<?xml version="1.0" encoding="UTF-8"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:sy="http://purl.org/rss/1.0/modules/syndication/" xmlns:media="http://search.yahoo.com/mrss/" version="2.0"><channel><title><![CDATA[El Espectador - Google Discover - Tags / Agua-y-poesia]]></title><link>https://www.elespectador.com</link><atom:link href="https://www.elespectador.com/arc/outboundfeeds/discover/category/tags/agua-y-poesia/" rel="self" type="application/rss+xml"/><description><![CDATA[Últimos contenidos seleccionados de El Espectador para Google Discover sobre Tags / Agua-y-poesia.]]></description><lastBuildDate>Thu, 09 Apr 2026 01:42:36 +0000</lastBuildDate><language>es</language><ttl>1</ttl><sy:updatePeriod>hourly</sy:updatePeriod><sy:updateFrequency>1</sy:updateFrequency><item><title><![CDATA[NO VOTEN por estos candidatos al Congreso | La Pulla]]></title><link>https://www.elespectador.com/opinion/columnistas/la-pulla/la-pulla-no-voten-por-estos-candidatos-al-congreso/</link><guid isPermaLink="true">https://www.elespectador.com/opinion/columnistas/la-pulla/la-pulla-no-voten-por-estos-candidatos-al-congreso/</guid><dc:creator><![CDATA[La Pulla]]></dc:creator><description><![CDATA[Aquí les trajimos los personajes que no deberían llegar al Congreso por nada del mundo. Tomen nota para este domingo.]]></description><pubDate>Sat, 07 Mar 2026 17:15:05 +0000</pubDate><content:encoded><![CDATA[<p>Aquí les trajimos los personajes que no deberían llegar al Congreso por nada del mundo. Tomen nota para este domingo.</p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/HNMZuBfDxkg?si=Kvf5RrCrXZyaS6MN" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></p><p>La escritura e investigación del guion estuvieron a cargo de Juan Carlos Rincón, Valeria Cortés y Ana María Pedraza. En la presentación está Rincón. Kenny Salamanca editó este video.</p><p>Si quieren saber más sobre el tema, les recomendamos:</p><ul><li><a href="https://www.elespectador.com/judicial/elecciones-2026-la-baraja-de-candidatos-bajo-la-lupa-de-la-justicia-que-buscan-curul-en-el-congreso/" target="_blank" rel="" title="https://www.elespectador.com/judicial/elecciones-2026-la-baraja-de-candidatos-bajo-la-lupa-de-la-justicia-que-buscan-curul-en-el-congreso/">Esta es la baraja de candidatos bajo la lupa de la justicia que buscan curul en el Congreso</a></li><li><a href="https://www.elespectador.com/politica/elecciones-colombia-2026/como-y-donde-votar-esto-es-todo-lo-que-tiene-que-saber-para-las-elecciones-de-este-8-de-marzo-noticias-hoy/" target="_blank" rel="" title="https://www.elespectador.com/politica/elecciones-colombia-2026/como-y-donde-votar-esto-es-todo-lo-que-tiene-que-saber-para-las-elecciones-de-este-8-de-marzo-noticias-hoy/">La guía definitiva para que ejerza su derecho a votar: esto es lo que debe saber</a></li><li><a href="https://www.elespectador.com/politica/elecciones-colombia-2026/char-torres-toro-uribe-amaya-las-estructuras-que-manejan-los-hilos-detras-de-elecciones-al-congreso-noticias-hoy/" target="_blank" rel="" title="https://www.elespectador.com/politica/elecciones-colombia-2026/char-torres-toro-uribe-amaya-las-estructuras-que-manejan-los-hilos-detras-de-elecciones-al-congreso-noticias-hoy/">Estas son las estructuras que manejan los hilos detrás de las elecciones al Congreso</a></li></ul><p>Si les gusta lo que hacemos, los invitamos a hacer un aporte en <a href="https://vaki.co/es/vaki/lapulla#patrocinios" target="_blank" rel="" title="https://vaki.co/es/vaki/lapulla#patrocinios">nuestra Vaki</a>.</p><p>¡No olviden suscribirse a <a href="https://www.youtube.com/channel/UCu2cUfy1hmjlcfZHzvVuEgg?view_as=subscriber" target="_blank" rel="" title="https://www.youtube.com/channel/UCu2cUfy1hmjlcfZHzvVuEgg?view_as=subscriber">nuestro canal de YouTube</a> y activar la campanita! 🔔</p><p>Pueden seguirnos en nuestras redes sociales: <a href="https://www.tiktok.com/@lapullaoficial" target="_blank" rel="" title="https://www.tiktok.com/@lapullaoficial">TikTok</a>, <a href="https://twitter.com/LaPullaOficial" target="_blank" rel="" title="https://twitter.com/LaPullaOficial">Twitter</a>, <a href="https://www.instagram.com/lapullaopinion/" target="_blank" rel="noopener noreferrer" title="https://www.instagram.com/lapullaopinion/">Instagram</a>, <a href="http://facebook.com/LaPullaOpinion" target="_blank" rel="noopener noreferrer" title="http://facebook.com/LaPullaOpinion">Facebook</a> y canales de <a href="https://whatsapp.com/channel/0029VaRKdgO4dTnAMiWOX82W" target="_blank" title="https://whatsapp.com/channel/0029VaRKdgO4dTnAMiWOX82W">WhatsApp</a> y <a href="https://t.me/lapullaoficial" target="_blank" rel="noopener noreferrer" title="https://t.me/lapullaoficial">Telegram</a>.</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/N3HETYDYSNHSZHJZ4NUXOOY53E.png?auth=e0af638907c2b593d9c62bd19e6872c43073ea44ff814622fea8db233bb3ecd1&amp;width=657&amp;smart=true" type="image/png" height="1081" width="1920"><media:description type="plain"><![CDATA[NO VOTEN por estos candidatos al Congreso]]></media:description></media:content></item><item><title><![CDATA[Precio del dólar hoy en Colombia: así cerró la moneda este 6 de marzo]]></title><link>https://www.elespectador.com/economia/finanzas-personales/precio-del-dolar-hoy-6-de-marzo-de-2026-en-colombia-noticias-hoy/</link><guid isPermaLink="true">https://www.elespectador.com/economia/finanzas-personales/precio-del-dolar-hoy-6-de-marzo-de-2026-en-colombia-noticias-hoy/</guid><dc:creator><![CDATA[Redacción Economía]]></dc:creator><description><![CDATA[Le contamos cómo la guerra en Oriente Medio impacta la tasa de cambio y cuál es el valor que registra hoy.]]></description><pubDate>Fri, 06 Mar 2026 19:55:48 +0000</pubDate><content:encoded><![CDATA[<p>Le contamos cómo la guerra en Oriente Medio impacta la tasa de cambio y cuál es el valor que registra hoy.</p><figure><img src="https://www.elespectador.com/resizer/v2/WJGE2HVYHBEWVJIBWJD7CKGFL4.jpg?auth=0880dbfc8fd2f67903e03f6e20024b7c60bf168c8af2a3848e91aedddcbd4b51&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Man looking through magnifying glass on a dollar banknote. Audit and financial research.<cite class="op-small">designer491</cite></figcaption></figure><p>El dólar cerró a la baja. la moneda estadounidense cerró las negociaciones del día en COP 3.700. lo que representa una caída de COP 5 frente al último precio del jueves (COP 3.775).</p><p>Por su parte, la Tasa Representativa del Mercado (TRM) para este 6 de marzo es de COP 3.767,94, de acuerdo con la Superintendencia Financiera.</p><h2><b>¿Cómo la guerra afecta el precio del dólar?</b></h2><p>El panorama en Medio Oriente, tras el ataque de Estados Unidos a Irán, influencia con fuerza las negociaciones de la moneda durante estos días.</p><p>El conflicto es clave porque la región resulta estratégica para el comercio, por el tránsito de las mercancías que pasan por el estrecho de Ormuz, especialmente el petróleo.</p><p>El crudo ha tenido un alza importante en el último día, superando los USD 85 por barril, lo que implica el precio más alto registrado desde julio de 2024.</p><p>Analistas también recuerdan que, ante este tipo de escenarios geopolíticos, se aumenta la aversión al riesgo y, por ende, el apetito por los activos refugio. Esto hace que la demanda de dólares, considerada como moneda estable, se incremente, lo que presiona al alza su valor. </p><p>Sin embargo, lo que hace contrapeso en Colombia es el precio del petróleo, porque al ser un país exportador de crudo, una buena parte de las divisas que entran se deben a sus exportaciones.</p><p>Desde Credicorp Capital se anticipa una jornada alcista, con los COP 3.760 como pivote, pudiendo cerrar en COP 3.790.</p><p>💰📈💱 <b>¿Ya se enteró de las últimas noticias </b><a href="https://www.elespectador.com/economia" title=""><b>económicas</b></a><b>? </b>Lo invitamos a verlas en <a href="https://www.elespectador.com/economia/" title="">El Espectador</a>.</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/WJGE2HVYHBEWVJIBWJD7CKGFL4.jpg?auth=0880dbfc8fd2f67903e03f6e20024b7c60bf168c8af2a3848e91aedddcbd4b51&amp;width=657&amp;smart=true" type="image/jpeg" height="363" width="800"><media:description type="plain"><![CDATA[Man looking through magnifying glass on a dollar banknote. Audit and financial research.]]></media:description></media:content></item><item><title><![CDATA[Contraloría investigará pago de $253.000 millones a Navelena]]></title><link>https://www.elespectador.com/economia/contraloria-investigara-pago-de-253000-millones-a-navelena-article-729562/</link><guid isPermaLink="true">https://www.elespectador.com/economia/contraloria-investigara-pago-de-253000-millones-a-navelena-article-729562/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[Para la entidad los recursos reconocidos por Cormagdalena no están plenamente sustentados y advierte  posible daño patrimonial]]></description><pubDate>Thu, 09 Apr 2026 01:55:48 +0000</pubDate><content:encoded><![CDATA[<p>Para la entidad los recursos reconocidos por Cormagdalena no están plenamente sustentados y advierte  posible daño patrimonial</p><figure><img src="https://www.elespectador.com/resizer/v2/IBLCOXCYMZH57E3WTJ2FZEW36M.jpg?auth=0bae394c6758739d48e71d8310be3dae18b981c5407577fc7643c64236a405dc&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Río MagdalenaCortesía Uninorte.<cite class="op-small"></cite></figcaption></figure><p>
	La Contraloría General de la República informó que los más de<strong> $253.000 millones</strong> en costos y gastos reconocidos por<strong> Cormagdalena a Navelena</strong> no están plenamente sustentados, y advierte que podría haberse configurado un posible daño patrimonial que será determinado en indagación preliminar.</p><p>


	La auditoria determinó la “No Conformidad” frente a los criterios aplicados en las facturas que soportan los pagos de operación y mantenimiento realizadas por Navelena, pues no se evidencia el costo de las actividades ejecutadas en los<strong> 28 meses de la etapa de pre construcción.</strong></p><p>


	“El valor de cada factura es global y no discrimina las actividades y <strong>pagos a terceros que ellas abarcan,</strong> como tampoco se anexa a dichas facturas, los respectivos soportes como actividades, subcontratos, pagos a terceros, entre otros y los gastos de personal (Nómina) pagados a Navelena, que<strong> no fueron soportados con las respectivas planillas</strong> de nómina”, indicó la Contraloría.</p><p>


	Los costos y gastos reconocidos se dividen de la siguiente forma: Costos por Operación y Mantenimiento $215.199 millones corrientes, que son equivalentes a $247.906 millones ajustado IPC y por la tasa de descuento pactada; Gastos de personal por<strong> $4.816 millones corrientes ($ 5.625 millones ajustados)</strong></p><p>


	La Contraloría informó que por este caso iniciará indagación preliminar para determinar posible daño patrimonial, <strong>también se hará traslado a hallazgo disciplinario </strong>a la Procuraduría General.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/IBLCOXCYMZH57E3WTJ2FZEW36M.jpg?auth=0bae394c6758739d48e71d8310be3dae18b981c5407577fc7643c64236a405dc&amp;width=657&amp;smart=true" type="image/jpeg" height="422" width="800"><media:description type="plain"><![CDATA[Río MagdalenaCortesía Uninorte.]]></media:description></media:content></item><item><title><![CDATA[Constructores Quiroz Ruiz deberán subsidiar el arriendo de sus afectados]]></title><link>https://www.elespectador.com/economia/constructores-quiroz-ruiz-deberan-subsidiar-el-arriendo-de-sus-afectados-article-737328/</link><guid isPermaLink="true">https://www.elespectador.com/economia/constructores-quiroz-ruiz-deberan-subsidiar-el-arriendo-de-sus-afectados-article-737328/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[La Superintendencia de Industria y Comercio ordenó a los constructores de los 16 edificios evacuados subsidiar de manera temporal el arriendo de los propietarios, arrendatario y poseedores de los respectivos apartamentos. ]]></description><pubDate>Thu, 09 Apr 2026 01:55:46 +0000</pubDate><content:encoded><![CDATA[<p>La Superintendencia de Industria y Comercio ordenó a los constructores de los 16 edificios evacuados subsidiar de manera temporal el arriendo de los propietarios, arrendatario y poseedores de los respectivos apartamentos. </p><figure><img src="https://www.elespectador.com/resizer/v2/SSKHRWEPE5HTFPASWXRTIRYI6I.jpg?auth=6149e7398dcdaec2a4025adbf783e6f3c990a284b19fc401492e52d58434d9c7&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Efe<cite class="op-small"></cite></figcaption></figure><p><p class="rtejustify">
	Cumpliendo con el objetivo de garantizar los derechos de las personas afectadas por la evacuación de 16 edificios, ordenada por las autoridades, en la ciudad de Cartagena, la Superintendencia Industria y Comercio (SIC) <strong>ordenó a los constructores responsables subsidiar temporalmente el arriendo de los afectados.</strong></p><p>

<p class="rtejustify">
	La decisión que tomó la entidad este lunes determina que los afectados deberán recibir mensualmente, de parte de los constructores, <strong>el 1% del avalúo comercial de cada inmueble.</strong> Este dinero deberá pagarse desde la fecha en la que se ordenó la evacuación, los primeros cinco días de cada mes y hasta que permanezcan las condiciones que dieron origen a la orden.</p><p>

<p class="rtejustify">
	También le puede interesar:&nbsp;<a href="https://www.elespectador.com/economia/constructoras-de-cartagena-tendran-que-subsidiar-familias-afectadas-sic-articulo-735129" target="_blank">“Constructoras de Cartagena tendrán que subsidiar a familias afectadas”: SIC</a></p><p>

<p class="rtejustify">
	En concreto, las personas que deberán responder por dichas sumas de dinero son los constructores Wilfran Enrique Quiroz Ruiz, Eusebio Quiroz Ruiz, Delis del Carmen Quiroz Ruiz, Luis Alfredo Rodríguez Cárdenas, María de las Nieves Quiroz Ruiz, Construmax QR S.A.S., Emis Quiroz Ruiz, Juan Carlos Quiroz Luna y Dagoberto Quiroz Ruiz.</p><p>

<p class="rtejustify">
	“En el curso de la actuación administrativa iniciada de oficio con ocasión al desplome del “Edificio Blas de Lezo II”, ubicado en Cartagena de Indias y a las denuncias radicadas por propietarios de otros inmuebles construidos por la familia Quiroz Ruiz en similares circunstancias, se evidenciaron daños estructurales que presentan dichas edificaciones, representando riesgo para la vida e integridad de sus habitantes”, afirmó la SIC.</p><p>

<p class="rtejustify">
	Le sugerimos leer:&nbsp;<a href="https://www.elespectador.com/noticias/nacional/bolivar/defienden-validez-de-informe-de-edificios-en-riesgo-de-desplome-en-cartagena-articulo-735037" target="_blank">Defienden validez de informe de edificios en riesgo de desplome en Cartagena</a></p><p>

<p class="rtejustify">
	Sumado a lo anterior los constructores <strong>deberán acreditar el pago realizado</strong> a favor de los propietarios residentes y no residentes, así como también a los arrendatarios de cada edificio. Esto&nbsp;deberán hacerlo en los primeros 10 días de cada mes en un archivo de Excel, guardado en un CD, donde se indique la fecha del pago, nombre del beneficiario, la condición en la que recibe el subsidio, la unidad habitacional a la que corresponde y el valor sufragado.</p><p>

<p class="rtejustify">
	Le sugerimos leer:&nbsp;<a href="https://www.elespectador.com/noticias/judicial/fiscalia-aleta-riesgo-inminente-por-desplome-de-16-edificios-en-cartagena-articulo-734034" target="_blank">Fiscalía alerta “riesgo inminente” por desplome de 16 edificios en Cartagena</a></p><p>

<p class="rtejustify">
	La SIC además determinó que en el eventual caso en el que estas personas incumplan con lo ordenado, será la Alcaldía Mayor de Cartagena la que asignará a los hogares el subsidio temporal de hasta<strong> $250.000</strong> según lo contemplado en la Resolución 908 de 2016.</p><p>

<p class="rtejustify">
	El ente de control también decretó el embargo preventivo de bienes inmuebles de Wilfran Enrique Quiroz y&nbsp;María de las Nieves Quiroz Ruiz con la intención de proteger a quienes pudieron verse afectados.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/SSKHRWEPE5HTFPASWXRTIRYI6I.jpg?auth=6149e7398dcdaec2a4025adbf783e6f3c990a284b19fc401492e52d58434d9c7&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Conozca cómo es el proceso de reciclaje de basura tecnológica]]></title><link>https://www.elespectador.com/economia/conozca-como-es-el-proceso-de-reciclaje-de-basura-tecnologica-article-718176/</link><guid isPermaLink="true">https://www.elespectador.com/economia/conozca-como-es-el-proceso-de-reciclaje-de-basura-tecnologica-article-718176/</guid><dc:creator><![CDATA[El Espectador]]></dc:creator><description><![CDATA[Conozca cómo es el proceso de reciclaje de basura tecnológica]]></description><pubDate>Thu, 09 Apr 2026 01:55:44 +0000</pubDate><content:encoded><![CDATA[<figure><img src="https://www.elespectador.com/resizer/v2/M7HVTBZSNFCTZHGQ6ZQYEHXDU4.jpg?auth=c39ee44e5136b7cab1c368e8c42fd33d850c0ba55ec8d940e77369ccb01505e6&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small"></cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/44RCJ2QETNE53ABB6SK5VVP2ZQ.jpg?auth=cbb4c2b7b5146a2e4fe54b911f78e9fe28fb0960fa617828944b4fb8fd99e231&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/UZNKGVU2UNBZFCFWMJ6KX6JV6Y.jpg?auth=0901a2db3389bedd360fee9da383a4f0b1f5a2a5c795947fdae9c57942cbc7f5&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/V5FYL5CCBFASPETRFZ5S7SKN54.jpg?auth=1abcae4cce797766cfbe6e2254d8a046fe594358bc20c520aebdb3bf4e0fee9c&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/7QIUX34TO5CYJCFZ62KWJ4IIHQ.jpg?auth=74b032475454b76c656faaf7fd9c7e4d312ca14380efbad347af45441375db8f&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/AVR3WI4W5RAG3ECXNNYAOOLX5Y.jpg?auth=a9e2599fec413cb6d0523dc8881204da2599707c91f243dfa0548add6357d9e4&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/XFJMHJI2URGLHEE7CYQQGREDUE.jpg?auth=01a90ade283c099bed3ee587c73d2cc1f86b1aa77fee5319e67aadda335b59e4&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/6KLCJAQLKFHYRKFDUDRKKQ2BAY.jpg?auth=24e3d029aec638a9335724fe861650f60fbf11c096f0a1b6ea764c2476179e2e&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/JN6IFKIZFNG2TJ367B4VCJGZPA.jpg?auth=106400ecf3b88f259539a71fe713ddb788f0503f99c2f046f73f1cfbe1d5a219&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/SBL3POZRN5HDDKEQUTUHWXDUCY.jpg?auth=7fd8847b122bb7f81d826eac162fba6467f68b8e45bd66f75ead88c75d602aa9&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/D5WWWTCRJZEX5PH4HNUYFJTW4M.jpg?auth=1b80deefc61e1984973a531bda6776ce18cc3b49a22e184e2b57e0dfd3465c27&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/NNQXKOCIFJFGRBDDLF74EFVO4A.jpg?auth=90fa9bdfbe694f73c136ac5ecaa7a322d6057b6f5b1dccc7cb8af585f8022dcb&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/D4TZFNNMJVGZ7J7TXYQBZ5UNTA.jpg?auth=950e6b3d37dafab9aa0e33a76da2441dd222a042f9c69f938f7870a59cb82052&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/EAHENEAQLBHIZJKP5OHNHPZQDI.jpg?auth=ef110f937b1917dbe33590691604f0f3035f78254104d668755e3ecafc1e0964&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/KTY2BBKPIVEXRCGNWVKW3R66IQ.jpg?auth=7638bed69b8298f95e3441ca8e6978857b5adf58fbe31f8fc0f62d55788f1dce&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/BW6HAVQ475EG3AJUK3OGOQBGAU.jpg?auth=4ff9d70a8afb9bb9ba668aabbdcc54f674b90253d31eebb008a05e87b0c7f87e&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/CETQZMXPDJCGVKEX6O5WXPNHWQ.jpg?auth=28f2de452418354b245490bdca2138295869513f8594447b027b8fb9f40486bb&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure><figure><img src="https://www.elespectador.com/resizer/v2/NTO5APH5TBFI3DDVN3MPB3JDFY.jpg?auth=99b1185d2f050e4bb6ee4af41bf67b0a3b725d5a0e2dfbadccae51717089d72f&width=657&smart=true"/><figcaption class="op-vertical-below op-small">PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS<cite class="op-small">MAURICIO ALVARADO</cite></figcaption></figure>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/M7HVTBZSNFCTZHGQ6ZQYEHXDU4.jpg?auth=c39ee44e5136b7cab1c368e8c42fd33d850c0ba55ec8d940e77369ccb01505e6&amp;width=657&amp;smart=true" type="image/jpeg" height="554" width="984"><media:description type="plain"><![CDATA[PLANTA DE RECICLAJE APARATOS ELECTRÓNICOS]]></media:description></media:content></item><item><title><![CDATA[Conozca cómo es el panorama salarial en Colombia]]></title><link>https://www.elespectador.com/economia/conozca-como-es-el-panorama-salarial-en-colombia-article-806358/</link><guid isPermaLink="true">https://www.elespectador.com/economia/conozca-como-es-el-panorama-salarial-en-colombia-article-806358/</guid><dc:creator><![CDATA[Santiago La Rotta]]></dc:creator><description><![CDATA[Los sueldos crecieron un promedio de 5,45 % en Colombia entre 2017-2018, destaca el informe. Se proyecta un alza del 4,24 % para el salario mínimo en 2019. El sector de minería, energía e hidrocarburos ofrece las mejores remuneraciones.]]></description><pubDate>Thu, 09 Apr 2026 01:55:33 +0000</pubDate><content:encoded><![CDATA[<p>Los sueldos crecieron un promedio de 5,45 % en Colombia entre 2017-2018, destaca el informe. Se proyecta un alza del 4,24 % para el salario mínimo en 2019. El sector de minería, energía e hidrocarburos ofrece las mejores remuneraciones.</p><figure><img src="https://www.elespectador.com/resizer/v2/QCGTMVX455EWDHHAZQZMPJZVKA.jpg?auth=9931e382aaae46b06b49767f4af37c568b000c4a126a1f2c3a258dc0a7550357&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Pixabay<cite class="op-small"></cite></figcaption></figure><p>
	El sector de minería, energía e hidrocarburos volvió a ser el renglón de la economía en donde más crecieron los salarios para 2018, de acuerdo con el más reciente informe de la Federación Colombiana de Gestión Humana – ACRIP Nacional.</p><p>


	Lea también:&nbsp;<a href="https://www.elespectador.com/economia/salarios-caen-en-eeuu-en-economia-que-trump-dice-es-excelente-articulo-805727" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/economia/salarios-caen-en-eeuu-en-economia-que-trump-dice-es-excelente-articulo-805727&amp;ved=0ahUKEwj_292zoPDcAhWlpFkKHUvoBX4QqQIILCgAMAI" target="_blank">Salarios&nbsp;caen en EE.UU.,&nbsp;economía que Trump dice es "excelente"</a></p><p>


	Esta organización publica anualmente un reporte en el que se analiza el panorama nacional en material de empleo, remuneración y compensaciones. El documento proyecta que, con los datos que ha mostrado la economía hasta el momento (publicados por el DANE y el Banco de la República), el incremento promedio de los salarios para 2019 será del 4 % para las empresas y 4,24 % para el salario mínimo.</p><p>


	“Este año la investigación concluye que los aumentos salariales para este 2018 estuvieron en un 5,45 %, por encima del IPC con el que cerró 2017 (4,15 %) y levemente por debajo del aumento del salario mínimo legal vigente (5,9 %), lo que representa que las empresas van en sintonía con la realidad económica del país”, afirmó Lorenzo Ruiz Ortiz, director de la investigación. El incremento más fuerte se registró en el sector público, y fue particularmente pronunciado para los docentes, quienes tuvieron un alza promedio del 8 %.</p><p>


	Lea también:&nbsp;<a href="https://www.elespectador.com/noticias/el-mundo/para-que-alcanza-el-salario-minimo-en-venezuela-articulo-803736" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/noticias/el-mundo/para-que-alcanza-el-salario-minimo-en-venezuela-articulo-803736&amp;ved=0ahUKEwj_292zoPDcAhWlpFkKHUvoBX4QqQIIKSgAMAE" target="_blank">¿Para qué alcanza el&nbsp;salario&nbsp;mínimo en Venezuela?</a></p><p>


	De acuerdo con Ortiz, “la tendencia más destacada es que las empresas están incrementando las compensaciones económicas dependiendo de los resultados obtenidos. Algo que antes sólo se veía en las áreas comerciales, hoy en día se está viendo en distintas áreas organizacionales, porque las empresas están enfocadas en la productividad”. Y agregó “la llegada de venezolanos no ha afectado de manera significativa el tema salarial en el país, debido a que la mayoría se emplea en la informalidad, haciendo que su impacto no se pueda ver reflejado en el mercado laboral formal”.</p><p>


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J2NbHE1zNz3Sadp0Go94I6j4ucixWM5tj+SU4LfJuFxMnJpbmQW4JmB8Mu0l7maBwdJ5gUGXiHKPFiefjWUuHH8g45yJgdcfjInRuxxe0Obq8yOD2tc7a/UajQoLxz/lkPEeHZXkU0fejHw744idA+V7hHEwnyB0j2goPFOfz+JdjB8DvcrloT1slyLF22RVI3wyVJXtkcyA6ueJWljz63a0t09bXVBfMvzDnOf59leJcLmpY+Lj1eKXKZK9E+ffYsN3RQMY1zdrdvyndT0Pvh57z/nNrmXhfxbI3q7KuUqcvrUMnBCdYm2II592zUuO0tc09SoH0JmrctPD37kOne1q8s0e4ajdGwuGo82oUjxCn4m+MNjwyr+JI+aXYyuXOtYhsUvezwR2DBLL3pfpG4OadrRr0Gup+Sgtec8RuQZvkmB4vwh9etZy2MbnLeUuRmZlenIB3QbE1zQ573EA9dBqEEHf8Y+XY/gHNZrcVP6XcMuVqk0kbHGrPHYssijmEZfuG9hf017fgQb+d8QvEbjHh5e5dmoMfJPfdUGFpQd4YqbLI+Vck0aX7dW67emvQFBNcXzHiZT5HDS5Eaeb45dpG3DyLHRGGOGRo3d28b3h7HNGrXDt1CCqQeI3ivmeI5HxFwrcbX41SdYmp4SzFI6exSqEiaV9hrwGv9R+gaNOmnuhI5LxZ5JkeTcKx3FYqgrcux0ttvtoeTDIyN0hLjGRu7oMdq0fKI01GuqCT4NzbmJ5LyriXJo4MjlcBFFbp2qDO5FqGdm9rO7e4hr+rR26fBqQgsxzrxh4zi8dy3kkGOixVu9HVvccjjd7TWhmeWMe2yJHNfJoAT006/AGz/8A1R//APM//lCC1+KvOrfEcBWlxtZlvN5a5DjMRXlJEZsTk6Ok29drQPfOgQQ2A5fzfD+IlLhXMJ6WR+eKUlzGZGlE6uRLDqZYJI3OdqA1hIcP/EFNw/ij4v5rwum53VdiYIcS6V1um6GVzrbIX6yEHfpC1sZ0A6lxBOo6BB7dxzMMzfHsXmY4zFHk6kFxkROpaLETZA3XprpuQeP+Fd/KULHi3cxVB2TyUPIbhqUGuazvZe9kDWlziABqdT6EErHzHxR43yPisHLnY63R5XN7JLVpwviloWXtDmMDzI8StBdo4nzfCGO9zrxHz3MOU4fic+Ox7uKtb3WNuxOls5B5aXEjR8eyM6BrS3zjU9egelcWyWUyfHaF7LUHYzJzxB1yg/qYpR0cB29NRq30IPOouY+J/L8pyOXhb8fRxPHLUmPrtvQvmkv2641laXtewRM6t0069fgCNyvjpm7HAuH8lwFKB17OZSPG38fOTt3gua+Nkmo2b3NG1x10B6hBKci5f4mYVvHOKulxtjm3J7dgMuRRyGlVqQAPe4Ru2ve5rXdNfMUG1xvmnPI/E+3wvkDaduOjg3ZJlmjG6N9mT2hjGu2yPIj1a8sLNT6w3a6HQBB8g574x8ZwDOb5+rj6uJFtkVzjAY51mGtJL3bX+1NkLXSnoezb17PIAm+Qc25y/wAWX8GwJowwTYgXmXLcb3mCTvtrpNrXN7z1RtDPV6nUnQaENDD+J/MGcP563Lsqv5NwozM9phY4V59I3PieYyQRrsOo17PMgla2b8R8zwjBclxuTxOMinxrLuXderzPYHlneOezZI3Yxrde3VBpeH/PPEnNeHGV5RYxkGUvOlezjlOsw1faY2uEffPErztZvJPygdGn0IOK3L/EzjnL+L4vl8mPvU+VmSLbShfDJSsxsD+7Bc94kZq8DU9f2w6y8y8SuUZ7k0fDZKFHF8VnfS/y2CSeW9dhBMsXquYI2Bzduo6+Xy9A62/FnkxZ4byjHDGycruPqZijbieJYu6kZE7uw4sc3U7nNLgfV0QbE3LvETlXLeQYjhc1DF47jD2Vp7d+F87rVxwJdGA1zRHG3boToT5fLoAgsj47cgd4dYXkNGjXZm38gjwOaoPJMQkayR8jYn7jt37WFrju26+XtQWGhy/xAw3ifieLcpkoXqXJK1iahNRikhNeaqwyyRHe55eza3Tcep116diCIn8Q/ErPw8p5DxN2Prce4rNPXiq3InyS5B9NneWCZA9ndN2/I08/UoMuT8Xs5mZeE43jb6mHn5dVfbfk8i0zRQuiBDq0TQ5gfIZG7ep83TUoLr4fZTnNqLJUeYUI4L2OsmGtka7SyvdgI9WaNjnOLT09YILYgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg8L8OuU0PCrGZLhvKqlytPUvTzYeavVnsxXq8xBi7l8bXjf5CHEaeU66oNTmeQ8Tr3hFjMhyNtuvHezDJc9WpRd1bgwrnHRjmxgO8gLvL1Ad5VAxcJxPEanjbgrvC8Laocas4qyxl2SGzHFPONxc9vtP3QDa0N1cBqezzoJTwV47lLv6veVwRhfWv5GLJ1YY52mMh9iIxsJDgDpq5SKfynndKT9Xabhs9C/X5FjIadPJ1ZaszGVhWtxaSyyuaIw1+wNaN27c7sUC9ZqzLw7xVxXNslBM/jORwDcRZvQQyT+yzskE4MrIg9+1wYADt8/mUjV45b5JezniB4lYrBTXaVyCtUwOLtsdBJehrMa2d7WOaX7XBpLBt9Ynb2hBD8btYaTxB43Z8MaeRxhuSk81wnc2IcfXh2jf3jJmtiZI06hvd9PN17YHqXjTxvI8k8L89iMawy3poo5YIW9XPdWnjsbGj7Jwi2j0qR5hzPnMHM8DwWni8dffcx+dxc2bDqk7I6csTXxuie97A0kucSNpOgHXRBxyzi/CsT4t8hyXiLhpbnHc7HWnxGXZFalihmhjEcsD/ZdXBzyPK09g86gc8+wnHv7tuMnhmBt43Gz8rrWnVJYZmyu2xTRGwWSF72se1jCCdOmnYg9y5P8A2ay35lY/qnKR83ce5pRf+rlW4TVp3bPJcmyxVx1OOrM5k4mvyOMscwYYi1mpDvW13AjTyqBL8q4DiOP8o4pf5xiZMtxSHjtXC3rMDJpW1LtRoAlkbXPebHAbQdD2np0QbPL8NwWXwT5lL4f4G1Tgty4+IyOgss9sEFuF7ZIGTkyOYzvHjXaPKg9I5RlL+I8MqE8fH/pFXFepFlsUW7n+yOiAmeIi1/eFnT1dOzU+RSKD4esx8niM6r4dHIM4Hbx8xzdezHYbSrW3giP2cWg1wkLtNzW+TXTp2BHYDldjifhJkfDW/jLx5pAy/jcfQgqzSts+2vkdHYilax0Rjb3+vyuoCgb+I4nl8D4keEePswPc/GYi5FemY0uijldVmLmF4G3o520edSJo1eQx+LHiTaxEEgvyYGAYmYtIY602uO6DXOG0kSaIPH8niuLW/Dencp4bKX+f1rUMnJchPDcdLC7viHiR0ukbt3QNawF2nU6dVA9qFO2f1mPbBBJ7J9HNntG13d7+/wBdu/Tbr6FIy/rDcXu5ri2Lt18e/Lw4XJwXshi4g4yWKjQ5szGBpDidHfW9dNUGl4bUPBGxymrZ4Xx+zHkqkMkrska92KGs5zO6dDI+wWt7x7JHAABw7eqCt+HmNyMX6r/IKctWaO2+HIhld0bhIdzemjCN3VB7D4axSxeHXFYpWOjljw9BskbgWua5tWMEEHqCCg8Zx9XmNXi/jPJgYLMOXmzlmSi6Nj2yvhNl3fOg6auPcb9pb117OqgQlXE8G+evDrJ8Pw190seVqMz+ZnhtDWd23cyV03Rzg/c57oxsb5+xBafEzK8VvZfN1eV4K7hOU47d9Ec9i47L57jdCYDHPAwN3B2gcyQ6N1OhBUj1bw2k5PLwTCycoa9medWb7aJQGya6nYZAOx5Zt3elB5lxXlcXhff5lheR0rhnu5ezmME6tWmmbfZba0MijfG17GvHdAHcRoT6EFXn4ZyTD+G/h1VyFSX5zl5RDkLtdsbi6Bsz3OHeAD1dG6F2vYeigeheLhtYPnfB+dSVZrOEwslytlXV43Svgbdh7pkrmM1dsGp1PuDtIUiAxPJH8h8cs7kuORTNkdw6VmJltQvr99I2zGY5GsmDHd2ZDoC5o108yDzDMYfjuS8KbEow2UyPiZFMH569Yhtulrk2tp7x0mkRDmkNa1mrvKQOpUD2uGvZl/WUZkGwS+xScaAbYLHBm4z7g3dppu08ikV+XHZD2XxyHssutv8AzUd277r/AJPIPufT1veQR3Ks1eg8K+BcLliuU6OXp1jyK9BXmlfDSha3fCGRtc7vJXdOzyaHoSoFt5jyr538H83V8N4bsE+Kgr12Qtqz1ZmVtzWvEAkaxziIWu129QPTopFCo4ngjeZeHeT4RhrwrNvd3mcxPDZAfO9jAGyOn7XtcXF7mDZ16EqBbcDyeLw05NzmhyGpb3ZjKT5nAzV6008dwWtXCBjomvAka7Rp3aBSOvMpuU5rK+EWUzGJdRyTso+e/Tia97azXPiLBISNWnuwC7d2HUKBmxPIoPDTnXNmcnrWmUc9cblMLdrVpbDLBeHb64MQcGyNJA0dp5+g01kUnJ8V5NW8LcPav4+eHIZznDM3JR7txmginikYO9aBq3+b3dR01Guh6KB6lzWpak8c/DmzHDI+vDDlhNM1pLGbqjg3c4DQans1UjzPFcW8M+N5nkWK8S+PzzZN2Rns4bIMguysu1JiHRsiNYubvB111001011BUC7csn4VjcPx3B53hs0fh3bqGaO2+KxJYxlp5L+6ljiEk8LiH/Ka/XXUdgUiS8BZM4cfnIpJL9jisV3bxSzlGuFl9XQ7v5wNeYx6uzUef3AHqaAgICAgICAgICAgICAgICAgICDqyWN5cGPDiw7XgEHQ+Y6IOyAgICAgICAgICAgICAgIPLeQeGXP+Vxx4blPJ61ni7bDJ7MNSl7PastjdvZFI/vHsY3XytHkQeota1jQxgDWtADWgaAAdgAQcoCAgICAg1ctTdexVykxwY61BLC156gGRhaCfhQV/wt4dZ4ZwTGcbs2GW56Hf77EQLWO76xJMNA7r0EmiC1ICAgICAgICAgICAgICAgICAgIIblVLlNvHxt41k4MZkIpWyOfar+0xSxhrgYXAOY5gJIO5vXp6UFe4R4e5TF8lyfLuSZNmV5Lk4WVd8EPcV69ZhBEUTSXOOpa0kk+T3SQvSAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg+Yv1j/ErkT+VTcOxtiSpj6bIhbZAXNfYlnjbKA9zdCWBr2gN8+uuvTTobXFHZ7UqrzzI7G+AHiZiDVymJy1WnkmgPe2OaaJ8Tu3bvawtdp9d5PdWU7mk8kwt+Gs+luIzcgm47SfyD2c5Ys0syU3F8LyOgeNWs03DqQOg8i599NeTgaTHFMLEEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHzn43eHGFtc4vZO3l/YclmqkL8FXeNrJ7lcCB8TpD0bq0RbTqOrifrVvYMsxXTThxY9iJnjyvXXUBlsHFVzMGj7EMft1YP0AeWgvZujPUB3ToVqzx5G/prHKseIgZXx8NeJgZDC0RwsHYGNGjR18ywlrZIjVuKFYgICDRzGdw+Fpuu5a5DSqt7ZZnhoJ8zderj6B1WePFa86VjWWGTJWka2nSHjXMf1maEG+txSn7XIOgyFsOZF7rIRtkd/hFvuLsbfueZ5ck6eCHJz97RHJSNfDLU8Buecl5HzzJNzmRktmSg+SGJxDYmFk0Y0jjbo1vR57B7qz7z2tMeKOzGnL9jHu3c3yZZ7U68j35cF2xAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQdJ54a8L553tihiaXySPOjWtHUkkqa1mZ0jixveKxMzOkQqGVwvH+QZfG8iewW304P8A4W949RnfEPdKGkA7yA3Td8nTpoVbramteHS2NvFbRF45YngkHWa1fY67M2CFzgzvnHRoc7o3U9g1PTqorSbTpEayz3GemKvatOkedPQQ91GGA7gOzVVKLW1nVkRiICD5i8Z/FDxEwXiLk8TUzE9fCQGu6GOCOBrmtlgZI4d53Zdrv3abiultsWOYibQ18030ns8ebXg8rv5/M5yQXctenv2SCO9sSOkcBr2DU9B6AvQbStYxxpGjzm+mfazrLVWy1Hpf6vNzuPE6nFrp7XXsw+7pGZf/AES53etdcE+CYdDuy2maPDEvrBeVemEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBEctytnE8cvZGqGmxXYHRh41bqXAdQCPOgl0BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFcyXOMZVe+Ku11qVvTVujY9f33X6gW5j2Vrcs8jm5u88dJ0j70+RReZ5/O5zFS1I3NjicWudXjGgeGnXQuPXt6rq7LBjxXiZ8bz3eu6zbjFNY5I6OlXOI85u4B4o3WOmx4d1iPSSInt2a+T9ytze931zferyW+to9zd/5NnPs8kTbF0c9erzLjzXNYvI8FuT07LJo5TC1mh9bcJmOLS09QdB2FcnY4bY9zWLRpPL9UvVd97vHuO7r3xz2q/d+j71ePR9LrxXm2Yq4qoyxpbjETQA/o8ADQeuPR59VdutlS1505OVy+7u88tcVe197kXrBckp5cOYxphsMGroXHXp52nyhcrPt5x9Tv7XeVzcOSehLrXbjHZs160LprEgjiZ8p7joAsq1m06QxveKxrM6Q8V/WJqzS8LdkYImugZerTZWNoA76EAxs3PA3dHFgC2dtP3tF+aulORbsHwbw9zuCoa4OpLQkqRPqO2fdWxOYCwCYaSH1T27lEbnLSeS0wqz7XFeImawhcz+rXwS5q/HTW8ZJ9axkgmiHutlDn/w1t4+98scdLOXk7pxTw1hE8R8As7xXm2LzdXK17tKnK4zB7HwTbHxujdtaO8aejvs1dn70rlxTWYmJlXg7ttjyRaJiYh7guI7AgICAgqfiVyTL8fwdW1iu6FuzdgqAztL2Bsu7ro0tPaAgisvyXnnE3U72fdj8jhrFiOtadTjlhnh7zo2QbnPa4ecILhc5Jx6m+eO3k6sEtYxtsRvmjD43SjWMPaTq0vHVuvag4ynJuO4maODJ5OrSml0Mcc8zI3EE6a6OIOmvl7EEF4ncu+YOF3L9G3DHkZmNGN3PYXPL5GNc+Jp137GP39AfgQZ+J28XjOLC9a5H861ie8sZS1YikjZIWNa+Nr26Na0OHRpJIJQTmMzGJytb2nG3IblcHQywSNkaCPIS0nQoNfH8q41kbj6VDK1LVtmu6CGZj39O3RrSSdPLog18GwDN5o/Poye6SL/AOGhzCaHR/qENc5w3/ugOxBsVuVcZtZB2OrZWpNfaSDVjmjdJqO0bQddR5QgyXORcfpOsMuZKrXfUa19lkk0bXRtf8gvaTq3d5Ne1BsU8jj7tNl6pZisU3guZYje10ZA7TuB06adUGpjOT8cyliSvjcnVuTxdZIoJmSOAHTXRpPT0oKzwfNZW9zbmtK3ZfNVx9isylC75MTXiXcG+7tCCzVOT8bt5B+Nq5SrPfjJD6sczHSAt+UNoOvq+XzIGT5RxvF2Y6uSylWnYlALIZ5mRuIJ0B0cR09KCSa5r2hzSHNcNWuHUEHyhBq1MvirleWzUuwWK0DnMnnilY9jHMGrmvc0kNLQdTqgyUb9G/VZbo2YrdWTXu54HtkjdtJadHNJB0I0Qad/lHG8fdZRvZSrVuSaba800bH9ez1XEEa+TzoNnJZXGYyqbeRtxU6oIBmne2Nmp7Bq4jqfMg0bWUxeV47cs47MwwVnRPb87QyRvZAQOry7cGgs7epQKmTxmK45UtZHMwz1WxMacvNIxjJyR0eHalpL+0aFBgy3NcDU4xcz1W9VtV4IpTXInYGSzsjL2wB4J9d5bpt7fQg54by2lyTj0GVZJCyVzA65XjlbJ3Dup2yEaFp0GvrAINzF8l49lpZIcZkq12WH+cjglZI4DXTXRpPT0oMU/MOJ142yTZmlHG+R0LXmxFoZGabm67u1uvrebyoInn3iBT4pBQcDBYs3bMUTq75mxvZXkD91jT1jsaWaa6aelBPzZ3Cw4wZSW/XZjSA5t0ys7kg9BpJrtOvk0KDvjsvislU9sx9yG3V6gzwva9gI7QS0nQhBrY3lPGspZfVx2Uq3LMepdDBMyR+g7To0nUelBGeJsjouBZqRuhcyvuAPZqHNKmEWnSNXjv8A3iubfkWN/BT/AOPXV+Ap0y8l8/zdFfFPnP8AvFc2/Isb+Cn/AMenwFOmT5/m6K+KfOf94rm35FjfwU/+PT4CnTJ8/wA3RXxT5z/vFc2/Isb+Cn/x6fAU6ZPn+bor4p85/wB4rm35FjfwU/8Aj0+Ap0yfP83RXxT5z/vFc2/Isb+Cn/x6fAU6ZPn+bor4p85/3iubfkWN/BT/AOPT4CnTJ8/zdFfFPnP+8Vzb8ixv4Kf/AB6fAU6ZPn+bor4p85/3iubfkWN/BT/49PgKdMnz/N0V8U+c/wC8Vzb8ixv4Kf8Ax6fAU6ZPn+bor4p85/3iubfkWN/BT/49PgKdMnz/ADdFfFPnP+8Vzb8ixv4Kf/Hp8BTpk+f5uivinzn/AHiubfkWN/BT/wCPT4CnTJ8/zdFfFPnP+8Vzb8ixv4Kf/Hp8BTpk+f5uivinzvdOKZaxl+NYzKWWsZYu1o5pWxghgc9upDQ4uOnvrmZa9m0xHM9Ptcs5MdbTxmEqsF4gICAgICAgICAgICAgIInlVs1cFZe07XvAjYR26vOh+pqtja07WSGpvsnYxTP0PMF23lhBqXsXSut0nj1d5JB0cPfVuPLanBRm21MkfehDtwOMqX6TJh375jM1hd06bNQCNdOgBWpu71tnx2n0uXT63b7ox5cfd25xVn/5z2Jtyc0z2dPqWGONkcbY2DRjAGtHmAGgV8zrOrlVrERpDfw2Qdj8nBaHyWO0kHnYejvqKrNj7dZhsbbL7O8Wertc1zQ5p1a4agjygrgPWROqlc/yO6WDHsPRg72Uek9Gj3hr8K6ewx8k2cTvbNyxSOtD17EubZDgr0MVqlacyOxHI3dviBBcHddOwKzLgpWJujb945r9nHyfbovWA4xguP15K2HqipXkIc6Fr3uYCBoNrXucG9PI3Rcq15txd1KLEEBAQEBAQee+N3ffRjHdxt7751qd1v127vX27tOumvag75TinO+TyU6nJZ8ZVw1awy1PDjjYfLOY+rY3OmDA1vuIIvFYTEZPxr5WcjTiuCtXpvhZOwSNa4wQjcGu1bu8x8iDPwPEYvOZvm9vL1or87srPQ1naHltaHVrGN1+SNPN5vQgqD2sn8Bcu2cNsnE3jWx872hz2Re1w/IcdSNQ8jp5OiCf57AYs9wjEUMVHdpuM9w4aMxV455oomuaXF+kfq9T17eo8qDLjOI8rvZzkxfiPoxjM9jDAGxzwTNFtu1jXbYHfXNc/XoPL5Sg18PTxeOyPGMHyrDOwuYxsrGYjL0iw1rkjNG7ZJGjdrL03Nd1JPk1QajrlmnY8XLFaQxTsFcMkb0I3NmaSD5DoUGxzDj+Hxng1i8nj4I62Sx8VC3UuxtDZu+kdHvdvHU7t5cgkMPSpZLxozT79eOxtxdaVscjQ5jXuZECQ12o10cQgjsC7j+O4dz2nlXSw4CpmrUIgrO2SbN7Gshj00+WWhunZp29NUGGSSYcx4LNFxk8cr96+GrN3sLpJ4HRjRsjIvWbo0/X+c+lA9ts0rPi5ZqvMU7BXDJB2t3NmaSD5DoeiDWg49ym5xjjDMLxBtSxjn1bsOZZbp7pW7dz3EBzX6Sk7tCUE3yHA2cDnORZbK4b6Q8dzjQ6zahDH3KbGtLXBrH9SxoOoLT00BPYgv3DGYhnFsazDWJLOLEIFOaU6vMep0Dujfk/J006aaIPKeS5F/E5ufYKLocyyG5iom9CTed3FjaPQX9NPMg9b4thWYTjmNxLQNaddkchHYZANZHf4TySg8pzk+FtYzmQwHGpcvAXWjlM/YmhaIrDIy4uh7313Mh+UGs/bCCTk47nMvxHg+bowx5WbDVmSzYm04Bllr4mN1Dner3jNvq7v/GGHveMWOK88s4urZxWUkquGYwtgBjYJGxuDXRsaNNH+sdQevoQZBxjMZLhvBsxjK8WSfha7JZcNYcGx2GyRNGrS71d7dvq7v8AoIcRR8Pv8a51YpUJqGU9jlkymFtsYG1rEdaXu5YmaaAu9Y7gfgQRuW0oeAFE0WMryZFteK3JGGsdI18h3bndNdQNCT5EErHgeUScq4zeo8QGAr4p5htzst1JN9WRoYWubG4OdtGp7CeqCN4Rg8Re4Dzee3UimsC5kWNme0Oe0RQNkZtJ+Tte4uGnlQavJIK9jwq4LZniZLZN2lXMz2tLzCGTDu9xGu3oOnYgnvERszedcSxNPFMyVKvHYtQ4Rjoq8UkjGnQ/dNI/uem4D3fOgx47hnLL97lsT8X9GcdyCmxsMbZ4JmNss0aTpA46CQF27RvYUHGDr4mpm+NYjkuGfgs/jfUxWRplnst0taGua6Rg11eBqWu69e0a6ELh4p/8vc7+bH+MFMcWN/Rl8mr0T5wICAgICAgICAgICAgIPrrw5/sHgfzGD+IFwc/pz1vfbD3FPwwzc25TX4vxm7mJW97JCzbUrDUumsyerDE0Dqd7yB08nVVNt5x4J3uWRUucMzNqXI5rH3Xgse90jROInPdHG3U6N7zoA1BS3y5GHwkreJ0XI70nM5LrS7WzI6GRxtGI0/Zgdm0Rjfs08nm0UD6OmuivjZLthpYIYTNMwdSA1u5w97RSPCuG5Pi3KIq/Ieb8slp8izE8kuLxkOQkqMpwMlMcUbI2Oa0b9mur/lDTy6kwLbzqS9yLxSwvBX3J6eDGOky+TZVldBJZ+6PijiMjCHBrXM1IHxaSO/hjkL+M5ty3gc92fIUcIa1nFT2nmWZkNqISOhdI7q5rC9obr6UG14r2KYyvFaWavSY/ity1Ybl52zPqxOeyuXVo5rDHMcxrn6/XDXT0IIfw35byC7BhMDRsOuM9qu2p8ha1lk+Y4J3xVS5zi1znzv0bG4/WtJ0OiD1xAQEBAQEFP8QrmjKtMHtJmePc9Vv7JXR2FONnG73ycla/SpS6TiCAgrnLLPst3ET66COdxd+99UO+ouT3nk7F8dui3me3/SW19vg3eP1scadf3tPKsa6zxAg9C4jmo5cK5th+j6DdJCfvQGrT7wGnvLkbvDMX5P6nou79zE4uX+j6lGyV2S9entv+VM4u08w7Gj3h0XUx07NYhwc2Wb3m086f4DS73Iy23D1a7NrT+7f0/igrU319KxHS6PdWLW826PtX1cp3xAQEBAQEBBBcw4rHyXH1ab7BrCtbhuB7Wh+ph19XQlvbr2oJ1BXsbxCOjzHL8lFkvflo4YnViwAR9yxrNQ7Xrrs8yCMyHh9kG5fIZDj2dlwgy+hyddsDLDXvGoMkZe5pieQT1Hl6oMtvw2xb+AP4ZTnfWqyBm62WiSQvbM2Zz3DVoJc5vvINvlHCoc5Vx5juSUMpiXiTHZGIBzo36AO1Y7o5rto1agxRcMyNzHZKlyXNy5mPJQiAsbDHViiaNSHxxs3+vqddxd5uiCOo+GuQ9qxJzPIJspj8FKyfGU/Z44C2SLpEZZWlzpNgA8gQSOP4DQr5Dk9i1Mbdfk+wWarm7QxrGvaQHAknXvO3pogh4/Cq3JBSxWT5BPf41jpGyVsS6CNjiIz9zjlnBLpGN7NNo/YQWGlxCOrzXIcoFkukv1o6xq7AAwR7PW369ddnmQRUvhfj58NyPF2Lb3xcgvSZEyNYGugke8SNDep3Brm+jVBjZ4c5afIYXI5fkc2Qu4WYSQn2eOKJ0egBZsa4+s7b6zy4lBI47gVGtkeTWbMxtQcn2CzVc3aGMa2RpaHAknUS9vRBp4XgnIsV7JSi5VZdgqUjXQUfZ4RN3cbtzYX2ernM8hG0dOnYgx3/AA4yAyGUsYPPy4mpm3GTJ0/Z47AdI8aPfE97mmMuBOvb+wgtHH8HSwWFqYiluNamzu4y86uPUkucenUkkoPPuWUsRyXxX43VqOZamw7ZbGYdG4PEbYXtdDHJpro7vQQWnzoPUUFBHhbajZl6FTPz1sBmHzzTYxkMZc2Sdu12k7iXbNdNWgDUDTXtQZ5vDRwxuBbRy0lPM8ejMNLKNia8OjcNrmSQuO1wLenykHer4b6Y/kDb+UkvZfkcQhvZIxNja1rWFjBHC06ANafskHFrw2Bx+BGPyklDMceh7ilk2xNkDmFmx7ZIXHRwcPJuQbGH8P4q0WckyuQkymS5DH3GSuFjYQYhGYmtjibuDdGO07SgwYzw4LOH2eKZnJuyeMkaI6ZbCyvJAxrt7dHBz97g7Q6nzdiDawXFeUUbdV2Q5TPkaNIEQ1BXihLxtLG9/IC90u0H0deqBx/gUOH4/msO246ZuYnszumLA0xm1G2MgN3Hdt269qDVyPhpBc4RjuMi++KXFPjmp5ARtcRLFu2udEToRo89NyDYzXB7eXp4qafLvi5JiHOkq5uGFjNXP6PDoNS0scAAW6/toORwm7fxGTxvJc1NmGZONkZ2xR1o4RGS5roo2btH7upJJ10CDTx/hzkvnHF2c5yCXLVsI7fjKvs8dfa9o2tdK9pc6QtAHm/ZQbvin/y9zv5sf4wUxxY39GXyavRPnAgICAgICAgICAgICAg+uvDn+weB/MYP4gXBz+nPW99sPcU/DCr+I+M5zd5hx+3jMHHm8BhtbxquuRVN+QO5kbn9415Igbo5uje1yqbapeGvIeWU7/iZeOCZHLFPcvTAWmS91dhic6OqGta0yhx+vGg9CgV+XjeBq+D9fxPhs6c0FhuS+cC4GN9t9rY6L2b+Y6DXsZu1GuqD3l2Rbl+PvoufFFm72M79+O7xves76LTUs1Ltoe7buUjxTCU+KP8A1Ycg61VrRXqrLUdpzmtEzcgydwh3OI3d4QY/eOnYoF0r8E5FlcVwrlWPyTMXzLG4mCCw61G6aOxDJC3fHOzVr9zXPJJ+yJ9BEiO8JKmSf4tc7vWr7csY2VKtnJRsEUb7HdgvijYC4BsJYY9NSdANeqD1jOWcVUw9y5lhGcbVidPa71oezZEN5Ja7oezog8jxB5fNyOnBVvN49leW1Z83bsGvFYkgq1tkNDHtZL6jWxRP3SdNdxPZ2oPRfDbktzk3BsPnLrGx27sG6drBo0vY90bnNB7A4s10QWVAQEBAQeacvtGxnrHXVsOkTf8ABHX+ESu1tK6Y48LzHeGTtZp8HIhVstIQEFO8RCdMePJ92/8AIXA79/o+n7H03/8A5zHv/wD/AB//AM1mxVn2rGVbBOrpIml377T1vqrs7bJ28dbdMPBd7bX2G6yY+at7adWvJ5G2rnPd455o2SMY8tbKNsgB0DgDroffCiaxKYtMaxHO6KUPTOJY40sLFuGktj7tJ5/W+SPtdFxd3k7V58D0/d+HsYo6Z5UytZuiAgICAgICAgICAgICAgICAgICAg4c5rWlzjo1o1JPkAQaH0hwf5dD9uED6Q4P8uh+3CB9IcH+XQ/bhBggyfFq8s0teapDLYdunkj2NdI7zvI0Lj7qDP8ASHB/l0P24QPpDg/y6H7cIH0hwf5dD9uED6Q4P8uh+3CB9IcH+XQ/bhA+kOD/AC6H7cIH0hwf5dD9uED6Q4P8uh+3CB9IcH+XQ/bhA+kOD/LoftwgfSHB/l0P24QPpDg/y6H7cIH0hwf5dD9uEEN4hSVrvAMs6KQSQTQ7RIwggjvA06FETGsaKt/3deE/luS/Cwf4hbvx9+iHF+QYem3jjzH/AHdeE/luS/Cwf4hPj79EHyDD028ceY/7uvCfy3JfhYP8Qnx9+iD5Bh6beOPMf93XhP5bkvwsH+IT4+/RB8gw9NvHHmP+7rwn8tyX4WD/ABCfH36IPkGHpt448x/3deE/luS/Cwf4hPj79EHyDD028ceY/wC7rwn8tyX4WD/EJ8ffog+QYem3jjzH/d14T+W5L8LB/iE+Pv0QfIMPTbxx5j/u68J/Lcl+Fg/xCfH36IPkGHpt448x/wB3XhP5bkvwsH+IT4+/RB8gw9NvHHmP+7rwn8tyX4WD/EJ8ffog+QYem3jjzH/d14T+W5L8LB/iE+Pv0QfIMPTbxx5j/u68J/Lcl+Fg/wAQnx9+iD5Bh6beOPMf93XhP5bkvwsH+IT4+/RB8gw9NvHHmei4XE18RiamLrOe+vSibDE6QgvLWDQFxaGjX3lqXt2pmZ53Xw4ox0iscIhurFYjsXx3C4qzkLOPqtgnykxs33guPeyntcdxIHvIK6zwc8M48qMo3AwC0JO/DN0pgEn2QrF/ca/4CDZx/D7EfiRleX2pIy2ehBjcdEwuLmxNd3s5lBaBqZA3boT0QdbvhT4eXc2c3awcEuRdIJpHkyCN8gOu+SAOEL3a+VzCgkeUcK4zymGCLO0va21XOfXIklhexzgA4tfC+Nw1A69UGzx7jWB45jWY3CUo6NJhLhFED1ce1z3HVz3dO1xJQSLmte0tcA5rho5p6gg+QoIbk3C+M8nZAzN0ha9lLjXkD5IZGd4NrwJIXRv2vHRzddD5UEnRo06FKCjShZXqVmNiggjG1rGMGjWgDzBBnQEBAQEHkN6Uy3bEp7ZJHuP+E4lehpGlYh47LbW0z4UrxfBjJzWTIPuUUTg3+keCGfB2qjc5+xEdbb2O19rM68IjyoQggkHoR0IWy0XCCmeIbvXoN8wlOvu7PiXnu/Z5aR1/Y+of/wDOq/dzz+D/APl50nwez3uEEZPWvI5nvH1x/GW73Pk7WHT1Z/m4P662vs9/2/zKxPi+79i+ZDj724aplKzS5jox7U0fWkdN/uedbePcffmk/Q83l2k+yrkr0cvnQa2WimeMYN+TvtL2/wCSQkOncew+Znv/ALC19zm7FfDLd2O1nLfl9GOL0xcR6cQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBw97GMc97g1jQS5xOgAHaSUFFb4n2rVefJ4njl3JcerueH5SN8TC9sZIe+GB5EkjQQf+hBb8NmMfmcXWyePlE1O0zfFIOnTXQgjyFpBBHnQbiAgICAgjuQy56LFyPwMEFnJAt7qKy4tjILhu1IIPyexBvxl5jaZABJoN4HZrp10QdkBBWfEyXuuCZmXTd3cG7Ts10e0pEItOkavN/8AvLf/AE5/pv8A9oXR+X/3eT+bzf7h/s/8v5H/AHlv/pz/AE3/AO0J8v8A7vJ/M/cP9n/l/I/7y3/05/pv/wBoT5f/AHeT+Z+4f7P/AC/kf95b/wCnP9N/+0J8v/u8n8z9w/2f+X8j/vLf/Tn+m/8A2hPl/wDd5P5n7h/s/wDL+R/3lv8A6c/03/7Qny/+7yfzP3D/AGf+X8j/ALy3/wBOf6b/APaE+X/3eT+Z+4f7P/L+R/3lv/pz/Tf/ALQny/8Au8n8z9w/2f8Al/I/7y3/ANOf6b/9oT5f/d5P5n7h/s/8v5PVuIch+kXHKWa9n9l9sa53cb+827XuZ8vazX5PmWllp2LTDu7XP7XHF9NNUwq2wICAgICAgICAgICAgICAgICAgIPHrLS2xK09oe4H3ivRV4Q8beNLSuXh4D3F0+TdH+w5c3vDjDtd0cLfQq+dg7jMXIgNAJXFo9DjuH1Ct7BbWkT4HK3VOzltHhaKtUKrzjFXrba89aIysgDxI1vVw3addvl7PIuL3xtr3itqxrpq+g/oXvbb7ecmPLbsTea6a8OTXn5vpccDqXoYLEsrCyvPtMW7oSW66kDzde1R3LivWtpmPuzwZfr/AHm3y5MdKW1y49e1pw5dOSZ6eTg9/wCPMaMFSbpqDC3UH0jUrHcT/wDSetx9pH/yr1NefiGAmm7019hPVzGOc1p94Hp7yzru8kRpqrt3fhmddEpWq16sLYa8bYom9jGjQKi1ptOstulK1jSI0hlWLIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBC83e9nC8+9h2vbjbbmuHaCIHkFBHeFjW/3d4Nug0NYajydXHVB5TBbv0vCrCsx9uak88k7hssLyHBh731fSNeuh6FBc7NOXhviHxuCjfuWKHIBYr361qd8+6WJrS2YF56OLpBr7/nQUyTlONzFDO5nJ5vIVOTNmn+YatX2oRQshGsMY7pndfdHeq4uPpKCdt5LNck5FwWtJkLWOGYxk5yXsrzEXOZE8yaNOoaXFhAOmrdeiCZ5fS49jLWKo57klirgq1Tua+JidObViVp07+Z9fWR4A/c6a++grA5JkpfCLlpr5KzPHi8k2ti8g98jLPs3tMOzc47ZB6rvL166IJbmeOuYLwtu5SHK3p8pkfYZrNuSYhwcXN1EQZt7tvrabR5EEnlfbOR89ocXntz18NVxIyVuKvK6J9iRzxEGvewh20bgdNUGnQscrxtjmnEcTamuz4+vHZwM1h/eTMbOwF0Qe7XXbu0Zu8oQa/A4aNnJ4mbD563WzdZunJsLlJZnSznaO8IilPymu1Ic3s6a6ILn4p/8vc7+bH+MFMcWN/Rl8mr0T5wICAgICAgICD6s8If+XGE/opP6564m695L3PdX+vT+Odj55w3Pcqy2Gqe3CrxGF0smdqwzywWbR2/cYwY29Yw4esN47fOAtd0FW4KMlhefc14tx6Z9zB46pDYx9axM6Zla9LGNK/eyF7w1x11BJ008+qCucx4TkOKeGsnMsnlrbPEWCaKZ+RFuV7XSS2Az2ZkQd3Rj7p3Zt8n2PRQPeMdNYnx9Wawzu7EsUb5o+za9zQXN0PmKkeA8XPhzmctyOzzHPSVsjZ5BehxtY5KauBVa9vd6Nje1rW7nOALtOxQPXM34a8YzQpm6bmlGuyrX7m5Yh+5s+Tu7t7d7v3R6qRSfBzj1axyfN8pxk9pnG4nvxeErzWZrAnETgJ7ZMrndHPboz0aoJzxelptk41Fmp5a/E5sg5udkY98UeggeazZ5IyHNjdPt166edBA+HXJc1YGP45hrD5abspeuQXLGsrmccrzFlf1pfWPfyHu43HrtB8yD2JAQEBAQEBAQEBAQeT5uLucxdj8gmfp7hcSPqLv4Z1pHU8lua6ZLR4ZW3w9afYbTvIZQPgb/ANK5+/8ASjqdfuiPuW60DzSIM5BOR/1jWO/gAftLb2c644c/vKumafoQa2WiICD1rEMLMVSYe1sEQ+BgXAyz9+euXrtvGmOv4Y+ptqtcICAgICAgICAgICAgICAgICAgICAgICAgICAgICDDepwXaVilYG6C1E+GUDtLJGlrvqFB59iMd4n8dwv0ax9GnkIYN8WOzcljuhHG4ktM0G1znOZu+tPwoK/z3iv0X8OOM4atI2WzDma7nzuBDXzyMmcXEDrtBOg9AQWhuA5dyDmmJy+fpV8ZQwAmdWhhn9odPPMA0vBDWbWeo06OGvT09Aw4bDc84g/IYzC46tl8RasyWsfPLZ9ndW73TVkrC1xe0EdNv7egCQv8Yz9vn3Fs/MITDjKs8eSdG4gCaWF7PuTXesW73dNfIg183x/lNLxCHKcNSr5WOxR9hfDPN3Dq7g8O7xri1/q9Ou0a9qCFm8POXS8O5jipm13383kheqvY/bG8OsRyv+VqWdGHQFBYuecUy+a8OxgqLWOyGyq3a9wa3WFzC/1v8FBizXGuR0eTY/lWBhivWo6PzdkcbLL3HeRA72ujlIc0EP011HkQa+K4by545JnbNuLGcnzojbUEB72OqyuAI2OcWkOLg0NeQD5x1QYG8c5tnuR8fyGbx1TFvwT+8sZGGcTS29BpsY1rWljHHtDj5feQT/in/wAvc7+bH+MFMcWN/Rl8mr0T5wICAgICAgICD6s8If8AlxhP6KT+ueuJuveS9z3V/r0/jnd+Ycj4qMtj+FchryPi5NHKyKR4Daru6G4xPk3seHu6bQB2keda7oKd4dQU+OeLPKOK4EhnFYKUV6aHeZI6t0ljSwPcXObuYXOLSfIg6UsjT8TubDITzMHBOLz/APw6KRzWtyGRb/17mn5UUQPq69uvpcAHqxy+KF+LHm7AL88Zngqd6zvnxDtkZHruc390Bog8fyMvhXkPCDmdrE41mPjY657VDcDPaW5ID7k46yTOaXS7dg3e4Agn5c3ksR+r2zJWi5mRiwMbWvf8sSSwtiic7XT1gXtPVBZPC7FMxXh1x2kwbS2hBJIB98mYJZP4bygn8nbpU8dZt3i1tKtE+ay5w1aI42lziR5dAEHjtB3J7fI8UW338fv84ZaydmwyOKSeGnRjYKFFgma5jdscneS+rruJ7EHoXhfyLI8i4Ji8vki116YTRzyMaGtkNeeSDvNo6DvBHu0HTr0QWlAQEBAQEBAQEBB5tzSDus/M7sEzWSD7XafqtXa2dtccPM95U0zT4Vl4FHtwsjvs53EH0BrR+0tLfT9/6HT7qjTFPWrPiHksZByFkEtyGOwazHmF8jGvALngHaTrp0WxsbR2PpafemO05ImInh50EySOQascHjs1aQRr7y3nKmNHYkAEk6AdSSg05czh4ZGRS3q8cj3BjGOlYHFzjoAATrqsZvWOMrK4b24RL26GPu4Y4/sGhvwDRefmdZeurGkRDuoZCAgICAgICAgICAgICAgICAgICAgICAgEgDU9AO0oMPt1L8oj+3b8aB7dS/KI/t2/Gge3UvyiP7dvxoHt1L8oj+3b8aB7dS/KI/t2/Gge3UvyiP7dvxoHt1L8oj+3b8aCJ5HhuPchrVq+SmDo6lllyHZKGHvYw4N107R656IJb26l+UR/bt+NA9upflEf27fjQPbqX5RH9u340D26l+UR/bt+NA9upflEf27fjQPbqX5RH9u340D26l+UR/bt+NA9upflEf27fjQPbqX5RH9u340Fd8SAyzwHMNY8FssG0Pb6w6vA8iRKLRrGjzn/ALtP/wBR/wChf/b10fmH9vl/k83+3v7/APx/mf8Adp/+o/8AQv8A7enzD+3y/wAj9vf3/wDj/M/7tP8A9R/6F/8Ab0+Yf2+X+R+3v7//AB/mf92n/wCo/wDQv/t6fMP7fL/I/b39/wD4/wAz/u0//Uf+hf8A29PmH9vl/kft7+//AMf5n/dp/wDqP/Qv/t6fMP7fL/I/b39//j/M/wC7T/8AUf8AoX/29PmH9vl/kft7+/8A8f5n/dp/+o/9C/8At6fMP7fL/I/b39//AI/zP+7T/wDUf+hf/b0+Yf2+X+R+3v7/APx/m9W4hx76O8cpYX2j2r2Nrm9/s7vdue5/yNz9PledaWW/btMu7tcHsscU110ZeQ8Y4/yOh7BnKEV+pu3tjmbrtdoRua4aOa7Q9oKrbDDguGcWwONmxuHxkFKlZBFiKNvWTUbfXcSXO6HTqUEJ/cv4Wf8A3N0/tXfykGanwKGvzutyBhjix2Lw8eIxFGPXWMCRznuOo7Azaxo1PlQZsj4XeH2SzPzzewNWfJF3ePncwgPf9lIwEMefS5pQTmXw+MzGNmxmTrttULAAmrv12uDXBwB008rQg2YIIoIY4IWhkUTQyNg7A1o0AHuBB3QRPIuJcc5HVirZuhHdhgdvhD9WuY7TQ7XsLXDUdDoeqDfo0aePpw0qULK1SswRwQRgNYxjRoGtAQZ0BAQEBAQEBAQEFM59QmksVbMUbn6scx5aCdNp1Gun74rpbHJERMTLjd6YLWmLViZTfEYDDgKzXDR7t7nD0l50+otXd21yS3dhSa4YieL4x8ScxPmOe56/M/eX3Zo4jrqBFC8xxAH0MYAsqxyNmVaUoEHeOR8cjZGHR7CHNPboQdR2oP0ErzNnrxTNGjZWNeB6HDVaixkQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQXIeccX47Zgq5e4a89lpkhjbDPMXNadCfuTH/VQdMFz3iudumli7b57IYZCx1exENrSATuljY3y+dBYCAQQRqD0IKDW+a8Z+SQ/g2fEgfNeM/JIfwbPiQPmvGfkkP4NnxIHzXjPySH8Gz4kD5rxn5JD+DZ8SB814z8kh/Bs+JBEcsyGC41x+1m7ePZNXqd3vjijj3nvJGxDTdoO16CUhx+LlhZKKcIEjQ4Axs10I18yDv814z8kh/Bs+JA+a8Z+SQ/g2fEgfNeM/JIfwbPiQPmvGfkkP4NnxIHzXjPySH8Gz4kGtcbxuj3Xtop1faJBFB33dR95I7sYzdpucfMEGz814z8kh/Bs+JA+a8Z+SQ/g2fEgfNeM/JIfwbPiQQHiKIavAsuWMDIood2xgAGgeCdANAiJnSNVV/wC8Vwn8iyX4KD/Hrd+Av0w4vz/D0W8Uec/7xXCfyLJfgoP8enwF+mD5/h6LeKPOf94rhP5FkvwUH+PT4C/TB8/w9FvFHnXHhXOMTy+hPexsU8MVeXuXtstY1xdtDtRsfINNHeda+bDOOdJdDZ7ym4rNqxPJPOsKqbYgICAgICAgICAgICAgICAgICAgICAgICAgj8m07mP8mmnvrKGxhllxoPdOOvqk9nlB8qiWGbi+C8xK6bL3pnAB0liV5A7NXPJW1DWaaAgIPvXiM3f8Uws501loVX9Oz1oWnotWeKxLKAQEBAQEBAQEBAQEBAQEBAQEBAQEBB5lzjMUsP4qcav3O89njpWg7uo3yv1cC0aMYHOPU+ZBOZHn1S5xPPZHBumjtYuq6Vr7FeSIB5a4sIEzWh3yDqgis5zPP1PC7D5+Cdrcnc9j7+UxsIPfab/UI2jVBm5HyjM3Oau4vistDgYKVUWr+Smjjle58hGyGNsx2fJcHE+75uoV274ocni4XYsMlgdm8Xmhi7M8TWmGxGNxD2g6hoft01Hm1CC7twviA/GbZuTQV8gbD5nzx0Y5ImQuY0Nga1zmHRjg473dTr1QQ3h5nuZZWPO357jMzjarn18LIIY6ntU0QJc4bSQ1hOjQS4/UQR2Q5LzzjxxeSy+Yp2pLd2KtkeOxxQj2dkxOndyscZCWgfXdOqD0vK5CLG4u5kZgTDSgksSAdpbEwvOnvNQeMcss86y3hNd5DlMlC+hku5kOIFdrBBCbTO6dHM073O1DdQ/XofOEFu5ByjLu5DiuKYnIw4Yuoi9kMrMxkhYz5DI42y6MJc4ddfP6EEh4dcpyWWkzOKyk8Ny9hLIhN6uA1k8UgJjk2t9UOOw66dEGW9n8vQ8S8biJpQcLl6UxrRlrQW24Dvfo8DcfuYHQnyoKzP4l52tgOSZ4FliEZT5r47A5gDAWkgyPc3QuaQdep7Rog28byfkWH5dhsPls5W5BUzjJW97DHFE+tYiaHbR3XRzHagDd1+BBE4vk/iPmOEZTkUGXgquw0lk9z7NG82GVwJHB7ndGAM6N2t1J7Sg1vEe3mc5iuEZqO62pDkbNIspiFrxDbkDnGcSF2rmjXQMPm7UF5zzecsGNo1cnXp1WxE5fkcscO7vANGtjrPdsbvPb2ga+hBCYbnvIY+P8s9pMWYyXGnlte3A0MZYY5pLHvYw6DbtLnbT2dPSgycTyXPrTsJlYsrX5Hh8iP/i0McdeuaJc0H1HNcHP2OOjmkE9Ozr0Cc8U/wDl7nfzY/xgpjixv6Mvk1eifOBAQfQf6uX9l8n+ff8AoWLlb/0o6nq+4PdW/F9kPReS0uQXcW6vgckzE5Bz26XZIG2Q1gPraROLWkkdmq0XeUjwPz/JctU5JHn8k7KWsbl5qUdl0bIgWRNaPVjjAa0E6nRBF3sX4k5ihyfk2QzmQ40/Gvsnj2Kh7qOD2eszeyW0C1/eiXTrqenXydEF68NuR3eS8Fw2bvMDLlyDdYDRo0vY4sc4DyBxbu0QU7J4DxMy83Jszks3d41Bj3TfRmjTkr9y+GFhcye1t70v7zTq1xBHXyaII/N+IXJ8h4CY3kUEz6Gfycter7RAzR2/2swue1vk7xsZPTz9EF24pxe1SyTrn0xyGdihDopadiSvJEHn7LumNcHN91Bz4rZnIYjhdi1Qt/N8sk9WtJkNATXisWGRSyjd0Bax50J7EFRx/NMtgL3J8DTvScjlrWsbU4y67IJZZLWQic+WKWaMN3Mg2GVx7Wt19CD1xu7aN2hdp6xHQa+hBygICAgICAgICAgICAgICAg4c1rho4Aj0oauk8ogryS7dRExz9o6a7Rqg/PhbasQEBB9zeGc3e+HXGXaaaYuozT95C1v7S1rcWcLKsUiAgICAgICAgICAgICAgICAgICAgIKRm8ffk8V+OXo60r6UFO2ye01jjExzmu2te8Da0nyalBYuWYubLcYyuNg/n7lSaGHUgDvHMIZqT5N2iDybJ2c3kvDXGcbr8fyYyOLkqsv767wxogft1Ye2Td0PqjoNSUE3yzAVaHiFNnszgn5zA5KoyJzoa/tT61iLRoLoxq7a5re30oNPmOHhv8ABYjxzjFnGh+WgeabapZNJHG1w790Me5zW+tp637aC0+LN/OxcZ9gw1O1YmycgrWZ6cL53wVz/Ov2sBOrm+qPdPXVBgxt98/ELvH+NYnK4mxTx0jMfLerOqh0m3a3bI7p3jnO3e71QedyYKCTiWGjxfEb7M3Qt1n5m8+q4SlzXHvQ1x+6Sbndeg0aO3Tog9y5BjXZTA5LGMcGOvVZ6zXnsBmjcwH3tyDyDKXeQ2/CeThw49kjmqTIa9oNruMQjrzsc18bxr3m4NHRup7T2DVBNcu48ytzDGciyeEfm8HLjm0bteOD2iSvKx29svddunXTUdnX0ILbwaLB+z27OI4/JgoJXtYDNA2s+w1jdWv7v5W0F7gNwQR/itjss/EUczha77OXwlyOzBDE10kj2P8AucjGsaCTruBOnkCCEzHh/kneEGOw9OATZSj3N+Wo/tlm1Mk0Z17T91cOvbpog3+Kjh1rMU/m7hdjHXI90k1yeiKzKr2tPTvHabnF3qjb7qCN4XhcxX8JuT0bFGxDdsfOXcVZIntlk7yvtZsYQHO3HoNB1Qa/IsNmGeHPCZm0LEsuGsUbF+nHE51hkcbDv+5abtWnoQgz80AyPLeP5jKYi/kuJupv2UW1pHujuOc71pq+m71mbQNUHHDKXIsQ7m8+IwDqM75K8+Ix9qMxwyM0eTGxzCGF23tDXaBxA1Qa+Nruu8zweR4zgb+Bt7yeTiSF1WoYtPWY5p9R7t2u3aPT29gXXxT/AOXud/Nj/GCmOLG/oy+TV6J84EBB9B/q5f2Xyf59/wChYuVv/Sjqer7g91b8X2Q9ZWi7zyjwC/8A23/++O5+0gzeIuWt8tzzPDPAyljZmibleRj6irT6HuAezvZug08x8xOgekYzG0sZjq2OoxCGnTiZBXib2NZGA1o+AIKHyvH8c8R8LlRjeQ5CsMQbVC5FTllrwmwxoc9lmCRrRM1umn2JGuhQVrF3uIcu8F+KDmb3YmlYuw06rKLHRxy2a8ksMTAI45AxkjYzu6NAPlHRBsS4HD8R8c+LVeNV2Y+tm6NyPLUa+rYnMrxOkikLNdoO9o6+jzlB67bqVblaWrbhZYqztLJoJWh7Htd0LXNdqCCg8Ut2K+PzsGS4njqVOjFlG8Y400xbaov2txyGQeyLYZNrYO4YQeuh8iD0bgHJctl4svRzLYPnTB334+xYqtcyGYNY2RkjWPLnMJa/1m6nr2ILUgICAgICAgICAgICAgICAgIIvlU3ccXzE2mvdUbL9B012wuKmOI+CFtKxAQEH254QSPk8MuOOedSKTG+83Vo+oFrX4s4W9YpEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBWPE2N0vAs1G3QOfX2gns1LmhTCLRrGjx3/u682/Lcb+Fn/wAQur8fTol5L5Bm6a+OfMf93Xm35bjfws/+IT4+nRJ8gzdNfHPmP+7rzb8txv4Wf/EJ8fTok+QZumvjnzPUfCfg+W4hhrlHJSwTS2LPfMdWc9zQ3Y1uh3sjOurfMtLc5oyTEw7fdezvt6TW0xyzzLwtZ00Jxjh2F4184/NbZG/OluS/b7x5frNL8ot17B07EFZd4IcQGRvZGvaylSzkpnWLjq16aESSPc55JDCNdC86aoOuU8N53ZjhlenLPNh8BcsZG3buTmex3gaDBHukO9wc8n3AEG3nPB7iOWydzIGS9j5MmNMtBj7UlaG35D38bfVdr5ezXy9UEzkuB8TyPFmcWsY9nzJExrIKzC5vd938hzHg7g4H67XU+XXUoNLi3hnx7juUly8UtzI5aSIVxkMlYfamZAOvdRud8lqC2IIPNcK49lsLHh5K/slSvM2zTNI+zvrzseXtlgdGBseHOJ1HnKDLxji2L45RkqUDLI6xM+zct2ZDNPPPJpullkPynEAD3kEugICAgICAgICAgICAgICAgIK34lzdz4d8mfoTri7bRp53wOaD9VZV4ol8MLZYN7B4qxl8zRxVf+fv2Iq0fTXQyvDNfe1SZFz8c+JQcZ5/YrVI+7oWoIbNRnmaWd04a/0kTlhSdYTLz5ZofafglI+Twr485x1Ige33mzPaPqBa1+LOF4WKRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQcOa1zS1w1a4aEegoND6P4f8lb8LvjQPo/h/yVvwu+NA+j+H/JW/C740D6P4f8lb8LvjQPo/h/yVvwu+NA+j+H/JW/C740D6P4f8lb8LvjQYY8bxqSd1eNsD7DNd8LZNXjTt1aHahBm+j+H/JW/C740D6P4f8AJW/C740D6P4f8lb8LvjQPo/h/wAlb8LvjQPo/h/yVvwu+NA+j+H/ACVvwu+NA+j+H/JW/C740D6P4f8AJW/C740D6P4f8lb8LvjQQ/iBFXp8ByrY2iOCKHdoNToO8Dj5yiJnRof31eGf6Z/0a3/ils/CZOj6nO+b7b1vJbzLJx7kmF5DQN/D2faqgeYjJskj9doBI0kax31w8ipvjmk6S3MG4plr2qTrCTWC4QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQVbxU/5b8l/3dY/qysq8US+HVssHrP6tfGzlPEAZKRmtbCwPnJI1HfSgxRD3dHOcP3qryTyJhf/ANanjsU+AxXIGkNnpTmpIPK+Ow3e37R0X8IrHFKbPmdXMX2j4G/8qeP/ANDL/XyLWvxZwvSxSICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgpfi/lshjuEWXUJTBZtSw1RO0kOY2Z+ji0jsOnRBq5Xwg46cFHWwMTMbmqpjfTy7dwmEjHAue97Tq7cNUEvyfl9jBfNeNgq/OnIcqe6q1GPELCY2gyyvcQ7Yxvb2IItvibPBjeQHJYo1c3x2NstnHCYOZLHJ1Y+OYM7D+96IO9XxJsN47b5NlsPJjcHHXgmoSOljkmsvmGhY2MaFo3EBpd2j1kHfFc+zAzeNxnIsJ80fPTHPxkzZxOC5jdxilAazY/aR76CNi8VM5dxGSymM42bFfDzzR33OtNaNkGjnGPWPVztnrEadB59UEX4ocvy9vjvGslhIJY8dft1Z2222O5kdI9sn+SPjb10I6udu26jsQW7Oc3v4uviahxPe8mzLnMr4hs7S1hYNZHPnDdNjB1129UGvS8S4oqudGeoOxuS48xstyox4mEkcg1jfC/Rmu86Dr2ahBixXiFnH38RFmsAaFHPDXHW4bAsbS5ocxszWsbt3Bw6/9OgSHin/AMvc7+bH+MFMcWN/Rl8mr0T5w+kf1ff7Byfn038SNcjfen9D2HcXuP8AlP2NLx8sYwv4fj8vYFfEWcu2XJOMzoAa8MZ7wFzS12m2TTodfN1K03ZTvhjj/CsNt5HgkrZtwbDccLNqZzRqXNDo7MjyzXQ6HaNUFg5ZxZnJKMVOTKZDFxxyd49+MsezSSDaW93I4NcSzrroEFI/VttWrXhlDPamfPM65Z3SyuL3H1h2ucSUHmz6OHyPBOXcu5BkJofEDH5Cdtec2JIrFSSN7e4rwxB7Q1jtSBo33Pk9IH0PxWxkrPGMRYyjSzJzUq0l5hG0id8TTKCPJo8lSPD789GvyyzPI+ePxAi5SXtkkMoc3BNl111H3P2MVQd2vp1UD17gWUzOax1rOXnltHJ2HTYSoWNaYqAaGQudoA4um2mU6k6bgFIsyAgICAgICAgICAgICAgICAgICAgIPIf1leYOw/DI8LXdtt515ieQdCK0OjpftiWt9wlWY45US+UlewfV36s/GfmzgkmWlZtsZucygnt7iDWOMfbb3e4VRknlZ1an61Mzm8HxcI+S/JscT5fUrzAfxkxcUWfLivYvs3wGkfJ4TYBzhtIZYbp6G2pWg++Ate/FnC/LBIgICAgICAgICAgICAgICAgICAgICAgICAgICAgICCkeMtC7b4LZfUiM0lOWG06JvaWRPBfp7g6+4grnijl+B57hzsvUvxWMz3UbMVHFYeJw6SRpcw1439XaE67m9EGry3HOrZngVrLW7WHpiiaVnJQPEMtewYBo18j2vDNxO06+TXzIO2ewPFKvH+X5DGcgs5zKux7Irzp7EVnaxzwY9XRsZ1+56dvQINrmdGzb8CMSYI3S+zUcbYmaz5XdsiZvI6H5IOp9CDaxmE4NkMxgrv0xv5a6yX2jF1LFyCY72t7xwdG2IPb6rPW1083ag0vDv/l1zf8APsp/2ZiCKz5DfBzhMzjtihyFOSZ56BrA2YFzj5B1QTPiQylPzTimXlyctHCTssVfnqjKxvdSuadn3YtkY1r9duvm18yDYgxvAsSzkWZ+dLvK5G0mRZmuZoLjzXkdoD6jYRq1rCfl+q0e4g0cLmIcDn+O0OLZw5jj+af3bsNM9s8tNhG7ex7fXY1mvVruzQ9vaAufin/y9zv5sf4wUxxY39GXyavRPnD6R/V9/sHJ+fTfxI1yN96f0PYdxe4/5T9iV57l+HUOR8Ti5HQE8tm1MMXkZC0QVLDWt0Mhc5o1k1Ab0PULTdlWuP2McP1gOS28Y+MYyLCRnMzxFvci4JWOaXlvTf3Qdr76D1LGZPHZSjFfx1iO3SnBMNiFwex4BLSWuHQ9Rog8v/VoLx4URGNu+QWrRY0nTU6jQaoKHi6PFM34V8h5pyKy36eRS2p3XnzOjs1rkB/ySCNgcNjdWsa1unl9HSB7twDJZTJ8JweQyrduRtUoZbPTQuc5gO8jpoXfK09KkRfiD7TmZ8fwqqHtZmy+XMWWajusbXLTO3cPrp3ObCPQ4oKRxPlPJTY4rmH5WSVnIcpdxdrjm2EVqtesZmxCFjWCVjomwtLiXdQevpD2pAQEBAQEBAQEBAQEBAQEBAQEBAQEHyH+sVyE5bxJtVmO1r4mKOlHp2bgO8kPu75C33lsY45GEvOsZj7OSyVXHVW77NyaOvA3zvlcGNHwlZyh96YTE1sPhqOKqjSvQgjrxdNNWxNDdT6TpqVqzKx5H+tVE48JxUo+Q3JNafddBKR/FKzxcWNny6r2L7R8Df8AlTx/+hl/r5FrX4s4XpYpEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEbDxnjcF326DFU4ruu72pleJsuvn3hu76qDct06dyu+tcgjs15Oj4ZmNkY4elrgQUGCvgsJWpvo1sfWgpS/zlWOGNkTv3zGgNPwINqKGGKFkEUbY4Y2hjImgBrWgaBoaOgAHkQadHj+Bx9h9ihjatSxJr3k0EEcb3a9urmNBKDPDjcdBDLBBVhignLnTxMja1j3PGji9oGji4dDqg6yYrFyUPm+SnA/HkbTTdGww7QddO7I26a+hBx8z4n5vGN9ir/NwG0Uu6Z3Abrrp3emzT3kHNDFYvHQGvj6cFOBx1dDXjZEwk+XawAIMVHAYLHzvsUMdVqTy/zksEMcT3a9fWcxoJQQ3iex0nAM2xg1c+uWtHpLgApjixtGsS8C/uV8TP0N/pNT/Grs/F4+n63ivlG59Xy18723wd43muPcSfQzFb2W2bUkoj3xyeo5rADrG57frT5Vzt1ki99Yek7p298WLs3jSdVrzODw+bovoZelDfpvILoJ2B7dR2OAPYR5COq1nTRQ4Xh8bxjJ4bjNOtiTegmjY6Nmje+kjLGySaes/br5fIg2+I8crca4zjcFWO6LHwMhMn2bx1e//DeS5BtYfB4fC0hRxNOKjTa4vFeBgYwOd2naPOgib3hxwO/ljl7mBpT5Eu3vsPhaS9/2Txpte70uCCxgADQdiAghqfDOKU85NnauJrQ5ixu728yNolJf8o6+Qu+uI6nyoJlAQEBAQEBAQEBAQEBAQEBAQEBAQdZJGRRukkO1jAXPcfIANSUHwLncpJls3kMpLr3l+zLZcD2gyvL9PqraiFb0b9W/jPzv4hR35Wbq2Fhdadr2GV33OIe7q4vH71Y5J5Ew+tlrs3k/6zVQz+Gne6a+y368pOmumrXxa+j+cVmPiiz5MV7B9peCDHN8KuPBwIPcyHQ+YzSEfUK1r8WcLysUiAgICAgICAgICAgICAgICAgICAgICAg4c3c0tJIBGmoOh6+YhBofMlf8ot/+8zfykD5kr/lFv/3mb+UgfMlf8ot/+8zfykD5kr/lFv8A95m/lIHzJX/KLf8A7zN/KQPmSv8AlFv/AN5m/lIHzJX/ACi3/wC8zfykD5kr/lFv/wB5m/lIHzJX/KLf/vM38pA+ZK/5Rb/95m/lIHzJX/KLf/vM38pA+ZK/5Rb/APeZv5SB8yV/yi3/AO8zfykD5kr/AJRb/wDeZv5SB8yV/wAot/8AvM38pA+ZK/5Rb/8AeZv5SB8yV/yi3/7zN/KQQ/Poo63A8oze4sZECXyvL3ad4CdXOJKCw0r1K/VZbo2IrVWTXu54HtkjdtJadrmkg6EEKZrMTpLGl62jWs6x4GdQyEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFd8RsicdwHkNwHR8ePsCM+Z74yxn8JwU14ol8LLaYPqz9WPjnzfwWbLSN0mzNlz2u00Pc19YmD7fvD76oyTys6vX1WlQvHan7X4U55gGro2QzNPTp3ViN57f3IKzpxRL4xWwwfbnhBG+Pwy44140JpMd7ztXD6hWtfizhb1ikQEBAQEBAQEBAQEBAQEBAQEBAQEBAQdJ5ooIZJ5nBkUTS+R57A1o1JPuBB5V4Vcv5Df5LcizUsjquegfk8LFK7URRR2JIzEweT1eunmaCg2xdjo+NmauSMkkjgwAkcyFhkkIbLCdGsb1cfQg2fC7xDs56DKty7pBJUsWJWWnwdzBHUjEejHyANYJG7iSD106oJSl4rcVtXK0IFuCtdl7ijkp60kdSeTXTbHKRoevnQb3IOd4bCX2Y58Vq9kXRmd1OhA6xKyIHTvHhvyWoJLA5/FZ7Fw5TFzCenPrtfoWkFp0c1zToQQUEZyHnmEwl9mOljs3cg6MzvqUYXWJI4QdDLIG/JagiuV57gOZ4hRymUkfbwdi1F7M+De13fjcGhwBa4bSHAgoJnkfNsPgbVelOyxcyNppkhx9GF1icxt11k2N7GjTy/tFBxDzzi0vGZOSC6G4qLVssjmuD2vB2mMx6bt+p000+ogx8f59hM1kDjo4rVG+Yu/hq3oH13yw/fI93RzffQZsZzbBZLj97PVnyHH47v/aXOYQ8ezM3yaN8vTsQU/mfinJTscYkw4sex5KeCa072Yv72pK4fc4yQfuumvqt6oJ65e4jZ5jxuzZhsDP2Kss2IDmvZtifC50jZWEgB2wuGjh2oJCnzrj1vjFjksUjxjKved+XsLZGmI6Obs7dfMEGLI+IGAo0sbYc2xYny8bZsfj60LpbUkbm793dN6jofKgz4jnHHMniLeUisGCvjy5uQZYY6KWu5g1c2RjuoPuINHDeJnHMpkatBsdunLfa52OkuV3wR2WtGpML3dHdEHbxT/wCXud/Nj/GCmOLG/oygvDWTPR+DmOdgIq82XHf+yx3HPZASbsgfvcwF3RmpGnlWxu/eT/HM5/dH+tX6f/aXbwo5ny7P5XlOO5KKYt4G1HUAx7ZGw7vum8tMpc9wJYNNVrOksniBye1xjiOQzNSo6/crta2rUa1z98sjwxu4M9ba3dud6AgpEvJfEviWd4u3lF+plqHJrTMfZrQVhXdSszaCMRyBzu9aHO6lw7B76DfvZfxH5Hy/NYjjduHAYrAtiZ7daqGw+5ZlaXbGh5a1sTSNC5up93XoEx4U80vcu4k3I5GBlfJ1p5aV9kWvdmaAgFzNSdAQ4dNe1BB815ZzKPM8kZg71ahT4ji48nPBNAJ3XXyNll7skuaY2Blct1b11Pags/HObRZzKMoV6jh3eNq5C9Y3DZBLcbvirEaal5j1f7mnnQWZAQEBAQEBAQEBAQEBAQEBAQEBAQEBB53+sBbdX8KMzt6OmNeIH0Osx7v4IKzx8US+O445JZGxxtLpHkNY0dpJOgAWwwfefFcJHguNYvDxgaUK0UDiOwvYwB7v8J2pWrM6ysSqgV7xDp+2cC5FWHypMba2fvhC4t8/1wU14kvhVbSt90eG9f2fw+41FoQRjKZcD2hzoGucPhK1bcWcLGoSICAgICAgICAgICAgICAgICAgICAgIKZ4u5Walwm1Wq9b2XfHjajB2ufZO1zffjDkFJzEvJcBNxDK38AzEY/jskdGa0y5HZL687Wwv3MY1hHQF2vXqUFjx3/PnJ/7jb/XQoKxx4Snwj553Wu75xva7dddvdw7uzybddUEpzx2PPgTjxDtO6vjhRDNNe9+56hvl3bQ/s6oJXJ4i6/ls2X4tk67OV1qcUWXxFtpdFNGWhzC5zdHMPZ1b07OzrqEz4a5fG5XjjrNLGx4l4syx3qcW3YLLCBI4FoAdu6dUFPoQcok8VuXjDW6lW3tqE+3RSSudD3Q07vY5ujQdNfeQRXMOKXuM+G7KNy1Faknz8dproGljGCRpBYAfM9rkEzZh5HJ4z5gYezVq3DjYDE67G+UOg9TeIwxzdPunagieTcUyXHcLC/K3IbMeR5TVvXBXY6OGMStkMgc066N129PcQeoZKPijuWYd97T6RNZY+aOsodsLCJujT3ZGzX5fvIPOuEfcvBzmDJCGvjdlWPBI6O9nA093qgwZL+z3hN+fUP2Y0Fj5P8A86eG/m13+olQVPOwSVsjnfD6Ilgz2ap2arW9NK1v7tYc3zNidAGlBbo468PjjHFIAxjcBsoNd2AtsdRH7jA/6qCHmgwNnmviHDkpvZsFLVpRZCy0gMZM5jWtcCAfWD/OO3XVBt1J8lgMrxrDcjhp53EzSNh47m42BliGQNHdb4zuHydoDmn0klBZ/FP/AJe5382P8YKY4sb+jLS8Ff8Alnhv/af+1yrY3fvJ/jmc/uj/AFq/T/7Sr/g7/bvxM/3u39mZazpPV3Oa1pc4gNA1JPQABB5Ph3HxL5/DyNv9jeJSvjw7uul3IdN9gf8Am4tBsPn0/dABYvE/mtnB0a2GwjRY5bnnGrhqw+sLuj7L/MyIHdr5/RroEp4f8Nq8P4rTwcD++khBkt2T2y2JDukf756D0aIIjxM4zwZ2Ps8mz9J881Ov3JZDNNC62C8dzVkbE5olD5i0Na4HqUFPwXM8nwvH5Rs+HZchxViCxzTJtnEb228gGOcyrBsd3kdWN7Ix6zdQ3RqD2lAQEBAQEBAQEBAQEBAQEBAQEBAQEBB5j+sNj8pk+AihjK7rdqW3C50LNC/u2B7nOA1HYQB76zx8US8E8HuF5HJeJmJq3qU0MNCb2u4JY3M2+zASNa8OA+U/Y3T0q288jGIfZK12Yg18jW9qx9qtpr38T49NdNd7S3t99B8Onw95uC0HCW9XENaO7PVzjoAPSStrtQw0fbuDpGjhMfSI2mrWhh083dxhvl9xa0s26oBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBG5bjuKy1rH2r0bpJMXN7TTAc5rWyjTRxaDo7TTpqg753B43O4qfFZKLvqVnb3sYJaTscHt0c3QjRzQg16XFMLTzRzUET/nE1G0TM6R7tYGFpAIJ019Qde1Br43g/H8blr2SqRyMfke8NuqZXurPdMQZHdySWau08yDRpeFnDad6C3HWle2rIZqdSWeWStDITrujic4tB1QbfIOBcdzl5mQtMmgyDGdybdSaSvI6P7B5YRuHuoJTCYPFYTHRY7F121qkWu2NupJJ6lznOJc4nzkoI3kHBeP5y7FftMlgyMLe7ZeqTPrzd2frC5hGo6+VBTPEHj0QxuJ4Tx3G2nPfchuvsBkkldjN0glfNYeT6+71iCf2kF25FwrA5+aCzejkjvVQW171aV8E7GntaHsIOh8xQK/B+NQ4CxgTU77HW3OktMme+R8kjtNZHSOcX7vVHXXpp0QYuP8C47grhvVI5Zrvd9yyzamkneyIf9XGXk7W+4g1rPhhw+zfuXJa0mmQLnXKrZpG15JHAgyuhaQ0v666+fr2oNvI8E45kMDSwc8LxSxxjdRcyR7ZYnRDaxzZAd2oBQZmcPwjcjisk5ksl7DQur0Z5JXvcGPYY3b9T65LXHq5Bls8WwlnkVXkU1fdlqUToK9jc4bWODgRtB2n+cd2jyoMXI+IYPkHs78hE8WahLqtuCR8M8ZcNHbZGEHQ+ZB1xfCeM4zEWcTXpNdTu7jdExdK+dzxo50j3kucff6eRBpYbw04pib8F6vDNNNUBFFtmeWdlcHyQse4hqB4otc7w/wA41oJcaxAA6kkuCmOLG/CWDwio3aHh5ial6vLVtR+0d5BOx0cjd1mVw3NcARqCCr91aJyTMNHuqlq7esWjSeXj1y2uKcGqcdzXIcpDaknk5DaFuaN7QBE4F52tI7R6/lWu6CtYziHJuRYHmlHN5K9j4M7k7DMaHve+SDHxyhoEbJDoxk7WuG0dNpQZsB4WciwdSnQoc1vRY2ltbFSbVqBmxp1LSdm71uup118qBmPCO5d5ta5fS5Pcx2SsRNrxhkMEohhDWju4u9DtoJbqdPOfOUFs4xhcviaksOTzU+clkk3ssWI4onMbtA2ARNaNNRr1QbmUwuMyvsnt8PfijYjuVgXOAbPFrseQ0gO269A7Ua9e1BT+Q+E9fMZXJTDLT1cRnX15c9iGRxuZZfV2hm2Vw3xBwY0P29qC+oCAgICAgICAgICAgICAgICAgICAgIPMvFzwguc/yGMmZk46EGPjkYWuiMrnOkc0kjRzdOjVnS+iJhVMB4DeInEsm+1xXlkEDJDtlbLE8NewHp3kR76NxHk+oQspvE8YRo9j41V5HWxvd8hvwZHIF5d31aD2djWEDRm0ufu0OvrdPcVc6MkqoGK5C+apPCwhr5I3Ma53UAuaQCdEHzuf1T8gK5LeRxG0CC0Gs4M006+t3hOuvoV3tWPZei8M4n4wYiSrWyvKql7F13t3sfXdNYfC09Wd87unAuHTc4u09KwmYTGr0hYJEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBF8pxM2XwFzGwPbHLZYGse/XaCHA9dAT5EEogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgINLJYbG5Lu/bYe97rd3frObpu01+SW/YhBpfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIH0N43+R/jJf5SB9DeN/kf4yX+UgfQ3jf5H+Ml/lIJpAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBSeV+Mvh9xi66hkcjvvxnSWrWY6Z8Z8zy0bWn0E6+hZRSZRql+J884nyyB8uByDLZi076HR0crNegLo3hrwPTpoomswnVPqAQEBAQEBAQEBAQQ3FeUU+R0rFurFJCytZlqObLt1L4dNSNpPQ6oJlAQEBBochyT8XgMnk42CSSjUnssjcdA4wxueGkjyHagi8TzSjPiOPWr/APk9vkDGezQsDnt71zN5bu06ADylBY0BAQEGpl5snDjLEuLrstZBjNa1eR2xr3eYuPYgy032X04H2oxFadGwzxNO5rZC0FzQfKAUGZAQEGhNncbDmq2FkkIyFqJ88Ee1xBjjOjju00CDrTs5x+ayEFqpHFiYhF8322vDnylzdZQ9mvq7XdB50EigICAgICAgICAgIIblfKqHGcay/dgtWWSyiCKClA+xK6RzXOADGehh6nog0uJc8x/KuMT8hxVO0YInTsjqStY2xI+AdWhoe5oLj0GrkFbzHjLbw1CTIZThmaqU4y1r5pBWDQXuDWj+d6kuOgCD0SCyJKcdmRjoA+MSPjlG1zNW7iHjyFvlQULjni5a5BDSt4/iGYdjrzw2O+Wwd0G7+7c8/dddrSDr0QehoCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICCseJ2bu4TgGcydEltyCs4QSN+Ux8hEYeP3m/d7yyrGsol8y+DPh7iua5LKTZqaV0FFsbjFG/a+WScv9ZzyCdB3Z19JHVXWtozxY4txem8Y8J+O8Y51VuYbklmrYph01qrIxsrfZw0OeyeVojYxpYfr+vY4LCbawytiiOEvYxyPjx6jKVNP6eL+Uq9FbYjydCRofHM18ZGrZGnVhHnDh0TRn7OdNVel8UeCxzzwDJ97JWe6ObuYLEzQ9nyhvjjcw+8VlGO08yi2WsTpMxDoPFXguunt8v8A7pb/AMUp9jfoR8Rj9aPGwZHxh4FRoWLkl2WRteN0ndtq2GueWjUMaZI2M3OPQbnAa+VPZW6CM9JnSJhFt8dOPuaHDE5DQjUfdMZ5f/bVZ8NfwKfjsfTPinzOf78sB+ich+Exn/56nw1/B4z47F0z/jPmR8/j/QPJMHhamDncMxaiqvsWLFZpi72VkYc1ld1vfpv10c5vxY2wzXitxZ639H6ph6XmskzF4e9k5GGRlGvLZcwdrhCwvIHu7VSufNLvHHxDOUN0XmNh37hR7qPuQ37Ds36endr6UH0lx7LNzGCx+Vazuxerxz92eu0yNDi3X0EoKh4Mf2eyn+97n7LUGPKi7yfxFtcdlv2qOHw9KOeSKlK6B81icgtL3t6lrWns86CEblecTcU5Jh8fas3bmCynsguxkG++gHau2OPypgB29vmQTvhw/HzZO3LheQWruMELW2cJki99utZDvl6yEOa0gEEAaa+VBI+JNiKGjRNzPHBYoz/5e+EvFqdgHSKAxhzxr9dtCCk4TPC1h/ETE08lZymDpY18uMnu94ZmiarIZGEytbJtDhoNw8npQa1jj1W7jvDWSSxZjNxsNaQRTvjDWtgLg6MA+o/r1cOqC0T1rfJefZHj0uRuU8Px2pXAiqTuhkmnsMDxJLI31nbW+Tz++giYcvzi3wfPY6jZsXMjg8vJj5LsJHtstKF43uYfLNp5R109KCc8OH4+bJ25cLyC1dxgha2zhMkXvt1rId8vWQhzWkAggDTXyoOnizyCxStcfxAt2aNDKzTOyNmiHmz3NZrHGOPuw543951IH1NUFXZyDIR4HmtLH3MjNh61SOziLt3vmWInOIEsbZJA15G7s8yDc5JySYzcSw1+/eqYmbFR3sjNQ711qd5jDWMc6IOkDdw1d59fcQacXM+Q0+JZqnSt23N+c69HCZS8x4sNgtkn1u8Ac4sEZGp69fcQXanxDOYHKCzj8xZt4aSrM3J18hYkml74M1jmg1aQHF3y/WHRBUPnbK/93L5w9sn9v/K+9f33+s9n85ru+T07exBIZPjdS14p4J0lq2HW8fJZkLLEjdHxbAGs0Pqsdp6zR2oO1+LL5XlHiNi61ywySKnSfjmsle3u5hWEg7vQ+pve3R2nnQc0uRW+Q5LgzIbMrYYcfJl8yInOG8wtELQ7QjUd+1w0Pagi6rM9luAXvEF+bvVswfaLdKvDMRUiiryOYIe402OBEZ117fh1De5Tl8neHG8vmJMhT4hcxsdm9JiXPaY7kzQ/Wcx6yd0GkbfSgu3AWyt47FuzQz9cveaeR7XmDX1WSO1Jc9p1BJ6oKxDWyHLud8hily12hQwBgrUIaUxhHfSMLnyyADR5Dm9A4aadEEPx7J5ObwsNi9yN2M/+JyMv5WVzjMYA87o4CNzmyO+t29g1Qc8T5FB9I89iMJl7mSwXzNLegddMxlhsMc2MiN07WSBuj9fNqgjDJm6HhdiObtzd+TKVZIz3L5ia74e/MRidF2O1HUudqT8GgWjnlrEN5I+LP8rs42oa7fm/GY0ziZkh+VPN3DZC79zu6IK8zkvIstwfg078lNBfuZqOlPdiID3M7x8QLgfVeQ3T5QOpHVBacC27gfFGfjrMhbvYy9ixkAy7M6d8c4nMZLXO66ODTr/0IPQ0HmP6u3/L1/8AvK7/AFiDNyRzeR+LmD43J90xvHqrs9ei+tfaLu5qNd6Y9xkHuoL7l4rM2JuxVADakglZACQB3jmEN6ns6oPGaLvEfws4vxubKXaVnBRWYsfksPFBo6vHO933dlneXSP1OpGgGp0A07A9X5rjreR4plKlKWSG66u91WSJxY8SxjewBzSCNzm6H0IKTjc9d5Nl+CQV7MjY2UX5XLiN7m7zEBC0P2nq32hrh1QU+XllzJY/J5w5XLxcmbaecTTqsnNGOKJ4DYi1rTE7c0EOJPu+XULm2xkeZ8w+ardy1jcbRxda3PVpyurvfatNa/13t9baxrtNvnCDT5Ze5bxvjWLwmUy0jzeybq78vVMktz5ub6467Gu7/ToS3Xs7Sg68WzGZ+dc/ieM2b92i7FvtYmXKtl3RXmEM7tr7DW6hxeHaHp9VBxwN/eZjGMHIcjU5HE0/P+Dy5kf7SdPXMDXkNAa4OLC3U7e3yoPXEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGpl8XSy2Lt4y7GJalyJ8M8Z8rXjQ9mhSJHlXhhVxuQt3eWYzFtwFa7G2jNiImMEDparv85hcwMG0lzmabO0Eq23QvwV5NV9di6N2SSCeu17bkboLLwNrnROaQ5he0tfoR5isdVt9OzLUr+FPA6k0VirjNk9dzZIHe0WXaPYdWnR0hB0I8qn2tuloVxUiddIbtarFAwQQM2M3OIYNflPcXO01/dO7FEy6ERERyKnB4G8Lw9nL5GnNcjbla09O1WdLGYGQ2SN4ZrHv9XQbdzj6dVPbmWpiiNdFPx36vvhbeyLqEGduS2ow4y14rVR0rQ3odWCEuGh7eiym8sr46xHFK2f1VuDOrytrZTJxWSxwhkkfXkY15HqucxsMZc0HtAcNfOFj7WVPZQX/dK/+qv9A/8A8lZe18B2T/ulf/VX+gf/AOSntfAdkxv6tWdwPLcBlMfloMlTpXq9q8ZYzVe1kEzHkRtDp95LQfKEnJrBo+gbFeGzXlrzsEkEzHRyxu6hzHDRzT7oKpZPJD+rfgvnXvxlZxjN240jG3vNNddvf7uz/A1QetVatepVhq1mCKvXY2KGNvY1jAGtaPcAQef8f4r4l8dht1MXZw0lSzbmtg2mWnSAzEdNWFjewDyIN7IcV5dFna/J8LYoDNz0mU8xVsiYVJXN0d3kRZukbtcNBr5EGGn4f8gp4G2a2Z9n5Pev/Olq7EHNrvl1/wA3LAdxh0J+LyINnjnE+Rjl8/KuQy0mXnUxQirY0S90Wbw8ySPlDXOd00HTs9xBm5zxTMZbI4PMYaWs3I4OaWSKC8H9xI2YNDtxjDnBzdnq9EEbW4DyN1jl1rIXas1rk1AVmuia+NkUogdCBtO47G7gAddSB16oO2Q4HyAcd4rXxlqqMxxp8TwbHeezS7I9jwS1peNfcQZ8hxXl1bkP0lwE9AZO9Vjr5incEwrPkiA2yROjBeNNNND5EGKl4f52hxmeCjmTByO1fOWtX2BzYZZ3nV8T2A6mEj6vXTyINjjnE+Rjl8/KuQy0mXnUxQirY0S90Wbw8ySPlDXOd00HTs9xBu804rfy82LymJsx1c1hZnzUnztc6F7ZWhskcgb6wa8NHUdUEBzZ/KIfD/kUnJ7WPa6au1lOrSEga0h2hPeTEOe55cOm3pogzu4lm56vF+QYOeCtm8bjoq0le615gmhkibqx5Z67S12pGgQbuV4lyPkfFreO5BdqxZKSZlijJRjf3VZ8WhYNZDuk6g6kgdqDJiMHzizmochybIVm1akL4YsdjHTthndKNrpbAk2gkD5LdDp2g+cKvL4Y82PD7fDIslQbg2yF9GZzJTZe3vxOI5umxgDtXat1OvTsQWTP8V5G/kGDzuDnqCzjYJKlmC53gjfHIACWmMF2o97yIN3DcXuUebchz8ksbq2YZUbBE3dvYa8Qjdv1GnUjpoUEfwbw9fxvL5m5LOyeC24x4yFuv3CqZZJjEdR5Xy+TzIIc+HXM6uGucTxuRpM4tbkftnmbKb0MErt8kTGj7k7yjUnyn3gnchxrlmPsUJeKX4BUqUmY9+JyRlNYsi0DJWmLUiTQaHp2INvgHE5+M4WapZmZNbt2pbtnuWlkLJJtAWRNPUMaGjRBCZPD5rC8syuWweVxlWHLwxS5StknP3QmEFjbETWEbhoHdHEAnXr5gq/EOG5XPeGeHmpTRMvU8s/KUxca7uJhHI5ukrWAuAcR5AgtlPhXKZOT3c/lrlOSa/iJMa6Cs2RjIXveHN2l4cXsAb1cdDqezQIMNzw3ys/hVBw5tqAXotmtg7+6O2cy/Y7uzp2INq1xDlVXm+Rz+Dt0WQZmGGG262yR81fuWBgdA1mjX6huujnAaoIzG+F2Xqce4zi3W67pMFl25KaQb9JImymTa0bejvW8vT0oLNLxe4/xFh5OJY/ZI8YceYPW7zvO+dLu7Nu3R3nQWVBUfC7ht7iHGHYm7PFYmNqex3kO7btmfuA9YNOoQMHw2/R8ROS8pszxSV8vDTgowM3d5GyvGGyb9QG+s8ajTVBihuZnPct5Zx6cmLjtWnBUZMxuyX2m3CXy93J5dkbh7hIQVePww8QchTw3GuR5bH2+KYe1HZdYibP7fcZXJMUU4f8Ac2t66OIcT76D1tBS+C+Hz+NZjMXZJ2TQ23mPFxN11r1TLJN3Z1H2cvk8yDVx3Eud8eNzHccu475ltWJLED7rJnWKvfHVzWNZ6kgb9buI9KDbzPFeTQ8mHJeN2aft89QU8hVvtlbBIGHcyVpi3Pa4dmnmQatrw9zlnAUhPmXT8mo3/nSC9NvkgbMT1gaxxJbBpoAB7unkQStXHc8v0r8Gcv06T7EBipnEtm3RSnX7t3spa7p9iB76CGr8L5pkMzg7PJLlCSDj7+8gsVGze1WXAADvjIA1oOgLtuuqD0FAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBQ+VeKeOxPMMPxSpJXfdyD9bk80mkdePrtZ6vbLKRtYCRp017VsU29rUm/NCItHaiEtHWiqwxw1Y2xQRtDGRsADWtb0AAVTo104I7k/IrPHeP286xscnsAbM+KXcA+MOAexrmn1XuB0aSCNe1Z48fbtFelVnnSssvNfEfFYLw9fyuvIJWW67HYhruhllsM3QjafN8pw8wKiuKe12Z5mnM8mr5t8GsvyPLeJ+Cqz5K1PC6xJYlhfM90Z7uN8ziWF23yLayxEVlhWZe4/rI5r5v8NJqrXbZMpZhqgDtLWkzO97SLQ+6tPHHKzl4l+rrZMPitjIwSPaIrURHn0gfJp+LVuTgxh9gLXZiAgICAgICAgjs1yDGYdtb217hJdmbXqQxsdJJJI7qA1jQT7p7AgkUBAQEBAQEBBH5bj2EzDq5ylKK77K4yVxM0PDXHTU6Hp5PKgkEBAQEBAQEBBHRZuOTPT4YVLLZIIG2DcdGBWcHEDYyTXq8a9RogkUERmOH8XzNmOzlcXXuWIwGsmljBdtB1DSfK3r2HoglIYYYImQwsbFDG0NjjYA1rWgaANA6ABB3QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQ/L+U4zivHbmcyJPs1Rmojbpvke47WRs18rnHT6qmtdZ0Jl8i838aec8rnkbJdfjsYSe7x1Nzo2bfNI4aPlPn3HTzALephrCqbSorXnX9grdw5uxGk8Fdq6vXvDPxf5dj71DFZeQ3MLLqG2LDHOmjiYDqY5BoXgEaetu8ynJs6ZI1pxY37xjBWbZJ+7HjWvxp5hUznEhiePzG06aRk11rWvae5i1fs0cAd28Ndp5gq9ntbVvM20+74Ve474xWikV7XZy8LdmYryeGdNeXofO7pHlvd7j3eu7br017NdFhaPvTPhbEcHs/6rGDbb5lkMs/QtxlTZGPL3tl20H3NjHj31rbm3Jozo2f1puSC1yTG4CJ+seNgM9gA/9dZI0BHnbGxp/wAJUYo5GVla/V2r974rYx+3XuIrUmvm1rvZr/DWWTgiH2AtdmICAgICAg8ci5t4iv4NPy1l6oYcZafHLSdXG6xGJgwl0gLQzbvAAa3ya6+RBYIeT8wx/JuPDLWK1jF8nbII6kMRY6o8MEjGiTUmX5QBcdPL0CDV5fleb05slnXzY7GR4V0hxNCzHFPPbrjTfJ3ok7yLvAOjWgHyHzoMuf53l5p+M1qdyDj9XP0m3X5a3GJmMe9jXtrsD3MZu9bruPlCC28Sm5O/GvZyOOH22KV7IrNYgxWIRpsmDQTtLvMgr93OcuzPNcjguP26+OqYOGF9yxNB7R309hu9kWm5u1m3oSDr2oK/V8QuVS8PwuTfPG27d5CzG2S2Nhb7M4v1YAR+5HrdqC2ZLkmSreJOPwolDcVNjZrc8expcZI3OAO7Td2N7EFJPilyQ4U8wGTx7aAsbW8XIYbRq993O7vN/ed79dpt0069nRB6fybJT0+KZXJ03bZ61CxZrPIBAeyFz2EtPpHYUFPy/M8/W8PONZqGdoyGSnpR25DGwhzZ2kyaNI0GunkQZJMxzjK835Nx/E5GvRrY1lSStPNAJnsMsAeWAatBD3nq52u3ToOqCc8OeT2+ScVrZG6xsd4PkgtCPowyRPLS4fvhoUETZzfLs/yrLYjjt2DFU8E2Jti1NALDp7ErS4RgFzQ1jdNCR1QQs3iVya5x7j9mk2Crl7eZGHyEbm74DJ1adNdXBhJaeh18mqCaxnJOR4bl0/H+SW4slBJQdkqd6CAQOAicRJE6MOcOxpIOv7PQKu3xR5HHiYOWz5THGhLZDZeMMDDZZVdIY9/eB/eGQAa6bdPL6EFkizXNMl4iZ3BUbsFXF4t1GUukhEkvdyQtfJEzs/nC46udrt06INblef8AEHHjL5UXKOKp4xznY/FTtjmkvQR9TI57ZNzN/Xa0AHyHTtQc5PmHK8hm+MUsFNDSZyHGG4/2iMSiJzoxJuGnVxa3oBroT2oN2DlmWocxy2OylkT47EYVl+YsjYwulYAZXjTs3dfV10CCEk5h4gUuLQc8tz1X4iV8ckuCbDo5lSaURscyxuDnSesO0afsIPVI5GyRtkb1a8BzT6CNQg7ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDzP9YvGS3fC2/JETrSmgsuaPK0SCN3wCTd7ytwzpZjbg+PV0FQg9C8L+VUYDLgMu9oo2jvrPkOjWy9NWl3kD9Ph91XYL9mXL7z2ntK66a9KX8R+UxYkX8LRiZHbud3vla0DZCYg1w/fHsHoJVUW0vfk46cvTyN2uGMm328zbXsVt931fvzp1fyh5MoXrBwjmOX4fn6+axj/ALrH6s8Didk0LtN8T9PIdPeOh7QtfL95nHIwcq5Db5HyLIZy2NJ78zpSzUkMaejGAnyMYA0e4sIjSB6r+qvi3T8xymSLdY6VHugfNJPK3b/BicsMs8jKr6gVDIQEBAQEBB5RU4fyRng9l8G6i4ZWxPK+GruZuc11hjwdd235I17UE3nePZmxlOCTQ1nPjxUhOQcC37kO5Y3rqevVp7EFPyPCs7M7lde3xk5bM5CexPjs7LLGY2Vy37kxheS5r26aNaB2kA6AaoLNPW5LS4/x7H3OPMzmCjxkFbKY3bG+zDbija3e3e7Y5vk9XqO3VBKeFmDzOIwNmHIxOpwzXJp8bjXyd8+rVeR3cTn6ns6nT9slBHy1eSca55msrQw8uXx3IIq7miu+NrorFdhjDZO8cNrXbid3Z1QVHj2Dy+W8K6cuNgFi/is6ck2mHBve9y9wdG1x6fXoLVWo8kzXiHQz1zDy4zFNx09T7rJG6YFxJ1e1pO3Xd6o6+lBD8e4xZwdFuBv8ErZu7BK9sGZLKnczQvkLmySySAvaWh2mhGugQenZ7FnJcfyOLjIiN2pNVY7sDe9jMYPTzaoPK7OK5zkeHYPjp49LBJhbVU2rL5Ytr2wEtBhAdq4bTucTpp5NUFz49hMpW8R+V5WeuWY/IR0RTnJaRIYYAx+gB1G13TqEDwpwmUw3FnU8nXNaybdiQRuLSdj36tPqkjqgjn1uR8U5fnMlRw8uaxee7qZgrPY2SGzE0tLXh5Hqv113eRBUsrx/M8d49xFlqJkuYs8livyU2vAYJpXath7zqB8kAnqAfOgtdLE57kvN5c5kcZLhcbWxsmOgjncx08skxO92jC4BrQ4/+GugRHG+N2MTSr4HJcCq5W/XkMZzJjqGCWEyEiV8kgMm5rD8kjU6ILVx7CZSt4j8rys9csx+QjoinOS0iQwwBj9ADqNrunUIKJkeFZ2Z3K69vjJy2ZyE9ifHZ2WWMxsrlv3JjC8lzXt00a0DtIB0A1QWXEcZzsXIuDWpabmV8VhjUyDyWfcpu4DNh0PX1vMg2rPE8jf57yGaeF0eJyuF+b2W9Wkb36NcA0Hd0CCu2MRznIcJg8PpsK+GVjoq8+aMkZqezQStkbKzQ7y4hjRt01Qel1LmTbmZMYcc5mLr12OgyplaRJJ0Bi7oAEEDru1QSiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgjeTYePNcdyeIfptv1Zq4J8hkYWtd7xOqmJ0kfA0sT2PcxzS17SWuaehBHQhb1L9KqYdFcxEHeWWWZ5kle6SQ6aveS4nQaDqfQhERHB1A1KxtbSEw7LXZCD60/Vv4nJheB/OViPZbzkvtPXofZ2DbAD7vrPHocqMk6yzh6uq0iAgICAgICAgICAgIIrjPGsdxzGnHY8yGuZXzayuDnbpDq7qA3oglUBAQEBAQEEVneNY7Ny42S4ZA7FW471bu3BoMsR1bu1B1b6EEqgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIPiHxYwww/iPyCi0bWe1vnib5AyzpOwD3GyaLZrPIwlUiNVbW+jGYdSCFbFolGjLVqWLUvdwML3eXTsA9JWOXNXHGtpbO12eXcX7OONZ/ji6AaKu1tVGj3/wAP/A3jXM/DDFZKaSTHZiR1kC9Do9sjGWHsb3sTjo7bt0GhafSqLXmJZRCS47+qtRq5WKzm8z84UYnBzqUMJh73Q67XyGR5DfPoNfSFE5TsveIoooYmQxMEcUbQyONo0a1rRoAAOwAKpk7ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg+VP1oMX7L4g17rR6l+jE9ztO2SJ74yPea1qvxzyMLPH1YgQXDjv8AqqL3XfxiuHvvey+mfpr/AE69dvrVnJQdxfni7AHkt9w9R9Qrr4L9qkT4Hgu9MHstzenRafFPLHkfY/gdX9n8KuPx6bd0Mkmmuv8AOzySa+/uVd+LThelikQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQfPf62VEbON32jqDagkd7vdPYPqOVuJjZ88K5iILTxu9WNRtUv2zMLjtPTUE69Fx99it2u1zPoP6Z3+KcEYddMka8k8/LryInkEtaXIl8Dw/1QHkdm4dOh9xbuyrauPSXnP1FmxZN1Nsc9rkjXrj+Wj7U8Nansnh7xuAja4Y2q540A0c+Jr3dnpcsrcXEhZFikQEBAQEBBEu5fxZuS+bDl6gyG7u/ZTNH3m/7Dbr8r0dqCWQa0GUxlim69XtwzUmB5fajkY6ICPXfq8HaNuh169EGWtZrWq8ditKyevK0PimjcHsc09Q5rm6gg+hBkQEBAQEGhdzuNp5bHYqxIW3cr33sUYa4h3s7BJJq4DRujT5UG+gICDQw2dxuZisS0JDIyrYkqTEtc3SWE6PHrAa6a9qDfQEBAQEBAQEBAQEBBoMzuNfnZMG2QnIxV223xbXaCJztgO7Tb8ryIN9BoZXO43Fy0YrkhY/I2G1KgDXO3SvBIB0HTs7Sg30ERmeWYLD3aVG9O5tzIO21a8cckr3dQC4tja7Ro17Sgl0BAQEGveyFDH1nWr9mKpWYQHzzvbFGC46DVzyB1KDFjc5hMoHnGZCteEf8AOGtNHNt17N2wu0QbqAgICDhzmtaXOIDQNST0AAQa2MymPylKO9j5m2KkuvdTM12u2ktOhIGvUINpAQEBAQEBAQEGhhM7jc1Ufbx8hkgjlkgc4tcz7pE7a8aOA8qDfQaEOdxs2as4WOQnIVYmTzx7XACOQ6NO7TQoN9AQEBAQEBAQEBAQEHiv61VYO4VirPTdHkmxjz6SQSu/9GrMXFjZ8vK9iIOUHaON8sjY4xue8hrGjyknQBB+gOPqNp0K1NnyK0TIW6eaNoaP2FqLGdAQEBAQEEfyJuQdx/JtxpIyLqk4plvb3xjd3en+Fog+MzHOZzGWuM5dtLNDv366aaduuqgfY/FI8lHxjEx5TX5xbUhFvd8rvBGN2791r2+lSKPwX/k5kf6LKfxpUHTA8m5BSxHCcFh4KssuVxTnh9reGsfBGwhxLDrtDSdQG6np1HagtfBeTZDOUr8eUgigyuKuy0LrYC7uXPi0IfHu1dtcHeUoIfO815ScnmouO06c1HjcTZMnLcdIHzPLDK6Kvs0a0tYOpd5UHSTnfJMpm6mO4zWpubfwkWYhff70bC+UsLXd2fW+tboAOup3aDRBH1PE/lUuGx3JJ8bUgwT7UdHJML5HWBI5/dvmi09RsbX9NHan9lBKZPlXOZuUZzCYCpQlGKhr2I5Lfehzu9jLnR6Md6znH5J9UDTrrqgjByKHkfKvDTNQx9025Hl3OiJ12vZWDHt16a6PaRqgzDxK5C6AckFKp9DHXhSa7dJ7c6Pve59pH/V7d/1mmv7KDf5RyznFCbLXcdi6zcHhGNfNJe71k1sbd0hrFnqgMHTVwKDLkuZ525l8XiOL16z7V2gMtZlvmQRx1nkNY3SLrvc46ejzIKtxHlORxPGbTKtNkmdzHI7VSpUlee6jmkIc90jmDUsi067UF04tybNz5zIcd5DBWiy1KKO1FNSL+4mrynbuaJNXtLXdDqUGPkXJuRfSWHjXGYKj8h7Kb9yzfMncRw7+7Y0CLRxe93p6BBoS8/z8mKw1avi2V+U5mxNVbUt942CI1dTNMdAHujDdHDTz9vRBrXfETkOOwPJmZCrUZyPjncPcIu8dUmislvdyNBc2QdCdRu7fgQSeL5ZyVvLqmGzdSpFVy9WS1jH1XSOkYYtHOinL/Vc7addWgBBu8y5NksZPisVhoIZ83mpnxUxZLhAxkLN8ssmz1iGt06BBHR8t5mzE5GGfBifkdG1HUiZXbKKczZgC2w17huEbRru6nTz9egYYebcmqRcnoZmvT+ecFj3ZGvNU701ZW9057Q5kh7waObofW6+hBik53yyvxellZ6dJ13Py06/HqcbpPlWmbi+ySeg+uAb2DoTqg7Q895FjMzlaHJq1NkeIxJyT5aJkPfP7zQbO8PqAj1Nrhru666FB2xnNOXwX8I7kdKlDjOREMpGo6UzV5Xs7yKOx3nquLh09UDQoJ3nHJrWBxcD6MDLOUyFqGhjoZCRGZ5ydC/b12tAJOiClU81lcT4g5zJ8ligZYx+AbJKaRcYpWsm3NMYk9ZpcTt0d5fQgmsFzPlXzthYORU6cFTkcUkmN9kdIZYXMYJRHY39HExntaO1BM8u5Hew9zAQ1WRPZlclHSsGUOJbG9riSza5ujunl19xBXcp4h8maczlsZRqS8a4/ZNS6ZnSC1O6ItE7oNCIwGbum7XVBqOl5Fa8aa81N9J1Z2Gjmi71sxIx77Te826HpYLtdD8nbpqEGceJXIXQDkgpVPoY68KTXbpPbnR973PtI/wCr27/rNNf2UFv5jyRnHOP2coYTYlj2R1qwOhkmlcGMbr7p6+hBXYeZcqx9vJYrkNek3KQ4qXLUJaXemBwi1DopGyHfua4DqDoQg1sVz7lbpeMW8rTpMw/IwyBhrmUzx2Hx7muduJZse4dG9SB2nVBt+NTmN4DadJ8gWKpf016d+zXoghMRkOK5XxQw83EWR1oqtO07LuZCagnjeA2Fgie2Jzyx/rE7ezTqg2pPEnlBxkvLYaFN3DIbJhLd0vtz4Gy9y6ww/wA1pv8ArdNfT5UEpf5hya1yTI4/jdSnZpYOGKbJSWnyMfK+ZhlbDA5mrWu2D5TgRr2oNGl4icgyGA4y2jVqv5HyPv3MbJ3jakMdYu7yR7WudJptA0G7qUEXy7kvJMnwflOJuQ06+Ywro48wGd66GSrMwvjkranc1z+mgfr01QTslnmR4nhcTHj6l6/lYjDYn0nbQgqiPUGctPebnMIbpuGp10QSnh/nbGRxtujaqQU7mDtPxs0NTX2f7i1u10Id1azQ9AUEbkuZcqmzuZrcfp058dx2NpyD7T5GyTyujMhigcz1WlrRod47UCny7mWV49x6fEY6vJkszG+W3bmbKKNVsY19fa4v1f2NG5BpP8S86zjsds0a5y9bOtwWQrhzzC97XaPdC4lpbrqNpdrp5QUEphuXciZmszhc9Tgkv4+o3IVPm3vHCaF2o2BsnrF+4Bo858iDWxXMOZw5vCVOSY+pWrchbL7HFXMvtFZ8TO8DLAk9VxLTp6oGhQTPNeTXMLWowY2COzl8raZToRTEtiDnal0khb62xgHXTqgjq3K+X1qOchymGFrMYpsbqgx7JvZ7gnHqd1vDneo7+c6nQIMNDmfJ6GYtYnlFSp7QzGSZau/HGTbsiOj4XiUn1/M4dEHHEeW81ys2Lu28fSmwWXY97J6D5HSUy0bmtsl52uJ+SdoGhQTHBOR3uQYee7cZFHLHcsVmthDmt2Qv2tJ3OeddO3qgr+Y5/wAoE+cvYWlTmwPGpTBkXWHSCxPJGA6cQFvqM7sH67XVBl43bhueKOXuQEmGziKM0RPQ7ZDubqPcKC/ICAgICAgICAgICAg8j/WfDf7uIddNRkYNPd7uVWY+KLPlBXsBAQWjwxxPzt4hcfokAsfdiklB8scLu9ePfawrG08iYfca1mYgICAgICAg0TgcGch85HHVjkR2XTDH334TTd9VBvIPI8ddy3HuJ5Ths2DyFrKyOuQ0Ja8BfWnZaLiyXvgdrAN/ra9iCVx/HMrjeScCgkgfKzF42zXu2Y2OdDHIYWt2ueBtGrtQ3XtQS3h/QvVcjyx9qvLAyzmZpa7pWOYJIy1uj2FwG5p84QVDNcYwNHmmbsck43czNXJvjs4u3Tilm0cWbZYHiJzdrt49XVBYsLiJq3iTSsVsbNSxUfGI60Ye1xZFJ7WH+zuk9ZveNb2jdqgrfzFm/wC5n5v+b7Pt/wA4d57J3MnfbPbt+7u9N2m3rrp2IJGXknzD4l8snOPuZDvKtEMZShMxEgiJY14b1aH9gd2INfi/Fs3irPhpBYqS60I8u++9rHFkBtRmSNsrhq1h9fb1PUoIvjPEOM4pzcJneJXb2bgtujhyEMcroJ4XS6xzmUPZE0MYfW107POg78xw13I5TlcWVxWUyeUc1zuOOr98akdcR6gt2PbGXAj1mkEuPQAkoJmp848cz+Dzs+Mu2qN3AV8dYjrQPlngsxFrw2SIaObqPV6j5SCJx+G5HBh6+dfiLQsYzklnIWMYWHv3VZgA90TeneFvk29CgtvExczPOcpyn2KxRxppRY+mLkboZZi15kfIGO6hoPT0oOmfkt8e8Qm8kkoWr2KvY32GR1KJ08kM8c3eN3sb12vb0B86DRy0vKZn8V5nfxEgkxU9z2zF1mOfYjqXGd0yQx6kl7GtDnNHn91BEZvGZrO4fnWegxluKPLR0q2MpSQvFqVtVzQ+TuQC4An5PoQWvI4++/n/ABC02tK6tWp3GWZwxxjjc+Joa17tNGkns1QdufV71XO8Z5PBUmvVsLLaZdr1mGSYRXIRF3jWDq4M26nRBDcpy/Ls7xe1ahx1yliPnGu0wwsfHkZsY0f5Q/u9dw3OI2gaerrr0QQ+N4+Yp+Yuw+EyFLGZDASMxzLMcz3zSbHtLR3hkdvc75MZO7Trp1QTeZxWXi4Jwq9DRmntcfdjbV3HsYfaO7igDJmtjOjt7dfkoIi733MOW8lr06s9R9zjoipsuM7l73CfVhLHdWNc/p63u9iCQgs5Xk13iOOGIu0H4KeO1l57ULo4WPrR7BHG89JN7uzTydUFg8TKGQfSxGVo1pLsmEyUF6apC3dLJAzVsgjaOpcA7UIKvdx+V5dyHkU1fG3KNTIYAVaE9yF0IklbNvaDuGjdXeQ9dPW7CgzeH+I4mzIYwR8RvY7P1Yz7ZcmimZBDK2Mtc7vHv2u7w6hm0HtQTniT/rPhv+/IP4j0FO+ivHcZms3W5FxS7mLVq9NaxVypFLIyaCchzYy9j2MY6NxO7dogusGLtQ+LMdqKpKzGR8cbVZY2O7oSNubhF3nVu8M66a66IKNxniHGcU5uEzvErt7NwW3Rw5CGOV0E8LpdY5zKHsiaGMPra6dnnQegeKfH7mc4dZq04fabUMkVmOrrp3vcvDnR6/uma6elBWsLiuJS0My/j3Fb+MunF2Y3T2YZo9XyM09nY2R7i95P2Lf2UHd2Hy30b8OIfYrHe0blN92Pun7oGsiIc6UaasAPbuQTvi5TvXOE2IaVaa5OJ6zxBXjdLIQydrnaMaCToAgjZbeQ5VzPj1unhshjK2GfPPcvZCA1SWyR7BDGHHV+49vmQVr2XO1+BTeGrcPcflTYdXr3RE40zXfa7/2h049UN2kjTt1QThlvcU5RyRsuMuXqmbhryY6zVi7xhkhgMT45Xa7Y+vXV3TTqgheMQXqHHeBcogpzXqeMjuwZCGswyTNjsvc1sjWDq4NcPW0QSEuHzWaw3P8ANxY+eA8gjgZjaM7Cyw+OlDs392eo7z60dqByGzZymL4lLYoZU8ZYJIs1RrwzR2TKyJrYe8jYWyGPeD1b0+ogmPCXFT4yPkEL8dZxlaTJOmpQWg7d3D427PXcX79NNDo49fKgjrlq/wAazXMK8+LuW4M432rG2q0RkiLjAWSMlk1DY9jvK7ydfMgg4K9mbi3BherX7vF/ZpRkK2NErnunP8z3ohLX7fNp5UHGP45l4OOSU4cPcrNbzGO3BVfHJI9lPRm15f6+5rQ3Rz9xHpQWzMY/kP06z93F15WzScdMOPt7CIzaEjixjZCNm/sOmqCp8awjfpBw/IVMLlo7UEkjeQZG82c62HwEHpI52jQ/X1w0Ds66oL34jUsgHYLN06st4YS+2xaqQN3zOge0se6No+U5vbogi+QZ3mWe4pyKXDY6zRgY2BmKc6N8N6Zu4G25sZOo0ZqGaDU+TqgheM4gVOZsyfG8Ffr034exHDJkhMBNcDg5okdI5/dh2gHXaD1ICDPxmKaTmmKt4LB3sCZGzfSyq+N8NHcI9GbA71HO735JZp06+dBaPCyhepcdsxXK8taV2QtyNjmY6NxY6UlrgHAHQjsKCk2uL8fxvJM+3kfFruZkv3ZL2Ku1IpZWyMsesYCY3Mawsfr8r9jRBcOPYqxU8RsnMylLWxvzVTgrPc13dgx9O7bJ1a5zB26EoLugICAgICAgICAgICDxX9aqYjhWKh1Gj8k15Hl1ZBKP/LVmLixs+XlexEBBfPAtjn+K/Hw0akSzO09Da8hP1Asb8Ew+z1rMxAQEBAQEBAQEGKzbq1IjNamjghBAMkrgxurjoBq4gdSgyoMT7dVliOs+aNtiYOMMLnAPeG9XFrSdTp5dECzbq1IjNamjghBAMkrgxurjoBq4gdSgyoCCChwuOxPIsnyKe4InZVtaBzJi1kbTCCxga4kal2vYgnUHWSSOKN0kjgyNgLnvcQGhoGpJJ7AEHEE8M8LJoJGywyAOjkYQ5rmnsII6EIO6AgICAgICAgxPt1WWI6z5o22Jg4wwucA94b1cWtJ1Onl0QK1urbiE1WaOeEkgSROD26tOhGrSR0KDXzFG3ex0tapekx1h+0x3IWsc9ha4O+S8FpB00I8yCK4xxA4e7dyd3IS5bM5AMbZvSsZEO7iGjGRxxgNYOvXRBYkBAQEFfzHEzluRYzJ2r0nsOKcJ6+MaxgYbLdwEzpPlno4er2dPdQWBAQEBAQEBAQEFc5PxfMZmVwq8gs4ylPD7PbpxRQyNezV24se8bo3ODtCQUExiMVTxOLq4yk0sq1I2xQtJ1O1o01J8pPaUG2gICCs8n4lls3JLHDyCzj8bai7i5RiiheHs6h2yR7d8ZcDodEE9jcfVxuPrY+ozu6tSJkMLO3RkbQ0anynQINhAQEBBibbqusvqtmjdZjaHyQBwMjWu7HFuuoBQZUGKrbq24G2Kk0diu/XZNE4PY7QkHRzSQdCNEGVAQEBAQEBAQEBAQEBAQEHg362E2mH49Dp0fYsP1/eMYP8Ay1biY2fNquYiAg9F/V9je7xbwjmjUMFtzj5h7HM39khYZOCYfYy12YgICAgICAgICDyDxG53XznF7cFPHWvm326CCtly1vs8skNhu8DQlzR6p2uI0PoPRBcc94hwY3J26FPF28s/Fxtmy8lUM21mPG5oO8t3OLBu2jye/oFf5NyOF/NuGZnGVpspHZpXX1K9cN7yTvY26fLLQ3TX1tT0QY+dcpq8i8NrtiKCWpYq5CvVu0rAAlhmjsR7mu0J8/QoLNyHxBr4rJz46rjbWVnowi1lDUDCK0LhqC7c5uri0bg0eRBZMdkKmRx9fIVJBJVtRtmhk7NWPG4e4g8o51zuDkGDrCpjrTMY/K1mUss9re4ndDPo/boS5uuh2lw66Hy9EFvzviTTxmRu1YMbbyMGJax+ZuVgwx1myDcNdzgXkN9Zwb2D30EvyOxBZ4dlLMDxJBNjp5IpG9jmPgcWke6CgrGA5bXwfBuJ1WVZsjlMlUjZRx9YN3v7uMOkcXOIa1rG9pKCzcW5TU5BUnlihlqWqczq16jYAEsMrepa7QkEEHoR2oI7N+INfHZqfFVsbayUlGFtjKS1g0trRvG5u7cQXO2+ttb107NUDE+IFPI2OPQMqSRnkNeezCXOae7EA1LXaduvoQcz+ImIqwZ+e3FJFFgJ21pNuj3zSSAbGxN6dXF2mh/YQbHG+Ysy9+zjLePsYnK1o2WDTtbS58Eh0bIxzCQRu6O8xQY+Sc3ZhcvXxMeOsZG9brvsVoawBc4xvDSzr2dCXEnpoEGll/E2ljr9yBmNt3aeKLG5nIVwx0VZ0mh29SHPLNfX2jog2c5z6ChkI8djcdZzd01xdmjpbCI65+S8ucQCXfWtHUoNevyrjOXz3GLNeobFjKVrU2OvO0DoGxtHfMcNT1PyTp5kFS8OedRYPi9OC7jLYxjr89ebMBrPZ45JrDtmurt5aNw3O00B6dSgufIfEGvisnPjquNtZWejCLWUNQMIrQuGoLtzm6uLRuDR5EE9FmaU+EGZqu7+m+v7VER0LmbN47ew6IIJ/iBTbxrDZ72STuczYgrRQ7m7mGw4tDnHsIG1Bq5bxNioW8xXiw9y98xuachLXDCxkJjEhlJcW+Qn1R16E9AgtuPvVshQrX6rt9a3EyeB2mmrJGhzTp7hQUnFeLtG7DjbkuIu1cTkphVZk5AwwMsOcWtYdDuLdRpv0016eRBuZ3xLp4vIXq8WMuX62IDDmLtcM7uv3g3Aes5peQ3q7TsQZ8v4gV6WVrY2lj7GUsXaQv0/ZtCJGOkDAPW02jad+4+T0oJfkvIqXHsTJkrbZJWNcyKKCEB0kkkjg1jGAkDUk+UoK+3xNrMx+ZlvYuzRyODhZYtY6Ys3uik+Q6N7S5pHnQSl/l8NW1gawqvklz4kNfRzQGGOES6O18+uiCOZ4l0H8WxudZTlL8pcbj4KO5olE7pXR7XHs6bCUHTK+J9KjdvMhxly9jcTIIctk4GtMUEnTc3aSHP2a+voOiC3C5VNMXBK32Qx98J9fU7vbu36+bb1QVPC+JlHJ5ClA7HW6dDKuezEZKdrRFYdGCSNAS5m4A7Nw9ZBqN8W6PcR3JMTdbjBbdSt5HRhhhkEpjbr1DnA9CS0aDXTt6ILpksjTxuPsZC7J3VSrG6WeQ6nRrBqeg6n3EFYwviNFkMhVpWsTcxjsnE+fDyWgwNstY3eWja52x+31tp+JBB8O51nnfS+3lqFn2XFSW7Le8kiPciBjXexjaflaanXsQTTfEuoMCc1NjLkVaZ9eHGRlre8uS2G6tbC3UdNfrj2jqEEnxjl8WbsXqM1KfG5XGlguUbG0ua2UF0b2uYS1zXAeRBq8r5nkuPmxN8w2LmNrRd9NkI5oWRgaauG17g7Ue51QYbXiGyKnie4xNq1mMxB7VXxEezvWQgal8r3FrWDQ/D0QdZPE7EN4/VzIq2C2W+3F2qZb/lFewSQ9r2DdqW6a6DqdQgz4rxAo2ZcvBkqVjD2cNCLVqG0GEmsWlwkaY3PB6N6jX4UGLAeI1bK5SlQsYu3jDlYX2MRNaDNtmONu92mxztrth3aHye8gl+Vcnp8cxrLliKSxLPNHVp1IADLNPKdGRs1IHXQlBSMBySD+8HkuXyVeXFsp4qu67BZA3x90ST8kuDwR1aWnqgsfHfEGDLZKvQs4y3i35CB1rFPtBm2zC3QuLdjnbXBpDtp8iDT8E/+WOG/9p/7XKgx2fFmpA/ISHDXpMfib0lHJ5CNrXRQmOTu9/aHO+yIaOg086CSz/P4MbkG4+hjrOZtit7dYZU2bYqxOgeXPI1LvrWjtQR+bzfHOSN4nBK2ezjM7O6xDE0sZG51ZneBllpDi5rXdrWn5Q8oQd/708aLzW/NtsYV1z5ubmtGdx7Ru2abd2/Zu6btEF3QEBAQEBAQEBAQEHzt+tpKDPxeHTqxt15P78wD/wAhXYmNnz6rWIgIPT/1cId/inSdrp3Vey/Tz6xFv/lLDJwTD68WuzEBAQEBAQEBB0nY98MjGO2vc0hruzQkdD0QeET53EQ+DVTj0k7Is3UuMr2cdqO+Y+O6Xvc5g6hun13ZqdO1Ba6mexHG+Rc5gzlhlOWy5l2p3pDTYhdAWgQ6/LId6u0eX30EHx+WHj9zw4fmZG0I46F8yyTnY1nf+tHvcejNe8b8ryoNfMzxXeMc0ytV3eULmdqirYHyZBFJG1zmHyt17CgkslTpw+IXKYMxyOfjsWQjrT13tfFFHagEPdvBdK12pjOrQ0HzoPQsFiqdfhFbHYew6xVNIto2n+q57ZGEscdA3T5XmQeUy8gwzvCzj2EbOxmXrX68NnHajv43Q2TvdJH2tGvlPlPnQbctDGM5JzHHZ7k0/H2W7D5zWD4o47VWxHpq0yNcXnTVu1p95B6NdqVafhzPTqSGapWw74a8zvlPjjqlrHHoOpaNexBQ8NbrYm14d5jIyNr4t+Jkpm3IdsUUzo2ub3jz6rN46AlBZfDmaO/yDl+aqHvMZeuwx1LI+TKa8WyRzPO3ceh8qCHfmMXg+V8/gy9mOnNkK9exRdM4N7+MVnR6R69Xlr/V2jy9iCLwNurix4Z5W/K2vj/ZL1aa1KQyKN749Y97z0G86gaoI3MSMymM5dkqMz30a+fp3JbMA1d7Oxu10rAQdwG4OB0I069iC98Kx/G38oly1PlEvIsp7B7O4SSRSiOu+Vsg1MTW7TvHySdevYgzZb/m9gf92W/4wQUkY7EMyvMsZyHk9jAtnyFiy+iHxMjsVbIDmPaJGOdIdvq6NPm6ILBibuF4nzzJMylxlWjaxND5st2HBjZY6kfdPAcdBv6a7R1KBUyFLI804Jeo0TjqdmnkpIKjmMjLWObqHbWeqN/y+nnQVEZnFz+DFjjsNlj85cvdzXx4P3ZznX2yAhnyi3aPlDpr07UE3kqdOHxC5TBmORz8diyEdaeu9r4oo7UAh7t4LpWu1MZ1aGg+dB6Dg8TRh4NXxuKndapOollOw/5T2SsJY4jRvbu8wQeWN5BiJ/D3heJjssOUrZWmyzRB1mi7mZ7XGRnawakabu1BZqv+sfFL+iZ/2F6C1eHH9gsB+YwfxAg8lx+ZxVvwZw3HK1qObOT3mQx49hBmDjedKCWdobsPyuxBJ84z9687mNO1nGYiPHh1epgo4ou9uNMW4yPc4GRzX+dvyR1OiCd46Qed8WIOoPFYyCOzTexBZ/EV/Hxxp7M/DPJjJZoY5Z63R9dzn+pYLtW7Wxu01I19woKJLk8nkeP8z45BlRyPH0Me2ellWhskhLgXmB8kfqyuAZ29v7ADZdyPC5fkPhwzH247MsLZXWY4nBxiLqgAZJp8l2rT6p6oNbFYqz/er9G3R/8Aw3FXrXIWE/JIsxRiFrfRHM9yDqzOYrC8U57gsnO2vl5rmR9nqPOks4us2wPiafWeHa9o7EF6jw+R/uubhgwsyPzGKfd+UT+yd3t+3QUPg9DjORrcW9q5XYlyFKSF1fASPi1is12EOj7oMEjWja4Au8nlQal3/kXyT/ecn/zCJB6R4n0bd7gOarVGGSd1fe2NoJc4Rua9wAHUna09EFXt5/D8kz3BIMJYZclrvddtRxEONeFkAB77T5Dtx02nyoNWncqMxfilj3zMbfMmTsNquIEphNbQSBh67dSOqDdymcyGJ8MeHmnPHR9tZjKs+UlY2RlSOSuC6ba71dRt01d09xB18NJGP57ygtyxzYNeltyJDB3oaHg7e7AY5rT6ureiDY8Rc/hrfI8ZxTJXoaWLbpkc0+d4Y2SOJwMFYbu3vHjVw8w1QLmewtTxNxvIJ7kLcFksJJSp5EvAr9/Fa71w7w+oPVGnagqsrhZxM+WhBNDJ80hmoykaCWIO2d439yXNOiCx8iyNnG8/5HkKsIsWKvGhLFC4bmktnJ9YeUDtIQQmEvvuc94NZn5G3PTSRXZJo42RRxVXy09e6b3QboT2bXdRt7Bqgt/ifK2nb4tlrJ0xtDKxm7IerYxI0tZK/wAwa7yoKfyWeHkWY518xzNutOHrCOSA72yGGQPeI3N6P6NI9Xy9EEzwynxbIZnj+TZyyfL5KpBK+ljZXwuMQlg7uZr2MY1zNo+y07EEz4J/8scN/wC0/wDa5UFLPIsJT4n4jYyzciZkbWZyTa1IuHfSGYtjYWM7Xes066dnlQb1/LZSC/Fx+3mm8Zgx+FquaBFE6e5M6PY5jHSBxdtI27G9SfIUGpxUg0fCsg6jvciOnnAeCgy/SDGYfIR3+J5CWvNcyns2T4bc2ueZJJdkskUQL3xHpu1aSP4qD1inmMbcu3aVacSWse5jLkQDgY3SN3NBJAB1HmQbiAgICAgICAgICD5o/WumB5FgodxJZTkfs66DfLpr7+z6iuxcGNnhatYiAg9e/Vfg73xGsP0B7jGzyde0ayws6en11Xk4Jq+rVQzEBAQEBAQEBAQarsVi3TSzOpwGafQTSGNhc8NOo3HTV2hHTVB2tY3HW3xyW6sNh8J1hdLG15YfO0uB095B2sUqdn/OII5vVLPujGv9V3ym9Qeh8qDgUKDaraja0Qqs02VwxvdjQ6jRmm0aFB1uYzG3tnttSG13Z3R99G2TafO3cDog2QAAABoB2BBq/NWL72Sb2ODvpiHTSd2zc8tOoLjpqdPSg5t4vG3JI5LdSGxJF1ifLGx5af3JcDog2HsY9jmPaHMcCHNI1BB7QQgwy0KE1X2SatFJU0A9nexro9B2DYRt6IMkEEFeFkMEbYoWDRkbGhrWjzADoEGlmcPUyNWVr68MlsRSMqzSsa4xue0gFriC5vXzII/i3GG4/iGNwWWir3HVImslbt72EuaSQWiRo+q1BOMq1ow8MhYwSfzga0DdoNo3advTogx0sbjqLXtpVYarXnc8QxtjDj5ztA1QZTBA6Zs5jaZmAtbKWjcAe0B3bogw2cXjbU0c9qpDPND/ADUssbHuZ5fVc4Ej3kHNzHY+61jbtWKy2M7mCZjZA13nG4HQoMrq8DpWSujaZYwRHIWguaD2hp7RqgwNxWLZNFO2nA2aEEQyiNgcwOJLg12mo1JOuiDm5jMbe2e21IbXdndH30bZNp87dwOiDZAAAAGgHYEGq3FYtskkracAkmeJJniNgc97TqHOOnUjzlBmFWsDKRCwGf8AnztHr9NPX+y6edB2jijijbHEwMjYNGMaAGgDyABBV/D7hg47xrG0chFVmy1ITNdchbuO2WeSQBkj2Mfptf16ILFJjcdLYNmSrC+w5hidM6NpeYz2sLiNdp8yDuypVY9j2QxtfGzuo3BoBawfWNIHRvoQd5I45I3RyND43gtexwBBB7QQUGKnQo0oe5pV4q0OuvdwsbG3U+XRoAQdK+KxdbT2enBDteZG93Gxuj3DQuGgHUjyoIHi/H8zDnMtyDOOg+cMgIq9eCsXPjhrQA7RueGkue525yCwTY3HT2o7c1WGW1D/ADNh8bXSM/evI1HvINhBrR4vGxW33I6kLLkn85ZbGwSO187wNxQdjQomB1c14jXedz4djdhOuupbpoTr1QZ0GvVxuOqSSS1asNeSY6zPijaxzz26uLQNffQHY3HOsSWXVYXWJmd1NMY2l72aabHO01LfQUHaWlTlqmpLBHJVLQw13Ma6PaOxuwjboNECGnTgIdBBHEQ0RgsY1p2N+S3oOweQIOljF4yzJ3tipDNJppvkjY52g9JBQJsXjJqgpzVIZKjTq2u+NjowQdfkEbUGQ06hijhMEZihLTFGWt2sLfk7RpoNPJog7ezwd8Z+7b3zm7HS7RuLe3aXduiDBXxWLrBja9OCERuc+MRxsaGucNHOboBoT5SgzzwQWIXwzxtlheNHxvaHNcPMQehQdK9GlW09nrxQ6NDB3bGs0YOxvQDoPMg6VsXjas0k9WpDBNN/OyxRsY5/l9ZzQCffQZoIIIImxQRtiibrtjY0NaNTqdAOnagrHE+GDFzZibJRVbM1zMW8nRla3vHRR2Nm0bnsaWv9Trt6elBZJqNKaeKxNXilsQamCZ7Guewnt2OI1b7yDhlCjGIhHXiYICTAGsaNhd8rZoPV18uiDr82Y323272SH23Tb7V3be907NN+m76qDMyCCOSSSONrJJSDK9rQC4gaDcR26IO6AgICAgICAgICD5e/WqlaebYqIfLbjWuPuOnlA/ilX4uDGzxVWMUn8yzjjfz2f5g3PYm9vyxF3rvqEKNeURike5fqpVd3J83a0/mqTItdPvsod2//AGJVZeDKr6ZVLIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHyZ+sxlIbviWa8fysdRgqynt9cl9j+LOFfjjkYWeTqxD1flOMixP6v8AxaJ7NtvK5OXIuP7nu5I2/bR92VXE/eTzPKFYh9F/qm09tXkl0j+cfVhaenTYJXO/jhU5WVX0AqmQgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIPhDnOZ+euY5rKB29lu5NJCf/NbyIx7zAAtqsaQrlFUadi9dr0qzd9i1KyGFvnfI4NaPhKke6frOVa+LxHC8HWP3CjBYjY3TQ7IWV4oz8AKqx87KzwRWsX1Z+q9RMHh5ZsuHrXMjM9p/cMjjjHl+ya5UZOLOr19VpEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEPzLKHE8SzOTa7a+nSsTRn92yJxZ/C0UxHKPgxbSt6R+r/wAdOZ8S8fI9u6vi2vvzdPLFo2L8a9pWGSdITC4frYSuOb4/DoNrK07wfLq6RoP8VY4k2eDq1i+0fA/HeweFmAiI0dLC+y4+fv5Xyj+C4LWvxZwvSxSICAgICAgdiCmu8X/DxuUOOOWZ3wf3Zl2SdyHdn87t2afutdPSguQIcAQdQeoI7CEHlmJyviTk8DkuQ1c5ARQntNjxUtKMtkbVcfUMzXNcNzR9igtcPiLxqLjmLzWWuR45mUhbJFDIS527Qb2tDQXODXHTXRBJ2eVcdrUql6fIQspXjpVs7tY36MLz641AAa0nUoNW9z7h9GhTv3MpFBVyDd9N79wMjPsgzTfp6dEE1VtVrdaK1VlbPXmaHxTRkOY5rhqC0joQg8yzHJfEOniL3MpJm0cZSt7I+OWKwY+WoJRD3j5ngStkfu3DTp+wgm81luTZflh47x/INxDadFt63cfAyd7pJXbYodknQN06uPagYvkvLs7wWtk8SKMGaZJJFkhbEpib7OXskMbY/W3Oc1paHdNCg64vmuT/ALp/pXaayxkW1Zpy0DYwvbI5jNQPrRoNUGrgM7y+hyTAY/OZGPK1+S1JbEYZBHC6rLDEJnNBj+XGWu01d11QehoKNwLkAiwOeyGavu9np5e7H7RakLhHEx7QxgLydGjXRrR7yCyYPlXHc7VltYm/FaggOk7mktLOmvrtcGuaOnaQgw4Xm3E83ckpYrJwW7UQLnxMJ1LQdC5uoG4Dzt1QbuazuIwlI3srbjp1QQ3vJD2uPY1oGpcfQEGq3l/Gn4mHLsyETsbYlbBFZaSWmR7trWHQatOvn7PKg0x4k8FNKe8M1XNWtI2GaQEnR7gS0Bum52oadC0HsKDeucr45To1L9rIQxUb3+aWSfub9WGT5Q6D1Wk9UFf5Zy7G5Pw7zmU45ku8dXhc0Waz3RyRyAj969p0QSkvL8Bg8Ji5s5kY6r7UEWwykue92xpc7QBzj29Sg3sjynjuNxUWWu5CGHGzBpgs7tzZN43N2bdS7UdeiDtW5NgLWGdmoL8L8Uxpc+3uAY0N7d2vYR5j1QVDG8uqZvxMpDD5M28Q7EzOkhje8Rd+2cDV8R00eGnyjXRBZcfzjiORyz8RSysE+RYXAwMd1cWdXBjtNr9NOu0lAs854jVzLcNYysEeTc4M9nLuoe75LXO02tcdewnVBJ5LJUsZQmv3pRBUrt3zSkEhrfPo0EoNDEcx4vmL09DGZKG1crjdLDG7UgdhI16OA8u3sQRWR5HVniqcjhzTKvEqJeb8rGPL55u8ELI3asJbG1566dSfR1QRB5rjsJ4ickizuWNag2GiKVeZ73MD3xkvMcY3aa/XED3UG/n8vO/nnBWUbjzjsg3JSSshkPczsbVa+Jzg07Xga7m6+8gkMJlcDjsRk78mbkt0YLs5tW7r3EQSbgHV2l4HqsJAa0efog38RyzjeYoTZDHZCGxTra+0TB20RgDcS8P2lo069UHTA8y4vn5ZosPkYrksHWWNhIcBrpu2uAJbr5R0QdKvOeI28w7DVsrBLk2uLPZ2u6lzflNa7Ta5w07AUGj4kc2ZxHjkl+Pu35B7mMo15g8tkdvb3g9TT5MZLu1BJ43lvHcnPWgo3Wzy3IHWqzQ143wseY3PG5o7HjTqg4HMONl4YLzdxvnE/Jfp7c3tg126bvqINPleawD6GUxdnMS4uatBHNbtVS9s1eN8gDHh7WnQuPTp10QbWX5dxnAQVfnbJR1vaGjuDKSXvAA9bQAu08500Qd8ly3jWMirTXshFDDciknqyklzJIomtc9zXNBB6Pbp59emqDBk+ecPxbqrMhlIaz7jGy12P3Bxjf8AJe4aasB87tEG1lOU8exXs5yN+Ks21HJNXe8+o9kQa57g4at6B7fL116IM2FzuIzdFt/FWmW6jiWiWPXo5va0g6EH0FBvICAgICAgICAgICAgICAgICAgICAg87/WAyXsXhXlwDpJbMFZn+HMwuH2jXLPHxRL44WwwfTP6rHGxW49k+QSs0lyE4rV3Ede5rjVxHodI8g/vVTlllVW/wBa7+0OC/NJf61TiLPCwCSABqT0ACtYvvvj2NGLwGNxgGgo1YK2n9DG1nk/erVlY31AICAgICAgj+Q0rV7AZOlUf3du1Unhrya6bZJI3NYdR2aOKD5APHs6Mr80HHzjJl2wUzG7vNddPk6dnp7FA+u+K4+5juNYqhdfvt1akMM7tdfXYwNcNfLoRpqpHmfB+L8kzfHMjXh5CcfhrV67DYox1I3ylhlIk22HO1bvHT5PRBN5KOHHctx2E4xhILmZoYgMFq7PIyGCiJO7DA0bw573drtuuno10CoYOJkvDuBwzsa6M8je10Wm5mney+qAem1BdM9aeedup4DCVrubhxobcu3ZnxwR1HyHbC2MB41cdSSG9iDZ8FCT4ZYYk6n/ACkdfMLUoCDFnXjmPKWcagO/B4WSO1n5B1bLO07oafpGo3Se5p0KDJjPufi/mw/1TLiqskYPlY2Qtc4egO6IMPhaC7gdycD7lZtX5YHfZMMjgHD32lBFYPJ/NngCy77Oy1spTM7iUbo3d7O6P1x5W+v1CDrhMJ9FOX8UY67Nl/nenNUZ7U7vHVRDE2bWqPrYj8kg66DyoPVUHh0IY/G0obGhoS85kbaa75DhuJa1/oJQWbM1sc7xKztWacUsdd4s8ZSw0hrWPdOYhI8noHNiPTXyIOvGmyYnkXGsLnadW7I2rNHxbkFIubvhih1kZNFr2mLrr1Hm7SUGbxH+eJOc8Ohxzar5tb0laO+ZBWdOyJvV3dhztzW9WdO1BAck41nMVxnIPzRpk5bO07QrUjI6Bhe4NkGkrGfK069qCzVsfQd40ZBzq8bnHCRk6tB6um7tx6+dg2+50QU3DMZJxDgVeUCSGPkT4mMeA4bBNNoDr2oN7mjI4cv4iR1wGRy4mpLZYzsM2ugc4D67aUGaJnJZvECJuJjx81iLj9UQsyZlDBA86SGIRNf1L+jtfIgywYy7xqpxLATY+tmOVMnvS4pwsSx06zNTJI92rW7trXANBZ08nXtCvSe1O43nq2Qjihin5bCzKwQEmBrHOYZACQPV3tHUhBZuaxtr89vy0WNjufRS64GMAOL2FwjPTyjQAINa/BRh8PvDuai1rbLb2L7l8fy+8laTOBp1O52u4IOM3XrYSvnL80dTkfCL+TdZyzGOLblO0+VrXbXNOjwx+0bdQfJ2alBdPFP/AJe5382P8YIK/fgrV+TeGz6rGxTPhsRHuwGkwCo0lpA7WgnX0IKzZLW/q+ZaFxAkiuPje3XseMkw6fAguOJrUp/FHmItxxyRmjSjk7wAjunxHvGkn606DVBUeCvle/woMpJcG51oLu3a1rg3+CBogxwNbJQoQT9aU3OZW2GO+Q7qS1r/ADgnyFBP+K1TAV8RyOalLsytplBuZhjcQPZxYa1j3tA6Eg6a+ZBJ8gjp1PEzhTqbWRNdWyMdkxaAezR1w6IO0+sa/wCSggsTVg483jtC7FVz3FJsm0cdzVdxbYgtzyOdH3oadJBu1BIOnTr5AgsnjZ/yxzP/ALN/2uJAvep4yYxzuglws7I/S5s4cR8CCpCk+1wvnNusA+zi+UXMnVd5A6q+KRx6f+bDkHXNSRZXhHP+UR+tFk7EVeo/z16To4mOHoc4uQbpi5NZ8ScmzFQ46eVmJqRMZlDMG+zSN+6CIRNf0MhIdqg60uNW8Nm/DLB5d0Nuep88iQsJkiOkfexab2tPqDb2t6EIJXA16NjP+Inzgxj5N8cMwk06VBWPdjr2M0CCv8XD7E/hL7WO8IhypaJBroI4R3RGv2Ia3b7yC3eHbGxch5pDGAyJuV3tYOgDnxAuOnpKC8oCAgICAgICAgICAgICAgICAgICAg8U/Wpv91w3FUQdHWcgJD6WwwvBHwyBWYuLGz5iiikmlZFE0vlkcGRsb1Jc46AAekq9i+7eE8cj43xPFYOPTWlXayUjsdKfWlcP30jnFaszrKyHgn6139ocF+aS/wBarcTGzyvw+xXztznA4/buZPegEo/822QOk/gNKstPIiH3UtVmICAgICAgICAgINDCYLG4Wo+pj4zHBJLJO5pc5/3SV2551cT5UGjneE4DOZCvkL0cgt12GHvIZZITJCTuMUmwt3MJ8iDpW4HxmtVoVYKzmV8bbN+lGJH6Rzkk6jr8n1j6vYg7Zrg/HszlIcndik9rij7l7opXxCWHdu7qYMI3s18hQb2BwWNwWMixmNjMVKEvdFEXOft7x5e7QuJOm5xQV0+EvDu+mmZHbifYkdNN3dywwOkedXOIa8DUoJLO8F4/m21fbGSsmqRmCGzBNJFN3Tho6Nz2kFzXeUFBLUsXQo42LGVIRBRhj7mKFuujWaaaanr76DVo8ZwtPj7ePxVw7EiN8Ps0hLwWSElwJcdfrigjsD4e8awV0X6cUstuKMw1ZLM0k/cxH/q4e8JDB5EGbgnHZ+PcXp4yw5r7TO8lsuYSWd5NI6RwaSB0bu0CDl3BuMvxF3EyVN9G/YfcnY57i7v5CHGRjtdzDqOm0oGE4Rx7DwXYoIX2DkW7L81t7rEkzNpaGPdITq3adNEGDBeHfGMJkGX6cUr7EDHRVDPNJM2vG/5TIWvJDAR08+iCQ5FxjD8hpsq5OIvbC8TV5Y3ujlikb2PjewhzSg0ouAcbZifmt0c01d1ll2V8s8r5X2I9Nr3yOduPyANOzogk2YLGszsmcbGRkZa7aj5dztDE128Dbrt+V5UFI5fwSo2nxnD4ulNJi4cu2e41jpHGOOQPdJIZAdzRud269EFhpeHnGKmJyOMbDLLDlv8AWM000kk82nyd0pO71fJogy5rgvH8u2kbDJYbGPZ3VS3WmfDOyPTTZvYQSPdQY7vh7xm3jcfQMUsMeLc99GaGaVk8ZkOsmkodv9fX1tSg7QeH/E4cXkcVHS0x+UcH265e8tLwAA5up1a71QdR116oOML4f8aw95uQqxSyXhC6s6zYmkme+JxHqu3kggbQB5kGLF+GvE8ZlY8jVryCSu576dd8sj69d8nynQxOJawnX3vIg4u+GfEbmUkyE9aQmeUWbNRssjass7Tr3kkAOxzte3p18qDN4jUrd7g+ZqU4X2LU1ctihjBc5ztR0ACDX4nwHA4mSrlWQTfOYqshb7RLJKIA5oL2RMeSIxr5B2dg6IOl7wr4ZdmvSWK0ro78hmnrieVsImcQXSsja4Na92nUoNjNeHXGMvftZC1HMy7cayOxYgnlic6ONu3u/VcBtcPlDTqg3o+JYCKxh54a3dOwLJY8W1jnBsbZ2COQEa+tq0fXa+dBgfwXjMmHu4iSqX0b9h9ydhe/d38jg4yMfruYdR00QcYvgnG8fQvUm13WY8kA3ISWpHzyTNA2tD3vJOjQfV07EHHHeBcdwFx92lHLJbdGIGTWZpJ3Rwg6iKMvJ2t9xBr0vDPiNLKRZCCtIDXlNirUdLI6rDM7qZIoCdjTr1HTp5EE5msNj81i7GLyMXfU7TdksepB6EOBBHYQ4AhBDW/Dzjtujjqk5sudiy/2O2LErbIEh9dpmBDyHdn7CDew/EsBh8fcx2Prd1SvyyTWYC5zml0zAx+m4nQFrQNEGNvCuOt4seLtrluGLS0wB792hk70+vru6v69qDHneC4DNTVrFlk0NypH3MFurM+CYRHtjL2Eat939tBng4fgIJsPNFA5r8E2ZmNPePOwWGbJd2pO8uHldqg1M/4e8Zzt43rsMrLEjBDadXmkhE8TexkwYRvA9KCQfxnCuu4m4K+yXBsljxgYS1kTJoxE9u0HQjY0Aa9iDLjcFjcbbv26kZZPk5RPccXOdukDduoBPTp5kG+gICAgICAgICAgICAgICAgICAgICD5z/WxvF17jlAHpFFZncPP3jo2N/qyrsTGykeAPFDn/EWlLIzdTxA+cJ9ezdEQIR+FLT7gKyvOkIh9hrXZvnH9bKMDI8bk26F0Npu/Tt2uiOmvo3K7Exsq36tuIN7xNgtFurMZVnsk+QFze4b7/wB26LLJPIiH1utdmICAgICAgICAgIIzAuyjMdG3M2q9m86R472t6sbm7jsaAdOob2oJJr2PbuY4Ob5wdR06IOGyRu3bXB20lrtCDoR2goDJYnkBj2uJG4aEHp2a9EATROjMge0xjXV4I0Gnb1QGyRuOjXBx0DtAQeh7Cg5Y9j2hzHBzT2OB1BQcNlicwva9pY3XVwI0Gnb1QGyxuIDXhxIDgAQfVPYfcQRGD5Vj8xkMpRrhzZcVOIJXOLSJCW7tzNCfV6oJdskbnOa1wc5nRwBBIPpQc94zf3e4byNQzXrp59EHKDhkjHjVjg4a6ag69R7iA2Rji4NcHFp0cAddD6UFZ8P+QZDN4OxcyDmGWK7ZgBY0NHdwybW6+8gsvexd33u9vd6a79Rt091BHZV2UfPQ+bbVeGNtlvzg2bq58GhLmR6a6PPTRBJGRgeGFwD3a7Wk9Tp26BBWq+fyL/Ea1gXFvzfDjI7jG7fX7102w+t5tPIgsrZGOc5rXAub8oA6ka+dA7xm/u9w3galmvXTz6IOUHBkY1zWFwD367Wk9Tp26BB1dNC0uDntaWjc4EgaDzlB3QdBNCToJGkkloGo+UO0e6EB00LCQ97WkDcQSB0J01+FByZIw8MLgHu6tbqNSB5gg4dNC0uDntaWjc4EgaDzlB2L2BwYXDcRqG69SB6EB0jGua1zgHO+SCdCdPMgOexum5wbuOg1OmpPkQUji+e5RncJBbZarQzRZmSC2ZWaCSlDI5roowNfurhpoUF2dJG1zWucA5+uxpIBOnboEHZBw57GN3PcGt85Og69EFa4bn8jlrvIobhaWYzJy06u1u3SJjWkbvOevagsrJGSND43B7D2OadQffCCm8z5xlsdncdxfjWNjyvJMjDJbMdiUwV61SI7TPM8Ne7Rz/UaGjqfqhZcHPl58VXlzFWOlk3NPtNaGXvo2uDiPUk2s1BAB7PQgoj/ABB8QMhyTO4zjPG6mQpYOy2nJcsXjXL5DE2RwDTE75O/TtQbPJ/EHk8PJhxfimEhy2Yq0hkct7RY7iKKNx2shY7a7dLIezXoB7+gWThPLaPLeL0OQUmOhhusJdBJpvikjcY5I3aeVr2kelBWMN4nZO7yWGCzjYa/G8hdyGNx2QE5M4nxbZHyvsRua1jI5G15CzR5I06oLrg8xTzWIqZalv8AY7sYmrukaWOdG7q1213XRw6j0IN5AQEBAQEBAQEBAQEBAQEBAQEHzd+srxjlmV5fTu4/EW7mNr0I4TYrwvmYJO9le/XYHFvRze1XY5jRjK8/q5cLmwHDZMldhdDkc1L3rmPG17a8WrImuB6gklz/AHCFjknWUxD1hVpeF/rRYDL5StxybHUrF11d9tkja8T5dolEJBdsBI/m1bjljZx+rBxLJ4yDO5TJ0pqc07oa1dtiN8TtrA58hAeASCXt+BMklXuqqZCAgICAgICAgICDwrG147PDuGVpd3dWORTRShriwlj5JmuG5uhGrSR0QbGdldxKHxEoYEmnTihxslaFhOkL7ZbDMY9Sdu5r/wBjTsQXij4cYvj91mRwkppQR0Za2QqAOeLR26slc5z/AFXtcNddp17EHnsNWHHeDuNv0o5fnLPS18fesRPcZ3V++eBFHuO1vqs2ADTt6oJKHHXKMPLTj8DbwHG7HHbRkrWSC03YmOaHs0fJpuhd18+iDDHxXECx4eSxtkjkz9Tu805ssmtqP2WOYxy9fk69NB9b08g0DFlbVnj+E5tgcS6SClFk6kNVkLjvijvNDpWRbj0127R18qDex+Mt0LOcdjOP3MDx+fBWY7UFogsfaiae7kGj5PW2EjXyoMONw9HF0/DjO0mOjyd6evVuWC95MsM0BaWO1PY1rQGjyBAo0Mfx6t4i5PE1mVbuMe+vj5mah0LJIm9Ge471vdQb549juLWuD5PENdDeyNiGnk5i5zjabZi3SOlDiQXb/WHmPvINK9gaeN5FZk5XXtVLlzK+1YnmFV5exrXP+415dde5AA26FunvDVB6Pz3E5fLcQyeOxEvdZCxGGwuLtmoD2uezcOzewFvvoKPxmPi1OTPezi5w+/HjHDJ4mT1o4mt6e3QO9bvC35LXNPvalBF8TfhqfOuIswGNyGNr3q9yK7cuxmIZFkdfvY5Wje/d643k6DtCDvjzhj4e91l5rPskvIJx83UmGSa84SuIqhoLfVd2nqOxBpxTQt4/4l0KVKzisXXhpy1cVbbskgdPG4y+puk273MDh17NEFgzGFx2LrcG9jjLH3c1UtW5HOc98s8kHryOc4nqdPJ0QV3n8nHm/Sa/UgyWUz1a20tz7IyK2PkiewCs2Xe3Tuxq0+qepQWHOZW3R5hyHJwHS3BxQTRP80gkJDvePVBF8Lxl+HKcWv4nA36crm//AB3LTuDo7kdiLc6R2kjyfunrN1HRB3x2Bp4jkNOLlFe1j8+/JmelyqB5khul7yWV5XHds3tO3Y5vkQezIPCMpFbz+R5dZ+Y7+UzMGQmpYfJV3AR0/YyBEGeuwtO71naN8qCyRYOtyHxDdU5HXMxdx6pNbquc5jfaO8IcXBhHVpe7TzIJ/wAHrE8vAaDJpDIaz7Fdj3HV3dxTvawH3G6AehBRH8bxd3jnPs5Kx4y2LzWSfjrbZHtdAYHNmb3ehAbq5x1Pl94IJuGjU5L4j4r53j7+OXi1a9JCHOYx0wtatLg0jcAZCdp6a6eZBEuwtLM8M5RzC7vdyGC3bmo3g94fXbTd9xii0Oga0N83lQSVbE4/lnOu7zcXtENrjdOzLEHOY3vXv+Xo0jq3vHbfMgruKx8MHh3xfl4fI/PR5KGIXHve53s7LL64rjU6CPY0dNP2UGxm4p8/nOXvlwd/L5KvM6lhbdZwEdJ0DNYi312FpdJo92gQT1LFnlfMq1HlcJmOLwNWWSk9zmgXbOhmlIaR67fkoIDGRCLiXGIg5zxHzaJu951cdJZBq4+UoJV2Ax3JqfO87lWvmyWNu3aeMn3vBrMx8YdCYtCA31jqfOg9E4XkbWS4jh79t2+zZpwyTP8Asnlg3O989UFZ5bRq5/xGwvH8mzvsTXo2MhJUJIZLKXCJm8AjXZ2hBRLZkxWAz2Hoiw+rd5XHjJI4nkzvrOZqYmPcQSXCMM6u6+UoLr4d4+9S5Tk/Y8HawXHLNWN7alnQt9rjdtLmAPkA3Rnr59EFfz/HLGf8frlH54vYaP6NQyOlx0ggsyRC44bWTEOcxgkILtnaRogs/gvnMzkeOZOhmbTr9/juXu4V+Qk+XYbUc0skcfKdsmmvl069eqCn8p4bybjuN5pzbDctmiuQ358tBjqpjNMtjDBJDbYWuc+QMZt03ADzdUG/Dd5LiOdO5rR4/bzeK5liKJ7uh3Zkr3ImDu2S945gZE5j+shPRBJ/q5F58LaZkaGyG3eL2g6gH2qTUaoIPxH4bxjCWxLHdvM+cn37tip3u6tQouj73M260Ya1zHzRawjV5AdL6oQXzgnNK+bdYxTsPYwNvGwVpo8fZ7o607LT7PIwwue0DSMtLe1pGhQW1AQEBAQEBAQEBAQEBAQEBAQEHhPiD4KeInKeaZPK1sxWq4qw5pqQyTzhw7uBrG/c2RljdXN0J118vVW1vEQxmHfhPE/1g+Hs+b6s2MyWMJLmxXJpJI4ySS7u3ARyt183UejtSZrJGr2jEnLHHVzlxA3Jbf8AKhUL3Qb9f+rMga/T3QqpZKJ4zcG5fy+ljKnHLkVIwSyyW5ZppYQQWAMH3Jry7y+RZ0tEcUTDzrC+D3jdxDLDIcfy9Sy7QNkjdNIWSM7S2WKZgaR7h18xBWc3rKNJe0cOm8QJYpncvr42u8hns7Mc+Zzteu/vBLq0eTTa4+VVTpzJWNQkQEBAQEBAQEBBS6XhpBVxuEoi+54wuSdk2v7sAyFz3u7sjd6vy+1Bt3/D/HZDIcgsXJnSQcgrwVpoA0NMXs7dGva/U6nXRw1CDBhuBX4MjHkM1m5MxYqVpKeNLoGQCGOUAPc7aXGSQtAG4lBkj8O6H0Dh4jPZkkjrt+43mAMkZK2QyskaNXaFrj5+xB2g4jyCbF5OhmuRSZMZCnJRiIrRV2RCVhYZCxhO9/X7IIO7eDxNdxU+1u/4Xj7qP1B93+4Ng1PX1Pk6+VBhueHOOvfSRtuw98XInwSODWhroH126Mcx2p1IcA7sQZKPFORex3quZ5HJlI7VSSnC32aKBsYlG0yuDS4ySDzkhBweBQnGcZoe2O043PDOyTYNZjAws0I3errr6UHVnAg3MZ2d18vw3IGEX8S6JuveOj7svZPu3Dp5NqDVw3hzbq5DGTZXOS5WlgwRh6T4Y4hEduxrpXtJMrmM6NJAQYbfhfYsSS0jnZxxma2LsuHMLHP7zf3hY2yTvbHvGu3b76C08kwMGew1jGTTSVxNtLLEJ2yRvY4PY9vuOaOnlQVyHw2ltSZKzyPMSZe7kKBxYnbDHVEVcu7z1WMLwX79HbigYvw8yVfKYPJZHPyZGbAiWKrGa8cMfcyw9zt0a4ndp2vJOvRB0d4XhmGr1KmUfWyFLIyZSjkO5a/ZJK4lzHRF2j26HzhBz/dnJJX5Gy1mJbNjksNeK3YfCwFr67S3e1rS0aEO6N8g8pQS+V4hHkI8Aw2TH8w2YbLCGA96YWbNp6jbr76CByHhVPZhzOPhzs1bB5id9yTHNgjcW2JC1zj3pO4x7m67Bp7vbqE23hNV+bs5K1ObEdzFtxFiqWbWujB1c7cD9cDpog1uNcNz2FmqQO5JNbwlAFtTGurxMds2ljGSzjVz2sB6DQeTzINCDwvsMmp1Jc7PNxvH3Bep4h0TN7ZGOL2Mda13uY1zj0099BOcNbnfZclPl3yF1jJW5KEUw0fFU7zZCzTzaM3D0FBHXOB5WPMX7+Az8uGgyrhJkara8c4dKBtdJE55HdOcO06Hr7yCVrcXZByyXkXtLpJJaLKBgc0djJN/eF4PafNog7cP40zjeEZimWDZaySWXvXN2E97IZNNAXdm7RB51x3iOT5E3l9VmbloYmfkV+K/RjhjeZWtcxx2Skh0Zdro7tGg7O3UPQa/Eq1flkWfhlLGw4tuJjpBvqiNs3eh+7XyabdNEEDkPC+axNkatTOTUuPZewbWSxDIWOL5HkGQRzkh0bXlo1GhQT9PilepyqTPQy7WuoR45lMN0axkT97XB2vvaaIIiHw0gj4RjuLe3uMePstsi13Y1eW2HT7dm7p8vTtQZchwbKDN3cpx/PSYb50DDkq4rx2GvewbRJHvI7t+3tPXzoMmY4RdsZipmcTmpcZk4aoo27Bhjse0QA7hua/a0P3dd2nvINOn4YV6uHxeMbkZJG4vMMzTZnsBfI5jnO7p3reXd1d9RAzHhtbtXco7GZybF43OndmKDIY5e9cRteYpHEGIyN6O6HVBIYvH5Spy72at3kHF8diIKtesR9ydYMrvWYT2lkTA13uoO/KOI2MtkMflsbkXYnMY7vGRW2xNna6KUAPjfG8tB7OnXogiofCyqMJlMdZyU9ifI3RkmZAtayaG00N0kbp6pO5vmHQ6DRBPcdw3IKD5pcznX5iSRrWRN9njrRsDdSTsYXaudr1OqCJ5nwC5mcxR5DgszJx/klCJ9VmQbBHbjkqync6KWCQta4B3rNOvQoIaDhWZ4uziOB43atPgdlZb/Jsm4D/KG92+WY2CBoO+kLWNHxaoMWa8FJr1zM16XJLGO4vyO37fncGyCN5lncWmYxWXEPiEpYN42n4OiCx8r4pynJMr1+O8ndxugyH2axWipw2S5nYDFI9zXQva31QRqgluJ8YxfFuOUMBi2ubRx8fdxl51e4klz3uI0G573FztB2lBhznDMFmvnJ12JxmymOdiZ5g47m1nl5IjB1a126TXXTtDfMEFexPhtnKVTMyWOTyz5/J1a1CvmIqzIHVq9Td3W2IPcHvJkcXuLuvmCC8VIZIasMMspnljjax87hoXuaAC4jzuPVBlQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHDI2M12NDdxLnaDTUntJ9KDlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEdgc/js5TfboFzoY5pK7i9u074nbXdPNqgkUBAQRHLeQs47x27mnwGy2m1rjCHbC7c9rPlEHT5XmQSkEvewxy6ad40O082o1Qd0BAQEGrQyuOyHtPsU7Z/Y531bOz6yeLTfGfS3UINpAQRPKuSVOOYSfK2Y3zNiLGRwRaF8kkjgxjG6+clBt4i1et46GxfpHH25ATLTdIyUx+sQAXs9U6jr0QbaAgICAgICAg0MDkbuRxMFy7QkxlqXf3lGVwc+Pa9zRq4AD1gA730G+gICAgICAgw3JpYKc88UJsSxRvfHA06Okc1pIYD53Hogx4u1Yt46tas1nU7E0bXy1HkOdG4jUsJGmpCBfyuOx/s3ts7YPbJ2Va2/6+eXXZGPS7QoNpAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBoZ/IyY3A5LIxM72WlVmsRxn650UbnhvTzlqD5Qd4ic3dlDk/nq2LW/foJXCMH7ERa93t/c7dEH1XxjJz5XjmMydiPup7tWGeVgGgDpGBx018nXogrXhB/Zi3/ALzu/wBaUERcyHLs39KszjszJjK/G7FipQoxxxujlfSYHymfeHF289B5kGPPcxyV76NTWcnLxrBZagLM2Sgja5vtrgC2B8jw8MYBqRrpr+wF94qM0MBUGatV7uQ2nfcqHWKVpJMbx6rBqWaa6DTXsQeUcntcl5BwDkXJpMq9mNfYfBVxHdsMJqRTtjaS7QPEu/1t2vk07D0C0GbkfJOS5DC47Ly4angalMl9djHPls24u8YXl4P3NrR8kdqCOo8z5JyWjxTEw2zjb+XNwZXIQNYXhuP1ae6DgWgykak6dPJ0QbPIc/zLinFp4MldYbM+TjoYrOTCMkVpgX99LG31d0TWO7R17fdCMrc2uR0+V43H59+bhpYo5DH5YhomikGrJIy5oaHesQ5vTogkqV/lNPNcVdbzUtyryqrK2zXMcbBXkFYSxvg0Gvql2h3E69p116BFcTs3OL8e53nRenuPx+Uv1468+0xyTh0TW2JA1oO9znDdodNPMg2eI80uN5Ph8dHyL6SHM1rDr1ctY0VbUMXfDu3Na3Rj9HM2+jVBl4NmOUZbJVJ38ha7KsmkHIeM3YxAYYgSB7MwM36sG0666HylBJ+NdKWxx6hIy3LXbHkK7DHHt2uMkgAc7UHqzTVqDcxtnK0/EuHAS5Ce5Si4/wC0O74tJfP7bs7120NG7Z0QVOxz3M1ePzRy5P2We7yK1jhk5QHey04iC5zARpq1vRuvnQdJOdZJnGuY1cdnH5RuIZVnxmaAa2bbYe0PjcWhoJYQRrogn8lPymO9g+Nx5qQW+QSWLtzJNjYHwQRRNf3Fdp3Na0noCdSEEblOTcmxnG+bYmXIyWMjxs1HU8rtayV0Nza9gftGhc1uoJ06oJnH3uSYzneKo3sq/JU8/TmndA+NjGwTwgP+5bQCGbTtAJPp1PVBu89yeYOV49xvFW3Y+fOTz9/eYGukZBUjEsgZuBAc7XtQU7Nch5XjMDz2M5eae1hZsbFRtkNY9rZHRhx0aNu5zT6x8p6oLtm8rkYPEbjWOincyjbr3n2YB8l7omAsJ/elBSK/Pswzw64qbeWNO5nLNiK7mpQHPirwTyB7m6jbv27WtQdLHPsrHw/mEePzLsmcFNQdjs0A1skkVuZm6N20AEs2uYXadUFjGWz/ABrmT6eTykmXoW8XYyDmSRsjMU1X1nCLYPVYW9AOvvoK1gPEO+69x6/JyNuQu5q9HUyXH2sYIq8VlxbG6MgBzTEduvU66oJKtmuV5Dk96u3kDcbnauQcyrx26xsVWbHtd6pY7Y98jnsBO5pJ9wILf4m5K9jOC5a9QmdXtwRsMUzPlNJlY06e8UFW5Rn8rhBhcTe5E6oc7NPcv5hzGNNaBkbCIIGkODQ550aepCDQg8QM3LxuzjsfkxdvSZqDC4zOljdXRWvWZI5um0va1rm66IJCW5yfC8pyuHnzU+QrV+M2chVklaxsjZhNta5xYAHOaWnQ+bog1L3J82cLw/5wzFjEYnJUu8yOcija9xtbGmNj5C1wjDu3XTqgxczxfIrGH4a/K5wWLUmbqVo7dAtML2yukMNsasA75jOnT1fdQT8x5Fa8Qzx6HNT16FTGVbczg1rpJXRzFjhqQA3vfryB5NAggua8oz+ClyeVm5PXjyVO2z2DjELonsfTMjG7Zmlved45ji93m8noCxST5/I+Jd/Ew5WWnjKVencfBG1ri/Rx3Rgn5LZPriOqCuHkfMZuIS+I0WXc2Blhz4MF3bPZnU2WPZzG46b+8OhO/VBN25uSZvm+Xw+PzU2Lpx4+rag7tjHOEj92g1cHbWknV+nU6do8oT/hvnruf4RisrdIdbnje2d4AbudDK+Iu0HT1tmvRBZUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHDmte0tcA5rho5p6gg+QoPPT4D+H5yvt/c2BFu3fN4l/yfXXXs295p6N+iD0KONkbGxxtDI2ANYxo0AA6AADyIPOOM0fEjjdOzQrYWnchktz2WTPud24iZ5cAWhjv2UC/wAa5vjZOR4zBVa1vGcmmlstuTTd06pLaZsnL4y1xkHlbt/6EEhdwfK8NTxuPxFavnsFBQbQt4e06ODdKzss949j9dw6OYenmHlQSvh7x69x7idPFXpGPsxGR72xkmNneyOkEbC7ro3dogpOQ4VzuLjWZ4djqtWXE2p5LFHIyT7XiKSUTdx3W0nfuHyidEE5awnMMHyK7mePU6+SbmKteG5WmmEBhsVWd3HLqQQ9m09WjQoNGv4fcgwOO4zexPc5DNYM2TdrSP7qOwL2pmbHIW6NLHH1SQNR2+ZBtZTivM87x2WbJTQR5uLIxZTEUSQ+vXFfpHA+RrWl+4F253nKDatUeX5vjWco3MNTxMtqm6vTjinEz3yvBDi97WNa1nZoO1B2n4pl33ODytazZgWObkPWHQms2IbPsvWCCPq8IzktbmPHrsMbMVnbdrI0so2QEiWwWFkbodN3qFmpOqCU4zHzf7jSymJo49laB0UmVhmbNJLIG7WPii2Db16u3lBDx8a51lM7gZc3UpxzYKx30/IYZG97bjaCBG2FjGFgfr6wJ0/YIWPxBwGRzmEgqUA100d2tYcHu2jZFJud18+iDT5Jh+SV+ZUeT4KpDkHexPxtypLMK5EbpO9ZIHlr9Q13aNNfN6Ar8Hh3yiLAiQ+yvz9HOTZetGXH2edkmgdGSRq0PGumqCVzeI5dyLhmbx9jEVMVatsiZRrRziVxLJA6QyyNaxmnT1dPfQbnKOPZw3MBnsLHFYyeDEkclGV/dNnhnjDJGiTQhrm7dWkhBB3ODcnyfHeW2rkcMOf5O6vspMk3RwxVNrYmOl0ALtuupHRBYrvHMnNzHjWVY1nsmLq2YbZLvWDpo2tbtHl6hB15xgs3ZyGDz+Dijs5LBzSuFOV/dCaGywRytDyCGu0A01/6CFNx+Dy3Jx4i4u5HDTyd2Ske5a8yxRyMj7yNhk0Gum1oc4Dt7EFgoYjm+R5dgM7mqVajDjK9mCaKOfvpC+WMN7wkNa3R7uxo108pQRtHw95JS4RxqKGOu/kHHLM9gVZX6wTRzzSF8W8DoXMe3QoJHkuE5dyXguZxsuKqYu9bdXFOpHOJDtimZI8yyhrGdjTt0CCTzvFbeT5pSyDmtOLbjrVK0dwD9bHQaN9xBHcQxfNsNHRwVnE0JaNB2z58771n12k7NsAZvEumnUu0QaPIuMc9zbhh71epZhivNtUuTF7I5oK7ZA8RtgYxru8DRt1B0P1UFr8QsJfznDsniqAa63aYxsQe7a3VsjXHU+41BG8t4zmZrGBzeIhhtZLCd4yShO7ZHPDPGGSMDyCA4bdWk9EGtnMByrPcbimko08VmsfkYcli6bJe8YTX+SyaQNa0uduf2DTsQQUbeRZrxDy8d+nDSvy8WmqsqRTd+IzLY+5tll2tbucSXdB8nRBNQ4fnOIwODq1KtbLVK9BtLK4KZ8cbXSgDSVkz2P10+SWnpp5PMEd9AOTU+EYapWZBPlMTmY8yMe2Qsi2te93s8cjuzTvO3TzoLLjcHmPp5LyK1CyCvYxENV8YkD3MsCXvHs6AahvZu8qCkZXw55bNh+RYODG0ZTkLr7sOdllHtErXzMkbFt27muG3qS7bproOuqC943A5KHn2UzsrGtpXKNeCLR2ru8jJLgR5vSgqLuD81Zx+XgUMFb6Oy2S5mb77SSOm+fv3RezlpJk11Guun7KC24zjl6pz3J5gtaMdYo16tc7tX7oSdQW+4g7eGuAyPH+FY7EZENbcrd93oY7c37pPJI3Qj9y8ILMgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDQrZ3G2cxdw8Mhdfx7IpLUZa4BrZhqzRxGh1A8iBdzuNp5bHYqxIW3cr33sUYa4h3s7BJJq4DRujT5UDPZ3G4HEz5XJSGKlW2d7I1rnkb3tjb6rQSfWcEG+gICAgICAg0KuIxGNt5DJwxiCe+Wy5Cdz3aOMLdrXHc4taGt82iDDg+WcYz7p24TLVMm6qQ2wKk0cxYTrpu2E9DodD2FBs5fNYjDUX38tdhoUoyA+zZkbFGC46AbnEDU+QIFLM4i9jG5WndgsYx7DI27HI10JY3Xc7vAdujdDr16IMGC5PxzPwyzYPJ1cnFA7ZM+rKyYMcewO2E6a+RB3zfIsBgarLWayNfG1pHiNk1qVkTXPPUNBeRqdBqg345GSMbJG4PjeA5j2nUEHqCCPIg5QEGplsVRy2Pmx9+My1JwBIwOcwna4OGjmFrho4A9Cg0uO8RwHHmz/Ndcxy2iHWbEj3yyyFvRu6SQudo3yBBMICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg8qi8T+aMwNDkU2NozYqW4+jZhhdKyy5/evjY+PcXMYOgBDi7U+YHoFhxHLuRxZ3KYTP0q7r9SiMpSbje8d3sOpY6MCT1nPD/AFQR2+ZBq47mHNocxh6nIKFOrDyFk3sMcJlM9aSOPvGssh5AdqCAdumhQa0HiRm5+LYawyvWHIsjlfmmxW2yGGN7ZXNkcG7w/wBWNrT1d5UHfIc95dJ895XCUKU3H+PTyQWxYdKLNg1gDYdAW/c2tYOzcDr9RBtWea8hv8npYjjkFOSvfxEGXjsXO8bsjkmLXF3du9b1Noa0D5R1LtAg1Mp4h8maczlsZRqS8a4/ZNS6ZnSC1O6ItE7oNCIwGbum7XVBlyXOeVW87k8fxerRsNxFavalhtukFi02xH3wFZrCANGkDV31xHnQXF+UdFgXZWxWfC6OqbUtR2neMLY+8dGdOm4diCp8R5bzXKzYu7bx9KbBZdj3snoPkdJTLRua2yXna4n5J2gaFBqR+I2bd4VVOXGCt85WJhG+HbJ3ABuGv0bv367Br8rtQaks3LY/Ezlh43DTlsNqUXy+2mTaQ2I7Y2Nj0O5/XqToNEEti/EWzlLfCvZYImVOSx3nXWvDnPjkpRa7YnBzRp3gcDuadR5kFQ5/ynk/IfD7OZCOpUbxaSwytWkDpPa9sNtgE7tfuZY97Nu0dRr6EF75PnucQ5C1DgMdW9ix9b2qzdyAlDJnaFxhr92R6waOrj01QR9vxEytyvxiLBwVIL/JIZJmPyL39xF3LQXR/c9rnuc52jdP20Fo4tkc3fxQkzVD5vyMcj4poWnWN2w6CSMnrseOzVBp815NcwtajBjYI7OXytplOhFMS2IOdqXSSFvrbGAddOqCHl55nsLic7JyXHR+3YfuTXkpiVta37SQ2NsRkDnatedH9Togz4jlHLKvJaOD5VVpRvy8Ms2NnoGXQPgaHywyiUnVzWHXc3oggcX4l8xlweD5Jeo0BhMhabStiIyiwHPldF3zAXOY1jXN02kkn0a9AsXjBjcjkvDHkdLHPDLctN5aXPEYLGEPkaXuIaN0bXN6nTqg838O8hxbkXidgL/CYGU6OIwDoc8Gx+z7+92tgg2ODXSFjxuMjdW/uuxBaufwwZPxd8P8PfjbYxjWZO86pIA6N88MDRE97Xag93qS30oPN+WPOK4/4ncep61cBDn8a+yyH1Gw1sh3brLWAfIYXNA0HTQ6aKBfm0sNhfHrCVcFDBShyGAnbdrVQ1jHxwyA13uYzpqNujX+YaKRMeJmGzU2a4/m6GE+kVfGxZGtaxQfExxN6KNkcv3dzGFrTGWu66gO6eVBpeDtXJitE+9bLquIpQ8fx0LZCYZpaQHt9hrddJB347lj/sYyR0cg9NQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQeOw4LNjwqx9I4+yLrMy2V9XuZO9EftjnbyzTcG7euunYgsPIsfyF3iDkr2KryiU8Vmr0rewiL2z2oujjEhGzvPKAT6exBU+NYRv0g4fkKmFy0dqCSRvIMjebOdbD4CD0kc7Rofr64aB2ddUEvi8DYHjPbrHQ4ugZs5E3ye0X4o4Xbh59zXOHwoMNh2ZweK5ZxT5mu3LWas3H4izXiMkEkWQbt1fIPVYYtSXaoJvjvH8ljPEDGMlhkfVo8Tgx77rWO7gzw2WgsEmm3do3dt110QVf6K8dxmazdbkXFLuYtWr01rFXKkUsjJoJyHNjL2PYxjo3E7t2iCT5/BE+zbpzccuDJVIGfRPM4tkj5N4j0ayWWM6s7uToQ7X1dSPOg9CpHOx8WgM7Gz55lFhlieQGPtiEbmuc3oA6TtIQedcZimk5pireCwd7AmRs30sqvjfDR3CPRmwO9Rzu9+SWadOvnQQ80Gdg8OncJZg8hLkMbeG+WOBzoTB7Z3zZGyDXvNd/Y0dmp7AUFosZS9x7xA5NlJcPkLlK3XpR1pqtd8rXyxxH1AR5z0JHQHt7QgjuL8WzmLseGkFmpLrQZl333tY5zIDajL42yuGrWE79vU9qCGyEOeqeF+R4C3B5CxkqU5bHYhrvfBJX9tFhsrHt137tdNrevwFBN81xdi/zHKQ5nG5LKVJacbeNRUzKKzZdhExldG+NrXd55Xn5Pb5EHEEHs/BeN47kXGrF/Dms+O6WQyG5UsNcdh7obZWB32QQS/CM5k8Nh8Rjs1Xuvky1+xXxLbOhsRVGDfF7RqQ4aNB9IHoQSHiNSyAdgs3Tqy3hhL7bFqpA3fM6B7Sx7o2j5Tm9uiCI5HLyTmvFs7HTxklWpC6tJhWWo3QWLL4XiWbcx56N9Xazs1QZal29yznXH8pDi7mOpYCG2+3JehdDuntxCLuY93yizTUkIIGpgs23wZwGPdj7Ivw5Bkk1Qwyd8xgvSP3Oj03AbTrqR2ILb40YDM5/wxz2JwrDJkrEUZhiadHPEU8cskY9L42OaB5ddEFRoZS3yfxI43n8Xx/IYXE8Zx15mYlvVjT7wTRBsNJgdpv7l7d/ToEHbM52fLXOB+K2OxN6xiKzL0OQoRRd7cjguM7qOdsTCdzWvj1dt19UhBtcOxbrOL53yrkGCtyUOTWTLDgZIN9yWjWiEUWtfUESSdSGdvZ17EET4acSxEviNFneM8dt8f4viMfLWbLkI5op7duw8a7RYc+UxxRt0BJ0B6BB61ydmbkwF6LBFjcvLEY6ckh0bG9/q94fP3YO7Ty6aIPFOQcJfiuSOxdHEXZ8pFNg28My7IpJIq1erIw3zJYbqyIkiZ8u75e8HQ9qD2/G5V923frupWKooyiJs07NjJwW674T9c3yaoN9AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEDxrixxFvI5C1ekyWUyb2Os3JGMj+5xDbFGxjPVaGg+TtQTyAgICAgICAgICAgINWxi6Fi/UvzRB9uiJBUlJPqd8A2TQa7dS0aakINpAQEBAQYrdWC3VmqWG74LEbopWAlurHgtcNWkEdD5Cg6Y3HUsbj62OoxCClTiZBWhbroyONoaxo11PQBBsICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDoJ4DMYBI0zhu8xbhvDSdN23t0Qd0BBw5zWtLnEBoGpJ6AAIOIpYpo2yxPbJG8atewhzSPQQg7ICAg6QzwTx95BI2WMkgPY4OGoOh6hAnnggidLPI2KJum6R7g1o1Og1J6dqDugICAgICAgICDpJPBG5jJJGsfKdsbXOALj5mg9pQd0BAQdIZ4Jg4wyNkDXFjixwdo4drTp5Qg7oCAgIOjp4GyshdI1s0gJjjLgHODe3Qdp0QIZ4J4+8gkbLGSQHscHDUHQ9QgNngdK+FsjXTRgGSMOBc0O7NR2jVB3QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHWSSOON0kjgyNgLnvcdAABqSSg8zd+sHwhuUNTu7bqofs9vEbe707N4bu7zb/g6+hB6XBPDPDHPC8SQytD45GnVrmuGoIPmIQVDwpt2rXHLUlmaSeQZG4wPkcXkNbKQG6uJ6BB2zXiZisZfuVmUL1+DGbfna7UiD4axcNdHkuaSWjq7aOgQbeb55jsdLSr06lrM3L8Bt16+PYJHezDT7sS5zRtOvTzlBKcdz+O5Bh6+Wx7nGrZB2h42va5ri1zXt66Oa4EIK/P4oYSLJy1vZbb8dBaFCzmmRg047JIGxz927QOIBdt01Qdcv4oY3G28rXONv2vmaRjchLWja9kccjA/vXOLm6D1uzt6HydUGxjPEbDZDNVMbHWtRRZJsjsXkZotle13Q3PERJ3dB52jX4NQ0bPi1iK8t7fjcg6njLslHI344g+CB0cnd73ODtdCeugBIHuhBjgtVo/FzJW3yNbWZgIpXTE+qGCcuLtfNp1QSGC8ScVl8lVpilcpx5ESOxVy1EGQ2hENXd2Q4kHb6w3AahBhHinhDkWwex3Pm11v5vbmu6b7GbO7bs3bt23Xpu26a+jqgcu55j6kuTwkdK5clrVHPyNitEHxVWzRnuzMdwd1HrHQHp1QRfEuX08FwHi9X2axkMnfrkVMfUaHyvbGSXvO4ta1rR2klBPR+I+AdxqbPPZYjZXn9knoOj/yttrcGdwYtflkuHlQbPGeZVM5auUHU7ONydEMdYo3GNZJsk1LHt2ucHNKDHn+c0cRlosSyjcyV50JtzxUoxKYa4dt7x+rm/XdgHX6moVPw95VjsD4aUrlhsth1q9Ygo1a7d808sth+xkbSR1PpQdfEblNPP8AhZyPu4J6VyjLWhu0bTQyaJ5tQubqAXAtcOrSD1QelZHIVMdQs37j+7q1I3zTydToxgLnHQdT0HYgrmA8RcblslFj5qF3FzWoDboOvRtjbPC0alzC1z+ob6xB8iDFivE7DZHI1a7KlyGjkJXwYzLSxBtWxLHrq1jt24btp26t66IOt/xSwlO/ZiNO7NjaNgVL+Ziia6pDMSAWufu3eoTo4hvRBo4rmObn8UMlhpadr5sjhY2Jrmxd3FtLv8pJB3d3Lt9X9gINyr4qYOxcga2ncZibdj2OpnHxAU5ZtxaAH7t20uBAcW9qDfg5zVsclscfrULc9mpO2G1OxgMMTXxCQSSP19Vp12jXqTqgz8o5fS47Jj2Wa1iy/Iyugrx1mCR5kazcG7SRqXdg+qgjW+JuJ+j+Wys1O1XnwjmsyOMma1lhhkcAw6btpDtdQdUGO1ybBZC9gpr2ItNlmyL4MNNO3uiHNjDhZDdwPdvadG6jX0INmTxFxUXG8rnJa87Y8PbfQtVdGmUzskbHtb106mQadUGHM+J2Lxd21WOPvW2Y1sbsvZrRtfFU70bgJCXAkgdXbQdEG7nOd47GWKFWvVtZa3kYjYgr0GNkf7O0AmU7nMG3r086Cp8A5XisRxDM5iz3joJ85bFWGNhM0skzmmONkZ0O93mKC4ca5lUzdq1QfTs4zKUg189C6xrJO7k+TI3a5wc0+fzoMfJOcVMHlIMWaNq9dtV32K0FRgke/Y4NLA3UHXQ7tezQFBp5fxNxGMyFmq6ldtQY7uxl71aISQVDLpoJHbgSRrq7aDog2c9z7H4u9HQrUreYuug9skhx7GymOv2CR5Lmj1vrR5UGtFyTimV5Dxm1DXfZuZGtalxd7sETGtHfMe3d8o/J7D1CCpeG3O6OF4zSp3aNxtOS9PXkywjHskcs07ixrnlwdp16kDQILnDmuMVOUckkdAat3H1a8+WyDiSx8Pdl0egBPyGg/WoOeO+IWOzWQiomjcx0tuE2sc65G1jbMLdNXRFrnddCHaHydUGpi/FTCXcLPm5KlupiK0HfS3ZowIzIZO7EEZBO+TXTs6eTXVBuYTn1PJXZsfZx93FZCOubkVW9G2N0sA6F0ejnA6HtHkQaOM8V8PekxJ+b71enmJG16uQliaK/tL9dsJeHak6jTUDTX3DoF2QVPkHiNjMPkbNFtG5kX4+Js+Vlpxh7Ksbxq0ylzm9dvraDydUHfJ+IONqZGtQq07WTnu0RkaQpsD+9jLg0Abi3Tp62p6aenQIJTjHJKHI8PFlKTZI4pHPY+GZuyWOSNxa9j2gnQgjzoJVAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGjnsacpg8jjA/ujerTVhJ27TNGWbve3IPlo+FPiAMr82/M1jvS7b7QG619NdN3f/zenv6oPqLjeJdiOP43FPk719GtFA6TyOdGwNJHo1HRBRfC/lHGcdgLdbIZelTsjJXHGGxYiifoZTodr3A6FBH1c1icLifEbG5azHWvy3shYiglcA+WG5CBX7sO6v17OnYgNpYuClxepaykvGOV1MNG+rkpNja7oxoH1pRKQ15afWLOmiC7eHWet53iNLJW4o4p5TIx5haWxv7uRzO8YD2B+3VB5bhMHRu8eyeBznLXYlsV+aK9h3iAEvE4ex7d471+9waQQUFjk+X4tfm3/wDr5ECQAUPChwGh0rjXy6Gk3X4UET8+4apw/wASKFm3DHenzOTENRzh3rzNsjjLWfKOrmns8yDPZxuQkymWxsbHe3nhUUHcj5RkHqlnuk+qgz8Lx2HybeJ2Z+XG3PUDH0cI4V2ujljgIfFtYBINjWkdfMgruYz+QzGAq3bOZrVo5MvG1vFIIIGPgbFY27pHj7rqO0ns6jzoLZXy+Mw2c8Qq2WsxVbVjZYriVwa6aF9YtYItery0+ro3ynRBFcNt1sXkuEZHJStrULOEnqQWZSGxtsNl7whznaNaXM7PP2IMsEnGruM5dkMsZjx7JZuOOrkap02PZo0WWv10DGyfX9R7qCzcAzl+XkGWwU+Shz1fHxQy181E1m8tl1+4zOj1Y5zdO3X/AKAwx5TG4TxVz0uZsxU47uOqy0p53tY0xw6tla1ztOu4a7QgoVJkn0Q4bkfbX42jDlrzJsi1rXdw6eR4ikc2QFoGrSNXDogleYYjGVeC81v1+QfSC9eOMF+cd0dhgsMbGNYfV1LHfUQercpfjWccyTsnDJYxwrye2QxDV7oi0h+0At66elB5ti788VxnGMLmGcgxOTxNp2OLyx1uhthIjY+WP612ob62hB6dNOoafCsZisniOMNvctcH4+3Xlg4+9sDHx26zjpFtAE3n6nyHVBI8Y5FxnB8WzuO5A2OzZr5Wyyzh3NjknnM0wMeyCUt70O1BB9HoQSIdGPE3kFLeytZvYaCOjC9zWFztHDRnXrt/coKvJlsZc8IsLx6tMx2ddbr0xjQQLDZ4rOr90fymjQa7iPKgu/Cf7dc5/Oaf/ZygxeJdyrTz/DLNuVkFePJOMk0hDWNBj01c49AOqCncttVsi3xLyNCRtiga+NrizGQ6N0sZbvDXDo7b2FBb+Y/654D+ff8AoEEDnKMv95J4wGH2POX6WceNPU7qrFIbDXfv5IGINTm2eyF5vM6xzNbC1cfurtw4ghdYvbotd73v+6ev5CzsHuIJPA5Cjiua4W5lbEVWrd4tWhpWp3tZHvje18kYe4gA6Hcgr9G1B8wUs2XbsVU5m+1Zm0O1kLzo2VwPY1pcPhQXfE3aeW8X7d/GTMt0aeDZUs2YXB8Ynktd61m9urSdgQZst/zewP8Auy3/ABggpcWNrvyXNcXmOUuwEU2Rsz2KLxABNVsgOjka6Ub3as9XRp6dPOgn8FZxHGOfZOLJXY69WbE0Pm63Yc2NssVWPu3lrjoNdRrtCDpSu4q9zPglzE0TjsdYp5OStUMccO1rhru7uIuYN59foeuuqCqfO2Mm8ErWEisxvzFm+Ya9EOHfOkdfbINGfK+SO1BN8vp27mW8SYKrS+Y43HvDW9pbG3e8DTt9Vp6IJHiOPw+QzPHMq/l5y9unBM/H40iu1zGzQd3K0tiAc3YNNd3mQQFOKU/q/Ymw1hkhp2hZtNaNT3MeQkLzt8unaUFlyuUxub8RcPLh7Md6KhjL01yau4SMYydgZEHObqNS763tQV+H/lJwf/e9T/tMqD1+nlcddntV6s7ZZqUndW2N7Y3ka7XenRB5NPRb9M+Y0cjyZ3HmXHRzGN4gDLNWSHbqHzDU7Bq3Rp6IJfBUadDxC47TpT+1U4eNFteyeneR98Nr+n2Q6oJTwm6YvOf78v8A8dqC8ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgjH8W4w97nvxFJz3ElzjXiJJPaSdqDNbwmFuWordyhWs24P5ixNDHJIzQ6+o9wLm9fMg7ZHEYrJxNiyVKC7Ew7mR2YmStDvOA8OAKDZiiiijZFExscTAGsjaA1rWjoAAOgCDTmwWEnvsyE+PrS349O7uPhjdM3b2aSEbhp7qDN830P8AKP8AJov8sGlv1G/dRpt0k6ev6vTqgfN9AtrtNaLbU09kGxukWg2ju+nqaDp0QVfinB4KNjMWcvTqWbFrM28lj5nMbK+OKfYWaOe3VjvV66ILWKlUWjbEMYtOYI3Tho7wsB1DS7TXTXyINatgsJVuyXq2PrQXZde9tRwxsldr27ntAcfhQcHj+BMs8xxtUy2iHWpDBHulc06gyHbq4g9eqDJaw+It2YrVujXsWoBpDPLEx8jB5mucCW+8g4nwuHsUW4+xQrzUGabKkkTHQjTs0jILenuIMjcfQZS9hZWibR2937KGNEWw/W7NNuno0QdcdisXjYTBjqcFKAncYq8bImany7WBoQLuJxV98L71OC0+u7fXdPEyQxu+yYXA7T7iB81Yz2N9H2OD2KTXvKvds7p247jqzTadT17EGOHA4OGg7Hw46rHQedz6jIY2wuIIOpjA2nqB5EG92oNLH4TC458smPoVqckx1mfXhjiLz2+sWAa++g4jwWEjyDslHj6zMi/XdcbDGJjr26yAbuvuoO0uFw0t9mRloV5MhHp3dx0TDM3Ts0kI3D4UHafFYuxchvT04JbtcaV7T42OljB+weRub7xQdGYTCsyDskyhWbkX/LuiGMTnUadZAN/1UGxFUqwyyzRQxxzTkGeRjQ1zy0aAvIGrtB50Fd5fxi1msrx6eNsT6mOtvmuxzfXROjLC0N0Idrr2FBNQ4TCwUHY+GhWix7jq6myGNsJJOvWMDb2jzIM8tOnK6F8sEcjq53V3OY0mN2mmrCR6p08yDl1Wq6yy06FhsxtLGTloL2td2tDtNQCg158Jhp7brk9CtLbfGYX2HwsdIYnDQsLyN20g9nYgWsJhrdeCvaoVrFetp7NDLCx7I9o0bsa4EN0A6aIMrcbjm15q7asIr2C508IjaGSOf8ovbpo4u8uqDrj8XjMbAa+OpwUoCS4xV42RM3HtO1gaNUGV1Sq6yy06GN1mNpZHOWgyNa7taHaagFBrXcFhL9iOzex9a1Yh/mpp4Y5Hs0OvqucCR7yDvkcNiMkI25GjXutiO6IWImShp87d4doUGU0qZminMEZngBbBKWN3sa4aEMdpq0EeZBrR8fwMdiGzHjarLNfUV5mwRh8e4lx2ODdW6lxJ0QbTKlVliSyyGNtiYNE0zWgPeG9GhzgNTp5NUGtSwWEoWJLNHH1qtib+dmghjje/U6+s5oBPvoNivSp1qwq14I4aoBAgjY1sYDiS4bQAOpJ1QYcfhcNjmSR4+hXpsmOsrK8TIg8/ugwDX30HYYvGCtFVFOD2aBwfBB3bNjHtOocxumjSCe0INTBcfgxM2TnbIZZ8pckuTSEbSNwDWRjqejGt0QbGQweFyT435HH1rr4esLrEMcpYe31S8HT3kGf2On7Q2z3EftLGd0ybY3eI9ddgdpqG6+RBzXqVazXtrQxwNkeZHiNoYHPd8px2gak+UoMqAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIK7U8Q+FW7lalXy8D7VslteLVzS5zXFm07gNpLmkAHt8iDbm5dxyHKnEy3mNyQmjr+y6O3mSZneMaBp11YddeweVBih5xxGfNHCRZWB+Ua4s9mDupeO1gdptLh9iDqg65TnnEMVZnq5HKQ1rFd7I5on7twdKwSN6AdfUIJI6DyoM1bl/GLWZOGrZKCbJhu/wBmY7cS3bu6OHqk7eugOuiDra5rxSpmmYSxlIIspIWtbWc7ruf8lpPyWudr0BOqDryHl/HMRI2hfyUVS/ajca0T3aOOuoadR8kFw0BOiCqcCvsuYfhNjJ5u2MpPHfMNR0sjm3iNwf3+u7f3LQHM3HogtcnOOIx5sYN+VgblS4RisXde8PYzdps3+TbrqgnEEPnuYcZ4+6FmYyEVN8/80x5JcQDprtaCdPT2IIPlGWnPLOE+wXHewZCa06QQSHup4/Zw5hdtO17euo1QbUHinwCe5HSizEb7UsghjiDJdTI520N+Rp2oN69zjiVDLsw9zKwQ5J5aBXc7qC75Ic7Ta0nXoHFB3zvM+L4GaKDL5KGnNP1jjeSXEa6biGgkN18p6IJaGaGeGOeF7ZYZWh8UjCHNc1w1a5pHQghBDUOc8RyGWdiKWVgnyLS4dwx3Ulvygx2m1xGn1pKBJzjiUebGDflYG5UuEYrF3Xeexm7TbuP2OuqCIw2Ttf3j8qr2bb/YKlajJHFJIe5i3RuL3NaTtZrpq4oJnB8z4tnbM1bEZKG5YgG6SJhIdt103AOA3N1PaOiCNyfMOI5XD3a8GddVb7K+xLcqGRk0MLJe5dICG6tIkG3z+8g3shy7i+AoUTlcqyJliNvs0kxc6SVoaPXIALuuvU6IIfluZldmeFyY2672HIXjvdXkPdzxGIuaHbTo9vl6oJy1zXilTNMwljKQRZSQta2s53Xc/wCS0n5LXO16AnVBxmeb8Twl2OllcpBUtSgObE8nUA9hdoDtB87tEE01zXtDmkOa4atcOoIPlCDznmPO8Rdt8fp4DMh9lnIaEF+KrK5pdC8vD2O26d5GSAHdrUFtv814pQy8eIuZSCDJSlobXc7qC/5IcfktJ16biEEhlrZp4q7bHbWgllGmh6sYXeX3EHnXhePErNY3C8jy/L4LNO5Ay1awjMbAx2yZhLGmwyTc3yO12ehB6LlspSxOMt5O/IIaVKJ89iU/WxxtLnH4Ag8u8NfEjlOd4dzTOZlogtYmxbdRq92xroImVhPHE4aes5m7Q7uvnQSfhnF4j5OlhOQ5rl0F2jdqRXLWEjx0ETgLVffE02GSbhtL2u+R100QS/iNmc3Udx/FYi6MXPnsk2jJkzHHM6Fgglm+5xygxl7zEGjcD29mqDQ8PPEG/m4cPjrTI7uRkr3ZspkIT3cTY6dx9KCYM06m26JzmtGgADvMg9AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB4W+CszwFtWY2NbdiyBmrStAEgnF9rA5pHUu7vp7iC34mLXxB8RLEUYdcggx3ssm0F7XOpOPqk9mpa34EFamhpR+B2BsVGtFyO1WmrSs/nPaja0eWkdd/yggmZa1ebknir3sTZP8gptBcASAaDyQPfaD7yDRgrV6vHfC6evG2KX2yu3e0AHSzE4zfbntQRuJ49zPkfHuR0KQxTYrmWsm5atvnFxliKVrh1Yx7RtAG30EoLThK0Fjl/PhlGsmsR16cDhKAW+zmqS7Td9a9w1cgr3DP57wn/AKLNf1RQYY4qrv1fbdqZrfnI2JJ7Ep6SC4L+0O17Q/btHuIPa6pkNaIya94WNL9eh3addQg895Jcll5lk62Cwte5loca1mVyN6d7I215NXMhZGA8dflEgD0oK7xck0vCok6nvMgOvmDXAILfCPpVz99gjfhOJuMUHlbLk3gb3eY9wzp6HdUFJ5pclt8a5k7CYWvDhG33MyeRsTvfYmtxysD5Io3B+1ocQGjUDQ9PKEFkzuPux5i7nMO+nl5hjIa+fwNp2kprlheHRyDXaXt16OGhQW7i1rC2OHUbOOjNLEvqh0UTidYo9DqC4l3yevXVBQ8HWiwE3GcZkoKma4/JaI41nqpLJop5S57BMwHR27r1adPOgguTXprfEr9jDYavR427Ltf7bJO+S5LZFhrXzta4O27ndPldAgsWWt4unynxDsZWB1nHsx1EWKzHOjdI10Zbs3tLS3cTprqgw4l2bPiHxA5DG1cVD7BaZSr1ZXSuEAhBayUlrfkdNO3yoNTFV4GeBGZmbG1ssntneSAAOdpZIGp7T0CCYfclfyGjVwWFr387HhIBevXp3sgjqSfJhbGA8EudqSQ3sQV3ihJ4z4YEnU/OVsdfMJZgEHXE8e5nyPj3I6FIYpsVzLWTctW3zi4yxFK1w6sY9o2gDb6CUFg5Hj7WPyPI81TNPPUp6sMfK8NK7bPGyvBpuikHydYwXaOHpHXTQLZdtQHw2nt4VjooDhny42M672s9lLoW9pOoGnlQUS5TxkXC/C+StHGJPnXFEPAG7WVpfOAe3rKPW9KDSx+B5hyGjzLH0W4ruruXtR3Z7rpxaY+J7SzbsY9oYwAbPfQep5uKlFwu/FnbDo6UeNmZlbcW57mxCAieRnqvcSG7iPVJ9CDyJ3E+IcRzXhll+DGTXLWGUprO95ffoT197pZ2u2gloAfpsbt8w0GgXHxnOds0sNiaWEt5nD27jZ8/HSaxzzWqObK2uQ90Y+7y7dTr8lrkFI8Ps7TyFTxUqchx1/EYS9ayNjK5BzWE1Y5IWRSwEM753ftY8vGjHDp5exBuN4rxXh/M/DW7wrexmabNUtua95N+l7K2Vs0zXdpZ0f0aPc6DQPXOU4rjeTwdmHklaC1iImmxZbZbujY2EF5k842gHqEHjGN5RyLjUGVyeExNGvEzHw8hyVO2JI3x4re+DH4+s2La2N8dWB0jnODh3jyNO1B7zBMyaGOZmuyRoe3Xt0cNQg7oCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDzDw98M8a/D07mcp2I79e3NY9jmklbCXtmcYpXQE7Cdumh06jtQegUsFjaeWyOVrxlt3K9z7bIXOId7Owxx6NJ0bo0+RBC1vDTiNfLMyUVZ4dFMbUFQyyGrHOf+tZBrsa7X0dPIglPovhvasxa7p3fZ6OOLJO3u9dkURhYANfV0Y4jogxniGCNPEVO5d3GDkjlxzd7tWPibtYSdfW0B8qDQyPhvxW/lJsjLDNHJac192GGeWKGw5vYZY2ODXft+VBnzXAuN5nKNyd2GT2ruxDN3UskTZogdRHM1haHt9B/YQZKPCeO0XYZ1aBzTgRO3GayPOwWhtl11Praj7LsQacnhpxGTLnJurP3GcW31BLIKrrA6986DXZu97RBs4fj09Xlmfzk7m6ZP2WKsxpJIirw6Eu6drnuPvAIOcxwXjmXyzMrchebQj7mYRyvjZPEDqI52NIEjQfIff6IOaPB+O0osRFXgeGYJ0r8buke4sM+u/Uk+t8rpr2II2t4U8QrTiauy1G7ve+LW27AaX7txJaH6HUoMt/wv4fet3rFmtI4ZFxktVxNI2AzO7ZhGHBokP2SDNmvDzjOYmintRzRzxwitJLBPJC6WBv8A1cxYRvb7vVBPUqFKlRho1IWw04GCKKFo9VrGjQBBXsb4a8Sx2TiyFavJurPdLTrPmkfXrvf8p0MLiWNP7HkQYbPhVwyw+4Za0pjuS9+6ATytijmLg50kTA4Bj3EdSPJ07EEtPxLA2LWUsz1u9kzMLK+QDnOLXxxtLWgDX1dAe0INHEeHXGMVdpX60cz7tASMr2Zp5ZH7JGbO7O52hY1vyW9g7R1QbcXDMBFxybjrIHDFWO872HvH7j3r97vX13fKPnQYMlwDjWRuVLdiGQTVIW1QYpZIxLXb1EUwaR3jPQffQd6fBeN06+LrwV3Nhw88lnHs7x5EckpJd2nqNXHoUGtkfDfit/KTZGWGaOS05r7sMM8sUNhzewyxscGu/b8qDvnfDvjGbyD79yGVs87Gx3O4mkhbYYzo1s7Yy0P0HTz6ILDDWrw1mVYo2srRsEUcLQAxrGjaGgdmgHRBVanhXw2rYrzxVpdadllylG6eV0cEjHbwImF21rS7qR5UGfLeG/Fspk5sjYimjmtbRejgnlhisBo0HfMY4B3RBZJYIZoHwSsbJDI0skjcNzXNcNC0g9oIQU/jXhFwjjmXjyuOrTe0VmyMx8c9iWeKo2bXvG1o5HObHu166INjwy4la4txVmPuOY6/NYs3LhiJdGJLMzpNrCQDo1pa1BI43h3H8c3Msr1tY8/PLayscrnSMlknbsk1a4kBrmjTaOiCI4t4S8K4zlW5TG15nWoY3Q0vabEthlWKQ6ujrtkc4Rg+jqgt1ivBZgkr2I2TQTNLJYZGhzHscNHNc06ggjtBQVvlHhxxbk12C5k4Zu9iiFaVsE8kDLFZr+8FewyNzRLFv9ba5BL1cDjKuYu5eGMtvX2RR2X7iQWwDawBuug0B8iCQQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBpZKrkrHd+xXvYtu7vPuTZd2umnyj006oNL5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQPmrkn6c/wBFi+NA+auSfpz/AEWL40D5q5J+nP8ARYvjQTSAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg828I+d5/lGd55Tyr43QcfztjG44RsDCK8Uj2tDyPlHRo6oPSSQBqegHaUGvTyOPvNe6lahtNjdtkdDI2QNd5jtJ0KBbyWOpviZbtQ13zHbC2WRrC93Zo0OI1PXyINhBht3adKAz3J460AIBlme2NgJ6AbnEBB39ogEInMje4LQ4S7hs2nqDu7NEGP5woe0x1faYvaZW95FBvb3jmfZNbrqR6UHMV6lLZlrRWI5LMGhmga9pewHs3NB1GvpQcT36MDZXT2YomwAGdz3taGA9heSfV19KCq+LOTsVfCrk+Rxlt8FiLF2JqlytIWPa4RktfHIwgg+UEFB28I8hbu+FvF7+QsyWbU+Mry2bdh7pJHuMYLnySPJJJ8pJQWinfo3oe/pWIrUOpb3sL2yN1HaNzSQg4lyOPhtRVJrMUdqfrDXe9rZHj9ywncezyIM0kkcUbpJHBkbAXPe4gNa0DUkk9gCDyDlXJci79YXw6oY7KzHB5Glkn2atew41LDo605Y57GO7uQtc0aEg6EIPWbmSx1Lu/bbUNbvTti76Rse53mbuI1KDYQa9PJY673nsVqGz3R2y9zI2Ta7zO2k6FBsIPLv1iuSWMd4QcnnwmUfTzFH2LWWlOYrMHeXoGn1onCRm9jiPSEF74/da3imMuXZwB7DXlsWZn6dTE0ue97j5+0lBs27kM2GsWqc7ZI3QSOhnhcHNOjT1a5p8/mQec/qy5nL5jwgxV/L3rGRvSTWxJbtyvnlcG2HtaDJIXOOgGg6oPTbd2nSgM9yeOtACAZZntjYCegG5xAQZIpYpY2yxPbJG8BzHtILSD2EEdqDDBkcfYsS1oLMUtiv0nhY9rnxn920HVvvoObl+jRh7+7Yiqw6hvezPbG3U9g3OICCI5vyuDi/D8pyMxNtNx1WSzHXMoiExjYXhjZNH6btO3aUHPBuVQ8r4niuQRxNrOyVWKy+o2QTGEytDu7LwGa6fvQgla2Sx1qWWKrahnlgOk0cUjXuYezRwaSW++g5mv0YGyunsRRNhbumL3taGNPldqeg91Bma5rmhzSHNcNWuHUEHyhBrvymMZ3O+3C32h2yvrIwd44drWdfWPoCDNJNDEWiSRrC9wawOIG5x7ANe0oKrzjCv5Pj6MGM5RNgXUMnFNYs0ZdHTdy14fSlLJI+j94LmknsHRBam2IHyuiZI10rPlxhwLm6+cdoQGWIJJHxska6SP+cY1wLm6+cDsQYq+Rx9maWGvZimmgOk8Ub2vcw+Z7QSW++g7Wr1Kp3ftViODvniOLvXtZveexrdxGrj5gg8o8Cs5msnyXxMhyOQs3YqHJbdejHYmklbBC2WQNiiDy4MYABo1vRB6qzJY6S4+ky1C+5GNZKzZGmVo85YDuHb5kGwg15cjj4gXS2Yo2teInFz2gCRx0aw6n5R8gQLORx9WSKO1ZigknO2Fkr2sL3eZocRuPuINgkNBJOgHUk9gCDBTv0bsZlpWYrMQJaXwvbI0OHaNWkjVB5PzXF53iXhP4gXoOV3spdnknvUrTp5Gy0A9zdK0DxI9zGx+TaW+4gufhnmmW+BcSF28LGXtYTH2ZxNLvsyufVjc+V+4l7i5xJLigyZbjd23zzB52PkVmnVx0U8c3HY3uFe6ZY3tD5WCRrXGIu3DVh7EFgs5HH1ZIo7VmKCSc7YWSvawvd5mhxG4+4gyyTQxFokkawvcGsDiBucewDXtKDrDcqTtkdDPHK2Fzo5nMc1wY9vymu0PQjygoOlLI4+9G6SlZitRtO1z4XtkAd5iWk9UCfJY6vFJNPahiihO2aR8jWtY4+RxJ0B91Bna5rmhzSHNcNWuHUEHyhBygICAgICAgICAgICAgICAgICAgICAgICDxX9Xn+1Xiv/APfVc/rpUGf9ZXI5STEcX4hQtPpM5hmq2Kv2Yztd7NK4MezUddHF7dfOBp2FBVeacN454Q+IPh/muFwyYyvl77cLm6bZpZY7EExY0PeJHP1c3cXe6Aeh6oIDlOJ4N/e9zCv4zQ2YRmS1nDs3M6cUYawaQ0MfEQ1rmas13AtBDt2mvrB9BeFvH8hx7gmKxF7Mtz76sZEGVYNGywOcXQ6HdJuDY3BoO7sCDwfxS5V4e5Px+u4bxQvPh4hxqhE3H47badFNetRxTGR4qB79RHN29Pkj06hD8X5BjrHhD4x8dwV2S9xPDuZPx6WXvNza110mkY70NkAb3HY4dup8qDp4g8AxPGfA/hXiPhHTQcygbibc2YfNI+Rwmqgtj2uc6PbEe7awBvyW6eU6hbOYcGwHhn4q+GOT44+evczN9+MzdiWWWZ13v3RRmSbc52r3uncT5NdDp6qDJBwDjfNP1l/EGlyOKS5jKtXGz/N4lkihklNKBjHyCJzC4xhztvXyoIXjxlwXB/HDw+ZYfNieNxzyYZkri98cFqOYuZqR9b3bCfO4k+VBr+IHJ61Pwd8IeM5O9JjeOcghgdyG1CHl/sNNkHeR6RhzyHd/roGnq0INzw15H4aY7x/w+O8Krj3ca5Bj7EGXobbbYmWa0UliORouNa/UtiA1Gvl86CH8Q+OeEGJwvMTyjlcOf8UZ5p7VO9E+wJIJmAGGq1sbpIWbXNLSHdg6dNo0Ce5fns1zPgPg5xS9am28zmiGdnY/bJPBR7psu53lL+87z98Ag35/D3jHCv1mfD6rxuu+lj7dPIyuo97JLEyVtOwxz2d655aXt27uvXRB24RwTAeLnMOfcg5xFJk46GTlwmFqGaWNtSvWLurBG5o3EOaf324+VBXMbZ57lf1f+bcOws1nI3+K5eTGxujLnWZcXHIN0TdBudptd6o+s9UeQILF4T8Z8Kcry3Aci8LMscDaxUMkXJuOWTM61Zie0MDZGSyaasdu3PZubrt7CEHsvilyKzxzw65Hm6h23KVCd9V4+tmLC2J3+C9wKD5q5V4P8Zxv6sbeaOZOeWXa9LI3smZ5XOsNyNqF3dTNLixzA2Vrvk67mh3bqgmvF3lHGpOVeHXEua3pKXBYcNBl8vHGJ3NsyujfFBG8Vw+QgPg8g6Bx6+UBteCfIeIx+JXNeN8CuPs8GtYg5WlA4TtbBZiMcMzWCy1soDjOfd0HmQXr9U//AJJYj+nuf9pegqfjzVxEPi3gcp4i0rV3wybQdBE+HvXVq+RfI7V9gQlrxq3b2dXdNNdrggx3gPDXwK5jl+F8kblcBlLDHcX7hznfNzLkwhljbM57n7mMf07C141I3ElB5rYz3g1xjH8KzPh5lpZOeY65U+fH7LzPa4ZWn2wSd+xsOhk9UBp+ST29qD1h/GMV4oeP/K6HLYnXsDxCpVrYzFmWSOIS2mCR8zhG5mrtd3l+x7doQYeTeDsuA8Fub4XPyR5PA4me1meFRixYdNTa2GRsTZekQOwPPq6uaSSUEHka9fgn6r2NucSjdjMvzFuOhyN5kspcZbMZMkjS5z+73MYW+oBpr0QbPiv4ccX8G8Lxfm3DmS0cticjWqZGYSyOF6vIx5mEzHOe3V/d/WgDQnzN0Daynh/huc/rMctxGdkndh48TSs2KUEjoRO9jIGxiRzCHbWF5doPLp5kH0bBDHBBHDENscTQxg8zWjQIPkfwj8G+I8t8BMpmsoyabNxNvDFW3TSBtP2cGRjYowdm10mrn6t1OpQZeT53K8v8EfCWzavSx5WfkENGTIMJMzHwSTV45tx7ZAxjX6+dBavHDgXHOEeHfE8NgIpIqb+YUbMneyPme6aSCdr3uc8k9dgQWOSAcZ/Wljs/Ipc2wj2uJ6NNyho53o1bBAPtkFb8NMJe5J4Z+IvLIMy3jlnmmUszR52To2DHVpiNSS6PaA107N24be1BR7trwi4rzDw7n8L8o2xnIMjBQ5BNA+wRbgmdHHK6TvdWfdCX/I6dfQNA9ArcTw3ip49c0byyB+QwXEYKuPxuOdLJHGyWw0l8mkbmO1LopD7417AgrfBsnc4LwLxssYqeV9vD5ixVpW5nb5t3eurMme53ynjdv1PaUHbk3g/x7jfgRS8QMZJPX57Rr0s0/PtnldLJYtSRulDg5xaW/djp6uvTr2u1D6R4jmnZ3ieFzbmhjspQq3XMHYDYhbLoPtkHgPht4c4Hlvi74i3s4+eaHBchbZx9Fkro4Ra7yRwnkDSN7miMNaD00J86ClR8k8GeW8m5zk/FfKyx5ae5Nj+OwFl54pU4C5sT4/ZWSR7txGod5QTp6x1Ddq8u5Dy/wj8M+H3bsrYeQ5t2Iy9xryJpaVSVgEZd11+5zNHXtLBr5UHseB8EI+G+JeLz/BjFi+MPqS1OSYl89h5nIaTXlia8SgvD9u4ueOg6dSdQ8uwv/Jrxv/35kP40aDByrwt49x39XzBeI+IfYr8zx9TEZNuY7+V0rjZMEYh2l2xscTZmhgDegaB5TqF4zeT+df1gvCHKaBvt+Hu2to10HfUJn6DXr9cg8vj5J4M8t5NznJ+K+Vljy09ybH8dgLLzxSpwFzYnx+yskj3biNQ7ygnT1jqHe/nMxyrwP8MG3L00eRj5RFjWZJp1maIy9kMoJ+vjY5oBP2KC/eK3DsbxXC8O8L+LyT47DcyzoZmpu+fJNJEe6ZO0vcSfugcCR2Hbp2EoOvJeJcf8JPFrw+u8MikxtDk1p2GzOObLLJDM17oo4nkSOedzXTbu3tA9OoavAPDXi/OfETxVg5NHNdoVc072egJpIoWzTGZpsFsbm7pWtbtYT8nU9OqC1/qlZO3a8L7NGeV8seFy1rH1XPO4iFrIpmj3AZjoEHtKAgICAgICAgICAgICAgICAgICAgICAgIPm3hHLeTeH/MPEJlrgfJcrBmeQ3LlK3j8fLJC6EzybXB7g0ODgdWluoIQT3iTHyrxD4Ph+XYDjmRxnIOI5mPI1sFlYTXtWI6217+7jPbqdpb59rgNTogj8he5H4w884b3PFspgOO8WuDK5e3mYPZ+8sRFjmV4WnXf6zND5dHakDTqGxzHmPMsdc5VxbnXDL/MMLkZpH8TnxtJliDuZNRDDO5gBY+PVvr6F+upA7CgvH6v/FuRcX8KcNiOQAx5GPvpTWcdzoI5pXSMiJGvUNdqR5CdPIgpnNKGZ4H4zXPEBnHbfJeM8ioxVcrFj4Ras1rNcMYyQQkj1SyJo11A6nqOmoSPKMrmuaeDHM3U+G5DCPsQmHFUp4QLtxmjHb/ZYgZGncXAN66jqD5gg/FjjHJL36r3G8NSxNy1mIKeGZPjYa8slljoa7GyNfC1pkaWEaO1HTyoJzx5wOdyfN/CuzjcdavV8dn4p8hNWhklZXiFisTJM5jXCNujSdztB0KCpnmlziX6yXiJkm4HIZ2i6njY7jMVG2ezDrTrmN/clzC5hOocQfVQc8d4jzDI8D8XOX5HC2KeT5vFKcThTE51wQRRyiMd2B3m6TvQNump266dQgz8h4Hy4+F/hbyLGYia5nuDx15reAkY5k8sEjIvaYu6cA7vB3LRt017emvRBfuDeIc3LM17Nj+DZXA0o68jp81lKsVTurGgDI4oyXGXXc7Ug9PKNCg8N4xg+Q4nw55ZwCfw8v3ebWPbny599Vrq8kXdkiRlt4dI+ToRCxgO9x7QSUFmyXDuZUvCvwr5TjsNbs5zg0vfXsEYpYrbq8r29+0RFvebvuLRpt10OvYgla2V5PzXx54FyyPiWXxHHKVfI1zayNd0bw91SbV0zWb2wsc+RrIy93rnXRBxi8nyfwd5jzCpPxbK8hwPJLz8vgreIhNgCackvrz6dWdobr2+rqGu1QccS4j4wcT8J8vn8LWjh5zm8w7O3cQ5kcjzUedHVdHgjvO2TQHX635XRBrVjk/ELxo4jyfBcMyfFfmMzycmy2SrCmZw9ga2AEfzpHrM1+Vo/qAAg9t8QuMu5RwfO8ejcGTZKlNBA92oa2VzT3Rdp5A8DVB85ZvPeIWZ8CJ/DF3BM38/4mvVqXbZruNX2ejPG6J0Dhq+aR4ia0MY0jTVwO0ILlzvjXJMDyPgviTQwVjOw4nEx4nkOGgjL7TYDG4teyE9XFj5nbhp0IGvTqAu/DOZ2OWQ5iStwzI8fxsdUtqXclBHVnsyvDg+Ntdu521ujdHBxB9HlDR/Vlw2Xw/hBiqGXo2MdejmtmSpbifBK0OsPc0mOQNcNQdR0QYvELmHOuKc1M97A2+T+G2Ro9zJTxlSO1Yr29wDu9YdpdG9v2R2+t6NCHnXFPB/knIvDLxHqsxMnHKfJ7zL/FcDa+4vg9mkMzd8Z6RCUbY9COgHm0KC3cK8Ts1PFheN2vDPLt5FCa9TMWpqscFCJrNrJrIsya7vVBe1pA3dgce1Br5yTkPhj4y57l7cBkeQcW5bVgE7sTD7RPWt1mhga+PVvqnaTqSB63TqNEEpQq+KvMfCjnLuR1n1bueZdbxjAzxxQz1qroiIIZS1sZ3vd0+6dfKe1BTocJyPxC/V4j4nUwWRw/JuItpezx5KH2aO1ZqBwLa75CN2sevygNHEA9PWQd+X5nmHjRBx3hreHZXBRQXoLvKshk65grRNga5skcDnfzm7eduoDj06aakBdONYPNQ/rLcuzEuPsx4mzhqsNbIvhkbWkkaINzGTEbHOG06gHyIPXUHyF4QeI3IcJ4IW+PUOIZXLW8o+7DhchRh9oqGScd24WC074nRuOu3adw8yC05nwx5RgvDDwo4/Hjp7uQxfIK13LtqROn7gTTSTyOlMQcA2LvdheenTtQXf9ZTB5rMca4vDicfZyMtfktCxPHUhkndHCyKcOleIw4tY0uGrj06oNf8AWa45yW5xvD8g4tTnu8gwNx/cw1YpJ5jXuwugn2xxhzz12a6eRBp898M+QxfqyV+HYGGSXKUqdN9qjCPXneyRs9pjWjqSZC5+nadNEFB5FXyPJq/h/Lxrw5yWCxmAy1FuRlko93MXAtLy2OFr5HwR904vmk09YjprqgudyzyLwv8AGjkmbbxvKZ/jPNI68scmIhNmWK5A0t7uRurWjc57z1cOh6a6FBHcF8POWcj4j4t4nNYubA5DlGTmt0orTXiMSyOdYjDZdobLG2XRrns1HmQRmW5H4j8n8LqfhGzhOWqcoMdXF5LJ2YdmNjgqPZ/lAsDVrt7YhroNOvql3RB9Icew8OFwGMw0Lt0OMqQU43aaatgjbGDp5OjUHmXgvg81jufeKNrIY+zTrZDMtmoTzwyRRzxgzevC54Akb6w6t1QVHBTZXwh5PynE5Ph2T5Fx/NZGTKYDIYmqLpBsdHQS7i3aQGtb5+hOhBQTPibheZcg4lw3nOK41LR5BxjJNyknFNWOnfX70bmDuwNZHMiY7aG7tCR8oaIJbifPvEPm/iFjbGOw2S43wXHVpjmo8xVihluWnsLYo4twfIBE8h25jhroQ7yBBRsTxPlUfhP4w0X4a8y7k8zemxtV1aYS2Y3uZtfAwt3SNdp0LQUGhyTL+IHIPCXDeEEPB8tVz01bG0rORnhLceytU7qRk/tHkJ7lveNeBsOo+UNEF8znEsrU8dvDCSlRsz4XCYu7Us5GOB5rxbac0UYlkaDHGXnQAE+VBXMFNlfCHk/KcTk+HZPkXH81kZMpgMhiaoukGx0dBLuLdpAa1vn6E6EFBKeKdTlHJ+N+HN+Li1vHW2ckq3L+JhjNh9SBr3gSzmBujAWbXOLgNuuh6oLB4/8AE+SZGnxzlPGqjsjmOHZKPJNxjPl2IAWmVkY66v8Aubeg6ka6ddAQq0lrkPi74mcOyEfGcnx/jPD5n5G5bzEHs8k1vWN0cUTCXbtr4m9QezUnToCFj8F8Hmsdz7xRtZDH2adbIZls1CeeGSKOeMGb14XPAEjfWHVuqCleFeezXhR4Icu5BmsDZbar8gklrYu4JKEk8dn2Ou17HSRvO3q4ghhB2kIPo6tK6avFK5hjdIxr3RntaXDXQ9nYgyICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDz3jXh5msX4ycv5rYmrOxXIK1OCnDG6Q2GOrQRRvMrSxrACYzpteUHoSAgj+QZ/E8fw1vNZef2bGUYzLasbHybGA6a7I2vee3yBBFW/EjhdOrx23YyOyvyySvFx9/czn2h9sNdCNBGTHuEjf5zbp5dEFlQEBBC4rmfGsryHLceoXO+zGD7r50q93K3uu/buj9d7Gxv3D7BxQTSAgICAgICAgICAgICAgIPPfAnw8zXAOARcdzM1axdjszzmSm6R8W2UgtGsjIna9OvqoPQkBBC8m5nxrjHzd8+XPZPnW3HQofc5Ze8sy/Ij+5Mft107XaD0oJpAQaWbzWNwmIuZjKTez46hE+xbn2vfsjjGrnbWBzzoPIBqgYTNY3N4inmMXN7Rjr8TLFSfa9m+OQatdteGvGo8hGqDdQQvGeZ8a5P8AOPzHc9r+arclC/8Ac5Yu7sxfLj+6sZu017W6j0oJpAQEBBC1eZ8at8ru8Tr3N/IMdAy1cpd3KNkMm3a7vCwRO17xvRriUE0gING7ncJRm7m7kK1WYgO7qaaON209h2uIOnRBmpZHH34jNRsxW4mu2Okge2RocADtJaSNdCEGwgwVr9G1JNHWsxTyV3bLDI3te6N4JG14aTtPQ9Cg1J+S8cgmfDPlacU0ZLZIn2Imua4doLS7UFBpcl4xx/meLpQXpDZxsNuvkIxA9pjmdWfvY150cHRl3ygO3zoN7K8l47iJq0GWytPHz3HbakVqxFC+Vw0GkbZHNLz18iCRQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHk3K/1iMHhM9lMXj8DleQQYDT6RZHGwiSvSOp3Ne4kauZtO7XQDQ9eh0CX5N448KwGF4znZnS2cNyiVsVS7A0ObE1wBL5W67/V10c1oLgemiDX4d44YvkHM3cQvYPKcdy8sDreNiykIhNmBupLmt13NdtBOmmnQ9dRogvPJM3XwPHcpnLMb5a+Kpz3poo9N7mVonSua3UgakM6alB5KP1p+L+y4/LP49mY+MXHRwz8hdXAqQTyfKjLtfX7s6h5b5Qdu5Ba/EHxq4twfJYank4bNlmchnnpz02tlae4YHMYG7g5zpnOayPb5Sg0st464nE8UweWu4XIjO8idJHiuKsi3ZB7o5Cw7mHbtHyT5/WGgKCS8OvF3D8zv5DDPx9zBckxQa+/hMlH3c7Y36bZGdfWZ6zeug7R5CCQp0n60vH34WfL4/jGayFShM+LLywQMMVRjHBofLKHFmr+1rdezt06INzLfrN8PovpXYsXk7fFrL4Yp+TxQaUoZZ2CQRFxOrnxtd90A6tOo6kaILb4j+KeD4PVx/fVrGVy2Yk7nD4fHsEtiy8aalo1+SNzdT6RoCgx+HPivhuajJVhTtYXN4ZzW5bD5Fginh3glr+3qwgdvT3OzUPJvFLx9wnKPDzllHGYPKvwEkT6NXlHs5NCSyHN0aXDqxrz0aT5SNQNUFxxXL+Mcf4D4Q1c1ivnGxmoMPRxUvdxSezWZK0DWTaynVm0uB1Z1QTPO/GnG8a5DHxjF4bIco5IYfarONxUfeOrwdCHzO66btRoAD6dNW6hPeHfiNx7nuCdlsP3sRhldWu0bLRHYrzs+VHKwFwHQ6gg/V1CC0IPPaPiJxJnKOd1auHdBk+K1o7Wausiha623uHTMDXtO95a1ug3oKtN+tNxhmJo52Lj2Zn49MWMyOYZXHs9OV50EL367Xvb0LtrtOoGpd0QXjn/AIrcb4ZhKGSsMnyU2YkZDhcdQZ3ti3JIA5oibqOmjh19I7SQEGjwXxkxXKLmUxNrFX8ByPDwe1XMLkYxHMYCARLGdfWb6ze3TtHk6oIzgH6wWB5zlcbRwuHyPdW453370sYFek6EPLY5pGl7N8jYw4AHscEEbL+tDxRlySwzC5abiENr2GXl0cGtATa6ag667Oo69v7lBZ+b+M3HeI8hxODtU7l+zm68tjHnHxtsd65gOyJjQ4Oc+VwDWadNT1ICCu439ZPCXG5Gg/jmYh5ZRnZAzipgDr0xkY54exoPRjWMLnud8kaduoQWvw+8WuN8z4tez8TZcWzEvlizNW8AySo+Bu+TvPJtDeuvu66EEIKniv1muM3clR9oweWx/G8raNLFcotQBlGabcWDV2vqtcQdD19IGjtAnuXeNmB41zF/EZcZkL+adQbeo16MQmdZe+TY2vE1p3b9Gue4uAaGtJ1QYuJ+N+M5Jx3P5Cpgsm3NcacI8nxrud9/e7XYI42n1t21w06HVp6dmoUv9V/xKzeZw2UoZ+HL2G1p7l48jyJkkpsjYYW+ye0yudpIwPL9nkGpQSr/ANaLjLZXXxx/Mu4a2x7IeWtrE0t+7Zv0+Vs3f4X7nXogt3iD4vYHiEeJiiq2c9ls9qcNi8W0TSzsADjIDrps0cOo118g01IDJ4beK2H5w7I046VvD53DvbHlMNkGd3YiL9djgNfWadvb09I6jUNvxH8SMFwLCR5PKRz2ZbUzamPx9RneWLFh+u2ONpI83U/snQEIfw/8ZcbyvPWuNXsPf43yWtD7V815OPu3yVyQO8jPTdpu6jQejXQ6BAZr9ZnjdC9kHUcDl8xx3Dz+y5fkdKAOpwzahpDXOIDw0kAkkejUEahG/rCZOjlMb4ZZOhM2xRu8lxtirO35L4pWl7HD3QUFw554z43jPII+M43DZDk/JXwe1zYzFRd46Gv9nM7rt18gAPk101bqHfG+NvFMn4aZHn1KKzJRxQe2/j3NYy3FLEW7onNLtm7R4I9bsKCIx/jtxjkmAz2SbgL1jjeLxQyFmzZgZ3FrVmstWMP+5yOj6sfqdNQfJ1QSt7xd4Zx3w2wnKnVJq+Py0UDcLhKsTDZkfO3dHBFEwhgIb29dB7ugIPD/AMZsbyvP2uM3sPf43yWrCLRxeTjEbpICQN8Z8um4aggejXQ6BT/1eslRxmO8TMlfmbXo0uS5Ge1Yf8lkUbQ57j7gCCTwX6ynHcllsbDbwOWxODzc/suE5DdhDKdiUu2tG7X1Q49h1Pp066BLc48bsfx3kzuLYrA5PlGeggFq/UxcXeezQuALTIep3EOBAA8o69Qgs3h/z7Ac741Dn8I6T2aR7oZoJmhk0M0em+KVoLgHDUHoT0IKCK8S/FnE8GkxlF1C3ms9mXuZjMNj2b55AzTe8+Zo19JPm0BIDzbwo5NDyT9Y/l2Vjp2se5+Erxz0L0RhswSxOrsfHIw+UEdo7QgsGX/Wa4zRyV/2XB5bJ8bxFkU8ryapAH0oZtQCA7UbmtJGp6ejXVuoeuUrtW9Tgu05Wz1LUbJq87Dq18cjQ5j2nzOadQg+cuS43wxzH6wnLpPEJ9JuIxWMx8EHts7q7PaJmMkbo4Pj1fsc71fN18iD3HgfF+E8dwQg4bXggwt2Q3GOqyunilfIxrO9bIXyagtjaOh06INfxQ5o3hvCMlm2NEt5jBBi6x6ma5Oe7rxho6u9dwJA8gKDyT9VDFZLE5fxExuUm9oylXI12X5ydd9jSYyu18ur9eqCu+HXH/BHO5PmOW8QHY35yyPKslHjWXbTqznRb2Sfc297HuaXzEa6dvTVB9M4PC4rB4iricTA2rjabBHVrtLnNYzt0BcXE9vlKD5+8U7HC6nOvEY86jhMtzjtVnD33I94dtimErKh0OkvtTmH1evaexBePDTPcrymYweEdPJDR4rx6izlIlDXyWMvcrRubA9zg5wMDGGR5aQdztCg9XQEBAQEBAQEBAQEBAQEBAQEBAQEBAQfJngpH41W+M8oj4nV4/Zx+QzF2PLSZj2pts2HxsEjD3LmN2bHAjp2koNzL8KznDOP+C3Gs6+GW7T5bHu7hxki2TXWytALmsPY/r0QXTxLe5n6zPhi5h2uNe60kdujopQR8BQek+LH/KzmX+48l/2ORB5LNBXk/UyDJWtLBhmvAPZvbYD2n3d4B91BFQd5Z5b+rw64wOkOHc/1vX120YnRvOuvrdA73UFs5EI5P1teLNsdWRcbmkph3YJ3SWmvLP3Xd9voQY8wZIv1vcF7J0bPxl/zhtPa0S2du/32R/UQQXgrXhn/AFdOeQyNBjlmzgkHn1qNCCMyUcY/Ucj0aPVhgcOg6OOabqfdOpQYeQ2ebWfGHw0m4vFj5cy3h9exQiyolFPvJI7AsEGIh+/uuz1kE/Jwrxco5HxB5/ytuKr2L3Er9OOLDPncDZhia6B+ybc7UMiI13ebog4oV6cX6l721gDG7EzSPP8A511pzpPJ5JNUGpy3+y36u359gf6msgs/g+I5PHTxcmseteZYx8cDn/LEGyUED9zoyP6iDH4JGRnjP4vQwf5j7fVkeG/JE7jOXEelx3bkHuKD51x//MTx8/3VF/2CRBqBrR+pJoANPYddPT8566/Cg4x7hY8RvAAXHF8J433rd5Onf/NhcHfvt7WfUQezZvD8EPLp8s91cc4GGlgiZ7S5tk47c87vZRIA5neajvDH29NeiDyjwb7yv+qVl5qbdlr5uzkjHRj1jK1swY7p2u9UAIKtwni/jhyfwJpcYw1XjX0Rydd7YZ5nW2XdDZdI5ziCYu8EzT9Ygtk+JvYrxt8FcTknNkv4/AWatx7DuYZ4MdKx7mkgaje0kHRBK4OtAz9bzkMjWDfJxiOR5/diapHr9q0BB5vcs2YsT+sbDWGzberu1YOpE9qds2voLAdffQST+C+PPNvB7B8YircZi4y+lQnx1mJ9uO33ccbHxPcSXx949vy/U7SUF1qxyt/WvgbYIfOziTe8d2+uJ9HEfVQdPDB7h+sn4oRg6MdDSc5o7CRHHof4RQVfwxfMz9WDxCdCXCQTZrq3t2muwO/g6oLPFXxw/U/LI2x9x9G3SEDTb35YXuP77vtT++QQ2J4VmuQcJ8MuQccz1XGeIuAxAfjad1zXttUpIzHtdH6zw3u9W7w09CR06FoXTwg5lBnOW8kocg41X4/4k45sDc9LBtc21CWgQyNk1c7a1gZoHOPQtIJ8gSfjRwevy2jhYauchwXKsbeZkONTzuYRJag0OzunHV412n1QSOnQjoQrnAuaXpfE08e8SOO0sf4g08a6TH8hq7XRWse1ztwY92r4wT3ju3T5XRpGhDz7K855ZyHww5hLwLhuMxPhuWXGT3JX93ZmGz7tYjhYWDftAOhaevTU6FBzm3Od4N+CBcST8+Y4anr0DngD4EF85JznNHxdyuB8NuJY/I8qp04jyHP3n9y0Ruax0cG5ha52gLPru3pp6pKDy/h0mRf4N+NfzixkV05CZ1qCIkxMnc/7qI9frQ4aD0IPXL8ccf6pzWxtDGnh8DiGgAbnUGOcenlJOpQVmxzHF8e8IvCqBvHYOS8ryEVNvF6dja1sVmNkf3cPcDtLHPj7NO3tCCOw13n9n9ajjUnNaNLG5V2DnbHBjpHSROrAWi1zy5zvW7zd09AQV18liPwN8anVy4SHk8jXbRqdjrtdsnvbCdfQgm8nwLx/5t4ZYHjwr8Yr4GvBRs4qzWfbjstZBCBA4l5kZqWO9b1EF15dxDmGP8SMtz3wvyWPyOblggr8n4tbe1xkEcYZDtc1wMT3MiG0OLOwnU6lqCz+BvKOL8l4hYyGCwrOPze3zR5vFsa1uzINazvnEtDd+5pZ6xAPk8iCqZENn/W5xYtk6VeMvfjmkaDe6WVry3p9i5/X0INKs+eH9YzxJlq6tst4xE+IsGru8bDBtI851AQUPwlwfjVm/BB+B41U44/i+YZeryzXHWm3w6Z74pHOLHd1vbp6h2noG66oPpDww49leOeH+BwOWeyTIY2oytO6JxezVmoAa4hpIDdB2IKpU8NvBvkfiJyzL2Gw8i5E8V6+ZoXRHPFSIi7pndRmNuxz2Q/K3OI2+qW9dQg/1XxJQpc14zDK6bEYDkNupinOJdpEHEbWk+T1N3uuJ8qDS8YuV2YPFzjUOS47msrxfjLDlNuKpmy2fJyAtrl250bNtdvrA7tdx000QRP6vHPK93xS55Wbh8pCeRZJ1yKSasGMqCITP7q6d57qR2ujW9dSgmK/hB4H5Hwv5TkMF3WcZcZdt/SKxslsw2I2GTSKYRxGNsbhrtA6/XaoLl+rplL+U8FuL2773SWBBLBvfqXGOtZlgi7f/NxtQWTn+cwvHeMXOR5SrHb+amGWpE5jXyOsOIZDHFqCQ+SUtYNPOg8awma8T+MVM9i8HXxkuT45TZyTnFjIiV0t7I5Nr7UkFcxPY1jY4YjGHO+xb5EHu3Gs3DnuOYrOQxmKHK0696OJx1c1tiJsoaT5wHIJJAQEBAQEBAQEBAQEBAQEBAQEBAQEHkOS8EeU0OT5bM+H/M5eLVuQSmxmMe6nFdjMziS+WDvSO7c7Unp117HaaABK5zwdsZarwaKxyKxYn4bkocnLduRCxPedFI2Qse8Pj2a7dA71tB50G/yfwv8AnzxL4xzf5z9n+jcc0fzf3G/v++a5uve943Zpv+wcgkPFj/lZzL/ceS/7HIg8P4B4Lcp5h4V8ao2ObWoeD3oYrV3j3s8T5NzZC90cVrVrxGXt3Na7UNPkKD17N+FNW/zPhfIal0UanDYpoK+MbDvEscsQiY0Sd43u9jW/Yu1QdfE7wr+l9rE5vE5aTj/LMC978VmIYxLo2QaPiljcWh7Hek+U9CCQQ1/Dnwlt8c5DkeW8lzknJuX5OJteTJSQtrxw12kHuoYWEtaCWt1007OgHXUOeD+EP0W8PM5w/wCdvbPnmS9J7d7P3Xde3RCLTuu9fu2aa/LGvoQatnwT7/wOHhb887dI44/nj2bX+butua+z975duz+c9PoQduXeCrc1huMfNualw/KeIwRwYnPwxB2oZE2J7ZIHO0LH7NdN3T0jUEJXhHBeWY12Sscy5ZPyuxkoW1n1XV4qtKOJu7XZBH6u5weQ53TUdo7EHn7P1auQxYPJ8Qrc8tQcFtGaSnhRVjc+KSQl7A+cvEj4mSes5jS0PPbp1QW7L+DXzhivDqh88d19AZ6E/eezbvbPYGRM26d6O57zue3V+mvlQYOa+D2au8xfzThHJpOK8it1xUyr/Z47cFqNgDWOdHIdA9rWga6HsGmh6kIjMcIPhb4LculxeQuZHk+Ta+e5nGl0dye9akbDHIzY5z2bXS6tAcTrqdeqD1LiNLKUOJ4Wjlp3WspVoVYL9mRxkfJYjha2WRz3EucXPBJJPVBUK/hD3PIufZn523fTioyp3Hs+nsmyu6Dfu737r8vdpo1Bi/ua/wDwJf3YfPH/AFHcfO/s3/8Ac+0bvZ+9/wAHTvPSgx8m8EYcvw7ieKq5mXG8i4ZBWiw3IoIhvD68LInF0Jd8iXumuLN/k7SNdQ78I8Iclis3lOUcq5DJyTlmTp/Nzb7q8daGvW7dkUMZ29SASRp7nUkhM+FvhxFwbgdfiM10ZaKF05ksOh7gSNsSOeWmPfL5H6fK6oKNS8BOa4NtjCcU8Q7mF4XZlfKMU2rFLZgbKSXxwW3OEjNSejm6efqepC5ZXwxN/wASOK80OVeDxirYqmnJCHvs+0Qvh7x0wewMcO83H7mdfQgyUvDf2bxcv+Ifzjv9txTcT819zps2yxSd73/eHX+Z027PL2oI7jPg1QxWY5/cyF4ZShz2QOtUDD3PcR/dw+PvBI8v3Cz8rRumnwBX8F4HeIGGZXwdLxJvQcLqSiStjYqsLbjYw/cIfbNS8N8/Tb5NqC4/3b//AIXP7w/nH/8AhXzT819z/wCd7zve/wC897bs99Bi4x4X/MfiXyfm/wA5+0fSSOGP5v7jZ3Hcta3Xve8dv12fYNQQ3APBfI8Rymcpt5Ab/BMw61J9GJqzNWvt7Wu3WNxeQGNLNBoD26aoK4f1bOQjHu4kznlxnhuZzN9H/ZozYEZk7zuPa927bv8AW+Tt167deqC2868Go8vZwOW4pln8V5DxmD2PEXYYm2IhU2bBBJDIQHNDdQOvlOoKDP4ZeFM/FMrmOR5zNSci5bnu7GQykkTa7BHENGRxxMLg0aAA/vRoBog3fFHwyrc5oY8x5CXD5zC2RdwuXgaJHQTjT5UZLQ9p2jUajsHXzhC8G8HsvjeXy805pyN/KuSGocfUlNaOrBBWJJc1sUZIJO53kA9Z3Qk6oK1S/VszdLF5ji1Xm9qDguR9okgwkdaMSRyzsIj7yxu7x8cbtrnMaWiTTQ6alBPW/At1nhnCONOzgaeG34L/ALWKv+ciu5xEfd999y1Dvlbne4g45N4L8gseIVvmfEeWy8Zs5iCOtnIWVYrPesja1m6IyHax+1g67dQeoPUhBr4j9XuLFcR5vxmDPSSVuXzumiszVzJLVDiTpI4za2Haaau9TXtQXCz4fd/4Tjw/9v26YaPDfOfc6/zddsHfdzv8u3dt3++gqvJPAh+T4VxDD0M8/H8h4T3TsRnWQBwL42tDt0BedA8xtOm86aeUdEHbj3gjmKXiHh+e5rlk2bzdKtNWyHfVWRtm71kjGCARyNZXZH3nyQx2p1PTd0CT4l4N43DY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ZNdS1rS46DqS0a9qD02rFLFWiilmdYljY1slh4a10jgNC9wYGtBcevqgBBkQEHzr4M8/5lmf1h+c8eymWnt4XHfOvsNGQgxxdxk4oYtoA+tjcWhB9FICAgICAgICDzXxC4n4uZXm+CyPE+QQYzjdTufnjHyyysfPssF8u1rIZWndF6vV4QelICAgICAgICAgIPnXxM5/zLG/rK8U43Qy09fBXfm/2rHsI7qTvZ5Gv3DTX1mtAQfRSAgIPNfCXifi5g8lmZud8ggzVO13fzVFDLLIYdr3l+4SQwaatc0dCexB6UgICAgICAgICCl+M2YyeG8LeSZTF2H1MhUqOkrWY+j2PDmjUaoK7+rNyfP8l8LYMpnr0mQyDrlmN1mYgvLGOAaOgHYg9WQEBB1keI43PIJDAXENBc46DXoB1JQeW+GWd8YeS8qy2U5FS+j/AA+CWSPFYmzW7u9MD/Nue52pDWt9Zx8rug6AoPVEHg3iv+sNybDc7ZwLgGDjzfIYw32oztklZvdGJe7jiifE47Yzuc8v0HvIJfwL8erPPshkuOcgxrcRyvFNfJPXjD2xPZG8RS+pIXPjfHI4NcxxPu9ugexICAgICAgICAgICAgpXjHiOR5bgV2jx3Nx8eyskkBhyk1qWkyNrZWl7TPCHPbvaC3oOvYgquaxubxv6s2Yo5zKszeVgw10WspFYktsmcTIQ4Tyhr36NIb1Hk0QeEeB36yWE8OeFv4/dw1m/M+5La7+GSNjdsjGNDdHddRsQX3x/wDFXM5TwZ4py/jNy/x85e+4Ftay+Cbu2MnZse+BzNw3R66IKP4g53xo4LY4dz+9yuW83OwR2GYuKSVtaKOOOKT2aSJ5LJA+OUbn6bi7Unro4h9nV5mTwRzs12Sta9uvbo4ajVB8mT5jxS8XfGvO4zjPJ5+P4rjbpvYnRSSsg0qyiFhdHER3jp5PWJfro3UeTaQiv1buRz8Zy/iZyDKNbJaxWOltWo2kBr54pnuLGkfZydAg1KEXjnzPhGd8Wmcxt0xi5pZIcZBNPDGYoA18xhYxwiYxjXaBpad2h3ekLFz/AMZeW5/9W7AclqZKziuQMzrMblLePlkqulMVWw/XWEsO2Rvdvc3s3e4EFe55mfGriWL4T4jWeXzWW5mtXkrY6OSYQxMbBHJHHNG5xZOZY3ayucNS7Xt6FBePH/xE5jn+YcS8PuH5CbEuzkNW1angkdE/fefpGySSPR4ZExu9wb26+XQIKRSwHK+P/rP8Xw3Jst8+X6clVkOUdu3y1zG50febi525upadxJ6dpQT3JeQ+IPi34wZ7i+C5Q/jOC48LDIC2aSCOR1aQQFz+6cx0jpZT01+SzsHnC+/qoeJvI+VYTM4Lkdp97JYCWLurszt80kM+8bZH9S8xviPrHqQQglf1ofE/McG4RWiwcxrZjNTmtDbbpuhhjZumezXX1+rWg+TXUdQEHjNTPeJnhHzTiNrMcsl5BjORtikytGWzLZZGJHNbOw94+T14xKHNkbpqR5u0JHl2b8RfEjxzzfCqnLXcUq4kzx4qs2eWuyd9dzWtaBG6N0ssu8v666N107OobF+j455nwG5BjeYT3sRY47I2+L1p72zZHH+zWGzU5Xxu1l0ftJ7zXXprrog2f1RcDy+pxzMctqZGS7iWwXalLi/eyNjfkGdxMybaXdy1zw3u92mvXt0QVrlmA/WPx/F8v4mcl5Hew1zGW4msxDbDmtMU0jIw+JkEjoGsD5g3YW9Ru19IS/i94s8zyngdwHlNLKW8PlMnPZiyEmOnkqd6+sXwOce5c3o50W/b2DVBE+IPIfGLw65PxLmuX5VLkYs/GLTsZC+VtVkMXdOlqGB5LHM7udoD9NxOrvlesg+zEHyb4J3q+P8A1l/FC/ZO2vUizs8zh2hkeVie4/AEEJhZfGvxhg5Pzahymzha+FLnY/FVp54YnOawy9xF3TmNa5rGt1e7UuJGqCz4j9YTmlr9XPL5kSh/KsRbhxb8mWgnubG3ZZcNNve6FzPNu0cdexBW+K0fH/H0ON884ryK5zNmU3S5XEssS2Y4Swt1r2myyObuc1xGoAcw66edB9kRvL42vLSwuAOx3yhqOw6a9UHxfwq34y85zfO8FiuaXKdWn31iR1mzYlfthmkEdeu4uJga/XR5Zp0AHUdEGnw/NeM/OfCvkBh5bNUxnCoZMhK8yzC7bb3bpRA6w1wfsiZA8t3HtcB1AG0PSuFeO/I636s+T5TfmN3kOJtvw9O3Y0e6WV4idFLJr8sxssand8rZ17dUHl1jM+MXFOKcf8Vnc1nuyZi5skw81mWUBp7x0YmhLzG6ORkDvVDRs9XTr2B6B4x+IvJJvE3wysYXL3sdiM/UxdyajWtTRQyNtW9dJGRua1+rHbTqOoQdvEPk/iF4leN1jw14tnZuP4fEteLNqs6SMvdFG100kpic179JXCNrNwHl7UGz4Ic+53h+ccn8LeW5OTKzY6vakx2QlkfLK2SuAdGyv+6GOSJ29u4+rpp5UFJ8Cf77fEO/CIuVWXYHBZOndy771+06eZheNYIz91Lh3cbzsdtYSep7NAlMxn/Efxh8UeSYnBcpfxvCceEwx8bJ5K8UroJO5jLu6cwufM/V252uxvwENvhH6wHOH+APK7slk3OS8clq16+UmHeSCDISd3HLLqDvkj2v0c7t9Xdr11CB4tS8f48PgfEDifJrnLJshK85PDtsS2WQGN3SK1HJIWHe3tGjS363zoPsqpNJPVhmkidBJLG174H6bmFwBLHaeVvYg+NZMx4reKnPeXQ0eXTYK5gfaJMNx+vYmrumNeR7WQwsjfHrINnryHU7iOmnYHqeLz36xD/BCzWdh7H0+itijWszdy2Z1JzA/wBq9dwY6RvrR6+47qdUHk+eyHjR4L5XinIs5yW3kznmPnyOGszyztb3JjM9eUSPkY5wbONHt7Ha6ekLV4vf/jccK/8A0Z/2mVBYfEfiHj/zzxJuY2jfs8W4XTY4Y67DPsimcxg9aQQSNme6SQ9Nw0a3ya9oVjwq8WOcZXwh8RsVlslYmynGse+XHZcSu9rbvZK0tM4IeXRviBY/Xd17egQZf1b6njHzLI4TlOU5JNPxLBWrUE9ezcsSWbUr4XHVzT3jZAx8kY+6PG0D1RrrqGt4F+K3Jsfj/EzO53LXczHgqrJ6Fa/ZmnjbKZJmxsaJHu2B79jTt8iCt1oPHPkXh/lPGAczuV/Yp5Hx42OaeJroYnhsromMcIWsY5xGzboQ06+kLhz79YHmVv8AV/49nMZL7BmsvblxuXyFcFjo3Vg4uMJH826YBrtR8nqG+cBzwLEeOvEuZcbv4/M2uc8PzbK8uWsxzPtVI2WH7JtpmkdpJCPXD26buw+UIPqK3ahqVZrU7tsFeN0srvMxgLnH4Ag+KW8h8WPE2ty/ntbl02Cp8cY6zRxEVmWBpjY10pihbE9g3Mij6vIJe7T3gleaeM/NM5+r7xzNwZe3j89XzUmLyd6hPJVfP3VZ0jS8wlnymPYXDs3dUGp4g53xo4LY4dz+9yuW83OwR2GYuKSVtaKOOOKT2aSJ5LJA+OUbn6bi7Unro4h9nV5mTwRzs12Sta9uvbo4ajVB8pc05Lz3xS8asvwjAcmfxnCcfbOwyRzPha59RzYZXyd26N0jnTv2tGujW9dNddQ0eJeJPJ894J+JXFOTXXZHIcfqg1r0rzLK+J0pjkY+Q9Xhj4wWud1O70BB6p+qF/ybrfn1v+MEFP8A1qOXc3wvPeIVeM5q3jX2o9e4hsSxV5ZfaGtZ38bHBr2+Q7geiCBiy/in4Q+NeBxnJOTz8ixXI3Q+2GaWV0BbalMDy2OUuEb4JPWBZpq3QdhIQW/xH4h4/wDPPEm5jaN+zxbhdNjhjrsM+yKZzGD1pBBI2Z7pJD03DRrfJr2hF+A3ilzPN+HfPsNnL81rI8bx80uPyjpHGy3fDOC102u9zo3xBzH67uvb0CCE8OPFXnmN/V35lyV2UtZTNVMjFVp3b80lt1dk7YIy5vel/wAnvCWjs3dvmQRHFqXj/Hh8D4gcT5Nc5ZNkJXnJ4dtiWyyAxu6RWo5JCw729o0aW/W+dB9Q2sb4f8fbZ8QcpjKeHyDYO/yWVljaLDBI0Ncx8gG5zuxmg6k9Ag8D/V2xuW5f4r808Sqtd9LEWhdhoueS0mxbla9jNW9Hd3G3V/mJCD1vwO4n4rceq5dniDmfniaxJCce72mSz3bWB4kGsjWbdSW9iD09AQEBAQEBAQEBAQfM36wnLc1z7mdTwV4nEx0r5o5sxde4hgcxhm2HTXSOFmkjz1Jdo0dR1D0nm3FaXE/1d83xyk8yV8ZgrEAlcA0yOETi+Qgdhe8l2npQeY/queKfh7xfw0lxvIM7Wx185GeYV5i4O7t0cQa7oD0JaUHX9bTlfHOUeF+DyXH78WRoDMmE2ISS3vG1pC5vUDqA4IID9aD/AJWeFn5iP+x1kH1rif8AVVL+gi/iBB8l+CPJ8D4e+NfO8dyy4zFsldZjitWNWMc6K0ZGjy/zkbt7PP5O0IK54R0pOS1PGCLFh0z72KnnpsDTuk0sOmY0N7dX7dAEE74Z+KnDsR+rPynjt69HDnHx36lbHuP3Wb2+IRxvjbp1aHSHd5tvVBVMnhreO/VOxdiwxzG5Xlxu19w01i9gmrhw9BdXKC4frDf8gvCj8xp//LokGHxBtQ8U8d/Dzk+VJjw8uOxUr7JB2MYxhglOo117saPcB5Cgz5zlGA5L+t1x7IYK7HkKDZakHtUJ3RueyJ27a7scBr2hBUaXEeAyeOvLcF4m3JsPSdauy07TJBAwyvsd7EXvex4DJIHlzSdPJ50H0d4B8T8IMPNnrPh3lZ8oN8NTJSSyCRgdG0yM7siOLUHvD6w1HT0IKV+u5irs/FuOZOKMuqUrk8Nl4BOx1iNpjJ8wPcka+fRBW+NeHX6ql2PATQ8kuHK5WWtFXx4stdM21KWgRyxiDWPSTpq7QelBueIuR8E/ELnGdxHKY5uEcpwvewR8hkkYI7Lq79jO8YBtk9XRzOoeW9A7sQa3hJzPmPKPATxLxeYsTZOHDY54xtyYufKWSV5nSRb3es4RiJrm69QHadmgQb36uvOauJ8BeWVsXbidyrFR5PKQUCQZWsirRbJ+7PymNkI93sQeJmlw/NeG2c5byLk9q14h+2shx+LllDzLE58Rkll3sfI8bHykEPaAW6dexBaOdEH9WDw0AOpF/KA+g+1TlBa/1u/7K+GH5jb/AKmig+v0HyD4WY2bKeP/AIvYyH+evUuRVo/302SjYPquQdP1cfE7inDPD/mmK5DbZQycMklmvTm1bJO41+67mNunV4fFoR6UGn4JZejw3wT5RyTkOBkznHczkq+NnpjYGmNkT90p3/WiWRrNR9d2dQgr/IsvxbgeR49yzwe5JYbLlgJMhxp8hmdXc3ae4nADd7CXFm2QE6jc1x6EB91QPfJBG+Rndve0OdGTqWkjUt19CD5N/Vj/ALfeJf8AQWP+0yIIr9XX/kv4wf7ql/7DaQRfFsVdyH6ovKXVIzKaXIxbma0EnumQVGvdoPsQ/cfQCUHfgnDv1ZL3AKmZ5TyG3RzjGOGTx7J2iXvWOIHdQCF73Nc3QjTXt6+VBYPHTF4/EeLnhTisc90mPx9TE1acjnB7nQw3e7jJcAA4lrR1AQZcHmMZwH9bXkdjkthuPoZMWjFdnOyJrbgZZjcXdm07dmvnQY/D+1BzH9ZrlnKMOTPh6lW7ILbQdjmezinG4E/fD6zR26e4gm/1HP8AVXLv6el/EmQeW8Z4d4dy+LnKuP8Aifemw0cNiyadlsra8ZlE5cA972PG2SJ29hOgPn6hB7FhJPBDw88O+W5ziUNrmHH7Nmti+RV5ZGSM0a12xzd8cQMetrbuGoJ7D0QeQcoynDeFvwPNfCHklijeyRD8jxp0pldWIAf3U3Qb4w7Vm2Tdr8oFB9zY2xPZx1WxYi7ieaGOSaA9rHvaC5nX7EnRB8f80yvgv4g2OS5mfv8AgHPMM10sZklbpdtQ7wWmNg/nQ9gaSwh+p3etoUGtc8X/ABKtfq0iaa9Y9pdnRhn5oPcLElP2U2O7dKNHl2/1S/Xq31Sg818Q+P8Ah9i8Fxa1xrOy5nNZOo6zySORzXMrTubE5kbQGNc07nShwe9x6A9PKHuPi4Q79bfhJB1B+ayCOwj2mVBU+U28Nznx65LivE7klnCcZxElyPHsZIGMAqyCOGOIPbLG10jNZCdhLuztIQR3gf3DeAeMLIXF0XzKO6LvlFg7/Qns8miD3P8AU2/5Rzf71s/1UKDw7wow9vMcL8Y6NRhksGlBMyNo1c72exLOWgeUkR9EFh4Z4qcOx/6rOa41ZvRx5/bcpQ40n7tL7ZJubIxunyGiU6n9yUGXi2c45wz9XfDVeb8bnzWD5ZkLk7djmxmAs2MhkBOj2ue2N7mFp10HmKCLwuVxvh74y8cx/hZyeXPcZz89UXsaXmRgFmbunxSABrC9rPWa7aHs7HeXUPsXO05b2EyFKHTvrVaaGPXoN0kZaNffKD4U8GuH+D2VfmaHiVlJ8FlKEjRWY6ZtZjmt3NmYd8b/ALox7R6vQ9enlQWzxlwHh7h/ArC/QK7PfwN7kU9gWLLtzzMys+tJpqyIhv8Ak4I1b6fKg3v1oP8AlZ4WfmI/7HWQfWuJ/wBVUv6CL+IEHxHd4pwZ/wCsVy3EeJVqbE4q5cvWqlqN4haJLM4s13SSOY8Bj4Xu66dunVB6HLxDwaxHhd4k2fDvLT5WaLHx1cm+SUSxNDniSPu3COMO12n1mkjogvP6oX/Jut+fW/4wQedfre2oKniTwe1YdsgrxiWV+hOjGWmucdB6Agj/ABz5TgOf+NPBMfxS7HlWxPrRyWaxL4w+a0HFuvT+bY3c7ze8UERym3huc+PXJcV4ncks4TjOIkuR49jJAxgFWQRwxxB7ZY2ukZrITsJd2dpCDL+rN3DePeK7IXF0XzK/ui75RYIrOhPZ5NEEj4EctxXFfATleUzGGdnMO/Ltq5Ci3Zp3VivFHufv6bdxa330FR5RlOG8Lfgea+EPJLFG9kiH5HjTpTK6sQA/upug3xh2rNsm7X5QKD6W8daXFc94aY2Lm2bk4pQt2q0s0kcbpS6x3EjxWc0NcdAdXa6drUF04BjuP4Pw+wdXCzCfB1sfDJVuBhb30ToxJ7QWaagy7jIRp2lB04N4m8I51Fbl4rkvnGOg5jLbu4sQbDKCWD7vHFrrsPYgs6AgICAgICAgICAg+ReaZPJeEH6x97m2Wxk13j+abIa88Ib6zZ4m72sc71RJHIzQtJBLevYUFt8E89z/AMWcxyq7yvv3eG1+GxVq4l4EcZdYlG2Jk8bY5X91CHNc5rh1IQXj/uueBP8A9zP+nZD/APOEEtJ4CeE8nGIeLvwWuCgtuvxU/arg0svZ3bpO8E3eHVnTQu09CCQ5R4R+HvKcVisVnsT7ZQwkfdYyH2izF3TNjY9N0UrHO9WNo9clBbYYo4YmRRjbHG0MY3qdA0aAdUFJ5f4J+GXL85FnM/hWWsnGGB87ZJYu9bH8gTNjcxsmg6esOzp2dEG/xXwv4JxPL5HL8exTcffypJvSMlnc1+55k0bHI98cY3HoGNAHZ2IK/l/1c/BzLZx+au8eYbk0hmnZFNPFDJITqXOhjkazqep0A18uqCycr8N+E8rwNTj+dxbLOGoyRzVKUb5azI3xRuij2+zviIDWSOaG66ehBq8h8I/D3kWAxPH8zifasRg42RYut7RZj7pkcYhYN8crHv0Y0D13FBl5f4XcF5dhaeGz+MbbpY8AUPXkZLCGtDNGSsc2TQtaNQTodBrrogjMV4E+FOJyuKy2PwLK+RwrGsx1hk9kFm1znbnt7zZI7dI7V0gJPvBBs868G/DnnNiO3yPEMsXomhjLkT5IJiwdjXPicwvaPIHa6eRBKcM4DxDheNdjuM42PHVpHB82wufJI4dAZJZC+R+nk1d08iCUzOGxOaxljF5apFex1puyxVnaHscO3qD5QeoPaD1CCh8c/V28IOPZmPMY7AN9uheJKzrE09hkTgdQ5kcr3s1aewkEjyFBv848E/DTm+QZkuQ4ds+RY0MNuKSWvI9jexshiczfp5N3UeRBP8b4XxXjWD+YsHjIaWJO7vKrQXtk3ja4yl5c6QuHQl5PRBX+JeCPhpxLOWc3gMR7JetxPry/dp5IhFKQ6RjYpHuZtcWjpp08miDQq/q5+DVabISx8ci1ycbop2GWctYx51cIR3n3HXTtZoR2DQINu14D+FNrjdLjVjCGTCY6aSzSpm3cAjlm/nCHiYSHd5i7RBv8v8I/D3mFXF1ORYn26vho3xY1ntFmHumSBjXDWGWMu1ELPla9nuoLegquA8LeCcf5VkuV4jGezZ/L9984XO/sSd57TM2eX7nJI+Ju6Vgd6rRp2DoghuU/q/8AhNyjNvzeYwTZMjM7dZlhmnriZ3nkbC9jST5XaanylBb4+Lcci46ONsxtcYEQmt8292O47kjQsLOw6+X09e1BTOPfq7+D/H81HmcdgGe3QPElZ0809hkTwdQ5kcr3s1B7CQSPIg9HQVLjHhRwDi+QyeQwWL9juZhrmZGXv7Mvete4vcNssj2t9Zx+SAgxcc8HvDnjmFzGEwuI9lxmfiNfLV/aLUnfRujfEW75JXvZ6kjhqwg9UG/xHw74ZxDCWcFx/GtqYm5K+e1UfJLZZI+WNsT93tD5To5kbQW66ehBU2fq0eCjcucp9HIzJv7wVjNOawdrr/Md53e39zpt9CDwvxB5BU8R/wBYzimM4tTnDOP2IKVvexrGs9huvksPa1hcBFHG3oTpr2adiD6W534U8C522D6T4plyaqC2vZa+SGZjSdS0SROY4t/cu1CDZ4f4dcM4fiJsTx3GR0adnU2gHPfJKSNuskr3Okd0PT1unk0QdODeGXCOCxW4uK435ujvuY+23v7E+8xAhh+7yS6abz2II/nPgr4a84uMv8hw7J8gwBvtsL5K8zmgaBsjonM3geTdrp5EEnx3w44Px3j8/HsRh69fD2w5tyqWmUTh7dru+dKXvk1b09YnogrWE/Vz8HMNmmZilx9huQyCWuJpp54o3g6gtile5nQ9RqDp5EHpKDz7l3gJ4U8tzTs1m8I2XIyae0TwzTV++00H3UQvYHHQabvlelBPT+HXCJ+IHh78PXHG9mwY5rS1g0O7cHNIeH7vW367teuuqCrM/Vt8Fxh48S/jjJKscxsbjYtNmdIW7dXTMlbIRp2N12jzaoJ694S8Av8AJcbye5jDPncQyCPH3XWLILG1iTFqwSiN+0ntc06+VBqcm8EvDDk3JIuR5rBx2srHtMku+RjJjHps7+Njmsk26aesOo6HUdEHNDwT8Mce/NupYXuByOGWvmWMs2tk0Uzt72hne7Y/W7O7DdOwaIJvhvB+L8MxBw/GqXsGOdK6wYO9mm+6PADnbpnyP6hg6a6INLhnhbwThdq/b4zjPYLGT2+2v7+xN3mwuc3pPJIG6F5+Togr1/8AVw8Gb+bfmLHHY/aZJDLLFHNPHXdITrqYGSNj7frQNPQguuc4nxvO4F/H8tjobWGexsfsTm7Y2tZ8jZs2lmzT1S3QjyIKxwvwK8LeG5MZXBYVseSbqIrc8sth8YcND3ffPeGHTUbmjXyaoL6g895b4AeE/K8w7MZjBtdkZTusTV5Zq3fHt1lbC9jXOPldpuPnQb2V8GfDLK8Zo8YuYKL5ix0pnp0oZJ67WylpaXl0Mkb3uIcdS5x1QZeUeEfh7ynFYrFZ7E+2UMJH3WMh9osxd0zY2PTdFKxzvVjaPXJQW2GKOGJkUY2xxtDGN6nQNGgHVBUOd+EHh5zqSGfkmJZatwDbFcje+CcM112GSJzHOb1OjXageRBxifB3w3xPF7/GKGFjgw+UaGZKJsk3ezgdR3k+/vjp5PX6eRBMcQ4Zxrh+GbheOU/YcYyR8ra/eSzaPkOrjvmfI/r7qD5t/W3iil8T+CRSsbJFI1rZI3AOa5rrbQQQehBCD3PiHgj4Y8QzcucwOFZVycgcGTuklm7oP+UIWyve2PXs9Ua6dOzogcm8EvDDk3JIuR5rBx2srHtMku+RjJjHps7+Njmsk26aesOo6HUdEGbDeDvhxhbWZtYvEeyy8ghmr5cMsWSyaKwS6RoY6Usj6k6d2G6eTRBtcX8LuB8Xwd7A4TEsgxGSc59+lLJNZZKXsEbt3tD5ToWNA07EFfwn6ufg5hs0zMUuPsNyGQS1xNNPPFG8HUFsUr3M6HqNQdPIgtPNeBcT5viosVyej84UIJ22ooe9mh0mYx8bXboHxO+TK4aa6dUEnjsLjcdha2Epw91jKdZlKtX3PdtgijETGb3EvOjBpqTqgheDeGXCOCxW4uK435ujvuY+23v7E+8xAhh+7yS6abz2ILOgICAgICAgICAgIOssMU0ZjlY2SN3ymPAcDodeoKDlrWtaGtAa1o0a0dAAPIEHKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDRpYLCULU9ujj61W1aJNmxBDHHJKSdxMj2gOdqevVBvICAgICAgICAgICAgICAgICAgICAgICAgICDVt4nFXJY5rlKCzLF/NSTRMkczrr6pcCR18yDaQEBAQEBAQEBAQEBAQEBAQEBAQEGJlqs+zJWZK11iFrXyxAgua2TXYXDybtp0QZUBAQEBAQEBAQEBAQYp7dWuYxPMyIzPEcQe4N3vd2NbqepPmCAy5UfYkrMnjdZhAMsDXNL2Bw1Bc0HUa6+VBlQYmXKj7ElZk8brMIBlga5pewOGoLmg6jXXyoMqAgICDF7ZU9ofX7+P2iNvePh3N3tZ9kW66gelBxBdpT1/aYLEctbQnv2Pa5mje31gdOiDrRyWOyETpqFqG3C1xY6SCRsjQ8AEtJYSNeo6INhAQEBAQEBAQcOc1jS5xDWtGrnHoAB5Sg6VrNa1C2etKyeB+uyWNwe06HQ6ObqO0IMiAgICAgICAgICAgICDrLLHFG+WV7Y4o2lz3uIDWtA1JJPQABBxBPBPE2aCRssLxqyRhDmkecEdCg7oOssscUb5ZXtjijaXPe4gNa0DUkk9AAEHEE8E8TZoJGywvGrJGEOaR5wR0KDuSACSdAOpJQasOWxc74WQ24ZX2Q91cMka7vBFoH7ND127hrog2kBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGDIXYqNCzdl/mqsT5pP3sbS4/UCDziyy1F4SZLNSvLcrlwL1mwwkO1lmb3bWkdQ1sWgA8iCYxPB+KzU6czp7DrEkcb3D22fq8tBPq7/Og3ctz2KpkrlCjjLWUfjWNkyclcMDIQ4FwGryNztoJ0Hx6BOYbL0sxi6+TouLqtlu+MuGhGhILSPO1wIKDUw/JqmUy+XxkMUjJsO+OOd79u15lDiNmhJ+s8qCJf4lYhnHGZ59edtR9v2Is0bva4EgvOh+T6vuoNihziGfPw4a3jrWOmuMdJj5bLWhszWAl3RpJY7Qa6O6+fQoNbIeI9SvPe9lxtu/QxbzHkr8AZ3cTm/KDQ5wL9v1yC00rla9TguVn95Xsxtlhf52PG4H4Cgq1jxGhE2VgpYm5emw8rmXBEGBrWM11fuLvLtOjR63oQYZfFPFilBlIsfclwryxlnIhjQyB8mnqubu3O2k6OLemvQElBL5/l1bF2qlCvWlyWUvAvrU6+3Uxt6mRznENa30oMdDnWGs4S/lZmy1Bi3PjyFWZoE0UjPrNASDuPRvnQU/k3J5Mza4iZcZZx4lzFSeq6wGlssRcPWBYTtPrD1XedBa6eX44zl+ehbV9myNKCKXJZF2ga+Lu2ub1119Rmnk8iDUreJdKV1WxPjLlXDXphXqZWVrBE57jo0uaHbmtdp0cUG5QyvHvpjnK8dT2fJ1IYZMjkHaBskZja5vXX61unaEFct8swF7K0uS38bfkwlV5goZGQR+xskc/b7R3X852jQPd2ebcgs2X5tTx+diwjali5esVRbrMrhrhJq9zAwEkafILiT008qDPxfldbPNtsFeWldoS9zdpzgb2OOuh1GoIOh0Qc8m5VVwQqRmvLdv35O6pUoNN8jhpuOriAGt16lBVMBkxe8SszYmqy1XsxTG2Kk4Ae1zXNJb0JaQR1BB0IQR3Jc/jpfCaR+Axk9PHXHGP1NobAG2GB/eaOPSXq0aa9qCy0+SYrj/HKGzDzUrFyRteniY442zzyhrW7/VO3qANXOKDZrc/pPp5Z9qnYp38LF313Hy7O82bdwcwh21wI8qBjfEDH3cfZyslOzUxFau2wb87NrHk9HRx/ZFrvV6dp7EHXFc/r28hSp3MbaxgyjS/GT2AzZMAN2nquJa4gjQFBhl8SIC7KMpYm5dlxE8sF1sTWbWthJBk3F3XdodrR63Q9EERz3nds8YxeSwIsxwXpY3i6wNAABc10D9TrvJHudO1BZ8lzKDHYulatUbLb+Qk7mpitGmw6TXTadDtA8pOvlQZOO8sr5izboSVZsflKG32qlY27g141a5paSHNPnQZOScop4NtVj4Zbd29J3VGlAAZJXjTX5RADW6jUlBH1eWV8zQzVF9Wahk6EDxapWNu4B8ZLXNc0kOafOgweEf/AC8xP/tH/aZUGzl+cxVMnYxlDHWcrapRtlvisGBsLXDcAS8jc4jrtCBa8QsLFgMbnImSz08nYZVha0ND2SP367wToNpjIOhQSN/kdWnyDGYSSJ7rGUbM6GRumxvcM3u3anXqB00QQMvibW9myE9XE3bUeKnkhvuY1gbGyLtk3F3ra9eg6gDU6DRB3f4m4wCnbbRtHCXJGQty5a0Qtkf5C0nfo09HO07QdNUEjneXxY3JQ4mpSnymWmjM/slfaNkIOm973kNbqegQacviRhGcZOf7qfuI7AqWKxa1s0Uuuha9pOnTt7UGWpzqvJna2JtY+1Q+cGudjbNhrWsn2DUjQEuYdOujuvn01QQXHuX5y14i5WhPTuClthbHUfs0q6sbrI/R3Y/tGmvagk7XiVUjdcnqYy5exOPkMV3JwNYYmubpu2AuDnhuvrEe72ILXTuVrtSG3VkEtewxskMg7HNcNQUFXyXiJXq278VTGW8jWxJ0ylyAMDIiOrgA5zS8t0O7TsQbWQ53jIK+MdShmyVvMM7zH064G97A3c5zi4gMDR26/Gg0bvKaud4dyeNsEtO9Qp2ortOcAPjcYH6dWkgtOh0KDV45yelguAceM0clm1cY2ClTgAdJLISeg1IAA8pKCZxHNa15+Rq2ac9DJYuPvrNGfaXGMt3BzHNJa4II6p4gYzOYe7YGJtyYhlGzNcmlYGxERNIfXDtdHOc3zHRBnh5hgcZxfEWadOVsWR2xYrFwtBlc5x6NA12gDynVBs4rlsGXOSxs1SbHZWjFusU7G0nY9vqvY5hIcEFFwNaX+56tlKp2ZDDTy3qkvmMUzu8afO10e4EeVB6tjb0d/HVb0Q0jtwxzsH7mRocP2UGwgICAgICAgICAgICAgICAgICAgICAgICCI5fG+TieajZqXuoWQ0DtJMLunXzoKlm5WSeCEbmHUDG02n3W900/VCCXwHE+EQV8feipVWXWRxStmB9YSbQd3b26oIvI1q787m8pxfKihm6bW/PNCyzWtOI2ktc8O0LfV+vb+2UFm4TmGZni9DJMrMqCdr91eMaMa5kjmO2jzOc0kIK7w6SKpzzm7LL2xOMlWYbyG/cwyRxf18gDxqUFJlc13hRVc06tdm9QfQXPQX3mP9vuE/0l7+qjQV6/mM9nMBynIfO0OIxdN1qoMY2CFzptsZGkkj/Wa6XXaNvl7EF54EQeF4XTr/kcX8UIK3wj/XnPPzw/sSoIH/8Ap6/8P0kg27FW+7xAxAr5M4iW1hIo6lruo5g9zXauiDZfVB069OvwoMfLeLTY7iHKbIypy9y5NUfkNrGRmN0MgJ3MjJA1a8EjQdAgmOd38fYl4T7LKxzJ8tTmrtaQSYgQNw9A3AIIrKwzTcr8RIoWl8jsXFta3tP+TM6BBP4/L8WZ4e4B2UYy3UkiqVo4AwSk2WsDdAz7JrwUENahmn5l4hwwtL5pcS1kbG9pc6m0AD3Sg4u5PGHwOiAkYd9WKsyMHQmw2RoLQB13Bw3fVQbFGGaDxN49DOC2aLj0bJWntDmmQO199BJ8O/t9zb+ko/1UiDpyZ8dfxN4rZs+pXfFahikd0aJnMIA907gEGGtPDL4o8gETw/usS2OTaddHAtJafSNUFYg//F/sf0g/7cxBOc6isjknDZmXfm1hbNCzIFjJWxSvjbtBbJ6nrdnX9pBxnOLzUavJcrdzvzpkpMRJBNAYooXNjOjmPLYz/wCbIHqoMXIYZpfA2qIml2ypUe8D7Br2En3u1BIxcYs5KbAZG7ysXK0E8VrGw+z14e8LNH7GmMtJ1Y3Q9uiDpwD/ADvnP+9LP8Z6Cq2f+SeAPkbf1cfMPaJ+1BZ/EaOx9L+KTx3fm5hdZhZkNjJWxyvY0NBbJ6nrdnX9pBMcf4vNR5Vayt3O/OmSkqNgmgMUULmxl4cx5bGf/NkD1UHTm2bysGZwWExksVKzlpJR85Sxtk7psbQSI2u9Uvdr5fQPKgruCbYj5fy+K1kRlLDMa1slsMjj1Ij6t2R+qNnySgsXhH/y8xP/ALR/2mVBoSZjPZbk+dp1MtDx+hhRGJpe4hlllLmkmR5m6BrdP2EFNjH/AOCTj0uoEdfMtkmd5Gt3yjU/bBBd+QWIJPFLiUccjXyMhuuc1pBIa+u7aTp59p0QRfD/AOzfO/zzIf1RQRvI/wDkbi//ALB/HcglLlPJyeLGRiq5U4exaoxPrS9zFN3zGbQ9jRL06Obr08xQRXNuPR4fguZcMoMpNdycc9uUNYzbO46yAtYS0E66kdEFr5z/AGt4Z+eTfxGoMPH+ni3ykHoXVqhbr5R3UY6e+gjeD3aNPwpycNxzY5KQuQ3onkNcJHbtGO8urtwaEFp8NoJ4eDYdk7S1/cbwHdu173OZ/BIQVu8yCCxyHPcTyjYJ6j5Pn3EXGa15ZIgS86O2uYX9fWHRx8qDvJyvKZW1xnG4cw4V2WqOtSWnRMlMYaHaxQtfo06lp97RBFYjvQ3xMbNeGSmbTaH3Q1jO8La04Pqx+qNvyeiDZp5zJ0+KcKxWNkiq2suHRjITMbIIGsI12td6pe7f01QcYtlqLnPJYbeTGVsx4dzZLOyOIgjb6hZF6vq6oNviv/I2f/d+S/jzoNWnnMnT4pwrFY2SKray4dGMhMxsggawjXa13ql7t/TVBl48y1F4i56G3kxlbMeLDZLOyOIghzfULIvV9XVB04lKyPwQvOedAat9o913eNH1Sgu3CYZIeH4WOTo8UoCR5tYwdPqoJpAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHD2NexzHgOa4EOaeoIPaEFW45xx1bF3uL5Ot7TiIJCaMryCyStK8yNjdp13xPBB95Bnb4dcIa4Obh64c06g6HtHvoNrL8N4vmLTbeSxsNiy3Qd64EOIHYHFpG7T0oJaCCCvCyCCNsUMTQyOJgDWtaOgAA6AIIzJ8S43lL0V/IY+Gzbh0DJXjU6A6gOHY4D91qg7P4tx59AUHUYjTE3tIg0O3vSSd/b29UG1ZxePtXKtyxA2S1SLzUld8qMyAB+33QEEfLwvisuQmyMuMgfcsNc2aUt13d4C15Lfk6uBOp01QSdGjUo1IqlSIQ1oRtiib2NHmCDFVw+LqS25q1ZkUl92+45vbI7r1d9sUGH6N4P5m+ZfY4/mr8j0Oz5fe+f7P1kDKcbwWVpx08hSis14QBCx46s0GnquGjm9B5Cg7Y7j2DxtB9ClSihpygiWENBD9w0O/XUu1HTqg0qfBOIUnMfWxUEb45mWWPAJc2WPUscHEkjbr0HYgkocTjYMjYyUVdjL1trW2LA+U8MADQfcACCPq8J4nUyXzlWxcEV3dvbKG/Jd9k1vyWn0gIJCHE42DI2MlFXYy9ba1tiwPlPDAA0H3AAgjmcH4kzJ/ObcVAL27vO929N+uu8M+Ru1666IJF+Jxr8mzKursOQji7hln68R6k7fc1cUHNbF4+rctXK8DY7V0sNuVvypDGCGbvcBQY8xhMTmansmTqstV9Q4MeOxw8rSNCD7iDFjuMcfxry+hQirPMXs7nRt0Ji13bT5+qAOM4EYd2GFKMYtx1dU0Ownf3nn+yGqDYyOIxmSpGjfrR2ah0+4yDUDToCPMR5wg0qHDuMY+lYpU8dDFWttLLLACTI0/WucSXEejVBIwUKVekyjFCxtOOPumwaas7vTTbofJogi8bwjieNve3UcXBBb6lsoBO0n7AEkN/wUG/Tw+Lputuq1mROvSOmtlv8A1kj9dznek6oMJ41gThvmU0ojiuulTT1Bq4v1HlB3HVB1+i/HzhmYV1GJ+Lj17uq8FzWkku1BcSQdXHrrqg5wvGcDg2PbiqUdXvP5xzAS52nYC5xLiPfQd81x/DZuu2vlajLUTHb2B+oLXedrmkOHwoOlTjOApyPkqUIoHyQeyvMbdusI+sOnuINrHY2jjacdKhC2vVi17uFnyW7nFx091ziUGld4nxu7lI8rbx8M2Qi2lk7h11b8kkdjtPJqEGSPjWBixUuJZRiGNmJMlXTVhLjqTofSNUGHG8P4xjZK8lHHQwS1HSOryNB3tdK3Y87iSTq0adUG1WwWIqwW4K9VkcN9z33GN10kdINHl374IMc/G8HPio8TNTjfjYtO7qkHYNp1GnXyIGa43gs3GyPK0o7YjOsZeCHN17drm6OGunXqgx/RLjfzSMQMdCMbv7w1g3RpePrj5SfSUG5bxePt2KtmzA2Wek4vqyO7Y3OGhLfgQa1rjOBtZaDLz0o35Ktp3NnqHDb2a6EA6eTVBr3uE8Tv5D5xuYuCa4SHOkc35RHTV7ddrv8ACCCbAAAAGgHQAIITJcK4pk7wvX8ZBPb6bpXAgu07N4BAf2fXaoM+X4vx/LwQQZGhFYirf5u0jbsGgGjdu3QdB07EHMPGcBALTYaEUTb0Qr22sbtEkTWd2GEDpoG9EHW3xTjtzFQ4qzQikx9fQwQEEBhGvySDuHb5Cg5p8W49Sk7ypQhgf7OahLG7dYCdSw6doJ6lBnr4TFV8UcTBWZHjXMfGao12bJSS9v8Ahbig17fFOO3MVDirNCKTH19DBAQQGEa/JIO4dvkKDtR4xx+hMJqVCKvKIPZQ6MbT3Ou7YdO3r1QQ3IOMiXF0+L4ip7LibU2/ISx9GR143iR7B13b5XaAe+gtcbGRsbGwBrGANa0dgA6AIOUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQa2Tvw47G2r8/8AM1InzSekMaXae/ogpnhbzjK8iZfr5cMbdrGKaIMbs1hmbqPV18mmuv7oILw61WZMIXzMbMW7xGXAOLRr107dOiDpWyFC1G6StZinjYdHvje17WkectJ0QV7Ac4gyvJMthy2KNmPcxtecShxn3667RoOzTyEoN3EYmOrnMrcbk5Lbrbml1J7w5lfTXo1up266+ZBJTZPGw2G1prcMdl+myB8jWvdr2aNJ1KDZJAGp6AdpQakeXxUsbpI7sD42uDHPbKwtDj2NJB7fQgzmzXE7a5lYJ3Dc2IuG8jzhvbp0QDZrCcVzKwTkbhDuG8jz7e1BEcbxMdCXIuZk5Mj7TYdK5sjw/uCSfubep2geZBJHJ40W/YzbhFs/+r943vPP8jXcg2UBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGG7bhpUrFyc7YK0b5pXeZkbS5x+AIKN4X88yvI58hVyzWMsxNjsVWsbt1hk1B93T1evpQS/IObw4nkmJw+yKRmQc9tiZ0oaYNumm4aHt18pCCM5flL0XOuIwVbcsdS2+Xv4opHNjlHq6b2tO1w69NUFj5XkLdLCzuoy14b8o7urJalZDG1zum8l/Q7R10QZ8JFPUw0Ht2Q+cJWs3z33bWtdr1Lht0aGDyehBnflcYzut9yBvf9INZGDf109TU+t7yCG51y5vGMMb7YmWZ97GtrOk2Ehx0Lh0cenuIMmfrVc9x9rG5U46ORzHm5XlDSCOuzfqEE0ZIa1YPmla2KNo3TSOAGg6alx6IOKtynbi72pPHYi107yJ7Xt1Hk1aSEHS1k8bUkZHatw15JP5tksjWF3XToHEaoNlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFF8YckYeMR4yN4ZPl7EdYOcQ0BgcHvcSfJ0APuoIl1nDYXxIwEmLtQTUb9MYqcQyMk0dEA2LdtJ01IjHXzFB25XiquV8X8TRt7jVlxh76Nri3e1rrB2Et0O06dfOEGOji8fhPFs4jHRdzjcpj3e0VWk7Ndrj0BP/m/qlB04HxnBM8QuRMbUaG4qWI48bnfci7drp16++gy4O8/H8p8Q78Y1fUi79oPlMUcjx+wgxcS4FhM3waTK5aM2cvkxPO+85zjIxwc5rNvXTpt1Pn7OxBCXeVZS74R0K8k7zPYvfN09g9XOhYC8AnXU9NrfSO1BJeJvC+PYDBYufFVzXlN2GtM4Pce9aWPfrICSC4OZ0KCcyv/ADtw3+63/s2EGG9/zyx3+73fxJUDw1Y945kyOf2aR2QnayzoD3ZO8B+h0Hq9qCm58eGVPjdmpRvOyHJY396zKBswdJL3up9c6s02+Y+nXVB7Pxi1Pb41ibVh5knsUq8srz2ue+JrnH3yUEmgICAgICAgICAgICAgICAgICAgICAgICAgICCk+L+VdT4g+nE4NsZSaOpGSdNGuO55Ovk2t2n3UEDPNhsDzris2MtwT1Z6ow9ruJGP+To2Nz9pOm5zm9T9igc+43hJvEPjjZKrXDKySfOA1d912BrW69emg8yDe5jXhrc94RXhbshhMkcTB5GtDA0dfMAgx8vi4FV5XNf5ZkvbJHwtZUxBZI5tdpA9b7kT8rQn1tO3XzIIfhVuGTh3PKlKV78RXjtOxrX66tikil0+V1GrWtJ9KDrR4bgbPhG/L2ITLk21JZorTnO3M7p79jGDXaG9Oo08pQY+WQ18l4R4jN24+9ycLYq7LLiS7YHuYdeuh12eVBNeJOIx2K8MW1cfAK9czwSd2CSNz+rj6xJ6oO/KYhnOccZ4zcJOJFT26zAHFokcGyBodp5u609wlBNY/hDcByl2XwzmVMNJVcy/jgXndI3UtewHVo06eXz+dBW/D7iuJ5ZiL+e5DD7bfyNiRokc5w7qNoAAj0PTQk6ejRBMeD+RtTYS9jLErp/mm2+tXkf29zp6rfeIPvdEF9QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFD5Dxu3yLxCoNv0nScdxtZ7nPk/m5ZpB1aOv7z7VBrc68OMazB+1cZxjIcxUning7jUPeGu0LRqdOmu73kGzJjczb8TMHnHUpIqbcXss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" /></p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/QCGTMVX455EWDHHAZQZMPJZVKA.jpg?auth=9931e382aaae46b06b49767f4af37c568b000c4a126a1f2c3a258dc0a7550357&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Compuesto de la marihuana ayudará a combatir el estrés al comprar zapatos]]></title><link>https://www.elespectador.com/economia/compuesto-de-la-marihuana-ayudara-a-combatir-el-estres-al-comprar-zapatos-article-833845/</link><guid isPermaLink="true">https://www.elespectador.com/economia/compuesto-de-la-marihuana-ayudara-a-combatir-el-estres-al-comprar-zapatos-article-833845/</guid><dc:creator><![CDATA[Bloomberg.]]></dc:creator><description><![CDATA[El producto estará disponible en 96 tiendas de Estados Unidos de la cadena de calzado y accesorios DSW. ]]></description><pubDate>Thu, 09 Apr 2026 01:55:28 +0000</pubDate><content:encoded><![CDATA[<p>El producto estará disponible en 96 tiendas de Estados Unidos de la cadena de calzado y accesorios DSW. </p><figure><img src="https://www.elespectador.com/resizer/v2/TGDL2K6NXRFP3EG6P4RO4HYZHQ.jpg?auth=d2bfe9762885ccec8c33fa6bd7a29e35f556b598c97e1922a90801ccb28b877f&width=657&smart=true"/><figcaption class="op-vertical-below op-small"><cite class="op-small"></cite></figcaption></figure><p><strong>DSW</strong>, tienda de calzado y accesorios estadounidense, tiene la solución para <strong>el estrés que implican las compras de zapatos</strong>: productos de belleza combinados con <strong>cannabidiol (CBD),</strong> un compuesto no intoxicante que se encuentra en el cáñamo y la marihuana.</p><p>

La empresa (DSW) comenzará a vender productos de Seventh Sense, incluidas lociones corporales, cremas para los pies y bálsamos para los músculos, en 96 de sus más de 500 tiendas en EE.UU..&nbsp;</p><p>

Este CDB es producido por <strong>Green Growth Brands</strong>, una compañía de cannabis dirigida por un exejecutivo de DSW que está respaldada por la fortuna minorista de la familia Schottenstein de Ohio. Jay Schottenstein es el presidente de la cadena de calzado.</p><p>

El CDB está viviendo un buen momento porque las regulaciones sobre el cannabis se están suavizando en todo el país. Si bien el compuesto, primo del <strong>tetrahidrocannabinol (THC),</strong> no tiene efectos psicoactivos, los defensores dicen que ayuda con la ansiedad y la depresión, entre otras dolencias.</p><p>

La reciente aprobación del proyecto de ley agrícola de EE.UU. l<strong>egalizó el CBD, derivado del cáñamo, y</strong> abrió un canal para que los minoristas tradicionales y las grandes empresas públicas se sumerjan en la creciente industria del cannabis.</p><p>

Las tiendas de DSW que cuentan con los productos se encuentran en estados que han legalizado el <strong>cannabis para uso de los adultos.</strong></p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/TGDL2K6NXRFP3EG6P4RO4HYZHQ.jpg?auth=d2bfe9762885ccec8c33fa6bd7a29e35f556b598c97e1922a90801ccb28b877f&amp;width=657&amp;smart=true" type="image/jpeg" height="657" width="986"/></item><item><title><![CDATA[Compañías de cannabis se apresuran a establecer operaciones en Colombia]]></title><link>https://www.elespectador.com/economia/companias-de-cannabis-se-apresuran-a-establecer-operaciones-en-colombia-article-885187/</link><guid isPermaLink="true">https://www.elespectador.com/economia/companias-de-cannabis-se-apresuran-a-establecer-operaciones-en-colombia-article-885187/</guid><dc:creator><![CDATA[Bloomberg.]]></dc:creator><description><![CDATA[Se pronostica que los ingresos del sector en Colombia aumentarán a US$ 791 millones para 2025 desde US$ 99 millones en 2020.]]></description><pubDate>Thu, 09 Apr 2026 01:55:26 +0000</pubDate><content:encoded><![CDATA[<p>Se pronostica que los ingresos del sector en Colombia aumentarán a US$ 791 millones para 2025 desde US$ 99 millones en 2020.</p><figure><img src="https://www.elespectador.com/resizer/v2/QRB6Z34S5JBLTK44ABR4VKXPNQ.jpg?auth=f75b6d968e2c15f4ef20b6bc0ff4913243c30343961f7d30c2f9d754b9e19b8d&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Toma fuerza en el país el cultivo de cannabis industrial. / Cortesía - Mandara Pharma<cite class="op-small"></cite></figcaption></figure><p><a href="https://www.elespectador.com/noticias/nacional/marihuana-medicinal-la-industria-para-mejorar-la-calidad-de-vida-articulo-812720" target="_top"><strong>Las compañías de cannabis</strong></a> se apresuran a establecer operaciones en Colombia, con el fin de posicionarse en una de las capitales de la droga más específicas de <strong>América Latina</strong>, una medida que los gobiernos de todo el mundo adoptan la floreciente industria legal de la marihuana.</p><p>

Los productores, muchos con respaldo financiero de empresas de <strong>Canadá y Estados Unidos,</strong> estiman que se han invertido hasta US $ 500 millones para comprar tierras agrícolas, construir invernaderos y establecer laboratorios para producir aceites, cremas y otros productos que contienen<strong> cannabidiol</strong>, o <strong>CBD, </strong>un extracto utilizado para tratar una gran variedad de afecciones, desde dolor crónico hasta insomnio.&nbsp;Hasta el momento, nadie cultiva marihuana rica en <strong>THC</strong>, la sustancia que eleva a los fumadores.</p><p>

Adoptar la industria puede parecer sorprendente para un país que durante mucho tiempo ha sido&nbsp;avergonzado&nbsp;por su estatus como el mayor productor de cocaína del mundo.&nbsp;No obstante, con el mercado global del cannabis estimado en más de US $ 50,000 millones para 2025, <a href="https://www.elespectador.com/noticias/salud/marihuana-medicinal-una-pequena-industria-ya-existe-col-articulo-599832" target="_top"><strong>Colombia ha tratado de convertirse en un centro de producción </strong></a>para las exportaciones a los países de todo el mundo que están legalizando su uso.&nbsp;Las leyes nacionales permitieron pequeñas cantidades de marihuana para consumo personal, sin embargo, el país no ha establecido regulaciones definitivas para su uso medicinal.</p><p>

"Cuando se menciona a Colombia, desafortunadamente, algunas personas relacionan ese nombre con drogas ilegales", dijo Julián Wilches, exdirector de políticas contra las drogas del Ministerio de Justicia y cofundador de la compañía de cannabis medicinal Clever Leaves, que comenzó a operar en 2016 "Aquí tenemos la oportunidad de tomar una sustancia controlada y cambiar esa reputación, para llevar a la salud a las personas y para el desarrollo de nuestro país".</p><p>

<strong>Clever Leaves</strong> produce cerca de 24 toneladas métricas de cannabis seco al año, cultivadas en invernaderos en una gigantesca granja ubicada en un valle a unos 2.500 metros (8.000 pies) sobre el nivel del mar en los Andes.&nbsp;Con una expansión ya en marcha, la granja podría producir alrededor de 324 toneladas métricas el próximo año, con lo que se convertiría en uno de los productores más grandes del mundo.</p><p>

<strong><span style="font-size:14px;">Sol ecuatorial</span></strong></p><p>

En 2016, Colombia se unió a un pequeño grupo de países que permitieron <strong>el cultivo de cannabis,</strong> lo que llevó a cientos de empresas a solicitar licencias.&nbsp;La ventaja natural del país es su posición cerca del Ecuador, que proporciona alrededor de 12 horas de luz solar durante todo el año, lo que reduce los gastos para los productores en relación a los lugares donde se requiere luz artificial. (De interés: <a href="https://www.elespectador.com/economia/el-modelo-de-agrofranquicias-para-cultivar-cannabis-farmaceutico-articulo-841966" target="_top"><strong>El modelo de agrofranquicias para cultivar cannabis farmacéutico)</strong></a>.</p><p>

Esto atrajo a algunos de los nombres más importantes de la industria, con inversiones de empresas canadienses que cotizan en bolsa como <strong>Canopy Growth Corp</strong>., <strong>PharmaCielo</strong>, <strong>Khiron Life Sciences</strong>, <strong>Aurora Cannabis Inc.</strong> y Aphria Inc.</p><p>

La expansión ha continuado incluso cuando los inversionistas se han enfriado hasta llegar a tener existencias de marihuana de alto vuelo.&nbsp;El mayor fondo de <strong>compañías de marihuana</strong> que cotiza en bolsa cayó más del 35% en los últimos tres meses a un mínimo histórico esta semana, arrastrado por las preocupaciones sobre las enfermedades relacionadas con el vapor en <strong>EE.UU.</strong>&nbsp;y un lento camino hacia la rentabilidad para algunos de los principales actores de la industria.</p><p>

“La industria del cannabis en los últimos tres meses ha enfrentado una reducción en la inversión, pero el interés en Colombia sigue siendo muy prometedor”, dijo Juan Diego Álvarez, vicepresidente de asuntos regulatorios en <strong>Khiron,</strong> que planea producir unas 80 toneladas al año de cannabis en Tolima, una zona montañosa en los Andes centrales.&nbsp;"Colombia en el futuro cercano se convertirá en un centro de desarrollo e investigación para <strong>la industria</strong>".</p><p>

<strong><span style="font-size:14px;">Exportaciones</span></strong></p><p>

El sector se ha visto limitado por un complicado sistema regulatorio y de permisos.&nbsp;Si bien se han otorgado licencias a cientos de empresas desde 2016, solo unas pocas han requerido a cultivar.&nbsp;Ningún tipo de cannabis producido actualmente genera niveles de <strong>THC </strong>debido a los procedimientos reguladores más onerosos para esas variedades.</p><p>

Debido a que Colombia aún no ha definido las regulaciones para el mercado interno, los productores están centrando en las exportaciones.</p><p>

El mes pasado, el presidente <strong>Iván Duque</strong> prometió reducir la burocracia y apoyar la industria.&nbsp;Se pronostica que los ingresos del sector en Colombia aumentarán a US $ 791 millones para 2025 desde US $ 99 millones en 2020, según un proyecto de estudio del grupo de expertos de <strong>Fedesarollo</strong>.&nbsp;Los investigadores estiman que el mercado de CBD solo en EE.UU.&nbsp;podría valer casi US $ 23,000 millones para 2023.</p><p>

Clever Leaves se encuentra en una de las primeras empresas colombianas en reservar ventas y exportar productos al Reino Unido y Polonia.&nbsp;Ahora se enfoca en Alemania, tras recibir la aprobación de la <strong>Unión Europea.</strong></p><p>

A medida que Colombia busca aumentar las exportaciones, ya se enfrenta a la competencia de otros países latinoamericanos, con gobiernos desde México hasta Argentina que regula las leyes para fomentar la industria cannábica en esos países.&nbsp;Colombia está más avanzado en el proceso, según Kyle Detwiler, director ejecutivo de <strong>Northern Swan Holdings</strong>, una empresa con sede en Nueva York que ha invertido alrededor de US $ 40 millones en Clever Leaves.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/QRB6Z34S5JBLTK44ABR4VKXPNQ.jpg?auth=f75b6d968e2c15f4ef20b6bc0ff4913243c30343961f7d30c2f9d754b9e19b8d&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[¿Cómo están usando las empresas el recorte tributario de Trump?]]></title><link>https://www.elespectador.com/economia/como-estan-usando-las-empresas-el-recorte-tributario-de-trump-article-737314/</link><guid isPermaLink="true">https://www.elespectador.com/economia/como-estan-usando-las-empresas-el-recorte-tributario-de-trump-article-737314/</guid><dc:creator><![CDATA[Bloomberg News.]]></dc:creator><description><![CDATA[Inversiones en infraestructura y tecnología son algunas de las movidas que se están dando con las ganancias inesperadas por cuenta del ahorro en impuestos.]]></description><pubDate>Thu, 09 Apr 2026 01:55:20 +0000</pubDate><content:encoded><![CDATA[<p>Inversiones en infraestructura y tecnología son algunas de las movidas que se están dando con las ganancias inesperadas por cuenta del ahorro en impuestos.</p><figure><img src="https://www.elespectador.com/resizer/v2/F6LYEAW5RFGW3H2FDMV62DSROY.jpg?auth=5ea07eef849c0dfdd71ddb8fa5352144fc898e99aa3a633890ea1895561d2cb5&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Bloomberg<cite class="op-small"></cite></figcaption></figure><p>
	El<a href="https://www.elespectador.com/noticias/el-mundo/trump-promulga-la-ley-de-gran-reforma-fiscal-articulo-729889" target="_blank"> recorte de los impuestos corporativos del presidente Donald Trump</a> ya está teniendo un gran impacto.</p><p>


	La conclusión principal a mitad de la temporada de presentación de ganancias es que las corporaciones van a ganar más dinero (mucho más dinero), ya que su tasa impositiva legal se reduce desde el 35 % hasta el 21 %. Los jefes de las empresas ya están haciendo planes sobre qué hacer con esta ganancia imprevista, y algunos han detallado inversiones específicas en infraestructura o tecnología junto con sus cargos y beneficios.</p><p>


	Hasta ahora, un récord del 75 % de las empresas ha aumentado su orientación de ganancias, según los estrategas de JPMorgan Chase &amp; Co. Teniendo en cuenta los beneficios de los menores impuestos corporativos, Wall Street espera que las empresas de Estados Unidos incrementen los gastos de capital en un 6,8 % este año, que es más de cinco veces el crecimiento proyectado en 2017.</p><p>


	Lea también:&nbsp;<a href="https://www.elespectador.com/economia/esta-es-la-perspectiva-de-las-empresas-de-ee-uu-en-colombia-para-2018-articulo-732685" target="_blank">Esta es la perspectiva de las empresas de EE. UU. en Colombia para 2018</a></p><p>


	También hay otras necesidades que van más allá del gasto de capital: mayores salarios para los trabajadores en un mercado laboral ajustado, reparación de balances y devoluciones a los inversores a través de recompras y dividendos. Muchos de los grandes anuncios hasta ahora representan planes de varios años con grandes cifras en titulares, pero pocos detalles.</p><p>


	<span style="font-size:16px;"><strong>Flujo de caja</strong></span></p><p>


	Citando la menor tasa de impuestos, AT&amp;T dijo que el flujo de caja libre este año aumentará en casi un 20 % a US$21.000 millones, lo que le brinda a la compañía telefónica más flexibilidad financiera.</p><p>


	El gigante de las telecomunicaciones ya había anunciado que invertiría US$1.000 millones adicionales en EE.UU., para ayudar a la compañía a prepararse para la transición a una nueva red móvil de quinta generación, y que otorgaría bonificaciones de US$1.000 a sus trabajadores, gracias a las reformas que el máximo ejecutivo, Randall Stephenson, denominó "liberación de capital".</p><p>


	El director financiero, John Stephens, también dejó claro que la empresa considera que la reforma fortalece la posición financiera de AT&amp;T. "Vemos un impulso significativo en nuestro balance, reduciendo US$20.000 millones en pasivos y aumentando el capital accionario en una cantidad similar", dijo la semana pasada en una llamada.</p><p>


	Lockheed Martin, el contratista de defensa más grande del mundo, está destinando parte de su ganancia imprevista a los jubilados. La compañía planea contribuir US$5.000 millones en efectivo, cumpliendo con sus obligaciones requeridas hasta el 2021.</p><p>


	La compañía también incrementará su compromiso con iniciativas como capacitación de empleados, contribuciones caritativas para la educación en ciencias y matemáticas y el fondo Lockheed Martin Ventures con US$200 millones, dijo la máxima ejecutiva, Marillyn Hewson, en una llamada.</p><p>


	Lockheed prevé que las ganancias aumentarán más del doble este año a US$15,50 por acción, impulsadas por los recortes de impuestos de EE.UU. y mayores entregas de su avión de combate F-35 Lightning II.</p><p>


	<span style="font-size:16px;"><strong>El gran gigante</strong></span></p><p>


	La compañía que debe tomar la decisión más importante es Apple, con una posición de caja neta de US$163.000 millones (la suma de sus US$285.000 millones en efectivo acumulado y una deuda de US$122.000 millones). El objetivo de Apple es reducir esto a cero y anunciará planes más específicos cuando revise los resultados para el trimestre actual que finaliza en marzo, dijo el director financiero, Luca Maestri, en una llamada.</p><p>


	"Cuando se observa nuestro historial de lo que hemos hecho en los últimos años, se ha visto que de hecho estábamos devolviendo a nuestros inversores esencialmente el 100 % de nuestro flujo de caja libre", dijo Maestri. "Y ese es el enfoque que vamos a tomar".</p><p>


	Lea también:&nbsp;<a href="https://www.elespectador.com/economia/el-mayor-engano-fiscal-de-la-historia-articulo-726356" target="_blank">El mayor engaño fiscal de la historia</a></p><p>


	El último trimestre, Apple pagó US$3.340 millones en dividendos y recompró más de US$10.000 millones de sus acciones.</p><p>


	La compañía no tuvo dificultades para financiar adquisiciones antes de la reforma fiscal, dijo, y tampoco ve ninguna ahora. Apple realizó 19 adquisiciones el año pasado.</p><p>


	"Siempre tenemos la experiencia del cliente en mente cuando hacemos adquisiciones", dijo Maestri. "Consideramos todos los tamaños y continuaremos haciéndolo".</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/F6LYEAW5RFGW3H2FDMV62DSROY.jpg?auth=5ea07eef849c0dfdd71ddb8fa5352144fc898e99aa3a633890ea1895561d2cb5&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Colombianos deben más de $3 billones en multas de tránsito]]></title><link>https://www.elespectador.com/economia/colombianos-deben-mas-de-3-billones-en-multas-de-transito-article-845143/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombianos-deben-mas-de-3-billones-en-multas-de-transito-article-845143/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[El gobierno quiere utilizar parte de ese dinero para financiar la operación de los sistemas de transporte masivo, pues el recaudo no cubre los gastos.]]></description><pubDate>Thu, 09 Apr 2026 01:55:13 +0000</pubDate><content:encoded><![CDATA[<p>El gobierno quiere utilizar parte de ese dinero para financiar la operación de los sistemas de transporte masivo, pues el recaudo no cubre los gastos.</p><figure><img src="https://www.elespectador.com/resizer/v2/SCLIKDA52RDZ3H2SOSEV4267Y4.jpg?auth=602d799143c2f5e88254427feadbf981a129c9320c09be349a1ee22c4cd039a9&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Transcaribe completó una flota de 308 vehículos con tecnología Euro VI a gas. / Cortesía - MinTransporte<cite class="op-small"></cite></figcaption></figure><p>El Ministerio de Transporte propuso que hasta el 60 % de recaudo de las multas de tránsito, que ya ascienden a $3 billones, se puedan utilizar para financiar la operación de los sistemas de transporte masivo en las ciudades. El anuncio se dio este viernes durante la entrega de 44 buses padrones para Transcaribe, en Cartagena.</p><p>

Lea también:&nbsp;<a href="https://www.elespectador.com/economia/mintransporte-demanda-la-app-picap-por-prestacion-ilegal-de-transporte-publico-articulo-844503" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/economia/mintransporte-demanda-la-app-picap-por-prestacion-ilegal-de-transporte-publico-articulo-844503&amp;ved=0ahUKEwjF9L7h0YThAhUFo1kKHaUfBsgQqQIIKygAMAE" target="_blank">Mintransporte demanda a la app Picap por prestación ilegal de transporte público</a></p><p>

La propuesta está incluida en el Plan Nacional de Desarrollo, donde se plantean nuevas fuentes de financiación que aportan al componente de tarifa de los sistemas para garantizar su sostenibilidad. También se propone permitir la renegociación de los contratos para los operadores que están en quiebra.</p><p>

El Sistema Integrado de Transporte Masivo Transcaribe, por ejemplo, garantiza la operación del sistema a través del Fondo de Estabilización Tarifaria (FET) cuando los ingresos operacionales (tarifa al usuario x número de pasajeros transportados) no alcanzan a cubrir los costos de operación, para lo cual se emplearán los recursos de este Fondo.</p><p>

Los buses entregados permitirán la puesta en marcha de dos nuevas rutas que entrarán a operar desde hoy, beneficiando a más de 40.000 habitantes en 90 barrios con una mejor oferta de transporte. Estas se suman a las cuatro que entraron en operación en diciembre y febrero pasados, con lo que ya se completan seis, es decir, 45 % de lo que será todo el sistema.</p><p>

Con esta entrega, Transcaribe completa una flota de 308 buses circulando con tecnología Euro VI que permite el uso de gas natural vehicular, reduciendo las emisiones de gases contaminantes hasta en 98 %.</p><p>

El costo de adquisición de los 44 buses padrones que entran en operación y los 25 pendientes con trámites aduaneros que serán operados por Transcaribe, asciende a $ 33.263 millones.</p><p>

Al evento asistieron la vicepresidente de la República, Marta Lucía Ramírez, la ministra de Transporte, Ángela María Orozco, y el alcalde ad hoc de Cartagena, Dairo Kuhlmann.</p><p>

“Pasamos de conectar 40 barrios a integrar a través del sistema un total de 90 barrios, es decir 50 adicionales. Esto es una muestra del compromiso del gobierno nacional por esta ciudad", expresó la vicepresidente durante el evento que se realizó en el Patio Portal Transcaribe.</p><p>

La ministra del ramo aseguró que los sistemas de transporte son un capítulo fuerte y estratégico en el Plan Nacional de Desarrollo. “Es una prioridad para el Ministerio no solamente construir y contribuir a las metas de desarrollo sostenible, sino lograr una revisión integral de los sistemas de transporte público que permitan una mayor equidad", dijo.</p><p>

Le puede interesar:&nbsp;<a href="https://www.elespectador.com/noticias/bogota/transporte-publico-y-bicicletas-son-medios-de-transporte-mas-eficientes-morten-kabell-articulo-839947" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/noticias/bogota/transporte-publico-y-bicicletas-son-medios-de-transporte-mas-eficientes-morten-kabell-articulo-839947&amp;ved=0ahUKEwjF9L7h0YThAhUFo1kKHaUfBsgQqQIIPygAMAg" target="_blank">"Transporte&nbsp;público y bicicletas son medios de&nbsp;transporte&nbsp;más eficientes": Morten Kabell</a></p><p>

Actualmente, Transcaribe moviliza en promedio 128.000 pasajeros en un día hábil. Sin embargo, se estima que, con la entrada en operación de estas nuevas rutas, el promedio aumente en 22.000 usuarios.</p><p>

El Ministerio de Transporte también destacó que la expansión del sistema ha generado 950 empleos directos y permitido mejoras en los tiempos de espera, cuyo máximo es de 3 minutos con en las estaciones en hora pico y de máximo 5 minutos en hora valle.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/SCLIKDA52RDZ3H2SOSEV4267Y4.jpg?auth=602d799143c2f5e88254427feadbf981a129c9320c09be349a1ee22c4cd039a9&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Colombia ocupa el puesto 60, de 140, de los países más competitivos]]></title><link>https://www.elespectador.com/economia/colombia-ocupa-el-puesto-60-de-140-de-los-paises-mas-competitivos-article-818414/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombia-ocupa-el-puesto-60-de-140-de-los-paises-mas-competitivos-article-818414/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[Lo que más afecta a Colombia es la debilidad institucional, siendo los temas de seguridad lo que más influye. En esta oportunidad el Foro Económico Mundial cambió de metodología incorporando mediciones de transformación digital. ]]></description><pubDate>Thu, 09 Apr 2026 01:55:11 +0000</pubDate><content:encoded><![CDATA[<p>Lo que más afecta a Colombia es la debilidad institucional, siendo los temas de seguridad lo que más influye. En esta oportunidad el Foro Económico Mundial cambió de metodología incorporando mediciones de transformación digital. </p><figure><img src="https://www.elespectador.com/resizer/v2/IGFSUKJEAFAL5GXV4T3JGDMX3A.jpg?auth=63fa4c47265c1f89958a0dc61689d5421d96832da740645fa8ef6b7520459b47&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Bloomberg. <cite class="op-small"></cite></figcaption></figure><p>El Foro Económico Mundial (WEF, por sus siglas en inglés) reveló su más reciente informe de <strong>competitividad en la que mide a 140 naciones</strong>. La investigación mide el desempeño de cada país en rubros como la fortaleza de las instituciones, en infraestructura, estabilidad macroeconómica, salud, en temas laborales, deuda, y dinamismo empresarial, entre otros.</p><p>

Sin embargo, en esta oportunidad el <strong>Foro Económico Mundial </strong>cambió de metodología de su ranking de competitividad, incorporando nuevas mediciones como la forma en la que se comportan las economías ante el reto de la transformación digital (analizando el talento humano y la innovación).</p><p>

“La productividad es el motor de crecimiento más importante en 2018. Con la Cuarta Revolución Industrial en plena marcha, hay una necesidad de repensar los motores de la competitividad y, por tanto, del crecimiento a largo plazo. Esos nuevos impulsores incluyen la<strong> adaptabilidad y la agilidad de todos los interesados</strong>, incluidos los gobiernos. ¿Hasta qué punto pueden aceptar el cambio y adaptarse al cambio y mejorar sus economías?”, explicó <strong>Thierry Geiger</strong>, director de Investigación e Impacto Regional del Foro Económico Mundial.</p><p>

Los resultados del 2018 dejan a <strong>Estados Unidos (1), Singapur (2) y a Alemania (3) </strong>en los tres primeros puestos del ranking general, que agrupa y pondera todos los puntos que analiza el índice de competitividad. En contraste, Haití (138), Yemen (139) y Chad (140) fueron los países que peor puntaje sacaron en la medición de este año.</p><p>

La investigación alerta sobre una situación preocupante: de las 140 economías encuestadas, 117 se quedaron atrás en cuanto a la calidad de las instituciones, lo que impactó su competitividad general. &nbsp;Y también hubo una debilidad generalizada en el dominio del proceso de innovación, pues en lo que se refiere al seguimiento desde la generación de ideas hasta el producto comercial 103 países obtuvieron <strong>puntajes inferiores a 50 (100 es el mejor puntaje).</strong></p><p>

<strong>¿Y Colombia?</strong></p><p>

El país quedó&nbsp;en el puesto<strong> 60 entre las 140 naciones </strong>que mide Foro Económico Mundial, mostrando pocos cambios frente a los problemas que se vienen reportando y advirtiendo desde hace varios años. En 2017 la nación quedó en el puesto 57, pero en este año se analizaron 135 países, por lo que Colombia tuvo un pequeño y relativo empeoramiento en competitividad.</p><p>

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</figure>

&nbsp;</p><p>

Este año <strong>el peor resultado de Colombia lo obtuvo en el pilar de las instituciones,</strong> en donde quedó en el puesto 89 (Nueva Zelanda obtuvo el primer lugar en este indicador). Y de este punto lo que más influyó fue el tema de la seguridad: analizando temas de crimen organizado (puesto 135 de 140), tasa de homicidios (puesto 131), y en la incidencia del terrorismo (puesto 127).</p><p>

El país también tuvo malos resultados en la medición de infraestructura, <strong>en la que quedó en el puesto 83</strong>. Y en el rubro de la adopción de las tecnologías de la información y telecomunicaciones (TIC). &nbsp;</p><p>

El mejor resultado lo obtuvo dentro del pilar de capital humano<strong> en la medición de salud, en la cual quedó en el puesto 35 de 140. </strong>Sin embargo, dentro de este mismo rubro (capital humano), el análisis en el tema de habilidades o talento (skills) Colombia quedó en el puesto 80.</p><p>

Colombia también tuvo buenos resultados dentro de la medición del tamaño de mercado (puesto 37), el del sistema financiero (puesto 53), dinamismo empresarial (puesto 49), y<strong> estabilidad macroeconómica (puesto 56).</strong></p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/IGFSUKJEAFAL5GXV4T3JGDMX3A.jpg?auth=63fa4c47265c1f89958a0dc61689d5421d96832da740645fa8ef6b7520459b47&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Colombia no votó a favor de la declaración de los derechos campesinos en la ONU]]></title><link>https://www.elespectador.com/economia/colombia-no-voto-a-favor-de-la-declaracion-de-los-derechos-campesinos-en-la-onu-article-829877/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombia-no-voto-a-favor-de-la-declaracion-de-los-derechos-campesinos-en-la-onu-article-829877/</guid><dc:creator><![CDATA[María Alejandra Medina C. / @alejandra_mdn]]></dc:creator><description><![CDATA[El país estuvo entre los 54 Estados que se abstuvieron. El documento llama a tomar medidas para garantizar el derecho a la vida y a los recursos naturales, entre muchos otros, y el respeto por parte de actores como las transnacionales.]]></description><pubDate>Thu, 09 Apr 2026 01:55:08 +0000</pubDate><content:encoded><![CDATA[<p>El país estuvo entre los 54 Estados que se abstuvieron. El documento llama a tomar medidas para garantizar el derecho a la vida y a los recursos naturales, entre muchos otros, y el respeto por parte de actores como las transnacionales.</p><figure><img src="https://www.elespectador.com/resizer/v2/PKZJOKLNOZFP5LKOEX7BLVLENY.jpg?auth=7068e5a2ddfc2ee3943713d6fda474d510dd585b5ecf24d5ad06c8480560bc3b&width=657&smart=true"/><figcaption class="op-vertical-below op-small">David Campuzano - Archivo El Espectador<cite class="op-small"></cite></figcaption></figure><p>El pasado lunes 17 de diciembre la Asamblea General de las Naciones Unidas le dio el último visto bueno que le faltaba a la <em>Declaración sobre los derechos de los campesinos y otras personas que trabajan en las zonas rurales</em>. Se trata de un documento que reconoce la labor de estas poblaciones&nbsp;y su aporte al desarrollo. Además, llama a los Estados a tomar medidas que las protejan y promuevan condiciones dignas y herramientas para sus vidas y trabajo.</p><p>

Reconoce a las mujeres campesinas, la niñez, la tercera edad y las personas con discapacidad; habla de los derechos a la vida, a los recursos naturales, a la integridad física, la libertad y la seguridad; menciona que estas poblaciones no deben ser sometidas a arrestos arbitrarios, tortura, esclavitud, ni servidumbre, entre otros; hace referencia a la necesidad de dar asistencia técnica, facilitar el acceso a tecnologías y garantizar&nbsp;que actores como las transnacionales respeten los derechos campesinos y de los trabajadores rurales. Solo por mencionar algunos puntos.</p><p>

Le puede interesar:<a href="https://www.elespectador.com/economia/diagnostico-de-la-juventud-rural-por-que-migra-las-ciudades-y-como-evitarlo-articulo-707410" target="_blank">&nbsp;Diagnóstico de la juventud rural: ¿por qué migra a las ciudades y cómo evitarlo?</a></p><p>

“A la población rural se le ha dejado atrás de forma sistemática: constituye la gran mayoría de los pobres del mundo, generalmente tienen salarios más bajos y menos acceso al agua, energía, protección social y otros servicios que son esenciales para su desarrollo sostenible. Esta es una oportunidad para cambiar esta realidad", dijo Carla Mucavi, directora de la Oficina de Enlace de la FAO para las Naciones Unidas en Nueva York, entidad que celebró la adopción del texto.</p><p>

Sin embargo, Colombia, en donde cerca del 20 % de la población vive en el campo y hay un 36 % de pobreza rural en términos monetarios –una tasa 12 puntos por encima de la urbana–, se abstuvo en la votación. Ya lo había hecho en el debate en la comisión tercera de la Asamblea en noviembre pasado, por lo que era casi previsible que el país mantuviera su posición.</p><p>

Le puede interesar:&nbsp;<a href="https://colombia2020.elespectador.com/pais/la-pobreza-rural-peor-para-las-mujeres" target="_blank">La pobreza rural, peor para las mujeres</a></p><p>

No obstante, entre las organizaciones campesinas y otras que defienden derechos humanos hay muchas preguntas sin responder. La semana pasada, más de 50 organizaciones y 40 congresistas y académicos enviaron al presidente de la República, Iván Duque, una carta exigiendo que Colombia respaldara la declaración o que, al menos, en caso de insistir en su postura, “informe públicamente al país las razones de ello”.</p><p>

Calificaron de “vergonzosa” la oposición a esta declaración, que, afirman, “constituye un gran avance en el reconocimiento de los derechos de un sujeto social históricamente invisibilizado y excluido en el mundo entero y que, en nuestro país, ha sido altamente victimizado a causa del conflicto interno y los procesos históricos de despojo, desplazamiento y olvido estatal”. El mismo Estado ha reconocido ese abandono, por ejemplo, a través de la Misión para la Transformación del Campo que, durante el gobierno de Juan Manuel Santos, se presentó como una herramienta de diagnóstico y recomendaciones para saldar la mentada “deuda histórica” con la población rural y campesina.</p><p>

Le puede interesar:&nbsp;<a href="https://colombia2020.elespectador.com/pais/cambio-de-gobierno-logros-y-retos-para-el-desarrollo-rural" target="_blank">Cambio de Gobierno: logros y retos para el desarrollo rural</a></p><p>

Los firmantes agregaron que la abstención envía un “muy mal mensaje al país y al mundo, máxime cuando Colombia es un país agrícola y de fuerte tradición rural”. Un país de la región, Bolivia, lideró el proceso de negociación durante seis años, recordó la FAO en un comunicado. En la votación en la Asamblea, 121 naciones votaron a favor, 54 se abstuvieron –al igual que Colombia– y ocho votaron en contra: Australia, Guatemala, Hungría, Israel, Nueva Zelanda, Suecia, Reino Unido y Estados Unidos.</p><p>

En respuesta a este medio, la Cancillería de Colombia explicó que el proyecto de resolución “fue considerado y sometido a votación en la Tercera Comisión de la Asamblea General de Naciones Unidas el 19 de noviembre de 2018. Como resultado, la Resolución fue aprobada con 144 votos a favor, 7 en contra y 49 abstenciones, dentro de las que se encuentra la del Estado colombiano”.</p><p>

Añadió: “La posición de Colombia obró en consonancia con el concepto técnico sectorial allegado al Ministerio de Relaciones Exteriores el 17 de noviembre, para cuya elaboración fueron consultadas diversas Entidades del Estado, y en el que se propone que “[…] el pronunciamiento de Colombia sea de abstención”". Sin embargo, no especificó qué entidades. <strong>El Espectador </strong>consultó con el Ministerio de Agricultura, rector de la política sectorial, pero no recibió respuesta adicional a lo dicho por la Cancillería.</p><p>

En su carta, organizaciones como Renaf –red de agricultura familiar– y la Onic y académicos e investigadores como&nbsp;Arturo Escobar, Tatiana Acevedo y Francisco Gutiérrez, manifestaron que por fortuna la oposición en Comisión fue minoritaria. Lo mismo ocurrió en plenaria y, por eso, la declaración fue aprobada. Sobre sus alcances, la resolución se limita a “invitar” a los gobiernos y otras entidades a difundir y promover el respeto por el documento.</p><p>

“La Asamblea General como órgano de las Naciones Unidas no tiene la capacidad de emitir decisiones vinculantes, como sí ocurre en el Consejo de Seguridad. Lo que sale de la Asamblea es una hoja de ruta, si se quiere, recomendaciones o derroteros simbólicos, pero no es que obligue a los Estados”, explicó Mauricio Jaramillo, profesor de la Facultad de Ciencia Política, Gobierno y Relaciones Internacionales de la Universidad del Rosario.</p><p>

Para Jaramillo, que la Asamblea General apruebe una declaración de este tipo sirve como referente o respaldo para las organizaciones sociales a la hora de hacer reclamos a los Estados, en este caso, por el respeto y garantía de los derechos campesinos.</p><p>

<strong>Plan de Desarrollo, el próximo objetivo</strong></p><p>

Organizaciones entre las que está la Mesa Campesina del Cauca&nbsp;redactaron un “Pacto por la equidad rural y el bienestar de la población campesina”, con la intención de que sea incluido como capítulo en el Plan Nacional de Desarrollo que deberá presentar el Gobierno ante el Congreso de la República.</p><p>

En el documento, incluyen una línea de “Acceso, formalización y territorialidades campesinas-áreas protegidas”. Proponen formalizar cuatro millones de hectáreas en el cuatrienio, por ejemplo. Para el “fortalecimiento de la economía campesina y adecuación institucional” plantean que el “gobierno debe reconocer que la economía campesina como un modelo que le aporta riqueza al país, soporta la soberanía alimentaria y garantiza los bienes naturales, para el consumo y bienestar de la población colombiana”.</p><p>

No dejan de lado el asunto de los derechos campesinos, por lo que marcan como objetivo caracterizar a esta población, para lo que sería necesario delimitar el concepto de “campesino”. Incorporan un tema que fue motivo de discusión alrededor del censo nacional de población: el&nbsp;autorreconocimiento como población campesina en los ejercicios estadísticos. Mencionan también objetivos de educación adecuada a los diferentes contextos, de salud, seguridad social y deporte y recreación.</p><p>

Otros componentes son el de infraestructura, como las vías, el&nbsp;riego y drenaje, así como la reducción sostenible de cultivos de uso ilícito. Incluye la necesidad de educación y acciones contra el cambio climático y, por otro lado, el reconocimiento particular de&nbsp;las mujeres campesinas, para promover sus derechos y prevenir violencias. Finalmente, habla de crear una jurisdicción agraria “que tenga en cuenta que los conflictos por la tierra (y su judicialización) presentan características diferentes a aquellos que ocurren en las ciudades”.</p><p>

La&nbsp;justificación del documento en el marco del Consejo Nacional de Planeación se haría el próximo 20 de diciembre.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/PKZJOKLNOZFP5LKOEX7BLVLENY.jpg?auth=7068e5a2ddfc2ee3943713d6fda474d510dd585b5ecf24d5ad06c8480560bc3b&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[EN VIVO | Palmeiras le empata 1-1 a Junior en Cartagena: siga el partido de Libertadores]]></title><link>https://www.elespectador.com/deportes/futbol-colombiano/junior-fc/junior-vs-palmeiras-mire-en-vivo-el-partido-de-la-copa-libertadores-2026-y-de-jhon-arias/</link><guid isPermaLink="true">https://www.elespectador.com/deportes/futbol-colombiano/junior-fc/junior-vs-palmeiras-mire-en-vivo-el-partido-de-la-copa-libertadores-2026-y-de-jhon-arias/</guid><dc:creator><![CDATA[Fernando Camilo Garzón]]></dc:creator><description><![CDATA[El cuadro barranquillero se estrena en la Copa Libertadores y se mide contra el Palmeiras de Jhon Arias. ]]></description><pubDate>Thu, 09 Apr 2026 01:55:06 +0000</pubDate><content:encoded><![CDATA[<p>El vigente campeón de Colombia se mide en Cartagena con actual subcampeón de América.</p><figure><img src="https://www.elespectador.com/resizer/v2/THTGXS5CL5BRNNNFS6GVRIACXE.jpg?auth=6be8fbf72c5a4e6d66b518940af1dc20407c7af590820ef35c9e06059c23302b&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Teófilo Gutiérrez domina un balón en el partido contra Palmeiras.<cite class="op-small">Ricardo Maldonado</cite></figcaption></figure><p>Fuera de casa pero de local, en Cartagena (por las obras del Metropolitano), Junior de Barranquilla recibe a Palmeiras en su estreno en la Copa Libertadores 2026. Duelo de altísimo voltaje para el cuadro tiburón contra uno de los mejores equipos del continente, vigente subcampeón de la competición. </p><p>Los barranquilleros han levantado el nivel en las últimas semanas, tras un arranque irregular, y esperan estar a la altura del duelo. Los brasileños son siempre candidatos a llevarse la corona y llegan con una de las figuras de la selección de Colombia en sus filas: Jhon Arias. </p><h2><b>¿Cómo va el partido de Junior? Siga acá el minuto a minuto del partido</b></h2><p><b>⏱️ MINUTO 58′ | ⚪🔴 JUNIOR 1-1 PALMEIRAS 🟢⚪|</b></p><p>Otro remate de Palmeiras. Junior empieza a perder concentración en el fondo.</p><p><b>⏱️ MINUTO 55′ | ⚪🔴 JUNIOR 1-1 PALMEIRAS 🟢⚪|</b></p><p>Ramón Sosa empata el juego. Desatención en el fondo de Junior, que dio ventaja a su espalda. El VAR estudió el fuera de lugar, pero el jugador estaba habilitado. Partido igualado.</p><p><b>⏱️ MINUTO 47′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Excelente jugada de los brasileños. Buena coneión de paredes, liderada por Jhon Arias. Terminó con un remate de Allan potente que asustó a todo el estadio local.</p><p><b>⏱️ MINUTO 45′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Se juega de nuevo en Cartagena. Junior gana parcialmente y busca mantener su ventaja. </p><p><b>⏱️ MINUTO 45′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Se acabó el primer tiempo y en Cartagena se está gestando la sorpresa.</p><p><blockquote class="twitter-tweet"><p lang="es" dir="ltr">45’⌚▶️ |1-0| ¡ENTRETIEMPO! <a href="https://twitter.com/JuniorClubSA?ref_src=twsrc%5Etfw">@JuniorClubSA</a> 🆚 Palmeiras <br> <a href="https://twitter.com/hashtag/Libertadores?src=hash&amp;ref_src=twsrc%5Etfw">#Libertadores</a> <a href="https://twitter.com/hashtag/VamosJunior?src=hash&amp;ref_src=twsrc%5Etfw">#VamosJunior</a>🔴⚪🔵 <a href="https://t.co/p1NIHsQ2cg">pic.twitter.com/p1NIHsQ2cg</a></p>&mdash; Junior FC (@JuniorClubSA) <a href="https://twitter.com/JuniorClubSA/status/2042050511445086594?ref_src=twsrc%5Etfw">April 9, 2026</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p><p>Junior pegó primero y supo sostener la ventaja en un primer tiempo intenso en Cartagena. El equipo barranquillero se fue arriba temprano, con un penalti bien ejecutado por Teófilo Gutiérrez, y desde entonces cedió la pelota para apostar al orden defensivo y al contragolpe. </p><p>Palmeiras asumió el control del balón, empezó a cargar el área con centros y generó peligro —con remates como el de Marlon Freitas—, pero se encontró con un bloque firme y un arquero seguro. La figura ofensiva de los brasileños fue Jhon Arias, siempre activo por la izquierda, aunque sin lograr romper la resistencia de Junior antes del descanso.</p><p><b>⏱️ MINUTO 45′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Ya se cumplieron los 45 reglamentarios de la primera parte. Agregaron cinco minutos. Palmeiras sigue dominando el balón y ha empezado a encontrarle huecos a la defensa de Junior. </p><p>La figura de los brasileños es Jhon Arias. El colombiano es el receptor de todos los balones de ataque por la banda izquierda. El chocoano es el de las ideas, es el jugador explosivo. Buena primera parte, en medio de las dificultades que ha tenido el equipo brasileño.</p><p><b>⏱️ MINUTO 39′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Marlon Freitas probó desde afuera del área. Potente remate que contuvo bien el arquero de Junior. La más peligrosa del partido del cuadro brasileño.</p><p><b>⏱️ MINUTO 34′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Peligrosa llegada del cuadro brasileño. Sin embargo, decretaron fuera de lugar. El verdao sostiene la pelota, pero le cuesta superar el cerco defensivo de Junior. </p><p><b>⏱️ MINUTO 21′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Jhomier Javier Guerrero hizo tremenda jugada en el área de Palmeiras y casi marca con un remate cruzado al segundo palo. Junior aguanta, cede la pelota e intenta herir al contragolpe.</p><p><b>⏱️ MINUTO 16′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>Palmeiras empieza a llenar de centros peligrosos el área de Junior, que responde a la contra. Partido intenso en los primeros minutos.<b> </b></p><p><b>⏱️ MINUTO 14′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪| </b></p><p>Palmeiras sintió el golpe y empezó a presionar a un Junior replegado. Silveira empieza a atajar balones.</p><h2><b>Video: así fue el gol de Junior de Barranquilla, lo hizo Teo</b></h2><p><blockquote class="twitter-tweet"><p lang="es" dir="ltr">¡TEO, SIEMPRE TEO! Gutiérrez abrió el pie y marcó el 1-0 de Junior ante Palmeiras.<br><br>📺 Mirá TODA la CONMEBOL <a href="https://twitter.com/hashtag/Libertadores?src=hash&amp;ref_src=twsrc%5Etfw">#Libertadores</a> por <a href="https://twitter.com/hashtag/DisneyPlus?src=hash&amp;ref_src=twsrc%5Etfw">#DisneyPlus</a> Plan Premium <a href="https://t.co/kBuHOR6emQ">pic.twitter.com/kBuHOR6emQ</a></p>&mdash; SportsCenter (@SC_ESPN) <a href="https://twitter.com/SC_ESPN/status/2042040793804734503?ref_src=twsrc%5Etfw">April 9, 2026</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p><p><b>⏱️ MINUTO 9′ | ⚪🔴 JUNIOR 1-0 PALMEIRAS 🟢⚪|</b></p><p>GOOOOOOOOOOOOOOOOOOOOOOOOL DE JUNIOR DE BARRANQUILLA. Lo hizo Teófilo Gutiérrez de penalti. Cobro a la derecha, certero. El arquero tomó viaje para el otro lado y el cuadro tiburón se va arriba en el marcador. </p><p><b>⏱️ MINUTO 7′ | ⚪🔴 JUNIOR 0-0 PALMEIRAS 🟢⚪|</b></p><p>Penalti para Junior. Tras chequeo del VAR, en una de las primeras acciones de juego, el cuerpo arbitral decreta penalti.</p><p><b>⏱️ MINUTO 0′ | ⚪🔴 JUNIOR 0-0 PALMEIRAS 🟢⚪|</b></p><p>¡Empezó en Cartagena! Junior se mide contra Palmeiras en la primera fecha de la Copa Libertadores.</p><p>Los equipos saltan a la cancha. Todo está listo en Cartagena para un nuevo partido de Copa Libertadores.</p><p><style>
  .tabla-junior-brasil {
    width: 100%;
    border-collapse: collapse;
    font-family: Arial, sans-serif;
    background: #fff;
    margin: 20px 0;
    font-size: 15px;
  }

  .tabla-junior-brasil th,
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    border: 2px solid #c62828;
    padding: 12px 10px;
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    color: #c62828;
    font-weight: 700;
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  .tabla-junior-brasil tbody tr:nth-child(even) {
    background: #fff;
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    width: 100%;
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    font-family: Arial, sans-serif;
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</style>

<div class="tabla-junior-titulo">Historial de Junior contra clubes brasileños</div>
<div class="tabla-junior-bajada">
  El balance internacional del cuadro barranquillero frente a rivales de Brasil ha sido exigente. 
  Desde su primer antecedente, en 1984 contra Flamengo, Junior acumula más tropiezos que celebraciones, 
  aunque también registra cruces puntuales con saldo favorable.
</div>

<div class="tabla-junior-wrap">
  <table class="tabla-junior-brasil">
    <thead>
      <tr>
        <th>Dato general</th>
        <th>Registro</th>
        <th>Detalle</th>
      </tr>
    </thead>
    <tbody>
      <tr>
        <td>Primer partido oficial</td>
        <td>29 de marzo de 1984</td>
        <td>Derrota 2-1 ante Flamengo por la fase de grupos de la Copa Libertadores.</td>
      </tr>
      <tr>
        <td>Balance total</td>
        <td>6 victorias, 6 empates y 16 derrotas</td>
        <td>Es el registro general de Junior frente a clubes brasileños en torneos internacionales.</td>
      </tr>
      <tr>
        <td>Rival más recurrente</td>
        <td>Flamengo</td>
        <td>Seis enfrentamientos, todos con derrota para Junior.</td>
      </tr>
      <tr>
        <td>Balance más favorable</td>
        <td>Fluminense</td>
        <td>Cuatro partidos: dos victorias, un empate y una derrota.</td>
      </tr>
      <tr>
        <td>Final más recordada</td>
        <td>Athletico Paranaense, Sudamericana 2018</td>
        <td>Junior empató 1-1 los dos partidos de la serie y perdió el título por penales 4-3.</td>
      </tr>
      <tr>
        <td>Cuenta pendiente</td>
        <td>Palmeiras</td>
        <td>Cuatro partidos, cuatro derrotas. Todos por fase de grupos de la Copa Libertadores.</td>
      </tr>
    </tbody>
  </table>
</div>

<div class="tabla-junior-titulo" style="margin-top: 28px;">Historial de Junior por rival brasileño</div>

<div class="tabla-junior-wrap">
  <table class="tabla-junior-brasil">
    <thead>
      <tr>
        <th>Rival</th>
        <th>Partidos</th>
        <th>Balance</th>
        <th>Detalle</th>
      </tr>
    </thead>
    <tbody>
      <tr>
        <td>Flamengo</td>
        <td>6</td>
        <td>0 victorias, 0 empates, 6 derrotas</td>
        <td>Es el adversario brasileño más recurrente y el que más ha castigado a Junior.</td>
      </tr>
      <tr>
        <td>Fluminense</td>
        <td>4</td>
        <td>2 victorias, 1 empate, 1 derrota</td>
        <td>Uno de los pocos cruces con saldo favorable para el equipo rojiblanco.</td>
      </tr>
      <tr>
        <td>Athletico Paranaense</td>
        <td>2</td>
        <td>2 empates*</td>
        <td>Final de la Sudamericana 2018: ambos juegos terminaron 1-1 y Junior cayó 4-3 en penales. <br><small>*La definición por penales no altera el registro oficial del partido.</small></td>
      </tr>
      <tr>
        <td>Palmeiras</td>
        <td>4</td>
        <td>0 victorias, 0 empates, 4 derrotas</td>
        <td>La gran cuenta pendiente de Junior ante clubes brasileños.</td>
      </tr>
      <tr>
        <td>Atlético Mineiro</td>
        <td>2</td>
        <td>0 victorias, 1 empate, 1 derrota</td>
        <td>Cruce equilibrado, pero con saldo adverso.</td>
      </tr>
      <tr>
        <td>Chapecoense</td>
        <td>2</td>
        <td>1 victoria, 0 empates, 1 derrota</td>
        <td>Serie pareja para el equipo barranquillero.</td>
      </tr>
      <tr>
        <td>Gremio</td>
        <td>2</td>
        <td>1 victoria, 0 empates, 1 derrota</td>
        <td>Junior logró un triunfo y también sufrió una caída.</td>
      </tr>
      <tr>
        <td>Internacional de Porto Alegre</td>
        <td>2</td>
        <td>0 victorias, 1 empate, 1 derrota</td>
        <td>Otro antecedente corto, con saldo en rojo.</td>
      </tr>
      <tr>
        <td>Santos</td>
        <td>2</td>
        <td>1 victoria, 0 empates, 1 derrota</td>
        <td>Junior registra un triunfo recordado y una derrota.</td>
      </tr>
      <tr>
        <td>Sport Recife</td>
        <td>2</td>
        <td>1 victoria, 1 empate, 0 derrotas</td>
        <td>Uno de los pocos rivales brasileños a los que no perdió.</td>
      </tr>
    </tbody>
  </table>
</div>

<div class="tabla-junior-titulo" style="margin-top: 28px;">Los cuatro antecedentes contra Palmeiras</div>

<div class="tabla-junior-wrap">
  <table class="tabla-junior-brasil">
    <thead>
      <tr>
        <th>Fecha</th>
        <th>Partido</th>
        <th>Resultado</th>
        <th>Goleadores</th>
        <th>Instancia</th>
      </tr>
    </thead>
    <tbody>
      <tr>
        <td>1 de marzo de 2018</td>
        <td>Junior vs. Palmeiras</td>
        <td>0-3</td>
        <td>Bruno Henrique (2), Miguel Borja</td>
        <td>Fase de grupos, Copa Libertadores</td>
      </tr>
      <tr>
        <td>16 de mayo de 2018</td>
        <td>Palmeiras vs. Junior</td>
        <td>3-1</td>
        <td>Miguel Borja (3); Teófilo Gutiérrez</td>
        <td>Fase de grupos, Copa Libertadores</td>
      </tr>
      <tr>
        <td>6 de marzo de 2019</td>
        <td>Junior vs. Palmeiras</td>
        <td>0-2</td>
        <td>Gustavo Scarpa, Marcos Rocha</td>
        <td>Fase de grupos, Copa Libertadores</td>
      </tr>
      <tr>
        <td>10 de abril de 2019</td>
        <td>Palmeiras vs. Junior</td>
        <td>3-0</td>
        <td>Deyverson, Dudu, Hyoran</td>
        <td>Fase de grupos, Copa Libertadores</td>
      </tr>
    </tbody>
  </table>
</div></p><h2><b>Este será el XI inicial de Junior de Barranquilla</b></h2><p><blockquote class="twitter-tweet"><p lang="es" dir="ltr">🔥🦈 ¡TITULARES! <a href="https://twitter.com/hashtag/VamosJunior?src=hash&amp;ref_src=twsrc%5Etfw">#VamosJunior</a> <a href="https://t.co/KBQqRQGzOo">pic.twitter.com/KBQqRQGzOo</a></p>&mdash; Junior FC (@JuniorClubSA) <a href="https://twitter.com/JuniorClubSA/status/2042025535329488988?ref_src=twsrc%5Etfw">April 8, 2026</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p><h2><b>Así formará Palmeiras: Jhon Arias, titular</b></h2><p><blockquote class="twitter-tweet"><p lang="pt" dir="ltr">ESTAMOS PRONTOS PRA ESTREIA NA <a href="https://twitter.com/hashtag/LIBERTADORES?src=hash&amp;ref_src=twsrc%5Etfw">#LIBERTADORES</a>! 📋💚<a href="https://twitter.com/hashtag/JUNxPAL?src=hash&amp;ref_src=twsrc%5Etfw">#JUNxPAL</a> <a href="https://twitter.com/hashtag/Escala%C3%A7%C3%A3oSEP?src=hash&amp;ref_src=twsrc%5Etfw">#EscalaçãoSEP</a> <a href="https://t.co/2mh8GO12GH">pic.twitter.com/2mh8GO12GH</a></p>&mdash; SE Palmeiras (@Palmeiras) <a href="https://twitter.com/Palmeiras/status/2042019211132666332?ref_src=twsrc%5Etfw">April 8, 2026</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p><p>El partido, por la primera fecha de la Copa Libertadores 2026, se jugará desde las 7:30 de la noche, en el Estadio Jaime Morón de Cartagena. Lo transmite ESPN y Disney+.</p><figure><img src="https://www.elespectador.com/resizer/v2/D54BFEWIWVEUTP2YYVW3OJSVHQ.png?auth=85bf4dc8f7e9fa4ae1e865b6b58360f1ccce774df194c17cba1428cebc7b965b&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Siga a la nueva version digital de la sección deportiva de El Espectador.<cite class="op-small">El Espectador</cite></figcaption></figure><p><b>🚴🏻⚽🏀 ¿Lo último en deportes? </b><a href="https://www.elespectador.com/deportes/?utm_source=interno&amp;utm_medium=boton&amp;utm_campaign=menu_horizontal&amp;utm_content=boton_menu_horizontal"><b>Todo lo que debe saber del deporte mundial está en El Espectador</b></a></p><p>Manténgase al tanto de toda la información deportiva con<b> la SEDE</b>. <u>Estamos en 📷</u><a href="https://www.instagram.com/lasede_ee/" target="_blank" rel="noreferrer" title="https://www.instagram.com/lasede_ee/"><u><b> Instagram</b></u></a><u> 📹 </u><a href="https://www.tiktok.com/@lasede_ee" target="_blank" rel="noreferrer" title="https://www.tiktok.com/@lasede_ee"><u><b>Tik Tok</b></u></a><u> y 📱</u><a href="https://www.facebook.com/profile.php?id=61587045565296" target="_blank" rel="noreferrer" title="https://www.facebook.com/profile.php?id=61587045565296"><u><b>Facebook</b></u></a></p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/THTGXS5CL5BRNNNFS6GVRIACXE.jpg?auth=6be8fbf72c5a4e6d66b518940af1dc20407c7af590820ef35c9e06059c23302b&amp;width=657&amp;smart=true" type="image/jpeg" height="1280" width="1920"><media:description type="plain"><![CDATA[Teófilo Gutiérrez domina un balón en el partido contra Palmeiras.]]></media:description><media:credit role="author" scheme="urn:ebu">Ricardo Maldonado</media:credit></media:content></item><item><title><![CDATA[Colombia fue aceptado como nuevo integrante de la OCDE]]></title><link>https://www.elespectador.com/economia/colombia-fue-aceptado-como-nuevo-integrante-de-la-ocde-article-790598/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombia-fue-aceptado-como-nuevo-integrante-de-la-ocde-article-790598/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[El país recibió el último visto bueno este viernes por parte del Consejo Ministerial de la organización, que agrupa a los países con las mejores prácticas económicas en el mundo.]]></description><pubDate>Thu, 09 Apr 2026 01:55:04 +0000</pubDate><content:encoded><![CDATA[<p>El país recibió el último visto bueno este viernes por parte del Consejo Ministerial de la organización, que agrupa a los países con las mejores prácticas económicas en el mundo.</p><figure><img src="https://www.elespectador.com/resizer/v2/DI23S5YCC5DLZKEKAU2PYOT4XI.jpg?auth=a11ac104db207f90c6b888b0b711d95caa989e7a5bfb2a94203ef0fe8e3e44a8&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Pixabay<cite class="op-small"></cite></figcaption></figure><p><p class="rtejustify"><strong>Colombia</strong> fue admitido como el país número 37&nbsp;de la <strong>Organización para la Cooperación y el Desarrollo Económico (OCDE)</strong>, una de las metas de política internacional que más perseguía el gobierno Santos y un proceso que le tomó al país más de cinco años en llevar a buen término.</p><p>

<p class="rtejustify">La decisión fue tomada por el Consejo Ministerial del organismo, que aprobó la entrada de Colombia al llamado “club de las buenas prácticas” este viernes en una reunión en<strong> París</strong>.</p><p>

<p class="rtejustify">El ingreso de Colombia a la OCDE pasó por 23 comités, el último de ellos fue el comercial, cuyo visto bueno fue anunciado la semana pasada. En esencia, cada uno de estos análisis buscaba mirar el nivel de Colombia frente a los estándares de la organización en temas como respeto de los derechos sindicales, tributación, pensiones y propiedad intelectual, entre una larga lista de ítems.</p><p>

<p class="rtejustify">Lea también:&nbsp;<a href="https://www.elespectador.com/economia/colombia-cumple-con-todos-los-requisitos-para-su-ingreso-la-ocde-que-sigue-articulo-789112" target="_blank">Colombia cumple con los requisitos para su ingreso a la OCDE ¿qué sigue?</a></p><p>

<p class="rtejustify">La entrada a la OCDE es vista, sin duda, como un logro de política exterior del gobierno Santos. También es percibida como una suerte de espaldarazo a la gestión económica de los últimos años y los avances de Colombia en un número importante de asuntos y problemas.</p><p>

<p class="rtejustify">“Es una gran noticia para nuestro país. Es la organización más importante que promueve las mejores políticas públicas en el mundo. Es un paso importantísimo en el empeño por modernizar al país. Nos comparamos con los mejores para poder ser los mejores. Se nos abren inmensas posibilidades para avanzar en salud, educación, lucha contra la corrupción y la protección del medio ambiente. Fueron siete años y medio de trabajo intenso y agradezco a todos los que trabajaron tanto para que este logro se convierta en realidad”, dijo el presidente Santos a través de un comunicado.</p><p>

<p class="rtejustify">Le puede interesar:&nbsp;<a href="https://www.elespectador.com/economia/el-problema-que-le-impediria-colombia-ingresar-la-ocde-articulo-736455" target="_blank">El tema laboral, uno de los retos de Colombia para ingresar a la OCDE</a></p><p>

<p class="rtejustify">De acuerdo con el <strong>Ministerio de Comercio</strong>, la carta de invitación oficial de la OCDE para ingresar a la organización llegará próximamente al país. El asunto debe ser presentado ante el <strong>Congreso</strong> para que legisle al respecto.</p><p>

<p class="rtejustify">En un comunicado, la OCDE afirmó que&nbsp;"la adhesión de Colombia como miembro se hará efectiva tras adoptar a nivel nacional los pasos necesarios para acceder a la Convención de la OCDE y depositar su instrumento de adhesión ante el gobierno francés, depositario de la Convención".&nbsp;<br />
&nbsp;<br />
"Nos complace dar la bienvenida a Colombia como miembro de la OCDE. El Presidente Santos, cuando asumió el cargo, fijó como prioridad el acceso a nuestra Organización y celebramos que el proceso se haya podido finalizar durante su mandato. Ha supuesto un viaje en el que siempre hemos apreciado el gran compromiso y liderazgo del Presidente Santos y su equipo. La adhesión de Colombia contribuirá a nuestros esfuerzos por transformar la OCDE en una institución más diversa e inclusiva, lo que garantizará nuestra relevancia en los próximos años y las décadas venideras. Los desafíos globales a los que nos enfrentamos solo pueden abordarse si las economías emergentes, en desarrollo y avanzadas trabajan de forma conjunta", dijo&nbsp;Ángel Gurría, secretario general de la organización.</p><p>

Para Bruce Mac Master, presidente de la Andi, “es muy importante decir que la OCDE no es un tratado de libre comercio, no va a haber flujos adicionales de mercancías que se relacionen con aranceles, lo que hemos hecho durante todos estos años es ajustar el Estado colombiano a prácticas en temas ambientales, laborales, el manejo de las empresas estatales y sus juntas directivas. Es una buena noticia”. Y añade: “Hay muchos trámites que deben ser revisados, como los temas de consultas previas o la seguridad jurídica relacionada con el tema tributario. Recordemos que la OCDE dijo que uno de los tres grandes problemas es la carga tributaria para las compañías”.</p><p>

Luis Fernando Mejía, director de Planeación Nacional, asegura que “si bien tenemos mucho camino por recorrer, esto indudablemente va a redundar en mayor crecimiento, competitividad y bienestar para los colombianos. Por instrucción del presidente, Planeación Nacional va a ser la entidad coordinadora de todos los temas de posacceso, el cumplimiento de los compromisos. Tenemos muchas cosas por avanzar, vamos a estar comparándonos permanentemente con los mejores países y políticas públicas”.</p><p>

Mauricio Cárdenas, ministro de Hacienda, dijo: “Es una magnífica noticia para todos los colombianos. Es un sello de calidad. Es una organización que abre puertas porque nos va a permitir insertarnos mejor en el mundo y tener más oportunidades de inversión en Colombia. Ser parte de la OCDE muestra que Colombia es un país serio, que sabe hacer las cosas. Seguiremos aprendiendo. Tenemos que seguir esforzándonos para avanzar”</p><p>

<h2 class="rtejustify"><strong><span style="font-size:22px;">¿Qué es la OCDE?</span></strong></h2>

<p class="rtejustify">La Organización para la Cooperación y el Desarrollo Económico (OCDE) es un organismo internacional que desde 1961 asesora a los países para el mejoramiento de sus políticas públicas.</p><p>

<p class="rtejustify">La OCDE centra sus esfuerzos en descifrar qué es lo que conduce al cambio económico, social y ambiental. Para esto fija estándares internacionales dentro de un amplio rango de temas de políticas públicas, sobre todo a partir de hechos y experiencias reales.</p><p>

<p class="rtejustify">El poder de decisión recae en el Consejo de la OCDE, que se reúne regularmente y donde las decisiones son tomadas por consenso. Este órgano está compuesto por un representante de cada país miembro y un representante de la Comisión Europea. Es presidido por el secretario general de la Organización.</p><p>

<p class="rtejustify">A su vez, los representantes de los países miembros de la OCDE se reúnen en comisiones especializadas, donde se promueven y discuten las nuevas ideas y se examinan los progresos en los diversos ámbitos de políticas públicas, tales como economía, comercio, ciencia, empleo, educación o mercados financieros.</p><p>

<p class="rtejustify">Le sugerimos leer:&nbsp;<a href="https://www.elespectador.com/economia/tan-cerca-y-tan-lejos-de-la-ocde-para-que-sirve-entrar-al-club-de-los-paises-ricos-articulo-752128" target="_blank">Tan cerca y tan lejos de la OCDE: ¿para qué sirve entrar al "club de los países ricos?"</a></p><p>

<p class="rtejustify">Además de Colombia, México y Chile son los únicos países latinoamericanos que forman parte de esta organización.</p><p>

<p class="rtejustify">Para todos sus beneficios anunciados, la entrada a la OCDE también tiene detractores y levanta dudas en varios aspectos.</p><p>

<p class="rtejustify">En general, ingresar a la organización podría traer beneficios en temas como el alivio del costo para el financiamiento público en Colombia. A la vez, también podría presentar problemas como la pérdida de autonomía en la definición de política económica, de acuerdo con Diego Guevara, profesor de la escuela de economía de la Universidad Nacional de Colombia. De acuerdo con el académico, el país también dista de tener los indicadores de los miembros en temas como tributación e igualdad.</p><p>

<p class="rtejustify">“El hecho de entrar a la OCDE alivia el costo del financiamiento público, el cual ha crecido significativamente después del choque petrolero de 2014, y a la vez envía una señal a los inversionistas y tenedores de títulos de que el país seguirá la senda del pensamiento económico dominante sobre las finanzas sanas. Por lo tanto, esto debería verse reflejado en un menor costo de endeudamiento e incluso en un mejoramiento de las perspectivas de las calificadoras. Pero estos beneficios llegan con un precio: tener que seguir al pie de la letra las recomendaciones de la OCDE, que en muchos casos en materia de política comercial y flujo de capitales no generan los mismos beneficios para países de periferia que para países de centro”, dice Guevara.</p><p>

<p class="rtejustify">Mario Alejandro Valencia, director del Centro de Estudios del Trabajo (Cedetrabajo), señala que “el ingreso de Colombia a la OCDE es el resultado del lobby político y no de las buenas prácticas. Es un club en el que el único papel de Colombia es hacer el ridículo (…) Lo paradójico es que ninguno de los países que hoy hacen parte de la OCDE han seguido las orientaciones del club para lograr el desarrollo, pero ahora se las impondrán a Colombia”.</p><p>

<p class="rtejustify">Así mismo, como lo publicó este diario en una nota de este año, las negociaciones para entrar a la OCDE incluyeron <a href="https://www.elespectador.com/noticias/salud/medicamentos-el-alto-precio-para-entrar-la-ocde-articulo-752650" target="_blank">presiones para que Colombia frenara su regulación del precio de los fármacos.</a></p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/DI23S5YCC5DLZKEKAU2PYOT4XI.jpg?auth=a11ac104db207f90c6b888b0b711d95caa989e7a5bfb2a94203ef0fe8e3e44a8&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Colombia firmará acuerdo que habilita la exportación de aguacate Hass a China]]></title><link>https://www.elespectador.com/economia/colombia-firmara-acuerdo-que-habilita-la-exportacion-de-aguacate-hass-a-china-article-873675/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombia-firmara-acuerdo-que-habilita-la-exportacion-de-aguacate-hass-a-china-article-873675/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[Según el presidente, Colombia tiene el potencial de convertirse “en una despensa alimentaria para el mundo”. Otros acuerdos contemplan la exportación de banano, café y carne. ]]></description><pubDate>Thu, 09 Apr 2026 01:55:01 +0000</pubDate><content:encoded><![CDATA[<p>Según el presidente, Colombia tiene el potencial de convertirse “en una despensa alimentaria para el mundo”. Otros acuerdos contemplan la exportación de banano, café y carne. </p><figure><img src="https://www.elespectador.com/resizer/v2/LHX426PIZBEFDEF7PM2TRMP534.jpg?auth=119cdc1d40c80a88bc6476951f1fe6f69c0c1520c97b71f8cd9070e1721fbf77&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Por lo pronto no se conoce la cantidad de aguacate Hass que viajarían a China producto de este acuerdo.  / Archivo El Espectador<cite class="op-small"></cite></figcaption></figure><p>Se espera que este miércoles el presidente <strong>Iván Duque</strong> presencie la firma de un acuerdo comercial que abre las puertas para que Colombia comience a exportar <strong>aguacate Hass</strong> a <strong>China</strong>. Ambos gobiernos estuvieron de acuerdo en suscribir un<strong> Protocolo de Requisitos Fitosanitarios</strong> que habilite la exportación.</p><p>

Lea también:&nbsp;<a href="https://www.elespectador.com/economia/el-aguacate-colombiano-sigue-seduciendo-al-mundo-llega-paises-bajos-articulo-872540" target="_blank">El aguacate colombiano sigue seduciendo al mundo, llega a Países Bajos</a></p><p>

Para Duque, este acuerdo permitirá aumentar el área sembrada del país y mejorar la calidad de vida de los productores colombianos. Por lo pronto no se ha establecido la cantidad de aguacate que viajaría al país asiático.</p><p>

El documento será firmado por el ministro de Agricultura y Desarrollo Rural, <strong>Andrés Valencia Pinzón</strong> y el ministro de la Administración General de Aduanas de China, <strong>Niu Yuefeng</strong>.</p><p>

“El acuerdo incluye aspectos relacionados con registro ante el Instituto Colombiano Agropecuario (ICA), buenas prácticas agrícolas, lugares de producción libres de plagas, embalaje supervisado y condiciones de supervisión, entre otros”, detalló presidencia.</p><p>

"En el 2018 China importó del mundo US$133,4 millones de aguacate, de los cuales el 36,8% lo compró a Perú y el 36,1% a México, por lo que hay enormes oportunidades para Colombia", comunicó el Ministerio de Comercio, Industria y Turismo.</p><p>

El aguacate no es el único producto que comenzará o fortalecerá su exportación a China. El balance que deja hasta el momento la visita de Duque en dicho país contempla también la exportación de banano, del que se espera tendrá <a href="http://www.elespectador.com/economia/acuerdo-entre-colombia-y-china-permitira-exportar-us40-millones-de-banano-al-ano-articulo-873520" target="_blank">exportaciones por US$40 millones al año</a>, café y carne.</p><p>

“Colombia es un país que con la adecuada inversión, con la adecuada focalización, es, en sí mismo, una despensa alimentaria para el mundo”, manifestó Duque a la vez que aseguró haber invitado al presidente de China, Xi Jinping, para que visite Colombia el próximo año.&nbsp;</p><p>

Le sugerimos leer:&nbsp;<a href="http://www.elespectador.com/economia/los-temas-abordados-por-duque-en-su-visita-china-articulo-873318" target="_blank">Los temas abordados por Duque en su visita a China</a></p><p>

“Queremos que el año entrante, de cara a estos 40 años de relaciones diplomáticas, podamos tener al Presidente Xi Jinping visitando Colombia”, recalcó Duque.&nbsp;</p><p>

Continuando con los acuerdos alcanzados en el territorio asiático, aspectos tecnológicos también se encuentran en el listado. Ejemplo de lo anterior es la posibilidad de que Colombia aparezca en el principal motor de búsqueda de China, <strong>Baidu</strong>, con el fin de reforzar el atractivo turístico del país en dicho territorio, y la futura implementación del servicio <strong>Liulishuo </strong>para que los colombianos de las zonas más apartadas puedan aprender inglés.&nbsp;</p><p>

Sumado a lo anterior, también se logró una alianza entre <strong>iNNpulsa </strong>y el<strong> centro de emprendimiento Changyang</strong>, el cual está integrado por cerca de 300 empresas y 20 mil emprendedores. Se espera que esto permita forjar lazos que fortalezcan el emprendimiento en Colombia.&nbsp;</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/LHX426PIZBEFDEF7PM2TRMP534.jpg?auth=119cdc1d40c80a88bc6476951f1fe6f69c0c1520c97b71f8cd9070e1721fbf77&amp;width=657&amp;smart=true" type="image/jpeg" height="656" width="984"><media:description type="plain"><![CDATA[Aguacate Hass, Palocabildo Tolima]]></media:description></media:content></item><item><title><![CDATA[Colombia firma acuerdo con China en materia de infraestructura y transporte]]></title><link>https://www.elespectador.com/economia/colombia-firma-acuerdo-con-china-en-materia-de-infraestructura-y-transporte-article-873700/</link><guid isPermaLink="true">https://www.elespectador.com/economia/colombia-firma-acuerdo-con-china-en-materia-de-infraestructura-y-transporte-article-873700/</guid><dc:creator><![CDATA[* Redacción Economía.]]></dc:creator><description><![CDATA[Ambos países compartirán experiencias, planearán y gestionarán diferentes modos de transporte, logística y fomento de buenas prácticas de inspección y control.
]]></description><pubDate>Thu, 09 Apr 2026 01:54:59 +0000</pubDate><content:encoded><![CDATA[<p>Ambos países compartirán experiencias, planearán y gestionarán diferentes modos de transporte, logística y fomento de buenas prácticas de inspección y control.
</p><figure><img src="https://www.elespectador.com/resizer/v2/IHMVZKP76ZAPXIXUX6QA53P3KA.jpg?auth=ec4540c2caca50fc10f65226faa3858ef57bb91b9605ed26adf0daa1444285be&width=657&smart=true"/><figcaption class="op-vertical-below op-small">Este acuerdo permitirá que ambos gobiernos compartan experiencias en materia de infraestructura y transporte. / Pixabay<cite class="op-small"></cite></figcaption></figure><p>“Nosotros vamos, por un lado, a firmar un Memorando de Entendimiento (MoU) entre el Ministerio de Transporte de China y el Ministerio de Transporte de Colombia, donde lo que se da es cooperación técnica para compartir experiencias en temas de transporte”, manifestó el pasado 30 de julio la ministra de transporte, <strong>Ángela María Orozco</strong>.&nbsp;</p><p>

Le sugerimos leer:&nbsp;<a href="http://www.elespectador.com/economia/los-temas-abordados-por-duque-en-su-visita-china-articulo-873318" target="_blank">Los temas abordados por Duque en su visita a China</a></p><p>

Esa firma se cumplió hoy con su homóloga en&nbsp;China, <strong>Li Xiaopeng</strong>, en lo que el gobierno de Duque califica como un fortalecimiento de las relaciones entre ambos países para el desarrollo de proyectos de <strong>infraestructura y transporte</strong>.</p><p>

En concreto, se espera que la firma de este memorando permita un compartir de experiencias, planear y gerenciar diferentes modos de transporte, logística y fomentar buenas prácticas de inspección y control en el sector.</p><p>

Lea también:&nbsp;<a href="http://www.elespectador.com/economia/colombia-firmara-acuerdo-que-habilita-la-exportacion-de-aguacate-hass-china-articulo-873675" target="_blank">Colombia firmará acuerdo que habilita la exportación de aguacate Hass a China</a></p><p>

“Este tipo de acuerdos de cooperación técnica para compartir experiencias son valiosos porque estamos logrando construir, entre ambos países, acuerdos que nos permitirán crecer y planear proyectos de infraestructura y transporte con tecnología de primer nivel”, aseguró Orozco.</p><p>

Dentro de lo acordado, se contempla el compartir experiencias en materia de políticas públicas, leyes y regulación de transporte carretero, marítimo y fluvial, además de planeación de transporte público urbano y administración marítima.</p><p>

Este no sería el único aprovechamiento en infraestructura que dejaría el gobierno de Duque en su visita a <strong>China</strong>. El mayor mandatario visitó el <strong>puerto de Yangshan</strong>, uno de los principales del país, con la intención de estudiar su tecnología y ver si se puede implementar en Colombia, para así, avanzar en la consolidación del país como un lugar atractivo para los inversionistas portuarios de América Latina.&nbsp;</p><p>

Le puede interesar:&nbsp;<a href="https://www.elespectador.com/economia/acuerdo-entre-colombia-y-china-permitira-exportar-us40-millones-de-banano-al-ano-articulo-873520" target="_blank">Acuerdo entre Colombia y China permitirá exportar US$40 millones de banano al año</a></p><p>

“Además, se buscará tener esquemas de comunicación con el sector privado para que empresas colombianas o chinas puedan participar en licitaciones, de manera privada o conjunta, y de esta manera generar mayores incentivos para la inversión privada”, agregó el Ministerio de Transporte.</p><p>

Sumado a lo anterior, se espera que <strong>China </strong>ofrezca cada año, entre 2020 y 2022, de tres a cinco becas para que estudiantes colombianos puedan adelantar sus estudios de maestría en transporte marítimo en la<strong> Dalian Maritime University</strong>.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/IHMVZKP76ZAPXIXUX6QA53P3KA.jpg?auth=ec4540c2caca50fc10f65226faa3858ef57bb91b9605ed26adf0daa1444285be&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[Claro anuncia su participación en la subasta del espectro]]></title><link>https://www.elespectador.com/economia/claro-anuncia-su-participacion-en-la-subasta-del-espectro-article-889289/</link><guid isPermaLink="true">https://www.elespectador.com/economia/claro-anuncia-su-participacion-en-la-subasta-del-espectro-article-889289/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[La compañía presentó la solicitud para participar por las bandas de 700MHz, 1.900MHz y 2.500 MHz. El Gobierno todavía no ha revelado el precio base. ]]></description><pubDate>Thu, 09 Apr 2026 01:54:57 +0000</pubDate><content:encoded><![CDATA[<p>La compañía presentó la solicitud para participar por las bandas de 700MHz, 1.900MHz y 2.500 MHz. El Gobierno todavía no ha revelado el precio base. </p><figure><img src="https://www.elespectador.com/resizer/v2/4C5MHYQY3NG73ETR36GO3ANQBQ.jpg?auth=ec10d65e4fcde618aa56425827bac0fb35556a2413147f532e4923f288cab545&width=657&smart=true"/><figcaption class="op-vertical-below op-small">La radio, la televisión y la telefonía móvil son posibles gracias al espectro radioeléctrico. / Archivo El Espectador.<cite class="op-small"></cite></figcaption></figure><p>El operador de telecomunicaciones Claro presentó su solicitud para participar en el proceso de subasta del espectro que se celebrará el próximo 12 de diciembre.</p><p>

“Para poder desplegar una red que permita llevar conectividad millones de colombianos, es necesario utilizar todo el espectro disponible”, aseguró Carlos Zenteno, presidente de la compañía.</p><p>

Claro es el operador con mayor cobertura en el país. Tiene una red de más de 7.500 radio bases y cuenta con más de 30 millones de usuarios.</p><p>

<strong>"La subasta del año"</strong></p><p>

La radio, la televisión y la telefonía móvil son posibles gracias al espectro radioeléctrico, una especie de autopista por la que viajan las ondas que llevan las comunicaciones.</p><p>

La&nbsp;entidad encargada de vigilar y planear el uso de este bien de la nación es la Agencia Nacional del Espectro&nbsp;(ANE), pero quien lo asigna es el Ministerio de Tecnologías de la Información y las Comunicaciones&nbsp;(Mintic).</p><p>

Lea también:&nbsp;<a href="https://www.elespectador.com/economia/espectro-el-bien-invisible-pero-indispensable-para-la-tecnologia-5g-articulo-882224">Espectro,&nbsp;el bien invisible pero indispensable para la tecnología 5G</a></p><p>

En diciembre, el&nbsp;Gobierno asignará bloques de espectro en las bandas de 1.900 MHz, 2.500 MHz y la más esperada, la de 700 Mz. Esta última permite generar amplia cobertura a alta velocidad, dos características difíciles de encontrar en el resto del espectro. A la Nación le quedaron recursos por $770.000 millones de la puja de 2013 para despliegue de servicios 4G.</p><p>

No obstante, el proceso ha recibido múltiples críticas de parte de Milicom (dueña de Tigo), Movistar y asociaciones como la GSMA, pues aún no se ha revelado el precio base de la subasta.</p><p>

Le puede interesar:&nbsp;<a href="https://www.elespectador.com/economia/que-opinan-los-operadores-moviles-de-la-subasta-mas-esperada-del-ano-articulo-885576">¿Qué opinan los operadores móviles de la subasta más esperada del año?</a></p><p>

Para los operadores, la incógnita genera incertidumbre a la hora de invertir. Algunos han sugerido que esto podría llevar a Claro a utilizar sus ventajas para subir los precios e impedir que otros jugadores accedan al recurso.</p><p>

Al respecto, la ministra TIC, <strong>Sylvia Constaín</strong><a href="https://www.elespectador.com/economia/la-subasta-con-la-que-quieren-llevar-internet-5766-lugares-articulo-888570"> le dijo a este diario</a> que cada subasta tiene objetivos distintos. "Hubo una subasta en la que se buscaba más operadores entrantes, por ejemplo; o en la que el objetivo era maximizar los ingresos. La estructuración de la subasta y su objetivo definen sus elementos. Estamos convencidos de que esta es una estructura que nos lleva a lograr conectar a la mayor cantidad de colombianos posible”, aseguró.&nbsp; &nbsp;</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/4C5MHYQY3NG73ETR36GO3ANQBQ.jpg?auth=ec10d65e4fcde618aa56425827bac0fb35556a2413147f532e4923f288cab545&amp;width=657&amp;smart=true" type="image/jpeg" height="657" width="986"/></item><item><title><![CDATA[China denuncia, ante la Unión Europea, intento de hundir a Huawei]]></title><link>https://www.elespectador.com/economia/china-denuncia-ante-la-union-europea-intento-de-hundir-a-huawei-article-845541/</link><guid isPermaLink="true">https://www.elespectador.com/economia/china-denuncia-ante-la-union-europea-intento-de-hundir-a-huawei-article-845541/</guid><dc:creator><![CDATA[- EFE]]></dc:creator><description><![CDATA[El ministro de Asuntos Exteriores de China, Wang Yi, instó hoy a los países de la Unión Europea (UE) a garantizar la libre competencia para sus empresas, y denunció los intentos de "hundir" a compañías como la tecnológica Huawei, en el punto de mira por las dudas que genera en materia de ciberseguridad.]]></description><pubDate>Thu, 09 Apr 2026 01:54:54 +0000</pubDate><content:encoded><![CDATA[<p>El ministro de Asuntos Exteriores de China, Wang Yi, instó hoy a los países de la Unión Europea (UE) a garantizar la libre competencia para sus empresas, y denunció los intentos de "hundir" a compañías como la tecnológica Huawei, en el punto de mira por las dudas que genera en materia de ciberseguridad.</p><figure><img src="https://www.elespectador.com/resizer/v2/HOPSACBYFRFRZKO3UJ6UOSNGWQ.jpg?auth=3fb334aaa7b01a4a54342b33af8fca3535a525b7e3470384c48da7afb89b9da0&width=657&smart=true"/><figcaption class="op-vertical-below op-small">El embajador chino en Madrid, Lyu Fan, recordó, en un encuentro informativo, que durante el reciente Congreso Mundial de Móviles de Barcelona (MWC) EEUU envió tres delegaciones para realizar "presiones" a empresas y gobiernos para que no utilicen los equipos de telecomunicaciones de Huawei. / EFE - fotografía facilitada por Executive Forum<cite class="op-small"></cite></figcaption></figure><p>"China espera que todos los países creen un ambiente de competencia libre y justo para empresas de otros países", indicó <strong>Wang </strong>en una rueda de prensa junto a la alta representante de la UE para la Política Exterior, <strong>Federica Mogherini</strong>, tras celebrar una sesión del diálogo estratégico entre las dos potencias.</p><p>

En alusión a las limitaciones impuestas por <strong>Estados Unidos</strong> a Huawei, Wang insistió en que "nos oponemos a esta acusación arbitraria por propósitos políticos y a los intentos de hundir una compañía extranjera".</p><p>

Le puede interesar:&nbsp;<a href="https://www.elespectador.com/tecnologia/huawei-cree-que-estados-unidos-no-tiene-pruebas-para-acusarlo-de-facilitar-espionaje-articulo-841973" target="_blank">Huawei cree que Estados Unidos "no tiene pruebas" para acusarlo de facilitar espionaje</a></p><p>

"Creemos que tales prácticas son anormales, inmorales y no tienen apoyo de otros países", advirtió en Bruselas, donde hoy participa en el Consejo de ministros de Exteriores comunitarios.<br />
<br />
El pasado&nbsp;8 de marzo, el jefe de la diplomacia china ya había avisado de que las acciones por parte de Estados Unidos contra Huawei, el mayor fabricante de equipos de telecomunicaciones y el segundo de teléfonos inteligentes del mundo, no representan "en absoluto un caso judicial" sino un movimiento político deliberado para "derribar" a la compañía.<br />
<br />
Un día antes, <a href="https://www.elespectador.com/economia/huawei-contraataca-con-una-demanda-estados-unidos-articulo-843771" target="_blank">Huawei había anunciado una demanda contra el Gobierno de estadounidense</a> por haber prohibido sus productos en medio de las acusaciones de espionaje contra la compañía china, que acusa a Washington de hackear sus servidores.<br />
<br />
"Esperamos y creemos que los países de la UE y otros tendrán independencia a la hora de hacer sus propias elecciones y tendrán su propio juicio", indicó Wang.<br />
<br />
Al mismo tiempo, el ministro chino aseguró que la <a href="https://www.elespectador.com/tecnologia/delincuentes-quieren-hacerle-dano-por-internet-aqui-le-ensenamos-defenderse-articulo-805110" target="_blank">ciberseguridad</a> es un "reto internacional" y que su país está "dispuesto a trabajar con otros Estados para reforzar la cooperación" en ese ámbito y "trabajar en unas normas y principios aceptable universalmente".<br />
<br />
Por su parte, Mogherini afirmó que "es una competencia nacional" la aceptación de empresas concretas en sus respectivos mercados "por razones de seguridad".<br />
<br />
Preguntada por si ha recibido garantías de su homólogo chino sobre si <strong>Pekín </strong>va a revisar su ley que abre la puerta a que las empresas tengan que cooperar con sus servicios de inteligencia, la política italiana contestó que "lo que hemos discutido es la necesidad de que el ámbito cibernético esté regulado y que se puedan aplicar normas internacionales para que sea seguro y abierto".<br />
<br />
"Y también en la economía real y a nivel digital, la necesidad de tener igualdad de condiciones para todos, en Europa y en China", aseveró.<br />
<br />
"En lo referente a igualdad de oportunidades, la UE lo defiende y esperamos consistencia en ello, obviamente", concluyó.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/HOPSACBYFRFRZKO3UJ6UOSNGWQ.jpg?auth=3fb334aaa7b01a4a54342b33af8fca3535a525b7e3470384c48da7afb89b9da0&amp;width=657&amp;smart=true" type="image/jpeg" height="655" width="984"/></item><item><title><![CDATA[China celebra 40 años de reformas económicas]]></title><link>https://www.elespectador.com/economia/china-celebra-40-anos-de-reformas-economicas-article-829827/</link><guid isPermaLink="true">https://www.elespectador.com/economia/china-celebra-40-anos-de-reformas-economicas-article-829827/</guid><dc:creator><![CDATA[AFP.]]></dc:creator><description><![CDATA[El país celebró con gran pompa cuatro décadas de reformas que la convirtieron en la segunda economía mundial. Presidente Xi Jinping rechazó cualquier interferencia extranjera en el camino elegido por el gigante asiático.]]></description><pubDate>Thu, 09 Apr 2026 01:54:49 +0000</pubDate><content:encoded><![CDATA[<p>El país celebró con gran pompa cuatro décadas de reformas que la convirtieron en la segunda economía mundial. Presidente Xi Jinping rechazó cualquier interferencia extranjera en el camino elegido por el gigante asiático.</p><figure><img src="https://www.elespectador.com/resizer/v2/TGOVM5YH6JDRBD2ZQDGQZHSOM4.jpg?auth=e4e961a50d06196cd00e62bcfd1c10b93fea3370e804337f32ad6d620868d9f8&width=657&smart=true"/><figcaption class="op-vertical-below op-small">El presidente chino, Xi Jinping (izq), hace una indicación al primer ministro chino, Li Keqiang, durante un acto para celebrar el cuadragésimo aniversario de la reforma y la apertura de China en el Gran Palacio del Pueblo en Pekín, China. 
 / EFE.<cite class="op-small"></cite></figcaption></figure><p>"Nadie puede dictar al pueblo chino lo que debe o no debe hacer", declaró <strong>Xi&nbsp;Jinping</strong>, presidente de China, durante un discurso&nbsp;en el Gran Palacio del Pueblo (Pekín)&nbsp;dedicado a los espectaculares avances económicos y sociales del país desde las reformas iniciadas en 1978.</p><p>

Aunque aseguró que su país seguiría la vía reformista, el presidente chino no anunció ninguna medida concreta y reivindicó la supremacía del<strong> Partido Comunista Chino </strong>(PCC).</p><p>

Esta declaración del presidente más poderoso del país desde Mao Zedong (1949-1976) se produce en un momento en que Pekín está sometido a una dura presión de <strong>Estados Unidos</strong> para que realice "cambios estructurales" en su economía. Las dos primeras potencias económicas del planeta están sumidas en un virulento diferendo comercial desde hace meses, con la aplicación mutua de aranceles.</p><p>

Le puede interesar:&nbsp;<a href="https://www.elespectador.com/economia/china-reduciria-aranceles-automoviles-de-eeuu-articulo-828509" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/economia/china-reduciria-aranceles-automoviles-de-eeuu-articulo-828509&amp;ved=0ahUKEwjLj6CL1KnfAhXqzVkKHRG3BbIQqQIIOSgAMAY" target="_blank">China&nbsp;reduciría aranceles a automóviles de EE.UU.</a></p><p>

Durante un gran encuentro en el <strong>Gran Salón del Pueblo </strong>de Pekín, Xi volvió a prometer que su país continuará su apertura al comercio y a las inversiones, con el ímpetu de las reformas emprendidas el 18 de diciembre de 1978. "Cambiaremos decididamente aquello que puede ser reformado y no cambiaremos, decididamente, lo que no pueda serlo", añadió.</p><p>

En 1976, tras diez años de caos provocado por la <strong>Revolución Cultural</strong> y con la muerte de su gran timonel, Mao Zedong, China era un país extremadamente pobre, con una economía fundamentalmente rural, planificada y colectivista.</p><p>

Pero entonces dio un giro histórico: la tercera sesión plenaria del XI Congreso del Partido Comunista Chino (PCC), celebrada entre el 18 y el 22 de diciembre de 2018, ratificó el viraje hacia la "Reforma y la Apertura" y una "economía de mercado socialista", bajo la batuta de su promotor, <strong>Deng Xiaoping</strong>.</p><p>

Deng lanzó las "Cuatro modernizaciones" que había defendido desde 1975 el primer ministro de Mao, <strong>Zhou Enlai</strong>: agricultura, industria, ciencias y tecnología, y defensa. Hasta ahí llegó la modernización. El joven Wei Jinsheng, quien en diciembre de 1978 pidió una "quinta modernización", la democracia, pasó unos 18 meses en la cárcel por esta osadía. El marco está claro: apertura y reformas económicas, pero bajo el estricto control del PCC.</p><p>

<strong>En busca de estabilidad&nbsp;</strong></p><p>

Xi reivindicó el éxito económico experimentado en China durante los últimos 40 años gracias al modelo del "socialismo con características chinas" dirigido por el PCC.&nbsp;</p><p>

"La pobreza no es el socialismo", defendió Xi, quien recordó que <strong>740 millones </strong>de personas&nbsp;abandonaron la pobreza en los últimos 40 años en el gigante asiático. El presidente chino reconoció la necesidad de encontrar un equilibrio entre reformas, desarrollo y estabilidad en un momento en que el crecimiento en China se ralentiza.</p><p>

El PIB aumentará un 6,6% en 2018, mientras que el año pasado creció un 6,9%, prevé <strong>Julian Evans-Pritchard</strong>, experto del gabinete Capital economics. "La estabilización del crecimiento en un margen razonable en 2019 fue el punto central de la reunión del comité político del PCC en Pekín del 13 de diciembre", subrayaron analistas de HSBC en una nota publicada el lunes.</p><p>

La economía china arrastra unos elevados niveles de deuda, lo que obligó a las autoridades a adoptar una política restrictiva de crédito y disminuir las inversiones en infraestructuras. Además, sus socios económicos estadounidenses o europeos le reprochan que la liberalización de los mercados sigue siendo insuficiente.</p><p>

Pekín está acusado de falsear la competencia al subvencionar a las empresas chinas, con prácticas comerciales "desleales" como las violaciones de la propiedad industrial o la transferencias de tecnología impuestas a las empresas extranjeras. La guerra comercial con<strong> Estados Unidos</strong> también puede lastrar las exportaciones de la mayor potencia exportadora en el mundo.</p><p>

Lea también:&nbsp;<a href="https://www.elespectador.com/noticias/el-mundo/lo-que-hay-detras-del-caso-huawei-articulo-828390" ping="/url?sa=t&amp;source=web&amp;rct=j&amp;url=https://www.elespectador.com/noticias/el-mundo/lo-que-hay-detras-del-caso-huawei-articulo-828390&amp;ved=0ahUKEwiKgd3206nfAhVHxVkKHXjACQgQqQIILigAMAI" target="_blank">Lo que hay detrás del caso&nbsp;Huawei</a></p><p>

No obstante, según <strong>Wu Qiang</strong>, un analista político en Pekín, este conflicto puede resultar una oportunidad para las autoridades chinas. "Si el Partido Comunista es suficientemente inteligente, podría aprovecharlo para impulsar una segunda fase de reformas y de apertura en la que modifique el rol del partido y del Estado", explica.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/TGOVM5YH6JDRBD2ZQDGQZHSOM4.jpg?auth=e4e961a50d06196cd00e62bcfd1c10b93fea3370e804337f32ad6d620868d9f8&amp;width=657&amp;smart=true" type="image/jpeg" height="657" width="986"/></item><item><title><![CDATA[Buscan modernizar la estadística del agro]]></title><link>https://www.elespectador.com/economia/buscan-modernizar-la-estadistica-del-agro-article-852899/</link><guid isPermaLink="true">https://www.elespectador.com/economia/buscan-modernizar-la-estadistica-del-agro-article-852899/</guid><dc:creator><![CDATA[Redacción Economía.]]></dc:creator><description><![CDATA[El DANE y el Ministerio de Agricultura presentaron la nueva Encuesta Nacional Agropecuaria. Ahora será semestral, y no anual, y busca lograr una caracterización de la población campesina. ]]></description><pubDate>Thu, 09 Apr 2026 01:54:47 +0000</pubDate><content:encoded><![CDATA[<p>El DANE y el Ministerio de Agricultura presentaron la nueva Encuesta Nacional Agropecuaria. Ahora será semestral, y no anual, y busca lograr una caracterización de la población campesina. </p><figure><img src="https://www.elespectador.com/resizer/v2/FHP3JMPO4ZB45BDMPOXQDKD4LQ.jpg?auth=0d123594463af084b321b20641fa001d599f16c6c55ee988031c068011dac26b&width=657&smart=true"/><figcaption class="op-vertical-below op-small">La ENA busca entrevistar a 65.000 productores en 49 millones de hectáreas.  / AFP<cite class="op-small"></cite></figcaption></figure><p>
	La mayoría de los productores agropecuarios en Colombia tienen entre 40 y 70 años. Ese es uno de los resultados preliminares de la Encuesta Nacional Agropecuaria (ENA), que será presentada en mayo próximo. El dato fue revelado por el director del Departamento Administrativo Nacional de Estadística (DANE), Juan Daniel Oviedo, este lunes durante el lanzamiento de la nueva ENA, ejercicio basado en una encuesta anual, que ahora tendrá una periodicidad semestral y que tiene propósitos como estimar el uso de la tierra, el área, la producción y el rendimiento de los principales cultivos, entre otros.</p><p>


	Los resultados que se presentarán el próximo mes corresponden a la encuesta de 2017, debido a un rezago. “La principal dificultad que afrontó la ENA en los últimos años es la falta de recursos, ya que los asignados en el marco de austeridad del pasado gobierno han sido insuficientes, llegan tarde o no llegan”, sostuvo el DANE. “Al solo disponer recursos para una aplicación al año, los resultados no son oportunos para la información de los tres primeros trimestres; máxime si la encuesta es necesario aplicarla al año siguiente, como es el caso para 2017 y 2018”, añadió.</p><p>


	El director del DANE explicó, además, que la información de la versión 2017 fue recolectada en los primeros meses de 2018, pero esta presentó inconsistencias que fueron corregidas en los últimos cuatro meses del año pasado. “Pudimos recuperar toda la consistencia de la información de la ENA 2017 y podremos publicar, con un rezago desafortunado, pero garantizaremos la serie estadística”.</p><p>


	Con la aplicación semestral, Oviedo explicó que en 2019 ocurrirán dos barridos: entre junio y agosto, y entre septiembre y noviembre.</p><p>


	De ahora en adelante obteniendo dos veces al año esta estadística, fundamental para la definición de la política pública, la expectativa es que la información pueda estar disponible de forma más oportuna para la toma de decisiones y que su calidad sea mejor, debido a que se reduce el período de referencia, comentó Oviedo. Con el caso específico del ejercicio de 2019, será posible obtener resultados para la ENA de 2018 y mantener la continuidad de la serie estadística.</p><p>


	El DANE, asimismo, explicó que con la nueva ENA, que cubrirá a unos 65.000 productores, se ampliarán los contenidos temáticos, para “atender las demandas de información relacionadas con aspectos sociales, ambientales y económicos”. La entidad, además, hará una caracterización de la población para cumplir con la Sentencia STP2028 de 2018, de la Corte Suprema de Justicia, con preguntas como si el entrevistado se considera campesino, si alguna vez lo fue o si la comunidad en que vive lo es.</p><p>


	Para la nueva ENA, el Ministerio de Agricultura, el DANE y Colciencias firmaron un convenio que contempla una inversión de $19.000 millones para este año, “de los cuales el Ministerio de Agricultura aporta $16.324 millones y el DANE, $2.979 millones, representados en trabajos de operatividad de la encuesta”, exprresó el Ministerio de Agricultura y Desarrollo Rural.</p><p>


	La modernización de la ENA incluirá nuevas tecnologías y actualizaciones para la interpretación de imágenes satelitales y el apoyo con drones.</p><p>


	El ministro de Agricultura, Andrés Valencia, manifestó que las debilidades en la información hasta el momento son “como si un barco pretendiera hacer una travesía sin brújula”. A pesar de que afirma que la información no ha sido “la ideal”, aseguró que no ha entorpecido la formulación de la política pública o la toma de decisiones.</p><p>


	El Espectador consultó con la Sociedad de Agricultores de Colombia (SAC) sobre la iniciativa del Gobierno, pero afirmó que hasta el momento no ha sido socializada con el gremio.</p><p>


	La ENA ha servido y servirá para actualizar y precisar los datos del mayor ejercicio estadístico que se hace para el sector, el censo nacional agropecuario. El último de estos se realizó en 2014 y sus resultados fueron publicados en 2015. La recomendación internacional es que sea actualizado cada 10 años.</p><p>
</p>]]></content:encoded><media:content url="https://www.elespectador.com/resizer/v2/FHP3JMPO4ZB45BDMPOXQDKD4LQ.jpg?auth=0d123594463af084b321b20641fa001d599f16c6c55ee988031c068011dac26b&amp;width=657&amp;smart=true" type="image/jpeg" height="498" width="800"><media:description type="plain"><![CDATA[La ENA busca entrevistar a 65.000 productores en 49 millones de hectáreas.  / AFP]]></media:description></media:content></item></channel></rss>