<!DOCTYPE html>
<html lang="es">
<head>
<meta content="text/html; charset=UTF-8" http-equiv="Content-Type">
<style type="text/css">
/*Cambios
    
      -Ancho máximo del contenido 1160px para lectura en pantallas grandes
      -Centrar contenido
      -Margen interior a der y izq del 3%*/
body {
	font-family: "Roboto", sans-serif, "Montserrat", -apple-system, BlinkMacSystemFont, "Segoe UI", "Oxygen-Sans", "Ubuntu", "Cantarell", "Helvetica Neue";
	max-width: 1160px;
	margin: 0% auto;
	padding: 0 3%;
	background-color: #ffffff;
	scroll-margin-top: 100px;
}
/*Fin cambios*/

table {
	border-spacing: 0px;
	border-collapse: collapse;
	margin-bottom: 0px;
	background-color: transparent;
	overflow-x: auto;
	font-size: 12px;
}
th {
	font-weight: bold;
	border: 1px solid #4d547b;
	padding: 8px;
	color: white;
}
td {
	border: 1px solid #4d547b;
	padding: 8px;
}
tr {
	background-color: transparent;
	border-top: 1px solid #4d547b;
	border-bottom: 1px solid #4d547b;
}
tr:nth-of-type(2n+1) {
	background-color: transparent;
}
tr th {
	background-color: #4d547b;
}
th, td {
	border: none;
}
p {
	margin: 10px 0px;
	font-size: 14px;
	text-align: justify;
	line-height: 20px;
}
.box1 p {
	margin: 20px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
p.address-line {
	margin-top: 0em;
	margin-bottom: 0em;
	margin-left: 2em;
}
ul, ol {
	margin-top: 0em;
}
ul.nav {
	list-style: none;
}
li {
	margin-top: 0em;
	margin-bottom: 0em;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
li > p {
	margin-top: 0em;
	margin-bottom: 0em;
}
a {
	text-decoration: none;
	/*Añadido color de los link*/
	color: #4d65bb;
}
a:hover {
	text-decoration: underline;
}
h1 {
	text-align: center;
	/*Cambio de lo color  y tamaño de fuente*/
	font-size: 22px;
	color: #444663;
	font-weight: bold;
	margin-top: 40px;
}
h2 {
	text-align: center;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #969cbd;
	font-weight: bold;
	margin-bottom: 4em;
}
h3 {
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #444663;
	font-weight: bold;
	margin-top: 1.5em;
	margin-bottom: 1em;
}
h4 {
	display: inline-block;
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #4d65bb;
	font-weight: bold;
	margin-top: 1em;
	margin-bottom: 1em;
}
h5 {
	display: inline-block;
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #4d65bb;
	font-weight: bold;
	margin-top: 1em;
	margin-bottom: 1em;
}
.product {
	padding: 1em;
}
.mixed-citation {
	margin: 10px 0px;
	font-size: 14px;
	text-align: justify;
}
.toctitle {
	text-align: right;
	font-size: 11.0pt;
	color: #444663;
	font-weight: bold;
	margin-top: 30px;
}
.toctitle2 {
	text-align: right;
	color: #444663;
	font-size: 14px;
	line-height: 20px;
}
.titleabstract {
	font-size: 15px;
	color: #4d547b;/* font-weight: bold;  */
}
.titlekwd {
	display: inline;
	font-size: 13px;
	color: #4d547b;
	font-weight: bold;
}
.kwd {
	display: inline;
	font-size: 13px;
}
.labelfig {
	display: inline;
	color: #4d547b;
	font-weight: bold;
	text-align: center;
	font-size: 12px;
}
.first {
	display: inline;
	border-spacing: 0.25em;
	font-size: 14px;
	text-align: justify;
}
.monospace {
	font-family: monospace;
}
.overline {
	text-decoration: overline;
}
.name {
	margin: 30px 0px 0px 0px;
	font-size: 13px;
	text-align: center;
	line-height: 20px;
	font-weight: bold;
}
.email {
	margin: 5px 0px;
	font-size: 12px;
	text-align: center;
	line-height: 20px;
}
.aff {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.history {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
p {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.citation {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.copyright {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.top {
	height: 0px;
	width: 45px;
	text-align: center;
	color: white;
	font-size: 12px;
	background: #4d547b;
}
.zoom {
	transition: width 1s, height 1s, transform 1s;
	-moz-transition: width 1s, height 1s, -moz-transform 1s;
	-webkit-transition: width 1s, height 1s, -webkit-transform 1s;
	-o-transition: width 1s, height 1s, -o-transform 1s;
}
.zoom:hover {
	transform : scale(1.1);
	-moz-transform : scale(1.1);
	-webkit-transform : scale(1.1);
	-o-transform : scale(1.1);
}
.menulevel1 {
	margin-left: 0em;
	display: block;
	font-size: 14px;
	line-height: 20px;
}
.menulevel2 {
	margin-left: 2em;
	display: block;
	font-size: 14px;
	line-height: 20px;
}
.menulevel3 {
	margin-left: 4em;
	font-size: 14px;
	line-height: 20px;
}
.active {
	background-color: #4d547b;
	color: white;
}
.boton_1 {
	text-decoration: none;
	padding: 2px;
	padding-left: 2px;
	padding-right: 2px;
	font-size: 10px;
	color: white;
	background: #4d547b;
	border-radius: 15px;
	text-align: center;
}
.boton_1:hover {
	opacity: 0.6;
	text-decoration: none;
}
.box {
	color: #ffffff;
	background: #4d547be8;
	margin: 0 0 25px;
	overflow: hidden;
	padding: 8px;
	border-radius: 7px 7px 0px 0px;
	-webkit-border-radius: 7px 7px 0px 0px;
	-moz-border-radius: 7px 7px 0px 0px;
	-o-border-radius: 7px 7px 0px 0px;
	-ms-border-radius: 7px 7px 0px 0px;
	border: 1px solid #4d547b;
	margin-top: 30px;
	text-align: center;
}
.box1 {
	margin-top: -30px;
	overflow: hidden;
	padding: 10px;/*border-radius: 0px 0px 0px 0px; 
          -moz-border-radius: 0px 0px 0px 0px; 
          -webkit-border-radius: 0px 0px 0px 0px; 
          border: 1px solid #4d547b;*/
}
.box2 {
	/* margin-top: -10px; */
	overflow: hidden;
	padding: 10px;/*Eliminar borde de todas las cajas y los margenes
      border-radius: 0px 0px 0px 0px; 
          -moz-border-radius: 0px 0px 0px 0px; 
          -webkit-border-radius: 0px 0px 0px 0px; 
          border: 2px solid #4d547b;
      margin-top: 2em;
      */
}
nav {
	margin-top: 15px;
}
/*Añadido:
      -Borde solo a las cajas del resumen y datos de copyright
      -Poner magen especifico en dichas cajas y la que contiene los agradecimientos y las referencias
      */
      
header .box2 {
	border-radius: 0px 0px 0px 0px;
	-moz-border-radius: 0px 0px 0px 0px;
	-webkit-border-radius: 0px 0px 0px 0px;
	border: 1px solid #4d547b;
	margin-top: 30px;
	padding: 0px 10px;
}
#article-back {
	margin-top: -20px;
}
/*Fin de añadido*/
    
.tooltip {
	position: static;
	display: inline-block;
}
.tooltip-content {
	display: none;
	position: absolute;
	background-color: #f9f9f9;
	max-width: 50%;
	min-width: auto;
	box-shadow: 5px 5px 16px 20px rgba(0,0,0,0.2);
	padding: 12px 16px;
	border-radius: 15px;
	text-align: justify;
	z-index: 1;
	color: #000000;
}
.outer-centrado {
	float: right;
	right: 50%;
	position: relative;
}
.inner-centrado {
	float: right;
	right: -50%;
	position: relative;
}
.clear {
	clear: both;
}
.tooltip-fig {
	display: none;
	position: relative;
	background-color: #f9f9f9;
	min-width: auto;
	box-shadow: 5px 5px 16px 20px rgba(0,0,0,0.2);
	padding: 12px 16px;
	right: 30%;
}
.tooltip:hover .tooltip-content {
	display: block;
	position: absolute;
}
.tooltip:hover .tooltip-fig {
	display: block;
	position: absolute;
}
div.def-item {
	border-spacing: 0.25em;
	font-size: 14px;
	text-align: left;
}
div.section, div.back-section {
	margin-top: 1em;
	margin-bottom: 0em;
}
div.panel {
	background-color: white;
	font-size: 100%;
	padding-left: 0.5em;
	padding-right: 0.5em;
	padding-top: 0em;
	padding-bottom: 0em;
	margin-top: 0em;
	margin-bottom: 0rem;
	position: relative;
	top: 0px;
	left: 0px;
}
div.blockquote, div.verse, div.speech {
	margin-left: 4em;
	margin-right: 1em;
	margin-top: 1em;
	margin-bottom: 1em;
	background: transparent;
	text-align: justify;
}
div.note {
	margin-top: 0em;
	margin-left: 1em;
	font-size: 85%;
}
div.fig, div.disp-formula, div.table {
	text-align: center;
	margin: 15px 20%;
}
/* Evitar que aumente la altura de linea al usar superindices y subindices */
sup {
	vertical-align: top;
	position: relative;
	top: -0.3em;
}
sub {
	vertical-align: bottom;
	position: relative;
	bottom: -0.3em;
}
/*Poner linea inferior en los encabezados de los apartados*/
h2, h3 {
	display: inline-block;
	padding: 0 0 5px;
	border-bottom: 3px solid #686498;
}
header h2 {
	display: block;
	border: 0;
}
/*Movido al final*/
.textfig {
	display: inline;
	text-align: center;
	font-size: 12px;
}
.orcid {
	text-align: center;
	color: white;
	font-size: 7px;
	vertical-align: middle;
	border-radius: 50%;
	border: 2px solid #8CC657;
	background: #8CC657;
}
</style>

<title>Hacia un sistema de información sobre la producción agropecuaria</title>
<meta content="geolocalización, inteligencia artificial, aerofotografía, agricultura, geoinformation, artificial intelligence, aerophotographic techniques, agriculture" name="keywords">
<meta content="Arcadio Ríos Hernández" name="author">
<meta content="Alina del Río Marceau" name="author">
<meta content="index, follow" name="robots">
<meta content="This article is under license Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0); URL=https://creativecommons.org/licenses/by-nc/4.0" name="copyright">
<meta content="Cervantes-Producciones Digital; URL=https://www.edicionescervantes.com" name="organization">
<meta content="es" name="lang">
<script type="text/javascript" src='https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-MML-AM_CHTML'></script></head>
<body>
<header>
  <div class="toctitle"> Ingeniería Agrícola Vol. 12, No. 3, Julio-Septiembre, 2022, ISSN:&nbsp;2227-8761</div>
  <div class="toctitle2"><img src="data:image/png;base64,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" id="codigo" alt="Código QR" height="85" width="85"><script>
              new QRious({
                element: document.querySelector("#codigo"),
                value: "https://cu-id.com/2284/v12n3e03", // La URL o el texto
                size: 85,
                backgroundAlpha: 0, // 0 para fondo transparente
                foreground: "#4d547b", // Color del QR
                level: "H", // Puede ser L,M,Q y H (L es el de menor nivel, H el mayor)
              });
            </script></div>
  <div class="toctitle2"> CU-ID:&nbsp;<a target="_blank" href="https://cu-id.com/2284/v12n3e03">https://cu-id.com/2284/v12n3e03</a></div>
  <div class="toctitle2">ARTÍCULO ORIGINAL</div>
  <h1>Hacia un sistema de información sobre la producción agropecuaria</h1>
  <h2>Towards a System of Information on agricultural production</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0001-7499-7577" rel="license"><span class="orcid">iD</span></a></sup>Arcadio Ríos Hernández<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Instituto de Investigaciones de Ingeniería Agrícola, Boyeros, La Habana, Cuba.</span></span><span class="tooltip"><a href="#c1"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:iagriccolaboracion@hab.minag.cu">iagriccolaboracion@hab.minag.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-2737-9375" rel="license"><span class="orcid">iD</span></a></sup>Alina del Río Marceau<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">UCT Geocuba Investigación y Consultoría, Cuba.</span></span></p>
    <br>
    <p id="aff1"><span class="aff"><sup>I</sup>Instituto de Investigaciones de Ingeniería Agrícola, Boyeros, La Habana, Cuba.</span></p>
    <p id="aff2"><span class="aff"><sup>II</sup>UCT Geocuba Investigación y Consultoría, Cuba.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1">*Autor para correspondencia: Arcadio Ríos Hernández, e-mail: <a href="mailto:iagriccolaboracion@hab.minag.cu">iagriccolaboracion@hab.minag.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>Una
      de las estrategias de desarrollo económico y social de Cuba se basa en 
      el incremento de la producción agropecuaria, especialmente sobre la base
      del abastecimiento municipal, aprovechando para ello los últimos 
      avances científicos y técnicos. En el presente trabajo se muestran los 
      resultados del primer año de ejecución de un proyecto encaminado al 
      desarrollo de un sistema automatizado para la gestión agropecuaria y de 
      distribución de las producciones generadas en la ciudad de La Habana y 
      sus alrededores. Como zona de estudio se seleccionó el municipio 
      Cotorro, representativo en cuanto a la existencia de áreas agrícolas y 
      pecuarias, centros industriales de procesamiento, unidades de acopio y 
      distribución y otras entidades comprometidas con el abastecimiento de la
      población. El trabajo comprende un diagnóstico de la existencia de 
      unidades productivas y de sus antecedentes, tipos de cultivo, 
      levantamientos aerofotográficos, determinación y validación de los 
      patrones de cultivo mediante inteligencia artificial con la utilización 
      de las técnicas de procesamiento digital de imágenes y la visión 
      artificial como herramientas para la supervisión y gestión automática de
      los procesos agrícolas basados en la geolocalización y bases de datos.</p>
    <div class="titlekwd"><b> <i>Palabras clave</i> </b> :&nbsp; </div>
    <div class="kwd">geolocalización, inteligencia artificial, aerofotografía, agricultura</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>One
      of the strategies of economic and social development of Cuba is based 
      on the increment of the agricultural production, especially on the base 
      of the municipal self-sufficiency, taking advantage for it of the modern
      scientific and technical advances. This work shows the results of the 
      first year of carrying out of a project guided to the development of an 
      computing system for the management and distribution of the agricultural
      productions generated in the city of Havana and its surroundings. As 
      base of the study was selected the municipality Cotorro, representative 
      of the existence of agricultural and cattle farming areas, industrial 
      centers of post-crop processes, storing units and distribution and other
      entities committed with the supply to the population of agricultural 
      products. The work includes a diagnosis of the existence of productive 
      units and of its records, types of crops, aerophotographic surveys, 
      determination and validation of the patterns of agricultural production 
      by means of artificial intelligence with the use of the techniques of 
      digital processing of images and the artificial vision as tools for the 
      supervision and computerized administration of the agricultural 
      processes based on the geoinformation and databases.</p>
    <div class="titlekwd">Keywords:&nbsp; </div>
    <div class="kwd">geoinformation, artificial intelligence, aerophotographic techniques, agriculture</div>
  </div>
  <div class="box2">
    <p class="history">Received: 21/1/2022; Accepted: 14/6/2022</p>
    <p><i>Arcadio Ríos Hernández, Investigador Titular,</i> Instituto de Investigaciones de Ingeniería Agrícola, Carretera de 
      Fontanar, km 2 1/2, Reparto Abel Santamaría, Boyeros, La Habana, Cuba. 
      Teléf: (53) (7) 645-1731; 645-1353.</p>
    <p><i>Alina del Río Marceau,</i> Investigadora, UCT Geocuba Investigación y Consultoría, La Habana, Cuba, e-mail: <a href="mailto:iagriccolaboracion@hab.minag.cu">iagriccolaboracion@hab.minag.cu</a>.</p>
    <p>Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>CONTRIBUCIONES DE AUTOR: Conceptualización:</b> A. Ríos, A. del Río. <b>Curación de datos:</b> A. Ríos, A. del Río. <b>Análisis formal:</b> A. Ríos, A. del Río. <b>Captación de fondos:</b> A. del Río. <b>Investigación:</b> A. Ríos, A. del Río. <b>Metodología:</b> A. Ríos, A. del Río. <b>Administración de proyectos:</b> A. Ríos, A. del Río. <b>Recursos:</b> A. del Río. <b>Software:</b> A. Ríos, A. del Río. <b>Supervisión:</b> A. Ríos, <b>Validación:</b> A. Ríos, A. del Río. <b>Visualización:</b> A. Ríos, A. del Río. <b>Redacción-borrador original:</b> A. Ríos, A. del Río. <b>Redacción-revisión y edición:</b> A. Ríos, A. del Río.</p>
    <p class="copyright">Este artículo se encuentra bajo licencia <a target="_blank" href="https://creativecommons.org/licenses/by-nc/4.0/deed.es_ES">Creative Commons Reconocimiento-NoComercial 4.0 Internacional (CC BY-NC 4.0)</a></p>
  </div>
  <div class="titleabstract | box"><a id="content"></a>CONTENIDO</div>
  <div class="box1">
    <nav>
      <ul class="nav">
        <li><a href="#id0x5b07f80"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0x6264880"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0x8483a80"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0x6258080"><span class="menulevel1">CONCLUSIONES</span></a></li>
        <li><a href="#ref"><span class="menulevel1">REFERENCIAS BIBLIOGRÁFICAS</span></a></li>
      </ul>
    </nav>
  </div>
</header>
<div id="article-front"></div>
<div class="box2" id="article-body">
  <section>
    <article class="section"><a id="id0x5b07f80"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> En los <i>Lineamientos para el desarrollo económico y social para el período 2021-2026</i> se plantea (14) “Avanzar en la gestión estratégica del desarrollo … de 
        modo que se fortalezcan los municipios … con … una sólida base 
        económico-productiva”, así como (23) “Incrementar la producción 
        sostenible de viandas, hortalizas, granos, frutas ... el abastecimiento a
        las grandes ciudades … con un enfoque territorial … apoyándose en el 
        Programa de la Agricultura Urbana, Suburbana y Familiar” (<span class="tooltip"><a href="#B12">PCC-Cuba, 2021a</a><span class="tooltip-content">PCC-Cuba. (2021a). <i>Lineamientos de la Política Económica y Social del Partido y la Revolución para el período 2021-2026</i>. Editora Política, La Habana, Cuba.</span></span>).
        Es por ello que el Ministerio de la Agricultura (Minag) orientó la 
        realización de una serie de estudios para perfeccionar las actividades 
        de producción, acopio, procesamiento y distribución de alimentos con un 
        enfoque de abastecimiento municipal <span class="tooltip"><a href="#B8">Minag-Cuba, (2017a</a><span class="tooltip-content">Minag-Cuba. (2017a). <i>Lineamientos y Proyección de la Dirección de Ingeniería Agropecuaria del Minag</i> (p. 18) [Lineamientos]. Ministerio de la Agricultura, Agrinfor, La Habana, Cuba.</span></span>, <span class="tooltip"><a href="#B9">2017b)</a><span class="tooltip-content">Minag-Cuba. (2017b). <i>Plan Estratégico del sector agropecuario y forestal hasta 2030</i> (p. 63) [Plan estrategico]. Ministerio de la Agricultura, Agrinfor, La Habana, Cuba.</span></span>,
        apoyándose en los avances de la ciencia y la técnica en estos aspectos,
        teniendo en cuenta el Plan de desarrollo económico y social hasta 2030 
        (Congreso <span class="tooltip"><a href="#B13">PCC-Cuba (2021b)</a><span class="tooltip-content">PCC-Cuba. (2021b). <i>Plan Nacional de Desarrollo Económico y Social hasta 2030: Propuesta de Visión de la Nación, Ejes y Sectores Estratégicos</i>. Editora Política, La Habana, Cuba.</span></span>), en especial el desarrollo de la agricultura de precisión (<span class="tooltip"><a href="#B2">Cultura, 2017</a><span class="tooltip-content">Cultura. (2017). <i>¿Sabe qué es la Agricultura de Precisión?</i> Hablemos de culturas. <a href="https://hablemosdeculturas.com/agriculturadeprecisi%C3%B3n/" target="xrefwindow">https://hablemos de culturas.com/agricultura de precisión/</a> </span></span>; <span class="tooltip"><a href="#B16">Quampos Coult., 2020</a><span class="tooltip-content">Quampos Coult. (2020). <i>Herramientas para la agricultura de precisión</i> (informe técnico). Quampos Coult. <a href="https://www.quamposcoult/" target="xrefwindow">https://www.Quampos Coult</a>.</span></span>).</p>
      <p> En este sentido se inició el proyecto <i>Desarrollo
        y despliegue de un Sistema automatizado para la gestión agropecuaria y 
        de distribución de las producciones generadas en el Polo Productivo 
        Agropecuario Cordón de La Habana</i> en base a una solicitud realizada 
        por el Gobierno y el Partido de la Capital a la Unidad científica de la 
        Empresa Geocuba, en el sentido de obtener un sistema automatizado que 
        permita realizar una gestión más eficiente de las producciones y la 
        comercialización de productos del agro en la zona del denominado Cordón 
        de La Habana, para el rescate de este importante polo productivo, a 
        partir de la implementación de las tecnologías de la informática y las 
        telecomunicaciones como soporte en la toma de decisiones (<span class="tooltip"><a href="#B5">Geocuba, 2021</a><span class="tooltip-content">Geocuba. (2021). <i>Desarrollo
        y despliegue de un Sistema automatizado para la gestión agropecuaria y 
        de distribución de las producciones generadas en el Polo Productivo 
        Agropecuario Cordón de La Habana”</i> [Proyecto de Investigación y Desarrollo Tecnológico]. Geocuba UCT Geocuba Investigación y Consultoría, La Habana, Cuba.</span></span>).</p>
      <p>El
        proyecto se enmarca dentro de las principales líneas de investigación y
        desarrollo del programa de Telecomunicaciones e Informatización de la 
        Sociedad, en lo referente al desarrollo de nuevas plataformas 
        tecnológicas para el análisis de datos que puedan soportar la toma de 
        decisiones oportunas y acertadas en las diferentes entidades y niveles 
        de dirección, utilizando para ello tecnologías libres como garantía de 
        la soberanía tecnológica de la nación (<span class="tooltip"><a href="#B12">PCC-Cuba, 2021a</a><span class="tooltip-content">PCC-Cuba. (2021a). <i>Lineamientos de la Política Económica y Social del Partido y la Revolución para el período 2021-2026</i>. Editora Política, La Habana, Cuba.</span></span>; <span class="tooltip"><a href="#B19">Ríos, 2016</a><span class="tooltip-content">Rios, H. A. (2016). Estudio sobre las funciones estatales y empresariales en la ingeniería agrícola en el nuevo contexto. <i>Memorias de la Convención Internacional Ingeniería Agrícola</i>, 374, Varadero, Matnzas, Cuba.</span></span>).</p>
    </article>
    <article class="section"><a id="id0x6264880"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Para
        el cumplimiento del primer objetivo específico del proyecto, referente 
        al análisis de la evolución y situación agropecuaria actual del Cordón 
        de la Habana, los aspectos metodológicos se enfocaron en la realización 
        de un estudio histórico sobre la fundación y desarrollo del Cordón de La
        Habana, el Sistema de Acopio, Hidropónicos, Programa Alimentario y la 
        Agricultura Urbana y Suburbana, para la elaboración de un informe sobre 
        la evolución y situación agropecuaria actual del Cordón de la Habana, 
        como base para la correcta modelación del Sistema. Como zona de estudio 
        se seleccionó el municipio Cotorro, de la provincia La Habana, 
        representativo en cuanto a la existencia de áreas agrícolas y pecuarias,
        centros industriales de procesamiento, unidades de acopio y 
        distribución y otras entidades comprometidas con el abastecimiento de la
        población (<span class="tooltip"><a href="#f1">Fig. 1</a></span>).</p>
      <div id="f1" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 282.226" viewBox="0 0 500 282.226" height="282.226px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.6784 0 0 0.6784 0 0)" xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg%20IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09%20PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAGgAuEDASIA%20AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA%20AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3%20ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm%20p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA%20AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx%20BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK%20U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3%20uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDsfEPj%20DVNM16awsbO3mjijRyzhsjP0NZuo/EHWtMufJns7E5AZHXeVdfUc0zxhoWt3Xiq4udPspJbeSJFL%20K4GcDnvmsG78MeJ71o/N02TESbEAdeB+dL3uby/r9fwNJRp+z5lL3u39f5mv/wALS1P/AJ87L8n/%20AMaP+Fpan/z52X5P/jWB/wAIX4i/6Bkn/fa/40f8IX4i/wCgZJ/32v8AjWmhhqb/APwtLU/+fOy/%20J/8AGj/haWp/8+dl+T/41gf8IX4i/wCgZJ/32v8AjR/whfiL/oGSf99r/jRoGpv/APC0tT/587L8%20n/xo/wCFpan/AM+dl+T/AONYH/CF+Iv+gZJ/32v+NH/CF+Iv+gZJ/wB9r/jRoGpv/wDC0tT/AOfO%20y/J/8aP+Fpan/wA+dl+T/wCNYH/CF+Iv+gZJ/wB9r/jR/wAIX4i/6Bkn/fa/40aBqb//AAtLU/8A%20nzsvyf8Axo/4Wlqf/PnZfk/+NYH/AAhfiL/oGSf99r/jR/whfiL/AKBkn/fa/wCNGgam/wD8LS1P%20/nzsvyf/ABo/4Wlqf/PnZfk/+NYH/CF+Iv8AoGSf99r/AI0f8IX4i/6Bkn/fa/40aBqb/wDwtLU/%20+fOy/J/8aP8AhaWp/wDPnZfk/wDjWB/whfiL/oGSf99r/jR/whfiL/oGSf8Afa/40aBqb/8AwtLU%20/wDnzsvyf/Gj/haWp/8APnZfk/8AjWB/whfiL/oGSf8Afa/40f8ACF+Iv+gZJ/32v+NGgam//wAL%20S1P/AJ87L8n/AMaP+Fpan/z52X5P/jWB/wAIX4i/6Bkn/fa/40f8IX4i/wCgZJ/32v8AjRoGpv8A%20/C0tT/587L8n/wAaP+Fpan/z52X5P/jXMy+GdahkMcmnTBh1Awf5Uz/hHdY/6B8//fNPl8iedLqd%20T/wtLU/+fOy/J/8AGj/haWp/8+dl+T/41y3/AAjusf8AQPn/AO+aP+Ed1j/oHz/980+R9g9ou51P%20/C0tT/587L8n/wAaP+Fpan/z52X5P/jXLf8ACO6x/wBA+f8A75o/4R3WP+gfP/3zRyPsHtF3Op/4%20Wlqf/PnZfk/+NH/C0tT/AOfOy/J/8a5b/hHdY/6B8/8A3zR/wjusf9A+f/vmjkfYPaLudT/wtLU/%20+fOy/J/8aP8AhaWp/wDPnZfk/wDjXLf8I7rH/QPn/wC+aP8AhHdY/wCgfP8A980cj7B7Rdzqf+Fp%20an/z52X5P/jR/wALS1P/AJ87L8n/AMa52Lwhr88YePTZSp45ZR/M0/8A4QvxF/0DJP8Avtf8amyK%20uzf/AOFpan/z52X5P/jR/wALS1P/AJ87L8n/AMawP+EL8Rf9AyT/AL7X/Gj/AIQvxF/0DJP++1/x%20o0DU3/8AhaWp/wDPnZfk/wDjR/wtLU/+fOy/J/8AGsD/AIQvxF/0DJP++1/xo/4QvxF/0DJP++1/%20xo0DU3/+Fpan/wA+dl+T/wCNH/C0tT/587L8n/xrA/4QvxF/0DJP++1/xo/4QvxF/wBAyT/vtf8A%20GjQNTf8A+Fpan/z52X5P/jR/wtLU/wDnzsvyf/GsD/hC/EX/AEDJP++1/wAaP+EL8Rf9AyT/AL7X%20/GjQNTf/AOFpan/z52X5P/jR/wALS1P/AJ87L8n/AMawP+EL8Rf9AyT/AL7X/GlHgzxErA/2Y5wc%204LL/AI0aBqdG3xH1tWIbTbbIIB+R+/I70H4ka2uM6bbDIyPkf1x6+tZTaJ4udtz2DMcEHOzkH159%20qF0Txau4jTeWGCfkyR6daNA1NX/hZGt5AGm2xJ44Rz/Wmp8TdXlZljsLRmVSxAD8AdT17Vlf2B4s%20EexdOZVA2jBXgenWoovDHimGfzk0+TfljyyEc9eM0aBqbrfEbXFfa2mW4Y9tj+mfX0ok+I+tQqGk%200+0Ckbs4c8evWsg6H4sb7+m7j6nbn+dI+g+LJIpI204lXUqfuZwevejQNTYf4i64mN2m2vIzgBzx%20+B96G+IuuIqs2m2wDDI+V+mcevFY66B4tU5FjJncrfeXtjHfpwKUaH4tDlhp7bs5BJU4/WjQNTSP%20xQ1RSQ1lZgjqCH/xpP8AhaWp/wDPnZfk/wDjWHL4P8RzSvI+mPucljhl6n8aZ/whfiL/AKBkn/fa%20/wCNGgam/wD8LS1P/nzsvyf/ABo/4Wlqf/PnZfk/+NYH/CF+Iv8AoGSf99r/AI0f8IX4i/6Bkn/f%20a/40aBqb/wDwtLU/+fOy/J/8aP8AhaWp/wDPnZfk/wDjWB/whfiL/oGSf99r/jR/whfiL/oGSf8A%20fa/40aBqb/8AwtLU/wDnzsvyf/Gj/haWp/8APnZfk/8AjWB/whfiL/oGSf8Afa/40f8ACF+Iv+gZ%20J/32v+NGgam//wALS1P/AJ87L8n/AMaP+Fpan/z52X5P/jWB/wAIX4i/6Bkn/fa/40f8IX4i/wCg%20ZJ/32v8AjRoGpv8A/C0tT/587L8n/wAaP+Fpan/z52X5P/jWB/whfiL/AKBkn/fa/wCNH/CF+Iv+%20gZJ/32v+NGgam/8A8LS1P/nzsvyf/Gj/AIWlqf8Az52X5P8A41gf8IX4i/6Bkn/fa/40f8IX4i/6%20Bkn/AH2v+NGgam//AMLS1P8A587L8n/xo/4Wlqf/AD52X5P/AI1gf8IX4i/6Bkn/AH2v+NH/AAhf%20iL/oGSf99r/jRoGpv/8AC0tT/wCfOy/J/wDGj/haWp/8+dl+T/41gf8ACF+Iv+gZJ/32v+NH/CF+%20Iv8AoGSf99r/AI0aBqb/APwtLU/+fOy/J/8AGj/haWp/8+dl+T/41gf8IX4i/wCgZJ/32v8AjR/w%20hfiL/oGSf99r/jRoGpv/APC0tT/587L8n/xo/wCFpan/AM+dl+T/AONYH/CF+Iv+gZJ/32v+NH/C%20F+Iv+gZJ/wB9r/jRoGpv/wDC0tT/AOfOy/J/8aP+Fpan/wA+dl+T/wCNYH/CF+Iv+gZJ/wB9r/jR%20/wAIX4i/6Bkn/fa/40aBqb//AAtLU/8Anzsvyf8Axo/4Wlqf/PnZfk/+NYH/AAhfiL/oGSf99r/j%20R/whfiL/AKBkn/fa/wCNGgam/wD8LS1P/nzsvyf/ABo/4Wlqf/PnZfk/+NYH/CF+Iv8AoGSf99r/%20AI0f8IX4i/6Bkn/fa/40aBqb/wDwtLU/+fOy/J/8aP8AhaWp/wDPnZfk/wDjWB/whfiL/oGSf99r%20/jR/whfiL/oGSf8Afa/40aBqb/8AwtLU/wDnzsvyf/Gj/haWp/8APnZfk/8AjWB/whfiL/oGSf8A%20fa/40f8ACF+Iv+gZJ/32v+NGgam//wALS1P/AJ87L8n/AMaP+Fpan/z52X5P/jWB/wAIX4i/6Bkn%20/fa/40f8IX4i/wCgZJ/32v8AjRoGpv8A/C0tT/587L8n/wAaP+Fpan/z52X5P/jWB/whfiL/AKBk%20n/fa/wCNH/CF+Iv+gZJ/32v+NGgam/8A8LS1P/nzsvyf/Gj/AIWlqf8Az52X5P8A41gf8IX4i/6B%20kn/fa/40f8IX4i/6Bkn/AH2v+NGgam//AMLR1TBP2OzwOvD8frTl+J2rPII1sbQuTgLh8/zrCh8I%20+JreTfFp0itjH3lOfwzRH4R8SxTeaunSl+ckupznrnnvRoGp0lr8QddvNQSyh06zNw5wFO4Y7k5z%200x3rY/4SPXbXWdPtb6209re8lEfnW7MwBxkjr1rj9P0PxXpurxajDpjGWLgLuULtxjb14GK3kh1/%20UNe0jzNE+w2Frc+ayiUPyRySc/5zSGehUUUVJRTvC6rIYxlwvyjGefp3qiJ7s6ZK8cTPcKSI967f%20M6c44x3/ACq/cKzTYVm3EcAYqMxyKCzSblHUrg4o6hd7GW2o6ls2rpzBxty5BwT3wP69Kc2o6gVf%20y9Nb5ehckbvwrT2H/nq36UeW3/PRvyFMRm3V7qMVwyw2YkiBBDgHldvIx65/SnNf3qSt/oDvD82w%20j7x54yO1XwAWKifLA4IBXI/ChwI0LyTlFHVmwAPxoArWdzdS2u6e1KSjIxnAPGe/vxVZNRvwo3WD%20ue7bSo/L0H69q0/Lb/no/wCQo8tv+erfkKAMpdWvJJ2RbA5jHzrnkZ6c/rWmrOXIZcDA/CneWf8A%20no35Cjy2/wCerfkKAK9zJPFbSvaxiWUOMIe44z+maqRajflgsmnOMkktzhRnj6nH61p+UR0kbn2F%20Hlt/z1b8hQBmPqd7GyK2nHc5AGCTzjOOn+e9JLql9EVB04lm+6obqcZxn/PStPY20t5mFBxliB/S%20lEUhxh856YI5/SgZRivbxyS9kVARjtyclhjAz05yfyqGPUtQ4EmnvgZLMFPPXAA/KtQRSEkCTJHX%20DDj9KX7PN/eP5j/CgRlNqeolRt0ttxGeWOBxnH51qqSVBPUij7PN/eP5j/Cj7PN/eP5j/CgBaKT7%20PN/eP5j/AAo+zzf3j+Y/woAgnlnitp2tY/Nm3YRCcAnjr7VWbUtQ25XTnyfugsf19K0UhkTPAJJy%20SWp3lyf3R/31SGZn9pX7FlFhIMAYbn5jjkAf1NS2t9eTTqstm0UZ4Lljx17fpV7y5P7o/wC+qPLk%20/uj/AL6oANx9TRuPqaNkn90f99UbJP7o/wC+qADcfU0bj6mjZJ/dH/fVGyT+6P8AvqgA3H1NU4p7%201tSljki22ig+XJjljxweeAPXvVzZJ/dH/fVGyT+6P++qAKlzJNHbTtbRebPuwiE8E+/tVJdWvHBK%20aZK2H246dOuf84rV+zy5JBxk5xkf4UeRN/eP5j/CgDM+36grDNgZFZxhlyNq47g8043l99mRkti0%20jhsAxkEHPGR24zWj5E394/mP8KPIm/vH8x/hQBmJqN+UUHTm8w45OQvufb6U+G+vH3LJYsjYYg84%20GAcA++cD8a0PIm/vH8x/hR5E394/mP8ACmIyRf6oyhBZHJwfOKkcZGfl9evU0ralqDRfu9NdZM5w%202cY/+vWr5E394/mP8KPIm/vH8x/hQBQe6vkmkIthJCAoQLkMSQCT9ByKs287TDJj2gHGam8ib+8f%20zH+FHkTf3j+Y/wAKAKl691HYztYqrXAYbAwyOozn8KjS41I29yZLaJLhCPKVWLI2fer4t5R0Y8+4%20/wAKPIm/vH8x/hSavYd9Lf1/X9dzJOqaiM/8SmRsf7WCeT/hVmS6uwImW3PKMzKFJ+YdFz2+tXfI%20m/vH8x/hR5E394/mP8KBGW+p30cTStp2EUZPzHP1xj/69KdSvsDbpr5GSwOeRjjH1/StPyJv7x/M%20f4UeRN/eP5j/AApgUPtd+1p5osgsm8L5ZJJwR976An8gajGoX466e5I4JGcGtPyJv7x/Mf4UeRN/%20eP5j/CgCktxeywBvs4hk3gFSN3ykfhyKsQySuAJYtpxyQeM1L5E394/mP8KPIm/vH8x/hQBzvje/%20uNN8L3Nzaz3Fu63EStLbrukVCwDbR9M1neE9Wlvr7XY7HVNQ1K3t0j+zvfRAfP8ANnbgDcDgeldm%20IJgchj+Y/wAKUwzHq5/Mf4UhmYb++Vgv2BiFBDNg8n29u9Nk1DUFjyunPvb7qg528nr/ADrU8ib+%208fzH+FHkTf3j+Y/wpgZs19fx3QSOwMkWFBbOOTjJz6deKbPqN7BcOn2VpF3MIwqEE4zj6565HStT%20yJv7x/Mf4UeRN/eP5j/CgRlSateQ+X5mnkGRgFXdyT6fX9KlN3fsInW1AXa7Sqc54PAX3NaHkTf3%20j+Y/wo8ib+8fzH+FIZmLqGoFFdtOKgj7m47gcjr7cn8q0QW3HI44x/WneRN/eP5j/CjyJv7x/Mf4%20UxFe6NwLS4NoAZwfkB9eKo21/qNxp11dNZmJ+PIgbk8cHPr61rfZ5Rn5jz7j/CjyJv7x/Mf4Vm4t%20y5r6djRTSg48uvcypNQ1JZHWPT2dcYVuRg88++eOKknvr2CZwtk8ygDaEXr05J/E8e1aPkTf3j+Y%20/wAKPIm/vH8x/hWhmZr398qFvsDZAzsXJJ4Pf8qlmubwQO8FpukwgRGPc8tk+g6fWrvkTf3j+Y/w%20o8ib+8fzH+FAzMfUL/aSmmtk5K5J/DPvTX1LUC+I9OfaG+8QfmGOcelavkTf3j+Y/wAKPIm/vH8x%20/hQIr2k9xOhaa38nBwAW5Ix1p8Ekrj94m09+MVL5E394/mP8KPIm/vH8x/hQBVu2uFspms1DThsq%20D36ZH5VUtr7UZ9LuLt7Ty5TgwQEZIHAOf1Naot5R0Y/mP8KPIm/vH8x/hWbi+bmvp2NFNKDjy69+%20pkvqGpCRlTT2ZcYVuRg4PJ9c8VJPfXsMzhbJ5VAG0IvXgck/nx7VdlYQsFluEQkZwzqP6VJ5MvHz%20nnpyP8K0MzOe/vlQt9gbIGdi5OeOOalmubwQO8FpukwmxGPc8tk+g6fWrvkTf3j+Y/wprxvGMvKF%20HqzAf0oGZz6hf7SU01skErkn8AfemvqWobsR6c+0P94g/MO/0rTSN5BlJQw9VYH+lL5UnzYfJXqA%20w4/SgCC0nuJ0ZprfycEAAnkjHWnwSSuP3iFT34xTwhIB81ufYUvlt/z1b8hQIr3UssNncyQIZJVy%20VUDJPToO9U9PutRbSZpriISzoxMQCbTIv07HqK1BGR0kb8hR5bf89X/IVPLre5Dg3NSv8jLS/wBU%20UO01gCAMBUzktzz9DS/2hqRQhdOPmHlRk4HPQk+361p+W3/PVvyFHlt/z1b8hVFmZbatcXFzFH9h%20dUkJ+Y54AOM9O1atM25JUTEkdRxkUuw5x5rZ/CgB1FN8tv8Ano35CmB4zJ5YulL/AN0MufyoAlop%20pQgEmVgB3OKQoduRKxHtigCOQzCGU26o0uflEhIHT2pmjPePY27agqLOVGdpJJ475HBqfy9vJlIz%2064FPiQ+Yp8xmGfbmgC5RRRSGVLld7Sp5rRGWMosi9UPqKpaXp8ulWKRz3UkpVSgjyNrH1HAOT1/E%201du5Y4EklmYLGi7mJ7AVlWGu2V20gEctuyx+aPNTG5PUf4daAL80DSQ7A5B24xxg/XipIkMcSIzs%205UY3HqfeoxeWzIGE8eD6nB/LrTU1C0k+5cxH5Q/3h09aYjNsNCEF9BPcRRiS1VlSWOQ5lJ6sy464%20PcmneI7G+vIYDp6RSvGx3RTMBG2e5B6kc4+tab3dvGCXniXb1y4+tK1zCkSStIBHJjax6HPSgCHS%207eW10y3huGLSovzZbdjnpnvgcVaqH7Zb8YnjOemGHNLLdQQ2j3TyL5CKWLryMe2OtAEtFZ2n63b6%20i8iKk0MkaCQrMuCUP8Q/zxVqO+tpUDrPHtPTJx+h+o/OgCeiq6ahaSEBbiMkgkfN2HWn/arcYzPE%20M9PnFAEV7aG8swisgeOXeFY4B9v1qe1hFvbRRb0BAbJQ8Annj25pnn27Wv2renkbd3mHpj1pDcWo%20JBmhBHUFh9aQx1pbtDMXd4wBwNp68D/DNQS6czXAZZYTGZWkIcnPIxjr09RU3n2vP72Hjg/MKkUI%206hlClSMgjoaAKa6W8UluYrmMLCmwZJz3yevcn9BTrbTXhiiR7iM+VL5g2k+hBHXv1+uaS61G1s5l%20im4dvu8D5j6CpTd2iy+W8iI+A2G46/56UbMFqrifYWLMftK8nPXp+v4U5LRkORcIOPX8h16Cj7Ra%20/wDPaDoT94dutKZ7ZU3mSLbuCZBBG49B9aABbaXaA14Se/zflSG2m5P2wbiCM5PHv1oNxahXbzYi%20qDLEEHApI7q0k3bZY/lO1geCD6EGgB32WUD5bsD3z+tTwR+UWLzB+y5boKr/AGm0wCJoTnphhTo5%20LeVgsbxOSN2FIJx60wLm9f7y/nRvX+8v51X2L/dH5VEssDRvICuxM7iR0xS0DUu71/vL+dG9f7y/%20nVEXNoek0P4sKUz2qsFMsIJGQCw5GcfzoAu71/vL+dG9f7y/nVIzWwdkMsIdfvLuGR9RRHPbSkCO%20SJiSVAyMkigC7vX+8v50b1/vL+dUFurRhkTQ45/iA6cH8qEu7ORA6TREMMjBGT+FAF/ev95fzo3r%20/eX86r7FH8I/KjYv90flQBY3r/eX86N6/wB5fzqvsX+6Pyo2L/dH5UAWN6/3l/Ojev8AeX86r7F/%20uj8qNi/3R+VAFjev95fzo3r/AHl/Oq+xf7o/KjYv90flQBY3r/eX86N6/wB5fzqvsX+6Pyo2L/dH%205UAWN6/3l/Ojev8AeX86r7F/uj8qNi/3R+VAFjev95fzo3r/AHl/Oq+xf7o/KjYv90flQBY3r/eX%2086N6/wB5fzqvsX+6Pyo2L/dH5UAWN6/3l/Ojev8AeX86r7F/uj8qNi/3R+VAFjev95fzo3r/AHl/%20Oq+xf7o/KjYv90flQBY3r/eX86N6/wB5fzqvsX+6Pyo2L/dH5UAWN6/3l/Ojev8AeX86r7F/uj8q%20Ni/3R+VAFjev95fzo3r/AHl/Oq+xf7o/KjYv90flQBY3r/eX86N6/wB5fzqvsX+6Pyo2L/dH5UAW%20N6/3l/Ojev8AeX86r7F/uj8qNi/3R+VAFjev95fzo3r/AHl/Oq+xf7o/KjYv90flQBY3r/eX86N6%20/wB5fzqvsX+6Pyo2L/dH5UAWN6/3l/Ojev8AeX86r7F/uj8qNi/3R+VAFjev95fzo3r/AHl/Oq+x%20f7o/KjYv90flQBY3r/eX86N6/wB5fzqvsX+6Pyo2L/dH5UAUdStJJrt5I41kVowoxIo5GeDntzWj%20EBHDAhZSUABwfbFM2L/dH5UbF/uj8qAEmgMrsy3ssYboqlcDjHHH41HqNp9rt4wkiGSM5G8jnjH5%201LsX+6Pyo2L/AHR+VAEWm2n2SGQSOm+VtzbCOOMfnVTTrGa2ujJMyhdjbmWYsZTnguO5xWhsX+6P%20yo2L/dH5UACfcX6UtFFMQUUUUAFFFFAGRYWl/Frl3cTl/s0oAQF1PTpnHJ68enek8RaTcatDbLay%20JG0TlmLMRkEYxxWxRQBX0+B7S1WCRgwjYhCD/Bn5c+4HH4Vi2eg3FvLGDb2w2zJI1wJMsdpJOBjP%20OR3roqKAM/XdPl1TSpbaB1R3BGWJA546jvT9MtJLHS4oJnVpEHJXOPwzV2igClq9k9/aCKMRlg4b%20950/kf5VPpsDWtpBC4UMgwdvT+Q/lU1OT76/WgCzRRRSGZt9NBMZraWOWRSuyQLGSMEdM1lWWlWl%20oZC41G4LR+SDKh+VPQY7+9a7RvJc3QRQfnGcntsFXIFZIUVs7gMHJzQBhtYae7lmtLssRgsVfJ5z%20Q1lp7Nu+x3QPtGwx7/WugooA55bDTl37bK6G8YJ2Nn8PTpU8iWksIie1udg28CJhnAwM1tUUAYBs%209PYsTZXPz/eHltg9+alaO1axezNtdeRICGHltk56nPrW1RQBzenafbae0rn7fcSSRiLdLGThPQY/%20U082GnsQWtLxiBgEq5Pp/ICuhooA582OnsRmyuuAB/q27dKlh0ixcGRLWXLDaSxOR+fStuo4v4/9%2080AUP7PgNuIGti0QAXDc5AOcH15qsmgWitKWgkZHXaEPRB7VuUUAYQ8P2m9i8MjKSCqZwq4+n1q/%20HB5Z+VJemME5A/Cr1FAGReaTDfSrLNG5ZPu8D5T6invpkEsokkgkdht+8SRkdDj1rUoo8geruYza%20HZNGyNaMVbrknPtT/wCyLUxmM2rFC2/aTxnGM1rUUAZK6Rap5m21YeYgRiDzgdPx4FJLo1rP/rbe%20RznJJY5J9/WteigDEbQrV7jzDDJtxgxjoT0z+VPj0iKK7M8aTJlSNqnAyep/StiigCkYmMZTbIBj%20Ge9Rx2ax27wbJGjfIIb0PWtGiiy3C/Qxn0KxcENZnaedo4H5U46PatHHH9mcLGuxQCeB6fqfzrXo%20oAyZtJtZyxktmy5ySDg/55psOi2dvKkkNoyuhJUg9CRg1sUUAY40SyCkLaFQcfdJHI7/AFo/sWz2%20qv2V8L05P61sUUAUkiMecLKc/wB45p2G/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW%206KAKmG/uN+VGG/uN+VW6KAKmG/uN+VGG/uN+VW6KAKmG/uN+VOQNvXKMOfSrNFABRRRQBWt/+Pu7%20/wB9f/QRVmvCPilrmvWXj28g0m+v4oUhidkt3YAfL1IFcR/wmviT/oO6j/4EN/jWiptq4rn1dRXy%20j/wmviT/AKDuo/8AgQ3+NKfGniUHB1zUQf8Aru3+NP2TC59W0V8o/wDCa+JP+g7qP/gQ3+NH/Ca+%20JP8AoO6j/wCBDf40eyYXPq6ivlH/AITXxJ/0HdR/8CG/xo/4TXxJ/wBB3Uf/AAIb/Gj2TC59XUV8%20o/8ACa+JP+g7qP8A4EN/jR/wmviT/oO6j/4EN/jR7Jhc+rqji/j/AN4185+DrvxT4w1s6dD4mvbZ%20hE0pkeZ2GBjjAPvXeL8P/GaLhfHU4H/bT/GpcLbsZ6pRXln/AAgPjT/oe7j/AMif40f8IF40/wCh%207n/8if40rLuB6nRXln/CBeNP+h7n/wDIn+NH/CBeNP8Aoe5//In+NFl3A9Toryz/AIQLxp/0Pc//%20AJE/xo/4QLxp/wBD3P8A+RP8aLLuB6nRXln/AAgXjT/oe5//ACJ/jR/wgXjT/oe5/wDyJ/jRZdwP%20U6K+ePGt14u8F6lBaTeKb2686LzQ6SsuOSMYJ9q5z/hPPFH/AEH9R/7/ALVSpt6iufVVFfKv/Cee%20KP8AoP6j/wB/2o/4TzxR/wBB/Uf+/wC1P2TC59VUV4na+FfiZdWkNwviF0WVA4DXrZAIyM8VL/wh%203xO/6GP/AMnn/wAKnlXcZ7PRXi//AAh/xN/6GP8A8nn/AMKP+EP+Jv8A0Mf/AJPP/hRyruB7RRXi%20/wDwh/xN/wChj/8AJ5/8KP8AhD/ib/0Mf/k8/wDhRyruB7RRXjH/AAh3xO/6GP8A8nn/AMKT/hD/%20AIm/9DH/AOTz/wCFHKu4HtFFeL/8If8AE3/oY/8Ayef/AAo/4Q/4m/8AQx/+Tz/4Ucq7ge0UV4v/%20AMIf8Tf+hj/8nn/wo/4Q/wCJv/Qx/wDk8/8AhRyruB7RRXi58H/E0DP/AAkf/k8/+FYvieD4geE7%20CO71HxBOYpH2DyrtmOaFC/UD6Cor5V/4TzxR/wBB/Uf+/wC1H/CeeKP+g/qP/f8Aaq9kxXPqqivl%20X/hPPFH/AEH9R/7/ALUf8J54o/6D+o/9/wBqPZMLn1VRXyr/AMJ54o/6D+o/9/2o/wCE88Uf9B/U%20f+/7UeyYXPqqivlX/hPPFH/Qf1H/AL/tR/wnnij/AKD+o/8Af9qPZMLn1VRXyr/wnnij/oP6j/3/%20AGo/4TzxR/0H9R/7/tR7Jhc+qqK+Vf8AhPPFH/Qf1H/v+1H/AAnnij/oP6j/AN/2o9kwufVVFfKv%20/CeeKP8AoP6j/wB/2o/4TzxR/wBB/Uf+/wC1HsmFz6qor5V/4TzxR/0H9R/7/tR/wnnij/oP6j/3%20/aj2TC59VUV8q/8ACeeKP+g/qP8A3/aj/hPPFH/Qf1H/AL/tR7Jhc+qqK+Vf+E88Uf8AQf1H/v8A%20tR/wnnij/oP6j/3/AGo9kwufVVFfKv8Awnnij/oP6j/3/aj/AITzxR/0H9R/7/tR7Jhc+qqK+Vf+%20E88Uf9B/Uf8Av+1H/CeeKP8AoP6j/wB/2o9kwufVVFfKv/CeeKP+g/qP/f8Aaj/hPPFH/Qf1H/v+%201HsmFz6qor5V/wCE88Uf9B/Uf+/7Uf8ACeeKP+g/qP8A3/aj2TC59VUV8q/8J54o/wCg/qP/AH/a%20j/hPPFH/AEH9R/7/ALUeyYXPqqivlX/hPPFH/Qf1H/v+1H/CeeKP+g/qP/f9qPZMLn1VRXyr/wAJ%2054o/6D+o/wDf9qP+E88Uf9B/Uf8Av+1HsmFz6qor5V/4TzxR/wBB/Uf+/wC1H/CeeKP+g/qP/f8A%20aj2TC59VUV8q/wDCeeKP+g/qP/f9qP8AhPPFH/Qf1H/v+1HsmFz6qor5V/4TzxR/0H9R/wC/7Uf8%20J54o/wCg/qP/AH/aj2TC59VUV8q/8J54o/6D+o/9/wBqP+E88Uf9B/Uf+/7UeyYXPqqivlX/AITz%20xR/0H9R/7/tR/wAJ54o/6D+o/wDf9qPZMLn1VRXyr/wnnij/AKD+o/8Af9qP+E88Uf8AQf1H/v8A%20tR7Jhc+qqK+Vf+E88Uf9B/Uf+/7Uf8J54o/6D+o/9/2o9kwufVVFfKv/AAnnij/oP6j/AN/2o/4T%20zxR/0H9R/wC/7UeyYXPqqivlX/hPPFH/AEH9R/7/ALUf8J54o/6D+o/9/wBqPZMLn1VRXyr/AMJ5%204o/6D+o/9/2rd8EeMfEN9410i2utavpoJblVeN5iVYehFDpNBc+jaKKKyGeYeJvEOjaP46uHupvs%202oWzRSKZN5jmjZArZC9WUZ2g8c153aeJdBh1K7u5LeRkXUGu7ePyVJcbCqg9h8x3EdKu/GC1M3xD%20um3AfuYu3+zXD/2ef+eg/KuiMU1ck3INftNOuddXT5ZUtbxM2ymMZVi6nn0wu4ZFaN7rfhKSKWSH%20TjJdEykNMjHLHO0nnp047Yrkv7PP/PQflR/Z5/56D8qrlQG/rN/4autGu1sbXyb03AMG2IqFjBxy%20cnqP1rlat/2ef+eg/Kj+zz/z0H5VSVgKlb3h3WLPTbDU4LoOJLlUEbom7ABO4dQRkGsz+zz/AM9B%20+VH9nn/noPyoeoHUvrnhOXMbaW6QrIZF2wjPRcrndnHBH45qR/EnheSC3gbTH8qIcDyhgdeD82WP%20OM5689sVyX9nn/noPyo/s8/89B+VLlQHf/CGSGX4hzvaptiNm+1duMD5eOv6969am029fUHmhm8s%20M+4yBzuZOPkx0wMH86+b7A3ul3P2iwvZLabBXfESpweoyK0/+Ek8Sf8AQwX/AP3+b/Gs5U7sdz3a%20PTNWWR3+1lWY5J8wkk4+nTPanLYa028yXoDBsxjdkDn6fl6V4P8A8JJ4k/6GC/8A+/zf40f8JJ4k%20/wChgv8A/v8AN/jU+yYXPoyxS4itVW6YvJk853YGeAT3+tT5Poa+bP8AhJPEn/QwX/8A3+b/ABo/%204STxJ/0MF/8A9/m/xo9kwufSeT6GjJ9DXj3h3w74s8RaLDqMXi66iWRiuxmYkYOPWtYfD7xiRkeN%20LjH1f/GpaS6jPS8n0NVrq3nnkiaG7lt1U/vFRQd469+h9/TNeb23gfxbdK5j8aXI2NtIJfr/AN9V%20P/wr3xj/ANDrP+b/AONL3X1G4tOzOc+OnPiXTuMf6H/7O1cBot5Hp+sW11MMxxPuI2B/0PWvUdQ+%20Dut6tOJtR8SLdSqu0PKjMQPTk1V/4UTe/wDQZt/+/J/xraM4pWuTZnM6z4r0+9sxZWtofKJZmlnR%20SwbLEYUY5ORznp61yFeq/wDCib3/AKDNv/35P+NI3wKvVGf7Zt/+/J/xoU4LqFmenWdrcS2NnPbm%20Ns20JRzIRtwgyoHTBp66bqIkMhuAHbn75IBx6V5fF8INTO1I/EIUdAAjAD/x6p/+FMaxnH/CRj/v%20l/8AGsrR7j1PSzZ6rg4ugW4Od+AfXtwOv1qS7tdSeZ2trhVTcpUE4wO+ePWvMP8AhTGsf9DGv/fL%20/wCNNb4N6wrKD4iHzcDh+v8A31StHuB6cLHUlb5brggZJfnOOe3Pt6VZW2um0/ypJsTGMqSDnnsc%209a8pPwZ1hRk+Ix/3y/8A8VTG+D2rr18Rds/df/4qnaPcD099PvmXZCywR44jSU4HPTOO/HPanLZa%20kXJe6IXPQP7jJ6enbtXlv/CoNW/6GLvj7r//ABVSD4NawQD/AMJEBnplX/8AiqLR7iPWbKG5jhIu%20n3vu4O7PGPX65+lWNprxv/hT2rknHiHOD2V//iqavwh1RuP+EkGew2vz/wCPUWj3HqezbTRtNeOJ%208HNYfp4gI+qv/wDFU4/BnWBkDxGC2M7cPk/+PUrR7hqewMMKScYHrXmPxk2r4St1+1m5Juy2WZSV%20BHCjHYVjJ8JNUkXnxFjsQVfj/wAepZvgpqJVRNr0LZ5CsjH+ZojKF/iBpo8qor1H/hR97xnVocEZ%20z5JP9aaPgldnH/E4g5/6Yn/Guj2ke5NjzCivTx8Ebs4xrEHOP+WJ7/jSj4I3Rx/xOYBnH/LA9/xo%209pHuFjy+ivU/+FF3piEiaxAykkcQt/jTf+FH3ucf2tFn/rg3+NHtI9wseXUV6gPghd4JOsQgD/p3%20b/GlPwPugM/21BjAP+obv+NHtI9wseXUV6ifgfdgH/idW3Hbyj/j700/BK7AH/E4gOTjiEn+tHtI%209wseYUV6oPgVesAf7Zt+f+mJ/wAaX/hRN9/0Gbf/AL8n/Gl7WHcdmeVUV6r/AMKJvv8AoM2//fk/%2040f8KJvv+gzb/wDfk/40e1h3CzPKqK9V/wCFE33/AEGbf/vyf8aa/wAC71Fz/a8DewhP+NHtY9xW%20PLKK9V/4UTfcf8Tm35/6Yn/Gmr8DL1841m3wDjPlHn9aPaw7jszyyivTpfgneQybZNViC/8APQQE%20r/Omt8F7gXMEK61bu0+dpWIkAAck80e1h3BRb2PM6K9V/wCFE3v/AEGbf/vyf8aP+FE3v/QZt/8A%20vyf8aPaw7hZnlVFeq/8ACib3/oM2/wD35P8AjR/wom9/6DNv/wB+T/jR7WHcLM8qor1X/hRN7/0G%20bf8A78n/ABqpcfBi9teZNRXb/eWAkfzo9rDuOMJSdkea0V6PB8IGnOP7dt429HhI/rV0fAm9IyNa%20tiPURH/Gj2sO45U5R0kjyuivVf8AhRN7/wBBm3/78n/Gj/hRN7/0Gbf/AL8n/Gj2sO5NmeVUV6r/%20AMKJvf8AoM2//fk/40h+BV6Bn+2bf/vyf8aPaw7hZnldFeqL8Cr1hxrNv/35P+NRH4JXQzjWYGYH%20G1ISSf1o9rDuFmeYUV6oPgVfEZOsW4PoYj/jS/8ACib3/oM23/fk/wCNP2se4WZ5VRXqR+Bt4P8A%20mM25+kJ/xoHwMvT01iD/AL8n/Gj2ke4rHltFeq/8KJvf+gzb/wDfk/41zPivwLD4Pmt4tQ1NpGuA%20xXybfIGMdcsPWhVIvYLHIUVofZ9K/wCf66/8BR/8XR5Glf8AP9df+Aw/+LqrgZ9FaHkaV/z/AF1/%204DD/AOLo8jSv+f66/wDAYf8AxdFwM+itDyNK/wCf66/8Bh/8XR5Glf8AP9df+Aw/+LouBn0VoeRp%20X/P9df8AgMP/AIujyNK/5/rr/wABh/8AF0XAz69AvLzww3hB4IYYRiwjEJCJ5v2vPzEn7+Oo54xX%20H+RpX/P9df8AgMP/AIujyNK/5/rr/wABh/8AF0pWYG9plv4UinsJJrmV3WNJJVl/1bPldysMEgD5%20vrxSzL4YiW7a1mEkktrNjzF+VZD90KMcEHofSsDyNK/5/rr/AMBh/wDF0eRpX/P9df8AgMP/AIuk%2015gV1ltRp7xtbubouCs3mfKF7jbjk++a2vh9/wAj/on/AF9pWb5Glf8AP9df+Aw/+LrqfhrpVlfe%20PdM+y3sxkhcz4ktwoYKMkZ3GiTVmB9IUUUVylHinjfRxr3xcbTzOIfNhj+YjrhckD3wO9c14w0Gy%200K7s00+4M8VxD5oYtuyCTgg4HH68GtL4sEr8QbkqSD5MWMdfu1xpJPUk445PSumKdkSatno8N1ZQ%20zm5EbuWBQjOcE/lwKmHh1Szr9q5BGCEzuB/u8/MPfjoaw+DRgVVgHSL5cjpkNtYrlehx3FJSUtMA%20ooooAKKKKACiiigAooooAKKKKAPavh0RH8PUkUASKspV+45NKbzVBpovPt0vlltmPN5zj0qHwFKU%20+H0KhQQVmzkduaoySr9mH7g89PmOKimtzObu0jvdIDG0aRursDn1+UVeqGyjEVjbqowBGv8AKpq4%207WOmUuZ3CiikJx7mgkWkb7poxnk/gKNo9BQBXjgXl1zkHPXvUTXUhGFwv0q2nBYD1qL7KhYkngnt%20TGvMlibfEreo5pIhuy7fe5X6e1ORFjUKowBTW/dvvH3W4f8AoaTAeyhsZ7UMVHLAH0pGbbwOTTVQ%20n5mPJpiEEakZYYOeMVJ1PHamyOIU3YJ+lVJLuRuF+Ue1A7FlQsKne4GaqbYkYFXZiDnGMVGSSc9T%206mkx60WLV1sT/amJA6D86QzHeHzlh36VFihysQzK6oP9r/CmKyGO5W4ecj7y/N6fX8qnS6uERcRg%20qwyN3IqtJIWOyOJipHzSMcAD6URWshWOeK6LQmP/AFZ5Uc+3NJxTd+or29DQS9ZkYNDHtUEEDinh%20oeC0AAI4KtwT0xVFJyjYYFW6AkAg/Q96mMuQCi4KjAxjGO5+tSp9JaMHHrEpahJcNrVjZ2bTRRyK%20TJsI7cZz7VnXM2raWZ47y6Jbyg6MpBA+YDPT3qxq5txLHNE7R3MAIiKyKgJPfmoUW3v4Hl1C6lef%20ywspEqEIN3b8aI0puan0v+Hoc0k+Zq5o6mJdPt7B4tTmk82RQVJBDg9SOP8AOaoWs14YjdXF9cPE%20wbEduAzqecbh2FEdppkktspvppDEwESGRcdc4FJHb6ZaXEssF/NFIcrlZF6E8jpXarWt+gtb/wDB%20Lmkw3mrw7v7Tmi2ImQqjkkHk1Est3/aTWH9oXBUXCxFyAGxtJOPaojb2UPliO+uYsxrgRzAbh2NK%20IbARmU31wSJQfOMq7gQpwM0aX/4A9bf8EvavDc6Z5LR6hPJ5m8ESbccKT6e1Z8X29tMuJZdWMd1A%20okMJxgKRxk46mpiLGV1Fzf3czBTtWRwcZGMgfjU6aRGIfJW+vDGBtKbl5H4ip5ox0e4Wbeglsbyd%20pp7i8njgYHyRFjORjrxVWa61S3ntrW5vZFcufNeNdxA4x2961F02OR90V7dxgZwisABnrxinrpKx%20HzUvbsPyGlyCTnHB49qlTih8sjHvNQvrS6vYor2eRI1+RmXnO4dOOevWnzXOo28Wny/bncykeauc%20459McDFajaUs5+e6vJWAwp+X5OQcjjHYVI+mtJxPqFy65BKEr82DnnA9qfPEOWRnWn9oXawH7ZOv%20nl8OJFAUgngLjJ6CtLSppJ9Lt5J33ysp3MepOSKhTRliXbDfXqJkkKHAAz1xxVy2hWxtEgjdvLjG%20MnqfrUVJRa0LgmtyVlYxsuQhJ+Ut+tRsHT5FG0Ad+tVjdSbiRwD6inxXhJCOoKH9PpWTRpZk6MSe%20ScEdDXPpAbjxrdfZ5DCLW1XO3oXc9SOnQV0WApZ85UdTjkfWsPwu32o6pqAIK3N2wQ/7KDb1qUXH%204WzUW5eF0julALnasij5WPv6Uh+0y3MojlWNI8AKVzu4zk//AFqnliWaJo3+6wwapW85hvJI7plV%202CrvJxuIH9Rz+dMzLazEHbMnlt0BzlT9D/jUtRPJjhgAp7sOPxpgt3TPlvgZzsY5H4elAEwdWYqp%20yQMmnVXimCzGJlMZblQ3c98GrFAyrcaZa3OS8QVv7ycGqJ0u8szusbgsP7jHH/1q2Ka7rGhaRgqj%20uTQaRrTirbrzMpdZmt22X1syn+8oxWhb31vdf6mUE/3TwfypzMZl2rEGU95Bx+XWs+bQIpBuSVo5%20OvyjC/lQVelPdWf4Go7rGMuwUepOKie4wpaNGb0PQH6etZI+3aYcywrcRD+I/Mfz61dtNSt7yQEv%20scfdRv8APNApUZJXWq8h1tC8sStJKwHPyrwPz61ZSHyl2xnaPQVJRTMSFmeM5Y4TH3vT60jxyyYw%206qPXrU9R+WU5iIX/AGT90/4UtRhCNu8EklWxk/QVJTEkDHacq/8AdPX/AOvUuxv7p/KhANrxn45/%208hLSv+ucn8xXs5Vh1Brxj45/8hLSv+ucn8xWtL4iXsXvgjomm6npmqzX9hbXMiTIitNGHwNucDNe%20jy6J4XguBBJpelrIRnBt04/T3rgfgLdQppurwtIol85H2nrt24zXpstlZTXJncksTnG7jOMZx9Kc%202+ZiKA0bwqcf8S7SeQT/AKhOg69qfF4f8MzFhFpeluVAJxbpxnp2qc6VpzRMjZYNjJLnJx0/nU1v%20Z2VszlCDvUKVY5GB7VNwMubSfDEErRyaNYhl/wCnNeR3I46CgaT4XJwdGsV5I5s1HQbvT0rSlsbS%20aSR5JXJdgSN/TjGB7Y7U5bS0WMo0jOpYv8zZ5IIP6Gi7AyhpfhchMaNZF3VmCCzXdx14x71NbaD4%20buywh0bTztCsc2ijgjI7VaOl6eR95xJgqZBIdxB65NWoVt4WLK/zMoUknsOlFwKf/CKaD/0BdO/8%20Bk/wo/4RTQf+gLp3/gMn+FaXnxf3xR58X98UXYzN/wCEU0H/AKAunf8AgMn+FH/CKaD/ANAXTv8A%20wGT/AArS8+L++KPPi/vii7Awrvw94ctnUzaXpcSEhQXgRQSTwOnWvLvBtvFa/HW5ht4kiiTztqIM%20Bfk7CvYby6tlmUTfODggbCwyD9K8g8ISLL8eLt423KfO5/4BVx2Yj3Ciiisxnk2uarZ6P8Yry5v5%200gjNlGqu67gGwPY/yrhfG+o2ureJri6sJlmhaNR5irtBYDnsP5VufEyxuNR+JNxb2kRllMERwOwC%208kntXLatoGo6GYhqVv5PmkhPnVskdRwTgjIroiloxF77XpFzLGLgAoI40QBCAjcbi3tjP86R7jQi%20BGYSQhOSqEBv93nI59e2fWskWNy1sLhYHaI9GXnvjp1696iMcgBJjcAAEkqeAelVYRuRXWgoYpPs%20+JFZiQUYrjPAxnk46frVK/l0xrXbZQkTFh8xBGF545PXpk/lVX7Dc/Z1uPJbyXyQ3Hv/AIH8qjWC%20V5PLWJ/MwW2kYOAM5x9KLAMoqQW0xYL5MgJBOCpHA5NN8qXj91JyAR8h79KYDaKd5UuceVJnOMbT%2019KbTAKKKKACiiigAooooA9o+HkpXwBDG64ik81fM67SSetWbfw5dXYaNL5PJTGFw23P0qL4czRx%20/D6FXZQSZAA3f5jW/ZW8kVqLmAlxISzpn8OPwFcTqyhN22OhUoThd6PY1I18uKOPOSihc/QU8DFR%20wTpPHujP1B6ipKm99TNprRhSDqTS0UCCiiigCtdL0O4qO9NgnRMR/MQT1NPumBxFg7mHBqskUm4H%20aR9eKopGiSB1NMLF8hVyOhzQFz8zdfSn1JIxECcUhmjj2q7gEnCjuaeagRle6Bxz5YIyPU//AFqY%20E0ih42U9xWcygfeOD6Dk1p1n39uxDFejdD6GhFIgicSkhAcYBBPp7+/WnGSNSQXDMOwP9ahi3SNI%20pGzYckf3uKbdQBrfYlukoJyUZsD61SDoSG4LfIpEbHrtwxA9zTyikh8bm9W6571RezWORpfsNuFG%20CHMmMnvxVm3/AHUQRIAoyTw3H19abSBEdwZVJXY8276BVH9av2UQFjbrFkIE3DJ+9k1TaQyTLGsi%20sXOCijGB35q7quo/2XbxSLF5oIVcDgAY60jOrUjCLlLZD3gaVQGQEv8Aw4yMf57VWeOWBjtBkjHB%20HTH0NWEKssUmCCy7yuM474/WlUZUhd33hkKo6UpJSVmVGTWqOfvZoRqsMsql4QCHUx5J4+7jsfeq%200zxTPdSW8LLB5KYj2bSo3Dj3+tdBfWiylpCHjlLcMpIBx7elRRWoZT5iMo6ErIef14/GtI1lTSTW%20xDpObbRlST2k7aaltaukiFQTuJ2fP0PHP1qWO7tk0xYWYC6G8JIYc+V7H1z61rGC0QpuWQAkKD5h%2065pxsoAXH7z5QeS55wK09qmtiPZtMwLLbHqli0zGJBAMvkrt4PeorErCheZSUW4GW2kgHa2D/Wuj%20azhDdzyf427Ck+yQqnfoAQWNHtl2F7JmTeTxTPCkbeY4fcCOdo+v5flW7s++Gz6dqhNtAD80ffOD%20nn9amQB2UHOOSa5qsouSa3NYU7aseoMkmct168ZH41aVhEQqsN5AyT1P4VUOY8rHksR/nFTSRZvc%20nPyqP5UK9tStCUkt94k0UVBLdeW+0LnHXmjcZPUc5xETSG4jXgk5xzjtSEpcoVVqAMeeQwvlryWN%20WOcKufaoYZJZZdn2+YtnBDQgdPerOpOlv+6NxPC45DpFuz7VHHcQvI3+lOyvhFUxkAN9a01sGlzS%20ubsR6dNIjqZVjO0A8k4qt4YhW28P2cLFEl2b2UHuTnkdutU5rM2NsLh/LlRXyM5yc8YrQh02VLuK%20VzEgjzxH3+tc6lK+x0ShBQ3NIgjqMZ6e9Vbu1iuD83yvjG8dQPQ9iKtAkdOh7HpSbFbP8JPBB6Gt%20DmMq1aaMPBCPMAchSTxtHXFaMUwfAZWjf+4/X/69Zt1azxXeYW2x4x5QGCgHdatrPujHnKJIz0b/%20AD3/ACoYFmaISx7SASDlc+tVmlaBd0T+Z6wPyw9gev50GZf4ZpDH6Ywc/wC8aEuPKfP2crERy465%209zSGOiu2uJTHjyGAyVk+/wDgOmPepIIxtEj5Z25y3JA7fSob7bcWRaHDyqQY/Xd6fiM1aikWWFHj%20+4ygigB1FIzKmNxxk4H1paBCjrWXPplvdWxmYCOU5JdOhOfStCViqhVYB3O1c+tIII1IIXGOeDgZ%209cetJ6lxk46pmSG1HSgN48+Ae+cf4VoWmo294MRttf8AuN1/+vVqqF5pENz88f7mXqGXofwpmvPC%20p8as+6/yL9FY6ahdac4iv0Lp0Eg/zzWrFKk8YkiYMp7ii5nOnKGvTuP9+4BwfSvLrG3uLrdNPd3C%20wlmAxI2WOa9SHf6V5taaX4gsWdV0yaaFmJMMn3c+oIOQfpXVh3ZSOPEJu1iz4fhuLbxXZBriaSGQ%20uAWc4PyngiuY+OX/ACEtJ/65yfzFdfoena03ia1utQs5YoY92BjCRjaeAM/r1Nch8cv+QlpP/XOT%20+Yqpu9Reg6KajqbnwDA/sbVzgZ+0Jz/wGvSLrWbWznaKbeHXHReufSvMvgLOV07V4vJkI85G3gDb%2093GPrXqjxQyOWe13McZJUZOKxn8TNSmdft9wxHLtxksQBxkfzzSjX7V5ViRZPNJUFWXG3Jxz/OrZ%20ihOM2oOP9gUeVDuDfZfmHfaKkZHd6h9mVGSPzFLFSM4PHXAPX/61V01h3wBbqTtYkCQdhn8uQM+p%20q7KkczI0tuXKHKkqDimLb26MGW0CsoIBCDgHrSAqHWWIYpAvCBhufGTgZHT/AGhilTWWeUJ9nGS4%20XHmDOMkdPXg/hVwRwhtwtfmIAzsHbpTTb25febQbw27dsGc+tMC3RUfmn/nm/wCQo80/883/ACFI%20CSio/NP/ADzf8hR5p/55v+QoAq31wts6u0csgJVMRJvOScZx6e9eP+FP+S+Xn/bX/wBAr1+6uJUn%20Xy7Z3yOfmAxXj3hBy/x4u2ZGQ/vhtbr9yrjsxHuFFFFQM8V8da4+gfE2/uI4En82zjiKsxXAI65F%20cVq2r/2mUWO0htIUZn8uLJy7Y3MSeSTgV1PxM0+81P4j3cGn20tzMLaNykYyQoXk1zPiDRhol1bx%20JM8yzQLLueJo8E9QAeoz0NdMbWQiCDWLq2gihiYLHGrrgcbt2ev0zU1xr011C0UsMZRuwZhz378j%202PA7U5NBeazgliuI/NljEnlPxwTjj8cdQOtV7vSp7OASytEVb7m1iS49Rx0+tPQRJa63NZxRJFDF%20uRdhc5JZckgY6cFjTrnWd+qpeW8GwomwCRyxIxjk/iafF4feezWeG4Usyg7WUgbjj5c+vPcCj/hG%20dQyigQl3xtXfyfXt270aAOi8T3kb72SOQgYG8k4/X3qaTxZOERLaFUAALF2JJbvj0Ht2pn/CL3Bj%20ULKj3BzlFOVHOFGffn6VRvdIudPi8yYxld+z5GzzRoBcTxTeIsamOJgh9xu4xz61jE5Yn1OeKKKd%20gCiiimAUUUUAFFFFAHtvw6UP8OoQQDhnPI/2q6fTYYnsIW2qWwQWXjofaua+GTbvAlvGqlmLSD0A%205PU10eksVSaBgAY3yPof/r5rgm/3jOiOtJ+THzWDBjLayvHL6E5B/Olt7iWT5GZBKvBV1xn6Vcqj%20qumJfwh1YxXMPzQyr1Vvp3FTa2qEpJq0iyZJVBzDuP8AsOP60vnqPvq6fVay7HWJY7gWWrKIrgLl%20JgMRyj1HofatjpTTuTKLiMWaNzhZEJ9M0+mtGj/eRT9RTDbRnGAykHI2sRTJIrxShWUE8Hp6VYjI%20KDHSmGJiMeaSPR1BpsfnplSsbY9CVpjJ6Ki85wMvC689sN/Kjz4v45Nvsw20hEjHCk+gNReWWt4y%20nDooKn8On0NSFVK8AYxTYQfIjyx+6KOoDo5BIgYceoPY+lOIBBBGQaidTG/mpkjGHUdx6/UVKCGA%20IOQeQRQBnXFuttcLPn5G+Q/jTJJBEcMFB7ccn6VoTxCeB42AIYd6zol8yIMF2uvBz2qkykRhZncN%20I64HRQP605kBYnJzjAyeB+FDTRo5TJkcDO1f8aiHnzIRJtjBPRRmgYqbY3OMMduCemTV1d1zZo5U%20Bo/kcdiO1Vo4FU/KpZvU8mr1vC6rIJBhHQ5B7Y70xPQqgkdCfzqaNSyF2BweMj6ioB0q3Ec2gHYt%20jPpzSYPYjcIVP3zjPXjp/wDrpYykTHbu6kHJHIA6UcuR+9XIz1JHU05mc5PmL/EfvCmRcjdmsnxG%20+VYBzvXdj2p8N80yb8xlWGQfL6g/jTrpF89mdmUgADH0qukIkf8AdkkDnBHGfr2qW3FaItWe5aef%2052HlRHkjmM0NJE28NFER24PrioA+JgHAB3c5YinjpjC7gAcD65oUlJXRLTTJPMiK4aE/gxpA0AAO%202RTjsw/GoDE04GyVlOf7vt9aBbTRxuWlOPoM8U7INSwPs5fkyZOOuPyqaVyJXC4PNVIwwkjEjBju%209O1PeB3vHYjClyc0Dsibee6GqskZeYscbSfWrtM2/MQRlTSTAq9mBwd38OAce+adEp3gxoFx1was%20COM5GzGDjpTlUKMKMCncRXudzxgYOQc4HeozG+04GRt6bf61cJA+8R+NRqUJYkrjtk0h3M7V+NGV%20e/mJx/wKtc9TWRrkkP8AZuUdD+8Q8Nn+KtL7VC3KyBgfTJpGkvgj8/0JKbIdsTn0BphuUGOJDk44%20Q02aXMR/dyY4zlfehmZMg2oqtlsDrnkfQ1TYeVfAQ5KyEBsDK++R2NTTTuq/LE4LHGTjj8PWnQQ+%20SpPG9vvdx9KYhyQxx/cRRT6XGfu/98k8/wD16Nrf3G/KgClPbK06CKQwSYJyvemK09lgFAYvQdPw%20ParJtt935zK+UwF4qbB/ut+VSr9RuxFBdRXAzG3PoetS1VlsY25jBibOenGaryXNzbOIpQSrDAcd%20vxpsRdULOS7YZOiAj0706OIRM5Usd53Hcc80kU0coHlsOn3e9SUrDuFFFFMQ2SNJoykihlPUGsmW%20xuNNkM9gxeP+KM8//rrYooNIVHD07FSx1KG9GB8ko6of6VbqhfaVHcnzYj5U45DDoT71FZ6k8Uv2%20XUBslHAc9D9f8aC3TU1zU/uNSvGfjn/yEtK/65yfzFezV4z8c/8AkJaV/wBc5P5itKXxHO9jc+Af%20/IF1f/r4T/0GvQL7U7q0vZVSIyoFG1VQ8e5NedfAU3H9m6uFWPyfOTkk7t23+WK9YzN6J+Zqp/Ex%20IyF1q7DMr2ZGOd7ZAAz+oFPfWLkEkW2ACQQd3y/Xj+XrWpmb0T8zRmb0T8zUjMs61coV32LgO4AH%20OQM4OeOtOm1W7S8eOO23RxMd3B+Zcdjjr7VpZm9E/M0Zm9E/M0gMYeIZyWAsmLKCdozkjnnp09ak%20m1G+/cyRwkK0O4oBn5if8B+tav73OdsefXJozN6J+ZoAg028lvYGklgMJDFQp61cqLM3on5mjM3o%20n5mgCWioszeifmaMzeifmaAK9886OptoUlclQVZ9gC55OcHp6V494U/5L5d/9tf/AECvXroXZnXy%20mhXjncCa8f8ACG//AIXxd+bt3/vvu9PucVcdmI9woooqBnhXxK1K80v4kXc9hcyW0pto0LxnBKle%20RXHahqt9q0kUmoXUly8SCONnP3VHavQfGFjp978VL1tVuY4Le2tIptshwspGMIT6HPauc8c2Gk2t%209Fc6TNb/AOku5e2t3DJAowFwR68muiLWgjmRI4OQ7A7duQe3p9Kka8uXDB7iZg5ywLk5OMc1fs7f%20Sn01TdXAW53mRgpIOwAgLnGMk81N9h0YBh9s3Fh8jGTGDkZyMdhn61dxGT9ruNip58u1OFXecD6V%20I2pXrQ+U11MU3BsFz1HTmtZtP0RBKq3YkJYbGMwH/Aen/j1ZOoRWsNyEspWljCAlyep+nale4EZu%207gkk3EuTyfnPNJJczzLtlmkdd27DMSM+v1qOimAUUUUwCiiigAooooAKKKKAPdPhd/yItr/vv/6F%20W5dYsdRjucAI/wArn0Hf+hrB+Fzr/wAITaJuG7e5x/wI10mqQCayYkcx/Nz3HcflXDVWrN6MknZ7%20PQuU1JEdmVWBKnBHpVLSbkPaLC7YeI7Bk8sOx/L+VXH/AHcbsqjdjPA60k1a5MouLsyvPYwajp5t%207lN0RzjBwRzwQR0rOF1caDKkV80k9g3ypcYyYvZ/8a20AVFAOQB1zQ6LIjI6hkYYKkZBFKw1K2j2%20ER1lRXjYMjDIYHINOrMttNfSS/2Jne3Y5EDHOz6GrH9oIPvRSg+m2lzJblezb1jqW6YeJR71X+3l%20vuW8rfhSNcXDYItSMd2NHOheyl1LZGRigHevOCD2NVd983SOJfqaAl9jh4uO2KObyD2fmiUk24I/%205Zn7p/un0+lPhwIUx02jpVGTUjbO0V0iEhckKeSPpUGm67Yy4h+1IpP3Ek+VlH90570KSbE4P1Ni%20oQPIkxn9054H90/4GphyMggg9xSModSrDIPBFUQLVV7NZLks6nYeeDjmpYmZSYpDlhyrf3h/jUtA%20yCS0RsbAE9cCnR28cfbJ9TUtNZiDgIzfTpRcCKffHjyRjd1wOadAjiOUScggdaXdL/zyX8Hp24+U%2025SpLBcA5ouA3yIh/AKGKKCi4B9KRQSflJxxnJqKRHNwDt+QHOaE7gEiAMigc5FNVWDNhSWx1x70%20+Q/vwTjGP4hTIAC4AKDkdCfUVZJYliWWWQP13cGkjhMKMEbJPTNNk3JLIwwRljjOOc1IkgYAkjmp%20Yym9vskDyYLYPI60JJ5ZKZ78CrMqeYzDjgdTQ3lLFmRRg8dKmUb6rcpS6MiVhG2FJOOvHJPtVjeG%20XDjg8VTYqM7TvQcjPBFAbdz3A6DtRGV9HowkraotCNVmjYc5YdRmnGaMMQXAIJyDREu14ieee/0q%20hhpGYgFieTViSuaQIIyORRVJ7hlCLGcbRzVqJi0Ss2BkZNKwWEkd96JHtyck7uwo2SnrLj/dWiH5%20w0v9/p/u9qkpCK8lmkjBneUkf7XH5VFJaxQAFVXPvVqVzHGWAyfSqTy+YzF1IJAGBTQ7DNbQDQpj%20gDaAePY1pKcopHQgGqOqDzNEuAvQxHFWrVt9nA3rGp/Sl1NH/DXq/wBCXJqK5dY4GZztXIyT9alq%20FQZzvdf3YPyKf4v9o0GYqLvcTOPm/gH90f41LUZhG4lWZA3UKcD60BZI2YKAyk5G5uR60rgSdaij%20y80j5O1TsUZ/M07dL/zzX/vv/wCtTLdJEMvmYwzllAOcCh7oCb8T+dHPqfzNFFMQu5h0J/HkU3YC%20xIzkjGwnj8KR3WMZdgo9zUIlW7k2Rt+7Q5c9CT2Hrik5LYaRHNp6uweB/Kceg/zim/aZ7ZgLlMp/%20f/8Ar/41fJz97r/e/wAaRhxhgCD+INUIjinjmH7twe+O9SVnlY4LwQ2n7pyOgHyfTFTLeFH2XUTR%20Hs/VD+NJNPYdrFqijORkcj2pAM8n8qBC1WvrWK6t2WVcsASpHUGrGPc0AYOc5NA1Jxd0YFrqU9sk%20cbOrICNwbqo+v+etec/HEhtQ0kgggxyEEfUV7FNbxXEbRyopVvavFvjNbfZLrSYd24KsuCfTIrSl%208RdSUZK/U6P4B/8AIG1f/r4T/wBBr0W6TVDcyNbyKIh9xSBz069/X8q+bvC/jrWPCEVxFpTweXcM%20GdZY93I4yK3v+F1+KvWx/wC/H/161lTbdzG57Wza45YhURdp2j5Sc/nQy60scpjbc5OVDbT1P8h0%20rxT/AIXX4q9bH/vx/wDXo/4XX4q9bH/vx/8AXpezkFz3i/S5ktSEDFyy48ptpX1JOefpVKO21ATJ%205hnK+aCWEo4Hc49DwMdua8U/4XX4q9bH/vx/9eprb4v+M7sn7NFay7eu23PH60vZtDWrsj2U2uqK%20yCORshWAZ5OAMt19TyuD7UQ2uoGMq7TrIscYz52Q7AjJ/n9ea8i/4Wj48/59Lf8A8B//AK9H/C0f%20Hn/Ppb/+A/8A9ept5ov2U/5X9x7xRXg//C0fHn/Ppb/+A/8A9ej/AIWj48/59Lf/AMB//r0cvmg9%20lP8Alf3HvFFeD/8AC0fHn/Ppb/8AgP8A/Xo/4Wj48/59Lf8A8B//AK9HL5oPZT/lf3HtV8k8jqLe%20YQuCpLFN+VzyMe/rXj/hT/kvl3/21/8AQKxbr4veLVm2zm3ikXqvk7T/ADqX4WahPqvxWS9uiDPP%20HKzlRgZ2+lWoNJszPoOiiishngnxTgkufiNPDBE8srwxBURcsTt7CuOuLSeyl8q5gkgkwG2SKVOD%200OK9L8T+IIPDPxhn1C5tmnjFokZCHDLuX7y+9cp408T2viaewa0tHgW0t/KLyHLv/wDWHaumLehJ%20zhRhGHKsEJwGI4z9abkeorYsNahs7aCKW2acR5DKzDYRu3ZA/vCrC6/YmJg2nIjBeAir85Lc5J6A%20jr+lVdgc+RjGRjPTNG4eorWtdVtbdIjJaGaRLcwfOQVHJOQPxxU7+ILfC+Rp6JhQCSFOf0ouBhE4%204PH1orfi12zeeNZbNYYR/GFVmQ88jjnjjFYt1Ik13NJEu2N5GZVxjAJ4oAjooopgFFFFABRRRQAU%20UUUAe4fDKJJfAlqGH/LR8EdR81dDf2LyxBId5B+9lqwfhawPge1XIyHfj/gRrr64p6touOjTW5z8%20sJt7xVmVY97oSyfw9uP61o2+ooxeIlpGUkcjDfQinanZ/arfK/eUH8VPX/GsK9h3Qx3QJJP7uUnr%20vHf8RXPKTp3aReIlJwVRdNGdA92qRhY12uMAKwxgUy21ATvhSjrkjcuRzXN/bblojC0r+X0wT1Fa%202iSRrAGY7ShbOepJ4/lRTrKpLlSOSNXmkbO49gaNx6ngfSmLcwupbzFAHXccYqj9vtdVdrLbJh84%20fp071rKajp1NnJdy1cX0Ns6LLLtL9Mip2J2fMOaw5tKhwVEsu9eNzcj8qW1gvreZSl0hjJ+YMx6f%20Q1HPNPWOhN5p6o20b5Rx7ZqpeWLXcqOk0kRUcFe9RakLlrQGzJwrZbaeSPasaPVr+Esplfj++M1N%20WrGL5ZIVSaTtJFy/0eZUefzmnk6kEckU7TNNivdPePUrNWUt8vmD5vz60yx12Xzdt5hoyfvY5X3+%20lbiywuqsskZDdDkc1NNU3LmiKnyuXNFmNHoLWcyLZX89uBwgPzqw9DnvUhutZsMi4tEvYh/y1gOH%20/wC+a1pVTym3htoGSF/pWGfEflnAtmcZ++WwSPU1pKUYbuxvKty/EXbfV7TUFIUyQypg4lQqVNXE%20uQUBkUp6kcr+YqG0uI9SthKIwQSQVY5PFK1gindEZIT/ALJ4qk21dalJ05LsWlYOMqQw9Qc0tZU0%20V9awvJFCLhwchUbYcVXXxHBHJsumltz02XMZXn/eHFPmXUbg+mptlsZJYKB3pCQ8OVy4L9vpVXzY%20LoqwY7ehK/Mv5jpVuNVWJRHyu4ng5qiLWGLIi8H5fZuKeDk5PTtg5pxAPBAI96YYoyc7Fz6gUhEE%20jAzsd2MA4PPpRASZkGSRuWgZ81uwwe2afag+avy/xDqvTg+1WIkZN6MMkbs1DFaeXJuJBGKsL90U%20tQWpNKxG3DNkdarSs5AEiMB1HNWm+aQL2HNPp3EihDIkb7uc44B7mmE5OflH+yoP9amvCvmqMfMF%20z+dVwR6A+/NDipblJvctwXIZh5jKNqk7s+1VxtQnDZOMcGmlTIrBWEbhTtY/MAfcUu5lzuHzAYxj%20/OafNGOkhcrew5UBHIyR1welTglovKBOHO0Z6he/+feoGxDFkjcWOOOufT6e9WreJR+8JDORtyOw%209BQxA0DG5R1bbGgxtFS7gWK55AyRS1W+0ol66MVHyjnNLcnYs1Smkw7jA6jvVhbhXAMaSMD/ALOP%2050wxO8m7yo1B7s2T+QoRQycebps4PdDx+FGlNu0i0Y/88l/lTriJhaTbpWACEkIAvQVS8OeVdaBZ%20zFOWU8Mc45NLqX/y7+ZoEi4YqpzEp+Yj+I+n09ampFUKMKAB6AUtBmFFFFABRRRQAVXcXElzs+5A%20P4lOCasUUmrjTsMSCOM5VBu/vHk/nRJEsuC2Qw6MOCPxp9FFlsFyHzHh/wBcMp/z0UfzHanCQtNt%20iYbFGXPUHPQf1pzllQlF3N2BpIYhDEEX6k+p7mlrceg7ZGW3FQrDvjI/xokACEuAU/MGlozt5Bx9%20KskoiKQZNm4j5+43KH/Cplu1QhLhTC/QFvun6GrACnkrtPqv+FV7qFpAdyiSIjn+IfiKALFBOATW%20akclqoNvIFQnPludyn6HqKnS/RyY5lMMvQBujfQ96LAWGZ/JLRqC+OBmvGvjazte6QZF2sY5Mj05%20FexwMzAhhgDpxXj3xz/5CWlf9c5P5irpL3wex5bRRRXYQFFFFABXWaONujWwHG7cx9zuI/pXJ1va%20TrFtDZJb3ReMxk7WC7gQTmuTG05VKVoq56+SYilh8Wp1XZWeps0VT/tnTf8An5f/AL9Gj+2dN/5+%20X/79GvJ+rVP5GfWrNMP1rouUVT/tnTf+fl/+/Ro/tnTf+fl/+/Ro+rVP5GH9qYa/8df18i3RVT+2%20dN/5+X/79Gj+2dN/5+X/AO/RqPqlb+VnR/bGB/5+opeJgNtm38RDrn2BH+Nbnwb/AOSi2v8A1xl/%209Brl9a1GO/kiWAN5UQOGYYLE9eK6j4N/8lFtf+uMv/oNe3RjKFBRlvY+BzGrCti6lSns2fRlFFFZ%20nGeKeONAuvEvxWuNPsWiWU20blpDgBQvJ964S/sTYSxr50c0cq745I8gMMkdDyOQa7L4i6ndaN8U%20ZL6xl8q4ihiKtjIPy4II7g1xV7eS39y0820MQAFRdqoB0AHYV0xvZEksOk3c8VvJFGGW4ZlT5umO%20pPoP8KedC1FWwbZsZwDkEH/P9RTY9YvooliWfMSAKsbKCoA6cGgazfLKZBP85ySdo9v8BVagB0XU%20BnNs4I6jI4989O9K+iahGzqbV2KddpDd8Z47ZpF1i+Vdom4wR9wcZ69qcuuX6Fys4BfGSEH+HvRq%20A0aNfFSRATjsDnJzjA9aqzwS2szRToUkXqpq0us3qABJVUKcqFjUBfXHHFVZZnncPI25goXOOw6U%20agMooopgFFFFABRRRQAUUUUAew+ACbTwfp14JCkRlaKYAcsNx24Pbmu9HmJlQN47Etz+NcR4EhM/%20wxRVXc4Lug/2g2RXa2c/2mzhm/voCfrXny0qMtbD/wB8f+ea/mf89qzwi22oGGYBoLgAYI43dv8A%20CtOqmpQGa1JXh05BFKS6mtJq/K9mc9f2E1lK29MRMx2MDnIqFbmTywi/IFPUdTWnqt41zp8P7vI3%20fPJ6MO1ZMMbzyLGinexwB61wTXJNqB51WHJNxQ5HWSELNlSOQcZx7VPDMtq6XUKMfLcDBP3x3qJr%20S5SUxNA/mgZ2AZoMyGJA8bkqMYBwKcZfzbkao6BTDcx+bbyBgeWDEArTPpWDcRiPYVB+bqp6gVo6%20ZJNJE+7Bij4DHrn0rqp1m5cklqddOtzPlZs2sqhFXocfyqdkVx8yqw9xms8phVBKrzjLHGT6Cp7a%20OVZPmDBQOnY1uzWyMrW9Oit0WeBdgJ2so6fWsbJ2Z28+lb/iKZfKihB+YncR7VgAnZnbzjpXm10l%20N2OGrZS0NzTtXjh01kmJ8yIfKOpbPQViEnI4zk847UhJC5xk+lOKvxhGOT6VMpuSSfQmU3JJdi22%20outrBBbpsZQd7qOc54wa2rPTZYVWWadpZjyRISVFZem6ZPLcxySRlIVO4luM+wFdLXVQi2ry+R0U%20k3rIheZ1BEkTAY+8vzD/ABqOd4bixcFY5htxsYZ5qyW2jNR+UjKWdAT1966eh0GJ/YlqZWeIywuw%20wzwykfjinC21m1RXglhvE6gEeW+PTPQ1dbavAYnjqw3fr1qZLsqFDREr0yhz+lHKuhfPLqV7XU5F%20jAv7eWBiSAzD+eKsSXgLjyXVlxU4kinUrlXB6qf8KqvZRJxIDtJ4kHBX2P8AjS95DTg99Cu17ehv%20+PaBxnkk4qfT5J3uwJUQAAkFTnnFMNnMjMI33Fedrdx9aktZo03CQGOYK33uO3amprZqwOnpeOpc%20DLgcil3L6iq1tE+d0gOMcZNWNi+lMzIpJ1ikyQTn0qvJMzSMVZgD2zU7QLMxyxG3gYqXyk2gFQcD%20HIoBGeS7El8+xPcUuNwyCBgDINT3UYBU5woGAAKhwAjEMOoqiiS2AEmdy9uhqaeOPG9v+AgdSfaq%20qxiVHDOEHBJPpzSCSSBU8wENjbGpGev9f5UmrkNu4x3azIYkGRzgc8Aen0H6mr8aOUG2UBf9lef1%20qraqIIW84HcQS3cY9AfSh5DaFHTmJ++c4+vt71m04bbDTUt9y39nTJLl3J/vMcflT1jSPJRFX1IG%20KijkaWZSrfJj5l/wp88Xnx7CxUHrjvVJp6oTuge4jjYB2xnoe351JSAAKFAGB2pscSRbtgI3HJGa%20YaiuN0bjrlSOfpWN4OYnw1AGbcVeRSf+BGtwdawfB5xpVxGSP3d3KvHTrmkaL4GbtFFFBmFFFFAB%20RRRQAUUjOEGW+gA6mmguTkgIo7HkmgY+gkDrSbgOuRQBySRQINw+tGT2FLRQAmfY0ckjjAFLRQAU%20c5yvB7EUUq8MD6c0AU7yzmuLlpIrp4BjbhFBB98etMGnSiQPJcNcRhSGQKBn6j1p8999nl8vy84H%20XNLbXbXExAjwo/izyKvUnmV7ESGe3CiBvNQHBjbqPoa8r+MyLd3+lt8y/JIMEcjkV7E6h+XGT/eH%20DfnXlfxZtftOs6bEr4xBM+Sv90A4/Sqp/ENnlH2Ff77flR9hX++35VvR+HL+W3ilURYlQSBS+CFP%20Qn8x+dPfwxexkh3txtyW+foo6t06D866bknPfYV/vt+VH2Ff77flW1qWiz6YnmSvGY2dkQgnLY9u%203HNZ9O4FX7Cv99vyo+wr/fb8qtUUAVfsK/32/Kj7Cv8Afb8qtUUAVfsK/wB9vyo+wr/fb8qtUUAV%20fsK/32/Kj7Cv99vyq1RQBV+wr/fb8q7b4Q2wi+IVqQxP7mXr/u1yddl8J/8AkoFr/wBcZf8A0Gpn%208LA9+ooorlKPAfiz/wAlAuv+uEX/AKDXG12XxZ/5KBdf9cIv/Qa42umN7IkKKKKrUDX8J6Zb6z4q%200/T7wMbeeTa4U4JGCev4V6lP8OfBltIyTR3KsqhmHnucA9Og715p4GuIrXxtpU1xKkUSSnc7nAHy%20nqa9kurjQ7u5kmk1izHmKisonTkKcjBzkVlUbvoNGH/wr/wQQSDOdoBOLhz+HTr7dalf4b+DY1jZ%201nAlBKf6S3zYGTgfStWSTQnn82PWLWHGNixzoApHf3/H1NHmaHut3GtwCW3BVHF0mcYxyO/Wo5pA%20Yw+H3gkgnM3Chv8Aj4boePTryOKtH4V+FQSDBcAjHBuT36VbYaG8QibW7Vo1UBFM0Z2YOePqT/L0%20q2b3w+1xBO1/YNNAoSN2uFzgdM88n3PTJo5pAeM+O9FtPD/iqew09XW3WNHUO24gkZPNc9XVfEu7%20gvfG1xLazRzR+TGu+NgwyF55FcrW8dkIKKKKoAooooA9o+HU00fgqxEeQheTcwGf4jXS27G3twkb%20tGADhFi4BrD+Fsqf8IVax7hv3Oce2412J/TvXnVYvmbRrGSsRWzyPbo0ow5HNS1FPvMeIyd3t3FP%20jLlB5gAanFpq6EZhjW2u5LefH2a4GOex7H+n5U2w0aazvBM0qbVJAGMkj+laF5bC6gK/xDlai0+7%20MqmCY/v4hz7jsaz5I8yv02NKkFVSqdVv/mJqmofYLbcqlpHyErlWY43YJNdB4i2fZYyW/eq2VT+8%20O9c8SQuQMn0rlxDbnY8+u3zWLDtDI29i4Y9QBmtLSdmx0VmKs4IyO47VjEkYwM5NbmmvHFZErguR%208p9G9DWmHfNO7QqT964urWksixr5seFy2wnkk1jvJcRO0cjSoV7FjXWQwIsZBGS3DMTkmq5s2kZF%20ljT92MCXqSOwrWpQU3dPU1nTcnc5qOKabJEbHnqf8aWW1uIIvMkiO31ByPzrrFtkQEqN744L8020%20CmAjqxP7wH1qPqsbb6k+w6XMrS9GffHcXOAo+YRnkn61u0ZGcZGfSkZlRSzEBR1JraEFBWRvGKir%20IWmiRGZlDAleo9KgBmkzKr+Wp+4jDOR6mmraB8mTkk5LdK0sO76E7sG2gEYJ65p7glGA6kcVCtnE%20M7kBB5xR9nZP9TK6+zfMKNAuyII7EZJGB0PemeRIUGFzjNWoZizNHJhZF7DuPUVLkHoQadylIhii%20BgVZUBI9aXyCufLkYA/wt8w/WpaRjgEgFj6CpApn7Rb3CYiWSMqQArcj6Z7U55ra4+ScFG9HGCPx%20qdcyS7iGVUGACMZPensquMMAw9CKW47tPQp7J7XHkP50Z/hPX8DUsN7FKdpOx/7rcUw2MaSjyS8J%206/IePyqO6jlCHzFiuCBx/C9Lla2L51L4l8yz5qROQxxnpU1YjfJ99Z4SOzjirsDXjRK0bxuvTB6i%20jmfVByRe0iS8PKioGVlQZGMmqUkuppeSSz28skKZISMA59Me9QSa/ZRgLKZYZAPuyxMvP1rR2jpc%20iF5LY1YgGIVsbd2459AM/wCFWDG1x87fKf4OOVHr9TWbpt3a3Um/7TC3GcbsbvTA9P51tAhgGUgg%209wcilfsKSfUhWOKFt4U7jheKr3dt5lwGcfuAAGI7etXqaFxnnIJ79qLk8qZRkiFjt2kiEngk/wCr%20/wDrfyqzFcBsB+Ceh7Gq1y+ZWJ6LxzVeO6j+zk7mEKEAtsyUz/T+VT7PW8XYvmSspGxRkeoqsrtC%20VEnzKejD0ppmSST548gn5TinFpuwOLLJ5xhwAOvNZmhwJavqMaLsQ3JcZ75AyRWj5EKDJRFA71n6%20ay3F3fqwDRpIuwEdBjNV7l9yop8kjTyM4yM/WlpjQxsctGCfUinKoUYUAD0FJ26GYtFITgZo59R+%20VIBcj1opMDGMUbR24+lADJv9XnuCCPzp55OB61HOpMLZOe+MU9HRwSnT6Yo6j6DqKKKBBRRRQAUU%20UUANcMUIRtrdjjOKakRjjbaxLHCksevc8VJS/wAK++Wot1HcY8aP99Fb6ihEWMYRQo9BTqKYrBXk%203xglkg1fS5IpGjdUkwynBHI716zXlnxZO3VLN8KWS2mK7lBwcr2NXS+IT2PNjfXJjdDO7K42nJyc%20ZzgenNH2658zf9pm35zu3nNKb6Ud4v8Av0v+FH26b/pl/wB+l/wrqJGyXlxMmyW4ldf7rOSKhyPW%20r0l3ILOBgItzM4J8pecYx2qD7dL6xf8Afpf8KAIMj1oyPWrH26X1i/79L/hR9tm/6Zf9+l/woAr5%20HrRketWPts3/AEy/79L/AIUfbZv+mX/fpf8ACgCvketGR61Y+2zf9Mv+/S/4UfbZv+mX/fpf8KAK%20+R60Zqx9tm/6Zf8Afpf8KeszT2tyJBGdqqVIjUEHd6gUAVK7L4THPxAtf+uMv/oNV/hzZ2t74r8u%209tormFbWV/LlXKkgAjiu9060s4PiD4bmsrG3s/tFjcPIkCbQSOKUvhYuZc3L1PSqKKK5SzwH4s/8%20lAuv+uEX/oNcZXZ/Fnj4gXX/AFwi/wDQa4sOp6EV0x2RItFJvX+8KUMD0NUAdaTYv90flQHU8Ag5%20o3r/AHhRcA2L/dH5UbF/uj8qAyk4BBp1MBuxf7o/KjYv90flTqKAEAx0paKKACiiigAooooA9f8A%20h9I0XhSydfvKXP8A48a763uEuYg6fiPQ1594D/5FCz+r/wDoRrs9JR8ySZ+Tpj1Nea2/aNExb5rF%209SVJUqdvY1J7HrRSY/L+VJpxd4mwtUb61csLm2O2ZOeO9XN3PHzY6juPwpwOeRVXU0VCTg7oxJbQ%2063IZ0mEbIuwxspyp/wAKyfsszXTW8ab5QxGAeOK3ryIreCa0O2VRzjofXNO0425eWeNCtw4HmITn%20b9PasJ0VKRnWw8Ze/Dbr5GQdEvsj90uCeTvHFWNKs54NSkjcDCL82DkEnpW7856gYqFUeN2JgDFj%20yVcc+nWqVCMGmjNUUndEqqGzyc96XDL0ORTY5CZNjRsrEbskg5qWt73NrFQ36xuyzKVI7Ec/UetS%20OpLLPb4YnqM8OKLy3+0wFRjeOVJqPThIkTxSKQUbAzTE1cPszeUHwPtG7cTn9M08RF5GluEGRjau%20cgVYph+d8HoKLi5UCgudzfgKfRRSGFFFFADJYUmAEi5x0PeofshWYmJ/KjIwQvXNWaKdxNJkVu7M%20rByCyMVJ9akyOuRSBVDMcDJ5NOwM5xzQNBnNFJj0JFAzkigCB1aMlsMSW+Vg3r7VMsaryQCxOScd%206av7yQv/AApkL7nuf6VJUpDEbBHzYx71TW0t/Obycx7huzGcc96tyJ5kZXOM0kUYiQL196oCFlvI%20h+7kSUf7YwadHBvXfOu7J4R+efU+v06VPSnjC/3ev170CM9tI0+5bzJLOEsOFYLgj8qrP4fNuxfS%2072a0btGTuj/LtWxSE9hyaTimUpyXUz7a41KFCNQgjfb0khP3vfFWo7uGb7jgN6Nwam5HOfwqOS2h%20nGXjB9xwamzWxXNB/ErehBfylAgAXJznIzxSWUsflMBGiNn5gowDQ+mIfuyOMdM80w2Dpws33uuV%20ppvqg5I/zD8NCwA2/Zc8qDyn09qbNGqn5G3bvunPSl+x3AJIkhJ90qvcw3FtEWO1lZ+Qg5Gf6U3J%20W0uiowV90I5lCDd8xzjbyal0wtJLdLKu3aVC44yMZ/Hmo4oplPmSK2xenIwPenadIRqFzE7jJCtH%209O+PxqYVHfVsucfda0NAW6Lz834safuHrRgd+frTfNP/ADyk646D86uUm9zmSF3Bvu9j1p1RmQgE%20LE+c4HHX3oMb7f8AXOWHI6DPtU3HYezBVLNwAMmohdRkZUSMP9lDTxIPJ8xgVAGSPSk3yEHbF9Ms%20BmhsCOa4XyH3xyKCP4lwDTvtcH/PUH6AmneWXbMuCAflUdvr61JmlZj0IvtMZ6CQ/RDR9oHaKY/8%20AqXNFOzFoVrgvNEVWCQMCGGcdR+NTxyLKuV6jhgeoPvTqjki3NvQ7JB/F6+x9RSs1qO5JRUccu5t%20jrskH8PXPuPWpcY+9wf7o6//AFqpaiEwScDqaCQTx06CjPGAAAeuO/40UxBRRRQAV5X8W/8AkI2v%20/XpN/Na9Urzf4ipHJ4l05JokljNrPlHzg/d9Kun8RM5KMXJ9DzrTtZisrRbeaxS4QSFyGYAPn1GD%20kjHH1NS3+vwXtrLGuk20U0gC+cOWUDHTj0GK2fsWmf8AQKtP/H//AIqj7Fpn/QKtP/H/AP4qunQ4%20vr9LzOTlH+g2/wDvv/7LW7N4strhleXQrNnHfsffGKbrc1rYx2qQ6XZbW3nDBzg5H+1WT/acX/QJ%200/8A75f/AOKo3OqE1OKkuprSeKbV4I4zoVmdhJGegyRnAxxnFYl7Ol1fTTxQJbxyOWWJOiD0FS/2%20nF/0CtP/AO+X/wDiqP7Ti/6BWn/98v8A/FULQop0Vc/tOL/oFaf/AN8v/wDFUf2nF/0CtP8A++X/%20APiqdwKdFXP7Ti/6BWn/APfL/wDxVH9pxf8AQK0//vl//iqLgU6ng/49rv8A3F/9CFS/2nF/0CtP%20/wC+X/8Aiqf9sS4srpEsbWAhVO6JWB+905JoA3/hj/yNzf8AXlP/AOg13lh/yPHhP/sHXP8AOuI+%20E3/I9R/9e0v8hXo+oAD4qeHgAAPsNzwKictHH+upPJ76n5WO2ooornNDwD4tru8f3QP/ADwi/wDQ%20a4tY9pHOce1dr8Wf+SgXX/XCL/0GuNrqitESRGEHv2pUi2HIP1qSinZARiPBB3ZI56UeSO5yKkoo%20sgI1jCkHJ4/WpKKKACiiimAUUUUAFFFFABRRRQB654D/AORQs/q//oRrsdNu0izFJxuOQ3auS8AR%20g+D7ItnBZ8BRkn5jXU6oqrcLtGMoOMV5c9JyZDjKPvGzRVexV0tUEjBs8gj0qxWqNlqhrpu5Bww6%20Gq11HLc2kscLbJiOg6NVuq0jszccAdMfzqZQ5l5gzI0q4dw8MysJI0PB6jtg1altyAJoX8u4UZBx%2019qvscr5oA3dHA/nVdjlsnqRWav7Oz3RVFuGlyayvVu1ZSNkqfeQ/wAx7VZrEvopxEZ7ID7TH8yA%20nGfb/wCtVvSNYi1WAkAxzpxJE3BB+lXCV9zScF8UdvyLY5vH9ox/M093Ea7m6DrTE5upvZVH86dO%20paCRVGSVOBVRMmPyPWisZZpYdw5DEbcnqBV7TpGeFtzFiG71bjYzjO7sWmOFJpIxhc9zTsZ4piMF%20U7jjBqSxzOqDLHFMNxGO5P4VBOweTKnIxUVZOo76GiiWvtKehpy3CMQOcn1qnRS9ox8iNCio4ZPM%20Tn7w61JWydzNqxk3N9LHeP5bfKvGCOKv2t0l0mRgOOq026tomikYoN2M596xkDZypwR3zis23FmL%20bgzcF3AX2eau7OMUsj5OyM5Y8Nj+Ef57VgEdQa37Z0e3TyyCAoBx2pwm5aFQnzbkigKoUDAXgD2p%20aQjPfFGPQmtCxaKTJHbP0pN6855wcbfU0APHAz3P3fb3pMYpPmOSx5PXFG0egoAG6H3pelGAOgFF%20ABSbR6UtFIBMEepHpTXIyp96fUTbWbrxnk0wJAwJ60h2sQD/AAnPWnHmjA9BSAotH9hVnUM9u5yy%20ddh7n6U+5tIrxFbOxl5ikQ8j3Bq3VZla1cunNuRlk7p7j29qHruNNxd0V4b94JRBegBzwkw4V/Y+%20hqf7VMhzNbsqdyOcVNJHFdwbXCyRuOO4IqlC0tizwh/NjUjYH6qPTPeoc1D4i+T2nw6M0AwPQ0jy%20LGMscCmxSefCr4xn9Kp313gvD5LSBNu9h0Ge2PpVrVXRFnexZhRpELMSqsxbaD1HvU9RxTxzpvgY%20SL6qelSA5GaLWBhRRRQIKKKKACjGfT1JPamCTMpTaeBnd2p/RAP7x3H6dqYEa3CtKY4w2QcFz1/D%200qTpSbRnOOaWgYUUUjEhSVG4+mcZoELRTUdXB2np1B4I/CnUDCvOPiH/AMjNp3/XrP8A+y16PXnX%20xA2/8JTpu4Ej7LPkA4/u1pRi5TUV1Ma/8OXozmaKmzB/zyf/AL+f/WozB/zyf/v5/wDWr0/qNft+%20KPneU53xR0sv91/5iq4uNEZlL2twAAFIDdcDGeD3PJq/4ma3H2PdA5+V+kuO49qw99r/AM+0n/f7%20/wCtXNODg3GW6Pdw2lKJpyy6CyCUwzb3B/doT8p4xnnH5VkXJhNzKbYMsJY7A3UDtmpN9r/z7Sf9%20/v8A61G+1/59pP8Av9/9apsblairO+1/59pP+/3/ANajfa/8+0n/AH+/+tTArUVZ32v/AD7Sf9/v%20/rUb7X/n2k/7/f8A1qAK1WLb/j2u/wDcX/0IUu+1/wCfaT/v9/8AWqVGhNpd+VCyNtXkybv4h7UA%20dR8Jv+R6j/69pf5CvSNR/wCSq+Hv+vG5rzf4Tf8AI9R/9e0v8hXpGo/8lV8Pf9eNzWU/iGjtaKKK%20xGeA/Fn/AJKBdf8AXCL/ANBrja7L4s/8lAuv+uEX/oNcbXVHZEhRRRVAFFFFABRRRQAUUUUAFFFF%20ABRRRQAUUUUAe4fC8hfBNqxByWcf+PGupvbQXUfGBIvQ+vtXMfC8D/hBrU8/fft/tV14/P6V59SU%20eZplWutStp/mLb+XKrKyHAz6VaqmuoF9RNqsTEAff6Y/+tVmSQJgYJJ6UR20GlZWHk4BJ6VB545W%20Nc47YpSJZFPYenSq05mYYiZUcdimR0x079jVJASxPtkzwQTtKigt5TFUUkhiOao3IvbeJZPtMQ+Y%20KAY8c+3NTRQXr4c3kStnc6vFtyPY5qbe87AWZMuU3A+pHFY+paUTdLf6a3k3qck9pB6GtkwzN/Gj%20f8DFNFq68yEIg6tnNRJN9DWMuXqVtF1OK/jcE7boHMqEYPpx7Vp1z+r6c088d7phMN3D0y2PNHo1%20XdI1capCePLuE/1kTcEe+PSnFrYJxuuaJdltYp33SAk4xwaSOFbclYhw3PJqTL+go+YuCVxitNTG%20y3D5z1wBTXjLIwB5J71LUM7lANvBPepb01KW5VooornNgooo6UAORyjBhV1WDqGHSs5MkbmPJ7el%20TRSmNvY9RVwlYmUblt0V1KsMqeoqqdNgJOd2PTNTC4j9SPwp4kVx8hya191mTj3Ri3tv5E2BkjsT%20UumxS/aFkVT5fIJ7VbvrR7nbsZcjruqxbwiCBYwc471HJ71zJQ94kooorU1Chh8qjuBu/E0HoaV/%20vt7cUAN3ex/Klpu9fcg+1CnPGc+houA6iiigAoJwCTwB1NNZnDAKmR3JOAKaIs7TK29h6cD8qQxB%20L5uAgO0j7x4p+wbcfrTsc57migBgJQgN0PQ0+iigQUUUUAVhizmVAuIJScEdEb0+hqdoo3OXRSfc%20UrosiMjfdYYNQ2zsuYJmDSoMg/3l7H/GhpPcadipJbzWEpmtCGRzl4WPDfT0PvRahmTfKNsrMZHX%20uCegB9QMCr8qBlycgjoRVR4sY2kFcZyO3vS1itNi+bm0e4pjilIkbMb5wJY/lP40tpPMbmWCQpKq%20KGEgG08k8EdO1ND7yNx2kcA4zkehp2nHc11J3aXH0AAwKtSUldE2a0ZZjlWUNtz8pwc+tPqqmItQ%20dAMCRd341ZY7VJxnAzj1pMhO4tFRLCHQGXLk84Y5ANKIVXGwsgHZTx+VTqUSDuT90dvU+lGSSSep%20oAIVATnC5z6k0VQgooooAKKKKAI5Rl02/fJ4Pt3qSo4vmzL/AH+n+72/xqSku4wrzn4hf8jPpv8A%2016z/APstejVwPjK0+3+NdJtg+zzLa4+bGccCt8POMKkZy2WplX/hy9GcrRXSf8Ic3/P4P+/f/wBe%20j/hDm/5/B/37/wDr17n9sYL/AJ+fg/8AI+fPPvFH/Ll/uv8AzFRLa6LLA8guZY9gVcN1LdyBzkHr%207Vr+OtMh0u4sYZp5HLRuwKRj1Hqa5XFp/wA9J/8Av2v+NedWqwqzc4O6Z7eG/hRJb+OzjkjFhLJK%20hX5y4xhs/wCGKq1Ni0/563H/AH7X/GjFp/z1uP8Av2v+NZmxDRU2LT/nrcf9+1/xoxaf89bj/v2v%20+NAENFTYtP8Anrcf9+1/xoxaf89bj/v2v+NAENTwf8e13/uL/wChCkxaf89bj/v2v+NSx+R9ku/K%20eVm2rw6AD7w96AOo+E3/ACPUf/XtL/IV6RqP/JVfD3/Xjc15v8Jv+R6j/wCvaX+Qr0jUf+Sq+Hv+%20vG5rKfxDR2tFFFYjPAfiz/yUC6/64Rf+g1xtdl8Wf+SgXX/XCL/0GuNrqjsiQoooqgCiiigAoooo%20AKKKKACiiigAooooAKKKKAPaPh3JJB4Gs5I22gyOrZ6H5jiujm1WRz+6UIvqeTXL/D2UR+CbXacy%20FmwpXI+8efrW4yMpAZTk9K86tL3mkTOT2Ru20hmt45GIZiOalJx1OP8Ae/xqjaRPbwbi2B1OemfS%20rynegJGMjoalU9LrQ1V7ai59ePej3pvlgcoSp9ulJ8w6rn3Xg/lTvJbq4yhrIZvsSAAhrhc5/OrJ%20TPCqwXBBJPHWquqsFNrKXjCJOu7epyM8ce9XGEbRkqxLBTx1NODu2xFY89qKcQXAKhgT6+vemKSe%20oqJxadzaOqFrL1TT5TcR6lp5C3sAwR2lXup961KDyCM4PrUFJ2JNP1GO/tUmwY3IG+N+CpqyZVAz%20kfnWCbJ1AZk3kEljv+8Pp7VbsyGtEIbdjgk9Qav2j7DnSivei9DR+0J/kVBcShsbVLeuKjoqXNtW%20M1FIbv8AVH/KjzF77h9VNOoqChvmp/eH4/596NykEBlP406k2g9h+VACREGJcdhinVGkaFT8g5J7%20U7y19CPoTQApYLjPc4qaKXyweOar+XgYDuP+BULHsACu20dqabTBpM0ElVhnIFIJlbHlhnBPUDgV%20UhVUdSecd25NPu7/AMltkYBYAEseQK2U7q7MZWjuWP3pALFUAPIHPH1qsZZD/wAtG659KpXN5JcR%20qrbQAeSveltJCdysScciolK+xMKicrF2LMk6hix3OCck1M8mXfJJG498VFajNyntk/pVlWXA5FXB%20XRpLciJ3Y5xj3p0Y2sSxPPTNScH0pcZq0rECZHv+ApQc0h+VTjtSgYFMAooopAFFFFABRRRQAm75%20tvtS00f60/SnUAFRTw+ZtdP9bHkoc4/D6GpaKAKljLJMr+YDtBxtf7w9jVeeykEmftk0ag5G3GWz%2071dmtxKyujmOVejr/IjuKgeVmcCReScEAE5xVxTk9BbFVrNg6xC6kVjjJ3D5v/rU1ElsbpZzLcSo%20TiReCWAHBx3xSvbbtWF2H+QIVKlSTz15q15XnBmTIC8AH+lRyS1ZomtEx7GC6VbmGUsRwDHyfpip%20ZZGMLjypCxQkDHXjpmqQsGYi5hYxT44depHuOh/GmIs9q5aGVix+8shJVj7+h+lTzX0bsPkW8S8j%20IqJISXkKgAd/y7VJmbH3YxzzliePyqG1vI5HMbR+ROeqN/F9D3q2BlgD06n6VXK1oSwPUf7opKMk%20kk9TzRQSFJkbtuRnGcUtQqru7yK+AeACMjAouMmqOQk/u1+8w69gPWgzeUpMy7QP4hyKWNSAWYYd%20+T7egovfQB4GAAOgooopiCuK8Q/8lE0T/r3uP5Cu1rgvGN9DpvjfSLu43eVFbXBbaMnoB0pSV4y9%20H+RFWLnBxjuzoaK5v/hPdH9bn/vz/wDXo/4T3R/W5/78/wD168f2U+x5P9mYv/n2zlfiv/yFNO/6%204P8A+hVzy6PYSwPNFqKhECqSwwN/fr2J6VsePNTstdubG4t52jRI3TEkRyTkHtXK/Z4P+ftP+/TV%2072GTVGKPSowlTgoTVmjQOladvjUatGQ33jgYXrVbUbSyt40azvfPLMQVx90Y65qD7PB/z+L/AN+m%20o+zwf8/i/wDfpq3NSvRVj7PB/wA/i/8AfpqPs8H/AD+L/wB+mpgV6KsfZ4P+fxf+/TUfZ4P+fxf+%20/TUAV6sW3/Htd/7i/wDoQo+zwf8AP4v/AH6apY4o0tLspOsh2LwEI/iHrQI6n4Tf8j1H/wBe0v8A%20IV6RqP8AyVXw9/143Neb/Cb/AJHqP/r2l/kK9I1H/kqvh7/rxuayn8Q0drRRRWIzwH4s/wDJQLr/%20AK4Rf+g1xtdl8Wf+SgXX/XCL/wBBrja6o7IkKKKKoAooooAKKKKACiiigAooooAKKKKACiiigD2T%204beWfCtr5nbeQc9PmNdlDGrZZAGCfMCw71yPw0ijk8J2ZZGdsvwOg+Y812S2vzbnYgYxsU8D2zXC%2037z9TRRsghiSRRKQcsSwBPHXirFAAAwBgegopAFFIxIHAyab8z9eFoEZmvOjWBfG7ynVx9Qa0lUS%2024BHUVFc2sc0bRyrlJfkJHBFSxIFUoBwpwKn7fyApoSCysTx2zQaluo9riRe/WoqmoaRCiiisiwr%20Hv1l0e9bUrZWkt5MC6hUZ47MPTFbFGAQQQCD1BoTsNOw2KWO4gSaBw8Ug3Kw706sb/kXpmZVJ06Z%20hv5yYmPcCtkFWAZGVlYZDKcgim11Q5KwUUUUiQoopsn+rbHpQARf6sH15p1GMcUUgCiiimAfyqjP%20ua5dWPGc/hVwZMrHBwAADnrStDHOQJCwI6Faa1Mq0HJaGaTngDAFWbaFgyyZAUiq+7J5XJ/Wr0B/%20dL7cUjCjFOWpcs+JHY8bUPNUtQkuklRbaGVlKDJT1z/gP1qVrp7SJ3jt5JiRghP4R6mufsMzTSRF%20LiVdrHZFIeT65rppLS5dWoozUX1Ojt5ZHhSWSN0kxkxt1X2q1JEsqgNnA54OKxYLkWt0yR2t8dyE%20bZHyfyrbRw6ggEcDII5FOzQ7pgiLGgVc7R6nNKvt93tQRkEUo5HSgYUUUUgCiiigAooooAYP9a1P%20pgIEjZ4p29fWmAtFR+cm7bnLemeacJFPrSAgW6c3pg8v5R/FU0yo0TCQZXHIpdwJHNRXL52oD15N%20S24q5SSkzOt7iGGaXcXljQjzDu3GM+49K11KsoKEFexHSqFta29lJM1u2BId7bznJ9BVM2onvJp4%20JZrYg7AImwpI6kjoeT+lDtCOpEZNq89P60Nh28lGbJI7A1nsxLFs/Me9QhdQKEfbEmGePOiwfzFM%208y8jX95aLIf+mMn9DQp05K1y1JLZl4BZIdkkYeI8kEdPf2pv2qS0fYu+4t+5b/WD/EfrTY9YtYEA%20uEuICeu+I4H4jNRm9t7iU+TLE2eihhQlKPw6otNPc04LiK5j3wuHXv6j6jtUmQc4I46+1Y6yx2l8%20lxIpWMoVdwOh4xu9vetSFlcyMrBgWGCDkHgU+ZPYmUbCysVjO37x4H1NOVQihR0AxTCQ84HH7sZ/%20E/8A1qc7+Wm7GT0A9T2FPzJGt88gTsuGb+g/rUlQtILeBmw0jDkhRyx9qqSak4m2rbXAHTOzI/Om%20kIvs4U4NKCD0pkB3RK5BBYZww5qK5nit+S2H7KKG0gbsWa8x+KH/ACG7L/r1m/mtd59r83GJOnPP%20BFcN42sp9Y8RaZa2QEs81tcBdzbQSNpPJoTTT9GXSa54u/VHAUV0/wDwrvxF/wA+sP8A3/Wj/hXf%20iL/n1h/7/rXLY9/21P8AmRyGqf8AHva/V/5irK+H0eMMuoW4B43MeNwGWH4GrXibQLzRvscGom3g%20lZXcKZc5GQM8fSsL7MCAPtVtgdB5hx/KvSo/w0eDiWnWk0Le2v2O48rzUlG0NuTpzUFTfZVH/Lza%20/wDfZ/wo+zD/AJ+bb/vs/wCFamBDRU32Yf8APzbf99n/AAo+zD/n5tv++z/hQBDRU32Yf8/Nt/32%20f8KPsw/5+bb/AL7P+FAENTwf8e13/uL/AOhCk+zD/n5tv++z/hUqQiO0uz50L/KvCNk/eHtQB1Hw%20m/5HqP8A69pf5CvSNR/5Kr4e/wCvG5rzf4Tf8j1H/wBe0v8AIV6RqP8AyVXw9/143NZT+IaO1ooo%20rEZ4D8Wf+SgXX/XCL/0GuNrsviz/AMlAuv8ArhF/6DXG11R2RIUUUVQBRRRQAUUUUAFFFFABRRRQ%20AUUUUAFFFFAHufwt/wCRFtf99/8A0I119ch8Lv8AkRbX/ff/ANCNdfXFP4mWgoooqQCignAyelM3%20lvuj8aAFcAgZ7HNV5ZGSV1XjmpJYnZPlb5s0yZG8pWbl14JHesql00yo7kBYnkkmkBBpaQKBUrlt%20qaC0UUVIwooooAZLFHPE8UyB43GGU9xWRbTHQJhaXkhNg7YglI+6T2PoK2qhu7SK+tXguFzG35g+%20o9xTiNO2jLDIynBBptVdEnubQGwvyWCNtgmJ++vYH0rYlH7tuO1VyJq6ZMrxdmUaCARgjI9DRRUD%20GDKcYZh2PXH1pVcMcYIOM4Ip1NYNuDL9CD3pAOopokXIB+Uns3FDnajHBPHamAkY4LYILHJzTyQo%20JPAHNIqhVCjoBioLwkRDB4J5HrQTOXLFsqs+6Uvjqc4q9AQYlx2qiqFvxq7BGY1579qDmoX5i3F/%20x7z8gZAHP1qraWcVozm1XYz9duTVpeLSX3ZRS2w/eE+1HNdqITUZTTsMSAm5EzLmQDG4rVpFIznq%20adRXQlZWLSSCk2g0tFMYgOAM5z70tFJwpHYGmAtFQPcEOQoBAoNwGUjBBIxkVl7WF7XFzInoqpbE%20QBg7s+enHSpvtCe/5VXtIdxKSJCoPUUbVHYU0SoV3ZwPemfakAyQwHrVrXYoVLaJJmlVMO3U1Bdy%207m2DoOtTmcMBs6nvjtSSw70BbkgdqEkh37lEv5alixUAZJzUMAuZx9o88puOUQqCNvY+uTSXCefc%20rbKcoMNKfbsPxq7XNWqtSsug6kuVWW7K/nXUYJe3jlOOGjPOfoaSMC3jjtgS0m0fN7nr/WrNJjnO%20OfWs5VnNWkZKa6oAAoAHQUtFFYmYVXuLe0fBuIoTngFlH86sU1kV8blBx6inF2YJ2KLW0duB9gu1%20+YZMEj7k/DuP5U2C4FszfZ7iOFweYXbMT+6ntV37PDu3eTHu6A7BnFBtoGjCGCLb6bRXY6seXXc3%20VVpD7HUIppGSX91O5yFJyD/unoasNIHm64VcgH37n+lZEthLGu2ArNBnJt5f/ZW7GoEvriwwt9bP%20IgH+sxu2DqOc846U1UTL92WsWdKFUDoD701wBjbwSap22oJcRCSBkeM9CKsLOrOC3FUppicWicDG%20BWBdsGu5SOhY1vEkqdvUjiucbIJ3fezyPepqdEY1eiErLcEfELw8CCD5F11+grVC9CT+ArIvLiO3%208e6BNcSrHGsF1udzwOB3qoQcbt9mOnCzuzuaKz/7f0r/AKCNr/38FH9v6V/0EbX/AL+CufmXc7Dz%20L4z/APIa0v8A69n/APQq4uXQL2GEyFUKqoY4bpxnH1HP5V2fxYePU9V02WxmhmRYGUssg4O6uG8i%2098ryvMXy8k7fOXGT17+1enR+BHLL4mU6Ks/YJ/SP/v6v+NH2Cf0j/wC/q/41qSVqKs/YJ/SP/v6v%20+NH2Cf0j/wC/q/40AVqKs/YJ/SP/AL+r/jR9gn9I/wDv6v8AjQBWqxbf8e13/uL/AOhCl+wT+kf/%20AH9X/GpY7aWG0u2fZjao4cH+IehoA6j4Tf8AI9R/9e0v8hXpGo/8lV8Pf9eNzXm/wm/5HqP/AK9p%20f5CvSNR/5Kr4e/68bmsp/ENHa0UUViM8B+LP/JQLr/rhF/6DXG12XxZ/5KBdf9cIv/Qa42uqOyJC%20iiiqAKKKKACiiigAooooAKKKKACiiigAooooA9z+F3/Ii2v++/8A6Ea6+uQ+F3/Ii2v++/8A6Ea6%20+uKfxMtBRRRUgFFFNIbOVPHpQA6qOqyvBHDIpYR+YFkwcYB6E+v096t72HBXmoL62a9sZoCAN6nH%2017VM43VhkNFQ2kvnWyMSC4AVwDnDDqKmrBGyCiiigAoooxjr+X+NCVwD3PTsPWjrR7nrRTb6IRHP%20CJoyp4PY022upGJgmZvMQdSfvj1qaoLm380B1OJEOVIpGsWmuWRPRUVvP56fMNsi/eX0qWghpp2Y%20UUUUCEZQwwexyKjIcyopfP8AEcDHT/69S1HF85aTsxwv0FJgSVFPCZlGGwR696lopilFSVmUAHjl%20UhT8vtV/rQTlz+FHSmzKlGydiYcWZ95P6UkcnlknGc0p/wCPRPdzUR6VnNtSVjKbfMSmV3bK5Ap8%20MzO+1sH3quQCTx04FKCQdw+8P85pqbT3EnqXqRG3DOCBnvUDXIJQAlSTyR6YpUmijRUBJA74roVS%20Pc1uieqs7fvOCf8ACppJAqHnn1qqecc7jjnIwaVWTSstyZMTJ9j9RStgE8KAemM0nWgZHQmuZTvu%20Z3Dj0/Wj8/zo9fUfypaluwCccdfyFRTWsU0juXlw4wVyQpyMHgVLS1pHETirIfMypLp1qoLL5h28%20hUdgfp9KbFdnT7d0itJgjN8peUE7jx07D/GrnSqaH7Zd+Z1hhOEP95u5/CrWJk90XDXV7ITTzIpd%20ZreVHYlnkcABjV6pgRcgBiBMOh7N7H3qEggkEYI6g1jUWvMtiJtyfMwooorMgKKKKAGSSJEoLtgE%20gD61CNQtWcL567jxtGc5zj8Ks0flWsZQUdVqUmgooorJu4gpGUOpVgCp6g0tFAGY+kCBjLpzGCQ9%20V3fK3+FOg1JhcLa30XkznAXHKyfStGoJZUVvmilcpz8iZI+lbQcpOxtCq9mXbVywZcZVe+e/pUN/%20ax/Z5JVXDg7ifX1ptrNIyF0SQLkjDrgn3xVxJUmBUjqMFT3rohK1lLc0lG+qMEjGPeuP8Z/8hjTP%20+ve4/mtd7NpcqN+6w69ucEVw/jO2mGv6XCI2aU21xhFGSfu+laT+CXo/yJW6OewPQUYHoKs/2be/%208+dz/wB+m/wo/s29/wCfO5/79N/hXg2Z13RzniUDbZ5A+6/8xVJtDvhjbauw2BzgdARmtbxLYXa/%20YwbWYEB+ChHcVlA6qOhu+/r3619HhP4ETjqfEyNtIvUljja1cPISqLx8xAzThol9tLG1KjHcipGk%201dpFkZ7supJVucgkYJ/KnS3GrzGMt9oHlrtG1cfn6mukghGiXxj3i1Y+wxnpnNCaLeyA+XbF2VzG%20yrglSBnkenPWpBJq6ghXuwCNuBnpTQdVV2cG6DMckjPJoAR9C1BCd1o2B/FkY/OlXQdQdCws3AHr%20j/I/Gl3at8vN38vTrxT5LjV5Ykjb7QEQYwARn3PqaWoEP9h6gcD7FJzjqAOvFRQrtt7wEYIVQf8A%20voVaE2sDpJedvXt0qJbeeO1vHmjkXKrlmHU7qYHT/Cb/AJHqP/r2l/kK9I1H/kqvh7/rxua83+E3%20/I9R/wDXtL/IV6RqP/JVfD3/AF43NZT+IaO1ooorEZ4D8Wf+SgXX/XCL/wBBrja7L4s/8lAuv+uE%20X/oNcbXVHZEhRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAe5/C7/kRbX/AH3/APQjXX1x3wvc%20L4GtRg/ff/0I113mE/dUmuKfxMtD6KZl/QUbn/u1ID6KZvb+4aPnbnO0UAPopmH/AL1GH9RQBlPG%20bTV3iVQtvcKZFAHWT+L8cVYqPWF8yOMhl+0QMJIxnGfUE9sil8+P1X8BmsJJKVjSN7D8j1pMj1FK%20GPUH8hS7m/vGloVqA+7u6849hSUFj1zn2PSlIwSPQ03toCEoooqRhRRRQBWuIWV/PgA80DBB6MPS%20poZknj3ofYjuD6Gn1VmRraTz4h8n/LRAOtBovfXK9y1RTUdZUV0OVYZBp1BmMmJELY4J4/OngAAA%20cAcCo5vuqPV1/nUlJbh0Cjp1OKZ5o9DSq27J9aoy9qpO0WKSCWZRkdqTc+M7Pw3c06nwp5kyJ6mj%20dlxXKh83yiOP+6uT9TUY5ZfTNPlJeZ2weTUeev5VnK/PdnK9XcB04Ofp1o9CD+NGKX65z6io0fkS%20J+X5UvPt+VH4/pUNxN5Co2x5ASQdi5I/CqSm3o/xHqS98k5PvQfrUCXitLsaGdBjO512r+NS+dGM%20nzIxjrgjihwafvBYfxzu4Pbj+ftSfzpoljJwJEJ9AwzT+MYPB7f/AF/aj4g3E/nSr95chTyO1J7k%20cevalHUHsDk0o3TSBXEBz2H5UuM9Bz6f4Ug4FUndtQYxxkrbD7zj/lp7D296L3euxUIuXoDO1+5j%20iJFuDh3H8fsPb1NXERY0CIAqqMADtQiKihVAAHQCnVDYTnfRbBUwYXACucSjhWP8Xsahpen1/lVQ%20dvQhAysgYsCAv3s9qaCCARyDUj7buMRTOVIPytnr7GolRYRsGBg+tOUUldFtR5bodRRR6Ack9BWZ%20AUU94WQA5B9geajzmm4tbjaaFooopEhRRRQAVFIJS67CAvc9xUyI0jbVGTT/AC4k+/LuPog/rVRi%203qVG61GGRurfOvHHT8qlWCK4TdErA/jwab5qL/q4VB9X+Y0kk0jn5nOOwHSumFdwWsrlKViMZjld%20LhQVB+VkcnNc5qm0fEnQfLPy/Z7nv7CujIzwa5nUBj4jaAP+ne5/kKI1pTUk9rP8i1NS6anV7j6m%20jcfU0lFeYaHlHxjP/E40vJ/5dn/9CrhP7Pu+P9GmOQDwhPB5Fd38YudY0vjP+jP2/wBuuK/tnUDj%20Nw5weMr+n09q+gwv8GJm9yFLC6kkWNbeXewLAFSMgdTTRZ3J3AW8xK/eGw8cZ5/CrA1e+E4mEuJA%20uwMEHTOfT170q61qKzPKtxIJJPvEDrwB/QVvqIhTTrySRY1tZtzHABQjtn+VRTQS27BZo2Qnpkdf%20pWhL4i1F2+RxEmQQioMAgYzzVO6vbm+ZTcuzlc4O3HWjUCvRRg+h/KjB9D+VMAqxbf8AHtd/7i/+%20hCq+D6H8qsW+fs13wfuL2/2hQI674Tf8j1H/ANe0v8hXpGo/8lV8Pf8AXjc15v8ACb/keo/+vaX+%20Qr0jUf8Akqvh7/rxuayn8Q0drRRRWIzwH4s/8lAuv+uEX/oNcbXZfFn/AJKBdf8AXCL/ANBrja6o%207IkKKKKoAooooAKKKKACiiigAooooAKKKKACiiigD3T4W/8AIi2v++//AKEa66uQ+F3/ACItr/vv%20/wChGuvrin8TLQUUUVIBRRSMwRSxzgegzQMWiiigRWmslmm80OVYrtPGaimtnEBUy5X7pG0dKvUj%20KGBU9GGKyqRsropSM8DaAB2paXaw6qfypMH0P5VFjS4Urfeb6mgcsB7ikFHQOoUUUUhhRRRQAUUU%20UAVGzZSlxuaBz8wH8J9atg5GRyDSEBgQRkGqsZNlIIm/1DfdYn7p9KDX415/mTy9Yh6v/Q088g4p%20kn+tiHuT+lSUkZNXViu6HGDkZ9Kmj6Yx0oHzNnsKdVHNRpJS5lsFTWv/AB8KfQE/pUNTW3DufSNq%20cdzolsQgDHSnZJUA4PJ6j6Ug6UjSIm0MwGc9T71zxk0mcauL+n0/wpefr9KaHRujqfoaXFLmT3F6%20hketQzwLOUJllTyyfuNjIPr+VT5J6n8+az9Ju7tpriO837RyrFcDg9q1pJatMlzUZRj3Jo7DY4fz%20rhwOod8qR7/nUgtLYADyI8egQYqd2DsCAQCMHNIMnt06+1OUn01NH5EQtoQwdYY1YHIZV5z9akHt%20R+v8qOuM9ulZyd/idxPzFGFIPDEj8P8A69ITgc9qinuY7df3jfMfuqOST7ColS5nPmO/kD+FAMn8%20aHqrXsi1DS70Ql0HmmihY7IJM7iOrEfw+1WkVUUKoAA6AVUMEk4ET3TxsOcbFIznhge9SWnmEOZZ%20ndwSrIwHyn29q1qUuWKdyqm1lsizRSUVz2ZgRrEyzs+84PapaKKRTk3uMkQvj2P506NfmIKxYY/x%20dBS0VUZNDU2hPKaElH4YVNbrl2b0GB9aRHV1Ecp4H3X7r/8AWp5dLNP352gt165+lawheXMhx1dz%20DuZ2W4HnXlp9riGAMkHd7ipodQkYqbgxuGGQ8Y598ilmnEkp/e6bICGYM4DHH9BjFN+Wa1iieW0M%20+8KPI4G2uyUU42sKSe8S+DlQw5B5B9aWmvN0VBiMdBSggjiuGpScNegSg0LSojSMFUZJoVS7BVGW%20PQVIzLGpiQ5J++/r7fSpjG+r2JSEd1RTFEcj+Jv73/1qjpp3BwONvf1p1KTbYMSgZ2gE5I70tFSA%20Vzt2B/ws7w8Dg/6Pc/8AoIropd8Vq8y/eHT2rlsk/EXw8TyfIuj+grsw8bJ92i46M7/y0/ur+VHl%20p/dX8qZ5p9KPNPpS9lM0ueR/GaeW31zTVhkeNTbMSFOP4q88NzeqcGW4GQD36HpXuvi7wJaeML23%20ubq8uLdoIzGFiUEEE55zVP8A4VvFgD+2LrAxwIUHA6Dj0xiu6nJRgkyWeLrc3zsFSW4LHoATzTft%20t2ek8/5mvaR8NbdbhZ11W5DqhQfulxgnPT6/nTo/hxDHPLMurXG+UhmzCmBgYGPTitPaIDxT7ZeH%20/lvPz7mk+23Y63Ew+rGvbR8OYlVwuq3ALkEt5K549PSqV78JLG/lWSbVbvcq7RtiQCj2kQPH/tt1%20/wA/Mv8A31R9tuv+fmX/AL6r1j/hS+mf9Ba+/wC+Eo/4Uvpn/QWvv++Eo54iPJ/tt1/z8y/99VKl%20zNNaXayzO67VOGOf4hXqf/Cl9M/6C19/3wlPT4N6akcqDVb0iQAE7E4wc0c8Qscj8Jv+R6j/AOva%20X+Qr0jUf+Sq+Hv8Arxuag8M/Dey8L6yuo29/czyLG0eyRVAw30qfUf8Akqvh7/rxuazk03oM7Wii%20isxngPxZ/wCSgXX/AFwi/wDQa42uy+LP/JQLr/rhF/6DXG11R2RIUUUVQBRRRQAUUUUAFFFFABRR%20RQAUUUUAFFFFAHufwu/5EW1/33/9CNdfXIfC7/kRbX/ff/0I119cU/iZaCiiipAKCAQQehoooAjC%20uiYBB2jilVnZQcYyM4Pank4BNRwY+zx4zjaOvWgYuZPQUEv/AHRT6KHqIp3CgTt6Hmo/xNTXI+ZD%206rUNcsW7Gy2DJ9T+dFFFO4wooooAKKKapOWDY4PGPSkA6iiimAUyWJZo2RwCp9alKkduP5Ui43DP%20SnazsCfVFazbZdpb3JXjPlsT94elWWBUsDxilktVu4mjYbZF5R8dDVaO4eV/JuMCaIYYevvVOPLu%20Ob5480N/61JUAVAAMCnUUVJMVZJBU0HCTn0T+tQ1NF/x7zk56AcfWmhT+FkQowDjIzx/U0cDufyp%20TjjBPT0rBR0ZyDDGjdUU/hTfJC/cdk9gcj8jUn4fmaPwA/Cp5V3C/mIgkwd2GAOMgY/Ol/EfhzQe%20euT9aWi8VsguJx6fnSlizBicmopbiKAfvZFX2JqhLqF1NKIrO2KrIflnlBC8Dkj1+lXHmloi4wlJ%20eRpTSJBE0sjBI1GST2rLOp3d/cNb6RbBwFDG6lOIlB6H1NCadtZZbyWW7lJwB/CPw9Kspdpb6jvN%20vOE8naFSLIPOcfh/WtoYfrItQjHfUjsNH+xXD3F1M11et8pmbjav91R2FaNKz+Yd2MZHQ0lc0t2Y%20ybbuxjRpNhW7HqDyPoagLP8AbIzsJlkOxgq8SDs3sR6VYVQucDk8/wD16cCRjBIx6VrGpyR5Xqil%20Ll0CkqcEXPDYEvZv73sfeoSCCQRgjqKzceWzWxDQUUgpah6CCiiigAqO68+S3WKFoQA2f3qbh+FS%20U1m2itqUnH4VqVHyKk9vd28QMkOnLGo7oSG+ntVaKKZ7vzBHbquQxZVIB47e9aiussZguBuib80P%20qKJY4bKNQ8sexQNoZ8bs/wAuhruuzRp82uw1VGN7dOwPelIJkARfmP8ACOxqNryLG7z4iM93Hyn2%20q5CEt0zuBlZc5B6D2NJ2tqW2K37hNinLtw7Dt7CoaM7QT29Kjik81d20qM8Zrz5y5tjBptXJAex6%20fyo6cGiipuIKBjktwoGSfaipGtfNhKs5UNjkVVOHMxpXMeSZppHckgMema4T4h6hd6XqGj3VhcPb%203CpMFkTqASAa9DnsvIVQTgn+P+En09q87+I9hdX+o6PaWlvJNcusoWNBknkV24dNVNQV+bU5n/hO%20/E//AEHLz/vof4Uf8J34n/6Dl5/30P8ACl/4QPxP/wBAO8/If40f8IH4n/6Ad5+Q/wAa7/dLE/4T%20vxP/ANBy8/76H+FH/Cd+J/8AoOXn/fQ/wpf+ED8T/wDQDvPyH+NH/CB+J/8AoB3n5D/Gj3QE/wCE%2078T/APQcvP8Avof4Uf8ACd+J/wDoOXn/AH0P8KX/AIQPxP8A9AO8/If40f8ACB+J/wDoB3n5D/Gj%203QE/4TvxP/0HLz/vof4Uf8J34n/6Dl5/30P8KX/hA/E//QDvPyH+NH/CB+J/+gHefkP8aPdAT/hO%20/E//AEHLz/vof4Uf8J34n/6Dl5/30P8ACl/4QPxP/wBAO8/If40f8IH4n/6Ad5+Q/wAaPdAT/hO/%20E/8A0HLz/vof4Uf8J34n/wCg5ef99D/Cl/4QPxP/ANAO8/If40f8IH4n/wCgHefkP8aPdAT/AITv%20xP8A9By8/wC+h/hXQ/DrWtR1r4iWMmp3kt08cEyo0hHygrzXPHwL4nHXRLsfgP8AGt/4caTf6P8A%20Eezh1K0ltpWt5WVZB1G3rUytZ2A9zooornKPAfiz/wAlAuv+uEX/AKDXG12XxZ/5KBdf9cIv/Qa4%202uqOyJCiiiqAKKKKACiiigAooooAKKKKACiiigAooooA9z+F3/Ii2v8Avv8A+hGuvrkPhd/yItr/%20AL7/APoRrr64p/Ey0FFFUbueVLggOVQLxj1rKc1BXZcIc7sXqKzjLK0R2vMXx0xxUm+VV+8/T+ma%20mNXm2TKlT5d2XH+4aad4i+QAt2BPFU/PkJ2lialE0qkb1yPpir50tyeRlrnHvTNrf36h+1ndyuBm%20ia9ii2jeoLHgNxQpxfUTjJdB8sRkCDPIyOaqng4qcTCSEsHXKtng9qjlH71sY55rGyS+ZUew1cb1%203AlcjIFJSqPmX6ikHQUdCuoUUUUhhTU6u2ACT19QKViQpIGSBwKRF2oBjFIB1FFFMB4f1/Oo5WnD%20L5EcUg7l26UMSBkAn2FNDhvYDrmr9o0tdSeRNjobidbkeZFH5Z+86vnt2FLeQpcxrJE4SdOQSOvs%20auhFWMLgH3x1qvegKqJEgDufvDsB1qpc9tbDptKXulW2nE6ZwQ4OGU9QamxhsDsazdSsf3iXUXmP%20LGvzojEF1/xFSQQieNZba8mCkZAYhv51lL3Vqa1IxS5r6F2pk/49JPd1FUDFeL92eJ/95CP5U7zL%20/wAox+XbqN2d28n+lLnVmYScZRspIs0VU8q8b71xGv8AuoT/ADo+xSn/AFl3N9FAWsLLuYckesvz%20LROKiluoYBmSQLnoO5/CoW0uKVChkm3N0ZnJxUiwJDEzbEaZslpCOWP9BVWja9xqNPu3+Az7ZLLx%20b27H/akO0f40q21xOwE9yVU9ViG0fn1qyBgADoKfGQJFJ4GaSeoe0S+FfqQLYwW0hEcYyP4jyfzq%20a5hSe0gV9wIZmBU4IP1p0xBlJByKWXiOAf7Gf1rS7Tk1/WpLlJttsqGKbjFyzAdpFB/Xg0ixztdp%20LMY9qIQoTPU/WrFFL207WuLnkFJS0h6GsiBe/wDn0ooPU/Wkqp/ExvcWph/pIwf9cBwf74/xqGgE%20ggg4I6GiMrb7AmJS1JOA22UcB+o9D3qOicbMGFFFFSIKaylsYpGVmZcNgDk47088fStaU+R3Li+X%20UiAxlmHToPU0x1WZgXjRiOACuatxQ+YwZug6ZqyY1Ixj9a7rm17lTybTbvNpEszDoUGB74pCu3HT%20HbHSpTCUyOCD0J7USlVXy1JODkmsq9nHczlsRUEEdRiheTxz61NLdwx8sVyOmea5qdLmVyFG5Gsb%20N7DuTQWgD7fNG7pjIqreXzSRqIiQrZye9UOnTtWnJCOm4m0jUNxbZx5v6VI2pRR/IQ2R/s9ay5/9%20aT3IBP1xQ3MMZ9CVqk1G9kHO1sW7nUVmieNVbDDviufUk/Efw5z/AMsLr+QrRrndc1YaD4x8PXz2%207zKsc6lEIBw2BnmtaLcp/IFLW7PR9TvnsViZQm1mwxbOcew71RHiQFlP2SXY3AHfOf8APHrWR/ws%20nTjjNndfkv8AjR/wsjTf+fK5656L/jW/K+xP1qj/ADG6ddG3Ih7bvvgnGccDufUdqb/wkC8n7O+0%20DLMGBA9P/r+lYn/CyNN/58rn8l/xo/4WTp3/AD5XX5L/AI0cr7B9ao/zG3L4gWK3hnMDeXKm7bnk%20HOPpUt1rIt5mQRZVGwxLc/dz09OnP1rn/wDhZGm4x9iucfRf8aP+Fk6d/wA+V1z7L/jRyvsH1qj/%20ADGz/wAJJHtUi2lJYKQAR3/z+NbIORmuN/4WRpv/AD5XP5L/AI0v/CytP/587r8l/wAaOV9g+tUf%205jsqK43/AIWVp/8Az53X5L/jR/wsrT/+fO6/Jf8AGjkYfWqP8x2VFcb/AMLK0/8A587r8l/xo/4W%20Vp//AD53X5L/AI0cjD61R/mOru2KxblUsRyFBwTx0rhXkeb4taLJJE0LtYykxuQSh29DjirVx8R7%20J0Hl2dxuBz82MfzrD0nXRr3xZ06Vbd4RHaSj5jndx2pqLRUK9ObtF3PU6KKKg2PAfiz/AMlAuv8A%20rhF/6DXG12XxZz/wsC64P+oi7f7NcZz/AHW/KumLVkSLRRz/AHW/KjB/ut/3yaq6AKKMH+63/fJo%20wf7rf98mi6AKKMH+63/fJowf7rf98mi6AKKMH+63/fJowf7rf98mi6AKKMH+63/fJowf7rf98mi6%20AKKMN/cf/vk0Yb+4/wD3yaLgFFGG/uP/AN8mjDf3H/75NFwPc/hd/wAiLa/77/8AoRrr64L4da1Y%20WHgy1hubuCOXc5KPIFYfMeoNdM3ifS9p239pn3nFck07stGlNNt+VMbu5PRarhMnd824evf6e5rN%20Gu6Xuz/aNp9fOH4n60HXtLPH2+024OR545Prms4xbfMynJLRGkQcglQpPpx+lMZ3U/KxAPvVE+IN%20LLZ/tCzHH/PwCc/jSf29pffULLH/AF8CtGSi9HzKM9zzV0zxg43Vh/29pf8A0ELL/v8Aij+3tM/6%20CNl/3/FZScnsi/d7mtOY3IONwHp25qld20c7bZIkli75OD15/Oq39vaZ/wBBGy/7/ij+3tM/6CNl%20/wB/xReXVCsujD+xrQ/MunkMRgbZCCMdTTV0a3lBJS6CvhWxKcADpTpvENl5f+jalYI+4cmVenGa%20lXxFpWGDajaEHHInWnyK70FzPuOXw/hY2i1G8TGCcsGzUqaZNCAvnNOApG5yAc00eJtIAAF/aYH/%20AE3Wj/hJ9J/5/wC0/wC/61EqMZK1i41ZRZMbOQptEahsfe3VFv2xBievQbutQy+JdObPl6lZqCO8%20y1Rk1fT2TyzfabLGwAYPcAYx/kVKw6T0NFVuveNWQKVKFwSeoDDIqqurW7XHkBn37to+TjNZgvNK%20D5M+lNnIP+lYyPSnWl7pds8rfb7EGRdpxdDj0xxVOgraXMpVJNpK1jeDf5FNQks2ePQGqS67parz%20qFkzY7zig67pW3jULLP/AF3FR7OaNW4dzQPFTWsWcuwz2wax/wC3dM/6CNl/4ECrEXiXTEQK2oWR%20wO04pwpybu0TKSS0Zst936VVvCRcRbRklWx+lUz4n0k8f2haY/67rUFx4i06SVGj1CxAUH7045zW%200k7EU2lLUv8A+r+VfmkbnJ/nWfMh0y582MloZTmQf3D6/Q0DXtMRTt1GyLHqTOOaQ65pXlspv7Jy%20ww26cYNQ4XVmjoVSPXY0FYOoZehp1YlpqthaM0f9p2LQD7mbgbgP/rVa/t/S/wDoI2X/AH/Fc0qE%2009EcNWmoy913RpxAGVc9OtXMg9xWB/b+l/8AQRsv+/4o/t/S/wDoI2f/AH/FXTU4K3KKLa6G+VBB%204FUJ4yhVCA2SM/SqH/CQaZ/0ErP/AMCBTW13TGkVjqNmducH7QKKkZTXwjevQ0qRhuUg9DWf/b+l%20/wDQRsv+/wCKP7f0v/oI2X/f8Vl7GfYizNHAAwDwOmaluBhkX0QVknXtMx/yEbL/AL/inzeItLeT%20cuoWeMAczitFTnyvQdmXFYMCR2OKdWaNf0vH/IQsh/23FL/b+l/9BGy/7/is/Yz7CcWaNIehrP8A%207f0v/oI2X/f8Uf2/pf8A0EbL/v8AimqM77Bys0ieTwOtN2jfuxzjFZ/9v6X/ANBGy/7/AIo/t/S/%20+gjZf9/xTlTqN7BZmjRWd/b+l/8AQRsv+/4o/t/S/wDoI2X/AH/FT7GfYLM1U+e3kXupDj+RqKqU%20PiLS45MnULMqQQQJx0pn9v6X/wBBGy/7/irdObitBtM0KWs7+39L/wCgjZf9/wAUf2/pf/QRsv8A%20v+Kn2U+wuVmjU1pF5kg3fd9PWsga/pWfm1Gzx/13FWo/FGkRsD9vtOP+m61rRotPmkVGPVl8ahaD%20UTYhZd68F9vyA4zgn1pyX9mxAYtHu5XeMbh6/Ssr+3vD3277Z9qs/Px97zx/LpTG1rw8WU/bLbAz%208v2kYPt9PbpXdBQ+0OXN9k15NQsNhxLvIBO1MknFRfa9PYkuWUjqGz6fkeorMXWvD6rtW7tAPa5H%20+e9A1nw8EZPtVoVYYI+0D/OeKbVF7p/gR+8fY057/TY4H/eFxtORHknGM1XC6XvdSxXa23JY4Jxn%20j8DVT+2fDwzi6sxk5OLgUxtV8Osm0XVooxxtuBxRy0Hun+BLVR9jQlGlRRRGSQKrltuSe3XPp+NV%20nvNDQczEk4+VQxPJx0xUT6v4dljRJLu1YJkc3XUHqDzyDxwfSovt/hnaR9otTk5LG6ySfUnOc81i%204RvojRR01RaOoaI84QykZTcHO7aR9f8AHrUgutGSWWEzYKkBt27Gee/tjk9qoPe+F3YFp7QkKFI+%201cEDpkZ5xgUgvPC4Xb9ptSMYObvO4c5zzznNLlXYfKjUtF0m+dltW8xlUOQCwwD061578UvMtvEG%20kfZIjI4STEY7jjIrtYdY8PW9x58V5arJtCZ+1fwjoMZrlfGtvbeItV0+8stV0kLbBtyTXW0knGME%20A+laU0oyuJxTTVjjDqcyrubTboDDN24A6n8Khk15YSBJaTISoYAkZwehrZl8P3MgGNX8PrzKzYu2%205LjB7cVDqXhe51OWOSXWtBVkTaSLond+n6dq35kc31Gj2/Eyv+Ejh/595PzFH/CRw/8APvJ+Yqz/%20AMIJL/0HtD/8CT/hR/wgsv8A0HtD/wDAk/4U+aIfUaPb8St/wkcP/PvJ+Yo/4SOH/n3k/MVZ/wCE%20Fl/6D2h/+BJ/wo/4QWX/AKD2h/8AgSf8KOaIfUaPb8St/wAJHD/z7yfmKP8AhI4f+feT8xVn/hBZ%20f+g9of8A4En/AAo/4QWX/oPaH/4En/CjmiH1Gj2/Erf8JHD/AM+8n5ij/hI4f+feT8xVn/hBZf8A%20oPaH/wCBJ/wo/wCEFl/6D2h/+BJ/wo5oh9Ro9vxK3/CRw/8APvJ+Yo/4SOH/AJ95PzFWf+EFl/6D%202h/+BJ/wo/4QWX/oPaH/AOBJ/wAKOaIfUaPb8St/wkcP/PvJ+Yre+HF+dQ+I9m+zYqwShRnP8NZX%20/CCy/wDQe0P/AMCT/hXR/D/w3/YvjG1u5tY0mZdrxiOCfc7MwwMDFKUo2Lp4anTlzRWp7LRRRXOd%20J4t4909tU+Jk1sGZEMEbSSKAfLQLktjPOPSqms+HNNsfC6ajZrLczSQQFgHIEG7J81h1w2MAdBW1%20448P+IJ/HjanpOmyzqiRmOTarLuA9Ceaxr3Q/F97a/Zv7BeGJgnmCJVBcr3Jz0Ofu9PaqEczpds9%209qENos4hErYLseF46mtXV9B/syzedNVScqQNiowznvk06DwZ4qtZlmh0e5WReh+Xj9a0tY8N+Ir4%20RJa6LfrF5Y80SFDl+5HPStYOlytSvfoc8/a+0XLt1OchsLue3WWKcHK7ipJG1ckA56dRUv8AY98C%2026ZFAXcSz4x7H8eKur4N8WIqKul3yqnKgOML9OaVvCHi14kibS73YmcDcvf8ayNzJurK8s4hJK/y%208cBuRn2/A1U86T/no351vN4K8VOMPpN4w92U/wBab/wgvib/AKAtz/47/jQBh+dJ/wA9G/OjzpP+%20ejfnW5/wgvib/oC3P/jv+NH/AAgvib/oC3P/AI7/AI0wMPzpP+ejfnUtu80lwkaTMhkYLnNa/wDw%20gvib/oC3P/jv+NA8DeJgQRo10CO+V/xou1swSTfvLQuS+H2j0i9lXUy95anzCA3yNHjp7NWNbWuo%20XdobmOYiIPsJZ8Y4yT9K2JfDPjGaBoW0u62NwwG0bvrzVZfBXilRhdJvAMEYDL09OtTTlUjfmlf/%20AIbX8dfI0rwoc37paen/AA5U/s/UwrFpsEEDbv5yT/k/Sg2GpKzo02HTG4GToD0J+tXh4P8AFoxj%20TL4Y6fOOP/HqP+EP8W5B/s2+yOh3j/4qtPaS7mPJHsZN1DfWrYmcltpYhXzjHXPvVp9J1FU3CZSC%20Rj5sZBGc/mcfWrDeCPFD436Rdtj1Kn+tPHg3xYMY0y+GOnzj/wCKo9pLuHJHsU102+aJ3M/KjO0H%20JPt9ahltbyCK4eWba0DhCgOSxIzx+FaZ8H+LScnTL4n13j/4qmnwX4rLljpV6WJyTuGc/nR7SXcO%20SPYwWmlYjczEj1rqLvwReWnhkaub2JuAzQjqAfeqbeB/E7sWbR7piepJX/GrDeFvGL2YtH0+/a3U%205ERddo/DNK99zWnyR+JGJa2s95E7xSDKHlT1x3J9AKmj0i/lVWjMbAkYPmD0z/Lmr6eC/FUQIj0q%208QE5IVlHP50o8G+LAcjS70HO7746+vWpIKCaRetIql4xnGSHBx09PqDTW0u8SOSR3jCIhfO/OR2I%20+taI8G+LBnGl3oz1w45/WlXwd4sXAGl3uB0G5cflmgDLtrCe5t1lSZQGzgMDnP5frS/2fMZEUXCZ%20Z1TkEEFgSMjHHStRvCPi5sA6ZegAEABlAAPUAA8U1/BviuR976Xes+QdxYE8dO9AGQbaXyDKJlI8%20rzdoznG7bj65plszGdQ+TwTgitgeCfFAxjSLsY4GGX6+tSw+DPE3nh5tIu2AGMkqf60APez06MLA%201yjXzYAg3ANlsBeMdMmqsGny3MskcSKWj+92FbsOha9HcJcS+GVuLhCGWaaIFgwxg/e6jAqu3hnx%20KZZJBpV4rSMWbbtAJJz61EXK7uiKcXGKu9TP/sefBJEIUKWznOQPT+VO/sS4CsWWJcAMAT1Hr+FX%20R4Y8SgADTL4AHIAI/wAaX/hGvE/X+zr/AK5+8Ov/AH1VlmTNYywyGNo1Lhd5AIOB71NHo9xIiuBE%20EYAhiwxyM1cbwl4hc5bSLxj6naf60/8A4RjxMAANMvsDGORxjp3oAonRp/4PKfnHB6/SmNpUyvGp%20WI+YTgg5HTPPpxWj/wAIx4l3AnS7446ZI/xqVtB8VNOZv7NvQ/ttwOMdM0Ac/qllLZQAyqqlj8pB%20BzXQ+EfBNt4j0Fr+4v7qGQSvGEjVSPlAOefrVS98KeJbqBUOkXbFBhc7fXJ71Y0qw8e6LZm10+wu%20YoSxYrsQ8nr1NAHIwxyzvIqOfkBPPcZA/rV3+xr0MwaWMYIHDZyf881cTwT4pjk3x6Rdo/PzKyg/%20zpR4M8VgEDS70A9fnHP60AUm0a9UBlkjZCcb9+Bx19yBVeW1kiV/9IjaRZjD5YPzHH8WPStf/hD/%20ABbnP9mX2c5zvHX/AL6qJvA3idmLNo10SepJXJ/WgDOg0+8nuVg+47KzDcwwQOtSpo9/JGjqyYc/%20IGbBI5556dO9XF8DeJ0OV0a6U+oKj+tS/wDCIeLiQf7Nv8jv5g/+KoA55nkR2VmOVODg0hkc8FjW%205/wgviY/8wa6/Nf8aP8AhBPE3/QFuf8Ax3/GgDNtoxNEWeRwwz0IA4pkMU13diC2JLNnG4gcAZOT%20Wt/wg/icLtGj3WD2yv8AjSp4H8URsGTSLtWHRgVBH60AVF0S/ZVO+Mc4b5x8vTH1zntVa3s57qSR%20I5V3IucE9fm24+ta/wDwh3i3AH9mX2AMAbx0/wC+qRfBfitDlNKvVOCMhgOPTrQBQXR77/lo6Rgr%20uyzdOM8+npVX7NdkOQjEISGORwR1raPg7xaww2mXxB7Fx/8AFVEfAniZiSdGuiT1JK/40AUhpV60%20cToyt5qB1G7qD0H168UHSr7n5oyB1IfIH+elaK+DPFiAhdLvQCMYDj/GlXwd4tX7umXwwc8OP/iq%20AMq+0+7sUDzEbGO0fMMk49P0qxoWmrq0sySTvGI1BBWrbeCfFTqFfSbxlByAWU/1qay8K+LtPZzb%20aRcKXAByEP8AWtKUoKac9jKvGcqbVN2ZjXVpJBqrWSSFiHCgnvmpf7HvBGxMsYZSAF3Zz68+3StG%20fwd4rublriTSLnzWOSw2j+tNHgzxYpyNLvQfUOP8ambi5Pl2LgpKKUtzP/si+5G6PcDjb5gzn0+v%20IpqabdG9ktZJY43jj8xiWyAPqPrWj/whXir/AKBV7/30P8ac/gzxXIhV9Ju2B6525P1Oc1JRnHSL%204RhmaNd3IUvgkf54oXRtQcgKYznkfvB09fpWg3g3xa4IbS74g9QXH/xVH/CG+LS+/wDsy+3eu8Z/%209CoAyfsVyLlIXkVS6GTcDuAUdenXp2qszupOHYr2bGM10A8H+LQABpd58v3Tlcr9DnIpr+CvFUgw%20+k3jDrgsp/rQBmiRIrdC4HK8cdTUqbXO3C7gQp46GtQ+CNelhjSXRbs7R229fzqb/hEfEGSf7Gus%20nkkBRn9aatYG3oVpNEnVysflSYYrwcZI7Ch9EnAXZ5T7gMYPXjPHrVweFfEg6aVe9c9R1/OlPhjx%20MWDNpl8xznkg/wDs1IZltp0yiY7EKwqGcg8YPpUq6NcNIF2xgYzuzkf55rRm8N+Jp3d30q8zJjcB%20tAOOnGaafDPicgg6bf4PbcP/AIqgRSXRJyhb91jOF/2ue386ZJpM8c4iKx7mUsoyMkD29fatE+Gv%20FByDpuocjH3h/wDFU3/hF/EuQf7LvsgYByM49OtAzJubOS0mMUyLuAyduDisd4/MuiigbmfA/Guv%20PhfxK2d2l3xB65I5/Ws2TwN4maVmXRrrk5Byv+NAilf6H9i0+3uvMDLOhdQQOQG2n6c9jUFvo1xd%20RxPCEIddxJONvzbea2pfCnjCaAwyaVdGNiCw+TkjueabH4S8YQxeVHpt8kY6KGXH86NAV+pi2VhF%20cNd+dIVW3jL5Rd24g4xUNzBHDHFIiyASKTiRQCMHFdDaeFPGFjeC6ttLu45wd24bOvXpmkvvCXi/%20Url573S7yaVycsxX9Bnj8KBmZqXh+70yxhubi1uI45Cq7pI9qkldw2mp9J0TT77Tpbi91I2soyIo%20xBvDHpyfrWzqWlePdXsY7PULK8mt4iGRCsYwQMDofSqcXhLxbDEsaaNMURtyhkRsH86AMvQfD9x4%20g1hNPtjGjbvnd+ijOCcd/pVbUbAafceXuDqc4bGDwcVsweDfFltcpcQaVeRzo29XVlBDdc9aJ/Bf%20iu5lMk2kXTue52/40AZF/o97pcFvNe2rQx3Kb4iwHI/ofY1fh8OwzukIuttwFieYMg2KsnTac8kZ%20HX1qU+BvFDcNo92R7sp/rV1/Dfi6W1WCTQnZcIrttXdKqfdVju5AoAyLnQkt5rUtN5ENxg4uVCSq%20N+0/KOOOv0qRtCtxqkVspuGimUmKQGI+Zg4JB3bcD65rSm8MeK52Bk8PkqqqqJsXbGoOcD5u/f1p%20zeGvFDlA/hlGhjBEcJjGxMnJI+bOSaAM/RtNtRrd7a3MaXCQ5UF0xnBxnHauytPC+lyIrvpdvtPT%20K9aw7Dw54jj1C5u9R0C/uWuB83lSpGc5+vSug0/+2NNiMUXhLVXi7LJeI236VliXVdHlo6S7/wCR%20nToQdfnqt8vZfqec3NksmtXdvCEjVZXCjHAAPStHwnB9n8eaRGdpK3S8ge1WLnwd4omv57mPRbuM%20yyM4AZcjJ6ZzV/wv4Q8RWvi3TLu80u5SKK4VpJHKnaPU81cbqKTNXvoe4UUUUAf/2Q==" height="416" width="737" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Zona de estudio, municipio Cotorro.</span></div>
      <p>El
        segundo objetivo se basa en la recopilación y análisis de la 
        información y bases de datos existentes sobre las entidades productivas 
        agropecuarias en la zona de estudio, para lo cual se elaboró una 
        metodología de diagnóstico que contempla principalmente los aspectos de:
        Identificación e información de cada una de las unidades existentes en 
        el municipio dedicadas a actividades de producción, acopio, 
        procesamiento, almacenaje y venta de productos agropecuarios, extensión y
        uso de la tierra, instalaciones y edificaciones, abastecimiento de 
        agua, producciones y área que ocupan, producciones miniindustriales, 
        forma de comercialización, equipamiento, etc. </p>
      <p>Para los trabajos 
        de levantamiento aerocartográficos se elaboró una metodología para el 
        diseño, planificación y ejecución de los vuelos aéreo cartográficos con 
        Vehículos Aéreos No Tripulados <span class="tooltip"><a href="#B7">MET 30-15-09 (2009)</a><span class="tooltip-content">MET 30-15-09. (2009). <i>Metodología para la evaluación de la calidad de los productos cartográficos digitales en base a las normas ISO TC/211</i>.</span></span>,
        fundamentada en el empleo de técnicas de fotogrametría y levantamiento 
        aéreo con el objetivo de obtener imágenes con calidad la para obtención 
        de mapas a diferentes escalas (<span class="tooltip"><a href="#B1">Berrío et al., 2015</a><span class="tooltip-content">Berrío,
        M. V. A., Mosquera, T. J., &amp; Alzate, V. D. F. (2015). Uso de drones
        para el análisis de imágenes multiespectrales en agricultura de 
        precisión. <i>@ limentech, Ciencia y Tecnología Alimentaria</i>, <i>13</i>(1), 28-40.</span></span>).
        Se obtuvo la cartografía de geolocalización de las entidades 
        agropecuarias enmarcadas dentro de la zona del Cordón de la Habana (<span class="tooltip"><a href="#B10">Minag-Geocuba, 2022</a><span class="tooltip-content">Minag-Geocuba. (2022). <i>Infraestructura de Datos Espaciales del Minag</i> [Datos espaciales]. Ministerio de la Agricultura. <a href="https://minag.geocuba.cu/" target="xrefwindow">https://minag.geocuba. cu/</a> La Habana, Cuba.</span></span>; <span class="tooltip"><a href="#B11">ONE-Cuba, 2021</a><span class="tooltip-content">ONE-Cuba. (2021). <i>Anuario Estadístico de Cuba. Serie: Sector Agropecuario</i> (Sector Agropecuario) [Anuario]. Oficina Nacional de Estadística (ONE), La Habana, Cuba.</span></span>). </p>
      <p>Otro
        de los objetivos comprende la determinación y validación de patrones de
        cultivos mediante inteligencia artificial con la utilización de las 
        técnicas de procesamiento digital de imágenes y la visión artificial 
        como herramientas para la supervisión y gestión automática de los 
        procesos agrícolas basadas en imágenes (<span class="tooltip"><a href="#B14">Ponvert, 2002</a><span class="tooltip-content">Ponvert, D. D. R. (2002). <i>Leyenda
        de categorías de ocupación del suelo para cuba, una herramienta 
        imprescindible para abordar la cartografía de las coberturas terrestres 
        por teledetección</i>. III Congreso Nacional de Geomática, La Habana, Cuba.</span></span>, <span class="tooltip"><a href="#B15">2003</a><span class="tooltip-content">Ponvert,
        D. D. R. (2003). Leyenda de Categorías de Ocupación del Suelo para 
        Cuba. Una herramienta imprescindible para abordar la cartografía de las 
        coberturas terrestres por Teledetección. <i>Revista de Teledetección. Revista de la Asociación española de Teledetección</i>, <i>19</i>, 11-17.</span></span>).</p>
      <p>Para
        el objetivo de monitoreo de la zona de estudio según las cartas 
        tecnológicas de los cultivos se confeccionó una metodología establecer y
        regular los procedimientos de monitoreo de los cultivos agrícolas y 
        frutales de interés para el país en la región de estudio, empleando las 
        tecnologías de vuelos con vehículos aéreos no tripulados, imágenes 
        satelitales, reconocimiento de patrones e inteligencia artificial. Esto 
        permite organizar y concatenar los trabajos que se ejecutan de forma 
        independiente para obtener el reporte de cómo se desarrollan las zonas 
        de interés con la periodicidad requerida, información que se emplea para
        apoyar la toma de decisiones a las entidades correspondientes (<span class="tooltip"><a href="#B20">Stehr, 2015</a><span class="tooltip-content">Stehr, N. J. (2015). Drones: The newest technology for precision agriculture. <i>Natural Sciences Education</i>, <i>44</i>(1), 89-91</span></span>).
        Para ello se emplean los satélites del programa Sentinel-2 que cuentan 
        con una cámara multiespectral de alta resolución, que aportan una nueva 
        perspectiva de la superficie terrestre y la vegetación. </p>
      <p>En base a
        los levantamientos aerofotográficos se procede a la creación de la 
        cartografía temática de la zona de estudio y los servicios de mapas en 
        Web, usando como referencia las bases cartográficas especializadas del 
        municipio Cotorro disponibles en la Infraestructura de Datos Espaciales 
        del Minag. </p>
      <p>Como objetivo final se encuentra el desarrollo de la 
        Aplicación Web para la Gestión Agropecuaria y distribución de productos,
        la cual se desarrolla sobre la base de la Plataforma Andariego 
        desarrollada por Geocuba, que implementa las tecnologías de los SIG para
        la geolocalización de puntos económicos o sociales concatenado con una 
        base de datos, lo que la hace más potente a la hora de realizar 
        evaluaciones que impliquen la variable espacial. Esta primera etapa 
        comprendió la captura de requisitos de software y el análisis y diseño 
        general de la Arquitectura de Datos y de la Arquitectura del Sistema.</p>
    </article>
    <article class="section"><a id="id0x8483a80"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Resumimos a continuación los resultados obtenidos en el primer año en cada uno de los objetivos específicos del proyecto (<span class="tooltip"><a href="#B17">A. Ríos, 2021</a><span class="tooltip-content">Ríos, A. (2021). <i>Informe
        del proyecto Desarrollo y despliegue de un Sistema automatizado para la
        gestión agropecuaria y de distribución de las producciones generadas en
        el Polo Productivo Agropecuario Cordón de La Habana. Resultados del año
        2021</i> [Informe de proyecto]. Geocuba, La Habana, Cuba.</span></span>).</p>
      <p><b>Análisis de la evolución y situación agropecuaria actual del Cordón de la Habana.</b> Se realizó un estudio de los antecedentes y desarrollo del plan 
        denominado Cordón de La Habana. Sus objetivos fueron anunciados por 
        Fidel Castro en abril 17 de 1965, pero tuvo su auge hacia 1966. En los 
        alrededores de la capital se fomentaron numerosas plantaciones de café, 
        especialmente de la variedad caturra, intercaladas con mango y otros 
        frutales, así como frijol gandul. Este proyecto incluyó la construcción 
        de las viviendas de los trabajadores y de los campesinos de toda esa 
        área. Hacia 1968 se habían construido 15 viveros con 115 millones de 
        posturas en bolsas, de ellas 39 millones de café y casi un millón de 
        frutales, 212 kilómetros de cortinas rompevientos, 354 viviendas para 
        los agricultores en los pueblos y 888 en los microplanes, 15 presas 
        terminadas y 67 en construcción o planificadas (<span class="tooltip"><a href="#f2">Fig. 2</a></span>).
        Participaron entusiastamente brigadas de pobladores de la ciudad en el 
        fomento de viveros, la limpieza de las áreas, apertura de huecos y 
        plantación. La gran mayoría de los terrenos no resultaron adecuados para
        la producción de café por lo que las plantaciones de este cultivo se 
        fueron eliminando, quedando solamente las de mango, que aún permanecen, 
        atendidas por la Empresa de Cultivos Varios Habana. La mayoría de los 
        cafetales después se deterioraron por no resultar completamente aptos 
        los suelos para este cultivo, siendo sustituidos por frutales (<span class="tooltip"><a href="#B3">Funes &amp; Vázquez, 2015</a><span class="tooltip-content">Funes, A. F., &amp; Vázquez, M. L. L. (2015). <i>Avances de la agroecología en Cuba</i>. V Congreso Latinoamericano de Agroecología-SOCLA, La Plata, Argentina.</span></span>, <span class="tooltip"><a href="#B4">2017</a><span class="tooltip-content">Funes, A. F., &amp; Vázquez, M. L. L. (2017). <i>Avances de la agroecología en Cuba</i>. Editorial de la Estación Experimental de Pastos y Forrajes Indio Hatuey, Matanzas, Cuba.</span></span>).</p>
      <p>El
        Sistema de Acopio de productos agrícolas en La Habana, especialmente 
        viandas, hortalizas y granos, se inició como empresas provinciales de 
        acopio, subordinadas a los órganos del Poder Popular. En 1986, con la 
        eliminación del mercado libre campesino, estas empresas se incorporaron 
        al ministerio de la Agricultura, creándose la Unión Nacional de Acopio, 
        no sólo con la función de recibir las cantidades producidas por los 
        productores, sino también su distribución. </p>
      <p>En 1988 se 
        construyeron en la periferia de la ciudad de La Habana cuatro Mercados 
        Concentradores, en Ocho Vías, Berroa, Valle Grande y El Trigal. A 
        diferencia del sistema anterior, en que Acopio compraba los productos en
        las entidades productoras y lo trasladaba a las ciudades, se concebía 
        el traslado directo de los productos por las entidades a los mercados 
        concentradores. Este sistema en la práctica constituyó un intermediario 
        más entre el productor y el consumidor con su correspondiente cadena de 
        pérdidas y mermas, por lo cual no prosperó.</p>
      <p>En 1989 se habían 
        duplicado los volúmenes de viandas y hortalizas con relación a lo 
        producido veinte años antes, pero aún resultaba insuficiente. Por eso se
        trazó el llamado Programa Alimentario, con medidas orientadas al 
        incremento de estos cultivos, fundamentalmente en zonas aledañas a la 
        capital, para llegar a duplicar de nuevo las producciones en corto 
        tiempo. Se construyeron 60 campamentos para unos 20 000 trabajadores que
        se movilizaban desde la ciudad para los campos de la entonces provincia
        La Habana. Las afectaciones posteriores del «período especial» 
        impidieron cumplir en su totalidad sus ambiciosos objetivos.</p>
      <div id="f2" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 350.449" viewBox="0 0 500 350.449" height="350.449px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.6418 0 0 0.6418 0 0)" xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg%20IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09%20PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAIiAwsDASIA%20AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA%20AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3%20ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm%20p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA%20AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx%20BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK%20U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3%20uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0y1RZ%20LhFYZU9a0fsMH9z9TVCy/wCPuP8AH+VPvS/+nsJZVMcalNrkY4Na1W0zOlFNFz7Db/3P1NBsrcdU%20/U1S3SQ6/axLNKY3t3ZlZyQSCOaw/iqC3gG7UKXLSwjYGxuzIvGe2elZ8zNORHUiytj0XP8AwKj7%20DB/c/U15rAt14L8MX1/pfhldDvpbmCBY7i9N0soZsZ6/LjdWxceJtb0xdegvZLKS60zSkuw0UZCG%20U788E5K/KKOZ9xcq7HZfYYP7n6mj7Fbjqn6mvNrXXNbg8S69qc17YJbxaVbzBZw4RCykp0zj5s5x%2014qCXxJe66LO31Bld7LX7NVmW3aDzEdSwJRiSPb1GKLvuKyPUfsMH9z9TR9hg/ufqa84034ka3f6%20hO1vp8V1bzJcfZoIoZQ8bRg7N8hGxt2P4TxWv8PvFuo+IZry21Z7Qzwqj7I4nhkTPUMj9unIPejm%20Y+VHYfYYP7n6mj7DB/c/U1heLtb1HTn0yw0ZLf7fqVwYY5LnPlxgKWYkDk8CsTV/FPiHTNEsVuX0%20+31RzP5iRRPcmYRjgoingE9ST8v6Ucz7hyrsdv8AYrcfwf8AjxoFlbn+D/x415FNrd7ceKV8V3cd%20tJHZaHHfRW+5xsLgrgc4zvJyT2966v4aaxdXMN5p1zbRKtvtmjnggliSTfksD5gBLA9T3zRdhyo7%20RbOBf+WYP15pfssP/PJPyrnvFWtarbanpWkaCLVb6/Mj+bdAmNEjAJ4HJJyK5pfHOuSeHIJpJrCD%20UXvLmFo47aSYuIhwI0U888FiQADmlzMLI9G+yw/88k/Kj7LB/wA8k/KvO5PG3iPUYLZtIj0+NpNF%20GpSmdWIQhiGAx1zjAz0p1/4s17XbaODR4bCJToy6hd/ad3zBwRsTHToeTTuwsj0H7NB/zzT8qPs0%20GceWmfpXn/hTX7y00nTbCPyjBH4cN8Cy5bzA2Bk56Y7VN4U1GfV/Gljf3O3zrrw7FLIEGF3GXnAo%20uwsjuntYQjHyl6elY4rdf/Vt9KwhWtJ7mVRWsFFFFbGQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA%20UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR%20RRQAUUUUAFFFFABRRS9aAEorP/thJpXj0+1ub5kO1jAvyA+m44FSLHrtzjy7K1tFP8U828j/AICv%20+NZOtBdToWFqddPUuUVX/sbW15Gq2jeu60x/7NUEg1qzXzJre0u41+8LZiJPqA3B+lSsREr6q/sy%20T/rzL9FZserXFy5Wz0i+lHZ5FES59PmNTfZfEEnz7dPtgOkbM0hb8RjH5U3XghfVai+Ky+ZcpGYI%20MsQoHcnFVhpGrTAedq8EIPUQW/I+hY/0qaDwppZLSXayX8pPMty248eg6AVDxHZFLDwXxS+7/g2I%2021CzVSxu7cKOp81f8aLTULS/DmzuI5ghw2w5xWiND0lWBGnWmRz/AKpar6nocN0yXVpKLO8iG1Jl%20Xhh/dZehFSsRK+xXsaL0uyKeeK1haW4kSONerMcAVmNrM98MaHZtd87TNIdkSn6nk/hVPU7m5uYW%20spraT+1bWcPCIYmeORh0bJ42nJBz0rro3ZkBcKjEDcq9Acc4pVK7btE0jQhSipTV3+Bk/YNeJCtd%20aemepEbNj8M809PD13cP/p2r3BH922UQjP15P61r56HHHSpkG9QSxPt0rFyk92JVLfCkvkYZ8OXa%20Ei31y7VR0EiI/wCpGaQ6Hqw+7rKEf7dsCf0Nbjoox2B4yKVW2gKfpmjmfcftX1S+5GAbDX4PuvYX%20YHchomP8xVO61qbS5oE1ey+yrM20SLOrrn17HH4V11c14x0b+0tNa5MXmzWYMkS9mHG5cd+BT9rU%20jsy6Xsqk1GrHR9v6sVbZbnxHGkzO1rpjEkKjnzZ8HHJH3V+nNWx4U0cIVazV2PV3YlvzzmoPCk0T%20Wt1BbMWt4pswjOdqMoYD9TW9jj61nfn1lqVVnKlNwpuyX9amMdGvbbiy1WTYOiXKCUD8eDSk61bL%20un06K5QdWtpuT/wFv8a16njkTy9rZq4zlHZmLqKXxxT/AK8jnotcsZJBHJK1tL/zzuEMZ/Xg/hV+%20N0lXdE6uvqpyKuXFok8ey5ijljJ+7IAw/Ws6Xw3pTyFktzbP/et5Gi/lxW0cTLqiHSoy2uvxJqKq%20NotzEf8AQ9XugP7s6rL+vBpP7P1peP7RtPxtD/8AFVf1mPVEfVk9pr8f8jTsv+PuP8f5VPeafczv%20ceTcRxpOgUho9xGPfIqCy/4+4/x/lWvmnV3JpOyM+LTrj+0o7u4uEfy4mjVUj29SOep9KNb0W21/%20TWsbwyCFnRz5bYOVYMOfqK0KWszRu5na1ottr1gLS8MgiEqSjy2wdyMGH6isrX/AWkeI9Qe8vvtS%20yyQeRIIZyiyLzjcO5BOR/WumooEcte/D3R7+Z5Jmux5lotnIqTYV1UYViMcsOCDSweANNhl81ri/%20mmN1DePJNPuZ5YgQpJx6HkfyrqKKAOYh+HuiQ3tzP5dxJHcLIv2Z52MMfmffKL/CTVNvh5bWGnXa%20aVc3xvboxJ9pnu2Lxxq4O0N12jHTv0zXZ0UAZOv+HLLxJZR2995qmKQSRSwvskiYd1YdKyj8OdGF%20laW0T3sIthIvmRXBDyiT/WB277sc9K6uigDnLXwLpFsjRlZpo3sF05klfIMKkkdAOeetVF8DRadY%20rBpVze+c93DLLcT3TM+xD93PdcZG3jrXXUUAcf8AEDR7nU7exktNJl1CS3lLA2159lmiyMZVzxg8%20gj6Vn+HPh2h8O2cerC4sruKaeVUtbjBjSU8xM38QwBn+dd/iigDnrPwTptiirE1wQunnThukB/dE%20k+nXnrVW8+HGi31vYxSG8QWdsLQNFOUaWL+65H3hXWUUAcnc/DjRLu3sIZTeBbG2NqpScqZIj/C+%20OozzWjpXhSw0e8t7m1acyW9ktim98jy1bcM8dc9626KAGv8A6tvoawh0rdf/AFbfQ1hDpW1LqY1e%20gUUUVsZBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ%20AUUUUAFFFFABRRRQAUUUUAFFFBIVSzEADqT0pDSuFFUJNe0yNypvYmYdQmX/AJZpg122l4toby5P%20/TK2c/zAqHUgupssNVf2WaVFUFutSujts9HnU92umEaj+ZNL/ZV5cn/ia6j5Ufe3swVz7Fzz/Ks5%204mEUXHCy+00vxZZmu7e2B8+4iix/fcCqJ8RaaOk7Mv8AfWJyv/fQGKvQaLpsAH2bTIARz5ki72+u%20TV4wvtGXOPQdK5njJv4UaKjRjvd/18zF/wCEh0nIH9o2/P8At1oI6SoHjZXRuQynINTfZfLBCpGw%20bqNo5rHk0e4s3kfSbn7NuJf7M6boie+B1XPtTWN5f4isN4elPSDs/M06iubmGzgaa5kWONerNVKH%20Wo20H+05o3VVUl0HJyDg49s96t6Zo0t1Omo6sUaVRmGBTlIQe/u3v+VdM6ySXL1MoYZpv2miWnzK%20Ud9e6tcrBpUDwptLPc3UDBQOwUcZzVn/AIRo3AP9p6jc3BPLRo3lx/kvP610BcRDDZ9qpvJI85Cv%20tB6DOK4qlV/aOiM1HSmrfn94+0SOxt1hgREiThUUYAqfz+Adowfeqh81P4gxPY0Ry+YTuAXaPTFQ%20qi2asZtN6louXGcjbnoKRSik7s4B+71FQedK6kRrhTwTilSKZjgSEcc4FHtL/Crhy9yV85YbeSep%207U0gLuHU46jtTRbZzmVhz17VVvpoLFfnkkd2+4i8E+/sPehzkvsjUbuyLmSUz6e/SpkbGSxG0jOe%20grnY/wC0b4boIyEPQqAB/wB9HrUy6Dc3DbrmdUGemS2P6ClGpKXQ0dGMfikas2qWcJ+a4Qkfwp8x%20/Ss651y3MiFIncLn5XIUE+tTQ+H7ZR87SSAerbR+Qq5Hp9vb8wwxr7hRmn77F+6Xmc9DqN9LJ5UC%20gEnoqE5/E4FZx1HVGuShv5YizsMCMbVAOOa6u5URzxSjOf4x7dM1kv4fsTMpladTI5LqJCOc9aLN%20Pc2oYilG6lH9R3hy5u5pLqO9nMrR7GUnHGQTXQQuSSGIyelYUnho2DGbTJJC3Hys/wAwx6H+hoGo%206irBTb5kHfymz+VHNy6MVWMasuan/kdCw3KRVee/tIMedMgbsucn8hWT9j1e/wD+PiUxoezHb/46%20v9TViDw7AnM0jyHuF+Ufpz+tPmk9kZckI/E/uGzeI0VtsEDMfVzt/QZNUdR8VzW9jJssTJO42oiN%20nk9yDzityIWVllY41ix1IQ/zrP1N4r2QBlWSNRgblqXzdxqrSi0+W/zMXwdAmn2b/a5FjuJiMIxx%20hQMD2zXUkAfdOR2PWsM2VvsKqGVj02twPwNNgsblWP2WYBhzgMUz/SlFuPmVUnTrzc72bN7aeoHJ%206nNJggjBGfSslbXWHT5pHCg8kyL/AEFA0K6n5e4Qn/aZmquZvZEeyit5I2BL5xwSGx6UbCOnIrkt%20a0w6ctv50q/OXACnYCQMjJHas+JoEeKRZ2EqOpKiUsPv9vXApX01OiGDVSHMpfgdvPKIQCVJB9Kg%20N76R8fWlfWbQk58xv+AGov7TsDz5En/fH/16Tce5yexqdEW7L/j7T8f5Usj6dZX0sl2yLNdShF35%20O4gDAHp1pLL/AI+4/wAf5VaudJtbyVZJ0Lsjb1yx+U8cj8hXo1dzGg1bUq2NhaabrDQ2q7DJAXYF%20ic/MPWuZ+KN0tv8A2Ek13qNtay3bLObB2WVl2EgDHXnFdtHZRJdfaPnaXZs3M2cLnOKparoaapqW%20lXjzPG2nTNMqqOHJUrg/nWSNG7nm+mXmoRpYCG71Y6U+v28dpJfswmkQqd6nuV3etb0HxEuW1y7s%20JrawOyC5liEFwZGQxZ+WQgbckDOASR3rqdb0OPW305pJni+w3aXQCgHeVz8p9ua56z+G0VnLHjVb%20l4IIriGCFo0xGkwOeQMkgnqfQUyR3hnxrqOsaxZ2uo6VHZw39j9stZEm3kgYzuHbOciqGseKZfDf%20inxJdSM00cNraLBA8u2MSOWGeeFHcn0FdHp/hOHT7/SLpbqR20ywNiqlR84+X5j6H5ag1bwPaaxe%20apcXFzMrX8cKjYADC0RJV1Prk0MDEtfiTdahp0MNjp9tc6zNeNZrHHchoDtXeXDjqu39aZqmveIJ%20NS8LyxaZJBqUxuo3sHn2RuyrgMT3XuM1rP4ASXSoYW1i/Oow3Juo9QyPMVyNpAXoF28Yq1p3gyLT%2059Hm+33VxJppnYvMdxmaUYYk9vUAUAc9d/FGWLQ9LnisrSO+vBMZEurkRRR+U21gGPUk9BVq2+IV%203f6lGbPTov7MXT49QuZpJSHijIbcAP4j8vFWH+G8I02zgtdVu7a6tJJmS6jVdxSVizIQeMe/tWpZ%20eD7Oyv7icyyzxz2KWLxSndlFzyW6knJzQBl6H411K81TT4tX0hLK01dGewlSbexwNwDjsSvNdpXK%20aH4Ch0fU7e6l1O9vo7JWSxguGBW2VuDj1OOM+ldXQAtFFFABRRRQAUUUUANf/Vt9DWEOlbr/AOrb%206GsIdK2pdTGr0CiiitjIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii%20igAooooAKKKKACiiigAooooAKKKo3us2Vj8skoeTHEUfzMfwHT8amUlFXZcKcpu0VcvVWvNQtrBQ%20biUKzfdQfM7fRRyaxZtS1nUjHHY262kUx2pM7bix9Aeg+vP1pZNBhsbSeSUyXWopGzXAdiNgx/rA%20e4HbPX2xXNPE/wAqN1RhDWo7+S/zNJH1XUW/0S2WxgP/AC2ux85+kY/rVqPwzayMsmpzz6g3YSnb%20GPogwK07c/6HAJ2AuGiVm9c45pvnyuoVAQTznqT/AIVy1K38zN4ztpTVv67k0MNrbRBIY4YkHQKo%20Wka7GdsSlz7VGlupO6VgfUev41IyqwxESuR1XjFQueXkS38xPLuJv9Y+xT2WnpbRRc4B92qr9okt%20NyuWck/KW9KtxsjRrITksO9NU49SFO+gruOPlJB7nioSQcdgKdcybcHnGOMVEsiN3HA78VXNG9rj%20sx3I6nPpxTJkHlnvjnpUmCOg6d6CNwxxzTkuZNAnZ3OStriz0e4v9PvJtttkNBFJ825GHzBR1POe%20Kv8Ah66mh0FEMEyBJXSIzKQTHn5ePocfhWtbInmbmUHaOuOc+xovLgyH7OqkAH5iT1NRSnKVNX6G%201eqmmktXYkjczRKxxuPUZ6U2VOQydR+tPiTyvk/M04L+R6cVU4qSszCLsQGb5wzgg9DgZpFVp5N3%20AHT8KUwSNMWdyRjCgelOikIPlvx2rBp3tPYtPqicPn+H5RwFHSokiaKclXIiPVSTUqZJwuAex/pW%20ZqOqlCYLX5pCdpYDO0+g9TW7aiKMHN2RNqGqJZqY0VWmxkKeie7f4VBp+kyXb/atQLNuOdrdX9M+%20g9qm0zRhERcXY3S53BCchT6n1Na9Sk5O8jVyUFyw+8OAPQCmgFuvAJz9aJOgB6E807IIyOlaGIUy%20aQRoSSB7mld9o9zUFxu+ySnbuyuB9KQihFM8kjFhud12AAcfU1amsnmlh+YAIgBf1IqrYuwuU2gb%20iCOe9bFK1yIq6CoUule5eEZyo6+tTU0RorFlUBj1IHWmWOooopgIyh1KsMqeoNZmpSYdYEACqMkA%20d61KzZLGe5leR9qZ6DrUyFIiijWXT5TsG+M5DAc1UBIOQSD7VNJ5kKeSxxn5mAqGoZmy9psoDOru%20xJHyr2960c7FCggHuTWXYwyGQShTsGcmr/mrN90r7gnBq47Fx2I7q3gu8LPBHKAchXXPPtVc6Rpx%204+wwceiAEfjUjXPPlIA7k4AHb8avLGqgcZPrT0ZoqklomZyaXYA/NbKR65Jpw0q0I/497cfVRWjW%20VMt1FMyRlygPBxnilZLoDqS7kll/x9p+P8qdPrSQeY3OxJvJJ8pj83p/9em2X/H2n4/yoS8WO/Ja%20+to7dGdXiYjcXLcHOf0967Kzszmg7IuWt6JrqW3YESxKrMNhAwc45/A1JfahaaZbNcX9zDbQL1km%20cIo/E1n6TI76ne+bdQ3DYUqYuiqS2BXPeKYbO8+IWg22trE+mm2neJJ8eU04x1B4J25xmsou5pF3%20VzsrW8t762S4s5454JBlJImDKw9iKbeahaaekbXt1DbrI4jQyuFDMegGe9cBPcaRpWlz2nhK9vIm%20utX8lorJVYmTGWjiL/IgwOvOKy7S+1nxVaeHdPuNQWN7oX0VxK8Ec2RGdoOCMFscZHqaoo9Yhnju%20IUlhkWSJxuV0OQw9QafXkbeJdWn8G6Qlvf3aX6WdzKy2kcUYZYSVV3ZuFUY5UDJ9q9K8OX0up+G9%20MvZyDNcWscrkDALFQTQBpUUtFACUUtFABRRRQAUUUUAFFFFABRRRQA1/9W30NYQ6Vtzki3kI6hTW%20JW1LqY1QooorYyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK%20KACiiigAooqvfX1vp1sZ7p9iA4GBksfQDuaTaSuyoxcnyxV2WCQoyxAHuazNY1hdOjhWEJLPO+xF%20LZA4yScc1gapcTao8Ul9iC0JPlQHr04LkevpWdNZ2Ttb/ZIofPD4IDEBsnjHU8VwzxV7qB69PLVC%20PPN3fY3ZotRurV5dT1IWsKn57dVCysD0wo559M/4UtrDpemr5gUz3EpBttqDZx0VhgA+5/LmpG8O%203iXSyXl2EdB8nkx8gHqNzdT74qRfD9hkmVJZi3XzJWOfwGK5XKTepyyqpq3T7kI2utHLN5dtHJPM%20pE8bNkKPVQOg/n9aY+ppc2hsnG9pcj7Wr5Ygj7pzjJPT/wCvUkek6jFH5djGkpDHbOW2uo9GzwfT%20+lW59OvlsVtmtbKGBv8AWxvKzlz7EDj3Pel73chTi9OUrxavPO/7u/2LCuGMsI8wjHOG6MBg845p%20THJBZNqK3dy24g28gfJlGR8rL05GcAD9aG8O398kbtJaQGL7gAY7vQMfb6VG/hzV4Z2lENtIrf8A%20LOO4KjPqOOtTHmb5minGGydjoV1zT4pWileSCQDcBPEY9w9iRiufbx6kal/sSgNkqfOBP8qry2+t%20gsLyC780rtWY/vFRT/CduSR/OqNlodxLHKunG1kkVdtwyA5x7DHXHb8+a05mzaj7NJ89n95sL4yW%207heODSpnnjPzIxwo/Pkn8KbH4j1d0VxbWkdqT8spV2XPpniodMsriYNa6e0TCOQvJfpnaoI5jGeW%20PrWrJo9rPbPbxz3Tu+C7eaQn/fPTt0xik1J6mUpwUnyrQzZNe1KZXNzcW8JiPMaW5PHryc89hWvp%20+owzxxC8At5ZxmM78xyH0VvX2OCKoXOm3QwLpFvDCMQyxERyxn3B4bP1rJR57d5CIt9zICJ7WSPj%20b67T29x1rFRTd3qO62Tsdt5DqoO/D9wKgu7kWUJe7kWKPpuY/wAveuZsdU1CK4htYrlZ4W+4ZCRt%204+7v6/QEGpJDd6lM0twsZitiQ8K5I56kMepx34xyOtEmlpAltr4kXDr07LK9lbIkVthpPPyJJV77%20B2x6n0xiriTrIFlU+YrjcCehBrLtLaPUoI5Z1MliM/ZosbQU6Asepz6HjGK1444iUjRWGeAuAMVp%20GbirWMbOTvcuQTCUfvCqmpp50IUITx3AqGKAqP3gI/2c8/jT1jQchV46Zq71JbaGqslqNacEdMn6%20ikkYzD7nPXPNSny442aRgiryWPQCsaa5n1Wf7NaqREevbI9W9B7d6icZWtJmtOPNtsOub+Wbbb2b%207vM43L94+w9B71paXpMdkqyPh58dR0X2H+NTWGmw2CHZ80rD5pD1P09B7VZKf3Tt/lVwg18QTqK3%20LDYdRTUUjqaUsB1NamIjrvGM4pEBTPUj2p9FADCC2eOeg9qS4Oy1kPYKakqCa0SYjcz4zkqDwaQM%20zrR/s8qyyo2wj5SBmrr6nCpwoZ/cCrQUKoVQAo4xQFUdFA+gpWYkrEVvdR3IOwkEdQe1TUgVVOQo%20B9hS1QwoyPUUUm0egoAXIopNi/3RRsX+6KBmcunyS3UjTn5M5yP4qdc2UYlhVPkVjg+n/wCur20j%207rH6HmoriP7Qiox24bLDv+FTYnlRE1kkcqtCXTnorVM8EMpG+LOPalSTnlW44HtUm72JP0p2HZCJ%20GsYwihR7CnU0l+uBj9aAA3O4n9KYClsEAYyaAvqxzQFA6DFLQBnWX/H2n4/yrUMMbcmNCTzyorLs%20v+PtPx/lV+4u/s6yN5TuI1yduMn2HPWuuruY02lHUnWNEJKqoJ9BVLV9E07XrT7LqtnFdQZ3BZB0%20PqD1H4VLHeF5o42gkjMiFgWxgex561R8T6+PDWhy6i1s9z5bIgiRgpYswUcn61kaJ32Gv4S0OTR4%20tKbTLf7DC/mJEAQFb+9kc596ls/DWkafJbPZ2EULWpkMOzP7vzPv4Ge9Zmi+MzfanNp+raVcaPcx%20wfaVFy6lXjBwW3DgYNa6+INJezW7XVLFrVn8sTC4XYW/u7s4z7UxlOXwV4fntra3l0q3eG13+Shz%20hdxyw68gnsa1rO0gsLOG1tYxHBCgSNB0VRwBVWXxBpEGzztUsY/Mj85N9wo3J2Yc8j3qWTVLGJZ2%20kvbZFttvnFpQBFu+7u54z2zQBcoqq2p2SXsdm13brdSLuSEyDew9QuckUl5qljp237deW1tuBYed%20KqZA6nk9qALdFU4NWsLqcQW97bSzGMSiOOVWbYejYB6e9Zur+MtH0nRrnUjeQXMVvIImWCVWO8nA%20Xrwe/wBAaAN6iqEWuaZPcR28Wo2bzyAFI1mUswI3ZAzk8c/Slg1rTbmKeW31C0ljt8+c6TKwjx13%20EHj8aAL1FU7TVbC/kkjsr22uHiALrFKrlQemcHiqV94n0+30bUdQtLi3vhYRtJLHBMrEEDODjoeO%209AGzRXI3Xj2DTYpLnUUt4rVhbCALcqZS0q5O9f4QvXPcAmugXWdOe9SzXULQ3Uih0gEy72UjIIXO%20cYoAvUVSh1nTri4S3hv7SSeQEpGkylmAODgZycEH8qcuq2L37WKXts14gy1uJVMgHuuc0ATXP/Ht%20J/umsWtq4/49pP8AdNYtbUtjGruFFFFbGQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA%20BRVG/wBYtdPYRuzSXDfdgiG52/DtVRJNbvmAUWthGRnJPmPj+WfzrmqYqnTdm9Tqp4SpOPM9F5mz%20RWV/Yd1L/rdYvnPqmEH5Af1psmlajZ/vLfWJmfulyodW/Acj8Kw+vx/ldjX6lHpNX+Zr0VkDUNXi%20H73TIZcfxQ3AH6EUsevLHIsepW0lkWOFdyGjJ9Nw6fjW0MXSnomZywVZK6V/Ro1qKAQQCCCD0I70%20V0nLawUUUUxBWJrdrOt3FfRRG5VY2jMGcFM9XQ9N3bmrOoawltKbW0Q3N8RxEvRPdz2FZZtdSs5R%20JHqTy3BG6VJRuiY9cAdVH0rgxOIp/wAM9TBYecX7R6eT6lvQdatL3UDpcUDSkp5rPIgG1u6kH06V%2006W0UXItYt38J2DIrlI7iw1qZIbyF7LUk5Ug7Hz6o461pW+r3Wk3EVrrEguLadhHDdgBSGx91x/I%20islC0bxd0aVotytFNPs+vmu5umRZFKyKCppiWsCxFFbIJ3Me5HpQfLK7kc4zggilQBnAJ47cUku5%20xWJItqbhEoC5wFHrUdyjOpAycc5qSQCBN65yPfrVRUeVfMaRhuOamb+ykXFdS1bEvCvAAxjinmPp%2014PY1SSM9puP9mpfKk/huuPfNTFzSSaG0rlrcsa/MQv1NZ13bafdSb3tEllP8YGCfqRyakiEMkzI%2026RgM5HSriKhjxGQB6rT9+XkT7pntCwhjghi8mJeBHEMLj6ClB8tcCLaBxxmtBVCDC9RTJFwhO7J%207jtR7OXSQ7rsVGkSQfMGyBwRg1Xlggu0VLqMOg5U9091PUfhVsgE/dBpkzBIHduiKW/IZqXTnfmv%20qF1axzWpaBNZIZreWOWCQ4dHyrvk45YcE88nGTVK4s9asI2/cB4LZ8Dy5twzxwQQMjkcd6nudZ1F%207BJmt7ZrZykqMHK9CDtwc9e3SnS+MoZI7iJrO4V533BCjZB446c9DUxcW29i4q8bdCCDX4onP20X%20tlzzaRuVjOepU9iTzjOK04ljeBRDqc8jXBzCFl3CI+jbgeB69+lU7jxNaXszeZpM0qSRBFUxE9z7%20e9c9MPJuDHpttfWk4jzJEq5DH6H+lXzfMPYRlsdxbX9zY3H2HUWSRkADTopC88Dd6ZPfp64rTuri%20KyQPPlcjp3rzqG6u5LeDfdy+USFl3vu2s2QVJ7ggdfwrVNve3lu0+q3DjTbRQxjbh5U/2T3X3PJ6%20GnzvZBKj7Ozb0J7rUrjXHlEMq21jb/PLKT2/2f7zdvTNdDoay22lhZYmRi5KGQYkdOzOOze1N07S%20lVYJrtEWOHm1tuCIR6k/xN79u3rV98li3OCeKqMbashzcvQlWYAfMaesgZiADxVdU4yeKDtDYOas%20kkkkdXIHTtTTJ03daWNFcHPb3qRFUH5QOlADl5UUtFFABRRSFgO9AC0Um4kHavPvSDLAEnH0oAdS%20FgO4o2jOcc0oAHQYoATePf8AAUbv9k0tHSgBjMQRzjnoOtJmPpyT+NP3r6/lUGxmYAHaDzQBKx8s%20Z3fgaFyDucYPt2pDAjLhhu75NOO5ATnIHrQAoAHQdaWm428qOD1FOBBGQeKACkKg/X1FLRQAUUUU%20AZ1l/wAfafj/ACpurNEouzLdSxt5Q2CMZKHn5h706y/4+4/x/lWua6qyuzCCvEwrJ1fVbR2vZZnN%20uw2kfKR65x1ql8SbOe/8F3FvaxTSSvNDgQqS4HmLkjHoOa6rFFZpWNIrlOA1bwYNC8Paxe2r32va%20nNbCEf2g/nsI9wJVVwM+uO5Fczb6Hc30kkVxYXtxaT67ZzN59l5Ikj8shmKAAKueMdhjNey0Uyjx%20XxxpcenHxKl34fmnecxSWN+kQMVtCoVdu7+DGCNo65q/4pj1GN/FFjBo1/dDVYLSSGeGLdGFRVDZ%20Prx0GTXp2saTba5pVxp18Ga2uFCuFbaSMg9fwq2iCNFReigAUAeRan4f1KX4gyF7O8Zp7yC4t7qK%200RlSNVXOZicoBg5UDmut8WaJHrPjHw+Lux+12UUdy0gePdGG2Dbu7dema7LFFAHjWk+E7q303w8b%20DTJLXUJrTUI55jEyMGKsI/Mbt2xn8KzbbwteT+GtVddGvQ8FrBG8D2CQiSRJAWKKCTIwXd8/cGvd%206MUAeXReHn1eTxZdadpUlncXFlBHpxmh8po1MOGRf7p/hOKzksQ9vqF3pvh+60O0tdDnt7zz4fLE%208pHAA/ixgndXsVV9QsIdT0+4srkMYLiNopApwdpGDg0gPItK0S61SAL4f0K50eSPQ5LeeaRBGtzK%206rt2sD82cE7velXSpLu1vH0bw1e6Qlvos9rdpJBsN1MQNqqB98ggnd3zXr1pbR2dnBbQgiKGNY0B%20OTgDA/lU1MDxzV9BuprfUppdHuLlYl0qQJ9nLMyomJAoPUgcED8asXFve3njC0uE0m6tYo9Xt5US%20LT9qeRsAEjy4JLY42jAXnNet0UAeT6T4aa1fw/fLpcsd8dcna4m8khxETJjcccL932596r6Xod0m%20o6bp48P3UGu2mpm5utYaP93JFuJJ8z+LcpA217BRQBHcf8e0n+6axa2rj/j2k/3TWLW1LYxq7hRR%20RWxkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFBIHUgfWkG4yeeK2haWeRY41GWZjgCsiO61DXG%20VbEfYbN84uJBmRx/sr2z6mtO5sLe+khNzEJfJYsiN93PqR3qSZFiCkNtOeijv7e9eXjMRKMuVbLc%209HCxpxjzWvLz6DbHS7PSIz5MeZW5eaQ5d/csaJJFd8p1bqQP1FOVHupCGcBRzx/nmriRpGuEUD1P%20c1yKMq+2iNJT5XeTuyqjzTkqrqoH93j/AOvT/sgCEkl2PWieFo2M0XGDkj0pDds2BGpMjdj2/wAa%20doq8am4rt6w2FkkiSEdA46KtVrsG5IW5UMjDBVl4x3GKsCLyipZt0mdxyOlNunLKGIA56jv+NY1L%20vffsVB2ehlyeH59Py+j3zQJnPkSjfH+A7fhR5viDODZ2CleoMx+f6elbnlZ5diaR0Cp8o7113qxV%204uyF7VSfvpN+hiCbXpeEsrOH3eUt+gFDWOs3C7Lm/ht0PX7NEdx/FjxW+pBUDcCwAyueRnpn8qZc%20KUALkIFySW4AHrVTdRxvzMmNWKfuxS+RQtdJttKsnjgTluXZjlnJ7k9zUiwpOq70DZ9f8/WrV0pK%20FVILAhioOTj1xSW8WAMfwgAgc7Tjoa550r1VFLQftG4uTepDeaPZahB5E8K4zkMOCp9Qaw72C50e%20ApqAGo6Sx2s0i5kiHqf7wH511Xlv/cb8qzvEcc0nh+5SGIu7oQFPGc11SXIuaOg6FRuShLVP8PTs%20Z0dtqWnYOlXMVxakDbBcknA/2X64+tSNqWuIS02nxyoeiwXHzD8wKyvCfiEaht05rdYTbwgIQ2d2%20ODxjiumrpjRp1o8yJxE6mGqunVim/wBPkYT65rFzCs0GiSMGB/1suD1xjA5/+tTL3UfEItb+xl00%20XQlXbFPbnYqgjkYJycV0FFNYOKWjIWOSd1TX4nGWEFz4PuLe4niFy1zuhEaS4bJIK9fSunuPEl7a%20QSSXGiXCqik7opUkx+FM1O3t0xqUsLSzWUbvGobHbn+VRWGijU7RL261C6E1woY/Z5iqKp6IB7ev%20Ws501TdkdbxEcQlVqL13/AxrSfVIpIP7MuTf6hNGZLyHzAY1XPA/2Tzjj0rubWPyo4yu5GYZaNmy%20AcdM1BpemWmj2a2tmu2MEnLcse/J71ZLqzqFIJzzg9KySMcRVjUfurbqTNKMddre9QnB3d2Jp/JH%20FG7AqjnIVYjlT+VQ3E2wbFXfI3G3r+dJcSLG4SMBpD0x2p1tAIgWY7pT1Pp9KylJyfLEpRS1Zz8+%20lXGkTQMYxf20r7Ps+7DKT9eCccZ44/OjyL69jJkhltIrdhh2k2yKvH7pdp9xlieRW1qRY3umRngt%20PnP4E/0p0y4sdQBOSJhz/wB80U4JXDlvZlWbQNOF9cboHYGEM26aQ7jkjJ5qk3hjS76LT1aIwvIr%20ZkhJV/u9Se/410DH/iYzhl/5dx0HuaghAePTAAMhD/6DWnKikktjkJtAj08+bND59lHI0bvCD5nB%20wCycg/h19KmS4ms7aCd5RPYMc2bA5Ct6H0PbB4/GumKf6HISOftnJB6fOKp32kxnUL6a1mMD+UCY%20lRXjkJBySpGMnHJGM1Dh2CUpPfVEel6otgAJWHkMTvhUEm19x6x+vofat8up+7hgeQRyCK4Ozd7S%20KzuUbcbhBum6+UehQj2IOB36Gt/TplsZo4E3SWeVR8txGzHAZD3UnqP4SfwojLozOS5dVsb8Ui8q%20cZ7CnSLvXAXnsTVWLVLdrkwxo4QSGIy7QE3/AN3/AOv0q63CnnB9a0Bog2tF6ZI6ZpYw7HKkDjnN%20PUqyhmxuApY02ZPr29KBC4f1H1xS4b+9+lLRQBHK8cShpXwCcc1IAB0/SqmppvtMgZKsDRprSGAr%20IGwp+XI7Ur62FfWxbpF4yPQ0tIeGB9eKYxSQOtFDDIxUSIROzmRiGGNh6A+1AEtHXrRRQAUnVz7C%20hieAOppQMDigBk7bYWO7accGo7Mu0RaQk5PGamZFfG4A45GaWq5vdsK2twpMEH5cY9KWipGJlvQf%20nRk/3TS1DNdxW7bZCd2M4ApAShgeM8+lOxUMU0dyhKHOOoPUVMFGOp/OmtQM2y/4+0/H+Va9ZFl/%20x9p+P8qdI0hmlw8nkBz5jhj8nsPb19K6a8rMxg7I1aKz9PZjczgO7whVMbMc56/5zXIfFOSNW0BL%20j7e1tJduJY7AnzXHlnAAHXnFZxd1c0Tud/RXl2h6tqPh7QtQubcTW2nS3scdgNddt6KR852j5m5H%20Cjmrth491zWDocOnWNgLi/Wfz/OLqsflOFJHfkdjzmqGei0V55b+PNdub3TrldNsl0TUdSFlBKXY%20zBdzAkjpztOPTFXoPGt7LaabKbe3ButafTn+9hY1ZxuHP3vlHtQB2tFefeHPiVNrfiiOxe3tRZ3T%20ypB5TsZoimcGUYwAwBxir3iDxH4i07xhp+l6fbaZPb3rgIrM5mVAP3jsAcBRzg0AdnRXAxePdWku%20YtROm2w8OS332FZfMP2gHfsEhHTbu7daE8eas1ymonTbYeHHvvsIl8w/aAd+zzMdNu7t1oA72ivK%20LTU9QudDOg2MX2q+1LUrzDTXDxokUUgLZYfNg8DA9TWvF441W6ttO03StMtF1qSea3mhnkPkw+Rj%20cQRyQcjFAHfllDBSQCegz1pa81tPF0mo3mh6jq+m2qXEUuoKzIzEwCJOdvOCTjBz+GK0NN8aa6um%20T6xrWjwR6SbJr2CS2lyygcqj5/iII6UAd3RXHaB4p1qXW7TT/EWn2lsdRt2uLNraQtgLglHz/Fgj%20kcV2FAC0UUUARXP/AB7Sf7prFrauf+PaT/dNYtbUtjGruFFFFbGQUUUUAFFFFABRRRQAUUUUAFFF%20FABUdzcw2cDTXEixxr1Zjiq1/qcdkRDGpnvHH7q3Tlm9z6D3NLaaMqyC81Vlur3qAR+7i9kX+p5r%20nq11DY6qeHuuapovxZX/ALUu7pGksLLbbqMtcXjeSo+gPJ/SqN/eNqPgyS6njWNyRs2HIJD4UjPY%201peJGebStvlebGJkeVFOWaMHLYHfpWNpduPEF3JfyySSwxzEW0QOEVR0O3/GuCeLvF63uenRoU+V%20VLWSf9L5nTCUrFnI8zaNw9OKfDaFzvnOSe3+f5U+O1WNcsNz+o7fSnqxQ7G6djXNClytOocsprVQ%20I54TGfNi4x1A7e9SxzrJHuJClfvZPSlllSFcsfwHeqLxttMhjCoTxz0/+tVzl7KV4fNCiudWkTNK%209yxSL5U7sabLE1tho24xjJ7fX2qzHIhjXapUDtjpQjqkjsdxGOOM8d6HGMldy1BSadktCCI+YpYE%20Lyc7jSXGGhUDAAPUmo1fMmIhznhTyMc8VJJHcMh3lQDxgYrnTck2aNWkicSswG0Dn6mkcOUJbIHp%20wKrwo0u5VkZQpxgk1L9jBzukY/h/jWyc5xuQ1GL3INtxFfzSxJE6TRIisZguxl3dR171UttPuhpe%20oW000Ze4TbEhl3AMUIPc45rRjto5AWYHJPrSyQQRRlmTOPc81pGc+S9kS1G5mXNhL5jm3naZZI44%202MkxLDGc46ccjrUUOn30B3GSMXBUAym4OGxHtKkD1POfatSC13/Ox2q3RVPam34gt4lPCMTgADJa%20mqlZx5rA4wva5Th0e+8hxJOVC7jComI2sduOh7Yb161Pb2t3Bc3c906eXIjDCyZBbdlTg+30q1bX%20AC7JDtIHG7jisvxDfk2TW1vua4nBjgRerMe/0A71Uq6cNN2VSouVRRMbwxpltcX8+qw3DK6zuvkx%20n5dvbd35611lYfhHSZtJ0p47qLy53lLMMg8DgdK3K9HDQ5KaVjPMqvtMRK0rpaIyta1W40uS08q2%20WWOVyrEtg57KPc9s1esr2G/tlnt2JUnBBGGU9wR2IrP18vdpDpUKr5l6TiR+FQLgnHq3oKfqNhdQ%203Q1HRY1afG2e2Z9qzcYDf7wrKeI9nV5XsVHDwqUY9Ja/P1LOqQvPp0yRPMrgbgIcbmx/DzxzWN4G%20iePU9QRkkURxIpVo/KwST1Xpn3FT/YvEk+yeS7traRNzJbqu7f6Kx6Vp6HbXTXtzqV7ELRpo0jW3%20JycLn5mPryePSs6s41GmjemvY0ZU3JO/bubGxSM45+tNCgfMBgnping7+ucA9KU4OB71ByDSSBUF%20zdCPCRjMrcfSnXc/lAKo3SN90U62tDCd0mGdhlie1ZSk5PliUlZXZFb24iBJO6Q9TU8cZkPHTuaA%20oLdeD3xTZpVCuiEg9Bjj86r3acRayZS1aJk1GylVJJY433OEGSBtIHHfrTBeQz2uoCN85kDYPBA+%20XqDzVuFXLqVBxnqKbd2UN4o875GX7soOCn4+nt0qaUnJNltpaE5cHUZ9pz/o46fU1BCrEaWVwDsP%20Xn+GstEnup5HXfI23cJmlMaOmSBhV5GTnrnitHT9yxaShYttRsljkn5a1AGDCylyM4u+uf8AbFTS%20Ltk1L18kZ/75NRsM2Mv/AF+f+zipJW/e6jxkmFf/AEE0gMjVNHUIpsMxGeMy3EKthZ+FzgHhXx0Y%20d+tc4txeXEY0hibSyEisssnDRqT0Y54zg8c84Ga7eNPPu7HfyghYj3+7XO6/pwhtItWjUyjf5U9v%20/wA9BuIUr/tDPTvUzjZXW5Nk1Z7FvR0kXw3qNpIGWe2YoocEMAOYyc+owc10lvcLd2kcxyu4fMD1%20VuhH51xEl25snle6mju5ESGModwZd2AsgI5xk88HtXSW11DCWglu7driWVn8uN/uk9hnk9M0Kcba%20sTvs9zYOW6gADkZpRu74qmsyL/FkehqY3aYwCM+xpqcX1FZk9FQwnfySTg9KmpgFFRvcxJ1cE+g5%20qFrwNjZGxINS6kV1HystDmmyfc/Gq/m3Dn5ItpznmlK3T9Si0vaLomHKWaT+PnsOKqmG43gmYAn0%20p32RnOZZWb2FHPLpELLuWaKr/Y8fcldaT7GT1mcijml/KFl3Jzy2RyQKdVQ27xBjFKQB1B701Lho%20SRInXuKPaW+JWC3Yu0UyOVZFBDAn2pZY/MjZckZ71ommS7jDdQgkb+ntUoIYAg5Bql9gPPz/AE4q%204qhVCjoBitJqC+FkxcuotV7m0S6IJJVl4yKsUxnWNjvYDPIzWTtbUq1yC2sBbyl95PYDp+dWqr/b%20Ys/xY9cUv22H1P5VCqQ7lKLXQq2X/H2n4/yq+bKMl/vbXbcy7uCaoWX/AB9p+P8AKtbcv94fnXdV%20Sb1MKexFDapA7NHuG7jBPAHtVPU9Eh1PUNMvJZJEfTpjNGq4wxKlcH2wa0QwPQg/ShmC9SB9azSS%20NDK1/wAPx6/Ha7rme1ntJxPBPBt3IwBHRgQeCe1Z+jeBrPRbywuIbq6layE4QSlTu81tzbjjnBrp%20VYNypBHtTqYHnOq+Av7M1vSLzSZNQngXVkna0Mm6G1U5LsF7c4rVi+HFhDrKX6X+oYjvft0VsZQY%20Y3OS2Fx3J+vFdhiigDm9J8EWejaw17b3l+0Ks7QWTzfuIC5yxVfz69M1X1DwGt74nk1yLW9UtLiR%20URkgkULsXHy9M4JGce9dbRQByUfw706PWVvFur77Ktz9rXTzL/o6zdd4X684oX4d6cmsi8F1ffZV%20ufta6eZf9HE2c79v15xXW0hYDqQPrQByU3w8spLFIor6+t7mK6luobuCQJLGZDl1BxjaayvEXhKP%20R9I0uLS7LV7l7WWSQ3dhcKt0Hf7zEkfMG7+mBXoQYHoQaDQBwfg3wSYtJ0ybVY5YJ7aa6lW1dw/y%20TcbZD3O2r2l/DjTdNknEl3f3tu9u1rHb3M26OGJuqqPy6+ldZuABORgd80pYDGSBngUAc34f8D2m%20g6j9t+3X99NHF5FubuXf9nj/ALq8fT8q6WlooAKKKKAI5wWgkA6lTWJW6/8Aq2+hrCHStqXUxq9A%20ooorYyCiiigAooooAKKKKACiimyyxwRNJM6xxqMszHAApDSbdkOrNuL65urtrHSVR5k/107/AHIP%20T6t7UyM3uukGAtZ6Yes2cSzD/ZH8Kn161q2tvBY2ot7OMRRLyTn9Sf61xV8SkrRO6nQVPWer7dvX%20/IjsNOt9Ji2wgy3EnMsz8vI3qT/SpJZSGOcO44POcH/Pak3s5KQA/wC0/T/9Q/U0jBIlCR8yHo2O%20v09BXl1Kjlqbq7d5bleWF7tZIg3LKQSenTvTfC+jyaJoyW07I0xYu5Tpz0rRhCJE3AGT+fFWNvHJ%20AHSt8PSSjz9WTOvKzprYaSFBJ6AZqk80sgBAQKeQCMkU6S7LkxxMAp4Zj6f4UAEAA9hjpUyl7afJ%20F6EJci5mtREVPM3yHcfTPSpVYSPlieegFR1JEvIY8gdq1jh1Fau6JdRsjljNvIGA3p6H+VIR9qmW%20KP5R3Yn86qeIp7kWkNvZuqSTsQ4PXywMsQe2OPf0qLw9ZyQ6KlwJXUyZkQOclV7DdXPOFpWitNy4%201LvXc04VBvX7CMELj8v8akc73x1C9ayNH1Z7u7lUW8kUJUsk+4HzFDbc47ZOa1Y1LMQrbc9qUZ6K%20NgeuqGM+y8EnADna31/zirX86rzxO0R3YO3kAHk/SmRLLKC3nsMenPNaxqcsnFLcHG6vcneNrd8Y%20yKgx9ruMYPlJ+ppk6FMB5GYn8d3602FGlkdC5QqoJI78ketZc8nLkS0KUUo81zQx2rM1W5gsgt1L%20LGjICvzngZ70+fzYmEQkLZ+6c8e1YVha2lxp7anrTrM43LIJv9XDg7SAP6nmuqnOVSXKlawRpRS5%205PTy3HPqWpXaq2n2cjJK4U3Mi4Cg/wAQU8kDrniix8OtHcTTapIs8kcolhulcq4A6g9gPatC01nT%20p71bC0mR2EQZdhG3HTA9/ao7a1PiK4me6cjToJSiQKceeV6sx/u57VuqVKl7+7NPa1bOFuSP4kVx%204kRI/NtbO4uYTIIxMAFRiTj5SeW/CtmsyVl1HxDEkS5tdOjJIAwokb7uB7DP0yKXX5LiHSnkt3ZF%20QgzFOHEf8W33rop1JcrlI5qtGDnCnBWb/pFXxBci7gawsVMt6skZEi/dtm3DBLdj2xV5dQuIIQly%20FkuVdg29gpXaBkEjAyc5Ht61oadDa2VrDHYoqQOAydy5POSe5q3knk7T3ywHX8a5ZtTfNIqUlFKn%20HZfeZB1Z1kVFSKMM3ODl1AdQQw9watafqAvjLlEXZtYFDwQ2eufpUjRQRXHnoAZWyGJbOBnPGemT%20UkKhlk3LhOwHHf8AWsnWV+WO5HLpdk4YKB8vHfFRz3SQpkcufuqagmZrVCQwIJwAD1pI7ZmIlY7X%20PTJJxWcqsn7sVqWord7EJle3mmkZY2kiVWkeSTaBu6KvvjueKuve2ygyb3b73G3P3cZ/nTJNMS5y%200zuuV2MUcrvHo3rUEmlwFnyjEc4CykBc4yQO3QVtHljG1iHdskTVbZyhSRzn+IIcL823k9BzxVY6%20nbtNsRJJWaTawCfMowxyB+FSCygiRl8lgjcnc5Ofm3fzNJDpdkuDEJwwxhhKQRgED9CanmpzdmFm%20iT+0bSMLG0xwU3htpwRjPH51n6lcW8twY51chYQVR0I2sXwSw/Dj8a0DpdkH3eSw4PyhzgZGP5AU%202XSbK4ZWniaZlHLSOW3d/m9eta2SWgk7O4iXtrc6hdbGCFIANrkKep7UllMgbTV3pkoeN3+zT7XR%20rC0jcQWqHfjJk+bp9frSXNjGIXNtBEk64dCqAHcDkf4UtC+ZCNKws5Bj/l7yP++xUsky+fqO7jdC%20v8jUUUyXOkmZc7JLoMM9vnFMu51STUAq7h5Q5H0NS5JblWuXYV23tnjoYGP/AKDWRqomuNHt4rHa%201zHdiRFb7rFXJ2mr8IlmurNfuKIW/wDZabBEkVraFRy11gn15aocnPYHFW1OXuR9oeS4RBJes2L6%202lTAQ9jj0PGPX9a0BBAV0230uCFonuBIlyyco4UtsbGMk4x7DipryNZ/E1/ZSHyRdJGyXHdCo2kD%2065X/ADisdbuSGF4LfKXEEokhiQFvPlXIwo9Dzk9xn61KSizNrmj5o7iye3v7RLhI0xIOmPunuPwN%20SNbQkn5MADtWVZMLY6dJCu1rnKToOhG0nd9QRjPvWy0iAHkHPb1rVwi+gO62IFsoyM5ZT7GnfYk7%20u5HpmntLHbr+8cD2zUL6lAoG0l+ewqPZw7C533J0t4k6IM+p5qTp0pscqTJujYEU6tEktgvcQfea%20loopgMkP3RzknjFPpr/dz6c06gQUH260UUAIBgHPOaR1GwgKOeOlOooGQtaRHoCpH900zyZouYpN%20w/utVmis3Tj00HzMrfajkLIhQ55z0qdpURdzMMH9aHRZF2uMiqbrBCwOx3GcZJ4/+vQo1No6ibit%20WSG4lnbbAuB3Y0qWqqx8zMjn1PFS5xtKqQCOmKeeSpFHs9fe1HzdgCgDGB9AKNi/3V/Kloq7IRnW%20X/H2n4/yp7pFJK8LXfl3MzP5Y2oTgHsCOfxpll/x9p+P8qt/Ys3An2wNIhYo7Idyg9s5rsq7mFPY%20ZZSIL+5gjmEgiVNwwMhuc5wK5X4sQm58P6dALX7WZdSgT7N5mzzs5+Td2z0zXXW1kILue4xGGmA3%20bFxkjPJ/OqviLw5Z+JrCO0vnnRI5VmVoJNjBhnBB/GsjRHmuiXz+BrrxBK2jSaS6WMc8Glm6M8ch%2037PM8zPHJUEelbVx4q8WaKt9YX9vY32pmx+22ptEbAG4KysvU4zkY64rf034faLpyXqutzetexeR%20M95MZWMfXaD2GeaZZ/DjQrSzvLdkubgXaLG8lxOzuqKcqqt/CAeRimM5ux8e61d6GIY5LCXVptRj%20sYnaJ4xFvBJMkbcgjaRxnNT2/jDxBB9qg1FrFrm21m1sGaGM7GR8biMnqc/hW4nw50NNIubFxdym%205lWZ7mSctPvX7rB+2O31rL0f4eQCLxBpmoQ3C6fcXkU1rL5+ZWKqPn3ZJzuz1oAh1rx3qWnnVoYf%20I82PVY7C2domcRq0e8syrksRzwBW1oPim6ufBd3q2p2xW4sRN5gWN4xNsGQwVhkBh605Ph1okemX%20Vii3QjuZ0uC/nnzElUYDq/UH39zWvpWgWOj6R/ZtujPbkNv81i7SFvvFiepOaOgHJ6d4i8Tw6Xc6%20lrD6MlrLp/223kDsogY9FccswwRyO/HesKfxJqGtwRWuossjWetaeY5hbNbmRXJPKMSQMjg9x2Fd%20bafDLw/aQ3kQjuZUuoDb4lnLeVGTnan90ZwfwqaH4f6XC7SNPfzSvPBcPJNPvZ3hzsJJHvgj2FAH%20D23irUND01bHSjElxd6lfymWWCSYKqP90KgJySevQV6HY3F34m8HQTB5tKu7yAFmVfnhb+LAP0OM%201Uuvh7o91ZLblruMpcS3CTRTlJFaQ5cBh/CfSugsrGDTrGGztEEcECBI1HOAKOgHk2l2iX/hjw5o%20t080ljeaxcx3AMhBlCGQgMRzyQDWekZ13R4LXUJp3h0zSL24tWEpB8yOZkR8jqVVQOa9Nm8CaRNo%20K6S32gQpcNcxyLLtkjkZiSVYdPvGo774d6Df6fYWTwzRw2KGKPypSpZDyyse4JGTQBr6Bcy3nh7T%20bmc5lmtYncnuxUE1o0yONYo1jjUKiAKqjoAOgp9DAKKKKAGv/q2+hrCHSt1/9W30NYQ6VtS6mNXo%20FFFFbGQUUUUAFFFFABRRVHUNTFoyQQIZ72XiKBep929FHrUykoq7Lp05VJcsSW+v4bBEMod3kbbH%20FGu55D6AVVt9Pl1G4+061HtjQ5gs+qr6M/8Aeb9BVmz0j7BMbq8m+06hIvzSEcRD+6g7D/JqwZTI%20dqKWJ715WJxTk7RPRp0401aO/f8AyJpJcr852p2UDk/SoMNMBksEJzgc5/xNOWIHc0uXI4wf6/4V%20KeV3swyT0HGK4neeo9ELGm5cL8sefxP+NRuAbyNAMBR2/OrMYxGAfSq8Hz3Ur+mR/n8q3cElFdWZ%20qW7HBQUZMZPUfUVFf34ig2NEQWPXpkd6kncpKBGMucEfWmrFJNKPNIYqeAOg/wAmjnsnT+QcuvOx%20YoopIdoOD7dj/WmxMEk8qZQDwAe1Ptz1ZiMtwBUk8AmTB4YdDWjpKNnT3RMZ82khTEnUjAHvTlRQ%20ABnFVrf99kOTleOtSupjX5GOeBinGrKSvbQHBJ2M/wAS2qyadAzuUVZwpdTyFb5Tj8wc+1Ythe3N%209pcNlbzCOCNCsk54DbeqqfXHftnvTvGMs1u8DvOPLWNnEG4gMw6E468kCoNCshe2cVjJI8dvZOGk%20tWUrIzkZ3E5GBknA9qxnJOV9jO7UrI19BSJ7y98mB4oozGkat/AoXhfbnJ/EVtmMSHBQg9nz1plp%20aRWduIoF2gkseSSSepyala5S2GX+Y9lHWtlGMY3kVG+yIljG8hsnHftULA2k+4D90/UDtTvNuHHy%20RBQe5pGiKMrXTM+f4VPSs2k/4a17msbr4mEIM1w0xHyjhc02BQbqUEnDAg/nSBxbybo9xjPBU9jT%20YpzAGcJukzg5/OsvaKDSlv1L5G07Cz2rIBJkEA49D7Vgx6VqF/d31sQsGnSTCZifvSdCceikityR%20vMQySSMZey7TxVjzETyXSRSu3y2wecHofz/nV03zzdna5UajoxslcyNWsrp5bS5tLO2MttKZDxt3%20cEdQD60trOmj+GgLhgDaxNJIAeHY5OM+mTXQrGS23OKgutKg1O1aK5UGN/bk/X2rbkmleLEq6klG%20a0OX0/wrPNoyX63Lx6tMwuNxZtpJOdrLnB44rX0+7XUdPjmZAC4KyRn+Fhwy/nmtCGRraQQ3Pyjo%20r9sVg2t3FaeJdTspW8lppg8MRBw525LA9OfT2rbC1EnYK/PXjKT3Wq9CbT1Gn3x0mUk2c4MloSfu%20Y5ZM+3UVpRsUn8q4YucfK4/iH+PqKztbDRWkd7ECZLKVZxjuo4Yf98k1tskWoWqyxyDaV3RuDwQR%20U4mna6XqZqXPGNR9dH6jGeHaNsfPcUkUiRsfMOI/5VLYy+fARIoyvBwP1qC/aMRKUcEkkYP0rmaa%20jzpit73KxIEFxMZ3BABwimrfXucepFJtREVVwQoA602SQJGOAWPQVtG1ON2S3zMk8xAMM4w3UEVG%20ZIuSXUAcnNNSHIyfmY9c9qoTql9LHtCtaxzIrkciVs9PcDv7/SknN6gkm7E76rZRIS1zGMdRuGfy%20pbd0vY0mtx+6box4/n0pjW0CpqZWGNcKMbVAx8tTaWn/ABJ49gwrFmHuCxx+lEqfP8RWkVdDxGyj%20iQ+1NYyRj7+RUgOWYAH5TgntTJh8n40p00otomMrvUPKUfNNJhe59KREimAe3l81D911IINJqEH2%20zTpootu6RMLk8H2NVbO2gmSwaNpY1lUiaNJCoLKvcDuDTVOFthq/chksbG2Zoby/faXMnkNJtAJO%20ecc9ar5j2TyWED2iFceYW3RsDkAsOqg889u9accEUGnyLGgUC8/9nHU1PON0mpD+HyRn3+U1aikV%20diWM63MmnSqCA1u3X/gNNj/487T/AK+j/wChNUkMYS7sVjwi/ZzwBwPu1BCCtpa55zddv95qYhmp%20WNte2+pC6gSTYwKkjlTtHQ9RXGX8txomtQ3DSmQWdw0aAklimBjP/ASuPpXdT5Nvqv1H/oIrD8Za%20ejSLfxqvnwRAkH7si7sYb8+DUyVyoL3ifS9as5Jo/MS5GyAJGDbueSSWPT2ArbttQs7m3aaGYSxo%20+1iqn5W9CO1cPYJcwQW1zumhnkHyXMoIRP8AZLjIK/Xr3q7b315b3zLGTFdlg10W+aObtnb0yeOV%20I9DUqfcznFtvldzclUT3JMJZy7dCOlNWIC48uZtgB5JFQjVxJtiAWyaUM32pHHlyKvUIW75xwR61%20p6XcteIVuPKlliVG81cYYMMjjseKrlMuS6uQiWO1m/ceYM9S/T8q04biKbIjfcR14xVeTT4nkLPK%205YnJ5FPgtIrdt0e8sRjJpq4K5Zopnzgseo7DpiokuTI4Cjqew6Vai3sO5NJ90fUU4kDqcfWomix8%20xYnHboKk2KOwpDDcM4zzRn0U0tUp7thJiJhtx2FVCDm7IUpKJc+b0H50fN/s1Vs2mdyzEle+f6Va%20LBRknFEocrsEZXVw+buB+dHPoPzpaKkYnzf7NMaLdjcFwM4GOKkooTsBCwdNgUggHAyOaerFujA/%20hSuAxUHnnNKV5yvB/nQAZYdR+VGfY/lS0UDM6y/4+0/H+Va9ZFl/x9p+P8qmlsjczTOBHuVvlyzD%20JwOuDXVW3MKb0NHIorNtYPKvgkiIWMOSVLEZz6E1oM6oVDMF3HC5OMn0FZpmidx1LXlVj4z1DQfC%20EEyvaTyPcXjM17cNvYJIcIigFmJ9egxzWyPH9/JqM7Rafb/2Xa6fFqFzK0p8xUeMuFA6E5GKYzu6%20K8puPEGvXusQ3Gq2n2COTRLu5ijt7okONoIz6MPX34q9N461axsli0vR7eeO20iDUJWluGGxGUlh%20k5LHjj8c0Aek0ma47x3qck3wxudQtXmgaaGGRTG5V1DMvAI784rl/DWpNofiZ3mPiCysRp808lvr%20EhdpymD+77ZAzmgD1mivOpvHOvmwb7VpMFmdSs5Z9MkWfccqm/D+h28j3GKy7rxZqmn+D/D93qIt%20Hljt/thV71w9yFAC/KoyxIYsc/KCOelAHrOaMivP9Y+IWqWc2ovp+kQXFpYQW91NI8xUiORckAd2%20/wAKLnxSuk6zr81lpiy3001lBCDMw8+SVDt3Z4UAenWgD0CiuLm8X65Z6ZDDeaEia3c3htLeHzf3%20MvG7zN3XaB/KtXwt4gudZW9ttStFtNS0+bybiJH3pyNysp9CDQB0FFFFABRRRQA1/wDVt9DWEOlb%20r/6tvoawh0ral1MavQKKKK2MgooooAKKKoahqMkMq2djD9o1CUZSL+FR/ec9h/OplJRV2aU6cqku%20WI+9vninjtLOIT3svKxk4Cr/AHmPYfzqXTbH+yjPNLMs17cHdPNjhfRV9AKSx05NJSVmnae6nIae%20Z+5HYegHpVmKJ7s4+5EDyT/n/wDVXkYjESqPliehGMaceWO3V9xm17hig4H8RNTKoAEcXA7t6/jS%20SGJHKxsQoGASf88VNHt2fL+IrnpRu7f18iZy7CLCuBkZPvTGUbgE78etS9ajU7ptw7dP8/nW9SEb%20KKREW9xTGy/dfpUFqzBWZASCec/596nnbbA574wKZAVhtQx4HWplBKas7WKTfKR5/wBKLtjOOATj%20t/8ArqzD+7UsTg/0qK0QTSNPK2McKB/P/PvTr1lWMIjA7uT6gUUYP4hVJW0K6L5kmFA9QDVppDLA%20/ljD4I+hqJY/IjWYsCrelWEwwBB4PPFdDV9DGGhUtGUR4UfNnmrJzIygYBByc/lVe4jaCYSpwCfm%20A/z3rJ13Wl01lkiO4mPJz0A9TWEJ8i5ZdDWabfN0Of1q7fWfEYjhfzIwfkjTqdhIU/QsSfoM12tj%20p/2ZpJ7ieS4uJAoZ3wOg6YAHHX865/wvbsIJJJLVLaVkVgQxZjGwJXk9gQePpXRGK4j5jl3+zVnF%20tybkhQgrXuWJ5BBDvPJPRfes9ldpd0jHeefpVoRyzTq86BUToM8E1L5MZcscnnIGa2iueXM9uhd1%20FWHoNsAB6kZyabLs8vdI2AvHApJXSJd79P51BHC923mTcJ/CtVObT5Y7kxV/eYyOE3L7zmOMdCOu%20f896LePzLf5cBgcE+tX8DGAAPQCsyCZ4AflzEDg+1YSjGEk5a3NFJyTsXBAoAyTn60yWySeNkJIz%203IBqVZEdRtYH2zzUgHGa29lTa0RnzSRmqt9akrDKZAgyEbnj/PpVm21cvEpa2YjoTGd2Pw61JPGQ%20FdThhTDbwzrvyIz3GcGpjzQbSY21LcsG4tL9DF5g3H+FhtYfgaytU0x5BDHLPJH5L+ZBPGAShxjk%20HqMHpVloZGOwSLJjnbIAaiaRjmJlI29QCSB+FRUml71rM0p3T913KU+kTSwMJ/EMxJB2iKFVGff1%20HtUPh651Gxt49MurLKQLiK5jPyMB0z6GtQSKiho1UsemYx/jTnF35Rkd9oAyAOKHVlLW9/Q19o+V%20waVn8vyJ7ZRCH85gMnLdhk/5/Wo7uVJZI0QggHcff/PNQvagwJNkyYO5wT/WrkSxFN8KgA+g5+ho%20V5rkWhg7R956jXfecCMDJ9KzpYHXUJvOuJY1ePdB5TbRkD5gfU9D9Ku31wlpCJptwVSPujJ5I7Cq%20813Bdyxrbt5hj3s5CnCDYRz6HPatYRfM+Z3En2Qwx3u2CBbzetymWZ1wyDAzgjqeamt4imnQJGwW%20Nbraq7eB8xqWPZ5unjIz5Jzj6CljG2xhH/T5/wCzmtB6Ec6zoupgNGRtGeCP4e1RJZvb3C2sXmQW%200sQZ0hbdnBxwTyuc84qzdIT/AGoQeAo4/wCA1KR/p8W4cm3PP4imLoZ8FpZ/ZbEBDFvk2uFLJuHP%20XHWmz2zQQ3psrgRRCTaY/vAAgcrzweTV23H+h6aDgjzT/JqSeNPsuonYuRMO3+7SH1Km+LR9TFtG%206rYyqCAX4ifn9Dj86S5urOzuVvLW6SR1Ys9uh3CTIwSMfxY/Ort1CJdQmVUX5YAeR7morDy3/s0B%20VVgpzgY/hqE+V8o7X1HAmSwZ8YVrsEA+7jrU827zdS5A/cr2/wBk1GcCyk/6/P8A2cVLN/rdS/64%20j/0E1YhYwftll82P9HPb/dqCMH7HafN/y9en+01WEAa7sgRkG3b/ANlqCIbbKzA6C6OP++moEJdI%20Db6puY8EdDj+EVR8TL/odyu48WwI56/OKv3IzDqo7Aj/ANBFU/EqD7BdDr/owP8A4+KHsaU/jRZ8%20OYbw7bZfjBBBPbJrO1zR4IvLSOUW1pKxwT92OXt9FfkEeuK0vCoH/CPWxwP4v5mrWsWrXmmyRJGs%20rbkcI2MNtYHHP0pNXRlW0m2u5zFjOl6hjv4kxbgE2sgyJgOAwB/iHQDv3qbw5LDby3Fw0H2W3ugn%202SNI9zMik5DbR9726gYqnqjvb6jFPNb3Fvcqc2+/BxjjlgSD1AJPY49zcsbs2uqW9xI+wXLN9ohU%20fLDI3AdfRSRg571EXZ2ZElF+/wBP1Opt7mC5i8yCRGUcEjsR1B9KgjvGkvSgKmMA4x3rDtrKaK7b%20Bz9oaTI/2lb+oP6VvWtusES7o/3hHJxV6sUrp2JxICwAqrPIbKVSiF0fr7UjectrKX4dDkEDGRUl%20nem5dlKBSBng0+boTdMlSUTQbwrAHsRiqjXkuGUkA56jtV9/uH34qhdxushdgME4BFb0Um7MmpdL%20QjM0hBBdiD15qOipY44zt3SAZ7Yrr0iYasbEHdwqFh9O1XIbZxJvmbcV+6M5pXniiRvLC7gcYFQp%20eTMwUKGPoBWEnKa0VjVKMdy9RSLnHzAA+gpa5TYKRiFGT0paKAGB1Z+oxjin01x0bHQ0ydXdSkbb%20WI4JHFABG3ytKxwCT36Cs6a8Hmt5bEp2NQuLiSUxNuZl42joKcLCc9l/Opc23oRdlmy/4+0/H+VW%20JrQy3aStHITFIZEKSYB+UDkd6pK7IwZTgjuKf9qn/wCerV3zpuTMoySVmWobRhq8l4Udd8QQ5fIy%20D2Haqfibw0niOC1AvLiyubSXzoLiAjcjYwevqDTvtU//AD1aj7VP/wA9WqVRaKVRIxZfhraC0s4L%20PUby18i1ltJJF2M0ySHL5JHBJycj1q9pvgm0sBdrLPJcR3VhDYyI6gApGhXPHcg1c+1T/wDPVqPt%20U/8Az1aj2TH7VGDZ/DSO2lLza3qN1iylsYxOVYRxOuAB9P1q+vga3W2u4ftk2LnS49MY7RwqAgN9%20eav/AGqf/nq1H2qf/nq1HsmHtUM1TwxFqnhEaC9zJHEIo4hMoG75MYOOn8NZ1h4CWPURd6xrF/rD%20JDJDGlyQFRXGH4HqOK1PtU//AD1am+dJ/wA9H/76p+yYvaoy9N+HVrZT7rnUr++iigkt7SKdwRbR%20uNpC++OM1UPwwQ2Udv8A27f8WbWDuVQl4CcqnI4wfTqOK3/Ok/56P/30aPNk/wCej/8AfRo9k+4e%201RRl8CW81lq1s17NjUrWC2dgo+QRLtBHuaS88BWl9/aRku7hXvTbujphWgeFcIyn1q/50n/PR/8A%20vo0edJ/z0f8A76NHsn3D2qMv/hX0D6ObabVdRlvvtX2xNQaT96kuMAqOgGOMd61/DnhyHw7azotx%20Pd3NzKZri5nOXlbpz7ADAFILmYcCVvzo+1T/APPVqPZMftEbNFY32qf/AJ6tR9qn/wCerUvZMPao%202aKxvtU//PVqPtU//PVqPZMPao2H+430NYQqU3Mx6ytUVaQi4mc5cwUUUVoQFFFZXiHVBp9g6RSO%20t5KjeQEjLkkdeKmUlFczNKVKVWahHdk2q6oNNWJEgknuLglIYkH3m9z2FVPD51GK81SfUrZYHndN%20rK27IAxhT6f4mk07Sp7bUF1G9ujcSSQKiq6Deh7jP581twwmch5fudh6149fESrS5IHqqNOhBxWt%2093/kNVGnUsR8g6EdvpU0kreSERQFUD5VqwBxxjA/So3j/iXsegrN0ORXXzOdz5tCCK3LYeUfRalZ%20NvzLxjt6U5ZAwJbAPWm5MjYHC1pJwcUlv0IimmBZnIXAHGaeqhRx+dMaPHKk05H3dev86Kekvf3H%20LbQhvCdiIOrH/P8AOmuPPmEK/cTr/n9KZcyYuQQeV6fzqzbQiKDceCeTz0rO/tKjXQ0+GCYSqykt%20EeoGQR0xTF2TRqXRiw6kDP600yvcSFYG2qOrU17SWGJmjkZmU/dGa29rp7sboy9nrqx0sf7vCMBC%20o6se5qKG9MAKque/Wq95eCIIk7CJWb+JsZY/WoHlj/fxz3AhMce5kThkUjhqhylJ+7sZzlGno9WX%20Z7ksoMxIj7KBXM6/pc3m3N35gmiLIXBbHygj5fTHfP1rSc2xisW+2SYJxH8w/f8AsT3qzptxD9on%20Eji4WMlSmPut/dP0rKcVvfXuEKrqPlktCLTnhGpzPb3HmxmALIAPlifdkIvtgn/JrbW6hACs+0r1%204pq2mmJA5toYYmc7iqjb830qVEXygSqnI7itI8zn7rWxskox1E+1Qkna/wChpGuowvy5c+gGP1qX%207PDgloUI9cVUt4kmnaQRjyxwABjNOcqqstNRxUHqOgjNywlmII7J2xVs+5qBUEjtt+VRTisq8qd1%20FKTitV8xS1JMAnPPFVtvl323+GUdKlE+BhlINMulEsRZcZTkEU5yUldboIqzs+oGzhboCD7Gk+yS%20KMJcEA+tTRP5sauCOev1pfx4punFq8UJzktCubMnrM7H61AlsJnk5C46f/X9qu3EwihzjnoPc0Wc%20XlQgMBknJ+tZulFzSS9S1OXK2UG3QyKYkZWDbWUnO0/4GnGSdZfNYGOX0C9e1SzW++9UuzEMm5if%20Y9Kszr50DjGTjK1dSh7vuuwoVNdSKBI7dd5xJIeuOakws8RHVSORUNqY5IVJ5boQTUjRbWyh2kdj%20Sg3yaJWFLfzI3t3hw9u7bu4J61DHP5LmRBhScPH/AIVbWYr98YI9qiEKzSeY68Z6etZyim17MuMv%205ihr9+iaLOVyWQAqD65rJm8Q6iHmdra3UyQBiMnhef15rpdWsYNQ0ya2XEfmDAIX7p9a59/CV0w3%20f2mrllIO+Lse3WtVFp2b1OjDzoKPvo0bDUbe4OnkzRLJ5RDLu+6cCrUcm2whxgj7XnP/AAM1iv4c%20e3WDzZlMalY2K8nkgZweO/SkbRrq2hWS1uQR5+0KCVOQxA9q0ScRclKT92R0E0qlNUzwSg/9Bqxk%20HU7fkY+zn+YrlZdR1CzF2l3HuDgKzOuO3HzDitG0121kvY2mBhAiK5fkHkdxTuiZYeaV1qvI0oP+%20PTTf+up/k1E//HpqP/XYf+y1Bayg2WnMjKyiU9Dns1SyNus9ROMfvh/7LTMWtSxK+NSmAGSbYfzN%20U0QrHpksZw+w5H/AavMP+Jlcf9ew/marpjytLyMjYf8A0GlKN1YE/wCvkRLKJLGTjk3Y4/4GKnlU%20ibUc84hH4fKaplWjtZJVHym7+YD/AHxV2Z8y6iVBIMCn/wAdNTFvZ7ja7Do2Iu7H5W/1Dcf981BG%20/wDodr7XX/szVOj4u7I4P+oP/stQoAbO0/6+j/6E1WSE6nyNUJJzkcD/AHRVfxGN1pdD/p1H/oYq%20zcNiDVAxAOR/6CKq+IXBt7nbz/oo5/4GKC6fxom8JnPh23/4F/OtisXwmxPh23wM4LfzrZ+b1X8q%20FsRW/iS9SjrdlHeaXPujZ5I42aPacNnHQH36YrkdLVJIm0mS5WWG6AIvPRiOn1I6Dt9a72uK1/T4%20ob+c6bFsiiAkvYwwCndyCq9j0z0GD61E11Ija9n1Jra4na18mZnkm06QrPIjbRLucYKt7rnPoc1u%20aa8fnXPkeaYF2FUYklCQc9eR9K58ahLFptzNbWyy2t6FhgLSYYMFxs2gEnnOP1rdsb4Pqk0YVGed%20tz7JAzREKBhgO3HB963jrCxi372pozw/aItm4pnnio7axS2cuGLNjFWaBnHPX2rOyNLCHllH41Dc%20NASBK3I5wKmHOT61F9khyTtznnrVwaTuxSu9jPkKmRin3SeKbWiLOMSFsZUjhfSq8tm6v+7BZT3z%20XXGrF6GDpyQxLcyR7kZSf7vekjmktyQB/wABIpvzwyd1ZTV8IlxGW4y4AJ64pTly/Fqgir7bjreQ%20ywhiQW74qSqH2WdN2wn8D1qzFJtKxMhRjyO4/OsJwW8Waxk9mTUUUVkaBx09aYEGMY6cHFPpOj/W%20gQ0RKDleD1/Ggx5OSxzT6KAMeiiivTOMKKKKACiiigAooooAKKKKACiiigAooo6DPQDvQAUVn3Gv%20afbsU8/zZB/BCN5/Tiq0etzoIbi9gghsZ3MYkSXeYm7CTHAz9eKydaCdrnTHCVpLmsbNFZ19f3P2%20+Gz0uGOacjfKJCQsadiSPU9KadUvbcA3mjXaAY3PCVkUe/Bzj8KTrQTs2CwlRxTXXz1NOis1dZgu%200nit3aG5WMuguYzGP97nqBWRo2vSxXt5Hq+o28iRRK4ZWUgnvjHX6UOtFNLuXHA1ZRlLqunU6miu%20du/Ess1xFHo8Xn7U8y4jeNvMRdwGMeuMmrtrca9NArvpMP7z5kJn2bQegYEZzS+sQvYHgaqipSsv%20matVr3UYLAJ5u9pJDiOKNSzufYCqcd3rNzc/ZY9NS3kVdzyzuWj9tpHX6cVU1hdVjtGM9g0lzbnz%20YLu0IwCPVScgY4I5qZ4iNvdLpYJ86U7feXf7aaO5gjvLC4tIp2KxyzFQN2M4IB4qPV9l5c6ZbxFf%20MkmEyzKeY0TliD79Pxq+l/ZaxpULvBFcwzKGZHAIB7j6iq9noVtYSNJbQPFvG0F2LbUz0XPQewrj%20qYz3XHc6I0qdOXNblaNCBDcu8jf6vdkL61c2/KDkY6UiIscaqvCj2p37zJ2mMA/jU04ci8zmnK7E%20C56Cl28Hg5prowGWlPPpTPLBGSWP1NW5Jbkj2gRl3bwG7jjFNDIoAyAB6U5IFc4A+pqyI4ogOFH1%20qYqN7pBdsgADqSjE45PFQyJgFhxjk1ZmuEXaqsAT71VeV1jdyoGOmT1NKpytO4472RUVfMvBu7ty%20e3r/AEFTaluMUSKcB3ClqitoluAw5+Ucf1qS7jC2sUWeA/WuWmmqTl3NavvS5UQW9vqEMUyW0dv5%20yOQvzHay543Hs2PSre2a4ZWl2xwR/fdJCA3qB9PWqh0hlsbi0W4cQzOXkbe24854/u/hVVbmKPWI%203eO4wlso2EkxkDPX3+tdWyOBu2jJRFf/AGeCea3swUm3FWyQV5w3ru6YFSXM9yLu7eW1tiWjCwKf%20vFsfxdiKz40iCRb3nEIkLxK7sSDz1P8ASpprDzLiZgZCZowhO8nAx2HrRchO+xJIJZZLMLBbC4Yn%20zyc7Yxj+CmWE0On6ncwalJbQlifLJON4z1PvUK2aiext/wDShIkpUSJuODj+I/Ss67SIyahExmWP%205/Nkc9GBPIPZfpUT1tcqMmveOwktoGPypj3U1BNb+RHvhaUHPY5p+mTfaNMt3YAsyLz+AqxhlYjO%20CPeq9lB9DsVSVtyjI9yIQWl3BxinRSyW8QUwnA7ipbwfuc7geRTlYi1U88qBWLi4yeuyNE7xV0Mh%20u4kysmd2eTUyzRPysgz6E0CJWjQEAn6Zphs4GJ+QAH+7xWkFUjFWsS3FsnbDDBwwNVLoLEo2Z3Mc%20BetL9iVRlJHQ/XNRxowvkV33lRkMampd6NbjiktUyVA9vEEZRt68dvxqbepUsMBe/tT8Z4/T1qnO%20u+YQxck/e5qnektNUJe+9QhU3U5lb/Vp90etXD3Hp1qGOTyAEddoHcVIpz82c8daqja3n1FO4jq3%20nxyDkrkc+9KCOB6etKy5UikijLxjJG/oea2IIpLOJyWIKnvg1Uubg6XEZp5M26/eJGSK0ijqMEHm%20sbXbmBrO7s5IZ5iI8yiJf9WD0JJ4FYzppLmjoyvaaali01CLVIS9usihXKkSLtYEe34irPzQnnlD%206dqzfDkkUtpKytMbgsDOsxG8HAC9OMYA6Vr7QynPSoUHJc99QT6MSQDyWxznHOKEx5Q55x0qN0Mc%20eWkCxZ6scClVX2ja4II4PampSUrtD0ta4TwJcxNFICUbGcHB/OoRpNkBg26tzn5iW5/Gp/LkZcs2%20B6UhhAPDGr55PaItupnXsL6dZXUkbNLbyJtkjkOSvYEE9cehp39hadNeRRrB5WYSSYztJORzU15A%2095bS2u8qZFI3YziktrtxqqRXcXlzRwkMB0PI5B7ikqie6NoyktnqY/8AYVzbxWs9lOS7udoHysDz%2036HpTBq9zbC5t76I72fLHG1u3boenat+1lEltp4UjiX8ejVHfxQy298s0e/M3GRkDhfyq0r/AAm3%20t76VFf8AMs215BfXk8tvIHX7OM+oOT1Hai3+7pX+4f8A0GsW90Oez1CSTS5JCUiD7d3zAZPAPf6G%20naTrqyy2MN0FjaPKh84B+XGDnoaLkuimuam7r8TUlG7TplHU3f8A7OKbGA41A/3Yh/6CaV2JspDj%20j7ZnP/AxSBljn1RM8eUMe/BqZaTTMlsWolAvbLAH+oP/ALLUMf8Ax52n/X0f/QmqWFg19ZD0tz/7%20LUUf/Hnaf9fR/wDQmqyRbj/Uar9R/wCgiqWvD/RrrA4+zD/0MVduP9Rqv1H/AKCKp+JGRLafOAWt%201UfXeKGaUvjX9diTwlkeHbcjHVuPxra3eoIrI8KKU8N2u7jdubn0ya05LqKP+LJ9BzTjFvYyrSXO%20yWsDX9HZ4nuLEyGZpRJLEZgEfC4OQ3HQDitdriAAkMfoM1FPZC6SXDPG7rtGegFEotLVGSabPNIN%20QvLmFpJFjYLJjyWyPmAwWUg9ccE/hXS+G5pNLkgeaGF0vysIFuApgKlsBl7jnr1zWDNZ21ndlbC/%20edQBsdWyiMS24H0HHTvXS6daRwajbWA8554c3N0x+YO2MIf/AB79OaygtbHRiJ05RUo73OsPHWgn%20AJpgQrtPUjrk04nIIwcmtTAF4UfSlpBuwBgfnSFwvLDFADqKhhZiDjBGe9TUAZ95j7QcDHAqWwB2%20ue2aI7fzXd5Tu+bg+tTGERDdCNpA6etdEprl5DJRfNzEtJtG4t3IxSghgCOhornNQooooAKQjIpa%20KAEzg4bj0PrS0hVSckZNMJdDhRkDpQBl0UUV6ZxhRRRQAUUUUAFFFFABRRRQAUUUp45PA9TSGlfY%20pX97JBJDbWsay3dwTsVzhVA6sx9BXG61qDT+YHvGuEQ7WmOVhLd1jjH3vqav6pHqEmr3drHLEvmL%20vmu2fAht+yY/h79Otc6+mSX5/wBBSWaKJimUQ7dueCF7E56fjxXl4mtJto+ny/DUaUVOb6Xv/X5G%20dJPLMSqvIU7L0H5Diun8PyXt14U1DSrNo0kaQH5sfMp4Yex461Y8O+F5bhiZLQnaSssN0pWND793%20Pt0rroNNOkusrTmaYx+SgEaogXOeg6/ia5405b3JxecRqe7Th7qd7vyMXwq09gLqHULaUXQKhpy2%205XAGAAe2PStiTxDp8NwYZJwsiDLKOSv1x0rShjIX5iSxOScVhyaPc20zpp1zFCzyNIGeLcyZOScg%208j2NaOM49Tyq9dVJc/LuY3iO9XVLuJ7W4tZbeKJ12GYK5ZuCM/Tt61P4ORIbGaKSx86CJw0Uk8O1%20wSMsOh6HvVmHSrq5tZYLnyrXzOJo4wJGYA8tuPCk/n+NdBHNIhKxkFcYHy/0rNuS1bN4YyTpey5d%20CQXVs7CUEJIV5yOf/r0176Fem5iPw9u9NNopTDdT1HbNAUwcNEuPUCjnqrfQxtBiSXi7gNrKMKxJ%20I4zwOM5PSo3d5GCi5RQyggH5Tzj29x3q2pheUyBf3jKASeuBnp+dV2tIg5VS6syFF3HIXIA/pW75%20JJXZmm09EQWOn2Wns62yxI8hLFUzgnvjt2q1IwKAN9TzT/s1vDOjszkpgKN2R02/ypsq7bobSNhA%204I6de/5VNSKhT5UPmc5czYquSgLHBwM5pp2hgxfCgdM1K9qp2g7iT29aRbRQcdD/AHewqrGbuAA9%20c5qQQEEZPB/SmwwCKQkNknnJ7Uy5vWiCooDuw6elKSUVeQ4xctCZp1tztwT9OpqPIdiWyfaqyXRO%204XAw49BTWunYZijXAz3zUOtC25oqcrlmUIuGmCgJ3xmqjK91KSA/lA9fQf5/Kn7JbhgZGwg5woxz%20/nvSwSvC32eT7pPyms+bntf4S0uW9twsx+9m4wAcD86LvDvFGOW3Z4plvKsKTMcdeB6nmpLaI5M0%20ud7foKcPeioIJaPmZVu0d4ru4E1vEUYLGZRlRjA+b684HvUEqXI1IPcSQFWQMIE++Se454FXNRit%204knaSyN4JkBEC8mRgQD+mD+FVbpV+3oi2Dm6MCnzwvywrkjZx0x7Vs0ee1bczzLc+VGPtdq0rybS%202PlKc8D3q4lxd75obe4gUomSWONvHVvSrR020ul8lWX938wV0xyO4pk2lxWltPdGNZhJEVkKjDuM%20fdz6HpSSZPK9+gpln8u0hS8ttpf/AEh848/jJ28/rWHqWZDctLdQrGW2xqnA2bgMN7gGrzoqrp8s%20mmMsIbKrsH7k46kdB7VWea3OrNLJYSQBmcqQBktx8+fT1J4FTPVopO50cMUccKLavthUYTYQRj2N%20ShJFP7w5B5HHP51m6M3kWr2b7PtEEjb0TgYZiwYD+6Qf51rGRioHp3rZWOhaor3I/cN+H86auDaR%209SMc06choXUHJI6U2GTFsY9p3Hj9a5qrXM1fobRvy/MkDTAA8EYo88r95CKdESE2sCMHHIxTwfTN%20aRjKyaZDaI/tCEZ5z9KrQP8AvWmkHzHgLVt4ldWGOWHXHSobJl8kqwUMhwT3qJKbmk2WmuVscZpC%20jFEPAznFVYJEQE+YwLda1YnUoRktnqAM1jGB/tEsaIflPQ0Tg+ZXdxc3uuxo/Z0Cq4csCOCDim+W%20yfNE2fY1DaxzedGJA/lqcgehq80TsxIG1T+daKlF9LEKbZX+0bvlwA3fPQVaiZQAm38fWoTbDywc%20ZHXI6iolLwsCPmUdjT5pQ31Q7J7F5wVXjkf3TXLamDFqd5KvmQ3ThGs90e6OVwuCvueOAcY6iumj%20nSZDz83oarX9rHfWklvISu8fKwPKnqGHuDzVKSktCJROOe+a0eHWY3jkl87yLiFSVUIeh74HzAnP%20Q5rdluNVe4FtbyaeskoBRwGdVGM9emfQd+tc5ftFb6HcRRx7NSEolu3X+IBvmyPwyB36jvWw1/Fc%20WsdtowDxXUuyVpGx5UmCeCOc8Hp7YrOLtJkXdh0unwXMku5XuFUbbySY73jPfZ2HvgYHbmmRK1ht%20uLHYtugO0BiFul9h0Vh2P8VWpNEmNqT9ula6VNq7cJEQOdpUdQT1zzzVWW5EN0sWo2csULsfLgQ7%20kLAZ3IR1PtgY61Uk9xPQ1brUYxok99A5K+USjBckN0Ax657VW0qS+tZIrXUJVmFxEZonJBcEYypI%2069etRfYlDAzbvtVywkhSOTEc2OQHA4J7k9+3pSXJEVzbJAN+oyXKl4z1hOfmI/2NpbjvnNVfqO73%20NidHjia4QElFJwO/pUGmx+beW9zNJ5rzWxb/AGVBI4A/zmr9xJDBFIWBJAPyDkmszQjhbTLqw8h8%20bTnaN/Cn3A4qVZTdjoWwJADb6eYztYyHHb+9RJOVtb9JgQxmHP8A3zU0XNppoH/PU8+n3qWdQbLU%20Qwz++HX/AIDQ4W1iXfuWCc6hOcjH2cYI+prJvNIiv7fT9u2Od4yPMx1wvQ+oq/JZKb+dQxC+QDj8%20TUEVuMaYCzkFCcf8Bpc0uw4ScXeLObj1fUNPiubMxxyx28oY7mJ2nPQHuK0dP1Sa/v79LiFI2+zb%20sRtnjH/16iu9Alne5niuwkb3O0xlffHPrVX7Pc+HtQnMjLKHiEecY3AjgD0PHSk02tTvfsakXy25%20jroBi8suesB/9lqKP/jztP8Ar6P/AKE1LZXMV1NYywuHXyGBx1B+Xgj1psfNlZ/9fX/szVqec1bf%20+tx1zn7PquPUf+gisLxg/n3traRHMjoBj3JwP6mty6YJbaszcBcE/wDfIrE0KJtX8RS6lMPkgOFz%20/eI4H4D+dDNaXu3qPobclvHaRQW8RO2KMLj6VPHZgopdmBNTXULTKoUDIOcmnpIH+Rxtfupro52o%20LlODlvJtjBZQj+En6mrA6imbT0DHHuKNi98n6msXJvc0SS2ONmtvOs7qCwVmmhnkNwhGRs3HBXPf%20B4Ap1ikGq2qIziOKAgLehyJA3XbuHOD3J+nWrsCNLNdQyE20KXku26U45Jzs+h7n8OtZdzF9iuWu%200gC2ZIE1r/DKD3A/unt6nrWLVnccLSjyG5Z6jdWzhbk+bbF1QNIcSLuOA2f4kJwOefrW7XLX2y90%20tZpGd0df9AIOWV+oVv8AayMc9Oh55rU/t9TMIRp9+Zym8x+UAcevJ6dq0TITtozVpGG4Ae/NUbDU%2001J5ovIkiMaqxDMpJDZx0JwflPBq1OrGAhGx/hTWo76Di0aSgEgOelOZQ6lW6GoBZIWy7s/1qwOB%20iqlZbMFfqAGAAOgoooqRlK5vHtmZRD1PDE8GksLx7iR0kxnGRgVddFkQqwBB7GsAM0Mh2MVYEjIq%20G2mS20zoKKx11K4Ucsp+op41WUH5kQj8qfMg5katFRQTrcxbkJHY56in7SPuk/QmqKHUUmW/uj86%20UHIB9aAMeiiivTOMKKKKACiiigAooooAKiubu3so/Mup44U9XbGapPfT6hcNa6RsYocTXTDMcXsP%207ze1S/2bp+khbi733l5IdiPNh3kb0UdB+HSuaddLSJ1xw6ir1Xby6mHrfid5IRBpEc5aRGdpvLK4%20UDnbn+faszTNJ0+5sgdS1meFxy9u8oTaevc8g9c1r6lqMerXAtr+zURWx/fSQyHNtnjDNwCDnova%20o7+ztkuriHVHmS3hdUjKKCpQj5AeMhRg5OexrhdWU5Xav+R6MMXRpUVCmnF9e/3sq3+qaXcfZo9P%20tnuZYFCrNKGCKo6Fh/GB154rsdE0MaTaLmX7Q7MZCQAFy3JwKyNOsbK8iukkjkgskkVJLVDkzHAI%20Z3PJBzwBjtXVWs8EiCOAbVjUALjGB0FHxu8jmliXKPJHSP4k4IYA1neYyXpW4+833cfwitBSSTn1%206VFcqpQEgE569/wrTqc7RXkgkc5WUhfTOOKf5SJGjBfmI2k+tNubyC1j3zNxkBVHJc+gHc0+1vY5%2094CskicvE4w6fUf16Umrjt1G3aQwW7H5UCjc7njj3NZn2uW8t0e3byLbzVjaXo7gnB2j+Ee55rVm%20BdfmA2MCHBGcgjpXP3MP2JorQbjE8oaFj9clT9O3tWcvdfMaQs1Y1bGdd8lo7l5YMfMTzIh+6317%20H6Vd7nPQdq56OZodZSUchsRHj1AIH6V0H8OB0PNaLVClGxEYo5BkEcnqKbhoXDDkH+I9f/11IqLG%20zFEHPUCnHvu5DdcVnOknqtGJSJERE5CqeN24+lQgNdybmz5a9MVGXaJGj5KuOKabyJIUVSztjoOA%20DWTqqbtLQpQa2J/siZIy4/DpURuhbMyO4kUd1PSmKbu4BVB5at3PFSJbw27CPAaQ9yOT9KLXd6as%20PRfEQPeXDRsyR7UPfH8qW3t/KBdstI3Y9qszM6xhVySTjB6CgLwADk9a2jT+1J3ZDn0RBPAJlGQA%20QeT7VDGpUHjjPBFXDnNLtUghunTFE6akrDjNoauAo29O1RXUatCWJwV5BpVPlEhzheuTUR3Xj45W%20FTyfWolNSjy217DimncZawpK5LHJQA4PerzMWOT1qrcxi3UXEZCbPvc4GPX6etZsmvi6KnTkEltz%205k+7gY7DHbPGf/10qKVP3XuKtPTmJ9VvI2gljjvPs7REbplbmM/0qC1gdrlpIb2UkoAOfldhyWNV%20WjuPss6La2/mu25VLcMCcjd6HH1rTtkjt7AzyN93KgL0J+v+elXe71OFPmldla5gst8EbajJGiON%20zs/Lvz8uTT7mWFp54J75o4Ui3BCeYuOH9T7UQWd2beK5mtLY/v8AcY5W6L/e6demBU99DcSz3by2%20lvh4gLcE/PI2OjD0/lTSBLTYhk8qWKwaTVJDubEQDKTcHHAJ6ZrGvby6TUJZLO6jlu1Zv3U4LKMt%20jYPoa1itxp6W7tbWrTjPmAtxCuOq8VW0+JNQu4LdFWTY7Xc7AYZH+6oz+OfwqJK7sWk2aGn6H/Zz%20NM0hmu5OHmb652qOy+1aZtMRhnY7j2qS3hnjXa7KQPuk8kVXu7gpIIYmYynjjt7D3olGEVeR1QTe%20iIbgoP3Ua5c8HJqeIpBCql1Jxk7eaSK1EI/eKC/fPP5VIVKn2IyBTp07PmZU5aWQhl3YO1298f40%20oSTAcjavuc05Cq8sCT2FTrKHH3Tjv6VsZjPs5JG6RsHsBiqEyrbXgfBMb8HPP+f/ANdajOB16eoq%20tIokDK3Kt61E48y03Ki7PUA7bRsPyn071Ut8vPNJycnGaCHsnAYkwMeCexoUm2vBsb5JewrJzu03%200LUbJ2LCSqsyrvAbPQ1cDEDL4FUvISSZXYZYVYcE91+ma6DJCzAZxnHc1DjJ+UH8Kdgn5V+tTxqq%20ggdR1oAqGzdnLNtRR6ck/Wo7iR7KFpZCDGgLFsZ4FXpHZOTjb3rG127FxA1latu4zMV52L/TPSsZ%20xS1WjNIXbsZ+qfa72VXltdkYhPnKrAu8LHkAY6jGfzqnaQ21lcw3Mv8AqwSLXUB8qyDGP3g9ecBj%201rpWOy9dmGFS3/8AZqxoLOCCOwmuC72TncYD9xJeoc/7Pt0B5pumnuKS6xHajr0tpdCD91AVTczS%20qTv9AgyM9OfqKg1fUnurCKGaAwtIwbfGwcORjAjYc5JI54I5rQ1SNJ7po7lVZURDErDIOWwx/l+B%2096rLo9uniB3soRFHBGDgcIJO3HTOM/nRaSXcTp8yvexFNeSeWILVnTUbt0SWCVAHh55Kg5+XGen1%209a2LPTo7DzJXme4unBDXEmNxHoAOlSRXQSUGaMLKo278c4+vpVWPV7G6lKfbYQVJG1m2+3f+dL2i%20a93cn2fK/eL0aggu4yx6VTufsUV3vW5S0vMcsrgFh/tA8GrVxeQ2sSPKxKHhNils4GTjHtVSyi83%20VJpXhZRKCwEi4JUbQOPwrSMeVFrXUSJ57WbT4JDHLCZfkmTg5weCP8KsXTqllqRY4HnDn/vmqtpZ%202yDTp44lSTzCCV4zkN26VZuolez1APlts4IBPstMsdZfNc3BO/mHhifvcmltuF0znnYef+AVYIxq%20Mwxj/RhwPqagg4Gkn/YI/wDHaEJf19w1sCylJx/x+cn/AIGKpzwfbX1ASKHXywx3dM4OKuMA1jKC%20Mg3nI/4GKUw+U2pKTn90CCP901pGSimJp3Rz3l3Ph3UraZSJI5I8/wC+OMg+jeh71t2cyz6dZyRM%20GVrnOO45PFTyW8NzLawTJvR7dgR3/hrmCtzojxTKDJA8pIDHhyCep7MP1rLY69K61+L8y94l1AxQ%20XltF9+eRcj22jA/E4FbujacNN0mG3P8ArMb5G9XPJNctpGdc8UmecKqRYl2DkEgAKOfTrXcU1rqZ%20V/cSp/eICSOeopaQrk5BI+lKBgUzlCiiigDmLdke81NZJEaGK7cz2pbmQHGGx/Tvipp0We2R712a%20J/ls8HLBj0VvU/Xp9ea2LrTrS9wbm2jkYdGI+YfQ9RWDqcJ0O7W4t47m5tpEf7QkgMqqPrglfU+u%20Klkax1KFvNc6JqTxXMaSTSjDwk5UKejqfT19av3EkkMCJZyPctI6sbuMjfEv93B4J7AH8eesN7a/%20aY4YreXzpHw6XvXZkcK3sRwB+fPWnZag9qklgYSqg4uV3ff9cHuT/e/DrUfD6GjftFdbmzp+paNY%203ckNlG4MgV7ic8lWyQPMydwOc8kY5relYrGxGAR69K5UXVpdbFmUR6aBtinI+Zv9l/8AZ7YPXvV/%20SbqSKYabfo0ZPzWwZuSo/hJ746j24PIrSL1MlLobUbuwG9NpI7dKfRRTbuaIKKKinieXGyZo8ene%20gCU9DjrXPOCHYN94E5rUmtrlUzDcOxHUHjNMsYIZUfzk3TZ+YN1qHqTLUzaK2fsNurDEWT7niklW%203dhHKig+1Cg2TylPTGYXW1fulTmtaoYYIISWiUAkdc1KWA6kVSVi0rIWmFVHG4j2BpwYHoQaY0Ks%20xJzk+9MZl0UUV6ZxhRRRQAUUUooAq31/Bp8IeYksx2xxoMvI3oo71Amm32rYOpObW2P/AC6wt8zf%2077/0FJ4egju7m+1KVvOkFw8MMjc7Yx2UducjPetK/vzbyRW0CI91MMojNhQP7zH0/U9q4KlZy9D0%20OWOH0Xxd/wDIVmtNKs0UKsUSkJHHGvLHsqgdTXMahfT3F9LDu23BTF1wG+xRZ4Cnu7e3U/SmX188%20zyeVKZZ1AjuriRQRb5P3YlHVj6DngE1saF4dS2jSedT5nLoHOXyf4nPd/wBB0HeuXm53yrYxblJ3%20H6RolvZwpJcovmAkxRv8zRjtnsXPUn1qxrn9m2Np/aV8qtJGuIQw+Z27KB35qC61C5udU/svRWg8%205U3z3D/MsIzwMDqx9KuWPhyC3uRd3s0t/eDpNPyE/wB1ei1ppayOiNKMEnU+4zdOstfiso1j/smE%20SqGMBgYbM884PWrUdj4kiP7u+0xV/ui3bH881vAAsWx7U6jlB1tdl9xhBvE8LktFpdwv+y7xn+tY%203iSbxNBZpO1xBCWY4gtV3MFA3E7j1OB0xXbVm+ILm3s9IknuJPLMZBibGTv/AIcDvnp9M0NabmlK%20t76tFP5GdppgudHkvYpDO0kqgTO25tuV49voKv3VsJtSuZUcxzwwqyOvUdeD6g9xWB4S+1L4ZnW7%20gEO65DpxgtlgTx2roL2cW1xfPt3EwouBxySQMnsOetEdgrQUKjiu4tndPd2zebGI5UxvAORyAcg/%20Qiknsjf27L5mSpDxFT91x0JqskUlpbm3Zy8nDTNjGTgDj2AAH4U0Xk8LC3thhpGVWfH+qz3+voPx%20ptXRjy31RXjdbm01FXXy3wMjujgdPqCK1bGZprUGUYmQ7JVHZvX6Hg/jWVMi2xv4WBVVTPynJYle%20pPeppbiWxv4HkBWGaECXPYA4Vvwzj8azjLk0exUkpbGrk55OPWoXu0ThQZJD0AqBi1y5G7ZDnGf7%201WbeGPjysYP8Qpc0p/DsRZR+LcheKVyslxld3QKe39KtRxJCgMWNjdGHU/jT2i3kqWzjjn0qBWNu%205yCUPr/nrUqCpO71Q3JyViVQ28c4J7mho0aYsTiT+91FK7ggdGxzk/ypm4844Gc8V0GZNIoTDMAc%208H/61RcfwnI7Ghn4zITgDvWZPrCwypaWiCaZjt2joufU9qUpJLUcYuT0NRZAFYFc5qtLcLGQgUs5%207CqsEk11LNDK7QzRY3xn0PQgjqKtw26QncpJb1NZuU5aRVi+VR3IlhlmYvMduBwtRvqC2oNvHAZZ%20kAJXOFUE4BJ+vpWh94knp7Vg3Md7cyNdSWxhaIkLvcKgTIOSeSScewFL2fJ7yGpc2j2HX2lXl/du%20LjUAFhjEixLCDGDk9ieenf8AKsW90S604W97ZX7RvcHM/lxhRg4yxGcHGfbiuntbhL57i4RHRXtw%20drDGOWqBLZtSeKA4W3tYkMoJx5xZQQvsvHJ/CrcVITSW6ObEd3b2jSSW6zWCNj7XaHLZ9CDzgHr1%209KsR67b22HupJE8rmO1uYyvmH1BIBGfQ5rVvlsLaK2TUItNjkfJuY43IPTjaFGTzjrWRNZtr7tJA%20j29laAmORpGZ2G3oATx0PPpWfJJbMwhR5ulkWIdU0+axgAub4hZS8WJQcNzwTnpzV+4vLRy1ukN4%20ty0JDKEIJUjGQeR1qkngy0t72NLVYnDwbvLuYxIvbvwe9Z0+h/2bp8d0JWUtLgtBIyunOMgEkEex%20x1p2mgdB9DTuTaXMNjaxXU4feRJKW+YHod+fStjQkCm7lUJjzBCrR9GCDGfxJNcRaWd9/ad1Ja3d%20s0NmpjLTfuxKOrfN09ATWjpupGOKaS2aXTxE3MBO9FZuQSp/hPIGMHNZqfVihGzOzursxDYhPmH9%20KLKJYVMjDdJjk+n+fWqWlv8AaITLMpS5VtssTdY2/wA859K0ApKlsfLVwg2+aRu5K1oknySIzsMH%2061Fc5bYIiFPPUU4KQPQZpr8bceuK3I3JI0Q/eJzj9anUrjC4+gqq3SnxAk4A5HPJoAkdQOQox1PF%20QHB571LJMVO3A96iJHNADLp1+zOH5AHH17VTs9vm5ckOv3A3pUgH2yfPPlIcAHvVma2inG5/vdOO%20K5nF1Jc8en4myaiuVi4zyOaldsRhVUYx1NVP7MGMozj05pDZSquftDiteaf8pHLHuWSNvUf/AF6c%20JBFyWAH86plbqIgq4k9j1pIpPOm+YYdf4al1XtazHydbks+b0FG3LGQRweazrBPJ0fUYfLVGibY2%200YzgDn8Rz+NawUAZPWqOqq0VvLcxAnKbJlHdOzfVf5Zq4w5fUIy1sTXrGO/LbA6+QNyn03VWt+Yd%20LMwBVsgjtgqavORJqJ2kMGtxgjkEbqrwxj7Npfrz1/3TVDRRntrh7VIykfl2lyqLMX+baG9MehA6%201dlE9tqN40cYmi2rIwDYccY4zwentSF/9BuAwP8Ax9D5ux+ZamvIjPJqUSuYy9sFDr1HDUwZGl1a%203g2FtrY3bJBscD1wa5yQSWMS3EQN3pMT7Yt4BbcT0I/jXPT86qw38kF0kb2sG1I8C1uXbDN3K8Ec%20+g4rUhuJJwj30CbYmbbZxOd6ued5OOij06dazai3fqQ3FaMiezgaOW5tw0Fw+f3ER5hOOu3oQR97%209Kv2WseZqMazNHDMkONmcpICRgoe+cdOtMazcXaiOUf2lIMxzgjy3T0bHQe3fr61QNrGPMtXjbyt%20/wDpZIDGJvVff6dByPSkqjg/eRK2902rIS/ZbJpPmBm4X04apZ5MWmoAg8zcf+O1kwyz2RjSBWvL%20BJN9vO0ygFdpyuT1weh+tJLqsg0+9llsJo0Lhjl03DpjjOTnHHrVo1UkzomJOoz8f8u47+5qCLPl%206X0yEJx/wGnT3cMF3LJM3lg2ygAjnJJ4x3PtVdL22W301zPEFVSrEsPlO3off2pgTH/jyk/6/P8A%202cVJMQJtS94R/wCgmqsd1DPZSiOQEi7DY6HBcYOPSp5gzT6iTxiIf+gmgY7eVu7HaefIP/stYeuS%20x/2BBBITmWdj+AYkmt1WSK4tHYhUW2Ysx7D5a5a2B1bVYmYbrdJh16BdxIH1J5pM2oR15nsirbPd%20aDqMc06FYGlDkLz1HTPrg138NzFcW6zxOGiYZDCsjUfIns9TjnTerMMDHQ7RWFa3lx4X1DyZC01l%20LyM9x6+xH601FrXoE2q+3xfmdlHdxSEAE5PbFS5J6YxUNvPFcwiS1KlD3Hb8KnAwAKptPY47NbjQ%20Dv5PUcCnVRvbySCRVVVx1BPWmxamzcvF8ucZX1qboXMjQqML5iOJACrggj1FO3gfe4+tOpjMG58N%20WVppF0LOBjcFGZXaRt+ccDOc8dhWTqqwXOkwSiXFlGoFtOR80i91b2/mf17TOOScAV51fvsuVtnm%20ENmZZGRYm3Zj+bDMuOBk9emADScHJEOSptNG3ppR4VvZY90y4VrM8lj03D/a9u3fnmpbq3We2jFx%20KXmkwbOVG5t2B4BPsepPXp6VzNndXWmzQrcPIL5cJFISCh9s9GBHfqa2rbWQHnjeHF7L/wAfWRlN%20v94A9PYd+/rUfDpIvlUleGx0unXj3MbxXIVLy3OydFPGezD/AGSOR/8AWqS0v7W+837JcRzeU+xy%20hztPpXPy6fa3pjiinm+ykbXvFfl88+W5/i57np0o8+HTbn7fEkVpFBGI7iINtWaPPDoD2HY9TyKu%205PM0dRRSKwdQykMrDII6EUpIHUgUygqGWFWlSTcVde69SPSpOXHcD2704ADoMUAIM5JxjtUT2yvO%20smeQeR61NRTTa2BpPca67lPGTSqqgDaBiggnjoKUDAwOlIBCoPUCjYv90UtFAGPRRRXpnGFFQ3d5%20b2EBmupVij6Zb1qnpGu2+rq+3EMqtjynYbivUN9DUOcU+VvU0jSnKLmlojSrM1fUjArWdoGkv5U/%20dqozsB43sewFXL28hsLSS5uCRFGMnAyfyrml1q3j1zULhQ8hmjjES7SmcA5Bz0x1zWOJq8kbLc6M%20LRbvUault5s6Kwez0TT4YPmEajb6l29h1JJrEv7zfIlmZzHcX8ub7JG63AGcKfULxgdOvWqJ1C81%20VJ5LIDaFC3F3J9y3GeiHrj6cnrWrpPgm2usSXqPNCGz5suVef/gP8C5/E+1eddyVlsdEqSi+atLV%209Fq/mS6VLpNtZrcNdWibRtgUuoMUWeOP7x6k9easW1vceKyk9z5lvpCjEUSMUe5/2mxyF9B3rQud%20A0mCEeXptqpJAyIhWupRVCrgBRjA4xTivfYKcKcf3e/dkFjp1ppkHk2VvHBH1IQdT6n1qyeBQCD0%20INI/3G+lbGDbbuxIxiNfpTqAMAD0ooEFct46dVg0wFVdhdqwjbkP2xj8a6muO8bEzXVpDBk3QZFt%20wDyJC2c/gFqZbHThFesjXlDC0ugF2qLkYA7fMtWZNr3N6rAYMAGCOD96oWB+w3e7732kA4/3lqWU%20BLy9HI/cLgZz/e61Rmypbyvp8VvHL5k8LxhlYfM0YAGQw7jng9aZBKZ9L+0Rc+deF1b1+fA/QVbh%20CiTTmyzZhbgdvlFRoipp6MMDN3yc/wC2aHawdSm7brbUpCpaTIyx/h+WkuHk1W4S3t+E8rZcSnnA%20OOB70Xpkul1FbdtsQ2lu24Acj2JHf8asW9yqIlpY2ckcuM7ZBtVPct/F17ZzWK9/0Ks4LzLUckdn%205cDsoU8Rhjz+HrV6MJH82OvTHpXOmKKSO2kuk895ZP3zkfXAHoPYVNHdTaeJmYtNYo+3ceXiGB19%20Rz9aIrkfkS1zeprLOs0r7QwA4OegNPZTIrA9D/F/hQk0csIaKQPG3IYc5pk8gtoC7Dcw6D3rSTXL%20rsZpO9iMsYhscDA6Ec8VWV5rqVQpKITgYqRbdpRvnkYsRwoOAKliQQLuzyBjPoPSsYQk172xreK9%20SGS0KyqssjMDzn1qpDbQ2t1JbxqAi3Ecmf4vmzkE9+Rx9avO/mYwDkdDTby1s5UM93Cj+UpJY8YA%20p0lG7sJyelys4WHWfMB2qZvKZu2GQYB/ECtIqR1BrIt4W/se9ScsWMYLbjk/dBwT144qSTSg92Yk%20eWONoNzASt85zjJ5rdkyRavy32URxkq0ziIH0z1P5Zqm+n2v2O54dxFMFjR3LBBlegPFPXzJtIs7%20iNgZIEWUBuj4Ugg/40vmiTTbqcfKrTBiCen3TQyoIZ9peHXbm0ZQEeLaCevQkf1FYmtzxLeWO27a%20MLa7ZvLOc8cKR0zyaNT1Br7U710Y4CfumQ4yqnqD+JrQ0HRoSLG4uo1kaZXYIwyoGOOO5PXNZR6x%20R28kKaU6n3HO2NtZtqFlFGwlZ7jbJuP3lzxmu3kgCLqSqdoWIABRgfdNRx2VtHbLIlvEri8wGCAE%20DfVm4/5iv/XMf+gmrSsZV6yqNW6CYxfW43En7OepPtWNquw+GQsmNrFs56ZG41s4zf25znNuevrl%20a5PVNRjmW2sXBSFZyrzZyMjLEY/IfjSqS5YmMbbsNBt90KRzpG8UCiQRun/LZ+WJHsOgPPNRXUDa%20FfLehS89sxK25A/fW55JHqVyfoB71v6EjS2z310VEtzM0mDx32j9BV6/sY9Qt/LclHU7o5F+9G3q%20P6juKyUHJX+4waSWhj+f9ilg1OKU3EM6/v8Ay8ny4/p6KTwevXt06W3mjmtlaORXjcZVlPGPavPt%20Pa60/U30tXaK4kYDaCFV/bJ7Efd9ORzjnrF0QWlxb2sUPmWaoQS8pyuOgA/+t+Xe4yk9kTE0Jb2G%20AFZJoVHbLCqsurWu7y43eSTG7aiE8A9afb2MiSXX+hW6Kn+oI/5afX07f55qC9F6+iZ+yxpcsMOi%20NjC98c+nbP51Xv8AkN7FtbuN0Vo8kMMjnqKG1WC1YLct5Zf7ue9Ptwn2ePy1VU2AqFHAFN2sbyXY%20AzJbjAPQksf8Km0+421YWO4jlxIrqwPOQetQXfmxxkiQFSeo61lxvfC1eNEjjujIwKMm0Kc5OGzj%20OOf8as2k5vBEjqQ6thz2PuMdutZ1JzSswg4ykjThQRwKPQc1IT6dPek6gYOOfWlwRkf1roSsrDbu%20x6SFVI607d5hAA59ahx82ePoaXcFwQTupiFkjK/TtVS7QrtnQfMmM+4qyX3deRn1qOa4ggVfPkSN%20ZDtG44BPpUzjzKxUXZkN3dukVuINokuJBGhYZC8Ek49sdKYlzcWhne623FvCwViqbXXgHOOh69BV%20PVYTYNa3yuHht5Czxk4JBGOPU1b85J7PUZY87XIIz1HyilGTej3NORW0E0/Z/a0q24lFqINyB0Kh%20TuOQuecd/apoBm30ofX/ANBNT+YDqrf9e+M/jUFuQYdKwfX/ANBNULoNfabK8QdrrkD/AHhUm4/a%20r5X+8IB+P3qbJ/x53X/X1/7MtMupGi1K8Mo/dmAAEDp96hgVp9JS7ksldI3R4S21xnnArHTTreMC%20aNZI5TL5ZZJGBxu6da6GyuDLdWIVH2rC3Ld+BVZ7LzYEkVwA10QQR33moa6om1zOhFxZLdRQzPLa%207g0qMA0gGOWRvUdgfwq7uS7hjEcsYtEU+XcHgXA6lW/qepPTvVv7OlvFqir8z7Bz3+7UN7olndXk%20avGY/Mi8xjCxTLAjBOOpqktNROGhjxI809y9sciObnTJWC5TaCCvfI5IPSpJrbUdbEZmtwskcilJ%20HlXCoDn5gvUn/wDVS3WjyzRWl1HO887EqBO/IPJ+V8ZB496LC5ng1FbOV5jPJuIEo+ZGHJXd0YHs%20ayacNVsCi7+8b0dkI5zcTuZ7kjHmMPuj0UdhTzbQmbzjDGZf7+0Z/OnQ3AnXduCvjBXFPIWMB2YI%20qj7zHAH51tGSauhO6epn3gZtTTcPuRpj8ZB/hV2b/Xal/wBcV/8AQTWbqV5BFdQXDTxlG+RirA4I%20YN2+hrO1DVLjU7q7hsEkWN0G4YwzKAep/hH60NnRSpOaVthdQu21a8tbKxG5dm0kdHPGc/7IrVsL%20OO00yzRANxuvnbuxyRn9KXSNLj025tcHfLJCxdv++cAegqeP/jztP+vo/wDoTUki6tRNckNkRXqD%207PqmfUAfXaKfd2Yu7tbedEdGtuc9jnrn1p84/wBH1TPOCOf+AirBGdT64/0b/wBmq76WMOt0cnDp%20OpaXHBcWE5fzvuqvBAxnHoe9WoPE+oKCHhjlKnacxspB9DjPNa9vhbbTCDyGOf8Avk1WgbyfEMjc%20DzzIrY7lcEZ/WsndG/tU178blKHxG0Ds8lkCzdWLt/UVctvFdqTte2aNSesZDfp1rZ8z5QSQ31FV%207m1s7sYmtI39DjBH41VmR7Si94W+ZNb31vfIWtpFlHfB5H1HUVYUjlQwJXrXL3+h3Gmt9t0+SQ7B%20kgcug/8AZh7GtLRdUTUWJOxJ9uZEB4b/AGl9v5VS8yalK0eenqvyNVhvDIwBUjByM5FYmrWYsoLa%207tYY4WtpMEoAAFb5Tn1HQn2FbbBlyy8+1U9RvbWGzcXXKyKV8vGWk4+6o6k0X0OeSTOalspbafyr%20G3je5Azd2UgzA6E8Ff7vsB+NVLRbbVJXt7UGzjYGRWzuMD7ipUHujYyM+/tWxp8Z+xWluZdu0Ate%20g8hyOYye57En09apaTYTR/aWuxF9kgTyjAp5ni3s28E9stjHfFEmpKxik4u6Kdji5u4ba4aWOxD+%20TPbJIypJuyA3GPl3AD33Vs3Gh2I0q6SGzh84zGNHZdzAbhgZPOK5bWZTNqsyLdfZ4EheeBmTc5Iw%20Qp9DkDHp35rfTw5Bc2DXV5d3k9w8yhpPOK9SOgHA61lB6WPSdGCalJ72ex08Nyj2EU7YjjZB8o7e%2034VNEySJlBx7ivP9V8N3NpcXEFlNPe26SpK2nvKcyRn0PXOa3reLVfDscRhSfUNOIGbdsGe39gf4%20gK05tNhSw8bJwne50tFZFn4p0y7nWAyvbTt0iuUMbH6Z4NazZ2nHXFCdzCUJR0krCg5pk6PJEVR9%20hPfFOBAUHgDFQz3kMC5LBj2VTQQVEluoJjbKVkbqCxqRpb9BuMKEDsKonzby4ZlXLnnAPQVftI57%20aORpVdjxtQHNSnchNsdbagk7hGUo56dwat1z8fiPTdP1CWzu3MU27LSFf3aE9FLdjXQAggEEYNNO%205q4Tik5Lcx++M8+lQXV/aWIBu7mKHPTewBNcpfWcuy51BXlW/lkDiO3c8R8Boy38R+nQ0OssCJc2%20fhu4HkuJt8yFgwAPDFjnHOfY81vLGdkdCy5Jc3Nf7l+ZJr2sW2oSILNZLkRROAVX5GZsKOuM9+R3%20qxJo32XTV8yG2aZim9VbZNbuqj5lbkEcZPHc9apTeLLaE75tNbfgmOGQlBBnByhxnJPOfyrAvr27%201y5SS4cyTv8ALGqfM0nPAx2FcdSrzu7OihgqrXurlinuaGp+I7mZTp7XMc6LIC023up6AjhgcDnF%20WrLSptSuglxHLK0jbmtS5EgOPvyMen07e/SptF8MlboRJGj6hjEu7JSwHYn+857D8a7/AE7TYNMg%20McIZmY5klc5eRvVjTUZT1mLE4inC1PD9N5f5FXTtCitY4Tc7J5YgAgC4jj/3V9fc81q0UVqecV7v%20kxL6tUzLuOWUH8aguPmuYV981ZqIfFIp7IYihPuoRSscqeDn6U6itCRNwHY/lRuHrS0UAJnPC/nX%20H6gyD4i2DupEW0weYfu7tudo/wBrn9a626lMFpNKMZjjZhn2Ga4rw7bnVLuLUrl3cR3TLDEzfKGC%20nc5HqTmkzqwyspTe1mvvOlk/487v/r6H/oS1LKim+vfaAf8As1V3bNrd+n2kH/x5asy4+23v/XuP%20/ZqDL+vyK8aiOXT8nCmEn6fKKxZbt7lGAmWGBLhghZSfNfJO0Advermq3LLDYRRMVYxbXfGRGpAy%20xp94trbxWUMG5pYZUeJU+YkE4OSPXk5NQ/f06F35SFbtzaXTG0cJKg2tEQ44GOxz+lW1t7i+MUsz%20/Z4CmwRgfvGXj7x7Zx0HOKbLstdSuLh9ywbgsu0cLlch8fUcn3q2k3yK6sskTdGU5B/Gldw32Jk7%207Fd7OaxMS2qrLaRSbxEOGUYOQvYjnpSC6huLPUTGcEyD5SMEfd6jtV9Sr85GPSo7rTYbxf3oKyfw%20upw35/0NabkKXcoXQfTtRkbT8BGTc9uRwxyclfQ/oasWjLfpHcmTepPCAY2n0I7H2qpavLPr08by%20LOtvDgyAbTnngjpn6VLseNLCWyC+dJHiRScLIAvc9j6GsYwUm29jWWi03NI47VFIdziPOAaih1CG%20YsnKTKSDE/DAj+Y9xSTPFbWzXFyzBRzwMn2AHcmrn7z5PvMkmtRdQkeC0DRsYxuUM4Gdi55OPYVW%20SBpobae6uZJVNwF2YAQgE44HXpT/ALfJGyC5tWWGVCylfnIA/vAfXtmm2s8UdhH5Zxax3Y8lzwCn%20tnsDkVoOKZYuDm21Vm4Jxj/vkVbzjVVzwPs2c/8AAq52+8QQRrfJboJRMQA5OFHygcdz+FV5Y9R1%20O5U3jNEhj4UqVG3PZRyfxpN6m6oO15uyHyXtpbW0EcNxNIrk+bAjBUGc8bsZHPYGoDFfanBKQvk2%20gkHyjhB0HA6t261asrfTrI6eXV57tsuYgN7BcHkKOgz3q/HqNtfWN4bWZXP2jdjoQMjt+FLVle1h%20B+4te7MzU7GLTn8uJXeR1C9MvITngD+lb1jKky6WYiCBEyn2IUAj6g1majG8+v5DyJ5CJtaMjO4k%20nnPbAI/Op2lhtNZtbyG5VrW+YqicY37eGX64wffFJJJsxnWcrKRdH/HkP+v3/wBnp8/XVP8ArmP/%20AEE1CjFrJc/8/n/s9S3Az/avOP3Y/wDQTVLUQF1F/Ax+6ICc/wDfNcNaTGK8e6fy2eCBpEiPIkaR%20jhv97Hf0rrtQn+xxtM2MpZvgHueMD9RXM+HrZWktVlCSNdXQVSfvIkPb6ZGPeonrJIiXQ2n0q3tt%20Cv08mNngjC7iMnO0ZI/Gt6NCLePKjOwHOOvFVLnbJZaop5VnwR7YWmPptv8Ab/K2tIggGBJIzYOS%20PWtEVJXKmu6Aur25MJK3MfzRsvBznOM/X8qp+GLuW/jubW8vpU1EBlQvww7EgH6cjtVjSZbRNOY/%20aIYXlkzjfgjHyjj8M/jVHxFFbLPHqtjcRC4h6hWzz03f0Ptz2rKaafMjOUWpHTSQSSW8ESamyyW7%20L5rjBL8dGHb8f1qNwWvRem9BtSuwJkbCc9QaztKuba9imeOyl8+U7bpFGcHvyTjByTx1zVttPElm%20tolgqwodwWaTBz+GSep/OtFJNXRLaFt5p7VY7fylZ0yEzMAWAPp16Yp/kS3cpZb7yZw6mRYugUfw%20n8+/5VEHtZmlu5omE9iSrHGdvGcDHB6/hz0pplsLSJbzynxfkKSFJ3Z9R279OvvTSEkLrFpHKsuo%20i7UQ+WPlGCjEHgk9D/nmrFjAot45DzI6Bmx2zVG6htWb+ySTDCqCRI05Ltk5O4+n9aggjku7qO3L%20F7eFkiCMx2k7SeQOvasmlzq5pBN3sa4vbVZhEbmIyZ+7uHWpPtEUszxpLG8qfeUMCR+FUmtYl0y+%20jMcZQTgbQuF/h7VJPptu15MscYiMcCtGY/lKHJ5BFalcqLuO9HOOOtZi2ko+wvb3MwmlQsxlYurc%20ZwR/hikaGae38y6upWIuBHsj/drjdjtz+tAuQvTzRWsLSzypGq+p5P0FV7ZZLnVopJ4dkJgfy0fk%20nJGWI7cdqQWdrA2peTCgKxDacZIyp7nmpLxnVrYocfuCCR6ZWk2OyRXt7G1ggtLjy1DfaPvMSQoy%203TPA/CqV1Hdre6m9hh7ddoeEfxZAJI9xxxTI3b7NbqWJXzumeOpq/ZyAavchW/dygEdsMqjP6H9K%20jSRSm0SRX8N3fCW1UyhoMY9Du71WW+kWHTlVAjLnB65+U1ZudHWV2uLNvs11jl1+63+8O9Ure8XN%20nBe+VC8DmN1budp5B9DkUrtaMLcy90e11cmznONytcddvfcKtC1eU3omdg5hVue33uKUbFsLkIeP%20tIwP+BCrTurXV8VYH9wvT/gVWkKxTQTQnTwZTtEJwVTpwKbHP/oMeFdtt3kt/wADNXYSPO07JHEL%20Z/JaqrPGtmCAcJd5ZgOPvnirTilqhWdyeXmPVDjqg/8AQanCg6pAe4tz/MVRkaaaHU2YiJSgOO+N%20tMkFhFexGS7VQITljIODkVFxpN7E8aj7Hp3HBlOecdmqnqSBNK1MMNyrJnnnsO9UBqFnDb2uZJJ9%20jklFBAxz3NVrzVrvULW7gtYlSKVskAbsdB97oKSZvGhN6tW9RviHU5tNuLKziDxFYBNLcbsFuOmS%20CO3Pc8Csu41fVtRSBLq6xbt88Koi4lI5G4dz7VY1HR9VimWMzGT7SoEjRAu3fC+pBxzTtO04NcJe%203WyURsY3sVjKyRtj+72PfPbqKzcLPQd6MF7zuKugSTr9vuHEc7HCwIAZEbGQTjjHqB0HvXR6XNa/%20Zr6OCNYJBAN8OctnByQf4h71VCS2l1FJbzCW+lX902fkZO6n2/U9R6U0R214rxIjmcHNyx/1lue7%20Jj1/ujjHb1cJa2luc7qyfodBGcXtj/1wP/stQIR9jtOf+Xo/+hNVCDWFgvYlvpovJijZY7rpHMvH%20Q/3h3H5UkOpWbJbRJdR+b5+7YTg4JODzWoLU0rg5t9Vx6j/0EVY/5ig/69v/AGas+6vI0h1FWPzS%20MAijksdo4A7099TWO8Eslvcovk7PmiYc5oHYdGVSz013OFUnJ/4Cai0m1DibUHBMlw7NHuGdqdsf%20XGfyqHT4TrCQC4RltLccIwK+a/09B+tbpRi4GQEHTHGKmK5ncmbtoMgh2A5+YHpmpQCnQZH6ilQY%20QClqzMYCxlyGHl46Y71zutaQ9nL/AGhp+U2nc6oPuHuwHp6iukK85HB/nQDngjB9KTVzSlUdN3Rm%206TqUeqw8nbOg+dM5/EexqO80W4uL6a5gvhA7hQjCEFkAGNoOeh5P41R1PQ5bKb7bpRddp3FE6p/u%20+o9RVvTPEcF0FjuisMx43fwMfr2PsaXkzSpRUlz09vyK8TGYTQzRRwxWuEvLUPxJxncv+zzn36fV%207NuhinuZGW3Uj7E3Bbd2DjufQfnzTdaGlRaotzdahPazKqkiJcgnnaT8p5xn8vasi9uZ7HV7pLdz%20d26+UWEwD+YJdoCrjGCfmOcdhQcTdihqck8Pia+kuLdfPlsZQ8S8hcgDIP6/pXSTanZ2GnG3mnXz%201uFHlJ8z8Mo6Dp+Nc5qFrFJ4qjguLnzlmgIEpcjH3SAQOwxjHfvWukUbW7WGjxCB8q118oYEqQdy%20/wB4nHr7daiLtc7MRO3J/hX6m9FZS3GpC+uVEW0fu4gcsOCMsfoeg4qS7vxGmIGUseD6imaLqP8A%20aNrIzSpK8UrRs6LtDDqDjtkEfrU95aJOA2dr+oHX2rR+Rg25LQyLtTqds0d3ElxEPvB0Bx71WsdJ%201aKBhZ6y0VrG58qJ4PNYA/wkk5IHat4WflwstuXVyPvHuarul9EQqs7DHVRxU27lQrTpq3T7zPks%20deuE2xatZTKp5ElqVKn8DTfsevWiGQrpEm0ZyRIK0ILG4bMm8xv2z1NXRbyvbPFNLkt0YDoKLFe2%20b3ivuOZhs9R1SctqOoixyeEtByfq5/kK0v8AhFw4xLq+rOhHK/acZ/Sn3FjJApbhk9RT7XUHi2pL%2080fr3FJWW4fWZrTb0JoNCsLfS5dPjgH2eUHzAxyzk9SSep96yE0bxLZoLex1i1NtH8sXnwlnC9gT%203romu4EGTKv4HNQHVIM9HP4VTsNYiUb63v31HWmnW1kP3SZfu7csfxqxIN8TrtDZBG1uhpdw7c/S%20jLHoAPrVLQzbb3OWm0ua3DmGzF+QAqeYQxRf7jKeqjsQc0+x0QruWxshp8cozJPMi+crd9gHT8en%20YV0US7jIxJGW6Cn+Wvpn680SSuKLkla+hDZ2lvp9uILddqg5JJyzHuSepJ9an3g9OfpTdyg4XHHf%20sKcuAODmgAyT/Cfxo+Y9wKWkLAdSBQBWcf6cg3cgZ5qZpsZGMmmXMfmIGQHevIIpqv54VwPm6HHr%20WUfdk0+pT1RYRt6A+tLTIlKAqfqKfWpIUUEgDJOB71GbmIfxj8KlyS3Y7Meyq6lWAKsMEHuK4uy2%20eHPFjafMXW2uplltmKkgkqVIz69BXYNdRL/Fn6CuW8aIb+LTlWNlV7pYi4HzAN/d98gVEqkejOrC%206ycJbM15Tus7o8/8fXH/AH0tOmJN5fFuogGf/HqrO0qWdypQkC4A6+61NN5s1zefIEXyBnPp81Ht%20F0I5RmlwjdYyN96SNuvpgU1LaO3tFaFAm6852j/bOKdptwpfT42+Vkjbr9BUgYNZLkgj7b/7OaKd%20uTQJ3u7iS8rqZPUIP/QagvIlsbuG4g/do0YadV+64yASR6jOc1ZcfJqo9EHX/dqPUpH+0w20UAle%20a0dQGYKB0q4qxJbMTRsTGdrDtVLVNTe3tjHAv+kS/IB2HqfbFXJrmOz07fcNuMSAbu7ECsy2heTT%20727uEInchQD1ROCB9ecn/wCtWThaVo/MIa6smtLZNNu3hILL5AJbuxyck1IkiLBpjnO3aen+7Usi%20/wCnzAnI8gfzNVYVMaaa8eTlTkH/AHadnDbVFXv6kNysVxA4Y/KLn5SDgr83Y9RU32ZzJdG4mecQ%20RZiyANuQeTjqfeqd9N9m0i8nRFJSfIU9PvisifWtTKXIEaRb4laQr2X/ACamEmrvubww8qq0Nm81%20mO0nthbhZJkiKkE/KpIHX1PtVKHS7y/hhmvJTHC020Bu2Sc4XoPxq54esoY7izk+V7h4Wk2nog4w%20QPz5rThT/RLUkkn7V/7M1bLXUUqkaT5YfeU00q2toNQMceWjAAkk5f7oP4Vc1KY2XnzRhS8dmWXd%20zznvVeW8a7m1GCyUOpwZJzkxoAvOMfePB4FQOJ9R8oXF2yrewtGgjtMELjJzknB7VSRyzq3+Jluy%200640+0nNva273Cn9zLIw3SggZLHHHfgcdKXUdKmnkjFnbwR+UpdXU7SrZBCYA5U4OfqD2p8l1bQ3%20E13m7P2IGF1AOGJxyBjn6+1Kba2j+z6b595ub9+soY54bOC2PU9Pamc/NrczNQ1BhONSszy8cayw%20MoO5ctuHsw5qO41G3vrE20a2+AI1tSIyrliw3YGBj8PSsy7vEXfMittaWRQGG08yGtHSJglxawSn%20ZgNgscYJA4/z61i562O2VBOmpo1kAFsMdBef+z1NOcHVM/8APMf+gmoIwRbDpg3n/s9SXqF/7S4z%20hFPX/ZNXDUhmL4qmn+zwtE0ShYwxDPgttwcD1Occd6g0TT1tLu2DoEnt1jSVgfvO+5ifyxx2qDxg%20sYu9Ntcqyzpht2MqGdcn2OAQDWvpVtA0ReMO0Et8Qhf721V29fqDS3k2TfVFyRh9j1HkY8wDP4LV%20lW3anJuAINv+XzGqlzZRC11IqCNsgxz7LV5ExfuCB/x7D/0I1RRVEPnW+lqG2MQeQP8AZqiN7xXk%20UFtPdhLk+awZVTggkcnk1o22FTSiOmCD/wB81QfSbKK1nldZGC3O3a0jFcbx2zg9T1ppJ7iMN7s6%20Nq4utPglSFgDskONynPyZyQeh2n6g10BubjW9NgvLeCOQFtyQFsEDkZY+o9B098UwaHFHPqMRKva%20GA7ItuCm47uvsRxWFaPceE9UjNw7DTpVDOFPy84/eAdscA/4VnJKErrYzkrrU64wz29xbwW1uptS%20GMj78kH8etCTXjSXKzQII4v9Qd3L/X0rGm1yDT2urWXUp3mkJMbrHnywRkY556irVhqcWspDaWeo%20TrcW+15ZGjwZFHY/5/OtE10LdGoo83LoWYJrh/sTXMawzFnJUHOBtNU74PZa5DcwxSSRTH51TrvA%20IB9utXbyzje7S+F6yW4QgLGwA3HjOelEZa505GlxuK7s/wAj+VZzXVEU5csrdxv2W9mSZJJooUmk%203lY03kdP4jx29KbJeT2ktxLewMy+SF86FcqQM8kdR1q3av5tspYnI4NSOodWQ8qwwQe4q4vmSZTd%20nZkFuD/xK/mODGf/AEEUxgn2I5x/x+f+z1USFbbWrSGFpiiRMSruWVR0XGenQ1YVSbMnsbvH/j9B%20ZNcABtSC9REvT/dNShVlurVSMq1swP8A47TJRs/tMekS/wDoJrnNcmdNXtYxePBElsC5R9uP/wBf%20FDdjSlTdSXKv60NGZbOz061lm3Z88/KDlm5boKyUvr281Ly9OhMY3NIMEMR8oXljxWfBbtdX1hDJ%20O7GaQozF9w25PT9eK7W106CyLGIEu3BY4zjsOOAPYVKVzWpGGH0au2Y/9halckme7HPJBkZv0GBV%20B/D8w1WC1eaLdLuYkISuBjnHrzXY8HGeg69qyLiVD4nstjIxEb7gGz2HWlJJWIhiaj/4Yy5vD00c%20UrQzghJthJUr3GO/vTpdE1KOecC4DMsYLEStyOfWtqWUC3uIyyKxuc7M8/eXtVidgLu9yRnyF/8A%20ZqrlQ/rE+upzSaXqpe2AlJLoSn77tge1VJYbmONI5ZpE/e8gu2OvUY611cePN048/wCpbp9BVaWC%20OfTkR+AbvAI6r8x5qXHsXHENPVL7jMPh5pYruVrxXEahshS275c9c1ch8L2y30aPPKwaEudoC9xU%20NrK9jNqFlIQVdSAR0ztyCPqO1b5dY9QieRgqLbEszHAHIpxsyalapHqZdpo9jFBYSCBXd5cMXO7P%203vWrUsSrb6iQoGJgBgdPu1XtdQEkWnBbefyPOwJ9vyEnOAO5HPXGKnuT/o9+VOQZscf8BqrGEpOT%201YX8gh16GWXcLeOPc7KM4bkLkDtyefpVTU3tL5ZZrS0iuL0pui3KY2YDuG4Jx14NX1vrQ6xNBHcR%20NKYMBQ2SSMkj8BVeeKR4dHeNPNeM79mcEgJ296ZEoqRjW1/b21stuss87zYW58yImSN/9nj73ovb%20r9ZgsV4RBa3CxvFn9+x2tJ32MOoPqT+FdDa3UN2GML5KthkIwwb0I7VDf6XaaiNt7Ash7P0YfRhz%20UOKaszFRcTn0vxcTm2azklt1ID28YACtjg7uAB7d+tbFlp7Nm51AJNdOCoLYcInZBxjp1Pc1djtI%20YLdYEiVYh0X+ueufesWTV3s7qVLS3lu7eFis20/OmOpVe4Hr+Waj3ob6oqy3e5tW1na2jloII0kJ%205YLTFzKSzHgHoKLO+tr+3W4tZBKhGcg/oadCAIffNOVpSS6FJu1y2kiMoDADHamuXjO6P5lPVR29%206oXmqw6ZJEHjkkeQMQqEDgdTyR6ge9W7C/W+ilbyJbd4nKPHKAGBwD2PoRWqaRF76FmPO0EnP4U7%20vTFf5U4PNPoGFBAYc8ikVt2cUtADQSCQOQPzrN1DQbTUd0igQznq6jr/ALw71qY5PvSFQTnofWkX%20GcoO8WcTPpGs6Tcm4thHLGyFJAymVSvb5c5B7fSs2DVbW2mkMlqft9t5YhuV524QL8wOOOuB616Q%20pzkHqDisTxR4fGtWB+zLGl7H/q3PAYd1J9D+hxUtW2L5oTfvo4K91mX+1vtVpalZ/JfzFf5gc4y3%20ueP5Vumwil8Nx6xp97K00LNiV/m3x9PL2g4HOOO/fNc1N9qmupo2QxC0iMZXoB3wW6EcdT1rc0pd%20TsbXyPLMkXmrcToI8op4IHHI6D8qzh1O3E0IS5Yq17HTaGdQlunu57EWkc0CK6tgM8i/xbR04J/I%20VunPBIzjsKw7TxXbSAC4jaI92T5x/j+la9veQ3QJt5ElX1Rgf0rZHnyozp/Eibd6gilppOcjafxp%20iynIXbk9M5pkktFJn1GKWgQHng9KqSaZC5yu5PYdKt0UrXBq5XFlCkeFjBOMEnqapNpcuT5bIV7E%20nmtQsB9fSoy7odu3gUWQnFMlopuzodxJFOpjI0OPM453dBTXZmbaePYVLtG7d3pcDOcc+tNu4IiM%20O7HzHHoRTwFjHHAo2Z6sx/GlCqDkDn1pAJjd97IHpShVXoAKNw7c/SkO49ML7mgB2ecVUci1udw+%204/UDtVnZn7zE/pQ0SNgFQQKiceZablJ2K/2su37uMtjilxcy9xGP1qaNFj3BRjJzT6nkb+JhfyK4%20s1JzI7ufrT/IiUj92vpyKlrL1TXrbTwUBEs452KeF/3j2qlCK6FRUpuyNHZFGNxVFA7kAYrmdSvI%20NS8ZaRaB98EO+YkN8jSAcAHuR/Ws0X2p6rfSsRvCcohQbEHYgN/Oq2q/2g2iwNchkhg/eQyqigoQ%20M5BBoastEdlCg1PVq70+866YZsbw9/tP/sy0XEcj3V4DkYgU8f8AAq5u08QaidLJvbMKzyBnJVl5%20yP8ACrknihmmuW+yjMkQT7546+3vT5kS8LUTt+pbuADDaPDJF56wkr8w6gDrVbSb661PTlh8iGSa%20KfdIfN27uc9MVzFtFYYtvPlAPWXGenYUturQolwhdQJCFdSVye3NZ3SdzonhUo2v+B3Rt9QcXQxa%20J54C4LsSoAx6UPpt3d3ML3E8KCLBAjQkjBB6k8dMfjWWb3WrBA84M0JAO5gHGP8AeXkVctvEVrKN%200xeF/cFh+BFaJo45UaiV46+gupDz/ENhaOd0S/vHTHDHnGfyq3Pxaal/11H8lrGj1W0m1yS6a4AC%20yIikqRwA2T09xVubWLE21+v2hN0kgKjB54X/AAqYvdh7OWmhqSqG1SXP/PuP5mq0S4TS8f3CSP8A%20gNVrjxFYx3sskZeYNCFG1cc5Pc4rJW51DWFtLaKPZEoKgrkA8c5b+gqmxxoTavLReYuqX5u4JdOt%20lV/MuDl+u47uAP6mo7vR7iB5beXUS1xKijygvDZ65OeFHrWjHa2+jaRLM6+Zc+ftyq5ZsMDtUfhU%20mktHqkMq3llI9xc5knaRDhNrfKn4DBAoUb7jqYl0lant+pJFoM8Gm20KTQLqiOHa43HdtBx8vHTG%20BjpThY3V1aLBdy2y26sSrRucXDknGf7q5PIGSatieF0g1BrCc3DHyNuw+ZGpPOR6d6RobJLee1aw%20ZLWyIlUsp2seWyv0NXZHBzt63J7cXcYtId9oqxJi6RMjHHG0Y4HemSSXzRzmOe03u261JJwUwM59%20T1PHrWX539q2t5d2cT2UUkYMzkYlmOOBz0XB69T2olji0CaHME15a28Bkiz8z256HB/ukflilcfJ%20KxtvNMLpW823FpGhEwLHcr8Y/D/GqN/qN7p2nQiRoJL+SXComcOu7nHpxgZqeS1s3uHtGsGeO8Uz%20TSbTsYjGNx9f8Koax5c+jjU1s7qK5g+WMBDvUA/xD+6cZNNiW+pka9ZyQ6TL5hHnRoHkYc/MWZj+%20tWWeG/ispZIZIYhEqNcMB1IwuV67SQcE1b11RJYXxcdYImwvu3b86u2y24WE/wBmyA3y+VJmM/Io%20HAf+VRy3ep0us4pJGMItQtIF8p/MjW44HXkN6Hn9afPf6iwvt0SpvQB/lxxtPqauyabpcSXTLojs%20bRgFURk+bkfw+tTvpWlC4W3OkqUuVLvJ5XyrjoCexpez7Mf1lPdHKXZuh4ltjPiQi3HPysMYbjHQ%20jrWzp1wo0yzjiARIZsbF6D7x4rKndLS80m7RfJgE0hRSMZi8z5c+wDMauNp5mgjawu4/MaQhVRhl%20PvY6f1FRqm7F+7OOujLl1etFb3++VQrOPvnGeBWxG/m3hkVlYNaghlOQeT0rl9NjuQUnt4lM7rgl%20wGb3OT/OpUtdQSSSW0leGRwTIIyNo+q9B9BSVVLcw0W7N2Bf3GlAdcH/ANBpkw36ddKOpuu/+8Kw%207aPUvt0Ft9uV/LXKMpIAyDx09qkuoL2Gynlmu/3Qn2ttYkk7h0AHNWqnZG6hF68yNm8u4bS4vRM4%20DGBQFHJJwe1Yd9O2tfZLeOEgRp8rKAzA4HOegq1Dp1s63U5ka6XygwK8A5z178Y71r24T7Rp6hVA%20ELcAey0O8twThBaanASaFrcM/mQrviJ8qIgrx1AHPpk/nT7X+19MuJFljVJnRg5mwqtnqNy8DrwC%20Mc12+M2Nvjr9rOP++jRYFZdTvbv7yuRChHQgD5v14/CnykynpY5iy16x+wix1KzdLdG5kVsqG7/M%20Dg1Zs9cW5lniiiY6fDI2ySM5YqMZ+XqQCccflWvqWiWEscmyHyJJDhvKIAb/AHl6H8q5e98JXFmy%20zQyYyw8n7P8AK4btlDwT9OlZT5n7t7mDf2tjsLa/sZbVpILiPyogS5zynrkdR+NM+3PcM62ds7lV%2037pfkXH48np6VwMuo3sF4W1W18+4CbMrlW2++MMMevP5Vq6d4oktFR0DXsDRCORmYBosdOfx781r%20Ga2LhBy8zp7KGT7ba3M7BpZ1OQBhVG3gD8zTwcWjJ6XnH/fdYkXi2F/siwQHzbdSrK7AHOMdBmoX%20fU9ShYFWjgefnjauS3fuadzpjQk9ZaIva1rQhuL2G0ZZGkVVL9QODwPU03T/AA2kt1C+pRiRpYmY%20IzHjpgse55q1Z6PBYpfHiWVIRhyMbcqc4HataP8A4/rP/r3b/wBlot3B1VBctP7zEj0LTxa2rJAE%20meYrvQnI5PI/IVq2U7TRNHNgTwt5cgHcjv8AiOfxqKND9jszk7ftHYe7VXlE1vPeXlps8xGCurkg%20OuB+oPP5insYzbnuyWaNLrWDDMC8MdusgjJ+XcWIyR34HeqkmbawsZraFTIoOFAxvO09TUnmS2us%20BYyLm4lgAkeQ7Y4hk46A4B7D9aVLbVUa2t3WxXyclCXch+MHtx1oceZEqSiPtbC0vbASPtklmPmG%20dRht/XIPUY9PaqseqI3nGUmSaSEKqwoWL43DdgdAevNMFs9s00U10q3DyGQ26ORH9Bjk5A/XpUkW%20oWNliSxj2kkebEFwD+J7+/eiLWzeolzX0Vyc3N2Esnj06QJGhUvJKiqcgc5BOBxSLHqYZLaVLaBP%20N81XO6QFs529uaiGvkk/Y7TzLdwd0bZbafXAB49qil1S4hiCXlsxtm/1bgsCp7cnr7GqTgDjUK1x%20a3l1rjQTXKrOzqGEUYCsADyM57Y/OtldNSUJcSC4ubiDrb3MgI/AdO2Qe9U9Dg8+4kluZP3wYiKQ%20H+Lqc+/QY781sjzZODsjvoxwedjj+oP6Zoh3FWk01HsQ3UENzAH8qSW3LhnjVirxt6jHOfVaqT6N%20ZwqBGJEspfveTKVT6MB1H+119a0d0jEzWyBZwQJoWPDfj6+h74pMhVMkAD2r582Mg5X3A/mtWZXZ%20QnU2V/p1r5SiNBLskUAA/IeMdj/OrcAymlA9Nh/9Bpk8KTQfZ5n/ANGYAxSqcvC/Y59Pft0NQQX8%20cE1la3jpFcW+9X3HarALwwJ4wf0qZI0g9B01rHJA8pBWVboqJEJVgC+CMiqE1xcLfM9rd3BsFY24%20bzAx80KTxkHKjGD9fap1WfV457aE/Z4HkaVZXBDSjORs9Bxyevp61Pe2LT2kf2GNIZ7fg25OFPyk%20dfx4ahLQpyV7Eg+2pNCizRTebHvzMu0jGO6/X0rI0iaVnuYoAkN211JtnySo5J2N6nrgfjUs15fQ%20xW94FtsR4i+zFmLvnsD68elB021ubSFzFJFLNP8AvDHIy5OT1weSPX2qZJoTipbFS4tltLwX2m77%20eOJsajg7h7nHf3bt+db0F1GBtkZUHUMT8pHbmudWUmOZJrktBEzpbksp8wLwVfHOMg8HrV+xtrC/%208NWttfGMh4hlGcAj049qwcGp3iTF2TiyF7lLmY6pKgnV/wBzb2in5sZyrD1J6+w9xWzptrLaWzGe%20UyTynfK2eM4AAHsAAPfrWCL228Pa3FDevNcs0W2GZlGIY/7ox19z9K6eKWO4hEsTh42GQy8irhJN%20+ZCj1JFkOVAJzSMrBuc5NNHHIPIpxJONxyfetChysQo5YAdfSpkfcKgRW3ZT8hUgzkfKFb17GluB%20LR0pCpPVsfSgIo7Z+tMBoIXpkrjr1qpquorp2lXV22B5UZK5PVugH5kVM8hycHv27Vy3jy98vSY4%20VAO8mR1J644X6/MQfwqZuyuXTjzyUV1MnQ7Se40G5nNwrzXlyirE/c7gFf3xg8f1rvLGx+yPcSNK%20ZJbh97nGBn2FccIjpUfh97+XbZopVZIT80bMMD68k5P09K6W2kuIrtIjcPNE88keyTlgFGchuvtz%2060oKyLqy56kpIuXel2V6f38CF/7w4b8xWPceFCr+ZY3TK46B+v8A30Oa6IKB0GKWqsKFacNmct9t%201vSf+PlGmiHdxuH/AH0OR+NXrTxTaTcXCtAf733l/MdPxrbqjeaLZXuWkhCyf34/lb/69KzNPa05%20/HG3oW45I7iLfE6uh6FTmlG7AzjNczL4evtOkM2m3BbHZTtY/h0NS2fid4pPJ1KEqy9XVcEfVf8A%20CnfuDw91em7/AJnRZbHC8/WkAY/ebHsKbBPFcxCWCRZEPRlOakpnO1YQAL0/OloooEIjB0Vh0IzS%201URjBMYgdyNytWNwP3pPw6VEJcyG0PJC9SBSbs9ATSKEP3cE+tOqxCfMfQfrSbAfvZP1p1FAB0oo%20pk00dtE0s7rHGvVmOBQPcfVa71G1sQPtMyoT0Xqx/AVh3niC4vpvsulRuC38YHzkeoH8I9zUll4W%20UnzdQlZ5G5KI3826mlfsdCoqCvVdvLqLP4tgVv3EDsf9tgufw5NQf23rN4P9FtNoPQrET+rYFb0N%20ha2qYt7eKMjoQoz+dWA25AR3FKzD2tKPww+85g6brl2B9puTGp6h5f6LV2y8M2sCh5H86UcqcYVT%209P8AGtdgWjO4dKeqhVAFNK2pMq85Ky0XkYVzZZm81CYbgDG8D7w9CO4rJv7eS/0xdKdvLnXJAHQk%20AlWHsSOa66eOFiGlP3R0zWLqItRE1xcnyI4csJN2DH9DXYmqkdTmpylTmnHfoZJ1HW7jTpbdbKO0%20YyjzbiRw208fdUdefWs/7XLDqFwmn65PcTpGW23CgxS7Qd67v5Y6VXfVZrnQdVnvG2KrhYFJ2Fiw%20yCR3OMHH6V0F34aS98NWMWlSRrJbJ5kUm3iTK85+tccuX7Op7K/du1RJJu3ltc0dLkgv7bSbn7Is%20YlhYlGQZ6Co723W60ZrUIAGuSBxwDuNZngy/WTSLJJMxm1MsWSc5xg8fnWi13M1gDCmEW5LbiO+4%20moc1Y5akJQqNdmO8MagWjk064OZIDgZ7ijWrGyUqsNspu5m2oq5Uk+px2rDvzf2N3BqpWFZJ8MPL%207/LnGPet/S4ydQivLiUzSzQFhjonI+Vf6mpV5LlFL3XzxZQtdGsntbMMHMzy4kbefmPOT+lOm0Wy%20SK9IjlLRSYUCQ46Dr+dXxbedZ2OTtDSkfKOf4qbKk0NlqKrjYJBn8lou47oPaz6SEg0ayjv5P3CO%20Vh3AHLAHJ9acbg2sWlBInkkKny4o+p+X9B6ntVqFi1/Jzz9n/qap6b5lvO7SYa4ltwbUt90oF5Qe%20hDcn1BHpWsXdaGUpN/FqLbxXdprUDSW32kz7meZSdltk8qv9T1NT3MRn8QrG+nu0DxfPch2AyM4B%20AODUltLqLaM001tEt+FbZED8pPbvT2n1P+wxKttH/aO3Jhz8uc/X096qxLV97dv+CZwSeHxH9jsI%20Y7GPyiwmKlhMOONuRyCeuaWGymmtrRtQu3ugLgIEIwhAY8sP4jx3p2qy3F1pkRgSM6nCVY7ZAPKb%20+LBz+hp1jNIYI7a4C/aLe7VXK/dbI3ZH50rdgUVuixP/AKrVh9D/AOOiqus3cfmXEC4djamNyDhY%20snq7dvp1ovIEutZ8iWFZk3O4RjgMwjXA/U1at7Jo4LWD+y7VIphm7QEEKQOP97mixE5W0RWF7DJa%20XCDVpgZyCjrA37oYHC8cjik1XUIJbaZ4r6QgW0kfkCFsSMRwenWn6XPqCy20EUEbaeodGlz8wIZg%20B19hV5Z9R/tlomgQaeI8rLn5i3p1oV7EKm7XuYt9f2lyDAk+POWCIEoQM7+eoxWjp0sYnlWO7ISZ%20VWBCAVJwTuU9/esvxFdXkl4bO8t4zYuxMRB5kwp689iQfwqPT9VultrRH0y2kaNf3Mm4L06kDHGe%20KTaTNakJcqfQ3FAhih8zVCRYE/aGYD58jgP6cGsi71E3rX0MF1M9o2S77QAAFxsQ9wccn/Gq1xNN%20qShri3it4mkXzo0wfOcHHzEdQPepZBgXgHACD/0GpcuxlGNhPGFidQ023+zJvMUJcKmOnA7+mar6%20Y+NVt5Wjijkmt45G2AKmMtyoH9eauSXYtEdmQyBrZlCjuTgD9cVg2EiwGG3u1LyWc2yaYdonGBn2%20HH0wanm940utDotNRvIjEPyXDgyZPICsSR/PpVtQXLC3yrr/AK7Lcsfr6+9Z2muzRLbudrx/LJIP%20vKw/r/Srystwg5SJY14PaQf4VjJts5HuQW7RPritApWMIoA/B88VHdXcEc5SfJihmeaQDueiD6k/%20yqWe3FxKbxXlt51wvlxtgt1x+PJxUFzpy/Y2MGXmlbcUY5bIIJJPrxz+lNM29ouVIt6fHJaWtzE5%20+cwBm5zgnccZ/GrUT4uLDA6Qn+S1mS6k8U7mW0ZI541QNvU7TggHjsc1bNxHDcWK/M7+SfkjUs3Q%20dh/WtE30Nk7rQHP2mC1tmJVJLiRmKnnC5OPxrSRUjRURQqrgDaOgrPs4Lh5oDNbmGKEyOSzAsd3T%20gVfuXW3t3kY7UCHJ9u9a3tG4pauxAZYx5txO+2NBks1Zsd9DewPPJJd208uUhcW7Hyl9uMZOOTUs%20Pm3l1F9oXbCIzJHEeuc/eb39u1NtkZYbH5yAZDwD7Gso6LzFJJvUg1CJNYunuVlla2tkVF+Uxkyk%208kd+Af19qyNT8KuLmT7C25kG923bZGUk5H91jx3roZy/2W+w7H990P8AwGgThbmfIORCM/maHqPR%20KyOKa5vLCEQkB4IuYZNoiliJHHvjJ6jiugHiMyaekf2SdpfN8wtsY98noK0Jbe2vobC3uo0lRozl%20XH+yKl8PyvFFcRR7nktpDHJHnl1/hYe+OPfFVC3wjU7XdrmfLqGqSedssrmNbgBBiDGeD3JqOWw1%20a9u7WBzcwb1IaRyDtXvjn6V0MssNpakxlZbOXOVJyEHf/gPX6VGLiLyVtrkt5DY8qbdkqe2T6+h/%20Ot1Qv7wniraJJGQfDl3EAlpdTCaFg2zzWGfcZJHPNQB7mIslzPegMxEykrknHuMZHsa35boPcJFM%20cSRnMUynBb/I6ipZYlv1/hS6VOUP3ZF9x/dz0PUU5UmrdCY177q5nwahp9jFJIk0lzDP80okQl92%20MZJPbA6du1Vmvby+AgVtlsz/ACSMeV9AW/kR+dSjT7dLjzI4uQR5sOeh+nTd+lWpo7a3hBt2Elq+%20dyg52ev4dcirVFt2k/uI9tFK8Vr5lU6PbRIbe6mka5IzHNGdv4/XpnPWrMFopuQGijju1AbLLkSD%2039jz7g1JbW8KWoW4O63kx5cpblOeOfywamvIy/lpMxWeJt0MoOC3r+OByOlZ1YRj8PQcak5fEyVN%2027z7VSjLxNb4Ayf5Z9+hqhrI2aW8kLbrSRl3R7fuc8ke3qKuo32p0kBWO9Remfldf6rn8RUd1bi8%20guWtwVmZdssJPORyDj+90x6ih6x0CDtJNmIllcWtlDeQO0kUoycDJQ56e4z07itPT9RXUI1tbiQx%203YH7qUYy309/Ud6q6FeeUJbdxuibLGM/wdnx7A8ke9SXuk27xK0MgETfcl3cD0BP5YYc+tRG9rxN%20ptNuM/vNUrJMwG4RXkYB3AfLIv8A8SeeOooBd5DPbgpKpxNAcfNx/Ppg1jxak8cq2Wsb45EOYrgc%20MD7+v16Gtf8A4+JUbcqXkakqVPyyL/Vf1Bq1JMxlFxepDEgUvPGS9u2RJFt+76kD88ipHhjWLy7g%20LPZSEFCyg+X6D6Z6elKDmdriFSs4AWaEnr6fjjoaassEIaWF0aCRj5kRYfKe+B/MUyUh5jbattcS%20MX/5Y3AA3f8A68fnUN7OsFs8t1KIJ4F3eYF4kHpjuCe3XNMvUZNIlitZEaCSM+TI7ZWM9gT6dMHt%20WbJG2nytJq8W5ZYisNxNN5vlyYPB4ABPYgUFRVyzZ2rjWIr26RVkuImZY+oiHGB9cdT+FPjdmtbY%20KCFFyfm/4E3Sn/2jYPc2f+m242wHJ8wcH5ajii8+xtGSUFGucfIeOrd6zZutEVL7T7W4/tBpIYWd%20SGzsGfujv9atWljbC7EaQRqgg+5sGB81Ou1S1tNR2qWZnWNFHVmIAAqtaa3ZfbJpp5o4CkRUozgn%20IbPHrkVDT5k0NNWIYYY38OwRNax3CyXEm1GOCBuYkqR0OBxVVrS90CIXulyefp7YeSKVuQD39O/U%20fiO9aWn2oa1tReCWCNIy0LZwfMY5J9j2A9M+tQ/2Ul3pMkwkdmkgfbEjHaMg8Yzyf61rOlFxu9zl%20lJ87aL+natb6nlY8xTL9+F+GX/Ee4o16SWLTCIHeOaSWOJHj+8CWHT3xkVmTW0ep29vd3E0kU2wC%20xuIsB2P91sfxf7P9c1RGuz3awWt9bi5eG5PmtA2QCoOd3cYODkde1YczjpIbd0b1prMtnsg1hEjc%209ZUxhf8AfA6f7w+U+1bAfc4Yj5cZX3rBA2yRxCZZr2VRsvGO5Cp/hYenoO/XrmiynfTnaKFJJrW3%20X9/ETuaA+qf3l747dvSrTBO250LNx0IJ6cU3MmflHHvRDNDd26TQSLLFINyOpyCKkqiiKQDb93Br%20i/H1q7/2dcKI+JPK2sD1JU/lxzXckZBHrXn3js7r0ss0uYzDhQSVQZPzY6ZyKzqfCdGF/jRuXrGK%20e41lNRun01ZIQUELzEDccHcoI44IH51uwLDp0rXF5eQCeRjtTf8AKgY9F788c1S0eQXbxxvLDdxW%2087QpLsAZgIxncPXJI/CnahBDBoOoGKKNCJzyqgcBhVozST2OhBB+o7UUhGQD3x1ow3979KZmLRSY%20b1H5UZx97p6igYtV7ywtr+PZcxB/RujL9DViigE2ndHLXOj3+jSG506Z3QctgZbH+0vRh+taOl+I%20oL3bHPthnPA5+Vz7H19jWxWD4l0m3bTrm8jXyp40LEqOH+o/rU2tsdUaka3u1N+5vUV539pvo40/%204mlx/qmJUSfdYDIH5V2vh+WS50K0lmcvIycs3U8007ir4V0Y817k1wM3EK/yqYwqTnJz9ahwTfqC%20c4WrNRDeTOd7IRRtUAdBS0UVoIKKz73XLKxyGl8yQf8ALOL5j/8AW/GsWTU9T1tzDYxmOE8Eof5v%20/QUrmsKEpa7LuReKbiKbV7eL7WUijjYy7HIwc8DjvWPb2wm1Cxt2vHk82UrIQ+7HpgH2rrLHwtZw%20IDeItzLj+IfKv0H9TV6HRtOt5VlhsoEkXlWVeRU8tzsjiqdOHJG7sS2djb2EPl20YQdz1Le5PerF%20FFWec227sKT7p9j+lLR1oACMgj1pE5QetAOPl/I0KOSPegDB8QSTXOqadplncNBLOWeWRACyRqOo%20z0yeK5/TdPnvvEl1pFxNPPZ2dz58rSvuLDA2L+fP4Vt6fL/aPjC/u7cO9tFbi28wjC+YGywX1raW%203iS4aZIkDSY8x9oBbHAye9Tqzs9r7GPIlrb8TgruW10Tx5Muq7pbQ5mTKbgGZQuWHoMEV3ssgt7M%20yR7QoQBVA49qrXOh6bc6g91c2yyzPF5LBskbc5xinS5ubiO1Awicvj/P+c1nK8U/MVatGty23S1M%20bTNE/sSRGeF57Z3eQeXyVLY4K/1qzMs9xZrYrbzwyyTltxXICEkk5HAOO1dAyBhg9BUM4SCGWZsB%20Y0LH8BWkYKK0MJVpTd5GJFDHd2eqSTKCEUxQ/wCwgHGPxGaboBkj1VoJuqxNgehyM/nwamtISNLu%20lbosKE+5KZJ/M1Bo86PrzyuwG6NsfiwA/lSl8SNo/BLsaMH/AB6ad/12P/s1NuSPsmpjuZen4LRb%205Ntp4+Yfvj2/3qJ4/wDRtSwSP3o/ktU0ZLf+u460/wCP2ZSMMIP6mopLUXlppcZZkYLuR16owXgi%20pJh5GqyOnI8gbvzNPt+U0rHTYf8A0Gs6bt7vYb7mdLqmtLexKlrG0ETmOZ+AkhzgEHqO3FGovdOb%20mG8uTlUBEdvlEGQep+8ent9Kvt/x5S/9fn/s4qrfWREuoOrM7CNSc+4NW2xPyRlIYtOnh2xqsNxG%20FkwOFbja364P1FXZI7+31Q38piOml4wSp5CjgMfpnB9vpUDxpM0MUgyjwspH4CprT7TqEECX0oaF%20ZVj8pBhZBkjL+p46dKUWKL1L95Gxa7uYXCzWsoljJGQfkwQfYg1Wc3zfarZra4ElwRKWW7QBBwPl%20O3gcCr1xxBqv4f8AoIqVx/xMc/8ATt/WqJcU9zHt9Uu7HSn32bx+Y7tHNuVkXdkgnucHOeOK0Wnv%204vDvmTTW63xXh8jyySeP0pYP+PXS+3zH/wBBaubkjub64uLe2nK6UsnMWPuLkD5T2zk0OVjWEE/R%20E0KT69cy3Mrhlt7faSvSVv4tvtx+NTR/es/9w/yFa7LFZT3KooSKK2UADoAN1Z8cbym1dbOQFU+Y%20PMik5A7c4qXHqTUfNtsOgS2khVNrljc9T0xvqS607D6j5bgKqA4P+6aRdNuoAHSWMsJfM8hehG7O%20N57++MVO8F1cy3MjzG3EyhRGmHGMYySR1+lPl7k6FS70lptsRuFidrctE/owKkZz71iXKILeHVbS%202aMRRYv4w2fPjY/MQe+Ocn8K6iPToj89wPtMpABkkUHj0A6AfSsjWrG0iVIrSJ4rlvmRIwfLbnlW%20XOMGpnFWIav8JWs3i+1QGcubeV28ucg4li2/KCfYgDnn862ZFY7POJVRzDgck9s+/tXM2UU9vZ3E%203mR+dYMVWyf5gR1yD/exxnpgVv214GPl3ULLKyBkiZvuKehB9PfqOlZNv4rGNRSb1LJLu/73K3o4%20QDpj/D1oTzFYmLLXeP3oPTH+enrQ6EOIXbdcMQVm/u/59O9RpA5mMUcpSVc7n9f8/pWZmUmhF1Pc%20smStrEZWjPVpCDj8eD+daehTwrb7UmR53+eX5NrenTrgcCs+KdLKbUHkWRYZkX59uUBCkHJHbpzV%208LJHf2uy3ebfaAKQwUA5BOSfwrpp2sdcEuTQ1Au1hux06E9TWb4kcppEvGDIAgH14pw1G8KJIlrA%20A0nlYeYk5zj09qpapLdXxaKWGNFtzvcpJuBO3IwMCnUfulQi+bUlkk8u+Tbx+6P/AKEKqQTOI7HG%20Thzx+Bq5KoN2hPaE/wDoQqtAu21sWT7xkPPpwaglk7km0vCRgmYcf98065Cre3DYH+pH8zUJD/Zr%203cwx5o6f8BqS72/a51JJYwjH5mkL+vyIoNzR2KcZVTgn02iq8Mktlfx3qMoDzNBLn7rZPy5/Hv71%20YgjYtpxwMmMg59NtQz2pm064gORG8+0H0O7rTvbUpb2NdoYXEtzbKw5PnRYwQ3c49fbvms/MMdtu%20UB7JxyAM7Pw9PX0ot72S+t1fJW7hHlzRngOV4/Xg57U4OQhnhRjn/WQkc/l6/wA69WjdxuziqW5r%20DgsW6OG6f9w7Dy5f7p7DPb2NaJ2K0cM7hJ0BMM2PvDv7Z9RWYSsSAqpktpDyOuz/AOt/KnO52pBO%20WeAj93Jn7voM/wBe9OdNye4oz5RZJTcXTuAqXaAAr2Ze3Pp79qSEBzJNbAAg/vom4JP09f50h3O/%20lSkrKvMcoHDf59Kkghku2ZkAjuI+CrHhx/h79qt2iidWyWJ2hsN8aRy2DryvXZ68enqO1TMqQQxx%20XLebavgI+c7T259OmDUdvcNCGdY2DD78J4J+nv1+tWS6wx+YimS0kPzrjmP3x6eo7VyTvc3jsUyf%20IuFt5yRJkmCfb0P8s46irKObiYlDGl7GvPXEi/X0/UGnuFVVgmBktZB8kuc7PQE/yaq0qPbzBHLK%20w5SUDhv/AK/t3/lz609tjX4jJ1LfbaoL+zUrJv8A3kZ4/eAcj/gS5+ta8F3atbme3w9nIpLxAZ2Z%206kD+Y7Ut5bf2pbyQsDDdJyp7NjkEeo/lWDYCQed5SMJo8s8HQnn5se4PPvmnflfqVL3oX6o2547K%206thFcYktCQIpQeYj259OnP51Qk0SWGdIHvvLySYZCCOfwOAfbvT7e+NpDmFPMgc/OhXlPXj+YqVL%20oM4huyHspBhWzkRntk9fxptJ6mcazirFWPRluHcG7H2pFzwDhx9T1Hr6U8aDDIHe3ZmuEIEsTAKf%205fke9XxBGJvLcYkHMU6Hgn044z0470htPtcrNveC7Tv/AAyD1Ht7dqXIrbF+2n3MhLG5t0Mtk7mB%20s7kAI2+uR0z6jFTNd3tnZiO8t0ubBlGGIyAO3zDt79qsR3VzaO7Ih80f6yFz1+h/r3p81/izWa2L%20BZD+9hA5X1IH9KVktmCrae8rkUWrWEwWK8jWNw2Yptgbn14HX+dTCzsNQcpAyQXq4kWS2bbv9+OD%2078cVCvkOiQz24uUkJxIeDF9W64689qparpbwTxWlq7fapTmOVjlUXPU45HYe9NORScJbaFu4k0/T%20p0mkM0uoI+7yZXLs5AwWGeAMdDRDqNtaCeWSHy5CdzWrqN8mRwUxnOTwRXLXa6wuoSwXcccsmAv7%209gNwA+6rHjvnsRU8HiibS7kSvBMkaLsK3altoP8AdcDp9c5rOU1zLsNLTU6OCO6uvskd6IksZ1Zh%20bRMSeBkAsccA9qt3hGl2K/YY4kZ5UGCOCWOCTWJD4ntZYdOKssLoGUtLkp8w7Fc5+nFXJLmW/t/l%20e0ljiuELSROc4BHO38fWr57rcFTXNsLc2t/BeXM1taW0jrEXkhMp2yE5wy5Hytx+NZ6wpZXFkkBW%20KdNODXEz8oSTn5/Xo5HeummmjW9uyzqubcYyQM/erl4Lj+07l7OIrJHdTRwS5/hiiQFtv1OR6DNS%200ROKWqJ7GUS2zPpJeW0fBvI2A3o3cr/tfy+tPa6a5a2g0+EzREHypFYKZVHJDZ6r6nv1p15pbORf%202LLDcvcGOVGz5cylujY5/EUywR7zxFJ5apaTW6yI0KPuUNlMsDgYBz6dqys4/CDWtpfeOe+u9LuZ%20LyGxuIIzjzrLyyyN6urLkBv0Pfmui0/U7fVLcXFo4eHoT0ZW7qw7EVl3utTWeyzjUDULk7Id33R6%20sT6D9eKpJp72JLae8n9p9bpG5UjuzDuD2xyeo7itIST2IacHY6qT7h5xXB+OVJW4wmMRwt5hPTDP%20x+P9K7LT9Sjv7cvjY6MUdc5AYeh6Eciub8eQymCQoR5ctsd69zsbIwf+BUVPhOjDytVg/NCabJaz%20eK9P+yw/Z2W0LSDoJjjAI/vAYJz7itTVBnw/qI/6bP8AzrKsJZLu58O+agdI4XniYAbmCpjnHuRx%20371tWenx6hYK9zcTTLMd8kQbagY9QQOeDxzTjsJe7JrszWjO6JD6qD+lOoACgADAAwBRVEBRRRQI%20aF2/dPHpS7sfeGKWigAqOeCO6t3hmXfHINrL6inbB2yM/lUaq6Elfu5oGnbUy38JaQ8bKsDIxGAw%20c5BrHbQNTt2MUKSNGvCtHNtBH0zxXXxuDnPBz0p9Tyo3jiqkd3f1K8fN7KfQYqS4uIrSIy3EixoO%207Gsi81qLTXm4EkzHhM4wPUnsKzrbTLzXJvtV/K6RnlcDkj/ZH8I9zzUU3oNUbrmm7L+tizd+KWaT%20ytPgLE9GcEk/RRz+dRf2ZrWqYN3OYoz/AAu2P/HV/qa1oYbXTBstoVDdz1P4mnG9lPTA/CuhUZS1%20IeKhDSnH9WVbXwrZQj9/uuD6Nwv5CthVSFAiKqIOAoGAKzTcSt1c03e2c7jn1zWiw7OeeJc/idzV%20LgDPOPWmpIGJAOfSsx5Hk++xb60iMUYFe1V9X03I9rqa9FUPtr5PHHpmmrNMX3YLj0IyKj2EupXt%20EaG8eufpRk9lP40ISyAldpI6elLWJZQ1LWbLSghvrqOAtyoPJrLn8Ux3cEqaNbXV9M6lUdI9sanH%20BLNgVl2+l6cPEuqLqRjLxyl0aVjl1cAjn0GG/Oty50l5EeJJI47ZtzIoQ5GVC444xxQtTpkqdJrS%207/Al0Wxj0rS7K1aVDcRQl3CsPnJPzH8zWiFLQ9sdc561iSad++ka2C4cthTCeAWVsDjj7p/OrlrZ%203drYxwLMEVSxY4OeWJ/rSc1b3dTF3lJuXUsy3CWcW5vmlYZCjrS2EJjiMkn+skOWzSWtrFCDIWLu%20OrMelTPucFoyVHr6/hWai2+aQNpKyHSMBjrkc4FUr9TNpt3v+bMT4GOOhq4m2MFcjjv3P1qK5Ly2%20kyoo5UjBHUVqQZ0smyy1FgODAp/8h1n6TZGSVZCxBMZA49CB/MmppGLeHr1z9428Of8AvkVLpTBB%20aknA8hz/AOPCs3rLU6v+Xb/roOs4jDBYuXLZl6Z4/iqW5lVLPURnrKMc89FrOXVonhto4Q8gt2Mk%20zqMiNckZP59s1beAfZb9mO5vMGCOQeFpczekSElcn/eXN/KB8imAZ9xk0yxYo2mxt0wSPxWrZVP7%20Rm+X/l3HH4mqwQtBpeOHVDg/8BpODXvdQvdWJH/48pf+vz/2cVLN/r9R/wCuK/yaqol8zT36Z+18%20jv8AfFWJgFm1Ajp5K5/I1ondXQmLHGhu7ElFJMDdv92o4v8Ajytf+vr/ANmap4v+Puw/64N/7LVZ%20X22Vrx/y9H/0JqYh9x/qdV/D/wBBFTuM6jj/AKdv61XmcGDVCO+P/QRU+8f2soAJP2f096A6FCdi%20mi2bKcEKxBJ6fI1UdJuIP7KuY8lJpJVdVcFWdMrggHqOvSptQR59AgijUs4ViijnJ2kjjv0qnc3k%20KSoZLK5lsQWDLIiqS5xggE5BHbpUve5d3blS6nQ3Gw3l3HJsw1sAVfv96qS6XazLp6mGMB4myVXB%20+6Oc+tZ1vHpE9isMl0q3Xmbnnurf5yM52ktx7datWsFqniu3l0+aJ4Zbdj5cQAVBxg8dyc1RkpO9%20rE0OoPBGUuYp2dJDGJEjJEnOAc+p709tQkKTGKynJiXc28qgHGfWpTj7Bz0+2c/991VvSXkv/JZt%20oQdO/wAppSmolciZKySG6iS6uZGWSIv5UB2KDkY56n86x7tZLS1tZLaJ5Lu4kITcxYnbn1Pb0reh%20VLe/t2kkG4wEkk+4qvPax3Wm2AcsrCchXRyrKDuzgjpUJSk7yKvbY46MGzF/CU+0M86yPIZPmVNo%20Zhz0yQAT36eldZeie7vobqCNBMkIby5Dj5WyCp9+f0rlxPENQ1OK2eb7PPLCZHl53JzgknnkgDPv%20XZn/AJCMn/XD+ppwXu2ZCWhnJehIo4Zbe4ihn5EjJvJ9gVz+HpUc+oSGLy1s5TDE+3cSEcn6H6/j%20WnbNmLSgv3gD/wCg1G8Zl02fzQAftnJ/4EKPZRsQ6Ub2M4tLrG6CWKSNIVLSll2jaOQPfJHT61ux%20v/pNgef9Q3Qey1XnaCyub0bwnmRKqrgkscN0A5pILyF7uxTzir+UUw6lMHA45FVGKiVGPLGxGrj7%20NDnj/Ss8/wC8aSd1R9S3H+EAf98iqkMcF1JJHeE7klfyoWJUYBPzDH3if0qV9MkjSZrJypkQqySk%20lT9D1FZzknJRNNrk+xhfxO4BHkZAP1FV4UAisXB4L9B64NWrdxc36qPMjkjh2uh/hOR+Y96gijIg%200/Iwxf8AA8NWqUepk00Qyz5ivOOPO69/4at70e9nYHOIR17cmo5Ri2vTtAPndf8AvmpZFze3HAH7%20kdPqaiMddRP+vwI4mGNP29Qh/wDQRQWH2MnPH2rP/j9RoSn9n8D7h5J/2aEINic44uu3+/VTUb+6%20CuV5B5euyqjBVnUFH9JAOh9iO3tVrMj5dFVLpB86E8N+P8j2qjqWwx3u0sjJseNh1Djpj6nj8a0l%20tp50iVjsuSm5Hx+Yx+hFdOFqJLlZjWi3aSI8kfvYFyCcSxH9ce/86MiNQVAe0ccg/wAH4ent2q8b%20ITSFoj5VzHjzEPIcf4dcU2G0Ika4jBdASJIMc7u//Ah+Rrp9tGxj7OVyr5ThdkwLQHHlyg8g+hPr%2071HeX1zZmMeTudGCqy/KGLdCT2xxle+auNqFpa3H2dS1xbyICYYoi/lA+uBwp9DzWRBfXs8lkb2Q%20mDcZYVdNu/B+VmI9CenHQZrGVTmRvClZlldXkurhfPtktbxV4Lsdj4GSMjr2x3GaXVtSkGl3kltF%205TFNk6PkBSw4P15698VDfX8raPdXSIiSw3AkiPJIfqfwIyPxpNYvPtelyyCNYncIz7DkyDcvXPbn%20j0xUJ3Ro42kXINOCw2QsXe1M0JZoid0bEAdUPGD7YqWzvF1HT9kuPLYBfvEvDJ/dbvn0NRve3TwQ%20tZxrJcRwkR7TkZIX17juKz9L1D7LcXCyiV0nJaZZ1XJxwWGOMDuKy8mVOyVzetmaZFhuCFmQ/uZV%207j/PUd65rXZbqy1pLkAwOse52VCY5GyRyewI/Krt1FPZalPNFM88EkayrCx4aMfe2ns6kgj60q6h%20PrNh5H2NrgSB1gmVgHGDjc4P3ffGalbcrHDR36EEN4hjS5aC4hWUZAKFlf1wy5Gfr1xUizwEs9m6%20zWZJDgjlffHp7VW0959FS0jmJeIuXwBweCMr/hTpbdme4urZsTq+Q6cqw44PqOalTQquH5djRsxs%20dopDutnACMG+62eM/wBD2qeS5khfybiLlW/cTqcE/X39fWs+2lvbK5kt59Od45I8skRBH1GcYB71%20dhun3W8WoQqtrdn/AEfD7mQ4yFbjH0I6VqrWMVCSRXla4vJGkZAl0q9gdrD/AA/lUltZTXCNPGuy%20QY3xE/e/+v6GnvqQaErHHc3XlPsS6gjGM5x3IyexxwaJtUuTGz/2ddJeQKCWVF2kdcH5uh/SjlQe%20zfUs29rHa/v4B5sDAiVWHKDuQP5iqtuqSStcBiwe8EUeWziNM4A9skmnR2El5ewvfzFhcRmR4Yjs%20j4xgHHLYB6mpYIYorGzWONVUXOAAOg3NSbWyNoRsF/GJbfVEdA6EjKsMj7oqtJorf2hElrcFI44v%20MWGdfNj64xzzj2zx2q5cLiDVNpwMjj/gIqyCTqgDDB+z/wDs1RYs5CfwuJ2S6NlbO119xbWRoGRg%20M8dR25zWNcQX2nzlCGuHB4eZPKdSP4dwODjPQH3r0G3/AOPfS/8AeP8A6Caq3t5apbXttPIm9p8+%20WRnjI7VLgugJa6GDo+pWer6swvpDIUtSm26jBeN8jqcYPfnFa2leFks1S5sr5BdKHXzo4VKsGIPI%20/Co4PD1pfawLq1RorCIcL/DI2eQAeQv+RUGt6VBpbW1xDd3sFmA0bGBt+0npx3zyKaulqW7ctr6k%20uoPqmnTW9t59rMjbrhmMDBiQ44AB5+9Uuh2lwmsyS3bRPJcQPMDEflAZxx+nWuf2tFfwXTeIIJJ1%20j2W67wuAeoY9iAOSRVi3fU4blrvTrkT3GNs6R7ZURc5zgc4z6cmp5rMwkufW50mraVNcASWyI8yI%20UVX+6yk5x7EEZB/Osm0nniVUjkcFm2m8cfOrDIMbercY9OARUtt4ynW4EN1ZLKO0ts+AT6bW7+2a%20htLmG9s7k+aEsWnd54pSA7KWJyo6gevr2pSanrHRkuLjui9ouq6dareRSMtqhnLAMDsIIAzu6HJB%205ql451Cwl0+1i+0K0jSbkKDcrKQQen8vanuiqYriObEC/wDHsTgiYdlYd/Yfj14rntYkLXySNaK6%20q0kptAAPLZsZO4demenc1Lm7csjfD07zRb8H30Mmr6YnmHzBZtGY9pAUhj09SepNdbbf6JfSSj/V%20XNw0Ug9Hz8rfj0P4Vw3hqO6t9R0m5FncSjDYZWUAqwOByQBz69a6ddSu2uPKlsBDHFeo87NOCUDN%20xwBz19a0g9DTF8sKsku51FFFFWcoUUUUAFFFFAATgE+lQvDIxBWUqMcipH5wvqefpTqadgauNMak%20AEZI796XDf3h+IpaKQGBpmhpI63N4N7ADah5AIHJPqc1uyKxjKxtsPrikhj8qIJnOOtPqaacUi6k%203N6lNbDk7n+mKimtXiXdkMPatGqt9Iw2xjow5rpp1JuVjnlCKVyjRVuxj+dmZeRwM1bdFdCpAINa%20yrKMrEKndXM2KFps7MZHY0kkTROVYdO/arNmjxyfMhAYdfSrlTKs4y8ilTujLigeVWZcYH61dsmJ%20t8H+E4qYKFGFAA9qOFBPAHU1lOtzKxcafKxaiuLmO2XLnnso6mq0t+0hKWi7iOrnoKS2tVGX5lkJ%20/wBY/QfT1rl53LSH3m3LbWRg6xo+p3Wpf2rYxpl4DDLAZTGzjsc/41QbVrVbd4rsy214WxJHKrgq%20AmBjGVxnmu3CDH75izD14B/ClZVKkKAMj0q0nFbmvtYySU1sYVtG97Zia2u0mgkRTEN7cscb8/8A%20fPGfU1qafbz2+nRwTne6ls/NnjJI5+hFZvg1TH4dhUZyskitz3DmtoykEjrg1SldGdWChNxXQVYs%20cudx/SnBCT8xz7U6k3LnGRQZi4GegzUV2/l2U7/3YmP6GpTwMngDvWNf3b3SvBav5kEjiOWX+Fcn%20lVPc4/KgavcrXICaFfpnkQRDH/ARUGk6ZPfrYy3aF7N4mOxXwFGcgN3bP5UzV9Utbf8AtG1kfErq%20oVdp9B3p/h9lm0W1sTdXUU8x8xCMZwpBIBx93/69RZORtV54U0+/+RreVMkcssekwecr+TGoZRuh%20z69uM8VTlh/spLmwwfIm/eW7E9MYzH+HBHt9KszalZpcS3ZvZhtza+Qq5y+eqrjJPNZ8tvc3mmhJ%20ZJY4bKRSvm4M0jDoWI4A56DmrZhTvc2CNuqTAd7ccn6moIOE0sj7wU9e/wAtTEg6jNjvbjP5moIM%207dLOPmCnr/u0jXoQyqYoJJf4Td/MP+Bircrgy6gfWFce/BrMu9QT95p1uyPeTTs6q5wqgNnJ/LoK%20bIl1ZXEsMV3FezTxZML4STGDyvYj2qEnF6bF2vua8O77VY/9cG6/8BqCJc2lru5/0rv/ALzUun3k%20d3cWezcHjidJEYYZGG3gili/487X/r7/APZmq07k7FW5lnmvr+0gltoY2KqXmzlmKj5VGRyBj8xU%20un3U01+/2gp50KPE5RcA4bgj8MVFZWNnqECrdDzL2zuGaQbsESFup9jgY9qp22pxLeX8sLrK7Suq%20KD94kjH4cZ+gNOw0rrQ0oFxb6USM5c5/75NFxCkljfB1yDcYIP1Wo9Ln+06dph8xHZJXjZ06EgMM%20j271NKSbC9P/AE8j+a0g1uZcvmaJqtwg+eCSLkH+Jef1H6itazihR9NeGONTJESWRQN3yjrS3ltH%20eT3aSDjyFYH+6Ru5FYmnXElvPZ28j7VYHaPQkfyNZt8jsa29pG/VF+ZzJAI0Y4F2cjt9+pyCqamo%204/dg89/lNRRqFsxjgi75P/A6muFJOp5POwf+gmnGL3e5k30IblNl/bnJO63J57cis2+vLiLQovLB%20chjtVFy2TuHH55raMKy39t8pIMB7/SqdvGmyzxziXHPPOWrQrmVtTmd8drfTpbw3Bs3tgm9oDvVl%206KcjvnBPpXT6bay2beROVLrBwFJIUFiQuTycdKL2MNb6iojHyvw3Qg4H6VNBL5t25Y/OIAD+ZrKL%205ZcpKirNobASI9Nx1wf/AEGpSD9knJBP+lDr/vCltBmPSyQuMEf+OmhwRZXG0jH2vp/wIVoLr/Xc%20aJZLbUb6Q2cssow3mqycR44AyeOQafJexajavaPmGeZPljnGDnqCOzfhTpJQtxqHmnafIH8mrO1I%20yzwW5jjDIIDncM4X5csB6jrSc0nYSjcfZ21zdTR/a1EUMEjMFUhi7HPOfTn6/StN8DIY4C8sfpVM%20XUVlBb20LtczOFCZbJbPRmPYe/8AOo7mye4tr4Xlw7mJcBIzsQZXPQcn8aUI2Wu4n7zEEsskw1DT%20YQ7FfLcNKuGXqM4JIIqG2try5toRNcwQxQkkNAwc98/MeB19KksLY6GstklpLcJJ+98yNgWZemCp%20I5Ge1P0yXRUtDp0JaETZXyZtys24ds1drlSS+yVUPl21xb3EwlmZ98UoYFZlyBkEcE+oqzOu6+nK%20Ha3kjOfxpdStbCy0ldNtyqzRDz4Iicudp3HH1ANS/JcXE0ij93JbqwGexziolHsTLXYoRuo+wBn3%20KEOR6fLS5ZYH2/cFz8uP9+rUUECjTww27ozncTz8oqvKqxWrc8faSBj/AH6lprUVrFFts+pyyzIH%20s4mw3oXA6/Rc/n9Kv2t6pkl0wLcXjjDo8bKChxnqSORwapWCrBLcQEhSjtI0fUshOQy+voRU8UNh%20HslnhiktGOBJt5QfUc45/Crb5WmjJPVqRb8u8v8A7NdXFxJbMZfLjSFhlRyCWOMEnHToKJra9jN3%20PFqcwe3+QFo0O4YB54HTPFOgAsbm308Nuh84TWzE5yhzlc98E/kRVm4/499U/wB4f+girbaNkk7D%207W1isr5o4QQPI3MxOWdi3JJ7mm2/MOlA+/8A6Cand1TVCXYKDbgDJxzuqvE6x22lu7BVXOSTgD5T%20SHbQSdBJp94jDIa5wR/wIVnMn2/w19jlUC8tVxGM4+dOdv1wOnuDWgXWTT7l0YMjXQIZTkEblqPU%20bJpdQuZ4ColjiRijEhZAM9ccgjsR0+lVGVhSVy1bOsj6Y6fdaBiPyWufu7lor2GUoPJRpY899zPn%209cYFbtjF5K6VGcZW3OceuBVaW3t7izjWaNXBuirA9xvPWoBrmVioywyLElvIWRIpbhlz9w424HsS%20xyPatVrf/iZQmJtjGAnj6isqHTVsbrUzvklzFtR27DGcH1PufStwf8hOH/r3P8xRJKW4oXjGxjyM%20sunWMNwhx5p+ZeCPvciqDNPpn2tPvRPIFJxw3Q8eh9q2AgksrBSfm8w49vvUxiJ9O1FJE3AyjP8A%2047WNnex0Rna99i5BNFc3c0sLb1NuMHuOTxVVo5/+JTJAsMhETL5cpIByoycjPYEdO9Z8qT6NqMjw%20sWiaMZ3DgjJ4b39DWpYXMdymmGJslVYMD1U7e9axl95M6dldbEGnW72ugRwyAK8dyFKqcgfP0q7c%20Z83UQO8S/wDoJqNjixkP/T5/7OKL6byf7SkKniJOvHUEf1pkFiL/AI/bH/r3b/2WoI/+PO0/6+j/%20AOhNTYprmHVLGO9SCPfG8aBJCxJAB9B6Ux5hDY2Z2s7NdEKi4yxy3rQFv6+8muP9Rqv1H/oIpuoa%20jFpt9HJMGKvDt+Xr96q009289xa7LRJrobxC858wDGOwx2qO6tYdd1Vba9RYzBCcwGUFi3Y8dhRZ%20lJK/vbE0d2p0zT5LZkkdSwVS2Pm2ng+lJor2VpdXHmTSre3BBlW4IXcw/u9iOex9Kgns7eWeURPC%20t1BgHym+ZOwyOh/Gqk0kb2Nxb3MUc1zBMGilg+ba+Rgf7J478UXdwj72hvWOnWekJLbJOQbpi22S%20QbiSMcVSNnb6KlpZxSM1sJjNKC4MnHIOOu3IycelWYYbHVjbXs0qT3NlwzxthVfqeKcsemXtymsJ%20IkhgUqJgx2gDrn86om+ut/8AgkKrDcWMcu2KRXu8htoO4b/WmXelWMkmoym2jWWNFKSRjYynb6rg%20064itxZnUdOuY1gDiV1LYifB7f3T71H/AGrbT2Wp3O/YpiU7W6/dx+Iz3qWg5b9CjdaATNbabaTy%20Nazr5kySgOYxnkq3UEn680/UPDVpIhuNLmTMBy0JkBTjtnt9Olaln9n062Go31wiS3KqGct8gH8K%20j6D86q3unWWmwL9nmihWecSPFM52znsue3XNHIuo46aI57bpfkG6luMSlirWL7RIhPQgEDOeuemO%20nvp6d4ZhmsEvby7YTlD+8jddkY7A/Tv71aKw3OpFNTiW1jkf5ElxvlbAGAR2H8yKuvDpOmaedKlk%20EcUqsREzHcwPXFJU11Q1KUeupy+ny3GiJFo1zLBbQT5CXpXzIpf7uOeG+vHFbsmiXl3p62qajEqr%20j96LUhyM55O7nNWbfRrT+zjFfQL9mKbVikOREnXr69yaxLS6v/D8LXFus17ogkKLG5zNCPUeq+3W%20p+HfYqcI123HSX4P08zs84IB6miuUi8XXt750unaNLdW+4xwSpIBkjuwPI5rT0XXJL15rTUIPst/%20b4MqDlCD0ZT6GqUk9iJ4epBNy6eZsUUUVRgBIAyabktnsP1oAzjJyB396dQAgUL070tFJkhsde9A%20C0UUUAFFFFAATgdM1Akbm5MkgGAPlGelT0U1KwNXAADoKKQsBxnn0oyT0H50gFoJA6nFJgn+L8qo%20zXRZzHaqGYfekPIFRKajuUotli4vIrdcucnsB3qqIbnUMNMTDD2QdTUttYKj+bMTI5Oct/OrlTyu%20fxfcO6j8JDFAkQCqoOOhNPAIIBzgdABT6K0WhIgBJJI+lLnHJ6Cisbxert4WvSjFdih2AONygglf%20xHFDdkVCPNJR7kXhPEcGpQA58m/lH4E5/rWxLGAc5+8fSsvQNOt9MsR/Zyv5U5Ezb23Hkev0rZVg%202QOooWxddp1G0IFBAJYtUNzcxWVu8k5xGg4AGST2AHc1Vl1YDzGs7drmJG2PIHCruzjAJ69eajZp%207m8k+1xJELeEsiK+75mBGScDoAcfU0zNR7jVhkvru1e9A8iRWdLbOVXgYLep5+gp2AmnRqqgKLvA%20AGAPnNTQHM2m/wDXFv8A0EVDn/RIwOv2z/2c0izmPEsco1q5kW3coFCiTHH3OlX9CGqXN5Db3D3F%20nBHagARqF3YIHfP50/xAS19cRDuAcfUAf41vDjUrfGObc/zFRHdnVVqXpRTXQpWlrFFHY3G0vPJN%20h5Xbc7cN3NPnBNtqJ5IMozzx0WnRDNlp2Tj98f8A2aiU5s9RP/TUfyWrOZb/ANdyYn/iZzEYJFuA%20fpk1Ua6hsbPT7qdiI44yWbGcDb6VdkAOqSjp/o4/mazr20e903TIY9m7htr/AHWwAdp+uKAVupU0%20+K3nt5dadIRud5jMwJMY6bfwFacb6XFaRay+whIwouNpzjp0qK21nTWnTSWtTBK7GNoNgKA9+RwQ%20atPdaet6mitCMtHuEfljy9vWqSBp36/8Az9Ua3shHr9uUG7aH6/v0PQex44qe1uEudLs5YTuR7jc%20CPQsah1m9sZt2keXloXiZk2YTZvXgfgabdItloqzwx4MUx2ovA4ZsfQVErrVFJXST3CHULXT/El9%20HcOI2uDDsypJZsEf4VZFroumalDGYIorucMqAKSTnrzVbSIbO+luCj/abqGQedNNHyW7bfQccU23%201O41G5E8OnQ3CRlvKkdgsnDYJGRxz70KfdA1/wAH9BdPhjijhS3Ty4/tku1B2A3D+lWpZUi029Lu%20qgXHOT7rVa2juJEt5pV8oTXMkioGyQCCaZaWcc2t3ayJ5qqdwVuinOOnTn+lS5NvRB5sdc3s1xNN%20cW6j7GQkbyNkbuSPlHfr16UzVbZTZafKqgFYyGI64wP5GtmeCOS1lS7wlu6FXYttwPrVG0gE8NtC%20xdoX85YmkOWaMj5TRyaBCpZp9iKznMmkws/Lfahu+u/mrExz/aQ7+WP0U1k6XI0aPbScsLkN+IbB%20/pWvMCRqWSM+Wv8A6CacXdFVI2kPRiL62JRj+4PQ+61VtR/o9uQOTcn+tWlRvt1uP+mBx+a1SizF%20b2gUlt1wTj0PzUSkoq7IWpLMCbbUT1+cc/gtNnIt9VaUE7Ghy47dTSSJK9tqDbsAOMj8FqSWNjfy%20xOFfdbjIOCcZPaspSclsVHQjs79DDYNHDcyRRAlpFiJH3ccetBuluLOcWrBlN1kkdvmH5VX0ySXT%20vIgkJa3lj8yM5yUI6j9asXMEskRuLUHfuBkUf8tVBB49x2P4U+fnfKtBP3WTyQKLi9LsXbyQfrw1%20WIgWuNPB4HkNwPotU45knku5I5N0bQDnueG49qtQ5+0afxtHkNjA9lrWMVHYlt21IILaKCwhEMap%20uvMnaOvzGpbhv3Oqbhg4H/oNRrJizgGORdZ/8eNSTN5lvqpx1A/9BFMCwW26lGcZ/wBH/wDZhWKt%20vFbzWOpXFsZ12iMbQWeNgSQwA6jk5raXP9pxg8/6Mf8A0IVXt/8Aj10z/rof5NQCdirc3BuJze2+%20nIs1ufLE90SpGfRBz374qSzsXspJrdn8wrDndt2gAljgD0HappubPUM/8/A/9lqZxt1C5C/8+44/%20FqYX0K8CFjpe7BzGSM84+UVQubmMebAYpZSlxvkaNc+WN/cdegPSrF3dNaWOnSRoWkEeFXOMkgAc%20/jUUcItbfbFOTdPN5s0hTKsc8gA9uwzWU5PZCk1FXZA8Md+1zdWbAtCqvFInO1gD/wDqIotWmvbI%20XkUJ2kYkgXnnoSPyP1p17G7Xr3Omutt5qFZYyuVlPqcfzqlaverPDaLKto+GOQn+s5zgHOCeT71M%20LLWRnK01aJcvroWlrbzrG7m1kEigD7g/iHrgg9O2KdJqzTyX1pbxK8swEgO7CquB8xPf8KoWklzE%207LLmTeS+SMb1zgkdsg9fXiq9vFH/AKVc2spt7dFxG0jY+cHnAP8AD2xWzd1cKV1LlZ0NvbadqtzN%20DeSC9vIgPMDAqsfso/yadaWejaiZYk3XQtn2lJWYiM+gz9KhtdZs7LT5b64gKybgkk0cfEpPQg8Z%20FT3WoW2kwi42LAly4GYoxlyRnJo5l0RvaW2pTsZWnsLqHT/Ke3S4Z/PdiAgyGxtxk1IuoE2s2oRX%20C3sMsbJJtTyym3PK56jnnNWLiax0h7eKQbPtMhVVijGCxwMn86Lmeys5bfT/AClSS43CJEjGwnoQ%20fY0ldoG7vYpLqVw9pbXayWsMEUJ/e/M+BwOmBzxSadI11ZROZS6/aflkAxuyx5qsjzzmOF3jiiIZ%20HgjiA24PKnPv7VNZEx2UNpGSIzcAD1HzHpUNJ7g5JaLf9C21y5/tNI28wFBkkdRtq6lwralDvyn+%20jkfqKpfZBGNTYP8AcQdew21LZ6pZalrIhhcSGKHaSRwTkHg96FGS2Yldq7Q6FFNnYMD1lPT6NUK5%20Fnfc4JlH/stPjtl+yWDIxUmQ9/ZqrebJJbagsMJKpIS8rHCJgAn3J47UlzOauirb2NaVBJf3Cvhl%20NsMgjryawJLaXSjYXlu2UZO/bjofb37VbS7efSJtYS/bb5ZBH2cdAemCfU1etl3waUJAG3RkN6H5%20K0lG4Rk4ehXt51utNeRWIJuhuQnlfnFS6mAV1Hd90CIsPUZ5FY9xbS6YzTwKTB9p24z6N90/0NbA%20ni1CHUnT7rwAEHqp2nilGXRjnFK0o7CXM9nq9k19ZMsstk5ZHwRtIwSPxFU7O9hvbe0vBE4tLSSW%20V5nHA69B1J5FW7Saa1tYrZdLTzJY9x8t1COcDJPTrmqH26a0S1tWWARTsRLHHaEoq5IPIPJOKu4k%20t0jVabSmiXXG2lVTAuMHIXOOlEs+lWif20+xPNUL5+Dkg9OPwqNtT01bd7c2c4tI1+cfZjsUdcEf%20/Wp8d9pt7df2UIg+2JZAjR/JtwCP50yLPz/4AXL6TpytfTBYjeYUygEl88inu+maLOGIWCS9fGQC%20fMb/ACaEu9P1K9m00wiR7TBKvH8o7DFVHvoNUu5Ei2ubWYJiSIfI3qD+FDdhPTe/n+hbB0vR50sl%20VIXvGJCAE7z0NNU6XYONIREjM6lhAAcMD15/A1BpVxaX/mTqBMLV2G948MjDk4qW21HT762bVY4g%20whDDzHT5wAMkD86A163/AOD0FiOlhjoaogBj3G3wcbTz1pvkaNfTNpfkxO9qo/dFT8g+v40+PUdP%20k05tbWL5QhzJ5fz4Bxih9R062046z5W1JVGZFj+dgTgZoHrfr/wRV/svVlk07Yky2jANEQQEI4FC%20vpeuIwCpcLaP3BGxh/8AqpLnUNP0qyGotFsS5KktHH8zEjIzS3V9p+iRxO0QjW6cAeVH94nufzoF%20Z9L+X6gs2l6xCt/hZltGJEhUjYRyabDDb6tew6kYgUjXFuzLgtn+LB7en51I1vC8j2FrGkUCndcb%20BjOf4fx7+1XwApAAAAHAHakxOVtjMuJvt99DbKAbPeRI3/PRgM7R7A9ffj1psjEWkqYJzd9e33hU%209xp6RSfa7aQW7oS5Df6puOSR2+oqpb6bFeWr3dzON7uZEeKT5Yec8evvkUAmrFU2/k61dz28gg8o%20KGhAx5hP8ePT0/Gqmh30MOvaxbX7rFdXUivCZOA6beACfT0q6WhcSXBu4rieRgkkgXbsVegI7DvW%20lcaZp+sWCpPHHdQkfK4OfxBHSsFf2jcehuppRamty+m7YN4w2OaU9DXLm21jw6c2Mp1OxH/LvM37%201B/st3/GtTTNfsdZBjgkKTr/AKyCUbZF9sGtVO7s9DOVBpc0dV/W5pr90fSlooqjAOlIvc+tB+Zs%20dh1o3AHGRmgBaKKKACgkDqcUmCepx9KQIFfpnPc0ALuz0GaNpPU/gKWigAAC9Biiiqd5ctvFvb/6%201upH8IqZSUVdlJXY27uWlkNvAf8Afcdvap7a2WFAMYA6D+p96bZ2ywIMc+/r71ZqYRd+aW45Potg%20ooorQgKKKKACsLxe8i+GLzrh8Ruw6IhIBb8BW7SMiujI6hlYYIPQik9S6cuSSl2IbKOKKyhSBlaJ%20UUIw6FccVS1C4NzeR2MRYIxxPIp5AxnYD6nHPoPrWULfXPD4mttKtYrvT0PmxGSTDIvUxgdz6VYs%20ryKeezvLU5srqUsc9YpSpBU/U/r9aSfQ1lSt797r+ty0AqafcoihFW5ACgYAG5elWJ13Xl7g4IgX%20/wBmqGUBrO7/AOvr/wBmWrD8Xt7/ANe4/wDZqZH9fkQwMDJpozx5Rz/3yKaoxZR/9fn/ALOaHkeJ%20dPeNNzeS34fKOazrfVYkhENxMu5bkOeM7RuOS2Og+tFwuMv1Fxr14B0jTJx7J/ia21T/AImFuMnH%202cn9RWJvVdZ1PDBlkibawOQcqD1raaZIdQtzIwUG3I/UVMeprV6LyIYEH2XTzjnzj/7NSTnba6io%20Gf3owfwWkikAtNOwf+WxP/oVErZtdRJ7yj/2WnzIzsWhg6lN6/ZxnP1NRW/3NK/3D/6DUrfNqUxH%20X7OP5ms65u5bW30b7PEJZZG2BWzgZXknHYUxJBaypZXur3TxmTZiTCgFhgsMD8quNq0I0Yat9mkI%20252bR5mM4xVW2+06brQjlha4a+O6SWNSI4cZ49+veptT119Nu2iNlI8Yi3CYfdLdl/E4qimrvYTV%20LlJtGhnjgPm3bRLGCo3AkgjP0xVeNpNTjks7V4o0t5WM8zjdgkk7Qvfg8k1PBZyG8spLi5mnlaJp%20MM3yK+ByFHHGTUGkIqaHFJBp8clxcEJdKHGWGSGYnPPc496W5nKXKtCe3014USOHVmETKDbhUUM2%20BwSf4h3xUOkI8GpTWMro8tuhZpE4D7n3dOx56U/USNPtZ5I7CKIWSqtlKcEZbg4GeME0+x05LHWZ%20pFkaWeeHdK7ADJ3egFBEL7kkGDbaXnpuP/oJqhdW6LPdXEbSRyGbbvjcrxkccfWrkDAW2mbiSQx4%20/wCAmo7oB7O844+08H8VqJptaG63BrO2jurrzt0hSAFTKS+Dz0zVeDWo5mtBaRTTtBHtcxxlgCQB%2016frVa/Yve3Mq2lxdW0ChHjGQJX3Yxx1A5zWtfX0tnp0U8VlLMWKjyE42ZHsO1HvMdtra3OZSW5u%20rt5re2uCRc7vmATnqRyfT9atxahLdW11OmnzbZQVXLLkbV5zmt+/vp9PEBS0lufOkCkL/wAsx6ni%20lvL17fULSOOyeYSuVaVRxGM9TxU+xV9SnVcktDGs78zC1upbW6jhf90HCjAJIA4znrWhbwKltYnq%20xn6n/gVQ2pkvtSBuJ5ZEjmlMcfAVSrbV7ZPXuaie+drO1hsSrTRSszEkBV+91Y8A+3WnGnFPQiUi%201dypFZakSwVPMHJ+i1myWOo3mtyXdpC0UTurJJKgwcDGeuQP5077TBbyvNNGb26x5jIDtEfAy23o%20o9+SaunWr3zfLjtoEAjEgzITlTkjt7Vok4kXfQrR2V3ZiNy8zTErBGJ2Un5gdxUDgAcH8DU6RamZ%20pYjPLtLgFlYD5d45U54O3rxTf7WvSkZMMBaUnCCYqRxnPI6VCNVkWTzxZMQTtOJAcnp7d6mc+Wzs%20Cg3cLmw1IC4ktDIs8gYTDcu2b5vl2+ny55rSsJ2l+wbgVljhdJEbqrALkGoPtt9cCUiGK38pN/7z%205yevYYA6etWLKJkms97bnkSSR2xjLHBNU3cEnbURQrWVuSM/6X/7Mafcf6nVfoP/AEEVBAgS1hwT%20zed/941Pc/6rVfoP/QRUp3KZNuA1NCeALY5/76FQW/8Ax66Z/wBdD/JqsjjVI/e3P8xVe3/49dMP%20bzD/ACamISb/AI89Q/6+B/7LVh/+Qjc/9e4/m1V5ebO/x/z3H/stWH/5CNz/ANe4/m1Af1+RnXto%20b2y06NGKuI9ysOxABH6iqEE1uzT3E8iw3DSCOZSSRu6DHsa2UdYk02RyAqxMxJ7DZWFE97fTNcWm%20lypNHJvzIwUSIxzjn8x6Gs5xe6FOHPF+RabT7dFXTjJ8zqXCZOSM881FLHZ3TsJwXNsSCAxGw46/%20Wr0d+81m8yWjG5jJUwEjcOfX9akuAzSxItuWEmd8gIGzjv61mmcWzOfuJ54LO0e3ZJYknDJOX2sV%20JOQwx3zyal0+W1s7llms5nuZCz8oGUc8hQece/erqljNJE0OETG1uMN9BUsQnFo1w1mxnXISLIye%20fWqWhsq8upZsNZtr+e4gWN2WHaGZ1G0+mB2qaxv4dSluYxbyL9nk2HzVGCeeR+VZk0VwtxE0UTCZ%20ur7gAOOjeoPT2q3PqbwW8N5a289zvcI0aH7nrnjseK0UrmsZKWkUT6fqMWp2s1wsEqCBiMSKCcgZ%20yKW01WC80l9S+zSARbjtdRv49Kl1DUpbOW1WG0kuBM+xmT/ln05P50t3qEttqVrapaSSxzk7pV6R%20/WtEi7X2RkXRjubRNehjljXH72Fh8zDOMj3/AJ0kd3ZWuiw3TNu/0neAF+cgMeg61ry6hLHrMNkL%20SRopE3GcfdXrx+lRRzhfEUsC6cVLRBmuwOG9s4pco/Nr/hjPvZVt4BqOoRSyQ3DpttIuQOOC/r9O%20n1q7rVxa2sNukttITcSAK8KgNG3Zs+2as22oSz6tc2jWkkccIBWc/dfp0osNQlvLy6hktJIFgfar%20t0k9xTC73a2Mx7o2Bs7O7SWSeOb5diEiVcHDDsOvIpdOv2tdRNlcW0oa8leROhCL0w35GtDTdSmv%20o7hpbOW38lyqh/4/ccVWstSmntnu2spoHG/9w/VsDPHHeol7rTK7posDUIV1b+yvs78x7920eXjr%20iqcUdjPrc9isFzG0K78iRlj5xnaAeOtW4dTml0Rr9rGVJVBItz944P0ok1SZNDF+LGUylQfs4+91%20x6VZKTWy8t+pQgtbTUbq90+E31usDANufcjHPUBs1iQXr2Lz7ZHOU8p96FVYgEYz0z6GuqvdUmtd%20JivI7KWaR9uYV+8uR347U3WLww2UI+wPdrOwV41/gyM5PHaplG5pCo1pbRi2dzFdXFjJBIrqYG6H%20p93rWest1NpE8yyrHFazyEbIyznaT05x3qC60wadfW48i4mEsmzzITsKrx94ge5+ta329ba6srSy%20s2ktZgf3sf3Y/rQvMlpL4dSiBZ/2A+oyJfyxSLl4nmYs3OORV641WCy0ePUvsshV1UBFUbwD0BqV%209QlXWY7IWkhidNxuB90HnilTUJX1qSxNpIIlj3C4P3SfSqJeu689+hHqGqw6ZaRXbW0j+eVGI1G7%20kZ5qPWLqGza1Uwy7riUANEo4Pqfzqxa6hLcapdWj2kkUcONszfdk+lUxez3tzOrW89ssMojDEnEg%20yeRQyWrLVfiLHqaWVzbWkkMkjXUhUOijauDjmpn1CGDVIdO+zvmZSwZVGwdev5U3Rbp5rW5ZrSaA%20xuQFkPL8dRxTLTXjNpr3EllPFIu7bFtJ3Y98Uumo1F9iZNRh/tU6V9mfPl7920eXjrinQajDc6nc%20ab9mceQoJZlGw9On51VXxGh0drt4GS4UE/ZmyG6+uKlOtltDF/b2zTSYG63RsspJ6HFMbi+3l8yW%20z1GHUbu6tPszr9lYKTIo2t24pNP1OHVhcEWzqLaTbiVRyfUflSahqktlpUV2tnJK77d0QPKZGTnj%20tUF/4jitI4HhiM/muAwBI2D1PFFwUW9kFvfRarYy6jDFPbywbgCR8xwM4x3FQ2t/cXOiyasZZoyA%20xMIQEYHYA1Yu9chtb22igUXC3D4d1lGI/epZ9WMeqW1pFbmWOYEtMrfKnXrRoOztt/wxT862TRk1%20eSK5lGA7RscljnAJXpx2p19c2sNimpyW0zpJsZoU43E9Cw6HFXf7RmGsJZ/Y5DE0e83A+6D6dKxf%20EGp3V5qP/CP2cLxTXGP9IB6R/wATY+nH1pN2RVOLnK3z+RUTTR4yv7q9keWLT0/cw+UdhlP8RPqO%201an/AAiNpF82n3N5pxPVbeXC/wDfJyK2bO0isLOK1t12xRKFUewqapUUE8TO9oOyWyMA6PrkJJtt%20cWX0FzbKf1GKzdX0fWL4h7rTrK4mT7lxaTGGUe/P+NdjSFgOOp7ChxTFHEyi72X9ehwdn4w1DRJx%20a63BNJGOAzrtlA/k34V2Njq1nqdt59jOkynsvUH3HUVJc2FtfQmK8gjmRuquMisO08E2em6ob3T5%205oSVI8onK/41FpR21Npzw9WN2uWXls/8jogGA4wPrUcj+VbPIwDEDOD3qr9rmt/3d4nynjzF6VZu%20EF3aFYnBBxg54qozUvU45RaM8alKM5C89PaoTdzkk+a/4GtS2so7cZPzP3J/pT2srd2LNGMnrRZm%20dn3JqRhkcdRyKilmwSqj8aIpeobA75qyiYHIBHeik6gFSKhurn7NFuIBY8KuetKTUVdjSu7Dby68%20kCOP5pn+6PT3ptvahEZScyN/rH9/SktrdosyyfNcSev8NW40CgKPxPrWcE2+aXyKbSVkKOBiis63%201XeC0ybQVLLgEfxYxz1/CpW1OH7L5yKzZHyr0ydpb+lbcrILlFQxXcc07wqGDoMkGpqTVgCiiigA%20ooooAK5i+to9G1kOwA0vVG8udOgimP3XHpn+eK6equp6fFqmnT2c/wByVcZ7qexH0NJo1pT5XZ7P%20cypZWsLK4tbh90xlEkTsP9au4fqO/wCdXIZjcS3chABNuMgf8CrDN9JqOjx6fdoDqVtN5UrE42lc%20YkH1BH51rtZ7Ly8EMrpiAZxz/epb6jlGUXZkeo3Elrp1rNCwV0tyd2M7Rhcn8Bk0WyWFhpbmK/dL%20fUGxFIQMqSuCc/hkk96kmtTd2lnbF8GW1dN3plRVYm+1JI/t0cUNrHOieSh3eaQQDu/2cg8d+9Mz%20nFtmXNJp0Oowf2dIx3QvHONhUM20bXxjvzyK6KVY5tQtdxJCwkgDvyKx/EGU1Odx/dUfp/8AXrZL%20bb+DH/PAj9RWd3do3cEoIqRn/RbA9T5x/L5qfM5NpfkDrL/RajiyLSxb0lP/ALNUYZnsL0sSSZf/%20AImhivqainOpTEdPs4/mapTi5W20qWyVXuI0bbG5wHG3kZ7H3q6oxqM3/XuP5mo7f7mlf7h/9Bq4%207ElRPEF4unSPNpk4ulYoEQZj3ZwBuzTTcXWqxxi6s3tjbRtNMrYxv2kIBzn1NQ32uWtoZbPbNPdf%20aTIYoIy7Ku7OTjp0pDfa1eTXMlnojJBMmzN1MI24BHTn170+Y09k7Xtb10NiL/j7sf8Arg3/ALLW%20e2nWstnbuYEEjXJHmINr8sf4hzVGbXtQ0x7e41PRZ4IIV8tpI5FkAzgZNaNvOtzZWRiIKNcls/8A%20AjRe4pU5RSb2IbixkkjuRNeSzW9mP3SOBndgclv4sds1pAgakuAQot/x+9UU6/uNVyfTp/uipGBT%20URgZxb/+zUGfQqwufs+m46Bjx/wE0kmPsd5nr9o4H4rS26kw6ZgEZY/+gmnSri0vOP8Al4/qtBXU%20rMs2nXc72kkjQJ++ktzzkMTu2nqD3xV3TL24u55mkt/Ltww8iYNnzVPf8qW4AF/cleMwL/7NWXam%20+traWDSUjkaMxMEkPCBlywHPrg/iaUW07CtdGrYXF7dLO17afZijlYxu++tQ219crpctzfWotZk3%20bYi33sDj8zSahqFyZoYtNEMsob98XBKoPr61BM4WWSSTN7dRAsUThIvr2H86HYVlu1uVLK2uXtzP%20qDraRlnZkRsHDtnBbt9BzV2Mu9tAlrGLeykkCbsYdhz0H8PTqefpVN7XVr3WV2tEYoCjCTGFifbu%20wBnnqAc/pV1TqMUdtDPprFY5N7SQSq/r2OD3ppMbXVkr20MGn6nFGgVN+PrwvU9asuo/tM7COLcA%20D8TVP7S0sOpxyQSRP8smHI6HAHQn+6avcDVJOOsH9TTEUYnOdOBUYCdfX5elVbliGdgP+XkYH/Aq%20v2oUpphIyeecf7FVL9dtrJKoPy3ZB/76B/pWNVNxNKb1LUrb5r4kYPkr1Ps1EEhWexx/zxb+S01z%20vlvWTkGBTkfRqktU/wBKsSw48luv0WtEZ9CBZVSxgMjBf9LzknH8RqS4YeXqWZACQMDPX5aNNsIp%207f7TcL5plZmQMoKopY4wPfuai1PSYorC5ls0aKRELkISFbHYr06UWByVy+zbNSjZyAq25JPoARWP%20pGni50Jrq7sWlufneJJJGIcdVwM4Gc1b1iVhGxXO6S18sY7bmVc/rVy6OoQ3lnFYwxtaD5Zi2MqB%206fhVIdzHtbfVbfQrgR2ESeY5lWDeQy8j5QMe2evep5pNcFo98lrbGaSMKbYBiwGT3z71pTSaiNWg%20WGKM2BU+a5PzA89OfpR5mo/2yV8qP+zvLzvz8+70607BzddO5i6lZaudJtSNk5AVHt0i2kKRyCc+%202K1dSnvYBAbWzM+5wGXcRsXHJqSKTUDqs6zxRrYADynH3ieOv60WjahJfXS3sUaWyt/o7J1Ye9AN%2097GfrMN0t3by6damWQsRJKGxgDsfWpbQT3drNN5wKSZMXy4MfHQ+vNWLAag/2j+0IIkxJiEIfvL7%208/SqGkxx3Fo8t0dt1ZSyb1RiFUnOeO4rGcLSujGoloiSOzuktEUTxi4DDdJsyCO/FWWSY3SOsqiA%20KQybeSexzVdZrKINqAmwlxtXeWOD2GB2pDbWaQjTGdh5oLBd53EZyeazOUkNtMWnLyqdxzD8v3OO%20/rUEVtdLbiVJ1Mz8zKRhJCO/HQ471MRaXMwPmEvZHkBiNpx39eKhhezgie/M2I58KH3HGOgwO1NF%20KVifSdWnntZDPbLFIJGRFV8hiB/jxVm0vb+XR5Liey8q7UNtgz97HT86xLiIaRPGlkI5FlJeWKU5%20YqOrKfp/KtNNRu57ix+xrE1q3+vLn51HbjPpW0JXOuLUtUl/XQsLe6gdCNybLF7tz9mz3z/hRcXt%20/HoiXEVlvvCFLW+ehPX8qdJJqH9rwrFFGdPKfvHP3g3P/wBahZNROssjRRDT/Lyr5+bdVlfJd/8A%20gDdQvL+30+GW1svPuGK74s/cyOfyp2pXd7bC2+x2n2jzH2yc/cHrRbvqLapcpcRxrYgDyXU/MT7/%20AK0WL6i95dLfRxpAr/uGTqy+/wClAtuwX1zew39pHbWpmhkbEsmf9WKjvp7walBAlqZLUqWe4z9w%208/8A1qfpzalIlwdRjjjcOfJCH7y9s802xfVH02V72KJLwbvLRT8p44z+NDV1Ye3YWK+vZNWWH7J/%20oZi3G4z/ABY6U+G6vX1ieCS02WiLmOfP3zxx/OqcD6lHph8yCJdQZCVjB+Tdnjv6VNJ/aQ0MOlvC%20dS2jMZ+7nPPf0qYO61BrXp2/4JLZ3V7Pf3cVxa+TBGcRSg/6wUaZdXs7XIu7P7OI32xYP+sHrUd4%20+px6XE1lBC18QvmIx+UeuOafqUmpJBbnToonlLDzg54AxzjmrFZPsR2st3qOl3H9oWPkyAsEiBPz%20YHBz9azbG5vbGBWNoYZZUdvszscMw6YPqa2NQk1FLi1FhFG8Rf8Aflzyq8dP1qHU4by5vbeCOCKS%20wb/XOx+ZD2IqWupcWtnsxwvr5tBF2tmGvCufs4PGc4/lS3V7qEWjR3EFj5l2Qpa3z93PX8qpRPda%20PfRQSeQLHYXkcn5i3PQZ+nSr8U1++ruNkR00xgxyqcsW4/8Ar00xNJO6Stv/AMATUby/t7GCS0sv%20PmcqHjz9wEc/rS6ldXtu9qtpZ/aVkfEpJ/1Y45pbV9QbVLpbqKNbIY8hlPzN9aNPfUXuboX8UaQq%20/wC4KHll56/pQTouwXt3eQX9rFb2vnW8hPmy5/1Yo0/K6VEcn5gW+uST/WqsdxqS6bdtqUUccgYi%20IIeoPA7+taUcZijjiwCI1A4PpxQwlorD+G5XHFUQt5b6hcSR20UkEoUjbJtcEDH0q8dpPUq1I24Y%20+bgnHSkSnYzk/tG/uJIry2S3tFbcCr7mkH90/wBa0gwJ2sB/SkIXOGYk+maUjK4C4HvQDlca0Eef%209UhB6ggVEbK1bObSH/vgVMGOcD5vesrWdeGmmO2tomub+4JEUKdz7nsBUyko7lQjKb5YkOt3OnaT%20bjbb+ZdSnbDBGTuduwwKd4d0OSwSS7vm36hccuQciNeyDPYfrS6LoL2tw2o6nILjUpBy38MQ/up/%20jW3Sim/eZrOoox9nB37vv/wBAecHrS0EZpASOG6+tWcwtFIxxUYuI/M8ssN/pSur2GS0UUUxCMoZ%20SrAEHqDVFrJ4WL2z+Wf7pPBq9kt04HrSbB3yfqaiUFLcpSaKkWoYby7lPLf17Gro5GRyPWmSRJKm%20yRQy+hrNa3tlYqt26gdhzio9+Om4/dfkWRhlBHp3pOACc8DvVG31SKaAlY5cqVBUkcEsVx+YqOK8%20W7ltVuY3WSYKCqMCqsQSB+QrT3raLUlJXLn9omKZVX94mOiinwI0krXl1wF+6vpUyLFDAwG2PHcd%20TToYmfDSZCg5WM/zNQoNu82VdL4SWME/OwIZh0PYelP6UUVqQQLY2y52wIMnP05zx6c0os7ZSCII%20xgbRx26f1NTUU7sCOO3iiYtHGqsRjI9KkoopXAKKKKACiiigAooooA5XxDbDTdbtdUQfurkrbXBP%20Y7gUb9MVuv8A8fl7/wBe4/8AZql1Cxh1KwmtLgZimUqfb3FYWg3c5GoWd+3+l2cQhdv+egAO1/xF%20T1Oq/tKafWP5GrD/AK3Tf+uJ/wDQRUY/484z/wBPn/s5oSYRtpzsCAITyR/sis59Uit7HzLpgkSX%20W4seAo3nOaG0jNK7shniNQWuXHODj/xzP9KvvIwvrcqyjMGct0IJFcnreq32sQ3k9jG1vZJhtzAB%203IXA69B7da6KzS+1HS7W6jKW6fZOGB3sxwCMDGB0qN5Ox01abjSi2/ImhB+y2GRjMp/9modSYNQ9%20pBn/AMdqSwbzdL0l2HLOCfyaq2qanbadDf8A2iUq0kwVI1GWkOF6DqauxhFOTSW//BNYjGpTD/p3%20H8zWDfapMx0/TtI2vqIi3Mx5WBSvVvf0FK95qus38gsIH02EwgPPcqPMK5P3U7fU1c0fTLfTItOF%20up3y7pJJGOWdtvUmjfYtRVNXlq+3+ZH4d064tPDLyQsn9o3QMpmbkux6FjWg0eq/2GEWWH+0tvL4%20G3Of8KzJlutMQ3sN6/2O3uGV7UgYKlucHrxnPNa72t6daS4W7AshHtNvjq3rVrYznJylzS9f+AZP%20ixLs+DJfMZDOioZiOhwRnH407R1I0bTy2CxnySO5LtWd4nu5ni1VYro3Nu1sQIkHyxEYyS3T8Bk8%201p6Whi0fTFYgkyryO5y3+NT1Nmv3K9X+SLlx/qdV/D/0EVYH/IUX/r2/9mqvcf6nVfw/9BFTNIF1%20Ne5+z/8As1F7HP0Ibf8A49tL/wB4/wDoJpk+BZ3pzg/aR/NaihdjBpvPRjj/AL5NNuZAtveAct9o%20H81qea+w+pYvrmK3u7jz2G54VCKBksctwB1NZlvDNEkkl7KbeGbYBCnLttULjI5OcdBUzQ3KandN%20FHHJIyCQTSHPlDn5cdxxx0q3ZWix3VhcOzSXEsbFpHOT90cAdh9KYrsrqks1shjBtLbzhF5a8SNz%20g5P8P4c1b8iK3j1OKFFRBGMKv+6aB/x5D/r9/wDZ6W6fy11Zz/DED/44aYEVilxNo91Na+WtzPK7%20RM3I4woP5LVSW+1UWf2aCKE3iMsL3JcBd+NxwuOmO9WtO06+jXS2juhHbRwDzoMffY8k/rVaOW4a%202jSOxu2uGuXmkVoyoAJP8RwOmKroPRPuPt47ltO1GW9CC5ZkVthyMBVx/U/jVu3vbe61q7hjcM8M%20IVvQnOePXrUEOjXV1dtJqRj+zFf+PZXYgtwMt0B4H61ALJtO18SXU6C1ZZPsiqNixNxlT2JI/lSs%20GjL1r/qdKP8Avf8AoJqCdVlsLvaeRd4/HcKsWvMOk/Q/+g0xlWOxuiBj/S8n/voVLWg1uv66lSyk%20vLr7WII4Qo/cZeXB4B7AH1q21pqEvkqZLWLZEY9ylnPIAyOnpUGjDdBcSH+O4c5+hx/StDOCOcUq%20fwoicveZLFEIYEiXIWJQi4z2qQBZgwIyCu0inRHMY9aCdmWxnn9KszOcnkdrfTlBBdljjBPtIMfy%20rVsk1VdKlW8lha+O7Yyj5R6ZrGNvf3YsVhtZI1SQMJyy7dofdnGc8j+dbl7a3s9/aS2t2IreM5mj%20x/rBTRs9khkaaqNDKSSwnUtpw4Hy5zx29KSaPVToirFLCNRCjc5Hy5zz29Kiu3uhq0U6XLJaxgq0%20G0/O3OOfxFS28V9Nqa3ZucWZj2m2weG9aLk3Xl3/AOAF+mqNpkK2UsS3gK+YzgbTxzj8adqSak0d%20v/Z0kSOHHnbx1Xvilhtr2PV55pbrfaSACOAD7h9f51Xt5bmz1G7a4uvtMTuPLiVT+6FAXS7Fm/TU%20Wu7Q2EkSQB/34ccke361RtdRii1qSxto/OjuJGk81fuqf4hn+LB9PWnWc9zaW93Jc3f2ouxMQAx5%20YweKhs4La+t9NhSRgUttyyLw6P8AL8w9+tS7MTSenYuvn7XLC1qUhQKUcgbW+g9qr/aZTZm4Nk/n%20rkCLI3EZ9aamoXjW0MNxJHDM8m1LlkzHKAxBGP4WOOn5VrPHcG9jZJUFsFIeMryT2INQ4XZzyp6m%20fJI6SRLHblvOPzuMfJx39aSEuZXt5IP3SAFZCBtb2A9qupbzl7kyyRMrH9yAmCgx39eagNjefYI0%20FzGLoEb5Nnynnnj6VLiyXBlV5nlsJJZLFzIAy+SSNzDp196zJ4mtmt5NPt0hmaQIrdkJ/vev+NdB%20JZ3Juo2jlj8gA70K8k9uazb+2ksVku7hg0Mc0bqka8gbgDn160KLuXT5lJF9U1X+wyplh/tLbw+B%20tzn6elFxHqp0VFt5YRqIC7nI+Unv2pkRmvtTgu7PUEaxVMPAOpPPUdu1Tra3o1prg3YNkY9ot8dG%209a3Onbt3/wCAM1BNUbT4RYSwrdgr5jOPlPHOPxp2pJqT/Zv7OkiTD/vt46r7frS21rex6rczzXXm%20WjgeVDj7h4osLW9gvLuS7uvPhkfMKAf6selAr27BfJqLX1o1lJEtsG/fqw5I9qScagdWt3geNbAK%20fORh8xPPT9KNNtL+2juBe3f2hncmM4+4PSm2FrfwaZLDdXvnXLFgkwH3cjj8qYaLsMuUvzqhl3x/%202esfC4+cP69PWpLcai2qSySyRGwZB5SD7wPHX9aZHaahHoT2815vvNrYuNvA9KPs19LoCQRXoW82%20gfaMdTnn9Ki3vFaW6diWyTUV1C6a8kia1J/cBRyB70mmpqStdf2jJE4L/uNg6Lz1/SmXtpqE2lxW%209te+TdqF3z44bHX86dqVpf3EFutneC3kRgZGI++McirFv2DTk1NbGYahLE9yS3lMg4Axxn8aS1j1%20UaM6XMsJ1DDbHH3Qe3an6ha309zataXYgjjfMyEf6wccUXVrey6pazQXXlW0efNhx/rKBXv2IJrX%20UJ9CWOU276koyHYDaGz9PSs6afULC3e2inhguAiMC6/Jn+Lbx0rXktb06zHcLdYs1Ta1vjlm55qn%20fWksuozPcX6JavHtjhZeUbjn9KiWiuaQkr2Za1BdTksYP7OlhW4ypkZsbSMc4/GnakmpM9t/Z0kS%20KH/f7+68dP1rOsLw2upzC4vfMtiFSOJUO2L3z6Vpafa3sFxdPd3YuIpHzEoH+rHPH8qaaexLTjuV%209YW8a8svJeMWZlUTKfvE7gRitT+P8Kx4bW+t/KS+u/tDPdBkYD7q4PFbG05yWNDIlskKQCORmo2R%20O2AabLPbwgmaZFHfc9ZNz4u0i0cxxz+fL2jgXex/Koc4rdjhSnP4UbAGwjaODwc1Fd3dtYxNLeTp%20GijJ3HArCa+1/Vxizs10+3Y4826+9+Cjn88VPa+ErZZln1KWTUbgHO6c/ID7J0pc0n8KNfZQh/El%208lqV21bUPEMhi0OM29r0e9lUgY/2B3P6Vma34e1LR4o7zTZ5r0wMJP3nMqP3K+qnutd0AFAAAAHQ%20DtSdWx6UezXXcqOK5H7kVbt39WVdK1BdV0yC8WN4/NXJRxgqe4q3SFecjg0oOfr6Voc0mm3YKCAR%20g9KKKCSN8j3HrUO9BOqlcuc8gdKmmYhcDgHvVcKqg7ercnipcbsdyVJ/m+bp/Kpfv/7v86jjhBO4%208r296mqhBRQSFGWIA9TTDPEoyZF/OgClqN3gGBCQ3cg/pWbV28jtyGkhlBbOSuc5qlWUjKW5qfYL%20V41aO2iV4zlDt6c5/nzUi2Nnbujrbxq6n5MDnPt+ZpYmZWwo3Z7f1qdU2nJO5j1NbXNRiwjfvcAs%20DwP7tS0UUgCiiigAooooAKKKKACiiigAooooAKKKKACuc8SxtplxHrkCkqiGC7UfxRHo31U810dR%203EaTW8kcih0dSGVhkEUmrmlOfJK72OauvE9haGzW3f7ZOkJUwwnOCQOp6AfWs+10C81FPt2p7o0V%20i8UK8hec8Dv/ALx/AV1lvoum2hBt7G3jI6YQcVdIzkHkGly33NXWUVakrefU4/U5bC00trd3dJJE%20IjRVyPxNSeENftDo+n6fIz/aNvlDKHbxnjP0p/ifS7mR7b7DavMiKSTkfKc1zOh3q2DwzzgxwQXT%20BiSCe5wF6knd2rPaR20KEJ4Xz339Tom1Y2tnp+m2EYudSRziLPypgsMuew/nUtpowt4r+8vnF1qW%208K05GAo44UdhVfQxJZzPPeWptY7y+a4jeQYbaQeHPbrxmtyYhrPUSCCDKMEd+FrRa6s5py9n7kfm%20yy3/ACE5v+vcfzNQW/3NK/3D/wCg1O3/ACE5v+vcfzNQW/3NK/3D/wCg0zn6EF7D9p0a8hzgyXDJ%20n0y2KrW9heGwmtdTu2kFvCDsjYgOSCfmbq304FXn/wCPKX/r8/8AZxUs3+u1H/riv8moKvpYy9eh%20X+wHijVVX7BJhVGAOFNTaZ+88PaWT/FIhyPxpuuSCLR3dug0+X/0EUukAr4d0kHqHT+tL7Rr/wAu%20fmWLhisOqBzycYb1+UU7/mJL/wBcP/ZqW4GYNVB9v/QRTnj2aku3lfI/L5qmSuYdCpBxBpp/2j/6%20CadJFm0vWxj/AEj+q1JaxgW+lnqSx/8AQTTpjiyvf+vkfzWiMe4E2FF5eBRj/Rx/7NTYPvaZ/wBc%20m/8AQRTpcm+uyo/5d16/8CqOBvm0zb18puP+AirD+vwGg/6EP+vz/wBnqHVSxg1SJDh5hHCpPq3y%20/wBalUYsh6/bOf8AvuoLtRc66tsW2r5qTuR6IuR/48RTQy3Dpc8OhtYG9laUqVFx/EOeO/akk06a%20TRRpwv5BcBR+/B+c4PXGc+1Pn06K51O31L7S48hSAqsNjdev51l6naRSeI4ZXJIuI1EbqxBG0nOG%20HTqKYk23v5/Mv6pZudDWJ9Re28kKXue5xxzz3rP1qW31iK3022vz5jIX3Rjer4H3W54JwT+FVbjR%20p2urq7N88sKMquknJOMEcjjrjt2pdXupNN8QyXsIgcRKqtGAA2D19yffnijcte61Zmpp8qtYaOf7%20qFSPQhMEfmKJ5FGm3XOM3X/swrKtjC0e1bSMzqGkModlz8hcng9T/WkcpsljlllMTuSsRlbAzsxn%20ufveopSi7EKauauioF0mE5GXLN+bGr6oSeOwySe1Y9tqojtIQlvGsahU2bjubJI+X1+7U5u3v7OW%202DLG05jTzImzgOMkc/xAA0Ri4xIfvSLovBKA0NrcSKRwypgH35xSzSXd1C8Udt5e8bSzyDgH2FR3%20GkQ3WjppYupFEQUb0Yb+PWodatLe402K3NzIHiZdgiYb3YDAB/rRYtKN0MGnSabo93FLdvdKx4L/%20AMA4+WrF/YxRiP7KWgeR/L3ox4yCOmfWoJbLS4rdTflGkB3PIX25brmrDva6hGvk3GFDB1dGBwQc%20ip543tcbk73BNJuF0YWZv5WmCsPtBHzcnr1pZtMnl0RbFb6VZlUA3AzuOD9aqS2Qk1SK6fUZRPCN%20qhlAUj6dD1qQaVN/av8AaH29/NKbArRfJj6A1Vwuu/n8yfUdPmudLhtkvZYZEK5mUHLYHfnvVa/s%20p7ieONLma3IlV98Y4kGO/PtTk0iaHUJb1L1nmmGHBX5McdBnjpTLGwvLC6vLxZIp/PbcVZmAXHPH%20WgPSWwmpWzfaYXSeeFI2LsiDIlz2P5VlaccR2JHB8jj26VZhH9m2l7J5U07NunGZQQpAP04q9BaL%20DHZRwqoZLU4JGckbamSuTbSyd0VbWU3NtbW1wiyxNNyGHbLdaVVjtYbqxmZ30wSAeYsh3w5weT3X%20Pft3qon+ot/+u39TTjIY4b/ABDfKQRwRgVKkTo9Gb5FndXCsJiXsD8wVzhTj+L14piT2EW7VPtP7%20u4CpvLnaewwO1VYLWW3uNunXHlxNCJPKmXep5xjP3hx70JqUq20Iu9NAgkGVNuRIBjn7vBH4ZqiO%20Rlh7ayig/soyyZuNzBTId55ycGqOsRQ6oHsbdmkmtlPmPuO2EY7/AN5vQfiavwX/ANo0v7fDZO7j%20PloMFmGccH3qN8LqtyVQIZrHfJ65BIGfwJ/KhK4opXKGrWxki037PI1vPOBEZox82CB1x1rTuNMn%20m0VLJL6VJlCg3A+8cfj3qpaR3V8mmXcot4reEb/vksRtwM8YFTz29tZ6k+ryXMhJj2eUCCp7ZFVt%20qzqbekew7VrKSXSY4/t8lsYdpaZerYGOee9VZVu9ZMMkc8tpbxtuVlOGkH09PrUMGmm71Ge/uPNS%20KbB8h2yDjuR6e1bKksQAcc1Ord+hLlyaLVlGTSZTJG66jdKUO4YI2k+4xzTW0nU/tcNxHqW4xAgR%20uhCt164PPWthUCgDk49a5+e6vl+1QpJMC1yZEfn5Y1YAqPbp+ZpqCZPtZIVotXj1UXbskiCPYYVk%20IUn1wRSW8l7BqU12YrqRHQKIN6lEPHPX29Knj1a6ubp4Y1jwzAKzRn5Rkg5GfYdarpq9xHMqpboz%20OnzptIydpOeucZH+TSdOV9GP2vdEtpLdWd9dXMsV/Mk5BWJkBEf05punXUlg1ybj+0JxM+5d8R/d%20j0HWpRrcyCYMYpAgYI6ow3NhSBj15P5VPZ6lNdahLAyjywrMDtwQQ2MH8+9Nxmle4e0T3RR069js%20bGaCe7u5nkLESvEwKZGOM1NphjfRpLFdUeWdgw85sh1z+Patf86ZLY21yv7+CNz6kc/nWcZSbKc4%20sqvYSp4eNo1/J5ipzdfxdc56/h1qvpVil3Etzd5uECCOIyjO4Dq5Hqf5U9/Ddq1ysqzXShVKeWJT%20tKntzWsqqiKqABVGAB2FXrJ6ic0lo9zMvfD9pcW0iW6fZpWHyvESpH5Vxem2k9rqraXqWq6jZzs2%20YZlmyr+xB716RXJeO7WK5+wrKQgZmzJ3UAZzUSh1R1YOs3L2Utn+BabwvqDyRlvEN4yx5K5jXIJp%20f+ER8wEXWs6nN9JAg/QVyGm3TR30EEtzI1ws6FHEh2yoT6evqK9SPU00oy6DxXtaDS5t/JIwY/Bm%20jKQZbeS4YDrPMz5/Amta1sbWxXbaW0MA9I0C1PRVpJbHFKrOfxNsR+do96Wkb7y/nS0zMKQfealp%20F6sfegBaa3GG/A06gjII9aACikU5A9aC2DtGNx7UADHsBkmkWNV7DNRTXMVsoLHcT2HU1RudSeQF%20YgUX17mk2kJySL7TQwMQzgEnpmorq+NuVAUMWGevSsjPX3oqHIlzJZ7mS4PznjsB0qKiipICiinr%20FIwyqEg9xQBuQoEjAHbqT1NPpu3aSyjJ7inA5GRWxsFFFFABRRRQAUmecUFsdsn0oUYHPXvQAtFF%20FABRRRQAUUUUAFFFFABSP938RS0EZBB6GgAoJA60i5xg9RwaQAFySOnSgAOXBA4BGM1zXhrSrKPU%20Lq4NuhugRh2GSOoOPTpXT1h6XmLXruPoDu/Qg/1qJbo3pSahJJm4QGBDAEHqD3rPn0aB43FqzWrP%20yfL+6T7r0rQoJAxkgZ6ZqzFOxlpPLHqLrexiJ3h2I6nKSEEng9j7H9adb/c0r/cP/oNXbq3S7tnh%20kztcdR1B7Ee4rIhNwZrOA4ElqzRt2yQvX6EYNNK5XNoWH/48pf8Ar8/9nFJdeb9vvtudnkjPp91q%20Mk2Eu4Yb7ZyB/vippv8AXaj/ANcV/k1JOxT1MbxXJ5egAYJMlr5YA9WKCtG2Cx6bZKMALcAY9OTW%20Z4qP+haXH18ySJcf8DQ/0q/bm4uraP7NaqBHOzeZK4AOGPQDJqeptLSlH1ZPOy+TqvI5x/6CKs/8%20xVf+vf8ArVd9LubhLgTXoj8/7ywxjA4x1bJplrPv1ArKvlzxQFZVHru4I9j1FUYXQkIKW+mFMnLH%205f8AgJpXw1let1P2kfhytNt5YktdLZ5EXLEkswHZvWh2SWyvZInVh9p+8pyDytIrqW5P+P67/wCv%20df8A2ao4Rl9M/wCuR5H+6KezZvrsEYP2ccf99U2D72mf9cm/9BFMX9fgQglbIHqBef8As9V7Z7O8%201K9leZTHcIttEd2N/GW2568kD8KdfsyaDP5f3zclV+pfA/nUsuhxxyWssaeeLTHlxM5BX/dP4dD+%20lCGrdRy6dZWumf2OJAFlVtsbSfO2eeKyYPtAtLGI28UJt5mjtx5hYiVc5RzgcMMjI9qvXElte6xb%20G2jQ6lEhO6fKiFfde5yePzqtdkW2h2LyybpDepJI+OWbecnFNsauyZ51utL1OaJWUMTlWGCjADIP%20uDRZWFqlhHeSwIyxwiQuVDNwM8E1EkU1yL+FVkis5bh5XlK7d6kDAXPqc8+1Nlv1hgWOyG6FFAec%208pGOgx6+56Co5rS5UJq5ZGti3eVHtVBB3IkeD8uwMSSB15qW9vFilClI3R4gQGABYkgAdD27YNVH%20nsNKke2nije1Mn7p2wW3AAtnPUAEfy9Kc9zaajMDNKYvMyLdMAM4XuQfcdDjFW9SFB7j7Se1v7y1%20donVnUNG5fAzgngDgkc+/tV650tJIivmuF+9gYHPrx396y7HVbO0ukW6WBGZMxyKoUqMkcjPt2zW%20g2sI5VI7e6cPllYRHke2eahxUlqP3ovQgg8PvBd3F1HfzLPMBvbYMnFSRaBb2okmWRi8hLySMACc%208k+1XoLuK5PmQSrIuMHB6H0I7H61k61cz31+ukRs1rBJGHluOu4EkBB9cc/lSlCL3CVaa6mXpmnw%20XFpBkedPIA5vZBv8pj2IPGT2+vPbM0mk2k0m+3tfs5g/15icqZcHko3f3J+nWr0YjkWaC3Ty7aMY%20uogf9d6lD+HJ79OvNNtrOXWreKaC7MNhE/8Aov7kF3Qd2J/hz0GOQATS5Va1jn1Kax3sGZ7fUWNi%203+pN3Hu/AkYIyenepZNY1GPEWoadLExI5gO/I9cDnH8qs3thc285lN/FKzjiGS2+QnoW4brjjNYu%20oya1a2xuYXt7mWHodjB1T+6Ofz7molFLY0gnOSh37nRWms2Nwh8q5Ejrxg8MPqKvR4dNwGQcYNcA%20b2Oa2hubnSpT52DNcoBKrDuy45Uj0rWsVR5A2i61N9kB/wBZI3mBD2Ug8j68elClL1NZ0Zw+Jfqd%20Hq0cX9j3pUAHyH6f7pqjbXcp1C1QH/lkVX5c46VnXPiC4SxubTVbbDyROsM6DiTg4OOozWjYwRXE%20lq6sHMkDHKt0PFXzX2JUXy36FU27CC2KK7fvzk7eM5bpViBMWWqLJ97I+Qj2HNZ6apHaGGBrpPMi%20mJaMtnHXt+NJJq0BN6zXMTSP0BbBPAoGk77HTBQupkKMAW3A/wCBVXt/9TpX4/8AoJpv2+EXok3h%2082w+765qB7v7Pp2nTRRNcMgP7uPlj8pq7oER2dwINcvBFL5UEbu9yrfdJ/h2+h6k/hUCXtxfPf37%20MqwR2zLDFsw7I3Qk/UZ/Gor250y20h3u7yEvdO0spiJLFifuqOoxwOfSs/StNuNY057i4vDZ6QoI%202Icysq8gMe2M1HM72RpSpOXvy0j3Nic2cOjjRrVXuFKYbEmNvOeT25o06KKz8ozJ57RqFQk8IPYf%20161gaRqVtpls1vdNIgEh8qYoWWRP4eQOuO1XxrkDKXS2v3jHWRbV9tRzN7l1aVZNxgtO/c6uO4gn%20OFcDdjKng0/YPOBUcVytrcalqrg6RaBIlPNxeKUXPoq9TWo1r4lYZ/tDTt3ZfszY/PdWsZXMvYyX%20xtJm5Skk965//hIbvTRjXtOeFB1urb95F9T3WthL2CS3WeKRZImGVZDkN9KfMkTKlKO46SRowWzh%20RUFukk+4ysWjIK4I6j0pIWW8lYyMCE/gFW96jhccdh2rNNzal0J0RAsEcK7IB5a5yQvr604Qs4/1%20jc+9PH3snge9ItzC0piVxvHb1rW5Ogw2v912H40wbPmHnSjZ1yKt0mxfSi4FcEkqFuT8/wB3K9ac%20I5SeJ+n+zU2werfnQDuGeR9aLhYi23AP+sQ/UU2ayhvY1W+him2nIyuQKsUUXGm07o5/WvCVlf2e%20LOFLa5j+aN4xjmo/DXiGW5lbS9VHl6hCMAnjzQO4966Sue8VaEL2AXtsTFeW53rIvUY7/wCe1ZyV%20nzI66VVVF7Kq/R9v+AdDRWT4c1k6zp26ZQl3C3lzoOzDuPY9a1qtO6uc04OEnGW6Gk/OOCeO1Lu9%20j+VH8Z+lLTIE3r/kUisDnkdadTVVTngdT2oAd16UUhRT1UUnlqOgx9DQBDc+eExb43E5P0qk07xz%20SfaMhzHtBA71ouNoByfzqjqKKIInP+sJx9RUsmRQCMRwrHjsKSrdt5ktnNHEzbgQcA9R3FItmWWK%20RSWRz8w6FaixFirRU81nNEGYp8inrntUFIVgooooAlit2kG/KqmcFmOK2o3j8tfLZduOMGseGymn%20AZVwp/iJq+mmQhQGLE9yDirVy4lyk6MMdDS5HrSH7y1ZYtFFNZ8MFB+Y/pQA4kAcnFJvH8JyaQqF%20BJyTjqaVBhBkYNAABj3J6mlooyMgdzQAUUUUAFFFFABRRRQAUUUUAFFFIWwQOp9KAAkBx70gByWU%209fyNBTePm/SlGcDPX2oAOT2x9az0hSPXC+352TOfwx/StEnAzWfJITqgZBkqnQCsqnT1Lh1J7u8E%20A2p80p6L6U20tmGJrglpT0Dfw1Jb2yx5kYEytyWbrU9aW7maCs+5sp11FLy28t8DDxMdu44IyD24%20P6VoUUyk7GK1zthaC4jeCaS5Dqjj7w3DoRwatzf67Uv+uK/yarc9vFdQmKdA6Hsex9R6H3rKtHdo%20tSWVy7xIY2Y9Tjdgn8MUjRO5R1xfM1Hw1FjIacMf+ArmtPRZCgmtn/56PLGfVSxz+Rz+Yqjcr5/i%20jQIgf9VbyTEf8BCj+dXLUhLmyY8BjOmffOcfpSW7Nar9yK8v1ZrVWubCG7lV5N6soKlo3Kkg/wAJ%20I7VYY7QT6UKMLz1PJqjmKsOl2cHEVrCF90BP5mq2pWMiI0tjECW2iWFcDeAc5HbcP1FalFAJmabC%205vJZJp52tvMUKI4cEgc9WI689qjspW8yyjlxuhMsJbsxXjP41rEgdaxm8201NU+yzTxM0kiFFz97%20qpPQc/oaCk7jgBL9mgxndePIfohJ/nitesWzhuzdxsyRR+RI5Zd+5ir84449Oc9q2C+cbeSe1Apb%20kdxa29xj7RBHKR03KCahh0+zsyZo7dI2UHBHO36VYc+WQzMMdyelQOzXZ2ICsYPLGonO2i3BIhuL%20f+04JI5mYROCMDrj1qvFeIt1JFdKFkjtxFIgXg8nkD0IrUjIAzjheOKralYfbEEkDKtygwpPRh/d%20Pt/KiMeVeY+Yx7GOygW0tL2KOaPb5toz87CeWUn26j2+lRSarp01x9otUF5KjNsRItrRZxk7sj14%20qWbw+/8AZjS35V5LdN0UMeWUEdz6k9KDFCli9zYiMRi5AAThcbhiic3FGsEpPUjj0+Y3F1cT2sQk%20SJTGgct5Y5PPqc5NaVrJM9xZebGFUQtg9Oy1OXEsl846Nbqf0amSTw272DTzRxKYCAzsAM4WmtSH%20qQachS+nYAEvHnOPSRhS6zbmW2S48t3MJ/eInWSI/fX+R/CmWt7bCa0khuIpHeV4GRXBJVmJB/Ag%20fnWu6gZA4OaZFRXZy0r/ANqypYQ+YIM4R/LKskf8W7I6Y4Ud85PSuniCxxqkQ2ogCqo7AdBSnhMZ%20NI0gWNn7KM0rWISsZ1/Iz3JUnIXgY7VRurkWVpNcld3kxs+PXAqZmLsWPUnJpkkayxtHIoZHBVlP%20Qis2TFpSTewzwtpk0GiW7iQCUsZCo4ADc4/XFP1DwrBqckjzW0ccjZ/ewtsbH4dfxpvhWVrO8u9H%20kkZ0iCzWxc5PlngjPfBrpqqMU4nVVlKNRyi99TjLiDVdFaK41KEara242xSDAlh5+8R0b/61SWP2%20S7tjqOiXiwyxlhJ8p29Mncn9RXWyRpKu2RQy+hrntU8KxtMb3SibW6A58vADfUdD9DQ4mkakJ6S0%20ffp80VtJu9OisRc3FsVbY4N6iEh+fm+hyehrQhudGW1k1JnhlDRgM+z59vTkVR0bXYRejSdTgWC5%20cFQqqBDJ36difQ1DrFvaar4jh0yKxzBZr5t2IlClgR8qg8cc5qr6FOledpJrr8ie5tLK2ibUY7o2%20drIBtESBgc8j5T0rP1HUYtBe1W3u476ZSDHFt2uMjgkjjHPertr4c8P3t5Laiwuo3jAYiVnUEdOO%20av6Hb6JJ9qt7CwRPs8m2QyRgktzzk5J6UOLYL2MNdXb0KFrpVnpd7Hf+IJEn1K9YqgCZSMnsPz6m%20tqSTS9NaLSjGsYus7YVUkNnrSWWo2Or2r3AiLLbOR+9jGQQM8UyHWNPvrRdQ8hmEYdlZ4xvXb1xV%20JKOiMpylN+9/XYign0yx1Q2/7u2HkqYoyMBuSSfqK14bqG43eTMkm3rtbOKzf7Z097IaoYGIWMsG%20MY3gZxiqkOoM95JcQEBZoY2HyYODnGaTaRnLa76fma93frbnYAWf07Cq8GpsZgJgoRuMjtVB3aRy%20znLHqak+zSmISBCUPcc1HM7nPzNm1IBJC23a2QcZ5Brk/Dki2+jm3K7buGdzcRMuAjk5wB/dx0rq%204wlvbgbgERckngD3rj49Y0n/AISu/uJLuNrKeKMedyFEgyMZ78c1NVXSO6hGU6copeZp5IJIOCfS%20kBKnKkg+1XraTR7pf9HuoJfdZgf60XtkkEIkiLEZwcnNOzOKUJR3KRZm+8xP1NOikMMgdfvDpTKK%20RA4yyMxYuxY9Tmnx3U8X3ZGx6HmoqKLhclN3OTnzX59DUkeoTxnlg49Gqtisx9cQyyR2lpdXZRip%20aJBs3DtuJxRzWNadOdT4Tqo9ShcfPlD9M1Hc6iNu23yWPViOlcsLTUr/AC95dNZRnpBbEbv+BOe/%200px8PWrY82a9kP8Aea5anzs1cIR0lPXyVzZN1Oc5lfn3qaykuHnVUZmUfeBPGKzbXwzFNGWttT1G%20B14I83ePyYGrS+FpdhWTXNSYHrsZUz+QzTVwVKG/P+BkwSpo3j6WK2bfbzRgXAHSM/w59+1drXO6%20hodnpmlr9hi8sK/ztklmzxkk8k9K2tPnNzYQyn7xXB+o4NENG4m2IkqijNehOPvNS1BLcxwE+Y4G%20TwMZNP8AOUR7yybPXdVnLckpF7/U1HHcJKxWNlYjk4NPAbnoMmgBxIHWky3938zQFA+vrS0wGSAl%20DnGKUpuAzggdMindaRfuj24oAYIEVywGGIwSOKeEUdAKWmPNHH991H1NAEV+HNowjUnPXHpWLW+k%20qyruj+ZfUVUfTEdywYqCc4HaokrkyVzLpUKq6lxlQeR61s/YoiADGgxzxSizgDZ8tc/Slyi5GLDd%20wz4WNhn+6Rg1NTfKT+6M+tHlJ/drQtDUQEsWAPPpTtgBBUkY/KhOhPqTThnvQA0hgCd36VGI3IB3%20e+amPIxQBgAelADdhI5c/lSnd2I/EUtFACZb0H51EsbB923p71NRQA3kEnaefelyR/D+RpaKAEDA%20nGefQ0tBAYYIzSbSPun8DQAtFN3dcjp3FLvX1/SgBaCQOpFJuz90E/XpTARvJbk9j2oAfknpwPU0%20AYpaKACiiigAqlCA2rTtj7qgfyq8KpWHzS3Mn95+Kyqayii47MuUUUVqQFFFFABWfc6c3mXEllMs%20ctwv7xH5R+MZ9QfcVoUm1d27A3etA02jlY7pl8bRebby7rWw8uRUXfgluMY7ECrssF9eaelvFZtG%20RKZBJK4XackggDJ71Wtl1bQr2/mk037el1MZWmt5Bv29ANp9B6GrkPi7S3cR3Dy2ch/huomj/U8V%20KaW51VISduRXsumpsPnySCcnGCfU0+mlg8YZSCpwQQeop1UcoVWF6BctFIuwDgMe9Waxtc1bTrIo%20k8jPcn7kEI3SP7YFJyS3Kpwc3ZK5qyOBx36igXMRGS6j6muYubbxHrFrLMjJpqqhMMAw0jkdAx6K%20Kin1m8nhS2sNLu1v9m2UTrtSJuBuJ6N9BWbnLojdYbtJPv5HQ20ixI8mRulYtmpFusArGpd2PpXM%203mk6hpAttRluLq/nW5HnxwA7PKIxgJW5oGpwapayywJImyUxssi7WUjsfzqXKbfLsKdFRjzxd0XI%207cy4edix/ujoKmdhBEzY+VRnArPvrqUzmBDtXIHHU0ssF66CFtrKOd2etXFKOxzOdyWyuTcSuNoQ%20Dng81b8tfSq9lbG0VvMZdzelWqtbagtjOu76Vrk2lrG3mlgnmtjYhxuzjOTgVSNiBpk0fmOSLs5Y%209WJYcmr11bpHqlncJuV3lKOAeGGxsZHrx1qN/wDjyuP+vv8A9mFJxTNYvaxmfbL2GXVIkhgYwRgF%20GdtxXBwQAOepqazkSLQxq15BJc3AjwI2T7i5xtUdv5ml1FvsPiWO+5CgLDJj+62cH8DitNL+4bWp%20LM2jrAibhcZ4J44op6K3YuTutvMqXVxbzaZC0enb5rlMpEEUMnHUntitFQRBFuYb1UBhn2rO+3zy%20+IlgmtHihiLIkzHiQkdvyrXPB4XNUzOSskiEkbuGBFV7lZZh5MaHJOWPQAVbWNWHzKMjipMY4pNG%20b1Mue3+y2JBA3uwBI71QZlRSzsFUDJJOAK3ri3W5j2OSADkEVieINNjm8N31vHIryFd6A45K84/S%20okgjTUppPRHP6tqljuS5sb5f7RtuYTCC5b1UgdQa7mwuGu7C3nkjMbyxqzIf4SRyKwdES2vra3lh%208qKORAQqgKT6gV0iKEUKowAMCiF9zerONvZpbdxaKRgWUgHBI4PpWasxktmWWT99A24Z74q72Odu%20xW1uwttQieK9iBlPCSIOcds/Sl8NaKdLiuJZp5rie4cM0kq4bAGAKW7uPtM4KA4HC8c1oWDXBVhO%20GwOhbrUqzZca8+V076GXqV9Lp15NdSW9xIgCrH5eDxzuz6dqnn1uOzs45kgkufMcKfKAzyM5OKja%20YiaUYLo7HKn/AD1qa406C2tWlheSGY8hkONx9COhpphGcXuh2oailkbaJbeWT7RJtDRj7h9T+dUp%20rryLy2hkWcmUsPMUDZHj1q+l7dQW6yTW/mKVJDQ9+O69vwzUNlJPrtqkl7bG1gJz5W7mQ9s+3t3q%20m7lKKau1+JQTVIJL6G2SR2kljJEgICL1+U5+n61IIpHv7gAM7ARqSORnbnA/OtkabbbsmMNjoG5F%20TRQRQBhDGkYY5IUYyam1yXy20MWW1lgUNImAferVleCKHy1idyMsxB6VpMqupVwCp6g1mS3yRbkt%20Y1XPG/FK1jK3KOu7i1urSWOYNIkqFGj6cHrzXOP4Y1WW2s47S5tpLa1lDwrcR4dV7gkcMMe1afXk%209aljuposBJGwOg6ipdpbm1LEzpbD30PSLp/Lu9KtVkP8QjAz+Iph8I2cWfsN1fWZJ6RXB2/98nIr%20RnlE1rE4+8x4HvViSUxtGCpO44z6GnTV247luvNK9znpNA1iL/j31aGdR2ubcZ/NcVQkuNXs5GS5%2002KcrwWtpuv4NXXy3KQkg5LDtiqNxKs5J8tQO5PX8609g5arQiWIX2op/L/I5pZNbnLzxx28EecJ%20bTg7iPUsOmaGg1XUv3d0Y7G3/jWB98j+27+EVrtjcdpyKSsHGwfWbfDFIyv7BXZ5Z1DUDD/zz87j%20HpnGf1rQt7eK0t0gt0EcSDAUVLRRYznXqVFaTCiipvsc3kCXZ8p7d8euKdjIW0uPs027qp4Ye1aP%209pW/95vptrHopp2GpNGndzR32m3SR5yIycHrxzUPh6XfYun92Q/qM/1qrFIYpAy/Qj1FM0C5FvLN%20EVdgyg/KM4wSKOb3kdVN81KS7G1cWaXO4kYk7NWZcWjW+CzKwPof6VqPGbnGJGSPqQBgmorjTo3j%20xCArjoT3q2rmDVyCyMFsS7zKWYYwO1Wn1C3THz7s/wB3tVFNMnYHdtXHTJ61F9jnyR5TcVN2hXaN%20OO/glO3eVPbcMVTu5ZEfK3W8E9AeRTV0ydlBO1c9iaV9MeOJnLr8ozgCndg7s0UuYnA2yKTjpmn4%20+YjcQOvFYMcTzPtjXc1a1mJo0CTLjacA5zkU07ji7lgxgg8cnuazxpTl8vKCD1PetKim1cpq5HBA%20tvEETJGc5PepCQoJJwB3NQy3KodqDe/oKjWB5mzcN06KKhz6R1KUe5L9ph/56Cj7TD/z0FO8iLH+%20rT8qQQRAf6tPyo/eeQaDWu4R/Fn6CmfbV7RuR9KnWNF+6ij6CnUWn3DQRBtQD0FLQDkA+tFaEhRR%20RQAUUUUAFFFFABRRRQAU1hlgD0x0p1I3TOenNACgAdBiikDg8dD6GhjgcdT0oARueMZHemuoMTB/%204uCKeo2jFJInmDGcUAQKxQ4VvYA1ZpqRhB6n1p1ABRRRQAMdqk+gzVPSx/om7+8xNT3bbbSU/wCy%20aZYLssoh6jNZPWovQv7JYooorUgKKKKACiiigArnPGVv5ltZ3Fyhm063m3XcI6svQN7gHkiujpHR%20ZY2SRQyMMMp6EUmro0pT9nJSGRLC8KNCF8sqNhTpjtinbsfeB471geFpTbzajpBdttjNiBX+8Ijy%20PqM5AroHdYkLyMFUDJJOAKE9LjqQcZuJl+INWOmaaWtx5l1MwigjHVnPSjQtCg0i2VmUSXzjM9w3%20LOx68+ntWfpA/t/XJdYk5tLUmGzHZj/E/wDQfjXS1EdfeZpUfs4+zXz/AMvkFMkPHsOTTycAk9BT%20D9wlh97t7Vocw+uOsrr/AIR/Vryz1CZrSK4uGmhnZf3cgbtnsR7114J5XuO9MmtYriMxTxJLG33l%20cZBqJRvqjWnNRTjJaMZDFAE81Nsufm8zO7PvmpSwOeWwPSsCbwv9hLT6Heyaew+YxE74W+qnp+FZ%20s2uXyEDWoNkOQDcQndEPdh1H45qJVOTS2ppHDqetN3/M27zVLm3tmuLe0DxBsM2fuj1PtQNVvbaU%20x3GnM+F3gwsH4q5YQKbT/WLLFJyCrZBBHrVTS5Ge4lQnekMPlxy9pFBOD/T8KcYu129SE1roZr6w%20dSFm8c+12uVCxdGXkg8fTNTSJEsEwkvl3i5xgvgn5hz1q7bW8SrpkiwxiQg5YKMn5D3p2j28R023%20PlRF3XLExjJ+vrSjRX2ncp1LbFS70+OX7eBMzjyAysDnJwSP1Aq7DfX83huO8S1Rr14wywg8HJ/w%205qsnlWF7qcLSIkflCRFJAwCGyB7Zz+dGkLqdlZ2YlCTWvkgeXGv7xOMgkk81pGKjsJu6J9Re+l8P%20hlsUlu2Vd0BP3T3I57VesXM1jbyN99olzn1xzWdBqd3HqlwupKlvaFd1vvwCcdQTnrV7TARpsGe6%207sfXn+tUTJWVmSXLpDE0rKWxxgHFR284ltmkwEwecNRqLILRlY8kjArOguTbxyKEBL8ZNS3ZmDdm%20LcXss+5S2EzwBxVZmCKXPRQWP4VaWxuJQpCBVxxk4qxcadGulzK/LiNiSPoamzYRTclc5rw4hXQ7%20du8haQD0DMSBXYtJ9ntg0rZKjk+prm9BvP8AinLBVjj3CBPn25PSr1zdvchQw2qOw7n1pRdkaV5f%20vZPzLMOqNv8A3ygKe69qoMxd2Y9Sc0lKQVJDAgjqDRdswbbErTsbyW4l2Mq7AOSO1QwabJJtaQhV%20POO+K1FRUGEUKPQCqimVFMrmyVrszs3OQQBxU8sSTIVkXcKdQeRiqsXYit4vKjVdxYL0zUtIv3R7%20cUtMAooooARgGUg9CMVkXVg9vlly8fr3H1rYopNXE1c50c9M1qabHsgd3XBJ7jnAq9gDsKZM4SFm%20PpU25VcIxsyCFDPJ5z9AflXtVojIIPeobUEW65781NSpq0bly3KradE3VpPxbNQT6YFQtE5yOSGr%20Rqjfz3Ee5Qg8ojG7rVshpGXSqrMcKpJ9BSVpaVDhXlI5PAzWaV2ZpXZTFncEgeU3PrUl3aLbRRkN%20uZs5PatO5l8qBmGdx4GPU1hT3QYGONcIjZTd6GqcdCnFJGjpkaSwyB1DAMCMir7yIsbMWGBnJzXP%20pcTW5QJIBls/d9qY07sxeVsjcQaE9AUrIfRUtvHJGrSyJyqhtpXPX1pLkBb2ZUwEUjAH0pOLtclr%20S5HUWlyeRreGIVWLqcnsRkUbd8vkjrIwx/WoZwbTUIXU5cbd3HGQcH+lS1szfD7td0dYwPVevp60%20bwFyTtA657VVkuJVaUqy7Y2A27eoOO/41Fcb5YnkLqAJQgTHoa3sSX9wPQE/Sl/DFUpLt1V5NwAR%20yvl464PrTjdOj4YjCMfM47dqLAW6hvEkktmSLGT157VGJpVaMzMFRgOQvBJ7H0qR7uNOFO8+gqJS%20UVqx2uVLGzmimEjYQdCD1NaDDcpFQbrmT7qiMe9H2V3/ANbMxHoKhTf2UCikSPcRxrlmyfQdahxN%20c9f3cfp3NSx20UZyq8+p5pbhokjzN9zNPlcvj2HdLYIY4kXMWPrUmBnPeqJ1CCFdsKlh7cCnQalH%20M4RlKE9CTxVrlWkSOa+5cqvPFJ5gkjc8fwirFFVF2Y2rhRUb3MMZIeRQR2zUX9o2398/kam4XQsV%20x83l4+77VMsisM5A+pqOPOQPQU8RDbgn8qYDwQaKRVCDApaQwooopiCiiigAooooAKQqCc0tFACM%20ARyM0gUjnPP6U6igBFO5QfWlpMFfu4x6GlBJ6jFABRRRQAUUUUAVdSbbYv74FWIl2QovooFVdS+Z%20YY/70gq5WUdZst/CgoooIyCPWtSABB6EUVH8pRQcZyM05Pu8dM8UAOoopGdU++wH1NJuwxaKgN7E%20Dgbj9BTTdM2fKjY/Wo9rHuPlZn33hmG81J76O8vLWeRQjmCXaGA6Vz2i+Hre91DU49SvbuRbe42t%20bSTHa4xlWY98812IS4l+/IEHoK5/UbC607XxqdlYm9jaLyriNXw554YDvxUO8ndI7KFaVnDm6af8%20OdJF9ngiWKHyo40GFVcAAfSpAwPQg/jWNYavpepXH2VVkgu8E+ROhR/fGev4VomyiLcAjHXmqTn2%20Ryzg4u0ixjf7r/Ohx8uPU1B9iUfdkcfQ0jW0i42zN1HWnzS/lJsu5YYZxjqKAcj+lQeVcDpMD9aT%20F2pz8jf1o9o+zC3mN1JytrsXq7BajsrN181blFZWUIQcEEUk/nTSQ7guVbcFHerH2iYfegP4Vkpp%20zbZTTsrGBd6LfaEJZvDx8y2cEyWDngH1jPY+1O0fUo9QmEents8q2Eciyr8yEHkEdjW79sx96JxW%20LrOmQXkovbF5LTUl4EyDAYejjuKbnFbM3U1U0qb9/wDMdBJfyLZRW0ULSQx7yzthVBBAz+vHtWxY%202z21lBDI4LxrtLKODXM6V4ih0hJoNdU2tz1D4zHIqqANp/Dp71Y/tLWtZg8ywt7extWG5ZLlizsO%20x2r0/GtIzi1oyZYea30XfodBJawzsGkjjkYcZdQ1OknSBMykD2FcvHNrulyNJJBBqC7TlrZ9jA+6%20t1/Cqsnim1uVVoWe4u3wq24Uh8nt0wMd6PaIn6vVfwq/odB9qjj1BpRlo29q1VYOgYA4IyK4qS+1%20Y5SLRHEgHLSTLsz2wR1960BFrkkISTWYouP+Xe0GR7Ak/wBKhVo9wWGkl77S/ryuaU0cl7Pu8ryl%20UYLPUlvp8YlDNMkmD91T3rGOh3l+dusajdXsA6Qxr5Kn/ex1HtR/whunl90NnJB6NHKylT6g5pe0%20XYPYUl8UtfT/AIY2tR13T9LVjd3USMv8G75j+FYFzqd74imLabNcWelxrteYIA0znsNw6Ad6v2Ph%20e1spPNWBJJydxmnO9yfcmtK5gmNuxdt4HOwDrTc5PoVzU6fwavu/8jKt9LXT9Nt47YSNCiYyxyc9%206KmW6kj4XKgdgTxTd6SOCy4z1x0qeZ9jll7zu3qLasEuomOMbu9W9VVVkjbHJ6n1qBlijlClPmBH%20AbOTV2YSTgeZahsdOeRVKatYFB2LUciyxq6HKkcU6qUCS26lY4MAnPJqXzbj/nhVe1RaiyxRVfzr%20jOPIpPNuTnEQp+1QcpYHDH35parA3WSdi5Pc0v8ApZ7IKPaeTDlLFFV8XR/iQUbLo/8ALVfy/wDr%20Ue08mFvMsUVX8q4I5mFHkT5/4+Dijnf8oWXcsVWufnmijY4U8ml+zSnrcNUMkTeekfmF29T/AA1n%20UnK1rDil3LqsrfdP4UtVWjlt/wB4rGQDqDViORZUDKeP5VrGd3ZqzE0OoIBBBGQaKKskhSzgjOVi%20XPvzU1FFAFXUn2W3QZJwD6VjEA9h6Vs6jC01qdgyyEMB6+tYjJLFLscbTwcHvmokiJ7jliDEIqjJ%20PAx3rajsLaJRmNSfVvWs2xkK3qhc5OB06jvWlLtWdjKuRgbMrke9OKCKHXSxiJ5XjVmVepFZEEDX%20EpC4BPLMa0pDI8bqdxJDbkK8D0xSLB5bhVDbVYkcdfl703G5TVyKPTWinjlZkYKc9Oaz9eKO8ZiA%20DBiGI6ZPT9RWnPLIsY+ZlYYwAvBGOtY+4vG0bDIdQGJHTn+dTOOlioS9nJM2kuIf7NWdVVg6htp7%20n/8AXUlsYblBIyxmUj5sDmuYtnkSUwnqTwPRvb61vWsJgiypb5wN7Y5Ayc4pxbY5xcZeReeCJ23s%20i7hzuxzVdpTKXEUSuG4ZmXrVW6nnDeSu4RbSVOOWA6VcnkEGxfMMa7CRgdT2qXeT5U7ArJXGiy3z%20b7htzY4xU0EluxYQFcr1xWSmp3BlPmscYPQdDjrTbsASrJG5KtjPv60KKjqiHO5r3k5t7cuoyxOA%20e1Y7zyyE75GOfeopJ5SVTexUYAUnilhhefbtb5geQeKb1IbuSx3M0YwkjAemadLdzTJskfK+mKRb%20C5+Ubeq7v/rUqafMw+/n0468Z70uVhZkNAOCD6Us9pJGMyKy7+gHPT1psUMzkN5b4OSTt6UWFY6G%20Nt8atgjIzg1HPOsaMOd2OP8A9dUxfq7mLzJAvOGK8njgfzpRFI4USs28Y2pj5cY5raFupbbtoRNZ%20J5DyFyrKMlSKp1pSLLcxiNywU8bgP7vU/jVZNPJUcyt7hBg1nON3oS4s2aKi+1Q/89B+Ro+1Q/8A%20PQfkaqzNCWiovtUP/PQfkaPtUP8Az0H5GizAloqL7VD/AM9B+Ro+1Q/89B+RoswJaKi+1Q/89B+R%20o+1Q/wDPQfkaLMCWiovtUP8Az0H5Gj7VD/z0H5GizAloqL7VD/z0H5Gj7VD/AM9B+RoswJaKi+1Q%20/wDPQfkaDdQj+P8AQ0WYEtFRfaof+eg/I0faof8AnoPyNFmBLRUP2uL+9+ho+1w7sbj9cGizAmoq%20L7VD/wA9B+Ro+1Q/89B+RoswK9z8+pWydhlv8/lV2qHmo2qeYW+RUwGwcZqw17CufmY/RTWcE05N%209y5dET0VTbUMnCIfqwNJ57v96dUHsD/hRz9kxWLMoVWVm2gE4Oai+1oqhYxubOAKiX7PnMkjSN7g%20iplnt12hSFH+6aLVJeQaITy7iX777B6LSLax5Ocsc4qQ3EDdXz+BpRcwj+MfkaapLrqHMwVBtHy4%20x6cCnocggnOOKj8+3JyXB+oNL9ph/vj8jV2JJAoXOBTPm83fjC9KT7VD/wA9B+RpGuYSpG/r7Giz%20AyfFcDf2cl/br/pWnuLhCOu0feH4jNbFtNHcW0c0JzHIodT6gjNMaW3kiZJHDBwVbg8isrwy72Wl%20Gyugym1laKNmB+ePOVI/A4/ClZ3NrqVL0/Jm5SN95frUf2qH/noPyNIbmHcP3g/I07MxJqKi+1Q/%2089B+Ro+1Q/8APQfkaLMCKbEd4kh4XHWrIcdDwahea3kUqzgg+xqvFcGLMbOHH8LbTgVmk4y20ZW6%20L9RvIdvyrn14zUbSxFQFlAA7YNYWqiR7stEXO2ABCkbt824ngjgH3NaqNyTYkVLhSk0McqdSrICK%20q4AU7QAOQMfpVQ31+8kgZMAycKIz8oDjBBxzxz1NH2+5kMYKyxR7V3stuSwbaScDHIzisqtBzLjO%20xoNYzDmN96kZ561C9jIFDAZkyc4HSqjX15LcbCswhLg48ojbh19B6Z7mrfloJJF8xySfkcA4H1od%20GK6EOT6MiSSS2lzggjqrDrVyPVfmw0PH+x1pIoYg26abewxg88VbFxCpJG0E9SBTUGiUmOt7lblW%20ZVK4OOalqi99HDIdkRbdyWRTzTotQWRyGDxjsSvFXYq5cqG6uDbRhghck4GKBdRdC4+uDS/aof8A%20noPyNFmBl2uZdQQyfeLbjxVu708zSBotijGCMVZ+0wZzvGfXBo+1Q/8APQfkaXKTyorR6WikF3JP%20HT1q9UX2qH/noPyNH2qH/noPyNNRsUrIloqL7VD/AM9B+Ro+1Q/89B+RoswJDycD8aUDHSoRcw7i%20fM7ehpftUP8Az0H5GizAloqL7VD/AM9B+Ro+1Q/89B+RoswJaKi+1Q/89B+Rpkl9Cg43MfRVNFgL%20FFQ/a4dud/4bTmkS9hfPzMuP7ykUWYE9VQfKviG6SDg1L9qh/wCeg/I1FcywyxHa/wAw5GAaipFt%20XXQqLLVVpInhfzIBkfxJTo7uNo1Lvhscgg077VD/AM9B+RpuHOhJ2GpdxscNlG9DU/XkVA8ttJ99%20lP4GoD5cZJguCvsQcVP7yO6uPRl6iqaX+DiRSfdQanF3CRnf+YNVF8wmrEtUtQtDKPOUgFRyD3FW%20PtUP/PQfkabLPE8LqJBllIHBqmrkvUy7JS15GA2CDmtus6yjhgO+SRS/YAHirbXkKDO4n2Ck0oxa%20QRVkS7cdCRR83saqtqMSj5UlY/7hFTC6iIGXAPpg0x3EmjDqzCP59p5/CsP27it37VD/AM9B+Rql%20qM0ciKkYLNnJIQ0pRbJkrnJ6ukUmpoLiby0EPXOOcnH+NN0R0t9dsW808hvMAkLDof51uG3ieRXm%20tVlK/wB+PNVp7Jbe7WeztcBsttCH5T3H49qys1rY9Kjioul7LrY3ryWKaOJ0kGd3A9arfZbq4UOw%20J2jgsece1QxbV2sySHPOApyP/r1dk1L92VjhkBxgEg8Uopyk5WPPktLMzqt2aRzwyQs3znlQarRx%20l3CnKg92BxVu3gWG5R2mQqvoD/hVqL7GaTKe1gSCMYp8MTSSqqsFY9Dmrk0NtNI7LKUP+6cGqcOU%20nRirABhztNHK0wtZlwafcb8+ec+uTV6FJEj2ySbz6kUn2qH/AJ6D8jR9qh/56D8jWijYtKxJnH3h%20+PamzSRxxkysAp4+tN+1Q/8APQfkahuPIniKebt5yODwaLMZlSFfMbywQmflB9KBK4BAdsN1560s%20kRjbH3vdQSKbtb+63/fJrKzMtSVLueNAiSEKOlTjVZscqhPrzVRUZmAwRnuQQKsrZx4GbkA+ymml%20IauaWaM0UV1lhmjNFFABmjNFFABmjNFFABmjNFFABmjNFFABmjNFFABmjJoooAMn1oyc9aKKADNG%20aKKADJoyfWiigAJNGT60UUAGTmjJ9aKKADNGaKKADNGaKKADJrEv7mdLx1SaRVHYMQKKKAK32y5/%205+Jv++zR9suf+fiX/vs0UUAH2y5/5+Jf++zR9suf+fiX/vs0UUAH2y5/5+Jf++zR9suf+fiX/vs0%20UUMA+2XP/PxL/wB9ml+2XP8Az8S/99miigC3plxNJdYklkYYPDMTWxk0UU2AAnFGT60UUgAk0ZNF%20FAGbq00sTR+XI6Z67WIrNN5c/wDPxN/32aKKAD7Zc/8APxL0/vmj7Zc/8/Ev/fZoooAX7Zc/8/Ev%20/fZpPtlz/wA/Ev8A32aKKEAq3lzkf6RL/wB9muiUkqvPaiigBc0ZoooAM0ZoooAMmjNFFABmjNFF%20ABmjJ5oooAM0E0UUAGaMmiigQZozRRQMM0Zooo6gGTzzRk80UUAGaM0UUAGTRk4oooAMn1ozRRQA%20ZoycUUUgEyfWlJPHNFFMAJNGT60UUAGTg80mT60UUAKSaMnPWiigAyaM0UUAGaAaKKQBk560ZPrR%20RTQBk4PNGTRRQB//2Q==" height="546" width="779" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Cordón de La Habana, 1968.</span></div>
      <p>El
        Movimiento de la Agricultura Urbana se inició a partir de las 
        indicaciones del entonces segundo secretario del Comité Central del PCC 
        Raúl Castro Ruz el 27 de diciembre de 1987 sobre generalizar los 
        organopónicos en el país y el uso de sustratos orgánicos para producir 
        alimentos en zonas urbanas, a partir de la experiencia desarrollada por 
        Hortifar, una dependencia de las FAR que en esa época se encargaba de 
        fomentar la producción hortícola para el uso del organismo y de la 
        población en general. A partir de 1988 se crearon algunos de estos 
        organopónicos. </p>
      <p>El programa de hidropónicos se inició en los 
        primeros años de la Revolución y fue el antecedente del actual 
        movimiento de la agricultura urbana y suburbana. Se basaba en la siembra
        todo el año de tomate, pimiento, pepino, y otros, en canaletas, usando 
        un sustrato de gravilla de roca basáltica, y más tarde de zeolita, 
        obteniéndose altos rendimientos en el promedio de hasta 120 t/ha al año,
        con potenciales aún mayores. En 1989 se disponía de 156 ha de 
        hidropónicos, y a inicios de la década del 90 se contaba con 230 ha. Se 
        construyeron grandes hidropónicos en Fontanar, Guanabacoa y en otros 
        lugares de La Habana, Camagüey, etc.</p>
      <p>Desde esa época se ha 
        mantenido una permanente y creciente participación de los más diversos 
        productores en este trabajo productivo-extensionista, denominado primero
        Movimiento de Organopónicos y Huertos Intensivos, posteriormente a 
        partir de 1997, Movimiento de Agricultura Urbana y a partir del 2009 
        Movimiento de la Agricultura Urbana y Suburbana. La Agricultura Urbana 
        aprovecha los espacios libres dentro de las ciudades para la creación de
        huertos populares, mientras que por Agricultura Suburbana se entiende 
        la producción agropecuaria en un radio hasta de 10 km en la periferia de
        los núcleos urbanos. En ambos programas prima el objetivo del 
        autoabastecimiento local, con un mínimo de recursos, con medios de 
        transportación propios, el uso de labores manuales y tracción animal y 
        la solución local de los principales recursos productivos. Es de 
        destacar que Cuba es un país con un alto porcentaje de población urbana,
        y con poca fuerza de trabajo en el campo.</p>
      <p>En los últimos años se 
        ha intensificado la entrega en usufructo de pequeñas parcelas de tierra 
        para el autoabastecimiento familiar y la venta de los excedentes 
        productivos a la población (<span class="tooltip"><a href="#B18">Ríos, 2015</a><span class="tooltip-content">Ríos, H. A. (2015). <i>La Agricultura en Cuba</i> (Primera). Infoiima, La Habana, Cuba.</span></span>).</p>
      <p><b>Recopilación
        y análisis de la información y bases de datos existentes sobre las 
        entidades productivas agropecuarias en la zona de estudio.</b> Se 
        elaboraron los aspectos metodológicos para el censo de las unidades 
        productivas existentes en la zona de estudio. El censo contempla 
        principalmente los aspectos de: Identificación e información de la 
        Unidad, extensión y uso de la tierra, instalaciones y edificaciones, 
        abastecimiento de agua, producciones y área que ocupan, producciones 
        miniindustriales, forma de comercialización, equipamiento, etc.</p>
      <p><b>Realización de levantamientos aerocartográficos de la zona del Cordón de La Habana.</b> Para el cumplimiento de este objetivo se trabajó en la elaboración del 
        proyecto de obtención de imágenes aéreas y la realización del 
        aseguramiento geodésico para la realización de los levantamientos 
        aerocartográficos de la zona del Cordón de la Habana, así como en la 
        confección de los mosaicos de las imágenes capturadas.</p>
      <p>Hasta la 
        fecha se han realizado trabajos de levantamiento aéreo en el municipio 
        Cotorro, territorio seleccionado para la realización de los estudios, 
        así como en los municipios La Lisa, Arroyo Naranjo, Boyeros, Guanabacoa y
        Habana del Este. Durante la realización de los vuelos, en el municipio 
        Cotorro se realizaron 13 vuelos, se obtuvieron 6799 imágenes y se cubrió
        un área de 7,464.20 ha.</p>
      <p><b>Obtención de la cartografía de 
        geolocalización de las entidades agropecuarias enmarcadas dentro de la 
        zona del Cordón de La Habana.</b> La elaboración de los proyectos de 
        vuelos se realizó teniendo en cuenta el sensor instalado en los drones 
        de ala fija Sky Walker X8 utilizados por la extensión de las áreas de 
        trabajo y su autonomía de vuelo para la realización de los 
        levantamientos, teniendo en cuenta los parámetros recomendados para la 
        utilización de vehículos aéreos no tripulados en funciones de estudios 
        aéreos. Se comenzó la geolocalización por la zona de estudio (municipio 
        Cotorro), lo que posibilitó establecer los conceptos y fundamentos 
        teóricos que faciliten la comprensión y aplicación del método que se va a
        automatizar, así como regular la ejecución de los procesos tecnológicos
        a realizar en la creación del Sistema, lo cual servirá de guía a los 
        desarrolladores del sistema en la construcción del mismo. En la <span class="tooltip"><a href="#f3">Fig. 3</a></span> se muestra una ampliación de una zona de toma de muestras en el poblado de Cuatro Caminos.</p>
      <div id="f3" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 282.019" viewBox="0 0 500 282.019" height="282.019px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.6468 0 0 0.6468 0 0)" xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg%20IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09%20PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAG0AwUDASIA%20AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA%20AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3%20ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm%20p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA%20AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx%20BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK%20U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3%20uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDq/E/i%20bW7HxHNY6WYTHHCsm1owTz15rK1Pxl4i0ySINc2ksUy745Fh4Yd+/GKseM/D2t33iiW6060MsDwo%20hO9RnGcjrWDc+E/E90sayWB2RDCKJFwB+dTaXMtdP+B+d/wNXGn7K6fvdiz/AMLH17/ntb/9+R/j%20R/wsfXv+e1v/AN+R/jWf/wAIP4i/6Bx/7+L/AI0f8IP4i/6Bx/7+L/jWuhz6mh/wsfXv+e1v/wB+%20R/jR/wALH17/AJ7W/wD35H+NZ/8Awg/iL/oHH/v4v+NH/CD+Iv8AoHH/AL+L/jRoGpof8LH17/nt%20b/8Afkf40f8ACx9e/wCe1v8A9+R/jWf/AMIP4i/6Bx/7+L/jR/wg/iL/AKBx/wC/i/40aBqaH/Cx%209e/57W//AH5H+NH/AAsfXv8Antb/APfkf41n/wDCD+Iv+gcf+/i/40f8IP4i/wCgcf8Av4v+NGga%20mh/wsfXv+e1v/wB+R/jR/wALH17/AJ7W/wD35H+NZ/8Awg/iL/oHH/v4v+NH/CD+Iv8AoHH/AL+L%20/jRoGpof8LH17/ntb/8Afkf40f8ACx9e/wCe1v8A9+R/jWf/AMIP4i/6Bx/7+L/jR/wg/iL/AKBx%20/wC/i/40aBqaH/Cx9e/57W//AH5H+NH/AAsfXv8Antb/APfkf41n/wDCD+Iv+gcf+/i/40f8IP4i%20/wCgcf8Av4v+NGgamh/wsfXv+e1v/wB+R/jR/wALH17/AJ7W/wD35H+NZ/8Awg/iL/oHH/v4v+NH%20/CD+Iv8AoHH/AL+L/jRoGpof8LH17/ntb/8Afkf40f8ACx9e/wCe1v8A9+R/jWf/AMIP4i/6Bx/7%20+L/jR/wg/iL/AKBx/wC/i/40aBqaH/Cx9e/57W//AH5H+NH/AAsfXv8Antb/APfkf41n/wDCD+Iv%20+gcf+/i/41Wl8La3DI0b6fLuXrjBH5imlfYTdtzZ/wCFj69/z2t/+/I/xo/4WPr3/Pa3/wC/I/xr%20E/4RrWf+gfN+VH/CNaz/ANA+b8qfI+wuddzb/wCFj69/z2t/+/I/xo/4WPr3/Pa3/wC/I/xrE/4R%20rWf+gfN+VH/CNaz/ANA+b8qOR9g513Nv/hY+vf8APa3/AO/I/wAaP+Fj69/z2t/+/I/xrE/4RrWf%20+gfN+VH/AAjWs/8AQPm/KjkfYOddzb/4WPr3/Pa3/wC/I/xo/wCFj69/z2t/+/I/xrE/4RrWf+gf%20N+VH/CNaz/0D5vyo5H2DnXc2/wDhY+vf89rf/vyP8aP+Fj69/wA9rf8A78j/ABrE/wCEa1n/AKB8%2035U+Lwrrc0gjTT5Nx6biB+po5X2BTT6mx/wsfXv+e1v/AN+R/jR/wsfXv+e1v/35H+NZ/wDwg/iL%20/oHH/v4v+NH/AAg/iL/oHH/v4v8AjU6Famh/wsfXv+e1v/35H+NH/Cx9e/57W/8A35H+NZ//AAg/%20iL/oHH/v4v8AjR/wg/iL/oHH/v4v+NGgamh/wsfXv+e1v/35H+NH/Cx9e/57W/8A35H+NZ//AAg/%20iL/oHH/v4v8AjR/wg/iL/oHH/v4v+NGgamh/wsfXv+e1v/35H+NH/Cx9e/57W/8A35H+NZ//AAg/%20iL/oHH/v4v8AjR/wg/iL/oHH/v4v+NGgamh/wsfXv+e1v/35H+NH/Cx9e/57W/8A35H+NZ//AAg/%20iL/oHH/v4v8AjR/wg/iL/oHH/v4v+NGgamh/wsfXv+e1v/35H+NH/Cx9e/57W/8A35H+NZ//AAg/%20iL/oHH/v4v8AjSjwR4jVgRpxyDnmRP8AGjQNTXbxv4oRiCsWRjOIAevI7+9I3jjxQuMrFkgnHkDO%20AcHv61UPh3xezBmtWZhnkuhPPXvSr4e8XISVswpxjIZMgeg56UaBqWv+E48Uf3Yj24gzg/nTB4+8%20Rm4EG6ASlggUwgcnoOtVl8N+LFGFsgoGcAMgxnrjnjNQnwh4oMgf7E24EH/WJjIGBxmjQNTTfxt4%20oRAzCHbzz5I4wcHv604+NPFAQsfIGDjaYRnP0z71RPh3xcx+az3fVoz/AFoHh3xcpytkBznG5Mfz%20o0DUuJ448TPGXUwYDFCPJGdw6jGacvjTxSys22JQoz80AGecYHPJzWcvhfxYsm9bNg29n/1idW6n%20rSjwz4sCov2M4QYGXTpnOOtGgalqXx/4jhAMphQE4G6DGf1qP/hY+vf89rf/AL8j/Gq1x4U8U3So%20s1juVM7QHQYz6c1B/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+NH/Cx9e/57W//fkf41n/%20APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R/jR/wsfXv+e1v/35H+NZ%20/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDfkf40f8LH17/ntb/9+R/j%20Wf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+NH/Cx9e/57W//fkf%2041n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R/jR/wsfXv+e1v/35%20H+NZ/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDfkf40f8LH17/ntb/9%20+R/jWf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+NH/Cx9e/57W/%20/fkf41n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R/jR/wsfXv+e1%20v/35H+NZ/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDfkf40f8LH17/n%20tb/9+R/jWf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+NH/Cx9e/%2057W//fkf41n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R/jR/wsfX%20v+e1v/35H+NZ/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDfkf40f8LH%2017/ntb/9+R/jWf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+NH/C%20x9e/57W//fkf41n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R/jR/%20wsfXv+e1v/35H+NZ/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDfkf40%20f8LH17/ntb/9+R/jWf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A35H+%20NH/Cx9e/57W//fkf41n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamh/wsfXv+e1v/AN+R%20/jR/wsfXv+e1v/35H+NZ/wDwg/iL/oHH/v4v+NH/AAg/iL/oHH/v4v8AjRoGpof8LH17/ntb/wDf%20kf40f8LH17/ntb/9+R/jWf8A8IP4i/6Bx/7+L/jR/wAIP4i/6Bx/7+L/AI0aBqaH/Cx9e/57W/8A%2035H+NH/Cx9e/57W//fkf41n/APCD+Iv+gcf+/i/40f8ACD+Iv+gcf+/i/wCNGgamivxE192CrJAz%20HoBByf1oPxF19QC0kADDIJg6/rWcPBHiMEEaewI6ESr/AI0+bwZ4muJDJNYs7nqTKn+NGgamlN4+%208R26K8r26q3/AExHHseeD7VvLf8Ai1tMFz9ssPPMfmi18n5yuM5z06VyM3hDxPcIqS2JIH/TRBuP%20qeeT710Kt4wXSxbf2NCbkReSLvzV3hMYxjOOn+NIZ2XhjUJtV8OWV7clTNMm5iowOpHSio/CVlPp%203hawtbuPy54oyHXOcHJoqSi9dllEhQZcKSo9TVC3uZ3sbh9jSSR58tmTZ5nGfu9ueKv3AbzflY5P%20RQoNRtHOg3O3HcgA4otqF3sZP9rX6w7W05/OCZLBTtVvTvn8KkXVLwkJ/Z0hYLlmbKjPPFae1/8A%20nr/46KNkn/PX/wAdFMRlzahqCwQPFZbnkjbcuD8j54z7Yz+lKdSvditHYs/A3jBXackEc9eMVqeX%20If8Alof++RSbJP8Anr/46KAKFtqFzPdyI1nIsOCUJBB4+vHNJc391BdMi2rugA24Unt1JHp0wOa0%20Nkn/AD1/8dFGyT/nr/46KAMmXW7iFcyWDpkhRuJ6noOnJ71ctrq4lhYy25idSB838XqQKsmNzjMg%20OOmUFLsf/nr/AOOigBrnIXjHzCqF1f3sF60aWZkgDAiRQT8u3n8c4/WtAxuesnv90UuyT/nr/wCO%20igDNTVLt4939nupxkqxORx16f/Xpser3Ursqac5KnB5Ixxn079v1rTKuB/rP/HRS+VP7/kKAMkaz%20dFyq6dI+PvYP3eM+mfzqWbULtLVnS13SeaUG0MRt4wcYzzWiIpucHvzgCjyp/U/kKAMsavdnLf2b%20LjICrg5PPJPHFOi1S8lnRP7PdELANIxOMEnOOK0vKuPU/kKPKn9T+QoAdRTfKn9T+Qo8qf3/ACFA%20Dqr3E08FpO9rEZZt2ETPBPv7VN5U/qfyFOSKRAcqSSck5FAzNOq3uARp0vP3Rk5+h44OfwpF1a8Y%207TYyA7QS+G2hsdOma1dsn9w/mKNsn9w/mKQGbDqd5JKqtYSKuQGYseOnt/8AWrSyfU0bZP8Anmfz%20FG2T/nmfzFABuPqaNx9TRtk/55n8xRtk/wCeZ/MUAG4+po3H1NG2T/nmfzFG2T/nmfzFAFPUrm8t%204Uaxh8+UtgofTHXPbH69KnZiywkkkkjORjt6dql2yf8APM/mKY8Uj4wpBByDkGgDMutUuba6dBZO%208RYJE/PznBLdP0pP7TvJdyxWDowbCmQHDDIz244z/wDXrT8qf1P5Cjyp/U/kKYjNj1O6lmRGsngB%20lC/OpbK45OR0psmpXySqFsmdQSrgKRk5OAD9Mc9K1PKn9T+Qo8qf1P5CgDMbVLwqxi098DAy+Rz9%20MdBTpNRuTbb47Zo2EgUhkZuxPQc9cDPvWj5U/qfyFHlT+p/IUAZJ1TUM7jproqZDJ94seMYx0HWp%20F1K7kuIlWydIyQJC4Py5Pb6f1rS8qf1P5Cjyp/U/kKAM9L69Qnz7TKs7BNmeFHc1dt5jMobZgHof%20Wn+VP6n8hR5U/v8AkKQynfS3cViWsEV5/NACuMjBbnP4d6ZHdag1pdNJaIlzGwEaZJVs4796viGY%20dMj8BR5U/qfyFDV7Md9LGSdXvhn/AIlMzY98E8kf0qy17cGO3cW5TzCd4KlivGQvsT69BV3yp/U/%20kKPKn9T+QpkmYNUvWG4aa20dSWI/LimrrF1JCHj098tgqedpHc9O1avlT+p/IUeVP6n8hQBRgvry%204E3+gmHYrFTI33iDwPxqEane4G7T5PmG5QByBxwff+tanlT+p/IUeVP6n8hQBStr65uJQrWZiQg4%20kOeuM9PTtTre4uig8+EEkD7oIxxzxVvyp/U/kKPKn9T+QoADy8f+9/SvKtW8UywXWqBvE2pQahDq%20Zggso41Mfl547ZxjIznj0r1UwzHHXjpwKb9nkJyUUn12LSGVbu7urW7kC25lg2jaEU53HPf8PTvU%20KalettX+z23kcnJAX9K0vKn9T+Qo8qf1P5CmIzotSupHlJsZVSOPI3Agu3H/ANemQ6lfSW0xksmj%20kjQFWKkhiT2XrwPx4rU8qf1P5Cjyp/U/kKAMlNXuy3lixeRwcEgEAccE+n06il/tq485ohYMZFAJ%20UMSR+nft+tavlTj8fYUeTMCSOp6natAGfPfX1vJO32Mywq4SJUzubgEk+3WnQ31206Ry2RVWI+YE%204UEZ546/4Ve8qf1P5Cjyp/U/kKAEQsc7gOCR+FVL6W5g08y2cfmSI+4p/eUHkD8KueVP6n8hQIZg%20MDI/AVMk2rJ2Ki+WSbVzKg1C/l0mW8a1KO7qYoiMlUOAcgfiaSTVL9ZZFTT3Zeitg8HB5Prnj/Gt%20byp/U/kKPKn9T+QoimlZu45yUpNpWM641G6t5mX7JJIoUbQiHk4HJPbkkY9qP7SutoZrGRe+0ZZi%20Ofb2/WtHyp/U/kKPKn9T+QqiCmt7cvbeaLR1byd/lnrvJwF/qagGp3oQGTTnB4DYJ4bv26Z4Fafl%20T+p/IUeVP6n8hQBkvq16EwNOfzChJODtQ9geOfwqzaX11cShJLJowASzMccjHHTr+lXfKn9T+Qo8%20qf1P5CgCIyyiYr5Z24GMDP61If8AWx/Q0vlT+p/IUeTMSDzkewoAx1v9TOr/AGI2h2CTzDN/CYvT%2061Lc6hexTXCRWpcK4WM7TyMZz788Vp+VP6n8hR5c47n8hWcIuN7u5rUmp2tGxmpqN7JDNIbJotu0%20KrAsR8xBPHXA7CkTVbtshdOlO1dxZgVzwcjH+etaQSZvutn6baXy5z3P5CtDIoR6jcGVkazkICMw%20cKcEjoB9aJr29iuFjWyMilFBcHC7z1/ADv61f8qf1P5Cjyp/U/kKAMw6rd5JOnSBQCSOSc44HSmr%20q16ZedNkCbR8vOQfTOMf55rV8qf1P5CgpMuNzEAnGcCgCETTm0EjQhZCoJUHODnp+AqSF2dcspH1%20GKdsf/np/wCOijY//PT/AMdFAFDUrme00sSWwJckKWCbtoOecUyC71D+xEnkgWS7zgooIDDOAwHb%20sfpmtERuoAWTAH+yKXZJ/wA9f/HRU8r5r3M+R+0576djJTU9QVHkm09iMfIqA5z7+xI6/SnHU78o%20VTTmMx+6Ocdeck+3NamyT/nr/wCOijZJ/wA9f/HRVGhlQ63LPPGi2LhZGIBOegOD27dfStem7H/5%206D/vkUbJP+en/jooAdRTdkn/AD0/8dFHlyf89P8AxwUAOopux/8Anp/46KPLk/56f+OigBD/AK1P%20oaoW02pNq9wk8MK2oVNpEhOPvdOOT0z6VfCOSD5nI4+6KUxyDrIf++RQBbi/1a0UQgiJQTk+tFIZ%20DNu89gjBHaMqjEZw30rO0Wz1Cytx/aF0rbS3mAxj5z/e3Z6H0x7VpTgMxDYxjvVC11Kwv5WitrtZ%203Qbtu4njpkZ6j3FAE+1zCoRgvHIK549KS0SWO3CzNubPHsOwqYHcMqQR6jmgEHGCDnpzTEYF9pE1%209fSLKLlN8wZLqGQDZFj7mCeOfQc5rV1QXDaZcizZluCnyFBlvcDPfGat4PpSZHPI46+1AGF4XjvU%20S4+1WslnDkeXbvyAcnLAkk8jGffNbtHp79PegcjI6etABRVSbVbG3u1tZrqJJ2x8hPTPTJ6DPbNW%208jdtyN3pnmgAooPHU4+tHUZHQ0AI38P+8Koy6fcNrTTYJjZkZZN33AOox74xjpzV9gMYbvxz3pvl%20r7/nQMW6jkkhcRgn5jlfXj/GmxQS/YJIyWR2UhcHlePXtzzTvKHo35mjyh7/AJmkBRNhfTO6u7ou%20I1DrOecfebHY9qV7XUmkuWDELIPlAmIxyOBxxxkZHrmrnlj3/OoRPbF9vmjdnbjJ60B5Cw216pga%20SQkpEyON/DHIwenXrzSLa3oUBpCfX5zyPT/69TBFJIByR1w3Sl8oejfmaYEaQXq5zJk4zkt1Pb6f%20/WpRDfbRumGe+Mfh2p3lgev50GMDrkfjSAYYr/k+YCcEAZ4z69KBDfDJEgJPqf8A63T2p6orDKnI%209Q2aDGAMnIHuaAHwRXCuDNJuAHHuasYqr5Q9/wAzSeWvv+dAFvFGKp7ULFc8jtmlEYPTP50AW8UY%20qp5Y9/zpfKHv+ZoAtYoxVTy1yBzk9BmjyxnHOfrQBbxRiqnlrnHOfTNGxc45z9aALeKMVU8tff8A%20Ojy19/zoAt4oxVTy19/zo8tff86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKMVU8t%20ff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKM%20VU8tff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tff86A%20LeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tf%20f86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/zo8tff86ALeKMVU8tff8AOjy19/zoAt4oxVTy19/z%20o8tff86ALeKq6nE8umzoiF2K/dHU+1J5a+/50eWvv+dAFPSbZor2VxDJGhTBLR7MncTjHsK0WSRo%20JFify5CTtYrnB9cVF5Y9/wA6PLHv+dAEkUVysu6W4V05+UR478c+1ZF/pVxLeTFIhIsxyHOPl4x1%20zkY9s1p+Wvv+dHlr7/nQAzUoZzpwS3MjMpUMqYBkXoRk9OO9RWEU0NkVmEiqJcRxyEEog4AyOtWP%20LX3/ADoCAHP8zQA6iiimIKKKKACiiigDFsjf/wDCSXTTLILR1Cq5hxu25wCc4A56jrUviO2vrrTk%20XTSwuFlDZV9pxg961aKAKGjw3NtatBdlmKkFHZtxIIBIJ9jkVkX2lTSaheytYz3Dy7/JkV12rkDY%20eWBGDntXTUUAROkhsyit+98sDOe+PWsjwzY6hZLc/wBoZAaRmUNJvOCePoB0rcooAbjMbAdSDWTo%20dlc2ssxuImQMoA3NnPP+8a2MYooAsR/6sUUR/wCrFFIZUv8AyZUlgllVBIhQ/OAQCMVz2m6I1vcx%20vdXtmUghaKPycAtuyMn04PStqaOM3lyzRqxLKMlQT936VatraCS3RnghLHqRGKAMUaTGFULqaoAD%20lYyqqTgDoD7fnR/Y9uGRk1IoVySVcZyepHPBrf8Asdt/z7xf98Cj7Hbf8+8X/fAoAwl0yPzEL6ox%20Rf4A4A659asWltDa2zxfbVfczMTvHJIxyM81q/Y7b/n3i/74FH2O2/594v8AvgUAYK6VCiIq6lja%20Bn5xhse2en0qzZ20VpM0n28SBlxtZxj+f5Vq/Y7b/n3i/wC+BR9jtv8An3i/74FAHKahoTXd7ctF%20e2a2126vIXwXTHUD19vStS6s4bm6Ey3scZCBQQVLDGcc56c8itf7Hbf8+8X/AHwKPsdt/wA+8X/f%20AoAwBpEGBv1MuVXCsXGQcAE9fbpSppKBBHHqhHy7QFYHA9AM9K3vsdt/z7xf98CmPbQRlGSGNWDD%20kKAaAMqHSkhuIJjdySGIk/Oc7jgjPXjr+lLe6ablxKl3IJUj8tQW4I75+vH5VuYHoKMD0FAHOLor%20iBM38vnBTuAc7WJ/oOlPtdKkjaKSa+ZnQD5B9zIzjvz1roMD0FGB6CgCkjED55FY56gYrLGj41YX%203nruzjbn5cZz06ZrocD0FGB6CgOhgHR4zPJJ9qZdxYgJ8vXJ5PfGaRtFDJgahOrZGSG7enXpXQYH%20oKMD0FAGE+lB4EjN7KPLlMqMDyG7Zz1xz+dC6SipOn2yVllRVAZshcY7Z5zj9TW7gegowPQUAYD6%20OG3GO9aFnYM/ljAOMYwM8dKjfRn86MR3riID5iWJIOO31PJzXR4HoKMD0FAHPppkkF5BJDeExpks%20HYk9Ow9+pzWmjYXDyKzeoGKu4HoKMD0FAGXbwtFcySySxsX9O1VJNHjeR3W8lUuSSN3Ayc8elb+B%206CjA9BSSS2G23uYMekBIZI3v5pS7KwZznaQc8U46UjQRxSXcjBGLZDYznHv7fqa3MD0FGB6CmI50%206IWk8xtTn3AYGMDHGP8AP0qR9JWSO3U30waBCisG65+8T9Rx7VvYHoKMD0FAHP8A9ix+eshvZSFG%20AM8gemc9KntLJ7MMFvC5bGd65xj05962cD0FGB6CgCpvX+8Pzo3r/eH51bwPQUYHoKAKm9f7w/Oj%20ev8AeH51bwPQUYHoKAKm9f7w/Ojev94fnVvA9BRgegoAqb1/vD86N6/3h+dW8D0FGB6CgCpvX+8P%20zo3r/eH51bwPQUYHoKAKm9f7w/Ojev8AeH51bwPQUYHoKAKm9f7w/Ojev94fnVvA9BRgegoAqb1/%20vD86N6/3h+dW8D0FGB6CgCpvX+8Pzo3r/eH51bwPQUYHoKAKm9f7w/Ojev8AeH51bwPQUYHoKAKm%209f7w/Ojev94fnVvA9BRgegoAqb1/vD86N6/3h+dW8D0FGB6CgCpvX+8Pzo3r/eH51bwPQUYHoKAK%20m9f7w/Ojev8AeH51bwPQUYHoKAKm9f7w/Ojev94fnVvA9BRgegoAqb1/vD86N6/3h+dW8D0FGB6C%20gCpvX+8Pzo3r/eH51bwPQUYHoKAKm9f7w/Ojev8AeH51bwPQUYHoKAKm9f7w/Ojev94fnVvA9BRg%20egoAqb1/vD86N6/3h+dW8D0FGB6CgCpvX+8Pzo3r/eH51bwPQUYHoKAKm9f7w/Ojev8AeH51bwPQ%20UYHoKAKm9f7w/Ojev94fnVvA9BRgegoAqb1/vD86N6/3h+dW8D0FGB6CgCpvX+8Pzo3r/eH51bwP%20QUYHoKAKm9f7w/Ojev8AeH51bwPQUYHoKAKm9f7w/Ojev94fnVvA9BRgegoAqb1/vD86N6/3h+dW%208D0FGB6CgCpvX+8Pzo3r/eH51bwPQUYHoKAKm9f7w/Ojev8AeH51bwPQUYHoKAKm9f7w/Ojev94f%20nVvA9BRgegoAbEcxriinUUAVrf8A4/rv6p/6DVqvMfGnxSl8G+KbjT49MS5DRxyb2mK9R0xg1hf8%20L/uf+gFD/wCBB/8AiatQk9Que10V4p/wv+5/6AUP/gQf/iaP+F/3P/QCh/8AAg//ABNHs5Cue10V%204p/wv+5/6AUP/gQf/iaP+F/3P/QCh/8AAg//ABNHs5Bc9rorxT/hf9z/ANAKH/wIP/xNH/C/7n/o%20BQ/+BB/+Jo9nILntdFeKf8L/ALn/AKAUP/gQf/iaP+F/3P8A0Aof/Ag//E0ezkFz2uo5uif7wrxj%20/hf9z/0Aof8AwIP/AMTV+H4v67eQxzQ+D7iWFvmV42chvodlHs5DueuUV5V/wtrX/wDoSb383/8A%20iKP+Fta//wBCTe/m/wD8RS5GFz1WivKv+Fta/wD9CTe/m/8A8RR/wtrX/wDoSb383/8AiKORhc9V%20oryr/hbWv/8AQk3v5v8A/EUf8La1/wD6Em9/N/8A4ijkYXPVaK8q/wCFta//ANCTe/m//wARR/wt%20rX/+hJvfzf8A+Io5GFz1WivKv+Fta/8A9CTe/m//AMRVO7+Od9YTeVeeGHt5MZ2SzlTj1wUp8kgu%20ew0V4v8A8NASf9ABP/Ar/wCxo/4aAk/6ACf+BX/2NHs5Cue0UV4v/wANASf9ABP/AAK/+xpw+Psz%20DI8PAj2uT/8AE0ezkFz2aivGf+F+T/8AQvD/AMCT/wDE0f8AC/J/+heH/gSf/iaPZyHc9morxn/h%20fk//AELw/wDAk/8AxNH/AAvyf/oXh/4En/4mj2cguezUV4z/AML8n/6F4f8AgSf/AImj/hfk/wD0%20Lw/8CT/8TR7OQXPZqK8Z/wCF+T/9C8P/AAJP/wATR/wvyf8A6F4f+BJ/+Jo9nILns1FeM/8AC/J/%20+heH/gSf/iaP+F+T/wDQvD/wJP8A8TR7OQXPZqK8Z/4X5P8A9C8P/Ak//E0f8L8n/wCheH/gSf8A%204mj2cguezUV4z/wvyf8A6F4f+BJ/+JpD8fpVOD4fUH3uT/8AE0ezkFz2eivF/wDhoCT/AKACf+BX%20/wBjR/w0BJ/0AE/8Cv8A7Gj2chXPaKK8X/4aAk/6ACf+BX/2NH/DQEn/AEAE/wDAr/7Gj2cgue0U%20V4v/AMNASf8AQAT/AMCv/saP+GgJP+gAn/gV/wDY0ezkFz2iivF/+GgJP+gAn/gV/wDY0f8ADQEn%20/QAT/wACv/saPZyC57RRXi//AA0BJ/0AE/8AAr/7Gj/hoCT/AKACf+BX/wBjR7OQXPaKK8X/AOGg%20JP8AoAJ/4Ff/AGNH/DQEn/QAT/wK/wDsaPZyC57RRXi//DQEn/QAT/wK/wDsaP8AhoCT/oAJ/wCB%20X/2NHs5Bc9oorxf/AIaAk/6ACf8AgV/9jR/w0BJ/0AE/8Cv/ALGj2cgue0UV4v8A8NASf9ABP/Ar%20/wCxo/4aAk/6ACf+BX/2NHs5Bc9oorxf/hoCT/oAJ/4Ff/Y0f8NASf8AQAT/AMCv/saPZyC57RRX%20i/8Aw0BJ/wBABP8AwK/+xo/4aAk/6ACf+BX/ANjR7OQXPaKK8X/4aAk/6ACf+BX/ANjR/wANASf9%20ABP/AAK/+xo9nILntFFeL/8ADQEn/QAT/wACv/saP+GgJP8AoAJ/4Ff/AGNHs5Bc9oorxf8A4aAk%20/wCgAn/gV/8AY0f8NASf9ABP/Ar/AOxo9nILntFFeL/8NASf9ABP/Ar/AOxo/wCGgJP+gAn/AIFf%20/Y0ezkFz2iivF/8AhoCT/oAJ/wCBX/2NH/DQEn/QAT/wK/8AsaPZyC57RRXi/wDw0BJ/0AE/8Cv/%20ALGj/hoCT/oAJ/4Ff/Y0ezkFz2iivF/+GgJP+gAn/gV/9jR/w0BJ/wBABP8AwK/+xo9nILntFFeL%20/wDDQEn/AEAE/wDAr/7Gj/hoCT/oAJ/4Ff8A2NHs5Bc9oorxf/hoCT/oAJ/4Ff8A2NH/AA0BJ/0A%20E/8AAr/7Gj2cgue0UV4v/wANASf9ABP/AAK/+xo/4aAk/wCgAn/gV/8AY0ezkFz2iivF/wDhoCT/%20AKACf+BX/wBjR/w0BJ/0AE/8Cv8A7Gj2cgue0UV4v/w0BJ/0AE/8Cv8A7Gj/AIaAk/6ACf8AgV/9%20jR7OQXPaKK8X/wCGgJP+gAn/AIFf/Y0f8NASf9ABP/Ar/wCxo9nILntFFeL/APDQEn/QAT/wK/8A%20saP+GgJP+gAn/gV/9jR7OQXPaKK8X/4aAk/6ACf+BX/2NH/DQEn/AEAE/wDAr/7Gj2cgue0UV4v/%20AMNASf8AQAT/AMCv/saP+GgJP+gAn/gV/wDY0ezkFz2iivF/+GgJP+gAn/gV/wDY0f8ADQEn/QAT%20/wACv/saPZyC57RRWT4W1s+I/DdlqrQCA3KFvLDbtvJHX8KKgZ59418JWWreN5NQ1Qj7BmG3nkE2%20zyMr8pwASSxIA7etefv4EV9d1LT4JpibW8hhXcoyEfcSWxxlQK2/itrepaN8Q7v+zbya3EttEJBG%20eGwOMj2rzr7bdh5nFxPumJMp3nLk9c+vU/nXRFO1xHRx+FbO38W3mkX8l35UcTzQSRBcugQuCQeO%20VHbvU8fw9nvraG6s7mKKCZYtgmbLEuAew7AjjvziuSFzcBlYTS7lTYp3HIXGMfTHapEv72NdqXU6%20r8vAkI+70/LtV2fcR0aeALieORrW/hm2W5uOI3A25bAyRwTsauTqymoXsQYR3VwoZdh2yEZX0+nJ%20/Oq2D6Gmk+oBVvSrNdQ1a0s3Yos8yxlgOQCcZqpg+hpRuUgrkEdCKYHZnwAs11MYrt4raOZ4fnQu%20+VUkHgAYJFLZ/DedpG+23YRADtEaEsxBODyOFOOp61yDXd05y88zHOclyeaPtVzz++m5AH3z0HQV%20FpdwNjWvCk2i2ouJbhHVugVWPp3xjGCOemcjrXvXhS8ez+HWiyJtz9liUFjhVycZPsK+a2lmZdrS%20SFQMYJOMda9W8P8Axf07SfDlhptxpV1K9tAImZXXa2PY1NSLaGejt4odbdm8jMitt3eZhGPcjPOM%20dPWlPiyNId8kEuOxDj5jxnHpjNcOfjdo5AB0S7IHQbk49KQ/G7RyMHRLsj0JSsuSXYDux4oTcN0M%20oVhlfmGSuSM/Xjp1rZMjD+I/nXln/C7tHOM6LecHI+ZOKd/wvLSv+gRff99pRyS7Aeo+Y394/nR5%20jf3j+deXf8Ly0r/oEX3/AH2lSf8AC6bE/wDMC1L81o5JdgPTfMb+8fzo8xv7x/OvMv8AhdNj/wBA%20LUvzWj/hdNj/ANALUvzWjkYHodxqMkF1FALa5l837sicqPXce2Bzz17V4p8cjnxhac5/0Jf/AEJq%206kfGmyPTQtT/ADWvPPiB4iPjDW4b620+5t444BFtkGSSCTnj61dOLT1A5zSrRL/Vba1lZ0SWQKzI%20m5gPYd66jU/Bdhp9iZHvZop5HIgjk2sXHy4AVfmOQxOe2ORXJC2uVIYQzAjkEIaeyXruHZbhnznc%20QxOfWtXr1EViMEivofwJLHa+BNFVYbYb7dpXaRQN/wA5GB/tV8+m0uO8Ev8A3wa9D8O/FTUNA0G0%200w6FHcraghJGLA4yT0x15qaibWg0etPrEG8eTaRNHjliF4OM1J/a1ru2/Y+h2t8i8HuB6815mPjV%20fAYHhiDHpvb/AApT8bL/ACCfDUOR0+dv8Kx5JAem/wBpWotoZjariUsoAVTgjqCfpk/hUS6zbOgd%20bJQu7acqvXnj9Otebj42agAAPDUQA6AO2B+lIPjXfAYHhmED03tj+VHJID1C2v7a5laNbUAqm/7i%20kn1wB1pJ7yOC4kDQW+yPHylQHYkZyO2P/r15iPjZfqcjw1CDjGQ7Dj8qD8bL9jk+GoScYyXbp6dK%20PZyC56QNYtgX3WSBVPGApJHf689MdaeuqW5KhrJV3EDoh64/P7w4+teZ/wDC677j/imYOOnztx+l%20L/wuy/OP+Kah4OR87cfpRySA9d8mL/njF/3wKPJi/wCeMX/fAryP/hd2o/8AQuR/9/H/AMKP+F3a%20j/0Lkf8A39f/AAo9nIdz1zyYv+eMX/fAo8mL/njF/wB8CvI/+F3aj/0Lkf8A38f/AAo/4XdqP/Qu%20R/8Afx/8KPZyC56xOkccTOtqkpUEiNUXLcdBnjNeKfGsKdc05xB5Ba1yUIAK89DjjNaMnxs1RlHl%20+H40YHrvc/0ri/GPia/8Y30F1c2BgaKPYAik5q4Qad2JnM0VL9ln/wCeEv8A3waPss//ADwl/wC+%20DW4iKipfss//ADwl/wC+DR9ln/54y/8AfBoAioqX7LP/AM8Jf++DR9ln/wCeMv8A3waAIqKl+yz/%20APPGX/vg0fZp/wDnjL/3waAIqKl+yz/88Zf++DSfZp/+eMn/AHwaAI6Kk+zT/wDPGT/vg0v2Wf8A%2054S/98GgCKipfss//PCX/vg0fZZ/+eMv/fBoAioqT7NP/wA8ZP8Avg0v2Wf/AJ4y/wDfBoAioqX7%20LP8A88Zf++DR9ln/AOeMv/fBoAioqX7LP/zwl/74NH2Wf/njL/3waAIqKl+yz/8APGX/AL4NH2Wf%20/nhL/wB8GgCKipfss/8Azwl/74NH2Wf/AJ4S/wDfBoAioqX7LP8A88Zf++DR9ln/AOeMv/fBoAio%20qX7LP/zxl/74NH2Wf/njL/3waAIqKl+yz/8APGX/AL4NH2Wf/njL/wB8GgCKipfss/8Azwl/74NH%202Wf/AJ4S/wDfBoAioqX7LP8A88Jf++DR9ln/AOeEv/fBoAioqX7LP/zwl/74NH2Wf/nhL/3waAIq%20Kl+yz/8APCX/AL4NH2Wf/nhL/wB8GgCKipfss/8Azwl/74NH2Wf/AJ4S/wDfBoAioqX7LP8A88Jf%20++DR9kuD/wAu8v8A3waLgRUVN9juf+feb/vg0fY7n/n3m/74NFwIaKm+x3P/AD7zf98Gj7Hc/wDP%20vN/3waLgQ0VN9juf+feb/vg0fY7n/n3m/wC+DRcCGipvsdz/AM+83/fBo+x3P/PvN/3waLgQ12Wg%20fDufXNItbv7X5U18ZFtEERZTsHO9s/LnGBwa5P7Hc/8APvN/3wa0rPVNZsbVYIFlCxljExiy0RPX%20YccZqZXtoA2z8L6tqFsJ7W0aSMy+UCGHLAgHH0JH51duPBN/C0bxsstsUjaSZSMIWAJA5+bGe1Z1%20vd6vawpFA93HHHJ5qBVPyv6j06CpptX16cASzXTKCpAKcAr0wMdqNQIZNElGvXGlRzQmSGR08yRx%20Grbc5OWOB0rNIwSODj0q3cpfXlzLcXEU8k0rF3cocsT1PSovsdz/AM+83/fBprzA+mPhh/yTjRv+%20uTf+htRS/DJSvw60cMCCImyCMfxtRXI9yjy74tgnx/MAMk28QAA5PWuSu9Pu7AoLy2lgMmSgkXG7%20HXFd7491RNG+LSX0sHnxwwxF4+MsMHoT0PvXNeKvFbeJ1s91qkDwBvM2gYYk8EDtxjI7nmuiN7Ik%20wCrBA+07CcbscZ9KCjAsCpyoyRjpWjp2svp9q0KxBt0m8tntxkfjirH/AAkeHVvsa8Dbs3/J9cY6%20+/0qtQMSlqe+uvtl282wruAGCck4GMk9yagoAKKKKYBRRRQAUUUUAFFFFABRRRQAnp9a9Sj2t57z%20TzKkbDIQknnp+FeWnt9a9KkRyl3sBIynNY1Em4pheybLqXlu7qvn3HzELyvT9ahEuy6MLSS5DkE7%20jiiaVLiKxSGyELxALI4Od5zUxjZriYbQCWODWVaCjawU5OW5VvIkuowtw0u1T/DIyn8warxWyx3c%20lzFNPmRcYMrFR9ATVk28salZDgsM800ggAY49a422NlWeRoGkdJJFeT7xDn/AB4qnNPcTRPH9pmU%20MpGQ5BGfStGW0kcEthR+dV0t4vI8xjlgcYq4ksx9Nsb6yvvO/tS5li2EBHdjk+/NdOLq5ljRN75x%203JrLEW9sR5Jq2J/Kw8oKkcZxmruVEV7iZWw8jj1w5q/p1y7Er85yMZZjWLdXcUhysmOeBzRa3jxS%20k5zkc+1PdF3NsvLCkjb2Kjp8xqS1neW1R97ZPPWqQvFnQoMA5zg1YhBjtIyAMdWPQVC3GXrPWBpk%20knmxeeHXjJ6EVnT6jNPJLJnYZGztGcL9Kv6boT6w0k0k/lxr8vAyc101holnp4Plx73PBaTk1zzr%20Qpyfc5JzUZM5mHWZm037J5aMwQjzT95qiuLu8voIQUjhCj5th+92qe/hEWtXSxx7UHI7DpTEjLRJ%20xz7dq2ha111Oikly3GWFndXd8Qsh3MoBGThcd617rRprawab7QXlTll6DHtUOgH/AInBTkERk+xr%20f1IBtOuAd2Nh+71rnq1pRqKKZjVqOM0kcNPLJ9oYb5MBOm6ovMuEKtC8nmdlY5GPWpPMjFzJ5z7T%20tBwetQz3SbYmRiHY5JArq1OhhcT3MbIskjiVhuYFscduacY5fLVjcSAkdmOKzp7+R0bDl2xjPXrV%20tJlEKRFvmUAHNNbgmSfvdnE78erGm28ksiBfOfbnk7jxVyG2Ro8rIrHH3QetVoLaE2hkZ9rsTlPS%20rbEW4V2vHi6nd5FL4VS3A/H2NWvtNnPC7i7mGwAn5P8A69GjTW1lqNnPeRyNbrCRvUHCnkcjuKfr%20Qs5rqZtJtisPkrysZALbs9D7VhFuU1FvS9jJzkm7CSotvFEZmvI0l+47xEBv1pglhuLkW0E1xJPk%20jakZJOPxrQ1vXn1fTbK2S1kV96vNlDhWHAA/nVOwvVt5DazQTWo8xyb23Q+b16dDx9K7fYxsP2ru%20RpcQgAebcuTnhYiSMHBz6UPPFnBluYwBuy8RBI6cDvVrw7qiaJO8txDdSLKrKpWPLH585NV/EGor%20q2pm8t0uxGsIUpLHjbhgePrQqMbg6jFnje3hMjfbo1H8bW5AH1pY7u3ZjH5s7yLncEiJ6dTWzrPi%20ix1TRJ7O3S6MsqhRuhIHUd6z9IvU0m8Z9kkTCVvOJgL+anYKR0xTVKNthObuU3ubaQRmO4nbzDtV%20VjOSapSxiG4mhuLq7imUbijxkFR9M1rWtzaw3NxdXFu+5mZrfyoSNjEjkA9Pxp+tz2uqRO0CTPdM%20SzzGEqdgAAX/AOtQ6UQ55GPEVSNZnursQsxG4xHaxHbOavB4XneKOW4dkBZgsZOAOp61bu5LR9CT%20Tl1K5dIssg+ysC/HCnjgA96NHezsJrqa5crPKDGY3t2YBSOoI9fSj2UA55FSOaCdU8ma4dnJVVWM%20knAz0pGiCuIPOuo52UsoljKggU+yW1sdQjdlnnsd8ikiEqSGTHQdOeKsXF1bSxWMFnDIDAZWc+Uy%20rgjjG6iVKNtAU29ygXfH3m/Oo2aYY2yMeeRmhmOBgZPpSgkrnaR9a5TcpNPcvcZVnBzwCe1WTPIC%20AjMdxwSSeKV1HLc5psasS2Wzk/lQgsT+aVAyzc9Oaia43cLIcn0apFAHrSTRRMMsAT6jrRcZFHI6%20ofnc8/3s1IkrcZdhn3qnNEYQfKkb0wTS27zKpEqMVAzmgRdEzDPzk4HrTYpWlZmkcqg4ADVUdw5y%20qHctVLgT/aEVZFbOCAhpoTZ0NrGWjmCyEgOBknpxUdzvhB5LE+hqtYR3Mp8hzgE7s571f1D92FR0%20YOfapldMqNupT069bbIrhs5+XPNOM5Kgh3JpA8MOWA5+lV7aYOZFbOd2QMUrtjaQktw6jO9xj3NM%20WWYoSHY56fMamuIyU2lcZ7k4qIIeFRwOgJxnFaR2IZXa7udhJdgucZBpq3rktvkfOOMMaknW3RBD%20uLNuycdaoXOA5RYiOM+5psSuafnzOfLVyy9ThsHH1q3buj5TMqsV6lzxWLYSbW3BQB3FTalJ5KBo%20gx39w3INQUXZ2dImbzZDjgfNUETTS36xmaRcgkAMamjtUZbWKVpcyruCgZwe3NTHS5YLgPFIxfbk%20qV4Htmp1TFuQyyvG5jMj8d9xpFmLuG8xsAdNxqjqxu4p8SQ+Wx5Ge49qgV5WwlwjRgjOVHWtEJs1%20IpJkTJkdsnPLV574z1K9i8Zaskd5coi3LAKsrAD8M13kVqo2kOwzg8nnFedeN/8AkddY/wCvlq3o%20LUlnXaB8M/E/iDRLXU4tdWGO5XeiPNIWx2zitL/hTfir/oZIv+/stei/Dr/knui/9ew/rVlbvVvN%20mYw/KOgMZ46Djnn196bm7geY/wDCm/FX/QyRf9/ZaP8AhTfir/oZIv8Av7LXp732sKm4WincQMbT%208vTn8c9O1XLK4vJfNE8IUrIAucqCvfHrS52B5J/wpvxV/wBDJF/39lo/4U34q/6GSL/v7LXp00mo%20efJ5JudgkwAYx17dvu/4U+Nr9o96POSJHASRADjacZ49QMfWjnYWPLv+FN+Kv+hki/7+y0f8Kb8V%20f9DJF/39lr0sTaoBFuS58gB9zBV8w8cZH16fWr2n/a/NUzu7IYQfmXGGyf1xinzsDyb/AIU34q/6%20GSL/AL+y0f8ACm/FX/QyRf8Af2WvaqKXtGFjxX/hTfir/oZIv+/stH/Cm/FX/QyRf9/Za9qoo9ow%20seJv8HfFKLk+I4v+/stct4x8M694NS3a81h51uMgeVM/BHrmvpC4/wBWPqK8Z+Nn2j+ztK+2GHzt%20758kHbjnGM89KqM23YD1vQCW8PaaWJJNrEST3+QUUeH/APkXNM/69Iv/AEAUVkM8m8d6HL4i+Kct%20jDPFAxtI3MkoJUAA+lcZ4i0CXw5qYspriK4JQSCSIEKQfr9K7H4ga3caB8UJb21SJ5BaRptlBIII%20PoQa4vXtdufEOoi8u44o3CBAsQOMD6kmumN9BEf9kXZt4JUTzPOTzFVMk7fU8Y/Wj+xdQwT9mfOQ%20NvGeQT/SiLV7qFI1jMYMcZiV9gLbD1XP41NL4gvJHbaIUiY5MQjBU/X19arURX/sm/27vscuOO3r%200p8miahFIUNszEdSpBHTPX6U9df1BRIPNUmTG4lASeg/oKbJrd7IjKWjAZdh2xgfL/d+ntS1Az6W%20kpaoAooooAKKKKACiiigAooooAQ/1r1efa2mzgEEgpnFeUen1r0P7WYbydQqMrfeVhkcVjUfK0wt%20dNEoWKGW38ubzCzDcuwjZz6962JZIhNJnruOOao2zCVFfyIFIGc7O9OiVfNzcybsn0rGtVU7WCnB%20xH3L4bMJGT69Krzk7Qrn5h1z29qndP8AWJtJTPBHcVA9uQOD8p6ZFcjKkVGneJvlOc9zyD7U+Ixz%20llcHHYLTLgeUAMAEHioVfJwvDdsVSINC2iiFwWQ4BH3SMVFqspghRhg9flPem2sg85Fzk569xU2p%202Ml3YyPErM0YHAGc81lUm4y08zvwNOE5RU9m0n947w1pUHiOO5R2aC4hwwZUBQg/1q9qPgiezsZJ%207e4jmaMbmUrtJXv+NZehXf2C1IWR7eVj8/JBb0rQvdemubJrZ70sJOMDqfx9KyhUrXX+R04+jQjW%20mqSsl5mclmGVMyEkjjitBov3cKbuFHKj+KmoghkQMO3AzU0hC42qcnGD6/Su1nmsfp2pS6RdO+N8%20LcNGDjPofrV2XxZOwbyoUUevLEVjGVTciMqx67mI4pzyxiI44YcFRWMqcZO7RlKlFu7Q59Qe4ZjI%20jSPKcFs1VuLxoZBGkzhuNqLgirNtAwkYojNtXOcYFVv7Pmk3yyIqysTgkZ+hHpiqVzTpoXND1IW1%20+Jbz53U7cjjr/Wt+78R20sUkEAfzGUrlhgD3rkYLJ44XEkWGLcEkkk1I+nTFlwG3EZx0wKiVOMpc%20zREqcZNSZcaASx7Cct/e7/Wqt+ggESiLzAB91R941YENynyiVBjjnkipGs3niAkceYowrDjArY0e%20pzoj2q4ZcEDBUdvapfJVlDMOcc1euLBgNqEBunXrSNbFcEsuaadxcrK8ce0ZUlfoauQwnyF28MfW%20mCDkAN+OKmWEFQCzfKOKsVrF61t3uYlsxH5jtuOzzmUNjsAD19qsEPapLbNEweAKVVJ2OCSPlPPv%200qtZObXa8Nx5coDAFoyxGe4PrU8s6yfaJbi5HmyqoDCFhkgjk8deOtdUXDlSdjBqV3YsTre28dq9%20xbyiOXkne42c4wfepUguLiF5oWQQrIyuWnb92BnlvyqhLqH2gW0U16SsI6bXJYbs5PrT/wC2vs0b%20RQzxCEyMxDQMfMBzw3qOaTVPyD3vMUXBb7KI1ctMxUkSuf4sZA602Zt9xcwMryGHIQrK67juA6Z9%206rpd2qfZXScMYGLFfLcD72QKbLq1ncXt1cG5Eb3GdoWJyA2QeuPan+68hXmab6fJbRGRWLugy6iV%20+nfBz/ntUUN7NJEP3jl84A3e9OfVGuohCroHfhmSJyW9cDtS6FAkV8PN3ByScNxz247Vz13GMbo0%20i2rtmsNLc2QUzsLkncZNx6+n0rIuPtdpepbGSVnk6BckGupqCXc13AFQELksxH3eK8mniJpu+phC%20vJN3Mg6Zdz2QZZ3EoblCcYH1rINxewSss8rkKTkhvu12jusaM7nCqMk1iHTodVmS4gTbbPnfuHLH%201ArWliG7uWxpTrN3ctjO+2SFAwncgjqGqJ7iZhh5XIPbNaF7oEsULvZMGOchAME1lPlZGib5ZFHK%20kYNdMKkZ/CzeM4y2IpmK8r97sD0qMXLBMFQZD/CKkJ6gj5qiWHB3yuSSM4JqmUS79w4H4+tPiUFj%20k8VBIGXOw/MxzzUb3awNhm5J4C8/nQBppHkHaR70OiGP5gCPaqkN+u07lIOeMDrRLfRtgKWBIz0o%20HcXZE8hUAgg8g1NJDIPuBSMd6gS9gZkLMAT/AHutWFuY5OUIx9aAKUkb+ZhxwBwP8apyWxeQBTjJ%2069K1JGG4kYz9aIPJO8znIxwB61SJaLmiWii2Lzj5geM1BrBghXzB6jgGpIrlBpJjDnfng+1Yt1Fv%20U5JP1NNK4XLXlLLEWjLZYcfMaSC2dRudiT/KmafcRxbI5E4HetG2bc+GXcCT83pUtNDRTlURngcn%202qGPcjYLZ+lX9S8uJAx4HeqAkwcrjpxjvVR2JZHepCuZPNZQ3GFXmqklwdg8lgFGAWIySatPEsrb%20pCST27VXMagkBeM02PUZp0xR2DjGR3FSsUuY5FI9vofWpWj2BTjqM1Jp2m/bdUhj3sqOw8zC5wPW%20ptfUCvYlkkKXE2Y2O1VfOCR0/KvS/Dltt0qN5wskhYlZNuCR2qvF4P0lrdonUy4bIbdgrWvbQjT7%20Hy2bdHCpwcc7RRbUpD7vT7bU7d4LyFJY2GCGH8j2rjbjwBcPcKEvIgqjCoc52g12aXaPaGaElt0X%20mIAMkjHpXGPdXck/2wT9Pm8/OFX6+n0raEOYwrVOTpcytb0q98OyQb7lJfN4wB0FeU+N/wDkdtY/%206+Wr2jxrM88OlSyFg7pk5Tbn8D0rxfxv/wAjrrH/AF8tV0fiZb1Vz374ai6/4V9pHmNCf3PybQfu%205OM+9dP++9Y/yNc/8Of+SfaL/wBew/rVlv7c3kIUC7mwSF59OPSoe4Gv++9Y/wAjR++9Y/yNZJg1%20cSk+ax6AMduAOecevSnwJq7XifaWXyVcH5cDIwev9RQBp/vvWP8AI0fvvWP8jVDUIbuRoBFv8wbs%20yRttVT24z3qtDaXhkVWW4Rdj4PnZxkYCnn15z9KQGx++9Y/yNH771j/I1kGyvmLBw7ZiC5MvBOAB%20+IOTmmSWV8juo+0Om4AOJe2eGxnsO3rTA2v33rH+Ro/fesf5GpB0paQEX771j/I0fvvWP8jUtFAF%20S7WcwEK6K2Rg7c4rx743pcrBpfnSpIu5uiYOcf8A669nuP8AVj6ivGPjZHNFp2lLczieUO+ZAgTP%20XHAq4fEhHrnh/wD5FzTP+vSL/wBAFFHh/wD5FzTP+vSL/wBAFFQxnlHjjRf7e+Kc1q0pjjWzjkdh%201wAeB78iuX8R6DY6VZRz2T6huM/lMLuNUDjbncmOcZ45rZ+KV3cWXxEnltJ5IJPssa742KnBB4ri%207q9ur6RZLy4lndRtDSOWIHpXTFOyEXdP0iO+svNe5EMjymGMNjaWwCPc5z2px8PziMyedF5YGSwD%20HGenGOc57dO9ZYZhjDMNpyMHofWni4nXaFmlAUEDDngHqKrURd07ShfW7szyJJ5nlqAmVHylsse3%20TFN1DSJdOiWR3VgX2YAOV4yMnGOnpVMTzBXUSyBX5YBjhvr61JLf3M9tHbyTO0Medqn36/WjUDSl%208NTKzCO4iZgflQghm647Y7Gnnwndmfy45oiSAy7s/MOMnpxjPQ8msbzpSc+bJn/eNTDUrxYJIRcy%207JCC+W5JHTnrS1A0V8LXbuFWe3JxlsE/KOcHp7GqF/psunCEysjCVSwKZxx1Gag+0TBtwmk3eu85%20/wA8mmvI8gUSOzBRhdxzge1PUBtFFFMAooooAKKKKAE9PrXfzWzC9kfHyk5zXAH+teqtHmQBhlSB%20j8q56+yGkOhfZGI2G0j+LtUEy5ZmUdD2pJbhYgQpCMRz3NMjVSAWf73X1rkZTL0OGOxTnPUGi4kW%203jxJkL2FUrmbyo9ocj6day5Z5JPvyMR2yazUbkNjr+5R3JjyPXJqn55yOnFOuI1wCp571CsOSK0E%20W7e4CMuByDmuvspA8P7s/eGcVxsUJDY966jQ1fzI1PqevtUysXCTWhmxW6XF9Ozr8iNgKfWs0lBq%20oRc7Vc4ya6FLWYSzlIXMkjsRtXO76VzSRTJeESRt5ik7lYcg+9TTk5TlqdE0lBHQR3HmzFj06Cm3%20upRW1wsUkQ2oo+c89vSkt4WCqWRgx6cdazNVdv7WYMNyxMBt69ulaJbmUtETalcOzqbd/wB1tDNj%205dv4VDDcTyTAKQhb/a/Wr13qKSysIrYRxeWu3GDUNq3mXJEigADO7bjI7H61LbJHtc36lh8rH+8O%20KBcXrABV3cZOGPBpzZOafA3LZ9KhO6N+TzFhu5ncK4kBI57irouYJY2kYthMBsg1Ehxjk0rnGMHr%202o0DlZKtxaI5Xf06nBqaWWItB5bJhm/pVIM25ueT196UZypGMjpkdKrmQcrGXZbzWPQ545qmGZWz%201/GrtyNsAZmXcT1Jqo6oshU8HPODVRiJzRLbvvZs5qfrxioIiqn5M47g1OrCtVsZt3ZZhYqoAqVw%20HUB+aji5xUzDdmoYyvIMnKgHAxUYYL8rHr6+lTkDnsO5pvlxseeo5FIRl3EAjyI8qe+D2pI3h4mY%20Mzg42hflJqzcf6wl8jHGccVDLbvgbRtHt3pE2NfQr1YrhJ5VypO0Fe2a6u7sIbxCJFw3Z14YVwdp%20cCDEe3apPfrW1a+IWsXeJ43ljADFy3T6Vz1qcpPmjuY1abl70dzWlu5tLKJPmaHbgOBgg+9WdOkj%20eyEiH5SSxyfunPSqH/CR2N1FImyXJQkK6cN7Vkq8ggKo7BWx8pPFRGk5x1VmQqbmtVZm39q/tC8a%202LgW+O3Bf2rUVQihVGFAwAK48bh65FTJPIF8wTyBl4GG6VVTD3+F6FzoX2Z05KW0DMeEQFj9Otct%20rbrqtpJLEyxSMn7t8ZKnsTVK71C6k8yCaeRlOCcfxexrkdW1zxJp9/MbfT82seNsgiLbl9SRVUaP%20I7vcdOnyO71OcvtM8RaPetbyG8Luch4WZlk9wRVu10PxPrdlJHI86QxHIW5YrvPoO9b+nfEa2uJF%20ivrd7d8/ezlQe49RWpD420y7YpbvubO0K7bc/nXdTpTqO0V+RUpwhrJnnep6frGitbyX0kkb/wDL%20PE24p3x14rcsfG1tHDbR3ds7yEfvplAG0+oHesTUln1jxZOspxJLNt54wo9PwrWbwha4bZPKCVwu%20ccH1relgq1ZPlW2hjPEwptXe52ljcW91ai4hdZEzwyng1auVUwM+B04NeWXVtqHheVJra72iQlQy%20dPxBr1KG1eSyiPnBg8at04JIzXLVpSpS5ZqzOinNVFeI5Yo9g+QdPSnLGEjAAGKVS+NrBc5wdrZq%20Vhx9KgsqPGhYblHSoTGnOFx9DVh3USbWwGx0p7pEbfcpycdKuImUGJWJVViPoarOrgguW246E1J5%20qlML80g4+lMZ5MfvD3qrkg/lxxl2zjsM1c02QPKhjYrGQcgjv7VH9jM8ZK+lWtIhULhlJIqWykhL%20qPdkSbm9N3aqyfM4AHAyOlP1KVpLgquVC/rUNspMq/MWyKa2F1JiAOlQlMnt1q00YFV3XbUjBm2x%20ndyAK2PBep2lrqcz3MvlBotqlh1OfWueuplSPaGALetRtcRKFRBg9wvU0D6nsUd1a71SOWMlzwFP%203j1okcLExuQFBbaApzvHYfU+leT22q3kDo6TSRKpwhBzz7eldAvjO5ntBFIqCWM7xJjk4+6P8aaC%205367Yl+UKoVcDPAAriZPEulSai14NNV50Y/Nv+ViON23oT79a1vEGvtouh20ksSXFxdKE25wpJXk%20/SvL3k2sFUY29cetO7Q1FM6nxFrq6/NbBITG0Z9c15J43/5HbWP+vlq762cxp5xB3Mdq+3vXA+N/%20+R11j/r5atqG7Jn2PfvhrFOvw+0jfcb8w5X5ANq5OB+FdPsk/wCev/jorn/h1/yT7Rf+vYf1qf8A%20sm/R2EMyRRs5LAMSW68k9/oal7km1sk/56/+Oik2Sf8APX/x0Vkw6dqcWA13uQEYUMQAMcHp29O9%20L/Z+pcEXGGxg/vDkn1zjp3x+FAjW2Sf89f8Ax0UbJP8Anr/46KyhYamkkRF3uUSBnyx59R9MdqJd%20Nv5Lt5Rc4CuWi+c8ZxwR6e1AzV2Sf89f/HRTSGUgNMATwMgc1jLY6z5pX7Tt4JV9+Que2O/9KmfS%20ruWG2LzbpokZSzMe5H9OM0gNXZJ/z1/8dFGyT/nr/wCOiqel2l3a+aLqfzVOAgHQCtCgCPZJ/wA9%20f/HRRsk/56/+OipKKAKl3FI0BHnspJHKgZFePfG+GWKDS99w8q7m4cDrj1r2e4/1Y+orxn42W7W2%20naVE8807B3PmTEFj19AKuHxIR634f/5FzTP+vSL/ANAFFHh//kXNM/69Iv8A0AUVDGeS+PNEfxD8%20U5bGO6t7VmtEfzJzheAePrXO+MNHt9Kj0hreGCLzrX5zFP5vmEfxHjgnNaHxcAPj6fP/AD7xfyNc%20WVKEhlKkdQRg10xWiJNa0i0p9PgS6JFxJvJdDgrg8ZJOOQMYx3p0ul2CwM8V2XfblU8xB/wL6dtv%20WsbijiqsBtaVa6fJZFr7yw6udxMuCR2CjPB/Ag+tTw6Fp0sW9L0uwBbYJEB247k9CO9c9xRRYDok%2003R4EIN6tw0iYVyQAh3ckD1x6/Wmvo+ks4KahgOHIUOuFx0GT/k1z+KMD0pWABS0UVQBRRRQAUUU%20UAFFFFACGvVy2Cc46DH5V5Qa9Snlw2AOQAAPeuevsiolK5lUSsMDPv2oScIFfrj86S7jIuGDYz14%206VmasupiCP8As0xqA2Zi+B8v49q5GDLt1crO4IGBVdxxmqNtqkTaq8TqBZIufte/5M/Xp7U5UvYb%20i8urydHsSpeHZzgf/qqdiCckdzzTJZSsUnkhXmVchM9T2rHTxDFJexAoUsn485gQc1qeG/Dl7JqF%203qF2gTccR7WBDj1+nSrCxXg0y716zt2vTJayxyEnZ/EO3HY16HYqtupbOFSPAJ7mrGk+GYJbMy3Q%20cM5+RVONo/8Ar1JrcFvZ+WtspRm4ZeSuO1cn1qE6ns0axhbVm9pihdPgwMZXd+deXazcPLr9zNIx%20XdKenXGcV3dv4ptliZLhRC6jam35gT/SvPr8Ml3+8zuLFi3rmqw8XGUm0aVpJpWOi04xGGPM7szE%20dD3rF1QK13cybvn35QDoRV+ylRhAgeAMG43ZJI9OKnvri3gSSKS1/wBauN5HBPse1dBl0M2x2SCM%20yMoIP5VoBgw+UggdDWRCw3AMgDLxgd61bZI2cngHAHPGaxkVB62G8KH4UkDp71FDlndui4AwPWtF%207ZGjwu0EnJOaqNGYA6g9SDTWxqk1uORyv8RpJX3MMfyqFgxLc/lULMwkiUOeTg5p2HzpFyPnqAMV%20I2BwB+tVoydx2yEDPcZq0I5GiGJIix/A0rA5IjlthJGgYEgEHrVVgxkLbMj2FXRG2U3Oue4Y81Sl%20kMDldxGK1RkPXJRjsI9jT0zt96ga6HknfuLH0FQRXgVl37goPPFXfQl7m5bg4zmrIQnpWba3qbcM%20Qc8gDrVtb0LIY5FwwGcjpUsaJHjDoyMMqetQTo2VaP8Ah6j1q1ncNygY+tQzKWXg4PqDSGNaPIUd%20e5zQRkcjmmFvLRc8keppIpfMwdpBPY9qYhWj3KSFBPoehqRPLaLYoC4GNp7UvP8Ad/GoJNzMpTh2%20/kKQDJHhWaNWchgeiitSMZycds4NYU0535i+RwfmyOa17a8E8EbHgn5aLCLRgOwAnn9aoXcvkFkC%20ZOPlx0J96vmU85GcDqDVKeZmYKMEg5IzUy2GytDbloBLIwB5Lc5rzdvGGs6fqNx5OpfaIvMbAdco%20RnsO1elvErqQqhWbr6GuL1HwEstyZLBzFGCDIhBYKPb/AANEJLqS01sTaXqEGtRy3Gv6ZbRlMeXN%20t2bs9etcPf2bWV9NbN8xjYgEdx2IroddvpNXnbSLKyeVoZAN/fjjp2Fdbo+my2UFtDdokksKhWYg%20H8j+lVzWJ3Och0i6XVE1jVVgggMCOhaTHzbQB+NaJ1Oz+1JbC5iMr/dCsCPz6VqeKdBTXdPVIMxz%20wkvGAflY46Ef1rzSXRdRghaWWwuEjUncxTgY65rtwuPqUIuMLGFbDRqSvK56lplhBdxSteQRzQcb%20S4DDcD2rZlljjB3MoA4rkPhUtwbO/LL/AKJvXYxP8ff9MV3UxRIWLAYPGMda8zG5k6mId43eh0UK%20Spw5UYsl0hb9y4JU/NipjKjAATKSegJ61mNFJBC8irwWO0YzU0Tg2yvIinPQ45rTmSLRYIDZbHzA%204BqNi6Rs2G2jqccCtHw45ku5AVXCpwcdOa0r4gLMeMBDn06Vz1sX7N2SuYKrzVnStsrnHw42na6q%20xPQ+lRXT+VyrgtTIoAYmYyL14I7VHKiGI/NkDua7rmqQ6HVpoNyoRk8k5rTs9ShWclW4fqM9DWLZ%20WX2mQM5AizjceOa27Xw+YAJ2ZJEUbhz8gH95j6ewpNArhfSg8jp3PY1VinKnK9auHQNR1WWL7FaP%205EwISVxsU46n2FRPol3ayywlCsiHBUnn8KaWgdSF7yRuPlqCWd3wpAyTwKu+IvD93oYtjJOkzXAy%20FjByDxxj8etQ3HhjWtMgN7cWbeTGAznIJAPtSsU5eQ+K0kkmSGVoWJGFO3GB9TTpLCKKZPLZXIJz%20t6GoWuBLKowAWH3R0FTRZhYKFwv8qGKw2/tkGxrVtrg5I7A+1UCzRoVUFnZgMMegq+1wpkYsGzn0%20qtKqzSArg4H5e9CG0QO087lJJWkWH5F+bKj6U6GEGYpJhmz0zzTEQfaFRSck9R3+tXILYwbnx8zd%20MHOBTYk3ce0e+VcfcTAFefeN/wDkdtY/6+Wr0KGUyMV24II4rz3xv/yOusf9fLVrh3dslu5798Nb%20Yx/D7SP38zbod3zH7uSeB7Cun8k/89JPzrn/AIdf8k+0X/r2H9auDQnjO+K5IkzuyckH2PPTNJ7g%20ankn/nrJ+dAiyMiVyPrWQugzjJa9ZmLKcnOOPbNKNAkREWK52bXDcA9B+P8AnNAjUkCRAGS4ZATg%20FmAyab5kJIH2vkttA3jr6fWo72ye5iCI6kF9zeYM8dwPSqkeiyRyId8LIHBYFOSB05z1z19cCkM0%20A0TFQtzkvnaA45x1xTfNg5/0scDcf3g6etUm0M7l2ThFGclUww5JGPT71Nh0Jo4vJd4njEJiU+Xg%20gnv6Ht+VAGp5Wf8AlrJ+dHkn/npJ+dPRdqKvXAxTqAIvJP8Az0k/OjyT/wA9JPzqWigCpd24eAq0%20kmCR0bFePfG+0FvBpZWSU/M2VdiR06817Pcf6v8AEV4x8a7WOz03SoYS5RXcgu5c85PU81cPiQj1%20zw//AMi5pn/XpF/6AKKPD/8AyLmmf9ekX/oAoqGM8q8bS6Vb/FO4n1rd5MVkjxBQT+9H3OB1/His%20Lx1q+ja2Yryxl87UZZP30giKARhQFXB75zV34oWdxqHxKa1s4WmuJYIlSNRyTg1yGpaRf6PLHHqN%20s8DSrvTd0YeoIroilZCLGmXenQWU0F7HI7TuCWVQQqrgj35Oc4qzFf6MjrL9kUPn5l8okZ9Rz0A7%20dzWMtrO9u9wkLtChwzgcA1Hg9MHP0q7CN+O90KHYUgJYRFXJjPzcEcc8Nz1qjqM+nyW6pYwqsm/L%20vsK8Y4AyTj39az9jeX5m07N23djjPpSYPofyosAUUuxtu7a2M4zikpgFFFFABRRRQAUUUUAFFFFA%20CGvUblI9xYk8KMgH2ry4/wBa9SaEszRgZVwPrnFc+I2RUSleCbyZZYdrSBMoGPGe1c74aku9Ykvn%201C7EkTKY5IB2zx+A+ldLdRtEoUk8Doar6Xp0Fm0j2sCxiQgvtPU1yN6AyvH4csm0ttNG/wCzlvM2%207/m3euao3+pzaPfQ6clgBp4VYxK2eh68niutDRjORyfbvXNeK4YLjSHNzNMkSMGyFzlunSs1q9RN%20GH4rS0jtoYbfYjI2REgHQjr7VvfDq9vr2e6M8oeD5VRMDgj09sVxt/fWTFTaRSM4i8ppZTgkYxkD%201rsvBNv/AGPaxzSIFuHfeyluo7fpWuyFHRnrqqAqjoAOgNYXiNyJ4V9F4rStdVtp7dXa4jDdwT0N%20c/4o1BPtKG2BuCqfNs6Lz0zXiYWnKNf3l3OlvQzZlRMDcA7khQfWtvQtItLiW5uLqFJimAquMqOO%20eK5yOQylWcn5SWAbHH0rd0rXIrAXVvNG4kk+aN0XI6d/xr0qqly6Dp2MoWtut6LhYxGA+7anC/lU%20jWz6tM32OBrkKNqsOEjJ9TRu2AuwyF5I9a7W0eKW0ilgjREkUMFXHp7VyTxMqUdrl1oRurHnr6XP%20Zu8d1btHMpypHRvofSpYkZiudyjqcjiuy1uykvLRWgTdPE2VHqO4rlZVntgPtdtLbhj8isvJFbYe%20uqsbvc5+WzF6A4wT3zVdjkEn2oaRdu8hgGOBkc0x+AQeOe9dJqrDXYBiDnGRVctuvYV4IzkinTyY%20Zhxn60/S7c3usQQxgln4BA6UX1IluJPttbgKjbhIQcHjaKseYBlz0HTNdVq/gC0ns4108st0jj95%20NIWBXvkf4Vfi8GaaumrbzKzzdTOpIOfb29qpwbEnrqcAiuzhycsTnmkmAklz1x2HSr+p2kemancW%20rXCvHAoLOBgnjOPas5pVbDL91uRx2oRfutiSRZHXmprVF8klk59SRUQlXncCT7VPC6vEoVlU44Le%20tWldEyavoStNFGhjlj5HOABmrazRSxltrYb5VOOSaqLG0zl1ki3Y5bPBplldSXGYy3yxnh14yalq%207J5mWZbry4/kLbj8o44/Gqa3k8rbNxA6524pbvbbFAhXdyfm7561FAXedMkc8mi1gbbZo/eX5xz3%20qOMkNgDCjin7z8uflJ5IpCMkHrTAshtwGOnekEb5dwflI2qMUkZwAMUNG6FmilYbuqnkUAYV3I0c%20rGZSG6DFP0+8kSPyi4CZ+8TyPpUOoJOzjzlBboXB4I9qlg0smAbn2nrtIolJRV5CUXJ2iacl8YbZ%20w0ikH+IjFRWrtKfMRWYN6c4rGuUdP3e4k9BXV+Cb4RLJYyBRvO9G9T3BrGvNwpuaVxRd3Zke75c8%20gVJbsEimJKhmPygHnGOtdYIYgGAiQBuCAo5rjNSiWHWLhbRdkcJAbJ657CubD4mNaTVrGj0KkcOL%20Yholjmdsu4wC49yOTU6QqmGPtUVx58k/E7IqqMDGfxqKU3iYME4cnruQCuzTqybE9zIYyMEY9KIp%20d77DyrjBB5yO9TWdrc3UAkeaDqRkx5PX61YGnvEjuEikl6KASoxWEq9JS5XIaQ22kj0+1KQxIFDc%20Io21pLFHdWYeUcFd2M9DWDfTTWTKklsHLDIZZeP1FWYtdEli0MtnIgx5Rww7964cbh51FGeH3b1a%20ZcXHqUbKd3EsQBJDfKewzU17HFAqooH3OTnvVEzmHb9lWUqnO8R7h+HrTkuft/ymQl9vQoV4r1HF%20shFzw+bhtQk8h1CooLbuhHp9au+Jb0W1o0ZVi9wCqkdB61n6TILO7EjTokbHa4Ddu34ZqbxLKl9D%20AltJG+1iT82O1cFSnOWLgre6cUueOITS0aMzTvKxGNgY7uE6g+xrorNdJluEj1SwjRCedqkc9uBX%20PaVCIr+EzH92pzkMMVcuJHmmkZlbJY8jnFes3ZHXFXOy1DR9Jn1+xluRAIlhIihQYEjZ4zjggDoK%20ZrUGjyvZ2jBIZpZgFjB24/3l6YrB0uXypLWaPzmaJxgEnDGtb7fZa5rZa+QxQwRlFHq2epPXile4%20zfiaLSYil3fRCJB8ivhSo/rWTBJcw3E1/d6dJPdXDf6I0a5AXHyhv7vHesDVtd/tLU7aKaIJZ202%201ZguWIBGSR9B0ra1fxe32l7bR/Lk2KGecngewFUG5x2qXV7ea5NcXUgt51f5oecKR0H6V6Gl7BqW%20ix314rx2ewiaFhnJyBk+1clFZXl+91rfmQ7LWYM6zDO7GCa6O+l/tzwzFfCXylI3CNDlW5wAabEj%20hrlLdtTkNvkxAkoCMFVzxT3Ax71AkqwzyFzgngmpDPHz86ketSCGH69aQJtywOBjk1DJdbkbyhl+%201Rid54SkjGIDjcBmgLjYjvnZowqjoD/WtGIcZqnbxGCPaSGJ6EdMVaVsDFKTB6IkGM7uMk15r43/%20AOR21j/r5avSF5PNeb+Nv+R21j/r5at8NuyGRWPi3XtNtEtbHV7yCBPuxpKQq/QVY/4TzxR/0HtQ%20/wC/xrAorq5UI3/+E88Uf9B7UP8Av8aP+E88Uf8AQe1D/v8AGsCijlQG/wD8J54o/wCg9qH/AH+N%20XbLxL4yv4zJFrl6sYONz3G0E+1cnXXaWP+JRZj/YP/oRrmxVT2NPmitT0sqwUcbiPZTdlZvQn/tf%20xr/0MM//AIFGj+1/Gv8A0MM//gUadRXn/XavZHv/ANhYJrSUvw/yG/2v41/6GGf/AMCjR/a/jX/o%20YZ//AAKNOo9KPrtXsgeRYK9uaX4f5Df7X8a/9DDP/wCBRo/tfxr/ANDDP/4FGloqP7QqdkdK4Ywr%20+1L8P8ipqHiDxhbW5a41q7khJAYrPuA9M1z+oavf6oqfb7ya4CZ2iRs4rpNQGdJvc/8APL/2YVx5%206GvTwlX21Pma1PmM2wMcDiPZQd1ZPU+t/D//ACLmmf8AXpF/6AKKPD//ACLmmf8AXpF/6AKKhnnH%20lnjDxAfDHxf/ALSFutwqWqIyE4OCCDg9jXMeLvGC+JrbT7aGxW1isw2CTlmJ6/QV0HjzQrrxJ8Vm%2002yaNZpLaNt0hwoABya4bVNMOmSoBcR3EUhcJIgK5KttYEHkc10RS0EPsNW+wQBVt1kkR2dWZvl+%20YAEFe/ArRXxXvdhLahUYscxsA/IwOcdQe9ZEOm3NxaC5hTehlEIAPzFsZ6envU0mgajGzD7OWAxl%20lYEf/X/+sappCHxa0qzGV7RXcXP2hBv+UHGMEY5/xq03imQxOq2qqzMW3h+Rn8OuOtUf7D1Ddt+z%20MSfu4/i5x/nNH9h6gfL22+7zMbQrg8nPHXrwaNALn/CUT4P7hS7HLNu5YZzg+3aq2salFqP2bykd%20fKQht3TJPRfRRjiok0e+fH7gqTjhjjHOMn0/Go7nTrqzjEk8LJGWKhj3P+QaLICtRRRVAFFFFABR%20RRQAUUUUAIa9SnuTGQkY2kkZPrwK8tNevppzTYPzsSAQOMDiubEuyRUSq8RnUMFLYHO7pUdvCEn2%20jcvy+tbOwxwmMEDb/s9BWbErB382QZ4OBXCmUSfZlkRiGKmuI8T6lHm/0hhLE0ahjKw+Vuhx+PrX%20dG4REUq6kE4LZ6Vj+ILW3v8ASLmOSdQGXJlIBKgc/lTW4TSscp4W8PjWHs7uRirmXy+2044BNeqx%20+CLBciSedie+QMGuP8JLbjRIha3HnpCx/eAbec56dq9CXU5nt1m+xvGjj5Wdhg/h1rmxnt7xVJlU%20qXO7WOXnhezzA+Q0L7Scckdj+VWdnnxeXlsHuBQ1q17rcwmlfay+YcfkBRbaU1zqM1tFPMCnB54A%20q1iIc/spP3krs0dOUXZowJxLDcNEcBy2FGQMrQbee0Mbs0jxRknCnJarmoLJp0VzE0KPPG+DvGSV%209c1QiklZQzyszIQQScgVs3dGV7M17YG7QNGCAw/iGMfWpdEN1o1w6o8fkSNhlmYgZ9j2rMe/uxCx%2080gHCKVHTJya24PC15qSK+q3eyMqNqR/fx15PSsKnsqdO1R6Muc3Npmit/qNxbrKssUDH5goj3DH%20oSaxNU1S8vmtzJFGdjbdqAkEnvXSwaP9lt0gjlJjQYBYc4qpbeH5ItThmeUeVbyeYuOsnH6YrndX%20CwSlTtdCkmc5JFfRZnu7aQQOfk3IflHTJ9PxqHdvByAGz0zXbvqAma6tTaXJkSPOwqP3in0PSs7Q%20tPjvNKaK/wBP8iQN95vvH0OfaksW+VymuwRVmchId1xKBFu2rhieK9L8PaTZWum2vlNFPOi+Z5oA%203At/TtXB20TWU80kriVmYheMDb24qOK5uy8cgu3jmDFAynaMZ716EWkK3U9H1NtXS4U2CwvblTuG%20P3gP48Vzdp4o1O2le1uBulzuzMmGT296o6R4g1ixeVpJPtcMRxIj8HHqDWl4h1HTdfsIZLGRWu1+%20YFlIZV7g1TfVMVzmtSREvJZsK0s/zuSckmorhdyBgMKMDpzUMdqsTSNIVM0mWUZ5FW7XbeuqsWDk%204weKUXYEQ+UiJ1+Y9KSBsoAI+V7mrWoWbozDqAvYdamtgIrMRsOeOTVg0QxW8cgy0YyD2FEkCQsG%20RArEHBxV23AAOQc5PSql8j/aFYHMYXhfQ1DNEvIrTW8axK/zF24GT0FNgAVxt5x3NS3YxDEGz0zT%20YQN2MHFPoQ1qWuuMDgUqsoIFLwq+1MKgEEHmmBOpz3odtv1qLzCvOAeefpStOGGVIagRSujkkkZ2%20jp6mpoJFMCEvkgck1HdbpDDEqku7HAFbMelwrbLE6guOdw9a5sXUhFJSLpTcW7FS18PSaws0m7yA%20v3Cyn5zj+VUobWWxuvKmjkhliIbJ74PUeo966y08R2bSm1u5khuYyEIP3WPsf6VW8YvHDYwSlmWd%20X2xkDIweoNctPE1HUUJLR7f11Jkk/eLKeIFdkPk5jPUq3NY92JdTvHuEtmYFvlO3pj3rM0+eQxfv%20AoXPBUdTXTaO7vbHJHlg4TFW6UKPvQRjia7pU+eNvmYt9YsrRtIjqzcc9B+NQfZliDDe2B6GuruV%20heLZcY2scDPrXP3tnHFc+RFNyf7wyK2hU9ordTLCYv23xKzKEWsXEUWy3hRohlgQecZrWi1INAk0%20ltPHG4yrlMg1hPYTK7LHsbg4VWGcV2Om31vaaTaQ3l2C7KFAZcY9jXPi6UUk1G51q/UbaaLFNcRX%209x5hkXkROOB6cfrWn9kt/OeXyIzI/DMVGTTJr6GGdUfzCxBwQpK/n61n63qUqWSixkVHc4diPmUe%203vXne/OSW3+RcWpfDqOvLTTIPPmkeNflwsaEDaw9AO9czZTCZ5mmAVwuFJwOO/HenEc5Bb86gnG5%20sp99e5NetQXJo5XHOElqNvYoUYQxoykHccHPUf54qk0TrG5TLZGBkVclkyEAGzjJzyc/WmPcNBA2%203DsTjnpXYvIwZiBMdSw+lXEtHmmijiwXkAUIrcn60wwESAEjeTyB/DV2wuIl1C32xYdJV5HVvWiU%20mkZu6TaNG30zVLaN18kxjGV2tuA/Ws6Oe+DkJNICWx3r0BmVFLMQAO5Nc/qUcMU58lwxcliB0Brk%20p13J6nNhMVOvLka+4yVW8muZVjCyCNsE7Mg/jUct5cWKNI1qqF+MsnXFb+nJss16ckmpp7VL1Fil%205XcCaxnmDhNprRHo8pzMeptK5MkbBZeX8tzgntle9XNP8VT6fp0unm3Vo5G49VzUfiGyisZY3tV2%20kqSF9D0rFtWllv0BLE5BY45rto4hVqSqx2ZLTUuU2p5LV4kM8UkR/vBOM++Kr3IsJ7dljuI89Uz8%20uT71NesBbsM8tWbIyQ2ysVGenNXSquSu0VVgoSsi5HCiOHRlcFR8oIxnHP60G2lVhJJcKcgfJjtW%20en74KpjUcdhitmw0m4ltpTaIGWIZfc3f0FauaSuzPTdlJgc5/LFPUZpqMXHYMKkAGKUrgxw4I+te%20ceNv+R21j/r5avRvT61wfjK1WTxlq7FmBNy1b4bdks5mirv2FP77UfYU/vtXXcRSoq79hT++1H2F%20P77UXApVuaZrcEFmlvdLIPLztdADkdcEVQ+wp/faj7Cn99qzqU4VY8slob4bFVcLU9pSdmbX9vad%20/euP+/Y/xo/t7Tv71x/37H+NYv2FP77UfYU/vtXN9Qodj0/9YMf/AD/gv8ja/t7Tv71x/wB+x/jR%20/b2nf3rj/v2P8axfsKf32o+wp/faj6hQ7B/rBj/5/wAF/kbX9vad/euP+/Y/xo/t7Tv71x/37H+N%20Yv2FP77UfYU/vtR9Qodg/wBYMf8Az/gv8jQ1LXIJrOSC1WQmUYZnAGBnPAz7VgnoavfYU/vtSNZI%20FJ3N0rpp0oUo8sFoebicVVxVT2lZ3Z9VeH/+Rc0z/r0i/wDQBRRoIx4e00elrF/6AKK5mYnjnxK1%20G50n4n/brGQxXEEMTI34HgjuDXGajqM2qXZnnCKcYVI12ogznAH1JP411Xxc/wCR+n/694v5GuLr%20qjsiS5b6ve2sCwQzlYQCPLwCpycnIpW1m9aUSeaoZcYwgAGM44/E1Sop2AvDW74MW84EkgnKDnHT%20+VKNcvhIr+am5SSMxr3z7e5rP9PcgV7H/wAKn8NxW8L3N9eoXVeWmUAkjPHFTJqO4HlZ1q9Ls5kQ%20s4w5Ma/OPRuORUNzqFzdqVnk3AkE8AdM4/ma9ZHws8KMMjUrojdsz9oT73p0p6fCXwzJv8u+vW8s%204fbOp2/Xjip9pEdjxuivYT8LPCoBJ1K6AGCT9oTjPTt3qVfhD4dcsEu79ipwwEynB/Kn7SIrHjNF%20eo+K/hlo+ieGL7UbSe9M9ugdRI4KnkDnj3ry6qjJS2AKKKKoAooooAQ9K9sjnSKOMhsO0YHA9AK8%20TNezWxTyAWTG0jkn2rkxWyLgJctncXwABknPWuR8LazdyeI77StRuPtMrMWjdBlVx1GfTFdHrtum%20p6Lc2u7ykdD8ydcjmvN/C/iW18OwSyNY+bcSHZ5qPg7euOff0rlitGNuzPTdTuxaW7uUVgFycLyc%20f1rhrrULzxRpDf2YwtEEhS5R2A3Ljg59PUUsvxBtblW8+xnyPuASDB+tc5BrSWL3i2dqBBck8SMS%20wHYfrVKJMnc6zwnf2kccumWjb2iTLOFwJDnBIr1K+XyrS0i5+VB1+leD+E9Ray1LyViMi3GFYjqv%20vXrmmXt1eqxuHMiIAqluo9qzq2i1KTskdeCnGMryJ7Lc2r3JOCFjUZ9ParXh2TzNTv2JA3NgD1xV%20G1voYbqdpcIshGD1yRxVWKCW5EjQof8AWkkg479q8pK+Jq1JaKySZdepGEm2yHWnM+uXBZgQZduV%209BVxtFtGA2BkPcg9feq1taTw6iomhkQq5zlehrYBDdOarE1nFqMHsYNGX/ZEKho2ZmPDAgcg1Fde%20OfLD2cd7ai4A27sgMpA9OmaXX4y9ncp5zwrKAhdTyAQa800LwzHqWs3FlcCZY7fJMi8bxnj/ABrt%20p041aUZVNTNtp2R3+m+Jb6zjZkuftNvksd535z6H610uj6pqmpxQ3HkwfZfMKOeQ5Hrj2rl7DQbT%20TrJbWFZNi55ZuSTWhYzy6Tu+xuVRuqNyPyrKvQhKLcUrjjGV7HYJb7buWcyM29QoQ9FA9PrVbXLp%20rPSZpFMgcjarL/CT3rBHiXUDPgeTtVe6dTUQ1GbVLae2fhid7AuSDz6dvpXNSwc3NOdrKxTdtDF+%200HzShYE4yPpSCdSUbAyDkZq9Np1zbQJI6JgtyI+TWVeXKpPEIxhcc7hz9RXptakqXRlxJC7ojooi%20Uli+cfhjvVmz8jz3MOYpW5jDngn0A96xZZFk3bSxK4K56e9IiyeYGR0aSPpz82R6U0mKTinoa00s%20c1yQBmWPrjoCaZbP9hn8+Yq4HOCOabJnUHW4hPlyhP3wXv7gf5xTra0xbvOVJw27Bb06596Ti7hz%20G1eXPmWizGMIjLn3FUvtyTwhERee560974z2YXaRg4IYVnKpFzvUYX0FCnrYbdy/55ifZ1z7USYl%20JDM2egwOlQmdJACsgY45HcU8ygYfGN3AJouaqwjoHkO5idoxiuiOjWc+iLcRxeVcCLdvXPJHqK5U%20XsZdsA5OScdq27nxK0mnC0tbZ4cptMjt09cYrKfPzaDThy+Zn4JXG7Jpuw8DHFM+1JHbmaQ8E9qf%20FcxXAVo2yD2rqMSYLUVvo06XIuozmGVSSo54z/jVuLkhccnv6U19Sezga3VtzB9wboBSduoWuQXz%20HSb+3eWBpCqHcP4lNWDrto9q7pIyvtOFK8g1QbUxfFJbiISDPDk/eqpc6dK6K9uGZT2K4/L1rKth%20qdWSkyLtGbJNKSU7k8nqTV+61a/urCG0uXDRQ/d4GT6Z9ahu4Y7eEQj5pON3P3T6CtDSdL34muAS%20R91T/WtZxi7NrYlXK1nG8WGl3DI4JOOPathbxvs+LeVoCefl7n3pNU3eUqoqjA547VnmW4jRVW3E%20wPViODWT10Y2ls1ctPLeXO1Y5nZM/M5ORmrRikh3SSEFQOCKppdERlUAVkOQi9x+NJdajLLZLavG%20Ubd/rBwT9RTsrD0Wxm3krPqAkQBl2/IOn51Lp+oXNmwIYyR5GY5OfyqZLd4OB++QnHTkA1WeKCNQ%20FWVW9XHFO4jr4r+PUI45I8jPylT2NOm097hQjYUZzu64/Cub0nURZyEYwCercgntUsuvXF5qSugM%20CRrtxv4PvXHLCLn5omD9rC0KOi7m6NCiwN00me+MVmXkUdg8kcXzKCOW5P51PaajOkxlkfzIiuMZ%207+tR3P77e4xl23EVpThKMtR0liPaN1ZXRz19dyzXDRhEAXqe5qhNduQI49wUHPvmrGpWk63MjgfK%205yOapxJ84JVtoPYV2RNXe5s6fp51aXLP5coXJPrWpF4aeNM/agJhgqyrwDVKwmjeAuAybDjIPNal%20lraMhjm+8g5ctgH8aNHozSKj1GTXNy2YbqTeyHBxwDVaWQIhfHoPrU6pLdam5kIVOGCjuKvW+mif%20W7Z0h3wwfO4BwA38JrjqR5E5dDppwUaPNBWsPtEaOyjLxvHuOCHXHzelTQSxtPsDqXAzgGt489ef%20rWMulafoUFxeNFLPhvMOfmK+w9BXjSUaqktm9jO+t2YniZmaaBI8F1UtyPWsklLYrIwG5euK3LG+%20juWdJR87sSN3OR2GazL+GOC7dI2DJ1I9PavUwa9lBYeS1S+8lu75kUbm8+1FYoYnfd93HXNU5kkl%20iVSox2z14rQs7iKC4Zj8sbfKCv3lHcilMES3Es8Y3Q7j5Y9fQV3xioqyIcnN6kdrC42ofmc4wMc+%20wrrVsZLbw7KUje3uF/1pLY3j/wDVUWjaW9tZtezW63LSrvQKfmQ1d1SwudSsYZlxFIse5wzfe4zj%200rCpVTkktjCpUTaitjLPhv7Rp0c1pLi4K7njfgY9qwGlbByo46nNehQwCZLY3jg3CxnKo2FYH27i%20szV/DouCktjHFGApDp0zRSxCvyzIhV1tI5aM7gCOhrk/E1jLdeKdUeHDO2oeQqdyzDIrq1wJdqgh%20R61yPie8uLbxZrCQTPGr3RZgvcjofrXpUFqzZkH/AAjGp+Zs8qM9eRJxx1/z70J4avjIqymCNTwW%20MmdpxkLgdz6VUOq3pC/6QwZWZ9w6szDBJ9eBimpqd7GSUu5lJGDhvbH9K6NRBe6dcacY1uQitIoZ%20QGySP88VWqa4vLm72/aZ3l28DcelQ0wCiiimAUUUUAFFFFABRRRQAU1/uN9KdTX+430oA+o9C/5F%20/Tv+vWL/ANBFFGhf8i/p3/XrF/6CKK42UeJfFz/kfp/+veL+Rriq7X4uf8j9P/17xfyNcVXTG1kS%20LSUUU9ADuPqP519KXNk97DYPG6qYNsgznDfLjsRXzXUwurkAAXM4A6ASt/jUyhzAfQf/AAjqrBEs%20UuJlPzSsMnGTwPTqeOlPTQnFvLA9yfLdBGu1ACqj+p7188/a7n/n6uP+/rf40fa7n/n6uP8Av63+%20NT7LzHc+ghoMyxhVuIiViWHLRdVHXoeCemR2NWLXRlt47uJ5GaG4OdqkrtOSc5z1+noK+dftdz/z%209XH/AH9b/Gj7Xc/8/Vx/39b/ABo9l5hc9z8bWy2Xw61WFXkYCLJeV9zOSwySfWvB6e9xPIu2SeZ1%20PZpCRTKuMeVCCiiirAKKKKAENeuyOrqiKeQAcZ68CvIj/WvTZcLKzAncccZ68VyYrZFRLk0qhQqk%20gDjnpXmHjCPydfkjURrFtDRqihcA9c475r0hEaVic5A6Z7mszVNIhvQ7z2kU8qoQueD7DNcsCpK5%205gvzt8zAcdTSxMFfLJvyCAp9e1WL63u1vRHcWhglYALEqY4HoO9RTRSJsLQPCcAcgjcfWtTI1vCc%20JfVmbzGQxISVH8XbBr1PQZP9HuB/dIP6VyHh1IZtNW4WEQyS8Nnq5HfNdBZX62KzRMB+9wAc9K5c%20VB1KbijensTtJtuYc88ljW3oY32SsM/O56/WudnkUyqytwFI3DnrXWaHCsdpAEYOqLuLDpXn45fu%20Yx7swzBe0cYLq0WZ23Tue2azNWYLCDyGH3WB6Vfzk9eTzWTrLnCoOpOa8nK4+0xXM/N/1953zdkc%205rcaalpzW1xdsqyn+H7wPr9KxJYtQ0wWFrpEm+GMlJZXIDEZzz6Dr0rpL77O8sNvLvQCPBkA4J6/%20lXK63q39jukSxs/mocueiHtj1NfWJaJI45PU6/7QDIu1jgqOSTUMl0I3lXLMy9BjrXAWHjG7tLdU%20m/0mTf8Aefsta2pavqU7oNNtUuIZIt4mCnn1+mPSpcO4+e2x0sLyPGZJECt/dBzio4Z3InYDazgA%20Z7etYulXOtzhotQARCR5QGAcnqK3kgkhX7PcDMwcuI3POPrQo2HzOROk8rxiNmIAXaMd/wDJqrdo%20sdp+7BEhGArcnPeraQKtso+bzCQSSeVqO4gWIq20u2Tjcf51FxtNasxo2ETfvBkknGDxmrLMWxIg%20Cu3yjaefxqx9kAGBDlSecDr7CpYV8iYSRJt/2au6IK1ulxDcqxLRsnfpitNlW4XGER/4o1PBHqKr%20SyPLNIzDexb5VB7mpFge0uQzI7MBxjgD8am9youw64mMshH93jpUSxl5RjovJqW1v1kL/aI1bB4L%20Dv6ZqwBFLMRDHsdlA4Y8Z9KlxSdyr3KTFFiLFV3Z+XHUmrwlBskMjMCmSFXjcT0z7VYOiQnlmfd/%20vGs65kNnfm3SNZQq45Y/Wop1oTdosGl1KKLNKJ5dw+982VxuNX4Y3yWd87x8qn+GkOo7IyI0jHtj%20/GuksPEmiQ6ekkskUEyjDoU+fI/DmrnKy0VxwSvucXqaTW8CRNG6g8ncMD61DY3a27BZM5I4C/41%2002q63Y69OFtTKyohVhIuBg+lc3/Z4gPlblJL/KSOg96unVuuVqzCcOVKSNqK682AiJlVV6qvWoLn%2098N45zwwqtGn2RmCjKMO/Jq2sEzqDECN4xn+tS9QgxdP8P3FzO0MEqABd5Dk/gK66ztrmfRxBqMa%20LKnCiM46dDmuCeK8trgIsr7kPDqxzW9pmpXMOsRHVb5jCykjJ43Y4zisMVSqTXNF7a+ZEWkyteeH%205bOcXEyD5j/CcqD7U6W9FhbCUoWUEA4PQV02oWp1iyiNrcKi53K2Pvdqq3ekWdrpbLcPJICyjewG%20QSf5VMMfFwXtPi7JD5NdDmWluZZh5R3xP82TzxTrm7SCFfLB3DjaO9XtY0cxWc0umjy2CnfEDww9%20vQ1yFqk9xIse9mc/KOf51phsRTxMPaQCScXY3LW4kvIWaSLc6cqFGcjvUqRw3VtkrwefcGpsQWeY%20YWHnLHgk9GJ64qtBHItwysCF28LmtmkTYmtYSFKls4/iPapWSSXcmNyn5QcdRUMcw87a+AO4PatK%202uUNwUGApHyn3qZtxi5JXsa06Uql+VbamPcQtaSIrwOIwcA44qDUrdZ4RcW3Ix8yjsfWupliSeIx%20yDKtXOz2r2l5JDAzMAAwb+76g1hh8V7TRrUhqxJYsv2JIi48wDJUHkVdWUCIgjB/nWPJDbS3E08q%20FSv8aNjefpUkcENt8y+aWZRkM3Sup2BdhmoSBvrjgVVs5iIvLwMK27r941LKybvuZ+rUF447hkhg%20G0HHJyatWaE9GbujWMMmmuXjVjISOawbM+fcLY4H7+YbiOmB1Fa1pqMtrZMiwIXznBbgZrK/taRb%20pZooIk2NkYXp61SsEmnY7CRUjwyqBtXAAHarUd5Bo+krc3zNEJDuIZckMeg4+lcu+ufbIfJkDQtJ%20x5in7tQa1e6jqX2axvZYRDvBEyrgMemT9K5sTRday+z1OmpXTpxhHp+ZqWfi2aw3Q6nEZQPmSSM8%20nPIB9q1pdRi1bSR5YkjWdcMrDBAq3YaRbWFgtptE4AwzyKCXqnOlvHIUtQojXjCngHvXk1alKUr0%20421MUmtzlb61ms0Afpn5WHSs9GlmYCMhXDfxnr+NdPrRZdLlIQOvG4dwPUVyKQNdTgQsdufmz2r1%20cLVdWF2RLR2Re08s8smVCj/lpuGR+FXjHuG4RnYg4UDhPc+9OsrNR5UROyIsBlu3ua6qLTxY6Xdr%20DIZllUlcKCen61rUqqGhM6ip6dTlbfUrmxk3wSuq91zkGumuHSZ9Nu7ogJN8hhB+U7hkH3xXIZxw%20RyO1W7W7ktLqKdfn8s5VWPH/ANapnT5tVuROF9Uat5a3ena4JLUsI2HysFLKi9wfar95p00t+89x%20ePHa+VyyHaB7Vc/tBbnTEuIiY1kIUs38HOCadJYZ2bJpCiYIiZsqxHTNcvtHpfR7HPzvS5yd/o9z%20YIsir5kTngoM4HbPpxXB+K2SLxDqcnkxSO17IpLgngAe/vXtkt3DFKIJJVE0g+WPv0rxDxjn+3NR%20x1+3y/yFelgakp35janNyWpkfal/59bb/vk/40fal/59bb/vk/41swXvhwNE89pKTGiYVExyMbtx%20z83OefQ4qlqkmjtbxjS4J0l3ZkaVjjGOgH1rvuWQXE0cZi22lv8ANErH5T1OfeovtS/8+tt/3yf8%20am3xR39i9ym+BUjMif3lyciteS68JyOHWxvFGB+7DYGfrn6/pQBhfal/59bb/vk/40fal/59bb/v%20k/41uyXfhRo4B9ivMphW2kg43ZJJzycdKwLswG8mNorrblz5Qc5YL2zTQDvtS/8APrbf98n/ABo+%201L/z623/AHyf8agooAn+1L/z623/AHyf8aPtS/8APrbf98n/ABqCigCf7Uv/AD623/fJ/wAaltpo%205rqKN7S32u4U4U9PzqnU1j/yELf/AK6CgCH+LH+1j9a9V8TeEfDll4e1hrPTDFdWdosqTecx5OO2%20fevKj9//AIH/AFr2rxb/AMgPxN/2Do//AGWna9/T9UZ1JOLjbq/0Z2+g/wDIv6b/ANesX/oAoo0H%20/kXtN/69Yv8A0AUVxs2PEvi5/wAj9P8A9e8X8jXF12fxeBPj2fHX7NF/I1wyIwK5B4966Y7Ikmoq%20HY/YEHPr0oVXUqSCce9O4E1FRMjFjgHk+v60OjsxIPGOmadwJaKg8t8HufXNTUJgLRRRTAKKKKAC%20iiigAooooAQ9vrXphDrcMRg7j19BivMz/WvUkDNcOij7y4OfpXJitkVElRRGmQMYHOeKgEgIDYJB%20NUfGOtS6JpMZgUGac+WpbooxyfrXJnQ/El7aKslwzR8MqtN1B5z/APWrniU5W0O1nntfNG+SAMg4%203Mu4Z+vSsHxLpFvq1st1FOkbw/KZN2UI7iobH4dJdSrHPfOZH6lV4H59avXnw5k0mFjDqZlspSEn%20iddpx2I7Eg1lPFUadRU5P3nsLllJbDdD0xLPTEMc/nICX3nofpWpDFHKjTSyBe6AjrV7Q/DqpoLL%20Z4NvACCZDyx6mqLWx6K3yrnjrmtVKLHZx3FtmQ25k3gBjjHetK0vJraxCwswjkYjy0bH41hJav8A%20aAgbG/j6VqXEZglSJW2uU5cniomk0UpPclm1e4N7G0jFAq4BHUZqxNKt/cwxocjHzHPJ9aw7y2lM%20jsiNgKADnv3P4Uy3vJI5E2jc8jFI9p5HYdazp0YQ+BJA5vqat7vZt7RjHQMDx7Vn3mnwalHLFcwm%20RCMMV6j3FWWt5bUgkOMsVBY9SOv41HvRs5BHHXvVvcgwrrR9NsLJylok4jUgK2dzd8Z/rWLb+JLy%20LTZ7iJLSNEdY4Ywv3R1wB349a7T7MZZkijwW6cnj8aqax4UitVFpNaxjkyLs4Un1yOtUmraksktt%20Ui1K0tvOeCGfyw/lx8nB7461veTCtpD853hTtY88ZrgtI0q8s9Qa/vBi7Q4jK/dC4xn8q7OV7gKH%20ZVkjVRlkbp9aGiosfNBK5At5Y3J4CsMHNVFidL6OO4WVYomPnHvgHsau6eGkvoiynCtlvbHNI8zu%208pUndITkHkH61KsjRrmC4DxFZ7eRza7sRktzVeArcTR2sZfzJW2LjnJPeoWtldz5Zw8YOYN2cH1W%20uk8H6eEja/eRMSgokRAzHg8nPqayxFRUoORCV2H/AAiMsckckd6pdVwd0eBn2rM1o3NihjvYsMR8%20rx8oR7n19qNV8b3NtqEi2oQoCY9hG4cfxfWtrw34gk19ZY57aMCEAswOQT2+U1yKeIpR9pUV0Vps%20ji7eSV8rGw2vyVrotPaN7rGV3qnFXfEtpbLLblIUSQg5KDaSPwrBspWtbuZ0yQDtAI7Vt7T6xSfK%20rMr2bikzpKwr2yjubiV8lfnxkHk4qRru4l3YlIB7BcYqaytri5jYRBCE67j1JrPD0XRblJkzlGKv%20J6FeHS2nUjcNoPJIpH8MpPM7zznbj5Qi4xSfbbyK4aOAKSud0ZHJI7VNb6rNJrMVjc+XCGOSV5J4%204X8auosRduD0JlOMY8zK50aHSijxSO5kyrbsfXippxa/2UzSPH55b5NpBb6V0ctlDLC8bIp3Agbh%20nFcYulGGR4pCGaNiMjufWnh5N6zd2Z0cZGsnCCN620gXGnrLO5d9uVEYwOOn1qIzwWYCr0PLZH6G%20tfTHVrGNV/gG0/WuW8UTy6fqbKpHlzruH16HiqpSbm4s5MPiJOrKE/kOujGzFojkLyD0461lXN5L%20PMQcDb93Han20xniZWB37cA5qFFXyZEKsZgcpj9c12pWOxu5v+DtW8q+exm24n+ZHL9CB93HvXY3%20MlvHERdMgQ9nPXHpXmttaXIljuIsRFCCpIwQR3rde/uJboXMzq8oAX7vAHsO1eXjcLeftF/TN6Kc%20tC3qV9KbYJBC29z8+T9xf8ay7i0tpIjJCypMn7yRkHU+orSmmj1B9kSMHI/76rJ1EyaeRvhPzH5z%20nkf41eBhCFJKMeW+rQVNJWk9RLGJj++kIkEh3A9QtWbi7ih+XlpMZwO1VLe0vTH9otlH2STt6D1A%20qjLI7XLOzMWzj5f4q6lKMm1F3sYqaeiY2aZ3vTLjBPb1+tasLxyxYGVdRypqK0hAmEsg+c9F7LVm%20/gTYXbKkAcg1pGVma0qs6MueDsxTq5hhEW5SzfKrZ5WqRnWPbbxEkOfmLA7i1UTazIWOCB13HrUu%20mRhL7fcbjsPB9/epcIRblFWuOvW9rPm5bF4RmOAxhA+7qR3prlihaVGUk4yV7D1q+0av80RVx1yD%20TZlV4SrgAd896i2hC3MC5lUSADJ/CrJtJGu5Zc4BAxninBYYZCFddr9QTkVrySQvOYgQHG0Z6Dbj%20p6VonaIpeZQuYyqoAxMjR5Iz0rDO5d2DwfStafJZjkKTkkn0rOmCkds+mc1cTNjfM+Xkcn8qsQ6g%20BGYbgM8J4+n0qIwlUGVILchu2KikULncDmqC508niO9tdGSK2MbBV2rP1YL249R61U0+9fTY/wB9%20kxuQSM5JJ6kVi2motasVKBoz95TVwwicCSCTcD0yeffPpWLw9OzXLuXdvU273VLS6tJLe3l8yWRO%20Ao6fX0qnZWQGIoYyzN/CByx9aXTtOaXMNqhdsbmK/wAX/wBaug0S2e2je8eAu3KRqv3gc4PFZxhD%20DQai9RTqcqv1KI068S8gimhIWQjbg9R3HtWldapaaUtxYwpKjBfkA6Akdqk137e1tC0MRAX52MZy%20wb/CsbRL7Gr/AOkBZDONpeU9DUa1I80unQwu5rmZb0zVdNtrJY5rfbKEw7bM7z9fesRYZXVnSKQo%20OSVUkAV1SWlrpkKXEMCztv8ALdwfU9h061dniWK3NvBNFbgg4BA6d6lVVF3itxKoovRbnLaPqjWM%20/kFPNhmIUqT0z6Vsazr0mj3UdulurLsyCzda5V0wxCn7p4I/pVO/uZHJaR2d+AWY5xW8qMZSuzWV%20NN3ZrX3idrjUYLmGFY3jXbnOc56/hXN6tplpqGt6ubqS4QpqEm3yQvOVHXNOsbC91S98qwgeZ1IZ%20iOij1Jqa8/5DWs/9hB//AEEV2YeKjojHESdKk5Q6GX/wjml/8/F//wB8x0f8I5pf/Pxf/wDfMdX6%20K6jyvrtbv+CMPVYNJtLtIHOosUhQZXy+RzVLdo/pqf5x1Nr6GXXVQEDdHGMk4A96cNDtnlOzU4PJ%205ZXP8QH9fwpns025QTfYr7tH9NT/ADjo3aP6an+cdXJPDaL841CFY25Qt/EN2OOeaxp4vIuJIgwc%20IxXcOhx3oLLu7R/TU/zjo3aP6an+cdZ1FMDR3aP6an+cdG7R/TU/zjrOooA0d2j+mp/nHU1m2kfb%20YNg1HdvG3cY8Z96yKnsf+Qhbf9dBSAj/AI/+Bf1r3zxvbQp4E1m4VAJZLFQzeoGMV4Gfv/8AA/61%209A+Of+Sd6t/15D/2Wpm2mgsnudBoP/Ivab/16xf+gCijQf8AkXtN/wCvWL/0AUVzso8S+Ln/ACP0%20/wD17xfyNcXXafFz/kfp/wDr3i/ka4uuqPwokKKKKoAooooAKKKKACiiigAooooAKKKKACiiigBD%20/WvW7cEs7Z9OPwryQ/1r1hbvyyUWPkY59eK5cTsiotI53xzJbXX2XSmuDDdORInyZUjPQntWzCjR%2020SMzOyoAWI5Y461j+J9KfWbu2lim8meHBzjJx7Vrb3WPLKcgdT3Ncw4u7bNPRIxJfMxB/drkfWp%20/EkhWziTaNrvyfTFZFleTxT7owQ2O3f8Kkvnmu1R5nLMvQY4FeVWws5Y2NZtcqOiGsXY6XRbdk8I%20SAbd0qO3I4/zxXJed5asqDr3PUV1H9t20OkLaWySk+SEDHjBPWuVmcPIcIFIOPf8a1lNpNrqzzc2%20qypU4qLs2IszochufcZqyZWnVWkVSegyKrwIkk6LLJ5cbMAz4zgfStDW7aPQr23gE28TrujOOQQe%209OjKUna5z5S6tSUnKV0jXg0C0mEcTrJk/eYOR2rk7m3iW9VIcGBHb5wvBI44rpYdZvILGW8ay8yJ%20Bt84HAU9Mkd65pXuZonkjTESts2ngsc9T+dRl9OvCMvbSu797nsVbW0L63UzwqrSLJGgJQEjOSOv%201rNEc1sNs6kMhL7SOpPStKJmEsS3CABcZAUZHtUGqv58zSFtqn07jt+ld1zG2hVhbqeAMcYParEb%20tcLhpMRjorf0qk7jYNqsgzgKe9JEsuQkhULjlemBSsJM11uBJ8kq/JBjlBn6Cq7yrNcks3luzZxj%20APpmptMAnvfKUnbEDvCn75I6fhVnVzDaW6vtBBIXy37j2p2toV5hBcxxwyC3J3uxXjoB61BueN8/%205FZ5ntzIpt42hGcZDZ5qQXsysPMXKnuRgik0OMl1K0VrM+oD7yYO4P3+tdHPpCu4miYeYF+gJ9aT%20S42kPnsoCEcA9c1qVwYjFSjPlj0KUUjkJNOAEySxyPMSWVhwPxpminU7DUjNpcRkkKEFNpYMvrit%207WL42z28ceGkZuVxk7asWmqOlx5VnCIpJVCAvgqMc54rqVR1KPNbfoyJWWrZet9Ln1TToJ7+5c3L%20jdwgAQH+HFUbaw065vJ7SC9n88HglAF4649a37a6lSONbpN0g4Z4+h98VzGnP9j8Us91iMFnOW4G%20D0NeanVTlbTtYwqYzWnGm7pvU3rXw/bW06S75JGToGxjNWJLeKK4eSNQryAb8d8e1TG4O8r5E3sw%20HB96p3E00MiqLSeUHksgBAqabnKV5snHucoezhG9zL8VafBb6cdTiUiaEgt83DA8dK5y1s1vmg1G%201y0iSrviIwAe2P8AGusuIpfEmjSWyoIVMg+eQ84B9KpWPhK5sUc/b1A2k4VT/PtXdQrxpQcKstbm%20/I3FJLobvauTuC8rzTtNGrCXaEx1z3qnJq5Zf3lzcsd3J3hf8itTw8lvqV9LH5O632mT52yc54rR%20U1Ri5yZzYTCug3d6sl0a7Wyt3+0sfnf7wU4BxVbxDp8esXcUhkEKQqQWP3mzz09Kn1lZvtktnC5E%20MeG2gAcEevesmaGeSYsgckLgY7D2rSmotqoupp9XgqrqdSJzDaFWVRI4GDtGFb3oWfCK8aKgPGV5%20NQiKRmYO7MI12gGnx/I+3GB6CuhyN46k0LTTy72OQDtyfWtNbV5FG0DdnGDWERKr/IW68KD3rdt7%20uWK0XdbtuUc4NZ1I8yKpzcWaUMMWkwGafDStwMfyFZ2oXT6lPEkUax5wHZ+QBmlvNVE6BZIm2jnn%20qKz5b6CYiSMbMLhlBwDWFOjKLuzCnT19pUd59+ljo4dtlEsTv8nQMRgL7Vl39vHDKs8MP7nn5scA%20nuKNHv5Lxjb36o8ZHynH3sdAfWti4nRIi0uNgH3fWlDCxjXdSGie/YiNFqu5QVl1/wCAYlmkRAlb%205lHIHetvT7OO9m+0zR5ROFB6E/SsewtzeagsfnYikJwcAED+79a6PVL+LRdLMzJuC4jRAcEnoKyx%20dVr91DdnWl3MLxYYotUt2Q5lZMTRj+72P161z8lyI5iq7tnQsfX0NRmG6l3yyMdzEFizZb260yRJ%20U+RkOO2ePxrppU/ZwUW9jOTLdsFkV0WfbIOrD09qW9AaJf3zueAP9o+tLbakkWmm0FvGsxbIm74q%206ixyW4DRHDDnHUVbVmJamPHGm0hvmI61LzLMWyTuAU89COlWJYEjysaFe9Q2UbAu5Vto+Xg9TWl/%20dBottGJlcYAkCgAE46VjScFjxkHjmtuW1neFz3YjIHp6ZrNksWjw7ggYP5+lKDJaK73DyNySeOh6%20CoJMBWODnsRVkW3Rg4KEZNSywxtHGIMkMcHI6VdwSMlhJO/yqS5/U1s6daGCMozElv8AWf4Clt4E%20jJAjPI5Pp9KtLwfunGKd7FpWLVvdy2Mm+3fYcY6dq0NG1sWbSR3RJjcl9wGTurH3Y7GgNjsaznCM%201ZkSipbnUmS6xLNpd4lwpUu6ynOw9sY6fSsTQLa3vNTf7YVYbSwRv42NUvNeMMEZ1DDDYOM0tpcP%20a3CTxD50ORkZFZ+yai0ieSyaR039mab5MjrLIkIBPl+YQFYd8HvXNTSyXDB5neR8Y3MecU+e5e8u%20HnmX53POBxV3RtNTU5pVmdkEajG3GcmpivZpykwS5FeTINN0mbVWfy2WONDhnPPPoBRceFrn+0Vt%20ImDoVDNKRgKM9/etZZf+EU3Rz75rWZtyOqjcrdwagPjq2V3D2kwA+4Qw+b6+lRz1W7wV0Q5zbvHY%20q6Xp9z4V8YW8asZbO+jaHcBjnGeR7VzdxHv1rWvnRcai/wB4nn5RVnUNbvdT1OK7D7PIcNFGp4T/%20ABNVLv8A5Detf9hB/wD0EV7GW0vazUKhlir+wfN/Won2cf8APaH8z/hR9nH/AD2h/M/4U2ivd/s6%20l3f9fI8eyOe8RWqtqxzc24/dJwSfT6Vl/Y0/5+rb82/wrQ8Qo0mthEBLNFGAB3Jpknh7UI3dfKVt%20jbcq457ZHtXk1IqMnHse9S/hx9EU2tQ2N13bnAwMs3A/Kk+yL/z9W3/fTf4Ut3Zz2MwiuE2OVDgZ%20zwelQ1JoTfZF/wCfq2/76b/Cj7Iv/P1bf99N/hUNFAE32Rf+fq2/76b/AAo+yL/z9W3/AH03+FQ0%20UATfZF/5+rb/AL6b/CprK1UX1uftVucSDgM3P6VTqax/5CFv/wBdBQBCfv8A/Av619A+Of8Akner%20f9eQ/wDZa+fj9/8A4H/WvoHxz/yTvVv+vIf+y1nPdDOg0H/kXtN/69Yv/QBRRoP/ACL2m/8AXrF/%206AKKwYzxL4uf8j9P/wBe8X8jXF12nxc/5H6f/r3i/ka4uuqPwokKKKKoAooooAKKKKACiiigAooo%20oAKKKKACiiigBD/WvVmh3HIIyQP5V5Sa9XuHeO3dkUlgoxj6Vy4nZAYWt3EkKyQWM8P9oSKDHExG%20WHfHvW5o+n3V1o1q94o+0lP3gU8ZrjPD13a65rhuLu12XluMoysdpA45HqK9F0VjLPOQx2IAoXtz%20XmYys8PQlNbo0pK7Gw2X2IM8iAZHGTWdMSeO5Nat5cpcSYTJCZBz0zV3+z7ZdGTMeWmIYknkH29K%20x56kMPTr1lq76f15F08RH2k6SWxgoqs8aOcKzKp5967K402zucia2ifPfbz+dcRqO2C5FurFhgMx%20A6e1Pt9Wktc+TeyKG6qelTLDyrQUoOxdVxm7NXR0h8MaesySosqiM7igbIbHOOa4jVNXPiDxH9o8%20sxxQqUjRuoA9ffNdDJ4rvVtZDGkMkrJ+7OMAH1rmdOs5Y1eab/WSNyCefrW+EpTpKTqb7L9SaNKn%20TvyK1ztLxksfBccCSR750Cgk8c8k1zNlbJDZpDKJQR3HQ9+KcXEVvMzk4WM4H1qewgvJbOPbOqIS%20uGfqPzrWnHliwqO7La6BeXdp9qtyrB1+RH+VsVnXeiXzFF8na6gN5ZPPSvQY08uNU3FtoA3HvUM0%20QabzFTLAbS3t6V51PHScndKxjiJOnTcoq7PNbm1uQC8sXyrjkDp/hUkwiWOIgATEky856DOBmu31%20O3kls5BCg87jAI6+1Yl1o0cWjvcvDsmWNmZV+Yrkds9676daMrdDlpYuE172jvaxiQWs0UaSLBIH%20fncOmD3xV3UIBehDE2RCdpZ/Q9aqNqV3bRwrHNyY+nl/drQi/e6aZDMu843sy456kVq09zrdrGcl%20sY2KKPlBxxWzpNit5qkcciBoVXe4J9OgrMWcF1LDgc8dzXX6VZiwtIwNplI+ZgOtctafuPlerOee%20MpU4qV737GmYImTb5aBemAMYrJk054p3MMxaMnOxx/Wn3XiBLS/W2kgblQ3mA5H5Ul9qEcFi06kO%20WGEA5yTXn0qM18S3JxOJlaHsevkcjcSpNrcksfTG0c9+9X9MVA53AEs2AB6VnskSkCVgCx/hGB9a%20s291FBLDtLYVh+Iz1r1bWjZHW72Z2IGABzgCsO6uEl16G1uYl8lmC7yOv4/Wtdby3YEiZMAZOT0r%20A1rULO7kh+z/ALyWNs7wMAD61yU7p27niYKfsqyUlvodjS81xQ1a9XZuuZMrnGTTX1u7Csv2p/n6%20/NXN9Rn3PorHVWmfPufKZWQydMdDTNUklXS7rd8mY2G4dsis7w/qVvDaOtzcIjZz85wM9+a1tS/e%20aVPtQyho+FTncPalUXJWSkuxzSpOWqm0eWz6ddZWNhlsAgjoa6zwhCbS8fzmVmePaCD0PXFYolZL%20mS4t4yzY2/vBwPwq/wCHLUSXD3b3DG4VvuIcD64r2akPawcL7lr4jpr3Rmu9QafcArKBnup9RWfd%20mPRDHBLJuD5ZTjHFPvhq1zc7YEmePg5D7Ap/rWRrcl5c3ayX6RxvF8ixoeT3z+NcdGFTmUHJNLsO%20/K7pDm0955ZZYCCj881kTEIOo3A8mt22mVIScjB6ZrD1IlpXACdeAB0rtjqCavcdp12kV1lmBHQ5%20rSutXhZG+zspfGBjvXPRDa5EoGDyTWmhhFuFATYBwSMNV6JC1k0okwi82EmYjfMDtx1DD+lUIljY%20+SQ+9+MY71ahn8sEbWkI+7k8VPpl/wCVrFoTEZC8uDHGnY9/fBrD6zTldRd9Dpq4CvRh7SorL5Em%20leHp55NxLBovmKB8H2qW4mluM+b8uw4UZ/SusNlGuq/bAWDmPyyAcKeepHrUn2O389pvKUyN1J5z%20+FcH1/XVaGSVtjz+RnjyUzz1A710GnWg8R6dE+oXMvnRk/uwMBB2JHcn1qa/0EC9D25ARwSwb+E+%201XNIgNtNPGy5O1SHHTHpVVa6lT5oPVGftIOfJfXsYUlisMjxxurvGxGyUbTx0/Cs3Vmld4omtmik%20AyQpyGJ966nxHYPcQx3NuimWLIbPUqf8KyrS2nW2VZwTGxKgkcgnoa6sPVVWCfUGtbHPSW8kDgTq%20VYjJB61b0pmLMBuKt0wOPf8AGprLTI5L4RXFxvlZtqpuyavX+mfZ7poJJQU2gqI/lAz/AFrRzipc%20repKXUVbeSaNDbwM/muEEv8ACv1NUbmxn0y/8iVV3EZGw5BB7102iWjDSGt5gfL35T27/wA6TX7C%203vIDK8qQTwqW3H+Iema5Prf73ke39WLcbq5iLOjWoiduY/vqg4PpWU/n39w8EKEKeQvc09r54ofL%20BJPBDYxtHpnvTluWnIZQFVDhgTXbFWZnuZ9tFl2jfIKnOKvZCqUjGFOMkVI7DJIGD39/rVZiSeDW%20uw9idCBxjFOY88dMVFHGz59RTgzK9SK4b/mx2qTBOSBUTqR82MURyHdjrTuBLgkc0qrg04NgdBS5%20zQAjyLFGWboKbp+pNZXy3MXzHoR2YelQ3VzsXYpG49qz4pAJTu/E9qlq+jE9dDp9c16LU7JIkhZQ%20G3MW6g+grn7a2WZ90wyc4CnjFX4I1+zefIynP3UP8zSQbI9zhdrkcK3c9qdOCgrIIwSVkZ9tGbfV%20I9mP3Thhk8fSkuIpJda1sxxu+NRfO1ScfKKdaW7yXZLN8wPzDOc+9dF4YP8AxOPEv/YRP/oIrpo4%20r6q3VSvb9dDmxmlFnNfZbj/n3m/79mj7Lcf8+83/AH7Nej5PqaMn1Nb/AOssv+fX4/8AAPFujxPx%20Da3Q1nckEwIiTBCHg4qmsmqJbLAguliVtwCqQc9Ota3xCZv+EzugGb7kfAJ/u1z7293GzK8c4Ktt%20bg8H0qvae1/eW31+89+l8EfREkkF7M26WK4dsYyyknFN+x3P/PvN/wB8GmeVdf8APO4/JvrSSx3E%20BxMs0Zzj5sjmmWSfY7n/AJ95v++DR9juf+feb/vg1Bvf++//AH0aN7/33/76NAE/2O5/595v++DR%209juf+feb/vg1Bvf++/8A30aN7/33/wC+jQBP9juf+feb/vg1NZWlyL63Jt5QBIMnYapb3/vv/wB9%20Gp7F3/tC3+dv9YP4jQBCfv8A/Av619A+Of8Aknerf9eQ/wDZa+fj9/8A4H/WvoHxz/yTvVv+vIf+%20y1nPdDOg0H/kXtN/69Yv/QBRRoP/ACL2m/8AXrF/6AKKwYzxL4uf8j9P/wBe8X8jXF12nxc/5H6f%20/r3i/ka4uuqPwokKKKKoAooooAKKKKACiiigAooooAKKKKACiiigBDXr86o1hIkjhA8W3IPPI7e9%20eQH+tdN4o8SXVjqJt7QQOgUDex3EN3GM8VzYlXSGnYw/DzR2XibYXYBSyKX+Uk+4969f8NYkt5Ai%20t5rPuYY7dq4J/D97qGqaffyLDCI0UzLjOW6nHr/SvTPC6Kmn3cwxy238hXk5hSVai4t2NKN+YyNr%20JLKsimNjK3DfX1rob/EVvBGOirnA9hWDqWTInptrfcQzafbSxqRuUAZ7AVyYrEOrQhdWUSXRjQUq%207e5w73Xn3U0pjClunqBUeY8gvGDV/U0Rb6dY028gfpmqUdrNP8sUZYjk4r0qUk4RcdrI1p+/FNLc%20lSZAuAm0AfWpvOUgDuaplWjyHRlOOhFX9N0xr597zLDEmM46n/ColKPcc2qcOeWxTuYjMsoVWchN%20u1B8x5HSm2+qS2skMM8bOsDfMjnaeuSK3tS0aK2tWmsZZI5yQA2/qK5o2kqSh597ZO4tIfvfU1UZ%20RnA5oVo1VzQOvPjawABaC4XJ5BA4HrS2njSwnaQTJLDtYhTjcGHbpXM3GlSSZkWZWMnPA4pV0a6g%20tGvcq0ZPTo3pnFcrwdCxcqjja/U7T+39LePP2pSD2CnP5VnX97b3yGyg8yZJVwxQEHHpn1rK0/SL%20owrdSqrKy52Kc8Vpy2zWQadcRdNuDnBpUqFOm7pmMvZVpxu1dFafwXcPEsUd3GI0+7uB3Dn1rEub%20eXT757WQncgwR14roh4mvY5iZLaGWIgAbDtINZjJFqesST3RMXm/3eSPSiEq7v7S1rGmJg/ZS5Vr%20YpwWrzRTSoy/uQG2k8n6CtnTteIiCXABK5y+cDFPl8MxOsZt5mQfxFxkmqM2gTxkhZYn9MZ5rJSU%20d9j5yhGfNZR5vILu1a4lluIpvPkkOW2clV7ACqvzJEplkZSgPQdB6Vs+FbBkvZ55QVaEbAPc/wD1%20q09b0iC7s5DHConZh8w4znrmtFi486g1Y+hoNulzzjy+RwUm66bIKrg5+92q1pqPcXSLtHyHGe9T%203WgXkDgbS0a/xDkflRp00du4U4DAHJb1rseq0KjJS1TuWL+4j8mSM8M7ZGB6Vlmf7M6SHsadMPPl%203JJksxCjPTFVZIkZZVkkcSxN2GQRjpUeyvJSOerh+etGquhbhkM8hdjkkZJpUbY8nzbQQPmKjgVB%20ZkHhifQdqiuhvcggnIwAOfzq7HV0Ny2uftumCzLIZE3bS7Ak45wPeprS+vobURC7fZtwF2jgema5%20wSIs8ZtgE8th071duLx7S8QTRb0Q5bnBIpzgpqzKi7DXCrcyK7ZRh97P3a0vDeoWmnagz3BwsiFR%20IBkDnP61mXMkIllRolUbt0ffA9DSNH5jfulJfOQFHalKmqkXB9SW9bnpP2lCAVywPINc9rcUbavb%20XVwf3TIYiPQjkH9aiPiLybKMNFsuMYKt0+tZlpO13eRi4ZpstnMhzj6DtXPhsI6UuZ6HNR+s1ai5%209FfYsXyCDS0KDID4DKPvE1asPComtkk1O4eJ5c/ulwCPTmtqwMbjyptrAMCiMOhHcVoLuZQZVXdn%20OOuPSssXipwfs46eZ6NSj7OXKzy/UNOew1iWzSVXRCPnXv8A/XpEjaCVlkbl+QT+nNd14ktrWTTx%20G1t5lzIwS3WNfmLfUdB65rkNWsZbG7MM8SRbVDIqNu4PfP1rqw+JVaCUt/zMGnF3Q2JlR2LOAY+3%20qa3tEuUsjc3H2Kad2A2NFHkj29qztC0B9XMrTXDJbx8EpgszHtXa2dnBp8YgtYyink8k+3WuOvOl%20Rg6MdWdVfE1cTPnqFTUtTMNkrQxku2Mnp5f+NZlx4guJoPLRViY/edev4elUr/WGs5LuxuEkkYEt%20FLIMb1z1x3xzVG2uhcqjqh2sDg+9Y4bDVHG849dH3QRlT6nQ6NdmRXikYs45BPcVbu5hbGKY5yrg%20cd/aubt7uK2vE8xtp7NnjNbsksjo4BB3DoRxW0+WDXP1PNq4T/ava03p1H6rrtvb2uEZi7DlAOcf%200rK02DUda2SApb2UZ+XjIf8A2fX8aWay8pkvZJI3iT5nQnAcA/d571vW9z5NuJpkS1tn2iCIYzz9%20O59BV1b4WHLSW/U6lq9TLg8NfY9QOpTTjbC3mLHEvYe5qZhDqtzaarp8bXKKxSVC23IxxwfQ1ueW%20DIW5JIxgnj8q5/TtdgtjdLdRNbQeefLIT5B6jI96441KlW8t2vyHZI3ZLiOGDzp2EKAfMXONv1rm%20/FF2kssUI8uSNV3jac8mqXiLV7jUJHsrYxvZkhw69XHv7ZqLSlE9t5MoJjzhWxx9K6sLhHFqct+w%20pSvoUAFlSVOEhQ/fP8gfWliEZ+VPlUHj3rptP8PJq++Bi1tHbtg7eSSf61ga1pCaPrj6fayM0W0O%20rSNyue1erGNkRawu0FcYqEx4znGR0qowukl/dkEA8gHrTxcuOHA5/MUhFhHIbI4pc4zzSou5Awpr%20EHPrigRJvBXnqBTA205A5NNX9Kfs70WGBY5qG5uCiELyxPftT345H3qqOm7PJJPWgCnM03zZ53H7%2049KntIBtDy52j7o9aZIMYHVT2qZZdyBQMEDr6UhWL0tyYIgBGGDH/vk1UkulfJbJlJ+8e1avhrw3%20N4j8yb7T5EML7CwXLE+3au703wnpOl7WjthLKOfMm+Y59fSqSZVzgdJ0TVL5Ua2tSEQ7vNk+Ufn3%20rR8M/wDIY8S/9hI/+givRH/1TDsFP8q8N1PVL3Tdb1gWVzJAH1CQtsxzgClUhelJf1uTLDyxS9lF%202bPUKK8m/wCEn1r/AKCU/wCY/wAKT/hJ9a/6CU/5j/CvP+rvuZf6u1v51+JX8fymLxxcSLjcixMM%20jPO2s4eJrwW4QmN5N2WlcZLDsCOnXnNSa1qd3NfrJLKJJGhQszopJ698Vn/b5/7yf9+l/wAK96kr%20U4ryRpyOn7j6afcWv+ElvzLHJ5kW6MYT92OBjFVrzVrq/ijjuZAyRksoAxyaT7fP/eT/AL9r/hR9%20un/vJ/36X/CrsBVyPUUZHqKtfbp/7yf9+l/wo+3T/wB5P+/S/wCFMCrkeooyPUVa+3T/AN5P+/S/%204Ufbp/7yf9+l/wAKAKuR6ip7Ej+0Lbn/AJaCn/bp/wC8n/fpf8Knsr2c31uCUwZAP9Wv+FAFE/f/%20AOB/1r6B8c/8k71b/ryH/stfPx+//wAC/rX0D45/5J3q3/XkP/ZaznuhnQaD/wAi9pv/AF6xf+gC%20ijQf+Re03/r1i/8AQBRWDGeJfFz/AJH6f/r3i/ka4uu0+Ln/ACP0/wD17xfyNcXXVH4USFFFFUAU%20UUUAFFFFABRRRQAUUUUAFFFFABRRRQAnp9a7p9F0lL25nktPOmlcOxkO4KfYVwpr1C9jQMCi9VGf%20c4rmxHQcSE3pePG4cdO1WNGlmS7O2R1jc/OAeDVBbcBgD0brmteCBfs+1QQcY61x1FdNGi3Jr9ib%20lwf4RgV0L7kgtYthCrCDnPeuajizMd7MwUd/Wnz6jcRSSTeexdgBsPIGPT0rzauEnOnyRaDFXq0f%20Zx3KepEy6jOeRhsYNaulRLFYR7eS3zE+9Y8U8EnzTb2kdssd1a9tcRRQCON9wXhSetd9OPJFR7I6%208HUhSspdEZd+2++mPo2KfGMKijo2MnsPrU1zpztMzq67XOeRzTTD5QwXGPU15tChUjKUpI9PGYql%20UpU4wf8AwNDoJ9KzZ6bbEmUmb53j6BMEnn06VYk8LafKpBSX2y+cVk32qxHSreC1eXEeFd+mfas8%20ahcnnz7jnjO41vaokjy7Qbd2RyskTFIVcAEghuea2NBcT6c6MVba5+QjoO1YrFT97IJPpXRaJb2U%20cEb7ljnYEMvmfe9yKK1S0dUzixeGdSnaLVy+OBVWTyL6aS0cMzRjeQOD7Vo+TGeQ3Hsax7KKPSdY%201BSTLJNtkVieQD/DXPSmptqKu+xw4TBTp1VOfQh/sePIH70ZNOljtNCu1DTGVpE4GB8v19M1tRXi%20SttIKk+p4rmPGE0X26yCOjMVbeF5yO1aqbnVVOUOU9Sv+8puEtmJJrdzeXSxWn7loyd4IDBh7GoN%20L1OCJPs8rncGJ3kdST6+tZn2WUwySSREt/CBxj/9ddN4altF8PpFdIqMWPmeYvBJ6c1piYwjT+G/%20oc9KnCnpFWNnT7X7JaBSMO5Lv9TU05xHj1NLG0W0CN1K9sNmuV1bX54tUUxeW0MRK/Kc+YK82jTl%20VqF4lOVKUY7s2b9FeylDsUXHUVyMt0pZ1aJJB3LetaFz4jiv4HhiiK7sDLdfwrMubQwgI+9XYchh%20Xfy1Yq0NC8jpUaUZ/Wl6L/hita3EbSKHQDapbchxyO3NS21tA0kczSuRIdzLKnPv+NQ2lgr3kcUs%206qhyRu7/AFq9DBKAiS4J7HPWu5y0FGOtmObTkdPNSR1TcF37DyRV+DwrNOsM4uFeOTqFGOK1ERZd%20EUSLwEzgj0+laGhZ/seAMQSMjj6muaVZ2ul1ONYmTTaVrOxg3XhdLe1abIjEeWby+4q/p/ge2vlF%203qwctIAywpJwB2ye/wBK1r+Dz7YjrtIbb/ex2/GtG2ukm0uOexj3IVHlx9MdsfhW+Gnzptm9Gbmt%20TAl8N6H/AGqW+WOUOgWFj8j/AONVPHGmWtpawXFrEkEjybG2HbkY9K6e/slne1dZI4mt5N6hlBDd%20sVzvjrVLJ9OFtHIklzHMDgdY/Xmumxo7HGSlvsoViGeM4z7HpTLe4KMMNgg5BFPt3iuAVBcl+CMZ%20qKKB0uvLjhy+cDdUvYnzOvtbgvFHKDh8Bvoa6BCWRWPBIBxXGaYsLrM17OybUJU9s+lQXfiG/NkU%20SWRNq7Q4GMD3PrXBiqEq/LY66uK9oldao7zkfWuI8c3yNqFvaxojuke4uDkgk9KueA766ure6hnm%20aWODaI93bOc81X1Wx0jXLm7uLec2k9spBYABZ29fcdq5KFP2OIalrbt5mEnzR0K/hK+FtrHkzSeW%20siFcZ+Ut2/Gu6d1jUs7BVHcnFeZrGsZRt3mOACQnTP1rbS31LU3DX0zLARwCecfSuvEYL21TmTt3%20CLexevriz8SagNPthulhUu1yRkIvTA+pqRPD7adYSLBKjDqwK4wO9YehadPbeNtkUzCKNCZCeN64%204GPqR+Vd2xQITJtCY+bd0x71zVqksLNU6b0KSvuee6rZwpqTGNv3ZAZQOwrW0+/E0YSU4ZeN7fxV%20iahZypdS/upRbFz5bsDgrntUFyPLwGkIPAxn+ld1SlGvFXMU7M6hbezutVga6/eRr1Q8oT2JrXku%207KxvorVtwklYbFIyqHtjPT8K4+zvIHkDbxHtIz6EVN4n1i11GK2VY3FxE+TK3TH/ANeuerhW3GOt%20rWLUup0ep/22s7SWDQ+SnRMAseOTXPatd3sukR2TBZcEElR8xPofzq9beK7rUIyILSKOPZtZy5OD%20jqKisbBtSufJjmdVA3SSgZz6UYei4RvVilbqOTVrtmdpVrILYpcAA8kR989hntWhp2uf2eBcfYGu%20JYThsKQEHr7H3rX0uZYYZbSeJDawkqbjHysc96SG/naLUvsdqn2ebjeeA3GD+ldkKqcmrWMlO7aJ%20IdW1E29xNZaaXNzICHXjYTgYpniLRm1SfTtLRYYrghpWuWOW47epzVvwpa6rYAx3cS/YpgZI8Plo%2029/qKrazf6RFrUs19ZzTNFHsJ7b+23n0710rUs5eXTvs88kJljR4iUJByGI9KoBViJ3HLg9T3rVs%20fDeoappzapb+WsZZtsLNg7R/Wsxdpcebg/yqHoSx8FwWk2EAZHUVMYjznnuKYI0Vi6rnvxSx3AiY%20JKPlbofSkIVQT15p+dq4oYhCTkYPc1XlvYl7k47Ci4x7jjNVJ2I+p60PdhxkZAHY0zaxj3hTg0Du%20QMd3Suj0LwXNrmkm7W8FuWcqoKZDAVzTvtUd2Y4VfU17Ro1l/Z2jWlqRho4wG/3up/WmhFbwxoh0%20DRks3kSSTezu6DAJP/1q1qKKoQ2T/Vv/ALp/lXgXiD/kOar/ANhCT+Qr32T/AFb/AO6f5V5lonhj%20T/EWr+Im1ATZg1Jgnlvt6qM5ofwM6MLNQqqTPPKK9b/4VpoHpd/9/wD/AOtR/wAK00D0u/8Av/8A%20/Wrnset9cp+Z43qTKmoQM671WKMlc4z14q3Jr9u6ZfToXlcMXyOFY9xVvxxa2ej+Krixgtt8UMcY%20VnlbdjbnnH1rA+0Qf8+Sf9/Wr1IfAjw6r5pya7heTpdXck0cIhVsYRegqGpvtEH/AD5J/wB/Wo+0%20Qf8APkn/AH9arIIaKm+0Qf8APkn/AH9aj7RB/wA+Sf8Af1qLgQ0VN9og/wCfJP8Av61H2iD/AJ8k%20/wC/rUXAhqax/wCQhb/9dBR9og/58k/7+tU1lcQG+twLNAfMHPmNxQBTP3/+B/1r6B8c/wDJO9W/%2068h/7LXz8fv/APAv619A+Of+Sd6t/wBeQ/8AZaznuhnQaD/yL2m/9esX/oAoo0H/AJF7Tf8Ar1i/%209AFFYMZ4l8XP+R+n/wCveL+Rri67T4uf8j9P/wBe8X8jXF11R+FEhRRRVAFFFFABRRRQAUUUUAFF%20FFABRRRQAUUUUAIf616Xcu4dgckcY/KvND/WvTrockKM5A7+1c2I2RUSvA3z/MCO27HArYhDeXhz%20lh1xwDWQjSRqY8Ernr3Aqyt+0dv5YDM2CN5rkepaZoSzJFFIBgYOAM1jTO0kvfmpkDNGCxyTTXTL%20CoSsBWEG0cE56/SrMEnkkSKcuOeelLGGbOCOKURgMeOe4pgXoLq4vFJkIGemKc9qrD5iWPbmmQZU%20DHSrJY4qWUjOvikFqiKm4s5zg+gqHyPtFkr2T+azNtdQpBjHqTUjhWgwtsJPMkPf7pqDzp7G5nMC%20Dyo3249fSrsiG2PDm0Zrd8u2eGyc1tvBaRKYJLZ2ZSC0hchif8K5s3clzqKKQAW2rjGTmuzm8O6n%20Jg/2r8yj5QVPH41nKcIy99XXq1+RMoTmvclb5FJfsCsxFpKFPQCY/L7iorW0t5dRkjjuZFWd1JMj%20ZdTjoKuaXprw27nUXZpvMJbc3ynHQ028ihhSO6jsDuEu7K8N9amVSk7xppp973/M4aeJmqvJJ36d%20FqaDeHoSpUTzdf4sGua13S0sb+2Xz/MkKlskYOM100l6Ukt/nJWb5Qo6+ufpVDUdEi1HUBPOxVVT%20BZXIJrjoyqRlectDRY6D+JWMGW7dFcquVC8Afez/AIV0ulxRy6PEjxna6/MrDrWcPCiDKrdSKm4M%20CDluPeoJdUuLC5+z2kyzRLkZcZ57YreTVRWixYiaxceWi9Vqb72Vt5LL5KgbccDmuWeBV3yyABFG%20Mk/0qV9S1qaAgBJFX7zIu0mmSGW3sYzf280KyEEblyOT69qqnFw3ZeFo1KaftHcd4dtlvtWjjdVE%20cI8z5RgnHTNdnd2VvfIVuIlfP8XcfQ1yOiQzyXM09hJHGUbaT6j6eldHe6q2n2XnTRiRhgYXjJNc%20WMjJz5ovY6adWDqKkn7zdrGTeeD1kuwbd/3bKctJ/BjoBjrms+TSdQsplMtvI0UY3F4/mArs7bzD%20Arz481wGYDovsKh1S7Flps824qwXCEf3j0rKOMqRdnqdMabnLkjuytY5NhDkEEoOD2rHh1U6Nqcq%20TtmHP3c46+1Ng8TYtttxGxlHG5O/vXO3VxJeOZSTvkON574rtw9qjfY85ZdicLOSrxsn+Podu3iW%20CSEmNMAnaCWFZ+neLV0e1ltBbqz+aSj54wfUVzIhRUVWd3K9h2NSNZ3RgGRH5aLvDZ6jsRXXCMYf%20AjWEFDYva5r11qE3nfOu0bQAcAfSo9M8N3+sWyXDyIkLk4Lk5bnrgVUWRjEQV68ZrU0TxI+lqbOa%203aWLO5Sh5XPX8KitOs4fu9y9L6mxH4WMNoII7sA5yZDEMj2FZ17a3GmzYli3iTK7k43eh/xrptMv%2011OyFwiFAWK7Scng1X193jsUEezc0gB3HkDuRXDQxdb2vs6mvQ05Va6OYuADbKOQM5wOuaWe2F5p%208UcYCEH94WOA3vipmvrVSEtofMKjblu/19abds7bfOCGTbu8rpj2HavRSsRpcj8MyDT7maKK4QpP%20wRjgkehqXWLCO+jKWjBXtly6rwuPc1XtoBDKrSRiFWJJ3DJPpVXUHKyH7O7CByBIpXHNU2o3kkVF%20czUO5t+EJbNluLHYvmsNySEfeHcD6VqSRtE5Vhgj9a5Cyvzpl5FcqASh6eo9K7Yz2+v2pazuZIyh%20wXVeVJHTmuSniuVe0ktGd2Kw31Wfs73Oc1+8ls57WSzkCXILDcuNwBHf2q3oWrfb0ez1m4DyFlMR%20b5Q+O3uc9q1LXQIbbT7q285pXuSS80qgtnHX8K83upJUumjkfcI3/hHXB60c1PGcySs116nDJtO5%2063LGs6NHINyuMEGvMNTRYLuaAHzDC5TeTknHevSLC8W+0+C62mMTKMKx5z6VzfjSztBY2sMEKLdK%20/wAmwY2r3z/9euPAzdOp7Nrcc1dHEu3Hy8ZrYtrA3VnCbhmUrwF7kUllZpDIMnfIfUcfhWkUePJB%203H0zXtSZCjbcs6TYme4WOOIGCIgugOBj+tb0aBdUT+zkTyduJymMe341k6K93FctLbwNJEzbHHQH%208a2dQSRI47ay2wyXDnLjjHc1xVpNysc9WTcrFNY7qf7fZWMccVuWI3zZOGPUAVCbx/skGkrE0Nzk%20RuD90/j6Gnzadf6ZGTa3pMbuu7cOdxOM1De2EthqVrdXVyZRJMoLLwwP09KSs3v/AMOJWb3/AOHL%20dvqt3od1DbXjGSD+HBzn0xSeKtdvNNt/skllbwJdDAkLb8DPUjHWtl4RL5iyKrKw2jjtXJQ6yLWG%208sdShF48n7tJHbO0DjHP6V1Yet7TR7mlOrzrUXVJ7HSrizOlXVxLZS8XgjYlSDjn0z14rI1mbSpd%20RZdHL/ZwoPzZ698Z5rvbyz36fY2FhZhdPnI81kALRjg/r61zer/DyYXfnaJLG8XUQyyYIPfnuDXR%20ZM0sYccg2AZzgdBVa5YRp97gnr/dq0YmjXy3hMEyHDxt1U96gmgAwTk96zehLKKTqSAct6ljxU8j%20Et8oAHbHSoZuu1Rx3IqHzXjyqtx70xE8kipAdy9TnNMElzOm1E+UDnaua6rwBDpmo3Nxb39rHLdK%20PMjZ+QV7jHTivRoraCBNkMMca+ioAKEhnkXg7SH1TxXCkykw2v76TPt0H517DTRGiklUVSepAAJp%201UAUUUUANk/1b/7p/lXE+B/+Qr4p/wCwkf8A0EV20n+rf/dP8q8x0XxHDoGr+IhNBJL52pMRsIGM%20KPWlKSjTk2XD4j0aiuQ/4WJaf8+Nx/32tH/CxLT/AJ8bj/vta5PbU+502Z5z8SgrfEO7EjbUKxbm%20xnA2jNY97DpAtWltZZFkcFo4z1Xnof171peN7y01TxVPeE3EXmxxnZtU4+XHXNYHl2f/AD1uP+/a%20/wCNevT1gmuxxvcrUVZ8uz/57XH/AH7X/Gjy7P8A57XH/ftf8a0EVqKs+XZ/89rj/v2v+NHl2f8A%20z2uP+/a/40AVqKs+XZ/89rj/AL9r/jR5dn/z2uP+/a/40AVqnsf+Qhbf9dBTvLs/+e1x/wB+1/xq%20ayS0+3W+JZ8+YMZjH+NAFM/f/wCB/wBa+gfHP/JO9W/68h/7LXz8fv8A/Av619A+Of8Aknerf9eQ%20/wDZaznuhnQaD/yL2m/9esX/AKAKKNB/5F7Tf+vWL/0AUVgxniXxc/5H6f8A694v5GuLrtPi5/yP%200/8A17xfyNcXXVH4USFFFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhr1mSyBUyI4LkA49OK8m%20Neyi4gitskDftA9e1cuJ2RUTCuZ9mVwDjrUULDkkHHUA0tw8csrs3Bz0ptsMnBBwK5lqUi5Erbcs%20MZ6ClYASYySKkA6BjjFJKQFyw59KGMiibbwRg56ipQvzEn1qJTntx61YSSPndnNQ0BNEPrU5GOcm%20ooXU9G4qZipH3ql3GY92biKGMWsiLEzFvmYetRwRX11G2CXVOcRsOnpTtRtlne1VQVjmO3JOAvXm%20obPUjpsreQqyANlzjAIFaMzYtnKRqUJjXDeap/eAZ4PT867CS8+8/nbiOeHrj47pLzUFZY/Ld2GE%20HIGT610A0u5JI2KMerda83HOCkueVjehFSTuySXWZpxKHSIq/GCOn+NQw6rdpHFI2ZHGV246jseK%202oLGEW8avGjso5JA601IY7ST/R0CY6YFaYdKpdI4YTw9epKEYWetzGn1eYXMUpjRWQEAeua0dGSP%20VjcyXyM78ADkJt9vWtS40iwvFbz7WMs/VgMMD9ai1a4Ol6Yn2cBSpCITj5RXLKuqiUKas2dMKEIO%206RM2lWzHkS4xt2iVsY+lc9qmjLbXoktMtEoyyk8p/jVIeI73zgIrp5CTySBhRTIdWvbtJI5Z0Bcn%205yOgrow9CpCV5y0LXLHY6/w6v/EmQ8HezNkd+ausodCkihlYYKkZBrktLvZrSeO0hk2xOeUH9PSr%20d5f3FrqNvHHcGKKQjeSMjrXFiferqmt2mzXdF6Xw9ZrDObNPss7/ADCVGI2kf09q5W61PUbqE26s%20rKpB8zaM5BzXWalrVta2k3kzxvOFIRRzk+9clzHbNIcZJ7V04RSkn7TX1MXTi5KVtV1OjtfFNv5P%20/EwR7eRSFJCllb3GK5bWtfbWL+N4Q3kA7Iou7c4zj1NVbu7bAUuSr9wMDFXdDa0tLq2mnhQxpIpa%20RuqDPXHtXVSwdJNtrccas4SUoOzRov4S1OKykuZ41jVBkruBbHris4xxQARqcFRkEjv6V6PeaxYN%20ptw6XkL5jbADZJJHHFeahpJNvmOiY9TyK2hh401aBrisXVxMlKo/8itcedDIuYmJONrA9T6YqzbS%20PDJJG4VDtx68elW7LRvtoDbGdRJzIWwM+w71ejsR9smtyQqx85RcA5FF05cvU5I1IynyJ6mLFaXM%207vH5R5OFyepqa60a6t7VriQOqoNrBTyQf6VpzWX2BRerKzvCd20jgjpWzdW66jYNE25VlXscEd6i%20dR0mtDnxdeVCUVbRnJxeIrvT9NNhZxCEjkSNywz19qqQ3M8zF7otPKejux+Wtyz8Kl1d9RnZpDwB%20GeAPrWV4i05NJniFu7eXIpyGOSDRGVLnahuyoYqE58iZrabpcU1q85kZJWJCqpHynHT3rKvWuQ6/%20at8ZThSwwT/jVjwvc7LkLKuQwwh7g966PVLBNQszG4BKncv1rOU3CdnszCdeVGtaWz/A5M3M0kSs%20SCVPQ81FdsdqTSsW3Enb269Kv3SwCykGdrqPl29fpVVdG1m65mg4K7l3MB+H1reMklqzuqSjD4mZ%20rb2k3bACeQo6Crml+IrjQrh1jhWaOXG5GbHPqKprIQ/krzMWwB71sv4djsrN7q7n/eoNxAHy59Pe%20qdOM04yWhWr1R1ltr9ncRw4f9/IuTCvJU9wa5rxTpaXkxv0JV2IUoOn1+tVbG8a0uQ8UO6N/vMRz%209BTr3WpLwFYwI4wT9fzrOhhKdFuS3L+JWZUsNMv5Z/s9sZ5dg3eTG3T39qe8NzbXLw3kUkMq/eWQ%205J9ye9dt4EitxpMs0Th55HxL6rjoKPFdtp4v7O51FjHGytGXB6kcgH9a3laKuS/dRxidato+5QDV%20VvL89/KJMYY7CepHap5iYoNw4x+tQxI0LHW5NOiMEcSMu/ccnB561Hf61NqMqsAIo4vmXaeQfrWd%205zMEKqBkHcW6Cqcd20byARkxk5z0rPkjfmtqTyRvzWOqsNf82YnUFVlAGxlHQj2qtql02p3sbeUE%20RV+XL8/XFYmn3IMjkRDcOmWrRS4dZ4JpBH5q8lAcjFHs4xd0JQinzI6KWTUF0+3MMZyByUbJIxxm%20o49ESCyuPPiF1JMM8D5gcdOasWl+t+syxusU7JhCDnHv+dQh9Yso13GG7XbkuBgj/Gua8l7uxzPm%20Xu7HNWviXU9NXyYZ1iB4IdNxyOK7LSLyK28O2d9cCOOSVgjytzuLN1z7muI1DT7i4naZVG4nOSce%20/Ss9L2+KJbkyfZ42yI2PBP0r000zrub3iMf8Ta5uorpbtS6qSuPl46HFZc0bSDlioHb1qFv32yGH%205UA+aM/ez7nvVp9yKA45xj2NEkDMpj5DkH6Yqs3z8HuetWr9skHb+NVA2SABzUEFjS9RfRtWt72P%20JML5IHde4/KvboZkuYI5om3RyKGU+oNeFSJlScYHf616l8P5riXwvGtwp2xuyxMT95f/AKxqkCOm%20ooopoYUUUUANk/1b/wC6f5V4je/8hrWf+whJ/IV7dJ/q3/3T/KvIItFvdX1jXTZRq4i1Fw2XC4yo%20rLEa0ZfL8zSm7SRlUVu/8IbrP/PvH/39FH/CG6z/AM+8f/f0V4/Kzp5l3OD15DLraRqQC8ca5JwB%20UjaDFJI/kahbFOCmTyyk4BqXxVpslprrwXMtvFKkSBkaTkcVj/ZF/wCfm1/77/8ArV9PQ/hR9Ecc%20t2X20BheRW/223Jk3/Pn5V2+v1qRvDoiCiS9iDOu5Vx19/f29azPsif8/Nr/AN9//WpXg8w5e8t2%20OMZaQnj8q0JNFPD4eLIvoN+N3JAGMZ/z+NNTQ0eWSH7dCsqOoUtwrKVzn61n/ZE/5+bX/vv/AOtR%209kX/AJ+bX/vv/wCtQBpv4fjVd41O2K9Oeuf8KdH4a3I0j30CxqSMnjnHT6+o9Kyvsi/8/Nr/AN9/%20/WpTb5QIbu32A5C+YcA/TFAGinh3zMFNRtSCSBk4PAzz6VV+yfYtYt4vNSX5kbcvTmq/2RP+fm1/%2077/+tU9lbKL63IubY4kHAf8A+tQBSP3/APgf9a+gfHP/ACTvVv8AryH/ALLXz8fv/wDAv619A+Of%20+Sd6t/15D/2WonuhnQaD/wAi9pv/AF6xf+gCijQf+Re03/r1i/8AQBRWDGeJfFz/AJH6f/r3i/ka%204uu0+Ln/ACP0/wD17xfyNcXXVH4USFFFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAh/rXqTFju%20Ax/kV5af616TemSJzjAUgdO/Fc+I2RUSrICWYZGc1cswApBGSTWcXBbufyrTs2UQk4JycGuUpFsq%20CwHcVWuD5bhnwRgY9asNKoAU9R271Uum83AyQOlIYL8xIGcE5p4HJqHzBbxDaM896kgm8xC20jnp%201pDLcI4FTvhYyzdAOcVWikx2P5VM7q0bDJGR1xikMqXOm/apoisnyYXaB1VT9ajuNKjt5mhPJHcn%20p6U6UPG4ZmlDoeB94exBpFd7iVnnLOTwzEcn60N2MyGwtVjnaYSYkib5QO9dJYahd3ryKIIcqMhg%205ANYrXKw26RIQAWwcrzmtDwyha/uHjx5SDaRu6HriuLFYelWjzVFexnWrSo03KL1N2J5wgEluAdu%20flcEZ9KzW1q1t7vytSItJN3RvmGPXIrVW5heRo1kUuvUA9K5LXtMWfUpZ2kJDdQR0FPDLlurW0OH%20Ac7qSk1uvM6a48V6TBbyyrdLL5ZACp1c+i+tcP4o8RXOr3A+zl0sY+UjYc56EnFRNp+23J6KCWA/%20SoEhE0TQhgp5IPrx0rbDYKlTlzLV+Z6MptooRXMtvMsnzAHoD3rc07UPMD7I9kjAD/ZxVTUIpbmO%203eTy0KR7G7dK1tJ0K9aBSbURFl4kJ7euK6KqildkuahrJ2LdlP5U8ZZc7W4PrWpNHb30gmOcp8uC%202MH3qtF4anWUNJfnaDkhU59utVtV8PxhluDcSSwvwVzjn1yOteZVpU5zVRStJdh08ZTqTVOD3K7T%20wRuV8xN2cYByc1M8Mjx7dowf71Lp2jWDI7Nbhju7mi/TyZiEBC9q1pzpufKr3R1znJrlaMw6ZCdr%20SSsm3gqB+vNOBtoN3lxbg3BL85qSV8kMc8jBNVR3zXUpO5moxEuDK/8Aq9wXGSq8YHoKqm4BRVUf%20MDzjtV5iwjbyjhsccVuaRoFjd6bDPKj75OXG7APPTFOdVQV5HJXqxoq8iLSNXSxVY5IiIpTkHPQ1%20vXwlkjj+zn/loCxH92nxWFtDAIViUoOzDNEcUVpbmGMMQAflU5bmuCVROfNFHlTrwdVVYLVP7yLh%20vQg0zTZfKt5I55BmOQqC7du1YUGoXs0T29lESY887fmUZ/nT7HU7SO3b7Xbma43ElmAOfzrsrWqR%20stz1Mao1Ycq1ZtPf/bIrhNMlU3MJA+YcGsKWwvb6Ce5vRho+TvGCR7D0raadr3SHlsA0Mu3IwuDx%202HrU93fJY6cJ7pWYbQGAXua5YycNIr/M8ylUdF2gtb28/wCmctFugEbKCuOV4rojqqrpySq6tMwB%20CH+tc9JdHUJS8QUR7vlRev0pkU6fNCgLSRnO0Dnb3/xracOZHsVKEK7jz6W/qws6S3E5Z9o+bfuU%20YGevArqdOvzehw6bWXHToa5K5vFRQqMUcnuvI/Ci1uLtI3SK5kjR+SRyfz7UvYTqLXQeMw9KrDlj%20v0fYk1PQJdQ8SyRaaVDSkHaOgbGSc9q1G8Fa1NEst1N5zL8ojMu4j/aHaun8OWmlW2mJe2qBXK4m%20lc5YN3zWvPdx29m90cvGi7vkGS30rtjHlSQU4csVG55SHntgVELHaSGPdj05rPcJAfK3fOTuZR2z%20Whdyul1cT+XNCDISY5FOY88jJNYsjM2oFoTuySSxPX2zVNFxbTO1+Hd20epXNq0iqkse5VI5Zh6H%206V03iTR7W/svOlDh4BuGw8sOpGK4LwfqKaf4iimunVYmVlZieEzXZ67rhlkjstHaOe4cZ3qdwX/P%20WoldR0FOV02c9ew6fc2QuNGhlZYm/eNg4A981DqNlJBpUFy8iMsvG1eoqXRjLZ3r6fdT+TC7FpVY%20DBPpntmrmuWK3Nk13b7FtxgBV4zzjIrl5nGSjfQxUnFqNzkC77yCcqO1PDESZZuW4AHpV5tPaKEP%20jJ9hWc5/eE4wRW+5qXmtlskLINzt2J6VEbpo5lkU/vFBwPaqjTnJZm4x605GEm4Z6ocU0rAdJo1/%20FHNFc3qGRmQhSuCFOfT6VvPqNos/lrN+4MZ4QcAmuT8OG3tX/wBMVnh6gYzW5Iv9s3WbeIRFVyoI%20x06E1z1IKU7vYynFSldlOWOe5vzHadc4Ab0rY0DTTaLObgBp9+MkdBjt+dXrKyjsYMnHmEfO5P8A%20nin3N/bWkTSTSqAuMgHJ/KsatZz92K0MqlVz92JheJ9Ps4UW7RRHcs/Y9fU1gLeQSIfNYBumfX/C%20tDxTcpd3MT2lx5gCdMZC/SucNriTK5yx6kV10HJQVzandRVy3eJH5YJ5B5ORxisaQbZMrwO1bSlY%20gIm/eIpzu759RVW+t/kZ1XI6lvWtrX2KaKGSRjg16V8NroSaFPbZ5t5j+Tc15rFJtkjaRVdVILKT%2094ele1aZLYrp8DWEIjt3QMojjOKAL9FRfaE9JP8Avg0faE9JP++DTAloqL7QnpJ/3waPtCekn/fB%20oAfJ/q3/AN0/yrhfBn/IV8Uf9hI/+g12z3CeW/En3T/AfSuJ8Gf8hXxR/wBhI/8AoNZ1v4Mvl+Y4%207nU0UUV5VjQ8Q+JSl/H94qglmWIADudorGk8P6hG7q0S/K20neMH3+lbvxHin/4Ty8kijl4SIhlU%209dvrXNqdQXbt+1DbwvDcV9HR/hx9EZPcki0W9muPJWNQ+zfgsPfA+px0oTQ9RkkkjS2JeM4ZdwyD%20gH+o/OmeZqW8vm73ldhbDZI9KbnUA7MPtQZvvHDc/WtALCeH9QdlHkhVLBS5cbVz6mq97ptxp5H2%20hMBjgH171PNe6tM4ZnulxjARSoGBjpVeVb2cKJluZAvTcCcUAVqKl+y3H/PCX/vg0fZbj/nhL/3w%20aYEVT2P/ACELb/roKb9luP8AnhL/AN8Gp7G2nF/bkwSgCQc7DSArH7//AAP+tfQPjn/knerf9eQ/%209lr5+P3/APgf9a+gfHP/ACTvVv8AryH/ALLUT3QHQaD/AMi9pv8A16xf+gCijQf+Re03/r1i/wDQ%20BRWDGeJfFz/kfp/+veL+Rri67T4uf8j9P/17xfyNcXXVH4USFFFFUAUUUUAFFFFABRRRQAUUUUAF%20FFFABRRRQAh/rXo1x50txIrHcoxtGOgxXnJ/rXqdu7C4m6OccLj2rlxOyKiY4hYS4YYxV23kZVKg%20ZGeppGDM7MV2kHpU9nCkkbZkwSemOlcqZSI2kzGz7xjPp39KZIWkPp8v41ektUUY3k5U+3NVnclR%20luAPwphtuV8MyhTyvoalikMYK4wPQCliO5tuBk+3WpiigHGAfWkncadyW2JkUnBGD3p05/dNsYE9%20MU+Jd0eNxGRioY9OMUqESMw3cgnrS6jZXvL7zpVhlidWQnLoevoKTYkNv5peRVXPVuM9qqzTtJqB%20XbtAJyT3FaSxrJZovXduok2iFqUbu4ltwp+VjNhkK9F9cGrekXd39qeCxlUGYjcSoOD6/Wp/DscV%209rEME6rLCiswV14yK6jUNOto7RBbwpAyyBg0aAY5/rXJXxUacuRrcUoc8WUYdNu7UZjnhckYbdHg%20n8arXtlPeXLLJiFAmAQdxzW8CGGQQR7VVu1xID6isKmJqKOh5+CxU6lTkmcnBpl7dyS29swaMcSO%2054B7Vp3Pgu1lt4lgnkhlX78n3t/4U+2hm03UFeGRDDcSBGRu3v8AWugJxWssTN2cXoTjqtWnUSTs%20uh5fd2rW9xLa/e8pipYd8V3Hh2/uLzTVkuFjWJF2h88tjjkVz/iKLytbmyQ28BzgYx7VqeD5YjbT%202/HmK+7BPVT04reu+ekpF4n38OpW7HQSzIkW4uMHgEdzWTfFVs2DHAyMD3q/qVxFaWvmSnChhjA5%20Jrnr7UTeQbLQlQD824Y3V5ypynNWWhplkVGDkt7/AJFrTJM3DQhh8y5H1qbVbYiJZM5A4+lY9ldG%203u45WUhVbBzW1dX0VyPKiJZMZLdvpUzhWhi4OC917nrTcXdnP3HK/Q1XV2APp9K23tYynyqOeuea%20xrkNEzqO3SvWijK5IsiM4WTEZf5UOcYNa329vD9msMMsd3nk5PMZPX6iuTMjFgJl+42WI9PSppJW%20juh5h2o/5YrSUU1ytHPOEaqtLY6OHX7u4uY2lHlwMwDKvp9a6bYu8so2sw5cd64K5uvsUASRdx7E%20dK6HQrybVrFXngSSBDsUg859a46tOyutjgxlCMUpQ0Q7UtWTS9XhQRgIE3SbfvMD/h1qtc6XFeyW%20lzpobZcMWYP9xR1pmuaaLK+S/wDI862VlMoLfdHeq83ii4+3I1hGFsk+Xy3AAP49qqEZNJ0xQg3G%20MqO9tf67nRQTXM2pyRhUS2twF+U/eYjP6elU9W122US2UcRuZfuOmPlX6msqfxDdS3DPaYgiYcrg%20H5vXNVbcZJLtnJyR71UcPreZdHBNyUqmnkXrpba4mt2tkNsqLhwvc9v/ANdQbAhfy/3Yzyf4vzqz%20bkbh0wBmoJmzJ1+UnHNdFNJHoxgox5UMGll08x2CI3IJ5LVFsERULlgDg/jUkkrt8qseOMCmiKRl%20IJwK35kNmzoOsNoyTwSQ+bDMQC2fu9s47jFdrpl7Bf6dHLa4RPuAf3SPavNHU+QX7evakstTuNMu%20BcWRAkXI+blSD14pPUSOo8aWlxrUqWOn2hluYB5kj5C8EcDNeaiR4pXikieNkJDArg5Fe2aPLHc6%20dFdI6yPcKHkcY5bHT8OmK4P4kW0UGs27wDbLPHulCj0PB/H+lIeqOdtYgF3Aj155rrvCNnHLI92z%20KWT5UUHke9cxGFOOOvPFb3hUBtXBywxGcYHH41zVruDMqq91nRS6PY/v3mQs0oy0khyR7g9qybq6%20vbC6sbS6hjmjB/dhP48cDPvXRNKizRQPJ+9cFgMfeA61laprllC0tuSzzJypUZ2v6Z9q46cpN2tc%205oSk3bchvLqKeWKG5tmtAr5kY44Fc1rcVslzIbRxJGOjetaumX73upk3cLXZkXG0AcY9vSofEMap%20JCYbBrWMqRlgBuNdMfckonRHRqJzVvD9pVguePWrtnZAynziqgKcBu9TCLyEVlbGeoFPinzcx7mU%204cENnOK0cjblLut6kZI7ctGkbxLhQnf3+ntWBaa9fWd4ZVmbJBB+laF5a/bHMiygSA9PUViT2zQu%20yk5INNKPLy9BWS0OpivjdR7jIzb8bstUNy6xqSRnnrXOrI0LDa5B+tTPezzIFY8D9apQC5qq4P5Z%20FRhskbnzx0xVWGc4ApqNJc3KwwRSTTE4VUXJ/KmJl0sB93qKSNXupFto4mkMn8CjJ+tdLpXgW5mA%20fUpRAn/PNOXP1PQV2Gn6XZ6XHss4Fjz1bqx+pqloK5xmjfDYmb7TrEnyDpboev8AvH+gru4IY7aB%20IYEWOJBhUUYAFSq2OD0oZccjpVNX2ENooopAFFFFACSf6t/90/yrjfAH/IW8Vf8AYSP/AKCK7GT/%20AFb/AO6f5VxvgI7dU8VH/qJ/+yinZuDSGjtcD0owPSo/NPoKPNPoKw9lMdzwb4nySL4/vwsjqNkX%20AYj+GuYZLxGZWFyGU7SPm4PpXt2u/Diw17X5NWnvbqKZ9vyIqlRtGB1FN/4VzASC2sXrEdconze5%20wOtehGaUUiTxNEu5G2r9oLbS+Mt90d/pTQbkkgG4JBwRluDXtq/Da0S4M6andq5QJwiYwOnH40sf%20w5t4p5pl1a83zMHYmNDyBjjjjiq9ogseIj7ScYNwc9MFqaZJ1xueYZ5GWYZr3EfDq3CyAardgy43%20N5aZP+FVb74U2GoMjXGqXpK5xtRB1/Cj2iCx4v50v/PWX/vs0edL/wA9Zf8Avs169/wpjSP+gnf/%20AJJ/hR/wpjSP+gnf/kn+FHtIiseQ+dL/AM9Zf++zU9lNKb+3HmyY8wfxmvV/+FMaR/0E7/8AJP8A%20Cnw/B3SYZklXUr4lGDAEJ/hR7SIWPHD9/wD4H/WvoHxz/wAk71b/AK8h/wCy1z//AApnSM5/tO/6%2056J/hXRePBt+H+sr2W0x+RFTKSbVhm9oP/Ivab/16xf+gCijQf8AkXtN/wCvWL/0AUVixniXxc/5%20H6f/AK94v5GuLrtPi5/yP0//AF7xfyNcXXVH4USFFFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ%20Ah7fWvWrIxKl15gHA3gjrxXkp7fWvS5baSFpZ2JIbgKp5wRXPiHaw4kU9yrpu7sckVY0t4j8rOwY%2089MisyOLGPlJz1zWjp9iWO/GFHfpXG9EWi05BmVd/UH5SKz2LZCgZBGCSKtweWurBeR820ZNVWlZ%207oxliVVuhHWhbASQDLbmdc/XFSyYwcc4OeOaY0Ax979KIosMcNxihFWS2LtsAwGDkfyqVgVdduTn%20imwKEUbe1TlMzwZBOWPA+lJbg9jBt4VimlabzJS3BYDhfpUxkJmMcZDBBxuHb1rTm0KS8dpVfylY%20Y2g4/HFQXmly6fbNslVSUADg46VzfW6M6ns1JcxLg0rjNCm8jxDaGdxCnzAE/wAR9PzrtdRx9lKk%204YngdzXmzXc7WLu7ghACjMOQc+tPjvJ5tTgmu5pZEB+b5jkissRhHVlzJ2sClyo7W3vbNMW8LjKL%200UE4/wDr1nXOqxy6lF5G90K4k4PH4VpWU8UsamzgxCeN2Nv6dasLFGskkkcaCUjBOOv1rJqOqaPE%20hVjQqOXK7+v5lHKk5wGKkMB79qniP2yWOZ4HQR5xubv9B1qI+cTm4RFc/wBw5FS2y/f8s4kOOTyP%20yrnpvkk4nbjIqpRVVb/5mfregXWrOs1syeco27CcDGeufWsWHTNW02Nrn7LJDtGGkz90f4V11xJc%20RyRmHAi58w7sH2AqrO5lhkSQgKykHNbSxk6doKN0a4BRnQ945ptVnvJwlzLnsFxgU+2spbu4WNdv%20uxP3R9KrnT44bdZty7txXAbkd8496sWN4lncJLuBAPKg8nPauutGSpv2W9tDso8sVy7C3li9pOUb%20LbRncOmDUtphAOvynJzRqN1HqN0rJuWNVxz/ABH3qqj+VKRJIgBGB83H5UsO5ypRdT4uoTXvGsXV%200JUgisTVUc4ZQeeOKmu7prc7VI3MASy9DVR5JrqIqyMeRx0H511wiyGZTTM3ysx244NOe8W4mR5j%20ghQpA6YFXPsEQB8ybr0VOT9M0iW0MX+qjA925Nak8vcgukF3Ajxg7h8pHQUll9ss8eXdvEN24pGx%205Pr6VYaNj94moLg7QFUd6WgNJ7mxa3T/AGeWFpZJo5CXcTPuO6qku0PnAzmo7OaMJIm+IP1xj5jT%20HkzRZR2GkktFYkEmWqeBuaqK4zVu1XLVMtho0IP4v92mOisCD0qxbxEq/bimSROq5YVjJ6I0Kmw5%20OHYc08eYAOVYD14prNjgClVm7qPzq02SVZZpopfmRjEw5APANNEqMp5KkDkNxU0sbyMTxjtzTRbO%20TyAfqa0U2KyJNL8Sajo9hLaae8YiJLkFQSpPUg1mSO004aWZ5pHOd7kk/TmtGXT1lGDGuM544qvJ%20p/78yMDx0A6CnzIErDYyVYA9a1NKvHsr6OZHKKSFc4z8vesp2VScdant5gwX1IzUNJqzIlaRveI9%20QF3ex/ZZ90cS/KU4+Y9eazJNLvLVxJcwyLG+MEjjPuauWWh3V/bR3EQXy2fH3sHGeTXUTm1lVrS6%20kklCMgYMp5J6ZIFc7qKnaMdTFzULJGJoOk3f2hLlX8mNSQT1LDvii8hudV186ebgmKH5x5gwcd/r%20WzaXEltePpsdr8sUZkRhJwwzxms6yW51ywvWeKKK5aUos2eVA7DHPH61n7RuTkyed8zkVdY06E3P%20l6ej/uU/e7BuArAkhS2aMRv8zNnAFaFrd3umXFxZwHdIzFGCjdk+oq3ZeCNTv50kkxaRY5aQ5b8F%20renF7HRG6VmYR3DdIOPTJqOHTtX1yXy7K0eXJwZcbUH49K9I0zwXpmn4eVXu5h/HMcj8F6Vvqqoo%20VFCqOgAwBWsadnqNyPDrzSZtM1CW1vBtmjIBGcg+hFWItKvJJFjjtJ2eQZQeWfmHrXr82lWVxfpe%20zWsclzGu1ZGGSBVurFc8+0n4fXUu19SmFvH18tOXP49BXWaNodpobPFahiWG4yPgseema1aj/wCX%20k/7g/nQIkooopgFOVscHpTaKE7AOZccjpTacrdj0oZcfSm11QxtFFFIQ2T/Vv/un+VeA6x4k1fQ/%20FWtRaXfy2qSXbM6oByemeRXv0n+rf/dP8q+dPEtldXnjDWBaWs85W5bd5UZbH1xW1HdgSf8ACwPF%20P/QaufyX/Cj/AIWB4p/6DVz+S/4Vl/2Jqv8A0C77/wAB3/wo/sTVf+gXff8AgO/+FdFoiNT/AIWB%204p/6DVz+S/4Uf8LA8U/9Bq5/Jf8ACsv+xNV/6Bd9/wCA7/4Uf2Jqv/QLvv8AwHf/AAotEDU/4WB4%20p/6DVz+S/wCFH/CwPFP/AEGrn8l/wrL/ALE1X/oF33/gO/8AhR/Ymq/9Au+/8B3/AMKLRA1P+Fge%20Kf8AoNXP5L/hR/wsDxT/ANBq5/Jf8Ky/7E1X/oF33/gO/wDhR/Ymq/8AQLvv/Ad/8KLRA1P+FgeK%20f+g1c/kv+FH/AAsDxT/0Grn8l/wrL/sTVf8AoF33/gO/+FH9iar/ANAu+/8AAd/8KLRA1P8AhYHi%20n/oNXP5L/hR/wsDxT/0Grn8l/wAKy/7E1X/oF33/AIDv/hR/Ymq/9Au+/wDAd/8ACi0QNT/hYHin%20/oNXP5L/AIVXv/GniHUbCa0vNVnmt5VKvGwXDD8qp/2Jqv8A0C77/wAB3/wqG50y+trd5LiyuYow%20OXeJlA/EiiyA+mtC/wCRf07/AK9Yv/QRRRoX/Iv6d/16xf8AoIorlZR4l8XP+R+n/wCveL+Rri67%20T4uf8j9P/wBe8X8jXF11R+FEhRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIa9j2QzooYj5VG%20efQV44a9cYfunGxP3iBT2PSuXE7IuBSliHnDBGCKuW+5isbfKq9Qe9QRIi4LI49Oamu3G9fnIJ4z%20iuSxdiN7eOG4Ds+BuzzzVR4x9oc5LfMeadK+8DbKrZ4zmo2ZtxIwQemKFewWJ0DOflNSxwsM8c+t%20RwXIQ/MjDj06VqRTwSWrbgobdxzzU7DGQjAAIFWbcrJqCJLxCVIZx2qFhE8RKsMeoNRQXX2Ii6dE%20TYRuGcjGaTu07bgzp10uCOLy0eZR6h+ax/FyQW2lJ+6clztLhsce9bsN/Z3K7oLqCRScAq4rlvFe%20qx3M8NtbMLiOP5nVOgb614uEhJ107eo5PQ5aRgxZVD7ei7j0NOgVxKkuMKOCSfWiO3nlkJ+zMCQT%20t5PWr1tY3oBWK3+RgFbeQAa97yMEmb+k3VraQQgXSs85G5CeF/DtU91r8MF4kESeaWYKWU9/asY6%20fPawo0MlsrJ/ExyfpWOAtrfwz3EqzRI+540B6Vh9XUndnNPBxcnOWp2PiIyxWK3UT7Ps7B2GcFx/%20dq3byyF1cwxxxOgbIfLA+mMVy2o+J/t80DQQsbaJw7RuozIR0/CnSeLZWI8myVR/tv8A4UoYS8Vz%206MzpYRypKNR28jpNWuNmk3LRvtYJ1xnFcq8wlRE3STyY4znmrttqd7fxkOIYweqhc5FPuZnDHadu%20f7vGKtUo09EdlDDwopqLMaSO5nI2WjfL1JOBTXsp7eIzXLwwoxA3HnntitQFmLFzwEOd7cZ7VQuI%20nvWjVW3ovUKPlB9q0UVY2siJIoJmDtPcSAnPI2A1ZFtDF8ywR5znnk0qL5YCyDGPlAFJEu4qG7Ht%203A5pN2E2JLO6qxkUIQOi81RaV2Y5yVPIrRlVd/zdaoXEiodgGCO9VFtksVNqnGRhhxUmfUciqpPO%20TnpVgsGUHNWiRzkbc96y7nhgzZ61oSHahY84HasuUyzv83y84xTuAWzJ9paQrhjwDnjFWkRpBkZP%20XFNtZzAwIRWUHoRXQ6dHbT2+8YXklQB0FKcrFJXMIBlPQ1oWR5FbRtImHKqcjriqh07bu8ojis+Z%20MpRsXLVgUbkUXDDy+1Z0UzRKwY85p5uQxG/pSnHYdytKQJcZxmgMw+h7mo5HVjyKYJcAg4IqlsSW%200b5BnH4Uu/BqsrDaKaz+9CEXfNHrUM8n7psHmqrOc1HJJlCM0+VhcQ4B571IjhV49KrFuKlt45bl%20xHBE8jnoqAk0WEeh6Df2U+mxRW7hDEnzxseV9TUX9r2l/Pd2n29ERgqxsAB25wT1rH07wPqd1hrk%20raIR/Ectj6CumsfBGlWmGmRrpx3kPy/kK5/qqu3cx9irt3MKC/XU9XmSeOaXyUMUUlorfN6kkf8A%206q3W0GSTR1sbUtbrgYkcncvOT071vQwx28YSGNI0HRUXAp9aewjdFezRR0nSLfSbVI4kQygfPNtw%20zn1NaCdT9KbTl7/SuiO5oNooopCCiiigAqP/AJeT/uD+dSVH/wAvJ/3B/OkBJRRRTAKKKKACnqcj%20aaZR0pp2A5bXfFV1pWrS2kUELogUhnznkVn/APCd33/Prbf+Pf41U8Yf8jJP/uJ/KsSrshnTHx1f%20MCv2W2weP4qn+Ho/4nHis9/7S/8AZRXJDqPrW34P8RaZpHiPxPbX9yIZZb7zEDKSCNuOoqorR2E2%20lqzurrV47K6aOdCsYXPmZ6n0A71GniGzZypLg54G0nPp9M1Rl8SeGJ5C8t3buxG0kqTx+VNPiLwu%20Tn7VbZwRnYen5UrPsR7an/MvvNR9Zt05ZZFAO1iyEYOM4+vtSHXLRSwIlBUcgoeD/d+vtWYPEPhc%20HP2m26Y+4f8ACg+IPCxj8s3Ntt9Nh/wos+we2p/zL7zUk1q2iMZbd5ciK6sBnhiR0/CnTatDDKUK%20uQrFWbHGcZ49T/jWS/iLwvIqB7m2IQALlDwB07Ur+I/DEru73VszP94lDz+lFn2F7an/ADL7zQPi%20CyCby0mCAR8h5z2+taKMHRWXkMMiuc/t7wrjH2i1xgD7h6D8KtDxjoIGBqMWPof8KLMftqf8y+82%206KxP+Ey0L/oIxfkf8KP+Ey0L/oIxfkf8KLMPbU/5l95t0Vif8JloX/QRi/I/4Uf8JloX/QRi/I/4%20UWYe2p/zL7zab7p+lcL8RLtJfBmq26iTfDGpcshCnPIweh/Ct9vGOhFSP7Ri6eh/wrjfH3ivS7zw%20fd2sU7GWRcIMdTTincFVg9E0d/oP/Ivab/16xf8AoAoo0H/kX9N/69Yv/QBRUs0PEvi5/wAj9P8A%209e8X8jXF12nxc/5H6f8A694v5GuLrqj8KJCiiiqAKKKKACiiigAooooAKKKKACiiigAooooAQ16/%20KkUsAdWHmhQrLnk8V5Af616LPFfLeNJHa3BwRjbE2GGPpXPiFdIumaMM4ZArbRj5R9ahlZ2YngDt%20irUdlK9t5y20vzD5oyhBH6VGtjcqwDxTMp6HyzzXG00ymig44NVscnGffNac9jcA/LbTEf8AXM1W%20+x3P8drP+ETf4UWJuVIVkydxbB44atW2Q7R8xOTxmqws7xnyltcIB/ejbmrsFhO7qWhmBU5yYyKN%20RpsWaBirp+7O71TrSi3IiVfLi9GIHWrPkz5/1Mv/AHwaGhn7Qy4/3D/hSuyrlH7IqsCIYcgHBCDJ%20qzbq7An7h6EqBTxBOHX9zNj/AHD/AIVOEmzxDL9Nh/wouxXGvBkfNI5GOOeajVIsPk7h3BqV0mP/%20ACxlP/bM1CsEqggRTAN6Rn/ClqFwwILIjYGPUACsK9ZTN5TDDV0wiuShAt3IHqpGao6hZvPOHFpM%20vy8HyicU43QmYfliKMtzxUAJdsjmttNPecqpgmVe4Mbf4VOmjxwbH8qUKeM7Cefpir5rE2F0mB4b%20RnYfeHQ1FcOxJrWKMtuViikIA/uH/Cs9rads/uJuR/zzNZO7ZotEMhiSWBxMuelItvDBD5cYIXOc%20ZqytvMIWPky8t/cNQSQTtjEM/wBPLP8AhT1Aj+zJJgtuP41IY1iiCjIPT3qaK3m7wy/98GiS2uCf%209TKRnP3Dx+lKzDQpygHJ9OlUJoPMfdkYxitNrG4ZT+5lye2w019LuViZvKk3DoAh5q4kMyTG0Q2t%20t29vemxy84C556VPc2N6SpFtcMB28pv8KhXT7uOXd9kuTkjgRN/hVkks8btC3ljk9zWdCo+0AP8A%20eDYNacovdu2Ozuh6nyW/wpI7G6mILWdwCvcxEZ/SkBVaFdzEcD+7V20nhiiVdxG09V7VO1ncwru+%20zTMPTyGJzUcFpdJGc2k4+bp5J5/Spepp6GpHeJ5e45K461RjumeYjO1c8VMiXWHR7SYMR3iNRJYX%20O45glB/65t/hTjETbLd7aZgEsa8dxWVIdoJroIGkis2imgmL4wMRk/0rKurKUAKsMxJ64iY4/Sq8%20hSMcyMc8mgyEjHrxVxrC4yf9Gnx/1yb/AApsen3rPuW1mGOzRN/hVKJLY2JSeNx4/SlC4yck1daw%20uVjAEEpPfETVH9iuun2af/v23+FVGIm2VMFvUUx4iav/AGK6/wCfaf8A79t/hQbK6/59p/8Av0f8%20KuyJM4w4Br1vw9bQ2+l25hhjjZ4UZiigZOK80Njc4/49p/8Av0f8K9N0eVI9NtldgrCBAQeCDiok%20rFI0qKj+0Rf89Fo+0Rf89FqBklFR/aIv+ei0faIv+ei0ASU5futUP2iL/notOFxDtP7xaaAdRUf2%20iL/notH2iL/notICQcmmyTQwuiSzRo8hwiswBY+1ILiHI/eLWbqWmwX99Fc/alTau1gV3cZzx6Gq%20SGam+MymPzE8wDJXPOPpS+V+9LZ/hx+tZl3ZpM7tHcR/M+8Bh3OAcn0wOlRjTIt5L3xcEDg544+v%20btW3s6dr8xlzTvblNZHjdiqSozKcEA9DT9vuKxzpkLHLXUfU4ATGM9e/ekOmRGTJvmK7yxUk8g/j%201p+zpfzfgHNP+X8TW8yI/wDLVPvbfvDr6fWn7PesVdJhQqVvFXBDABeAwG3P5U60sRbykteKVClV%20Izu5B469Bn9KHTpWupApTvrE2NvuKaWRd2ZFG3rk9K5s+HUZFQ6iqgIVJRWB79Pm/iz83rgdKB4a%20tlkdlvVG7oQpyOw5zzgcCsbI1I9a8NrqmpPeLehUdVxhcjAHXOaojwVkZF9kHv5f/wBerB8NiNPJ%20F+nlEBXRYztI9hngnHNLH4fRXUveAqoIChWAJ2kAnntnj2pgVT4L2gn7d05/1f8A9evONT1CC08X%2063HOwTfdMQx9u1ex2EP2HT1tnnWXYpAYKRXkerWdyniPXzJY3TLNM3lkWbSAnswOMcelaU9zOrTV%20WPKyv/a1j/z9R/rS/wBq2P8Az8p+tI0LteZk0i6kiEsLk/YnG7CkMemcZwcVj32kX0l9M9tpl/5T%20Nlc27/j26ZzWpxf2fT7s2f7Vsf8An5T9aP7Vsf8An5T9a5/+xtU/6Bl9/wCA7/4Uf2Nqn/QMvv8A%20wHf/AAp6B/Z9PuzoP7Vsf+flP1o/tWx/5+U/Wuf/ALG1T/oGX3/gO/8AhR/Y2qf9Ay+/8B3/AMKN%20A/s+n3Z0H9q2P/Pyn60f2rY/8/KfrXP/ANjap/0DL7/wHf8Awo/sbVP+gZff+A7/AOFGgf2fT7s6%20D+1bH/n5T9aP7Vsf+flP1rn/AOxtU/6Bl9/4Dv8A4Uf2Nqn/AEDL7/wHf/CjQP7Pp92dB/atj/z8%20p+tH9q2P/Pyn61z/APY2qf8AQMvv/Ad/8KP7G1T/AKBl9/4Dv/hRoH9n0+7Og/tWx/5+U/WqOr6p%20ayadLFFIJHcYAA4HvWb/AGNqn/QMvv8AwHf/AApG0XVNh/4ll90/593/AMKNCoYGnGSld6H0toX/%20ACL+nf8AXrF/6CKKXRFZNB09WBVhbRggjBB2iiuU7zxv4oWhu/iG8MUXmTSwxIijqxOcCse48E3d%20ppn2+78mCAQ+YTJkENuKiP3fg8V0nj29TT/igtzMqtEkUW/Kb8Lg5IH94dj61QvvEdn/AMI4dOW4%20a8ja2CwxSRn9228nc7Z4kAPbgiquxHHRwRFgphDFjgDJHNX5NBuoo2kfSJwijLMVbAHvVa2kEFzD%20KckRuGOPY5rsNY1yeTSUu5ZZXjvVZVBly3/Ahmt6UYST5pWOatVlTaSV7nGLbxMjOtoSi/eYE4H1%20NJ5MGAfs3BOAdx5NXLHUmsYSixBzu3Dcx29MYI7jFXV8QYjfdbjdxsG7OfXce9Y3Z0GO0EC53W2M%20HByx4NJ5Vv8A8+4/76Nap1+Y5LQoWY5ZieWGeh/lWUKLsA8q3/59x/30aPKt/wDn3H/fRooouwDy%20rf8A59x/30aPKt/+fcf99Giii7Angs47gHytPMgUgMQ7YBPAz6VPqekjR71rW908JIoyCJSVYeoP%20cVNo+sNpiTR5ZUm6svUU7XNbOrvaKUPlWqbF3HlhnnNT7Wrz9Lei7b/fpY1lh6apKalr2uzMKWqn%20DWWD6F2o2WgGTZAA997VqP4hlkYM1tD/ALQHRsfd/ICgeIGHLWsb4UqodsjGc8jHJ9TWvtJf0kc/%20IvP72ZZS0AG6yGD0y7VuJ4x1gBY4727wAFVRMfoBVVNdZBxbofQs2T+PHOO1VTfubxbnYm8Or5xz%20lff3o52/+GQci8/vZqnxjrQwWvbwZ6EzHn9KX/hLtc8sv9rvdg6t5px/KqreIHcYa1j2AH5QxHU5%20P5kk/Wj+33JO63RlLbsFueuR2pc78vuQcq8/vZaHjDWyhcXl7sBwW844z9cVG3jPWiRt1G7Uf9dj%20WfLqRmjkieJRE8zTFFOOTj+WKqMQWJUbR2Gc4pOTf/DIail/w7OkbXvFK2QvGn1EWx6SlztquPF2%20usGK6heEKMkiQ8D34rQm8f3M3hn+yDapyoUyZ4x7D1rnLG+Nj5n7oSh8fKx+XI6EjvSsbTUV8Lua%20P/CY63/0Erv/AL+mj/hMtb/6CV3/AN/TUCa7IisvkI6kADzPmPUk5OOc5/QU5tfkaQloE28/LkD1%209vfFIzJj4v11W2tqF4G9DIc/ypR4t15gSt/ekL1xIeP0qAeIJQdxgjLA/KSenoPcD+dQw6kltLLN%20FHI0srbiXfhecke+fXrQBePirxAOt7fjkj756jr2pP8AhLde6/b73GAf9Ye/TtVRtZYlTHCUYMS3%2070ncNu0A/h+dV/t8vlbOf9Ukedx/hOQaANI+MNcUkNqN2COoMh4rRsdY1++A8rVLsnALEy8CuZuL%20hbiSWVosSSMWLb+hPtWvYTFbBoUupbOWTaVuIxkqADkfjnrSeiuRUckvdNC51nXbWTy5dWu92AeJ%20c4qH/hI9Z/6C15/38pl0IY9Mih/tE39207SySiExjBUAA575H61J/bLAIq20YVQBt67vTNKEuZXt%20+hautw/4SLWsZ/tW9x6+ZQfEOtLjdqt6MjIzJ1FKNabOTbI2FKgM2Rg+vqaG1uQ4IgXIGAS2fx6d%20fSqAb/wkes/9Ba9/7+Uo8Q60emqXx+j1Ut7poJIn2KxjOc4ALfU1cGtyAALCqKF24Q49fb3oAafE%20WtAkHVb0Ef8ATSj/AISPWf8AoK3n/fypINYBmHnRBYx02jJH0+vemJqqrJJKYMSMgReeDg9+KAIL%20jxTrUIVhqt4cnGPMrUtv+E2u9JGpwTXTWZQyCT7So+UZycde1c9rs63MyvGu1BhQMY7cn8Tk11Gk%20+PNOsfByaRNBctOtvJFuUDbls4PX3oA55fGOuMMrqN4fpKaB4w15iQuoXpI64kP+FZVldfYy2YxI%20GABG7HIII5+oq9/wkEx3bokOSDwcDjp+FAE7eMNdTG7Ub1cjIzIR/SlPi7X1DFr++AU4YmQ8H34q%20A+IZGBBt0OW3FicsevfHvxVO41Kec3A3lYp5BI8ecgkdM0AaI8Y64TgajeE+glNKfGGug4OoXucZ%20/wBYen5VmR6g8dxDMsMAaJw42xhckevtVsa8yxuotYwZGLOdx5J6/h7UwJ/+Ey1v/oJXf/f2j/hM%20tb/6CV3/AN/ayr67N7dvOyBC2PlHQVBSA3ofFmvTNsTUronGeZsU6XxXr8ON+pXXPpNmsKGTyn3Y%207Yonne4cs/egDZXxjrrnC6jeE+glNH/CY67tDHUbzaeh804NQRa88UUaC2i+SPYMcZ+vHIPcVXvt%20Ua+ILRLGAGACHHUfSgC+3jDXUJDajeKR2MhoPjDXVxu1G8G4ZGZDyKhGvtjm1jLbAm4tkjp7e1QX%20erPdqqmFFRGDKp+YDrnr65/SgC6PGOunpqN4T7Smg+MtcUkHUrwEdQZTWfb6lJbXaXCRQB0DAARg%20A5GOfWrA1x1QKlugA4OWzx6fQ96ALC+MddY4XUbwnrgSGm/8JjrZ/wCYldf9/Ki/t5hnFtHkjBye%20vGMkevH86pX12b67adkVNwA2r0FAG/BrPie5tftMN5dNFzz53p7VT/4S/W+f+Jjd8df3tTaR4gtt%20P0xbaVZS2WztHHNY1neGyujMqK5IIAb3Nb1YU4xi4vV7nPRqVZTmpqyT0NQ+LtdEYc394EYkBjIc%20Ejr2pv8AwmOtf9BG6/7+f/WqFdel2gPCjgDoTwT3z9aF1+ccNFG65yVboeSefz/QVgdBYTxbrsmd%20l9eNgZO1ycD8qT/hMNbxn+0LvHTPmH/Cqp1ZlnuLiFSk84w2QMKM9vf8Kkk1+Qpsjt0jAAAAOR+P%20rwMUAS/8JjrX/QRuv+/n/wBalHjDWzjGo3Zz0xJ/9aol8Qusob7NEVBztY5yfUnHUVC2qiSaCdos%20SwElcYw2T36Y/CgC4/i7XI2Kvf3isOoaQgj9KsW/ibWZowx1S7BJxjzK5+SWJ9xWJwx6M0pYj9Oa%20niR5LDbGcMTwfxoGrX12NxfEersMjVbwjp/rKcde1sIHOpXwQ9G38H9KyIoiiR7idyrtI7ZznNaU%20OqywxJGEUiOPYp9Oc5ptJEptkg8Qa0VLDU70qOCd/FJ/wkWsf9BW8/7+U/8AtyQJtWBB34PAPqBT%20ZdTSSCHMQMiShyvRcDP6nNIoT/hItY/6Ct5/38pT4g1oAE6negHod9MGqfNOWt0ImfeVzjHGDjip%20RrbbgTbIQudq7uBn2oAa2v62ud2p3owcHL9D6Un/AAkWsf8AQVvP+/lPbXJDv/0dPmBGSckfmKij%201QpaeR5CH935Zc9cZ+lADbjxLrUcJZdVu8j/AKaVWh8UeI7h9kWqXbNjP3xxVe+Km3OxCo4/izUW%20kal/Zd6k4XJR0kU4zgqcjI7j1FAi7J4o8RwyeXJql4HPQb+v09aafGHiFSVOr3oK8Eb+lVdR1FLz%20UEuY0dcN5jBj1YtuOPQZ7VPca3HNZyQR2xj8xSGYMCckg/lkfrQ1YE7otx+I/FEtv9oXVbvyd23e%200wUZ9Oaik8WeJIZTE+rXgcHGBJmq+nX2nCxa01W3uZYgzSR+RJty5GBu9qrw3sH9twXc9vm2SVGe%20ANnKrj5cnr0oGaM/inxLbOFm1a8ViMj95mrkGo+NbnTH1GC51J7NM5lDccdfc1U8Vato2qyWp0TT%20WsEiD+YGx8xJz2P1qC31hYbOCHzrhFQDeijhsDp16UAS2/irxNd3EcFvql9LNIdqIjZLH2ol8WeJ%20IHKS6teqw7F6j8K+IpPDGqpdrAkyHCyKeuP9k9jzVDULsXkysqlVRdoz165oAv8A/CZeIP8AoM3n%20/fyrY17xabIXY1C/MDYwwcZPOAcdcZ4zWVqGrHULS1tzZWcAtl2o8CFWYf7Rzz61ei1a2htkuI5X%20W9WzW0WLy+AQ2d+7pjjOPWgCW88Q+K9PKi61K+j3ZwfMBHHUcdx3FLeeIPFVgqm61W6j3dB56k9M%208gcj8ahvdVt5LQW1vOsRJlmmkggKrIzgDZgnPOOTT21izRYZLs/2ncJJvVxEISgC4AJx83ODz6UA%20TJrvihdThsrvVr63kl2n5m5AIyDj6V0EMGvykD/hKL0fhXLy3ttqPiLT5bUyLiNEka5kHLAHOWwP%20zrtNIujbTMt5PpflN92RbxSy/UdxSqS5KTlGN5djCUKlSrGMZcserOc8Q6r4g0G7hh/4SC8m8xN+%20c7cc4xWY3izxIgy+q36j1LEVf+IMsUusWxhnhmAhwWicMBz6isC71A3cSp5e3ac53Z/pWWHlOVJS%20qLU6qkYxk4xd0e9+Bbqe+8F6ZcXUrSzSRku7nJY7jRUPw7/5ELSf+uR/9CNFaEl7UfCmiaveG61D%20TYLicqFMjjnA6VV/4QHwx/0BbX/vk/40UUAH/CA+GP8AoC2v/fJ/xo/4QHwz/wBAa1/I/wCNFFAB%20/wAID4Y/6Atr/wB8n/Gj/hAfDH/QFtf++T/jRRQAf8ID4Y/6Atr/AN8n/Gj/AIQHwx/0BbX/AL5P%20+NFFAB/wgPhn/oC2v/fJo/4QHwz/ANAW1/75NFFAB/wgPhn/AKAtr/3yaP8AhAfDP/QFtf8Avk0U%20UAH/AAgPhn/oC2v/AHyaP+EB8M/9AW1/75NFFAB/wgPhn/oC2v8A3yaP+EB8M/8AQFtf++TRRQAf%208ID4Z/6Atr/3yaP+EC8M/wDQFtf++TRRQAf8IF4Z/wCgNa/98n/Gj/hAvDP/AEBrX/vk/wCNFFAB%20/wAIF4Z/6A1r/wB8n/Gj/hAvDP8A0BrX/vk/40UUAH/CBeGf+gNa/wDfJ/xo/wCEC8M/9Aa1/wC+%20T/jRRQAf8IF4Z/6A1r/3yf8AGj/hAvDP/QGtf++T/jRRQAf8IF4Z/wCgNa/98n/Gj/hAvDP/AEBr%20X/vk/wCNFFAB/wAIF4Z/6A1r/wB8n/Gj/hAvDP8A0BrX/vk/40UUAH/CBeGf+gLa/wDfJ/xp3/CC%20+GxwNItvyP8AjRRQAf8ACC+HP+gRb/kf8aP+EF8Of9Ai3/I/40UUAH/CC+G/+gRbfkf8aP8AhBfD%20f/QItvyP+NFFAB/wgvhv/oEW35H/ABo/4QXw3/0CLb8j/jRRQAf8IL4b/wCgRbfkf8aP+EF8N/8A%20QItvyP8AjRRQAh8CeGm66PbH6g/40n/CA+Gf+gLa/wDfJoooAP8AhAfDP/QFtf8Avk0f8ID4Z/6A%20tr/3yaKKAD/hAfDP/QFtf++TR/wgPhj/AKAtr/3yf8aKKAD/AIQHwx/0BbX/AL5P+NH/AAgPhj/o%20C2v/AHyf8aKKAD/hAfDH/QFtf++T/jR/wgPhj/oC2v8A3yf8aKKAD/hAfDH/AEBbX/vk/wCNH/CA%20+GP+gLa/98n/ABoooAP+EB8Mf9AW1/75P+NH/CA+GP8AoC2v/fJ/xoooAP8AhAfDH/QFtf8Avk/4%200f8ACA+GP+gLa/8AfJ/xoooAP+EB8Mf9AW1/75P+NH/CA+GP+gLa/wDfJ/xoooAP+EB8Mf8AQFtf%20++T/AI0f8ID4Y/6Atr/3yf8AGiigA/4QHwx/0BbX/vk/40f8ID4Y/wCgLa/98n/GiigA/wCEB8Mf%209AW1/wC+T/jR/wAID4Y/6Atr/wB8n/GiigA/4QHwx/0BbX/vk/40f8ID4Y/6Atp/3yf8aKKAD/hA%20fDH/AEBbT/vk/wCNH/CA+GP+gLaf98n/ABoooAP+EB8Mf9AW0/75P+NKPAfhoDA0e2A9gf8AGiig%20Bf8AhBfDf/QItvyP+NH/AAgvhv8A6BFt+R/xoooAP+EF8N/9Ai2/I/40f8IL4b/6BFt+R/xoooAP%20+EF8N/8AQItvyP8AjR/wgvhv/oEW35H/ABoooAP+EF8N/wDQItvyP+NH/CC+G/8AoEW35H/GiigB%20D4E8NEYOj2xHuD/jSf8ACA+GP+gLaf8AfJ/xoooAP+EB8Mf9AW0/75NH/CA+GP8AoC2n/fJoooAP%20+EB8Mf8AQFtP++TR/wAID4Y/6Atp/wB8miigA/4QHwx/0BbT/vk0f8ID4Y/6Atp/3yaKKAD/AIQH%20wx/0BbT/AL5NH/CA+GP+gLaf98miigA/4QHwx/0BbT/vk0f8ID4Y/wCgLaf98miigA/4QHwx/wBA%20W0/75NH/AAgPhj/oC2n/AHyaKKAE/wCEA8Mf9AW0/wC+TR/wr/wv/wBASz/75oooAB4A8Ljpotp/%203yaX/hAfDH/QFtP++TRRQBs2NjbabZx2lnCsNvEMJGvRRRRRQB//2Q==" height="436" width="773" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Ampliación de zona de toma de muestras correspondiente al poblado Cuatro Caminos.</span></div>
      <p><b>Determinación y validación de patrones de cultivos mediante inteligencia artificial.</b> Los patrones obtenidos en esta etapa se corresponden con una leyenda 
        elaborada para los principales cultivos agrícolas y frutales de interés 
        para el país. La <span class="tooltip"><a href="#f4">Fig. 4</a></span> muestra el mapa del uso de la tierra en el municipio Cotorro, obtenido 
        mediante levantamiento aerofotográfico. Esta información permite conocer
        los tipos de cultivos, tamaño de las unidades productivas, su 
        localización, áreas en uso y ociosas, y numerosos otros datos de 
        importancia para la gestión de la producción agrícola. La <span class="tooltip"><a href="#t1">Tabla 1</a></span> indica algunos ejemplos de la información obtenida sobre objetivos relacionados con el uso de la tierra en el municipio, y la <span class="tooltip"><a href="#t2">Tabla 2</a></span> la cantidad de parcelas que ocupan los diferentes grupos de entidades, así como el área total que cubren.</p>
      <div id="f4" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 280.255" viewBox="0 0 500 280.255" height="280.255px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.7962 0 0 0.7962 0 0)" xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg%20IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09%20PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAFgAnQDASIA%20AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA%20AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3%20ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm%20p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA%20AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx%20BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK%20U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3%20uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDW8Z+L%20PEOk+JruDT7rbbRhCsZhQj7oJ5Iz1NQ+G/H2t6rrMdrPNGwaMnYECsSB0HHXPP4VT8dXMC+M7+OW%20RRhYyQx6fIK5y7vore08y2m8ufcDEUPzZHuKV3e1jJ3i73O1vPHl15Rs7HWbZrxHPmPLGEIx2Xja%20R2z37Vf0Lxlca3bJE2owxXKNg+XtLyY6/KRgD6V5DdanLfXfnzpFvbh8IAGPqfertt/ZzhDIyxvn%20kISMe4NW1YzWIuz0iTxrqF34je10/UIWhCNHt8sHEmDgg45GazrD4l3uoKsF/PNYzI20zW0aMpP+%200rAkfhXI6c7WN9BdxwsIoyWDbvlJHTj1rHN1HFcyTInEjEpljuXnrUuHMN1mj3EeJbhdLe6guhew%20RRjMyICWPqQOnXpj8a5W78b+IrrNxp84gsovmZ3jR2K9Mk7cAZ4HeuNsvENzo9w72jlHlRBuY+w7%20elbmnePoYJPJv9MilhY5drddoJ9SvQ1HvxequNVoTVr2K0fxa8SwTuTNBPGDjDxAY9+MVaj+LOo3%20J2y3U9szcB4443VfcqVyfzqFvC2m69cSz6BfRzs2WaLZsdT6bTx+Vctc6ReWl55NzYzJIucL5Zyw%209vWtI1ISdluZy9rA6y58eeLLO7gW71MrZyjK3UVtG6yr6rx+ldafF91p9pbySahPdm7QSRhkjTav%20TsvXP8q8+8KzG7u49OdfNtGJaZJDhIFHVwexx6Vsw+Lrb7Xc2+1prVHH2fy/lMajjH9frRIqnOy1%20e5tW3jfVXaWLzrqVSeZgkQ8v2Hy4P41FF4u8WSJcSW5klEO3Cvaj5+voKsQW0V9a293Z3N8YpkyA%20GJG7uCN3XirUdpdWs8d09zcPE0eDE6thCG69Sc8UjdJmlaa/rMtmkk8TxM6I53oBsJzuHT1ArA1/%20xX4ljv7eKxvIYENusjsY1KlucgEg1e1KOO6xvjLrcRBXBkYDr6Eetch4zItrWw0y3jCMkZMqKc7F%20zwCeO1LUU3aIr/ETxRE4RtQDMSCCII/y6UkvxF8VxyNjUF2gZGbdM/TpXN3c7WO37PEfLIz8+Oaq%20o892+EDZH39o6U0mYOTStc6uD4heLrrBXUgqZxu+zx/4VLL8TdftSUk1JZCOrLCn+Fckba5ji+WR%200jcDvxV7w7oqarqLi8kCWsEbSynIDYA4/M4ptE8027I3Ln4leJLWRidRLL/d+zx8Z6dqE+JXifaZ%20HvgIwOcwJx/47WJ9tSW9e3kCfuySARnI7UxphIxURljn5hjgGov3L1tpI6WDx/4nkUM2pLsK7siC%20Pj68U+1+IPiGSV45NUBZcHC26HI9uOtcppOn3ep6ollbbyWyflztA75ro5bCDw5bkoTqF0HIACYQ%20Ht/vH9KbFC711saV74w8UWRVpdT2xyDch+zx5xnGcYqsvi/xtPIv2O7eeInlxbJgfU7cCs29uFtr%20h59XuEnnhwRaLkuzHoGPRQPaqFxrF1PC7SOxUqT5cfyoi+gAosxylrZNnomkeJNUuFA1TW4rdt7b%20tghOBj5efXNXrrxHNZ2N+9lq76lNFErKgSPI55I2rzXkULzzp93a2BhHXBx9aJJLy1KPaM+5fvBc%20hlJo62L9pZHdxePdYv7eOO1uLyCUucPJbxvuzwAcAY59q2j4i1sRLaxXiS3UaZmkKKAT6DjFYvhG%20z1I2putUmleST/VxSNwo/vY9a0rrSkN35wcxK45A7mssQpuNofPv8jpwtua8ld9E9hZNd8VqhaOR%20XI5wUTmlsPHd9LOYLtxDcrxsdVCsfY44NV72+GjWpy/mSP8A6tCOv4CuPvGvNQunnlt5N7ddsZxS%20w8JKNtWvxMc3xFPD1IuDtLqtLf8ADnqja/eOAEk2t3BUZB9KUa5egcyA+5UVwmk6lfxlIb63uJIe%20gcRksv19RXTM2Yu5B71Lw0oRtd29Xc6cDmGGxEbNK5cOt6lINy3e3noI1IH6Ux9a1RVz9vjAAz80%20ajP6VTWwR8AqWL9OOtJdaJK1vhZY4+2GHatvrcbKPsvxPFdDH0q6brxUZO9rJ2V/8vM0LLW9SmuF%208y8Qw4JYhV/AdP8AOKujWLx2ZlmwmcAbBWfCI7a0W1tzuCjbuPb1qRQFUAdBTT5ndKyO2k6km3Ul%20e2i0Sv52Re/ta8/56/8AjopDq15/z2/8dFUZZVhjLuSAPQZrNsdSkkunS7/dIfuEoRmhySaXcupV%20hT+Jm9/bN4nEkwxj74UVXOq6wTlJVKDvsGSPyqOGeCQFFcOuM5IxkUqyspIjAdR3JxXz86terVlG%20je/q7WO5QpVKak3p5DNV8Wvp2mTyfbA0yxMy4UE7sccYryX/AIWx4w7aqP8AwHj/APia9F8QaKNW%200+ZIYhFcyLtDg/nmuHX4eW9vAzXc1yZAflATCtXs5c/Y0m692/PX7jHGTpLl9n21O00P4g3CeBP7%20W1O+Se6jD7kwisxBwAAKTwH4z8Q+IILq51Dy/sokIidUAP8Au9OQPWsrT/BGkw2UbSWvmy4OQ7kj%20B9q6bSbX7BHHaxJHFbrnCqBgVhjq0nB06Kd312sY0/8AZ6ida9mr/wDANh9YvN6+XMDnqNoqC71+%206hiLeftA+8Qg4/SmQkNub+IscmmXlml2jKzMNwxx/hXHhMz9hVVHEa269b/5XOjG4adahJ4d2k9v%20672FsvEt1dYSO5DttyTsGR+lZmt6n4qsA9xa6gssA+ZgIUBQflyKu2limkWqCTb5sg3E9z7e1JcN%2058bCQBkI5Xsa3nicTWxPux5Yrfz9CcJl0pYVQqTbl3v/AJbnIf8ACwPEX/QQH/flP8K6TQ/HTXKC%20O7vnW4PGJUQKT7ED+dcbd+H9Qjkd1tMR5JGxgcCktPD93dhWASNCersK9F0nWXLG/wAmfPyr4jBy%20bqaf4v0uekazrWoW+kTzW90sUqLuViq4PtyK5vRvGut34kt3u0Nx95D5ajI7jpTU0CExLDc3c10q%209FL/ACj6Cr0FhbWit9miSJiMbgMmtMLllenBxnO/a71OfFcRUJVouKaXWw3VL3xobN5LDUI45x92%20FoFYt9DjAqt4a1Pxq1wZvEGoGONOlssEW5/qQOBSL4kvdIl8jUomlhBwsyjqO1aEOq2t+d8UysX5%20AJwamXtKS5Gj28rlDGStz+7a/mbjavqJQOroEPPC5Ipi6tfsSwuAy44CqB/Q1QguHhZ1X5lBztz6%201bCw3ALodj98dayU7aM0rU6mG0mrx7kp1q8XrKVwOpQHn8qlj1yV1J88DHBBUZzVcW64+Ys344zS%20rbQqcrGoPqBzRKa6HHVrxatFstf2nfN91gg9WUZ/Kj+0ruJSWnLD1Kjiq3lsv3HI9m5qJ5JQrB0V%20QeM9QalOT6mUZ1Juyf4lfxR4yk0DSZJvtlsl0VzDHMPvn6DmuI8P/GO/LGHXJgAT8s8cQ49iKu+J%20vBWlalM+o3N5NaYUl2aQMv69PoK5a28H+Hr6PNt4mi3Hs4C/zxXbShBwtK9zvw7nT1er89T1i08U%20S30Iltb2OWMjOUCms3X/AB0dGiCXOpGGWXhdkSuy++MV5DfK/hLVQukaulw235nh6D2PY1l3uoz6%20hJ5lyUMndlQAn64pxwr5r82h3yxkHCygrnY3/wAVvEsVzItjrPnQ5+R3tY1P5Yrurb4hznwtp80s%20ksmoXsDiLyoVO6RRg8fWvD0tp5V3RwSup7qhIroNLs/E1u1jLb2lz5MEhaFZRhFJ6nnoK6JUYSaR%205Veb5XJO3zsj17w1qniG60qJtUvf35+Z28pBg5+7wMVvLf3YBzOxP+6v+FcFDriQWbNqstkkqt8q%2027lgW74PrVS++IUjEx2rx2w6b2G9gPWubGQal7r+SPPwcsRU5nK6873Xy8l0PRJtRvvKbbchMjhy%20q8H8q4698dahp87x3GtWy7TjIRW/QCuTubi41O2kebW5pCeFU8A/gOKwX0HdCZEuELH3/nXJCNr3%20bPcw2Kq0Y2ajL1SPSB8Qrxoy0OpLcN/uoi/ng1zN/wDFPxU0xEd3BbgHACRo2fzBrn7bwxJKm+Sd%20EU9gc1KdEEcirKdi44PU1akl1FUqTq6vT0SX5I6BfiL4mk27NZ+UDLE28f8AhVmDxz4oZ8ya0gTP%20T7PH/hWNHpDW8aStDK8Z5GFPI/Cuxtx4UvLWK5ubMQTLhWiZTjJ7471LmyeRt7mKfiJ4iW6mEmqh%20IEyA3kR5J7cYpsfxH8TsH26jEzfwh4EHHr0rvB4e0NbXnT7Uq3JOysnU/AmlXkQFun2dQPvI2CD7%2057UvaF+xl0Z3+jXEt1oljPcENNLbxvIQMAsVBP60U7SbcWekWdurbhFAiA5znCgUVuhniPxLUDx5%20fl5IyrCMBCOfuLXJalHtlUxoojUDLJyM10vxOga4+IeoRqnJEWDj/pmtc5HZzJBLDM7LH6Lzk1or%20I4patmYX9+KesygYOTUw089SWx6Ypz2IVFZsgdyaq6M3KOxEt26qVV2Cn+HPFXRqEDWiotvGH6Fz%20yT+FVPKULnaPqx5/KkDbORgYpbhddDdNvZSlUBBby1+bqRkVUe2KqTFIQvQ7hzVGe48p1CEA7UO4%20dRwKle6aYlwTgjDA9KmzvoOTXYnN/PbptjndSRtwpx8tdp4a1mYWssttqkhtrfDTi+QMiKRggH19%20hXD2lssql33ls7QFGSPQn2rrbcDU9J/sz7PbWUCjcQV3PK3Tdn1qZqMlqjSi5J3Fn1jw1fC+trPz%209LkuRs81B5iEZyQF6jPeo4fCEs0McujywTqinfPE+5SMclgeV/Ko18J2NvvNpJcyXkS740zgsw7D%20FdT4ZlnhFy0llMlwuNxiXa0hJAyexIzWVml7j+86FG799HK6Xq0OhysJL2a7jkystrChVCTxkMf5%20iujXxJay6fB5Vi0m391AASzBz2IPXmtHUtJ0m9uBchoorxWIMgXdFn/pov8ACfpUA0m80q1iv7gQ%20J5IYhbeMvlj/AB8dh1oVRN2ejHGEo3Sehkar49Ol3nkW9l57W6rHPlyI0buFx79652Zbq+zJPZCG%20OR/MYGTDMDzxntSrpRjuTNerLsZ9zlRgvnkHn1roobe2uZ45bVZlniTZLayyfvCn99T3+laN22JU%20ZP4itLCl8mNP0tRCIhmOaMMUHQnd1OPUVJaeDbMRZvXuvMABYxsNoHYn2PrXUWdp5ltGUaLy1OUl%20C7Ac9x/db1HQ1BB5NnhLeQ3GxiEdxjn+IKvZufunrSuacqMqPwPYwFXD3KxLgu0zrhD7jHI5HNTp%20ZaZoMxjuxJMbpYwA8agbWfGOKnvkN5hbh2cA4BRsEL3Kf1Q/hU2p2kcFobdbQzeTHbqP3nyk7i2O%20fTrQFkRPpelXEBjSwWOQG4TdGiq29ORz9K5FvDmozawlvpPmywvEszmUDMYbruPtXXXer26z3gS7%20toV3N8mCSxK4wfQn1q1qd1HFbOJJ0iE9sFzvCA5UdD3oJlFPc4e4vrgXL2ekBILZCN0sfDSsOrE+%20hNLqfimePShaSEJfD/lsn3tvfn9KyBqrRxvaqVWEMeV+8wz3NRR6fvRrjKujc7jzRa25zKbd1Els%207yOVFjkVpMsC527iwz056mr1z9gNw72uoz20GcrFNbE7c9s1RiCwsqvK8RBLqY16Htn2rX0XVGi1%20qOFkEySxlSEXIYkcHB9KY4bWZl6rFfoLe6+1w3MMjlI5oxg7h/CR2Ndd4a8OXJSO81lRvU7o426+%2027/CtTRdBaCxjF1bhnExnCheA3QH64rZkEjMB5RXb0A5rOc1FWW51UqDnNOUrL1Fin2Aq6Bh1IPW%20pmKyqAqgIeoHeqjo+Oj5H+zTkcjG09ayjJJ6ndWwNGq+ela6FlsopHEnloZFBCkjOPpUXQ4qYyyI%202GT8+DULMrMzgFRnnPc16uBrXfIfIcTZavYrFdfXe/6/8EaXw2MMT7Ck84qT8rj321G0sgR5QuIU%20bBc9MfX+lAulMcxIb92MnjqMZBFeg7STW58nShVouNRXj53LcDmaHzERmTP3geKlV4sjJAZugY1y%20cHjCEALJbOPXY39K0rbX9NudsW8BmPyrIpH614UpLmemh+j4dwcEvaRlL7n+JvFF7qPyoChRgDAq%20jHInJidlAP8AC2VqYi4Zch1K/wC71/EUlNPqbTbp/GrBKJpXVrcEqvcetQtBc3JxNI2FODk9atfa%20niCqIohjooJFQm6kHS3/ACkH9axVNupztv7zhaVSd6i0Kt/qel+H44ft0yxNKQq5GS34elaUcqSx%20pLGwaN8bWXofpXn+t+Br7V9S+2PqEzknjzFB2DPQY7V0el6fNodosFrJcXMaLmOOVPuN6g+laylC%20CUY/lodLk0vdsbc00cIAmkEYPduKyPFVzqN5paQ6DM8V4ZFw3Qbec8/lURS5u7hft8bBV5JYd6NQ%20m1O3YTae0LKB93b8w/Osm6kneP4muHwE8bJNzUUu/wCJH4a0vxLavv1i9guY2bLRuCzAex7Vs3lx%20Z2rKs00Fs7DKh5AM/nUWh3t3fWBkvAFlDlSNmKx/GGg6XqK/btUnWPyY9oLNjArljDGzq/vbJeWp%2001qVPDSajfmXmbcMqyIssUyuv8LI2R+FJea6thAzKoMx4U5/lXMeGZtMg0pbfSbzzU3FiHf5gfoa%200LvThqZQI/7zp1rKtOm66Vnddbf1/Wxw4nMU6fsqcbMkgv8A7YrPIzArwSzdatwXMa53SAg9O9YG%20qadFokcE+o30McUzAdTn34710GmXeiXNsIrG6tZkHo4zW1HA8tR1E9DLLpShV9o9vzDVJvL0qeZc%204EZ5A6157q+heIrhWvNP3vp+wFFikwQMc5H516sEZ4mUABcYAPINZtwZolRQh2/xoB0x39668PiI%20XkqcrtdO/p3KzDGr2kZyWj02vb/hzhfA+uuLOWDUJXRIjlJn4GPTNbJ8Z6bFIIYbz7TIzcbVLY/G%20tu7tNP1fSJNNu4ESCQAholA2nsabpXhHRdNt9tvaK+8fM0h3E/jWlHERqSdWnNry6fccdXB0carz%20jdkNnqsepwErEvXbhyOffFVJZtFu3MLFIZgSpdRjB+tasnhbTHbckUkR/wCmchGKqSeCbFvuzTrn%20ryDXRHE1VJ89mu1jgjks6ElOg3GSd7pspl/stu8mmamZjF96KQg5A64qSz8VROQJ4jGf76HIFa7+%20H9PeOJXhAaMD5x8pb61g3ugi+8QNFbW7W9sq8uikhjU1pwnry2PocPjMXQp+zrWqX6vR693s/VnV%20Wepi4hR42SVD0YVoAtzgD8652w0pNKtmhikkDMeXbsfYVSurHxIkreTqbPbgbvMLBcD3FedUnCm/%20edjDF4WUlGVOCv1s7o6/Lj+EEfWkbJVsoMEeteeSX+rW9yoGsJKV5yJAR9DWnF4ouoo2W8vLZiRx%20sXkVVrx5lqcVOhOb1svVqxn+NfDFzr9/HJHM1sEGGSVyyn0IA6Vzo+GlyT81/Bj2jNdVqfiWDT4U%20uLp5ZQ4O0BCcgfyrlp/iVOQ32awiX0LuTShLMJ/wrcvnY6p06lN8sZJomPw5ghj3z6ptUEBjsAFd%20La6J4M8NxK148Es6j5mnbec/7o6V5+j6/wCMbrylaSRAdxx8sae9dHe+AZ0tYpY3F5c/8tlY7Qfo%20e9ehDDYpwvUld+WhyVsVRotU607NnXw+M9FdSlkFdE/uKqgD1rN8Sazaa9pcMX76ODzQ5kVuHUA5%20XPbPFcTd6Kunsq3+mzQq3Rlbg+uKZss3VbaO5uI4c8KeeT7VhyOEr7M3p+xaU46k86LPdw8WzwqS%20BEpwFXsKYLGG5lkCtHblOnzdasHw49rbNNbJNcMy5Up/D9ajt9OckNMSMdVccmle+tzo5XdJq5Ul%20nXTrkRx7WRV5APDE96rm/DOWZFUMOdh6fhXTt4Ou9Rk86AWkUaLhI5XAZvwq0fhTqDx8TQI2RyD1%20+lClEJUpS6aHHyarPBbxrFIFPsegrQ8L+dreuQWtzK3kfNLKf9lRk/TpitFvh7qVjG7SBPLLY3kf%20d56k1qx+H30TSvLt7bz7u8U+YUbBWPso+vU/SnzRFGnJaM56fxTdTX0spaVInY7VXgIvYCi38Syt%20KAbyXk9PSti08H3Goau9p5f2a2KFxM4JCqP61zmo6VcaVqMtqLWQqHwrlMbvcGhNMhxmveZuSeMt%20QWN4IdQ3EHjdyaqHxzqbkxy6hKcf3eAa5+6tCr5J2EtjrTRp2QSr5AHU0+VCc3LqfTWgytP4f06V%20mLNJbRsSe+VFFReGV2+FtKX0s4h/44KKo7Vsef8AjTw79u8Wz3UUm2Q7eHPH3QBiuNuoNR0+9IuI%201MangBcA/jXaePNWuPDuuXN4YUlhnZFUNITjCjJC4wPzrIi8caPqEIhvrG5CnqoUMoPsetZzcopy%20tc46kpSnaDS9TCMwnKCYiBe5I4rN1aS3bNvaI0j9yBxj1reu7SyvXf8Asp2khI3GGYbSv4nr/Oqt%20vpTzu0ETLFLtPyggtj2HU04NP3ieeTl7Oa179/RnHS7om2t8pHbFN3K3U1qXFkn20xBpZZ923ypY%209rflSmJIY3BtNrIdrMW+6fet7ibtpYZHaRXMqqQSxRe+OcCnFIbcMluXLHjLDpViKdYZRshWZgqs%20pI5BxRdTQqfMLB5W5IXov1NLW5Ld0VES7uWKrud2YBiv9a6ieTULW2tYku4AjfIo2K7H2Axk1gvd%20XaxGOJliglALeUOR+XNXPCVq58RW1ylnLMqygBwDgH1NJq5rSdjp7DxO9g5RbQzTAFNqYV8+vTNX%20BLqerCWK5mbTrdgDCpYjLe5PJJq1p1kPMuFidbaVGIDFljyxPQ4y/P15qL7SQ8n2aCSaSNtrhAEb%20PsWJao2OvWxP9nudN0tridlGoD5RPNGSEGer7eoPvVKLxBqVreJJE6XluFG5VXCyEDkgfw1Y0HWP%207Tum82Dy5AEiMjEl2DZGG7MQSO3asKL+3rfVpY/7NZoZXYFdmIz/ALRAxj6gik4qSswUktTrlgl1%20VGkt+k6g7H+Zk9s9HX9RVK/+0xECwtY57wEJHJM+1IWHXaTy30PArO03XS8M9rAqWmxwzPv3R7gM%20AEHlV7Ag8V0mlXcet28sep20ttdxrtaRz/Ae4boVPqOaz1hvqi3aRnRpql7ZW86vYSXcoaKRnZnW%20RQeCAOPXmoLafUhqcS3LQfZgMy7YCMoD1Ysc9uDUM2j6rZTyQtfXADEkyIgjghX1Gcn8sVpy2s10%20sMVreNJbLFi5eXlpl6Z3YIOOwrRNPVE2aIbhmEgMl/cymXEkMUcaRl2XqvIOHA/OoWUzQqlhJci2%20WTzmkUiZ5w2BuyR1U9RVXSjYWthOtqSnkzbma7Bd9w+6yAd/bNSa7dxDS0ZZDE5zizEvl7z/AHti%20889eTTE2Zlt4e1FrnVZbxlklZ/LhKkcsxxnA9qpeL9DNnaSXhmm2+aILaPeD8ijk/nWt4b1DTpbi%20G0WwhS5W4ed0XcclE+Ugk9Saydcad7qGzuHYpCnmbNvCs/JFF7ESS5TnorRYLcyzKGDJlNzd6gAm%20t3dIhlyOdp5x6Vv2vhS+upVKyMUI+/0GPx6VuxaJp+mRfvIWvJIz+8b7q5PqepqalWNNc03ZGdPC%201KukUczpWiX2tgG2RoYMYYt9wHvj/CvQdB0Sz0SJFRBJJ/HKR8xPt6D2q9pzWt3ap9kAj2DHlEY2%201K6bGIcdPSuSGOhWfJB6/ierTy+nCLdTV+QpliFvNHHlZfm8vJ6elQaR9qg+XUMlxyr7s9euakgm%208tmwAM85NI13HNLxJGSBg4NZv2rrbe76/oEcup8koN2Un8yd7iSQkZ2r2A71RutRgtZUhZsyydEH%20WkvbhowFjbGRkkVR022ht9VWdAXuHRsMWJxxWsZx5rNG1aMsNRccLFX/AK+8dPrt9JILVbRITjiW%204bGB60l1qE1vLClvHFIWH8PzqW9v/r1BqMF5cSiSSzmVjwOd39K1ZbX+ydC/cRG4u87lA4Kt6j6V%20XtqnLKENEzy6+Cw8FTq1Xzy191WavbVpLsSSyZnR75UtrVACEYcFu4qC9urdM3dpE7LtCsuCA3vm%20uT1DVtYkQJfF8K2RvjAwfyq1oOvXTajHHdM08BByhAz07V0e1rKV4OyS0PIpUcHNezxEZSk3tovR%20dzagh+0xGWGCzUk8tjOPrxULXKG5NpJaxSOWxvjUCo7rUrxoXSOIQxMf4RzUuh2u3fcSEhj8oU/z%20rmlj8TKSppvz0PdoZBgLc0qST0t7zf6mzb2thbpthDwk+ozUjwkFfKkVs9SP6isw3cN7lWZ4xGck%20k7eh/lVvTZS7TJ5yzBD8rDrg+tZ0adpJRlp20PRxMn7OVtVezuXQpBzuOcYFNeNmbduOfepKK7nB%20M8qmlTd4oro8kRPJUkY5rNvZIGcedPJER8qlXIrXKsxOcbaZ5EL8NHGzD1ANZyo3VjrWIiteRX6t%20GXayWsMWPtQd2/iLZNVDcX8+9oY0EWflaXHT8a6EQRAHbHGD7KKq3dzZQq0V1IhzjKYzWU6TUdZ2%20X3fiaRxUZPl9nczrPUmM32dosSDlnjb5R+FZ3i7winiC1FzCzw3oxjJOxx6Fex96vW1zF/askMMa%20GE/dKjHFXby/mtthjhM4z8yHrj1BFOjiJU4uTd7GdfCyk06aXpf+keOop8P6okWpaerbWG7fnJXv%20gg163pGo2F7DFcaY8ZhUhCAMbeOh+maq6hBpPiO2aC9i8tx03cMh9Qa5WLTNU8IXsqWtyX0+bDDK%20ghz6GvThiqdak1fdHz2Y4KV41tbwd7O9n3Xz7nW+IfA9p4lZLi4uJ0nVAqsrZUD/AHa5DX/Az6Ho%20ES2UT3V682550GCFHRQK7zTfEeny2sSecVmwB5b9c+gqxe771QoKrtOdvXJrwMHi8bGrySV4LurH%200NLDUK0b0n9zvYyPAeuz6tpjW2pxSx3VrhTKylQ47fjWpNLdzq0Pk7kz948ZFZk98+lQSzM4jCDJ%2038rVzRPEUWvW6yW1tcBsfPvQhVP1PWuirh6FZOrJWS/rc8+vgLVOWE/ut9xLFbzpIhMagg9+mKlu%209Rt7OXLusUfRmY4UGrUkMzKfnTHoM81x/ijw/daxc2/mCY2sQybdRkE/3s1xUVhVV5qdW39fidVL%20CulFUVvJ6X2+b2X9WOwiInjWSObejjKso4I+tYfi6y12S0hfQLqSOUNteMkDcD3yaxLee90u3Syt%205JI4Yl2qpPIpTf3xdZBcPvHTJyAfpW1KOJjWU3UvH9CalZWcFSl62/FeR0fh+y1C20iKPWLgTXeS%20XYc9TxzV64uRZAHJRWO3OMjpXltr4+11dXWK9vIo4g+2TdDkKPXiu8ttS82SK6Eonj+8Cp4P0r08%20VzU4t2uzXC4dV3rql0fUvyTx6hCIkmKhSG+Q/wAxVfVpUS3ER1EWMwJdGLYDDuDntzUk9pDfXS38%20FzLDNsCgFcrj0IrlPH8ypNpskuCVyCMH5gMZ+ma4aXJiY2kmnvts/mtR4ylTw8E6Ozvda9bdSpql%207C20X19Ysw+61uoZmHvjj86oxaxDEV+wWqFgcGW4G4/gBxTpL/SbmOOKG0SOdSGWTtjqR9c0ySZG%20jQQlGO/LbVGc12Xsjx40KavJf5hceIdVvYzDNqEYTuu0YP4Yqrbabp8s0YngEj5BZoyAuPfNVpJx%20GxLxqD79adb6h5D5wCDzx1rWnUlCXMhSkpx5b2PQbPV9PhhmttNtnJt0BWKNMb+3HrSeGtZvdalu%20o7i3jjeA42ocE/ga5TSLiW61GJw8gDECQBgG2jk4NW9V1COLWpY7WIRLnP2i1fJ98jPP6V2yr1Z0%20ueDSfnseE8sw8a0qMk5KSvfqjtr3Ro9W0p7W4GyTJKyY5U9v8K4K90GTQ79RfRebH1SRfut+NSjx%20hqdmxXzZmiBwrsvBH4jNVdR8UXeuQiGct5SHIC8ZNeBCGJjWlKbTTf3eh9DRhGnCMIvRI6Kw8ZXW%20naY1vaaXE+G4cycZ9xWDrWr6xrkqN5dra7f+eS8k/Wm2ZtLhFSS5ltZQf403Ifckc/pUs2mXSKTZ%20yQ3oHeBskf8AATzXWkdClzJJszklu1Y/a2809fMThs+9bFn4uu7WVUhvH3oQdkpyp/A/41lxvcWj%20YeNjI3LnoR+BrZ0JNO1O4jtrrSUlnY5WWMlWx3yM0PzRKutmW7rxJqkmnS3OqmN/3pjtYVGE3AZL%20t/exkY+tVrLVbvUrnct1HFOFH7mQf6w9yDXR6xo9jdeHR9itpENpkqkikEcc5Hr8tefWWrQWd15s%20lsCynCiRT/jRa60HKfJJczPVf7TkS2jMs6QsijzPnDZ+lMu9b0kRRBtQtPMx8hmbO015Vd38M0zO%2008hY9QXIH04OTVISabGyuYo3bpyGb+ZpezuN4mPRHYapB4ZWdr+4MG3P+qi3ESN/s1latJpaaSj2%200ccMz5yFJLp9R0rDudRtoW3WcbCRTje69PYelVDNc3O7GWGK0UGYSqK2isfTHho58L6Uck/6HFye%20/wAgopPDAI8K6SCMEWcOf++BRVnUtjyn4lKbzxXdwSuxjTYUGfukoOlclFHc2wKKiS9lOcH8a7Lx%207E7+M78oOgjJ/wC+BXP2cXm3KJkAE8k9qlz5U7niN1fbuMerdvvMfN7FdlWABbr8uQv4UySO5kuP%20N85Ayc7iQp49vWurn8KxvMGlmli82QKbg5IDfSnJ8N3+0yDUdSGRkgxIemODz79qmniITV1oelWo%20yoNQm7vfQwX1/UIwFkuEkkUfLcGMF19gxGayZJGPDBCDzkk/5zWhP4avdO1FodRjdIRyrj7sg7YN%20V7u3ht7tFtnDkYJRucfj0rZSXQxabV76Et2QsKhZlLtGvyqMADFZsbNGd2wP25HFXrnEzgKmR8v8%20HT5RSMsG0Brh+n3QMU0Sym11OX2q4Usfpiuj8Oy30+s2UV3dSGCNx+6Vtq57cDg1ktJp0UIS4t5W%20k/hIb+dPh1VIGi8uNxbq4ZkRvmyDxyRSbvsjWLtbU1Ge2k1GQXUNycO/mFHILnJ5x25rZsyDBIzX%20NzhlwNxBcdhk9fasyXxnBcTuzaV5e/ksshyx9T71G3i6GFt0dgnm9B5jkj8R3rNxkzoVWnF6s6HT%20bS7XQru2iBmaN49hGTtHPp9KZfxzzwKZ7l4JYB5hAKhiB16sD+lc6/iy8ngG+ds9kQYUfgKoW+oW%20z+ZLfRXN3cEsNqtgKp5z+dHL1ZH1hPSJ2l+Y9a0i6ulih3pcoFCHDlCOQ3qeM1q2F/DNYwzQrJbz%20SxmCBZP3m7tv56AVzui+I7NYJxJpccFvDErZDklipwMjPXBPNbXiDbaSCa2SM3s0W2AhWKiHGcLj%20gMQeaZsppq6KOoaje6PNbQWl4bi0j5uD97znPJ3AjpjpVq18UWtwTpzWixuzBkeywRk+zDqKp6T9%20pmha5t7XfOHAiTJCRn+8WbqB2FXnsdlzLeX1xDb3FwcDyE4QegPc+9L2cL3k7D9/7CuZk/h/7XqT%20OuvebJIxzGSFdj34HBpbXR7Wa8CfYLuZx8jzSkxge4Fb2n6Vor3JuUt1kmU8Sqmef6Gtl3xhrcPv%206EkcfrV+0jf3Fc5pKSlytO5zdvoH2WQXFwIo0V96FC2cjvkmnGZtS1CSSytIzMxy88gBJ/wq9q0N%20wYCUIB3ZIJ6j0rDsZri2kllhYLsXLhj1H0rz8ViZqooapeR6+DwsZU3N2cvM6HfcJbooi86XGCVI%20Az+NV7jR7mWzhhZlHDO3PJc9vpU1lfx3UQOCjY+63f6etaSufKAkycjjHWuXEU6k5RqRXNFbrr6+%20Z2VKkYRSTVzG3XS2enxwziB1yGDjAJ+tFzr8asVKlpBgMV+7nvisyS4M9/Il4JTyQoBwUOeuBVuy%208NT3A3yvsjP3cjBYfTtTdNytWpLXb09UzmWJo4Wbp1HbS/rfezW+pPZXX2yOSYyeVt7Ljp+Nc/ba%20fa3OpIsw+R3OSWxXWHw/ZvZvFErpL/eZskH/AAqhb+GiV/0iYq4PKoOlW44huKj031EsVg8VGSqL%20a9rq716obLbR2+owWsUchtOA/U8fWtix0y0t3MttG47Dc2azNZlvbGEfZyuzGBJtyQfeoNP1zVEi%20Z54ImhhHzDbtPPfNFajCblz6f1+RjXnUioLDJvS3l+e51QjGBnJI756fSuW8ReI5tM1MW4gVwqA5%20JxnNJN4qvHz5aRxj1AyayLr7Vq9yZXt45pAuDJg5/IcVVHE0m+U4J5fj6L9rD4n2epVvfEd7eo8b%20FFjb+EKDWdb3ElrKJYmAcDHIzWtcwT+T9kk8pFU7tqRgHPuaNO8N3N1cFLlXgiAzuI5P0rsp1qc7%208vQ4q+EzB1YOpdye2v8AVi3pXiW1gi36hHJJMjZXYBtx71tHxGlyimKzlYEc4HWqsPhWxikSQh5A%20OqMeDWzGqJGFQBVHGAMYrOteWsWe5hMvrSfNjNbbasqRpFeL5slsY2ddpRz2qxZ28ViXEcYG7GSh%20zmnMxbhehOM0IojZi7OwxwKcN03uddSgoptX5ey7lnzl4680FTknk56c9KoPPMt+saWrNCerjORm%20rEyRqGiknWIPyrscEH0zW3tVZvsebUi4tefz/IsNkCMerqDVe5sYYLoTxb0d/vANwfeqc9nDc/O1%20xKMn7wk4rHhlkg1NY3kkkQPtB38exPtXLUre/G607nUsHKEvaqV0lsuv36GybOLLi4EoY/xqxBH9%20KyLzSLiPMkZ89OpI+9+Irp/MV2MTgHPTng1UUrbXLiZ44oSCYyD83v8AUVpicPSktTGliqkHpr5G%20RolnIZ1uDwgJX3BrdmjCXKjf/AWHHvVOfVrew2zMu63dsG4Tpk9iKNRvEGnNdWkgLNhQRyMZqadO%20NKlda2B4ydaslB26NGPJJbSX0zXMbElh3wPerMN3A8LWd9GBbPwjKeB+P9ayJHZ3ZnOWJyT71oad%20pcuo2k5gc742HyHoa86OJqSqXpqz3PTr0aSpfvZOy69rnNeJNB1fSna70yZrqxPzcgO8f9SK6zwT%20qH9s+Go57mJjNG5jdgeGx3qxYRXWnQN9ohfyefn6qB9Kuafawafbu1hGnkTMXMaNkBj1x6fSvQxV%20R4mglFe9fbZ+Z5NKEKM3K6aelzN8T393a27WmkaTPPczL8soQFI/f6/Ws3w+PF+n2k7akhaM4ZS7%20KzL7ADtXa200U0RaE5GcMO4PuKnrwZY5U06Ps9L/AGrt/wDA+R6VGmozVS/y6GTave3+hsPNaG6J%20IDlcY/CsX7J4q0OGS5ivY9Vy3NsyYIHs3t6V2FB6VyrE6tcicW9mr/K+5VWnGpJy29DyWz/4Sw66%2015eabJcrI/7yGQgLj29MV3GpWMV1Zo1vAsVwnWNf1GauahO2n2LXToXVcbgp55rBbxItzIEt4ZEe%20TjOc/wCTX1dKNHE8tRaRj/Ltp5f0ylh8bToc+DfM018T08zMe1jDurQqGYkPlcE+uak0i3l8IOqX%206KdMvJMQS5B8tz2PsfWtqw0IX8RmllkRiTlWXmtG+0C3vtEXTromWCNg4xw2Qc9a5/7Qw8ZuDlob%204+bqRpypJcyev6/iWIgpkVAOp6CuM8fKIp9PkkICxyvnIz6GjXL/AMS6dqhg02yW6tQoMTBCxA6Y%20PPWqlxqCaroVpPr1vtYXEkcjR5BiIxzjv7iumFKSqe05la236nlZhV54clrO5zMsCz3DyWzMq5yP%20lwTRbGS3lAyQxP4GiadoZZI4CJFViA0fTHrU0E4fys7ScjOB0reV7HjK3MIuy6cq5XzB3Y9KScIr%20gLGCMfezTYJYkupsKATwAOlMMgNwzTydBwF6VKQ29B0nlByp2jA+9zUcbyycQndxjI4qOSOScjbG%20wTsSasWlk/UShcHoasz5bvREkrzNbiN42Yd8mqqPOhKRsEPXkda0YdY+zK6tChLDAkIzj8KoSOk8%20paQKATy6E/yqUVKOq11IXvLpXdcguerAHOKRdTuYk2+bgeo4P51atVjt5mk4lBz19K0ofCE+p2n2%20u2j8nAziU7Ub6E1V0OMXLVD9M1r7TGU1Cf7TEQV2y/6xM9Crdevat23urTwibSVrZp7qZfMdllZN%20qnoP0J5rm4vB86Tq97e20EYOT5T+Y5HsBx+tad9eR6xelYWaNY4ViG5gSVXuc9/pUuxpFSSudXH4%203F8wWPcGOckKDkema5LVYNPuJzKWvEYsc42vz+lZ0eny2zKbK5ZLiTdwWyMd81SvbqaLCzrg9Mq/%20NC30FUbtaWpYGn6W0482+uQx6h7cD+TVONIsg8ckWohVVwdskR/lWOZ/Nfdu69MnmpxcyGaMSneo%20YHHr9TVanOpq+qN7U9FhnKsl1arKCSS0Zx+grJWxWzui41PTwyg7t2/j8CvP4Ut7qE3ISVEcE7ge%20RWPdStcTFpdrP0yOlKNzeTi9UfT3h87vDumner5tY/mUYDfKOR7UVF4XGPCmkD/pzh/9AFFUda2P%20MfHcMj+NL3CnawjAboPuCnaNoCrEWuWBduiqeMVo+M9P1S78TXJjgMtn8mAD1+UZ/WqsVxrdvbRx%20R6a7unG9wOnYcVlUi5K1jzHH2dSVSN730dvv/wCHNKDTolXFxi4O7ILDIFacKloiWnEca8HPHH1r%20J0tL2QPJe2rwOv3VB4P4Vm+KI9Ykj8uwtGaOQbWYHOfqKzjTd+VClGpN8zbZb8R3eky2dxZz3UMi%20PEQuGLOJO2AOK8ykT7EivhUmYD5epFbo8L65LgR22zd95mIBFPXwDqcnzSuu8+rZroilDdmkKVRr%20Y5qSW4a4yGYuyL0HHSn2+nyXALybh2BI9K7e28Iah8oDQABQuAc9KsnwTfvIzSXEITqRsOabn2NP%20ZpP3mcOumKVPyZb1zxUg0/oZCseDwAK7lPBeR8122P8AZWp4/BkC/euJD+AqU5GzoRsed3GlMtsz%20rIQoGQW4wKzo4E3jzpwU77ck16+PClg0eyVXkU9QW61Pa+HNLsuYLOJT6lcmrTstSfYanl9ppkVz%20ERbwXMkmflOw4P1rQXw9qUmHZIrCPH/LVwM/Uda7jXdPu3tGexuzEqDmIEKD+NY+meFpLgxz6lIT%20E/IjDZZvqe1JyRhU5oSso79ehS0TwfA0y3cty14VbJEa4jYj1J6iuugsx50spVFnY5bLEn8PSrkc%20ccKLEseIkACqnQfWm7ICDhFQhgCe/wBKh1LGiqqK2v5iSWF1bWrzbQIz0Zmzg/h2rJisQ5Ivw07H%20lXVsbR9K2niRYm3OfKjO7YG4JNSbQvVdjNggHnHfmsKnJL3mv8joWY1LciRRCpFZ+VYv5GD94rn6%205q4s6bQDICe5PGajtIhHAY/mzuO4k9T1qVgB97BHuK6IpJGsp31KF9pcF7GzIxWYjIKtwT7in2un%20Lb2EQn2PMw+bHP4GpGiEgXZGue5pREQ5+ZkVRySc1Hsoc/PbU1VWfIlceQoVd8SgjgHHAqSNAoGD%20n3rKi1uOW6WJN8hzgfLVwzKrnO6MjtjiqhOEleLJlTnF2kjMvLyfStbE0m2SJxwCozt/xrZgvUvI%20xKkuUJ4xxj2PvUbRwyp++iVgRjd1/wD1UyPS7VBEYwwEZ3LhuCfesI0ZwqNp3T7hUVKryykrSWnk%20/kW2JZg5kG9eh/xp+9ZU3H5JBwR2puB6D8qXFdDgjldGLs46NDcq4wQCPQiormEXMTw8AMOTjpUk%20n3emaAgXgE/nTaTVmbptalFNHtooox5SvIgxvI/WqUOh3EMzPb3gQE9dv86u6rfGxhzk7m+58vGf%20Q0211ZrmJGjtJWJHOzGAa5Jww/MoPdHXTniFFzjswfQrV5fNZWLn7wLcE+tXmj3bdq4AGBzUikso%20JBBI6HtSbsnC8kflWqw9NSUkrf11MXXqbNkKwuAOVPqaw9Yvp4pvLiDRher7etbsyEJxzj9Kzr3V%20HsyqyweZE3diKyxKio78vmd2HqVZq718itZa1HIwSc7GC8MehrQS6ikOFlRs9MHBrDuIJNUkWa0t%20PKTGDzgE+tNtUkGpRW5Co6Hkk+lcVKrVc1BLmvs+5eMrVKNNVIpWXxXey73Ogu7m5h0t3tojLdgD%20amOprnLq71K6gQ6lbCII3y8DDevQmugF3ex3UixQCWADKgnBJxVZLuW0ik+02Mce9TsjRchjnkmu%20yu5OLpyuvkeTQuqntqXvR6Wlvf8ArsVrXUrSSIxXSeXHjIAFVra0N7fGK2ZjAzYLY+6DT3le7uBJ%20dWaKBHgAAgH8q0NHv0W4S0jt0hRiWY7yTn8a5IVXJpStb0N8Vh/3d+V80dd1p+rL3krbBYEfeEAG%20aiu49OLLFcOhuABhXxx+NW54RH+/jXe8jDdg44/yBXN6y1jLeu6TPuP39q5AP1711YmUacE1r6/i%20cuFr1cbNQq3XLfVfr8iWUW2pyGxQtHGCSAWGwY7gVa0zRLLTWZ/tO9m7GQYH4VQGhTOoZZo/mGRw%20c1WutMktEDSSQnPYPlvyrCGIq01Zw/yOx0sHWmnGauvLX+vI3nsLOZ3Z4o2UHGUOD+lWrG1t7UH7%20KGwSC43Vy0T/AGW7jC3JEYxuYAjjvW7HfQf8sbpHYdPm5J+td9Cj7ZOSik1puceNxFKilRlKXvbe%2062tdr+Zdk1S2tI1huWKlgcZGRg1mwtZxy5s7ryy5wUU/K34VLdWaXyxvcklwgUYbGPaqA0YpLvt5%20lDA8CRa46vtOZOMbr8T0cHgYUYcs3q9X28jRe7gTMhmCFeCyt0q7aais0CuTuU8B1HB/DtXOx6Rq%20Ec5McYwThiuCAD7V00KxWFqkPlKAeSE6Z9a5qip4mSjWjZ9O/wDwfmPEOVKT9irvqkOmu0htzNhp%20EHXyxkioYtZsZYwwnRSR91jgioJUvYrlpYkgMZH3VYhvx7Gs6fwyRcLO5PlsdzoMZ+mamOTwhfmd%20/wAzir46rdKno/Mualq1glqbaVhMHXBCHIrmbDVvDt1IZonFpNbvgI7bSSPbvW9L4fsJMLHLJCey%20t0/OuTvfhRNJcSTx6nCEd9x3RkkAmtsHUw1BzpTbinte50UMRj6c5pWceluvrqax+JWkRTMrm7V8%20/N+6/wDr102i67a69Yte2Sy+SHK5kXbkj0rEj+HOiPZKl1DI9wYwjTByDn1Arb0XR4dF0uKxhZmj%20iBAJHJ9TXBjquBnD9ymmnbyt/Wx00vbXXPaxZt0dH8xl4YHoeRXJeMdIaGxX+yYVUK73EylvvZGW%20PvXa/hXOeKXMMEV2IzJFCW81F6shUq2PzroyzFVcRW5bK1un4HHjaMVHncmeVNKrBfMTYBx8vQ0s%20c9u0qKF2c/Ma07qLR4LdPL+1ymTGRvUEegxVS3h0i5nEe2+iYkYK7XH417vQ8jlaeu5BFbJd+a6H%20a4PGKdbeXDuMi4YHB3Dgn61tWeiyi3uF0m9trmWRSDGylHx7A9TWKbNktXhlScTLlvuHr75qC2rW%207j47+NLgbRu7Fj0qeQWso+WXLSeh6VlPayiFXMTgE4JCk1Pp1tcLcqRbux5ADAjmm0KEn2HyYBME%20MMjkdCwzzWxY6BdJaiYoHeRQVVmVePoTSQ6Tf3Gbm4DWsMZAaWRcoPTHcn2qfXZI9SuUS2Jysaqh%20xjO1QBn06UPY001k1sKvh+4mljVYBCu9fMbzFAHP1o8WTXE2syNbeYY+Ehjj6BF4zVa1ineLzXZd%20+NrIRxge/erUBLMXecKB0GM1N7FcvMtEYqxahtaea5EKjghjg/kKz7vU7m6JXcWA77ME1uaszpeI%20RMHPGAF+VqpTsZrokyJHu9MDFVF9TKXu6GUj3KyKFLq7dhxUjWciyFZlbzD2HJNW5SXfzPO3sp4z%201FadpdCSTd56GTbkkrg/nTcrExSk7XsZa6Q/GW8sY4VjzUUsbQsFCBueD1BrWe3hMxuJR5hb5jlj%20gfSnXMsKRfMIwG4G0g4qVK45wRQYxXzqrMUCnBB7mlvdJjjtmERzIvUev0qkVkikeWRigLfias+Y%20YIkkjfzGOSCT0qmn0JU4r4j6M8LqV8KaQpGCLOEYP+4KKd4bYv4Y0tm6taRE/wDfAoqjuWxyHi7w%207NfazcXNreSRyNt+QsdvCgdq5K40fXbTJJndR3jkLfpXperf8hKX8P5VToOarg4TfNdpnDeHft0m%20uRJPLPtjyzK7Hp9DXcYyKNoznAz645paDShR9lHlvch2ukmUAwB3qYTgj0b0xVKfVYILk25V2lAy%20FA606P7RcYZ4RCvoTlvx9K83EYKhiXZt3XVfqd8KlSkr9CeJ2AYnHLZG5TTtznK/LtY5OM/1piPt%20O1zgdARQ3miUqTjk9OeK7Y04xdkec6UJVeZ77ktFQhiucscdsrUm1v7w/KtToHUU3Deo/Km7lXcZ%202CxqeSTgfnSbtqKUuWLZX1KBbm0dGLhcc7Bk/lUaXFraRWcaTEwqchW6uCPSp2v47qQQ2xCyFcxO%2033XHtUEdjHaM8sMPmzSLyzDgjviuKc1Od477My9pGpS9+61enn59v60Fm1W0aXy1IJUHCoMn6ZqB%20Jbu+8xZbJ4EGMZ4H4nr+VWYIhGpVI41wcDC81Um8SJEskckbeYrFQqHj860lU9hyzk11Ing3Vi6d%20KLknbra33PqX5WgSWIsykjJK5wTjvis271yBZNyO0hPUKf61lbLu/u2ura3ZCDuymcD8a1dLhtvs%20U95c2oVjnkjIPrgVxrETqu0Fb1OxYSlhlz1HzPRWTV03/W5ctLkXFjPcRXltEiD5Y3Byp96SO6a4%20DRK6i4QAltuR+A71lMLGyLsjfeGNmdx/+tTTre1QYLdFmC7RIeoFbrEci9+Sv5a/cdksNzL3Fo+9%20vxOhhdZYwVJwOCSMH8u1ZN4L62lL2lx9oWYnEZGaq6dq625drmSaVsYVc8VrF4LOFTHG8RuDnbgn%20BP8AKrVSNaGjt+aM1SlRnytXv+JVFm0strcGNLfC5fZwc+n0q5v/AHyqyOyscEqucfWq1y0qMgiK%20mQ/MFJHzitEybIlyNrEZx1xWkIJN9Ni5VJRXLFXepXmdIFkmc7EQcqp5/Ko7K4ku4PNi4BJHTp/j%20U0lqZbhW8uMx7cEn7wz/ADqVFMGxF8tYgMYA5/Crjzc13scrlBwu1ZjFlZYSkxYvgjcOM/4UzSo5%20orILOCG3E8vuOPrVshZF55FQGEqx8ljjuD0q+Vc3MSpe7buTffYH+Efzp1VhcA481do7EdKnChhw%202VqiSCe1t7uTM0Qk2jjnpUsMaQRiOKPYg6AUsYA3H1P/ANan5pKKTulqPmdrX0GH5iBkgUpyuMZI%207ig58zgZ+Wlyf7ppiDcCQCOTUNxbRyRtmMMccAin53SIOmATT8EDr+lJpPcqMnHVFQsIlK4+4ORj%20isKfTbs3xlt/mUneshOK6EF4ywbkE88f1pY7vgxqo2gYzXHUpqVtWmjsq1cU17kVJNeXXyMqHUDD%20mPUGEcqnjA4IqY3GnTMjXd8oGPkJb3qC4vp7qWWCG2WR14Ln1rNuIXtDFDIcLn5mxxmitjZTpunJ%206L7XXf8AE4cNlSwk/rNFNN/YTVl6drGnuhE6LC3mR7shy59an/1l+zkhMq2G28HrVbTbGB7WUxym%20ZychgCAa3YdrRRhuVVAPmXp0rKMU/eWkf61M8S6kYwcFyzfxJJfj/mYeoSTDT5EHQ4A2Ekmsq00y%204vA/lgKExnfxnJ4xXZojRbWjABJP8FQ3EnkFpWj3H72GPU9O9OdBYiopX+4IZrVoU3FrXv8A8DqM%20uYMRlIwsTbPvZzt461ippCgPHNb3DyA/65FyDnpxWrEDLG8zKfNMhwMYA9qux2+yVBhSSNvLHn1N%20b4jDxUrPWxzYPG1MPHnUfi11/r8DkLiH7PcNIxWRY2ClJThz9RV+zhsbtA5iQdNwUnK81rx6Lazz%20y3EiFpHY8E8D6UkNvDGXVrXydxK7+gb/AArCNDVuyt9/zPRebR5XF3v5aW09ehnNaPGwbTJ8oQMr%20Mc8+1Osbx7+5aCVFV4wSSG4Pasu9hTT7ti8e2D+BTJjPvUi3lvJHCYr2CCVfmbkDJ9Kimp30T06f%201Y9F14eyUIzSbW7av/wTd1C4XTLczJE+5WC4Y5Bqvb6tFdfvGyuDjDDgfjWBqPEnmNdJN5hyQjkg%20fhUdpJcGURWznLkZUHg/WuepWcK3NGOtrDw1G1NqUk/n0O1t2S4kx2A3dc5ovEcANucr/KufuG1H%20TYlnxCij5W8voaYNdeSLaqlJzjawORXW8Sr2mrPscCwMvbe2pyVlt/wdNDYw4UhyuR69KUEBc7xn%202NZLDUZdPdHhU7h94uATjrxUNnbNZQfbZMlA2wgDOK0lzN7e73fT5PqdX1nD8q57c70sur9V08zo%20hdOgVmyQfUU6O5JQcDHrWUdVtTtCl2yOOOlT/aikBkzmNxuwD29c1j9VwVR/Cv69AqKpTW+v9fM0%20d4fq2a5/xeoa1tj9qe32SZygyW46YrZjkgkiDICFPtXI+KtbjhvxZC0WU+Xv3MSNmenSvRpQhTSU%20FZHl15Nr3jMbStL1TgSGO4P3W27Nx9x0/KsaSGXSdSS2ktwhzwV/jBPWti3dSsdzJbTBFbHDjk9e%20mKluZ7TUgiyXBWZWJV2TH1Wuhx5o67nJytfCUtPuIDdSSyEKiZAdOuR/9euh0jxHaWxdb6R23A7S%20ybif0rl49GuYYpZ4AksQ4JR930BFQQ2LFXmfGDksRkYPcYNcsqbW5tTqOOyO5fxPpDx4iduByFjw%20SfWsTXfE8dxBELVHjmRvnYcZGKwLcwrlhA5Iz8zYNNvIxeRr9njy4/jBqLWZUqzlHSxct9evWdWS%206mJHRDyAfXB4q+V0fULgXcj3VvNuDSpCF8sn1GTWRNoOoW9uZmCiEICX3gjn2rb07wm0mmQTXF1j%20zyMBF6ZBPU1TaREOeWkkOg1Dw9DdzxH7bK8pO35FATPpzTLvTrW6sJBo8ssswOTFKArkdyuOtZmp%20aVHa3rW0e9zE+3eTjPvxTbeG4N7FFp0UvmAgjYxY5o0eqHzNaSRQTT7je0UiMFA+UluAajGmHcQ7%20KMHrnOa7zXND1W+igkjh2XLxKZiicFsnP0OMVi2/hDUIN3mWEsrZJGRRdidJdjAhsYpjuZtsCnGQ%20OTTb6OwKqLRZFVfvux/lV6507VLNHEuk3Eas339hA/Sq8dtv/eXEiEIP9Xgrt9yDT13I5eiRWj82%20dQXkPlAYUZxUcEayHdIUCo+NzdDUok+1Tu4OwIQG9MVFPKSBEixtGDwdwyOfamjO2tx0sj3cpWR9%20wA2gVTKyQyNHlhjtSiUxT56Opp1zcCYbm5bjnFXawt1qfS/hj/kVdJz1+xxf+gCik8L/APIqaR/1%205w/+gCig9COyKGrf8hKX8P5VTq5q3/ISl/D+VU6BhRWVf+IbXTdQS1nDZYAlh0XPrV63vba6/wBR%20PHJn+62aCFUi24p6ogIMmo/LAcIcmXHX2q5k7SRye1UXv2FyyCHcAeoq5DKJl3KpC9j61nTau7G0%20lLd7dCC4mijjCySojE5wealgEbxpJgnnDHJ70xrSGaRZXXLoTtOfepLFGMW3AAJB/DOaU+bW5y4t%20pU01uTmGFgw/D7x61GkShwGYYxnhyasREYYYwdxz9afWXMzzfayXUrvBHt+ViGJAB3VyOv6Tql3r%20MkFs0r2rAMMvhR612xA9BUXAZU6FWz+ecU1NomUpVFZtmZY6cNPs44R8yxn77feX6elWi6bY3wev%20A6n6VbMSty5J45oKxsvGFPUGlzdS1O+5QBeO44QrHJwAeOfpXPzyJpni4C4iQ29yByVyEPqPxrqL%20hUMJIcFx8y49RWLL4jtsnFu7EcZYAU5VacY/vHY78PSqYqny09GjXmeby2EQWM42lgeB+FYU15DP%20JFapevEinDvzg5zx+Fa8jNfWaSWjrGzqMPt6f/XrNvdGJQzzyCRx97am3I/Cs6kak48kFozfBUIK%20fPU0a0X+bH3vhiI2u+zciRRk7m4YeuaytP06Kd3+2TGBQvygfxfj0qe5WaW1SGOdhEp+5niqEKl9%206I5Vf4ixwK469CNOouaP/BPWoUsRGk4Snd97apGjokCHUSqxeeq5xJjgenFbGoPOYQtqiyNu+ZSc%20HFc/ZGZBIkbOLdxh+xHuCO9abanHpttGr72hOF85huKn1PeurDyTg4RX+ZhVpV5VU4e8SRxfZo5J%20p5Sxc8FzgL7VNKly4SSFwCMckZBFUL25a7t4/wB5EIS2UkK5D08anqKr5QtkeQYAZTxTVWEbx1sa%20ScpJaK6+X9efYvy3MkigW0sQZT+83cn8BVW0vL68nK+XFEkZw5Izu9hT7S18t9smC/Jygx+fqar6%20hq9za3X2ZFiSJhgSFex6tU1KzS5pXS/P/I5rKb9nTSf6L9TZC8cn8KcRtU47VXt4IoLaFI381EX7%20/wDeJ71DJfwG6+zIf32Mgdj7V2qouVN6HPBOS0X9dyd1AjT+6Bz+NNVdq7omK5J+XtTdPa5Cub5Y%20mz91U7fWrTYYKViC8560Rm30Ik5Rny2uu5DHIMYkXBHU4qYBTgjBFMeIud2drDpimgbXGfkY9+zV%20ZZIuPMb2wKfUKuyli44yeQM1ICSAQQQfSgBAP3rewFPpi5GTgcn1pWYgEkAAdTmgBs0fmJt7elEU%20FqIeuSeQc84/CmRXK3EReHLL0DU+Mjy12LxiolFSJmptWjJr0M+SCytZmRFdZJz6k8f0qythbvbo%20rxh9vI3c1ZY8Elegqvci5Mcf2VlRgfm3jgip9nGK2ubxnJxUW/m2K8MNlZvLGgQKm4begNYsfiCQ%20XKrKq+QOMqOcVtQ5QCKUFwAPnI+8fpUdw1lDKGfyY5uoLDnFc9WhOUbJ2Xb+mThuWnze0XM31JLi%207uVtBJbxiaTdlRjhh61S+3XN/tgmeCIg5IQEsp9CDxV0zxXSAW8ykg5yvNS74x1wCfUVrGgoyUoO%20xEoQkmqkbvu9fl6GSkFxaaiQyTXQI3AhtiA/TpmthH8sFnhTpnJOTUM14kNo8+0ttGQvc1lWFzLe%20XV3M+9EKYWNjwKJNKai3dscsLCpDmtZRX9KxZfXrWG2IVnMmDtG0gZzUNtrFxfLIZESOFRywJOat%20nT2kUFZDGpXBUAEdPcVmLaLDG9o7ssLP8xxzisXRrc976HThMPhkm+XXfXU5/XLr7S6KgLHpk9x2%20rJMW11UsOcZx2rrb/QrKeSPyZpGyO2MZrJufDV7E8jFDsXkkkdK2pv2dNOpueNmGEq1qvtaa917a%202/rUy7m2a1kALRsGGVZGBBFbPhm9itPtHnAszY28ZrJvLNbQoFmWTd2HUU6ynEBI2l2YgAUTvODl%20T1OfBS+qYxe10te/XodLp8kJmee6lAyeI25U5q2dN23CXkah1ZshCdoHoRUUXhud0RppVQ4yUAyR%20+Na6WcRRFdnZQoGATxj3FZYWhKM4yqJWTv3bPfzLEOph5UqG8k12tczbthLprSOh3K29cdQCcHJ9%20KZc28yWEUkUiShRuYA4bHb8qdNHcNeS28LlIUA2AL90fUnJq1NZfaLNvOkO0ckoMHj1FXPmlOc0t%20/wCv60Fh6NKNONN6W2v6W3MKOeIOVm3mNupU80unRvcXghQv5RyWA7r9KmstHN/5rwyhYkbarMOt%20aEGhxwriSRvNBzuQ4xXmRo1ZtScbI9dShrTi/eNAKURnUlSp6HoRXB6zr9jBdMZIo7y7BxgcBAD0%20J7/Sus8RaitjoBRpG3H92GJ5JPSvNRplm0u5ZHYk9Gr2qVRRVz5zEynUqNT0aLB8S399IUULAi9F%20iXaPzq1FcvIdmA5Xuw5p0GmeVGHSM+UeST61Xby1O3eQQfwpSqObJhTcFcrjVJFgdYxIMNlgDxxV%205r6RbcKwV4+rKyAn86zUV5uBtYA9akF20KGNl5PANVzyWxkpK3vIvxXNlPCEltQgbqyNtOPXvWjp%20mi6dcQxyLdBBgnyVYBiewzXL7AJv9UWbqBu4FTOdkawu25gMnA5X8apzT3Qot2bOsnuNVtrfyZNN%20H2QcBI1EvH5ZNVj4nu44lSRBGqj5VaJRt9OMVj2mq31rEptmk5PTP9K14vE0txGBcW8E8Z4IdeTS%205ab62NIzk9hbfWPtokkmNu1wMsp8oMWNVRrd7OhiZoYw3UKuwfp1qQXWilzm1mtGbq0OGFRXGj2e%20oYFjqsOTwElBU/nQqTfwu5PtGtWWtIubW3QhpwW45JJ71amuolcm3uM54YuxyPpWQdB1bSwphtVu%20MDO5WyPyqhJc3iyk3UZhJPIZCKiVOcdyo1lsak2rTxXyNDPJ5YXD7WNMTUzLGW1CGK5Q8bmX5v8A%20voYNZyvE0ZaOTHOW96nQG52kp+6HOAeW/wDrVGxVmxzaHBfWzXuktNHIOZraTBO3+8D3H8q524hK%203RWOHyzuzwc5roluZLGXfbSNBjJVieh9vatHVJNPttWnE0DQyNsDTx/MN+AT8p+vbFXGTJlBHCeU%206zZIOWJ5PSrUlkm1RHIGLcAY6fWt9LHTjcO8V9IcDGRB0/8AHqqtplk5O3V7gc5w0HH86rm1M+Rn%20v3hpDH4X0pD1WziHH+4KKf4fUJ4d01VfeBaxANjGflHOKKo7FsY+uTxW9/NJM6oigZJ6DgVyl14z%20s4mkWCKSYr0YcA1oeO5LO5uLi0a/jgnBUlTnngcGuEe0tI3XN+jDvsjJpHn4nE1IS5YW/A6w2lnr%201ql5NABNOvHzcj0qho+nS6RqzyxhJ4lGwPnHJ61Xl1jS0tILeGK6Ih6NnBNMj8SpbxmK3t5NhOSG%20l6/lXNesp+7awoLCK1SpU9/yRvXLvBNO6xEA5+difm+npToryaFI1jlTasW9lwDt9FHqayk8dS4C%20vaqYwc4zn+dadl4g0vUSytbqtwxyqsuOe2K9KGIpRVnTOCo8RVqXhW+WxrIThYmGZmU7/RTV23jE%20cfTGao2eEjbaN5b7z981ajujLuVIyxXv0H41581I768JpW6d+41rkq5YJhR97PepTK4VTtBDc4z0%20HvTBEzE+YcyNzwPlx9KfkpFsAKL3GMqfrSfL0MpOm7JKw9ZFYeh9DUU7pAd0rEI56Ac7vamzXEVt%20EZJTsQDODyCPaq8SyXF5HdEFIFX5Fb1qoQv70tv60MHK2xM8kk+EgWVFb70jjgD2pj2rGQLJcSEY%2045x9elWWcqS6IzLjJHT8aYZZHYDy8HG7bjPFHO18KsXYyNT068uZlW1uAIWGG5PB/rWdrX2axtI4%20J5FE4AKEpyw711KzJGWMuIycdeB+dVL3y55YJ4vLkKnaSVyMGsvZqo2pXd/M9LC42tTtCmkvl+Zg%206HrSxvBYmORhI+FkZSqrntWw97jVDY3Cqsbr8rg53UXljLexojOkQVwwKL0xUGr2zzLGytGJEYFO%20MH6VpOM4QUafQ2i6kqrdR6PrtZ9/67krWKTfOoKbR0Xo3+eKfHo9g7Ccw5DLhgDwp9aLSdL6AgJJ%20uXqhH8VW1kmjdVKqrY4IGd34VMrVFrqc1StXi+XmehHJptuLZOcIvOM4DfWsjWApdEKyGELxCOAf%20c1pXkLyRDn5lYEhun4VDfqhhSQFy2duWHWkoJux0YKbdSLlJu7sYtx516i7beOJB90ZORWtau8qR%20wKihgMNL1P8A9arFpaW7wrJtLE9d3Y1ZaSGAY3IvsK2hRjB33Z31Z03H2cYbDwoCgZYgeveq91pt%20tebDNHu2DAwcYHpSwahbXMrRQzK0i9V7irGfarlCMlZrQ5IPkd4aPyIYbSG3QJCm1BztpVtYEkMi%20woHY5LY5p5cKcYOaQuT3A/DNNRS6D5nuSU0sB3pBgnHzE+9OH0xTEIWP8IP40jIXGGxinZ9jRnHa%20gCGLeFO0hvmPBpORJnmMew4p8JxH0PU08sMgEHmgBgkI+8OP7w5FScMvYg1GVU8gMCf7tMwy9OD6%20jj9KAHlF4jVQox24wKkACjAGAKgM3OGGG9RU6kMAQcigBH+430pVGFA9qbJzGetLtHpQANncDgkC%20si90Z9QvmmefEfTaByK1HwhB6AkLinBAM43c89azqU41FaRdOpKm7xKem6eNPRow+8k7i2MVYmRZ%20m2mTYQM8EVKBgk8kmqj2Xm3Xn7/bbiny8kUooafPO8na5PJNFCqmVwM9CR1qNmhuBshlTzDyCFrO%20OgP9ve5N0SpztQg4WpLYRWV2+6RXYL24qJSaklLbubVKNBLmjK7S7ExXVI50AaB4c/MQDuA+lO+1%20LcebCDiQcHcn6in/ANoRlVLK6huhI4/OkM0zjzUgQIThWzz7cUKSlrB3OWo51LThZW/Ew7qQaTMo%20t5jK5XDiRenuKq6l4hu54vssdspdgMsoJI+ldRKgkSF3i3yhvukZ4wagstWsvtQt4ZoWmdyQqr+n%204VyuLhN81+VrzNKzrV6F6UffT1fkvPY4iHQ9Tu3JS1lY56sNtbGlW02g+Yl5bB5Jx8iryRg10rPq%20ITeYV29QTVa40qbWHWVpfLaMbcKvrzUzr1+ZqnHT+u5z4TBYakvbVp3tv139BsOpXVzHcMYPJ8uP%20cu4HmqM2stIojtTKGA4A6Oa0bezvpLdIru5UogKgAclfQmmWeiJZXqTLKz4yApHtVtYiSilpfc9C%20EqKvKS16WuWre2le2iNwdk4wSUA/Kn3No9xjbO0WO6qOfrVmj8K7eRNWZy8zT5kZLtNYSBDGHRz9%209BjJ9xU8M0bfKrDcOWXuKvHJHHBHSopdPs5S928P71huJz3rCcHGyjsXDHuhL39b7bHA+P52nu7a%201RgFRS/Xv2rkYnlikyzZ/Gus8R6hZXt26XWmbli+RLmCXEhA/vA8GsaDRoZx/oN1BO6tuVJsxt9P%20Q1otjiq3qTc2tWJbXtzGGhWQEP3xxT5HzINyFxkY296gvbO60uQfboRG38ORgH6HvWlodkXlDzMB%20u5xnoKTFTUn7rMuBLiPc6w7lY4AANWCyyw/vCquh5U8EV0ThoYwYig/hUbug7sayNTuoLn5PMhEi%20d24J/Gm3cvlstyiko3Db8m3pu7ip/s6h2aHJaTG4dapSWrTqW3gd8g5FEMNzbhJVxIp7K3JFFvMm%207W6LEkrZIkkAMYwVUZyPQ1C115UAePapPUMOcVN5kNwGVCqS46E4NUp4hHLtlb58cBuM/jQkZzlJ%20aouWlst8FJnL5PMa8Gr39mwwzhXjIAOeOdv1rP0t47edzNlZMfIE7mriy7pQ02cn7wxj6VLvc2pt%20ON+pYF/Jp6sY55FUnja39KsReI57iMLNHb3SngrIOax9YiRIg+9i7fdGe1VdJtxLNlpFCqehPU1p%20GpKKumTLWpy2Oi+w6HqI/eQTWEpP3ozuUmkfQLmNgbC7t7tB0TO1vy71lXPn3haKF/KiXjGcZNQC%202Xzl2s6yIuBhs/jVe0Ul76F7Nxd4ms2nvBMGuIpUc8NuXgVWuoUlmUSOWYtkFj+pq3Z6pdWqhYL8%20yoOPLnG4frV1tS0u5cLqFj5Ln/lonIzQoQl8MrepTbt7yMSVobcNwoUH72KZp8WIGMir1OD6itO7%208P8A9oI/9lX0Myk8xk4OKpGxvNLtsXkZBBPPaplSlFbApxcj3jQuNA07HT7NH/6CKKTQDu8O6afW%201jP/AI6KKtG55P8AED/kc776R/8AoArnD1rpviDG6+MLx2UhXCbWx1wgrmaTPmsR/Fl6sszXaS2y%20wrawxlcZkUHc31qtR+dHpQ5OWrMUrBW34ThEusF258qMuB79P61iVreGrjyNZQHpKDH+fSkjfD2V%20WN+52YKRxNKX2KuSW7Yq5a3cbKp+SNWGVKj5WrJ1LUbfT7RlnYbpFYImM7qyrGZ5/DdvMpO+0mBI%20H93PT8jWOrWp0e2fwy1O2DAkNIwGOnPFU7jUmDBLWPeD/GelYOmtdyvKkrkp5x4YZCr2/OtqSA25%20CtGBnkFehq0owSbV3+BMoSl8D/zFOnia3MsjmRmH3T0GauwwoASjMVz8vNV4/MCOj5CnoAcfrViH%20cYyAdoU4GOc1M3OSvJmrouEOYkKAggs2D70giUNuBbdjGc9qXa4PDg+xFL8/ov51kZ6mV4jQ/wBk%20SEFjgg47VDpBjk0wQxbyiDAdhjcf/rGtO/iNxYTxbPvoR171z+k6bqNpexs8RWMghlLdvpUqo4VF%20pe/4HsYFwdCSlKzTvbvdL/I3ITJLCHKhQOCSe9QXTrDIfMAJOPujOR/TrVlZI4GdZyER+Ru4Ge9Z%20d9qEyxyG2WPcDgMHBJ/DFaVcQqe7FRVWtU5Vt/XU0LaZXhLwlSwBIQDGCOx+tVLcX17+/u5jBg4N%20uq44BqHQbyeW6mW427im5cjHfmr97LNEjNCI8CPLu3bHpUU0qzUr2XnoYV4yw05U1G708/uInmT7%20SbcMzEjcFI9qhuIJ3jWIkFTlgCACuf51RtdblmJgSFXeQ/KzfLj275p+n6hJPLK80a74j8pVM7Km%20VWN+WMr+aPQ5cRGjGUoWUfvbtYe1vcWEaRSyliwzuHANRUur6tIRAHQRwhv3kjkY6dveqE2sWcKF%20hKJCOipyTXfCV46m+DxtP2T9q0pLR3/r+mVdWd9Ou4r61fZMflPvV7R/F7XE6W+oKiljgSrwM+4r%20lr28kvZfMkPHZewFXLXUbNwialZCXb0liOx/oexpNnztfHXxEqlLSL6Ho1N3ZHyDPvWN4f11NTik%20h2rFLH91Ac5WtqPAXg5B5pnq06kakVKIBeQSckU6iigsKKKYSxYqMDHf1oAjRtqN1+VjuA604Nkg%20nPGcZpko8phJuODw59qnXGAB0oAzL/VJLKdBFC0i4+bA4/P1q/bzC5t0lCkK4yAw5FEs8cEReVtq%20+tZejX8l5LLHIFKIMqRx3rHm5avK5b7I25eanzJbdS/Im+58vooTJPfrS/Z/JX9zIVx2JzmlWP8A%200x3BwMKpB5z1NT7QOwrd9jni09it57cLMhXP8Q6VYDqRkHikcAhQeRuqJoNnzQvs9QTwaRQ+TDbA%20DzuBqWqovURgk2FY9COh+lWA6lchhj1zQFxazl/tI3OzdDHHgkHbu/OtKmH/AFq+wNTKPN1KjLl6%20GRqN3fWSjfNGwPdEx+dNhtWuraW7uGMbdQhHUVrOGSUvsDrtxgjNLGgMYygGeoxWbpqWjLc5qN1Z%20f1/XUpW9q88ai4kbywcrHmrDxJbxBUBwWHep/KT+6Kr3lt50axxuYmY/fHOK0UVFPlQufmlroijq%201xOtoDDGfLxh2LdKoeHlja5YCFAIkLlsZOa1ItOliVjPc+auOjDp+FVr+RNOOYwioyESuB27dK5Z%20Kq5Kd9OxtOrHklh6Su5K+nkvx6lzTLh7tZGkJC9k9KuOjZwjbcjJxWTpJWK386Jgls43Fue3erS6%20hGxLxyGQA4yq5BFaQnFvkluROjNNzcd+5oAAAAdBRt3SDJxxwfeoYZWmbcuWRjgAjBBpblnSIkrt%20UdWboK2clbc52lJ8idmyYgocMMHsexoqBcRWJeSRwOucggj6UyG68wAK6t7nipjO+5nGbTlF626r%20Ysn6496z9SvHXSpxHtG1CVI61flRtjfPFjH96snVif7Kn+X/AJZnjNTKSdrHRTp061Oc2r22PP8A%207GzmQC43ZHJYdadFGYbVkVV3AYOO1QvIiupyAgOME9KRdTR5WWJGA/iJ7e9TujC3LLVmpFey28Cx%20zzBoQOI3XeD7YPSqq+IbSSaIXenyQorjmA8N9VPb8ahlmkKmMFSrDAZVrKCiO5IdgSMcEdeacfMU%205NbHW3kEcltLcWEwuoereV94exHUVyM0v2qV3jjUt3QjGKdD58N20ltIykfd2sQc10EUtreqBqkK%20GUKNs8ACuD7jo1aaIyleasc9p9z9lmJOVGOV9anFy7SPKW2p2HT8qtXvh6cmSezb7UnrEfmUe69R%20WZOkwgWPyypTlnP8Rp6Mz99aPoNvJ0klztA9MdQPeoTumwvmFj0AJ6VHg5+bqTzmrVlZtM+8qQo6%20Njiq2M9ZSJFjuEKSKpDx9CT1qcPeyzpPMWZhycjFNW4aDMe8M3Q5HSpYnZ9irNnPG3NQ2zaK03Kl%209dm6k3cAKMYFJBZSrIjuCF68VYEcTnmPDDow4P5VPDHx99SffjFJuysEYOUuZsluHjEa+ZGpzwAp%205pot5recsApzyA2c/TNPhsiQ4fc0rd8/dq15EttCvnFiQODUXR0WbHRy7YRlCGAwzMASTRHDFIoc%20hg2c8CoIreTmRHJYfMec1DqNzMqId23dwAOtJFOSUbso3F1LHfM8EuwhsB164rWtfFd5DD5d4Fuo%208ciQdfxrBhkEVwxIzhjwalklDIx46VvGcobM4l72rPo7Q5RPoOnyqoQPbRsFHQZUcUVH4a58MaV/%2016Rf+gCimdy2PNfGribxpe2szAI/l7WP8DbBg1ycqNFK0bjDqcEV03xEg2eK7mXzFPmbPl7rhB1r%20F4v7QAA/a4R/38T/ABFEotPU+frNTqSXVNlHFFHv+lFTa5zBTo5GjdXQ4ZTkH3poBPTmggg4OQaN%20QWjNfVpW1SCLUFyQoEci/wBw+v0NVrHVp7G2nt41Vkm+9uHT6U3TL42Vxlhugk+WVP7y1PcaRLBq%20MSQDzoZSGiIPDLTjG7sbT95e0W/U7KxKjT4vkKAL0Pf3rZkz5CSgjKANg9x3Fc/HHLMwjU7di/IW%20A557jtWrJcxW8EMMr7UXgsOcijE0lTvJv/gLpqb4WNWu7qOn4366F3ydufKbb/snpVV5riOT5uPT%20j5ahbxLpYbb9pQse1Qah4os7awaeEpcHgbAw/WudRclzW0Lbd3GXT7zWguBMCDww688VIXUdWX86%208tfUxfXDG+XCu3DRfKU/xq5e+FNTtgXjUzx9Qytzj3FV7PzMua+sVc7+W5jH/LaNVwcFmHUVJHf6%20PDCpv9Wt2nAyQjAfpXkrWtwDtZGBHrSizl6lVx7uB/WiNPlk23c0jibRUfZ6o9DvNSsdQhaOG5jc%20qcqQ3I/CiLRGZctLtJ7BaxftOnR2kPltDG+3Dqrc1qxalDc6WgS42yjA3L3x71nVpRlrY9mLnShC%20FCau3qlrb8xLoPoiG6iHnCIfvUTh2XscegzWbP4zsbi3eFre4w42nJB4q6skQExkleRpIjHuA5/O%20r0ejaZ5CudNt2G0HIxT/AHc6aU0rr8jixUMRQqc0Zb9drswNEuLS/mUxW8sc8XPB3A1d1C2liZI7%20C2kAnOZmTJIHXoa2LawgtGzb2nlIR8wTjdU5kAmR8kD7uG4qVTjFWgi6eOxF71HzeXQxrfSYr/Sr%20i2u0nXD7kZ1wQ2O1cA6GOR0PVWINek3WuwWdxsaF2K8E44P0PeuM1vTJEknv0CC2lm+QBgTk89qu%20lNX5b6nJjaFVr28o2TMj1q1Z6XeXyk2ttJKM43AcfnVZR8/Ga7Lw54jjsoRp96Auz/Vui8EdcHFb%20SmonDSoupr02+fY55Le+0DUopp7eRGTBPoVPUZFd2b2FIY5ovmWUZAWoF11bi5LGBhbKMCVuAPXN%20V7jxCkCGDTIV25+U7eB9BXM8bTW572DwOJouzjdPz2L8OoiSVUKYz3BzVxfmPVV/3mFcpdyXWrPG%208doyvGu1ti9T61ftbK7lQCSPy3A538U6OKVaTilY9Krho8qfMovtublxi2gaWSRVVeSSOKghl+0o%20siHjsRxWDqtjdxhneXfEoyxzwPr61Bb2GpTWitbl2hY8bXwKznip06ji43Ip4WMafNOqt/kb+oXH%202azkk2bio7HOauWyvNbxuFCgqDtJ5FYuk2V/aygzuyAk7UbkfWruqySLZMZ7kom4ZaNfmrb2lRw9%20payt5HPUi5TUKMk9d9f6/wAzNufEGUlg+zsG5XJPSqOkXFxFMY7d1XeOSw4pLXy21iDymaVC4yXH%20JNaviGaCG1EaMizFgQF4OK4I+0qXrOXw326nrNQp2pcvxW3Gw6nOslwJjBuiIYjkF+3FWrDUbi7m%20kRrfCA/K/QCq2j6NC0K3dyvmSSjO1+celbXQ4GAAPSvTSad2zzqk6aXurcwdcv7rR4VmM4laSTCx%20lcBRSaf4k026gDXhEMo6q+SD7itW+j85CvlCQBeVKbufSsCDwxa3cnnSwzWy94c9fce1V7RKXIcd%20aNdP2lNprtoU/EGqnUb6K0tZoTBuUpIOCp9zXQ2trH9jWBr5LmTq3I5qGHSdIuAYIYRE68fOSpb/%20ABqvoXh6bS9Vklm27NrKoH1FSqicrGcYVKdT3tW99bW9O5tx3BUBZE2jse1PjmElw6BWwoHzY4P0%20pZZoYgBNIibum4gZrMuJbmK7D2MJkgK8lDkE+1VOaid0IORrjbuG4Er3AoPAYgEqDxg84qlDqK/K%20twrROezDGaj1Web7GTaqCD1cHBH0qZNWckzGdCUpKzsyZrySIkyQMqg4yaf89xcRGLHyozEMce1V%209Jdr7Sw8s+5gxByuQMe9WQB9oyWDcdQCPWoozlOOoSdr0lut2Urm7McavPIIyCMLjqen41EjaXdM%20qSSSAscDI/8ArVpSG22gTeUSBwHxmsu00rh5pIyDg7B3B9RW1eTnywS0/rU4qODxFKbqxqXk+u1l%202KY1K1EfkfvVi6EcEYrWtrYxwg2YCx43BTj+tM0fS1iuJzcgXBYAguuT1961DY2gViLSHof4RXBT%20VRay/wCCepjMZCE/YpXa36q+hIMxwh2ZshcnPqRzVOyWS/HmXRzGD8qAYBPrWQks8pCLJIwPG0En%209Ku2F/Jasbd42Zs8LjBFdFK9SDkkYSwM6NOXK05P77dbXINa1NIb0w4BZCOB0wR6VCjTalbMqW8n%20kEY3qozkVn6vcNLqE67dqls7SBkGuqtf3VjDGvyOsagkNgA965KUp1akoLZHbUi8Lh6fIrylv9xn%20poVtZYuEmkZ05APT8aXUMPYShWySp4/CtCbaYWGRyPWq88LImx14YcHNdSoxpaRHRrXpSp1J3k72%20+48olRmUPIwAz0xnJqa3h8+WSRyo4BIAHJFTPJCk80SsN4dlfHfnjNRR3MUa4bcueoq0eevfs2Ob%20eIwtuNqZO7ioFjxMhkZTvYA8AmpRblneTegXH8R6CpLC3YSEOmQSMMtK9kPk+z+JDcJHbv5kRyW4%20yDkCpISCrB2UntxU0cOydlHQ88jrThIichRkegpXKUVFWI/tT2GGt5SJQ+QyEjFXH1dbtTHdWsVw%20zdSw28/VcVnXb4tzKsZI3HAptrLC0QJ3eZ1PPSqWxi21O1yWf+zEcq9lAjt/00b/ABqJMeSEQKiD%20Pyq2QapaosDXGYpNzHtUHmOY1UuMDoc9q0SujJ1FFuyJvMhWZpWjBCnhS/JpYb2CGUyyW2+UrgAH%20aAapvEYiCynBPB9ad5TkYC8nirsjP2kui/A0k1CLP+qYK2M7iCR69q0TpbKqzWLR3cZGS0JLFPqp%205FYa2T+WGwTj73GCKdarJFchkd1I6MpwRWehtGpLaSNJ7kwbhLKAfT1pRqBdQrSlx6DnH4VZS5jv%20cLqVmZ4zx56fLIv/AALv+NNi0hBn+zZ0uBz8h+STH0PX8DU2Rq5ST0Kt5cOtsfszYyednU1m7Lm7%20uAzcu2CQeKt3VpOr7WSRJc8hhir9jbTSR7EQMV5Zj2prRE6zdnsYklpKsj74znJOKYIwisGTjHQ1%20uPJHDIQH2tnqTmh0Nwm1kVlP8Yo5hezXQ9z8N4/4RjSsDA+yRcf8AFFP0BQnh7TlHQWsY/8AHRRW%20p0o8/wDGNja6n4ruIfO8u4Xbx6/KKyptJtbRI54ZjbyxnG88jI9an8ZajPp3jbUGt9gZhGNzLnHy%20DpVGxuoJ7G4m1eRZFdgFQD5ifXFejRqUai5ZLW35HxeNjWp15SUna+y33IDa2E94XmulUMTuSIdT%207Z4FU70Mty7xRPHD91M88fXpV5p9KvA9vb2qW0jcRyueB9apvbX1gWKiTyx/GnKkVz1U0v3e3kbQ%20qRm71Lp/Ihtrt7WRpIgokKlQ393Pp70398Tgxlz7rmrcF8sm3cFhuFIKSAfKT/tD+tWjrN+L3NzE%20HJG3bGu3PpgisHVqW0Z106NKT9+X4GPglsONg/3a29Iuba4RdPmaTIJaCQnGx/TjsaS4ttaS32zW%20rSRud2SgYg/Ws1dOuvs73KJ8sR+fafmX6ihVX21L9k6crwTa6pq2hsQeJ7qyunivod2w7WUcEYq9%20qOp6RqtqsTXksIzuIVec/lWTcA67p4uIwDe2wxKB1dOx96yVtppPuRO30U1N090Q4zWkLtM23stF%20sbc3H2n7eSceTnYQPWtLRddsrpxpqabFHFINoXru9cmuYTSrx/u27/iMVbsVbRdRinutqsvKgHJz%207iq916WKjh6ukpRsu7Wh1beCtNaXf5cyL/c8zirPii6l0/w9IYQo3kRfQH/9VVtL8UQ3l4IJp1+Y%20fKduMGtS7t4ry0lS72SrjO0rxwK5bS0ckbSpKLai18jyr2yfzoPSvQrrwxpc1tGsUaRfMCWT7xHp%20VR/BNk33LiZfyIrZO6M44OrNc0TicZ/+tWrpOox2kEizK7KDkbeozWnP4GuCx+xTo6Dg+YdpzVaT%20wfqltG8kixGMKc7XyfyqZWkuViouthq14rVF/TNZhd5SiIV4GJTzWta6tGluEaPOG3Ha2R7VwR0+%208DY+yzgjsENPGnX+OLW4/BDWKo8vws7JZjGov31O78nY9Gg1uBpUjYBATjczjirtxMEgdlMbNj5Q%207AAmvKTBPAUa5ilSMtyWUitxNdtGwG3gD1GRUyjKFtLlUvq9dt39nbu73OtMds0SmdPOYckoBgn2%205qjqXh6DUpkbJWMDld+Cp9h0qpBcJd2aJGFjjd93mAcirJ2RwknU5EA6lE5AoU530izseBlGF5Su%20u1m166GcfA4ZA9vebWzwsgptvo0GlXaPq9yiXDHMfPy46ZrUtvEth5Jt7UT3MyL8uU++3ue3Nclq%20o1C+1YLfACd8bUHRRWyvJ3Z5kKvs5/u1fX5X2T9ex1uoW1lc2nnR3SMIudkRGGH09at2Wr6XIAkY%20WJhwFZMGuPbSrGGYRm9YMMZAOKsfZIGkiisNVKzlgBHLyB+IrmcU5+5v1umehUc/ZcuJu7bWkuvS%20x3MccTs77U3tj64HSmNHEZflMa4GG+YZzWY1hN9kj/tC7M9wx4ZPlAFVToSylmQ9D13EZNaSul7p%20zUIU5O8p2foyt4nkCXaKr5Hl8gNnPNJp9zq/2WOCGBfLXoGTj9adc6VeQqPKtlYN0YHJxUUmparB%20EsTB0CjGdnP51xSkoTcnza+R9HTpRq0I0/dkl3f4mzGmolgLi4jBC/KFX7tF1pT3sQ82eUlWztIw%20pqDw3PNMbiWZjIeAN5/lWwQYySpKhj8oHXNd0ainBaaPueHiZzw9dwg7W7bGDPoctvsmsSsbpliW%20fP5cVz773maSbc0rnJZhya9DIxFuYkEDPWoGkiIdvkY7OCw5zWFSi5rlp+6utjow2aTi26keb9CO%201XZaQr6IB+lS0xXQINrDGOKdvX1FeilYtu+o4MY1diwVARklsDpVSS+L73tmSYRqSy7ufwrI1bU5%20rbUXjj8tkCrlXXIqHQ7maK4kaOHcszBXccBa814tKtyIc8unGEsRfXdFqPxBb37CCW1aLd1aXGBV%20qO9tgfLWcOV4ALZx+Jpz6Np5WR5Im2fM+4N2FZ0Om6fc3SpY3BcgZIPIB9ap1aqktEbUJ4epTblz%20aa3aWn3Gs9rDNFmeNJVzxkVPbqkMCJGAqjoPSs+KHUbSZft00X2fBwcjr2q1JeWqSqGnTnkZaumF%20SElzNWfmQ02rRfMvLYj1bTn1GOJUkCbGySaINMkgj2faTIMdHXir6sHAZTkEZBHelq1Sjzup1YOr%20Lk5OiM61uoYM2zQiE5OBjAz6irUY3sxB6HbkfSpHiST76hvrWe8qwziOIurNknj5QKaSiZNRTcl8%20yzJaxXBTegbaQwz2x0qfJLEE7cfrUKXSqAJF2+hHIP41MAG5JBzVoZS1OYW0azNvZQQCFHaobi4S%20GKNyrtv9OcfWjVLy808iUSQyQk7VRk5z9azz4kvHjKtFDt9dtedXxKhOz0fodMKFStTSlC61+01+%20hbtbyOCbzFiMT45IA5q3Yk3F5K8qtuZmdWABwMKKqWuvvNG4ayMkp4Xy1yB9avW0ciSj7M2NoKs5%20HGOp/GvQw9RYmNSpdbJdj57MF9RdLDQpW1et7v7/AJ9SeQRTDy/LAkLn5ynXrTYCwcI3XHII6VjW%20ep2Kagbhb9ZJXzlHOFzV2PxFpcl6RLc4m3bNoU7c9OveueDkm7o0jXhTkrSujTKgqRgYNROry26l%20t+FGRhRip/Mh2MwA47471A8rKTGknyDgYqpzvqddHnxc1Glo13/rzPI9RdovEc8KL8glyeDz3qzq%20pijmMjCMIVHAzknHQVF4q3w+JLpV3hTggDjtVC4MxijEkCgsoI3Dt7U7XsxRlyRcR087zeWzAhRg%20hAvH41pG+k/dvHFsXcAQvpVCwczzojqCAcnitx7q1gmhj+z/ACls/IKHbaxUby1UrFCa7KsqpFIz%20nkFe1VRqTpJtkiCuDyXqWa9u0vy8aCONmIXCc7c1Xv4g9zmAuxfO5nHeqSRNScrbmnp0xcAExkE7%20tprHup1Z5dqhfmPI6daLeCMkqS+4HkhsVp20FpbrJuTeSMhnPT6UaRIfNUSWxjrDiH7Q7ZVTj60x%20bwlvuLjtxTLi6nlG1pGKenaoVbawPpWljN2jpE22jjuLY+dmM4+838P0p8CQbJHDBhgYLHk1jm5k%20kO0k/Q0+1kiV/nJOOQO2ahxNI1OZ6otyX2UYMxdj/dHAqW3lUqFlIAzn7vWoNkW8GLg9eOhq5DG8%20i7pAB7EUmXGLbZejlgCoCSVz07VfljgknDQIIyO+7P6VkMNqfMwQZz7VLHfRRTASN8mBynWs9TbY%202X1GZYxbzOlyqcASruA+h60xLu0VtiwSW7E8tC24fkariCO42PFMSnfHWqV/fJbSrFDgsDz7Uots%20t6K7JLzRA25rS8huS7E+USEdfwP+NVrhLuzhULbTQ5G1WkGBWVLczC9aSTaTn8quReJr1QyQyFQc%20Dn5lx9DWtjn9pBtn0D4fLHw5ppfljaxZx67RRS+H5Gl8O6bI5yzWsbEgY52iitDpRz3i3QbfWppF%20bEc64KSgcg4HX2ry/UNOn0y8e2uVw69COjD1FdF401K8sPG1+1pcSRErGDg8fcHauYuLma6k8y5l%20eVz3Y5NQk03qfO4mSdSXqyLHrWhY6zc2MDQDbJC3VHGR+FZ+KK0hOUHeLsck4RmrSVxxO5yVUDPb%200q8m670sgMQ9p8wGeqk/0P8AOq+nxJcahBC4+V2CmuwtdLgtnKWxxG+RIroDuA7ZpNu3M1p3PQwW%20GdeTjBq/brbv95i2nibV44MRkSInVmTJ/E1HP4gYRv8AY7dbd5jmZs7vM/CtrXU+waKosbZFjYkP%20s6rnuRXO2nh/U71Q0Vq4T+8/yj9anmHXnUp2gpNvr/wCK11W5s50kjYAKclABg+1dZFNDdW6XNsf%203b9R/dbuKpW/geX/AJebgb/7sfT862dP0WOxsnWMbixyygk5/wDr0udJnZltephpc03o+nUq1z+v%202LB/tatlTgMPQ10LDacZyOx9awtdvfMU2cSMzZBY4rWVrHt5q6U8I3N+nqYKMyOrKcMDkEVszeLN%20QmsBablVQNpcfeNZItp2PywyH6KaayMhKupVh2IwamM3HY+KOl0KZ5LAeZISRIdoJ5xj/GtiK4eF%20yyNk9CD0rhrTc1xHGHdVZwp2nFdhCqxxhATxwATk4FdH8SPN10R9HkuIUoPDyirLVts001FSP30Z%20J9VOKuNBFPFhlJRh0JNYe5fUVseYkNmRHIpZV45zzWMoW3R6FelRunTs7kDR6taMFsbqKSH/AJ53%20AOR/wKrkOoXexftVv5bdzE28VlC8nBz5p/GrlleGXeHdfMxhB0571y4p+ypSqRV7f19xi8qipXk9%20GTTy29xauZtk0USltrr1PpivMJQWkeQRMisSQuOB7V6BdbYy6bi7tySGyOaqPsVWZguACTmjD01J%20e0XUmrk/tYJc+i8v1IrFPKsYFx0QVoRSWvkbJ4WLZ+8nBIriLe8mN2F+1NFGz8tnhRVttWubW4EY%20uI7lM/eAre6ehMc0oTpKM00lZXT7fO51+k6LaR2V2sJJF0SGzyVXsPw61xVlewafPK7I8sgJVGz0%20ruH0yVOYJgCRgE8c4rlH8GaqZGKJC4B5IkFQmk73PMxHLh6iqYeV/lsZcBS+1SP7W21JH+ds4wK7%20TT9M0+1ytpdht3beDWNZ+FJow51G2lbB/wCWTqRj3705tLe2i+zm0jj3NlJXzv254NdMKUZRu5I5%20MPiasKj5abk77+p0V1p5uYmgkuZV8wbc4Gfzq3p1uthBHaIC6AE7mOT9TUS3EWwF5VLL6GqP2243%20l1lKk+lYOF1Y954OWIvpr5m28blydnygYGOwqPcpO1uCOMGqemz3M/m/aJzIARtHTFXcD8KUFK2p%20MKM6PuSa07FXythknTC5OF28dxk07V7qXSNNlu4P3hiIJR+nXmnK2y4ZVyFABwBnmqOu3MkyW+nh%20N63r+WxA5UdciocXe5xYmnU1ncn0jUZNb08XKxqoBKNHnofWrrBlHzxsAO4Gao6XpMOjQSQW7SyC%20U5+c4wenFau5gwVE4GM5P8qlT5djGjWnTRVV45BhSp9qeFAGABinmOIybXVcEZH9aQ2oA/dOy/Xk%20VaqrqdccZF/ErFBrG0uZHeWBZHLEZNQRabFDqJljUJEq4CKf4vU1dWHyvkkQkL/GnWmm/igE7Scx%20ISQMEcf1rKfsp6xs7bm1arUceSCfvBK948D2yQxeWVK5Z+oqloenTWV/K9wqpuX5QDx1q3p7m5hW%20eNZtrDhWIx9QKWR7t5HMKMCoH+swOPaodKMmp3I5pwpzpJpX33v+Y3XrZr62SGEjO7JzzXPPoN2j%20gMg2Mcbx0FaVvrIkvmFxMEhKELkdG962JYWMTdMYABBzmsvY0MQ7vdaHZRxFXAQVKXy879v60Fij%20EUSRr0VQBT6jiTYGGc81JXpWS0Rkm2rtWYhOATWRMsd0iNKp8g5DjPPXjFakxxC577TVGVlhtgXj%20IZAOoPNbUJRUtUc2MhUnBcjtZ66XuuwqXFpFp7RIMOBhNwOQT61XtpbhZzDBywwTk5XGOoNKskk1%20qp2Acb95POO3HrVWadojuWT7O4O58KAcDtn3rqpYeElKNtf67Hl1sVKjXhPm9x3el/17dy4stx9p%20/elHUH5g6/dFUNS1BdSQWtpCRhsn5RyBWhZJLPcbp33AoG9T6HOKtKi205aIAswwSFyfx9a8mvg3%20B+zUr9+vyTPoaOOVWHtYxXl0XzsV9FWPTrd4zOS0hDN/Dj6Zq/Ler9nKQHLMCqkdFPTmqE0K8SCP%20coGOOcd6q6YLl0knZH8ppRgnA49MUrUKMlBJtf1uzhqYPEYmm6s5JTe//AX/AATMtfBRkXzJJmkV%20s4KYHP40j+DhADM9xIsa8gbcsfyroZNWuIp0iZYVUnBJOCo9cVpRXlu21I5QxPAGKp4qMtOVJfic%20M8prULOd3+X9fM5ya4tbGxfSzLMA3zM/3jz2zWpYW6WO/G7DIGClt30xWdr2ny3WpxyQxkxuApYD%20gGrFhYCN3PmSbSu3Jbr+FefKFWu5U5O0T6HDqnTw0Z03ra9vN7/kefePwI/EhbBw8YYiufl1Ke4d%20DKQ4QBVB7Adq67xrpMY1S2XzVA8sgGST5mOfWseLToYY/wB6MNnrmu+Norl7HmWlKTJbOMzyxsZx%20GsnLYTAA6fpUzwG2khberMHwG7USssMaCDaAOnOTVaJ7iecByWVCCBjilHU1lJRVlqyxNdK6sZWX%20d2xwKyft8ZnO4uVzwU71BOrzSt5r8BiMDgClSCGM5E+Fx7VsopHNKfO/QvoUYhYh1PAFTXhlt4kB%20B+b5QMis3ztsoaKU5XpgUrX00hwzsx7ZFTyu5SnG1mBsWRNzkhT0I71TMZ84Kg3HPTFW2u5VhAJH%20J6EVT80mYsc5brg4q1ciXL0L0di19H5oZdzHHTFJDYOj4ZA3P3u1QPJMzAQl9ijjYMYqaw8yaQhp%20WULnIzU69yotNqyLtvaMrbiSQOgIouL3ygyxfOyjn0FNukmgty0MzFcc7qyslc8HLdzUqN9TSpNw%20XKlqW5hPchRJwOuAaURuowzDHYDmkhkAQ9c454qVCzx9MqO4FNuxnpLUmTUbqNBHHIMYwMCoYg0j%20AFiTnndTo8hldTgg8VejkVtpnjRueoGDUXsaxXNuzIuo1eQjaQcnJPeqxG0kL0xWxqKwuziJec9D%201zVOOyPlnruxwDVqWhnOnr7p9FeGf+RW0n/rzi/9AFFO8ODb4Z0selpEP/HBRVnYtjyn4gf8jpff%20SP8A9AFc5XR/ED/kdL76R/8AoArnDUs+bxH8WXqzT0G2srq8eK+ZkUrlWDAAY65zUM1jHFcsjXkH%20lbsBlbfx+FVoukv+4ajouS5XglY39FjsYtVHk3LTyYxETHtXPvmuyexZFAL8nqwGBnrXl6O0bBkJ%20VhyCDXUaX4nuU02dGlQ3MYzGHHDj/EVq71YKCeq/E0w2KlhZSnD7VvwOmlijjiF1PgKhO4E7R19e%209aC3UTwGRGG0D6Vwdp4gREmudUEl1eg/uYnX92vvitXR/EsV9EzX8sEE6tx23CuWUJfM64Vo15pT%20djauJnWZHAjYHpHjB+opuonUbjS2bTpES49MZ49AexqKK+s9R82K3kiM6Dkhhj/69S6ZsgiKxBBI%20x+YK+QT6+1c9Os5vlceVroz0Mbh4+zjKlqvI5axku7FRHfbpYpG6r8zRmtmCPcGlSVAiAPjpvH+R%20V+fybC5a48lpnHVY1z+PtUd7pi31mJbYPGZPm8oHaT9PQ1rGpzLlkUsQ6VPlh8D2b7ly8uxp9tPf%20SKNixj5c9ev+NeXXd1Je3ctzN9+Vix9q0NWsr+1Em+aeW3zglmJK+zCoH0a8jsPthQGDaGyGB4+l%20axjynizp1ZtpReiuVrOMzXkMXI3MORXZqiqMAH8eTXNeH7eSbUlZEJWMbiR29K6kxOoyyEAdzW0J%20WVrn0GQ0Iqk6rWrZC+eAq9e9RXN0tlbGZ1ZkGFG3HJ9Ks1ImlQapCy3QfYpyMHHPc1spxUbM7MdG%20vFOVKSV/vXpoYEXiVBdLvtkWInliSzAfy/Stl7vdCbrzEMcf8Sjhc1DP4SshKVQ3PAzlef6Vq2Nl%20BDbtZsN4YfMHTG4fkM1U51fZ9Gj5XCNRxk+Z/vFZa6rztfrbsY8V/DIpMCyzAcEjAH581oJbx31r%20HAUWEXEZyw5KHvyepqxaaJaWc5lgiGG+8mTtP4VckjjcFPJWNT2A6+9c1OrVhJq/u+h6eMpSxMIq%20SfMnffQwD4JswMrPO54wMAZrN1vw3Ja3wksbZhZgAkswJyDzXWS/aNgjUmRV5Bzg/TNVru7S3iCx%20tIGzh/NPyn14z60vZ2teS1/rU814acm4xg9C6k9vfRExSDaGCn5SP89ac832YLGMuzE7VBxv/H2q%20M+bc4bAhhKhuOS57VKgWN/kiBk/vk5xUKmo/Fr6FU6dSpH3V+hFI12sT5hCA5Jyc4/HNRPphmMZL%20udw6nPHGTjJq7tycuxY+9RsCXh3EmMOVAz04pVqk4Q9xJLrpf8zsw+AjCalUnJye2trfcUhpLK68%20P5Z9SMmlfTADtWYKR2cYNa7MCdwb5VbpmkmCNG29MkDjI6VhhsXUlH3kvuOjF1p0ai9nN7d7mbDE%20bSN/MizjlmB6fWrCP90AkegapHeOLmcKsYAAy2AT+NMNgpRf9Ypzkng/zrrhVpy+LR+RxzxmIT5r%20KXroZlzq0VpeSRTRuTwdwA9KfBrGmvK0kj4fGEyhGPoatXFizyAwnchGSJBnHPOBVV9OtBdeTPHE%20ysMiQDaf0rCcK0r+zmmt7Wd7G7x2GnHkrU5R8000y/bXqSYkjxKh4346EVHql40el3Uts5SUR/Kd%20hNVG1KwsYRZx3CB1+UIpz/k1dtA7ZXaOByTwR7CpWivI5pKlJNRv5f8AB7HN+CoL2SeS8aV2gGUK%20MSdzHniulmNxNdqtuPJReXfg5/CpiihtiIFUck52jPpULoHgljWURqx+Zz3+lRJub5un4joxhSVt%20333VmWV5lYZ8w9cYrl9SD288l/5qKGY/u3bAbt0q6ftMCObNl4HzSFuvPHFUxDLFdILyK1jL5xKw%20BP59qlci+KJ6tKjWo3lCSelvl5IlsvEYVQqxKWxwsbBhWrHK1wFmLLl1+7n7tVo9O0+BYpDYiCRW%20H7wcg++R6+9aO8CaFww2EEAg8Gt7q9zhWJg/sK/f+kZd5YXOoXkQkdGiDbwoUA7fTNbEshKqPKkA%20XqcZrK1O4a4tAmSCTkMpwVP1qlo+tvGxtryQlSfldj0PoT6Vy+0p0am1rnUqVbEUVWitIdP1NtZV%20UYbKknPzDFPEit0YGrPmIy5x/wAB96gk8tQNyxiRv7wwFHr9K7Pa+Ryxxd3blGTZaMqvViAM1Vnj%20ubS0eaZwVUbm2t1+nFRS6jbBvLt1E205L9Fz7VaRV1G0YTLKsLDBG4nP/wBaqWJaT5PxHiqE5xhV%20qJxjfvZ/mZZ1m2S3j3Jv8xfmCqMj61ItvDeW4aJJN7/OAx45GM/lUdx4dhIDQySKCOpHFOs5P7Lt%20J45p1JXlSW4UdKMLiMS6vK46eX6nZicNhnhlV5tPO34ef9WG/b49LnKPHgsuwFe+O+P0qzZ3I1GU%20SQSuixEBgFxu9jVaOys7547lboSlRyFIwDWzHEiD938u7k4HWnVdSpWk5W5ScNGnSw8Iwve33BIg%20zvDbG9cdfrUGQ8hXO09sHgmrJXJG45AqNmRdwl6k9MflVuz3LUnF8y0IyojOZIlb3K5rm9YtX068%20TULKWSSV5Mi2Ckqv1weldGZiuAgLIezUhmjgjeUyqsY6lu/tis/d+SM6zWKjyp+95EdjcT3VtD50%20cUd2x3tGqkbRVk28pJG0ZPPHaqaTG8TzYsKjjap6Y96kLnTLZnnuSy5yzMcfrUcreq2Joxq4aTcG%20u2pyHj1FtbzT3kK5UtnJ7VjAiXDKFkAXOQcitHxXNDqV/YyAiSBkZgefmOaxWTbIojG1AMDmiyMX%20Nybqd2Puo28veu0KvXYwp2nTP5eyNQTnkgZ/WmNDcFXR1jw3Tac0ujM9pOwdODjlhjvTWw20pp7X%20MrULVoLyRXB+Y7smiK0EoyDnir2vTiW4UkYO3B96p2kjRQl9mVTk5rZN8phKK52iaO0jgAkkJKng%204HSrlpcQRShBFvYj5eRStdebbx4RQpPPGRU1nb+fxGm9jz8o5FZt9zoVNJ+6zEvon81t2BznbnpV%20XZgj1rav7HMRwMSbuSaLSzg8lTKmX6HGTVKaSMXSk5WKkTyJYEb1CucEdx9DUlqhU5UoVPXJ5ouL%20WEljFwvakggmbgISoxljxSvdFJOM0W3Y+QemB2POaijw2fu1J5BBO7hR1JqGZo0bGQT2xUo2m7vm%20JxCsnPAx7VMkDRiUqyhZOuRVbfHKVJZ0A654BrS8yO4so0jGyQY3E9GqXdBCSlsZ4VAoQDkd6FUx%20sMsMZ61K9t5eN3Oe4psSR+YoTJyw600OzEERe7YwssgA5PTBqyUVIMbQJQeWzkU9QiElcKcn8aeR%20uAymRnnJpXNErLQ9v0D/AJF7Tv8Ar1j/APQRRTtDAGg6eB0+zR/+giit0UeS+P8A/kdL76R/+gCp%20vA1nb3c159pgjlCquA65xyah8f4/4TS+57R/+gCn+D9Qg01b6Sd1UFVwCcE4z0qJJtOx87NXryXm%20za8VabawaBNJa2kUbgjLIgBxXn/eu6u/GmmT2zxG3mkVxgqQBWVpfhm11aBrmO6dFLEeWACU9jSh%20e2pXsXVajT3Oao9K0tc0gaPdpEJhKHXd0wR9azQSrA4HBquupzzg4ScXud3oXhm2ks0ku/33zZAY%20cZHUf59KxPGQWLWVt4kjjhjjGxUXA561v+H/ABDZzW6W8jGOTk7T+ZqzrmhW2rRgGQpMo/dPjgex%209RTruXtLy26ehpTgpQtHc85jkeJw8bFGHQrxXS6Hq5vL9I5UjWQjh921Sfcd6Zqfhm2stOZobtp7%20tDkgD5cdxXNjIIPQ+1Z3jPzsb0q2IwbT1SfTuj1dY3SM7Qodhzxxn6U6IZl2ou3GOvbHpXA6Tc6x%20qTrZWtzIFJyZD2+prsbI3UNsIb5vNuF/ixjNKcItrW36ndCtTxF7Rs7F27ihueo/eD+JRyPr61zG%20t6HO1qwim8uMHdsB/d//AFv5V1ClSmHypXjNM3BoSWwfUY61lhqrneMotNfd8jrlhIRp8qldM5PQ%20NK1Wyndkih8pwC7M2QB+Fb94CtqzM6AAZOeOKjMhhYvp4k3g8wEZU/T0qG633GRKDyMmJhgr+FbJ%20wc7dTowlOtQXs1K0el/yIcE854q5FfPFayTSPD5UfUFsN+Fczdu8Vw6QNIqDsM4qmd+3kk59ah4h%20NuK3RyY7NJpOMab0urvb5HYx67a3FpJHDKFmm4CMDn061MFxtwdpGCMe1c7bQA3NofKjjAw+/d1+%20vvXRhlZtqspYc4B5r18FH3JKSs7nx2dyrQrwlGV9E9P1LcUgdAeh7j0pVGTvPTtVLny+Dg4qx9qj%20+zlzkYXkYrGth3TemqPoctzaGLh7/uyXfS78jOvDqj3JW2BMRPykcUh8PCYNLdl98wAYOA20j+6e%201XWu2C4jVmZeRtX0qI30cpE32l97DPl4yAfT0rzHVhF/Fc7JqMZ80paeffyLUcIhjjt487UUDJPI%20FTqoUYAwKhiJCK+Q2884qfDHoprpujpbjESsbWLO6doJbXezD5ZEU45HQ1rMzqw3BFUttyWqhe6l%20PBctFFAJUAHzjJBrkr1KNSDTlp5DlVeHlGdm/JJu6foaQcfZ234U9wTjBpZGJQhHAzgn5weKqW6H%20VdNkS4LRrKSpXjOPr1plpp0Wi747Ylg+C287vp1ppxavc4qFCFdOMW1PorWXzvsVdYklvgbds+Sr%207lYDk4plnaTQKji8m6ZMZPH41d+bexxkf0p6EZJc4AGe1QqScr7s+kVGlRocjWhSbxBCk7rdhQw+%20VXVTsPtSyapZ3DQmBklaNsldrDj0NQSWlwlvsgMDANkAsG61atoVspIzfRqpChtwXh2+noK1wkpO%20pa2yfz8j5/MKGG9nelJXb0S39dy89hYtL5kttApj+YyYGfzrCk1e5u5J7TTkJikHBP3sDvmuhjjt%20762ZSA8b5BAPOKht9ItrV3FqpBY8sxzt9hXPXpTm1Buy69ycFiKOHUptXl07fMzTfzafpTRC3ufN%20X5S0nIB781Rk8RSPZiE25Izhmj54rqXBi2x/eVuo6kiqs9lazMxhtPn7svy//roUJxkne67HRh8X%20hVJyq0ru973K8Vs4sUSQiOaYhlV1yQvvWgllHHB5O1Xj6njrRb2620QXzG3Y5ZwDn2rEuteZZ3jQ%20+T5eVK46mply04/vOrBSrYys1h9Eu3Y3QzgqfvccKR2pqRxtOJGjVCoP0Y1xs/ii/tWU/K6nnayY%20XFJP4xuLx4vLAt8HDY+dW/CqhKtNx5Yqz6mToYaFV0p1bSX3X9TrprVHhC3C5t15JzjjtWU3hm3m%20lV7W4ZoScsvXA9jWqtn9qslWSSRA2GC5/oaqRWz6feYM+ExnCdW9BiirT9rNJxuXRxEqUZctazX3%20M1N0VtAFIIjQYC45qFoA4aSWMMZBgIeRj0xUKXSRgNLK1zKM/uwvT/69Piuu/wBmmVs/L3wPSupU%20Z2u0eU60Yt8srvuYN7o19AxEADoTuCoMEfhWxYzyW1kqX0gd1/gQdPYmpku7pc/6BIQT97cKW2si%200j3FyoDEkqnYe+Pwop4aFNudR6drmuLzKtiKcaMUrp7tf1/wSD7TdXuwWbpFCF5ZsEmqknh6A203%20nTPLPN0dxjPOcAelaBtbW12zMSW+8qDjJP8ASsy7uLkzB5GICnKFTwK2qYz2K/c6L01+b3Zng8E8%20RJwqPfz+6y6DLGFrB/scEa2+8fN5g5X1Oe9akhto4P3TJIyKF+Rs4OepxS2V0L6FvtMSsU4Bx96r%20ItURhJ5KcjBVRjA/rUe2pVHzpW8uhpV9vSXsJP4evXy9bGfc/bfsKS2SMZC3IJzx+P4UltaX05ja%20+ZULjgJ1H1rVBKk7MOvZc8rUd28ixo8Ue51bhWOAc8dawd5T5r/LoaxxU/ZeyaT8+v8Al+BSurX7%20LBvaRyFIGMdaz9QeP7MjTRSyQsQCwX7mRnJrTu55nRRNagp/dLDOfpVOWa4lREji8hl/gU5Uj3P9%20K1VO6s7fehUakIuOtpX38vkJbuun6eqhJmi5PC5bn2qCaC21y2MRhuI1DfK8nynPsP8AGrAkuHSO%20PyhE+4bnZ8gjv071amWES/KpcA9zx9R71UeWK5JL7jrxOKjKSnTe+9zjfEHhi5W2sRp7ecbctuGQ%20CQe4FY8sE4kVFX5+hHQ16NaXSPfPA1q/mdVZ23cf0o1DTNPuY2aV0SXH3sgGsnKP2Xp5mUPcfJNW%20b+aPO3tXVWE1yBgZYgYx7VmR3PlzbVl8zD/xA9K2tZ8PX0f7yBjfWhO4lOCPqK5m4J+0RiG3KYID%20qW5zWtN3CquWVuUtRWRvbnO8MFOT9KnlzbvsVI1XdywGarW6zW02/fhe5B6irrXVsVbcmVPOAvf1%20pt6jp8rj2ZICt/ZloIyjRfeAHBH+NSaU0qPJsbYCvJAqS0SOyg8zcpaZMqrccGmrqUNvCxaIJ9P4%20qhm1kmpNiTMSGLPu5PJGKrSXwhXYiZfqCRwKb9rW9ztUoCe/QVXkhmZyRygO3K0JdzKc39ga8zMc%207RuPenQb4xgliGOcE1Zt9PZvmdd3cdqJ3YQsYYegxz2ovccIu3NIhWTfuLk4GeaidYtpK4Zs96pG%20SZdpY4B6e9TqVDAS8Cq5bGcanRontFedgm3kc5zWtbvGSwC4ZeCBWVDJDbS5Dkq3UDrVpXWR2ktS%20rkY+VjtJ/wAamSub05JLUWe3MlxlZSOemelWLETTXaRJbliTxsGc/hWjZ6cVtJL2+hIU/wCpiHDS%20nvz6D1rSttQtI4Z0WaGBDGcrHwysPujd1OTUmlkncxJ4wBiQKOT0FUpbv7y2uGfHc1ZvCLhChByT%201x0qmLKKJScszY6iheYpXvoe+eHyx8O6aX+8bWLP12iijQBjw7po/wCnWP8A9BFFdCLRwvxJ03fN%209sht8sjDzZB1xgAZrz48817VrMIuJriFjgSLtzjPUV5NrmkHRdQNsZfMVl3K2MZFZxldtHz2Kj+8%20cl3M6un8Fw3K3ckwRvs5XaT2JrmB+X1rqvDOtWVhZSJdXEnmdQhGQB6CqW48E4qsnJ2sb97pEV9M%200rBQxXb8y5yKjTw1psduV+yxsxXBY5zmpdN1q31KKSRQYgjYxIcZHrVpL22kbak8ZPpuFPlSbZ7l%206dVJuzODNpNHcrc2unzeXAcuW6EDrW/J4jlkt43twhRxw5HIPoR6iq/inV7qzlS2t5PLSRGL8dcn%20FZXh+wvdQWaOCLfEo3bicAN7fWhrmpune3Z+f/BPPo1KGHxqlUjzR6q2nyXkdJZOuow3AkP+lp98%20uMDB6Yp8GgaZKn+kQQll++ckZ+lYdrrbWl1Kl1D+8wECxr82R296u2+rXmoXUYgspoRGdwfsT6HP%20asJUpQbO7GypVJqnTaaevpp6WXodSix2EYjWNI4toCKg+Y4/nVCfU444Dcc5LYMbjDfhRb2p+1tc%203LN9o+6p35AX29KtfZot5fy1LN1YjJodKejjKw6dCNJu1m7fj6IWCVZ4VkUEBh0PakmLbcIM5yOl%20SdPYUtbmydncrRxCB/MCHzHGGOeAPpTLorNdp5gXy1THX5ifUGpLz5Yd+GOOy9TWLdwG9uN5LxsF%20wBgmud0lGo5o1jSlVSvsv62H3cKbSt1zzjzBzjJ4z/jVJ9IRWGS7Z+6B3rZj0C2SNHZrhuFJw/U1%20a8lbcLtUqc9myaWjlzSjr3MPrkVH2SfOvNGFOlukqxNHIGUcqByPc+lLCk9hdtKLR5RKNqAHnArQ%201GK4llDK+xhyy4wH44yfw6Ur/bYrPzSyzzgjYqggAdxXP+9TTg9r6r0Z181OcHCqlZ6NP1/4FyM6%20lBCUEr7CVDYIpj6zZ4ILnp12Zqjb2LjVo/tCFovvMxHy/Sreo6NaiCSe3faVUkIpyDXXHMcU6blF%20LTve55NXhzLZ1rtyV9fdasvwGPHfTbfs1x+6ZAVAfbioRp87SGAtGH253MxIwakl/wCQJaFyYmzj%20heTT9NvILDzJJpGl3naBtPFY2pt7b6nptShH3Ve2hq2az2Vom5fOaMjBUcf/AKqH8S3EkrRSRxRw%20k4bYmTVSTXYHeMW8b4ZsSL0GPWhr6FHYQ26MMg7mFFSrFxspW6GdCFXm55wv2WiL7251K0yjgI3K%207hVGHUltE8kxK+wkbgeta8UwNkJQqr8pOFOQOK5dj1bGe+MVw1sPT5Iwsa4HEVa8p82y2JZpjNO8%20g+Xcc4B6VYt7sQ2/zIZHY9WPQUlprSSzRQmxVN5C5PapZ7SWaFLiOIndkFQOgBODV4ZPmacbHZW5%20adSEKztf+uhGb1mPzIMegNNuWhubd8oxcfdyehxUJRl5KsAPUU6CJp5lRflz/e712OcIq9R6GuId%20GNk5emtyHSIVsrkzXOTgfIE9fWum2RSurtGNpXIJ5rGmsZ4FLMoKjqVoiv7iFAqSfKOgIyKWHjQn%20Tvh5XRw47CSxUva0pe96mjEj2t9JJDbu0TrwF6ZzSGS7iDTspVc8ofSm2GpNLMI5goyCQw4qxc34%20h+Ty9zN2PYe9dsZScuXlTf6I+VxmGlh241JcvXTz/P0H20qXMZHIcctk8/XNORWA4AZQeCDgms63%20R/tKAI6BT93OTg5z+HStXeB0VsDsFrPE0405WjszPDznOHv7/mM6lnOSF+6D61D9mtTIWaKIsF+Y%20kDOasxE7SSOdx4qI7ZZiNvBblselc7Se50xk4vR2EWyg8lUMS7R2xVf+w7DzllFtGHU5VgvINaNG%20adyHq7srzPJBGX3CQ9ArDqapWixvITctllOQTxv9c/4VekDPcKqkAqpbkcZ6D+tVXtw8n8KyE8sR%20yTXTh5pJp6X6k1aEqkVKNnbp3LYkhSMrCY94BKqCMk1RWK5uD+/LBh3J5B9gKkuNNje2QeWv2hTl%20SBjcfSnafc5VoZjskQ9G6kf1q4vlhKVPXvff5eRzzjzzjGd0ultvR/5Fob1JO3I7A9ajnuxHlVUt%20IRwCOn1qXzFJwCSfamtu8xZGG0AbetcZ2K3YzkjlkAfDsxHOR1pXtpQufKOD1B6Vpr/q1zxxSCaM%20jIkUj2NAr63KVpNFbRLGwAUdGH9at7jKcAlQefdhUMsMchDLGc9d3QCo0hlUEfMVH93p+FCVy4xc%203qy1J5cW1NvzHoq9ahlEsY8x5l34wFI4H096W3iBU/LhW/iPVqL1R5atxuBxnvinswfuuyKIkLMd%202dx6k9aV228Hr6d6CrOQIxlwflFWEiMb7phuY9iP5UJXHCmqibW5AAzclDj25qOWNyrIjmMkY3Ef%20dPtWi07vGyogwBzz0p4lRoAZSvAGQaLNCdKS6GXYxR2tmIH+aRckuvVyf4ie1UtXtpJ7dfLjV2B6%2098e1bLwwsS6uIwex70tvbgnMuRjonrU1I88XGR04XFVcJO627HP6XpVxLsnnaSGEHgZwX/wFWtW8%20OWF4u65VfMx8skYw3/16152azRpFjaZQMhR1BqlHZ3N1/pV3J9lxykcfb3Pr9KiP7tKK1Noz55yq%20ydov5/LucTqXg2eJQ0LGRBzlRyPwrO0Dw5Pq1zMIpkxDydwOCfSu9vZNQmeNEMaKDlp0GDj39KvW%20KWwDvbbCXPzsq4LH1NdFKblJo6amH5eWUrJ9jzfWtP1GyaJZLIhohsSVFyG57VqWngueXRpLnUJH%20N0yhoolXOz6juTXfMoYYYA/WmTTJbwPNK21EBYmtkrEeyV7s8ntrGaymdbzKIOAGGCatGSBJCIzt%20PXI4FO1fUjq9y11M4ERPyrnoO1ZEhZ5MgjHQVk1dkXVNWRqvqsEalQp3HuORToLyymbOCM/wjoa5%208+YWPynj2q1ZRjfkybGA70nFBGvJvYdNp8lxLK6siIpztNXE0VmhVpomOV/hPf1qxpssyZia2jmi%20kbmUdQa1uR24HapcmjSFKLuzlTpc1rKX+zCZOgBzxT7DRJJ2+1XxW0slb55D35+6o7muutFjZJ5b%20gslvAnmPjqw7AfUmuU1bWLrUHAmASKP/AFUQ+6g/x96uMm9zKdGnDUvX+sR3Fy85OFUbYoifur2F%20Y0d00swYgYDcYFLCIZMSzMGz1U9qYuDKBGh68CmTKTlZ9Dct3EnR1z1KGs2+mb94E+ReRjPeq5aW%20N2XkEnnilmt7ho2xEx4qbWZbqNrRH0N4b58M6Xzn/RIuf+ACik8NAr4Y0oMMEWkQI/4AKK3Nlsc9%20r2qwWGt3G+6RGG3KM3+yO1cp4jlstYv4vLeVLhI+U2HLjqAM96b4zMSfEC5ediI1MZOBk/cHaoNU%201q0F3HdWUYe5ADCYkjaR2I78VpChFwc72Z4GNxzlWVP2attdfrqY5ls4+I7Z5G9ZW7/Qf40izXEm%20RBEFHokecfj1qG4mNxcSSlQpkbcQOgJq7pGtTaO8rRIsgkABDViYxacrSdkS6dpeoalcFGSQqBhj%20ISBj8asXHg/UbeLzYzHIw6rGTmtbS/GUc7uuoKkAAyrLkg+1aT3cur6cZNHuVjO4gll/zimejTw+%20HnDRtv8AE5V9M1OK2Mt5PDEij5VuHUs3sO9WNM8Xy2MAt5IIjEO0Y2ms6fSNWnlZ57aeR88k81ta%20D4V3AXGpIVIPyRenuaVrqzOWnTqynaK+8uyeJNHuHje5haCdRlXCAlfqRWvYzySOJNwkgK/KxHJ9%20/auK8RaFHpTrJFcB1kP3GPzD/EVc8OWWsmJ/JYwW7jhpB091FWmuVxk/QtTlTm4TX3HXpldzsQkZ%20OSW5UVy/iDxOilYNInfcp+dwAVP0Nb6mWC3PnojqB8xDcsOhOKzp9H0u+3N9jkjXOPNjOB+QP9Kl%20U7O6Z0yjKcb05WMDR/EstneSTX0s1wGTaF4OD64rs9OvI9QsY7iIMEbOA3Wucj8FI06P9r32xPIC%204JH1rqLe3jtLdIYV2xoMAUJGuDp1o39psSHIBIGT6VkXF5eXLiG0eOGYN8wkGQw9PrWvkZxnmoHt%20IzP52AGHepqc3K+Tc71yvSX4D2XAjGT15wainnWxQqyEr25/nU+4AAnGxTkkD7tRXFxZPgvKGA6g%20DORXlUYYmnNc+1nfW5vKrQu1BN+iMx9Qm82YK+FkxkYzjFJDqEsH/LVsDoeuPqKtsqavNLHb+XGI%201BBKjcT/AIVBDbpLbtiNkniOJYz1+oraVeFDTt28y5On9X5qtOz69/0L5v4rmz8tyE3jBOeCPY1j%20XtlBEifYp41kU5z5nSneRtysY+U8lG+6fp6Gm22j2UrETPLFntkDb7Hij28a0bUld/c0ceDnQim7%20teVrlU297eRbDOkrA5xu3YosjDbXLJfMjIv8IHRqsXyx6G8ZsJRJ5oO4uQ2MfSsmRZZpGkaNyWOe%20FrmnWdNrT3l6tHs0qNOtT5k3Z+VjaNslxN5unxFoduCUB+9U9paP54E0cqJ3O2qEb3cOmWy2lwYG%20JZm+XOecf0rY07Uz9njiuXZrj+KQgBSaxq1Kko+0Vtei3X6FeyVONou/33LN7LDHZSBWQEjaqjvW%20NauYrgZxnpz2q7qUsYntgpDog3HB96zrySeSaScQMUdsjiowcHFXXqC30C+1BZrlbbyskMBuHTmu%20mhfYqRAE7VAwPauXguQkDs0Sj3YcirOn38d2z+VKj7V/5Znp+VerTkpXvv8AkcuMwTxSs3sa2sCR%207YbFO0HLc1jJIY3RwSCpB5q/cTyJbvtaQcY5Y4rM3ELjJx6VyYqmudSueaspqwknzK69Tp3lREDy%20EKpHeudcgOcZAJ4rXtYMQxu481tucsc4+gqaULPIEZRsHJ3Dr7V4uXYn+z5zXLdPd9NO3/DnZSrq%20F7amet5Z6VBG0qiSR+cryT9PSiz1CKWWSaGKORmPdvmA9cdai1bTIAqOBgMcY9Kg0i2itr5CM5bI%203dSPpX0uExVSvH21NJwlve99NzlxOXU61F1XJ861vp+pvQXcckjKcox/hb1+tSy3MMOTJKiY7Fqr%20XllFPA7NuZlGeCecdMgVyUthLLqBiQNtLcSNkqB9a3rK8VOjFtt2t/XQ8nB06c5SjiKnKkr3/wCH%20e/5nZ/aFVGIDHJJBxiqovHtrcyyKpCggbmxxUFm5gsAZFmkjX7sjfxD6en1q9c2NpfWxS4hR4m5x%20jANVKHJ8SBVaF7Qu/wAPwKdj4gttSGLW5tTICcoJNxAHfFXUaWTH+kR5PYJ/9esnTfCmlaTdyXNl%20A8EkibWw2RjOcYrUij8qfdkMAMcjHP8An+dYqpTnrTd0OvTlCduWwkMxW4nLuD8wQZHoP/105pPO%202NwuPQ0wWsV1bDzXYbmL/K2KfDY2sCBF5HXLNk1aaUtjSMqMfed2/QQkZAySx6c1WvIhBIl6zAGM%20/OSQflpNbs1k0lxAvzoQy7ep9q4+8jngh/0tJljfgbgeaznjZUqiUYXOxYWnjKDlzqFn18tV1OzG%20sWsrIsVwkknUBRyakOr2UnyLKH3Z4HeuO0W7S2tp1glSzl2nE0iZz9KfootLWB7+cG5uSSQAOByc%205/T863g6UnLmTSiu+v5HlzozvThTkpSl22/P8djs44FltTGxYErgkNz9aZaaTb2bBod4Yd93Ws3R%209WvLycF7cC2C7S6j7v4963GfGAvzE+lc0JqouaJpiKE6E+Se/kObG07sY96iDEMQAzJ9eRS7TIfv%20dO/+FEbgAjbhQfvAcGrMfUFfacD5l9QOn1qtcRSO7SKCynp6j8Ku9aR22kAcsegoEV7Er5bDjeDz%2064qeVd67cEg9QO9RogF07Y+YqNxHQ/5/rU1ML2IS4WPZ5bKMEY7VSZTvG5hhV5Ydq0/Q1Bjet115%20OPyFXCdjpoVlC9kMhUgbmyD2Y8j8qnz8uHAK/wB4VDDM3lgBd2AOB2qZsqdsfDH8hSle+pFZS57y%20GvII8LzJu6KOtV3glRNxAPfav8NSp/ouS6Fmbq4/zxTpbhEhLrlh/siknYhNx0RUvPIFud3z5GQo%20OATjviq1hePeWiKIvJVDgbcYJqRJmRgytgk9e2fpTYkjinaTbt3/AHtv3SfUinGK5r3OujKm9Hv3%20f5F+o5ozLC6BgpYYyRnH4U9SGGQQaCQOpxXSdxwF/wCFb63kkWNEmjPKuvXPuK56ewlilm81gpiI%20DA9/pXqjX8MbyIQSoYAntzUV9pFjqgHnQK57P6fjWXL/ACsidK55skkcVtIQMMwwAehqfT7eS4ST%20KYAHV1ArodQ8CI0hktpmwBwjf41jy6dqGnKwkXbEATj2qWmZxjJayRFbw/YAzPIcA53Z4qd9atwM%20h9x9MVlq01ym/G2POHLHkfhWjBZ2c5VYlVmJwADyTSa7mkZSekS4L8XOg6g8IbPyIfxOf6VzE1vI%20EZpBgeprp/EFuunWUdrZlSsbh5ivRnPH5Dp+dc5O8k0RLHhTjimtNiamukjN2E9XAya0NPVoriMN%2090n86ghtnM5CjeO5rRijWKRQjZORx6VUmc1GOt2TzPGSQEbIbnHOKhaQbXG7gDmrqn9420EKMkn1%20PpVOeVGV/wB2cHjNZWO66itz3jw/z4c03/r1i/8AQRRR4e/5FzTMdPssX/oIorqQHAePYrO81q4h%20t4wL9ChdiT8w2jAA7npWZdeCbiPS4p7djJc4BkhOB+X0rutQsrVdfuLqOFRcsFDykZOMDpSMisOS%20SfX0rGU7PQ8OtBOpLm7nkU0EsE7QyoVlU4KnrmuotPAc0gie5ugiMoZ1VfmHtWh4g8NPq+owzQus%20TY2zEjsOjAVs6dDNY24gnuDcomAshXBHsfWk56aGEaWrujLPgXTDjElwMf7QrUtrCLTbcQ26YhHT%20HX8atvcInC5dv7q00ysRkvt/2UGf1pKckdVBulLmSIg34VIig5MgPP3R3ohTZlv4iT8x5PWpVwCS%20WJJ7mnKpc3q4pzXKtDLXw5Yf2g97LE0sh5CyMWCn8anupJTJAIjHgtliBnGB0q/uFU5HaOPepwSd%20pAHpWbbZnh4c9VJLcZ/aCIQ8ykqRgbB3NN1Gd47ORbdAgVd25vlU+3rUYlkYmNF3EdMLTrkS/ZXF%20vH50wXCqw4J96uF4tNa27ndXwlKN9bejC2VZIFKO2Cc5B5J71YclUYjqBxXOQaZq+lyPez3Mflkl%205IUzjJ54roIWEoRZCCxwSOn6V0zatzp73MsPiU4ONvhM6/jvIWgm08+ewf8AexnHQ+laSkvGCylT%203HQ1ajRIwQoxnngVBfP5MEk6qztGpYqOrYrnjPoZ08T73vPRlQ3JLPHDazSdsPwBWfPYzQyKpiY5%206ADj6U3SvF0d1qIt5oDbpL91mbOTXTnGMGokpRe500MxVCfuK8eur/U5m20m6h1FLyMvDJkAgn5W%20Hoa2pbZppTMWCS7doKcfn61YkbqkhyjjHI5qilvdmZlW5ZYV6Ejn6V4+LoY3ESUlJK2h6E8wp4hW%20crJLqRWMqwTPDOFVuu4j+tRyW893fNLDHhDwGbgEVpJaRZWV9zygfffn9KnEmW2tnP06/StsJgfY%201HWk/eatpseRDGOjFwhqvPsYl5pbRjJRWUenSqeMcYxjtW/eX9vasscsi73ziPu34VlCNrze627x%20c/KCckj6V61Or71mvmelgsfJRSrO6/FepSd1jIJGcdjTJbtZHJWBEXsATTrqFlb5uCKroPvEjIA/%20WvKx86vtuWOi7lYyrN1FZ2XQmiljY4kG3PRh0q+ly8EflyNJvUY4bj2xWQAWOKtqQqAEk/WunKMR%20Np86VvQwWD/tGHJWb5VrdOzv6k0l1NLaywSupEoIYgcjPpVHRrCDRpJWhZ3EgAwx6VKrY59KU4H0%207VLqU4SlKMEm3qe7TfslyQ0RbuboSxbAmCT61UwT360+SF4WAkVgSARkdqaMA89KyrTUqlrWQufn%20XNEvWepNB+7m+eIcKQORWn9o3RhkikkU9MYwa56tjRd/kSZB2buK87EQhG9SxzSwdKT5mirc/aJ3%20BaF1UdFA6Uy1ItruN5yIlGeXBAzit0OAB8w/OsHxP50/kRQo7qMs20Z57V0Uc0lGPs400kdHsYzh%207LZPQ0k1e3kuPKCO+P8AlpGMqfx7VMtujEGWKNy/3g685+tYXh2zkilkkmjdCQAobgHnmuk3oxwz%20LuHOFPSvToVJuPM9GfK46hSp1PZQ1S6mS9xNP8twrwKOBEBx9PenNdiC2fEhCoM4z/jWiB5kbRyJ%20kf7XQ1nalaQCIQpEiq/Xj7x7V3e7iPc2f4HnJuhLneqX3mJ/wkl8QNxjIBz93FWLbxLMpZZY9zSH%20qp6Z4qjcaUIMj7Zbnk8EkdOuKbaafcNLFMqb4lcAupyK+eo0q9HSCsr/ACPvMRTwlWPtJr5ncxAC%20JACDgAZp34VGhCs+8bCT0qC61S1sgPPcru6fL1r1mz4h92TyExoXX15B71TurxI5fIkWSSReQqrx%20zVkzRTwoyOrI5H4iqd1IRcMYzgxjCHvmhptaHdl1NVKyuttSGOdJ5ooHtzuI58zpnHXFLfTxs3lp%20AC+3BKDpTbf7QdQimumBI4LA0++tGRzNA+QzZbnp9a3y2nCM0qjd/VvX1Zhn89F9Ws9P8y1prQi2%20WJWUlB90HhRU7IfvJ8q9WB6NWAfLiQTSRZVfm3KfuH1PpUMnjGC0uYkY/aozyzqfuf41vi8Mqcrx%20d7nmYTGOsm5K1tP66mpqN7qKSMtnaM0OzG846+oo0e3voED311Idw4iHzY+pNaYlFxEDE3ysAQ2O%201Ikm0ZZSAT97rmvN9l73M2z2HirUvZxgl3fVirGwJ5wvoOtSbVxjAxQGB6GjcK0OS43aVJKnOeoN%20KGJ/hP40uR70bhQITcf7h61XjuURpAwbO8mpZZWTBSIyeuD0qiLeaQu20gMxIBbH6UylsWJbzoEH%201JoS+t/uK4D5xtb1+tVjDMh2lRz0OarrYAS5JUEYPJJyaOWT2OijR503L5WNV7gYxvTPs1Qt5Moc%20b9hxnhuv51DHZtJlvNUMDjABqNoXaUqjq4XG5h0+lUlrYzjTm3yrccYU2hlPzZwPQmnC3lYnanAq%20QuyLArRnEfPBzk9qbczwwQvLP+7x82X+UCiXmbzjzLkcFd9RixsJNv3W781lXF/H9reD7SUkQ42y%20EgfgRWFqN3J4huEl0nU9nkN8sIOxx69etZ89vqexWu4nLF9u8uCfqcHrV/ZszspP2dlHU7bTryZr%20nZclRCoO1lAYEdhxWplARsI2NyP615zIbi2Zdjsqr/cbkmnx69qqhHM+xM8hyOlRD3WZxpqE3K7b%20Z6LTHjSQESKGB65rhB4t1CC42MyyRnnhRWjZ+LJrmM74FXBwQcjIrbnRummXdS8J6ZfodqtCT/zy%20O0H8Ohpg8Nx2apHpzm15GZSod/rk9D9Kd/wkyqy+ZbE+mGGBUw8UWgA8yORQfbOKT5Xswst7GNe6%20d9jjNqZDMzAkEgnIrM8qKJAREpVjyvU5rsGu9Kv8bpoww6Hdgis258LhQXtbn5Tzh+g/Gs3BrYu9%202c7NbKoJRcMfT0qpIyvKqJGQxIGMdTWlqVrcwxksm5AeWXkEfWqdu+9432AY6c/rURehM42lYseW%20sMLKOgz+dZ7+cCqLGrF+AR0H1rRkUySMFJ91J4qs88dtGEJAOMZJ/lVJinY9w0EEeH9ODY3C2jzj%20/dFFLoR3eH9OI6G2jP8A46KK6UMwtSuVi8Q3CsQMqo9zwKFuVdWKj5gOnrUOtabLc+IJ5N4jT5SG%206noO1cxe63e6Rr6W92qC3DZ3BfvKe9cd5NyutjnxSwrV3J8+i8l6nXmMuBvOD6L/AI0yR2RMI6k5%202jjkVhr4pspdTWCOVnDHKy9s+laN7c7bV2td0s3VFC4DGnCz5W+pxqlae90t7EqhYun598/4VaVu%20ArgBj2HQ/SubtdV1ZpdlzpKru43liFFSSXeqT2V0LZ4leFcrGqbi3Pqauo1zWHVi6idWEfdXU3o8%20op6lcn6jmn+YvZgfpzXml/rutMohuppYQR90LtzS6F4km0R5cp58cmMqzHIPqKPZnD7VXseklmP3%20U/FuKaiZ3h87s8gdD71FYXyX+nw3ajYsq7tpPSpWkAdWAJB+U8flUGq8hWkWLaNpOegFNSUeYwPy%20qfm5P50Sq7qMKAQc+9NY28QUuRubkFjVJJrTc0Xs+TW9xt5tuLWSJAZGI4AHBNVYCTFDOygzIMM2%20eT7VI11vk8qzcFzyG/hA7/rT7WJYUePfvYHcSepJrLEYunhoctTV72OvBYSVW84rTYgHiCzOoixQ%20ubk9FIwPzqTUry5tLGaeOKImNSdhfJNRS6TZS6rHcTQK0xHytkggirosLdW/1WcHIyc0U6sKkFOO%20zMalBUakoT+RkafFaapaw3ktmPNA/iXlT7Vqq5hwJ3IjI+Qlv0JqaOIRBtudpPQ9qxtatnVlfcxh%20bjb2U1dSraOxtC2Jn7KL36tblyXV7OH7hMh/2Rx+dVv7Tvbi5R7eD90pwQe4+tLoyW6RANEAzHCu%203O7FaoXaMKNy/wB09qwUakrNy08v82eTOhiIy5asrNdF/mOjYNGCKGAYYNQwna3op4NJfX8OnWzz%20zb2VBlggya3s+hu0V73TILwCO6RZFzlSfvfnV2KFYY1RBgKMVgaZrLX0c9xNayRQZ/dsf4x/jWxB%20ch40MbCUOMqoPIHuaqXNszWTlOKl/Wgt3ZpcRsSoD+vb8a4fVrDVF1IC2ugLZmClh0T6j+td6Yy+%20DMcjso6D/Gq19p6ybpYvllA4x0b61LSkuVs7svxzw8uWTuvNXS/ruZEOkXSxqCEcgcuDgGq+o50q%20NHuhhXO0bTk5rZS7ktmSK7TG4ZUg5BrE8Vb9RktUtVMiJkufSvNoTxjxkaNWKUHfVdl5n0eBrurV%20jTk1y+Q2KQSxiRc7WGRmnq20ggnIpoXYgUDoMU7HtVSjO7dmVKzZpLbzOqCZ/N3jdzhtvtStpkWE%20/fCNyoLKTnBqrYBRIzMVGBjmr5WNxghSK65r2tFQtyvvuzgw2AnSrSquq2n9novQbDplsjAzThvb%20OBXm+tXGu6jqU0c919lsVkYRwh9oC9BwOTXbHG47RxUUliLogRxxl8/xLmqo4T6teo3zPzW3odzp%20Qm17S9vLQ5fw9aS2N/GsE9zOHIEhdzsx9K9EmWOx06eSNzt27sk5ye1UrS2aJBb3EFumwbgAuMj1%20qjrerGeL7LGoVM5YjvXDi54iajUvZX8reQS9hVl7GnCyX4/MjXxJdAD91CTjGSOlVrTUJV1iO6Y/%20MzjcB0IPat3T9CsbrS4Gmi/esuSytg0j+GYIJUliuHARgxVhnv61msNWclUvc4/7QwMYzotW3Wxv%209aoao8LwGMsPNXlRmm6pqP2WEeXkswY5HXA7D3rnNF1mQzXD6lbskCkESFOI/Y17aXsYe2fyXc+P%20hB4qssNFb7/MtXwgtbaNnXLu+xSRknNLbXm2VrWNk8vHAQ/xZBJ/SsHxLcT/ANuLcQSFYm2+Wfp3%20xWpoDCeSOW6EaFTwx+XAFYylKUFVtbq0fWPlxEXSd06duq975W27+ptyXksQJMr4zxk1U1FLWeMM%20J3mkzjDHoPWrWpTWsWnzSllZQM/IckmsnSbmPUkvYrUO0ot2AUqQckcVze0Va3JqmZV50Yq7jytd%20NNfzLNlE1w3lLKyIo4xU8mmNlglwchdxz6Vi+HNLlkt5FujKhXj5XxzW39mv0uY4rYxLbLFtlaQk%20s1arDxcbSV/Mr6zNLmg1DS+uny21fkSaRGUuXBYSkr1z05rWLgPt2c4z+FYx+zRXAtrW4uI5V4ld%20UyM+5NUxrdomrNZyau32yI7QjIAfWpp2hBcsXY48XhZVa95TV2k9rafJWN6aCGaJQykErgYGM1iP%204ZtYbn7UlsCAcgYyv1K1rWsxuFiHmb8feO3HH/68VfZsLurqoYqS0tddmeNjMFyvlekn1RQGonyl%20Bh2g4BKngDvippZxEm5umcLg4UfjVe9iSCJpJSRu7DufpWfn7bb28EzM8MUgbG3APsT3xW1SNKce%20alo9dP8AIMJQrXviH7l0ub17r9TSkvDGGldGSNRyzHH60v25Zov3TOW2556dM1n6tEscPk7mCTKQ%20ybiQy+lLpksMSxRRwvt27QzNkV5bxHNSVWmvl5dT2YZdadp6ruv1NJncR9N54wSec08H7owA245I%20fjAprKU2Migjr94EYqFjIVl3Iu1myenrzRDGwqz5Yq2gVsvSSadv6/QsmTiQA84OPnHpUyN8iliM%20kDqa5i9s7lvEIvIo8xpGEVd2AfWr00iRFZ7wSRPHjKsdwA6dq3hO6XNo30OeOBU+az2dtja3A9x+%20dIQuckLn1NZsd9azSbInDPjO0DtSrd2pJAlQkdRnpW6pp7Ml4Jp/ES3t3t2xRtl3+9t6gf8A16rn%20ULeB2hkDRMvGCOKkVbR7lZmKl1HykGkeC2QySIj5YHLluOaaTi7ROmioUv3fK/Ugk1J47gNGitHt%20zubpj1rldb1aXU5mX71uG4X19zV3Ui11AsVpH5cJPJLYJwfT0rKuLSW12+YAA+cYOehwahxd22bP%20lvzJalSG3t0l3LGqsRirS28aLhFGCcnBquU5LFealiZ1wf4fSkJWRM8okjSOOBVePPzt1J7Vm3dm%20zw4kCkd27/hWg9wcDC5FN37lJJ/CncT5XoZ1k4tgU2ZYfxetWPMMqgBirH1onXep2nB/WoIiUfk5%20cDANPclWTsK0k8Z+f9KatyZGUvEQo6EnvRdXUcAzKzZPYDNOaCCRlkZWbkEFTwKCo6vQfcWq3GzJ%20O4c1ZivprOcRxPOqMPnjJJXp29vaiOTcSVPT26U4OVzgn8KXM0JtJj4tTmBkZQsOxvldOjD3U8Ul%20prmkahKyalbxxyk8XFmNpJ90PB/CoRjPPOfaqdzYo9ykkSqjg85HFQow7WHKrJ63ubK6OZEeTS7y%20K9LMcqhxIB6FTXPanBf4eFrZ4hyCjrhqtWsH2a6MhzxkcHHPrWwviZ5oTbX0Md9AnG2QfMv0brTv%20KL01E+WSs3Y9Y8NqU8MaUpGCtpECP+ACiptHZH0WxaNPLQ26FUznaNo4orqWxRzHiKbUo9VuXhjt%20xbxoG3M5DEBRmsHw/qj+ILuZLm3hCxJkOFyQc+9dV4ijluGvIoUy7RFFyeCSK5/wpolxo0NwbpR5%20spH3GyMCsnK1zx6tSpGo0npdlxdIjtHlnSK3Y/eXMeCP8KsQedLMsjgFU42qe5FWZWOw/KcdxSRx%20yRhtu3DNu2ntmub2UHLna1N1i6rpuDejGTp5m1ZN21jzzUNpZx2bkw7ju4O9gcVb3SjqiEezf/Wp%20GlKKTJG2B1PBq7GKqTUeRPQo3ulW+t2apdjIDkqy8MOexqC38JaRb8/ZjIfWRia1I/lBYjAyRgd+%20ak3H+6fxp8zRjKKb1RELeOCNFt41RUb7qjHHepH3MhATqMcmo5LkRSFGQ5AzgdxTYL0XDYWGUe7D%20ApN2djX2U+XmtoFxM0EJLSRiTHCngMaqpEJU86dW3NycjhfYVauIDOVdSEkQ5VjyBVezuJ5pjhhJ%20EpIJAx9P8a6qa/duUd1v/Xn6mcMQ6NRaXvsKRBAAxACg8+4qpK8sr/uJxnPy9uK0Ly3luUCAYU8M%20Seg9hiootJjgCmNQ0gPDEkcVzT5aj95Hq08XFe+3r2GDfHCisA0w5yDk1bW5aSMbY256HrimLC7I%20W3BC3cHmqd1pn+kwXJuJF8tskr0/Ed6mnGMbpLT7xVqlGvNc8ldeT+7+u5JeX9xA67fLIxk7h0qa%20GeC7tg8rBgfvK3Y1XK+chDws7lsDJwDU0uy3gbyvLAIwABnn3qalTlduXcv6tCdOLWj626E5e2VN%20ihQD0HSs/UmukQbZd0Xfb1H1qe9eFovNEqNJDl0VB949hU9pd+ZaxNcPGJWXLKO3tUUqnto7NEVK%20P1SUakfeXyM631KeEQ/akBgYY6cn3rSmmT7I5hKMSDt3DKk+9Qnygqhdrj+6Bkinxtl90OCwGPw9%2063jTla7kKrGhVj7SKsZkGjy3ohuNVdl8scQxthVPtitNY0hQR4Eaj7ki9fxqyFK8rjn+Gqzkq2xV%20IXJJI+8P/rVV7nnp3ditdXMkC73JyD/D0NXLCdri1SRip3dQOxqDyhLEY1UuvTrwv+NWIXjXEQCo%20c/wjg1L2skaTcXDbX8LCTWsM37qVflzuTB6etZd5p7wPlQzxHo3dfr61tuNwx0I5B96xruG+ubry%20pSvtg/LR7WUNlc6cBVkpW50ku5QZWBAPfuKK1otGCwMrSEue2OBUTQ+V+5kjAPoeh981uq11qtT0%20/wC1oJaLmM9UZwSFYj2FX4jmJc7icYIx0pckHaoGR1AHAqTOO9Zzqcx5WNx7xKScbWIJYhKuOFAP%20pzUJWWKQKhBCgEMAAatkY2578U0ACVzg8gVKelmrkYfHVqGkduzKgguLhlJBZnOASaz7vQdRR3cx%20iUZ6xnP6da6TT4x88ysAc7QMdPWr2G/vA/hWWIpqtFReiXY7I5zXhO6SOb8O6ZMJTcXDSRrGcLGS%20Rk+4ropRllGW298fpSCNZPmcZAPArJ1K51C3nU2BXyiPutyT780qdL2UeWCbOWrVlja/NJqLffb+%20mXNSTdbZUtkMMEjgViv9rlv3kuGJ09nUFDgg8c5H1FSNf6lMp+1xolunzOwGKs4iubFVt51MW8Hd%20jIOOvNaV6kZYW3W/zjt9z7HVgMJUoYmpz7NJXW1730ffT7iGG2ha5SKWNC23eAy5I57fQYrO1ixs%209EQ3Mk7XqzttMcxyB3zxWrE0a6rNOsqM5j2Bc/d/zim3NsLpR5tpHPGOgfPBrzp4mSuqrskloura%201+49OeGVRXilzdL/AK/Ir6dHEBbu9paxWznMbRPn5uvTNaN9dx21u0kTbZjgBguDWRqumPqunQ2d%20vLFYJC25RgsD9PSqNnoN/ZLKt1eLdx4DL5RPy49c1MadGdppyT6XL5a0YuE4x+V7fdb8maVhdSiQ%20RgxmLJZmPB5q9NKYVLu0hXqNtcwdOb+1g9zdpb2gODz+n1rsUtkaNfJclNoweuRXVKv9XtCq36kU%20FCrFxlBRkvn89dbMS3kkvoNxTy1A3HHU+lYtzZmS6aU2oDMd2/y+eO+a12kjsiqyOymY4QLnHpUu%20oNbW8G+a4MaA8s54FYfWm6isrp7fLsZ08NDDRc3v1fl6GdbXl1FfRosafZioXf36jNbsrxjhm+YH%20IA6/XFc1fJBZ2cU9/fXCxufl8pcZzyK5m6nn06W0vdNvm8vJZo2yxIP94nt7V2ty6b+jOfF06NeS%20qSmlZa9/I7zTruWeWU3LjaPkHy5zUcaTy3k8eI/LXhY4l4A9c+tZWg67d31/IZbVUgdeHjXAU+pJ%20rZudQs4GUTTqHPA2tgk1wzc6c4KUG35Nt/5fqdNGarRl7FK3Zqy+4xtUtxexCCSUl4SeFfDA+x9P%208KfpvkWEUSXd5K529x90/wD6qsx3dpJeclTKFPzAAsoqxd2NtqFkqCRA68iRVAP4ivRnVpuDUly3%207b39Fc5KMHSmpTle++2i7XutF5jJ71EjE9lMtwUH+oBGWrN0651TV9QB8gRWm8iQh/ue1XLOB9Mj%20ZWRSgGTIFyT6Yxzj8KzLfXJYSy4eMSMcA8YPvXJQoKlJp6267/kdFabq3+rzt66f15fgdFPbpCd8%200rogYEE85xVDVA+rWksEajyiwHmA4Jwafb+dNdFb66hlt2GUUOMg1o/YIDEyBSFPUZNc2JnTo11O%20s2+2n/DfM1pUmqTho297P+tTH0TTBayGVBhVJUBmzuP1q1falplheLFdMkbyDPC9F9zV0WixMjAF%201jXaq5xj8OhqretZNFHJexRsYWypdc81kpPFT9pq0u2n/BHVTjBJWT6diG3VoLtzD5ckZYMO4I5x%20g1T1PWcSrFaMm4H5n2g/h71T1DVnuQ0cI8qI9geT9f8ACs9m3lMqARgZFewnocMorm5nqyR1trzO%203y7W4z0P+rf/AAP6VUlhkgkMckTK/oe/0plzKLdSzgnHpVm11JDZ+W4863fkKxwV91ParvfcVyrn%20DEEEH0NKSpAJ+XFWxp4ukc2Uvm7eWjI+dR9O/wCFZ8qsAxwwC8NuxgUWBj1mQPhmX1GKge73y7UT%20CA/eqnhjPjI3HnGOtPXcr5fgDqO1XYiU7rUs7mZs9vpTZEJUgkgHvTraWOdQVbjpg1M0ZC4x8tIO%20S6ujK/s2J5VMxkkQcY3dqvQ2UUCskTSBCeEB4qVYujY+X3qYYJwvbtScmJK2hEEVQoTKhRilBbow%20P1qQj1FBQY96m5LTYzKlgM4NG07xtOee9KxCJ8xA96iaZRgg4GRye9Iq1kNuLqGN2V2G7PQmo1aN%20DgkKWyelJL5TMWZQ2D0xVV7vbMUMW5B03VaQWbPf9Dx/YOn45H2aP/0EUUmgHd4e00gYBtY+PT5R%20RXSjUpaiP9Ok/D+VVq5DxVq17bePZoI7uWODfEpUHgAqueK6ryT/AM9pT+Nc042dzxZyUqkvUe67%200I5GaZ5yjO45IOMLzmoXCRtIZGZsDcAzcUnnySRgRxBRjIIBqTSnQlUi5R2XyFe6nWPeLNic4C7x%20k00TS3FtLvj8kDIIY84qVWlkVG2vzgkFelNlWXyuVG3JLknJxRtJFQSlpZJkSyExFmMhXJzn60+I%20EyMQ8gAznPPT0quNONwiSRzvGD1A5BOatWlkLZWDP5pZs5anKbbtbQ3qTp+zaur+gyWKaJlnjLSS%20MNrjjp2qWFJvKBkbbIxJIx0p8aKY1O0dKf5an+EZpe72V+/U4nUm9HLTt09RpWQjBKYPX5aoSwxW%20cW0SMHJ+UJxj8ual+0mYyR2sQLpxuPY/SqttPYw6q0DXam8PLoezdgPz6V0wi6abn93f1OeUrtcu%20/fsaFtCfIQSvKz45JYinPGEAYPIAOvzE4FS0jruQrnGe9c7k27m0W0RC3GPlkkx25ppgLEo0shBH%20tUyuSBlWz3wKgvrlLKA3UwkWOHliBnilqNSa1COBEcxSDc3VCT1FSiCLH+rT8qy4fEOn6lG5hkcN%20GQQWXGDWpb3CXUKyKeD/ADo5ru3VGkueUFU6MeEQdFUfhS7Vz90Z+lFKOTikZXY1cAZOAAMnAqsq%20FXjO4ozgs2Oh9OKcz+fblVO0sMZ9KSAKLllGMhBx6c1S2NY/C3ces+G2S4U9m/hNPljEmOTkfrTy%20ARggEelR7XhIEfzKf4Cen0NIhWe2giQ7TxlF/uKeKh1C8ttOszLdZWEHB2rnmpxOu4JgrIf4W4pz%20RK4YSgPuGCCOPyo66ku5gaZ4stb64+yqsqsWIjdhnI98d63F+XK4Dk9wcj8a5268Of2ZfpfaXcmA%20M2GjI4weuD2robSQSwgqmxR+Rq5Qly86WhMakW+V/ESqu0cnNNmhSdcSDI7eop9FZ3KTa1MuWF7U%20ncN0eeGH9aj6n5sknooPStWViiZWMyZP3RVEwqDmAjJ6xnqPpV2urlq0/JkON0S7VVffuaaEYsAx%204x2Y04Aq2OcDqD2oEiGYqGG4LyPSk7smpOTfvFm0Hl6bI6hg2WIOe9Q2k95JMVlmUDbnlKqx25DK%205dgCScdq0rKHzGkYHoNvA9a5XelzTm+p9O8JH6unGK5rLsOK3AG0MpBznjHWs+fLSOTkujBRjpnp%20/M1fubiSM+XBh5yfTp+FVLmwvGhk8lws8nIO3O09c16OCko03Um9Wna/+XY+dx85zrRw9FJe9G8l%200Sffv5FXUBLMkliu4+YnzhRzVe60W4Npbi1uHgjgjxwxXPckmpGlvLfVEeBBLGUxLKR1PfFVBPev%20b3BlgnQIrMIyc7/YVw0o1YRu0tbN277dT6SrNzS5pRsnd699F130foUbK9aWxVZ4IfNurgqAhO7Y%20ONxPqTW/IkqWzNC5VIl3OQ+eBWPHG0U0MhtAEKFioQ7s46VeudQP9i3EdtatDJIjBQowwPrU1pTj%20blhfmd23ay/paHRUrU6dPmfTr3b8kT2+r6Rdw7ftOJAMEPkFj+NWEWK3RRIBFkHdIG7e9cDZ22q3%20N/ardSXUsayAgSpxn64rsNah1HUtLe2Sz8tyQSxcAYHWo5Y0o8rlv3a09DhVWVaDqRfMo9k03/Xz%20KX2HS5dfm+0XPmKP3vlH5t/5VpReLNHePYTJasoPyMuOnbio/DWjSWdnILv5pC/ykfwjHr1rkfFS%20W2l6jcsqzGNRu3tyCx6/WnFU69b2cpOTj9xjiq+JVKNS1m9PNLpr5G1p/ii7vNQSKaKFLVmOHZDl%20R25qbVNX8P6syR3WqSoycGOJGwT78c81T06/jsvD1lqUkhjsUjwybQzMxbqR2FXbB11fxDBq1giN%20ZLF5ZGADnBzx+NOpQhzfu46q+1t+2qY/fpw5akudNparp33Lt/ZXGpaY0Elo3lAExSFxhmA46Dil%20tLKFrGO0v4kYrGCyjpkVpIkojCKSI+MIzdPp+tZmt6fLevEomkgX+Noz1+ta8tRxUdbd+3kV7icn%20a72t3EgeJ2ktY4Etyse5MLgHHfnrSW1ta31vJHdopdBncuFJPrntUtuqxzwW8m64gRdgbup9/WtO%204tlW2kNvEhcDO31P1rmliKVCqoSuvM6YqpOLS0afTdfPqc4kFlb3KJp7wtdHHmRlskg+prRZLm0L%20ynPl4+62MYqvpuj2Ms66tIs8N0mVHO1R/iKuXWmfakIkc+XL2JzjPpTlXTq820fPf5B7K9P2c4q6%20v6fMnF4ZraOeP50JwShzTGmtrsS+ej+XEAdx6NRp2jwaTCohaVoifn39B71pOI0AwFHpXBUrxpte%20xu79Vp8nuXGlGStNf15HP6/vn063ubGIC2Rw7sv3gB3+lbIuCbFHt9rlkyrN0qB7m2vJPsyyR7lO%20Sg6f/XrD8UwX1vbI1tMFsB/rEAwQfU+1ej7OeMpRddbNtej7nEoU8NOTpPdFu68RvaQ7CUmuD1Cf%20dT6nv+FYEt9NdTb7hyzeh4A+lZ0czqcEbl9V6VM0iyJ8rDP1rSnQhT+FWJdSUkrsujy2H3sfWqdz%20dLDMkSkEnvUDXAHyZGfao4VX7QpRBvbGM1sl3JlK+w+4EvlSl87AOmM5qWC1EcSkuXOAQOgWogVi%203FpC/Odp6Uk16ilRCrnP3ieh9hT8idF7xbV2jYNEfLZTkMOCD9atLeQzs32tFSVhj7QqZP8AwJe/%2086p71MYJGKaSF5FCdhvUS408oBJcICG+7MnKn8e30NUksUMkhmnSONRkk9Wq8l5JauJEAKkYaNxl%20WHoRTVtbbUJf9EYQyH/lhL93/gLf0P51e+xlJdjIeYoXMRaONTxk/wA6SHVrqUgKuY26EirGq6VL%20bSeU8ZicnDBh096kjtjMqRwEMvAGBzVXRn76dkXYZGhiUupkXvk8ilW8he7KCMqo4LH19KtR6JcQ%20W0jTujDH3c8rT4bTy40AQNuY8Y6mokrI6Y3ZGyYPy4I7E1Vn87OYiue4NSXQlhkEUZVM5yj05A4j%20HmLgkdR0NQlYJWvZGTMZpDiTKnNBVmCh+eehFahCtkYz9arTWwbAjbaSaakRyXM5/NEhI4XParMI%20JU7gTnuRVmz0ya6kaNFyU5ZicKo9Sau/aI9Mz9j2z3Kqf3zDKqf9kd/qaoFGx7FoX/IA0/8A69o/%20/QRRS6LI82h2EknLvbxs3GOSozRXQjQ8l8fkr41viOoEeP8Avha7uxmFxY28w/jjU/pXE/EO0nj8%20V3Vw8TLDLsCORw2EGa6fw1I83h2zbONqbcEenFY1NjwJfxprzZqOgdSvHIIzSRN+6Td0AAyT6UEO%20VIVhu7cUkUabBwc/7RzWRXQWMjDKDwpxRKMxkdmIB+lNZ1imw2ACv8qa82XiVFJ3t16Digq2o6KN%20VTCgqNx4B96cykIxDNwDzmo9zqYwAvzOV+nU/wBKeq70Bck5HIHAqOdc3L1K9nJR9o9hygCNcelD%20OFUtkHAycGoIbUwl5GcuuOhPWsd/FtsjFVtJD2PIFVUcYdTB1FFXloWgyagWZWjhOcZQ/Pj8Kq3N%20jo1rdwyhY4Z423lipJb61DpNxDe37fZYjbuFJ3H5t3tVjVdNkvZ1gkmUvIMHYvIX1qpTqVaqVO3s%20/wAUbYV0rRlPur+l9X5mjZ6jbzmRYZPNjU5BHbPap5JkKkbmUtwDjkVm6NpMWlq0ZfLLyXOOSe2P%20pV1ruGa4gjR8t5gP3ccYNOSjfTY6a0KXtJKjdxWz8vuG72UbRK7Z4Dk9aZKiT2LWt0WkVxhi3Vua%20uNGnmIQgBySDTXhd3JJ+U+valFQTD2tOpZNadzmDpFtYX2+3WZY2ABRW4J963LaP7OyRWzBUfnpn%20Bq59nTaQckk53d6huLWMAy72LL0BbiqlLme5qq9Fw9ml/XoLNLJHysinA5JUdaW2e6aNjMoV92Fw%20OMUiRqHxtGxuFB796s5bsFH1NRNJ2SZzucIKyimRxo0Sqqt8vPUVGkb/AGyZw6kkLnIOKnXcFHI/%20DNNG7zSOPu1Fpc3NfTsSqseTl5VfuE7SpbSNGqvKFyo7E1XtJJ5LjEpJUJnJXHNW8t/dB/GmZKzH%20cp+ZeMHPT/8AXW0ZpRcbbnM4NzUk9ug940kGHUMPeoyksYzG+8D+B/8AGpN3s35VG9zHHIEdiGPQ%20YqEm9i7tAZI5BtmTaf7ripA6YAVlx25qCSRpNwXACnv602GLPKqFUcEHkE+3pVOLSNZUnGPO1Yt4%20qPzlKk4OBntTGhx93eh9UOR+Rpr8Bi8xB285SsanPb3Aoxpc1qjdvLuS+dH5e/cMDr7VXjvEnl2h%20SBgnOOaRnyBKShyp+dBkMO4Ip4BBUxwhWb5iQwrePKk7rUznCas1sJPbpL80eVYdcD9azzD5co+U%20LtBJP944rUPm7t+3bxgncKrTIfsxKIC2flUnHPpmqp1JRTiuo3ThUcedXs7oh8xXgiSNJD8vzADv%20VSeK5IMkAdBjpnBNW4bhkEbXEaJOuQqK2c+1OXz77KDaoHJI6A56e9ZPDVJJa+6nrd9D1a2afV4u%20nyO7Xu2XXzeyQunSQwREncZMkFzzwDirjXcewlWOQOMiqQtRBEV8xBsJznqaa/yPgn8q0qvnk5LY%208aEJRhqtt/Ub8yDhB+BpVYEZXIwcHnvSF+mM/UilQDHHTPX1rMHHqRXMfnRqjuygtnIPNQJbSRIJ%20be6LTg/Ksx+T8adeXa2mxjtJJIVWzyfSqFzfatLa+ZZ2MUTA/fMgYe4xWdWEZR319T3svrKlh03F%20v5XKeo63qm64t2SAhejQnnI7ik0268Q3DSx+QZVZQSLkkD8KpaYkk2q+es8Et3Nn92vXPU/yravP%20FUkd+LZJYldW2sZUICevNROM0lCEE+//AADGFpr6xKfLq0loUbiyu4p1uLqSeCV3Cslu2VQdjXR3%20dm7Wu5ILe6AX7sp4NY1/4pga4WKG1kuWdRtORhj2IrUgF3d5il3QuqZKo27BxwG9KwrVKvLGUrRX%20W/X7tT0KM6DvCnq+r1/XT7iJLS2m05vOsIYrhQQkCt8h9P1rL8L2urWQvZL60W23NmNFYFCfYdhW%20gbmYIYydozyMc5p39o3NrEfLtvtUjEbVZsVVOr7NNU7tt6XfT57G9SinaUlpH/K2yG6ZrU13A32p%20VhkRsYB61Zs7yzuZXVJfPdCd3z8D864s381hrM8k0BjMhy8WeBnpg1RupxdXTPDGUMh5RTnNdc4S%20qrllppvd/ozyJZhCnBJK8k9b7+ux2mqXzaVcwzPG620vysynI9v/ANdX0lX7OnnyiEucp+8BLZ6Z%20rF0PddaPPY6sJI4kGY2dc8e30pi2FreW0doZCqbh5c5HII9KmEFoprVf0jdVak4+0g9Gr2636r9U%20y/pNnqUskn9u3aOGY+UkQ4Udq2Be21vII/MXYnGScmoZbKKCyHnzyERqAZBwfrxXnGq3F9batLbs%20WkaNtoDHt6/lSr4X2s3KT0fTQ6pYmKtZbHfal4stLdGS2IuJM4IHQfU1xOp+J9TmuGj3+XCRwqcD%208+9VmaSSdZQWVcYK+pps0Zlzuzg0UMLSoaRRxVcROp1GJe3MbpLHK4lB42nvXW6L4mnv7iPT7+3W%20aOb5Cx6/jXHrAZZlSMMXJwqqOp7Vs2KJo91511KDdgHFsnOxiMfMe30611LTYwi5XHavY/YpWudM%20ZbmyJ5IbJj9jWTISU8zJTPYdDV2N2tQXtcpIeT6H6+tTf2pZX8JTUESCfPEsKYB9yv8AhSeuxrKJ%20gYkU5GcnpT7e4kjuEVx3ArQubGS3hVmKTWr8LPGcqfb2PsapvGwkiaNCQG60W7mMly6pl2JjMCWG%20FzimOo3/ACNnB6DtUlnh4yDxkn8KYsHkzZBJHvUW1Nlqh/myptGAQe9TKN2R1JqGYptLMSv06062%20kiT7pL8evNFh6dyxHbDOXHHuajl8tOVGBnAxSXUoeDCNljxtziqVx5se1HjIT1B5ppA2kXl8QJNI%20ltcp9phHyliPnj+jf0rS/s3ZbldLdZ4153nh1HuP8KxbS3iQmSFi6v1XrWtZ6NeNdLLFNtHHzo3I%209j6U20hwi5aifZbqJYLeOd3mlHBkXAx67vSp3E1tG0U7Ksj8NtOcVf1CKCdws8piuiApeMHZJ6Aj%20+tZX9niYKv2jfuYABfuAHn5m+gPSizlsU9HsUbHT7u5v5J5LqIWi8+YxySPx/lXS3BthCkQELtIA%20dq87R23Y/lWdcaZBIyLFI6jdtf5cDHsvpz+tEcENurRRlmQ9X/iAptBGCiTXujWjqz6bfK06j542%206H39qqW9iLdRcasWtox91RgtIfYenvV77VDpduDboJncHasifKg9/U1zialc3N863UW5C33mOfpU%20uNg5kvIlvNdF35lpCBHCpJEaDAb3J71jtcXSsWDHHZe2K2bnT0giE2wxg5yWwcj6VnSQGYMY3wpG%20FUjpTTRlKMrnvvh1i3hvTGbqbWIn/vkUUeHlKeG9MU9RaxA/98iitzVHP+KdKTV7wwzvKsKupbau%20T07VdstOtrWzihgciJVwuTzir11plxPqRnDxeUcfKRz0+lNsNGkt4WW4MTuXJyB27dqiUbnNVw8X%20LmS1M3zCZXVQMK5XJPpVe6eVLWV4m/ebuAK3rjSfMgdIxErt0OMd/pUI0abbgvGfrn/CsZU2c/sZ%20QkpKNzCt5He2Bm+WcyAZxzjNWGXDZ8w5CsRz3rSGhzCVmLQ4IGB/kVJ/YsnrF/n8KORrQVSEpSbj%20Gxkt9+DDH/WHv7Gp1wFwOMVbbRLgmI+ZF8khY8n0Pt71L/ZE39+P9aXs3e9jN0qrVrOxz2oR3kt0%20rWudgUfxYGapQz26T+VNZRBgcMwGee5rrv7In/vx/rWfL4TkkmmlMke5z8vJ4/SsZ4dtrTqelhpy%20cXGpFKy0fmc1Fq1xLdkafZQBXbbliFPFYeo+KL6PUWaJUguI8xuc7gea7+z8HfYowsbJuBJ3Fmzm%20kHgm389pjDbNIxyWbJyfxruinFtRSUdl3OOrgfaKMk/e69vkcVbeK0bTyLoebeu/GBgEdP5Vu2+p%20rJLGXi2Bec5rb/4Q6LzN/kWm712//Wqb/hG3xgeQB7Z/wqHTlfR6HRSocsHF9e36mM1zcSOxgQkL%20wCCDg+hrSRwyKcgnHOPWrUXh+WN8gwgegzz+lKNEu+rSxA+ik4/lTknJKNlocn1KXtG09H3K2R61%20DND5mdrKCeuRmtFdFuRBtaWMyYPzZP8AhTf7Eu/+e6fmf8KhU5BDDVLmZEXeCLCrlMYy3PHFTeZJ%20n/VZ+jCrY8PzqyMrxAqc9T/hVj+yJv78f60pQY6uHmnormYJGCgtGQAPUUyOQtPIMggAYyK1To05%20jK748kY71Aug3SzB/Mixxnk/4UlB9iY0J2ehXy2Oq0zJ89ckfcPT6itP+yJv78f6006NOZA2+PAB%20Hejkl2I9hU7FLIqlLhtbiHULCW/HPFbn9kT/AN+P9ahTQrhLyWbzIsOoUdc8fhWlJON35MTw9R/Z%20M+ZQiO4bB64PrTow0USrjd3JB5zWhLolxI8f7yLYDlgSefTtUn9kTf34/wBahqbVjWUK0oqLRnea%20gGScfXikQ5+ZhgnoPQVpf2RN/fj/AFo/sib+/H+tTyS7GfsKn8pl+RHknHB/hHAFNW3242uAPWtb%20+yJv78f60f2RN/fj/WmlNGkY147IxXViMSBseucihecHJbvWxJo9wyMFeLcRxnOP5UsWjSxRqoaP%20gcnnmpq1KkI3hC7O/Cx57+1Vjh7q2upWkDJg4O3c2OeSOas6PdahaQIt+YpBnl0cEj/ex/OtvVPC%201/fM/lTwKrRlBuJ7/hVXw74En0eSSSeWCR3GOCSMflW8ZylBc0baGeJi5T5rcy/q3+ZDNbpeu0n8%20Xpvxn3rNvtY+zXRQwhjtBzuxjiutufDckrBkaJc8MORkfl1rmLjwB4ha7ZoNStDDu4EuS2PQ/LWF%20SFSUbQ0NcPUjbkrQvFfL8S1a3CT6dG6kbsbiAc4+tKoCrgHoabbeDvENsjBbnTSW+9wwz+QrQi8M%206ycedcWWe+zd/UVVptK61MMVh/ayXs9EYepWaXjRbxKRGd48tNxBrTsrZIbSJc8HJJYYP41cfwxq%20e7Md1CmeoBPP6Uv/AAj+tbQonssAd93+FcGMwlau9LW/E9DBzjQpKDPPtZ09tE1OG8sWd28xpOF4%20TB9u3NReIXtL2Cz1GAhbq5XM0SjgEcZ/Ou8fwz4hZXVbjTVVuCAH5H5VTTwPrsY2pd6eijoFUj/2%20WuyNOd1JrVficVXDxnzKGkZdOz7oxdO0Wzl063uG5crlGGQ0bfX61n6rbXljMPsdzeySzcyyEgbj%20+FdO3gPXnzu1GDnsHcD+VUX+FWpSMGkvLdz6tI5z+lP2LbXNqXWpU6kFFRs11WhR02VhYp9tkRHB%2058xxkir82saeigLmUpwNvb8ak/4VjqIjCrcWYwMfeb/Cmx/DHVE4NzZEE5b5n/wpRo8rdkdcMROE%20FBPZWOd1rULK4u1kmtxuQbMsx5x6gURzbMG1WOIdzGvP51rXvwl1i6vnlW7sRGeilnyP/Has2nwv%201i3jKvd2TZPJ3P8A4Vq4Ssc2jm5OOr6lLS5VS21GSVtzNB5fJ5O4/wD1qznaHICMylfTtXYRfD/U%20ItPnhE1p5sjKQ2WwAPwqkvw01VVdftFhhiSOX/wqXCWhfO09jHuvEGoXNu0KSRopXaWC5Y+9YF4L%20p7k3VzKJpCNuQMZ/+vXa/wDCstW8sL9qssk/N8z8/pSSfDHV2AVbqxCjp8zf4VdpGM02nY4aFyR+%208jKfU1YQB0yCCDxnNdWfhXrDQtG93Y89wz//ABNPtvhXqdtHsW6ssd/mf/ClyvsZxjNdDndDtwvi%20Cyk/55uW/JSazFm8+4klMQBLE5A65Neg2Hw61W0uxMbq04VgNrNnJGB2qjH8LdZUMHvbNs9yzf8A%20xNUk7FpSOSZ/l4U8iqRtUdnLDsNvsa7iT4Vaw+cXtmMj+8/X/vmnN8LNWKsv2mwxgBfmfj9KXKyn%20d7o5K2vLqxTZGqeU4AkiblW9iKt/ZbbUAf7Nby7hOWtS2Tj1U9/p1reX4UayceZeWLYJx8z/APxN%20Qv8ACPXRfpcQ31ghQggh3DDH/AapRfUzal2OGW7minIUkKWwfWtjcgVQrFgRnNdXrXwn1DULyO5t%20ZrCJ3jHnqSwUydyox0NQ2/wn1qIFWu7ApjgBn/8AiaJRuTyzTsjkLuLdyhwW4Jzxis5pntpCY2yT%2094gYr0S5+FOrSwMsd1YhyOCWb/4ms1/gzrzNn7dp2e/zP/8AE04rTUiVOd7o5WCCTUAJZJQix9Md%20atzQyXBBMp2qOOOTXQw/BvXI5QxvdOC+is//AMTWjb/C7W45WkkvNPZjxnLcf+O0mmaQUtmjk7cP%20bRlo4woHbHP1rc0q5gu7OUGRknxgAMA4PqO1bsvw31JyCstgDjB5bn9KoN8JdTacSfarMAHja7j+%20lTyN7myco7IqQRLAPKuJlyDkNJ/EfU+9WjZAyxLEkogKg+ci9/p1BrZtvAGoWdrIYZ7R7tm+WSQs%20Qi+3HWq8nw91yZiZL+1YH1dz/SjlaNVVfLblKs2mrLK8apJDAqlvPVv3g+g/i6DiuUOrJfTNbW0c%20lvHCfmkx+8mx0z2H0rfn+EeufbBcW2pWsbgggiVwR+S1sa18PtY1aQH7XZohRd4BZSXxyeF559au%20zsZJts4yRzIo3MSPf8qqTzQqRmMSPkYXNdgvwt1cR7TeWRbGM7n/APiarz/CPVnwY7uxDAg5LP8A%20/E1HK3uEr9Dir26WWcRpKxbdklj0/Crsd0iALNtXI+8Olbn/AApnXN7Mb3Tsk5+8/wD8TVq2+EWs%20RL+8u7Bjg8hn4z/wGqcDKMql9UeoaGQdB08qcg20eD/wEUVJpdq1jpNpayEF4IUjYr0JCgcflRWh%200H//2Q==" height="352" width="628" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Mapa de uso de la tierra del municipio Cotorro.</span></div>
      <p>El
        objetivo es obtener patrones del nivel 6 de la Leyenda, que consta de 
        52 clases. En estos momentos se han detectado 21 patrones, aunque todos 
        no tienen la misma presencia en el área de estudio y no es suficiente 
        con la realización de sola una toma temporal de los patrones. El total 
        de muestras se dividió en tres ficheros para el trabajo con las redes 
        neuronales artificiales, Train, Evaluation y Test. La mayor dificultad 
        para la detección de los patrones en las imágenes de drones son los 
        cultivos de ciclo corto y de baja altura, como el boniato, el pepino, 
        etc. Se desarrolló una herramienta Informática para la anotación de los 
        patrones, que permite mostrar el mapa del área de estudio y el 
        orto-mosaico de las imágenes capturadas desde el dron. </p>
      <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Ejemplos de información obtenida sobre objetivos relacionados con el uso de la tierra en el municipio Cotorro</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th align="center">Uso</th>
                  <th align="right">Parcelas</th>
                  <th align="right">Área, ha</th>
                  <th align="center">Uso</th>
                  <th align="right">Parcelas</th>
                  <th align="right">Área, ha</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="left">No apta</td>
                  <td align="right">13</td>
                  <td align="right">8,9</td>
                  <td align="justify">Caña de azúcar</td>
                  <td align="right">6</td>
                  <td align="right">2,6</td>
                </tr>
                <tr>
                  <td align="justify">Ociosa</td>
                  <td align="right">57</td>
                  <td align="right">228,3</td>
                  <td align="justify">Cítricos</td>
                  <td align="right">12</td>
                  <td align="right">10,6</td>
                </tr>
                <tr>
                  <td align="justify">Roturado</td>
                  <td align="right">216</td>
                  <td align="right">195,4</td>
                  <td align="justify">Viveros</td>
                  <td align="right">46</td>
                  <td align="right">27,9</td>
                </tr>
                <tr>
                  <td align="justify">Bosques</td>
                  <td align="right">50</td>
                  <td align="right">177,1</td>
                  <td align="justify">Frutales</td>
                  <td align="right">228</td>
                  <td align="right">302,3</td>
                </tr>
                <tr>
                  <td align="justify">Deforestado</td>
                  <td align="right">23</td>
                  <td align="right">35,2</td>
                  <td align="justify">Mango</td>
                  <td align="right">212</td>
                  <td align="right">222,1</td>
                </tr>
                <tr>
                  <td align="justify">Arroz</td>
                  <td align="right">31</td>
                  <td align="right">12,9</td>
                  <td align="justify">Pastos naturales</td>
                  <td align="right">1 257</td>
                  <td align="right">1 811,6</td>
                </tr>
                <tr>
                  <td align="justify">Cultivos varios</td>
                  <td align="right">844</td>
                  <td align="right">574,4</td>
                  <td align="justify">Pastos cultivados</td>
                  <td align="right">129</td>
                  <td align="right">232,7</td>
                </tr>
                <tr>
                  <td align="justify">Embalses</td>
                  <td align="right">22</td>
                  <td align="right">66,3</td>
                  <td align="justify">Plátano</td>
                  <td align="right">299</td>
                  <td align="right">130.1</td>
                </tr>
                <tr>
                  <td align="justify">Hídricas naturales</td>
                  <td align="right">49</td>
                  <td align="right">101,4</td>
                  <td align="justify">Asentamientos urbanos</td>
                  <td align="right">105</td>
                  <td align="right">676,6</td>
                </tr>
                <tr>
                  <td align="justify">Lagunas</td>
                  <td align="right">25</td>
                  <td align="right">6,0</td>
                  <td align="justify">Asentamientos rurales</td>
                  <td align="right">55</td>
                  <td align="right">92,3</td>
                </tr>
                <tr>
                  <td align="justify">Industrias</td>
                  <td align="right">62</td>
                  <td align="right">431,9</td>
                  <td align="center">---</td>
                  <td align="center">---</td>
                  <td align="center">---</td>
                </tr>
                <tr>
                  <td align="justify">Educación</td>
                  <td align="right">14</td>
                  <td align="right">31,3</td>
                  <td align="justify">Total</td>
                  <td align="right">4 924</td>
                  <td align="right">6 578,0</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <div class="table" id="t2"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Resumen de superficie por tipo de poseedor en el municipio Cotorro</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th align="center">Poseedor</th>
                  <th align="center">Parcelas</th>
                  <th align="center">Área, ha</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="left">CCS</td>
                  <td align="right">13</td>
                  <td align="right">8,9</td>
                </tr>
                <tr>
                  <td align="justify">Empresas mixtas</td>
                  <td align="right">4</td>
                  <td align="right">25,1</td>
                </tr>
                <tr>
                  <td align="justify">Estatal</td>
                  <td align="right">1 961</td>
                  <td align="right">4 292,4</td>
                </tr>
                <tr>
                  <td align="justify">Granjas agropecuarias</td>
                  <td align="right">33</td>
                  <td align="right">19,0</td>
                </tr>
                <tr>
                  <td align="justify">Otros</td>
                  <td align="right">74</td>
                  <td align="right">69,5</td>
                </tr>
                <tr>
                  <td align="justify">Pequeños agricultores</td>
                  <td align="right">2 796</td>
                  <td align="right">2 134,4</td>
                </tr>
                <tr>
                  <td align="justify">UBPC</td>
                  <td align="right">17</td>
                  <td align="right">15,9</td>
                </tr>
                <tr>
                  <td align="justify">Total del municipio Cotorro</td>
                  <td align="right">4 924</td>
                  <td align="right">6 578,0</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p><b>Monitoreo de la zona de estudio según las cartas tecnológicas de los cultivos.</b> En esta tarea se trabajó en la confección de la Metodología de 
        Monitoreo de la zona de estudio, así como en la creación del programa de
        monitoreo según las cartas tecnológicas de los cultivos (<span class="tooltip"><a href="#B6">IIMA-Cuba, 2006</a><span class="tooltip-content">IIMA-Cuba. (2006). <i>Tecnologías para las producciones agrícolas en Cuba</i> (Colectivo de autores). Agrinfor, La Habana, Cuba.</span></span>).</p>
      <p><b>Creación de cartografía temática de la zona de estudio y de los servicios de mapas en web.</b> Se ha procedido a la recopilación y preparación de toda la 
        documentación inicial, así como de los ortofotos obtenidos en el marco 
        del proyecto. Se creó la cartografía temática de la zona de estudio, 
        relacionada en esta etapa con el uso y los tipos de suelos, que conllevó
        la actualización de la información disponible y el proceso de 
        vectorización sobre la ortoimagen de todas las parcelas del terreno.</p>
      <p>Para
        la publicación de la información se implementan servicios de mapas en 
        Web con las siguientes capacidades previstas: Consejos populares, 
        Parcelas (hasta nivel de campo), Tipos de superficie, Uso de Suelos, 
        Tipos de Poseedores, Unidades productivas agropecuarias, Unidades de 
        acopio y comercialización, Zonas de riego, Vías de comunicación, así 
        como Imágenes satelitales y ortofotos generados de levantamientos con 
        vehículos aéreos no tripulados.</p>
      <p><b>Realización de estudios científicos sobre los factores que están influyendo en la producción en la zona de estudio.</b> El conocimiento relacionado con el área del Cordón de la Habana es 
        limitado y existe poca información científica relacionada con este 
        ecosistema productivo. Por ese motivo el proyecto suministra las 
        herramientas para realizar una buena vigilancia tecnológica que permita 
        enfocar el desarrollo tecnológico superando el estado de arte actual y 
        cubriendo necesidades del mercado. </p>
      <p>En el primer año del proyecto 
        comenzó la vigilancia, que incluye: Un análisis interno y externo de la 
        situación y actividad de la zona objeto de estudio haciendo uso de la 
        bibliografía disponible y metodologías participativas; Un cuadro de 
        fortalezas, debilidades, oportunidades y amenazas de las entidades para 
        la producción, procesamiento y distribución de alimentos en escenarios 
        ambientales sostenibles; Análisis multidisciplinario de las fotografías 
        aéreas que se realicen aportando a las principales incidencias en el 
        área un análisis agroecológico integral haciendo uso de la experiencia 
        acumulada en el campo de las biociencias.</p>
      <p><b>Desarrollo de la aplicación web para la gestión agropecuaria y de distribución de productos.</b> En el desarrollo de la Aplicación Web para la Gestión Agropecuaria y 
        distribución de productos, se inició el diseño y ejecución de la 
        especificación de la arquitectura de datos y de la arquitectura de 
        software de éstos y de un grupo de módulos relacionados con los procesos
        de la gestión agropecuaria, para obtener el modelo de procesos que dé 
        una visión global del Sistema y de paso a la construcción de software.</p>
      <p>La
        etapa de captura de requisitos de software tiene como objetivo 
        identificar y recoger los requisitos funcionales y no funcionales de la 
        aplicación a definir de forma clara y concisa. Esta tarea comprende el 
        entendimiento del proceso de negocio por parte de los analistas, para 
        entender los requisitos del sistema a desarrollar, ya que para ello se 
        trabaja en extraer los requisitos de los usuarios y ayudarles a 
        visualizar las posibilidades de la solución.</p>
      <p>Una vez obtenidos los
        requisitos de software, se trabajó en el análisis y diseño general de 
        la Arquitectura de Datos y de la Arquitectura del Sistema. La mayor 
        parte de los formularios para gestión de información y los flujos del 
        sistema están siendo desarrollados con el uso del componente para la 
        gestión y publicación de datos dinámicos. Con esta tecnología se ofrecen
        interfaces para la creación de los modelos, así como para la gestión de
        la información de los mismos, siendo totalmente configurables y 
        extensibles, de tal manera que se pueda modelar un negocio específico 
        utilizando un mínimo de código en dependencia de la complejidad del 
        negocio.</p>
      <p>Una Arquitectura de Software, también denominada 
        arquitectura lógica, es el diseño de más alto nivel de la estructura de 
        un sistema, y consiste en un conjunto de patrones y abstracciones 
        coherentes que proporcionan un marco definido y claro para interactuar 
        con el código fuente del software.</p>
      <div id="f5" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 367.368" viewBox="0 0 500 367.368" height="367.368px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(1.0526 0 0 1.0526 0 0)" xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMg%20IyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09%20PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAFdAdsDASIA%20AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA%20AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3%20ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm%20p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA%20AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx%20BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK%20U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3%20uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiii%20gAooooAKKKKACiiigAooooAqvqdpHqkWnNMBdyxNMkeDyikAnPTqRUs1zDbmMTTRxmV9iB2A3t6D%20PU8HiuX8WeEbvX76S4tbqKHdp0tmN2chndWB47fKaoXnw7Z53a3FiYE1GK8t7eYMUVRHtkU9cbm+%20bjrgZoA7yqD6zaprkekjzHu3h88hUJVEyQCzdBkggVw6fDbUkTVwdSV5r2GWNZ2lfLb2yC644x06%20n2xV7U/h75l1ezaULK1M2npax7oydrCTcxP+8vGeT9aAO5qpqmpW+j6ZcX94zLb26F5Cq5IA9q4S%203+Hmpw2unW0z6dcw2t7JclZWfcqnaVjVwMhQQSRgZwO2a0fGfgm88S3sssE9qY5bP7Oq3O//AEdt%20xO9McZOcHPoOvSgDs0cOisvRhkU6uKs/BF5b+NW1mW982MymRT5rBlXZt8vbjBUH3/DPNP1Hwhqd%20z4guLq3vLZbO4vba8YPv3qYgAVGOMHGc/wD66AOyorgLLwJq1hEpgu7IPDqEd5DGxdg2FdWDv945%2035GQcYxk1TuvhvrU1tp8aanaiS1DMJAGUo5naTIOCSMHGMjGO9AHod1fQWRgFw5UzyiGPCFssc4H%20A46Hk8VYrjB4HnWRpkuIkuZNZN+8w3bjDlisf1G7p0pfCvg290LVY7q5uLciK2aB2g37rtiwPmS7%20j94Y9+p57UAdlRSE4GT0pvnR/wDPRPzoAfRTPOj/AOeif99Cjzo/+eif99CiwXH0Uzzo/wDnon/f%20Qo86P/non/fQosFx9FM86P8A56J/30KPOj/56J/30KLBcfRTPOj/AOeif99Cjzo/+eif99CiwXH0%20Uzzo/wDnon/fQo86P/non/fQosFx9FM86P8A56J/30KPOj/56J/30KLBcfRTPOj/AOeif99Cjzo/%20+eif99CiwXH0Uzzo/wDnon/fQo86P/non/fQosFx9FM86P8A56J/30KPOj/56J/30KLBcfRTPOj/%20AOeif99ClV1b7rA/Q0AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK%20KACiiigAooooAKKKKACue1rX5bDV7WCGN2jBzLhCd+ew9cdeK6GsPWv+Q7on/XV/5CtaNubVX3/I%20zq35dH2NtWDKGHQjIpaKKyNAooooAKKKKAErFl1W61K4e30ZV2Idsl1IMoD6KO5p3iK4laO30+3b%20bLevsLDqqfxGtO0tYrK1jt4FCxoMAVqkox5nuzNtylyrZGYvhuGXDahc3N2/ffIQv4AVJ/wjGkf8%20+Sf99N/jWrRS9rPuP2UOxk/8IxpH/Pin/fTf40f8IxpH/Pin/fTf41rUUvaz/mYezh2Rk/8ACMaR%20/wA+Kf8AfTf40f8ACMaR/wA+Kf8AfTf41c1K/i0yykuZjwo+Vf7x7Cqfh/WhrFqxk2rcRn50Xpjs%20RR7Wf8zM37JTULK4f8IxpH/Pin/fTf40f8IxpH/Pin/fTf41rUUe1n/MzT2cOyMn/hGNI/58U/76%20b/Gj/hGNI/58U/76b/Gtaij2s/5mHs4dkZP/AAjGkf8APin/AH03+NH/AAjGkf8APin/AH03+Na1%20FHtZ/wAzD2cOyMn/AIRjSP8AnxT/AL6b/Gj/AIRjSP8AnxT/AL6b/Gtaij2s/wCZh7OHZGT/AMIx%20pH/Pin/fTf40f8IxpH/Pin/fTf41rUUe1n/Mw9nDsjJ/4RjSP+fFP++m/wAaP+EY0j/nxT/vpv8A%20Gtaij2s/5mHs4dkZP/CMaR/z4p/303+NH/CMaR/z4p/303+Na1FHtZ/zMPZw7Iyf+EY0j/nxT/vp%20v8aRvC+m9YY5IGHRopGBH61r0U/az7sPZw7IwnTVdGHmRytqNov3kf8A1qj2PetWxvoNRtVuLZ9y%20N+YPoferFYEqDRfEUMkXy2uoHZIvZZOx/GmrVNOpL/d+hv0UUVkahRRRQAUUUUAFFFFABRRRQAUU%20UUAFFFFABRRRQAUUUUAFRXV1BZWz3F1NHBBGMvJIwVVHuTUtcr8QtOOp6JaRJJa+al9DJHb3T7I7%20tgT+5J/2u3uKAN+11Wwvkga1vbeZbhS0WyQHzADglfUA9at15V4P0LWrLVvDVrrlvaabHpS3X2cf%20aFeW7aTJIUDsoOT9K9VoAKKKKACiiigArD1r/kO6J/11f+QrcrD1r/kO6J/11f8AkK1pfF8n+RnV%20+H7vzNyiiisjQKKKKACiiigDDu+fGVgD0Fu5H1rcrCuv+R0sf+vZ/wCtbtaVNo+n+ZnT3l6hRRRW%20ZoFISACTwBS1zXi3Wfs0H2G3bEso/eEfwr6fU0N2M6tVUoOTMHxJrJ1W92xN/o0XCYPDH+9VHTdQ%20l0y+juYeSvDLnhh3FVaKzufPSqylPnb1PTJtZtIdHbUmk/0cJvHqfb654rhtC8azDxFLLqD4tbtg%20ME8Q4+7j+R/OuUvdfkmf+zllJslfcB2L+v0qKtktNT1ZV5vlbVj3iiuS8C+Iv7Rs/wCz7p83Vuvy%20E/xp0H4iutqTuhNTV0FFFFBQUUUUAFFFFABRRRQAUUUUAFFFFABWH4r4sbVh1F3Hg/nW5WH4s/5B%209t/19x/1rWj8aM6vwM3KKKKyNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvPvidoO%20mSpa6vqWp6tB5dxEkdvaMW81gWwETtIcn5u2Oleg1yvxFgt5vDAe61X+y1huI5UuFg81w6n5QgBB%203ZxyPegDmPCFrp3/AAlVnMdJ8YNcoHENxqwLRQ5U5Oc8ZHH416jXnnhS5vJtR0i6n8bXF/b36ytB%20ay6csXnhMhvmHQg8474r0OgAooooAKKKKACsPWv+Q7on/XV/5CtysPWv+Q7on/XV/wCQrWl8Xyf5%20GdX4fu/M3KKKKyNAooooAKKKKAMK6/5HSx/69n/rW7WFdf8AI6WP/Xs/9a3a0qbR9DOnvL1CiikZ%20lRSzEBQMknoKzNCnq2pR6VYPcSct0Rf7zdq81nnkuZ5Jpm3SSNuY+9aGv6u2rX5ZSRbx5WJT+p/G%20suobueFjMR7WdlsgrL1vUfssPkRNiaQckHlR/wDXq9d3SWds80nReg9T2FcfPO9zO8spy7HJrSlC%207uxYWjzy5nsiOtOxuPNj2N99f1FZlOjkaKQOvUV0SV0elOPMjorO7msLyK6tm2zRNuU/57V7Fo2r%20Q61psV3BwG4ZT1Rh1BrxSKQSxh16H9K6Hwj4gbQ9TCysfsk5Cyj+6ezfhWDRlQqckrPY9BufFFha%20XDwT+ckiHBBjNRf8Jjpf96b/AL9mo/FGjDUbUXlqoaeMZ+X/AJaL/npXC1m20TiMTWoztpbodYfi%20f4eBIMlyCOCDAat6X4+0TV9QisraaUTS5CCSMqCcZxn1ryzX9O3A3kQ5H+sH9awlZkdXRmV1OVZT%20gg+oreMYyV0dNLEe0jzI+lKzta12x8P2QutRl2IzBVAGWY+gFY3g/wAZW+s6G8l9NHFdWiZudxwN%20o/j+h/nXmPi7xNL4m1cz/MlrFlIIyeg7sfc/4VMYXdmbudloekf8LQ8Pf89bn/vwauWnjzR72IyQ%20tcbAcZMRGTXi1hZvfXSxLwvV2/uiuwiiSCJY4xhEGAKVS0dEcWIxbp6R3PQP+Ex0v+/N/wB+zWrZ%20Xkd9arcRK4jf7u9cEj1xXBeH9GbVr35wRbRYMhx97/Z/GvQ1VUUKoAVRgAdhUK7NMJVq1VzT2HUU%20UUzsCsPxZ/yD7b/r7j/rW5WH4s/5B9t/19x/1rWj/ERnW+Bm5RRRWRoFFFFABRRRQAUUUUAFFFFA%20BRRRQAUUUUAFFFFABRRRQAVxHjbVtCv9Olhl1uKxu9JvYZFlaJnEU4BZAy4+YEBun9K7evPZ7fxL%20qfiDVbPTdZ0U+TKGkifTyxQHlAzYwW2++aAMD4fjT5Nd0a1n8UWV82nCf7BaW0Eiks4YuzMwGeCe%20K9hrg9Hg1zS/F1jZ6xqmjsZo3kWGCwMbSKBg7XxjIJBIznFd5QAUUUUAFFFFABWHrX/Id0T/AK6v%20/IVuVh61/wAh3RP+ur/yFa0vi+T/ACM6vw/d+ZuUUUVkaBRRRQAUUUUAYV1/yOlj/wBez/1rdrCu%20v+R0sf8Ar2f+tbtaVNo+hnT3l6hXJ+L9awp063bk8zEen92uqkkWKNpJGCooLMx6ACs+LTdJ1CNb%20uK3t50nHmCUDIcHvnvWTIxEJ1IcsHa55tR05PSvR5tJ0e32eda2yb3CLuAGWPQD3pt1o2iw27NdW%20lqkJwrFwAOTgD8zS5Tzv7On/ADI8P1fUft1ziM/uY+F/2veqFe9/8Id4f/6BFp/37FRy+FvDUDRr%20LplihlbYgZANzYzge/BrdTSVkj0IUeSKijwiivdp/C/hm2MQn02xj81xGm5QNzHoB78VL/wh3h//%20AKBFp/37FP2iL9mzw2yufJk2sfkbr7H1rUr1lPDHhiS5lt002xaaIAyIFBKg9MjtnFVZo/BtpM8E%20y6dHJGdrI2AVPpUuV9jGph3J3TKXgLxF58I0m6f97GMwMf4l/u/Ufy+lM8VaJ9inN5br+4lPzqo4%20Rv8AA1oQ3fg23lSeCbTUkQ7ldSMg+oNdJNDFeWzRSqHikXBB7is5IJ4f2lLkk9VseUkAggjIPY1y%20mracbC4ygJhf7pPY+ldzq+lyaRetA5LIeUfH3h/jWXdWsd5btDJ0boe4PrShLlZ5VKpKhO0vmcak%20rxhwjsoddrgHG4eh9RwKREaR1RFLMxwAO5p9zbvazvDKMMp/Metbuhab5S/apl+dv9WpHQev410y%20moq56VWqoQ5i9ptithbBODI3Lt6n/wCtWlZ2kt/dx28Ay7nGccD3PtUH6mu/8M6INNtRPMo+1Sjn%20/ZX+7/jXJrJ6nnUKUsRU1+Zd0qC0sI2sLZ1MkIVpVB5y3Rj9cH8qZc+IdKtIYZp72JY5yyxkZO8q%20cNjHoaz7ua+0jxDeXcWlXV/b3cEQVrZk3K6F/lYMw4IYc/WsmXTNQsbPQmlsb6Z4VuGnSwlUPG0h%20DBcllyByDg9qs96KUVZHYWN/bajbCezlEsRJAYAjkfWoF1vTmuZ7f7XGJrdDJKjfKVQHBbntnvVf%20TbqZLS1UafqQEsrK/wBqkVniGCdzHceOMDBPWsaW0utY1rUNQuNGuRa/2YbP7NO6K87FyxC4YgDH%20GSRyaBm9ZeIdM1G4SC0u1kldN6qFYbl9RkVV8Wf8g+2/6+4/61n6IdYbV7dVi1aHTVjbz01JoXO7%20HyhGUlyQeuTjHvWh4s/5B9t/19x/1rWj/ERnW+Bm5RRRWRoFFFFABRRRQAUUUUAFFFFABRRRQAUU%20UUAFFFFABRRRQAVxF/o/ibQfEF/qXhhbK9tdRZZZ7S6YoySAAblb0IHeu3ooA4nStH8S6x4nstZ8%20UJZWcWnLJ9ltLZi5Luu0szfSu2oooAKKKKACiiigArD1r/kO6J/11f8AkK3Kw9a/5Duif9dX/kK1%20pfF8n+RnV+H7vzNyiiisjQKKKKACiiigDCuv+R0sf+vZ/wCtbtYV1/yOlj/17P8A1rdrSptH0M6e%208vUqar/yCL3/AK4P/wCgmuQ8MySeG/D2l3pLNpFzbxtcAnP2WQjmT/cPcdjz611+qgnSbwAEkwPg%20D/dNUPCkOfBmlRTx8G0jV0df9kZBBqU9CnuHiJg8WlspBU6hAQR35o8Xf8i9L/11h/8ARq1jXtpd%206PeabpqRy3GmvqEcltIAWNuAcmNj/d/un8D2rpNc099U0e4tYnVJXAMbMMgMCCCfxAo2sG9y/WL4%20g/4+9F/6/wBf/QHpkPiu1jXy9UinsLtR+8heJmA/3XAIYfSolml8RatZT28UsWm2bmbzZUKGd9pU%20BVOCAMk5I57UkrDbNnUNPg1SyktbpN0cg6jgqezA9iOoNc4dd1HT5P7BdBPrD8Wczfclj/56OfVQ%20DuHcjjrW9q+onTbPzI4HuJ5GEcMSj77noCew9SegrMXwqs9nLJezsdVmcSm8jGGhcfdCeir0x3Gc%209aa8wfkaek6XFpNn5MbNJI5LzTP96Vz1Y+5q3IB5b8djVDR9Rmu1mtr6ExXtswSUAHY/o6H+6fzH%20Q1oSf6tvoaTGjK8Kgf8ACL6dwP8AULWvWV4XVk8MacrqVYQrkEYIrVoe4lsZ2t6THq9iYjgSrzE5%20/hP+FecSxPBK8UqlZEOGU9Qa9YrmfF2i/aITf26/vYx+8A/iX1+o/lUNHBjsPzr2kd0cBd6dBeyR%20PKozGcnj7w9D7VaorR0TSX1e+EXIhT5pWB6D29zU3b0PKjzVGoI1vCWiefKuoXC/ukP7oH+JvX8K%207SmRRpDEscahUUYAHYU+rSse/QoqjDlQUUUUzYKKKKACsPxZ/wAg+2/6+4/61uVh+LP+Qfbf9fcf%209a1o/wARGdb4GblFFFZGgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF%20FFABRRRQAVh61/yHdE/66v8AyFblYetf8h3RP+ur/wAhWtL4vk/yM6vw/d+ZuUUUVkaBRRRQAUUU%20UAYV1/yOlj/17P8A1rdrDu/+RzsD62z1uVpU2j6f5mdPeXqFFFFZmgUUUUAFFFFABRRRQAUUUUAF%20FFFABRRRQBwuv+HZbfU0+xR7orl8IufuseSPp3rrNI0uLSbFYIzuY/M7Hqxq9RSsc9PDQpzc11/A%20KKKKZ0BRRRQAUUUUAFYfiz/kH23/AF9x/wBa3Kw/FfNhajubuP8ArWtH+IjOt8DNyiiisjQKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw9a/5Duif9dX/kK3%20K5fxDJfLr+neTFG4DEwHB5Y8EN9OtbUFeXyf5GVZ2j935nUUUi52jdgtjnFLWJqFFFFABRRRQBie%20Io3t2tNUiUsbR/3gHUoeta8MyXEKSxMGRxuUjuKeyh1KsAVIwQe9YX2K90KRn01PtNkx3NbE4aP/%20AHT/AErVWnHl6oyd4S5ujN6ismDxLp0p2yym2l7xzqUI/pVr+19P/wCf62/7+r/jUunJbotTi9mX%20KKp/2vp//P8AW3/f1f8AGj+19P8A+f62/wC/q/40uSXYOaPcuUVT/tfT/wDn+tv+/q/40f2vp/8A%20z/W3/f1f8aOSXYOaPcuUVT/tfT/+f62/7+r/AI0f2vp//P8AW3/f1f8AGjkl2Dmj3LlFU/7X0/8A%205/rb/v6v+NH9r6f/AM/1t/39X/Gjkl2Dmj3LlFU/7X0//n+tv+/q/wCNH9r6f/z/AFt/39X/ABo5%20Jdg5o9y5RVP+19P/AOf62/7+r/jR/a+n/wDP9bf9/V/xo5Jdg5o9y5RVP+19P/5/rb/v6v8AjR/a%20+n/8/wBbf9/V/wAaOSXYOaPcuUVT/tfT/wDn+tv+/q/40f2vp/8Az/W3/f1f8aOSXYOaPcuUVT/t%20fT/+f62/7+r/AI0f2vp//P8AW3/f1f8AGjkl2Dmj3LlFU/7X0/8A5/rb/v6v+NRza9pkAy97CfZW%203H8hRySfQOePc0Kwb5v7V8Q21nH80NmfOnI6bv4VpX1K+1b91pUDwQtw11MuMD/ZXvWjpumw6Xbe%20VDlmJ3PI33nb1NaJez1e5DftNFsXKKKKxNQooooAKKKKACiiigAooooAKKKKACiiigAooooAj8+P%20BOTw237p60GeMbsk/KcH5T1qSinoLUjM8a7sk/KcH5TQZ413ZJ+Tr8pqSijQNSMzxruyT8oyflNB%20njGeTwu48HpUlFGgakfnx+p+7u6HpQJ4zjk8ruHB6VJRRoGpGJ4ztwT8wyPlPSgTxttwT8/Tg1Hc%2039pZNGt1dQQNK22MSyBS59BnqasUaBqRieNtuCfmOB8ppvmwuUbqdxCkqeD/AEqaq51C0WylvDcw%20/ZogzSShwVULndk+2Dn6UaBqSCeM45PLbfunrR58fqfvbfunrTo5EmiSSNgyOAysDwQehp1GgakZ%20njG7JPynaflPWgzxruyT8pwflNMjvLea6nto5keeDaZYw2WTcMrkds4NSu6xozuwVVGSxOAB60aB%20qNaeNd2Sfk6/KaDPGu7JPyjJ+U0QTxXMKTW8qSxOMq6MGVh7EVDLqdlBdNbTXcEcyqrFHcAgMdqn%20n1IwPejQNSYzxjOSeBuPynpR56ep+7u6HpUlITjk0aBqQSi2uAFmjSQFdwDpnj8qrjT9LYr/AKFb%20/MNw/cjp+VXIJ4rmFZreVJYnGVdGDKw9iKkpqTWwnFPczxp+lttxZW/zDI/cj/ChdP0ttuLK3+fp%20+5H+FaFFPnfcORdjPGn6W23Flb/McD9yOv5UDT9LOMWVvy20fuR1/KtCijnfcORdjP8A7P0vGfsV%20v97b/qR1/Kg6fpYzmyt+G2n9yOv5VoUUc77hyLsZ50/S13Zsrf5Tg/uR/hQ2n6Wu/Nlb/J1/cj/C%20tCijnfcORdjPOn6Wu7Nlb/KMn9yP8KDp+ljdmyt/lG4/uR0/KtCijnfcORdjP/s/S+f9Ct+F3f6k%20dPyo/s/S/wDnyt/u7v8AUjp+VaFFHO+4ci7GeNP0s4xZW/I3D9yOn5UDT9Lbbiyt/mGR+5H+FaFF%20HO+4ci7Geun6W2zFlb/P0/cj/CgafpbbcWVv8xwP3I/wrQoo533DkXYzxp+lnGLK3+Y7R+5HX8qP%207P0vGfsVv97b/qR1/KtCijnfcORdjPOn6WM/6Fb8Nt/1I6/lT47ewtyWjtoUKnBKxYIP5Vdopcz7%20hyojM8a7sk/KcH5TQZ413ZJ+TrwakopaD1Gq6sSAeR14p1FFIYUUUUAFFFFABRRRQAUUUUAFFFFA%20BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHH+MNFv77U7W90e0dr+KLy0nd4jBtLAssiPyRxnK81mn%20SvGxv9Xla+nPmRXK2ypIghOVPk7ctlWBxztHfJNehUUAcRc6J4mgnsYLK+upLa7iiS/lluQXtmVw%20zunruG5cDpxWVf8AhvxTNo72ISYwSxXqeTb3KRASSSMY2k/vJsOMD8R3r0yqlzqVvaXVvbzPiS4J%20CD/H+VNJvYTaW5xsGk+K4tUtwkk6RxzQbHFyv2dLdUUPG0fUuSG59xyMVpadpfiC28C3ETXkza/N%20C5D3EwcJJyFwegGMfjXV0UhnmI8OeLIv7RnsPtds11La7zLdpLcPGiOHAfcBncVP3hx37Vv32l6/%20d+A4NK8wzX9wwhuZ52UFIixLFtp5+X5eDnn8a6+igDy+Sy1/w8tlpG2QW02qOYV06YRB4XidzGu4%205QK4OMkexqdPDHieR4bi9VZrr7PZxySGVCfkumdgT3IjIye56V2dzr0a3DW9jBLezr94RfdX6t0p%20n2vXm5XTrVR6NPk/oK09nLroR7SPTU5iTTvFx0u7jP2xr+S4G+Zb1QjR+YTmFQRtwuBglc+9O03T%20vF6tpf8Aaz3cyRwlZBBdohWTzT80v98GPbwM9+MnNdL9p1//AJ8bL/v8f8KPtOv/APPjZf8Af4/4%20UezfdfeL2i7P7jjl0PxjBpVnbwtOksdkqRfZ7qONIbjexZpB/Gu0rwM9Dx3rRGk+LU1F7mO9m3Ne%203ICyTq0KwGM+Udn+/j3H0roPtOv/APPjZf8Af4/4Ufadf/58bL/v8f8ACj2b7r7w9ouz+44+30fx%20qmg3KTXmovds0TBfPiBJG7fht+QhO3up9B1B9A00XC6Zai9AFyIlEoD78Njn5uM896z/ALTr/wDz%2042X/AH+P+FH2nX/+fGy/7/H/AAo9m+6+8PaLs/uNmisb7Tr/APz42X/f4/4Ufadf/wCfGy/7/H/C%20j2b7r7w9ouz+42aKxvtOv/8APjZf9/j/AIUfadf/AOfGy/7/AB/wo9m+6+8PaLs/uNmisb7Tr/8A%20z42X/f4/4Ufadf8A+fGy/wC/x/wo9m+6+8PaLs/uNmisb7Tr/wDz42X/AH+P+FH2nX/+fGy/7/H/%20AAo9m+6+8PaLs/uNmisb7Tr/APz42X/f4/4Uw32uLKsZtLASMCQpuDkgdeMUezfdfeHtF2f3G5RW%20N9p1/wD58bL/AL/H/Cj7Tr//AD42X/f4/wCFHs33X3h7Rdn9xs0Vjfadf/58bL/v8f8ACj7Tr/8A%20z42X/f4/4UezfdfeHtF2f3GzRWN9p1//AJ8bL/v8f8KPtOv/APPjZf8Af4/4UezfdfeHtF2f3GzR%20WN9p1/8A58bL/v8AH/Cj7Tr/APz42X/f4/4UezfdfeHtF2f3GzRWN9p1/wD58bL/AL/H/Cj7Tr//%20AD42X/f4/wCFHs33X3h7Rdn9xs0Vjfadf/58bL/v8f8ACj7Tr/8Az42X/f4/4UezfdfeHtF2f3Gz%20UbTBW27XJ9QpIrK+06//AM+Nl/3+P+FH2nX/APnxsv8Av8f8KPZvuvvD2i7P7jZorG+06/3sLM/S%20c/4Uh12ezI/tTT5beP8A57RnzEH1x0o9lLp+Ye0XU2qKZDNHPEssLq8bDIZTkGn1maBRRRQAUUUU%20AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXMeINNhn17TjI0hNw5RsN0CjIx6c109Yetf8A%20Id0T/rq/8hWtFtS07P8AIyrJOOvl+ZtqNqgZJwMZPU0tFFZGoVj+ILmbbb2Fq5Sa8fZvHVVH3jWx%20WHf8+L9LHbypP5VpS+K/Yzq/DbuatnaRWNrHb267Y0GAKnooqG76s0StoFFFFIAooooAKKKKACii%20uP8AEXxL0XQi8MLm+u1yPLgIKqR2Zug/WgDsKK8dtvjLqa37SXOn2z2jYxFGxV0/4Eev5CvQ/D/j%20XRfEmEsboLcHP+jzfLJx6Dv+GaAN+is/U9bsdITN3OofGRGvLt9BXL3njy4MoNnbRrCrdJDlnH4d%20P1qJVIxdmzKdaEHZs7iiuc0jxrp+o7Y7g/ZLgjlZD8pPs3+Nbd7f2um2rXN7cRQQL1kkYKB+NUmn%20sXGcZq8WWK8m+Msjw6rpEkTvHIsUmHRipHK9xV3xB8YLeAtDoNt9pcZBnnBVB7hep/SuE8V+L7jx%20abJ7u2ihltkZSY2OHzjnB6dPemUet/DTVb3V/CEdxqFw1xMszx+Y+MkA8Z9frXWVw/wkIHgdSTgC%205l/nR4h+Kmj6SHi08/2jdDoIjiMH3f8AwzQB3FFeRaV8ZLxb0/2tYxPau+c2+Q8a/QnDfpXo2heK%20NJ8Rw79Nu0kcLuaE8SJ9V6/0oA16KKzbrW7eCdraBZLu6HWGBdxX/ePRfxobsJyS3NKisjdr2PP8%20ux/69tzZx67/AF9sYqa01qC4nFvOklpdHpDONpb/AHT0b8KVyVNdTRoqOOeOXPlurY64OcVJTLCi%20iigAooooAKRlDKVYAg8EHvS0UAYECf2Hr6W0ZIsr3JRO0cg6gexrfrD1/wD5Cmi/9fP9K3K1qaqM%20u5nT0biFFFFZGgUUUUAFFFFABRRRQAUUUUAFRT3MFqge4mjiUkKGkYKCT0HPepa5L4l2Frf+EmF9%20qUWmwwTpMbl4TIVIzjaAQd2T29/WgDraK818Eazd6r4gjjPjhtRWNC72U2mC3aRcYBBPPBwePSvS%20qACiiigAooooAKw9a/5Duif9dX/kK3Kw9a/5Duif9dX/AJCtaXxfJ/kZ1fh+78zcooorI0CsO+/5%20G/S/+uUn8q3Kw77/AJG/S/8ArlJ/KtKW79H+RnV2XqvzNyikGSORg/WmySJCheR1RB1LHAFZmlx9%20FZD+JtPV9oeRh/eVDitC1vIL2Pfbyq698dR9RVOElq0ZxrU5u0ZJk9FFFSaBRRRQAV8wSoH1SRDw%20GuCpx6F6+n6880T4S2VveG81m4N3J5jSCGPKxj5sjJ6n9KAH+LPAXh+w8G3ktrYiKe0haSOZWO8k%20f3j/ABfjXnnw7/5H7SP+uj/+i3r3y9soNRsprS7jEkEylJEJIyD9K4jTvhhFoniyx1TTbxjbQu7P%20BMMsAUIAVh15PegDJ8fzC38WMzfdMKA/rWfkNECDkEZBr0HxL4LsvEbid5JILoDaJV5BHYFT/TFc%20gvgzXLBvspgW5jz+7micY+hB5FclSm+bmPJq0Kkajla6ZzF/KyBkXjd3ru/ip/yIEH/XeH+RqTT/%20AIbxSyJNrE2/Bz5ERwp+rdfyrpdf8PWfiLR2068DrDkMhjbBRh0IralFrc6cJRnBycup4/8ADbRd%20E1nVZ11p0LRBDBA8m1ZSc5yP4sccVH8RdH0bR9Zjj0V0xIGaaJJd4iPGBj+HvxmruvfCbV9OZpdM%20ZdQt15ABCyj8Oh/A/hTtA+Euq6gyy6q66fbnkrw0p/DoPx/KtTsOp+G//JMrr/euP5V5R4ctrG81%20mxt9Vm8iykYLLIG27RjjntzivoTRvD1joWijS7NHNsd27exJct1JPv7V5/r/AMHB80vh+62jOfs1%20weAMdFbr+f50DI9S8Avq2kzvpuj20E8TKtpJBOAsybsHcSSG+Xnd1zXQeBfh6fC10+oXd3515JEY%20tka4RASCeTyTkdeK5Twn4Q8caXfMLORdNiBw5ncSRtz2QE5+vH1r2CIOIkErK0gUbmUYBPcgdqS0%20JirKw+sLTSUsNYdThhczkMOvSt2sifRJg9wbG/e3juSWliaMOuT1IzyD+OKGKae6OftLm4vY4Gku%20HusWsW6H7Wbd1Yrkt/t59c1ZjuvtOmwK7zSSQalEhMrK5XLA4DjhuvWrojSK0hsP7DmuZLdBHG06%20oUIHAJfJA+nX2qzbaPPI8T6hLGEiYOlrbLtiRh0OerfoPaoSZhGEjUjgiiJMaKpPXAqSiitDqCii%20igAooooAKKKKAMPX/wDkJ6L/ANfP9K3Kw9f/AOQnov8A18/0rcrWfwR/rqZw+KX9dAooorI0Ciii%20gAooooAKKKKACiiigArifHN3pWsaelrb69pEGo2F2lzHHc3C7DJGT8jjOccmu2rg/HXgmy1DTmud%20J0fTZr9btJ7hCqxvcLnLJv7FvX6+tAFPRru78S+NdLvtW1Dw9G1gsogt9PuxLLMzLg55+6Bk4r0i%20vM/Duj3M/jXTtQtfClt4etrWOVZz5kbNPuXACqvQg87vTIr0ygAooooAKKKKACsPWv8AkO6J/wBd%20X/kK3Kw9a/5Duif9dX/kK1pfF8n+RnV+H7vzNyiiisjQKw77/kb9L/65SfyrcrDvv+Rv0v8A65Sf%20yrSlu/R/kZ1dl6r8yxqevW+nkxqPNnH8A6D6muUvtSuNQfdcSfKOijhR+FTXscWoX162mv5s0MrL%20Nbt8siMDycHqD1BrFcsWIfII6g8Yrqowja63PEx1erzcstunYsGZB3z9KdBfNbSiSB3Rx3FVKK6O%20VHnqpJO6Ow03xbDLtjvv3bf89APlP19K6MEMAQcg9CK82jsD9ka8vJUtLJBlppTgY9h3r0OxaN7C%203aHPlNEpTcMHGOM1wV4wi/dPfwFWtUj+8XoTMwRSzEADqTUS3cDNgSDJ6Z4zUV+rFYmwWjVwXA9K%20S5uIJbdkVhIzDCqvJzWSR2SnZsuUVnM0kT20csrKCvzkGnxyMJZRbsZUCZGTnDemaOUPaF6isyNp%20GCP56iTPOXP5banRWmup0aR9ikYAOO1HKCqX6FmSRIgC7YBOKfWU8rSWAMhyVmAyfSrpu4SjlX3F%20VJwvWhxCNRMsUVmLOyyQlHJDsAQX3ce/pUzyyW5eIksX/wBUTz+FHKCqIu0VQnMsZhjZzsI+Zi2M%20n60yR5I7OUrMGww27Wzt9s0coOpa+hpUVUmRo7ckTlWYjLMeP/rUto+XdPm+XHO/cPwNK2lx8+th%20NT1GHStPlu7gny4xnA6sewFYNxreoxeGxrjSQRqcOtqUyCpOAN2c7sc/0pnj3fdWdlp9uQ09xOMJ%20nsAeT7c1pSeFrC5Wz+1CSQW0aoE8wiNto4JXpSLNW2mFzaxTBSokQPg9RkZqWuSl1qXVNXvrO1Nx%205NomyOO1OGlk6ZLfwqPqPx6VHc6tqumWenaOZ0l1e6OHmPzCJSePqf8ACgDsap6tqMek6ZPeS8iJ%20chf7x7D865bVJ7u21+y0bT9SuWacL9pZ33MOc5B/hOAentSeONQjvpLTRbWTfK86+aF529gM+vPT%202oA1dH1i9nHn6k0KxG1+0OiIR5IJ+XJzzlQT+FM0XXb7Vrq3mZIorS4MvlxBSX2Lj5yc+pxjFVPF%206xaJ4V+yW5O65dUZmOWcAck/gAKsQAeF/DZv7oI9wkCxoinAA7IPqTkn/CgDp6z7jW7O21WDTWZ2%20upuVRFzgc8k9uhrCsn1TUH027huZwn+tvJZPlhKkZ2Ip649f1rO8NWbazr99qst5OI7eTCSBgpYZ%206E+m0D86AO+prusSM7sFVRkk9qydf1WfS1tntwjB2O4MMgjFZtxrn9q2qIsZiwfnGcg+mK5a2KhT%20uuqIc0nYuXmtPKSttlE/vHqf8KtaHMXiljYklW3c+9c+pyfYVt6CpzM3bgVxYetOpWTkwTuxmv8A%20/IT0X/r5/pW5WBrkiSano+xlbbd7Tg5wcdK369yfwR/rqKHxS/roFFFFZGgUUUUAFFFFABRRRQAU%20UUUAFcX4t8GW91Y3k2n6NBqFze3Mc91DPdPEJNisAVIPB5+nJrtK4j4szwW3hGKS7QyQC8j8yNZm%20jLrhsgbevrjjp7UAc74NHhOx8Z2tl/wj1zpWvAP5QN0Z4/utn5gxHQHqK9Zrz/wbrvw/GpQaf4Zh%20ijvZQdh+yuHOAScuwz0B716BQAUUUUAFFFFABWHrX/Id0T/rq/8AIVuVh61/yHdE/wCur/yFa0vi%20+T/Izq/D935m5RRRWRoFYd9/yN+l/wDXKT+VblYd/wD8jfpf/XKT+VaUt36P8jOrsvVfmLrfhWy1%20mVLoNLaX8f8Aq7u3O2Qex9R9a5jUZLvTH8rxVbCWA8R6taJwPQSKOlehUjKHUqwBUjBBHBFKM2hV%20KMZqzPP49HiuY/NtdTspoP8AnoJBioIrm3jufs2hwf23qI6svFvB6Fm6fr2rpp/AHhu4nMr6VEGY%205IRmRfyBxWzY6faaZbLb2NvHBCvRI1wK0lXk1a5y08BTjK6X6/n/AME5/T/BxmuI77xHc/2jdody%20RYxBCfRU79uTXUdBgClorFu52xio7CUAAdAKWikUQyW/mTxyk42dvWpQMdABS0UXEkkNwM52jNL+%20FLRQMTA6YFJgDsKdRQA3aP7oqNYP3gkkbew+7kYAqaii4rJiHnqBRgYxgYpaKBideMUhX5SB8ue4%20p1FAHNr4G0toZBdNcXM0hyZ5JDvH07U+08HwWvyNqOoSW/8AzwMxCn2OK6GigDnpfB9qNRN5Y3Nz%20YOwwy27BQR+XFLe+DrG7aCRJbiCeJtxnR8yOfUk9/eugooAwLjwfZTXdtcJNcwyQggtHJhpM9y3X%20PJ5rB1PTor/xxa6XbMbaK2gyGh4ZDy2R75I5rvaiW2hSdplhjErfecKNx+poAxrvwnZXti8V5PcT%20THB+0yPl1x6dgPbFUHTw4ifYNQ1YXkxTYDLPuMY9scKeOvWulvLG21CJY7uFZo1bdsfkZ9x3/GpI%20YIreMJDGkaDoqKAPyFAHI2UGh2Mfky6zc3Nqh4gdiYh9QBz9OlWdE8P6NMz3NjeS3NrK2/7P5mI+%20vdeCce9dTVeaxtbht0tvE7f3ioz+dAFPxBp4vtNO1lR4jvUscD3Ge1clpdlqF1I32K3Dwk4MsjbU%20/A87vwyK7CTQdOmkRprfzdnKpK7OgPrtJx+laAAUAAYA6AVzVMLTqS5pEOCbuc3Hol4H2FVAH8Zb%20iti303yI1QTybM5ZRgBj+WcfjV2inRw0KTvEpKxha6oXUtFVQABc8AfSt2sPX/8AkJ6L/wBfP9K3%20K7Z/BH+upEPil/XQKKKKyNAooooAKKKKACiiigAooooAK5jx/qt5pHh+KWynFr5t1FDNdmPf9liY%204aTB444/OunrznW/iKNEu/ElnqWx7qJkj02xMJPnBlHzE/xAk8/TFAFXwZ41vNXuvC9mmoLe3Msd%200dTURrlFUny2JA4PQY75r1CvNfDA1zw14k0ey1SWwl/tqGR5be3s0he1ZF3clQMj+HnvXpVABRRR%20QAUUUUAFYetf8h3RP+ur/wAhW5XMeINShg17TRIJAbdy74XqCMDHrWtFNy07P8jKs0o6+X5nT0Ui%20ncoOCMjOD1FLWRqFY3iC3lUW2o2yF5bN9xQdWQ/eFbNFVCXK7kyjzKxBZ3kN/bJPbuHjYdu3sfep%206yJ9AVbhrjTriSymblvLGUb6r0pvka+vAvLFh6tEwP6Gq5Yv4X95PNJbo2aKxvJ8Qf8APzp//ftv%208aPJ8Qf8/On/APftv8aPZr+ZBz+TNmisbyfEH/Pzp/8A37b/ABo8nxB/z86f/wB+2/xo9mv5kHP5%20M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/APftv8aPZr+ZBz+TNmisbyfEH/Pzp/8A37b/ABo8nxB/%20z86f/wB+2/xo9mv5kHP5M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/APftv8aPZr+ZBz+TNmisbyfE%20H/Pzp/8A37b/ABo8nxB/z86f/wB+2/xo9mv5kHP5M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/APft%20v8aPZr+ZBz+TNmisbyfEH/Pzp/8A37b/ABo8nxB/z86f/wB+2/xo9mv5kHP5M2aKxvJ8Qf8APzp/%20/ftv8aPJ8Qf8/On/APftv8aPZr+ZBz+TNmisbyfEH/Pzp/8A37b/ABo8nxB/z86f/wB+2/xo9mv5%20kHP5M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/APftv8aPZr+ZBz+TNmisbyfEH/Pzp/8A37b/ABo8%20nxB/z86f/wB+2/xo9mv5kHP5M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/APftv8aPZr+ZBz+TNmis%20byfEH/Pzp/8A37b/ABo8nxB/z86f/wB+2/xo9mv5kHP5M2aKxvJ8Qf8APzp//ftv8aPJ8Qf8/On/%20APftv8aPZr+ZBz+TNmkJABJOAOpNY/k+IP8An6sP+/bf40jaJd33Gqag8kXeGFfLU/U9TRyLrIOd%209EIif2zq8F7HIjWVoWVcHl5OhP0rbqOCCK2hWKBFjjUYCqMAVJUylfbYqMbb7hRRRUlBRRRQAUUU%20UAFFFFABRRRQAVDJaW80yTSwRPLH9x2QFl+h7VNRQBEbWA3QuTDGbgLsEuwbwvXGeuPapaKKACkO%20cHHXtmlooAjAl+XLJ05wp5P50AS/LuZD/ewp5+nNc54p1/UNDvrR1jjh0oqTcXrwNMI23ABWCsCi%20kE/PyPaof+FkaQ11fRRw3rpZpMzTLDmNzECXAOevBxnANO4WOpAl+Xcyf7WFPP05qpc6Yl5dWtxO%20EaS3csMKeR6dfxrGbx5ZQ4W4sr6CWSKKaCJ1TfOJH2KFAY85IyD0BrMufH8qeH7swwyXGppBdzKY%20YQEhSJ2QO4ZumQOmSeTihSa2E4p7nb4l4+ZPvc/Ken59aMTf3k+9/dPT8+tczbeOrXFvHcQXLDzI%20bWa7RF8pLh1Uheu7+IcgYGat2fi+zuvDM+vSW91bWEKNIGlVdzqOpABPcY5xRcLG2RNzhk68fKen%2050ES/Ngp1+XIPT3riF+If2LUtUOq2t1DDG9tFa2vlqZt8iMxyQxH8OevFX9c8Xyx+D7bWNIhcPc3%20EUKpcQMXXdJsPyZBJ64GeaLhY6giX5tpT/ZyD+tB835sFOny5B6+9cRbfEmOx0Zp9bgc3UdzNDJF%20boFdVjwdzRs2VO0g4Bbr1rUn8faVbTXazJcpFbW4uTKyACRSARsGdzfeAzjGe9FwsdGfN5wU6ccH%20rR+99U+76Hr/AIVh6d4ysL/RL7VGiuraCxVmmE0WGwF3ZGMg8elYg+IgtNS1F9StbqC1RLUWtsY1%20MzPKHPZiMEKD14waLhY7f97xyn3eeD1/woHm/LnZ05xnrWKfF1iPDUeteTdeVK4iSAxYlaQvsC4J%20xkt3zjvmsGH4irp1tqE+s28/7vUJoYoY1TzI40VSdw3c43HkZouFjuB5vy7inT5sZ/Sged8u7Z/t%20Yz+lcqnxAg+16gkmnXQt7ZoEglQqxuGmClFC54J3cZ4x1I6VI3j+wjeOOWzvo5Tctayq6IBA42nD%20Nu28hgRgnPai4WOnTzMfvNuf9mn0UUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF%20FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGdqGgaZqt%20xHPf2cc8kYwpfOMZzgjoRn1qNvDGjtNcymwi3XSuswGcOGGG46ZI6nqa1aKAKE2habc3FjPNZQvL%20Yf8AHq7DmLgDj8h+VVZ/CGhXMUcc2mW7pGZCoIP8Zy49wSc46Vs0UAZS+F9GXUI74adB9pj27Xx0%20KjAOOmQOAetWYdJsYNK/syO1iFjsMfkbcptPUY9OTVyigDEj8HaDFbyQJpkASQozddxKZCndnIIB%20IBz3q1caBpt3pS6bPaI9mhBWIk4BByDnrnPOa0arahepp9hNdSDKxrnHqewppNuyE3ZXZmTeD/D7%202kcMumW/kxbyM5B+f72TnJzgZz1wKd/wjvh/znlaytGd4vJbf8w2YAIweBkAZx1xVGy0ifX1W/1i%20WTy5OY7dDtAXtmnapomg6TZ/aLi2lbLBEjjdi8jnoqjPJNauEI6N6+SM1OctUtDTtNM0mxspbO3i%20gFvNkSIz7g4IwQck5GOKpx+FfDcNtLBHY2gjl2b/AJuTsztOc5BGTgjpXGvrWho5VtNgBBxj7c5x%20+KoV/ImpbrU9Gs5zFPpUcTgA7WvmLfiEVsfjg+wqvZR8/u/4JPtJeX3/APAO5k0vSJdJOmSQ272R%20GDEzZHXOc5znPOeuapP4S8MvAIW0+0MYZnxnklgA2TnJyAM+uK5c6hoKWa3LaejRk4LQ3Ujqh7Bj%20tyv5Vf0MeH9YmSB7IwTSAmIrOXjlx1Ctx8w7qQD3xik6cFq7/d/wRqc3orff/wAA3pPDnh+YymSy%20tG82JIXyfvKmNvfqMDB6jFNPhjw6YIYTY2hjhcuqk5BYkElufm5A656U/wD4RHSP+fZv+/jf40h8%20JaOoJa3IA5JMjcfrU2p9393/AASr1Oy+/wD4Br/aIf8AnrH/AN9Cj7RD/wA9Y/8AvoVgLoXhxiAr%20wknoBcf/AF6sf8IjpH/Pu3/fxv8AGjlp9393/BFep2X3/wDANf7RD/z1j/76FH2iH/nrH/30Kyf+%20ER0j/n2b/v43+NH/AAiOkf8APs3/AH8b/Gi1Pu/u/wCCO9Tsvv8A+Aa32iH/AJ6x/wDfQo+0Q/8A%20PWP/AL6FZB8J6OMAwEE9P3jc/rTJfDGh26b5oxGv955iB+potT7v7v8AgivU7L7/APgG19oh/wCe%20sf8A30KPtEP/AD1j/wC+hWHB4c0C5BNuqSgddk5bH5Glh8NaDcbvJRZNvXZMTj8jRy0+7+7/AIIX%20qdl9/wDwDb+0Q/8APWP/AL6FH2iH/nrH/wB9CufbQ/DaSeWzwh/7puef51ZHhHSDyLdsf9dG/wAa%20OWn3f3f8EL1Oy+//AIBr/aIf+esf/fQo+0Q/89Y/++hWT/wiOkf8+zf9/G/xo/4RHSP+fZv+/jf4%200Wp9393/AAR3qdl9/wDwDW+0Q/8APWP/AL6FH2iH/nrH/wB9Csn/AIRHSP8An2b/AL+N/jR/wiOk%20f8+zf9/G/wAaLU+7+7/ghep2X3/8A1vtEP8Az1j/AO+hR9oh/wCesf8A30Kyf+ER0j/n2b/v43+N%20H/CI6R/z7N/38b/Gi1Pu/u/4IXqdl9//AADW+0Q/89Y/++hR9oh/56x/99Csn/hEdI/59m/7+N/j%20R/wiOkf8+zf9/G/xotT7v7v+CF6nZff/AMA1vtEP/PWP/voUfaIf+esf/fQrJ/4RHSP+fZv+/jf4%200f8ACI6R/wA+zf8Afxv8aLU+7+7/AIIXqdl9/wDwDW+0Q/8APWP/AL6FH2iH/nrH/wB9Csn/AIRH%20SP8An2b/AL+N/jR/wiOkf8+zf9/G/wAaLU+7+7/ghep2X3/8A1vtEP8Az1j/AO+hR9oh/wCesf8A%2030Kyf+ER0j/n2b/v43+NH/CI6R/z7N/38b/Gi1Pu/u/4IXqdl9//AADW+0Q/89Y/++hR9oh/56x/%2099Csn/hEdI/59m/7+N/jR/wiOkf8+zf9/G/xotT7v7v+CF6nZff/AMA1vtEP/PWP/voUfaIf+esf%20/fQrJ/4RHSP+fZv+/jf40f8ACI6R/wA+zf8Afxv8aLU+7+7/AIIXqdl9/wDwDW+0Q/8APWP/AL6F%20KsqOcI6sfY5rI/4RHSP+fZv+/jf41HJ4Q0/GbUzW0o+66SHg/jRan3f3f8EV6nZff/wDeorB0XUr%20qO/l0nUiGniXdHL/AM9FreqJwcHZlwkpK6CiiipKCiiigAooooAKKKKACiiigAooooAKKKKACiii%20gAooooAKxvFn/Iu3P/Af/QhWzWN4s/5F25/4D/6EK0pfxI+pnV+B+hf0z/kFWn/XFP8A0EVzvj2K%20V7WyeMnAeVR/vNC4X+o/Gui0z/kFWn/XFP8A0EVDrti+o6TNDDjz1xJDn++p3L+ox+NS3aVykrxs%20eMeH445dcslk+4H3HjPQE9Pwp91a209hJf2t3NNIrgzrMgB+YnDZHuP1qzZ2ctt4jia2gd4GLOue%20NsZyGyexXJB9xT59M+x+H7n7LN52+RXlDxtHIkSnCEqw4yx/QV6POm1ZnDyu2qE8OW8CvHcXEsu2%20ecWnkooIkDAZDk9Bg8fStjwJYFtXiKZMaXMkqk/3URkz+JkA/A1ieFWL6qtvIrNbviWTb1TZ8wcD%20uR6dwSK7jwzew2F+lsLUma8kZE2OCY4l3MGK9QCSST/efFY4iVk13NaEbtPsdpVbUf8AkGXX/XF/%205GrNRXMRuLWaEHBkQrn0yMVxI6zyjT4YLjQp4E02a4vnkHlSxxkhBxwT+fHvXU22sXul2tppLvEl%201HEGmkmO7YCchR6kDFbPhnQX8P2UsEk6zGR9+VXGOAP6Vl63oq+IdZk+xbY3t8JPLJypPYAdcj1r%20ec1N26GHJJRutzZi1TytShs5ZFl84fI4GCDjOCK5tPFF7NqVxDd6lFpjxyFUhkttwIz3atHw/wCD%204tFvjd3N2bi5IKxjG1UHsM5Jo1Lw3qmsKIb6/tGhDZ3pbYkx6ZzUx5blPnaMa4GpS+PI4Vv0M4Ut%20FIUyiqVJ+7n071IkA8QeOri31MmWC0UhYs4U4wOnuTmti88KzDVLa/0y8EE0MSxfvI94IA2g/lRe%20+F7ltSTU9Pvhb320CUmPKOcYJx2z6VXOvwFyv8Rmj3+iQ6s9nYafNaXUyEENFsBABPrWH4RtprvS%20dcgtH8ueQKqNnHPPeuj0/wAOXKax/aup3wuLoIUURx7FAxj+tR6N4XudHtL+OK/UTXONkqx/6sjP%20YnnrS5kk7PsPlbaOYsjYaOi2niHQSGLH/SCMk/4/ga9IheOSCN4SDGygoR0I7VzF74Y1bV1jh1PV%2045LdG3YjgCkmumt4EtbaKCIYSNQi59AMUqkk9eo4JolooorI0CoLy8gsLWS4uZBHFGMsxqeuT+IV%20pc3OjQvbqzxwyb5VX0xgHHtUyfKmzKvUdOnKcVdopN8SI1vwTaP9ixjOf3mfXHT8K7GyvbfUbRLm%200lWSJxkMP89a8Olb5Rz3r0b4aRTJo1y8iMsUk2YyR97gZIrGlUlJ2Z5eX4yrVqcs9b/gdnRWJBr1%20xca1e6ZHp/760VHZjMNrK2cY4z29KitPEtxfWN5cQ6Yw+xySRTI86g706gdc/Xiug9k6CisGbxba%20ReHrLVlilZb5kSGLgEs3QEngfWp9Q1yTS7uxju7JhBdyrAJkkDBHboCOuM9xQBr0Vhz+IZofEiaO%20NPZpZIjNHJ5wClQcc9x+tP0nxCup6hqNi9s8FxYMokG4MGBGQQRQBs0VzJ8aRNoc+pQWM7+VIU+z%20MQszAHGQnXv09KuS+IDby6fazWbJf3+4xwGQYVQMks3Tgdhk0AbVFY0/iFbLXbTTL22aNrwN5EqN%20vVivUEdRVhGkbVpYDLJ5axhgM96ANGis++llsUSSKUvlgvlvzn6d6L6SVLq1WN3AlYhlB60AaFFZ%20zzy297Cru6xSHGGw24+xHStDI9aAOdk/5H6L/r2/xro65yT/AJH6L/r2/wAa6Otqv2fQypfa9Qoo%20orE1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxvFn/Iu3P/Af/QhWzWN4s/5F25/4%20D/6EK0pfxI+pnV+B+hf0z/kFWn/XFP8A0EVarGlvJbLw/YPAAXcQx/d3cNgcDIyaZHrs1uJlvoGz%20EwywwpKtwp25POc9/wDCpluy47InufDWlXk8k01oC8jB32uygsOjYBA3cD5uvvXJ+NNJWxjSKzM7%20C7hlXY0rPvdSjgYJ+9tV8d+DXSHxMvmRKLZvnO1gXAKk7dv/AKF19u9RXWs2WpRy2t1p5njSURsH%202su/Jxj/AL5PPb60ovlaYSV1Y878MabLNqKRzQuFuGSEK6kF13hn49AqnJ9/evXbPTbLT932O0gt%20933vKjC5+uOtYFosEBmudOgFunlAlo1QyJ1zv3ckccYNXYb6a40mTUPtgjZdzCPaNox0Ug85P171%20rUbqPmM4JQXKbdFUdJvHvNOilmIErlsr3HzEY/Cr1ZNWdjVO4Vj32lXCTzXemTbJpFy0Z4DnHY9v%20xrYopAcRDeJd3a2UtuyX5+XdK2XRvdj7dq6KylmtbwWk9wJg4JXefnQjsfUfrXJ3d1H/AMJPdhl3%20g3GFPQE4Heugi1K2k0+VHhEEiEgBiM7h3yPerYkdDRUFndxXkCyRSK/A3bT0OOlT1AwoopGYKCWI%20AHUmgBaKxb7xfomnllm1CJpFXOyI7yfyqlF4wuL8F9J0K9uoR1kdli59s9ah1IrS50RwtaS5uWy7%20vRfidPRXL2vxA0iVzHd+fZSqPmWeM8H04zXQWmoWl/GHtLmKZSM5RwacZxlsyamHq0vji0WKQgEY%20IyDS0VRiYkvhHSJb77Q1lEQfmZMfKW9cVtKqooVQFUDAAGABS0UkktiYwjH4VYpRaPZQ3s15HDtu%20ZxiSQO2WHbPPbPHpTLfQ9PtIZ4re38uO4JaVQ7fOT1J56nua0KKZRnDQNM/sr+zTZxmy7QtkqPpn%20p+FSJpFkksEnk7ntxiIuzNs+mT196nu7uCxtZLm6lWKGMZZ26Cq02u6bb2UN3NeRLbzY8tyeGz6f%2054oAVtHsX1NdRaAG8UbVlLHIHp16e1JFotla3lxeWsKxXc4+eUEksexIzzir2c8iloA5O08JzxwT%20yXSwSajKxY3MNzNDknpwPu49BWtF4fgl0uC01V21F4m3Caf74Oc8EYIx0rWooAqxabaQ3IuFhBnC%207BIxLMq+gJ6fhTzZwNKZDH856tk5qeigCJLeJG3Kg3ep5NJLawzOHkTcw6Ek8VNRQBEttErhwgLD%20oTyR+dPCKrFgACepp1FAHOSf8j9F/wBe3+NdHXOSf8j9F/17f410dbVfs+hlS+16hRRRWJqFFFFA%20BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVjeLP+Rduf+A/+hCtmsbxZ/wAi7c/8B/8AQhWl%20L+JH1M6vwP0L2mgNpVnkA4hQ8/7oqw0MburtGjOv3WKgkVBpn/IKtP8Arin/AKCKtVMt2XHZFd7G%202khMTQIEJzhRjn8KIrG2hhaJIU8tjlgRncevOetWKKkZA9nbSbTJbxNtGBlAcD0olsbWdi0ttC7H%20qWQE1PRTuwsQpZ20cnmJbxK4OdwQZ/OpqKKQBRRRQBTu9Jsb7JubWKQn+Irz+fWltdKsbI5t7WND%2064yfzNW6KAEpaKKAMzxHcXlr4evZtNUtdpGTEAu45+leNt4nu7m836q810mfnglkYRv9QuMfhXrn%20jIRN4R1IXErxRGL5nRdzAZHQZGfzrw/97jjZMv61xYpu6PfyiKdOTtrft+u53Q8aaFLa+Snhu25X%20HO3A/EDNR2lqGhlvLfxNaafG6Nm3ilkbYvcAMQf6+lcKfJJ+ZXjPt0pwD4ytwNo7k81j7Rvf+vuP%20QWHjFWg7fj+Ei1eSS3Ds811IzHjdI2Sf61Xs7l9PcNb3Nw0o4DKdpH4jmo/3IP8AHK35CpAZcfIq%20RL6mszo0e39foesfDXUNR1DSrptQmaVUkCw73DMBjnPf866PXdSbSNFur5IxI8K5Ck4BOQP61x/w%20l8v+ztSKyO8vnLvyOB8vGP1rpfGMby+E9QSNGdigwqjJPzDtXpUdYI+Tx6SxEkjFsfGWsazGq6To%20yySIP3zvJiPPoDVk+Lr6/ne10TS/tM8IAmkaTESN3APfnoe9XfBtr5XhK1jkiMTSKxYEYPJPP5Vx%20R0EeH9Qmh1Wxv7iyY/uZ7RyD7ZA749a1OQ6qPxXe6fdxW/iLTDZrK21biN90Yz0BP/16m1vxcLG/%20GnaZaPfX5GSiHhPrjnpXOWOmaVrF/FbWuj6u8BP76W4nZFjH0Oc1durW98JeJp9VgtHvNPuRh/LG%20Xj9vXqKAK3ibXNZOjT2esaStutwFEc0T7lBBBwevpUE+oW1j4E0RbjT4bzzHcqJSQEwxz055qz4m%208US63pEtnp+l3oRsNNJLCRtUEYwB74rN1qyuf+EK0Bfs0xZWk3KEJIyeMimB1uueLjpt9Dpthafa%20L6VVKqzbUXPQE9+9O03XdZbUUtNU0SSNZCAJ7c741+p6frVHxU0TTQpqWgy3NmEAF3A37xT3GByP%20xrD02G5Ot248LR6pbw5BnF3xGBn078Z96QHp1FFFABRRRQAUUUUAFFFFAHOSf8j9F/17f410dc5J%20/wAj9F/17f410dbVfs+hlS+16hRRRWJqFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV%20jeLP+Rduf+A/+hCtmobq2jvLWS3mGY5FKnFVCXLJMma5otEelnOlWmP+eKf+girVcxbS6p4cH2ea%202e9sl+5JEPmQemKs/wDCU/8AUL1D/v1WkqUm7x1RnGrFK0tGb1FYP/CU/wDUL1D/AL9Uf8JT/wBQ%20vUP+/VL2M+xXtodzeorB/wCEp/6heof9+qP+Ep/6heof9+qPYz7B7aHc3qKwf+Ep/wCoXqH/AH6o%20/wCEp/6heof9+qPYz7B7aHc3qKwf+Ep/6heof9+qP+Ep/wCoXqH/AH6o9jPsHtodzeorB/4Sn/qF%206h/36o/4Sn/qF6h/36o9jPsHtodzeorB/wCEp/6heof9+qP+Ep/6heof9+qPYz7B7aHc2Lq1gvrW%20S2uollhkG10YZDCuN1D4VaRcF3sZrizcrhVDb0B9cHn9a2v+Ep/6heof9+qP+Ep/6heof9+qmWGl%20LdGtLGul8ErHnmofDjxBZAmEQX8YXPyNhvpg9/xrm5tLvLe4FvcaVdpcHpH5bZP0r2f/AISn/qF6%20h/36o/4Sn/qF6h/36rB5e3sehTzySXv2Z5tpvgDxDfhCbaOwibOWmOGH/ARk11Wm/CjT4gj6pdz3%20cgOWRDsQ+3r+orf/AOEp/wCoXqH/AH6o/wCEp/6heof9+quOB5ehhVzipU+1b0NLTNJsdGtvs+nW%200dvHnJCDlj6k9SfrVysH/hKf+oXqH/fqj/hKf+oXqH/fqtVQmuhwuvGTu2b1FYP/AAlP/UL1D/v1%20R/wlP/UL1D/v1T9jPsHtodzeorB/4Sn/AKheof8Afqj/AISn/qF6h/36o9jPsHtodzeorB/4Sn/q%20F6h/36o/4Sn/AKheof8Afqj2M+we2h3N6isH/hKf+oXqH/fqj/hKf+oXqH/fqj2M+we2h3N6isH/%20AISn/qF6h/36o/4Sn/qF6h/36o9jPsHtodzeorB/4Sn/AKheof8Afqj/AISn/qF6h/36o9jPsHto%20dzeorB/4Sn/qF6h/36o/4Sn/AKheof8Afqj2M+we2h3N6isH/hKf+oXqH/fqmv4juplKWWkXbSnp%205q7VHuaPYz7C9tDuRuf+K+j/AOvb/GukrG0XSJ7aeW/1CQSXs4wcdEHp/n0rZoqtNpLoh0k0m31Y%20UUUVkaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA%20UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR%20RRQAUUUUAFFFFAH/2Q==" height="349" width="475" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Arquitectura del software previsto en el Sistema.</span></div>
      <p>El
        Sistema se desarrolla sobre la nueva versión de la plataforma 
        Andariego, elaborada por Geocuba que posibilita localización de puntos 
        de interés económico y social para dar una respuesta rápida de 
        información geográfica georreferenciada para el seguimiento y análisis 
        de diferentes indicadores, como base para la toma de decisiones. En la <span class="tooltip"><a href="#f5">Fig. 5</a></span> se muestra un diagrama con la arquitectura de software prevista en el Sistema.</p>
    </article>
    <article class="section"><a id="id0x6258080"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Se
        obtuvo la información sobre la evolución y situación actual de la 
        agropecuaria en La Habana y sus zonas aledañas, como base para la 
        modelación de un sistema de información y de gestión de estas 
        actividades en los diferentes niveles directivos.</p>
      <p>Mediante 
        técnicas de fotogrametría y levantamiento aéreo se obtuvieron imágenes 
        para la obtención de mapas a diferentes escalas, incluyendo la 
        cartografía de geolocalización de las entidades agropecuarias, cultivos y
        demás objetivos agropecuarios en el municipio Cotorro, zona de estudio,
        identificándose 4 924 objetivos que cubren un área de 6 578 ha. </p>
      <p>Comenzó
        la etapa de desarrollo de software para la creación del Sistema 
        automatizado para la Gestión Agropecuaria y de Distribución de las 
        Producciones generadas en el Polo Productivo Agropecuario Cordón de La 
        Habana.</p>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ref"></a>
      <h3>REFERENCIAS BIBLIOGRÁFICAS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p id="B1">Berrío,
        M. V. A., Mosquera, T. J., &amp; Alzate, V. D. F. (2015). Uso de drones
        para el análisis de imágenes multiespectrales en agricultura de 
        precisión. <i>@ limentech, Ciencia y Tecnología Alimentaria</i>, <i>13</i>(1), 28-40.</p>
      <p id="B2">Cultura. (2017). <i>¿Sabe qué es la Agricultura de Precisión?</i> Hablemos de culturas. <a href="https://hablemosdeculturas.com/agriculturadeprecisi%C3%B3n/" target="xrefwindow">https://hablemos de culturas.com/agricultura de precisión/</a> </p>
      <p id="B3">Funes, A. F., &amp; Vázquez, M. L. L. (2015). <i>Avances de la agroecología en Cuba</i>. V Congreso Latinoamericano de Agroecología-SOCLA, La Plata, Argentina.</p>
      <p id="B4">Funes, A. F., &amp; Vázquez, M. L. L. (2017). <i>Avances de la agroecología en Cuba</i>. Editorial de la Estación Experimental de Pastos y Forrajes Indio Hatuey, Matanzas, Cuba.</p>
      <p id="B5">Geocuba. (2021). <i>Desarrollo
        y despliegue de un Sistema automatizado para la gestión agropecuaria y 
        de distribución de las producciones generadas en el Polo Productivo 
        Agropecuario Cordón de La Habana”</i> [Proyecto de Investigación y Desarrollo Tecnológico]. Geocuba UCT Geocuba Investigación y Consultoría, La Habana, Cuba.</p>
      <p id="B6">IIMA-Cuba. (2006). <i>Tecnologías para las producciones agrícolas en Cuba</i> (Colectivo de autores). Agrinfor, La Habana, Cuba.</p>
      <p id="B7">MET 30-15-09. (2009). <i>Metodología para la evaluación de la calidad de los productos cartográficos digitales en base a las normas ISO TC/211</i>.</p>
      <p id="B8">Minag-Cuba. (2017a). <i>Lineamientos y Proyección de la Dirección de Ingeniería Agropecuaria del Minag</i> (p. 18) [Lineamientos]. Ministerio de la Agricultura, Agrinfor, La Habana, Cuba.</p>
      <p id="B9">Minag-Cuba. (2017b). <i>Plan Estratégico del sector agropecuario y forestal hasta 2030</i> (p. 63) [Plan estrategico]. Ministerio de la Agricultura, Agrinfor, La Habana, Cuba.</p>
      <p id="B10">Minag-Geocuba. (2022). <i>Infraestructura de Datos Espaciales del Minag</i> [Datos espaciales]. Ministerio de la Agricultura. <a href="https://minag.geocuba.cu/" target="xrefwindow">https://minag.geocuba. cu/</a> La Habana, Cuba.</p>
      <p id="B11">ONE-Cuba. (2021). <i>Anuario Estadístico de Cuba. Serie: Sector Agropecuario</i> (Sector Agropecuario) [Anuario]. Oficina Nacional de Estadística (ONE), La Habana, Cuba.</p>
      <p id="B12">PCC-Cuba. (2021a). <i>Lineamientos de la Política Económica y Social del Partido y la Revolución para el período 2021-2026</i>. Editora Política, La Habana, Cuba.</p>
      <p id="B13">PCC-Cuba. (2021b). <i>Plan Nacional de Desarrollo Económico y Social hasta 2030: Propuesta de Visión de la Nación, Ejes y Sectores Estratégicos</i>. Editora Política, La Habana, Cuba.</p>
      <p id="B14">Ponvert, D. D. R. (2002). <i>Leyenda
        de categorías de ocupación del suelo para cuba, una herramienta 
        imprescindible para abordar la cartografía de las coberturas terrestres 
        por teledetección</i>. III Congreso Nacional de Geomática, La Habana, Cuba.</p>
      <p id="B15">Ponvert,
        D. D. R. (2003). Leyenda de Categorías de Ocupación del Suelo para 
        Cuba. Una herramienta imprescindible para abordar la cartografía de las 
        coberturas terrestres por Teledetección. <i>Revista de Teledetección. Revista de la Asociación española de Teledetección</i>, <i>19</i>, 11-17.</p>
      <p id="B16">Quampos Coult. (2020). <i>Herramientas para la agricultura de precisión</i> (informe técnico). Quampos Coult. <a href="https://www.quamposcoult/" target="xrefwindow">https://www.Quampos Coult</a>.</p>
      <p id="B17">Ríos, A. (2021). <i>Informe
        del proyecto Desarrollo y despliegue de un Sistema automatizado para la
        gestión agropecuaria y de distribución de las producciones generadas en
        el Polo Productivo Agropecuario Cordón de La Habana. Resultados del año
        2021</i> [Informe de proyecto]. Geocuba, La Habana, Cuba.</p>
      <p id="B18">Ríos, H. A. (2015). <i>La Agricultura en Cuba</i> (Primera). Infoiima, La Habana, Cuba.</p>
      <p id="B19">Rios, H. A. (2016). Estudio sobre las funciones estatales y empresariales en la ingeniería agrícola en el nuevo contexto. <i>Memorias de la Convención Internacional Ingeniería Agrícola</i>, 374, Varadero, Matnzas, Cuba.</p>
      <p id="B20">Stehr, N. J. (2015). Drones: The newest technology for precision agriculture. <i>Natural Sciences Education</i>, <i>44</i>(1), 89-91</p>
    </article>
  </section>
</div>
<div id="article-footer"></div>
</body>
</html>