<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1201432042984913145</id><updated>2012-01-31T23:31:10.863+01:00</updated><category term='Plan de lectura'/><category term='La utilización del alimento'/><category term='Visita'/><category term='Peridista científico'/><category term='Glogs'/><category term='Películas'/><category term='Documentos 1º Bachillerato'/><category term='Tutorías'/><category term='Parlamento Científico'/><category term='FOTOS'/><category term='Práctica biología'/><category term='3º ESO'/><category term='CMC'/><category term='Vacaciones'/><category term='Biodiversidad'/><category term='Técnicas de estudio'/><category term='Documentos Fundamentales'/><category term='Curiosidades'/><category term='Charlas y conferencias'/><category term='Bachillerato'/><category term='Célula'/><category term='General'/><category term='Del ADN a las proteinas'/><category term='Tareas'/><category term='FTP'/><category term='Documentos 2º Bachillerato'/><category term='Felicidades'/><category term='Evaluación'/><category term='Película'/><category term='Documental'/><category term='Documentos Selectividad'/><category term='Blogs'/><category term='WebQueste'/><category term='Mitosis'/><category term='Documentos 3ºESO'/><category term='2ºBachillerato'/><category term='Video'/><category term='Nota'/><category term='Orientación'/><category term='Acividad'/><category term='Televisión'/><category term='La célula'/><category term='Premios'/><category term='Informática'/><category term='Biología y Geología'/><category term='Bioquímica'/><category term='Problemas de genética'/><category term='Cineforum'/><category term='Ciencias para el Mundo Contemporáneo'/><category term='Selectividad'/><category term='ESO'/><category term='Lectura'/><category term='4ºESO'/><category term='Recuperaciones'/><category term='Tonteria'/><category term='Genética'/><category term='Reproducción'/><category term='Música'/><category term='Ecourban'/><category term='Trabajos de CMC'/><category term='Principio Curso'/><category term='Proyecto Integrado'/><category term='Juego'/><category term='Documentos 4ºESO'/><category term='Celebración'/><category term='Concursos'/><category term='Actividad'/><category term='Trabajos'/><category term='Ejercicios'/><category term='Presentaciones'/><category term='Exámenes'/><category term='Pósters'/><title type='text'>Gori-Gori</title><subtitle type='html'>Biología y Geología y TIC</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default?start-index=101&amp;max-results=100'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>167</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-3814560476932908543</id><published>2012-01-29T20:39:00.000+01:00</published><updated>2012-01-29T20:39:48.222+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pósters'/><category scheme='http://www.blogger.com/atom/ns#' term='Concursos'/><title type='text'>Concurso-Exposición de carteles artísticos y posters científicos 2012</title><content type='html'>&lt;div class="entry" style="background-color: white; color: #555555; font-family: Arial, Tahoma, 'Century gothic', sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 25px; padding-right: 25px; padding-top: 0px;"&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;a href="http://www.montesdemalagayeducacion.es/wp-content/uploads/2012/01/postermontesdemalagapequeno1.jpg" style="color: #cf0808; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"&gt;&lt;img alt="" class="alignright size-medium wp-image-88" height="300" src="http://www.montesdemalagayeducacion.es/wp-content/uploads/2012/01/postermontesdemalagapequeno1-187x300.jpg" style="background-attachment: initial; background-clip: initial; background-color: #eeeeee; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: inline; float: right; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px;" title="postermontesdemalagapequeno" width="187" /&gt;&lt;/a&gt;La Delegación Provincial de la Consejería de Educación y la Junta Rectora del Parque Natural de los Montes de Málaga convocan el Primer Concurso Escolar&amp;nbsp;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;“Educación y Montes de Málaga”&lt;/strong&gt;&amp;nbsp;con el objetivo principal de promover el uso educativo de dicho espacio natural tanto en sus aspectos biológicos y medioambientales como en los etnográficos y sociológicos.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;El concurso&amp;nbsp;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;“Educación y Montes de Málaga”&lt;/strong&gt;&amp;nbsp;tiene por objeto también fomentar la creatividad, la capacidad de investigación y síntesis, las habilidades estéticas, etc., del alumnado malagueño, así como propiciar su conocimiento del Parque Natural.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Con los carteles y pósters se montará una exposición en la Delegación Provincial de Educación, y los más relevantes pasarán a formar parte de una exposición itinerante, en los Centros participantes o que lo soliciten. Paralelamente estarán expuestos en Internet en la dirección web www.montesdemalagayeducacion.es.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;El trabajo a realizar por los alumnos/as que deseen participar en el concurso será un cartel, en formato vertical y con unas dimensiones de 60 x 96, acerca de un tema relacionado con el Parque Natural de los Montes de Málaga. Los alumnos/as participantes además de realizar un estudio profundo sobre la temática tratada tendrán que realizar una selección de los aspectos más relevantes del mismo, dar especial importancia al aspecto estético, incluyendo fotos, gráficos, esquemas, etc.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Los concursantes podrán optar entre realizar un póster científico o un cartel artístico.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Bases del concurso&lt;/strong&gt;&lt;/div&gt;&lt;ol style="line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Las creaciones podrán ser realizadas individualmente o bien en grupos. Cada alumno/a podrá participar únicamente en la realización de un cartel, bien individualmente o bien como parte del grupo.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;El tema del cartel y/o póster es libre, pero siempre deberá estar relacionado con el Parque Natural de los Montes de Málaga.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Se puede utilizar cualquier técnica para la confección del cartel, pero el resultado final deberá entregarse en formato PDF.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Todos los carteles y pósters tendrán un tamaño de impresión de 60 x 96 cm.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Los trabajos serán enviados a la siguiente dirección de correo electrónico&lt;a href="http://www.montesdemalagayeducacion.es/%22mailto:" style="color: #cf0808; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"&gt;montesdemalagayeducacion@gmail.com&lt;/a&gt;, indicando en el “Asunto” del mensaje “Entrega de cartel: nombre del cartel y -nombre y apellidos-“.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;En el cuerpo del mensaje se deberá indicar en nivel educativo (Infantil y Primaria o ESO y Bachillerato) y la categoría de participación (Cartel artístico o póster científico)&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Los trabajos serán evaluados tanto por su calidad técnica como por su apariencia estética.&lt;/li&gt;&lt;li style="list-style-position: outside; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Todos los trabajos presentados serán expuestos y quedarán en propiedad de la Delegación, pasando a formar parte de los recursos de la misma.&lt;/li&gt;&lt;/ol&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Calificación de los Carteles&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;El jurado estará compuesto por técnicos del Parque Natural y de la Delegación Provincial de Educación.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Categorías&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Se establecen las siguientes categorías:&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;A) Carteles artísticos&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;B) Pósters científicos&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;En cada una de ellas se establecen categorías en función de los niveles educativos:&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;A) Educación Infantil y Primaria&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;B) Educación Secundaria Obligatoria y Bachillerato&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Premios:&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Cada categoría tendrá un único premio consistente en una cámara réflex digital de primera marca u ordenador portátil tipo tablet.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;A criterio del jurado se podrán establecer menciones especiales.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;A todos los trabajos seleccionados se entregará un diploma conmemorativo&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Aceptación de las bases&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;En caso de duda con respecto a la interpretación de las Bases de este concurso, la decisión del Jurado es inapelable.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;La participación en el concurso supone la plena aceptación de las bases.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Las mismas pueden ser modificadas por razones organizativas. Cualquier variación se comunicará en la web www.montesdemalagayeducacion.es&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;El jurado puede declarar desierta alguna o algunas categorías.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Fechas importantes&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Inicio del Plazo de presentación: 24 de enero de 2012&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Fin del Plazo de presentación: 12 de marzo 2012&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Fallo del Jurado y Entrega de premios: 21 de marzo de 2012,&amp;nbsp;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Día Forestal Mundial&lt;/strong&gt;.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Información Adicional&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;¿Qué es un póster científico?&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Un póster es un documento donde se pretende reunir, en muy poco espacio y de manera esquemática y fácil de asimilar, el conjunto de información que se quiere transmitir.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Además de la información en sí, es muy importante su diseño gráfico, dado que un diseño atractivo hará que el espectador se fije en él y tenga una predisposición positiva para asimilar el mensaje que lleva.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Así, podemos resaltar algunos puntos importantes:&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;• Elegir muy bien la información a incluir. Cuanta más información haya más confusa aparecerá, con lo que no se logrará el objetivo.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;• Distribuir la información de manera esquemática, que sea fácil de leer y asimilar por el espectador.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;• Dar prioridad al aspecto visual, incluyendo gráficos, fotos, esquemas, etc., que llamen la atención y ayuden a entender el contenido del mismo.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;¿Cómo puedo realizar el cartel?&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Para realizar el cartel puede utilizarse cualquier herramienta informática que se desee (programas de dibujo, programas de fotocomposición, procesadores de texto,…). El único requisito es que, a partir de ese programa pueda generarse un fichero PDF para su posterior impresión.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;¿Cómo puedo generar un pdf?&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Para generar el PDF necesitas utilizar un ordenador donde tenga instalada como impresora el Acrobat Distiller. También hay programas gratuitos que realizan la misma función. Ponte en contacto con tus profesores y te indicarán cómo hacerlo.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;¿Debo incluir el nombre del autor o autores?&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Sí. Es importante que conste, puesto que eso servirá para que todos los que lo vean sepan que tú has hecho el trabajo y reconozcan tu esfuerzo.&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;Si tienes cualquier duda, problema, etc., sobre cualquier cuestión relacionada con el concurso la puedes consultar en la dirección de correo electrónico&amp;nbsp;&lt;a href="http://www.montesdemalagayeducacion.es/%22mailto:" style="color: #cf0808; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"&gt;montesdemalagayeducacion@gmail.com&lt;/a&gt;&lt;/div&gt;&lt;div style="line-height: 21px; margin-bottom: 5px; margin-top: 5px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: justify;"&gt;&lt;b&gt;Fuente:&lt;/b&gt;&lt;a href="http://www.montesdemalagayeducacion.es/?p=27"&gt; Montes de Málaga y Educación&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-3814560476932908543?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/3814560476932908543/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=3814560476932908543' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3814560476932908543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3814560476932908543'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2012/01/concurso-exposicion-de-carteles.html' title='Concurso-Exposición de carteles artísticos y posters científicos 2012'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-4306403553629428602</id><published>2012-01-09T14:34:00.003+01:00</published><updated>2012-01-10T15:23:36.829+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cineforum'/><title type='text'>Ciclo de Cine Científico en el Colegio de la Presentación</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: orange;"&gt;CICLO DE CINE CIENTÍFICO EN EL COLEGIO LA PRESENTACIÓN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: orange;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="https://docs.google.com/open?id=0B6IKYT4EjE2ZYTNiOWU5MDYtZjU2NS00Mzk1LWEyYmItNTI4NmIzMjM1MWFm"&gt;Ver información detallada&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="https://docs.google.com/open?id=0B6IKYT4EjE2ZNzJjYTFhZmQtYjA1Ni00ODBhLTgxYjItMTRiMTMyYzg0MmNl"&gt;Bajar Guía Didáctica&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ZE17pDPvbFY/Twrsp-V8yxI/AAAAAAAACIA/kTkXkEbCub4/s1600/Cartel_Colegio_presentacion_malaga%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-ZE17pDPvbFY/Twrsp-V8yxI/AAAAAAAACIA/kTkXkEbCub4/s640/Cartel_Colegio_presentacion_malaga%25281%2529.jpg" width="451" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-4306403553629428602?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/4306403553629428602/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=4306403553629428602' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4306403553629428602'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4306403553629428602'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2012/01/ciclo-de-cine-cientifico-en-el-colegio.html' title='Ciclo de Cine Científico en el Colegio de la Presentación'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ZE17pDPvbFY/Twrsp-V8yxI/AAAAAAAACIA/kTkXkEbCub4/s72-c/Cartel_Colegio_presentacion_malaga%25281%2529.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-5095911892326372250</id><published>2012-01-09T14:18:00.000+01:00</published><updated>2012-01-09T14:18:55.439+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Biología y Geología'/><category scheme='http://www.blogger.com/atom/ns#' term='Trabajos'/><title type='text'>¡INVENTATE UN FRAUDE CIENTÍFICO!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; line-height: 16px;"&gt;&lt;span style="color: orange;"&gt;&lt;b&gt;¡INVENTATE UN FRAUDE CIENTÍFICO!&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;" /&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-bWJrpPfmR6Q/TY-BWTv7k0I/AAAAAAAAB7M/CTtzyUDSEoU/s1600/images.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-bWJrpPfmR6Q/TY-BWTv7k0I/AAAAAAAAB7M/CTtzyUDSEoU/s1600/images.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; position: relative;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;" /&gt;&lt;br style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;" /&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;Para este trimestre, los alumnos de Biología y Geología de 1º de Bachillerato tendréis que pensar en un i&lt;/span&gt;&lt;b style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;nvento y la creación de un "&lt;i&gt;producto milagro&lt;/i&gt;&lt;/b&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;":&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;para ello tendréis que diseñar de la manera más convincente y científica posible un producto original que haga algo especial pero que en realidad sea puro fraude. Se trata de engañar al personal con elegancia y con "argumentos científicos". Hay cientos de ejemplos en Internet, pero no se trata de copiar uno, sino de inventárselo para luego presentarlo en una "&lt;i&gt;Feria de los productos milagro&lt;/i&gt;" que celebraremos en clase. Podéis ayudaros de&amp;nbsp;&lt;/span&gt;&lt;a href="http://elcentinel.blogspot.com/2010/08/como-crear-un-producto-milagro.html" style="background-color: white; color: #6699cc; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px; text-decoration: none;"&gt;este enlace&lt;/a&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;.&lt;/span&gt;&lt;br style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;" /&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;"&gt;En este trabajo debe existir:&lt;/span&gt;&lt;br style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px;" /&gt;&lt;br /&gt;&lt;ul style="background-color: white; color: #333333; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 12px; line-height: 16px; list-style-image: initial; list-style-position: initial; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 2.5em; padding-right: 2.5em; padding-top: 0px;"&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Un prototipo (el producto en sí, que podáis enseñar a todo el mundo).&lt;/li&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Algo de publicidad del mismo (folleto, anuncio o lo que sea)&lt;/li&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Un prospecto donde vengan detalladamente todos los argumentos científicos y las propiedades de vuestro producto.&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-5095911892326372250?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/5095911892326372250/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=5095911892326372250' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5095911892326372250'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5095911892326372250'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2012/01/inventate-un-fraude-cientifico.html' title='¡INVENTATE UN FRAUDE CIENTÍFICO!'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-bWJrpPfmR6Q/TY-BWTv7k0I/AAAAAAAAB7M/CTtzyUDSEoU/s72-c/images.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-6370054944972164353</id><published>2012-01-03T11:45:00.001+01:00</published><updated>2012-01-03T11:47:48.840+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Plan de lectura'/><title type='text'>Plan de lectura de Ciencias</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="color: orange; font-family: inherit; font-size: large;"&gt;PLAN DE LECTURA DE CIENCIAS&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_N4HQP5Ta-qc/TQus-9sGeyI/AAAAAAAAB40/kBksNZ9M8fg/s1600/read-more_lee+mas.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;img border="0" height="280" src="http://2.bp.blogspot.com/_N4HQP5Ta-qc/TQus-9sGeyI/AAAAAAAAB40/kBksNZ9M8fg/s400/read-more_lee+mas.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; position: relative;" width="400" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit;"&gt;Para que no os ocurra lo que al de la fotografía, en el segundo trimestre os propongo una lectura "voluntaria" para los distintos cursos que valoraré muy positivamente.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #333333;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;b style="background-color: white; color: #333333;"&gt;Se trata de libros muy fáciles de leer, nada gruesos, adaptados a vuestras edades e intereses y muy relacionados con lo que estamos dando en las diferentes asignaturas. Estoy seguro que os van a interesar. Palabra....¡Podéis pedírselo a los reyes magos!&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="background-color: white; color: #333333;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: white; color: #333333;"&gt;Si no lo encontráis en vuestra librería habitual solicitad que os lo pidan cuanto antes, aunque tenéis tiempo hasta final del segundo trimestre.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="background-color: white; color: #333333; line-height: 16px; list-style-image: initial; list-style-position: initial; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 2.5em; padding-right: 2.5em; padding-top: 0px;"&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;b&gt;&lt;span style="font-family: inherit;"&gt;Plan de Lectura para &amp;nbsp;entender la genética humana en la asignatura de Biología y Geología 4º de ESO:&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit;"&gt;&amp;nbsp;“&lt;a href="http://www.octaedro.com/OCTart.asp?id=es&amp;amp;libro=12105&amp;amp;txt=Ojos%20de%20pantera" style="color: #6699cc; text-decoration: none;"&gt;&lt;i&gt;Ojos de pantera&lt;/i&gt;&lt;/a&gt;”. Sílvia Aymerich i Lemos. Colección Narraciones Solaris. Editorial Octaedro. &amp;nbsp;Ref: 12105. ISBN: 978-84-8063-323-9. 110 pp.&lt;b style="font-size: small;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_N4HQP5Ta-qc/TQuv0s-ZdiI/AAAAAAAAB5A/b63d0-fuoO4/s1600/12105.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/_N4HQP5Ta-qc/TQuv0s-ZdiI/AAAAAAAAB5A/b63d0-fuoO4/s1600/12105.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; position: relative;" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul style="background-color: white; color: #333333; line-height: 16px; list-style-image: initial; list-style-position: initial; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 2.5em; padding-right: 2.5em; padding-top: 0px;"&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;b&gt;Plan de Lectura&amp;nbsp; para entender la evolución de la célula al hombre en la asignatura de Ciencias para el Mundo Contemporáneo de 1º Bachillerato:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="background-color: white; color: #333333; font-family: inherit;"&gt;&amp;nbsp;“&lt;a href="http://www.octaedro.com/OCTart.asp?id=es&amp;amp;libro=12111&amp;amp;txt=%A1Gelati%21" style="color: #6699cc; text-decoration: none;"&gt;&lt;i&gt;¡Gelati!&lt;/i&gt;&lt;/a&gt;”. Sílvia Aymerich i Lemos. Colección Narraciones Solaris. Editorial Octaedro. Ref: 12111. ISBN: 978-84-8063-884-5. 160 pp.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_N4HQP5Ta-qc/TQuvucPf4RI/AAAAAAAAB48/jGsisaTwHbs/s1600/12111.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/_N4HQP5Ta-qc/TQuvucPf4RI/AAAAAAAAB48/jGsisaTwHbs/s1600/12111.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; position: relative;" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul style="background-color: white; color: #333333; line-height: 16px; list-style-image: initial; list-style-position: initial; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.5em; padding-bottom: 0px; padding-left: 2.5em; padding-right: 2.5em; padding-top: 0px;"&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;b&gt;Plan de Lectura&amp;nbsp; para entender las aplicaciones del genoma humano en la asignatura de Biología de 2º de Bachillerato:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_643908152" style="color: #6699cc; text-decoration: none;"&gt;“&amp;nbsp;&lt;/a&gt;&lt;a href="http://www.octaedro.com/OCTart.asp?id=es&amp;amp;libro=12110&amp;amp;txt=Hello,%20Dolly%21" style="color: #6699cc; text-decoration: none;"&gt;&lt;i&gt;Hello, Dolly&lt;/i&gt;”&lt;/a&gt;. Francesc Murgadas i Bardí. Colección Narraciones Solaris. Editorial Octaedro. Ref: 12110. ISBN: 978-84-8063-634-6. 128pp.&lt;/span&gt;&lt;/li&gt;&lt;li style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0.25em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_N4HQP5Ta-qc/TQuvtMQJ1xI/AAAAAAAAB44/KjW3qwnAMtM/s1600/12110.jpg" imageanchor="1" style="color: #33aaff; margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/_N4HQP5Ta-qc/TQuvtMQJ1xI/AAAAAAAAB44/KjW3qwnAMtM/s1600/12110.jpg" style="border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; position: relative;" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: center;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="background-color: white; clear: both; color: #333333; font-size: 12px; line-height: 16px; text-align: left;"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: inherit;"&gt;No obstante, siempre os podréis negar si queréis ser como el Jonan:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="360" width="640"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Tf1r3RyiIZk&amp;hl=es_ES&amp;feature=player_embedded&amp;version=3"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/Tf1r3RyiIZk&amp;hl=es_ES&amp;feature=player_embedded&amp;version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="440" height="360"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-6370054944972164353?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/6370054944972164353/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=6370054944972164353' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/6370054944972164353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/6370054944972164353'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2012/01/plan-de-lectura-de-ciencias.html' title='Plan de lectura de Ciencias'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_N4HQP5Ta-qc/TQus-9sGeyI/AAAAAAAAB40/kBksNZ9M8fg/s72-c/read-more_lee+mas.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-8708388192879502560</id><published>2011-12-28T11:52:00.001+01:00</published><updated>2011-12-28T11:52:39.692+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Video'/><category scheme='http://www.blogger.com/atom/ns#' term='Tutorías'/><title type='text'>¿Qué se puede hacer con el cambio de 1 €?</title><content type='html'>&lt;b&gt;¿Qué se puede hacer con el cambio de 1 €?&lt;/b&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/9DXL9vIUbWg" width="460"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-8708388192879502560?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/8708388192879502560/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=8708388192879502560' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/8708388192879502560'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/8708388192879502560'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/12/que-se-puede-hacer-con-el-cambio-de-1.html' title='¿Qué se puede hacer con el cambio de 1 €?'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/9DXL9vIUbWg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-5771108949860123478</id><published>2011-12-23T13:18:00.002+01:00</published><updated>2011-12-23T13:18:26.909+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Felicidades'/><title type='text'>Felices fiestas</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BWxMyO3ytPo/TvRxTCK9dgI/AAAAAAAACHs/LFocfP7DFm4/s1600/Felices+Navidades+Cient%25C3%25ADficas+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="227" src="http://3.bp.blogspot.com/-BWxMyO3ytPo/TvRxTCK9dgI/AAAAAAAACHs/LFocfP7DFm4/s320/Felices+Navidades+Cient%25C3%25ADficas+4.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-5771108949860123478?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/5771108949860123478/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=5771108949860123478' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5771108949860123478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5771108949860123478'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/12/felices-fiestas.html' title='Felices fiestas'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BWxMyO3ytPo/TvRxTCK9dgI/AAAAAAAACHs/LFocfP7DFm4/s72-c/Felices+Navidades+Cient%25C3%25ADficas+4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-1531947883128336898</id><published>2011-11-14T13:58:00.000+01:00</published><updated>2011-11-14T13:58:28.689+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Presentaciones'/><title type='text'>Presentaciones en Power Point</title><content type='html'>Como os dije, hacer una presentación en Power Point o similar no tiene mucho truco. Lo difícil es hacerlo bien.&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;Idea principal:&lt;/b&gt; Biodiversidad&lt;/li&gt;&lt;li&gt;&lt;b&gt;Objetivo:&lt;/b&gt; Convencer a la audiencia con argumentos científicos de la importancia de la biodiversidad en los ecosistemas&lt;/li&gt;&lt;li&gt;&lt;b&gt;Método&lt;/b&gt;: &amp;nbsp;Pecha Kucha&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 13px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-p4Uw6pizh84/TsEQRtQrrWI/AAAAAAAACFA/0aYiV41R6Kw/s1600/pechakucha_517.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-p4Uw6pizh84/TsEQRtQrrWI/AAAAAAAACFA/0aYiV41R6Kw/s320/pechakucha_517.jpg" width="237" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 13px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 13px;"&gt;Fuente: EducaconTIC (www.educacontic.org), un dibujo de Néstor Alonso&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Aquí os dejo&lt;b&gt; algunas recetas&lt;/b&gt;, la primera está en catalán, pero bien vale echarle un vistazo porque está dirigida a estudiantes de bachillerato que van a hacer una investigación como vosotros y la segunda es más general. &lt;br /&gt;&lt;br /&gt;Buen provecho.&lt;br /&gt;&lt;br /&gt;&lt;object height="300" width="400"&gt;&lt;param name="allowfullscreen" value="true" /&gt;&lt;param name="allowscriptaccess" value="always" /&gt;&lt;param name="movie" value="http://vimeo.com/moogaloop.swf?clip_id=8907875&amp;amp;server=vimeo.com&amp;amp;show_title=1&amp;amp;show_byline=1&amp;amp;show_portrait=0&amp;amp;color=&amp;amp;fullscreen=1" /&gt;&lt;embed src="http://vimeo.com/moogaloop.swf?clip_id=8907875&amp;amp;server=vimeo.com&amp;amp;show_title=1&amp;amp;show_byline=1&amp;amp;show_portrait=0&amp;amp;color=&amp;amp;fullscreen=1" type="application/x-shockwave-flash" allowfullscreen="true" allowscriptaccess="always" width="400" height="300"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/8907875"&gt;Com presentar el Treball de Recerca (IES Forat del Vent)&lt;/a&gt; from &lt;a href="http://vimeo.com/carlescv"&gt;Carles Caño&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div id="__ss_959912" style="text-align: left; width: 425px;"&gt;&lt;a href="http://www.slideshare.net/gm5/muerte-por-powerpoint-tips-para-ejecutivos-y-estudiantes-presentation" style="display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px 0pt 3px; text-decoration: underline;" title="Muerte por PowerPoint: Tips para ejecutivos y estudiantes según Chris Yeung en español "&gt;Muerte por PowerPoint: Tips para ejecutivos y estudiantes según Chris Yeung en español &lt;/a&gt;&lt;object height="355" style="margin: 0px;" width="425"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=ce-young-1233111548940590-3&amp;stripped_title=muerte-por-powerpoint-tips-para-ejecutivos-y-estudiantes-presentation" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=ce-young-1233111548940590-3&amp;stripped_title=muerte-por-powerpoint-tips-para-ejecutivos-y-estudiantes-presentation" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;div style="font-family: tahoma,arial; font-size: 11px; height: 26px; padding-top: 2px;"&gt;View more &lt;a href="http://www.slideshare.net/" style="text-decoration: underline;"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/gm5" style="text-decoration: underline;"&gt;Giovanni Martínez Castillo&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-1531947883128336898?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/1531947883128336898/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=1531947883128336898' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/1531947883128336898'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/1531947883128336898'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/11/presentaciones-en-power-point.html' title='Presentaciones en Power Point'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-p4Uw6pizh84/TsEQRtQrrWI/AAAAAAAACFA/0aYiV41R6Kw/s72-c/pechakucha_517.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-1454107685525395490</id><published>2011-11-10T14:39:00.000+01:00</published><updated>2011-11-10T14:39:27.915+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Problemas de genética'/><title type='text'>Problemas de genética</title><content type='html'>Aquí tenéis algunos listados de problemas para ir abriendo boca:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;&lt;a href="https://docs.google.com/Doc?docid=dcj9hstv_290qft5rnft&amp;amp;hl=es"&gt;Listado de problemas resueltos 1&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://docs.google.com/Presentation?id=dcj9hstv_295dn9ktvdn"&gt;Listado de problemas resueltos 2&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&amp;nbsp;&lt;a href="https://docs.google.com/Doc?docid=dcj9hstv_291g3tj9pd2&amp;amp;hl=es"&gt;Listado de problemas resueltos 3&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="https://docs.google.com/Doc?docid=dcj9hstv_294d5vq8w9z&amp;amp;hl=es"&gt;Listado para resolver&lt;/a&gt;&lt;/li&gt;&lt;/ol&gt;&lt;a href="http://www.scribd.com/doc/14232499/problemas-genetica-con-guion-de-respuestas" style="display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px auto 6px; text-decoration: underline;" title="View problemas genética con guión de respuestas on Scribd"&gt; &lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.scribd.com/doc/14232499/problemas-genetica-con-guion-de-respuestas" style="display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px auto 6px; text-decoration: underline;" title="View problemas genética con guión de respuestas on Scribd"&gt;Problemas genética con guión de respuestas&lt;/a&gt; &lt;object data="http://d1.scribdassets.com/ScribdViewer.swf" height="500" id="doc_764364167415011" name="doc_764364167415011" style="outline: medium none;" type="application/x-shockwave-flash" width="100%"&gt;  &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=14232499&amp;access_key=key-27atn2pkwlrkkbki5hhu&amp;page=1&amp;viewMode=list"&gt;&lt;embed id="doc_764364167415011" name="doc_764364167415011" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=14232499&amp;access_key=key-27atn2pkwlrkkbki5hhu&amp;page=1&amp;viewMode=list" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="500" width="100%" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;  &lt;/object&gt; &lt;br /&gt;Además como siempre, para el examen tenemos tres niveles de problemas:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;&lt;a href="https://docs.google.com/Doc?docid=0AaIKYT4EjE2ZZGNqOWhzdHZfMjUxaGh6YjJiZms&amp;amp;hl=es"&gt;Problemas de Genética Nivel1&lt;/a&gt;&lt;/li&gt;&lt;li&gt; &lt;a href="https://docs.google.com/Doc?docid=0AaIKYT4EjE2ZZGNqOWhzdHZfMjUzaHNmNTdzYzY&amp;amp;hl=es"&gt;Problemas de Genética Nivel 2&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="https://docs.google.com/Doc?docid=0AaIKYT4EjE2ZZGNqOWhzdHZfMjU5Z2g4bXRwZ24&amp;amp;hl=es"&gt;Problemas de Genéticoa Nivel 3&lt;/a&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-1454107685525395490?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/1454107685525395490/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=1454107685525395490' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/1454107685525395490'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/1454107685525395490'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/11/problemas-de-genetica.html' title='Problemas de genética'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-5621974761908914829</id><published>2011-11-06T20:37:00.001+01:00</published><updated>2011-11-06T20:41:41.773+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Celebración'/><title type='text'>Día Mundial de la Ciencia</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.renovables-energia.com/wp-content/uploads/2009/11/dia-mundial-ciencia-paz-desarrollo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.renovables-energia.com/wp-content/uploads/2009/11/dia-mundial-ciencia-paz-desarrollo.jpg" width="224" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;El Día Mundial de la Ciencia para la Paz  y el Desarrollo es un evento anual celebrado en todo el mundo para  recordar el compromiso asumido en la Conferencia Mundial sobre la  Ciencia, que se celebró en Budapest en 1999, bajo el auspicio de la  Organización de las &lt;em&gt;Naciones Unidas &lt;/em&gt;para la Educación, la Ciencia y la Cultura (&lt;em&gt;UNESCO&lt;/em&gt;) y el Consejo Internacional de Uniones Científicas (&lt;em&gt;CIUC&lt;/em&gt;).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;El propósito del Día Mundial de la  Ciencia para la Paz y el Desarrollo es “&lt;i&gt;renovar el compromiso, tanto  nacional como internacional, en pro de la ciencia para la paz y el  desarrollo, y hacer hincapié en la utilización responsable de la ciencia  en beneficio de las sociedades y en particular, para la erradicación de  la pobreza y en pro de la seguridad humana&lt;/i&gt;”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El Día Mundial también tiene por objeto  lograr una mayor conciencia en el público de la importancia de la  ciencia y colmar la brecha existente entre la ciencia y la sociedad. &lt;a href="http://www.un.org/es/events/scienceday/links.shtml"&gt;Accede a los enlaces relacionados para trabajar durante la semana internacional de la ciencia y la paz.&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fuente: &lt;a href="http://lnx.educacionenmalaga.es/valores/2011/11/06/10-de-noviembre-de-2011-dia-mundial-de-la-ciencia-para-la-paz-y-el-desarrollo/"&gt;Educación en Málaga &lt;/a&gt;&lt;/div&gt;&lt;ul&gt;&lt;h3&gt;Naciones Unidas&lt;/h3&gt;&lt;li&gt;&lt;a href="http://www.un.org/es/development/progareas/sciencetech.shtml"&gt;Ciencia, tecnología y sectores de producción&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.unctad.org/Templates/Page.asp?intItemID=3402&amp;amp;lang=3"&gt;Consejo Económico y Social - Comisión de Ciencia y Tecnología para el Desarrollo&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.un.org/es/events/peaceday/"&gt;Día Internacional de la Paz&lt;/a&gt; (21 de septiembre)&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.un.org/es/events/devinfoday/"&gt;Día Mundial de Información sobre el Desarrollo&lt;/a&gt; (24 de octubre)&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.un.org/es/events/iyrc2010/"&gt;Año Internacional de Acercamiento de las Culturas &lt;/a&gt;&lt;/li&gt;&lt;h3&gt;UNESCO&lt;/h3&gt;&lt;li&gt;&lt;a href="http://www.unesco.org/new/en/natural-sciences/science-technology/sti-policy/global-focus/science-popularization/world-science-day-2011/"&gt;Día Mundial de la Ciencia para la Paz y el Desarrollo&lt;/a&gt; &lt;img alt="Disponible en inglés" height="14" src="http://www.un.org/common/images/icons/ico_en.gif" style="border: none;" title="Disponible en inglés" width="14" /&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://portal.unesco.org/science/en/ev.php-URL_ID=5572&amp;amp;URL_DO=DO_TOPIC&amp;amp;URL_SECTION=201.html"&gt;Ciencias Naturales&lt;/a&gt; &lt;img alt="Disponible en inglés" height="14" src="http://www.un.org/common/images/icons/ico_en.gif" style="border: none;" title="Disponible en inglés" width="14" /&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.unesco.org/new/es/social-and-human-sciences/"&gt;Ciencias Sociales y Humanas&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.unesco.org/science/psd/publications/science_report2010.shtml"&gt;Informe Científico de la UNESCO 2010&lt;/a&gt; &lt;img alt="Disponible en inglés" height="14" src="http://www.un.org/common/images/icons/ico_en.gif" style="border: none;" title="Disponible en inglés" width="14" /&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.unesco.org/new/es/social-and-human-sciences/resources/reports/world-social-science-report/"&gt;Informe Mundial sobre las Ciencias Sociales 2010&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.unesco.org/new/es/media-services/single-view/news/social_sciences_2010_world_report_observes_growth_in_emerging_countries/"&gt;El Informe Mundial sobre las Ciencias Sociales 2010 pone de manifiesto los progresos de los países emergentes&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://portal.unesco.org/science/en/ev.php-URL_ID=3597&amp;amp;URL_DO=DO_TOPIC&amp;amp;URL_SECTION=201.html"&gt;La mujer y la ciencia&lt;/a&gt; &lt;img alt="Disponible en inglés" height="14" src="http://www.un.org/common/images/icons/ico_en.gif" style="border: none;" title="Disponible en inglés" width="14" /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;Fuente: &lt;a href="http://www.un.org/es/events/scienceday/links.shtml"&gt;NNUU&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-5621974761908914829?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/5621974761908914829/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=5621974761908914829' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5621974761908914829'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5621974761908914829'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/11/blog-post.html' title='Día Mundial de la Ciencia'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-6284011850016449903</id><published>2011-10-31T16:59:00.001+01:00</published><updated>2011-10-31T16:59:19.128+01:00</updated><title type='text'>Os aconsejo un librito</title><content type='html'>&lt;div&gt;&lt;p&gt;&lt;a href="http://feedproxy.google.com/~r/evolutionibus/NbnH/~3/7Eg8wTlSitQ/"&gt;Ciencia para Nicol&amp;#225;s y para todos los dem&amp;#225;s&lt;/a&gt;&lt;br&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-6284011850016449903?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/6284011850016449903/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=6284011850016449903' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/6284011850016449903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/6284011850016449903'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/10/os-aconsejo-un-librito.html' title='Os aconsejo un librito'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-3995175948350858983</id><published>2011-10-27T17:58:00.002+02:00</published><updated>2011-10-27T17:59:52.861+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Película'/><title type='text'>Bebés, tan distintos y tan iguales</title><content type='html'>Una &lt;a href="http://www.karmafilms.es/bebes/"&gt;hermosa película&lt;/a&gt; para disfrutar en familia que sigue la vida de cuatro bebés en distintos luagares del mundo y con culturas muy diferentes.&lt;br /&gt;&lt;br /&gt;&lt;iframe width="400" height="320" src="http://www.youtube.com/embed/Nq809xxRddc" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-3995175948350858983?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/3995175948350858983/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=3995175948350858983' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3995175948350858983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3995175948350858983'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/10/bebes-tan-distintos-y-tan-iguales.html' title='Bebés, tan distintos y tan iguales'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Nq809xxRddc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-7579929601513195109</id><published>2011-10-22T10:40:00.001+02:00</published><updated>2011-10-22T10:42:48.459+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Célula'/><category scheme='http://www.blogger.com/atom/ns#' term='Video'/><title type='text'>Dentro de la célula</title><content type='html'>¿No es alucinante lo que ocurre dentro de cada una de nuestras células?&lt;br /&gt;&lt;br /&gt;&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/5GATtn4edeU" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/BmuZFp53MI8" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-7579929601513195109?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/7579929601513195109/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=7579929601513195109' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/7579929601513195109'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/7579929601513195109'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/10/dentro-de-la-celula.html' title='Dentro de la célula'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/5GATtn4edeU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-8432217720381565353</id><published>2011-10-17T09:06:00.001+02:00</published><updated>2011-10-17T09:06:58.154+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Célula'/><category scheme='http://www.blogger.com/atom/ns#' term='Película'/><title type='text'>La sangre</title><content type='html'>Sobre las células sanguíneas...pero bastante más divertido que en clase ¿No?&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Primera parte&lt;/b&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Nvi_cTxu_k8" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Segunda parte&lt;/b&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/A0dPMUxvqDY" width="400"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-8432217720381565353?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/8432217720381565353/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=8432217720381565353' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/8432217720381565353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/8432217720381565353'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/10/la-sangre.html' title='La sangre'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Nvi_cTxu_k8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-2387049236835837783</id><published>2011-09-26T16:22:00.002+02:00</published><updated>2011-09-26T16:22:37.124+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='La célula'/><category scheme='http://www.blogger.com/atom/ns#' term='4ºESO'/><title type='text'>La célula como fábrica</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_N4HQP5Ta-qc/SNC2sMcNFBI/AAAAAAAABEE/6-dx4BTUER4/s1600-h/celula.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5246894436256650258" src="http://4.bp.blogspot.com/_N4HQP5Ta-qc/SNC2sMcNFBI/AAAAAAAABEE/6-dx4BTUER4/s400/celula.jpg" style="cursor: hand; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;Una célula se puede comparar con una fábrica.&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;&lt;strong&gt;Imprime la imagen e intenta contestar por qué se relaciona cada orgánulo indicado con un número con una función determinada.&lt;/strong&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-2387049236835837783?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/2387049236835837783/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=2387049236835837783' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/2387049236835837783'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/2387049236835837783'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/09/la-celula-como-fabrica.html' title='La célula como fábrica'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_N4HQP5Ta-qc/SNC2sMcNFBI/AAAAAAAABEE/6-dx4BTUER4/s72-c/celula.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-575086795204119769</id><published>2011-09-26T16:19:00.000+02:00</published><updated>2011-09-26T16:19:38.938+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Video'/><category scheme='http://www.blogger.com/atom/ns#' term='Televisión'/><title type='text'>Programa muy interesante para pensar sobre ciencia</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="225" src="http://player.vimeo.com/video/26084551?title=0&amp;amp;byline=0&amp;amp;portrait=0&amp;amp;color=ffe100" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/26084551"&gt;Escépticos: trailer&lt;/a&gt; from &lt;a href="http://vimeo.com/mimesacojea"&gt;Jose A. Pérez&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tras el éxito del estreno del piloto &lt;a href="http://www.microsiervos.com/archivo/ciencia/esceptico-etb-en-linea.html" target="_blank"&gt;¿Fuimos a la Luna?&lt;/a&gt; y de que con ello la ETB encargara una temporada completa de &lt;a href="http://www.eitb.com/es/television/programas/escepticos/" target="_blank"&gt;&lt;strong&gt;Escépticos&lt;/strong&gt;&lt;/a&gt;, un magnífico programa donde se cuestionan temas relacionados con pseudociencias que os recomiendo que veáis.&lt;br /&gt;&lt;br /&gt;Para los que no vivimos en el País Vasco, el plan es que al mismo  tiempo que se emita cada uno de los capítulos este sea colgado de la web  de la ETB, con lo que todos podremos disfrutar de ellos al momento.&lt;br /&gt;&lt;br /&gt;¡No te lo pierdas! &lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.eitb.com/es/television/programas/escepticos/"&gt;Página web del programa &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Fuente&lt;/b&gt;: &lt;a href="http://www.microsiervos.com/"&gt;Microsiervos &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-575086795204119769?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/575086795204119769/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=575086795204119769' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/575086795204119769'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/575086795204119769'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/09/programa-muy-interesante-para-pensar.html' title='Programa muy interesante para pensar sobre ciencia'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-4751502551620710962</id><published>2011-09-25T12:11:00.001+02:00</published><updated>2011-09-25T12:11:17.001+02:00</updated><title type='text'>Animaciones sobre la osmosis</title><content type='html'>&lt;div&gt;&lt;p&gt;&lt;a href="http://stemcellizpisua.blogspot.com/2011/09/animaciones-sobre-la-osmosis.html"&gt;Animaciones sobre la &amp;#243;smosis&lt;/a&gt;&lt;br&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-4751502551620710962?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/4751502551620710962/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=4751502551620710962' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4751502551620710962'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4751502551620710962'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/09/animaciones-sobre-la-osmosis.html' title='Animaciones sobre la osmosis'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-3400670022195805918</id><published>2011-09-09T14:13:00.000+02:00</published><updated>2011-09-09T14:13:53.361+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Charlas y conferencias'/><title type='text'>Encuentros con la Ciencia</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAAEsCAIAAAD4kzBkAAAgAElEQVR4nIy8d3RrWXmwbxISEvhCqAkh8AGBD4Y2QEihJsDQQ6hJgGFmIDC3uVuSq6plW7336t4t6bR9qrrk3nvv9p0CAzNMvcXl98eWjuV7h+S31rP2Oto+V+O1/Mz7vvvd+5wigpwkyEmSnmWji/HkejK9mUxtxxObieRWIrmVTG0nU9uJ1EYsscZGl2l2kYmt0NFlkpunogt0bJ6KzhHMFEqOR8BwCM+E8AxCjiBgLEKMhvGRCDEaIcYQMI6SEzg9RTDTEJyeAuwMYGdIbpaOzTPxBTaxyCYWucRaNLUbSx3FUkfx9HEie5QcPk4P30wP30xmDiCp7GF6+CiVPUyk96OJnVh6N57Zi2W2udRmNL2VGN5NDh8ksvup7GEqe5jMHCQye7HUVjS1yiVXuOQSnVigEwtUfI6Kz9GJeSo+R0VnSW4GsNMQgpkqBGenCW4GRGfJ2BwVW2QSy2xyhU2uMIllOr5ExefJ2CyIzoDoFMFN4uwEER3H2FGUHkOo0TA1EiKHB4nhfizTEUq0DcYCAzF/f9TXG/P1xjzdnKuTcXRx9k7W0c7YWilzkDYHaVOANgVovZ/U+YDGS6p8ZIuHavZSjV6y0UsqnZTSSSnsQG4jZFZcZsWlVsAjtgGxDUjspMROSu2M1EGJbUBsw8U2XGInpA4gc5JyFyVzko1OqtFJNbpIhRM0OoDCTshtuMxG1FvJWitVYyFrLGS1GUBEJqLeSjbYKIWDVrroFg/b4mHUbkbtZpodVIuTVrkYlYtpdlBNdrLZQRUBaoqkp2l2PhpfTqQ2UpmtVHonmdpOpXfgxT1W0dFlkl0E7BzJzVPROSo6h9OTCBhDyJEwkQ3hmQgYRsBYGB+BVkGlMGoSp6d4MGqSYKahVVR07kKs+CqX3OGSe1xyL5raj6Z2Y+m9RHo/kd5PZQ+T2f14ag8CJxPpfS65HU3txDLbscx2PLsTz+5E01tMfDOe3o2nd+OpvXh6N5baiKZWo6nlaGqZis+TsTkyNkvGZqn4HBmbJbkZkpvJOURPYtTEJZgpnJ3G2WkQnSWjC1RskY4v0fElKrYIvwpEZ6BPGDOOMeMIPRwmMyEiO4RnBvB0P5bqiSS7QnFolb8/6uvjvD1RqJStg7K0UZY2ytxKmoLA6CcNPqD3Ap0P6P2k1gc0XrLFC5o8pNIN5G5C7iLldiC3EVApqQWTWjCJheBpsBZgIcU20GAlGqxYvQVtsGINVgwaJrbhEgsmteIyGyGz4zIbIbVhUgsmNqM1JhxqJDTiQiMuMGCQaiNRY8LrzUBmI+V20OgAjQ6y0UHKbYTCDhrttMIO5FZSasGkZqKIpKdpdpaLLcWTq8n0JrQqld5JZ3YvxEpvxpPrscQaF1uho8sUt0Syi4WxCqMmUHK8ID5BxiLEGO8TH6UKrbpHLCa+xCW3ueROzpXUTk6O9G48vZvI7CQye4kMFGUnmtzmElvR1E40tRNNbkaTm7HURiKzlchsxVJb+ZmdfKBaYhMLTHy+MA7xwQnKhJLjMMryIGAMAWMoOY5REzg9WfjbUtE5kpsluVnATuPMOEaPodQwQmYRMhsm0oN4chBPDqCpvkiiO5zoHIq1DcaC/Zy3l/X0MM5u1tHF2DqYnE+tpDFIGYOUIUDq/UDvJ/V+Uu+jtT5K7aGaXKDRRcgdmNRBSOy41HoJSd4qGKXyGl1QZ8FrzViNCa0xobUFVBsiNUak1oTWW9B6C15nRuqNaI0REeoRgQGr0uFVOrxch+VBKnWIQBcRGdBaE1pvwcVmVGzGIRILIbGQYjPeYCLqDEitHi0i6Wk2Oh9PribT68n0ZjK9WahUjswWJJnejCbXucQaG19l46tccoVNLBaKxf8ZUHIcJSdQcoLPetChez7yf6R8uFrmUutcajOa3oimN2KpjXh6ExJLbcXT2zyx1Ba0io1vsvFNJrbGxFbY+CqXWIO/Xt6qrWhynUsuMfF5MjpFsBMwQRf8kjmT+KwdwoaH0GwIGw5hw/BjCBuOEKMoOQ4TN/ydATuTM5IZx+gxhByJgEyYSMNxEE8OYIl+JNkXSXSF4u0DXKCP9fbSri7K3knbO2molDEITK2ksY00ttHGNtoYpAytlCFA6QOU1kepfGSzm4RKyeyo2IaJbfkAU4DUCiQWQmInC62qt+AQqFS1Eas2IjUGrMaIVOtRoT4s1EYEupBIh4gMkRoDJjJEqvWoUI9U6dFKHVKpxcq0aJkWLdUgkHIdVqlDBAZMaMSrjVi1EasxYDUGrMYEakyg2kiIDLhQjwl0qECHFjHcQiyxkspspbPbOXvSO5nsXia7l87sQuDHzPBOZngnkdlJZHZyf+n0WjS1zMQXSG6Wj0MwLL2qQ/BPUgjMoYWlFZtYZhPLXHIFEk2tQuLpzWhyHVZ1TGyFS6zFUlux1BYT24jGNuOJzURqI57ejKZWmfgSHVuMJtfh/wBQfTo2R7BjKDUcJrKQCBiGhInsEJaGReEQlh5EU4NIBjKEZoew9BCWhvej5DhOT/K5Mpcu80qF8NQQlhzC4oNorD8S6wtHe0KxrkGurZ8N9FCeLtLZSdrbSEsbsLbT5jbG1Eobg5Q2SGqDpCZAagKkzk+q/UDro9R+SuWlWzxUk4tSOIHMjottGF8eFQInG6wYNKkwMuXik5moMeHVRkJkQEUGHI4CAyLUYwIDItChVfoIPwoMWKUOKddhZVqsTIuVatCSPGU6vFyHl+vwCj0OI1mlDqnUIVVGUKHHy3UYlK9Mi5brsCIYpTLDO9mRXehNJrs3PHIwPHKQHd4vBP40NbyXGt5LZreT2e1EZiuaWmUTy3RsnlekMEe8anCCN9zjVj4D8m4VsswmlqErMPnyAGYhGlvPEV/lYkt0bJGJL3HJFegfHVuEX0vFpnFmFCGz0B7eKqjUIJoaQJIXRNI80Cr4T/KV4tgF5EihUoNoYgCJ9ke43hDXE+a6Brn2AQYqZW8nLG3AFMSNQWBqpSH6IKkOkuogqQqAFj/R4sVbvEDlI2GUUrqBwgkkdlxsw+6pivImYbBmqregf8AqPBdI9EBkwEV6IDTiQgMQGDCBnoCZrlyHVWjQch1WqcWgH2VatEyL5X3CSzT4DS1eogE3tDj8WKLBi9UIpFSLFauR6y3ItebQ9RbkhipSrMaKYJTKjuxmR3ahPcMjR8MjRyOjxyOjx1CvkdHD4ZEDeE9m9CA9sp8e2U+P7Caz2/HMOhSLiS+xiWU2scjLQcfmATtTGMD4Cp3kZguDGZ9WqOhcNLHAxeeZ+DwTn4dqQjBqmmBmqegCFV0guXk6thhPrqaz2xMTN8fHj8fGjrLZnVhsmaSnYaVIcvOAnQPsHMnNgugswU2izEiYzFyyhMgOYekBJNkfSfSEYj2hWG843hdJ9EVSkN5wzrNBNDWIpviQBtclfNiDSg0g8f5IPkqFue4QmwtU3bS7E1hbMVMQNwYIQ4A0BilDkDYEaW2QUrUyzQGqyU82eokmD9HkIZu9VLOXUrqpRhcptwPoTZ0Fz2FFL+AnLXi9lajLW5UXC68x4SIjKTKSAj0Q6Ak4VumICj0MPFiZFivVXowwPpVq0BINXqzGitXYdTVxXU1c0xDXVOCqGr+mynFVhUCuqdGrKuRKM/p4c/hqC3ZVhVxtwYrS2e1ciBreyWT3ssP72eFDKNbwyBFUanTsaHTsaGRsf3h0LzN6kB07zI4dZkYPcmKlN6FYMFVxySUYY+jYPMFMY9Qk5B63+LId/oh3i4nOMtFpuNSHWTX/DdMEM0swszg9A9i55PDm8upvj47u3rx5/tRT5888fX7z5unq2jPZ4Q2amSHISYqZgzcTzCzOTmPMZIQcCYE09AMqApXqC8d7hqJdg1z3UBSK1RtOQnpCid5QrDcU6wvHoVu8kfw3hPAMjFLQJ16pziGuYzAa6GM9XaSjA5hbCUOA0PuBzk/qA5SuldUGGXWAbgnSygDZ6CXkbkzmwuVuQukGTR5a6aZkTlJiJ+qsKLQE6lJnwWstSA4zBn2qtxK8TNVGJA8mMhEiIyk0kAI9qNIRVToCZrHC7FaqJQoiEFaiworVyA0Vek2NXlPhV9X4VTW4qgaPt+BXVEQB2FU1uKbCr7YQV5rRK8341Rbsmio3U3Q50x0WBqoCcmKNjh0Njx8VWLWfzMKl2VY8vRnPrMfSa9AwKroA2DmCmS00A9bvsNEAx/utothpis1ph5JTEWIihI+H8PEhbAyjZzBqeggdHZvY3dz+/ZNPnR4fnxztnz518/zXT5zfPLp78+j23v6LE5O7CDaKYOOAmsHpGYyaRunJCDkWIrIhIhvCMwNIMoRnBtFUP5LsR5Id/Ux7H93Rz3UORLtC8XvoHop2D0UH0FRvON4bjg9i6X4kCcd+JDmQ/5K+SKI3HIeFVOcA29HPtPWzrX2Mr4d2d1KOdsraTptaaUOA1AcobZDRBDmVn1H6KIWPlHmB1I2LnajYgYsduNRBwN4SLMDrrbCHBGqtoNaKF1JjwWosWI2F4MnfBmosRLUZF5kIoQFUGkCFnijTYqVqvFRLlGqJMh2AFyUa/LqayIWfFuyqCrmhQm+o0Ost2NUW7GoLcUVFXFWRV9Tk4yrwuAr8qoWA/LIZ+2Uz/ngLfqWZuNJ87/gqVt2n1DGv1OjYJaVSw3vJ7C4UK57ejqc3YWeITSzTsUWYg/iGwj1i8XrdU+BDq2CQQ8BkGB8fwsaGsLEBZGQQHcWo6XhyeXn1NweHLx8d3zrYe+lo79bNgzvH+6/s7zx/uPfi4cELa6tPjY5tofgYik+g5BQCJkPEaIgYDREjISIbJrIDSHIIS0MPesPxtl6qrZdq72PbB7iOwSikdZCDHzuHYh2DbG843jnEdQ1yfWiyJxTricR7QrHucKwnFOsKRbuH4p1Dsa7BWMdgtH2Aa+tnW3tZfy/j62Hd3TRUytzGGIK0zk9qArQ6wKr8TLOXUniA3AukHkLiwqBSYkeuHpc6KLGdbLCBOhvJiyK04LVWUG3DayyYyJpTqtqM8/B6QaWqjHilgag0gHIdXqrFYEDifYJK8VZBoFVXW7CrLVguLKlzVvFK/aqFgJJdaQFXmgnI1YLrooJkdzQ8cjwyevMyuVjFkxk9So8cpkcOU8MHyex+nt0Lq5LrXHKFiS/BAqiwnw6tQsA4bLjf0yDlkyPBTGPUNAImh7CxQXR0ABkZQEZC2EhfKEWQkzPzRzu7zx0dvri99ZuN1af3Np/b3Xh2e+03G6tPbq0/vb319ObG08urNwlqIhTJDqGjEWKiH8n0I5khYnQIjAzhmb5Ioh9Jdg9Fuwa5rlA02EsHe+nWPibQzwT7uUAfG+hjfX2Mv5cJ9LGtA9FAP9MxGA30M239bGck0T7AtQ5ynUOxtqG8f/3R1oEoHOE3+Hs5by/r7mLtnWwuSgVpTYBW+6kWH93spZReRuGmZE4gc5MSNxA78AY7LnYQYgchtpNiOym20w02Cna6a62UyEIKTESlCRdZCYEFF1pwOArNQGAiXpUqI6g0EBV6olxPlOnwMh1eqiVuaPEcGnCfUoC3CoauKyriqhpcVZFXVWShT1dawFUVeVUNrmnIaypwoyXH9WbiejNxrQkvuhyWLnwaHjkeHjnmqyse3ifYkExk9qBY8fRuvo20ziXWYLiiY4t8SQ6tgkqF8dEwPlroFk/+tskQPj6IjvZHhvsjwwNoNkKM9YWSGBiZXzxYWz3eXL+5MLc9N7WxNr+/Ore3Mru7NLezOLc5P7sxO7s5M7fNRicHw6m+UCqEjfSGU32R9BAx2o9lBtAMLJ7aB5j2AaYrFG3tY4IDrL+P9vfR/l7G20t7eiiIt5f290e9vXSgj/X2UoF+pj0cD/Qzvj46OMAGBjjeP18f5+/l/H1xX2/M3Rt19XDO7qiji7N2cDBKqf1Ui4+EGy8KNyV3kVIHEDsIiRM0OPEGew6xg2iwgQYbgErV2ehqK1VtpYRWsspMVppAlZmoMmNVZuICI34ZAKk0EJUGolx/QYkeFOsI3qr7xLpkFZzhrYLB6XEVuKImr6rIaxrymoa8oaFuaKgSNVWipopVZLGKhHoVjU88OTb+xNj4k2PjT46OPXFZqQur+CyZGj64sCq9n0jvJzMHr2JVPNc34td691gVwkZC2AjUq5AIOR4GYyFidBAb7kcyvZF0H5LpRzKDSKYvHMdAdmxiZWJscWZyaWx4aiwzMT06Pz06PzM+NzU+Nz46lUmPptKjqexkND4xEIr2DEUHkUxvONmLpAbwbHc40YukukLx7nAC1j3toVguOPXQ3l7a28u6ehhnN+3oohxdlLObdvdGnd20r49z99H+fjYYjvv6GFcv5emhXD2Mu5t2dFHOTtLeSTs7aEcX5+jibJ2stYOxtLPmNsbYyugDlCZA5zdeKLmLlDlJiROI7WROIzsOTYJtzHorWW8l6yxUnYWqMdPVVkZkoYVWuspElZtAuQmUm/HchQmUm0DlPRjJqjyVBlBuwMuMBKTUQJTo8WIdVqzDinVEsY6AYt1Q4QWgN1TojQvPAKzWoUa5axW4riavq0koZSFQx6LJqacnp56enPr1xOTT4xNPjU88BfXKA5PgYWGsguEqNXwAd3Bz+7jZ/fxeylY0uc7Gc+0Gvo8ASyU+A0KrhtDhIXR4EMkOIll4PYSPDOEjvFI94VRPONWLpHpDsSEkSpDpZHIsnRjJpLKZeDoVi2fj6XQ0mY4n0vFEjIvSNE1RDMnGAJ3oG6K6BmhYRPciqV4k1TEYhbty3eFEoJ/x99FtQ1Ffz0VwcvUwrh4GKuXoYiD2zpxb7l7WPxR19VLOHhLeY+8kbR2UtZ20ttOWNgr2Ng2tlD5A6fywq0mpfGSzF/AbeTInkDgBH5MKrcqX52Stmag1k9VmIDRTQjMlsFACC1VhpspNJK8IT4WRqDASvFKXrDLecz+AYpXo8RI9KNGDYi15QwOKL4mFFquxYjVRrCagOlCm61rqupaCbsGodk2F31OT8VV/0fTMMxdM/25q6reTk89MTj4zMfn0xOTTE5NPjU88OT5xc2z8GDI8fnN4/GZ29GZ29GZm5JgnPXwEY1g8vc1XV7BBCnuecFnH1+wwXA2hwwORTCH9SLoPTfchmZ5wqjuc6ArFO4dinUNczxA9hHAoEcNwmgI0QBEQiQAkRCIIiESIyBAWGYiE+4dCfYOD/X1Dob5BpLsf6+wHXUNMd4jtDsc6wtG2IbY9FGsbinaE4zDfBQejnh7K1QVcXZSzm3b1cM5u1t7N2LpoiLWDsXSQjh7W0kFaOylHD23tBLYuMvfTTsrSTpvbKNgoNwQorQ+ofESLFzR7iGYP0eQh4d6wwglkTnARpXJpLne+IIeNFlupOgsFlRKZiFwuy/kBSg33KAV4KgyFUBBoVakpjwEvNeB5q/ASPZ4v2wHUqFhNXLYKQl5TAZjs4EyhgvnuA35NQ0CuqvGimZlnZ2aenZ19jmdm5vczM89OT/9uevp3U9O/mZr+DYxnE5NPTUw+NTL+5Mj4kyPjT0OGx54aHnsqO/pkZuQJKBbcz+F7V7nWdnQO7urwGzsRYiyMjwyh2YFIuj+c6ouk+yLpfiTdF0n1IqneSLo7lOwcyq2q2geY7kGqb4gaHASdnYMD/ZGu1s7egH+g3T/U3TrQExjo9PV2ens6vZ0dgdbWgD/Q6m/vbetFO/upjn6mYzAKZWoPxQIDXGCAax2KwXzXOpTw9DD2TtLeSdq7KUcP6+jJWWXtYKwdDJTG1skaWoEhQJg7aGMbYe4gTe2UqZ0ytTPGNliJk/B8AaTZQyjd+IVSbkrqICROAOGtglV5fqRhhV5rpeD5E4GJrDQQFXo8XxXhJXr8f7YqX0KR0KoyI1ViJEqMeA49VqLH7rGqVEuUaADPDRUOlSq5KLxyVvEpjy+/itXYdQ12TYNdVxO5Wk2L39CAovn5F+/j5fn5F+fmXpibe2F29vmZmd9PTz83Pf3czMzvZ2efn519bmbm2enp56amnh2ffG5s4tnR8d+NjP02O/p0dvTJzMhxMrsbTW+wyRUmucAlF5n4Ahudh10GnJnF6BkYq3ByHCWGw2ga9o16kVQ3mupGU/1Iujec7Ail2oeSHQMxuC8b6KF6B5iBfqqnB+vsQIymdr+7N6C3dlkMbR6N29HYFTC0e/R+r9FkUjksVrvN42odcHdhbb1se2/M3xf39MX8ffFAf8LRQ3uGYq6+qGcg7uqJuXpiwVDW1sFYOkhLJ2Xtom3djK2bs3axlk7O3MEa22hrV1QfJNV+wtWf0gZJtR9og5Q6QKsDNGyLN/npRn/u/JPKz8BVXpOHbPLQjR5a4aYUblpiJ/KdAqLORkJq7GStnal1UDU2usZGV1spkYWEWa/SQNwTe8r1ZLk+l+8uRyZQYeD1onhKDWSpgSw1gVITKDESkGJDLvfByp0v3q9rcvGpVEvC6rtETV1X5+rxvFJkPiBh13MgxTrshhYtVmOwoVqmw8s0RNHS0u2lpduLi7cWF28tLLwCL5aWbq+s3F1Zubu8fIf/6dLS7eXlW0tLrywuvjw///Lc3EvTsy9Nzbw4MfX8xNTzI2O/HRl/Ojt6E1rFJJbpxDydmOdiC2x0no4tUtEFMroEuHmCmcXpSUBPYmAkgqUGkHhfJNGNpjqRZCeShFslneF0RyjVORhv74/CVZgzEOruB53dmNM/JGn2SmUWq0LlapLqm0Vum9yuleqUtZoWmV6n0aoNGp3L1oZYO4GnM+rpjtl74pYezt7N2LsZSw9j7YuZu1lrV9TUSts6o77+rDFIWToZczdt6eHMPZylhzN3RY0dnKGd1flJfRutCQCVj3ANZtVBUuWnmgNUo5dU+EiFj5R5qTy0zEvlNaLkLlLuImVuSuoiJQ6qwQbq7aDORlbbQK0VwJWdyJZDaCUFFiCwwCUeWWl6lYxWaaRhKuTrp///VhWKBefvFwvGqlINzVvFK8VbdV0LrmvBdS1+XYtf16HXdWiZDi+FGz46vEJPVBpAlY4oWlu7u7p6Z2Xl9vLyLcjKyu2Vldtra3chq6t3IGtrd9fXTzY2TtfWbq+s3F5auj2/eHtu4dbM3MvTsy+NTz43Nvnb4bGnUsMHXGqTji+RsTkyNsdwcww3R3LzJLsIuEWCncPpGZQcB/QkTo5GQGaISPWhyS4k2R5OtA3GegbjPYOJ7lC6I5RqG4wFB6Oegah7kA0M0q2DlLsLcXVjTY7e8gaNSqGwqxQBu6nDY+9yOnu8fqveLG5QSuUGlbld14Zr24C+jTa0M5oOUt1JqDtQdQeq72a0nYy2jdIEyGYnYgjS7t6s2oPrWiltG9C105oOWtdOa9vo3KavF2/24S1+oslDOAdHlD6g9FFyNyFzAqkLSJyE2AXELlDvAvUuqsFJiF25YhwmuwYHCWWqtYJqG4A9ApGFFFppWIMLLKDSCiosRIWFqDCTBYs7spAKM1VhZirMVJWJqjKT0KrCGwqtKs1TUmAVT6FzhW4Va8liLVmap0QDCq3KuaUF17Xgho7gKdOBMh0o0+HleqLSACoNQKAnijY3zzY2TtfXT3iNeNbXTwrn19dPNjbubm2dbm7m5pdW7i4s3YFiTc28MDH97Mj40+nho2h6i46vAG4esHM0O0sxc4BZAMwCzsyj1GyEmAhhIxgYw8AIQo6EwfAAnu1EUv7BuK+Pa+9hO3q59v5koD8R6GM9/YxzMO4MJey9wNGL23sw1wCt68CU9qDbbgm3e4JmU4fV5lXpgiZnX7DfYWs3ewZUnpAyQMgCQOGnlAFa2Qqa2kBjB6poR1SdtDJANPlJpRuXWiLaAGftzjR7iGYf3uQnmvxEUxA0+UmlD8DtXqUbVzjRJg8hdxOW/mGZC1d4QIMdgz41OIlaB6h1gBo7UW0D1Ta8xk7U2IkaO1ljJ2sdVI2drLYBgQUIzUBgAQILxfsEY1Klhaq0AkiFmSyAug+mwkxVmckqM1llonirCqurQqtKDGSJgczFp//Rqhw6qkRHlekoXqxiLc1zQ0MVa+kbOvKGjizWU8V6AMlvAeH8UZlKLVa0tXXKs7l5srFxd339zvr6nY2Nu5ubJ4VsbZ1ub59tbZ1ubt3Z3DzZ3Dzb2DhfXT2BYs3Ovzw188L41O+yo08mMntsfJ1klwl6nmbnoVUEPY/Rcwg5E8bHh9BhBB+JYMNDaHYAzfSgmY5I2jeU9PbHgz1Mazfn6467emKuLsreTVn7YtbBhDeS9Iaijj7S1gOs/Yy7B/3low9/6RMfes//+dNv/cOn/und733wb977zc88dONadZOlQ+FHJX661sfUetgGDyf1cfIAJw5S4iClaGWkHkLhI2UuXGrDNMGYsTPd5GNhRmv0U40BWhmgG/2U0pcrlaBJCi+t78402DGpC9TZsQYnUeckax2gxkFV20mRDYhslMgGhFZCaCWEVlJko6rtNMxuldAhC1VpoSFQlHJo1f/GZbfICvOlEHUpwRlI3qdiI3nDcJH4LjIgdK7QpwKrLlVdWrJYSxZr6RIdA90q0TElOqpYT5UYaAjcVcxbhZVp0QoNWrS9fba9c7Kzc76ze7qzc769cwK92do65ecL79neOYF37uycb2+fb26eL6+eLi7fnV/MiTU2+dvMyHE8vcvGNyluhaTnSXoWp+YwchalZiNgOoJPhbCxCDoSQjJ9oWTXYLxtMBEYSvmHMv6hjK835uuJOrvi1g7O0k6bO2hDd8zUm9C3k7Zuxt3P2bpIczto6wOiq1eu//tXf/jJDz7yjw8+9O53Pvr5Lzz8r18XV4htrSGZNyTxgTovU+3malwxsTsm9nC1PqrGS4p9dL0LSD2U2EFIHaAlEGsJxFRtCZmbknoomZeW+xi5j5H7aIWXlnuoRg8tdQGZm2oKRFVtiXoHLnZSueBkJ/PQEKGDrrKRVTayykoLbAxPlZXmfT59Ry4AACAASURBVLpHrD9kUpWVhhRaVW4i78+PvFWlJlCY+4qNZLGRvN+qXAy7z6pSPV2qpy8FMOiZjrkXXik9nV9vggoD3CDCq3R40c7u6e7e6e7e2d7+2d7++e7e6c7u6c7uCZzf2z/f2z/b3TuD9+zune7tn+Vmds93ds63ts43Ns7X1k6XVk4Wlm7PLbwyPfc8jFjx1AEb34QRCyPnUTAXATmrIsREBB0ZCmd6BhPt/VF/X9zdl3D1p5x9SUd33NYZNbRH9W2MsY3Wt9HajriuM2HvTtg7op7OaKAr7uuIOsxd5T/6SfmXPy976B+VX/pk7WcftPz4+9UPffXK17/T1KSXmION7ojEDWrcVLWLFtvpBgcpchNCD1HjpmocVL2LqrMREhet8HBSJ63uGK5z0nVOut7F1LuYehcFq6UGJ9xRIRocZEtbSu7lYHardVDVueBECezUvQLZ6AorVWm7V6wqK11lZaqsDLSq8PoyOasuh6tcZiy3QKhyC1VmJnlKTKDEBErNNKTEREHuKaourDKQJbCcz1NmYMoMTKmBvKdTeo9bpXo255+eLtXTcBlRZaKqTJTARApMZLUZFEFL7mf/4Pzg8IL9gxzwem//DMawra3zzc2z9fWzlbUzXqyp2d+PTjyTyj4RS+5yiQ0mtkayyzi1gFLzCDmHghkUzETQsUEk2xtOdQwk/H1JR3fc1BnVtXH6Nk7byrYE2ZYgqw1SujZO05ZQtya0Psbaxjlbo04f43BT8mrjY1/86n+8792R0sfGFOXab3z2O2/6sx+/730Pvf8BgaChxd0jcww1OPFqFy1yMg02psFGiZxA6AIiFytyMjUOSmjBJS5a4qJrrUDdPVrjYHhqHVStA9TZsTo7VmPB6mxEjQVTtafrXYzISggteKFSMDLxElRZ6Qpr7gL6JLSz97gltDBVVlpkZQW2C6BkVVam8NvuF6vQqkJKzWSpmSw102UWptAtXrsLsaBPsJaHPsFlo4EpN9HQqrxYOatK9XSpnuXJe0aV6KhyPVlppAVmWmCmYU+k1koVHRycFnJ4eAY5Ojo/Ojo/Ps4BPx4enh0cnh0cnu0fnMKIVSjW+vrZytrp0srdhaXbswsvTs48Nz71TGb0KJ7epbg1wKwAdpWMrpDsIkHP42CqP5wdQEZaB+Lu3rhnMKNvjzYHGKWfFbsIZVu8McAqPHhLkG1pjTcHEtrWuLU9aQvGLV7GZCcef0T0qbe88+GPPDDvNk3b1Ksd/mGXq+77P/nRF7+lMgYV3rDESVTbaYEzXmmN1Zo4sSUusjCVFkpgY2o90RoHVWlCax2g2oaLrISmZ0xko6qstMjBCa1kpRERe5gGJyE0hcROqtoGhBa8qT0jshLVNlBpwmHNVG2nCxJc7g8PM6DAAmBpxQPvz11bGThW21/dqv+pxrJSFdZLPpUVUBilbpipG+acbblIBqt1E11moi+tE2HlrqNK9KDUUFj+U7l5HVWqZ2FRxQNjFVwDluuJCgMQmMhqK1NvZ4p4je7xqVCpArFOD45ODo5O9g9OoVh8xNrYON/YOF9dP1tePVlcvgNT4cT0s2OTT2fHjhPp/Xh6N57Zj2f24untaHKdZhdD2NgQNtY6kLR3RM1dMXWAbfQxUh9T6wASP1fvAi1BVuJApR5K5mEVbkobiGl9jMkf1TqA1dxX9qNHKh/6UuWnPiL65IcMP/i3zorSmfa+KSwWGmLllu5GB97goGs8iRpvus6eqDayAhNV44oJbIzIydS5mEpzpMZOiD1MrQO0dA7XuTihna0wkwILEFmJeju4Kg/WWiKlqr46J11tA80d2WobqHcxIhsQWi9qqVwGzI/VdrraThaaBMlFQTsDG565tmfOy0KlmP+lcrdC6D9kFU+xhS620PkYRpby6fKyVaV8Z0tP5+PWJatK9TS0Cua+QqVgXVWuJ2G1XmkghGaqzkYXHR2dFnJ8fFbIzZvnEH7m8PDk8PDO4eHJ4eHZ/sH53v45X2DBVeH6+tny6snC0u3Z+Zen556fmn12bPLp7PhT6dHj7OiT2dGb6ZH9RGYrmlzH6LkINdM2lLa0s5pWSumjGgNcvYtStKZqnXS9C4jt4UYvIfWQYg/V3BaTunG5ixTbsBJFm8Eddmkt9qv/bfv8pywfe7f+Ux9U/uNHWx/9mf7hR0POIB5iLM4BjQ8Xe0mBG1R7mBovW+1hhC5K4KArLESDhxNa0Do7pgxG611UY2uqzsXVOqNCK13jYBrctMA4+PffufLQozXfK9bU2Yh6O9B2DYusWL2LqnOS1TZQ66BqLmD4sd7F1DnJWgfFA7sMdU661kG9qlVVdqbSRvNAby5/pAugCmfuc4spszDlVrbcysLrssvalVmocjNTbmYuWZWDKTVSZSb6Il3ytunpXNWVr+j51Amb/rARWq7DqoygxkIW/SGN7uf4+Oz4+OTo6O7R0V2o4MHh2f7BOazct7fPt7ehW7mItbB0e27xpem55yemfzsy8Ux2/KnhsaeGx57IjB6lhvdSwztMYhXnFrrRcUtHVOWnGn2MzM/WOulqO11pQlUdCaUHVboiYmdE7MLEzsi1Rp/UjcvcZJmqu0Hb3ubyt1aVWD/1/uBH3uH85P9dEpdtmFWcQtJW02ColjdJ9Wpzp8KLNATIuiAj8oJqD6jzMrUetkwfbnDTNXaszo42tUYlblLmjypbsw2ehMBCCUxEg5OQuLC/+9wPP/KVh7/009oaKyJ2Usb+0WobXusA9S4KulXnJOucdK2LrC0Y4Y9gE6tQrJxe+fNSIhscmf/VqkobXWljKm3Mq1rFkzPGyvLcY1W5lS630vdbBUNXmYkuM7FlJrbczPBW8fXWJYzURSmWt4rvLFQaiGozKLp58/TmzdPj4xN4cfPm6RNPnEH4mUKOj0+Ob945Pj45Pj47Ojo/2D/f2z/f3Tvjew35MutkZeX20tIrc4svzcy/MD79+7Gp341P/W5s8jejE0+NTBxnx/bj2S0yttpHTNm64s0BSu6jYaASe6MSLyt143Jrn72bcQ9lpfZBpQcpVfpkLrQ5wNSZI0pTd9DmcV//peXTf+f60Fu9n32/7csPtj/675Yff1f38MOuaommVq3VtUpM3WIXVh9gqhx4nY2QuTiJN1qmG6xzEmIX1uAINwZJiRuX+piWzuFaO1Pv5OTemNiB11sH3vrAF9/0wc//sFglc5NiFzANjErcZIOTgN0HiZuUuEmJi4Zd9XoXgJ7BZjpsPVwKVw6m2k5X21mRjYEy8UpV2SlIoUlVdrbKzkKfcli5yny9f9mzC+5RqtRMl5rJe6yC8wUy0WUmutzMlJu5cjMHncunSKbUyJQbWR7epMLdJLhBWa4nKg1ElRGIjGRRTpTjE14s3qpXF+uJuzefuAv/1dHR6eHhpUYDb9XGxuna2t2Vldu5VeHci5OzL0zNvDA1++zU7G8nZ3+THTtMje6SsdVufNrRk2wJsjIvVW4MCSy42Butd+CNbkTU5BqgxoKhpNLe12Trkxq6lLaQwhwqkfhsLqTL7Gkrv6H/9Ic0H3ib5ENvrfrIO37+wbf//OMfKPv8F+q++xPhI6VGTUBjH5A7w4pWprktpvfHm22kxEFVmSINTlzqxSSusMKHKXyE1ENaBqdEVqLeTik8XIMt0uiOfPprP33oJyUCXXdzMNrgxNWdSbmPlriBzEtJ3KTUQ0EkbhLu2NQ5iTonAa0q7LDX2Ml8XcVV21lhDk5o5wQOTuBgBQ5a4KCr7FSVHUrG8FbxFFjF8FbxVORn7reqUKm8WEyZhYH2XObCKihWLnq9ilX3n7oBFYbcGVShARTxSt0v1kVwKvjR/VbBRsPuHl+5n/K7QKurJ4vLdxeW7swu3ppZeHlm7qXpuecnZ343MfPr7NhhemwPZ5c6kAlnb0rbEZcFmGuqHqk/LgvGxC6iyY08XqmolRseuVJTJlKXC9XCOpNa36vRD5ZV2j3mwY5GQ2dxScs//f3Dryv6clHRl/+86Atv+dOP/lHRd/72PZ//y3f95+e+pZNbHK4hjWNQ7hxU2AbNNkxnRuoNYbELSN243IvL3GGFH1W1s2IXpu5M1dkImYtR+jmFE5fZBj/11R999cfXFR5UGaDlXtDcysq9QOLC5F4gduAyNylzk1IXkLiB2EU0OPEGJ55vuFO8TPl1H1N9ySROYI8JHXGhIy50ctCq+9wqsMoWzWFn862Hgur+cjyrsLCFFPqUhy23Xr7nVaziLrjPqtx5GwNericKrYKxClp19ofEelWrCu48Ozo6PTrKdbDyGfCSVWtrd1fWzpZXTxdXT+aXb+cXhr8dm3oqM3qQHtuLMAttkRFXf8rcE29upa82t5Yb+hucqNKHP/Rf177ynZ/8+NEbVbVqpy9S32AqL1Wa9d1240B9hVVfazNfqzT/+Cc/e/Mbv1lU9Nmios/9SdFHi4o+9trXfuw1r//ehz9jqlWbVe4qoebxStWVWuOjZc1lAnON1FfV0tsY4BQ+UuHB5Z5IUwDXd8UbHIjSz8k8rMLLNFhRpQtReUL//I3/+up/PS53DMhcEXUbq2rPWaXwMzIvJfXkrJK6LllV76JgYQ577iIbJbTSVVZaYLsUe6BbQmdU6OSETkbkZAQOWuigBQ5aaGcFDhYmR/iv+FFgy7W+hAU9VSiWwMZeJEorV2nlchba2YpcGKMrrDS8rrKz8J77xGLKzUy5hYKTlRa2wsyUm+hyE11ppCuNNH+Kq0KPQyphxNIT5TqsQo9XGgiYAXPru6OjU1iJQ2kuW8WX8yfHT5weP3F6/MT58c3zw6Pz/YPcGnBz84xnY+Pu2trt1dVbKyu35xdvzS3dmlt4Be4Sjk78enjiyczYcWp0n01tDlHT/sGkqy9q62ZUfrTO1CXUtv5M0PyLmuZ/+f7Dr3vbu/74L/7qR4+UXS1VlpQpxfWm67+qLfvv2qpH66S/EBl+dc388H/UfPxDP3pt0beLXvP11/7Z1Q8/+LMP/33ptx9urlC49P7qGk1Dc5vCHNJ4CYGqTWINKXyk3Mc0+li5i1S6caULU/lIXRvX6CVFxlCDHW/ysRJrqMUdVjn7P/f1//jK9x/9WamkssXT6I40+Yk6W1jhZ8QeqtYBxB6Gz4AwCcIMmNtszlsFk53AwVXamEo7W+lgqpyswEEL8xqJnEy1i611siInA/sU1Xa62sXC/R+YMfmx2s7m+hQ22LDITQrtrOiij3+pB1ZpyXVlK20036GttFCF0e4yNN9xhVvguV1wA8FTZQRCIw7f8yHQE5UGAj5fzwOtOuetujff5ShYCT5xfnTz7PDo/ODwfG//fHsbanS6snJ3dfUEHpWBVq2svLK8/PLiyq355duz8y/DpujoxK+Tw4dccodJboHoyiCY6QhnHV2MzNzxWEXjV/7z6kP/de1ff/Dzb/306tvf/7GiP/7zBz/zle89UvHPD/3sWz+4/otf1orrjE5Dh7nR11LZpPzV9aYf/rv0kx/81ev/6EdFRd//kz+/8cGPf/99H6786Y3S67VXrtU8Xiqv0/bIHYTaTzVY+pvbGVmAkXlphR9aBZQurMULdG2xRi8pd5Hl6p4mPy21D8ks3QpL22e+8t23vvvDn/nafyrs3WVKd42pVxmgZV5a7GFkwRis0MUFNDiJulysImuddI2DyluVi0xVThZWUUIXJXSBahdZ46bqXEydi6t1svlyPtfZKux1Xep72eh7ehOFehW4BfXid4ruJd8Au2+zyAoqraDwGR5B7rlCrNKAVenRC3t0qECHVulzwEn41quifJPz7FJA+sNWHd08Ozw+3T843dk92dy6s76eO5u1uHhrefnO2trdzc2zzc2T9fU7q2svLy+/vLJ+d3H5zuzCi7B3NT71TCp7SMc2Q8TcADrZFR5tG8r6B9Pu/pijh7V10QY/KtH6SkQtf/+5b/zFm9/182uiKpX3u49L/rtC9+jjiiqBqVnT1WIJaUy99hab80Zx08ff2/DW1155XdEv3/zGKw/8v+888BGjxixV202+/kZLl8yFN7XGGr2EUNvR4gWNLkLuoRV+VuGmmjxkkxtX+Qh9e1TpowS63rc9+K2//sS33v3pb7/hXZ/84ze9t+iP/uI1b3j7W97ziS//8PF/+PrD12XOBlukxoo0uGm41oNHqSROAlZXkPpc5U7CcCWEec3GiByc0MkJ7azQQYucVI2bqvfQDV5G7OEa3CzchYQUdrkKya0o808nV9sKsFIFhtH5hj4DT0zc0+WHM/nTXfmjNXlyJweNeJURh88VFr4bDZok0KH8S4UEughEqEeEekRkQEUGtCjfST/9Q1bxGRDeuX9wurd/wiu1upo767e0dHtl5fbGxmnuwMz23fWNW2vrr6xtnq6snS6u3Jpfenlu8YWZ+d+PTvw6kd7HqOUhfLYvMtkVHu0Ij3WgY/30LJZacXcyvk76x49UfPijn3vbW97z8GPFlU0Oia2vUu4SNdgk9Q5FY7DRFmqx9nkMPuuvrmg/+d6Wd7y27M+Kit/+xp+956+/9+CH3TaPTGXVm4INjQ5RS0ezn5N7UZGuU+MGag+l8DIyPyv3UE1+sslDQKua/GS9NVyh7RTqux4TaR8ukT70g8c+/Pef//aPHvm3H1/5yo9+9d1fiGSOoUYv0RTgGgOczEtL3KTUBWRuUuYhZG5S7qFkblLqIaUessEDGtwkH7RqnTSf42ocTK2TrnNT9R6ywUtJvLTUx4k9XL2L4fe2oViv4pODqnVQdTYyf0aZgGeU4QgPclVbKdGlkRJZyHxvjOJn+JODIgstsOQf4zGRMDIJzFiVEa8yoSITITJhQiMuMCBCIy7UI3mNUKEeEekwgS5SrUdFBhS++0qkQ+BYdHnX7+xVye0AHpweHJzu7t3d2T3Z2r6zsXl7ff3O2trtwpOiW1vn29tn8ETN5tadjc3bsNJaXz9ZXb2zvHxraemlmfnfj089E88cgug6zq5Sqa3E2HFi8jg2fhgb3wfRlVhmva2TvPq44J1vf9fPH3vc4Ok2BAZ0xoDF4JdUKEQlEoXKZTB4evWWwJVfWD/zwaZ3vq70dUWVf/Om/37fX5c+9EWP2qiobmoqb1RWapqUHSYvKbH015t7dT7Q7CQafaw8wCm8dHOAavaCFj+h72CbA1STnxY7I0ofrg7iSnvXjerGK6U1fSgrkBnEer/aE5I7BhrdiMJH1lkReEhG4QEKD1B4cPhgO0ThI+UXx45piZeVeFmxN1rroGpz3lANblrsocQeSuqh5F5O6mbETooH9ib+IFai3obxY52NgGP+5Qug2nYxiqxEjYUQWQkY2+A1fLK+xkKILGSNhRRZ4CNiQGQiBCZCZMJEJkRoRIXGCHyXWrURExki1Uas2hAR6RCRPgzHWj0q0ofrDEi1IVKrj8BRpA/X6MJF/KYyjFivClRqf/9kb/d0Z/dke+fu1vbd/Nm9E75Ih1FqZ/d0Z/d0e+fu1vadza3bW1unsIkF+6LLy7fml16cXXh+duH5kclfp0ZupsaOs5NPZqefzk4/PTz7dHbyeHhib3hkra6m8Qv/9BmHxcomMhgVw8NEGkQRX0efzRvpGMJau1mrOVx+xfT5j8ve95byt72h6n3vuPrBd8m//21Xvcxa3aR+tErxsLBJaDJbQrWagMzer/UBjT+q8LPyAKfwMy1ButkLmryYto1u8pNiO9LSxih9eLM3ovMNXhXIvv2DnzY0assbNFrvgLEVVdj61UFS7saUPqo5wDR6ySYP0eQhmrxYk4dQeHCFB5d5MLkXh8i8AEYvmZeWeWlYe0lcNKzxZd5cbJP7GKmHkrhosQuInRQcG5xE4XWDg7wY7firUm8lam1onQW/NFrx/AhqrXitmaixYLVmotqM15jwghGITFi1kag25t59Bd8qU5t/7yN812ONEanVR2r1kToDAoEf75msMyBF+3tn+3tn/GkF3q0C1c6PDs8PD84P9s/3986hNLCJkAc2P0+3t892d/Ot9px8d7a3Tne2z7a3zzY2cgfkYcN9eu756fkXpudfmJx/bmzmtyNTvxmdfmZs9tfZyWNfB3B5er71zX//8Afeq1VKaBxx6A3dLucwFp5AQ20KmfC7/1n11W8IP/fpik+8v/gD7/rVO9/2879600/f9hffe+uf//SB9z/+xa9Ufv0/lN96RPy1R3SlzR5Ln1TjU/kjSjfe6GGkPk7mZ+U+ujlANXkIpQtRB2ilD6jbohIX0ujF5I6B6hbnT69U/fixq2UiidnTp3P3K63dWj+ma6UaXZgmyCicaLMXtHjxFi/e4sVavHiTF2vyYgoPCpG7EZkHk7lQqRuH3QfY35K5KZgu5V4Az5fy89LcgXdc4gRSF5C6YNuClDgJOC92EGIHfOneq4LX29AGK3Z5xOotaJ0Vrbfg/FhnxmrN2IUxJrTWiMOx1oTWmbE6M1JritSaIg0mpM6MNJiQemMkNxojDcaI2ISITUiDMVJvCN8DvKFob/d0b/d0f/+k4BjMyeHhCT8DrYJiHcJdv3wnPe8W3AQ829k539vPncfa2z/b2b2zvXN3a/POTq6JlTvtvrx8a2HhpYXlV+aXXp5ZeHF6/oXZxZdmll6Ymn9uZPrpkZnjkendUIT713956N3vfOsPvv0VnUImE1ZZlHKi0z+GDEkfe+TTf/aWf3nDW/65qOgfioo+W1T0+aKiLxYVfaao6J//pOjBPy760Gtf/4k//6uvvvnvfvj/Pit8uKKmquXRq7Uye6/CA+ReTuJlpT4mV1e5cYUjrPKRSjeu9FEyF65r45o9qNYzVN6g0Vp8XHoqNbHehaZ13pAhQGh8uMpHwBpf5SM0PlzrJ7R+OI+rfESzD2vx40o/pvRjjV5M6UEVHlzpxuVuAr5hQekGCg9QuoHCgzd5SPgf5RuquXfCOC8KtVyj1UkUvDEGlzjQwlFmxyUOVGrDxHbk3tGGSaxogxWVWDA41lsQsRmFrtSZkQYTVm9BxWYcjmIzKjajDeZIgwlpMEfEZlRsQcRmVGyCJuVGiRmVmHNiQcPgNe9Z0cH+OeTw4KJ4ujDsICcTvGd/73xv73xv75y3Kt+sOoH9z63tuzu7ufOi2zt3N7dub23e2dk+2dk+28pbtbp6srx8Z27hldyZmcWXFpZfmVt6eWb+hemFZ6cWnp6aPxoZW/7Ov33/PX/7jhuP/yJKktl4MstFsb7+Dqf76g9/9rUHvvD+17zlU6//y08WFX37/7z5m3/6+n/50z/50pvf8MAfFX34jX/y3je/7W1/9pavfeqLV/7zlyXX66+UykrqNIJmn9iGtQTTza3JBifREogqnGiLFyhdiKU72ewFzQFG4QGNLqLJjSqtvSKFRVjfIqxvuSFolOr8ateAzoc1OcP6IKnzky0uVOsndD5M58O0fkzrx9QBTO0nVAGi2Yc1+5BmH9LkRZs9qNKDNrnRRhemdGGNLqzJjSvdOHz4osULWnykzIVDpE6Mv5a7iULgTyUOVOJAZXZUZo/I7KjcgcgdmNyBKOyY3IHIrIjUFuZHmT0it6EyOyqzIlIbIrNiEmtEakHhKLYgUgsqsaJSCya2IBIzCkeJGZGYEYk5DEepBZVaIlILKrdE5ObcKDOHZSYkN5oQqTFyP0X7e2e8WLxSMFAdHJzu753t7Z7u7Z7t7pzu7pzv5hMfjD1bW7kD7BePVBRYlUuCm3d2tk92d863t075bZzl5Tvzi7cWl+8sLt9ZWrm7uHIL5sS5xRcmZn8D2LmR0XWRUPx3//c9N648/vWvffub3/h3GkQTbCrNZZJguMeN+rUdukqp4r8eFnz0Uz/9i7/8bFHRP7+u6Avv+D+P/+DbJcWVSp1bZfJbfQP6QKjFM6D1DGk8SIuHbfYlG31sS5Bt8pBKFwaf3GpDJ7VBRukGjR66xUdrg0yjpe+xG+IPfOQzr3ndW1/z+r/5yZUalb3X2klpvbjKg+r8pC4AdD5M50f0AVQfQPV+XBfA1X5C7SdUAUwVwNQBTB3AVLkYhqt8uMqNNXtQOMK8CQNeowuTuzGFE5e5UDg2ugg4I3dj/LXMhUKHCml0ojxye+R/wobK7RGZFeGRWiLQGKklctmkSCEyK6KwIgorIrdEXhXo1j38wRPGu3uwMD/Z2r4Ln73Z2DiFHU6+ybm2dhtGKdhK2Ny6s7V9d3vnZG//PL85eLq1eXtn+y7cIsz1S9dOl1buwkC1tHJ3Ze10ZeX2wsJLCwsvLK2+srZ9QkXXg0Hy6q9Eb33DX/3bN7/39nd98G/e97F4cjqTmB5OTHP0ZNdAurWdDBi8/nJh48c/WvOON1W9/69/+rdv/MbfvlEtKNPZgko/0txByFvxBh8i9SIqV1jnQpttZJOdlloimgCp9uDuvpQxQGjcEU9/Ru0BuZffuUGTG2+09lfJzA984l//9I1/+/XvPWYJRqytmNYX0fuB2ovpAkDrJ/R+3OBHjQHMEEQMQUwfxDRB/B70QYJH68U1PhSOGh+u8aFaP6H2E01uGM/wRjeidGH82OhEC2cUrkihQ41OVOnClC4E0uRGmxwRiNIeLiQ/iSjtYaUdUdqRRluk0RZRWMMKa1hhReAot4TklojcEsrP52i0RZTWiNIaabSEXxWFOXI//4tVW9t3+Q5C/sHA26urt5aXX15YeGFx8UUoVu5xrrxVu3tn8DGKvf2zzY1bO9t383vP5xvbudNXaxvny6sny6sny2t3Vlbg9s4rC8svTc6+sLZ9srT0bI1Q88C7P1pxo7oXjYWY0WRmIRWbGo3PAmy4ExsN9LHdns6u2jrvlz6j/8DbdQ++p+r9f/XLB95lKC+1efpVnZykla7xkzU+IPUTKmfI5iUMLlbnZjUeXONDVc5BSxtuDiAmH9oWGbF2RJs9RLMXNHnIZg/WZB9Umts//9UffewfvvyLUom9HdO4BzXenkEZfQAAIABJREFUsKWT0wWAyoPq/bjBjxsDmCmImoKosRU3tOL6IKFtvQT0yRCAbwTFIfm8ieRSpxdr8eLNHqzZgzW5UR7emHtocuMFXNzf7EQgF3o5QkpHiP942bkLvf5XmmwIBOp1D40W5H6KYPV9j0/wiZqd3dOtLbj9Ap9gPlldvQP//EtLL83PPz8///zS0ktr66+sb9za2Ly9sXkbirWze5or6vfONjZvbe/chdebO+ebO+frm+fL66erm+crG2erGyfLa3dWV+9sbp6srrwyOvrU/Oqd0enfra69oGnxvedtH6iplCg0ToFYNze7vTC1MT+8ODO6ygwvc5m5AV+bt/Sa+8ufHPjSR9r+6f2Sd71R98V/1D3yc5O2Td+akPsYsY+W+mmlD9c4+30dwOgiVFZE4w412bsajcGS2pZKia7J3BYcjJuCQOMldK20sTNu7GAVtt4Gne/Bz33zg5/8Qn2L096OGQOI7v9j7Lyj3CjP/S/TbOx1AQMhEEJJIQmEJDe0cAkEbgJJ6IRe3TA2Ni7YmGJjwNjeprbSSlr1Ue9lZjTqvddpGnVpd93oxbhQTfb3x+zK8kLu/Z3zOXNmZ7X6Zz/n+zzvM680UseQzDUsRwbGwBGVlyWDWTKQK3ey5U62EmQBIEsJDwPIkNI1pHAzFW6mws2Su1hyF1vuYslgthxiyUCWDKSL5pDUNiR1DEoddLM/IIH6xeDeMWeXPSLHD0L716vgHqFzt6DnBUL7NKO23aM2+vwdga3LrlHrrDzbxbe9zbPSvMO3zWL3qH0Wvb/9QdUYMwZ810tn/MT3rapUvqU/LN+1CsM+J4ijZeooVTlWq39Zq3/ZaH5Nx9X0AGL8u65VrfHvpq1qT9FKVRr/brSnas3varWv250TZfKIz99oTU45kbIC8Nx+64NLF1y47InVf73zkd9ff0cmXU2GSklfLuzPBWOVcAx3qoxjG9fx7/gv899/p73hZ8OXn2e6/5/iZauBUes7XOdukecdiW+XxNUvc/CVFqs7LlZ5WSLnsMjw1Jqtt9318DU33v7gE8+9vpurMPtHNe4BiXP3mPMdsXPXmGPbgGzz29xfX3fbRb/8r01vsPqFJo4CZisQltIjMERYcveg2MmWu9hyaNoqubNr1bDSM0w/6EHpYSsQtgLhKBCOAqah3WLKHcMyO82QDKJLatetXno9m7ZtJti67BE69wid3zdyr9CxV/hDttGe/VC53NXj0B6B4/9k9+jJJOuF0e6c6JHgBN1LdaE7qq5V9M2ZavWrSvU4WT6CE4dx4jBBfk6Qn5epo5Xq8Vr9y+lPqNKjrM4J2qrW+He0VY3OVL09VWtN1VpTVP27Rnuq0Z6q17+hrfIHGpXWcaL2Sa7YufLKP170o58+/cRyQOnQaL04cSif7RTy7UyqVSx8GA83AIFu62OPFkfeND9yy9g1P5Vc83PksX+Jn1quF9sGBQ6W1M1WeAak1kGpYVSjt/mjfKWDKTKxxLoXX3nrqefWP7tm4wubX9v02q4RuUli8HBUyDCADKvcLI13QGrdI9Ldes9jl151w5qX97BkDp7KzVYgAxKIqXBzlF4u/R1oCpgrd7IVdrbcyVQ6mQpoxiovbRVH6eYo3VylawaIowA5CpClcLIUTpbCzlI4h2QQDV0QexmQOPvFjn6xY++Yfe+YvV/soMvlLAbE8IB4Wkray4ExGsfAmIN+h973+d+zkHZxr9DRL3L20r3eyx7BD8t38hPxtASt9re9H5Cn7xPTuzop6pty+UuK+qJa/apa+6JMHSXIz2mxMPwzWqxq7YtG8+veN2w26G79RLNzojFO8+9660Rncoq+Fd1u/7te/6bd+rZW/SKZ2E/VP680P53Yd3jvXu6Vv7xq19t7EThaKo5Xqh9i+KFwhCKIjwqZ93Pxfa+9tPumX/5KvPbJ0fv/PHrz70U3/dH4+EOcx55UjShkSmhkzDwqt7PEuiExMKIEDIiXOablio0ipXnNxlduuPn2O+564NlVL7yyc0Cmh8Z0CFPpHFSAAwp4SAkNymxMmeXuJ5772e/++4Vte/kAPCC2sQE3T+0blkIcBcKWQzyVewSARxQOrtzOktuYctuQEhpSugYVMFPhZipcLCXCVsIcwMVVukYAmIarhGi32EqQo3SwlSBTDg7JIHoVSc8pps9lUK9YM4B7p5eQ0F4JNCCG6YEZnXa0i3TfNo3UcfIoAQfFzi5DEnoyAg+KoV5mjJzNf9bL+X0Yvfuieundgd77pTEkeYwWq7e7IoijpdJnBHG0UvmyXv/m5DcyNL6ebHzboo63W980x7+uTXzR3P91o/NFq/Vlu/HVZPu7TuNEu/5tp3FivPldGTuSiExGwh2VKiBXOB9+ePnlV/zyjjvv+tNNt95//xNuJBWLUOEgFQ5Uo8FaJEAKeaotK9YwVz7LfvjuPf/865t/u02watnOxx5Vs3jSETEgVUulGqFYzZeopVqL1uaW6yCuUCuVGF/esvOufz54z90PrVixfvsbQ2LAKTP52YCLrfGyARdTDg6JzG8Nyx9e8dJlV9+8atNOttTCUkBctZelgFgyx6gKGlE4RtQuDgBxASdHZn1qzTa2wtYvszE1yLC8G0VOthJkK0GOAuQoHSMqcEQF8oFpRlQgT+nkKECOAmYp6LIIzhxnt/YzwN1CSa8ihyTwsBSiVwPdSQdTOg1LBrJkjp4jSF8fljiGJY5hCUgfh8TOIbFzcMxBMzQG/ScGRWAvA0Jnv8DRL3D2C5x7Rx29MOjP8X2f7l3hWV9FRFtVqXxJrwRJ8hhBHKXdIslj5fLxcvl4tfpVo/Ftu/3vTvvEeOPrKvF5p/1tvf11feLr1r6vG50v2u2v9o1/N9H4tlP7rl2bGm9MtZtTzca39dqXFepYu/2VxRTetGnHZZf/cv2LG6+7/qannlpVyNej4bLfjWUS7Xy6U8h2smmKypJNf6SDuEm7s2RzkojPp9Hn3MEw6PVBfgQKOO0Bs9VnsYfsYFxvCStULq0KEvPUb78xvPP1gTe2Dw4NihUat0jtZspBlhLhqBCeysWV2t5myR9btfWyq29ateF1tsTMlIMclYethEcUDqEa4isdXBXMAaARFchX2pave2VEaR2Q25kahAWAbKWDrXRwACcNF3DSSvVaxQdAntI5onDQzRbdb82cwP9BLJgWqzuAHZKAw1KIbv+ZctpIB3um1WPLnRwFONIDVwZxZRBHCnZhS5xsiZMlBrswJa5hMUzTK9MPWjUgdNJWzYJBf+b4hzjRq1SvVeXy8ek6OJNY9JSBhiCOlsvHpycO7W/rjS+L+CftialK40SjM9WamKq3TrToiXx9qtOcmmhPddpTteZ3ZO14rfUVSXxeoz7HSgfYLOmFF16m05uTiVyZbIYCuXiEKmb3TbSOdRqH65X3CazTKk8eJCc/IPfvwzoHywcmyX1NbKJJHKzgB6vld2uVD2uVTyqVz6rVw/X6sVrtaL1ypE590qA+quDv1svvVcvv1qsfoeUP1LYEW+7iqr0cFcIBnHzAyZEaVm/Zcdlvr39u43aews4BXFy1d0Tt5gOgSAPzlY4RAOaqYL4GEqqdz23czlNYmUonS41wVXDXIZ4a6mWWW12rumJ1oUOLKQdnifV91eixGVNKx95JuEqICzi5gJOnhE6icI3I4S60ZFwZxJHCXVhSZObhl6eI9Z+sGhCC34dRq333H/h21hejzbj1BR1I9BSUHoeWy8e7QdUtkfX6N5X6l9Xmlzn0o87kVLU+1epMtTpT1eZUa2KqNTHV7EzVG1PN1lS1PtWemKp3vpk48O9O+9tS/r18dvzlrbuuuOI3Wp0pn8NgyJ9JlfHSfhJ9r0p+VCHfm2h/Nt7+sNN4v11+t11+v0G83yDep7BDrdqnjdon7eaRWuWTeuVwo/p5s3K0QR2pE0ea5WOd6pft6pHx+pHxxuGJ5uc16oNW4zOy9onGEh8FvFzAwwZcLADkAo5BkXrttp2/+uOfVq7bxlc6uCqEq/byNJ5RFSTSwKOAk6dy8VQugRoSqu1rN+/gy00cAOKq3TyVi6+Bv0+vWKdaBc7KqukZhAJiysHeQRcNXe9OIp/+q9lK/QerumKdahjClbloaKtosf6X3KLPB4TOQRHUy/9hFZ1VvcwY9hUtVledrlh0ZaSoL7qNF1U51mh+hWKftNtTjfpUsz1tVXNyimpPtQ9OVTpTrcmpSuPfk5NTnc7XrfrRfe0TBye+a1Q+Htg7euUvr5FKlOFQolSk0GITK04QxQPt2qet6sfjzY+a1YPt+nvNykd16qN2/bNa+cNa5aNG7ZNK+YNK+YNm/dNG5eNm5eM29XGL+LCFftjGPuqUP22UP6mVP6yRH7Rrn1TL77can1ZqH5scKaHKw5RCTIWLq3YPK2yvDPBWbX7tmj/d+tSqjXyZhat0sQE3T+MRqGGRBhSqnaNaF18DC9TQmNq+/qWdPImBr0Z4Gg9fjQjUcC/ft4qGCzg5StoqJ0vm6C1eLJmDpYCmxToVukPqKshRwPTqkoandPKUzt46ywfgWdBudelNrxE5wpa52TJ3161evXp7LPrHQRE4yyoaRrV64gehTZq5SzN9C69ePzHLITquaIe6BZFOsmmr6l+WscNV6ut2c6rVnGq3p+rNqeb4VLnxbevgVHn8380DU63JqWrl2KGJb/fVj3eqxydaX4y3Do9w5L/4+dWAUouWyqUiVczXirlmPtXACxP5VCOfruTSBF5sZhJUKl4p5SeyqTpaGC/km8VcO5+po4U2mm/huRaZa1byrWqh3SiO17FJEpvEsQkCneg0Puw0P2q3PiGoQ0ZbbFQGj8gRltIzKEfYgGuPSLftrcGr/uump1dtGFM6BFrfiMo7qnELNS6xGhRpQIEOEegQgRoSaxwbtr41ItaKtMioxi3SIkKNq5fvxxV97LWqtxOaPlfCbCX8fbd6CyWtVHeBOQLAtEmjKqgH12wA9yjg/iGl4BE5zJa7aLFm0Ztbw2K4p0ROc4pVM4PN2fR8a+N3p37F47RD3Z59WiDqC/qk16oK9UWdOl4jjmKFjzvtE436V+PNbyebJyZaJ8YnvmtOfkO0jxDtw/XxYxCUn6COHKp/MV4/1q5/jhUnlj2z7r/+cMOYSFbMY8UcHg6kMwkil6KK2VoqhufSRDZezCby+XgpGy3kYmg6ms8lSqloJp0opuK5VDyXSmST8UwykkpGEqlIIh1NJiOJcCSRShdSyWImWYqGc+FwPhrHzLbwqNgxqvBwlcG9EoSl8rHlzrf7BVf99k9PP7tOpnZKDH6+2iPQeoQaWKwGJRpIqHcL9W6RBpZqnFte2cUb00r1XoHWM6Zzi7XuMQ0ypkF6Deta1XWLAzjZSse0WzNwAWd39EDTXVFOrytPsQrkKEC6up2aT85RFShQgQIA4gPw98X6XxKLMz22RegHjHdhyWCmFKJz69QMm6ar19AYzOh+yewsevcN97TtX9JWdVv1bskjiKNdsbrXSfIYVT5eoY6lUwfHx79p1o5NNL862Pxuf/3byda39frh5r7Pa/s+qU18vOMNjk7m0Yy5jeqwYMQ4JtD/9fb77rv3IcGoOBSI+j3hbArNpvBUDMunqVS8lEmW0rFMPpVDk0UsXcjFc2i2WEjn07FUJpVNpTKJRCKdTqfT6WQynkjE0ulkJpPKZFLJXCpXyCcSqUwqny/ghUI5mUENJrdY5uCNQRxFgK2KDMiQl98Wvbx19w1/+POjDy8TSQ1ilYunhIQqWKSBJVqnwuAW6t0ig2dM65LroG2v7+GLdTKjd0znleg8Yq2bRqRFuvwnq+jQ6jKiAumxFgeA/k+rTl3lOejyx1M6eUoHT+kYBZyjM33VKRWwp8f6PvRDLujHjHfFopelLBnca9WMWwhTgnTdomEQ+BGSOFomj1Hl42XyWJk8RhJHSeIoVT5eob6oVr7sUqt+Va99Xa9/U6t/Wa190YWqHCPLRwjyc7J8hL57Q1WOlamjZeooXj5WIo+U619ki4dI8sMDE18dbH0zSZ3YR03tr3830foCxTtyrVWiMhGVfYXcvvHmcaxw0OPKYcWOgA/cfde/pBLA6w6olFqT3vbOW4NBXzyfwZUyzYb1m1/etPW1l7e9tf3Nna9v37u736DT6/V6JpPJGeHyRULuqGCAzRYrlWMKGV8s0llMwXjUBoNOj9OJgAGf3wUhIOQOx1OpXFFndAiERrHczZZ5WAo/V+3fzVRuXf/ajVdd+/QjzyjlZpkG4SucEo1LZfYJ5GaF0TVm9I4ZvRK9W6YFX93RzxfrpAaP1BjoKkUnlkjtEmpcdIM1qoJ614YjKpBzalb1ziBYCicHgOj5Be0WU+5gKZy9TRVdK7lyJ1fupNv/rlV8wDkKOAWqH+ir/ne36DXpzM0Adze3ph9n39NydSvjrOI4LIZpqz4vk8fK5JEyeaz3nCof70IbVqt+RStVqR6vVI/TJ7RVtEZdyPIRsnwELx8hW9/kyM/CyWazdbhZ/axZPra/MTVemWqSX7drx9FiE4K9vmBs9QsvZ/MT9ebRdvMIWpgksUkYDG/a+Ipcph4e4LyydbvNDD760JNcljAVz23asOXyS6+49OKfLD3n3MULF11wwQVLly7dsmXL8pUrLr38skXnnrN46Xl95577o0suueAnP5m/+NwFS5Ze/YdrtSbrb37/+0XnLTn/ogsuuvCS85de+OvfXPOPe+71hcJGi3OUr5LIQLbENSSBeSo3b0zLfXPPE3+9c+1TK7UKo1INyjSIVA0J5OZBjlSscdBWSQ0euQ56fecgb0wrNXgkBr9E56HpikVXwB+0qhtRJ8vfzI9sJcgBIJpuYrGV4KysYsuddFbNqoB8wElXQLq1+j+t6qmAcFes71fDbuHritVbDbt6MTD0Uxz7lMAPE/hn3SNJHCbwwyTxOUl8XiZp7Y5Q5aMV6hitEQ3tFp1M3RM6t2gw8vMieYRqfRVLjdfrh5u1Y9XKl83GVKM+Va9+12l+iRWa4UCSxKqhUC4Yq5SID0uFA5lkAy9N5jKVWCRfKlLhUCrgj6aS+Vg0HY+ko6Ekc4hz2623n7N4yQXnnT9//vwl554zb/7ZW17eumLlc5dedsXiJecuXnLeOUvOX7L4vCWLz/vRBT+58EeXXH7ZL2Gn55KfXLGgb8nCRecuPvv8xX0/+vnPr779zn8mMmmD0azXOpyOiMaelFtjSptfrtAo9+7acN8/39m42aq2qFUOgzmgUEFv9wte3TEgUlolBu+Y0SvWu2V66PW3mFyhWmrwiPW+rlX0Q5fo8te1iqa7PBxV/ZBedMOunN1a0Z7RTfqpgBwF2O3WT23VT2G2UjP0duunWkWfI90i2LWnV6zeAKPFYpSKH5VKH6Clj1H0Q7T0MVr6GEM/wbFPaWZUm5asTJ7MpK5bXcPo0KLvDNJ3ncnykXL1S7JyLJ05gBEfNptfNBtfdxonKPTIRPW4FfC+88qefDibCKQ9cDyVGQ+Fm+lkOxWrZ1PNaAjF0XYmRaaTGFqspZLFbAYrZIlMsiCXAv17Bt7YvnPLlpe3bXt148aN69dvYDLZ77yzZ9Wq1U898ezjjz712L8ef/yhJx598PF//u3uO275x5P/esYgNz5096M33nDr9df/5ebr/vbf1/71j9ff+siTz9pAp95oMKgsHiThChJgmAADKYvOYB54c9u9d+xc9VwhkCqkytEI5g8WPL603uzWWLxjOrdQ7x7TITI9tGMXmzmqkhi8Qp2X7tang0p3ckk4a9wwq4vvzhq4gJOjAFkyR1cmptxB176uVd8Xix4r/P9bNTu0Ts2q7u3w71vVG0u93dWsMQQjn3+3UDhULL5fLL5bLL5fKn2Aoh9i2Ef0Ecc/7jWMJA7Tpe0Hxeq930wrRZWP1oijJPpZtXY8W3yvWv+8Xf+sXdrvkjvezdf1A7yxnf15d6QUw8arH3Uax/DShzXq84n2l1Xq43bzs1bz43broyq1v1l/t1k/VK/uKxPtem2CwOs4VimTdapcp8p1HCXq1RZaJCisUiPr7UqnTjQaWL2JNxql2jjZ7hCtJlpvlmq1Ur1GdYr5GpqqE/l2Mk1mUCqHYS434rJ60HwDq3yUJ9/DKvvIdLagFO594B9Da9YWPNEokoAdYYctYDa7ZQqzVOUQaZFRrUughsQ6eMduTv+IfMzoHdV5ejv07/skVMEitauLUOOi5158NUKPVUcAuJtVLIWTKQe7N2RYCoithOk9W9M7txQIWzlbLPp9eCrX9+8R/eCsYVaAcU/B1R39T9fB/zDNmnWFkc3uz+UO5PMHC4VDhcKhYvFdWqxS6QP6hM4wOsAI/LOTITTTPM3qpejaR1+vkkc75S9q+JFa+0QoOVlrfPpu833cAq35w7WK5cusL20y7nhj4MWt3N28ZuWjBnVk/8S/242vxltftRvHxtvHxtvHOq3DrfonZXxfq/Fep/V+o3aQIjvJeCmbwTJpNJNGS/kyWqCKOZIoVNAsieXKNaxJFWuFBN6mJorxEprE8DRBZEgiQ6JpIpUs5rNlItsiC50S1gomcqlCLpaI+6FQp/p+c/zLUvmjWuP9Q1SzpVe/c8dtg8tX7C+U91P7KlinSk4264disZJSB4q0CE8D89SQSAft2Mt9myUWGf087fRMq9en3qo3LZNqWi+66xrVuqYf+qVGToqlBFkK5/S++BmrWApotlUKpHcQ2h1c8VSu6fXmTAvfI9b3Jlg9evVOv3oTa3phKPdw5J5esejZ1Sy3GKlUJ50ez2Ync7l9+fz+fH4/rRdt2AwzGYZ+gs2IRdOVrEtvz14lj1aLn+9rTSXQTwO5A9lMZcezK/tv+5Pt7putt/yWedXF5heWO4ZZPnuw2TzSbHzVan7Tan5Tq34x0f62WTs20f66Vvmk3TxSr35Ur31QoQ426++2m+/5valUAk0nsVplP14aJ7H9xVyzRh3CS+OlfKuM7yOwDoFOUORkIV+nyvsIolPCWiWshZfbZaqOl6hyoYll62R1IlXC8zgaTyZcZqRa2t9sfU1Wj7Yanx0oNJoKgPn3O6UbNr9bKu8j2m3qQKd2iMDaHk9CrnGM6dx8rWvGKt7OIaHQ4OOq3Xw10h179vZSvSlFWyVWuURql2DGpy4zkwUXWwlPz9Npn+iJqMLFVLhpn9gKhKN0cwAXB3BxVQhXhZxilcrFVyM9C0PnD07bZ7nF62EEQHo2h51cD84S6/swYrFGItlIpVuZbCeT7WRzsww7MCPZe3R6ldCPMfxTnPgMJz7D8E/p865YsyYLZfJIi/iiSX2F1Y8DxtAtN95+648vSG142nPrL4O/Px/8409iG5YdS0YPUK1O++Nm9fPxxpftxhed5vFW7ciBiW/K2Ps4ejCXalepD0hsEi02cbSVy1AigTqTIvFiEy+2yNI+ori/Qh7CS5MYOkmWD1UrhzBiEscmcHIfSR2w2gNKjQOv7ctiDaw6jhL1fI5olfdTpU4RbZbIejyTj0STGqkxEUQp4tN6/VgZPZSw+IJv7Hn7z7cI1r7wIUYdIDq1YrtJ7mtWD0XjmMqASA0eod7NU4MiHfRG/8ibgwKR3jei8s66YzPLqulZgwoWANAYAIvULp7KNaJ29T7JkqtCOIBrROXlKN29mcRWICy5q7vLdHpLoAqZ9kntHlG7e5Ry89WeUY23t6LxZo7fH2LRA/dRwM1TncIIgPSOr7pWseTTpZA2bJZkjHSmnc60UukmTTrTSmdamWybNiyXn6D1yucP0uQKB/PFQ4XSuyXsfRT7CMM/xvCPceIzgjxMkNMZRm9eKJePU+XjVfxYBT9cr36aSVDFSDos4u4b3BK45bLc75aGrjq39PxjddmI7J2dkpFRQKDXSBwmNaRTOUw6V8iXxYstipysEJNVal8ZbxForUK20AJVzFF4sUkWm83ygTq2v0kcLGPjZXKyUjtQItoo3ibKEwQ+XqscwEqtXIbK56kiVi1V6li1jZLjFepdqjBZzk+0qh/i2ARJTZbwRsAfz6bwSnFfDT1QQcfrcbTIF7952+0ja1YfKmKtQr1N7G8T+2vlg1TlA7nWrdS7JRpIYvDwlbY9TOHO3VwB4BZpQiK1V6R2i9RugRqhoTNAqHHTCNSIUIUIAJdI6RIArhEA5qhhNuBiAy76MZYclY8D+DlAkK0MsBRelsLLnNkIz1S42QoPR+ntVWpE7Z6RcsYttZt+ZCatJhfw0Bd5KjdXhYwAyKkhRO8r9IwAHp7KS5/0wlV4uQovS+6mYcoQpsw9LHMPS5Hh/9Stp9LNZKrWSypdT6XrtGHTbuX25XL7crkDudy+bH5fNj+Rze/LFfbniweK6Hs9etEZdnLbMUEcrde+bje+IksHC2FsIl0sikbQjY/7bvxx7poloV8sdN/yW/m9t7HWPv3aujXrn137/FMvPPvYsofvf+Th+x/d8dquZKxYylfQQrVYKBeyBFYsp+K5Yg7PpvAK1sJzjUKSwjN1LFMtZquFQiWdL+fRWh6tFdAajrZymQpebOYzZC6LFzEqj5FZvFwgJorYZLk4Xi2No/kWjk0USs0iVsfIWjZTrGHNSr5OYtVxlAgPD+362+27n3zYyGbpBMAoU8raM8pjy/WmoNYSUuhhqcYu0jjG1FYmR7h3kCdUgEK1X6R2i9QukXrmqbtquKsXDW+mg6GTgwNAbBXEBlzDwPS2dybgYwIBlirIBAJdsVgK70xKedgKz6lBBXNVMB1401cADxfwcAEfF/BxVD6u2t+VrJttPUs8mB5yjih9s6B9onupHqWQYdn0g6WHpQhT9kNWJZLVRIqKJ8uzSCSriWS161Ym28lkJjKZiWxuPJNtpzPT5HL7CoUDpdJ7GPYBvWYk8M+64MThTP6DAvZxvX64mmnug8PAQw+pr/1F8MZLib/8zPvz+bafn8e/6grnM8rxAAAgAElEQVRkz3Y06C1Ek3ql/q3tb3NYvLfe2M3nSXIZspiv5DJkLkf072Xv2T205vkXn3j82fUvvJyIFrBCE803KLSN5uvFYh3xxlgjEq5AyhwRsUckkDOUT1NVfBwv1dFSxWIFlRq9VKOTak1KvbVYIkmils7hBbyaLmBZAkfCPqcbQhAPCMLRVCwAGg0vv/DKn65+7a5bWJteGH7zHWY/e4TJVwMWncUnN8Byo11utEu0NoXOIuALhwfZQoVlTOce1bpGtfCo1iXUwEKNS6Q52U7R+xdG1BBHDbI0IFPtZKqdbNW0VSwlzFIitDoshZet9J0C4KWZfoGSfkSvi6NCTgFwcQAX7RxH6eUovRzVtFhctXfaNhXCnXklXVjpGjdtEu2i0ks/mfzUiEKYMjcNHVTD0pNXei8yaIdiCTKWIKNxIhrHonEiGidiCTKeqCSS1WSqkUo3uxplsu10ppFM1ZKpRjLVSGdaufxEvjBZKBwoFg/SeuH4hzj+IY5/XCI+LlGHi9XPCtj7eIQsS/Vjt9yi+tUl7z7zd+zvvzFdeprhwrmqq6/w7Niahe3ZcMhhs0vGxHa7k83iGQ22XBanqPFSqYai1aeffu6RR5+67fY7+xYs/cPvbkonCRLtYIVmqVAvFCpFrK4x2h9/ZtVjT698/KmVK1eu27uLS6Jtstgslxpogdqy9bVnV65+ZuXqp59fu3bz1kw2j6HlEl7JoVQBLRcI4p3BPU+vevqpZc+uWP3c48sejyEmYN2TzH/8ifPkvSGZwK4x2G2IQW+32D0mMAxY/VKjU260y/QOQGNWCMaG3t4rUZglerdI6xLoXAKdS6R1ibSuMa1rTOsSaWD6ZjNf6xrRwhwdzNJCQ1qQqQE5apgDQBzAxab/zYCbo3SzAfd0Ms3I9D3opz67umKxZ96h68q0GYB3uqqqfBylm62YMa/HP67SPQJ4aKVm+TQjU5eT6vRaNesiIxHHE3E8HsPiMSwWRaPRYiRcjISLsSgajxGJOJlKVtOpWjrZyKSamXQ9lakm05VkmhaulkrX6T4slW6lM+1sbjxfmCwWD5ZKh0qlQ3nsUKH2STg/iZIfjRfGlSvXDV/9G8tVV6D/8/vo//zM/NuFxkvmiX92vv+VjXmbKeGHA0G3xWIyGEyDAyzY5cvnyQJayRbIfIl64cWty1ete/SJ5Zdc8ovbbrsrEimgxSaOtgmiU8IbWLltsrtWPP/i8tUvLFv5wvPPb2QPjdWIiXKhWS418FL11VfeWP38uufWrn9uzYubNm/LZ9AyWikTbRxtEWgDL1H8UeGTzz6zbNXzz69b/8iTj8ZBU+Kd1/beeM3uf/wtIBLBJkhrdNnAEGDwSPV+wBqXGr0iDSjXulRKm0GkZr0xoASgMQAW6xCxDhnTTlsl1MBCDTyqhQU616jexdfBPB08ooU4OoitBbkaiKuCRwBkBIA5ADQCwHTfw1UhM3nj7poxnVUqH0vlY6k9LLWHo6JBumL1/NV0VnXtpBOO/pgGS4l8/5UzPiH0MnNYjvQyJEWGTlWHZkjq6TIocdMwopFSNFqMRkqRSCESKYTD+VAoFwrlIpFCNFLqupVMlJOJSjJRjieJUyknUlQiRXUly2Sbufx4vjBRKE5mS5NJ7ECaOITihxqZSkdnhB6+N3Lr9Z2Hbg/e8Svxr86SXnom78rzQ29sLVr0mZArGHRpdYBMJhOLpYjbXyyRqSxGVtooUQ9FM+FYNp4q2pweny9RLk9UyvswtI0RnQJWx6lOtkDaQa8vGPN6o153LB4ulkutGjFBoW2KaLvggMUKmqyg1QJbjDBZrNaIDlZoVskD5XyHKrZccECm1I7JNSNCyZhCtnfLi7HXtw5d93veA/d5uHyT2rxt5yBgduvAGGBNAo603BoRaV0KjdsAQNZR9ejOYaPBI5A7JWrk1G0w8ExNhEe1MF8H87RQF75mer02Or2zFOGrkVGNm6b7qHou4JkOG5WPrfaz1X62xsvWeLlqGvdJpjuqk33VKUYqERo2cOpsQuml2zWW0sNUuJgK17AcGZK56E/V/qBVQxIXzaDE3S91d497JciAGGH4/elAIBUIZAKBVBe/PxkMpoPBbDicp6MrGilFI1gkXIzFSrFYKRotThMpzciHxWNYIk6mklQ6Vcmkq9lMLZOrp7KtRK6BEeNYNENq5Jw//8H/l+veW/Vg7KHrWFedxflNn+lfN6dYb7kFbKt0NOZ32c0GvV5rMJgg2IPhFYKs1WoTuRyBotVikULRKo7XSbyVy1B4sUXi4wTRKWL1IlYniAZBNKqVDom38FK9Se3Hc40qNoEXmzjaIMkmRtYIqlWl9lHkJIWPV4hJrLivgr9XKRysFg+WCg0Ub5PNQ8XKeKKEje56i/f3O9/65S9WX/ZT4NVXVTL1tj1MiRFUOwNya2TMFJA7QnKLV61z2VWQ8m0W5+W3jDrnmMopVJ1sz4XTE9HerXywUAOLuqhdYq13TOsXa71ivU+q90qNPpnJTyM2+UR6H/11qTy1j6cN8rRBrs5Pw9H6OFoPR+sZ0ZyEp/H0LgB5arqj8tPPu6ezjXaxq9q0rICX7t5YSmRI6RqUIwMy1wzIoNzdL532psuQ2D0oce8Ve/ZIPN3jbrF7z5ib4XZHPZ6Y1xv3+RK9+P1Jvz8ZCGSCwWwwmA0F88FALhjMRiK5cDgbCmWCwTRtXiiU6yZcOJyfDrlYifYskypnUmQqmW/kM+6ht0f+5/rQP24eX35f5slb7ff9bvvP5+2++efmHev9Cr6sf1cUAr2wA3RaHTZ7MBhGSySGV9BShSSbBF4vFMoEXsfQKom3KmSHKLUofALDWuXyBI62ykS7Xpkk0BqJNRvlfeViu04dqJL7KHKSJMdLpVoBrZBkE0dbtfJ+Em3jxU6t/CFWONjEP2pg79epQyjeyeKdPDWO1pt4OJzd+cae3/x65w3XBfkjBrVeaYdVTo/Y4FRaQ0prSGrx6hw+vRaCAPvQ6k3vrFinlevkOmgEgDkqZETt5mk8fLVHqHGLtJ4xjYcOsDGtiy6RXeTGII3CFFCagyprWG0Pq+xhtT2stAZlJr9I7xPq/KM6n0AXHNUH+brAiD4w45aXq/PytN4RjYen9fK0XjreeGofDV/j52v8tI4jmsCIxjei8fG0fp7WP9PC+0c0gRFNgKv2c1UBjso3DCDDAEJb1S+F98pcAzKkX+ahrZol1qDEvUfi2SVx7xZ7e48MBIn0EEKQkNsddrvDXm/U6416vXFaOL8/7fOlfL6U35/0++M9JGkLu6+kXxwMpkOhXDSUTfoyeKoU9iHmMbZq4yr1g3fGH7qzvvIBfOXd/iduY95wxci/btHt2uAG+DaBIGaHUgE/AtoREIJBV6mAU+UGXqqWyWaFbFWoNoFWKmSLxJoVrFUjJmrERIWYrJQny1inVT9AFGp1cryKj9eIifHae0RpvEoeILBOtbq/Upmo1CcIokERbfplFWKiQh4q44ea+AeV3EQNn6SoSaw8XqLaRao6UcjXmIP9v75yz003OHftgkx2wORUGh2AEVabgmpT0OAIWmw+pw5R7RWot7655R//Mom1Gj0yqvOw9H621sfVeQV6v1DnH9N5xzQeqcYt1bjFaliid8uMXoEaEmpBjTOqcybNUMbqylngtBlKmeGkCUrowJgRjGscEaU1JLMGxcbAqM7H13r5Oh9f55sWSOfj63x0PtEyjep8QkNgVOfjqz00PI1HoPcLdEGBLjiqDdDwNUG+JshTB0ZUfq76pHP0OUfrY2u8TLVvWOUdArz9St+A3LtX4e+X+Qbk/gG5f0geGJT5B6S+fqm7X+LdJfbukvp2SwPvyPy7pQH6nAHDoR4CXWi3ECRCh5nHE3O74wgSc7uj9K96iCJIhH5NF9qwgDeW9CbTnqANEIne2AA8/4z+kbsMt/6X/rpfaK+7Yu/li1+6dPGzl587tPaRoElqH5MmHN4I4kKcNi8EIU5XPlUo5vBcGivly+lEsZQvF3M4WiDxPIXnq3i2gmWqeK6B5xqlTKVcaOLZSrlQx7M1NFvFCk003yKxyWK+jpWa+Wy5WCgXC2W8VMVL1VK+jBaqxUIDQyepwmS1NFkutUi8VSg1SkQTo2rVeAzd/Tb/put3//m/TW/ssGqMGjOks7q0Rlhn9BktQa3RZTUjsA7ibHk7IVBu/ceDGo5EqwGlRp/IFBIYfXyte0Tt4qkhkRaRGLxSg2e6kdchEoNHYQmoHEGVLWR35yB/yR0mPBHSHcGRMAYFig5vzuJKGcG41hFTO6KALSoxBcXGgNgcHDMFhCa/0BAQGAK0Q6M6n0Dvp92i9eKrPaMa96jGy1O56dSkA4yv8Qt0QaE+IjJER7UhvibI0wb5uhBfF6Ld4utCbI2XpfGyNP5hTWBIHRxUhfqVgb1AYK8ytBcI9CtC/crAoCI0qAjQku2WB3crQ3uV4T1AeI8itFsZ2i0PMkAwBIIhEAyAYMDp9HaB4QAE+SEoCEFB2jkICoNgCHRNAyFhmpkfg6ArALoCEBKkgd0hNxIKwGGrHNAyd/HXP73jz9du+9nF23/ct3PJ6bsWnr7rgr4Xlvb97UzGnmfuC+tlEasT1ti8docHcgQQxAt7MvFsPlXMxovFNF7MoHiBLGWxTDyXTxRKKRxLkni2VkxQWLpG5OpEukrlaliGQtMVLFcr5eqlQqNUaGTTVClfKaZxvECSJapYKJdKFRyrZLN4AWsmM9VitoFl61ixVsqXMym8UKjkSnjQbDSsXrHjt7/a/peb1G/tNOtMSrNTZbSrjE6dxWey+fRm2G6DFTyZbA8rpdDsWf4c561+o86pkJllCptMaZeoHSKNQ6B3CgygwAQJTC6BySV1+OWOgNzi1TrDViRpckZdIdQbLQeTtVCqHk7Vw6l6KFnzxyh/jHKHCchfsnpyejipsIelloDE7BebfCKjV6T3CQ0+oc5L9/UCrYc+dk+EerdA66FvBc5A2+adCa0QHVrd6OKpfTytn632s7UBtjbI0oWY2vCwLjqkiQ1oov3qaL860g9E+oHwgDIyoAwPApEhVbRfHd2rSQxqkv3a5IA6sUcd3wvEGE5nkMbh8DkcPrvdbbMhNhvicHgcDg990en0O51+hyNgt/vtoN8O+h1QwAEFnHCQxgEF7KDfDnrtoNcB+Zyw3wn7QVcAhgOgHfGarNwt6zb/7caNf/z1up9esOG8s9+4YOHb5y4Y+unFK+bPu2f+GcL1yxAJP2gBvTbEbbMH3HDY6w37QvlUAcsTaJYkChUsT9CUshiawchCGc+WyXwNz9SxdA3P1tAEUcnXsQyFZql8hiwV6mixkc9WijmKzFeIDEam0GIsU8ih2UyxkENLRSJXrBTQGlaqo1kSy2JEnijnKCJHERhJRSOxXW8wb73h1T/93vzmqz6DwaIzmAEVqDO5TZBTY/abbW61hvfq9oRS5dmzW7NlM2/rNkiqCaptboXFKTNYFAaD2qTWWeV6i0hvEZocowa70AhJrW6VLWCCYk5PxhUouEJFT5Twxcu+GBVMVMOpeizdjqXbydxENN0OJqpICLd6clowprAEJGaflN7ZbPCKTT6xMUCLJdB6RHqf2BiQmIJik09s8o0ZvUK9e1TrEugQ2jaB1jOq8Y5qvPzplos2KUCXwunJu9rLVvtZGj9TG2TqI0x9jGlIMg2pIUNqQJfo18b7tcm9mtiAJjagiQ1p4kOaeL82OaBLDeqzg/r0gC7Tr03u1aQYNkfQ5gjYHAGrw2t1eC12j9nmNlkRs81NY7F7rHY/jcXmM1u9ZqvXYvN1L1rtfvpvrQ6vzenr0c7ngHwIErKqdG+ueGbTHTetvu7Kxy9etObChav7ztjQd/aOSy5+et6Zfz+dIVm3MmHQ+My2WCDihZ1hvyfgcceCUTSHkVgVL1VJrE5i1XwGxdFylWqUsmiDapXRSilDUGgbzVbRLEXmK2S+UkUbVbyJFqhSoUqRnVK+TBbK1UK5kUUn8kQ7V6oUMRLFqEKRQlGzye7zhoqZUrtcr+QKzXzpAFrr5MhaATuQTxeYe3Zf++vBm6/2vbwmL+InRMIwa9C7Z5f19e3SNc+PPv3E0AP/fOWm68Yevod16x/fuf7q12+68Z277u6/+/49dz+4+4FH+p9ezt20Rd4/aJIrHRarzmQ12F0qM6g0wUYo7HCnHe405MuB/hwcLCBhzB3CfWEyFK/HEu14shNLtMPxVjBW84QJ0Fc0u9N6KKp2hgCrX2kNqu1htSOiskfk5oBY7xHrPWKTT24LAc6o0hGRWgJik1dodAv1yKgWHtO5JQav1OiTGgNjhqBQFxRoA6MaPw1/prXvWsVU+4fUwUFNcEgXHTImmaYM05IfNGYGjZlBQ27AkB7Upwd0iSFdYkCX6Nem+3WZQUNh0JAb0Of7dZl+XY5hsfktNr/F5qONMVkRo8VlMMPdo9HiMlk8ZqvXZPGYLB6DCTGa3fQVWi+arlU0VofX6nBbHW6zGXLZoVeXPXPPb6/4++VL/jSP8bfTGQ/OnfPgGYx1F/3osTPnPLF0sWnnK0XEEYfdUX/Q6wIDHhfssIcC4UIOJdAKWqDQUsVqcgp4YgF/TCpWDOwdDnpCRLGMFki8VEcLVQKt4QVSIQbkYwpAoVHI1RqtCS2VyRJVQ8v1TCluAWGh1CtWQBIJLBVXfO5GNEhFI1godAAtjScTnXAgIZWlhIr0mNrF40N7dukeu3fn5efuuHTh27/58eZfXvb8ZT9dc9EFz11wzuoLL1h1/jlrz1u48cLF68/vW7Po9FeWnrF+PmPNkr5lixctX7JwxdLFzyxd8ug5i+9feu4DF1/86G9+++SNN7+5+gXRAMekNpvNLrMzaEFiBiRudCes3qQzmHWFiu4Q7gtTgUg9HGnRRKLtcLThC1NIEAX9Obs3aUJieiiqh6IGOGF0JfVgArCFZSa/xOCVmfxKR0QDJwBnRGYNiE3uMbNbbHLLTD6FJQDYwip7BLBF5eaQSB+grRJoAzR8jX9UG+BrvSMaH0cToDuqfnVoUBsb1CeHzblha2HQPM2AKT9gyg8aMwOG9IAhPaDPDhoKXQb0+UFDgWE0e4xmj8niNVk8RrPbYEL0RpfOAOuMoM4I6gyw3ujSG10GE6I3IjqDS2t06UyI3uw2WDxGq9do9Zps05jtPrPdQ2OyuU02t8mKgHafF/QNvv3m7df++rfnMe668pzHf3XRrfPm3Hnu/H8uOuvRuYzt114D8wZ9Zk3AZkv5fLDd4nRYdFq11+vPZUsYShUL5WKRWr9u8z13P/j3O+++6657fve7P4zyBMU8RqCVQqFcLFIYSiXjmUcffuKuu+659977773vgbUvbEgm02QRrxfxZio/tv3NR/94w4rrb9j+979tv+3P+rWrvNu3fewBG3p1WTHm2LqBd98/Xrzi0heWXrzhwsuX//gnz11wzqt9p+3qY2xfyHhpEWP1gnnrzz335aVLNi9csHnxok198zecydi26Mxti87cfBbjjT7G9gWMLWefvW7u3LUL5qxbxHhx8ZkvLDhz1VlnLDtr3rPzz3lqyUX3Lr5o9fW3C7e941DZ9UaXwuqRe2Nyb0zviVm9SacvC/mKiB/3BivBUCMYasVjk/HERDTe8kcqtFVWd9wIBU1wxARHTFDMDMdNUEJtDyvNQbk5IDcHVPaICowqHWGZNSCz+mR2v9zm1zijOjCmBxN6MKFxJpTWiNQQEusCEn1YZoxKzTGpOSY1R6TmiMQUFhnCfEOUY4ixdLFhfWxYnxgypYcs+SFbaciKDVrQAXNpwFLoN+cHTFmaQXNh0FwaNJcGTMUBU7HfWBgwFRl6I0JL0/VJY4DUelBjgFRGSK2HNAZYY4A0BkijAzU6UK0FVTpQrYdUBlhtdKvNiMaE6M2I3owYLG6TFTFaEZPNbbJ59TaP0eqxmWGHDbI7Hbt371j52B1P/M8f/nb50hsWzrlhAeOGOYyNv7ho/a8u5b+0NuY0+Y36COi06HQGg0EmUyBufzaHohhVQss4UX1x/eYHHvjXfffce89dd19+6RWjPAGBUcUcjmO1UpHCiuViHrvvnvvv/udd99z9z7vuvGPNymVNFG3lco1I9INURrZp810/vuj53169/aZrd153zSu/unz9T85/+VdXrL/0x6svWLxmad8LS+ZuWDj3tcXnbJ7Xt2b+vJfP7Xtn/pz+PsbOhYzXFp+2af5ZGxecvWX+WVvmnvFy37xt8+e+sWjuljMYryyYs2PJWW8snPPa2YxtC+dvWXj25j7GxgWMF+cyXjyLsfGs0zbOPWvdWfNXnrXo2cUXPXLhL/Y8tR4CnEYDIjK4RK4g3+lVwSEDHDG6kmYoZXflXX7SF6oHIs1ItB2NdcLRhjdUhr0FO5IygWGt1WeBo2YoYoYiZjhugmIGZ0zjiGjsUaU1pLJHlI6w3BaU24JKR1AFhtVQRAvG9FDcACWNcMoAJbWOhMoaBSwRtS2hc6b1UFYHZnRQSg+ndVAKcCRFlgTfkhixJLnmFMecYVtybFuRaUOH7eiQFevaM2guMc1FlqXEtOFMGz5sxYYsaPdXDI0O1OgdNCqdXaVzKnQOuc6pMLrEOliscUi0TqnGLlVbFWoLoLHKFBaVBlJpYZkWVFp8Ip1TY/Mo9U6dAdabIKMR0psgncmlMSFKi0dlcZktDo1OK1NpIa9XZ1A/dNftz9/zl/t/feF/z2PcOZ+x6ZqfPn35BcDLG9ImjV8HxF2wzWgVCRVagx32htMFDC1XiwRVREsmo95hNjgMOtWYGJDIIv5wBa+WshiZr2EZqo63CumSSWtUSaUWldIkEbhVsgPJyMGA5z039JHDPvbow1uu/s2yH53z5I/6ll+8eP1Plm768bmbli7auGje5gVnvbTgjJcWnLa1b87WvtO39J2+ue+MLX2n71hw+psLT39lAWNr3xz64ksLTqPZsuC0l+bP2TiXsaXvzDcvOW/wyp+q/udPO3/203XnnL1x4Rkbzp6zZi5j9TzG6nmM5+Yxnps359n5c59Z+qNnf/GHrQ+uNEkcelNQoEPEDv+YwwM4Qyp7WGUPax0xI5xyeIpIgPCEKuFkMxive0JlyFNwuDJ2OG2F4iZHxAJGrFDY7orakLgFjhqcEY0jpLaHFZZAL0prUGkNAraQ0hLQOqNWJG1F0iYoobNFdbao3h4zg0k7kgW9eacn53Bn7UjGDCe1YFxkjfHtCZ41wbMmuNYk15JmmtPDxjTTlGOaCoO6/F51ZkhT4JoInoVimwm2FWfacLYVZ1mwYVNpyFgcNBQYCrVNobYp1BaF2iJXWaVqq0RtE2scfKVjVAUK1JBA5RhT22UamwwwiWU6vQ4WS80SuV2mgfkqu0AHiXWgQg8CWodGY9Nq7TodqNVDKgMst3gVFpdabzKbzYDOiPj8Ab+X9dbr1/94wY0LGKuuPI9z783PXLb0scsvcr6zMwVIBtevToIWxGrTqPROB+INRDN5LI+VixiFExWKrBTTWTyTr6EEmUOLqSJZohpks1oo47FsNVXo5NFmMj2ZTEyGg6RJFxzco1q97NUb/rD1t1fKHrhr9M5bN15x0YrzF6y8eOEz5819egFj+VzGunmnb10w99UFZ73ad9rL8xlb+xhbFjK2LGS81MfY2jfn1QVnvL7wrG0L5mztm7O1b86WhXNe6mOcZMFp289bsHHhGa9deE7nrde+BsYsj9z34gUL180//YW5c1bNZayYx1gxn7FiPmPFgjnPLJq7/OJLnrnq2geu/fvgmyKxEpGYglKHX2iE5Da/0hqkk0bnjJtcaYcnD/qK7jDhDhNIEAO9eSeSdSApWiyrI2wBQ1YobHVFzFDECIW1zrDWGaY1mlbKHAQsIZU1rLKGdWDM6ErSVpnBhNERMznjFihpBZMOVwb0ZCBvFvJmnZ6MHUkZ4ITYHhHY43xrdMQc5ZpjHFOcZUwwDclhfZJlyLKNBbaxxDZgXBPJNVJsM8m2kiw7wbbibCvONKPDptKwqcQQyI0CuVEom0FhEcptAoVDoALpjbAChUMgNYnEerFYJxZp+TxAATiEYrNIYR9VO9gKC71zTay0yJUWpdICAFalyibXOGR6p0IPGnROo8Zs0Bn9kCNq1WE2jfT5J9Zfc/nmq3625mc/3X7rLdynnwryRyibcXDZEx4hKxeAPE5jwA3Fw5EySpFYvZivZdJUPltFiw2i1EILVTRL4nkKyxNoKl/LpiZzifeyiY4bjDAHgGXP7L3xxs0XX7R20YJN5yzc+qMlmy9csubHfU8tPeOvcxj39TEemc94Zj7juYWnr188d8uS+VsXnrX5bMaGsxhbFs55aRHjpUWMzQsZm/tosU5/deGZL89nbFnwA7w0f87msxmbzj7t+TMZ6r/e7Hj47qE//mb1wjPXLjh97bw5q+YyVp49Z8V8xvL5jOULT3v23L7ll1+x9Y77l//zGS5TIzOEpPaI1OEfsyISs0du8SotAcAaVNvDWmfU4krZPVmnJwf5Ci5fEfJmISQNuhJOOOmAYmZn2AJGrFDUAkfNYMwIRnVgRAdGAFuo16quWDowpofiZjhphpNGMG5wxmixunrZXGk7krF7slYkrYficntUYo0KzCG+MTRiCHMMEZYhyjLEB7XxYV2aaSqwzRjbTLBMONtMcqwUy1Zm2sssW5llKzOt5LCFYFpJBltiZEuMXPFJRiSWEbGVNWZmjhqYowauyCQQGkf5qrFRtVxsGOUBIrFRMGbiiU18pY0pMfBVdo7UIFRYxHKTRGaSyk1SuUmqNI8BFglgVStsJqUZMVkiZl1COqJZ90zgtReNK54Y/uvtwJPPSJ5cKXh6dYgvwAy6waceAXZsioFqp1lhNygRmwVNFolclSy0iNI4VmiThRaZqZFpsp4h2hm0k8zujycySpHl9fVv/aAAKPAAACAASURBVP2/n7/ykrU/OW/Tj8/dvOjsDWfO2dE37/X5Z204nbG577TnFzGeXcR44hzGE4sZK/oYa/vOeHHx3E2Lz9q48IxNC+Zs7jtt06I5mxbN2biYsWkxY+MixsaFjJcWztnSd/rLC8/YtmBON666bFsw563zF26Zx3h18dmvL+17cf4Zm86d/+LS+evPPXvd4jPWLpiz+uw5q+bPWXk2Y9nZjGULz3zyvEWPX/7znY+t7H91WKPzyyzxUVOQb3KLbV7aKoUloLQElJaA2h42QQkrkrYjGacnA/tykDcNuhIOKGYHo3YwaoNjNjhmdcUscNQIRg3OyCyr5GY/fUtRaQ4C1iAtq94RNYJx2iqdNay1hHTWsM4a1tsiRkfMDCetSNoMJ3XOuMoekVnCYmNAaAjwdQFaLLYxNqxPDOkSg/o001xkWbBBE8ayEBxHhWkvsxwU206x7RQtFtNKMvaKTP1C06DQMCg0DAn1QwLDkMAwJDBxx2xsoYU9auaJLBKxZUyoZfUL3nytXy41sVnSkVENT2zq56vYUsvg/yPrvZ+jONa+757ZOJsUAGPAGNs428c5Rww2GSRQQgEllBNCZGyi4korrbQ55xy0QZtnNigggUBCOSPA9jnPW2+9f8T7wwiO7/up+lZXz+yqtFX72W9fV3dfPSITR2buVdj4cotIahHLzWK5WaSwiJRmkcIiFhl8Nr9fq2svzr/2/WfN3340fvuKt75CmX9aX1wtSivSlpwd7BWt+bzixmo7tyXSr/N5LD6XPeLxTo1OTo1OT4/OzY8vLd5fWB+ff3p38u/Bsb/8wQd8nqqw4MaXH195/eXfd6ZceIl2NoXUuInYmAw3scClZPgCA1xhQVdY0CUW1MQA9VRwaTPlQirlfAq1iUmqo0G1CKinww0s+GwSoT4ZqksCdUmggbUhnLPzTOgSi3SFSbrEIuC6nES8yiJeYxEv0cBVJqGRBC4wCOcYxEtbGGVUUMUi1CYRK+mgggbKaFApFRRSQAGTfGrrpoKPPr2cXynmGxRmVGgdFDgHhQ5M7IxI7WG5PSK3RxTWsMIaVjswo2fQ6r9r9w07fSPuwKg7MNLvG3IOxF0DcY9/0B0YcQdG+gPDDt+gxRszuTG9K6p3RTWOiMYRUdtRlS2iskVwRjUOTGfH9A7U2B+1eBI2z6DVnTD3x4wOzOSMGx0xgzNmdg/avHftA6OWgbtWz4jZNWRwxFVWVGaOiIwRgQnjmWI9phjXOtJlGmabRjj28e7+R5z+6e7+aa5nods11+Oe57rm/wdVdwS2OwJLi9DaKjC3C8ztAnMH39zBN3f0mntEzm6+ldOj5/MMvT2KprprR37LqKm4qJBbu3qUfVJTF0/HkVg6hMYuuY0jtXZLrX0SS5/EwpOZ+XKTUG4Wy00qhZXf0VuVfrw1L0ORfdyefzJ+6ayh+LThTLU0p0SfW6UqqBoWSibs1s7aCnNvJ+Zx+lwOg1ph1+mnRseWxydW740/uXvv38Mjf/mDE3yeobDgzucfXdm19cr25N+3IDdYhDtMwg0G9AcL+j2FcCkJNDHABRY+SIE/UknnKKCJDC4ioIkCLjOITRToPI14kUU5n0JuSiY1sOAaJqhmgFoWqGGCOgaoZ/6XrbNM0ESHLzAIuEVdZMIXmfBlBnyFAV+igJvJlItUqIEMLrJIZ5nEMyRQm0QsZ4BSBJRRQTkCSiiggALykmg5O3aU/bj3Ulmj1hCUWOJ8+7Bk4J64PyF2ohJ7RGqLSKxhMT5pbotonDG9O6F3xU2umNWdsA8k7AMJPEL3BIf/b6qMLlTviuodqNaJ6h2o1hnVO6J4i/NkdKEmZ9TswiyuuMUVt7oTVnfC5HxuV66ExT1scQ+bPMMW97DNM2xxJvS2qNISkZrCQlOEZ4hwjdhGgGUb5fY/6PVM9Q7M9npmuO5Zrnu21zPHdc33uGa4zlmOc6rHMQNu8u13BI4Wgb1dZGcL7WyRlS2wdPDNbIGNJ/MIZG6B1CFX9KsUNnZzX235ue+/3Nd8u4fLV/OlZoHM1i0wdUksnXJ7h9TeIbV3SezdEhtHau2RWfqkJrFYr+DJqnPz2pqqR3Wi9oO/9O7f56mv05dWSE8VmsvqzYWVvMzcqFiwMhT7c3Ji6d79B7G7Abunt61d0NkxGQ89e5B4EvWsO9X9VQWin7/semsbd9cmzku0NhZoTwLszTB7E6U1mXyLRbjBgv9gQVcY4AoDXGPBd15itO9I+SOJegGBLtBJV1JoDVRCE4PShBAuMAgXWaSzTFCLgGoE1DKhsymkGhqooYFaBNTScbagWhaoY4CzNNCIgEYEnKNB5+jgPB1cpINLNHAFARdI4DIdusoiXkkl1yKgjgEq6aCMDkqo4AwFlCOglAoKKHBuanLW67sLfz5w83KbwTEo6R/lOe4K+u9yjRGRPSayx4Q2VGSNCC1hkTkstkTwhRe5BZVbwipbBCfD1I+aXZjVE3N4Ey9GQKsnZnFHzS7M5MZM/ajRhZpdmNkdt7jiZnfc3B8z98fMLsziRm3umNWFWl1RqyuKR2YmR8RgR/W2iNGBGZwxvSOqc8aNzoTFNWh2Rg32qMaCKsyo2IQKDChXj3LN8V7bcK99lOu83+t62OuZ4nunee6Z55rrc033OqZ7HJNc+xS4JXC2iPrbRC62xMWR9HMk/RyxvUtk65V7euUuvrxfpHRJFU6x1CQSaIU85ZHfMr79+lep3CxVWgUio1BuZ4tMHXJbq8zZKnN1SFxsibNDamdLLT1ik0iglXf15O39KWKS+wTt1R+9r80/bamsVZwu15VUi05ka7Ly9GfOePs6Hz+8Ozc6Ojl4bwIbGXR4VG1t2pYbE0ZprOuKKPOnK28nt7/J7NhG6t1KFGyBuSzASwGCTaCNDpqT4Bssws1k0o1U8jUW8TIDvsIkXGWRryVRBO+93kgCV5iU8wzKOTq5KYnWlIRcYJIbEVBHATVUUE8H9UxQSwdVFFBNAdVkUE0GNRSolgbVMEA1E1QzQAMDwmOvcwy4iQmdZ0IXGOAyE1xEwCUauIiAizTQSAP1dHA2iVBJBxVMcIYGyhFQSQdnECifRs7Z8lLGm+/n/3aCw1ao++9KvA+E7gdC9wOuMarw3hfaEzx7nG+N8a0xgTXGt0TxTVRCU4RvCImMIbklrLKiCktIbg4qLAFzf8zijlo9MZs3bvXErJ6Y1YNZPZjFHbW4ozZv3D6QsHuH7N4hm2fQ5o1bXVG7J9rvS/T7Es6BuN0TtbkxmztmckSM9rDBhrOFaW2ozhY1OGNGB4bf0VgjCmtEYo4ITZE+E9pnjvFsQ332kW7LcLflbq/zgcDzSOidEbqmcAn6H/GdkzzHBM8xAfBHoLCl3m7FAE/l46m9fSoPV+HCqxBFep/UOKA0elUGt0rnVKutUqH+y8/3ZGSV6Ewepdyq0rh6ZDaOur9D7elQ+VvFrlZhf7vC0ya1dfFNcqFex+ac/vlrj4yDSrml777NPnCkNyNPeKpYWVBqKjpjOnVKXZjn57MX7kYXxsanBkcnI+GFoNd0+aw89xjnq3eaX0EEb9D6tgHBDsBOAb3bIPYW0JkKtTIBmwm1swg3k0m/b6JeTiFdSCJcTCa37n755s7Uc0nki8nUS0nUS0m0iyzkApPaxKCcZZAb6KQ6GlSNgDoaqKeDWgTUUEEtAqrIoIFKrCGCSgJUQ4Hr6MRKBJQioIYF6pnQWSaxkUVoZBHOMsE5BnjhWLjO08E5BqhnghomqGKACgZUSASVCChHQAkVFKcm52zflfHBVyUZZUpdSO0e73Pc77aPCd0TEue4wDrSZx/pdYzwnaNC1z2R+77QOSawDfWZ4zxTTGgdlNoHpfa42IIJTSGhKSSxhJTWsM4aNjmjFlccJ8niRi1u1OgMGZ0hmzeKzzjYvHHHwLDNGzc7UZsb6/dG+71Rhxu19Ydt/WG7C7X1R8zOsMkR0dsiWktEbQk/V1BhCchMAZk5KLeEX4TtPFOs1xTr0ce69PEufbzbMMw13e01j/Hs4322+73We1zLWI95lGsZE9gfgHaJt0Pm7ZL7uKoBvtov1PnFhqDIGBIagiJjSGoNK20RjSOkdvg1Vq/a5JZJjN1dkh273r949Y5J59Zp+sVaJ0fluCO1d6gGelRBttTbJne3S2wCqdMgNQ8IhdW/fq+/fTHCbWv68gvBsYy+k3nq0mpNUbkyO89RcFqcfjTc0/5sNP547P5iNLHgsnl+P3fz6w9u7t7MfyNZ+xpd+xIw7oBEqUDyCszdQWx9CW7eQm7eSv+dQbi1mXaeCXW+u8NxdM9MU8WN1zZ7Mw+2v73z4ibqeRbxIot0gUm+wCQ3MUnnGMQGBqGODtcyCVUMqIYB6hgbSNXRoBoKVEmAGlnMOgazCqGUUeAiEiimgBIqqGHA9QxCAwtuYMENLNDAAI3PwdqYYmCABgaoY4AqBihngCIKqGQSy6igiAQqUmilO7ad2v1B9tf7LzW0qq0jCs+k0D3Z1/9Q4JoQOh7wrPf4/Q/6XA/4ngnhwCOxf1rqmxZ7Hgpd40LnfbHrvrT/vqR/VGQb5pvjPFNMYIpITUG5OaixRgxOzOyObwTszqDBEdY5AqZ+1OyJmvpRsztu8wxaXHGHb/CFUTm8MbsXc3owx0DU4cZsbszSjxkdGO5MKnNIbg7KTAGJ0S82+IRGv8gUEJpCfGMYXx/s1oY5mnCnKtypRLtUGEcd7dbEuIbBbuNgr3GIaxjs0Se6dfEefQLgD13pUQV71AO9ah9P68O3VQiMQZE5LLVFFP2Y2oWpXGGNM6Cx+Rz9UZXGVdl49fW3PhJwpDadiyfV9yjMbIW9S+USaoMcSX+H1N4lsahVbpvM6OziVP34lbiq2FRfoUg/aczM0+UXaQpLtUVn+EfSXKfPcH7cE7l14/9LRFf9vjGhSH8qS7Pvh74PdvHf3CTZxZBvJ4qSgGwTkL9M7NkEtabAt7cgN7YlFcOgnA6rf/uO/clrN9/eLPn545u7N1czQD0TnGPATQyAzwjgkwJNDNDA3Pjiq1iECgZUzQQ1DFCNgFoE1DNINXRKFY3WsHlzJSu5nMkoY1CLKaCMAc4goJoO1TDgWiZU+zzSaqSDc/9QIx3UMUA1HZQzwBk6KCSBqiRKCQUUkEBRMj1327bM9z7P2ZvF57sMAzOKgVl5aEnuX5B4Z6XeaYlnSjQwK/TNigPzkuCCLLwkDy3JgovSwJzUNyP1TcsGpiXeCbHrgcAxyrON8K2DYgsmMYYkxoDcEtY540bPoN4V1TrDJldM6wwbnBgeuRvcCat32OwetA0MbQyLG4rZPVGrB7O6ohZ31NwfMzgxrQ1VmcJyfUCs2zijhqfz4vXQffpgrw6vEgv1aEIcZbBLEeiSBXF1yoOdqnCXBu3WYj26KF4Z26WOgB4DxtFF8BKzXq0fL6zm6f08Y4BvCgotYbEtLHeiiv6IyhFW28NynU+hH+CpLT/sO3bo58MqnkqpNCrN7h61tVNiFEgd3Txjl9jYxVep+Fp1a6+k4ezlX/coSgvlednO/NP2rFOm7FzJsRP6/KL2H37Rp58S7j86cqf5qUHv//1q76EDhj0/Ob79QvTaS8IdDOHLRNEWoH4VkW0ji15Gercyel7ddIFBuP3a1nI6XMaCLu5Krt1MuLSTXskCtcng2nbGhVRSAxVcTSFfogFcF+ngHB00MEENC1QxQRkDnKFDVQyomg6qEVBLg2pZlHImUpzEyKXTDwOQQSIVJtFP04jlDGIFDVTToWo6VMMANYyNJLGBsTFNigunCjeqM3RQSodPk0ExAgpoII0KH0xNPf7R96XZdUb7A2NwVR1cVWPrmshjRWBRFVqVh1ZkoRVJeEPy8Ko8vCoPP5aFVuShFWlgQeabl/lnZf5ZqW9a7J4Uux7I+sfE1rjAgAqMYYk1qnTEtf0bk1X43ITCGpaagjJzSGWPKW1RlRVV2SIaB6Z3xS2ehMWTMLpQvTOsd6A6+8ZMhNwUkuiDQm2QrxngaX34sZG9/y0IC/y3/FUZ5CgCHFmwSxrolPjZEn+HdKBd7mMrA52q4Eb9vjIIOKZ4pwHl6MI9hjDfgoosmMAUwQs2uIZgrzEkMEUkVlRmR1V2TGXH1LaY2oZJrYE7XYKjew43Ftdo1QahTKk02UVKo0phlUv0Qom6jytQtPcoL14XFZYoCgp05aWaonzZ0aOG42mKvb+q9x925BRKDhw35ZaosgpUefmyjBOSA/scxw65fv5J/8H7/O2pkldTNG9tke1iSnbSO1PhJgBup1JEH+y+yCJd20I/n0L8fTutKQWcT4Uuv0S6tIVYzwBNKdBZOriSSqwn/Tf02RikmKCOCaoZ4AwCziCgigaqaKCKAippcAmDdIpOyk5NOkinfQnADwCkI6QCJrUqCamkwf/0Kjw3fEHVeTpoosONdKiODlcxoHI6KKVDxXRiNgGcpoMcGjhMJ/6Yknr4i1/u3BKZBuZ1oSea8DNl+KkyvC4Praiwp/LwYxm6LkPX5eHHstDac63Lw49xtmTBZXloRRFeVYSXFYFFmX9W4ZuSuMdF9lGeJcEzxfiWqNgaldhiIgsmNKMSa1RijfIMEb4RFVsHJbYEzp/AGBZbInI7qnBgCmtYZg5KTQGpCT+3LbixF1kT7NMEXxwygxe74vWuL8oDN8qUZX780OIOibdV9PyxlxJPq9TbJhtgy3yAbY53mmKdBrTbhPEsUb4F5RrCXRp/ty6IFzT26kICAyo2oTJzRG6OKuxDPeoBvsknN7rOVzRerairKiquqak5cORoccmZ9j9a1DypSiKTdnfzz1/qLihSFxVr8vIU+bmikydEBw+qjxzR/Pqb7Uhaf8YpY3qO6kSu9lSRLidfd+K4es93ph+/1n35Ce/1HbK3drBTCF3JQLYT4b9MFu5kit94+VYK9Y8U5GoK9XIS8WoK8WoSuMgA15Lhs1Tw+2bS5RRCNQE0MSE8UztH3/CScwxwjgnqmaCOAaqZoAKByqlQDQJXU0EFFZyhQ6fo0CEy+JVJ3ZvK+pJK+hCAnwHIT6ZXpzCracQaBrGWSahnQvVMqI4BGhjQ8/Uc6AIDOv8PqspooJQOFyLEAjollw4do4D9SdRvNr90fG+6Uh/V+5fV6F+62H8UoaeqyDNFZF0ZeyZF16WRx88ZWpMGH8tC6/LwE0XkqQp7qkSfKMPryvC6KvJEhT5WRtbkoSVFYFERnJf5Z0Seh3znvV5Los8c7zPH+syxXlNUYEkIrYN95jjfOihx3pM47/HNiT5jrEcX6dYFe3WhPn2wT+fr1Q48Px5yAD9pjaMKcJRBjsLfo8Ifa7jR4khx/vsczRd25e+S+tjSgXaJt1nsvi3svyVw3hb23xG5WkVu0GyMtRqxNgPWYYh06sNd2gBbHWAr/RxNqEsd6lGHuZpInxbla1GBJsTThriaSI8BFdjDcovHqjAp2jkVBfmF+dlV1WUdzbdUXd0mHl/e06HraVdeaJSXlUhyMnoPH5RmZHX/dlCdnqVLP+nMyrSfOGE5mWHPzddn5qnSsnTHTtrSjht+/lrz3UfdH+++uStJ+OG2O6mgiwW0uxDpZki8ididQmpmEppTabe30C/TwY1U0s0UcCsF3E4hXSKDq0zoEh26yITP0kAtGTQxSY10QiOd0MAgNDCJ9QxCDQuqZoJKJlyFEKopxBrKxraCEiYhg0nYQwHvAvAvBuXTZPprAHwMQAaDWoKQKqlwPYNUzyA0MKAGBlRPB/V00EiH8G0L5+nweRrxHI1QTyNW0eAKBCpFoAKEVMBEMhBwjEn4jk74ZsfOuqrLJs+ENvxEGf2PPvH/ykN/auP/VkSfymJ/ymJ/yrEnqsgTVeSJMryuCD1Rhp+qIs802F8a7C81+qca/VONPlWjT1Xo4w2wwo9l6JoSW5VHFiX+WZHnodA1Lugf45oHOYZYtzHONQ9yrSN85z2xe1LkwmOye33WYa45zjVGu/WRLo2frfJ0KtydCneXcqBTFehUBdnKQIci2CkPdssD3XJ/jyLYrXx+eoIi0KUI/PcQEVWIowziVfBsma9N5m+WDNwWeW4J3bhuC93ghiZ8S4e26LBWbbhVHWhVBzo0oS492qUNd2nD3VqsV4v2aVGeJsJThbjKIFs+0GtCu4w+vqHfqDGLO7oaiosqck62X6zt57WHezoiXc3Gm02O1kvy0vzeo4e6ftvXd/igIfe0KiNHceyk5VS+LTvbfCLddPKk4WSmISvPmJlnSctQ/Ph915s7+z7Yyf98961dDM5uVt+riGwnRbwFyDYBcSokfInSwYI6NiE3k4i3N5GvJ4Hf6eAqAq5QwQ0W4QoCLtLABQahngoubaZXEEE9jVhHJ9YzSLVMUg2TVMkkVjLhCgahmkauIhOqyaCKAipo4EwSMYdF+oUKdgHwGgG8n8raDoF3ATiyOSWbQa9MTapikWuZpHoGoZ4OztLAWRpopL3IAeEmGtSIwHUIoRLBV/3gPIScTiYcRgjHdmx+h0T46p0P+0RWQ2hWGV6Xo39rY/+PLLBuSPwfOfZEgj2Vx/9SR//SYM9whlSRZzhS2ujfOFj/my3sqQL7U4H9qYg+VUTXldiqPLKsCC8qQ/NS3zTPOd7nuC9wPRR7p+ShBXVkSRGclwfmFP45uW9G6p0SusZ7bcNderRDG2SrA52aIEcX7taj3XqUo8U61RG2MtQp83Fk/z09gS3zdcr9HQo/Th5bGehQ+NvlvjbZQLvE2yIZuCP23hZ5bosGbgndeHuT5wYtulizNtqsjbbqox36WIcBYxujHEuMY4r2WQd5lkSfMdarifSqQl3Sgasd6k6pg6txd+ncPKtHbrJ0dbFvnm3sO1uvrMu/9cM73K/e5n7xeu+vH969UeMpzZcdPiJLy5CdzNLl5OtPFegzcwyZWabMbP2JDF16pi23yJCRa87KtWec1P+6p/e9N3RfvS9572XhG0m87YhgG0X8Mkn8EkG4GRKkwtwUuCsFbkuGbyfDN5IJ11jQFQa4xABXWNDVJPgSi3CBAZ2jg7M0UE8HDQyojg7jgXYlHVQxoAoGVMkk1jBJNQihBiFU06FyBihngFIaOE0HGQzy1xB4CwZvbUpJJhNTIOjjTanfUumHafTCJHoFk1TDINbRQCMNNNFBIx00UEEjDTTRAO5YZ2lwNRWUIKAAgTKohGMM2tHt23YB8OHr7xxKy5c5hsyDa9rYUw32lzr0VOVfV4fX1dFnyvifithfusR/tNG/Ndjfuth/dLH/aLC/1ehf/5Q2+m8N9jfOlgb7S439rcb+Vkf/UmF/4qOkCnuqiT5RhFdxP1OEV5WRFVV0TRlZkQaWVKFVVWhV7l8QuacFrgmB6yG//36f8y7PcZdrTXDN8R5TjGuMcnThbrzc/nlBc48u0mvAeKZYryHK0UXY6iBbHWyTB5olA3dkvhZF4LZ04BrPcYPvviP2NUuCt4Tem4IBvAUc8wjHPNJlvcuxjXZZhzm2kT7XfZHvocT3sNcx1G2MCmxDQnO8TxvpkHgu3xHx+Wpun1JiCXapHFyNWarSDuhNXg7b01h484NNHW8l9320jf3NzssfbO798Uv1sTRtVq46M1eXnafJzNacPGnMyrbnnradKjBl5lmyC3Tp2ca0k5ZjR22H9kk+fk/10W7566mynXTJNqpkG1W6lSLaTORtgvs2w9wUuDMZakuGbyeD60nw1SToMhNcYIALLFwwno41IKCeDuoYoIYBqumgkg4q6aCMBsrpoJwOV9EJNRS4mgqV0UApDZyhgVIElFBBLo10PCX5XQDe3749mYG8/sq215JT3iFSPwIgjUosROBqBrGBAZ2jgyY6aGKCRiZoYoHzTHCBQThPhxsRuAYBZ+hQPpOQRiXuIRM/IlN20ZJef/2DystttuFldXRZE32sjz41Rv8yRJ5pw08U4VU59kQZe6aJbdiSLvZvXezf2ujf2ujfL/ovHAu/r43+rUI3wFJhf/5DT9XRZ+roMyX6RBFZU6KPVdi6CltXRta06FN1eE0RWJb55gWe6V7ng277GMc2yrXd7TLH2fpIhy7M1oW6tKEefajXGOFoQpznZ4T0GNA+c6zXFOsxYF16tNeS4NlGekyJDh3apgm3qIK35b6bIv8dceC2yH9L6Lsl9N0W+e+IA6DPMc7vf8hzP+Q673eYh5v1WJspznEMd1kH+a4xofNunznOVgb4hpjIkmBz1Bfzy34vrtZr/AK5X6ELCcUGSQ+38JdvL3z13qX3tze++VIGC9R9vuvM+1ubf/lSm5OpzcrVZeQaM/OMWaeMGVm27Gx7dq75ZI4xPct0Ilt/9KRm/0H9r3ttv/6s/OQ9yds7BNvpgm0U0TaSaBtJtJXM30zAqepOAuwk0MICt5LA9ST4CgtcYmzkdxshOQOcpYEGBNTRQC0dvDCqCtpG3ncGAeVUUE2Fq6nwGWSDqjM0cAaBCuiU4yzG+xD4/LVXXk5mvvnKtm0U0psw4RMADhNAPhWuTqKcS6acZ8FNLHAuGTSlQOeSwXkWfJFJPE8jnkWI1XTCGQahIImUlcr4DIDXAEgCAMD0/acqjIlZ3dCqMrKkDC6pg6u60GNt+LE6vKKOPtEO/aVL/KmL/aWP/62P/62N/qlGn2qwZ7rYX7rYX4bEv/Gb2uif+vjfuthfGuwZDpw+/h+8o4v9hb9Bgz3DAy8V+liNravQVTW2pok+xr0KzyKlgQWB5xHXeb/Hca9dF23RhJqVvhaVv03tb1P725W+dqUPj3zY6mC70t+m8LUr/bgttalCHZpIuzbSro10GqIcU5xtjLaqQ7clwRtC33XBwHXBwA2hD+8DZWhBFV5UoovS4GyP836rIXFHhzbrMbZ5sMcxIugfEzhG+sxxniXRLHZXVF499NZ7me9/JG4RKyQDCkWI26uTC4Wn935d9dFr7JOnsQAAIABJREFU7H1f/7Hnm9820a6l7/U0XzDXlypPZWgys3UnciwZp6yZOdaMTGtGpvlEpubwMcPxE7bMHPOxNPUvew0//WD49nPh2zvFb7zcs4XYu4XAfwkWbCUItpJ4Wwh9qRA3Be5MAh0s0MwEN1ngDxb0gqpGGmikb+gsbQOpGhqopkNVNFBBA+UIOIOAUioopYIyCqikEiupcDkdlDEAPgiW0wlFDOpJFvMHBu2LHVu3MylJMEgF4FUAPgPgAAzyKFAVk9qQTD2XRG5kQY3JMK7zLOIFOgmnqooGn2EQ8pIpB2ikDwF4AyYwAQEQGD+lF+qiUwpsVhaaE7gm+qwPxP2TysC8KryoxJY18TVN9LEaW1Nj+IC1IBqYFQ3MSgMLKnRVn3hqGHymja1roo918Se6+BNN9AkOkAbDo7FnavQpniHqE3+qsXU1to6/XxFeloeWlJEVVWhZE1nVRB+r0FUVuqxClxWRBWlwlmMeatdFm5WBZqWvVelvVfnaFANtCl+LzNum8LXK/C0yb4vU16IItCqDLYpAiyJwSzZwXey+LnbfUfjbNOE7qsB1qed3gfdqr+sPvrdZFsbrTju1CSAPzMkDc9LAnNg30+t60GEebtHHWwzRdnOi05IQeu6rwzNizzjPNqTwjpscWE/Ducrvf+DWXrYLbTyug81RW7TyiiPf1X2xu/mXL40NtbyyMs3v5+NibuDqBXVWpjknz3wyx3Yix5qeaT6ebk0/aT6erj142Hw83ZmRZT50WPXdd5afv1d/8h5ne7LotdTereTerXAfrpeIvVsIL5BqY4HbTHCdCX5ngsvM/1KFB9H1dFBPh2tpUC0NqkFAJQJVIlAFApVTN4wKB6ucSqhA4DIGXMEClSxQxYAqaXApjZydxPyRQnqLDL1MBCwAdhLBbgC+gsAhGOQQQSlCqKLj4T+hlkmoYWysDzbRiedopDqEWIHARTRCNpP8M5X000tb30AYCCABmL4vu1wauCcOTgq8k92Wu2zdYLdhuM92j2sb67aP9Tjv9zof9DofcB3j3bZ7bNNIqy7Rph/sMA7z3ZMS/6w8tCDxz4oGpmXBeTW2oo2t6eLPtLGn2uif2thTXJroEzW2po2tq9BVZWRFhS7LQwsCz6O+/oc814Q0MKeMLMmC83z3JN89KQ8tqLAlWWiO5x5nmwfvqAI3ZN6bUu9tubdF4WtXB9vV4Q5NpEODtSqDzfIN3ZYHmpWBFlWwRRW8rfTfVvqb1cFWbbhNF2lTR5sVkRYl2mUY6rWO4QK66KoGXVZGlhThRWloTuSfFgw8Evqm+AMPe933+1z3leFpVWRG5ptQBB4Z3UOY3XPu2LGLBw4PdEvUIrtQoNPLe9K/2ln83ubGT950XLhovHxNefkC+3SeprhYk5ltPpljScuwpWXa0jItx9Mtx9ONR48r9h/QHjys3ver4rtvpZ9+ZPvxG/W/dvdsZ0peSxbsRAQ7yLxtxN6tcO8WQs8WuDMFtDFAGws0M8ENJrjOhK4yN4KqJsYGT3U0gPP0HKkXlQj/Hf7OINAZBCohQyVUuJQOlbGgCgZUSQcVVFBCJWbRKF8D8C4Ab5LBWxTwHhl8SgS/UAjHSeAUCRSRQTkVqqYRG5jkOhaxhgHX0eEGBuEcjdSIEGuphHIqdJoGn2SSD7609eC7H3z95vsff/jlu1/sOV5+sdOEsq2JdmO8Q5/Af8odGuy2InhDEbilCd/RYC90SxW5Lg/eUIRuqSItuli7cbDTMsI2D7PNw932MZFvSoku4q6jjKyp0FVN9Ik2tmFOamxNhS4rI0s4Q2LfjNA7heOoCC8KvVNdltEuy6jA80gWmpMEZgTehz2O0S5znG2MsvUYW4916NBOHSZw3BP1j4v6x3m20R7TUJcx0WmIs/UxrnWkxzLIsSQ4lkS3dbDbOoj/Lcc4zNYl2tTRNnW0XRPr0MbZugTQomuq0LIsOC8LzkuCcyL/jMg/LQnOKrEl4911OTrX57rPsY10W4blgWl7Yt45MNh+4Urdl59Ym+oHFCa1SG6WtV8r+qX1xLeNn74hPl1w80ga+3Tepd9+6Tt6Qpueoz+eYThyzHwszXI0TX/oiPbgYeWBg8JfflEe2C/49hvZV18oPv3A8PkHyndfFb2WKt6VJNpFF+1C+K9Qe7YSOJtgdgroSAbNLHCHBW6yNozqCgu6yAT4Al89HbwwpyoaXEWDKxHoHzxBuEoRqIQKSqigkAJOU6EiOlTMgM7QQTkCysigmAQK6NTDRHgfi/odk/IVnfgJBL6FwX4SyKKCAioooYIKBK6hk86yKPVJJHxetJEONSGEs1RCDQU+g0D5dDgtmf7bzlf3vPdpxv70nh6Z3B5p13o59sTvct8dDdaui+ML/u1qtFkZuqMM3VKFWjVosyrcrAq3qCMt6sgdZei2InhHGcLVqkHZhniXaZBjHuI570kGpgSuCZ7zQZ/9Ib//ocg9LfXN4Es6+tiaPraqQZcUwTmZf0YRnFOFFzTokjI0rwjOSYOzYv+0JDAjD8+rsCV1dFkWmpEEpiQDk2LvhMjzkN9/v88xxnOMCfrvS71TysCcMjAn983IfTMK/6wiOKMIzghc4z3WkW7LcK9jhGsfbjNgN5X+FjXWrEJvK8I3ZcFb8lCzCm3TxoAWXdOia1psRRNdVWMr8siiPLKgQBfFgRlpaK7bOcpx3OU6x1r1UY55SBF4ZMambTrnmQ/f4h77ZcJoiuhUfmOXT3ldWHEyY3uSoLCwKz+fU5J/8/jhjt+OajMLjOlZ+sNHNfsPyn/ZJ/rhJ+HPe4S/7uPv/dlw4pjo+28se38yfvOp8t1dkl2bFW9uFrxCF+xEhK9S+a9QOVug9iTQkgRak0FLMnQrCdrYl8eCLrGgCyz4PBM6x4Dr6HA1nfCCJFylz/VPnoopoIgKFSCEPBohnw4XMqASGiilgjISOEOGCsnEXDolI5l2kEn5iQR+RQiHEcJxCpSLgGIElNHgSipcgxDwQbCOARpZhHMMuIkGnaVC1VS4hEY4xSId25T025sfHPl+f15mqSc4pvWO8h1DXOcYzzPRZRrmGIc5+qFuXZxjSHQbB9mGeJsW6zINsg3xDn0Mb9u0WIs60qwKt+ui+KsC17jYO8Hvv89z3hO6J7i2sW7LKMd8t8c6xu9/KPZO4evQiuCcPDArdE90mYbbdfEu0zDXNtZrv8e1jXFtYwLvpApb0sZXlegiDpYiMif2P+I57/VYR3Bqe+2jAtc43zEu8TyS+2YknkcC5wN8sO6xjnYaE/jHa9dF2cYox5Lg2IZ6HCN9jvs853iPdbRDn2hWoThkQBdZ06Jruuiq5rnU2IoaW5GF53meiQ7z8B1ttFmLtuqjbPNgj3VE6n7k84xy8vIbP9ztrK8d4rNt4qui9hpxU01HwenW06drf9tb8PVHP21iZOx4RZqZozqepjp4QP3bAdEPPyn2H1IcPio9ckiTlW7KOWk4tl/z3ZeyD97QvP+aeFeK4s3N/FcZ/FeovB0UzlZSeypoTQatqaA5Fb6VDN9Ihq5tIEW4wIIb6RCe7lVQQTkVqkDgMhpcRoPPIFApFTzHCCoigyIqVIzAJTRCERUqoIAcKpSNQDkIyEVAIQ2UUkE5GZST4VIKsRAh59Ep2UxKOkI4QgQnCCCLDIroUAkCyiigigJqqXA9HW5gQA0McJ4Fn2dCtQRQRwHlVOgUFcrbwtq/eVP6V7/s+fpgH9cQSizasDlNZF4/+FgdW1WFF5WBOZV/Thdc0AUX1IF5VXBeG1nSocvayJImvKgKzssGpoX9DwXOB8L+h6rgvDq0oAkv4lKHFpSBOYV/VjYwLffNKANz6tCCOrSgCs7j95WBOaFrvNs8xNbHOnRRtj7WbR7qs492mQZbNWi7Lspz3pP6Hkl9j2T+KXVknt9/n2MeatNirRq0Qx/rtgz3uR6IvY8U/jmRa5LnfCD1zajCC5KBKaF7QuafEbof4AE+2xDvNCbaddFOU4zXP4qz2225i09RsQ2DLWoMaEIr2vCqBl3WYiu6f1Clia3IwvMC7yTXeZ9jG+m0DLHNg53GhMBy3+kc8/XIS3a/eevLT+Sn0w2dZy/XZjXlnq44mHntdNF3r25/n0n6bgsz9+3dkuwc9Yk07bEj+sNHFfsOaI+mWU7lmosLw00N850tmqN7Vd9+Kv/wdenurfLXU0WvJ/XuQHp3ULjbyV0vEds2Qc3J4E4KdCsZvp4EX2NBF5ngPBNqYhLOMuE6GqhBQBVtw41eqBjfK4eAYgpURIWKqNBpKlSMwIUIXESF8qlwNkLIoMI4WPlUUEwBZRRQToYrKIRSCrGYSjxNI56iQjlEcIoA8kighAZKaaASgWoR0IDg+0IBXnBRSwJNDFBPh4sohGw6+Vgy88Q77x3+Zn/R6fNm+4gbW+gffKLHVkzDf2lj68b4U0N0zYI9tsXXbfF1S3TNHHtsTqxbBp+YE+u4jLE1Pbaix1YM0VUduox3cOmxFZy/F/eNsTVjbO3FSzpsURGYlngnRO4HuCTeCbl/SuafErjG+xxjAte4yPNQ4BoXuR9IBiY7jYlWDYoPsp3GRJdpsMM01G4cbNcl2tSxZhXWrkt0mYY79IkOfYJrG+tzjLEN8RZ1pE2L4Sx2meMC17g8MKsIzkkGpvj9D3rt9zjmkU7jENBjqy+kQ1e02IoGXdKgS1psWYUtqcILytC8PDAtGZgUuMb59rt9mqhGG7UK3Q17My5+8C771y87yk/qhRzUO+zSh8V32N/vfv2D7al733n19LtvKHJOqk8c06YfM6Wf0B1N05/IcZaU99dUj7XcWOZ3qY7+Ivr0Hdn7r8p3b5G/nirZncLbReNup/Zso3RuIbamglspALeoSwxwkQk30qF6OsAnzSsRUE4FZTSohAqKEbgYgV8wVESFChG4kAIKKOA0lVCAEAoocD4VLqDAuQicRYUzqHAGArIR6BQVKqSAEjJURoErqcQKCqGMApdS4GIKVESGi4hQERmUIKCMDmppUD0dbqQTmujwBRa4mASaGBv1qGVkUJxEz05N2b95U843P6Xty+nsMYeGHtvCC47Bp+b4M8PgM030sRZd06ErpsiqBV2zRNfM2KoRWzNFH5uij/GOObZujq3jHWviKX5pjq1b4k9e9HEQzYNrL2RKrBrjK4bYsj66pEUXNJF5Lbqgwxa16MKLzv+iTeadlPunZL5HPMdYpzGBH/zSbhy8o8Guy4O35CE8SLopC95RRu4oI82qMNsQVwRnRJ6HPOc9nvNet2UYDwHbdVGubazbcpdtGOSYR4TuCaF7osc6+j+oes7WshZb1oQXtdiyDl3WRVd00SVddEmDLuiCMyrnSHefzSiP9jZ2lL228+bX7xV+9k7DqbyI+14sMNl76eaBf324e3PSFzs2N337mTLzuDL9sDb9mPlEpvF4piYt21FSoS0pCV+7aK8sVKf9yn3/NfE7O7Tv7ZC8miR/dwt/N5OzldT1ErF9M3wnBbqZtIHUOTpopEM1CKimAny+AA+bihFwmgoVIFA+FbxQAQIVIFAuGeRRQAFCyKfCeRT8EspF4GyEkIkQshEoiwpOUaE8ClREhUopcAUCV1CgcjIoJ4NyKqGMApeQCSVkCKeqjg6fZRLPMYh4Ac+lZOg8A1zdRKwhgRIKKEhhndy6LfNfn6R9+1tN5R9O35Rv6IkztmZAVx0j/9Gi6/rouh59bEBXzeiaFVuzxh7b4uu22BNr4ukLaCzxJ//s48C90H+pGlwzJVZxGeMrOFI4VfroEt5/wZk+uqSJzKvDc8rgjHzgkXzgkTo4q4ssGLAlVWBG4p3gO+/x++8LXA+5zvs4W62aaIc+1qaNNavQVk20TRtr02Id+pjU90jkeYirzzHWoY/hmUS7Lt6sQm9IA80qlGsb4znH2YZBoA0t4tKFl/SRZQO6YkBXDNFVA7qix1b06KI6PKeJzOOf2ITN2SMT732y7+oloV85UPnhuwUv03N2vfrz1td6rnJQU7CjuDr3s8+rszIrD+/vSz+qP3lclXZEk55mSssyp5/SpJ1yVdRL8vJtZ2tFGYdVx/f1vLdL9OY2zdvbpK8mSXandO2gsDcT2lOh1hT4Vgq4ngQuM0ETDZylgVoaVE4FGzXBCFT0PJvLp4JTVOgUFcqhgBzKRj8XgbPJIIcCchEYfwm/PEWFsilwNkLIoRKyKXA2Bc6hQgUIVIjApQhUSgVlZFBGBuVUqIwGlyKEYgooooIzdFDDIDYwCC+86lIydDkVNDJAJRmcYSFpTNbhHa/n7zl0Yn+2UOr1Dz+1R5b7B5+Zoo8dI/8xxJ6YEs8siT+tiaf2xBN7bM0eW7MnHjsGnzoGn9qHnlkTT17IHHtsiq7h7f+SOfbYHHtsjq++kCm28r9kjC4bsCU9uqhHFw3YkgFbMqArRmzVgK4YwkuG8IIJXTJjy3p0UROaw79ZLbaojsxLBiZ7HKOdliGBa1w68FDinRB7HioC08rgjCIwLfdP4YYndI3znfe41pEuY6LHMix0jeNL2p3GoRY1hofqd5QRoAsvaUOLmuCCBg8h/XO41IF5dWBe4ZuSuB9K3A8VgWlteF4fnpbZ0S9+PF5TcV1wtaPqX+/c/v7znmMZ+W99dmDnO02H0roycy/t33+r7EzNwf3yrCzN4UOaE8e0J9L1R0+a0k7p0gvQC38oikstDTW60lzhge+5778mfuNl6c4U5Rub+l6htb0Et6dCLSngVhK4mQT9wYIuMUAjAupoUCUClVJBMQUUI6AYgQsoIJ8M8iggmwKyKSCLvKHsf9zBScKV/fwymwTlkGGcqiwqnEWFTyFwHg06jYBiKiihgFISKKOAUgQqoRFOI+A0AkppoJIG19IIZxHiORp0ngkusMCFJHCWBSppcC6NnL1j1/G3Pz7+05FrV7u82LwrtmoMLdkTTxzDf5liT63Df1sGn9oGnzkGnzrij23RVVzW2GNLdM0SXzdF14zYKg7NC4Ys8XVLfH2DpOeyxNf/SdX/TZgBW9KG59XBWU1oThue10UWcKcwoSvGyLIxsmiMLOpD89rArCG8oIss6CILqtCs0P2g2zLcZoi16qMcU7zPPiLoHxN7xlWhWU1kXhWaVYVmZb5HIvcDnmOszz7KMQ22adA2DdppiHeZhrtMw23a2B1lBEfqtiIM8P+nDy1q/HOqgSmFZ1LmeihzPZS7J5TeR0rvI7yvCszoQ/O60JQ9Oq21hDqvtZw/crT+/Tc0WenSjNPnP/m2cOumm199LMo40pZ2uLW0sPHgQdGJTP2JLE16mv7kCf2hk/qjWepjuYPX7siKSvTVleKc45KDP3Lf3SV+favi1VTlrhTOVlL7VkJbCmhOAjdZ4HoSuMoE5+mgAQG1NOgMGRSTN/zpNJWQSwY5RJBFApkkkEEGmRTo/1YWGcokgSwy9IK5LBLIJoBTJCiHTMimEDLJ8AkyyEBADm0jJSymgiIKKKaAEhpUwCDk0aDTdFBCg8pocBUNrkMIjXTCOSY4xwQNNNCUSjxDgzMQcsE7/8r+al9RdqXJMTQwuGrHlizoqi2+bht8ZoiuWYeemeLrlvi6Y3C9f/CJI7HqSKw6B9fsicfW2KoZ2/iyLdEVW3zNnnhsTzx2DK7b4mu2+Jo1tvq/ZIwu43phTrgM2BLe/pMqbXheH1rUBuY1/jl9aNEYWjIEF3X+WY1/Ru7e2HrFtY506GMt6kizFm03xjmmeJ99SOi6J/dPaiKzqtC0IvBIFZrmmAa7jIlu81Cv7W63eahdizUrInfk4VvyEE5SixrrNA5t5ICG8AIOr9o3rRqYUnofKTyTCs+k0vtIF5zTh+bx1oQumLFlU2TeGHzkCY71XL3RsPfncx+9rUw7psg63fjOR/l0+PoHOzv3fH3t+y8OvbQp9423ZCezNcdPatKOGk+k6Q6laQ6dlB7KjF2+ycvJF54uuPT1J4bso93vvsZ/favu7Vd4W6nsFMB+idCcCm4mgxtJG1Sdo4MaBFTS4CIyOI0LT+XIIIMIThDBSRJIJ/8PsDI2LkEGGZzcYA5kUUEmBWQQQQYMsohQNgnOIsMZJOgkEZykQFlUkIuA03RQjIAiKiiigiI6VMiATtNBEY1QRIdKEaiMBlXTCfV0+NzzXcu1dJBHA7nbth5/+6OsfSe6uzTBwRU7Ou9IrNoGnzpH/21AV2yDT3GbUYcWdOiyKbZijS3bYsvO2JItumpClzT+GdXAlNo3rQ/NG7AlY3TRFFsyx5ct0ZUXMmPLZmzZhC4ZsAVjdNEYncffhlOFv2RClyzRJUt0yRiZ10Xm9Oi8DpvXRRb06CL+5eqCc6bwojm0YAzMGQMzhuC8Pjij8c/IvA95jrFOU6xDH+s0xXoscUH/XYn3viLwSBmcEg88ELruSf0TisC0dGBS4p2QDjwUe8Z5tpFuY7zLmOBaR/AQnmu7222526FPtGqiQOOf0vintIFpQ3jOGJk3hOcMwXljaMEQmjWjC2Z0wRieM4RmjeEZU2TeGJ4z+qYDoUeVmXl5n37c9OVnt7/7hr3nQNMHH5dsf6n2rZ03vvlEcOwQ98AR7t7D6qOZ6kNH9cePqA/sMxw+Ktt3SH705NAfLbycfFnpme5jR1QZxzs/eKfn9e28V1IF25ktNNCxBb6eCn5PBdeTwbUkcIUFmphQNRM+wyDg4XYeCeSRwCkSyCKBNCI4TgLHSCCNAtJIIIdGTINABhFkU+A0GGSQwQkKSKOANAo4RgHHqSCdAtIpUDoJZJAIGSRCBgHOJBJyqMRTFGI2aSOcL6CAQgooooLi5/OoJVRiMQIXMjaYq0SgJjLhMhW6xoLKqSA7mXho5/YjX++prrrij85Yg9N2dM4aWzYNPjEMPrEk1mzxFRM2pw5OiwZmRb4FWXBRG563hGcd2LwjumyPrdlj69bYY0t0xRRbMcQWDbF5Y3zBGF8wx5dNsSUcqefmtGSKLZjis+bYlCE6bcDmzNiiGVu0oMsWdNkaWbBjCxZs3hie0YenteiMBptRo9M6bFYVnFB4x5Weca33oc770OCdMPkemf0zBt+k1jup8j6QD0zIfA+k/gmJb1zkGRW67wrcd0XeeyLvPW7/MMeSaDdGex0jvP5RQf+Y0DUq7B/hWxNcI9alDfVY4t3mBMcUZ+uxDl20XYu1a2LAEJnRhqd1wRlteFYfmtUGpjcsKjBtCM+ZIvP60Kw+OKUPTxvDM4bQtCU8b3OPXqttzP/mi/rPP2bv+0V5Mpt/5Oj177648f3nvEN7dRlpit+OKPYd0h89aTieJvttr+bgfsORY8qDR/i/Hoqcv6w/Uxa9fl15KmP4wtnuj97t3LWVsz2pPYXQvRW5yQK/p4IrKeAPFvidCS7TQSMdKqfDhQici8CnKIQ8EpxPgE4RQAYRpJHBUQo4TgNHKOA4BTpGAEcAyKaSM0iEdBJII4HjJHCUDI5QwBEKOEoFx8jgOIVwjAynkwknyISTRDiDAGeTiNkkOJMAcshwDhnOo0D5VFBEBSXIxh6HYhJcTCEU0kEhExTRQRkNPkehXKGSz5FAJRNO20JL/+yTrIxCntZn8E1YI3OWyIwJm9PG1rSxNVNsyRZbsMZm9eisbvCpOvFMG1s3Rpft6JwTm7VjS1ZsxRReNkdWTOiSMbpoiM3rYrO66IwWm9ZFZnSROUN4zhCe00UWntvPrCE6rY9OaiNTmsi0JjKrDc9rQ4v60LzWP6UPzhhC09rgI3XwkSYyrUZn1eisGp1WBCbkAw/U/gmtf9Lgf2QMzJgDs0bftNY7qfQ8lLsfyLwP5f5JWWBSFngo9twTuu/ynSN9zmGufZhtjrcb4x2mRKs+2q6LsvVYlzHWbYz2GNBOTbBd6WtV+ltU/lZ1oE0TbtOg7VqsQxsHmtCUMjipCkypQtPq4KwqMKMKzKiDs9rArDY8v2GnoVlteFYfntaEprTBSXfsQfP169/s2HLp528ufvRu154fBft/7f71x5bvP5Md3as++qv0559kP/8k27tHcXC/7NBBxeGjkv2HpQeO8Pft95aVmfKzsbOVwv3fxitz2e9sb9+ZxN7BuJVK6HyFeZUF/kgm3Egm3GQSrtOhqzTCOSqxkkosppLzKaQ8MjkfJuYCOBtAGTCUToKPUQmHqPABKuEwQjpCIR8nUw5B8BEC8QgRPkKED5MAriNk6CiZeJRMPkYhHSFDx6hQOgU6QYYyyXAOlZhDJWZTCFlkCE8JT9FAAQ0U0kAxAkoRqJgEnyFD5Qg4s7HRD65FqGcRyqVkRs2W5Kw3X8vY82vTDY7Ud19oG5P3P5Q670r6RwWuhwLXQ7FrTOEZVblHZO4xvmeizz0hcD0Uu+6rXaN675jGN6H1zej8szo//rud0kYmNeikJjyhCU8oAw/V/glNYFITmNT4p1SBSVVgUhGYkPkeiAceiLzjAu9DgXeS733E9z7iuydl/hmZf0rmnxLjmVr/fZ5zvNd+r89xn2u7y7Xd7bWP8p33BP338VboGuc5xnrMd7std/ts9/j9DwSuhwLXuNA1zneO4sETW5do18U7jUPdlrsc890u0wjHOMK1jPEd40LHA77tfq9lhGsd4loTvbbhPvtIn32013aXaxkFisCEPDihDE4pw9Oq0CyeRuKzZHhiqQxOKYNTisAjuX9SOjAu89+70inavfut3XRKycfvVu1+9cq777R9+Rnnp++uf/K+/OAe1YGflHu+1/zyo3TPD/IDv0kPHOHvPdj9w96+n/fxftkjP/ir8KcvxT9+1vXRTvFXu9t2Mdp20lq3U++8TL2xmXhjM/l6CulGEvEG8/9n6iyDm8yjtl8WK7D44i6LQ6m7u9CWGlJv0jRJ3b1p0iRNXSnFSx13XdxhWVhkgWVZFl28VGK3Xu+H7PM878z5kMlkJpm5fznnuq7/mfseWjBqaPbI4cnDh8RPL+dqAAAgAElEQVQOHxo5fKiOqg2Dh6z/YXDIoCEBPwxaM+wH7+FDXIYPcRsxzEFPz1N/mP+Po1z09NYMH+4+aJD30KH/Wz5Dhq4ZOmzN0GG+w4f6DNdbM0Jvrf6ggOGDdB4wZMTgkBGDg4YP0smvdSP01uvrhY7QCx+hF62vxxk6mDd8sFBfT6BbpxkxiDtiWOzIEfHjxq4bPSZwhUHEukjptn2Fu04rdl+U7zhX1XGxsvPif4sGXRfqus7Vd52r7TxfsedqWff1sq6rlZ0XGzrON3ZeqOm6XNN5vb7rRl3n1dqOS1Ud5yu7zlV1/1Kz93ztvku6eyjW779ev/963b5rtXuv1uy5VL33yn8hePsVeccVace1kk5dXRG3XZC0X5S1X5K3XyptvVjaerGs9bKi7XJp+xV522VZ6yV5+yV5x+X/v0paL4hbzpe0XJC3XS7vuFrWfkWx+1Jlx9WK9itlrZdKWy7Id10obbmoaLtc0XlN0Xq1dPeV0t1XytquVbbfqOi4UdZ2Tb77Yunus4rWM//1sK4r1d1Xa7pv6NUfvFFz4Hrtvhs1B27W7rtVvedGVff16j03avfd0pGu02K1+25U77lWtedy3YErybKGKTMWjtXT85w2LW7BwpwlS8tMzGWmZmnzFzTY2jRZW2yzNNthbdFgYb7J3qHJ0a3e1mWzk3ujg8MWR/sao+WNRovrl8/csmp6+axhVXNHVM0dIZqkJ5k2pHDiYPGUETnjBueMG5wzenDWqMEpI4bwhw+KGj5o4/BB6/QHh4z4X+M2eM0wPW99PXf9QW4jhvmM/dFrpL7fmJHOenoBY0f4DBviM2zImqHD1gzV9xky3GfIcN8hQ32HDPUbPNh3yCBffT1ffb21+noB+noBQ/UCBusFDtELHKIXPEwveLhe8HC9EH29dcP1NurrhQ7Xixymxx06SDBsUOIwPcFwPa6+XtQIvciRQyNHjdowcrTvxCnR7v5lVVvkHWfEnZfkbZdlLRckLecku89LOq5Ku64rui9XdJ2vbD9X0XFO0XVV1nVV3nFF0XmlsvNiVdeVss5rpZ3Xq7tvV3XfqOi8WtpxUd5+TtZxTt55Xt55vqTtXEnrhZLWiyWtFyW7L4hbzhW3nBHtPFvSckGy62LxrgtFuy4Utl4saLtU0H6hoP2CqP1CcfsFcdsFadtFaeuF/57gsPuSbNelkpZL4paL4pbzot3nRa0XRO0XRO0XxJ2XxB0Xi9sulnRc1t08vXT3FdnO8wrd4x52X5TvvqjYfUmx+5J81wXpjnOyXZfkLZcVrddL22+Utd2QtV6T7r5a0nJJvvucbPcZWcsv8t3nFG2Xytovl7Vf1iveebpo+8mCrccLth4v3HZKt98j3vVL8Y5fRDvOFO/4Rbf6I9pxqnDbqYKtx/O3HqrrPpuYJZs2drrH3CVJhmYiE8tKa8cqB4/sZasbndyabO132Nlst7FttLZtcnTb5uTRYOO0xcW9wd5+q6Nt1aol20yWN6+Y07R4csVM/ep5IysXjiqcMqhoyhDJjJF5E4fkTBiSNX5oxtihqT8OiR85JFZ/cKT+oI0jB4WMGBQ0clDQiCGBI4f4jxi8Rn+Q5wg9d30995HD3UcOl3k4rxkzfO14fdehev6jh3rr/+A9dKj30OE+Q/S9Bw9bM3jImsE/+A7WWzNEz2eYno++nv9wvQD9/3xiyHC9DSMHB+v/5xODhusFD/8fsIbpxQz5gTt0UKwOqZF6ET8OChutv37c+LUTJ/svNsjgZ5Q2dsRXtKQ0H0mo6IpXdAoru+Or9yfVH03ffCqr+XhO85H8zYfymg+nbzqc1ng4rfFw1qYj+VtO5G89lb31bFbzL5lNZ7I3ncpsOpHRdDR90+HkhgMJtXuFNXuSGg4mNx5Jbjj2XzUeSWk4lNpwKLPhREb98dT6Y6mNR1ObjqU0H01pPprSfCSp6VBSw4Gk+v3J1XsTK7oS5e2J0rYkWUd61cGUmoMpNQcTa/Yl1OxLajiQuOlg4qaDaVuPZWw5lrX1eO62k/lbT+U3n8xtPJpdfzi36Xje5hO6Kth8Im/Tsay6Q6mVe5PLu1Or92fWH83ZfDK3+VTeltMFW88Vbv+leOdZ0Y5TRdtPinacKdn5i6TlnHTXOT2hop0vb+XLWwWlbfzSdn5pu0DRISzr5MnauSUt3JLWOHkbv7SdJ9vNLWmJLdnFk2zlF22KTin1dAv1N3Eu9A6RufkpnHyKHX3il5qW2LjIzW1qLK0qTM3KLOwrrBw327nUmFhWWVqWW1qUm5mUrlxRs2JxxfyZipkTymaNk88bW7pwvGj2qPzpw4unj8qZMCRr0tC0ScNSJugnjB7OHzUsZsTgyJGDQ0cPChmhFzRyUNCooYEjhvmPGOo74gfvEXoe+nouQ/X8JozNtjZONl7qNEzPZ9xQhx/0vH8c7DF8sNewod5Dh3sNGeY15AfvYYN0st1LX89DX2/NCD3/kT8EjhwcNGLw+tHDw8aPChjxQ8CIH/xGDFqrPyhQ/4egEYPXjRyyccTQsGFDw/WHho7S2zBab/2PeiFjflg37se1kyY5T5vlb+3C4WUGCwu9+MVu/BLn2GKHmEIHjsieK3aIk7vwFW4CmRu/xFNQ7B0v8U0q9Ykv9eRLPflSD6HMXahw5JfZ80pdBRVuwnLPhErPhHKP+FJXocyBL7HnlTgKFY5Chb2w3F5Y7igsdxQqnIVlroIyV77CJa7UmSd3iZO58qUughJXodQ1XuIiFDvHiZxji9x4IvdYkSenyJsjWhMncY0pdo4VO8eKHTkiB47IKU7szJc48UVOfJELv9hVIHbji915EvdYsQen2I0jduNL3YUKd6Fc9+Nd4yQuHJFjVIELR+TOk3gJZN6JCt+UyrXpNYEZDUFZ9YGZdcEZteuy6kPzNkcXbeeWtMRKWvR848vWxJf6xpf5JZT7xCvceTIXjsQpSuLFL/fgKTx4Cm9h2ZqECm9hmZdA4SWQr00oDUxUuIfluvsKowLj+J4bkp39M5x8k+z91i+1TLZ2z7R0LLFzFlnYFdt5iG09ym1dFZZ2MntHhbNbvpllkbG5aNlK0c+LZYsXF/88t3DJvMwFUzN/np4656f4CSMzZ0/iTx0dO3VMzE/jwsaPWT9mdNDoUYFjRgSO018zZrj3mBHeY0Z7/Tja48cx7qNGuv441GnUMNexY62GD3MYOypy1WKniSNsRg92GKtv/6O+46hRjiNHO40c7TRylNPIEU6jhjmPHuw0ZrDTuOHOY/RdRuu7jx7h/qO++8jhXqN/9Jsw1vPHUR6jR3j8OMpj9AjPH0d5jxntO2aM/5ixAaPGBowe5zN+lMcEfa/xw7wnjPKeOMF16izL+csiwgT+kWmenDy/xFInrsiNX+LCl7gJZM78Eme+zJkvc4oVO3CLXLiF7nFF3gKxB6/IjVvgxhO5C6TuCWUuiRXOCZWO/DJHfqkLX+EqLHWLl7vFy13iFc4JCsfEcofESvuEKvuECnthuUNCmbOwzFlY5pxQ6RRf4SRQuAjkLgKpm/D/yjlO7BgrcuKKnKILHSPznaLyXDmFTrFiZ36JM7/EkSd2iC12ipM4xYkdecUOsSInXrETr9iJK3LkFDnHFLlyi13jSmy5Ynu+3JEvs+eV2HNFjjyxc5z4fz9mzym05xTacQrtuSI7TpEdp8g+psguutA+SuQQU+QYI3aIKbKNKNRz4UicooucY8RusVLnGLFtaKF9uMiNq3CMkbnzK/xSGoIym/xS6rwTqnyTa70TKryFct8EhVOkyJcj2RCZHR7Cjw/lJ4RwuAEx652DEgOik/02ZvuGZHj6p3sG5/uF5bv5F7j7ZXutTXP3F9i5J9i6p5g5ZZk7ZRrbJq8y4S03iFm2PGbFiqgly8Pn/hw6d2Hw/DmuUyf5zVvoNm2u89R5thOmOU6Z5jhtiu2kSWZjJzhOm2/10xyz0TPMx061mTTVdMx4s/HTzCZOXz1ukvn0mcvGjTWaOmX15CkGEyYb/zTdcNwU0wnTTCdMNRg7wXDCOOPJE1aNH200edKqcROMJ/5kPW264eixNpOmWoydZDVxst2UmcZjx5uM+8l84iSriVNtJk03H/OT/eTZthNmmvw4yWzq9NU/TTSdOMF4/DiLqbNWT1tgZ+PlvT7eJSLTiSsyW59hE17gzJc58sT2nEIXvsQmKs82Ol9XLtxCd16+OyfHV1DgGZvnEVfgISyxjsq3i5U4C8vseTK7WIkjr8QpTqLrPY6CEnu+1Cmpwpovs4sv11FlJyx1Fpba8qRW/DLrhCobgcKCK7aLlbgIpI7cYkeuxJkvc+BKHeLkDnFy2xiRTXSRQ2yxA1/iICyx4IqcksochQp7vtw6RuwsLLPlljgJFG7Ccrd4hVdypatQ5hwvs48T2/OlDvEV1vxSa57cJq7UTlhqwRWbRxXYxZXYcsW2XLFtrMiGW2TDLbKOEenKKrLAIjzPMrzQJrrIPkZiH1NsHyPRc48tdY4ucYwUO3NlPsJqv5SGoLTmgLTmddk7AjO3+qc0+adt/t/yjK/2iq90iJYYB+ebB+dbrU0xcQm3cAywdw128Qy3sQu0tfZ3tfP3tl8T4hYY4hK03jko2nPDese1ax19Paw83S09PE1c15p4+K1yDFhp77PMymWRkc3cFdbzVlnMWmExbbndfEOzBUsXTZu7cp7BgqlL509etnDa0kXTF86bPHPe5NlzJ8+bOW7hzHFL5kxcPmfCommjps8aO3PKsKkzRs+eNHL66KETxoyaPG7MNP1h46dMnDdx1PSfRkybMHzS+OETJuiPHzdi3PhRYyeMHj9u9E8jh4+bOm7G6ME/Th8zdfKIiRN+GD1txE9TR02aMvKncUPGTBg27ke9EeMGj540dNz4QWMm608brTd+3MjJE0dPmTB87ORREyeN+mns6BmLTdwX2a2f7RA22XbjYu94o5Csmc7cOW6xKwMSbaLyLMKyTDZkmGzIMgvPswjPcYjJ94grWO4e5hie5sLNNw/LsuEULw9KWxSQbBYjsuKIbXlSe16JI6/ELlZiEyu2jJWYciVmcaU2iVVmcaVW/DJzbokNX2YRKzWKK10VKzWJk9smlDvFl9lwJNaRIhd+uS2n1JpTahopM4kqsRVWWPNLzWIKTWIKzGJF9kmK1ZH5VnFyC47Mkit3FFTZx1XY8cptuKXO8dWWXKl1nNQkqtA5tcKcK7aKk1vFKRwSq22FFdb8Mqs4hVt6o+61Nb/Mmie3ipVZcqUWnBJd2fLk1lypNVfqIChzia90iS935JfpbcjbEZK9dW3aJp+kOr/kTf5pm30SGpxjK2wipHbRpc6xFS5xVa78andhrZugxiWuyiZSZh9TbhVVZbhOuiIg1ygkyyQw2SxAuNI12sovwcSTt8Ih1NB+g6sfPyAk1cc/3tmLa+a00cR54wqbwOVWaxcbellYBZoaexsbuFma+ji7bDAyX7NgqaOh+Vpji+C5ix2XWHgstlmz3Dl0kUOokbfAxIe32GbtAgvP2cZuy+xCZpsGLbKNnGe60cCJ87Op3zIz3xXGfitN/Oet8Ji72muWoc+4nx0mLnEeOsN4zFyLcXPNx84w/HHaih+nLdOfumTw5IWDpy0eNHWZ/hzDIZOXjZ69etikJWNnGgyfsHDcjJXDJi4YN2vlj9OW/jht6ejpy8bNWjl62tKf5hlNmGc2cb7l+DmWP821mDh79dSFJmNnrpht4DhhmctPxgGTrcJGma2f4sKZ6SmcZB873ZU/3mrjBOsNo03WjrNc95MDZ5p7/ASHmNmeghn2G1b4xs122LA6OGXFuux5filLQnJ+Dsmeuzbt55CsVaEFRpFFplHFplHFJtESI450FUe2nCNfxStbFiMzEVYbcuRmcQpzQfkqXumy2JLlUaLV0SLzGIkVp8SaI7fklFnHVVsK6gyiyszj61dGSm2Ta835chOeyDJeasQtNOQU2SXXGEVJjKNKzblVq8Pllrwa+4RNKzeKrfiV5rGlNokVRlyRYVSBNU/uHF9tFF5sxaswDJeYcyvM42qMYsrN42rM4mrMeNWmsVUm3HITbrkpp9SUU2oeW2rKkVrEym2FFc5Jtc5J1Y6CSj3/tM1BWduCc3cEZG7zTd3smdDozKu2jSq3CC+1jal0ETQ48+sd+XUOcbXWMRV23AoHToVVeKnZxnLTiMrV4aVGkXLzGIl5RL5JYJqRX7JxUKZRYJb5+lyzwHT7oHSn4Ezb9ZnGAcmm69JNQtIMA1JX+gisgtPNfRMt1gjtg5IdQ1KtA5MdNmRbrE1Z5sS1Ck43ChAs8+Uab8w1DRcv8k1bHpC+cm38Is/IJV6cuc6Rs10E0+3j57ikzLbn/+wcO8MscJH1xsV24UududOsQmc7xE63i5lkGTrLIWqm9fqZVkEzzdZMNnAdu8x+wkqn8atd9Jc7DlvhPNbcf5yJz2SLtdMt/CcauM63CZxp7jPfLnCamcc0M4+ppu5TTNxmWflMNnSZZxuwyCVsgWP4UpcYAw/eai+OkXfkz/b+S102LHGOmu8YNcU6/Cfb8CnOUdPd+QahkjneKUuDshb5Jf7sI5jtKZjkKpjhkzFzTebi4Nyl/omGwckm69OMQrMXrE1bHl5sECVeHlZoyJGaxMoseKXWPIWuE5hz5MZc2Wpe+XKOfAWvwkBQbRpfs4ojM+bKzPmKlTFiI6HMTCA150nMYgqtOGKbuDJzjsKYU2EUW2vArbZOaTaMLTeJkxtGFdgIJRa8QgteoRW/2DCqwIwrM4wsMY2tshI0GMdUGsdUmsfVWPDKzWPlJhyRcXS+BbfQLDTHKVbmkVBtGS2141fbCGpXR5aZxNUbcGsNuLWrODWrODUGMVUGMVWGMRWGMeWGHMXqGJlRjNwkVm4ZV2YVpzDnyvSso+X2seWu8bUeSZtc4uvteTV2sdWO/AbnxM12/HorbrVpZJklt9qWX28WXeEQV22+rtAsKM8iWLR6bYFpZNnioHyj8OIlPgkWgamWa9NtNhZbhZesWl9kHFpk7J9iGZBqFJSyMiDZbGOeQUj28sCsZcHZK9blLg/JMg3LN16faRuZbxKYYrBGYBGSZrQ2yTggyXRtnFlQ0mLPBIPgAoPgApP1BWbr0x2iss3XpRgFpi1wS1rqm78yQLTcJ3uld+Jqb/5S54hFjhELXXnzPRJ+9klf5J+zYl3eHLe4JT68eQ7By902rPYKXWjnt9A+YKlr6AzbkJlukdPdohd4x853j5llv/Fn14h59uumW/pOtViz0HX9Yo/QJZ5hC5xC5tgFGK6JMfDlLPflLnCPXuoVv9In3tAv3siXaxHINQ+ItQiItwpOMw9ONVqbaLIhfWVI2uow8UL/TMONOcv8hKsDk1cGpS8MylkSVmLAqVgRJjEJzTMPzTTbmGESlmUcJV4dLTGPlZtwxKbcYpPoIrPIQvOIfJvoItsYkWWMxDRGbMIrNRWWG/HLl0QUG0RLTGJKzKLFRhG51nyRaUy2aUSGfWyeHTffKjLXLk5mySs14VWYCusNedU/byiyTaqxipPacAttYzJdYrMsN8bbxmTacvLs+VJLXqlpbNmyMLExt3J5qNiKX2kSLVm1Lt02psB0Q7L5ugTHsFS79cm2oZn20YXmESILjnzJ+uLVsTWruPUrYuuXceuXcuqWcWqXcWpXxFSv4FQaxFUaxJYZcBSrODKDaKlBlHh1RLGeDa/SIkZhFiU3i1KYRpYahsmNwkvNoitNIstXhcpWbpQuCRat3Cg1iFAYRCg80psq9lxvPngjQbxTsvWcf9om/9wtznxZ+Z7rpc1HmzovNez/VdZ1xy6+0iS6ODi9St5yqmTXKXn7pYq9twMzm83DJas2ipZsFK2ILlkWmr9iXfbajPr0ugOK1l8Km/bHy7eUt5+oaDlS330+q+5Qas0xh2ipTWger3izZPuB1MpdpW2/xJR0GgeJVqzJsQmTCKS7FS2npTuO5DbuESjaTdfnrA7JXx6YvdQ/dXVgcmhedd2+09eevb765O/Td55cefS29fitdcmlVhE5xqGZqwKTVvoJnTkFivZzoZmVuY17fOLy8pv32oXGr/TamKjYklS2Vd5yRNZyhCfbEivbbhyUbhSYVrjtRGnLyaKGdunmzrKdx6pbz1a0nEiQbM6sbYsq3rwsMN0pviJ/x8nEsp2ZtR2F244JG46Yx5aacRX2wsrSrktV3edr91/O3rw/rrLTklOwvnBzcecvxR2nRa0nxS3H5a2nqrrP1++/2nDoZtWhW9L910sO34yp7bbgFSU0HlDsv1ax70r+1oORRbWp1dtzm9qzG1sjCyo9BAXOguKVoZnGPJkBV26ZVOuQWmccmeedXCraeXTP1YdXn7769Z+PXRfuHr3/WtZ9wUFYYisssxSWG0SJ7ROrzTnFLgJpRNGm5hM3t524duPFp3uvvp69++zsg9c5jXscYgqd4suMOaUmwlpD4aaVwqZlgk1L4hqWxNYvia1bFlu3LLZmaWz5Cl7FKl7FSk7pymi5IUduwlXomUYrjCPlBqGS5etFKzZIVoXKDMLkK8MUK0JLl22QGUZVLguVLwuVL9kgXRYq98/f9hn4pGW+qKAE/tEitbbdP77gZR8oQEOgH/gE5LWfXbVBKNm59zONbwwGgM9aJEnanCOlxhvFy0JLlkbKloWJTKOKt5x69FqFHgJaQAUoGaiBLyr0AK+UcAvL8OXmPv+q7gc+M+gBXqgRnFbrzpV4ckW/vRnoAb4y+Ezjwb+ETUiyQ3i+fUS+a1T+3kt/fAP6GWgYiqC0ag1BkNCS+K5B494rjmHZblG5PjF5gvyG9yr0A1+0+KBEP5Cj2OS+jvv4zbdeFipACXwHfnunttmYZuTPv/z0az/wVQk1iz6gD1ABH/oYDXDx4VuHWJFfRvVn4CuBPhbfgZtvNN7xUqvw3IiCxnca9AHfGfQBB24+Dkwu/EeDr0AP8A34zqKfhhrQAAPAd+Ab8BHYe+sRR1zx+Ku6F+gHPmnwhUQf8JVCD/CRxqMeouP207DSrSbcfJukMku+1I4vjpFsvvLiWz/wTQ0aUBG0EvhI4iNw7p9+z/Qy+0SZjVBqwxe7x5fI2k+/VKIf6NGiT8v2qLUDDKsEvgLX3g048UXOadWr4+QmKY2rU5pWJjUtTWhaKmxcIqhbyq9bKqhZwqtawa9aJawxEFSbCKstEmusE2v1FgYWrgiTroqQL9soWbpesjJMvjJMsWSDdFGIdI5f4fyA4rlrCxatkyxaJ1myQRpcsO09AS1AA2oGXxiImztN14Y//aKkaNAktMAXFk0nr9tFCfdeudEPaIF+LV5+hmNwlsGadOONstXRlT9vlK6MkBuGFbRfeKoE1DRIChRD0yzFsqABJYN3Kqzh5AXyc//51jvA0BrgO4teoGHvOT9+UXBC0bOPql4GWkANXP/jTUh8kV+cyD0y+/z9tx9U6CNBAxSjVWv6wbBgQGsYhkEvg7bTv7luSLX2j+VnV/YQUFIgAA2DfhK12/cGRAh///OVhoWGBslCxeLR235Pbq4HJ+fkjSffNSAZEDS0gAbQ0NDQoIAzt5/4psp4pVu/UqABkoWaQQ+LZHmzX7w4Oq96AFAxIIB+BqdvPwhLyf1Xiz5gAFADFMCyLMuCYUAwULL4RqMXOHz79w1puV9Z9NGsmmJpgAQ0wHeSVf4P9P8CZ/764JWpcM+ocEqQBmVXPPqs/UZhgAQNkBSjpRkCUAEfaXwCnmgQIWtyTixxEBSmN3Z80kGsZQlAy2CAoQfA9LN0L/CBxd2vhFuK3D6txiy1wTB1s0HyphWJDSsS6pcLG5YnNC1PaDRMbjJNbTJNbTJL2WSVtskmrck6pV5vwTr5gvXSheskC0LE8wOLZvvlzfTJm+GbP9OvaIZv4bygkoVBkjn++YuCxQvX5tvHFH+moKZJABQLJZBVtctkXWLnjT96KbCAhoIKuPXsvb3/xltP/hygKQqsBnjwCZahxUYbJEYRFUtDK414TYYxVSZhouN3XqsADQ0VQbIATZOgAAZKCh8JBKZU+wolfYCGVhOAFuihcfnh87DEwphU6b3nH1UsaOC7Unvn2fuwVGlIckl128l+oJ+AmmK1DAjg6asPT/75lwIAaLWklsHr7+S6VIk3Lze/avd3ClpARYJg0UeieteR8KSiy3d/17I0RREsoKbw9ydNSLJsfWrpszc9FKCloWVAAyqNkgFNgh1g8OvL97HyTblNnWqAIGkWIGj0Uzh46W5gWqlA3twPKEmtjsVbT1/ycqRvtfjIoA8YoEFRFEOTLMuywIBGrQW+Ap+Avb8+j5XUfqagZkGTFFhogD4Wn2n0A980BAH008xnBmXd5/wzKgPSynaduTPAQKml1ARLAB8I5vm3vgHgs5ZQAv3ABxJH7v7hIiy05WQdvPPHJxbfWSh1fVeL3959/kBDA6hY6ruG+A6k1LTZCuRG/GrjxE2myZtM4utXx1WviqtfLmheJmxeLqg3Sqi3ztxmkbbZNrPZNn2ziaBCb36IfHaAeObawnlBYl1Pmh9QPMu/cG6gZF6wbKZf0WzfgvlrRbO9M+d4ZUSIdvbQoAGwIEioWOTUdS0LSMjdcewLiX61igTUJL4NIDVH8uF7HwUMqPoHWBz67cPitdnLgotXR9SsiKhbGVlvKdjswCvvPv/7V/V/F4kFQ1LMly+q1+/7XvVQl5/3+qRt9k6q/KTRMiAYBloaBPBVQ2SKa9KLal9/JtQMKBo08ORdX3xxXXBC0elfn+taKcOCYPGuR5OQJ8sva/yk/I9ahkUvhaqu4568nMLa3b00CEBD0TQwQGPnsVtRmYo/Xr3RMhqAommSYvHsXW9oekVYZsXLD70UQLAgAS1J0MA/nz6//Nb7Skl1XflNUL5NvGOfBmAYsCy0BEUBj998iRU3JZVt7WdAgbPY5mIAACAASURBVBlg2AEWt/74u7Bmx5W/+q781fdGiW9qBgDAKNUqCqCB5+8/fKTxRz9arj1Prm37SIIEwNC0VkMAj99+3rTn+D99FAHQLMOAVQPH77/hlGyPK9ly/02flgEAhoUSePR1IEYkO3bzlo4bJYsBhn01QPiny90SRNf++bcfUAEDwFeK3XXsrH9S7u1/e3pYto8kKOCLFhm1nYZhBSuiFMu4lQbcSoPYitXcylXc2qVxzcsFW40SN5skNVpnbrXO3OqQtdUxe5tNaoPe3EDJ3EDJvCDxwuDieQGFs/3yZvnmzvQrmBMgnuFbOMO3cKZP3lT3zFleGQt8c/xSar5RYAGGokkKSqBg076l/skh+Zv6AQ3DUEC/GkoKOzv2qUiGBligj4Ws/dKKkCLDsNIlIaUL15cvj6xbFV7hlVR/8OoTja6rU6RaqxogIcyvCcuoDcmodhaWOaZs90hp+OvrAElrwIKiGA1FaoHarZ25sk1vvzNagGagpvDs3wFBUU1Udtmtvz73UyAY0AzUJPPg5YewhNyEgrIeChoaNMvQNEsA249eXBOXkyquG6Cg1NAswAJqBnvPPYwrqHnx+ZuWJVkwJElqKPbun29Cs6tCMyv/et9DMCzBsBRAAU/ffc6p2ZVQuTuj+XBcZWfm1uMV3Wf7aLAsC4CmaS2ND31Udl1r/qb2vz98pECqwWqA209f5VVtz6zpTi5rLW5qP3759oCGBEAwoICvSs3WrgO5dTuSa9uEDXuS6jreKKFlABYMTSoJ+urvT0QNOy8/fNGjJiiGVmo1GuD0o4/RJTvT6/a80aBPTbIsqyWoPhq33n0Pz5cdv/mrFlCSJA2oWfQAMbIt6wpqXpNQAWrQfRqVFqje1enOST3x8NU3oB9QAh9obLvw3IpfuTSqbFF0xQpepWlivVVKk3nSZsOkbUapO6yzWqwytjoV7HYpanMraHEraHHO2ao3zTN3hnfuHN+8uX75c31yZ3hlzfTOnu2XN90rZ5JH9kyfghneuZOdkuf5ZC/0zXGMEvWQYMCShIYFVEBu456lAWlu8YpH73p6VVqCBQVoWDx69kJD0SRNabTkFy0iirfP88laGixZGVq5KqZxcWiFWWydPUfWfODCVw1DARqKpBiyh0BISpkTT2EaUeRX0GaZuMMra9tHClpSQxEkWKgILQHcfvR3eUPrX++/6yagkmAev/nOz69Mlm5+/K9SRYOiwTCggQcvP2xMyAtPEf31RasBNBTL0BjQsjuOXfLhpJdv6urpZ1kAYGiSIli0Hr8lKGr4/e+3GjAEw+rQvPPnq8iihsj8ugcv/yUYlqBIkoUW+P3Vt/SGvcKGI9yaI4LG4+Lumw2HrvUzOqoYgFFrqM8DdPOBC5Wth1Qsw4IigX4Gd/56L992MKW6O3vToZz6tnP3n/STjFKloQAC+K5FU9eRkp2HUhr3Jm85WtR69q0a/QRYlqUpggIevHhVWLNl37lrSpqlARr4osWF572Cqq6i7ceff4eWActQLMtqgKuvevK2dh2+fEsDsGAYhlIRZD+Q0rAnVLT5jRZKgAJLMSTJQlq32TUyZdvZe5+BF/14S+IDsOXaO1NB9SpB3XJBvXFyo33uTtfCVvusHSbJ21YnbrFI32aeutmpYLeHpMs1f5dTznan7C16c/0Kp3tmTnVJneGRNtc7a45X5jS3lIlOSVPdM3VdapJL2gz3jFke6bM90oIzGnpIAKBINQv0A3mbun/2TzNcn/v7m14CUBI0CagplmBYFqBplgbu//3ZOqJg+XqxUUTFwiDpkrBKE36zbUKTC1+x/+I9NUADGkIL4O03dUhqpYuw2iW5Lki61yVvj0vK5jdKlqBIhmLBgmJoDY3vWjRu7/rz1UcS0NIMBdx78YmfXyksrH7xldJJKJqmtRSevesNSy7ekCS+83fPAKCiwQJa4PDVh4HCgqotewY0YFkQWiVDaEkG2w9cjiuou/nkLxX+Tx0/+9DDL90eJ9965+k/NKCjaoDE6z42r/lo2paz6dsu5rfdKOm6veXYHQ3AMBRLasBSDAMtcOfF56buo0pSqyb6NQylAR6+620581ve9tMZm4/lbdl3/tFLNUCwIIBeAu96acW2vfLO8wmNByMr92VuPfGOhBbQ0U+yuH7/QfWuriOXbvYRFA30qdRK4NfP4Fd1ZzQe+P29WsuAIrUsyw6wuPTqe1pD++6jZwkALA2aANBDIaf5SLRs15+9rM4rAIxarT565mJklpwj2lTadjq7YU/O1mOi7mtxW855Sfc6ijptCzocitu9FAf8yg66FXfaZO00S91imb5N16u8pHvcClocsra65OzQW+hXMNc7SwfNbI+0mW4pU52TJjklzPLMmu6ZPcklbbxDwmTHhDleGYvWZAWk1vZoAYBltDRLDQDS3ccWB2bN90qUb97zuU+jGw39WvWARk2TlE7Un//thUVYwdL1khWhpctDK1ZG1xlw6q2E9Y68ksNXH+jMGs0yBEHcvPckNFUelF7jm1rlllTnkdvul73t1rP3BEmDBU2BBfo1ZD+B9n1H3n38wgJagtIC91584mSV8nLLb/7xRkuBYQAWA2rq8aueRFFDTH7daw0+aNFPQ01CCxy//cI7OoufLtNQIAgKLAWa0FLYdfgaJ6fq7l+vlCx0o1lNsS++9MeVNMeXbr/1x986f0cBJPBvL5lf25HbeCij4XDOltOl3TcbD14fYMCyNBgtaIKmaQr4SqLt6BkSFEASLKkBfrn3Yvvpe/m7LqZsPpmz7dCea/e/USwBqGh8J9ALNO69mL7pcGzt4eiaI9k7f/kCaAGSYliWplnm+Zt3FVt33/v7HQGoCJICemj88ld/THl7asP+9zQIAGAAqIDr79SZzfuOXb9PsCAJDVgKLHpJKLovZ249dfudph/oJxmaZcCwBItTt59Kdx1NLNvFk++KkLUGl7QHVxzyLT/kXXHEXXHQs+yQX82xkPpTgVXH1kgPeBbvcSlqdylqdylq85B0ueS1WKducsjYojfLLW2OR8Z87+wFXplz3FJnuSTO8Uxf6Jc3yzPrJ4fESS4pU93TJzsmLPDNWRFY4BEn/a4FALAESWsGAHnbiYX+mXM8kyWNe9UMCEBNaWhQLCiwoAhaTaGu9egSn6RV4aWGUZWLNiiWhldZJW8zja3wiC/95be/1Cy0BMWyLFgQJPv7n2/uPP9w6s5fXVf/chZUR0vanrzpoSiGIkFSoAEduI+ePu/v+0aRagAqGk/e9fFyyxOLqi/d+1NDAixoLcECd//8FJNdGStqfsvgAw0loGbwVYsT996tjZdkSjd/V4EiAZoCS6kJdtfhK1GZit//+VcFEICaxYCWfv7he3RBnUC6+f6fb0j8hxTDgqTw16t/X39R3Xz8ru3Er7V7rzfsudSjBcNQYEnQWkKr1tJQAdd/f9w30MOyai2pGmBx5OYfZXuu5O6+lrr9QvqWg903fu9loaOqH/gONB+7JWq/nNtxK3/Pb5I9Nz4z6CdAUgzAUBQxoKUevfrYy0ADaFlWA3xjUXHwWrSiI6V+3zsKagYkoaEoop/B9Xfq9Ka9J+/8oQXAAqRG09enBbaceZjbemnbhcdvGQwABEAQFElhAHilxqbDVyOKNnmn1fgX7fKXd69R7HWVdjmXdDmV7PEsOxRQdSKo+mRQ2TE/6UHP4i634k7b7B0OebscsrYbC2pM+FV6K4LFy4KKlvrn/+yTOdc1eYaDcLpjwnSXpGkuqZOdkie7pi7wz1sSWDTHO22hd0Z08Q4lA4YBw6goVtML5G3eM9Ulfr5PRmhiSZ8WFECDImkNwxKgSLCgAMWWPYbB2YZR5YZRlasiKpdHVlvEN9sIap15kn3nb/eTDEWzAFQDSoqitARDAl/VOHbrT//kSl+B/JsKDMXqGpWawgAJLQOVRq1V9YIhKIoigIdv+oSF1THpJc/e9VIsWJoBRTMs/njTH5lZGV2wmSfeniLfKWnoKizfVlTTtja5zEcoLaruUFKgaN1ooJQaunnPLxHp8rt/vVEDWkDLgARefVZyCurjpc3P334laOhyHTAspVGDItVqrZrAtd9fVuw61fnL70qApAmQSrBagKEALfBlQE0zWkBD0hoVcPNlj2LvdfG+BzntN9N3HDv19I0KUNO0Lnf4V4NdZ34Xd98s2Huv5MgfZQd/7QE0/6P+GIYiGHYAGAC0gIZhvqk09159lnT8kt9+KXfb8YefCN2woyhCDVx/05+1ee+Rm4+/0yApBgwNhuwn0HDsTvLWs1k7T9/vx0dACZAsSIoZoNg+4COLm+/Uac2HNipaQ6v3BVTscZO0u0i7XGX7PBVH/KpOBlefCSo74VtywEvc7SHptsna7pDX4lbQapm8yUxYo7fQO2vRmpyFnpnz3VPnu6fOdk6c6Zw0xzN9smPSDPeMifYJ4+34c72zlgTlrwgs4Eh29evmC7Qko1YCJS1HF/pnz3ZNShU39xMgARIEC4qiNQDD0iBYHL/+h0Fg5qrw0pVhilURlUtCy12zdrulb/UQyluOXlDSIEgaAEWQYFiapikaBHD8xmOfOMlagfjfzyqWYMBA9/4ACQqgGBosAVpL07SKxpN/VYKCqiRRzdO33zW6TkIzWoJ98nYgMrMyKr/JP14eJJREppZyMyp8uQXOPIlHfJls27EeAjRAURTAKAlmy95zCeLGK/f/6CdpEiBoEDT++dDPya2Nza9//bGfZkABGhoMTYIhWUINMBSNa/eebj90qfXUre8kWDCg1aDVYGkNResmKUDRlBqgekn68rPPtcfuy4/+WbD3Xk7r2T23Hw/oJDOgYvFOhfr918Xdt3M67+R2/Vp28PYHQucBaTAkwBAMvtPoY0EAAwTx8PmL1uMXao/dLt5zverQrddaqGiApRmGUrL47ZMqb9v+Y789/8qAABiGobQDJNB4/Dav4Si/6VRe5+Ubn/CWhBogWRAsqQV6KHwDnqix5eLD2Ia94bX7gqv3+5bv91AcdJUecJUc9Co57C066JTdZpuxwyKt2SKt2Tpzm13GVquUpv+oWuybu8AjbbZz4myX+OkOcVPsBLPcUyc5JE5zTZvinDLVNXm2Z8a8NRnL1uZxJLsGAIZhdFR9p5Fd3zHLPXGuW2JNy3G1LswFRVBqFhRNETRNkwwevO41WZdpGFFqGKH4OajYmFNnIWg0jVZYheVs3X/6m0qr0ZIAGIZhWKgpaIB+Fqfu/OXFl7iEZTx5/pZWaxmKZlh8V7NaQKkbhaQaLEXRrBZ4+KYvMkMWX1T19H2vLk4Dw9LAlfv/xObXByWVBSeXBwqK1wlEgbGFfgKJE0/ul94glGz/qIKSAguQJEmw6Dp9N1225dzN3widh9AyNI3Xn9Rx+Y3Coqbnr7+wAMmAZAEwJKnVfbuKxfVHLytajnSeu9NDgWBoWtMHRqNSqWhAy0BDg6QJitYAFAFc/PNzxeHfivc/ymi9kbrj5IHfnvezLMMSDFglha80avZdTWn+JWHrhdRdl0v3Xf9XAy3NsAwBmiBJUk3hfT/Vy4AAtCzbT9JvBqj6E7/mt52vPHjzX+Y/XcUwVD/N3nnfW7hj/9aTVz6z0AA0AFrzTaWRdZyNqTsUUXtkfWkHt7Jj780/e2ioKIpitDQoAugHPgKP+xnZvgvBJdv8ZLs9SjpcS/a6lOx3FR3wKD7kUbDfMbPdIrnZOLHBOLHBPHWzbfoWm7Rm6+RGvRmuyfO8M2e5JE5zEMxxTZjpJJjpnLR4bf5c75wpzikT7ROmuCTNdE+b4522aE3W+uzGXhpakgC0LKg+FrmNXbPdhD97Jp6/+4+WAsGwFEMTLKkzsSzLkix6aARnN5jFlJnHVC4LKbFP3mHJb3RJavJKUBy+ck8XWrJgWDC9Wqp57+ma7guFmw7w5S0uArlffMnjZ28ZjYYlNTRNv//U/+E72U+BAAiSZhhGd13vvfwWlirh5Zb//vILDZAkzdKMUkM//6AJFBRtSK/ckF6eVNIUk6EQ5NclyHcF5TQHF2xLkO/uBQZoqAiSYmgC6D57Lzq97OTlm2qaZgGGBk3hn/cD/MLmePGWB8/eAKAohgUYFm+/9rUev9J95dH5Z18O3fln55l7p3972QuoaZIm+sFoXr95pzvS0TJgwNI0CVBqFifuv5LuuSHa9zC743bqjpPHH78eYFiwBMsQSg39jUFZx/mMXZdTd1/P7bpdffSuLiMES4GlCIL6683HrhOXbj35p1dLUmAJ4CuFQ/ffFXVeVOy7/I6CFgBLsyw9wODc01f527pbzt36CvQyUFMsTWlUDJpP/xa/9XRa29X1pR286i6ebEvZto5Xn78OECoapIZWa1lSCfQCe+88DZVuDZS3ecm63KT7nCX7nAv3uRTsc83b75DVYZm2wzR5s3Fig1lKk13GVoes7Q4ZW/6jarZr0nRH4Ry3xFku8TPdUpYGFS0JEs9wz5jslDzdLX22Z8bigAKDENG6rIYBQEtqwGgBRgPIdh792SdxhV/y359JkgLNgGFBMOyHL58ZsAxolUbdy6Ck7dzq0CLDUNnK9TKLuE2WsY22cTXuvJJjVx8OUCzJMhpCTVDaN9/61qUqvBMqXGLl9hyZaUSRU0z+n68+gyRBa0hS+/L9tzNXf1MDShY0QNEsC+h0Fb+wOrG47o/3/RoaLAuwoIHHb75vSBL78YtuvlK++M72A98YPOtB46lH/pm1mVVdn0loAV1gpgUOXHwUka64//wVDWgJhmVAqJknLz5zC5pi8hrvPHrBsiBJkmYZDY33A7S89ZSo7byo/WLh7l9qDtxsO3+vF9AAYLQspf71/sNn/7xXUiChO5SkaUqjpNmjv/5T0n295NDjov2/p+86e/ThaxUDsBowWo2W/EKhvPNcYfetnL2/FR68X3v87lcSJE2B0jI0yQL/fPy+Zc/J649eqhjo8qoB4MZ7QtRxTtp+5pUaBAuWoQAMMLj1tienuePYvT+/ADoLQlCkGhC3n45vPpHWcjZj58mUxr2SXYeqdu/f1L7n7rNnSoakGC0LkgTVDzz8SiRv2htefdC//JBn6UFX6QHnor0uRfs9ig+5iw66FHbb5bTohqB95jbH7B1OWdv05q/JXrQ2f65X2nSXhBmu8ZMdeJPsBbM906e7pesM4Az3jOmuKYvW5huuFwel1yoBBjQYkiRJJYuyXccX+wjM1qd/UDIkxbD4L5Y8dPyUhqFIUCxILXD47hvzcLHpRqlJeJl1XLMVt9E6psqVW3Lq5hMlDQogWJIG87ZXHZq7yZajsI8tt+OVm3Nl7gJJrxZatQYgaZb6882X8saWPgoDtI4q0AyUFB687o3Nq0oQN77pB8nqoh1oKTz7d2BDQmFUdtkrFT4R+EpADfQCh++/C0grq9h98isJLaClKYKhlQy6z96LzCi78eCpLgZgabAMnrz8xJdsiyloePjivS6FpwECePDmq3jXqZxdF7J2XSw7fL98351tJ+5+AwgAtIbSKK/+eu/M1bsqGhpdHMWwLENQwMVnX0v335YdfpTfdTd954U9t16oGIBWg9HQLPOJRP2RG/ndNzP2/Fpw4LeaY7/qqGIZiqUZFYmXH/u37Dtz7fHrfpLRUCTB0APA1Ve92duOSNtOvdGCAnSniv0M7n/RiFoO/fLo71787/+HVQL1J36Nqej6fQB/k/gIfGDwTovjNx5Wtux58OoDBbAgaUqjZfAJSN98KKL2SEDlUZ/yI15lRz2lBz2lB33LTvhXnPIQ73fMb7NM32KW0mSdutk2fYtd2ha9eT5Zc70zZ7knT3dJmOIYN9Ge95O9YKpr0gTHxAmOiZNdU6e4pU13T10cULDIP88xqvC9ktIyOtkHFQP5toML3GLceIV9NCiK0nGkpiAuq1SDJkFQtFJJs+effbOLka4OzDdcJ7XiNq3eWGkWVmYfLjp29VE/ATVNq0g1Bfrll76g5HKflEaXuCqrKJldfKWrQPxFpUtTtRSYhy/+Tc4ve/r6s0o3NSmWIjFA4t7Lb0GCAk5OxZ9fCALQaEmCoDQ0rtx7viEhPyxV8loJFaAFlAQ0wKHbz9YmFZfv2N9PQ02xJMv8f+eA5d0nzg8QBFgwNAgt8+Cvd1H5taHZlb///V5FMkqaHaBYLXDvn0/FWw6UtF4QtV4q3Xun8tD9XeeffgO0AENrSEJ17+mLfacv91PQsNCwIAGWpSng5iulrPuGZO+9zF3Xs3Zf7b75Qs3+RxUD9iOBhmO3sjuvpXXfyd9/t+7Eb98Z3QQEy0JF48VH5fZDF649fq0BGLA0mH4GV15+zd1+uGLvhbcESIAgNDTLqIFLr75LO04eunpXA6hIRk2xWqAfKN13VdR+4ffPRC8wAPQDfcDZB68z69u7L95XMiC0atAEC7zXIKv5SGTd8bWVx30qjvtWH/dSHPKU7veQH/JSHHEq7LDN3mWS1GggqDER1ponNlgmNurN9Eyb7Jww1SV+qkv8JEf+ZCfBTPfUGR6ps9fkTvPImOKeOdM7e+Ha/JXrJQvWZFtvzP7r64CKVAMMWGgBefP+hW7R4QV1KhY0RRBahqLwdYDZEBP3Va3SQsOySi1LP/rGhhe3GAblWUZUWHOaTMJqDNdJrdbnHbp4X0VDwzAkKArUu+99IfHFwSlVthvzbCNEjkKFd5L03352QENqWVINPPj7S2Je+bnr9zQUy5IUSBoAATx+N+AfmxOVVXH69p8EQNEsTbMUcOm3JwGx6WvjMh+97/umZbUMaJolWOw+cck3Nr2gfLOSgYaiGdBahlAD7WfuJUg2X3vwJ8GC1aWWLJ5/+BZTWMsr2fTnx++6PTDdKtjTNx/FVVs2dZ48cOVp67mndUf/qD109xugAhhWS9GaRy/ftR05965HowHU0FkwSknQd95qRK2XijvvZLZczWm7cej+Rw0L0FrQapKmPtOoOnwts/NGcted7D13Ko7c+kSCYFiaZgmSVTL465O6+5e7t55/1ABakmDBaIDfv5LSjtO1By6+7Gc0NEhSSzNQAlffaYp2n+g8c0lJsxTN0oAW+ESj7sT9lPp9Tz58HyAIFgwJfAc6Lj3K33l254Wn33VOn6HA4u0ARLvPR9Sf8a045VV21LviiLt8j2Nxm72ozaG40y53t1XGdqOE+pVxVYZxVabxdebx9XoL/XKnuyZPd0uc4Z70k0PcFGfhLK/0aW7J0z3Tp7ilTXVPn+mdPd8vd9HagrleGfbRhR8JUKBpiqBIqAHx5v1LvGLT6zt7NDRLM2BB0Hj88vMKS6c/Xr1RMlqaHdDQ6m9AdtPRFX6ZljHVy0NKVodVGIWXW4eJDl98qAU0FKulKRLUP58+Hzx3e8/Ze3vPPth58p6bUOoYndPHQEOxNJgBhn36QZMubTp05qpKq1tXoBmKJlj88V7pH5cbnlVe1XqsnwYNMAxDM3j66sPGuJTkQoXOMelUr5Kgtx887ROTEp+j+KKCmmJpMBpaSwAdJ67F5Sg+D5AaGmqCpYEeFfXHvz3r0+Vxkk2P3n0dYNGnm2jAV6Xm5C8XDp86f/3+X6duvShru7b1xMOvLJQsA1Bqkrr957+buk/d//ujkkXf/0TeKpJ58JkVtV4Sd9/Oa72Rs/PKqYfflBRAE6AJDUX3ApWHrhYc+C1j773sPXfLD935QIBg/+tVauDB697WU7euPX2vBTTUf+rnj36UdJ1XdJ9//IXQ6rItBt9J3Puslbcdu/HHC+L/8fSef1FlW9uun95z3ufZu9tuc6Rzu9tuc0JBJGdQEQHJSM5FKmKRc845Z1QUBTFiQEEUFHPOiRwqrjTXfT6U+/wL9Rs15pxjXPe1AJ6wLOFmWEwAsU1Xomp7H36a4gCKkssZVgZ0D70IzGtvv/lykgJHwLE0xeIzBWHFOYfcXpPULt3EDv2Udp24BvXoWrWYZg1Ru0Zkk1pYzfaA4o1euZs9c3f4FuzyLVyw1iBohbbfGn3BCm2/lboBP6p7LNX2XakfuEzHb6W+YJmO/89m4T+bhf9hEfOzidA8qGAeyjcgYYEZIKGm+1d956S6s3JAIqWUONuV0XfbDWyqO8/JAAJaTovneZSfHthsJdrinL3LK/8/9km7PEv2OKc0dg8oGHAsOBYMDznL0zwoDiyPOQY+yTX7jgTPyEFYgGVpDg8+Me7RRYmFDQoeLANCM2AZHnj2RWIblHQoMDm37dIcQAM8z4OjKYrqPNl1fWBIwXI8CEVo5ZvZTZisc9jbNSTz1RQ3S4MCGDBSWvb8zfuOkz1iGadgwAByYJbg3N1XbvEl7vEl/Q8/iFkwBN/QQoaheUrGySien2ZQc3rk2JVn8ww4EB6YUpCu4ffhJZ0dl4fFgJgoJ/I0DVx8Mh7f0p90bDip7XZ83ZVzdz/LeMhohuEhByaBwjO3I1uGhK33IpqHs07e+8yAAsDRIIycYOT1VE3P4ODrCSkPBWHl4GaAa19o34ru4Oqeiy+mZADDsQwPimCWwZmrA2Pzchmt3JpS88DIFHzLesJqL3bdeSFVkpUMxwJvx6ZPXRvqf/ycAqGgUIAVA0+lcE5rtU7rNIxv0Ymu1oyu0oiqVo9qUI8+qR7dpRN7bG943Y7Ask3eeZs9c1UDS9WDyxes1Q1coxOwSjdgtV7gUk2fRXs9F2t6rzIQrDIQLNf1X20YrKyqv20SfzYLPxhSOsmC4sDznIRix1n4pVWrqFsOvhdPy4lyFztFI6P+zB+ah4PTyiWAgrAsiITD4wmi65mz2T5jg1Pifxzi/rRL2+mQ3NR7iyYAAeHAARTPy2hOrmCVF4jQnCZ9R+GnGYZlwMkpDrj/mRyNLXUMSnz2eUZKE+UTnyG483rSOjjFyDveKbboK8GEAlKKBs+Bh0Kh4AGKYzmelfFknMHg6wkDh1BDhyhTl9imc/fngRkW8xzFgSFgFAqZ8j4uBYrg+AAAIABJREFUZ3kp8IVGeGGLfXS+a1zxi0mWAjgODM0rd0cSRsyCYsHO0KTh7N2OSw/mKJYHmZfTYqD68hNB0amMxt5PUog50AAPIiE492g89fhQ5umHqcfuJDdcPXv7g5gHBVDANIePNMp6h2NaBiKah5OPP8w4dvfxNKYoAASEkRA8+ipvOD90/fFHKY9vmANw+SsCGq65F3dldw1+kHHKBYByzU/zkPGgCCiFWM4qPtKoG3gd2NDvVnI2vuncOwrzgJSHnFKwhJNyvJgjYlYuBS0GvgINA28csk4czjptlnbCILFRJ75mX2ydekzjrsjO3dGnNKLb9oRWbw8o3eCZt9E9e7tv4e7AkgU/6Qf9pB+0XMt3pY7/d6qui/Z6LdHy/clUuFQ3YLG230/mUWtNI1Yahv5hGb9KP8RUUDgFSHkwPJmTy6c5xBfXqR9yGWNAAwxPZhWMGEht6PnLyFHXOewjg2kOMmCOwQcpDL1y93nkbbCN3uaW8odVnJZf3qmbLxSAnMG8lMg5Tgl8UoCMYFzOC7LqtR1Dn3yRKVmDGQX/dBq2wmybwLi28/1i8m15Msfg/hijfTTSPDjbNCBNVN4xxkDGQ8FBTiCmIeGgABTADMHtz5RTbJWOS8quw9EHA0ss/HLOPxibAuYBBTiKKAhompVLKCkDbophq3tvmAUk2ETkHQ5KezpBT9GQ0oQF5ICE8AoQOZh5lpkiKDhxvenKIxmUICXGGLQMvA0t606q7b7zZnqWQEwgY1kxcPn5bFL7QELLraTWwfi6y2dGPk3xmCOQANMcPrFouHIv89Sd3N4XOd3PMjuHPxJMEkhpQhGIgYdjdP3ZwRtP3tEAA3aWUswB5z6wPnVXvWr6Aqt6Tw49ezMtlfCQ85AxhFUi/AAHzLHk5PArQc1Fp4qrdiWXQmvPnX/yZYKDHEr4jFOWKQ0ogDEGQ2Ocd3GPcUK7aVavcc45nfSOfclN2snNavENO6KaVaNb90Y3q4XV7BSUb/Iu2Oievc2nQDWgeIGKnkBFT7Bcy3e5lu8Pah5L9vks1w1QMQlbphe4RCdwjUn4GpPw1cbCXw7ELNUS7LBPCs5trey6cvft+JXRZ2XHzh8RxB/2i3k6QT3/MvPsw+Sdl2Md1x4eDi9U0Tv6l7lvQffI/Unu7kdp3+iXOx/hmnpyi33qhiOxGx0T19kn7/HKzmq9PvxG/HKCvJmiX4zPjH74cu/jzPCH2YFnH0Y+iR3iyrfbBI+MkYdfZI8/TvUOPe68/dZMkOoUWygqa334Vfx2jnk/y72axbGh97reqdq+WYaB2XrusaE5DZfvvhmTYVwOMTDN4yuF9xK0Xb5r5JWi7py84UCEnlfhweAqQ69cM6+U7JZLTyZkUywkPKQ8KGCewf2Xn2Lzqw+HppsFZdhElzmKKrpHPt589vXp2NybaelHGZ6MiZ9+nnn8afLDHP1agtT269ldQ88leDouezPHXXj0ufbG+9CavqjqcxVnh59L8GyGfT4hfjnPdz2ai+0Yjm66FdN8K7rxRvPQx4ezeDJH3sjIi3n64Szb0P8k5+xo+tmn8SdGk0+NjsxheIyMvJ96OcuMfJKef/S18uzQxQcfXk5Jn32defRl7iWF0+/hVX/Dvabfr/ZqfGtfUVf/lZfjX5VIMY2vPJ7NcS+m5McG7gtrz3nVXrOvHnKqv+Nedl5Q2ll7afjGi69fKYwrME7jixzTBLdfz+Sf6BeU9ZgndphkntVK79HN6d2b2qGe0KiT0qKZ0LArolYtqmlvRL1aWI1qcOUW36INblmbPXN3+hUuWKXlt0rLb5VO4Aot/9X6QSt1A1fph6zQDVplFLbCIGypbrCKWfTvhxJ+s4hfridcayT81VS4StP9TwOv/xh4/LLPZcVu2yU7rH7TdF6v4/KHhv3v2m7Ldjst2eezyihshW7QT8ahGy0jtttEGHrlqjtl/GmZssm15Dfr1PXO2X+65Pxpl6J+NFXbJX6bReC2Q36aTkFGPtEmgWn73GJ1PUV7HCP2eGVuc0372ypir3PMQUGKVVjmkdgK07Ai45ACE0GWdVS+c0yhu6jMJqRAxz3zQHi9QXC1ukeulnvGPkfR4YAc14iysMyOgJQWq8Bcx/ASE/f43ZZBGk7xWy0jtdwyNV0ztNyyzQJL9vsXGXtmOAiLBSn14VlNBS19MfnH7YPy97tnGrtlGAfk6wfmGQYU2cU2e6a0OcdW+mTU2kXlHYkuDsjp8IivCkhtjCk+6Z/VFlBxIarjlrDuUmxTX3Lr1ZiGK8GNd4KaR/2qb0a13hZUXIiuvxRX1xvffCWk6XZAw0jU8afh7Q/CWu8JGgciWm9FNPcldVyOa+7N7bmdee5e7tV3whP3/dvuCtruCduHhS03Eo7fTD1xI/vUQNnF+3k993LOjsa3XI1qvBzb0h/dftunfjCk80lA+33P2gG/hhvC9tuRJ+9Hn7yb23s/q/tu+tnH4c3XEzpueBaddK245FgzaFk9crhqxKb4gkf5BZfc475lZ4Iqe4Mqe1M6B6PrL4oaLglKuhwzOo5kdR3IPbcjqlkjrUc7q3dvQvueqFq9uGY9Ub16aMXukIrdIVU7g6p2BJZt8i74yzntL+e0TW7ZC9bqBiqrarG61yo9wUrdQBXj8OX6wYu1BauNI1YZhf92MPG3g4mrjaJWGkQsN4hYZRq3RD98uY5grX7wsr1eP+xyXq3ps1rT5xd9wZLdrj/sdl+01+dfu7y+V/dfaRChYhb95+G4bc4Z6w/F/WOV+rdj0e8Ohb/b52zyLF3vnveXc8bGI0mbrOI22sRuc07Y7R6v5ploEFqi5Z+/yzl+s51ok3P6RpfsbW45m+0TzIMLHRPqDkZU2CW1GgsrzCOrDQPzj8RUO4nqDoVUmASV73bL3eWWu+to9na7RH3vvENBZRaCUiPPHFOf/B2Ho7dbRmnYx6taRajbJ+60Eak5xO86EqPrkWXkW6Bmn6LvkWfqk28TVmYdWmwtLLEOq9B0ztBwzNvnUmASXKEfVGwqrD0Y3WQZ13ggusYitsosqsw0qtoqse1QZL1z0vGIyquuWSc9y8/bF5z2rr0W3DgobLge1nDTr2HYu+G+S9mAT91t78r+wLobQdWXQ+r6BS2jgtbHwuPPwtqfBDTd9aob9G8eFrQOxXbeDmu6FNF6JfL4oOjMw+ATDzxbH3i2PvCoHwzrvB/d9TDy2FDc8Zs55+7nXX5RcPV99Im7EcdGIzsfh7TfDzn2KPTUC6+mu0Ennvp2PPTpeOx78oXvsUcBzUNetf3ezSNHyq4drbwa0DrsXDtwpPqWVe19g5wrVsV93g2DrlVXrPN6rAouWRZesMw77VJ+zj73lFNet2X6KfOUk+Z5F3QyezTSurQzujUTOtQi63WiGrQia3cHlW7zL9oZVLE9sGJ7QOlGr/x1jmm/2yX+xyFlgYpu0FodwQot/0Vqnkv2+a3SC15rFLHKKHzh3oDlBuG/HEz45WDiGlPR8m8lJVpqFL3UJGqJgXCFQcgyHf/FGl4rdPxX6wsWafh+p+61UMNnuY5gkbrHSk1vFV3fNTo+q4yDd7jl7nYr2Gyfs+Fo8Q7/2nX2uX/Ypq5zSNjplbXbNWeLdfI6q8T/HEnc4pKi5p213SVdwytf/WjGTofkPe75u72Ktx3N3+aYoeORbeqTbeSZYeKfr+tbqOVbZBpc5pTUZh/faBJYYBBYaBxWbhZZre6Zudc9Xcc7x8i/QNcrW987T8MlbZtVjLpz8m672O2HhVv2h+keTd1hGbLrSJi6Y9QeB5GJf6GWa4ahT55xQL5lZLFpaK6lqGqnS/IO5yw1j4Ld7unagflGkTX7gooNRXUmiQ0myY0Hso5b5p81SjpunnDSJKbNOq3zSNYJl4oet5qLnnU3Bc3DUa23g2quhbbccyq54Vx+y6XyllfNLZ/q64E1V6PaRyI7nwQ23xM03BG2jAbU3QpsGQ46/si/bSTm1L2oE7cijg1EHB8SHh8OP/3UrWXUpXEktOtJ/PlXwpMPwk4MJ/U+Sel9nNLzMPfym6SeJ9GdD0Pa7gW33gtouutZP+zVNOrb/sSlfsSr/bHg9CvXxmHvljuutYMeHU+tKm8fyL/sUn/bsuiyW8uoTdWQQVq3TfGFI0XnvZtuHy7uO1Rxx6jgukn+BYeaGzaFF51LrtoXXNqfesoo7eTehNZ9KR266Z36qSf2iZo1IpvUo5p2Cqs3C0q3B1dtFVRsCyjf6F3wh1Par0cSf7OJX7B8r89qXcEqncDV+kHLtALWGIYv0wtZoh2ywjBiiW6oinncapMYFfO4Xw4mrjCMXG4UtcgwfIlx5DLjyO80/X/Y56tiEvaTadgqo5DvtQT/r5rv/6j7fqfus3C36+Ldzqv2uq419F1rHr7VPf9v6+RtTtmbXAvXOWRtds1fZ5Pwt3P8Lu/MrQ6Z6yxSfj+S9YdD9j/O6Zuc0rY6Zah7Fu52zthgGbfNMWuXR/E/9jnqXmUGPsV6rhmG7mn7A0v0/MrUPYsNA6qOxHcYBZYeiqwxDS5VO5qk6Zmu6Zm+xyVR2yt7l0Oivl+Rjk+Jhnv+VuuETRZRqvbx/5iHqNkk7rKM0XaJ33rQf499hIFX2h77BB23HJOA4v1hFWbCYmNhwT6/DE2/vJ2uOXt9ivd45Kh6pOuGlpslNuuJanVia83S27VFddoxzdrR7VrhrRbpvda55ywyOx3Kew9mn7AvuxrQci+k4UZAxWVB/ZBLab9rzV2Hslv2hVfcyq/6VF4R1N8Uto0K2+5Hto6Kjj2IbBkKbr7t3/7Qp/1B5KlHYe23QtsGY7sfxfY8DTn12PvEM4+Ox6EnH0ecfBjd/TS6+2nUmUeZ1z5mXHqdev5F/JkncaefCo89iDr5NLT9fkDTXZ+mey61d/xPPPc98dS9+a7PsfvebfcCu17a1j+wa3ri3PzoSPUtx7rb9jW3rKuGzAuvHsi7aFN61bVhyKn+jlnJgHHxDcOCi+ZFF62K+yxzzluk9xgkdJhmndwdXbMvoUk3tcM4/ZR+wvF9Ua37olrVolq2hVZvDarcEli+LaB8o3fR746pKjbxPx8WLVi2z3eppu9iDd8f1b0X7/VfoRuyyjBytVH0coOIZfrhv1ok/WqRtNIoao2p6AdNwVLD8GXGkYv0w5abRC3WDfxO3WOJls8yvUCV/VGL9IX/uy/o/+zx+1+NgO/UfVbqBa/QCVis67/ELGKdc9Z2l6zNdikbHFM3OKb+bZOw2SF5o0v8Du/cvx3y/7Qt/sWhYq1twQbnvL1+pft8y3e45O50ytpim7rzaMFm54K/HQo3OuZpuOaZB5QcCqnQ88o3FbaqeVcZhbcfEnWaCRsN/ctM/IvU7OMMPdJ1jyZrOqfquOVoHs03C2rQ9a7Z5166xzFX261Q0yV7+6EEVav07YcSdxyO2WYZtts2Us1eZORdqOOWZ+RTdkhYaxhQaCmq0fTO2O2SstUubZdzrqZ3mWl4o6Z/qUFktXlSk6GoxiC86mBsi0lEo35wg0ZA7d6ghoMZ5w9m95qmnrApvOhYdcur8Y6g9lpg5eWAqn7X0utOVXcP5l1zLLtpk3PWq/JqQG1/SNNtYdOdpFNPo1qGRK2Dgtp+QedL/85X4SefRJ18FNX1OPL008C2kajzH5xaH3udeOXfPJx09nl018PYnudRPS/iL79PuvQ2/cpHUfeLkI7R8OOPwjoehDSPRB576FN3y7dx2L/9YXDXC//jDz2ah73bH/h0Pndpf2pTO+rY+MCpcdSl4a5j46hl/UPzqlH9wsFDFXfsKgdsSvvMc84b5fQYFnXrZJ+wKDx7uKDXMrfHNP2EcWanTkrLvoQmg7Tjpild+jHHtIUtOuFt6qFNW/0r/vEu2SKo+tMt5x/Pgt8dU9dax621iFmwSk+wTMd/qab/4n1+SzQDl+mGrTKMWmsiWm0So+xSq01iluiGLdMXLtMXrjaOUDEKUTEM+MM0ZIt19F6nRG23tAPBJepH01bp+v2o4fU/qm4LNfz+d7fnd+o+y/VDVfZHrbaIXGcfu9ky1NQ33dg/42BYnrkgS8s1doN14G6PFA2/mtVm6Wusi363K9jpnK7nmbnDLn7bkdjtNjGbLCI2WCdssE1eb5W01T5V3zPTwj/LI6nJPLDQNKxBO6DGIrbTRNhkGFCl45FrG1Fp7JpwyCvpoEeSgXOcqlWUjluBgW+VoV+tjmfFxgOxqkeSt1pE77CIUj0cp2Ydu8XcT8spXNXSZ59DuLZT3F67BAPP/IPBVSZBpQfDqwwFxXvdslQds1Qdc/R8K3V8SkxCSs2jSlxzWo4kljsm1NhGljpGV1kICk2CSo2ENYaiFqv88wfSug5nnrEvPO9TdTm47Iyw9FRYeY9/+UXHoqsORdcd8nr8Ky/5l/aElHdH1JyPqrkQW3clpvZiUsOFxLabYcce+zaPio6PRrUMRLbeiu64k9j9KLDlts/xJ56toyk9DzNO3k47dTv+xK3ks09iux+JzjzMvvIu9fyL6I7hkPrrotbBlBPD6adG0k4OZ599EHdiWFDXJ2i4LjxxL+DYqGfrqHvz3aDOhz71Nz3KL/jXXfNuGLSvv2teOWJSfu9Q1V2P+kFBw3X3wlO2GU0HsxrM0urs80445p1yzO/Wi64zSO0wyDq5S9SgmXxcJ7Fzb0SzelijZmSrenjT1sCqTQEVW4Oq17nnrnPP/dUhbfVh0VqLmAWrDUKX6gqWagmW6gYv0w1bqhe23CBCWVK/WiT9fCDh5wMJKqailQYRKqaitQZB63XdDexCc2p6nnygxMAcwZgMX2Tou/s1IufYP/qeK3c7r9DwXaEd/IO6/6J93r/uDwgoam06e+PLHD0lxxzBlIK8m5WXnrigczR8m1XMuv3xP+9P2mST3HLh4c0HH/ufTV5+OHZ68JWBs3CDqfd267CC7tG+F3P3Psxff/D+9I1nVgHpeh4pOp5ZR0QN9omtJkElhr4Z5Wdud914OPJy7N7riXMj70q7buu6pxr7F2m65ux1Tle1idVzTVGziUhv7Ds18PLUwMPzo8+qus9dffysZ/jB1RfjoopTBh5J+4MLTYNLDQKL9AWlu11zdjhmbrVL03DP3WUXbegdE5hTVnX+8oPJ2TEGb6YU0wqMy3Hjxdfklh6zqAKz+BrHorNWae2VV1/c/CAe/TBz+9n7m48/9D2djG256VPUnXty4NYHyfCHuWdTitcz1PNx+aNPkpeTzNCTt9effcnufpjceffKy/n7Y8yDaTwW49ZXuuDcSGjbYMb5p5eejr2aYZ5+lT6bpG9+EBf13i48f7f08qPE1ivl50fPP/p654P4K4OvNL5SmOTwdp5cfvy+8twtYd1Z4fFh77rrEW03el+Lr76aGHw99mxCOjJGF1x761g9YJzbZ5J5Nqnr7sUXU7defb7++NW5e6/Pjr7vfz538fHMseFJ29QO3dhmjaQT2xLaVdO61NNO7YxvUxU1qye074pr2RxWvUFQuUlQ+ZdX0e9Hs/5wzlx1KHbNwegFS3UFi7T8F2sLVhgKVxlHLdULW6wTulRPuEg7ZI2paKVR1Foz0U9msYu1BSsNhSq63kf8Uz5OUhzA81AwoDlwgIKFVA4auHTn3W4LwUo1l9W6gqVaAav1fAvODn9kIWMIeLAcz7CEphUcMElz7ySwDy/Zeihm85G0Xdaie8/GeR5iDjMcpEBIStHuw767rAP6no1/kn+bjr6YYqwFqQcDswy80gx8Mi2EpWZBRcZ+aUNvZpXErYzHLPBegQOB2Ub+eTuPxKnaxu21E2k7x+y1Dh79ws79N6qrACQgUmAGGHg9aegZsz843zS4TNOnUMO7eKtTxia79K0OaZpe2cZ+KdU9Vz7KZPMgCkDM8SzAMAwBJwP3Xq44NvLcIq70UEqrVVLjmdEPM/iWh5Yx/BRBSssVt/TG00PPxf+1KtA8pDSZZ77tEyc55J0eiWu88nyCkQHzPCY5TPFov/kwvOly0vGbb+dZBqB5iFnMAOU9/YWnb5T0DDZfuftkQibFN+BYDsgAMcPRPCjg5cR8Re+g6OSIf2N/wrFr7xjMAxTHAqyE4NToZ7fSC6ZZ5/Znnmkd+TQDUABNOBkDMQUKmGbwSgpBWa95ygnjvAu7Urp3pPfsyji9O61zT2q7amLLNlH9RmH13wHlf/uVrvcu/t0l5z+uOast41btj1ywWDfwBy2/H7UClxkJV5hELdEP/1FHuEg3fI2p6JeDiasMI9eaxPxqLlqhG/SLWZSWe9rLGTItoxiO5gilNAJ8SweAMCyZkuPM7VeLd1ouVHNcaeDrktk+PE5LAYqhGVrBAjIOLKAgtHLF9ngSmg6ifw7FqtrEPvswI1ewNCAH5jmcuXlP1cZf3Sns6tPPUkDGEBp4MQsD9zgD7xQj/xzDwHzLqFpNjyx1u6ibz8YlHBgWMorIgK8crEOLtVwz1J3StN0ydx0OV7MK1bYPfzMHigfDgmXAEXDAtEwhBV7NEnOvOPPAfCNBhU5A1S6P4k1OOevtUncczdjpmOCXVT8mIxTHKuEqGQc5AcvxAMuDpoF3cmSdvHk4oflwfP25B+9nCeQcR8ArV6WxjZfDKs82XbwzyUDCQ45v0VAFMM1gisUYkH32QXxL/7s5ohxtywEJcPvzXHjT5ajmvqfjEinNUSzkwCcWJT1DeaduVvXeejUtowAGvJhlxMAcMA/M8piRUyygAIY/zAU19rvXXBO1XPnAQQ4wrBycmAc5M/LKJbfzYO5F64ILvS8l04ACoFmKx7dfRszhI4PQim7NiJo9scdVU3u3JJ7eEt+mmty+J75xq7BiQ1D5BkHlX36l6zyL/uNZ+Itj5rqj2WsOx68wi1ywVD9oobb/Qu3ARXqhSw0iluiHL9aLWKIfudokZpVx9DLdsJWGwjWGYUu1/dYah3rndCr/iHLFPEPkczRV0tTa0XtZQkApJAAjodhJgnXGzks17Nfqu92ZwSwwr1CAozmGvfPoY2vvwIRcLgWtzIZPUMhuvPCXafDfpoF3X33loMQTQBG8n6XU7IK3WvpfvPtKARCOkdP8KzEMfVJ328foemUaC0r0/YoM/Iu1XeL7H32Ss9+CmDNy3Hw6aeaTqe+dp+uZt9cpZa9tjKZdhGVA2hcFKA7gwdMEDK9k2yngkwzWgmQTnwwDv3J9Qf1ut7LNjnnrjyTtPJqidjTu4QxoHjwtB8PIZeyEHKmlTR+n5mmeYRQzACsFRsbI/vBKK1H1if7ReY5neELAUQRjDCJrLwRV9nbfeanc48pYmuFoFpABs8AYhw9A7uU38R23nk9IaYZjCUcTTsrjE4egunMhdecHnn1gAZqDAvjMIe/UzZKzd7qGX09zkLE0zclY4CuL/tcTN1+PzwMMoExtTPIovPo6uO1WUse1DxxkSmqDFfMgN19NeRWfPpjda5l15upHWgkb8mAZhqJZhgWnAGaAovPDpglNmvEn1FJ6Nsee2BzduCO2bkdk9aag4vX+ZZuC6/7yK/vVPf+Xo9lrbVN/dUhTsU5cbhqxYLF+yA96Qd9rBy3UCf5RL2yxQfgS/chFuuEq5nErjaJUTEU/7xepGIevNgz+yTis6srbKUDKgQdmZbK2s1c26lqYuQnnAR7gGQUPTDNwjy/5eZ+dsVf8tBK/Z+QgDEXzCSUnNWyC+l+8E4PnQHieY3hcuv145+HQbZYhd9/PUgCvZMIJ5ih4JdWqHQm7+2qcZnhwLM/h9TxMfbJ324rM/ItsRS2WkU373DMNPZMGnnxkeIBQAEsBL2eIsVeyWVCRnnfOZkuhhkOUhm2wW1zxOAc5D4ZTKBPrAKvgqCmFRAoEZ1SY+qQaehcb+NZoulduOZK52Tp+p0OMWUjqGzkAApbiJFIWyGo+b+IXV9jZKwYAimHEcww3AxxNazQKSK/rviwhPAfCEkYBTPKIarrqXnCyort/nCIUwILnQWjg8ceZ/udfLz//3Pt6LurUg8jWgYfvJxhaBjAAQ/HMOJB98WFQ3bl7H2eUZ+UMhWkgq/VC3pmhGx9ls4ACYMHM0fKXs/LCzvMZdcfeTEsVLMewRMxiDjj1aCqoqieyuuu5FFOAFKABKcHAe6l/+XnLrB7rrK6HcxADDHiKkX3ro7xCTOgJguPDL61Tm/Xi29Vij28XtW+LqdspqtkeWbkxuOwfQd3G4KY/fcp+ds1d65i+6kiyypGkn2ySlhiFLfhBJ+AHHcH32sHfa3+rqkW6Yd9rhqiYJSzWE64yi1ljGrNEJ2iFXqCKoeDKG3YWYACaZWig9Pjl/+jaazsKv7Cg+f+GZIDQzLqf1A4d8hJNKkDTNAgDRi5nEVV8ar2R+9Wnb6dZlmIUAKug5UNP3mw0895iEfRkXCFmCHgQBU1ohgayGy/ssfC5++Q9xxBeLgWPVzMw8crUckox8i409Ckz9C/bbpeo4Rxz4fZTmvDgFBwrl3L4JIe5X6qmW6q2V7aqfbyaY8xeu5Dkqs45gAJPczKWMO/evaFpBQ+iADtL+LzGrkMBGca+pTqeVbretVus07dbx+2wCfVIK58GKIUElBQcEdOIrewyD05PaeqcByhWDMhpwn+Swyu7+VBkftfgAwpgOJplaRYY4xDdfM2zqOvYzQdyQMEyhKcBVsyQ6tP94WUnwio74zoHfJuG4k6OPPk6yxEKoFhWwoCeB6qvP46s6+m982iOhZxAAYyzqDl/u/zSg+FJojw3aJ6igMdT0pyOs0l1xz/IlV0HYhozwO1JPqq2J6390kceM8C8EogFuke/eBf3WOV22+V2PpdAqkTgeXZWqpDQtIKT0WDEwLW34zYZbepRTdtCGrZHNu2Mqd8eVb1FWLYxtHx9QN0fvrW/eRaruGSvtktbY5e61ibxF9uUHwwEC37Y5/3vvV7fa4Z8ryVcahS5SC90mX45iHniAAAgAElEQVT4Ut2IJfrRi/Wjv9cPX2QQuUg3fLV+yB9G/iOfCQUQjmEomgLa+1/8rOP0l9HRhxOchIAF5AyR8qjsvv3HPpvA2KJZBTiApmnwENM4GlO0ycx95M2YDKAIaB5yHsNvJnbZCrdZBT/4MEsp+RIOPCDl+DuvPukeduq7OcIREMLKCN5Loe0QsdchWcM5V9e7VMuraLdrjq576p2XE0p6UxmZfztN6bvE7LFPUHdK2+WQvMMuXt0uvKz9vIyHnKF5EI6gvaNTKqF4QM7QCqC267KFX4qOR66hoEnHr36rbdZmK5G2S6xnQv4EzbMAeJaRy+YUpKjziolPTNWp8/OE0IwUoBhWPgeElHVaRBWdGXklA1iW5lk5S7h5IKHjRmB5T8+d5zTA0WKemQfYeR55p+9EtN4Kax0MaxsKOfYgpmPoxYyCBXhCAyxFFDLgnRRJle0PvszOAmIWcmCMQ37npdzuwdE5zH/j/Vkp+Hc0sruuxDSefcZgHuDBUoxMBgxN0JGNvdG1Z95QkAFyjmLBSoHM1isuuacs8k7a5Xa8mQXPg2Y4Dnj3dfbF248MKyGQzPOyJzLGJLV9Q0jz1tDmLaENm4T1W6Pqt4RX/BVY9LtXya/eZX94l6q4ZKs4Zv5kn77GOmH5wcjl5mELftjr8Z261w/a4d9rCRcbCL/XCliiG7pUN2KFcdwyk4SFRtE/GEYv0o1caxD+l7H//S+0jECZSp+lSNW5kf+Yevxl6HD3s0QKKN0EUiC2smv5DrOw1HIJ++16zrBEwiGsoPVvA4euK7flLGhAykIBvBVjg0XgduuQgUdveQAEPE1owknBTlNMRELqucv9coYo049fKOg7h6vaxKnaZ2t7legFVCqravj5OMWC4cHwkDFkXAZ95+gd1jHa7jnbbBK32yVutwruvn6PAWjC0SwjkZP4pGyZjDAsGJbIeZzpHzX3itvnnq3jX6PhXb3ZNnOzlUjHOdY7Nk95H6JZCmAlLJ/W0HUoMLmkvVcByDmOBUfx3BiNw5EFZmF5Z0ffSwGWpcErCLgZIK75SkBpV1vfsAIArwAvB9hZDlmdg8LmgegTI2FtQ6Hto0mnRh6Mz8vAQ0mdg6WBaTlp6jp//8P4lBJr4fGVRd6xSzldg6NTkBJwHKMMO31ikXn8srC+d0SMWWVYlJJLgftihNR0xzdf/AwoAIqVMqCkwJn74x7FZw8VnfKrPz9Og3CQK2gJxfXdfjIw+oKAVtBTFBTveRgmteyJP709tHFzSO3G8PotMU3bImv+CS7906fsV++y3zyL1zhlr7VPV7FLU7FOXGspUjkcs2ChuvtCDZ9FupHfawl/1A359z6/ZfrCVUaiJfrRSwxiv9OL+E5PuFArdJVe8B/6nrfezsuAWXpOQs8qgJN3nmzc77jByPKdgswDszw7B3wB0k9e/83IOSirfB5Krhc8ICbwSKnctN+j//4rhbJXAXIezybkGyz8t1kFd/bd4QCeJvhvglbC49T5vu7eSwxLOJ5VAG/mGD2HMFWbOE33Qn2/CsPgak3PfAO35JHnXzkCjicseIpgisJB7yR1h3h9r9zttgk77BJ3WYWMvhqjCCiepwjmFHD3DZcoWymBDHg2IT/om6jtnqMbUKsT0LDHrXinfYKea1xoRvUUAykPKSOniELCI7Wu28Q7Kav54gwwB0wQTPIYA6xElUaCnBM3Hs1zIET5V+K+KBBe3etb1Nl957lMGXrjGZ7nFEDVmf74+rPRdWdTTt0S1F5NOj7wYp6WKuNoPM+AZsDJWQyNPnn+aWyW4VhAymKCQV7b1ZwTw/fHoWABhlcyj18lyG48F9dw8d4MZABDQLGYBwYmcDS3I7yy9wOrVG8SGvQccO7Z/JG0dpOstuhTAzP41ublQMvF4dO3ntCAgpmnQX3mYJN5fHdk2/aQ2s2hVRsi6jbHNm4X1W8KrVrnW/m7V8UfnmVrnLLX2KX9ZJv60+GEnyxjf7GKXfDDXo8f9vku1ov6TjPsR92QHzQDVhtF/Wwev1Q3aqmh6EejqCVG0cv1o1QMwn7Tdb/+anoWkIFhwUjBN1waWqdvq2bleePV2IMvswMv3t/+MHXzszTp1J2FqpbWwUkSQM5D+Vid5+Gf0/ynoUvbuZvzFC9neWW0fOjFp23WQVsPB/UOPaV5cAwBCAciJcwMxTx//2n0/mNCCA+GBl5NK/Qdhao2cTpeJdq+ZboB5bo+BfouscNPPnDkW6ZKwfJfxLx1YIaeR4a6Y/Iu2/gdNrFa9pFvxyUKlpcRUMCUFPZuQS/eTdGAnAUFTHCw8E/U8cjWD6zR9qvddTRvh02sjovIP7HskxgKgAJRnh3JtWeNfDJSm64PfiaPZHgow71p6t4cXLJPanqmn7zxWMKBJQzAKljmiwIR1T3eBcdrzw4o0WcOkFMyiue/SNhp4DPwQIKYluuixssvJUQGKFieB+SsjAPLcvzY1OyXqSk5x/CAgsM0QV7Htczjd0YnIOfAMQQcYTmMK5DbcSXp2K3et/TTeTydoF/MYnQGV8cR2nBN1HD9tQLz7LfcvRg4dueTVXKLWWZr1pVHY/81o0wxJLOjr7h74LNUQYFiCTXJIe3MQ43Ipp2hVZtDKzZEVm0U1W6NqdsQVrXOt/I3j8rf3EvW2GeutklZa5O89lCcysGYXw6LFny/13PhPv8l+tELtcOXGAiX6AavMY5WMY1VVtUig8glxpFL9YSrdAJV9jlefTIp+W/7mZbhxOCHdYa+S3bY/KHj+Yum008aDir7nJepO/+o6bd4r3t4dts8A5oDwxKW42cJjibX/GHkeuzynXmK5wCJguKAp59ntloGbj4U+OiLVOmoYGgFBzLP0DQgoTiFgiYcQziKA75IYeIaveNw9G7nLFXXHA2vfHWnlH1HQofuv2JZwhJO6e38PE8OeCXqu6XvtIrZahm100Zk4BLzcUrG8FAAMuDlV4mpjUfvtZF5BlLu2y3YISLH0CfPKLhW06dyi33aVqsoA7fEg67Rb6cZMTDPKxRgvsrpgIxmXY9sS2GVlajWKDzPKCL7YHSWbXKlWWTtAWFlz+2XlBIbZyiKI7NAfOMl79yOYzefKKegMgIeIOCUiOYYjZvvpyNrz6edGHwl5cXKyB7FUITmwfKEZShaKhVzhOIJywBTQObxi8mdN25PQwxQPEeDnQde0xAd63Or6/M7fkd4rD+g/lxQ+6BP4w2v6utuhb0xTTc/KSdShKeBGaD9zieX/JOHczs6nk9OKwNFPJkG0k/eyO+9q3wHAERCUNf/XiusWjW0fEtY+V8RZeujqjZEVv0dUrXOt/pX9woV5/xVNmmrDyettUpSORSncjDm10MxC/6t5r5wn/9Sg5hFelHLjSOX6getNIhYoR+xwiB6sUHkdzrBC/VCf9AQLFLzXKtu1/98Rg7IaRAOCh6XHyt+0gpYpua1ZLfHd5vsF+1yXbjdccle7+/U/FZr+3tHlcpY8ABN0zwwS3AovGDjoYDrjz5Q/3+WlycfZhVbDgX8be4z9GpSDgBgWDnFc/R//9nglUEAigM+iYmBU/gua5GqU+ZOl6xdLmnbrKPVLQNuP3zFcbxSxckC4zIYH43RPZq61yFpy8FwNfu4A16JX2copRJtlsPI8886+x06z92Yo0EDEh7TQEh2vZZrqr6g0jCkftfRnG1HRHpH4/1iS6dppeaQp0CmAVH1eX2/Ih3vfLOIKpOYSqPoQpuUciNhjm5QuVFgUUPPwBzFKitHwWGaR1zDRa+c9orum5MEYkBpgaNZigPkgBh4OMsmdNyIa7v2ZJ6ZZjnmv0FWDgSEB8sQWk44Bc/QHDAGpLSdju+4NDTNzgM0aArcHPBIjsjOfseWAdvmW071VxxqL7odG3FoGHQq7fOvvB7ZcPM1DRlAMxwLzANNA28tkxqMRCUXPstmCBieyGhqmodXQZuw9tw4wayCZhhGwqD64mODiArV0PLNoWXrhaV/RZT9HVb+V1DF7z5Vv7pX/Hy0cI1txlrrlF+sU1QsEtbsj1lrHrngX+ru32n6LzGI+VE3cqlh+BI9gbKq1prGLzOMXqgXutgofIl26HJNv3X67o8niIIHx3EgkBFcekKv1gr4cbfPai3Bir0+i3a5LNxq+9022x/VPVW0PH0iczkoBTJgWCIGfPKO/WbsWdl5SU5AcUQpwHj2YXKzhf/GQ4Le4ddygCUMD2ZGKp2QysVKYQtDAQxA0SzzborRthHsPhK3xyVT1T17h0vydqtIdcuAO49ec+Sbd0/B49WEwsAlRsspQcspabd1tNoRkWdcxYwMBDwNSAiuDz/RNbftPHddSkADEsLPAnmtvXvsojQ98w1D6ne6ZG85ItJ0ionNbZljIAUU4OdYxSyQ2zWi61to4F9sGVN3MK5Cwz/BPCLdVJhtEFahH1BQcfLqlIzhQQBCEYwziK674JV3ovnqwzlACsh55TMXsxSZIfjE4e4sYjqGBNXnXsohA1iOZxhOxtLTEglPwHMAS4FTgOM4YIxFcmNnXHPvyARFATxoAkYCPJQhsnPApW3YseO+R9stj5abXsdGHGv7XauuOeSc9inqfir5JuxTVtX5l1K79Bab1Npn/52OsuDHaPjltwqrT88CCkIAyAk6b701jSzfEVSyMbT877Dy9cLy9SGl6wLLfvet+M2z/DePIhWHjDVHUn+ySVlzIG6FScQKo9AF3+/zWqgduFg/+t9aYT/ohizWDVxjHK1iKlptJFqkG/5v7aAlxhFL9YQrtQPWm/i8kYAGCE8BrAzofSResc9LRcffOqrRKb5pr22US1yVnahCwyNjtYZ9YFyulCYcxxPCMhw7zcI5ufYPY/e6M9eknDIIyvCEHXn67h9zb3WX2JsvppUzPSkt/jg5feZSvxyQswDPgJODV7Ac/0UMbevgHVaR22yTVD0yd7unq9rH7j0cOHT/Fct9kyBOy9mBR+917YVqR6JVD4dr2MdutwhNrjwj40AIoQnHAj2XbmgaHmo+flbKQUG+KVCOXx818krR9y82CK7ZZJ+62TbeyDfNLSxjnoacBwVeATID5Jwa3h9e5V/QHVR8JqXjakJrb+axc8ltF90KzliKas6PvlOuPjhC0cA0IGrs8yo41Tn0ahaQKT19PGQEzb39mS29iS3n007fCWwaCmnoHxmbn2NopXRpbH7u2YdPFAHhQQgBS4EQmuALg/i607EN5+6O0axS6EBoGfBEgqiOAfeW4YBTT+J7H+b1PSnqf51x8XnKxdduJb3BVRdeU5AqF2scKwMuvJYcSal3zW78BEgBmULKAS/G59yTS73SKt5OiRme8Dyn4HFvghyKq94WWLQhuOKf0Mp/Qiv/CS79K6Dkd9+yX7yKf3bNX22Xtso6eY1V8ur9scuNw5cZCRf8S8P7B53gxfrR/3dv0EKd4O+1/JbrCVfohy/RFi7SDV9kGL7IMPwHzaDlmn6bDwa/mIcELA0JD2qSZk7f/6Ki46xmK3whxTiHSQ7TPD6yyDo1sHrf4aC0QqVzkhCWgJ9h4ZRQ+ZeZ55mb9+Xsf51VLPv847Sqbdgmy6Dh91IFwICRE/no8zeitAIJC5oHwPKsGEROeHyag7Z18E7rqD0u6apuGepeWRsthGqHBd1Xh1lAyoECxCyGX3zVtAnWdBDtPBC0ydRvh2VIev15MQue5zhC8SAX+/q9/ML6+ofkDGEJw4IogBPXhvXd4jU9sgxDatdbJW1zTtPzSo3IqJqREYYHxxOa8GIgv+v2wbCSvJN3XlOYAr4w31T6kY3XDsdWH7v5SKoUx/M0TfgxBqE1FzwKTtdfujdFgwMYhqIJJwUKuga8S7oCay+HdAz7dTwRtNwanZTSAHiW0NQcw7X19skAOQ8Fy/OEBcvQHN7KkdRyLaS099kceB7gWDAsQ/BonBNW9Ya2Dl8T4wswDUxQGAf6JuBafCa4uucVBfrbMIxIePS9kdgmVsfWnh0HpBzPsrScIeMSLr60qeR47xzF8GA4Qkl5vKbhWnB8c0DRf/zL1gdWbBBUbgws+zuw9A//kp888lVcc1Y7ZqywTlpqEbfCPGaFWeRSY2VV6YYs1o/+Tlu4SD9skZ5gmW7YMt2wVUaipQZRiwzDF+qFLtQKXqYV8Ld5wNN5ZQBIPiefkgEFnf1rNI78qWn9mYKMh/JZJwUKuwd/1rH2jMuaA+Qcx4NwPHk5NnMoJHOzhe+V0RfKqwPDEpmcefZlfptV6NYjEceuPpTwoMDIwRzr6TO2cnv0ZoIGZPI5QE4YCUfwZR76dhE7rCK32yVud05R98zc45yibh164uItGYFSkDclY66NPFc/4LXXKlT1oGC3ZbCGXeTJm68oZVKVlROOUlDcnIRhiFJiQ9OsXMpj8PlHC/90M0GpbmDldte8bc5pe5xi/OPzlKNqiqI4jpMQlJy+dSS6NLft0reNLCDlMAMIa8/rB+d03HwyR6B0oTE8+SCHd8kZ27T2zqFXMgBgQeQ0S01ySDx206Oqz7PmukfDbf/ON74Nt268+iJnFWDkhKZejc9mN3Z+UXzDK3gAhGeB9xzimm5E1t24PwUFCyKVgSMcwScZIst7AiouDU5BDHAAQ8vEBBc/UY4FJwSVXW9ZsABhJOAZBdD3VmyfUJXbcWVWeXkF4QEpwRTBpPKzGpycA6UAPgKB1d3bQir+9K/6j2/5poDKjf6l//iX/OZbsMYjZ/XR7NWOGStskpdbJqw4GLtyv2iFWeS3qvpeS/idtnChTvBi/aDFWsGLtYIXaYX9a1/Qd3rCf+uGLTaIXKYd9Iuh9/BXRszzMmqeBysm6Lz1dqXq4f9o2r6cZNn/2usVQFZb38rdFp6iwjeztIxARlMcz86xsBVm/alne+fZO4YHB0gUDM3j0t1Xvxp57XZO6H82KQPmGLEC7MuvEi1zlycfJTMKngcDSHlCscBXMYydYvfaJagfzdjrlaXpm7v+QNhGU6/W3hvzzDc/h5zHy88z5s6hRk7hmocF2029tph63n4nowCFQgZORhiZMl3OcuABsWSGB8sC72cp29Ac8+BSbf9yVc+iHe45akcTBCml8wwU1Le8v4xDUnWXa1xx68UBBcBwLOEojmdnCGIaLplHlZy8/VIMsJwCPM3w5BMF//LzTtmdTVcezDNgFGLlFFQMJJ4cdqu+7lze51DVLzjzMajt7uCbLzxYEAVP2HsfxgOzK6+/nJ8gkHBgwROWkxJ8AISNfYE1V65/wbzyjgtC83gxzYpqzggb+0bEmGQI4eU8MysDd+kr5VzaFVBx4i33rao4VqEALr6dtYktqj93e54FSxiOUAyBhMUECymgYBkeNA9WCv4LkHD8+s6w2t98a/70KN3gU7HRt2y9d+HPXrmr3LKWO6Yvt01ZZpW41CJu2UHRUvPopSaRC77X8vtRL/R/NIL/pRn6b83AxfpBP+4TLNYKWaIT/m+tkIVGkf/SC/9RP+oHjcBlGi5n7n2SK7cBlJwCztz5uHr34T/ULD7OgQMoOc2xUACqhwJ+03V1iSz4qgAFSGgFQKQcYkrbNhnZ9vTdlMoUMppTIh/tfffWW4Rts4sdfDWrAGgQBfiBh59UDRyjM2skgIJXsJjnQCk4vBrjNS3Ddh2O1nTN0vbJ3XM0db2FcMsB/65rd2X8tw8f0MCMjLV0CVI3P6pr6au233ObieuDz/I5BVGqYimFREERiRwMweTUHMAyrJwB/3GOcgjL0ffK0hdUbnLM3Ho0U8M91TYkY54o3dFgFXIOqDrZdzQy48SF6zTA0DLCyHiwYiC4snt/dGn7jcdiKIWzNMNjjENwTd/RvK6KngEpAJ4GI2YZ+TiF9M4hz4qLHmXnvGqvebU98qjqG3zzhQMFlmJY8nye+OTU11x6NMZD9q2dQMbjLRBSf86j7OzZNwplm+E4jgEef50PLWjwK2y7O8tLAB5yQDLH82feSVwqejxL258rQAMgco5jpMDFt7NH4oovjLyRsiBgWEKxPObZbx9smmdojmeVXpA5oPLao53C6l+8q347WvK3V9lG75J1Hnlr3XNWumYus0tZapO01DJ+ycHYpebRi00jFxkKFyzSEyw2EP5LM/R7nfCFOsHLjEJ/1AparBO61CDqO23h94ZR/4926L+0I37UCl6t51t36YEC39q7nCGPJ9i/9e1cQlPmCRTKSDvBNMGhsIJle2y3mro/G6cnpIQFZPJ5BSEpVR1bDA5/nZrjOE5CsRQwSeP0nffrD0f8cSC4Z/ClHFCAnaWZZ58YNWNPG6+4aRYUWBpSFgwFPB+D2n7BZvPQvc6phr4FuxwS9xxNVbUVdg88UKZDaRCOZyUK6uXn2dtPv956+Dk6s+aQV/QYAwUHllNIpWIWGH36vq7tzLGuy9/OYk5BE25MRoLSak39cw+E1+9yy93qlKrhkXEoIOP1DOYZcARg5HK5/MboK6+ItHNXBjmAEJbhFBKO/sLgaFabeVRZ1dnBGfbb4okm/DgLQcU5q6TGghN9M0pTOCsFGAq4O87dmsTdWQyJUTg4Fdk++GJGxoEFR8tZPJfDt6A1tv7SF6XNjHDK2fcHgqj6br/KnuaRL/MAzUMul7PAlILNb+5MaTzzhlKey6yUMBNA3vWXNv8fU2/93PbVtf3mOe9zNzEzMzOzRZZkSQaZZGa2xcyybIElg8zMzGzHdmwnDjOnTdI2bZI2bdqmuds07JC/5wf3PXNm9uy/4DN7rX2tNdfVsVbaOf/N6/13AHDgUfoWAFa/e5ZZ1Xb1h+fvPgFfgA8fgb1PAPD7HjB57ubkuRuP/nq19wX49OXz6w8fnn/6NHzuTgiv357cb1/S4Y7v9sB3Ope2WJc2W5Q0muXVmmYrzTKqTVKkJgmVxliRUbTgkF4kTR/N0UbydDBCo2i+SQzHAMnSR7D0kFw1OFsrWqSGEWoghIZogS2Wxe5Y/H0P+PDl88cPb/cB4AUADK2evnzv0UFGw7uPn15+Bu4+++ifLTJGlAcmMy89fPPmXz3t0/tPH399B1z87tf3nz5/+fzxwz7wFgB+eQuIe1etY5mOCcyVc3cPvLXfAsDFu38Ho8tRafRf3gJvgL33wJv3wIc9AHj8F4BIE/gnciOKanHsvogyVXCeLDCNefTCnRcfPn4AgIOp45f9D+8/A+8B4PUnoLK+J6WU8+ce8BkA9j68OTA0Sy+kQKIzqbzaF++BV+/ef97/d1uwaXwrid4cy+hBUnv8cmUReBUkW9wxd/b5B2Bvfx8A9oDP71+8A87ffPDH8zcHASEvP318AwDH7/+crZxKFA0ObF568RH4vP/p85e995+B518AzsB2Tu3kzLm7/wDAx/0ve+9fAcDHT8D+fw8y2b4AvwNA55lHrMHN756/3Nv/+OXLlzcAcPm/n0ubpymt8/dfAO8B4O3Hdx/3v7wBgD8AQDC8RuzfVq7dePbvJgxwYD9576df7/7x8iUAvPr08eX7t28A4DEAUCbOJrcdxQ+s338PvN4H9vc/H+TbTN3+KUPafv+3t+8/Anv7b94Db94BwL1nbzAMaVJFw7kfnr7/v2OcN/vAsXs/hfH7HSgDDmXtrmWdrmWdTqXtdqVtlsXN5rm1Ftk15unV5iky88QqU2yFcYzwkFYESQtO14Rz1BEco2i+AZqhj2DqwZn6KKEGgq8TJ9HCVh2JEOgi+UYIQlAGe+3K928B4O27vY+fvhzE+e0DwMcPbz/tvf68/+UVANBUI+rhRbqRbBMEmaya+eUt8PrTl/0vex8+vH8JAG+Af9Xztx/3n70HZk9cc40qtEngOeN4R8/ff78P/PPh3XsAuPbD29AYanBM6eyJq8/2Xu4B715+fvfqC/DgTwCVUxmME4By5XG0TmhhjX9WZUgm+8TN7159+ri3//H9x9f7n/8B9t/vA8D7j8DeZ2B4ek2k6nm+Bxzs3rz5vP/XR6CyaSgsKjcmnXj3p78/HJTdL1/e7AOzJ7+JxddiiC0RxDbPdCGktC4sU8JUzf3yDtgDgLevngGfX+99OgheA17v7b8BgOcA8P2r94qpY5mKmVhu7+L5u28OtPXPH/a+AM+/AMLhnbLm+fVbTw5yiD7vH7hl7338uPfx84f9/Xdvgf25q49lk8d/fPH6w/91ZLzyAihqmcE3TB278+RAcPkMfHkDAD8BAGNkPa/3OHHk7InHb58fOCh9+vDp8/tPXz4e5Nq9+/T+EwD8AwDLd3/P6z2Oa9vCD+3c/wC8BIBPXz7vfQb+BoDR6w/z6voev/j8GQA+AC/3gNdvAeDco2eRFY1wYeP0pfu/vQHevPkM7AOfgP1rv72ACHsdab02xS12hc2ORa1OpZ22JZ0W+U2mGUrTdLl5iswsSWIWJzaNEZlECw9pwojqMJJGBPMIhGaA4eoi6YaRbP1Ijjac+xWEpYYSqEeJ/hfMMYiqMItimyPKooiK60/e/7MPvP7yb7zd6739TwDw4Qvw7M3HbKrYOiJHL5Lxf8AMy/gqu1hG9cjWr+/+9Xw6qNlvvgDvvgCP//pYM7CMKuQ5xZSbxzCdcbzbz4AXX4A3APDHHnDu/hsveElwHLmyc/oFAPwF7B/Mce88AzCFytCMqrBsaWRpk3+qKChXCsoTnrr79MCQ8+0X4MOXz1/2gbcfgXf7wKuPQNfYSkXj8F8A8HYfePkReAkA/wBAAbshPBEPT6X8+Dfw6iD0EQCefwHO/fA6mdmaJR6PJLX5ZlciiE3huQpkSQ2rafzpHvDuwLz6C/BqH3jzBXgDAD99Ar79AChmtzPl/Rl1q7iqqdXbT18AwIt94DUAvASAnz8DtJ713LqpnuN3fgOA5wDwEgD+fPvhwE3kPQC8//Tx2fuPK7efyqZO3vjj9V8A8PwL8BQAbnwAcprncmrHG5YvPP0EHCwQ/7YPXHsF0MZ2s/tP5Q+elS5du/p8//n+v3NL7x4AACAASURBVJL9G+DfQMpXAPDHJ+DUL69Jg1vp3bvxzdu5PTtX3gK//d9x+M8A0Hz22zTlwN0XwAsA+HP/81/A/nMAOPrt7wG0Grh0YPLrZ88A4Pln4BUAPPsE3PgbAIsGnKjdFgX1Ftk1NrkNjkXt9kVt5ln1JqnVpqkyU5zEPLHSLK7CDCsyw4oOacKI6hCiBox6sA6qBadrwqhacIYuiqeN5Gmh+BoIvloEVxsp0IsU6EbQTRFkU1ChqPf49Pkn5x59vvYUuP9f4NrPH3pWLseWSU3DsgzCC3UQjMMwpkGMxBons45lB+aKFdPn1r5+/uAjcO8tcO7x28bZMxm8DhNQrmlEiVMS3ylV7IjjFtZOSkd3mucutM1fYTct+8VSAxMo4al0VvNkw8zJ/u07TSvX6+Zvh+VUh+RWB2XLIgntQdmywKwq/xQes2Wha+VK/dhO38qF8Y0rHVM78s75obWrzePHc5j1qZS6qt61rqWLDRMnpAPHaibPhKdzvLCEQBy1Ye5819rVwe1bQzu3Jy88al69gSKoMLT2sOK6sOI6BLktrKAOgW9EE2qoTdN9x65cevL60Sfgx0/Agw/Alf8C/ecfEHtWcNJhXM1sSv0mSjghXboxdPGn8ctP5r5+3nzsdsfZH0u7NjMb5nlTZ0du/jF958/eMw94A5vdx7+ZvPLz8p0/564/nb7+m3zlFmfszODFJxM3fx+8+GT05l/1p5+kt62nNCxmNC+1X/hp7PYf/KmTPRd/aj/7U2H3dkrXdnr/SeLU5Yrlmw0bd7Z+fHPpv8CdN8D9D8D3n4HFO8/Es2dz+44ldW+n9p2PbtxJ6jyhPPtbz5Vn/Zd/V2zele98l9m1gWtcbD35cPDik54LD+o2r7Tu3Cb1Hg3jdEOqxsrHLzBnrlau3m469bhq7Vb17g9hgmE3cpdVXq15ZrV1bp19foNNTp1lptI0VWaafNCn842xfBMs3ziWc0gDSlADl6tDiDoImj6KrRvJ0kNxDKP4uiieNpKjjeRpIbjqMI4mnKeDrNCK4OjBmfpwmi4Ib4Gi2aIpxmH5ZqAC49BcHf8Mg/BCnbBivQjyETBZL6pSN1ZulFSjGyVyzKgxxtAtoikOsVTbaIJ9FNkMXqoHLtOFlBuhWMZotmUc1w4nNI0i28cznOPYNgi8LQLvm8j1imd4JzCDM0T+aXzvFEFIniKksM4rvco3XYKhdiPxbaDCWu8UgVscwz9F4B5L9cZSA5OZPliifwIlBEeHZHD940h+WKIrqtQvgeGXwArJEHnE0d2xNNcYihuWHJ4rhhZWIUrlgZlcNKkWQ22MYbRFkpthxEYovikgVxFcUBuYp/TNkkDwKhS1KYHfgWU3pVV2F6pGkyXd6YrBJPkQVjoaK59JUh1NatpBSeaiqybTVIu5beu5beupqsXs1qNxiqmkurl45XSyaiG5brGo50SSYi61bim1ZqGwc6ewe7ew92Rh70nyxKXs1o3i/pPZ7VuF/WcyunaxqvVIxWKM6iiu/Xh803p8w2qMcj65cSOn70xy/5mkwTNp/WfLpm9QZ26SRi9kt60Sh0/lNq/kNq/ltG3FN63DmteTJq4nDFyN77mEbNuN7z0X27Qd27QVUbsSKpsNr54P4A/H1h+NqJwEiYb86K0gVodHsdKf2ePJ6AkXT3uz+jyoPf7cQVdSpzez14fe40potcmrM8uQW2YqbHJq7XJqrTKqTZOrTHCVJokio3iBSTzPOI5rFMM8pBNB0oIStKFkHQRNG07XgFLUIGQNGFUHydKCM7QRbC04Sw3K1IRzdFEibSTvCJiqBiLrwRl6EWR9CN4UQdQKyTeAlGoE5X4VkKsDJeogmYdCSYcgLP3EOsusdrO0BoO4KtP4CpNYlg2WZZfA0gzNd02tNEAyDNE8TTjLLF5ikSQxixeaxvHM4jiWsTxzFF0fVG6JJPtnSgKzqlwT2f5ZlX7Z8rBiFYzYEZBbE5JX45NWBS6qC86Re+IE/hniwKwqOxTBO5HjHkt1gBd7xBD8E2ghKezAZGZwCjcghReYJvBL5odkVnoksJxjqB4JLM9EplcSKzhLGE1phBbJ0MR6WFkNpLgmktwSmFcdXFDrn6dAUnsiSJ0B+UoEtT2S0YYVdMUK2pOlvYTu5TTFcErNWKJiIrF2NlYxF129gK3bQMmW4hULyXWLWW0b6c1rSQ1L2JrZmOrZtJaNJNVKQt1SQt1SdudOsmolXjkfXz2X0baV0LKV0nMqvf80Y+27rL7T+cMXklq2C8eup/acS++/GtO0G1q5jKjdxqhOhFcuouu3EXXHsF3norrOJ47eTBu5VTT7bfnct6UTt3IGz0Uq5tN7TiZ2HMe2Hke1nQxq2IYPXIvsu4EZvA3uvhjWegrWciqi9TS086ybbMlTseojXw1Vbrrzxt0FI67cAW92jzez25PR58UZDBSMu9J7nIgdbtRuJ2KHI6HNCd/mhG+zLWgwTZebpEgtMhTWGUqLVLlRYoVxktg4QWgULzCO4xrGsg2jGYf+E1z4VUiRBoigG0HVQTA0YVR1CFkNQtaCMzRgNC04SxvB1ohgayN5emihLkqgG8nWiqCZRfOMUQxtUKlGcIEBrOx/vFLUg/KNEGQNcPn/BJVoo3l6cVK9RIVFVrNZWoMuttI2rdoyQWiJZZtjqCaRlMPBBWbRAsMooQlWooHk6mMEZgmVB2K/RazAEEmzjuVYRTHNkCSnBI4rju+XLQ0vawwvbfZMl3qmSwNya4JzlYjy1rC8WrdEgUMMwze90j6K4hrLsEcTXWMorjEUZwwxMJUfnlNlAy9xxdI9EzghudXeKSLnaIZ3Es8Ny/RJ5jlGkWHFikh8vV+GICBLFIFXYWjtCHIbmt7jn6dwwVX45ipB+NYwQjOE0orh90YL+1IU49jK3gTZYIJiNLFmMr5mMqF+IUY5h5LPxdZvRCvXouTzuIa1tLZjeX2nkprXsfXLKPlcUvNmTO1yQuM6ruVYUvNmXO1KlHweq1xKbt1J7DwV13UmoftU8cyd3KGLGb1nkjtOpPWew3Wdi2reDalajmw4iWw8Ca3dRjWeCpGuRDSdCKs/hum5ED9wNWXoRu743YyBK8UzX8e1HU/qPRXTcTy64wRYtZk4diegbgfRdx3Tdx3ZfTG87XRQ43F4+7nwpt2I/quequO2kjVX5bZf7a675KhL1aJr1ZwTe9iZ0W+Db/fkjPiLpnz4ox7sYTdmvxt9wJHQ7oBvcyF22pU0m6TLDXCVZmlyy7RqU5zEIF5omCAyihcYYHkGMSy9KIY+hnboq+CSI6FlmmCibgRVD07TgVG0IBQNKEU7gqEJpWnBGbqRbG0EWzeSq4fm60ayTaJYenCCGZqmEZpvACsxgBRrBGfqQwp0wvK1wgp0I/CakDI1KN4whmuToTDFSazTarQjWcaxHNskgUkkySGBbYLE60NL9SBE6/hKQzTPEM2zTak2jhFow8nO6RK7eL51NMsUQbSPptvHUEMLqkPy5cEFSocEbnChyidH4ZutdE2udEoQhObXB2Yrw0uaHOP57imVTliOcxzXBkV2wzLtUST3eKZvCj8wq8o+iuKBEzjHsb0zJN6plS5Yrms8xyGa7hRL90rmB2SKwwuqAzLFYflyWLkKVtYYXFCLYvSElDQGFqpCSpo8c6pD8C0hhCYkpwfB646pGo6VjWIkQ9iaycTGhfjGpfjGFUzNPEoxH12/HilfQskXEpuOJbVsp3WeTGzewqrWo+pWE1q24pu3MbVrmNq1uKat5LZdtGIFKVuMVR1L6rwY03Qqpfs8YfZeSutuWsduTt+ZxJbNrMFLqPp1mHIF3rAJb9qC1K+HKpZB9UcD5XNg1Vpi79moxmPY5p2s/gt5w1cKx66WTd9I6DwGqZlDtR+LaNsCNRxDd19EtZ7FtuxiW3dQLcdQ7TuYll1Yww6s/ax/w0kXxbar8oRP7WlP2XErwYK9cMGWOWFNHrAh9/kKpwPEcz7CCRfGkD2l24nab4NvdyB2uZJ77UvbTNIVBrhK03S5eXq1Ea7KIF5oEM83iOfrYbk60QztKLpeFO2QFoSkDSXrwCg6MIoWhKQJJmqCyVoQimEkRwtG145g6EaydSO5upFcXRRPB0EDl9SW1E35p7ISWa350kHvRDIkXxhHq0eWSgvkw2hSbYlqDkFSlbasoFkdmTWzZR1byVUTUazOGEYLhlhbXjcZlM7KlQyB8qVZ4nH3BEG2bD5ROOYYzw4rqSlrWvVN5+dKx3GcTjcsMZ7RHJotyhQPgwoV3qkVQfk17qlVzslinxxlQF4dnNjll6V0S6myj+M7xglsY9gu8QJzONEaRXXCsjxxAtcErn003TmR65Ysck8Tu+AqvDJk1iiqawLfNY7nkcQPzpH7Z4gDMiWBOZLwwlpQqQpU2oikdYWXtxyk7vgV1AeVNYXgWwLxzeH0DpRoGMrtjaudi62ZRSumYlTzUbXzqJo5uGwmUrEY27AeqVhGKVfimrZw7btxTVsJLTsw2QJSuQqvXo5vPYGp34iQLyGVq7FN2/DqZVjVYpRqK6bhRHzL6dj6Tfz4taK+UzW7jzlzV6u3v5NufUsYO81auo5rXiLOXmat3Ympm2Gt3y6cOFU2c7Z85KRo5ZZs4y5//qry+APVmYczj/byelboK1cY6zcTutbSBnfJi9/k9p4UL98WLl7PaF8tnziX0rJBXfwuvudCRNtZb+WWs2TDp3rXU7pjyZ23ESw6cecd6BMWhF5n9pgHf8qVO2FPG7QidtmQ+2wIXfakHidyj11pm1GGQh8nMUmTmadXGyf/S5V+HE83lqUTzdCJpulH0w+phZZphOO1wMSDowMlG8CZhpFsYzRXE0bVgFK04XQdJEsPxdFFcwzhxKu/fT555/HA8u43v72588vLnrmt3VsPr/745+Dy7tKZWyOb50c2zysHF0/cf3ru4X+3vvm1ef70/MUfjt54tHLp3s2fX5y683Bi8/y1H//bOn7s+ReAoRj65hlw9NovkFRK98rFqTP3+9evXv3lw4VHb+QDa9+/Auondu+/AWJI9d44bnhhrUuSyDW1yjKK45+nCiluCSpsck+Te2crPNKkDvF8eyzXDEmyx7IDchVeKWLvDIlDHMc5ke+cKAzIq/XOlPtkVTsnCv1zlG6JIrdEgWMs2zNZ6JUi9suoCiuoi6R2wQit0eyhsLKWwEJVQFFTBK3Xt7DOM1fhV9oAYnRjpFNw8WikbBopn0ZUT6Nr5zG1S9H1K5jaFZRyCaNcBounoVWzUarNuJbjCW27ie0nIxTLyJp1hPJoZO1GbPMJuGItvHIeLFmEyVegkhVM/bGYxi1c+3GMfLp04HjF0qVLb4DWnevX/gEuPHu/dv/XK39+OPHoz2/eAlf/fLt658fTT/9e+v6ntQdPVm4//P4tcPW3V0fv/Ljz4Ontlx+v/P7y6N2HV17sHf/9FX5geurBH9u/vt948NfXL4CvXwAjF+59/QUYu/70ykegaORCpGojuHrdq2o1qPqEr3TbSbhiy5l3oE/ZU8dsKEP2rDFP4ZybcNaZPWFLHbAg9Frgu6zKu+yI3bYl7caZSr2kKkOc1DhZYoSr1I8T6GG5urEsnRjmAVV6UbRDByTpRVB1YRQdKFkHStaBUHWhNCMURxNMPhxO0IRRtRFMPQxXP4pngsRf+3WPUVXLUzR999uL2w9/m1jdeQsA9548n9k8df3BL0PL2w//3mscnv3x772V8zfOffvk0sM/F8/d+e0jcPzGt989e0kWyShC+d2f/5xaP3P21mNVz/zWpQeLJ28HoNODYrJ3bv0kaR+7/curlXNfF3CUlx/+k0yovPkHEEeu88VxvJL5XulSqxi2b36jd64qDN/lklbtmCh2Sal0Ta50Ta60i+VYRzEd4jgOcRy3ZJFfttw7Q+KUwHNK4runid1Tq1xwFbYxbHss1yGO54qrcE8SuiUKfNMl3qmVHqniKGZfSFFDaHEjnNoDJrT75quglO7gsib/YlUQoRVE7wlj9WLkM0jpTHzTenT9SmTtMkw+B1csIOTzcNkcqnoRVjkNFk9HNxyLrFlL7TmHUW3BFWsQ6RKqbjOiejWqYRsmX4HJVxDKjcjaY6CqJWTNemzbCYRyHqtaKBs+IVw4dxcA2jbP338HnPvpj43b395/8e7YzbuPXu9de/RkaHXj2/++GDy+u33/wem7P1z89lHf8vrC+cvb97578gm4+MNPmze+eQoAPwEAqWswp7Z168c/e4+dffDPp9vP/qmeXLr6z5fquVNX3gMpzctx7ccCpYvelcuB1dtelRvu0k17/rwdY8qVM2tDG7GiDDlxppy5046cCVvGiDm+x5LYZ1baZY3vtippM8qs1U6q1EkQ6ydUGCRW6MSwtaNZWlF0rSi6TjRNO4qqgyH/S5UOlKwNIWlDSAdUaYHIR0Lx2lCqJoyqBiZpwGhaSKYOim0aRb32DJg/c6tv5eR3f3++8vivwaNnznz79IeXwMjGRYayu2/1VFXXhGJ4Yfnat9d+f33826fMxqH5i9+e+uHZytVv7zx7O759cWj11O1fXu3e/vnyw39GN69N7Ny58OgNupDLap5YvPwDKof69e97x64/zGcrLv7wNzqfc/UpEEusccIQHWOZTolCJ1yFZ3adR1atV069U4rML7feEsO0ieG44Coc4njuKZU20Qy3ZJFXutglieeUwHFK4Dgncl2SeEH5NS5JAtsYtmM83x7LdUkSeeBEvumSkLya8ML6sGJVeEkDlNCOZvSHl7cGFNQ7pVR659aE4lv8Cmu882vA9B5M5SRcNI6uXoRLZmGSmai6o1F1R5HVS6jqZYxyNVI2DxVPhQknIuSLsU3bCW270Q3H4NXLMNkiQrECky1GqTYjFMsRiuXY5hMhopnwynl47TqiYRvTdgJZu4xVLYiO3rz8EWANLX+zB9x6+WXz/s/tq8cLK5Xfvf58+ec/pk+eP3r9m3vvgN2Hf2zefHDvrw83nr+dvf718Z/+uPceuPLLP0uXv738+4cfAaCwdVg4v7P5yzti69itFx9vvNjjjc1eeA3wpnZOvQUy+rcgquWQhg0P6Ypr5bKHfMNaOG8tnLWgDdnSR22ZY5bUIVvmmBNv2pY5ZkbqN8X3muN7LMp77Eh9jqRew4wa3WSJVpzIMKlSL15onCTSjWVpYWjaUXRdDFUrkqSDIh3SAhMPeNICEzVBBC0wURtM0QKRD7qrIyDiYRBRC8nURnM0I1naCCKrb3tw9z6qtLJ+7lz70etJjNpSxVDj4kVC3VgUXoqvH+8/9S1vcF00sSOdOy2dO92+9bV85mypaow3uMbpXe7euZlAU9ZM7spHj5PqxqsGt5uXrg3s/ugWTyprnOs6fj9T0FY7sTN8/I5fXHHLwvmoMknf9v3gDJFbAtsVJ3RJqbRNEDmnSp1Tpb45dZ4ZCvdUiU0MxzlJZBvLOWDFHst2SRI4JXA8UkW+WRLPtApXHN85iR2Sp/BMq3CI4zjG870zZDbRDLdEgV+GNChHEZAlD8xTgkobQwpVEHwbjNgBI3cGFqr882sDCmo8MyVIVn9weTOcO4QQjIWxB9DVi1DxDLpmNapmDSlbhEvmI6rmoBWTIOF4mHACJluIbtjENm9H123AZIvQyjmIZD5CvoSqPRoinARL59GqDYhsIbRiFixfhTeeBNduRzZupfaeZi1/M3TvdfO5H9rPfd9+9n7Hmbvc0fUYjrL//P3Raz+Q2saHLn/XvH2raeu2dPrk7K1f+y//oDpxo+PSg6GbT47+8LZm4Urj1nfdl3/L7litPP5tz91/GLNne688Hr79c173TNftXwt611vuvES3rUPbd7xq151lq+7VWx6KbXPhnCFr1Jjcb8cas6aPmJMHrOkj9uwJS+qQYVmXYUmnUWmXWXm3LbHXFt9jkl2vmyzRihPoJ1T8/6nSwlC0UWQNJF4DXn5IE0zUhpJ1oGQtMFEjHK8JImiByFogsiaYogmmHA4jHgaRtBBsbTRPHcFSg1F0I8lm0TSzaJo2tEQbVGSCIvwfnzStsAJtUJERivRVaK4BhmyMZdpmiB1yZdZpIrMEjlE0VTeSoI8hmMbRjDB4jbBcPUiRMaLcCF6mAyrSg5brRRDN4ji26RLTeLYpmmiCKLWPoVgiyhyiKR5JHJd4jnMi3z6O75oidU6V2iaIHJOrXFIqA/LqfLIUbilVlhimY4LQNpbrkiSyjmJaYWgeqWIPnMArVeCRzLOPoTrE0lwSmCG5Mr9M8UF9dIxl22KoXiki3/TK4NxqD5zAM1mIpLQjyB0QQguovCm0ROWbrQguqgsva0QxuvzyFEhWfzi1M1YyEyEci6yajqicjqiaQUhm4ZLZSPkSqnoZUTUPFk2Fi8YjpLNRdavYxo3o2qMR0nlIxTRYPA2XLaDrjgYLxiGSObhyGa5cDhVPg2Qr4NoT0LrTsJrtmKbdrL6LmJrF1PYtsGgounYWKRv3Z7UHcrs8KI1Bwt4gXncQrzecPxzOGYbwR6JrFhDV00k9W7iencLJq8Uj12Nq1qOUx6IadkOkK8jWU2H1x3wqpjANR2NbNyB1i6C65cjGTUTzcb+6Y34tpz0bT9tUrrvItl3lWw7SdQvelAVtyJYxYk0bsiD3W9OH7dnjVrRhE0KvCaHXjNBnVt5tQ+ixKu20LGjWS5Fqxwt1sAL9BJFRolAvlqWDpuigKdpIknpEmRqk5F+qdGGU/++tOuir1MKI6mCKOphyBEpRR7DUI9lqSJYGiqOFZBhEsfUxLE0YWQ9B+X8C8jRB5Zqg0v8TmK8GLjeO5RhgeQbxQrMMuQu+zQAn1kIzjGJ5ViniAzFDE0nUQ1EOhxbqwgi6kHJjFM0kimURL9JFszVQLJ0YrmmcwDSWq4+k6sNJXlnVHhky93SpLVZgE1/hlqF0z6p1y1D65tR5ZchDClXeGTKnRJF1NNs+jm8by3VOqrDCMMwjqR6p4sBsmV+m2Cdd5JLAdE9keyRxArMq/TMqPHACt0SeQwzDM1nol1HlmSwMzJYF5cjD8pVwfDO4uN43SxJWXBdWWu+bI0UxuoLyFRHElrDS+mjuYASzG0TripXNIsXj8IoJsHAULByPqJyGS+YR0gVY5WwYfzyEPwIWT0bKF6JqVtCKJVjldLhgIow/DhZPo5QrEMkcVDoPkc2DpXPBookwyUKYfB2m2oXVHIuo2cgcuISpXYPL5sCSaYxqLUg4Hiad9RGMOFA7vfjDbux+O2K7Q3mXL3s8gDcFU64hGzYQjRupY9eTB68m9lyN67gKUu4GVZ8IUu56yTe9lVs+is1A5Ra46WRo065PzbGQ2t2g2pO+qtP+7Zd9Wi5Zio7aizacKzZc5JtWnEkL0oBFeY81ecCU0GNJGbBljlrRhs1I/SaEXhN8t2lZl1V5l0VJq11pm0GaXC+xQjuWZ4KrMErg6cWydDFUHTRFB0XSgJerQ4sPaULw2jCiNpSsCSZqhpO0wZQDqo6EEtRAZDUQ9QiEpoHkaqB4GiiebpQgAN+BYA25Z8oN4SSjCKIlmmqNovpnSqyj6AawMqs4jnue0jxJ6EPssM2rcS5U2eDEXjlK2ySha6bUCE01RlO1wguPBGb7ZVT5plce6AUwclcYsdOrqMkYK1SDUXXRHDUIxSiKZ5dUZRjJdEyW+uQ2WWIrHFOqHZLlTikyr0ylC67CL1vulMCzjOI446ocEiosopjmGIZjgsAmhm0Xx3ZPEXqkCcAlteCSmtA8mV+GIDxPEl4oCy+o9k4RgAqVDtFUjyRuSK7ML70iOEcKyqsOy69GEpqgZfWxrG44udkrQ5RUMZxbOw8jNpa3b+Y3rmIrRlKUs1BmN5zXj6gYhYlG4FVTSOkcpGIaVDEFEk0H80Z9Gb2BnEGwaAIumY2omgEJx4M5Q0HswRD+GFg8DZXOh4omQZLZAP6oN3fITzAKrVkJlc0iapagsum0rp3y6WupnVsRkgmEbAounQaLJz0pnbDKaZBwPJjd70XujKnfDBVPw5UrUPkCQrkY17oV13Y8fehy8sAVmOqEv2Q1pGYH2rDrJ13zka64Vsz7K46HNJwLaDzrpzrtX30C1HghqOmid8NZ/+bLDpXHPCTbHuIN18pVK9qwNb7XprzbjjpgQei2JvfZMYftmKPWtCFzUp9RWadJaadFaYdFSatDeYdxplI/SawdyzNNFhvGcw1iWHpoqi6KooMkakaUa0KLD2mAyzUheE0wUT0cf0DVQV+lASIfCSf9J4x0BELTQvG1o4QaGJFOtChKNAej9kVQulMlcyWqdULzZr5iIUc2m69YyJTPJldNpdWs4GpW8/vOe+A7ghmDxR2nCpu2MhTLiVWz1P4LKdI5NKPfOAIPL2+KZ/TG0XvQpM6ihk0IuStGNAVljlripDootnGUQAfBsE2s9Mqpd8BJLGMF9olSp1SFdXylY7LUO6vGBVcRlF/jnlJhE8t3wEmssEKbWL45mmUXz7eJ4dhhuR6pYpckXgS+AUNri2G0JQv7CY2LtPajhJbVotqFAuUcvmkN33TUP6OiWLkgHDrL6jrB7NqpmrzCHTjN7juZUjEcki/LrJ6qmrueWDHMHjlHHzqFk09Qh0/DWR0Y8TCY3R1M7wzn9kPE42DxJEQyB66a82UNelK6fRm9obwRqHgKUjEZyhsJZA34M/rChBMB7KEQ4YQ/Zzi8asaXP+LO7HOl94TKZv0Ew+GSCahsMrN3lzB7vWDkPFo5VzJxlbp0t2D4MmHmTtnEtbzeM/S529iaZWzjsYSOXbRqjbJ6n7PxvWj7kfTUb7ydX5m7v8NajvvKVn1lq4GS1UDpsp9kPkh51Fe66Svf9qs77iHfCFYeD6s7Gdp0xr16y091ylG04i5a8xCtuFUsOXAm7Eh9toQuq/IOk5IW8/J2G0q/LXXAijposjk4kwAAIABJREFUTuozKe00Lm41K26zLG2zK20zyVLoJYq0sRzTpAojLEc/mqmLomgjSVpwvAasTB1ceEgDStCAEv6lCkzWglC0QBT1UKJ6GEUNRD0cTlOHsbRRIi20SB1doRMlds1ttk6S6CPotliBS2JFaH69R6LQCkE2hxPNUTSrGLZ9qswhp865uM0qt9Eur9EqscoWK3LPqLOIFdklSFzSqq2iuQZQgn5YiU+KxBJOcUuo8Eyvtk2stMFJzeIqtKFkfThJJ7zUJobjkiQKzKs1R9J8shR2cUL7pCrzaN4BVQ7xfN8smXOSyClFZhErMosWHLBljGJYRrMck4TeWVLHRE5osdI/S+wcR/VO5UJLq8MKqqClSg8cC1Iod4ujBWdVwooVQekVIZkVGFIzsrwOXloDx9clC/th+NrAXDGS2oSgNAcXV2MFfVhRbwSjFc5sgzFbYeyOYHJTEL0NKhyGVU2GCkbDKqZCKqbcqN3ulG5fRm8IfwxUMQUSTgZzRvzo/b60PkjljB9zwIc54MsaDBJO+AvGXWm9roy+MMkCWL4cJJiCSObjW4+ndO4iFMvBgvFQ8RSmYSOscjqAN+RD7wrh9Qexu33pHd6sPm/ukAu9HSqbRFaNpzQdzWzfTu85nTx2Bdxxwqd23bdmPVC6HCJdCpLMhVUvBcuXw+vWfWRzAYrFUOkcqHrZWzITULvqV7vhLJ5zE856ihdcRNPOwilrSo9leasVvs20tNkC32ZJ6jLHd5mWdRiXtBkUNhsWNpsUtliWtlkWNJpmVGtheVqx7IMpjT6GpoMkacEJWtAyTUipBqjwkDacqhVB0YBSNMFkLQhVG0rTBNGOhJD+E0JWAzM04RxNpEAjUnAEzj2MFOjGVETyxgIL662i6SVN6+5xLAcU0R5Z5oQhOkeR0ipG/HKqnJOFUGZvBG/IB99ulyHNU60XNax7pVfF8YYd47n20XS3BLZLLA1ZXOcVz/DEMj0TOD5pYmecIJo/5pEhdYxnF9cteeO4XglsZGl9pmgEVqgMz5OF5snBxfUheQoUuT2G0ROYIwEX1fimV7okS6ywQtsEsW2CyDJWYICg2sQL7RMEjgkC74zKDMkETtAHyquEFFSiSbWhucLgTA6ssAKcJ0zntkcWS0LT2WFp7OiyamiuMIGqiiPXpXFaixWjsZTaKLIymlITUSpJErSjqbUlDVOpVT15taPxwvZoXiuG25ZaO10+eCq3+wRYOOrP6Avij/myBt1JnT70nmDOSLhgIpQ35s8Y8Kb0eJG7IZUzvox+D2qPH3vYmzUYwB9zpnR7sUd8udOhlcs+rDGodCFGtUFdvpfRcxKtnIupXyoYPhvM6QpktPgQa8OYzZnt82nNc8GMZkz1KKyqP6ZmPKl2KqNxQbh8i754Palvp2j1NqRhMbR6CiafQSvn0rp2ElqPIuVTqJrp6JYlkGQ4f+QkpnYmqWujYPYKunUV1bwW07KOaTkaVDXmLx50p7d50NpCK0aDBEOBghEf3rAjrdeS0GlW3mlS2m5Q0GSU32RZ2maaU2eUIVeLYmlFMXWiGfoYmh6Koo0gakaUa8PKtWAlWpDiQ1pwxhEw+QiY/J8Q/FehJA0IXQ1E14SyNCGcw+GMIxCWJlKghRapI/nqaKFhDLdh697Qufs4Zs3Ctcdr1x7Pn7m/c/vpiXvPJk9+vXD54cL1n+XTu9uP320+er/+6F1h3djFZ8DJR6+Xbvy8eOXRwPa18ZO3+jfOH//6yfHbP+/c+Xn6zNdHb/5CrB1pXL7cc+L+9NXfCqr6x07/OHH2x+mzDxcv/bTz9Z+79/5avvR4+cpPm7eftS1d3Pjmr8VrT7fuv2K1LnolUo0j8BZRTBdchW0sxzFBaIZiGkYyreNEnpnykDwFpXmtbuZC38bt7W9fLt/8c/bKk/OPX+3c/eXyk9cn7/0+ffI2UdreMXti8ey92ZN3rj5+Vd2/ePb7Z2e/f37155cTJ2+sXP1h4dKD3e+e89unzj16ceHxP8tXf7j89O3KrZ/nbz45+eunlhPfqrYfgOhtofROb0KrJ7HdA9/hUtYaQB8Ai6bAoqkA5qBzeasbscOH1u9LH/ClDwSyx/zYo0H8SVdSjyu535M95c2d8hdMhldOYlVLos27Decfr/8BUAbXm09+ffSn10vf/zl398nGw2dnnr1e+Prh/K0f+k7fGLv+4/KD52f+AbhTO5f3gIXHb7b/AeaevF79bW/07u+jd54uPXw5/e1fu/8AM9/93X7xh6E7v/HmTk3c/XP3L4A4uNZy/vuNZ8Dq008rTz6M3n02/u1/u68+XHu613r++9ZLjwfv/dN/+8XWa8Cf1WtLaDMtb9MratbMqNPNUpkVtpvkNeilyrTi+WqRVF0UTTeSrIcg6cIJegiiLpygCS3WABUe0oxgHgZRjoCp/xtK/CqUogFhqoNYWlCuOoR7BMRWh/J00BV6UZWaKKEmSmgYzZHMnVMtnYnGV1QPrw2sXVq79EA1crRjfrdldlc6sCwdWRePrCvnTjeuXmo8ehXHbaiZPtG5frln45JscEk1ud4wvto0sbp5/fvO+a2W6Y32xZP109uZ/EbV4sVy1WTrxq1YolI+fqJp4WLHyuX2xfN9G1d7Vi8J22c7Fs+pJnaUI8d61q+2LV1UzZ4rkQ1Yw/PdkgVWUUzrKLoVhuacKDSNZOjBGTYJVU5JlfbR9BLZBKV2vHn27PDxb5qXriomT06eud+1erZr9fzoiVuijhmivPvo9SeqiZ3WudMTu98UV7Q0zZ4Y3LrWsXqufeXs0M6t7Xt/9m5cZTSM9m9emTz59dyF+wuXHjTMn2pYONex9TV7cBvD6fIrrg2jd/sRO4PoA67FzU5FTb6U3lDOaDBr2JvS44Zv92MO+NIH3Aidrvgub+qAL33Ik9xnV9jqSuxzpY8ES5ZDKmcCeAMo5RRh8lT96e/G7v1Z0j6t2rzSunN97MqDlo0Ldcsn+s9cbz92rmFpp2bmWN3KmcadG91XfiroWmq98lPjhR+Hvv698/IPAzcedZ6/33v5weCNn5vO3O+99qT1wg+K7VsNp7+jT5yQbd5sv/SYOLSp3Pl64PYfA7f/aD73fe2JrxVbN6rWLrWc+06wcEZ+7EbN8W/ES9cbzv4awut3YfSYEjr0ilr1cpsNcpotijtN8pv1Mqq1k0RaaIYBhmaIoh7wpAMv044o1YAUaIDyD2lAqIfDiEfCSf8JwR8OI2tA6OpghhaMfTiccTicoQ7jaKNEuhjxwR9QD8OxSeDognItEWVGIVlGAelW4TnGAalmwRmW4TmGIenGkDy7aLIFmuCQwHRK4lqgSNZoom5Ihi2mzCay0AyUru8X54jMt4FkWkMyLaFZFtA8xyiiDYZkGUUxRVH1YWXG8BILZJkRKN85jmqPLrNFFvom0X2SKJ7xRM8Ekkc82RpR5BZHcUtkBGSJPFP4trEcOyzXIY5jiiBaoulmkTRTDMcpRWYZzfLACRwiS13RRa7IvNA0OqSgMjBb6J3KdowjeaSwbaMJpvBCrzRuUK7EP0scmFMVkCdBUFrglBZQeX1wiTKgUO6XL4WSGnyyhP654uCiqtDCqpCCyqC8iuBCKYzc6JNb5Z4jdc6W+xK6PPCdbuU9ziXtbiUtjvl13oT2INZAMHvQk9Rhm1/vUNQYyB7xIHV7kLo9yT1+jGFPcp9zWYcHtd+ZNuAvng4QT3jz+oKE/dH1U1BRN4zf7k+oQfK7Q4h1IcQ6lwy+fTLLLUfglMFxTGV5F0pcC6T2hdWB/GEf3nB49XywZDJcMhEiGgoR9AdwukMEA2HCET/OQAB/OEA07iscDZXN+gpH3TmDXvwRZ0avJ2/Yiz8SJJlxpnd78YZcaN1OlHYnSrtZrsQsg2eTJbTLrHAvU1kU1FkS2g3L243Ku3VzmnQzG4zzWoxy6g0z5QYpFQYxLOMYpiGKoo/A68BKtSCFGqB8dVCOFij3kBqI/FUo4eA+oOpIOE0DwvwqhPafUJoamKWN5OlE8jWQXC0UXz+Ky526Se05mS6eIKhWW1e/YzRvZHIG2G2bcaTWVN5AUe1iasV4FLMnmjOQJp3Pq13zz5TkKedkM9eZXVuCgRO8nmOk+tmamUvF1ZNoQt3K3b2Zm6/bd596Z1c7pUhMMSxtUIlBRLlhRLl9PMs+jm6NJjhj6TbocvOIEscYqg2GaAIrcsFxfLMrnXE8Z5zANo5rG8uxRFNNoKUOMSzXZLFNLN8ihuubrfBMFrrHkl0ii9yjS32SKK4JdO/MCq8MkU0s1RxNsIml28ezXJL5dnFMxyS+b261X2FdSFmLV14NhNEbgG+xT5e65iqc06u8cuX+Rcqg0joIqdErW+yRKQouUbpnVITim1wyJN7FKr/ydh98p1N+oy+xxyKlygwnds6v9yF2+JI63fGtTkVNXuRud0KnK77Dk9zjUNzsSe7zovS7Ebqd8J3urBEP7ogPb9ifPxDdtNzz/Xv26k32yvXcjrWJ7/fKe3eSlZPC+es5jYsl3ZuFXZuFvSdyenah4hlnUqczfdBHPO9dtRCoWPOTzAfJFnyEY+6cQXfOsAdnzEs441W56MCZcORPu1cu+sjXHIXzNpwpe/6sKXXYnD7qXLFoRhlw4E3ZMses6SNG5V06eXXGedXmeXK7gjrTbKVleasVtd+gvMugvEsnu1E7rdYgs94wo8YwU26UIjaIYZlE0Q2QBN2IEi1IoQY4VyMsWz00UyMs65B6OPFIKF4DRFILI6iFETVA5CMhpCPhlMNh1K/CqAcNuxaCqxnJ0Y0SmGEFGw+B3UdfFq8/p9ROTZ16tHzxaVXH0c2bf86f/Xn+4i/nfv6yfOevto1vura/X7rzcvrqn2U1U2t3/2mYv0SoGR3b/W752i9Hb/y2eu3J+Ufv8wQd538BVr9+OXX1v7DSOksk0TSSpAspM4wk68PwFhiqXSzLFIG3RhNto0iWiHLHGNqBVm4CL3fF8d3TxLZYllUMyyaG7YRlucSxHaLppgiiAZTgmCRyShSG5ClQZTVpnA5wboVnItM9RZgmmYqmtwZnCvxTOf4pvEh8fQy1JSSvKrygGt90FEFsQtO7kLQOKKkNSu3wyVfgZFNQYmNIUXVQgQxFb4titELLa0Al1ZAyZYp4EFxSAymtzVbOQPAqLH8wtKTOP18Jpve45dU6ZVV7Fjf4k7q8Ce1WWUrTdJlDUZNjcbM7scuusNGD1OtJ7nMp77QtanPE97rRRtzIvU5lTfGNKyfeA3NPvsw+fEsZXF/64dXkzV9bj11fvf/s6Hd/bj/8a+PRq7F7b/J6dm1ylcaZckdStxtrxJE15MwZceaM+IqnPbhDLsw+Z0a/M33QlTPuxBp1FUy5CGachTOuFXNOghl77qQdb8qaPe7Im/WsWrWkD1vSh20Yo1aUIRN8t35xi1ZOjXam3DS/UTtNqZPbaEzs1S7p1Cnq0M9r0UuvN8qsN8pQGKZLDXEiXRRND07QjSjRgxXqQPK1QDmaYVmaYRkaoemH1MPK1ULLNEEEtRD8keBytTDiV8HlR0JI6mGUI+E0NRBdHUrXgDE04Sw9NN8MK8isno5ntkURaoNT2Rms1sjcChypDkeqiy2TJ1DqcOyWZG5bJEEZS2tO4fel8Hs84slZ4l4stS40i5PCbkxlNVb0rCTRakpkAyFpzBROR0bFAI4/4JjANIwo1YeV6UHL9aDlxkiyM07gkym1RBItkOXOWIYJpMgMVmIdSTCBFXsmC4MLlEH5CmMEwQ7LtcQwzCLKrZB4OwzZBk3RA5eZo2guSQKPJG5mxUCJYgLH6eQPnQ0srM9TrUnHLzJbV4S9W8zWlULZKL5uht66hibUZYtHxKMXCpRz4skr3NHzMdxeJK0jTTaZLpug9+8SWtdLG1e4w6fKmpej6a2CkTPSmSv07q2IEiW37wSza6tQMc0fOEnt2KL2n0UJRt3zlI6Zcs/iBu/yNqeCBvt8lXNxi0NRk2t5u0t5uzd1wIPU61Dcalfc7kIa8OdOe9IHXQmtsKox8uzl8pGTeR0rYGodZ3w3XT6UIekrqRvPlfcVVPelSXoyVUs+hFYjXKVFdo19Wad1WZcrZ9y/atGNO+FTMefCHrGj9jnTh13Zk67sSXv6iCNnzIk/4SycceBN2nMnbTgTFowRe/60FX3MiT9nSR82JvZaUYbMCH3GZd06Bc3aBc1qWXX6eS1amSq1zAYT4oAhsV+vuF0vq1EHp9RPqTZIlhqkVOol8LUiSNrQMl1okT60UA+arwPO1QrP1AzL0AhNPaQVVqYeXKwVVqYWVHI4oOhIcPlXgWVqYUT1cJIaiKoOpqlD6epQujqUqo1g6qM5pli2WQxTLThXB1R02Dv1iHeqbnC2VkCGun+aKbLsSGCmfkSJMZpsiCbpROBNoxm6EWXqoTkuyVy1oAw9cJ4eOE8zMN0IUqAZmKEPLdSFlOghiHqRNNM4gXYkUzeSdSSkUBdUahZJNUOSrFFU60iSM5ZhiyRYI8rc4hjOMVQjUL5rPMsxhuaVzLeKJJkiKdZRTBsU0RpRZg4tsoCXGULL7LFsm2iaM5YellPhiCpziiYF5Entkytc06XOMVQ3DAFTWuOKxrui8dCcSjcMwT2WHJYlQpbW+iRzArMqfdOEnik834wK70xRQJ7UGccJK6mJIDcH5MsCC+SeaRU+mVW+6ZVWKIJ/htg3TeiAIfkkc3xxHN8UvnUMwzSK7pAs8shRuOXV2mfKzHBi60y5XV69bX69fWGjY3GzU2m7S3mnVXa9ZX6DZXGzI6XHlthqXdbgTu8IFA4EcnsD2H2exHanoibnwkaH7HqzhEqn7HrbFLlVksQqWWaaKDVLVpik1lrlt9vjB6zK+q3ww070aXfeohNzxqxswLJ8xIE+40CfsaFNWNGGrJlDDrxJB96kLXfSijVmRhux4kwakQZsudNW9DEz8pA5cdCSPGxW1qeT36KW23A4s04rq0kjXXUkQ6Vf2m2I79YtaNVJr9NKkOomSnTjxboJQj0sVxNO0oaU64AK9CEFeuA8nfAcrdAMzZB09eDkQ9qgUvWQQs3Q0sMBBf/xKzgSWPxVYKlGGEkTTNGG0rQjWDpwthaMrgGjaUbQdZBMfQzrMLhMHVSmDyPohJdqBOVrBOWrB+apB+Xrw/BqoUWGKKohhqmLopnHCQ3QDINImj6SrAUpNUaSTSNJWmEFGiF5WmEFGsEFhnDSVyFFepEMk1jRYRhdC8U/AqHpwyn/65OpBy6zQFHMIgh6ofm2aIolguAQTbWOJFgiyq2QeCsk0Q5DDc1TWKPILkkiKwzNFFrsGEV2jCLbRuKNwMUuSTzbKLJbAsseVeqGJTrHkO1iGQ4pVXY4sUM03T6S4IQiucVQbCKKXaJIgal8zzh6YJoAlCsJzqrwTuH7pArcElhuSWyPNEFgvswvV+KWKvTKrgopUfnlKdzSqmzjuG4plTYxbFME0RZDdcKybFBEBzTZPopiHUU3hOPNMXSnVLFbrsIpq9o8scI8udImS+lU1ORQ0GiTV2+T2+BB6LHNa7TIrjPNrXEkdTqSO4zzqq2KayLrlw4ih9zIvU7l3S5lvcbJdWZpDQYJCu0YiXmK0iKhyjKxyiJZphcrMk5ROJb1WOa3ezCnbPCDruwZT/6CFWHQrKTfjjxuQxy1pYzascbNGUMWjBEbzoQ1e9KSPWHNnbHiTJvQRu14c6bUUcPyfq28dlP8oGFJr1Zuy/8ky7/KqNXOalBPq9XOadTJbzEo7TAobDXOUhkkyw1xUr2ESp14oXYsTyOCrA0p1wor0AXl6YTnaoZkagRnqAelqgWmHNIILlALzDsSkKceVKAWVKQWVHI4qOxIcPnhEPzhELx6OEkDQlUHUw6HEdXBFB0EA8kciaQPuiZVeeKqAjIU4Tl1EUXN0eSuwOxqSHmzZ7o0XjSJ5U9axHDjhbMR5N6ggsYU8Wy2bBEnmPBLk2j4ZukE5hmGFZuA8UYgvFZwiU4YwQTB0YWxTDFiXRhLLbRMG1SqGVasHVZigqDYRLNc4gWmMLwNmmYXxbBEkm0xdGNImQ2a5hjLtkRTraOY5nCiSXiBdUSxGSjPOqLYPKL0oGj6pfIcUSUeWJJ1RLFDPMMOJ3ZIlppHUq1RVOdYjiWCYAYrs8NQ/VNFfinCgHSRN44bmFXpmyZyjWe5JrIdYmkOcSyXJJ5DAtszU2IXz/HJUdgniWzihRYxXKs4kV4E2QBBtYphm6Po5pFU6yimJZpugSIZQkssMFS7eJ5rpsw+VWKdIjHA8kyTq5yKmmxz6+3yVM7FLR74TqusGstMpWVmrW1uvV1evWWW3IfWmTd0vmjscghnANeyndh0LK11FyNbgAsnEfwJjyJVrGTGM0eWUDVe2L6JFAzGKebi65eT27ejGo6GVEzGdZxM6DkX23Eqbfg6vP5YpOqYC2PIlNhrTB2wYI1b8aeteLNmrEkj2vjBMWFM2nDntYv/XyLuM0yyszoU9UjTlXPO1dU5VK7alXPOOeecqzrnND2du6enJ0dpRgkJSWBFkAhCIBAgQGABFmAMItucY7CP7fv4nHt97sP9Mefaz/P92H/2r/3utde39vrWPWLjAbpwm1R/gCnchCQPQeFtWGAbnzyGhi8SimeU2g1y8Qo5eUQI7WB9GxjfBtq3ivYso0wzYFkJoykTNAWCpoBTZTGKNEoeR8pi51DKMlxWgErzMKAAl1fg8gpUUftPVQhNF2OYQeqnoeoOTNPFGmfU9Rvmzh2iujEZWFdljtSZA0lkS5M9NNau2Hu32c45Y+cWUDiZiO2oqzdN3XvhleeDi8/45h7aWzfG3AsUZYWmrtG0dZy0SNY0iOoGUddByZpU0yLJuEi1LBH0HaSiRNS1CLoGydAa8CwOuuZGvIsYeWHEu0gztmjG1qPec45jhm2bIugadFOTZaoNWhtMXZ5trDDN9SHP9ERgnhuYHjDm2Lr0kLUy6p1huRf6/WuD3iWsosiy9ti2LsfeG/PNjTinxjzT8vQWP7Q44ZsFkhsDttZEYH7Q2VMX9xS5iwOu7lhgbiQ43++aHvQvDgdW+71LHN8yxTpFsU4xHXM06xTV3KVbp+imLklbwSgyJEON6ZweiqxzQmv90S1aYJ0e2R4tXR7MnrDSh0PFy2PVa+zMUX/qkBbZnSxfGymeslO70tm7wbPP+0/fVK885T9+XbP0UDl3X7fwhGnpoefCC7HDz2q7VxXNo8D20/bVu/LOiX7xpmnjSWD+pvv0Fe3OC8aTV+1X3/beedd46U3r5beMJ6+TikeU9m1i+x6l95A2+wxt9jni1NPEztPEztP41kN86yGl+yw8dwNbugtPX8HlbyMSlxCxHWhgHRnYICb24KFNUv4SrXKVWjqjJA5J4YuE4AWcfx3lXUG5l9DmWZiyCpNmUEAGq8xilVmMIo2SJRGSyDmUogSVZEGiDESSg8nKcHkFIq+CZRWwvA6W12GqNlLbQ2i6UGULru5gdFNEUwevraOAwvnxMFFRQguTsMkISpSEi5MkQw0my2J1dYZzjuqYJZmmCIYu2dAh65okbYNuaGGAPEGeR4mSLGOTqCiR1PUR7zJWVSPqOmTjDNW6yLAtkrQ1pCRBVpXousqAtc3QV9mmxqPFsbSomtK4Z3bI3uX6F8bcM4POabZtasg1wzJU6ZosXZPtN1XZ1uZYYG4iONtvLor8bX9rTxzoCMNz0tzuZHRDEF0ddnbFkRVpbEUQmFOl15WJJZ6n7WoeyqLzquSyMDitTK0oUyvK1JqjeZhZvSX0tZJL12ML14DInK1+yDZW+i0NtrnONNSYhhrL+F8XbFODqilh5Rmyvky3tgf8yyzvEju0QQusM6IXhwuXhvOnrMT+SOHyaPFsKHdpMHtCi+9S4jvUxA4xskFObHK714GF+0PlS2O1s/703kjmkOZfY/pWOL5ltKrC8S0gdEWcvU7x9wjeNjHQG6vukhLLtMJFcvlgaPYuZ+4+qXEFlT9GF05I1cuM9g166ya1fpNav0lt3aa275Hbd0mNO6TGHXr3SVrrPrP9BDZ7RinewKdPydmruNgBOrSB9C1ivCvkyAVkYA2f2qcUL9GKp6TYLjG0/UgV0rOMdC2izbMIdR0mzaCBDFaewcozaCAJF0UhgsA5mDQHFqUfqYICJShQAgFlEFCGKptQZfNR2g5Vth7FLZxxKrDxvDS3K0ps6auXAnN3haFlZ/eqOLEhz+9YZ26Ftz8lr596Nz7lXH7GufycMH+krl0JrD6jrZ9pyseq4qEssy2Irqa3n5dldvS108zOZ/TN6/rWTUFm39S77118RpHettaOBsy1yMIdbW7b1b5sKu9rc9v2xsmjld182t05szVOpNHlflOdZqgPOqcHLPV+Y2nYVh+0Nqj6MtNcH3V3RxwVd21bEWrHZ45Xbr3ZvfpG5uLz3bPX64cv5C88bB+/2Dp6vnX0fHrlpsDbXL/3+ebBs62j5zee+FJ191l9YWvC3Uku396484Y1v1zZvJtfvWkrbmZX70y6mhxDnqnLsw1Flr7E1BWZ+hLLUGUZqgOWJlNfISgyFF2JZm1wvPMMzzwzuELzrzBCFwbShyO5U0Zsdyh3aShzMpy9xEke0qM7zMQuLbGNC6wMVY6T976af+rb3PYNQe9u4PQLrp1X7eufNi8+q+/dGfCvFC+/lT55Td68bFu+b16+595+1rTxpGLpnnb7ef3ha6z2zYnl5/tnHpAbtxHZY2rtBrF0mdG8TavfpFSvU2o3KM075OYdcv0OqXab2rxHqd2mVm9jUif49CkqsoePHWPDO2jfCsI1g3UtkPzrGP8aJrJNyh5RC5eI0R18YAvnX8d4V+GuBZRzDmOeRqoqaFkeI0tjZGk0kERK4jBRCCoMnoNJMzBpBgbkEfISTFaGSIt90hIIKCM0HaRAuPXJAAAgAElEQVS2h9JNoXRTCE33UdDCGnrG7g1BasPSOfPO3Q4u3I4s3nV0Lsuym/zYir592b3ypGn2jm3xQWjn5fDuZxX1q+rGWebws67F+8GNp7zL91WlPUF81TN/W18/UdeOFKVDc/e6f+2ZwMZz4QsvepeetDeOgp1jRXgmMnXqa58Euqeppdu+9kls/lb35LO59QfJpbvhmevB2evy6BLHVMUBaY6lNepoD5kqQ9YaU1+i6suDzu6ws8l1NyYs6WF1SO6tyAJNZWweiC1w3Q2hvy2LzmhS88r4jCI2rcssqhKztuq2sbAhCs0oM+u6wo42f3HUPaVIbWjSy/LojDq5oE4uDBpybE1q1Fbt1+cGLdUha63fVGXoinR9ma6r0HUVlrFOVedQ4ghWnqYaq49UsfzLFO8SybNKj2wPpI5ooW1O8pAT3+fE9+j+TYpjeTS+NxjbYYTXxZ0bvktvuI5el8zedx6+4Tl5K3L1HcPap6TdO84LL1B9i9bFB465B5buXe/S09LcfnT705lLr/t3PxM4+Vz89vsjrfsj3afplbvUwi186jKreItWuE6v3CZXb5EqN4nVW6TGPVLzPqlxD1+9javcwhSuY3PXEIljZOQQ6r+IDh3gowdo3wrSMY1zzOM9K9jAOjK4iUsfUvKnpNg+PrCF8a6i3EsI1xzaOYMzd5CKEkKSQohjSEkcLYujgBhCEkJIQudg0gwcyCLkRaSiBAVKIHH+cXGhT1J5xAitn0brp5HaHkzVhqnaSE0LJs1QjRWUOAblBXHSOIzrx4ijGGkMCSQx6hzR1MSbm2hdg2SfpjkXwLICVlcnmVvnxTG8voJSZiCSGFqVwesKeF2RoC9h1UWivkoyNUGSFEpdgQNpsiLJUCYpQHTIWKTKYiOWGlub5+iLTF1xzNlh6opUVZapL/EDc+LI0phr6tGz7DdW6Mo0U5enqnMMU23UOzPm6Qj97UBzq7p0sn39hbmDh5XNu8rIlD45bS8tuaqrIk9RGWlqE115uKFJ9MzFFUN+bcLTGLBWgfjqsLPbb2tz/QtD9vqIvcYx5AdNxVFbla3LDlvKFHls2FbvN5YYuiJNV6BoCkR1gaytUPUVqjqHEgVxsgTFUOZ4Z+nuOYZ3keiaJ7lW6MEtVmyPFtpmRXbY0V1WaJvkXKY5l/o9awPhTXZogxFeH8jujdVOhyunw5WzofJlXGCFHFol+xbgxjra2sSY6mRTh6xtMcw9qqE56F0Yi66T3XND2WN29hK7fGO488xA+ylm5QlK9gYmfEjJXSPlrxGKNwnFm/jyLULtDrF+l1C9h6vcwhRvoXJX0ZkrqNSl/1/VPiV+jPWtIh2zOMci1rmMDW5BA5vo+AE5f0aOHeH92xjv+iNVGNc0ztxGqfJQURQmCiGlUYw8hpZF4WI/ROA5B5PmYNIcDMjDZQUoUAJLCn3SEkhWA8nqj9pBoeoOVNGBKjowZRet7ljat4DEBXn8gqVyklp6CIRW6YqCPLkVXX3Ot/DAvfj0YGCV6VzGGadotiWstsdwLBBNHbSqQrX08NoqWlnEKQsQQQyryCOlaYK6glIUGLZpjLpKMnawijJJmUeLYoPWFlVbHLC16LoKVV8ha0scxxTN2GBaumzb1KOcfdC7QNbVGaYmTVNk6Uv9usKwrU7XF2mGCsNUG3Y06Mro/de+feuFL3z4d//0mXc+2rj+8oM3v7t+9tRbH/zk/Z/8/vX3f/Thr/7pqx//7ss/+u0rH/ztOz/909s//m/plZvi4PSwoyGKrgy7p1mW5phnut9UH3d1GdoCU5fv1+co8tiwpTxsKVOUKZIiTdHkiMosQZWnGup0Y42uy2EkYaIyTTVWOO4Zmr1Hdc3hHbNU7zozvM0MX2SGL9J8G/2RHWZgi+hYYnjWWb51TmSL5l8ZTG17j/4qev1tbuuq/eJLuuWnZN0byu410+wtcWFbVty2TJ2NRld07Wum6Rua1iVuat00f1u7cE+3/uxQ8zqpcMruPmBPPYVKn2FyZ6TCVWT8EJM6wWfOiLmr+PxVfPEaoXKTULmNK11H5a4iUieo+DE2eYIJH8C9W3DvFi50EedfR9jn0NZ5pH0JE9oF+S7Ao/v47GVC7Bgf3MX6NlDuJYR9Cm3r4kwNjDoHl8Tg4iBSGsbIIyggBBY4z3Nt5+BAFipJQyXpRx9BhKIKU9bh6nYfUOuTN0CKZp+8AZY3YKo2Wj9NMs3pyldM5cvS8JajcVWT3JHFtiZcc9baVVX+xDHzZHjz5QHfBt2+TLEsYDVTaFUXr+9hNE20qo4AimhlGasoo2V5kraGU5ZwyhJRUyfoGmhlmWrqwaUFFFDAyLIYSRIhjlP1NZqxQTXUGeYO2dgk6Goc9wLHvUA2tod8y4+O0wx45pnmBlVd6DdW2IYiy1AmKFKPkqoJd2vMnJs5eHD8xKszF29cuPb83MHDJ9/4dmZq88Hr7xw/+fKVZ19794e/Pnvuc9de/FJv9+7p81++8tLX3LVtgaclicwNOxqPpsdwzDWmrjhsq49YahxDnq6Kk6Uhjj49Ya/S5FGqIs7QZsiqFEWdZpurHHONpk5hRAGCIkEzlvodHYqlSXXMEh1zDP86K7RN928yAltE5zI7coHuW8Pb5rCGDtUxT3fNswPLkvpl5/bz5o1neM3Ljt0X9SsPZd0bhvn7zpUnI9vPBFbu+pfvUGwt58rD8M4Lsf2X/NvPubc/pZy74z55bbh1g1G7zmjdwVeu0zv3ofEDRGwPHT9Ax49wqUv4zBk2e4bNXyGUrhMqN/HlG8TyDUzmMjZ5QkxfwscPkf4tuHsN49vA+tZgllm4eRZmmccFtkGuNVhgG5c4wkX2cYFtrG8D6VqEWacQ5hbW2ESrCwhpHC4OwsVBpDSIkPrAAieIbz/Xxw3DRAmYKAERp2CSPFxaQshqKG0bJKuBVU2UcRqu70HUrXOiIlo/hdf3yNoWWlpA8NOQyShKlCYpywhBEi0rohU1mKyK0rZJlgWcYQal6eL100TjLErTRSpbREMXARRxygqUn6Jo6zhlCaesUEwdiDiDlBfx2jpGVaLoGwhJCiqIYKQJvDLLMNVZliZJU6ToqiRtZdgzx3FM9du6FF2VY2kN2bsT3rkhe3fA1hq2tyY8M8P2FttcJ6uzA9Zqv7Ew6aqx1eERfZQNuCaNMcBd4FmzIk+R58qQJFaeMzdijPWrggJnQeKtjZnSPHtp0lYUe1tAeGrUWhy2FCZddYGvLXQ3xi1FpiLMlIcGtbFJa44h8w/rYxx1hChwsBRBhiLAVIRpQICpjjLVUZoihBN58UCQoskMuXpUS53lnKPYZ8i2+YHQBZp3leReogfWaf4Vsmceb+nQLB2yrjrsnSEZK/2eKZK9MZTYGM5eJIdWieF1gn8N514kOOfo7jmUKk8wVImmJlpfZ3jmOcEVlL6Bd8xinPMY7wote8isXBmdfrK/dRebPkZEdnHJA0xkDxs5REcPCekzVOoSsXQLW7xBqNzG5a9jMpeRsSNU5AAXO8CGd+C+NYRnFeNfw3nW0fZFuHEaapxG2xdRjkW4YwHlWUN719GeNaxvA2Gbx7qWEKYeytiBq8tQSRLMCyIkEZQ4hJWFwVw7lO88BxFGENIEUppGSrNoWREmyYME2T5RAapsQtQttGkGbZ5Fm6bA8irW0MNo2jBJ8bGxKISfBvOTCFH23GgAr6oigOI5bhpnmIEqm0htF62forlWCaY5uKqB0XfxpmmCvoVVVzHyEkZeIKoqZF0dKS9CJDmioU00tOm2Gby2jtfWMfICRpLEy9NYIEkzVGiGKlVfIWsrBFXxkSeqpkTXVeja0rC9M+rssQzVflOVY6492uozDBWKJjdoqQ4Yc2O2wrg1G+vt17Zubt35q+L61dL69fbBk/X9e+3jJ2oXb+fXrjQu3u0ePCgsXzt59p3Z4+emDp7evPXqzNGzjYt3rfnFlesvHT71dnXtWrK7192+u3r23OGTr3e2b9TWriyfPtXbuVNdvzy9d69z8XZ5+XTu6EHn4t3po4elzVuu1g5RGiDIo3h5kuPsDnjmqZYezTZHdy2T7Qtk1xLZtUByL9ADy1TXLMXcJevqTEubYW/h9SWGqzOc3OQktljJHXxokxDaxvrWkOYZqKaO0zfIljbHt4TW17GGFsHaOyfNQ3Qtkn+dEN5CBjaYxSv49Amjcmuw+wASuIiKHCJCe5jwASpygE9dRidO8IUb6Pw1QvEmNn8Fk7yEiOyjQjvY8A46uI3wrMJciyjvCtq5hLTOQ/U9qL6Lts5h7XNY+xzOvUz0b2C8q1jfBtK+gHUuo82zWMsMWteASpIQfgghDKElYaw0BOU6wFz7ObgsiZCnYKIEVJiEi7MQURYszIElJbiyBVG34Lou0jCFMfQgihpK24bJqlBpESUvQ0TZx3lxuDgLlWTP85KP8RJ90hLGMN0nb+Cti1T3Os402wdUoco6yT6NMTTgijxOV8aqixhVASnNopVloqGNVNbw+h5S2UKrO1BJFSQsYWRlpDCGEoaxkhhOlqDry3h5mqIu4oD0sKNH05bJqsKAtc3UV8bd06POHlNfGbDUOeYaTVdiGqsUTYGiybENRbYuO2zOj5rT115679Nf/ek3f/Xvn/nmL3YfvPXwiz94/5M/f+Pnf3zvJ//w6vsfv/rex9/75b90Nq5+8buffPadH7/1rV9++Mt/eef7v3n9/Y+Xju9/8cNffvWj39549vM3n3vr2dfff/MbP/7y9/7ui9/52Utf/M4Lb33zvR/+5ksf/vyDn/3xqx/9+hs//t2DV95970e/f/fHf//i1/+2ffIcVuhh6LMUTYZurNJNTaq1w/Ets32rTN8KzbtMsM+SnPM0/xLGOoUyTuPNc3jLFNkxA9dUMJY2zb/EjG+Rwlu44AbCtYJ0LWHtC1BNHW9uPyaIQVR5qLoAVhSQxiZU1zivbSHtC2j/BiFxRM5f5XSfJpbuEMr3Udlb5+w7sOhlRGgfHd7Fxo+R8UNs9gyTO8Pnr2Iyl7GJS8jwPipwERe6iA1uI92rcNciyr2McS2j7PNQfResbSJNHaSlizB3kLYZrGcZ7VpEORYh5im4ZQpuaCENbYSmApOmYMIIlOdHS8JocQDOd4HGrf+lCsyPQgQpsDADFRfg8hpc2YIoGn2KOljVhChqIKCMVDYgkgJIkIYKkxBe/PHxAIQfhYsScHEapShBJLnHRFmYqoHQtDD6Lkbfxus7OH0DoyvBFEmUMomQx6HCIF6VJqrzSCCJUZWw6ioMKGHVbaJ2Gi1vQQUFtLQI54UIQIwoi9O1Baa+xDBUONZmv7k5ZO8yDTWyqsA01FiG6rC9wzE3GLry/1GlKbLNdbI6T9UWmfoSS58bNGZHTVl/82Jy7lJh9Xpu9ZqvuVvavFHZuFrZPIt1t/y15XBjY2r3ri5Qy/R2S/OX6itXa8uXq0unlZVLrvxsb+dWZma3MLMXriy7M9P56d3i7H59+TjZWo/VV1Ldzez0dry11tq4nO5uW2Kt/MxeafksMn2oTi6QgBBVlWSbSjRjiWVrEY01vKFJd80z3As09yLNu8wObbAjm1jbLFjdxpjmUMYe2tDEGptYY53qnh5ObxE9c+zk1qOzBiT7FFpdIOmKFGMRp8+RbRWEKg1TpGCqHFhRQBib5NA62r9GSh3RS7fotSfh8auQ+LXHg2egwCnCv4sK7aAiB8joASZ5CZ0+xWQuY5KXsPFjVHAP7dvGBbax/gsI1wrcsYB0LWFdSyj7LFTfBmlrMH0dbmjADQ2EuYP3LGE9i2jHHNwyhbR0kaYW2tBEqUtIaRouioInvWhpECHwIoWevjHLObAkhlCkkfIsHEjDxVmQIN3Hz4AlBaiiBlHUQLIKVFmHyKsQeRWtbiBkBUv9tN9YGbO1Jp1tRWyZqc46W6cca1MQXaWbmiOBZVF6R5DcFqW3R30LouQ6WZfmRXv29p6tdVES7vh7x47WvjA4Pe7uIfhhlCiJVxYI8iJanEHwEghuGCcMsXVZrNDPMZWx4jDHXKNrC2xjbdDe5libNF2JqMwO2doDlibbWOs31dmGMttYoWmKA5bmI1UsQ7nfWKIAYbYqPmxIj1vyHE18wloYtxQnHBWGLklRxXj+NlkZHbGWxh3VYVOJo8uN2ypCb3vSUeO5GlxXbcJREfrbA8aswNVgqxJMRYwqDTLVcZzQQ5WHyUBwyJTDi7xsbRIv8pKAEFOTZKgTVEWUqUrgBF6s0IsW+pmGAstUoRlLWE0Oqy1RHD2itUt1zXEiW6zgOsW9iLPOYgzTKG0bp60T9VWEJNJvr3HD00BuVZBeHI/NMZ21ifDUsKvK9VSHDAmONjxgijP0YZYxOmTPjrhKbEtuMjLL8U/3R1YmKpeA+aeo6VNS5goifAILXIL5jxG+i6jABVRoBxndQ8YPselLmNQJOnmMjh4iA7so7wWMbwvj2US6VhC2eYR9Dm6ZQpg7EG29T1WC6apwYx1haiCtLaxjCu2cQVl7SEsbYWyiTE2kvoJU55FAEi6KgiY8KJEfwfMgBW7QmPm/VMGkKagw3SdI9gmzMFn5vKQIlldBsgpK24Yp62h1C6dtYeQl79SNfn3O37mkz6yGpy/n1+/lNp5wd07LBy/ywkvS1FZw5Ul9/SSweC+0/ER+59lBR1kcmzZVNoIzx9r0XHzhzFxck0VnLOULaGGQZSgTlVmcNIkSRrGiOFYQxvJ9ZGkIy/eQgAhFHus3loZtzQFLnWNucKxNprFKUGRGHN1he2fI1h60tlj6EttQZujKHHODrM4TFBm6tsDU5ccddY4uIwv2uPYSR5NkqZMT9irX3aKqkkRFjGnIEYAIXZMeNBVHrXWep/2oEMV1twaMhQlnbchcGLYUR6ylUUtpxFwc1OYG9NlBQ46miNAVMYo8PGwq4MV+siyMEXhIQIQARBjqFEUeGzIWCSI/XuwnKSIUZYJpLGIVcbqlQrHUCaYaRluhu+cGIxsk5zzOOkt1LcCAElFTJSqzVFVSEux+5w//8eEf/9+D5z7//T/95dWPfnf5s1/75m/+ff+p157+/Lf++//+S2Vx95X3f/iVj3/1xJtfPXvhje/+5p+f+uIHr3/0+3d+/e9rz331iQ//9OInfxnMHQ6VrhIjR+etGzD3DtKzhQpcQAS2keFdRGQfkzpBJY7Q8SNc9Agd3MN4d7Debbx3C+NaRTmWUfZ5hKmHMHcg2mqfsgDRFGG6MkxXhhurMEMNZmxAdTW4sQ7VVlCGKlydRyjSKFkSJgpBJt1wvgfOc8J5DvC45RxYEoPJklBJEiSM9QmSIGEKIimg1Y3HRHmwrNInLaG0bYSiitU0saoGQpJDCaMoQQA64UTzvThRADpmRwv9KFEQKYkzLA2MOoeUZznuGba9jZDGEeIYSZsjq7MkZRIl8OHFfpoyhuQ6qeo4QuClG7JoWRQuDpJUKSwQRQp9SL4XzXPSgBBbFacAYYY6RVUlBy1VpqFA1xYoqixFlaeo8ixDddTZG3F0qeoCS19iaAsMXZllqFLURSyQpGnyDG1uyFwat1UM6WVPfddc2Jx01DJr94LTp7GZS7bCSnrhcrC5E2hcnN57ypKcT00dhxs7vsq6I7cosGYTvf3M7HFx6XJ65jDV2w9U1o2hTnrqIDtzFG5sOLMLkdZWqLZpTc+GGlvu4nJx6YxryeQXTsPtg3FLyZjb9PdO/DOnxvKWf/6qb+FadPOJ6IWnrLPXdZ0r2u51bnqP7lmiuZaJpg5V16Cqsix1km8rWJKdj373r9//1Z9f/NK3/vq3/+Nbf/sPr7z/w4dvfOXC1ftf+e6P/+aXf793+eY//cdf/vqT3zz8zOsXz26+8d63upv7f/vn//XDf/xfhy9++Qf/8y/v/dNf+kML/fFNrGeZFjvE+i8i3eto/xbcu4UM70KDO+jkMTJyiIoe4aLH6OAe2nMR47mA82xiXKso2xLSOo8w9VDmLlRbPa/IQ1R5qDoHVmZAqjzSWENZWnB9DWVqIrRVrLGO0hRQqixKloQKgzCeFzzhgPOcsHErbNx6rk8UgQIJmDQFlSRh0hxEnAELc1BpESwpQeTVx8UFtLoFl5WxqgZGVoXzEzc+91N3Y9/V2LWXNsK9I1f1gjq5EJ2/amseTfh61s6pe/a6vXfmm71x5c0fVw5ecPcuN45e2nrwTrB3qb3/bHz21N/aiy+cjTmKZ699z9K4aK5vx9duxteu+2eO40tXPPWLlc278enLibkrE/bquKNOkSUoyhRLXyIp0lR1YcDSpGtL/MACzz9PkKXpyixFlqIq8zRNkaGr4OVpjrk2YK4MGEo0edSS37AVN2XhmUlXPdC7Epi67KpesBdXTal5TaTnLqz5K1uZmUvB2rY1OZvo7AXrW1xTKlDbDNa3ou0de3beV1j2F1eM4bYu0AhX14LllXBjw19ZCdbWwo2NUGMrNX3gLq4A7rIxPqWNTkn9XWVsURmbt1a29cUNXXHD2tpzz5655q5qG4eGzpm6edrvXWR5l8YTu3hDiyDPszQ5piLKlLijjZW/+8f/5xt/88kLb7/3rZ/9/ru/+OMXPvzpq9/4wV+9+8HHv/vT3/7uT/ef/8wv/uHPn/zjv7z0uS+d3Hri5//w50x79id//Nef/vN/PHz3+9/601/e/dNfJrLrzOgqK7mDcC5D7csI1xrKtwl1byBCO5DARVTiCBE+QEUOUcF9pOci3LGJcGyi7OtI+wrcvAg1TkN1LYS+BdFU+mQ5iCIHVWYhigxElUUZqmhjDaYuI3U1iCKH1pRhsjQMSCCBBIzvg/M9oDELkuuAjJrhk5ZzIHEUIo1DxAmQMAYTZcCiNEiQhUgKMFkVLCmBJSWYrIpUVJGyClZeoarK73/yf7/94W9e/NJHX/3hH772o79/64NfXHr681/4we+eevuvc8tXX3jvFy99+zcvfuvXjd0n3vvlv735/d8/9+WPv/D9P37jp//8ytd+8vQb33rrg1889fo3v/iD38R7F97+6Pevfe+TF7/xk6/+/M+vfe8Xr37n5y++9/HzX/n4nZ/88+adN778k3/ztY8o8hhFlmDpCyx9iaxIkxRZlqFK15bG3dPj7mmmvkKRpfCiMAFIEOUptrFGUeXpmjxLXxg0lgf0WY4mxZBHRi2lQVN+wFAattUJ8jhJmaQoU2RFkmPIs7QZljrNUqdHzOVJR4Pvbo9aKo/+zIzaqoOG3IS5OKJLUUVeJhCkiL0cdWxYn6JJ/WxVlC4L0mVhgsBDkgRxAi9RHMALfUx5Ai8MICccGIGHIg/TNHGyOkpQRlBAiKTPYrQ5prs74F8cT1zkBNZJ5i5eVWYaqwxthqkIA77K1z7+47f+7k8791761Lt//e5P/3H/6Te//JP/9qmv/PCdH//h+S997+k3v37y4LPv/c1vr3/qjade/+qPfv+vT7zylXc//sMr3/vlS9//3fZnv/n8z/7nSHGHlrxISR8+bl/us6/Anato7zrcvQZ2r6Ojh4jIPjSwi4oc4qLHuOABPrAPta6hHRtQ8wLENA8zzSEMU0hDG6GtQZVFqCwLU2RgigxElkIoCxhDDaWrwVQlpKoIkaZxmhISSKKBJFIUBI3bQWMWFM+J4tqgo8ZzMFkSLk9BJck+QRwiSIH5yT5+BizOw6QVkLgIEhch0iJcWoJJ8ihJgSTLFleuF+cOEs2NxspJY+m4uXopXFuaPbiXnTs2JKbjM4e51SuZxTN3dd3f2krMHGTnjpub12d375Tn95urx7Wlg/L87szuTcCVnT9+mF08rmzd6B7ez61cik3tZBaOwu2dYHu3snl36vhTiYXrLHWSoy8y1Vm2oczSl/pN9RFHl6mvjLmmJr2zI/YWW5unK9NkRZqhLVBUeaI8RZKnGKoMS51mqhJMRXTUlCcKfQP67Ii1wtIXWKYKw1DCSGNsY4UgSw6YK1RVmqnL9+sKg5bqsLk6YK5xTNURR3vE3hq21cfMRYY80q9M0GVhGhBia5NksZ8o8ZOBIF7sJ0gCGIGPKA1jxUGSPEGWRcnSCI7nho/ZUJNOgsRPloUIsiAW8KMkAZI2g1GnyeYa2dxiuubojlmCsY1RVXDKAloSZehSRKGbow6NGGMjpvioNTtgSg/bSxxzbsSWZ2ujeIGdDnhogIsBuIl8C0lgZSt8w4YoSxPpt2QGfHWyozaYXscHF3HRC/jUYZ9367x9De5cxnhXsf5NmGcd5ttCR/cxsSOw9wLYuQFzbqJcF2C2VYxzE+1cQ9iWkdZFpHEabWjDVTUIkAOJkxBpEgqkoEAKochjdVWsropQFtDqEkyaIqhLKFkKIY4hhAHQuB08YkJMWODjZtiw4RxUGocBCagwDuLFIIIURJACC3NwWRkuK4MlBbCkAAVKCKD8SBUeSAtcdbbcT5w048cNdIEdP27AThiIAhtW4KQqIkxNAif19+szZFkILXBQ5X6m0jduiQtd6X65U+JKUQTGEa2fowqQJW6swIniubBCL1boZ6hTaK4Hy/eQRR70uImtjAzpUyx1kqlKICe9FFmCqsrS1Dm6tsAylInyDFNf6TfVmboiW5unKRNEWZyhzaFFEZw0TgASNEWKKosM6tJ0aWjYkKZKgxQgzFAn+o0FoiyKEgVZxiLbkB+yVpia9KPIxFAm2brsoKHQrytw9EW2ocjS5Pr1uTFjniR0UwQ+9LgFz3PQgACOax/QJhjyEEkaIANBnMBLkgTxYj8JiBAkAaI4gOU6ERM2NM9JEPuI0gAeCOBkAQwQImkzeE2GbKqQzQ2Gc5rlnqdYeyBRGg5k0UCSok7jpAHEpJ2hieKkfralyDCXWPY6UhbDyGMwgQfGc8N5TsSko2/AQBD7sAI3iusgSgN4WQSnTmJNJYpvmhxeYhcOMdEtUub0vGezz7mK8a4iHfNwxwIutAlyLj5uX7pJ+S4AACAASURBVMRE9rDhPXxoDx/chdlWwcY5iGEObp6HGGbgxmmEvofUNWHKKkiS6RPFwOIoVBqHSuNQSRKpzKHVBYQsg1Lk4OIkVpF/1PqCEAbAEw7wiAk6aoSP6mFD2nOPboMIEo9UQYVpmDCPlFVgQAkiLUKkRbi8gpSVEEARLS0QZJn3Pvnft1/7zuFTX1y99tLNl7++dfuVa5/5+sUHn1+69frhS99cvvd5Y+Xi/gvf9E6dHL70/rXXP1i791c3Xvvak29/cPnTX3jw9gfHz33uic99cOWlr63cfuP4xW8ytDmUMExR5PCSJIIbQvP8ZLGfInaTRB6qNEiVRRjqFIYfIEqiVFWWrEgTZEmqOkdSZDnmBttYo6lzg8YyXZGgKVJMXR4rjuJlMZo6w9SkWcrYiDHTr4piJqz9qihVGhwwZPBiH1uXZmoSNGWMLAuRgSBdGWWr4ixlbECb4toro6ZCvzo5oM8zlMkhY3FInxXYy8PaOHHCShY4SXwHVeJiSD1CV3lIF2cqgwx5CC9yk6QBrMCNF3mxAjdB4MFM2pCTdjTPiRd5iRI/URogyEJocQAni6GAGFFboFrqDEeXbu9htRU4kCWoS0hJHCUK4qSBCU8dMmElKaOToZkR/xRKmcarc0hpFCeLQbmux4fMSL6XKIsiuU4E34WTBuB8D0wUgEojBGuN6p9hpTZJsXVKcgcZ2IB7N0C2eZRlGm3pPa6ps1O71MQO2D6HDW5BnUuk0C4ptAs1zkIMMzDDFMa2ADP0wOoWRN2Aq2oIZRkmy0IkMagoAhVFYOIoRBiBAQmUMgMDEmh5Gi6KoYEUXBSFiQJIsR86aQcNG2HDBtiIDjakPQcTxxDSBEyQhPDiMEEaIkhB+FmouACRFCCSAkRahAIluLQAk+QRoixaFL/56ofbd1+78vxXHrz53Xd/9N9ffPfjN77721uvfvDCe7/40s/+r1uf+2Fw7uztn/xbbOHqpZe/9eDLP376yx+9+f1P3v7hb9/87s/f/sEnb33/V1/66A+f+/D3+09/+fmv/5qjL1JVWYI4QZVn4eNeFNeH47koEh9VGqRKg2xNiiyL4kVhAhAjK9IkeQoriVFUWYa2MOpoD1rqTF1+2FKmyaN0VZIkj2HFYbQwSFXESUCIqYiixsyAt24vrvoa21x7ydvY8bf2NIlpQ2ZWn57zNDZdlbXc8lmst2/PL/FthWj3wJRadJU2jYklR35TFZ4dUqeirb3C4mVdqJ3o7XnLq4bklKuw5KmsD6rDDJmXJvXi+Day2IvnO0kiD0HgwnLtqAkTYtSEGreguA4M34UReDBi3yNVaFkcp06TjGWisUI0VpCKNBJIwAVBhMBLU8b02SWuqxKeu0RWRqKrt23dy76FW96Z687OJW/nyFRY97f2eO66o77jauwGpk5MxY3wwlV9Zbt86SWqvSGtHQT2X4qevh6/+gVG9IJ5/cXgwRuhnZdTx69yCwe6ufv27Rdt2y+Hr3zZtPVy7vY3AkefH0kdYSxzfaoawthFW6aRhjZcU0eoqwhlAS7PwMRRqDAIFQZhohBMGIGJo1hlBiGNY2QphCSCkcZQ4hBSFESIfJAJ2/lBPXRIDx/WwQZU58CCMFQUhfITj1TBBOlHqqDiAlRafNQdCpXmIaIsRJCC8cIUIEyTepmAf1QbnTAkBlShcXOGrYoOGDLiYG/UUaepU+H561R1nGPIigIdvqskcBYmLGmBIye0ZaXeMteSETgrk87qhLOBFgZRwjBsIoAHUgheAMHzISftBIGLLPbT5FGcKMDSZtDC4IC5QgASFGWGIEtSVFmKMtNvrNA1eaoqzdHlyNIQRR7Di4NYcRjJ95JlYYLYRwMCA5qoITGtCrXU4bY+ORubPvI2t4Od7eL61WBn21acT8wc5JcvJ3p7hcVTqasUbe+kpo4N0eny8s1QfTfeO500ZA2xXqRxQWLPB+ubltSM1FXUhltid5Ep85BFDpLQjp40E0VOHM/xiBSWZ0WOG2EjOvioHjZmgY9bkRMOFM+DFYeJigRJlcGr0iRdEavJUaw1krEMF4dRIj8eCOJE3hFLThmf4nlrRHlIV9wShOcmfNPjno48NuesbBuTcyJnEcO18D0VT2s3sXhFnVpUppf6zUVJamU0sjASX5Y1TpTda54LL/RH1kdTe/zsgSB9wTx1bSAwL64cyTrXhI1TSffmaPFIPXtfNXWXFVzHW6bQhjbW1MZbulBVGa1roDVVpDIHAxJQYRDE80B5XoQwABH4IAIfVpGEScIoIIYUBZHCAErkhwk8CIEbNGZ5nKMGD6qhgxpIv+Jc32QAwg9DuTEoN4bgp2GCNFSQg0tLMEkRBpRgsjJMVoYBBYg4AxGkwLwIaNQBHbFARyyocRuW64QMGmBjFjTfjZVG4IIgVpGk6sskTYGgziCEAYwkjJfGsYIwmuvDCfw0IEyXRcjSCEESQotDZHX20RvAsjTOjbkhggBCGICN2xATNoYyjhf6qIo4URrGiEIkeYIoTz0qWdG1BZo6xzaUqaosRZliqlI0eZSmTFDkMaIsipeGKfIIXRkdMiQYMm+/IkDgmclCG1sZYMp9HHWIqfCSxVa61MGQ2dmAa1Qb4pniQ0rfgMwndRTGNFEOEBhSxkY1SaY4SBd6qXwnS+rBjxvpIidx0owe1RN5VuSojiJ24gVWvMCO4trwIjea50TznLAxE5ZnRo7rocNa6LAWPmL+T1VwrhctDmGkMaQ0ilWlEPI4yVwiGYtYRfz8qJUoD2OFHuioET5uJkj8NE0CIwkSlUmKOo2XhiEjJjzPQePbCRNG1JgexTNBR/Uorg0+YYPzXRgghJJHiaYyzdFi+WYJlhbbv9QfWCYY2yRjm6wvc1wtkrHMcHUwpirR1cE7pyi+ebp/aSi6SbT04OoyUltFaqtkexelqyC1VaSqCJenoNIYmO8FTTogPBdC5IPy3ecnHSggAhH4EMIATOCBcl0IgRc06YDxnOBx6/kBDWhABRlQQvoV58C8EFQQgfDiYG4Myk9BeEkwLwUR5cHiPFRahAElGFCAAXmoJAsRpEDc8KCljhX6CaIglu/j2qvICQeS6yYAMbIygwaSRG2BoMnTjbVR78yArUFV54jyDENTYmvLREmcqcrghSGaIgMe92CBOFwcRgKJAXebbqlQjHmw0IeSBEhAkKaIUGURnMhHVUTRQj9dkybI41hphKTK4GQJsjrL0BUHrQ26tkBTZwiSEE0eJUqDZFkYK/TiRD6swE0DAhSxc9QQmz9++vDB52YPH1Y2rnf3n1i79fLF+69ceelLi6cPNeHqa9/82erZM62ta3v3Prt2+uzU7t2Du691t+9O7z4psZdYYi/PmBlUhElcy4AigB834iZMFKGDJLQT+FaiwIblmfECO5pnJ4u9GL4DzbNDR43oSSNsRAPmqMCDaviwATlmxUw6MTwvThTAiAJocQgpCuI1KaQyRtDnUao4WhZFiHxYiR/Bd45a83xPTZdbsjV21LlVjCSozKwq00u+5r6nsilzlczJ6TFzQp+e1qWmvc1tXWZRm18ddTUEsQVpfju8/axp+oZz5aFv87nI9kvhzRctvVvm9mVr58SzcNPYOwPKe5H9F2zL93XTN0M7L+evvB3Z/Yx14UnLzB1l/cQ0fQ0oH0BlWagsC5MlEdI4VOgHTTrAXCdM4IIJXKBJG1YWhAlcCJEHJnBBuQ6EwH1+1AzjOeETtr5BLZijgnKUcI7yHFQQAXGDfRORPm4UzE+ChCmwMAOR5GBACS4rw4ACTJKHSXNIaR4mSkG5EV1mMz57ZdSQH1Cn/PWjaPfMUdopXniYWnsitf4wsf7AM31NntyMLt2rHbwUnbtZ3/9UZO5KaftBdvWeu3FY23nW17k8aKn6Zq42Ln1mItgzNffF8Vnv7KXgwll06Yp/6tDb3ovOX/G0DzACN1OfpqhiDH2WqksTNWmkNEw15CnG4pC3i9dk6Po8x5CnyiJkWRgr9CAm7Ri+gyhy0gEPQ+xkS52Xn3370+/88Nu/+Jcv/vXv3/zw17de+fpXfvSHt77z86989JvC3O6Hv/ofX/jez19576PPffsn7/3ot6+//+Pv/t2fTx++8YXvflJdOlV7y4OAe1gZInPtZIGTyLOT+DYiz8qQeog8K4lvo0ndsCE1lmeliN3oSTNB6ECM6OHDOqLA8TgdgA1p8ZN2cL+OwHOjJxwYnhvFcyH5XrQ4gJFHMMoo01ZBK2IYeQzKd6NFXjwQoCvD6uQM31NRxmcEvhZB4reUt1TJBSDctZfXhI6CyFVQhZu6ZM+UnvHXt8bNKWW0O2Yr8QMddWlbXro4mVzV9s5Ms3dsi08oGlfM07dlxR1z59jYuSTJbfJSa+aZ6/al+yOJDW3vln7uvmPlGVX7un3+fnT7OfvsDXF2CyHL9YkScCCN1eTPTbj6uG6o0HueawNz7RCevW/CghJ7wJNWKM8OmrAghC7wpBU0ZgQN6UADKhBLBmHJICzg/6g6PxHs40ZBwhRImOoTpkGiDFicB4uzYGEGIs4gJDmEJAPhxc+PegXeKb6zTpOEWPIY39YQOFtj1qrA1xVF5tX5rfTW0+r89qC9iQcSsviqPLqkTi0NmjP26ra7sa9Jrgg8HZ6rQ5ElgMTiqKc54qwKQr0RV0WWmBmyZCedRSDYVEd7ysiU2NvA8504oYsiCxEkfpIigpUGcECYpE4MORosa4WiyQw7GnRVkiAKEiQBjMCNnLRiBU6S2MWQecf1sQG5Rx+sz+zfT0/vBWprmYUjXbxdXj5N9nZy0/siW7K1fqW4eBCsLCR7W/nZHUuylexs5Ob2C7P7wdpadmqPJXEwhE66yEmatOEnzbgxA3pUjx3VE7gWJuClS9z4STOoX44ZM+B5FjBbjhzWEnlW7Lixjwn0MYHzDBmR5wSxVNgJB2rcBh+3wifsMK4DKfYjpUGaMYcCQo9KiHCeEyd2o7g2+LjxfL8Cw7VgJm2wMRNkxAAdN8HHjchxI5ijgA6qoENK8IAcP2lGj+phQ1rIoA45aX+0E8Rp8whtDmUo4+09snv20UhFqDyJUmfA0igEiBFMFayxitBWMZYO0tTB2WewtmmIpgKW53GGClaTQ8mSEEEMqyhCBDEkkATz/VCh/9ywCcp3PjZq7Bs3940bUWIXjGuF8ux942YI1wYaM4JHDX2DalC/so8JgBhSMF1yDs7/T1VhkDABEqbOC1LnBSmIJAcSZfr4KZAwBRdn/1MVx1KB85zQMTt8wonme+FcN0LgxwJRnDoNl8UI+jzNWn00TAENJFGiIEubIkkDRKEPNmxmyOJkUYgkiaJ5fqw4DJl0YiV+fqDD0ibRPDsNCFAlHtSAmq9P0iathDEj15BmS/2ThqzQUdHFZsdMWbG7CQS6Y+YiVRZhKmIsdZKuSBBEQaI0iBV6EFwrhu/AC+wUsXNYHSZMGKk864DMxxQ5h9WhUUOMqfAS+HY8z0aXeHFcM1XkHNCGqGIHQWBhyjxUqZNrTTNkXprYxZQH8JNWqshNFzkH5X4qz0bmWUgTJsKEET2opgntHLmPwrfixw3oMR1yUIWdMFD4VvSwBj2swo/rUEPqProYzlHCBlSwAQ1y1IQaM8NHzLBRK3TM+ihiUbVZLBAFTTrAEw4Y14Hk2XBCF5ZnxXHNqAkDbESHFdj7BrV4kRs1YQINqODDmsfZwONsOWhIBxoygIeN0BHL4wP6x4bN50bsj/H8j0vifcocwtSgBlZwjvk+Xfu8ugKS58HyLFieRWrLj0nSWGsHZ58Ba5sI6yzOs4q0zqMss48rKiB5Aa7Io9UFmDiGU2QR4hhSGkWKgmCu81y/7vER0+OjRtCYGTxuQYs8KJ4TznOCx60wrgMyYYWMGcHDWjBHBWLJwEwAwpCeQwiikMng+YkgiBuGCBIgYaJPkDwvSMGAAlic6RMk+wRxqDAJFcbBvAhowidPLKmSi676QaB7mlm7Z6vvC0KzkvhS5eQzgbX7QOGCe/GWqXUaWn3S3r0aXriTXr6VmLvibxyk5697ynvO4k6gdZqYvemsHTobBxPOWmnrydjMZWd5s7hy01/ZClc2o7ULsfp2urMfrV00Rqf9pQt8cyHeOQo291zFC/bCpsTTHtSkCTzPsCHHUCaJ4hBZFiZIAiieE8W3o3l2gtBB4jvIPOuAzN8v82JGdCy5l60MDGojdMBH4NuZ8gBN6sVxzQS+dVgf46hDI4Y4SWinA55RY4KlCDJkforY268I0QUOusBOGDPgRnSkCRNhzIAZ0hDGDFSeFTuqw4xoEQNKzIiWOGlCD2vw4zrMqJLI1aCG5SCGCDWkxIxoMSM65LAePWpEjBiRY1boiAUj8GFEAbIqhZfFEAIvUuBG8ZywMRNizIDjWlFjeviwBse1IsYMiFETeFgPHlQjxgyIES2oX/4YU4GYsDzWr4GOmlHjduiIBTRqOz/pQsiTcGUarMwhTA2iax5jm4UZeljb9GOS9OOSJFxdPMcL483tc+LU44oS3NiFmadRtgWIYQphmoZqmo9JMjB5AQqkkEACPOlFisIoURAp9D2i0zdkgIyaIaNm6JgFyXUiuU7EpAs+4YRz3ZAJK3TcBB3WQgbUULYczJRCmOJzSFEUwg2cn/D3TQbA/GifIN4niIOEKYg4AxalIYIURJCA8OJ9k6G+scD5EbfQ1Ra7m4CnM2kqqUOzYndrWF8QBaZEobkJb3fY3prwTU96pwWBOSC8YsrtAL5uYuqyOjCl8HaU3p4ptsS31vnWusjZVoXmJy1lU3pVaK/JPU1dcMocn/WWNjSRnjY6pYlN8R1lkbtmzqxy7RVNfF7gbSpj8+rUEluXZWkzHEOeY8jT5HGiOECRR4jSIEbgxgidWIGTLHFjx81MwK8JdgK1TVNqnixyTB09E2xfLC6dObML7vySu7Bgz8wIralAdTk/f+ArL+bnD3zl5WhrK9racuXnSRMmd34pUFq1J6e8+QV7csqTm7fGu77CojM9E6qs+isr4caGyJaONDeTvR2WxBFrb1ZWjuPdNVd+2pbuKLwFf3WVMGHET5qRw3rYkB45ZgUPmTA8L0bgI4gjOEkEKw5CJmwonhPNs/exFchh7WM0MVnkQI4aYCO6AW0CNW6BDmoQI3rchAnKUSKGNPhJM6Rf8dj/x8Z7Bct1X2e+3b3z7pxz2jl2zjnn7tMnH+AA5xzknEgEAgQzCRBgThBJkBBzBkgx5yCKpBhEycq0LMuWxvb12Na1XTNz5+HemvvQHJZn7q36165+2C9d9etvrfX9v9XOqI4sAe40TtfUQhsRetbSirm82drcZazttrUPoNnNeG4zHFtUp5bw5KJKnjIV1xyNXXhuTV3Yqinv1tf26Wv70MJWfXkHGFswFde0ySVDYk4dGqhDA3NyWhvuq4UWSJYVvhxMVSCyjNJ1jGmouQ7KdFCmg7ItlK3DTBkh85A/A3sSkDMKO0IKPDTzHVWQNAtJs2BoAQovTp5YZB0eXcLCC6AwpaL7KrKlYdo4WdNSLdRfVRMNLd3WcX2dNDLG5g2xeVtuxZrd6CpsMiXWGaNLOmnGHBlbolMGseuKzxi4Hugp4VTbLI+1bE/NdRCqgZJVPddyRqb0VFUdKKJE0RzqmuSOQWzZk1PW+BTG1vVyVyf3TNGRu7hOFx45c+tM8Rlrat5f2uhMzVmiU470nDUxrQ/19KGeIdSxRQeuxNAR6ZVm95cXD1GlRbm7qbT+ssbKscHmE7WF/ZW5vY11+6vz+6TqQml2Z2/1cHvDoeb6A1NbjzfW7Z/edtXinhu80W5pZnd9fk+2v6mz/mBxaltpvD3eXG4t7a/O7upvvHy4eqS1fJAvzbY3HGpvOOSQa52NB9PD5fL8lvbGPYt7r5rZcWJ219U2qQ564zhRQImimqnDwbJO7OulgV4amGPTWqkPEGWca5hCLYvUSA63xXqbh9uuKsztD+RmGyvHm2tXJkY7cnP75vbe6I522hsPT2+/srGwt7Gwtza3tzq/Pz/eU10+Wl450dx5qrzz1PTJC7PXPDZ/w9PF3Xfld9xa3nFWmr2suvP00jUXSttO8dOHoxuuWXf6+djqqdT22+uXn89su7Wy967Y+qtK205lN16VXznZ3Xs2s/5oc8cN+fVHQ8NdIFGAqRIUKEKB4oQqrdDDmA7KdECyhrJ1hC4iZB72pWBPHHJGIbusgPg+xPcBfgiJU6A0BqWxSpoBQ3NoeAEJzWPhBXV0QR2ag4URQPdUVBugmiqyoSIbmNCH2Z5amtJHF2BpDMnTSGweS65HU+uh6JI6udGY2WTMrEKhERYbw/JAwbas2WVdbA6VRgqmrWDasDzCozOg2MOkHkDV1UIbY+tasa4V66ZIxxBq6aSGTmoZw1293DaE+zjfdGbm9KH+RJk8+SVHes6RnDVHRvbUjDk2Ussdndw1hDr22FDPN4L5BYvUMXANZ3xkiw6ChUVnYsosdxyxoT06cMT6tkjfGu64EkNLqK2mS/ZoL5CbdSdHzvhIy9ZciSl7uOuQGna+7I+2zXTeyhZxT8zOl51i1RVqucNtA1XQETkTUzJQBQNVMDJ5E5uxCnlNMIZ4wgY2i3hjOiqvpnI4UUCCBTVTB3x5vdDRiV2d2LXFpzV8GyarGFXVMGVXrFea21Oe39taOTq395QvMy00VtPTe5PDHe3V4yuHb3WGW6Xx1va6faWpLb3lA9XxjvHasdJ4Z3vjkdHu68srJ6JzB+u7z4yPPzC+4nx9/11Txx4cH743s3y8s+dMfOHwupMP5levKW071b7s3tjGaxNrN7Uu+15x5y213bel1p/MbjiZWT5eWr26u/tMYfmKxpZrKysnpN52wJcFfFkokIcCeZyuYVRNK3QwpoVxbYiqYmwVZUooVUD8acQdR5xR2CYrVEwHYLsQP4SlMSSOAXEKEKYBeRaPLsHyHChMQeIUIk7BXB+gOyq6qaQaiNBT+Eow34W5PsT3QWGkEoZofAFNLZlq23Wlzbr8Ziy1UZNZBeRZND6LJqaNuSU0OgWKAwXbQUJTsDxSJ+ZUYh+NToFiT8U2QLaJcU2N2NFJLVtiZIr0NELDGh9qhMbkNs0Y7puiQ1N4aAgP3JkFT37JFp/15tZbwkOD2LXERsbIQCt1DOG+Odp3pqddiSlvesbANRyRgS3S92Zm3alpf3HRFh3phbaGbaiZupZrGqWuMzFtjQzdqVlfdsEgdoxSV8s1rZGhQeyYpLZDarjlup0va/1JC1PQ+BJaf9JM5/Vk3kgX9WQe96XU/rSZLVu4iiaQwf0JxBPWBFOAM4T5Uxo6D3rjRrGGBHOQP4OSJYU7o2EbeqGtEVq2xFjDt1GygpElPVs181UtmVMHM1oypyFyaCBn4BpIMKehSlgwi3gTuC+lJdJqb1TriyEOSedNGIMZzB3XEDmUKuB8UxPuG9ILztpmS2HVkFtz1bbbcuthvm2IT2NSD+Ja5vSiMbNOnVoyFTbjqWVLZZs2u2LMbtTE5/DQyBCfNsRnYbYFsy2Ma1riY5xrIERR5c1AgTzgyyJEUenPYmwdoioY14TpKkKXUaqABDOQNwk5o5A9DFpEBcx3VUwLFgagMIKlaTg0AwjTsDwHS7MAP0aEMSqNIXYAMl2I6UJUHedb+lDPEB6AZAVlWxp5oKKbxswiFBqpUwua7HpNdr2lvNmQX8Gi88b0MhbqGxNjTOjaM4vOzCJI1hzpBXduHSZ0FcGKNtxXC22Yqmi5JujOQb4CSlZN0hAl6tbwWE231HTLFpk1y2NreMYcmTGKI2tsLpBbdSTW2aMLRGHVHBpo2Iaab1oTY12ojXJVa3yok1qWUFfH1bV0WcdUDELdKDcdiYEl0rGEukaxNXnq+YaGqdoi/cnLrsSUQWh6UtPWcM8otrzpGT1bdcpNfTBtYQqYO+qQazax4pSb2mDWxJQwb9Iu1nVETk8XLUIN9aW0ZB5xx1W2EOyJQ+4Y4IyCngTsS6npEuhLI2QeIfMIUcS5mlZsasWmXm4bpS5GVTGyhBMF1JdS+9MGqqAlc5P5UU0WsWAeJwqgJ6Elc7AnjvpSoCeB+dOIN4n70ka6pAkWkGABpquI0MEiU9rMem12g7G8BU+vGYtb1al1gDhSR+fxyJyC62uTS6biGppar8luRjNraHazOr9FnVlF4kt4bEGfXKcOT+PSFCoMEa6LMHWILIP+nNKTBvxpmMhBZB6mCghdRNgSzBQBMgeReZQqwIE05I6DjghkD0NWSQEwLSXVgIUBIg5haRqRZ5TcFCBMg8K0kh2A3AAVpiC2BzFtmGpBRC23dDjU3Sq1t8qdbaV1xwa7TpdXrlq++qHBwTu7l90pLxy1V9ba++7Krt6QWn91e9etrR2nTNFRoLg82HV69cT9RHF5uPPUaNdpsrLS2HQNQlct4YGGrsPujMZfNDJNlTtnEPomYeBOLpiEAV1es4dnjeLIFpl1xOZtkVm6vFlN97zpDa7EOnt0zhmbtoS6/twiQpcRuqwLtTVCw5Oe8WVmNVTJEelpqJJFatmjHWe8N3ENbKGWlsxjwayJq9jDbZvUsEgNX2JglZtUbsYs1p3hti3UwvzpYHrki7TIZNcTajiEijqQNDJ5dSCpCWQmx8yWtcGsXW6YuAroimmInJWvAfYIYI8ozCLkSgLupI6pIMEc6EtDwSwYyEDBLMqUMLaMsWWNUNNydTVd0dJlPV1U+9OoJ4G445AzigcyBqaE+LM4UUADGZzIqf1p0BUFPQmFVYa8STyQUVhkxJtUk0UtW1N4swDTQEJDKDIDRecs1Z36wjZtbpMmvR6SxwA/RMIzutQ6KDKLxJc02TUkvQqlVpDMJiy3BUmvgtElODqnji9g4VlUGsNcH+I6KNtCmBocLKh8KZUvAQZSUDANkmmIysJsDqJzAJlRBTJgIAN5k6ArBjsiiD2CBgd8MQAAIABJREFU2GQFyHRVVBsWBrAwgMQxLE2ruCEkjkFhSsH0J1TBbA+mWhDZBINVX3qeyK/T0c3C7OXR7p7M+LLq8tWVlWvzG6+NLx5v7LzVVdkanrkiu+H66OzxytqpxuYbmfoWozigSqu19Sfp4mp+/mhh4ZgrPc82NjsTMxhVw8maTezBzizmKZjFtpqu2EI9nCqb+I5F7uuZpkns6rmWlml4knO+9II3Ne9NzU/MBUdk4E2PDWJr8tPH2KojMTCFWu7kyMjX6dx8f9Px+rpDQn3dYNuVrdXLO+v3F8ebarM76vO7lvdem+mtFEebyWS3OrNdLE7XZndkeivl8dZMb8UQjE+tXTbYeKA+tz3d3TjefLQ4tSU3WKNSPdwTszAFM50HHLKJLWC+uIEqIO445k1CtgjmSiCOmCaQBV0x0JPQUAU4kAZ9SdCXVHrjYCCFUjmEzMJ0TiPUcLqCkSXYl8EDGT2ZNxAZjS+BeZOoL6WjCjhR0NJlA1eBvEnYFUPcccgdmzTFan9aF8jog1mlVUYDGZ1Qg+kqKnd06Xk0Pq/Pr6jTGzSpDbrEkjYxrw5PY/KUPj4PSUN9ej0cnUMT65DEMpbaOIknwNE5ODSNhWex8CwiToFMF+I6ON/BuAZCFAF/WuWJA7444IsDgRhApEA6BTFZgEoDRHriqn9HFWQRFagwBJkuLAxAbgBxowlPWHgOlqYhboSJY7U0hTI9kGjAZB0jKkJlCbDKvnDXRBbVnoyeLNnEjpqueNJz7txCsLKRbG5SC12d2DeGxjquaxBbWraiZ6sWqWVia5pgQc9WEX8Wp/KOWNcgVH2pkZEta4M5E5G3UEWtP+mNtdWBpJZI28W6JpCxi3WbUBMqi0xhlinMmbhKZrTdE+u5Ih13tBvIzNjDXR1XdSQGWq6OcxWD1DDLLVuoY5MaRGoqO9xWmdvbWzuy6ditw81Huhv2bD1y08yWI8OVg6sHr69Mbzl6+gG5NM72NizturIxv2N579XTmw8v7z0pFYfR2kx9buto9UCqvdhb3hNvLHDZfn/DfrUnpA8kYIdk4wq6QEIXSFiYHOwIaf1JxB4yBLKGQFZh4GBXDPUlIXcM8iWQQAr0JVWeOBhI4VQeIbMolTNIDT1fw6ki7Eno6QKfn051VjK9tdzU1trC/v6m49npPWaxmZvZPdx21WjrlWRmuPGy05nhWn6wNr/9RGN2Z7q1HKsvFqa3htobcwt7CyvHIvMHhemDvcvvaR+4Ozx/vLnrTHv3zd3dZ/IbrkyvvyK38cr6zpvw6FgdX8ASi3hqnSa7XptcwmIzSGiIyUNEngaFEch0IaaNcU2MrSNkHvQlFe4I4IkBngjgiwKBGEgmQTINECkomIYDWcSbhJwxxB6BbTJgYhUIPwCZLsKPQG4AskOYnwL4ERaeQ8VpmJ/CpWmNPIapjipQg8m6jqk88+ZnN999/s4Hn7jzwSeuu+V75x67dM1tD15954WHX/rgnufevPmxH9zx7JtHbr2w+fgtw83Hbnrw4umHnztx+wPX3v3Q3PaDV972vRvPPXL7I8+duv+xmx547PYnL/Y373z0tXdP3//IXd9/5qa7z9/32PMPP/vadbc9cOuDTz74zCv16Q0PP//69XeeP3DVzXc/fvHRl9+985GLtz383FOvf/zgc29ce/eFWy5cvPOJd/fe+JA92jFINSiYxZmSnq+ZpLqZr1r5qj6YNdN5b7gOOXg21/dEaw6x4JJLVjZvojI2rmBhck6xaqbzdr7sECrecN0lVcx01s4XNb5YqDoORismIuwSsnp/CLEzen/IzqZNRMxExBx8VuuLmMikPhCDbJyZSuFOCbcL5kAcNDNql6wys5g7rCXSRragDqZgfxL0xuFgSk3mkWAGJfIGoQ75MypPUuWIaMmcUJjJDdaqs7taywfj7dXm8uWVpcvI/Hx30/G5vTf21o7ZxEog3sj21nfmt/UWd4zW755dPVAdrZRGK/WlXYPtx6b2XFtaOZJYODQ6dFtr91lxtHd08NbRvjOjvae6O66bu+zWxWN3zh650xCf0samNPEZbWpOn1kwJue1sSlc7mJSBxH7oNib5NBRpoaSpYlprnKEQVcUcsdAbxzyJeBgCvKnVL4E4E0B3hTsSUDOGOqIYo4wahEUKqqtJFsIP4K5IcSNIG6kYPqgMAVxI4AZYPyUWpqCqY7KX0WJup6tvvzDv7j0zo/e/tHX7/74l5//6m8/+ulfXbj0zosf/fSlT395/8sfXfrit/e99NGtT71x+pFXlw+deumT3z793pfPvf/5U2/+aPsVN156/8v3f/aXr3zyF9//wTsf/eqvn3jn450nb3rs9fduuPfCRz/97TOvfvjOZ794/o2Pf/De56fve+z1H/10/8kzH/zkt5fe/fzhS2/e9+TLL7z7+XNvf/baJz9/47NffvbN37391W/f+fr3T77903Mv/MgqN+FAGqeKKJUzSXWzVDMxJYdQufHe53dcceu2ozdvP3b62M33r1523cnbHr736de3Hzuzft/VB669e+vRs1fe+sg1dz154Np7j9/y/XRnw44Tt1x+47mTdzxyy0OX9l596+q+K/aduOHBp14+cOXpmZXdy7sO51pzN597/PD1d3Cp+oGTt27cfWLLwWtPnH3g6A33bDl47a4jN9z5wDNnzz2x88hNawev2XXibH/lgJFJqwNxzJ9AvAnIl8ADGcSfxnxZLV3W8zUtW1IHs3ggqQuk1N4o4gwjnijqS2rJHOxLoYGchiqAngTiTagDSbUvrNB4YBujdQmwiYBNhNrBYS4B8chKt4SQGUOkrY12bfkFY3LekJzRR4eGcB9hamq+TlTWOzLT5uQY4hrqyBCLjTTJWW1qTpuY1URHWKgLiy1Y7EBCG2TrIFOFqRISzE3uYQB7GHREIGcUcscRbxL2ZSBvGnAnVZ4k5E0j3iTqik2aKsTMK5REU0k0EX6E8COIG4HsUEkNQHYKZIcKsgszA1wcIXQXCNSQYE1N1cn8fH35cn9yWF+6PD/eQxWW6Moy19rM9bZ7KytMf6e/tY3p7eZ6+7zlzUJnN1ffFMzOy7VVX3xMpuaY/IJQ3uBJjKjCAllc8Can5OZGC9/gCvNcdt7B1/ncXKi23iE1E501T6Qbb68KlaVAasiVFvjqunB7VWpsEOvLhYV9/W0nWytH5fpytL1qEmookUWJrJYtIf60O9EzMSV9MH3mwUvPvfXVqz/65cX3vvrqr/7pydd++MLbn7z28deX3v7xc29+8vFPf3/h+XcuvvX5u59/88GXv/v4Z3+ztvfkD3/2+4tvffbuF796+f0vfvD+Z+ceefYnv/mbj3/y60eff/XMPQ/fdeHpm+544PsvvPbRT76ZW9v741/+8YmX3v/gy28e/8H7L737xdVnz33y9W8uvfbBsy+/8/Vv//ijn/3VsZvufvPHv+FzPdwbwv0xxBOFPXHcl8b9ObWvoCMrsC8DeBOoL6Uh0rpASuuP4/4Y6o0BzggeSIOexCSxhAYysCeusEqwJ6qw87BDUugI3C2jThG2iyq7oHDKAJGGuBIsNmG5Zytv1KfX47F5fXxen5gG+ZaKrmrCfSVVUdA1fWYBioyh2CyaWMRSi1hqEY3PgpEhIHVgsQXxdZApQ3QBpQooMaluUdAahmwR2B6F7XHUmUTdWdSdhd0Z0JOCfSnUl0JdMcgaAs0CaGAUIN1RkS2EH8DccFIEVfQQEWYgbqQkuyDTx8URzvUgogEGq3CwjBBlwJfHyRpG1XCqibNtvTwF811NZAaRp9XxBW1yHRyaUUcXDKmN+uiihhtqqBZOtPRMx8j1sEBFyzRxsoYRVTVVQwIlhTNtFrqYr6jxlw1kXUuU7eG+SWhB3qyOrOiYmklo6fmGWe4YhKY9OnAmpuyxoTM97c8tOuIjd3yoJvM4UbCEmmq6APqSRqFiYIoWvmRl8+Xx5u7SnuHGfc35ret2XTG1undmbc/85j17r7hx68GTC5sPTi3vGm/YPb/pQH9x29TyrlRtvLjlwIErT7dnV+c375lZ3Tm9vHVh0451W/aO12+p9Gbr46VIrtGcWrduyz4+Xl7ZeXjjjstX9xwrduc7c2udmZXppc3TS2vt8brp5a3N6Y2Z1mxtZpOQ7yMuEfXGEHccdsVxX1YTLGiCJS1dNfBt0J8DvCnMn1b705pgSh1Iqhwy7IkjgRRG5lAiqybzgDuOB9JKe0hhlxVmVkOkFVYBccqAlUe9EYVVULgjCl9cEcxBQhMOD7WZ9VB0AU8to5FZNDyC5YGSawJcEw8PIKkPSAMwOgPF55DkIppaQlOLaHIOio5AuYtILYitgFQRIvMYnVeTedSXhJxRwCpD1hBkDUPWMGyPY64U5skhnrTCEQE8MdSTQJxR0CKCZg42cQqI66joJsC0EH4ACyOA7avoPsSNYG4EcyOIHUBMF6CaINEAyRocLFGFJWeoiwYKiD+voxuh9jZfdtEYGmilvi48MsamdeEx2dgWHh9SS0NfcYMjPrZF+jq2qePqGqpildtGvq4mi5OB2SzWtWTeItTMbGXiAHnjPS2Zc4SaFqHqCrWEyqI72nGEmka27I737eGuKzF0xgeu1Mga7gUKc9ZIXy/WtVxdz9c0TBklsho6b5cbZq5o4wqFqTU7l3OJeV0gFG/O0ummL1Ky82lDIGyh4g4ubWdT5kDExaatRCwYKoULAyHT9ElZJ5twcEkyUUrWB9FK2+BlTH7O4GWMfo6Nl5101EFFjF7R5JMsgRBuo+Rs2+YPGV283k4kix05WeNiJZMvZPJHtJ6wR67inhjqSahsYcSTRjxpHVPRs1WT2MW5HkQ2Fc6s0pXBiYKGyCksIuJNAM4IEkhpmCJG5jR0HiezkDsGuWMqh6wwkkobr7CwgJXHPRGlmUU8YZVThHwxlS8B0BUkNMQSC+rsRjixhMTmkMhIxXcUdA3kG7DYAqUWHO7DsSkwOgajYyg2DcemoOgAkFtKvg7zTYitgWR5ku1EAxnEmwCdIdAmAVYRsIqQXUacUcQZhZwx2BUDnCHQGQKdIdghgVZeaaJURkqhousg24S4DsR1QO7bSRBkhxOkQKYLMl2QboF0A6KqEFmurjuysOdUZ+1kcrgLDZb7229Yf+y+4e6b1665MNx7y2DP2fLKVbUt188duXf64B0zB25bOHDbzN7TjZXj/uwckZuL9bZO7bhmds8NnZWjq0dum95x9dL+m+qLB+Z2XjvackV35fJEb3Vq24k9191fntvVWLc/2Vsdbzsx3n7lhsvO9LeeWDl6+2D7VdN7bjSKDZPUdCam9HJbKzY1bA1nSiiRRwMZLZkzMEV3pGnm8mceunjmoYvPvPPFPU+99tCL752/9O6xsw/ccuHiU2989uKHPzt528Pbjp566IV3H/3BRxcuvf/sW58/9vJHz77147sf+8GDz7116v6n7n7ipSdf//DCi2+9+sOftOZWn3n9owefee2Bp1+96/svbNp35bW3PnjjnY/c/8TLDz71+uMvfvDgU68/eem9S2/+6MEnXnr1va9efOfzx178cH7rMbUrrPHEcU8C9SRBZwJ2pwB3Egvmcaqo4+oY2QB9ZYyomtgG7IoZiJRbqmAuyR0qW9iMVSjapbJDLGj8ERub1fpCOp+M2BljMKL1SpZgVOPkPUJa7WQwJ2MgIloiaZJrxmjPlJ5DYnNYYgGLzSCRkYpvKdjGJHkHCU1I6sLhIRAeAOEBFB2h0SEa68OhDiQ0Ya4xMT/hYAEJ5jAig/lTsDsC2gSVhVNZOMguwo4Q7AiBjgjkCgMOEXCIkF2EHRJk41RmWmWkFAqyCnEtVOxDXAdk+gg/QoQxxI0Q/luqALoDMW2IacJ0DSarhcXDcmcbXVlha2s42/aXNoamDlLN7YnFY2xvd3j6cLC+3VfdRHd2RqYvE7o7I92d+ZlDvuScVN9skwfJwR5/YtqfmCbSc5nhbjo7F2ttEkrrMoMdxdHORGcTU5irLR/KzewmMlOR1kahspgZbRMqi5WF/bHe5srSZenp3cXFyyarB2q+rpNaOqmlE2qTnSENVTAwRR2VN3NFHZk6fuvDD7344Qc//9t7n379wYvvvvDB1zeff+GOx155/v2fvvTxL+998rVtR0898+aPL73/9ZW3nH/2rc/f+vybp17/9IFn33zmzc8euvTu3U+8/Pqnv3jmzU/e/PQXc5sPPPfmJ/c/+drjL3147vFXbrn/mUNX3/7IxfcvvfPl7edfePLljx9/6aPzT7/x6ntf3XvhuVfe/fKxS+8+cvH92c1HdN6Y1ptAXTHYFYM9CcAZBdxxwB3HglkdVbBwVdwVN/gTgC5Qai/847/931/9/K/ve+ipf/ov/8/DT734z//tfzz2wut//3/+91//4f9Y23Hg7//lv379i2+uuv7mv/rbf3j1rQ9efuO9W+489877H3/6+deHjp74z//2f63sPPSrv/v38y99NLX7GlduFhXbmsgYi0xBQlvFNhChBYstkG8BQhsKDYDQCAiNoMgYjU6h0SEs9yChCTK1iXxAgfx3VCGe6LdUmVnQykN2GbLLgEOeUKWyC/+TKkFlZpUGUqEgKiDbRIQezPVBpg9zQ0QYI8J4QtXk7u87rQLJChAoKdxZhSsHEFVcHCiJOi5NAXQHYLuYPKWJzOGhsTY6iwpDTBwhXBdjWkapB/mKGFUDPHk914b9RTVV0zNNE98BPRk1WdaRFcSTxf051JvRMSV3vK9yxTRUwcxXrWLNxJVxMquhClq2pGHKBqlhlNqu5NgY7iN0dUKVlq9qmLKWLhq4iokrG9mSOpC0iaVArGVm0u5Q0Snlg4k6nWk7paJLLhHJlplJO4WcS8wnGnMuIecPl6lEg892bUzKI+XNZMxExex82saknHzWSsTtVNLNZR10ighXjL6wjUzZyITJHzEHonYqaQ5E9R7Z5P+2LNqIiMbJ26kk5hAhm4DYQ4gzCtnDiDuhtIdhTwJwx3EipyVzqCNsDsQNTsHkYmutmT/86Z9/9ds/vP3eD3/2i79cXtv+9//0b93xwt//07/96i//+v7zj7z30Y/+6Z//9fU33nno4UfPfe/8p599ed+5+//853/985//9cyZW37zu7+++Y77/vCP//7NP/632Z3HLeGGJTHURkZYZAriuyq6DjA1gKmBbBMWemh4DIen4NA0Ep5Bo9NoeAQLPZBtKskyQJSAYBH05+BAFg2mMW8SdkcAK680s0oTA1i4SSkEbRLoDIFOCXCIsEOCHRJsF7+lSkU2AKoJsb1vG3amD3NDXJr+VqvoDkA1AaqpImsgWQGIMkSWtWJbGSiCZEVJVJVEFea7MN/FpSlteAagO7g0pQlNY0IfpFsTHFGhZQgPlGQZ55sgWcb5JkxXYaqE0GWYKmnF5uQqQ+lN6oSaUWxgZEHPVs1i3So30UDGwFUsUkPHVHCqqGVrOr5hknuGUM8g93GuYRBbGq6iYcoapqxjSlq6aGCKJqbkkmoTc9IhFnTBmJXLGqm4lUsHki09lVT7wi65hLkkQzDu4gs6b8RKJx1cxiMV7GzaJeZdYt7OZTxy0cHmfGLJTCTNRFJlpDTuEGoXdN6I2hVWu2S9L6rzRhAbj9h4gz+mdvAaJ28ORCATgVpprUsEzYzaE0GdMuaOQnYZckYVNhn1JRFvQk3ltGQOc0eNRAq1MhoHk6kMf/+f/jy3tOmtDz/9+Td/e+za07/6679rjxf/7p//y8df/Pz7T1364ec//eM//Mvzl16559z5U2du//DjH99+17lv/vIPf/73//r9x5/6yc9//fgLr3z+mz/+3X//H+PdV0LBtDM7g0k9PDRChB7ANAC6qiTLKrIGcR08NEbkaUSeQUMzWHgWk6dgYQAwre+oAnxZ0JeG/UnUk4Bc4e+oUplZwMKpLBxok2BHCHaHIJc8ObBDUlk4hZFUTJItAN1B+AHCjwC6B7EDXJqGuSHE9iZUTegBiPIkCaRwJxXOJExXIaoKEGW11NeFR5jQ18gjTOib4nMo20KYJkTVAaKM8y2MawBESR/qKQJZlKuqAjmQKCB0URXIqNkyShWU3iTgTwL+JBRMW0JtyJs28nUtXTQJNQ1V0DElNZk3CQ2MLMCBPEqWJlTppI6ab062OidUaaiChsjpiJyRLuqDaa0/KRanE+0lu5C3C/n6wrZIfcYmFjzRmpXLGqmkSyxa6HSquRQpzzCpllvM08mmRyp4QyVDMGrnMoFoXeOOaBwhYyCp9UQ17ojGHUFsosYdwZ0h3Bmy0RnExkMWVuePIjZe7ZLVbhG3s1qXgNs5rSesMlKTqoG5o7AjBDsigD2MehKoL6kOZjAiY2BKCpOg9sa1nnCqPvujn/2V1h784PNfPPz0D85+75Ff/vFfqlPrv/j1Hy+9/enh687+5C//9MnXv9l/7Nqf/+4/nX/i4vOvvnfjbefue+iJr37xu0tvvP/o868+8/pHL7z/1RPv/KS56ZgzOwPzTYjrYNIAFbsQW4fpGkCUlYEiQNVRYYhM0ijSGA/NYPIUwg8gpg2SFYgswsHC5HZvQtWkr1KaWYWR/g6sCVWIJwy5ZNApTagCrLzSRH2rVSDdgdkexPYgtgdzQ4QfTT5PBkCAqKqCFYAow1RFLzQ1XAWnKyhTQegqzjUwtm6KDCCiopd6Gr4NEZVJ0gMlKzhdAT0ZLJh3xQYaqoQTBR1TccV6iD/tinT0dFEdzJq4CuSOo76khsjCnrieLpr5qkWoGdmShshahKqWzBnZkl1umoQa6EmhRN4otpyJKYPY0gtNg1A3CHU9+y1SGiKnJ/MGqqAPpvXBdKa3MrP1isLUmidc2XDo+rldJ3acvGPjZTdtOHRja3n/liNn8sNNiztPbD1yet3uk8t7r9539Z2LO09sOXxq14lbtxw9XRyteaWqwZ9Su6J6XxI0c4CJ1bgjalcYdcpmKqMy06hTVHtCuDdkZTKYS9J6ZbVbNJNx0ELBVg40M4hDwt1h1CkjThmyy5ArDDpDqC+O+RMYkVG4U2qmqvIkFVYJsPJOoYA5ebVXRBycLhixCnnEI1v4nJFJm+iUlUvr/SHISpnIOGChDIEw5uQwJ2MMhgwBWRcIYR4RJ9N6uQmxNU10hEfHiNjHpB7MtiCqCtNViCwDwSJIVmC2A7E9kBvAwggTx5g4Qrg+xDRBsgyRRSiQV/lSoCcB+RL/G1UKI60ys5OfCuyQYHcIcEmAQwSd0oQqlZlVKII1kG5BTBekOyDTnSjWZPSDuA7MdkC6MaEKJCsoU2usnmisXeHKzCRm9mYWLpu//I7U3MFN15zv7rhhvP9sdLTXGp+qr1w53nNzef2x7par68tHuivHx9uuxf05MjPbWHd49chtjlBrYfcNU1tOCqXF3soxzJvSBnOAPYx5k6gnYeWrOiKHemM6Imegc5pAxsSUjHTRwBQNTEnPlt3xoZ6vqenSJG1nEOoGroIFs5MsioEq6Mm8icrpAqlQZc4brvuiNadUjHfWJXvLTH7kjTXz4y1MfuSWq06x7I80iHhTLo2ZdJfN9MKVGX+kFqnOsrm+L1rTeWM6b8xK5Q3+BOaQrVQWc8g6b0zjjSpNFOoUdf6owkiofbKBTIB2BrIxuEuAbQxsY2Arh9h4xCEpTQxkExCHBFhF1BVR2kTUG0O8MZzMokwNoasKg4gFs5gvDthYjTcM21mFkUC9IaWNVxMJxBcB3TLiCSttPOTgFcYgaOcUZkqhC0A2RmEMwg5GYQqAdgZ2Swq7CBI5gKlpE7OwPNBGRmq5C1FVVaDwbaqTLCJ0FWGaIN0CmS7M9VFhiIp9mO1AVB0kSiBRAAMZlSepcsUgdwzxRP83qiZyBdkE2CFBLlnlFFV2YTIJgjYBsHAKkO5gwhDlBzDbg7k+wg8gtgdzfSXZApgWzHag/1nLwGAZIiqZxctduVmd3I2O97LdbfmNx8ubrkqvOxKZ2R+bOxge7dPJvchwT3bhcGHdMbqyMdrbmZnZV5w/5E/PWuUuXVwnNdb86dlod0u4vcmfnpabq2ggp6XLCmsED2SsbNlIZjF3VB9MWpgC7omovXETlTNROS2RtnAVPV3QknmzWLeH285o18hXDVxlInuTAJ3an8Z9KX0wrfEliERHKIwxX9Qdqdulsl0quyJNV6Rp5ooWvhStrzPTWX0gYSLTFjprY/MusWwi02Y6ayTTdiFv43NMskNEGxYyo/WE3ULRK5X9kRrqFDGXpDKTumAEcrCYR2Sy7VB1LJaGVLJJp1pEvGkIxnGnBJoZyMIq9ARsF0ErD9oExCkjnijqjaG+OBpMa5gyHMgi/jTgkCEbR8ZrCo0HtZF6f8hARDCXoPaF9UTcF60hLlHjlRU6L2ZjlMYg6mAxJ6fx8GongztoOd8xBkOQnfYnmqA/gbFliK2pQz1HbgETWwhb0UkNvVjHmRJKFVSBDExXYa4Bsy2Y7WBCXy31cb4zKX+AP63yJAFvCvQkIHcMcoW/dRbMrNJEKYykQk8o9ARgomG7CDolhU1U2njQKSFOGbKLKjOrAKg2yg8Qrg/SnUnVm6iUim6CbBtmWyDdAMkKSFZgsorQVXd6yhJqatkSRudRqoAzJYPUMIVaTG29lq8qPAkdV7WGO0a+buSrOqbkSwyMbMkm1fV0AXBGbFJd5QjrqLxdrKO+uDaYVQdTFq6iMLF6Mq8Ppm1s3srk3FLFRKZNZNoQTNrYvMYb1XijDqGkC6RMbEFP5g1MEQ9kzHzVKtb1bFlD5FBfCvUkMG9S7U9rg9lJYrM2t7Mw2jzacnTT0TO7r7l7auuxpf03dFcPN9btl6oLw9Uji7uuGWw8tPvKO7YcvnnlwA3bjp7ddeL23Sfv3HjghrXLb9x2xZl0Z31v3d58b+P81mPNuR1bLz+1uPPE+j1XjlYPLO68Yrh2YMOBq8mY5vLfAAAgAElEQVRUozC1USwNehv3jDcdai3uEAsjb6gyQUplpLSeMGwXIZsA2cUJVbAninhjSCA12RyE3RGFkXSxmUNX3bKwtndp8/7VPcfHK3vai9vl0ijemIvVZ9tLO+e3HS52F2ujDaXe+rlNh1xMYnZ139zaXjnbXNi8vzJYyvUWyVQzN72lv/3KlZPn6puvTi5e1th+zXj/qQO3P95YOVLbcLknM1KzRYgswnQVZGogU4PZFia2UbYBEqXJ2KRwxSdCBbqikCsMucIT10BhJBVGUmkglQYSMNGQjUM8YZVDVtr4ib8AWHnAwilAqodyk5raRbg+wvUhrgPzXZBuQUwTYpoTqgCijFA1DVP+6vf/ct/jL1127W33PHrpzLmnTt56/t4nXilPrXz5u/987qnXbrrviTseeuHGu79/450X7n/i5etue+COh59545OfXX/n+ZNn7zt++m5zULrhroeasytvf/rzK8/cffLme+959LlXPvjy5vsuzKzsvvy622+45/HT555dO3D9dXc+vvPY2W2HT9/y4MVT9z1z8pYLh2/6nsYbNZJpC1PQEmkrX9WSuQmvmD8Fe+KwKwa7YhpfwkTlYEcI98SYzIjJjOjcUK7Nh+oLQnmGL88JlUUzX/EnB1R2RGVH9fk9kdpSuLpIpQaTw2aH/miTzg2jjXlfuCoXh3y2G6mMHVxGyPWYdDvdWSLidQuToNNNT6jA5TrecJFM1qXSgIjX6VSLTrVwt4i7BNBC4S5BofejdgG28xOqYHcEckdgTxz2J3EyqyVzmDuMOjgyXA7yqUxlGMs1K535bG063Zjzh0tycRivzzbnt4r5Xrw8TJR6kWwn15qz+UO5+kypM+fnk/XhYkBIBUJ5uTwsTG/mqvPh/pbk7D53boHrbalvOj5/+ExsuDncW/VmhmAgBRI5iC4BdEVFlUGmhvANhKmBRAEKZgFvQuWKAe74xM2H3RHYHZm4Bt+qlCEIGgnIREIWFvGEAWdIZZcAhwzZZcAqqsysAqR6CDuE2d6kYYfZHsi2EaEHs60JUiqypgqWVMESTFZ1TOXHv/2Hz/7idy+8/uEnf/H7l9//4tk3fvj+F7+e27zvN3/6t9c+/vqRF9589cOvLr396WsffP7yu5/edf7Ji2989N4XP3/y5Xceufja06++l6r3P/7Jb6aXt37167954fUPHr/4xj0PP/Xlr/7wynufHr/htude/+Ezr3369Ouf773y9kde/OFN9z598pYLz7311csf/fLlj35507ln7FwBdkiYOzrptzSBjJmvaIgs4k1MqIKcUbU3Pkm2YO6oyiJY2SLuj5nYHOwOWYSyTaor7SEDU8QDaYWJtQrlSVBOH0wbyayVLeoCKROVMRApE5szECm3VNL7w4ZABDCTsI1B7CxkYzCXgLo4jU+C7DTuEZTmoD4YVpoIxMEhDg6yMYCFUnskyEorDAGF1gvbGMTGw3YetouQ61uqQG8c9ifRQEYdzGDuKGRhXUzKQ8YpKWt2c24iZvOHjL6wL1SCrZzKTGu8Mu4SNA4Os5KQMahQuzUOTqn1wqYAoPeCOpfGRgCGAOLglGZWTeVwqqgVm6jQBOiKKdZVs0UokAR8UR1fUjhDMJGDqQJEVZRkCaArk7W+yWL7d1RNctITqhCH9P+lCjQzoFMCnKGJnsGOEGiTVGZWARIdmOoBVFtFtkC6A1BtFdmA2Q7CtSGmOXE+lYGiwl+AyLKWrTD5sUsu0Zluqr+SHqzShVG4sWiTy3Jtkcj2yUw/VF+oLuxisj0i2fLH6mSsySVbbKLtl4pcsuMTCwG54uFzcm7IJVt0rEmEK1J2EJBLwVCVS3bYVJdJ991C2R+qE9GGWyhy6R6f6XPZoVyaQewhb7jpCbVQT8Im1FFfarKPMKl9uCeGuiJqb9xIZrX+JOz49ttqibSeyurpnJkv6emCI9qeDPaaQEbtT6u9STNdxD0xE5Wz82WNLzF538QWNL6YIRhXeyRDMKr1hVAnj7tF0EKp3SJkpXW+kNotwjZGYQjgLgGysKiDAyyUzh9Wu0XQQik0HtzOYjYWMAQRGw/ZuO+ommSF4UBax1UNXAX3pVCnHCvPtKa3bN13dW92q5zpFbrrI+W5/GANtEm6QApzR1UWDjDRkIlU6AmF2geYaIUuCJsphdaHmEnQGFRo/AoDBdjDkD+DUWVDeKAJ9XCpoyLyUDCrcEeQQArwxEB/AgpmITIPTtwpugJzdZStw1QJ8mcAd1zpiihdEdAVBZwRwCGDzhDikAAL979QZQwCZlJlFwBnCHSFQVcYcMhKm6j8jioV2fqPVCFc9z92VKpgSeEvgERJw1X2XnfOHSqTmb431nRGamxpvHrkrFRb5MtzlYU9tXV7XNG6N9ZcPXx6yxVnnFKxs7ibjNS9QtErFN1cvjraRMeadipNx5pibrj5wPU7jp6pDNfmtx5b2XO1KZjQ+mJWJqcPJHB32EykTWTSGEhqvFGdP66ycCYqp6eymDcJe+KIN6mjCppABvelvu3TvXHMHVV74/pgWu2Nq71xPZWF3RHMFwccsjqY0pIZNZUziVU8kNbTBT2Z1wQyuCdhZcsmKmcks2Y6r/UntUQa9yeMTN7CFzTesCEYtTIpM5VAHBxgoVQmAncJWq+MOXnQzCA2HrZyqF2ArRxs5UArPREn0ELpPZJC44HNFGZjYSsH2TjEIUEuGXRFVe4o4E1MMmGQP6OwSEozT0UbWodQ622MZPqp6mwwVEXtklusqSwSYA8rTALmjoJmBjQzSgOtMFCAiVXoCcjCqvSBiXgAJlppZmFXHPKm4WAJpmsg3cCErsKfx6gy5E8hgZTCLiPBDOhLg0QBJEqqYFFFlSG2hjA1iCz+/1IFOOQJVUoDqTAEAEMQMAQnVIE2AXCGAGdIaZcUVkFhFQArr4CpHkL3AbILUr1JHQTpFib0J7UPJCsTq1MZKEJkWceVn3ztk6df+ejJVz688MJbv/jTvz//zhfv/fT3H//qT7deeOHZdz5/9dNfvvnFb7cevu7jX/zNj7/508V3Pn3v819devvTtz75ixff+ez9L377+g9/dvGtzx679O4HX36TrI/PP/3ah1//7vQ9j77w9mcf/eR3eo9kCCbNdF5h4oxkFnNG1N6oMZiZDHQqi4C6YjoiZ2YrOqpgoCuIN6kJZLREWhNM4f4E7onhnpjaG9f6k1a2iLmjCjOH+xOaYMpA5/R0zsDkraEG7EupgxnMn1JYJNyX0gazBqqAexKYO66nskYmb2TykCuM+eI6MuWWSkYihrkEyMZofRHUKapdMmCicacEmGitM6x1hnGbpNSSGkdI7QqDVhr3CCpTEDATCsSOWmnQGEQs9KQCIg4JdodAV1Tpiqg8ccifwsicwhHB3FHAwkEGwugSNWYa0vhAjR/Uk6CBga0CbJPV3jhgFgALh1hYxEKr9IRC7dM4JQXqVmj8iIlSaf1KnV+h9qjMtMLAAc4oEiwYQj21NES4Lso2QH8B9KUVVlnpjALeBOBNAcE8SJRUwZKSLINMDaarEFmEA2nAEwOckW+Tn64o6AxBrjBsFwELpzJSSmNQpQ8odT7QEAAtlNLMKu0S4AwpbOKEKtAmKWCqB1M9FdEByC7EdAGqDVBNlO9NLHWAqMJ0DSQrYLCM0FUjX7/70VfPnnviqZc/PHv/k+cef+Wex1++cOm9M+efPfW9p2/63pN3Pf6DMw88s7znxA13Xbj53ON3PPzMQ8+8+sCTPzh194VHL7716odf3fbAkzfccf6W7z3+vcdfHK3ffuLU3fc+8sLK7ituvvexex+5ZPCGzFRGZREMRM5I5nFPQhfI4J4E6orpAhnQFkI9ScgZQ30pLVFEvRlNsKAj8noyryNymDeJuaOYO6rxJbT+uInK4J4I7A6pA3HMF8V8UT2V1hJpDZHVkjnUk5gUTcyb1PhSmDtuYUomqmDjSgY6Z6JymC9upvNuuergs95w0RCMmogYYmcBM6l28Lidw2w8bGZQK6f3hCETDZlo3C5AJhqxM6CFhG0kbAmiNlKp9wCGAGgMToyrSasOuqIKZ1jlikHeJBbMQu642huHbAJu52B9wOIWMUMANRKInkBMjEpPIDYRcUgKHaF2ybCZwa28Sk+ARkqpCSg1PkgbQAxByBgEDQHEQit0QcAqA84oFiyC/oJG7AFUE2HqKFlRedKAO4kGMoA7DnhTUCAPkWWAKH33NwoQWQS8KaUzqrSHVI4w6IiAjghkl2FH6D9SpdT5VDofaPDBZlJhCCqs3OQ2UGnjASsP2gQFSHcmB5ps/DFdlB9o5DHK9FCmA5NNpa+k8hdRsooQFdiXs1BFO5M3EVl9MG2ki+pgxi43Jv6kiSubuLImmArEOoZgUuuL6bwRrS9iJGL6QMRExexsSuMR1U7G4BNN/jBkIqxEXOeWtC5Z54pYg2m1K2ok8zoipw3mFBYZcSdQTxLzpox0SRvMwa444k4h7pSOKKoDRcyXN9A1zJPTkyXcl4Vd8W/vQR2ilogb2aTSTmsDYdjJqX3hifFtJFJGMq3xJTS+hNob1/hS+mBW601pPEkzWdB6U3a24hTrOl/SSGZ1/riNzdr5tI2J6/0hg1fWuUXIROA2BjGTqIUy+8OQ0Y9ZSbNfxqwkYg6qnQxgDmBORutmYJNP52IAvRu1kQq9D7SyoE0A7GGlPaS0h1WOCOSOQ96kypUw81WVLaQ087CVg82U2s6ixgBqDGCmIGQMYjYGtjGAmdR4w6hdQC0CoKchA4WaWUDtU6k9kManQJwKyIaaadBIKXCf0hpS2KOQPwcHSxqxoxbaCFVTeXMKV1LpjKtcMZUrpnBEAG8KCeYQoggSBYAoQVQFpqtwIA9504AzCtgjkD0M2cOwTYZtMmIPgVZeZWQUekKp8wN6L6R3A3qvQu8HbCziEmGnoLTQShMFWBjFpE8HqPYEKYBqT4ZBjO3DVAsiGkCgAgVKCFFRU3U9W7/unmdP3PLwjuO39dcun9119cajZ9eO37F6xe3Tu69dO37HnuvOjbYe33bith3Hb9t5/JatR04z2d6mwzc1FnfO7zy2vPfk6qFrhhv3br7sul1HTy1uPbz3+Nnjpx5Y2npi/4m7q1O7LFRRF8iobCHYFZ+sUBrpEubNgI4o4k5pAnmFSUY9aU0gD9hjan8O8+TUvoI2UMJcKdARxX0p3B/DfFEdFdMQEQMZ1RMRzM2rLITGI8E2xh8uW+mkkYihdkHri+i8McwVMhNpQzCpdoW1vpjOG7PQWZ03ovNHNR7JQsVtTBx3kGa/iFmDgN5t8nCgzoWZ/QYHDRs8eicN6Z1Wv4jbA4jZj1oCkNmndTMaJ6G2+rX2IKhzAHo3ZqdgGwPZRcAeVjnC32XAJ8EY1JdSWCTYEdJ6wpCJRMxBjY2ADR7Y4MEtAdgUwB20xiNCVhqxs7hdQEwUbCQVmAPR+QDMrrMEcMP/S9h7R0tRZe3/1ZWrU3Ws7uqcc0739s35wpUMXjIIiAiYUBnzODijYxjHGQOOGQkqgoiCiARBchBQcpCoBEk3du7q8/uj0Zl33ve7frWeVau6V/da3b0+vfc5+zz7lE6oMPP4LCQy8LV+ntwNSVywLk5YaklHE+lsIR1NuLkG0VfCmhisDkFMoBwpCXMVYa3GTNWwqQo21yKWOsxYheoSqDqKqEI4E8SZIMH4CcaPM35U4S1ThYhNCK0naB0u0UESI6q0k6wbVzlhuZUns8AyC0S4BmKOdsQ+oCzY1l4Gi7C3I+ZmnqEBNtYjhhpYX01ZGhWepreXr12/78fPN+98b+XXmw+f/nL3jztPX1n9/dGl3+398ztLvjt+7pt9R9/89IsN+44sXLVuw74jw6fN2XHiypI1Oz5au+OjNdt3HvtlxYbdS1Zt3nno/IvzF+84eGHpV9uXf7Pnk692DZvwIKnyUdowrPKVMxRP6Se0UYGxUmROEtoYpPBLzNV8bZw2VSns9RgTkpirpZY6oT5JMFFEESDYsEAfFhoiQmOA0LhltojKHZ947+P2aEPL8Cnto+5sGDJ+2KSZjDM4bNLM2iFjxDp3++g7B46+U+OpGDX1/njrCMYW7hg3o23UZInZO3H2w9HGjqahYyL1AxINHa1Dx7YNG9c+dFzbkLGtg8d0DJsg1zqGjp5a2dhR3z7CE6u1B5MDOydXtAy2R6o9sbpk022tQ0bTavPYKffYw7VUuSqh8pbrOmXjG8EGxZaq8j4qQn0Yk1mr2joHj54mkBuGjp7qjzdEqlpNnpjOERk+cbbKGh4+cXZdRyciUtW0DE02DAhV1LcPGmFzB80OX/ttozRWT6J5ULhxiNgYhJQO2lGJmeKopQazNRL2RsJSWyYGVocgpR9WhxBtFDMmMHMFZk4i5iRircFtdYi+EtHGy1RhygCm9P1OFSL3/G+qYJkZVdpxlRNjHIjcCsssPKkJEvqHkO6OcqcNz9oG/xarMGsrbGqC9LWQvpanq+LpqnBjndBW0zhqasvoSY2jxjd1Tr5tyj3DZz40760lnXOeHDx9TtWIScNnzh0waeaACTMaR06sHz6+fvhEfah+yJQH64dNnfLgM2PufrRj3MyagWMHdE5rHT6leejklmF3dE55qH7Q5PZRMyyBFmm5z8QUF5jilCHKN8aUnnqJvUpgihO6sEAfLWcuub26PNGTWKpUzkapuVqoS1BshFQHhfqw2BgW6YJ8jUdiCr7w5uJvdh5+5Z2lpy72zHvpzV1Hzmz78cT8JZ/+3J2d86e/6j3Rg+d+3Xv8/PPzPzhy4drIKbOSbUO/P/nzkQtXn/nnvzZ9f/j7E2eXrl63bPX6JSu+uni9/09/feXwqZ+feObF7w+dOnzq4j/e/PDSjcyd9/7hal/x87Xf/enF13b8cOLwmSuvv//xO4s/+27XDyfOXfnzi69+s3nPWx8uJxUWQmHDGBfGeHCV93cRbBBReilNAJHZfZUDTv3Sd+DYhRf/+c7+I2dPnv/1jXc/uv/RebMefOpaCkyc8dD5a6lt+489Ou/5H4+fOXn257+/Nv/QseM79+5/5bX5qVxxyl2zfr7et37XD5ZIPU9hgRgbZUng5hrc1kBaGzBTNaavQHUxVBOB1SFYHbrVsG+6RRVmrSXs9WWqMDaCqIKYMoAqvLjSRzB+TOn7PVbBIiMs1uFiLUZry1RhjANV2v9NFeUbhLkG8GwtkLW5TBXiaMNct2xViKWRZ6hDDDW4uZ4w1eGGKoQNC4yVtL2Wb6khLdXywEDK1kj7B/LtTSJXs8DRKLDXSd3NuC4mtlTT1hqppUbpaCBUYYE2hit9lNrPZ3xyU1SoDog1IYS285mAUB3CpF6JLsFXRwT6KKELlle/hYYIbY6TmoDIGBWbYmJjlGT9JOuXWStQpVtijouNUbE+JtLGRdo4nw0RjJ/PBoTagEDtlRlDfJVz2v1PHT59ffDoaeeu9L327pLNuw8u+XztJ19tvNSdf+y5V0ye2NnrqZXrdvzzvaXXUqCjc+rw8dN3Hz07Y84Tz7769sp1W3+6fGPpyjXXerOffvH1ybMX//HGOxcu33jj7QX7D504ff7qY396PlUEs+Y8drk78/P1vg8++XzVhq33PfKnv7w8//X3Fv94/Mzx0z+PHDPp1Nkrt0+4i5DqcZkJl9swhbNcgyiLZP24yisxR3HGkWwdeej0rzPvf+Ivz7+27tud5y9df3fB0nvnPP74H/+6be+R5//+9sWbmWPnLs9+6A87v//hxyPHP1zy0aUrl9d+s/7zlV8eOnz0medeuNqT+bU/769uI1Q2vs6Dsj7cUoXbGghLPVpObboYpo1ibBjXRMrtr2WqeMYK2FSFm2swYyWqS5SpQhV+VOHFylL6UIUXkTkhiYkn0vNELCpUISIVIjWgCiumtKEKKyK3IHILIjFBmGsA4mhDHG2os728CFi+hq0tiK0ZtTZBxhrMVEfZmihLA6arVrgHiCyNElurwNasCg7n21pxa6s0MIywtUn8g2FdLRMeyjc3Cq1NlK4GVcVJXYVAV0moI6Q6IjZUqJ11iMxdNi1hCreIDUuMCT4TYmx1tDYu1sfk9iSuDQj0YYE+LLcnCdZPaLxKV1KoD+IqN6p00qYI66mR2xJCbUCkC8rMibL5iWC8BOOl1H4h6xOovSpLTKByznxw3qLPvlm9Yefh05c6J07fdeDYF+u2frhs9c/X0q1Dxxoc4Z0/nlq/9YeX31y05+BZf0Vz56SZW/cd+3rTnlfeWrRu6/ffH/np89XrDp84vWLV16fO/VLb0Hrh4tWG5o7jpy6s37zjnQUfnb/SXdk44OjZSxeu9c7/4KO13+35fO13by1ctnzV+itdqSs3+v7ywiuLPl65/fujuJjFpEZCbiUUdlxuw+U2QmEnlQ5C7aE0PoJxS/T+WMOQUz93L/50zbsLln63bd/pc5ffW/Dx8y+9+v7CZWcuXFv8yaozF298s3nXK/Pf3f39oWMnz3708bLVX3199uz5ffsOnDt/cfnnq3fsOdSdA7ZQDSazYEq7yBLHjJWopYaw1P62w2IUY8OIKoixYVQdwrQR3BjHjAnEWIEaqwhLLWGuwvQVqDoMMwFM6cOUvjJVqMKLKFyIzA7TJkio4wlUMF8JCxkerYNl5jJSsMwMy8yIxATB9mbY3ow628uWTtTZjjrbMdeAslMPNjdAxhrUWIub60hzPd9SN/SOJweOe9gWH+5rnDD54X9Wj7w/OeKB2s6Hq0c9GB18d/vkJ+Te1s5Zz85++l/1Q2dWdkxt6rwvOXh6pH2CLTEo0jKm5fYZ9cOmDpk8p37o5GTHOIHW660ZlBwwvn7Y1LrBd/jrhg0cf3+w8fbaodNaOmeNmv5Ia+fdNYMnu5K3NQ2/c/CE+03BptvvfGTMjMcHT7h/xOQH6odOrh00OdbcqfXUUmo/nw3QhqhUH5WboqTcbvBUDR83c/maLY8989LyVevfXbT03UVLV63bctf9j36xdss/316kswS+XLf9q/U7J901Z+23e2Y9+JQnVLNy7daPPvt6wPBxX23Y8fo7i5598e9zH3vymedeWLn6a6PFufzz1Z8s+3L+Wwv++tLrT8178ctvtj73yr/e/3jlk8+9MuGu+z/+Yv0HS1fNeOCxF//51qJPV770j/nPv/za6rXfPfPCa7iYxWUmUmEjFDZMZkWlFkJuJZUOVOmU2xK40oXLrXKj/+PPN6xYvbm+edDyz9d+uHjZHx7706efrX7/w09m3vfwK6+9+8VXmz9b/W3Lbbcv++ybDxd/dued9/z97/MXL1q2fNmquXOffvu9j5557tUPPlrjDregUhuu9GCqIGqoQMzVmKn6t91gI6g6hDI+TOXnMV5E7cd1UdyQQA1x1FRJ2mooaw2mr0BUIZ7Sjyl9uMqLKz2Ywl32lsFSG09shIQ6iM/wKAXMV0JCNSI1YHITKjPCEj0s0fNoHQRZG3m2pnLzFuJoK1/g7oGovYVnaeSZahFTHWqsQQzVpLmedjYPuuOJhlH36sKDksNnx4bMjA2dFRk8a9CMv0x67PX2qU8NuXuetbZzyF1/rL/9noZR9wSbxzeNeSDYOjE5dIajakS0fXJlxx2to+9tH3tv/bA7W8fMZJxJb93QxhF3hZo6A/Ujm2+fOeSOh6OtYzsmPNB8+8yB4+5ruX1G2+iZxlBT5/RHh9/xkMqRHDppzm1jZo+Z/uhtY2a3j5p+1x+eGz5lji3ahsodmMIt0AQFmqDUEJYagkK1yxltdEdrg5WNBru3aeDQyobmeE1TRV1bJNlYWd8uY82V9e3VTR16m++2EePsvliittXui1U3dQTitaGKeps3PHrCHc/89UWd0eYORBLJOkqsEEvVAlotoNV8qVbEGDGaFanMpNIgZC201ili7XyFQa6zixQ6kULHl7KEmEFFDC7REXIzqbQTCjsqtSASMy6zlGMVwfpFhhBf44EEWr7cIlFbKYlGLNMSQplYqqHECpnSIJSwEoWekmhwoUYgNWKkSkTrKIEKxyVSqZ4kFRKJjqAYUmxABXqI1KMSB58JocogZqzEzMlyxRxhQygbwNUBTOUn2GCZLVwbwnVRWBOBdVHMWCmw1mL6OMwEYIUHU/oItY9U+XClB5Y6YKmDJ7HyxEZIoIX4DEwqYL4SEqhgiR6VGRGpgUfrILEWEmuh35eQIXMDbG0q+xTKuY9nqucZaiB9Nayv4umSiL4SM1ZBmjhlq+cZk6i1nvS0QdZ6UWgQZK27tdG7uxkyVfM9zYg5iRgr+LZawlRPmRr45kYeE4dVCZytgJVRjI0hihCiiogMVbgmTrLx8rXIUEmbk6Q6SKgClCYgNkYxxiPWRwjGS6p8BOMVa0KU8t9nkcbPupNCgw9R2GC5FVe5SdbL1/rF+pDYEKAYx/PzF63+bs+fX57f2DH03K83H33mLwdP/rT/6PEln31++Kcz7y7+6OiZc2cuXfnXgoW7fzy0av3GvYeO/Pmll/cfPf7TL5feeO+Dv89/6/yv14+dvfCPN97ZuG3PvoPH1UYnIVCQNMuX60QqMyXXY1K9iLULWBuhNFEqGyY3UUqrkLEI5Aa+TM+X60ipBhezhORW+kPkVkRuxZR2UmknVE5Y4eLrQoTaQ6iciMREyM18hUmoMGJChi9lhRItSasEtIaSaEia5Uu1KF9N0XqK1sO4DOczQrGGEqgFIo1ApBGI9RCmJmkLKbETcjch9+OqMKavQE2VvwcqTBMsLwDjKu+tTixNENdFEV0E1UcJYwVlTqLl/nfGh8g9iMxZXpUqhytUaoNpI0+k5QmUMCXn8eUYrUUlhv8UQuuhcqYrC7WXbVxtqL2FdLah1gbYWMsz3qKKp03AugpYXwWxccrVAhmrcHcr4mol/R3i6DDE1Ur6B5DedtTVRLibYEuSZ6wgrXWovoZvacH1tRCTgBRxUl+DqcgPK4MAACAASURBVCsxdQJVxQltAmcrUHUUkvkRVQRVRzEmhDNBgTaCM36+JizUhwW6EK704EqPQBOk1H6Byk8pvSI2KFQHRGyYVPkk5nDZj4sxDlhuh+V2Qu2hTSG5NSrQejrGTL/QXagfNKrhtuHnrnXNmPPQr32p5avXfLbmq31Hj6z9bvPBUycPnjr59PN/PXvl8p333rNl756X57/x5fp1f/7bS/PfX/Dekk9Onr+868fjS5av7sqCn6/26h1BTMjQKgsqVqMSHS4zkIwVkRoQuQlVWAmVA1PaKMbBZ2x8hYmUGUiJlqA1qFiD0MbyIj8is8MyCyK34nIbIrfy5E5E6Rbqg4jCobDFZMagVO/lK0yIgOFLtRStFch0tNLM6J1ihQkXsyqjjy8zKrVuitY6vRV6s49R27RGD1+soWg9JTEJFHaIp4AovUDlhxUeRBtF9LHyiArXhkjNrSo5qnSXjcKYyotpgreWaAwxypws76qAKMsDKScqd+BKF6Zwo3IHKrXAtBER/psqRMTyRFpUpENo/b+pQiz1mK2RcLTi9hbC0Vq+QK1NhK0JMdXxdFU8XRLWJnnaBKSOQeoYZaiFlDFMV02Y6jBTHd/ZCmmqCEcrZmskHM2ErYm0NqCGJG6oxLUJ0pAgjEnSUg2pI+UtjjBtFFGFCG2U0EZhlQ9V37Lb8hgvrg0JDTGpJUGp/VJTnFT5KLUfV3poQ1xqqqANcYEmjCt9fDYk0kWlpgqRNk6pgwJdgNJ4ylU4nsIKycyoyiEw+AU6H1/nYRzRE5d7dZ54/aDbdx89UztgyOXuzIHjp1d8vWHei6/UDej4/ujxY+d/fu4fr7767vuHz5zb8cPBtxd/tPizLxd/9uWbC5Z8+Onnl7rS2/YfW7T8q2Pnr168mWGtfkykRkQsIdULVHZUYiCVdkLlIDUunswi0PlQpR1nHITChstMGK1FxRpExPL4bJkqTOEsg4XIrZjMCsssAl2IJ3fCcjtPZou1jHJEmyfNenT23HmTZ86ddNecyTMenjLz4dsnzpo558mHnnh+5pwnBwwbP3Ts1LvnPF7V3NE2+PYHHnl69Pg7p0y/7/E//nX81Hvu+8O8YePuEjF2UmGDaSPGuFBN+D+pIlg/rvLeWqKW2XgyG8p4UDZQXiHGdVHKWPE7VbDcCUttqNSGyx3lj/1fVMGUHOYrYaEaFbKoWIPR2vJXhjBbI+lsoVztlKu93BuD21swWzPPUANpk5CmgqdLooYkoq+ENQlEHad0NXx9LaxKiGzNlKWRb2+mrC2Uo0XobBU4mklrg8jZRJqqaHutwFhJaGOEKcG3JmFtmNDHSEMcZQOoOlRO7WJTDFZ4UMaDMh5c64MkNkrnp9R+SGzmswFU7qINUUzhJhg/pQ6K9TGBJozKPUJtRKSNKyw1Yl2CrwmLdEFC7cKUdoxx4ConqnKgKgemdmIqu8QSwpSWFd/uZZ2xcP2grQdOvbno838tXP7Z19+99s5HgzrvMDhDX27YvnrjjjFTZ2/a9ePr73/8/scrp937h/Vb969Yu2XuU88/+ORzy9ds/nbXwXsfmfenF19ftXGnTOeg5EZccuuvCYn0iMSEKmyIwoYobJTGgyqdmMKJy22Y1IiJ9YiIhQUaWKBBJSZcbiMUTlTugKU2VGopj64g2szX+imNr1zssUeaJDoPYwnJ9W7WGtRaQ0ZnTKFzWzwVNl/S7E6I1RazN2b2RLU2r1ipVRvtBqvb7PA5/NHhYyZFq5pkWhssZCCBCpcZMKUN1QQRQxQzxHBdGNP4cdaDKZyIzF7+GGU/Z7k2i7IBTBsiDXFcF8XVAUTpLg+kEIkVldpu/Rkk5v8Rq0gZImAQgRoTaXDxrb8QLFRDiKkOtzaWb6NF2lspRxvlaCPtrbC+GtImYW0SM9SQphrcUIVrE5gmThmqheY60liH6qtxcz2kTYo8AwSe9rL/mLA30p5W0lJNmZOoJgKrg7guJrRU8U2VMBMktDFSE6E0MUTuw5QBgTYi0ifKRVtKGxTpYxjjEetDUkOQYtyo1CY1RcX6ECJz4koPpQmQrB+Re/iaMMVGaGNluewp0oVJlQeXO8r2JpJ142oHorQKtB6hzqtyJkR6n0DtErJusdbL2uMSrV/AuBhjSGEKCRR2odrFGAMyg0+h9+lcCdYSJRU2CethLBEp62MtUY0tJNO5xGqbTOfiK0yEVI8ItXy5hVa7cZlFyLopxgHRRkikJ1ROTGnHGBeudBEKOyE347QBE2kQEYuKdAhtxGQWTGZFJGae2MgTGxDaCIsNkMQk1PmwcsBT2hlLSKCy8xUmocIs0zhJiZ4vM8q1LsbgLT+jsfhJqQan1ZSMJWklLpCa7F6jzaPWW40OHy6Sixi9hLVgNEvKdDhjhVkvrI/8ThWmdmMKJyyzlCMlLLUhCgfKeBD1LbBuOfXUAVjh4knsEG1BJFZEYkVkdlhqQyRmWKJHROzvVMF8JSJgUKEKE6lxMYuJ1IhADSGmOszSgFkaUHM9ZmnCrc24tRmzNMH6alhfjeiqMEMNbqhCdZUoG0PZGKVP8A0VhK6CMldjxiqxu4Ww1BL2+vKtDfiOOqGjljAlMG0I14ZoW1JkqaAMUaEhQbBBvibK14RJJiQ1VVDqIKkK4DIPnw0INEFU7oJom0gX5KtcmMwi1voEanfZCqewJlC5i9IEKE2AVAcF2gjFRihtFFeHCFVAqA6VB1uk0kUqHTjjwBk7oXLILGFEbsEZu9QcRiRmsTYgM0bkpqhUF1JZEjJ9mJDZKIWD1vjEGg+t9dJaL59xCBiX3BCiNT6e0MDaKmmNj5KZpVonKTPI9W5coqPkRlrthEgVj68VMU5Maob4Gopxlm2fpNpVTi641EpKTQStQ4UsIlAjIhanDbjMQshsiMQE00aE1mNiPSrSwbQRlplRqZmvths8lfc/8dcRE+5uGjRm4vQHB42aMmLcjNGT7xk6+s7OSbOnzX50/LQHpt/7+IBhE02u6ISp940ef5c/XDX1rvunz3xw+swHp8144K5ZD40YO2XA0LGJuoEQIcMVZkjp4mlCuC6MawOExour3GXvVzlS8iRWWGpDFC5E6UYZH6zylQ0wv1NVjlWIxApLbbDMgkhMv1GlgCkpj5RAlIxHKRABU6YKF7O4WAvh5vqyMFMdaq5HzfWosRbWV/M0SZ4miWiSqLYK01SgbALXxEldXKSPyawVElOF2tMgd9ZLHLUSd73U06DwN9OuGrG9QmJPqL1VMluEcSWs8WalIyE2h4T6IMm6Idoit0b5Ko/RVxttGC5Qu8Wst3rAWFRqkej9clOI1vmi9UN1rgRMG7WuSoneTzFOsSFAMG6+1s/X+kXGqEAfFhpipCZEakKEKsBnAgLGx1d6CZkDk1gwmZVQ2CiVTaL3k0q7PdJsDTXSuqDOVWcLttpDbUpLVKB2+as6WEdCZY8YfEmp0SfSusQ6t95bKda5te4EKjX7kgN9yQ6NI5GoH6KzhZV6j0RtFyrMEC5n9H6BzIKL9AZnQmkI0lovIbcK1C5IoC1Thcjsv1OFCVQIpUQEapw2EHIzqbDhMgsmNeO0AacNmFiPy0wkYxWo7JhUz2csjMkXqxnoi9W7AlUKjcMfrQ8lmvTWoMEWile3G2wRu7faE2xSaDzRRLvRElZr3DqDV61xJipbfKHqRFXbkFF3JGo6VHqvQGok5FZI4YTYYJkqnPXgKjemtONyGyo1IxITIjHDMgsstyOME1G6eYwXYUOYNkKwQUTp/o0qc/llPKn5P6nikRKIoCFCyiPkCKXEBCpcqCZELC5mIcRQgxprUWNt2ZhA2Zpwcz2qr4HYSp66EmYrEU0S01Rgmgq+ISm11KzafGj9juOb951ZvGrHik0/3j/vjY83HPhw7Z6FX+95+/Mt736+ecmaHRu+P7Vq8w+fb9yzZtuPi1dvXbXt8LL1e99YuGre3z9Yt/3Y0q+2f7Fx76drtq1Yt2vZ1zv/+d5nW/b/tHDFuoUr1q3csGvxlxs/Xbu18845q7ccWPTFt0//7V2CcQu1AZJ1Exq3yBTm60JiU4Jgw4QujKt9lNpPKTy41ImJLLjYTMmspMJGKiwC1kEoLVUdY2+fPnfopDnj7nqy4/bZf3zhgyn3zXNEW1qHT2kYNK7+trFz573cOfWBIRNmPvzMK8n2UYm2kRPvfbxt5LSmoZMrW0ZZAnUtwyY1DBozesq9U2Y/MuaOexN1tzW0jRrWeeeocbMmTHvo7vvnTZ39JCoxEQqbkHVDtIFQOXDGTintQqWDLzUTIi0hUJFCNSbSlGvruNSKSkwIbUTFGlio/n3qJNY4pFqnUu9xBJJihclg8bN6l0rrwCiFWGEiRKxAbkKFLEkbJSo3j1CRYgMtM6OkghKxlIjF+UpMyEAITYhYgtbhYi0m0JJSC6JwIWwANQQRfQBlPRjjujWVk5kRuQWVmjGZFVXYMMaFMh5Y5YHVflwbItggqnT/NqiylMFCJCZEYkLo/0EVj5TBlByhlCifKYOFidQQqqvDDQ24oQHT1xPGRr6lhTQ3oNpqnroSZiogZYzHxHG2gq+v5uurKTa69Isd7yxcvfKbPS/M//jzzQcffendtz/f8vdFa15674s3P9nwt3dWfrB808qNP8z/cNU/312xYNnGh/88f/GqXa8vWDN/wTePz3vnk5U733hv5b8Wrvh49YYPV6x5f9mGl/617IPP1rz09odvLPx0wYqvX1/y2Yer1z/9j7cXfLH+iRde//M/FhBlc4/KATFmQu/hG0OoOoyoQnxdhNL5EcaOKmy41EqIzRjfgPH1lMRCq52U0izUOxlXxFrRpHDErKHGZGNnvHZUvKGTMVdU1I/yhFsiydsiyYFtgyfr3cnqAWMMgVp9oM5fN8RZ0e6ItvjjA1TWqKtqgL9xkL9uAGMJxGsHKLVOvdlvtUfGjJ8VCDcF4u0VDcNxmYVQ2FCZkWStlMaCMQae1ATTJpS2krRZwNdQJIMKVQitR2krLLZBYiskNkBiLSzRYlIjTptIqYUvt4STbWPuuHf2/U9U1w7s6BjldIbrGjsm3jFzyvQHxk65b/Ldj0ya9eiEux8eMWnW0LHTRk2YMW7aPWZPGEL5sEjKE8pgkRyiZJBAjtEsT6BEKJVIbsUkFlTphLQ+yBiAy2ApnIjcCtF6SGqEJEZEYsKlVlzpglUeSOnk/dYtgzEeVGpDxBZYZETEJlhsQCUmhNZDAhVEySG+AiKkECyEMBrCxTxShvAVmJApC8KNdaS5gTQ34MY6wlTPtzZRpnpUWwWrErAqAatiiDpO6ir4hiShTWCqoJgN8pVOWheUWmIKdw1pjgtslepwu8haxXiaJJYqubVKYqoQ62NyS1JhrRTqw7QxITFUitio0lglVUdkmqDSEBRpLGKdXagOoBIHrfdQKpNY41BY/HytldJZCZVNwDokBrfCHEZot1iXINQuVG3FtC5SHyA1EVwVJtQ+XOVEGBuitJJyO19qo8QWUmSmJBah0obQWowx2Crrle6I0ODRequU+ghrTkh1EVLpUuiCVk+NQuPRmEJKnU9p8CstEZktonAmZPYYorAhEjNjDDGWiLNyAMm6xVovrXVChEyqtjAau4DWiiRGQqT1J1q1zjihsOEKs9Tog0SM0uamDXaxwQtLbRTjxoRGGW2iRRpMpEYlOlxqx6ROnsTOk5oRqQ6VaUmFRah0QJSGlJp01qjNV+H2JwOhGrXaIpdrrVYvq7P7QjWhyla9I+6INASq2iI1bRZXTKV1BCLVNKNDhFIen4ZIESyQQHwJRIohoQIRqWC+CibVhNiEyx08rY9nCCD6AMr6SKWLlNsh2ghJjLBEj9B6SmKhFA6Ecf5OFa7yYgo3JrEhYgsiNqG0GZWYUIkJlRhgsQYRsYiAgUkFhMt+o0qC8GVlpHCRCkKNVbi5hjDXYMYqzFhJmKtwQyWsiUGqIKQK8lRBhA3jumi54Q5RBcs9dwJzJWZMIJYK0tsImSswZwPlbYEt1aS1ThFo52lj5e3nMX1caKkgdGFSE8GZkEibwBVBSuknFR5EbuWzPkIZolQRTOEV6cJCdUCsDfBVTlRmFDAuocotUnsImUOsjlKKEKX2kyoPprQTjFuoDlBKLy6zYHITorTCCgsms5ISKyE24yITITaRUpNAZRVpHSPuvG/MrIdvn/HQnQ//edz0x0ZMnDPyjjnJtk6ZwVfbPnLAsPGzHnpy+Pg7pz3wWKJ9+ODJMztnzZ304FPT5s4bMfX+ypZhNn/Ng4+/otRGmwZMGjpqxpBRU+taho2dcs/E6Q+MnDw72T7Cm2wZNHHG8Mn3PPzMy7UdI8Vqc7SmsbJ54JAJMzpGzxh/16MdQ6eOHD55YPsoVKCExRpUYkJpKyYyYWI9TqsJCcvjs2VzMKmwwAKNlLWhfEatcwppNYyJJXIdX6yiaK1M41SbQ7TaKaQNIqHGpPN67VFGYmAkOj4hQyABn5RTlJwUqjCxChYyqFhNygyUzIwJjZjEhjIeVOsn2CCl9AokDj5txYRGTGjABFqCr6WERkpiheV2SG6DlC4e40YULljqQMQWVGjGRCZcbEZFBkSohwUaRMSiQpZHMRAug3EZhIggVAxhNERIf8+GEGpI4qZq3FSNGSsxYyVuSmL6CkR7y4eKsGGEDRH6mMBcWe4gaBrzgKthjKNhtL56ZOX4OeHbZ9s6pjA1Iz1D7jY3T3IPnBoZNkvoaSEdDZg5iVuqCFOCttcQ+rjAWAlJ/SJDJcVGCVWIJ3ejjA9R+vmaGES7KFWYlAcJuZ9SuFDajIutCl1YzHgVxrhYHSUVAREbFrFBUuEhFR4xGxSqvJTUxmccfI0bU9mx8hBYbMZpEyExUzIzX26htU6jv9JZ0RJtHhZtHlF324TB42Y3j5zqr+0Qapy2cFWkpq2hY6Q9UlXRNljrS0gsPmO0ztdwmylS568bUD1wlMGZqGse6/a2xCsGJZKDlGpnpLLFEaw0e+Px5kFGf6W3ps1f3VZ/2+ho7UBnsEquscWTTYF4fbh+kD5Y60606R1xX6DK5YsjYgVPokKkBlRqJsQmvsjAF2v4YpaSGoRKG4/P8uUWvT3ywKN/TjZ03H3P3DtnPODxJzrHTu0cN622eeiwMdPHTp0zafrce+7/YzzWcu/sx2ZMe/C+u/8wbeLsSZ3TJ4+dPnzweKc9wuczCCFDKCXMV/IoBsKUpMhMSR24yk2wfpL1UwoPn7ZTYgshNuEiPSnQkQIdX6Dn0xZEboUUdh7jRJRuTOHGZHZcbMVEJkxkwsRGnDYhQi0s0OBiLSbSwCTDw6QwLoNQGsJoCJdAhBSm5AhfgQlUUHmWh2qrUF0lqqvE9ElcW4myCUQdh1URmAnDTBj7raBA6RNKd2Ni0LSKYXepYx36muGhYdMrx8/RN3RWjZvTMOkPDRMejg6dQViTkC4CKX2oIY6bKsqAYtoorA5BCh+iCpXtO5DCzWPclDbIk7owpY9ShQWqsEgVIuVuAePDpU5c6hSovZjMLtL4BaogXx0h5H5c5hMyQb7Cz5d6xWxQoPUSKhsiNyFSAyopxwADITGKGDtOG1CJQWUN4wozTBul5hChcmKMi1S7hKxHxDoFCitfYcKkeqnRgzN2SusmWXe5nQZn7ELWTUpNMqWLlljUGrdMYZbIDJSIIcSMUKlDRAwu15EKk0BpRoWsSG4W0gaJzCzg6wihEVc5IZWd0LhguR6TqSGJBJJKILkckrOQzICLTJTAJBToKYEGE7C4WEtKtKREqzK4ZIyxrum2iqrGqtoWrcHucIdC0RqHJ2qwB8MVzYm6gYHKFiFjSTR0uELVdU1DEpWtycq2u+56sCLRolRYYB6NY3I+pRLw1QK+GqfUuMCA0mZUaYdVLpTxlNfyELGpvJwHUyzKVxN8FhfpIakRkpshuY0ns2EyOyaxYCITKjDAlI5HagixCRVoEb4GF2sxAYsQcgiVQKgEQmkIpXmYhIdJEEKGknKcr4QIXTWurcK1lYQuSRmq+cYaSleFsxWIKoKoIrgqiquiJBulNDGSjeKqMKYK8g2Jsi9H4muiXLXySLvY34RbKml3A2WtEjnrUEMcMURhfUTibRA5ajBDpFwF4ZsqbjVZ62KENgYpPZjaSWhciMKFyj18dYSvjqASFy5xkwoPJrOTCo9QG4AkRoHWQ6p8lCrMZ0KU0s9nfHylV6AMSLRhvspJKE2IwoDK9KhEh9Hacp2XlOhpxoGL9LhIT0iMYo0LZ6yU1s1nfZTaK9J4CbkVFmiESptQaaOUdpHGSzFORGYnGLdA7eWrXCK1h5CYBQqrRG0XSPV8iY4QMDxSQogZRKjEaLacYmCBBhVoCZFWLDWJabOUtgmldkhugxgbJDPxZBpIJIdEYkgqhWRySMZCUn2ZKr7ASAn1JG0kZQaB3MCX68RKo1CuhwgaFyn5UhbCxTRjgDARTMkpiYZHygRyAyXXo1INRMlgCQtRcoHcAMFiUqiGcBnOV4poLU1rSVyOIRIcl+GkAhOwmFiPyE0IY0NVDoRxwkobrLDw5EZIooGFDCpU4UI1RrOQVAvJDTy5GZZZcJmFlFoIsQkXGBCK5REqQqRFheyt8oFAhRFyGJXwEJqH0BAqglARDxPDOI0QEpSUQkJ9ktIkSDbK18bFxqTYmBTpKyg2ijMhQhUmVCGcCZLqMMVGKFWYUAZJdYRkowJjJW5IiJwNkDaKW6oE9jqxq1HsaIBUYcpcLXY0oLoYTxvBDBFSH6AtYR7jRNRulPWJLLcWbUhNhGT9pNpOslZEZseVHkodLN9ZgK/yQGIDoXYhCpfYGMbVNlLjINQeTOkjVR6+xkOq7YTKRrEugdolUJopuR6Va1C5BpWyqFhFiFiK1ooVJr7EQCutAqmREGmlWrtIa8MYEyIx41K7gHEJFHacNkjVLppxCRR2grbIDRFC5oJFVgHjwaVWUmKldT6cdeI6N09uxBVmnojFaK1IacFEGkpmRkUGQmZDaTOtduO0QaxyiJV2gcRKSW2QzAwxNkRioqQGQsCQAgUlVJJCFSJSoSIdKTBQQiMpMuG0iSc2QGI9obSgMj2EyzCZFpPqMake4jMIreWJWIjPoGI1T6AUMiYepcCFapJmSZkWk2kggoYIiYgxlqd+kEgOkTSECGBMiFMSTCTBRXJCoCDEakKqxRVGlLHwVBZIbYFYE6TSQXI1T6zAxEqSVuE0A0vVPJkGlutRmZGQ6kmJnhTrSIEG5zMoqcAoBSpQEgKGEChwvpzgy3FcgiACGBP+pxBchBJiKNE6JtI4KlQ/Ito8sqJtbOWAMYnmzmjD8GjDyEj9sHDd0GDN4FDtkFjj8ETjyHjDiHhDZ6yhM9Y8JtkxqWLgxPpRM6KtY6sHT4m1jWu5fWaifXy4qTPcPDrcPLpq6B3RttsjzYMT7UPDTYN8dR3x9tujLaOCDSPiLaNDtcMqW0ZUNA2oaBoQrm6vae1MtnRWNI0KVLRFagYEq9sTLcNjzZ2BuiHJjhG+2tZI/bBA9aBo/W0VLYPCDa2h+rZQ48BATWuyoSNR2xqsbfBV1wWSteHKukRVc1Vde7ymLVbVFk+2xipb6hoGxWvaKltvq2gbHK2/LVpzW3mHjEhlS7y6vaJ2YG3z8ETNoFj14GTd8OqmUbHqwRV1Q+raRvoqW3x1A3wNAwMNHd5kU6SmzRutC1c0B+PN/lhLIN4arGz3J1rD1a3BZFO8oS2UbIomW6PVA4K1A4INAyI1bbHq1liiKZFoSMTqY7G6cLwhGG+MJJrCFc2hqrZgdbu/ui1UN9ARrQlUN8fq2isaO3yJhnB1q7+q2VvZ6AxXe2J1ifoBvmh1OFFTUdNUWdkUSdS7Y1X+qgZ/ZV2wst4ZqPTFa3wVte6KKnc0HogmKiprwpGYM+T3xsLheCKSSMYqaiLJxnB1i6+21VPX6mpocdc1epI1vnhVOFEVTVQHK6o8ldWuqjpvVaMv2RioaAgmGsLxhnC0PhStCUaq/aGKYKwqnKgJxqrCsWQ8UR2LJkPBeCAY84Wi/nDsdwUicainCP5LvYVb6iveUm8B9BS4njzoy4NUDvSnQb4EenOgOwPSAPTmQFe61JMFqRzoThVyAGQAuNSTSgFwPV/oyuX7SyAFwPUc6CqC62nQXwLdWZDOg1SWS2dy6UwuXwK9GS5VBN0ZkC2A/kypPwf6C6A3B/ryoK8IunOgNwuyRXAjlenJZzIAXM3mukrgZhGkslx/ptgPwLVMJgNAEYDunnSeA2kO3MyArjRIZ0E2C1JZro8r9XBcHwe6s4WeXLG/WErluVSeyxRKqSyXyoJ0DhQKoDdVSudArgi6U4VcCfTkijkAetL5VJYrcqCnN1MsglQW9GdBfxZkAbiZzWcA6M71p4qpvnxftlhI5fI5ALpz2RQAXblCFoCuLJcugCwH+rLFdAn0FUo9hWIvB7ryxZ48uJkqFADoy+SzOS6TzRcA6E3n+nNcigP9OS6d51LpbC6bzqa6uVw6l+Vu9uUyANwsgp5sKZUF+SwoFkA6U0znuVyuALhSPtVbzPWni73pUl8u318sZDI9PcVMgSuC7r58FoDuXCkDQCZbLKSL+VQum871Z3O9AFzN569mC30l0FcEGQD60oVsrpRKFzJ5kM5zvyub47I5LpflcrlC9v8SlAWl/1L+N+UA9x/XhQxXSBVyRQ709mV6U/lMoVQAIF0o9efzRQAyhWIRgAIo9WXSXdlUFoB+UEwBLge46703UxzIAZDmQK4EUuksAIVS/iYANwB3DYDrgPuFK1wA4DoA1wH3KyhcAaWrANzk8n1cvg+UroPSVVDqAqUbAFwG4HqeS2cByADQXwKgBEolkAUgC0C2VMzksgCATB70cqCnBLIAFADgiqBYADnA9XP5AgAFUCoCUAQgV8oXS4USABwHuALI9BdKBZBLc4U8KBZAoVjKOIlEDAAAIABJREFUZPPpdDqdTpdKoARAd182B0BPAXRxoBeALgCuFEE3ANdKoBuAbsClQD5TTBeyfaC3C2T7QDENcn2gvwfk8yCTBZkcuHET5HPZTF8BcCkAbnBcHwDdHEgD0FcEqRJIlUAWgDQAvQD0AdAHbn2FAlcEoFDicgCAAgC9AFzjuK58KQ9Aqr/IZQHgAEgXQKYIfr4CLl8DF34Bly+Cq5fAxYvg12vg0jXw8zVwpRtkAJctcSWQzxeLeQ4USqAIAFfKFwtd+XQfABkA0gD05HOpQqEEQKFYKgFQAoArgQIolX89rgRKpRLgQKlUKpVKHPhvQUXA/ZdKv4kDRQ4Uf3tYyBdz/dnM3Q88OOnuWdfS+e0/HNyyf//OQ4f2nTh2I5POANBf4sowrdq6+bl35j//wVsvvvfmos+W9GV7U7l8EYBcvlQs5ErZ6yB7GnA/gOIukN8DclsB2AjAKgDWA241ABsB2ATARgC+Bdx3oLQFgPUArAfc14D7BoCvQWknyP0KSiDPgSIApRwAJVAA3LXUjRIoAMBxhWKOAz0AXCuBG0XQWwCFPAAlUARclssUuGKxxJUAKAGuWCoAwIESKOU4UASgAIq9HJcu5frzP5/5ZdUXq9/+11vnzpzN5QqpLHfozC+rtu1fuvXg4p2nFuw6/9rm02/tubLgx67XtpxZsOfCB9tPLt937goAaVAChfSljevPf7zo8vLFFz9+t+ezxd0fL+hZ9EH3wgX9n3zSv24t6OvK51K9pdL2n37Z9NPNDT/1bDjVve1cauuZni2nu7892fXt6Z7N51IbT/d/e7p34/Fr2079uu3ohV+zoLcAcvlSrgSugdLy3dv+9cWKFZs39xcBKIFStggyHDh79eNxs5a3jvu6cfSmjglfVg/ZPHDCVw0j17VNXNlxx6d3zAEnL4Esx+XyAAAAOMBxgONAIZ9O9x8/c/Jmpv9i9/UdP+47d+mXbLGQK+QBABzHFbhi+Rcrn2+9twQA4MB/APO7oFKpyIHi7+f/rVvvLBXz+Wx/NvP8P15dt33n9XxhxYYNbyxatPfYkfU7t97MpbIAZECpp5hetWX95kP7Ply78p/LFv7rs8U7Du7auGVDV19/CYB8tsClux+ZPfLdv42/dvyl7uPPXN//bN+JZ7tOzb5ycuKVM9NunJ95/fj07hMzuk5Ov3lqevdPs3tOz7pxavKNk+NunJjQd376tdNTfz3zDOg/DHL5YgGUOMBli6V8rifTVwAFAPK5VC8oFFN5bsepn/Zfv3kZgH4ACkWQTWcKxUwJFMBvR4ErFotFUAKAA1ya67vct2Pt9ndefverpV9lbmSP/XCsmOHS/alCJp3L5dIl8Nri5U/OXzT1+Xdq739Rc/tc4+Rn1eOfVdz+tLrzaduEee6xT0UmPv3jDZDmALj26+oH5nw06LZtsyZvv3v09snDltVHvhlYt7I++UllYuW4seDmlVI+82t//i8LVvzh/bVzF3734Pvrn1i8+dEF6x754JuH3/vmoQ823PfOugfe2/CHD797+N018xave+Gjtad6QS8ABQByAPwKwCd7ty3a+u2Sb9dfy+WzRQAKHOjPgbPXPmwb/WViyBpv04ZAy8ZQ85fWik3h9tWe5oWu+uXDp4FfukFvGhSLZRq4YhaAQqlU7M32f7t765lrv3z3/Y5Tv5xdsXplupABgMvns8Vi/r/QAf9T/wdVoAQAAP8+/7/EAa4ICkVw8eqNdAn0l7h3Plq4ff/efi6bBdkslymAXJpLXem63JXrXvHtqqNXz5zq+eVs3+WtP+w4fflsbyafyXKAAyB1fcJA18KXBlzZO23X4sgnTxnOrhl084e63IWaXw4FbpxMXD8U6D8R6TkRuHHMe/O4/+Zx342jtt4Ttu7jpu5TjsvHnZeOjwTFXYDrByXuwIEfz5766eCPB365eungiYM/XzjddfXygX379x8/sf7Eic+OHNlw5typvlRvptDX03uz6+r1G1e6u3u7bvZ33ezrutnX15sp5kEpC7I3c2//7b0V732+55vvrxz79dCOY2ePnOu9ngYlALhsLt/fVyx8sW3Poq0/PPXppqfWHA7c/4Zk7F+EnX9VjHvZNPXVpic+8U96ofneN450gxwA4Fr3ujtmrmpo/mZww6GZI3eOrv/l3tG7htacmjh8U231xs7R4NqvhVzxSho8t3jDwwu33r9o130Lvntw0dYHP9x0//sbHl6y/YGFW2d/sG3Okj1zP971wHsbnli04ZF/LTvSA3oA6MuDNABXAViyZ+uUeX98YeEHXVwpUwQAAJDOgPOX3h45fuOEGfvvmL1+ROcX7QO3do7dMnz01qHj1g6duGrafeDUBZDOlLhcoZArAa7EFUqAywDucrb3o81f771wcu32b4+ePblo6ZIslwOAKyP1f1NV+g2b/3Fw4BZV/7/iQKkIShwoAbB99/epPNedzZ+5fOnKzev9uRQHirlCugQKhVImy6W7M11dxd5fC12vffzOr1zP1XzX9Vx3d7ZQBIDLlkDPlWdmtV3ePe/CxgEfPQG9OgHa/Zqje4fj2Fpo7wroyFr42vfS3sOKy3vxY+uhg19DR9dDF3ci6RPS/BlJz3H+zdPSKyfqQHodyFwrFfpf+cdLu7Ztn/vQw6u++WrNxjVbN2148dlnNqxbv3Hv99+cO7vw0A8fHTy06fTZ/cd+2rfvwL79u48c/XHPrr0H9h08cfz05UvXenvShTwopLn+q6k9G/ZeP3Vj6fxPz/9wIXU5fWzf8WxvEZRAoZgpgkIagLXfH9l0rmfxD9ee3Xhu7ppztlnv1PxljX/OwuC9767+FTz56f5nlu45lwX9WQD6sjsnz9rWPCD97CMn7h/dM2/2yRkjeh+f2TN39rHhI9aP6AT9fdkiuJgGj7+96qkVB+Ys3f/EyoPzVh1+Yd3Jxz7d8+zXxx9euvfRFYf/uObEI8v3P/LRtudX7n7yvZUn+0E3ALkiKABwEZSW7t/57CeLV+zaeZMDXZlcEYBSdzc4c2HD3Ccy8z8An6wAi5aAlZ9l//YieONNMP89sGrjh8PHgfMXQTZV5LK5Ur50CxfQy+WuFDJrDuz+qe/GuetXtuzdcfDYoRLgstl0mZJ0uv83sH7PgOD/QRUAAEDlF//vAwDwX89wHFfkwMEjP3306arlK79Z/c2mT5at7O7P5AtcOfuWAEjncz2ZVA+Xu1HKbvhxz7nU9Rsg1Q8K3QWuUB5n3rz6xJSGq9ufPvxp5K1p0CuDofWPqbmdwYtriXNrqeOrkN79TPqQ6tJ28sBK6Ptl0MEv4AsbRemDusJJtucI3XuWufZTI8huAsU+ANLLv/j0/Pnzzz33/Bfrvlq8bPGZk8fWfvnlgQM/7jx6Ys2F8x8cPbT46LEtFy+funT9xPHT+/bv3r1r2/59ew8fPPTzzz/3pXqLpQIAABRArjd3YMv3qYu936/bBbqKB7Z8f3jPQZAHfX2pIgA3s/krabDtxNWPt5/9aN/NpSfAS9913f7qdwtOg1XXwQeHspuvg53XwcEu7pcMl8plwY3rB6bcs7mqcdeEEWeevnfj+CF77p549rGHd4+f8NOkmV8OHwf6um/m8xc5MG/J+mfXHJ21YNufvjz0wrrj7++98uTSHS9vODln8dbXd197a3/3n1cfeWblnn9tOPjswpVn06VUCYACOH3y/MHLV/bevLrx/NlNZ386fuPmT1ev9efzoFAAP19dNnLyvpFTr0267/zIyaeGjL4+5e7Lk+76efSd2wd0fjZyIjh3ERSy6UIqDfI5wHEcB0q3suqR8+evptNXUz2nfjnfm05l8zkAQDFfKKNza1R+a4wOSqXfAlbp/xAE/lea/E9xXOE/h1bFYjGfB31pUCiBvjSXK4IiB4ocyOUKAIBCsXT1Ztf2vXu3H9i/+/iRvaeOf71n29rdm77dt+OHkz/lyvOunpvTbgu/+lDVmXVjt7wRWDbX+8Nb7dc3NWV+bOj7oanvUEv3j9XpEw2/7o+f2uw9vTl2enPi7KbE5V1VXYerbx5LXjmROHdkNMjvAYVuAPpv9lzJ5TLXr1/vSvV19XenUz3Z/r5sNt/FlVYfPbLi5IktV6+e5UBPEfT1Z1OpvnwulcumU6m+XD5VLOUKxUw+ny3ks4VU5tyR06krPUd3H9y+9rstX286ffhEz42bxWIpxYEMAL0AvP35lhnPvDf68bdr7vpb3b1vJu95s2nugpp7Xk1Me2b0U69PfvrvD748/+dUrgQ40H1z49TZn9W1Hpz7wOaZd2yeOXXTjOmX/va3rzonHJg+Z9XU2eD6tQwAZ1KFZxZ9+d7uCw98uOkvX+x/+ZvDnxy89tTHm9/ceuaJT7b/bf2JN3f88sdPtz/z6da31+//y4Ll51OlNAClftBztXff6dO7Lv689viR/dev7jj705mbN4oAgHQWHDu3sG3kV7EBm12131kSez01Wxyxze7KLcHGFcGGT4eMB+cvgXR/rpTNAi4FitkiV/r/CrvuGEmyu/zqxco5dKhOE3Zndmd3Ns5sPN+dQSDZgISQQEYCCyEkLOSIMTghGRCSLeSAbfgDSz7bWLZlW9j4rLMwGBsfvg0znbsn785suNu92zC5u6u7Hn9U75yDLEqfWq+7S11Vre/93u89/b7vcd6LBts7ez/+n5d+8N8/+uo3vv7lr39lP+ols2nOeafT+bnk6PVY9UsOwJ+Qhsf9eBDFg4jH/Z9rJ28H/V4/6j56tPno0ebjx1uPH289ePDgtYcPHm9t7nc7MecRjx9uba7eWq+vLDZuLC/evrl8d2P9/svt1dXbd+4lU63e44fffO6TP/zWJ3Zvf7N75yu921/r3flS5+XP7N/7xP69T+7f++T+K/+YYO/+Z3fvfWbnlc/uvPLpnVc+vX3vU5v3P/Xo3me2H3497jQ4f43zx5zv8kGPH0ws4n48iKIo2o96S3dv39rcfNjv73Le5bw/SBKBYfcYYhAN+r14EPFBzLvR1R+/9G9f++bVH78U7/ZW24v9vU4UDXb7fJfzTc4/8eXv/NbbPvSW93/yN9798d983z/97t/+6zNv//hvf+hzv/b2j735nR9989s+8pa/+Njiq91Bn/OtzS++873PvfVP/vN9f/W1P3jrD9/xrs/9+pu+8ft/+MKfvuNzv/P7z/3Zu/njzT7nd/f2/v4LX/3Qc9/6wHPfTfDBz3/3g59/4QPPvfDBL3zvPf/87Q89972PfPn77//cv/3NF7/91//ytZV9/ojzeMC7+/366lrl1vqLa0v/vdz60WL9UdyNeh3e6fGVjefe9HtfPvnGF448feXYr/7v2KX/nXjDD6ee/e7xZ7905lc+/5tv4Rsv826nP+jc23m4sf3qrUev3n5w/869V+7evvPo7ss7Dx+ur99Yvrk0X5lbWGrfurOxcXv9yrWX9jq7PR5FvP9kBPypVD3mg/j1RGm4svBL+faLadiA9/v9ra2tzeTY3trc3nq4tfl4Z3t7fy9ZzXp1Z3P9/ssrd++svHxr5e6dpVsbKxsbyzdubtx6eW+vM4j6PI52H77C+SbvbfD+Co8XOW9x3uC8znmT8yaPW5wvcr7IeZvz9vBD3uJ8gfOlOF7h8QbnDzjf5oM9Phjmknww7DjJSB0N+jt7u92oF/NkxYBHnPfiJ6sv8esnHwz3fMD7vUFnr9vvDXif37l5O9rrDaJ4EPOt/WiP87vb0cL9vYVHg+prg/Yev3Ivrm7y2iavvMbbj3njPm+9Gu9w3tuPeRR1Nu7st5d4a5Ffr/L2Im+0ea3BF5d7tfrg5gaPol6vtz2Ib+3ur+0OVnf58hOs7A1xc5+v7fIbu3xla7C+Gy8+2NnkfIvzbp93uoP1u/fW7t9fvHe3de9O6+6t7X6X9yPe6fL1Oz/6u3948V0frrztLxf/+H3Lb/3zxbe+p/ZH7668/QMvvvfDL370E/zuPb6314/2X378YH514QfXrvzP/NVmu7W6snSj2VooV777/L//5w++//3/+o9/f/7b33r+O996/jvPf++F+w8f9OJBxOMBj+Mn3XI4mvH4F/LwAejGvMeH6MZD9DhPVsgO0Bvwbp93It6NeSeOO3Hc4zziPFmN3H/S2OHxVtzf5Hyb88dx/FrU2Rx0O5x3OY8473Pe6UZRNOh29nh/lw+SE7c43+F8m/NdzneH7XiLx5s83uTxI84fxPxB1L/f5w/78WbU34nj/iDm/f7wgQbxcCDuD4btXswjznucdwZ8v887g+HTdQa89+TkqP8z6PbimL/+VS/igz7v7vd4HPGo09/f4TGPOd+O4kc9/jDij2O+w/nDiO9wvhvz7R6PON/Z7cZdHm3t8ojzbpfv7/Neh3d2+O4jHu3w3cd8f5cPBrvbO72I73QHHc47A96J486AdwZ8Lx7+mfucd2O+F8XJn5Y8Za/X6XT2kn6y1xvsdPv7fb7f53tRHHMeJ7fei/jDx3xzm29v88ebfGubb23yB6/y7U3+6DX+4DUeRbwXxf1BzHl3wPejuNPnUY/3en3ei3nM9zr7+1EvWc3uc94dxA93dpI+eYD+gPfjwfD4mcnhkGFgvrU+v7BRbm/ML2zMt9avt27ONYeYb62Xm+vl9ka5uZ6051vr1xqrVxur15pr11s3rrduXG3fuNq+cWXhxpXW2kvttZ+0Vl9qr11ZWr++evv66u0ry6s/WVq4trx0pb1wrbVUXlgvt24urd2bqy5VG8vVxmKtuVRrrlSba9XmzXJtfb62Vqmv1OoL1Vq7Um2Va+1qc6HabFWbrUqjXlto1VqLleZitblWrt+Yr25UG3dqzbVqY3G+3p6rtebr7XJjodxYqjSX5xpLc42la7WFK7X29eZSeWG1srhWaa/W2qu19mq1tVJpLh9gvr5Yba3M1xevlRfma8vXK8klVlrtlcZ8ZWOhvVCu1MuVRq1ZrjTq7aVye+lqrfmTcm2+3q40F+Zr9UqtWq/XG43W8uJavdKu19qNZrtSq5YblUqzfK127Xr9+pXytdbKUrnZnKs2WotrjfZapdqq1Wr1WqVerdVqtVqtUa3Wn6Baq1Qb9Wq9PF+bv7bUrNbmriwtNsr12tV6ba7Znqs1a63FemOx0VyqlJuVcmP+enXu2vxCq91qNWr1+fny1bn5l6q1q+Xyi5XqlUaz3Go15ubm5udqjfri3PXG3FyzWl1sNJeqjcW5auNapX692pirNq5X6tXmwly1UW8t19rL1yqN69Vmpb5QrrXLtfZ8rVmttaq1VrXSrFaalWqzUq0nqNYa1XqtWq8BLXNUDaf07FEle0RJTYipw5J/KIEcHFZTE0pqInnV0pNa5qiaPaWHM0Zu1sjN6rkzev6sUZgxSrN64bRWOK3mTyVud3rxjFo6o46c0EaPs+wYSY+x9GHqTRjhtBWeEJ3DRnDESE2a6SNm+oiROa6np5VgWvGnZHtcdYYw/AknM+WFU244qXlFPVXS/ILiFbRgVPXGJGtMscdUOy9badEImO4zPSUaadHKiFZGcXOKl1e8vOzmFK+g+kUtKKl+0UiVjFRJD4qql9f8gpEq6X5JdQu6X5Ks0MyMWdlxIz0qOTnJyfnhhBeMBkHJsHKqmdXcvGRmoOJiPRDtLHNDPVUipi/ZaSOVI6otmb5ipHQ7J5kp2cmITgB0A9oWcmzk2EDXiWlj3TTcDJVsVfVV1VdVV9ZsWXMl3ZU0X1Q9prhMcUXVU3SPSjqhiqpZkqQQwogkI00FEkWGISgq0UzINFm2KdVV1RdFEyGFiBpkCqAiMUyoKkiVqCELjIi6rpkeky1V9TUja7tFxcgQyUayTXQPmg7QLaBqVLeYbIiaJek2kU3Z8GQ90NwwuTGqWEQ2mWwx2ZBkQ5R0UdKZqFKmUKYwUWWizEQZJG7ScnhKyk6z9DQJjmJ/CvtHsHuUBkdZaoqlppKGmD4mpU+R1AzLXJDCSyxzgWXOidlhVVaySbWYO/c68jO0cJZkTwDvCA1PqsVzNDipF86z4CT1p8XgOPOPJbYcUvqElD5Fg5PUn8bOBHMmmTNJrEnmHFWCaSU4JnqHoFFAVh6aWWSFkjcqPbF8ZVaOGimsBoncEWkB1jNYT1EzZG5O8kqiW2ROgTkF0R1hTkFyCrKbF+08NUNm5WR/RPVHRLcoaFmgpmR/jHkjWvpwoqbS0ocVd5yZJckeTeohsZkHUgD1DFAD0S8AzQfMBKoHFBfINjHSzMoyK0esnKAHxAmxkwFMB5oNVAtoDkCSIFuqmaaiy5gjyz4WnaSEEkkeFF1BcgXmAWoDaCLJA9QESJU0H0AJUQ0QCWk6EEWk6UBWoWQAqBDRwtSG2ETEQsQCSAVIAViBig2YCphMNANAIlAVixaRXFFNUdmnagbLPhRdwEyANUAUwDQg61ixBKoCLFPZwaLFlKHqAYsOpJZATIHoiBqIaoRoGKsYqxCJAmQCpBCxBOCACix3lmTOovRJwT8pBNOCdwIFQzUL9qaxN038EyR9BmVnUXgB5y6i8ALOXqC5S6xwkeYvkNxsYuVG8zNi8ZxUOs8Ks6RwDofnQOqMkD6L0zPAnkb+GeKfkrNnWfokTU2h1CTOTJDMUZqdwtmjKDVJUpMsdSTZiwc7R5h/jLiTgpns9jFG/CL2clIwQvwiskJs56gZYj0F1ZSgBFBNJUJhqGegHmIzJFYB2wVsF4hTpM4ocYrULlI7j808UDNQD6lbkrxR4hSBlmPeiJqexO4otkrAyEv+ISk9ydzD2Jmg3oSgl4CUAWooaFlBSwPRxWaIjKzoFkW/BNQA6FniFIGWgWZOdEeQkUsK+pCUlrUQQEvVc4qWkdU0pg5OSuokF0lD7S9W01hNIy2N5AxSUoD6WE1DOQDUFpgDBFUgJmYmoQrBMmUqQgqiGsAapJZALAB1gM3klwmxGHMQMiBQCNIpNiDQEDIIcwF1qZqBcoDkjCD5gLqA2lh0qGQjagCkQqJDahDJToqGAbNkMxT1DJI8QbSHNZ/EwszEzEyqqSBRAZIBZBCJCIsQMUBzl2jxIstfpvkLJLyIsrNC+qyQPpuoa3B6BqVOJ3XGKDiF0zMkfwkXLiWOVrRwWRp5mpUu4fx5VrqAcjMgc1LInsL5s6Qwg3JnQOY0SJ8RUrMgmIHBGRicAe40Tp0WvOM0cwqnp2D6KExPoswEykzA9GEQjENvDAcT2D+S+CclrkPInRDsMeKNYbeE3Dzxi9grICskTp6aYSKsg2oKKhmshUTPJSI7YhWwmYdmDplFYo8QewRbJdkfk/0xahcFLSvoeeqMMncMWyXBKiJnBOg5aJeIN54YBiNnVMkcE8xRoJeof4hYJaCkoZoCoi3aIdICamYEJQCyT+0i1PNADbFVwu4oUENmloiaR2JWNUYAsBU5hIIjsgARm4oekzxRDRCzAbES3kDRhXIA5UCQfEHyBeYB8noVL2I2QCpCGgISwxolGoQqIQZhDqQWwKaQlPwCFWJTEDSJuQAoFFsidSDQCLYhtqiUAtAkaoi1EKlZomWomiGSB7EJoU6gRrEhYE0gOlF9IChE9QGzJCMLkDFU1GADYAMRC1MbMxNRg4gGohpAMoASRCLCEkQMkPxlXLiEc5dQeAFmLwiZcyA9C9KzKHMeps+RzPlEuDwkWXhOCM8LhYsgPIdHnoK5c7R0CeXPk+JFVJhFhVmYPwPzZ0hhhpXO0dIMyp8GqRNDb9Ng6AidmELDYGq48Vz6OE5PkfA4zU2TcIqmjxB/AjqHWXAcmkeYN43tKWgeEczDzD2c+BQkFEFPdOVEyww7ujKMWFjPMLOAjJygZQUti808tYvMKTGnRO0itRMFUoiMQiLlS4iFzCJ2RwWrSP1x7I4mvglyZlIKxphTonZetDJE95BsY9HCokVlR1QDpqWpmiFKFis5pOaIXsBmkVqjojMu2+PMGEFqDkgZQH3AAkHykeQhyUOyCyUHMZOIFhEtLFpEsolkY9GCkgUlC1IjuYpAdAErkKgYqwgpGKuQ6IgamNoJELEEYibDE8AGwCrAGiAaIBqgGsAaoCZgDhBdwHwgBlAahkMsp7CcwqKLiIWQgbFOiIGoIRAdUB1KFpJdJLtQcZHqDSUP1ATUhNSA1EDUgERPIGAFIBkgESBRgAwkwuXE+xqFFw+IhTLnUeY8yZwnmfOJOAKnZ3B4DuYuCPlLILyAR56CuQu09BTKXyTFy7R0KeEWzM8MtTqFmQN/tyeYwumpZMci6B9HwTTxT0B/mgTTJH2SpE8mOy9CZ1Qwx6k3JRiTzDuB7WPQPILNCeZMEnscmaPMHktKe6lRpNrrrBqaGihDViVGBsjIEauQUIo5JckbTRz3iVWg9ojojoneOHPHRG+cOqNycBg5I5J/CDkj1D9EvDHRHyVOHpshNTPMDKjmPMlYHVFxRTUQ1RSTs0TJUqVAtSLVCtQoUqNIrBIxR5BRAGoIlBRgHhBdIDlAdgTZEWRLEE1BNPH/xyrItKRylxBNwAqgOmA6EC1BtBGzEbMRsSA2ITYh0QHWAJYBUQCVAFEAVQA1gGgB2QGSB0QXMBewAIo+llNY9rHsQ+n1hCmhC8BaIvEbegklrGLWEFQXiJ5kVz/NqgNiQSQOWTVE7iIKh6wiufMoO0syszR77sBngYXnUXgR598Aw8u0+AwML7ORp3HhMi29QRx9hpbegAuXYO4Czl2khcskfwmH50j6lJg5NbRFSE/T1HGWPsnSJ2lwkviniHsae6eZf1ZMn6XBaeweI944tEvQGBHdI9ickP0Tonuc2lPEmBCdSWqNY6PE7DHRGRfNcdEcpXqWqqmkSp+qKawGRMswIxTNHDVDYmSpGYp2XnIKSc4ueaOiO5KwKmFbErpkf0zyRrX0JHPHZP8QtkpJDCPeCLZzgpFBZhpbGawHSPWw4lAtuWIGK1kk55CSJ9qYaI4nxCJqHmsh1POClgVKGnoUAAACAElEQVRqGig+kGyg2EBxgGIJqg0US5CthFvDbF12oeJCxRVkB0g2EC1BdoZvmQWYAZgBqAYkE8gWkA0gm0A2BdGE1BCwhrGOkIKRgqCIkYSwiLAkYEkgeqLUQ8yB1IbURtSDopto2JHiQ8UFogVEHYg6EA3ANECUJHkf8ltysOIJog2YlfAJEv2gSv0Jq7QnrJJBwipSfGqI/CWcuwiz54XMucQHhmaHIJnZhFU4fIoUnkW5p2nxjTC8zErPksLTtPgMKz1Li88kMY/kLyd6aJa/TDNnpexpKXv6gFU0dYKlTkmps2Iww/xZ5s9KqfNSapb5Z4l3XPQOUWcUWyOSP0ntI2rqhBKclLxj1JyU3ImEVaIzLrmHJOuQbI+LekiU4IBVVE0lAhvJyifEOmCV6BZFt3hAKWTkkjCWjIZJJFNTE8wZlbxxZBSSACamxrFbQlaIrJDYWWSmseZDxU3MT4gaYiUH5QJSilg/LFkTVCsytUDUEKlZpGaBmgFqABQXKC7QXKDaQHNgAsWEigkkW5AdKHtQ9gTFExQPyC6QnER1nnxywDMgmkC2gGoBxQCJUlkyAdUFrGGsYqQQKBEoESQmQFCEUBXQMBNCxMbUwaJLZT+ZJSDVExR3qHiWdCAZgGkCVX+aVUh2seJByfkpVqkCVpJUPYlYAtYErB2w6v8A/jhVrsKBonUAAAAASUVORK5CYII=" /&gt;&amp;nbsp;&lt;/div&gt;Como todos los años, proximamente comenzará los&lt;a href="http://www.encuentrosconlaciencia.es/"&gt;&lt;b&gt; IX encuentros con la ciencia&lt;/b&gt;&lt;/a&gt;. &lt;div style="text-align: justify;"&gt; &lt;br /&gt;&lt;strong&gt;O&lt;/strong&gt;&lt;strong&gt;rganizan:&lt;/strong&gt; Dr. Enrique Viguera,  Dra. Ana Grande y Dr. José Lozano (Universidad de Málaga), Julia Toval  (Sociedad Malagueña de Astronomía) y Centro del Profesorado de Málaga  (Consejería de Educación, Junta de Andalucía).&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Sede de conferencias:&lt;/strong&gt;Ámbito Cultural El Corte Inglés. Málaga. Calle Hilera, 8, encima Dpto. Librería&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Financia:&lt;/strong&gt;FECYT (Ministerio de Ciencia e Innovación) y Ámbito Cultural de El Corte Inglés&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;strong&gt;Patrocinan:&lt;/strong&gt; Universidad de Málaga, Fundación CIEDES, Ayuntamiento de Málaga, MUY Interesante.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Fuente&lt;/b&gt;: &lt;a href="http://www.google.es/reader/view/feed/http%3A%2F%2Fwww.educacionenmalaga.es%2F%3Ffeed%3Drss2"&gt;Educación en Málaga &lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-3400670022195805918?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/3400670022195805918/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=3400670022195805918' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3400670022195805918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3400670022195805918'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/09/encuentros-con-la-ciencia.html' title='Encuentros con la Ciencia'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-3487992601754716155</id><published>2011-08-11T10:45:00.000+02:00</published><updated>2011-08-11T10:45:35.982+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Acividad'/><category scheme='http://www.blogger.com/atom/ns#' term='Juego'/><title type='text'>Juega con las Ciencias</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-kx-USWzYG4o/TkOWnc7KW8I/AAAAAAAAB_Q/BlzLGH2xTDs/s1600/Captura+de+pantalla+2010-10-10+a+las+10_19_53.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-kx-USWzYG4o/TkOWnc7KW8I/AAAAAAAAB_Q/BlzLGH2xTDs/s1600/Captura+de+pantalla+2010-10-10+a+las+10_19_53.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Para que no te aburras en el largo verano, cuando no sepas qué hacer te invito a que juegues a este&lt;a href="http://www10.gencat.net/agaur_web/rym/joc/default2.htm"&gt;&lt;i&gt;&lt;b&gt; trivial científico&lt;/b&gt;.&lt;/i&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Es muy sencillo y aprenderás muchas cosas.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Vía:&lt;/b&gt; &lt;a href="http://recursosinteractivosenflash.blogspot.com/2011/08/juega-la-ciencia.html"&gt;Recursos interactivos en flash&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-3487992601754716155?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/3487992601754716155/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=3487992601754716155' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3487992601754716155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/3487992601754716155'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/08/juega-con-las-ciencias.html' title='Juega con las Ciencias'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-kx-USWzYG4o/TkOWnc7KW8I/AAAAAAAAB_Q/BlzLGH2xTDs/s72-c/Captura+de+pantalla+2010-10-10+a+las+10_19_53.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-4145868013308792023</id><published>2011-06-09T09:12:00.002+02:00</published><updated>2011-06-09T09:12:21.712+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Video'/><title type='text'>Parlamento científico 2011</title><content type='html'>Para que os hagáis una idea de lo que fué el Parlamento Científico al que asistieron varias compañeras de 1º de Bachillerato del Colegio.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/dbC16z0rLSY" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-4145868013308792023?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/4145868013308792023/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=4145868013308792023' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4145868013308792023'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/4145868013308792023'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/06/parlamento-cientifico-2011.html' title='Parlamento científico 2011'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/dbC16z0rLSY/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-5165510512863614449</id><published>2011-06-06T19:49:00.000+02:00</published><updated>2011-06-06T19:49:48.208+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Trabajos'/><category scheme='http://www.blogger.com/atom/ns#' term='4ºESO'/><category scheme='http://www.blogger.com/atom/ns#' term='WebQueste'/><title type='text'>El enigma Pangea</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-DTPQFcEa6BI/Te0S-ba4wxI/AAAAAAAAB8o/2HrI3mU9eDA/s1600/titdef.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="56" src="http://2.bp.blogspot.com/-DTPQFcEa6BI/Te0S-ba4wxI/AAAAAAAAB8o/2HrI3mU9eDA/s400/titdef.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Para terminar la Geología y como colofón fin de curso vamos a realizar un trabajo sobre uno de los personajes más importantes de la Historia de la Ciencia: &lt;a href="http://www.telefonica.net/web2/cnat/wqwege/wqpangea.htm"&gt;Wegener&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Dejaremos estos días para trabajar desde casa y en clase, el trabajo tendrás que enviarmelo a mi correo electrónico antes del día 19 de junio a las 12 de la noche.&lt;br /&gt;&lt;br /&gt;¡Animo!... &lt;a href="http://www.telefonica.net/web2/cnat/wqwege/wqpangea.htm"&gt;Haz clic aquí para acceder a la tarea.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1201432042984913145-5165510512863614449?l=gori-gori.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gori-gori.blogspot.com/feeds/5165510512863614449/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1201432042984913145&amp;postID=5165510512863614449' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5165510512863614449'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1201432042984913145/posts/default/5165510512863614449'/><link rel='alternate' type='text/html' href='http://gori-gori.blogspot.com/2011/06/el-enigma-pangea.html' title='El enigma Pangea'/><author><name>Fernando Ojeda</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://www.ecourban.org/AEPECT/Emoticono.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-DTPQFcEa6BI/Te0S-ba4wxI/AAAAAAAAB8o/2HrI3mU9eDA/s72-c/titdef.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1201432042984913145.post-4218454000790560769</id><published>2011-04-12T17:58:00.000+02:00</published><updated>2011-04-12T17:58:37.040+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Documental'/><category scheme='http://www.blogger.com/atom/ns#' term='4ºESO'/><title type='text'>Así se hizo la Tierra</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAAFACAIAAAAu0TfRAAAgAElEQVR4nKS8d3gc5bX4v4SShJAbSKGTEDAdgymmdxswtnFT3d3pM9umz+xKcpFVrF63T5/ZVe/FcreRbbkX4AaSAIEQCBAwLQTIDUlI7n7/mNVKLiS5v9/znEfPanb2Led85rztnHGYHGLxuEGiFo1rJGAysEHimh81KUynYJmCJBrSaDjpc1m0x2IJiQYkHlQZJMmgUYGIB706h2kcoJW4E0JBjMlTWXcHg1gk2ClCClsYDxXHgy5ZAAwWsmjUolGTQTUWlXlYEmBZgGQB0jhI4yCVQ1UONdisqBwqCWhSQDXWvh+VedRkZr6SeVTlUIuB0zRsMbDJwCYDGyyscbDGwWpWUJXLlmCLziMaj8giIouIySEWi6RYxOQQmUeT02WaTLYijZ1pT07sikwO0XlE5xFFQBQhW6AsIrIIKyJsl2xymM5hCk/IAiELhMITOoeZHGbZNQqQLEAql22wxsF2gbNFO03s6uxv7ZZM9z3bQZVDNR7TeEznMI3HZBGTREwRMEXAdA7TOWy6FzN9tNUl87DKQwYLmSxga9JgcJXDVQ6VBFgS4KQISSIgC4DGQSYLpWnUolG7itnl2/VqfPaiImT/NbNfEQpPzL6elemWaBxssDOispDKQg6TgVMcqlOwyaAqBegMpJKYSmImh6gsmKCcuoAaAqpSUJonDBoxWNgQEJNDZAaMCZgS8lo8rlOgzLrMMkzhwCien2bxHoEwWUAXgX+BqcyfhKl2MhYai0oCKs3CNAdQDlONRW07WdOM/ueYKsKpmEr/F0xt1PRpdP4jTAUsh6nBwqdjejqp/wJTjYNnY5pTWrbL05gqQhaj7JWZXszoeUZdPGRwwGxMNRZXuaxPkYRZmDJwDtMcczlMc1XnKDzl+v8Z0zQNpVjYYECNg2QWSPJQjEaTHCYH3VKwKM4VqEFAYVwaDVgc3MGjKQpMUaBFuXTalWCdEuM2/G7TCysBXGX9OhuQvJhB4haNxv1FEu9OiM5k0KXygMFCJpPF1GBR+/E9BVODRXPt0+wb+Gy7bT3ahsk++hycM9UprjSn99O7bbOlCIjGn4IpLAnZ6maXNht9+98zYjojIqwJWUzte2Yb0mbUxlTl/z2mpyOriLAiwjoP26zM7vtMO1n0jLjMxnS2nrVpRm1MDQ7IfjsL02ljASqfxdQ2Za5hZ2zwfzI+ZK9zJyn5VExTFGQxkM66NQFMCu6EAIYptxIC2qknJWGhGXzG4J9RyKcMdrFBP9UTXJYmF3XSizuoZwz/AoVZYAmLO+nFJvG0HlgVx59NECuMQKHhK7BYVyxQFCaLEqIzKTgVzm2wcA5Tk0Fnq0bjII2DT1efzWK2ubMwnU1hFr6TGf23mNoKymFqscjp6P8LTK0zYWqXmTU2O1OIyqEyj04PfMjM9Wzfz4zpKddzndIEWBOymOZq+ReYzvA6PZ7M1vPJ5duGAAwWMljYYFGDwQ0G11jUVqYsQCoP2G22rWnb8YzyTQ+bOjPQnWSjb8JUYUCVhRwaDesMpPKAIrqTgjMhOiNkXqosLyXe31syrz94Rw97Szc3t1e4Jc1e18le283O6WNv6Odu7eVv7hCu6xDn9PPXDQg3dIu39ITu6GLmDpU9PFCywGIXRXwrI5Rb4t0S71RZt85AJoOaDG7RuMmgto5mm2p6JJrBzu7GbIXaX53Spdzf05VusPZka0ZyeOknYzptpJn7Ddb+d6YlOYhz0wx12uXnnhn7qcsWMs26Om22LFjThedM/h9iqnGwzmfllN7NNu3sckwOM6fno9+Epl2O3aRpgbVpTI3psXjaoczYa7ZbOaVkk0Nmy4wr5aBvkDP3N4upTAMyC2gCqIhuSQQk3hn1LRtYveKjEfbLITSziclsFzPb2MyELzPJZHbTmZ10Zhud2chmNrKZ7XTmOTKz3fPPLfj/7qAyk+L/buf/saPkxIgwXL4sSq/SSr0K51ZZt8qCOgPpDGJjegqp2Y4xM5ieguYpn8/o5/4tphYDWQxkj7mzMZ0ehU9iNEdS7oHJzUC+CdPp9pyEaY7UGUZnYZp7DP4TTKdHg1MxnZaTnFCuHIvFbMXmdPsvMJ0hNet68Rypdtemb7CfPVzLLsW+EdPczOf/M6bZQV9inBLj1HlQ50GVh1TWnSCWbS0p+FRCpvIve3HZVcefvvjgUxdNLTz/6JKLDjz5X3uf+OGxZ37+8pM3HH3opzsfvHDH49/f+uT3xxd8b/jxH3U//MPUfd/vWnTFm7J3c3VhmFoZZt0K59ZZt858M6a5jtmrltOHaeYMmM6+/g2DyJm9aWpacafI6XdmMWUhg4VkAZIESBIglc8Rfyqm01DOqnfWcJxrs33P/wnT2f01uSyps22cwzRX3Yw3nTXRyj1I9iCW844n6xNS+eyui8rhWVKnvea0WmCVg2UOt5eb1mkLAxvTnAs4BdPs9JcD/hNYs5jGmcIkXWzxiGnriHVL2NJdJXmfNub33eh46bEf/+Lhi/Y/ct7eJ86dWvCdQ09c9PqqW/fe9pPJK/7rxblXvPjYlVvvO7djnsO4w9F7/4U7ltzcc+dPyi50/LIe2Lw+v837jCQCKuc0GBtTRKcxncZMBjcZPAelOj2dstWhcqh6GpGnqOD/iukMggycOk1308PxScP9LIxOwlQWpm+jIZ2BFBaSOEjiIIWFDBoyaGi2Qz2lC7NkNmH/B0xN5iRMZ9N28mMA51Yws5etsyda34xpbocEV1mPyno0Fp/ewJrBVOZRicdlDv+3mOYGfe3/D6aS6JIFwKARe0PK5EHFu2Ryzaq/JYCJexzvATdneqjMHj5zhMv8ujqzvzwTJYZuvGD4krNffeqmTLQoc7Ak8yKfeaUyc6T5Hx0lO56dV3mJ47UmbMe6/CSxUGXyVbJQJYvTImbxuMbiMoUZjEej0JRAqAyiMKAVxFUGUWg4GYAUFlFF3Cz1aDxiilhXiddgYZUCFAa0+5lkwQTp0jhYDrhSHCr7nDl/Zrs0hYVssYK4RLljviJDQFUWingK7KLUgFvyFqd5zBSxBOlSOTjmL5ZowOSQTpHQKbAjSMg0oHJwPODUeKQjiCsMIAtQlHYmODBKOlUWMlhY9jlNDon5XaqIKwIm0VBnyKdSgCGghohJNGCruDPk0WhQpQCNBk0O6Qx5JMqdJF2GiCVIlyFiyQCgMojKIDGvM+pzJilQoqFUiU/lUDPoMQXC3ulM+lwmg6oBt8GABgspDBAni2OUK067VRHVeMSmuVMk4nhBwuuM+1xm0BP2FCkB2KAxiyXSokdhwLCnIOIrkFlAL8HUIGIE0STtkii3xsE6g6RFXGFAjUeSLCyxWJxCjRBphfxxnytGFOkU2CHgcsCV8LtTqwPtJBClIJmCOgTc4lE54LLBkii3IaCJgFNnoLinMOEtUilAoty2PpOks2u1T+dhiXJpHJQuIXQeNkVU5xGFAWUasLmUaUCi3BLlnsFU5SGDxizao1KQybsl35LJtSv+0pK3bb6j7zLH1BPf+3vHs5+OLD3afucQemnZBY70Zeceue2ascvO6r/d8VLpdb+M33GgaW4/dNX6qx0lZzuqLnS81eTdsXqV6X+qI1Rk8U6dAeWAS2cQS/R1reaSJNq9hk+XkkkKTAYAmQYUGjZEIkZCskDIQVwJonEaDHsKLB5PCZjGohINSDQk83Cbv1grwbvWUFYQT/NEboV+OqYxf7EZxK2QV6IhXcBzm3MdAm7QUNxTqHGwIiBJHlKCqFnqUSmgQ8A1EpADLoVFVBFNMJAewnUe0ThIFiBZhJM8JHGQysGmiKVCRKrEo/GYxCFxGtQFXKYgncMUFtGCmB7CkywYDzitIG7xaErAUgKWFnFDQHUBVVgowQASBxkiYYiETEEai2o8li71m6U+RcBUEVdFXKIhhUUkEjQ5zOJxe5apkYBKuXUeTrKgLCIxxq2XEkYJkSRdJoekeUylIIkErZDXKvNLLCZTiM4RnaWUwXuskFdmQIWFwt58iQclHpRZIFXi0QVUoWGFhg0el2kgSbljJKSIHon3JFhc5jwSjWgsmhZxi0V0BtI5TBO9CZ6Qg54kBaospDKIxsEKDWscbIkeU8RSJT6NR1QGMQTU4PEwkW8KRJJySzSgCbDKwVYJLjOgxLh1HjEE1PZEVhDXecSm0/YvWUxV3qVxkEkRaSqLqeJdMrVm5dcNhQfuPHvqp44X77/o7+Gn326/byd3Ze/S70d/7Hj+jluPXHb10Ssu77/E8UvoxhdKbunN/17/okvDV33LvPS7ymXnv12N7yhZofmfNIJ5Gl9scnDcU2iwaNTjakKLkhzRFgDbfK4EAxk8bvG4weMyA6slvjYarCUK2hmgxeeMkm6NQuUAkCAhLUhoorfVVxTl0SgPN2OFyQCgU6hG5zZK7BmVjSlii8QhrURxNADKAhEhwTiHhn1uS/SkBCzhLVJYKMaAbQFni68oQrl1DkuLHtVGjSfClLst4G71F4f9RRqPWCFCC2KqiIb9RU1YXqunMMFAMQpQBY8qeNKlZKok0E4UywwqsViLtzBCuSOUO0YBthXlgCvhLUqSriQFtvmL2wPOCOVO8kiCgVQOTZX4ZAZuIQrCfmebvzhMuiQBDZOuSMCVIAGFhk0Oyx2vJD1FOgNJNGCU+eQgHuEgJUQ04nkJEtAZpFP0GgxuiT6JRmI03OIpjpCwwnsjfijJoDEKyJ6Z8bAewqOkM8mCUdIZCbiSFGyIXkP0qgwSDzi1kC8p4G0UHBc8cQ6XeFyiIZ3DTA5RGDBBAkZpIMJijV5XhAQlDpE5vJ0o1DlCZZCEH0yQQNjnjtNgnEHCfmfU5+4sDUgknAwAioDJPBwJuML+olZPYZIFZQY2RExhoXjAmSRdKgtlp2H2uZKNqb1PZlKEOe1NVd/S/WV5/6zJP3Lr2f999feO3/z9f9Q/9U7T/QdLb+hf9oPwJY7Jm67Yd/llk5f+sO9Sx6+gW0+0LNqOXP1cwa3KT7+duvA7yg+//VEDuXt1fjt0n8Qts0rBRKBYDrgiaFGEcOslZIwnWmk4wiExGlZoWGcQjUWb0IIYT7TxWLTU08YjcRE3y0iNxXU6e4qT5LBEkIiGiGSJt6dSlBk0hjuzxwSnYSpxSJyC1aA3weJKyC+XUHHBF+E9CdGbpMAk6ZJpIE67pRKimXLq5aQcxOMBt05jFucJe5yNRHFf3Rp1Dd3OQGHSpYpozF+cIF0t6Eqz1KOXeiM0oJV61RJfE16oCh6ZQTXRq4n+Fk9xq9fdV1OirSE3oCviHGyu9iss0oatMlhYooFWX5Fe5tPW+MMsHKGhcACIku44DSZZWCvxNGCr2gPO1FpSDRH2CZwe8ugCbgqEziBpnkjzRIrDLR7XeMxY7Y8JSDm4JMrDI01rWoiCmNdpMHha8KkMFiMhvSwQYbG44IsLPrWMkURvgse0Eo9V5pd5WBGQGOWSeThOg6rgiVKQxHsSNGLwuMZjERJMBn2JUKAcyosHvVEeVYPemN9lO0uZw+MMkhC9dZ7ieq8zJmDWakoP+hQa1VhcphCZQY3SgCQScqmvYz0nc3jE67I4T2cplaCRRqJQET1JHtFCPkXAjBJvgoHCnqIk5U6SrkTAqdqrNBYyRSyLaXbhxmAai0s0YPJubRrTo3PPPXrpd16766ovy5/4zYa7NvM/a33asfYKR3ret1I/c/Rc54jPcRz2z3krtnDQffHmgpuiV51j/fj85A/OeXs9srcsX/E+nlpdpJcCEuM2OaQdLnh9rPfDA7tOPL/3T68cfnFT5ztTE3GfS2cQU/C2eZzpmpLMn95+9+jOtiDx5StHMu+80lcebMec1momyqB1aMH+Linz+bt7u6UdyabMqy90lbERwqny2T3nHKYSh0gs1uYD+mtXZ0787qNje5pp7A+HJzOfvjMaqUuysES5O0q9TcSqjbGqzB/feH3PaFPA1e51RT1A1AO0Eq7/Huk60KsfH+v68Pndjb7iCOW2RE8rkrcrvOHPL+z+3eToP9988dfb+08c2aWFAtEA3I67JJZowJxqGXXi0HM75JY3do0e7Fcq4RVKiFAETOXQmNfZuY7OvPvr9w5sOTyo/fHFqRhPtAXAOAWrIh6nwYHaUOaj108c2FyPrdqeqP38hUn7kLNzNSlTkMHjKYEwWNSgEY1CZQ5PBIkKaPmezti7h7YOt5R/enjnS316G1Ro8D6d9zWghan1QubD3554fqqJwX63d0vmozcnohvqsVVJHpE4JEG6zCDehOUdSkX2am3V4Mp2GovRqMpgEgmGA0BXdUnm47d+u29LqHhxuib41S8PptaS8YDbCnnjFByhofcPbM98+IZSzq6FVnxwcMd+M9YMFSg0rnPesA8ca6vOvP+bt/ZtHmqp+PrV49vbahudKztEUuI91XDewY5k5uM3j/fpTXhhlIIilDvBQFNaywGt2QoRMV+hyoIGC5m5JZTFwAYLSxwiCXCSA3TBrfqW7lud9/faVQdvO+tX1/z41XlXvU/e/ULpDaPsJe8MrMrsL81s5TM71mV2rs3sYDL7uPc6l6WcFw2umlN/qUP90be1S8//sD5wYF1x0vNoUliuloCyAKkUlPC4j6flZg/w5v6tX73zUpW36IURS2ZglYI6RH84ANRRQOar95/f1pv/8NwPjk9m/nyiuvBZjfMmBY9aRlXDefFSf+ZvH6XqSoXlC14aSvesFWQKOQOmLJbksDAFry1elvn9ax8c3ZN3z21HR3syf/mkinC2ep1Jym2FiCZiVSPlzHz9/t7eZKnzGWs1o9B4G+JSeH/mw981MhhfsPj13ROtFBCh3AaPx4iiyfCG9BpyuHV95vO32wR8h9HeVRmMBmCN8yu8vwrK/8srxz8+vhd+9O6OurLM5+921pXVEQXhAKALeNhTVAsvz5z4zbuHtoqFizJ/OfGbHaMVwIoEi7YHnGqIqIGXf3Z8V+bj15mlD/Y3lO7RWxrwvCgN2OszUyDsjfoOwSdTiCZ66z2FPY2rM1++Mxiu8C+6f0pvf2/naAtcaPC+JInKgrfctSzzwRtvHtxV/MS9h4bSmT+9F+awGIuoIULm0STlNkSsomhR5vUXPj68q6zgmajgTfBEMgCZAhGlkHqv8+1DOzJffdjZsq4cWfXCiCUH8UjApYq4LBCr85+aiNRn/vrJu88/xzufmUg29G4orSle3rtW0FhPHZzfTIKZj9+c7Ih7n3lwKhXfFq6LIs60EFDEQCWc31FZkvmfD7s3lFYBK7RQIBwAEgx0vDv5i16pc7U/6i3QOCgloBaPZDHtIlGLgZM8GA9Ccd6lBJ2yf/GetSu/al4+dYfjpWt+8Nrtl3+1+vE3Kua9Jj+YORr48zbor9vwr7f7/rnL94893q+ewz6ecKvOiwaLb2y45pzYT86KXHzWe3W+vWsLE96FSTE/xhcledDeb+ooZUKrFn348oEv3/lFGbayzl+cLvUrJGiyRJSBN1DuzP+8e3x7n+vJu98+tC3zyVsbXCsUhggzaDzorfc6lXVM5vO3tZrgeKRGDfpjPkgXPPb53nSM1QymScHT4HH/79uvvLF7q/uJBw+P92f+/nmVH2oLuBUBiQSKkyIcLcUzn70+2ZsoA5boJaQhkHE/FqOIzKfvfvTykeoAvBbOj4l4hHIrNGpxnq4Q2QDnbdNaM1+82yJgNT5naq2QoAmdJ9u8cCJIZv766XikrhzKq6fhzFcnfjM5VgEtV4NeI+RXeKIeycu8/cvfTI65Hrsr88UfDg9Y5a5liugJky5ZxDZAyzor2Mz/vDcRrRppL09Xsgkescfo7DKLhhUS7BT9OkckGXxN0ZLf7duc+fydcmRVmMMiJNy7Toz7IIXGdT4QZ4imAJQ58cavp7a6n3n4wGhH5rN36gPuVgqQBDTJwhINxfyuGAl98fyezInfJkKBJgqN8V6FRjUWjZBwVCCGkw2fvHLk6/d/Xc/BO802qcRru73UGjpMgd0bVr/23Hjm64/SbeW9zeXDjeXNcKHKEAbvi9FoIwVmPnpjayrc2bhGW01H/FCSADv4gF7K1PlAa30o89Un/fXldXhRah0XIcFGdFV6DdmzjkpS7pivUGEAk4NTQnYf3dFFwhYDSwIUCwFRwaUEi6XA4t3rVvyjPW//HY6Xr73wtdsvz2xY/Mf4wm70vLHQpWPklZPBW3cyN+wSbuz3XTLMXfm73rwe7896CubU/fws9ZJva1d97/0G3+SafIV8Rg46I0xRkodUBtEoNBFA1hQtOfHi1N//8Kt1RH4LCyUpuEP0KzTa4nOXewoyf/ztZ789PmG2fv3erzIfv9nsdUUpJMLjkaCnmQT1SiHz5bu/Pbjli5cPtvjc7X5Q5vBvwjTGYlVIQeb3r/79zV+Py5Ev3vhl5rMTNRSaFHBFQOK0u47IaxGhzF/f3dUdWwevTPCETHtU1t/mhff36Jm/fJz5/INNamslvCLOQiqDpXivyRIbXMv2diUzn74ZWx1opMAYjcq0xwrS1e5VI+HazFcfbZVa1sP5VX4g89nvP3z5QJlraYJFrZA/ScENaP7/vHbso18efG3flvee31vrdbeSkBbyqSFCFrEoAzYS+Z+9uCfzwWudG4KtFBDhkCSHtfmLFRbReMxg0bToMRk0GYCiFLQeXPHhC3v+/Prx1cCyCI+3+8G4H+4QSYP3mWKgiXBXo4WZ99/48q1f9SWb3v/lwcwnv2uikGY/oIS8SR7RS70Ryj1cv6a/tjTzp3d36JFyJN+qCKocHvcBrV6nvo4dS9ZH15KZL999fe/GiWRdlEclAU1wsMTjjUThTqk5LBK/ObQl88XbA22VXZVBicJ0zquynjiDRUPef77/yu+f3/X568es6mAdnC97YckHqyGqEi1MbyjLfPXJcGv1BiQ/zuExFtGChMQh9kaEwgAS5ZIDTslfbG/HOkzabQlQkgcTglsSAT3oSviXTJXnfV2/4vk7zv3F5d9/7barMkngE33xIPEDK/97kblnp2+/KH3deeZN57Te6vhV3eLMwfLBwHXbvfe0Xn22fsE5nZd+/906fJO4SPI8qfBFegkWp0GVQTQW1QVPpfvZj45NZt5/rcZbnBC9muhPhSiZ87T54Vo/kPnivaMTndDT9/7+8PbMJ7+rJgrbGCRRFogEPRVonlklZr54r79l/aQe1tcw7SSU5DCFA+3DWJUFFRayT0ckHo8yaB3uzLz96qu7xn1LFxzd2Jf58yd1JBpnkLCnSBaxRr8zsTaQ+fM7+we0CjQvKXhkzhMjsdQavikA9TStz3z6+8yJ1+v8xVEGjgfAZADSOaIOXjWZjmS+fCccwuu9RdEAGCHcGuetci03q4OZL97dnGiqxp21LP63D9546/jeNfCqcAAweFznsCa88IvXjn/6+vN/fueVNw7uXONeGabgJAsrAiIJqBIiqoBlLwylMp//QVtNN/nc2mo6QsLtfre9cdERJAwW7ggSpkDEGaQCWvn+secyn75dhReoZVScQZIULPshi/NEA3CYROs8rsyn77y2d6t/1dOHxrsyf3qn1uuOiR6p1BcVsDCHtDHQq5t6JqIbMh/85r1ju0pdS1tpWAv5zJJAhASVkPfYgGZPfzN/+eCVrX1Nfqcc9CRYVBaIVq9zSm/vqA7VclDm648y771irKab4cJkANE4b5iCGyjwnyde3TWo9CdrOxvXtJKQznljXjAueGp8zu7GtZnP3+2tX1OL50cZOCmgEodESXc84EwEnNn9Ox7TaPvwEspiKvFgUnDLwgymf6t+9sgtjleu+fFL867MdPo/7cnbFrx6pPjS9osc26792ehF5/f8+Oz2Sx1vNRRlDlVOlN52IPRo7LrzrO+dnbro2+/WwbsrVpnkEoMr1ngkToM6h5lBj8yga/Ke+uMLu//++vFy17Iog0oskQggmkjGWU+Nx5U58ZuXtvQVPTj3g+OTmc/frcTywyIR5jB1DV2F5BnlXOZP73VvKC1d9dRoc8XmSG0TXngGTHlU5vBwAKp0L//76//9xuSmogfuPDCQznzyTj0Jh31uXcDNMrIp4GoVkMznbz+Xjq1xLpVEr8x5wj5wpKH8WI+BLrgvsZ7LfPS6VOpLsKjMoDpH6BxRC63cqbVkvvh9G49EGbizlDJZIhX0JzmsksjLfPnOy+Pd6OP3NAjezN//uKVDqvY4rVLS4nGNhkuXPfH1W796rt9MbCjN/P2z7to11e4VioDFA84kC5ur/esKFk2qbZk/fRBm8HrCpYaoGI3GKdgQCZ1HUgKmUoBKATFfkVHmq0JWblFbMn/9pJWGS/KejgbA4aoSlYI0Go4GwBiLrXUtz7z72is7NgKP33N4rCtz4o1qNL854JLL/IkyX62vyKrgDnclkyHPa8+NZv70+xYOrfMUx2jYCPklFmv3u/cZ4Rafs8K1NPPOL794aV8ltDzKwOYaShaIGnDFeGN5qoJjCp86tDGd+etHxmq6HXOmeH/cD7eTUAMFZj5+fXtPAl58v14pbJeaFYZox10RDqn2FshrycxfT/TWl3kWzt/Ytn5nsi5KuhMMZK/xbTotFukQ8CymXQGwk0UUDkwKbol360FnLPDM3vV5f6tdfuyOcw9fef7x+VdlNoU+34Qcqbt7J/Cz9EWOt+666+Wrrzx0zcXmTx0ftjszL9VMNt3zQvWC2I2O1IWOrkvOe7OqaGvpItO/SGMKVQ6WOERlEF3AkxTY6iv6x2vHMp/+Ti8LJFhUohGNJzTRH+dws0rMfPb7PxzZWeZa/JdXDme+eFcq9bUxUJiFlTJ/HVGwU23OfPmHI91S/4aSzB9e29RWVQctVzhQ4dwKByocmI0341GZR9t8rnQ5n/nsD3/+1dHVrhW/mZzI/OXjjprV7USxRsMxCmjwFvS3rMt89cGvt/TW4vlxBkmQUCtWON5YnnnrV8pqam+39Lt9m0KtZUMAACAASURBVKvgFUkGjXndKolIJNxKFL+2rT/zlw/G2iub8EKL8+gUatCYRCMNvuIdRuvff3MsXSH+esfoR/99oNrjamOwBI3INBD3FysClvnyxP++82o5WviPt3+deftXzURRnHZrAixxUJh01SN57+yeyHzx4VD9+jY/rJXQMRqNBkCVQzUOTgnY9CkuLAloGw3WeIs//cW+E0d29deufnWkY1d4Q9LnUikoHgAb8KJ40J/58sRnLx2uQArfnNqa+fOHvRtKwxQol/oSJXgNseql8dSLA6p/wV3PGW2Zv7y/Nx2tQ/OsUlJisRa8qLOc+/TwzoG6stJVC7dEa75+9WgdmhdnEInHkwza5nG+tWXgaI+8DlleSzo/fX6yt0JscK8wGDwV9Ld7XT11pZm/fvDGgYn2EP7PN198dWP3hsIl6VAgQkMbPAU71ObMVyf2pqMbI9WZE6+Nt6wL+50Sh2gcbIqYHHBpNGjQUKdI6AykspCj2490MajOgArnVjmnJTqT/mf2rlv1t9plu292PHfJ2b9YcGPmYM3fDopvWM++yM3v+J7j1z+f8/LFP3n+mp/oP3H8RSEyv23eF3v41fbFkRscxkWO9GVn/66maNe65Wlqqcm7E6TLPm0yeNwQiQQHDzWsGWlaZ62lZYGwB1N7my1dFRyJVA00rVVXB0aa1o23Vlhr6baAO0bDEo+rQW//hpJd8YaB6pLNzRXb2zckKbgVyz8dUzu+M0Ej1mpqon3DaOuGVGWop6F8oK3aWMsavKcr6NMFXBJQfS01Fq7qrSuVBULjiajHlfC4FRoeqVszZYa3KI2tHBymQI0nDAZXA7DB4BpP9NeW9jesTq1jkgxqMniKITo4b4r36mWBSnhFx3put9k+1lbTzuJNhDtKIfGA2z76M0RirKlitHVDMhiwKoIT7VVaiSdOu6P+QkPEEgwQp8HequBYU0VnhRilcS0UiFNwPOC2g9nsla99oJ9gIGO1v85TWIMXbk00vjSS2tZWGfe5ZJ+7q8SvcmiMhtUyarC5sq9unVRK9TeuH2mrMkoDSQaNMaCx2q+EiL4N4lB1MLU6YK2lBxrXdFbwMocbolfjCZlBrVJyS1u1WUbGGcRcQ/VVh1q9zhZPcYJFYySkCp4tLZVDNWVhDglzSLqcVTlcCcAaiagkoguezgp+tL1yOFw52Lxuor1KE71KAE4F/WrQ285APbUl2+XG/trS0eby4YayGAMmGEhmYJkGNA7WGSgbmMsh2UC+zgDWyeIGA+qsO0U7uzin4ntm39pV/9uUN3W7Y+/V3zny+JzMobp/vFz124Hifeyd6Yscr91484sXX3zsmku0Sxz/IxOZ9+RD0hPvKgXxmx3Kfzn0Sxy/b0QmKwokYonCAKaI2WcJCgNaIcIoIZo9Bc3ewjDpsrNEDB5XWKTNX9xCuhv8hW0BZ5QGIgFXA7IySrqtMr/Mo1qQSJBAE7yyHSuIeopb4FXN0EqZgizRkwWUzUWXZaOWkiwcIcEGNL8WyY8y6AYkv5YoijKw5HcbJBz1FOshT4RyV4PP1sLLYxRgiZ7u0kBX0JcW8VYsv81f3OgrbCGdaohQaDjNEzoFqwEw4Xe3eYsasFVR0q1zmOpxdVBoB4UmPc4o6U7wSIQG2kmgCS2SWEJlCJlCNB6RWUBmgSTlboby2nFXzAe1+YAGND9MuhQWkllAYSGZhxUBCweAVq8zQoIRElZ4QmIxlUMNAbWDY3Qa0BkwSTolDpEENMqj7QzU4C2qdi9rQfMMAU3zmMkhBo+rgqedhFoCYCNRHGOxZq+rnQRkBk0GgAQJREm3xEGt2Kp2PE+mgSjpbvUVJVnYCnmjnuIECWg8FqfBNm+RPRbLItbmLYrToBYkkiyscqjCIhGiKOZ3ySImB/Gw36nQsEbDJoNaPK4ySIKB2gPOZk9Be8DZ7iu2RE+aJzQaVgQszsFhyl0DL2/1FTXieW3eogQDaTwm0dmjfItHLR41OUSjwSymJulNcR6VBVXWbTLOLs6pEYv3r8n/a93y5+Y5xi51bL//ssxbnZkTxt8Orvll9dPh7zgO/PzyX1x71e6fXth6kSMztCbzUeqDzfjHHUjFVY628x3xix2vVBc/V12U8CyRKJfCgBoHW0FcYUA1e4yOGGU+LUiYQY/GZk+TFQGTg7hW6o3ToMZjZtBjiITGY/GAOx5wqwxiCoTKICoFKSRosKh9fmiPCKfEwOd8aoKBZB6NMWCCRbUSjxLyKgJm0EiKweKe4pjfFaMANURIHKKwiGqHUDCwRgKmiOklmBREpCCSZEGZgnQKto/UDRbVQx5VxFUOtXi8R/D2sZ4OCrVoVOXQBAfLIqaXemUK0WnMYokUh2scrHCgJsBxf7HJoBqJpHivKXijNJDkIYUDUyFc42CNR5IUKHGIwhMKTyQZ1D4XULOxqtnIrLSImSIq0YAq4gkeSwp4UsDjLJQq8aQENOEp0GhAYUCJQ5ICrpYEVMGnB30SjysCpjKIziAqg0g0JNGAKWIGCxsCaoe5yBSUDAAai0okqHKozMAdZYFIwCXRUPaEggJ0ATeDHjvYQOewJAXKDCwzsMaiJodpNJwWPWnRY9diRzjYp6w6g6gBUKUgW0sShygCZnOvirjGY3aNGgfLNGDxqO1Qs/ZlIYfC+FTBFxOgmOhWOGdKsDEt/KJm2cRtjhcXXJ/p2pD5pXFMLTzUsDAz2XCCWbb39isnr7lwxy0/+rjSndnT/EJs6WTjQ5mp8vfCxb3zzq/7kePVZqAvuFAJLEmJoEK6kr7ibOQLB2s8IvNwkgUNEVMYUCHddtiBzMMxxt0eKJIZUGFAU8RkGjBFzA6cSYu4SgEWj2o0qJDuFIemOFQNuBXSfeZYWg42g7jCQrqAqiIqcYgWxOxhJcXhFo0aLKpzWLrUm1rt0wVUZsCUgGk0kBZQlXTF/UVRf74swgkO0IKYykJpEVf8rqSnyBQxiQZkHlZYSKUAhSjq8IO6x6n6XRoHa0FMFpEEA6gUkGbxNIuneSxdQigcaARRlQU1EujkPV2C12Bho4QwSnGFATQOsIKYykN2aJXCIiqH2k+pHUSm0aDOgAYLpUTY4ACdh+1gMftMNc5CcRpMBJwGCxkMaNlBgDymiJ4ICWo8ITOwLuB2iKPOQLkIJlufJodIlFumAbuinOZVFrKCeNZMLKRxsCFi9m22yUwRs32QvejJsWU7QoOFNRpM+opNDlFIt06BFot0hjwKixgl3iQFJkhA5dCY35WkQJnKLp4MAbWPSe2S9dz2vsQEZMEfE6A475L4LKb71hR/2ezadM95f4CfeCH//rrbzq6977z4Yxfsct76dSV+9PFben581uurHnoZf1J97OLKux2JZT/sdV/zSYJ4g1nccrXj+Zri8XUrVXJpRwi2eESjQZkGdB5RWMgKETID2tmqqRChkO7uUp/OIzIDZnMmBVTjYIUB0yWebEMpwGBhhXSbHJIWcVsRGg2meawjSHxT1LfGI/Y2qiFiZhA3g7htADtkUaNhg8dtY2dT4RjA4hGdATUa0DhAYpyKCCoiaIiYFcQlv9O2gSGgegi3o7HkgMsMAN0s1s1iOgmYIqaKqJ2yp1LuFIvoJGDQkMqCRhBNlRIqC6Z5zKBAi4FVyq2LiCxAElXcWYJpnL1Z6FZYyAp5be+isNkIDHtKqjEunXVrjMvggFSIiAecEofIPKoIWMrWFQMqgSJLgGTaLdF2kAeq8VjMV6QL2WC/XDCrnUWcErDOMp8djqQzkMWjdnSSTANWELc/pEJEknR1lHptQGeHgeo8YgNqR5TKNGBPLm2fYtBQikMVv8ugoTSPyQGXSgGpoFdh7d1J3Pa49m5dDspctJRNai70JCBRhMHCBuNOcW6LLrD8K3aWFH7Wjo7ee8HAz7+r/ZcjPecC4/rzpau/FbnEkbzQMXD1heNzLrF+/N3W8x1NFzlqrnBUXOGousSx7geO8h841l7qeLneuzFUYFL5GuPSaMCeYdgPpS3ZTjJZUVnQnmIq3Mw9p9x8CoV2iojOI3awpi3ZWhhQYcDTQ27tOGWNhjUaVhhQZsBsRHN2dmuLnRLjVji3xLtlAciFWudmvbYoLKQzkElnxaCzIdJ2HMzsRIBsrDsDKgyo04AtGg3YE9Zc5PUpQcGz+263TWdAnQFNHjR5cDrKOJdAjKgspDOgzrr17PZcLlIMsnt3iobVk8W2gsqCs9twUtYKM9teWVGySRmQeprJTgnTPj2wXTtzBtupYucbOlI8aVBEB4N1MHCaB0ymyKTyN5e5fl3v7n/6qn3L5k89dfe+JffuX/bAnuX3T618cGrZ/XsW37f1yfmbF8x/7ulHdi9bsHHpA70Lbht++q7Bp+9OL7hDfmLu0Wr/RKkrxRQaHGDHzNumymVg2pDNSuaCdT6bM/lvE2RPTVacnTx5UtR3jrysgW0xWNhOlZzJCBVgTYBtaBTGJbMuhctiKvFZXzsb0Gye9MmpVCaXTTFNsG6Jccu0U6WdKuVWKbdMAxINaDym84gde2/yoM6DuRzR7MWTu3ZyVnE2/8nkYDtjJ0vJdMhidsRkodlR8dk8iFwmqgDbydM5E8zWsMnlaplpw+mpOLPz77JeOduSbBaDnciQnSSwJzGazQ3+5tLOnKjIohqLOqwArnlAww/qJKAwrgRVkCBXdQYLVOIByTl3xP/0ALxwAFwwjD3diy4c8j4ziC/ogR7pgB7vxp/uJ57tw5f2IYv7sWd6vUt6fMsGqFWd3qUd5FKTfDbNFmhkvkmDBo2oDCLz6ClJmLMespmEh9MTZNVpb2TLKU+tlnsnApt77cdMJmfOuiYHWxxsnrTGmnmHgiZMZ83zpwkLKSwkM2CSBZMsmOCyH07vhY2yLqC6iOgiZAiQISCGgOoCrgvZ14do2ewXIBsuw8Gzn6LZ7u2k5eDJOSG5zE+NxTUWt9/CYAioISCGkKsXMXhcF1A7NMfWcDZPZtoK6slvQshmrZzsYnNiTzfP4BcFVBdQew2giqgSRFUR1QU0O6bRWVGmzaefJCf5Zts9KwyYXVXTsELDEg1JNOTo4Ig0jXYwWAePmSIsCy6VB1IlQJh43BKXWPxyk15mBJbq/iWyf1nSu9hgn5X8TycCzyjcSoMv0OlVaV9eN1OskKsUOi8lONOiK4w+rZAr0mKxwRZZDDzznhJxxpuelCUz/cTbi4Mzyjfha8cNzc5Gz6ZNC+i05RCLRyweSfGINZ1Wf1Lhdu0iogazootZMQQkh4ttUTuAX5kO3T0l0WemZAHWBHB6cCA0njAEvyF6DREzgqgRhI0gaoiYIWJZLzi9b3/KoDG7hbbYA/r0PAebFuSMmBoCarfE9qayCMvizJiWewVGzptqwhlyzqYzWs/gSjUOns1oTnThpIS2nA7tp/SUbNgzetDcRC6LqSFABgulKKSLwdMcYrKAyUImC6QEZ1osVqm87hDYwRUaZJ7JAhoNWAKg0kVJulDhnLrgNllXJ+nuJN2yv1im3TFfYYJyyiwg8e4ImSezLovFLJaw3zQki5gSxHUBN3g8xaH29ljucbTB0r9BbKOeLtZ0/H9O7OnaN71OIsdfTkwRM0TslKS/HIUpgUgJhCkQhkhoQUILErZ3tPMOcrVnXaaIZ9+NMxMQA9u5bxJFSLS9yHDLtFOm3bYBTBE7o8zu+ykE6AJq8LjBeyzOZ3Eeg/cYPJ6k3EnalaSLk3RxknYlaZdEghLltl27xSOGgChB29vNaq2IqyJu8WiKy+rfznuxxRQIUyBsDZyi59y0OEm5zyi2dc7UNfQ0Oe0eW+E8bvBZfTrUkEsTQIPGulhvJ4vYmexqwG2wkMmDKuvWedDginXWrVKQwXgUGs2+VIgHJcapUMVmwG2RoBZwGyyq0LDGY6kSX5KFI1SxXoIpJKgE4AQDxVgoxkJxFpIZWKFhnZoZC+xh1Hb48jfIzEB/ShIpPb0qomGZgux3s9n7ghIN2GtP+yhcpQCZBhTGnoMCGp0T0E4Wk6ZFpgF7qNIp0E4dtjcCZ+aCDJKrV5senmQGTrKwwmIKi6gsmJtEKgyhMF6V9amsR2PR3IJpOsP4zC8Omd13Wz+22CsnO8DAZL0m69U5Qucwe7KhBhE1COkikkVZQO2nQqPcKuVOMECcBRJMTkWQ/VkjIY3M6mc69Xnm3VvZV03NUnLu5xINncGhCFlvesY3mvzrbNLs6D9rWWzvyzrifH6cKYwHQJXB7AAqhQHb8IK4D9AFT1JAmwOFUbY4yQGyF1U8mER54hQapaA440rSxUmqQArkK4Ei2VskeYoMFk0JhEahMaIoSbuMIGpjGqfgKANHGTjGIhINyRSkkZBKQTYcCQZIMFmk/q3k1vL22lmlIFtOZhRKsnCShe1O2hhlF/i0vcRxa9OLbvuBma0gnUF0BjFoxKQQi4QtEs62dlpUyjYtNPv6dNWITCEqBWiUWyMBlYIkikhQHonxKQyhM4jBgAYD6gykMpjCYrPnYbMfVGmWZhIMlGCgOAvZW6RxGkxSsETCSgBVAqhEwhIJSjSQYN22ZB82Cso579mY2vqXKUSikQSN2JjqAUgjAZkG7IftFL1pNHyKkpMUaLdktjvIOYWcmeTcxsvMJBWQWZe9YJ0t2fvtQmapOoupWgYpJagseI1SSivxKEFUL/FHSNgoZYwyVi4jk6v90hqfXOrpXRNKcYwZ4rUSxiilUmtJa7VHL8GMUrxrTaC71NcheFJBfypIdoikznkNkdBDHlPwGoJfDfqlkF8K+dWSgB70mUGfJfrMoE8P+vSQRwv5tBKPHvSZQY/5DX8N0WuIxOy/mujVRK8lZovKljYtatCrBr32PZroNaZFD3n0kMcKeVNBbyro7QhmPxgn32YXmxZ8ad6b5r32uZEhenXBowseg/fY3+Zqn643oIUCejBgBj2W6LFEjxn0aSFKC9KKQCpiQBc8xvQkQRV8iujTRH+ukZro1YKEGiLUEKGVeLSQTwv51BKfFgqoJVmxL2ohnx4M5EQLBZSQVwkRtmRLEKdNEMQt0WMGPVqJR83qOdtmLRTQg77pvnj0kMfW2+mqM6d/ZZ6i4SChBWdPErKKMmZ3apZiZzoYPEmMWffk9KwKHj3o00I+x2Bj+XBzVX/9+sHGyr66daPtNcOt1cOt1QONlSOtNb2N63saynsaygeaKsbb68aaa4fqqwbqq8Zbaja21ow1V0+01W5qrxtprNzUVjvaWLmptW5jc82m1rqxxurBuvLRpqqJtrqNrbXDzdVDzdV99ev769cPNFSMNW/YEmkcrFs/2Fg5EakfaKgYaqocba0ZaawcbqicaKsdbare1F43VF8xVL9+uKFyqH79WPOGwbpyu97Rpurxlg1jzRvGW2pGGqvGW2o2tddvbK0da6vtrV3XV1c+3l433l432Fg50rJhtLVmsLFyoq1ua7RppLFqIlI/1FQ51lw92lS1sbVmoHbdUP368ZYNW6NNQ01VWyKNA7XlHeWhkcaq4YbK4YbKiZba4bqKwbr1E211I41V9vWh+oqJtrrxlpqh+gq79t7adb216zaG6webqvqbq0bba0baqoZbK0fbq0fba3rr1/XWrxturZ6I1Y2FN/Q3rhtqqRpur+1rquytKx9vrxtrr+utK++pXTcWru1rKO9rKB+P1PU3VIy01gy11WyKtQy11Q23NQ621g63Vvc3rhtoKh9p2zDQVNHXVNnfXNXXUtXfWj0UrhloqeprqhhsrR5srR5qqRptrxlsruxrKB9vr+2vL09XhPrry7fFG8ZaKkea1ndXhQYbK8baavpr1g7Vrx9vrx1urhpoquitXzfYXDncXDXUVDnSklXUWHP1YF35xtaaja01m8P14y0bNrXXDTdUjDVVbGqrGm+uHKxds6mtdqS+cqS+crihcrSpZqy1fripZriltr+hqqd2/cZI02hbfWf12qHmmoHG6uGmmvG2hsGG6o2t9aNNNaMNVVvaG0Yaqyba6mwNDzdUjrfUjLXVDjVXOw4MdB4c7HhhYujAQHpXWp0aSB0e7trdaxwd7ZkaSO3p1qcGzD3d+mSPemSk+9BQ5+HBzv291oG+1LGRnhfG+w8Pdk51G3u79N0d6qGBjsODnbbs6zEP9qenuo1DAx37+1P7+qx9fdaebv3QUOfh4a6pXnNfn3VgIL2/P2V/a384MJA+0JeaTCsH+9OHBzv3dGqHBzsPDXRMppXnx/qOj/bu7lD3dGqHBjoO9KUO9KWmuo39vdZkp7q/1zowkN7fa+3rs/b3Wnt7jP291u4ubTKtTHaqezq13V3a/l7ryEj3ZFp5rkM5MtS1p1s/2J8+Otqzv9ea6jUP9qf3dOuHBzsPD3e9MN7/wsTA3i59slOd6jb296eOjfRN9ZoH+jqOjvYcHuye6k0dG+s/PNxzYKDz4GDXkZHevT3W3h7ryEjv/sGuvQMdB0a7dnaru3u17enE0dGuPd3qvj7j0FB6b7/xXLeyp8+c7DN2dum7uo19A50HhrqPjPVPDaQODHce3di3p8+c7FEne/QDw537Bjr3DXROdqem+ruOjgzs6e34720jz2/uP7Z54MBIz6GJgT1D3fvHB/aPDx6cGD6yZcyWY9vGD28e2T/Wf2B84IUdE0cnhg+M9B0e739xy+jUQGpfn3V0tOfgYMe+PuvQUOeR8d7nNw0f2zi4ty+9u9c4PNazf6jj4EjX8U0DB0e69vZbL24aPDLSvb8/dXCwY6rbmEwruzvUqW5jlyXt6VJ2GtFjI6kDvfreTmUyJR8a6DrQ17G3O314qO+FzePHNo7s7u08NDp4dPPY8a0bD0+MHBwfOrZp5NDYwItbxg8O9x0Z7j82Onh4sPfIUM/x0f7Dg91T3dbeLn1P57S9OtUDA2nHwc3D+zb2Hdw8fHDz4K7Bzs29+q7B9JY+Y9dgeqJb3dSpbB80d/Rb2wfN54Y6Rs34lm5tW48+biWGtcjGVHJTh7ypQ97Wo2/vNSbS0riV2NlvPTeY3tlv7Rnp2jWY3tylDuvRjWlpe5+5qVPZ1Kls7zO39RqjZnxbrzE53LlntHtqvHfvWM/UeO+RbSOHNg/uGkhNjfXsGkjt39h3cNPA1m5te69hl2l/OLxl6Nj20amxHvvzrsH01FjP1h59Z7+1Z7T7wET//on+I1uHj24fPbZ99ODmwT0jXdv7zF0Dqf0T/fbfTR2y/av9E/0HNw0c2TaypUvdOZCaHOrY0W9t7dZ2DaYPbhrYNZjeN967o9/aN9a/Z7R7//jAjn5rz3DPc0Nd23qtiQ51R396z2jvlm7j0JaR/RODvcm2fjV2YMvoeEo+vHX0F7s379/Yd2jz4OEtQ3bLdw93bu8zdw50HNw8vHusv1+NWeHGzmiT1lTdm2wZ1qO9UtOR7UNTG7sn0rHJIfPwloF+qXl7rzGiR7sjDYNyRGupjdVVxhtro/Ubki1NWiQsh9sizc0tdXXhpqZIc3OstTXR3h5rbW1vbGxvqo801kfqa9NyLCVFRzqtHaP9411mnxbrlsOb+1Kbei0r0aJHmjukSLcaH+3Wh1PSaKfUEW/sSjb3qe2diSalYf2QFulJNKfDdce2j756cNcrB3Ye2Tq8pUs9snXw1YPbRozWX+we39yZGFBbN3UqEx2q3bVBUw7XVgx16mqkqb2hsrVuvRRuMKX24S5tpFvvVML9VnJLf3o4JfWpkc29Zme0aVuvsX+i/9hzYy/smdg+aKaitc8Np377/B7H3Tf//JG7b7nvtuvuufXau266+tZrLrv9uitvveaym3528fVX/vD6K39425zL51572Y0//fH1V/7wiou+ff3l/3Xr1T++5Wc/mnPpBXMuveDGKy+c+/Of3HHdZXdcd9k9N//04Tuue3z+TU/cc/OT98997O4bn7x/7sN33XDPrVffffNP511/+e3XXXbXTVfdd9s182/52X23XfPAvDnzb/nZXTdd9cC8OfOuv/yWn//k3rk/X/TQvPk3XbXg3lueuOfmBffe8uhdN8y/6ap5cy599K4b7rv16nlzLr3z+svvveVnj8+/6dnH5y96aN6yJ+558v65C+695fZrL3nw9msfufN6W5Y+dvfKJ+8vWvLoyifvX3jfrY/dfeOCe2957O4b77jushuvvPDGKy9ceN+t117yvR+c7bjA4Zg359J7bv7pzT/94Z3XXz7/pqvun/vzRQ/NW/TQvAX3zH3wtusemDvnwduuv+emqx+87fqF994+/8ar599yzQ1XXjz/5jmLH71/5VOPLV/4yNIFDz1y19y5c6668arLnnzgnoX337ViwcN33/DzS87/1lUXfmfetVfccuVP5l17xSN33LTgntsemHvD/JvnPHHvXcsWPPrYXXPvuv6nPzrHMfdnF9913ZUP3z5n1cL7lz96p3vJQzde/J1rLzp3xSN3koVLHrzhysvOdVz3w++d73Cc73B82+E4z+E4z+E4x+H47jnfOfds++O0nHWu46xzHY5zHY5zznJ861uOs85yOM52OL59tuPSH11405yrLzjnrAvOOWvOlZdddtF/2b887yzHt7/luODbZ//ognMuONdxnsNx/lmO75/j+NH5Z33X4bjk++fcfPUlF3zL8YNzHUjeEgoqzHvqEWjlMyxa3FRO+4qeZsBl99181eKH7njkjhuffuDOB+fdfN2VP7no/HPOczjOO8tx3tmOc85ynO1wnPstx9kOx9kOxwXfcZzjcJx/tuPW66645rILf3zBWbfNufy7Dsdjd99Y8MzDCx64xb1qwaJH591z85VLH7q9oYx0PDb/9icfuPupB+c/Nv/2hfff9chdcx+/Z96C++5c+viDy598aPFj9y55/L7Fj9372D1zH7/3tqceumvRI3c/+eAdix65e+kT9y1+7J5nHp2/bOEDqxY9Urxs4cqnH37qoTuXLXygYMnjS5+476E7EdDGtQAAIABJREFUb1zx1EOrFj1SuPSJomcXPLvg/mULH1j0yN3PPDp/yeP3rnjqoRVPPbTwgXmP3zvXvfJp9/8j3L1+48jTZcEki0XvvXdFU95XpffeV5b3hk6URNnuVqu9lURRjpIo1/Kme3p63JljLu7B4gL7dhe7D4vd/Yf2IefMnoO9BviBKJaSSaAYii++iEhLLJn8Tjl1tlVo5rVmXivorCXiKg2aPCqTiUZOzal0XmPse9azSsUSCzpb0tiCQhdVxuLQuiVt5/W6JZV1bq+UamXVqinkZcri0BSLaGSSSfgVPJ6TyJ2CUdJYnQJn+h3LY715mcrLVFYkTAYuaexeKXWmlt0pGEWVyQlkSWGrpqxTEOzfiK4vjXQC0c2V5YkRz/Jc3Ot2L877Vpbmx0cm+/sWJsZGu7tWpiaDa675kaHRLudUf+9IZ8dEb7dnbnZ+ZMi7tAAH/cHVVc/SYtzrgQI+k8IzNL6fT395dmcvo21b4pWt0n5a3EuxeSK6q5BHF3YaLHQ+LeaREOdZTq4s4j7P5tTUytiYZ2Fp2NmzsbA6Oz7d6+zrdvZ3O/u7OvudHb3Ojt4OR5+jvbuzo8cJdHa2ORem5tYWl8f7BhfGxif6+oecHSNdnZP9fStTk1MDg2M9vfNj4wNOx0hPZyzoXpwZ21yeBcNegYSRWECmUIXGsFhwtKdj0AGsTo2drpe/vHTubDV3/fKpZz9cufnR/rNrn9++euFs0drJaLt5q2ZqLJTcnJ8d6ers72ifHx9dmpoIbqxNjQ4tTI8nAl6vayHh34xuroDeVcjnSnMoFdrE/asfb5cOqublrdytL87/dPjljQu7VyppoGqobCIqwkkiHFAwmEvGsKAPDXiZRMigUQGOscmwRsIpFk/zpMURCp5gkwERiZgMnBWJss7ZUNDIJA+FIN+qToFVU2hmlKxIaGRSI5MGDdkoKaqMToE6BeYkkodCGQFvZdWSxlZNISeRBg0REbcAh1MsIqFRKual4z4ODFocajKwDTWDhjQyaaOwkZarplDW2Jop1EyhYUk5kSgqdEllSiqzVzR3C0bNFIoKXdE5++upUurqmdb5ZqFq8DqZPNfIpznUYpFTpVROJBqWZB/7brsFo6SwBYEsS1xDl00KzXCkQSJR13I/APQCQA8ADDkcg+3tA4720e6uwQ7nwti4xnJIJNoFAGgkmlO15cmJ4Y6OiZ6eyd7eiZ6e4U7nRF//4vjE/OjY6swsEo5EV1fLkvDq9lHLVJu6eDpnnMnoV2r5UyZ/2mDvf3Lmm1b+rw8Pf3/zy5un6ydXDj4q52oSa2EwFw2LIBhaWdmYnR/p7O0A2h1Ah6Ot0+nodrR3dzh6nB29HY6eTkdvT0fvQOdAV5tzvG/YNT3vX14Lr21szM4vj4/3AkAfAIx19Yw4u0Y7u/va2qeHBz0riz7XciLgjXvdMc+mf3U54fNENtaWJ8YWRocHHW1LI8Ogx13RNTYSqHLIpZyyIxNXa9mDjIa4FnIUWhbZNEVBbvfy6OhYV9f88Ojy5NTG/MLs8Eg3AGwszq9MTY51d65Mjs/0dfsXpiUwbGIJ0r8eX53+80/3f3lw4+YnZ/7hxf3rF3df/fD5488uAVmGYsJBzOtGPZsqDOZY2sAQMRHTIDBHUwoYo4NeLhKQEhE5GWVCPiqwSQfdbNgrJUJpEi4JVIZChFhAR+JiPIh71ywCyrN4XeXLIp1n8RyHmwQoQxEyuJlh0IJAVhQ2zxNs1Jfj8L2ckaYRCQxzMb8CR1GvS4wHDDSeJqGySJlYIk1CDY3P0kiGgluGaGKJLI3UFLYi0TuWkqWRpirsmEpLE3dMpcSRWRJpaeK2IZ/Omlu6lCWRLIls6dK2IdcktqkKX+y19izNRBIFBrevgdeWzpeyLU3MEPD5UvZMLrVjKhfKuW1D3s8YW4pw2tLP5TIVga1JfEOTTueyVNC/NDAw4XAMAsBkZ89EZ89Ud9+Qoyu85k6L6vzY5HBX7+biylT/cDcAzA+P9gPtQw7n/PDo7PDISGfvWO/A7Mj4/Njk8sTMVF/fRG+ne3ZqbWqkILHnqrmWIe5akgkHi1T8+/3KXx7e+D//8cP761f+r79++N3Rl48/v3Clnv20XqgrdEmg6JBvqqdztMvZ29buBABnW3tHu6OtzeFwODu7epzOri5nd19nb39n7+z45PLU9NzIcGBlZW1maszZMTfQP9vfN+JoHwSAQQDoB4A+AOgBgB4A2JyZmRsYmO3vXxgaWh0fHwSA0XbH8vDIKNDmnpjyTc8u9PaPAIAOJb7ZKt8+aN3/6PTxR2e/22ugqwt8wFNgSC4aTW5shJaWvXOLWDi+PrMw4uzpAzp62zqmBodmhoaHOzo2Z6Z98zNcNMiGvSaWCM6OXb98+r/+w6+/f3j4/UGrKqAXy+aTb69+Us8DJZGvqTIbCWUZKs8xZUkoifyOpdcVuSyyGQpLk6gYD+PeDQNONjRpx1LrKp9jsByDVWW2LNJZGs0xWEMTzhQs+53tlHJQymRptMiTWRpN00hFYiwKzlAIHw/oSFzHEnzUX1HYmsJxMX+GQiwKzrN4RWIqEl2R6CwF11Uuz6AWARY5vK5yRQ7PMeiWIeZZLEcjW6bUULmazDRVoaHwFZYs89TZjFlkiV1dropMhSVrEtuUuIbCb6vitiFvKUJFoM9mzKrIbKvifsY4l7OyJMIHPOdL2f2UtmdpZ9LGtiFvq+KOqdQFpkCil8v5U6ZaF5g9Q9lW5f1MqshSDVWB1lwjADAGtA8AwCDQNgC09QNAD9BmS72R7j5bOw45Oyf6+oc7nVMDg5P9A0POzkFn53jfYH9ndycA9ACObgAY7HR0A8D82GBgdd63OEmGPTkOscjYQUl99PXF3x1/+/jzgzuXWz99de6LuvHdbuliXm7JOBd0NTUe96+Pd7WtTo0tTo6PDw729/U4nU4AaAeA9naHE2hzdLQ7O9odAz29Hpcr7veuL8yG1l2e5bmYe823PJv0bfpX5lyTw96lmej6Ehr2u2dnfAvza5MTweWl4PKSf3HBNTa2ODi4OjrqnpxMuFy+mRn/7Gxgbm7G2Xnt4rn/51/+8C+PDs/pzOW8Kvpd0wBQZojT+XRDV78+f54Ihye7etFQzLe8Ntbd3w20DXR0jfb0z49MzAwMuSYm1icmNsZHNyYGg3MT8MbS8ZcfPbv25a8Pbjz57kpNxHYM9tEPn328VQQkOM4nI3jQo+EQlwirGEhF/GkaUaC4AkcVOKpjCcSzivnWsjQqgWEVTmRovCSyJZFt6HJRYAo8XRSYrZR2Kme1TLUoMHmOSlNYikAsEi2KVFFmchxuMWjTlGQkliIhLhGkQu6SwgqJYJYnTAI0SKgoUiWJtihYxxI6Es/zREVi6rqQoZCiSBV5smlKOQYry4yOxDMMmmMwNuxtaMLZYromsRkKaapCVWZbmlhX+d2UWlM4+3Uah0oCVRWZpi42FL5lSOdL2R1LtTCwpnB5GttOKQ2F304pW7qUZ/GmKtRVvqWJNYktC2RT47dNKc9iDU3Yyxl5nihIbE6gswJbNfSSqggQtDY9Pdje3gUA3e3tXY72Pqezp6NtoKtrYqBvdnS4tx3oaQM8K0tRr9vtWt5cWentdHa1tTnslccBOACg1wn0tAM9ALAxP8bDAdi3qGGBPzy9+dONK//88s7//k9v/+9//fn/+Oubvz45+vPDw5fXvvju3NanO7XtrA4FPDHPpnt1tcvZ6XR2OTu7gXZn98Cwo7sPcHY7OjoBAHA6Onp7ulYWZjdci1Ojgyuz4wvjA37XbMS9gsW8UHA94XcJWAyPBxLeNSjg8SzORjZWE96Njbmp2PpqaGXRPTsVWl6IrC7F11cjq0sLg31bKeMvLx5dzivf7WR/3C8fXdwuM0k6sPr02tefndkuqVIrnw2uueJeT2Btfbyv37O80tvROdQ7ONQ7uDQzNzkwOD04sDYz5VuYXR3rD8xPXPv44NEPn72+88PbOz/+4cndP/90/8XRt789vfv7p3cBKhZQKUTBQR6JC3AMC3kEOJJiUSrilZGYhidNCjZIiI0HxGSIDHuwgFtBkxIcF6GYioEpGkuzRJoldAK2GFwn4LzIZHnKIBEFTZoUmhPIFI2oWKIoM0WZ4RJBOupjYn42HiirnIYn0ywmwVEZiclIzGLQLE+UFLaqcjoBWhRckOiyzFR1QccSKpbIMGiWJzIM2rQUHUuEFqfyPFGWme2UcracOVOw6rrQ1MVWSq7KbEVhm7pYFCk+6qdC7t20tpvWdix1P2dup5SqzGZptKmLp7LGuXK2oQkViWloQpEnKxKzl9GbulhXuQKPtky+IpMlicqyaF4iJTgqIlGDhrMiXTKUFE/vlHK75SIU9I/1dQ92dnS2Ab3O9tmJkfH+nsnBvpWZyZh/Y2FyeHFqROcZNBZ2u5ZG+rs7AGCg2zk+0j880Dk9MTg/NbI0PTwz3OVenMBCGxYL7RfVXx/d+Oure//w/Oi//HLyv7y7+9cn1598dfFyQTu8uHehki6L9F4hzUJJBgIJCGoDgO6u/g5nT0dXv7N3EGhzdvQMAECHs7Pb4XC0twEz0+ORoGd6bGiou31+YsC3OudemEIjbtvYQSPu4NpcYG3O75r1rsy6Zkc25yfBwJpretS3Mh12LcQ3lwLLs9H1hfDK/MJgF+Lb+OXk6M8n1/5y8t3/9sdXL6598vCri399/fCb8zunymmTIyYHunvagKWpiZG+vqmRkY3l5dX5xeW5pcGegdH+4aXJqeXJifmRocXhgY2ZkYNa/p9/efn+weHPJ0fv7994f//G6zs//PGn47fH198eXwc0Bs5pbD2repanhpzA1EBH3LvCo1GLQ7MiUVDojICTUY8Ahy0WkbGYhMYsDsvLdJrHRSRqMkiKRdM8nubxnESZDGJxmEokDRqm434mEVDwhEoksyKZl2mdgthkkEkEIJ9LRKIVQ7A4LCuSPBTmobD9t0/zWEGhSyqTl6k0h2ZFIsNjdUtKMXBZ51IMnGKRDI+ZDCwhERmN7ubNisbv5YyCRKtIrCgzezmjaSlblrKTM7IsphOghsYNEjqoZM+U0g1DzPPExUbxdNFqGOJuVt/LGTsZ7XKrfLpopWnkTCldEMiyzBRFqqIwezm1plNVjcwKaIZHyhqtk0mNTDYzis4iKg0ZLK6xWD2X0lgi4d90L85PD/WOdDv62oH5kYGga2FlfHBlfDCwPOtfmhExKCNx3pX5meG+maGBqYG+meE+1+xEMuCOeV0CmlDwBJ8MMRHP9xf3/vOHZ4++uvTDQf1fXx8/+ergzuXGr3e+fPjpWTPuyRPxHJFUk5E0hW3OTGdEMerxzoxNONo6AaCjr3cYAJxO50BbW09nV39vz5DT0e1o6+jr6l6Zmxvv7x3v7V6dmpjq757p614c6fMtTi+PDWzMjK1NDQ13AnNj3SPdwNJUf8LvSgRW12ZHNhfGAsvTYdfs2tTQ3KBzZbx/fXport95/PXH/+X9yV9Ovvvdra9eH179Yrf4p+f37n398cXtSiNr9LYBnQAw4GyfHh6M+TwyRccCoYmhsa42Z4+jyzU7tz43G153LY0MeufGj7+5+qcXJ2/u/vjLydGbuz++ufvjLw9v//zg1pt7N14d3wBUBhaJhCngy1ODvW0AmfCbPCaTybRE6hRo0JAAh9lkgIx6VDyek8gMhxs0nOHwjEDkBLKs8ykasTjMYlCdgnQC1CnIpOCCwtBRH+hdzfKEgidSNKKRoACGJTSm4Ukq5tMJMC/TFoNWTVGEIiISLcqMQUJ5icyJRIqBMzyW5tCKzuVEopmW8xJZM4W8ROYlkksGBCiUdC8103JZ5UD3yqm8meWJisLuFVINQ6zqQtOU9gopBY6qWMIkwEZKzjBolsWqKtc0pbJI1zS+KrO7Wb1lSBfqhZrCVVVuN60dVLL7OXPLUnYs9VTe2M0qLYsriEhFp+o6W1TIZlrOioTFoWkeE+BI3ZL3KjmdwaKbKwwYiW0s42Ev7N9Ielywd10Aw8GFyeT6Ahv1we4Vk4ILEpvYWAksz65ODC2N9s8N9wZW55GQB/KtC2CUjvrSNHx1t37jozNPvrty/fzWWYu798n+N9u5L1upa2dKBylOj24GJ/u1RMDEkrsZ07cw71taWpqcWpia6e/qawPanR09zo4eZ2dfW3tXd/ewo723w9HT2z3Q2eacGBpZm5vHohHP4vzG9BTk2XDPTKL+zahrEXS7wq45JLzBQEH34njcuxz3Lq9OD4ZWZxLuJTLiBj3L8Y2FzZlhMuKOrs0F5sdzLHjjYvN8lm2J0LmCXFOwL87Wv754SmNgKOSdGOjt72jragd6ne2dbcDC1FQsEFqcnu8A2od7+5enppcnJ5bGhzdmxnyLk3e//fSXp/de3fnh7fH1n0+OPjy8+f7B0cvbP759ePT24RGg0SidDGs0mlO45Ymh9elRIuLTKUjG4goapyJeLhFU0LhBQjIUyXB4mkZSNGLgSRmJFQQyJ5D2INbQuILGUyRkMaj9rzqWSLNYigR1MikmgwoWS5FgXiI1NMYm/Boaqxq8SSTTHJrjsBQD5zgsz+MlicowiEVBBp4oCERFYQoCUVXZpinmOMzAEwaeqGmcjsUTa/MNQ9jJqCoSLfLEqbyxm1bLMp1nsTyPp/BkwxDyLFaSqAKHn8obBQ6vKWxD488WLR2OWgS4ZYhlkTpbSJUEsiyQDY3PM+huWt02pf2cURbIHINupYQzReOgnPpkp7yTlhoG10pJtgVW1tiyxu7k9TOVrIYn2WSQjQfirnkJDGtwLEMhYjQgJ4J8xJujIR2OYu6VAoulcJCL+DCPawQAxp3A/FBXwDWb9KwggXUy7MGDm3Wdv/vFxyUeE0KbTYW8XDbO5aWji613h5992kz9cFC9upX9YrfwcSuTYSABCuFR//LUaMC9NtTX3eFoawOArq6e3t5+AOhwdHS3O7odjr6u7oGuzr7ONmcn0D7c1b0+N7s5P+temMOCPi4Zo6MB1L9JRwNR17xOgVTcTYTXZTRMRjYkJCRDQRUJG3iMDm8YWBTamIc25hUoKCX9Ohw8neGbCnbzo92SCF+oZ3cKxsdnWjQS7WoHujqA7o42BwD0d3c5AGCorz/o9Y0OjHS2OYf7BwZ7OicGejcWpvF4ILyxcPe7q7+9evDm5PDNyeHL4xtvT269uHf9/eM7r+8fvj0+BEyOUikkK7MpnuwGgLFOQCNhGUuqGJjlCVuVmgSoYwkNjWtoPEVCWRYzCVCBoxIYVuBo05SKIqXAUQ2NS2DYouAMg6pIzCRALuZXkWiWRcVkkIv5bPCpSDTP4xYFZVk0TcMZBjGJZI7DsiyaIsGGxtt+U0kgyyJVU9gCh9dVriLRcjKUpZEUnizyhAKGcwxaEsiGxucYlPCt1VVuN63uZbTtlJxj0LJIbafkAoen8GRNYbdMaS+jHZTS50rpEk/kaKShck2NL/HEliE2VO6gaJ3JmyksUVfYC5Xs+XLmfDnT1IXdjFwUsKbBbaWEnbR0uZmvaVxBIAoCkeOwqspmWdQkQBWJaXiSifnZqM87MwpvLOtITIejYszPBNctPG6iUdK3qoJhE403NEGMByfagbF2YG7Q6V0YD65MR9cXYK9LJ8Cqyhp4gglv+KYGo3NjQnh9P83f/fT0P7+89/S7S59vZz6q61/uFbmIC/bMY8H15ckB99JstwOYHh/p7nC0AcDo8Eh/b5/D4XQ4nO2O7q7ugU5nX4eju6+ztwMAetvaXTPTobXVwNI84tuwGDxNIzqWUJFYhkFyIqaTcYtKZlk4TYMmEc8yUNPgVDiUIuIVkUgTiRQWy1Jgmkjk6GRVgK9d2Hp27fMfPz5147OL5ZQoU/Dm8mxfZ7sDAHqcHR2Otu4u5/T4RCISXVteGejudwBAj8PR62xfnBwLbSz5XbPNvPbkznc/Hf/44sH1N4+Pntz54cWDw7dP7tgwfX3/EMipcl6XTtVLGYXvdwCjXQ6DJXOKoJNYWRd1CknzZIYjUf8m6HYZJJIiIdsBUJGYBIbTNNJKySkSksCwisSERFBFYioSM/CkisQw31qKBO1jEsk8j5PBjRQJtlJSigTzPJ5lUYuC0jSc47A0DWdZNM8hNZUu8GiKiCtQsCTiGRosCphFJviYxyITKhwSE766xuQ5xMCiZZlupaQ0DVdVdjutKHDE5t2SROV5XEgE+Li/ojBNUzxfy52rZhsaX5HoK9vVmsLu54yDUrqucufKmfOV7NmitWMpeRYri1RJIKsyYxGgnAwpcISJeIjAOu5fQzwruH89vDRNhTZx/xoZ3BSTITbqk6GIhsZFKIIHN5ObyzoWryhMjsMqCmXisRwLF3hUhUP23/5cNWvSUHhlNrQ845kbDSyNU9FNEQ4rcMT+HIILE0nXfHB+dHOsN7IwykfXlPjG8ecHz3+88vL61aOPdl9c/6yhESUR3bLkjEDIBBLeWFubnx10dg50dXW1OTrbHT3OTgfQPjQw2t3V3wa0dzk6utraugBgsq8nsbm2PjkSdc3j/jUqtKkjMSkRZCObZYlQkIBBRETQK0G+koxx8c2igNQ1iotuUMFVKe4psFBFxGoyocQ9ZQ7eUqgSCxVYpKkLl1vliiHlFAGNhWfGR0YG+ns7nV2ODgcA+NY9OIj2OLrmJ6f7O7tnhkd6AWBxfHRxbGB5cuDkxte/e37vzcnh20c33z66+f7xnbcnt948vPXq/s03D2+9eXgLyMpiI5vm4MRYd0c3AIB+93YxW9GVmqlZHJFi8VbWsGGqYmBR5goCabv09qmqnA3ZqsqlaaQgkA1DLIpUTePFZIiJeJummOfxDIOkaViGwkIisJNRG4agobGaxuU4LMMgRZHMsmiexysKU5bJkkTUVLphcNuW2DC4ooA1DK4ik0LCl6HBmsZoSFhM+ksivmWJ22mlrvOtlFQUyZrG2YjcyahbllxV2brOn6tmd7PahXr+89Oti43Cx63y5Ubxi/3WJ1uVS/XCbloti9R+zmhofEkg6eCmnAzxUZ+UCOYYVMfiMhQuiqQCR0wiKUNhFYmaBMhGfWzUSwY3cP+6gSclMEyF3CkSsj0NW16XVKZmchYLVRSqLJMWlWylhJyIFWQiw2NkxE1FPTwYTGwubs4MooE1LLjORr0mkWyaYlmmxXggMDu21O/0Tg+Crmk6sKpC3ivNzD88vf3qxmefNjJpLFSV8FM59Zvzp5DApmdumgET63Ozrtm5PmdXn7NruLd/pH94Znx6aGB4dHBofWlpbnRscXzMNT3pnp1Kbi5LYIiL+QwsWlNpDQqJMbeBhWXQl2YSNZ3S8bAM+0XQW5awsoSpcCBFRCsiliHjcsJvouGaTOmg30KiBhhKYbHE6hzsdXkXpjbmpmKezZ42oKcN6ACA7vb2xYnJ9fmFhbHx6cGhAUdHFwAMtLUNtrcvjg1F1hY1Evzt5cmHJ3dfPbj+6sH11w9vPLv9w5uHR68f3Hzz8NbrB0cvHx4BKo4IUGK80zHV08lD0ZImlDRBguMFiRWhGOxdT2wsCWCYifmzPJHhcA1PpmikovEFic4JZFnlZCQmQhGTghU0ziUDVYPXiESKgWU0KkChvETqZNKkIYtFyIibjLhrppATCY1IqHhcJ5MZHhPhcIqBiwptB5UFmWqlpFZGyfO4gsUsCkpzqEkkDQrU0JhGJDIMIiGRmsZdbpV2s1pRJFUkupvVmqa4XzD3C+ZuVjtbTu9mtarK7hfM7bSyl9NzHFbX+aJI2i92MqqQCAiJgI7FUyRIh9102I35XDap24JETAZh9zLid0lIhI55BSiUYmAVj4OeZQmJ6GSSSwaoqEdGo2kOzYmEhERKKvPJTvlcNd1KCQUByzBQTWOaJp/nUZOIVxTKwGNCwof5Vlyj3Uzcx4PBtcmB8MpscnM5sjpHhNw5DtexhI4lFDiKeFaZiCfpmteRmBDzo5uLDz6/+L/++iJPRC+W9XufHRx/eenV7e9bKSmxtsDEI+6FuZmhwS4A6HE4N1bWN1c3hvuGujucYwNDg93dw13dS1MT63MzSMjHgZGoa56MuJmIR4FDJh7T0VCeg3Q0UpHJHAvLYEBHIxaZqKl0iohHlyeZ8IaORujQun9mFPetpEmICa5vm1xFxvMcpKGRgkwlPStTAx0jncCgE+gCgKHOth4AGO1yuKbHJ7rbQ6vzVDSS4bndQv5MtZQTOTzo+WSv9cuT4zf3j948uPnfPK8f3ARSNBFfX4U8G2VVUtCkjCSyPMXGQ1TEjwXcNv4qGm8bnFmeSLOYiiVsMzUnkBaDykgMC2zISCwvUmkONSiwIFMyGrVYRITDKh63WERGo1wykBXwrIDbQCzIlAiHMzxmh/JZAW9llK2sysR99iIvwmGDAg0KtO+jk0kZjSJ+lwCF0hy6lVXLGmuxSJ7HtyzZJJKn8saWJe8XzFZKynGYDIWzLLqTUe0LahonJAIyFM5xGO5f4+P+LIvC7mXM5+JiPiER0NBYhkHKMp2mYVs3m0RSAkN4aEOAQvWUqJNJG4tpDuWSARmN5kRChMMyGs0KuIxGUwy8VzQvNfMGHsswkIHHTCKe4xCTiFOhdT7uhd2LeR4Vk37EsyQkfLB7UYaCTVOU4CgW2EhsLCU2lvDgZoZBFTgad80rcDTLYjqWYCJekwDZsJcLexoyUaTix1cPfrn7/cmXF5989/H3B60sBTZ1gY360hwddK0sTU7NT0571jfca+szE5PD/QP9nd09Dodrbsa7ujzW07U0Ppz0uOi4Hw9uinCYi3lKEpFjwbKE5TlkKyWkqSQVXJPBQEUm+ZgnzyF5DklTSRWKZCh4x1L2MpqtiwwsLCW9sZUJGQqeKqWyIgH5XDsFU8FBLOThwIhrcnh9csSk4B8un/3u4ukrp7bKqqThiADGk5vieZuZAAAgAElEQVSrvvmpBz98/dvzx2/uH/3/kHrjzYMb9mtAwxGTwnMCrROwAEaZWNAgEYvBDRJK0YhJwTVDzAmkCEUsBi0prIYnbR9exRIqlihINJcIBpemDQpMc2iGx+IbC1hwvajQPBiUkMhOXteIBBHezEtkhsfomNfmURmNymjUpCGdTGYF3GIRBYuZNGRQYFGh0xzayihpDpXRqN0m2S0YFZ1rZZQLrWJeIhuWlGJgyLtSEAgdi+c4bDer1XXeJJJ83G/zq5gMNk2xIBBpGi6KZIoE+bgf8axkWdT26jU0ZhJJIRGwGdQkklWVzXFYUSTzPK5j8TQNS2Aoy6Jblpxl0bJMZ1lUgSMpEkzTsL0IEoF1W1sfVDJXTzX4mCe0MCaDATq0zsc8aSqpIWEVDtGhdWhjHlyfU6CgmPDJYKCuMSWJ2E4rBYFgo17YvYx6V1HvaoZBJDDEx/0yFC7yhApF+KivofEmlsjRUEvGz1rcPz699fibSz99f6XMgQU6+Ycnd+99+cnpoiUjiY3pidWpCffiwnhf/8by6vLs/PzkdG9HhxMAhrs71+ZnZ4YGZgZ7YxvLSGA9sbHEJQNs1M3FPCYesciYScRVJFzTGA2NlCRiJyMbeELH4vbHm2GQkkRZFKQiUT4eEGL+5OoMHVjDPcsGGt/LaHVdkMFY3VRyAmsxpIyAeNCzl01d2WleqpcvVItNQ5MRUCfQ2b5uyLP23eVz//D2xevjW28f3Hr74JZtP/378zeY5gQ2w9ESHFcxMC8yJoXKSMIgERGKgO4VBY3nBLKqCxIcleBoikYsBjUpOC9SeZFS0LjFoCIUgTyrWQEXoBAT96UYWCeTRYUmI2465pWQCBZcx4LrNndKSCTDYwYF1kxhO6fVTOF8s9BMyzYEqwa/WzDyEpli4KrBC1CITfgtFrFpWMFiaQ6tmUJJZQoylebQssaKyaCYDNrIyzAIF/NpaCxFglkWFRKBDIPYIODjfg2NyVDYoqCyTOc4LMdhKhLNMEiex8syrSJRBY7kebyVkrbTynZaqapsWaZ3s9r5Wu6jrfKpvHEqb5wtp8+UrO20spNRbZuspnF7OX2/YJZlmo/7cd+KAgV1NGLiMRkMlCXCIhN1jSkKGOZdFuLekohrSLgoYBWZLEtETeNqGkcE1hNr87B7WUWi9ihIkWBZprM0Ule5DAXXVa6h8XWFzuGRXZU4k2JvnGvWeBhbm/64nmmplIFE5GQotjq3MTU63A5szM1sLsy7F5fW5uZdCwsrc3N9nY7Jwf7lyXHP4qx/ZWFjZiy4MuNfnAivzhABFx/36mhISHpQ77ItTrIsnGEgCQzwcX9BIPZyesMQahpX1/l/+7TRmsansERT47841byyXa2rfJ4n2EigLHGXGrWKLJYloa4pB+WiCsXRzQ3S591KGQe18rl6Zbqnc7gNuHp653dPH766d/Q/gWmWp3QCluC4giY1HDJIJMtTdDQQX1+kIt4sT5RVrqSwBglVNL4oM3VT2spo9psWgypovJGSDRLKicR2TtstGDt5vaQyOpncK5oVncvwWDMtn66km2l5v2x9frB9tpa1Zeh2TmtYkt2yS3NoioENCkS9q4m1+TQN28xHhTa5mI+L+eyd1KKgDINoaAz3r8HuZXunKct0XedzHGZDMM/jVGhTAkMKHEnTsEkkbQspTcMFgbCdAfunTuWN3ay2ZckX6vnLrdLFRuFsOf3JTvVcNbtlyZeaxTMl63wle2W7er6SrSnsmUKqItFVmSmLVFVmbPOrZYg2kgjfmm96pKEyOykxS4ElHityaEUkKiJR4jEx5i0LeJ6BazKVpcCaTBVYJEODW5Z4rppOEfHQwhgdWi+JeFWhSiKeIuJVhSpy6JbBN1SmpXNZCrTweIlO1HhYCK7m8AjrW5LCa/c/u9BUyCwFKmCYCXlSBOKeGXdNjC4OD4gYsjo9s7m4FNrYHHA6BhztcyNDvuV53/L8xswYHnavjvcl3UtpGpShYJaFYfdiWaaf3fr+15/u/+n14xd3r316ullS2BSNBJemExtLRZlJs1iGw7ezOupfJ4ObVGAzz+IpHCSDm3wsxCcjGY7ezlp5QQgsLEgQVJSkFEXhPg8dCgnxaJZnKprIJyNsPPTluf33J/c+PLr7N4z+D2C6lTFqhpwXGQVN2qF8I6XmBDrD4WWVO1W0ThWtksLu5AyLQflkyCAhO4UXwLCdzmc4nE+GZDSq4nGDAhUsZlAglwxYLGK/sBepvESmOdSkoZLK8GDQvoBLBmLr8xIS4ZIByLuChzZs5lORKOxeJgLrEhiSwBAT8ahINE3Dtu1qUVCOw+yRbXNnhkEMPFGW6YYh5Hk8z+MmkSxJ1EElU9O4g0rmym7tbDl9upiqadzFRmE3q52rZi82Cn+nRtsQyHFYQSCKIslEPFWVTdNwCk+mSUhOhqREsCLRYjwgxPxZGpESwTQJSYmgRYAlgRRifg2OyslQgUXqCl0RiSKH2vBqamyegfMMXOTQAovsZ9Wmxm6bQlNjD4rmqZya4xADi2LeZTq0XhSwqkJlaFBDwk2D28+qFyrpM3l9Ly2fL1tbBl9ioTIH13hUB/1FKvnZdvGPj299uHPtzmcXDz85v2OpJYme7+3cnB5zjY9sTE9E3Zs8jo719XQDwNRA30R/l2dx1r8ytzEzElqdRfwunUxKYAD1LsPuRYtKvju59ec3Tz48vvPu5NYfXp78+tP9tw9uff/RQWJjabgN6AOAQQDwzo3H1hbGncBIO0BFvOfqBS4RXB4bQAKbaNBdMzUuGVufnU6LPAslQb834lqdGx7UScKgyNDywmRXu3du8ufH9//z7z+8uHP4+vjm/xymXCKI+teTm8uge4WO+lD/Ouheia8vwl5XcnOZjvokOEpHfWTYQ4Y9iG8tubkcXJr2L0zG1xfDK7OxtYXI6hzkWUUDa0n3Unh1BvG7iPAm5F1B/C424bffQfwuOubFguux9Xkm7hPhMBlxM3FfcHlKgEI6maRj3gyPqXhcAkMmkeRiPntA22aWTaIpErR1oYbGiiJZkijbLt3L6UWRrCjMXk4vy/TfLaqdjHqxUbAjqy1LbqWkVkqynf8Chxc43MQSJYEsCWRNYU0skWexNAml8GRD4y0CrKtcnsUaGp+h4ByDWgSYY9CWITZ1Ic9iWRopcLicDBloPM9iLUPczxllkUoTibpClwW8oTINlblcz9lsWuKxikgUWCRHQyUes+G7bQrnKtZWSjCwaIYGKzJ5sZ6tiMS2KRQ5NEdDu5a0kxJtiNuUXJXIqkRuqWwKizUk6vO92l+eP/in10//6z//6d29m8+uf3u2nMF9m+HF2bn+rtn+HjoZX54cH+vp6gGAmcH+yb6uxeGB0Oo84lujo740h2pEAvEsGXgsy8Kv7/74u2fH7x7deXrrh2e3f3x5fPji3o2fnx7/w/vnv718dPe7zwoKh4U8SY9rYbh3bWpkus850A4sTw2bAqkyOIskJBr1r60kAt5WqfDjl5+f3W6B0RCDQDyFF0ydiEeJcOCgVnx++8b7k3uvj2++unf48+N/R6j/PZgSIXdoeSa2thB1zfPJkH9hcnN6hIn5scAGFfFqeJKKeGNrC1TEy8T8eHAT8a0lNpbi64uxtQXIswp5VvHgJp8M2RCkoh7Qs0yEN7HgOhX12NuSvfuLcFjBYgoW48GgTiZVPE7HvEzcZ9KQRiQkJGJQoElDJpHUsbgNSnvjlsCQikRTJNgwBBuLtrtkUdB2WmkYgs2RtpS0bVo67N7NamWZ5mI+zOeiQpu262lREOZZ5aO+FJ5UoQgX8eYY1MQSRZ7IUHCBw/MslmPQhsZrcNTEErb/bycCTMjd0PgL1VxD422UlwRyP2fYMuDvoUBDZXI0lKOhsoCXBXwvLduD3oZXU2N3UuJOSmxq7KVadiclnqtY+3ntoJxq6GyaSm6lhLMF43ROO1swzpVS58vWR428Tc+nMspOStxNqz9cPP3bk/vHX3365Mevnx9+/+NHB18d7J788OUnO7VtS9cJuCxxG1OjsHediUfWZiZmhwaim+szg73dANAHAJG1RTLqZ+MBKuK1WAQNrF1q5m9cOWgY3PH3n757ePvdoztvT26/fnD04t6NV/dvvrp/8/nd66/u3/zDq8f/8uu794+PK4YUWVu8sFWtpbXg+uJgFzDS22EpHAHH+jqBzjagpwPgKXx5bjoS8C7NTY8PD3g3XL2djqHezhRD/vrs5I8vnz47unZy7eu3D269vHvj/yPU/x5MN6dH1iYGYa8L9a/btKrhST4ZIkLuNIvlRUqCoxaDQp7VwOKUgsYR3xqXCEpwlE+GVCwhIzEm5tfwpIRE2IRfxeNU1CMhEQWLccmATiYNPIH71+zMSYEjBp4wiaStOA08Udf5PI/bkam9X6dp2P62pnFFkSyKZNMULzYKTVPczWo7GXW/YNprR0miKgqTJiGLAIs8UVNYHYnpSIyLeHGvq8DhZZHKMaiUCJpYoq5yJYHMULAdw5YEsmWIWRrZsZSawuYY1M5j0yS0ZUp5FjOxhI2/U1k9z2I7lqJCkaYu7KZVW6TWVa6msPYv3cto9u9qaPyZvH6+bB0UzXOl1NWdypWt0hen6l+dbn7cLJwtGJdq2YvVzJWt0sfNwud7ta9ON6/slK/slHfS0n5e++xULcfCJR7bS8tNjd3PqruWtGXwe2n5bMH4pFW8WMvfuHLh5tVLR1c/fnvv1q0vP02zxKli5kKz8sle6+iLKwWJ/3hv+9P93YZluGenfAuzweWF2PrqVE/nqBMYagc2Z8ctBrdjcC4R9C2Mq3j890+P+bj/UjP/p9cnr49vvn5w9Pdjh0BvHt56fvf6y+PDNw/v/Pz0wW8vn/z57fN//Pn1P/7u7cPb1w9OtdK6GA95ejqAng6g19lmPwNoP0BoPyq4trwwPz11eqf1T7+8eXP/6NW9w9fHN5/e/P718c0Xd64/vfn924dHP93+4d3JrRd3r707ufX6/uHLe9dfHd94duv7D4/vAEzML8FRg4T4ZAh0r6hYQidA1L9uN0TTLFaUmaal0FEfHtwkQm6DhFQsQYY9TMwvgOE0i/HJkIzEBCjEJQO2LaXicY1ImDQkIREdi2M+l53j5zgsRYJ2FF4QCDsistHZMAQdi9uLdkmi7GtaKalp/i1n0tBYmoZTJMjFfHTYbeOYDrvFeMAiQA2OlgQyhSe5iJeP+tiwp8gTeRbT4GiexWzY2cCqq9yOpRR5wp7sVZnZzxlpEqpI9MVa3n52xQ5Om7pgz/EiT3y217hQze3njLNFaz9nbJnSfs6oykxVZrb+1pjm9zLamULq6k7li1P1L/cb+1n1bMH45uzWJ63iuVLqYjXT0rlzpdTZgmFLgo8a+W1TKIn4hVpmJy1tW+LFelZDwiUe+3K/kcJip3Pa53u1T7fLX5yqZylwy+ALHG7gyaluRx8ALI8NjDiAQQCY6umc7Osa73RszkzWU/pf37/50+sXv3/+9McrHwlQYsQBzA50JT2uyR7H4khfcGUOD24qaNw3PyHBUTrmfXdyy24RPDv8+tXxjVf3D/+bMP23d27/+/Pywe0/fXj969vn//qPf/zxq087AaALALoAYLjH0d/R1g38LYiyD0cQf/zw9vcvHr+6d/jizvV3D2+/Pr754dHd9yd3Pjy6axPnu5Nbbx8evTu59fLe9Q+P77w6vvG3hpSEREwaykukxSI8GLQlI+xbRf3rtm+aohEBDFc0vmaIRMg91g74ZsfsfklN47MsZlGwhsbtwLMgEPaYzrJoKyUVBCLDIPaAtkXkliVnGGQ7rbRSUsMQ7J+yPciKwtgTvK7ztvFhD257W7eNJ9tvUpGoDIW5mE9FogUOz9KIRYBpErJJ0bad7UmdZzF7QOcYtKawO5Zi7+Y1hW0Z4pYpVSS6yBNNXahItN1iaRni6bxpC1D7gpYhnrNrKGnVBrp9q72MdrZoXW4UzxRSl+qFS/XCdko+KJq7llSVyJpMlXhs15IaKlMW8G1TqEpkS+cuVjN7abnAImfy+umcVlPpkkTs57WSiFtkIsfCdsflVE49KKcOiub5svXlfqMs4BYex72uNIuxyfDqxNBEd/sgAMyPDMyPDEz0d/W3ASuT4wqJnty89uL+nefHt397+eQ//f79dtYUochvz08e3/jWdr6rusAlgrBvlU347377aVlj8dDG6/uHf3z16PmdH18/uPn38+bh0ZuHR/8Rpke2DHh5fGifZ3cPHx39+NvLJy+Pj8KuBci3nubJFIvrJEbGw2jYvzI5PtAO9AHA1fPn/unXX14eH314fOfNg5tvHx69vn/485O7vzy99/bh0ftHt18d3/j5yd2fn9y1Yfru5Nb7R7efHn335sFNQEIiVYNXsBge2tjOaTYdphiYSwRNCs4JZN2URChiJ6UCGA4tTsVd83az+MpuvWlKBYGs60JVZTMMYldJUiRYEIiSRNkForrOFwSipnHbaWXLku29Zzer2YO7IBD2wl4UyarKNgwhTcMaGhMSgSyL2hv9321RBY7Y19uGaI7DagprD3EbcPakLvKERYBbpmQrSHsZsntS2yk5SyMVibYI0Eab3cCyZeheRmtofFMXbBl6Om+eyuqn8+aOpTR14Uwhdb6S/erM9md7jf2ccblRvFjL7+eMc+VMRaJtirW3HwuPb5tClgI1KFRgkYbK2OZUTaYsPJ5n4AyZlOK+ikw2TV5FwtuWuG2JZYkoiXhFJnfSUl1jSiK+l5avbJWkuK+psXtpuakLrbTaSCs5iRLgWGB51rs0h0UCnuW5yYFu3+rCyuTo/evf/uXDmzeP7r24d/PV/Zu//+nhy7s3bly9dPurKx/t1E4VrYNanksELRZh4r68RJ5vFl7fP/zl6b1nt75//+j2/xim9uu3J7ffPbrz/vHd94/vPr97+Ob+7bcP7vzp1bMvDk6laKRlqikaKYmsQSIGiRzUK3goOAgAT4+O/vjq5bOjH94/um2j8O3Do1fHN2zKtMFqA/T1/cP3j26/f3Tbnv4fHt8Baia3k1ftYL1hSXb8U5CpvEhVND4vUgWJrmh8WeWqupCiEYuC8zyR5wn7kdFWSm6a0m5Wr2lcigRVJGqj0059ahpnZ48FgbA3dDK4IYEhHYvXNK4s03Z5io/7uZhPgSMZBsnSSJ7FMhScwpMmlihweEWibW6z152GxldlxhaRVZmpKawNu7rKNXWhqQt2qdTGjb2A7+eMIk8UOHzHUuoqt52SD0rpU1n9k63KxVr+dN48W7TOFFJni9bnp5o2NX7ULO1ltHPlzG5W+3Svfq6a/WirfLqYutQsXmoWDyqZnYx6oZ7fyag5DivLdIZB7NbLVkpo6OxuRk5TSYtMpKnkmaJRU2kmvGGRiQwN5li4qlBNg6updEUm8zxu/6fdTit2ymUnZEIisJ1WmrpQEkgdieVZzBYqDUOo6FxZYw0atjgMDXs35yfXZ8dXp0YUEn5w47s3j+88Ofrx3aM7Tw6/e3H32k83v3t2+O2rO9d+eXTnizNbRZEUk8GF/o6pToCP+4++/OgPL09s3npx99ofXz36t4jyxtuHh/92jmxI/fud5s2Dm6+P/3Ze3r728va1n0/uPD/6IcMghG89RYIKGFHg6G7GFKGYCCVGHMDlne2vLhzc//4Lm03tht67k1vvTm69eXDTJlEbtfb9bXL93bPjtw+PgFZGKshE1eBrprCVVQ0K1IgEm/BnONywO84klKKRosy00mpZ5VQkZndPuZhfTIZMAmQiXnBjya502Fm53R+1S5liMvh3X9P+ahPtdlqRwBAZ3CiKpEkkbcFQVVmbHbM0ciqr2zjby2g2yKoy09QFe622HaKySNm7S1MXChy+l9EuN4p7Ge18JXtQSudZzKZSO8Kx9yGbAr8+u/P12Z2ru/Uv9luHn5z/uFX+dKd2dbd+sZa/VC8clNIXqrmzRWsvo9nhk+3F2kmV3aDNcZiOxYVEQIEjtnQpSdSWJdt0WJYIBQryMY+GhPeySlWhWiafY+GyROzntabB1TWmrjF1nbXxvV8wTxdTVZWtqmxFYexC1kEl09D43bRqa5WPmqWawp4u6Ls5qSjiChYpa2xRZZhEgIXDZ5qFP7x9+pefX7w8vvHi3vVX9w9f3L329uHRqzvXnh1+++zw2/cPjj48vPXi1g8XGwU26v1kp/qHnx789uLhi7vXntz89v2j2788vff6/uF/BOjhu5ObNpLs83eYvr5/+Ore4at7hx8e3bUl5ruTW396cfLqzrWDSiZNw3bv59sL+3Q0YLut31y6+POTkxd3rn94fMemTxuvL+9dt4nzxd1rtjx9/+j2rz/d/+n2Dy/vXT+5/tX7R7eBis4YVKKokCkGFOGwAIXsXogAhhU0XlLYDIdTES+fDOkErGKgXaGVoYiNUZMA7Y6pHfnoWNzAExIYss12FYnas1tFogaesAWoHYVXFCa0OGnXQ7Msau/1BYHIMWiOQbM0UpUZWy/u54ztlFwWKQ2O2mtNQ+Mv1QtNXdhOyafz5pXtql3Pu7pbP1NIXajmLtby357bu9wo7qZVmxqv7tZvXb30/YX9Gx+f+7hVvrpbv3b57I2Pz319duezvcbFWn4vo12o5uzblkXqk63KdkquyowCRxKbi2TEzYNBu2iik0kJieChDTy0YVBgVsALMpVi4KyAlzUW8SxpaGTLEqnQuoHHUmTiy7OtC/Ws3ZNqpYSPt0sHFWs7Le1mlS1LrOv8XtHcL1sllcnwWFbADTxhy/QzJUtDY2zUa7fAttNK0+D2stJBWasqREFEKgpVUqmsgKd57E9vnrx+cPP2N1ceH371/tHR+0dHvzy69eT6l39+fvLro7vPD7/7+cGtJ9e/vvvVJ09vfPOPb5/95dXjDw9vPb/z40+3f7Bloo2S9w8O//358PDmfzy3/v15d3Lrl2fHLx4c2vLgw+M7v724f/z9p2WN3smrOYnczuuXTtXRsDfqWf39m+fvntx/8/Dow+Nb9rFB+fLedVuq/u7ZsR0r3Pvu6uPDb37//MFvLx6+O7n1x1ePABmNmnSSSwZsO8mgQBmNSkjEDvHx4KaMxAoSrWIJuw9l4EmbTRU4WpLosszkeaKVkjMMkmEQe22yp3nDEGwBYPfzKwpTkiibcqoqy0a9mM9lx8S2MDhTsuo6b0/zvYymgOECh9vTecuU7M7ydkreTsm7adUmvI9b5e8v7F9qFs+VM5/u1a/u1ksStZ2Sz1Wzl+qFC/X8hWrucqt0tmjtZNSLtfz5SvaTrcrlRvF8JXupXjhbtGwlWle5skjlWWw7reQ47Gw5fXmnwsYD31zazwlkzRROFa2Kzp2rF/5f1t4yOM40SxNV93T3dFV1Vbmq7DLKFjOlMlPJzMykZEkJYqYUM7MssEyyZUuWxczMTJbZLru4afrO7Pbsxt6IuT/eHm/v3Zl7748bkZGhyC9DKUU8ed5zHjhfaoQxPFiiF7MiNTI5kxAm40doJBIqTkBCavkMi0qoZpPFJESUWiSjokPFTLOME6UWRWvEYRJWhEoQp5fF6qShYmaomKlk4NRsYqiMmxpuyIgOy4gOy46zJJm1ESpRmkWfZtEr6Hio06Wrn/6aifCnw31JAR5cDFRMhBn4RBkFwcdDlEyMlksO5pKUbEJKuOF6ac7N6oLWitz2htJ7jSX360u7mqseNdWUp8alhGridQqLnF+QEPHwelVXc01rae7D61Wgkt2/XtnRVHWrpvhWTfF/htEHjeUPGss7Giru15ffqytrry1try29XVtyo6rwVkPZvZbq9saKjpbKlsrcB61V9cU2g5TpfP4TKsKPRYAHelxj4hCttWVtdaW3aktaynNuVhe0N/zt0L9VU/ygubqjqarUFs8nIhLC1GFynoJFbC7LbSjK7LpRlx1nsWMgIVw8HKigEipORicAOJKhPkIS+oNblIUJBFQoOKCB5R7M9TIqFszsoDEFnk6gEgnwQaFipoZDUtCxchpGwyEpGTgNh2RV8BhBfoCQN8t4QL00CBhRaolZxrcqhHo+I0YrjzeoTFKekkG0yAXhSlG4UgReAVfj9MpojSxKLZHScSomMUonMwgYChYxRitLNGmCWSSDmGWW8VQcsoyKVXHIJilXxSRqOCSTlC3AwkOFLAUFq+dQI+QCk4gtJWGyo83VOWnhGmlUiIqI8EMEeFQVZkiY5ASTNlQulNDxRWkJeakxGTFWi1aaEWMtTo9vKM4NlfORni7BHKqBz9ZyaTEGRTCXImPg1TwqMDFq+DQ1j6rj0ULFbKCo8bAwHY+WGBKcFRVWnByZH2/JiQm7XVWQE2NODAk2y3jhSmGsTmGW8fm4IJSHo4SMAUsMBHiEjIFXsglMtD/K24EE9QAUNRsLRXo5NhRldrfWdTRU3K0puVNd2NFQcb0wMzfWUmFLyI42ZUaGWhUCJsI/K9bcUJR5vST7UVv9WNed3jtNoJhdL83paK7+QFverC66f73yQXM1GMM/dJPtDeVgPH/QXH3/euWdulIwb92uLWmrKgQlGZzmqeGG9MgQNg5GgnkXp8d3NNfcqCoEJbO9obytqrD7ZsPg/RtNpTmNxVnRejk1yDdSK63OTQU6bWV2cl2BTSNgoH1d7eiIAAYSwsMjRGSMmIIVEFFgoqcF+QdzqMCIDvygQJQHs/aHVhLgMkTEAvE6CRkNvHMfSCUVE0+GuHMxEBExKFTMDJOw+DhoiIgRJuGEK4WxOrlVIYgMFieGBMfpFclhmhSTLsWkMwpZFrkgK8qk49HjDap0q1HJIILgAAcNJUO8eFi4ikni44KYaIiIgtYJGcFcipJNkjHwJgVfw6fJGHijhG2UsNlYqIJF1PBpChZRL2LKqOgwCQv0nQYuLVGvDJfxo1ViKQlTmZFUm2dLjgy501TT0ljR116zHoAAACAASURBVN0+Pz20Nj26PjUSphB52J9fHBs4XFtYGO2/VV851f/oh5dPfv/6KZ+E8bh4VkTGqVk0JYsspeHFVAwbCwXGcKC3sbFQQFCAsI1FzreFGytsCZmRoXlx5uqsRFu4PjPSCJReBR0PcbgQ6HgJ6+3ie+WclkurzkpJsxh0XKaUhpfQcdx/7zqAHVvBIgKDdkVW0oPGytqc1KairM6m6qrMpKyosLby/NtVRd2tdQN3mm9WFBQlRaVFGBPC1KnhhtRwQ2FKdHlm4t36sse3Gh/dbOi8UQd4dTBug+EJTDYdTVWggwQdwp26UgDuDyM5wDE4x8Gb+9tbem5ff9hSc6OyAAzsAMTNZbmP2uofNFffri2J1suBBimmYppKc0Y7bzeV5oBxquf29Y6mKl+HCxkxZjukpxMXFwQcT0CcANO9hk/T8GkSGlbDpwVzKVI6Ts2jhkg5ej4dADGYRRLgg0gBHkDbBFYPYGzj4+DAwWlVCIxCuoZDSgpVJYYorQpetEYcruRHqARJoeqkUHVksDhOr0gwqmJ18ii1RMOhaLnU7GhTYkiwiklMMKoAqyqlYCiBXiDvARpcFZPIx8FDRCwVhyyl4/hEBAnqhfF1YaIhXDzc5+o5MsxbSscxUAFcPNwgZhnELD4RoeZRxSSEjIrWcckaNjFWLbVKeSYRO0Iu0HFoMioO5nq1ODPxh9enL5/ufffN0x/eP399tPOHN88K0hL8Xa4Od9378c3ToUf3DjcWf3h9+u7Z4b/96/+hEXFg7o5MDJyDRcjohPBgSYiMm58clR4VmmDSiKgYo5STaNZGaqVCMgqcTghPB5y/W7RenpsQnptgSbFqyzMTK7OTE00anZARa1QGcylsDExMwbLQUItS1NVab1YIXb/+3CBiGyRsNZ8Gdg8mmjT5SZFxIapwtTgjOux6SXZDUWZdgQ0grLOpeuR+W0dDRbrVcLO6qLO19vGtxsH7N/rbW4Y62h611bdVFeqEDG/7s4RAT42AbgkWpUYYb9eWAMyBogjKXltVYWtFPrh0/3rlh0HqXmMFqKnglQ+wbm8ov1lddLO6CPwxYFpqbyhvrcgHKL9dW9JYnEWCel385Jdw96vZcZbB+zfaqgrjQ4PTI0O6btQNP7h5/3olGwtF+bj03Gm2w/i4stBQHh4BDFpgSQkPj1BxyEo2SUhGcfFwGsIPHPoaPk3Ho4EgR7hSGK4URqhE0RopMFwCz5Et3GgLN0apJalmXYJRZRTSTVK2QUDTcslyGkZOwxgEtFidNM2ij9HKpBSMhkOJUIniDcoYrSzFpA0RsQAvA5gBHhZGCvCgQr2BK9Qk5YYrhWo2mYUMYCL8ZVTsh5gAn4iQMfDBXAobC6Uj/cFkI2PgJTRsmJynFzGBvVrLJUvIyFitJE4ntUp50SqxScRW0QlCApKBhPhePZ+bEv3PP79/drh5vL+2vjw1N9z70+un3Xda/d2utdVXHG0uTQ482ludO9le2Vme+fO3r81qGdrXXUjB0YIgiWZDbUFGfVFmVW5qQ3HW/aaq2gJbZqy5LDPRFhWaHhliELMwvi5oH2edkNFclluVk1KUGlOYEpkZY7pdW1KRlRStl/fcvl6ZnZxqNSab9SkWg5pLq8pOTQsPEVOwufERiWZtelRofVFmcXpcfWFGZXZyarihLCOhOC22Nj+9Ji/tVk3xjcqC1or8W5WFd6qLtVxqkKu9kk2SMwkmBT8hTJ2fFFmWkdBYnNVz+3rXjbqavLS8pMi8pMhkqz473nq3vgy8DlB4t77sZnXRnbpSMHcDTgpUXDB+gcr3AbUAsqDpbKsqBLX2wyvgBwDWe40VtqhQk4JfkBx1q6Y4LcKYaNJU56b23mnqu9tckByF8nZyPf9ZSrix/94Nuwi1NDFMaxRz5AyiTsAEXn2LUhRrVArJKBEFDSyksUZljEERY1BUZyV/6J+iNdIwCQdontEaaTCLxEIGALsdDeaD83FBuF1FeTgEOl4MuHbe5/JXvlfOoj0dEW5XQagDMPxGIROMCEICPJhFADSWScoFNgBgqAPFG/D/ILEJHkICQskgAGSD0dggYAgJiBARC3hQLHK+mIQKZpFAmk/JIACTR1Sw0CRhmcUcHZsCNFUWEiJnEFloaKEt/i8/fvP8aOvZyfbS9PDcaN+rw+2HbdehXs6dt5tPdle3V2a2lqc3Fif3NxaeH2zq5QKXi1+RggKi9KqMGOvdhor91ZmTrcUXB+uH63Mbc6MzQ48m+x/ebaioLcgIkfFYWBjCy0nOIlXlpi0Md4903l4a7VkZ7ztZn8uIMQV5OsSHqbtvNa5NDk72dDSV5bU3Vk73PQyV84lQ7/Ks5NmBzvmhR893lsce3T1YnrIEi4I8HdKjQkvS4yqzk8szE5vLcgGkLCqhLSpUJ2SYFHwVhwws6kDH8XM4D/e4xichA12vSBl4HhGh5JBjjMrMWHN8aHBJelxrRT4oh4CoAof7h0IIngFSP6AWABF0sYCx/wBf0MJ23agDj78V+9ba7psNPbevd7bWZsaYBCRkQXLUo7Z6o4SN8nZy+fpT94tnyDDv+qKsjuYaOzWXJqXhw4MlWj6DhYYaxZxYg4qDhVODfHH+bsCVh/VzBRElfIC7nIaDOl0i+rvTYD4B187DnC9jvZ3Rno5+9uecv/wY4nAB+JfZKAjM+TIN5kOD+eB9XQF7D0qg/9WvCX5uIiKSEujFx8Gj1BKY8+UgV3sdj0KGuOv59GAWiYnwZyEDgLgP0qdA3zfLeABtwSwSDwsDEpeWSwUjnZJBMAqZwSxSmIQTGSwGlz44z0PFbIOAoeOSFTSMmBjEQfmLcEFqBpGNCOChoQo6wSBi60Ssiry07189WZgcPNxdmR3r6+24dbq7dre51unil/faGk731yeHur95fri/sbA6N3ayvcKn4X9rZ6cRcdIiTQ2l+W+f7BxvLqxOD80Ody9N9O8sTW7Oj23MjU4Pdu0vTXW1NcA9HIQUjICMNqtE//LDmzeHm6+ONo5WZ/7w7mnnjTqkn4tJKdiYG3l9sPF0d+V0c/HV0ebznRU5lwJxuTL88PZ3T/eO12bfHm3uLU5893QvNcJIgnlH6eWp4YbMGFNdga08M/FmdVFeYkRhSnRna+34o7tNpTlSOg5EKthYqISGjdRKzSqhnEWEuV+Vs4gMNAQP8VCwSWo+Tc2jxhqVoPbnxFurclLAcf+orf5hS80Hzf1ufVlbVWFLeR54tFbkt1UV/j2Cgc4Epvi/15aA8gSeb1QWtJTn3b9eWVdgy4m3Dt6/UZ2b6u94wensJ2gfZ4yvC87frb2x8mFrnR0XF4Tzc0d6OqG9XUAQD+np5HnpK6SXI8zNHuXthPZxRnk7AWMextcF5eEAzE00mA8pwIMS6EUK8GAhAyiBXsDRDBaTgAANBx0Igm80mA8g8+lwX6T7NYTbVT2fKiYhRMQgor+r+9e/g7tcwvk4QRy+llGxAnwQKIEqJhGIVRoOJUzCkZDRIH0BtAOwEEVGRauYeBExiI3yFxGDZFQ0E+HLx0EVdCywo4OgHMbLQUJGslH+5AC3IJdLdJiXgoYRYOG0QG+gFPCwcB4ewSUgKvLSnu1vLM+M7G4uzE8MzAz3vDreqSrM+uiXdnm2hD//+HZrbXZjZXpndXZzaWpvfZ6Igng7XdZIuBlxEd882T/dXh3ovDs12L2/Nj8z3LO7Mru5MLk8NTz06N7Y4we7SzNtteVwLxe4l4uURdldnjreXHh+sD4z9Gh1ZvhuUxWHjDKpxeN9Dw7X514dbx2uz63ODL97umfWSlUC+ur00PJk/+7y5LO9ldfHmy92V3QiJsbP1awSxoUGJ1l0RWmxJbZ4vYjJxkINYpaSTdIK6BIalgzzxge4UxF+SG+nEBm3tsCWkxCenxz1oKXm8e3rUwMPmyrz60uzawtsDUWZt2qKm0pzKrOTK7KSStLjCpKjKrKSCpKjCpKjilJjyjMT6wpsgG3taKoC6ARN6sOWms7W2q4bdY/a6j+QA0CsB1NXR1MVoA7u1pc9aqsHhADgE4Adu74wA+J8KcDpIszNPsjjWpROdr00t6262A7r64byckZ6OhECPBlICMjfQZwu23/+G68rX+ED3IM8rtEQfnwigobwoyH8AFAE+CBQHelwX0qgFxPhD5JGjCA/DjqQ4OdGg/kI8EEEPzcg2+B8XCiBXlwMlI2CYLycjEJmclhwlFpkkXNVTLyKiWej/GkwLy4GQoZ4gjoqJqHUbLKUggG1E3CuUgoG9BUAu4khwSomnuDnQoV6ojyuEv1dSQFuPGwgBx0Ad7kkpaCw3o44HyceNpDg5yKnYdgof7CNIkzMDBMzw0TscLkgVMgyy3hCEppPQgXzaOW5qd88PdjfWNjfWBjte7gyO/rjm6eNVUW//YVdSW7a+5fHEyOPn51sz433r8yOPtlb49JwaIiXkEF8dLvlj+9ePj/YPN1d++H16R+/ffWXH7/5/tWTH988nR/rH+/r7O241X2n9cX+ZqQh2OHc55gAr8d3b7x5srO7Mv10b/X5wXrfg5tiFlElZBysz53urqzODO8sT+0sT/2XP7xX8GlBvi4b82NLE317K1OnO0vP9lZ+enkkZxGZmMAwBT82RJVo1pZmJDSV5RrELBLUC+XtZBCzTAq+WSmI0slCZdwki86sEobKedEGRe/d5pHO2wvD3d+e7g4/ukMM8rHqpBnxFgDHUlt8fWFGa0X+jcoCoGY1FGWWZyZmRIdFaqUgTRRrVKaGG/KTIkvS46pyUmrz0+sKbPWFGY3FWU2lOc1luQCmNyoL2qoKG4uzWivyWyvyS9LjavPT6wszwDsBhwW63tu1JToh4+xv7Dwvf4n0cvS2P8tEQ4rT42/VltoBgNIRAUHuDnh/D+8r5wKdr1w789G5f7Tztj/reflLP4fz3vZnIc6X6Eh/CQ0LVpUAgz0IuWO9nWVULEiDABT+zbtEx4P6JyL+zexsEDB4WBgV6m2W8TQckgAPCxExIoOFVgXPIueCRRIcdCBIMIpJKA46kIeFgZU+dLgviH+AJT94X1est7OIiGSj/OlwbxExiA73VjHxej41mEXQcsl8HNQs4wgJcKOQHqUW6flUPg5qkrJVDBxwh1AD3EOFLLOEK6Ni1WyymILlk1BsHNwWZ/nrn3442V2dGn58q6l6fKDrn//w7c3rVZ/8yu72jbqfv391tLf6p5+/eXK4sbEyfbyz4ut21cf5ikWnONlcfnW4/WRnfWd1/uXJ3r/993+pKs7FBQW8Ptm/2VB9t7l+aXJkeqh3a3HmRl0lCQn1drIf7Xnww+uTg/W5b57une6ubC1OhKiEZbmpL482Fyf6F8b7tpcmD9bn/vqn78QsIhbq9eJwY3ly4OXhxt7K9M7S5NrMMAUVQMdCNWJWiIyXYNLmJUVVZKe0VRcXpcXlJUW1VhbmJETkJUXFhaoTTNqchAg8xBPp7RyukR6szT7fXxvruf90d6X/wc0Ln/3aqOCXZicXp8YVpcTmxIXnxIU3leQ2l+YVJEWnWo0pFoNFKQqV8sJk/PBgSbJZH61TqNgUnZBBR/pr+LS0CGNquKHUFl+cFhtrVCaZtddLstuqCqtzU+sKbA1FmQ1FmTeri4pSY2rz01vK8wCUQTPQVlUIGlzQbCSEqTk4GD7A/exv7PgkpIJNsqMF+bMxMDLUJ8jdASTxwf4IAQkJyicx0JMA8fBzOE8M9AQ0tZiEsioECjqei4GCdCUYvYH1CeylAc2AjIrF+7oygvxUTKKeT5eQ0RoOxSLnK+h4IQGu41FkVLSMilYycMEsgoKOZQT5AM4V+DnIEE9Qs7HezgQ/N6K/e5CrfaDjRYTbVd8rZz0vnCH6uysZOBUTj/FyYCH9LHJuiIgBzn0OOkBCRpIh7lIKSsejJIcFg0OfBvGAO14g+jjTAz2FuCA2IkBKwaA9HXl4BA0ZgIF4pMWY/u1f/3KyvTLwqH1mtHdldvT7N6e3mqp9XO2bG8rfvT5ZX56anx56/fxge31uY3HS1+2qt9PlOIvhh5dPnuysrkyPbS3PDnZ3/PH7tyFq2ZVzn69Mjz281TLR3z0z3DfR3723ujDW2xXk6+Fw/svJgUffv3qyuzI9N9pzuDF/ursiZhFvNpQDmALsrkwPbS9NZiVFZiSEP9tfWxjrXZ4cmB7sen28Ndh5mwD3wUA8FDyqWSVKCTdmxlrKs5LLs5JrCzLuN1XX5Nt67jTvLU5O9z388cXRVO+Dq1985Od4Uc2n76/OLIz1Loz1vjzcaKkuCvJxtupkCh5VTMNJqDgxBRsi4fbdaUkLD8H7e6RYDAC+AKAjD253XK+O0sojNbL40GDAw4P2tL2hvOtGHXCQAK4KEFuANP1gHuhsrQWXAI31gYvtvdPU397S395yp650qKOtsTirKje1sSTbDu/vISShoS72OD934NuHuV6lBfkDzZqBCkB4OnBwMAYqAOvnSoJ6Bbnau3z1CRXqHSpmWxUCUPNQHg4Qhwt0uC8V6i3AB5EhnsAhKqVg6HA/IQEpIqIogd4B186zURAtlyqn4YJZBD2fCjpUDZcQKqErmRi9gAzKnoZD0vOpEjISoFDLJYtJCCbCl+DnAnW6gPFyUDHxVKgnHweN1kgVdDwT4Q88LjwsjBLoFeh4EXwQoHU1HAoXAwVOERkJaZGwY9XiBJ3MLOFaZXzwG9RcmpCC4VHQ1YUZ/+2ffvru5cnyzMjq3Nhoz4PlqeG58f7u+22bS1M7q7O3WmvHh7vfPN0/3V9/ebKjlfPdr543a+X/9N2bg/WF0921452VF8fbxzsrGhmPjIE+vtc2N9o39Oje7Ejv4sTgdy9Ppga7vZ0u+zhfudlQ+fP7F0/21hanhg42F//4/Wu1lJueEPHTu+c7q9NH24tH24tr86NP9lZuN1fVluWc7C5vL03uLE/Nj/X++ftX9aU5MC9HMZPAo6BDlIIEqz4rMSI/LbYwNbYm3zbSeedmTclkT8fLvbWV8f7fv36yPjsSb9GxCEFcMupwfe5gbXZ5cuBgbfbBzYbUGNPNhvKBh7eGH97OSYggQr35JJSEjve5dp6OghSmxqZHhVXlpuUnRxemxmbFWYUUDMLLScWlRulkZRkJZRkJTaU5TaU59YUZYOTvbK0FLSkQQtsbym/VFDeX5QIEgxkLkAmgf73XWNFakQ9Ygusl2V036oA96v71ys7WWjs+AcnGwCgwXwrMFwSaAY0KdA460p+LhwMrvoSGpcB98L6uMOfLgY4XSQEeOh6NBvMJcrUPZpFIAR5hEg6wjQInERD0gegP9p8B4gnoWCYpW8XEhyv5Wi7ZIKQomRgm0ltOR0kpKAUdq2YTwbJCMB7peBQuBsJC+ul4FLyvs1FIN8s4MipawyFZFQLwrQA9hknKFRGRKiYxVicPEbHkNFyKSSsmob78hZ2OR9NxqBFyns2sjQkWhQkZUSpxTpRJw6HoRcwQGc+sEmkl7KzEiD+8f/nqeGd3bW53be7t6f53L0/W5sePd1ae7K3trM4+OdxYXZxYmh6eG+//4e3TYAnnyle/iwxR//c///Tu9OBoc2l1buzF8fa7F0epcdZAb+fGisLFicEXh1vvnh2+f35UU5yTEB4iYpJg3i61JbnfPD3YXpnZXpkZ6+/8r3/+oa48P8+W8D/+yx93Vqenhh8dbS+uL4ztb8z1d93uam9+ebK1NjuyMj20Mj10sr1UnJmYYNULaFgZh2yQ82JNmrQYU05yVH5ydE2+rbWycLKnY29x8nRz8XBlZnVi4GBtdn12REjHybmUFwfrLw7W12aGN+fHfnh98vM3Txcn+r97efSHd8/enewIKZgvf23nffVrEsznemnuYMfNsUftswNd61NDc4OPbtWWcvBBCC8nnYgVrZdnRIcVJEdVZidX56aC0QpgEZzpD5qrgfQKSADgH/h7jeCDP/ADyQUq6wcZ7P71Sjs+AclAQlho6L/boBBMVCAbAwMUBgnqBUQ/apAvEEtB0QKTuwAf5HnhjOOZ30IcLhD93RV0PNzlChsFCZNwHM/81uviF1aFQE7DCwlINZtilvGBD9Uk5cppOC4GIqdhhAS4hkPS8UkCQqCYDKfBPQR4GB3uLSEjxSSEiolX0LHABiCjohV0bJiEBTbJBDqehzlfpMG8aIHeZH8PBRUXLheECJggrJxoUAHjs4yMCZcLPL/+3PvCF/E6hZZNCabjIiQcEIXLDA/JjgyL1ckVLKJWyAzm0TgkZE5y1M/fPJ8Z7pkeevz9qycH6wtrs2Mn2yuHG4tr8+O7a3Nvnu6PD3QtTA4uz4zsr81rJFyIm4NVq3h9sPV0Zw28f3dl9nR3LS3WioZ4zY/1L04MttaWvT7Z/cM3LwrSEqJDNAaZwPXS2Xir8dXx3vbS7Prc+Mr0yHcvTwa72m81Vr1/fjQ/1ru1OPHu2f720uTrk+2hR3cf3W1enho8WJ9782Tn+1fHJ9tLBbZ4DhkV6OmgFNBDVcI4s9YWZ8lMCM9KjKgpyqzIS3u2t7oxN7o5P3aytbgxN3q4Pne6s2zWSGJNmlfHW9tLk3OjPU/3Vl8ebT7bX5sdedzb0dZ9t/mfvn/18GYDxP2qSS0efnT357enr4+3dpYmXxys76/OvDra/K9/eN9WVyphEbVCZrRenhpuyE0IL8tIqCuwgQIJqNYPs9EHwvUDEQuc0UA7BWNWS3ne9ZJscNY/vtV4t77sRmXBw5Ya0LzagX6UjgggQrywvm5MVKCUhufhEYANpiH8SFAvNhaK9nGGOF9ioiHg9KTBfDBeTlIKBufj4vTFR65nf+fy1SegHwWKERni+fWv7SRkdLhSxEFDg1nkYBYZJOvVbLKaTZaQkTIqWk7DhElYag5exyfx8RCkx2UVE8/FQPR8KmgrwyQso5AOBiMmwpeF9CND3Al+LkyEL9i+CTzzei7NIuURfd0+5JvBs5HPiFKJo4MlFikvUimK1ciSdfJEjbQ8JVpCCEK7O4SIWCkmrYJF5BGRWiFTzCRkxFvXZse622/0dtxamR4ZedyxMT+xNDk0PfT4dH99bX68+35bf9ddUALnRvtkXNrVrz6NDdO92F1/urP2bHf9dHdtc2HyeGs5PS6ciAhYnBi8f6OhsaLwp7fP/vL922e761vzk0a58PKZj4U0wvvnJy+Pdp/urb843Pr9uxcr0yMT/V2nu2tzoz3vnx/88PrkbnP1xvzY0uRA/8NbS5MD//L7dw9uNlTkp//1T99JOWRUgLuMS+FRMRatNN6iy02JzkmOyk6KLM1OTosxPWirB6ztytTg5vzY5vxYXUl2oMe1eIvuaHNhZXpotOf+0eZCcVZSdJj6+cH6wnjfwMNbr442h7ru+DpfiglTP9leOtlafLK9tDI1+OhO09JE/8vDja2F8a2FcQWPGuTjbFIKUsMNtqjQguSo6tzU5rLc1op8IO5/iN39vXYFWgJAu96qKX7YUtN1ow7YBrpvNnQ0VdUV2LLjLKW2+M7W2rKMBJOCH64W29ERAXREgICIosB8we4dJYvMRAWKKGjgoeTgYGBnk0HMkjHwIOrJx8EDrp2Hu1wh+Ll9yCuzURBGkB/U6RLKw0HLpTp98dHXv7YjQ7yYiAANhwo8/xoOlY+DczFQOQ0Tp5cJCIFcrL+OT1Iw0Hw8RESCKehYHjZQQkYygnzkNIyCjkV5XA0VMw0CmtfFz2HOFxV0rIyKNss4ZhnHIueGywVmCVfDIoOQU5iIDZb3ppl04XKBnktLCdVkWI1RKrGGRU4OUYeL2RESTlqYWk5GcZAQq0KQYFSFSDkGCSfJoo8wKNJjza+Od3aWZ062V94/PzpcW3iytbK3OrcxP7G3Ovdsf2NrebqhsjAl2rwxP7G7NCPn0Jy/PpMeZf7zu5evDrdPd5af7a+d7q78j3/+ubW2xKDgH28t/vT29J9/evvz29O7TVXbixP/7c/fp8eaoZ4OPo6XNxem3z073ltdWJ+bBJ8yM9yztzp3vLX4zdO9lemhoUd3jzYXTraXFsb77jZXH20u5KXF8qgYvZznfOkLKYcs41LELKJFK02w6tNjzUUZCflpsTnJUQoeVSWgvzhY//N3Lyf6HuytTE8Pdnk7Xghws481aaYGuyb6H84Md28ujEeHqcmogO2lyZHH9yb6H+4sT91pqvJ3s7/bXP32dHd66NHB+tziRL+f65XNhfHfv3u2tzrz5slOYoTRx+miTsSM0Eii9fIP535TaQ7gsD54U8AIBSanD+oAsJmCBgBAuSYvLVovN0rY2XGWxuKs2vz0wpRo0M7a4f092BgYExUId7uG9HTC+LhSYL4cLBxE+ZhoiJSOw/i6uF34XMOnGSVsEPXkYWEIt6tkiCdQfSRktJ5Pt8j5BgED2FCkFAzGy+lTOzs/+6+NQpZJypPT8HhfN4KfOyCbqFBvKQUVImJIyEgNhxQipoWIGEoGDvB8ZqWAjYXC3Oy5GCggVsFWIwEepuNRRMQg4MpT0QnhcgFI1QEHKlj3AKyoFikvTisHBtNYjSwlVBMTLOIi/att8bfKcmPVYuChVjIIOH83i1KkF7MVbHKcWfvts6Ptpemtxak3T/Y25yYWRvvnx/qHu++/ebL34nBrcWqo/UZ9d/uNudG+9ZmxCL3K4dzncSb9z69Od5dmlqcGZ0ce76/N/vVP39WWZGMCPfse3DzZXvrLD6+HH9216mTrsyNDXXfUIibc2ynA3aG9pe50d2NjfmprcWZxYnDkccf+2vyTndWXR5vrc6N7qzO7K9NvT3dPtpfmx3pnRx7PDHdvL01O9D/Ewbzd7M+SkP4COk4jZlm00pSo0NyU6NyU6OLMxJSoUKtOZouzLIz1/vDqeKS7/Y/vn78+3kL5uwlo2ASrfnGif2qwa2G873BjviQ7mYKGbMyPzY48Hu5u312ZbqkurMK/8QAAIABJREFUgno5jvd2vHu2Pz/We7S5MNH/MNDTYX1u9Mc3Tw7W5/703cvBrjsIXxcuARGlkyWZdJkxpuLUuMbirJtVxWByAqUUjEegxfzg/wfwBVQAkKM6mqqAt6nn9nXA9t+oLAAOldu1JXY8PIIM9cH4uBICPH3svw50vgJcfCAPDQL1SPdrnhfO4H1dAQNKh/uKiEjAw+t4NMBJhYhYZhkvSi0xy3hgPblBwMD7uqK9XZzPfu52/syHHf4KJomHRygZRKOQGaESAYXJIudGa6QxBoVJKVZxmFwCSs6iYP3dubggsAINRIWYcD+zhBsmYocK2Vo2VcehKag4PY+SYJDHaMRxOmlyqCrVpI7TSYVYqJFHBUl5MR4erRLGqsUaJqEg1tyUn9pSmBGtFvEwEBkF5f71Zx6XvgjmUEkwH6jb1Zgw9T//+O7V4fbh2sLB6vzR5tL+2nxGQmSgp1NylKm6KHtqsLvn/s39tfnVmdGne+tmrdzp4pd5afFvT/aONpc2FyZ3lmdmR3p/eH1alJl89pNfdd1p+eO3r57urfc/vDM/1v/6ZLetvsLl8lkvx0se1y7Ul+Xvrs3NTwy8f3n87sXRxuLk4tTQ+sLEye7q2vz4webi5tLUxuLk22cHr57snmyvbC6M7yxNfnO6W1OU6W5/lomHi5kEs0qUbDXYok15SVGFqbEFKTFZcdbMWEuMUTXWc39vZbr7bvPJ1uLo43swL0eop4NFK12dHhrpbh/qunO4PhcdGswiBE0NdC5PDmzMjZ7uLOckRPi7Xlkc6Rnruf+4vWVzfmzg4a27TVVjvR1jvR3rc6MvjzarizIvfPZrlI9LqJwfH6bLiDEXpSWUZyW3VhbfqCr62yLIuvL/uXinvuJeQ+UHB9YHnwqIl7Q3lAPj6aO2+rv1ZXUFNmD2AzyXHTCYiilYIQnNQELoiACwc09Cxam5NLBXDChPVKg30JZAngSM7YwgPzC5c9CBpAAPIGCCmESsTi4mobyvnHP88lOkp9PndnYsNDTJpFOyyHohyyTlRajEiSFqg4BBCvAIZpHy4qyJYVqTQnr1qy8+sbMLcHW0qmUmpdCqEssYeAE+yChk0gK9dRxqdLA0ViO3SvgKMk5BxcVqJTnRobFaSaxWAnbdCPEwFtwH7LfRMAnUAPcQPi1aJUwJURXEhuVEGiJVgkSjQoCD4n2cwEpo8F9j/NyK0uL+7f/86/bC1MJo/8nm8txo3/TQ45LsVLWYk5+eMNb78PfvXqzNjk0OPDrZXlmaHOKQMQHuDqU5ab9/9+Jke2V3ZfZ4a3lrceq7lyfFWSk+zle622/89U8/vDza3l2ZHe158GRn9Q/vXxKC/K989Tu4j2tZvm1/Y2FjcfJ4Z2Vvff7lyc7sWN/E4KP9jYXOuy29D28vTQ8fbC6e7K6+Pt17frB5sDY70ffg57enzVWFzhfPMPFwGZNoVomSLPqMGHNBSkxxenxRWlxOQkRuYmSSRT/YeXt7cWK8t+NgbXZrYZxHQQd6XLNopVsL46vTQ8/31062FjViVlqMaXd5qv/BzdWJgdPNxYrslKtffDRwv+1geXp5cmBpon9zfuynN09WpodmRx4frM/98dsXJdnJl7/8CA/xDpEJYkM0tmhLUVpCeVZqS0VRW3XpfwjT9voKMDx9mO6B3A/MVoBVBSskum7UAcPXvcaKhy01dmArBNj/CLaWSmn4UCkvmEvRi5hhEg5g5sOVQrASLETEssj5MVqZikkEi21BLpng54b3dQUOVBERCUI8jCA/OiJASELrBMwrn/7mMzs7KtTbIuer2WTA80eoRCIikoOEJIUo+dhAtKejNVhBRSE+trP74je/jDGqg3k0g4gdrhYbBLR4g1zDJsZqJTFqaYJemWExxGlkCQZ5uILHw0DExCCLjCMiwLlIfx2blGRQhMu4YjychwrQsUkxwaJMkzZazrdImAYuKdGoqM5M4KID1CyClktlIQPQPs6JJk2y1XCzpuT33zyd6HvQe+/m2vTo1GDX8daiWSt1unhmov/h073V3ZXpzYXxk+2lp3ur82O9ajHL5fKXejnvxzdPnu2vPdvfeHG4NfTo3uuT3ZaaUkygd3f7jTdP9k531xYnBhcnBk931/bX5qFezud+92s/16tluakL431jvR3D3e2DXXdWZ4bvtdY+vtf6dG/1bnP1aM/91yfbr4633p7uvnmys782O/r43tHG/Lune0w83NvxgoxDVouYFq00yaLPjg8vzUgsz0ouzUgEZTUjxtxzr/VwfQ5YYdZmhrUStq/zpVCVcHtx4mRrsaEs16qTpcWYEqz6hbHe9dmRqd4HJ+vzDcXZZ/7B7mZ92bO91YWx3qWJ/md7q+O9HTfqSltrS6aHHh1uzEeHqR3Of0ZHQY1SfqROmRZpKkpLqMhOa6kouFX7n8IU0EwdTVUf+CnAAACDCwAusFFnx1mKUmOAXdUO7e2C9XXj4oKAjR/t7eJ37QITFQhiaMCfD5aAglW3YK8nSJUAE51VIdBwKCIikgbz0fFoZhkPGOrAPRsMInakRmYUc5hoSMC181/Y2Xlf+hJITXIaTkHH6/lULYfERvqRA9zEJFSoTCxm0ALdnRlYZGpEWLRBaVWJFSxihEqQYlLH6aSpJnWaSZdm0snJGOi1Cw6f/cr1q4+YQT5SMjJWKzFL2fFaaX6MKV4rNfKoZD9XI4+aGhqcHWFMDwmOlvPDhDQ5GZFgkGdFGpV0rJ5Hscj50Ropn4gwKwVCCmayp+PZ3mrnrcae9rbJvq7nB+u/f/fMqpdf+/rTvgc3gSy0vza7OjMMkBqiEjqc/wwV4P72dPd0d+Xt6f5Pb5913Wk52V7ZmJ9AQ7wqCzJ/eH3ac/9m34Pba7NjP719trc6J+PSvBwv+brY56bG7K3OTA50Tg12zY48nhzonB/rnRrsOtpcKLDF32mqevNk52hzYX9t9tn+2vrc6Oxw99snO5vzYySEHw7qxadiDHJehEGREm7MT46uyE6pzEkty0zKS4oqSInJjLXcbaraX51ZnhyoK8kGqlWAm72Qjnvc3jI73J2XGjPS3V6QHsenYp5sLx1vLpysz+8vTVVkp0BcrswOd/fca73fWnu4PtdYnnf17Cd6OU8tZnk7XYwMURGCfD2ufc0nYfRirlUtS40IK05PrMhOay7Pv1Nf/p/BFBTRD/M+gGxLeV57Q3nvnSbg9wPelw8D1sOWGjsixAsAlE9AkgK90d4uvte+ZqACQA/690tDAW0J3HEfkk9geYlZxgOZUiWDAEIjYPt9cpgmRiuL0cr0fLqQgGDC/egwLzrMS8clmyQsBQ3DRQeAZDDO+5qagbXK+Goe+/KZzy5/+rG3/SWzShIbEhyhllqDRbE6abxBnmCQK+lYLjrAKudy0QGOn/8a5nRBzSJkRRozwvW5UaGJenm0ShhMx/HREBEOxoR5Z4UbkrQys4ChoeFSDUqTiK5iYMgBbiFCerxeRoN6gg1qfCIiXC1moAMHO27+5duXL3ZXn+6uTA10fnO6+y8/f6Pk01QCeseNuoWx3u3FCXCArk4Prc+OoPzdPK6eYxGC/vTti3iLjoaFgrL37tn+0eaC+9VzqTGmd8/2Jwc6x3o7Fif6j7cW//z9K7NW6mZ/lhDkW2CL/+nt6dRg13B3+4vDjY35scWJ/t2V6Wf7a3EWXXqc5ftXx6e7K3OjPUebC+Dx/GC9o60eC/XiklFcMkov48aZtWkxpkJbfGV+enluanlWMjj006PCuu82z408Pt1ZfnGwvrM0ySEhMRAPrYS9OT+2MjU4NdD57uleUUaClE063lyY7H+4ON53sDZbkpXEwMGmBjqbqwp779/YmBvVy7gof7eRx/fG+x5Y9fLBrjuxZu2XH9mJaQSdiGNVy9IiTUVpcZU5qf8BTP9uddmD5uq/5adrS8AUf/96JXBglaTH1eSlgTDWrZpicO7nJoQ/aK62g7tdo8L9ALdPgflifd3AijKjkPnv1Y7+7zsOUDoeBVhDgG1ZxSSCODawhBL93fG+rmAnN8HPDeBYxSTSYD4qJpGLgRoFtBAh3SigKWgYLYckIsClZKSSjk0OVZgkDCOPrOdR4kL0pCDYx3Z2H9vZ4QK8chKi4ozBERpJiIgVruRHqgTBTLyOS7ZZdRnh+tKUqFitJF4vSwpR6rhkORmlomHDhAx2kK+SihFgAlU0rIFLCRezLUJmklaWqJdnRerjdOJIlSAzwiCjoLDejiEiFhPhr2AR40JUejF77FH7s+3lvcXJ7cWJ+dGe482F+dEeAtyHGOTbVFkwO9z94mD9ZGvxeHPh/bP9480FtYjpcfWcu/3ZjbnR+6219WW5txorijIT3z8/ePNkh4jwu9lQ/uJwY7Tn/uzI44XxvlfHW79/90wlZPi72ROCfCOMyuWpwc7b12eGu18cbqzPjU4OdK7PjS6M95m10rLc1Gf7a4sT/e0tNetzo9883VueGjzdXbl/o87N/iyLECSk4yxaaZxZm5kQXpqdXFVgq8hLq8xJzUuKykmISIkKneh7cLy58PBmw8rU4PHmAszL0c/lcoRBsbs8tTk/Nvzo7v7qTH1pDpuIWJ0eWpsZHuluX54cqCnKFNCwtxrK+zra1maGx3ruC+k4MtK/uijz8b3WhfG+b18c6uW8T39lJ6ETdSJOpE6ZHmUuSouryv2Pqun/umHvg0ba2Vp7r7GiJD0OZGsjNJK8xIjG4qz2hvLmstzO1tqb1UUyBj413GCH9HYmw33Rvq4BzpcRXk4BzpdJUC8GKkBMxYCbdYDF+BLa33aPqXlUED/i4GASGlYroOuEDBEFDWLmIgoa7DyT0LBg+7OEjBQS4BY5V0ZFh4mZJglLgINSAz2CmVg9jxQqollkrBA+RcPEaVl4LYdUkWVD+nqf+aXduX/8lcv5L7LiImL0yjA5L0IjMUrYSaGq7OjQjEhdskmp4xK1HALc+SI5wC1OJ6VA3BU0jIFPBbcaU1DQGiYhTiMJ4dPitdJ0kwa0AfF6WYJBXpBgjdVJVUy8koEzCBhmpUAnZFDgPlA3+8e3rw/cbxvtujs10Nl5q7HjRt3azHCEQUGA++yvzvzw6vinN09OthbB/LG/OiOgYf1dr5z75JcNZbk/vz39/tXx2uxIVWHG5sL484P1463FN092TndXJgc650Z7Fif6//XP3++tzkC9HBl4OBbqpZWwtxcnHre3rEwNLoz1Dj+6uzo9dLQx33X7OgbiYYuz1JfmNJbnVRXYNufH3pxs763O/fD6tDQn7fKXn7BJaBmXZtbKk6NMOUkx5TnpVfmZlXkZNYXZRbakvJQ4W5zlXkvN3Njj+221MyOPBh/d1khZKhFdJ+csTPQuTfXPj/c8P1wrykoQMnFbS+Nrc8NLE/3bixMdN+qEdNzUYNdA5+3+h7e+ebpXU5yFg3lPDnS+PtmeHXn8/GDdqBR4OpwX03A6ESs2JNgWbSpMja3OS28uz79dV/bhlg//+y7ID5mTe40V5ZmJmTGm5rLcRJOmvjADmK/v1pe1lOcBc3dCmDpUxrULdLXHBXgQod5kuC8HH8QlIBhICIho6oQMkNczKfihMq6eTw/mUnRChlZAV7JJGj4NEP5qHlUnZITKuBaV0Chh0xB+ah41TM4jBnpycDBGkJ+IGCQhI+U0jBAPExHgFhnHJGElhSitcrZJwkgKket5pDAhLckgi9PKk60hNDTy81/YfWJn97GdXYCzvYpNi9TIYg2qcLXYFhUapRYZBLSIYJ6WRwxm49QsgppNDBHSWUg/CQlBhXoSfJ05KH+rnBupEoQJGTEacUVqTEV6rIyEtMq5cTppTkxYTkxYtEYcp5cFcykKFhFwXiEyrl7MMko5tmjTaNfd053l5cmBqYHOZ3urieEGYpDv3Mjj98/2D9Zm50d7xns75kYer80ME+A+Xg7nv/ytHYsQ9PZ0d3tpEtS/jfmx092V988PTndX9lZnpga7pga7VmeGf3p7GqIS+rpcpuNgaIiHXsYF6Jzsf9h9t3my/+Hm/NiLg/WC9Dj7rz7OT4udH+0ZfXyv40bdxtzo+tzo7Ejvdy9PrHql08UvBXSCjEsLN6hizfrc5NiKXFtVfmZ1QVZjWUFFrq04Izk7Mbrvwc2Fid5H7U2rs0NTQ50jPe3x4ToCwudwc256uGty8OGLo/WCjDitjL001T/S074yNXiwNtveXI2BeCxPDR5vLe4sT33/6nhrcaKmOGtpcmB+rPdwY/5oc4GOg7nZnxVSMDoRK8GkzYy1FKTEAJj+zxHqf4MpMJqAQQrAsbE4q67A1lKed6+xorksF+RPQNFtKMq0RYUmW3R2UA8nTIAXEe5Px8ApyEAy0h/cs1nOIulELAkdrxezzSpRMI8G7njLQELENJyIijVIODoRS82nKzkUo5SrYJOFFIyaT5cyCME8mk7EkjIIAjKKBPViYQK1ArpBzAJcQVKo2hauTzAq4vSyxBBlTkxYglFhs+oSDPJwpVBIwemlQrNa4Xb5vIRJ1Uv5X/zKTidipYQbwzWSEBlXw6cYJcwIjcgazIvQCMIkrCSzNjvaJGcS5DScVkBPDAm2KgTAPJAVEWoLN2ZFhKZbDWkmXZpFnxkZmmjSRGql1mBRklkbIuPJmEQFm6wRMCzB4jCFYHly4MXB+tJE/9rM8NHG/O7K9PevjnNSojlkVGlOypOd5e9eHv3h/fPDjfnXJ9v7a7MsIsLT4fy53/3D2U9+ea+19q9/+m5ndfpwa+Hts72l6cHpke7lmaH1hbGNxfGDzfkfvzmtLMq4ev5TVKAHFu5NJ8ClHPJwd/vkQOfmwvj8WO+dpioA7pLsZKeLZ8LU4u2lycf3WrcWJ755ure/NvvyaPv7N6d0AsLF/pyQQTQohAaFMDEitCgzuSw3vSI/o640r7YopzA9MScpxqKRZydHgS/PwnjfwnjfwfpcfVmuUSl482TnZHtpbXbk/fODwowEvZz36njrdHflyc7q29P9vge34T6uGQmRB+sLb57sPdvfeHW882RndWF84HBj8S8/flNXmnft68/hPq5aIdMSLI4P04BqWluQ0VpZeLOm5O9vnfMfFtT/5c5PdaX/2VUwadmd+bWdn7M9ys8D4uaA9HVH+3sCsKr5dKOUC7Co5FC4BISAjMYFeJBgPhwSElgzcQEeYiZBQEbzqRgFm8wlo9R8uoJH5eCDuGSUgIxWcalUhD8V4SckoaV0nJpL04uYkVpppFYap1eEyTkWOT9cLbQqBNEasVUh0ArokTqlnMOgouBGuVhEJ7MJmM/+we7cx7/SiThsHBzl46LiUqxqcZiSG6ERxYTII7TSuNBgjYDBwcPVfHqUXm6LNlnVYvBZBhGbRwhSc2lROplOwFSwiBwsXMEmaXh0k1IYKudz8EEMdCAdC6Ui/AU0LB7m3Xmr8dvnBxN9Dyb6HmzMj61MDy2M9wnoBBzMOzMxan1udGN+4mB9bnlqeHtpcqz3IZuEdL701ZWvPv7yo19ePfc7W2L45FDXi+PN9y8PDzbnX5/ufPvq6P3Lw7312aXpwZRY09ef/9rT6UKQvysW7s2moBR82kDn7fI8W9+DmyvTI5MDnae7a9tLk0oB09/NPjRYMt73YHro8e7K9PHW8tHm0tH28srsKAbmE+DpyKPiVEKWXi5IjjLlpMQWZiSV5aZXFmSW56SXZKbkJMVE6FUUNCQ/PW525PH63OjcaM/8WG9xVpJezpseejTe92C878H20mRKdJiCT5sb7Zkb7ZkZ7pkd6S3MSPK4dsH1yrm8tPjVmdHtpenDjcVXxzuvT3af7KxmJ8fYn/3U/ep5NgGlE7GsakmSRZ8VZy2xJdQXZd2oKvr/EaZ/2xYtYlLoOKSYRVWLeUalJEQlTYo0hxtUidaQlEiTKVgaaQhOsBhTIk3pMdaMuAhbbHi81WjVKiJD1HEmfYQxON5ssOqV8WZDvNWYFB6aEB6SYDHa4iMSLEZbbHhatCUx3JASHppk0adGhKVFhmbFWW3RpoKk6PzkqPzEqOL0uPzEqLzEiIrM5MLU2NKs1KykWB6VEG8NjTEZIowatZiXGGFKCjfZYsOjjOqijISSrKRCW1yJLT4zwVqem5qVGJFgMabHmrMTo9NiTIXpiVmJEbEhmkSzLtkaEheqzk2MLkqLs6pl8WGa2BBNSlRoakRYXkpcWrTFopGb1bLQYIlayDZpZGiIl/vV8wg/dx/nK1AvZ5i3i8P5M1fOfep85WskxNP+6zNYuC/Ey8Xp8lc+rtccL33pYn/e7dp5mK+7r9tVuJ8HxMvp3Ge/CfB0DNVIa0pz6ysKWuvL6ysKokxatZTrcPGLMx/9wsfVnoQOpOGDBEwin0HAQn08HS56O9nDvF1g3m54uJ+fq4O/2zWIhzMRERDg7oSH+5FRMDTECwfzh/u4IgI8kBBPH1d7MgYqZJEMKlG0WZeRFAVgWl2UXVeaV5GfUZ5ny0uLz0iIlHKofq5XvZ0uQ72cMYHe3k6XHc6f8XO9Cv47T4eLHtcueDtd9nO9CvN28XO96uV82e3aeX8PB0+nS94uVzydLgX5uvGoOKWAGW5Q6eUCH+crX338D16Ol5g4hIJLN0g4kTp5WmQooMOul+a2VRfdqv1/h+n/DYv/Dwi+W19ml5OalJUSl5kUn5USV5SZmp+RXFuSX1OcV19WWFeaV19W2Fxd0lhWUFmQWV+SV55nK8lOLclNK7AlVxZlNZQX5Wck1pbkVxVn56TEV5fkNFYUlxdklOVmVBZlleVmtNaWNZQXNVYUNleWNlYUNpQW1pfkNVUUtVaX3qgpa64qbCwraK0pvl6a31Jd1FpZ3FCaX12U3Vxb3lpb0VpfWV9WWFOc11pbcaOusq2+6l5r482G6luNVXXFuZUFttLs5MKMhNKctMqirIrCzOzU2NqyvOvVxY1VRWX5ttKctAJbYnN1SXN1SV5afGNF4a3GqtvXq5urS+pK82oKc5uqiqvys8vzbHlpiZmJUTkpsakxFotOAfdz83Wx9/dw8HG+4uF40eHiV+fPfIyG+pIx8CvnPvdzd4T5ukO8XPw9nHzdHDydrvi4XuNQ8Tw6kUPF0wkoLNzfy/nytQtnzn32m68//8czH/3i09/YnT/z2wtffOR85SwG5kPBwgDCRGyyXMBQ8FloiA8hCIL09/J3c/R3c/RzdfC4dgnu405CQlEB3j7OVwPcnfzdHL2d7H3dHPw9HNwdLmDhvlwajkvDqaVcs16RFG0qsCX+rZTm2UqyU4uzUpIiwxIjQq16pZxHh/u4+rtdQ/p7eDle8na6DL6HEA9HuI+rr4s9GuJFRAT4OF8JcHeAeDlBfVwgXk5YuC8uyA8R4AHxcHS6+KXjhS+ufPW7a19/7uV4iYKG8ml4LgmjFrJNSmFcqBooC+DEv1Vb8vcw/c8w+v8RpoDzt4s0h2akJNiSE5LjotLiopNiI7OSE/LSUwoz0yuLcmpKCssLskpzbGX5mVWFOXm2pKLstIri3NLcrLLC7JqSwrrK4pKczNKCrJqSwoLstMLM9Oz0xHxbao4tKS89pTgnPSc1qTgnvSIvp7wgqzjTVpSZWpKdXlmQXZGfVZiRVFmQXZ5nK8u2NZQX1BTmNpQXVJfk1FTktzVWX68tb6wsqyrKb6mtaqmtaqwsqykprC8vaawqqSstKMlNy0yMykiKKspLy81ILs7LKMnPrCkvrCrNLyvMTomPrCrOzUiKyc9IrirOzUyOrSrObaopK8xKLS/IKsxKLUhPLc3LyElOzM9IzktPyUlLyE6NjwsPjbEYTYZgk04p5jGYJAyHTuSzaBw6mU7CMch4LoPCZVB4TCqHTmaQ8Wwaic+i4ZAwEhZJJ+G4DIqQQxOyKFwagYZHElFQXFAAFu4f4OkM9/MgIAOpOAQBGUjGwLk0goBJlvIYBpVELRGGqpUqEV8l4ks4TDmfoxTy+HQKh0Lk0ykqEV/GY8t4bAmHyaORGUS0MVicHG+NsejjI0ISo8KKc1KLslOqirNb68vvtTXcaqpurS+/11rf3lJXU5xTYEuMCtWFqf8vwt4quBEszfP1xvbAbvfcxqqu6oKuLuyCLEhOZ5qZmW0ZxMzMLFm2zIySQTKDLGYmM6QTi6u6u6Zn5vbszsPel3sfzkxO3YrZ2YgvFEeSIyMt/fzhOf9T31xV2lBe1FBeVFOcV1OcV1mQXZx1r6owp7IguyI/qzwvsyI/q7Ykv6Y4r6Y0t6IwsyT3Xm1ZXll+ekNlYW1ZXn7GrZLsu0WZd4qzUisLMkuz7gJX2llfie9oZGGhMiaxV8QaVgqmtPLZAdXsgOr/z9/3lSh/2J/6AaY/CPcgH0ihEXEoaAcBjeCz6BQ8mkbEyoRcIYchYtH7VXKNVNQtEQ50y4Z7lSoxVyHm9muUPUppr0rWq5J1y8UDPaoepVTCZ6ukQgmfLeIyeUyqVMARcZkiLpPPonEZFDGPJeNxlBKBWizQSEVqsaBHJu6WCLul/F65RCniqEVcKY8xoJIOauRDfYpBrXxiWNvXLRsb1E6ODAxpVH1KWZ9SrpGK5XyunM9RifgKIVshZAs5NIWU19MjEwuYMhlPJRcopDyVXKCU8cdHtAvzE1Oj/UP9aq1aqlYIFWKuhM+Ui3gqEV/MZqjFAhmPLeWyNFKRnM8Rsxl0EgYFbWtrrG6oLq0ozq0ozq2vKinJzy7KzSwvymusqWipr66vKqurLK0qLWyqrawqLayrLK0sKSgvyqsqLWyoLq8pL26sKmmoLK4pza8tK6gpzS/ITM3PuJOfcSc37VZVcW5jVQm0tb6jqQbd1UpAdqI6W4hIGAWDhLU2YbraIfU1bXXVbXXVTVXlLTWVHY11zdUVbXXVLTWVNSWFLTWVJbnpbBqhTyPplnLVEk6fSjTcK+9VCMYH1PMTA0bdhH5qaHlubH1henJJ+H7AAAAgAElEQVSge0yrVAlZFDSss7EGUlfZUF7UWlPeWlPe2VhTU5xXW5Lf2VgD8G2tKW+rrQApX2NVUU1pbmdzdWNVEaShoq2+vL6iANJQ0VBeUF+WX1uSW1ea11xR1FZdCm2sJiM6mJgucE5wQMYbVYum+xRzg+pnmP4bfM+kUv9dLfUHsP7vIj44jpJCwmERXZ0YBJRCwJJwaDIeI+ZzBBymVMDtlkv6NUqlRKCUCCR8tlTAUYj5vSqZQirQahRcFpVGxrEZZKVMSKfgBVyGVMSVirgSIUetEGtUUoVUIOKzpEKeXCwQstliPkfMY0sFXC6DymfRJXyOXMQT89gSPrtXLpEKOKNaTa9KIhUy+nqkA1olAQvjsWkDWrVaJhawGXKhUCEWCNgMhVggF/HFPJaEzxaw6XweUyoTSMS8oWHt6Ej/9NTo4sLs/NzkinFhdWVx1aA3GvSLumlNt1wq4iqkgm65RKtW9ChlAz3qwd5u8FQm5MpFPDaNxKaR6BQ8lYQl4VE4NIyARaARnc0N1W3NdeARCWtHwTuIOCQG2YWAQlDwDiwKioBCoB0tGGQXvKO1vaG2tbYKUl/TWFnWVlddXVzQXF0B3GFnUz0e3oWDdRKRMBoOzaWSuFQSg4xnUYlEDALZBUFB29GwDlh7Cw4JxSGhiM62jpYGKKQZ2QXpbG1sqa+GQhqhkMaBXlkkYPe793wuk9+9F3Tt+R27QDQAPCaCzk3DnMu0PqZVpt/4uL60GNMBgbc04aGdHfW1iNZmeEsTrqsD2daC6+rAdXWg29uQbS3QpgZUe3NnczWsowHd1YyBtqC7mhHtDVhYK7S1trWmFNZSC2+tQ0IaUG0N2I5mFh7JJWHENJyaR+uXcocUgmeYzv3QR/4fMP1PXOnq9NDK1GAKk0oh4dA0Ep5FIwu5LBaNLOKxWTSyhM8Z0mqUEgGTQhByGAoxX8hhqKRCAZfBoBJEfBaZgJaJeUP9GqmIy2FSVHKRkMcU8phqhVgm5illQpVcJBawOQwqn82ikYhMKoVBIXIYVAaZwKFTqAQslYAVcVkcOoXLoAC/KxWweEyygEsRcGkMKo7Loor4LJVUKBfxxTy2QizgMWkyIU8q4PYoZRqFRCbmDQ70jE8MzeumlpbnDUb9skG3vDRvWNYtLswaDXrDsg6AOz42qFJKZFKBUipSSkXdcomYz5GL+BIBVy0TaxTS4T7N1Ojg+Ei/RiXtVkpkYp6Iz2LSiFQSlkbGCbgMNoPMopMYVAKLTiIT0FwWFayFPCafQxdwGUqZUMRn0Uk4EgqOhXa01la1N9TCWpu6mhvaG2oh9TVEJAwP7yIiYWwygUnEidmMHpkY/OJkHIpBxtOIWBoRy6QQCGg4EYNg00gYeCca1kHCIvEoGLILgkfB0DDI5GhvLOSMBh3xsGs/5j5NBgPOnZjffpLwJUOu/bD7KOaLeK2fXhz2K0VvvPjrurJiAqyrqaoc3d5GRMJICBiDgGXisRwKkUMi0PEYJh7LIuHZRDyHQmSRsWw6jklC0QkIFhnNo+OZJBSbgmERUWRUJwXdxSQg+RScgIrnkbFiBknJofSKWEMKwbBSOKoWTWnlzzD9Hn//Aab/Iak/YHRuQCWioAUkZAoRiwIfOpdFZTPIVBKWx6axGeS+HmVfj5LHpgFPqZAKpCIulYTls2hyEU8q4Ag5DLmIp1FI1DKRSipUiPkMMp5Bxqukwm65WCHmi3ksIYfBopJoRBwa1glrb+1oaexqa8ZCO+BtzXh4FxbagYV2kNEIGg7NIGAFDCqfQaLgkSwaVsAhC7kUAZvKZZAkfKaATQe+UyLkSEVchUSoUcqG+3tnJkb1ummdftpg1BtXFhYWZxcWZwGsi0tz+oWZpcU5w7JuQT8zNTkyMtw3PKTtVsvkMmG3UjI02Ds+0j83O7GxumRYnDMuzetmJ8ZHtEP96sE+VX+volspUkh5cplQLhPKpAJgUgn/mSkVYoVcpFJK1CqpUiFWq6TdSolGIdEqpBIOk0HAklBwBKQFC+3Aw7tgrU0djXXI9lY8vAu4UjaZwKdTpFyWjMdmkfBMIo6Ox7DJBC6VRMdjWFSSgM1gUUk8Jk3EZTHIBBIWRUDDmSSMYX48HrDF/FaPdSPg2o4HbLbdZdOqbnd1DowVEn5b1GO+PIz2KYQfvfNmeVEevK0ZA++kYJB0Ek7AoHIZFDmfIxfxlELes0eFgCvnc1RirlLEkQtYMj5TwqWLOTRgAjpByCCKWWQphyrn0ZUCpkrI6hay+6XcUZUQnBiZ1srBAiSUYHD/bAcJqIfAzwCxk2e7pJ9p/YF3gWKPbqh7WMEvz7hNR7Sn4DFwOgXPZpA5TAqbQSYT0AwqgcOkjA33AS6fYapWiCVCjkzIVYj5GoWkVyWTi3gcOpnPomkUEhGXyWVQeEwqk0JgUYlUAoaCR2PgnVQClohBdrU1IzohtRWlWffuUDBIHKyTRcLzaGQaDj3S2z2q1fBoZEwHBAdvJ+GgbDqOTcfRSEgRl96jFGvV0oEehUzI5TIoAi5DLGAP9HbPT08s6Wbn56ZWVxYXl+aA6fTT+oWZhcXZed3UwuLs4tLc8tL80uLc0uLc4sKsXjc9Pze5uDA7Mz02OTE8Njqg100bDfqZ6bH5ucnlhdlF3fT8zOjU+MDYcO/IoGZ4oHtkUNOjUfRoFL09Sm2vqk+r7u/r7u/rHujX9Pd192gUQ4O9/X3dfVr10GBvn1Y9PNCjVct7ZOIembhXLpFyWWI2Q8plCZk0IZNGw6H5dEqfUtanlInZDAmHKWLRNVJRv0rep5T1yiV9ShmoB9RigVzEF3FZIi4LYAqQFXIYLDJ2aXb0JOFzmFb8zq2QZzfqN58fBvz2Tcvmgs+2EXRuRz3muM96lgiqxOy3XvlNdVlRV1sTsgtCQMP5LJpSIgBfX7dc3KuSDWm7h7TdPUopeNqvlvarpX0qiVYp7lWIgPXIhSohSyVkgQlCj5TXK+Nr5YJ+uXBULQZnQZ9tfQI9eWDPSNUNdQOpQCDOA/btA3zBkb0JjQQMn8CdOwsjPWD3vnFicK5fnULAIoD7FPKYIj6LzSALuIwetYzPodfXlMO72uQSvljAFgvY3UqJXMLvlos1ColWLVfLRDwmlUHGc+hkMY9FI2K5DAqHTqaTcDQilkUlsqhEJoWAR8GIGES3XDyk7aYRsRQ8ulcuUQp5KjG3Xy1Vijj9aikO3l6Wnynh0qU8xviwRtst7tNIRgZU02MDS/OTowOa2Ykh8PegVogHtOrJ0aGpseHp8ZHpqbHlpXmApsGoX1ldNK4sLOhnJieGDcu61ZVFo0G/oJ9Z0M8sL80vL82DxdLi3PjY4Mhwn143vbQ4p9dNLy/N6+anZmfGpyZHJieGZyZHZiZHpieGJ8cGp6dGwYsT40PjY4NjowOjI/0jw30z02MT40OTE8PTU6NgMTM9Njk2ODaoHe5R96vkoExUiwUSDpNPp5DRCAmHuWVY3FtfWdXPzY4OjfR2D6gVgxr5iFY11KMY1MhH+9R9KolCwGWTCSqpUMRlMikEmZALXAOPSVVKBBwqfnqkNxG023eNEd9ePGhNhu0B13bEY4r5zCHXjnVrMewyRT3m82SoTyV68+UXa8qLoZBmFLSdjEOppEKVVNivUQ5pu8eH+iaG+0cHescGtdNjQzPjwxPD/dMjfd+3qWHt1LB2cqh3tFcx2qsADb5nNqFVgXsiwRU84BZJcBfP0nj/wqh2caxvcaxPP9K7PDFgnBqaH9Isj/Uvj/WDW/Zm+1QLw72rU8PgzlJwJaRhfMA4MWicGFwa7VuZHAJZbwoJj+KxaSDd5HPoXBZVJuYND/SwGWQiDslj0xRSgVzCl4l5EiFHLuH3KKVyEU/AptNJOCoBw2fRRFwmg4wXsOkyIVfMY8mEXKmAA4p9lVSIQ0LZNNL81Njc5KhWLdcoJJODfWuLs5sG3cRgz5ZR36eS1FcUVRRmK4TsEa1K2y3uVYuG+hQDvbLBXuXe1op5e3Wkv7uptpJDJ8sl/L4e5ciAdmJkcHZybHF+ZnJieGp6dHZuYm5+cmZ2fHpmbHZmHAA3NzsxPTU6PjYIMJoYH5oYH5qdGZ+ZHhsZ7gM2OtIPXnnmYsfHBmcmR2anRmcmRybHBsdGBwCaP7CJ8aHRkf6hwd7xscHhIe3gQM/Y6EB/r6pHKR1QK7QKqYBB5dHITCIOpKRYaAefThnsVu6tr+yH/G7zbsTjDLosHuuOy7wFFgGn2e/Ys+2sbRuXOHRybUVJS301orMN2QUhYhA4JBQNgxCQ7Yb58dOk32ffSoRsEd9ewLW9t6n32zeTQVvEY/LZNg7DLoCpVil8/aXn8rPSaitKMPBOFpUo4jKlAo5GIQF0Dvdp+roVWrV8sFc9pO0e6FGNaFWjfepnNtyrBH9Cg2rJoFoyoBL3K0X9SlGfQqiVC7RyQY+E3Sfh9Eu5AzIesEE5f1DO7xWxtOJ/f2tQzh+Q8fql3AEJd1gu0PDoQzL+sFzQL+aoOdRhuWBQyhuQcKd65KNKUZ+IPdEtndEqRVQspKpIyaGkkPAoUCiIBWxQsgwP9ExPDCukAoVUoJQJBVwGl0UVcBkcJkXAZUgFHCoBg0V04VEwKgHDY1JFXCZwdTwmlcek8lk0mZDLppHoJByLSiRiYCwqnoiBWXbWTJvGwV7l3PhgxGt/eLoPdD6W58bOD8KfPTieGdX2KgTLc2OnyeBfvvsy5rcno5542PV///03PUrxC7/8KRrWwaGTRVymTMwb0KrHhvqH+nqmJke+7/DGRgcAf91KSY9aplFJe7vlA1q1VqPQqKQDWvXgQE+3WjY02Ds40NPboxzo1zyL4H1aNXiq7VWBKD/QrxkZ7B0Z7B0e6Bke6Bnq13zfNCppf6+qr0fZo5ZpNQqlTCgVcaUCFhWH6Gqpa2+s7miqaW+shkMaiaguWFsDDY8Usakht/WbTx9EfY5HZwdP7x8nQ56TRODp/cP9sPsg4jnbD8UDjsfnh3Pjgzc/ere6rKCrraGztR6P6sLA24kYGBbWujQ7+vT+fjxgi3jNQdduxLfntW+E3bth967fthV07IAz/vcPImIO5fWXnisvyqksyWuoLm1rrEZ0tgjYVBoRzaETuQySgE2V8JlSAUvMY4i4dCGHJubQQFiT8hgSLl3EpvIZJB6dyKfh+TQ8j4rjkDFsEppFRDHwCAYewcDC6RgYDQ2loaF0DOyZUZCdTByCiuqiorpYeCQV1UWAtjGwcGJXKxXRoWBTRVQ8Bd7OxMAYaCifhFGwqaiWOlhDFQXeTuhsgdZX1hZkVeaktZQXMrDwFFCuMmlEULALecyx4b7+XhWNjEPBO3BoGBGHxKKgeAychEfhMXAqAQPaJWQcCgR3UN8AQPksmoBNlwo4Ej6by6DQSTg0DEInYdAwiGnTaN/bNOinNw26icHunVX9ftgd89stWwaHaW1nVb88N9avFitFrPOD8KeXR2f7oUjAHvJZ/9f//Mfxod7nfvYTZBcEoC/gMtQK8XB/7+hgH8AU+LaR4b7+vu5utUytksolfFD2gbaDiM/isqgSIUcpE4pFXLGIK5XwFXIRyDt7e5T9fd1Dg73Avw4PaYcGe4cGe4eHtADE3m55j1qmVoiVMiEIL2ANGhpqhVghFfDYNCaFQMUhOFQ8HtHBIKKFLAoNj0R2NGOgbVgYhIpDMIhol3nr/lHcbdmO+Z1uy/Zh1PvtZ5f3j6Ixvz0ecIQ9Fq9t+/5RdGN5/ur7b+Vlpna21sM7mrGIjs7WegIaiupsGtRIj2Keg4hrP+wMOHfODvwR317MZ04ErPtBx/2DUNCxcxBynsT8EjbljZefT7t9tbwop6utgUXFK8TcIa1KoxD1dcvUMoFMyJbwmSIunc+iAGQVQrZKzO2W8jUyQbeUrxJzFUK2jM+UcqhSDlXCpoiYJCGDCJDlUXFCGoFPwXGIaDYBxSGiuSQMmKiD1/kUHJeEYeGRbAJKSCOI6EQuAUVHdbVVFlfnZdBRXRw8komBkWEQWENV/p1rkKoSWENVWWZqQ3HutbdfS73yDqSmLOvmxyksOgkUTwIug0bGkQloqYiLQ8M6IU3wrrb21oaOtkY0ohOHhuExcAIWQSFiGFQCg0qgkXGg9gIdUwGXAdIG4H2lIi6PTaMQMWgYhISDUghwq2l1e31hb9vgMK0Z5sc91q2Ac6dXwdNN9hvmR517q59eHpDQ7bVleasLUyG3+fI4FvZYIl7rX/787c768uuv/LqyJA8KaSbjUAoxXy0T9fUogVcbG+4bGezt61GCXlJ/r2pqfEg3Pb4wOzk1Ojjcpxkd6O3XKLvlYq1G0dst7+tRysQ8uYQvlwnFIq5cJpRK+JpuRY9Gqe1VD/T3DA70Dg70DvT39Pd1a1TSHqUYmEYhemZKCU+rliolvB6leKBHIRdxuAwSBY8UsiiTQ739aqlWKR7r78bCIK11FYj2pvqKIgy0raulzmvbfXr/OOiyPDo72A974z77N0/OYl5LzGuJ+ixB167PvnUQcc1PDFy/8lbazQ8rCjMhzVWQ5qrm+rKmulJIQ8WIVhH2WOIBx2nSH3DuJEK2g6gz5NqJevf8tq24z+re29g2zB+E3GoR+7cv/KK+oohDxStFnD6VZHKod2a0f3Kod35iCKTCWqVYKeJwaQQGEc2lEQRMsohNlfGZKjFXLeH9e+HPpcm4tO+TKqATBHSCiE7mUwhsAoaFR7MJGA4RC9ZcEo6BRZIRXbCmuobSwq6GGiKsAw1pri8pKEy7c+uD3xelp3Y11FTlZ+fcvv7Rm6/deO/twrQ7dcX56dc+uv7uW+nXPvrgd6+0VZfjuyDX330rBYeGAfJAIUWn4OUSPhLWDmmp72pv7mpvJmARNDIO5AY8Nk0sYINKi07Bg2RAwGVIhByQ1/I5dNA0ACU5k4bHITsJmE4ktDnksx7vB5f1ExvLsy7zRiJoX9GPry9NHUbdu2u6w6j7779+5LasW7eNYY8l5rcDCaeLw8g//PFLl3Xn/bdfy8+6CypWPosm5rG0GsXokBZE5L4e5WBf9/zMuHFpfmVZt2ZcWNbNrC3r56fGRvp7xga1Y4PaIW332KB2pL9nbLhvemIYBA2lQsznMfk8Jp/HkkoE3Wq5pluhVslUSqmmW6HtVRn0swb99NL85OLchH5mbH5qZG5yeHZiaHyod3psANjC7PjUaL9cxJHwmdMjfVqleLRP7bHuHMeDzTVlqdeulOVnFuekwdoaYG0N9t3184Oox7oT9tiiPlvIuXuxHzwMu44ibr9jOxG0++xbRzHP7trC1fffuP3Ju03VxfXVRS0N5U11pV2QOhy8bWKwG4gAR32W/bAz7DUdxd1e6/ppwhvzWhw7Ro95c8eo+8dvPhWzyNevvCNkURRC9nCvUj814jBtnCbDMb/TZzfZd9eXZsfVEh6XRuDRiTw6kUnCUHEIJgnDoxPBYBx0pqQ8BmAUYCpmkUVM0r/CSiWyCRg6BkFFwegYBAOLfLbmknCwprrsW9dSP3o/5/b1gnu3C9PuQGoqGsuK0JBmIqyjtaoM0dLQVF5clJ6ae+dGeU5G+rWPcm5fz7p59d1Xf1OVn83Co9OvfXTl9VdTyAQ0nYJHIzqFPCaXRSXhUQNaNYWI6WpvRsLayQQ0aGvTyDgmjQi6Ad83IY8JSOUwKaDzCtzzv71IIqChdDIK0dVkN68fJQOTo70e69aWcX5pdti2Y0iGHDG/NRlyBF27S7PDXtumx7qRCNojXmvIbX54moj6bF8/vYh4re+++eqtqx+0NdaioO0g9KtlovGhPqmApVGIlnVTG0b97obBvL26s77sc5pd5i2HacNh2nDubYY9NsvWilE3Zdo0GhdmJoa1q0tzq0tzPUqxWiEUC9gSIYdJI7LoJAGXoVFJlQqJUiFRKaXzc5M768bFuYnVpTnjwoxBP21cmFmYHV9bnl+cm1hZnN3bWtnbWrHvbc5PjVSXFUj4TCCJehDxnB+Ej2K+mtLc9954qa2+nEPFUrDQ+ooC67Yx5re7LZthjyUZciX8tqh37+IgEHLtuPZWjmPuw6j7NOnfXpm7+v7vulqq2BQUk4SAQ2pbaksx0BY4pH5ySHP/KOq2bHqsGxGv+bMHh5fHEcvGosu0Cg5L+W07p/HAn796wqfhcfC2xZmRvY2lZMj1918/2Q+7TxIBkFqE3Ga/Y/f8IBzz20VsMgbawiKjaXgkyE+ELIqUxwCIK0UcBZ8h49IAowBTAZ3Ao+L4FAKXhGMTMM+MgUUCTFl4NA0NJ8E7cZ1trVVlTeXFuM42KgrGIWLlHIZawOGScK1VZTm3r2dc/zj92kdZN68CoOuK82FNdVIWrbWq7MM3fnvz/XdSsCgoCY8i4VF8Dp1KwuIx8AGtGuSpIHwzaUTgGoGzVMqEcglfKuICtyris8DXrJAKJEKOgMvgc+igJyDgMmhkDBEDoxIRSGizZXfly08vlvUTPvuObWdlP+yMB2wu81rYswfWYDdxxGve21hw7q3bdla+fHz2+cOTr59emDeXX3/l13dvftxcVwWFNBPQcJD+Svjs0QHNukG3s768rJsybRqfPjj95vNHsaDbZzd5bbsu81bU50iGPCeJ0GHUfxwPHkR8jy6Ovnpy/2Q/cpwM724YuAwKpKVeLGAzqAQ6Ba+Si+RiAZfD6FbLp8aH9rZWYkF30GNLhL3nR/HL0/2DWODydP/bLx4/fXB6cZw4jAdPD6LzUyPFeRlbq4vnB+HDqDfo2ov57SeJQGHWnXdf/w2ThNIqhQohE9nR6LPv7Ifdbsvm5XHsyUXyOOq5OAicxD3HMfdpwvv1k5Pzg+Cnlwdhz55KzBzqkcxP9AlZhGsfvJ6fcaujqaq+omB8QP3k4iDkNoc9e0Cyb3VhYmpQ7TKtApnpRyeJJ2f7QDfg0Vny4Wnim0/vXx7HTpNBj3UrEXRGvFbn3rrbsrlpmPPatk+TQeu2kc8gNFYVQVvrqTgEBtrGIKJBAgAKKcAo8KDPclMOGSOgErkkHBOHomMQTByKhUez8GgmDsUhYkEaIKSRxAwKn0LgUwhgwSZgRHQyFQWrLynIunn13idXijPuFqbdKbh3O+3qh3XF+U3lxWIGhYaG59y+XpadnnXzagqDSiAT0Ewakc+hU4gYMgHd2y3v7Zaz6CQuiyrkMUFdBaoEjUqqUUlVchGYJQKXCVwsmA+JBWw+h87n0IGX5bLITApOxKNSiQi/e++7b586LBv23dXTZDDqs5nWF03r+pDbFHTtBl275wfBkNvksW4cRt0by9PmzcVHZ8njuP/iMGLUTbzx8vP5GXfqq0o6W+speLSATRew6QM9KtvOmsO0tmmY81i3HpzEE0HnaTJo3111mdajHmvcZzetLqzqJoMOU8i5B0SaEkHncdSXDLkOo977R1GPdadHKSZh4ShoGxGDIGAREiGHQSWATGZ3w/DoLLkfdh9GvSeJwGHUexDxHEa9QMH0/CAccptPEoGBbgkO3nZxGPns/hHYRHwQcp/GAyXZd+9d+6C1pnS8T/XPf/oy7DIHHaajiNdn3Y64LQ+OIg+OIhcHgYOw4/FZ7MFRZD/oOI56zpOBTy8PLg5DD09jXz4+6VXwrrz9cmHWnfbGyvKCLN3k8KOzZMht9ju2A86dLeOsw7Ryngw8OUtc7AePo577B5HzZOjTi+MvH55/dv8IXGH1+DQZ99m9li3n7hpQWj0Me3zWbffehnXTAD4ZErKjrrywo6mmo6kGC4PQCSg2BcdnkMQcmphFlnFpch5dyqECVwqGUiATBYBySTgeGc8j4zlELJeEo6JgDCwS8MohYjlELAUJBewiWxvzUm/mpd6sLsipLsiBNdWREV3w5vqG0sKc29dRbU2wprrUj96/9vs3M65/nHvnRgqPTaORcTw2jc+hgwx1QKvu71WRCWgSHiXis0B5BEpmUNUCU8lFcglfIuSAobZUxNWopMMDPROjA7NTo/Mz4zOTI2PDfRqFSNstZtGwDsvGP/39l2779mifcmF6eG1x2ry5vL0yZ1rXn+0HbDuGvY2FjeVpt2U95rduLE/7HdunyeCDk/inl0cht/nK269l373RVFve2VqPhnWgYR3dcvHi3MTy3FjUZ4t4rT77TtRn89q2/Y7dZMgV99mTAadzd23HqHPurp3GA17LVsS9F/WYwy5TyLkL5B199p3L49hfvvt6RT+dk367vbkeA+8koOEELIJJI1IJqMWZke++evz0/iHA1LJlsO2sJEOu02QQRG2PdSvqs82O9Zk3lw8inv2g6yTmP476gCRvRX7GjQ/eqizI3DHqvnx4CvShwi5zwL57Gg+cJwNHEXfcbzlL+u4fBsEZo7jPmgzYDyKuh6exR2fxLx4dd0vZqdfeLci8XV9R0FxTpp8aeXy+77PvHERc2ytzXtvmV09Oj6Oek5g34bftBx1fPDh5dJL46tHF55enx1HfWSJ4sR9O+B37QVcy4AzYd917G3tri46dVY9502vZsm+vOHfXzhLBg5C7pjQ//dYniPYmdFcrEdXFpuDEHJqASZbz6Ao+A2AKwj2XguVRcT/AlEvCAS55ZDybgOGR8YBXFh4toBKZOBQJ3oloaaguyClKT20sK6orzi/PyYA31+O7IPUlBWXZ6V0NNQIqMef29cwbnxSm3cm5fb0w7U4KFgUFmNLIOBoZp5QJpyeGNSopEYekkrAATTApBYwCOsUCNnClYgFbLuErZcL+XtX0xLBxaX7VoAeDR/3c5PzMeI9SrJLyGWSseXv1688efvn08vI4Njfe79xbd5jWpkd6gfhM2GO5fxQNuvaAuNd+0BHzWh6fJ/7h2yf/65+/++6rx5l3rt36+L3WugpIQxUG3s5lkBZmJ2fGBy1bhpOY9yDk9Fk34z5rwL7t3lszzo2aVnUh567XvG7fWpk+vhkAACAASURBVHbuGP3WzdOY9zji3g/YjyOumGfvLO47CDqA9zpNBj+9POIzCMU5aR0tdTQiuqutAY/qYlJwa4vTT872E36H17IVdJi2ludMqwteyxa4nyToMB2E3I9Pky7TetxnP4n5zxJ+IP3w5CxxFHFn3vrw7tV3S3NSV+bHjqOesMt0eRiOeS0R9x64/gEoUxyEnADZ07jvOOrZDzoenybDLrNCyHx6/3BquOfq+29k373WWleGaG8a1MgvDiOJoBOI98b81njA5jGvx7yWo4j3OOq72A8Db3qejIRd5rDLdBLzWjeXwKe6uzLvt22t6sa9lo1tw+zyzLDXsgHEAf70+UMOFf/2b19sqCxGtDdhYRACspNHJ0p5DBDxgRN9Vj/xaXgBFc8jotk4BAsLZ+MQXAKKS0CBNhOPiBaQsRw8koGGcvBIIQXHJ2G4BJSCTe2sLc+7fbU8625x2q3agiwmBgZvrC7NuJN/5xqyuRZSVZJ57Up1XkZpxp2yzNTcW5+kYFFQFLwDjegkYBEsOkku4Q/2dQt5TBS8QyxgK2VCMCkFmahUxAWxnsemgUH/YF/33PSYYXFufWVxZVm3pJ/Rz00u6qYXddMzkyND/ZoepVjCZ7KoeN306N7WSo9S/NmD49NkMBF02ndXBUzizqo+5DbH/PaQ27xpmNtb08e8lofHUb9ty+/Ytu8aN5ZnRWzyGy8/n37rk+aaMjikEQVt69fIJ0cGnJbtiNuyt6aPuPeAbSxO+W1b9m2Dc3dlxzhn31qOuEymlXnDzHDEZYq6TRcx73HQEXPuJv3Wg6DjMOQ8jriDjp2Qc+8o5oM0VNWU5rc3VkOaajDwdgy0bceoi7gtuyt666bBtLpg3TTEvLa4z+7e24h5bRf74WTAeRz1PTnbvzyMHkW8QCr/NO77w6cXMa8l+87HGTevlOakWjeX/vDpBXg3GbCHnLtBxw7AFHTjD0LOk5j3OOqJeS2Xh+GE34GENCxMD//py0cULPTFX/z3u9c/qCjMrCzKYVNwQHMKxI3TpP8o5vniwdGTs8RByO0yrdu2jCcx/0ks6N7bCDpMftvWxuIU4Ni+bTCvLwAhoP2gY2Nxamt55jwZOAy73HtrZwm/fmrkxoe/L8lN72iqQXW2EJCdTBKGSyMIGUQph6rgM6QcKp+G55AxfBpewiSLqHgBGcsnYYBxCSgWFk5HdbFxCMAlG4fgEdFgwUBDhRQcAw2tL8opy0ytzEmrzEmrLcgqy0ytLcgqz7pbmZOW9vF7mdeu5N+5VpB6vSwztST9dmnGnRQUvAMJawctUhIe1aOW9feqCFhEV3szaC4CWOUSPmhJjg33TY4Nzk6NAhyXF2aB6ecmF+angC3pZxZ109MTw4N93XIRRyZkcxmk4ryMt3/30q9++t9QnS1fPbn/1ZP7p8mwz75j1E0sz42By2uMugkuBX3lzZeuvfe79373wi9+/F9+8lcpP/5Ryk/+KuW3L/ws5971xqqSuvJCOgmjUYjmp8YuT/fDLtPawnjQue3aW3GbVy+PQjHPnte8tjo/OtEnN8wMxb3msHMn6jZF3aaAbXPfa0l4diOOzeOQ7TjoAD/sNBm3DbOXh2Hj3Pjd6x/kpt2oLcvraqmDtTXYtowPj+OWjWX79koy4Iy4LSDNPY0HTuOBg5DbumlI+B0X++Goxxrz2k7jPhANvnx4HHHvXX33tRsfvJF79+qqbvw8GQBakCDrOEv4L/aD4Ljz5ICKQ0Z9/fj0JOYF+QBw1Q9PE59eHrXVl//yJz/KSr1anHO3ojBbJeY+OkteHseO4/7DqPfyOPL5w6MnZwn33pphdixg373YD5/GAwm/6/Iwuu937hrnIi7TQdBxnvAn/TbL+oJrdyVo3941zjl3jECh9yjsCti27h+EVvTT16+8c/3KO7VlBW31la11FS215bC2BhoWxiFjuBQsGdXZ0VBZX5bfUF4AqSnrqiuD1pYhG6vwkAYGsoNPQIopWAkVx8HCuDg4C93FQncJiCgRGcPBwpioTgkdT0VAwDnk6ry0sszbFdmppRm3ClKvlmXersy5W5Z5uzovrTjtRkHq1cqcu2Xpd6qy01JgUEhzUy2krbEd0kQiYhRyUbdaxmZRVXIR2EsxOzNuXJqfn5s0LM4t6GeMS/OGZd2qQb9iXFg16A3LOuPS/NLiHNiAvLKsWwTU6qanJ4aH+jVatVSjEA1pVaMDmsFe5bpB5zBt/OHzR2GPzaibMsyPr+gnPdatmN+eDLkOIp660ry/SUl55Vd/99arv3r7t7++9fHvr195Kz31k5Lce41VJe2N1e2N1XQSpl8jD3md33z6IODc+dchoXM77DIdhB1767oV3ah5TbeiG3WbVo6irn/46mHMZz4I2o/CzqBlI+7eSXrMca/5MuGPuk1e81rQvuXcXbnYDx5HfWW5aXevf1BVnN1cU9bZXLu3tvjt0/sRt8Vn3T5LBP22nZBzL+6zH0d9IBMAMqj7QVfQYTpPhu4fRELOXa9l4+l50mfdvPHBGzmp18py7+6tLT44ijw8jiYDdvu2wW/bOol5kwH7Wdz35y8fri9M7q7M3z8IPT6NnydDh2HPcdT37dP7D07i//THz5uqi3/23/4LOEFVW5Y3O9b3h88fPDiJP7k42A+7DyKuqM9i3Vwyry/4bTvg8GfcZweCgTfee/OTd14F6iau3RXb5pLbtBq0b7tNq17zOlAZOgw5T6Keg6DjLOG3765m371x+5P3CzJTKwqzG6tKIA1VBGQni4hhEpBUDBQHbYW11ELqypuripvKC5vL8uoLMiuzUiuzUpuKcxANlRRoKxsDldEJYgqWT0DyCUgRGSOmYEVkjICIoiHbO2tLa/LTwblzwGVlzt2q3HtlmbdL0m9WZKdWZKeWZ90B6+qc9KrstBQSGcfjs0ZGB8bGh+bmpxaX5peWdQbjwopxYWl5fmlxzmDUGw36hcXZxYXZZYNuaXFucWkOPC4uzILXFxZnDcu6ZYNucWFWp59e0M/o9NOTE8MD/ZrebqlcxCGgoesG3Z++/vQgFvjswfHff/3kqyfn1m2j37Fr313dMs7bdlYcO8bHp8nmquK3X3m+IDP13o0rRdn3SguyivMyyktym2rLIU11HS0NkKY6PLwL2tLIpZJmRvtX9JOXx5GTRMC+awy69jzWjZ3V+Y3l6c2l6bBnL+oxQxrKSEhIyG06TXgPI07QpEz4bQCRuNfiNq1G3XvJgP0g5LzYD9cU57z24i+Lsu/VVpRAmmo2DXMnCV8y5DiKeWJei9eycRLxHQbdrp21uMcWdJhO44HDqDcZcp3tR45ivoOQez/osmwsX+yHtw3zH7392/RrH1XkpptXl8/jwYB99yjiBYnpw+PoxX7wOOZOBm2ncd+jk9jD4+g//+nzz+4fHYY9Ea91UCMd6lGMaFVX3n7tled/du/GR6V5aeXFWYvzI3/+5vHlcQRcaZLw2zzmdZB/H0Xc+0EH2Mh3cRhCtDf85L+mfPzOa1QM9MnZfthlPo764j67ddMAulcB+3bIufvwOHqeDNw/CJ3EvBGvtaOp6saHb1eX5HQ0VOOgEBoGxaOQeBSSgE6ScRkiJkXGpgqoeBGdyCGi6aiu1oqiptL8usLs0ow7pRl3StJvV+dldNVV4DuaSdA2KqKDjuoCs3tUS11DcW5pxp2a/EwQ7lvKCytz0mryM+sKs/PvXCtJv513+2pF9r2q3PSq3PSG4tzyrLst5YUpC0vzC0vzxtUlw8risnFhdd1gMC6srC7p9NNz85Nz85OLS3NLy/Ng+6bBqH+2uRMY2Im8sDi7bNAtG3QLi7Ng06dOPz0xOTzQr1HK+GCWuG7QeR17x8nwk4uDh6eJR2fJo5jv288uQdz32Xc2FqceHEUqCzLffuWFrNTrd69/WJB9rzAnrTAvvb6mtKWxpqOtEdbeAmtvATuIa4oKrr331rUP3kZ1Ntl2Vpx761vGeZd5w21Z91g39jYWzg+Cusn+n/5tyvM//SsJl/zlk+ODqDPiNZ8fBB+fxpMBO5BLtm0uhRw7IeeubWs5GXDm3bvxws9/nJd+u76qrKG61Lm3fnEYAnoQIeduwm8D0qcxt/Uo5DmJ+U9ifrBl5CDii/mdUY81GXCCq0vW9DMfvPHqrQ9+f+X1V2+89/bvX3nxxgdv2bdXzpOB46jnwVHkKOIOuXYOwo6oxwyeBuzbRxGv37YT89t//bO//euUlL9OSfn5f//RR79/PfXalbL89LKizIW54b989/nZfuA46jmKuJMBu9+2dRL17Afsx1HPWcIPOgZn+4H8jBtvvvSr1E/eK8y4HffZD8OeZMBp2Vj2mDcvD8NnCX/MawGt1oh77zDsOo56Il5rSe69T957vao4u7GiGNZST4RDAaYsAo5HJYiYFDGDBIb4TBwCpKG49iZMWwO+o5mFhfNJmI6asrLM1Oq8jOq8jPKsu9V5GQ3FuZU5aQWp18GLdYXZVbnpIDctz7pbW5BVmnGnsSSvuaygJP12TX5mRfY98FburU/aKotT9ItzuoXZhcW5ZYNevzBrMC7M66b1C7NgA/zi0hzg79n6B5g+s/8E04lh7eiAxmHeCvsc90+Sj8/34wHHk4uDw6j3j188fHASX54bO4x6Tet607r+6ruvv/SLHxfn3M3PuFWUm95YU9baUAVpqoG1N6FhEDQMQsLCe+TC3bWlk2jYa9kJe2wiNnlFP7llnF/RT4Y9lvWlKev2st+xfX4QFHNI773x4r0b7+elX0+EbJcn4ZjfGnDueMzrtq1lj3ndubviNq1EXLsB+7bPuumzbl999/Xf/PLvirLv5WXeqyrNd5jWLg5DQdeuw7QCZE2PIt6E3/HgKPbFg5MHR7EHR7HDqPfiMHK2H4r57Scx//2DSNRjPUsEl2fGX/zZj6+8+dt3X3vp1ed+9upzP7t79X2vZevRSewo4gbaUoCV07jv88vDZMAe91lDbnMy5PLatl9/6ZcvP/fTT957896NjwoyU3Pu3awty6sqy9XPDn372YXPvhXzWh6dxI6jHq9lI+TYOQw5QePi4XH0wVHk4jBUmHXr9Rd/kZ92syT7rm3LeBTxRtwW995GyLkHKrmY17IfdByEnEHHTsi5++QsEQ84bn/y7ke/f62iMLOhshjW1kBCdgnoJA4ZJ6CTBHSSlEOX8+g8Kg7X2YKGNOLam/AdzaiWOgYaquTQuAQUqqWuo6asviinqTS/sSSvLDO1Kje9viinJP02qIfqCrNr8jNr8jMbinObSvM7aspQLXXErlZofWV7dWlTaX5lThoosEoz7hTevdFWWZyiW5hdMuiXlnULi3Ozc5P6f0PWuLJgMOqBfZ/OpeX5Z/YDTIHT1emngU1MDvf3dff1yIe0qsW5iYjfmQh7758k7x9FE0Hnp5dHT+8fRrzWLx+fgW1sh1G3UTf21svPvf3K89l3rwFMS/IzQa8Uj+rCITtZVDydhKHhkS7z1l/+8E3EbQN8BF172ys6n30nEXQexTzHcW/Ea/7qySmPjn3ntedvffz2vRvv+xybp/u+ZMiRDDk85vXNpWmXadW+bQjat6wbC9bNpYOQ8/Iwmn7jwzdf+XVh1t38rLTivIyF6eHTpP/8IPjgJPrpxf6Do8hpPPDVo7P9oCvsMrv3NiJuy37YHfXZgq69RNAZdpkv9sMRt+Xp+cHyzPjfpKS88+qLGTc/yUm9UZGf1VxVDCqkZMAOOrgJvw0cCzlL+EHi4TJvnB+E/Y7dK2+/ev3KOzn3bmalXi/MupubdquxqqSprnS4Xx507e6u6Tzm9bOEP+Le212Zd2wbou69sMsUdOwAv3gU8xRl337zpV9l3f6kIj9jY3Hm8jCaDDijHmvUYwUKKH7bVjJgv9gPPjiKBB07n90/OI77025+eP3KW4VZdxoqizuba1HtzWQUlE8jChlkQCqPipNyqHQMDNfZ0lpR1FZZDKkqaS4rQDTVgP1NdYXZIKA3luQByT5EUw28sRrf0YxoqqGjulhYOAMNZaChVEQHEwMTUnA8IhrX3tReXdpQnFuTn9lYkgfcamdtObS+MmVldQl40InJkXndtMG4sLq2vLA4N6+bAn4R7I3/Pp3/of0A03ndFMBUIeVxGSQxj3GUCMWC7ljQff8oGvXZwNT7/CD81ZPzP3z+IOK1Hkbd8YDt9799vq40h0lC1ZbloWAtGEQbHt1BwkGxSAgJB6WTUWQ8jIjqMsxP/j9/+fO3Tx8AEfGAfRcIMdu3Vy72w0/O9h07xv/x3Rdzo70v/PSvr777Wkn2HcvG4lnC77VtxvzWhN8GLgXdDzrO4l63aQV0E//h66d8Gv6tV1+4c/WDiuL86rKC1YWpzx4c7oedBxHXQcj5xYOjh8fxp+cHx1GfY2cVYBpym13mDaBKDvyox7z92f2T5bmJF37+44/eeTPtxtW0mx8XZKZWFuU4TGtAtz/i3gu7TMCrncS8l4dhEL4jXuuTi4NE0PnmK89d++Dt7Ls3su/eKMq+l5txt6m2vK2psr9HnAjaDyIuIPHn3F0J2LcjLlPAtnWW8J/GfaAR++gsXluW8+5rL2be+jgn9dr6wvTlYfQw7Im4LRG35TD8r7dZgP8DSLufnCXcls2M2x9f++DN9Fsf1ZUXtjdWI9oaCfAOFhFDxcAZeBQNi8B0NtNxcEx7U0tlMaSmrLGsoLogqzIvozTrbln2vZrC7Lri3Mq8jJbK4qbyQmhjNQMLZ+GRZEQHAdpGhkG4BJSYRhBScOCRgYaCzAFaXwmpKmksyQPZKnDDIDdIMa4srq4tG1cWdfoZ4FNXVpcWl+b1CzPPstJnqeez4A7sP8d0fGKov697QKtkUfFMCi4e8gTcVqdl27m3btkybBnnPdatzx+efPXk/C/ffXlxGKkty9k0zLz/+ovNVYU4eBusrY7PJqlkXJWMKxHQKQQ4Gt6KRUKoRASXRjBvGg/DPjmPqZFwDbNj4G4GcLtSyLkXsO8m/LavHp1MDqje+M3Pb3zwRlnuXevm0knMC/YPBB07UY8ZHG07CjsTPovfthX1mL/74tFQj+zl53569f23SgtyWhuq9jaWnlwkvbbNeMD26CT25CyR8DsuD6PHUZ9zd81n3Y55bRGvNRlynSQCx3H/WSL48Dh+lgj/4zefuy3bH7/7xo0r72Wn3kq9dgWc07ftrD06SUQ91svDMIjRUY/5JOa92A+C2YTHuvX4fD/itb716vPvvv5yYdbdwqy75QVZ5UV5TbXlXZA6bbcwEbTHA7a9Nb17b82ysegxrwPhvqOI+zwZAL/Lo7N4W33pO6/+Ovfu9aLMO2DOlPA7QOoc81oOwy4wlov7rJaNRdvWcsJvM28u56XfvHP1vazUqzWl+U3VpZ2NNeiOFj6NyCSgKWgYprMVB21lEpBkRAcDCycjOrAdzS2VxVX5mYVptwrTblXmZRSm3WqvLUe1NXQ1VHU1VCFa6uDNtfiuViqqi4roAN1+JgbGxiFA25VLQDWXFRTdu1l490ZJ+u2K7HvFabdA878g9XpNfmYKFoMQCbljo4Pra4b1DeO8bvrZ0aLVtaWV1UUQ3AGX+oWZ72P6A/sPMVVIeRqFSCHmum27DsvGzsZiyG322Xe8tm3gNh6eJk6TQSmPBm2t3jLODmrETdWF77z2fL9aaNsxTA13T4/3IqGNNRX5aHgrEdWBg7ehu5o5VOwn773+dz9KefOlXwlphEdH8c/OD+8nw5+dHz46isfc1m8en37z+FTJp1154zcZNz5orS5ym1afnif9ju1kyJEM2A/DrvNkIOTc9VnWvea1g5Dz8Wn8j188xMJaX37up6k3PqouK2ptqPK5TJdnsf2w8yjm+e6LB188ONoPuo6jPjAEj3lt7r2NgNO0H3aHfNZ/+PbTf/nzN6fxwNz4IJuCa64pe/2l525f+yg77U522p2a8uLinLQto/7Ty6NE0Ak6UxH33lHE7bNvhdymkNsccpvtu6tP7x+eJELXr7xz4+P38rPuluRn1leVNNZUQCGN8M7G8WH1Qdzjc+2YNxc91g0gtRdy7Dh3jAH7NtgTGPNajuPejqaK3//2hfQbH5blpvltO2BOG/dZI+49UGkF7Nthlynus0Y95oh77zTus24vp1579/qVt4qyU2tK8xurStrrq6DNdQR4BxkFpWERSEgTGdVJw8LQ7fVEeCsB2oZoqWurLm0ozW+uKOqoq+isr0S01FFRXfiuVmhjNaypBgAKdvgzsHCwdZqBhROgbRRkJ5eEoaK66kvySjJTy7Lv1RXnNpTmP/sXyIgOFh6ZAu2CtLU2tkOa5TLR9My4Tj/zjLPvH9dcNuhAmf9/xBRkC88w5XOoUgFLq5YGPTaPY8dl2wKqBzG/PeA0JYLOsMdyEPH47DsB507QtfvtZxdfPDpWCOkYaNODk6jPvmXaWmyqK37/nVcxiDZoay0cUi9gEnPuXX/txZ+XF2Q0VxU7t1c/Oz88DnsvEiHXztrnF0cPDqInUc9nF/sbC5PX3n0t/fr7zZUFQfv2Fw+ODkLORNAOBpLgi3GbVvzWDVDwfvXkvKW29LWXnstOu9VQXd7V1hDyWQ8T3qf39x+dxcFUdj/oApebgdv0En7HftidCDq/+eLBkm68uar4rZef+/GPUn71d3/zix//1RuvvpB645O8zHtAGaW6JG9FPw0m8gm/LewyuffWnLsrfse2w7TiMK0lQ66Y3/74fD8RdF+/8s4H7/yuMCetprywtaGqrbEWDYMgupomRrqjQVvQuxf1WTzWjaBjx2VaBX1Ql2kVpLk+62Yy5MBAm377/E/Trl8pzbm3u6IHjV6PeR3Mcr2WDcvGYtxnde6uHIZdYCQRcO58+M4r77/5cknuvfKCrJrS/JrivKrCnOaq0pbqMiKiE9ZSD2upxcPaMB0NkNoSNKQR2VoPDpBwiGg+5d/38wM0SfB2ErwdnDwBP8AhooEMHo+MBbxWF2QVpd9urSpBtTWI6EQpi8IhopsrimhoqIxNZeGRKVgMAg7raIc0w6Dt0C6Itlc9OzOu1013a+QTk8MgmoMM9Vlw/w/t+z0B/cLMM0w1KrGQQ8MhO9223ZDP6rZvhz0W++6qz77js+8EnKYHJ/Gvn16c7YdCbtODk+hhwhsL2S8OQ3hE6/lB0LSu313TtdaVvPPaC+2Nla11ZQRk+4hWsTgzopRy8AhI7t2bPDJ+XTeF72p17aw9Oop/enYQtO0mfY5/+e7rHcNs2rX3ILUlNEznfsB+lvA/PI6G3CafdRNUMMdRT8C26dwxnCX8Zwn/l4/POpqq3nj1hVtXP6itKCGgofGwK+AxHcU88YANXGvrs26HnHvJgPPRSeIw7PFato7j/v/5D9/0aSQ/Skn5+d/+19d+/Yv333z1+pV30u/cyM24m5+VVpCbUZiX2dxQ3dpQZdBPH0a9Ibc54bedxLyXx5E/ffngOO4Ne/bAZufTZPCf/vh5POT55f/1tzc+fq+2oqiypKChurypthKH7MQg2iZHNYmI0+/edZnXfPYtr2XDvL7g3DHuB+xhlynmtfismy7T6mnSTyfA3nr5uYybH9WW5D5LUU7jvov94EnMG3LuRtx7oId1ngwk/LajiFslZr7+0s9vfPh2VurVisLs0ryMxorimuK89voqArxDQCdhu9ogdeU4aCu6vR7RWoPrbOGSMHwKjolD0DEwIgxCQXbyyFgGFk5DQwGOBGgbtLEa19kioOJZeCSPjGXiEFwSRkQnsgkobEdzY1lBW3UpDQ3lkbFUVFd7bXlFbnr+3RuwphpoY3V7bXkKjUrksOk0KrFbLZdKBMNDfZMTw5MTw6NjAzr99OraknFl4fs1/v8O0+/nr9/HVCUXyEUcJgW3sjibjHqO94PnB2GHae38IPzl47Pvvnr8+cOTRNDpd+zG/NY/ffngKOmzmowu89ph1J0MOdQSVtC1C2koe//NlxurijqaqnDwNjwC4rFuff35pXNvPeyyLowPG2fG9lYW/scfv/x//+Wfvnl0HvfYnpwkL/cjKgE9587HAhr2KOx6cBg+iXnvH4VjfivY/OGzbjp2jD7Lus+yDoLgk4sDDLTlxV/8JP3OtcqS/4+zt4yNA922BX3O6e7TkJzuYCfpQIc5ceKY2TEzM1QZihlcVWaGGGKOmZnLVMzMYKZwmu+Be9998570Rnd+fD25M290ftyRSpEcyVKkWtnf3muvtXZAHhVv1Eq0Sp5ByRex501KgUq4umNSTw509rbWa8Qc8Oi/2bPOjPZ++geb704ecXxw28vxsa+7o5+HU7Cfd0RoQExkSEJsREJsRGZGcmpC1HDfC8AZg4V+T9szEhrKnB7ctf4nsfXTm12VlH/t0lkA06jQQGhqIiQlAQOHErHZ3R11Rq1IIljiLk9xliZZ82MK/jKImRatzYGtvUq4+m+/vSWhoVfPnfB3d0iKDFIJWYCCELPmRWtzGzrpjkkJWP1to2LXrAId6u0rZ/7yZxv7Bzdcn9zz93QO8/cCsVNISAosLRGenhQXGgBLi89KjslOjqLjcgg5GYUkDBEGISMy8/BIIgxCgkMRaQnw1Hg0JJmGgdGxcCoqu4JBziegCDkZoOiCOgpsUkQYhJCTAUuJQ2UkIdMTk8ID02PCMNAUGgaWi86Bp8Yj0hJsyHhMVVkxg0rKTE/JhqR1tDwfHRno7XnRP9AFOtSPU9TI+MDwWP9/Fab1tWUVxYyq0ny9SiIXcWRCNhCQb5lUOxbN613Lul6+rpf/+Hpnx6LaMMjevlyXiVYkgpUtq2aou6Wlrlwn5dFwcNub3wd5OceG+aXFh4cGeIcGeCdEh6Ky0mg4JA2HpKBhkIToCH/vMF/PyACvpy523k6Pwv08SmiEqcEu3tKMWSVWi9YsatGORSUXLGslbMHKzO9HO0WrSv4S0Ct9ONisLqGf6TNL0gAAIABJREFUPX7E190xNOBpVWn+lkkl5ixopGwpjwnULTsm9Uh3a1VhLtjo6GX8X98fBHg5/dnGxuHhTS/Hx4GeLkE+boHeruFBfrFRockJ0elpiQnxUZnQ1NSk6O7254Az1kl5RoWwpa40PsKvoarIqBKZNZItk0qvkrw52NIqRLZ3r9vb3osI9k+MichKT87OSEHlZCBzUnmsWZNayF+dARIW0drclkEuYc3LuczV2RHQnu6aVY3VhdcunLj9/dkAD8cIf08Jm2lSiixqSV1Zfl1Z/oeDdTC3mVVCs0q4bVQoBSvbRkVNKeP6xdOP7lx5cv+6r7tjTKh/XGhAYkRwRnxUfFhgdkp8YkRwsLeLy6M7kX6eueiccjoF+EmKKQQMNC0XDcdmpidHhJAR2cAORYJnkeBZQOFPRcHoWPjHwZ8Ig4AdAQ0DQ2UkFRDRoJoWkbGluQQKMgukz6IhyTYMKqmATqVTiNmQtEJG7mBv18T48NBg78cEEbB/GhsfHJscGpv8p43pP4NpbVVxeREdh8xamB5dN6q3rXq5YJW7PKOWcIwqkV4h2DardyyavXXdtllpUPL3tnTrJrlEsLLKnBzqbhnta1eL2Pkk9MMbl/zc7KOCfRIiA+Mig29dvfCpjc2Xn9p8ZmNz5E82544duXT62MmvPrt+/luXR3cyk6KrCnOlnKVXW6Ztowp0k6uzIzop52BTt7YwJuMywUFlg5wnWp1RC1fUojWVcPVvP7xiTg5dPnfSw/GRr6fr82cVr3bMYKwWsefX5kZ5S1NqEVvGXQbfulkl3rNoNVLuk/vXL377tbvDA28nuxAf98igp9FhAckJ0ZkZyTnZGShkNiwHgkRkQdMTmhur101KtYQDpFUbBtm7A6tVJ1vXy3csmm2z2qiR/be//Ww1qB7du/Ho3q3wIL+U+GhISgI0NRENg8Ayk5bmR8waEX91RsZlbhsVJqXAohYZ5TyNaE0v4wIidm1u1PnxrbvXzj11sfN0eBgX6gfuWFvUkrnRvpbaMqtGLOUsgp0tmKX4y9Nvd82r8+PffPGHaxdOOdre8nZ54u/pHBngkxAeBEmIjgsNAOmTSEhSXKhfiJdLalQILCWBBM9CZaRkJsSEP/VMCA0M8/EI9XYnwjKBUD+fgKGiYMBzQscicVlpDByikIQhwaGEnAxQaynILNAMgPoKvKm4rDRCTgYyPRENSbaprShte17/orWp50Xb9PjI6GDf1OTo9NTY1OTIxPgQeOVBQtPkzOjkzOh/FablJYz66lIGBTc7MWTWKTRyoYS7xFuZZS1OCtbmwYX6Xav2pze7OxaVUSU42DH9/OFAJeMO9bXNTwzNTwwp+CxERvKNC2f83BzD/L1iQv0zkmPjo0LiIkP9vNyCn7onRoVgYRAGCUMnoksY5MWpIVChLVqpXLBq1ckMSqFSxNpb16nE7B2LSsiaW50dsahFr7YMGjFr2yAzyDjrWolWwv7p1Q5/efbs8SOOtnc8XRxaG2t2rVoZf0khXNHJuWBZCpbjEjZTLWILV+c1Yg5rcfL2lXP3b1z0dnkc+tQjMSIYkhiXlZ6MRmQRcUgCHk0i47A4BAYNg2entTU/2zCr1BKOSsiS81bEHOaGQQHIrF2r9mDTsGnW/vj2YG/T5PDo7oPb12PCgxOiw7MzUtKS47CoLBwKOjnaZVDy1ZLfB3aQyW9Vi7Ri1l8/HOxbNVsG+ctNfaifq+3tSw+uX/R3d4gM8No2qt7sWJamhqWcJbWILVqbUwlXgVsQrKDkvKU3O6a+jsZvv/n88d2rAV5OwGmYEh2WlRyXk5qQFBkSHxYYFfiUhoNDEiKjA7xjAn0y4qMgCdEp0WFg0ooJ9osLDSAhs0vpZAI8k4ZDFucSKWgYHY+i41EMAhrEjhNhECoqG9RO0MuCbrWAiCbCIMUUHA0Dw2amluYSyIhMIgxi01RXMzkyuDg7NTc1Pjk6NDEyODoyMDE+PD01OjH+/xqMRsYHRif+y73ps+qS6rKCIgaZz2LKRZxNsxbQMWIOE2DUrJEYlEKLVmpQ8i1asUkn3bJqdCqhVilY1ytX5yctatmz0gKH+7dCn3pEBftmpcanxEdmJMcG+3lDUhIqCmmleZQCKn6wq3V8oEsnF+5atYBvF6zNy/grr3ct4GQtZ2matzIrYs+vLYwJV2f3rRo6HuZw/5qCxzywqoHc85c3e0OdzSeP/tnN/qGPu3MBjWjWSOSCZWDYAtudHZMa7J9k3GXO4pRVI12eHT1x5JM7V7+LCPSK8PdOiQ3PTk1CZGUQcUgqBU/NJdIZFBweSSCiCQREX3fr3qbJpJMCkT/QhR1sGg42Da92zLtW7bpRbdYpDnesni5Pnjy8Gx0WlBAdDoOmQdOTcOhsIjZ7lTm+a1XrFbxNvcykFLzaMuxZ1LsmpYyz2N1c82rL8Nu7PSQkwc3+LjQ50v7edS9HW1/XJ3LeystNo4TNXJsbV4vYEvaCnLcEJicpZxHQ+y839YNdzVe+O/H47tWnbk9AVnBcaEBmUiwkITotNgIPg5KQ2VRMDjozJQ+PLM0lFOcSYWmJSEgKDYdMjQmHpSVCE2PQmWl5RAwmKx2Tlc4goKkYOA2HzCNiSulkGgaGhiRjoCl0LBxEToAbATQMjAiDYDNTkemJ2UkxGGgKSNOnY+EUZJbN2GDfcF/3SH/PSH/PUF/35OjQ4EDPxPgwyAYDA/7I+MDAcM/AcM/I+D8lpP4ZTBvrKmrKC4sY5DXmjFomMKilJrV4XS8Hyugtkwo4MHcsGhl/ibU4LuAsKmV8EXdFqxC93d9cW5gyKSXPq0pPfvl5kKc7SAlNT4pLio3Mp5Prq8urS/KGutvUEt66XslanDZrZBLuilzAUopYVp1s26zmLs+szI3NjffPjfeP9XdwlibXFsY0YpZBzosK9IQmRgiWpywqASABfnmzl4uFHf3Mxs3+oa+nax4Vb9XJNFL2rlW9aZTLuEwJe0G4Oi9mLWolXKVgTS/jb+oVC5ODl858Y3fvWmSQd3SQb0ZiNCozg4CG59FIRYX04pL8svIiOoNcWESn5RIHetsPd6w764bDDcOPL7fX9XKzRiJiLxqUwjeHGxtm1YZJ8/7V7t6mKcjXw972XmjA08S4SEhaYmZ6ChaVg8hO4a7NvNw2bJkUm3oZYJF2TMpfXm8frmvvXT3n9PCGw/1rl04frSmlIaAJZ7/5wsf5cYS/p1rE3rNo9626g3W9XsYHV01AdytcnRWz5kEP0NvecObYF4/uXPHzcAjycQvx9Qj2dkuNCUdkJBPgmSRkdh4RA0LTi8jYIjKWjkfRcMiM+KjEiOD4sMBwPy9ERnJiRHBKdBgFDSMhsyloGBUDx+VAYGmJ2SnxyRFBQLYCBqwCIhoDTUmPCSsiY8toRFRGEiEnIyHUP9LPMzrAG5uZCloCm8625pGB3rGh/qG+7sHeruGhvtGRge6u9sGB7oH+ruGRvonJ4fGpYVBKp2bH/n9U04aaspJ86vL8pNWg0ipEgrX5wy0j0PBvmVRv9qzrerlJLdbKOPzVOZ1S/O7ljlmneLO3MdTdFhceaFSIb10697mNTYi3Z3x4SHp8THJcFDBAtzY+kwpYh1tGpYgj469Mj/QJ1uZZi9MqMVvKW5bylrfNauCfBAfAl2dHRex5EXseTPqcxQm9jMtfmlTyl4wK/rpW8vPrXToecfHbYx6Ojxwf3ivMJbzcNm0YZGaNiLcyLectacQsMWsROEysGqlSsLapV6wtTJw/ddT29uWoYB9gzyCg4TQKvriIUVlRXFFZUllVSiJjC/JzCXhUb1fLq72NHYtGI+YY5ILX2+YNg0IlZv/4eufNnvXHd3v/8sPLbat+y6SJCPa9d/NqaMDT+Kiw1KTYtMQ4LCIbBUtbmh/57cP+233Lrln14WB9x6R8t2d5s22ExIfdvXLW9ubFyAAPKiYrItDjwc0LN78/4+tunxgRaFAKgRMLaLgAG6WXccF+VSflKAUrr7eNHQ1V337z+Z2r3zk/vgOWtNDEmKzkuOyU+DwihoTMhqUlAiMUBZnFwCHwMGgRlQBWALC0xJhgv5zUBGx2RkywX3ZKPDw9KTslPic1ITslPikyJDslnorKpmFghJwMXFYaeOLTokPRkORCEgaVkeTj+AiZnkjIyUgKD4zy94LGR5LgUCoq26a7q62/r3Ogv2tkuG9yYnh0bGB+Yer/SZd+XIoOj/T19XeCwFswVAEl1Ed5ysdhCwxevX0vnjfWlhXTnz+rKC3IlQnZKil/3ai2aOXreuVvHw6lvOU3e1aDUijjr8gFq1sG5eGGYWKwu6etEY/IhEOSb1w6e/3imSAfty//ZHP/+pWUmMiUmEhoUjw8I7WprrqqtJC3trhl1ahk7Ne7li2Tore9YXFqYNOoNKmFOjlXK+OIWfOLE/3gDBd7YRycumPNj/GXp+dGe5amBlXCVeBt3zEppZzFt7vWPCLqwsmvXR/f93FyKKDiDzZ1r/eMRjVfyl/UyFhy4RJ/dWbbrAQDMtDRDXc1fXf8iyd3r8RHBCTHReRAUskEdHEBraqyFIRTVJQX03KJVBKWgIXNTQ6/3t+U8paVgjW9jGtUCA83DAr+cufzquGuptG+1royhoy/8nbXGurnbnv7amSgX2JkGDQ1KSMhDpuTmZUaPzvW93/+97+O9LapJaxNo9yg4pm1wkAv+3PH/5yVHEXHw/KIqL62ho6GqsSooAc3Lzk8vh0e4GnQiM0aiUbKBXfRZfwl/uqMjL+kV/B2LCqVeE3OW3q5qe9pqbt+/tTdKxccH9x2fnwvyMctPjwkJiQwIyEWCU3HIzIpWDiDgKagYbisNHx2OnjQc7GIfBKWiMiiYuBFZDwVBcNnQ4A7D5GWlBEbmRAaCH5Mj4nAQNOQ6cloSCo2Mz0rMTYzIYaCzMmIjXzq9MTf1RGXlZEYFpQeE0GEZZIR2XQsnI6F2/T1d/YPdI2NDy4sToNC2NnV2tLaAOQmwyN9z+oqyyuKiooZ7R1NM7PjAI4zs+MfhSlDw70A1v8bTHt6O5431laVFzTUlBXnUTbN2k2zlre2uK5XmjWyHYvGqpNtGpWwjISx/o79DT1/edasEj+5e+PPNjZf2Nh89Uebq+dP2927ceLIZw9uXg7y9gBh4UhoOp2AfV5dwV5e+PB6T68WqWTsLZNCyJprb6xYmhkCxU/GX7JoxZzFCfbC+GhPS3keEUBWK2EvTw8tTvRL2Atc5qRwddYg5wHSVMZlvtoyFZAxF0994/r4vp+rM4OAfrtv2TBKjWq+SrJq1YvXDZINg0wr46zOjoz1tgI33MJ4n+vj2z7OtnHh/mmJ0fDsjFwyrrSIUVtT0dhQW19XXV1VVsCg5NFIVAJqdXEaNDzACKoVcXYMqt7WZ862N/3dnzy+/X17ffmbHdOeRRsT/PT+je+Dn7rHh4fkpKXAM9JIKHhGYrSQtWBSiyMCvVbnRzeN8rXF0VxCdi4uq6OxvCKf1FCRvzw9opfxf327n4uHnz911NfLMcjPjc9eAB3/jkWzOj8uZM2J2PNaGceoEpjUQpV4Tbg6u2tWTfa9uH3xzM2LZ92fPHSxux/k4+Zu/zghIjQzOQGaFJ9Hxj4rL2QQ0GRUDtg20XBIOh5FQcNoOCQVA88jYvIJGAoyh45FltHIIK4HOPQJOdAIX6/kiBBYSkJOcnweHo3PhkDjo0ECRUZsJC4rg45FkhHZhBwoKiOliIynY5G/w7R/oGticnhpea6t/XlLa8Po2EAGJJlGJ/X1dxYW0VHoHGouoaq6tKa2vLWtcWp6FKxSQTQz+HFyauTjpvRj3R0e6evp7Wh6/qy0iFZZkpdHxW9b9S931+UijlEl2TJpXu9a9tZ1grX5qeHuDYMCOPcPt4xx4YFAqe706K7Dw9veLk+eujn4eTiFB/klx0XBM9Nh0DQqAVNfXa6UCDZMmg2zymKQbpkUFq14uKd5qLtJI2VvGuUGJR+IM4Srs3cun4GlxQLh89xoz3hfG395WrQ2J+ctCVZmZLxFlWjFrBLKeUvv9zcKyJhLp4+BaorNzvjx9ZZWzhZx5hSiZY2MpVdy9ze0/S8anB7eGOp8LuctfThYP1jXutnduX/tu/iIAEhKHAqeycglVpQW1NdVNzfVP2989qy2sqw4r6ayhE7GspfnNo1Kq05mkPNUwlXgS54d6eYsTuxbNbMj3etaCYiEiA/zf3jrSnxEUFJUeEZCbE5aCgKSBockl+aRwgM8h7pbfni1qVfwwL/tl7fbO2YF8E8Dj6FRISygYq9fPA1gKuAsgshzrYy3NDOyPDu8Oj8q5TGlPKZcsGzRisHgz2VOP7xx6d7V844PbgY/dQ/z9/JxccxIiIVnpOaTCZVF9AIqnkFAAlspGZVFRuUwCGgGAQ3YazoeRcXAGQR0Hh4Nsk8YOBQuKyMjNjLK3yc1KgybmU6CZ+GzIbloeCEJR0ZkFxCxVBSsjEYGwCXkQEHqBBUFw0DTfodpT2/HInOmt+8FApn1vOlZcUkeNDP1RWfL1PTo86ZnlVUl/QNdU9Oji8yZkdH+F50tA4PdQ8O9AJHTM2MDg91j44NDw71AyQ/wCkosgGl9bVllSV5pQa6Ev8ZnMU1a+a5Vv2XSvNw2WXUysBvcNCrBYoa/OpeTnnjtwrdAYRni6xHk4xYT6h8T6p+eFJcYEwFNTQTxkcV5uVIBR6+SaBR8q1Fm1Un++uPh8uxwU22xlMcEYnudnGtRi7KSo05+9cfGygIAzZWZYebkgJg1vzY3KliZkXIWVaIVs1oAWtUfDrfoeMTlMye8neyeOjuioKkvtw1i7ryYO2/SCLgrkyzm2OGWnoDMuHT6KGt+bG1udHqos7mm+MndKw73ryVEBkJS4tCILEYusbKs8CNM655VgaQtIga2ODP2etdiUAqB7AN4qsByYcekZC+My7jMww3drlmTlRzz8NaVMH+vxMgwaFJ8VkoSJhtKJ6KbaktHettW58cBLbVjVW5bFFLuAm95UspZnBvt4TKnV2ZGN3RyVFbKuRNfebs/CfR1NemkQDBg0UpVYraUx1yaGWIzJ8ScBRF7Xq/g6aScDZ1UsDJ369KZK2ePezs9CvJx83G1D/L2oBOwJBS8pqSwiEYkorJL6cTKAiodj6DjEblYBCioVAycioEXUvCgDaBjkWhIKgiPIMIykenJRFhmZV5uHh5dRMYXknAUZA4Dhyok4WgYBAOHoiBzyIhs4OWnY5GFJByorL/DdGCwu7unvb2jqbunfXikD4tDVFaVgAL5cSTqeNEM3CYDg92g6QQv/kdtCnjxP05RQHrS09vR3FQHLt0U0Iiri9N8FlMp4e2tG97ub+6t697sWS1aKeA1t0wq7vLM2sJETKj/yaN/9nZ54u3yJMDHLTosICrUHzBQqJwMHDKHiEGUFec9qy5793p/Z9OoVQoOdgzreum7Ayt3eaqzudqiFRtVAhCyoBatff/tX+zvXc1JjVmZGZ4Z7hKuzi6M9zEnB/jL08LVWS5zUsyeE67NyLhMLnPy3d56Pgl96fQxL8fH3o720MSYdb3UrBUaVLz5yV6jSvBmz7w4NeD06GZkgEdbXVkBGVVTnNvd/Mz18V2nh7fiIwLSk2KQMCgI4nxWW/m88VljQ21tTQU4MkHCwpmz4693LSoxWyNmGRV8OW9FJWRpJVzg9eMtTVk14sMN3S/v9iFJUfdvfB8fEZQQEZoUFZ4SE4XOguDg0Nmxvn/88nbHotlb12hlHKtevGWWr82PrM4NSzmLq7MjCv4q6KAyEiMvnP6Lv49zoLezYG1exF7cNCrf7Fk3jcqDTZ2Ys8BlTgKdilKwYlGL3u6aV2ZGH1y/eOfyOW+nR272DxMig3PSkml4TDGNUkL/PYr/YzhPERUH3no6HpWLRZBROQVkHGhVC0m4AiK2mEIgI7LBRgoUSAoyp5hCIMIyMdC0jzFpIC4F4PVjJkUBEVuaS/odpl3dbT29HSOj/bNzEz29HX39nZNTIx+NUP0DXUPDva1tjQCpc/OTc/OTH8vnx1lqZnYcoBbMUuDXu3vaW5rrSwpzq0rzCeicNebM7oZRpxQblOIPL3e2zepXO2aNlCtkLQhZCxsGBQgsIaKyb1857+vuGODlEhMemBQbnhwXAYOmYOBQMg5BxqFyiVgyAV1bVfrqYPv14dabw433rzd3LCqzRiTlMTueV/JWprfNSpNa+PefX71orLxw8it/9yfxYb68pSkuc3JyoGNmuAsEg4nW5qScRQ5zfGGiF/DbexZtGYN0/sRfnG3vejx5HB8WaNVJtszy8kKig+217LSY9ISwm9+fjg17qpdxfzjcWJoa5C1NbRtVgZ5OTg9vJUYFpSbEfOxNa6rLP/ampUWM4gIajYSZmxzeMCiErAWNmGVWCVdnx4C2WspZMquEB+vaww2dUcF/vWvJTou7dfm78ADv1NiorJTE9PhYAiInMyVuarj73cHG/oZ+XS81KPkaGcug4plUfCl3QcZlshfG1+bGBStzZpU4Psz/u5NH3Jwehvq5c5dnLFrp/obeopXqFYIfXm3uWtUq4erBulbMmjcpBdtGxdtds3B1Hhzg83OzD/XzhEOSSSg4EQmjE7CFVBJI5/sYbkrDwUFXmkfEMAhoEjIb0Ph0PIqBQ4HSmIuGgw8RlknDIAqIWNB6grgUkI9CgmdlJsSQ4FlgrgIwpWEQRFgmA4dg4BA2Y+ODs3MT/QNdff2dAGcAnR9VeQOD3W3tzzu7WsGWf2x8ECjzweTU198JJicAU1CGB4d6+ge6AEwbnpU31JQxKDjW0uzepsmsU2wa1RatXCFcU4nZOxbNlkll1kjUEg6IS25uqHhw53KQn1uwv3tUqH96UgwyO52IgaERUCIOjsfkMHLxRBzyWXUZn7OiVYl/er//4c3W613TrlX9asc4M9o93NMMUPvr+70CKvr8qa/c7O54OT7gL0+vzY12NldPDHbMT/QN9zSP9rUKWXNri6Oc5QnO0iR3ecqskRTTCZfOHHe0vRPg6ZYSG75tVmpkLCIKMjXc+bym6MyxPzs/vpUaF8KaH7NqxCohS8Zdnhvt83d3eHz7Skyo7z+DKQjbIqBz+jpbjCoRZ2laylnUSthy3oqEvWxUCIE8wCAXbJuVm0b5339+g8lJu/LdqRBfj7iw4NTYKGhSPB6eDU2OHexqPtg0GJRCnZxr1oi2LQqFaFnEml2eGQQrfilnCeSyZMRHnDz6qbvDA39PR42Ue7hllPKWDUr+hkG2a1V/eLmxY1JaNWLByoxOygGRFrylmUe3Ltve/D7M1z06xC8jMRqemU7CIvEoWC4Rm0fGFlDx5XlkcBCVQfh9xgfkKA2HzCdhf28AULD/e4mPBKlSoKaCtF4yIjOfgMJnpwM9ChWVnRQemBgWAI2PTI4IIiMyCTkZH/N7GTiEzfzCVFv7867utvGJIVAyp6ZHJyaHGxpr6huqh4Z7u3vau7rb2juahoZ7m5rriooZuTRiZVXJ86ZngB8dHRsAsxSA6cTk8OBQT19/J4BpfW1ZfXVpcR6Fz2L+9uMblZS/v2E0qaVaGW/DoPj57d6bPeurHTMIado2q5sbKs6f+drV8cFTT4cQf6+Y8EBoajwMmoJBZtIoWEROOpmALCmkNzXU8NjLGqVo3aTc2dCYNSKNlP1616SVccYH2jcMsk2j/P3help86Nnjn9vfu+rt9HCst5WzODEx2DHc0zw33js59GJ1fnRpZkjMnRdx5liL48zpQYtWyiChrl341v7BrZCnXukJUXLBslq6ppNz/+WHA4VwJSc9tiyfWFtGH3zRKFydlfNWeEsz7IXJCH/PGxdOJ8eEpCXGInIgICkNTPoN9TU11eUlhfQ8GgmLyOzrbDncMqrEbItatK6VbOiUGzrl+/0NcAx816zZNMq3zcp/+eFlLh5++dzJQG/XhIjQ9PiYrJREOCQZDkke7Wv/7cPhplFp1UnMGpFGxtLK2YLVaeZUv07KkXIWFfxV4er8nkWLgiZf+e7EU7cnIb5uOjl/y6SSC1bBsR7O0uS6XrpnUauEq4KVGc7iBJc5qZWwOYtTPs6PH926HO7nkRQdmpkSh0PmUPDoQjolj0oszaOUF+SCUL7iXDwVk0NEZBXnEkFjCqj+XCyCQUCDBz0PjwZFFCTy5RMwQBZNw8AgcRFAhEpBZuGz04spuOgAb3hqPNijUlHZdCy8kIT5HaYjowPVNeX1DTWTU6MNjbWdXW3TM+MzsxOdXW3Pm+qGhvt6+zonp0Ynp0b7+rtGRgeIJAyegBoa7m1pbejqbgMVt3+gC8z+YK4aGe0fGOzu7Gptaa5/Vl3S2lhDwsJnxge3rXohZ9mokqjEXItWerBpeHewAQI8rDrZD6+2rTpZMZ3gaHsr2N89Mz0OmZNKwGSRsPACGrG8iE4loDBwKAWPJOLgvV0tWpVYIf39ihdYE7zZs77cNi1MDpo1kg8vt17vWoJ8XM6fOhrk5Rzo6dTVVCtYmVucGpgd65mf6FMIV+SCZSmPyVud4q5MaqRs3sr0rlVbWZT7/dkTdvdu+Hu4QpJijCqRWsJSidesOomMvyTlMU1qoVUnMSlFKiGLNT+hk/J2zRqghk6KDk6Jj0bBM0l4VHEBrbamoqG+prGhtu5ZVR6NVJhHxSGzGmvLf367t2vVWtSiHw439iz6l5vmV1uWfathb11n1cnUEpZWxvnrj6/K8sl3r50P9HYOC/TJSI7NTEuCpsZDk2M7m2tBDvqbPbNJLRRx5sTcef7KFHtxDIhNQXDQ210rJCHy/KmjAV5OYf4eShFrx6KxaKWbRrmQNcecHGDNj8m4TI2YBbR/GjFLLVrjL88GejrduXwuxMc1MSokMyUOi8imEjA0Ei6XiK0soteWFYAc/iIqjgCH4GFQ0J4S4JmgMcXDoGDSB3XsZUxtAAAgAElEQVT0YyklI7ILSTgGDkFBZqVFh4Z4uVCQWRhoCpBOF1NwyRFB4U/dKcgsID2hYWAMHOL33rS7p2N6Zhy4oObmp8bGh/r6u4aG+yYmR+bmp3r7OoE7anCot6+/i5FHhWamlpTmt3c0tbQ2DI/09fa9aGt/Pjo20Nff2dBYAyaq7p520J62NNfXVhVXlxXgUdnzUyMmrZzPYq7rlVad4vWu5XDL+HHMB/GL7w42ygsogd7OOBS0rIhaXZ5XXpxbWZLXUFPW09HUUFMGg6ZgEZkYZGZvV8ubl9tKGX+VOSkXs97ur4PP3rqur6NRyFrYNCr/+uMrZGby1fMnfV2fhPt5DHe18Jdn58Z7B7uez4x2z471rMyN6BU8lWSVuzKplrBmRrs3DIoiGv77syc8nR57OzskRAYbVaJ1vdSiFW+ZFFad5P3h+o5FdbCpO9ww7Ft1SsHajkn9y5u9pMigS6e/jg55+r/BFASlA0KKRsGjYRAKHvl2f/3VjhksJ/etBqtGvm3UvNlZf3ewsWPRWLRig5L/b7+9Ly+gnD91FDhswwJ9EmMiciDJcEhiV8sz8P5YdZKX24Zti2JtcXRpemDLKNPLuJzFCWDJ39DJ48P8vz97zNvlcXiAp1rCARcNdHKuSrxmVPAl7AVgbeUyJ4E+WilYkXGXP8IUOEsx8CxwsbKIQS3LpxbTSSCRL4+IouMReBiUAM8Ehr58EhYFTQ3wcCYisqgoGGBMaRhEGY38sd3EZ6fHBj2ND/FDZSSREZnZSTGwlDgiDJISGZydFJMUHgj01KCU5uGR4GMzOjY4PNI/PjHc1t7U29c5PjE8OjY4OjY4NT3WP9A9OjY4OzfZ0/uiuqYcT0DjCehcGrGpue5ZXeXgUE93T3trW+PgUE9v34vG57X9A12DQz0dL5p7+15MTA739Xe2tjTUVBbVVhTRydjVxWmrQaWU8ABMd63aVzvmbbN606gEEiGVmL2/od8yqYSsBc7StIi9uLYw0VpfMTXczV2emRsfhEOSg/08kdnpOZDkvs6W1/ubZp1CzF82aMTbZvXBpuH94aZVJ+t/8Vwr42mk3F/fH1QV5l44eTTM1z09Lry3tX5xYpCzODHW2zr4orG/vX5utEfBX2YvjvGWJ0FFMSlFDALy+vlvnW3vuj22TQgPMmskGwaZQck/3NK/2TObNSK9QrCul+9bda+2TFsGpVbC3TVrMpOi7109HxXs889g+vsdQwouj4rfNqstWqlKuLptVLzasR5smswa2fvD7XcHGy+3Tb++P9gyqX56s1uaRzr5zZ+fejpEhfrHRQbHRQZnZyRlpcb2v3j+etfyeteya1VrpGxwF0onY2/oJQr+spSzCKwvb3Ys0UE+J49+6utuHxHopZFyX+9azBqJUrDGX54FxlqwzQcO/S29bNsgN8gFgZ5O966eBzCFJMVgczLpBGwuDl3KyAX50SA7koaD0/EIwJUWkHFUDDyfhMVmZ8SFBtBwyNJcEqijYE76ONGnRoWlRYcDNgqZnoxISyogYnPR8JhA35hAXww07WPMNAWZU0TG/15N5+anurrbJyZHenpfVFWXTUyOTEyO1DfUNDTW9vS+GJ8Ynp2bHBjsIZFxdAalte154/Na4OZrbqnv6m6bnBrpeNFcXlEEWK2e3o7xiSHAWA0N97a1NlaU5tWUFwKYbll07OU55vSoiL0ECLwtk8qkFmuk3C2TCnx522b14ZbRrJG83Db98m5fK+MJ1ua1Mh5naTbQ2/Xe9UvZGUlZ6Ym9L5p3N4wauVAiWNnd1G+ZVIdbxoNNg1kj4SxN71q1RpXoH7+8HepsPvnVJ6FP3XJS41ZmRuW8lfmx3q6m6pHu5r62ut7WZ4sT/XNj3YOdDVODL5iTAyalqKow9+bFsw73b4X7+iRHhWplvL11jUK4sr+hBVLDTaPSrJGAarpjUqtFbKtGmhgRePPitzGh/h9hWpSfC2DaUF/zrLaytIhRwKDkEtEl+VSTWqxXCNSiNZ2Ut2vVg1sRh1vmbbN6b10HIjbeH24WULEP7lzGIiE4ZBYFj0RkpaXER8aF+3c21wKSBCQS7FiVoJpymOOs+TEJe0HCZmrEnL/98Co7JfbyueNh/h5x4f4mtfjVjlkt4ci4y7ylGdb8GOhHdVLOy039wbpWJVjZMSqsGqmfm/2D6xdDfFzjI4IgSTGYbCiDiMvFoQupJHCIB6RGFpAxuVgYg4AGUj0KGlZAxuURMdVFjPI8KuBBQfQp+ADdNCQuipADLSLjSfAseGpiGY1MhGVmJsTAUhLSosNBLHoJlVhAxBJhmaCXzUXn2AyP9Ld3NA8N97W2PScQMV3d7a1tz1PTEiHQVGousbSssLevs7qmPDQssK6+uqu7HcxSdfVV/QNdM7PjTc11jc9rO7tau3vam1vq+we6+ge6wNPf2dXa091eVV7wrLKYgkfOT428e7lj0Ssl3BUZf00pYkm4S3qFAMTK6eT8t/vrVp2My5zmL89K2Ewxa3FhfIDLnN4xqfetOgmbmRQd7PrkQUpseEJk8GBX65ZJoxRx5GKWXMw63DLuWDQ/vNresWhMavGuVbswOfhmz7ptVD11sQvwcKwsoMp5Kyszo4DeH+tt7WurG+1pGeho2NBLlMJl/vI0a37sYF1fV5Z/69I5L8fHYU+9owKfygWru1a1WSPaMMi2zerXuxarTiblLetl/C2D0qKW7JjUP73aiwn2u3ruVHxE0D+DKeBNC+mkypK8TaPSopVqxCydlGfWyNRigVWn2DZrgUJ8XS9/uW3aXlePD7/Iy8VWlTEKaMTSgtyoUP/woKfJMSGdzbX7G3oJd0nCXbTqJCaNYHluiDnVL+f/7uoGjsJXW6YgL+cr353wcbWLCvQWrMyBKquT8gxygUbMAhycSSnYt6j3zCqrWrSuEZuUIk+Hh49uXQ596vYRpuByZyGVVJpHKWGQQWokGPbziJhCCh7M+8W5RGCSRkJSoPHR2Mx0wC4VELH4bEghCZcaFZYQGpgQGoiGpObh0TnJ8SR4FjI92cv+UXpMRGVebj4B87GU4rMhVBTs9xFqYnJkeKS/p/fFs7qq+oaa6prylNSE7BxISWlBVXVZBiQlLj4qPSM5l0bq7Gpra2/qH+gqKmb09HYMDvVUVpXU1Ve1tDZ0vGgGLz5gowBX1d3T3tbaWFdT2lxfxaDgBrrbNs3aLYtuXa8Uc5aBPQ38KeYwwekSpYilFKyJ1hZUQhZncWputG9yoHN2pJe/PDs50Pn49pWHt65AkmISo0Iqi+hCFpO3Mr8wMywRrBxsGvY39EB4hcpK8XJ+RCMgtkyqn17taMScEhqBy5zmLE6N9rQNdDS01JYMvmgcfNE43tfW1VTNX5myakUH61qzSvjjy+0SGgHs9L0d7cP9vPQKARB3SnlMvUKwZVKBftqoEO5bdW93rT8cbv3bLx9Q0NS7Vy7ERwQlx0UhYdD/L0wrywrz6eQ8Kr6uquRvP73eNqstatGWQamTC1UivlWn0CtEYJoEDLxCsqZXCw52TDqVcNuqZy/P3bxyPsDHLSbUt7e9YW9dx1uZVQhX1vVSpXhFr+QqBEs6GftwQ3ewrj3cMGjEHKtGGuTlfPnccV93+wh/T+bkEGt+QrAyB7KqgeVmUy9TClaU/OUtvezlhm5LL5PzVhzu33hy91qYr3t8RFBmShw2J5OGxzCIuGIaBSRHg1M7RVRcIQVLwyEZBDRQl5JROdjsjEBPF2hiDDw1kY5Fgo0oEZaZHBGSHBESG+RHRcFykuOh8dFkRHZSeHBmQkyQh4ufi0OUvw8FmVNAxJIR2RUMKgOHykyIKSThgAXFpqu7vaf3RXtHc2VVaVNzfWdXW0Nj7cBgT/9Ad1l5EYAskYStqCxpaq7v6+8qKma0tDb09HaUlhW86Gzp6m4bHOppa38OFP7jE0OA6geDVHNTXXkJo66qpLyIPjHca9YpVFL+y23Ltln7asf805vdvXWdQSkEijuDUqhXCKwa8ZZepuStrs2MMccHF8cGVqdH54Z7x/s67l09f+2709FBvpEBPlQM/HDDJBew5qeHVDLujkUjF6wqRaxdq/Z5TUl7Y9X0SI9BKQRh3tND3YBKHOpsbq8vH3zRuDjRPz3UCdJoFyZ6LRohINV/ONwqzsWf+PJTh/u3Qrw940ID1vXy3z7sW7Rik1qolnBMavGmUbllUullfLWIvWNSWzXSl5tmMirnxoUzUcG+/wymtVWlJYV0Ch5ZxCC/O9jQyfkaMcukFOnkQpNKLuOvKYRsgNFdq3ZdL5cIlgSc+Vf7Vp1KuGXVcNfmbl294OPuGB7g2dNW/9uHQ6BykguWZQLmhlFq1YpUohVwX2pTrxCzFnVSXuhTtyvfnfD3dAzzdectzQD6TMFf1Ul5Yta8UcHfM6vMSoFauKqTsFWClW2DfG1u/P61C04Pb0X4e4IMKRwsKxeHpmJRYAsFetMSGiGfhC6kYMGylADPjA8LhKUlpsdFxgT70XBIXFZGIQmXh0cj05OB/yQxLCglMpSGQYCpHzz3sUF+ccH+8NREsMcHp05y0fDEsCBsZjoVBQPklM2Lztbevs6m5vrWtud0BoVMwdc31OTSSCg0DIHMplIIFCqhsqKkqJDRUF9TW1PR1FzX3FJfWERvaKyZnBr5yOoPDHYPDvVMTo30D3QBE9WLzpbWlgagkKqtKGLOjr/cXbfolb++f/l6d92oEr3Zs+rk/HW9fMukAiJ2jZgDBk8Ze0ktYguWZiVsJntugjU/MTnQ+ejOFZdH9/w8nLwcH2elxu9bDRatVMxh6uT8HYuGtThp0Upf7ZiBYRXcqsPDMo5+YtPRUKXgr5qUor62hon+9rnRHtHa3OxI99TgC+HqrFK4bFLxtRK2VsL+cLBZSMFeOv21h72tt5NddJCvSS1+fWAxqcVgDWHVyd7ur4MRat+q2zVrVELWrllHwyEvnzkR5OP2z2BaUpxXwKBQiKjsjCQxb9WilWqkXI2Uu2PRgTNRoIi+2jFvGpU6Od+kFmqVvL11ncUgF7EXy4qotrcvh/i6hfi6dbU8+/ByS8Zf0cm5WyaFVsaRCZhmtcCg4ErYC/zl6fmxXgV/edes8nV9fPnc8aduTyIDvNbmxmXcZSlnScZd3tQrQN6JWSkwKfhq4apeyhGvzb3eNs6N9t28+K2z7e3IAK+EyOCc9EQ8PJuKReWR8KWM3BIGOZ+CA9HmRVRcKZ1YQMYVkHHY7Iys5DgKGubv7pQRHwVPTwJ70TAfj+iAp3HB/hG+XvkEDLhPAg5IUFGwYgohKzEWDUktphDAORR8NqSESnS1vef5xBafDcFmpv9eTaGZadRcYi6N9KyuqqqylEohwGGZWZnpcFgmGgUrLcwrLsorK8ovZOSWFub1dXXUVJcVFzHaWhuHh3onxoeGh3rBZ2z096vgI8N94CR4d1dbS3N9XU15Z3tTS0OtViH58e3L/S3rulG9YdK8O9jateoXJgflgtW3u1arRgqCuJiTA1MjL1ZnR9QS1txoD2txnDk5wFocH+tvu3759OO7V329HP09Hb3dn3CXZ7bNao2Uq5Ny9DIulzkJ4h5MSoFWwmZODqiEq8zJAfbC+I5JqeAv62VcGZe5OjM8NdDR21I72t3c31a3ON4HAvlVghWDjLtvUdOw2d8d+9zV9k6Er0dUoLdczNrdMuhVkr1N08Gm6dWO9c3O+uGG6dWW5d3e5oeDbbNK+v5wu6qYcf7U1xGBPokxETBoGpWELSmkV1eVNtRXNzTW1NVXVVWX5udR8ThkZFhgVXnR+1e7fBZTJxfuWDQy7jL4//l627htVGglbLNKuKmXbZkUI93NVFy2UrCyMNl/7+o5b6dHHvYPOhpq/u2Xd4cbBq2ECxL7V2dHlMJllWjFpOLvmBX8lak9q+pfPuyF+7tePvN1sLdTZICHjMu0asQS9gKw9YFFAEhZUwlXOYsTMi7zlzc7w10t35894frkQVSwb1x4IBySTEBmEZBZBVR8CYNcRCWU0EgFZFw+CVtIwdPxKMDb56LhaEhqoLuzj6NdpJ83ND6aBIdmJUZ7O9jGBftC4iLyCaiPTj3AiQLdPhqSnJkQhc1MBQ5SMPI/uHoJlZFCRmSnx0T8DtP0tKS09KQ8BvVZbSWDTqFSCBg0nIRDF+fTqUQcjUyor6ksLcyrKS/pbm9prK0qLWK0tjQwF2dGR/pHhvvGRgcmxofAwXpwuX54qHdosGegv6urs7W5qe55fXVjXdXoQM+WxbBh0hk1CoWYq5Twfnqz/9Ob/Q2DYtOofLe3bpALto2qXbNGsDYrEzBBmi6bObE8O6wQrqglrKG+lisXT9jeu/rU0yHIz+3xg+vV5XmHu2arRvxyU6+TcvjL0+taCTBOWDVi1vzYnkWtEbOEq7Pv960j3c0oaOL0UGdzdREFBQ33dR3tbl6bHQFBdsKVGcHytFbMOlzXEmBpV89+4+VwP8D9SVyoH3d1Yd2sUcr4epVkx6J7vbu+bdRs6JQ7Ju2GTqkR86Sclbf7m9Uled+fPRHm7xUXGZqVnkzCowrzqFXlRc9qK+rrqmqfVRQW0QuL6DgsAouBu7vYd7Y3vTnY0ciFRoUQGPZ3TMqXm3qzSggMdCDxtKqQwpof+/Xt7sxw172r5xzu3/Bzc2yoKP77j6///uNr4MA2q4Qg7WxdJ942ycXsufnxHglndn9d6e9hd+vS6UBPhzBfV3DcjL0wbtWIlYIVCXtBylk0KQVGBR/cO9CIWSaloLO57t71S17OduEB3olRIXBIMiYng4pD5FNwxXRSEZVQnEsE0Xy5WER5HrWIjC+hEgPdne9dvuDrbJ8cEZKZEEOEZWKgKUnhgb7Odgmh/sj0RBIcSkFm4bLSKvKIOSnRSeGB+Ox0bwfbtOhQEhyKy0pDQ5JjAn2i/H18HO1gKQlUFAyemhjl7/M7TJPio7Iy08ARMyIOiUPDCFgEjYSjEjClBfSa8mIaCddQUzEx0NtYVU4j4eprK8BVnaH+LpCxD+5DTIwOTI4NTowOjA71jgz2DA9093S2tjXXg/PXJq38v/3tZ6NGppELwU4fHNMBCimdlKeVcNe1MjlvZbinWciaE7Lmpke6uMtT3OUpIWtBwl2qLqF/+SebB3cue7nZPfV08PN2cnV8wJwb/cdPb/QyPsgaN6vEQMOhFrHX5sb5y7Nrc+O/vNlbnh45+dUn969dQEGTwRmupuoS1vyEmLVo1UiXpoZXZkZVQhZvaeb9/kZSZNC5Y196Oz0K9naJDPIWcpb3ts3AxfV6d/3t/iaAqUkpMchF61qFUsB+uW3pbm0AJ4ESokOzM5LIOERhHrmqvKCurryxsaq+vqK2trS0lJFPJ6IRUD8vl4d3rg10t/307vDXt/v7Vt2WQfnD4RbY7KuErPmxfo2YM9TZzFuaOdww/PRqh70wef/aBdfHd92fPKwqpP/8en/fatgyKI0KIZBWWTXiV1sGvYw7PfxCsDot4y1uGqTBPo5Xzx3zc7NLjQkGzgXO4oRKuKoSrgpXZ2Vcplq0Burxjkm5qZdpxKzasoLrF8+42T8MD/CODvHLSo0nILMATAtzCYUUfGUBrbKARsejaorzyhiUlMhQD7uHttcvOz+4AxilZ8X5hSRcqLern8uTCF8PEHKWEhkMsiQYeFg+EYFIS/B1tosO8KZhYBUMcmkuISsx2sv+YWJYENBQA6nUf45QJfm00gJ6fi6ptIBOJWDKi/KeVZYW0MgNlWWNVeWdTQ3j/T0DL9pK6NSaooLOpoautqamusrRgZ7xoZ6p0cGp0f6Z8eHpsYGJ4f6p0f7JkYGxwe7RgZ7hvhe9L1rbntfVVpTUV5dLBaz3r3bfv9rd3zL/9cc3//rrh1/e7W8YFArh2rpevqGTq4SsfavOqBAuTPZzlibBkVnm9ODy7PBoX7tRJaouoX/+B5vb18/7eTuFBnoG+7vfu3Xpie3Nxsoig1ywa9aoRWyQmQMuzmjEnMEXTTopr6W27C+f2gR6OnEWp97vbwBOXsxa5DKnDXKBYGVuvK9jx6T+9e3+v//24V9/fvvUxe7K2eM+zo/DfN2zUmMPti3//q+/vt7f/PuvH/7jf/33//GPX/+Pv/7877/9aNXILWrZb+9evtlZV4o4BGQWOLCWEh8Jz0wF/GhNeWFjXUVzY/Xz59XNjdVlxfTKsnwKEZWVnujt5nD3xvdYGEQpWHu/v/HD4da///bhbz+8er+/8XLT+HbXCrRaOyb1u731//if/2pSih7duhzg4Rjk5drdXP8f//0fv7w5+F//9tf/+feff369u2NS75o120bF620jcEftr6tfbukCPJ/Y3rwY5uuaEh0k4zJBwMmbHdPbXTNgNv72w+Fv7/be7Vne7po/HKz/x//4R1dL/eO71z2dHidFh6bEhn+EKWBMK/JzKwtoxbnEivzc1meVSZEhD699/+jGFXCPNDspDiidU6PCHO5ejw7wRqYn0rHwIjIWn51eQETTsXAKCpqVFBnp5xnk4ZQRG56THEtBZmEzUyP9PBFpCR+VpoBA/U96H52dDstIwsGhsIwkEjonF4/EwaGVRfQyBqW9vrqnpaGERmIQ0FWF9CIyvoRGaq+vZk4Pjw90jfV3TAx2j/V3DHa1Tgx2jva9GOvvGOvvHO5pHepuG+hs6mqpb35W0VRb3lBVMtzTjoNDG6tLX+1Y3x9ubhgUgBllTg7Nj/VzFqdY8xMqIUvCZvKWZsBRG7WIvTo/zl+dE7IW/vbT687mus9sbOwf3Arz9wrycQvycfP3drW9e/3quVOZSbG8pbnX29Z//fn9+/2tg3Xjqy3Lh4NttYiLhKScO3bk6Cc2Lo/uZcRHoTPTMlPiMDkZOemJcEhybFgAaL9iwwJSYsMzU+ISIoOvfHfK7t4NX3fHIB83dwfbAhqxvrasiEGurShqqi0vzaOA7wmRkZwSHebtZHf3yoUr35369psvb35/LszfKzkmDJaRRMbA8qj40oLcmvLCuqoS4AIvzqMwKDgiBpaTnpieEOXlbHf66y8unPw60NMFlwMpz6OW0EiAfawrK6wqpNNwSNAFludRU2PC71296Gx71+HenSBPdyI8B5aWSERkgcUPPD0BHG9AQZPpeBgJCaHhchAZ8feunrt75Ttn29suj+4QEdCGikLwmFAxOShoMiIjEQlJSo8LT4kOSYwI9HOzz0yKjg7xA49+RKBPSmx4TnoiJieDgoUX5xLpeFQpnVzGoORiEXlETHxYoMP9WwFuTq629+zv3Hhy+3qUvw8JnpURGxnk4ZKVGF1CxVNR2aiMpMyEqJTI4LTo0MyEqFAf51AfZ0RaAtiF5qJzYClxSeGBZERmCRUPjCVgxqJjkSR41u+8qd2ta3Z3rro9uu/p8NDx3i2nh7fQkNTMpGgiLDOfgHJ//ODRje9D3F1gKXF+jk9gKXFtteX97Y1DHU2dz2u6n9f2tNT1ND3ra2sYaGsc6Hg+0NYI/qarqba1pqyuLL88j0rBwhHQlIvfHjv6mc3daxcvnfnm/o2L9veu2925+vj2lUe3Lj+4fvHe1fN3Lp97fPtKoKdTkJezv7uDv7uDr7v9U7cnfh4Ovu72Ny6dPfKpjaPtHT8PJx9X+8igpwE+bv6ezq6P718//+2NC2eSo0JL6eRcLAK4GRkEdHpc5Oc2NjcunHly98a5Y0eOf/HJya8+++KPNmeOfXX66y+Of/XpsS8/+eaLP/3ZxuaLP9p8/fkfj35mc/yrT29cOuvjau9oe8fN/qHdvRsn/vL5mVN/+fb4kVPffHniyGdff/7Hrz/7w+c2Nse/+OT8ib+cOvLns998dfvK+cd3r7vZP/T3dAZ2g/SEKFhGEiYng4DOIeMQJCwckZUGg6YgstKgqfHJMWGxYQHhAd7eLk8e3rgM8lq+sLH5y6c2p478+fTRz08f/fzEl5+e+frLM19/efyLT77+7A+nj35+6fQxuzvX7135/uzXR08f+fL0kS/PHTty7tiRM19/eerIn098+enXn9mcO/bl0U9sjn3+hzNff/btXz69fv7EwxuX7O5cvXXpzMmvPvnu+Ffnjn159psvTh359MifbE4d+fToJzbnTxz57vhXF0/95fyJIye+/NOlM8cf3Lzs7+kc4OUSHeKXnhAFTY7NSU/E5UCoGDhYihZS8NjsjLtXLjy8cfmp05MgD5dAd+eE0MCPsnwaBkFFZcNS4hLDAlKjQgLcHJIjgmApcZC4iKfOtmQkBGC0mIJj4BDw1HhIXEQRGVtIwoDfzUXDAeeah0f/DtNAV3tfl0dedvcD3J942d33dXmUGRdBhKfnIrNunz/58Mr5tMhAX3vb+CDvxuI8CjyjgoYf7Gjoa6oZaK/vb64daK8faHnW21Lb31zb31Y30PKsu6m6p7HqRUNFa1VRbXFuKZ2YEh1y6sinl05/7fLozpWzx699d9LD/oHTw1u3Lp2xu3P54Y0Ltjcv3rl85uGNC49vf+9mdy/ExzUhPCg1JtzN7sF3x48e/+KTr/5o8+Dm5SAfN+CLigryjw0NCvbxjAsLjgp86ufm+OD69ye/+uz4F58c+/xPxz7/03fHj54++vnFU988vn3Nze6B/b2bDvdvuTy652Fv62R73/nRA1c7W+dHD5xs79vdvfXo9g1XO1tPxyeejk/8PVxd7Wz93F28nR383F183Zxd7B86Pr7n7mDrYnffze6Bl+NjD3tbl0f33OweeNjbuj956Pr4vpezHcjGD/ByiQzwSY4KzUqOQ0BTsDAICZ1DwcLJGBgZA6Ng4ZicDFhGEogJiQ7yjQ3xD/Jy9XV18HNz9LC39bC3dba9++TuDbs7150e3nF9fN/p4R2H+7fcnzx0eXTP9fF9Z9u7jvfvutg+8Hb8v1h776i2r2xt2HPnm5bMTBKnx73E3ab3DhIg1By0Sw8AACAASURBVHvvXYDovffewYUOBmN6rwIk1JAAid4xuBDb6cl8M7e93/vN+8fx8OZmkszMvbPWXiz0Q9KS0KN9ztn72c9j52Fn42lva3f9qqu1pYv1TcvL522vX3K3s7x+/pTVlQvudrdcbW44WV71sLfy93B2tbnlYn3Txfqmw62r4HnA63eyvO5sdcPTwdrbydbF+qaz1Q0fV3tvFzs4xB0bAAHZNFjABqQnwISKkUvTYiOoGLjVlQuOFtfsrl2ioeHhYn5KZGh+SkKIgENBwvxcHR1uXPJztYe5OyK8XPD+3lIWBZzluWQUh4QM4tLj5BIwBg1UzYDSCZBGiw8JjA4UAw71K5iS/DxZWBgNDiH6ewqIKBmTmJ8QGS5kkgO8A9zsbC6egjnbMJC+aeGB5RmJYTx6UXJMy52SuuKcutLclqri+7eL64pzmquKmsoLmquKmisK68vy6ktya4qzb+ekFqXG5qfERQeLZFwal4Jl4BEkpC8J6YuEuPl7OKJ9PTB+7gFejnBvJxTUFQlx8Xay9HayvnHhpPXVi44W166fP2V7/ZKL9U1vJ1vLqxcsr164cu4EAuqBhfmS0QgaDk3FosgoGAUdEODl6uvm6Gpzy8PeCnyijhbXLC+fBx+Gi/VNL0cbfw9niIs9gKCLjaWno52LjaWXk72fhyvE1cnNzhpA09vZwd/TDe0HgXm5eznZo2A+EA8nMDno5+7k7WTr5Wjjbmfp42wHMApxsfd0soG4OSB9PZG+nkSEH4uIEbOoQXxWiIQXESSKkksAUkOlfLmYK+HS+TQih4xjETEArDBPF183R6irA8TF3svRxsvRxtPBGoSL9U0/dycPeysPeyuoq4OPsx3E2RHq4uTv7urtaO9secvd1trLwc7d1trdztLfw9nh1tUAL1cvRxuoq4OHvQXU1Q48LXh+D3srL0cb8AVwsrwOoAn+P44W15ytbjhb3fB0skFAPUhoGAkNAxuYMAk/iM8CxOfECHl0sAQHg9jduOxw66r11YvAv5lLwqVGhQmoRAzUy8veGupsj/X1RHi5ILxc/N0cCDAfIKgbJRPgYZ58KiYxLDA+RAoEToD8DtCdBMpniWHBQH8qTi57xZAiQd14BLiQgAhmk+5kJwcyCfQAb5Sng4iCtr106vfHjp1645cRQsaDuyWxMm5ufFhjeV5jeV5zWV5jed798vyminzws7EkB1xprixoLsurLc66l5tamZ2UnRiRGh0cEywI5tOEdBybiGDiAxg4GAnhQ4R7E+HehACv74aXveXrx469duzYh79/7ca5U1Bne28nWz93p2vnTl47d9L+5hW4txsFhaCikWBmn4HD0LFoMhKO8/dF+njBPNygLk4+Tg5QFydfV2dfV2d/d1eYh1uApzvcywPh7Qn3+eFA+fqgfH0w/lAszBcP9ycgYERkAAkFxyN8cXAoNgCCgflg/LxRUE+Uj8dRICEeAV6uQH8PA4eSMQFkFIxJQEs5dB6VIGZRgwXsyEBRhEwYLhWEinlRQeJAHjOIzwIiNmwSlhDgj/TxwvhCAjzd/dxc/N1dwSv3crDzc3MJ8HT3dXXG+EIQ3p4YXwjWDwr38gjwdId5uMG9PFAQb4wvBOMLQUN9YB5ufm4uME8XmKcL3NsNBfUEP5EQDyTEw9fNEVzx93AGOPZ2soW6OoDFAdx0s7XwdrL1drFD+nqS0DAKFs6jEmRchozLAK8ZsPRdbW5dO3PC6dY1++uX7a5dwvp6gw6TgEr0srcO8HBBeLkFeLh42VtCnGzgns5MHCJCwouTSyIkPKyvJw3jFysXJkcEA7HICAkP8Eq/G8AuGsSrbBrMICQHC/m4ABkVmyDjcdB+XpZXbC+csL10yvL8h9YXT/g6WsQF8m7nptzOTWm5XdRclncU98vzj6KxJAdcaakoaC7Lqy/Kqs5Lq8pJLkyJyUoIT4qQRcq4wXyahEUUMfAiBl5IxwnpOAENy6OgOSQkEx9Ax/rTMH4kONTN+gbU2R7seFA+HuA/i4NBcDAIFQPnUvBcMpFFwHEoRDGbIWbSRQwaj0JiEXBUNJIIh+H8fTG+EBTEGw31QUN9sH5QnL8vHuZHCPAnBPgTkQE/GGQ0goJBUrEoGg7NIGCZRByLhGeTCcANkYZHUnEIKgZOQQdQkDAKEsbAIilIGAHuS4D7ktAwPMIXA4eiYD4EpB+TgKagA5gEtIBOEtBJLCJGyCCLmBQZlyEXciRsGp9GZOBRWH8fCjqACIeBV4jw9vR3dwXfKxTEmwiHIX28sH5QrB8UvC801IdFwLEIOPDNpGFQVDSSjISTEAFEOIwQ4E/HovEBUBLSn4FHgZeK9fdh4FF0HJKBRzEJaH8P5zAJPy40MEzCB/PKYRK+lEMXMsjRwRK5kENC+qP8vIgofyoOwabghAxyII8ZLhWESwXpcZGZCdG+bo5Xz55wtbppe/VjF8sbHCIWTNmnRYcHcZm+Lg5wT1eIk52viwPc01lEJyZHBMeHSLPiI2VsKtTZloGFx8qFsfJXCr1HxOe/DdN4KTeST0e726eGiMM4lAAnq5sn3zn+s2NuFpfYWP/0yMDOusreprvNlQW1xVnVhRk/BtOm0tyjK81leQ3F2TX56XfyUssyE4rTYnPiw9IiAxPkwthAXoyMGy3lxMh4sYH8qEBepIwbJmYF82lAfVhEJ9LQMArSDwP1CPBwwkA9sL6eeH9vwF2g45AcMk7EpATxWaFiXmSgKETAkfPZgRyGmEHhUwhsAoaJQ9ExCBoaTscg6BgEIDiy8Gg2AcMiYrhU0g8Gm0zgUIgcCpFHI/PpFAGDKmTShEyagE7i04h8GpFHJfDIeC4JxyFiOUQs+J1FxDDwKCoOQcYE0IhoMY8hYBKFLFKIiJ0QHghmhlIi5ekxYWnRoZlxEUF8Bh0HlwtZKdEhKbGhkcHC6GBJVJA4QiYMFfPCJPxgATtMwhcxKQgfdzIKRkL6c8g4NgnLwKN4VAII8GK4FDzYOYAA0OdS8CImBTzku3cQMSlUDJxJQIPCZ15qQkp0WHZSbEl2Wl5qQmyIrLqsUEAneTpYIyEeFHQAA48K5DHFLCqPSgDkkgiZEB8AvX72pIvlDYiTnbPFdU87K2KAL9LbnYzwDxFw8P4QL3trTzsrNMSTTyFESvmg25QUHgQq+XBP51AhO5BLCZewwRkf3AGITf8Fo2Ch/6FsysPCQlikBBnv7Bu/unD8NZvzH9leOiUko/ITI6IlbCEZ5edkySPAmysLWu8U/yBGATS/+3tDcXZdYea9gvTbuSkV2UnFabH5SZE58WFZsSGZMfLMGHlaZFB6VHB6bEh6bEhqdHBiuDQmWBAp48rYVAEVT0PD8P7eBJgPHRPAJqDYBJSQRhLRySA/ybgMoKEVLhUAXmOokBvMY8nYdDGDIqSRBFQin0IQUIkCKlFII4HHihkUMYMiZTMlnB8IEYsuZjPEbIaEw5RyWTIeO5DPCeRzwKon5dAlbBqg8UqYVDGDImPTAzkMIYPMImKoOASXRogJD6q/V1GSmyoXs2NDJGW5aSXZKSnRIRmx4YVpCSWZyYlhgRg/z3Apr7osv7wgIz0hIiMxMjkqND0uElQiU6LD4sOCclPi2SQswsedTcKCAPmYQ8bxqASQmCVs2lFIOXQZlwGknGVcBvhSBfKY4LqYRQX3B/U4MYt6uyj3cHdjaVa9u2Ja0EwbVYplg2Z3xYSEeJx+900GHgWEyoD2U6iYFyxg+7k7gcMWzN0Z4eXmYnlDSCNFyUSA9ITy8fBxtHW3sYA42XnaWVGQsBABByjshYk4HCIa5u6I9HYFA3pRgbykCFlqVAg4MIHzfmJY4BFMv4vR/wtTIsSVBvPydbR4+xfHLrz7W6yPM8nfg+Tvwcb6Qx0trpw4fuL3v7h17gMhBX2vMKO5qhDsTZsq8n8iGsvz6ktzaouzaooy7+an3MlLrspJLM+MK02PK0mLBZGfFFmQHFWUGluUGluQHJ0TH54aHZwUIYuWcqMknGAORULHC2hYPhUD5LGBIUa4mBsm4oRLebEhEiC4BaYX4uSymCBJpFQYLuaHiXihQm4Qlwn4jsE8lpzPPooQEfcHI1TMA/ksTMIPlwoiZEIQr66I+eCZwZMfBcABl0bg0YlSAau0IGu4/2HdvdKO+zXDPQ+A8m1Bavx4z8Mt02xmXMSNCyelHGpJbur0aO9Yf3tfe9NwV9tYb8fDhuq2+ns9rY0T/V0D7S021z6GujoAmTsqBi5kkGVcBpeCl3EZMi4NRCCP/pdgBvKYoWKejMsQ0EkhIm5koAi8HQmbJuVQo4KEQXwGl4LlUrB8Gj6QR89MiJwe7nm6vbK3urBh0j/dXjGqxm9ePHXug7cQPu5g20DDIiRsGo9KcLezdLh11c36lo+jLRriCXGy87K3zk9JKExLAks8A4v0c3UEFX4qKiBEwImUCoO49HAxF9TtGVh4nFySHBGcECpLipDFyoXALgKom4Nf/nq5/y8w9bS4bHX2A8dr5/ycLL1tryPc7ZAe9kgPexLMk4X1R3s7IT0dilJjFD2t9WW59wozfgyazZUFzZUFRzBtKMutL82pL82pKUqvLky7V5B6Nz/lTl4q2OPezk2pzEmuzEmuzEmpyE4uzUgoTInJTozIiAvNig1NCZdFSThhAkYglyJlk0IErCiZIJjHACMyscHiuFApwGiMXAyGwoBmNuCKRweKAT0HBJAq/r8RJP7BOMIlIKJ/7/rRsx0F+FYE8pgyLkPIogiYZAGbWpKf+dVnT/a2FjeXDJtLhrV57c7ynEk9ebBm/l/ffNbdXGt99Tw+wCc/I2FzyaCeHtaqRpcNmnn11Oz0+NKsetmgWV+YnZuZdLO1cLS4BraVQBAPqN/zaUQxiyxkEPk0vIBOEDFJYhZZyCDzaUQJmxYsYIPiEXgXISKumEUFNXwJm0LDBnDIGBGTlBgRlB4XPtHfATipy4YZg3JMPzVy8+Kp6+dPgMOWv4czh4zjUvBOltdvXjxz48JpF8sbVpfOO9y4YnHxrPXlCzB352tnTpx863fOFtfdbSxsrlx0t7HAQL0EVCLg6QFlXS4JwyNjgb4uEIOOkHJCRcwwEQc0peLkEiDM+5expx+BKdzVztPqGszZxvLcR1c/ehvj5YyFuALX6CgJJzM+rOlOcdOd4vrKgoaqwqbKwr8TpgCpDWW5jSVZIBqKM+tKMmuLM2qKMmuKMmuKs2qKs6qLsu4WZNzOS6vITi7LTCzNSChOi82KDUmNCEwJlyWHSVPCZUkRsqQIWWK4NClClhQeBITZ02PCgHvGUUQHCsE0baSUHyHhgeGEv44jvYPvxfdQGx0sAfEKtTLRkSwCCADWYAE7iM/iM0gsMpZKQOVnpawvG5SKAe3UsEk/rZkY1CqGNGMDMyN9z7ZW1KP9brY3vZ2sEyKD5rWT6ulhk1E1NzOhmRhc0EzOTo8Ckuj0cI/t9YueDpYYP08S0hfr78XAI0LFnJzkmOKs5NyU2PS4cCDoANh0caHSCBmfT8PLhaxgAVPEJIFUGsRnZSfFFmYkZsRH5CTHRAUJQ8UcGjbgdlF2451S3eQw4ELMzUxMDXXvLM9ZXTn33u9+Ccq3cG83hI87FQMno2DeTrYEuC/W1xvvDyHAoOCc5G5j8dEbr9tcuehiecPy43P21y/D3J3ZBEwQlxki4EhZtMSwQOACBUqhIMXEySUpUUGJ4VJAmAI5FeD1b8DUx/am3aUzjlfP2106AyzR4a52BD+PhCDh3YKMjrqq5rsl9WV5dRX5daW59WU/utzfryr8HkxB3C/PPYrG8pyGsuz60py6kuy60pzakuzakpya4uzvRlVuSmFKdGFKTG5CRFZsaH5SVE5SZFZCeEpUUFqMPD0mLDUqBLwxgMujOAIoCHDzKI6uA0uJv474sKAfDKDjBRRjvhsgc8uFHLmQI+bQBEwyi4ovL8rZ2TBNjvX2dzQrhromB7u2Fg0m7ZRJPfn14f7CjOLE8ddvfXw6PSECMGWVY30m7ZRucnjTPGvSTq3Naz97sjMz1n/ho7ddbW5g/DwRPq58Gr4kO6U4K/l2UXZtRWHjndLbRdmFGYk5yTE5yTHpceGxIRK5kBUm4YLEKeVQ2SRsqJhXnpd5tyS3rrKoqjArJzkmNyU2kEcnIX0LMxJDxZyG2yX76+bxvnatYsioGt8w6W2vX3z7tZ/7ONv4ezjCvd38PRyFDHJcqDRExE2OkovoZC4JI6SReGQsMcAX6e2K8vFwtriO9fWGOtsHeLjI2HQhjSTns4GMWYREECeXpEaFxAaLwYk+MSwwSiaIlHFjggWgAgDyCzg//Q2Y8nEBMEdLHhbGgPsICQgmAoJ2t48L5D2oKmq5XdRYntdYkV9Xkt34HSz+PfHTm9fvQfm7UVuSc7cgoyo3tTQjoSg1tjwrqSgjPiMuND0mrDgjKSkyGAw0hkm4ciFLxqXJOGS5gB7Mp8kF9DAxK0zMChNxIqV8YOMCIkTAipDwAC0caHAmhAdHB0tCxTwguR0fFnSkgwCSa3JUaGyILD4sKCk8NCZIBiI6SBYXEhwfFpQQHgw0PkFNVC7mBgnZTBImNS5iyTjT197Ucb9mqLt1ZmLAMDM+qxqbHu55vLmkHh94+7Wfu9rcqCkv2DTPqkb7zLrpBc307PT46pxudU63YtT+xzefd7c0fPTWb+1uXPZ0sOZRCcVZqcVZqTXlRVrFiEmr3F4yLhtmZsb61eMDRtU4cHTOSY6h4+DBAiaTgCTAISEidnVZflluWv/DprV5rVYxsLNsMOsm75Zkk1FQjJ97flqscqR7a1E/NdTZeKdYOdJ9sGGCuFif++ANu1sXXWyvidjkvPTY2BBJXKi4siCzvqqwuiy/tiK/PC89OykyJkhERfs63boCdbZlk9BoXw+oqx2LiGIS0CImRS7ghUtE4RJRVJAYdOePqk5HA80/Ed8rTgFfnmM8LAzr6chB+6Hc7ODO1nhv5zAOpbksr7WyENTqG8pymyryG8pyAfj+WTD9MaTWl+XdyU8/2rBW5qSUZCUWpMVmxIbHBIkiZHwJmxLIo0s5VC4Fi/X34lHQLAKcRYBzSEgGDiZi4Jk4BPAjpGMCgrj0EAHrL1oaojARD5yQwGoOun8AmmCJB/MSgNLx6k/BgYlhIUnhoXHyoKhAaYRUHBkoArAOlwrkQk6wgC3lMSRcOouMTYuPXJ5TLxpUeuXo5HD3SG/bg4Y7Q92tPW0N6vEB9fiAk+VVTwfLvrbG7SWjVjG0OqdZNmhWjNrtpXmwMf36+ZOWmtvnPnjb0eIak4DOiI/KSY5TDHTvrpjAHbaXjLsr85/sre8sz63OaZ5ur+yvmw82Fhtul0BcbDF+njRsQE5yTGlOamdzzfaScXfFqBrtAQKuXz9/tL6gaauvmhrqPLKO7mmtBS57KKjru7/9ue3NC4ECWlZyZFZyZFluSmttBSBQz4z1Ar75zFjvikE5M9qTECa5eua90+/+3t3ulqeDJcLHlYZFBPKYIUJ+IJcdLhFFBUqPMuLfCdPvYfToIcfw3s4YDweEiw3Z1x3ubI10tc2OCm6/W/pqya4qBEkUnO4by/P+iTD9QbDWluTcK8y8k59eXZRVnpV0dLTKSYzOSYwGKnDhUp6YRY4PkyVHyaMCeRQUlEWAS1hEEsKHivblkjBAGDuIS0+PCbtblFOYliBlUVh4ZKiQLeMygvisQB4TyB8AdS6A2rjQwITwYNBrAWkyMUIO1i+AaYBjAGugRRMRJAqTCYQsCoeK59GJBZnJYLp1ZV4zMzEAwAr4srrJ4dU5DcbP09XmxtKsal6tGO9r3zTPGpQTS7PqrcW5FaPWoJx4vLlSWZB96p033GwtooMlabERw11t20vzi/oZo0qhnxozKMfW5rVm3fTczASYvB3uatVNDr/Y3yzMSLS+ep6GDQgRsZvvlS/qlTNj/Uuz0zvLhtW5GeAX1f+wwaAc0U0OTg529D9s6GurX5qd1k0O7iwb0L5ub/7qGAkNlYuZOanRI72tK/MzE4PtwNR9qLO5r62+/2HDzFjv1qLeqBrVTw6mRgef//C4m+1NmKcTEuKGD4CKmBTQDgiXCkA2/R/C9NWiT/X3pAd4i0koeoA33tsZ5miZFCTouFdWX5oDcNNyu6i5suD+X0pRfydM//tIrSioLsq6k59elpl4Jz+9IDm6pbqsq/leeU5aSWZyUWZSRnyEXMiKkPELMxLz0+JlHDKPgo6UcRPCJMF8Wk5SZHZC1NEZqyw7ta32Ngbq4WJ5TUgjCKh4Po0YIuIG8pggrQJEgjMHaGaCXAvIFpGBoldyh4GiqCAxKE4BQS+AaTCAIeUx+AySgEnOSY3fWZ0HlldA/u7RhnlOo1g0qAzKsUdrpmAB09XmxqJeCbakBuWYQTmxOqfbWV7YNBvXF2a/PDwozkp969c/JyL8QkTcoc4Hs9PjY70d8+qprcW5uZnJebUCOF0ZVePKkV6gw2NUja8v6B5vLtGwAU6WV/k0fO+DBv3UiGKg06gaBRxT4BelGGifHu4CXH0gUaifGpqbGVtf0LhYX33/978gY3z5DBwwZges36mhzp7WWmDgO9b7ALijd7fUDDxseLm/npUYdfn0+/4ejgFezsBJQsqh/8XwRAzqoEcaOz+B1B8D6Cu+KQsJxXs7U/09mQgI3ttZQka33S7uqqmoK8luKMs9gumrfeo/AtN/FKyvorKwoTy/rjS3tiSnIju5OC2uujSnp6VmuKOl535dT2v9/eqKzIRIH2cbuZDVUlNZkZeamxxVmZ+WlxINcbZKDJfWlRc+qKlqvlNWmJbQ19pQlp363uu/sLt2kUfG4v29QZ8GNNwlbJqYRQUtwdgQGfgXB/FZciFHyqFLOfRgARvow4OGAij0gF0BqAYECdmATcKjE7k0Qlp85JpJt7u2MKdRLBlnNJNDQI7l0YbZqBp/tGYqSE8I4jOe7ayuGNUG5diiXvl4c+WLZ/tAomdePXW4uwGm/wDXpKa86H511Uj3w8ebK/PqKa1iZHvJ2FZ/Z7ir1agaH+9rH+psmR7uWTbMGFXjQJH91senCXBIT2u9arRPOdKrVQyM97WZdZNAXqq2In+i/+GKUbVsUBqUI/PqcZNWsb00u7Ns8LC/6Wx1hYzxLc1L+X+/eLq3Pq9XDmsmB/ofNgAX4MGOJmD0OtH/cGqoU9H/cFE32dlcY3PtgrPVNYSPKwrqySJiZFyGkEH+Z8EUPPYYwceF7OuO9XTEeTmRfd05aL/msrwHVUWg6glS3dHS/49i9L8B3/qyvNqSnOqirJri7Jz48OK0uMz4sIaqwk921p5uLm+aZ18ebM2M9d+4cJJPw68v6MxaBRiM1E70u1pfhThbDT5sfr67PtHbrhzqGWhrgns6O9y4hPR2RUPc+RRcTnJcXmoCaPlkJkTHhwWBXSkDj4oOlhSkJ8mFnCA+KyM+KiU6LCM+Kis+Ok4uK8/LzEtNkHEZoDApF3JAeTJEwguR8CRcuoBJ5jNI+RlJT3ZWNpcMcxrFnEaxuWQAPpf7m4srRvVXn+w/qLt9pzjncHft0Zrp25dPDjYWJwd7Hq0t7q8vGZQTM2ODL/a3E8KDra5cgHu7sUlY0Ntsqblt0ion+rsW9TNLs6pr5z5i4BGP1kwLmslFvRJ4CAJ3siA+4/Lp96kY2MOGu+N97SPdD0a6W3paa826yceb5rb6qt/+/FhJdtLBhmlpdtqoGgUGJssG5aZZh/Fzt7pyhoSG9nc07q7NGWZGddNDwz0tRtXowYaJSYA7WV5emp1+tDY/2tM6Pdy1oB7fWNAsaCZRUPerZz/0dbMH7SvQ9PqfwxQ85NXelOzrDg77TASE4OPCQkJr8tPrCjNBfR70kwBYW24Xgcz6g/HfBvH3669VRbUlOfVleRXZyeVZSTnx4Wkx8vzUmEXdJPinrM5ppoa6L59+nwCHLM2qBjuawOK1NDstYhK8nSz7HzbNzUwMdbaszmkMyjE/dwc325s4mHdSZHBuSmxGfMSd4pzSnNTspGjQz8yIjxAxSYE8emFGYk15QYiInZ8WX5qTWpqTWlWYdbsgKzUqpCw3LVjA9Pdw5FFxAMfg8BQoYAUJ2TI+M1jECRKyq4pzgQUZkN/ZWZ3/ZH/jYGtpzaTbWjR8+/JJS03lSPeDP//bN6Civr9uHmhvXjbMvNjfNGmndlfm//yvXydGBJ04/rrVlXPVZfl//t//ujSr6myuAQNenz/dXZ3TOFtdw/h5AvGSebViXq1QjfbNTo8e7q6FSbjXzn2Eg3kPd7VO9HeMdD8Y7ro/3HV/tKd1e2m2JDvp5NuvMQlwMNu4qJ/SKgYWNBPz6vFvXuyLmIRzH7zBoaLntRPaqcGetjrgc6KZ6N9ZNvh72DtbXTkaT51Xj08OtBuVIy8PNtJiQy6fft/P3YGKgbOIGLAo/QBM5cK4ENE/ClPQFzjGRvnSA7xpMC8hASHAw8tSY1sqCloqCsCKD5b+upJsAMQHd0t+Aqb/FKQ2VhQ0VhQAjFZkJ6dFBiWGS6OD+EblyKpRVZyVXJKdolUMnTj+OszT6dnO6uz08ET/Q/V43/bSLI+KQfg4Tw/3qMcHwBigWTftbnfL8vLZGLk4Iz7ibkmubnJ4w6TXTAyCj3m0p+1uSW5UkJCBRwTy6Bg/TzLKr6Wmcnq4Z3KwSz81YpganR7sVgx0xsjF+AAfKYcKNgzABilQwJJw6VwaAZCgm6orPz/ce7Kz8uLx1qMN85OdlVnV2Lx28pP9jS8PH/3HN5/2tNb3Pmj4w6dPaysKw6W88b72Lw8fPVozGZRjwP70j58fsogo+5uX7G9eipGL2xvv5abEKgY6wXvZWjTsr5thnk5wb5etRcPqnEYx0KmfGjHrpqeHe/bXzYUZie/+9hdOlldN2qlnO6sP6m5P9D/sfVDXjKwnYwAAIABJREFUdb96QTNRlJlw/fyHZBR0UT8FJNVf+Z3qJr95sR8u5VhePp2dErW/aTLMjKrGe7eWZ036ydGe1oMNEwrqeuPCRwPtjWvz6tnp4dW5mf62+sH2xj9+/rQ4K9HV5gbU1Q4HgwBq2F/DNCZI9A/BFGAU6PIlhQcdYyIgPCyMBHUL51ILEyJqCzLabhfXFmQ0VeQf5dHmygJQkPqJbPo/X/3B3hc0EUDptDAlJjMmJClCFsilaMb7TJoJxUAncGE8cfx1EtL3xf7m2rxaPzW0Nq9+ur0UxKfhA7xANXFBMykXsiIDBWBGNCU6pP9hk1E1vmyY2V2Zn50eBUfm2enRycGu6eEeEtLX38NRQCckR8nNuuntJSPYYDxanXu5v364u7azPHe3JJeKgaGg7mSUH4uIAdlUwqVLuHQZn8mh4quKc18+2X6ys3L4aP3w0frzg03t1PCCburZ3tqd4pyqwqyXB1tgpX62s3qwsbi1aDjYWDSqxhf1yoONxeePNj57spOXGoeDeQO9ZsvLZyVsilYxZNZN7yzPvTzYerK1jPHzRELcFjSTe6sLO8tz+qkRk3ZqaVa1v26WC1lvv/ZzbyfrmbH+3ZX5+qpi9XjfeF/b5GDH7oqx4XbRzYsnyCioQTkyPdw1NzMGrCnMusnPnmxFBwtOvfN6blrMk52lWdXIomFaNd67oFMcbJh2V4w0rL+z1ZWB9san20tgVHpyoH16qPOzJ1t5qTHXzn109eyHEBd7fAAU9HXBKQrI6b9a8UNECWE/UGwCERssBrTUxLBAINULqFV8Ci4xLPAY1d9TSEAICQguxj+QhitJjm6tLASs5+bKgqOy1MPqsqO0+hNo+5/DtL4sr6E8v7ooqyo3NS8xMiVcFhMskLCIzXdLdIqBBc0k0Ja5efFUiIj9eHMJ2MsqR7rn1eORgbwAL8eHDXfHeh/OqxVRQUIfZxtfN3sS0reusmhRr9RPjQCtLyBdAWamJwe7FAOddZVFfu4OISI2uPmw4e5oT5tJO3WwvrBqVG0vGc266b3VheykaNvrFwlwCAnpL2ZRJVy6iE0Vc2gSLp1BRBfnpH3xyaP9zcUXj7d2VueBfZ5eOWqeVV488U5WYtSf/+MPwPL0ydbyi/1N1WjfsmHm+aONlwdbjzeX9tfNK0Z1XmrclTMfuFhfL0hPWJ3TNN4pvVeaNzs9ummeXTbMDHW2iFnk6rL87aVXOhR7qwsrRvWCZvKLZ3siJunMe2+4WF/va2s83F1bNswoBtoNyhHNRP/e6lx74x3rq2cJcG+TVjGvHgfSEiatYsWo+uzJlohJOP3ub/PSY9fNWqN6bHlOpVb0L8+pnmwt6qeGRntah7vu66eGdJODs9PDk4MdkwPts1NDjzfNPCrm/d//ysnyKtrXC+vvQ8chJWyaXMgBMD3ydvppmIIrAKPAqzxKJiDAfBxvXqai/I+xkFAZFSvAwzlovxAWqSozEfCaQQWqvjSnujADbEzrSrJ/Yln/Z8G0qbIQ1KQqc1LyEiOTw6ThEjafiilMS1g1qEEK3DTPCuiE4qzkL57tAbe7vrb6Rf1UiIgpZOBX5zTLhpme1noS0jchPNDN9qaXo1VqTOiDutv6qRHd5PCyYSaQR89LjQMf/Ej3A+BB6mFvQYBDDnfXVozquZkJ5UhvR1N1anSweqzXpFWox/vm1ePDXfchLrbeTtZEBJSBR4DRPBGbyqHiiSj/0ryMbz59YtJPg2z61YuD5Tl1/Z2SP375SUV+hkk79cWzvaVZ1dq8dndlfm5m4mHD3dU53dbiHKibri/Mbi3OQV0dwPzT2fePk1EwL0cbN1sLH2c7P3cnFhFTnJU81vvwk731TfPsol6pHh8Ag/zq8YHD3bX6quJLp95zsrw60N68szz3eHMJZNOR7pYNk7antfbq2fdJSIhJqzCqRlWjPQuaifUFjUmreLG/LuNSLp16Jy899uWTzeU51eaSfsmo7O9o7Gmt1SoGgPEkKA6sGFWq0R7gOf3Zk51QMefy6fdRUHeoqwPCx51FxHDIuB+AqVwCWvk/CNP4EOmRS3lqVEiokI319XS3uUlF+cv5zGMsJBRQTqUUjJCAKEqM7KwuryvMBBgF29P60pwHd0uOzv5/M76Hwn8Ipi13ShorCu4VZlbmpBSmxKRFBoVL2EI6Lj0mzKyZmhrqHuy4//JgK0TEvl2UfbCxqBzpnpsZA14chRnxoWKWZmLwi2d782rF6pzGrJu2v3mJgvafGetXjvSCEuOKUe3laEVB+4NN6uRgl3p8YHZ61N/DUcwib5pngSWpUTV+rzTv7d8c62i8s7NsGOpsBjIhRATU4dZljJ8nHQdnENEsMpZFxnKoeCoOUZyT9tmzXZN+GuhWv3yy/fxgMzMp6uWTbaCEClbnTfPs+oJuXq2IDZF8+nh3b9X88mDnsyd7O8sLK0Yt1t/n0qkPzn3w9pu/+hcAUDoOGcRntdXfMygnFvXKebXCoBxbNswAuI/3tStHeneW555ur3S31FlcOmN34+PeBw0bJv3BxuKKUdXdUtPdUrOon3pQV2l99SwK6qoa7Znof2jWTW6YtOA49XR7KZBHvXnxRKiUvWiYXtApVOO9uumhicH2gfZGcH/gfAn2sjvLhrW5GeVw17cvn0jYlPd+90ugyALI1ywiBsAUzIh+95j/YxgFzf0ICS9EwAI3Azm0YB4jIzY8PSbsmISMFuDhLCQ0hEVKChIkyHhNpbltt4vba8oBy6nldhFAZ31pTsvtor+z/PnfhinIpqBlWpIenxEtjwrkhYqYcXLJaNeDlprKivyM7SVjVJCwvfHe/rp5vK9tqLN5qLO5paZ8QTNRXZaLD/CRcWn1VcVr89rBjvtejlZsEjoqSPiw4e7WomFRr9xaNJCQvhwyZnVOAyQ/l2ZVS7MqL0crPg2vHOltb7w32tP2bGd1crDr5oWPmu8Wf/JoxaSbeLK1+J/fvuRRcVZXzsG9XWjYAAYRDaZQeHQik4gryk7dWjYCfclne2tfvTj48vl+qJRrnlUebCzOzUwYVeP76+a91YW91QXFQKeQQTzc3Xixv324u7GzvLCgmX7+aEsu5Hz45utXz54ANbKS7LTulobdFdOznfXdFdPWokEzMagc6V1f0G2aZ799+eRuSe796orD3bUNkz4zIfLk27+9ceFkfVUxYL2szavbG+8MtDcalCM9rbV2Ny4Q4N5Pt5fAur82rwYuw5tmnYxLufXxyTAZZ9EwbdJPDnY1j/Y9mNOMj/U+MGkV//rl4ZeHu//+9fNHa/OHuyuP1uZ3lw3fvtj/1y+fUzGw8x8ed7a65uvmSID7UjFwPo0oF3LCJPwfg+lfH6GAqtQreoqUnxgWmBwRDJJrbLD4WEa4LIiOl1Gx4VwqB+0nwMML4sMbirM76yqPFn2AztY7xf9Qof6/t+jXFGc3lOffv11cU5xdnBaXFhkUFcgDe5o55fiGSb9iVK8v6DLiI8b72p9sLS/qp/ofNox0t8xOD28vzQbyqOV56QI6oSQ7pSI/o/9hE8zTiUfFJUUGdzRVm3XTz3ZWN0x6EtI3JToEZCajanyiv2NqqPvjk+8SEdB5tQIkqr3VhU2zrr4yXy6gyXjkcBk7KoifGCGDeToBPQECHELDIzlUPIuM5dGJDAK2KDv1yc6aXjlq0k8DxerH28s8On6kt+1wdw2UNneW58ARrbulTsQkfXl4sLO8sDqnW9BMm7TKT/Y2qRj4G7/8WYCXq4zLyEmO219f2llemJ0enxzsmVdPAUEe4OUMVAH3VheeP9pYNswcbCwmRQZfPPGO1ZVzXfdrweZ1bV6tHOluvlcKOvhOlpe9HC3qKguALJxmon96uEsx0L6/vhAqZn188u3ctJiV+Zmpka6dVaNhZnTNpFnUT+2tzrXWVqREByeES+PDJFSMH5uETIkKKs5MKMlOgbjY3vr4tKeDpYe9FT4AyiJieFTC92AKSFI/0SZNCJUBytv3KqzgXHUsRsQKZZNFRKSEjA5wshKTUAI8XEJGR4lZd/PT2u6VNpTltt0rBRvTupLsH2M2/RNhWleaC9b9kvT49KjgCCknPlQcIeH1P2gc72vfMOnXF3QdTdWg0Ai0ZMHP6rJcPg1bV1m0aZ5dmlU92VruaKq2vX7x5sVTZJQfHQfHB/gE8WlFmQntjXeArtjs9DDY3X7+dJuMgtrfvHjkEj0z1tvZfG+4s6nxdiEJ5WNx+eSlU+9cPHHc/uZFd7sbPs42OJg3FYcA2ZTPILFI+ILM5Gd7G+ZZ5eqC1qSfXjLO/Omr5xwqtvFe2ZeHj8CuemlWNT3c8+nj7eqy/EAe/c//9ofdFdP++tLW4tzO8sLh7oa/h/PVsye8HG2YBPTO8sI3L55umAyrc7pF/czs9Pj2knFerchPizfrpvfXzbsr84t6pVk3DTapabFhl06952pzo73xHihobC3qlSPdd4qzlCPd3S01lpdP+zhbleYkG1WjJq1iov+hUTW6bFDury+wSUiLS6dul2TtrBp7H9ZXFWea9JMLOsXLg417pTlv/urYlTPv0XEwCto3wMvx9Lu/dbe9ziYi+DQ8xMXW7sbHHvYWfu5OJKQ/mGb5R2GaGBaYFB4EAJoaFQKUJgB2XzGkHC+fwXk5hbLJMioW5+XEQkIj+XQuxj81XJoeGdh6p3igpabldlFVTvJRo//vgenfidTvd/Yr8quLssARqiwzMSs2NEzMipByIqX8vtYGrWLIpJ1andPcK82bVysOd9cGO5r4NGxn8z2TVjHe19ZSUw7Mak3aqa+fH/S01l/46G2rK+ccbl0mo/zS48L7HzZoJvrXFzQbJi0objffKzVpFbsrRhGTcP38h+FSDmhztzfeabpb0tdWr5saWDJM9bbVipgEh1sf+zhbQV1t/NwdED6u+AAog4im4ZFMEoaGQ5flZx4+Wl8364H7xaJB9fnhHhUXkBQt//Lw0YZJv7e6YNJOTQ/3/PHzw8yESDYJ/YdPD1fmdY83Vw53N748PPhkb9PXzfHUO29YXbnAoxI2zUazTrVi1ILRJbNO9e9fvwziM+DeLmvz2qVZ1eqcZnVOs7VoUI8PLBtm0uPCL3z0tqPFlcnBrp3luU3z7IZJOz3c1dF0d149Ptb7gE1CxoaIPnuytTavBi6poA6wtaiXcsi218/3tdU/21spzkrkUNHgO/wf37xYMapOv/tbXzfb5nulf/7PbzdM2uKsRD8324m+tj9+fghxsf345LuOFlf8PZxxMAgYFfxHYQr2A0cnLeC5c7RPOEb0dnG5ck5OJ8jpBISTNcLJOpJLi+BQkwMFEjIa7mwtpWASA/mFCRFpoZJ7uakdtRWAlg8q/4Dmd68gvbmy4H5VYeud4qO9bE3Rq3MYAPcRasGW98e2CoAuXV2UeTsvtSwzoSg1JjqIFxXI5VMxnU13FzQTWsXA3MzEYMf9Bd3U/ubiol4pYpIa75SuGNUbJv1Ae/PSrGp3ZX7ZMPPVJ/tt9XeunPmAT8OX56UPtDf3PmgA7qBANB3UxjUTg7rJYc3EIAXtf/7D4x+++RsaNmCk+wHY+Ha31EwNdQ60N471PtBPjeSnxd+6cMrmynm4pys+AEpBB4BxeyGDzCCii7JTd1bnjeqxgy3z5pJeMzmwtz7v42odJuN8+Xxvb31+c0m/oFOsm7X/358+Dw/kkjH+Xz5//NWnnzxaXzHrNU93Ng8217ydHa6cPeVhZyOgUQzTk0bl1Ma80Tg9uaTTfPHk0f6q6dKJdxFeLs9313cWjdrxQZN6css0u6RT7i7NZcZFnHvvTYuLpwfamg63V5d0ytnpYWB9bdIqpoe73O1uoKCuuyvGZYNyxagCbtMLmondFWOYhG15+fR4/4Nl4/RQR+PWkk410jWnGulvq7t29j3LSydhHna9rTVjPS1FGXG7y7MyDqkkK/H//9NXJKS/zbWPfZztkN7ueH8Il4QTMyhgvAeIl8QFSmJl4miJMEosiAsSxQWJ4oPFCXJJglySGCJNCpUlhcoSQ6Q/GOBux6i+HiI8ggHzPvXazyFW17gov9RgUW6UPEHCZcC8wZ4VgLUgPjwvNrSpIr+rvgpg7sHdkvaacgDZpop8UBMAfwJ11iNKP4DpUafqJxgCdWVZ9eXZNcVZlTnJRakxuQnhMcH8+FBRqIj5sL4KLNCPN5cm+jvUisFZ1diL/c3YEElJdsruyvzUUHdlQeZwV+v6gm5pVvXVJ/s15QW3Pj7NwCMUA519bY39D5sAVb61tio3JdaknQLGTk+2ljfNsyioO8TFFh/gY3n5rJej1b3SPM3EoGZyYGaiD3icGpRjzx9t4Py8rC6d9XVxIMCgOBgEiJfwqAQqDlFdUfT54d5Q9/3NJf3zg3VQJHezv4FHeD/bW9ldm9tc0h9smZ/uLv/pq0M4xJlDxf7nn76emRzZXlt6tLXyeGt9d81se+PqxVPvu9tay7iMBbVqfWF2YUZpUk/PjAxtLhjGuttOvvU6GuJuUk/qFcNmzZReMbysV80pxz/d38pNirG+fO7SiXcbKoufbCwt61Vm3eTe6px6vG/ZoBzqbP7gjV8GC+iPN81m3aRRNWpUja4YVRP9Dw82TAnh0nMfvKHob2utKYsO4hmmh0a77y/qFDVlOQhvRxTE2dX6SoSUHRPMv1eSZdZOmDTjs1NDZt00Ae5rffWih70V0JXgknCBHEaERBApFR7BFCA1Rir6LkwBRpPDAlPCg/4GTLkoP5i9BdT6uq/NjWg+I5RJEuERSTJ+jIglpWAEeDgfF8BEQCRkdCSfjnKzo8K9H9wtqS3Oqi3OAq2p9pryh9VlIJuC0hUAZdu90iNottwu+m43FXBZ/sta/5eoLk6vL89urMytK8sqz0rMS4yIlQviQoTBfNrD+iqjanR2evj5ow3FQOdEf8favPZwd83D3iIlOkQ50ivj0jhkzORg1+7KvEk79e3LJ2W5aec/PI729bhdlK2ZGJybmQB6kdHBonApb9M8qxzpBV2oDZPe28na4tKZe6V5JdkpyVFyMGuvVgwu6KamRnru11a21lY92VoOEbFf+9kxIHmOg0HoOCQZjeBQiFQs6k5p/h8+f7agm9paNh5sLYEjPxHl6+lk9eXz/XWzHmxYH28v/+9//SpUyo0NkxpmxscHOua104sG1e6a+dnemqeD9fkPjztaXIuRi79+/mRr0TCvnhrtaRvuatsw6Tuaqi+fft/byVox0Lk2rzUox0C/Qzc5/PzRRkZ8xIWP3r506r22+jsv9jeXZlVAaFc3Obhh0pblpiB8nMUs4qZZB2jRZt0kaON9+/IgRi48897vZsZ6DcqR6rLc1bkZYCNxuLvS3njno7d+ffPiicqC9AXNxNq8WjPRD/r76vEBFNTz0qkPPOytCHBfGhbBJKBlXEa4mB8hEUTJRH8pnUq/a74DpCEBt//Iie8HA0zuH6P5eUKsrsWLOSlBwhgBM0HCjeTSYoWscC41jEOh+nsGOFkRIa4EHxcS1A3r6ehpfRXl6SChYYVkFA7iwsUHYLydkkPFfc33Wm4XgV5A01+Y1ACOLbeLHtwtAVTA+tKco0GAv8ZoY3leY2Vu8+38I5gWJEclR8qSIqRyAf1hfRXQ4d5bXVjQTGoVQ88fbTzeXPKwt8hPi3+ytdzTWj8z1v/J3vre6sKiXrmzPFdZkHn59PtYf6/xvvZP9tYNyrHJwa7Hm0tgJGPTPDs3M6EeH9AqhpYNM06WV8+898bT7ZVvXjyenR5dmlXlpMb+8tix/IyEJeNM94P6ycGu//jm07LctA/f/A1QXiCjYFQMnIJB8mhkFgmfmRinVgyrFYPaqeFZ1djKvOazZ7tMEursh28BU6GJwU7VeP/WsrH3YSPM27nudvG8dnJn1agc6xvobOq4X7OgU+ADfM6+//vr508kRwU92Vo2qkY1E4O9D+rG+9oPNhY1E4PXz5/wcbZZX9CZtFOg3zY3M6Ea7Xu2s5oeF/7xyXfPvPdGR1P1i/1No2p8xagy6yZHulvW5tW1Ffnv//4XXAr6sydbJq1CNzm4vqBZX9AsaCY+fbwZIeNaXz3b01q7s2xYNihnp4f1U0Pq8T5Arbpy5j0fZ6vxvrZNs27TrFs2KMf72tTjAytGLQnpb3fjsp+7E9rXi4yCcSl4MYsaJuKFi/kApgBqII4g+z3sfvc+fx3H5HRiBIcWxWOICagYAUtOJ4azqUIcIpLP4GJgZ9/4tafFFbKvB8XPk+zrgfNyhrlYe9lcC+VRaQgfb9vrVLg3HQkh+LpVF2Z01FbcK0ivLc462pLezU8Debe2OOtoS9B6p7jtXumPHaTuV+U3V+bVFmfUFmeUZyUWpkQDuRQpm1SZn2bWKmanhoyq8cnBrnm14un2yvqCztXmRriUJ2KScpJjZsb6d5bnNBODnc01RtV4flq87fWLVAysp7VePT4w3te+t27601fPnW2uYwO8v375eGVeM9bfvru2sG7WQ93tHSyvAFupmYmBx9vLD5vu/fpnx2hE9JxmamZiSDk28NmzRxP9XQ63rrrZWsA8XYDTPQ2H5tHIDDI+LS56VjWhGOieV0/pJkc1E8OHuxskpP/pd9/sbmnQT41N9HeZdaq1ef3totzr5089qLu9s2wwzozop4bMeoVqtGfJMOXnbnf5zDse9jdjQ4UbJq1ZrxjtezDQ1Tg+8LC9+e68WiGgE8KlvCdby4AhtTSr2jDptYqhF/ubxVnJtz4+/fq/HMtKjPr08fbs9OiScUY51tfT1jCvnZwc7sbAvFrrbz/aMBvVE3rl6JJxZmvZOKdRPNowBwmZb732L5UFmQcbiwPtzcqRXs3EYEdTNdDR5lFxkYGC6eGe2elR9fjAzFg/GPfram2wu3XF8uoFD0drqLsjHuErYlKkHHqomAdY5zFyaWyIDLiY/oWJ8mpUHcypAw2EvwHTWCFbiENwUf4SIhrv6cyA+fAxAURvVzmT5Hr94q1T75Gg7gw4BOflzIBDSFB3D6srN8+8R0dCmGhflKcDzMWa6OeOg7jQkZDkUPH9qsLOukow4gwqWW33ShvL8+4VpAPIglwLzl7fDQDr+tKc+tKs+tKs6sK0upLMiuyk/KTIlHBppJglZZPa6ipnp4Y6m+5O9HeYddMm7dSnj7f1UyPnPniLiIAOdtwHWXZBM6kY6Bxob17QTKbHhdtev8jAI3pa60EXSq8cXTSoouSixKjg1QXtzMTASG/b9srcp093kL7u5z463nG/5sXjLfOscnK4e9GgkgpYNbdLN5fmlue0qvHBnVVTd0vDrY/POlvd8PdwxgX40fEYGg7NJhOoBExJfvbeqlmrGNkwGYA4/+HuBgUdYHn5fO+DpsPdDcVA90R/19PtNf3UmM21j5vulj1am58e6ZxVDk0OtWsUfRtmjZPVpUun37516QSfjtkwa5aN03PaMYN6pKYqrzArQasYaL5XvmyYWZ3TgFaFUTUOqgcvD7YK0hM+fPM3b7/289gQySd76/NqxYJuarjnQU9bg1E9sTKvWTPpTPrp5Tn18px63awHbmmTw91PdlaChMw3fn0sKTJ4fUHX01oPKDID7c0j3Q82THpAaQUjA+N97VND3fqpkQ2TPkouuXTmQ1c7Cz9PZ5SfF52AAjAFGI0OlgCMxoW+Wr6/K//xD8A0NViKdnW0PnMihEHhY5E0f4gAh5KS8TIKwePmVeuzJ8lQL5ynK8rVkQD1ZKH9Ee52jtfOIT3sg1hEOhKCg7i4WVxCetizMH40hE+kiNlUkd9ZV9leU95RW9HdcLujtgLQ/47qA9WFGXfyUn+wqtVQlguyaU1Rel1JZml6XF5CeGaMPEEujBSzs2JDJwfaB9sbhztaRrsezM1MfP38oLos//V/OQbzdHp5sLW1aAAN+snBLmDalJ8W/8YvXymaA657dUVBZ0utbnoEjIIs6Ka0U8PP9tY2lwwULOzSmffv11Z++9nT6dFeUEkwGzUGzdTe+uLT3XXl2MDho81YedCN82c97W393V2xMF8aDg3U0RhkfFVp4fbS/NRQ7+6KaW1ePzs9/tmTvRAR981f/QsFHXCwsWzSKntaG1eM2ocN1ec/fCc1JnTLrFMOd00Ndoz1tOonB+dnxhxuffzRW78+9c7rDrc+3ljULRmVeuXwzESfWtG/uzY30NlUWZSxbtYu6BQr8zOq8d6pkS7Q29xdm8tKjrxw8vgbvz7GIiMfby+a9NOGmXHDjGJ8oGtBpzSqJ9WKYZNetbtm3lyaWzJqVhf0CzrlrGri288OAwWsMx8ct7hy9n5t5ZpJZ5gZnxjsnFWNGdUTs6qxJePM3rppTqPouF8zMdg5OdxtnlVOj/ZePvvRiXd+7+vh5O/lgoB6sMhYMYcm4zMBRo9S6Xc9zEGACd6jAfQf008AcYzuD5GR8b42FjQ/nwSpkOjjwcciA6lEMRF78fjvnS5f8Le3Rrk6olwdKTAIysNRSsO7W14OcLURklFgufd3thKSUTwCHAdxQbjb0ZGQMD4tIVgQLqCnRcjyEyMqshIbynIf3C15WF3WXlPeWVfZ03jnYXXZD0ZzZd6Du0X3q/If3C26k5damByVmxCeHCYJ5lBC+XTtRP/s1JBxeqz/QePMWP/+ujlGLr544h3ACfrj54cG5dje6gJodv+vP3wu5VDdbG962Ft0NFWvGNXDXa1TIz1gUKmnraHjfg0wpvrs2e6/ffOSS8NdPf8R2t/zYGvpy+f7hplxvXJ03WwYH+rZXlnY31z+3//6zZJRY33lkpPFTSDUSITDSCg4FYtiEnE8JrU4O0M9PtTX1ryzvLBs0GyajZ892RMxKdfOnUyMkP/7158t6mcUA93PdtZrK4pvXjwjYlIOt1e//mRvWa/STw5uzOs2TVq4t8uFj9768M3f/O7/OdZ4r+xgy6wY6hruaTErEKsMAAAgAElEQVSqJwwzo4aZ0a9f7mcmRUTJBUPd93va6ua1E7trc4uG6T99dViSm3z57Huv/fzYe2/8Qjc99MUnu7rpscnh3r72+8qxgZ1V0yf7W/0dLV98cvDJ/pZJr5rTTM2qJrRTo5tLc3QC6vyJd9/8zc98XG0Hu1r21k3gm2zST08MdirH+jSTQxODncAj6fDRuloxiPLz+PXPjh1//RfuDlYIqAcODuXSCCI2NVDA+i5Gj2Z3wbAucOUDc+SJEfKkyBDg3fNTMOVjEGlyWZyYnyAVZobLsyJCBDhUcWKsn53VtQ/eocAgrjev+DvZYrxcuTgkDQ5hIqActJ/r9Qs4Lyc5k4jxcHC5dj6IjpeQ0f4OFgQfFy7GH+Fig/V0hDtbo93tsZ6OWE9Hsq87DwsTk1AhLFJiID9FLkoKEmRHBYdxKJF8eqyYXZIcfSc7OSsySESEx0lYxUkRBfGhMVJOQVJkWoQsUS7Mjgu7k5++YZyZGerSjA0Md7SMdbcZpkYjAwU3L576+OS7Ps42SZHBdBxcxqVFyPgF6QmAyBwXKj33wVv+Ho4dTdXPdlY/f7r7Yn+zvqoYB/Puf9g01NnSUlO5qFcaVeNejlZn33/zo7deg3u79D9s2l4yfrK/8ccvXzzZ3vji8MlXz59NDfW62VqcffctD1tLL3trqKsD0K9jU3Dg42m8V2HWqdYXZp8/2to0G794tv+HTw/BQTghPHh3xTTU+WBqqHest4OMgvm5OwXymA9q7uQnxQS4OknoRDoGQYJDXSxvfPzRO6ffffPXx45ZXDpXX1W8sWj8+uXjg62VdbP+xf56clTQxRPH2+qrNBP9M2O9ypHuke6WefX41qI+TMK+eOL4qXdeP/n2a26212sr8h+tLa4YtVuLc4/WFjfNxvS4yOSo0P/89osX+9uPN1ee7ax/9mTv6fba2ryehPQ/98HbNy6cPPfBW262N/NS4xQDnS8PtvbXzYD2AHz6dpbnelrrY+TimxdPAT14B8trQC+bgPTjUPESNi2I/19gClQ5XmHuL3xnUPM/ClDS/+t4NWQSxqJVpiXdy8koSYpLlcuKEmISpMIILvPM735z8fjvzx3/nbfNLZKft7+TLR7iQfb3klIwzWV5SUECL8srbJRvEB0fyibLmUQBHi6jYllIKA3mRYN54bycqP6eIiKSjwvg4wJoMC8S1I0IcYXYXEe62sIcLYkQV5yX0/WPjp9/6zckqBva3V5KwQQzCBw0VEZF3zjx1o0TbxH93LE+zjSED9bHmQL3gTpaQh0tXW5dsr587urpD66cev//EPfWP7JkSZpodnd1VxdfZkzOvMnMGMzMzMzMDB7MkIGJF6phdlZ6T096+7e9H86tnLs9XaU3q9lZyeRyeboyPDy+Y8fgM7PZ108Xx1/NvHn64Luvvvv9yPN73z356c/vRp8jDzb5NPzmwtT20szjH79+/OPXL+5/vzT1RiPmuE1qrYQ7/vwBIPXMvn02+fLR9OsnO8uz488frM9NTL589OC7r17c/55NQhcSwVwsaNWqmETc9vLC83s/PLv7/eL4m635GcTuJhOHYuHRIiZFxKSI2FQKFn6wuYw82MbDDnGnB3jYIfJgmwA/Wp4ee/vk/vjzR4j9raPNldXZicmXT57d/R6cz75+Tjja35yZvPuHkYff/unF3R8Wxl7PvHo2+vTB5Msnd//8h6d3viOiToIui04u9DtMAjrhztcjrx5+vzj5cvbtk9Gnd0af3pl4cX/8+b3Rp3dePvhufvz56NM7c2PPXj38/vWjH6iYU49Zl40GNGLe5Msnbx7fQx3ugAaUKiEHNKwE1WAb89OjTx+szIxuLkw9+O6re9/8fmnqDWCNeS3abjVXSAQTfgeTgNxcmLr3ze+/Hhn56U8j63NTBOQx5nSfikOIOTQRmwo6wYCtHGjQLyCr/vcABfIbJXtug2qEhTxiIY+IB5u7s2NTj346XpqBr82/vfPNix/+NP303v2vRvAHm8SjbczuGgcLY6KOKcfbOi4Vu7Py4rs/aNhkl1JoEjK5mBMQZDXw6RYxW8uhUE92hASEhk1WMYkKOl7NIpEON0mHm+SjLdrprpSCkdNwJiETvbX08KsRFvLQq5FYxGwhAWEU0JwKHht1sDPzemPiJeV4mwrfg28ubM+OzTy7P/PiweTTu2/u//Dq7ncvfvrm5b3vF8dfTb14NPXi0fTLx9sL01vzU6dbK7tLs/OjL2ZePVmbGXv47Vev7v+wOj06/vT+w2+/evjtV2NP7q3NjC1NvF4cf7U08Xru7fPZ10/n3j7fW363vzK3OTd5tL64OP5q/On9neXZ+9/+8ZuRke9+P/LnkZEXd3949+bF7vwseneLcLxLx8AEVLyETeHT8CImiQA/WJh49W705dzYq7FnD8efPwJ8vOnXz5anx149vPPi/o9jzx5OvHi8tTg79erpq4d3fvzjyNrMFGJ3+3hj7emP37+8d2fm1YuJZ0/ePnrw7s2r2dcvx54+fnn/7qPvv/16ZOTrXx7j3dsn48/u/vTHkRf3vnl25+uxp3fePv5x6uWDyRf3Z988Xpp8+e7tk4nn96ZePnjw7e+e/fTNq/s/PPz2q6c//nny+cPV6dFnP31z/8+/H396//WDH1/c/e7JD18/+u6Pz+98O/r47t7yu5Wptyeby7tLs5tzk3Nvn48+vjv6+O6r+z9MPn+4MPZy8vnDyecP95bf4Y53t+anthanQdKYgj6hYk4lbIqCz9DL+FaN9MuWXja11K6RgX5STp3CqZc5dNL/kIy8+uFPT74eefbN70fvfjvx4Ifpx3fWxl5sTb0hn+yqOVT4xiLpeId4tM3FwT1amZpDxe6sSMho2unu3ZERBnw/atHIaTj83pqQgFAxiSYhU8elKuh4EG21y3g2KVdBx3MxJ2zUEQd9TDvdpRxv83EwERGpYZMP5id+GBnB7qw4FQIBHs7HwdioAz2PIiLCdVzy4cLk4cIkA3VIPt3B7K5RTvdIp7unGwt7izMrE6/HHt15fe/78af3x57cG3ty7/mdbwEEtxemF8dfzbx6QjjdP1pfXBh7ebA6vzj+au7t8413ExvvJtZmxg5W53cWZ063VhC768cbSyeby3vL7w5W59EHW+iDrYPV+dOtlcO1hf2VuYWx1xvz03urC/C9zaP15ZPNVfjmGmZ/k4E+5eCRTAxMwiQreQwJmyLlUPk0PAV9QkHDDjeWt5fegePB+tLKzPjO8tzKzPj8+OuJF4/Hnj18fu+H5/d+mHjxeOzJg/t//urtowczr569ffRg/OnDpz9+/+r+TxPPnsy9fbk6M7Uw8Wb82ZPV2YnZN68mXz6ZefVkbfbt7JvHUy8fzI0+XRh//u7tk8WJF+vvRhF7q5vz41sLExtzY3srM8ebC/urs1vzU1vzU0sTr3eXZg/XFt48/Onpj3+eH32xNPF6dXp09vXTtZmxhbGXW/NT+ytzh2sL4DbY9ipse3V/Ze5gdX57YXp58s3m3OTh2sLGuwkAYnAzYncdd7yLO93j0/AcMkbMIuukPJ2UZ1FL/hGaoBedVuI2KoCAttG34tTLfkNGjhanjhanqCc7DPg+5XibfLTFRh2xUUfE4y307gp6dwW2MY/ZWyWf7ghISBEFHdDLKxFP0mEAhJV63G+VcBR0PAO+D2wAYIwKCQjkxgIDvm+VcPQ8mlnEsojZeh5NzSKpWSSjgCHAw0Hjqlc//FHDJlNPdnZnR3G7q3zssZFPVTHxsNUZyvG2Ry3mYU/RW0vkk130zur23PjhyuzKxOv9pVnM/ubMi0djT+7Nj74Ye3LvzcOfVqdHjzeWliZef/+7kdcPfkTubbx5+NPYk3sTzx68fvDjuzfP1mbGjtcWNmbGduanduanENurGzNjiO1V3OE2Zn8Td7h9tDqP2d/kEdEcPFJCJ3KIaArylAg7Wp8d35qfQu9tcPBIIQkrZ5CNIq5FzndppS6DPOw0+K0ao5xnlPPAvCU2CU3DwsioY/TRNvpoG7a7htjfwJ7szo+/fPngB8C1A3V5IKzLwKPmx1+uTo9Pv3w8+fzx9sL0/OirncWZ442VzbnJg9VFxO760foyan8TubOyPTe+NvV6c3Z0c3Z0f2l6Y+bt0tjz3YXJ7bnx47U57MHG5uwoFXEgYxJlTKKYhuMRkXIWiYE+Plmf31ucwh1uwreWduYnTjcWVidfHa/N7S1OwbeWSKe7HDyciTlh42ASOp5PQvGISAb6mIOHUxEHdNQR4XibcLxNRx1hDzZwh5sCMlpAwyp4VJ2E7dBJQw59zGPORT2FuK+Y8LeysXYu3ikku8UU6LoAWtn1SuleKfXvpVtM/lPpFBKdQmKEAd9nIg7AjiylYNioI+zOCgt5iNxeQm4v4Q7WKbBdJvoIHInHW3IajoU8PFyYlFGxLqXQp5UCN8gkZDrk/FYqlHQYFHQ85DbrebTTlVmHnM/FnIiISC7mhIs5YcD3edhTDZtMO901ChjorSXM9nLCrhcSEHTYnp5H07KJOg4p5dSTjzbG7n3r00pBRxYZnUBHHGIPNpA7KysTr1cn32APtrbnJneXZk82l0Hbrf2VOcLp/v7K3Ojju0sTr1/c/W765eOj9cWlidfrs+OI3XX0wdba1Nu510/Xp0cXR18cLL9bnXyzuzC9vzS7uzAN31rZXZhG7a6TTvcZ6FMZkyyk4Lh4DJ9CoCCP95bfHa7M6YRsLY/p0SoyPns56oO8tmLU287F8zFvIe6NuAwug9wgF8i4NBmXJmaRhQwih4zhUXG40z06Dk5GHRMRhwfrC+9Gn6/Ojo09uz/16jHudI9DxixNvQFKa2Xq7d7yu413E2DKAhV1gj/Zo6JOsEc7p1srAKYn6/Nk2N7hyuz+0vTx2tzB8gz2YAN/tEU63SWd7nIJCAEZbZHz/SaVVSFQcihSBoEM28MdbpJOd9F7a7jDza13YxT4Phm2R0cdEU920HtrDPSxUcJRcakGMRu0QTaI2TwiEr23JmeRNHw6n4SSMghqHk1MwynYZA2fbleJnHoZaACdi3oq6VC3ArUKCTB6qVdKA4yCMsx+GRpUoGE1M6xmBhXoH6RfTv+GjEjIaLApCwkINYskIiLJpzvE4y3s/hoNsY/dX6PAdoVkFBcPY6KPDCKmUcCQ03A6LtUq4chpOAkZfbgwOXbvWzpsD7E+D1+bA168Tcr1aaURs7qbjSUdBi2HIiGjtRwK8KgI++ss5CFud3Xl7VPiwYaYhBKTUDIqlo+D+bViHYfEhO9aRAz42tybn75mwPelFAwTdSyh4oQkNOV0j4E+hW0uI3fWOHjk6dbK/socfGcNtb+5vTAN214lwQ9Xp0enXjxaGHv59tGdNw9/mh99sbf8Dr6ztjk3ufVuYn3y7fLoS/TOOuX0gHC4g95ZR22vHa/MI7dWkVurJ6sL71483poZ31+Y2V+a3Zmf2l+aPV5bWB5/hdxapZweMBGHLqXIqRCGLdp6KlhPh7JBh00pcKhFca857rV4TEqbRuwyyB06qVMvA0UyUjaJR0ELaFiNiKkS0FkEOIeEPN1emht7NvHi/rvRp/Pjz6dfP3o3+nTq5YOjjfntxUnYzjKfhGKgj9k4GBsHQ+6snKzPU+D7NOQhl4CQ0PFUxMH23DhyZ4WKOEDurIDrPCKSiTmhwPfVPJqCTWaijtmYU9LxjoiMERBRxKNtwuEW/mCTcrpHPtkln+zSEYdU2D5ic4lwuCVnEH1GhVMjdmklXoPcquBbFXweEWGR87QCuoiK0QkZRglbziJy8DABGRWx62JOQ8Suy4WcpZi3mYn0SqlaKtgtJj8j7JfEzS1FbliBhpXUoJz8D8mIgo4XEZHUkx0RESkmoaQUjJZPk9Cw+MMNDu6UdLINMMrFw5Rskkcn1QuYIjJGL2AqmCQO+oSPg1NPdmee3N2aeiMhY46WZ0fvf7828YZPwohpBJtcFLZoW6nQVTX7oVn80CyCISfdbOwvnWo57NZyKAo6PmJWq1kk0HNFRSfgd5d3Z17LqWgdl4rcWCDsr5+uzLIxpzT4AXpnlYOF8QlINg7GwSIIx7tcAoqMOELtriN2149W5w/XFg5X5hbGXm7Oju8tv5t9+fjZT99MPr0/9eLR5uz49twkZndj5904cmuVjTklHe/hDzaJR7s0+AHhcIdwuEU43CGf7NJODohH20cLsweLs1vvJrbnJtenR1VcupxB3l+YgW8sUo53KMc7xINNPhEhpmK0fJqAjBJR0H6TshTz6SRsCYuIO9lm4mEE2O7y1CutmOU2KiwqoU7C1opZoGOyXSsB4wZMCr6MQwYDXgiwXRrmGH24gdpdZWJOJHQ8Bw/nEhCk010ybI+Dh9tVIp2QISCiBGSUhIrD7K/tzk1Q4XtM1LGUjhNTsDwCXErDmyRsNYfKwZ1aZFydgK5hk/VChoSM5uJhSgaBjT3hYU8ZqEM+DsZEH1GOtzm4Uz4ORjrZFlHQDpXQqRa5tRK/UZELObMBe8JtcmslAbPKq5eZZVwZkyCmYamIfQ4e5jXIs0EH6P0NNuhhNdMvp7vFZK+UGn7Rn/mXJM4/B+KwkvoNGTGKWSzM8fHqLOFok448oML3iMdbxOMtDu6UiT5ScykCEpKG2BdTMWouRS9iBS26442Vu1+NbMyM4fa3kFurIgJGQsJRTo/0Aq5RLBLSKCQEfHd1eXNhUcHjOjUyDhbGQp/IGUSDkBUya4witl7ANIk5IbPmf/zt/X+/6v3crev4DBmd4NFJNWwyE3FAh+055Hw6bC9sUjnkfNjqOyWDwMOeqpjEhF0ftWhwB+sny7OIzaXDpRnY5iJya/l4bQ69s4o73ETvrK5Pv9l5N767MLnw+snzH/+0MfVm5sWDg8VpKmz/eOUdfHOBDttno44oxzsM+D4fBxcSEDIqTkrBkA636LA9CRHNRh0R9zaOl2aoiCP4ztrpxpJFLiSd7p9uLEnoeOLRNgcLE5LQPDxCx2eYJVyLlCchYxRMkkMtZuNguMNN5M4KfGuJijiAbS4ujj7bnhtnYk7sKpGMSVRxqZDfDjpih23agFkVdxnjLmPYps2HXbmQ029SJlxGt1ZilfNkDDwTfcQjwJ1qkVXOM4pZeiFNzSLJmTiziKXlU8QklIqJ17DJGjaRjTpSswg2KdcooHExJ1zMkZqNcyo5ZiFVRDpVM7ECwrEAd8RG72G35zmYfS56X0A4VjEwajZOy8YrGGg+7kRKQXExR/i9FR2XbFfycj5LNmDN+60ZvyVu07m1EoOIqRPQDSKmjIHP+G3tbBTkF89yMTBwAdQj9X+BKTi55R7dEjuvGnlATvqH+qUvyR4A3CMBk1JCwzLRR6STbQkNKySjRBS0iIImnWzjDzdYmGPcwTqPANcJ6AoWkYk5WRx/8+j7bx999/Wz77/ZnJ7g4TFM+CkDdqLn84VkEnJ7W8ZhY45PvhoZ+cPICAGFYmGQGi5NSsPrBUyjiL2/MEU+2T1aniWf7G5Ov5UziHGH0Srjm8Qco4idcltKIVcrFYpZtb1cvBBw5P3281K6m40Vg852OnxTz9divk4mCmoNJGT08co71PYKA3kEW19goU/oiEMG8kjOICI2l1bHX7766c8vf/yaeLR9ujbPwcI4WBjxeEtEQQOTg3a6C6prpBSMkkEQEhBCHFxCRMnIGA2TpKThGfB9xPby8doC7nB7fXp0Y2ZsfXp0d2HSLOOZxBwhCa1kkX16RUCvMPAZ6+Mv0VvLQhIa6Dwpg3CyPq/iUp0aycn6/NrU6/2laQp8f+LJnY2Zt2TYHp+EsqtEkM+aDdhDFnU14a+nghm/DfJZyzEvyC03oXDMofcbFT6DPGzVaHhUJQMnIsKlFJSBT3XIuUYBzSHnqph4ORUtJSN1HJJDxnEpeAYexSSgKelYPZfo1/ItIoqYeGwVU/VcvJR8ykJsCfGHNglNToVz0btyKlyIP+Rj9/VcollIV9KxGhbBKmaaRQwlA2fgU2NWdcZjGhYT9bi/kQhAPmvMoS9FPQmXMeO35UNOkAPvFhKX9Vy/lAIkz24hccs6AsfbKg+QGP+y+f2v1X18hul1s9DORjv5eDHidqiE+ZCzngqGrZqYQ2+RcXkEuJpLEVMxEhqWCt9zaiS4492fvhqZe/Ucd7DLxSFFZBzxaBe7t2mTS8RU0pt7d78dGVmff0fB4f74u5F7P3z74OvfKVlkr06u4dKEJDRic0lARPHwCCbqeGPqzes73+gFTBmdsDr+cubZfcTmEm53lYM+psP2hASEWyWSUjAKOt4h54N+AuWwO+OxVCIeyG1up8NnUKSbT5YiXrtCqGSRLVKeTS6Q0vCEw631ydfPv//jxKOfEJtLLPQJbH0Bu7euFzCRGwugGREdtqdkEKwSDgiiSYgoA5emoOJEeISCilMziHoO1cCn0+AH8I1F+MYiFbZPONzamHoz/fSemkNNuswCIkrPo3vUEgkZg99b355+SzrcUrLIm9Nvl94+23k3ToXtY/fWOVgYYnPpYHHaJObI6ATs3jpsfWF59Dl8Y1HBJEloWLdWomSTiMdbcacB0MrOcjHANevk48Cwa2Ui7Wy0lgzUYp6kQ+dU8MwihpZD4mKOKMebIiJcTIQraBizkG6Xsu1StpgI13PJTjk3oBPZpUwlHa1iYCwimpFPtohoQHQcgpaNt4rpDhnLrxWGjVK7lBkyyKxiplPOzbiNeb816dA55HxgDToVgrhNV416AYG4mvDfModuKZq9YvLDWRnUeDah8KCcft8uAahdNwvgTvC9AM/z/Fea3v0jTEGJc7eQuGkV/zpoAFLzVSN/3SzctIqlqAcw80tRj1MtumwUxDTC978buffV7zZnx6U0Iv5gm09A2+QiLY/97uWz70dGvv/9yMbcu+3lxa9GRn780x/m3zwTEFEGIUtMwdLgB6jtFezeupiCxe6tz796/MPIiJpDNYrYK2MvZp8/oMEPFHS8UcAwCZkyKtYiZjMRB7DVd3IaDrO9fLgwSdhf13GpdhnPqRAUg86s11oIuc+y8etG8VOn1i+mr+oFyGvj4RFSGh7y2owiNg1+wMXBuTi4mkO1SHnkoy3c7qpVwrFJuSomUc+jWcRsBR2vZZH1HOrtUUbGyClYDZOk59FtcgEPCwNAR2wuUWH7QHlruDQ9jx7QK9ioYx2Xtjn5Gr21zEQd/zQysvjm6fyrxyz0CRN1fLI6x0KfHCxO2xVCyuneweL01swoE3WsYlMsUp6EhpXScXImgXSyDd9csCn4Gb8N1JrfmnRXjXwTCgNf5H0jd15KdjLhbjZSCNj8OomEjFQycGYhPaiXWsVMHYdk5FO1bKKBR/GoBCYBBcDRq+bbpUwASqecraCh5FSkWUiNmuUJmypqlocMEpeCYxLQANCTdm3MqobcxmYymPfbnQqBjku1SblqFskgYtZTweEXk5VuS+QB+G4VKsAugONtU5LLeu6mVQRMefAdf62w/t9gCs5amUgjHQK1owDFgOAMmHiAL3LVyA+rWSriaHV69MVP3xyuzNaToZTbAnxJ3P7WysTr1YnRsWcPH373zdcjI1+NjPx5ZGRvcYZPQMoZRAbyaG9+8njlnYiMWR1/ebQ8O/Hop6ff/kFARLExp4jNpe3ZMSEJTTneZiEPjQIGQBIbdaRkEJiIA8L+ukXM5qCPnQpB0KCgnuxsT79ZG3u+PTvGxpzaFcKzbNyjlRVC7ptm6ape+NSp/d8fziNW3eb026Pl2c3ptxwsDL2zSthfZyIOnDK+XcK1itgOKU+Ig9NPduUUrJyCVVJxcjJGRcNbBEyLgKlmEOUUrIiIlFOwCjp+793Y5MMf1sdf6nl0l1JkFrElJJwAh2LCj1mIEybqdHn05YvvvkKsLwjwCOTGImF/g3iwSTvds8v4DPgBfG1++vGd6cd3gN4VEpACPMLApwOqQ9JhIB5s8LCnVgnHrRJlPJa8314Kud43Cu8bhatqtpOJNpPBQSH+qV28qWc/tgo/n5Wua5nrWuaqCvVz0XYqELeqUw5d1mMqBe1Zjynt1HtUAr9W7JBxHDKOnksWf6F3g3opiKsoaBgVAyejoKRkpE8tiVu0SZs+bFCGTaqQUdnJRAeF5PtG4aaeD+gVahZZRifw8AirjA95be8bhUYiENDLz6BIKxUqh93NZHBYTF1WMte13LCY6mSi/XwCTLe7qmZBCV07Gz3LxYDZ2v71KU63jtfIbeEHQPdVI98vpb48guUCTm7apX+57FydlWup0KCS+XhWPa9kzRIu8WhbwaRwcUjc4fbR+vLS1Ojk66dvnjycevX0wde/4xOQYgoWYFFMwdrkAipsH7e/Mfbgh925iaPl2cnHdwiHW0fLs1wcnHy0peVQGPB9m5RrFrHEJJSQgGAiDhxyvoZNtko4VgmHjTranHwFW33HQR9TYfvIrWUG8khExmxMvbFIeSGzJmhSe3XyuMNoVwilNLxDKRKRMQomSc2lfGYakNBM2L5DyruuZEN6hYpOqITcWbfFJmLbxRwTjy7CwRUUrJSIUtEJMjJGQcV5VWKPUsREHLz56c/j97+vRn1Bg9Kjki29erYx/uZwfsYqE2J2N34YGcHvrSM3FnlYGH5vfWvqjYHP0LApEjIGvbX87tl9CRmjZBAZ8AO3ShyzalNOYznsznqtzWSwmQzWYr5y2B00KOI2nUct1vNoKaexnQ5/apc/NIvXtdz7Ru6ykq7FPJ1M+KoKfWoX3zdyf+/X/tug/qGRuygl/96r/uuw8XO7+LGZ/9DIva9nPzRyN7UMwDHkMkAuQ8KmcSv5VjFTzyVr2USTgKbnknUcUkAnKfjsboXQLGBaReyQUenXyewynlcjiZjVkNuc89lVTBIXB59/9ZiBPEq6zHGbrhx2p5zGhF3fzcbATthOh/9tfMMvJ2CqLdglznIxoMs8ppoAACAASURBVAf7pdRZLgZ27N+CKbAYALUeIPUsF7vVt71iEpQugXtAVuCyXfzQqfTLaWAv94rJcsx7VS+cV7LVZDAX8YXsRqWAqZMKpByqjElsZ2IOpUhKw8voBJtcgD/YtMr43XwSuDtKFlnDpUFem0crIx3veHRSn0GOP9zg4mEujdihEkrpOA2PGjSr1FxK2KpRsIg7c2NWOU/FIUvpOK9epuZS7EoBFb439vD7w+VpLh5GRx5w8TAhGYXaWRZR0AISUsOjBkzKtNeS89naqYCGRQgZZIN8rJX0VyMul4L313bpUyOftuu8SoFDwraLWWG9TMciahj4qFER0kltEpaaQQT6lbS/EbPq1CwyA3Y0euf770ZGFt88D5kNxKPdpddPSIebIOsGzN+gQSGn4fw6mZCA2Jl5+/hPIyGj8v/5MPzULt/U839pVz4283/tlN/XswBGIYPMreS7FDyfRuRRCbRsYtgoj5qVraS/mwmfQSGHnMvFHCkZOKOAVgzas15z3m/Nes3npeRNLXNeTFxXoesq9KlVeF/PDvKxm1rmfT37vp69qqQ/NHJ/7ZTBDcWAbViIf2zmG3FvMWArBmxJu9Yp45v4DAEWxkEe0WF7LqVQx6W6lEK/Tm4Rc9wqMWx17ruRkbWJV8COEpNQcgrWKeMbeXQTnxE1qe0SbsKq66QjlZC7C0U/NUvva/mrcuZDvXBTz4OGD5+61fft0q1JAGzW34IpQCSA47ACNdIhANMvXTBgeQBQntey9WzkLB9vZiK9YhLUPL1vly5r+Ztm6bJRuGmXP/Trn4bNv132PvTrF/X8Vb0wKEGXtfxZNp4PukRkjJSGD5k1nVyiX0z79AqbXFAMe/JBl1HE3n43quXT1FwKFw/L+G3FiFvFITPRRwISUkLDxhx6EMH9cFY2Sdhbs28jNm3Gb0u4jPuLk6sTL3QCesSmlTHwoL6AdLKN3l05WJqiIfZBvtch4xj5VIeM41by9VyylIx0yDhiIlyMh8VMyqhRYRHQ+5nI//thUA7YzXyaioZ1SNhWIUNGQvLQJ1ISWsemmPgM8tH2xsSrH0ZG7o6MTDy6uzr+mo1BorbXyEfb29NvtqZe83EwOmxPwyY75Hw9j2aVcECXY5uU+/d+46IM9XLxTiZaj3mSdm0paI9ZVEo6VkJCGHgUq5hpFtJNApqEhGAj91UMHBd9KCLAtGwi5DaWQg6Xkm8S0u0yjlslEJMQxIM1FRMfs6rTTn1AJwkb5TmvuRZ1532WDhQ6LyZqUfd1FTovJi5KyUE+9q/Dxsdm/qKUBBoXwPeilOxlI+Wgqxx0Zd0Wu4Sr5VA8arFHLQ7o5V6N1CLmTD++89PIyP7ClFMlBnrHoxS55AI1gygmIIU4uIKKs0u4DinPJuZYhCwjj+7XSPNeW8puSDuM56V00mEwilkRmxbYk8CXum2Z/1sw/Q/JoJq6lS//1+fy5WKymYk0M5GzUrJfy/ZrmX45DWpKAejBbb1iMh9y1pIBUIsSsWljDv2gnC5G3H6jgo09YaKPHCqhSyNmYY7RuytWOU9MxdCRB5i9VTEVYxSz9hcnF98+ocB26cgDo5hlkrAPl6dVHLKQjGKgDvcWJlA7y2zsCelkm3C0SUPsb82+BXMutWyihkWQkBAWEcMspBt4FDZy3ySg0U62pGSkgoKWEOBGLiXvMQ+y0VbcJ8QeWQRUI5fCRR6ICDAZBWXk0R1S3ovvvlp+83Rz4i1xf5uOOBaSsOSTQx4epWFTdGzKztSbjbEXqPUF0PcgpFcEdfKEVVfw2f+vy+7HRrEScl8U0+1k6Dwf76SCcbMqqJWY+TQNA++ScZ1SjpKKUVDQajpOTkZJCHA5GaWgoJV0rJZDMosYgO6YsGtNQrqMis54TCmnnonYAw6+hIQASxF8R5eCZxUziwHbWTpYDjm6mXDeZyn4rWfp4GU51c9Fh4X4TS1zVUlfllM31dyHeuFjo/ixUXzfKHxql89L6Y+t0qCQjNt0Wg41oFecZeMZn13HZxiELJ9a4teK7VK2nkuWUVAKGsYqZlpEDD2XbBLQtGwiF32oZuJdCp5Tzi0EbAm73qESpr2WlMccsWmB735bffRfAdNBOd0pJMCUx04h0S+nh1+0OvtyuQC8Aq/wplUEnmwnH6+ngu/bpZBFnQ85swG7ikPOh5yNdKhfSqW9lqBZZZZyKLDdo5WZ49VZHgE+rEAqDlnDozLRR2GrRi9krE+9gm3M84kIBYsYc+idalHEpq0lAyIKOuk2GcUsk5BeCtrNQrqUjDTwKG4l36sWKmgYk4AmJSN1LKKUiNCzSWo6ziFhd9OhZswbMUjlZBQTvislIzUsQkivqEd9HPQJemuZg4JpWDQpjUhHHNPgR7j9LRERJadgpSQ0F3WMWJ1TUHFhg1KER1hFbJdcoOdQxQSkAAuTktACLIyLOpaRkGY+zcAhq+k4q5BhFTIsArqORTRwyHo2ySnl6FhEE48qJ6Pccp5PI7JKWGYRQ8+juFUCGRXNgO+GjPJ63Jt06NQsgp5LjpgUOa85YlL4NKK8z+JVC/1acUAn0bAIwAy1iplyKlpGQem55FrU/ZezUivpr8c8l+XU+3r2upK9KKY/1Av9bLyVCoF84XUt97FVuqnn/2XQ+h9/ub5pli6quW4+2cpEburZXjZSi7ohlyFqViZsmqhZCUBp5FONfKqOQ5JT0XYpO2ZROeRcPhEhZxJsCn4u6AA1c7fa9D8Tpv9zFgsaVqBhOTMsZ84r2V4h9UtnyRSovDuvpm+jKl9mzIYVCAQmQIQCBBlANG5YgYDVAeyQf7log9V21cj/pV//uVdrQuFGOvTfr7t/6dcvatl/ver0SylQfTWsQPVUsJOP/9yrgW4X180C6CHcLSSAVdRMBhuJQMZjMfDpgBMzLKY0bLKUhNayyBomSU7B0k92TXyGXcLVc8kaFsEmYTnl3JRD55ILMh6LjIoFezoLeUg63OKgTzjoE8L+Bvlkl4uD83Ew8tEWMEZDRqVVwrHLeBYx2yrhKBkEFvIQEH0Y8P2dmbfwtTkpCa2g4viYUz2HGtDKrCK2gUuzitgqOkHDJIE4ropOUNEJBi5NSkJLyEg1iyAkwBR0rISMFJMQZhGDhdznoA68aqFdynbKuTIKquC3ViOuYSEOrM9BPhYyyIJ6qUPGAUgFy9ImYVlEDKuY6VUL41b1+3p2WIgD/fqpVfj5rHRRTg0K8Zt69qaeB/Pnh8VUOxv9cFbu5OMXtez7Rm5QiF9W0mAs7cdW4aoKnUGhXi7aTPo7mXA7HexmI/18rB73ttPBhMvIxp6YpZzzaua2wPg3uuD8J8O0X0z3CqnB5y0eGpSTvWK8X0oA4/U2ePbl1g+WEUivfR5kWki0s9Evu6iWY97zagZ4go10CHw3cPKpWx3+UqQ6KKfB0vzYqYAABfg4kIsDAefLeu7DWbmVCjWTwX8ZNM9L6ahFIyIicz6bUcBgwQ9UdIKEiFJQcVYRW8siUw63RHiEiABTMnBho/wMCrXT4bBJtTb2/PWPf4KtvhMRkSmnSUEnhIyqatQ3KEEpt0XJIIiISDWLFDQoTEKmnIYDkTW3SqTjUkH0UUxCgUIGDvpYx6ZIiCgpCS0mILUsslnANPLoThlfz6HKKVglDQ90sIKKkxBRGibJImaahHQREW6TsnM+i45Lxu+tsFEHBh7FLmUb+VSLiIHfXZZT0S4Fz63k+zSinNec9ZgybmMpaI+YFC4FD1jDaaeejz0W4k9BkFVCQriVfCOfGtRL3Uq+TcKqxTx/6ZQvyqkzKNTLxS8rmatq9n3jc6db8Du+b+QAKIfFRC8XHRTiw2ICyMdW4bqWualnr6rQsJi4rmXOS8nrZuH2xwWRpeEvudP/TJieV9P/AFAg3XxyWP48z+Sykr6qQhflVD8f+zWYggU0KKebUBik0cAVkBEG0AShii/L/AfldD0VBLG3ViYCohPAwAX2zS1GgZIGahv0XwE3tDIR8FJ6xSQwNsoxbzHijpjVNik35TQmHYZuNlYKuRxyfsyqzXgsTShcCDja2ejfhk3Q5eXnXq0c8xbCrozHouNS3SpR0KBI2PVSCkZIQIAO8SD8qeNSQR2OlkNRMYlmEUtBxwvwcBbyEL21JMDDVXSCnkOVktASIkpMQFqELJuYIyWhRXiEQ8orB11xi1bPoerYFKeMX/Q72ungh2YeQOeqChWDdqeCB7mN7VRgWIhXws5iwFaPeUIGGciaGvlkI59skzCsYvpt/smr5uu5RAUNxYRvC/HHHhUvoBO5lVyXghPUi1MOjU3CIB2s7L57FTJJr+vpmE0Z0Evb6WArFehkwoNyMu019UuJ62auW/g82PuWPnJeTbcyoetm7ryavqhBFzUIlLODK+CXHZTTtWSgX0p97FTa2eiXXXD+Z7B9zlH9Kkx/vYde+nYr/weYnleyl7U8gOl1LXNZSffzsV/b9G8fF0AK+FjAuwJa9rpZALkGEMG9VbpA3d42rQDXb+O7180CuBkE126zzEDdghPQSghoX2BsXNSyF2XoogwVg84zKHJZyQwKyb/16he1bCsTKcW8KY+5GHEHTEq7UuDSiCGfFTx/IxEoh92tVEjHpep5NKdCoGGTAe9bwyYb+PTbQH3Wa835bIWAI2HXezUSDvoYFIqhNxYZp3sOKc+jFMkpWABHi5ClYZLMAqZDyjNwaSG9Im7RelXis1T4DAqdl5LnpeSgEL+uZT408+8buU/tYi8b+dQq/NwuXlchECu9qqQhl8EuZYK0k0vB8WuFVjE9oBP5NALE2vTp8gRqY/bV9yMM2JaEBFMzsXYpM6ATBfVim4ThUfEgjz5kkub8JsijTzp0rVSgmfSXQo4mFAyY5HGnblBOnuUi183cZT1z1ciCkw9nxfftwnUz1yvGu4XYRQ26rGfA7goUHEif3nZ4Bj/3r8HvPxGmuWE5NyhlzyvZq2ruqpq9qkJXVeiymjwvJYe/4kLdtIqtTOSili1FPZW4D9T13wZoQS0/UK79Ugrs2iDDBjRiKeoZVqD/ft3966ABJgGBtuu3kAVrAPQQBpsUuAKYZoMKBMjhvVIKvCPwst63S2BlD257uhdT/Vq2mgzEXUafUQHomBG7DkSL29mo36gIGeUpp74cdg6Ln42TasKfcBmDZtXtSgMPCRYk+F5/HTTa2WgjESgEHComEZANWMhDNYukYZPFJJSIiFTQ8U6FIO0ylcNuyG3+2Cr9vV9738hdVaEPzfxlJd3JhPv52Hkp+bGZB7En4LBflJJXlXTKobOIaC4Fy8gnWsVUv5avZWP9Wn7YKD5ZGj1efEvYW0CsTbIQW2LisUVEAX/1qDgyCkxGgXk0XLea41RyEg415NFXoo6M1xAwiNNeQ8KlldDQeiEtateErSq3VuTVS/xGmV3JC5jkZ7nIsJJqpAP9UuIsF+nkozetPChqBwAA7/y2h8j/RpieVzNfatOLamFYzlyUM9e13HUtd1FOXZRTV1Vo8CsBqW4hUU8Fz6uZUtST9lpKUU/Ioq7EfZ18/GOncpaLefWyW114Wc/lQ86k21RPBYGaLIRdOgEdcCIdKn7KaewWYh+aRQDlq0b+fbv0sVMBhumXyeXrZuG8lh2U05eNPKDuAjIE6N82KKeBsXFRyzah8EU9N6hkuhVo2Mj3a5nrVun9WfmmXb5pl84rWWBm9YrJbjbWy0V7uXjcaQCBjl4p1cpGr5oFYFfcWjuX9VwnE72sZP7Sqd7U81fV7Kd2+WOrVI/7IbdZTsNJKRijgKFmkUDYFehjMAmRj4OxUUcpp/4MCv18VvrULl5VIZA1valnmwlfBwqB8H43Ewb5ArC5mwQki4hiFpKNfKKRTwZEE7eSq6Sj5VSkRUTTsHAyCkzHwSXtyoRNpecSnXK2R8XzqHhpp9YmYYDsv55PUrNxGg5eRDrtl2KDctwsZZkkTLuSZ+BTxSSEiolXMnBCAswooEUtKshtBDSugEnu0oirCT8wvYDuAHYaaI/Xycf/zYysQOeV7Hk1A46/CtNfB+hvSuW3Zpf9008BWd1uIRG168inO/mQs5rwF8Kus1zMLOVkA/ZuIVGJ+0pRTyMdyvht2YAd8lk/dau1ZMAkYesEdOLx1tHiBBu9p+OQXCquRyVIuwy1mMel5IOsDKBogLDfGRQ5L6Vv6tleMX4GhTr56Hk13S8lfjlJXTXytwUPgH/eykZ7pXQrm+gUwMCqTK+UbueSg0qmmYm3srFuPjkofX65w3KmV0p3K1CnAnV/kX4Z6pehQQm6qOYuK9nzEjTMp/rZRBeKdVPRs1RkkEsMCsmLMlSNep0KgZZDMYsYNilbwyZy0IdC/GnYKI9b1R6VgH66TT7aYKKPUDvLIPQI+awBk/IsF0u4jCYhvRp193LR940c2Po9KoGYeGoXMxxSekAjjBplbjnHrxaZ+TQ9mxQyyEIGmUXE8GlEpZCjDfkjFnnCoTYJ6WoWySykO+Vcl4KXsKhTNq1LxtUycRoWzilnezT8qFXWhrxn+YDPIJZSUHYZB8RodRyCmol1SllqOsavFhR9ZreSXwzYggaFUyG8rOXPK9l+Md0vpgclCMitmjuv5YbV7KCS65ehfjnbK6XB2+4VUr1C6j8Ppv//WkJ/+SmdfByEjYYVqJYMAOCmPGajmGVT8AthVz0VTLpN59VMLRkAkVTg+Lez0aTbVAi7Uh5zyqmP2ZRWCStuV/k0Ioec69OKHXKuhIyUkJHFoD1okPVy8eta7ryUPi+lLyvpT+3iZSV9UU6dV9PdQqxXjHfyn9d3t5DoFBLg2Csmz2vZYTXbysY6heSwmh1Ws71S+iyfuKjnu8VUr5A6r2SHFaibT17Wc1f1QguKdv8dRgFM+8X0oJDq55PdbLwLxc5SkXYy3E6Gh/nkVTU7KCT7+cRVNXsGRdIuU9ymuShD1ag7oJVVI65KyH1dhXIea9Khg3xWk4QZdxoSLn3KY447dTYpN2JWhk2KgF5aDjubSX/WY/KoBAGdxKfi+1T8gEYYMcgLXkvGafIoRTGjJmJU16P+hFVv4jPdCuEZFOlmI61UoJHwxaxau4yfshuMPLqZz1BScVYezS3hBLWSmEmedenjVqVDxioETYNitBJ1KOno0+UpBQ2j4xDUdIyBQ1RRkC4JM+fU6Zk4NR2nZ5OMPHot5v/YrA5K2X4x3SulByWoX4aG5cygkgEvtl/O9iq5QSXXr+YHlVyvkuuXs/1ydljND6v5f4Tp/w6M/lOk3nr6YBcARG5AHQxbNTet4lkuVk34gVPfycdbmcjtjg/c+fNqphL3tbNRv1EWsqjftwuXlUwtGQAbdzsbraeC4J/kQ85C2NXJx7vZWDXqbiW9l9XkWSZwlgmcl+OtVKCfj/XzsXY6OCwmhpXUVRW6amQvK+n37cJVIw+cNhDSAlAGdjDYtfv52KCQvKpCvzAtoME/k8taHshFNfeL5sgAM+mqnL0sZS5Lmfe1wvta4aqcva5kPzZKf+vU/tKuvq/lL0uZyxL0sVH6UC+8b+RuGtDfetWbBnRRTv3rRb0R91bC9mEhmrSrEzaVV80HrlLCokxaVSGdNKCTWEVsp4zvVohUTFItEmglox0o0YESMYvBpRS1UmEQpzuDIv1sopOO5t02j1x0FgtEdQq7gJWxGZImTVAriRjkfq3Yqxba5SyLmCmno1IOjVVM1zCwJh45ohN/qCQu8+GbUuzv7cKnGvT3TuXvncpNNXddy31qV86y8V4p3Smnb4+3S/qsCHUq2X41P2gUzxulQaM4qBW61Vy3UupWSv/HYHr+S9vef0pM7BYSAZMS8lkhn9VnkLu1kota9sNZuRL31ZKBmENfTwXrqWDcaShGPbmQ06mRpH3W80oWWDnAIAZrADhDwK8/y8VAYK8JBRvpQD3lr6f8V9Xsh7MyGCx4Vc32ivF+PjGspPr5RCcfvahBrUyoX0pc1KBhJdUvJXrF+EUNaqUCrVTgupb5+awEXO+benZQiF8U018KUOG3nTR7v/htnXKqU071SqnLSraXS1wUoatqbphPXVayHxuly0r2qpy9quYuitB5CboqZ3u5xFU5Oygku9kIeIZOPtpI+C7KKRBgB+HJi3KqnQ5eVtJnUKiZ9FejbtDjG3KbG4lgKxX26pRn6Xg3n24lo9eN8iAPlSLeQSF1U8+fQdHLSrYW8xcCzve1wnUld5FPnyVDAbWs6LNDdlPSqoOcpoRVZ+DTFXS8kk1ScylCMsogYtqkXAOfGjEpyiFHyqHL+ywpu8GtEEJuSyHg7ORSV/XSoJTvlvOdSr5TK3RqhW692K0Xe41Sr1HqNsvlXLqShyp5qJxL59PxdCwUDXhCXpfP4fA6HSP/NRj990i9pbaAdqcg53T7W97SvMNWTcCkTHnM5Zi3FPWc5WKQz1pLBjr5ONCRAbP6vFmIOM3poANYkBf1/LCabUCRTiH5vlXu5BLABurmk9eNIvgrqB8HgyjamVg7F68nQ51Csl9MDyrQoAR1Col2JlaOefulBIApcFoH5SRASSsTamVC3UIMXPkcNSwmLovJL+WilLwoJc9LyctK+rP3WYfO69BFIzNsZC4an9/MRRm6qGXfNwqX9RxI81xWMufVTDcbG1agYTF1losNi78MOy6nLxv561bxvJYDJfBANw8qmUEl1y9nz2uFXikzrOavW6WrZuGikXnfLoD138rGLqq5XindzsRa2VgnlzivZful1FUjC8h1F9Uc0P0tKHoGRRuJYNpp7Wbj9VjospIthj1WGV/DpxvEbJNcGLDq9TKhjMvQifkqPtuskBikfAWXblVJBFSiis8W0CgWlaJTLjUKuXouX4SgTDKVSiTj0VgkFA74/B6X2+Vw2u12j8fn9fr9/qDfH/R4fA6Hy2y26g0mjdao0RpH/ssw+g9IvS3aAmGaW1/vNiYFrIK/DZsfzspBs0onoFcT/mLEHbKoP3WrrUwkZFGruBSHWhxzW+uZ+Idec1ArdMvZYTXbLab6ZWhQyZxXssNyBrz6dibWzX9uatAtQp/toVL6vJIflKCreuGqXugVUufVTL+YbkLhs2y8lYl0C4lWJjQoJ7uFWCsTGZSTg3K6k48OK9DHTqmeCqa9prNc7LyaPsvFLuuZ89JnaAJ03spt6m5QTQ1r6WEt3a+l+7X0oJq6aoB27yB8mOoWEoNy8qKWHVRT59VMH5Rn/EKb7BYSF/UcqHbvldJgcGYzH+8WoVY+dVaE2oVMv1rslHKDWmnQKF6cFZvF6KCe7ZRT7WKiW0k383Fw0imnWoU4oAeBp2pmIt0K9GHQaBfS/Wr+ql3tlrM3neaHXrtTyl22ap1KvpFP9+ulsMdm12vy6QSUiKdi0ZDPG/R6Ai6X1+mI+v3RYMBtt8VC4VgoHA3HQoGww+b0uPwmo81qc5ttbrPNbbK6TFaP0eI0WtxGi9tk9RhtHpPda7J7DRavxmhXam1yjUlpsCkNtpH/Sox+iVQQh79pFUFZy+12D9QqgCkIkV418h6d1ChmqbkUwtGmWyuxyLj5kDMfcjrUopjTGHLoa5lItwKd13KDSqaZifZKn+sZbur561oO5KN7ufhf+vWM3xZ3Grr55KD8ObvbSoUvylAnE+1mY4NC8qaefd8oXFbSF2UIDGxvZiLA/W9lY/1yelDJdAqJfhkaVjOdQrKeDrVz8WE1M6hk2sXkly7Ub0innO6U051yqldOdIqRXjkxrCUvGpmLRnpQTZ0VwsNauluN9yvJdjHWKcZ61VS/khzW0iCB3st9jk58tpjL6U4uMaxmL+r5TiHdL2d7pUy/nO2UMo1iolGKD1qFXiPXa+SuetVBo9jIx3u17FWnMmjkOxXovFkY1LMXrcJ5u9CsZuoVqJJPNSu5WhGqlzLFTDKbjCaigUjQE/S6YiF/wOMM+N0BvzcSiXg8Po836POH7Q6P3xd2ewIed8Dp8nl9oUAwFgjGnJ6w3RX0+GN2V9jhiZrtIbM9ZLIFTbag0Ro0WPx6s19v9stUNqnaLtc6lXq32ujXmHxac1Bj8Zs8UYM3OvJfjNFbpH6ZOx1WIBD3BiHP4S+8E5B2AmHXD2flcswrY+BBG4GQRQ2qLgNm1dVZ6f1ZBQyUGlQgwIABpQu9XHxQSA6LqUEh2UoFLsopUA3XykQ+nJUHhSTkszaTwfNSuhBwVCKuXibWy0XPC6mbeva8kBoUkiARBR4YJISBhm6mI2f5xHkle17L9YvpbjE1rGbPm4VOBTqrQrfHW+nXsr1qplfN3MK0W0ydlVLdYrJdjPXKiV41NaylB3WoX0v3qqlBHWqVYu1iolNNd8qpQTPXKiV6VWhQgS5q2WE10y0mwTjCTinTq+QGtUKnlGkVM+1StlXI9WuV82a9V690m9V2o9hulNuNcqtealQLnUalVsw2ytlcKlJIRfLJMBT1R30Ov8MQ8TvjEa/XY3c5LS631WE32ewml9Nqd5jtdqvH57bb7XqjweFw2J0Ou8Pl8wc9gbAvGDPb3G5f2O7yO9wBmzNgtnktTr/J7jVafU5vzOwK2bxRqyfi8Cct7qjJETHYQlqzX6l3yzQOicohUlg0poDWHNRaQzpb2OCImlxxiztt8aWs4aw5Ao38BpLOq5l/yyX+syLA/+hG/78sIIMFkunA8QLkVKucZ1PwnVphKxOpJrzFiPu6mavFfPW4d1CIg/23l40M8jHAaR8U4tfNwlWzWE+H27m4ik3BHmz4DUrATHvfLl2UM518/BKEmbLxQSF5U8/387HLSrqbjQB+UDcbu6nnB4Vkr5gcFFL9Yvr8ixBgt5LuVNPNfKxZjLeLiWEj1ymn6tlIIeKupYKlmLeWCl7Uc/1yupWJDKuZXjXTqWQ7pUyrmG4X0mflTK+WHzZL3WquU8t1q4VOrdCrFYHDcSudaqlTLbWqxWal0KwUG+VCu15r1aqNSrVWnmU9+gAAIABJREFUKlcKxVIun8vkc5l8Mp4KByNup89msZuNFoPOqFNq1TKVQaPVqzV6pdqg0pi1eqfZ6ne6g16Px233eB3+gDsQ8gZD3kDI7/d7vX5POBrxh0P+QMjtD3i8QZfvs0RjqUAw6vQGbC6v3e1zePwOd8Du8t/u4GaHz+L0W5x+qytgdYacgYTDn7R54xZ31OgIaS0+lcGj0Ds1Fr/BEbZ6E84g5A5n3eGsM5i1BSBTIK0Ppv8JTL+E4D/A9H8Bqf9ZGL0tXwTGwFUjD5BaS/oCJrmMgZXQ0GYRo5Hw/XxWuqykh8XERTl1WU59bOZBbuZDI9fLxcNWjV0l+tCp5kIum1KYD7vP8om/DJqDEtTNJy+qufNK9rpRvKzl37fK59XMeSn9c7t4VUkPC/FBPjYsxG+quY+t0mUlc1GGLsqZL2VYzgyr2X4t062kB/VsqxCvZyNVKNQuJnpVyGNSmBQ8j0kRtGurUOiyXWwWEq1qsVUrnzWqnWat06y165VmtVKtlBr1aqNerVdr9WqtVqlWy5VKpVKp1ErlarFUKRSruXwZypdS2UISKiTS+WS2HIeK4XjeF0o7PFGzPaC1+LRGl0xmkEh0EpFWLFbLZTqVUq9WGTRqo9Phczl9Hpff5wkGfOFQIBoJJqLhRDgYCoeDkUgkHI2Eo5FgOOTzB72+gNsf8gTCHn/E44+4vCGHO+R0Bq0Or8nmtDo9Tm/AHYh4glF3IOLyR13+qMbs1Fo8BrsfqFJnIOYNpjzhtD0QdwQTrnDKHUm7wpA9kDR7ogZX2OSJmr0xiy9u9Ses/qTFlzB74wZvTOdPav2/CVNgKQJ+HVBg/wdhOqxAX9Z3gyT+eTXzoZkflmLVqDugl3LQhxYxE3IbL8qpT+1iOx3sZKLtdLge99/U8zGrVs0iZfy2cswL+axNKPy3YTPlMcsY+IhN69HLVVyqz6gsx/3tXLwU87X+P97u7Dey684TPF1VbneVa7HclsdyyZZtWWVZlmTJlmXZklLKPZXKPZnJnQySEcEgIxjb3fd93/cl9pVkZsrt6p7unqWBARoYYGYe+g+Yv2YeIjOtcpX7rQb44CBwH24EEF/8zjn3nnOvKcYqM3SUsStPXO0ktDo6v4hm35KHjtp31L6j9x194BoLfc/oetYgdAexN87C3DMTV089Y5gFpsIpPOlbSujphsoloTUZZmFg+3HihKnpRaYXWX6s+5HqRJLpK3ao2KFkR4IZ8IbPai6jOrTqoZKNSC4sOpBgg7wDcHabtdqs1SDNOmEc4VoFVcqwVASFvTZfbLLVOnXcIFotqgmQIEgjCEMQAk3LKMriBEtTAstILCMxtEgSAo4xEIDCIIJAKIriCzBCwAgBwQSMkAjCIAgDwzQEMRBAAwDVgnEIpzGaR2gRInkAZwFSACkRYRWE1VBOx3gDF0xc0EnBIiUTk01ENmDJBAV9ARINSDQQ2QIlExDNFq9/GSDagGgv/alI/fO9KX9qt8roSwuu/jUsvnex6GRxbXXxysnFly565EUFdWhQI5qrVz8By1vIYaG6tXy0sbx9+9rqZxc8nmBbR/Wd1Uihc5PbvHW5XVwT4WOThuqFle271ziwNvB1X6IEuB4qjK8y7dJWceX2MDASXQxkdhTama1Os2iShqPYH8TeIAr6od8P/V7gd323E3hp4Iaul/hx4IWhH3lekCRZFCV+EBmmbfuB6Xq665q+Lzs2r6qCYbGGxzuJ5OeCm9JGiMoOKjuY4mKKj6g+rHig7IKi1xbdNu+0BAeQAlAOFyA5huQYVhJYSRqs32D9OuMds94x7dYYt0Y5DdI6atKNFtUCmBZINdpEA8TbEAliFEZyOMWTjEixEsmIi5ElCOHNBtSqQ+0WAgIYCOEQTIAIuRhutkCqCZBNgAQACoI4BBFgVMRYGeMVXFBxQcd4DRNMQrJJzaeNkNIDUvNxxcVFG+UNhDNgVoNErSUodUY+pqUGq7QFHVEd3PDbgt4S9ZZotESjLZmAbIGKDSsOLFqIaC39qbI3fPbglC9fyPwfLF/9147p8x/wfC3LYgAQq8zi4OJG0ZNBTDcqB+v3sFrxzsUPlz+72ChuE81aYqo6Q4QKlxm8ilYl8GgWqe3imsPBrogi1R2NBHQWPthabpa3WKihMmirXBBImKNwXdVwFHMsO4niLMmTJEvTPEnzOOmEUeYHieVGhuNrpqeYvuRkgtOj9ZQxMsbIBK9PmxmihKDoUVZOmllLcJq8DesRbqaoHuNmjBo+rPqQ4kGKB6peW/ZakgtpIaCFgBa39RjQkraWAFoCqTGihNiX4Gq0QJsZocWoHLRZq46rFVgotZhSg9irgAdVsNbEjtvocRutgUgbIQCCQkgGIRmYoCGcAlCiBWN1AD5uwwBMQRAFwBQAU4sxZROhWijbQtkWyrcxAcBFhJBxWqcYk+YtQjQwUcdEHZNtUvNIPSC0EFN8kLf+gDVBTgcYA2A1kNMAXgF4BRTURR2FJROWTEg0QMmEZAtRHVTzFnDVwxWHlJ2lP9U1//M9qcP/4Stx/7U7/UUd/fIg9fnByeJNk7E9DIzElGd5mJiyJ/PlrdW7Vy83Dorl7c1rn57bXL63eufm/euXq3sb9dJ2vbS9fv/z/c3lUmF9b2eVJuDi7ub2+ooscRgKUxQBAC0UI45ayOJv4K1AtBPJSSnFJVSXNkLKCCkjXiDMmDBj3Exxqw/pPUDtoNYQMQeIOYD0HmIOSG8KG33Sm/LJIzKY4d4EdUYtOYGUoMXrVVI+JKRjRmsJVlt0n8U0BrQY1BNQTwE9hYwM0VNSjyg9oBSPkBxMsFDehFkdYrQWITUw4RhiD1tksYYUKsBWqbmxX9+ttMtHULWBNkC8iVBtnIIoFmE4nBcxTkAYDqQZgKBaBAkQNEDQTYRpwHQDpusI3UCZJsG1SalFyyCnwYKBShauOJTi0arPKD6tuJRs4YIKcwrMKYho4oqDyh4iuQBnLoC8BfEGLJgob6K8QYgGKWikpFOywagWq9m84Qumx+kep3us4TG6S2sOqVi4aGGiDpACSHB/MqaLS0Inmfu4Fz7uhYttK88fVPn/f0zHobG4VvV8Jf/ix3QdZZw6XUfJbPW0l6SOPoi9fuKdDnuTfi6xFEdiPE1dOPfxq6/84JOPP13Z2L52886N5ZW7a5t7R8coK5CSfozS0eDUSIecnchhjzJi1uvQTsZ4PdjMAD2lownq9JpKAruDttkBnF7T6LbMXtsaAu4Y8qdwMEPDMyw+bZm9ttUHrD4WTFFnhLljzB2z0SkdzHFziOp9UM7rTFCjvCrplmG51KKOERakVYDVmpTcICWAMRajT1j0YNEDBBcQ/Lbot3mvzTsgrQKU3CbEBsrVIPqwTRw0sXIDLRw0divNvcNWsQocVMHDY/iojlQb+DHA1EG+hQgQKWOsjnMaxisoLyKcALM8xHAAzQIUA9AsSPEgI7UZqcUqLVZpciogGpBqY2ZA2BFq+KjhY2aAmQGm+4jqorKDiCZA0CBGNlGiiRItnAEpHuF0lDcoxV0gZYeSLUq2aMliJYPnZJGXZFHRFN02ncALk7iT511VMWVJ5zmZpngCZ1CERGASRkgIpUCMWhqFxjBUh4sto8/bQF/cl0t1LlLoSKGfbwX5E0+j/JdiGvzJB1k9u7P3R6z+v6QbmAv9yM0DK/PNbuR0QrsT2v0sSkMvTaLQD7Ik9X1f180gjP0gcoI46fTDrGe4oe4lGCuvbBdJyRT9DqR4jNfjggHj9ZigT7l90h8CWoI5PdwbIXafiOYto9syulh4Agezlj1sueOWO257s5Y7BYMTJH3c9k8a/rzlzRv+vO7N6t7s2J03nGnbGSHBCPHGiDeErR7hj3FniNmDCmHutsVCSyhCShGQi4B8iBp1wqii3DHC1jC+RSuoZBOqRygBLvuI4MG8C3EOwNktxmzSRpPU26TaQvkWSjdg+hgkq238sIke1OHyMXRQax/WwWoTrgNYCyZBjEEJHiUlnDUxxiA4i5FdQQ8lM+R0h1ZMUtIJWSdkHVN0TNFxxcIVi1Bd0vAJ3UM1F1EdVHNxKyCdiPYS0olwK0B0F1SMlqg2ebnBSW1W0G3H8Vw/iPwgMt1AMWxRs0TNYiVtgZN1XtIF2RBkQ5Z0VzdDw0xsJ/fC1A9j1/ctzzUcW7N0SRMZgcYoHMIwAMFBFIcwGMIhGF8aRFru8R1P6kdyL1CGiTrvuic9L7O4zOKGoUo2i1SrNEmMnqv0fXkcKuNIGoXiKBRHgTwK5KEvDX3l2UPUtS8xBq429J+uvRj62vOFbT3f7AdWP3B6odMLvE7gdgK3E3hZ6OWRn0d+FvlZ5D+9KBPHURJ7ge8EoR2GdhiaYWyGsRHFepRxTso4Xcbp0naHcjqU0yOdHun0YDODzQxxOqjbxb0BGYyIaExEU9Qfwd4Y9saQOwKdIWAPAHsA2CPInSzA3vQ5xJ9B/hTyx5A/hfwp7J8sgMEJHJ1B8RkUnoLRKRidAuEJEM7AYEYkMzKeYO6wpcZ10W/wXp1xqqRZo6wG6wJSgGgJZmSE1cHNHDdTystJNyHdjHQzwskxK0WNDNVTzMgIIyfNDqHFIO80CK0G87U23WgTzRbcaCDHTaTeQhsg3oYZAGGPQbKFsgDOt1C2hdIwJVC8TIk6p7qUbPGax8gmq1iC7tKqzhkWpZq0ZlG6S5kebrqo5kKqDUomwKq4aFGKy2g+rXqIqCOizloBKmuUYQueT5tmm2UhjhMcy0mjPEtORqMsCELXyaLQ1jVNki1Nl0VJFiWOYRmKFnlBFiVJEHVZyTynE3iBocksKzAsTTIYSmEojeEMQXIkweEYjcIECiBIC4KbbQxAUABZcgSk4ws9T0ps5unND0dIbb4XKB1PGUTGNHenubu4KTyIjEEgLfR9se/LXV9eLPbp+lrHN56xnhvE3qIX7idePw66SdBNwk4SJoEfhX4UhGEYh2EchGkQpl6Uml6k+5EWRKofql6s+LHkp5Kfsk5MOzHlJpSbPP9fcbcDOX3IHkP2GHSeAtwx4I7b3qTtTVr+pB1MgfAECE/a0SkYnULhH0PDMzQ8g7z5l8H+CeKfwMEMDiZgOIGDGRzMnscU9k8Af972Zm1v1vYmLXfc8oYtb9h2eg0jaWhxQw4bctiUg6YcAHIIqzHjDRhvQHldyuuSbodwcszJMSfH3Q7udki/R4cjJhqT/gC1u7CWQmrcErwaqVUxuYoINZg9alOVBlavw4062GhCjTbShkgApQGcBwkBIIUmxrYJHuM1UjJxQSVEjdEMVrNpVec0k1UNRtFZVacUldF0zrBozUBlDRTklqAAkgapNqq5hOqSioUJJiEajOpQskHJhmA5nGEJhiXZFqupCEuhHM1qoqTLPE2oLC0QmMiQIkOyBCoyJEcQEseqoiCyDI1jJIpgKMwQpCLwEkVIBMYgEImAFIajMIbABElxGE7TjEBSDIYRFEEyBE5jMIfBJs+aPLs0spVYIjoqN/HVgS0vHq7ZdeRhoI9TJ7WlzFVSR44tsZ9YeaD1I7Mfmb3Y7EZGN7Ly2MojJ4u9PPHzOEiTIE2CJIkW4jRxgtAOYjuIzTA2w8QMEzPIjDCTnVhyY8lJBTcV3JR3M97NGDfH3Q7i956D/R7kPQX6PdAbPDNaQPzZlz3NUzCDwjkUzsFoDoQzIJy1g+lT3gT0JovRJBLO0egEjU6w+HRx5DkknC9A0RSMptBCOP8jSDiHgwkcTOBgBPlDKOhj2RQMB1DQR8Mh6g9gt4d5PSoa0fGYikZE0MO8Dhp08ahPJkM2HaN2B9FTWEsQPcWtDmF3cauDGVlLcJqccUyIhzBTBogKgB0B+DGIwwSDEixKCSgj4ZxGiAYh2aTsEKq7QOkuZ4e8EzGmj6sGQDEQwwIUDbMcyvIIy+ACj/IcynOIwKGiiEgSpqiYphG6RegWbTqc43N2KNi+YPuUqhOSwhmWEcSq5UqaTnEsQZGcwEuKyPMsiUI0jhAITKIIhaEEAuMYgqMYx3EURUEIDMIQTlAYRcMIBkEQg0AMBFBQm8Zgjnp6a0GWRZaleYGWJTaN7NNZdzaKB5l1MvCfDP0nfW9pHLjzJBwHbm6ouan1A2cYBV3f7UX+sJMsbo1kaZgmQZqFQeBFURRFURhHYRyFUeJFsRulbpSqrq+6geIF8h9Eoh9Rdkw6MWmnpJ0SzkJOODnmdDGnizk9xO4idhdyuojdB90+GE4Wwfon2QqmUHwG/LFHUHyGRY+w+BSPTheBe+55TBcWJwSDRSc+fR7K53H8I4uTwPEM+hJ4ITqB4xmWneLJCZ6cEMkMj6d4PMbjMRYNiWyCxkM0HGDREI+GRDAgwz4bj5hoSEc9ws8xN0W9FPMzIuxQYZdyOqTZwbQU01JMiyHJbzDmISaXQeYQYeuE0KYEgOYhhsMEiZJUwbAFw+Y1h9Md1vAY0+fsmHViwc+EsMP5GWVHpO1TToAZDiRqNQRrEWQDwyGGxTgB4zlWU2lFpGSJURXeNATL5CyL1nVMlGFOwBSV0HRCVjFRxkV5EW5OM2TDlnVD0VRRlgRBUBRFlgQCR1mWZlmaYRiapmmaJkmSJEmCIhmOZXmOZhmcJCAMRUmCEXhNUxSGciQhNLXYNkLH9G3DUESBpyGwCYENGKhxFJiG2tkkeTJNvphG01SdpepSN87zMM3CtBPnadwJgzTwkyBMg7jjhKkZZGaQ6UGq+Ynip0rYFb1c8LqC1+e8Puf1Ga9H+z3a72FOjjld1O3CXhf2upDXXZRAOBjBwWhRcsBwAoYTMJiBwQyOThYWMWrH88UgDwlO0WeQ4BQJnvfOZ+Az7eipZ534HHlW3hYnf25x8Ol3JadIfIonJ0R8QsQneDRHo9kCEk6ff0ajGRbPF5BkDidzMJ3C6RROp0gyRZIpnpzgyQxPZkQyIZIJEY+IeIRHfTLsk2GfCrt01CODjHBiwo4oN6G9lHYS1ksZN6GdmHIC0vYXaCukjZDRAlr1adUnNR+THZDTm5QMCwYm6oSsc4Ylu77mBarrS5Yj2i5vOYxuk7pFag5lepQd0V4ixF3GT0kvJtwINby2ZLQlA9EsVDJozaJkgzdt2fZk27WD2PR9UTNFzZR0S9ItUTMF1WAUnZY1UpRRlodwCqEoWhQZSWIEUVQVSVNFWRJlQRA4hqE4jmEYCkJghCAbIIJQFMFxME4QDM1JIsXQnMCyLM2wBMdTksgqMqcqvK7wmW/2I3eUxYMkzCM/8mxb12SeQ4A2CjQxsEXDgMoRvdCadYN+aHgK5SnUkuykRtjT/I7i5UY0kPwOa8W822HcXAj7jNej3S7tdim3zwYjzOkR/pjwp4Q3R70Z6j3vaidodAJHJ1B8AiT/RDs6fa4VL5y14jMgfdxOHrWTR+3krJ08aiWP2skjIH6E+meYf/rc87zC0dnTWcuXC2ryNHz/3PN+GY5nSHyKJHM0OUPTEzyaY9EEC2doOEb8CeQPQW8EegMsnmPxdNE+C+IJms6QbIZkEySboekETWdENiXTOZlOqWRKpRMmmbDxiIn7XNRnww4XdqSwo8QdOchY2+NMX3QC0Ql4w2VUi9EMRtEpRaVllZQVWlZpWUNZAWNlnFNIQaMlg1Et3nAF0zPCTA9S3Y80L1QcTzEdSbcE1WA0ndZ1StUJTSd1izI92g1pL2GDjAkzJsxIL0YtHzE93AkZP+XsUHJj0fIlO1AcX7U8zfY0y6U4keNFQZRlRdN0UzcszXI1y5U0XVBkTuAFSVR1RVYlUeRVVbZtU5I5miYxDAHBNgi2EQSCEBjE8TqMIiSDsyxG0YzAi7IkSLxpKIrMKSIjC6TCk6bKRLYcO1LsKIEpRra6WCKoiazAkCyJAfUq1DxmEJBFIQpsyBTqiLRMwYZIayK7hAVD0O6g/gAJBi2rA3kDIpmBzhD0RnAwaVvDxfy3bU/Q8Az2T7Do0cJi5vEsPSeLaUrrmWb01LNo/sva0Wk7ni8S3I5OwWhOhKdUcEoFp3hwgoczLJxh4QyNZlg2x7I5ms/RfA7nczifQ505nM+x/OxfhKYnaHqCJHMkmWLxHI0maDRDowno9iGnCzl9yOmCdg9wOoDTA5wO8bQ6zohkQqRzIpsuWiybYvkEy6ZENiHTKZVO2GTGplM2nrDxiI8HfNQVwo4Y5GKQS37KaaagGoKi87IiKLqi6ppu6rquaZqiKCIvMAxFUwRFEQxNsizNcLSkiLqpqaYhaSonyawosaLCiAona4JqcrJOCwrDK5yoCarJqAqjqbxpCY4jOh7veqzjU07AeBEfZXyUUW5IuSEXplyYMl7E2AFn+rzhsprNKDon64wg84IkiLKiKIZh2Lbt2o5tWrqqqbJiGpquKQJPcywp8LTA07LEObbu2DrPkSSB0BSG4RAEtyC4BcIASVM4TVEcS7AkJ7CSzHEsqcico4u2zgWmGNliZAqZJ48Sa5hasSP5tpBFZi/3stjyHdnUeFWioeaRwpOd0O7FbuppqafZEo00j2gcIwhiqRGM2vG0GY6b4RhMT9vxvBnMweRRw5+1whMgOAWCUzB8DEVPkOR3UPQIDM/A6HTRAsHiQswJEJ5A8RkUP20XdW7RgskjMD192n4JlJ1B2RmSniHpCZKewMkcTuZIMieTUyo5JZNHZHJKJqdkOifSUyKdo+kMTSdI9gdQPoGyGZLNFmf4p+eZEp1HeH6CZXM8naDRBImGcDBCggFod0Anh5wu7HURr4/4PdQfIEGfjCdEMibTKZlOyHRKZBMqm1HZlEwnZDaisimdjdl0yqZjIZ4KyZh2u4ybs3bC2TFvBQui6aimJcuyKIqSJIm8wLE0x9KKwBuKqImcxFICjYsMoQqMrUm+pXm2EoZmHNu+Z2q6KEqsJAmqKguSyIsCx8uCqMqKoWqWpjuKYfOyJOqy5lh64OqBLzkurRmorLCOT5kObtq067N+TDkeZji4ZvJuwBqW5Hi8bvKKLmk6LwqSJGiaYhqK6xiRb0W+Fbmmb2mOqWgyJ/EUS8Eihzum5Duq76hpYMWeITIEiYEcjTE0ThIIRaKLDygCMDROkShFIgJP8Qwuc5TCkxKNqhxhSoytcImrDhN3mHlJaHie4jiKYQiKQtkGH3q6Zyu2zsW+NuqFZ7Puk1lvlPumRGFgkyAonGCW2snJH1n0p63wBEweAeFJy589HRQGp0jyBIjPoOwMyb9As0dw8giKT9DkDM8eL7pXPDkj0lMifYTFczQ6gYMJnj2G4hmanGHZ6WK+DMeztj96PsL7MjSd4dljLH+M5V9g+eLD2bP2DOuc4Pkfg+PJotAiyRRNZ0TnlOicEtkUjSZYMsbTCZlOiGSCxyMsGmHhgIhHVDSgohEVDeh4zCQjNp0y+YRJJnQ2ZvIZnY3JZIwnAyIeEfFA6MyouEf6PS4dqt0TpTOVojEf9Eg9wmQHFy1SMnFOgykBo0VaUGRF40WBZhmKoXmeFUVeFHmBpzVVFFmKZ3BFZGxNcg0pMOXY0UJXsTTaVBlTZVSR0ERaV3hVYk1DURVBURRJkgzDMk1bFFTTtA1T4QWKE2hRk0RV4VWZlESQZjBRZnSTMkzGsinDJnWDdwPB8/U4VAJH8W3ekAmeYESK4TFZpaLISGN90HFHPT8J1DzQBLJtabQkEbJM6jrrWmI3czuJnYZG4qqRLascweEgg4AUBDAIJBKkRBEqgws4oPG4JdOeLrqGJHOUwtMyR5MoxJIEiRMUQcqiwnECSdIYhgEAUK0eNhrHOAFzLAlDTZKAeQb1HXXQDXq5FziyLlMSB/MMDkJIG8KXvlz5Fp6O/8ITJH0MJ4/g5BGWf4FmT+DoEZI+hrKzdnLSjudAcoJmj7D8MZY+QtMTMjsjszMqPSOTUyKaY8EU9SeIN0bCKZLMifSUzM6o/JRIF0PAKZHMnvWzEzKdLhDpHMsfI/kXSP4F0nn8LKmPsfwMz8/w/IzMTp6jshMyO8GTGZ7PyOwETydEOqc6c7p7QqYTrnfGdk+YzpzOxnQ2pdIRlU6YZCR253xnzGUTNhty2YTvjNl0zKQDNh7RSZ+Oh1w+ErtzsTflsgkT96VszMc9PuzzYZ92MkC066RSw/g6ytcRtokwIMYgJL9YYdSCUATFFzCcpBia5TmeZwWBkyRBFBhJZA1VsDXJ1iRbFmyFM0RS5RBbIgOdc2TKEHFP5xNXj1w9dLTANUxVMhRR1yRR4DRV1GROESmBpxgaZzmSE1ia50RdZ1WdkGTetHnTFm1X9UPRdrUglFyTkFmQwWpw/bhdJWiIFzHTZMfDcNz3T8fxqGN1IiULJFcl8lD2HN52OMdiPYsb5vYwt3Nf8VTG11iDJ0yB9lTBlSVbFm1JNnnOUwVXoRNbSVw1slXXUCSOFllG5AWeF3lORlAKxliCltow02hjh7XW4VG9WmsiKN5qtQAAIAmMwFEcBjgaEzmSIREEbDTqh0eHxVJ5t3hQ26/Ul7DoMRY9etb+ARicIPEjNHmMpU+I/HdE/gRLn2D5Yyg7A9M5kMzAdI7lZ3jnEZ6fPZ0+JzMimuLhhAwmVDilwikdzej8lOk+wuIp5A+xaIJFEzQcU9kJmc6/ZEplMyqbkdkJlT8i8id/0HlE5c+d0k/N6XzOZHM6nzOdE7Z/yvcfMZ050znh+2d8/4zrzuhsSmdjJp8I3YnYncuDuTI4UwcnYmci5EM+G/HZQOxMxM6Iz0Zs0mPDHp8N5N5M7k3EdMRFXSbocmEH1TxQ0OukVMX4CkSXAfIIpBso10Q4lFRQUloscoNgAkEpGCHaEN6G8MWutMV6YYpmOV6kWUaSJEPTLVO3dc3SZFMRDYENdCmxlUFo9wMrMnhPoVNb6kemr7G2REa2GDiyJpGaTHm2koRW5uuxo/mWEntW5Nmmoamqqqi64fi8olO8zCi6YNi8bgmGLVmO4jqC/B63AAAgAElEQVSipR4B9TpUbyNNikUWMe1kVi+zurEeWJynkb5OWRJqy1hgMZaCMciRTLcSi+uHamQwuSvnrhwZfOqovdBJXdvRFU0QBIqyNdkz1dAxdVlgSYLAUQzDKIohKQ5EyCaANwCyhfKHDWJzr144aB0cAYc1oFisVQ7rpeJhqXhYOzoG21C9dlwpH2xvbj1cfvBweWV9fXNjY2tldXOzcLi+e7hEhk+eI+LHzzGd39OdL8jsMRKfYvEpHM+QcArHMzSaoOmEyKZ4OkHjERoOsWhERGMsGOJ+H3P7uNuj3AHjD7lwwiUzIpng6QQORm23A/tD2B8iwYhIZlR28twids+c0vkpnT2i/xDKP0TzaUDzGZ3PmHzG5DO2Mxf6Z0L/jO1M+XwudueLevm0aqZDJu4ycZdL+3I+krpjsTOSumO5N5F7i4wOhKQvJH0xHQhxjw1y2ksJM0RUt8XrdUY+QphiCyvWkYMWXoXoGszUEbaJ8W1MABC2CRHHTeS4CTUBtAki9RYMIySI0BBEATABIySMUxhO4wSFE5Qsy45le5bpGLpnGIFueJoySeMvxv3fTXrjyAkVJpDpROcjg3N4LDbZ1JVSX+ynZj+3Bx1nPk7GnWDSDfuJN+nn3TRSZFGWZVUzRNVgRJXkJMn0dSeiJYMRdUKQcYZHaRqhKJJlJEWUZA7HwDSys9DWJNKUqNRTck9NHFGmQFelzgbBfzzJngz9aaqPQ2WW6ONQmabmrON1PDU0RFeVJJZiSYImKZIkaZJiGIqmaRRF2yDQaLZrx61qrbm5U9zcKW/sVNa3D9YKR8sbpTsP9x6sFbd3K/cfbqysbhZ2ijvb+welSnGvVNzbPyyVm/UWDCKtBnhQru0WKtvb5fWt8urOwUrhYImMv/iD5AmZPCGTR2TyiM6ePO3B01MiPiHSRYDmXDLms5GYjvh4wARdysspL6f9Dhv22CCnnIyyY9JKKDumnYzy8qYRN80ECQZkOqGy2aL+ken0aeA6J3+E7czZzvRZ+wdMd2FM98bPW6Y75rKJmM/EfMalQzYe8dmIz0ZM3F1USqUzVrqjBbUzUrojyk/4pCvlAyHtUX6C2QFm+oQdwpoDiEaTU49pqUFLTUZusUqbUWBOAWgRIAWYkSFaamJ8DaKrIFVpIAd1+LAJN0C8BeMNEK0DSKONICiF4QxNCbygypIhK4YoqDwvcgxvaXroOoFt+LoaGFpimallDCPvrJPOsyDTJZfDXR7zRcIVUV/EBoF01vOmHbMfa9O++/tH3X98PHgy6z2a9CaddNRNB/2u53kcLxIM3wTQg1r7sAkfAXilgexUGg82i2uFymEdxCmel3QQwpotoNlswhDAkhiJgEi7LtNEYKipa3VC25aFUBPOOu6T3PxfT7L/9vvxf/v9+L/Mkscds2OxoUqqDCyQII1BQLtebx43gHYDgiq1RqFUWd0qrG4VtvdKheLBzn55fXt3v1gp7Ja3d8ubO8XVte219Z1S6fi43q7Vjw8OywcHpWrt4LhWAZvHzdohAjQpFGIInMFpFCaANgq0cQCgmgC5W67tHBwtEcmTp9JHz+fXVDIn4xkRjel0xudzLptx2YzPp2wyUDtjOemLUU8Iu2LUE6Me5+eMm9JeSrkJ7TzjpYyfMUGOeR3Yy6l0xPfmbGfKD06k4WOmM+e6J+w/w3VPuO5EeIb753qjLxO6I6Uz1XpzvTuX84mcjpXOWMlHQtI3+jO1N5bSPhemtBeRTkA6AWH7gGphdkAHKRNmhBuhlo9bAWVHoGSShi/4mRx0BDeldB8XLVTQGNUiJR3jNYiWGihzBOB1hIVo5RimahDZRKg2wbZQ+hhCGwiOkCzNCCwjcqzEcQLDcDRNMwzDMJSmyp6lR64Z2LqnSK7Ch5qUmHKk8rHGxQobKXQoU4GERwrZsdizjn2SmfPUmGVG5giJw38xy//rf3r8xXwY2LprKKrIiaKo6WYDgB9u7Cyv7dxc3rzxYPP22t7djeLttb3ba/vLW+Xtvep++ZhhFFHSy6Wj3Z29/Z0C1GpqgkChUK24R0GALYs8jiaOZYmMzyF8c4853vnP0/j//b/+t//+X38XihBc2YCPtuvFjWpx87BY2NleX9/c2NgpbO7tbReLW/v7W/v75Vrt8LherBwcVI5K5Uq7DR4eVg8ODpvNdrPeOq7W202g0WgcH1cBoFWplEGgITAkjUHNSqle3j/c3Tnc36/slQsbuxurOzvb5XK5XamClcN65fB46Uuz5hmZz6hsSmdTNh0L+ZhNekLSF+Ie4yakFVKmh6kOLFogbyyWu4KSA8kuIDktwcLthHBSws/pqMdEQzYds+mYzYbyYC72xnxnyOUDNhuynbHYm/K96SKFfG/+T035/vg5sfeU1B1L3bHSeUr9Eq0zM/unZu9E7YzVbKR2xlo+ltI+66W45QGSVmfFBidBika7vpCklB8xYcInuZT3lLwvpV0xzrkgEfyEtQJcsVBBW1TQBspUQaKJ0S2CAkgOILnFkWOUBhkJoMU6xlRB4gjCjmGijpB1FG8gWLPdQhCIJHGCRGCkDSMtmsEUldV13tI5zxI9i3cV2pJwVyZjnXZFNFCIRKM7Fjtw+FynUpUYusL/+Z9O/49/nI4CNbf5XqBxWB1tlF2NM2S+3TquVQ/293fXN7a290rrO/u3HmzsVdt7NWi70iq28AOQ2q0jO1Vkda9aKB5v7xT39yquEyqSjiF4o1or7Rb2t7bqh+Xy7jbYqKJA42Bv21JFlcMmiXGW6bEMP+ma/2Hs/8dJ4HHtQIA9AdVIQMABBgGhVrPdbKEoTpA0isIw0gahJkEiOAa1WzWKRFVF4DmKItFGtVKrlNr1KoGADIGCzcZBqXJUOW4cNQkIA6v19uER1mhijWa9WKrulYrbezvrhZ3N/d1CZWvrcG1lb3dzb2+zsETmUzKfkvmYysdsNuTSvhT3lbhDWz6hmZRhs7rJSqqgqKquyKoiqIZoOrLtKXao2LHiJqrfUZMuH6ZClElxT86GQjZl8hmZToh0yOQjvj/m8j6X9cTORMjHbNb/UhZHfH/E9cdcfyr0T4T+bHGQG4z4/uhpQHsjqTdapNPIR2b23MDIB2rU15OhFvfFIBf8RAozMUg5N0J1GzUt3HHpIBSSWM1zqzsw+0O9O5SznhjnYtKRspyLQswwWoJUReljnG2RfJsS2gTfwrkmxjYx9hgmjmGihTMgzQIUU0OIQxA9grCDFlCD0QZK1RGygeBtnGwTOIDANINbppomQRi5ksxRJMKyqK7QioTJImKomGNSno7bEuyLWKLRgYR2bW4SyJNAHnhiopGBAMYy4jDtzGBjjQ11TmORemmztPmgsrsBtertdnO7sLN/UKk1gcJ+pXTUbCIMwhnHmHSECiWYPUT4MsislJp31ovrO6UHD9cfLq9wFB37nswzgWPGnk3AQLW83z4+hFvHzeNKtbyHtOuOzMUa54uYybZVsk40dtFGgQEOBKxB1Mvo8QEFNlgURlqtVq3ZrAONOgAArcPKfmFr9ehg77hSLO9ut6pVHAQb1SOk1WodlFvlInh40CrvNQ/3q+X943K9tFUpbxZruwfVQrlZqh4WStW9g837q4W1QnGntF84KBQq29uVlZXdu7dWdpbXC8sPl/T+jIu6uJcxfqZGPdmKNN3RdZNmOFGWGI6VRD5z7IFvmngzVQlfpR2VlnlEEfDMsbtJmKZxkPpRz8/6SRgHdpDo6YiJhursC3Z0yoxPqf6Ezjtid2gNvlCyE2V8hiYZ3RsyvQHb63DDDtnvEb0B3z+Temd8b8r2Rsygzw0GYtZXOyNzNJX7Q74z4JOukXVVJ1KdSDQ8WtdxWUY5mRQMnFNIWUVlGVVEwXLMODU6HTFP+VGHHWR8Fuh5osaJnna0uKtGPdFOBC/kQl/MfFDjqzQOiwrEym1SqqNcDSIXyzdhSqm2cQDnUVZAWR7maVBgUVlhDANmSBCHVdPiZYWgSF7kRInNYs9VpX9/Mv3v/8//HQVhvXZc2t1rVsocDnJ40zbIwKV0FQhMvOfwX3S8qasNLGEWaLNAO0vdnquMQiPTyEwhqNpefXeVgpuqQDVru0Cj2KqVoeYxiRMkxRQPa3UYa4D4bvG4XG7vldsbRej2TuNeCbi5W7tXqt3fPbq+Wtost++t7a6srpcKW57KKTSENMsc3rZkVqZJGgYJGEDB1tFhqV2vQtUjqtFo7+03dnbq+1v1g616rVCr7e0XNo7K+4f7+4WV1cPCbr1UrpYOSoVyYau8tVksFQ8r5YOjYvGosNsqHR6s77dKreO9Zq3YqmyWG5t7wFahev8+vLvd2NvcW10pre3vr+yXVzYP1tZWb9xZv7Na3K4s3928fWPls2t3Ll65eeXzux+fv/7eB+cvX7794M7D7dv3dm/fXFKDRHJDI+7qQeq4UR5lniIrGHxcWN9dvlHZeCAC1Y6ASOXlrV//4Pja20zhUunzdz579yVo84rZ2KH2l6vr112h2Sze2r79246KDR2pl8VumgtRIvT6bHfAdLpiJ9LzTLVzJ5mKUZeOU6k/lvtDLgrkTsz3UjbPpGQkRCOlM9bHc643lPpjvTPW0p6UZKTrtBUdVAyQZjGKRQkWJRmYoXGBZ1VDUG1akGXT9HuJ0438Tu53e1qWyYOuMO2xg0TuhLSl6mmqRLHbGZhJR3JjwQuFwGUjU8o9ytV518Mlo0HydYw5BNGDJtSAaVzQOd3TwlwLIsFxxMAWQptxHN51rdgzXNNxfUnWNUM3TZ0hEUsVJQrHWg0cRtZX12qVw2qpVN5cF9B27ivjrhn6lOfg057xqO+OHbWviSGDd1RuYEqz0Fw8DaVvCT2Di0RSRFoyRxm6ZOmcJlM4DFAYTmB07bi9d1Dd2C+vFvbvrGw9XC+vFZpX7pdvF9r3y9DnO0d3945ubhRvrRY3i63ljf2V1U24VXdkRqYBkWwBtXKzUqqXyqXNne31jZUHDwuFQrGwW9naPVzfYRptFccZsEnBdbB1tLW5sr21Ua81gDoINiCw3qwUS3tbu3s75cL24dra/t5+ZbdQ2t3YKjxYK68VKhul3YflzfvltXt7lc3K0f21oxs3ShfOHV77ZPfzT5cvfnT34yvLn35244Nf79+5ce/Chc/OXfj0t5c++uDK+U+ur6/v3V1e++TStd+e/+zDT69cu3p7fXn1cHuztrW61O33oiQeDYa6rOytr2LVCn5QKN2+4MIHG+fe3j7/84Or7xx88hp27Sfeg3empd/+7/Td36HXyWs/zA4ujOtX9fX36ud/YO1dqHz8vbW3/src+SA9vv6FBY4detL1816cjrNslsUjbzTtTDvDUTKcjmej2dzPBvl41u338k7cH3byQafbG0XpwE66kp9q8UDyepwd06YDCSKmKG2KIURNUE1OUk3Tdl03z7tR1jWj3IjzqDdIep2gH7u9QPR0KfKFLJEGfWHYF3u51+vJroMpCmWZbOCoaST6vhSEapqIScAGDqxJTZo5QrESBJUgqAgCe+3WEYqBvITqJmbZlOPxYciFLmGbtOWrUUcPI8XxIJyNs/HZk3/0/FDTDBzF6kfVwubW+uraYaUcB7ajizIF2iLaT5RBrnQTsZ/Jqc+HJucrnE6gDkUEHGVTkC9ioc71fPNR5s8Dq2conswLLAGBDQoHeAZvN1v1art5jNZrCIzR5VrtYWHn/s7O/d2jByXwzi5wa6f12Vrl7s7Raqm+vF1Z3Tm8+6Bw7+FesVhXeFUkSENgkebR0e5eq9o4KFT2tw4KW8W93YNy6ai4d1BcLyFHANeGDApHauXq7ureyt3Ne3eK6xv76zuNSqOwsbu+urG6ur6+tr2xsX/z5tq9e9urq4UL56/cunGztFtYX3544cMLD5d3l+/vfvD+xc8+vbx+4dydt398eO6to49fr1x4q3zpg89//vbn77534903qneu6nDjeGPt1vlrVz66dP3i9dX7K3fv3r967fr5S5+du3D50oWr1y5cunf92v3rl5dMCqYbFbxS3L97+5c/fOW9V19+5/vfeue7f3Pzl/9w7ocvvPG3Sz9YWrrz2lfBc99RL3/3bOvN/1D6+f9S+yBfftW99X30g3/LXfyW9vmP1RuvRyu/GO9/kKy+Ntx/b1i7GteXe0I7tyiVBSi8qmtItbSydvWqCqD40VFiGbPB5NF07rCUBjc6CtlRyL4hTeNglMV5mgVu5nuZH0R+EkSx1+sm02Hv908ePz57FPtOoEuj2O1Yej8ODccXdR0FGnj7wLMpPxCyQWCknp5nRqdj56kTeYFvB6HjdhIxcoTYF2Jf9H1K00TfV+JADD3aNtocDQkCJIktkW1KLKLLrG3zrstFIWRopOsJSUy5Nm3batQz4wHCCVUAPqojfjywvbjRbDMMJwgSQVAEQeEYIkusb0uBxY0SY5Jouc1mFuPIiM5DIt1WOYTBQYGEDQq3GdzmUAY65JC6J5JCo6K2qlz9gG5VGRzGYQCuVwkYIGB8v3B4WALAFgmBWBNq7VZ2V/Z37u4d3t1v3NtrPdg+frheeri2d399b6/c2CsdrazslCsgQUgMzjUOq42D0v7GanVvv146qhSq+1uHlVJ9b6dc2q9sr+08vLFSXN17eP3GnQufXPjVW+/95JUH1y7QQGvz7oPbl2+u3Fldubd26cLV65/dun1n+frN5ctX758/f/Pa1ZuXLly+c+Oz/cLG6vLdSxcuX7p067PPVz768OKdK1dv/eIn6z9/Wbn9Pvyb77krH6kPLux/9KvVX/9i79P3dj99t/3w+v6NS9s3bjy48tnG7bu3L1/57OLFmzeuX7169eL5C1fPn//0g/dvXDp/49L5peU3vvvg7VfuvvHq5Vd/+PKffeXbf/EX3/jqn7/wta/+7Z9/5ZtfXfrOX33lxT9bevffLd169SvAr7+Z3v5Rfu3bv9/6yX8+/GVn+fv6lReDO6+Z115zr7/ef/j27w5+8/uj98eFt4MH79Cfv6nsXClf/9Xd3775+W/e+u27P/jmv1m68ev3ti5euPWrdzauflpeXWkXNjc+/lXj2m+8/Rvm5mV145pztOrB+3s3zpEHxf8yHU5jI5YR+mAtY9pKc69w4/zt8x989PYPr737CrZ1FX5wAdm6c/Pyhc17d4D7l3Z+86MEWjtxoEmuZZnT7WS2Jvsi4VINhzzu2ly3H+iRY3RyLgjMNPU6XdVzZc8SfIuxFcZWpNBRUp+PPCZ0xNBTfU92HTbwSNfmolhKMjmMzCQTrbgOMUct5KDR3js43t4tP1h5uLq2XK0dNJv1aq1eOaweHR6QSMsUsXGsDxx+YHFnkf673IsFimlWW5V9TaQZFq3Xi0izjDeLHFYLDJqGarfPv3/vw7dq986z1XUJqoCHJQoAeQBmQbRcKN678+DooNk8Bo8qhzgBsRxWA2r3C+Wba6Xl1eLm2t767fv7a+u7O3vlcmV7a6N2VG234N3tUqlQrpUru6v3N+5c319dXrt9a+Xmg9X761ur25ura1srKyu3bt+7dvfOpVv3L165ee7Dd370yk9e/s4/vPzd5c9vFLf3NpY3716/d/PKrQsfX/ztBx9/9OGnn3x66TcfXTz/6ZULvzl379rVzy98+NmFD66d//DiJ+c+/eTyp+c+u3H15tr1qzde/271V9+zrv2Mevsb8ZWf2dd/VXzv9bs/fWXvNz/Z/tWrOx/+7O4vX7/53lsrFz55cOHcrU8+Ov/+L869/8sPfvnOe2++8f7Pfvr+66/95u03P3j7zaWL31jaePPly9994fWvfuXv//zPX/7rv/nW1//25e+89Fdf/csXX/jmt//26y9+benDH/zd7Z/8TeH1r/k3f+x98o2z+z/4/e5PO/e+V/vpkvn5q9UffYV+74X87uuDhz91b3zPuf1q6bWvfLi0BF587fLf//kPl5Ze+drSi19b+vZfLl39xbvvvvTS6y98/TtfXfr60tJLf7G08+HP0cvvDPcvDQsf8Vd/cvzb7x18+uqFH3z13s9ftmobhfNvXn/jxSvf+7r48Iq0fvX9F5ZuvvOjG+/+4PWvLlXOvZYUP4Ou/fKbS0vfWlrCPvulcO31wcGl/1kpZ0wlldG+Llz/+T+w65cL7720/auXhuzBSa64Nh8lfp6noaPxWDPQmG6oxKESJZofKk6k6aEp+zbrOoxjy46t+Z4YenKWSElHDFLRCTBe2T8Cbz3YKdXaKzt7N+89vL+yWquWwValWFjZ3ni4u7Ve2Fxbu/PZ0fY9DTtKFERDK7mCjk2GP9zjKsXW5hrXPvY1vna0fVRZq2x9jhytWSIUWfz1T37zjT9bKt/+OKYOlPYWXd/GamUdxzOOURrVo7W75c37e+urB/t7tUoJah5ZMs1SaGG/srxS2FndIY6P1y9+3Fq/Bx2Vd9ceVrZWdh/e2bhza/XGjVqhUHx4v3j/88MH19evfLh9/eL61c9Wrn1+9+KF/eXbh6t3Hl78eP3q5yuXrt376NzKhfNvfOdbP/qfXvi3S0vff+nb927c+vjXH5771W9//eYv3n/j7fffePODt9/6xRuvf/LbXz+88fmN33x4/5Nza9c+vfLBW3cvfXjj4rkfv/Lq22++e+PKtc3PLz385Q8e/Ohr0DsvsL980b/8U+Xim/vvvPL+Xy9deenfbP7i5dVfvLL54RtX3vj+e3//rbe+/Y2fv/ziz15+8e0f/v07r73y9qvfe/+17//6x99/6+UXf/byi0uF91+/+Mq/++lf/5uX/uIrL/7ZX7z0Ny985++++e1vfOvrf/nXL/zdN77113/1ra8sXfrRd/bf+/Hqy/8fi+7Z48iZYGu+SU8Gw3vDCEaQQQa9994zk8ykSe99ZVWWl6qkciqp5KWW96ZbUndL097N9Czmzs5iF7jAXYfdxQIXuNjv+0P2Qy/w4PyCBwfnw7G8WhG/XQ58u6z8asP/Xo99uSF+uVV6q61+NPB/v5l4WibvZulXR9G3p4nDoOVZ378fRhUAJDNg7BYWdvtYXsIIDoagBUA4XTAAcbdppjh+eVL68Sj13X5m1w/GXrCegJ5M4m9ul+/2wo+X86uie0ZaPl9rfrBWf7hYWQtLIQCuF7QfD5tf7TaKpMtwgMOg+9WW+Pvz+o9nrc9Plz67tvXu0XQnwv75uembPc9Hk+AvLjqf3lv/27ev//qdJ1cWK3fG+dOy/PH58Kenh794eviz5zd/9cELP//w6RcfvvXeB++/9sEnr330xXuffv3RV9++8+WXr3/xxaOfffL8s3dvvvjK3vmt6cbZfOtssrW/c3b+0rPX79177tEL1z9//5XXH915dPPs5t78uaP5/aPlly7mX79x84cPXvj0tRs/fPj4+/cef/v6C//5n7776d3XPnn8/B+/+eDr9x5++/7zb99afXYx/eath28/vBcSBQSAeSP5xp3dtx6cv/7ixYfPHrx64/j+vPHl7fV3r/aenvae3Ny5f+P0/q0rt073n9259uz2zcvD06v7p3cP93/2/LXdcvDRTu/la3vdVHinW9pp5K8vdy7H7aNObaucvLVcfeNo+bhiXLTTd1eGu+XcWia8lQ8/WG/P497tfHo1lez7fQNDj1AIawOU0xxQ2Eom2S7ma4l4KagfDjqjdGSrmb867e73SoeD2sOdzevjxf12YbdTWG1kt5ZapUQsqCkhvzcXUSsactr0f3E+eDoIfbBVfXujcdmIn5ZCRxnvZSN6VA7eWi6Pk1qYsCU5JMYgMYEsBORCyFsMKs2QWvHxRY0uahTYLSVVCxBtZgVFWQckIISAkm6bA4bcFEGysBsFoKuwl6XIhADP6r7Px6E3a8TXM/Xn2/Hn8+yNJPXOQP9qGv5woLxSF/MAdBnwyiz3wW71n66PPtqqzYNszG0VrAACwA1MNOTmMAS1WyWc1nEs7V7Y0l1/vdP+3Vns63X/s76wl0JzOHhxJf5sI3+S97w6r7/czVcAOGDAfzw8/GC9VYFAagHcyou/P2v+p/vztBlUEPBS2/vpiv6n88aPB9W/3du8nuGGGPh0o/z5LPzRSP3rjcHXx/XLlvr8SmbmR7eDyC8v2t/sJn91mP3dZeNKynlRot+/MvjywenP3375i/c/eOejr1798KvHr7576/7jzdPTtbOz1ePL+dH12cHFdOdsZfPKZPv81sOXX3rrndfeevvWzWt3L4/+/tuf/5d//dOjs+1hlD2oql/dnX9+Y+X7B9u/e/Pqp/e3P72//dcP7v/qycVJIfiHZ3f/8OYLb16sfvbw4MM7s5fmiYM0HXKBMO6iANBQZ4iwaDAYFkOtjLG71MwL7te3aj/cWvz8Svmru8Ovn108vLF37WDr+t727Y35+Xg4LVe3e93ntudvXN3aL3pO674Hu6OqTLZlYivp34xKl43ErX75qBS+KOtPljMvL2dv1oK3W9mTfORKJTzXsReH8ZO0dFaMXamVVmPhksDGacyPQwJsZxF7NqY38gkBtneS4U+f3DtbrK8VQkfN1CQpjyLyclSvK0IEtYRJa5RxJjx4UCBkGpFZ2Ms6VBRsVQM/uzI+r/n3C969gn8cYuYxz3ZCWQ7QQ51oaVg/LGU9aCeiNkJy0S/m/UJW40q60IupzQBf1ciyjwR+m021OyQnxLtgzo39AxZGUKdToAkacv5D08ej2pgELxakz2fxj8fat2uB35yVRhgYQOCjlejfrrU+7ks/ndXbBPABUBcdr+71nk2y5wnyPC+9tt15tDHcaxQiDI6bAAPZFRzzoXhVlm+28r++Pv3DjdIv99Qf9o1fXatvpFjdBWKkJYIuqAAsKuS3Vza+OxpdBtCHRemD1cyjvnqvK7+3m/ynG/U/3m4/X2du5LFnHeFJhf50nv75fvX91di9IvlqW/lur3w1ZNvTbdsR8vXt/rd3d5MAlC3gq+38P8IIXGQAACAASURBVF+v/eEg/NPc++e92L2o5apheXua+Opy/uPrD9978tKVy+e3zu7sHF9fnG7M9/ZXD47WTy7nR9emB9dmh5cru9fXT+9snN/YPrtycePO9ubW7nz5xv7W6WSlHRDvDSO3SvjP97M/Hhd+2Ct8d1B+1vO9NtB/ddz6bJ6+l2LeGcR+cTr69urovEB/dFh4Z0V7oUK+vla7MSiMYr5hVL22WK56CQyAxXw6gDo9ALy5nvuXh6u/vGz94fHmG6fD5WJwa7E7LpcP2o0P79yc59MkAPUg/8JObzHgWk/SH9/aXfQxLdx6GPGseuGTtLwVFtq06eFS8sli9EE7cLPgWWSsW0Hmal45jOIHQee1DH+RD84CSopAJYvJC7l8OC64IQFDArKYixvpiB73eQqGWouoZY0riGiWdYYRU4yCkxIZE/GYiGa9dNZLJ2Uq62czOleJSI2QWPbiRc5Zl9Gql0hzzqqXiiLmrsZMYmrNS5RlrBbg8l6iGhBzMpP18uWAJy6gRY2uqWRecBdVsqBSQHY6JJeLd8EMhLJugnUTrBtjYIyEYY4gOARGAYhCtputYg8Gawz4aCX+wUj9ZMXz03nh5a5WBuDtjvbDRuovZ+U/3eieZD0J1LQY13fqmb6K7qbEG83gk3n5/krj8c7s9u5aMxVWcCThEQuCFLVYdkPyS93Qp+uBLza1f39p+nzL6wHACzsVws04zZzJ4rOaVwLC3Xroy93O6x399b762tg384OjLPz97cHtKv7RZvj7k/xH88gH8+TNjFg1gykDPt+KfDRSfzwqXSbgohNELKBCu76+urnCgDtp+M8XpT/u+v51T/vrXP7zTH8jAz1MQV/MIx+uZd/c7j+3Od3f3jk8udjfPTrY2rlx9Xx1vrK9vbuzfzLfPpztnk33Lmf717ZOLw6uXD07v3bn+u2rRwes04kBoFvAb56bf7Hm/6hN/GU/9reD9J/302+ViE+6nu+nwX+7Uv/zQeXtmufrzcLdLH2vTP14Xv5sJP/9Rvffnpy8tdZ5Mu0MFPK5YfH9ix0BgMNO+6BVkwFoIeDfX9t70PS8vpr59sX99Up0VC3VI7F5Nn13ZXhrudsJihQATR3LEiABgY6MJG1gkbbPBWiJtXQo0OUdIQD2U9yVAn+UwA9jxHaIvt9Pv7VefbwU/WS/9t316VTFU5ApSaJBAo2wTFyScroeErmAyOoSbShcVBX9LBoVqayXL/m4pi70k76kwpai/noqlA14GjFfLShV/VzJR1d0thXx1ANCTeM7AbmpS1kvm9WYjIcoyXRb9xRFsughqn6uGZM7SS3rpXMyU/BJSYkM0a6MhITcIE2Y47g5hlsBh1g52M7BEAMjJIwSMP4PKJjyMB4fJ6PAotodi6pSc5iONfLNTuCVGvnlqvar0+TXB/kzw9YG4JtJ4rf7md9drV+tyCIABAC01WaQSMfwrKT93SAfh22yCcQVIWP4cTPgzCCLo4s8PaKhvhucRhz36txBBEvYgWJzCShNIDCBo6SbIm0oZ13QADiMMH+5vfpPZ+2nLa0MAwmA9bQy9UOvDXwfrhh/ur92GMVDAEw4yw9Xmu+OxVebyKer+nvr8SEDYgug4ACvLRU+XIl/u+7/jzvZ/3Sm/j8vVf/Xq7m/rYU+qDL3o+bPVjwfTtS3ZolXNlt7S/VyTC/7POfD5sP92Z2NxZsbK9d3Vk92Nvf3D9c2D65cu/P2u2/dunn1+sWVlx8+vnX1kkVw0gLJADxXkf5wmvl2yPxxTfvzVvDvR6lPutRXS8IvloU/7Ib/eJh5mHI+l0bLADypcn84rf1qGv5hmvhZO1EFIAnAQYC/VzHeWWuHAShg0OWgFbKA63X1dw82xwrYTrE/PLtR0TkPDAcYNopCNRHfyhpdPy1bQMANDAgEbUA3gxrtPM/quxF2P61cNBPzuNzR8IOK/mCt/O756Lzmf/1g8c5S7u4g8fZh552j9tVmsCnAfV3qR7TlQnSUjQ/SsbVWZZhLVCO+VtJoxAOVsNbLxtrJaMrLV8JaNxOqxvWoT04F9VRQT2pKJx5q+D0NlemH+KqC5gV3w8dVZC7LUXlZSMhMVKZDLFzSpRiFpXk6zqJB0qGiC7wdBAhngIDCNJbyMHEOiuCmqBs0JfdYI8YaARjUyqB2FobYf2iKoASCEm6ERUjKicokzzpgwWIPWi1568KmhDwq8XciCw+y5jc6+A/Hue8O8zcDti9X4l9OQj+e1R+NIw0Zkuw2xu6W3LBKoBJk0TGIA0C2OhwAIBZT0ucJYc6+gD/tlTd5d8sCLjP0o0G4xzoyKCraCRYVIAh2wogb5RCYZmBEQ6xLivuFmvbRSvzr7drP9sZROxAByGHgk/Xi+wP91xe9FQakAfhse/Dbm70XitZvNn1vd+nPN+P3akraBLIWsC44/njR//u19H9cD/3Xp7n/953O/3mr8j+elr8cBQ948HYb+c156q2xdlEWE7SFAiDsAHcHpQ8ORy8OUm9sdH92Ze3plZ3L3bXrxycv3Lpx7+LgaD54eHl+8/g45NMRh5tHKBGADa/ln6/V/2nu+/1U/veT9L+dZL4e8p936V+ven+Yq78/LdxJOI8Dtoso8kKW+HLZ+NUk+NMk+sO88kohcOLFrkfFF/PeNxezbWSh6Db3FS7hBFeq/nkAilpAwg1ygp0zARgABXJVZGa3FNsvBjaz6lohNIgo03Rwv5Y+aeZvLVUfrlQOc8qdUfGwHuvpzCgiraQ94xjXD6B9H7ykE3XB0vPaBpo9R4CaYBlF5JV0cLeV7UTlakDMKEzWy6ZlOqdRSQ9aUJkoDdcDWogh4pJgiLSAOzDnAkMibqeFxtwaS+qEOyeQK0l9pxw5qCfOBqXNUmI5GS7Lose6gJsAZgYIAJwFSGYgLAADh/Ia6yfNJYOLsIgfc7ImEKGQ5Vxop548bWde2ug9XKk9XqkAGnOzqJtzuzk3wkIw43IxkJNzOTmHU3BBjMPBO130ApAAKOHOa1ntWcvzYtLyKGN/u0V+MGT/5Ub9p8PKO139/XH8vVnmsiB8e3f31nJXMAHZ7abtdtqFSBjlRxnZiZFOh0jAQQbpGcK7G60vN5rf7XQ+Xy09qClnKaZNQkk3JjsoDuGdTsjmghCcccM45oZYJ5AAWNXhL3dqT+vavZrRYu0cAKoFvLmU/M1++S/n9edCtufCxE8nw4/nobcG7JfL3m+W1S+nga93CnkbiAFwGOa+2iz862Xq/3qS/9/vG//t5eJ/e7z096PKZ5P4Kg3eHFC/v1F6eag0KSBZAQ5AxGE5SQc+Was8q3q+XCv8cDa8Wjc0E3h29fTp+cH1cfHNi/nH969tdeoOACgMF2mWMYGZCv31xuJ/d17+aeL9207sr3vJH5b198rEDxP/t1Pjm538ns+aBuBePfBS0/f5OPSXg8RPM98P09jzBnSqOG5E6Iug+/Vh/DgqzP3salRvSWRfQZZUeDun7NeMNGevBri8xuuIbZxQLxfzu3nfoh8fBdnVtO+wltmvpLby4XGEG4WQurTQVZEy4+j6qKrozlCmsuzMs+Yya+nK0EB29TyWlRDS8pibXqjmIWoKXRBRHQEeO+AswAMBxgIinD3nRVOsK4JZwwgk22y83c5ATqsJOJwLdgeAERuGO3HYwroWvIgpgltixEKWd3QNoWt4sjwWIyAdcQh2ILlBKcCW/exBuz5ORJYSxkYjNa2HNzrpRkg2cMgH2X1uW0ml14rhacK76Cd2c9puTgMcBvMozMPwPzTlXC7W6eAcDhlBGIcDMZk8KKITiN9pyuHWgzj3uCG8tyi/kHG+3WLfbeJ/OCl8tZF50vK9MSttBvGZ4rhVD392uVfmUA4AzuHgUAq3o7KL9jgJzO7A7VYcgAxhfm+t8jjPfrdZ+vO1pdeHgRslqYpZVQA8DpxyECRCUyQH44QLgSmKwF0WCoCgGTxoRb8/Hr4+TB5nJMECKAAe9yL/87P9f75a+s1O9PvV1CcD4+MV/2t16oMG901ffb9O/nRWv1pUfQCsqMjLw9AfzxP/7a3m//Eo/l9uh/+nq8X/7cHqF7P0GAG/PIz97bnaD+e1a2VvNyRHWUq3gLGAfrqc+XoU/PmK8fuz9v2GTwGgo7LP9mcvTQpfX5/dHRQGYc1LkySKYC4XawEnGfXrjdKv1mK/nvp/PfX/tBr5fhb5qK9+t5b4dBZ/bRw7SrEJE9gIYE8avheS7h9W9a+W+M8G/CtFbBkGz+fZRxXp863KvapvSbAcFIzVhHpUCV3vZ/bLgUlSXEpIm7XoYTczz+l7tdBmwbuWFWcJZregHlWMnZw+DrJjg+vpyDiGrWbZSZRbCQtDnZjFxXlGmWaVpQg7T4ibcWHdwM+K4l6OmSXIaZLvaGTTS5cVpOBxR2l7QSVDpDWAg0FK2G2FryzlNgtGhoY6AS0jskEOV2i3zLk53C6ybllAKfeC4AYeF4gS1jhhyUuwagd+GMRoZ4pHEzySUuilYnh/mOuG+aYmjML6NG3UfFRRg6pBIq/gdV1eSkXrulz20RUvWmQdJcqSRUEWBcCDOQTUySFuBkYYCGWcGO2EKYebdqMCxeAQTDudzUigHRDLjO1uL/rKkvHFTu61nrzLgpez8F+vdD7ZLHUZUKRNKgBLEjyVkLu1xKrO+ExAcy+4FwADobzNTZsckMlKuSDeZlIBuJUXX6nyzyr8h6PAOyuBp+PQNEyrFuDDKIVUaDvDuGkMhXESIWmKoVgBIWgA8vaFz3aXvj9dfHe3EefMDAC7CeqHK/XfXEt+ty3/6TT/zcR4mkd+1hJ+mqZ+XIl90RP+9bnhNzfmYTtQAdgIo784jP8vT2v/9c3q//20/Ise+Yuh77vVzDUv+HEr8KfjxG+Pyq8upVKkM0ShXgCWBPc325X3WsLnQ/kXW6mfreWydqABcLOT+3S3/fl2reYCCgCCw4bZHZjDygJwJRf4xU7jF/PIN2P5zSr6fl96q6c9a6svVPg7Fem4IFc5U8wBGgR4ua1/MY3+fDvx9+fav7ua/pd7je/Pit8eV97o63+8Of7hvPP+VvFKTZlEsbGBjMNoT3ePo3RLdc0T/EaS38rwB1V1OUEOouh6UbjoB4+ryiyIjlRoNydfaRsHFfG4qZzUA2fN8FnTOGnqS1FilhfX8vJ2Qd6I4Zth6FZbeXESub0cXkkQW0XfLOkZx/hJRh7F5c1yeK3oW4pSTdXSC9jXs/R6hlsOM/OU1g/w7QB31M3nJThOOpq61AhJKRGu+JmSB2/5uGk6uJINjnPBGOtMiXBF56KMM6PSvbS/GcQLnLlIOUoUlMGtBcGR4kHOYy14kDSL5EWq6GGqGl3T8L7O1HlnywO3PDDwonYJtbMoTCEY6SYpF0E5UcKJQE4EwwiX1YmYTP1w4Pqg0pNsh0nik53Caz3vR9PYs7JwRwWfL0U+3q6HzEBxAsYE0rB1y5Bv50J1G7jRiL57bSuAWTnrggojXoyErHbM5eZstoAVXCTFB3nmYY74eGo8apBPl/VpBNddgHO7OZzHrbiE85gbwnHUBcFOBwLbcc4KBQB43C/+9ubk7Y1cijPhAIRt4JWp8ZcX698fak/L0O2I5VYSej6Ffr+S/GmW+KTF/Hhaen4QFQHwOcA0TH68Ef0f7tX+84Pcf389+ps17bYE3q3LL4QdP0y0b5fEX85TLzcCBgBeE0hCprkP/2A58VFf/X4t9l5f+2S3dpqT/QBsRZUvjxe/OujPJFcNt6VZLEC6BQfwmsEiDX590v1pP/ezLncnZn5QJs9CzjELBhRoUaApLuRoUBEtVQp8slv9w+3l92aJd+aR7y/yv7vX/ngveS0Dr0ngLAJfy+Av9Px7GXIpYDuue/fL8nIEGwXhaRCfBpD9BH2c4Xcz/DiMrCSI3aoyibpPKtJRVlwLYhtx+rTunyfw/bK0nmQmYWzkcy76nV3NvhhG1vPCPEGeFcXNsHPNsK5G7GtpNEuCEg0mUabvg0uMaS0lT6L8aT2yX1ImUfeSYR34zBsZtu91zuPcXsE/0NCVENMUoaHGj8NqW2MLgrsT4NaywUnC39bYikI1Q2I9yEcoW5i0ZiQkQjvClC3DmftBosZDWcxSYOwlwZHhTTEKZAUoL2JVn2SgDgOzpGh7kYPqAlLm3GXODRTYLOMQZndROIfBFAbhhNPN4jhB0k6XW5YUwQWlIMe31/c/PxlcSyEfTALvDbxvV5Qve7HPGtrPZ+kH7UDICRTCyUB22QSWFO5JM3/iJR434395cvF4pZDDF7wOi0qzLM047Q4OQTkArmZDj0r6qbrw9qL32aJwnLRvJXjFDiCHGUIRN+QkEJgjGBpj3C4UduMYzrAIKgNwv5f4ZDX58XY+y9ppE/DZwfvn7b8/Gv/2ankJAyUbyDrAXDV/ODK+m4aeFVzvregHeYkDQIVAXXS8VJV/3Iz9sOb9xVz8fJF7t8E+iiMPo8gXfd/Px6Hv59lXq77ziKeD26IAzCTXe4vxd5re9/vGm73Q9Yx0vWoMvHjcCZqstU6CNmXZTSqrUXEr493IePbz/Osr0d9d7//mWvNhhbqI2K9niJMocZJkT7PCk2nmvO45bUk7RXps2HbT1G6CWDegFcU8VRbmPutUNS8KYCxbdqLUVoRajzJpN8giYCUAz8PYcUG+rPovC9rdWvAkzm344atF9WrVt5vib7TDqyF8GkB2ksJOSlwx8AIJavzCShibGujcwEaqc25g6zFqWXdPDXQtSrQ40KLBQAR9D1jy2SZhdNlAJmGs74VGGjY3uLnBreh4RzQtqva1BDXS3Et+dC3CjgPoOAj3FEdTsA8Usu2huhpflfASj5R4pCqhdZmsKnhVJosSUlHwpo9uaFTTR9e9dI6HSgpS9xFVBa9K6EDnl8KeuopnOVeCc+UUopvU8xqrQkA0A58dNDWuptAZ2gU0FxBtCwJCWIAFsrkRqwNdAA4AeAqHnQ4GxnQMzdoX7pVCVyPIax3PowL8rEC8FCOehrG3M9RXy7HvL0cNxeECgIYhyWGPO6ynIflhPnAoux5WtE93autBzLMAeBiFIbfD4XCbLbLNsmOon0zbV3XXnTj0Wl84DJnXDXoxpqEOE0EjdjvA3Q4KwggHjjpQCqVdEIq67EEY3GqHPpxFv9qvtFWCAECzg09uTn9/Z/TnO6OjGBJZAEkYNBjTG0vhD5Z8D3LQ60v6QVGlAZBsIIcvvDlM/bCe+3Ia+GLue1yEHhXg24bjpTz38dD4bDn2zWb5Iug+j3JXMt44ADMVflBRPlhOPWn4VnnzIrMwEOzjIF3mHQkE1HjnkorebEauVXwXZc+zjfzLq8kHA+VOhXyuzt4q0zcrwlmGPk0J1yv69Zp+nOOmhvWoTM+j9qHf1PaY6jzYjNGHaXFRcIwkx0GSv9kypgFk2Y8sKmiDc3YkaEUn1yPkXpK90wy90I3dKmgHQWKRACN2YcMPz1TXRHFOVNd6hF72I8t+bNGH9FSo63UN/Mhqgt9JCusGuR1ld1PiVoSZBrBpANmM0dMAsqy7Jzrcl61dybyoOhZVx5IfXg5SbdHV5NxLPqop2GusqSVaRjrW9SBJJ8ghYKRhKzpap0GVsJRwe4lylzg05jbnGSiNOxK4Lce6CyKa4+EMC+V4OMfDeQ4uiViWgaKYJSdjVZ0uy0SSsKdwW81DFHi0olApHlbcIKPSeT9nUM6kgJZktuyhW7pQlDCwEvRWRcbrhkUYZp0OGIAcR6UoTDQvCA6bB7IbkHXmwe5llEcZ+hdrqddq/M96vi/H0RcN+9t57KtJ4KuD0lHFCwPAwm7R4cpQRI+yvdSMHMjm+3n2Nxejx4O0BADjcGBuyG63MgjEAdBF7U+Kkbsh8ppierfrvRZ29jBwVE6wJkA7TJQdUE4z7YQ5mOZgErE6CAzHXRbZDnbS/Duz+PsbhaFGcwBIANzqxr86bn+4UZx4bGEAIjYQt4Frafmlpv/IZ3uh6X+2OciQDtkEipTtUT/+3XH7y938qwPllZ7nla7yznLkUcPzUk/76qzx9mZ+xWfuSqa1NL+RV671Ytcq6oN+5DQrbISI46J/HKK7Oj7LaqO4dFiPHOa1/SS/EYQPEvheCl0P28ca2E1BOwn3fhrbjiNdDqwG0LUgsRkml1XHboK6qMhnRfFqVT1MezbD9E6U3o0xexFhL8qNROtGAJ35oJIblN0gaQF9EdpPetYC6JaB70eoLT8y89i3AuiKZB1yC2t+ZDfGrPqxBgH6km3Zj5QwUMBBy2PfSEsjgxpoaE9ylVHQYqwzgxmrWN8DzQxmMy4tqWjfC0+D9CTEjHSiK0MV2lTjrHna4rcAdQGkCXtTwaqio8zbGiLU9VINHstj1jrjWlTQKmFp0khP4tKoM2gDCcRelamyRFW9dEsXsjxS9FJ5magFpbyXTstkTmUMymlQznrE0wiJTV3IC6iyAAwXSJLQYlwfpAIaYg5QrgDl8jhB1kMPY4FuUGnrbEV2g+ul9EbEnyLgjEDLVuA1gWcbk5NcQgWABoAAIOIEM8l9xY+cMOCVHHNbd9xPkr876b5cYh8mHN9tp18f+i/rPtEMFBgWrY6yyC0Kjn2/c18GL1Wlb7cbL/WyGgCk2cKSmBuyua2ABSANwJ249nLBuFQcLyTwm2F0R0H3Y76+zxOALHEOEu0AA4AwWSU3TFjMqG2BcgDVBVoe86Oh/uVJZz0iegDwAXCnFfv6rPflSec0J8fMILgA4nbT1EvcrRmnMXrd534ya92ftJdDnmlEvN0JvzpLPV4K3a4JD7vaCy3lQUfdDdm2wrazMrWbwZbDrkmSnKaZlQy3lpdWwthAse4VPGdNYxJlOn50nldHSbEfJKcxfivOzVTXXhi9WZX34vBhFr8/jl5pyGc1eSOB7We5vmehzYAmCZok6LJgL87sxZndGL0ZIuY+9CAhrurIkmCZyPBRTNjwIWt++Dwnb4aItQAz1ciZj+ww5qFgHnILOwY+8diWBPNcg7Yj5HaE2ktwm2FyUbIvKs5lP9L3OruycyVM/aNKpzG+7XHVWdtGVKoSpjprW1TQOmubGOzITy75iDpvL9PmAgGqrLXnRXpepOfHOwEqw9nrGjWMyt0gXVegXoDo+rBRUFwKCMtBaSUgzA1hNeRZD/s7ApOE7W2/1A3IeQ7rGd4si0Ywe5JDIqQzLqBJiUx4SIOFPaiFh4DgBjERLupMgnNleHcEtaRoV1Vlajqf0ygvAjwwkNzAC4M4B6V4OEk5SpI7S5vBoY+/SOlDCa+xrgJhGqv43UpizLiXvUKVxXU7CJrBqow8qQTvhMg364EbqnsNBo8r2vU4sU6DDyeZTzbKL48LGgAKAKoJVGj33OvckMGRz/KoIn0wLdypRX0LQEEx1GWzWwBPOCQHSNvAzUzwtU5hh7UdCObnktyxj2q7wdNJb2pI04RUVbEIAeswFCFRHbHxNiA7QVlxdbyWgyTyzlbxvBwcykjJBS6Lyv2u78GScVqQB7J72S+v6Mp6RDnJ+rcj1KJo7jALIy+8EeH2s3JXsTRFMDGgJdU6UkyrAevUv7BmmCc+0OXBzHBtpaiVCDxPUvMkPQphoxA2DuMDH7yd9w6CRE/H6oorTYIqb11S4YO4sK5CpzF6J+jejyIzzbIXI+d+11YYO82JZ3npJMdthNwjeWGqOdaD8NzvXpKsXQa0KdDAwUR1TlRXmwJtcmHqdW8EsDU/vOpzz/3wSda/GZWWNXwgOecBeEky7YXJayVtO0ItStahbJvo6FhztzhTR7BsJPlFH9JRnPM4N4kyKxG243WPQ3RPQ5qis69g84g0jYjTkLBscH0VHwfZluQu0dYsBtIIaHngaUJeNNiqx1mWbU2/u2sQizG2G0A6OtT1Q5MYNdSJjoxMDH45wI41YlHBGxQUsYKwE+R4JMcjaQbKC2gINpUVKi0gqhOEaJcCgRDv9hJWCAABN0kY0EiQ8rr9BCj58U5UyEiusg/PKu5SkMz5sajHERZtlRDdiYtlH17V8EFYaGskOPHzJ4Y0Yp0bOnWzFnyubkxp85RxXBYTd3rVgUrpAKwKtmOv62aIeFzwvpiU7iT4y6x0kmQPwtSqxzoXzG/Oq+tBLusGOgAlBFzJUbeKxL5memscf3Mpfrsa1ADgLAAxAcIJuoVAgrMt+4nH/exL3cyEAEde+5vd8K2EZ5WzPV+P7ie4Jc2xGERW4sp2JbVXTY2jnlGUbWqOpmqdhOGpblozrMs+10aI2A3iUwGs+sBB0r0WdIwVx7JCbEa0vaS+Hha2ItRBktkKoTsGuu5z7UaJie4e+pxLfriIghU/tJsgDrP4zZZ0XmCulsTDFLsRRndS9GlVOan5NjP80EC7frjCmVIIyFKgKlmHYaIfQIsUmAXxvSg38zi2dWzisa0FkD4HujjYDRLbAfyyqJ4k2b0Yel5gTvP0UYa6qHhPcvJGiBqpUFcwzUPwdpJaj1EbUeayEd2N81Ofe+JzrYewvbSwk1LqrK0rQwPVvRYliiioIqDLglkQnQbxKgMSTpBFQEu0LAWQRR3ua+5JlFkK4lkKDHV8FGHKgrUfwKcxocrbhj58Pa10vHAGAzXBPo5wHQ1veeGen2xpSMOLtDSkrZPjpDiIkA0fVJEcRd6apUHNY+np7mEAbnrsVd7akd113t7zIkMf3pXxtoxVVSwrQCUFK3nQgogWJSxB2jO8u6TSBYXMe8lSgEt6cUOEMkG2FJdKUb4SZQd5rZWU6lGum5Z7GaWVEKsRtpOWG0m+FmN6GU8v42lGmHaUXUqqXUMCqwqxquCbGrHCmq7E6Rcb/htpYVWwTWT4biezHWXnsu3c7zj3mp9PM0+q3tf6wfc2C49mmY5sTrhA1AQ6OHiuGfz62vzD48Vbbb0vgJengbfXw7tB0/Uc+XTof7wUHgdwvxVkeFNDd7cNz8v/nQAAIABJREFUuKVZVzT7ZdGzrtnXZNP9MvfFZvaTWeZaCJ6L4DxLnZeosyq/keQ3UvJeRtlJchd171GBXYvA51Xpak3YSyF7KfQkQ59F8ZtZ5jjmOIjb9iOOuWLa8qMnMeUwrhyllM0IcZRhblWkywx1JQJdSxKPBtGrRW3sgVukeTvMHKW5vbh7P+Y8iSEnUeJ6Wr7IeK4UPOcleWqgDXGhqzs3S8pxy1hNcT3dvVmQ9xt61w/1fK6NJL8WYuY6sW7QaxF+GuGmQXrTT66Jrl0fsafjd6r+nRA01cBBGj3OMzspejVMTULUaoLva461DDUKQzEI1CXzfsm3GmPWEvQkjG5lmL2ivJ6WOxra9EKLIWIYgBYDrnEQ7siWSYTcyikrEbrjdfU098ggxiGypbraGjwIEoshahRlu360q2NpEuRoMAgS/QDe9DgbiquluvOsqSzaxjFulpb7YWoQYYZRphem2wbeMchpzrua8Y+jaoVHoy6QpxxF1tbW4FlKGBpkkTNXPc66AtVkV1fHxzG+orgSDOgluJLPvZgUxim54cfbQWYx7pnlgu0AN0ppnahU1el+ytuIirWo0M754ypeTSiFIJfwoINcsJ/Tl0qhakxopZVmwlMOsQUdL+h4WSfKOpWQkABpBUkbaNOmgzC9ozlv57lXhsHXVhLPNYOnJd9BTtmKkvda/vt59qW6cjPP3apId1uesyK9XWSbPusoiq2l6O0YcZikznL8o+X4OwfVK1XmRot9OPbdqHuOEuiVLHq35bk/jt8cRq4P9LvLkYMqf9FUXlgK3utot1rex8uhs5Tt2AAvlqh7RepR1/tci7/RoO/2pcu6epjz7MWZ3Sh2liEuCuSDpdCdjn83iWzFXIdZ/EZdupqhbpWE8xx+pURcLRInSfRW0bsfooasrc/bVkP42GfdDDmu56k7OfpmkryR5Td98KafXNXIZdm1HUUPU+he2L6t2rZkx5w2TWnzmtc11VxNBkTsYDlObBSllSi+EsUrPAhDoO2zl0VQYsFyCF/R8UUv0hZdQz81iktl3jH1EusqueYlu6RprrkP0/Rmwr2egFoesJ5mZnGh5YWLvLUkmkdJohdxrRbFYRiry/ZhAO5q9oHu3MyzoyhWEqw53pIXLGtF70qSGkWx3ZI8SzA5GiRwMAjha3m5G0BKorkkWKseR1m0ZTlTmgQF0VrkLUXJ1g+Sedbc9iEtH5ShQVEwNbxQO4DNcsowzqa5hX6U3mtHtluhaUFdzIjtKN0O0dOsMY4HmprQN7zTdHCS1vphepwUxkmhF6G6IaobYWt+LClYqwG0bmAFn6OfZodpoRtnev8wPkgtxsVpxtcNcf2I0DbYshdthbmyTnhhwLlAQEBE2CTCJtoONMIa4t1hASqFhKLBpb1EQkZSMprT8JyCRzhnQkL8hAU0Vfc8zpxk+LMEdqtIPeirdzraeV2dJvmGF5rG6f2McJahN3VXz2utS2A7R25k0aoCBjH3bk08bXpfHMXvtI01A92MUQcFYS2Jbafp9Th+XNXWo9hhCn15ErrZVh5Nog/G+nEOeWFkvDgy7jTkg6T7rMpdNNmzovNWHXnYFd6YhB4OvZcVfCsE9uOWy6p4XvAcZ/idCHyryl+ksSsp4lpe3ImgqwH7QQo7SGHHRWkvx+0W6LWk+7TGHGbxnQi6F2dGXrjOWecJvqs7xiHnUYE9SuDbPvtpHD2M4vth9jAhrgfRRQnMfOA4Be/rrtMQeRHmDnz4to4OBdOS19GWrMsRYpZgplFqLckdlL3TKNH3O2si6PudPdXZkxwzg2l7oCgENDuI4qAtE+sxdSUgxZ1goKFN2ZynwTDsaPltBR60/ERdxQ0YlGTnYoJqBp11v7MZgMdJYZ6VZmlmLcdNkmQ34PJagNcKcoK1FcTWSvIkRfcNpBtAcvxCDAdNP7JZ0XshsqI4q16o5HF0gsROI1yWnTnB2gtR3RC1XvJPMvJO3ViMsf//1jTIpo5tVoO77ehSSuwn+QRvKmpQN843o1TNIAsaXArQpQBb1OiSj2lFPN2E1I7S7RjRTVD9NF8PUXkfUQrQMclVMqhqlBzkpVlN66W4ToyuG3hRgRo61QoyJQ+6lFSrGln303U/WVTRkh/PeHFDQP0sQtqACwDUBEIiFuBgnXYYHBRinRpi1gmLHzdHeVdCQsKULco4C14CdBPCKCXspPnDNH2aIw+yyCho7fjtwzjtd4OG37mVFzZi6CwMLUbQkrywniaWDGuBAQUebGSRh6vxqxXhIEWdl7wT3V2hwDSCjYJojgQt1bGWoo/zzHrINvSAWXDhKOM6ybkv6+JpljnLkOdF9lpPPWlxJzVsL2O90xMva8xe1HaSdp2kHFfyyF4cXgu4DzPcXHecpvGDkHNbdRwEib0weZjgjlJ0nwcNASwZ6CSGb+Xo3QK5EXd1GDDymA/TylBDW6q77XfN0vTIcHUZ0ETAVAEHCfwgyR2mhKMsf5glTrLYYQK6kReODPxOzncRF3eDRJsAy15o2Y+tJaS+Dx0bxGqMGwfQvmof+Jw7eWk7J86j9IqOTwLUQEVaMlTxwhUVS9P2kBPkeWizHN4o6wkS5ASwnKW7YTSCA8UCUrQ9hII4vVDWXDUdqvuhgsc2iNB9A5tn2JUEMTCgxQjaD1NFj2MlI6+WtN2mvlPVRjF6FGXHaXG9pq+V/OvVwDDGLaXErZqxnJVbAXycknYa4XFKmmSVvVa06HGUFVfTj46SYi/MbtXCrQBZ1/FhQmxH2V5cKvqwrOLOakg35Q1QICY4sz48qrjLMakc8+QDbD7AJmR3mANJxZxTbVEOlIJkL+2PsO4Q68xoRCXMrDaCzSjldYOs4hqklVZULPqIMGVLiXDGg4ZIa1YldMLscYGMhhUCTEJlMBOgHQA1AcYJDAnL6IKKW2gziHCuhIhxVqChCxkvHmIcYdYR56CiSoJMVGqk1WFCHASx1TS5niXr6kJeBKOM2ImQDd01isIbSfd+gdzIUR3NPJTAkgesGdBphbvdE5+uGlfy2EQG14rCaYoZK2AadG6muWEAqvvNLc089rtWg8hekVtNQFsp17W6uJ/ljrOeZY9t6ncOdftS1DE0QD8AZiloUTdvGq4Nv3k3Yj+Iuw6T1H6CHXrtWTcYe82rfse2Bh8G6LkHXRacGz6kRYKkCzRE6zxG7mSYnRR+kqPW/bYRC1a9cJs051DQ9DhHIaxMgQYCRqJ14rfMIvaxbhtpthXNuh52nOWp8wJ9vSxd5KSpZKs6wFxxzRXXIm9dVtASZZpGpXGQHunEPMpWaFDlwGHFtx6jDnOe86LvaiUw0dG+F5qnxa1qoB8R0py9omLdCNsOkZ0I3o1i6zW1F8M7EXIQ5Rt+chiTJlm1orqaAXialadZpanCowizluYPa9pRXbscxi6XcrO0d7ca3qwEpmlhoyjPUsI0JXVD1LTsm+S1xYxc9aGtCLNeNUY5b13Hyyr8j0zz1uWst6zC7RA9LwSqXiIELzQDfNsQ+wm1n1ANwiJaQUrGxqVI2RCSMuEnLDkfm/SRugR5eachE+mAEPEQKm7ScBBhQVIEacna0Lle2JdhqSRLVHxslLYWvFjD4OohblaJjYrhIO2UkQUeAn4G8nNuCbPoEizTNg9ljal4wkdXI2rcQyY1NqEyxag3awjlqJL1037c3Ip4OjFvgodKPrqXVselcDOhdFK+xUII+FRKIM0RztkyqElO6MeQnACqmn2Y5GYldVaQ6urCagI+rfF7ZXY9js816Cwp3u9EbzXUzYhlO2q6UaXuVPinA+OdefaFjv84TW0nmKZs6ofsGyX+IO+ZG8Q8Rkxj8FYaOa8JHdHUYhf2E2yPB0kEdIP2vmGZpKBuwLKaJM4LnmsFaT+B7Mbch0lqN8GMg/BKGDuuqqcFee6BZrxrKqFbQf5G1TjPa5MQNQri+znpqCDup4nTPH1ZEq/lxcu8ep5Tt5PyyKCWgvhykNgI0htBcidFrqfQjgRGmmUz6l4N2Lci7rWgY+a3XynKxxlxVUf2E9xZTj1KeTbjUp62JDAwCNAVzrqelrsqVGDBMAAvh9D9nLQTY/YS3Eh1TsLYWo6v+xwdg1xMCs0g3g4T/TjTNJBuGB+n+X6UXEry2w1jklW2asZuK7zfiszz3uWUtFk2Gl5kHOGWw9RGmpvFyHEYHwTIJA6GIXYYogv8QlmyDA0yTYKaHyuoboMAzTCd8TiCOOjEuGoA7yfF9UY474W6cX61HGiEqKoPHafVWcHoReSih8hwcFlj8jKRU6i0TFIAxEQ0pdAybA4y7qRChzhEQm0qj3CETSJdSZ9YjvqqYbmbkCYldbOmjRJsDAOGHXgBSCD2QZBr+YmSB2/4+Zou5jU2pdA8ZPKSkE/AeczutgKnCeAQYHGrzDhlxpnwseWQ0oj5kgqdUJm84Qny7qyfzWpMVsZLKl30UlU/V1TJOOfK+6gw5/LhVp20AxIGDgAUNyjK8HJO3Gn5FuN4TXUmSJCmza0gNsvzKxH4pCJcaXj3EtxFSj+P+k4T6rLimAecN5vKZYm7SBM309TTlv9B1XsjLxym2FkU3S2LOyXhrKxtRKmtDHdQkk4qwllF3EzQsxB6pxPYS5LLYXdLM/f8C6sppCWDRc0616CtAHyYpY5y9EGKOC1IKyFkMejeSHPnNf92iF4RXStefDMqXlRDZ1XfWTOwV/IclKSzmnRWF86q3GEaP8pQl1XtKCuOA+hQR8chchKhV3R0yWOb6e7NCLabINZCzisl6WbTtxXG9pL0QY7fSBBnDe24qm7nxOUQPo1SkwRXViF2AeQ99lnBO0pxvQgRZ0AnhGzVvKtZbh6nVuPURorZKUoHHX2UpvoRbJJiFyP4fkPfaxp1zdUPU+sl307dGEapQYRcjJNrZaUfJftRcpwWl9PKajE4TiirWW05zKxnhFEIGYWwcYRrevFJWltOykkKtH3ISkKsyO6VnNpNSI0w244JZZ1ox4RmhAvTprTHlfPCQQIUfYhBgKziquhYkrcnGWeWR+o+oRNR44zbYwVe50LBJ2S9rOQComPBR7hyfkmjINYJMDOQSZSDnSLs8iIuHYPyMtUx6LrP0QtaxxHXdk5c9OMJFyjTpu08d9YOjCJyVWEN1CG7zD4CUim3gLsYwslREIHaWAry8IjCw34JFXGrl7BnFC4nc1lVKAYVQ8A9qK0YVHTSKVmBz2WueNm8SPighSBuUyCgwAv0AiABACji9IpsIeyPe+iI4IpLjjBtqup0x/AEUXM1wLUizFpe3s55jiv+SYDK2UADcc4CzDSILxvweV3ZjcMnSfRRQ7mZxO9XleMIOlZMHQksG9BGhj2r+k7K6k5emiXIvSK3mSHPWvpF11iPuk+r4lnPWIqhy1F4v8TvpMidOHmcElYU68ALLrve0yKzl8K3s2xbMa9E0N28dJgSdmPMepRb1NGBDxrqzlEYGgSsG1l8t0SdNsSzpnRUZrZS2FFJOK4qA931j//bWko8rKinFW1uEIc5z3aS2k4SszA0NZCjorKRYteT9HqaOqwry1G443csRYlhjJgXPetNfb0V2GgFhkmml6T3h5HNbmCpwPfjxCTLbmTFtTTb9lo3CuK0wM+KwsVibL0gFngwzwpbZS3NLFQVuK2Tk7S37oebAagRcNR8jkGC7EapRoBohbleXFpMeCdZ30pCWAqTQwMdxeimD1+Me4ZxT8nrTtKgFcBznK0VIJshtqCheRUJUQs+BKQkZ5AAIWphmPGWdaLoQwZpT9GHtKJs2uOoGXQrKFRUygeBvEz0YmojJBmUU8dtKYUsBcW4h2RtQIRNgntBQqyUHZBWkwi7GYuFs5gzIt+P+Bej0izF7ZS4lajzoKRc7yXvLBaPK4EbQ+NyEBoEuZpXMFBHgIB4lxm3ARsAFgAgB6AJJwqZCGhBplwxhYp5sADliBCQz2WVHAs+zMk7QIhDcj7ej9kZAAzYthj1FwRCsYC0hMcFtOjnqwGxoJCgPd1d3jxeXz+ultrJeCJi+HwCXc+kKtFEgOELISPuYZZzoYNWZhTyLBlSlnFnWWdZdnQMV1u3rmfxvTx6WWMe9NUbBfpOQ90Mw+tRZOS3tnnQ85jncWqe5jtBtKm5VlPMKAQvRtDtqtzygVmW2Or4pxV5NcevJ+ntGHG9qt1uBi4q8kXPe31J3cm4r7fEa03vbpZeSxATA9qJk8dFaaf4/9Fo3u9NH4a3/oD3XrL2sCRLlq1hyZIlWXvvvZclS5Zsy1Pee2EbYzPNHiGMJBASdiAkQAghjLD3hgAJ2WmSpv2237a3zf2h9/4P53mf55z3IM0ssJ0Lr9eSHOxCPTnFzcl3sfOc1Xk2Rq6XCwnw4TZWoU8At7OhPgHOwUKZaBA7A+xmwsK8cncVxlEFDkkxTi7cUg0NKyudHIyPj/HzEBEprkFNctegPGKsmYfQVYOdIrSVBw+pyrwSnI4JktMKFIwimxhrYsO1lSBzJdRMBZkoRQpitqg0g1eSIivL1tKKTEyomYlQkIqkxGIRDqwgofiYAiu3lINJY2EW15RmiMsL1AykohLNKS1ioHMYyKyKokUaGkSAy9DRi3V0CKUIEBCK5TQUE5ujqy5RMmBUyGJRWXE5KImLL+Tg8qQUmJQCU1dhXFKaR063i8hGLkHPxqsYaJuwQsVAC8pAWhZWTADLSDBOST4dlkGFZPAJED4JRipOZeFAKhbRJGIYBJW0kqKqUoiCS5FVU0SVFTwSkVWCoSPgDAiUAwfXIHO50CQnE9KorHBXldippaZyvLIEKkVn1sAWa0gIYQkUkwagMxeB04HsxUBR5iIUOJuABZdhi0GZADgdwOUn0+E5vJIiMQGqqsAoytHE/CQqIodNhCirCTRUDi4PIBUk0UHpIhxYjIeISiFiElxMQbnkLCOzVFkBA+zxCbG1UedqtXpbA7Geps6h2nBzNNpeF2yt9cdlEqNcopZx+AaRKGK2Rh0Oi0zq0Motaq5GWG6WU71qhldaXqesaDdVtxqq+chMDjLLwSt3C8hGeomWgjRU400CkqAcSoVn0IoXcTEZVAhQg8+SlGeqGIVWCVHFQpqr0SYaxELKq6/BRnm4cA2mVozy8EAuZk6DBOGk5dQJkF42WFeWEagG14uwTi5cxyiUkjIlZelBKcYnAJuqsiysHJ8I1mKiBMQYJxdq4xbbuBBHDcLGQRorIWF5eUCM1VMLVIRCCTZHRc41ssFGLkzDhEpJhUJCjoqc7+GhLcxicxVISy9UVxVbhJhq3GI6DDCwCm08qJ2HsPOQbAwgpxVomGANHWzloNXlBS42xkKHacpBGhpESS4U4jOZMKAalWTn45UUqIwEE+GhLGS+lVdhZJeyS9JVVRCbiFCNzWCicxxSuoyOZJfmM9FZxHxAVwU3sOB8bCoLuVjLRKsYaH55sYQGF1SAlHRETWmRnIYSkiCV8AweASSjwmtKC/jEouqSPD6xWEpGVSFzy4tS6PBsfC5AhabxCIUcXF55IUAqANiYHC4+n47I5JVBJZUYJZNgFNKqcEVlkHQ1h8QlwWjovHJkNiwLwBbmEIoKqAhYaX4eCABK0pKqINn04mRyPmBgIGWlsIqcNC4cqq8kS0qhdHBaDbpIXI5mlUBqSGgBjYCD5nJppZzKUiK6iFGGkLHKNVyyqAIjq0CLCVAmJIuDLJCQkFR4dhW2oIYE5ZGh3LJiFjafAc/klRRUFqdSi1KNbJKwDIbNBdh4EBebV1mcDEi9vTWmuNjeHuyYs0ZGHA1jvuZJa3jA4OuxBAcckRGVrZktdVOrdTJdyBfp1VrqFAavzR8NNbQ3tvQ4PWGt1iqTqpUyrahGUl3Ft5k9LmetRm006qxOu0ss4PC5lVqFSFBNFTIrrMoaMYNYicnX80hmYbmyCiumwjRMtJoBV1PB8rICXTnUxkAb6HANtdDKhhoq81TlGfYasJsHtTCLvDxUrQgXFBG8fLyTjbUx0WYWJKDA6ZkFuqp8KxdmZkMsHKiWXqBjFKppeTpGkUuIMTDATCigKM82MqEqGljPRNSUZpDBgJicL6MVs0vSOdiMKjggJxdYazAKSqG5BkuGABJKkZlfIiSmCYmpdgFSRc2TlWfJyrNsfKSNj1RU5FVBAWV5gYeH01YUy8sKDXSEiYmWVeRLyPl2IUFFh9Xgcy18kqISSYWmMJBpbFwmB58pY0B03BIZHS6loXzKKi0TqaFDFRSQlgGx15QoKvIYYKAGk+rklxpZaAYilQZJ4ZeCKMUpQgJMQy+VUTBUSIaSjlExSsjgpIriZCo8qxKZi81JJkNyuaUoOrKIXVLMQOSoq7C6ahwdlc0syZNSYBIylIHOYWAK0PkpmMIMdEE6DpRRBsksLUwuA6VUQNJxBYtK8pPyFwGovOxyJBiWnVpSkEmA5DJx0GoClEuCqWrKq7AQRE4yEZJPRoMp6GJ49qKiFICEKKxAgapJGKOEw6/E82i4MkQeKBVA5S2moQvYpVB+OUpYjmZiQFRYLiYLQGYCVESeiIImwzOx+QAuD8DlAUxUHruksAKUis4CGKhCYmFG0SKACEovLUqqwuQCMu9AjaVDHRxVB0dt8WWOlnl9ZNLftWCqX6LyD/HM7RxDi6Z2hCwJUaR1Km+/PtCnr+3VeDq13i57eFjlaOeq6riKQCXfzhQ7K3kWrsIn1IbC7ZM6dzNP7ZaZPUqLgyfX8GRKpcaoUGrNRlNbvGmkpyvsdka9zqZat1OnCJjVIZu21qwKaGVho0LHJvPLESIqSs0lqKqx1YRcCR2m4+LkNJiehVPTS4xMoolJ0tHxykq4gY3RsVA6FtJcg1XRoSo6VMtEhA0MMw+jooH0TJhTiDdWwxgwoKY0Q82AKehQMx+vYSEFpHwNCymjFGuZSBmlWEoGqRlwKRmkoEG01agafHYNPouFSWaiFzkEJRYukodLlZRnqukFanqBsRqmZ0Lk5fkuAd4tJMrKCg0MpLA0lwYFdGyEgVtShU5lojPEFcUsTCa7NJtflleFTaNAASoM4OCztCyMohJJLgaM1SgJMUdHh7gEWDWlgI0A1JQCF79EQyuWkQrMLAwPm0MtSq5C5HBLQBISUlKBqgClsrH5KgZaXAERkorFFJSYgq5CF5cX56qrqFVoSEn2Ii4BTIWmoLMBeAZAhWfVlBaRwSnQFKAUlFJVCqsmYSpQIBI8jwLPZqDzanCF4goYFweqxkPIaDARUYwB58Hy04qzk8C5SaXIAjwivyALyE4B8tIBUE5SKgCkJQGgvAwUOB9ekFkCyUWBsvJSgYI0oBSaTUEXYQpSEZkALB3A5qdicpN55Vgli1JalFWOKORWYAmQXHxxtphWqq2hVOOLqYgcFg7EJULlDAKPhKyA5ZUWZdNQYGxeVlEyUAHPYRPBgL15ThMaMzfMcExthvBEoHONvWnWEpv2dayyNswofYNYthPNsFIldRRxyByZMNeNuBonfc3TnqYlGk+XKTggMDSIDA10kadK4mNIfQyph8g2slQBEs9SUq0pE9rwNSay1MXSBsTWGEvpJnP1OmdjrG2irnGwuWPJ1NJN3X2znV3Tia7Jjo7h6SWzx48cfXz/wbYtW7sS3c3NrS6HOxqpb4w12M0mh8Uc8rmVQr5ZKddJBWaZQFfDUFeTZXSihl1h4FKNPIqIjKohQqQ0FAWWXgFNFlGgejZWVQXnEws0TLSiEllTWlCFymSis4xcvIaJpkIW80rz1AxkFTKNmAPUlGRbuaVRU42RVUKHJ9HhiyWUIiEph4FcxCdmqRggPRtGgwFsbLJXUcbBpVWXpLikRAsPxyfkiEj5ejbCLsIbOSXKSqiVT1TT0QJigYFbYuJiDVyMkJSjYyG9crKBjdGxMBYOXkeHqShFNi5GXp5vrIK4BdiYrtLORdk5GD0D7uITfVKqjAQzVBG42KKy/MW8UrCwAqaoQssZCC4xv6asQEKD88qgMnqpmIpXVJFk9NKqkkImLr8an8PE5eILUlAZQCUsW0CECohQGiqHhs7jUVHVJCg6F6BAUsUksI5WYq+hGKvKmBgwDpqHAmcT0CAMNBeUkwTJTwUXpmFRhaUlxZCizILsVHBRNgYJgYDyMlOTUgAgDQBAWcnZSUDWYiA3GcBCcsqRRRUoUCUWSsfBOOUlRGheSUEmAZwHzVgMyUyGZCb/1z+VFudWIEDY/HQaqrgKCyuH5tMxECGFwC7DYQvzkLk55QgEAQIiwfOYeBDgbl8pcvaInD10dYPY0a2pHTFGJt2ty10t8/amWX9itTY4ylBEYRQDjGJgqRvp0hBLWa9x97li09a6cXNwmK9r9MRnlK4utrqeKvWVcq1olgHNMuAFNizfVq4I55O1SI6zXFZHU8cYmkYi30escVfJw3xdoys6WdcyF2icibTMR5vnQw0T/vrEkY/OfnHz8cDYfFvPdEffsqaOybaepbHm0fr4YF00kegZ7+wZ7ukdau/obG9t62pNtEXjnU1t7bGmRCzeWBus93pCTodFpdBJBU6D2mVU2TRiKYfGo5fJ2TQeBS+mldJQRSRITg0JXYUrrsZDhGSMoAKt5ZC5pTAGOp9PgsvpOE11GZ8EU1UTAkZeBSK9Ep2pYmPYxLxqQjaPlF+FTbOICSYejl+Wp+dgDGyMvhrtFJO4uCx+WZ6UDJaSwWYuUU6B0yApNGgSF5elr0YZORg+IUdCyldRIWoaXE2D66uQotIcNRWsJBeaWAgLCykoSRfjsxSkfCE+W4jL0TFQRiZOW4VTUDEUcDoZmlGNK+KTICxcbjkkiYHJktMxMgaWUJRGQxaKqXgaMp9LhFbhCiWVCIuYyi9DVqPBAiyYCctmwDOrMQXSSqycWVpNgIqpGCOnXEwAi3BgEQ4iLkVxS1HogvTiHKAgA0gDAERROg6elwYA2akADlFQgUdQCBg2jSxgMUoxSAwYAs42NRb3AAAgAElEQVTNLseg2FRSJRFDwSMrMLCaSiIFAwFnLELnpaPz0otTgUwAyASA7EVAQRJQkLo4AwDyUxaBs9LAGUmFKQAsO5UEKyxOB7IBAJGbWgougmWl5y9eBM7MJCHR0JysMhSIhgMD9qZZTe2INjhKk0ekrl65p79a0yS0JAyhcWt02habsdRPafzDJL6/kKDEs11cTTNTHtN6hzWeIVtkSusdUjh6TeFxtW+AqYkRRT4o3ZBfIUdUmyBMPYxlLuH64FUuKN1RUG7E80NEUV1+mbaE49bWjjmblrkaZs3B0cautbHEmtbejcGmKUeoM947JTeHSEylxd+pc7SZPN1Kc7Pa2qp3tisMYbkuEGnujyeGGtq6g7G2SHy4sW0q3jHTNbiitXtpe++yRP9c78iqjp7ZnqH53uHlvcPL27on+0eXr1q/O9E11tLU0dmaiIbqWxqaPXa3Vqny2p0+h8tjtrhNZrfRoOBy8RAIk0SUc9nCKhqfReGzKirwMD6TJK+hCqqIAjqOT0PzKuAiKopPgujZBEk5TIArUlQgJEQIGZxUDkky88p11aU0aCYHW6Sm48xcEgudwUKnOQVEBbmYX5IlKyvkojLZyCwtHcmEp0rKiiRlBWoaVFFRxEWniUpzVJRiAxNlYKIUZEg1IrMKkSUmwVV0PBMDpsDza8oQIgq6ApqJzARKcgESOLsQAAoAAJwC5AJAPgBQ0AVUVC6/Aq6i4WpQBXx0fg0ym1qQhEoBKNA8Fh5RhYWzsHAljahnlktJWAa0iImA6KrpMnqpgIyQVmJ5JLiIgmaXgkngTGg6QEEUiKgEGgqML8iBpibnAQBo8WJwamo6AGQAAKowl4SC0PEoCgZWnL4YV5zHJRMI0EJkXgYGlF8KKy6FQ0uKi0CZ6XgYhEHCI4tysxcB2YuAwnQAlAbkpwLQrCRYXmphWhIoKzVrEZCTkgTKys7PSgflZRXlZwFcY6vU1av0DdLkEVvjUkd8mSE0rnD32xuWOhpnTeFJfXBMHxyTOnpKmHa+qYNv7JQ5BuT2fo62Te8fp8ujBK6XpW7U140bwhNy32ClpgFE0+aQ5NllMkiVhcCvI4saispNEKoNXuVCsjxkeQxMs4ArTRJ3X42hFVtlcYQnE8PbZtce3bz7k1VbDqzeun9i2baBqU09wxs8kWGLu1tljOtt7d7wQKhxxB/p2br70PHTFw+f+PS9Y2em173bNrbV1zLrapzyty6zhEcdsXFfy0y0Z1WwfVmgdWm4c3ldYj7UMedpWhJqn0kMLO8bWdEzND88uTA0saZ/dHlX77Qv2KwzeF2eaFNDZ0fbQLwp0dneH29oa40nGmLN0fomo9GskMlNOq1KKlSKuJWlaCmLrGCWi6lYGQ0vLUeR8pNLMwAoAIAWATkAUFacUQHNLgQAeCpQVpSuY5UJiFAKJFnDwFj5RB0dIy0Dq6loaQVcTkEqKtEaBlbHxErKIWoGUkoCVSNTZRSIlAwWlRWrKlE0WHoFKLUMlFKFKcDmphUAADQVKC3KoCHza8qRIgquhoSmocDQNKBoMQBOAwiQ3CoiHF2YisoBanCFJibOzi7ll+SpKCgurjgXAHIAoCAJyAaAosUANjcNk5VcjUNwCFgWHiElozkl+UIimInMrkbnU4rTygtSCDmL8DmLuVgYpwROzM3EZqSVZmcScnLKigoLkxflpwDlaHgFBoYF5eLBuURYUSmkoAIFoWBg4Ky0wrQkcHYmoiCPjC0hIuF4eDGNgMbBCokoEKMMTUAUQnNTmOUlPHoZFpoHykpGgHKLczLTFgNpi4H05KTkpEXAIgCo1sUZqlilor60xsPRNVPEIbY2LrQkLPVTwc6F2sQac2SJKTiudPZxNXGFe6Ba3cI398gcQzXGBFfXLrZ1MxQxhiLGUMU0tSPu9pWG2JTI3UuQ1EKqzBC6uYCgQVCtcJq1mGLKwEmzSuXwalsx3VhE0+aVK3i2dqkzwZSFdJ7ueM+aVZuPbH7z2M53Pn57z6mDH1zau+/MljePbNj8/uz8tpllW3a/c+zkmSsXv7j/8qtffvzxrw8evFy35Z2WkTUdM9ubxjb6EsuCPSuaJzaHela7W2dD3atig+vr+9dG+hZ87XPetmW+9rlI30Jt+7wjNl7bvizQNuuNTzljY+7YuNbTQWCoyVw9k28Sq31WT3Owvq+uoc8b6rDYGwKhRGPzoN7oC/hiLU0dHc3tJ48d++3b1z8+f/j6wfUXN84/v3zm2RefnD+469C2NRtnJwbbm9pCgbZQIGQ1NXqcFqnAKGApqkgUeC6xKIUCy6SAM4j5ScIyeFlROhWWSwSlYvMWobKBKky+sgpr5JaxMLlUaBoVmlZDLJZVljBK8sHJACILwBelcstQTAKcDM/HgdLQuYv+26aZBLiAhhdWEiEZAAGaxyxD0IlwRhmChMxmlGRXQBdz8FksTCaXAJJUEbCQXHBeBrggC1qQBS9IJ6FBVGwxpjgrYxEAyQLKCpL+e2uqgmZoK3EyEoJalCrCQ41VZRICUkMnKimEmhJETQlCTasQl+EJ4DxccQ4iN70oFUDnpdNxMFEliYFDlBRlUUugsNz0wrRFmYuAnGSAiEbAC/NAWcm5KUB2ElCcs5iAKiyB5oBzk5jkkjJ0MTgnGVaYiQDnQwpzU5OA3Mw0FBJaWJCTnZX6/2gqc/dh2c4KYa3I2slSN1LEIYo4JDB3mMKTCne/0tlnCIyW1/j4pg5v2xqZZ9QUnVN4hvnmLmtsKc/YztE1MxTRKnWDITyhC41ZGpdqQmNkWaTG0sHWxkl8P5ppg9CMaK4dzDAk4wQovrNE5KkyNpWKvEJnJ0fXRBX5quV13ujEzNzba9e//8abH2zednDztoPbdx46ePTMF9ce3r774uadpzduP7l05e6lS3evXXt06ODp6fmtgdYpb/tcuHeNP7E8Nri+YXijv31FfGSrq3km2LWyoX9DXfdCrG+9t3Xe2TDtbZ1vGN4an9hRP7Q10L3W1TLvbJ51NM742ufqOpfbIsNKR4vW2aKyxtTmqMoU1tuiGmOdRO6KxPpijT3T02sOHzrx+NHzP//62//+/vvff/35H7/99Pt3r/792/d//PP3P3774d+//fjLt6///NNPr54+//r5iye37z2+dffAW29vXb1y37bNe7YszA13tYVck4mmRMhdb9PX2/Q6PqsSC60h49Q1NKOgSsEqUzLLRBQ0EZRKKE6twhWVwzLxxengdACeu5gIzy3OAEjIfAG91K0XK9jknEVALgAQ4bn44swyRB6qIAWSswhZmF6KLCCVFPOqCHJOmZCGoCAyJJUoHa9CWl1Whi7OSAaSAaC4IJ2AKiyFZktYRBmbREIXglKB0txFvJIiaRlcSUYryWg1tURRgapG5KqpJXo6QVyGqMEWl+WlkIsy5CSMpBxLRoEQuangjEVFqQAyN4UIzStHFJJRICIsv4qAJEDz0aAsEgqCAeehi/PpZTgSBoqFFiCLMjMAAJS1GJKbkpcKYKF51FIUhYAqxyExcBCsuBBWXJibkwUBF4KKcnOy0wBdaExo61QHhivEQZa2SR0YxrIc4HItjGIo5bgZiqjc1edpWW4KT5bxfLk4OV0dr1THhc5+XXhK5urnGFrKeD6WOsbVx4WmVkPtsNzRZQqN2mJTUkcP39TK0TdYoqPm2KjU2ykJ9Aj93eLQAEEZzKYoicpwidCPrHaQZZEaY7vc3iuzdtk8Az2DGydndi5b+daKhbdXrtu1ece+t9//4P1DH72z7+jBo6eOfvjZ4xd/2rnnQ6WuNtw43ty7IdyxNty+4G2ct9ROeBvn3dGl0c510c6F2ub55t51kcTKtoGN0a7VjV1rwomV4a41we41gc41jvjS+MjW+r71dZ2rfS2z4c7ljujowPTW7e+e/uDUje1vf7jpzYPvvH/ixIlPL39x487tB19/9d3f//6Pf/3r37/++uuNGzc+PXP61csvnzx6/OzJ0+ePn5w9/cnLZ8+vXr524sPT+/YdOXb0kzOnL31w+NTO7Xt2bN21bGp2/553Xz568J+//v4/P3/352+/ev34/pOb12+eP/f5Rx/euXz+9dMH3z5/8MOXj57cunT59LFzx/efOvjOgZ2bPjv2/plj721ds7Ql7I6HXY0hh8sgk3Fp5Zhih07SFQtoRCwyuhhRkIKHZIGzgawkIG3R/9OVBdmpaEgBKCuVhkVImRV0TLGwslQrYFYSUShQFiw/jVICkjNLaYhsLrZIyyAYOZQaHFxYhlTR8QoaloUuoMNzqpB5LHR+Db6YDs8WV8DY2HwqNA2VDpCKFnOxBVwCmIwqxMPyyuAFZHQxMjelMBkoSgFgWQAVA6LhwIUpQElRZjUJU03G4qB5RemLSSiYsIomrKJRsCg6AVtSXIAqzM1LBsDZmfDCPERRQWFOJii/IDczKysjMz8vJyUVSEsHAI6h5b8xNUYm5Z5+XWhMYO7AVTvJoiCu2snVt4htXVJHjys+VymLFJfrysRhkqwexrBzrYkaSweR78GzHUx1hCELllZbqQIvV91g8A95m2ad0Rm5o0vh7JC52kWOFmPDiCTQxTA3sl0dVbYWBM9VzLLA2A6CuA5Ks2dhFFiml6tpZUoiRld/fetc+8DC4PTmyZXb123ft2773lWbd63ctGtwavWbez/csfdkpG1SbmxQmlpcdVPxvi0NifXRznVNXRvb+rf2Tby1euvJ+Q0fxHvWBhun4z1rom3zscSKtr51tU3TBv+APjBgiY67mmfqOld64jOe+Eygdakp2N/Uv+LhV3/7+ud/v/zu709e/vLjL//85c//fPHl11cvX7t25fqNa9dv3bh57dq1c+fOHT9+/OzZs9dv3PrwxMcfnzyz/8DRzy9e/err7/cf+vDg0U/Wbn57Ztmmyel1qxd2trYPLyxsHxud6e8ZfvH85Z9++PH0RyfOfPTRnWvXHly/df/azaf37z+8c/PKhXNfPX/8+4/fffvi8eNbV7+8f+u3717+47cf/vX7T3/8489//O9vf/3TN3/872+//fDq8Z0rW9bMrZoZG+9p72yoi/kcXY3hHRtWvLNt7ZY1s++8uX5qvC8a8luNOqNW47TaCCXE9MWpyMIiEhqJBhWCc7NwKFgFAYtHgrOTABwoi0NAiEklTCQIm5FCg4ExuWn5iwAKoohNQBFA2ZjcVHgGAE4BiOAMVmlxSf4iEjS9ApZRWpRERWYysIUEREF5CaSKhKHi4eiCdFRBCjI/mYwqrCqFIHKA/7IfU5RGhOdWEhDIwgxEfnZxZnoWAICzMmh4bBkSTkTACAgYphiUn56al5GRm5mVl5mblpKempyWkpKSkrY4NWMxUFiuBZH1LH1LuaQOUWWTeQe9bavU/hGeqYOjbzXXT1uiM3L3gLdtldjWDSEbMDU+NN8Pr7ZX6eNURT2R74HTtGVcm8zWqnC000VeCs8tNbdKza1qR4/eMyA0NcndiWptpELigTH0KRhuPlmF5NhKxQEE205TN7D0LTWWLomjn61plTkGJJYukbHdHBx1RMfqEnOtows9UxsHlm2O9c60jqzwNg0rnHEUVVHGsUitLSJjc40mpvP2ad09baObZtYd3vru57sOXWnoWRXvXwh3zMU6l9d3Lg+1zPialjT1rAq1zUrNcXv9yH97lTc+5W+ZDrTO+OITznD/O4fPXb33zf5jn+1578P9h08dOnpqfn798NCSof6JwYGJ5fNrNm/avv2NXZs3vbFh4+a97743v3zlrt1vX75+4/L1W5eu3Tz/xdV3D3yw/9inqze93dQ+1jM03zc4P7NsS//gssHh2QMHjr989e2nZz7/8MOPvnz24vnTL69cuPr0wZPDBw8d2P/egzu3v3zy+PbVq1cunLv06SfP7t2+e/WL5/fvfPfyyatnD7599fTJ/ZvXLn12+9rFno4Wn808NTzIZ9BFLGa91/3h/ve+enzv129f/fGv//nj3//42++//uf//PuP//zxx3/++Oqrn5fNb4w2dEXCcYfdG6ytlyu0LI6oorKaweJXkCsppHJ6GYlHo2uFYnIJEQ/HoECQnLQMFAhCI5DK0BgyDo+FQfLSUgoyUikEDBqSB8pJIuOhbBoej8jFQLLp5fhSDAKSnwkvyinMWExAFLIpeFk1hUfDsSvQOHAmIi8pPxnAQ7IYBJiQXsYmE4rSk7MXATmLAVBGWn5KUvbiRSXgYhwUVpCegSiGwIrBWRnZixcnJyWlAIuSktJSF6WlAERhbUaJRGDvpilj2Xg5jG6B08xIurWU6xVau7iGNl1w3BSZUnqHLPXTTHUTnOUslYbJqihNHSsVeLBsawFBgqSqBYaY0NhgqRuyBAd5mhiF5+apG1XOHjzLhqTrqbIQSegjCL1MYxND10QU1+aRVBC6uZCsK6rQwRl2ENlYSNTCqCaGIqbxD1ujS0zhcXfTdCgx3zS0tq5rmbNxtHFwdXx4nSUyxDc3mSKjxroxcIUSy9Qz5T40TUlkG9mq2mD7zKrtx+IDq8OJ2ca+lS1DC7HulbHulQ09q+ral0US8+GOuXDHXG3LTKB52h+f9rdM++NT/ubJhq5lc+v3jMxsHFu6bsv2fWvX71w6t3bz5t1vvXXorV0Hly/fNDEx39c3MTAwcez4yf0Hjly4eOXdfQdu33lw5+7DA0eOnTzz2dHjJw8fP/XW+x8OL1k7MrWuZ2h+aHzt4Pjqjq7Jox9+dvXGw5b27lhD8+DQyNqFjfvfPzy9ZLa9tXP58uVXr1796uWr61ev3bp29d6tm0/u33l87/brF89+/u71D69ffv3lk69fPn3y8M5vf/p2/77dXoelORZ2WU02nSbi85w/+fGL+/fuXLn0+PaNezev3r157cXzL7969e3f/vafZ8++n5xaa3E1LFv1xomPLzpc9XZXLBTrDTYO2IMJa6Dd6GrU6H1qrYvNlvH5aoXK6fI0miwhhcahM3ilcotUbpErrXK5uapaRCYz2RwBgUguAkFJ5WSRRFxZWYlEIiEQSCkOvxhYlAQAyQCQBgCQ/Ew8vAiam1KQBuSnAnhYHh6cQ4DmIXJT4PlpXGoZs4KABReii/OJCFhFCRqUmQHNz0WBitMWLcrJyExPTUtJScvKzs3OyQOSktNzc5NzsgGZf6hcFuZaEwxdHFxpwgv80EpzGlpUVKGjyOtLOG4w1cg2tsl9QyJbtzE6XamOZxPVKLYTWW3H8VwSZ4KpjmCYhmp1SGhuNAYHDIE+paOTKvCSeV5TcNwUm6GqYlRlY7m0Hs+v5Tl6y2R1NG0j197JMreRVVG8KFDC92IFPpzQj6x2oJm2ak1DpHedo3HGEZv0tcz6mqdDHXP+1qWR7pVNgxss4VGZq9McmQj1LKj9fTSJC8dU8vQhitDKlLnNwV61q83TOFbXvizQPB3vX4h2rYwlVtS3z7cPbupZsiPUtqwuMR9oXepunPQ2zVgjI+bQoLtxsqFvdfvo2tbBFX1L1rb1THf0TjW1DgyMzI5MrOjoHuvpW/L23sNv7z189OjJHTv2vvX2vg+OfnT82MnTpz5bsXyhr3to9449b+3ct2PH3pm5DT1Dy3qGlkUb+9oSk/HW4ebWwbf2HBodndHpzYlEVyQScTs946MT46MTo8NjZ86c+ctf/vz40YObN649ffjg2aOHr54+fXj79uPbN795/vTVs0fPHt59dPfmt6+eX7l0rjsRb2uudzuM4aB348LKVUunDryz+4uzn3z97MH3rx6/fHb32eN7X7168df/+ceT56/7B5f6atv9wQ6nJ75py7vb3zys0YVMjlaTt9caHFM6ei21o2pbu9LcrDI20nl2VLm8rNrC09QzpH6Vo8MVHTfXDtjDw7bggN7b7QwPinR1znC/q77P4G02+pp1rgZPOGF114fqW/fsO7xu/Ravp1alUBu1Oimfj4NDSlEQNpXIrMAXpAHpAJC9GMhNAiC5GeC8DBwUDMrOKExPy01NTgWAFABIAoBFAJCVlZOekbU4NQNISU/OyE5Kz0rNyk3OyAYk3gGBs4drTdTYOhm6eLWpjW/rqpCGoZVmjqmdJA4VkDR4nq9CGgaRtHxbV6BnI1PfxjYlDPVThvCEpnZAFxwsYRmJPJslOqL296j9PcbwCFUaqFLWix3dUt+AvmFaFR7XRpdUGVtKhQEI3ZxDVGbgpOlYSUmNB15tL6IZsKIAXhKkaRvxXHcpx1mbWFXXvVDXudLZsMTdMOVtmrGFx5SuLmfDtD4wJDC2mMKTdd3rGoc2h7uX26JDdYnZ2rZpY22fzNZiqRuMD65r6FsT6VrhaZiKdq32Nc2EO1Z4G5bqPQORxMratll7ZNxaN+prmXU3TbsaZ8Jdq0Idc77mqVD71Oa3Tixb2N01OBdtHgjVdwyOLntn39H7j796/vK7ew+/vH7j7v4DR0+e+vTA/iPbtu7Yunn7nrf3Hdr/wYljp85/evHmjXsXvrh94Mjplavf2Lx178K6nWvWvrljx/tXrtw5fuzjU6dOXb185cnjh7/+9OO3X736/vU3//j7/377zdeXLp6/dPH882dPXj1/9uzBg+cPH37z/Onj2zcf3bpx//qVvbvf3LNr+7FD7x/Z/+62zQvv7d157tOP/vzLD/duX9u5bfNHhw9++eDus4e3f/r25aP7Nx7cv/Wf//znx59+C0baguGuSGygIT7i8jZbbdGt2w7VxQa1lmaDr1/jGZLa+xXuAa1nUG7rNAUG1a7eCmEtgm4m8LwYlh1M1lGkdSS+nywKyl19utpRtW9I6enT+vo03l6lK6FwdlgiQ3p/lyvc7a7rmJjd9NGZK7v3HFkys2Ljhm0rl6/ZunHT+TNnLn36yWcff3jonbc2r57vaWlINEYMCqlaJvZYTH6nM+jxmDQ6HouNgiIJeBK4GJ6TW5SRXZCeUwQsTgcWpQGL0oDFmcDiTIBjS8hqh3X1S1ShMbGnv0rfLHT1itx9BFEtiu0s4bhLOO5qQ6vE3Y9k2vm2LmfrKmvTvDo4wdQ1C22dhvCI1NVJlftZuogvsUziTEhdnbrIGEMbY+iaoFVGgtTt7l6miw5bmiftbUul3m6xu5Opj8GrTEiWpaBcmYoRAnBOFlGOEfjKZHVYtrOU5fTEZxv6N0S710S713gbl1iCg/Wdq9SuboW9S+sb4KibhJZOR+Myf/tqT8vyaP+G2vYVnvisyt2LoZvY6pgjNtXQv6FpcJMvvqy2dXk4sTravdYSGmMro47IeEPPQjix2hWbdjZMR3vXhXvW1yZWBTuW1yXma1unoh0zQ0s2bN31wf6jZ987+PHjZ19/99Mvj5+/vH3nwd17jx49evLbb7/fvXv35cuX9+7d+eGH73744btbt259//33f/rp5wcPHl28dG3v3kM7duy7ePHWRx9+dmD/sc/OXLp7+8HF8xdu3rjy9Ytn371+8fjerVtXL1069+n+PXve2fXmu2/vunPj6s/ff/PTt18/uX/n5aMHf/r6q5sXzn90cP9HB/cf2vv2F5+dOvvxBwf27Dz14eGnj+7+659/++M//7517eqNL67cvHz1yPvv//D61d0bV8+f/eRf//zfb7/7aWBoKU9oEkncQqlPYwxH4yPeUMem7QeGl6wPNA5Ge5ZrAr2W2ITU1WmNjBhq+2XWdnPdmCkyRZHWUaQBjj5axndhmCY825GHk1AlQb6pVWpLyB1dCmen2NKqdHbwdFG2KiQyNaqcrWp7XKAJuiM908u3T89vPvbhuY8//vzokRMnjp+88Nm5h7dvP7t7729/+uXp3dszI6OdLW0zE9NBT6CtqX1ieHLNyvUr59cN9I93dgyFwy1me9Dqidj9DTKDS6Cy0LgKdBkbSeICck+33NMtsrdrg4Om+jFtcFjh7ZN5B/5r+QX27iptnG/rcbau0oWnjNGlno4Fc8MyW/MKpr4NxXYSxbWoaiue78RwrBxzXOLpEjo7hc5OirK+XBamqqJ8d4cy3C/ydKjDA0JnhyLQJ/F0KQIDYkcnUeQjCPzayISpcYZhaKaoYwxdnMD1cDQNGm9/rG+tu2HKER2z14+aQ4N17XP2yLgtPKZy95K43gphrcY/4myaczWtcDYu1wfHfW2r2iZ22etnzKFJf8uKSNc6f8sKR3TGEZvyNi+r71nja5lzN00HWpbVd65yN0w56pcYgyOR7oVAx2pXfLauc2Wka0Wse2Xb4EJdy2TPyMK2t49fuv707OdXzn524fCR4+c+v/Txx6euXr1+8ODhubm5hYWFN97Y+vTp4zNnTp8/f+7586cnThzftGnDnnfeWzqzfPWq9Tve3LN0an7J+NLPTp+79sXl82c//fLJw2cP7z57ePv2tYu3r33x4MbVz05/fObkiYd3b/347devXz5/+uDuiycPn9278+rxwx9fvrjwyalvnj/97sXzV88e/+WXn/7yy08/f//NP//x9//zz399+ezFlQtXr1y4tmX9tltX73x+5sLHJ05//dV3X1y6Hm/tFYhNKn1Ioqg12lvqGofqGgdHpxa6BpY6a5sbE+PLNr/rbR6TO1s8zRO26Ija26n19Wn8g9raMbl7QGxv1/l7Vb5usb2dq4+T+N6CUhmxxi0yt7HVMYExLjQ1K5ydAmNcbGnVB/pU7m6dv1fv75Hb4mpHY2vv0nVb9u3ec3Tbm3vf2v3u559d/Oz02Ytnz926cuXPP/302alTc1Ozq+dXHd53+Pwn508eP71/78GRwelwqNVpDztcMYMtYvU023xtOmejO9Jj9LWxZR6uwgfsPPBJz+SCt6Hf4G0WGkIGf0Ln61a5O9X+PltsyhmfN9RNmWPzmuCMLrLM1LDC3Dini0wbGmY1sVlV/Qzb2UOU1+dRdGCGqYiiI4mDEmePzNXPt/VQ5U1UeZOmbonUP0LXtShDEzW2TqoqVi4Li1wDEvegMTarDcz2knsAACAASURBVE/pItP2lpWq4ARV2cg1d9CkIbYuxlbX6/y9tvpRniGqdHfoa3sd0VFfy4wlPCywtOC5dqYmpvQNSpw91uiMvX7GG19ur5/h6Vr0vuFYzwZH/XRt68pg2wpr3bhA3+RvXVbfsyrau9A0uK55aH1dYt7dOOmMTnqbl/paZu3RJaHEiob+dbG+tc1D6zvHtybGNofbZoLNS5bMbz917tqLr767cv3emTMXV6/auHLF+nVrtux5671EW8/k+PTON3ft3rnr5McnVq1cPjDYs3nzxl0735lasmxifKars78r0bv/vQPXrly9cvnS9WtfPHv68P6d669fPbt88bML5z55/eLp99+8fHD3xgdHD9y7fW3Xm1ve3/PWbz99//O337588uTIu/tOHT9+/szZDw4d/uTU6b//z//++dffT5/89N7dx0+ffPXBkdOffXJ11fyWdavfXFi1q6428eHxS0umNtTwTBK5yxfqtnpaxEq/3hZr6piMtQx2981ojd5oc9/c6m1aa1Bu8Psb+82BDqUjrnS2q9zdKu+gtnZC7R8xBkck5laVu1fp6RNaEgJrQu7p5+pbOJoGibWDb2hSe3qUnj65p18dGJZ6+hWBAX3dsLa2z1Q3oPN3SCx1gaaB2dVbDxw7ffiDj764fP3ChQuXLp6/efWL+3euf//1i1++//77r17//Zdf//rTz79988Pf/vT7X37+61fPfjy0/5NgqFuhDXHFXrYsUM6yULkOsbGpUugpq7YA3/301+evfz716ZVN2/cNTq5q6Bhr7Z/rXbLB3zyp8XSKjM1iS7uxbsIWW+poWq72j6lqR9V14/rYUkV4Sh6eUdbPaBqWEeX1ZbI6satP7OguFwQE5oQ5PGMITutqZwJdm4yxOYGtXxWYNDcsszbNa0KTPGs3rsbPt/WUSyK4Gj9L06LwDEoc/egqO6bKQhK4sVUmtrpe4+2WO9qpIo8+0GcJDxtq+02RUV1wUOUfIEkCWK67XFSr8g4qPQO22FKtdwhFNRViJTWaeKxnnaN+idjUUqOJVUp8AmOjvXFCHxpoHFgb61sT6pirbZsNdiyPdK92N03b6scDbXO+ltlgx3J3w1Rt61xj75pIYrk7Nh5snjh9/vb3v/793f0n1m3Y1dY2ODAwffvms+MfnDl75vLbb70/MTr98cenLl+6sm/fvufPn16+fPnihaunTp7b886BLZvfPHvm82dPnp898+n1a1cePrh36eK5l88ev3717NG92/fvXP/+9avHD26f+eSj85+fOfnhBz2Jtp1vbLt49uybm7euWja/fGZu57Yde3e/e/Tw8e+/+9M3r3+sCzXSKzlata0+3Go2+nq6Jnq7pkz6oFTs8Ac6VepAWblEKPNYXa2eYI/KEOGIHeUMBbaMQyDXiOVmvdnv9jc4PPVGa0ChcbhrW2z+Vmek1xTo03h7Vd5BfWiJPjiucvZo3H0675DKOygwJ6TOPrV/RFs7JrV2cTQNKnevrnZYGxhR1Y4q/KO6yLTE3a8NjprqJ7S1A3JnG18fkVvqw82Db+45cu3W45dff3/p0uXLl7744tLn169c+PzsqUd3b71++uzV44df3rv/9Pad109fnjnx6YF9J6aWrJcovQJZoFrso3DsVUI/hWPnKcMqaxud7wZMRtvzL7/+4z9//Pjj7y9efHfpyt0PT148cuLC+0fPbX3rWHvfnMHdorI11Sj9XHWQr49KHV0SR6/EPSj1DssC44rgpC46qw5NmmIz9oaljuiMITBqCk44Y3P2yJyjft4UXGKOTFnqlviaV7gb52yRaXNo0lK3xBya1HiGtN5hqbWbKY/x9a0SS1e1sqGC5xebE1rfgNSWUDl79L5BlbNHZk3QpSGdf1DlHVR5B02RKTzHU0DSFVMMaUg+mKyhySM1hmaZsxtarswrEckdCWNwiG9osEfHhNZmhadT7GzFckw0RcBQ2///czkXSqzytS0Pdq4OdKwMdq72ts77WmajvQv13Str22ZDbctckaG+8TVvvH2ktWsi3jE6tXTD0WOfHz92bsP63bt3Hdq4cffVy/du33l45pPPL1y8cvnKtc/OXXz54rtrV+5/eOzT69fuPbj/9OqVm9euXL9z6/aL518+fvTg2aOHX7949t3XXz2+f+fOtWsP79758vnTL7/88oMjx3bvfOv8uUvv79k/P7Piow9OfvPih3/+/Y/bNx6vXb11aGCGy1UQSqsoFRwahcNmihiVPAFPLRJoBTy1VGIyW+s0Wj+Xb5IovVJVwGiPu4K9Vm+iKTGjNtaaHBFvbdxsD1XQauzuSCze09Q6EIx2KQ0BocandbZZw8NyR0JXO6qrHRUaWhT2LqWjV+Mf0fjG5O4hobVH6R3SeodUrn57/bTaNyRz9sp9Q5rQpNQ9onSP6rwTOt+Y2jlg8I8YfP0KS7Pe3izX1caa+j84/tnzZ6/v3n5w+cLFc6dPH9m/b8/2N/dsf/PEwUNnT568e/329au32tt6KTQ+V2Ri8i20GjNT7K4SOMXaCE/mrRY6dI42oboOSAaSCHhipDa8bcsbD+8/+enHX7/59qfHj1/df/Tq1t1nl68/uvXw1bU7X+47cnpm5db6jnG9r1NoahaY2wTWhMjZqw6O8m2dEmeXyNwiNMSV9oTW3WMOjJj8w3rPkMreq3X1mWqHxMZmpaNTZIjrvH0Ke8JUO2QOjlrrxh31SyyhMXtkUmZN6H2DltAYmmamCoP6wJA5OKp29apdvWJTm9bTX8q08Q3NMlu3zNnra1tlqJuslDcgmXa2sZUsD4HKVTk4cYXY52mdVfl6sdUWPMfCUAZVvm6ZJ2GIDJmbxoTONroqWKOLctXRYNt8fc8aT3zWEZtqGtzU0L8h2rsu3LWqZWhT68jG1qEN8f6F1oG11treGoXHE+2pbeivjfZ98NHVt/Z9HG8dbYwPbN9x8NTJL86du7Fz53urVm2em1voH5rcuGXn+fO39r93Ynx0ft/eox8cPXnk8Ic3rt3+5utvHz14fPbMp88fP3l07+6ta9ff3rnjzEcn//m3v9+4dvPzzy9cv3rrvXcPHDvy0Xevf/r1h7/88v3v+/YcmZ5c4bAEGZUCKoVXUc6ppInIFVyZRC8Ta8wml1ikqqSxpVItnSlAlpDBcCIKz6jmGWXagFAZoLJMDK6NJbAH6nu7B2ft7vrGln6zPag1egQSvVLrEEgMcq032jpe1zIe7Z7XeLpMoWFr3bjW1WcNjpkC43J7r8Y3pvAMy1yDCveAyjWg8w0ba8dUrn6JvUfmGtSGpuXeCX1g1hZeofVMql2jhsCE3jui9QyqnV06R5tI5Vfqarv6lhw7dub+vWfnzl745KPTV85f3Pvmrpnx8c1r1x9+/9DmTW/0DoyzuPIqnlqq85PZGobAVMnRMbi6ar6ewVHzxDa9LQrkZWSlJSUnA0ASAFSSKUsmJq9fvfbunn0NDU1Nja3NLR0zcyveO3jkyo3bX33z43e//O3BV7+fvfn6/VN3WsfWi+0tumBfbcdsMLF0fsvB/R9fO/rJ7TMXn56/+c3R0/cnV+5tG1zXOrCmoXdFQ9e8v3myNj7pio04o8OO+iFraNAVHQu0zhhr+xzRUXNowBoeMgR6xeY4TeRRuzsDzTO+piWW4ICtbijas9JSN8RUBDF0A1sX87evMEbGdaExkjhIUdQRxJ4Srg1K1+USJXxLizEyWiZwg8oVpvoxjqERRFEVVig45kZ3x1yod6XW210p9Njqhn1NUypHp0DfZA4OW+qGYr2rmwYWWgbXNfSuaOlf3TqwJtI25W8Y4atreaqANdDV2LV0cHKj1dNicTYFoz2xpsGm5sFwfVe8ZUCr99RFOsL1Ca+/Kd7U1xDr9nkaujvH1qza0t83tvft948cOvb2jnfOffLZs4dPPz7+4dzU7Fvbd9y+evPogSONsSaT0WYy2gP+sN8THh2a2rb5rdUrNslEBmalkE4TMBlircYlk5qt9ki4rj0UbDDpbTKxikJmiEUKhVLH4gii8Y5IQ4dUbXcFWgP1fWJ1sKrGXlKugmJqqgUmkcKm0DjqogmXJ1rJEOKJlUqtQyw3swW62mif3d/OlrrF+nqtu1Pj6rT4h82BEUtw0hAY0/jGhOZekaVH6RlUOPr0vmGdd0jl6pc5+5TeEYlrWOGbVPum1Z4pgXlQYO6XOkbEzhG5d0zlG1Z5B9WeHrWzg6f2KYzBnpG53e8e27Pn8PbNO3a/sfPi2XPv7Ni1a/ubRw4d3fvu/nUbty1duWFqxYbEwJTFUy+UmzUGt8HgUqvNFruvLdEP5GRkpiUlpyUl/3dfXQQAnGr2u3v27t69+5NPPjlx4uOdu3ft2Ln7wKGD771/YO/+w8vX7axrHTH62pgyJ13qlFhj/uZRsSlsDbRPr3xzaHJdoL43npgamFgXiA6zpW6u0tM2tPL05Wc3v/zz8XP3lyy83Tay0DiwYtv+sxv2nJxYs7dn6RuupjF/25QlMuRunEhMbKnvXN45vkVkaKAJHSA8Lw9djSTLSGyLytWhcLRzNBFTaNhcP6YNDHEM8TKxF8dz0JV1FGkAyTCgmSZzdLy2ayVH31Bjirtalso93TiOrYgkzyVKOIZGR/2E0T/gqp9yRicd9UukljahocXgH4j1LDT0rWnqW2gf2djct6ptcMHfOBpqmWzqWxNsXSo1xhSWBq7czagxyLT+SraqvWd62fKtYqlFLLX4a1sdrhibq6bRxVyOWi6ziIV6g87d1tK3d8/BkcGJgLeuqT7e19k/2DMQ8gX7O3vXrlgz1DMw3DcUq29wOt0rVyysXrVuoHfEYfVwWEIyiVGKpfC5cgSMSKngEAgMqdRotQQ5HDmZVFlBoqoUWqVCq9WZWFw+X6Jo7uw3u4KOQCOVpagWmHEVUq7Yz+C5KUwjq8bAkxhKSSxalaiczEGXULCl1GquVCIzlZJYKDyzpKzG5IprrQ0ae9xeO6Bzdpq8g3rPkNY9JLf3K1xDYmuv0Nghs3aZakeUjm6Ne0DnG1F7RyWOQalzSOEZ5Zm62boOlq6TZxsQuUZ49mGxd4xr6ZG4+9W+IbWnR2Zp5ip8OlvjynVv9fdOJFq6zp0++/EHxz84cODQ++8dPXjgiy++uHnrzsUr16/fuv/Z+cvnL1y5fu329au37t998OjRk6+//hpISkrJyMgCgMWLFyenpWUsXpwMAIu1OsPQ8Oj7+w8+efri8fMvT5/9/N39BwZGxh3ekFBuJVcpkrJKgMXgYiwnE0YrQDFLK+VFCBqQCiNQRDUSG5WlxpYLmHxbNoQKpCOKcNUUvknljkstMbElWsY1UEQ2vrFeaI5J7S0CSxNZ7Fb7uxGVmkqpd2T+bUugz+TrQZXLgQxsRjF1UQ4hHUTJBNNhZVIq3yW3tynsCYGxJdC60t4wHexaWdu5Qu3vE1pba4xNZXxXpazO2zof7FhJrHFTxLWeljmNf5ChiKAZ5nREDaRCb6ybtMfmtIFRX+uaQGLB3bLK07rS276ytmt1fd/6ppFNTYPrEpPbQp1zWm+X3tvtjo3r3R0aR7PF36Yy14mUTlewxVfXrjP5NDo3gymhVwoj/7eU8w6WpS7zfs9Md093T+zpmZ7ck3POeXpCT85z5sw5Z07ON52bc4B7gUtSkoKgCAoiQZYgYgAkSw6CSFCCCKis6+766qq7pvv+cdRCd919Q9e3nqru6qr+51NP7t/irosuvObA/vMa9clYlLFZQnSmfuLY+ceOnpNNFeh0cX52ace2XUuzyyePnbri4itW51YnuhNTg0mmUJyfm7nk4xcvLswxheLUxOTMaPaC0xceOnB0ZWn9rBPn+n0Rm9XdqHfrtd7C/Ory4lq1XKtXG61mr1xp5Jlaqd5V6GxqkzeQrNl8hUR+aPfVtOacxpRzh1q+cMUbzJIqaybftNrDWp3LaHQ7neFMpuZ0J7Q6dyBcrHcX6PJkMj9ojW9rDvfUBrsr43t7C2f3l87tzJ/MdfckquuZ5vZCdyNRWcl3N+pThysTh6vTxyujY43p46XhfmbiED22P9k9kOgdirQPJvpH470j8e7BZPdAtru/MTrWnDriiQ/nV8++9JLrTp648LNXX3/z52986N6vfOuBr73y7BPfee7xl5574rVXXnzrjVe/98ZrH7z7gw/e/eF7b73z1muv/eT99959602AAyIsCAEhFGCBbA6XDaMACwQACAAgCBHoTfZMrtQbTE3PLTc7g9nFbYsr+1qDtUC8oTEnuBI7W2hGpU6SCgmkNlRs5IlNBmsCV7gEMrtUE5LqIpQzx1f7ORIbR2o3h+qYKgBAGkTl51NRQGyX2wsYFQNwtzHW9+RnLNFufXJvqjJPGpMhekKmj/JIt0wflWhDfNKndeRdsR7lLgfomWxr25ELbzly4Rdbs4fac4eHayeHayfbc4fLw92R0rw/N8p3Nwr9HenGlspwX3P6cLG/yxrpu5JTdGdPa/7cXP9gd+n8qY3LO8vnj2/9eH/tgsHWCyc3Pj7a+Fh/7dRo+wXD9VMzO8/vzB8uDbZXB9tK/dXGcEt9uEZXJy7+xOfOufDK1R0Hq80JtzeZSlX27Dlx+aXXfvrqL546++OHD5+3deuBQwdOHj187tzs6uTE7K4d+y664OO7NvYeOXT00osu27a6vd/ob1/Zft6J8z51xVWvv/KdN15/5f77vvql27549aeuvP++r7//w/fefecHjz3y+OuvvvHNbz60e9f+hx587Mknnn3/vZ/86P0P7//GfXffedexYye2bd81NpzNMa1Gf8YVyll9OYsnp7Uk1aakwV6QU0m1MWt2FvTWqNEaNFj86VzD6Y6TCrPdHhwOF6an11OpSrHUHwyXDeaQx0873Jlqa6E7uas1sbs6tqvQ3V6bPFAa7Mt3N7LNrdnmOl1fK7S3eFLj8fJia+ZIY+Zovr+7MXOwOtpLj+3Ije/NTx7OTh7JTp6I9A5nhmfFe0foiRPJ9r5C/2Bn9mSquq3U3v7QI69+7/UfPfbws4/e/+iL33rivddf+dkP3/xfP3nn5z959703X/3ed1965cXnnnviiWcef/yFbz3x+P0P3HnzTTffcD3AhlEWjP7JQhgAoQCEAhAPgHgAGwFYGMDCIC7BEygFIrVS65CrXDpr3OzKai1JtTVt8jKOQLnUWgqn2g5v3uxIi6Q2FqIGQDlbYMJIN6lPCJQBvsKPKnxiTVTjZMRUQukoalxViYkWaBLGUIfytXTBbqa9I9/b3pzcWe4t+1OtULZbai00B+ul1oJcFwQgldqatAYq1mC10N2Wba65EoPFXRcdPOea5sRGrrE4vXZ8eed502vH21O7WpM7O1N721O7amM7qv3txdbaYO5Qc7irN3touHxuf/Gc7sKpifULO/MnO/MnB+unWwtnteaOtuaO9pdPDLecHG07d3bjvMn141Orx5Y2Ts1tPZaqTLjCRbM3SVkDvdHytj1HDh0/Z35p63A4d+rkhRdfdMXk+JzLHtAojYV8bXlpy3nnXnThBZd87rob77rj7i/ccNO1n/7s5ZdeccVll19y4ceXZhcrhfLGlh1f+uLt7739w9/95tfvvfPmU48/8t47b/7swx/96z99+Ppr3/3iTTc+cN/9zz3z7K033/LYI4//6pe//vEHP3npxZe/dOvt93z5rrff+v6777739jvv3/fAU2tbDxdq0+F0z+Yrqy1ZjZWmLLTNW00XZoz2nNYY1RkDWoPb5oikMrVCoT02Nt/vz83MbNmyZW+nMzUYLBSLnWA4b3NEVRrHxGjr3Orh4dy+yaVjjYld7dH+bHMt39maqixWBzuYzmpntHti6XCxs16f3NtdONqYPdCc29ua3xeuzUUaS/HutuLcsXh/X6S/Nzp2INbbT08ciTR3xBs78r29+e6uBLMwNX/gyqtueeapV9967d13X3/r7Ve+++pzz/z47Tfefe2777/5vX98//0fv/fDV1749otPP/vcY0+8/PRzLz/9zDOPPgywYe5HhLLATfEAFsICBWxICCNSLkoKBWpSZhKKtbjUJJJZSK1PrHBpLUmRysvhURZPzhMshRI1vTVq99EpZlzvTvOVbrbICHApgEsBgAoU2lTmDNNeL3e3l3rbW5P7k9XlWGEuUpwr9nbmuxux0lIwN6LrM5d/5ubrbv7qrfc89NWHXvjkdbddd9O9d379ycs/feuuwxeV2vMJZlgd35JuLATzw0s+fde93/z2NZ/78pGTn5hY2FPvrVR7S8vbz9o4eMHSthONwardXxzM7GqOrWWYiaWtxxtjW8qt9eZwz8Ti8c70gdmt5w4Wjhbaa0s7zz96/vW7j39itHZ8/9mffOo7H3zvvV8+990f3f/4d5568Z0Hn3z11rsfvOCyz86s7Cp3JkvNQa7UyBXrg/HR0uL66fMuvvITV192ySduvuGWT11x9VWf/NRtt93+ySuuPLDv4Lmnzjn7xFknjh1fXV5ZmJsf6/WZXH7vzl2fuOSKJx5/8ne//v2v/9ev3nz9jReffeY7L77w9vfe+NEP33v7zbceffiRh7754OuvvvHiiy997/Xvv/rKG88/++0HH3jk01d/9rZbvvTIww8+/PDD337xlddf/8Hd9z5y9nlX56rz7mjHHmxZvA2NNU9ZaKu77I80pEqP3hS2OqPRZCkaZ/qDhV5vtlzuZ7P1YDDrcIQiEbpaHWg09lisuHv38anp9bHxpUpr1ubNeSJ1i5/R2rMKU0Ko9KmtSV+s6QgwZjfti9X1LtrgzXvSY43RrsZoI9WYjlamUs2FIDMTri4yU/vL04crM0dS3Y1Ue0eIWaBb2+j6Wq65VmquZYpTueKw3pjdvfPYg19/9J3v/eDbz7zw3FNPv/byq+++8/4Lz710/zce/OcP/+XdN3/48rMvP37/wy899fQLjz8GgDAHhDkgDIEwBEJcDghzQIQDoggq5HJFLBYPADAA4CEwIZXocFxLqqx8CYXiFCyiENyIEWZC45FRHjZCikkjLjcJZHpS747kW5ZgIZBpjRb3zS3un5re3RtuS+fHo6lOPDPmjzZ9kQZdmRmf3re28/SRU9es7bmg3F7NlqdcEXr7/mMHz77wwFmnT1969cmLLt++9/jnbv3yt1547YEnvv2Zm+4+fN4n9pz4WGu0bWHjxMTyvuZgsVAdxLP11Y3DK9sOZ8u9UmtU6Yxa40tb9xzfe/SCy6/54gWXXMvUJ4+c/bGPXXbtyuqh3XvOXV07PD23a25x7+T0jvHJrRu7T1308esu+vi123cdm1/cuOSya6+88vorr7z+iiuv+9wX7rz17gf+4Z6Hnv/OOz/48c9/+OEv/ulf//2erz94y5e+/MijT55z6vyzTpxz9VXX3HLjzRefd/7h/QfuuO3WRx956Nknn3jp+efu/9pX77nzjltuvukLN37+us9+5r5vfO3hBx/65v0PPPXE0/d+5RvXfeaGz11348033HL7zf9w7ac+e87J0zu3752ZXjx29ORX7vnGE996/oEHHn/4oSdv+eLdX77r/ms/fdP551125x1fufLKT33uczfcetud07NbDbaYL9KI5Wf8qYlofj6UnfHFxzPMXCjRiSRbhdJwNLM1V2g32hPzixszc9sGg4V8vpVKVWi6EY0WwuFctzvyeGLFYuvKK69fW9sdTzEOV1xNeZy+gs4aR8QmgyNNqL1GV9roSJFaj84aJVROhSGoskaV1gRf7tKaY/FML5UbxNL98el9s8vHJuePzK+dLDXXCtWFWmd1MLUxPrEjXxhGovV0pheK1sKJJlOZLDBj3c7sju1HvvDFex58+Pm77nl0556ThdLAZAmeOvWx77/+7oPfePjLt9/1hc9ce+0nrwBAmAXCLAjiQBAHgiAQBEEQBjkIC4AAAOKwMQ4b40JiGBSxAJQLSbQ6l0RhZnFlPIkRFRsR3EhoPDKNWyQzydQ2TKxR6F0AKgPFGpHWqbSEap3ZA4fOP33Bp9a2HNp/6PyLPn7t+OR6qTqRprsJupNnxqvtuc74qiuQj6Qa/igTzpT1Dr+A1IoUOlggA0C+WK4z2P1yym5yRyhrSG0JBJI1mcHnSdRaU+upYrc1Nj+9uLF1z/FPXnvzqYuuXN5+cLiwNV3uLmzbd8mnPnfyok+MzazOLG+c/vin9h48deDAqcsu+cz+/SeXlna2OjOr6/sPHj69d/+pHTuP9cbmIxG63x+lU8WF+fUDe4/s33esP5w/eOKCjf1nLazvueyqG6669pYbb/7yt19555e/PvPWWx/cd//Dp8+7aH11S6fR7DTqV1566evf+fYbr7509ScvP+voofu+es89d95+0+evu+Hzn73wgtMXXXDh7p27VlbW8rlSs9FzuwJ6nS0cSGZTTCJWKOabLleEJPWhUCaVKsWT5WS6qjN4jeZAsdBt1CdnZ7bt2XNi964De/YeLJTaIkInljssnoLeXZYbs5740B0b01jzmdJMqT67uuXQuac/ce7pK9a27q02Blu3H5pf3KDpRjZbz+dbHk8iEMj4/WkOR+TzJYrFFooSRqOz0RgvFjtandtsi5ocCZs3K5Y7+ITFEyoa7VGzLZrNd2Vqh9mdMDgTlDMJCfRCscViTSaS7UCw7PMzThftdNEuZ1qj9lgtEac9moyXA55UIlK0mQJBfyYcLdldSX+o4HCnHO5UKtuZnN655+BFFjeNK93eSNUfLas0juNHTz/5+PP/cMsdn//M9Tdcex3wZ0D/GlMQhmGEw+ayWTAAQGwWymahAMBFYFyEU5iA4uNmmcYrkNp4EgvE1wFsGQCTCE9FkBZCaUNEOi5hQmRWkdoFQLhMYSCVRpsz1OpObd95KBLPh6K0P5j1BjOBEJ1jOuX6eKHcq7UmXb5kLFNzBTIao1eiMCcytViqIpRQHFSGirSQQCWWO1CJSSR3ElQQElsFvbXO/AAAIABJREFUCjco0Cj0nnxtmC73m8OlWLFT7s/N7zjgS1WaU0s7Dp7cd+KC8y695uJPXDe5sN1oD9tcsQLTm5he33fo3ENHLzp09KKJ0dbJ6W1TM9uZ6iCWKOcK7UgkT9O1jY1Dx8++MBQrFCv9fKlXrg/LzVG1PTM2XK23Zq646oYPf/rrH/3oX3/y45/944f//M5bb//ml78489vf/OtPf/zh+28//9TjD37j3vvuvXttea5dr5w4cnB6NFnI5Wu1xvRoPkeXGKYZDqc9nphCYVbILfFkpdObiyRKmXwrlW+ZnVF/lImm61q9T0155CqHXOWQK5wuT3oTYocnrrOEdLYkaYjIDAnSnMV1CbkpZXDnHMGiw5dpdEZ79hyrVDqRCJ3NVlOpUr0+yOdb6XTV407qKLfDHjWZfFKpPhot+HwJPp/0eCLN5qDdnjQYPFZ7xGyLanR+MWm1uFL+UMHqiHv9Gac7Qek9oWhJawrxCQsqNgoJK8LTeAOFVKYJwsTKyu533/3ZB+/9829+/cd/+unPf/aPP3/37Q/qlTYfFV98waVn/njm7Xd/8uY7P/mP35/5/lsf7t57VibXabTnS/U5oz3rjzazxQlvgNHqvHrKdWDvsYfue+SeO+6960tfBiAIAmHoz3Yz6MMcEIZgBOaiIIRCMMZic9kcBEGFLBbKAoQcSIrytWKZnVT7RFI7Tjp4Qh0LlHFgGSbQoCItxNcAfBVbpBOq7AJCJ1ebTbYgIdeLCE0gktWbPUqt1e1P1NsT7f50IJKtNsfb/enO2MzkzHqtNZXMNduDhdHCjv5wKZ6u6k1BlzdjscdwuQ0nHajYhMs9Mm0YV/pFKj8oMiGEBcA0fLlDpPHglC9U7A/XDuh8Wcqbkhp9mMKCkWahyq51xDpTq/3JlUJ1UKgOt+46sbbj6JbdJ46duqI/tbXUmOpPrs0s7V5e37f/8HmN1pTO4Eln65XGMEU3ApF8JtfpT26ZXzm0uHakUp9NpDu7951zzWduefzxF3743k/ee++DH73/wbtvfe/NV176znNPvPP6y6+9/NwjD3z9mW89cs2VV2xZWR4fG8TjyYnh9Ozccqcz0etNe71Jrz8tV1rVlCeT6xSqwwTdag+Xk4VOOFuPZFv2QE6mcasMAaMjYXalhITV4883WqNYomwwh1SGgNIQlhrCsMyJ6yOI3M1TuCyBfLLQafRnKvWxfm+CKdaYYiMYTFutfq83bjL5otGCxRwkZSalwqpRO8LhXCxWdDhCJKlvt4c0XaEzVZ8nabOG1Vo3gqoFYoNc5bA7E3qjLxZlrNag358OhApqyqPWh+SUF8UpqcaWZbqhWAEAuDd+4dZ3f/CB1+3bvnXbf/zq13/4j9+e+f0fDh880mq0z/zxzKuvvv7mW+8cP3F2ial9+8VXzvzxzJ5dR7dvO3z40AX79l9Ya85X6rNFZuh2JXyeuM3sOnbwxE3X3/rJS64GQAhjQxgIoWwYBSGUBSGbYsMoiPBAhAehfDaMsmEUxgQACwYAlMURgTDBhiUQIleond5ATiY3i3CKkBkwASkiNKhYxRHIAVQG8BWwWKO3R6yejEBmFCssEpVNoffItE5S49QY/Z5QPp5t5sr93sTy1Pz2uZXd41Mrze707OKOrRuH55Y2PIE0qbDoTD6Z0qLUeShzWETacYULV3q5IrNI5ZcZUnx5CJS4AaEd4Jml5owl1tIHq1pfETfFVC5abAghcieqcNnClQQzXN5++PDJj00t7tRaggZ7PF0a1HuLM6v7F9YPLawfOnjikqUtB4+cfck9X3vs8zfdvXPvWUtre6vNyVx5UKhOdgZbau2VamuZZkb1zmqGHiQzTa8/fezYua+/9ubzzz//0vPPPfPoQ688/+R3nnvigXvvfPrxh19+/ukXn33q/q999eRZZw8Gw6nJuaWlbfX6MFdoxxJlX4jWGL3BZKncnqr2ZwrNYbTYVJj9alsoznSD2brOFTN6k85QwReveCOl1thysTzh9GRNjoRU61WYw3JzRGoOI0oHKDUpbWFrKJ0pd1K5cppm0qlcwB9JxHOhYDIUyjgcIbc7zhR7VnskGi+RCovTnaDzLa8/bbH4zGZvIpEP+OP5bM1hCXlcCbXKKSEsGE+rN4Q8vqxMakwnqx5X3O9P+wI5NeUh1V42qgQ4fKMnlGJqZrdPodH+6je/fuut73PYwFineeaPv/vC565/6fnnPnjv/X/7xa/uuOOukyfPOXPmD4lkhAUALzzz5O9/+W9LUzPbFra0yu3xzvR4b35qfHl6YrXfGS3Mrkz0J8fagwrTKNBlgA1hfxKMsiGMBSEsEAUghA2jAMhlQQgAcjlcDIAQgAVyuBibg4AQBrAQAEABDp+QGcQSiieUS6UURVklMg0HFnB5UlhEgkK5WGVWGX0ac0Ch90AC1SagYoVFJDfzcB1fouegcqHUKFM7nP50rTObK/crjWG5Pp4ttOLpSrHSn1nYXm8Ns/l6b3yh3p4y2CIAKAFRDYabULFJrPDg6qhAEcVkAYE6ipABDuFR2AtqT8kYbrqzQ52v7Ez2KA8Dy9xsoVVrT9PlYTzXqHfnelNrjbGFXHXcFcq5QrlgsuIO04FY0WALrW07eNY5l1zzmZtPnXvZ2pb941Mrze5Mp7/YH1+bW9w/t3woV5pKpnvZ/KA7tpShmwaz5+yTp9/43jsffvjT11548dtPfOuphx/86h23P/z1rz7x8MOPPvDgc089/fSTz9xz91dnppcDviRT7LW787FE1WKPOXyZQKKcLvcrvdlsdWDypUijV6S22cO5yth8JN9S20K1sXlXJG/3Z2KZhj/E+EOMgvKqzSG1JSBUWfkqC66zy82eGFOP0kyyUKILlUQy22p18jRDZ5lCvubxRMLhbDiYqVUGsVgxlaqoVFa3Ox6N5uz2YCZTKRSawWCy05pMRPNOazgWKaqUNkJiRDBlMt0ol8ZIqTFPN5VyMy7SRMIFgykIchWE0mYPxFOlSqHeFEqITq975swfzvzxt6++/OKZP/7uzttuRiH2xeefPvPHPzz+6GMmg/lbjz1+5szv3nnztT/8+7/94Ve/WBlN2jWaqNOdC8ezoVSz0MjG6Ew0O9Ye77fG8ulCLJLUasxajRkAIfTP4v7FsmEuzEU5XASCETbM5YAwC4LZHIjNgf6cFSBsDpfN4bI5yF+kVOnkCi2Pj2MCqVxlIOR6nkih0dkFYiWMSmBUgku1cpUJl+mVWruKcsiUZqGE4os1MEbyRCqDJeDypbz+TCpTzxU6U9PrW7cf2nvgrPHJ+UKp2R2fXlzbsbHneH+4mMq2bJ6UXOsh1V6ApcLlAR7uEssDYnkAFjuEqqDRWw7RE55EjzSmZYaU3JC2B1tWT40uzTZ6i53xxdHctrmV3fXuzMLa3i07DhUrfZPNb3UFnJ5wudauNrrt3vDQ4RMHDx1fXd2YGC22uhN0oVEud1dXdy0t7dy58+ji8q7+YKE/WFha2Z0rtI3WwNq2AzfddOcLT7z08w/+5aUnXnjukacfvOf+++/+xpPf/NYzDz/10jMvv/zMd2/87K2H9pw93luqliZT8YbLnQ3EKvXeYr46mS2Nu0NFrTWCqxxCuTWR62aYAWUO6q3hentUKPcpvSeRqVHmoNUdN7miUq2V1Fn1Dr8vnkmXq8O5xYXVLbVOhy4ydK5QKDDlcrXV7DHFmt8XCwYSTLFWYRrZVCERzURDyUgwEQ7EA95Y0BePRjLRSCaTKidiBbPRE4/m0+my0ehWKIw+XyKXq6fTZY8rWil11UqrUe/JpGo+b1YkpAL+bLPRSyRSXrfPZDCm44m1peW50dTawkI6GgUBgBAIFqenv/P888loxGYy79y2ddfWrbu3b+nXq3pSZtdo4m53LhhsZDLlZDofSVhU+kq2mAjFTJRZQSgluFwq1YtwCgAh7n8pCEY29ecu1Z8xhUAOBH70ySavm4MrjCc2mux6vd1sdlssHoJQK5QUj4/LZFqt1qJUGkiSksr1Kq1VpbUSpE4sofhCFV+oEojUQrFGrrTojT6TJRiK5EORfCpbSaSLre74xGi+2uoxtVa1NVZpDJbX965vP9joTJdrk/5gRa70A6AKYCtEMhcboQAuhRAOsTrAldjlhqTSlBaRfspCF6pLherc5PSOlS37F1Z298YXE5lqOF602ANLqztXt+yqNroHDh47cdY5w4npSrVeKlVGU3Ora9sbzV4mW8wXKm5P0GS0F/KV5ZWtp09fcsnlnz5w6NyVLfvWth2cXd7VGlt0uhMmvev0iQsf/OojX7vr6w99/eH77rn/8W9+68lHn37ykWfvuesbd97+tdtv+/pll16/c9ep4cT2RLpT6y7vP37ZxPz+zsSO4dy+1vi2UKpt8eTy1VE001FQXqM92u7PFSt9iVQvV9vMzqg/Woiky+liI5mvVFu93nA0OTM/Pb/Q7vSmRjONZnt2dn56enbrlo3zT188HJ8uMc1atd1ujQ0HU+lYJhVNlnJMIVPMxLOVQjUciIeC8Vg0m6Mr0UgmEEhlMiWbzWe1einKmk4zzeYgHE6XmGYinjMZ3H5volTsRkK5SChfLrZLuXKJzpdzhXgwnE9lpsbGj+4/eGDXnk9dfvnX7r776cceu//ee5969NGv3HHHN7/2tdu/+MVzjx47snvP+uzMqNvJBoOVVGqsxBQj4XwolPb7c9FYPc9kwgm9WqcmNXqdxWILqXWu/wHTv9z+pbT6KKYf9awQjLHYMAdEJYTCavV6vVG12qTX20m5RqXW2+wep8tvMrkoyipXGeQqg1SuFxMakUQtJjQKlVWutAhEaolUj8soVEDK1Wa7J+QLJ+2egNXlM9pc7kAkksyGU3m9zeMOpfwxOpatVtujA4c/trx6lKnN+iM1Z4CRKN0KfURIuiCxmSM0ckVmTGKTqAJSTcjprzoDTDhWJUiL3uyvt0fBaN7qjFjsgVyxObuwHkvSY4OpSrXpcHrjiUw2UygxtXKlWa51I3Ha7gpaHX6arszPr6+s7Ni2bf/ufcf3HTi1Y/exY2d/7LKrvvDJT992zfVfOnjknIXFtcWl9eMnTh0/capSbXYHE2vbNvrjo+27D67u2L++6+hoaVdruNqf3pGpjihnQe+qmH0Nja0YLy905w5XhhuhwkSpvxovTTKdxcZgtTe1FqPrOlvQE6IrrWmmMizXJscmljtjc0yl2+pO9XpT1VqbzjKjqbmJ4fT05PzM1EKz1p2ZXty9+/Ds7Gq11q6Um+1Wv1puFPNMvdpIx1LJSCKbpov5cjqVq1ZalXKzxNSrlU48RtusXoPe6vWEgoFYKBiv1zrVSktHmV3OYDiUYgotptDKpms+dySXoiO+QD6VigUCt95445nf/vaP//7vZ/7wh398//0zv/3tmd///p033vjdr3/5s598cOZ3//7bX/3ipz9678wff3fmD7/7lw/eX5maqKST3UJ+olatZ7OVVKoQTxSTmXw8I5eQMjFp0FuTSUZv9P5dTP+u/moQAP95HIBwET4IoSCEsTmISCS3Wr0ajVmpNKjUep3eYrN7LFYXRVk1GrNKa9borDKFgSB1PKFcIqNUGrtSbVNp7CqNXaN3cIUkjBGEymiweHVWt87k1hqcCo3FaPUp9XaD3W92hYyOgNkVMdhCRkvY48+TGrfGGHSHihpTSGUKixQOqd4vVDmFcrtE7VboQ2KFS2UIm5xpb6BQKA3oYieergYiebM9pNW5IASPp5hgJG2z+XR6i5YyaSmj2WS3WF2UwR6J0/XWYG5xy5bte4dTC4uLWweDGbPNL5FRdncsEMlFk+XucGV6cc+BYxfcdNtdN99+13kXfqzcaA+mZirNjjsQNjhcBofb6PLLdHaU1JFmH0ToQalJYgir7AWA72CJ3GIqJaJSKidjDDZJK015GHeqm60vFLvLseJYsTmbr091p7akCoNceVgsT7S6893BQrU5OTa+2GhNNTuTY2OzY2PTrdZ4odBcWdnZqA1SqVKtOd4bTOeK9SJTS6ZyOZpJxDP1aiNPF0rFMlMoFfNMpVKj6XyJqZWYmt8X8fsiTodPTmrCoYTN6vK4A+ODqVg0ZTE7mGK1WmkWC1WmWItGMlaTs1qsJMPRSj7frlYr+fxEr7dlaensI0c+ecklN372s1++/fYv3XTTN75y95233XzbTTecf+qsvRvb1hbnJrvtlZnRymhyUKtMt5rj9WqXYarZTDoYKiSS8WCYUmqrxUoxX87RJacz+H+P6X8hFIRQNofLRfiboR8AIDFOmi1OpUpnNNmVKp3eYLU7vJTOLFdoN1MCldaspiyUwWl3ha2OoM7oovRuUmWRKE0CUgfxSa5IxRUoUVzDl+jlWpeCcisot0ztoMxBgy0iIAxmZzRBNxRqp0xhw+UWodSIiLWYRIerHAiux1UOVGIQK+18mVkst8ECLSzQ8gkTjCrcvuzK+sGJ6fUc07U6IxrKqaZsRos3lS3FYnShWJ2cmsvlyx53MJ0peAPxWIoZza4dOHzqhptun1/ams/X5ubW1rftG0wsZHNNhyceiOSHM1sqrWmLK9buTcZS2UQyOzYxOnj02OHjJ7bt3HP64kuuuu7z5192ZXe03J5e0XtTEp0P4KkATMvXBjBVAFOFEEUAUQRIa05uyyvsBak5w9dECENKrAl7Er3ezF7KQeucOakmQFIBnsSi1Ad11qjeFnMG6UCinC33sky3UB0UqoNwssrUJ6uNUW98kamORRKFFF2tNccS6WK+UKlWmvlcKZvNVUrVWqWaiMVLRYbOZBuNVqVSC/qi8Ug6nch53YFUIpunC4VcsdPqVsu1Yp5hCqUyU0klssl4psI0quXGxNigW6/XGaZZLrdr5UqBLmZTrWqpnM8WMsl2rdysMDUmbzfpPXZzwG2PBjx0MkrHwqN+Z2E46JSKY9VyLZtu0HTc64m6PZ1yRSoUWwzGQbcX8AVTiWwinvm7mG56yv+cqn40Z/0bTDGeCAAggAWz2FwQwsQ4qdEadXqLSq2XkWotZbJYXTa7x273m81uucogkihlCoNMYRDiKiGuEuFaXKYXEDqJysKX6gQyI09iFMpsGG4iVG6FNkAo3BK5k1R7bW5aqnLKtR5XgFZqHUqtQ0E5cbmJL9WJ5EapxoESOqHCzCeNbL4CAMUoTpGUSyAzSlV2qdwqkZmDEcbpSWfyrVJtXKGyiSWURKrXm9yBQKpQqPd6U6VyIxZN03QlkS5GEwUxoXH7oivrO3fvPhyL0c3m4Prrb/70p7+wuLh9fmn75GitXB/vjS+OT61sbBzYsX33rp37RlNzzWY7kUzTOaZQqs8tbtmy61C5OdkYX/Qn6mG6V+gsqO0pWOYEUAoQWQFEx5E4MEUQENi4Mp/aUZQa06jMxxJYFMaU3BgXyNyo1MkRmkUqLygysfgUKDKAIgMsMbIEWi5hEKrs7ghjdCVllE+q9ZrcmUSuS5fGipV+julEEoVIPB9L5rM0UyxUyqU6w5RLxTJTKBZy+Xq1RtN0PB4vFavpJJ1KZJPxVCqRLjOlUpGplBmmUGzUq61Gs1ap5ulcns71u2NTE6OJXq/OMIN2e7zTmRzrTg16K/Mz08OxxZmppdnRttWllfmZ0Xi/WWG6jUqnXu41q+tLc3PDsU6F6ZaZei7rt5pDDttEq2mlNA69YXp83O90+1xuI6UjcInZaLKaLf8DppukbnIJc1GYi/59XlGABcFcHo8vhmAMhFAAgBBUqNObI9GkPxDx+kLJVC4aSxuMNr5AIhSSKIrzhDJMIEV4f5IA1whkej6px9U2ntQklNs5PAriGTioDsSMiNAKQGqIZxBJ7RK5k4+bKXOYUFokSpNYbpBprDyJBsFViFgNIAQm0eJKs5A0iORGHkEp9C6RzADzVTKFTSq3u31Zgzmk0roTmVooUrA7oy5PwuNPtNuTCwtbGo0xrzdKUVat1qLT2QKBhNns9nhDFqvLYfemU3mmWFtf27Ft6569e47s2XNkNFphKt1wtLC8vHHk4NkXnXPxVZdetWN9Y3JsamV+daw7US41YtFsKJK3OxMKykso3GpDzBdr+5LdYGbMFW0qTAke6WYJTGyhFZY4AcwI4TZYYofEZoSwwUIDrnJJ1R4h6UBlLox0ozIXhNtQmQuSWDC5EyUdkMQEoCpEZmWL9GyRHsSNfKWTciadgTxdGivWJqLpajxdyebrdKFG50qlcoPOMcViqVyu1qu1WqWaTiVikWilUK4x1UQ4XsjSVaZUL5dGw/HxXrvTqPda9X671a7X+u3WeK/bbXcGY73RYDDoNCfHujMTg+nh2PrS/PLc9ML05Jbl+dWFmZX56cmxzszE2NLs1Mr89Hi32WvXJgadybFOtUi3SoV+vVIv0DOD3mS3XcvTnUqpXioUM5lYKJiOx/rtVr/dKhfyfxfTv/Se/kdM/wwrCkIoiw2zOVyABYEQCrBgAIAQVGC2OCxWp0ZrUGv+JEKqRFFcIJBxMZwnlAlx1WbHisuTcvgyAJVAIqVQYeZJTRhhRoRmENNjYjsmtmNiKyo2iWUOAFIgQkokMwEQTmptUrVFojRJ1RabN87GZBweieIaicoikOlRXMOX6ngEJZIZUJGaL9LzhDqjJRxL1ryBnMOdcroT4WgxGmcCIZqma8kk43SGN9PocDhdKNTpLNOod6ORpN8bCgWiQX8kFknWS41GrT0xPpqfW+60B61mP5ksZNJMpVALucMBZzDmjwU94bAvWi0111Y39uw6Orewwx/MW5wZypTwRJoKXUJry4kVPru/kshPGhw5vSsvUHhh3IYQDo7QCHDVmMQiJB2IyIAr7KhIh4qNAKYHeCZQbOcSLpbABEvsXMKxiSxXakNJB4ibIYkFJqwgbkYIC1dsUBkCwXg1mq5nC+0c02Eq3UyuEo1my5VmtdLMZOgyU6Ez2Wq5Uq/WKkWmkKULWbpZrbRq1UG31W83hv1Ot1mbGOt2GtWp8f54r83kMtlMotdtTg56MxODrSuL491WtZjLJqKdemVtcW5+NJwadKeH/dF4b9POj4ZL86PJ8e7saHw03pvot5dmp6Z67S0Ls/MTg6leZ9TvDjrNTr3SrFbKhXynUa+XS4Nup5DNAP8pgn+0NoI/+vzvAfo3PvVvxUEgEEW4fAwV8gW4SCzFJXJCquTxcQQVYpiEz5eifEIgloskSkwkgwUEgpMcPsEVKzGJViQ3C6RWiE/xJBaexAKiGkysx8R6iKcUSvVCqR4RqlCRWkwaBYROKNXjchNfQmFiDSpSCwjdpsSkkS+hNt8USUxC3IgJNCKJQaPzxlN1Ot+OxJhwtGCxhez2sN0eNJu9NlvAbg+6XKFwKBGPppLxTDgYCXoCIW8w6AkUMvlOrVUv1cr5EkMX8+lCnmYKuVIilo5H0ql4PhxIel1Bjztss3pVKqNArBRLKI3RqzWFKGtCrotag3VbqCXVJ9WmpDdcFys8HJ6epCI8wsmV2LkSO4xbYNwCCfQcHgULdDyJkS8xomIjX+JERA4+4UHFTohv5QrtsMDGFVkFMjcitmESm0DmRHEzV2TEJBYUNwtlNgCSydQumycVTlar7dHE9HpvfCGbr9N0pVioxqIpplAq5gtMoVgtV4p0rpDOZmKJRqk0GgwWpifnRhNj3Ua7Ufa5bVYTFfA6bFYDpVU4HeZ4LBQL+W0mvUKKS4Q8I6WWCHliPmrSaXAhqtPIl+ZHe3ZuXVuem54cW16Y3rF1Zcvqwo7ta9vWlhdmplYX52YmBlOD3tLsaGZiMN5tdeqVXrM23muP99r1cpFOxZlivlwqAn/D6N9g+n9O6t/DFAJRGMK4MA/h8hFUgPFEPD7O4+N8gQTFRAKBbDP0C3EFBxbwhDJYiKO4lE8oIb6UjRIcHokINYhIx0GVIKbCxHqYr+LhWqFUD/FJnkSDCFUAKIb5CkysgXjyTRYRoYrFJRChSijVE0qLXOuQqqyE0qLUucSEUSA2CHE9QVp4Qq0Q18uVVp3Bm80188VOIlHyeBIORygazWUyFZ836nOHfJ6g3+XLpehmuZqNJzfbhK1KrV2tx4PhdDRezNDRYCgWjIa8wUg46fFEQsFksdhIJPLeQDwcyxksXoXO4Q7T7ggjVntQmUvlyKldDJf0KEwxT6QqkDnZAoNI5RcqfXyFV2aIsQQmLuHgkU6uxMoVmRGxhSex8HAbiBlFMg9XYEOEVgHhQUU2Hu7i4Q4e7kCEZhZXi+FmiK9DRAZUbMRwEyrSsRGFUGoWyUyE0uYJ0a3ebG98od0bdcdGlUonlcxVSvU8XUjGU51Wm8nmcsl0s1wedrulXCYZCTL5dDTkxYWoiM8lCaFMIiBlYkqr0GrkWo2cxwU5AIDBHB4XhFgACAA8LijEuBwAEPJgOh0r5lLlYnZhdrLfqVcYul5jmo1yIZty2cwGrUpOiNUkEXA76ESixuR7zVq/Ve+16u16pZTPpuMRq8WkVJB/i
