCMg7c+4NWvEmnwaVrVxaW3meXFtB8xw7BtoLDIAzg5HQdKfpOnxXXiWytFmFxC06K0qqVBGRuIB5x16gfQVT1W8/tDVLu6/57TPJ+ZJqeiK6sq0UUUAFFFFABRRRQB0Gn6Le6pFcS2tu0sVuhkkk4CqACTye+ATjrwabpWk3euXyWllCZ7h8kICB09STgfjXQeBbHUb2S7MNvdT2q2l0o8tGZBI0JGOONx+Uep4q54Nig0+4s7dryKz1SW/jW4guIpRIER1IjGEIBZuTkj7q+9aqOqRi5WTZxLIVkKEYYHBr6G/4d+/HvGP+EEH/AIOLD/4/XgepQrBqU6JNHcKJDiSMMFPP+0Af0r9kdR+Ivgi+1C6uIf2nodPhmlaRLS31bw8YoFJJCIXtGcqo4G5mbA5JPNeViKlpKLdtn07+fofY5Xheai60Kak25Rd1UdlypfY6vme/yPx08SeHtQ8I+ItU0PVoPsuqaZdS2V3BvV/Lmjco67lJU4ZSMgkHHBrnZf8AWP8AU16Z8fNStNY+OnxFv7C6hvbG68R6jPb3VvIJIpo2uZGV0YHDKQQQRwQa8zl/1j/U12U5OdOMn1SPBx1KOHxdajFWUZSVu1m0NooorQ4gqzpunXOrXsVpaRebcSnCrkDtkkk8AAZJJ4AFVq634b30NtrMySafb3bNaXLCSZpAygW8hKja4GD0OQT6EVpTipSsyJycYto5vUNPl0y4MEzQO+Ac29xHMvP+0jEfrVau18OwtqWm6veaPo9rNq6ywrHYx25uvKgIbe6Ryly3zBASd2N3bNaV7HYaS3iS5j06xlu4bW0ZomjWSK2umZRLtXpwxb5eVzxggYrT2Wl76f8AAb/T7yPaa2t/Wn+Zw+g6Df8AijWrLSdLtnvNRvJVgggTGXdjgDJ4A9zwByatt4VupvFM2g6dPbaxcpM8Mc1nJ+5n25yyM4XK4BIJAzXoPwdvBrHibxhcWNqlpqknhW/FlBaqAWmECrKUUAAFoxO2ABjJArlPhbY3WoeKrSKPTV1GxaVFu/MsluERCepLKdnfkYrGC56/sulvzbX6fj5Fyly0XU6/5JP9fw8zkCCpIPWp4Uu7yJoIVmnjiDTGNAWCAAbnwOnAGT7V1Om203hvRfEEt3pcSajBNbLGuo2gZog/mZIRxjkAdQR0OMgEdDpd01l401iysLSzRrzTGlitxaRPuma2V9iBlPBJPyDg9MVtGkpLV/1r/kRKpZtJbf8AA/zPLa2vBvg3WPiB4lsvD+gWf2/V71mWC381I95Clj8zkKOFJ5PaquurfpqUg1K0+w3eBug+yrbbeOP3aqoHHtzXqf7Kug6t4g+LWjW1r4Zi8R6JJeQRauLjRItRhgt2fku0kbiEHB+cFTweawtrYuUrR5jx50MbsjDDKcEVseGfB+q+LpLpdNgiaO1jEtxcXVzFbQQqSFBeWVlRckgDLDJOBmuz8LW/hvwH4g13TPiP4cuob6No/Js73SbmSWHILHKJf2ZTKshG7fkEEbf4uz8Kx+F/Fuh+PrPw5oV3q0aXmm6jZeHLC3kt5rxI45InBQ3FzKI1km3sEldiDwYwcp4+Y42WDoOpBa3jrbT3ml3Xfq0u7SO6lRVSt7NvTX8E3+NrbfI8P1/QNQ8L6xdaVqtq1nf2r7JYXIODjIIIJBBBBDAkEEEEg1n17dNF4g1n9oyzttL0DQvFfiT7JbWp0S+jiawM6aciSwlS6p+6KuAN3DRjqeK8WuoZLa5lhmjMM0blHjYYKsDgjHsa6cHXlXoU6k7c0oxk7ea1t1sY1IqMpJLZ/wBXNfwf4I1zx9rCaXoGnS6jeNj5UIVUyQoLuxCoCxVQWIBLAdSBWLJG0cjIwwynBHvXqP7Nul67qvxX8MrplpqN5ptvq9ndX4tIpHhiCyHbJLtGAAGfDN0y3vT/AIe6LoXh/wAdavY+NbNtN8RxY/si08QQNFpy3TfMhvgcOIyCpXjYSwMn7vdnmhjG8bVwzafLGMkl8WvNe+vkradfM09kvYqp528v67nlNbXhvwfqnixrr+zoofKtVDz3N5dRWsEQJwoaWVlRSTwAWycHGcV32m6to+l+NPE//C19OfUNceZc7tPkutrjdu2+RqFoqoQU243qVA27QObeiXdj4q1TxR4f8M+CNU8Q+FdQls7pLfR45LGezliQoJC0j3mxCZJgRI7g5DApjaNMZiqlCg6lNK6tq7ctm1fVuKdk+6uKnTUqnLLb8f16nlWt6JfeG9WutM1K2a0vrVzHLC+CQfYjggjBBGQQQQSDVGvbppbrxJ+0daQ+DtD0Pxhera29jb6XqDJcWE8kOnJDIu6SRVkVTG5Vi/JRSCcjPi11DJbXMsM0Zhmjco8bDBVgcEY9jW2Dryr0KdSorSlGMmuze6t5EVIqM5JbJ2NXwb4N1j4geJbLw/oFn9v1e9Zlgt/NSPeQpY/M5CjhSeT2rHdDG7IwwynBFew/sq6Dq3iD4taNbWvhmLxHokl5BFq4uNEi1GGC3Z+S7SRuIQcH5wVPB5qx8E/h/pCfGqy0Hxtb6ppWqxXZxol3oaSxSJ5TSYmEs0bR5XBA8tsgg8V1VJezjzPsZxXNden43/y/q54pW74P8Gah45v7qw0ryZdRitZLqKzd9sl1sALxxDGGk2bmC5GQhAy2FPpvwP8ACvw+1z4u6NYvrGs6lbNNmG3v/Dtv5VxiN2dZR9sYIBjjAfPoK4/wfb2tt8W/CqeDr/UtRf8AtK0NtPeWSWk/neavAjWaVcZxzu57gVKnzycFo/QJe5HnfQ57wd4UvfHHiaw0TT2hjubtyoluH2RRKAWeRzg4VVVmOATgHAJ4qlq9jDpupT21vqFtqsMbYW8s1lWKUY6qJUR8f7yg17J4ObSG+PPjCHSo5EupJ9W/sa8V1a1gQRXOfMhABkDJwpWRNhwxEg+Q+H1FOo6jT20T++/+X9aGlSHI2uza+4KKKK6DIKme+uJLWO2eeVraMlkhZyUUnqQOgNQ0UAFW7HVr7TFkFne3FoJPviCVk3fXB5qpRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFux1a+0xZBZ3txaCT74glZN31weaqUUUAFFFFABRRRQAUUUUAFFFFABRRRQA8zyGFYTIxiViwjydoYgAnHrwPyplFFABRRRQAUUUUAFFFFAFmx1S80wubO7ntC4wxgkZNw9Dg81WoooAtWeq3unJIlpeXFqkow6wysgf64PPU1VoooAKKKKACiiigAooooA06K6fwXfPG1/arHGqvZXTPJt+dh5LYXPZQRnAxk9c4GDwvrKQae2mrqd9pM890ji4s0LAjBXDYdTjJzxnp0rS2tv63MubqcxS/wn61Z1W0m0/U7u2uH8yeGVo5HBJ3MCQTk9earfwn61z1dYr1X5o9TA/wAaX+Gf/pEhKzpf9Y/1NaNZ0v8ArH+prVnnobRRRSGFT3lulvMqJJ5gMcb7vl6sgYj5WI4JI6545CnIEFXtYk8y7jO/f/o8Azv3dIkGM726YxjPGMbUxtAMo0UUUCNDw/4g1Hwrrdlq+k3cljqNnKJoLiPqjD9COxB4IJB4NN13VBrmtX2oiytdOF1M832SxQpBFuJO2NSSVUZ4GeBVGvXf2ebTwpqF74qi8RaDdazNDoGoXUTR3kUccapAxOEe3kxLnlZAfkPO1qVlZy7Jv7tf0Gt1Hu0v0/U8ior03wT4L0Pxvq+s31loOrr4d0+KItDd+I7GyETudo82/uIUiUkhtqCIs2D/AHSa9AvvBfhn4b6L8VdH1GTU9S0K3n0W4gisriAXEnmxyypGbgB48KJMGVEcNtyFAbg23C19jwTw/wCGtX8Wakun6HpV7rOoMpdbXT7d55SoGSQiAnA+lVdQ0+60m+uLG+tprK9t5Gimt7iMxyROpwyspGQQRgg9K9n0Tw1p3hP4geNbHSWuzpkngu4vrdb8qZ0S406O4COVABZfN25AGducDOKyP2Xbq2t/jZ4Zid9TtNQurtLWyv8ATLmCNrR5MoXZJreZZBtYjbhfrS972jg+1/ndr9CeZezdRd/0T/U888N+E9c8ZXz2OgaNqGuXqRmVrfTbWS4kCAgFiqAnGSBn3FZ95Zz6fdTWt1DJbXMDtFLDMhR43U4ZWU8ggggg10fgMY+J3h0E5P8AbFtye/75ak+Lf/JVvGf/AGGr3/0e9RzPmiu6f4W/zNXG3OuzX43/AMiDwD47uvh1ro1rTrCxudVhQ/Y7q9R3NlKek8ahwpde3mB1B525ANc7PPJdTyTTO0ssjF3kc5LMTkkn1zXb/DDwDpPjptRGqa//AGGLYR+X+809fM3bs/8AH3e23TaPub+vO3jOR8QPDNj4R8SS6dp+p/2vbLGji63WrZJGSM21xcR8e0hPqB0o5oe05ftEpOztsc5VjUNNu9Ivp7K/tZrK8gcxzW9xGY5I2HVWUjIPsa9A+BVtHD4i1vXWhjnuPDui3Wr2iSjKi4jCrC5GMHY7q+DwSgzWp+zPqkc3x08PPd3GrR6xqF8sNvqlhdQLJbyykq8rrPBMsuQzcELyc5qua8+Tyv8Anb8vyJekHPz/AETf5r8TyOivSfg98J5Pip46ttPlurWHTmujFcltVtLW6K4ZsxRyuGfpzsRgK1vgXLfeBvjl4d0do9LmvLjVrKGS9tZ4L7y4y4LJDNG7xjcGAZkJYbSuRl1PFjMX9WoVKsI80oR5rXt576/kbqn7/K3pexxnw38Wan4G1i417R9It9Q1HT4DNFeXEMko01iyotyoVgm5WdQDIGUMy8ZxXLTzyXU8k0ztLLIxd5HOSzE5JJ9c12nwx8S3PhX4paXdwBZYpb37JdWsnMdzbyt5c0LjurozKfrntWP4/wBBg8L+O/EejWz+ZbafqNxaRNnOVSVlBz9BXVf31dbr8t/zX9ImUeXmjfZ/52/J/wBXMCivUPgD438L+BfFhvfFWn/2lZkr5cO0xbGAb959ojBljxnGxFIfd82Nori/G2qadrXia9vdJt/smnSlTBa/Z44PIUKAI8ISG242+YfmkxvYBmIquZ8/LbTv+hFtLmHW34U8XX3gy7u7zTRCl9PayWkd06kyWwkADvEc/K5Tcm4g4DtjBwRr/C2bxbN4h/svwfqE2lahfrtmvbeX7O0MKfO7NOPmjiAG58EAhRnOBW5401rwT4i+OOqahqTahJ4RmmYTT6FHFHcXEiw7TNGsnygSTDec84c964XiW8VLCuN1yuV079lZq2nNrbV35WbKmvZ+1T1TS/Xv006dTivB3iu98D+JrDW9PWGS5tHLCK4TfFKpBV43GRlWVmU4IOCcEHmqWr30OpalPc2+n22lQyNlbOzaVoohjopld3x/vMTVRsbjtzjPGaSvRsr8xh5BRRRTEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHSaX4gvNFV1tDAu8EM0lrFIxBGCMspOCO3SltfEN5YyySwfZo5Xff5gtItyN6oduU/4DjFXfC9np18t5HcwyT3Itp5EO/akeyMsp45ZsjvwAO+eJ/D+gifR2vzZw30slx9nijurgQQjABJLb1LMcgBQ3Zjz211MtDmnkaR2d2LuxyWY5JPrR/CfrUl1C9vdTRSxeRIjlWiII2EHleeePeoxkqcetctaSUE3tdfmj18tpzqYhwgrtxnot/gkJWdL/rH+prR5HWs6X/WP9TWt1JXR58oSpycJqzXRjaKKKCQq1qV0t5cI6szAQxR5fOcrGqkcs3GRxzjGMBR8oq13vwT1TTrT4haXYa3FpUmgapMtlqLarbwukcLnazrLIMwMM58xGUjHXFTJtJtIfqcFRWj4g8P6j4X1afTdVsLnTb2HBa3u4mjkAIDKcEdCpBB6EEEcGs6mmpK6Bpp2YVr+FfFmq+Cdai1bRrr7JfRo8e5oklRkdSjo6OCrqysQVYEEHpWRRTEdtp/xi8TaXdarNatpEUWqLEt5Y/2DYGzl8rPlt9mMPkhlycMEB5PPJqf/heXjKTVNY1C6v7PU7nWBbi+/tTSbO8SfyF2REpNEyhlX+IAE5ySTXBUUDPQ/BPxGg/4TLX9W8YXuoz/ANtaXeWE95Z26TzI00XlqwjaSNdqjAChlAAAGAAKyfCvxC1H4ZeIri/8J3NuWSYNa32p6NaTXChGJSRVlWXyX5ydjf8AAjgGuSoqVG0uZdrfn/mHRp97/l/kjtvCvirTL34jWviPxXcTWEdvPDdlfD+jWwEkkbJhBAjwRxghTll5zyVJJNYnjnXIPE3jbxBrFqkkdtqGoXF3EswAcJJIzqGAJGcEZwTWJRS5VzKXb9bf5Id3Z+f6X/zYUUUVZJ0vw78bTfD/AMU2+rJax6hbeXJbXdjMSEureVCksRPbcrHB7HB7Ve0L4iXPw28WX2o+CJY4oBcb7G61jSrO6uoUViY2BkSQRyAHkxkZI+mOMopW97m67f1/XVj6WOjt/iDrdl4yTxVZzWthrSNvSSxsLe3iQ7NmVgSMRDK9cLySSeTmo/BvjrV/AWpDUNFazhvVZXjuLnT7e6eJlOVaMzRtsYHuuD09KwKKyqUaVaDp1YqUXumrp+qKUpRfMnqdt4T8fW+l+OJPFur2MV3qdqn2iwtrO0htrU3i7RE8kcYVVRMeYQq/OyAH7zMOPvbyfUbye7uZGmuZ5Gllkbq7Mckn3JNQ0VUacYWUVZJWXkvL+vyE5N3u99f6/rqwooorQk6Pwj8Qtb8DQ6nDpE1qkOpRrDdxXdhb3aTIrbgpWaNxjODgdSBnoK6n4S/FO28F/FS28dat5qXunq01vZaLp9tbw3MvlmMROF2JDGyk7mRGbr8uTuHmdFc31aipyqqCUpaN2V3pbV9dEvuLc5OKg3p26E9/dm/vrm5MccJmkaTy4hhEyScKOwGagooroSUVZCk3JtsKKKKZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdZ4d1iy0Zp5J7Ke6mkikhzHcrGoR1Kngxtzyec/hS2utWMdq1ncWE1xZLcG4gQXIR0JABVm2fMCAvQA8cYpmh+H01eG5ka9jgaOKWRIsb3com88fwrjjJ7ngHBwzRtPsdSkiglubyO7lkEccdvarKDnAHJkXnPtWut7GWlrlTU9Ql1bULi8n2+bO5kYL0BJ6D2qv8Awn61Z1Wzj0/Urq2hn+0xwyNGs23bvwcZxk1W/hP1rmqfArd1+aPUwP8AGl/hn/6RISs6X/WP9TWjWdL/AKx/qa1Z56G0UUUhhXovwDjhtPifomuXt9YafpmiXCajdzX15FCfLjO4iNGYNK/HCRhmJI4rzqiplHmi0uoepJcTGeeSVmZmdixZjknJzk1HV/WNLGkTx27y77oIGnjC4ETHnZnPJAxn0PHatFPC0aXktvc3jRNbWpubvZCHMR4wg+Ybm5UHkYJx2qrWQ3K7u+pz9FbNvo9ldNPPFezrp1ugaa4mtgr7iSFRUDkMT7sOh9Ks/wDCL26zNI99INO+xi9W4WAFypYJtKb8Bt2R97HFMm5ztFaOu6SNHvI4km8+KWFJ43ZNjbWGQGXJwfxNVbWwub5ittbzXDAgERIWIycDp6nil5D8yCirY0i+a+NkLK4N5/z7+U3mdM/dxnpzTpND1GG4MEmn3STqoYxtCwYAnAOMdCSB9aAKVFXP7H1D7d9i+w3P2zGfs/kt5nTP3cZ6c1Fe6fdabN5N3bTWsuN3lzRlGx64NAEFFWbPTbzUWItLWe6IOCIYy/JBIHA9AfyNPGjag1zFbCxuTcSp5kcPktvdeu4DGSOOtAFOira6TfNfGyFncG8HW3ETeZ0z93GenNXNP8J6rqWp/YUsbiKcEeZ5sLgRA9C/GQPwoC5kUVel0PUobgwSafdJMFDGNoGDbScA4xnBPH1pv9j6h9u+xfYbn7ZjP2fyW8zpn7uM9OaAKdFXZND1GG4MEmn3STqoYxtCwYAnAOMdCSB9agu7O40+dobqCS2mXrHMhRhn2NAENFX9F0v+2L8W5l8hAjyPJt3bVVSxOMj0qtaWdxfzrBbQSXMzdI4ULMcc8AUAQ0VbXSb5r42Qs7g3g624ibzOmfu4z05qK7s7jT52huoJLaZescyFGGfY0AQ0VNaWdxfzrBbQSXMzdI4ULMcc8AVPJoeow3Bgk0+6SdVDGNoWDAE4BxjoSQPrQBSoq42j6hHcPbtY3K3CAF4jCwZQSACRjIySPzFH9j6h9u+xfYbn7ZjP2fyW8zpn7uM9OaAKdFW10m+a+NkLO4N4OtuIm8zpn7uM9Oat2Phu6m1UWV5HNpzCJ5nM0RDKiqWJ2nGelAGTRU1pZ3F/OsFtBJczN0jhQsxxzwBUq6TfNfGyFncG8HW3ETeZ0z93GenNAFSipruzuNPnaG6gktpl6xzIUYZ9jRaWdxfzrBbQSXMzdI4ULMcc8AUAQ0VsX3he9s5rG2EFxLf3EPnNaLCfMj+ZgBjqThc9BjNZlzazWc7w3EMkEycNHIpVl+oNAEVFSW9tNeTJDbxPPM5wscalmb6AdastouorfLZGwuheMNwtzC3mEdc7cZoApUVdbQ9RS9WzbT7pbthuW3MLeYR6hcZxwfyq3feF72zmsbYQXEt/cQ+c1osJ8yP5mAGOpOFz0GM0Bcx6KnvdPutNm8m7tprWXG7y5oyjY9cGi1sLm+YrbW81wwIBESFiMnA6ep4oAgoq2NIvmvjZCyuDef8APv5TeZ0z93GenNC6TfNfGyFncG8HW3ETeZ0z93GenNAFSitSz8O31xqgs5rS7gZSpnxbO7woSMuUAzgA5qo1kZtQe1sd99lysRjjO6QDoQvXkc4oArUVq2nhu/m1JLOezvLcja03+jOzRRk4LlAM4FVRp73WoPa6esmoHcwjMMTbpFH8QXqOOcUAVKKuLo+oNcyW4sbk3EZAeIQtvUk4AIxkZyPzq1pOgyXHiCDTr6Ga1Od0yMuyRUC7icEcfKM8igDJorVtdNTWtTWKwtryO1+Uytg3LxLnDOdirkD0xVMra2+oMpaS8tFcgNGfKaRc8EZB259waYFaitPxJp8Gla1cWlt5nlxbQfMcOwbaCwyAM4OR0HSsykAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2fhF7O1mup7vUYLTfbTW6xyJKzEvGVB+VCMZPrnjpUWi3Vros1/dfaEmuoYzHZmNWwzt8vmDKjAVcnnByRxVHT9FvdUiuJbW3aWK3QySScBVABJ5PfAJx14NP03Qb3VYzJbpGIw4jDzTxxBmP8ILsMn2HqK01MtOrM+l/hP1p00ElvO8MqGOVGKMrDBBBwQa+hP8Ah378e8Y/4QQf+Diw/wDj9clapFJL08+p7uW4epOTqaKPLNXcox15Hpq1fdfej54rOl/1j/U10XiTw9qHhHxFqmh6tB9l1TTLqWyu4N6v5c0blHXcpKnDKRkEg44Nc7L/AKx/qa3UlJKS2Z5VSnKjUlTmrNOz9UNooooICtvQ4V0+3k1mdcrA2y2RhkSTYyPqF+8f+AjvWJVnTdOudWvYrS0i824lOFXIHbJJJ4AAySTwAKau9FuJ267Gpo4NrHPrt3mQxvi3Egz51wecnPUL94++B3o0jXW0zT9Wnju5YtUuTGiSIzB9pYs7bh0OQo685NZeoafLplwYJmgd8A5t7iOZef8AaRiP1qtRtoG+p0VrqUWsaPdWmoal5F1JdR3BuLoSSeYArLglQxyM8Z4681oN4utLW2uhaosqqLe1ghuoVffCm5nZgQVBZsH1GeOma5zQdBv/ABRrVlpOl2z3mo3kqwQQJjLuxwBk8Ae54A5NW28K3U3imbQdOnttYuUmeGOazk/cz7c5ZGcLlcAkEgZoT95Jbv8AQTSSbey/4cr+JLqO+169uIbhrmGSQtHI+c7T0HPoOPwrX8Op9n8L6pKb+LTvtc0dr5sokOVAZnUbFY8/L+Ga5cgqSD1qeFLu8iaCFZp44g0xjQFggAG58DpwBk+1C2sin5nU3GtafqVrqFsL1rIFbaBJpYmZpoYlIYfKDglgrYJA4AJ4ovvElpbnWDp1w2JLeCxtSVYN5Sgbz04+7/48cVx1bXg3wbrHxA8S2Xh/QLP7fq96zLBb+ake8hSx+ZyFHCk8ntRuLRalvT9XivdEurS81AWcxEMSyNEW3W6biYxtHXJU84BwMmqPiq+tr7V2Nk7PZRRRwwlwQdqoB0+ufzrKdDG7IwwynBFbHhnwfqvi6S6XTYImjtYxLcXF1cxW0EKkhQXllZUXJIAywyTgZrKpVhTi6lSSS7vRFxg+blS1NDwr4gt9FsdrXBR3ufOkj2khhGhMY6Y5c/pzVm61qz1TT5rP+0ltZmjt1a5mjkIkADNKvyqT/rHz0wdvXpXOa/oGoeF9YutK1W1azv7V9ksLkHBxkEEEgggghgSCCCCQaz6uNSNSKlF3Ts12/pkuDi7PRo64a1b3GpTvHd2kdmLWOx8vUY5szxqo+Y+UCRyoP3h2HNVdPvNLtPEWoPbSm1s3hmitppQxCMyFQTgFscnHBPIzVXwb4N1j4geJbLw/oFn9v1e9Zlgt/NSPeQpY/M5CjhSeT2rHdDG7IwwynBFVfuK3b+v6sbmm6lHoOn6ykF2kl1cIlvFJCrgFCcuwJUY6Ac4PNT6fq8V7ol1aXmoCzmIhiWRoi263TcTGNo65KnnAOBk1zVbXhvwfqnixrr+zoofKtVDz3N5dRWsEQJwoaWVlRSTwAWycHGcVnUqwowc6kkorq9F/X+ZUYuTtFamvfeJLS3OsHTrhsSW8FjakqwbylA3npx93/wAeOK5W6vp77yfOff5MYhj4AwozgcfWp9b0S+8N6tdaZqVs1pfWrmOWF8Eg+xHBBGCCMggggkGqNOMlUipRd09Q5XB8rVmja8M3VtbnUknuUtJJ7RoYppFYqCzLnO0E8ruHSp9PksU03UrBdSjtZJpY/wDSpIpNskag7lG0FgNxU8gZ2jOOlQeDfBusfEDxLZeH9As/t+r3rMsFv5qR7yFLH5nIUcKTye1Y7oY3ZGGGU4Iq79ybf1/XodYNat7jUp3ju7SOzFrHY+XqMc2Z41UfMfKBI5UH7w7Dmud1g2Z1S5/s8MLLefKD5zj8ecemecYzVOt3wf4M1Dxzf3VhpXky6jFayXUVm77ZLrYAXjiGMNJs3MFyMhCBlsKZlJJcz6DS6L+ugui3Np/Yuo2k16LCaeSImRo2bfEu4sg2g852nBwDgZNad94ktLc6wdOuGxJbwWNqSrBvKUDeenH3f/Hjisfwd4UvfHHiaw0TT2hjubtyoluH2RRKAWeRzg4VVVmOATgHAJ4qlq9jDpupT21vqFtqsMbYW8s1lWKUY6qJUR8f7yg0+ZX5f67f18wt1NXT/EsttpOobrj/AEx7eOygAXBWLcWbkDHYDnn5qt6D4ggbTLy1vpbYTNHFDG14soj8lSxKZh+bOSDzwcc9q5OincVjso7xdVs9Rhkuo7YzzQW8c0EErRPCgP7lPl3Z+4QGxnAyam1K9sbfxJrdr9qW1jjs/wCz7aaZWZV27FbOwE8gP0HeuSsdWvtMWQWd7cWgk++IJWTd9cHmqlFwsdDp8limm6lYLqUdrJNLH/pUkUm2SNQdyjaCwG4qeQM7RnHSro1q3uNSneO7tI7MWsdj5eoxzZnjVR8x8oEjlQfvDsOa5Gii4WLmsGzOqXP9nhhZbz5QfOcfjzj0zzjGa0tDuLP+xdQs5r1dPmnkiJkaNn3xLuLINoPOdpwcA4HNYNFJaaDO8bxBpDSapbwyweQ8dvBBJfLOEaFEwynyvmBLYPocH2rktbvn1DUHdnhdUVYo/s4YRhFAChd3zYwO/NUKKb1ElY3PD91bR6fqtrJdrYXFyiIlxIrldgbLodgJGeO2OCKl0ySxh0vVLF9Sjt5JZY/9IWJ2WWJdxZV+XOSdpw20HAyRXPUUXCx2t9q2lXy6laQah9jgYW0MU0sTkvBGmGQAAkEthsHAJHWjUNW0q9j1K1t9Q+yQMLaKKWSJyXgjTDIABkEtg4OASOtcVRRcLGv4qvra+1djZOz2UUUcMJcEHaqAdPrn860vDqfZ/C+qSm/i077XNHa+bKJDlQGZ1GxWPPy/hmuWp5nkMKwmRjErFhHk7QxABOPXgflR3C2yOtuNZsdUt761S+FhuFvClxcRufNhjQqQdgYjLbWxjHA54po1q3uNSneO7tI7MWsdj5eoxzZnjVR8x8oEjlQfvDsOa5Gii4WOk0vUNO0/xf51vM1vpaStJEZAzKGCtsJABONx44zg0zSprO1ttYsxqKQS3CIiXjRyeWyhsyJ8qlgDx1HIXnGa56ikM3PDd3BpPiKFpb1PssTs4mVXMZcK2xtuN2Mn0zyamsJLFNN1KwGpxW8s0kZ+1PFJsljAO5RtUtjcVPIGdozjpXO0UxWOu1DxRB/Z+opZXEiySx29khZSrvAinexPbcQOM9Dila8guLzVryCXzLez0xbWGTaRuJRIuh57sea5CrNjql5phc2d3PaFxhjBIybh6HB5o73C1tv6/qxf8J6hFp+uW0txP5ECMZNzBmUOFbYSBk8E9h3NN0nT4rrxLZWizC4hadFaVVKgjI3EA8469QPoKyatWeq3unJIlpeXFqkow6wysgf64PPU0J2dwavcNVvP7Q1S7uv+e0zyfmSaq0UVK0VigooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA77wLY6jeyXZht7qe1W0ulHlozIJGhIxxxuPyj1PFX/C9jcw6SIjpcuqzJqIElkV+a0IUfvCMZBPI+b5Pk5B7cLRWvNrf+t7mTjc0deVV8QX4W6+2r9ofFxkHzPmPzccc+1fsXqPxF8EX2oXVxD+09Dp8M0rSJaW+reHjFApJIRC9ozlVHA3MzYHJJ5r8Y6X+E/WvOrUnpJPsuvfya7n02W4qmoewnC9ueV/d/lva0oS/l3Vtzuvj5qVprHx0+It/YXUN7Y3XiPUZ7e6t5BJFNG1zIyujA4ZSCCCOCDXmcv+sf6mtGs6X/WP9TXVCPJCMeyPHxVZYjEVKyVuZt23td3tfS/3IbRRRVHMFdb8N76G21mZJNPt7tmtLlhJM0gZQLeQlRtcDB6HIJ9CK5Kp7y3S3mVEk8wGON93y9WQMR8rEcEkdc8chTkC4S5HcmUeZWOu8OwtqWm6veaPo9rNq6ywrHYx25uvKgIbe6Ryly3zBASd2N3bNaV7HYaS3iS5j06xlu4bW0ZomjWSK2umZRLtXpwxb5eVzxggYrziitfa2Wi/qzX639TP2et7/wBaf5HrfwdvBrHibxhcWNqlpqknhW/FlBaqAWmECrKUUAAFoxO2ABjJArlPhbY3WoeKrSKPTV1GxaVFu/MsluERCepLKdnfkYrn/D/iDUfCut2Wr6TdyWOo2comguI+qMP0I7EHggkHg03XdUGua1faiLK104XUzzfZLFCkEW4k7Y1JJVRngZ4FYRk41/atdPTZt/c7/wBXNJRvSdNf1ol+h0em203hvRfEEt3pcSajBNbLGuo2gZog/mZIRxjkAdQR0OMgEdDpd01l401iysLSzRrzTGlitxaRPuma2V9iBlPBJPyDg9MV5bRW8a3Lp/XX/P8AAzlT5m2+v/A/y/E0NdW/TUpBqVp9hu8DdB9lW228cfu1VQOPbmvU/wBlXQdW8QfFrRra18MxeI9EkvIItXFxokWowwW7PyXaSNxCDg/OCp4PNeOUVhfU0cbxsem+Frfw34D8Qa7pnxH8OXUN9G0fk2d7pNzJLDkFjlEv7MplWQjdvyCCNv8AF2fhWPwv4t0Px9Z+HNCu9WjS803UbLw5YW8lvNeJHHJE4KG4uZRGsk29gkrsQeDGDlPn+ivLxuDeMpezU3F3i/8AwFp9Gnrbo09bp3OunW9nV9pa+/4pr9T26aLxBrP7RlnbaXoGheK/En2S2tTol9HE1gZ005ElhKl1T90VcAbuGjHU8V4tdQyW1zLDNGYZo3KPGwwVYHBGPY10HgHx3dfDrXRrWnWFjc6rCh+x3V6jubKU9J41DhS69vMDqDztyAa52eeS6nkmmdpZZGLvI5yWYnJJPrmtsLQeGpworaMVHtt5dF/VzOUlJyfd/wBf16nsH7Kug6t4g+LWjW1r4Zi8R6JJeQRauLjRItRhgt2fku0kbiEHB+cFTweap/D3w/onhjx1q2m+N7CTSPEluFGk2PiG2aHTkuW+ZDfKcOsZUoVBGwllMn7vdnzrw/4a1fxZqS6foelXus6gyl1tdPt3nlKgZJCICcD6VV1DT7rSb64sb62msr23kaKa3uIzHJE6nDKykZBBGCD0rqnaXu3s7fP5GcdLvzX4f59fI9Q03VtH0vxp4n/4Wvpz6hrjzLndp8l1tcbt23yNQtFVCCm3G9SoG3aBzb0S7sfFWqeKPD/hnwRqniHwrqEtndJb6PHJYz2csSFBIWke82ITJMCJHcHIYFMbR5j4b8J654yvnsdA0bUNcvUjMrW+m2slxIEBALFUBOMkDPuKz7yzn0+6mtbqGS2uYHaKWGZCjxupwysp5BBBBBrixGFWIpunez0tvZWaaaSae66M2hUcJc6/q6227eR7TNLdeJP2jrSHwdoeh+ML1bW3sbfS9QZLiwnkh05IZF3SSKsiqY3KsX5KKQTkZ8WuoZLa5lhmjMM0blHjYYKsDgjHsa6DwD47uvh1ro1rTrCxudVhQ/Y7q9R3NlKek8ahwpde3mB1B525ANc7PPJdTyTTO0ssjF3kc5LMTkkn1zV4XD/VacKMXdRio3e7sTKSk5S2uz2D9lXQdW8QfFrRra18MxeI9EkvIItXFxokWowwW7PyXaSNxCDg/OCp4PNWPgn8P9IT41WWg+NrfVNK1WK7ONEu9DSWKRPKaTEwlmjaPK4IHltkEHivFKK6qkeeLSdtDOL5W/l+F/6+R7V8D/Cvw+1z4u6NYvrGs6lbNNmG3v8Aw7b+VcYjdnWUfbGCAY4wHz6CuP8AB9va23xb8Kp4Ov8AUtRf+0rQ2095ZJaT+d5q8CNZpVxnHO7nuBXC1t+FPF194Mu7u800QpfT2slpHdOpMlsJAA7xHPyuU3JuIOA7YwcESoyjLnTv5BK048m1z1Xwc2kN8efGEOlRyJdST6t/Y14rq1rAgiuc+ZCADIGThSsibDhiJB8h8PrZ8HeK73wP4msNb09YZLm0csIrhN8UqkFXjcZGVZWZTgg4JwQeapavfQ6lqU9zb6fbaVDI2Vs7NpWiiGOimV3fH+8xNRTpum0t9Evuv/n/AF10qT5233bf3lOiiiugyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDuvBd88bX9qscaq9ldM8m352Hkthc9lBGcDGT1zgYk8M6kkOn29va6kdLvfte6UBHJukIUKg2g5wQ3ythTu61i6X4gvNFV1tDAu8EM0lrFIxBGCMspOCO3Si28QXtm8z27QwSyMWMkdtGroSMfIwXKf8BIrXm1v/W5i4uw7xRBBa+JNThtQq28dzIqKvQAMeB7Vm/wn60lL/CfrXNU0gl5r80ergf40v8ADP8A9IkJWdL/AKx/qa0azpf9Y/1Nas89DaKKKQwq9rEnmXcZ37/9HgGd+7pEgxne3TGMZ4xjamNoo1a1K6W8uEdWZgIYo8vnOVjVSOWbjI45xjGAo+UAyrRRRQIK7n4e+EdH1TQfEviTxC19JpGhxwA2WmOsU91NM5SNBK6OsSjazFijfdCgZbI4at/wj461rwPcXcmkXUcaXkXkXVtdW0V1b3EeQQskMqtG4BAI3KcEAjBpgdXovhnwjdeHfEfjK8sNcHh2xvLXTrTSINTh+1PNMkjlpLo2+0IqwyHiHJLKOMEnR8a/CPR/D/h/xFrFjd30tvDBpF9psdxtDrBexvIY5sL8zptC7l2hsFsDOBymm/FrxJo+oatdWkumxJqqxpe2H9j2bWE2wgoTaGIwBlIyGCAglsH5jmWx+Mvi+x1nWdU/tOO8udYCC+TULK3u4JtjAx5hljaMbCBswo2AYXA4qX5eX5ar5vW/TYr+vx3+S0t13PU/BHgnwT4Z8ceKtH1TRdQ15YfCT6nDJJewIIy+nJO+Fa2fEgZzskB+TAyrGuC8A/D3RPiR4k1i4sjeaZoGl24vDo5vI7zWLxFXLxWwEcaytlWYtsAjTkh9uGwj8WvFjeN28Xyau8/iF4vIlvJ4Y5BNH5QhKyIylJAYxtIZTu5zknNY994o1G+8RDXFkh0/U1kSWOXSraKxWJ0ACtGkCosZG0HKgc89STSneWqdna3zu9fx/ASslbfW/wCC/wAn9523gPwLpXxR8Ua7ewx/2LoenRm9/sGwuPtOpXMK5Pk2qycyybVLO5GEG59uAEPQfBhvA3iDxN41k1DwhcNaromo3dnaRakjJbRxwMcZlgkYzcZEuQFbkJjAHlOoeK9W1PxNJ4hmvZE1t5xdG+twIJBMCCJAUAw+Ru3DnPPXmtCz+JXiLT/Gc3iuC/VNdnMhnuDbRMk3mKUkEkRXy3DgncGUhsknJNRGMtb7OLXo+/n/AMDzZV1dPzT+Xby/4Pkjp/BPgvQ/G+r6zfWWg6uvh3T4oi0N34jsbIRO52jzb+4hSJSSG2oIizYP90mvQL7wX4Z+G+i/FXR9Rk1PUtCt59FuIIrK4gFxJ5scsqRm4AePCiTBlRHDbchQG48o0/4xeJtLutVmtW0iKLVFiW8sf7BsDZy+Vny2+zGHyQy5OGCA8nnk1P8A8Ly8ZSaprGoXV/Z6nc6wLcX39qaTZ3iT+QuyIlJomUMq/wAQAJzkkmtPJC01udlonhrTvCfxA8a2OktdnTJPBdxfW635Uzolxp0dwEcqACy+btyAM7c4GcVkfsu3Vtb/ABs8MxO+p2moXV2lrZX+mXMEbWjyZQuyTW8yyDaxG3C/WsrwT8RoP+Ey1/VvGF7qM/8AbWl3lhPeWduk8yNNF5asI2kjXaowAoZQAABgACsnwr8QtR+GXiK4v/CdzblkmDWt9qejWk1woRiUkVZVl8l+cnY3/AjgGo/5et205V+ctL/MizdJxvrd/lHW3yZF4DGPid4dBOT/AGxbcnv++WvQD8N4PiB8ZfiLJeXrR2WlalfXk+n2JV9Sv0E8hMVpEfvtgEs3IRQWIbG08b4V8VaZe/Ea18R+K7iawjt54bsr4f0a2AkkjZMIIEeCOMEKcsvOeSpJJrL8V+Km1L4hax4k0mW5sGuNUm1C0lDeXPDulaRDlT8rjI5B4I4NZyjJyio6O0te1+W35G3Mm5y7uP4c1/z3Oq8B+BdK+KPijXb2GP8AsXQ9OjN7/YNhcfadSuYVyfJtVk5lk2qWdyMINz7cAIdLwD8O9E+IUPi3xO2njTtC02e3t7bRV8QWunEtNv2g3t5lPlWJifkJdm4CjOPN9Q8V6tqfiaTxDNeyJrbzi6N9bgQSCYEESAoBh8jduHOeevNbNj8WPE9hrOsamt7bzz6xg6jDeafbXNtdMGDB5IJI2iZww3BiucknOSc6RjJO77fj+t9vL5shtfj/AF6frt0O91L4WeBfDLeNdQu9U1DxDpOjHT2s49E1C1JkN0js0Mtwqyx7oyu0ugYEoflG75Y/EHwn8LeEbjxVrF6+san4b01tNSzsLe4it7yRr23NwgknMUiKI0VgSI/mbGAuePNtQ8daxqNvq9u8lrb2urSQy3dtY2Fvawu0QIjKpEiqmNzfcAyTk5Naun/GTxbpt9fXceowzvfQW9vcxXlhbXMEiwIqQExSRsm9FUBX27hzzyc2r2/r5g7XPebPxJqGjftr6BDo2oX+l2OoS6NBPbw3bDzoDa2+I5Su0SD1yMH0FfOXhn/hHf8AhLo/+Er/ALU/sHfL9o/sby/tX3W2bPM+X7+3Oe2cc1uWPxy8Z6f4wn8VjUbW78RzeSW1PUNLtLuZWiUJG6NLE2xwAMsuGbGSSea0/hX8WIPCPxYg8faz5i39iGngs9E062tobqXyzGInVNiQxsCdzpGzHJO3cdwiV+X5ML7pdbfhf/M8xbG47c4zxmkqe/uzf31zcmOOEzSNJ5cQwiZJOFHYDNQVavbUJWu7BRRRTJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDrvCyW15qFtYyaWuoS3M6oWaRwUTvtCkYPU5bI46dc69j4fsreJphapqlu15LGZ55Xjjht4yuXJUj5m3cZz0AAJNZOha/aaTp93BJZTvcXHyNdW9yInEfdBmNsAnqRyenTOX2viO0j086fPYz3Gnx3P2mCL7UFZWxghyEwwPHQKeuCM1rpf8Ary/r+rmNmUPEGmpo+t3tlE5lihlZEdupXtn3xVAZKnHrU+pX8uqX9xeTkGaeQyNjpknOB7VB/CfrXLWvyK291+aPYy1xVduorrlns7fYl1s/yE5HWs6X/WP9TWjWdL/rH+prXW2p58nFybgrLzd/xsvyG0UUUEhXe/BPVNOtPiFpdhrcWlSaBqky2WotqtvC6RwudrOssgzAwznzEZSMdcVwVei/AOOG0+J+ia5e31hp+maJcJqN3NfXkUJ8uM7iI0Zg0r8cJGGYkjis6luR32sPXpucX4g8P6j4X1afTdVsLnTb2HBa3u4mjkAIDKcEdCpBB6EEEcGs6pLiYzzySszMzsWLMck5Ocmo6qN7K+45W5nbYKKKKokKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6fRdNstSkjiub97WaaVYo0jt/M68bmJZcDJHTJ68etqx8KG4m1CG4vYbee0Wf90o3u7RKWbjjC8Y3H14BwcTeE5NO0+Oa/lvraHU4222sV1HKyIcf607EbJHYHvyegy7w61na6hfz3esWy74Z4A7JMxkZ4yA/EfTJ74PtWn+X/DGV2czS/wAJ+tOnjWGZ0SVZlU4EkYIVvcZAP5gU3+E/WsKvwr1X5o9PAfxZf4Z/+kSErOl/1j/U1o1nS/6x/qa0ZwIbRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdHpugX2rruto0K7xGvmTJHvc/wruI3H2GTyPWnaf4d1DUt3kwqCsnlYmlSIs/8AcUORub2GTyPWtbwX4enu5Dq7WlzdWdlICIrWMu80o5VBgHA6Et2HuRVrQdBv9Q1e81u+sLuRbW5Mj21vCxkknzuEeMZUZ5JPQe5Fa21/r+v6Ri5bnHOjRuyOpR1OCrDBB9KP4T9as6tJcy6pdyXkTQ3Tys8sbKVKsTkjB6darfwn61zVPgXqvzR6uB/jS/wz/wDSJCVnS/6x/qa0azpf9Y/1Nas89DaKKKQwoorqPCksFnoXiG8ksra8ngih8g3MYkEbGUDdg8HjseD3BHFXGPM7MmUuVXOXqW3tZrouIIZJiiGRhGpbao5LHHQD1r0DwyLDxEurX1vp/lamqW6pa2enxXpxgiWRLdiq4LBc4B27uOuRa0a9Fr4y1qx03Tfsb3FhLss77T4lmM/k5KqjBioY5IjyQQQMGt1R2u97/qYuruktv+B/meYUV20GhanrOn6/BNo5GuRvautrFYrDKkfzBisaqMDlMkDuCa0dQt7TQrjxPINNsZprW0sfJDxJJHHIyx7nAHytySe4OecjrCpO13t/w/8AkV7VXsv62/zPOKK7a21i2m0fXNWg0iwiukazjUSW6SojlXEjqhXaNxGduCBn2BGP45ght/Ek4ggjt45IoZfKhXais8SM2B2GSeB0qZQ5VdO/9P8AyKjPmla39af5kfhnwfqvi6S6XTYImjtYxLcXF1cxW0EKkhQXllZUXJIAywyTgZqrr+gah4X1i60rVbVrO/tX2SwuQcHGQQQSCCCCGBIIIIJBr1L4O2Fnr/w78YaZ/ZV34h1WG8sdRh0KwyJr5IxNGQSoLmNGmVmCDcR0K/fW5NF4g1n9oyzttL0DQvFfiT7JbWp0S+jiawM6aciSwlS6p+6KuAN3DRjqeK+ZpZjVqZhVwrS5YJvz0UH329562S2s3rb0JUYxw8avV/ctWu2+l99unU8RoqW6hktrmWGaMwzRuUeNhgqwOCMexqKvoE7q5yNWdmFFFFMQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGnRXS+CbnUFvlW3vDY6fC63F5LnavlgjIcjlgegU5yT05NSeHtehtfEUjx3t5p1hLdCRLW2GY3XdwjjcMDHHRuM8Vpa7S7mTla77HLUv8ACfrVnVrd7PVLyCRUR4pnRljOVBDEYHtVYdCM4rmqv3E/Nfmj1cvSddxbSvGa1aS1hJLV2WolO0vwzrHiL+0JNK0m+1OOxia5u3s7Z5RbxDrJIVB2qP7xwKb+tdV8D76fT/jP4Rnt7We9lGqRKLa1ZFklDNtKAuyryCR8zAc8kCrlJ8t4nDKPs5OMunZp/iro4KitPxJpdto+tXVpaana6xbxt8t5ZrIsT5GcASIrZHQ8YyDgkYJzKcXzJNBJcrsFFFFMkKKKKACiiigAooooAK6XwD47uvh1ro1rTrCxudVhQ/Y7q9R3NlKek8ahwpde3mB1B525ANc1RSaurMB888l1PJNM7SyyMXeRzksxOSSfXNMoop7aId76sKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdLp/iK+02xks4WgNtJJ5rRzW0UoLAYB+dT2/maLfxFeWckkkItY5HfzN4s4dyN6odmU9tuMVZ8LJbXmoW1jJpa6hLczqhZpHBRO+0KRg9Tlsjjp1zo+HfD+nya9I13m70tbwWcI3FfPZnwOR2C5Y49h3rXW5i2knoco8jSOzuxd2OSzHJJ9aSpLhRHcSqowqsQPzqOoWxo9wrpPhP4m0XwT44tfEWrvfvJpUn2uztLK3RxczrkokjtIvlJnGWCucZ+WubrOl/1j/U1M48ycX1GtxGYuxY9Sc0lFFBW+oUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6/QtftNJ0+7gksp3uLj5Gure5ETiPugzG2AT1I5PTpnL9M8XTaRc2oghjewtp/OjguIopJByCR5hjyCcDkY6D0qpoum2WpSRxXN+9rNNKsUaR2/mdeNzEsuBkjpk9ePWyvh63tbW8l1K7mtzb3X2QrbW6zZYAknJdeOK11WpjaL0Mm+vH1C8luHWNGkOSscaoo/BQB+lQUr7Q7BCWTPBYYJH0pKg0Cs6X/WP9TWjWdL/rH+ppMaG0UUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHb+E5NO0+Oa/lvraHU4222sV1HKyIcf607EbJHYHvyegyug6hLpt9JKPEotIVnDyiLzz9oxySF2YbPIw+PfisrTdAvtXXdbRoV3iNfMmSPe5/hXcRuPsMnketMstFvNQaYRRKgh4leeRYkQ5wAWcgA5zxnPBrW7uZWTT1Garcw3mp3c9vD9nt5ZWeOIADYpJIHHoKq0rqY3ZTglTg7SCPzHWkqFsWFZ0v+sf6mtGs6X/WP9TSY0NooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAO78F+Hp7uQ6u1pc3VnZSAiK1jLvNKOVQYBwOhLdh7kVp2q3OpaXPHJox1LUDqby3Vm5kQxb1XDFVKkchhknA5yORX6Tf8MffA/wD6Ilrv/g9b/wCWFH/DH3wP/wCiJa7/AOD1v/lhT9ov6+Qexlvc/KvWre2tNYvIbOXzrSOVlikyDlQeOR1+veqVfrD/AMMffA//AKIlrv8A4PW/+WFH/DH3wP8A+iJa7/4PW/8AlhUqSL9mz8nqzpf9Y/1Nfrl/wx98D/8AoiWu/wDg9b/5YVGf2NvgWxJPwQ13J/6jrf8Ayxo5kHs2fkfRX64f8Ma/Ar/oiGu/+D5v/ljR/wAMa/Ar/oiGu/8Ag+b/AOWNLmQ+Rn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/5Y0f8ADGvwK/6Ihrv/AIPm/wDljRzIORn5H0V+uH/DGvwK/wCiIa7/AOD5v/ljR/wxr8Cv+iIa7/4Pm/8AljRzIORn5H0V+uH/AAxr8Cv+iIa7/wCD5v8A5Y0f8Ma/Ar/oiGu/+D5v/ljRzIORn5H0V+uH/DGvwK/6Ihrv/g+b/wCWNH/DGvwK/wCiIa7/AOD5v/ljRzIORntfleLP+gxo3/gol/8AkqjyvFn/AEGNG/8ABRL/APJVfPVx+0j4x03Ute0zUxo+meIXvl07StB1HQNQtWt/N1OOyt7xrp5PKvoCsiyN9n2bSyJuy24W/Efx28f+G7PWtKuYtMl1PQNeXTtX8Tab4Zv9Rs7e0fTxeRz/ANnW87TgkskLfviEPzk4YAYcy5Ofp/wUn9119+nU6LPm5ev9f5f1oetePfE3izwR4Tvtb+3aNe/ZfL/cf2ZLHu3SKn3vtBxjdnp2roPK8Wf9BjRv/BRL/wDJVcH8StZ/4SL9nttV+1Wl99usrK5+1afu+zy75IW3xbudhzkZ5wRmp/jx8Qde8CWPhS38OPp1vqOvaw2m/a9Us5LuG3RLC7uy3kpNCXJ+yBP9YuN+7nG0utJYeMpVNFG9/kOjGVeUYU9XK1vnsc946/aTsvBesw+H7TxZ4d8WeMJbtrMeFtBit31JHSGSaQyRzajGsSrHE5Jdl52qMsyg9R8KviJr3xa8EWnibT7m00u3nuLu1az1LRyJ4pLe5ltpVbyr2RD+8hfBV2BGDXyPpWsajq2nfBebULmOa4uPGPjC5nFtG0MDTNLr5dkiZ3KAknALMQONx6n0r9ke+1vR9W8Mab/wkeoXnh/XIfGuoPolxDa/Z7Se18RQxRvC6QrN8wuZiwklcEtwFAAEUsRRqYSOIvZyqOC87R5r7aaJnnwrTli6mGlG3Jv6p2PpzyvFn/QY0b/wUS//ACVR5Xiz/oMaN/4KJf8A5Kr52/aw8USeH/iJ4c+123jTU9At/DGs6jd2Xg3XZtMkjeKWyC3UxiuYS6RiR8geYQHJEbAHEHiP48ePPh3pfh/wzZFPGXiTSfCdlrGpXlj4a1PWl16aQyIsMEtmoS28z7PIRcTAqTIpEeA+LjLmjzef6yX/ALa/010O9qzt/X2f/kl6ddNT6Q8rxZ/0GNG/8FEv/wAlUeV4s/6DGjf+CiX/AOSq8P8AG3xw8dW954h1fQotD03w14e17SNAuLDWNNnnvr2S6ktPOkWRLiNYAi3qBQY5ctGxJAIFc9oXx38aN4it9IM2meF9Iu9UurCx1PWNE1TVYNQuW1S9t/KF4twI7V0WGIrFK2JDIEj8tdoUu7J99PwTX3ponSzl0X/B/K2p9I+V4s/6DGjf+CiX/wCSqPK8Wf8AQY0b/wAFEv8A8lV86fDLxt8WbP4Y/CSB/EvhrWL/AMWypax3+paNdtJaRrZXNw7zH7cTcyEwoM5iH3s9QR1Ph742+K77xN4f1K7/ALFk8GeIPE194XtdPt7OZNRtpLf7SouJJmmKOGezkzEIlKLIp3tsObt73L/V9NPva/q4P3Vd/wBb/om/l6HsXleLP+gxo3/gol/+SqPK8Wf9BjRv/BRL/wDJVcJ8WvF/ij/hKtJ8F+E5tL0291DSr/VbvU9ZsJb2GOCAwx+UkUc8JMjtcKdxfChD8p3DHh+lftAeJ/Avw38AeHvCuky6ld6X4C0rWZ7aPwxqervqTSRskdpE9mNloxFvJ++m3Ll1whCuREXzXfp8/iv93K/N/demrf1/ht9/MvLufVfleLP+gxo3/gol/wDkqjyvFn/QY0b/AMFEv/yVXD/H/wAWapovwqin0m6utCvNX1LS9Ka/SMedp8d3eQwSSjcCFdUlbBIIDbSelYniHS7z4O3ugaJ4L1rUJNV8YalHp0MvjPU77XbSxMNvcXEsyrNceaXdIynlrMiZCtgYbc9dfW3z0/zWpOjSa7X+X9J6f8A9T8rxZ/0GNG/8FEv/AMlUeV4s/wCgxo3/AIKJf/kqvB9L+NnxI8Yalpmg6K3hbTNWht9eTVtQvtPubm3afTbyG2D28KXCHZL5hJVpCU3feYoQ2NN+0V8TrXSfBl1Jb+E5Lnxtp1hqOnQLaXSppvnXtjbvHM/nE3Hy3wYMqxYMeCrA5BH33FR+1a3ne9vv5X93mhy929+l7+VrX+66PpHyvFn/AEGNG/8ABRL/APJVHleLP+gxo3/gol/+Sq+Tvj18VvE158OvF3hbxCNNu9V0zUNS0W61HR1ubO1uozoM17G6wGd8MA6I0crSqCu4YO0r1Un7U2peEfEniCK+1HS/GWgaboer6oLjSPDt/paxy2BjDW63c0s0F2SXaNmhI8t0O4c4Cvt5q/ytf8h8rul3dvnex9D+V4s/6DGjf+CiX/5Ko8rxZ/0GNG/8FEv/AMlV4R8Tvih48+Dnhzw94l8ZXmga6zSXVz9h0GzvdPSHytLvJ2jd2u5BcKXjRQzxhQAX8sNtKY7eNfF3wo8Q+K9NNp4Tv/HeuT+H9Qk1u1sruK2mS9vPsJjmSS5lk/ciNjHtkVCHOI1w2a15+Trovm+n53e2nmTdcqnfTf5d/va89T6P8rxZ/wBBjRv/AAUS/wDyVXP+EfE3izxV/bX+naNa/wBm6nPp3/IMlfzPL2/P/wAfAxnd05xjrUXwj8Xa/wCIh4q0zxK+m3OreHtYbTJL7SbaS1gulNvBOriGSWVoyBOFI8x8lM5GcA+EX/M6/wDYzXv/ALJT6X7pP5PVB1t6r7jpfK8Wf9BjRv8AwUS//JVcT8Uvi3cfB/SV1DxB4g0tYyklw0Nrok0ssdrFtNzdMouuIYVZWdu5aONA8ssUb8x4N/aJ1zVvB2m3mp+Drg69rdjBqelW9osq2SJPGJTBe3BRhaPbbikjyD98qb4EeV2tIuP0LwHc/H++1uzvrt9R8J3chtfFHiMx+S2uvGXU6ZZLubyLSItKjFWPl7pUV5LqS5uI+2nhZWdSt7sV+PZLu3+WrNlT6y0R9G+V4s/6DGjf+CiX/wCSqPK8Wf8AQY0b/wAFEv8A8lVx/wC0tq19of7PfxH1HTby407ULXQL2a3u7SVopoZFhYq6OpBVgeQQcivMvEPiR/2bfGAlsdV17xD4duPBura/e6Hq+r3OpzRTWIt2WaKe5eSWNZBM0bLuKZCMFBDE+dzWev8AVk3+S/rcz5W+VLd/5xX/ALcv+Hsn775Xiz/oMaN/4KJf/kqjyvFn/QY0b/wUS/8AyVXzxp37Q3xHm0PUkbSbWbUDeaJBY6vqHhTVtFsN17di3mtzFdsJJnhBDiRGCsJFyqkEHqfC/wAa/FSeOLLwfr66Ld6lD4sl8P3upabay29vcxf2S+oRPDE80hikGY0dWeQcMR94bdEm7+X/ANrf/wBKX6XI5la69fwb/Jf52PXvK8Wf9BjRv/BRL/8AJVHleLP+gxo3/gol/wDkqvGtD+MXjjxj4k0HStOm8N6NBcDX7i+vb+xnnCQ6fqaWsYRFuI8M0bZZmbAPzAY+WuX0f9qbxC1v4lto7rRvFc6waR/YWsQ+HtR0OyuJtQvGtIy0dxJKZ4FbZJ50EhV1JC84NRFuVrddvPVr809ypLlvfpv+H+a2Po3yvFn/AEGNG/8ABRL/APJVHleLP+gxo3/gol/+Sq8L+I3xM8dfC3xRoGnapqGga5rurWc1tZXlrp97YWMM02oadawtNbG9mEgU3LuWyGIARWj3MWyfC/jDxX4J1Z/h14ft/Ctn4kk8YzWOo642nXb2t15+mvqX2swtdNK033Y2V7hshRhlUqFcfeXMvP700rfivv7XaHo7P+lZu/4H0V5Xiz/oMaN/4KJf/kquGtvilrkPwjv/AIg6rf6VYaXp9hd6ldww6VNM6Q2/mF9v+kjcdsZIGB1xW98HfGWpeOvAdvqWsR2seqRXl7p9y1irJBJJbXUtu0iIzMyK5i3BSzFd2NzYyfJ/FP8AyYb8QP8AsUNe/wDRVzVdBHYzfEj4nQ+YD4A1NnTP7sQaRkkdudb61pfDf4heKfiLb64Wgi8N3ujaidMu7DVtLieUSeRDOGVrbUJo2UpOnR85BBAxXlniy38L/EP9pvxj4L8fvZ6voVjp1nquj6Hqccc9u12xuI7mYRuz7nRPswwQmwTFgn70ySWP2ZY9G8E/F34keCvD8dnpHhqS1sNa0zS7aNIo5JyZ7e/mgAHzKpiskcJ8iOVyFaRt1uFqaqNre39fd9xze2Trexs9r/1/n30Pe/K8Wf8AQY0b/wAFEv8A8lUeV4s/6DGjf+CiX/5Krzf9rDUr/S/hJG+nPqwnm17RrV4tCv2sry4il1G3jkhimWWIo0iMyZ8xB83LAc15V4V+MWs+BfhzLd6bNq7R+IPGU2jaPY+IoNQ8Sal4fSK3ZriO7ihd7ieTfa3DLEsrbVmQ+ZsBxjGXNfy0/wDSf/kl+ttDratb+u7/APbX+lz6d8rxZ/0GNG/8FEv/AMlUeV4s/wCgxo3/AIKJf/kqvnrU/wBozx5Y+F/DGqalpcPg+ymF+mp67rXhLVZLRpILlIYN0CskunxXCMZhLc7lQDaQxGT11n8aNX1zRfCxeDTyNc8Ra5odyYkf5IbRdQ8tk+c4c/ZI9xORy2AMjE1JOEHPtf8AD8vnr12tciruz/rf79umnTuer+V4s/6DGjf+CiX/AOSqPK8Wf9BjRv8AwUS//JVfJ/7NPiHx5o/w713Urz4geG9J8K6Jo+lyD+2NCubhLKP+xrWRSGF+iqi7gXVVG9txGzdgdf4X/aI8a+KseG7P+y/+EkuvEy6Ja65f+GdR061WD+zjfPNLptzMk4YKrRqvnAMSrg44O0o8s3BdP1dv1/rUhO8VJ7O/4K7PoHyvFn/QY0b/AMFEv/yVR5Xiz/oMaN/4KJf/AJKr5z+Ffi/xrbeH/D/gnw7qHh+28S3t34n1W91XVdLnmtGW31aSNkit0uUZS8lwpyZm2Kp4ckGtPw/+0p4i8Ta54Auprex8J+GfEdhpk8cuoaLe3sd/dXLyLNbR38TLBaumxdgmVvNMi4xmpj7zSXVpffdfmmu437vNfpe/y/4e/a3U9Z1nxN4s0jxZ4d0T7do0v9sfaf3/APZkq+V5UYf7v2j5s5x1GPeq3xA+JFx8MdDvNS8QeLPD9mLewvNSW0/s1/tNzDawmafyYjdhpCiKSQvTjOKk8Zf8lY+HX/cR/wDRC18pft4T+Cbb4pxyeKjtsV8It/a32sKUMH2mT7KLQD5jOZfPDBuCuzH8Vc+IrfV6ftLX2/F2PXynL/7UxccJz8t1J33S5YuWuq001fRa62sfQVh8ZvHer/2gNN8I3GpPYXElndR2f9jSGG4TG+F8a58sgyMq2CMjOK6D4b/ELxT8RbfXC0EXhu90bUTpl3YatpcTyiTyIZwytbahNGylJ06PnIIIGK+NP2Z9S0lvib46OjXjMs1rpn2RdIuvKspNK8qaOBQTdQsbp5JWjDkOsbtGeGYlfr74EnOtfFUjkf8ACWD/ANNWnUUKvtqaqWtcjMsF/Z2MqYTm5uR2va1/ld/I73yvFn/QY0b/AMFEv/yVR5Xiz/oMaN/4KJf/AJKryHTfDkvxo+I3xMGseJPE+kR+HNTh0bSrPQ9ZudNW1X7FBcG5ZIWVZ3d7g484SJtjUBeX3Y+gftHeKfEHxKlsrPRLi78Nf2vqOitEnhfU1azFqJk+2S6mwFo6PNAUMKAMvmp85ZWWtOdKKk+qv8rJr816feeby6vydvnr/k/W3mr+7eV4s/6DGjf+CiX/AOSqPK8Wf9BjRv8AwUS//JVeG+B/it8UfFjfD1LrUPBmm/8ACS+HpvE13P8A2TdOlnAn2PEKg3a72P2iQmQlQvy/K207+d039p7xjff2vYaZe+H/ABNP5mhnTNcPhrUtHspo7+/NqzCKeZzPGFAdJ4ZSjbsdsnWz5lDq3b53a/NP7idOVy6L/gf5r7z6J1LUvE2ipa3FxqGk3UDXtrbyRR6bLExWWdIiQxuGAID56HpXZ1xOvx30PhXSo9TuLe71Fb/TBcXFpA0EMkn2yDcyRs7lFJyQpdiBxuPWu2pMEFFFFSMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxGH4RfDuO31mB/DXii7i1WIwTLew61c+RGZPN2WvmbvsgEgVwLfy8NHGRgouEn+Efw/n0KHSv7E8aQxR3Mt215bya/DfTyyKEkae7RhPNuUKuJJGG1EGMIoH0R5M//AD+z/wDfMf8A8TR5M/8Az+z/APfMf/xNGlrDu73+f6floeEfEqKPUPhbeeHvD/h/WFKRW8FpZQ6FdxIkcckeFXMQVQqrwPbFZvxw8KXvxT03w0uiahqfhvU9D1Y6nFc3vg+/v4pN1ndWrRmNTCfu3TMG38FRwc19E+TP/wA/s/8A3zH/APE0eTP/AM/s/wD3zH/8TSqRjVi4TV073+e46cpUZRnT0cbW8rbHwLY/sseN9Ph8MRJ8SC6eHb/UNRsw/wAL9S+aW8N2Zg+LsZXN7NtAxjCdcHPoPwN+DuufCvxFpF9rfia88SWOk2Gs2lpa2fgPULCTzNS1GG+nkkkaWYMA8O1VCrhTySRk/XPkz/8AP7P/AN8x/wDxNHkz/wDP7P8A98x//E1nGlTjCNJL3Yycku0muVv7m0YqnFVJVbe9Ld99b/meT3kPh/UPFFl4iuNC1yXWLOzn0+C4bRdQwsEzRvKmzytp3NDGckEjbwRk54q4+C/w3n0nTdMTw14ssrPT7eWzgTT11y0b7NI5drZ2iKtJACTthctGo4VQOK+jfJn/AOf2f/vmP/4mjyZ/+f2f/vmP/wCJrZWVrdP+D/m/vZpqfJvjj4G2Pjj4qQ+JZZdU07RTd2N9eaXY+HNbimvZrRkeFpiLgWkmGjjG57Rn2LtDghWXrtP+E/w90vxFDrVr4b8UxXUd21/9n8nWjZvctK8vnPan9w8gkkZldkJUhdpGxcfQnkz/APP7P/3zH/8AE0eTP/z+z/8AfMf/AMTQrRSS6O/zE9d+1vkeCeH/AId+CPC+pWt7p+heLFezvHv7OC4h1qe3s5mjljbyIJN0cKlJ5RsjVU+YcfKuJdM8B+CNH8azeK7Xw54jTV5JpbkB7HVpLWKeVdss8VqymCKVxkNIiK7b3yTvbPu3kz/8/s//AHzH/wDE0eTP/wA/s/8A3zH/APE0Ky1Xp8hvXc8S8eeFfCXxKawk13RPE8k9iJFguLGy1axmCSACWIyW6ozRuFXdGxKNtXIOBjI1b4UfD7WtL0bT5fDnim0tdI09dJthpsOtWTmyAAFtK8Oxp4sKPklLjknHJz9CeTP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNCstv6/q7+8NTyzxFJoPi7w/faFrPh7VdS0e+ha3uLK48PXrRyRkYKkeT/APqriF+D/wAPv7LuLKXRfG10ZpoJxf3c2vz38Lw7/K8m8djPCF8yTAjkUfvJOPnbP0V5M/8Az+z/APfMf/xNHkz/APP7P/3zH/8AE0tN/wCtNUHSx4noPhPwb4Z/sw6b4a1y2bTrG4063f8AsnUnbyZ5Ekn3lkJkeR41dpH3OWyS2WYnlfHnwb8H+MvDPh3RrbTvEuiJoSWdpZXFppmrLNDZQ3NtO0CSJtdWb7JEol3b1xkHqD9LeTP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNPS6fZ3/N/q/vfdh5f1/Wi+5Hz3cfCf4dXnhmPQLrwr4ivNOWe4uma6s9XluJpp4XgmkluGBlldopHTc7sQNuMbVwzRfhD8N/D+tXGp2vhPxDJNNDd25t7yy1e6tI4bpw9zFFbShoYo5GALIiKp9K+h/Jn/wCf2f8A75j/APiaPJn/AOf2f/vmP/4mh2e4HzzpPwl+H2kWNtYr4e8WX9hasxt7PVk1vUIIFNvJbGOOO4LqkZhmkTy1ATBHHyribQfhf4A8O6c9lbeHPFFwj3VneNNqNtrN7cF7V1ktl8+cPJ5cbLlYt2wZb5fmbP0B5M//AD+z/wDfMf8A8TR5M/8Az+z/APfMf/xNO+t+un4bfd0F0seWaPJomgXmr3Vho2uwT6td/br1/wCxdQbzZvKji3YMRC/JFGMLgfLnGSScP4c3k2g/8JP9u0fXYPtuu3V5B/xJLxt8L7drcRHGcHg8+1e3+TP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNF9LB5nyz4w+C2meIvFLXWnX3ibw/4b1KdrrXNEsvDt8pupSdzPbTqitaNKxPnFQ28kvH5MzPM3rul6tpWh6ZZ6bpuh6tp+nWcKW9taWvh28iigiRQqRoiwgKqqAAAMAAAV6T5M/8Az+z/APfMf/xNHkz/APP7P/3zH/8AE1rOtUqRjCcm1HbyLcpSSTex5V4sOh+OPDOq+Htb0XXb3SNUtpLO7t/7G1CPzInUq67kiDLkE8gg+9c74T8A+CPBrao9l4e8TX0+qW62l5da5Z6vqs81uAwEBluxK/lDc37sHZlmOMk17v5M/wDz+z/98x//ABNHkz/8/s//AHzH/wDE1hprpuTrp5Hy/rnwL8HXnhWbQ9Kh8a6XFcXmmzy3Eya7dzJDZ3KzJBBJI++2Xh1XyWXYW3AZArdn+Ffw/uPDNtoTeHfFS29tftqkV7HDrSaiLsgq05vhi5MhVihYyElPl+6MV7vcyXUOoWcC3kpSbfuJVMjAyMfLVe88Rabpuu6dol34kt7XWdSWR7LTpp4EuLpYwDIYoyNzhQQWKg4BGafl3d/y/wAl91w8/wCv61t+B494a8B+BPCENlDpXhPWbeGztbyyhifSNSlQQ3UyzXCEOhDB5FU/NnGMDAJFYmj/AAR+GOi6Rq2mR+EvEl7ZapYQ6Zcx6pbazfk2sRZoYkafe0axsxKbCuw4K4IFe/aPr2n+IJdRi0vxFDqUmnXLWV6lnNBKbW4UBmilCg7HAZSVbBAYcc1peTP/AM/s/wD3zH/8TRpv3/4L/V/e+4eX9X/pfgfPcnwp8A3WnPZ32heMNXRraa0E2r/27fXCRyvDI4SaYvIhD28LqysCjJlCpJJ0fD/gfwV4ZXTPsXh7xG02nX8uqQ3d5YatdXL3UkLwvNLNKrSTN5TlAZWbChQMBVx7n5M//P7P/wB8x/8AxNUdY1az8P28U+qa9HpsE08VrHLeSwxK80jhI4wWUAu7sqqo5JIA5NF+i/rX/P8AEXT+u3+X4HnXhyTRPCWmtYaTo2u2lo1xPdGP+xdQf97NK80rZaIn5nkdsdBnAwMCvMrrwzqevfsu+JPAJ0zVtP17VtC1TS4vtWjXpijluEmSMuyQt8v7xSSoJAzwTxX1B5M//P7P/wB8x/8AxNHkz/8AP7P/AN8x/wDxNO+lgPjL4geCfFnxS+1p4p+GWg67aXFwLr7HqF3rs8EcgjkiDRxtpZWNgkrjKAHJDfeAI5Twf+zF4h0/xXp+u/2g/gW0sPFFvrdv4b8O+GNQu7SG3ijgV4rWX7PbNatcBbqOcBHjkSVflB37vvjyZ/8An9n/AO+Y/wD4mjyZ/wDn9n/75j/+JrGpSp1bKcb2aa8mtmaRnKF+V2voeUeKF0Hxlp8FjrGia7eWsN3b38cf9jagmJ4JkmhfKxA/LIitjocYIIyK57XPh74F8QXWt3V34a8RJc6zPbXd3PZ2OrW0n2iBdsVxE0SqYZguFMsW12UBWYgAD3jyZ/8An9n/AO+Y/wD4mjyZ/wDn9n/75j/+JrTT+vl/kvuRGp873Hwh+H13babbz6D4xmgsQ6+XIddYXavMZnW7yf8ATFMhZiLjzAdzDoSDJY/Cf4d6d4sHiO38L+JE1NLq4vYgbTWGtoJ50dJ5IrcjyYjIJH37EG4nccsAR9CeTP8A8/s//fMf/wATR5M//P7P/wB8x/8AxNGj38/x3+/qH9fcfOdx8GfhtcWxtT4Z8VRWLaXHo8tjBHrcVtPbJEYoxLCuEkkRCAsrqZF2qQwKqQsfwd+HcOj3enroHjA/ar+PVJL9jrrah9rSIRLMt4T9oVxEPLysgyhKnIJFfRfkz/8AP7P/AN8x/wDxNHkz/wDP7P8A98x//E03q7v+tb/nr66h/X6flofO9x8IPh1ceGdK0FPDfiqzsNLluZbSSwi1u1uozcMzzr9pi2zMsjMSyM5VsDI+UYvf8K58Br4i03WI/DXiO3m01YFtrK3stXi09PIXbAxslUW7NGMbGaMsu1CCCq4968mf/n9n/wC+Y/8A4mjyZ/8An9n/AO+Y/wD4mi+t/mLpb+td/vPEPE15NqHxC8F6nb6Prsljp/237VL/AGJeDy/MhCpwYsnJHYH3rK+OvhHS/iz8OfEumReHZ5fFFxoWqaXo2qal4bvC1hLd2rwMVl+zs8SsGUOUGSoxg9K+hPJn/wCf2f8A75j/APiaPJn/AOf2f/vmP/4mi4HxxH4X8a2Op6/faZ8OtG0aXXb2TUNQGm32vW6z3DoyPKwTSwN7BiSwAJYKxJZVI774JWuu+EYfF9z4p0q4gv8AW9cOpRQ6PpmpXMUcQs7WABnktIjuzbsSAuMEc9h9E+TP/wA/s/8A3zH/APE0eTP/AM/s/wD3zH/8TRoM8D8XfDjwL4416XWNU8PeKBf3ECWt2+n22s2KX8Kk7YrqOAIlyg3OAswcYdhjDEGSPwB4Jh8XS+JItB8UQ6hLM9y8EdtrC2JneIxPN9jA+z+ayMwMnl7jknOea948mf8A5/Z/++Y//iaPJn/5/Z/++Y//AImlZWtbv+O/39Q13PFtN8M+D9JTR0tvDOtCPSdJfQrOOTRtRkWOyfyt0JDRkOD5MXLZb5evJzzfh34L/Dbwv/x4+GPFUjD7CFe+j1u8ZFs5vOtY0abeVjjk5VBheSMYOK+jfJn/AOf2f/vmP/4mjyZ/+f2f/vmP/wCJqr683X/gt/m2/VsXTl6f1/kjynxRrg1HTreK30vXZHW/spiP7DvRhI7qJ3PMXZVY/hxXQf8ACYWn/Phrv/ghvv8A4zXbeTP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNLQZxP/CYWn/Phrv8A4Ib7/wCM0f8ACYWn/Phrv/ghvv8A4zXbeTP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNGgHE/8Jhaf8+Gu/8Aghvv/jNH/CYWn/Phrv8A4Ib7/wCM123kz/8AP7P/AN8x/wDxNHkz/wDP7P8A98x//E0aAcT/AMJhaf8APhrv/ghvv/jNH/CYWn/Phrv/AIIb7/4zXbeTP/z+z/8AfMf/AMTR5M//AD+z/wDfMf8A8TRoBxP/AAmFp/z4a7/4Ib7/AOM0f8Jhaf8APhrv/ghvv/jNdt5M/wDz+z/98x//ABNHkz/8/s//AHzH/wDE0aAcT/wmFp/z4a7/AOCG+/8AjNH/AAmFp/z4a7/4Ib7/AOM123kz/wDP7P8A98x//E0eTP8A8/s//fMf/wATRoBxP/CYWn/Phrv/AIIb7/4zR/wmFp/z4a7/AOCG+/8AjNdt5M//AD+z/wDfMf8A8TR5M/8Az+z/APfMf/xNGgHE/wDCYWn/AD4a7/4Ib7/4zR/wmFp/z4a7/wCCG+/+M123kz/8/s//AHzH/wDE0eTP/wA/s/8A3zH/APE0aAcT/wAJhaf8+Gu/+CG+/wDjNH/CYWn/AD4a7/4Ib7/4zXbeTP8A8/s//fMf/wATR5M//P7P/wB8x/8AxNGgHE/8Jhaf8+Gu/wDghvv/AIzR/wAJhaf8+Gu/+CG+/wDjNdt5M/8Az+z/APfMf/xNHkz/APP7P/3zH/8AE0aAcT/wmFp/z4a7/wCCG+/+M0f8Jhaf8+Gu/wDghvv/AIzXbeTP/wA/s/8A3zH/APE0eTP/AM/s/wD3zH/8TRoBxP8AwmFp/wA+Gu/+CG+/+M0f8Jhaf8+Gu/8Aghvv/jNdt5M//P7P/wB8x/8AxNHkz/8AP7P/AN8x/wDxNGgHE/8ACYWn/Phrv/ghvv8A4zR/wmFp/wA+Gu/+CG+/+M123kz/APP7P/3zH/8AE0eTP/z+z/8AfMf/AMTRoBxP/CYWn/Phrv8A4Ib7/wCM0f8ACYWn/Phrv/ghvv8A4zXbeTP/AM/s/wD3zH/8TR5M/wDz+z/98x//ABNGgHE/8Jhaf8+Gu/8Aghvv/jNH/CYWn/Phrv8A4Ib7/wCM123kz/8AP7P/AN8x/wDxNHkz/wDP7P8A98x//E0aAcT/AMJhaf8APhrv/ghvv/jNH/CYWn/Phrv/AIIb7/4zXbeTP/z+z/8AfMf/AMTR5M//AD+z/wDfMf8A8TRoBxP/AAmFp/z4a7/4Ib7/AOM0f8Jhaf8APhrv/ghvv/jNdt5M/wDz+z/98x//ABNHkz/8/s//AHzH/wDE0aAcT/wmFp/z4a7/AOCG+/8AjNH/AAmFp/z4a7/4Ib7/AOM123kz/wDP7P8A98x//E0eTP8A8/s//fMf/wATRoBxP/CYWn/Phrv/AIIb7/4zR/wmFp/z4a7/AOCG+/8AjNdt5M//AD+z/wDfMf8A8TR5M/8Az+z/APfMf/xNGgHE/wDCYWn/AD4a7/4Ib7/4zR/wmFp/z4a7/wCCG+/+M123kz/8/s//AHzH/wDE0eTP/wA/s/8A3zH/APE0aAcT/wAJhaf8+Gu/+CG+/wDjNH/CYWn/AD4a7/4Ib7/4zXbeTP8A8/s//fMf/wATR5M//P7P/wB8x/8AxNGgHE/8Jhaf8+Gu/wDghvv/AIzR/wAJhaf8+Gu/+CG+/wDjNdt5M/8Az+z/APfMf/xNHkz/APP7P/3zH/8AE0aAcT/wmFp/z4a7/wCCG+/+M0f8Jhaf8+Gu/wDghvv/AIzXbeTP/wA/s/8A3zH/APE0eTP/AM/s/wD3zH/8TRoBxP8AwmFp/wA+Gu/+CG+/+M0f8Jhaf8+Gu/8Aghvv/jNdt5M//P7P/wB8x/8AxNHkz/8AP7P/AN8x/wDxNGgHE/8ACYWn/Phrv/ghvv8A4zR/wmFp/wA+Gu/+CG+/+M123kz/APP7P/3zH/8AE0eTP/z+z/8AfMf/AMTRoBPRUX2a8/5+IP8Avw3/AMXR9mvP+fiD/vw3/wAXSAloqL7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6AJaKi+zXn/AD8Qf9+G/wDi6Ps15/z8Qf8Afhv/AIugCWiovs15/wA/EH/fhv8A4uj7Nef8/EH/AH4b/wCLoAloqL7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6AJaKi+zXn/AD8Qf9+G/wDi6Ps15/z8Qf8Afhv/AIugCWiovs15/wA/EH/fhv8A4uj7Nef8/EH/AH4b/wCLoAloqL7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6AJaKi+zXn/AD8Qf9+G/wDi6Ps15/z8Qf8Afhv/AIugCWiovs15/wA/EH/fhv8A4uj7Nef8/EH/AH4b/wCLoAloqL7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6AJaKi+zXn/AD8Qf9+G/wDi6Ps15/z8Qf8Afhv/AIugCWiovs15/wA/EH/fhv8A4uj7Nef8/EH/AH4b/wCLoAloqL7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6AKV9/yGdL/AO2v/oIr5v8A2k/D+t6x+0B4AvvC1ot94r0Pw1q+r6VatKkX2iWK90vfBvchU86FpodxIAEua+k7jTrmS8tJmuYt8bMFxCccqc5+b2q19mvP+fiD/vw3/wAXSt70Zdr/AJNfhe/yHfRp9f8ANX+/Y+A7G38SfCjwX47sFu7e0im+JFqfF+qTa9PocCedotrPPI+oQRSSWscl40YMqAHEgXcoYsO28B2usfEZvBOk61491HU9I/sDxJeQ3Pg/xbfmG5SHULaO03X6iCa7aFHKecQPMIJJcMSfsb7Nef8APxB/34b/AOLo+zXn/PxB/wB+G/8Ai6TV4220t/5Jyr7n7y7fiF9U/P7/AHm/xvZ97LsfDkHxSv7zxJ8Lr3W/FF54ov8AVPDugmTw3oviu60vWYZZInlubxNMhUR6jDIrKXcsDEsUm3BXjjfCfxQufFmpfb/DniTV7LRF1Dwff2tjZ/EXUtfaBrrVzBPDdyykbZGgYJLZl5olIB+9zX6K/Zrz/n4g/wC/Df8Axdc14o+GOneNNX0TUdZLXkujTi6s7f7Rcpa+cCGSSS3WYRTMjKGQyIxRhldp5rZS/e87WnNzW8r3t5/56kSjem4rflt81+V9n5dz5f8AAfjTxdqX7TS2ep+KNJ0zWl8T6na3nh668Y3st3c6Ssc5tVi0P7MIIV8tLaYXYky3zbnJkMY+yqi+zXn/AD8Qf9+G/wDi6Ps15/z8Qf8Afhv/AIus1pCMe39f156lS1m5d/8AN/8ADeiSJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoAloqL7Nef8/EH/AH4b/wCLo+zXn/PxB/34b/4ugCWiovs15/z8Qf8Afhv/AIuj7Nef8/EH/fhv/i6AJaKi+zXn/PxB/wB+G/8Ai6Ps15/z8Qf9+G/+LoA+E9J/bs+JeuXGm+HrPT/DSeIJviWvgeTU7/Q9Qs4WtZIDJHc/YJp1nhlGAWikc5xjIzuDfBv7fnj+PUPBF34u0nwzJomqav4g0PUIdHtLmO5MumxNILiF5J2VFkyqeUytjaW8z59qfRGi/stfCHQL+1vrXwxePf22vR+J0u7zWL65mbU0Qoty7yzs0jbSchyVJOSCeas6V+zV8JNEvtAu7Pwm0VxoWq3mt6ezX1y4hvLsAXEhDSkPvwPlYFR2Apa6a/1aC/So/mvk9O3f85tfnD7n8/mSz/b7+LF14Bn8aQ+CIL7QL7wrqeuwXK+FNXtrPRLiFWktoLi+lYQ3qSRrtMkHlDf07A9F4l/a2+Nng3w/4J1/xboPhnwp4O8Qaa2s3PjLT9B1XxDY6Tbm1gaGK7igkieKR5nk+bcyKrxqN5V3r2lv2Tvg82m3Gl/8I7qo0OZLuMaIviHUhpsC3KyLOILQXPkwbllkH7pF27ztxWv4q/Z8+G3jLTbHTtS0rWF0+z0iPQVtLDX9QsoZrBAQlvOkFwgnQAkfvQ2cnPU05deX/hvif4Xil3S1v1S8/wCvhX6Sdu708vMvC+uyeHf2sPAHieS4tLuz+LvghIbm70wuLKbUrFFuEkiEnzbHgnlChhuwozzur561LxX4ut/hr+1H8S7f4i+LrDxP8P8A4gXqaH5niC7l09LeOaMLZvYvI1u8TeYVCmPI+XBAFfavxW+Eem/EKz+HyaTef8ItP4K12z1jTWt7MPEscCtG1qI1dAqPE7R8HCjHBAwcWT9k34NT+INQ1efwpeXUuo6y3iC9sbnWb6XTrnUCxY3Elk1wbd2yeMxkDgAACh6t8unxJd1eUZqXbT3o28uzBOyXMrv3W+ztGUWu+vuu+v3o8Fh/b1+JnibVNTm8L+AJNTi0C90uw1Hw5ZeGNV1K7vGljSS9kS/tybe0EQkwkcquzBCxxkLXJ/Hf9qjxp4z+Hfxd8E+NYNL8BX1xpevR2Xg/VvDeowajeafBbyeVeW+omU2twCy8qI1+UOVJwN31/wCLv2f/AIa+NfEura9qGj6pbalrEUUGqtpGuX2mxakkYIQXUVtcRxzkKxXMisdvy9ABWTJ+yr8IbqK6ivfDmparDPp9zpSxapr2oXiWtrcYE8dsstywtg4AUmHYccZxxUVY+0hKNt1JfNpWt80/RN26Wum/ZzjK+zj+Dd/wfzsr9b/GmjftJ+P/AB3+wv8AEe48KaxYeDtG+H/h3SNGtmhhuYtfe4WC2M1x5qXCeRE2WWJthLAMexB+k7X4yfFTSfFnwp+F0eseFb7xP4r0mbWpPEt3oV19ntbOC3TEJtft5eed5GyZvPjUD/lmSa9Ds/2Z/hFYtrPkeECses6FD4a1GA3ty0N3YQxrHDHJGZdjOiKqrMR5oA4ent+zl8NJNF0bTXsPEDros7z6XfN4o1Q6hp++IQvHb3n2r7RFE0ahTCkgjOASuRmt5yUqkp9JW+9c1/S7cZfJx21eEY8sIx7X/wDbbfdZr5qW+h4P4W/bS+JHxG1z4SeF9HsfC2ha/wCJNZ8Q+H9bvr6wub60juNMjR/OtY0uYiY5Mn5WdsZxuO0k5Hij41az8SvgX4O+Nutaba2Pib4U+P2s9Y/sdnFrPaib7FePFvYkRtFOrcs2NhySM1654u/Y98Fa54i+Ekmh3N74Q8M+ADqRTR9Gmuba4vTdxKhb7dDcRzxuGXez5ZpNzBjyc+h3XwV8DQ/ArVvhNoekL4f8J32l3GmLb2qljGsqMrSEs253y24szFmPJJJzWXM4wU7XktbbXakmvRNK1tVaXkjaylLlvaLun5J86a82k46+XmzyHxNrur/GD9uq6+GGq+JNb0LwR4e8IJrsGm+H9Wn0qXVbmWVYzJJcW0iTNGgfARWC7lBOe/mWoeJvFfgf49fFHwhbfEzxD4m0nQfg5f3Nncz6o7FLqK6mRJm2NtN1EqiJpsCRmjJbBJFfSsf7PvhHW/DfgSHxcLzW/FnhPTI9Nt/Fek3d1o1+6iIRuRLbXCyhXGSYzIy5Ymodb/ZV+DmvaVo+nzeEp7SDStKl0O3fS9UvLCZ7CU7pbaeaCdJLiN23MyzM+Wd2PLsSqkPd5Iv+fXvdTSfy5l8l5IKc9eea/l07WcG18+V/efn/AKH8ZvGT/wDCurjxFqvxN8W6evwcn168svDfii7tLlrpb25Vb6YrdQtIFQKGP7xtu35GC8ev6hqvx4u/gH8BtT03Vr740aPZaVc6t4stPBXiaTStW1SAgizYXC7LqXy1yrLGN8ksZDgn5h9k6Z8IPh3ovjbS/Fth4Zjstc0vQ18NWUsDukUGmhtwt1gD+VtB77N2OM44rjNJ/ZD+DPh0Wn9ieG9W8PyWc1zNazaL4j1Oxlt/tBUzxxvDdKyRMUU+UpEYOSFBJrWUryk11bf/AJNNpW7Wkr9Vy6dGsop8qT6JL/yWKbv6xdumt97p/Lfw1+Oq/G74sfCT4ZeG/FvxDsPh7qF5r13qia/qU9nr5uLcM6abNexzGfZEWBG2beUdFc5SvoT9jDx54i1TxZ8bfAeraxfeJNH8D+KW0/RtW1Od7i5+zyBn+zSTv80zREY3uzPhgCSAtd1L+zj8Jm8I+HfDcHhL+zdO8PTtdaVPpd3cWV7ZzMMPKl5DKtwHf+NvMy/8Raut+G/gfwh8I/DzaJ4T0f8AsqwkuJLub53mmuZ5G3STTTSM0k0jHq8jMxAAzgCiLUVbyt6u6d35pJx66a31Y5Jt3Xe/orPT5tqXTXS2iPgPUvFfi63+Gv7UfxLt/iL4usPE/wAP/iBepofmeILuXT0t45owtm9i8jW7xN5hUKY8j5cEAV13wX8Z+J/i5+1L8TU8R6X8Rddsre38N3dvpvhnxhNp2n6A9zYrJP5kJ1C23oW5KokpPlt8uWw30bJ+yb8Gp/EGoavP4UvLqXUdZbxBe2NzrN9Lp1zqBYsbiSya4Nu7ZPGYyBwAABWvdfs/fDq4+IWs+OIbLxBpfibWpIJNSvNH8Tanp63hhUJF5sUF0kbhVGMFccnjk5ij7nLzdIpejSim/wDt62u2y7sqt76mo9W38nK6XyWnXe2y1+OU8ffECGHW/wBnBvGniQ+OJPilDpttr39qXJ1NPD0ifbvOFwX3jEEbLw3RsV7n+2p+0T47+GvwF8UXmgeE9f8AA16l9a6XB4o1WTTp4EimnETTxLDdyyA7eVMqJjeCcMMD2d/g78O5PjJH8Vm8NqfH8dl/Z66z50u4Q4K48vf5e7aSu/buxxnHFdV4r03QPHXhzUNA8Q6VDrGi6hEYLqxvIlkilQ9iCfoQeoIBHIqdfZxi9WrX87KMbX31Ub+Tk97Xd3/eOWy1t5Xbd7baN281Farp594b+Hf/AApG+N/ofiPxp47ll0URSeFdT8Q/2ndajLFLGPt0D6hcqsLASsJFR0ibzI+AVUNxv7K/x68c/E7xF8Q9P8S+EPEX2TT/ABhqOnW2o3B0lINJt4kjaOzmENyZHkUkjeiSglx+8IBI9G+Gvwb8BfCXUZNQ8OabqS3zWMWlpc6prF5qckFnGSyW8LXU8hhiBOdke1SQuQdox2Oi2eg+HGvzpOkWulnULp768NlbRw/abh8b5pNuN8jYGWOScDJrW/vNt30a+bkmvw+7ZaaGNvdUdndf+k2/P77Xeu3ztN+0d8Q0/ayi8JD4ceLz4ePhF78+HhJoXntOL0Ri9Ev27Hl7Pk2ebuyc+X/FWxq2fhp+3XoV8EePTfiZ4Zl06b5vk/tDTm86InnqbeWUAf7HHevcTZ6CfEQ186RanXha/YRqn2aP7ULffv8AJ8373l7vm25xnnGa4j40fDWD4syeCLuDVZdD1Twp4itdftLoW3nB/LDLLAyiRPlkjd0JzxnOD0MQ932d+jd35Sclf/t2Mr+qstLFy972ltmlZecUml85R+599T1iivG3/Z1+FUnmbvC0h8zxYPHDf6dc86yOl1/rf/If+r/2K6rwH4H8I/DGTxE/hrSZNNbxDq0+uamfPkl+0Xs23zJf3jttztX5VwoxwBQttf62/wCD9y7vlH5f1v8A8D73217Wb/WQf7//ALK1fH37ed1qmnfEb9n2HTPEniTQoNf8YW+i6pDomv3unx3Vo5BZGWCVBk5PzgbwOA2K+tJNWhZoyFf5WyeB6EevvXnHxW+B/wAPvjZq+han4v03Vr+90KUXGmSWeuX1iLSYHImRbeeNRIO0mNwHGcUL44S7ST+Sd3960+Y/syXdNfNrT7nqfOFt+2h8TreaXW7qz8JyeFbb4rn4dSafFYXQvntjJtW5FwbkoJACuVMRDcnK9K7H/gpF/a918M/h7pdjd2CaZq3jrSNP1Gx1Gye5gvEaUskcyLLHvhDoC8Z+/gAMmMn1H/hnP4UnSZNNPheQ2UniYeMXjN/cknVgd32nd52eo+5nZ/s11nxD8DeEfitY6TZ+KdJk1S30rU4NYs08+SHyruEkxSZjdS20k/Kcqe4NKKXLTU9WpRb80lC/3tSa9Vt0Tb5puOl1JLyb5rfcnFfL7/lzxd+1V4t+DfhP9obStH0LwjDF8JLbQrfRbez0ya1tJPtMaeaHgWf5UBJ2IjLtGAS2Mmj8Sv20fip4Zl+N+p6RZ+D/AOxPhomhz/ZL3TruS51Bb2ONpE81bpViKlmKtsbsCvVq96+In7L/AMJPiprmv6t4k8N311d+IIreDWEtdavrODUVgH7j7RDBcJHKY/4WZSRgYPAq7rH7Ovwq1+y8b2l/4Wknt/GqWcevp9uuV+2LaqFtxkSgx7Qo/wBXtzjnNEXL4pb2X3q1389fvK91NJL3b/hpp+f39Difh98cviZ8dPiN4+tPBZ8J+HvDHhDVrTSJIde0+5vL2+ZlWS5lEsVxGkIVHGxNkm5l+ZkByPmLwp8Yfit4d/Yp1bxxrfi+DxVBD4vfT4oLptVttQDnVEhJN/BqSOYQpcLAFAGVBZgpDfbE3wB+GknjRvFcWh31hrUj2cty+naveWkF49qwa2e5t4p1iuGQgYaVHPAByAKxr/8AZS+D+pWetWE/hzUv7J1i9OpXmkRa/qMentdGdJzMlqtyIY38xFOURT1HQkG4WjUjLorX+UoNv5pS06XVvLJ80qcovfW3/gMl+Da9bM8gvP21fHUXg/UPilHpnh4fDyx8c/8ACJP4da1nbV3gEq27XS3Yn8vzPNbeIRbn5eN5PzVnwftpfE+G4m127s/CT+Fbf4sH4dyadDp90t89uZNouRObkosigjK+UQ3JyvSvoO6/Z1+Fd54wbxLN4Zme+fVRrr2f9o3Q019RC7ftjWAm+ymfAz5hi3Fvmzu5ob9nX4VSaXLpzeFpDZy+J/8AhMnj+3XPOrbt32nPm56j/V58v/ZqaXu8nPra1/8Aynf77VP/AAJL0up73Ny9b2/8nt914evK367vxm+Fui/EC30HW9Va7F14Pu5dc09baYxK04tpYgJCBu2gSFhsZWDKpDDHPxT8Hf2yviv4i8F6dY6DD4VsVsfhpd+OJptci1PVZZZob24i+z+bNfmUqwjX55JHZefvDCj9CLy+s9Qs57WeKSSCZGjkXplSMEZBz0NeS+Fv2YPhB4Lt3h0bwjJZxP4el8Ksv9oXUmdMkleV4PmmPV5HO/74zgNgAVnaSU1F76r15Zq/3uHyXyel4txcltp8uaL/AC5/m/u+fND+MPxQ+Lv7SXwU1Dw94rsfC9l4q+Gz65Lot5Y3V7pyTF08wvAl5CJX3HCSEgqvBDZzXvP7UXxo8X/Ce++FWleEY9Ee/wDGXimDw9Pc61bTTxW6SRufNVI5YySpUHaWwRkZGdw07z9nP4X3dj4Pto9D1LTD4Rsm03RLvSNbvrC7tLZlVWh+0QXCSuhCjh3bv6mur8aeBfCPxEvvDF54h0qTUbnwzqUer6TIbiWM290ilVk+RxvwGPyvuBzyK6JOLcUlopX/AO3XNyt/4C7W/EwjzJNvflt8+RK/3q58l/DX9un4g6v4l+HcPiu18HWWjeINe13w3fTW1vcweTLp6FxdiV52WOJtyAxsrYCM3mfNtTnPFP7c/i260vxVo015oPi3T7j4f33iWw1vQNG1vw7ELu2fa8cU0lwslzAccXFvJGSQfu9K+orf9l34O2x0jb4O3LpOo32rWiS3tzIiXN4u26dlaUhw442MCo7AVkaf+xr8ENNt3t4/CeozQNo83h9Y7vxBqVwsOny/6y2iEly3lIeoCY2kkjGTXPaUqdpfFZr5uDX/AKW7+lu1je8VNNbX/Dnv/wCkaev3nz1N+278V9J8B/EjXdMs/CI0f4d6R4avGs9QtL65utQW/toHlQ3DXmVZS7kSOJCeA2Tlj6T8JPC+iftG/tJ/HXxF400231u00iCz8I6TpWpRCQWVlNaCa5Kqc4MxmILjkqCM44r1R/2YfhBJ4e8V6G3hKQ6X4qtrGz1i3/tC6/0qKzRY7Vd3nbk2KijKFS2PmJNZzfA298L/ABc8VeOfAPiqLwu3ibRItN1HTb3SDfxG7gRktb1CLiMhkUhWQ7g4HUE5G03GUpNq6advVrX77OK/xa9TGKkoRSdmmr+itb7neXyS10R5R+yH4BvfFfwn0nxRZ3n9o+P/AIbr4j8FeGbrWJmbT50Fxsge42qZGRRFFHlCCFDjBOMfYHhH+3f+EV0j/hKP7O/4ST7JF/aX9keZ9j+07B5vk+Z8/l7s7d3OMZ5rzL4W/BDwx8OfgDb/AAouzc+INHlsLiz1W5nzDJqLXG83UjFH3IZGkfo2VBA3EjNd94R03RPAnhXSPDeh2Uljouk2kVjZWu9pPKhjQIibnYs2FAGWJJ7mm30bva2vd68z8rt3+fS2p1ula7enZacq+SVvK2l76dNRVD+2Yf7sn5D/ABo/tmH+7J+Q/wAagov0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/wAaP7Zh/uyfkP8AGgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/ABo/tmH+7J+Q/wAaAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8AGj+2Yf7sn5D/ABoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/wAaP7Zh/uyfkP8AGgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgC/RVD+2Yf7sn5D/ABo/tmH+7J+Q/wAaAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8aP7Zh/uyfkP8aAL9FUP7Zh/uyfkP8AGj+2Yf7sn5D/ABoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/xo/tmH+7J+Q/xoAv0VQ/tmH+7J+Q/wAaP7Zh/uyfkP8AGgC/RVD+2Yf7sn5D/Gj+2Yf7sn5D/GgD57u/2rPDtvoqanD4d8SX0NtZzahrcdvb2+/QbeKeS3lku904DbZILgYgMzMIJGUMoBNzWv2ldI0nUPEFtD4Z8RanDo9/a6T9ttI7UQXl9ci3NvbQNJcIWZxdIdzBY12tudfl3cJ4g/Yp07VNQOpRT+E9S1OYXsVxN4s8Hw6yiRTX1xdxtbo8yeTLGbqRC5Lo4Clo/lArv9c+Bc954f8AGmm2WpaLLH4k1iHU3s/EHh9NS0/yktreA28tt5sfmKfs4cMrJtJXjC/Mld6v+veX/tt2t9d77Ddk7Lb/AIH+fpp23HeG/iVrV38QNTstUsL7R7XUNAGraXpOrQwrcWktvNJDeRyGFnVhl7RwRIwIkJU4rjvhj8aviBNpnwp1zxmfDeo6B8QoIUifRNPnsJtJupbR7qNJPNuZxPGwjdN48sqwX5WDfLr2PwLvPh/4c+GNhoDDUpfDl3cWl40arbp9ivElWcRRu52RRSPA6Q72IjgVQXYAlPhv+zrrfh238B2Hi3xhY+JtF8D2iwaLp+m6K+nK0otzbC4ume5n851ieRVC+WoMjEqTt2tbyt3+X2m9N9nFJ915Ml7eq+52SWvqm2uz9C5H+1Z4Vj0/UNSv9K13SdHj0i513TdSu4IfK1qygZVkltVSVnx+8iIEyxFllVgCuSMbXv2jrnw7480Ma3oeveG7K60jUNnhe9gtJtQ1K+SaxFslt5EsqyMyzyABZdo+cvtEZK0vAv7IMHw5tdUtNBl8E2MD6ZPpdjdL4Ft/t7xyOhA1C487/TF2IUZVWHzAxLHdgihp37DmjRQ20lxqtjY6hafbrrT5PD2jiwt9Hvp5rWSK50+FpZfswjNoMx7mEhmlyQrlKI254t7Wd+/X5Xtby5rPTpUtnbv+Gmve17+dn9/V+H/2itV/4Sn4gQeJfAms6B4b8MMskusSyWDJaQixjuXE6x3kkjuSx2+TGwwyA4O7F2T9p3S9P03UZNX8HeKtE1izfTgPD91BayX08d9P5FtLGIrh4yplDqQXDKUO5RxmG++Amu66viqx1nxXpt5ovjDTltvEUEGiSQ3Et0LQW3n2sv2plgXCRN5bxy4Kn5vm45vxp8BfHV9pc2sv4i0zxL4+mvdBtoL2LSDZ2NpZWV+twXe2a7ZpHy8sj7Zk3hUVFUjk+0k9vdT++za/DeyS13F9m631/S367dbdDo5vjjcatfeHr+2s9S8Nwaf4nXw54n0DWIbf7VbvcQYtWLRPKhBlltGDRyEFZTk/KQLV140+Ifjjxp4w0/wLceGdK0vwrcR6dI+v2NxdyaleNbx3DorRTxC2jVZok8wrMSxc7AEAePUPgZqM3wv+INhc6xBq3jbxTM2qSapBaG0t0vo4oks/KiaSRo44/s0HBkY5DNuGcB8Pwt8Yw6zqniHwr4ltPA7+K47e813R9Q0ddSe2vRAkTy20qXEaJLsREYus8ZaJWC8sHcd9ey+9pfek1LvvG4PbT+kn+Daa7aJ9TMj+O2vt8JbfxQbPTRqEnjYeGmiEcnlC2/t06fvA358zyvmznG/nbj5a5X4aftJeKvGXxGtdJXU/CfiKKTXtX0u/8NaHZSrquiWtrJcpDeXUpupE2OYYlw8UW43C7ScYPZp+zzqi3Uej/wDCVWh+H0fiL/hJl0f+yG/tH7T9r+2+Wb37Rs8r7V8+Ps+7Z8m/+Kn6P+znJ4bfQ9Q0fxL/AGf4i0zWNTvG1NbAMLmxv7yW5nsZIzJyAZEKOSdskSvtILIYV+W731+Wkflve/ltrYcvtKPf8Pf/APtfna+lzkPh1+01qmseCfEXjfW/Efg2+s9F0W71TVPBekW80OuaHNGcrbXRe4fcw2SxszQQ/OoKgg4rrLH4ifEPwf4o8CR+Oh4budI8Y3LaekGi2s0E+j3ht5LiKJ5ZJ5Fu0KwyxmRY4TuCtswxCpJ+z1q/jfVftvxM8Uab4pMWhXugQjRdCOltJDdqi3Dzs1xP5jERIVCCNFJY7T8u3Q0H4MeJpvEvhO+8ZeOIfE+m+Emkm0i1ttINlNLOYWgW4vZTPIs8ixPIB5ccK7pGbb90Lorcy/rS8r+d2rWbvZ213vMtnbz++y5fkne9rXXR6EnxK8YeOF+K3hnwX4O1Dw/pB1HRtQ1We81zSZ9Q5t5bWNI0WK6g2g/aSSxLfdHFeV6p+1brUmo+EtOv/Efgb4VT3UWtQaxd+LUe7tUv9Pu4bYw27/a7QFZPMeRSxLbQPl617B8Rvhj4n8QfEDQPF/hPxRpXh/UtL0y90to9X0STUopY7iS3kLKEuoCrKbZcZLA7jxXLWf7OWueDtU8Lar4M8ZWNpq2lWep299deJNFk1L+0pr+5hubi4YQ3Vt5bmWIkAZUB8AAAVnD7PN53/wDJuX5Wtfzt2ZUutvL7rK/zvt5X12Lnhf413lh4gvLXxJrvh3X9Cbwr/wAJLpviHw7bNBbXscMsi3hXdcTKVRWtSMOf9Y2T6b9v8UNT8M/s9f8ACwvGWnRQapa6E2tX2mWAZAreUZRbrvLHdjCZJ5bJ4HFZPxO+A+ofF7RPCcev+JLWDWdKun/tG80vTHhg1GylBW5sxC9w7RLKgjBYyPgpnHYdN46+BPgD4jHVJ9d8I6Pd6pqGny6XLrH2CH7etvJG0bKlxt3r8rsBg8ZqpX5ZW3/4d+nVLX+Vu2o4W5ouW2l/wX6N/NK+gz4eJ8TWuoLrxne+FZ9PurMytZaLYXNvPY3BKFYvNknkW5TaZAX2QnKKQmGIXoPBPjKy8eaG+q6fFcQ263l3YlblVV99vcSW7nCkjaXiYjnOCMgHgcZonwn17VNNbQ/iTr+hfEXwtHarbJpd14Yji+0srIUnvDJNMksi+WMeXHCm5mOz7gTM+H37Jfwx8D+G7/SZvAvhLVft1xdSXM0nh61TzoJLtriK3cFW3JFmNVBOP3SkBcACnbpt/wAHr/T063M435Vzb9fu1t/SLfjb4sTTfCi48ceHpLiystF1gjUo7iGMvLZ2t8be+AHzYHlxzOpGGO1ehJA39E8eX+p/GjxV4RkithpmlaLpmpQTIrec0lzLeI4Y7tpUC2TGADy2ScjHN/Db9l3wF8NvC+taVY+GtBiutXGoW91qVho8FpPJaXM8kgtiygkoiOkYBOMRrwOAOb8C/CP4oaRdWXiS28UaHoevT+H9P0DVbPW9Cl1TzWsZLgLcxyw38O0SiYvtYMQCucHIqY9v61Tv8lZfNvzKlqnbf9FJP8U5fcvK3b2Xx70a+8cQeHxpOsQ2N1qNxo1p4jljhGnXV/AjtNaofN87cvlTDc0QjLQuockAGhaftGafdeF7/wAUt4R8TweEo4g+na1JDamPWGeZYYI7WBbg3BaZ3Xy/MijDBlOQCM4Hhn9lPSvC3xSuPE9rB4RayuNRu9Ud5PCUJ1vzbhZDJGNT83cIvMlZgBFvC4TzNoqWz/Z28QR/DVfh/ceOLWXw3pK2x8N3EWibNS0+W1nSazaeU3DQ3Kx+UilRBFvC8kEklR2XNvpf9fmvs9O/dj+J22/q34b/AIdle1r9ohvDGo2i+IPCev8Ah2SexuJoNCu4LK4vr2Vbi0ghWKW3vZIgXku1RUbqSWZ41X55pP2ltOjhtrf/AIQ7xQ/iaXWW0F/DCR2bX0F0LU3ah2Fz5ARoAHEgmK/MMkENjO8Zfs++I/iRcabqniXxjpZ8Q6VbyLYXmj6DJbQRTi7s7u3laKS7lZgklmAy7xvWQgFCMnS8PfAW8s/FWneKtZ8Rwan4lGvPrmoz2enG2trg/wBnyWEUEMTTSNCiRsrZZ5CzBzxuAWo/D72+v/pWnzte/Ta3VA/L+tPyvbz3v3O++H/jiy+I3hW112xtrqyimkmgktL5FWe3mileKWJwrMu5JI3UlWZTjKsQQT0VeceEvhhrngz+wrbT/F3l6Ra6pquo6lY/2ah/tFbuaaaOLezFovJeYHcv39vIAOBb0Hwf440//hFv7S+IP9q/2fPeSav/AMSWCH+1o5N/2eP5T+48ncnzJkvs56mgNv69f6+f3d5Xl3xDv9euvi/8PvD+meJb/wAPabeWuo396mnwWrtd/Z2tdkTtPDIVQiVwfL2tzwwxXqNeXfEOw161+L/w+8QaZ4av/EOm2drqNhevp89rG1p9oa12Sus80ZZAInJ8vc3HCnNJfEv66P8AUOjPNvhv+0VqXjPxVdWuofFH4aabcW+u6jp58FrYMdbkgtrqaJVDHUgfMeOIOD9nx82dpFdr4X/aasfFs3hOOz8D+LY/+EmtH1Kxa5hs41Fiht993KTc/u4x9pXhvnOxtqNlNy+B/hH498CJeaTZ+NvDlx4VutVv9Qe0n8L3H24Jd3Utw8YuBqATIMzKH8nGAMqa1fB/wRj8LyeCPO1UahD4b8KyeF3jNtsF2r/ZczffOzi1+5833/vcczG/Lr2/Hllv/wBvKK32b9Rytzyttd/dzafhd/JXMOP9q3w6uj6jq194d8SaXpkei3XiHTbi6gt8a1Y25XzJbVUnZgcSRMEmETFZVIHXC6p4o8TSfEL4ZavHqPiHw/pPiPUbjT7vwjq1vpxjWNLK7mSXdEjyq7NDG+PP4BwyKcqMFf2Ub++8Kv4e1fxnDfafpnhu88L+GzDpBiksLW4VEMlyTcMLmVY4YUDKIRgPlcvley8cWOv658XPhxb2fhbUn0XQdQm1C88QPPZraBWsLqARqnn+eX3yp/yy24Od3FaaXVv61e/S9reV9ulpd7P5/krW6738/lv0nir4raL4K1q80/WFuLNLbQ7nxAb11TyHt7dlFwFO7dvQPGSCoGJFwTzjm7X4/Kup+HoNX8CeK/D1hrwVdP1XUFsXgklNs1wIWWG6kljfYjj541XchG7kZvfGb4L2vxih8Ox3GoNpy6ZqAnuQsAlF9ZspW4snBIwkq7cnnBRTg4rhNV/ZSbVvjUfHs2vaXLt1Q6nC1xoIl1WJTZG1+xrfGf5bUFjIIkiX5icliSTl71nbf/g/5Oy/wttaot2/r00X3rXykrPQ09D/AGkrjxXJ4eu9F8CeKby21rSJtVsdKe30+G8u4Fe1AuFklv0SNB9px5cgDtgkYAXzMa8/aYvrnxl4duNH8LeKNU06bSdaOoeGba1sxf295ZXdtC5keSZY/wB3umHyTEPvXbvOMSeMf2T5vE3g/wAE6LD4qhhPhnQYdEZb3SmuLTU1SezlYXMCzoXhcWZVoQ43CTliAVar4Z/ZZ8TfD+y0oeEPG2g6Fe2sGsW0jL4TP2WOO/uY7gi1t47yNYPKMQVAxkGOoPfSW/u9Oa3n8XLfyd031vta1ieiv1tf9fn0Xlvfc1bX9o23k8YXlzZjUPEuiato2hXPhvR9Nt4lurye8+3SNsMrRgZhtw7ebIqosTHIOc+o+CfiNpfjnwafEdtHc2FvE9xDd2t8ii4s5oJHjnhkVGYb0eN1O1mBxlSwIJ8d8TfsZaDrNhp9rDd2F3DpFho9npdr4j0dNUtQbBLqLddQs6CdZI7twVBjKsqsGyAB2nhb9nXwto/hfR7XUPDng658Q6Q08unatpvhW1s4tNlklaRWtID5nk7GKn77Fiu5mJJonb3+Tu7enTt+a6bdSO8b+V/u17+WyfXfS2RZ/tITa7Z+Fr/TfBPiaG216YHTba5trFpNYgezuLmNreQXyxw5EGT5xDDKqyLvDrPpf7Ttlrnh+yvdP8DeLLzVb27vre20GFbBruWOzYJc3KyC7+zmFXZU3CbLMwChs1wUf7GOqWdje3Oj+MdD8JeIrm5NwLjwx4WNjp8bfYbm081bMXbAXDC6d2lEg3eXGNo25O94i/ZTfxZ4b8G22ryeBNT1TwpFLYadHqHgtrvRxYukS+U1lNeu/mKYYysqzgj5htIY5Ut3y7aW/rT57XTdrNK4vs387/1r8t7db9D4vftQQ2/wy1W++H1hq+valJ4W/wCEii1PTo7TydKt5Vf7PPcLcypnJjkPlokj/umynTPsXjfxxZfD/wAIza7qEN1eKhhhis7FFe4up5XWOKGJSVUu8jqo3EKCckgAkeQ+KP2X9V1DQbzSfDvi3SvDlrrHhm28Na0ieGkaOVIBL5ctrHFPElsf38oKESLt2hdpXcfUfih8PR8RvBbaNHf/ANl30Fza39hqHk+aLe6tpkmhdo9y713xruTcu5Sw3DOQ5W6bX+dr/dtt57iV7q/b8bLf53+W3n5h4l/aKv5NV8Ix6R4c8QQakviWbRNb8JNDZPqDN/Zs9zFHv85oApHkSiRZwu3gsPmWr+h/tP6TrniKzeW11DQfDn/CPaprN3NqljFuhexuY4LqJpI7pmR4GLKyeSyvkFJSFIaOb9nzxOuoWviW28Z6Svjz+3jrl5qNx4flk0+X/QHsUgjtFvFkjRYmByZ3JfcejbRzej/s63mpeKH8P65Z6hceGYfDWt6VqniC7ktozrN3q1zBc3EttFHJI0SKyTcSqu3KBfMALVOt1bez+/kf/t3fyt3L067XX3c352t8r37HfWv7SWipo+v3WseHfEXhvUNJtrS7Gi6lbQvfXkV05itDAkM0is0sqmIIzK6uMOqZBrG1f9oDxhY/ELwroafCDxTHb6paX081tNc6ObrMLQBWjZdS8sIPNbcGO45XaOGrK8P/ALI0Gk+D9c0f7Z4V0S+ujp81hqXg7wbb6O8NzZz+fDPcKJZBct5ixllyiYVgqqWJrstT+Gvj3Vb3w5r0vjHw4ni/RnuoVu4/DNx9gltLhY98ZtjqBcSBoUIkE2Oo2d6vTmv/AF/w/f007GavbX+v+B2/HudZ45i8TeboF94enItrG8kudW05BF52oWotZwtvEZBtDmc25yXjGFbLgcHzf4ZftAeLvGHwt0TxNefCLxTd3l5bRzSLpc+kLFNuUkyQrLqIYIMAYfD/ADD5Tzj3LGVweeOa+ddY/Zb1/WvBmgeFLvxZ4d1Pw74evPM03S9X8KyXdrNbeVNGsV9Eb0LdSJ5kbI4Eaq8e4xsSNuUuZKXL5f8AB/r12ZorOzf9b/1f03sQ/wDDV0Nn4l1fXf7J8Qaz4A/4RnSde86ysoF/siGeS7E09wJJEkOFjjykfmsBGxVMZJ9u8L2XiC31rxPcavqkV/pV3fRy6LBGqg2tr9mhDI5CKSxnE7cl/lZeR0Hh1n+yTrel+Gf+EXsfHlnb+G7/AMNWHhfWY/7AP2y4trdp95t5RciO3MiXDod0UoXgivpKONYY1RBhVAUD2FbPlTbj5/df/gLz39DPW6+X5L9b36bW6nicf7U9jdahBbWfgDxpfJeane6Lp9zFbWaxX17avKssMe+6UgbYJXEsgSLCkFw2Vq5F+0paPpul6xJ4H8VweHLy8j06fWnSxMNhdNdG0aGaNbozZSceWzRxun8QZl+atHQ/gj/Yv/CI/wDE687+wPEOqa9/x67fP+2fbP3X3zt2fbPvc7vL6Ddx5Zqv7Er6p4nj1OXxTpd5CuopqMX9qeHftV3YMuqTX5SxmNwFthJ5yxyMI2ZwgOQMKsR3in3V/Tr+v4ed6ltJx+X3v9Lfe/l7J4d+NGj+J7nwza2ljqS32uSahH9llSISWJspDFcm4xIQAkuyL5C+WkTsSRlfED9oTTPh74j1fSrjw14i1WLRdPt9V1bUtNhtzbWFpK8qiVzJMjvt8iQlI1d8DIVucQfC/wCEv/CN/GD4meNbmwksDrN5Fb6dDJLG6iBYYmnnQIT5fnz7iyk5PkqxAJq746+Cn/CaSfERv7Z+x/8ACXeH7fQsfZfM+yeV9q/e/fG/P2n7vy42dTng6Rfld/5flfrvsPS8l06ff/lfy6+QmvftAaPoHi6fSJNE1q50y0vrTS7/AMSQRwf2dY3lzs8mCTdMsxY+dACyROi+cm5h82IPgh8XvEPxOk12PWfA+qeH4bDVL+zi1GaSyNs6wXLRLEVju5ZfNCj5jsEZKttbGM52vfs83eseJ9X8vxLDbeC9d1ay1zV9DbTS91Nd2wh2+VdecFjic2tuXQwuTtcB135Xq/APgDWvAviDxBt1ywvPCuo3tzqVvpp0x0vbe4nk82TddfaCkke4yYXyVIDAbjt5cP73Z/f7v681vK1/OZXtp3X3e9f/ANtv+DOF0z9oG50D4jeL9F8Q6TrV3okPiu10O01y3trcWOnm4tLQwQSnzFmYvPMw3LHIFMqhmUYx1dj8etGvvHUHh5dI1iKxutRuNGs/EcscI0661CBHaa1Q+b529fKmG5ohGWhdQ5IAODqXwD1vVvGurXM/i60TwbqfiOz8TXOjQ6O63r3FtHbiKI3huSnleZawyECAMcFdwzmqnhX9lrTPBvxal8W6fB4SFpJql1q5kl8JQtrgmuBIZIxqfmZEQkkZgPK3hcJv20qfwwU+2v3R/G/N+Dfm5/acfl/5N/8Aa/K9vLo/it8cbL4T+JtHsr6z1DUo9QtWeOx0uxWaeWVry0tYwrtOgX57tcrsOQSdy7dr8Z8SP2pLjw74CvdX0nw1qlp4hsbu+0648Papa20s0dzBp0t6oeSO8WEJ5axyl45JSVygUOfl7T4o/BH/AIWV408M6/8A21/Z39i+X/o/2XzfO239lefe3rtz9j2dD/rM/wAODkeKv2bbbxdqWsS3muOlpqms3WqzQRWuGCT6OdMaIPv6gEyb8f7O3+Ks/e9k7/F735rl+9OX3LY0XL7RX20/J3/GwWXx31+4vdCt5Ph14kXUr/S7i/GgINLN1Msb2qmdJ/7S8lIx9oP7tjvbBPy7QH5bW/2mrmbxZ4SuNMt9S07TL6O7sb3Qr7T4JLtL+PVrGxMTYnVQwM0qh1maMbw+JAAKseNP2Y/FHxF0vR08QeOdGub7S7M2CrB4blSwvbf7TZzeVd25vmaWNhaMrosiBxKOAFKvm6f+xnPpOjaFbaf4s0/TLrSbm6vIPsHh5YLOOSXVLXUFWO3WfCRobXywm48MDnjB209pFvZN/dd2/B9eq6LQxinyWe+n5a/ivu89TttO/aYtL631dJfA3iuy1ix1aHQodGk/s+We/vXhM5hgkiu3gzHEC8hklQIAcnIxTr79pLTbvQNLk0Hw34g1zxDqa34GgWa2iXti1m/lXZuDNcJCoilKRnEjbiy7N4Oa5Ufso6hq3wr0rwh4n1zwr4km0TUl1bTbq88JtJbTXLed9pe/tpryUXJmM8rHY0O123LjAxr2f7OWq+HdO8OSeF9e8N+GNb0201DTrhtO8JpDpslreTJK6Q2cdwnkujRR7XMkmfmLhy2RlUTcZJb+X+H/AOS3622210i0nF/n6v8AS1vO9/L0L4K+ItQ8XfB3wPrmrT/atU1LRLK8uptip5kskCM7bVAUZYk4AA9K7Suc+HHhH/hX/wAPfDPhj7X/AGh/Yum2+nfa/L8vzvKiVN+zJ2525xk4z1NdHXRVcXUk4bXdjKndQSluFFFFZFhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdRRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARTf6yD/AH//AGVqlqKb/WQf7/8A7K1S0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEX2ZPWT/v43+NH2ZPWT/v43+NS0UARfZk9ZP+/jf40fZk9ZP+/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/v43+NH2ZPWT/v43+NS0UARfZk9ZP+/jf40fZk9ZP+/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/v43+NH2ZPWT/v43+NS0UARfZk9ZP+/jf40fZk9ZP+/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/v43+NH2ZPWT/v43+NS0UARfZk9ZP+/jf40fZk9ZP+/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/v43+NH2ZPWT/v43+NS0UARfZk9ZP+/jf40fZk9ZP+/jf41LRQBVlt1EkPL8v/AM9G/un3qX7MnrJ/38b/ABom/wBZB/v/APsrVLQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEX2ZPWT/AL+N/jR9mT1k/wC/jf41LRQBF9mT1k/7+N/jR9mT1k/7+N/jUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAEW2f/npH/wB+z/8AFUbZ/wDnpH/37P8A8VUtFAEW2f8A56R/9+z/APFUbZ/+ekf/AH7P/wAVUtFAFWVZvMhy6ff4+Q/3T71Ltn/56R/9+z/8VRN/rIP9/wD9lapaAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAIts//AD0j/wC/Z/8AiqNs/wDz0j/79n/4qpaKAIts/wDz0j/79n/4qjbP/wA9I/8Av2f/AIqpaKAP/9k=" class="" /></p>
<p class="">lo intente por otro compliador, el que da el <a target='_blank' href="https://www.onlinegdb.com/" rel="nofollow">https://www.onlinegdb.com/</a></p>
<p class="">y sale igual</p>
<p class=""><img src="image/jpeg;base64,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" /></p>
<p class="">Pero veo en su video, y sale todo bien, que alguien me ayude D:</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">cbafcbfa959882ef3a4989791961d5e6</guid>
				<title>Víctor José Galarza Macías inició la discusión Proyecto #2 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2-2/</link>
				<pubDate>Sun, 19 Apr 2020 23:55:02 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-2-2/">Proyecto #2</a></p> <div class="bb-content-inr-wrap"><p>Les dejo mi proyecto#2, revisen si puedo mejorar algo, o si algo esta mal en la parte lógica, saludos 😀</p>
<p>Link:  <a target='_blank' href="https://onlinegdb.com/rkDjBPqdI" rel="nofollow">Tablas de Multiplicar</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">69e1a5daf1718060eb3056e09291f880</guid>
				<title>Víctor José Galarza Macías inició la discusión Ejercicios Propuestos Leccion 10-CICLOS en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-10-ciclos/</link>
				<pubDate>Sun, 19 Apr 2020 00:24:49 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicios-propuestos-leccion-10-ciclos/">Ejercicios Propuestos Leccion 10-CICLOS</a></p> <div class="bb-content-inr-wrap"><p>Les mando mi código de los ejercicios propuestos, para que lo revisen :</p>
<p>1.-<a target='_blank' href="https://onlinegdb.com/S1aaDGtOU" rel="nofollow">https://onlinegdb.com/S1aaDGtOU</a></p>
<p>2.-<a target='_blank' href="https://onlinegdb.com/r1GZdGt_L" rel="nofollow">https://onlinegdb.com/r1GZdGt_L</a></p>
<p>3.-<a target='_blank' href="https://onlinegdb.com/BJ1NdMKO8" rel="nofollow">https://onlinegdb.com/BJ1NdMKO8</a></p>
<p>4.-<a target='_blank' href="https://onlinegdb.com/H1S_dzFdU" rel="nofollow">https://onlinegdb.com/H1S_dzFdU</a></p>
<p>5.-<a target='_blank' href="https://onlinegdb.com/S1LcOftdL" rel="nofollow">https://onlinegdb.com/S1LcOftdL</a></p>
<p>6.-<a target='_blank' href="https://onlinegdb.com/H1u0OGFdL" rel="nofollow">https://onlinegdb.com/H1u0OGFdL</a></p>
<p>7.-<a target='_blank' href="https://onlinegdb.com/HJjZFMKdI" rel="nofollow">https://onlinegdb.com/HJjZFMKdI</a></p>
<p>8.-<a target='_blank' href="https://onlinegdb.com/HyGStfYdL" rel="nofollow">https://onlinegdb.com/HyGStfYdL</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">bbbf01873f61ac5f4bae12433c95da11</guid>
				<title>Víctor José Galarza Macías inició la discusión Proyecto#1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto1/</link>
				<pubDate>Wed, 15 Apr 2020 22:52:19 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto1/">Proyecto#1</a></p> <div class="bb-content-inr-wrap"><p>Les dejo el proyecto para que revisen. Saludos 😀</p>
<p><a target='_blank' href="https://onlinegdb.com/BJlgxzHuU" rel="nofollow">Proyecto#1-Traductor de Fecha</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">ccce47d61a2f83f73667aae66a0a0c0f</guid>
				<title>Víctor José Galarza Macías inició la discusión Sentencia IF-ELSE-&#62;Ejercicios Propuestos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/sentencia-if-else-ejercicios-propuestos/</link>
				<pubDate>Wed, 15 Apr 2020 01:39:46 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/sentencia-if-else-ejercicios-propuestos/">Sentencia IF-ELSE-&gt;Ejercicios Propuestos</a></p> <div class="bb-content-inr-wrap"><p>Hola, les comparto mi código de la leccion de IF-ELSE, y que revisen para saber si lo hice bien, o si falle en algo en la parte lógica, saludos &#x1f600;</p>
<p><span>1.-</span><a target='_blank' href="https://onlinegdb.com/ryutHJ4OI" rel="nofollow">Sistema Solar</a></p>
<p>2.-<a target='_blank' href="https://onlinegdb.com/Hk8pry4u8" rel="nofollow">Color del Semáforo</a></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">797ef2508dc20fcc3b148c27e276a76b</guid>
				<title>Víctor José Galarza Macías inició la discusión Operadores-&#62;Ejercicios Propuestos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/operadores-ejercicios-propuestos/</link>
				<pubDate>Mon, 13 Apr 2020 23:22:12 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/operadores-ejercicios-propuestos/">Operadores-&gt;Ejercicios Propuestos</a></p> <div class="bb-content-inr-wrap"><p>Hola, les comparto mi código de la leccion de OPERADORES, y que revisen para saber si lo hice bien, o si falle en algo en la parte lógica, saludos 😀</p>
<p>1-<a target='_blank' href="https://www.onlinegdb.com/HykL3PMO8" rel="nofollow">https://www.onlinegdb.com/HykL3PMO8</a></p>
<p>2-<a target='_blank' href="https://onlinegdb.com/rJLUzOfuU" rel="nofollow">https://onlinegdb.com/rJLUzOfuU</a></p>
<p>3-<a target='_blank' href="https://onlinegdb.com/BJvAzuzOU" rel="nofollow">https://onlinegdb.com/BJvAzuzOU</a></p>
<p>4-<a target='_blank' href="https://onlinegdb.com/Bk4BQuMdU" rel="nofollow">https://onlinegdb.com/Bk4BQuMdU</a></p>
<p>5-<a target='_blank' href="https://onlinegdb.com/BkxpXuz_U" rel="nofollow">https://onlinegdb.com/BkxpXuz_U</a></p>
<p>6-<a target='_blank' href="https://onlinegdb.com/rkSzNOfuI" rel="nofollow">https://onlinegdb.com/rkSzNOfuI</a></p>
<p></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">87f39c1fa1eca4a4f9389330796dcb44</guid>
				<title>Víctor José Galarza Macías respondió a la discusión Duda acerca de los avances del curso en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-acerca-de-los-avances-del-curso/#post-10644</link>
				<pubDate>Sun, 12 Apr 2020 19:21:38 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-acerca-de-los-avances-del-curso/#post-10644"><span class="bb-reply-lable">Reply to</span> Duda acerca de los avances del curso</a></p> <div class="bb-content-inr-wrap"><p>Muchas gracias por responder 😀</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">db1b86bcd5d4aea4537c65e2a4dd9793</guid>
				<title>Víctor José Galarza Macías inició la discusión Duda acerca de los avances del curso en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-acerca-de-los-avances-del-curso/</link>
				<pubDate>Sun, 12 Apr 2020 02:50:20 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-acerca-de-los-avances-del-curso/">Duda acerca de los avances del curso</a></p> <div class="bb-content-inr-wrap"><p class="">Muy buenas a todos, mi duda es que quiero empezar a realizar este curso, y estaba viendo los módulos, pero a lo ultimo me fije en esto de que no hay informacion acerca de estos ultimos modulos.</p>
<p class="">Y cuando entre, a diferencia de los demás modulos, este, estaba vacio al igual que los demás de abajo</p>
<p class=""><span>y bueno, me preguntaba, si esto es por lo del&hellip;</span></p>
<p><span class="activity-read-more" id="activity-read-more-14030"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-acerca-de-los-avances-del-curso/" rel="nofollow">Lee mas</a></span></p>
</div>]]></content:encoded>
				
				
							</item>
		
	</channel>
</rss>
		