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	<title>Enbolsa.Net</title>
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	<link>http://blogs.bolsa.com/enbolsa</link>
	<description>Enbolsa es una web independiente y especializada en Mercados Bursátiles (www.enbolsa.net)</description>
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		<title>El vix de Ferrovial</title>
		<link>http://blogs.bolsa.com/enbolsa/el-vix-de-ferrovial/</link>
		<comments>http://blogs.bolsa.com/enbolsa/el-vix-de-ferrovial/#comments</comments>
		<pubDate>Tue, 21 May 2013 07:12:31 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=708</guid>
		<description><![CDATA[Hola a todos. No se pierdan el dato que les voy a mostrar sobre la volatilidad de este subyacente y como le afectan las lecturas extremas mínimas en su futura cotización. El gráfico que les muestro en este artículo es el FERROVIAL y junto a esta curva de cotización les he colocado su índice de [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/f3051eb70b962b646ad926757115bce0_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/f3051eb70b962b646ad926757115bce0_M.jpg" alt="Estudio de sentimiento: Ferrovial y su Vix" width="400" height="205" /> </a></div>
<div>
<p>Hola a todos.</p>
<p>No se pierdan el dato que les voy a mostrar sobre la volatilidad de  este subyacente y como le afectan las lecturas extremas mínimas en su  futura cotización.</p>
<p>El gráfico que les muestro en este artículo es el <strong>FERROVIA</strong>L y junto a esta curva de cotización les he colocado su índice de volatilidad.</p>
<p>Como ya saben por los numerosos artículos escritos en esta página web  la volatilidad refleja el movimiento de un subyacente y la violencia de  sus movimientos entre sus máximos y sus mínimos de cotización.</p>
</div>
<div>
<p>La volatilidad tiende a ser decreciente en los movimiento al alza  de la curva de precios de un subyacente porque estos movimientos suelen  realizarse de manera lenta y ordenada , mientras que en la mayoría de  activos cotizados en mercados organizados, las caídas de precios se  producen de manera rápida y violenta y estos provoca evidentemente unos  incrementos de volatilidad mi importantes.</p>
<p>Para comprobar esto que les acabo de contar, nada como visualizarlo en un gráfico.</p>
<p>Les adjunto el gráfico de FERROVIAL y su volatilidad.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/ferrovil%20volatilidad.jpg" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/ferrovil%20volatilidad.jpg" alt="ferrovil volatilidad" width="500" height="336" /></a></p>
<p>Partiendo de  esa premisa tan clara y repetitiva en la mayoría de los activos  estudiados, podemos tratar de entender lo que está ocurriendo en un  valor como FERROVIAL.</p>
<p>Observen como cuando la volatilidad llega a niveles de 27-25 puntos la cotización ascendente de este subyacente corre peligro.</p>
<p>En la parte baja del gráfico se puede ver la curva de volatilidad de FERROVIAL.</p>
<p>Hemos marcado  una línea horizontal discontinúa marcando la barrera o frontera en la  que la volatilidad tiende a rebotar marcando subidas y por lo tanto  provocando caídas en los precios de esta acción.</p>
<p>Observen los  cuadrados marcados en color verde, en las últimas cuatro ocasiones en  las que la volatilidad de FERROVIAL bajo a niveles de 26 se produjo un  fuere movimiento al alza de la volatilidad y correcciones en los precios  de la cotización que he marcado con una línea azul continúa bajista.</p>
<p>Esos rebotes de  la volatilidad normalmente producen subidas de la Vola hasta niveles de  45-50 desde 25 por lo tanto suponen una subida del 100%.</p>
<p>Así que muy  atentos a los posibles recortes en la cotización de este subyacente, ya  que nos muestras niveles de volatilidad mínimos casi históricos y eso no  suele ser muy provechoso para la continuación de las subidas.</p>
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		</item>
		<item>
		<title>SP500: una señal que pocos se creyeron</title>
		<link>http://blogs.bolsa.com/enbolsa/sp500-una-senal-que-pocos-se-creyeron/</link>
		<comments>http://blogs.bolsa.com/enbolsa/sp500-una-senal-que-pocos-se-creyeron/#comments</comments>
		<pubDate>Tue, 07 May 2013 08:41:18 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=705</guid>
		<description><![CDATA[A veces los mercados parecen que no tienen sentido, o mejor dicho los mercados se encargan de generar un ruido suficiente para despistarnos y no ver lo que realmente nos interesa. Durante las semanas atrás las bolsas han estado generando noticias, han aumentado la volatilidad, en definitiva estaban intentando llamar la atención en otro punto [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/2e79051f535b06583dfeaa47b4b5b74c_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/2e79051f535b06583dfeaa47b4b5b74c_M.jpg" alt="La señal escondida y perfecta del SP500" width="292" height="163" /> </a></div>
<div>A veces los mercados parecen que no tienen sentido, o mejor dicho  los mercados se encargan de generar un ruido suficiente para  despistarnos y no ver lo que realmente nos interesa.</div>
<div>
<p>Durante las semanas atrás las bolsas han estado generando noticias,  han aumentado la volatilidad, en definitiva estaban intentando llamar la  atención en otro punto para que no viésemos lo que si era realmente  importante.</p>
<p>&nbsp;</p>
</div>
<p>Desde <a href="http://www.enbolsa.net"><strong>EnBolsa.net</strong></a> , para que esto no ocurra y siempre tengamos la vista puesta en lo importante utilizamos los <strong>estudios de fortaleza y flujos de capitales</strong>,  estos estudios son muy poco comunes sobre todo en Europa pero muy  utilizados en USA. La finalidad de estos estudios es mostrarnos que  parte del mercado es la más interesante para invertir y cual no.</p>
<p>Estos estudios nos decían que nuestra mirada se centrar en estados  unidos puesto que ellos estaban concentrando la mayoría de flujos de  capitales y por tanto su curva de precios iba a marcar el camino.</p>
<p>&nbsp;</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/FUERA%20USA%20EUROPA.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/FUERA%20USA%20EUROPA.PNG" alt="FUERA USA EUROPA" width="500" height="81" /></a></p>
<p>&nbsp;</p>
<p>Estas lecturas nos hacen mirar de cerca al SP500 y aplicar en este índice nuestros métodos de inversión.</p>
<p>&nbsp;</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/SP500%20DIARIO.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/SP500%20DIARIO.PNG" alt="SP500 DIARIO" width="500" height="236" /></a></p>
<p>El mercado americano se encuentra en plena fase impulsiva por tanto  lo más adecuado era buscar un señal acelerada, fíjese como está señal se  ha repetido en el gráfico adjunto al menos 7 veces, esto ratifica uno  de los pilares del análisis técnico los mercados se repiten,<em> “solo debemos de estar preparados para aprovechar la oportunidad”.</em></p>
<p>El pasado 19 de Abril se produjo la última señal &#8230;..<a href="http://www.enbolsa.net/index.php/indices/item/750-la-se%C3%B1al-escondida-y-perfecta-del-sp500.html">.SEGUIR LEYENDO EN ENBOLSA.NET</a></p>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Donde atacar al SP500 e Ibex35</title>
		<link>http://blogs.bolsa.com/enbolsa/donde-atacar-al-sp500-e-ibex35/</link>
		<comments>http://blogs.bolsa.com/enbolsa/donde-atacar-al-sp500-e-ibex35/#comments</comments>
		<pubDate>Mon, 06 May 2013 11:44:56 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=702</guid>
		<description><![CDATA[Antes de atacar a un activo e intentar realizar un trade, tenemos que tener claro cuál va a ser nuestro Plan estratégico. Un Plan estratégico, está compuesto por varios aspectos, el primer de ellos ¿hacia dónde vamos a operar?, lo segundo que tenemos que tener claro es conocer la zona operativa donde vamos atacar a [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/035f0b772a03f455045ea960b0176ce7_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/035f0b772a03f455045ea960b0176ce7_M.jpg" alt="Zonas de control operativas en: SP500 e IBEX 35" width="296" height="198" /> </a></div>
<div>
<p>Antes de atacar a un activo e intentar realizar un trade, tenemos que tener claro cuál va a ser nuestro <strong>Plan estratégico.</strong></p>
<p>Un Plan estratégico, está compuesto por varios aspectos, el primer de ellos <strong>¿hacia dónde vamos a operar?</strong>, lo segundo que tenemos que tener claro es conocer la <strong>zona operativa</strong> donde vamos atacar a ese activo, es decir, la zona operativa o como decimos en nuestra sala de bolsa <strong><em>“la zona de combate”.</em></strong><em> </em></p>
<p>Y como paso final cómo vamos a realizar nuestro trade, en definitiva que técnica de inversión vamos a utilizar para invertir.</p>
<p>A continuación vamos a ver las zonas de control operativas tanto en el <strong>sp500</strong> como en el <strong>Ibex 35.</strong></p>
</div>
<div>
<p>Para aquellas personas que nos sigan habitualmente ya sabrán como nosotros atacamos al mercado, puede ser por el <strong>METODO ACELERADO</strong>, <strong>METODO MACD-ENB</strong> y para los más agresivos el <strong>MODULO DE ARRANQUE</strong> <em>(  si aún no conoces nuestras técnicas de entrada, deje un comentario en  el artículo y le enviaremos los enlaces de los artículos formativos,  aunque si lo prefiere se puede apuntar a nuestras Jornadas de Formación  donde detallamos paso a paso cada una de nuestras metodologías de  inversión, <a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html">más información</a> )</em></p>
<p>Empecemos por el <strong>SP500</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/SP500%20ZONA%20OPERATIVA.jpg" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/SP500%20ZONA%20OPERATIVA.jpg" alt="SP500 ZONA OPERATIVA" width="500" height="236" /></a></p>
<p>La tendencia de fondo en este índice es alcista, por tanto mientras  no nos demuestre lo contrario debemos de intentar buscar largos en la  cotización.</p>
<p>¿Dónde comenzaremos a buscar estas posiciones largas?, en el caso del sp500 tenemos 2 zonas operativas, <strong>la primera la encontramos en los niveles de 1606</strong>, siendo la <strong>segunda opción los niveles de 1597-1600</strong></p>
<p>Recuerden que el simple hecho de que la cotización llegue a esos  niveles no implica una señal de compra, para poder entrar debemos buscar  el swing del mercado y esto lo haremos a través de nuestras técnicas de  inversión.</p>
<p><strong>Los pasos a seguir son:</strong></p>
<p><strong>1.- Llega a zona de control = vigilancia total</strong></p>
<p><strong>2.- Búsqueda del swing =aplicación de técnica de inversión</strong></p>
<p><strong><br />
</strong></p>
<p>En la primera zona operativa utilizaremos METODO ACELERADO o MODULO  DE ARRANQUE (5MIN), mientras que en la segunda METODO MACD-ENB o MODULO  DE ARRANQUE (5MIN)</p>
<p>Veamos que ocurre con el <strong>Ibex 35</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/ibex%20zona%20operativa.jpg" target="_blank"><strong><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/ibex%20zona%20operativa.jpg" alt="ibex zona operativa" width="500" height="237" /></strong></a></p>
<p>Al igual que ocurre con el Sp500 la tendencia en estos momentos es  alcista o mejor dicho el momento operativo nos indica compras, como  somos operadores tendenciales buscaremos??, evidentemente largos.</p>
<p>La zona de control operativa en el Ibex 35 la situamos en los <strong>niveles de 8380-8420</strong> y utilizaremos en esta ocasión el METODO MACD-ENB o MODULO DE ARRANQUE (5MIN).</p>
<p><strong>Espero que este artículo sea de su agrado y que sobre todo nuestro  plan salga bien porque eso significara que hemos interpretado  correctamente lo que el mercado nos dice, pero sobre todo que hemos  vuelto a encontrar el swing del mercado, si le ha gustado no olvide  pinchar en los botones de Twitter, Facebook o Google+ que aparecen  abajo, es una forma de darnos las gracias, nosotros desde EnBolsa.net os  damos las gracias por vuestro seguimiento y participación activa.</strong></p>
<p><strong><br />
</strong></p>
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		<title>Real Madrid vs Borussia, la remontada puede afectar a las bolsas</title>
		<link>http://blogs.bolsa.com/enbolsa/real-madrid-vs-borussia-la-remontada-puede-afectar-a-las-bolsas/</link>
		<comments>http://blogs.bolsa.com/enbolsa/real-madrid-vs-borussia-la-remontada-puede-afectar-a-las-bolsas/#comments</comments>
		<pubDate>Tue, 30 Apr 2013 08:50:02 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=699</guid>
		<description><![CDATA[Hoy muchos de vosotros esta tarde estaréis delante del televisor, algunos deseando que Alemania consuma su hegemonía futbolística y otros con la esperanza que historias pasadas se conviertan en presentes. Pero la pregunta es: ¿influirá el resultado de hoy en las bolsas?, a priori parece una pregunta fuera de lugar, pero usted sabía que existe [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/c7a3fcdf1f8fdd8c2e3654d9a5cbc6a0_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/c7a3fcdf1f8fdd8c2e3654d9a5cbc6a0_M.jpg" alt="Real Madrid vs Borussia, un partido que puede mover a las bolsas" width="314" height="169" /> </a></div>
<div>
<p>Hoy muchos de vosotros esta tarde estaréis delante del televisor,  algunos deseando que Alemania consuma su hegemonía futbolística y otros  con la esperanza que historias pasadas se conviertan en presentes.</p>
<p>Pero la pregunta es: <strong>¿influirá el resultado de hoy en las bolsas?,</strong> a priori parece una pregunta fuera de lugar, pero usted sabía que  existe un índice bursátil de futbol formado por los equipos que cotizan  en bolsa.</p>
</div>
<div>
<p>Veamos si el Borussia está en un momento óptimo de compra.</p>
<p>Antes de meternos de lleno en el partido de hoy veamos la situación del sector.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/SECTRO%20DEL%20FUTBOL.PNG" target="_blank"><img src="http://www.enbolsa.net/images/stories/actividad/SECTRO%20DEL%20FUTBOL.PNG" alt="SECTRO DEL FUTBOL" width="500" height="368" /></a></p>
<p>La realidad de la mala situación económica de los equipos de futbol  también es una realidad en su cotización, fíjese como en mayo del 2011  la curva de precios confirmaba definitivamente el cambio de tendencia,  dando como resultados caídas espectaculares en el sector, no solo el  precio nos avisaba de dicha situación sino que además la debilidad se  convertía una realidad, siendo un motivo más que suficiente para que los  flujos de capitales saliesen del sector.</p>
<p>A día de hoy existen síntomas positivos, como por ejemplo que la  fortaleza tiene una secuencia alcista, a pesar de los mínimos de la  curva de precios su fortaleza comenzaba a subir. Otro factor positivo  que ya tenemos mínimos crecientes y además en estos momentos el precio  se sitúa por encima de su media de 30 sesiones semanal, con esta  situación solo falta que superase los 89,50 para decir que  definitivamente este sector va a comenzar una etapa de subida creíble.</p>
<p>Vamos al partido de hoy.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/dia%20despues.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/dia%20despues.PNG" alt="dia despues" width="500" height="297" /></a></p>
<p>El día después del 4-1 en Alemania, la cotización del Borussia Dortmund subió un 2,72% , será casualidad o una consecuencia??</p>
<p>Lo curioso de esta compañía es que a pesar del mal aspecto que  presenta el sector, puesto que ha día de hoy no es un sector a tener en  cuenta para invertir, el Borussia presenta un aspecto bien distinto.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/BORUSSIA%20SEMANAL.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/BORUSSIA%20SEMANAL.PNG" alt="BORUSSIA SEMANAL" width="500" height="369" /></a></p>
<p>A finales de 2010 la tendencia bajista que presentaba cambio  radicalmente, dando paso a una etapa de crecimiento que dura hasta los  días de hoy, presentando una <strong>tendencia alcista + una fortaleza positiva</strong>,  si comparamos esta situación con los éxitos deportivos recordar que en  la temporada 2010-11 se proclamó campeón de la Bundesliga, algo que no  ocurría desde 2001-02.</p>
<p><strong>Que casualidad ganan la liga en 2011 después de nueve años y la tendencia de su precio cambia.</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/BORUSSIA%20DIARIO.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/BORUSSIA%20DIARIO.PNG" alt="BORUSSIA DIARIO" width="500" height="368" /></a></p>
<p>La verdad es que viendo la cotización en gráficos diarios, podemos  decir que se encuentra en un momento óptimo de compra, todo apunta a que  si supera los 3,23€ veremos un nuevo impulso alcista en la cotización,  llevando al precio hasta los niveles de 3,50€.</p>
<p>Pero hoy todo puede cambiar, <strong>si el Real Madrid es capaz de dar la vuelta a la eliminatoria ¿cambiará la situación bursátil del Borussia de Dortmund?</strong> O si por el contrario el equipo alemán se clasifica para la final (algo que no ocurre desde 1997), <strong>¿se convertirá la victoria del Dortmund en el detonador de esta señal de compra?</strong></p>
<p>Si los éxitos deportivos influyen en las cotizaciones (como hemos visto) <strong>espero  que la señal de compra falle, si esto significa que los equipos  españoles están en la final, como diría un gran deportista que todos  conocemos ¡¡VAMOOOS!!</strong></p>
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		<title>Acciones para invertir esta semana</title>
		<link>http://blogs.bolsa.com/enbolsa/acciones-para-invertir-esta-semana/</link>
		<comments>http://blogs.bolsa.com/enbolsa/acciones-para-invertir-esta-semana/#comments</comments>
		<pubDate>Mon, 29 Apr 2013 10:34:10 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=697</guid>
		<description><![CDATA[Como cada semana vamos a ver qué acciones podemos incorporar a nuestra cartera de EnBolsa. Todas y cada una de las técnicas y herramientas que vamos a utilizar formarán parte del temario que vamos a ver en las Jornadas de formación que organizaremos en Junio de 2013, si estas interesado en aprenderlas le dejo el [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/9af1826b772c4d0c3b40cc25c52f7637_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/9af1826b772c4d0c3b40cc25c52f7637_M.jpg" alt="¿Donde invertir esta semana en bolsa?" width="290" height="242" /> </a></div>
<div>
<p>Como cada semana vamos a ver qué acciones podemos incorporar a nuestra cartera de EnBolsa.</p>
<p>Todas y cada una de las técnicas y herramientas que vamos a utilizar  formarán parte del temario que vamos a ver en las Jornadas de formación  que organizaremos en Junio de 2013, si estas interesado en aprenderlas  le dejo el <a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html">link para mas información.</a></p>
</div>
<div>
<p>En esta semana vamos a trabajar tanto en USA como en Europa, dado  que los flujos de capitales están en estos momentos favoreciendo las  inversiones en USA, intentaremos incorporar a nuestra cartera una  posición larga en el mercado estadounidense y una posición corta en  nuestro continente.</p>
<p><strong>LIBERTY GLOBAL (Broadcasting and enterteniment)</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/LIBERTY.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/LIBERTY.PNG" alt="LIBERTY" width="500" height="235" /></a></p>
<p>Esta compañía presenta un aspecto técnico excelente, <strong>la tendencia alcista claramente definida</strong>, con los patrones típicos de toda tendencia impulso-corrección-impulso-corrección-impulso-corrección-….</p>
<p>Aprovechando la corrección que está sufriendo el valor en estos  momentos podemos incorporarnos a su tendencia utilizando nuestra técnica  de inversión <strong>señal acelerada</strong>, siempre y cuando supere los 74,00$, la pregunta es <strong>¿Por qué hemos elegido LIBERTY?</strong>,  pues bien, siempre que entremos en un valor debemos de conocer el  aspecto de su sector, el índice sectorial será el que marque el camino y  en estos momentos su sector se encuentra con una puntuación de 7 sobre  10, una nota más que aceptable para apostar por dicho sector.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/PUNTUACION%20BORADCASTING.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/PUNTUACION%20BORADCASTING.PNG" alt="PUNTUACION BORADCASTING" width="308" height="416" /></a></p>
<p>&nbsp;</p>
<p><strong>ACERINOX (metals y mineria)</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/SECTOR%20METALES%20SE%C3%91AL%20ACELERADA.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/SECTOR%20METALES%20SE%C3%91AL%20ACELERADA.PNG" alt="SECTOR METALES SEÑAL ACELERADA" width="500" height="235" /></a></p>
<p>El gráfico anterior corresponde al sector de los metales y minería, ni que decir tiene que su <strong>tendencia es bajista</strong>, por tanto solo podemos y debemos <strong>buscar posiciones cortas</strong> en este sector.</p>
<p>Además en estos momentos se encuentra en una zona de control  operativa, es decir, en un punto óptimo para poder incorporarnos a su  tendencia natural (bajista).</p>
<p>Sabiendo cual es la situación del sector y la oportunidad que nos  está brindando hemos mirado las acciones que lo componenen y hemos  descubierto que esta acción está preparada para dar un <strong>señal optima de venta.</strong></p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/ACERINOX%20DIARIO.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/ACERINOX%20DIARIO.PNG" alt="ACERINOX DIARIO" width="500" height="234" /></a></p>
<p>Acerinox se encuentra dentro de un proceso de canalización bajista,  situándose en la actualidad en la parte alta del mismo, no conformándose  con esa situación está situado justo en la resistencia dinámica  acelerada, esto nos lleva a pensar que muy probablemente la corrección  de esta valor está llegando a su fin para comenzar un nuevo impulso  bajista, de ahí que <strong>incorporemos a este valor en cuanto pierda los 7,93.</strong></p>
<p>Esta es nuestra forma de trabajar en el mercado, buscar oportunidades de inversión donde los <strong>flujos de capitales</strong> lo favorecen, siempre y cuando los <strong>índices sectoriales</strong> acompañen el movimiento que deseamos de un valor, todo esto forma parte  de nuestra filosofía de inversión, para nosotros conocer la <strong>estructura del mercado</strong>, como se comportan las <strong>fortalezas</strong> del mismo y seleccionar los <strong>activos precisos</strong> en cada momento son esenciales para conseguir batir al mercado.</p>
<p><strong><a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html">JORNADAS DE FORMACION JUNIO 2013</a></strong></p>
</div>
]]></content:encoded>
			<wfw:commentRss>http://blogs.bolsa.com/enbolsa/acciones-para-invertir-esta-semana/feed/</wfw:commentRss>
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		<item>
		<title>Radio: consultorio búrsatil con EnBolsa.net</title>
		<link>http://blogs.bolsa.com/enbolsa/radio-consultorio-bursatil-con-enbolsa-net/</link>
		<comments>http://blogs.bolsa.com/enbolsa/radio-consultorio-bursatil-con-enbolsa-net/#comments</comments>
		<pubDate>Wed, 24 Apr 2013 11:29:38 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=692</guid>
		<description><![CDATA[Esta tarde a partir de las 18:00 estaremos en directo en el programa de TOMA FINANZAS, donde hablaremos de los mercados bursátiles además de responder a vuestras preguntas. Si tienes alguna duda sobre sus inversiones puedes realizar tus preguntas completando el formulario de abajo, a través de nuestro twitter @enbolsa_ o facebook Enbolsa ¿Cómo escuchar [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/4c704b823894e663c696fb5ee0a8793f_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/4c704b823894e663c696fb5ee0a8793f_M.jpg" alt="Radio: Consultorio bursatil en directo a las 18:00 h con EnBolsa.net" width="333" height="183" /> </a>Esta tarde a partir de las <strong>18:00 </strong>estaremos  en directo en el programa de TOMA FINANZAS, donde hablaremos de los  mercados bursátiles además de responder a vuestras preguntas.</div>
<div>
<p>Si tienes alguna duda sobre sus inversiones puedes realizar tus preguntas <strong>completando el formulario de abajo</strong>, a través de nuestro<strong> twitter @enbolsa_</strong> o <strong>facebook Enbolsa</strong></p>
<p><strong>¿Cómo escuchar el programa?, ¿Cómo se pueden realizar las preguntas?,…<br />
</strong></p>
<p><strong><br />
</strong></p>
</div>
<p><strong>Para escuhar el programa en directo teneis 2 opciones:</strong></p>
<p>- Si os encontrais en la provincia de Sevilla podréis sintonizar el programa en la 92.0 FM a partir de las 18:00 horas</p>
<p>- Si preferiis escucharlo por internet pincha en la siguiente imagen:</p>
<p>&nbsp;</p>
<p><a href="http://94.75.206.136/tunein.php/aljamir/playlist.asx"><img src="http://www.enbolsa.net/images/stories/actividad/RADIO%20TOMARES.jpg" alt="RADIO TOMARES" width="220" height="64" /></a></p>
<p>&nbsp;</p>
<p><strong>¿Cómo realizar las preguntas? Hay 4 formas:</strong></p>
<p><strong><br />
</strong></p>
<p><strong>Por teléfono:</strong> 954151343, anímate he interviene en directo</p>
<p><strong>Via twitter:</strong> escribir vuestra consulta <strong>a nuestro twitter: @enbolsa_</strong></p>
<p><strong>Via Facebook : </strong>escribe tu consulta en el siguiente evento de Facebook <a href="http://www.facebook.com/events/457725480932343/?context=create">ir al evento</a></p>
<p><span style="color: #ff0000">O simplemente rellena el siguiente formulario haciéndonos tu pregunta</span></p>
<h1 style="text-align: center"><span style="color: #ff0000"><a href="http://es.foxyform.com/form.php?id=60778&amp;sec_hash=ddc0a7bf89d">Formulario</a><br />
</span></h1>
]]></content:encoded>
			<wfw:commentRss>http://blogs.bolsa.com/enbolsa/radio-consultorio-bursatil-con-enbolsa-net/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
<enclosure url="http://94.75.206.136/tunein.php/aljamir/playlist.asx" length="0" type="video/asf" />
		</item>
		<item>
		<title>Una divisa que no se puede escapar</title>
		<link>http://blogs.bolsa.com/enbolsa/una-divisa-que-no-se-puede-escapar/</link>
		<comments>http://blogs.bolsa.com/enbolsa/una-divisa-que-no-se-puede-escapar/#comments</comments>
		<pubDate>Mon, 22 Apr 2013 09:13:43 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=690</guid>
		<description><![CDATA[Desde EnBolsa.net estudiamos el mercado en todos sus aspectos y todos sus activos Acciones, Divisas, Bonos, Índices y Materias Primas. En esta ocasión el mercado de Forex nos brinda una oportunidad para realizar una operación que nosotros catalogamos como la “operación perfecta” y no es perfecta por su resultado que eso lo veremos a posteriori, [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/e1ef6b1511175103949b82a229ea0710_XL.jpg"> <img class="alignleft" style="margin-left: 10px;margin-right: 10px" src="http://www.enbolsa.net/media/k2/items/cache/e1ef6b1511175103949b82a229ea0710_M.jpg" alt="Una de divisas, una operación para todos" width="388" height="183" /></a>Desde <strong>EnBolsa.net</strong> estudiamos el mercado en todos sus aspectos y todos sus activos <strong>Acciones, Divisas, Bonos, Índices y Materias Primas.</strong></div>
<div>
<p>En esta ocasión el <strong>mercado de Forex</strong> nos brinda una oportunidad para realizar una operación que nosotros catalogamos como la <em>“operación perfecta”</em> y no es perfecta por su resultado que eso lo veremos a posteriori, si  no por su planteamiento, a continuación veremos como el plan estratégico  en esta divisa tiene un componente muy productivo que es que en todos  los espacios temporales que miremos la operación tiene la misma  dirección de ahí que <strong>todos los perfiles de inversores puedan realizarla.</strong></p>
</div>
<div>
<p>El par que vamos a ver es la <strong>GBPUSD</strong>, comenzamos…</p>
<p><a href="http://www.enbolsa.net/index.php/divisa-y-comodities/item/731-una-de-divisas-una-operaci%C3%B3n-para-todos.html"><img class="aligncenter" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAABVUAAAKACAYAAACczpitAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAPOOSURBVHhe7f1ZtCVJee8Jxku91Eu9xEu91Eu9xFrdtwdU1bdXd/Tq6tXVXat1dedBV0i6mhAIkJAQAkEyCBCQjMk8j5nMQyZjMpNkQmYCKWaUIMiMHCEAqVSXC4icIuW9bZ9jJ+zY+Wx0M3Mz91+sZSvOdjczN/u+n31m/nfbvk/ddO78pNKll1468Q8LYAEsgAWwABbAAlgAC2ABLIAFsAAWwAJYAAtgASxQ0wJKh9Sa5Kj/nzJF1X/8x3+cSNgABmAABmAABmAABmAABmAABmAABmAABmAABmCgFgMhUfXUqVOTTi7RNSZPTcEWURUhGSEdBmAABmAABmAABmAABmAABmAABmAABmAABpoxEBJVlRjqE1XNcyHxtZawiqjKgGk2YGo93aBenpzBAAzAAAzAAAzAAAzAAAzAAAzAAAzAwDgMIKoiSCJIwgAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMJDCgRFU72TtK2amaYFCeKIzzRAFf4SsYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIEcBubuVDVfD6DE11pf8ffVy9f/EX15kgIDMAADMAADMAADMAADMAADMAADMAADMAADzRiYK6ryTlVgbQZrzlMDyvC0CQZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgoDQDiKqIooiiMAADMAADMAADMAADMAADMAADMAADMAADMAADCQzkiKqu3am+d6/WfC0AX/9PcHhpVZ76eNIDAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzCwNQZCoqoWSn1f8zfz1BRPXXUjqiKq8iQFBmAABmAABmAABmAABmAABmAABmAABmAABpoxEBJVnULmQj9KJbUHUZUB02zAbO2pC/3lSSMMwAAMwAAMwAAMwAAMwAAMwAAMwAAMnGQgR1RVO1OX2JHKTlXEU8RTGIABGIABGIABGIABGIABGIABGIABGIABGFicgRxRtSdBVbWFnaoMpMUHEk9seGoHAzAAAzAAAzAAAzAAAzAAAzAAAzAAA9thAFEVQRJBEgZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgIIEBRNUEY/G0YTtPG/A1voYBGIABGIABGIABGIABGIABGIABGIABGHAxgKiKqMpTCBiAARiAARiAARiAARiAARiAARiAARiAARiAgQQGEFUTjMXTCZ5OwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMIKoiqvIUAgZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgIIEBRNUEY/EUgqcQMAADMAADMAADMAADMAADMAADMAADMAADMAADqxNVH9yJpCRsAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwUIsBRFVEWERoGIABGIABGIABGIABGIABGIABGIABGIABGICBBAYQVROMVUvZpl6emsAADMAADMAADMAADMAADMAADMAADMAADMDAOAwgqiKq8hQCBmAABmAABmAABmAABmAABmAABmAABmAABmAggQFE1QRj8bRgnKcF+ApfwQAMwAAMwAAMwAAMwAAMwAAMwAAMwAAM1GIAURVRlacQMAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgqiYYq5ayTb08NYEBGIABGIABGIABGIABGIABGIABGIABGICBcRhAVEVU5SkEDMAADMAADMAADMAADMAADMAADMAADMAADMBAAgOIqgnG4mnBOE8L8BW+ggEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYqMUAoiqiKk8hYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGEhhAVE0wVi1lm3p5agIDMAADMAADMAADMAADMAADMAADMAADMAAD4zCAqIqoylMIGIABGIABGIABGIABGIABGIABGIABGIABGICBBAYQVROMxdOCcZ4W4Ct8BQMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwUIsBRFVEVZ5CwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMJDCAqJpgrFrKNvXy1AQGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGxmEAURVRlacQMAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgqiYYi6cF4zwtwFf4CgZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgoBYDiKqIqjyFgAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYSGAAUTXBWLWUberlqQkMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMjMMAoiqiKk8hYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGEhhYn6j64E7RJmEDGIABGIABGIABGIABGIABGIABGIABGIABGICBSgwgqlYyLMIu4jYMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMrJOB1YmqF3YiKQkbwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAM1GIAURURFhEaBmAABmAABmAABmAABmAABmAABmAABmAABmAggQFE1QRj1VK2qZenJjAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAwDgOIqoiqPIWAARiAARiAARiAARiAARiAARiAARiAARiAARhIYCAkqp46dWrS6aZz5yc7meftfPY5qXyJY6d0JaozKPrjKPr4Cl/BAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAyMyEBIVFV6ZQlRtYR46qoDUTVBRR8RUtpMcIUBGIABGIABGIABGIABGIABGIABGIABGOiJgRKiqhY7lfgq/V1TUN2LvuxUZVD1NKhoCzzCAAzAAAzAAAzAAAzAAAzAAAzAAAzAwLoZmCuqmoKpLaqGXh1QSmxFVGWnKq99gAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFmDLQSVU3BtZSYerQrlp2q61b+ebKDf2EABmAABmAABmAABmAABmAABmAABmAABnpiQImqdnL9GFVIDHUJp753sobqjDnPTlWeQjR7CtHT4KUtTCYwAAMwAAMwAAMwAAMwAAMwAAMwAAMwsAwDpXaqhnaihs7HiKf8UBXiKeIpDMAADMAADMAADMAADMAADMAADMAADMAADCzOQI6oKu08tUVTM09NQZUfqmIQLT6IeCK0zBMh7I7dYQAGYAAGYAAGYAAGYAAGYAAGYAAGlmIgJKqaPzalxdEUUbW2oIqoiqiKqAoDMAADMAADMAADMAADMAADMAADMAADMAADTRkIiarOr9yfOjXN+cp+ybK8U5VB03TQLPUEhOvy9A0GYAAGYAAGYAAGYAAGYAAGYAAGYAAG+mAgR1Rtsfs0RXRFVEVURVSFARiAARiAARiAARiAARiAARiAARiAARiAgWYM5IiqKYJni7yIqgyYZgOGp0F9PA3CD/gBBmAABmAABmAABmAABmAABmAABmBgSQYQVREkESRhAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAYSGEBUTTDWkuo31+bpCwzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAz0wQCiKqIqTyFgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAYSGFidqPrArvMkbAADMAADMAADMAADMAADMAADMAADMAADMAADMFCLAURVRFhEaBiAARiAARiAARiAARiAARiAARiAARiAARiAgQQGEFUTjFVL2aZenprAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAwDgMIKoiqvIUAgZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgIIEBRNUEY/G0YJynBfgKX8EADMAADMAADMAADMAADMAADMAADMAADNRiAFEVUZWnEDAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAwkMIKomGKuWsk29PDWBARiAARiAARiAARiAARiAARiAARiAARiAgXEYQFRFVOUpBAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAQAIDiKoJxuJpwThPC/AVvoIBGIABGIABGIABGIABGIABGIABGIABGKjFAKIqoipPIWAABmAABmAABmAABmAABmAABmAABmAABmAABhIYQFRNMFYtZZt6eWoCAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAA+MwgKiKqMpTCBiAARiAARiAARiAARiAARiAARiAARiAARiAgQQGEFUTjMXTgnGeFuArfAUDMAADMAADMAADMAADMAADMAADMAADMFCLAURVRFWeQsAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgKiaYKxayjb18tQEBmAABmAABmAABmAABmAABmAABmAABmAABsZhAFEVUZWnEDAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAwkMIKomGIunBeM8LcBX+AoGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYKAWA+sTVS88OD1AwgYwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAOVGEBUrWRYhF3EbRiAARiAARiAARiAARiAARiAARiAARiAARhYJwOIqoiqPLGAARiAARiAARiAARiAARiAARiAARiAARiAARhIYABRNcFYPFlY55MF/IpfYQAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGUhhAVEVU5SkEDMAADMAADMAADMAADMAADMAADMAADMAADMBAAgOrE1Xv33WehA1gAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZqMYCoigiLCA0DMAADMAADMAADMAADMAADMAADMAADMAADMJDAAKJqgrFqKdvUy1MTGIABGIABGIABGIABGIABGIABGIABGIABGBiHAURVRFWeQsAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgKiaYCyeFozztABf4SsYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFaDKxOVJ1OnUJVRyiGARiAARiAARiAARiAARiAARiAARiAARiAARioxsAqRVUlrCKu8iSi1pMI6oUtGIABGIABGIABGIABGIABGIABGIABGNg2A6sTVX/44x/vBVUzAfm2Icf/+B8GYAAGYAAGYAAGYAAGYAAGYAAGYAAGYKAkA6sUVZWwKomr7GBl8JQcPNQFTzAAAzAAAzAAAzAAAzAAAzAAAzAAAzCwTQZCouqp3aZPnW46d36yk3nel08qW+rYKV2R6owWVM3/7Z2r7GLdJuwEOfwOAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzBQgoGQqKr0yqFE1fM/+tHkSy6BtYQxqYNBCQMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAPrZ6CEqKo3iirxtdTu05R6ju1UDYmq9nlJZAX89YOPj/ExDMAADMAADMAADMAADMAADMAADMAADMBALgNzRVVT/BxSVNUiK+Iqgyh3EFEOdmAABmAABmAABmAABmAABmAABmAABmBgWwwgqlqvC+D1ANsaAAQ8/A0DMAADMAADMAADMAADMAADMAADMAADMJDKgBJV7eT6MarQV/KH3qkqvTYAgZUBlTqgyA8zMAADMAADMAADMAADMAADMAADMAADMLB+BkrtVF1KUN3/kJZWe1VnfvDDH1ZJLoFVHWegrH+g4GN8DAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwoBnIEVWVgGqLqKsXVU2xFoGVAUQQhQEYgAEYgAEYgAEYgAEYgAEYgAEYgAEY2C4DIVFVC6imkLp5URWBdbsDhmCJ72EABmAABmAABmAABmAABmAABmAABmAABkKiqus9qkvuTD3xztcWX/+Pfa0A72FlUBFYYQAGYAAGYAAGYAAGYAAGYAAGYAAGYAAG1s1Ajqjak6Da7J2qsaIqu1jXPWAIiPgXBmAABmAABmAABmAABmAABmAABmAABmAgR1R17V5d6vixH6r6/u6HqnpMvvew3nfhwYmEDWAABmAABmAABmAABmAABmAABmAABmAABmBgDAYQVRcQYV0CK4NmjEGDn/ATDMAADMAADMAADMAADMAADMAADMAADGybgdWJqnefPz+NliSRlYG57YGJ//E/DMAADMAADMAADMAADMAADMAADMAADPTLAKJqRyIs4mq/A4Ughm9gAAZgAAZgAAZgAAZgAAZgIMzAQx5y66QT9grbCxthIxgYlwFE1Y5EVb3DFnF13AFFMMR3MAADMAADMAADMAADMAADW2fAFFbV31u3B/0nJsDAOhlAVO1QVDVfX2ALrAzEdQ5E/IpfYQAGYAAGYAAGYAAGYAAG1sYA4ipMr41p+gPTJgOrE1Xv+sEPpjUmxFUGLsEbBmAABmAABmAABmAABmAABkZkAHEVbkfkljbDbYgBRNXBRFjp1QDqWMjRnCcYwAAMwAAMwAAMwAAMwAAMwAAMLMkA4ir8Lckf14a/0gwgqg4mqupduC5xFYGVIFE6SFAfTMEADMAADMAADMAADMAADJRkAHEVnkryRF3wtBQDiKqDiqrmKw7YvUoAWSqAcF3YgwEYgAEYgAEYgAEYgAEYyGUAcRV2ctmhHOz0wACi6gpEVfsdspLI2gNstIGgBwMwAAMwAAMwAAMwAAMwAAMwYDOAuAoTxAUYGJEBRNUViqq+VwSMCCltJrjCAAzAAAzAAAzAAAzAAAzAwPoZQFxdv48Zx/h4TQwgqq5YVEVcJVitKVjRF3iGARiAARiAARiAARiAgW0wgLi6DT8znvHz6AysTlS98/vfn0huG9ivBhgdYNpPEIYBGIABGIABGIABGIABGICBdTKAuLpOvzJe8etaGFifqHr3TlAkBW1wQlx9YDeoSdgABmAABmAABmAABmAABmAABmCgMwZOiKudtY97afQEGNgmA4iqGxdgEVe3OfAJ+PgdBmAABmAABmAABmAABmBgNAYQV2F2NGZp77qZRVTduKiqdvUirK57kBPE8S8MwEArBk6dOsXOHnbOwAAMwAAMwAAMVGcAcZX1bav1LdeBNR8DiKqIqkevCkBcJVgwYcAADMDAHAZ8oiqCK2zNYYuy8AMDMAADMCAxgLgKF8QGGFiSgfWJqnft3qlKmmUDxFWC0pJBiWvDHwyMywCi6ri+Y9zhOxiAARiAgZEZQFyF35H5pe3j8ouoigDrFGARV8cd2ARlfAcDMLAEA4iqcLcEd1wT7mAABmAABjQDiKuwQDyAgZYMIKoiqgZ3tSKuEpRaBiWuBW8wMB4DSky1k/aj7xy+Hs/X+AyfwQAMwAAMjMCALa6qzyO0mzYyvmBgLAZWJ6resRNJSXVsYIur9+5ewE7CBjAAAzAAA0o4PXv2iunMmcum06cv2Qusmgv1981nz07XnTkzXXn69LFzsAM7MAADMAADMAADNRmQxNWa16NueIaBbTGAqIoImyxCI65uK0gwKeBvGICBEAOIqjASYoTzMAIDMAADMLAkA4ir8Lckf1x7vfwhqiKqJouqeiewLa6qzwSL9QYLfItvYQAGXAwgqsIG8QEGYAAGYAAGRmAAcRVOR+CUNo7D6epE1dvvvHsitbUB4uo4A57gjK9gAAZqMICoClc1uKJOuIIBGIABGKjFAOIqbNVii3q3xRaiKiJsMREacXVbwYPJAn/DAAxoBhBVYYF4AAMwAAMwAAMjMoC4Crcjckub++EWURVRtZioau4QRmDtZ5ATcPEFDMBAbQYQVWGsNmPUD2MwAAMwAAM1GUBcha+afFH3evlCVEVUrSKqaoEVcXW9wYOJAd/CAAwoBh5x1f9uF+pPTWfPXjGdOXPZdPr0JfvP5i7Wm8+ena47c2a68vTpY+dgCIZgAAZgAAZgAAZ6YgBxFR574pG29M8joiqialVRFXG1/yBAoMZHMAADcxj4g/f/7xFVd+LyHBu2LmuK3q2vzfXGYgV/4S8YgIGtMoC4CvtbZZ9+p7G/OlH1tjvumkh928DevcqgTRu02At7wQAM9MTAI9//TxBVEVWHEpV7Gj+0hXgOAzAAA30zgLjat38YP/hnaQYQVRFhFxOhEVcJgEsHQK4PgzCQzoC5y/FRH/g/TCrx9f90Oy7JHjtVx/LXkqxwbViBARiAgQMGEFcZC4wFGJAYQFRFVF1MVNU7ihFXCU5MUDAAA+MwYApyj/7A/3FSCVF1HP+psYaoOpa/iI/4CwZgAAb6YQBxtR9fMC7wRQ8MIKoiqi4uqrrEVSW29jBIaAPBGgZgAAYuMqAFuT/84P9p0glRdawxgqg6lr+IP/gLBmAABvpjAHG1P58wTvDJEgwgqiKqdiOqIq4SBJcIglwT7mAgjQFE1TR79ciXT1RFcB3fvz0yR5vgCgZgYK0MIK7C9lrZpl9xbCOqIqp2J6oirsYNXoIcdoIBGFiCAS26/dEH/8+TTuxUHYtFRNWx/LXEOOeaMAIDMAADaQwgrqbZC76w11oYCImqat2t003nzk++ZOczy6q/Q+Vzz5/SBVVntCDH/3etyha8d5Wgu5agSz9geXQG1IT+mA895FiSRFWVR/VVnbv57NnpujNnpitPn67+Pk92WobHGKJq2Eajj1Paj49hAAZgYBkGEFeXsTu8Y/elGAiJqkqvDImqLuE1RZDNFVT37TNF1XO33zmR1msDxFWC5VLBkuvCHgwcMKAm9z/+0C8dS5KoqvIgqvY5bhBV+/QLMQa/wAAMwMB6GEBcXY8vGZf40sdAKVHVFkVr7kw9cS1E1fWKqC6BHHGVwMbkBgMwsAwDaoL/kw//D8eS/dUUnQdRdRkfhcYGomqffgn5jfP4DQZgAAbGYwBxdTyfMc7wWQoDc0VV11f8W331P7hTVTWEnavrFV1tcVV9ThkA5CVgwgAMwEAcA5Jw+tgP/4+TmVQe83OMqJr6dX2pHaYPU+vbov8RVeOY3yIb9Bk2YAAGYKAeA7bAiq3r2RrbYttWDJQSVe3XBEj3PHO+4u99l6tvpyqi6noFVVMsR1wlaLYKmlwH1rbKgPQV/8d++P+yE1EvpgNR9eQx3ztVU0VQqR2IqmnjElE1zV5bHfP0G05gAAZgoA4DiKt17Aqv2HUJBpSoaifpq/yur/Ob71t1vXs19E7WuWLrsXeq3nrbHZOZ1MXtY3w+bqM12UMSV/WxJQYY1ySwwwAMrIUBScz804/808lMKo90DFG1r3GAqNqXP9YSI+gHXMEADMBAGgOIq2n2gi/s1SMDtXaqtnzH6jFR9ZadqGomdeNgH+PzcRut1R4+gfWe3Y+tkLABDMAADMQzUFJUNe2u6k3xg9QOVV76ikxKvaPmTbWftpXd363ab1S/0+742IWtsBUMwEDvDNjiau/tpX2MKRi4yECOqOraneo7Pnc3avTX/xFVtyGYpgrBksBKIGAygAEYgIF4BiQx83FX/18nM6k80jF7p2otUdV3HZeYOAIDPuHUdU467hNO1bmQ/UawFW2MH9PYClvBAAzAQF8MIK725Q/GB/6IYSAkqtrrb/vdqeZn8xUBZrmaguqJH6oaTVRlJ217EdgWWGMGCnkIqDAAA1tnQBJV/+zq/9tkJpVHOlZbVFXXjBEFc3Z19uD3FFE1JJyePXvFdObMZdPp05fsbab7F7LfqLbrwX+0gfkDBmAABmAghQHEVXhJ4YW8y/ISElVdgqgpoNYWTUP1i1//l24qUnc3tsiPqNpeVNV+NcVVAtGygQj7Y38Y6J8BSVR9/Ef/75OZVB7pWG1RVV0zJAr6dqr2Lhimiqoue0s+RFTtf+wRH/ERDMAADGyTAcTVbfqd8T6W33NE1Z4EVedOVenmqoVImnoNRNXlRFXlK3atjhWwmGDwFwwsxwCi6rK2d7FvC64+cRlRdTkfEruwPQzAAAzAQC4DiKuwk8sO5eqzkyOqhnaOtj7v3Klq79RIFTxb5EdUXVZUlXatKqGV4FM/+GBjbAwDyzMQuwPyCR87u98Jan91XB0PpdAO0tRdoq52hL72bp83+UttQyt2fX0yd5jafUnZqar8p3fxltxR3MpGXGf5OIIP8AEMwAAMtGEAcbWNneEZO6cwsDpR9Xvnbp9Ukm7i9Dkzj32s9WfVztbX5HoHjEiJH7QigKYEUPLCy+gMxIqqf/6x/4coqqrjodRCVDXbIPWpdBta+d23s7SUqKpsh6hKLGvFNNeBNRiAARiYzwDi6nwbwiE2LMUAoqpDXGslPCKqugXOVj5AXCWglgqo1ANLSzKQs9syVlR94sf/n6Koqo6HUklBM6YdaxdVtb1Liaq6vpJ+WnIccG3iMAzAAAzAwFYYQFyF9a2w3nM/EVURVdkp62GAnatMVD0HcNoGnyYDtUTVJ338f5pUknZN6nO+/0uKdTHtUNdT+WzbjPjVdp/NXa8GcNk7ZLuSfiI2EZtgAAZgAAZgoB0DiKvtbA3X2NpmAFEVURVRNYIBftCK4MkECgO9M5Aiqqa+f/SST/y/RFFVHQ8ll1gX875Q2+Yx7VD1qnxrFVVte9t+d9k7ZDtEVWJc7zGO9sEoDMDAiAykrM/m9g9xlTEylyHKpzO0OlH1iR9/Mu9UjRAJl/xq/cjXRlxNDzIEZmwGA20YSFm0+97VKYlrIUHOJ6ym7qj08RLTjrWIqjF91XliBORQfSGRO4UvxnybMY+dsTMMwAAM9M/AEvMn4mr/XDB21+Oj1Ymql3ziqdN3b71N/KEqddxMKsDZx2p89l2nVRtq9GvLdSKuricIMqHhy7UwkLJoTxVVn/LJ/7e4U1Udj02xOypd/tDXkdputkGd1591XSPuwoy1ue6vr6+xttPXlHyQwtdaxhT9YH6AARiAARiYy8CS8yfiKvzO5ZfyYYZWJ6o++RNP2wml5xyi6rn9OZ0OBM3jx2p89l2nVRtq9Is6z00nxNX7L0z3kLABDMBABAP7RXZEvtg8KfVJwuRTdwKpSpIAqY+fPXvFdObMZdPp05fs8+kysf+bfRGFTo89zPb52mG2S18vdK0U28X6Y06+2L5qv+j86pou/8X60GWL3mw0x76UZa0CAzAAAzDQioEe5s8T4mrB9WcrO3IdxmyvDKxSVP2eQ1RVx82kApx9rMZn33VataFGv6jzIk+IqwT5XoM87eqXTd8iO2cBnlJGFlX/551I+j87RLmD4yfFzIMysWmeqHqxfb52HIiqB3lHElW1/0xbqmN2sm1t91cWVeNsp/1v285uA3Gl37iCb/ANDMAADPTFQMr6rLbvEFf7YqO2v6m/jb9XJ6o+ZbdTVSXppgJR9biojCha3h6Iq20CFxMEdl4DA72Jqk/75P9nUkkS8vRxW8zUZVL+jxU6bR+b7fO1Q7XfbI9r96Yt8C7NlOZBsqXdJzOPfU5a/8TaTvtZ/Z/rp6XtyPWZH2AABmAABnpioCdRVdvFFlfV555sRlsYwyMxsDpR9amf+ItJJUTV8oIhImy8TRFXmQhGmgho6zK89iaq/sUn/7+TmVT77M+24GqXifmcI9bZ7bBFVV+7RxJVXfazfRHy081nz07XnTkzXXn69H49pPNLu41dfs/xE7FkmViC3bE7DMAADPTLQI+iKuJqv7wwlsfzzepE1ad98um7HSpPR1S1XnWAIBoviJayFcLqeAGRSQyftWSgN1H16Z/6XyYzqfbZx9Rn13Epr+tYjNCp86j/7XbZomqo3dKD1h53qrrs5bO5fU7qq65XElV9fo/1U8txw7WI0zBwkoGeRRv81X7MwkMdm+faNbdcy7HDztU6zLT0IddazoerE1X/4pPP2O3IeIb8Q1W33Dp910gqwJmfa/3tu06rNtTqG/UeZ0qyB+LqcgFu7ZPLCIu0tftgTv/6E1X/fzvx8mI6EOuOH1OfXcelvK5jsWKdtpHdrpOiqr/dPYuq9u5fyb4+m9vnZFH1wD6p14r105xxQFnmSBiYzwDrgfk2XBOH8FCHh1y75pZbgknE1TrsLOFLrtnOl6sTVZ/+qWfubhyeiahqCciIn2Hxs7aNEFfbBbatTCIjLdK24pOUfvYmqj7j0788mUm1zz6mPruOS3ldx2LFOm0ju122qBpqd++iqq8/IZvb/pD6Gutb6Voh26UwT17mQRjIZ6D0nIEv8n3Ru+1YH9bxba5dc8styRniah2GlvQp167nU0TVBuJj7k5VdrEuL4TWEFoRV+sFtK1NFiMu0kbwUUm7SnVJuwW1XXznQrZLabfKe1LI+2c7EfViOhDrjh9Tn13Hpby+YzFinXStmLbb1w1dK8V2IT+kno/pj8/m9jmJIckeLt9I9dnvaE3tI/mZ92BgPgOp8wk2n2/zUW2IAF/H97lrhdxyPfCHuFqHpR58SxvK+XZ1ouozPvWXk0rSDZQtkNUWLaUbG90G3zkzTw1Rjzr7EGsRV8sFsq1OCiMv0nr2WY5dXWVcN8G2oGmKqrkCVkq7JSHvmZ/+lclMKo99TH12HZfy+o6FhE69m1Vql22/0LVD11ryBnSOL3z+8Pkp5VzIdj2PZdrGPLsGBqR7hhJzxhpsQx/kMb7knLZmn6Sss0w75JbryZaIq8ynPfHYW1tWJ6o+89PP2t0EPqsbUdW+8TMFU/vGubXoi7iKuNpbQKI9aRP2GhZpPfo8x66tRNUSN0p/+Zl/vp8j7flJHTeTymMf02Wl46nHYsQ6qQ0xbZf64hOrS9g1l+Wc/sz1k8u3kn9j/JTbd8qlxXzstU17STECUXWbLNgxIGXtYTJDLMnjJ2d9qB8Qr8XmiKt57KzF//RD9v8KRdVn70TVZ4s/xvCd790yqSQ98dXnQv+rsq489jlpEWS2wb7Bs+v1XSvUTs4f+HqkZO9c/cXuF69J2MDHgIoRMFKekRy7uspIx6W5QftRErBMH/vaFtvuZ33mX4iiqjpuJlWffUyXlY6nHgv1VfVbaoNkv9C1XdeS1gP2mIq1a+5YzOlPTT/ZNo/xU27fKVc+fmHT9dl0zpwBD+vjwbcm8M1pMfMdvPh5yV0P5Jbr2R+SuNpze2nbumPh0v5dnaj6l595zm5nzcUkCZPSDUKs+IaoOpZQGevXnvLZ4qr6vHSg4Pp9TkRrXKT1wFqKXV03KaEbG3uXaEhUDdVnn/fZ8dnX/EtRVFXHzaTqtI/pstLx1GM+sU7qr65fEhhC1/b5yX7A2YOoGupPTT/ZfkdU7TP+9xAraUMbNhBV29h5RJ71esU3P4bWFyP2e6k2p6wPYx+IL9WXUtdFXCU+lWJp5HpWJ6o+65pLJzPtd1zsjpmiGaIqwmhPIqqrLYirTFKhycW1uMtd9IWut5XzKfZz3eyGBMMcUTW1jMtfz/nsvxZFVXU8Jqm+xeQL5XHZKNQ+SSANXUufN9uu7BMjGKbwkDpGQn2N7ZeUL9dPdjmfoJ/aX/Izr8FAOgOIquk2Wztnrnkw9AB26YeIo/sldz2QW24keyGuEqdG4rV0WzcjqprCKqIqouoIoqpuI+Iqk5Qr8COq1mEjZfGbKqq6RLTQTpJSN9WmuGiLtLECXq5YZ9cvzcUp7SvRDkTVk0K6ZNdTrz01Tb/0S/skxaOUMVN6IUt9deIgdu3HrlL8V7Ey9sEQvuzHl6V84WLC9QAxlhVief7X/32225JdEVfXF29Kxa0117M6UfXZ1zx393XFi0kFMfOzfqdq6H2mse9NtXfA2p/tm9aYd6qqmxfzBmYkAZC21hWsEViZqGK+TrSlxVuNCTrFfqmi6qWf/TfiLtFWoqq6vqsN+lzof9XnUJ6Y89KOmpT2lWhHzC7MFB5ieDTrm+sLn51T7aPXHq7/tajq+z+m/+RhHoOBeAZCMWLpB0P4Mt6XJW0lrT3M+cCO/4iqZfyUK5yWXkeUZKlWXYirZZir5R/qLeuf1Ymqz/ns83ZfS7yYDnZcXPy8tKiq2rJvw6Fw6vs/dAODgFlXwOzZvoirZQPhaBOLSwiKEYhG6+sS7XUtfqXjKaLqc6/9t5NKUhl13HfT47pO7I2StmOoDfq873/Vlph8sXmk+lw2Muss2Y7cG6UcPvW1Svgi1U8xaw8pz/0XXrvn9rYv/dXRjtXQGsW3szXHbpTZ9ry3Vf/75gx9jq90b29shOZI17wKK/NYyV0rbFFU1TEbcXUec1ud+0br9+pE1Us/+/zdDpqL6eBJ3cljrXaq5t7AXH/V+/c3MOr/2BsXM1/PgiBtKycGS+IqP2y1/skrRcgbbVLqob21RNXnXfvvJ5Uk/6njLUTVUBv0ed//qv0x+WLzSPVJDwjs+kq2I/dGKYdXfa0SvnDZOHftcd+F10+upNp97os3iUmfi1mv5NiMMuuf1/DxSR/HxAg19hDKtjc+XOsIkxlpzqzBSo5gmFOmRYxwrT2k47o9vnNmHqn9vdqhhq0RV7cXp2pw1GudqxNVn3vtC3Y7aC6mgyd1J4/Zk8q3v/u9yUyqnH1MfXYej9h5at/k2G34/FVXTWZS17KPmZ9jbl7sPFKfOHbc96PaA4F1O5MVompdX88VVZ9/3X8QfwBJHdfn7FfDqOMuUdVVxlysh26UVF59fV8bzDyuv5V9YvLF5vHVl3su9tqmT+yFWsyNUs7izu6TNJ5j258jnt534Q074TQ9xYiqkug66usCtnSzm8MxZerOQ2bM9sUIRNX6fuiR9dC8Ic2dMXNaTtxrVaaFH0rbNWTzHNu1sEPNayCubjNm1WSqh7pXJ6o+79oX7nbQ+JO0AAmJqlJQjLmZSfm15s9dedVkJnVN+1js55DgOqpwSLvjBGBeD7DuCUta9L3gul9d/JfMe5jUSrRhrqjq8oU6rs/Zc4N5zhZIXWVSRFXVJ32NUBvMfC3+tttmt9PVBl+51Hbrukx+YsSKHN7m+iJm7XHfhTfu44H6v1RS9d32padOt37hS0dJWhuZ5+2/Q2uTHHvOKeO7od3ize4cW1K23LojJUaERBv9sA7/lPNPD7Z0rQNj5j6TL+lhYmr/cmJlTpnUduXkD9k1tF6R7Ol76L3lOQhxdV0xKWe8ranMZkVVexGixTppcaJ3qIZuZK47c2a68vTp/Y2MXsSkiKqff9+Vk5lUPfaxuZ/ZuRonSq5JvEVgXd+kJS/6/iOi6m43ZokJOlZUfcF1BzY/KZDKvlD5fWX0uZOiqvs6eq4J7VQ9uBE4uH6oDWa+pf+22233oVT79HVKiaqhG6VYX4TWHer8fRfeJKYDUVU+l3Nc13frjV+cdJKEZ/N86O+ld7GG/FQinlBHmbi8JTvmxGuJ5RjBdUt2XUtf587h0rzqYiWGodg1kz2/9ugP15ouZq2Rs45gDrowIa4yR/YYC1LbtDpR9fnXvWj3tcS4pALZiR2qCV/j1wKndFPRq6iq24y4irjKu1fHnMRe+LlfE4U8fdxeAJu7GV3nUieOteePvUEI+cIWOlV+Xxl9TionLfRV/hRRVV8/1AYz39J/q3672uA7l9puXVdNUVW6OT0atwlrj/suvHknlobTgQgazhebR9dXUlQ162opsPqEgpCI4LsJXntspH911w2+GGE/vHPFuFIxDF/X9fUc+86dw6W50yeqxjy0lfrTu2DoehARO9bsMWja1Vx7S/abMwfNYaf3srbA2nt7aV+/cbK1b1Ynqr7gust2u3DCKWb3h53HDrLXvee9k0qlRFVdn1mvfaz0Z/sm5ua/+e5EWrcNXO9eRWQdY2J40eceKoqq6rhOroViaGHcegLq9XqxoqrPF9KC2fSPfd48Z/vJd50UUdVmxJ7TzPO9/K3s5GqL71xq+3Vd9114y9FuZ9fcHrPbRhyDCcKpuf5QbcpJByJoXllfuVtu+MKkk2Qj8/ycv2uKrNJDitBNsHm+19hFu8aYx11+krjU8d81Z0ixDpbH5iA0jmPWgb45MGZejWVIr0HWIKqWtqtvfTZnDgrxsYbziKvrjmFrYNTuw+pE1Rd+7sW7XS1yihVS7Rva6979HlHEUMf1OddTKN/X/+0Fklmf65zOU/p/6eYFcXXd4qryLwJr20lr7g6nyz7/G5NK0mJMn9Pn7WAfIxCtcZLL6VOMqJriC9M3tp/sc5KfQj73+VYSd3V99jlXO5c8rtqYYr/ctprXibmZjF1PxOa778IVh+9AvWInhJZJB6JqmbrMes7d+BfTLdffuE+iqHp4Tucp8X/oXayh8y4/+MqFyuTEFsq0nXNHs3fM3B4b42IeuM1dk4xm3zW0N3bt4eMkdl6NYShVVJXWJEv5xeY/tNYKjT3broiq8+M94up8Gy41vrZ23dWJqi/63Et2u1oOUvBm5vDdp6ZAKd0guERVdaOQK6qaN222QOpqQ2khVaoPcXX9QqpLLEdgrT9xzb2BefHnf3NSSbrx0uf0efW/OaEhqob961rsS8dTfWH6xyxrH5f8FPJ5SFS1H+5JrEjt6/2Y6neJNgbXCpk7TKV6bV/cd+GtO+HzIB2IoBc/9/r3uRuf3lxUtYXZkIhqng+Jo1JdPiZC197ajQT9Dc8tsTaKndtj415o3p+7JontF/nKMRK79ohlRFqD2GuE0LecbI58wmmIyZasmO0uYVdpTZKypot5oNvSPj1dC3G1XAzpya9rasvqRFXfQljauaWOfe/zN0zXvvvd+yQFP31c2nXqKqOfTrl2qpqBU/2tr+9rg5mn9t+Iq9sVV7Xo6hJZ1xQAW/dlzg3MS67/rUkn6cbLPq8/xy7S5rSttR1rXU+yq2unQY4vTB+pv9X1pGP2DYnOKx3X51w3PSms2G3p/bNkP1ebawinau2g2qD+t5N5/L4Lb9uJpW8TH4boc/q8+bnnv3V/pTWTZI/ejknj4tYbnr73Y6hP2rchcVWfrxWvqHd9N5ml43VIwGLeH4uhlHVg7vxtz6shhqSdqq61lG/n5hLxzOQ/dk3ns6trTWevz/S6LeXHrJewT4/XRFwdK2b1yFCtNq1eVPUZzgym177rXZNK0uShRKacCcJX5oSoenh9Vxt0+5b4n/euIrCyi7XMJDbnBiZlMW0u7BBV433Xg6hqLuylxXvKot21cM+92eqtnGiLjF2l9114++Eu0bfvxM+D9L3PXS+La7vj+pwtcqvjOu2Ft91nXZ++xsmdqhevqcqY+Xv+2+ynfcNo2qHXv6WxHvK77W/tY5uVmu+CrXUzQL3x80RNWyGq9uGHmj6eU3fKOjB3vpZEVTv2metK6VzOPfMcu+SW1WvyUnZNWZ+NYqNc29Yuh7hKrKzNWGr9qxRVY40QK6rqJ2upT5RiRFWzrT5h1xRTVb2IqwidS73z1iew8mNX/kkuV1R96fW/PZlJii32efNzzO6A3LbFxtsR8qWIqtq+qb6wfen6rOqVzknHpYeBse2LbU+P+bQtYneh3nfhHTvRMi7FiKonBdJ37IVYO+lrykLexfYciKpx7Vs63zpF1QPbS+MpJKS7yiCwbvvGL3VeDc0nqXFYikd6PeASykaYq7faxpR1YCor5prBtfaw7S7Fvdx75po+dY1DfbyUXV3rM3usqeu5xmbMer2mrUarG3F123NsT7yuTlRNMa4dZK99p7xTNXeCSBZVd9d3tUEd12kvqhqfW//NzlUE3dArAmzhNWVcrjlv6g2WtsVLb/jdyUzijZeRZ7+wMz7HLNJy29azv1L7lCSqHto31Re2L12fbR/qfNJxUVSNbF9se3rL5xNS77vwrp04Ni9997rPi+KaOq7PnRRVD9YQJ0XVg7bIourFdh6IqvPa3ar8LZ9/5pEd7J2q2kY9/+/zhTSeTLuq83bfpDJS/10ia89xlLbl37SWmINKxV7Tjy4xDF/n+7q27VLXgaW4sdceIY5Ufte6KGYtmmtH31jziaqt7Bpa04XsmmuXrZRDXO03dm2FwZCoat4b3HTu/ORLOm8oX+nzp3SFqjNzHPfZt8s7FFqJquo6rjao4zopQ5ufl/pbujn46+/8zUTatg1CO1m3vJs15QZLEmdedsPvTSr5zunzOq9ZxvdjAyltmxNnW5ZN7ZN0I6DtadvOtKstrpm2V3Xavoj57ConHQ+x4mtfTFt6yuMSU++78O6dIFk2iULZtZ+bvrtLsih38foHAunx9uSUKd2nkvVpO5wQVQ9tpM73mJQNfL6QRdXjvrX75WPFZQN2sa7/JrDUHFQiBiPajM2btKZrObebaw/NkhT39JrJ1bYYQT913Oj7dNf60ieqSna111Qlxl/Mms5n15Zr55Gvhbg6dpwbmb2QqKr0ypBYmiK8lhZU9+0zRdV/2AmTc5IU7FV90gJcX0e6odVl7HOhtl3ztoN3u9k3Keq4Tuq8+XnpvxFXty2ixojoPqE1NCbWdF6N3dj+SDHn5Tf+/mQmlcc+pj5Lx12xzYxjsW0bJV+KvV1xXtvTjsna7iE/uXwk+S3Xt2ZbJEbsm5vQtXs8L4mp9154z1QzSWPmO5+9blJJ8rvZFnXebpu0VgiVqdm/uXVrO9hjQ9uo1/9Vv33+i/GT3TcfKzF2CP3o1Sgxd6vtdM01peagEjHZ9E1oPbBVP/bab9earuXcbrdBr5mktZFvXRTDXsq4cd2D++7DpTKx6+vcsRizXjfX47Zde2Wz13bZ4mqv7aRd83S7nuxXSlStIZbG1rm4qFpalBhNVNWiLuIq4upcgVWJrz0FyJy2+BaDqQtFe8H8ihsfPplJ1WcfU5+l46GFbErbcuyyRJlUX0g3Atqe9gJX291VRvJLyrEU35ptkRixbyBS2rFUXt/X+++98N6dYFk/uYQydW1ZlLvYpgNRVW6j65yvTIv+pl5jRFFV9zHkP+1jySbaT6ZYOldUNesKCazm+SXiKtc8eRNozzU+ocdlPz3XhOb93JiMqDrezbvEkTnft5zbY9eVIY5jxkbKetS3BpPicqh9vvVU7thzrcvt44iq5cco4mp5m7IGkG06V1S1Y2OsEFoy30ZE1bftdqceJGV0/XeP/9s3BDFCG3m2K8iubRdrqpDnmpykheIrv/AHk5lUHvuY+iwdR1Q9PglKfnLZXLKdtnuMnyQfhY6l+NZsi6teV32hdtQ+H/sjU/deuHInUrZNkt91G2RR7mL7DoQ3ub2uc74yrfsec73vXfss8Zs137nm2qnXFOs/lS/kJ7OPoqha0A4xQis3Ou1vHl0CUWi+lXyl525bVC0ZgxFt2jMyZ1zGrC9aze2x60rNsT02pPWrbZsYwVUq4xozUn0p7Ss59mLWdC+/8dX7jSU58WMOZ1soi7g6VuwbkclSomrMawJKCqlmXYiqh2JrbwIr4up2hVJTJFeLg1jRfA0Ca46oGivwveqLfzCZSZWzj6nP0vHQIs3X7tEmN9/C3HVO281enOvjdjltd+mmR/JJ6rEU38bU7aovpmzpPD0LqaaYiKgaFrFri4mlxdlRRVWXHVxi62gxe9T2SvE/VxTxzUGlYjCi6ljCQsz6otXc7lpXutZGrrWozfLcHdRzbNTKdr7xa7chN36MGkNbtxtxdawY2JqPOddToqqdbPFTx0tJFDXP+fLVElS7eKequUiZ4wzfYuczV7x10kkZ2vzc+9/2ov9b3/7ORNqODRSvLn/7zqkyI4qsLoHUXnjqhZN0XJ+zBb5Xf/FRk5lUWfuY+iwdd4mJPgGyRDxbog7Xja5vsart5rN5rF0ln6QeS/FtTN2u+mLKlsjj/zr/+3e7OvtLsqh60E6JMbMP6ryrT75zPdrB1ybJRt/+zGenHpPtH3us2/10+Ukf/+5nn3XUzx7s4NvNukQcXvqa0lxcuk2uuUbiQdphZx6LmYPmxmJE1bEEBYmv2HXgXFZKXCdm3VFDVC3R9tL2c9Vn2whRtc0YRVxtY+fSc27P9bFT1fphK9dCyHeTXkNUtYWOz1x+hfiL3+r4KAlxdTtCqimizhFVzXp8Aqt5bumAa9/IvfqLj3b+0J3vxkteTD96J6JeTAeLsePH9PWk4/rc3EXs0jYOXT9PVJX9FGPvkM1dvvAdz/FtTn05bYst4xdSP7ATHftOsqh60GZZVL3YnwPhTe6f71zvNrHbJ4qJn75m+nZnybZ5yH/ax5I/zLp0P3uzAwLrwVdoQ3PF3POlRFUdU2Pm/dj4K+VDVB1LSIjhwbVWmMNJ6rrSt96MacccLnuyUUxfQ3kQVduOUcTVtvaeO+f2XD5HVNV6n/2Vf/N4zZ2pJ3bS6gOqM3ONbYuZelHmOm6LE3Ovb5a3xVJp0T6KoGq2E3F1W+JqKVHV3u3aq8iqY8ZrvvSHk045N15SGbNO9bfKYx/zHdfnEFXPTtedOTNdefr0MRuGbO6yt+SD3o61artXSH3gg9O9AyVRVD1sv7QmMPu2F94cffWdG8k+qq29iYkuMde2uSiqWv5y+ck83quoatphqwLrSKKqb61Qei5BtBlHRAitSULrvdLspNYXu+7IFVV1/+1vHcSulVP70yq/NK+W1Beo62QMQFwdJy72ym9IVLXvG6R3p5p5Woqp+lpF36ka2nXqW6TVWMB9+i2XTzpJQdY8P9rfiKvbEFclUVUSJEq9EmKpVwZIfXrtlx4zqeR6KONbOEmLaV2fWa99TF9POq7PIaoeF1VNe9qLc5cdRzuueKrZZklMvfeBD+2ExXGTLJwe78+BwHayj67jKq/v3Gj2EkXVT31m+nYnyeVDWVRN963uZ+92MP2xlfew1liTm3Onnk/tOSNWtDTb13IOim1frzeuW2rXnHVgzfk+tu6UdUcOl64xGLtWju1HrXxq3RTzI4RbfTC2xFhHXEVczeUuJKq6RFIVJ5cQUMX3upbcqdqdqPrmt0yfPkyiqGqc1/lG+x9xdZ3iqk84lVguJarGvjIgN2i6ykmL39fd9CeTmeybvFRR1a4v53NKG0rbqFV9ki98OyG0HWN8mGPzHsqovtVohy2m3vvAR3Yi47rSgQgq98l1LqfMiHYTxcRPfnr6didJFk8/Ij7osu0f61vV197t4PKHdLPeKk7Xvk5tUVXFU9dc45vbpfuMlnNQjnhV21fUf1LIcPFVYx6vVWfKuiOVy5ZjJmSf2B/ftPPNFVRzyjPW4kRDW1xVn7FdnO22aqccUbUnQbX4D1Uhql4UcVuLs9LkUENoo842Iq50s6Ft30pUTXllwNxJQOrv62967GSmFEEzpj67/pjPKW2Ya5MlyisbuGznWrRru9WyeYxfaudRfSt5jZNi6tU74XGd6UBck/vmOpdTZkT79S4myqLqRV/m+MkuM7KoaoqtaxNYa4qqoTkjRVS11wj2zteScVvVlSpeLTGPc80L+/l69DVJ6rojZtxoNkJjsPS42ftjt7O0ZPKtK24+e/wbVSkPxmLFVsZZWCREXA3bCI4ObJQjqvayQ1X++v99u44VSPvFmFCP67jK6zuX26ZPvfHNk07SZGOeX8vf0mTwzb/+9kQaywbSYlD7UGK5tX9j38mq8tnjVxrrUn/fcNOfTmbaP7X/0puO6hMXkIdxJ6Y+u/6Yz3bbfW3IjVtLllM2cNlOx2l7sartVsvmMX4ZKc9JQfWjO9Fxm+lAYEvre06Z1Gu0yi/Fj5s/8amplySLqhf95fOF65x9XPW1dzuk+EMUVwusq2PmhZLr6JJ12Wv80JwRM6/q9tlrBFtUrTE3xLQvxl/kKXPPadsxxFcNJmrUqThLqTeWy5ZjJlZELTnn1pxPnK9/aRTjR40ZoriKzYpobqMyYbcbUTVxQDQXVd/wpulTh0kUVY3zOt9a/ncF/tbiG9fLE3N7F1Vtv6aIrDqvGVBlQe5xuwXlxXSwwHzcDFH1eH1m3bF/txJVS9/Qxky62gY+X0hxNKZcrH3XnO+kmPqxnaC47XQgsKXZIKdM6jVa5Rdv/j7+yenmTpIsql70l88XrnP2cdXX3u2Q4w/ve/wS184x8bv05oTSc9BFEfT4nH5SBH2cyIPr4ay9RpDqKz2vxIpXsX4jX7y4GsPlWtYkes0by2+Iy5QxGHtNO19IRC05t/7SL+W/UjXnnkWX0fPBEjF+9FiBuBof60b3dWr7JVFVHesphXbGHv+hqkoLPW3Y1qKquu5WRVVTHEZgzRM2lxSERxNVfbbKWbyo/r/xpj87lvQxM57YuybVudd/6c3ibku7vpzPqg2q/lAbUieTmN28c+sMldf2kNgzz9k2jymXY+u1lDkppn58JySScm1wIMqtw349i4nKxrKoetH2Pl+4zknHe7ZDjqBqlwl9nTQUm2PPxwhOsXNNTl2+dur6zLjummtC4pApIMfUV3ouiWlfrM/IlyYyhLhcgofSfOXWF+LSta62H0TEXD8knprn9Xw9RwQtWTbnniRYxtdAx7d3tzz2EVfT4t4WWHGJqlMn/2J20q5eVP3k6984qSRNNvrclv73Le6XFBG59nHhd02iqu1b1Td1LLhI2eWT8oQEzTfc9BZRDHjTXz1hmptU21UdoTbMnQBDNw5z67d3CZt2kdjT56U4ap6zF+dz7T1qeemG494HPrkTA0lzbXAgyq3DjtJ4+uuPfWLqISkby6LqRdv7fCGdC90Yx8wJPdhmThtCAqt5PjXO58wbrjI5dYVEVTueu+Yanzikztmp9RwUEq9S/Ub+eIHBx6Ven7XmoZd1ijQ29AMI55gp/J5TtfYJxflS513jJuZ+X+XJvfcPzlOuDgbuabYYBxBX42Pf2vlwiaoXHvzHqYc0lKhaC5ZPvP4Nk0pSkNXntvo/Amu/O1i3IKoqYfWNN12+T3Z/g4sWYXGiF9tSfercm//qibOTrmdtoqppG4k9fV6Ko+Y5W1QtYfOR6pDF1E/tREBSKRsciHXrsGfo5lLHwW999ONTy6TtG2pfyfM5MX+pMqV9kaNCSGvmHCE0R1TNvY4dy11zTUhUtb8t0XoOQlRdTggIiar2WsYWE0daT6S2NWX36Ny8ObG/1n2+tPvejhH2fb7iQrr3dx2foxOI8d0hsJpzWit79XAdxNXlYmoP/ldtcImq9194cFLJHBv6mP2/vSYMlXXVKR1HVN056ROvff0+iaLq4TmdZ8v/uxb13/jWzROpvQ2kmw3tB4nlkXyk2q/a+5wPP2+36/OKfZL6q8+ZedTfOTfSezH0y0+anXQ9axBVpV0Nykau4/rciRvaQ7uKN8gFbF7Cb7XrkMXUT+/EP1JpGxyIqv3ZNecmM1QmJ9b5yoSuV/u8+bVte7f8iZtgx/qstE1a1fetqz82paYcsTX2PX9SnHftapNEi9gbsdB8ckL0csxBvjlXx3ffHDSH7TmMxNqJfHGigiSq+hjT65baa4Cc+nOYnCuGSuVz2tEzrxIPphZgnzfv/feiaiVtQIrN6l4oJ770bP85bUNcjYuDc2zca1mXqHrvAw/u1vwHSY8V85h0XuWTytjl7bHnuxaiKqJq9uTgCv4jiXcjt3ULouqb/+qtu52jB0nesXLxvM6j8yvf2uJyzsLEV+YtX75kspO6pjpWSlR17brw7cYoNSFKNjf7q/tqH7MXpPq8tJCVbLimY7KY+pndZE6qZYMDUXUZ++bcfIbKmEKjfTOnb/BKxLZQO1zn7d3npeJPrqha64Y3pd4S/sgVv4/K5To0tVzEjiqzL6nVq/w59sy5jlQmRqQKituJNsrpry5TY/yNVKdLVLXjVGgtk7MOKcVcTD0xXEp5fL5ssa7siSXdX1s09T3Aqymq6nbY8cR1r5obJ3ryQW5bEFe3J666RNVf3H9h0kmPCfOYec51XJVT58zy+ph93HUtRNXDH976+GteJ+5UVcdJfhsgrrbfpaoFQ3uRONpOVbU4kRYL+92ehqBaSlRV9V764eeLIm3u4sRVbr2i6pN3ovFBOhBVL342/84956pvtOP2zcw9918zkdrYQLFX29YxN71SntwbCPNm11yTqOOt1ij6WrbYuZSo2qrfra4TOwf52IutwyVyBsXBVPAtMTG1eEtBNVekmmOz3F1oOX4uXSY3ltUuZwuDai6QHxD71zI5rOaWyWXPVS7XxlsTVU076Thvb8aw51jfnFt6Po4VV6X7qK2Md8TV7YirLlH15zstTyfNvXnMPmfnMT+7ykvH7WOIqoiqxW7I5gT/kXeMLtX2NexU9YqqX37b7qv4F5PUX/O8+nsvxh6WkXaqqvPP/fAL9nli6rPrtz/nLFpSF62u/Kn15CyyJRtd/pWnTDqp8+bnEudc9Y1y/KSY+tmdwEdqaYMDUXW+zXNvkHPGWkqZb37ko/v4Zafa4p8Uc6QYkdKX2LyhG93afR+p/pybfkkwNx8M2kK6yd4cUdEs6xOWQteQ5mpzPaDP54pXsZy6HqaG2q/Ol1pL5qxLRiuTG5tblAutG+eyqBlOZTImf4t1ZUw7lsoTs8EqJ77OnT/M+FEiTtQe70v4D3F1/eKqS1T96b0PTDppts1j9jmTf+mcq6x93L5Wd6LqEgNRXfPjr36tvFN1d1ydI8XboHTwLzGBrK2Ot3z57aIoOMpOVUkQ0H2yz6njoXNmHv3383biqXQjbuY9+XWwg2uVSDmLFin+9SaqXvGVp00xSbXblc93Lqbu3vJIN+r33H/dTtgjLWGDA1H1uO1L30wvtVbx7YCvvU5xiap2zK5hG1FUZW0mrk33N/0O29jnpLnY9p9vDrKvY/spRkxUeeYIqq5rpAqoJbmN4VXl8dmn93VrzhqnRJnSsdxXX4m14NGac/er9z4mS/KXW9fWRVVlt9DYTYmvJefkpTcupY7dXAbnlkNcXa+46hJVf3LPA5NOmlPzmPS3mc/1t1lnqA51HlH1cKfqx179GjGQquOxSQXa2Lxrz7d08O99MTq3fZd/5R3Di6q2oKn6pJMaS+bn3HPS4si8hq8NruunHC/5XtfYG925CxJ7R5Jto7d+9elTTFK2j8k3ah7XzdE9939uJ+iRatqg5U11yfFUsi4pttVaV8wR3kr1uWV/a9mxdr2Sn+xr2utU9Tn0+gafqCrVb7+PUOcJXcsn6IQeLtprzpB4VVs88vnCdS5WgC65q3XuWrTH8tL6UbJ5ylouNu+SQn6pWLv1ekJzje9ev4UOMMqPRi/NEeLq+sRVl6j69/9w/6STFkjNY66/VV51zixjl9d5pDrsvIiqiKpVhWB2rdZ53+oVX3nn6kRV1Sed1MLE/Jx7TlocmdewbyZd18w97noFQcmXzte8OZRugt/21WdMMUmVjck3Qp6YG6V77v/8TkwlSTZoKYK6rrX0Ar/09UM3fiUFvJAYpnf3lO6j/YDHJdaZol3Jfo9Wl+Qn0za2sKQ3E8wRVZWPTDv5uAxxNEdUTfmWR01OpYefKcKzmTdFZGWtffDDpHay126+tWXKOi9mTZD6I1EtueRabsHJ9dAj50FJzIOu3Hmm913uvTCGuLoecdUlqv7dz++bdNJCp/TZPKf+DuVR5+0d2r5rJYuq0otf13Dso698lbhTVR2PTSp4xubdUj4z8H/tm389kebb4K1ffZcoqmrbSjc2PdldurlSfdJJnTc/556T7GBe4+QuzIttcF0/5biyeY4vJP+mfvVG5Z8bm0VR9Wt/Ob0tIu1F1Yh8veWJvVn6xf3X734pcnupB4E0xLViL5Rn9PPSzVqtdYUUB2z71ba5r78tbVHLxiXqlfyk65XmIeXDEr412y5dx2yDPeeaHNVmaIkxL90X+GwUy0Gu4CqV62ltOKctoXWlXlelrOGOrT0DX9/Xa4clOOOaF3+oppQt7LGbGttK6Aql4sGccZVbtpQfStUjiatS3SpfqWtST9lx6RJVf/yz+yaV7Ptk85h9XpeRyrrqU/X7roWoavximBQwr37Fq6bYpMrH5t1aPoTV+UKqnth8oiCi6nExdhRRVbVT+c4Wj+0bUEmkrSm2bklUDYmpv7j/hp2Iup7UUhxtvbBcozjjsmGLdUcJ4a0UA1J/Q2u3FjZaek3nE0hV22qKqurauv8+X4Q4WuO41X0y+QjxOpeluYJrroiydLkaoqpvXVAqplFPWeGllD3tsZsa21xxd+74jinviwGtxmkpP5SuxyeumudKX5f65o9zl6j6w5/eO/mSuk8O5SlxHlEVUbWZEGwH+VaBfW3XedvX3r3bAfhucYeJOp67O7KlnWSx7qBfum/6b/t/VTb2nLQICtnPVXfO8RdcfZl3p6pqn53M9tnnUn07V3CV/PT2rz97ikmqbEy+pfPYN02/uP/GnXg6VlqzQMpC1L8QbSEYhsQwLei18FVpUTXHfjllYm6E5+QJ7Tr1iar2PJOzCzkkqn7tAx8K7opFVI3fxJHCSojXXBE2Zc2o2pCSPydvaF0ZWlserb08O1JbxDiuMV98KWHDkUVVMz64xnfOGEspU8IHNeuQxFX7WM3rU3f6OHeJqup4L+mmc+cnXzqlT6oGrxkC8SnUy185XW2k/eLEOqY/+865ymzxOLtW5+1affvX3jOpJApeu+OpwlvKJFkqr6vtZt/03/b/e7Hu0Aahc9KYDtnPVXfucakN5o5iezeq1CfT7r76Yv2TI7b6yrzj65dOdlLtlI73cEzaffKL+7+4E1OXTwik6QutNa9LQn1rsSbpTlQV1mX2+1Zrrtt6W+tpRnx+comqZlnfbugQh/vdqju/uNbRIdE3pv4R85hCsXmv4OO19H1BCq+5Amtsudg1Smo+35rYXFNJ68fQt1RG5I42z19H2GM3Nbb54mHpMZ5SX6sNTqMw6BNXR+nDVtrpElWnTv6xUzWwU/UjL3v5ZCYVVO1j+rPvnKvMVo/bQf2r3/jWRIqzwTu+/t6dWPVeUVRVx5Udpcm/F/v62m72Tf9t/38g1h3YIHROskPIfq66c4/7fCHdBEt9Mn1X27elBVdffe/8xnOnVsl14/SL+7+0E1PrJATS+Tc2W1ks5vazxZqkN1FVWpfZIlXNdVtPaz2Tm5Coqs6byS47V1RVNhfnp6s+sN+QEcNR7jjotZwpzJj3Cj5eS98X1OI1VkitkS8khM453ytLtKvtesIeu1JsU2PVFdtc8bD0+M6tTxqXJe8TR+PVJa6O1o81t9clql548B+nHhKiakhUfenLpo8Yab84sY7pz75zrjJbPo6wGieimpPcO77+vp2QeJBkQe59A4iq7rabfTP7mvu3LKr67Zd7LVe5dFH1oo+1n9X/moPaoqq+zouufomTMbuvLYVY+1ou4TJ0U+Uq5+tLC5F0zQsi+lb+prDFmiRGDDNvQGv6WeqveLNbcd3Ww1pPsrctmrrySP7x+S/Ft5IvYnbS1mRmybpt26k1f4jX0vcFLXm1r2UzWUJgDc3tqeeX5INrl58Ta9k0NbYtMdZzYkfMmMwRW2v5oUa9oVcB1LgmdaaPfZeoev+FByeVTJb1Mft/m3fX+VCd0rUQVUPvVN0tgK42kgqq5ufYc64yHH/ZsUHwtd0uS5LbBu/8xpW7nX0HSbrRNc/ZOyGWsqtqp3ntUNv1ebOvuX9Li6AY++VeTyontUHbw+dDs53qb7NMC99edvVLvYyVsNFcMVYSOV03VOa1WgmqLJrSF03YLM1mWrSR1hK+9UrK2qM3UVUxYq+9TnyduuK6rZRdU3yg884RTvWOKkTVtDE2JybZoqryo7QmyGHBLuPisiWv9rWk2GGy7Bu3PpvodWXsTu05PqRsu/HSs61TRdWaY71EvJDqiBFYY+8le/al3baQqKrOj9SftbbVJare+8CDk06aYfOYdF7lCx0364r5G1E1tFP1JbudqkbaP4W1junPvnOuMhw/sO+Jd7wgrp4QlxVfo4uqsYKm3ddcAQ9RNf8hRYz4neuXGuUkMXWtCwv6xU2euftP/W2vU2zxzV5rpKxXehRV7f6e+Dp1xXVbiu1Kr/Fq+cIW/2yxKjbmpAoPsfWuKZ9ko9j7DB9PLi5z71tyOLfLSLya90y+cRvqq81EzNhYE0f0pe06IDW2KX5DY730/FCrPuePXXnu1Ufik/eqth1LuWy4RNVf3H9h9xq3g6RZNY+Z56Tjupx9zqwr5m9E1ZCo+uKXTh8x0n7BYB3Tn33nXGU4fty+x37ECmH1mLCq+HrXN646StICUp+XJnL76aJ+0h/71DE3n3kds332DzTZfTM/5/4t2SG2DbnXtMv5fOHzodlO9XfrnarqmjHtK2WnnHpcu1JzJ2zKjbGwwk8X/aTFMHudckKsSFjLmHXp3Y12vJYEjRZ+yelv6XXbkmu9GOHIJ5C6fISo2i72iUJL5H2GdM+g6rOTyuc6Hjo3557GHhuiqHrY15AdYvtqPmCy+9wiJnGNdmNnSVsni6qHYzA0F4+mA/h2s5r3iUv6imuvc0y6RFXT35pPiQGbXZ0ndFzlM+t1/Y2oiqjqFImXCvTsWpV3F6oJ/d3ffP9RkhbM+nyPoqrddvsm3T5vfs79W7KDaSNfG3KvaZdz+ULlk244pPL6mFqwxPg2VwDX5V7y0ZftOYtpXyk7xdaDkLrOxRKL4Hl+RVQ9O1135sx05enT+7hV82F4aZE2Za2FqDpvnPQQZ1xiok8E9THiEi59omVI7JRE2hhOY0TV/c76SMFJ12cKp7084OmBJdrQLh5I49Mn6McyHjOues3jE1hhsx2bW7G1S1T96b0PTDppJs1j9jmTW3XOLGOXt/P68iOqBkTVD7/4JZOZVFC1j+nPvnOuMhw/bl9tD4TVi8KqNJG/55sfmHwpRnhTeeaKbzHl9XXM9koLevt8qI8x5322y7FrzDXtPC5fqHwhO+g8us52ourL93zFtC/HJqllfD88sZXFBP1kgepjwF6n2LtjUtYyZt7edqqaNjDXXr7+ll63la4vZR2IqDp+HJDWBIoB1/EQHxITofpcZULlYtqi8/hiR+g6LgGrFv/Mr+OPq1Y+VAzG7PgPMR4aS6Odd+32a+UXrrP+MewSVX9yzwOTTppD85j0t5kv9W9Vn827OoaoGhRVX7wTUV8sfo1GHQ+d03n4/8BWqcmE9qvf+ObuF9C3l6RF5Hu/9cHJl6TFuW07laeFPfV1zPaG+qTOh/qYct5XX+lr2e2SfKHzhOyg8pntU/6K8e1cv6a0L8UPqXnZlbr+RRIL4XI+NtckJ0XG4/PvgTDon5N73x0W219fX2PsYNspp76c60j+qSUqxQoFofHqEsNixflQ/Ws4L4unB/cZoXEby4S+N3HVJ4uqF+9pctqhr6nbGPK5r78uzn18mfFqDZzQh3JzY0lbxsbK0BgMzb+jny9pc+rqcyy09otLVP37f7h/0knrRuYx198qrzpnlon5276e/oyoGhJVL7ts+vAuiQsQ49yJBcjhOVWWNM8GWxdWJfbe960PTb4UI7y1FFXttub0KdTnkD1c51Vb5tQdKiv5QpeJsYPZvrmiaqzPU9oX6n/OeX50igVU68XaGq6n1xqiWGGtRfYiX2B90r2oGrkGk/oqiTO2PVw28tkup0zID+b53kVVn7AVI4itYRyG+uBiL2bcSqy47k989dW6p9H8x8QOqX0x5bRYG7Iz51lHtGbAFFy1drBVfaC17bne+se7S1T9u5/fN+mkNSPps3lO/R2TR+dz1WvWg6gaEFV9E/yHXnTZpJK0MNDn+P/ARnPTloVVafF75V9/ePKl3kRVu605fQr1OWSPOeXnlJV8oeuLsYPKY14/xreunaqxompK++bY5li/Xrv7sQ0hsVBa/0IJH5fxccqaRMWC0LwcK3AsJXLE9lfqqxR7zfps4cu0lc92rnMx9o7xxyiiqm9Mm8LDlse+zUTuvYSLZVd9rh2ksePJx6nuU0zsQFQtE/e3PIZ667sd23LHdGguGOF8b76hPePHG5eo+uOf3TepZH8l3zxmn9dlpLLmObNOO69dB6IqomrwxqqX4L1VYVVaMF/11x+ZfClGeIsV2OZ+lVxdx25rTp9Cfe71vOQL3dYcO8T4NkdU1Ty8/GOvOvJXTvtS/MDX+8df5LBQ7ceHKaJIjPgXI4z4dibWZiO2vzmiqr27aCRRNcfuLYXOltfKsUWrMjVFVS2c2hzX3igiiUquH5ayH1yYZUMPD2Con3mn1XgZ4TqIqhc3UY3gL9o4Vhxxiao//Om9ky8p/SiUp8R5RFVLVLUneXMBYp/70AtfNKkkPok6PKfz8P+BreamLQqr0uLy/TdfPflSjPBWW1SVFsy6zb5zob6Ndl7yhWkH+4Yj1L8Y384RVc3r57AXbL9jR6oSWFngjLXAwV/9+St2TbIXdIQ5WR83fRsSOJbaqaquG9Nfs68l1nQu2+m2+Ow6Zw3k2mE42jhEEDuIGzZHufcSrvEp1ecVVQvc00iikuu+yvdAJibmjMY97e1vviztkyhRtcC98Jx5pFXZ0ralvvWPn5CPXaLqD/7LvZMrKd3Id77kOURVQ1SN2XGhA+YHX/CCSSdp4WKe5++LtiphC1NY/crXvzGtPeUIWxKTtp1UHsl2ruOpdo5pt8oTEuFGP99CVI31jc+3+lwNUdW1IxUhlUVSaBHF+TRG1BwbsyZReaT5WB9PFVWX8lNMf6U+Seu92DWdy3a6LT675q6BfGLYUrbPvS6i6sUxXeJeopSoGsu/i2+feOrzuXQOUTUt7ueORcrVtXPMXJw7J/ReDrbqsrVF+7pE1bt/cs/UQ0JURVQVb6x6D9ZbElalxeUHbv7o5Eu9iqp2m1U7Q30Z/bzkC92nWr51iawxoqpp75z2qfI+ERUhlYXWFheDrfocIzLGiH9rE1Vd9jcFnVhRCVF1XgxDVC0nqvp2L0trD584H8u/S1R1fc1ftzFmDJrt84m0reIp15k31rduP0RV+Nn6GCjZf5eoqo73km46d37ypVP6pGpwSeP0WlfsE9UPPP8Fk0qiaHJ4Tufh/wNblUz2C4ljd+uNlk8Stj747Y9NvtSrqGq3eX9zGujL6OfFRdVhn+2bhhh7xPhW2pVsX0vn8bUhhT12o7J47HVO31K7Ytck+wdawpw82q4xX3+l2GazYPc3xn4u2+myLrvmrn9GEbhjxxmi6vG5IuVewmavpKiq6orh3+Q4dgd17H1VaHzGMkY+1iM9MLBlfaAH+9OGdcWBmJ2gIVFz6fPHRNWf7SbdtScVBF19NM+9/3nPn1SSgqY+x/8HNqqZTHH1y7vXAawtycLWx3dipDtJN5PaLr5zKo86X8KGMe0+EBH9fRn9vCxaHu9zih2keBPyl+QLkwf7xyy0zX0+DO1GXfs8Qf/WvxYY0cehNYkUj8z5WVr/SHGgJ9u41mAx7bb767Ofz3Yxds1dB5m2julTT76hLeE4mXIvofxvcqTs62JCYlL7w1UmFD/sa4fqM8/H3FfZeXz3Y7AVZgsbLWujLesDsLcse2u0P6LqgCJstKj63OdN798lMWgentPn1f+kejawd62GRKZRzn/oO58QF8zqeExSbKp8Zn9DopxPVE0RXKVFu91m3b6Yvoyex9fXFDuE/CcJ46miqrb1iXKeH5la4wROn1gUjsiAb00ixQK9TrFFmFjBZGkbufobI0C6RGT7QZO20YkfFmywDkRUXXcc0vcGoXsJ+34idny6GLdZNutz8e+LEa5zWvhFVF03x0vPAz1eP2ZMr1Ub6NEftGnsGISoumJRVQ1ORNV6QmnqRLNGYfXDf/NJUVRVx2OSmtB1Pt/ORFt0dYnOc0VVu81m+2L6s9Y8KXYoJapqW0r1med8O1JZoIy9QMF/6/RfqqiqRQ9bSIkVbZbmaI2iqi1QaWEsRihe2h9cPy2uLCWq+gTS2IcKsTtLJWF37i5WOEvjDHu1txeianubw/l6bY6ounJR9arde2aloKmO66TOm5/5+6JtatjCFFf/6mtfn0ZOc0VVSYSUeDVtpM67bOY7Z5eRbv4QVWUxfK6oKtne9qm9K8UnqiKkrndRwoJz/b71rUlcopxLxNOCq28X2tJMufqbK0BK9Wk7pOzum7MOzPHT0n7g+nmxxbxXsMVMe41s3k/EPvRIFTTnjCfXtVLbECO4wlseb9itnd1C+kCNe+Be6oSzdpxtxdYhUdVcp7renWqvZXU+1/HS72Dd3DtVfXBKCwMpaF75nEsnndR58zN/X7RNLVusQVj9yN98alJJurnS53L+zxFVpRvukFgd026VJ6cPayuTYoeQ/5RfbPF77z/PV/eD51T5w7SVyZt+siAclQHfmiQkNOaKH0vaytXfUF9dbfaJqvZcaIo/tiA2Zx0YarvPT0v6gmvnxU3FSuheQudR/5t2DrFS6p4m5jqIqnn+Z9ys024xY7rWffDS9cL0Ople0q8hUVUJoHqNFiOqmnliBNkSAiuiqrHbFlG1viBaaiKwXwcQEgF7O3/1dz89qSQtZPW5nP8lgVRfxz6nbZIr5Nm7euz2qnpz+rC2MpIdQkKnzbf5OVQ2dD72K31LTq5cmwUbDMgMuG7kQrst9Xmf2NijzX0iqGtnaUhocr0KwWUjaV5FVCVGxY6X3kXVmNjhix8jPqyJ9R35GOcpD+hK3eP2Xg/jgnFRmoG5oqqahyRh1HW8hIhq14GoGniFgbSgv+rZz5l0UufNz6P8PWq7bfuOumv1o9/9zKSSJKrqc3P+V/VK5dVx6evk9k1mzlfO7eu52jCnXyOVDYmbrvM5gmpIXOCmhwVQ6QUQ9S3DlGtNEiOMjLgDsoaoaouk9s5A3020tMZLXU+FdgWO6CfigTseKGZC9xI6j/q/9U7VmNiBqLpMvGdc9Wt36WGbqQ3Y50fRB2LaCZf9cjmqb0qIqtKOVHsc1hBTj14zoP9QnfnZvQ+QLBuIC6Fn7UTVw7RfTBufR/l71HZL9j0mrH51957VAdLHdoKqStLNlT43539Vr1ReHzdtJDFu23Avxhp2jWm3qw1z+tVj2Vzx1BdvpfEpigu7eCXeoAtxzHW9/Q08sR8bwMAQDLjigBrDoVgw4lifE/dCMVY677ORPmevQ1LXUyE/EY/XdS+ieAndS+g8tu8l4SaWD4nlGuMpZszEtpl862J/C/6MXa+Pog/EtHMLfqWPbWNRaVFVjUvzlQGS4FpaYD2+U5WbqhM3VdIC5H1/+axJJ3Xe/DzK37ntzi1X2y727r6bvvK1qdf08e9eM+kk3VyZ53P/VvVKZc3j2j4S47bt9sHp0Kaq3ph2u9qQ26cly80RTnOEDF3GjjUnvrYaIaRosQVRte0CgQUZ9q7BAKLqwUOgucKkKy7HCETm+s8Wvey1jrRmmtv2GlxRZ714pZgI3UvoPCXnaUTVej5lvGBbzYArxtvr9dr3wS3rh3/4L82AElXtdOLr9Ye//xESQ/W6LLd8qH7nO13ZqeofGOJC6Jk7UfUw7YOp8XmUv3PbnVuulV2kr073Jq72Iqqqdijb1BJVlxRB51w7VUANTSxzRFVVtxlrEFVZyIR44/y6GUFUvSiq2oJmCvtzRFUdl0PrQxW7pTUTouq6x6hrB/QJkcW6d4gR9Ocybo8Zfc05TJZud0ofybu9sdSbz10xPjTeW90X17hObz6gPePHgbk7VSUBtfU7VtmpGtidG1o09y4yuoKpr92552oE7tw6exZXP/G9z046SQtZ83zu36peqax0PFVUVfXWanduf0uUC4mpLSdt+yZF35wjqo6/cGjJEddaHy8hUdUnNOY84FmaIV9/Q7vwfW1HVF3f2Fia1RBvIZGlpThpX8sltsbYdMS4EtMv8hAjYhhAVIWTGE7I4+ckR1TV85b5NX/999F7To3drSp/7i7UmHKIqjmi6jP+cnrfYdoHU+PzKH/72p17rse+LyGu7get4/UDn/zetZOZJHHSzpPzWdUrlZOOp4qqqt5a7c7p69wytpjaw8Qn3aS4xAXJF3YfuOlh0dcD17RhPochkdEnNI4YB0L9ze3TXFFV2/mEUGatB+31lC534scFef3WEO80zo1hEsfmfYTvYcichweu9ubwn1pXrq0oN3+ewIbtbCjdM/vGe4/3yqltgq92fG3F1iFR1Z4jJSHVFFltUbW2oLpvD1//D3/933bk+57xzL2oJB1X50ZIB5OA3Nbcc733u5XA6hNVP3XLdZOZJEHMzlPys7qe1IYTwepQFJY4V+Vbt7ukDfbtf+1u/Fqpp4kLUZUFS0880pZ+eAyJjGsUVX2CU2lRNbTb0Dwv3zgfX1fZ6ylE1X7GUsu45mNFWk/VfjCKqLpNDlsyv7VrmffAMXND7/fMvvZtzbf0t368DImqzveYVt59GrND9UjARVSNA8VeGI8eMHOFU1+5USaI2uKqS1RVxz99y+eOJWkxbecp+Vlqg65farfEucrfut0lbOD6ev8ok6UkcOsbdJ/oUGOXyyg2o51x8xt2GsdOrjhgi32ST3MFyB74KN32nPrsMjHrQETVccZWTc7niqo12xYTO1pdn+swXkZlAFEVdkdlt4d254iqe91it0O0l8RO1civXCnHvffpzzhK0gLJPN/733Z/7L652u8r13uf7fZJ4qo6NveHrXyi6mdu/fxkJkmctPOU/Kyu56pPnzP7L3Guyrdud44NenpHaskJyyUG+ESCHAGhZJupi8UmDJRlIGe8jxwHSrc9p74YUdVeZ5hrJj0GpPmT8VF2fPRmT989Q0885IyL3mxNe9Y9lnr175o0gtD9fK8+oF3jjv0cUbUXMZWdqpFiqrkIfu/Tnj7pJC6QjPNm3h7/3i/0He3NPddjP2Pb5BRYv/zV6abEtBdVjTLqs520SOg7lyMkhsrEiKqqDt3+0URVn5C6lskWUXXcRcNaGKQfyzOYI37klOnF16XbnlOfJKrac7i95jDXU4iqy4+bpXj23TMgqm6Xi6V45LrlmVuTRhC6d4af8vxs3aaIqonC5MjA6MX0e572F5NK0gJJnxvhf9V+Vztzz43Q75g2iq8HSBBWJVHV/lGKa269fjKTKmMfq/HZdx37nBJWJc5Vu6SbgBrtDdW51t2ovliJqMpiZuS5lLaX4beEKLhlX5S0n7Rmkh6YIqqWYX9Ebl33DKoviKrb5WJElmmzzKt5f7lmjUD1EwaIWaUZQFRFVJ2uO3NmuvL06f2iKEaw6yVPrnA6Wj/n2jtHYI0RVT977oZpiaTa5rqufc4lqqry0k1Arf6EhFPzfOkg32N9iKosZnrkkja15bKkKIjv4nwXir2hm2pE1Tg7r5FHSWTpkYecuLJGf9Gn7Y7VOb7fwsYrRFXGxpwx4iqLqLpBUfW9T33apJL4VZ7DczpPD/+rdprtkHZP2O20y9jle+hX6zakvB4gRlS99tYbpyWSapvrutI5iXNVXhJV5/YnRTzVeWsE9t7rDN3Y995+2seCDAbmM5AjfuSUwVcXfRUTe31rxB5FNPw7fyzG2BBRtY2dY3xBHnxRi4HRNALXvbRPB1BlatmPerc7NhFVNyiqqgH/7ic/VRRV1fG5SQWyuXWY5e36pIWdzi8JrjHnSra397pc4qp0/Et/9ZVJJVGAPPeF6dpAUsKhrjeUN/b8Xjh1XFc6J4qqu/K5fbKvHSukMtGm3dhjr+0uTPD9NnyfI5DmlIGn9NjrWiMiqm5jbEpjZhRRlfG+XUbx/Xzfm/fMN589e+zbrL3f3/q0A/scrMxnBRsetyGiKqJq8YBZSlR1CaSpC7u1TBC1JrMUkTVWQDTzpdSfkve6c1+c7KTYkI7ZCwOVRxJVpTpP1LcTirfwY1I1J8uY3VI1r0/dLKZgYHkGcgTSnDL4Oiyq2jZCVF1+fPTGberau7f20x6YhoEwA6PdM7s0B58WwToizAFjJd1GkqiqjvWUbjp3fvKlU/qkajQQuCEwg8i7n/wUx07Vp+x2mc5LB4FsXh26ffaPIyn/SmKrb/eEbou8w3V+O0v0tbc6tA9NkTNHUDXHY4pgOjevKYRKvHBsJwzvxikJG8AADMAADMAADMAADMAADMBAHgPoT+ki5Nps5hJVp2n3rd0OUsxO2mOi6k93ohtJtoEKlNo2o4qqpm/N/ujj8u7WA+EUUTVeQNai6ude9Zo9M9KuzqXHWarwumcjsMs05vwNr/7+RKpjA+UjbFvHttgVu/bGQM54zynTW79HaY+0ZtJtl9YEo/SLdubFQml9bduS8ZlnW5jEbj0x8LrfeLx4z6yO95ZUzDHbJMUpu82l45SkRyx9j8z12+uBTlH1gZ2o2kFCVK0oEksL5ndd8uRpblL1zq1DlQ8Jeb4gZp7TbanV3xJ97a0O7UNTrLZ3DfcYsLXfbcF1L5YKompPixjawqIaBmBgSwzk3NjklNmSTUv2FVGVeCTx5BuDjE+YKRmDqGsZnl73638mi6q74+pcD8n1kEfSDnR7Yx4M5TCHqNpewOxRg3CKqvfsRNVdMvlTn6VkM6rzuMqmHEdUbSyqvvNJl0xzk3Lw3DpU+ZCo6htQdoDT9dnv1izRzjXWYdtvji9aBr6Q0J4zWVJmmUUddsfuMLBuBnIEmJwycJTHke8GVFoTYOc8O49mN0TVbfh5NC5pbzkuX/frj3OIqo/bCap9JNccJIuqB232PSicww+iKqKq0jqcourPdgLqYdLrKv3Z/v+YSCqUM8v7/pauh6iKqDqdOXPZdPr0gcgaK9BJeaVgagqipcTgNYiso4qqIaF9zqRJ2XILNmyJLWEABnIYQFRtz41kc0TV9n7IGS81yjAGt+v7GjxRZ388rU1U1YwhqiJ+xupIOfmcoup/3omqh+lICDWOmef03+b/qoxU3qzLVa95HFG1taj6xCdN75yZ9uLkzDrmvsczWlQ12lmi3XP7vXR5aWfKXF/kBKYaZbgR6G/hxmIan8AADKQwQBxvzwuianubp4yJ1nkZg/DQmjmu1545SYB87UP/dOol+Xaq2veyiKqIqTV0BbtOp6j6dztR9DAdiZzGMftcTB5VxswnlbGPIao2FlXf8edPnOYm5cTUOuwyc4W8WFHVbGdOu1P72Xt+aZLSvrAnqRYBquQ1uBFovyhjIYzNYQAGSjJAHG/PE6Jqe5uXHDOl62IMwkNppqivP6ZEUfXXHju9tpPkElVNAdXmSupTCfYkzaHk/St1jSEKO0XVH+5E1cN0JHQax+xzpt6iz5l5zGO+vCqfeT1E1dai6hP+fHrHzLQXJxPrMMuU+HGkaFF1105bLMxpf2p/e83vElVNn4wa3LkR6G/RVmIxQx34FQa2wwBxvL2vXaKqvXZiHLb3zRI2Zwxuw89LsMU1+2FLFlX/ZCeqLp8UJ7miao15C1F1DNGztn7hFFXv3omqh+lI5DSO6XPm/1I+dcyVx1WveRxRFVG16DtV7WCqxE1p4uhV9KzdrrWLqpKAzrHjv0iIPbAHDMAADMAADMAADMAADMAADIQZqC3YUX//wq1TVL19J4YepiOR0zimz9n/70VUo5x0Xudx1WseR1RtLKq+/fFPmOYm5cDUOnQZM2iEBL7QjxK5ztvtk0TV1PavJX/I5jyN6z+oM/HiIxiAARiAgVIMMO/DUimWqAeWYGAMBnq6Nzbv22O/zeqbt5jTxmBwtFjhFFVv2Ymjh+lI5BQ+m+f2YqlQzs6j87nKmvUgqlYWVe2nT2//s8dPKklPpfS50P/74HdYT+z/ukwzUdVonzhxJLY/tp+950NUZaIZbRKjvTALAzAAA/UY4Aa0nm3hFtvCAAz0yMAS98Yu/cA8jqjKeOlxvKg2OUXV7+wE0l2ytTXzmH1efdZJ0uSkc64y+jiiakVR1QxMttg3J5giqh4I070nyU+IqkxWvU5WtAs2YQAGYKA9A4iq7W0O59gcBmBgSQbm6AC597/2fakkJiGqMi6WHBe+aztF1W/tBFJP2u8mDeQpcR5RtZGoqiB52+P+7ChJwdQ87/tblY3Nq/NJi/aQwOcD23cTYLdvTl9T+9k6v88X0rmQzbm5YjLrdTKjXbAJAzAAAzAAAzAAAzAAA/MYiLk3zrnfl+6DJfFU5ZPaECuq5moET/+fTk0qwc88frZoP6eo+rWdaOpIe0HVc77kOUTVhqKqGgBv/9PH7ZP4hOrwnD6v89r/7580GXlj/naJqnagjR2kIVHVbFOorzHt7zWPzxfSOURVJpHYMUY+WIEBGIABGIABGIABGICBdTEQc2+cc78v3S9L954uLaKmqKoFVYTVdbHcKjY5RdUv74TTDhKi6spFVd/WfjNwpg4IRNWL4nis+K1sjKjKRJI61sgPMzAAAzAAAzAAAzAAAzCwDgaWFlX1PenNZ89O1505M115+vT+HrWEqOpjFEF1HfwuEYdcoqo63ku66dz5yZdO6ZOqwUsYcfRr2gLk2xw7VdVxnfZb/o3PsefsMiERTwfVVBuHRFW7vXbQdvVtlOPiVykO/eU6h6jKRJI6zsgPMzAAAzAAAzAAAzAAAzCwHgbEr/9b9/0uLcCnEUj30S4twLfxKmZTVg6PfPV/PQzn+H9OmZidoCFRc+nziKozd7O6vnpvC41vfeyfnvjlMlVWHQ+d03ns/2uJqr5BYbZZt1vqq6vNIxyX7Gr6SeovoioTyZzJhLLwAwMwAAMwAAMwAAMwAANjMyCJqtI9vHRPbN9n++6b5957+jZRweDYDI7mP0TVmYLkaA6X2hstqv7JY8Wvh791d1wlMQAfntN57P+XElWVHea029WfXo6LoqrHT5qLkD+YvJig1hDz6AMcwwAMwAAMwAAMwAAMwMBJBmLu6ffiqXCf7zqutQKzTM+iKq8CIDakxAZEVUTVY+8oMcU16T0mslj3J7ug+icOUfXgnCuFRDwdbFOgDuXVwqBukzxx+Nvt61MP51L9hKjKxBEaN5yHERiAARiAARiAARiAARhYNwPS1+vt+9sD8fTk/bLruNYKdJkS9561NvuYP1oF6+tmvZR/EVURVRFVd5PCia/De4TgHkTTUBsQVZkASk0S1ANLMAADMAADMAADMAADMLAtBmIFUvO+NKaMyVFog5VPOK0lqqr2Iaxui/W5sW11oup/2Q0C0nwbSE+olF3FJ1d/vHtKtUvijs/Dc+q8lKRAavtP5SnpU12fbk9Ou1396eW4KKp6/KTtG/JHaV+U9Ct1zR/32BAbwgAMwAAMwAAMwAAMwAAM2PfM5n3uXjwV7u9dx7VWIN3nnz17xXTmzGXT6dOX7PUEM4/v3rPmfakSVRkDjIFYBhBVEWG9AcMVrMzjVzzmMZNKkjipz7n+D4l4WsiNBTomn277nHaH+rXkeW0zaYJy+QlRlUkjZuyQB05gAAZgAAZgAAZgAAZgYP0M2PfM5v2tOifd77qO63vQUURV+F4/3yV9jKiKqDpfVP2jnai6S6KoenhOnZdSjKhaEnizLt2enHa7+tPDca+o6vBTrKhayxfUy8QFAzAAAzAAAzAAAzAAAzAAA/0xYN/j7sVT4f5eOu76Bqy+Z7XP97BT1WyDfhUAXPbHZS8+QVRFVG0qqtqBFlFVFptzxdkYcVQSkWPK9RK0aAcTGgzAAAzAAAzAAAzAAAzAAAy0Y8C8P00VVX1f8dfiquTLpb7+r9tivlsV1tqxNpqtEVURVWeLqgr6y//wj8Sdquq4mVRgtD+HgmzNQRXbbrsfvX6OEUcRVZkQao4p6oYvGIABGIABGIABGIABGFgXA757en3OvtfX99qh+/2YVw7aPNV8p6okqvKe1XXxXDI+rU9UvWfnbFIxG+yDlWBP+/jlj/5DWVTdHVfndNoHWuvziSDb0H+x7Tbb3Ovfpp/EHcCHdhVFVePckv5g7BK/YAAGYAAGYAAGYAAGYAAGYKA/BqSv8vvu9fW9duj+0qU5+BjIKZPD1F5MbahPcK3+uA/5BFGVAeINErGiqgJNEutsARJR9bjIXEqgtf2EqDpeMA4Fa87jUxiAARiAARiAARiAARiAgaUYCN3v2/f6axBVl7I11x1nnCOqIqrWFVUf9ejpciPtA+3hZy3Ehp5c1Qwoqi3i5GC12+xDT3+LL/4+FLhddnWV0f448bJwxghPJ2EABmAABmAABmAABmAABmBg0wyE7pvNe319z+zb7KPv83N2neaUqakrUPc4ImhpXyGqMjFUFVXf/MhHTWZSwU9/7kFUVW2RJgdfu+1zS352TVI+4TRm8mKS2u6kUHqSoT5YggEYgAEYgAEYgAEYgIHxGQjdN5v3+voeeS2i6rEfrUJD2vTDBTuWhURVU5u56dz5yZdsHSeUv9T5U7oi1RmCddlgPffr/4iqx0Xl0gJsaJLKFUdzyzH+yo4/7Ik9YQAGYAAGYAAGYAAGYAAGemBA2rijNynZ59Tx2E1UOfeeOWXm2NAUVXnPKuPRZCkkqiq9Uo+PHgXVffsQVetBPVtU/YNHTm820v7p1eHn2CA7J/iFyqq2iE/cPO02+7P034iq9dgPscN5bA8DMAADMAADMAADMAADMLA1Bsx7et/9dOz9fo5AmlNmrp+0sDq3HsqvK2aUFFVL7TxNrQdRteL2c0TVA1HYnjiWFlP19RFV1xWQmWDxJwzAAAzAAAzAAAzAAAzAQM8MlBZVe+4rbWMshhgoKaqmvCogVTj17pJlp2o90FNFVXvb/5se8QeTSq53fIZEwRDAJc5LO1V1u83228d6+ByyX+4TvNxyJfxBHfXGM7bFtjAAAzAAAzAAAzAAAzAAA3MY0PeK5r3yzWfPTtedOTNdefr0/t5f1x+6X53TDsrCcQ8MlBBVJb1MHSspnCKqVtyN6gMxRVQ1A+ebHv6IyUyScBn7dYDaA0UUVYX2233q4XNoksoVR3PL1fYV9TNxwgAMwAAMwAAMwAAMwAAMwMByDJj3iuqe2HWv38v9fmlW+NGq5dgr7csS9SlR1U62gKlF01iRNDV/bL2ufHz9v6LgmiuqKjgRVY8LyzVEWERVAnqJiYA64AgGYAAGYAAGYAAGYAAGYCCGAUTVUxPvV2Ws6LFSYqeqJHayU7Wi0BkT6ErlmSOq7oXV33/4Pg23U/Ww3Wb79d89/Y+oSjAvNdapB5ZGYsD1FZmUXfa+OlznQjYqXaddX+j6+nxqubn2LN3v2H6Sb+y4lcop/h7b3/gP/8HAehlgp+p6fcu4Dft2jqhqr4W0uNpSUFXXZKdqRQE3R1Q1B96bHvb7k0rDiaqH7Tbbr//u5f+Yr1OkCAym33LLEXTDQRcbYSMYyGcgVbzz2Tq1LjO/q97SdeaKTrHlUtrb2paMk/xxMortYjkdpT+0c/3M4mN8DAMyA1sTVeGAWGAyEBJVXcLpXszcvTdVSnO/zp9aHlG1Y1FVwfbGAUVV1WYzKdDtY0t/RlQlmDOhw8BWGEgR/2KFmjl1+h44zqnX9mdsX3LK5bSzhpjMQ7ztxrFcvrcS9+jndscGvsf3ozGAqAqzozFbsr0hUTUkcLbelSq+akAfVJ0paRzqeuDYL/fN2ck42k5VRNWLv9jIOGCShAEYWJKBHPEvRqypUe/cOnPEUck3tfpfS1RFWN1mjInhdMnYw7W3ySV+x+8wkM7A1kVV8/2qvGs1nZ/Rx9wcUbUHQZWv/1fcpap3Qrpu2FLgH05U/d3fm95opP1OVevYkp+17VW7zp69Yjpz5rLp9OlLTojg3KhuL6injEvywscIDLiEyhSBL1d4tB8mhkSg0PlQfXbMTqnPV3dIrE3ZeVvLlsxX24tHuXyPELdo4/Z4xuf4fMsMbFlUVSKq8r0WUxFVtxcL5oiqoV2src7z9f+KwqrvRitl4kBUPS7SzhVkEVW3F6xTxht54WMtDEiCakzfYsrlCDqhMqHzqYJkTn36gahZNiSq+mwa04aYPKE2IKpuL27lcBMz/smzPZbwOT6HgWUZ8K27QpuARvedLaYiqi7L4hI8IapWFCSXcGjpa7YQVZdeVEuCry16slN1e8Gx9FiiPhiCgXQG5swPobKh86kCaIyYmVpnThtj2pFbr4vh3Ppyy8XY0Scqp4jIMWKvqx+1xH3Jx7H9ndPWWP/PbQuxMj1WYjNsBgMw0AMD0pwZMxf20PacNrgEVb17NadOyow3llcnqv5kJ5KSytlABUHJnq7jLttLwdTMm1pfSR9Louobfud3JzOpPPaxpT7bdrO//t+LXUv6iLrKjWlsiS1HYSA0b8T0Q9fhmsfMa6TU56rXbvPcOnPqU9cMlZNsO2ceDl3PZ4c5ZaW+uvoW6p+vnI8jl71D7QhdL2U9leJPyd49tSVmzJCHeQwGYAAG+mTAN9eG5uHRfOoTVNW50fpDe/PHFKIqIqx3wJcSVfUgLV1ficEviaqv/+3fmcyk8tjHWn/WbUBUzQ94JXihDuwPA20YmCu2hfyUWn9M/pg8drt8ZXLqixFVY8TIkP3suShVoDbXBbllY/oRU3dIVAzVkVI+Nm8JUVVac8VeP9TnVNvHtCWFOfK2icPYGTvDAAykMLAlUVXZxSesptiNvGOPM0RVRNUuRNUlAwmi6thBbEl2uDbswEA9BnIFxVif5IhLIaEppc2u65cQK2PakdL/kE1jrhcrEoaulWIfqY8hUTtH/AtdJ8fXNdrhE0J9dm3VlhTfk7de7MW22BYGYKAGAz7Btcb1WtYpiastr8+1lh2ziKqIqoiqu12oN589O1135sx05enT+69Nvv63fvtYko7ZeWp/dt3U8PX/ZYMokxj2h4E6DKQIdTECYYyYFlNPaBdGbB0hIU4SwGJZi7VdSlt91469nlRH7bK6/hhRN7aPMSyVyOOzV0x/YsRQF88xfkmxbUxbYvkmX52Yi12xKwzAQE0G1iyqaruZ4mpNW1J3X2MVURVRNUtUzR3IPQZT1aa1iqq5fqJcX4Eaf+CPLTIQI+pou8SIgzEiV0w9PiEppXxM/2LylBAqU9pd4npmHbl9lETn1DVGyrV9eWPqKZUnFAtC1wmdd42p0HVzuIhtS861KcO8CQMwAAN9MZA6R4/sP96p2hd7tVlCVEVURVSVRNX/9FvT642kJgHz8xJ/u3Z5+Haq1g4g1L+tCQN/4++WDKQILjGiYGlRNWbnXUy7fDcZKTYoIVTGtDdHPPNxk9tHl6hq1hfiNaa/rjyp9o7pZ0weV59i2inZLLa+kC199nA9iJjT35T2kJe5CwZgAAaWZ2BLoiq8Lc9bSx8gqiKqIqpKoupv/qfp9Ubai6rWsdafY2/gWwYQrrWtCQN/4++WDKQILjHiWEhUjembdJ0YMcnXvhqCY4rtYkU1n1g553pzysYIqy5BL6Vsqt9zhecUW8QwH7NuiPV/CqelBd6YsUke5icYgAEY6JsBRNW+/cP4yfcPoiqiKqKqIKq+7jd/czKTmgTsY60+h27m9I0hgTA/EGI7bAcD/TEQE/tShJ4SoqokxPlE1blcpYhsS7Yjt50he8bar5TAGFuPfWMY0/8SeVLaN3d3aKi9LdsSywH5+ovj+ASfwAAMwAAMrJ0BRFVEVURVSVT9jZ2oukvSTYM63jKpNoS+4s+TPyartU9W9G+bjIeEHURVmQuf3XJsGioTOl9iN2RsDAiJfTXE55j+l8gTswM0dJ3QeW2fUL6WbYn1Pfm2OU/gd/wOAzAAAzCwJAOIqoiqiKo70dK+OXjdr//GpJI6bv+IlT7X6n9EVSaJJScJrg1/SzIwZ7dqqigU28/SgmWKMBzzAC1ks9B5qT01bJnTjlgfxQqnoX7FXi+mnrl5YsrH7PwtUU+JOmLaGmt/8jFPwQAMwAAMwAAMLMUAoiqialNRdSnQY66rbhJe++u/fixJoqqdp/ZnRFUmiBh+yQMna2UgZkecT0TT5W37xApDobpjBbxc/6SIj7F5Y/NJwpck7KbaMtWnMcKzK0+obaHzMX6LqWNunpjyMUJliXpK1BHT1hjbk4e5DwZgAAZgAAZgYEkGEFURVRFVDxlAVCUYLxmMuTb8wYCbAZcIl3I8JKqm1FVSqA35PaddZhmp/jl1lq7PZcscu8T4eG6emP7XyBMjhOfkyRGjc65TQowPMcF55lEYgAEYgAEYgIHWDCCqIqp6RdXWQC55PbXgf81DH3osSTtV7Tw5n6VruepReXmnKpPDkmODa8Pf0gzMEQElMUfaJZdzjZBAV8puOW1z9Vu3qWSduXXlCqq5fYgVEGP6Y9YVs3Nzbp6YNuWInbE28fU3tm2txkupcUc9zH0wAAMwAAMwAAMhBhBVEVURVY2dqq/5tV+bzCSKqlYeu0zM572oKtQjHUdUJZCHAjnnYWQrDMSKNzFiXWpdc0WxuT5KbW/M9VLq9NWXUk+MHWPaniqshupM6UOOOBjT71CemDbaDwxy2io9dAjV4xJ0zeOhOkI+4jxzHQzAAAzAAAzAQG8MIKoiqiKqGqKqGqCIqgTq3gI17YFJGDjOgE9cirVVjEAVs/PPvF5IFItt2xwBM+cac+2ZY8ucdubaJeVaObaI8XupPJLgqeqO5TCmHTGiqk/ULt2WFP+Rl/kSBmAABmAABmCgJQOIqoiqiKq2qPofd7tVD5O4U9U4r/Ol/r/fkSrUIx1npyqTQstJgWvBGwzAAAzAAAzAAAzAAAzAAAzAAAyEGUBURVRFVLVF1V/9j9NrDpMoqhrndb7U//fiqVCPdBxRNRzICPbYCAZgAAZgAAZgAAZgAAZgAAZgAAZgoCUDiKqIqoiqlqiqBmAvoqr+Ch4/VMXE0HJi4FrwBgMwAAMwAAMwAAMwAAMwAAMwAAN+BhBVEVURVQVR9dW/+quTStJOVX1uzv+qXqm8fRxRlUmMSQwGYAAGYAAGYAAGYAAGYAAGYAAGYKA/BhBVEVURVRFVYYA4AAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMJDCCqJhiLpwL9PRUo6RP713Nf/R/+g7xTdXdcnZuT9jtShTrs4+xUXTdzJfmlLliBARiAARiAARiAARiAARiAARiAgXYMIKoiqvIUQtipqoLQq/79vxdFVXV8blLiqVSHeVwHwpgfqiJotgua2BpbwwAMwAAMwAAMwAAMwAAMwAAMwAAMrE5U/c+/uH8iYYMcBpR4aZZ71b/7d7Koujuuzs1Je/FUqMM8rtsiiao5/aMM4wIGYAAGYAAGYAAGYAAGYAAGYAAGYAAGyjCAqIoIiwh9yACiapmgQnDGjjAAAzAAAzAAAzAAAzAAAzAAAzAAA2tnAFEVURVR1SGqqsGvhNabz56drjtzZrry9On951f+m387O7nqMY+zU5UJaO0TEP2DcRiAARiAARiAARiAARiAARiAgVEZQFRFVEVUTRZV/81OVJ2XDsTTk3Xo42ZA4ev/TDCjTjC0G3ZhAAZgAAZgAAZgAAZgAAZgAAbWygCiKqIqoiqiKgwQB2AABmAABmAABmAABmAABmAABmAABmAggQFE1QRjrVVZp18HT43sd6o6v/7/r3c7TCPSftepI5/rnD7OTlWe5DEuYQAGYAAGYAAGYAAGYAAGYAAGYAAG+mUAURVRlacQqTtV/9W/nl4ZkfYCqSOf65w+jqjab9BkQsM3MAADMAADMAADMAADMAADMAADMAADiKqIqoiqnYmqdmDmnaoEaiZrGIABGIABGIABGIABGIABGIABGICBvhhAVEVURVRNFFVf8S//1RSTlBjqyuc653oFwdmzV0xnzlw2nT59ifiaAgJrX4EVf+APGIABGIABGIABGIABGIABGIABGFg3A4iqiKqIqqmi6r/4l9MrItJeOHXkc51DVF13wGVCxb8wAAMwAAMwAAMwAAMwAAMwAAMwsA4GEFURVRFVZ4qqPoG0lKiqrmEmAvA6AjB+xI8wAAMwAAMwAAMwAAMwAAMwAAMwMCYDIVHV1HFuOnd+8iWdV+exdaBQ+dzzp3RB1RlAHBPEHvzm2iVqg/yKf/4vJjPtRVXrmPrsOi6ds68htaUHG9EGxhcMwAAMwAAMwAAMwAAMwAAMwAAMwAAM3D+FRFWlV9piqUv89ImquYJpTDlEVXbbFhHTfUKmJJBKQmiM2OoSVXlvKpMSkxIMwAAMwAAMwAAMwAAMwAAMwAAMwMAYDJQSVe0drepzjCBaIg+iKqJqE1FVBbVX/Mo/P0oK8pvPnp2uO3NmuvL06YOdqdZ587PvnCqLqDpG0GRyw08wAAMwAAMwAAMwAAMwAAMwAAMwAAMlRFUtoJo7VVt99X+/k5av/wNyiWAW2qmqr/HyX/mVSSVJVNXn9Hnzs+ucqhdRFYZLMEwdcAQDMAADMAADMAADMAADMAADMAADbRhoJarW3LmKqMpO1WY7VXVgetk/k0VVdVwnBb352XUOUbVNsGNSwc4wAAMwAAMwAAMwAAMwAAMwAAMwAAOlGFCiqp3sr+T73qlqiqWufLHvZM19FQCiKqJqdVFVGnDSTtVUUVXXy05VgnqpoE49sAQDMAADMAADMAADMAADMAADMAAD9RmYu1NV+q0eaVcqO1URPosInzWDgu/r/9Gi6i//s+llh2m/U9X4bP5tXwtRtX6wq8kOdeM/GIABGIABGIABGIABGIABGIABGNgWAzmiasyOVPv9qrm7UGPKsVMVwXYRwVZ6ovCyX/7l/ftR7aSOu87x9f9tBV0mWfwNAzAAAzAAAzAAAzAAAzAAAzAAA+MzEBJVpR+cShFVa+5Q1YLrMVH1f9sJjCRs0JIBBbl5PUlU1edd56Sdqi37wLUYMzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAQz0BIVHXtFG0hlsbsUlV5EFURkhcV0m1R1RRQXcFIEmLPnr1iOnPmsun06Uv2O10JZPGBDFthKxiAARiAARiAARiAARiAARiAARiAgZYM5IiqPQmqiKoIqouLj4iqBO2WQZtrwRsMwAAMwAAMwAAMwAAMwAAMwAAMLM9Ajqgau4O0VT52qiKsLiqslhJV7VcDECCXD5D4AB/AAAzAAAzAAAzAAAzAAAzAAAzAAAxIDCCqIkguKkiuITDliKqxrwVYg33oA5MPDMAADMAADMAADMAADMAADMAADMDA2hhAVEVURVSdyQCiKhPD2iYG+gPTMAADMAADMAADMAADMAADMAADMOBnAFF1pqAGYAQZRFUYIA7AAAzAAAzAAAzAAAzAAAzAAAzAAAxsiwFEVURVdqrOZABRdVtBk0kSf8MADMAADMAADMAADMAADMAADMAADCCqzhTUGEQMIkRVGCAOwAAMwAAMwAAMwAAMwAAMwAAMwAAMbIsBRFVEVXaqzmQAUXVbQZNJEn/DAAzAAAzAAAzAAAzAAAzAAAzAAAwgqs4U1BhEDCJEVRggDsAADMAADMAADMAADMAADMAADMAADGyLAURVRFV2qs5koKSoSgDeVgDG3/gbBmAABmAABmAABmAABmAABmAABsZkAFF1pqAG+GOCX9JviKowUJIn6oInGIABGIABGIABGIABGIABGIABGOifAURVRFV2qs5kAFG1/0DHZISPYAAGYAAGYAAGYAAGYAAGYAAGYAAGSjKAqDpTUCvpDOoac3Ajqo7pN8YbfoMBGIABGIABGIABGIABGIABGIABGMhlAFEVUZWdqjMZQFQlAOcGYMrBDgzAAAzAAAzAAAzAAAzAAAzAAAyMyQCi6kxBDfDHBL+k3xBVYaAkT9QFTzAAAzAAAzAAAzAAAzAAAzAAAzDQPwOIqoiq7FSdyQCiav+BjskIH8EADMAADMAADMAADMAADMAADMAADJRkAFF1pqBW0hnUNebgRlQd02+MN/wGAzAAAzAAAzAAAzAAAzAAAzAAAzCQywCiKqIqO1VnMuASVXMHJeUI6DAAAzAAAzAAAzAAAzAAAzAAAzAAAzDQNwPrE1X/YWdwEjZoyMBeVG14Pa7FGIcBGIABGIABGIABGIABGIABGIABGICBZRlAVEUMQxCEARiAARiAARiAARiAARiAARiAARiAARiAARhIYGB1ourf7zpPwgYwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAO1GEBURYRFhIYBGIABGIABGIABGIABGIABGIABGIABGIABGEhgAFE1wVi1lG3q5akJDMAADMAADMAADMAADMAADMAADMAADMAADIzDAKIqoipPIWAABmAABmAABmAABmAABmAABmAABmAABmAABhIYQFRNMBZPC8Z5WoCv8BUMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwEAtBhBVEVV5CgEDMAADMAADMAADMAADMAADMAADMAADMAADMJDAAKJqgrFqKdvUy1MTGIABGIABGIABGIABGIABGIABGIABGIABGBiHAURVRFWeQsAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgKiaYCyeFozztABf4SsYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFaDCCqIqryFAIGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYCCBAUTVBGPVUrapl6cmMAADMAADMAADMAADMAADMAADMAADMAADMDAOA4iqiKo8hYABGIABGIABGIABGIABGIABGIABGIABGIABGEhgAFE1wVg8LRjnaQG+wlcwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAO1GEBURVTlKQQMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwEACA4iqCcaqpWxTL09NYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYGAcBhBVEVV5CgEDMAADMAADMAADMAADMAADMAADMAADMAADMJDAQEhUPXXq1KTTTefOT74Umy9UT+r5U7qA6gyK/jiKPr7CVzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAyMyEBJVlV4ZK5bG5ksVTUP5EVUTVPQRIaXNBFcYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIGeGCglqqbsaA2JpKnnEVURVdmhDAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAPNGCghqipBNWVHa6poGsp/TFT9X3fwkLABDMAADMAADMAADMAADMAADMAADMAADMAADMBALQYQVRFhEaFhAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAYSGFCiqp3snaG+d6XqXarsVE0wei2FnHp5+gIDMAADMAADMAADMAADMAADMAADMAADMAAD9RmYu1PVfJfqUu9V5ev/CLo8SYEBGIABGIABGIABGIABGIABGIABGIABGICBZgzkiKqunau+Ha2h96LOOY+oyoBpNmB40lP/SQ82xsYwAAMwAAMwAAMwAAMwAAMwAAMwAAO9MxASVe2dqL6v+SOqIm4ibsIADMAADMAADMAADMAADMAADMAADMAADMDA6hkIiaquHaTmu1Tn7DItUZadqgzU1Q/U3p/O0D6eIMIADMAADMAADMAADMAADMAADMAADGyJgRxRtSdBdb9zViuzqjNbch59JVjBAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAQHsGckTVErtLS9aBqMpOVcR0GIABGIABGIABGIABGIABGIABGIABGIABGGjGAKIqsDWDjacm7Z+aYHNsDgMwAAMwAAMwAAMwAAMwAAMwAAMwAAPlGUBURVRFVIUBGIABGIABGIABGIABGIABGIABGIABGIABGEhgAFE1wVio+uVVfWyKTWEABmAABmAABmAABmAABmAABmAABmAABkZjAFEVUZWnEDAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAwkMIKomGGs0xZz28pQHBmAABmAABmAABmAABmAABmAABmAABmAABsozgKiKqMpTCBiAARiAARiAARiAARiAARiAARiAARiAARiAgQQGEFUTjIWqX17Vx6bYFAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgYDQGEFURVXkKAQMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwkMDA+kTVn983/a8kbAADMAADMAADMAADMAADMAADMAADMAADMAADMFCJAUTVSoZF2EXchgEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIF1MoCoiqjKEwsYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIEEBhBVE4zFk4V1PlnAr/gVBmAABmAABmAABmAABmAABmAABmAABmAghQFEVURVnkLAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAwkMLA6UfXvdp0nYQMYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFaDCCqIsIiQsMADMAADMAADMAADMAADMAADMAADMAADMAADCQwgKiaYKxayjb18tQEBmAABmAABmAABmAABmAABmAABmAABmAABsZhAFEVUZWnEDAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAwkMIKomGIunBeM8LcBX+AoGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYKAWA4iqiKo8hYABGIABGIABGIABGIABGIABGIABGIABGIABGEhgAFE1wVi1lG3q5akJDMAADMAADMAADMAADMAADMAADMAADMAADIzDAKIqoipPIWAABmAABmAABmAABmAABmAABmAABmAABmAABhIYQFRNMBZPC8Z5WoCv8BUMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwEAtBhBVEVV5CgEDMAADMAADMAADMAADMAADMAADMAADMAADMJDAAKJqgrFqKdvUy1MTGIABGIABGIABGIABGIABGIABGIABGIABGBiHAURVRFWeQsAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgKiaYCyeFozztABf4SsYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFaDCCqIqryFAIGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYCCBAUTVBGPVUrapl6cmMAADMAADMAADMAADMAADMAADMAADMAADMDAOA4iqiKo8hYABGIABGIABGIABGIABGIABGIABGIABGIABGEhgAFE1wVg8LRjnaQG+wlcwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAO1GEBURVTlKQQMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwEACA4iqCcaqpWxTL09NYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYGAcBhBVEVV5CgEDMAADMAADMAADMAADMAADMAADMAADMAADMJDAwOpE1b/ddZ6EDWAABmAABmAABmAABmAABmAABmAABmAABmAABmoxEBJVT506Nel007nzk5Rceczj6m9X+bnHT+kKVGdqGYp6GYQwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAOKgZCoqvRKn6hqiqV2vhhBdq6gum8foiowE9BgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgoBUDc0VVUxQ1RdWaO1NtIRZRlVcesEMZBmAABmAABmAABmAABmAABmAABmAABmAABpoxUEpU9e1SrS2wIqoyYJoNmFZPO7gOT9ZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgoF8GSomq9msC7Pep1hRWEVURVRFVYQAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYKAZA0pUtdOJr9cf/lhV6P2nrnevhn7oKlRv6DyiKgOm2YDhCVG/T4jwDb6BARiAARiAARiAARiAARiAARiAARhoxUCtnaqSMBsSR3PPI6oiqiKqwgAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwEAzBnJEVdcPUplf8W/5o1WIqgyYZgOm1dMOrsOTNRiAARiAARiAARiAARiAARiAARiAARjol4GQqGq/G9V+d6r5WRJVa75LVe9sRVRFVEVUhQEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFmDIREVddX8luIpbGvA0BUZcA0GzA8Ier3CRG+wTcwAAMwAAMwAAMwAAMwAAMwAAMwAAOtGMgRVXsSVPc7ZbX6qjrTynBch0EKAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAA9tkIEdUjd1B2iofoio7VRHTYQAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYKAZA4iqwNYMNp7cbPPJDX7H7zAAAzAAAzAAAzAAAzAAAzAAAzAAA2tjYH2i6s92kJKwAQzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAQCUGEFUrGRZhF3EbBmAABmAABmAABmAABmAABmAABmAABmAABtbJAKIqoipPLGAABmAABmAABmAABmAABmAABmAABmAABmAABhIYQFRNMBZPFtb5ZAG/4lcYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIEUBhBVEVV5CgEDMAADMAADMAADMAADMAADMAADMAADMAADMJDAAKJqgrFS1Gry8nQDBmAABmAABmAABmAABmAABmAABmAABmAABtbJAKIqoipPIWAABmAABmAABmAABmAABmAABmAABmAABmAABhIYWJ2o+uNd50nYAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgoBYDiKqIsIjQMAADMAADMAADMAADMAADMAADMAADMAADMAADCQwgqiYYq5ayTb08NYEBGIABGIABGIABGIABGIABGIABGIABGICBcRhAVEVU5SkEDMAADMAADMAADMAADMAADMAADMAADMAADMBAAgOIqgnG4mnBOE8L8BW+ggEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYqMUAoiqiKk8hYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAGEhhAVE0wVi1lm3p5agIDMAADMAADMAADMAADMAADMAADMAADMAAD4zCAqIqoylMIGIABGIABGIABGIABGIABGIABGIABGIABGICBBAZWL6qeOnVqMpNL8bfzqc+pTwdK1KGuqesx//bVndPW1L7VyF/KXjXaFlun6auYMqn5Y+pMzTO3Dbnlba5T203+cZ7W4St8BQMwAAMwAAMwAAMwAAMwAAMwsHYGVi2qSmKjT4C0z+WIlSXq0GKq+b/v75EhzbVXjm9K2SmmzSmclWpXTD26XXPtl1s+V5CN6Rt5mLBhAAZgAAZgAAZgAAZgAAZgAAZgAAZaMbBaUdUUfeydqi5BKEYsCzmmRB22gKqvmStkhdq81PlYP9jt68kOqW1JzV/SN6WunVtPbrmSNqAuJlcYgAEYgAEYgAEYgAEYgAEYgAEYgIESDKxeVLXFVZdgKR03d/XZO/xsodYlfEoia+yxGDHR3Pln/+1rU2gnpb2jUOpv7PVcoMaIqpIg7mqbZC/pGq52awZc/pF2WdqMSHnMemN872qH2T+f33199tnO1XaTI5cNYnlKtU+JIEcdTJYwAAMwAAMwAAMwAAMwAAMwAAMwAAOlGdiUqOoSGSXRyCd+Sedi67DbIIm+LuE3RYS0hTlbFI65hlTGLhcj6uaKqjG2ickjXd8lEkv9M4/FcBHiQ+LQ1Q9X20N+iC3n4sQuH7JzLJsSdyl9Lx0AqY9JFQZgAAZgAAZgAAZgAAZgAAZgAAZgIIcBRFXjV71Cu+1comxIcAoJrj6Bz3RqinDlEwel67n6liKCpYpjvv7ECJO+PC7ROMWHrh2fLp/ECNcxQrWv7TGshTiJsa2Pu5h++rjxceIbgzkBjjJMjDAAAzAAAzAAAzAAAzAAAzAAAzAAAzUYWL2oqsUde0elZMwWoqp93RiRzCd4usRTn6jqAylXSPS1w3U937Vi7BISVWPFSYkRV9kYQdDX9lhR1Xd9k2WJjZqiqj2OpLa42hQSYxFUmeRqTHLUCVcwAAMwAAMwAAMwAAMwAAMwAAM1GFitqBojivkEzljxMyQmhsTB0HmzHSGxLEZgDe0mlc7H7mwM1R3qi+vaMTaKyeMTp0P9jhUyXbayy8e0NyRwh0RKyd6xvnSVjWm3bWdbiI2pu0awo04mURiAARiAARiAARiAARiAARiAARiAgVIMrFpU1SKjFnV8O+F8eaRzscfMNth/m+KTWV9O3XZ533VjBEJJfJOEQVswM4U+nwgs9dcW26S6XG2QyvquL4nmLrv4+hRqj8s+MSxIg9zFhs2S66FASNx1Cbk+X4T87BuHPvuUCnLUw4QJAzAAAzAAAzAAAzAAAzAAAzAAAzBQmoHVi6qlDUZ9DMIRGfA9UBixP7SZcQgDMAADMAADMAADMAADMAADMAADMLAkA4iqxg9VLekIrk0gKM2Aubu0dN3UB68wAAMwAAMwAAMwAAMwAAMwAAMwAANbZmB1oqrqEAkbwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAM1GTgpnPnp5HTqZEbT9vHhg//4T8YgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIERGUBUHVwVHxE62kywhAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYGJmBI1G15nZe6ma7OAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAgGZgZEFVtf2YqPqj3Q9PkbABDMAADMAADMAADMAADMAADMAADMDAaAyoHxz+7CvuInVuA+Wn0diiveXj4ep+qApIykOCTbEpDMAADMAADMAADMAADMAADMAADNRnAFF1DEEZUbX+WBgh3oREVcWJTq4dra48MWVL7JJlpyq7c3lCBAMwAAMwAAMwAAMwAAMwAAMwAAPDM4Coiqg6gphIGw9EZZ+oaoqpLmHVl8cUVdXfJQRUqQ5EVSbO4SdOAhJPuWAABmAABmAABmAABmAABmAABhBVEVWJA+PEgVqiqimihna6zhVbEVURVRFVYQAGYAAGOmDgIQ+5dTITC8JxFoT4Cl/BAAzAAAzAQB8MIKoiqjIW+xiLMX6oJaqaQimiagc3ujEwkGecgYuv8JWLAVvUUp/hBV5qM6C5+/Xbf3cyEyIr7NVmj/phDAZgAAZgYG0MIKoiqq6N6TX3R4mqdtKC6Nyv/5v1zN2N6ivPTlVEW0QjGNg0A6Zw9Ru3/95kJ4QtbjZqLWQ0WxJ3PhZrtYd6YR0GYAAGYAAGYGB0BhBVEVVHZ3hL7a+9U7Xmu1SPRFv9h+rMlpxHX1kwwMC2GdCC1m/e/rApJbF7ddvclIgbuexpTmEQBktwSB1wBAMwAAMwsEYGEFURVdfI9Vr7VFNUbSGoKj2VnarsUkRMh4FNMaAFrd+6/eFTbkLU4iYkZ2FTgj3NrK4rpx2UgV8YgAEYgAEYgIG1MoCoiqi6VrbX2K8cUdX1WgD73an6c9t3qv703ulHJGwAAzCwQga0CPXbdzx8KpGORK0V2op5oOxcWJo9k184LOsr2MeeMAADMAADMDA2A3tR9eU7YZHUtQ2UnxhrY4+1Ev7ziar7XaA7Tlxiqf3uVXNnqi2o1ty1emyn6q0PexhgI5DAAAysioGLgtYjdmJq+bTftQoz2EBgYC57ak6OTfa7f6Vy0g+xuY7p8rDNYhcGYAAGYAAGYGAkBhBVxxCUEVWJKyquhERV1w9E1RRJU3/U6pio+v3P3SjewI0URGkrg3MNDJx+1enJTmvoV8s+aLHod29/5FQ7sVuQuKPYtgXKFO4kEXTOeJHE0pT6dHmXqJtSF3kZHzAAAzAAAzAAA60YQFRFVG3FGteZH9dyRNWeBNUT71T9/nU3TFKyb6qAZz482BAb+hhQgupjfvKY6WHnHzY99NaH7gVWnX+LgqspEIXGjs77e7c/amqdbCEr1FbO148Dc8VFl4+kelN4G2Ve1f201walRWDGQv2xgI2xMQzAAAzAwBYYQFRFVN0C52vpY46omrqTtHb+YztV1c3T96+9PpjMm6m1OJN+sMjoiYGQqOoSXHvqQ4m2aEHn9+/4w0knl8Aq5TXLzf079mvYZj6zrb7yJWy1pTpSvsYu+X2O+J3D2RoEyCNx1bNGGEUo3tJYoa+sbWAABmAABrbGAKIqourWmB+5v6sTVZUz9I3T3dd8fopJ3EQxUY88iHtt+9ZFVR2HHn7HH02+ZIpjobyp50vHNlvIM+MrD6r8cdS2XaovQ/ljdrPGMLmFr8qnrBHgmvVBr3Ms7YJNGIABGFgvA4iqiKqM73HG9ypFVQ3g0Y3TZz433Z2Q+HGLcQAm2CzvK9dX+XNF1dFfDaDjziPueMy0RGopArlibMs29BgDJIFzCRbsdug2sOP4IG6mrhFKP6TokV3atPycig/wAQzAAAzAAKIqoipxYJw4sGpR9YS4+unrprsTEuLqOCATdJbzlUs8nSOqjvhqAC3Q/MEdfzy1TkuLmKrvrti6FSHKFDBL+z/ntQ0Ip/Ex8UhcTVgfKN6XHnfMe/E+xlbYCgZgAAZgYCQGEFURVUfidett3YSoaoqrd3/ys1NqQlxlEt56oPD1f+uiqhZkHnXHY6eWqTdBZy+sRsTX3to9d2yX9P8Wvno/1941y8cyLHG+Nq5r2pm6WVPBAAzAAAzAgJ8BRFVEVcbIOHFyU6Kq/rrfXZ+4ZspJ3DSNAzZBqJ2vWomqvb0W4EhMu/NPp0c1TD0/5NE2iY2vI8fUuf5fww8/rTHOKr/G8uvKNzLXa/QpfWq3HsDW2BoGYAAGyjCAqIqoylgqM5Za2HF1ouoPd+9JC6WjG/+Pf2a6KzPZN8Sha3I+7Bds1K+NJEFT+0sSVdU51/Hcc776WrKj48cf3vlnU8ukY07LvuZeay9MJcZWM6bmXrdFuVz/M2f0G99sbkqsETT/+H0cv7eIH1wDHmAABmAABmIYUKLqNS+/i9S5DZSfYvxJnnWP+02Kqhrq/Y3/xz5dJI0keDCo1z2oa/g3RyDNKeMTXJcWVbXQ8kd3Pn5qlUYRGiXm5sTXnoQo+8eeYnwv7UKtMS6ps24sn8Owa20x8piGt7q8YV/sCwMwsCQD0o9suo4t2c6tXBtRdQxBGVGVuK1ikhJVdbrp3PlpxHRKN1p1JDXQHu1IufqT010FEuIqAyuVwRHy5wikOWVyRVXfTtq59tUx4jF3PmGqnXoSE+faTZUvFV9bipT2DYTP5653oJawHXX0MZfshdUCawOpDgTWPnzMWMMPMAADW2QgZb1jr4VSBFidd4s2ntNnRFVE1Tn8ULbtvLbpnaombPsbp498olhCXG0LMoGjjL1d4mSOQJpTZo6o+pifPGZ62PmHTQ+99aH7Vw+UYELFhT++64lRSbKdLus7twVhpXR8VbG6tKCpF/22v13XUcdLMEYdZWJXTTsePRwouEaw1xs+zlo+VKhpR+run3V8hI9gYN0MmGJo7Pq2VD5JiIU3N2+IqoiqjI9x4jGiqvEOVhXs7/zQx4qmLQgmDPhxBnzIVyXfjzqyqKoXfqYY+id3PWkv1tpJHdfnbGHXd25rD15qxFcpXqeKU9rXpUXa0Fjj/HhxU7NSep2QU18q52b+2B1GjInxGCWubNNnMWMaNmBDcaLXpb38b7M7Gqe+sTe3L4iqiKpzGaJ8u7iPqGr9sNXRTdMHPzrdWTit7au9DNR2A7WVrdcoqqa8GsAUU22B9LF3XSL++JY6nnKuhJia0qdW7MRcp2Z8jYnX7JJYX8yK4a50nqU5Vqy7buSkcZB702qWM+tlLcM4Kj2mqC+NKXtM63WI73++gp1m41GZ1OtDcz0bw8fSefS8YrLdyzeCfMJpzJiLeegh3RsgqiKqjhqHtthuRFVLVNUQ7HdVffDqqoldrNtY4PQWWHyC3FpFVenVAKYd9ILncXc9ZVJJsoPveMw5Pd5jX0+Q6ye7XG/8qfZcFKXqxVgEVOJrbfaPi459sFyLe9+YZS3DWKs91rZevySU6fVK6v+Iq+ser9q/5uuwzLWtvUZM5SeUP/dbFNIYtwXW3Lpjy7nEz9jysfl8fTXrUKKq+fmal48hMm6tnfxQ1bpjauz6A1HVIaqaN/53feAjU+3Ezg8GZOygnZsv52v5rcqovpUUdkP16QWUFjr/bCeoqiS1wXfcd06P7ZCwqxe62r+lbT6XmxrlzQVsqRjLDSOxtAaroTpLspy7szTUxhLnddtc4xWBlfFXgjPqOM6RWg+osWcKZeZ6xRbK9Dnf/8yVY49V6cG78qlr/Rqzhs3hqNX9a8xuz7l5eog75hyrxLrrH/22oySJtlsTMHvsL6Lq2LG01LhHVPWIquau1f3O1as+1CyV+IpwKUioZ7xgkbPLMSRAun4IqqUImtoGV5/0osWu7/F3PXVSSeqT77h0zhzDvdio512sx3b9ZcRabhDHi1NrnVukGzvX+qHWztLato1ZE7GOYUzW5nDp+ku/iscllKnxlrpe0esSu069ztH/M3eOOU7NdaX2Yeo6VdURs+41GWoloi49tpe+vvKpEus+/8grvImdrMvv3kVUHTOGlh7jiKoRoqotru5vJq78YJPETQkDNWfQ5+xyHEFUTX0KbfdJl//zu/5CFE7Vcd85ya5mGXNxo/KGdp324KccvmqXOfqqcUSc5YawjxhZWlyozVjr+l2xq3U7Sl4vdi3EOqaPMVrS9z3U5Yo5LWOR74FpzkNMuz41xnLXK6Fyeu2i/2cuHWucalaU3/S3rUI+D61hbeFe1+da2/YQB9bcBiXW6XF5/SMvn0IJgXUZgRVRdazYWStmIKomiKqmE45u+t/7/unOBombEgZsShDoQawr1QZTjLAXfE+86+mTStK11HFbyNALT18Z3znXdXxf8S8tVteoL4WtlnmlOGv7tGV7Sl2r5U1/qTaH6vGN91BZzo87v6WshVjHjOvnpcZozrduQmsPl9iZI9LmfgvF1wa9ztFf5c5dr4TK6fWT/T/iaj/j1Me/9pP5SoiQz11rWKmcKdD5viWW8/BgqXgy2nXNH6o6Elf/4C3T9RHJ3lHc49fm19ImRNV+YuaSYxxRNVNUtXev3vmeq6YWifeVMXBjAkbopiL1a/Q59eWU0YKhKZypep509zNF4VQdzz0ntS9Un10m5iv+NUTQ3Bs5l99jmFoyj8nDku2Qrl3yRry3vtntyRE4NP/ceK177trvWo1cByGurpuFknEsZx2RU6b0PD2nDXq+0w+Bc9c4rnKxP6aj2sFYXXasujjSgru9ppvLirQjNYflNT44LhnXYusyRVUtQB6Jq49483R9QmIXa71drIiqy8bJ2PFUO58kqqpjPaebzp2fzHRKf1CNrm0wV/0xX0u+491XTiUTix0GsYvHnEXQkjcV9vixF4qX3P2Xoqiqjueek2wUqk+VSf2Kf2m71qhvqbi5huuWFrhzRNpWdiwdV1q1m+u0mStVHE9Z47CGaeOXEfj3xb0WD4FLz6s5sVKvg0qvf6R3YMaKXnpMS0LsCFyN0sYU/pVPfOvelLWt7VfXD6qWHIOj+KSHdkqiqimuXv+IN+2E1fSEwFpWYEVUZS2j4oVLVJ06/Se1twtRNSb42sLRHe9631QicWOy3cGcshDTjOYs9muV0WNC1f/ku5+1T9K1fMdzz7mu46ov9yv+pW/WatQXE7/II8eZGqJq6o1Njm9Cu06lnaU5ccDHa067KdP3fLcXYRLXNqxh+vZpqTEXijmpca+H2FuiDXodVGr9M1cos/3tGtP8YFG5cRvDkcnJHFZSNwbkzPuhMtL6olScWVM9PlFViatHu1Yf/sbp+syEwDpfYEVULRcLRx6/LlH1woP/OPWYhhZVpYXK0fvI3vGe6c6ZiRuT7Q3qmIWY/gpZT6Kq9C6op9z97EklqU++47nnXNex65v7Ff8aImhJv8fuWBl5ootte84u0ZK+mMNK6k1K6KanlMCBqLq9eWn/KoCM9QxrmHWz0irm5FxnTuxNiZXSt9pUe+euf0oKZdJ8GTOmeT2Zf/zOeaig7K/X8qmsxIjsrfhf63qg1jo6JKoe27X6+6+frp+ZNCtreddpq34gqq577RJ7D+kSVe+/8OAkJTM2p+ZxlU05vipR1XTSkbj69ndPd85M3JhsZ3D3IujE3lSYO1PtMk/7/qWTSlKffMdzz7muo+vT48gUpXu4WWu5+I2dSNaSr+R46omVUrtOa/QpVQxeC2tr78dehMlcy/S6hql147x2Fnp6oJsTw1LL+F4HVmq9UlMoc4qqCeN5q7tYc4RT35pO2oAQs1ZOFdlbritD42npNUHJh+varq41WKivsaKquWv1hoe9bpqbEFfTdq8iqm5Hd/Gt11yi6r0PPDjZSY8xddz828znyuMra8+9un5dr1k2KKrGvNuUPLee+FV0bIJNYAAGYAAGYAAGYAAGYAAGYAAGYGBZBpRYhw+W9UGM/fFT/z6K8ePcPK4fpPrF/RcmO2lxUx03/zbzufL4juvyMXUGRVWtIL/lzJnp/mc+c/rJE584nX/MYyb1ec65nPpyyqg2qnLasbrtd1zxjv1xu0/qeOicNqxti5z25ZTRfZL8kVNfThndBlXWTL625Z7LaV9OmVF2tyiWn/H953eZ+Lpa/tNFF7M5LOeUmRNXpDgwynjaSjttH5lzeI4NSvI6h71S82BoTivJuM8XIbuq+G+uY0LrFak+FadHjhEhG426TnWtsXPG54hl9Dq95vqmpzWKvjcxeY25B3GNaXtHTY/3aSXjaCzjOVz1urs/ts+hfKE5yOUnV7nS64tQ+1PP6zGjxDo9f+qvskvjSZ2zj9sCkR2vr/+914jzqjpun7N3rsa2QeULtVtquy7nuk7pMnNfE8BO1fx7ydSx0XN+107Vn993YbKTHlPquPm3mc+VJ7WsrtO+zmZEVR38VFBUQeWOy98ui6q747HnlDFNgTnnJiWnTOsb0NRF0Ah9GvXmRfH7zO+/oLu09gVoi0nHt1hNfaBVYwymxoEWNuMayy28SvLaek7rOf7HCIbmOiZ2vXJMuNmtc1wPh2s8/Cw9TmNsNOLD/565LO1Dsz4tVtRa2/QkpJr91hwfe1CScA9ij2l7XNgia4t1RE/iWg5XrGWXW1PUjDGaSyXW6b9D4mRIgLQ3a93wu68WdQV13HVO8VZD0Cwp0obsYMeVuYKqKo+ous5xmDrGXaLqT+99YLKTjt3quPm3mc+VJ7Zs6LpBUfX8bqenStKgmnMup76cMlLbVSC8/S1vE/ukjqec0zs+cm1Uqk+qnhpt0D5O+b/3PkmLvpT+LZn3QFR9YTdJB6IlbbL2a+eMp5wyofixdjvTv4O5fm4qzV5OfaEy9hwwt88ly7vabh/X65iU9YoWGs0yOobrNUQoDvja18qusTYq0Sf7hjG07g2x56uvlf1K8ppbl7nrq/SaxhYTc9tYu5zJirZH6j2INKZNsdWsz7bLfmOI5/4ul+XadgvVf1FMDa+VR2El1GfOx61dpHeqzhUgNW83/M6rZFF1d9x3zvXNEZ/YmnsuRyANlbHnrVKiKkzHMb1mO7lE1Z/c88Bkp6ONArtz5t9mPleeUFl1XrqmOmaWTRJVXQu+nIm3VRnXgkHv9LAXuLe/6YpJJal9rnOhhUmNRUvJmwqfL3IGq0+0bOX30n3KsUPpMorZZ/3gsi4SYmq7ya7VmAmJKaV5pr52DLW0NfF/nl9T5va9sJq4XlH1S2XMmJ4Tc3pgLLfdKTY3RVVpTZzbhpb2W+pappBaai3jEgqX6mPKdSVWtI1S7kFcY1of98UIyX6x9zS9PQTQtguxZfY5xV/knTe39WA/l6gqCYMhMdHWD1y6wvW//YpJJak+fU765kiucFp656vPDiUEVKmO/WsaCjzkp46xx6xLVP37f7j/SMxUY8f8bP+tPuukx5kvv5lH5zPrsP8280eLqj4wcxaRrcr4hAIVAE+Kqpfvbjgud4iq7nPaqC13NUjXyrVrq8VRbvtK2nXUIKt4ffYPXrxoQkxtP0HliFQ540zHylaxYNRxSLvzx0AOl6XL9O4/13h32cH9gNi/lpFFm8uPFqqpc24Pdg3FSlds89k8NR6G2uCyaw/2K9kG6Qcq5q5fRhZQJdv6Ypu237Fdp7t7E9/9iWtM6zI2m+q4qz6X2KoF15KszKnL5MzHF0Jq/rw9xz+9lZVEVZcwmCqqqnqkcXvDb798Ukmqzz63H1+Hv1vTk6gqic61BFX99f/e2KE97WOIS1T9u5/fN9lJx3h1vNTfZl12nfr66rj+e9OiqgoSKgAeW7S88S3T7bskLk4C51SZ/RZh48e8zF0NpURQn1CccwPaMlDktK90mZb9LXWtvaD6/ZcslhBT208mMey4xkbOmIm5Hnn65GAUv+RwmVsmVQzr3YbJomrEeuXEQ2WjjClCqGuH1jK926+H9vkE1x7a52uDJJL6jpVar6xZDIsR4GPsrurR9y0nhNPDMa3Ou5LUDl9+3+7W2hzb9pA4W5v4XtumW6q/tqiq52nzPck3/NbLJpVEUVU4p/hVeXsRVWuKp6662anKvYaKSy5R9cc/u2+Skhn79Xl9zP6sjpt1+MqGzul6iomqvh0ApcTEnJurGAHSDH63v/7Nk0qiqBo4p8uYT5pCNyK1+pQi7LacUHP6W7pMy/6WuJbi89Lvv6x5WvPNTAm/9FAHoioLjx44jG1D6Vjuqy+2TaPk8/VV/NZN5Hrl2ENlRxlbpNjKbstR2KjVTlPAarkGYe3h/x0L29+mn/Q9zBL/+3a35pyTBOWYemqNB+odf72VKqra2ob541bSOXOe1t8iueE/vWRSSRRVHecU54iq4/NGzJjnQ5eomvqDV2o8pZbJyV9EVPVBU/KmP/RUd46we/SS+Ne9abp9l0RRNXDOLGPv7CtphxihuGdRdY6f9NciYsRq13VGC3KKzef+4OXNErtS500CLflyxcTcWNmy7VxrHM5K+SqHy5AQu5Y4H7JxyA4nvnWTsF45+rGbyPWPLWyE2h67A3JOPZQtE09MIavVuqMkT2vhwBcrY8eTb5erus9pmWJ23Np51uJL+lEmNpWwY4qomrND056nFdM3/uZL9kmaw33ndFy0H2Kawm7qOakNIaE4xw5zy7BTtZ8xU2Lc5dbhElV/8F/unWKTGkexeefmG0pUzXWKT3iQXjR922vfKAY/ddx3TgpWOij2Iqr2fANa2ka5vPRUTk3Iz/vBK5okxFQmsZ7Ypy3wqB8g9jxvteI0JEirtYz5rZuc9UqojD5v/x+ze8zMY4onruMqD1/jbRcDtE9qrzfwaTufpoivrrGdctwnnLaKk1ynD7569UMLUdWeq9W4uOE3XyzvVN0d951TdamYaW6UqiWqzhVCS5ZHVGUcqxjiElXv/sk9U4+piagq3RCFbhBa3ES5RDy9Zd8WXG97zRsmlaRyvuPqnF5I2jtIQ7tPUn8swldfr5OcuevUxYrPDi1YWcp2isUX/OBVVRNiKpPXUnxzXdiDgfkMmPO+FjbmrFdcaxxdZ87/puAS63O7L+Zait2N87lRftA2rrXOwE9l/BQ7ZnLz5ewkZWfpGL7NZWKN5WqLqi5h0aUr3PAbl00qSXOuedx8rSCiKuNujWNT6pNLVFXHe003nTs/memU/qAavGbH+QRIvVg49r6xV71uun2XpHK+4+Y5+32riKrh4Jj7NajR2VUMvvAHr66WEFPD7I3OEO3HxzCwfgakdYSaP+auV6T1j6ozJpUUXI5ez+S5Njsg4zk3fVN6jYGIGu8HYjO2goG2DPQmqt746y+cVBJfDWAd17EVUbUtM4zR5ewtiaq2aNn7502Jqq5djjrAmV+nu/2Vr51UEkVVz3G7jAqMqg791cbU3ai+ciPvVCVwXQxcirvLzr+2WtqL+7tdKiRsAAMwAANjM5D6rRvfOkafs9dGev0T+l8LdjWY2gvFh+uwmP8R+I5zrX1Tam2BkD123KgxRqkTJnpmYClRVQmhKv7a9/s3/voLdqLqCxyiqnzc91rBkOAqbVIq+bX9UnXx9X/iiIoj6xNVdy+DPb/BZAYevW3/tpe9elJJ/Gqc57hUZi9q7ewq3gwd2jvnnK/MFv04Yp8Vby/+weuqpKPdqRsc0yOyQJu3Of/gd/yewoBv3pe+deNbx+h1Tur/R2Jq5blFXSe1bTq/KAJWbm+KH2vl1b6Zs67Yqu1q+YR6ifEw0J6Bvaj6srsWSWqeVrHY/AbIDb/2vEkl8ev/nuOqjPRaQd03qb6l+p1z3b2ouoG5mT76YwCi6koHwcFC/lX7JIuq7uOuMq5f9tODDFG1/YTbQ4A7EFVfXzxpIb+HPtKGbbKN3/E7DJRnQHxFjvVw1vzWjW8do9c5Kf/v62649jt61+rhmiylrXZe149stexPrWtdFFPz1hOmbWq1kXrLxwNsik1hQGZgaVFVC6t6zr7xPz53Ukn8+r/nuFnm2PtWDwVjcUfqQmIyoirxKDceIao2XFjnOim3nF6gSsHqtpe+UhZbd8d951Rd9i/7zRVVT7zSYMU+yfVlr+UUYy/9wRuLJnanMqH1yjvtgk0YqMuA/a2b/QPiw/WKvVZQx1NSq92pLkaOxNXEdsf00SW29vxw0n6Pbc5aAiG17ngk3mFfGFiOgSVFVVNcVLFaC6pzRVW18/XofasDCac+sZWdqsuNkZ7ik/ljVL2/O9XVvuPvVEWQO7EDY39T8pJXnEjiDtbDfK5z+vixH7Ca8fX/ngYDbUkLioqrl51/U9HU8w0gfKTxgb2wFwzAQAkGXGsYaV0jHVtaTLVtYIqJsX2Yk6+3r8Lr/uesH068d5Y1f9Nd1yXGM3UwL8BAHAO9iKpKUNwLq7966T6JO1U9x11l1iKuIqrG8bz2cc9O1Y0syFQwPHfZy44lKSjqPK5z5nF7R2HO1//XPsDW2j/F08vPv7loQlBlUlrreKFfsA0D8xjQQpy9jpE+2zsge7a93VZprRbT59Q8S+zw1H2NXTv0Jgb3zBFtmxdfsB/265GBnkTVI2H1Pzx7L6ra6cbD4yd+3Gp3PHRudHEVUZX4oeKHJKqau1d7/NvescpO1UhheL9Yf9FLj5IUFPV5UVTdlZWOz/0Rqx4nMtrkD5CKpVeef0uRxNf9mYwYbzAAAzAQw4AkQo4koub20Vy7lf67tnip/eNaM6z5PbEx/iYPsQ8GYEBioDdR9UhY/ffPmm4UkriD9TCfKMRadai5IOedpkuXQVRl/PpE1anTf5IIjKgaKaoqh++/RveCFweT+B7WXTnXcRUIQz8+wbtT1xF0FEOvOn95kcTu1HUwwQ0BfoQBGICBegzYwnHMOm5OnhLvaNVtVuuFEvXBVz2+sC22hYH+GOhVVP3Cv3vmJCVJB3DldR0fcdcqomp/Y2eJeObaqXrhwX+cekyIqgkCqguovbD6/MuKJ3Ycrj+oKHZeff6KIglBdf28LDGpcU24ggEYWDsDMTt2j34Yq/B6zyeQ6nPq2ku8YmDtfqd/xDYY2A4DPYqqerfqF/7dM3bCar00kriKqLqdMemLvy5R9f4LD05SMtdIqXlCZfV5Xa+UH1G1gKh6tGP1eS+abquQEMvWGVzUTdJrfvi2IglG1skIi338CgMwAAN9MSAJsDXWfqrO3n4UDBb7YhF/4A8YiGegV1H1SFj9tztRtXIyxaClv+bvuj6iajzTax7/LlH13gcenOykuVbHzb/NfKE8UjlzvOi6XPUgqhYUVc8994VTrcSu1XUFGHWj9Nofvn12got1cbHmyZG+wSoMwMBaGTCF1lLrQFXnWu1Fv4gFMAADrRnoWVQ9er/qv3n6dGOjZH9LoheRFVGV2KBig0tU/cX9FyY7aZbVcfNvM18oj1ROHYu9FqJqIVFV71Y995znTzUTOxLHDzTqRul1P3zH7AQL47PQekHJ9WAGBmAABuoycExgzVgTsju1rn/gH/vCwDYZ6F1UPdqx+q+fNn1hgdSLyIqous3xacdll6j68/suTHbS7Krj5t9mvlAeu5w9HnRdrnoQVQuKqkfC6rOfN52rmBDTxg426obpDT9616wEA2MzwIIe/8EADMDA+hmwXxUgrQ3tPHCxfi7wMT6GgfYMjCCqXhRWn7oTVpdNtqjU6tUBiKrtx0aP8cglqv703gcmO2k21XHzbzNfKI9dzpffHAv6GkFR9Qc70ZGUZgO1QD73l5dWTdqZ+CbNN0vbay+o/vDds5Ly/dL94PpjcYe/8BcMwAAMLM+A9D5W/LK8X/ABPoCB9TOgxLrPvOyuIZKaK77wr57cbbIF15J2VX5iPK5/PIZ87BJVf3LPA5OdNI/quPm3mS+Uxy7nyu86jqhaSTTe/1LrM59TPyGwDRN4FRNv/OF7ZiUEVSaZ0CTEeRiBARiAARiAARiAARiAgYsMjCaq3vgvL5lGSYiqxJrSscYlqv79P9x/JJwqXcT8bP+tPuukxVBXHvO8r05XPYiqlURVBdZeWH3Gs+unHVCIbX0HM8XCm3/4vlkJH/ft49KTCfXhbxiAARiAARiAARiAARiYz8BIoqoSKfe7Vf/Fk4ZIiKrz+WSMH7ehS1T9u5/fN9lJC53qeOrfui6zXE49iKoVRVUtrB6Iq8+qnxBXu9y1qvz/lh9eOSshqDJZMdnCAAzAAAzAAAzAAAzAAAykMzCaqNqzsGq/ygZRNZ1HxrDfZi5R9cc/u2+SkvlKCn1eH7M/q+NmHfbrLFLy67yIqpVFVT1g9sLqXzyzTToUVxHilg9wyu9X/Oj9sxJ+XN6PTHz4AAZgAAZgAAZgAAZgAAbGZGBEUVULq/tdq//8zxdJ0rvAS4qodl28U3XM8VU6LrpE1R/+9N4pJSkdJSV/bl5E1Uaiqt61esvTnjG1TPyg1TKBSU9Ab/3RB6Y5CUF1Gf+VnhioDz/CAAzAAAzAAAzAAAzAwDIMjCqqatFR31t+4VeeMNVOppBaU0CV6kZUXWZ89BaXlEgppZR2ttRREFUbiqpaWL31qU+fmideDdDs1QBqInrrjz44O7UMBCkBirxMdjAAAzAAAzAAAzAAAzAAA6MwMLqoelJcffxOXC2XlhRSTXEVUZWYomKKa6fq3T+5Z+oxIao2FlW1sLp/HcCTn9Y+Ga8GQLQrH7SUX9/+ow/PSuwuLu+XURZ8tBPfwwAMwAAMwAAMwAAMwEBZBtYiqtriqvT1fPvYF375cZOdar4Xdc7uVkTVstyPGkdcoqprB2sPx286d34y0yn9QTVuVEeM0O69sHrJU5dNlshqvqh3BBv21Eblz3f8+COzEkI3E0lPTNMWeIQBGIABGIABGIABGBidgbWJqinCZev3oqa0jXeqEluk2OISVVPikOI+Jf+cvOxUXWCnqukwHeRufdJTpu6SR3C1fyVty7srtQ/f+eOrpzkJQZVJZU4wpyz8wAAMwAAMwAAMwAAMwMBJBrYsqs4ROVuXZacq8UvFL77+v7BIOeokooS5W574lGGS/cRLt10SW0f1SUy7lR3e/eOPzUpbFqRjbEweJlcYgAEYgAEYgAEYgAEYgIFcBhBV75paC6Q510NUZYz7RNUevubvagNf/+9ECNZC5S1PuGTqKUlfGbAnNF/bbaE1dzLsrZzq83t+/PFZid2pTBy9cU17YBIGYAAGYAAGYAAGYGBNDCCqIqquiee190XaqWqLlr1/5p2qC4us+12rj3/S4kkLpSmDNqbto7+3VdvlvX/7iSk3sTuVhWrKuCIvvMAADMAADMAADMAADMBAHgOIqoiqjJ28sbOE3RBVFxYkl3B6jWvuf8TqcX++SMoRU00bHL0nNqb9h+9trWHDGnWqvr3vx5+aldidOk5Ar8EQdeJ/GIABGIABGIABGIABGGjHAKIqoirjrd14m2trRFVE1WK/Mnb0lfo/fcJ0S+VkfsV/7iDQ5fe7ViPbPcLOTdWfK3/86ew0Qh9L+Z56xpm08BW+ggEYgAEYgAEYgAEYWDMDiKqIqmvme219Q1RFVC0mqh4TJx/7+OmWwqmGkGoP6L2wmtDuXoVH1Y/3//iarNRrn9YWfOkPNwMwAAMwAAMwAAMwAAMwAAM2A4iqiKrEhXHiAqIqompxUVUFgKNdq3/yZ9MtM1ILIVUUVhPb3JMQqWz2gb/9bHLqqQ9MIuNMIvgKX8EADMAADMAADMAADMBAOQYQVRFVGU/lxlNtWyKqIqpWEVWP7Vr94z+dbklMc9+TOnfgHInCie3uQZhUbf/g314bnXpo81x/UX6cSQdf4SsYgAEYgAEYgAEYgAEYcDOAqIqoyvgYJ0YiqiKqVhVV9a7V7z3msVNMWlpMlXatxrTbzqOFytY/8qTs96G/vS6Ylmofk8M4kwO+wlcwAAMwAAMwAAMwAAMw0J4BRFVEVcZd+3GXa/PViarf34mkpP5soMXS7/3hH086mV/t13/36DvVNrPdqX+bAqb6u1YfVTs//Lef9ybdllptoN7+xh4+wScwAAMwAAMwAAMwAAMwMA4DiKrjiKqMq3HGVS1fKVFVp5vOnZ9GTKd0o1VHahmKessMFlNIHcmme2H10Y8pkkyRtZQNVPs+shNUXQkxtQy/pfxFPfgDBmAABmAABmAABmAABmBAYgBRFVGV2DBObGCnKjtbEaIjGTjabfuoP5q+VyiVEFhVuz76dzecSCXqJpiPE8zxFb6CARiAARiAARiAARiAgfEZQFRFVGUcjzOOEVUjBTWgHgfq2r7a71p95B8WT/ZrAmJeFXAgqN54lBBS4bQ2/9QPYzAAAzAAAzAAAzAAAzBQjwFEVURVxle98VXatoiqiKrsVM1gQImZ333Eo6onSWjVx1QbWr2vtXTgob5xJgl8ha9gAAZgAAZgAAZgAAZgoB0DiKqIqoy3duNtrq0RVTMEtblGp/w4A8Tnq6PXATz8kdP3Gid1bThaB0f4ET/CAAzAAAzAAAzAAAzAAAxoBhBVEVWJB+PEg1RRVY1vnVw/ahXKEyqf+mNZ/FAVwvCiAuP+dQAPe0SzhKA6ToBlMsRXMAADMAADMAADMAADMAADKQwgqiKqpvBC3mXjS4qoaoqhLmE0NU+qgCrlPy6q/uSe6fskbNCYgaNdq7/38Ol7FdNeUG3cN65HTIEBGIABGIABGIABGIABGICBNgwciKp3kjq3gfITY6LNmOjZzq1F1dAu1hyRFVEVka2bYLZ/1+rv/n6VhKBKwO55MqFt8AkDMAADMAADMAADMAAD8xkwRRP+vvhV6R5tAe/zeR/dhi1FVTUGlGha9+v/CIzdCIyjD47c9utdq9/9nYdNJZKuL7c9lCPQwwAMwAAMwAAMwAAMwAAMwAAMwAAMwEBZBhBVEWERYSsxcCSu/tbvTt/NSIipZYMdkwf2hAEYgAEYgAEYgAEYgAEYgAEYgAEYKMVAK1FV71Jlp2olAa8UENRTPrhocfRIZP1PvzN915MQU8v7AK6xKQzAAAzAAAzAAAzAAAzAAAzAAAzAQEkGfKKq/f7T1B+hkvLbr8HIeYeqXYZ3qiLUDrXb1hZZ7c8lBzh1MWHAAAzAAAzAAAzAAAzAAAzAAAzAAAzAQHkGSuxUdYmtrnen8k5VRNChRFACT/nAg02xKQzAAAzAAAzAAAzAAAzAAAzAAAzAwMgMpIiq5lf3fV/nt3e4nthZuvvBKrP83N2q7FRFpEWkhQEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgIFmDKSKqi4BtKRImiqyIqoyYJoNmJGfoNB2ngDCAAzAAAzAAAzAAAzAAAzAAAzAAAzAQBkGlKhqp2RRc7fzNLVMyfzHRFWpQxw76WRsgk1gAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgIJ+BkgLnEnUdiapLXJxrnl9UUcf+2B8GYAAGYAAGYAAGYAAGYAAGYAAGYAAGYAAG0hlAVD2XbjRAw2YwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwsF0G+Pq/8A4Htm7nb93GdtgOBmAABmAABmAABmAABmAABmAABmAABmAgxMDogjQ/VMUPVfFDVTAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzDQjAEluCKqAlwz4PiFuTK/MIcdsSMMwAAMwAAMwAAMwAAMwAAMwAAMwAAMLMfA6kTVu3cCKQkbwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAM1GIgJKqeOnVq0sne0WqeU3+b533nSu+MPfb1/1qGol4GIQzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAgGJAet+qSzyVRFN9zBRebRHWJcqWElcRVdmdy+5kGIABGIABGIABGIABGIABGIABGIABGIABGGjGQGinqhI+JVHUJ5wiqgJwM4B5OtT30yFzyzq+6ttX+Af/wAAMwAAMwAAMwMAYDNhfC5U+48sxfImf8BMMjM0AoioCKAIoDBRlwFzUPfS33jPppI8zaYw9aeA//AcDMAADMAADMAADbRmwRVNzjW3/rX1z68MeNul05823TDqZx/FjWz9u0d6x94Apm3F8DxUkG8c8dHC10z5ufg493DDbktK/LXIycp8RVRHUigpqIw8G2j5vUaEnit/4nfdNvqTz3fWt7046sbibZ3vYxX6tGAgtHtX5Vm3hOnAPAzCwZQbseLxlW6y577Hra72W9glK5tpb/a3KqP/XbD/6tvw80VpUtdeisQKsS/REVF2eod7HMaIqoioTKQzMZkBNNr/5e1d6k/3U/Ehc/ebfTHc5km+B2Htw1e3jpoeJ2MXqSAKk5jhmnPOQBOZHic+0E1ZHYsBeT9jxeKQ5ZSS7L9nWmPW14kDNuzHtNBmS1t7M38TEGI5S88SIqtLuT991UneV+oTW0D2bT1SVdqL6HmyoczH2SLUx+Zcdu4iqCGpRkzADddmB2rP91cTwW79/lZjsRZ606NMTy53f+M4kpdGEVfumx7ZNi5ueFtfomcne26YZUWz0vrAy2xo7zvWC0R7Po43l3jmifczLMLANBnxx2I6rKi/C2Hq48K2x1Zw8JwbY61Vzzo4Vaedcn7Lr4TTky5i1bm1RNSR0mmJnSESNFXRdgmuMPUI25Xxf4wdRFVF11oTMgO5rQLf0h54QfucR75/slCOeHImrX//2dKeQWvYt51o+e2j76HqPvePqsK/qXIkbIdUOdT0m7P7Gpo+RGH+V4COFbc2SNMbVsdA4l8Z0qExK+8jbH+P4BJ9skQFbnLI/z7GJKw7rNYNPKDDXUnPaQNllxnVoDi7tF9c6vPR1qG8Znpa0e8waN1dUleKvS8y0beATT33tQVTdHsOh8RMSVW1Obzp3ftIp95xZR4m/T+lKVGdCHeY8gwAG5jOgBv/v/cEHnGnOE24dWO76+s2TnXr0nW6vyx4uEcnXzxz7udoRs5Dp0a5rapPLN5JIqvKax9UY0OXVcfW3Hhe1bBRi2nw4ENMGs8212x7THvLMnwOwITaEgQMGQushtTawb5hcD8jM9YIdh3MeSNmxN2dtgZ+XGes+rnJYSPGjtD5t/VA3pb3kXYbRFLuH7kWk87FlJFFVHdPt89XTSlTN6V+Kfcm7/BgIiaolRM/adSCqstsWMb0hA2pi+P1Hf0BMJYO6us6dX/2WmGovKGP6oSdIny1ibmB8/dT9Dy1mTZ+otseIdTF9JE/eJG0v8GxGYuxq1uF6sm7zEVNvKI9rfM8dcxLnobZwPo8/7IbdYKANA771kIr7PvHUJQToB2umD2PWEi6fm7F3bhyHqzZcabFeWl+29KE0b89hEX7a8dObrecIpL7YZoqnLhE1V1TV41Baj7vqDB2X4n5vvqI9eeMUUbWhGAWkeZBit37spiaDR/zRB0+kWous/YLuK98UU8uFpSRqlbSDPcn6+qzO2TdbKfbXNmVclR1Xpg8lNtSxFD/F+MceH6p+k4+QGF+ba6l+m+2YfpKnLKvYE3vCwHwGXOshFet7s685V5Seh3rr6xra42Ortf/02kZalypbt27PGvy7xT70IKraAmyMWGrfn7mE29jjiKrz595exw+iKqJqd4u/XgfLltulJ4FH/vGHJjO1EDb3NwNf/oYztfRLKzv4drCY53IXs6ZNW9pvrddS9rTHRqtxEhofauzsxdbDMaRvgqSvmeo21/ST1N5cjmu2k7rXu/DFt+v3rXSzXNLvUsxvsR6a0wc79s6pi7L1xpBvPbGk3Y/EVWE93jv7S9qNa198TUro3kaylU+MTanPl9e8rnS9GPHVJ6rG9AFO6sXUVrZFVEVURVSFAS8DajJ49GM/ciK1fEKtJ6S7bvra5Eq1g2YPdijVR9UX046IWvmTuYsLPWZajJOY8WH6W+dXfjef3KfubM3h0WZPtYsbsnz+cnxAGey9VgZ0bDPXLPbNtOq7joc5Mc+O+S1ifAl/SbG3RL3UUTae+NaaPdg6tN7ooY20oSyTJewZEkDNtWhI5LQFTKlun0Dre+jmEkDt47H5VDsQVfvjsQTTdh2IqghqiKowIDKgJ4E/etzVk51qBKOYOlWb7vzSV50p5wYpdN0e7RBqc8x525YIq+mTvrKhND6WsmXMotW1cI1hplQeaRwvZbNSfaKe9PGDzbBZKQZ887SO0Xp9YMZJ13rCtZZQZUd+CCTF3lI+oJ7549m1pujRtnoc+cZQj+2mTfM5xYbYEAZOMoCoiqCGqAoDxxjQC6XHPP6jk5l6uZGwhaM7v/iVyU4lBJre7TB3QtvfXFm2K2G3ue0apbyyX69jpHcbSuxpFntvO+3jZgIG+mJAisVmbFb+cs1tofWEfX70OZJ5vy927R15I64pfGOol/sGYna/3Nf2zUMecutkptrXo/7tsoaoiqCGqAoDewb0wuixT/zYZKeebySk3Xl33vhXk5lS2i/ZQU+SKfWMMLHub7AsW43Q7qXbqOxmjxHfjfvS7e3x+hJ7msUe27v2NklxdO19pn/j3/xIsVjF5ty52h4Ha2TEjr0IX8uPA4njUf0SWpOP2q81xoLR+2QLpqU+j24X2r9MTF+dqFpqQFHP8Sc72AN7wAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwMABA6sTVe+84UuTSjwJW0al5+nIOHbXT5Mf/+RPTGZa09g5eufTYVzQ8cF8ki71N3eXy4j873etWPZRn0fsS40227su9FhZ0zipYbeYOl3sbWn8xdipVB5XzA/Ff/2DZtpfpdpDPeOsF3rylY9jYkccU8z7cXZqwb3yhb0OV59bXHupa0hr8xq/idCqf2ZM0n+3uvYWruMS7f63X7xqqpWka27B1vQxf25Ynah6x/Vfmux0l/qlTxI2gIE9A3rCf8JTPznZSS1q1jhWbGFsjX3M7ZOyjRQ31bG18hCylcnLlsZJyC41zrv42yp7tWys7CyxrI7pa8bYXPtLlYnJX6M/1LndNa2LY5hIY8IVd7Fjmh3n2mvrPOu1lrkGVfOK+jzXti3K++6n1LkWbVjzNSRh8+93QmrL5BJ012x3+pY3D6xPVP38F6c7hAQgeYBgt/XYTU/+T/yLT02uhL/X4+8UX+5vsByxc0vCSWiMpNiUvHFjyceeYhI7xtnRtpP5YMCO9+aOoFT72v7aUnxItRX589h12U2xJ7GMnfPs7Iq92DPPnql2k3hWfG8xph6Jq9Y6NNWmrfKH1oo6Tukxpudcc02jj7Vq8yjXcYmYLYVU17Wkto1iV9pZP66vTlTdB7DrbhQTAaw+UAza/mysJ/9LnvmZyZXwW39+a+kTX9xU8XTti3zfGGHeqD82fPy1HAejX8sUUqVYr/s3dzzb/hrdbrS//hifY2MpPhOX5/vMFXfnxoc5vt5KWWV7KUZv3fZH4qpxH9/bWPf5Tmqrfn2OT5vYCvehftqiZWkh9fO7cWen3GuYbQ31i/Pz56sRbLg6UVUZ/SgoX3vDdIeVegvOI0BCG8cNBmosPOVZ13jT1hdx8H3A9/4GS4iZ+tga7aTnCtcYYWy0i30+/tbIXsk++TiuseaRfFWyPz3XpW3dcxvX0jYX16p/xOYysVkayzVixlqYLNEP17ocpi8ybXPZC5Mu38XEpC2usVPGiylS5gqdoXJKUJ3+6T89SupzqEzoPOJqmbkohZVe865SVNXG3gewaz4vpl4dQrsYnKUYUPw/7TmfdaZeFiml+ks988eOL2aqWLomG/vGx5r6OUpftsReKZ9o0ckV52vepEv+KtWv3uoxdwBrWyOuzp9vXH72cd0bG6O3xxV3a8aO0W02p/2+dQc2Px5TXGzOsX9uWVdMSq3vaNMX2sSx+4kWgqoSR/ei6kMecpRKiKqqXoTVeuuB1DG2ZP6QqGquJdXfN507v0/mcX1sqf9P6Qurztz1n3eONZJq6O2f+Zwz2fn5fNx+2GNceyj2n37pZ51pv4Czxgufx/V3Kd9tIWa6xgZjYln+Q+zhn4v+CcX3UvHAVY/LV7Wv26p+c5Hrm0dVvlZt2sJ1JK6PHgCzXqnC2trHci/jxheze2ljb+3wsdkqLtSISXp+sfWJVn3qyc/HBNV/2P0IVcW0F1X/yT85SntRtdD1jgmrzFVV5qqeuJXakiKq2oKqKa4uJaju2+ATVVWnj54Mffq66Q4hbTGI9Q4m7Zsnbijmn/G8a50J+86z79rtt98h4IiX6vjI4pY0NpgD+hkPJdiznwbbn0cfv73Ed8lXI8cGc73omj/t/unYof7XMVPVQ0xJiyl6jNp2x45pdsyJbb6Ym1MfZWSfueI29vIz7uOzdnxwrRdL+UzSJ2r3qVTb59bTUkzVwuleVD1z5iiVFFXVNRBW689Xc7mrWd4nqpo7U03RVMeAYURVbcB9YP7UtWLaShCrCRN19xFMFOfPeuHnnAk/9eGn3v3gi5cqjo4mnuiJSxobo/Wld3bmtC/EnWLPV38o/in/j7q70Mew6ldrjiVfjbqWirGtz75HN8fGGnNUW8wZv6llY+yeWif509c4rriLLdNtKdnMNS9h37B9564JcmwsxaWcemLLSH2MLTtqPi1AltopGlPPXlT97//7o1RaVEVYDY/nUXmNaXdIVDU3eAy7U9U0xD5wfeIaZ4oxGnm2PWh6979i/DmXfV5Mvbed9vU1ttYSLxkTfXEVGuch7tQcbtehFyuu2KeO6zLHdhca64HWomTIDvbaxdW3JcU7yVc92zGHG2X32D5J9kjx81bypozXrdhkyX66Ym4s90u2vfdrS+uPJWN27/ZyidK+e3d9TpWdY1s7Ls2pK8XOrvGXUsdIeZcQVJXguRdV/7v/7ijVEFVNYXUkn9DW+fdJKaKqGvP27lQdf7r++r9rEX37xz8zSQmw5oOFDZexoRqQz33x9SdSq4UBfl/G7zXtrphyxUp9vOb159btGhNqnMytm/J1eI9hzmTSFEnt+OeLffZ1eo2TPoZVf5cUPny+6n18hOyaGyNcNundHq3aV8vurdq/1utI3PYaE0fxgcQ6Ns1bN6SsC1JtrMUMvX7Q4mxLzrY0b7QUVZVwaqbpv/1vJ53sczG7XWPz6D62ZIhr5cWWUnZTomrvKSTYBt+p6jLW/snQRz/lTEveqJRyMPUsO8Ba2l/x/LyX3nAipS4uWraZa43Bp15w+uJlj75kTIzBl8ROaH7WLKp8LvZCc7h0jVCZ1py7GNaxvnV7Un3VQ/t8a0BpzixhWxe/vfHV2j8hnrdun9b+MK8Hs+XnS4l3GM+3s16LxqxJ9RrBHlN2HepzL/dJWxmDLUXVox2qp09PkyPV2LGKqJo/zpecB+dcW9qpqo718i/0Q1pRP1TlM9BBAPukmHoJsnMcTNntDGrF8gtefuOJxAJuOwzUHu8XF7L9x0zfeGBMjDEmfPOzZnEu865rzK23VHkXxyrWl7rG3Hp8fppbd63yPruWWvu57LLV+OOzueK5lN1rMbOFekccy736xeS91zaO3i5JIHUdM7/RYva7p3gc0iRG95dqf2tB9diPVP03/800WamGoMorAMa4xyg9nlyi6oUH/3HqIVUXVZVBVRC7/epPiKmnYFva+dS3nkGvGL7sVV88kfDxenzcky/1olWKm73cGLvGBDF9nDFhzs32jVLJ8eBaA5S8Rk5dLoZVrM+pr2YZlw17HG8+u5aOX72yVZMFV90huy/RJq55fD7w3Q9hq/Cv1JvzlIrTpeMJPhhn/ZLrq7WPwaVE1aMdq//1fz1Nh6mWoKqFXHarrn+8muPcJaref+HBSSVzftDHzP/1ed85lUcq4yprHm8iqh4Jqx/5+HS7I+UGR8pta0At4W81YF7ymi+dSEu0hWtui3dzgpBi51I8MCbWw6FmrDZL+xsZYf5fShR0MdzzTbpkw97a67KrmkMVY6X97eJKsVab6Z7q99ld276n9m65LTAbN3/aD/r0OlyzUzqWbJnJLfXdN/7WMG8sKaoeCav/1X+1f89q7PtRc/MhqsbF0rWMb5eoeu8DB4Kq+l//bX5OOa7nHbuMVJ99rWaiqhZW7/jwxyZXWovT6cd6BrkaRC993U0nEj5ej49H8aV5g2HGUC1UtLrBcI0JNU5GsSXtXGb8Knak+b8Vu9rvLoZ7EyhtTnuxn2/8SLatPd5cdlGs1b52D/UTk5eJZ7m+H2Ec5/ZtTjlbRDXX3r3H5jn9pmz78eubM0aeN5YWVM1XAeQKpSnlEFXbj50l45VLVP3F/RcmM+m5RDqmzvnym2WlvL46m4qqWli9/YMfnVzJ9U6WJZ3Itbc1aM0b75e/4a8mM7Gw2yYLvcUAHfTNONqCTXVdaUyoY73ZiPb0N1b3O0Qc839LYVXiWDHcsg25fPpsmFtnqXK2XVvEJHO+jllbluprL/W4WB6F517s2LodrnHcOgapdrTuu74XtEVUe22h29XaJkvYg2u2X6/45lI1l4zqk16E1RRxNDcvomr7cbPkuHCJqj+/78Kkk55X7GPqs3TOPm7mseeoUJ3NRdUjYfX9H5lu96SUSVR3eklHc+31DWzF1Svf+OWj1PIGEZ7Wx1MNn+4XhVYcrXEdU7gwx4T6OyVW12wbdY8xZiRmNcMtfGjHdc1zi2uXuIbPfsqOJa6RU0cP82XINmucwyWe19jPHCZ7LuNjtcWcqu+bVPxrcQ9l35za6wj9GXbHmMd7HluxbYuZL2Lr6infVkRVBNXtxQqXqPrTex+YzKTnG31MfVZ/28elMjqvmd+cv3x1LiKqmk8pb7/qw5Mv+QKV7uSr3/yVSSV70u4pyK2pLbadl3rSXdOmqk+aK/1/i4VuzT5R9zonoP3CUIijpf3NmFgnP6U5ianPxaziOKZ8bh6JYRXfc+tbqtxS9pP6a6/Dlp4vfbYpwZe5/lnK/+ZDLnudoj6zVhkjVi8xjl3j1byHKs21K+7asRdux+C2NB9L1ucbg6MK/EuLqjrG5O4+jS2HqLq9eOESVX9yzwOTmTSD6pj6W58zj/vym2Wksq46FxNVzUWh7uQdV31ociV7slVlXnP5V49++dE+b75GQOXV9ZrH1bElg/ko17ZFVGV3O9l5bDtL9u+1/5otu4+9tpd2bW9isX1uxjgzhpZaFDImYKxknHHxqtkteS1zrSHNXTWuVbtOn/1aChO9xoUQX6lrP3N9YzLkWveY9ZeKwVLMXwvPtcdLz/X7WC3Zbs2qxIy0ntfcSuuJ2BjjuqbqV61xUdJm1LWNdU8v82lJ3loKq/Y8+Ja3v3BSKVYczc2HqLqN8WmOC5eo+vf/cP+Ot4vporB//4kNl+Y5XUbKb9epPqt8+n+be/V5cVHVNJbUwNuv/OCkk56EVT5dLnVy19cw6y0ZyNZUl7bV69/29cmXXIsj05+mvdXfsX5rbU/VZqmvrdvB9bY3Wcz1uWLXHmd6rM0Zb4wJWJzLplTexas535e6rsTw6Df1tcZ7rM17jwshvhRnvr6a6xdzTWA+MDbLq+Ot1jy27dW1VRtjfUe+fmJ6iNMSvnKNVR/L6rrSPZnEuFSPvqYUZ+esR0rYgzr64b8XX7QYhy37WltUNePAW9/1oklKuWJpTDkE1W2OYZeo+nc/v28/X6n/7b/1MX1c59MMpxw36zKvpetMFlU1yPx/64QNsAEMwAAMwAAMwAAMwAAMwAAMwAAMwAAMwAAMlGfAJar++Gf3TSqZYr8+Zv6vz5t5fWVD9dn1JIuqLZ+0tLjW/unUe67ap9F3rpSwlwboze/6xiSluU+YTXtru5u2n1t/rg1Uu8z+wsI2n4Ll8tNTOdcY0+Mttq32mFDjY6nxGdtm8o01bkOs6rkh168Sw2viOGS/XLu5yvns2WtskGwk7cArbSuzPn09c82Ts+YkJo8V32KZ8o3j3LWoby0f267UfPqaqeXIv06uR/WrazyO1p8Su1XNufId73vRJCW1s1TFqZgdpiXymGLlaD6hvfNinUtU/eFP751ykuI7p5yrTLKoeufuKyFrS8qot737ymNpbX2M6Y+yw1ve800x6YVdTD2hPJK9tf3VdULlS5+X+r1EO0r3i/rWF6tifeobY2qsmV/Xc9VpjouS4z+2D+TbBr8hVvXckMqDaz5Lrafn/DG2K9V+lz1HiA22iFrKJqn16HbY6031Wdfli822D1KvT/5+Y2rJdbFvrMJAvwzgm358I43HEe8LTQEyRdDUc9W7rnrRZCc9R6XUVyqv2R/GSz/jpZUvXKLqD/7LvVNqUoynlgnlR1Q9fG/Qbe9872QnBckINwwlYFZwXf6+b4lJ26HEdXQdRzcXgt2VH0peyyca2f1ucV2usb2JYAmf7xeFjvGlj7sWiea4qDH+l7AH1+xz3MVwqnmN9aFrPostP1K+GPvNvRn02XNu3SPZulRbc3xmx+RSbaGePuJiDBMxvpLG6lbuY2LsQ54+eB/BD/aYHHUcpQir+t78PR+4bLJT6x2pthCLoMrYdYmqd//knqmHhKh6uPNWBZLb3/EeMY0aSGMnLdX3t17518dSqxsln92VP2q1w+5zrevE+oB8TBY1GAiNLx3zzGuvPd7VsDN1zhu/eiHvmoP18Rg2pdi+9vgeGucxdpMY1n6x1wfqM8zPZz7Euz6v/BDz7QJ8Ms8nS9svNI4VD742Smt5NVbXHv+W9hvXH3vchcaUGadHHUshYVXP9e/70GWTmVp+rd+3mxVBdb1jLCV+ukRVdbyXdNO585MvndInVYNTOj9a3v1Tqbe/25lG60+ovTqIvuMD3550yr35Cl0rNGn57F66TarfS/Z3jq0oy8SSysDRrnBPbNPjb9QFY6pNyN/nOIph1TcfmLFdxfgt8Rxav6TawralOWcyfsqMHxfv+rj+H3uXsXfvdgyNYXOeNuOgGpvSeO29v7RvG1yP7GfXmByxT5KwqueY91/94slMS37F37VDdUSb0+ayMY6dqoO9g/UggL7Lm5YcJOZiO7cduo53feg7k5lUfak3XrltsMtdvLkob3v7BkX1WV9/qf6Wshv1lA3Ya7anFNu4eYefHpmPnQ/0XM0uvgOOS61fVD32+qD0w80euVuqTcRh4rBmL2YMm3FPj3s9XhmnsLRUHFvrdV1jUt8zj3Qfaf8i/Qc/9uLJTkt/zV+LquxOJZbZMYWdqiOKqm9753RbILW6ibMX2+/+yN9MOtnndJvMtpvtNHc9tGp/6iR7dDMdYX9X3S6bsdgkQKfyuLb83LwzBkZi2uTVNSerPCP1qXZb9zeAgfkzNHea6wweQBIzajNL/RcZixm/enzbO5lHEnfwOXFlFAZCY3K0e0tbWFWfP/TxF+9TqR+Uyq1HatsonNDO+jEt9M5S+x439FX8Jc5v5uv/5pNi5Zjbr3h7MNVYxJhQvPej353M5BJD1XEbppEFFN12nw/siUyV0ce0zbghrB/kmEiwMQzAQG0GzPlMzwsIqie5S1m76PlS21bPm6PdJNZmj/qJby0ZiFn/EvtgsiWTW79WzLw6go1UP/Q8LwmY6liuIDqnHGIq8Sxm/PhEVT1vaqHU/ryEgCpdc3Oiqi2u3vaWt02hFANDKI8G4KpPfG8yk1muhogbateS521hWPKD/bRetXdrdlrSR1ybyRAGYKAlA1LMb3n93q+131njWbeY86rdF+ZOxnLvfG+lfa71L4IqY3QrY6CnfobmVT3n6nvQnh5OuvQFPd9LouYckTSmrEvU7cnntKWvWIuoOtjX/6UBpIPRbW9+6xRKOV+r1/V/4FO3TCr1GJB7CSzSbtxe2kY7+gq++AN/wAAMbJWB/Q3g4Zpl5G+tbNV/9JvYZTPAwySYIC4sx4A5p0pawImHILv51/eQ0qwjRzuIYcHWF0ydQSrvEjqlH7mKEU5Vnpg6Y/pCnuXY78X2iKorEFU1TJKgd9ubrpik5Aukdj09Pc3qZeDQDoInDMAADMAADOQzgAiTbzu4w3YwAAMwAAMmA3th1brvd82zkmYg/c7J0catXb3qvKp/Lne6zg9++tZJp1StIUYMnZtnbj8pv63xiai6IlHVt4tVCp7mMd+7UAkK2woK+Bt/wwAMwAAMwAAMwAAMwAAMwMAYDOxF1Tdevk+lH1oeiauH9atrpO5g1XV8+Jpzk0qaq5Kv9UkVUmF7DLZH8BOi6spF1REgpI0ENBiAARiAARiAARiAARiAARiAARjIY6C0mGr74aK4+padeCsnU2xVeXSZVBEWBvIYwG7L2A1RFVF19jZ+Bu8ygxe7Y3cYgAEYgAEYgAEYgAEYgAEYgIFWDJx4R+vr3zTdZqXaAm+rvnIdxlUMA4iqiKqIqjAAAzAAAzAAAzAAAzAAAzAAAzAAAzCQxAA/1IzwGCM8rjmPT1S96dz5ox3beqyoY72lU7pBqjNrdhZ9I2DBAAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAwPIMKB3STr2JpqH2IKryNA0xHQZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAaaMRDaqRoSNHs4j6jKgGk2YHgStPyTIHyAD2AABmAABmAABmAABmAABmAABmAABpZmYHWiqrT1lmMntyNjE2wCAzAAAzAAAzAAAzAAAzAAAzAAAzAAAzAAA/kM9LDbdE4bjnaqzqmEsv29LBef4BMYgAEYgAEYgAEYgAEYgAEYgAEYgAEYgAEYqMNAN6LqGrb92pCusU+ugbilviob0N86AalloN+SD7fU17WOzy35cEt9XSuvW1orwOv46wHf2mON/l1jn7YUc7bG65Z8u6Wxudb1z5Z8uKW+hjQKRNWdQBYyUu75LYG2pb6udRLY2iJtS8xuqa9rHZ9b8uGW+rpWXrkJrre2zF2TlirH+Bzft1vy4Zb6ynzC2CwV51vVs8bxucY+bWlNl8s+oiqiahFReUsBZGuLlrX2d0vMbqmv8MpNRe6CaKlyWxqfa+zrGvu0tYesW+vvlpjdUl/Xuv7ZkqADr6xhl1qL5lx3a7z6bISoiqiKqJrBwNaCyBr7u8Y+bWnhyU3w+AtPeD3wIbFobJa35L+t8brW/m6J2S31da28bmmtAK9jrwcYg+P7L0dcVmW6EVVzO0C57cKL7/E9DMAADMAADMAADMAADMAADMAADMAADMDAEgwgqmbsUlzCUVyTAAEDMAADMAADMAADMAADMAADMAADMAADMAADfTBQTVQ9derUpJPpbPO4+tt1zgbEVw6Y+oBpjX6QGJb66eJ9jTahT8uPt5rxFf8u79+t+ID4Cms9sl46vqo+skaA9SVYJ8bC3RLc5V6T2AuvuewsUY74Cq/HdMwaENoCqBZPbfh8oqsktupjsRDX6Bt1bmsApbCWkheOtsVRSX+Xjq/EVVgsyWdKXSkxMyVvShvIC/++B/9z16+2oArH8NYy5qTwlpK3ZR+41jbGTI21ratOmNoGU7X9nBIzU/LWbjf11+G/+E5V1+5Tc2Hpu4mPEVoBsw4MDLJ5doXLefaDv7D9asRXRNWw3WFzeRsRX5f3wdrHQY346qtz7fakf2ONWWLsWP5a0/gi9sLemniW+kJ8XT/jxUVVGyQTorXsVI19mmbvULDFC7OeHoNJyX5KonqPfXbtWJF8GcNz73309dfX51HZlcZgjG979WOJ+DqSqFoyJvWwwCnZn9FirB1DXJ9H4tMXJ6SY6bNBD3ymxr3QrqBUn6dev3T+kvF1BI5LxqPe+S3Z115jb+p4691nW4+v9lpV8leqz0vHzFL11Yq9pdqXU0/JmNP7WC3ZV+Lr8mLkFtavOWP6hOZZopLQROdaTPomBEns6WlR6gr4McftAKHK1PZDbv0x/Ymd/Hrup8s+NqOxfc2191Ll7H5JjGr/+WywVPul685hdxRWzXb6WI2Jnb0v0qQ+pPq4x9ib2odQTOppDIbaEuqLj+9Q3T2dX2N8jZkzc9juzW9z168nFt0dr/dy5v3QGO7Jn5IvQuua2DVfr2uGkH/WEGO3FF/njtFeOfXFyVJr2x76njMnusZoD/0J6T/E14v6zij3WKF5MicG9bwOKNm2qjtV7QGfGxhjypU0SkxdMYHRXoyPuHgp2c/eJ4CQMOcLJPa5GIZ6yqP9LDFqn/PdZPTYp5wJYARWS8XXGMF1NL+OFHu3HGO3cMNvxp81xde1i6ql46vmoKdYGlrzhOZ637qh937Grgti55Je1wxbiLFrXL/WEqt65dTsb63Y24OoVXK913uMLdnXXrklvh7/UfrQmqF3Zue2r5qoKg2AGHFUCnox5eYaIrV8bLDQduixDzF9ntvPtYiNkvA0qk9DN8MuZmNsEMNUqzwx7PrytGpnznVKxte1iqqjxN4YTk1BJmaOzGFqiTJbWJC6RBnXDd7oi9IYnnuPu7Xi6xJjLPWaMf7zxaMehIvYPs/t6wjr263EWN3Ptaxftyqq1oi9Pa1x58Yc4uvyX4W3HwCYzPrWbyP5zo4/W4qvsesHKV8VUdU0fipgMTeMPYAZExhT+z7HkbXKzu3nCIvO2MWL3RffYrWWP2rVKy1Epf6FbFCrfTn1prI7Cqul42tPC84YP6f6tfdxOrc/o3ArLkB2X4XeyoI0FDtjYnDM+Fg6TyrPvfFbI7666lzaV6ExObovQ/ZN7V/M/Unomq3P++a/3ufGWFvFxM6YPLHXWzpfKre9xViX/UrH3h75TvVdj32I5X9uX0fglvh6IHKvKb7G8i2un+YU9i3I7OBo37j7Fiep50r3IVSf2TfXjZINmDRZSP0MXbvl+bn9NNtq3ji37MPca8WwONINU8xixvaba9LomV8Xu9K4lPo7l5ta5V1xZE3x1We7uTHJNS/V8leo3rn9GT3GEl+Pf3XKXE/0HF9j55FQHLbjVmi81D5fI76G6qzdp5T658aj3uJrzblklNi7hRhrcyuth2LWSCljZam8oZgassVS7Q5dNxQnfbElR28ItafGeeLrwftFfQy74lUNf5Sok/gqb4wYcf1ahIcSlVBHX9vRe/PHqIKqGfx7s+mS7dlqsFzS5lybGBsSCEZkhFhykmtswlgfcSxvtc29r2+JJ8fjCfYgvm41Vo3Yb+LrWON16/G1ytf/Rxy4tLn8wNXBsPegKPnebPuI7a/J89aDZk3bUnf5OLRmm44aY4mvbs6Jr8SANcestfSt99hLjJXjCPGV+LqWGLTmfhBfxxynW4+viKq7rehrDkxL9m3kweX6Cs2S9uzh2r6v4PTQPtpAPNsSA6PGWOKr/4Z/VL9uaezR123PNb2PUWKs+1sAvfuO2LLt2IL/L74ioFdbEF+Jr+KGPH3w0ksvnUjYAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAZgAAbcDCg9db9TVRtp4h8WwAJYAAtgASyABbAAFsACWAALYAEsgAWwABbAAlgAC4gW0DrqKf3Hlaf/l2ntqYXCvnYb0r/1jxN8jI9hAAZgAAZgAAZgAAZgAAZgAAZgAAZgwM2A0hj3oqr6twVDqb4+8pGPrJq2YEf6SGCFARiAARiAARiAARiAARiAARiAARiAARjYKgNKS/3/A1EZxAJiez5KAAAAAElFTkSuQmCC" alt="" width="499" height="233" /></a></p>
<p>La rotura del gran <strong>soporte de los 1,5280</strong> ratifican que la <strong>tendencia de esta divisa es bajista</strong>,  además de verlo en la serie de máximos y mínimos también se demuestra  en la situación de la media móvil (por encima del precio y bajando), por  tanto si miramos este gráfico nuestra mente como inversor debe de  pensar en corto.</p>
<p><strong>El soporte ya descrito en estos momentos se ha convertido en una resistencia</strong>,  pero lo más importante es que en estos momentos los dos indicadores que  aparecen en el gráfico están gestando una señal de venta por el método  de inversión de <strong>“la bonita”,</strong> lo único que falta para activar la señal es un <strong>cruce bajista en el estocástico.</strong></p>
<p>Este planteamiento es para inversores de Largo plazo, para aquellos inversores de medio plazo veamos un gráfico diario.</p>
<p><a href="http://www.enbolsa.net/index.php/divisa-y-comodities/item/731-una-de-divisas-una-operaci%C3%B3n-para-todos.html"><img class="aligncenter" 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" alt="" width="496" height="234" /></a></p>
<p>Observando el gráfico diario la situación nos llama muchísimo la  atención, puesto que la estructura del precio es justo la que  necesitamos para realizar una operación por nuestro método <strong>“MACDENB &#8211; AVANZADO”,</strong> y es que como inversores tendenciales que somos la tendencia es bajista  y dentro de esa tendencia necesitamos un proceso correctivo para  incorporarnos a esa tendencia, dicho proceso correctivo se está  produciendo, llevando a la cotización a su <strong>zona de control (RESISTENCIA + NIVEL FIBONACCI) .</strong></p>
<p><strong>La activación de la señal de cortos se producirá con la rotura de  la directriz del proceso correctivo, y será solo entonces cuando tomemos  posiciones cortas.</strong></p>
<p>Ya tenemos el plan estratégico para un perfil de largo plazo y de  medio, pero ¿y los inversores de corto plazo?, ¿pueden hacer algo con  esta divisa?</p>
<p><a href="http://www.enbolsa.net/index.php/divisa-y-comodities/item/731-una-de-divisas-una-operaci%C3%B3n-para-todos.html"><img class="aligncenter" 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" alt="" width="490" height="231" /></a></p>
<p>En este gráfico horario si queremos operarlo debemos de esperar a que  se produzca un pequeño rebote al alza, llevando a la cotización a una <strong>zona de control en los niveles de 1,5280</strong> aproximadamente, esta situación llevara al indicador de momento a niveles de sobrecompra, <strong>generando una señal acelerada y está será la que active la señal de venta.</strong></p>
<p>Con este plan estratégico, completamos los planes estratégicos para  cada uno de los perfiles de inversores, lo mejor de todo es que esta  señal u operación lo ha localizado nuestro <strong>screener (buscador inteligente), </strong>y todos ellos apuntan en una dirección lo único que debemos de hacer es esperar el momento para ejecutar la orden y <strong>fijarnos como objetivo los 1,4950.</strong></p>
<p>Ya estás de enhorabuena, y es que ya puedes aprender junto a nosotros  a detectar este tipo de ideas de inversión ¿cómo hacerlo?, muy sencillo  ya tenemos abierto el plazo de inscripciones para las próximas jornadas  en vivo de formación, apúntese y comprenderá al detalle toda nuestra  metodología de inversión,<a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html"> más información e inscripciones aquí</a></p>
</div>
]]></content:encoded>
			<wfw:commentRss>http://blogs.bolsa.com/enbolsa/una-divisa-que-no-se-puede-escapar/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Atentos al EURUSD, este es nuestro plan estrategico</title>
		<link>http://blogs.bolsa.com/enbolsa/atentos-al-eurusd-este-es-nuestro-plan-estrategico/</link>
		<comments>http://blogs.bolsa.com/enbolsa/atentos-al-eurusd-este-es-nuestro-plan-estrategico/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 12:41:00 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=688</guid>
		<description><![CDATA[Ha llegado la hora del EURUSD. Desde EnBolsa.net le estábamos siguiendo la pista de cerca puesto que a priori se podían dar las circunstancias oportunas para plantear una estrategia con objetivos de alto rendimiento. Lo primero que detectamos es que la tendencia del eurusd ha cambiado pasando a convertirse en una paridad bajista, por tanto [...]]]></description>
			<content:encoded><![CDATA[<div><a title="Clic para vista previa de la imagen" rel="{handler: 'image'}" href="http://www.enbolsa.net/media/k2/items/cache/4c5025fc27e21ebeebad07703ddb77e0_XL.jpg"> <img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/media/k2/items/cache/4c5025fc27e21ebeebad07703ddb77e0_M.jpg" alt="El EURUSD se pone a tiro, ¿estás preparado?" width="400" height="187" /> </a></div>
<div>
<p>Ha llegado la hora del EURUSD. Desde EnBolsa.net le estábamos  siguiendo la pista de cerca puesto que a priori se podían dar las  circunstancias oportunas para plantear una estrategia con objetivos de  alto rendimiento.</p>
<p>Lo primero que detectamos es que la tendencia del eurusd ha cambiado  pasando a convertirse en una paridad bajista, por tanto busquemos los  cortos.</p>
<p>Os presento nuestro plan estratégico.</p>
</div>
<div>
<p>Vamos a partir de la base de la situación en gráfico diario de  esta paridad, y como se puede observar ya presenta una estructura  bajista. En estos momentos se ve inmerso en un proceso correctivo que la  ha llevado a una zona de control.</p>
<p>Esta zona de control formada por la media móvil (soporte dinámico) y  una resistencia claramente probada por la cotización nos hace pensar que  el final del proceso correctivo y por tanto el inicio de un nuevo  impulso bajista está al caer.</p>
<p>La operación original en gráfico diario nos marcaría un objetivo en los 1,2830 consiguiendo un ratio 1:1,5, <strong>pero existe alguna forma de optimizar esta operación y conseguir un ratio 4:1??</strong></p>
<p><strong> </strong></p>
<p>La respuesta es SI.</p>
<p>Ya sabemos que queremos ponernos cortos por esta zona, ahora solo  falta activar la señal y fijar el stop, y conseguir optimizar la entrada  para conseguir un ratio 4:1</p>
<p>Para obtener esta magnífica situación vamos a emplear nuestra técnica de inversión llamada <strong>MODULO DE ARRANQUE</strong> (<a href="http://www.enbolsa.net/index.php/trading/item/713-now-trading-operaciones-en-vivo-del-08-al-12-abr.html">está técnica será explicada punto por punto en nuestros cursos online</a>)</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/EURUSD%20A%20TIRO.PNG" target="_blank"><img src="http://www.enbolsa.net/images/stories/actividad/EURUSD%20A%20TIRO.PNG" alt="EURUSD A TIRO" width="500" height="125" /></a></p>
<p>En el gráfico podemos ver la curva del eurusd en grafico horario y  será ahí donde buscaremos el módulo de arranque, ejecutando la entrada y  fijando el stop en este espacio temporal para después buscar el  objetivo en gráfico diario de esta forma conseguiremos maximizar las  beneficios y minimizar el riesgo, algo que un buen trader siempre debe  tener en cuenta.</p>
<p><strong>Lo único que falta es que se active el módulo de arranque para ejecutar la entrada, nosotros estamos preparados y usted??</strong></p>
</div>
]]></content:encoded>
			<wfw:commentRss>http://blogs.bolsa.com/enbolsa/atentos-al-eurusd-este-es-nuestro-plan-estrategico/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Una acción, una oportunidad de inversión</title>
		<link>http://blogs.bolsa.com/enbolsa/una-accion-una-oportunidad-de-inversion/</link>
		<comments>http://blogs.bolsa.com/enbolsa/una-accion-una-oportunidad-de-inversion/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 09:12:06 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=686</guid>
		<description><![CDATA[Como cada semana miramos al mercado e intentamos incorporar alguna acción a nuestra cartera de medio plazo. En esta ocasión desde EnBolsa.net vamos a mirar la parte de los cortos y buscaremos sacar unas plusvalías a las posibles caídas que puedan tener el mercado. &#160; &#160; La acción elegida esta semana es TECHNIP (equipamientos petrolíferos) [...]]]></description>
			<content:encoded><![CDATA[<div>
<p><img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/images/stories/actividad/oportunidad%20bolsa.jpg" alt="oportunidad bolsa" width="126" height="129" />Como cada semana miramos al mercado e intentamos incorporar alguna acción a nuestra cartera de medio plazo.</p>
<p>En esta ocasión desde <strong>EnBolsa.net</strong> vamos a mirar la parte de los cortos y buscaremos sacar unas plusvalías a las posibles caídas que puedan tener el mercado.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
</div>
<div>
<p>La acción elegida esta semana es <strong>TECHNIP (equipamientos petrolíferos)</strong></p>
<p>&nbsp;</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/TECHNIP.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/TECHNIP.PNG" alt="TECHNIP" width="500" height="233" /></a></p>
<p>Desde inicio de este año está compañía comenzó a demostrarnos que su  tendencia estaba cambiando y entraba en plena tendencia bajista.</p>
<p>Como ya sabréis en EnBolsa.net somos inversores tendenciales, por  tanto vamos a incorporarnos a la tendencia que predomina en el valor.</p>
<p>En estos momentos la cotización se encuentra en pleno proceso  correctivo, esto ha llevado a la cotización a una zona de control, lo  que nos hace pensar que ha llegado el momento de un nuevo impulso  bajista.</p>
<p>Por esta razón si la cotización pierde los 81,15 la señal de entrada quedará activada, marcándonos como objetivo los 73,10€.</p>
<p><strong>Aprende a detectar estas oportunidades de inversión en nuestros cursos online, nueva convocatoria JUNIO 2013,<a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html"> mas información</a></strong></p>
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		<title>En el mercado se instala la alerta naranja: según los cot</title>
		<link>http://blogs.bolsa.com/enbolsa/en-el-mercado-se-instala-la-alerta-naranja-segun-los-cot/</link>
		<comments>http://blogs.bolsa.com/enbolsa/en-el-mercado-se-instala-la-alerta-naranja-segun-los-cot/#comments</comments>
		<pubDate>Fri, 12 Apr 2013 08:23:07 +0000</pubDate>
		<dc:creator>enbolsa</dc:creator>
				<category><![CDATA[Sin categoría]]></category>

		<guid isPermaLink="false">http://blogs.bolsa.com/enbolsa/?p=683</guid>
		<description><![CDATA[A principios de cada año desde EnBolsa.net os mostramos las lecturas de los COT del Eurodollar, lo interesante de este indicador es que nos muestra el posible movimiento que las bolsas van a tener un año vista, si nos muestra el futuro, ¿interesante verdad? Os dejo aquí el enlace del artículo escrito en Enero sobre [...]]]></description>
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<p><img class="alignleft" style="margin-left: 5px;margin-right: 5px" src="http://www.enbolsa.net/images/stories/actividad/alerta%20naranja.jpg" alt="alerta naranja" width="187" height="164" />A  principios de cada año desde EnBolsa.net os mostramos las lecturas de  los COT del Eurodollar, lo interesante de este indicador es que nos  muestra el posible movimiento que las bolsas van a tener un año vista,  si nos muestra el futuro, ¿interesante verdad?</p>
<p>Os dejo aquí el enlace del artículo escrito en Enero sobre los cot <a href="http://www.enbolsa.net/index.php/los-expertos-opinan/item/600-el-cot-eurodollar-nos-muestra-el-futuro-para-el-2013.html">ver artículo original</a></p>
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<p>Antes de continuar con las lecturas de este maravilloso indicador  deciros que los COT del Eurodollar no enseña la dirección delas bolsas  no la intensidad que este pueda tener y que debemos de atender a él como  un complemento más a nuestros estudios del mercado no como algo  absoluto, aunque su porcentaje de acierto se acerque al 90% el mercado  siempre es el que manda.</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/coteurdollar%202013.jpg" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/coteurdollar%202013.jpg" alt="coteurdollar 2013" width="500" height="301" /></a></p>
<p>Las lecturas del cot dep eurodollar nos indican que tenemos que vivir  un movimiento al alza al menos hasta inicios de Mayo o finales de este  mes, para después vivir unos meses de caídas continuas, situación que  nos hace ser cautos para las próximas semanas y de ahí que “activemos la  alerta naranja” en los mercados.</p>
<p>&nbsp;</p>
<p><a href="http://www.enbolsa.net/images/stories/actividad/sp500%20y%20los%20cot.PNG" target="_blank"><img class="aligncenter" src="http://www.enbolsa.net/images/stories/actividad/sp500%20y%20los%20cot.PNG" alt="sp500 y los cot" width="500" height="236" /></a></p>
<p>Atendiendo al índice bursátil más importante del mercado de valores  comparemos situaciones anteriores para intentar sacar alguna que otra  interpretación a lo que está ocurriendo.</p>
<p>En Julio de 2007 los cot nos marcaban el final de una tendencia  alcista al igual que ocurre en la actualidad esta situación daba dio  como resultado a una divergencia bajista atendiendo a la curva de los  cot dep.</p>
<p>Esta divergencia no fue suficiente para detonar el final de una  tendencia alcista si no que a posteriori apareció una nueva divergencia,  esta vez en los flujos de capitales, siendo este el síntoma de  debilidad que hace que comience una etapa de caídas que durara más de un  año.</p>
<p>Podemos observar como las divergencias en los flujos de capitales son  importantes puesto que cada vez que aparece el mercado sufre  movimientos a la baja, a día de hoy esta divergencia no está presente  por lo que ¿nos tendrá el mercado preparada alguna sorpresa?, ¿tendrá  que aparecer esa divergencia para que la tendencia bajista comience en  el mercado?, ¿queda todavía un movimiento más al alza?</p>
<p>Estas pregunta son difíciles de contestar, puesto que cada una de las  respuestas deberían ser contestadas por una bola de cristal, pero si  atendemos a la historia y en los mercados “la historia de repite”,  mientras no aparezca la divergencia en los flujos de capitales o al  menos estos sean negativos el mercado no entrara en una etapa de  depreciación.</p>
<p>Si le interesa conocer más como encontrar o como interpretar los  flujos de capitales, ya puede inscribirse a las Jornadas de Fortaleza  que EnBolsa ofrecerá en Junio de este mes, no espere más he inscríbase, <a href="http://www.enbolsa.net/index.php/formacion/item/434-cursos-de-trading-online.html">más información y suscripciones aquí</a></p>
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