<!DOCTYPE html>
<html lang="en">
<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 {
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	border: 1px solid #0d7f54;
	padding: 8px;
	color: white;
}
td {
	border: 1px solid #0d7f54;
	padding: 8px;
}
tr {
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tr:nth-of-type(2n+1) {
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tr th {
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th, td {
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p {
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	text-align: justify;
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p.address-line {
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ul, ol {
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ul.nav {
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li {
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	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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li > p {
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}
a {
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	/*Añadido color de los link*/
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}
a:hover {
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h1 {
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	/*Cambio de lo color  y tamaño de fuente*/
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	margin-top: 40px;
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h2 {
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	font-size: 16px;
	/*Cambio de lo color*/  
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h3 {
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	font-size: 16px;
	/*Cambio de lo color*/  
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h4 {
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	/*Cambio de lo color*/  
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	margin-bottom: 1em;
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h5 {
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	/*Cambio de lo color*/  
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	font-size: 13px;
	text-align: center;
	line-height: 20px;
	font-weight: bold;
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	font-size: 12px;
	text-align: center;
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.aff {
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	font-size: 13px;
	text-align: justify;
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.history {
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	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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p {
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	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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.citation {
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	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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.copyright {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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.top {
	height: 0px;
	width: 45px;
	text-align: center;
	color: white;
	font-size: 12px;
	background: #0d7f54;
}
.zoom {
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	-o-transition: width 1s, height 1s, -o-transform 1s;
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.zoom:hover {
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.menulevel1 {
	margin-left: 0em;
	display: block;
	font-size: 14px;
	line-height: 20px;
}
.menulevel2 {
	margin-left: 2em;
	display: block;
	font-size: 14px;
	line-height: 20px;
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.menulevel3 {
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	font-size: 14px;
	line-height: 20px;
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.active {
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	font-size: 10px;
	color: white;
	background: #0d7f54;
	border-radius: 15px;
	text-align: center;
}
.boton_1:hover {
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	text-decoration: none;
}
.box {
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	background: #0d7f54e8;
	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 #0d7f54;
	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 #0d7f54;*/
}
.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 #0d7f54;
      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 #0d7f54;
	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 {
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	right: 50%;
	position: relative;
}
.inner-centrado {
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	right: -50%;
	position: relative;
}
.clear {
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}
.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 #0d7f54;
}
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>Monitoring of Sugarcane Cultivation Using Satellite Images</title>
<meta content="Vegetative Index, Harvest, Spectral, Agricultureíndice vegetativo, cosecha, espectral, agricultura" name="keywords">
<meta content="Elvis López Bravo" name="author">
<meta content="Arley Placeres Remior" name="author">
<meta content="Omar González Cueto" name="author">
<meta content="Miguel Herrera Suárez" 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="en" 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><a id="id1"></a>
  <div class="toctitle"><a href="#id1">
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ZYWbneEa%20ww2AGFpmGOO1wd9lsv5geS3o381EK1vl1/jsyX6RFvKvARQBeo5AlbU+rIiWs13BJZ8QwnB/JbKB%20cVUb/LtYeMJS/fGF4eNtdC8TVX/U4+BRMrBHnjoo68MSK1BwCeVmoblRfl2zIPCiDiXCh+7TZjEZ%20FM6D/E8vjtqEGyJTvQLcWWGWRx1eN5EVkyknL7JnPtSPaIGLAYhxQsbUXI+6c0F+1vWQnwZBCyqD%207Q9/LRIQZO+bJOjKKSc+22paYrXOZYFIJeJt/ykSXujnIZ6CUO47MuvQo4qimli5I4Th/gpD/GK8%20Hz6oK1MOfFOkfl3sJSEJQiELe++V+h4IWEdVpSwolR7L8QEzBOTo3iN7uo4u/PnPdt732eUrhw5s%20MqBHYuQkIep9KayS6F0xS5nI1w3GRj46OR2QBSn/E601rbnySX6EERBErkus8Uo9m4fwzE8U9hbd%20b36xPlnrHj8ZyEtskKS38pFfsW3NZv368pJLzZomv3h3Kh/hEAzkwg2zv3t04v2roj145ypCf2HC%20F27AnXCWSSqUxrfywg6q2Ybjd1JiIhzeIm38aix3dyQwqQRFInnlssT9Wr4ytJFTDiINimo6LR2d%203CuMWU2bE6py6gj1jgaM7hqDSXHsylcVKWQfuJlUjWu1XGSnWK/Di/A4oZMDdLzB6H4k1DFQiGam%20uXfwoU9uAxG5KEOAEiUj5bYHDj2sjOVZQ7tzaAgyFngbU6tZUuauJa1jioQ9d4T+0nAlprNfudtl%20GJX/rpj8XLkIkSAwBf7nx8qRf6uOD6vhIBCVefU4P0lxTZKWI/3u14sXZgrdKjFJmXNy8t9QmV/A%20Jg3L7Otex5kLtUm49u9sknSpC8/RDy8SLh1TSZm2hx8MbNkuKcpJa3wu80CIJ0ty/n+S33tvdKDo%20T2qWjMBgut5qv613sgqw544QhvsrTmVixQ75x6HsjSKDmmoo5qDlEnM8aQjic9W7Xu0+SJ3uJrJo%20GSz5G33nJZNDQVNiRDhx6TziN8P5lMUEi0g7A+GwPyVkLAEkS6NdWsGCtMv+9GAgAqE2OdRUGHzN%201NVXs9rlZF/UzXKXnvJFABc4FxhbYAoq1CSgXIamSFobem9HbRqnmkEIw/0VSQBFmDKbvwvKBaOD%20IKtgZmnYFPlzLnAqcDKuWo3vz2sCzOjg699kh0pSoQyTjitx8vTAd5v25t2eV09l3jk5rthbH6W9%20fXCsH7Y/ImSWFQsfmNgzN1vIEOmp7oxfZDMYsRy7RKol4cr3OrIATe1MeFOuYHHh1IuuevkuC0RI%20i95T5ItQGAPe9kNXWxxQXWy4I/SXhxdUXwJcf96Y/p7PSuHA3kOBYF3ZuiUyx5Et6blC0XSgdTA4%20vc1QVhnFMoz10l7NaH6j3t1J9Z3RlCAoIpRdPjyzED6/vPwcN1Xnzr7Guu3bsvb92JTkRN+eufxj%20thfl8VZ3pG0quznUlFcohaIN/dQqXJV1HKlvl9g4DjQJogbqw6FUSTYFl4qnbKCrEtRuj+QXmJOq%20vbih1R7+3vzGI0+u74EQwnB/JXZmNGiNH9or3BWb+vr+bRtrTdgt6Aku1IHoEi6CPwjmj/eGSkAm%20S+zQ0kxHGwwO81/8h9h0OHwQjAs/l58/C+ZPwXRpYvsPA6v2hIetvLvOXHkNkwwwCxCNQrMotlpK%202AvpGFUEt5yD2XN5vM16eLQQ32A7oUD/q6fPucaJqBBJuMW7yKZ/DjclSVdTMVVnj62c6N0irxmL%20EpXxp/+AvG3jrneWwMhhYnEV+rcKgSV2edmXUuSOlpqtWLYjhOH+CmZDcwpGDry+q2S97V1Qfmu2%20swv0QTH7i6o4F3qJFQIhRQQmci/rSy4bm1Na/Eb/XtaZGXjiI7GF42GNKpQZkn87Egw9LjX3SOn2%20puia1fqPbrnrHqP1fcWZbdD7KB3poZmZ2VIZYlukSL2baoEHbhOEO0L1Ysr6+yvpr26L7Q6MtBdr%201jCvQo/o4syhqDIC5Sr78s/r4ACrdvtuk1qzKhHAH2fjkB5iBVzaQMXukCG/L62q/B0LIJOFJ7be%20cNnlDr6xCGG4v+IJUBU3EhPQ2wXBGFy4GobanMdvMycaHO3qYv+jajEri5NSa1HeHSu1fbAwpwmc%20EoSCkGkw9qSlIcmK/lbVB+zBacZujq5k7sia1vM/90+b77yndQB6fwo5XQyPKgstyr80ZuxV4jcn%20R/da/U1mOQ/LJmj2innnfeYfH/zDnbP7Avf/mOtWSSkLPY9K44kSLVG5xZYJWDqsusx9RMoO3phs%20Bqk7brCIk2vXxTa27+dR3mJdej4XbDjSBdSGtpSpyvimInTW4GIdL6l3w2/RWCY8sh+KAdCi8MAf%206HVvYiEFTBeGMrDn30Nt/UGL2G6E9LeU21+j5zZp4kNh/XWZQJLFvp2iGncFHlBAAzJKhMNX1cy6%20Y7iZCrZDCOEykAPUXPC9qZEDAvt6TWOYmo4/7EZifG+dkFlUs+zuYVWlOueGCV49PiU55AsTkzeH%204oMqvTZn19rTvwm3ZGS3zAVXGrg4e+H7zRAHRYX+fvLww+TN72CHdsGyFCxorcxMANhtR+iswdEy%20LyWVKJQ1uPR8KPSSh/4tWB+hscoULnkbHvtWoP0gCf3Lp2o+99nqSaftULj8leqWh+NNTIqLdOGF%207nCDHiNCtUwDnLolOh0pXH7NLv2SXH+JmRbXTTjsWOHrczaD1EI3fXF2oOha3td16AS74U2jK9fs%20HgEmWDQMtEamxCH5paXFiyECtL2kxm+ucv4zOX84INty+y2/FK5Y13SX8uDPRSHoH5JSKa5NSrd/%20XpsZg0WLKsnOMdkRwrYMeibml/Cz60lmf9jsDfxXdmq2ILs6CU5KssztgSF3+dK8Cy2C5AInEjnK%20rep5Vj4HLZ/KHv6ZE+pXOQF9iT7rncXBXcKMS83SkompfTKIvG6FJcqw+x9i2gxn3geK06usicOS%20V+y3rrasArFMUvXp9NFfhINexS5x69LSzOv07DhIS4zxvaGaKImDQik7qGg1AYWPjmqqQA6o237o%20FEX32ARffm9VrlafPUP3J5nBWEcI2zIv8zYLgTMZLkKAUdi0Qdy5Q4BFZvEP4eY9kVSMgMQPGyX4%20RJZuD0iPhRSX5MNO9B25UK174J/jVRfp0Qt1xwRBAEuErgcl+aGI3mAGLy/OngeEwJFOyG/U2k1V%20d3l/XbllvdXcCIUSdD5BpQ1h5pDA6/MtCxmUgQtAXTL5q7BegmVfzHffrgoPhTVbKGqO8vr8RNlu%20vbm6KiZBiXSXnOK1GdpuxXuUc6+yFno/buEbjxCG+8uaw/0ptPzrimeU7xAAZsPvNoGbgNGHFfZA%20SMtIpbX52W8rpycI81K0ROQkGxmDsduDsyWpFHNyrXrDfDcRgXwBVEZDMV5ZbYMTwZ+yRqD+HVI2%20AUpAcMAw/RLbn6SMEUnkzCaZHHiFvKbC0Bjk9kvV46ozKfZUl+deZwa8l1OkWpx5oR+M8MNfjSXG%20lFyDGXtdIdDqNgOsPffUS4ucDrmyAhSOm0QIw/2lToYN22BnF3zq9UDOeDUiwY/ge7eDEa2saFQk%20YoJv+p4mDspwcaFtIQt5YW1APObPSOMRXXAsYE5lskm7EuiVi7TeBogCOCJYbuUyC/FXuNZE4Kb/%20GNcFL/2945Akgir4WyqIICj+YUDwM53kSlxVYTQNo9slvikYfXVx2WVOecrfGLMAzSJcsKwysfuZ%20vUZvY1zYdQza6yEWwXxHCMP9pdmHoU8tr6HCT34NW/bDf3wc/CWN9Kdi64WGF/Uzs6sPDo7CsTR4%20ZbUGJFnL3crqSMcnhvE+S5Kfy8USlLmQZQFCydr2vPfggcm5FpvZWnVXLg97bgyFyqI/o6SXwzax%202o217zNyGW1Sf21c+UNdojgwKWwfiEREI0zNIGVKAHTTf3Kxsg2yBLIC3CEjw96xhDsGLK6HeQ1Q%20V1+ZyZ2/wB311NHL+8hl4R9+CO+5ElYsfmrpj+PPhr17hM4UXlD985HAIf60X1aejA8Ijk66Bxyd%208833iPUJUt/maBFOZAhq8MK60sxPwlmzoCoJw5v9AlwMc68qV0VIxqFshV0emlE3GpLhK480/dS8%200B+qQmRhevIX4dvmtnLdbqeBdbpxl1+hG4SblFXC3SvLXcuP2EJZo8ErivkNWk3xwSOJb2deC0Hv%20iOLI5ex32u9ev8iYytGBscZIYBi4q1tgcK7G/dOFZAAuXvXUSkwv8HTErZxAOAx6B2A6ByPTMDoN%20m3b7px2aAu3NEFT9x3gnEDjpGEJYuZ/lJkw+D3f8RjoITsIUw7cmA4Ywdf1EaKFtfLkqMaWMrc3C%20haXMPvHD73DrGvmZ9KYpZHKwrRN27hGb6ojSaLe1Qufo28XQZQnnbY0puK8zujnT1KAUqoRivVqc%20XWcy7tfy3kc47E/Dq3vFvg3kqao5qIB0fOGNAtRUgSz7LaCDY8FpNzjuhDOG/LaZXbManH1d1ULq%20dnfiLe1Ngwf3Uj4lDufcq9e5HY0Q0F74iYgAU2nY1w153W/9e9VFTQKODMKxaUgocM4cSOf9I4e3%205d7mzWqEGY2Y7whhuJ+9ZO/rIvd9IR4aUNN1pvG26eC4HL+5amB9Ru/QZ9xUa80xStdmSxsCjZtj%20Rp15+VfSLW38TEaVhGDjQ/T+jyfdJmvWh3OrlsH4lJIryPFIoVT2r75yy7+K6+WtS8Dmfo773XPB%20r5G9f/v/SZ8Md5f53XZWGY1OKdi23/j2viN7j6ksCuKdInivS1G8f5BMIdpYm5dkdv8dgnFTnCXt%20D92Uq42/8Jqdgq7Dhj3+2oG0qO0dbK4aGKgHpZ/apTUlskeZldOKxOpKpubNzIdi02UCFy3yDzyY%207whhW+bshHvXE3LkWCCa4DQj7zksmgstfnE21y8YIE3WGMKluaFRaOlVUxrND2j771NbPqKfSbiX%204LxlzPry9IDAOmbCgcNgOyYQs2z4PXdCgYt+2WuViVkiRoE4RWoViasTbhBqU9ElgkuO37cmEEJE%20f3UnqnCucCnAaJALIeaGmBDkVONe4nMXckVwbS7wbFcvBFRYe4W7Mzp92WxIBSt99hdcS4DuwPYt%20QsOWRLQo846pEYnEOwM0ZI3Ulmu7FT4QHG3gFplyH4jm5dTBjtyCNqOmBsMdIQz3s8IB3mRtbs3O%20YUqZutk8RMqQnlfW5oBbBH1hVqNgTJDRqMlNMhS1WyTLT/YzmAuXgxSA2ha2fTeIIkgCEAb5DJkY%20orlhmh8TjDRlBapYVGTeB8SoPz27RCBAqExIkFIViFip3BXv1xO/eKfeKQT3J550Kq/DptyUmKMy%20N+LyhCPUOmqDI6RcKcwME44c9R9c1+KPrjmzwPVOI3IFIiqOd4ZRCBXLCjtYXfT/DAdlU2a74kWr%20xtRlZzwueb8iYwBOUIMQtmXO4l70Gw4/3gBb71BImQaqXHGOVSr5k6643O+W+GV1lhpHFIPwupXm%20p9/Ko9qZjvmT4PZHwQpBOgs7tpHerZI7LqqMVhHBy03ZX/eDKJRU6nMeJtT7JV6aK164gx/xCiEC%20qbRfgBzvz1Agrle7V/6DVAZtenFPXMId4lhQtnmWs3TIzrToyprynPncsmBFNSyeC2d4s5IIhwfg%20e78UjCOy4p0f1NimRUDjQoBTg5g2aC7QsljMUpZw3v4O+8JFZ3SKgBDGEob7ny3fVXhoK/z6cSgp%20wbAMrVXhwuBUeZIl5ie8Qv3AGKkW8rNj/O9f5w8nh1PNhvu8k/1QyOVh2xG/qnUEKFtQyJPsBCmN%20C4VxanmVe14QdCrYftMlTv1R6yKFoB/ulcqdPKNyr5w5kKcrd+5tlE2ZozA36FfuLOlAtUNqHCnp%20qkEuU5BcaEnAijngnxI872nHqY5eCuRy8PVbYZIJ025wSaMAFpvaVwg2SaG6aOd4idquphsfuhIW%20zKkMIUUIYVvmbIY7g3XLobMHjtocSswaKcoGlWUijRtUdWs1sVok15zDpfBzBZZlQ5kBee7Ohgrr%20lvkj0NMFmMrDdJzn63nZZboDuu03ygXmL7pdyhG7QK0CLZchZ1BiEcklAiNejjPdIMz1V/0QgSr+%20YUkMghgCKQJyxL8fyuQgSP7KSgEBQgIkVKgKQlUEYiH/yJTPAX/OZPe+Gwz6F2NPfgBgEE3BZYvh%20nk5vS5gzZgsGicqCnPc2T08wEIKwrB4WzK+cHFC8rQkhDPezhfqjCQcmIaBAKAz9j5TJtOglr2TI%20KqdBlbMQKYTLobnMcaDzoB+aM+pOXtJ+55ti9omAop5WM16o3HdKiD8k3DChZEBB95MwFoVQCATC%20aeWufr81xPyY9T57dfowZ8lr/6amOsm5SyotGlqZkIAcb9G4/plB0Z+9wJ/fhkjgilBg0JMHNwPu%206eWs5Uhi/s6PvKb7T8Pdy/3uPn+TNBWmx52x7lI+L4XKkmCrQQmkADPDdrbKWn8ZdB8Fw4LWlH+c%20wHxHCMP97OzFfX1wOA9VcUg0wjvf6pW9jssdpzLc0L/1n/pTAnj7+mgZGIGpYbg+4Xfkn519XsJO%20S0tGIpL2gm/NJJWAppWuDssAS59wUvFHMue7uTv7vLfPnzPXMp4cbM9PPAPxnsT7YJVDAnvG9yRJ%20cRyLc/58W0Jspm29oxOc7md3mah/2HjwMKQa/O9cdSlwwolg2cxilcGa/q+GyoVdAvvzMD4Fhg3L%205wNORoYQhvtZ2o8CNNf79+O4z2yqkGdnp/dPKvhDaNgpEpJT7kqMSv+3++6FUyevV64zZpklU89b%201guITC/SD+57dNbsZaoWNIziczfcHW6D93Gy7pIX4sk4tDWBdxJDntXXesa+4pVxNZJUeSk4CQFC%20GO5nC4cnC8+TpDZ5ZuXq91L+TK0gIBahkt9kJ5WJwJj0vFX1mdO0wP59Ow4e2FNdFVp/8dsBXMex%20n1WwV44Bp7UFlD59o+xJ9xWp7CiCf1gIYbifXV6B2XkERqKgKn5x+hzHgFIJBKty/+f/6W0jw2D3%20tJesEVGsZo4B4SAsGg5L4pmXuaSC/cnWH/86EeXWWal9W77ac3TOwEDv2nWvnjP3nFIpQwgVRdF1%20XSJS27QoeZ5jlyhCJg1P7PJXf32OA4GX7CXd7+E0zgTMeIQw3M8SG1bNgYAEN2+BeJUf3CeNLa9W%20nZyGRSm4bi1I8v+p20A55CkLXlFmkySe4LoDzoBo9YXlMw13L71N0/RK8YiquowJgkAo9Ypz6n0m%20PG/pPXdtix7JLqoJ5Fr79h8obNooG0Zx/oLzS6VC70B/S1vrpt/fm2ppWLhssWWeutvD/HnT3roG%20fv4gHBrxJ/g91Y7ynsPMww0XQ1MKx7kjhOF+NpsysGAxXG1AVxFaKw3lP+UwGDgMb768MvbjjG7v%20/GNVTEllboApaKrltglqCI5OeKXzk1MOwwtZwVRWFC4KMqV9Pcd23nLLtZ/+jJfsuUymZBippqbh%20wYEjtz6yJNqcHJocmHYuJ99+LP3jVcu379p912Ob8+0dK2zb2fDz353TMKd+uBhevpCx5x/XEozA%209VfCT+6HOfOBn+zhkuSfBq1dDM1tlWGj2HNHCMP9rKEwOQRbuiAYg2N9pyxIJwx4ZAesX3Em4e79%20eNH0+z+268/3W+1K5d8kNi7MKFVc61RXDEcc7o9zZ5XpwCTRv1uVP28fhtInHnpIP3o0sXbN+GP7%20pe70dCZdk6p9+LbbZjy6eeqCtfSyVzlZY6YcqprROFqTjivqte4/3Nfz/Xnz9vaNBjZs+HVr1aKr%20yUxthO9r11pT1a5zGi+Mwb1PQMH15/s96Y7yDl2mCxv2wcwUqBqGO0IY7me1eFckaKmCTAEc/SS5%20DJWBInUhqIqeSVp59XjZhF3L0uks1M9ko0eEZBOr3hidUUciMzjvFksx+3BHhmcFpjBQed1AYNl0%200Bae5ze5riuHQ337upLDgZmBsHXxa8KxCGXsyr/92wNUqH/gwbGuY5na6n/p/+2H6i9dUNVqOKao%20WAuKr7Eb33jlG1blyoXunz94ScuSHWNdo5N9XrLLsng611Rr4zBVBDt7ksuq/rB9DiqBuprKxWdM%20doQw3M8mBpEENNdWObVfjUeVZ3Ununu6OeP1jbOcqVvnz7jjlHMPPE8QA0+6cy90AgJE5tu5CVJ0%20maZAbTX0WeAKLHWBLVu2IIAuQOlm5o8Vf85o9FKYErL8/PNHhqcSB+11yTm/krrlUIDaIDM2/4Z3%209cyf5216fu8+wbBkQt3KuBzDsUpuKRxKMuYU8rlUSRKitKyR9W+8JqQFbPs0GuQcFs2EztL7Glpf%20xdynj4SiKA4PDxeKhVAwLMvynPinpKCFI9wRwnA/+/kOTK5vX1oV1xg7oTuR0yWXscb2pRPmJtcE%20UTmTglQUwB0S0klnmvo3mpq9Yo1A+nNQ6IKozOU0zR0jNOiveM3KJFimhD7/76CyfP/3b8zdty26%20/I22yFdNRx//2T01a+bNaJsRcPmKyy49fLRrQT+/pHp+tRqyXIdUBjxuHD4QHKYdi+a6thMV5Ols%20pq8BljXW2/rpJjEzIZJsbZm90rGKf/yiJEk2jcmZTDSWUFWFTRO8MRUhDPeXSnfGtQ3HJs8Kd9e1%20vFre+5ZX7ZIzGtjn5bTEyaKtycdgindY7iRddl+VovCpMG9uhcEtfPl4aMvdfPzSLKVQdV90YS5k%20hRghzzXc0AtqxzQjM2bWfmTBUUrH9/ZeFmqvy4d33Hpwz9Lh5LxWMsS9rRZrw9WgscoTecW+SqSa%205gaptc5LdkmUJorZY6nyzEvPI9YLu4zg7Q7b0r198vT2ePvJMb195X92nvwSQgjD/WX8JpFRx+lf%20nRMlCISdpmYYpXzi8nTZ4FqQawQydebh5slc2elo8B/fv6DYlyqndyurJsIg8udoy3jhuerCCwVR%20zBZzP91wY8A1zmtdeHFowU333Hdsw/55yRbBca9OtHFZ4E+NayEibSmpPZ0jfM48K1McMDMLr3tt%20Ihy1LRyxiBCGO3ohvAjWOXdmmZYAC+rgkjWwaTs/2GuCDWtWQ1szTE+7edONmXDVer9Uv7ngGHWg%20D1A++vzvsGWaxLIEBudetv6u/7lnRrC6qaquvaYxJgd3jHYtTrXVhOIFy+/yeJthuvajffv7zOmj%20fc4ic61b0EOqJkuSYzv4NiGE4Y5eMH90YMmf9LEcPd7ngcyUn+PeP4CDaUB2yh9b4lXPjIFZholh%20fz7I02xreCW8Iivz5s8Pvzfw+MDU4aOHLq2dfzg75HC3KhB9oHdXR6IhKClevouMdMn5yaRw9Zuv%20FalAVMk1bduwgmHVdXEpPIQw3NEL5OW4psCcWfDwFhgZh/4hWLUE8kX41R2QqoKpDFyyFrbugp/c%204j9SEGDpPNi357T/CERRUBRJlmcvmk9XiF3dx775/bsuis5KBeNbhzsFKuyf6BvMT86ran6s/0DL%20snlz37w2poY442p1VHJJtm80sSyB4Y7QS6sixF3w14H4i3h0D8DFayCTg7WrYGLaHz+zcA7YDlx4%20LmzfA3Nm+jO5x2Mwpx32HjvdMTlesvf39Nx7441PPPRoyTbHJiYye3rWVM1aUjtzbeP813ScUxeK%20l2xjVcPsnunhGTPaBhtIdTDK/AvEbjAeUVOx8p5+08URiwhh5Y5eIAY8Rqn8UDg7vzQgsyXzIJP1%20J2bxauViye+5H+mBma0wnfHnHGYc+sagvFfuGAoQ6fnjnfuddGd6ZKqpt2egt6iU2eWkLlkVmy7l%20JqzCnqne1kDVtbPONVx7RiQ1WJoKzm7wm0SVZk5AUYWOau2xwcnRiYbaOsfBzjtCWLmj0+YCxKmw%20YiSiOZQTONorP7E/NDDkz7DofVg2BANgGLD/sLCzMzI+CbIGtZPqkmKAn8ZQd85YU319oqNdCgZe%20w2aeC/Xd+bHHhw59fu+th84P66vr24M1vHJDlCJJLUoi89gR01/CqbKgNgOpzjvKKKW+cX9FEoQQ%20hvsropVCqSAIkiSJ3ociS5omKhJX/TVLQal8SJXJgk/jsqdXvNsiUxXX5crPDt3yQPnglmPrXduf%20ZDGdhYYUHO6GJwrf+vXwsUd635kIA6Pcpqd1oxQRxQ2/vXX84U2SIB8sjt41M7uxtbSrnV31mXfP%20X75kwfrV9yqD2UxWoxLjXNW0RZPaoSd2y0GtMjMNJYooCaJgsef6ZaTyMqXKS668fK6Bt0MULSBr%20qqx4TyH581CS4/dIIYSwLfMSPFoKgqyqjILNuGEYeqGg5/KD3T2uoRsT+Vzf4PZxUAJUkrii8UAY%20giEIByr9cVJ5N54z3JjLj47Oz9OrwRXtyOuy2UeoDB2tsPcgCFrNFHkTQPWg9eaxyZ8GhdO9BdYx%20zfVv+Bv21rfd99XvxkeEVe95zxJF874uEcHSzVgoMuddlz947+Nt/fn5gTouCnMTTWObj+xWd8yc%20Pyev57P7+ppAdIKidyh55hVVP6WV40u4gmVCsehPZF8uEEsnjgPZNOvOHTaLD1EKYiCgRsJqJBJN%20xEFTRUMTZdnbjU/2jBBCGO5neUcGgKt0ulCYHjw6vfew3nOMjQzS9LRULoULpgSMuKwqSQ7ma/35%20VGIuaMwxAcJMTLiBBru63W5d6lgOPEfx6n+LeKlnevW2y1hdjb+G9YGjsHopPLhdYJWV7Qix6QuZ%20b8srlgOq6p1VtC6dNTI2FgvHbN2f78XiriiLQ0ND2a6hQDK6eeLIzkOdl7UsbY7WrEt0HHh4aHLH%20JtFky/PK/mipbk6r+4yh7t52GrY/XGfgiDR9VCr3SaxMQReoQyoLSFFR5VXGnSX3Dohwx5Us0NxI%20EFKpYjDipFI1ixckW5tbNOLtUiid4fTICGEmof8bxd+LE2Nw8F5h9726NfjheGkiXlVOFUVSkKko%20JD6YY7qQ/mFcqHMiry2kf6QG1hlKu+VOC86EUH4iwEfB3sdHOe/SnAFuzlVOPWUAOd5JCwIDgapT%20GaCSX7nvPwyUEmDhykOChMALam8wxqxSaekVV80pl+1y+fhvp5Smc9n87TvWuLVMcNfK88V54qaB%20A6ooJwORZckZ/ZnxI2JuzyxWvWZVPBR1njFlmKTywV3yI18LRVgk0uzUL7H0TaqbEyLXFOxx0Z0i%20VZ9KT3414UzIoVVlZXZBCGbNo2Lx4REmMqOX5e4NdguJzFJxaj2dt5QlqioLZON4HIQw3P9yO0+B%20w52w7U41/WggqgjzFlhgjBlFreaTufJOIftLlXCe3xas+kSa3h8SW2z9qOwUqLJaF6vd3H/EWYly%20zV9RWwKIex9c6rUcpj5XbyYZHJirfTYUkjV7qyT7KzoVS5CIw1Qhvyz5BYuFNd4lSeDPLMBPcmgQ%20vZqfEFmWJVl2HOePs1f6y40wFtQ07yuVNfVkL9wLfZl4Dqpbqk3mSIwoghhTgrpjCYROFDIbmwqz%20r76gUdaIy50TJ4P0njToCE1UBA28T5G35Wi1k/lJlNQ5+lZNrHYg6jJ/al+SvTuUaHRIA8vcF/Mq%209JrPT7ljUipXah8qT90XPfhIaEedmVpXOvcqq3UGgIFVPEIY7i9+wT6Vh7u+q6TvCdca8oqPZ6wx%20EWJM+xuj9H7N7JHlDosInEhcf0L1PuLvyVpdcuHOEA2z7M8i8RtyqS9NTv9n3NivEJkfD0TuHQrI%20qfsp3HuMuHL2aNj98sxmGBr3+/WKDGOTsGAWTE4X/6b5/+UL/vMkqmHyxPkUpcqVyhxj467T57rs%20WJeoqbFYPBEOM9u2TBMqQxv9SYApLRVLk52dsaYGr3q/6fBDDZGqVDD+qNmf56ZglFbWz/a2ZMzK%20Vy9qTyhB0zBPvrEEHAKCyJ0hcfrb8eTHMvao6OaoOyVI9Q53gOkEbPD2D40xZ5KyPBXrHLHJyd8Z%20Cqww5VfZwkZeKxOYCORuCvz2TqPx9fmr3mKHZSzhETotOFrmjMjQMwg3fTRCf5vsILIqgitzsc1y%20BkV9u8odYh6RpSaHhhgNePkO+V9FA3Ms6sWZF20aD8y1sjfG3TFRmWPx0yhFjw82EQmUy3CwC1Ys%20hd5RqK72b0bt6YfqBGzeDovmwcAERBOQrIIDR/z7m7zH08oPyoQcs+279dImQ+9x3RQh1r/++2Nv%20u/63N7z7Z1/72sGuLiUUFIUnV+ymgjA6NbH5hz/a9K8/EAJK1eVLNkwcKpVLpfMayEUdc2KNlX4+%20V0AsZHNE9n7J8zSAiMbL29Ti/cGqj2adAYkyL/FB0iA43wzMNgUKco3LSwK3idxmg0uibyiAxKa+%20GfcOjY5OocZu+cf00tWseGP1jz8dHM9iQYLQaRG+cAPuhBd8QDRs+PW/hBs6I4Ewd/3lTImbEWJv%20LZS3aLnbI1Tyx5eHzylT1SSRcuGYW0rD1CFxYr+cd6DocqvWZs12cb9c3BCkjIr+1DF+ae0V7QOu%200yxK5MRktxhPmzxr8LFWvWMB27rTX6Z1eBQOHIZUApYvgC07/AkJvC96VXwuD3X1ML5djuUlmwAT%204H69nOdsqawsUdQ2UWoUxQYqNLu8NZPVdu/dc8+9ezPpGUuXhlTVcRyBUkXVxm12sdmSH52MJGMz%20nUgjCfcFjWBNPNSZrg0lHObGldBYV393eaKmuf4kJxuiePiBB+v6B0RJpowQRsqHFKPEp7eoBRvy%20Op/qEosCK3KnMMwcxzQPAhuG6Pm6QKi+LaAuNwt3hTgjoUtL2kpDXWKZY4LUpUqD6oFJd/l6G0fR%20IIRtmRfjgAjDQwDHVC3Ij3eaicyto7LdLwVmOMZ9liEY6T6h9xtNdrKBJFvk9zRM2SaRQq3zFmWH%20br2g/nd2SSgXSWmaFpqNwrigj4h8QlIKYpAfn3vxxI4KI51BY+yKbFgmK9pY96A/A8Hhbhgeg/NX%20Cb3FC3+6qe6c8x7tPdp/8CisWQEug9EJWP7e0r4jZT1Hxu8JXBRV20XJO0MQmeu4Zon5w1oCRJAl%20pVaJ1blOz89u/un+A9d9+d87mpr279z54Fe+sqBqVdXcc5dCtNBTDIdCAie0ZzR03txDof07dtxr%20COyNc9denpi3edPB3uruWXNnP3u+X+K3mfQSTRPXijpCi63Vutxlqb9NB5MsFOSGzh7Lfqi5/SJT%20n8yOZs2pMatlaHigX9o+GpwqNMdZcE5JWcaYxJxxkZumd+x0KI8EYeqAOpktV0ew+Y4QhvufnQv1%20dUBmmPZRGRS/hvSKbpGTiRujk6KTmdOsnrMisWxZQ+vMaHVCC2giIfv37mWu296xeFzZuKAdBMX1%204488+WzlMkxOwWA37dkp6w9L1CHPurPUq1SDtTwg8nQOQgG/PC/r8LrL4NsbPr5t8mvet+882vup%208y/qUPq8xPdvGJUgb3MW45m98rWhYJVIgfOcVdwgRLYnl0yGmzkhyeLwsukDlxjTKSXUGk/E9h78%207cc/ef0Pvq8EAus+8pHx4cnHD3QNBRKDNTxsTilFu1xF25Qgff2aO+B3kfqqzWPD11jtmQh4r5G5%20z14wibhEDzvwhsyiNbRxBqtKVta5Pt4CrLyyQtY7ODXMXb7MdcpAqbc9DmO2aR/YtXvwwP7egz0x%20qzt8z1C0JxCeYwtvLLC8d24DugWBOWZ13N8jCCEM9z83BloI2q4ojxwMVCmEArE5PyjpidYc76ia%20f+V/NDekwHGYZbmuy0olC8AxDOaHl+laDpiVgHtGegdEaGmAllZ2/pXGWAasLX5L+oRf6EJQ8Ydc%20Dk7A3JlwtNf/4u5OyMBVwF3wotea0Ztdl9X7QmEolSEehf4JKPaIF3UnqsJUYO4Tpv6fLddMzX4D%20hOrBH2vOJzjvLE/c1fX79/XcdqEsxaKR8zuP3PJvX/rAN74uA0znMr+8/WO5a1+95g1XG7qul8qz%20FE30R77wxa1tsiPFHXNQnyytTnXU1lpl41l7yDahbYn99isqExTYlSpbP6Gv5e0Eb1dYhuHaT38j%20qCipmqS6akXo0ksYc/KbrhvfUxzcHzp3RCRlKhAyQZ1FV+v+ZQS8porQ88ELqmfEgBXrnEKDITl0%20irl7LFMnXByXpvcHQ7LoeIFeLjuOw08csM6P34EUrNyCL5xwtPATsOwn4EnfD0GAwRF/Gsi2Ztix%20H2bPhEgIFs6GeNz15wkDv1vf3ka9Y0pTPagq9I34i6zWbIo0h6jA2UbL+P8WfXRq4ccgWAtepWwX%20wS75/9CSubkf+Nqyz95tuyJz66LR2gc2PPi//+tttibKi294y8L15wqmq4FYFY5psqJb1p03/fTg%207f8b3T55kdbeLRZq58xwzZNX0V6q+6+oXHlp7MRyQqvshD95qd7xz9tptmFww9BEaeLxoJqVsmV+%20/7+Gpgco9Q4Ts/WlyxmY+PeHEIb7i9aZqamCxlfpXWWnz7EXKcpqrtXsjdKjmhe3pxo+IskwcEz4%20zfdg22aaLlUy7vTYDJrbINUAR4dg9TmwrxtcEabLYDoSEBGI4r2NmTK1KAxnoOhA+1zou0ddraou%20gV6j+N1Z76Ity6/i76b6eOXwcjx9RaE8eiW7QWqY/1/zP3TQLHFCFsnKsV/cnC6XCCHnXnhRNBTx%20Tj68rPdPQZgXrvar3/f++e95y7Hc8J6JHgUks6S/gNuliH8T73gGHttAb/s+5KaIcKrzRsK93yfs%20C9YdipwrabMspbPo9NjOrCvLAQ1w1WyEsC3zYjJhxWXm/b8pXwFhCtwALiqMSM8VPETk7qRY/J/I%207tsCW1Lm/LcULr3aed72sUuhwZQmb456BWvSgMzjkCyBJELa5uvg31azpH8zEIiBX+zlENREUSLk%20IFiLiqos+/2gX0VmlWa96xzpO1++Zu/RW7d08TcB5CvnEYEOcctXXr9v/I4/7Jz59zePPPLF3H5F%20DdQe6dq3fccFa9caun7CaQfnsqKooVB6164xGP+NC+qO3gWveh+l9LQubRL/oPf7n8j9d3hPIbsl%20XZovnLq0IN6vc2TGHWZwGhLofFd5tDZ//ToHDPzLQwjD/UVlw4wWWPEqu3AbScS8UyD+vBUs50AF%20CGk8rFF3PHDHj5zlFxSSoecZ+OECrwOxcVzilcX2WO54z7zSroHthBw/nHCXqxy87eAyIRM6adEk%2076s9trV1wXVgmhIbJZJXaY+CVYRgpXgvFkU+5r3/kjEKrLi7/fWHtu1dJPEWxjsfe4yvX3ey7eeO%20YdSvXj37issConjPTTfVNze6tn2af2jdg7Dhp4GrhYATcDOc28+5v45flSCVU0viehtLLniHFU96%20m41/eQhhuL/YLHj9e4zbrXTPlmCoJIVt4kTJaexxogM/QM2kKeWmSDLKn3dUn/d9Vzzp0G71xP/0%20O0Lek1sCi3kVNXN3qyk71PQv819brw0fGYVPnPuLvRNPfKfv+96x4OMdH5hX1XN0DP52+R8uLuz+%200v5v7Qg0LnYmo7Jsdx7Ol3WVEP4nk9zYtj13/nx/igJKr/vox72jBOP8NP/QCmM0xoQdgr4QZIEQ%20+/kqfUcnZYvmKS9ErKq3Fq99o+138BFCGO4vOgeSYfjbz+l9vXrfISHXyyEbIO4pJxDw8jYgSaOu%20M2YZsyXZtcn0NGnr4Cdm2tODJM+AV+eWGZOAePU7d+1jkQbQ4oUCBOqirQ25/U7MMJ58dl0nQijW%202pgt81hpjIAS7g63OFMjoiiLk9OFQj4YjZ10WdTjX+Suq0rS8RkLTpbMT92URZ7esvQknUPksuju%20sIxq101IEqXkVHW7dyIkrCkojXrHDNY2z21qqoyQwbHtCGG4/8XynbrQ1gJt7S5IULvHLNknmW7X%20SzpJVfOG0Ts4qBK+TFYVQiYNVkhToCe06S2vPC2BxCuTfKngVI4UfoFsEFZpVYgSMNlPVC88qUUc%202w9QLySp6k9k4D2ywJiX7F7KO8xNK1EIN3zrwJfOOfKfr1u04xc7F+4VPwjxoPec3z/2b48fvfGt%20Szfdtr9jq/130JTKqHGLuyolkq5nSuVEImkz9jxtJoCTXlB1/FbKsxWnqHdq0SCIMUL36kaut2cu%2081f/sAzj2cOKuH+Uuva95pwO2890+8SRlAghDPe/BP7UhLTSScZfe9W6pGkGIeN793Z99etz+gaS%200bjNucO5yGhxkj5d2xI/xbJVVv7qKUUGw+HDW5RawwtqGBftmvVGSCVEgL6jRDscCEige4eBOeXW%20Ds4ZFAw+sUWtdSQv5fcyY6Yo+aPvgTtU8AdFRuuTTro2DGG5CMG2OeZPvANRV+RtkXK+NgJRIe0P%20keTMJaJ3/CCCwEzz/s98piEQdNkZDkwxDEGb2QmXPWOHcChPC95mWZx7B7bzorGxX/7mgcNHW65/%20+6yVK1UglvEn+W1UJnPH+5UQwnB/SREEQdS0XLnctWHDwE9uaj7WW+N9VVEs/uRNrYJLSoUTyl5m%20QctstuoCSxJgqgyPHNTOndYI5U9obOU77aakv2DTXTcL1YeVlEonbDZxXv7qt7qOCYPTsH1PcLXu%20ld0kJ9kmuNwGkdCwVQDXBkl+tPSu9P7tu/irwCr8/Xm3Go708W3XbXOvt/c/ss9aDWHFOxAErbxM%20/FtjHcZWdfc3UnrGy13bZTJQXTxhMIwX7lkSZX6zhlUyv0aWE9t3ju3a8/B559S/4XUzly8PBoOC%20IOBfDkIY7i/FIt6LbVmRXVGYmJg8dudd2TvvSnQeXklFL9b/mJVe6LllOlxbft3l5rOKfdfxktFv%20r3ifvbrZrRT03uHA0f2vcMfPatfve4BL/H9bJXAt/4YkXrku6zLQwjxLXWecS1RsLI9tt0sgSIWq%20Vz3uXAoJCUY7g0pZEkUoTBr16x63zwN/+WsTHLOxNOz9iPckhssVrtle0Kt+5c5N4j+1dy6g8sp/%200idHmlNOKrMvcIv4G+Q9QOHHT0QYI1wonfDCGCx/rf7gDq3DVEH1r8L6e0PTGr2TmEc3j295fOPi%20hbWvv47U14nBgCDinyVCGO4voVodqCowWe7u6em5517rgQerh0bmShJogWeWwCInuSKMzixc/bn8%20zI4/czeZcX/ymXKNXRqGqCotKo/8LtsDNQvBMYAEOuybP7jue7ZlcWZ9a9313znwsT7pNcAMEGTI%209i0q9BNJ0k2gs8wZV5l2v5T/fdiL9cCasrrMMDuV0sNBsEnoqoLSbnmhbh5RiveGgHBtqRFYo9uD%20YvEhf4mok18ONmHpSm5/Kf3wl6MtE8FA0DtO+QcGxyvlA4EGzuv27JvevWeoNmWfs7rl4ovrm5uJ%20SvAeO4Qw3M8q2f/ITcOhJ0oDP/inxOF9NflCWFXdUMg9IfyBWNDPHO2a/A3vM6riL8p1QglI9UJn%20ZIsTJuICcFr67u+vXVo5rSAhMp2KW3W1/nic4WErCGnglaa/oFT3P7iclV0SGbOdcIoFazhbbhCv%20chcgcmWJBnlwvS7PsNysEL665OU4Ebm2whSirveP0OVlMckqI9KhcGeIaKcYLlSGVSt53Xezf/hP%20M7Mp2qiAKz45St+PeFWtAqiZzuRvv2PqkU2Pt3cYa6ExCcGIf2DAzjtCGO5/WZIf693HYNvdyvjG%20QGRCWkyeEGTZi/VnxpGXe6LrTulOf5Pwqg9OnXcB91L+RRoBYlswbzFsTeizSpGgHHzdyEPfGrsU%20UkvA0Xcbb7rhV7EPLvmhy+h/7X+/WX8pUB0EDaaPvLb/7oQcZC7prdIXJ4X8Rin0Fjtwju6PalS4%20W/ROSkBbbjKdeP+pb1epyiNthcB5ulfaE4W5BRCiIFa7nBPyHLOtl6EpBe/7kv7g3dbj/13dMaVH%20NdkRhOM/UBnOLwZFMazrTTt2TO+M/uhWtfHi0urL7MbmyvVVB//gEMJw/wsIwtAQbPilmtkQqirI%20M1QCGnNBcE6MdcF2io7dFYsmPvT+GY2Hzl3yc6LDi7fchONCUw3su6jc/+tAS1S4SIB9u7714Nqv%20QSgFWiAYFqukMuMQCEumGvcHchq5c3Z84ypi2jQwXnTdxeaCax3b1a0eaerrSc4h8e5sYJ2u71DS%2034+7BVr10XTk2oIf1I9rU19LBi8pJf8uAwyMg1LhvuDxJQOfi+WvErV2vTtQfX22Wxy75eb6yalw%20IOAKwvEq3vvMKAVNrfEOLGPB7I+13/zerLuyeMkbraoEjolECMP9xW/FPPKAsOO70boptS0Aboi7%20zwhsv9XBOTOtjGNPNjYUz10VX7165fmXjO3qZSWgyou7aY4BF17j/mZToWEqTlX1g+aos+nTjyz/%20BNStmA6sv224jwHNBM4HWYKJI6t2fuPj5R4ihwiDx6G8cl9s5KPU4X7KcuZfTc3+MqKuMHK3Rpxp%20gQZZ+r/i3mvz54rJU221nvxwpnBnyPtH8b6gPSDR0GmMnuTg7YRkODL3g9f3XbbuyG9vH7n3vprx%20yaisEEV2nzrw+ftT4lEJ4rqa+bl60yOliz+ZX7aU43y/CGG4v4jdmMEReOIbsbmG6obYM0t1v7Fu%20O7ppTCpyaeH82BWXLb9w3fjIqGsYZsErjF1CXvSts12oj8Gy95Yf/Zp0CQuBHPyEPb54y6d/V3fB%20QNP6ncpb/ZGYZm/dkZ+9evjhK4ntJbvgkg12af4nC7O2iumNmvd3QRXGOZFn2PH3ZanEkx9Op38U%20Mw8p/hQzRcGfRn6uVf2ZdPGBYOan0cC55UrJfXxwz2ltpOu4VqHQUJNq/NhHR974hu4HN4ze90Cs%20u6fKdRVZcQT6dCEv8GgYIiOhDV8nM3+QjQbwVlWEMNxfJBxkGUKBys1IT5Xq1CWOzSa5nm2oF9ac%20V3/xRcvnz/cvqxrGULnbi0Tyl9o6f4YZHdathh0XFP5wF70qoXFRvVxga8c29I1sGBU0r/BOufoM%20ysJS4P9n706grKrOfIF/+wz3nDtPNVMDVQwi4ABEFAc0oHEgOEVj1KfmpRONaZ/Jet2d5C372Zos%20zUunu1/a2NptTGt8iTFR2yHOIyiiKIiAgAhVQA1Qt6ruUPeee4Z7hv3OqcLXimAQGfJc/9+qVQur%207r11alvrf767zz7ftlmYufSyo3syP74Wka8rmrVgTY+1TvU0JmbdUIc98k/p7PUleYJrrmHBpdQT%20DG6w7PVFc7VSui8RP0sT67zw8WZtq+zslEn8FFNOjm2TbTfX1U246krtqxevfP6FVc+/kHjvvabi%20aEIIizLzBD72LoIEiceiXJIJG6gCINwPGpcyGRJbbLcQZiKXOCtVaTSrFyfK9efdOOekeZlMRnAc%2027IsLWhjyPbUhOsQ1O+To+IwsUd0bZ6iThBkVY5NZzSDj61elyN+xHseDVW9N0L6EdeXj3mpbvC2%20WH3SqfthgclU+WO0cGcqSFKRxDqXjaUqt1j8Yi11RYXXyN4qj/xjWqx3098c1V8Nh2db3tl6/s6U%20EPnUv+l4xMcVpeuomcmONsswq73bdj71D4mtSrqixKPBRoM1h8IddjSKaXcAhPvBrNxlv3Jvd9w1%20QW+YDSGz6+valxbVesoT7M4FqYhoa4e/NW1wo5BHfqyXFWe5ZQqycYStZlwxKgmCynXXG3Hc/ljN%20m2HNrYRPOIV6nyeSuZjxy3NFey5a9zcFNy9Wl4WNVWr6G2VrfcjaGPKL9NTllfxtKWW6FT7GCm5r%20CrrYkPZiVGp0iH2mE1iwE6FperrRmK2LdkxsmfmTKNeWPKK890xsCik2p9REByvfARDuB33uo6HT%202eA6xZrjyd6Rp9qNndSzwqvphquE/3wO0+S8RZTmU2TD+UORKZXtG8XBrYL5djgtCmFLnHWad/S1%20lpNzqmXmBW0Xmb48nPhKxRmQuBWcHux+ufjLpDLVKt2XtDaFQhNtbpP/OTLXrC6NeIYgxLhbFrLX%20FYWEa65TGDsAb1CC6XjDYBa1z6KuQXvTE95az0owsWuii22YABDuB31mJt7mbHZrC+KqqIlLbndm%20/lxj7M/xSB1OlkdNCXbGfPJOcVesdofXpo5SQ47KnWXKEJPS3yqN3FRnb5OZ6pUfjgtRL3qywQ1B%20nWZVIh4b/xuROAtxZUaw1D081zDeUov3JoO9pQrC8K11jT8erjwWLz8aH29RcECIApnD9Obt8RN5%20VJPcl0lf1OriUioAwv0gs2nqFN55pGtvFpSIR93q0KAmHfy2V0wgzvan4bvrBldZuR+PVrDKscb9%20EpzzGrMHRc9kzpAYvK7A/b+I0m+So/cnpWan6afDmWtL2sPRMCPJovAVo7Ez9Nz/rLM2hnatihGD%20k5wzLHo6Cz6bTIgesHCXZOrdRupOhWSvVhGmn+C0teA+JoB9hSnM/a/cswn6Lz8rj8wvlI1ghQjn%20n2GXjX2vZ6X9mZlgH3Rf3w336/I6V4hwIe55NcZNJtU76lGWMt3iHg39OJuYp4cuM5cV2quLWN25%202vBPM+6IqMy01JmW3Or4j/cswa/0/UwXswe4qA6O2Qs2rho2ee2CkStvrqoSdscGQOV+SIr3pgxd%208XfGr78t+1VvYyNtHTnoP5Pv1yP8itz9WHsWv2wPzzJTl5ednJj9y2Lx31NeRUhdNaoebfnf4hbL%20/ziz48HMzacvWDXSVT+lcMuTz7Vur9bfkBezjh+9dq9c+Nc0E3nqylFPY/FzNGdI0peFx1tFHoDR%20daitg4qxWmZa7es/sOQaOswAINwPGYuSMYosqHZN4KQQP+xLsIOpEs727f0Yt1n4ONMtiSM/Tzf9%20dLj+xhE/0IUYL/170hkSs98ttt4ysmp4wqrhLkGyhosN62Y0n/ilFZpExTvS/tPT3yk2/GjY/1ks%20zHPfr09eXImeZOivHLCLya5LkQxNuqIsKFwmJDsAwv0Q0+iSxW6w/tr8zBMRn3lWZ3xTPmHfbhNl%20MtffUMPHGQ03jth9UvGepKcJ6W+Mpq4YDSr3Guu/JVs/zfzC2d0rC1316aGZrw/23pZN/rCUvrq4%20q3K/I+X/w3983Q/zTODFX6UO8DyfQeef65o6YWtsAIT7YRAPj90Q/5nH0vXG9pRmn+0mzH1+Lgtx%208x219Ntk9i+LQzfV2wNBI18/4uVGN9gVpCT6bwJaLhm5deOzW7KZxv5q57n5gQ3Z4Z9kpXrX/2Xd%20gmD3ydxj+Z9nWm7PlR+PVV+JCPEDOinOSfIoFsZUO8CnhguqB4J3gO6JH99x+hAeuJ/vfqAHJ/kG%20R4h4TOFOTjJWK/5nP98bbsxXN6rmPZF56b7wI1RcEm3427wQ9eydkrlW8St3//GC6kmNbtAZWKQD%20Ndv+oeMbGxMkOwAq9/+vHeIZe26y6Gl6+qqSMyjW/SA/fEuwxpG7LHlxOXlJhVtU6wnl/3daSHim%20QI7I9LtSYsJt+NEIk0l7Llq8O8lrTJ7gNPztiFcR4osr3GblR2MHcKk7AKBy/1z8z2CHNuI5CWEe%20XFD9WYYJ5FfuflgnFmnJiyul3yacIclPf24FncL8Rwbr6x3ydMHThOI9yeiCavLSMndYUPtHeP72%209Hi/X+6xw3OmAgBU7gd1nkOUZEmSPe8jZ01RlBjz/K8LgrjXFTU8WMMujq0SCXofHrxDFD4IXkau%20JkiNXnxxlanBohc/rKUWxy0LXlmQGlxrfdB43q/HKUj2ILWdIVFMeuSQs1OSW51gG6aI5xfy0TOq%20codrrNz1W/u/I/tT93OJgihLIcb/szu7NDZ0/liJkv8h4wwBgHD/c3kXxAV3JDfgWYrnfWSeuFQY%208r8yNNhvGGUhtPfMkikkkmmRetDCXRBoeJQKNU9Ug9Uy1sZQ5Ylo4iKt/HDUXKMIqudX4mLcy1xb%20qr4SLt6dlCY46W+VhCj3PxfvTo0+kBAiPH3NKNXIHRH9wr+2JVS6L5H6ell7JqKvUAUl6Gxc46Qk%20g/1X93qCCVGlUhjc2es5+ofCXSqMDI6OjrqOpSih9hAnhr8qAIT74U52q0KFwlDuvUtHPj7XNVbJ%209w8KYcXuG6KO5r1sNyFSXKFSmTLJgzgVkxut12Mxcg0SmVcSS/cnwnMNryw6A1LmumJsoT50S8bN%20S25B8M9BUr2rzqwVfplMX1WW22zr/dDow/HqsrB/Dmi4MZ/5b8XhW7N+Oe/mWfH/JPnYDqv+0zTu%20Zdo+qVFAb46sHb/Y1H/Hbqs/OfefzvUc0zgNtteOaAreZ6B+B0C4H85wz5dpdR9vbDK49/HQDuZA%20/CAbGqW1PdTRupdw59ReT6uHaOrEgzQj49fLFEnNl2bZxuuvsHCYJD9KBeMtNX5+RTnSUo+yRv45%20bawMspuJfFfLMD9b7V27XjM/uT2y+2T/KyN/n6n760LjLUNyq2OuVbnGWDiYnReJFWR71lRvr02+%20BHrzfapKtVh4D7d9ja8E9YfwjS103BQKbiBAuAMg3A9juNfVUUcDdU0hvpele5JIvTuoPUGkjN1v%20+fHMsunIDnpxY7Dg/WCQpeAAWlpOM08Zzb3yYmsk4nhcUDw/ncUkj5xometl/fWwEPF2zYcI5ORF%20a30o/e2SvU22+8euCbBgPofkYI28uT4UPdniNXKLTnA1dWx23rOZ3mJOm0J73uzUf+UwTWqmpECN%202b3+pi6nnYyiqbGzIJZCAiDcDw+R+vvpD0tJytDOXHBFdM91Mwuy7JHXqVCk02btacLBo3Q9ZVXq%20HyQ1fhAOU6DNvY3zzpxjdVVfTSU7bNcRBD+OxZTHxGAxzHitzU0W7LskBUvgnZ1S/o50098PFe9O%201TbLQW1OY3tX22Px77LgWWOvEOS+TSKjQcNrmmemU8G9ux9PdtumZ5+lVX00bVpwptnroYo0UKE7%20/0AXnUr1WWyaCrAfBScciFF8YzM1TqXJE0lVKBrZ80ckTIkYzT2e1hdopLSXsXfp1KNp3XqS5b2d%20IfZzksJ/3zAwSJ56XnNztqOtjU5fMFzVRMFPZ1b6TcJcJ7sjgljvyW12ZJ4hNjpeVQgWw4gULIX0%20S3kx6AYcNAuuCkLCi5xsSG221Oy4RWZtkku/TnhacJ6QXOH9mL7gHGfPZbt/FhyirSbNnbvXURr/%208IdxxhGkNNPbPUQi/sIAULkfFh5Fw9TcQuHQn+4dJslkaHt/mE0zptLLa6i7b8/5LsjkfcpJaE5c%209N81OO6Kdc3zF/yFwDzbchZec80zLy9daJhuSDLXK+ZN9WLCy15XbLx5hCncqzLtmWh1adQZFoMi%20nQfnAD/rhaQXObMaX6RJWc+tMmdIyt1Q7/qP8YIF7zJjPRWn/mvazMlE1b0cDaPWRmqpJ+dPdWb3%2031QoCglFzLkDoHI/XEMokyiTIn3oQw6iWRCDuRdp7D//81tisN6RQmNPZHsu3i/5Iq1+m2yLCWz3%20nP7k5mJs16N2f+WIzN9cLSp1123Y8PYTj/7usd/dsWLZq+rll260LIXT+OVTtyjkbw86f5Ufi5Uf%20iqeu1NTZplcWlKk1IeaFptY8XQhNtjPXlKtLosV7E0KUF/4l7ewIJuL9V/AP1TJoQ0flqqtcsvZy%20cP4j5WAEdhsrcWyg/OEK7TaMYnAyCyoQrIkEQOV+qNUol2NLNzbyHWFJHGvLKDDmmjFnsDnB/dgq%20VSlnJbiacb3g0qAsUm6Qq7WhhTOMYM37x2PLofoGuvB4uuNBZ55ATPzoRAz/5CKduLB7V8gQsR69%202HLst+objnj10V9c8MXJtaS7c2h1ufXk3AXnxx58qC2ZshhncnATk90rRU/VzdWqV6bEBZXwLDM0%20pRa0frysHJ5tyC2up5OYdSLzas5OkZvBiY3GdoYSbeFpoXL5D/Wm9J6aOLLg/Y0zSis3xZYM1DXs%20DNq1+7W5/8uJxnBLVI+pVHNoYFQ0lWaPSd7YaUw3WdrWjmkaTsYwOQOAcD9kFFq+JnrlU1fvcI4w%20jAZGpaQalKxlK+S5KYGGm6JbVdEZ1Ot1exIJtUhIi8he2RJrTvLOHje7pPfS1kduu3TFHvqOGfTF%2046h0Q/WJH0vnuXFx33ukj/Vz90Pz/037qEQ9peKOC847efGXtfUP3fXTr95x8yNrn3jnpif+auuW%207qWzp2+pnk1PPtWeSpn+sww2fGtdbGE1eppe+FXKf7XIXENM+KFPfp3OJCo/HvM0IXFhRV8R1p6K%20edWgOYHoh3tNeLymfenG8vw5e76O6r8d+dp9ZzxX+FJRbyfXVbeUYzLXaoJpJ8hjCWVzvVrU7HBO%209wcqIYqlpGI7nj+SYWKJn2zZ0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height="333" width="500" overflow="visible"> </image>
    </svg>
    </a></div>
  <div class="toctitle">Revista Ciencias Técnicas Agropecuarias Vol. 31, No. 3, July-September, 2022, ISSN:&nbsp;2071-0054</div>
  <div class="toctitle2"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFUAAABVCAYAAAA49ahaAAACOklEQVR4nO2Uy23EMAwFt4F0l35SenLKJQBNvkdS9iIzgA9rS/yMlnq9AAAAAAAAfvn4+vx2nmx/NW8UZ+q92s8ISF2U6q6fasJtLqrH3T8CUg9IrY57tL6az5Xera97CCWQ+kCp0b4sT5Y/qxephX3ZOre+t5aaxe3u7+5D6kVdd/UjoQZVi472V6+LbUlILex/lFT1iYp6ym+3nxGQuiC1y/QYZ+v+vt/v8AaQWmBq3Kuys/xZnW7eo+OP1INUk7vNVeOo10RUP1LfXao6dm78rTF1r61VkDqAm3y6WfW7K8k9LAmkLkpVi8p+V2VEcbL63Guk6qUFUheoFj0dx23WlageZguk3vgPro5bdX/UlHpNdA+nun4EpA7gJqlKc6+Hbhy13lGQuoA6rtUx7R6W+z2rA6nG96yOI1Knis3WZWNejZ/9CdQ+snUtkDqAK6XbrHrdTEk4epdWi0CqkSRqQm12auzdMVfrGQWpC0zJrBbpHmKWX82zClIXUIuM3k+NZbXOLH+2LovbAqkPkNodK7XpKY5eA0hdYGusqt+r66cO8YhcpC7gFulK2pKmXk+rcpF64I5VUaVFv7P4bpypOo6C1Iuk6qPGy5raXh/V6Zu7AKkLqMGzIt14mTy3fvVQRkDqAand8VLHN1qn1qNeW0j971JdGVN1q/2peVvFIbXB1vhXZXfzZvui/asgdQE1mTtm7nXQHfMs/gpIXaDafLUodYyj92o+t291nxQcqQAAAAAAALDLD7cJHNU3cDZiAAAAAElFTkSuQmCC" id="codigo" alt="Código QR" height="85" width="85"><script>
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  <div class="toctitle2"><b>CU-ID:</b>&nbsp;<a target="_blank" href="https://cu-id.com/2177/v31n3e05">https://cu-id.com/2177/v31n3e05</a></div>
  <div class="toctitle2"><b>ORIGINAL ARTICLE</b></div>
  <h1>Monitoring of Sugarcane Cultivation Using Satellite Images</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-2285-3413" rel="license"><span class="orcid">iD</span></a></sup>Elvis López Bravo<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></span><span class="tooltip"><a href="#c1"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:elvislb@uclv.edu.cu">elvislb@uclv.edu.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-4511-1607" rel="license"><span class="orcid">iD</span></a></sup>Arley Placeres Remior<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">Facultad Técnica. UC Temuco, Chile.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-4296-1726" rel="license"><span class="orcid">iD</span></a></sup>Omar González Cueto<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-4567-5872" rel="license"><span class="orcid">iD</span></a></sup>Miguel Herrera Suárez<span class="tooltip"><a href="#aff3"><sup>III</sup></a><span class="tooltip-content">Universidad Técnica de Manabí, Facultad de Ingeniería Mecánica, Portoviejo, Manatí, Ecuador. </span></span></p>
    <br>
    <p id="aff1"><span class="aff"><sup>I</sup>Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></p>
    <p id="aff2"><span class="aff"><sup>II</sup>Facultad Técnica. UC Temuco, Chile.</span></p>
    <p id="aff3"><span class="aff"><sup>III</sup>Universidad Técnica de Manabí, Facultad de Ingeniería Mecánica, Portoviejo, Manatí, Ecuador. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Autor para correspondencia: Elvis López Bravo, e-mail: <a href="mailto:elvislb@uclv.edu.cu">elvislb@uclv.edu.cu</a> </p>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>In
      the present work, the vegetation indices obtained from satellite images
      are used to monitoring sugarcane crop. The study was carried out in 
      ​​5,5 ha of sugarcane field, planted with CP 52-43 variety located in 
      Camajuaní Municipality, Cuba. Vegetative evolution of the plantation was
      monitored by field measurements of leaf width, stem diameter, stem 
      height, soil moisture and vegetal cover, using the diagonal distribution
      method for samples collection. The services available in Earth Observed
      System (EOS) were used to obtain images of vegetative index of: NDVI, 
      SAVI, EVI and NDWI. The initial stage of crop was characterized by low 
      values ​​of soil moisture and foliar development of sugarcane plants, 
      EVI and NDVI indices showed results according to the low vegetative 
      development with values ​​between 0,2 and 0,4, while NDWI agreed with 
      dry soil. In the rainy season, after the fourth month of the plantation,
      an increase in soil moisture to 42,9% took place, the plants´ 
      biophysics parameters: stem height, stem diameter and leaf width also 
      increased, EVI index reached between 0,6 and 0,8 in 74,4% crop area and 
      in the same way NDVI index showed values ​​between 0,7 to 0,8. However, 
      NDWI index showed values ​​between -1 and -0.6 belonging to dry soil, no
      matching with the actual moisture conditions. Through monitoring with 
      Sentinel-2 satellite, a more stable representation of the increase in 
      vegetation was achieved, as well as more adequate values ​​of the 
      initial and final state of the crop were obtained.</p>
    <div class="titlekwd"><i>Keywords:</i>&nbsp; </div>
    <div class="kwd">Vegetative Index, Harvest, Spectral, Agriculture</div>
  </div>
  <div class="box2">
    <p class="history">Received: 23/11/2021; Accepted: 24/6/2022</p>
    <p><i>Elvis López-Bravo,</i> Profesor Titular, Universidad Central “Marta Abreu” de las Villas, 
      Facultad de Ciencias Agrícolas, Departamento de Ingeniería Agrícola, 
      Santa Clara, Villa Clara, Cuba, e-mail: <a href="mailto:elvislb@uclv.edu.cu">elvislb@uclv.edu.cu</a> </p>
    <p><i>Arley Placeres Remior,</i> Profesor<i>,</i> UC Temuco, Facultad Técnica, Chile, e-mail: <a href="mailto:aplaceres@uct.cl">aplaceres@uct.cl</a> </p>
    <p><i>Omar González-Cueto</i>, Profesor Titular, Universidad 
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba, 
      e-mail: <a href="mailto:omar@uclv.edu.cu">omar@uclv.edu.cu</a> </p>
    <p><i>Miguel Herrera-Suárez</i>, Profesor Titular, Universidad Técnica de Manabí, Facultad de Ingeniería Mecánica, Portoviejo, Manabí, Ecuador. e-mail: <a href="mailto:miguelhs2000@yahoo.com">miguelhs2000@yahoo.com</a> </p>
    <p><b>AUTHOR CONTRIBUTIONS: Conceptualization:</b> Elvis López Bravo. <b>Data curation:</b> Elvis López Bravo, Arley Placeres Remior. <b>Formal analysis:</b> Elvis López Bravo, Arley Placeres Remior, Omar González Cueto. <b>Investigation:</b> Elvis López Bravo, Arley Placeres Remior, Omar González Cueto. <b>Methodology:</b> Elvis López Bravo, Miguel Herrera Suárez. <b>Supervision:</b> Elvis López Bravo, Omar González Cueto. <b>Validation:</b> Miguel Herrera Suárez, Arley Placeres Remior. <b>Writing, original draft:</b> Elvis López Bravo. <b>Writing, review &amp; editing:</b> Arley Placeres Remior Miguel Herrera Suárez.</p>
    <p>The authors of this work declare no conflict of interests.</p>
    <p class="copyright">This article is under license <a target="_blank" href="https://creativecommons.org/licenses/by-nc/4.0/deed.en_EN">Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0)</a></p>
  </div>
  <div class="titleabstract | box"><a id="content"></a>CONTENT</div>
  <div class="box1">
    <nav>
      <ul class="nav">
        <li><a href="#id0xdc82000"><span class="menulevel1">INTRODUCTION</span></a></li>
        <li><a href="#id0xdc86080"><span class="menulevel1">MATERIALS AND METHODS</span></a></li>
        <li><a href="#id0xdc86300"><span class="menulevel2">Location of Area of ​​Study</span></a></li>
        <li><a href="#id0xdc87200"><span class="menulevel2">Methodology for Field Measurements</span></a></li>
        <li><a href="#id0xdc89880"><span class="menulevel2">Methodology for Satellite Monitoring</span></a></li>
        <li><a href="#id0xdc89f00"><span class="menulevel1">RESULTS AND DISCUSSION</span></a></li>
        <li><a href="#id0xdc8a180"><span class="menulevel2">Result of Measurements in the Field</span></a></li>
        <li><a href="#id0xdc8c180"><span class="menulevel2">Result of the Spectral Indices</span></a></li>
        <li><a href="#id0xdc8e700"><span class="menulevel2">Analysis of Spectral Indices Variability</span></a></li>
        <li><a href="#id0xdc90380"><span class="menulevel2">Correlation between Indices and Field Measurements</span></a></li>
        <li><a href="#id0xdc9c280"><span class="menulevel1">CONCLUSIONS</span></a></li>
        <li><a href="#id0x79f5c00"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0x79f8700"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0x79f8980"><span class="menulevel2">Localización del área de estudio</span></a></li>
        <li><a href="#id0x79f9880"><span class="menulevel2">Metodología para las mediciones en campo</span></a></li>
        <li><a href="#id0x79fae80"><span class="menulevel2">Metodología para el monitoreo satelital</span></a></li>
        <li><a href="#id0x79fbf80"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0x79fc200"><span class="menulevel2">Resultado de las mediciones en el campo</span></a></li>
        <li><a href="#id0x79fe200"><span class="menulevel2">Resultado de los índices espectrales</span></a></li>
        <li><a href="#id0x7a01900"><span class="menulevel2">Análisis de la variabilidad de los índices espectrales</span></a></li>
        <li><a href="#id0x7a0a200"><span class="menulevel2">Correlación entre los índices y las mediciones de campo</span></a></li>
        <li><a href="#id0x7a17280"><span class="menulevel1">CONCLUSIONES</span></a></li>
        <li><a href="#ref"><span class="menulevel1">REFERENCES</span></a></li>
      </ul>
    </nav>
  </div>
</header>
<div id="article-front"></div>
<div class="box2" id="article-body">
  <section>
    <article class="section"><a id="id0xdc82000"><!-- named anchor --></a>
      <h3>INTRODUCTION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>The
        use of remote sensing is increasingly widespread in the analysis and 
        management of natural resources. Its use is related to the availability 
        of time series satellites images in visible, infrared and ultraviolet 
        spectra. In the same way, the number of satellites placed in orbit with 
        thermal imaging, multispectral and hyperspectral sensors have 
        contributed in the uses of spectral images (<span class="tooltip"><a href="#B15">Triantafyllou <i>et al.</i>, 2019</a><span class="tooltip-content">TRIANTAFYLLOU, A.; SARIGIANNIDIS, P.; BIBI, S.: "Precision Agriculture: A Remote Sensing Monitoring System Architecture", <i>Information</i>, vol. 10 (11): 348-354, 2019. ISSN:2078-2489.</span></span>; <span class="tooltip"><a href="#B11">Segarra <i>et al.</i>, 2020</a><span class="tooltip-content">SEGARRA,
        J.; BUCHAILLOT, M. L.; JARAUS, . L. KEFAUVER, S. C.: "Remote Sensing 
        for Precision Agriculture: Sentinel-2 Improved Features and 
        Applications", <i>Agronomy</i>, vol. 10 (5): 641, 2020. ISSN:2073-4395.</span></span>).
        Through monitoring with remote sensors, it has been possible to carry 
        out biophysical a characterization of the surface vegetation, the state 
        of the soil and humidity. Due to the optical properties of leaves, their
        absorption in the red spectral band of the electromagnetic spectrum is 
        very high, while they reflect in the near infrared band. (<span class="tooltip"><a href="#B17">Xie <i>et al.</i>, 2019</a><span class="tooltip-content">XIE,
        Q.; DASH, J.; HUETE, A.; JIANG, A.; YIN, G.; DING, Y., HUANG, W.: 
        "Retrieval of crop biophysical parameters from Sentinel-2 remote sensing
        imagery", <i>International Journal of Applied Earth Observation and Geoinformation</i>, vol. 80 (1): 187-195, 2019. ISSN:0303-2434.</span></span>). </p>
      <p>Numerous
        investigations in this field have shown the existence of empirical 
        relationships between sensor information and biophysical properties such
        as biomass, leaf cover and surface moisture content. (<span class="tooltip"><a href="#B6">Gutierrez <i>et al.</i>, 2018</a><span class="tooltip-content">GUTIERREZ,
        S. K.; SANTANA, L. H.;. MORALES, R. O; O. DÍAZ, A. MORA, I. D.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados en agricultura de precisión", <i>Revista Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (2): 2018. ISSN:1815-5928.</span></span>; <span class="tooltip"><a href="#B7">Hatfield <i>et al.</i>, 2019</a><span class="tooltip-content">HATFIELD,
        J. L. PRUEGER, ; J. H.; SAUER, T. J.; DOLD, C.; O’BRIEN, P; WACHA, K.: 
        "Applications of Vegetative Indices from Remote Sensing to Agriculture: 
        Past and Future", <i>Inventions</i>, vol. 4 (4): 71, 2019. ISSN:2411-5134.</span></span>; <span class="tooltip"><a href="#B3">De Grave <i>et al.</i>, 2020</a><span class="tooltip-content">DE
        GRAVE, C.; VERRELST, J.; MORCILLO, P.; PIPIA, L.; RIVERA, J. P.; AMIN, 
        E.; MORENO, J.: "Quantifying vegetation biophysical variables from the 
        Sentinel-3/FLEX tandem mission: Evaluation of the synergy of OLCI and 
        FLORIS data sources", <i>Remote Sensing of Environment</i>, vol. 25 (1): 112-101, 2020. ISSN:1879-0704.</span></span>; <span class="tooltip"><a href="#B13">Sishodia <i>et al.</i>, 2020</a><span class="tooltip-content">SISHODIA, R. P.; RAY, R. L. SINGH: "Applications of Remote Sensing in Precision Agriculture: A Review", <i>Remote Sensing</i>, vol. 12 (19): 31-36, 2020. ISSN:1879-0704.</span></span>).</p>
      <p>The
        vegetation indices (VI) are calculated through the combination of the 
        red and near infrared bands of the electromagnetic spectrum. Thus, the 
        empirical relationships calculated between biophysical variables of 
        crops and VI, reflect general patterns or trends between crops optical 
        properties and their architecture with respect to the spatial and 
        angular distribution of the foliage phytoelements for a given 
        sensor-illumination geometry. (<span class="tooltip"><a href="#B8">Kharuf-Gutierrez <i>et al.</i>, 2018</a><span class="tooltip-content">KHARUF,
        G. S.; HERNÁNDEZ, L.; OROZCO, R.; ADAY, O. D. L. C.; DELGADO, M. I.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados", <i>Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (1): 79-91, 2018. ISSN:1815-5928.</span></span>).</p>
      <p>In
        Cuba, the cultivation of sugarcane is carried out extensively and it 
        has a high economical value with the production of raw and refined 
        sugar. The by-products of the industrial process are used as raw 
        material in food, chemical, and energy industries, among others. As part
        of the modernization of sugarcane cultivation, improvements have been 
        made in varieties, irrigation technologies and harvesting and 
        transportation. (<span class="tooltip"><a href="#B2">Alvarez, 2014</a><span class="tooltip-content">ALVAREZ,
        A.: Consideraciones económicas sobre algunas de las principales 
        prácticas agronomicas en caña de azúcar. En: 50 aniversario del INICA, 
        pp. 148, La Habana, Cuba. 2014.</span></span>). Precision agriculture 
        techniques have also been applied in fertilization, irrigation and 
        sanitary control systems. (Hernández <i>et al.</i>, 2003; Quevedo <i>et al.</i>, 2006; <span class="tooltip"><a href="#B6">Gutierrez <i>et al.</i>, 2018</a><span class="tooltip-content">GUTIERREZ,
        S. K.; SANTANA, L. H.;. MORALES, R. O; O. DÍAZ, A. MORA, I. D.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados en agricultura de precisión", <i>Revista Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (2): 2018. ISSN:1815-5928.</span></span>). </p>
      <p>In
        this framework, the present work aims to evaluate the effectiveness of 
        monitoring sugarcane cultivation through spectral indices, obtained from
        satellite images and based on the correlation with the crop development
        in the field.</p>
    </article>
    <article class="section"><a id="id0xdc86080"><!-- named anchor --></a>
      <h3>MATERIALS AND METHODS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0xdc86300"><!-- named anchor --></a>
        <h4>Location of Area of ​​Study</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The
          study was carried out in the Basic Unit of Cooperative Production 
          (UBPC) ¨Juan Verdecia¨, Camajuaní Municipality, Cuba. For crop 
          monitoring, field number 3 was selected, located at 22°26'55'' North and
          79°41'48'' West coordinates, with an area of 5,5 ha planted with 
          sugarcane variety of CP 52-43 (<span class="tooltip"><a href="#f1">Figure 1</a></span>)
          and average yield of 35 t/ha. The previous harvest took place on 
          09-01-2021 and a combined KTP-2M and the ZIL-130 truck were used for it.</p>
        <div id="f1" class="fig">
          <div class="zoom">
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VNFIrU/gN%20/wC3S4pirRZIis6h2WuxHw6nbWdKBklCFjkUqId2LEiltD0HxH4aa6dghcrHw8hZ0jSzKev/ADoJ%20V/IKW7g02tHaNOJ5FTEGSbC5LmOH5l8PlshsjFyELpPbcyCoBeoHTbruPiN9acPOrfKr1jMHBbak%205AvRgVooI/LUgbLQ6kAl5I7kXAInLuiXSSdrkbk/H+Ulv36I9q5SCPKqCqz8uPFx2yJJhApozNIV%20pXalSN7tUAQAfDFaPmcrj/cPJRYuFijMVKyHNLGAxUqbvJ+WmxI3HoNOG0XQImOa+n/9O8eDE/6c%20eOixpDNEkUpSUqUDV5B2JUH8pr2n1G+uHvC0CrOTF0hbNZbBvV9gpO5ABBIAPp668cSOSk6sTMc7%20hqgrcKj06dCNU3HVAFXfUyAUpWnoep3rWnx0YyOKLqT5BVwpVNzaCR6joOmmEpalZ6r2UVZ5qrdS%20MhRRjsfW0dBphyHUo7lnytalQg3JLbAUpT+z46H5DqsVgSityxhkutUjY/uOj+WWqAlZS8sQZVEQ%20u/Z6gAevw21vzy1RdZdYJEKyRKyUoagN+Pv+GsOeYzWKqVeOBNYI0O6XFR6qVK/u1T/ZnqhWSkcX%20iy4XwKocFaLUDcb0oR6e+t/tTW6Wqv1Qx4DgWBP0YFSOlxIAr0A9NMO8miTe7Kf+T8UgTxrKgiYG%20FUlkAQgilvc3Q6I7o6BZ9QovwvFj9co1xdpS5YXXMQSw7a16U9Nb/al0TCTLK8csUscsGZlQyR7w%20lJSAKGosHUfCnvof7Lm4WBqqsprFylzNHz2bV2q1WBFGUgim38dEd30RcZhBScNzYMP0/wByZuPH%20jXeFFLClzl61DKepPx/jpv8AbByWEhV0Pxn23ynH8ivIYfMOkiyeWrRAuX3BYtWp3Jrt+/WHdDRB%20xmtjfnv9QHBR+fUR0CgJAiN27fMKtUjdjXR/2o1Veqbe6V5sX3TmZEkmTzUsgmiWOaFZZlRygoLl%20BACb7gdfXTDuYIuKr4eiL4rO+6+IxRjcbyS4+OrlkgCIykkWn50alOvaRvrDuYhYEBU87k/dXLIF%20z8qF3Rrl3K2/gVRSLdH88LB0CxqqxR8P3L99xZckqZsbyMioq2oVCqPyqRb+J1v9iOqL3xKHyPun%20/UZshZo5GdjanjLxLFQ+pQFmr03C19fTRHNF8UJHqqMvmfvmRxjyZsuRHEtfLGyqhb0KBmDkADqw%20B/fpjyxxeq+fVYVVfEVy/cP3ukdIsrOWRABd5UepqPjU9fX46X8sVnSufnvv6Q1fIzyWod5NrgNy%20evwA9/x30N/WqplvFUNz/wB6LiyRHIzpI3AWQNXoy/y0PoOo9tH8gHl1RLYIR+a+5FQxyzZjq0aw%20KrvIFsBqFAAHafWn7a6xmPGq+SUMaqvBL4szPEc1HcLIKMbdwASo3I7dwdMJI7Qa80TDzHJYbO+N%20lWiaGyRW7ha4KuO/fZlND8fc74SZaUKqslg8xNerfUD6sC93Bob7VC0G9KN0/D01ndYhEcf92ZfF%20pbiyhY2WyrHuROpoVpbXetDuOunEkNnoq/8A/pnL/wDu2/8AWX/h0PzFDZ1Hs+S5Qk+fNnM2VjeD%20CuaLCjtENqIpZSzCpW63fuprtjiokACyFwEhlzc3Jx1E0SuROqlVg8ShqUtoOmwJH4/DWN1iWACr%20my+IfBqmJKuMzmEwfppaXIKiUksW3UlCtR6a0ZBuiwBfqmOFkwCbHjwsMxDOEiys5CHttuFykn5f%206V0xKUi117icSTKnbJwZqQPkWusoLEiOpsF4qCV3FD0Pw3B8UJSCvigxcbLyHGO0+RIztHC1PKio%20St29Kr1/frZrKjhRzPPcnG8QjjgEtPFIvkaM20anQlW69TQ6SRKcgALo/BwJkPNxsK+TicBg/JE0%20VsiahaHHV9q79zb7Dr115vfcsiRxQtOef8Y5y8co9fBdXbREIfkkLD2nIVktjYvPMGyVUOzPI7ts%20GUj0HygAtT+HTp08XHHjgIQDRjYVWq5OSZkSTiVYhAcCN7GX5QdmCnetp39j/DTF1OSk5imhkgyx%20HLiNRcrHkNyla0UCg7DXuVh6/wAIdx2o5WN4zH7ZDEfMajNV4ecwtaUcwcD8uhWn/cP2r/lsDZGP%20XJ4qbsKSmvj2oqMp2oBsCP8AtXtu8Jl+PlDcmWkusfjHLrim5OBhv47w9o/5euKQ8ZyTcRkRMJ2b%20jwfIuUK34rVoFatbo69Gu29ddc4+iMeR7/1LpPHZ/H/c+JHick6xcmqW401KJICagihGxG9PX01A%20gxwXR9vIP7kmzoM3iMkwToQUNVegUFQaUO24+J01pJImUCQVk4+Dybw5cfiHJQ0ceQBopKAi2X2D%20dLh09dIXIXXCden0oLnn379v4cUqT8KJuPlgbu4pq0hlJLFonrvU+i9a6rxycMcUnJC7jCvKsSi8%20CcuolloZT8qFSF3G+xp81NhokKDPgmeJJD9NZuVr2nrcCetf5T+GlLqRspq0nlDSlkAJtYmgI60O%209PhoslwRYN62mg3KipAp6f1ay25DrAYVsViBsa7CgPpUf16BKIKJV1oaHcdpBqAdvTRCDrBRSKCg%20YbKaeoP7PXWZbcgHyEWQhQKFTe1e5iPcaITMlOSZpMiS1lXGVHModu5zUMgHXc/joG11QWUGYViV%20AFdFAOwpQD1/p/DTssyEzeaxsZ4Y8iJsiNyYCBQlKrUg7Hrdpt7KZhuwUUjl4NcnKxaZWHJMkrYw%20NskSt8zKD1AYdKe3tvpQBwr5exDcVbkffHGw8Q+XgjyZd3gXENBIrW0JK+o7d/fSCKeUQcUhTF5/%207kyIH5VTHjRKWBRCm5INoXcuzU7fb8dW265VXopgiP7VsCxYOKgwMLEjkmchPoL1tFpBDZTqNqE/%204Yrt10jusWjclfR/2n5x/wBPmJ9RkeeYRPfMQFFfrm2UDoq9F+GuPvnHGVUF4aLT0eVwsstqMpNp%20Ykk132oBWta68WJKiinkHjaylEqNwTTYnoPm0z6LEZqMUrmHyxkWkX2v7VoDt8OmniFlGbPCw+Qt%20bGrCknwX1LflqPfTAIOswNkyskoZSCRVmNotIqDQitNF0YlECSjJeb1UmoJB9bT7ilRTQcMsOikH%20coymqgbi7eoHTfbQlMDNaqrosvuCb6+nxJqfWvsRqQJK1sqzWYpwyWn9Q9elKmm3T46fqipQrGzV%20rvWtDUUI+Hr19NMXWVUbsZRfFurdBUgBR8bemiCEFKXKlo7KKFbSwqa0LWim4Hx6aYF8Ewd1ZFUK%20j1C3V3bpsfWvv10HIQcssz5MKJf5KBiKsfhQU7eh1o3TAOvGZ9q0IUjf+PX9gppJpSqsudiyNGD2%20Cqsem5ANT6H4HrqicxVUnKIkN7PcC9hNRQV22AqfXSGSTdmjBJHawLUG4sGzbChHqdttZ0zqKmHx%20WxMrFd2APqdxt/TbRF1gvLkSd1a7UAahpXf0Ht61Glcug+anHkB41Zu1qkMtd6D822+9NObXqqCZ%20TL7V29Kbivpvt8fhpTYXWIZRmmFAjHZj8lfWlKD47axObrEqLTMSEPU9QBU9Ohp0321gg+izeWtI%20rsKV22NK/DW3OiFgzKptFaHo3qR6kemi6zqsSqUBDNT1AJ23qBv8NKZIO1VXqvNLKgBc20oaju36%20UFetRrbis9V4KD5TeYqHAQBnfehFD+6miTayJKy2RIJQrgq1D8Tv6f7dFyg6gJ0cEOUZnB3IHQEA%207H00dzLA1VeCwFi8ZJVGLVBNF3p77b9dYSKDlVzQ4RDI2PDIp9LF6npTbfr7accpbFFylf8Alv2z%20/wCzw/8A0l/4dL+eWteq35uteq4tNz83JK+GY5MaLIVF8ixVuDXKWjjJvo1N2BOvoVPawdejkx4X%20eLGk8OJCWhiMcNRJIAo7vVrW9D1+OmCBBN1TykuXjcVH9Ysbylkdwr2ybSKUtYdqtudjok2QheVk%2084uZMmHHy5EifJV2WCG4RqVc23EmvcqAlgNAuEpuWQvK4EWHxR+nVnlhkvgL0UGVgF/KK1323FPf%20QEgzpgSShMKfNysec8m5n5HDSmNmSWgsHNgjDA/lPW4n+rRYjFYi4bArbeGx+S4/BxMNo1b7i5Ui%20OJI6E0O5lk2HyKtzEbAfs1ydx3MeKBnLAe3QDxyVeLhPJJhX0+q3vCwo+KxfoMaNPFjM7xsTVp5G%20or5U+wo0hX16LQfDXL2fDOIM+T/JPHppAeHvfHFPz8omQIH7I4devn7kRHBYfKApDqpelSB2kFUe%20ihqEb+x/brrdwuQ2UqXlSaWt2wvvUkmgsrSnUjRwugskKqCO6TxKO03FjQ1NPVianQYIMso+QjtR%20a3LY8TU8ZjZgGSZagGtN/wCzrqPcdvDljtl64EHWJyKrx8suOTxx9ngVqv3B9prHC/JcQnkwbaZG%20CwBZAdjaK1eMrSp9N66jw93LikOPmz/bPKXSWUZew5aK0+KMxv48sY5jqP7ctR4YaxhchLxYRIEe%20Tjdv0IrnlhNS3lhoQbFu+UdPTbXfKGWSSE3/AOS6Tw/3Jx/O4MGBzBEiOP8AlOQUkKRtQMVBIIp1%20/ZrnlAi4XXCW77ZYpVy3C53CZNzL5MQn9KUbjff06Gn8NMJPik2GBtgq3TA5fFjizWJl2+nyhQlW%20pduvcWUU3+H4bbBWB3BajzfF8jiZTnIKfXdohydhj5MIqFW4VoQT2uB16/B3MvGrpZQa4Q2FnHLj%20aMXQvAf14ZlCOhA2uFfYbEaJSSi1VqmaSO4IsCKT2qu3p7dKH9mhbNRkNVfH5o5GuO1KGYV+Q9a1%20J/tHvoOlN0UtjQlFoEJBIG6n+FPzHQJqvJBRDMj1DEq27R727U32NOhOtZAOqc52SB3hPkuArv2h%20afAaLJxdI8l0KzHejClzbm4ih3G/qf8At0xinBuhhEmBihJ8xZmt8k+YRRVBHaoqfT4/v0y2OSGy%20ciSOCOXFP15coDLGKLeSRfQ72h9tYHVMSEtwOM5Ph/JyucpKu1ZcYtcz7g0Vam5gflau2nEdKr2p%20JT3WQs/3Vl53Izph8eskcwUDDnW4+RSCxanUN+O2l2kG1V7UW+25TPB4xzLkZnLpieWM+WZVkIiS%20VlJCylQbAi/kWu+qGWedfop4hhgnIy8jPi8GK7wxt/i5pXxuEpSkCElkqOl29NzqdzVUUC0L5rEH%20GxYgijSlaVDVDPU9t0jAC4mnU6ZrKMpkr6F+24/D/wBO+LG7eO2JlZmNdjnEGpBGuHvP8ZXXE/8A%20W4q60/FQWhSAsr7KNmBKnuoBUftp+OvFBBN7KTq6NYpqg2FwOxEK9lK7XDtP822mItZZXxNGIi+S%20QHP+Gp32UUPaKdT/AE9mjNbxQWZhGWMZUrgRRy3soudj6qe2nQ+mqgOswRSSscsRbVcBiBQbtSnX%200IBPTU5AOyBUUnjvcpY7q4E1Daeu21d+o/HQJayzojIyEVSpY0UXddrV9dxtWvvqUyNrhYlUQZUE%20jAySEAE2KLipZ9yxPU9R+H7tPFmWB9FNM2Dysbi9lrGyp2Y7Gq/HWjG6wVcvKQtJasgsBIMZPci1%20t3/Gmnk6xViv9SSsbClSgJJHd/QaaABKaIUhCqjxhyhYgd4uCn83X3ANan8NEi5AwWKnejQo2zKw%20orMrD0BAA2IAK1qfWmpkhDxQ8xiuLCW2/tMkfoQKUIAtPsLtq6txqkAr8KURqqM7My0BuCXkU2bt%20oPmr6aSQulJusrlY0shS4m4lS5FF7SV267DfcD4aEZ+iMZZIPNx8GQ9wrESGITtDAVorLtt8evtp%20ZyCMmQc3IyRkBWr5SqYsq17pG/mpsPTQhFw6GwlGy5kcWPIFBDowQEHpI1puan5TWvxprOldWQTO%20YE8hZWYkBDWt1aEep2A/t0zLPVVZXSZB8N0YVlqVDDcMVHyj1Br8Px0snTFRizCIwSbxUqBWpa0/%20Aka2SDL0mZ5kjQEIOq0PcQpoQRT+brv/AF6zuEHVE2agsIBtc0FKEG2vT32XuH9emYpnRH1VsXY5%20vO1v5gWFQaUJ6bio/q0oDG6wqq6qInuFtDIo6kkAGnzH16fhTWuDZZCQZ7P5ZXTdTWwnZVWgFFr1%20O5OlZ1kQMo+Ji1PGlWBoxa4tWrD8d9h7awCCyZGRZGLrGqmjMpFSU2rUVPpbp1nAuqxkwvRgLvKN%2026WKaE7rTQM9UAVAJjrN+iCYltZGDmlDv3bi4dBv00Im6wC9ICjgB6BNwWJ39a7fMN/w/q0Syync%20VhUuSCDU7hvQkAjr8Ka3VBZ+sm/9uP8Axr/x6DR1WbofVcbyOAyMLPfkfqpZ8qceGFETyeMOf/Co%20W31p76+ojIKUpDBDSSSHKiyGiayrpiGKH9IkUN8hNLl3Bu26aaxWBslP0WJihpcvLido3vyFjP8A%20jNL3G01toA3p00wsLqjvgFVNysk2fxQwI7Y4neUY0SAItSRQVDXBVO9fw20pAsmEWBdGcbzXJwPP%20gZ0btNA9A9LnIdyooATv0oGO/wCzSgEEpZgEWTX7dz1z3yOXyIfBwnGqqiKYLV5I6ks5FbqbkDoD%20T4VXcT4JZcWQxK6f9o8fhw8F/nmZDKPuXlQzRM5NYOLehRAn/lyTUDNvU/htryQR3HI7fZxytpKW%20v/ic9X6N2ch/HDaDeQvXVNVAIIstVa2AA0XagPX36b67XXICxUSgAtL2O3UKQxWp/KvQ7CmmifRC%20UQvNY9LFErOSdjbUU/LQD3230WIU3CsR0qY6eXYfKbBeQQoYmv5jXWWGg6KvxMzXEgqbbY6laKtC%20TUilSanWdFwrYJZYpvPEPJKa2EXXbijD0rcOvw0vJxxnEwkHicXRhOQk8T92qTc79sfWoc3iI/Fl%20opMuEpVQ9xLFo/73qR09t+vDDml2tpvLhyliYdJ6xyEvVdBjHnvBhyZxyk38BrmY+K0jCmysXM8+%20Iqutw+qwCLQxU7vGNrZN+5fzevvr05Qs8UkOUNtK3rgPvPHyOOXF5I/VcPIlBMwrJCRU0IAr2kdD%20vqBhmMl2CeUsF7m/tp+Nrm4cgn4ycXpKtGAUklSx3Htaf7daEgbFAxMTatVUJcPkcU4uepaAnsk6%20OjflANR6v03B/HQVY/cLVXktM+5eEzMQx3S+Pxtbh56qWAQ0LLJGetVO4PSg1QEEMVNmLhKOIzuX%20fOysXNx08WOFInj/AFI6MB1cbH0b36j21pRL2WiYkLZYZYwB31u6Ek1YD2/3aXcVI8ICIHZGpj+Z%20iaA1HrQ/x9NZ71VdFKUdVh3eqVIJ/Oeo7QRogaJVTPLGsVCOpB32rQ9RT1NP26KaN8UoyoGkyAY5%20BFAPI0hNO9So8aUI239tOE7LXeV5DJ49cjHkiSauO8yFwSpKmhVq1BNNzQ/7niiVrKZHKTSfWYqp%20EJCIvDjARKgUEhlALDYivrvpmLPmi4FiVsR4fkcuTEbBzlSHDVR9QCCqPXvG9bmb2/ZTWbTJT3Bs%20EwwcDC43z5iiXIy5nZShFK1YrV2PRvWgNaaB5LWSmJIvgjYeMl8ccmckapEoeCKBSscTMwtZEB3c%20n87b+ugYpJcuiNCIjBWZlIIWR2JYkb1q21WP8dYqL61msxyqYwUC2A18UgIkJ2qGKnYfDros6B61%20Xqu+faDDG/6fMMxClsTgAm6hOcwO9fSvvTXF3xP4zWa7on/resVpn1ASy4MXW4BdtqmtHLVpcD11%204EYl3KngfBWqYSjPIrXQLQMxA+Y9aqFAu60Oq7sis6iQ7vGQvbWimlaEmtz2mg9/fSxF3QAARaSx%20eK24UQ0lVDsoA6Ma/tFRrr3gXCYyQ+RBG6s3lt8YarDcqz7Gqnr2n+PTUTNKURJJCIpGXxxuzoXM%20lPn2Vf8AxBR8dKCJBwlZQWWORf8AFEaP3MUW4kKwU1Ow6bf9msTmVktzZvFFJIHR8WAVdlcEiopc%201TI3zbAaMY7sAmEXQWJnzTgvIGhLTWB9ggZKllApXa0ft0+xvNZrpnBxEs0yz/UssK9FKLb2bk3r%20UkN7E67I8MWcq8YNdHkRxTBISJZFUeQjYtuCTSjbBX9Rt+3XPyy+5Skb1VYLP6KymQuBVQPE9aXA%20hqkU7uopaTqEpOUgWZmErySMWI9KELazjrQjt9gDtqciHdYF8V6QHYuqOrCtSxDW+p236nfXZw2V%20o2SyWSWIBZD5iklCsICuUNVDBQQaoGqffrrTi5cLSi6uxlhMUZlIkmgdVrsq1QVVGD/F/wB9Nc5O%20ahVVqmEviLmC9Gel7RtU2/zfs04lfxVoyuh3DhXjgi8roeyNLbbj1tuIAIHr0/bqsomfRV2vZLpW%20lMkMEziMAGNpTdRjUgWUKkA0rfSnptqBiRbNRItdeV6yIzhL7fIwBNVU+rINxv79K6wcJSNEXFlu%20yykgAQlwUUVuY0qR8vv10zrKp/CGRI0BgqQV/nNu4ABAFepqKeukB9EYh7IIZoWWRlFywtV3utAC%20UVlYtaB3BT67bddUA9iLK5YZZo4ZvI3iBrRCCvaa3hvzEqAP3+mtKVkMLq0+QqzXLaWFhkVlqQab%200FfTqW1OyxKqyMiQpZHMniI3HyDtFdnIoxrT2A99qachwiAgjlVl+lSI2pHfMXoX7qFBetVINa7s%20aa20haThEQ8gt5Zh4twYqsAwq1pJUkbUJ3p8o/BdKQXwQYlKeU5eQOmLBjsszFjNExqhCAChpvXc%20U26acxe60gwdOOKTM+mZ2i/V2MxDKzgFdkda3Dt9TTSmKCLabxKjuYxJA7MQSdgQQpUDoSRtt701%20oxWCrWdoYe+pkqAzqVdVJBJAB/Nb19Bv8dCTgILxtIFa9wCmOh6lSAKD3X0Olyusq/px/wC7h/8A%20E3+3S36+n6IeYWoSxq8DQi9Y3QqSoZTRqVpb+A19FE3QYBal9xcXzDSYaQZX0scDtaPJakYCmgNO%2022g10RvmpxID2QmUsnIZH0OSyvkwR9qMhjLK5BEwA2PT5Sfjp7GyaJYOEs5iLJi5PG8GWskeOCVe%20IBVicVU7LcDu3dXrolUgQztijZGyMEjjxjK0mUsTl4yAwlc0Uysa7Bjd26WRL2SgPmugcHweJyue%20uKIRH9u8IyZHJpGtY58p6NHB2/FL5enbT1OvL77mkSOKBbknn/GOcvhH+5l09tAQB5JYD35Lechm%20kkknlYeV6PL46rt7UGy7fuHx1Xi4owiIRDRiGCh+QykSbkrNJzEQwIpS7Yda09OnQ+v8dMCllFeX%20xXWgqpKgsVFBb0IXc+jdOumSlZMjqhJaqEG1TQkoBTYA3C6h6fD9uBWLrLwrVktJjPczJRFUkEUt%209yf7OmsDZKyoYoKho6vQL42pailTttXclen46YeKBfMIgMPSoZmIVW2Zt6VC7NrEaLEFejSW/wAj%20bOlPy0JYEn/d/SulLNcWRBL9Ut5zgYObQy41kHNCwvM6ikwTZ7qHtc9A69fXfXnCM+0vAb+HOOcO%20sdY/25ZaLqLcwaVp5Es0uh88DnYLQ8rF5DFz5WijGNycTgZkM+yvGqgBJEAW00/8zr+OvTgYTiJw%20Lg4da9ilGZidsgbLafs77vkxomgdGfE3GVgZFBNHWgLJWtQfy+h2P4TlF/FdfHybeoTnlft2GWAc%20twUpnxZQW8QuVlPVgVZrgF67jUxLVNKLMQl/H5kEqvh5SrLjMAJY5OgUdTUVO1a1G466aQTQmCtf%205rgzgYrLhgjjnpWZFHliapK1OymnUbUPw1Qcix4r7swtbTlpMB0w890Harpkj/BlJNKFj8kg6ldA%20xGKLu+tevvfW6dY2ZFL3AXMdqncbdehOlwSzihs/lMfGQzu4WJQfIyk0YbVXYdfw1SK59hS3J+4O%20JGM2QMnwxO1oBDNsEuXtrXpvpwEGKX4HJcvO+dPnY4hwYKN9SwPbXpvTcMD199ARfBMSB4pTyP3J%20kcnFmYWKiiCQp4CFDSPAWpIqlhVW7h09NOCyBi90ZxvEmOFXlVYoMek9WUqBQbXFqbD2pqj2Zc05%20O6YQcVDyGRDG2TZgY6KYlClZpQ3c7VFPGhNK7XH30s741XvTfkMRbH3Jr9Fg4k8XezGFG+nhYtM8%20ES7loloPnJ36t7nSMpmciEWwUBQ9P1CqwyO4CNQdABv+321ndIywJHAlUI0crD9MsblO1QGr1H7N%20YoOHtVdViZnZLn2bZaH5iq793qR/QaIxWZl3bhCZP+nzGJZULJ1qQpJzzRatSl3Tfpri7wf9ZrNd%20/H/jC58uRm48bRwymUlTfsXJkraR4yRbQAgDf3rtv4cGdypunONjSHBUzTo6qb0ZwFCsrFl2NbT0%20/AjTxG4WWWDFO1qrkJ2gk2hqFia3lxWoav8As0BHILZKrLRIVZIZIRIpNULWUYDYErawCqC34aN2%20QOKguRGVUqZSqk+JGVWLy9bifW0V7eu2htGaRXYksEWLNK0xRpwQJWAIAG5sArczelD8NNxh716J%20x7UrfLlWbGLq2RBM5BlUxqCAOtSa7DoApI6bawg5ulZT4xcZ4CY91Ej9vjNxr1WRQo3PQ9Q3x1cf%20aLqwCJiwePkRvGt73XvYVKsBQmgp0KvtXcV666LPF8dFXa2KZLAsZZVLpFIfE8DtRKI1Q1uwG5Nd%20S5uYwNkk5XWYlDO0ohtNfK/6ZqRUFakkEHtDUFf6tQuSLKNyq8mSATGwNM7C+yE1ADb1oKHbY1+O%20pmId0EsgyCMtPJBSJwV88KBVDuSzBlq1N/mNTuNzTWiA6wN0wnhSaDxXFVYGisNiGGxBW0nr6a7d%20rDFdIQUcLrG8UZkP0sZCCRLVe01UIxJB3/ptQtIgokqQhjhyVaW9GFCU2F5Umr1FAez1G3w9BxzF%202UJC6BycmZrQovyZJAJEKbMGqwa4bkGlANSMnSOnRKiGPyBj20IuSqgkbsAbiN+3+OuvikIh1aJR%20GTGMpRKiq80Ct3ygsVBW3+81GO3X4arKe5OS61/PyeVnmcpxzCwBY/IBcqL0NwN3cSN/69LOJOVk%20JgnwQOVPn1laEiAtAGVCvzzI7JIA5otbVFqj4/DUxxlrpIwbFRh5SVIYMdN3MogaQdy3lQ7UI9ba%20heulPGQiYkJ3A0eVD+lKYWZ/DJFGatcgqVJ9K7XawAFkVXLjEd5KSW1WS0raCBvHbs1F+b3/AGab%20aBZBghMVRHuYjOhY0VgRcpTuam9K+idfw1IAgupsHUsjLy4sf6qLFaVVZIrDGyIGcUAtWtFP4fAg%20asIk3VQF5Y1njYPE0Jarx+NiqsslEJoR8y0AJ/hvp3DrGxuvJwsKLMQ5MpQCSGGS9goIuUKWBpSg%20ruNAS1ZYFDnj8bFiLBqBO0XAK0QVSpU0Irsajeh9NxqfI5LBA3si/q/p8UTlEilCqzkVBVltRUqC%20xCjrb/v0ANFMBWwTSyiJUiRmYKSxKp2EmhBJX5QK/t2G+s7LKORI1zSzFjIIwHCrRGcmi95INSO6%20nqR166xBCyHbPImAC3F2IV6hK/mNzAnp+Fep0hk6wBV/+bD/AN5H/wCFv9usg56LUArs1shNqjvr%20+A3p7beuveKWWF1LOwcTJhEc0UbxijJAwuAda94/CtaE6wLJJEhao/CQYzusURnknYwRzCYh44WF%20xY3U+T0prpxHVLv1VUObxbsJi7SCKVcZXkQWmYG1KWdx3NP9ms6oBJN8HhedgdQ8Ueb9wcjOi8dG%20yjx491Q0jL+VIvmNfQb++uXue5jwwMp/tFADzwVeHj3yAFUF03iuPxOJ46Dh+PHlgxu6TLIo2Rkv%20tLkNt1c0t9lAHTXH2vDKIM+T/JO56aRHSPtJJT9zzbjtj+yNhX6q9vLJ4wikEGgYirbDchgdyaV1%201OoKMcKyW3mhYUq23pXf4f8Ae/q0zlYHC6mhvYKLQrALafzENuTTpv7e+lWJdZXsoVAW4oE2JHYw%20+Qfh6HRkXQAUPGEBjCNbUkmTuJHvvcKEnYawK04hTahUWAMrbEhiGKpS73O3x6aYMpsVhkYigY0I%20rQEBa1I3Pp/v1kGWTGJUZryq72OppufU0APxFDoOyNsVJg1E8ad1AJJCKBgF+S3owYkmm2sAmfOv%20BC8pw+NzWOqzOEyoa/TZwIpdQbFfzx3H8R+/XDPhlwyPJwjG8oYA9Y6Sx6Ss66Y8kZgQ5Mv2zzGT%20HMx6/Bc/5jisrjeSUZ12LnxIfBOCGV6sTatppJGddvBzQ547o/qNQRr0+Cm0uIgSH01dNvtf7tyM%20HJMZFkqrWXBfdXUH54moCyk9Cu/oemtKD+KvHlIuMFuXLcFicxD/AJjxIEWQndNiNs4Jp+P4D36d%20dTjNrFVPGCN0UjxM6WISY0tL22ZCuwJ+ai06j20xQhyDCWISf7l+1MbKwJZcZrcOZgcnFAvVaioY%20LsfelDVfw00ZMqGBl4taq9y0jJzZONz/ABiIycV4xGrRoS0JUAETA77VqG6HrpzhZLuOeNVTr3NY%20EXLcR5YshX8JaSORaP5O0i00pSpFdGDYG1V7vBZG613h+Cyc76afxmbGU/ri4rYAbC29K7DqOvTT%209M1ORYPX6VimfO5HIcjkycLxSKuDCA2XKr2xKqLTvPQCtT3eo6azHDJTDC5xRODiLw0S43HAZXIy%20MxnZbi0YtFDebhZ3E3fuGtINYIbs5YI/HjmWV5Jc6XLZzRqgWj1oq1tr+OjgoTluNrKxJJFbyFDG%20T3Dc2/AE1G9TooMmeLkvMUjcBpgamRhcWP8AMN+vvpVNqqvNeeNXrIF8hBqzFTGrEmjWJS5Dt0pT%208NAlYKsTjxhZb/BQWtuQppU+9tPw0XRxwWVBRqs4lRjWibWHpX0+HXW8VnXeeGkVv+nuNnKlXicM%20aXLRs5hSgrXrTXD3o/6yuyDDjFZrn8WS2S6lgzSOCsj0IIoAoPU/L1qx14JH3MkdFjKx4sUYhkRp%20ZD5mZgxFAoChiCm3bQbEGh21aUxEMhIZKQyIvNaFZV7rlUhelKGtfSg/D8NTDYlZV5Uqui48Tlrw%20oYgbqPmUWJSgYiorqsBYaIHBAJn4mPHlKHtjgjF8qkEAB7aCPe1Knf8AM1eg2GiYESHWq80ALoee%20WCaYzVlyGkt/TeTw7g1CWmN7q1/D+2sYCNVXirCLKzjlxGvgSJ41JUTRly6Xq1N2UBl7vjqw402z%20RHJApyFmpe4AUs4cGSmxC70ofWnVj+On2uw6ptE2x8eXHCmeQCdI2E6IO3sqXNSakIDvWv8AsTmL%203H9K05KLZH/KGS/9UIb4ya1U0J9d6ClR7a4Zl3XOS6pbJkhhjbJZrHJK9bmBQlWS00pQ+9FrogIB%20WzZ0kMRRZi5ktCNGdiPmVWQEdnbSld/46cBg5TIVPEsgeKEY35XmAtYgflVSrr8vqN9tU44A5XVI%20grxXl8m+MPY1CwvPkjote++O09x6DqN/2dAhmVYQtdUytJInjd40cFATEK9h+Zf1G3BO1B3fiaaj%20MXbBTLOqc7xiGBYZHeVoyDJkOFJoReHZygU2v27A9dtCXE/kttfBQ4pZYZcMTuymU+CeORAjpEAz%20JFQ/MKkVO+/tWmoHFlIhMYwsOEBesqqAVYG4oq9fmFdz6HQk7IOs4XJY+TRYZKFDbQ1JBVtuq20B%20/MRpuKdVWqtCSMZqxiOJAz3BiwYUVgasdz7HXcJEgB8axVnQeRxOJlFhlqTJGwW5Q5ZqGvciG1Rt%20869ehHqamCbYqcnHx8JEWJI4o2IYySRkqzWm0BSyVItG93pqE+Ik4KcodEqyeaSGWTLjmWZCtxZa%20gq4Yqq9NyAOux1yzgQeqgY3QTc9JFFHHHAseLIFaPLkBk8rliBRqkGhXuBqanp7vGBIvh9EDG1VX%20mmmHlyzWLCY55TeYCSSE63dSGGxqRXp000bG4r6p+NkRyDyOmMmVMwgLK3hVb4g5FFeN/nBD9bqb%20HqdVJaJVDJghMrMgEJAbxRE2RmPtoKbg7CjNXu67AkCo1EXN1IAkry+QMjsrAyR3qorbEq7CiML6%20u3qToYiyxiiMvNxMYKZ5Fiq6IZWAVfLL21J/un19afhUEHRAYoHi5/qpJ4HcAs11x7CbjSi1tBJt%206E1NK/HWCVliOXJXYgxoAB4fz19mt2+O38anSm7tZaIdGxZSjIbHd0+ndvHJL3tulKG2qh6sOh3p%20000Y3YIh0HkYkUClkl8OSblRagG4v3+GSSqAtW0mnX11QRIxrxTNVeqafRp/8jL/APQOo2S7uo9V%20zXO5GROWxkxmeVYiUzsaPfbIS+M7m1t9uo319AAkF1HgPuF+XgnMkBg+ncgRsTuvVPxIFK/H4aUx%20LoTAHmredHDT41MyeNJiS2LeVDo7dtVAqxFaMfT399Px2Z6rBT3SSDhOGx4ZeMzMTHTJx43Z2LG+%20SRoxQRIijvNKt0P7KaqQAHT7zItmuu/b2D9FhJyUqgcxlJWRckWS48L1/ToRUPJT13214oP+xyuP%208XGbf3S1/wCMcuvguv8AxQb+uX/tj85e7xR576REBoV2sFadKG709P269B81y4BWpRlJNRK3yOp7%20diaFQhqK7fH+wFBTYMHRY2uk2C0FCa0ANCP71dtZ2xQI0UXtFFkNFf8Aww6/MTSptG3r7jffWqqw%20TBQZiI6OhdnrQEUPoBuK+/Uf19Q2lVVkSFZ5CtQ2/UsXJVBuAFBaot22/wButiiA6lF5A5BCgkkl%20dgWHrcQbtvj+A1kkouoXEJdFt1FAKolakdopbX1rp8cUpCwwUOFKtEy9yKAaEVqQF+U1+OmCQWUg%20rOBSiuwN0tb2A27VFaDpvQaRYKcojWUVkAoCkQqBuab7/gKnRAZ1iyhm4nHchinAzAHjHdjsO5oi%20xJ7CTsCQe3XH3HanceXiYcmf8ZtlLrpJnHsPVx84bZO8D6x8P/qVz77h4XK43Lih5FoyHnu47MiU%20qxrSjRWmiyCvcC3wOujt+5HMCGMZxtKJxifiNDmhyccuMvG8DhLKVU6u4H7gz+PzFhedIs1w3hlR%20SEmRdrWDBrXatCtae2nlHIq0J3eLrds3J4PnsEZlRgcnckUkbC5WeQ2rW09SzbHoOmpB4+CpOAmH%20Fikn1mRx87RTxtDkQsEmSu5Cgih9vQ7daacXukEyLFA8lw8HJhs7CIjyWFM3GNAsgLVKsD1Hwrvr%20RntwVbSDLSsbiPo+Sl+kaXHxoYq5sTxnwHuqIyWN/X1oT0GqAiQUpPHGq96IiyfGgdcC2CUqQsRp%20LNOagRrCd603ZzQaJNnCQRcshYcPKzX+jQY0OMf1sl4lBjFGoAJK0mlr+Y1VfY6OJr66fVDlkInU%20q+PBixMa7HKxYoIulYkE/wA170FW67/w1QELllIkl1ByVVnpaN7g5sDAtuaf97p76IKMVashAqCP%20ESWJarV6V2OlCVl5A7qHDk7djAWkem3r+3RIdAhGQZKikB7WNRfUkG7apB2qQD8ulLhAurpaMt8a%20MzhCDEoKswUg1Knowt7enXWKwKDMk0TOTH4xUEq5HUrUBqVFaazo7V33iWjf/p0hKgohjb5FLMB/%20mBqQorv664u9/wAZ8veu3j/x1quaPlYzgFWVA9wLpbVySVoyAG1gV6D3314btjjVVeZUfrwYLSFy%20YYgVJRg7ipr3bdoJqBuf7NHYcSkVuLKJCikvD2goka+YulGLWyUVi8dN1K1/GorXZZ0yEyeaaHLt%20aT6rEkjvDIWFxUKKWOf7vQgj19zp+PhJqq8k0eN0Rwz4k7ucVJSGjkWVCDEY6pUgN3ChoKG5fw1T%20kjGIDppxAROLgcbYGfKhKLsjzGhFfka4hh7rsbT066vYNVUVR8Ezx8JIy6SY8rQ0D1W3xU2UWshp%20VqDY9QNxrRk8rZIjVMYRaJmSxFZ6JI4p33fKyqKMO2la9dtJ+RjTKQko5Ds2O2SQ364LTsgNUcqK%20swBJNwFGA9f365pvdLJJ+RmbwyiGkjKoIdN1uPUMa+uuUwAUnXsTMhMcSzKrlI5DCpHckl/cAm1y%20sfkJPx10wAATPZUGSIMJ4VEkjkyM0cnYC9aKpYB22YU9a+tNLG5umjG6PieXIURq4xMqJQzyIiln%20SpFxDVsLW7U6/v13w4wLroiAMVaDzTYxWdoSWUtHGXtlYE9tVUMO7qVvaunAADhUAADpRlRspaTJ%20kMyoW7ZFa9wu9aKSxY0I6gHavwDFEl14xhsWWHNEjyZBLyBlqLgrqCOoWtd6ioGpktcKciyuxZWy%20cCLjBMWXFYjGnX5VkQgEBhX9OQkKGWlGpsNcMXlIg4rnxKFwstOQ5GeVLogjEy5IcLRV+VG3o5Ys%20QRQfv31pDbY5oyg2Ne5HQxs+RRKwMgCqrABGUAEFXHetoPpuAd6+lY8ZCeEGTCXDVor8qEIhZrAb%20BVlPdIGQihPv13G9ddXG+JxXQF76mKWQL44cjyO0QkE7IQqi3sCVenViQR7a6HACdmVJWRpW+naN%20MYlAqMw9AaooFKEsSevU/hrbXvmsyT81xmVlYIbJjhkg8qyvPCWjJahDdzk0ACips2ppJRQZigoe%20CMWLHhKWzV8190gLSBRssiOgUstijvpd0u9DqRUJRTuTEdWjjyMUNKVuTdCUvJHjFSLQPSmhBkYE%20KxYoWRndWbGZgqkUXy99QqEWNW6nXr61OmJBVHLdEK+JxaPSCARzx0YJMGlJ26lCOm5G3r19dMYj%20JAwYWQOdiZkxMkNZkielhapb5mLFQwN9rUIs9B09ZfjERdTMWCBeB5eNxRMqzPF5pJApoGJoGK/L%203KCTX06n20BC5bBLsv0Q0uH5ck8fIf1kV/EHF5LbHySWm4r0F1tT0+GtKDB6rFqKG1gnK4mZkz4q%20GQPyAQJV3NpWO0FvKRRwOtDax/vbNrneO4kIFWxxQQymGvmjXZpg1okN25F3zKTUEU/r1QSD2Sg6%20K1s7FxZGEjrNN8wJtZrgh9gaqrDp776cy1qvJF0t/wAp+4f/AHfKf+P/APyafdx6V6I7qdc5m47O%20hPFZGJG75cUbCWOSoEsKFnihdgBvQ706a9oRvZQEwQVb9uz4mHgZXNZjfTl5zCcGFCVRzIANm3tV%20WNPWugetV88lpuSwSPk5m+5ecWGSJcTIx2sqzEeRLuwD2K7+v9mmjByzJgdgtmt2/wBN/ueTh/vv%20H+5fpRJw/FJJhYGLRVqrCx5VclgSD6+222ufuOE8kbG4L+lWbBHi5BDxIuujZX3NxX3Bn5fKw45W%20bMkR5eNdVuEcS08kdu8qDdnpuvXXnQ5DwHZysIyP2yH7XP8ASX/ach/LxV5x/L93HcxFwcdHHyUk%20gvCSB/JBIBa6G81b8tD+Vbfbrr0ZAhccZ6K5LCXJqFipaTUKoUEbfH+9XSXTEqRdUiZ6ERKA1rCt%20DWtxB/H4D11kA6z+q5II8TGixhx+oqkg0ao29f2V6aya2S9GGDMQSDuQ5qta0UADoe2n8NAobl5y%201TGyXBasqE7Ak1XqB67/AA0XQZSjDqbIiRctI26WqaVP82ymn+/Rtmg6rZB4wVYEgkySEkA0PQV9%20AD+/20AtYq0K6xqA1WJJelAKHrRSd9/X19dF3SEEVksktbJIhrIoIHqKE1pceg0TmhjVMoPjQuWk%20f84o8a91SNriad37f4axL3TblI4yVKgAMx3CmgU9fX1HroMtn1UZBFLjPgZkJy8GSgk8bUtptUEn%20sev5vgK+mubue1HI0onbyxwlb0P8o9MNNVXi5doIIeBx+fQ9Vpf3H9k5fE8T/mTlcn7dyZDAHL/r%20q67qskY3uuT5122+On7fuN/2cg28mmIPWObN6YZKk+PZ90DujViguN5vJxHpkuyqu+PyRoxUk7JO%20vrVtlf11eUWscFXikCLYroMGRxn3Rirg5hGPyiqTDKdlcgEL1tBoN6ex7dRLxuFU7Z44rWsrD5Pj%20J1hnSxxUhgPmFKghuhFBUaoCJFckt3GboXMx4uRfyNejjdrWsBFRT0NaDbce34a2C6Iy3VX6pfmc%20Zh46ySxxESMrRzyNXyUYU2dfgD/TbQ3JxDMIBIjiRORH+kjolVW43N8rUX5eu3w3OngbMuXnhdxh%209UQou/UYX1RhGA5ETXULH+63o1BqhK5Lpfk8ezsJUVbk3Cbi0kdaNU9NHcEXauiDMf6nqSwLMwq3%20YKAqNhWv79MyLlTDFlQStbUgEggKSaH0P7BoLMyyxZgFYnxuCWWnctVB7mHy7GmiOiBRCZ3jVhI1%20RRT2/qEClRfStR0/DSkJduT1X0RUyRTj9OMFraoy7i1iaj4rv01kL1Vexd04YeP/AKdYVdTJSJlK%20OxN1c8ijEdQf92uTuj9hK74H/rXGZ+TmjwmyLvChksmS4JJG7lSRRSrrt1LGn8NeSICOCRkbwY/z%20HiMqdLxnxSR0d2LosTrUpIpuJDWn5e+uwr00pBBY1X6oSAFqqndFoonx6kunf1jStGHykKb1Jola%20VGiBdERUsPjUlzZPqncPGgZpEIKBa73UHcPSidN67atKQhF3dUJACefQyY3IwYy7YkZ7wqioJQkk%20kjurUb7UPrvqUY3eReR9nySOWclem4BjJEwjQY0psCxEjqxBV6G7cirdPw9+kEtpVfBPvzRqtQRY%20kEzNFECTPSlSdix2Xeq7UHT21HlniApGSpmllgaBpFeJMlBDHZGSSzgmxqDsoF6sKDUpTOAwWjL0%20V7NNnYZOMDVHChwV8bBxablbZ/cU9fw0wD4rbUq5LHmjzBEZYvPPIyhPMsUjqAAEUC1z2DffpqFy%20Uu1yyEgEytNkzt5xGpJSCcSMSKbItzE9PxPw1bNYC90T5MqIxyvGjwI/WaHxso23RVa8Ak0F2pgu%20XyWchGfVrPGhUFIYmCq/zRxuD8rI9GWhPVa+uukz1CoJKrlMkwopaRHPkV1x7hHQs4AbyG0hdjvS%20nx9+sSJC6xu0+KolxyEQRIBCqlMqKN3lYKtrKtilw5pu/bSnrqgTAssyYEMvHTSePyxxqPGXCxRo%20AFqzBKNHToRt8NtIYgm6G0EoDE4TlmjyYpMybP8Aqm80VCIyEMfatwrtQLQtXXPywaQItVexTlx3%20V8+OvHjKYKkU2flIwWtyzFgSr9CULkEuRsrCo220koiUm0CWQdE4LwJJ4ojN9QFuxD4lVfJMzXI9%20QO160u2CmhOgJhxEV9adMCHZHxT4Mc7Qq7RjHhETy+MGIOz1cIxoa3LRGX8dXjMPgmgQ7rEURLvG%20JfFSi0KhWYWio2C1+Pt76ImCXKImrc3IwYVLNJGzrKI2AKhkBWlVoKKQaU9uvU6fk5WHXGyxOuNe%20qFXLgkXzCCqRMYppmIU1lFWopu67Ag0H46T8uZW361XRXz8kqK0MJEaGjKGIHSl3sKP/AGfHUObl%20BcBQlN1VJkRPJ5wSwZmd1UlWq24trQr1/wBmpGYzzQEwg0RpIG8zKsbWxwOD1ZjT/DFV6kCjDatd%20Vhhaqoqg6VVFXSiUAtIjMkjhnk+Y1Ip+UNaentTf31Z3ZEF8VITHNgAhJkWRSFkeqUr3V3tI6dB0%201pTuwWlohpgiO6MwkqxkaOp2CxmpFam6rV39aEamJt+1SBY2U8dYJONlWKx3b5Mdg1HWP52cqQWF%20SFXWE9zjSvCgtu1S2TIGPiGTwwxJKp8EThVpTYtcO4KDS0jc219NK5kW1qvgg5KX500rSI4ZTLOg%20gadH2DFTdcSRU7dTsfTppxAixTslsHHchjqsSzx3s/8AywSPyh40LeXsutMh92IFo00outIBWf5F%20jfzch/6k/wD93SbjQSLU+DzsqWd+B5kGRMVf/wAblB2SX9MgJQ062D33GvaIY2XPMAhwqPunNazJ%204kYy/V5zIWmBcr4Avc9g/MuwO37PZveVuKLXewUMHjW4+GPClhH+Z5kTNj57urBYSxW5jUshZem2%20n9UJTBu9lsuPi8bBgxY8UIkciwRbGqk7s2yj0399RlIunYEOs5MbtlR5I2mxXuinUlWjatBYwowr%20+Pv10CIkGMgDE5fogCQXBwTzAzs3kc1MkSR4PNq1mM1QMTMuotrqaCKVz8LT7ip158oy7TB5dv6z%20gP8A5RHqOuXXGcOaxYcnoDj5A+w4Y47DxM8j4KtJEseZCWjzMZdvHIDYqm7dl3/3664yEg4Lg6YL%20mnHaSD7UVMGJ7qXlAUEgBIBDD4+5poxKRtVZG8gDMxB3JVlb5Cu4UeoHv/VrIBSJjkotWVOoehBF%20NjWhHvsP39NBygQGVj+RFe43Rhi7l/lu6VFN6eldvw1s0yrRwGKoxb+dqeoIFa+2/UbHWKzOsSsB%20YQh8aAha9rbj0B9CaayLKXkQLdd3OWJNa1HSijdvTWWN1iQwlkU1RlYGICpBNSAx6b/CvXRBSEMs%20yGNpVUvRxQooqK1rTtHQ1B26aIwqqySM6tFtorJYNxf1XpSvpSvvXWa7IhDztLE6RLEVABWUFqlt%206eT1pQAVr/u0AXCYYV81ZJNNjp4iXmglLCeMgMHpuFdGB7SfUDrqHP20OUNKxGBGMTqDrTKvFzSg%20dRmDga9VqP3V9ppjY75uA8j8PExlmiUmWSOtaq9AfJHcfm/fqfB3Uoy/FztvP7ZYRn8pZN5xdUPG%20G38fmLPH5jQ6YrXMXmBgM5taTjxQxsrGSWKndUAVJTu6dV/Dp2Tg3gtHk3C5+5l0njfuHE5fDTE5%20Z1Msg/5bOB63dLjsQSTTr8DqMoMrxkJhpC+qV8vwMvFTN5ow0Ujho5VoKUHQVG3vtoxk6nLjMELH%20kxZCtBlOY5t1ikPT1HdXffRIVYSizaJdmYOZiZRMkjKi1MU0YoBU/CtVNDtT8d9tHctKLpbNC5LS%20RWn5TMLbRf03G7UNuzAfA06arEvVV6rg5OMgqtPC5ZEVUkYMCJPlG5FrVFPSnXpprm9ZV8FN1XPg%20yyVVQpkG5UbDY9bdq+4GiCtuCBeIxyXU7tyxXZWrQEneh6U0SiC6iZNwJbiyEMLCGCjrVmH9P7ct%204ZrIeIn9OiuB6jtAI9x+A0yDIjGzKRGMd0JpVB0UjtHSjeuka6UxX0DxXin/AOnePz5CwxNExkyK%20EqAM41upXb0Y/tOuXug8Cu7jtxhchn+345sTzyzpLxePEUGbHMJ6ISF+nIRVJR3Y7uotAqNeduDo%20YG69wOUpz4+JhiGFgvFkL9CjMXaat/nuBJleiAlqil3XScnH9u7Gv1WnG1VXofwMnNTR5JLNNmxm%202XGuEncRdG1RTaopdt2sG0Ga4WA6pzBDC2EuK0CUYCWWClArAhgWFE6Db0Pw1TiO+bnLD5oguUzz%20MkzclFMUdPOKMIxctyqevUKtfXrXTmMWJzCQ3BOaljZYixzAkP6gcRm3tK3ErWtd+0g6kOU7bpZF%200rnnQyGk5EbULyKLisagSM1CPlYmnQj401x8gMvBRMrsotmL9Q8aPJM8lWkqQQ1GNncNuije3RBw%20+KcE5qyGWNpZHKvMTIGXu3vgBDXAhh29em/pppyu2aqFDNwfp8WOKFo4uQsYZMlD5bZKsix3ELGT%20UvKQakBRvo8bAWONV9UrgCypw+PjgSNo8ST6hVqOTyhYY1PVURgLS1CRtVR6iutOTWCxFkRh8dEz%20NkQ5UbSElQxumdnIILVCgt1odzTRiXsVgFOObHxYIVimeG8gJdExUAVB2tAVTuKvWh1cHaLqsQ2K%20nk4064simMPG9FCPKbbWJBtZwGUNQVFT8Pj0wLXurxZ1XEqQzLG8bLLCCqwqwa5OiIb2SqqD/NT0%20pXVYqoKvw/MM2rFcKZVJgQtSMrIQGAr84AupdsSenXTOCHRYEIqfGhIrEHidQpMVAYulWaIH5Qw2%20tBoPxrSPIPtspysEPHBjzzrGJDMsRuRRUCx6G0FQKhQ3Su/rrmB3ScKQLysoLjjHyXpFYEkpGq2k%20sARWje1qi4dPxprcpDpeQ11S6bMbMnGPgQD6p2QvkKQ5WIm4HcAKC21eppuNS3lmU/yHAJgOFw0B%20ORYUQ0eYUlBe8mRRUNQk7Maf26eBIkAFWBZECGExl4kUTq5MsCOjoY3rcWSQAFfUr2+vrtrt3AYq%204FkBJjCHkASJXhKhULvG6yMxLWQrtae4Dvf4e1JEA3KSQCQZz5wMhbGdDGwLxOQ+7bku62qC1Sa+%202oS4iTmoyi5sqjPnRkqIzFCHdmVu9gtDYqBVNTQjbr6aj/rkHqk2EI3EzmiRZA9ZSRc1tAWIYUen%20y1YV7fT1024g3wR3F1TlZTmNcp5ZoWEl7J5gVHWlFHQUYjtPp13GmJJuKrr7rKglZL+S+5XhyFjk%20djKkbDxqWJoSf1DJQXUUaUxcXzSyJNfBNWycN8COXFcNjSR+BJrLWVLvklUXUdG9VHcKU9dNgEiN%20hzIJSsqhZIMgrAlCrBInqrWmiuAW+WvUftGiJNYJtyzJgOjOyxESGod1r2R3AggAG0V+W3ptpRAp%20g6lFxEQctkAllVRJQjvqp7noeqb/AMu5+Y66QALpyg8jDjVvpFtjKIxkmyJKT2vsAtAyqrAEJWu3%20479AwRBQHh5f3n/c2uPcOqjuC0DLzePfi8ePlch2llVmmyMc3lQ9bHISpsYDt2pr3QXsarVc+0g2%20QOPFlchzcmfSOfAlsMU6KVkUY4ABFQNz036701SNs1pEM2ab4n6cLZebMWmynLmGRPIyIUqsIAFw%20pSrbf7dJJskpDop5P+XQRMsTSNbHICTaTGGv7dj81dLmnGgTWGbGNkKyvVALXkFCXNQBd8jHYn+O%20okMEcUDyUrQ58kLTXxsO4OGYgmgqvWtae2qwLYLSAWx8N91fQ4MGPysl8EKsI+TC3SxLbSmTShmS%20lB7r/V5/N2suInk4A4xlx4AnWH8ZdMDc4q0OUcn28nhGXwPT2rYo81JpPBIPHkMvlMKOsqNG24mx%20pAtkqsB6dP36rwc8eWO6J6XsQdCMR5pOTilxm/jbDxFWRdWYs4CgXbsbiqr6KPVqetNUUysWubmY%20Exn5nNCPQUoBX46KQl1JRFKwcqFoblNDQ2127j066xQBUwChRnPyAhWIoSar196t+3S4p3ZQuN1z%20MXFbnZQCoYNWm29QOnQ6KxWCI7Q5AKv8gUGhavzADenWldAohYhRj3bVI7xS5luJ6hejbbaLIEvV%20eSnUMGVXBegCy9TsR1rv0FNz/VoqbWWCjF6y/pnuKCtHIrQmg99tjpsAszLMbolUXtFO9aEFbuty%20j1+B0WOaDsqXHglV4nMTS7uh7mJA2oFBPrXqKU0rkpwQylHmvjNekgYC5BFUiRj/AHV+UggE0amk%205eKHJHbMPGVdD+vqqQnKEt0cUl537VWx+Q4ZAryOz5HHxsFNQKvJCtdzQr2/sHTXHx88+3Ijyndx%20m0Z6f2z+EvVWlAc33QDSGMfjH4xxHgtPxi2NK5xAr47L5c3EVbRcWIBiLUXzVFfHtd+OvRnGq/VS%204uQH91FbzwX3ThzccmNyI+p4ifsGTuXRq7oyUv7KUtJqD021zyhey7ocj2NdVTz32xlYDrPit9Vx%20sndHNXdQT6ttVT6N+/fRhyWU+bj23CX43JQjH8GZSeBzRC1bkfdR3deuqMhx810Ll4CRvFMhdHS8%20KYz2GMk3VqTv76UiqrJWYSCBlR42d09QBJCy1RRU7j8P4apGWRXDz8BAssRuXC27CIXUB7kuoNhu%20SrA9fTodExqq+HK7XQeUkUrMvbFJtREFI2A2oCd9xudOME7pfLBLHsiszivjkUgDb+7sDTYeuiyG%204KAbxMYySET5qrtUtUA061G2itdVt4iD54zG5NTYCCSwKqqHbc+oGiFh0K+j/tebMg/6dcWTEyDh%205KRvZNQGh+vYFWVuqsO1h6g64e8ltgSu3jP2Lkj8njycgFgii4znLmjyuPjf9GZpFDuYlY2gyk1a%20Po3Vd6DXmkXfJDY5qs0y4Xjg3hkWSITxTxHGx6KXcRyVcRl7bWsrRK1P9biQLx/qavaiSNEywpRj%20c3IiKZCsc0UjhRHH4QxCQ1+ZijChagFP3aPMBsJWkBtROZhuksTvL4kmVfDISFLurAK4qy+RT0I/%20j6a5+GDhsCpgWV2dyUMWTJ4GBhMwEqmhZGUU8TMBVlAJO2l5uSUTbOvRCUiq2lkeWKGSipLIkkkt%20QtCpo1DW7cU9Pep9A/LFohJOyVZLycfyTI0V4x4JWims7UkZ2ijZyK9pWn4fjqfJFjqkwshOPE0j%20KQLBFHGxYDsKbqev83rQDf4U1zguzIXTjiOCnxGfOZxPEHZ444gHQyPIXuL1+cn+agFOvXVLkuQq%20AojkZZIMhY4GUZEzM8kcYq/dabr6GhpuaD2A0ZOOqF1byzxYeIxlKZGTNdV7wjKASUjcEDf1YrTb%20YafAWxT5LV5hzc//AOQx50khiPeiMQ0PaVCmhtN2wW0CvTr1txQfEXVYh8UZiJj5uPJmyLLSQUeR%20CVYTJtdHdt3VINSNdEeIO6uIK7Jk4zGjlkmyVeZza0bsTOQTsfGWKHqT0pqj20VowMrJRm/dXGYk%20AxPpH8RjS9Uu8toNaha3AV7uvx0IyDtVWVz2+0OTXn09PMLbeCzeL5D7fl5Hjsd2jmeRrpaS/IoB%202Gy9GJI+a0mm1NOYAl81Kcdpb59fqDolr8nWWJHa1yrRVvZY0miINpU7srBrlp6b9N9cXJySFjku%20WZLMgsbk6ZUkMUp80ZvSJWcs4I/VCBaboFuUA3Wj8RqAfJRMSjJcxHwsnKja6Lwo7RM7bGrRtaxN%20f8RRcdGLulLlZ+3YGiTORDJHIZfDDMtAJBFRXAJ/npbG5JCj4nQMxGRFUyWOLJtJjmmPMy/T4sJA%20jjjNbJlqTG1Ayj934baeBvY3VoqU+R55VTxWIO8uxWJXDAgMjVH59961G9NdnFxXc4q8Y3cqMHF8%20Njos6YEkpNJPK3kLFmHaQC1Uod/TVtjHqqNmp5WNi5UYhlKYhCNfjMfJRCe5kQsSd+oO2sht0Sif%20hMKSHzxpHlWoRBaTa5kYBmaJaL2rUqa0qT7nWMUu31SLJxWWUxQQF4mIV2uBW2VbkoEHYCo/mPsN%20yNcx4w6ltv1SzkVy0eVZ4Xgx0opllpIakUVUNqb7exptojiANV7tU0eHNLMSDP5CZ8eUJioAP1Ja%20+JCpADEkheppS39501xVVZNLhIxrHGn8k4xsSKGOSDCo+BkBVyci1ywZbLpQ3RkN3aNiK01mGeP1%20SmIV+PwHK+HNmZRHkRBJ3QkWVIJAdH/7tRT00g4gMMkg42WzYrB+RLxs0UEqRtH5BaxWpvJU0e5Z%20Af69VDsqSwqqZU5azB2eKJE/VdpZZDtFEjENasdGuYjtUsQ1P2GJk0lOLOlX3BLyfH4wBk8mFHkK%20nmRQys7ABRQ1bqautLh67dWEyHJvVVZWi1VXjg2tg9v/AIn/AOHXI81x7FxtYsvKy/AmbBP4IHjz%20ISUjmZ1IV0LUBARR2keu466+nzUjIRF0w4jAxszlBFj3xcTxgCJGz2mbJUblre0qnrQddJM6LMbv%20iUfn4TLlJDBCSquLprr5CWFTVnq1SFpt+Glic1mYKqZ2EsSjFWWLvbJkuCoi9CAoNJK1NfUnRdFu%20qYeFsOVciUoMGJO1iAoRXFSzEn29zvpUQBVV7FHFlTkWVpLahi0M0TXRGrUCXerGnTpos2CLgoyT%20hnjV8hJ0fEILzQObmUgCwVX07t/x99IJXR2rOHyeTjxLDlR+XgYRfHhxA/URSEn9XFkrszHqh7Wp%20rn7jtN8vycZ2cuuUsLS+eI9ifj5dg2yG6J9R4WW74EkuTipNA8UwIs+ojBHkoKsDHsIpVFbkI67r%20XfUuDuhyEwkNvJHGJ94/lHr63Tc3CAN0TugcCKseiIF5WiHez5BsoFOu+9QT6011LjAde2erWmgr%20bGp2qDUA/gP46zrYLHkBjKw+ooXda0INARUj9ugQsCFgypG4TcIAdyK1u9du0E27+1dYphdWAymM%20yxJsxNa+tB8zFum/poMmGDrKxuq1EjMRRVcAKCQN9tzvopTisyOasWa8gUJFLT8SWG2wIrrMi+qg%20yMtin9SMitzCpB9xX2P7K6IkErKRWz5n/TrcKECig777V9z79NFIyiGMcYDu0p7vQFxXoKmnvvos%20CbrAqp4IlatqEtsyCqyHcGqsD6V1gm3arMTPAoyG/TkFTJIncWpQhVJ6fKB76BAkGIsaY6rAthbQ%209eiV/cP29/nUcmVgosPJofK+LVUinkCkCvS2QrsCRRj+NdeeN3aCzy7cecuP3mUPbF8GXYZDn6cp%20/wDd8pewgLR5ZeQxpZWiWUZdAsuPOlgeVABSRjUL4+hcbfjr0PtmN0cDe2amJEfbLL2Ldft37reI%20HHZFfG7WyMRmBaESkCvWjdKA9D7+0ZQ9V1cc2/4q7lvtyMxjk+GYTcfIpaWAdVqK1C/D26jRjM4F%20Dk4c4pFj5iwqokukxEPepYsVSg6Mdz060rXfVJRU+Oau5XjonxxkY0v6fb4MgbOlKdjKSDUA0HT+%20FdLeqYYrp3EiuiTs9ZyFcpMCWjdqKGqBuR+VrabaeMhgaxXFy8ANwotPQrGzLeoLFwKMxq2++6mt%20em2nGi5Nt1W2DiZSEF2GVLS+VmAVirMd1pRG2FD6jWEkXKWTYEsN1sbSKr94qaqSfmr039f4afc4%20RvnkhHV1ULEtEIajEB6WqLrVB7Rt0Ffho44rFl9E8ZFHJ/02wKFuUKGUObaMnJ3AkilKMK65e4j9%20pddvF+y653Nx2PyGNbmJH5Y1ClwVkIYDb1VrTTsJ+Hpry4f9Ur/sKz7T0TDNkyjESZl87R2S5bKa%203IUVWkVatfYSWPXb30Z25h/cKr5XEv3XzRMGaH8oikWRp40vmR1ZZGoCpSneVa0DuPw+Om5mAASz%20IZHZuSJ3fIxnCSYFMQW9CUFtlp7TVq9KimuPu+IwInHEfBTkGPilzyrPMuaYz5I2DtUm2qsLrUp8%20igDt3tNfTWPLviJBLIugJOWmxJ8gwSm1KfTuKFyHQupLUoQpQ/AE/uMHBF0Hssxc7zuVzAgXImki%20MJMpkBkjULViHVgzMWU9Adz7Ho85ElhhXyZKzlVYUWHLlQxyskfkb6hOOxxJLLWRfIrTUYCMUYkG%20Rvw+MWAvVUy0WT3j8fHgkCSiWB4ryER17k3d3lUIBTutBqf376YMyYFBPnt5ZBFEy5UgtjhjZbgG%209ZKBWUn1W4nb01IRvc3RA0VYwmnFmLjsWICy4iRnzpcxkRmMhf8AmNSB676643wVRFRiniwi31mP%20NjEMYmjSOaYMr7FntRVcUFdifh8OkAgXwV4xzRuZBK/GStgY7/VLasYjQooJNLxIiqSQAaB/ep+L%20Hki1ir8chia8lok+RyfHZnn5yNAid6Y83c9w/wDmEH5TQG3qeoIUV0Imzu66yxDD4Zjpi/j5C6ff%20QfZs3HBMqGOTFxVT6nymQmBqXGyUhCtWJohZv2jVIRBFV6KQ5CLxrzz8VODi4pQIvrpouHSJEgxG%20VVRiat4o40SJpVWvdJYAAa13OjfWrVQWlIEW+GuleLKuR1eKGPHkcqZ2WMO4DME2YQ07aR9GfcV6%20dNT/ABAlyEpjBz9a+Pml0WPkJ9wDkFlXEgx3+rnUrIwXtsjRVHyj9S0mnx0JQADVVZJJgNWn6a+S%20e4KzPgyvLjfS42RM0eXGjBhGZ1pMFZLvmK3r8TriLg1XxXFKLFF4k2Y01q4wSDHlaIGOpJKsC0pK%20gBSWcVH406amYs5KWRfJU4vK5GPFNmTEKCxQRlyiPGxMS3MTarB1YgrU0pXbT8eCMS1kXjckyYpX%20DYRt70EgRVoehFq9RWnT0p1F4c0d7OVSEg6PhfMaNBjd8xaooUaQEfOvWPfuK09uo1WHJEWiX8VU%20EBZ5NcrGWYzOsHkNJy7iRrCvaUB6FSQQKV/bqs5WsmlOyAbOyfFLkrjyRuHvkuQeRS4qsoQm6naL%20UqLh00ePcf3LRJQvL8q0mRjS40iY8pmWNsqiqjRggzN4yrmNg6jZu4belaOiAmyw48WKryVjxUHk%20UxIrqokHWSpZAARUW9x99ZnRdLOV4DDkWKEz5EWKT5lhSM2s7Aqsi3ERsfQ1+X221PaFT8pA+njT%20rMPGvHixwROyIVNIYHDXgGi/8wWAZrqE7Ur81Oml/HnXzUZC5KJly4MMf5bEsjmRDCmQ8hY3rV1E%207pusb1NFG6Luaax+0MpS+1abPzHKPyg43Or9HJdYEIVoMmGsm1oBUFF3FxvB9Sbtc+5gSldNsvJn%20DySweSswYz0uKqZGL9jGm4attf26PDBzZLG+KIwsdczGlwMiKuLIbvEVRvGyUKy9lAwYUB29a6xz%20r0WMmTO4/wAh/cmo7OqjavouK8LB5MRpsOMjJlBQASFbGaO4u5YbstfyjX02AspSxYppwGbw8Ev+%20UYcgfLwjWW1WBmI2kIYFu4H5q9f46hLRXYn7itmx5Rnzys2PHZHff3BQtpNLyen9g1N2TsCFruTH%20mLmNKtzFWLR2mMooNAtflooB2t31UEN1USbsmy4PGyQTfUsEkylIllUeNlegFrfML6UppHLpwLJH%20KMpeUjg4+7DQOfK5RAviRaNaptNT8t3pT8dWZwpD7Q5W14sypjx5WO8hLRix695U02rtt765sV0C%201ygOSxS2QmVhRtAy2xFFYrESzUuKEdRb/bvp42wSsKqvar8HNyuH5JTE4hjLH6rGIYJLVqteikGv%20s1ajem+p9x28OcB3EhhIYx8OmowKHDOUH23BxBwPkmHG/dj8y55XAZpcSB7OU48qPq8UjpcFoZIq%207q69OjfHm4+4lCQ4ua0zhL+mfhpL+3/0uMLz7eJjug5HXEZefj6raYxIR4wQDZ5FtJFQBQXjban+%20zXYQuE1VfKQLWqqM0lagFxTuIFFX0uY0600D1QdTXx0vBJioQZD0IHwNR13B/s0ETZVywJIAIwiE%20kgSGpBrcQoK7UA9fw0QWxRsvERFmZYzW4I0QNRUAgKQPm9KU9dC+ZWIVqm/up4mUbbbGnoT+YU+G%20syDquuOWZRKr3btH60AuJFxO1Oo1i6L5q2hRCoViKfqEntIbY3L8fSuiJHIoEaLDMyi5herMUZmJ%20LK1bdh8La/hp8kl1W8wDukQMsoUnYHrbSin0FPX0Nfw1r1WSzLKOUlZmDFqfIhqlWFRQ3ehFKn+3%20WtVfNbOyoeSMzLOrkuKVVtj03JOykD5RrMmGCo5fCwOa7MoiHKVh4s7YRuUYdkzDZgDRQ5Hw150u%20GfbyM+L7oG8oD/8AqGhzMcDlddgnHltMgSGEz7pH4+uK0Hk8abD5OaNIXxM6IWRBgG8UdT2iu0kL%20L8fXY67uHlhzxE4FwavodQpEy4ztmKryTv7b+654Zz4JAsiMTNj7FJ40IDyQkjdfjS5fXSy410Q5%20duGC2bN4fE5vGbk+EYCZKmfDFNmHWh7aHf8ABvx6puIsVU8QkHC1qDJycaUjxl4zVZsc7XU2Iodw%20fTVCdFGBLorkeFxszDXLw5KoGHlUg3xOtKmrdV9mHT20CXqvaqgha9PjvH+lPajvQR5IWjsN7Udh%20Sp6ivUHbTxlkoc3FmFSS6TWuyKUYhrmFO7YBm7rj6D307OOlfVcRDWqq1UyZvHH4pQkSXBILVsHb%20Wx3J6az51XsdAnWvBB8lBI8sokjjSW1bo1JuJIYkKB067FdMCFsDVfBd84FK/wDTdjiIR0WJiqyM%20VjITPJo532NN69fXUe4Niu/hP2BaXwnAQzzSm+HJzAS8mGlROEYrcyJIQWoRe3qa7a4/t5IjQpzc%20KlfHDIwNyhiypLU7qptp17aXHcdfb1153Nui39pt1UJOG6I1YpI8jEjcq2OGVEloEGzF96UFdq/L%20+3XXykOLWWmcFXmcnCzbwN5sppEj7yRFevkknKkMWKofag9T7z5fuGF6qrKXIQa5MGLlpgJFLfKy%20skQZSUlADbvTdWUBj6Gvrrg+0ExSe9WmD7dZ1ieXwjIZoVFt5Mki/p3NQFWj/wDLo1Pfc6dxIaMl%20Z1huFzYeNK8VOM5SEEgjYx5EK1uv+nPeB1ZmG/QCmrcpIg4FUzLStVUyo4bEgkEmSmS92OGGd5VU%20CRoqBpBYFupten82wbqTG0sliSjjlTFcjkJGEGLGwEYXtadkK3iOg7mGy3fKpJ22OrGTh6r2YJQJ%20Xa1aV7nqmnknZ1mSKPKkjORVrkghiAH6mS627tSoqf4amWxHontkpf56IjbhzeKBBcqwKsTTVBqX%20PS1qUttr8TqojZhiqCOGqLw8nJMby4tYM1S8kgjAkR2VbFsc/pxvt+UU2IFDXVBxORuNVTK0Y3vg%20iXcvHLHM8uYoUiTIakhTp2lahwtCCC1aD110iIVwLIHEx2x+MeEzNPjw9kuJlHzl1sqpa9nSor8z%20NVt9x26ci1sUxY9KZY/yrhpsv6k4kC5zEeHIRldFIPa8TOWSJ3+ctStOp0OOQNitGT41VZrGZwOV%20LcMFr5JgROXN4ZR3XhkKMTRxWtvw21ZlQEt4JRnYM8eO/HzRSxs8yyzGNRVAIwWRGBq0ZZh8vqKV%2020qLozCafh70kC57SFY8qdqzgQk0eIsyEr6L2+pqx3Gpu4dSJDEqvn+Yx4cflJR+rxsiFkeM3GOf%20DYLLC3oGVS1BbTb31xziTJc8g8mSzj+Zyp2+1+WjaeOLko5cV1UEsXjajfUUPbVbWVqemjzwsWyS%20TgzhbVlT43IxTrHFD5cMoPCGsXZalo0WgDEXW9DX+POOcRLGq9NEBKqr41xLjwG4McMPWmLGtHsA%20DSNQ7WAmpNp/frccXkSgBdXjj+OWuRfIsrASxzAm0kDtZKmQ7DrQ0Nfjr0CRAYK4kALhD+PMnkRY%208qOSViYzPNHNM0Y33jd2KBu01JP9ldwyMrpgXQ+SMmNceFUj5KQXDKyZsirRMzgBPpgLCLqln/L0%203104BUi2atOOTBDBkA3SL2lFa5lRi5EAW2MFLKdu59QfUOEFVFNxMzHHxszxTCkiY8aHHnXxm296%20Kg7gCTUDpoGIZEg1VYo0RZmHdkTZURSQkTNkAgBTWoVi5uJqK1q1a7nQldLVUFUsSzxHIhy5M1ki%20Mcjx2RtbuV2BRgo9Afyg7b6CLtVVog8SeL9OGK3GkejTTRs8tCTeEtjARUBp+8+9dLK4ZKRlVV0S%20zkY488YBaSNZ8WZHTKfxH6kKGHjFlWVlZhaDsV/Aa5uRiCKCgcGVhiVpiFlL+NbaVqW3uFRtQhhU%20UpqEZGI2hTBUeQ5LIw0mTCSKRXs+jRca8lirs0hWM93aabbfzUrrp3CItoyrEDOsFb4fvT2x/wD6%20/wDs15/+5H+M/QJH6rTOGnxYf+ZzwkceXVuLhIF/0gNWlcUBrKQCN60pr6iRJUQAi4+Bx8Xk5+Ug%20RRyGQSVMfcgFDux2tJpuPX+vbtUxuWVuJDnR5Dl0dlhre5N1WQ7pQ7HruPTSEumFlPL5HGjgXIx8%20YLNcAQqChLVGxYjruAfT46MQUHBSyWBppfrMiQIIPJTHuCipALFgf5Af376cIEnJYw4uDy+RgzkY%20HIkQPG9CkkiCoqAT3K3uR+Gg5wq169ViCno5QUpIiCeXYwKwLKta1IHw36fhqe0pyRZLec+58TiM%20WKZwzqkqiNI7SWqNywPpQGu2+iYlk0b2CdR+HPhEmztLRopBQEht6/t9fX10HYqZByWo4HEcjxHM%20/wCZYDnGyDK0hmUgOooTS3oVO9QRQ6ryQhywMJB4mq6rQ5JQLgkELofA/cnF8nJHgyyxQcnMbzi1%20sjkcf+ZjXGp9C0bH/u9NeWeSfa/vO7hyn/VHpPpluH/lqrygOYWDcmcdesf/AK+idqvhlZOrGt5F%20GNRUA2sKDcH26a7iM1xgMVgMQ9Y/nTd2YUAJB2I/mp0t/boIlZQTEEswe2oNrVoD16HY/hvTRSgF%20evKyDxmsqAUu2AJJO5ruPTWZEFYWcyWM1yyg1LGjAVJobR3UqfX266xWZSZ5CfH8k/pTZiv8zBqU%20Ar01mWILspOXJLH9JbnpUVBoVAJU9DRtq7fs0ost1KibB39xkNKXAubfVDStttvw9dMlItVe5eao%20ZpBGwYmtEYEnp+IbcU/fojqgcUK0HjUyRnxxNVmhUKwKEDqRT4nb+vTO6bcMF5ZjJWMK8d4IFXK/%20J+VFahBUCm//AGYpiFX5jIKFXjR6drVTtrTuu2NOvp+HTWCDL3IY2DyHHpicmTHSMjDzyQHiANAB%20WlUBattfw3pri5u3nGR5eH9+cf6Z9OktJeRV+PkBGzk/bkc4436x6ei0LmeAbBz0xs79R0PmwsuF%207QVAFZYGoCfiCPx10dv3EOeNnBFiM4nSsUk4z4jfA55Gvejft/7qlxMuNJZUXKuMUOSilYskrUMj%20KfkkXp8eorrT48iunh5MxWFYrdsmDjvumET4kv03OR1LRE/4tKijDodj8x3FfbUgZRXTtjyDqtYj%20m5Tjc62YHCzIWpICDRiKihFCO7oP6UrufBRbaUZNiw8zC8+LdHkLRp8O00cmoJjB3r120DgiC4st%20XdclJZIJxZCDbBJcD2t0U3dRUdwOqA5KXLx19FHbGnjZmLCilVAEnaQF+U7svr76o64DEg4YfP4s%20sTQ4JCxEBSEPybNQ72gG6gfavw9jpY4tVYrGy7zwqGL/AKeIBaIGWItYDQL/AM8WtBFKj0+Oufuo%20vAjwXZxX4wuYcfFJISMcSYuXhydo/TMtfzf43dRCvZ+ou3XSAWCsWbBNZopubxPI2Og5kKHcxlVT%20MjNaSC20CW38A46V1DuOHcGNV9VKYqq+K3HyBHOyPIFLJO7oyMkiyRxlAHY7NtbbsCu9a64zkDiF%20KQwQ5yS9JMwZUYhhCCbHcgtK5aSZPlZLTQUXqB83weMrvVXRibuVZPJHNxmI+Sf1FTxpMrKzsvVX%20/K36R2uruCNcfIDKJkL9KwWkGDoDFGXkcrHjmS5DLHJlMK9IVJZwCaC1gu466eADKYeqr1QvJT5/%20+d8kkFZeQmya4WRUh18oUp4tyVCIwJ09jIF7ViiOvsW55T5MMA46fGk5CJMcNmZZSVpw0QrGqMgo%207b17w1xPpvrAE5YpCxx8ar4JaYs2ebCEsHjigRZZcVgR3EBoYi1dqbs9a793tRZEsyBcorMbwRS4%204VMrNcl82WRLormAKiRAO8BaLHH6dTqkLJoB8FfjeWRL5YslUI7wmNG0VyLRh3J5Kd9KEGnQHY6q%20LXqvJViGF0bjDHol2M2DNA36aogseo6CEdzEAsL1pb6VFdNGTXN0+5i5xVeSmRHI2QmL41lFpllr%20WijtMrxkNaw2S2n8dW45SkcGVIkyKvxXybnk8ePkTGZdooe5KKDZeSQ4Vbu793qNE8Vk5g2ark5X%20AySMLLw/FKsRD5UQBWE9oCyhXO9sqkg039TqkQyeNVXwUMjEC4qx4+QkEuPI6nHgkIp2sUjdFUi6%20WgcrcOtK6pZk4IKWYnIrFmY82JhNLNEtJZZQFESPaPHIy3KoWgtsUnfrXSkFk2SllZmVHlCHHk8e%20O0EkkhmFsfUqVWb8t1pNH3pTp11zmLxtjmoEPglKwcIyzcPlE465trhVbywmSTdZSSDJGbiFY93t%20X2kJ/wBRyqvapkkFX4fGZmDizcRmxLTj51ycAQPWN44rUUgkfK1SfX1rTQ5ZAqM5XVuPPjz5edgX%20qkOTRGzUWoI+Z32qW8b3b0/u64+4hYa0K990HITrFiinzGfJY5eLiKixSkMDKzlgFY1DEMFDNd6b%20U9R0cfIAPGqZNGWWKMz8m+JVmjaSTyKzykKlhcEKixqym1a9qKD1HU67Nz2NVVlcSdKTP5QqKrtK%207eHCmkIjpJStjXC2GSmy3gfA6HDxbP2qgi2CKZ8RY4scuz5sBooljukjJWwh6W3FiB3fm9iNdLLM%20gs08zP8AXxYrrch/XrWJ7lI8ZN7HxhmqBYBv1GswCJtX6K6OfNKwO0Es8thZhJMReGkfZYyqMx7h%20S/03266BSs6ExuBxV8vIR8YnHhZQ0vkIy5/GzKpMSq0wFqurVp129SdZEyUMriZMvNXIwQ6SQl78%20yQgQyWs1SYrhIGuWl6dD0G9dLtGaQiq8vYs5XJFwFzY/zRReZHK5B7bioWjCQWn/AMzelPXbSWRY%20JDy3+aR5QbFzPq1tVDG+KEBjBF3cHjA60O9dx0O2uecYyFipyhE5q/DOI9BFL2RFTubzG6g1jfar%20MbdmNK/x1yTDG+Pv6qJi2KDnzYJ8jGKLX6eSQBUdxEFiLFUkpsFuZfmqAaaeZkYNr6+SJJUb8z/3%20S/vb/i1wfgj09f0U38PT9VpcmFiQwK02BNNgmOQsJmvniCtRVRmb5O06+yMR5IOW6ppx33ZBY+TN%20NJiwsb8ZmQhPGBsrKt1WXeremklF7pwGstrXLjlxv02V4pEpXaj0HWq7H9m2pgIkh0qODNkmVI6M%20oAuA/TPXZU/MGO2+qOlZDra4McmEJEhBaU7AU2SjXfMza3ghh1UPuPg4+RzuNzWZoBihSIyAjD5S%20oP7qU0Y3xWkdoLIVOBkX7syedyZEXjylSzkBQzC2gB236g/76Zgb1VaImdmQ+PFw/JTcjgAvLIsg%20EzsfISAbk8INQAOtP36YSDJSCGWw4EgjSPEiZVfGVVjS4kntqPx21KTOmi7KyWGTIhZjIHbcxFei%20haAUPU9PfWC0SxSRuPS6ScRIc/HAGLK7FvHIK2ugXe4NTof26ImwuHeqx+dpQ3Zst14H7sxYcHD4%2037gzxNmTSri43LBbfJM9FjvtB3q1vkI/73rry5cUu1eXGN3DnGzx6xfL+3/06KsiOW0/tnkcj/y+%20fqtqzOP5Di8n6LLh8UkNLlARmtIuuoNt/wCm+2u8SErhcUgYlpKogOqElnJK0CJ3LSoB3G1tdidE%20JcbrAmKxlVq0gNt9Kgm4i1OlQPX30WQuohAy/MFW+02bVHS3+nTQRd8VlbhVq2hQd3FT7sQSKgBd%20l0QVMgFZBYlA4se0gyVuFGJ6fhT2662KOCyJlV3uf9NR3OCQK9e7ah2r11gFnWfFEXujAFN1rdtu%20KsfbWElmVZFHrIayU+QhVHcGF4p1YDao0zlA2QBx4o5pMhRIyqRLYbriFNAA3QGpJIpounEnRIlm%20YAPKrN1ZAwDVL0UkeoHTrrMNEpsovChIEoDwR9YitTt1agF1B6kdBo4rRLYLEwwciB8PMRcvh3FI%20lQHyQyNaA8Tn5FXqaddcXc9pvl+SB28oH7v5D+MhZx7sX1vw8wA2yG6OmnUdVo33D9uvx0chd48j%20hsxiMXIjUCMINrJK9yuCPQXV6dKar23djkeEht5Y4x/+UTZx18iy3LxmDSF4nP4HQ9FTxvKZPHzQ%20mbIpC1pxcs1M0X8qz2i1lNO1x+DapPjZU4+V8MV0CGbB+5IBg8qFx+ahV44p/wDy5GHwFvz7dv4n%2031Agx6rtjITDGxqrrXs/iuQ4vJjjmBSZSTDJWtVO3UD2H46qJArnnExKJlMHMJ45gIOQUdzM1qyt%20uO007XHv6+umAWEwQNVrediPiZHgmhMlCRFcAsiVqxNPQ09tumiJZlTnxPZU0jRSIUbxWBhIVAXu%20NLa+4HVdtOCTaqrx5OSJiu+8TBJJ/wBP0UQJDvCxUxGxqnMJW1jWh+Oo9xJorq4f8YrNcwkzMoNY%20kJIjuBZh4ojI4N1dlklAduzY1AAC9DqQKuz1VeiO4+J8wJgYjolpqBdOHEY+aQ+VV8TLQbaxQLNd%20Ac/yOFj8nkzQumVlBkXJnkYrHQKbkiqAS1jd7nqflA215PMBElndcRxSPD8+QuNh4zCbNzO96E3J%20WXdrlItVlVS5A/dXU3cMM6ronF7JrkY0eLI8GbkfU1rLJiY8Ss8YA/xDJcFUsButza6zYY/b7U8j%20bojuIl4vCXL5LDQTRrGIY5MwG8Mlp7lNsFtbN1/bv0XiEfJT2h+leihxX3BycODlcqx8aY4C4uPE%20sMSPPYL7mCpSxupu6k9dSM7sKrotJKMXkOWl4+PGm5STOtZjn5DvKPJEXZnUCq7GtNvy7a0uVy5t%20p8ENz3R+G8mFhSSu0z52QxlyLiXMRmp2V+WNqbU9B0NdR3ubV1UwXwVgysyKnny4MOcE2IXE0yip%20BFBteTRjt19d9VhCQvjXmrRJzwRH+bKsYY8hlS5YZUR5yYo1Ut/+mHG1NwR6asNxutF5YJgufnSw%20J9bDDyKLJc2TlSiFyvksQxSqLg9V9ag7e+rccfUVX1VYRbxUVxOJwsqRUmmzswPW1QqyC832TPLR%20QPItValK9KGurXV3N7JlPlYpMMLTyQENtFK0btJvQhvHY7Vp/EaxlJlgDkqpIXhx8ibGMSQZUTNO%207q1CJauTbUAFlrdU+m/trRLm4ujEhLsknLTGeGBR9SBEsyDz44kS1R5GRlbfajN0NaU1XBMSjo8M%20Y0uReA1I45TjqW+pLkA7XsEiU02LU9yPcSTMkuZx/wBVbDlY6HymF3xyxbFjX1KyoCjOnb8vzGtN%20cknjJRwKGyceDHhUxFo5MSGyJzTaAESNA4q13jHcoJqAd9wdEAFxrXx+iVwbIyHljLNHjll8kNGi%20cUuaMr3RjaqkVuSuuHjfa2i5jFK+Fmijz+WWMiSeLBk+RRcvmlRDXYDYqxHqdVkDtL4NVk8hmm2M%20uTIUZ2H00COVhVrTK0kRBWo3v8cTdKWg11uNtiECNqZHIMMzTxupmVfpsQMfkDBTM4DUHbGw6fv1%20fhDhUhFVcjyUkHFCDMgfLaVQiRQ1MZaoCmVgVkVXrUdRWldzq/E+BwVol0LmiuMsWVk3QuESQukl%20kIoCgk7lYMpFFFSaHeuqxCYVVXTLipc0+TDymhx1MYBMZUAioCOSSCt1BQMNxttou6JHRVw4nINO%200OS64WQkIgidWvDWbpI2zHtWgBDV0HLIfNV5M3KY+OMzJhJENyxTJH5FeViYyiRsL6d3cy7N6aO5%20kD6VWKqWfJK5WKPFjwpGPEzsY6yIPIsygXBYy1AFXoFYlSSdDdohj4pV9wvyBnTk5Jpb0LjxUVoi%20EtLUDAK7uRUMKegrXt1CU7sjuqq8knbOTwyy8txBjnU0iIKrKyOAx8jLS2hftKnod9ZwSkJ81nJz%20uPgWFJLY1lKCPHKBaOzAxqDuaL1Yqanb8NRmDLBQldK0z4oIjm5R+gwSWWNAnieZ5KsWKvX81dq0%20/tn+IkbcWqqYBsBVaq76ji/Y/wDjxv8Ah0v4p6H0XP8AhOh9AtIxMYw5bLjSMEhjdM5pL5VselA/%20W0fmpXap19MMbKkiGvmjQmYkajCxoUWTEbHyTK1ESFyVMhU70Yb+40D1SE6konjuVxeKxsOPHkky%20OOlmeNDVgY6gEsbqXLU9f3eupmACrc44p1xPI5C4uZGMc4rxSNGlzea8ML7qknYD937NII3RKI4V%20zAHkyZABGnkmR0sCQjfu3+cgkAkjQlgtG9V7lfhc3xXKwrlcfkLKIh43jam125qp6FtyNKIpjZLp%20snF5qTleKMzEoqxGNFAZSalmD1IPQA9NPEsUCUhiwOVxoMjB4FGgxkCiLMcfqMwYF6E/kKkUNuql%20iGCm93liin4SfKyFHJZE02TE6RTPCGjWNlFSlykVuHzNoBigZkYKZ+9+ObIyMfGEk308byxAGkbl%20BUxq57unRj1/hpdjVVdUdhsnkcaZWDDIkZx5JVVzC+zpcOj6QXN8U0ZMlfKcaMqBsTLirGTcWBIY%20sRsQSd7d9OGBwTHkJCa8H96S8NNLx/Itk8xgSEFSZb8rFUi5pFc1axQqnxnbXJzdkYn8nBaZxj/T%20L5S/u8i4sm4+4EgIcv7MpNcZW6V475FLi5WMmbjSCbjMnfEyYKtG9diGatQ1eoNKHbS9t3MeV2tO%20P7onGNZEWKlzcR4ze4yIuDWimJMgBhKWkZ6lLTugqFrVd+tD/u10AKci+CzdewiWRhKp/VIUBQ7k%20UDAhVJ20QHSl1JnDv392QAXhow7iNl3btp66DLA6r1XiFgjBJKqouDVLAn/xft3/AB0wWazKV4Ch%20F7wWAbb5S2+/tWnXSoDBRdFkAq1sRa5XXu+XcBd/Wo0cEHUZIZ2LNVyCt9q2rQ+gBavWnrtrBMoO%200lghZ2vCChG+9a2sNqr/AEr7sgCyHlKOxiQUlUfqZDbm00XYA+vqfTWVBa6wssjBnAkMy7LC4MgR%20CBv8ydu5HxPuNZYgeVV9VbG8Ll4yZENtZWAMZSgJKgHqx+ZVHx0WdJhipxBZBLj+JcyCaqZWO1BR%20eisRubm3odv2a5u57WPKASWlG8ZDEHp8Rgeqtxc0oOGcHEHA1rktP5v7dbjlblMNmm4aRTHN+pvA%20xFDG43CRj5bqWn29NT4O6lu/Fy25MiBaY6ddY46WVOThG3fxl4Z6x6H5pLi8lLhgKscsfHQAKqtc%20Z4QoFttlxdOrbVoPXXVKDeC0eR/+S6Rw/O4PNYkfGcuwyoJ2UYuavQO5FhDLSh22P7DrmlHbhguv%20jn+T7ZVX0slPO/bedxGWS/6mO7ExZAWgba6hAraSG6avDk3Lk5eI8ZQy5cGfEuLn/p5KAfSZdAQw%20PRZTToaDeminhIHFKM/j5sLJmjcKKipjIJRktFLHNRT2Na6W6tKINjXiu5cCBL/oHj+NXq0TeNQA%20XD/Wm2gOxo2hyDdE9UkeNgIlaHZOjPKUDMV/UhlkVFKJT9dKq1CoHdTp+OuTjJj9pqskkSQGKs41%2084KBi4cq4sYbzeWQ3vcRuy/KLhUi5tvUe1ZxcWTHBBct9oYc2bI8uSIMRnXIlNy3gncpc5KbEbe3%207Nck+Nx1qm69VznTNK8jKnTNPH8ViJgYEahZs5pFaeRENDRlZmtquy/m1KMKrySxi6PX7izsrHEf%20L4GLnRIKeWV1xZ1SlC3khpstP/MX4eunnAZ3FVVqkKHJ8XBk42Hx/C5awyJJFkNi5DhJWuPYpZbU%20f++rbkem9dAi1sFNtMEm5WLHyM6Pi48iIQ4yWRRROGrI1WeZ6BgnWlWG22piAZ6qvExiDivJLBgY%20X0yMk2RCCPqZXMyratBaSVqVpau1K1t9NTmxPRSlIXOSvi5FhJG0seNCpjH0ykN9XIxFxljiQEJI%20iCqXCvu29dXjEAO3yrL1WEXxC9Lj4GHkoXsMVe76dCjzBt6y7XLU/N7b+1dLImRsDVU6Ic2CMjRo%205BFJiGUmgxoAkZarDsVq2G23+Y9BWu1dUiDgcRouiLiyNYDKM6SwDHFjU+oDLGyOgjYl+jrVRd+N%20a1prr4pjDBWibsyxDg8qH8phiyYI5F+ny4JWmtRo6vHlXCOUA/kdlLVpudPZ/JFx4I1c3JSIwRFj%20LeZJzHHK4RB23sFUnelCAberddHanBCliySZqY1ce+MPOP8AOHaWNAGUBvHDIWJFqfk6emkIsiWV%20yY6xwQSuFxRlShceGqBqsSiMoqRQFwWPSvXfSx3ZoB0L9xzTRT4z43gjyJirYkS46zlrUse+GStK%20OCFofQn10JOEA+IVDxRZeIEaWeeSS15JVIQwR0VrZKKydktbYyxam+2gYvfFLIKif7eSRlzFnP1l%20qGxWudh8wbIjQMvZ1BHpUH31CUX8FOXsSbmcPOgxWkwckZOIjosUYIVVRaCOwFgNrfmO/WtaDScc%20RI9UYxElEw5ZfNluiCclHitFJS1y97NKu9v6cjLUV3HWlNNOH/WRWlePVLI2aqrFbHxqSwrh5DYp%20WLOSUrkSqCq9pA8dTUP2gN2+v46i323xUoi1VTLIORNlRsk0kOPCfHIPJ2Ma+TujJKv0oKjatemq%208RYMqwIAR/HywZmdiY+WrxZE00iMltzooXu/U3EdVGxTcfD06IkgaMqbmClxT4c33HDj4syQrjz+%20OWGid6x1BVi6s0jm1R6dfXUocx3NLPCq9qXcXVedlnKmmlixEkSKWS+IKInBc2jxSIVZVur0J9tV%20jIgl00VlJMPESSuRMMwsLUkdpY4XcBhGtF8dN7bqVHuNNEmRtgtucsl/K8tnxwzjLiR55rgMjGIM%20sdtCKmrVC3FhR/46YgG1V4pgxUIcviyIEh8GbGOxMSRTerOO9/C5jEakXXEin9YItit4KzJly0hG%20K0uPiRZAePyojDxyRG1JEYdzKipWtd120QCy2SRZH0smW+XlMMrHCq2K88t9kbPS8uGY9x3I3t6a%20SZawQkcgpZWJgFJXTDYyRL9QkstzK4JP6hqrFbqUBqP2aDOGCm2iScrhPkwrDE3kcBpTY9KOzABG%20FARQKRUDfRjAeVVVwAFd/wD1nK/+f/8ASyP+HU946J26x9f1Wov/AMvKmDHLZlR+FhDAQJCakUmp%20cp7BVt/TXsk26rifPJUTQcfl8gUtfGsJnkk3ZjvvcnvX0p06gaJtZEOApRSQNl5GTFJFkCO5utqm%20M/p2MPUfDqvTTDGyF03xvuCOZkx8fFacQAQSugAYSFFstu9PQsfbUTFOOqTv9wY+Tx2bx+LDLkTZ%20MrRZAJHiUEkB4yBsvYfm9fhpgEQGSeLggnHjMiyvpn8imFy9qOymoDEE72rX4aoeIHxQ/MxZMz9z%20Jj5ubxsmNZBMSj5+MO96VDNUd1CTsRvpCC9whGNnBRXE83zywxY/EwsuGuGDjtkhau5NEYgHeg6D%20oR1odKeNwiTEG+K3FzHlcXx0XKRoJJLJZUaZYbJkFwpUVapLC3rT4ajh4Kh6YpDL9v5rZzjzxwxO%20TYyxgOW3K+2yGhFetNdEZhQkFskOOYYlUMZXQUq57yOtSQAPQV1Aye6cRuqoHgdEdo/GXJJVgQag%2077U9ba6KIBWsDBwuG5UpPlk5HJys8EBRmjq7dhrRjt8TvTVBMAeKScScrDNOuG5jI+y2WXDjL4k8%20/k5XGkJkE1wIARai17zQOp7dcvddpDn+6J2ckcJD3EZjpn0VeLuJx+2X3Q088tDbFb3w/J8X9wcS%20OR4OYmFwPqIHFkuPJszROg32NQD0PUddQ7fuZSn+LlGzl0yl1jr4Yhbn7cRBnH7uP3ePzVjVVTI1%206tcKBzdcT29wHX3+Hpvrsdc+tV8EQPJTxZgViKs7VCpsdhTYkA9P9ul8EMFWiyO0pEcdBRUKoUFd%20gKrXbck00Ss6kZd7ZzaqKwF9Hqm3fVe706kfiNZFvRTiMFbo7fGWtoCSagdTtUbjf93rrJTiq3Cw%20s6Bahj0LWtU1qVNa+22sECvSzx3XMwFKrHJQ3oa+gBG22jEIglRrLJju0iBQAWUgUqv89ppUGvT3%2030QyLEKnLUOEeRVhKt5GyTWgK79oFOlu3XRCaJKnAqEIkZLSFQfJWiUO4F5NTtv8ffQQkOiuW0kj%20vI7FZjVG2AtFLfUbk/79ZKeqHV3xC08Y8EdjJkPIw8TLUN45E/vGndT8PfUu47ePNHbMbveOoORC%20rxcxhLcDf3+XzxSzL+wM3lcgTfbMH1WS7maXi/PYY617o5WpdEK9CSR6jXLx9xycMvx8ry/jIDHp%20IDMDPAq54YzG6FtQcvDp7nWeO4XE4TJy83k8pcA48ipycbjxwCtPHFGvyiToXI2bTS5BMPHArs4O%20H+WXn+vp4p5h/ffH5zMuSYcni5XKiWKrSIUr83qfbbcU299ERLJuXkjKxS7nvtZcVPr8IrkcfIt0%20cikEqGG1x7Rb0329qDVozdcc+Lbhgl8UuNJCMSYNJhgllFBchoDfGfzU/lPppmQhy4Ous+JcT/Qc%20RqpnVYwEWBliL35vbRnKha3b+vtvpZB4q2K0iKkIkx8iY5eaoaSyOiQrYAUSQL3C9+4qGr6dBQ8h%20O7AqErqsMn06TZ4tKLHKMNGHiQgUTsA9SDanWu9TpfyedeSQyQfIvBznF8vxIlC5RgEkJIIBVCG9%20aA0YCpHSuuYT3AySNZaHiRQJgjGxow5R6zzVUAo5oAaGpCEHb8xNN6DVRJov8U4sEbNymOeSxONw%20lD5HK5KxpcpEYjDA1NQrNaFNAVt6HUhHcCTgkcyD5BNMfOlypcydI3vzMhsLAQOoLIjUOUOrJ4Ia%20t3e/4VaUbtXgndgyUSwSLN/lfFEy8Wo+sz+RlP6nIyRuFsVowyonkAURn8Tue55Wvhl9fVYhnKLT%20Ix8MS5fIlQjKaNIKliSUFiL3NaaiotUbUJprnERu9rVXldc8cUXxrz5mK8/E4bx8cXK5si1XKQID%20SbuFZu0/+WS9PTR2E4qoBzQ4hwEwHx+RmeWXG8lZafNHIRfY5Lmle8evWgHp18UQMhVU9+gM7gKn%20HzeTdx9NM7NG8cKPNYFjqlQDeGLIo/LUb+tOrsXeq9ys6cYmRDyUTlcdkRD3yBwoDD5lhoXUqzKS%20GYewqKV0dj3zQACIxs3juNzfqXyMiKJ0Wdo38vhQS1pUgNExYdFD9evrpzEFMQJC6b5vO4E0GQsW%20UZWxtsdYMikJeRAoa4OgYVYXBmt6am5DxU+le6sUMOVgdY4gP8yC3/UWvHLIHcCTbxBlXxIbXtAF%20Nq7auCrRRcRx2fOYZZymYJHMqAAQsF7YhUeRAI9qAUqP+8Ql1mKoyhIMhWIUOZHgjy4qySmKMGKN%20FYksJWNykig2LHYDWmSMEWKryGumOJgwuoiWitPIywzZRNZXcsAZAhjtZqU23G+omQyspyKHR0+o%20GEJvqXZGOXIqvdJerhP1ArhVYmpuoaD20/4wQyYxsyok+jxMgz5zJiqZKGHHP+KQoBkZCQI2KPce%204NTemueUNs3FdFHa0nCzyXheI48eOZwjq0rx5FsyQOovk8UgbYhRT5q++i13KEsVhOTlzOO42erx%20tDAGkxZB3x+WWRoQLRZUBaW2j9+2uDuIyEhKN1E2uFOWLHbKCNkGPJZT4CgcuFc3AoFbrvvsKjVu%20CV3GATwBe6P4cfTcnEJ51M3kdQtVC/qKCiUf82xLqpPpXVfyLGaM4+GOLJ5NpioXHWaZQxa8M7sy%20yB2Aov5fm2Pw0uwG5uyLBU40vIZRpGfEQhLvegIZjQRggseq937l1WEhJg1gnxxwQeRwWTHCHjcJ%20alGEQq7o0ncKZLkobt+leu22uliCnBbBUQT8jjYEkkkInxC5hdEAX5gK3NbbGLga12+NN9HjFkA2%20iPyuPx8bEEi3TGfGWRpZFitx3tYqUYEUuBFovI21sStEuVry8hH4p8arvE6iYyRq7xIQ3aTGiyqn%20oG6bU29dPldMEBL4+SykOHOAqErkmGRW88jHdyzhY0EVLRGOmlYLEOnSJYiRYxg8UUCiaRluZXaO%2000ZOwVG5o/7wNNgkQ7xumEcoYgxZZXWNIjY6GiUUK9vf3KxJA3FKA1rpQLICqr2Ifw8j/wC0P/8A%20Mg/4NC+idjT/ACXPsDFD50smNipDGVtQXFZLVFGkB6g0PQH8dep5LgJYIf6ciRcvEkysqWeN1xll%20JR1IG8xav/bXRBWyayjh4WHPIkMDoFan1juAJC5NaRncVND76x+qLm6nJyGHDlrHDL9FykdFfIJd%204Y4lQgY+wa5zXuNNtZ7o7bIW4Y/A5BlljQyOQcuJ7mmNWY9y0toD/DRe11heSHgy+FkyEyFyw8GF%20GwgwpEtLsxICBQLW3/MNMJB1mkLNio4k/Jt5p8nxNmZL+NdrXiuABoo/Kt1o9R1HroxJAvnVfNLJ%20ssApGLI4iFF42dZcySSjxgh2CxglgSai1idLOBZhiniQS5wR3K5s/OcnxcGdjzfQhTfYQp8h72cU%20HRRQXdab6n+O7I7wAUXh/fHJcjy2MOOgt43HjEeRhLa7G1d2vp0p0qf7dTEHwwTEiIvincf3zxuR%20I0WJFOxOOZxKI6gbGqkDqysKUrufXSxgsSyV4v3XncifMrE42M6E2IoyJltAayM3BVZzRu6tNOON%20CRayacZlHkePxs/kljEzyMYEoSVXy2pH3U36b/hpQ4DJZYqv7i57GxcaORkeaSRniHiCutyCpuO3%20Uimw99NEEIGO4ILhuW5Xjs6LlePWLG5vJociO+sbYpYeSJwAK30oFPQetdL3XbQ54bZj5g6g5Ea/%20BDi5jAvE/aPb49F2HjuS4nmXSHFUQcqADLglQQ3XeEigNPbqPb28wdxLgOzmLxP7eTDylkJaHCXs%20VzwDlG/jDHOHxFOG6OfTQtJEUMd5UgnoampApcKb9deg65Y9FJVpEC6tZGlCoNXHrcAQeteg/jrI%20FipeRPGrxxh4xUlg1SOmys1f+7votkUAqwMerLRLNl2ArcSTum4Iqf6b6wJxC3ipFokUqVPjPcBc%20r/3ruvqab+mtig68LEINwvYEsfmT02B6ev7f2a3gsZKMiKUSN4xEqsKPUUDV7a13+Y17dELBVyhS%20nkcrX5SGIIt2S0gm0FmHUaKzr1EEgRgksZahLIWFa17eg3pv2jWHtTFXAeRw5ZyrEohANwube1V2%20tPv1/DWvggNF53IscgKAK+IgUup6kHpv3Xe3SuhbBZ80z4XPzuFnXIw3AnK+Ui2gSG9i167VaSmw%20NPfXmcvJLm5GgdsePGQzloPAY+mq9PtuLZF5Yy92Ln4dHXN/urn0+6eURIYWlwoJ8mVMmlIMrJYW%20yZFvWSm4U9Kba7eDi2ij7Unddw1nSrL44o6tx5+hnAp51I8L0A2mQKbl9K/MPT21bY/RcUeYixut%20i+zvu3L46eXFkQmG1Wy+OY3bMvdJEejIw3+PrQ6lOPquzj5NbhP+Y+3BkYLctwjeWFQTLjmoaMg0%20oAd9j6emljLIocvEweOC6Vwkksf+iuO8gVJUjNweoWozCOguP4aPJ+xHjvG60WafHiw8aBbJVYmU%20Y7FgJnFGL/zU7q+wGuITYWSOwWvcjyV0kvmnVUxrpMia5ASwRVaooxVAbYwDQ1p6aSfETE6qey3V%20VnFysTkcPkYo/wD8hEbcmNyxZcZq3LGrEKryA99fT401OJjGIhayxLDFIeZ4ZMGabFxmQxusmdEs%20k1k8sTUKtc7LutbVFdiN9SMZSPQVX0SO/ggvtjhuZb7oXk86N8eHDhaWFMisci1UxoyRAEkeQ7W0%207d9dcwIxtVV1vJgLJlnIeJx8fjccXZ5i8Dszl5IsS4O9xHyPkSm9qUoihT7amSZBqoaKRLha3Fzc%20PGmbCwmEuVI9cmat8UUgCgeGM19tjT8NKYmTE1VMs0iGqvFOMjDgixcX7gUNK/Imx3lZaY86VvER%20lNaON46dBqfIJH7cvelI0avj8ck04DN5rjcj6zjIMiSQoTkxvIXiaMG5r44x4zbSi0/DT8YJt4Cq%20uiHNk85PHwsnGn57A485GREGiy8Ocz46HZQ5VSoDUXetlTsRuKatEEFifini+CAgh+2TLFitLPCx%20g+ox2llEkEq2Ayq0iRllZfFQ3dKbatGZzFV8V0OdFLM5TGyMuBcrGm42RF/QrJjPFJQ1Qo3Yzqbi%20VI2u7j8Kg2cJ43qq9hePNGscnlgYLjsk8dyinYSYokUFx3lj3HrUmuhENYrRFrL0vH4uO0H6KLNC%20jSz+BSpbydAabr29tPUdPXUOW0hok5BcFMXmy1mkcSvgvE/n82LGkKiVRQq1yMsoCKBspJofhq0S%20TcKrghAz4QsiWeVXlkhVZTe65M0CVn/VWIpQEqRa3Wu9ToM5dNgmseXiunF5KTx3MTOoc2M1KntA%20UAnsWhanQmnrp0Ak+VhcnNLKJj5HyHSPGkoWRWLPkZDXVUtVpV7TsfWtukMUDK6wA+HAPNmvlM4N%2065UrSuIl6ovj8h8TkqXa71p6GrsyItglSV5OY4GOFz1MkjBXtXERStrSFxexpU0r8NSmLusRd0uz%20czgsTnsXC4yJJpMiuPLkJfRCyMUSNjUUTd2ZdrjtTQlB8lmBQWf9zrkHwwzLJIFVDI7kzGlWCsVp%20VVlNQxbYjr7xPC4OlfNIeMYCq+iZ8Tzc8MMZaVXz3iUEkfM4UgAKdySa13oB+/UTw7LYB6r6KHIC%20nH29MY5sfLEgmaY3Xmq0G/lkoR2Vb9MU6/hqUyQ6ngE+nc5C8pj3EEiGEUYnaW52NNrTa3v+7rq0%20Zbo6JnWvScjPHyEiRQjGx4F8eNkgpII2ABSPtLKopVa29femhEbSFSNimOLlqY3x8txgS9Xw/GpI%20kG36axXVuPqp/dXbs453TgjJXQHBEoy8eOOTJAIx5oBIFKSij+Wv+JtWp66blkIi2KMjZSky5QqL%20hMY3jWxhHErSWoLxaKi4eOpI29APbQ4CQMbpOO4uvYWFzMksM+FLGcZiWlx5ox2D1PnXxPfX8pTY%206oWCZwsmfioXlMpwYuXjV2SASC76dv8AElKxo29FPUMR0rTRjIFIZIHGwM7HnIhxFGJlsJUzJJTN%20GVKFo2aJGRVLLQdw3Bp7AYsnJFVToebhcxAcvGy4MbKjaySWFZRGXPaEMRLhxcKAWiu4+OlIqqzQ%20LCqrNR/y/nv5B/8AxE/+9o7U28LmGQIPo8y6ZY8d1EReI2Ss4YGxVp2Wbilfx16R8VwHFegyJpXy%20Y4H8uOWPlYkmaNKAIS4Kr03oKnQJWI1VyYvIcNjxfTZEbY8AMmVJKCylpSAioQL9qV6baw0WLSyS%20uPJyoVWPIWKKWTx5GVlhtpDfsKKrBKbb6a4xTEhWvBj/AOVYsD4zSGdiYseWQI2TNOAPJVd7ULE9%20NYYJX+7HD2IQ8Jxy4syNk47ZYX6eQAsvjJFzk12LdvodhqgAR3SeylFy8Mj5SsrTYmBYYSFPkk8Q%20pdXp23Gn460TjbBAwNtShOI+sd8nKwZGhzZ2JaGRahxdtvIanqd61B20AE8sACoY3P8ANnIEE8UP%20jNyMFCoix0HkpJ0UFR6mnvoPILHjhkUx47/K8DGnOPIMiadbS6gqkcVtHDMtCuxrX00JFrpbyIfB%20T5jK43i+Mx/oAZMPLidMeUIGAcuKuxahuArbRdyNLuDIxiXuhsZoOWwI0SGVYYmYyFT4nYxRixqj%20tF5b46cfdigQYFWTPySTPIFGJ4oPDhm5GMUaMC16nc3EUFKCm+seNyjEhrIPAibDTFbGldMuSR5J%203yFLwojKQWIA7rqbkenXSiBGGaMpCTvgm/GfS4Zl5PlJmaRRV5WCyR5Ff8NUG1KkDof7dBmuVOTm%20zV81sOJ9x5GOmRmczhTcVx4seDIx5L5DIzhVB2uBCmopqM+Lc4kHibdDXxVuHlAbabrq/H5PG8/h%20NNDlx5CwRxu+WpWMxpIFsGQhtZJWt7W6HfapGvJ/7O0Nt0+H1lHw/lH2geC7+TijzjdhyeyR+B9i%20xPjzJIokFzIKRhtnJJrd1p/D216UJicRKJ+05jBeTyQMSRIXGq8Q8kjN/iFAPGh7VrvuT+br6aYJ%20H1VTxqnfIzGRqislpKetEJHw9dBF7MpJHjrdJIhVCGaQVqgIptsf46wuUSVWMqrePbztRzDFvdU9%20gruvy9dtNZAAleZkFzBb7SS0ADGjHcr5WNF6js/Z+BZYVVOsAp43tKeS0R3v8KCy5iN9ryeh/qOK%20INV66LzZEQVsiQByG/TIFhLOaAfLuKeugFmJUwYVFzJHHGF+e5g1hoaClfWg0HKBLo3Ax1amRLEJ%20IkICRMTbU706JTuJqadP2a4e855BuLj/AMkn/wDGOcvkP5Ls7XhEvvl+we05R+aTf6hZnK8FAMEu%20cbM5F3BKzBXXHNP1RJuKsTZGAKUPXVeDt4wiIjAU/icTqbro5uUhycTXotSlw8oWxB/Hj+NI1ihp%20fYg6qNi491Xb111leQZAnrVUFWMKOSd5mkWVpkLIWchGqbA1oG24NAK/16ANlqqvJUZGLBkLGr1h%20kiIMGTDUSo4pdafl7hsVINdAXDFUhIxITn7Y+4uS43NdJ2EbgqiTrtBlL/OAe+N9vlIr7VGpziu7%20j5Mwu65eTi5n+jkmVHF4oJIPIYQgO4yKsttVBqQRqUx/1oyZrLlU2XLl5sYSJbTjl5ZHLGJIy2yL%20bRiXbt6dPQ11yAPVeXyUGe6Tcvzh4xIovGJebzL2jYhGKCMgmSSMEEuGDFUNVW0A7jTkOLVimx8K%20qnVD48PHcbCmXWTnctTk5cmQzu2NC4Mi1oR+rILQBuB7ahyQBNw5Uy2NV4qzC5DDyeGa62PIxMkS%20GTOFVmVzcxVaM6mM9ouWnpuOkfxM17oEK7jsbFgzsvkYMifOlrcFmWTZmUBW/Up2sx+FRv000iWY%20i6xLrVvuOHL5IyyZLiDBvBmjDFu62l0hUtei1+QE1P8ALq3BOItVfppa0IBne6RY5g4STF5LicGX%20KnJapzh445Md0McoWGpkoV2vf09KiuuktL9E5iFu/Hy8fl/avJwmaY4Xj+swJse2EiC+myle14yt%20j13O9KXagftl1qvooMHCE4z7gurirknzSlMhJxI8MkyJIDGXQN2imwAYAitd6aqYkVqqGOaL4v7+%20+4cTLyMaXN8qwySiFZrmYVFUUGQkD/vF7bfTW2PF8Cm2A9E8fnU5DCeTkOPjyY2ISFcOwyFntBVQ%20Cy3lrqkGlB1OlES/VCIOSnl8Xx3PYGVgzy3ZLFacRml4zGWIUqhUeJq3Cla0bem+sJkEOPMJwDmF%20ZkRZWJlSwrCsCCLw49QCB4VCooRQQu5Bt/D236HfBUssZ8sAii8fjSyJo55DWRSY6X3SqrG6jN0t%20r11zcgeS0gXXsY4GYgyczJWCaMgxyYgYyu+1szNNGpoFVRUda9w1fFOeixCMWJfLlsInmic5xiDA%20ZEO6kDtdyR5Pn9GPcaaLFbcMFHD5qI48OPjY0jK8rRxWxBDGVpJUK99CElreVa4e2iQg6qyOWgW1%20JcoY2SjTAMtzRuApjiDxVZVBstDbg9VG+2AdYlKJsBMzw8dBSLHVGnTHjZ5ZGlnuke1inb6Le1KL%20U2+ulfVZk5+5MuLheHyoGCJFh4yjLZEsUXVEMKCp7pWKAA9yi4lianWF1iWD15LR/tvjOU5fNwDz%202QZGzIYhxclwijiS5clIU7aR7EKduh+GmWcJbl8TkQcSyTr48rkZYsgRhSpVJXaOJGr0Li5yOncp%209a6EkYp5gYGPyPI8SMHJM0ziJfHKhUiaOgmK2kntLBivt8NcvIXcLn5E65SzGynxkv8ApcSQWR0U%20vIcchFudhRV7KgAfs6U5nDFSJDWT3lsvHgwZpZ1Bilmx0mUiShLJTcp3AUpvuPhpu1AMWK0GKVx4%20uIY0mvtWygJowKMxUEsALkH5QNyfWm+nlEeTqsmKtxJORwEGRhyt4smQidVo5luFFmjNGCPRO8N6%20ihOukgQBJqvNOGiEWIxkqziRqJJR5FbxqAqgAurAhg1FrYf2j15YycGcvJSdw6yebix5GhheSfN8%20sYhMo/TV3YKGhBW6lp/NUetCNX4bRTxBZL+a5bF5M5OM0eWxgakU9JEirESsjI0bpTYbdv8AWNPa%20OGawAHigcvDRseLK8eZM0ydmXcsbvHEe61DUMh7QzVbfScvPtK0pALEPLRY2RFJxEjMAtl+QCzoC%20GCrYm9oNOp6AWgU3pDk3BytYpzg5GbDkRSRx+CxSJZUWqT44Iate62lxaoG9abaB5CMcNfmkdk0/%20zPjPaT/0h/w6bdFU/J4Ll/N8YIXbIx0VXfvkjKhxMyqFTevbZ7jrr0IFcTpKyvKMiWd1bHyAqIsP%20YxjahaSQepA9OvpTrp1mGSpmxvNmT1aSTEgRFMcrutsjAEyANS2ivsPT120Rc2RdhbNSxsGDIuaN%20nmwYUSRopIwrMqMx3SncCfRt/XcaLoOgM6fDzOS8Xhmh5NshZTPISrLGoAjSIC6gYHoOnrXQjimu%20z5LM/H4pilwp/AHMndO9zSkGrsqRgk7+402a0ZZoDleRijx8fi8Nj9CWZciRE7j4zUqHG5A+A1iR%20YI8cT+44prBhLjfSfVZKNFKRAZ4gRasgARl2u9Bv6aaUiApi9mVWe3B8blRY2QZfCD5TRLvKOlCy%201A2qSKaxmM0RCRwVePLNmxyCVEw8MxgUSPdgjHfuINKGhUDWAWLDDFZLoMnFxsYyScQkYlnkkjD/%20ADAsrKG32X+nXQZvBkxJ2l/3I9caNMJ2QrjQOWgjsYN5I3qN27iWqa16j8NMRkFIG6WYPBYuRPJk%204wfHwY/03aWUF5HSt7k7igBH4ft0sYXVJTkLZq7Fzcafkmx42czSKwhyHe5WJIUL0Rf2HR3BKYSE%20UdNkM0sPFmGGaDGmDCWVAyLIUvnaRYiDUCnjPTSF9FhHGWCZ4GPlZUwbKyopeLManjvC4c1VwxLb%20K622V7hQVpou6jIgYfuTPjM+bCynl4yIYTy5ayzs0v8AzORFGtCWoHp+oP0/Tb8dJKAKtw8+03wo%20+5dDH3x9p5WJAmL9SkMKImYMmIrMkrMbnQ1N8Q9l6D5R6a8Wfaz4ZGfDneUHYSOo/ifYc16sjDlj%20958JYt8/BFOuQYQYQskMgJinR1cENS1k2K9OtenSmuzt+4hyxeORuDiDoRXuXmc3by45NLy0PUKp%20hIWBk7EIIedq0AAJYbElSf5h6g6uSpiqrNRgLSLcwYLGAwQWhaEfLSOtSabbnW6LHqrP0wwsivtX%20zM9aIWouwYdTQ7e2sGS4rzLJRWaCNlQeoFCq/LVegApWpr00XfVEE2UVYMjuKyJG9zLYQTWg7g43%2099l31mWUmVrQt7NU+OrBTb63AilBTpT9usss8fAhyFimdzjgh5pQVUBUoJG620UHauufuu4HFAyO%20OQ1OQ8V08HF+WTDDPoNU/im4MS5M2PkFeHwQGivtaSRGRrd2oGvNatX4ddQ4eARMpm85G5zbIaMB%2073ZegCGH8RhXX5Lk3Nc1n8hyXIc3l8f9Pk5ojEMLASFMaNAI4wxJ3OzE7Gtdd8IgLzO55NxxsvYe%20VHMQydkjKLWaMlmPU7N3fMtvQA/v011ySBqqyyVxjm7l8aP+VomdfEaDdhU1Q0Hxu9aU0JXWjYoe%20RJSjz4pqEFrtISiooU+SlTVTZsAT+8U0u7SqplYXqvioZGLicjH4X/UgeQSdhCKtPlucjZ1Fem+j%20jYoxmYmq0XdODxuSj/0Cgx0b67N8DKplIS8HMNA52AouxOocwaBZdokTF1zvl+UODhDjePlg+qMS%20zPmyMbZATazxIhvAWvpv7a4QwHxUhHNKeEzPtqXO5CR/JHjfbcccuXkA+LGLkG3HscFu5jU069TX%20Tj9vU1XwRAt4oFef+3uVWfNmx82GTK75ckSwsSWBWJVDgC47Ii6QxDvn8UTEP1VEcuCDKkqHHhWo%20xMFoYnLv8ryeWN75L1FJHK06WnTCAYNVVZb8Y1U48bJlhyYVUNJkziQuq0eOOBSsBmtr2q57+gC7%209NtKbM2Nda0QYjBazkc/DxvOZGHLiy4kkVElYG9g1KSL4rrIyrVrbs+29dLPtztcGvFE8RayNL8c%20Ff6mGKObIJ8uXGqyXFzazWSMNhTuDdN/SmsOQ2DWSCUs8FHiIZ+L5D/LZ5VyY8lmUlauBDkrc7IQ%20E/TrY3XY7bV1WVw9VTJpXDhLouOyZIbcWr83gTNBJaplEkRQrUilAwoQyk9KH010dVYXCdZXF/Wc%20XBHzGNPx+WV8aiKJmUpElLrKrchJ7banSxizjzWZH4PFQxcS+EZDHLIS0WdNC9VkjCmVyRdYwjKq%20f5SKelNYWKwF3TfieN5KPCxZp80gqxOPDGRkIoNaNQA/My1YV60NLgNaSYhM4MnHV4JmdIwMZCsA%20DSSRkFlBtoTVyamvrtqo6ok1ggI/rRMxxJGxMjIn+rk+r8cp6VdRBG/kqqN06rXfUyA7rAJtk4sj%203S/QGRZAYjLLL9P2qytRlVrypYfy2mtLqabwT41WSG4zjsMc2zFD5rXinidn8YahACFSniqoqAm3%20pttXFLeq8kPz/HyQQLDNGfpVKM8TSBblqfqEJWrvcCLbB2dQ1K6z3RYlVycZx+JipgwyiSEwGTFD%20hUMthuihQ1EKMFejFepFd6jWxWTXjsHIj4xI8+WKHJyVQytEFRYhcTIkZe1ixSyNWFdula6CN1Vy%20DYPKwrjZ2AsszO+Qq5SFo4pIojJHNOkbhyfHGyIm9K++sMFjVfRUcpgYE/FY8+WhEkEkMxeNWiYu%20wKiGMHtWiwhjXotKVqdbBZ8kBmQScpFm8jJGkmZKAGiLKqvKjv3MHIaxUkAXoQopom6Vkt4Ph5+J%205XFzshCh+pjiyUIJVHdgEKsRvern1+Hrrn5z9tlLlDiyUY+DyUmflJG/gnlyZIZzUmqPd+oAxarB%20ge4bddtNAhnKfjGC3XIRMr7dw8bL2Zp8eOZ02G8dSV2G23trh4Jbd3ia9qhH7SXyVkEcODLNk5U0%20UM0yq2LgFCWYUtCMGWiQ2gIor3H5SOuuiBI49xsnODpnHn4eTDOmZx8cSDvbNwVPTqt8SBr23NQP%20Xfp0nOf5DtvVXU9xJZWTw8nZ9SJRl4DKi4S43bI/kUkeQlVESmvx99ttNIW29UxLqfF/cUkviGXH%20BlLOaxFoZVVUiKo6XSgSRnyGgJpXr66q+VV66IEqnOxbJIp+PEs2MoLRRiNTKjeQI6L41T5NqUqG%20XUjDICq8FSLEEYLWs3gM54vLkzjAiaNI3gke2qW3PHEXesYDr0vofw21UREsrptoWMXjvo8mSeEy%20NHjwvcrmOKNbN/JuX7a7hvl+OtFhYDGq+amAyYpLDHMnKQ0P1cMWPDjRTKqWq6mVxT5msGw+ZulN%20dDMKrwTkPZZ+oxf/AGed/wCmNS/CEm0arU8PMxuRxsaWRyLvlMilPKyr3OAakobiRrudiucxtdJu%20Q+3EXKyZo/IuTllWMKEVktUAGOnQjoBqkSCsSyUZM+DLl5s0crUBMTyAlmMlKEMprayAChA04QAO%20BWX4xZT5RPlyxInl7HormtyAL7inSmmAW3eCqhinTNzsxzcLgcRJhVmkYERrXelCPy/j00XxWFwA%20qosXyY3hZBFYjjIjoFkrG+7RSfmLN7f7NYGy2aukx4Pq4MLwSSPBH5pFVRcwlAG2/Wtbq6YSSlCc%20ouGmZJNlY06xY1qRtCyspVVupIgO3ddv+zQcPhYV5Jw5Fs0uwmYXvmYzTcX5GaCH80TSv8yP+Yb9%20376awG0dEZHT9yN5hYJsmWBIWbIjhA8kDFlRmYMBVdmbpT0odOSDavqkg48EHhcfyL4MGIrsEyjW%20c1/VEa9taVBCMD/QnQESzVVk0pxBJbBFRs4mlxlkaXGxxSOxhGpkqQHUW0otwXrU9dbbdhglJs+a%20HzMXDxkZMlY4+QbHYyJGzMq7ijWqG/Uq29dttLYVXzTOZYYdUf8AbHExrF9TmRP9PDC0iAAPGFI7%20qDrVuusAhyTum3E8JBJDjwvjPj/T3yJE4V/JJKoH6jhO8dg6nalNSsoy5Te627huOgw8JaRp5t3l%20ZQBdSop17qkFS3ptQ3babxXLORJqq9YZn+QvnrBOVXOkjd4UqoJHSoNArUIPyr+GlumiZAPk/wA/%200GXuCCzYJsaVWgLw5iCqsQGYSWUZlDFT6lPQn20xDhV4uQxutv4L7pxBgTlH8MqyR14yUFIMiOhv%20kSU3LFIgJrVd/b38vuezMp/kh9nIM8iNJaj3L1eDmBjsneOmnUdfYU8gm4vPxhm8fKuQHZoj8psK%200rG61qGpXYenT01uDvNxMJjZyD+nX+6ORHtBspc3aGH3R+6NWIy6a5KqXHkEJiVmLzAvKCeij5qD%20/wCGg3prsZlygryyJLG7hTCilG9KkbkVJB7dwPf8NZbFScEv4vzruwpsS/W0HttWtW/pQ4hBr1QV%20ELJMQaFYoiGgmdrg5p8we0U6+rf79d1jGyIsLTACIN5AaKxrsOiAU/Nt+8DQMgBcsBVysAXDCsk5%2047AxZqYc+UIMYMEz5UKqZH2KxUY0Ybd9D+0a8zjkeaY5SPtH7B75+MstIr1ocQ447LPjI9b/AG+W%20eZK077p+/ZGXK4zhuL+m4hXX9SQJbcJD40CoptVVBp+J9Ca+nHjqqyXJ3HOG2veq/VI4HVpHmMtV%20JVw4NTRxQsho1a03Nfam2+nXnyxUb46JYUT6g1lO97d1A7UB2/H0HSuskd+pVq3KO6NlXo9i0AYi%20iDa93UVrv79dKUYhlSYn8q3Shp2okkkgPjcqwcowoQ422PpoOqP7VARqkkkr1Gew8kmPGK2s35ry%20N1oN/fWRf2Lt+K1n+giNkylf0qu9QKk5vy1ago3y/t1Ln/YV28f+NcYzZo0zcHJjjRspsJmZTGtk%20MMbUqoe5izHtQDZdz1OvMdonqgwbzUOYzZYYuM4DFxkyeYzFSfOwwSyeWYViWRGIoiKpJLCoHXT7%20RVdVoxOqWcpg5fOBsSGM4xSSQSNJFauWzJas8EjU7Lo+2v5PXfTwLFzerW1TOxulv2+7RJmPmAJl%204TKg2IZXBtYNUE1/l/lA9a6sCCqGxdPoOVw+NMRvjxpPKN5I2JVwPQ0JUsoFSrGgrsdMGzRdMspu%20Lnimm5rjTyU+LWbH5CMmLJMBLUcSR3brsKNVaUpoSi+KO5JJ+C4OQ/WcfmsVLRyR4kyCGe9Kqt4A%208UlP5k326b6URLvogyFljysfH8GKTlZeJWOHHyfnoWMgo7UbtEhpvpiGqvBTMctU0PE5k+Q0ubjr%20j4+PCVyjJIkYAlWsaiNinyv+psdyfTR4z7EYkMvcf/l6zHKjy3meeBhF5MiRcUyBSA0kRa51U0tV%20BUf3hTTlMzYpzjcRBy3jTBycWSSUpMZYsiNkheNSLlo0bFSHYUUD01Pki6wqq+Raf8tkxQ5sr5GS%20yNJDBjETF5LSHrYu1Aa3Frj8N9HxTAXqqw0jxEPhVMZ1MWPiTNi4jCoqEuYh2ou7k2A7/HTDBa2V%20VVlPIzEi4li+AseUY3ieNXErDJ3McPlp5HQXCvZbVu6u9AU75pTj4MtI3qIMzPlLpx2VFaY2gl2s%20cEN3VIWvaKmnTRwSykmGby+TJyM+Q/F5Ofx0wQ5vjS6SN5jVWWoVu4Jc42oa16VLF3WPSq+idYmV%20Pk8ZI7Bo3LOMcPLFdIwBBRGKkKRaQD60qa6XaUxZ8Eqy+NlzYpMUQQ5uDV45I4S8eOFFtzNJEbkk%20ofyfu0AiVZBwOVg2wYObLjQRlZHxsqKPKc16pHUoGttuFCD6neg0zpSFnKVMjHVcqWOPxOY482Jj%20GgKVZj4nIJ2G5Vz12ProFMHKXchNJlSxnHzPp8THlClfC8UjUHkLI8l0Q8hXordKLt10pWALIHl3%20z2xMbIXEWRZfJjiOIrBHAquHrAYSWRiKWsPzDrSmsLFKwTGLF5TzoeZMcckh7YsZERslVUCyerFY%205bz8+4qevoE2bkkwCCk/NSvBm5jFC7wUzDjFqODKw8zBdrlSTZt609Ka54EmHgrdtaNddL0cE2+2%20eVMvC5Dm+LxzrFJsqtYFLUWlOg23P464uSxb+RFZ/RQ7mLch6+XwHTJMPNgX5cUKxpmEq+VKGdZ2%20SU3KaVevy963Af1a7JcgMT7EsyCPcj4IIzFFJJDHMwa+AOl1vQ1uGwL7Gnv+Gm4o7Y+KWAtZUY+V%20mQZkmfEASSPIVMlr/wAvzC7tVqjan4V1CU/vw+0VR+SSRDqfIZcMsR5BGkjR9spLRJKAKqLATS24%20i6n/AGNE7ji3VYF6r6oLGyoY35LjMGqMkYeKKQFoQ9v6v6m70eoBu9RtXfVpDbeqxTlhdDcZmcei%20ZONNgKWmEBTGkhTucOUDpOEKP83a1Sa16A6pKbB/RNKbZIV8cxqYP/2csTFVxZ4y0Msijvqsn6ZW%202v59x7HR442cnFaI1QHGrjuJYoIsKaNJvBkRwK4x8kXhqblqOClVkAO/U6oZVQ8k5kmf+ZJ/7ab9%20/F/8Wo20PtSb+vsXPOP5FMPOOWkn1WPhySxYmO5uZ3K2pQRf4a0Fqeh/br1ZgYlc12Zlt3mjmlVJ%20WQT2XqtauoPYSPUD0rqOBTLTcThc+T6qaTEEXJwXiSU08EymoUGtKswNO311aM38UsreCj9MYwZZ%20GaoVTJhM/ijjqopHIhpQkj5tMLrZqsJmfUT3iVTjoPF9JQokkvbWTyV337fYfDWwK1mdVpyv0uKv%201UYyGwFJxceRWZQwFiyX1HRiRvto5YIEOWCyk2fmxqmRjXJKis0sdVaS3ZrCaUtuqAeo+Oi7/Orr%20MxdB5RkDz4cJthggVoZIkXyTsvaxckgWjcEn19Dog9VhEYqxfqMYzT5ylo4j/wAvjkWqW6KoX3AX%20cHppgaCDPYLGBjNiwx40TKJcueviiKL4VYHoHWuw3o37dYRZaREroPkoctEzsnInUtmGKBEVRU2G%2021VUv06mnrrSs51TRILDSq0ROWZGgi4trIU8W8kZtPYnaCqmqr1JPqdE6ZJRIY4qeFxvHYUM/JZ6%20yz+LuaWMhr5L6IF6d3p3aBslMjKwT9ONyM/FMXlbjcdEBe8+O2I7OCP79DbXcGmkkQVI8ggfOvf4%20Jy2NlY0B+imkaOxY48RQJltVfH8pqySOU63Df06aU2UY/d86r4t+P4bM5W6GG+RceQRTRAqpEirc%20PNGVFX36D19dhpTNvBU/EQCaFeiD5LgVwnliiRmeNj45RdGYFCkL4mJB8gqzeu4/EEguLpDJixqs%20Co8LNbjJPlI0sj0WGUlY3eMADvjUKUagoT+b4emJa6P43Nld9zcVi4+DjJmeWP6tizG2kcpNGCUX%20qJO1Tv8A2aAY1VdFQcfJEu1VV0x+zeT5XBy1ws3BglTKdhmtH2ooc0hjK7B/GlQR121y912sOWLH%20HEEYxOoPn1Xf2/eMWGC61zfG/aOJwsUgyGtjg8jyTSsWVlHlUb3Mx6gKNz8a1Hl8fNzxwBmW+52j%20dsi1/ha67pdrCZa0XOWeVUFqmAOI5ZlOHlmQDviLxSxUWoFxLKQan0r8NX/35i0uLkHhtl8fR2XN%20/oG33RPs9717DOd+3cbiYMVsrJiDZMZIdnERIHzVvt+an+6g05//AEeOLbt0Xv8AtPg2bEaIR7CU%20v2tJutYpanHcnkgCTFU2sQpVkJc13Foqu5pX0/dox/8A0+3lhyR8y3vb3apZdjyx/pPpb5Jhy/2/%20zPBcRlch/l/jysXGedWLBhGiqZJN62XP8rb+/wCGo8sj3Exx3HF+6T23DKPgc/8A0tiurg4hxjdY%20yy6dfl6rjeT9/wD3Ny3EYnEniceWHHyWy5ZUBjMigAx+I1UCOEE1DfMdzr1xwtdc0+YAMC1fqr2+%204uPixlQsjwJIAviYurGRu5SxuAar7CnqTTrRn9q8uXESXDvWVe5e5DkYcJMdY4XJlmCr9PRhEJFu%20dnuuNpU791R66JCPGCSa6VqmcGSZ41ycCdMmBmBLI4VWAU203qQv8x1MlHY2NV5Kbu4dHoFK0tI2%20UFuqIG7qBRtttvpFgK/Ss1MECSxWKKg/UiZiGQnrUCtOvvrIxIb3qhYit4DKXjBaONSQb22LVreV%20od6k/v1gtiWqvpiut8tGcz/pumAUyExBwoG7GPkAw2HvbqXcSaD+C7+H9grNaGESTM4rJmCNM6F5%207QbKRqHBFfS+pG2vHGICkbFa/kcumOs3MFV//sH3DLJBwyktIwxUrdMQrdt4UJGVO9f267Gf41Wa%206Yx81Di48nOwMvLWUDjsJS07xkgSzRgLEIwlwkStan2X8dVAcVomOhS7G5CLkQczKYpy2OHSDl0V%20VvRibYsuOjVsTpIu49a+oZh00qveosgIJuIVpIsqY4+WygCXJUtHPSrKIyva1Sdt/wANMx1VQ6f8%20KIY4gkKFsNFcLjmpmaGg8rQMKLWgoU3H92unxQJReTFi4GXi8KVvxosj/nMpwQC8rWxNQVJhhuo1%20DUNdWm2lZlsmQt3JQtPj50RiaKRoCAVykjcNaiqstGBYjajEdKH2dkHF1XNy/GYkGLHlYI8kryMi%204crSLGitb5AXLFTJbTf2/eBH7nzWEdEVAnHZ8cSIJoWhZDj/AOG1zygqIGeq9z9fdQNtF3RTGHju%20JmzlZIJBLixuwilhQoDcWqzMbmFpCg167nptnRNkwThoJ+PlmkMMOJkRfViKJlaR3dlRRI6BWESA%201qBcSaawi63grOFaTJzpI802Oki/T4obySNDGCLpmVmCX1upW6gp104F0Xqvh7kRkw5skTukECZK%20+RTDvKEkeQguzLvaYwWJWlGFBWoortdApSuYmA6yQcb9fgYwOJHkxuF8C4wC90UoXdrWZSgp6dbd%20GyYA4LYeOlyPB+k4OXmZbCLFmKRd7rcVYKWoGvBYXEj19tB2CwDlQ5tcPHlOLkZJGfG65E+eWjZA%20EFoghR3jKx1NrMPm332poYonCqrzQbQ8ctmTx82MnYY4ceZfHGUvMgTubw9sn5yRUUPadtYh1gwK%20pHLczNkJDj8VhRhVVcUyLDLE8oqDIJBOB+oGLMKk0A7umgcVhK1kHn5zcXMW5PObJyYHTKyHijkh%20hjiY7xqEvYrViqjc610bKfKxwjksvFeGRIsHyKwwVac/pkLba6WMw62j26aWUboguEz4/JhTFx44%20sbIJes5GQniChwVKmOMKpr8xv2ANeutlilslXIQcpiiQ5MXmyJojC88Kx/4LKGm/TZ0CgJXZqXDc%20Go3Eh5IEOhuRj4/JwocXkZ5kgjlDLyagxNFKVpH5UbutlDA91B79Rrn4Cd8gbHFT45EGqCH4Ncz6%20vM4/MQxTAxVgLVUK93fFICapKCDaSSnStNcnexaUW1qvQIdwSSKrTJOn+nyM79KG5kVYp3S0+QqS%20Qq2027qbn46EpAABRN7KrNzZYpZIY4GbtW+ZVYBpqdqK6Kt0UKjbc7nqdUjzP5Kkjt+1Qx8t0IVJ%20W+oVhUswAdQnXc3bn3A1OMvVQayZmUz1QMpaxVKqKyMyqSD2lVrt1YAD46tIxItiFQsoFeXbJhTH%20hKZFHbxyfpwzMBRSF/TYyMo6VNNDj5N32lYXsg8j7XySmcuNjFFkkW1A0CgXqGl7ZJAhboOvxGqc%20TyIMskQXN1YON5l5nVcebFiYsxkLGbFQUAFqAuYqlq0Fy+3btqn5DI4W1TGWqpyhmJCAsDQAEqMn%20wM96tXZWjNyqD7/DtA08IWdGMcyrbZf/APW4/wD6j/8A2dWaqKp+KVMubcc+LgZ0eDLcuZNZFhtG%20gVXCRk3SS/NR36Denp7a7plccIvhXvRvG5GZkSNPOyvzcSSJDBGyxK0VR+i94oVXpWoNaftTE3qu%20ibDDBNcCZp+NikyHowW6UKTZGwbuoT6BhSvrpHbFM4S7l+C82E5SW3Mka7JmBosyEECNnYVGzUJ/%20dqok6WVvBa/4HWV5zD4MMFWfyVkKyqhQK9CKoN2B/DVMT0SOq8iZ8gHFx8Vk+mcJFGFI8kjfIzIK%201iNSfb9uiDZABrqWfmPLLDiY+fDLkFZMeeBFIFYqhjU0IIOymm+s7IgIDGwc/FxMvMvpKlT4mIaR%202XqFvrt6kaLLGTlmVkRvECortGSpmeQs0hL91I6etvwBGmfBbavS4ONk5jSrbIIi8UkTVvZTRv8A%20mN6ju2BB1hi6DsLofikw8ePyx5cchIKeMhrVALSNZQXAmvXWAAwWk5xCry+MblsxZFnQpHEkcqGt%20brbuu+1xH7v3ksSiJmAbqmM0eRPlY+F9S2O3Hos0ccqs8UhJp5HtraFYUBbeulN1NwHOq3f7a4HO%20ghgxMmdeQzZryGoJD5QQaMAGv7T29RqRYY4Ll5JCRJFhXWy3v7V4bJy8tc1V8OLDMVDSp/jNubUe%20jAL1PSl1dTmbLq4u3xJ+Ve9OuTzYeEhijMyvEkrM6ytEpdq3lQqEFiCAAN/l2Oka9rUyvIiOGP1H%20rjl0ZahJxh+4sr6rOw0XAjkWXGxbPCHcEfqMATSrCpWtD7abc1lzGJJLVXmtg4n7SZ8oZ2cGOLFL%20WdJj41RCSdzW20N69S3T1OhKdlfh7Qu5T3muGk+4OP8A8rzMkSSQTK+A+K8ZkxFdVEcJYC1rES+t%20KlvfU4zIXfPhjKy1uT7Zw/tTmZ/uTkssZMMamCbGYiINkmnilijYt+qhuJAO29fbRlMkMp8XBEH3%20LcZFwJvDLBJ45shY5YklCK7g0dpmPct6hdt/90pXr29F1AgaVVYquLkMeWNY+PYTHIcf5dGAFYxR%20qK2As3jRh6vvX5ajbRBTY1+iBzOIzFk8kixz4Ki/Nx8i2Z56uf04mk37EJANu9fjowkRglkHxQPK%20Yn2DmYMubhtE2FgC85+CVEhcKDFYYnrTydpDetfho8uyVpD1Hrb0088U0YtYWNfA1dCfcv3/AM0M%20TAxZiP8AOZceOUZIUMkEMiguroQoqVAFtN99DtuARLhyMNbDLQe84u7lc/dc4hG1dcayXC+U5XEx%20Gl4zCxZZDkLML8UiWyIsUUkGla+39evQlJebGD/cctVc0vE/TQ4/0q48L3M+L4xcHcBVZwvyP6qf%20joMEAD51XuRDnJxX+myircIuMayEh3Dr817E7mm4prXSgDEfuTDgsaHjcPw45qhcyRz0vu8i91KV%20LLQfLSg/HU5RFmQlyubp3Et2T/y4CSMWaaHZ6qTSq70sqfxHtpI+1CV1MSGerCt8huCNQMQCCQSO%202mw2P+7QQBOC9JNGFCbNM5FoKParVqSdwRd6E/1awQa66zknKg/6cyYSROIl8e4c92eKUPQih21D%20ngJQIOC9HgYwC5QJoWxI4clmggWBy1gtURy3CSwnYGl9teh/drx3IndTlEiTZrXs3Kxo1XkOQV0z%20c9BHh4sILSw4JjtixYQ1GVmj+a0dCxr369ABsKr5LqFgrOK+4eTbClxIOLTGxTGXmRn74gFsID2o%20iK6CgI9TbX3pVeaBdU8h9v8AKxt9fxbHJxZQGujH6sdLnaKdTt1r+p8p66IQwKDnXiIxBg8nL4/P%20GGxp2S2243qxVmQKDsLk6fEVGsYnL49VijPtTj/oc3keQlyJIJft/FfJj8yKBJLL+nix0Y23+VlY%20e5G1d9OAimOK2PyMSSvIyFQ02eXBd4QvbJkqlworf+alfm3HXQIa+SUWTjJ5FpcoZS+WN8uKM+ZS%20gT6meMwvsBXteF22HVx8dEBgi1eleuqqi4+LGjGaIBFnYqViyZCGhlaAH5KFRcTJI1WABoaddZjg%20sC6bL/ziTOxV/HCfplgRlDOyXRusoKJdYbrUXtBp66Xai6zHHlu7cfyCmV3xm8rKgRkYKCyBz87E%20PSxjQW1O+2iWSi9V9UwfCyYs1zEsksbsJjFJIGAx2BsSCOl0Vdm7h8umZNmCopDBjCWYNlRpHIJm%20lq7TTLCylYqsaiP0oaXeuxFQyzkrXVR8zOwss8s/HTL/AMwceILESqf/ALiaYP1MaOQGO12wUU1p%20WRiNUdxvJS4+LXIaVooi88eYHaRwAvtuitae4saA+ms6LVX1TuHJmx4YMyOSsPJqr4DUvSJriZpb%20ii0BDJuFqx3Ox0AtHRK+b577fXKEVMQ5MVfq0sSSRqCii+twUKCR2129ur7LLAhJjzWfn4xSPjEz%20uNExaTIK2RrauwZ53ZqBFHSPfb8dZlnRuLjckWAQlcq5AEgjNVICkQRLIGQz2byWhVQbe+hisHXs%20+NOHV5y0Ubhy2Kkc6mdJzQBJUjuSxLixPyliAF0FkRymZjxfcGQ6FpcXPSIlRKEyDII1FkMdrD59%20muKseoA0MbrFETYHET38XLdhx5sUIkxlBYzQlPIsbs9jBXX5qXH0J9s7LVXmqZsZ4TJMr4k+NKqR%20T5Amkxz1aireljNQ2+m+3TSThuvmhKNVXihcrEEnHmHNkkx5s2MGCFlWO2O0GJY1JZaMu7MTt6jX%20HPj+8SP7go/1XSzByeQwMTJxc2ZZsGASLizKrK5B7WS11VA9G7gpI6EddT7qW4AjWtUnIXuj+O5r%20mocHyrI75BHjx4XUHHWQqLFFCDtSg33O1TuNS4nkWxCaGZRUH3VfKq8tgRzrKSGKXQ5EYQXPRgVq%20RTYGn9ejyzEcRVVrMm+qtzvpvpXz8bK+p4d6KVmAL47A7xyEgNvUUau+gIjEF/egVQnNmOIwxBo0%20BFzx7MwJ7m+YEj37gdPuOKK9PDmrCuX43zsSqLjlzIsbMSS5lAtZHtrYSPjvqpEcSmJUjivl4sYq%20jNHIWXHtZ47ZCaXAkbrU93Wmpx+43QBBQuU/PYMeHLxClsVVIbIgjuYpsqvetblXegHd7jXZxRu8%20k8Q5RPEfc2Xk5jY+VGMuCMmKeS54p4hQsinHYd7lhbtvXapGrG2FV8c0Ta4TDyYX97/0cj/7mh/t%20QpkN4ohf/9k=" height="184" width="529" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 1.&nbsp; </span><span class="textfig">Field selected for monitoring.</span></div>
      </article>
      <article class="section"><a id="id0xdc87200"><!-- named anchor --></a>
        <h4>Methodology for Field Measurements</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Crop
          growth control was performed to determine the effectiveness of 
          satellite measurements. For this, the double diagonal or X distribution 
          method was used (<span class="tooltip"><a href="#B4">Flores, 2006</a><span class="tooltip-content">FLORES, J. R. N.: <i>Diseño experimental: Aplicaciones en agricultura,</i> 316pp., Costa Rica, Editorial UCR, 2006, ISBN: 9789-9776-78900.</span></span>),
          nine experimental points were taken, which GPS georeferenced for 
          precision of 0,2 m. The controlled variables in the plants were leaf 
          width, stem diameter and stem height. In addition, the measurement of 
          soil moisture and thickness of the vegetation cover was carried out. For
          plants dimensions and ground cover, eight samples were taken at each 
          experimental point and four repetitions were carried out. Tape measure, 
          graduated rule and Vernier caliper with an appreciation of 1 mm and 0,05
          mm, respectively, were used in measuring (<span class="tooltip"><a href="#f2">Figures 2a</a></span> and <span class="tooltip"><a href="#f2">2b</a></span>).</p>
        <div id="f2" class="fig">
          <div class="zoom">
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5rzr+A/gS%202ua7fnnfC3NxHk7N3dba5EglPFzX+sO5Vj8JpQdNeb5dLY79y1rW4dLS4etfmNmPtJ8Zg57eyu7b%20GS3LyJbXwpHHa2tFMs71I5S1qq77k1rr1vDzq9O5ban9x9VtsZ9l2ufMLYhbknjCSQBzPw9SB9x1%20N4//ACJnmY6/UeZHBCCzPB5mvbdF+fhkjaKKUcVZnikWqVBbdRup6a9SzS66/kdddu6OIcrXHCDC%20h47yKNY3sp09YSr1ZwYgtSOVPh1il2lh0yT14KIzNnBC9hctHJHFMEustbcWs7KVIyyRpTyyurEB%203ULyNaDTe1yOD2T7txV53HDaRys996Sn1KMIZYlRWWRKigqeWw39o1J5KiLEuWpQ7mjMN5Y5BfMF%20biw9u9RtudefkcWTENdRlspUmt6ghjQ8SKb9KH3+zVEmmV91W7W+auFVdnbmD412p0rqW+zB6mn/%20AE9zFinYM97LGIbbExtDcKrknlKwbl59lMtBQdK9NevgyK2OepbjaaF97zE3EkkRtZFxl4GJjJYS%20Iw84IIO6OPZsNKz2SUh5PtCeFDJh3JqWlZhsR0rvTb2CmvCnbWtfhDjCvbkSfKzOkjSO7Ubfy7t0%20AAr9n+XU7c7Hp2Wta+YVykt1Pi7gtGYW40iUnjyLUK1PVetP8WqfA/5F89a/UDKttzMs3Zen2XlH%20NibWU5KGORpJRO8hRW6SBm5KCfL7Nex5TSJMz9TOZ0ZQwA9hXr7aildLo9iZcDp9MsSbi5fISrW3%20tfJGTvykalAP80ddKYdLNIKd/wCdKIuLharyq0lwAf8AyxuAaHapG+nYagtlbs7ttMp27NLb3clp%20f+sY15SenE6Fa0G27j+E/F0GrKNpF2H7Qx2Vd3MWWjjubNYknZbWPHtGODxhuMr+Y9WD9CK/o1la%20t2DaBHdVtZpdZKwuVljvbe8eN4ZEb0p05Vjkjc8l/DA6A6Ky7VCJ8vEAA+VCqDZR5/Gp9gO3t1Fb%20LvrWupMc4+3yGVkMVsPVnWM0jDFCVPxFevQEgeJ1uKimRtEpG6TsbPp6d4JI7UtG4nvLoIGVX2Cq%20CfUQ1pyI09XSH7dDRvoPYYmzvMikV69/k/RQXMz26weTltxIJJXlWmq/He7Gq6eyE7uNkn7lzUMg%2083ztx4nwkO4NfcN668zN97+P7kduWDsddPDdNZTEcDUwP7T7D9ta6WgU4BncmOiS/hvXkljSZPlZ%20XjHIAGpXkDvTlvt4nV2HK+B9LdGDrLHZDCejbrcxflZCSXjLyYG4iYlIxwBcgBmPw6LPVWT9x1km%20oHzHOBJBMNyGG3jTb+Y7a8fC/qI1BT7vsL2azuLWylaKcyAIvI0YMw8jj2OPu0zEk8keodOYF+2j%20mxtte2twnpXVvGxkiYUICUYihA/h20MOlmmKahi1kYWusfLOVIjund06bEDehqOlNOpyC9a1+JRx%208KTWeNt5jxRw0DvTp5yK/ZU101qWFVblQ202PlW4t29e35HkyEHdWCEmlf8AHXQ9zTZ1lDGOxzlL%20u1WzupYbGGOQxpASrn1qF4/MG4sfhJ9nv0/HlT52ZZiyVdYYUwPcL30xsLuLlIWlNvIg+FErswr+%207T9W++l2pvsTf6tg0n5fYxTXclkLi9hSSSwnQsavxoFYA+ZdtMx5doY/HmhQyj2V3PJeJ8peV+dj%205EeXihjJJAWgIUr0ppKb5EsuXwyEarDLEVtMe0i2l0taNHK3qhT/AAtHuul/6hl8ndHsBJbe8/6o%20S7x0hEWQYLIU2KBgGao3XoK/p8dVWfbIdk67+o/O6WUouG/qDGwlrWnkBYV+4ajW6gnYu4DNR3Pb%20EWYu24RkyTyE0+ESMVGhdN2jIAXZ1lJm+5Gu7gc5HufzBoyDQArwQE0B6BSfs1RarVEEqmjXIiht%203gjIWGEsOW1KDr+jSWckImTzEGZjmsMhwtrazYhIUVZnY9OZkNV3qK0+zw16eDGkijE4UMaOysP+%20X4MPM3rcHNx6rUo7uAIjQ7eVdBle5mWwt28WWzWcucpaBvlyfQtaV/q0fzyH3OR11HflE8C/3nMs%20kkMvqc5GDh99xQjy1/TpjRs+hXyEDwYmxY3AlE0NViBJMahqlSNqVNOmuy3iiDu4SAjA04JUMSAA%20PYfZ9w0milizWv7vFu47/RwPIllcAnwqTH7tWeJb/cj2GYvuNL+oUePXNSLNFNwuVIlvIPxPSZEB%20NYjQsAN/L01Zlqm9xtkZRcvj8ZS4nkdYWFcdkbRPW8/PlGvlAb0iF8ysPt1AqReGJrDZzn8hhry5%20uu48TPGGtWhSa7hYh5Jm2FYtiGqPAab2r0+Q9AfL5G6NtbzqpZfUZmMdAHaZjutAOIqxrtpeRNnO%20qag9tZ1xvcE1m9vJdLkURLb06sYkk39Wg9hHEnQ48jtUzHaUUMtk8xjbdpJIJPQiHJ7aZSqueRC0%20r08elNM5YDrM9CO5so+7e0rW9w1uTc4nnbTY8U9Sjt6iqlDRqGp0ON9l2n1Aq4cMPdi3wmtr95Ax%20lgsUZJGBVuMoKFGG3Rl28dR/+h0Rl1AUubxGguIXorLwOw81B7RQUrt1/XoEuxp+ouygCZWWVMWw%20jVG9eqzlmIoFANK0Y+Ojw0bv7G05KskqQXH5kbxGtJYIzFFbpyUS04M5QcdwV+EUr11Zazb7UPs5%202J8bk8xaehcZIRSNdSpZxlVKl1kAZUZW58Qfceum2oqVfb6DKqED+/c3bp3veQ5G2+fxMMa42O3L%20cDGwUVliYDyur7+/ppXg0dccmUQG7ogkgvI5bKVbvCLFHBZ3sdOJEfxJJt5ZF8R941aroLqNuNyF%20lZdlLS9KZG7laP5KtQibfjEqdmAXow10SC2Xrfu3uWaCLDPOZcdJSKHGkAlWABLcq8gFUHlT2687%20yvJ7dugi952GLGHH5B4JWeaaOyYxtcQggOxTzJG52Yr8NfdpGJdyVrbMxUiJB80lvcL6yzEmeXhZ%20o9SwKjzc2O5q1F9mpfJrDbW2tMG9fQs2kVrb38V3JAXlaIQNaA1jZxVQ9Oi8j14jr9unY/LTrxv+%20pvcfsng8jbSyy+g/yMqrwvBRojJXorJ4BtvdTTYtXeyMdWtwTc3QhEUUOP8AmVybfiMG+GQEGTYk%20mhpXT5diml21AeyE3yeVR8uVaeaLlDHA7ChYD00oSeTUHw+GpreJaX3uf2MeOeS5gru3tp45llRr%20VwgeTjQox8xoOoDb1Ps1tW8ez4BtV15CHc1vl7jsrN2+EPLKKyS2fp0qHSRWBAJ4nxp19mqqusb8%20GY30A0FvfX2GW17ls+QXiJ+akryA8siqw3B8V8P16k7nS0pyta1A1prda4F3Kdl291nVt2yKWkDx%20f2e6lAV5FXzGOD0zRSB0Y9NehXtyVDW5+ynZ93lcnh77uTJSw9oy2scM0tvzZndHYHktOK8lpVz+%20g6lxqmGaw4mRiypKOpZ7mN0tm8loSLlSSjDejAk+NRQDrqbEu60Hn41uBMVmUtZv7WJrgx8WjkVi%203MFgshQyDypQ7bD3e6pYk2u7Za1+pT/XvuQ3M8TC2ktOfzIaUXQhVj6BjciOStDx9Req12P3asV1%208xOTE67pa/L39iFMYfkAtnZJFJJdCRmYCS0JegciKjU5dKjceGieR9FuHjyzt11+4z5C5vrS8xuP%20y8ljZPes0eJZlLyEqQpjjm4hPMdv8ulWx3tWBmRNoJZG1a9xE0BX8WMbIeoYdBsNeZlTa+BHZEXZ%20+UtpLaK0kcLc+YBK0J9MDf39RWmjw2lGV1r8hb+oluIr+OWnF5RxX309o/8AD01mWvDBshcjvr+H%20F3tlGf7Fkokhu4X3DBHDxmoKkEH4WHTprMGS1XC6hUu1snuHO07zuQWPmkVcQIWjo8Y5KrVHAFhV%20aN10zybXVYfUdfvS3H2yh446JabiMufHcjpTp4agqpWwGNbljASyRn0W9NY0ICgGssgqGJIoopSm%202pG9z0Od3rS0twxnbi1ucLdsrFYnUxyyL16nkRvU7b6p8Gv161r5A5uBE7oksT2ZFirKeMpDdQRW%206Cb15SoqDM7Hz82ZqsD016fkyuSLJsIuVw8k1+bS2QswEcaKBtyZqH9HU6TjttAqvBpccNl2126s%20JNLeyjLynrzkNOVae00GtZvCMkvbu7vr67v5z5pqncVAB6JWnhXbVeJqNa1wC+Rswy2TdkiKV54L%20t7tZLUwMQJeJoeQAOwpQEDT6F2BfSMkOYu8lgLPORss8mPmRsjA6jmwjI9EyGg86jyvQ0Jppy9GE%202CO98gM33ffz48zTxM6siHm4VvTVZCAOi8hqPJeSa02fsLGRmtEujHaV+XjYEtJSruDxq1KCpIJp%20+vULctsTBShnusZexXNvIY2HmikQspp4j27g6pqvUJSNnbw7g7hupTHZCO0tl4NJ6jqXbc7c61Ze%20W7eH26ux1rEpFdIZqn0PWOPOZaCOJiIYFV7olmSR/VNRGzAclToCd+uqMKXQYkJHdknpdwZ65P8A%205F7O58ar6rV6k68jyPub+JDbkqSJ87aiWI8ZlWqsN/AdKj+R0pep3JKPRydhLaTNynCgS/ukN4N9%20+mzBrFnDZeXEXUlpfzNB8oCFkVDIWqduQWtamldUUvOzCreeo8qfOR5fMQy8aUKv0oKbDeu+vMyf%20TcWvcsZyM3FkzLv6sAO38Sj379f2aPK4smaxK+WtDg0v7N19dmkXIQcmd1Ztg7cj0b3ab5VeLrqF%20lUqfUhvbGSPt20UsC0DL5l38soqNBXkTaIFiRGgSLjUESl6U6Dynev2/5NUpnJ7yXe54Uts3NDbN%20G1texRTqsOyhmALjj1B5ddMdF3fEdl2YMix2QtoLPI2SGZ5ZmiaEiql0I48q/wAQPX26RaiFpFqO%204hnnW7hZrGdKmWKgd+JNHKg/Gjbg/r03DdJxYdjaT3NEwSQZO3Y2KLb20UarbIHEit03dqbHkPuG%20i8jHWseo7NVcoGuk+JyDzWssVst0wtsisq1RgT5CxQ1TzN8VNLxWUNPqJxtcMZrTI2bwX2KvF584%20ZAEJ5VZFJChv6SjY6U1HIMwzPuxr2GS8tJ5XVI15RHrXmBxTkfs2rTfVPkXTxobkvKHruy4giw7R%20Ttx+YdbeKnUPJ0OpE3Ihgbt+zt77tG0srlC0MiIt0g8pJEgMh9nhXQt/XJtFLCuDxz4mW3vK+gmR%20uJ44oqUAjLfhufHcdK9NWZLq0IbdkPdmefGEQJbeuJnLXXI8QtvxFT06t9/+FePH3GVpKEjtOKeX%20Nzx21sJbTJB1mWlI41AqG5k+X9O7astxK6Bd3X0NC7xvY8D2vbY+FybiRAakjmailWrvsgP6dK5Y%20FnJZ7S4QY23aJQsclmAoNKGo5bfo0hcyAtjNu98O+MktEMnqSzI0zkClKnYU0y0QpNA0kvOCMECq%20qFFOtF9vX26kvaYR1mQWsRackbhdqeFepOjWwEGt/wB3+Rl7+ihWgX5O5ZyP3jyQDb2UG3TVXhr/%20AHJ9h2L7h2//AGrub6id2ds5OWQGxMc1vApaP1RNBHVSy+ZkB6gEasupsUMWb+DD4I5RBUTWpt72%200s7UrQSqSsKs5DUqa7HrTScldp6gNA7uaX6fZm9he6X5G/uoReNdWwAhBkCtIZV8v4iU4H9WpG8y%203cM3uL0PZ+BzVpJLh8pBNHOgUW6BVgXh5SQNyrkDf3+/Sn5aTiy1rUnd0+gAyXan1IgvIo8d6lvx%20qLi8WZUDxDrWRaOGHElVoKnXYMld4YCrD3Fzvm97ksMc1xDf3LRmQ+s8knqBkWsZDq3IULbgHx1V%20htLk1PcC9k5NLo3VheoV+fiLpJaH0bj5q2/GiZHAK8zQgba3yaw0wL1NB7caO9wEmRhMt/cXvpxc%20nj9K4mjic19SNC3mHQsOvs1D5Cs8ijjnWv1F3Lt1joEsbwZS5SC5Vawwxo08xoNlfiKKoApVmqNF%20krtu0jHZNQK68U7nxqTorQRMXeGTdSWjqgPgalfHTPG9QsHJa7exsGbybwC1kktoS88kVuPK0ZFB%20HybyrvvudUXSo+R8QFclisVPdY2PMd02ourSaESW6o0xMkRUpCpiRY68RTkSTTRXvNGc2hftu2Ox%20O4O5r6/ue9kjb15bprP5WYgAEszFt6BDt92iwWVapGJ7BDCfSyFmkTtrvTC5oT8FucTckwrcRjen%20DwfxDDcaZbHO65Cgvdx/S7u35qwgXCSw2qxcGubd4pvTKgsCWHx19rAk9NtArWSloGzZXwWCu7i7%20+Xe3ksp7yMwvzpE1rbjYOfVG8jtU08BrzceJ5bzbjX6CceOXLDfduYvIrZou1I7ZO28WvoGaWSFe%20cigc5Ks3x7U2FdenmoojgotWVAKxmPxV5kYs1kxIkIiEr2qs78pRTjGgHlCv7dec1WqfcT90LcKZ%20G1yMcy5N4hbyTH1BHEtI4xsVT2Dio9uvNdmmrpbAbpyUjknZnBcVuWBcSytwVSaCNXc7PUV6Upr1%20q5HlqyhzdE9ilu07xTgNGSJ0YAMAR5WZTXcr166zExWO0MszYPNXfrv2xdrfTwNz4SlI3RVoBzS4%20rwoSxLqG5dOmrWpLJmGApZ7zCX1rZ3pKSGYLI1VdC4cOUqtUNVYjSsi7k0zsi+k0a2ZbV721ETS4%202aCroh5PEJBTkvWqqfZvXUFbOre01/QjTh+wGsc9PZWiW0AFy0IqQ3L0wlao7NJ09nlOn38al6yt%20mW1tJ412s1uJnsxHbT8h8pLQryYUPD96jI326mra+Bwxd6Ku6GHtDOYDCdv/ACd3MkCPNJKsMhAo%20rlRwRSSWQbU21dTMmuAU4FzA43H5HP2tpkHaO3kEhZlrUtxPEUFdjy31P4lE8m4nC4YV7m+m3beV%20u1+RzFjbXcsaRssi+jLIkYK0/DZF+L3dfbr1v6l0ZX3QXcP9PMrjohDCkN5AVa3lSOdQZIGWhNaf%20GteS+NfdrFhg60Mz7vvsPNdsere4+O7OI25uF80XlFGNP3dt/CvjoL1a+BFfHDla1OugLHdw299h%205sHkaq0ci3NuCquhaMhvw0ccY2bffbQ97jYZjzbQxrwVwWVo3cuKkKzV5la7cgd6joT7tebdqWKt%20uwN8gLDvG1bl6YDNJHUdVccWXbr19vXScT7bNC+GXu+cFfZYW3yEQluo+ckS9CeC8iB7TQdNUpdy%20gLsngRY7RWgYqg4Sqzca0KunxKRUdCNt9SNNMCQ921PdyYuSB3JT1I1So25Gpatd6jp+jWZszskn%200GWvKhmjWkSJHK7DyW9u8lPci1AB+/b+R0WNSm9a10DxLc77fitflFuEjVGldXeUULGprQkivjvU%20685+j1r2/M9FexJ3u0YwF0sZCtKvFdqbOabEeHmG+qv/AD19coDLxsII7L+QwkGROSkvraWcKGlj%20VGQLzChSoBILKeu516fluYIs5+7Ng9TMXtw/ma28ofrV2px/adTVWwmCj9RLrIX/ACtLGJ3sse6t%20fzqCUEhUlVZhsNhX9GmVo3udAj8h6BVTXlQkbVqDv00eKUzOTQu2cb2ynZ1vkM5cLHNFMbmzeDkk%20ka7rxnanlqR1rSmvQoti/CvpQUwfcdtNLNbYCCSTIZUSW9sWp6CVY1l4gAnitW5fvfo0F7QLyvfY%20q9wtZ9pR3ONgt3kyDKViyDc19RZ03ZiD6Zoa0XqNLzNKu3INn21M/t4Zbh47eKpkndVHuFQor121%20BGta6kvI9dzdo2EOHuELMrYxVEJQKA/MKwkkPU1NV92qluo9CiJ2AnYWUdZ7iwlkZVmSqhaU8tOY%20pUA8kGnYdzcFjePpQ6fmFwkCn5VbSMozKyklpCabDgQPDf8AVq7CVSZd3BwuO5u4IKby3V5FT3+q%20x/RrzPIX1P4nn25A2Bu/SsoJGIAA9KToN1PH9R92ktGVYamdrdWuYF5owrLGDQV28w260FNZVrgZ%200BWesLdzHmo6iVFHqR8eQlWu6sP3WAqa6Oq7uOQYLHb99aTAraSmSFvPED1UNuARv0Y6lzp92/Jj%20mRp2kx6j/wCk7KBStA49g3662zmkhMU7PC8sjf2cbqttcpzRXOyvUhlIFKkV2r49dX4YvXtbCpuo%20K68p+2ACKMIQNiTRo3IPXlvqJbOGKYn3xJjVQKMCQoHgag7dfBv5dNU1AT6618iQ39hkLWEF0hyW%20PuWtnto14RiAgOktQd2ZgeVPHVMbIozfamTQ3qR2nC5lYQRO1wUQMWjlUVTzDqHbqDWlNYqqHGta%205BxcOStb2NzlMhcpBIwEL+oTCQZZBI3MKla8fMeo8K6DHVPZjMNJZawHct/2flpvXh9bHXLcLnhT%20YgbOpGwYCtQDRtLvWHAN/pcF/I5rG315frj1M2OuR6j3LsQebKPNwIFOJrs1CNPx+N3LbkdalXEB%20gWeQh7ajykZq0Uyw3RTqEYD05FFOlWodS2TraGT2lMHjtJ41ustarximkV2t6cSo4hmIG9Rz6e7Q%20322Ov7AbufJ5W+jsLF2YRwv60MxJBLMeI8xp8A392l1cKQIY9dnX0T2kMhIcRMnMgUqQSH8PbvTQ%20tzYOrhjF31MlvhRdzEK0EkUke9KITRVHvbVDXQN7mcdw32SyWPnhbg1xdXC3axlSzeTlRQ3IAbEb%20ar8WjWzHYmkFPp1HLJkflZQght1F08kL1py2aNzsD7qn7NbnrD5F3UMrd03RzOeyNxOSbLHwtyX9%203p08PcNLtbtXxjWv3Ft77jh2xCzdt4iYcU9eJV4qS3FWBNKn2ADrpVmu6A3RmffUO7e9zTT7iFS8%20FuDuOMVKNXY/y21rAAE1BEWAJKgBR+n+fUvbLMO7eL0YBsOTAsK/bX9emcsw13+75jAO7DkZahpL%20adbda9V5JydvtI6/5NW+J9/yDw/d8g73wcdiO/7q8QzWmWvaG3uVUOjoY0SQBkqyleIJU/bqjL9z%20KkLsmewWOm+all5QyoRcSJEZVlkX+riTkN+lN/Hx0K3ObE/vOLtqW5sb+yQhvy/5q6swA6pMrMW2%20b4ulWrsPfou1IFC9D3V3Bf3Ed1YiyxggTjHPbIY1JbbnsRybfw/Rpd8VbLdSb2TyGu2PqJ3kLo29%20rk7u+gKlFEkSyxxv/wCWW5Vbg379W8dQ5vGxpenzMsmuGOgzsWbxktr3JjIjPdUVo7In1WNejNGO%20PHbxOoO+1H9L2J/7u33AFh21ibGafIWmPDy2KetKiMJ7iOP90hY68elDtp78q99nv+gDyWt0GMtO%202Jju+XyVrcRBhbEGJSHHWVhRuPHzUNanamsxN2t2vZgy5gVcZ3M8s9rJP/YsfJM9shoyh5A3HnUC%20h5Dr4L476qtgVVCHLG/wOrTFyXHd6NKVSxtwJriVj5eCsQKH+M18o0quXs/+zBxuGL+dzV3kIZ8P%20YLJYYxJSbW3tyB8NC0k7805lvfsKjVuGrS+vkqVQ6D29lLPG3FrZ3FjLaXUcty8vpGP1owPUdSp+%20E06b00zI12tGpLqI17l7GzbNPHC0RCtYWPl4mhn5ycj7WFTo8acByDLd5rrMmOxUGdInvJPaOK+o%20VB9u+ta2kW2aj253T3XibJrkXsr3d6wSGBZnkRFY19TgfIG3oG9oOkuvLkVuO179S8hdUxd/joMv%20LJFzurB29OZom6GKRKkvReRWnvHs0GPI+WzsdmwJje0vp/3PFNbds3D2l6V81jfKZBGA1XaJ1NOd%20dqn9HsHJZ8SG7TsFs9jI+3rC3QhmtrUJHA7MAGDEFnr/AKPv+/UVu+1+2NiaylyBcRJbC3vbO+zE%20sqSO0mLjkYvL6lC3HcFWRugp0p7NWdiy4+yBlfqUFKKVSv8AbYqoUpLbSb+UinFxX2V9mvOwXeG/%20bYXiv2OC+19YTLFe4sMLaGiek60ZQF4uhHQn36syLtv8Tsq3LWQvVWzCzyu8JdEsooV4y1Y1JV14%20FgR4V1TjvPJTgv3KAV3Tl7OTEFsm895cSRhLK49I+pG8NeoqDXiwB5GuivWSi3BpHadz81c2E42W%207s1BqD5jQHdfcG6alovqh/yQ1X1C/kru8x1/fmzhhaK1uOKLKvONHopJb4v4j7ttJdv6rp/6BlMs%20ba1rYq5M5i7NrYXM0U+WyDmRLiJG4wB2qrDjWvGNQK+J1ZkrXJs90MkKT4zDWd9PcpK9xkYIU9BZ%20CsacgCGffkvOu4UrsaHU2K9MSdG+H+v7g9yRB23Zw3WbT1WlWOKF5SYCQ+yim48KdR4+/Q+MpuB4%20z3Yr2mWhynfuQtrqztskMaSMVfyxN6sSrQl2kjpxVf6QG/v16vbCKe6WGIL5MgcgLaU2ZuLNI7WS%200kmb0pWkC8mU0QScRTlyoSabV1is0dEjDL3Ne29rbw3eTkt7aZSBf0QQgKeDJdROwAHt4bj2a13c%20RJzrIm5vtztibHw5SyngurZqm2urVgQzqa8CF2FfYempctIRDkxwdYiKQQyXA+GLiP1mu/sqdQ5B%20aOu7bRpccmRgqZ7RhIePUoDU9R+jSbreTbIKvdO9vjb7Hy8njmhkglNASCwBqfsNDq3C95Q3HElP%20u/tuFvXz1iVEkV08eTtFZW4ksfxNj1PLzLsd9F5eDaUdmxxugPgLQwW1nCa0ed5WJ32DeXp7h115%20FnuIWw9qCuFvWHxSIIh0qCxqadPbqizjG2UYeUddvwf2CFJZGYO68uexIrUkcqfdWmvOezPS2KXf%2083ytjEsbBA9zAhUdF81agMadetfv1b4DfdrX5ivJ2S+Iq923Nw3a7zTZKFilwgt7CA1CryYFmC0p%20t01fnrJ51nJ+7fSTEduo7D/9wyLViVgeXJx5a138g330p8wAV8W5sfpR3fftIWluZ3gL1qx3Ra+/%20djp+N/Sa/tZl2OyLxXSpKS254nw6UI+/XUhOQEOOFy8lmjWrSzDGyK4EET8aM67V6hl9q6rUoopl%20hQ+Bt+k3bcGOtLvMwQgDHxs9pbs1XZJAQxC1qQxNPs1yXduw1WVL6gr6h9w3GcvoYSjWdvYpWZZG%20NBK/jxoKtx2G2pcibZO99nrWkLmPyq2kiTjDz5G0tj5re2IEsknVGlk68Vpsq63BRNyxuGvc5NAw%20nckF/ZLdSRepbXMALwgiSSFozvFN/SVWoddarTgxqHAk9x2kmKzceXsSPk53L20sflCsvxRsDUgj%20qdqGu2iq+20nTvKNz+jUkMuRuriB5DHdWcc/ogu0KFpCCAWLUaoO1emvSwvdlnQzXuC7hPeuXZJA%20SL+4WRV6qUmYEHr1G/8Al15vk1iz9yDJWGL3o8HylkfLwdnU7iglHIHx/eqdJo55FoL9vX0rWkIn%20YMJRRJK/FT/Fpdl06Bpl6RBasUkobG48pB3CMTtX3H9utVnVhyLdscdgM9HaGast05VY2UqUDEsG%205HyurMOn7p1R5NO/H3dQ7pNSaBYtyWeDajJVQTt5NwN/vXUGNzVoUhJ7mubO3y4t5LhibmjyREUE%20YJojI461YdDqnFRqncgu2FKPe26zYu4tyfUKyTx1JqxDEmvL310pvcUKt4GCgDegqR7kYA0G4+7p%209p6Upi9a+AOhtBZdyZCIHkq+k43INGjqehHWn+LT62lIfkf0I7yokFrIyk8RLudupFaeyv2aZyta%20/FgV9A52nGJLtjbkx3CD0moQtUZAdjvvUn7BrIiGV46v7jiaVZXmGQjDNJyJShYBh5U+5VGsVO5m%20V+ptsoYztfMmeK+w4WS2aQoY5WQFUA3Z1P7oFT0J92g73ic9Dq4rTK4G+yyr3WEytpaeteR3RVY3%20UEyO8DCrCpBpsR7NBZd+Tc3Ila0IbrC7Zcd6l9+EY4w1xXoqcQ1d6D4dIy19BDUCbjbEdxWdvMpH%204eRvyyoAeMfpiaFVBpQNxBH2nQ2W/qGko3IsX812pdw46VknZhBLMN6CR9yo8DStPbob2+pC3yQf%20V/ueW+ubXDWc4lW3uF/MUUNX1hT0Qz7qV39vxatx43Hc+ocPkk+oVhe4/C44WULtPc2iNd0Xmynk%20efQqoA6b6d4z3YzFyE+38auG7AmMQe2vszC7vMKyOqKleZO1Kig28TrMs2s/TWv8jrKReuJoG+nx%20+UkBvr6RUneXwPxMSQeiqu3trpVF3XU9DKKTWYZYsV9L8fNGAZYLVBbON2HIeXjuNt6U9uury0H3%20bQYtkraZHs7aaUTXBHqSUVl4mQ/ARU7j79d5EJirqGcOvrXHphqxR+aRgNvE9d/5fp1DSVxrWvQW%20XLCxlvr4RcaoCDJ0Pw9FrX36Kpht/wBJYRD3TFGgJRLWYAgbDdOv26t8Jzk+Q3DyLveH/Ud79Y8m%20mOmi/L7JonvmqKW6LAjerKD5lPI7EddhqzJSWUiflr7FRq15Mga5hJeC5c/g8H8lQoLBnLVZf2dd%20AtjGvQ5u7NLnCYe1wlnJdX72yS3ssqj04jzf8EginEg15Hb26zLlrXlwY2kU8R9MngR7rMXQuLon%20ywRgC3jJqSHkHGvSnl215mT/ANFWf061pCr5/QaMXYyz20S4zESTRtL6MMMSiGBpQNwrbFttzoVg%20yXe/4i+y1uQB3bnWtswuIs7kXMRT5e/S0Wieu4oUhdPPIIj+9TzHT14VF7sNYUj3tztL/onJfm2T%20KPnWSSaCF5isNutOKvdsDvtVvTr7NU3VWlK41+JlrdF/kNHa0t5lLaa+y1JLXIO4VrmnqTMpqrKv%20RYgvSm38/l+bS1PrXQC1HVSK/crZCyyt9ZlVcrNbjGRzg+isDsEqFUbUNa+09dUUy/2JMpo9z93N%2083DZJJZ3CTxTXLw30TKBLGY2qjf+Lcgj7NHixrvlm1xpOZBeO7Mjv7e77hvat21apKlwqS+ncyzM%20xX0oxxIZq/pG2r00G0BccbL0Hxdi8pR4Z7rJTkcXijiBKQhegNact9C1LMtaAXkcglws98iho5/K%20y8SOTqAHkP8ACelPYa6NPocnIOxP4F1DdJUjJFoIwNipBBNetCG93TTLbnI1DB5OGBrm+motpHC6%20pO4opMYrVVH9LYAeOpc1l9oqzlwUsXjszc3F7lI41eWSZT8wZQhQOQFMZWrqaGmw+/QXSVd+EdZQ%20jUe27ZLeK5yhtUj7nvoHWRID/Wwo39YifCk0nT+l115+TN3pqn3618BUz8RRsfqD3GkdxLc2aZDG%20z8kONmoAeG3DkwPCgNCd6abh2hMLHR9Na/yLt3Dg8jbnL9tuYp7QCW7w03xwpQBjEf8AzEHjT9Om%202s05QL23Bi/J/l9uIlgilAIlhSTk5ZmPm9NiW40266k8yjslkW4OVSpR+wt1DHJPZXLFUlosHjRy%20SCpP9Ifve7WUyd1Y6oyZQRhCPC1lKx5x+dOHleinzBSN/f766qraGbS0MO/lVjPc2gMLtaXEauJH%20POjHkQKU5KOVdzqxQ0ejXdBfCF7S/wAfAzcmile2elRWtTxqPu/lTUa+6Odf4Ed6xf5kOZmOG7py%20cbK8kVy1vcRQFVaGQxk1WTp1ANNHncT8TFWJ9DntXMYe37huYrq1ksg/ptbXEjsYYi9X9IH4DEzC%20m3Tp79d4+RVe+yYdXHIPzM1r+cCWQz2+PklmaESPV24n4wH/AHNwF8fZ02it4/fez/0yZ29xXsri%20e3umnt0aWVLdwvFgvBmFOR8CBx6ao8X7jfF5FbGnKdt21/JfenLfZJwWjikUxykVIE8teXAV3VRV%20vbr1LX6lVa7wyovcF3j7WVI5fzJ25G5iiVrdY1YluKsSKglveenjvpCsm9xjxwD27ux91CzSW9Te%20qsvK4aSW1jb4WE0wqD/4h166baiBRdxuBSxjiyKvc1ydZIyzL8tJHXZoY41VaUNOXXUfk36EnltB%20bue7msO3rS0gPG6vZkC8TWgBrXf2nUdt2RMasa63FiFk3EiUdd6VI+/WNcoZIGwxkt7LJ4iQ1kxr%20loPH8E+ZCvX7Op12CzXxNo2mMLZLCyS3sN/bG1F88ZnuCfTt7iSeLksy025kpxZfA9NenaHX5F16%20ygHawMMrFEesMZB/zqAeBPXXhP7jzlyNV+RDhgjMU5hpCRtty4ggf+H2aPM4qkPxKbJFLtOae4u3%20hklAgVipjShXxCstB5eI231HaNa17Hplb6i2VtDZYu0uWcW8uQhWackFhHuze7bqdWf+cpvrWvcR%205LivzEzN2GKue7LTA4yZ7izipJfzEqVNAGCggeC/prq3JkfU8yzlhue4Fy9zetVUt1eO2TYBQARt%209up6uQlwKuUvMrY/Sa+trmxlitMpcxy2l6xHpS0er0A3WnEdeurlWKo29YRmobhFAjLSqUJAOx8B%20sB79c0LNA7asrq9tVe+LPZ4+H1rkgeYQr51i6UqxHj7dd3PgKZJcR3lf22UN4snC2uGZbqNPKWga%20oEHMVaNQTsV8dU1tFduBlM0KIBWVylxe3DSOzELurHerAcBU/YKV1HktNnr0EOG9a1HBHf8AYWen%20vbGSN5LMSxr6F2WaACSQM4EbqfOCKAkig1Zi+isHp4sX0yN/Y+J7kwtzb3+VvLe7sZpfQWRVPrSe%20oKOzEgeoiHbmQNJzNRKF+RjcSW/qDicTHdJFaDibkcnj6iOQ7rSu/m+zQ13RKrdBr/u0ZC5/Nczi%20nQ+lDAk1WJPGQyFGUeArxrr0PGtKKcb2FLu+a4j7jyzTxRRXByl0IWMlZ5oWlbqgHQeGkeVVci89%20dpA9/KYM1DNJ5Y7uDhyJPmMdaHYV1DjaJHJXzU9nbW/Kxl4ZG2KyemrGnCU1PNQAvm2rpt8WyNaa%201rXpCloweWtszjg5A81VliNDRh4H+bU79Bi3AXdvbEmRW14XDW+TxzGawu1qPUiU7xyHboNNw5Ek%206vqEnGzGzt7ImZLe5eiP8MqDehSiuNuviNQU2tANWLX1G7et5r+0yAHC7s6pHcovqEKp/ejP9Ym+%20/iPA6s8XN2zUJW7St2Rc0t7okL5ZvUISoSh6ha+Hs0rK13ShUgTJ0WSYACgLEbCnGhIJqR4t4nrp%20yhgrqTZ60it79bsEB7yOElT7FjAJ9tP1fs03x77wUXqv60xX7iufRuLaNZCjTs3At5lYrQ0Za+/a%20vjqzHw/kDjS3C/b+QuI8dk5HPphovM61qakBhGSBvXatdDd7FeNxUs5/H3WWtMTLao9ZpfQniRmU%20tJUcdhXlz9421mK6qm2Loxiyl1Ydu4Zu3jKsmQSMyZy8jFI7aJipNtHxFTI9eo30FU7vu6Lgut9C%20jqW58TZzdh4zI4CRrNLWd7hiXHL0425unIUqT0Fd9KiMj3IbOHIy3eQxp+ReWRKZCMp6DEVkjI3o%20u9SvWmkY03Ims8i4vbd7GkdrZI0dxbO0aFTxjkKDlBJ5TuTG/Bj7tbk5GZF6HPenC8+UylqOKpZh%20ZPaJUY8ifYeW+lwm0JfJleLnmW9gITlGbtZJyAzzSH1RzaR6kUFdxr2L0mhXCg+g8te3djmcY1tb%20i8WeGS2UOeiO6MS5oQwWtTXUuDJ2b+0fwJb6lHJWOKy1tPeRZMHJWNyli2Micbx/E7OlB1c1FPDW%205I/rnq9I6dhRz+OgxTzenbmW1dfU9Eh/TEgYgceG538KezSvGs0/Z7GV2G3M5zFXHZ0EE15HGVMc%20a28bAMlVHnYGjDcU6ezRuyqpQyUkZiJC91LcSmrRoWNa71Gx/e6kjx1PazspENySW0DrDWlZZjyq%20a+J8dqge/wDnppMdNa1xzg4YXHw4619aUhSd+b0ABY0qadOuimWkjhr+jjyXn1Nlm+ZrHbWlwsYj%20flHKjNGoNBVWA41B8Nen4uPtfyHYUEPqTkmfua/xtvJwjnlhhv0tUVpZEdE5LKTurcGPD9HjpuW0%20NjhJn+mOGEsc19Oxx9msvqwtzjqzSURpG34rxA4jrXbXj+R52/bj+q2tfyLvf0C8fcGNS8srKG3Z%20scAoeUKUjSFSdlT28QfiOhx+DkyW7sj1qAOx23ZUyODue7e7Y8bjrgW+OHO5HMsR6MR2WNFAJLHf%20zH3a9DH4lKPZDK40gu6Sw2gwGPF22Qa3YXs6MIltUYeaFG6CeSvn/hG22nTHAw5w1jhcLIuOwEUc%20mVk9MXl+1JFhk/8Awyf6yXrx8B46T3TxyItd22qJuets7LLdRZaJI8fdHjYY4NzuHdHIaWctuWk6%20knygDbTU0g8eONibuN89Zdu2uamnhEOJaJYYkcCiFh5ENfxXH9HYaRlorqBrpK3LeXyXb+dwdnn5%20rT1mtpYo7y2VmSZFZwwAdQfhejDkCDry/EVsV3R8E2L6XBLn+0Yr6FbSwb5a/vgl1PPdyKjw2laN%20G24WSQnfiuvVSQ2ibcA17i3tJ37Gwt7zN8k8VlPWvrXMSl45W8F5FeI9+2jxWdtug+/Rmf8A0jzW%20Ksc7fnIvNa381peWdypHqxO0qFT6oPnWj/vCoHj7dPtVpQIcgefBZkzC1iiKy8AJcad3VKUaRKbv%20GD4qf8Oho1EnUQ0du3lth7CewbC2t04kW1iurljLLb3AAaV0ZWAVW5U83iNZa0SxjcP2DGQmuLrH%20wwG3UwQFQ0vliVipOwVuIZQfMfb10itG33HdlZlE/bWKxSJPkrm9WOzguYGjW5eNI/XLeYxyqfhr%201B0y9G0E0mdZGfOR5T8Y8buImWxsrNnmb0w3KOfkB47VYnbw21Ni8VVW3zEf0jZPisf3lEbiyuJ8%20V3NBEsl4kkRjNwacjN6NfNUjzbCv69U1hchV25FhfzpVlmxaJO1urwG4tDHG7OlCwkRvZ4iobRXx%20oO1e5QyaDDRzWmN7hvLJkjnLrDLGd4Zl8rJXoVbrQ9R79RXo19L+1ktq9uz4Ir4zWN4l2hDekw9Q%20qKqRSqPv+6R7emvNqnS0CGu1hdDf3kkNzi7QTSSD1PTZlSQLGTzCMxVSePt601diXcoGVUoI403Z%20zOPltbhEx8h/HRitKH+D2sanbf3abit0ZV493wxgnmML288gCtBdIzMRs3mA5D4tqH36C73QPkJq%200kf1vnuMdfWV5HMyWl2FimhVahxyDry/erttT79P8id0uovIyKTMvJ29LEYraSAkQiM1iEtxIodE%202G3FGq1DudIdv9uGta/YJvaGCZsT3Lc2rNBAMrdQ8fStmUXBFDyUcKhwSQOJJ4bHfW+H9WOfcLFv%20UW++LjMw2lucV64mqTL8vGJjwIpupZOp6fyOi8OibcneNO4o2WKzk95BJkBknlVnAJtY2VWUeUlD%20L5vL4ePhq/sXqWMmtOwcdmMrNHfZHKkyEskjWE0NsnLyg7O7L5ui18N9EqpRwC2xoTtTtft/EXtv%20iM1Dkvk5THetKJI5aPQNEIqqOXCpDE7eArpdkwql+1zMufGJthbpb2eOiMVtFGGA4MxbkUIHEsOo%206agy7v4HnZ3NoBHcdyl/3tDbDe3xqEVG9GpuR7600miJ+o04HIs15cWr0EkRU8a7hWBO9f0ay67W%20Ohrk/ZspY56yyPSC6DWd1UU2evps29NiNJ4YPDFq4u8xksrPiZbgm2tQI4bdSqItug5NJITu7itB%20x6DemvQeT/b9ytZV2jViAJcvKU3NFUVHhtTbf2a8inwI0He42C2whVOXlROAO5IHTbrvpmVTb4D8%20P3oI4O3JsYYgwjLyEhkFOJ36dK/y+zXntyem9xO+tHK3wVinN/V+ZccqitOB9hPt+7Vng2hyReW9%20hX+mWHea3y2S4eSziSNWAFOcpJIH2LqvJ9pAltJeuLgRYK+oQCTIB+n7v2aXQJGKS91Z68OQxDX8%20z4RJy8VgzFoVcEqGUGvHXuZK9ta+o3JskMHb2DbJ5WJUjDiJlSNB++2w95oPb+mnUyO0EzHrvaW9%207asMTjrRCkclbu5uCBxncEqUoeq9fCmlOU5GbrcT7jKACJoIl9NmJkWlBU9Rxqa76a8voC/Ukju+%20TRtxBCUYL4HfYnw30dX3fEKtoZonZmAXMWklziSt+Y2V7y2nkX5y2KqQ/oJJ1jlBooHlHXT61di+%20mZMtX3BMNkLATpZyzH02sZGMswjhPwM9fKXIr/DrMiXCOspQtrPdwSIl0JPWoAryg0MibBhU+FB7%20q6UqytuCO9GnsaD/AHcVYd15wnxsouftLiYgk+/26p8dfUxmF8mTd65CCz+p2aS3UubvKXMTRH4S%20fXdmcueVCtfh1uespjMm6CWeYvg7e6Uh3tJVJDVIo1BQ+G5P368uHJDb1FbK5eezy4yUacmktQbf%20mAeYWQc4/eGGzHXp41NEWY0mgzFkhi7u0y1nE62GSiE3ycal2hIfh6b9TUbsGOxXU2bxZ3XILw+h%20oERt8nZI0b/GA8UikEgg7Ee/UUNCmgLjnkxeYks56rFcfioRWnOp5U9zAk6myJzICcMi+rthdXmJ%20xd7a3DWtzBdRlrpTQqGUxsa1oa7cgeurfDslbfqh1EpBHYrus17BORJMRSVwKB2HxbDYV8NJz8sT%20tLKOTjZLqVfAK5TcVI/V0Gx+z7tNxqDOpV7nZxmLGTkDG1nElK1HLgGr4Df+bR4NkFa2wvd4W6zW%20tuzEDjNXka7MyVG38q6uxOBuDdtBLCzx3GMS2k8x+XnimUGhIpUUAFBt0prVJX2QoHftrI5K0sD8%20zLGM3fQ1xduErHbRxx/hySjqHdTt7NtR5H/ZZJL6VyFVKiTa3AOXhuZLKwlEtxcM99Pb3Utsondp%20KCZS/IgfvE7n9GvQokmY1O7H3CWVrlexsVFJOsxaSYtKAoDcZONeI215Hkt/2MlvyI+Zxa397HiZ%20Mklvd2DenYtRmdSKlmqq/CV3+3VOPHFO42tPpk0nEX1qU+US5+altoaxyk+Zhx25D28lpqS66i5E%20LtLM3+Zvcqt5GsSzyCeKBTyWNGPEKB4cgvI+/TstOwy1GhUy0kgtoZL6zZYfVIs7mFmAZVc0DBTQ%20qwUH269Slk0UUtKNrz+RFvbYjIV83olzTanOGgpyHt2/lTXlvlIR6ADCZa1kupsjJj/kvRRONVAl%20ldlrVyDQ023IGmZ7KF6DMsKAbdZGS9uWMT+j68iQtIAWRWfyRr9teg1OnZ/AUk3wWc32Jjsdh4ro%20Sy/m8jMssTtSELGvJj7SDUCuiiV7sO1GhRsbV5JSrfCaGQjwA8Pv0DXQWWMlcssohiJ9T4mIO429%203u/VrFUwcOz8rdPjhdoI7q4hf0UUoJvTU1X5ho6Hl6b0DDfY11X42KF3eo7HXqNn0WsJV75kubzh%20FkPRuPWhiCqgLFCQqgAAA16arw2+s3G3IX7gxWPtvqDl7lXkF1kKCeRmrGkaQoeG54rUqD1DfZrz%20PLWXLktRbU0zbS37HXbmJnv8fPcXIaZ5QeVm6KooXJ4ca8W9tSf8Oq/G8OuNbchVrAJ7gwWOyN/i%20rqxkUWcCi1tIxAx9J4W4ypx5K3Op4jkp+2mqoCgjN2vbl/dTEp+YCAWttKKL6KOhby0Pmb2AeP60%202ydrnqDa6qAraae7aO2luZLawBY+sxZ3ZgN6VILSSeJP6tIl2ciErX51+gaa/wAF2vaWxUJHmWoY%20VnbjFbq27XM9AWLmnSnu0xKF7lVcfoKd9ku2obiWRbu5zd/fMPXkaOQ2srsOB4niPwgp+EU9tNEw%200Ue/7381GPs5FkVcZ+FjI4NrSRVA5FkIoCRtXWzJzOuzcJkcfjMu9uz3cU8aS3MJ48YDGQQzg/xD%20y/o1Hmxu901yheXFL2AHfffkt3FHbC3VI43W4lBJkdJY6BjyIB4E0oD4fdq/t2NohXN0C9xmoJRH%20cRIpWQ1JFxQ8fSHixOwpsOuhpKcDbQSdyWVp3L3x+b4yb8ubIw293kHIcG3yDoBcIVFGZHkUmo9u%20n2so3FDassi3VrY3NrcSWdsOVjlpk9aS1kU0lQ8PN6NdwakjY10qZNSAmewPcS4o37X0fzd1L8u1%20mlFmlMbH8YemDyWSIg7nl92tVtzG9xeyHbPcNlDbXN9ZyenMekzSPyCtspXwr4Dr9milBbjf2xgL%20tII0ucbDaRXRLiONHuGZFUswblzVQONfN00pttjEkNK9x9vdzW5xNvfSJl4pWNrO+0UkiEN6KNRO%20ScfBgNC6NHHZj7tjfGZe85o8aNHY5L0uE1YtuPorQsldqg/p1zcgXrKgabrF22bibMY+O3ts6wT8%202touJSX/AD248gAOjca00Nbw9+BKcOGSdszWiWl12ZfSRvjbvlLYNCweOKeTdeD0Gxc18P26dkor%20VaOspQrdw4m5si5lj4ywjhdR+Pl6+FD9vWuvDzY3PuR3RQwt3ygkxsgV/TrLaM6hlZT8cbKeXT2e%20zw0fjZYe51Lww9Z22Sj9WcRhLGR/WsuBVhA+9YzSnlP7jUHs1XkrD7kPunR9w1ZaWK4wMFxDQIEH%20JFqArR/ECvWvjT36nu5fv/iO8hylbWte5f8AquMfJhMSMhz+TlHJmhISUFI6qUZvKN/d9+rcrlJ+%20wtvgV8VcT/lFjGqLMsBb+zy7Aw7cyxHU8Qae/UOOsvf7fQ3HWdyfI3MNgLia2mFrbCL1YLuMn5oe%20q1KK4oSnHfhTbrq7E1wvUbRqYFDK3WdPzl7ibO4uPk+MDSQhnQM6nZlQqxNBt7NB4SiWB4+wtL3h%209T8jNLZCa9s7e2ge4lDWQtnKQjkQJZCzlyPeNei4goXqWrXvv6l2KSJb2y30cyKOM9ofLtRlCrTl%20xHxNv9ugV6+psSWD3F39fWksS9o4uyecMk00doVPA/ExUMa+3ca611G4NuJDnbix2VrPek0jtoyV%205H+FehP2jXkWcuTzbMS+35J7vK3t661VlLzSMGKIhcU5sAaBvh0zFWXAzx8fdbcZoL29XuawngMc%209pfxMCyOx4+nQeQBT4ivFyNPz406z6Fueuw3Z2yXIYWSEmnipA3DeBH2EagtVQQtGYZCWWTJWt1I%20Cs4pHMK0PNWo36dba80gA07tKISXU8tOQ5bH2b1oaA/y/TqTHydUjyeXW67muLIMGjtoVeWp25u/%20Ig0qBQUHTWOzdWx/jv60OGGt2MUXmYF2qKeHlJFK01E90enAjfW4PHicZA6tLcNMwVqEFmAoKKCf%20aNV+GkQ+ZwgfYPc9q42DB8g7ZcQXVyxFCjEESoR7VKhdejk2qSNQoFfN5cW+JyNSKxPKWHuXfp/P%20pXj0TskZRTBknauPlvpgiirTyVZ6dFHU9CP3umva8i8Dczg+hu3sXje2cWcnlKQuw/DWoMigjZF2%20p6j+z+bXn1fc4FUEe5Ldwdxot7etaWU70a6vWJEEA+EOyqQOvWlK76c6TsHWn9ltgdnMJPhL4Wss%20sN1azgSW1zA6yRunjTjXf2j26maafwBvj7XDLOFkh+UmhcCoorN/EGOw3Ph0FNV4Iakyu+tQWJJ5%208Jm/zDt2+ljltWolyqNEyPTzRkHqN6dKHRuahW+h7DXgMzhc5BNFPcyYvLOeUjyL60JBFDxelYlY%20jzHfRVaKqZe5EPe2QtLKFbq4f1VuIh8tbxOXPOgBdE6Ba13poFb1As/phj5/dulWfO5edGBV7OIH%2030kNOnu66p8dAYeTIe9rW5X6nZWeOxe9giyd28iBKnmLg8GTrXjTrpmTdMo7ZCctzDe22RtoFYxs%20XMYdAhBXenEeUUbpT9WvJvtsQWSkEZG1TKYTDxWhUZfH29xJGh6TxJMpni5A+V/T8y7e2mvQ8dvt%20RVhU1Uck3dfbgTG293h2hvLO/jAjjVQJIoYKN6gkanmrVHbxGnNpv0HJsLdqdxvELLH3IQqkXESI%20FQMeRYHjU8qjo1KHw21Dn8eN0Jy1lyNWXxi5GyLQAC7gPqWz16MN/CnXXn5a9yJ2gZ3Ey5fsS7KJ%20WaHi7xClVZWAZW6fCdBhe8dTugodjFo8rLFIvEGMhkaopsK18a7nTsgFVuRJFdRxoJp2un4sFZ1o%204Tm3FGp1Ap1+7R9ysUZ8araFrX+JP3TbgRY+VQSGtYypNanjsd+leuuwsmYq59DLjqqORjlRq+zY%20+zVtLFXh/eT4GAW0Vtk2D+sOQjgXao3oxrt9lPHS7Xbt2o9TLVdD83cFxY3Yu4pud0rI1TVeQIA3%20A3ICigFOun48cKCFy2PvbmPiy0PdmGt4liF7GuTxvJiCJ08siFabqUfwGurkhfAZi3UFO3tr7GY+%203gQNBBZo7SKnILGi8gooKGpqDQD9evPzvuyE2VfUVbjAZOyg/P7JGvrZIwssksghIjqWLUYdKnf3%20aotdR2j8iXBxiu8TNmra4xls0FrFtNExUu4YAF2I6jwXS3SOeRTwNKQ3hcbbWPduXaJy8V4sE1uC%20KKInU+X20DDWeReaoXfhArEW8n5hlO3ckqra3F48uCluONBc8fU4pvujN0r0b7dV0f0q3sathjzM%20r5LsrEFCPW9Ca1no1CpQhfN4jcnrqSz+qQZ3koYA3j427ur1W/KsTGQ7y/1k8sS8eCjavw9T7tBe%20vc9jkpYOsTJl8hirpp3gvra7hb5NarEySHkSIx0Zeh9uqGuxQW2wpVmo0/UzKTplmtGASFIlYKCa%20+c9Gp7aD/HpSbs0SXcivaoLayaaT43Bdt/CtNt/GtKaXdCmVbfGJeXUVs5ZJXb1cncqpK28TfCpo%20DRm2940WDG7vcKlW2MEHb6WOZeXtu4jsovItxKGEYUry5OVU1blypqv+xV26oqtdJQP30bvsEvfK%202Fu0st+tlIDIysIuMfAGhbepr10Xjy7yIx/cXczmr23+ofcVuFf0YnjkZlCDipgjoyirGta+Yrp9%201ux5bxVzJf2MXkextobhHklknLsWVg8gWQheVagVC9dtZKgxsl7izt29+02BL+syMpKhFZqndoqi%20o2Ff16VbNvFRfdOwp4e0lvMit/f2nzKpG91JJdEsiMrcUMgX+InZDUk7aGtUwkvUt3+ShjzfPIyI%20MvHCJhHFEvCzi34s6LxBkfwXemss/kMSQqXmM/6iygaO9xliZn4XF1NcmSdlc1YMpPV/YKU11ayb%20wGMthLTBWVnHO0duVV1hlmYMyyRUMjoIRIorzWg5fr0VqwarMhxnbWWvIjLPI9/fXS8LS6iKMsL8%20loJIm4NRVNfhPv0SxoxWYd7oyOG7N7YHb+O4i4mq898hFbi4I/F9UdRv8IP2a60I1bmW4TG9mXsF%203kby5lyF3R4jYWkdaM4HFfVchOYp5PA67uZ0bCzm7HCyPHbYm6uEu4i0Xyl1BGhUDcs0iSHzgg6a%20qg2B2Bwfq3UhMXr3SR+pai4LOHeOpaMovFfMpoKnro7RBiQ8YaHut4HlxMU9zYzERXdrdHhExK+V%20YiKV4g70H26RxwaqjBYdzWmNt48XiLWK5vyTJc30wUvIVKjhEyCtEDUU0Hv0lhqgEzOIubgtkcu0%20iK7cLia+9SWQ8D5beIKVSJGYCvBakeOmpprY5VaLVvd904G2keG8/JLO7Tk0F3+LbygAAoVk5NQh%206jx99NC7DFWeRl7atsVDPjzme2bCxbKE3GPytrKRUICAZLeSskcbjoVP3ax2nkFp1CHdK5q2sJJV%20TnBABLNCTzhaLr61vKvIcdv3Tseul7phVSZnkvcWSweetMxi3ae1Y8JYwQ4EZUMY5mBPJ2rUHwGt%20spF5cPcvRjtfDHZmy/6rw7Mk0cTrdQKSJFmUq4DLuAUare/XYssbMRS/RlW/7onyV5DPf26qt6PT%20kvFZgGkAAUhD0DV3Pt0ryscruQvNj6i1d2VzjLyOR4uCpKzWsgHl2BLKDTpxpt4a8xqHK4JoaGdr%20rGR4SaeW+nBLxmKzRq8pWYmM83JAUqPMOlRr06NOhavroXLDINLj3t+kN6vICtOD8Qx8PZ/h1HdN%20Ezs4gm+p2SmlxHa1izeVolkdenI0otetAPT1Zey7UgrbwgdjcNNMlul3dqtzKjsbWOSiCMMA6NQ7%20+Vat7dIukl3N610Gqq6lvMQRmZ7AoYFKK9slFJTjuKLU0YLQiugwrtQlPtsCUa4ijOKs8pHYXV6w%20kNpKlVua+UKr7Mjj90qdV+GlDZR4/B3Nl72LIw4pslNbSmIyS2WTjFxb+ZWWi3RAYB68aNXVLZV2%20k2BvLXHxQXGcs1x/FprW3vbW4ZovVRwRDxbyBeLfEeugxpR8zKWZD3VfSRNPNbw2qWqFk4snKb1H%20AVUDB+YNGLV6aDO2k2Bnv9L1rXxF7uTLRWfa4soT+PdkK9NiEG5Ip47agSlnmtehf7HgfE9qzZJZ%20ks5rmROckwR4ZYd6RkE81oT4feNehhxx8z1MFFWgHy2RxVpDK0trI9m8vkuFYLcwMfhSEGjcG5cv%20Mdvbp96SvcY9uTRcfOt3ilYVo0YKhuJO4qCaVFdeS1u0edasNoQO9bBba6inRfJOOancgMNmFDUe%20FdTMTZOR67VnitsLPfTEKiIzkkAUVV3Hj10tcHV4E7tTIvd90XN3OaNd1Ysd/wB4cR7Nqge7W2hV%20gf409xqfbtxf3hWN4Xs446+jKATU8TyNKCp6aitWD1ELv1HZY+4e2YrhjIY5ZZKMAeUvFaGnTY7f%20dqzw6tpxrXxJPKrwAe+4OGUxuRQ/hzOFLUrRgat7vHV1XKInwZv3EWkjykNCfU9RQAQT5gR1+06z%20xXFkBVwxq+kf0+SytEyN4oom4qNmcHxr+6vX79UZ8zs9jrW737FnvLOR5LID0H52tryEfWjSEbvs%20fDjSv26LHWFvrfW347C25IMTbJBbXCPByycoWVJLo+jGIhsCzye0NUAddMPTwUday+oH7uvbu/y3%20C/hjhNpBHBHbwRiKNAalaIKnxqT46Q691nBLntNgNayfLXISatVoBToy1BCkH+fWVbpYVR7jlY20%20+ZxM+Ul4ubicRTKAVeCIUjjkArx4U/R4ncavtaVsW9itUWspj77GX1GVo5ko8bdOab8SPareOkyS%20OrowllLe+7kw+JurW29a/wDVnt3WFCFRAfVZuK9FVdz7tcpmEHWvcaz/AHZLS2sshlLURyx3MduO%20ZcVSVPXYJMDSq+p1Csa031ZhrDKVRVKOQxn5l3Xm1nxc0EyZC4EMtY2imQSt5jIpHHkCG33/AGaY%2043OkT7fE/lWUaK5C/MS3UpuCrcogCFKhWO9eta683yK7SSZlG7IO1O48F25dZW3y1nLchyPk5Ik9%20QxslSmw3UVblX7tN8TeUFhv0KMMttlFuJbi4j+VtXa4t0L0k4uWHy6xs3FBtU1Gw+7VT2KkNMuZ7%20esMYb6zx8NwsKqpnZS0XDq7BgOcz+J3/AFU0urlbm9pL27mortAUblEwBjkG61JO1QTrzclO1+xP%20kxupPfRC0lmmjqsF2pWahFVciiSLQbGtK+/U0Ot0xS2EHtdpj3FM0pImcvyZjvWtKsdNyOXItPdk%20uTcNl5VUcYoiFRTvxVRuehO9f167EoSG5L91gh3NbhsZiRSjtGU28adK1PTfrXTcFZcC2hLyCemX%20R2asLK1Ym41K1FOW3lalNUtNOOoeCVbYudqdw4KZPmMpWC99SgnYF7fiRTi6ivH3GmseJLZHr479%20vPU4zuLupLpruO5tbK1AFwMoalY+oZUC8mlLdQtK6fjv0YN8XXoN/Z3deJ/LWvO34ZJzipkjyV/d%20QFZmgIAdo442PBSpPFdztU6C9Yt8RFbJP4hyXBRX3buKwFtM89ndrI09xyCyukk7P6hem/JR7NQu%203+67ehPd/XIofVnMP+Rx9vYGRRYxAwTUO8hjCghQKeQHb2HVPi1+ruYVKzuxfwvbaXFpDdw3aWaJ%20CrsWqgegrIqg/wAKb6dmqkyjufax9wolV7aaQVq5iEu4DJUSD3fvcvvOvPvbp1ImtpEvvS5yFt3L%20lEeKObH0DSvK3CWJRRx8q4IcOab09m+vQ8RJ0GY+NxiwMs0PacN64Z5L/lOgJZ2KAgoAafvMamg8%20NS5lG3UTZRwEZM/K2EtcPbWxuLqSWtxAes0a7y8QKbtudYsbe/obXgXbPuC7te/sdZ3yM+OtvTlj%20uqVMkAJKvIRU81I409uqGk8ZR3zUKdw5SXPZx78gKsr8Y0NDxRBRf1V/Toe2FLEWZWvnnmuIrGwT%201rg+biaBeQHlL+AC/Ea6lan4APcYcPFeY3CPirS7BmvWL5a5RKmRjQ8Vlbei9Nh9+nVyQoXAXdCJ%20sXiEl5W1gYFC7zzSyqgQBSxLE1J2FfHR1xuz3Bh/gOX0cyVpL30lrZpHHELKdnLAGWUrIq8uW54+%20ymn+On3DMXIB+q2Mjh+o+UysV5NZs4SOeOF+LSn0VWjmp/DKfu6Vn8h97pVB3t0IzmMSscM9/kYU%209FlFxYCXmZONSDD6YIQnxro1RtS9a/cztnkOyd49vsttd4zFXt3Hc/2a1SQFI57ioavMj1KJTwIH%2026Y0kFWsFS476KXDu1vNYPNKEvWkIaG0biVpDwH4kxYjpuBrIGSDXx2JguJLjL3dxcz9weovBY0h%20nRFB4yqatSIUpyY6GElLNllDs3tO1s4slJiVE13HbzTwZS6IaKG6C8VC1WkjV2D02A211Ye5ztJa%207wixsnbOFgubiW8GPmkly0SgMzFv3YWX/wCpJSu/T2a5tdOTkMvZceM7ZwEXcGe5Q3UUTx422nar%20xxfxnYkyvuAK9NNx16g2Znb3Vzl87d94ZWymusIZWFvZRB5fVkTyqiRqWby8gWptoMsSFjLveFlj%20YO2MhJdJHjspdsnoR41eQlt2b8Lkn4bDjSm/jvrqM1oQMJi8RcrKS1ZIFZ7m4mmEcCrsVZ2UHj7l%20qWLdB46a7MGA3b91th3rgY2uZX8oyNxbtDGqbLWO1JLyVLU8z/dpTYSCUXaPduS//es9nfy7DtH6%20ttNdMIWjRlLcI7Zd0821GXf365pHKUdZj6lYvH41MT25jfSyF6VQ36xg3t09fiTb8NGA83DfQ9m2%20wxe5Ned0Zu1sccgxKC9mYCM5CRpF9Igj1XjHFUUN8IWp0NaxyE2WMWlxkltsXkI2yU0rs73rlWil%20qlDGkMg5RrQCjVJ2+4c/Xocl0QP7h7qwsObawvpJbxrZFjvpUdDFAinj8sZaGoGwbj06aF1225BS%202J8F9X8LZYy7xmNsJrDC21ZZLVbkODK7BVVBJGwCyHrx292kW8e7/wBTF9rClvkcPnrUv2paGa7W%20r3OGeWOK5bjszQhB6chXr7SOmk/9R+rAdH6nOPzl1gZ4bu+t5LOK4Xm1ozoLgxkFuRhcow9q/vfb%20rq+I11mQHg9HuMS3bXs8VxjJIlxmQUmL1AvFJabqa8go/Ydtd4/jru3bBquUytbQWEiy2PcUTGEC%20szwD8RSN1kiNdiCN9Blxdrh8MC1YcPgE5fAW9vGLbH38WXsvW8nGjyqoIfjJGAKEV6gUP7AVnjcT%20sAm68FljkEyTxzxr8tMge1mjb1FVozwKtSlG5U/y6faiCyU2lB6S3OXyPbCQqkr2yMXUkHiYnYnb%20pWjaKy2j2Mru1BQ9a3ie8gtrZY4kZIi4asjVI9RnJHhvQA18NKy/7jS49RzbtYDSTTXU3zOOtJry%20R342sSlmm4IgYUV/M5418podM+6zSFNS2hRysOWup4JYr70GiT0gJEDoVrWreP6PDT8GVV2OxZO3%20ZnmSzfdlhPbyRX8NyiKqNI7pyCk0IjWQ8jQmq76u2ZYntsd4/uFBLLFby/MZC4lMohkqqzRPSrNb%20PzjO6mlNxqamyYNLba17liTG5C4uYo5rSWwa6IkSF2Un0gdioSihSTsD00jyLbpCM95cA3PY97nu%20S2wkLFnTjGx8OTAFjt7B7tIw1lisde6xbz+Ov4cmvzJjXGoo+XtbYOEVULfH4ljSvL269esJQj1n%20jfyAWCx2Z7nyZFlcmzsLViJ42k9N5LUKxkcsQ3EGgBPgpr7da1CFurmWaX2LjO68ZZXNvnbb5S1h%20ma3xsZcSOsSV2dlrzH8L+I15vlY4sn6kuWu5x3jYm5wTuqcpLR/UrXop2brTpTXn3J7I4vbsr2da%20WUNVe7jrIDXlwUdD/nV/R7NIiWA+Bd7QnKZ21A3ErFCprSm7fZUH2aLJ9rH+OvrRt2MjaaO1RHdC%20Q9JFYVrw3oNqezUKs45PWe2xnH1jw8eVyeKw9zctC8sM5W6B3EvIFGoD/ENx+vXqf+fdVTZD5Voa%20AeTyN1L2nHY5XjHkrMqkpUnizxn4lPsYCundyVnHBG2UO2sI+bzFDX0WJkml8VQHp9p6D2fo0KXa%20hfA2d556C3hXt/FkRBAI7jgdkWm0Xhu1PN7NOxU6sxmdZKZmtLp4/KsKMd9hU+Xpv922qVaHE6/c%20f4+F2c9B97b+pOI7g7es7LuaF52x0cSForI3DKqKKSGReSr8I3NPs0+yL0oEHOXdrddxXd1Criym%20laSGqlm9PcKStK7jQ0p2/iQZKNuSleH5i6EoFUZgioxCsRyAqK7j36TbGm+Qe3fcYMfLk+1mtcty%20N7h7tGjZ4+XEE+Z08wHnUhT0ofDfS96uCireM0XNYnCXXaQyuVYTT3UPq2DxmjKGoVbbYIF2VfHc%206cJs+7fqxY+nHeOR7U/Mb6wCy/L+nNNCwqrws3GQA0qK7Hkvs02rdGFRtcn0H2Bku1M5f3uewMjA%203EaxXNsVKLzViTKqkA0c9G8dV40nuijulGX90fUJrLuXJm3xdrWxu51lu7puKuebL5ljSRgNjuTp%20F7N7e4VWJ+e7xhvrz0JrBUuriSK6Se1k9WBBw4stWVZOLeB1LkWzJ8/AvZJ8UmdaXIzPBZXMYZpo%20RyYNt0qDWvXWeNZ1tsKwfcSxZHsubIx28C8XKco55GCErvx9agNWNemrHctrVdA3kcR2/Bjo0xty%20JHvCY1s7Z3iiZ6VYNzJ5U9gGhVzWhPtsfeWXHLY1fRNszB8dccuEDE8XYU6j26U0rbepmSs1NJx1%20/FmsIrhQHkSvE+bzVFKHx3GoMle3Z8oishTs7Q23eKEjis55VpTenFt/brL8C0typfwuuZnQrxkD%20EN0FGoD7PYN/t0ddjFyFe+ZVt+3MXMqlpBKsca7b+shU1618Omq//PS7rSOohbs+2s1nMnLjcXZT%20XF5OpdbdQVYACtTy4gbe3TnV98o6qbtrXUvY76GfUexuUN1hLuVOZPpRKpTgTv6rVqfsXf36Zekr%20gtxP1HS07E70to2tG7deNVRoopre3b0SSf3UY+TlTjU166jthfcmPrl7NlwQ/T7snuzEy39vlMHc%202XzDOvljLRtRQykuoO68mFQdUZ6yiXJHQI9zRwdt4jFr6rNI8ZgaVRT01c0FP6RQFR9uvNpjdriX%20VMzTuwX+Uz8dlPZR2FzbQFRFHIJI/SEfNHJop5Mu+416zr2rYoQU7JjtJpIMLlYFkjurR7NabBnB%20LVr/APiBa10vyeEw6rZoc8TZkdpGIgpdWsgMRY0JZSQtQduq0/xa8bJteXrjXzEVU42hVyeNtu5b%20vJRNbM88TW6wSRbSRiZQOS8tiFYMrDxA16WB9i3FV25G2xxliHWws41EeHEdrE3UemEZGIG4NW22%20/XpT3Tb6mVU7md5HIW1l3WMffNJBZyW5/tcTFZLaYkhJkI35K1PtFRqnxa/QHjrsRZWPKWRht7+5%20hv2C81yECkJMj/vjam5HmHgdJvWHC4AuoZPioZ8k/wCBJ6McXkUijSNTrQE8VX2s2szX2M7Q/Hjr%20bHQvJM4hi/8APdm3JBJPMtSv7NJruAwYMpl81d/LYKFbfGW9HvMjOOMZUg09Nmp0oev7NUUqq7sJ%20Vjdn6G/it7Wa0ShDkyRycfVZpPDqQeL9Ca7e/TbOWFu/gPn0FhvrX6hp84OMl7YzyKrDk5CMlDU1%204ije3fTPHa7oWtbHYVuLP1275sbL6jZmyXHC/wAjbtFH8xduxgjRoI3CJDGRy+KpLfZorU+ptD4B%20XZubv5u37/8AO0ZrYtBJhbC2t0jilm5Es3JF5EoB4torI2Bvg7gv723us5ck2ccUbRYi3hUNErtV%20IygI6+8AVNdZAJawnZ13mLq0zmas5oMdZKfl8LEQ0txPxqZZtz/Wncnb2ba5VZ3AX7zxYyM8M1ec%200sAeVIwF4qq0SHjsq0NSQTQn9a7L1NRQePKYqzmtJmKKtq3GaChjEktBSUgcpGRdzQBfu0Hsa1sS%209sdvw5qBLu6tWkx8SQyTGUCFWmhr6cfEbMaeeSnt0dUjjOvqL3dk+4sxLirNpGtoSOKqRRippz32%20oBp0wDEsM2k932rjLy6xN9I0ksYgt7DkJIJ5iAvrb/1aIN9qMTt00lOXuG9lAqre5O5x7zZ1i9tO%20rKbuR/Qh4GvMASVklO+3H9OibOjY9sb/ACmKurMYeCK0xGQXlC7KsvNQePJA5bcdA0m61rrbQ1Ji%20HWyu48JepdZIJlshIfTs44xwiQHbzt+9xJ+JRv4aRaw6tD9nGnzFnyyl4hT4Zr0q8FtaRSNTlACV%20M7REfZv11ycvc6BByWQtu2cgLi1e4yCRUONubuBIW5OCpEVCxPIdQn2nTq7oz4kd3d9zd3ZuxsN7%20iaeJIbazlPy5iapLKWBblEvUOf1a1pLdmJlPJ5nBdpxy47GTxy9ysrQ3uUtKzLDWvqRWsjH4zXi0%20o/8ADrEmzWK0OSt/kXsktBdW7MJDcVbkJAKV51HOgrs2t7HMhK/BJkmtYflcS5S3jQ+tfybl+cg5%20RpxFWJji8PadaqdQLNFexntrC5+fwV+TewMJLWa6rBKACaMig+mWp1Bf7tG6p8gn0H9Oe6sP9XO3%205MB3Qvy+dsQpss1xUzVY8UHJgQ+5pwOprVhwzJaKv/Tncn08yaYbMiO87fybE2+TgBWklKVKkni3%20EfiLvtuNJy06oXk33Q039zj77DxzWMYiv8cy2uSjBLVQmkNwP6L/AAk9K6yzWWkdUB9y90J0yPbZ%20R54z6azKflpo2PISLVihANRx3Zaba821X2z/AKkLsm0G8Vnhdq1vkFEtwCDEw6uFYeVgBXl4120W%20DO7fSzMdnZQxywGEs4O5xkPUS29BJHmtH+IMy/EjdGWm/hqmv0uXwHSExJfI+vcZi6VuMEiyTwxA%20E1QFirDieRXiOg30vx6y59TEt5AeEzRuCbcSI4dRcY66iLD1KAmnKteXXfrp2X/byozJaLlzHWvb%202YQJb3gMwH9W54yAe9TQ7HSFm9RRze/TC0yJQSGOaRCCjMvm9tKnqDpyzNLZjaXa4OM12y2HNze2%20drHGqRlreAxh2ibiECxN1pt1BGmY/Iq+erHVsj3B3s80b5jISKzRxDk9RTyjam1PcTqfJebMTdud%20zz6PZDA/9Q5DM5e2N5LdMYreWEpO9puWMktuD6oUrTzcSAB01Tgp27srwYvpnqXO9fqJ2bJkJ7a3%20ueDRS8XvwqvBVACRErGr0rudvdqylpKHK4Fi3vsfB3Jjs5d3cYxsRlSO4tYS8cwkQpIk7Dz8OMm6%20lTptUgLtmi5DM20wtVt7u1mjk/EX5d+arEi1Mjyb/D09tdqan8ys1+Am9diFIknWaFt43RlZfcRT%20+fXjXU1ZK+BYs758ffH1FRlt7aWIrJutCtGrt7G/lTRePTWv8A8KUv4Ct2tW77otTHzEMTlgUryo%20QVWho3gaaVl+mrN8X/kN6xU9vLFCnqmqI7MIiVdQVBoKUp1rTbXmw43PVhtx1M6+p8cs3dmNigT1%20ES2ke4PIEiHnRixBPSmxH+T0/DcVIvJwuzhLoJ+des7W00nrywOxM4oQ8ZAoGp1bbVCqeexjt8nF%202p2yOLK2ayA5JGaFo0K8UZgK9F+GvU/rKi7n7GcCVcXsgiaR29SSXkzs1a1Y0J6fs1W9lAKKkuQt%20La3C3dxxhmKsbcD4yvhUbtTfpqeqtZ7I9fx/orEa1HsVpfqRc5JBikVLHFRn+yWMZPFmHjJtVj7u%20mr60aXuJzZdti1bztDj5JpnO9VBbwA3Ymv6NYRbvrrX6hDK9sXmO7cx2XuIXia5mqfUK7o45R0pV%20vhX97Sb8wNtj7ayV58jdXNq4umZLR6/LWMZYRqwNQ4Xwo3QaF0n4gWv3OWVrXuXK22KGGHK5thJz%20t0UklSQdk3XkpO9P0aPDzD1rXQZhST3DfZvcKZPuB8XeBorySGa0lj9L0xQj4WBoVI/pbe/TMtOo%20eaqNN/uvtLb9z9yYySrG2gjAJaoULMy8ae+mmeK22zMTYu9zLPF3n3JFcShH+cuWakh4GsjOisSe%20JZkbceFaa5JK79zphwArXIRYrti0sCWS+mhcX8bRcDKiS1t1VSSQOP6eOhyLk7IAs7kViskuv6wr%20EYyDyNS9PL7dz0GpcW94RNh+4G4+2t7rBPlcqEt47N/SkgMJhmCEAJIjEASEtVaV2+wat/r3L53G%20WzynbNn3Fjlsp5vkon5zR3MRRojwpRWFVYKV665VgKZQTfvHB5C7kEUyxxOxjFVLoyEGqu1S1d9v%20ZrLURib4CfbmOu7GeO2t44Ws3JaOaJzVj4qUPlBI6AdfZqHyMVrfUheXHO6CGQwN06WuR+XIEU5Y%201IDBWNPsodz92kVq3WWhNqQhWysD/n87sCWkc7HetR4UA+3bRO8sT1GyfC2uTxdpFckhYzHIBUBW%20NKef/Fq7/wA5f7jCTh617GsfTDtjEW2N/NYrRBfyzORdLyDsvErQ19xp09+vTyUhwU0Y8+eooQRS%20idR9lK0H2f4tggNHVXIJX9O4oNqfYN60/wAeug4/VZgVU05bUBO29DtXwDe7XNHCHn/pJ2XkY4jl%20bieNI2aRudxwVncdX5HelKr7NKWGtXJybFzunE/S1vl5ry8a9yVlEYI7i1o9w6EEcZH2Rqcq9Bqf%20LnxVUSd3w5FLEdv2jXirhMfIzDypJJSWYjfzFgAF15mTyXkhJfzqAXkb4D+e7ey2KtIomSIZC6FV%205AO0cYbiWof3iT/h1Zg/8+192dNachbC/SP0bqDPG+f8wmg/EgoqwkvQ+am/l8NU/wDTSXbIuzng%209xf0ffGSXPoXzGK4Z29OQDyGSQyU5VJoC/7NHbx0+oSsAMn/AHfGu8rNlFvR81Mip6UiBowUJdDS%20o5EM58fDR48KrWJMTJovopNHZx4wyRyIWaWdytQVZgSASfIGpobePLmQbOST/wDp++tVK44wW0RJ%20YR8W6keNN/3fHSP+jvyB2gLKfRLubK3a/PX8U+OA/EtIkZQRy5L5idySOvs0yvh9vHIahE+Q+k2d%20uoUsrj0lxkDVjtI+SRsq1H4q9X6E0+3QLxLczuYoKeX7AbHyxWsR5Xbq8/KSqsyW5/FKKo4gCvQn%20XPBZKQ7NRtrX+YR+mtwrfW2O2SvG2xU6gCpADGJqEnRePswcXIj/AFou8JY/VHPSwYtLjJtLCZru%208cyoG+Xi4+lCKKKAeJJ+7T7XcxA5lbtbt/uTMX8GezM5SygVpiCwVvRQcSkMCbeY+VdhvoDB6zCX%20eBx2JWfHehJIpvRakEJ6rqY7O3JI3WCPd/6R0F7QakVbi+7Z7dsJfnrj8yzvxXUVvI0FnHJIKiMF%20SXaT+iPHQO7RySZUs+9JvlYpZ7YS2dw6xwqheMvGRUUblvTpof7Nxnah7xN12vmZrezaKRFuUaZV%209X1bd1g2kPMjkrL7PGlOm+tiX6GPYF9/d+462xNxhsYy28drHSSMECimvmNP4uvv11tgZMVx1lFf%20Y9r1kkdrucxwvECfTjgXqxFW5MW66JS2dIcHZnceUsD+XSwi2Q8WWZ2WRttwvMAD9ujlI4v4v6L5%20RhFlczJ8+yAenYB/USJIxQVHnLcV/dGgtf0CSKOTn7RewdsXNG9yJRDaPLIXcyluJUqB0FacVBNf%20foFMhkuF7suY7Ka4yTQq+Ng4xmNWMrgORVjKCyKrUA40qa08dZau+xytJQxGDwHbuSXM955eTK3u%20YjMOHxau8oiSU+Y3ikHYEjZfHTZ22BUkGRvP+pmv42uLe3yFgrj1JA8awJG1HC8AyotF381ToE2m%20OhQK0ckFrJPju275InvAYr/MSt6cskZHmihrUpGzbVrU+OmrcBooP2XdQMiNIkd/IzC4swGX5UIw%20ALSHy1FAaeymt70jVjbDDdh/JRSX73cGTtLRWmvIbNnH4qDygAgeSTxO9KaxXVuAHVoUW4ysLi4s%20fXuGJ/GbZRzrUnifNShpy0xexjLvZfauVy63As54kuGbjBNcMkUIoaO7PLRQqLv7fZrL2g2tTR8l%20ZXfZmNnivru0lLR2zl7eJYblDFOp+FN96VU71H6NS2+rgqVU0P8A2n9W+3c5YQdu93SG8sMiFW0v%20po+BSQHyJI234qUqsi0r09ulpOqh7omy443XAMy+Cz3auUM8M35njJw4scog/Dngb4rW5CbJIn6+%20o0q00fdXght9LlEQuLe9iVoSVVjVTx80cg609h8P06Xmqp7lwzW1z6lZp4opxU8JVkARW25DqjLv%20ufBqa87LhdH3IXarW6He8nTPSWfy0VLjLKLTmGPGA819Tb4iwVT11X3f2VUcsJRZfEDvPZx5S9Vf%20TiubNRCLjy7qi0j5RqakKaVB3OnU+lLWvUY01E8Cpl8faY/JILKB7d1ZZZZCCInvGHKV4OQr6Ugo%20R0pv9ukeVacncvQRlf1SK1UlIdiBIN1uIiCeg8V+z7ddHRmtBnG95dxYoojOL+z3C+qWJApXZx5l%20+86zsa3BiB+wPf1jkEEUho/jDJs3SnlPwt9+h7p5N7jrM9nYvKxStYTNYXUv9Z6XlRqebzpXiRXr%2000VY+KG1yby9xauLS97ehvnu7b5S5WLhZ3uOiRfUJ/8AqEBmVjsBUgCp1djz1soexdTLUia2zNsr%20zX+GtTfXEYuJcZdwxzwXKPWkxCGsUhXxibf2HTXUYnsQdmXGGu5brFuox2Mt1a6mt5gQsALeYxvI%20OR4mtP1jW1tZDLQ0e9v4nL4/Ltmu3rY3FqWJK3cKrbSopID0JAqPceu+m3tK3RM6jtG/GS5aUens%20zsgPlFRUgHXg2vyQ2M17pupYo0RUIkvA49XcMqlquAD4tQAnTcd9mL7mlHqG+ysVDYxwXUxK3N24%20SEdWoAXbxrx4jfUvkWlFHiL6jV8FhsfbmJY4hzmWRnDM25HEgHdiPi1JazaPUq4Zl/1Ryt3ju7rW%20aydUlFg8JmA509VyrFCKDkKbGm2+r/Hr9ENdSLyfItW0p8oRrSexiuojeMFtEIkuWP8ACu4UV8W9%20ldWKr6cnnTvrWmQ5TLnL5J74x+l61CI+hC02BPuXTsdO1GXtLAvcF+9tjZp1+PaOGh3q+wOx+3fV%20eKksPFWXInyzO8kcUs9UhCxryJJAO5O3Xr0pqiC7k9xsDy5UWytUTNx50qK9Q3t6DW2ewq4/42zu%20bzI2+LIku0iPnECEyekm5B418x+GvtOpb3WtaQvHXua1r+B8vuzsxLbG77lvLft7GBQtnb3LhpgF%203JEUe7SMBu382kd6a2KstJW/Bft+3fp9DjUulyD5PJXCBre3Zokl4mq7Qlo1Tl+7ybbT8ajdg1xV%20W6E3uTD4uZm/LhNFcRMQ9pc8PXAG5qYS0VBTqDpGXmROdLoQ4XvC6/MbWXLXLPNDwhiuJaEhQRRW%20NORpXx1i+oDex9AfRrFw23f2evIUdVvLGCR3/wDLZjIem532qft1X4r3Y3HWNzOu8Oz8rP3LnTBe%208Ibm/un9KRVdaGZmqPYR4ezU+XP9b9mLtfePQX77sS+ubV/wYzcyENNKZ2JdlHlfzq3t6V292i/7%20CfJvcivF253RDciQwIWjJIWjFdzU0PX36Tjydtu4GtFymT5ntbuDuS1srVkitflCZHDuxWaRqedq%209OK7KOg09eUipwUrz6bdwxWxFxeQmOtDwmQVUbAtyPXR/wB69DnX3Fk9g9z2URmtrcNFy5Nchw/E%20CvwKp266L+6tkak+UOv03xufm7nx1/loLqC1sELeo7H0pCK8AIwG33r16DSM91Wv6jqV6s228vrO%20+hUNxggNTKONFqfGu3t0NN1D5InuzP8Au3FWsmUtZIbm29IRUMhkKeoQSCaldjQaVbD2tA3x77Fn%20O38VibBBeW9ul3IFjlkccfLH0DDavs1T4V+y7ftrX6HUxNs1btXI5G0wcEUds88bkyiRY6q3qebk%20vwVG+r7+RVvi34D64ml0Dj5jIpx5RLyYcisishK03+KnKgG+seavub2WK1xed2XTBLW3jtlWo9Sa%20RVqem61c711LkyZbWiqhDK9iW/JG2M7xlt3S9yNKVdo7UBG4j931H9n3fr0xYbtRawFrrohQvB9M%205pmGUy9286DlItzdFeNSU3qKDzeUVO+h/wCpVrezBc9SzAv0esPO3pHhQcp5XO7V49adabf5dYvB%20xfHWtMyI3jWmMVr3r2LZRRx2s9pao9BGqtHHUeFK09vXT6YqV4Nlifed24PN90NW+gWCNwqkupKR%20pWp3+H/Lqujqlyidy3I7p312ukaomStUUKAh9aKo3p1Db7fyroEpDTjYsR934OfzJeRGgLHiytXo%20dqE+3wH7Tru052Oj3HhkBb5uLf8Ad5UBJP2j7Nd/WwO5HqZrFrz/ALQhLGp38fh1v9Vn0O7kcvm8%20aY3rOgdgTU02bYjYmlfHWrFb0OdkRSZGzLkiRSw8Nt0pXr+2o/w67tZjZDcXKyRAI6vJy8y16ldi%20T19vsGtSO+IMzWRs4IoLW4B9a9WaKCRVLEERlvMwU8RRdqn9uhcQYlsZn9Fs1jMn9UxcW9pJDdS2%20dz8xM7KeZBjNBQ/zajol37a1/AeN7lz6qYGN+8b6aIRSPcyRytGU9arLGiFVoCBIeI2bw3Ghy7Mo%20SBlzkHs8va42JjIlq6zdxNGQzloxRII22osPLoBu2hcGJCrme74rvIQ4hL+aHFW0rvPcXcpkVGFd%20m3+wU0O7ZvxHH6aN9OO5sRb3+Uskkv8AB3E3m5GJJ3ducMkiD+sK700xJAv3ErLWOPssjElrJdX+%20SvbgmS2lUyhwJeUaRAA8V4NuB4DQ9oasNveHckOI7Vt7fGT20N+J/mLi4tTUJK5ZTCo3b4dmB0yl%20ULs2ZQtlf5qS7yGRk44nHBWzF1U0Z3P4dsjVoWY7Bf8AHrrNdDalm7jv8VicZLYyG3tr+4ndHoxM%20UgVaRPxqaDY7DprOsmJbkmW74+vXZ8FswysrYWQAw3UPp3Nqd+XGpVuLe56ffrU09wiy395TvQY/%200Lyws7ye4Qq86x+m7O226pTc16gjWKpsot9o2uBw+DXuy8sxdd0zufy21YCO2sUJ890xY0qK7N/P%200Cz3B52AOdvcdikN167ZX82dZ2uJY/RZgoqq8RXyrUFdt/ZoqqQ4gD2E3cPc1RayQ2luiMl1fjir%20+mm7eZ28m3gOp0cJcnSc9x3L3UUd5FPS2vY42+VZwoknjHpSOaDdaivXWdvUOsrYIzdk5O4wvb9j%20aQIO4L+Ga6MZcoZrMkrEfN/F6b04+0azvS5OqmV7jI5P8ytl7jggtbuJgl5FPziuJo1oFWUKGZCA%20uxIqfu1lkUUsNzSdtX9lHa3uMyeAsJnEsM+NAlsnYpxq8lORUgkkMBxroE2t0Y692xRuvppYyWCN%20gsu99bT8gnrx+miyKfLUAkgUG9f0a1ZUC8TFfPYvLWc0wnv09GL8ArJQFwf6JoCD4fZre9N+4yuJ%201QnC9e1uQYgqxgjkrHkAOVeNT+7tprrItWh7lq/y95l7+CO2pGFH9XyIhWo3oD8O2hVEluZe3c9j%20VOyO/u4cKGweSctbTststyaTQych5YpqeUnjsJF3p11LlomthWTx21trX5DFJGbG8uIXQwhmVkJN%20V9qMp/gINKjUacLtfDPPW2zOsj27ddwY2cWH/M7BfnbRF6uIq80G/sNdFgSc0trWtxuNTsE+wcpc%20W2ZxuVoHggAaaKvH8SaOjha0IZTqbxq9l49AMdGnsgZeY+5k7ovMhDJDLFxl+YjKFJV5IoH4lSJF%20Wmw8NWOP6yjMvp1rXxGia3xd9HDaX5eOyurWOQupLmLkP6yJan4HFeOorb7vhkqXqYb2HeYq27kj%20kzEbzY+RGS5VSVZa7FxQdU9mr77KBmO/qaFlO0ILTISW1tk7ZFdIpLCWVwsd1BPtG4dvIGalCpp5%20ttJtjae3GtfqUf8AXVt0wFlO38rjplF9bSWEzUKOwPpOa9Vddh09ukPtsya+K1eUXsN3flca6w3q%20meBaU381KbGvQ6XerQuIH7Ed0Y3KR8FdX2oYHNHAJ32OsVvU1WaPZu2cZM6z4/8AAuU3VVqFBUVP%20lrx418Pfp1ctl1lFGPO0JncWBkggyt3fYsz3twS/zFi7IGFajnES1eNfNTrq/Fnqy2tldShi7T+q%20GKGDt/zS1aHioRIlUp5TtzjBA8q7mmntwC0M2KsLHumJb3GAx2XlSeWOjLJTcUV//iX+bXneR4qs%205TFWhPXsJHePbk5z9tGy/wBngZuBXxr5jXfckjrpOWvaoRNkpL24DNn2rm/TxfcN3EIIEYiCHmCV%20gkibh5Cu1T8R36/ZqTLR1pPrqSvDiS5e49WsFnLDFHclBDwYkseIYjiOtdQ1RVMMyH6r20cWYivQ%20y/LtCq2aLQkmpZ9j1oT9+2vU8ZfT7nneZ98GX3Mi3DLEr84geUpqN3XYKaeyuvQpVrnkksmtmWY6%20hfYWrsagCo+7pto51r1/cUtzm5s4MhjciokUSxKoigcgMz8wwMe+5JFNtUY7QpZdipCFrB9m5zLu%20iwW7QwtJT5mf8OOvQgE9T7lFddl8qtOXvHzKa0k0LHdn/TjASQ3Odyr5C/jIZbKy2HL9PMjcjfjq%20N58t5SUL3GvHXqGD9VJbeA2vaeLhwdpXis/BZLqQ9CQacV3pvv8AbrcXjy5s51rUiP752S2A7wXu%20ey9vHd35a/ml9GL1X9SaRyKvVKNxRehPTVtq1VQbv6ZPJbu+sLi4tJJkNtAXhVDDE79TWjlC3ifs%200mdoQh3cdqJoLK9kjVbahcNya3B5EIm7NMakioFBoqUDpind9Szm8dZ5pZ89hR8nJa8VeoIglmGx%20ihYKoL0NaU0u+ON0bekbo336Hs0/O5lUCcWUUcgXcAq5/n07w+WwcYC7gydqM/kkZEel1MD5qbhz%20X26kyuve9upPZqQcctZ0BMcaknqWpuN+n36GV6GScyZqwG1IxyGy8wa0FCdjrG16HOxx+bY3duKb%20e8fspvrG16G9xQy99jvTJEJYmp5BhQdSv6RofpM7j3ECwENXjNPaoofvpT7aaFwErhNY8SBwWWWI%20UAIFeIFB7OO22theoXe2T2z2sDVGSW5gAKvG7UKL+s+Ht0/E2mFLZBnscmQxYjIUSR1aFh7RQinH%20bzDb7NP7ZR1lJm31fxpuu1MJHbSAsJXbi3xOVj4sPEVB/XrvF+5h41ufT/Z79x2vaGDS4tbYGKxt%201mRJHBjCxKfNyA3pr0FWRzbPivvPu3K9195ZPKXt/NynnkjtgkjiOKEOVjVFB8q8VHT7TrHVG90M%209sc93FjpFa5lU2xqqPI7SRt4nzq1Sf1jQuvoH3s0Gz/vJd94KzXFN6N8bkAW13cjnJCrVUAEEFlH%20hy/Xot4BhGe/mE5ytnHfTKI8kJIb1pSaNH6gPAk1ozMtR7NLNTD83dElrbzY6MzfK3Fwt0lrNIZW%20igQlVWMk7eUa7tNdpCKdz4PuBLa4zksllZepIVuKFzaSSITGwAB8iknrtrGmamj2yxUFveZt5r6O%20fEwRL8zeIopcqwDKQT8IalWoem2vOyZHMLqS3cNpAXtuLAz20mRaFoby4m4YqKikSFzwCgN+7IOo%20I8NvHVte5bNj61gu/JX2I/Jck4D2bTQ3koVKcJBJ6dxHx3NFKnY/4dL/ALGm0wFtaAZkJruxy1zk%20LIMltPcP8q0gJjZCxJBBqKU0vHZvZMTMuEd3/fePvL6K1CJaJGgFzJCWVVZRQA09vjT/AA6bXvbl%20jKU7VuHYO/LC2gNvhbB5rhkoMneOZAC3QwwhiK1GzMT9ldMtZpSzbKqR7icflrmS4lushP6EA5XM%20nquAsleRUEtx5eY8qe2mkrzrV4mSb5BHK91RJaNBjJZZnKt6MqSvR3QcviY8a+CnYa6uTLfrAUNi%20die+e471Lm4+duYowx/C9VyA29VNT11Te10oky6SNZ/u3YScd3/mrVMYtp0FQBQtwrXxPTrpeJ/W%20vgw6KGGPqJf29h9R7lYDK17dSFkRwQGdLZdoivlqooRyI0Vl9TY9zAg3fcf5fi57i7VI2eLiGG7e%20tKTITv8AE3DalaVOssjlIrJgbnLfM5O/jEPoxiW3x42AYhFTmx25v19w9msa6I5+o04K0mwlkIL5%2047XI3tHXFIBI/pkV9WUoAIxSnEGu2t4O5KGc7iv8Zf2OQt3pFHK8d4qAeuYgCq8HpVSFJ+3TEgRe%207gsI7LJ2bvPNd9r3v9riuLVaSGOtJFb2SIdjXx1s9DoK/dfcdlc46DCram0YMfkcbGztDZxLUK0x%20BHq3MvWSQ149BSh0uq32Ok1HsIrie1/yjuC4s7bKeq8drf3cgijiZ4VljeKTiweQLvsPd7dC4ZqY%20hfm/1A7RvLm2sbgZu1HGadTCkttMspZhQE8nV67MaU8NEofsE2DO1+y5rm2HcGct2itbidzY41FZ%20XnkZypHHZ1gQndhu3QaK9oFNvg0PGdq3WPv57juaAXt5I39lkg4i2WMUMYZWosSKNig3pt1OkWak%20KrgVu5MWuRujN6Yv7S/uRaQzRJ6QiZDxfg9C7JyahotK6PG5GQG5MTeZCHH/AE07es1izM6kZWRQ%20AfRjbkPVmAqKru23u03tcnSbJ2z/AHfO0cfjLCDMk5O6spjdh18kPqMoUijVLJ5AaE08fDR9gMjH%203j2AMpZtPh7lsflYIVjtZlC8ljiB4xxSFWMNa/En69BfFIdb+p8n9wYS0ubm4nuZhBemYR8ysk8v%20InizTN5mkqfFfu0it2ti62NdAdhO4czhL64sjdyqpRojbwyFkcsKEjqp3PQiutyUndA0fqe2OXnt%20oOUoRYJeZkkj870UBRWvmXcdNA6jnRtTACzGUvr+aGCWc3M8Kr8ncAVMka7KD1+AbabWsbirWnY7%20ue3bi6sY5LiBIbpAFHpLRSABtJxHEN4k/p1iybhPx217gWOyyti095HbrPBAxiklK8olL1Ubbb+w%206d3J7EvbarmNz23zGYT8HGyzRwxFpAGqY6UAYtXbw+7Xf1p7mPMzSOwu7bjI4ZcXflZmgYmEcafh%20Oa8EqB0r8OvP8nDDlEOermR17cyl/jMtbTWp9Yw/i25qT6iUo8bb79dee7ujE0bTLWUxmTws9pe3%20DqTdyLdxbBfTbl5kYePHr9h1Rixxv6qRyTTKmJy996t+JVFwbwylaqAVjaoDCnmJ6jzezbQ5HMJa%201t+4fk2UwhlsFsLjtJbiCYy5Swk9O9gb9yGQgRMnTZSKHr130+ta2xQLS7q7Hz4F9OZJ0BI3LECp%20Br1Pj4UprWxAxYWa0v7iDHZS6kitoq/LMImuQrCrKqxV33NRo8VoY/Dboy5j/qJ3PiZJ7dLn8yxr%20SEfK3qiRSKkCld029nTU1qVsHTPaYe6Guz/6L7gtrd47uHB3V5X0bOeUNA7qN+J8pTevs0N8N6rj%20u/Udbx0967ME5vs/L4ucFkeMA1jlQ1U7AVWQbe3SVWeOSO+J12ZLiO9crYusd0TeQqRxc+WVQvQh%20qb7e3QQ0wFsPuI7ww+SCo0o9alBWkcy7e/ZvZtou5N77DK3aZF3H2PjsxamRmkkVV4LNCeDIqktw%20I3FK1NKafXPao5Z31Ln0zxt7gMZd4ya8+dsfXE1sAKSxkpSQSL18BuOunLJ38GWc8FrM32CW6R7q%20cjj5SEUkciPINunxaC+/IbxxWT3uvveG5zlp23ZUklBMly3Ivx4IeK7dWqa0+7Ufl2TptxqDfHs3%20eAxj7aKOFVyEom5xH8RlpuGp+6D7DQnXmxttrX8F6kxT6vloM6sVp5lht4lVeRbjUHdTXcbdf8G/%20reFEb+pJlqv7Jeta9BFMKQy+kiCPju9PFm/kBqvunfWvwIfJsnb2RKDIqPIiliic/L+6oPmY18P8%20P6OlvWtfETWuta/E8F+beRbpY19QeVZAAzjY0IY9DQ6F4m1u9h6bKl1kMhlXmD3kxmiqqIzNxZD0%2040Oxp8XhqimKteEXYrJogtLSQwoQKSDlRh1qAR9tdH3bjrpNLXprSGnDQXeVwl1l7e3i/Ke1rVp7%206fyqWmlIosjnq5agVfZ005VJGiL6Vtc3ndePyF3Lxa4d3tLUsaiJBV34+87k6Xmb4FXTLuIzuPj7%20sF7lo5J7Ka4m8kYDuCR5W4E8mG/Qa2lJUyMxcBvufvEWXq2WPsbF8WgWa8urM3Ccrdj5Yrk8Q8Xm%20/rFr7q61JTtybbJ7DV2TjEFp/wBRdw20Vvjb+N5sZioFpBGKeWRIzTzyKOp8Nednyy4kS2Ov933J%20PfXeXcWz21ow52aOrD8MyEUBIFenXx1f4SSbXsbTkx/vm8Z+88/G91MqrkboEKxofxm22Pt1Hljv%20e/Vk1uWL7QxykFriQk0AZyxB419+hVaszY6FihAKyk8t/Kpb9hP+LXLHX1OLltg8kz/heqwpWvBx%20QGpp7vs0NsVfU5IlmweXYAs0pFCeLVoRQ+0+7WVxR1Og/Jhcqj+V5FVdgalaU+w9Ntd/UzUcw9vZ%20i6LiKWVmU12d+m4I6+H2a5UZsF7F9jd42s6z2UjQSbBvUaqmv8SnW7oNVHPDYu8a8+YyV6j3kEYV%20IYDRUqfiI2FPu1Zis+eo1vYEdzYy6ydz8ksH4MMokjrsBKzc5FBP8a+0appVLgbVI+g++ctF2/2D%20mMghCCwx7+gpP73p8UAqaV31S3sYfCFrZRP3BHC0hjF06+mDSv4h6Cp/ztLd9gsa7jfMB2th7xiR%20iIo7CNUilgkNI2DbFuJIJB/bqTJmhliwyCO8/wC7327fkXXbV69hdoD6dhMzSW5NTspbzJ1+zXV8%20uOUY/GfQy/v7tTPWGTx9rkrWSGK6ijihnj88fq8+DglR7RVdU47pqUT2UbDne4XFQdw3MDxkrbxr%20DCH8wC2yopkZuvNpJDtt0PTW90mRvuUcT9OPzPslruK84ZCYiSBB8IXmeKvTevEV20N7wdxuzjvn%2008N2vFiIWdDcAyXL/FJIFAFQp/dOosGLuyOzE0huQb9MLW4vIZMZLCRBcsJ7G6YCgMVSwHIV6JWn%207NVXuq7lTr3OENOQkytvd22Ke4guLKSeeCa0gjYNbPIhaoduoJJqvgdIyfVWRWWkFfvy3ubf6bRk%20AG5tJIIRIOhUtxLL9vHU/h2m7J6P6pM37fwkGQjnsoYma5kKpG2zMX9m+1TWuvTtaFLHNpDZkYrT%20tXHR4y1T17uOjX99uxjdusaUPlJ/l7dQ1nK5e1egpfVyCML3Pk47y39ciTGCSsVrIQ0dT8TFagMT%20y8dWY8FU5CaDGUvLKiJZxxokVvNDfww1TgYiHR0Yj96KTy/Zo2jUS2dhBLiY1t15XeSuQS46PRVU%20uP8AOHUe2upct9/gIy23N/8ApDHDZ9yWuNgoBDZStKAPaUCjp4b7a7xKvukLGtyH6kpgrvOXdxdw%20n5XCX63OQUkirfLoVYSCjBWHxIDTb36ou92ObMm7Z7cn7jzn51lYvle2IHknj9TZZK1ZarvWi/o1%20gQW7js+0/wA4juHzVuuNt6y43Fjm/qTKTwlulQeVFp5U6t40GghrcxuQ5252HJ3B6OZw2S+YSGhy%20sz8uV7cSMCyJK4VFCr0UV6fcB7JNVoM77+CYpry3kD29xbXTRKJF3WPcKdjTnT3U9mjVtzIOe1sz%20ju1+1o8jfWQyRupjJZQZB/wRx/8A1EVuBUryFGLNRiNdaXwaxVOfs5Lz5xIQ1yZS7iRQp4seTMhT%20yoFP7pr+3RJbbmMcbzF23dfaFzLa3lzHL+ZwSXU98quqsbdhQegAqxqBXp4axQnuLfI2dv8AbWPw%20uBSS8v4pcHZxh53ux8qomK8uKyn8UxE1Zl3J6KK10EzwbfIc5D6pdm42SL05ry/v70K0t/bwIRBA%20AQjQQyMgRBXyqd/b10tY2+QKJtSwfdJZ5BIxhr+TuCW6CvZZC+Ahu4XcUeiMV4x083lr7tEtmPVY%20OsTY4vCJHl7q6F1LaTyQYKNyTG8cFRLMqMd/VuOrH4uOmzsEix9E+78fj+/MhncvGxbIB4LrIzln%20mVpPxEJToiUWjezTK2Oddj6chzeIlt47mK+haCVeUcnMUYVBrUj7fv06QBE79+sODxVlPZYWZchl%20pFMayR7ww8gfOzeLCvT/AB6C9uhtVJ825WJb2We4tmmEsb+pO7vSWL1D1XjTklf3qbE6ibe56tX9%20MC9dQT5WWa4nuh8yKNE4UKxZ/wB+StGJ3600aukY8bbnXuQpnruCN7F4Cl7E1XC8TzK1+IitD7/H%20QvHvISywvcq25yOVZoJJeESDlHOiAKaCg5MoU1XTHCBXdd+gz4HILh2t48pBYtG1BHcFPUdox1Uv%20IXVTSgU0/wAOpMtO97Noem0oben/AJ7bB+Keyhu7iGSyiuIByeJirIpA8VZTUjjvU+Pv1LZX2hwZ%20fDbZp/vqY/JxD3BQsMJnYxiSbnC4kyGQxxSLLAWJqaK6eX4R+9Sv6rMV71W7kkvhsEz2n2lfZeNe%202cjFbPikjupIL2OSBnhUhZHd1/DJP6gdE8m2/BLmonsxkucBkcPf85ldbNmEtrcwn1YaliSpdf4l%202NdQ3qpPOiGXe5L8X+Px+LFWlguSgmrULFNsA1T0De7Tu6K79B7c1kHzwLbZKSGOfmFqJJ6V/Dpx%20ICrvyoP0aVj3TbCx4+5NsjW4yuKuLPJRWrR2s0bRQz9YbrgT61vIf3TxZeNftGto3VdyENuu6M1t%2042x+TEU6AmNxziPXrRlNfbo25QpoN91YBLe3gy+MJERCl2Soop6MPGoJodLpc5MVMheJa2vzLgua%207KBuzMafzfq0/Bj7rDMSl61r2BFlcMMlDdtGs681b5d1IJ39g26avtWUWqyW5tdh9U8d8vDaLbyY%20hyGjnx93/aMcxUAAq486VPv29+pL+Gnv6a18B3emt0dyXPYmZE59eLHZCGhm4MzwUY7EOQDTy7mn%20l8dS38a62E28ar+1618gXlex8lDSZY/Wi48oZYvMCpp5lYb00h1aJr4muQz2l3jb4yye0yt5NYXs%20D1t7wxtcQyxE1MVwoq44+Djw0VFX4MGsQaHhcnY5MC/sOExfkrSWx5RsQDvTYr9jaow131rXoGq9%20UQZ6wt5sX8vKlGpUtTz1NPNXWureviY5gyrsW2Ld3eclmt3m9Q+0040PXqCNeZ5doruH4ym25uVt%20IiooeJpleLi8a1PxsKHbeh28NedV7Hpswr6qmWPu++X1FVUt4GRSAQFHIiOq/CRXXs+Kqun466Hn%20eRf6nIiKxqW8TX9uqYIlVt7lK8yD287zWtwnExGCWMsBVd6ih9oPUarx1cHovClVFvHW8lxZIyGK%20SOPiwHqRgsFatKVrrLLWtdeSX+s/TWF1+bS3kTW0ELVdQJ4yVFa0py5bV9mt7WqlCW0DF25YWeQy%20K+rfQxFAfmIRzZq8dyOCEU9+l+4ylpUEEHblhAk+PHd+OjtL10lurCN7gxSSQnyl4wgDU/paprZt%20G2pvsMfZNlcp3oI1ubS+sorWeSO5s+IAKoAoKkLIux+zQ5rzUmyqAS11n7OaW0xK2ojeYTCRUU3M%20b8eAq1CwHUgePXWY/tMpxsaN9NcJa3VlJHPGGSGQzZGd1c8w3wxyMxCOT1pQj76amz5u1QtmbZjP%203EwyF5bxcCtnbzKs8a+VESTons5Upz9i0GvNq+6xP3TrWthr+mGVws2fyGOsZUkntbWNpVj3VFLk%20KoP8w/Xr2vBxtS31HY0fMvfWUvoe+e5ER0BXK3nHkiseInag3rUeXx0jLjTu/j++tbCHbfgCw9wZ%20mGeWZpKeoCCUTZRQHygLxHu/kALxVjWv5+G5jvuGrD6qd0WXC0kNs9Gok88CmSu9FbjQdRsaffo1%2041WmVY8q7eEe5D6wd1QNDFMkTxmppHGoB49Vb4vi23GhxeLS0yjceZW2aRWf6zd1x8TDDbNG6igM%20G4evhuSTt16ad/06TwMmvoEpfqRlsjBbW0PzNnlZmVZYvlofTSOo5834Aio3FDtob+LSqbgZXtlQ%20kUrzuHuP52SOyupYrVpGRmjp5NwAxoB9+3T7ND4uFNSxCvu9lrWuSGxzXdMjCA5m6N7xlkWW1JeK%20OOEEl5CaAoviR01S8SGI1Pt3H9xt2hg83ncibia9nkhEkSKJI3Qn0+bKo5qwH7Na8ajYG63gPX9s%20skCsziSONlnV1Xi3qxtUFqeO36NbW64A2TLH1y7wupfpIsd2Et7rL5KCwdICxThGfWYiu9PJpuW3%200BdrtsjMD9Pe0crY2vcF93FFho7dVjjt5FUSAREMtOR3Y9fKNTYsjgbTC09y8vcDduJBH2x873FG%20Ku012UiRYeXJnjZl5cevgAOugvRW9iut4+Y69u/UbtXM3EmO9UWuVU0ktZTuzUr+Ga0Iqw+HUt8b%20S4/IfW06+GvzL+cWENDCYjO8klIoz5hVdw25NN6/d79F40t7C80Q59Nfprec3sbW0yfc+QS6jcoh%20k5uCTHy9QstKj4qyVP2avb3glVNtgn2Jas+Chnc/hs7kLsV8rleVAN/Ko1PmyPgkz+gi53HZHuzu%20iRbe4jgs44+Jbi1REjn4aA0NFqPfrcV+1b8jcWPoFe5s7gcHDj4cZLFd5JJEtobVGVpS0rDzck8o%20cE+OxrrFV351r9R2XZe6D2Nt0zGGucAsfyecxhe5sb2QEpI/Kri4NNuR2evwn3U0VPyFVt3L3OcY%209tlMLc22UiEighLm3U0pLE3mAJ3A9mp8ePsyktKxYXbPBydsZLJ3ECwQLkZkgwtmHYhpSpYySNLV%20qotem2m+RZ5H2L5h3UuBS7ywN9gsrbZC1nd7XNgNC8nVpqD14nB8UdaCvtGrMS2hBdsKClb2OJjn%20Hzkj2l1BJH6mOZQCys4D+mwr0BrSmt79zYRoWf7aM8k9tiWR4iOSPITVZApUcjTcb0P8+stlrIut%20ktjrs/C/IFGuUCQ45SygkFfVkPJqNsOP82pMm72Evdj/APRHP3F19QxZ38StJJbXc1hexnZkVo1e%20KQb+ZKinu31Thp222Kqx2gv6swtN9Qs1bTztaWFzPaG5oSY2VIR52UVHPwoeo/TrMsyb0BuZktLL%20E463lkeaxuJGgtrgMVSBkHIRelHs3Kvmf7hoHJyaBtn2onc3ccNhZNNH826xwWqw8QI4jV5Zpf0s%20R4dNGk0ZI/fU/OYjtLD43BYEcPyscWvIyDIZFHI0GwYBt2b9GsdoO5MtN7N3x3CMld20l5Yyor30%20EIPKWRDy4KOvEUHNh0X362da1+3ccAq5jvc9kO6rmaOItjbOO4QKoWKGK3kURoqbcFp5VX376NAu%20IF2wXHZK5jsLeX8vv5G4FJVVo2oR5lk2IA8QfDWttGrc0/ssW3a/bJt7qI5G/numvYLIr+FMlvDw%20SSXkARDzaor8ekWyS4FWe4pd3dxwZS9XIdy35yBB/CxkPGOFPFRFGKAceNG5Dbr102lfYNUS3YO7%20bgmvTPkLm7s5Z5n5RY6UskCxtszzFRtDGqjyV8x1l7QNQd7Mh7fuu81fJc7t7FzJ8wOSWyxivBEt%200rXkWqoroLPbgJQT5pb3J2xEFoZLd5DBauxIKWsL0Z+tKlq0UDanv1raQeOrtwb19I/o3g+38LDk%20cnGuRzd+BdSvJyaKP1F8qxoaVPAUJbrqmtFyKduhpLYrFOnpvZQNFsDGIxxoAdgOn+X36OAYMO/v%20B9o9r9s4GDuawiTHs1wsFzbQmiTNIpKui+Ddd18NY0amfOWA7wzOPygyEPps/qFmEq84xHLUSREf%20wOvlP+HSLU6llMk7a1/mPzwYe5uL3K49JrW0EarJaSL6kiGfy+kk3wvFWvFtyF6j2S2X4FdbdGC3%20tcVdu1xPiw1zFxdVQsH4qAPMyMU2DA79dd3NKA/6k3OudfLrJKmJW8tfnLFWiSKvOJQ6JOyrVuLI%20VX1Aq1AYb+3XNdHyY7dvIsXd1icibZLO4lQvVbu3dOEjuW+FDy+ChpvvTTEu3oLb7uux2tzkcMVt%204kEtlI5+UVZDJJ6q1NQw48R05DprO1WU9TFZ126a1+4SkvspJcLdxYeUVUleJWRqdaUU+UE+Y7aH%20sXqFbNtwGu0cl3UmagvIMLK89s5M8fpc4JYXBWRJRufTI60/m0z+tLcivmb5HW4yeaa6snsDNibS%200hnaS1U+pHI7AyGIFwPUROiE/ZvqfLiVl7k2THPHJWfO2NxDCb5VtprpeHzcS0VjvXlHvxqviv36%2086/clHKJYfBXyuUuMLYA423DySkCLKvxmDcid1YdP5tW4b0tWEVUaiCti/qTd4LLXOFvVX8vuRHJ%20E0w9W1kMm1ZUOyVcHjIvTx0daTTYCmJ2pKK/dGHtO4caO4MUlLyJB85b0oSB7VPiNTqzX0slsnwe%20dnXUGTxE2KnowUEovjwb4x4dK6VkTq5AEvu7ByY9vlXZ/TL7TISKKwrGSSKUK7HVni3hyUY/pAOK%20hWKKTG3tBVibaelQABUhmX3+3XpNjyQ3kFjemK5Se3oC8ckZBWROpZl3rx/ZrIcG13RpXYl12Rc2%20d1PkbW4uMhACbS5jJhhVG8gHI08zVHKtR92pc/kKuw6tFEyX8Te91Xnrf9OEizsuQkkkdTCKivpq%20r0WnioptXUlaWu5YNsjtwtfmTW3cva2Yu2sO4rNLG5AAGQgb8MsRvyQeYeFOPIaLJ4uwt41YNWPY%20N5ibr53BZnhBdCo4tTc7xsGqQ1D4jSKY3O4Cq6DAlnn7W2jXLZA3QkJUMFFUJPlHOlWXwoenTVdT%20e6ehRxVr28l3dFLcWdxJME9RiWDOU9RuFSf3W36U15nkVr1LMFKtp151r+eBtx5yFs5ZriKYU4oS%20GRVTkWJ418eP8umof6pX0jnQw76uK796XqsvBjDEFX3BAaKCWr4+OvS8faiPJ8ie4zy/kmix0ssV%20fUqsYO2xfb2jw1fgomxeKm8iqbMyoQasQDVieh6+726vlIqhsJQSRW8kYCqEmQFkpUKw8rjp7VrT%2036CykTapGBFFOzHxai+J93Sut7Q6SmaH9MfyufI3M109GgRFiuFYrQuePErsGHt1B5CdVsNmH3Bz%20Ldm2f/TgSKS3gz1rylY7szyKxUIXPprR033P7NB49rK8v7Xr31+VuW1LU21+XHz6/Mg+iWJyFvk8%209Ldw8UtbThFKDVayE1Xl7qapz8bM8vIwn2U1nJ9U8baPYvNNFMzPKK+mvGIkeWp/WKDQN9tZCq4R%20pXcvc2Kway2Noy2yR857hkoQhfckU8pO3U7D9vk3u8loRNa/c4W5mOS77mz6S4nHySwY6RD6TWXK%20R+VSxklIALjxJqN9ehj8dUU2e4ytEuRy/upW9pD3N3EA0kd58pAJIHDcGX1W/GViKbnagOvSwZO4%20dsL/ANQ+x7DKd0Zq4xk622Ra9uDJC9fSkYysCd60J39tfs15+S31P4shulJm01rk8PdejeWzQOpA%20QMOSEEgDix29g/wmuiT1rXwkF1DCWuKzkAiIW1u+JCOnRqjxU7HavlP3aDuddzU4Aecxl/Y2rCWI%20tPFRonQijUoCR7/dXTMF0rDMVoZTw3fdziZIzPibe4jjk5KbhVqtTvUL1Wnt8emvQdZKkzQe1O5s%20r3b3AnbN+lljY4Q91GbUM0spCllZGGzLxNd9TeY4pKG42t2JHecUeN7iv7eWWWWwtH4wWykB5XUD%20kz71VCTrvF+xCaLaQBZ5zKSTmWOsZvOUBt0/qvQ2ZkKj91mAr/FTVDr7jFaB+7Q+q+fvLP8A6FnW%20F8fJI35XcTEIYZQlOPqDYKSNq/Zrftqc13Gk9tZrJ3eBdL9PSyloflrst0JA2cdPt9morW+mUDbY%20F9yyXXc3bscmReOHGYGV3sIIyS7yqSsnMnZmfans+/W3yNrYt8alUp1rUGXdyXYyOAxmRK+ndWjS%20Y+8j+HhJH+LER/nK+38qFjp2uCLufczvF9+Z6XEQ2UMI/sdFnu1FWeB2FEl93gT4/r0bpuV1vsaF%20PBksnjYmk7ftclNbUuLyZnHqUc1/AKDkfg8v6/boGoGVh7hrsWx76ss3A2Wl+b7euFmNjKWQyQmg%20ZUkUVKk0p1212NV7tjMtm67Anted5bm/uI5UeS6upY04NzKrFK3nZAar5n4qdE4kCzioYmkte38J%20a4a2UtK8bQwe0yEFyxpUbsfv1PRd9iKim0mQLZZW/wAxLiJL14sfLFGLy6hLKYGCgu0iruyltzqq%20qqviP3CmF+j08OUmspJPU4n1FyAcCMgkNDLGw2r479NM75Bjf3NDSfKYnPNBlXDG9XkJUUILhFAD%201UdJF+L37amduy0rgXbZ+wRs7KKS7vpfR+XW8hEllKDyZWTyFzXqaU8NBmqpVkbaE5AmQw1hl72K%209tsgj3uFJSayPIytAyg1QUC8nZRVh9i6zFVpS+bBYq9Snd2VnmcT6OTxzzokhuoLKQvDJDNJRJkc%20n4QDR/srTTe7tNtZJEtp25Yqy3UttErx04S8WcoQhB4M5Z6+0131O8ragkyZPwI81nYrWN7eACSf%20i3pwIQW5UqvLp12oNbjo3uZWs/AEZe1yGJxMt1byreX15DynsbmRlrAXAJUAgmnRePTTsSm0rhBU%20qht/u05SO67+ZbdGRWtrk3EM/wDXRsnphfCn7xUsOtBquq3HIfPqVb3q53KpbRxJITHdQqyqS8np%20qqSsP3gCvGml5F9QXQzS5xP53Yi3u7w2a44xKgjj5TTKQ0sojjTiOauWWp8KezQN7GGk4mzxP0+7%20WkmdBY5C/VR6XLlMqEeWL1DSsrAVlI6eHTXPbc1GP91XU/dGVSGycW/zEUqtNQtHCisAytTxKttp%20NJbljG4GTubF4v6ZdrQ2mGJizF7ETf3soDXATjy4Cv8AVfYu/tOqkhMiB9FsR+d5vM4y5ujHZ32P%20mluFrUzyIeaK3t8zcqeOtbNS2gnxcGOwFhjGtII8h3CFaCcTRloTJFIwbl4hY9lb26B77a1/kDPo%20U8/dZPBvJkM3ercZC/aO5W0jkEV1IY6en6oWohgQ9FHmPgBov60jUymt/ju+7CPjFHbdw4qKaZ0U%20cDfwk+rIqKAeUkDFiPFk+zXcdAtgRaRxJeTWtrG01nMoeVgPTSGtD1oARX+KldZZ+oxIMY2TK/nt%20LL+zJBAFBpwnYKtPWdPaeZPm0EbDO0uvJkbTBS4ayeaaG4umuFcEM8UnEF5Fb4V2I8tfMPfoJ33H%201X07cn0B2R9Sc1iO1MPBnrF76P5RP7bEGFOBIIfku3w76sq4WtfoQ25clnJf3hsDApWzxs801PKJ%20WRQa7VIWp6/z6JtmIwX62/UPNd129rPfSCO3inrb2sdRElVJqd9yfboJNEXGdvmYQzTSt8s4JKr1%20I8ApAIqOO+kXyllMDNk7Jt4l7XyDGD5uy8ltJFLRfUA8xIkHV12NabaHHWZC8jI62SWta5F26XFw%20206Wl/Jaxc+aW13FyVFRT5eaEA0qevt0DxwxtPIlb8h+XEQWsVrj5SjlYo5rl15cJJpl5AhadESg%20G1evt0ePEibNmbewJyfa1nP/AGeaApGd+JHBlJHVSRy8NOddhOPLDEq8tMXawT29nHcSmNjCYpmk%204qR1I2347+46RvJd3VjZyCFusgiyWokljjcBJYk+Gvw86E+H6tMVEJeRoIW1hcQ3FrFAzGB40Wa/%20LtHDQV8tQRStQN6aImkYYO7szhGgx81xFkbFQGkjmAmVbhqs6Ry+yOoA4mmp8mNPfqHVxyPlld9m%205KGyOQw5V7qAXUVxbS8JIxMpDD0nr0KHYjUl6ZK61r8uXb0KaYuCJ5U7Wv4ctjt/Xw94whmPJgSE%20BFCevGn69Ttpb2+lgWxp/Ezz6oZ+9tO6zY44FUMFsy2jxoW5Jybgdm3DE69DwqJ039WbjydtYCuE%20yeTwWSju7VjfWkihbyBU4ORTzEIvlNOo0rJeuT2sSNqwwZjHnB5aHN49SLC6PKSKhojMa9DTyvXp%20qZfUoJ2gj3JZ29/hxdRgOqL6ntrGfjU+0jS8VmnBtXBkPc+KurYtf2shNkxPqUAb0d6UK7eQ+B/T%20r2cWRWW5TW3Qc/p7FFnu6sPicjYwZHF5nGpJOzEqYXtgyNMhADL8PHqK+Oh8i/bRtD8UdTQ+48/9%20O7lrjsjFX2Pwr46MpbTzRF05qpJCHy8mAHmLNufbrz8Hj3vbvvwZZu5juQn7gy0FvZw3VpKtpWOK%20aEG1mkU7AP0LbdOWvUrRI3ujbWvYq4zI3eIuV+flkgeBj6UkbqSjBfIVLAj3e8aO3BiaHPtLu/O3%20OXxkT3Yew7gLxTB1Dxx3kLHjMi0UIT5eQT211LaqDtwbFML2TFm3nTjeqerMAj02DoT7dtDWk7CU%20kueBCtbDKxd+2El5c+u3y859NSxRCeNeC1rvXrtqP/0KxjfuymlpZrMCPIPw5zEyQV5VAp5z5d+O%2037NeEnsPUyZX333zd2PcGQsLjG2mXx0UixiGeP8AEHJQSBMOTe3cjw162Gk1W+vy18CTJnSe6TEd%20O4volkrmSyyVjf41w4LxxTepCWU8jxcBm91NXLHnpWawwsao9oGuxsvoBdWny0NuqEinr+tKs4JJ%20HVyAWodv8Go8mXyV01rUlCtRRP7+wq90/R3Gupv+z8uL5+VPy274xSHkDXhLsjEU6ddVYfP2i67S%20e9K23TBcP0U74ee3MyR27TeT1InEioDvVnQMAR7tVV8zE9pFrE0GYPplf2bPZ3WatMVBy5XEryxz%20Sv8A0lSMileOwP7dFbtsF2uI16BDIW8mVwdxEMhJPkMWyxSXCzqkK2yg/wBoKR7t+H+7y66Rjara%20GAm19LGfsWxv5e3Z3xgS3h9L02uJwZLqYIhoaKeEYNaKv7vt0Od8iMvISh7UynbdtdZ/1FsMhljR%20wQJpVVvggi6hWIpypqPLZvZ7IGyaQuX9p25PAZu7cm1uQxf8rtH5M1KjlPIpf1GJ/RpuNpfajKv0%20Bdv9XewMIfy7tLASTFuVJOIjDhRvVt3Y6c/Gu97MOtG2P3917u26zHdHcNk0ccVtb20csUSrVlMk%20zVHM7092rfFxdvzGqsCb3f8AULE23fOZscnayKRk7uKG4gBl2SVhVl3b7euos3h27nZE1sbbkuRX%20uGzVsYBNBlrdd2jDD10Jr03BrpHfavKFwxdyHY9zEzXWDmMyKSXtZKrKhpUAD97fYadSyYDgkxuX%20gvVaxycfGehRlkFOXhRgdLtSN0cgT3J9PMbcqtxE0luYg34kO9BWvmU9RqjD5MbMfXIedmYSTF5S%20yu7WZZ7vFktZTcgJOBB5xspHmG5Kjw0/JZXUeo7HkhhPuD6VnuP187gMikmSnd5Z8fMSoJZjsHPm%20HSm4poaZO36bINpJwuAW/wBPoccY/RQjIxoIvkbqiJJQjlwPQVNePm663/sNOGOVE1K1r/EpZHAw%204+JJLfEwzKqVnj4SeSYk+UICarTxOmK8gJ1+Aydjd63F1k/kMtbelMEYR3MYIUoRQpMv2D4tLvQK%209FZDRiVglsctj41Vh60dzEAOQAkSldx05CoGkY+NzcT+mBO7h7fbH575V2ZbfKpFJ60ahuFxaHmG%20ANd2Qsp+7Vci7rcR7SIdu5+4jS4Wayuw0dJqoVBNV5cxtT9emW3Q3Goe/U1P6fXFrhCLzIZC4jks%20YWWVEo6On9cIRGOXMxB14lev3aTkUrYavcY+0e/I+6pszd2Nr+X47HxsLeFlZbh2AJMrsBxptQAG%20o/b1MbqzMl5Qm/Riwylq+byd24ihYGGWSgpKzyFwvLwFSPHS/IydF1E5bbQGr2WbIdzdvWBqJbgv%20fXMdQzRJ6nFVqOlFj2I9uuxV7QuztrAPvLW3su+8wtsXto76WO4We4XkVMqbqqip4l+mm2rPwNq4%20XuPuJjtbaJIrRBLK6glk/Dij8asdiu7dB1rru06SpnrWyurNuUqm5Yn5a54kKklDuik191PZoL1l%20A2pKgWe2c8mQv7SIOAheS2vYty0cwXlxFP3WC1GkVlTW3yJ6ythgzd3HlbK4azAx+UMKWUsscYqF%20hPkoV47shPjtX7tF/bCHOyrX3KfBUYeozTOo4ryYsWoPEmpO23u9tNKtZ23ZDazsLXdXcOQW2YWU%20TlHJHz5X8GMq3FhyI3app7BpmLE2HjpLkFduOsncVxaNFLLZ4udQbhgS+4p+NWpbz1366NtpQuod%20qI9+rWM+ZjTOWRZmxgS3vYlJH4MxPFlWv7rbNT26pw1SUBJQF/7r9xO/1iTmvxYu6WRqGpKtFR2N%20PiNaE7V+3T6oI0/6x3UEncJnFyI8rYn0MatvzMgLqknOYV2C18NT5Zk1NEf0v7RvBdT91dw3I9G1%20DGKZdoJSSG+YVSAaha0r411i4OYkfVbvL83vJbynFYQYsbaqDzBaioqr8XJvHSbS3AVF1Lf0d7Vv%207UXOYyjenjMQJDfpJWst+CrCHka0SHq1PHT8eOWBe/4iP9Ue5J+58jcCKZnmZ2kMTMFVIK1q39KR%20zsBvT26O0AIh+iMkdt9TcPa7+krPHOqg0qUJHKgNfMBrLMYuC53p3BjOy+8u4KW/zmYNy4sLZ6C2%20gDnnzkFetX8oHU+OtSBbMgu5rq9mkvJ39a6uGM9xOTuXJqV8dqHTGcmFLC0u7W4hyFrP8pLZhJ4b%20lKgrIg5ilR92gsxqqNdnenLzm8EMcFnEFmykIYRwyTSN5lVWBoabhf2V0i1WNxxMBxPlZstDfQsM%20lc3FzDFa2KI0MryGnGKQq3JabACtNvu0KUjbNJeh9NfT/wClHb/bFgrTQJcZKY+rL6gDwwNIAzJC%20rbUVh8XXbVNMUE1sjY9cQwKFRxI3TiCPA0pQ/wAfs06BcHzh/eLwuE7fyeOyNqUs1yKSGW3SioJI%206AOijpyDfZ7NDZHI+ds9mPnysUKkW8TVBPV2IpX7vDQwEWe281FaRSx3DSSRji0EEZ4lnJAI6MNT%205KNl/j5NtzV8X3FZQYB7F5HjNxO3ygYcuPJQVWqmg5/rOswWUQL8nG5lcCv3BGYklSb8N9wUYUNa%209eo0x7ioaHDtLMQ9wDHX0DqJo44o7qPrSW3QIQR7+IO382tooF5YkdMLibm5unF4y3DylVREJC0q%20a15dAQaV0VG0wb8SZb9XbjKds/UPMz4TKejbQ3MSS2asKpIYVdiI25KU5V+/w0LhsbjWyk9t7m07%20jxX5nbY+xF6gpkIYrWQv5vjeIwlG4Hqyndfs6LahsZMg1Lc5Fnx7YKU2scoc3xWS1VEGzV58uYXj%209p1qsvUXdQErTARXlpHmLzH3OMscczrjLZyDNdz1Boijoq7NIxFdwq67Zbi3Zwfu2rPu+97zmyF5%20i5rW1mSge5Qq3FD+HxXzdfZTx0F2oM7lJ73RgzaZXmA0fI8o/wCzGoNB5ld+I0tv21uF3Mq5OxOX%20mkxst20F9dpG017NBFKeDoECiWqyozbkgeGhw2dNv9I6tJrMFHtfIjKn0PTFzcLxC26DjMXZqUX4%20a7VOiy+Mm5qQWw+g6pBkLUSWNw7vbkcZLW4WrKCeoJ1BbE6sQ00WO3/mLR5LCVS1tIedo5NdzsY2%20r7VOk5a7ygIYl9w4+XC5mSCEg2zgSQxuKjg37vsO+3XVuFuJQxOBr7Qjw1pJiXxsQtYrt7mGaRQS%209mzkSyKlaUhf3nb7NNvZ5EV4bLdMRfqZ9K7jtjJi8jumnwt1IWt7mRSzxliT6TOKmu+zHrp+HOrK%20AlyJava2d4t4t9dQzAh/wUqQynZl5H79PTnYJhOPuCO7k5qJ7tk3lMwRRQ0JrtRd9bDMlSGMFnPU%20VVkcveYydb61iijCwKke8yhqCr8RWnu1Plr1CUNH0q0kN9jYyaOrKs8DjegdQx/0tA518hfK9xMy%20Nn//ACWxniQtLAHVmJoaMtKdG2BO+vP81zjDwPYebAERqcwyyOUX0BGCAg5Hb7a9CdeNwtiiTOPq%20fbXiY/I/klsJ8hdXANw6hC6rIArBa0C8V9+vf8LHXsRI67s+eLzEyY+b07rg1wRyMKOsnGpI87At%20vU9K/t16ygxqBk7Yw/d2cMlrgpuMqKZFd6Khemy8m6M3Qb6xwjgNkj3VFN6GTubj11J9SIMeSFTQ%20hkAXjT9msdUwnJf7a7r71TJ22Ps8oyNeSehCbjzR8n+CvWitsv276mv4eK3KMlmgnvfFS39haZGN%20HurmFPWNzAhMN0WZHhL02/E2U/p1Dfwr1+xhp2rvI1m4itb75N7ZIbqBCjwIApIcVowFOQAG1aka%20ivbJR7zAOTut9y3GDBd2YfGW8drBj/QgQ8nSEdabh6EEVJ9unV81dUKVqvdgD6iZfO50xnCtbmJO%20JZriUiUgg8uCmiin6dHjy425cmtUfXWvyE3I9hZO+YFI1VqEGSOVNq9Rx/hP2avx+XjSMlIX/wAg%207gwUgmdPllUkp5N6kUqGatf06fa9Wtgkaz/dGswnd/c1x6TxubOBZOTK6sTKSCpAqNh00/G1wYnu%20Z/8AUzHX57zzHy0IEk+WvpjVqL6STuCzMfeRtrrAgK/sPyhzPcHjcW0InFtAPTZQfKZJW3o3uP8A%20h0CSt7nWqTYruXuy5aC8x1/DNZcgskkjGQ24OwWY0WZN+hA4nSMnj19Af6Uxnvu8u0L65js8qwmn%20LcI72BW5qaUYsV248vbpCw3W6F2wtBSGO9s4hJE/5pi2+CaPeRVpShHjT3amdZ42YmAXk+3obhGy%20OFNJBVnhSgqRSvEEgq/u0eLN0scjztzvyBZjaZCqSRjaYeV1IPmG9Pf5a9dV7pR0H1s0PqZCxytm%20iXix5CylUGN6BiQRsynauhdVJTW/4lWfEsOUlnO91AhJMErN6iHoeEh8wFD0eo0P9ccDLJXW/PqI%20/cOMxeSkRPUnsb+NqskQEazJ4q9DRq/0TptbtcoV9VXHKLfa+Ya07hWCRkhuZLZYWgYcUZ4noAP/%20AA+3SsdpmBvj7yN2fEeWt4J4SsOTsJVukhcE0UHz9T5qjqPDT52NyUELvTDpc5hZFyE0cF039ohk%204tGyshdPR5A9acR4DRYrfSZj4OZcbk7Hty1ubK543drfPLHK6ihrCvLlSh2UCpHj+stmM3Ww09vd%20wmfta7mKxxXN+j2rNbsCrJHbl5JfLQihoux6nXPYyWGbLFR2mIsrEx+gDCt9fIATWYpWlQKELSp+%207w1FV99pAx7uQT29evNm77JzxhrWJYcfZRlB6iytxAaNvABGPIA+Gqqr0GNEHczl7iHMq7Hk3yEs%20pALgwsXilX2lg21PYfHTlUW3uWJc9bQ2vqPMY7K1jAdS3klmIJ5NT4t9/tOudTU5Al5f53OTG4KT%20WVklHhQVWR/T35sP3Y/dqe94H1pKGLHw464trTIwxLDfx8U5qvEvH14H205Gh8P2SZLk3kwkT3V3%20b20T3E0qIiAmSZyFVQfa1f6J0G7ILOeQDlXusn23dZOyufRx1OEUqsqyzOrDyqrdB5vtPh7dU48e%208sbjxbyyra5mG2vlh7ktXfD3KxLDOhJh5NtGssaeYBaeUr99dPqihqBgHbYsYru7xkxvRlrr5i4a%20oDRqxJKmh3VKjp9+uj6pBiXIKurpbY5aVkjufUS4t/k5CeDxyRKY2IHhzU1p4jW12YT4LH939TF9%20fZ4VQeiMZPwlUGjVEJNetKfbqpIBD19RMXkLbPd2dzY1meW1MEMvNAAr8I/S9NvMG9raTZbhCV3V%209Tbx+1bWHE3DR2tmjQPHIoBkuC1PUYDZqULA9Naq9AZEz6c9pZbvW9niZ7u3cJzxOU4M0KXIcMzS%20SEitUqFIrQ67s3N7toNm+pV3b4Dt+37Rwys0j1E0gKhpZHoZJHO27k7k+GmJKqnWteouW3Bit/2/%20b2+DummmaTKzNyN4FX0UWpBijZq7ebzEA+GlTLGdsFTt7ud+38lZ3FVRba7tzd3fFRPJwYEwhh0V%20V3c/doXU5OAl/ecsrRvqFHnbACTH9w2Nve2M67cqKELAH2hVNDpyMfIgRYwSdtzZdQTcW99HbyoK%208QrxFh/8S01kmpBCya5ubaGLJCtvApCyy/8AkRgFhUp13+FToLbDabhy2ucEIrcQY2GPihlucmHZ%20ZJCnikZJWvRUG3m92k7vkcorwGe0u8YsX3/h5722SSytrlCWiBcxxg1ZpDTd1G7fZoqI27TR9n2V%203bXtvHd2UyXNrLRopomDKQTWoIPiDv8AfqxOSQFdx93du9uWb3GWu44+A2twytM9AuyoPs6/5dc7%20JHHyV9a+8LnvW/fIemy21oRHZWxb4Y60613Zi1TpTfUJV3gy+xw99eyNGiMswUuodSgYCpK13oTr%20LWSGVq3xrWvQaMPh4sYY1l4tdzkVB41TiduJ3J2Hs67dNT5Lt8FmLDG7GPGWd7l8jKyxFyhIWOFW%204KzbE+UDkxLfvfdpElUzzrWp2Qs3Xa1uzXcuTvp7iSN3WKP1CrcAd2LeblU0G22nVyw4SRPfF37t%20k3YuJzeGvr7L2M/9lx9q15kLUASHiWCxI/7pqz8j7tNeVQS2x9vwCad+d0fMesMpOkgYsPSPBVp7%20lB2rTQqzYppJDP21irPuZ5bzIwx3OUkZgL2ZPUPqv0klQkLLxO++styEnInXfandXbndsbmF5slL%20Oy48wyr/AGi5DAqXCkBUX4iD08dE2rIP7TRLPNS5a5jTJ9xzWP5fV8ubVi+M+YRjxWJyjHcDzAGh%20Pw6Veleu4l1noJXcn1ByEncZvMMs9tjEKrHkIQJXZVajFo3ARNyD6XXxrrq4KgWpHQ5zHcX1Dx0c%20Ed3lJWt5yZIzbsPhdqnki1ry20Sx14RqsiS5vspfXlpbreiyt2YMVnUySMetZKcpCR46FY+3kZ3S%20oKuayUMV+kkZuLyI1Y3aJ5GrRWDKnLpxpTw0Kq2W4bKtd9a1AxZHsPF3QtshZWzRRKRWeMkq1Dw4%208lpTiQCDXTk31IkuhJkMx3Phbq3sLxTm8TIKWkl2DHPGymgjjvFqOXhxl2Pt1l1W1dxdqJ7BrBBO%204bGZrETW1xC3GRblODxsRUBgpo1fapodeZlxuY6E7xxyCvqRYzRdt4/JXxjjykN3JDBDHUloAvmr%20t0qAenu9ui8ZdrafAvtjkWuy+6BY3ohZQU5iWSOm5RV4vTptwNdVusOQ4jc2y3ksLvHtjb0C4xc6%20kLy83GuwFT9ux8NC11XOvjr33KKueeTNZfprjcTLJhMrS8x81x8xh5z+DK23miNwopv0oftHs1jy%20uZXzKaVTTQr9y9l9qWLQ2SZNBeuvL5NyyQK5qwhYvQhgNuTMeXXbVVcsqRbxlLFWufw2cxl16LLY%20PIba8gKK4EU4KlhStaK1fdordrTB7Wmbvi55MdgrS2diXx6GNlANGiU1Qb+1TTUtrwpBrs4YPbJ2%20U2ftbRVdrxVeSdwAUjHVBU+PsGvN8tv+qHy2NxUarPqPNhIGLeko5BeDCXkKtyPwin8vDrryWtlr%20Wvm/dmMfUd77KW3cUEdvHFjcfOXe4FQ8zKBXfetOW519D4eSEkQOz7oMShjVJfRaItHy3ffcHr7N%20qa9OWg4Nv+nFhbW+BSNreQyZFzPAsSlvSAJCspFNgP4jpN8m8ja1UBzK/S627oENzLapDlrcBKhz%20E10iHaOU0K1p8L/p1lcvwBdShYdk9k31kM08ctnBhzKblpG4SQMoZZY5ag7ip619oOjVtuTnUqWF%20l2Pf57C5LGhmgVw1zcXsyryihXmqujr5yzqN/bvobNpBJbjj9Ke3LiSe/wC4cjMZrK6la6tbecBn%20jkcsHPL+DegUnU7m2zRua0OKi39Xu/7e0uZLTtywgmvrZvUvpfT5KBUsYyFK+ag39g1n/Tx25Wtb%20ik5FGx+qpa0a6nxEd0IwHmFrI6NGCerJIGFK7cuXsrpNv/MTe1tjHSr51r/EeO0s1273FfWNhbu1%20jeZGPnbfMBQhJqQvMEHlttpa8O8xILxV9S53P+U41Lqx7hBhghuBbTpMjUMhAdCnGvJTXYrrFjyV%20cBLA42Y3/QCDtuDK5cYi8W4eaGJ5Yv341VioXp0+069Dwb2dnPoY6Q+TLu9cpj7P6gZjKZG2lUrf%20TW9sZVKw8lncJwG9a1JHv39mjtlt3NJdRKu1wgRmYp7rHS213bgRXyVeSSschXevEgUUClAPDS/7%207cwY8j9Bcx3a9vjHMljFQsQeaSMwPGtD13Gx66B+VdgPIy/FbW0DmR2t7Xmas6xg1Y0r8K0rvXTK%20u76o76ghb5XGRCsVxcXPHy0gRytdj8IAGheJ9QXjb3D2M9LISLb2szWs8qLMnlKt6bVAbcU9tK6n%20y06Na18zP631Av1E7Ou3yyZKxtA6xQRNcPFQyesuxkpuTyRd9UYVZVa11/c1po97KdsnhJ8CqSRX%20UTPNjZo24u7JVpIU6UcfEobZhXTbXS51rXoVYkrqCjjO9stj8x6OUUsVDQu1ODELUjlH+6w32/e0%20xUXKCQzfmvb2TjKyMkiSj1IlXflvSoI9ld6b+7S830j6VnqDXtsZYrcZq4PkxnoujyV5FxIBRWIH%20IcSQKdfv0nE+4xVSs9a17jbbyWOSsY76OTkhUSKKUfzDagpt79H2jJKd00RsHtFuFi+XFEm4h6NG%20ObI4ZTyBTqtKgjbfXY8m8AdkAPMSLF2fM59GeeyD5eNLUlo7i24pCTVwDty5OPDVFUuAbPqVux3s%20Fnwssh9G0Szuclco24HrtSMe0s0a7AeGgyzDQNuNhzXJ5K/wxubiP0b65nkggTiQFt5HKRrsTQhB%20pVKQg6qKwQW8kUMWPt4qepdXd1duCAQPSX04x7vjOmKeDmthZ7oyYg7esomDSS39eMK05lDcEK6G%20tQY33Bp009ciwPiUmschEMmZG9CROEbf1Ks5NWYbsZDX7vD2627b4Oq0Odz3HBLYssX9c7enED12%20Hmk/zaGgHjqK7SRuTMqrYBtlrq2AHrLyc+VVIqTsRQV61NdhpXYmee92C+4O2s1m8IuUu7kxfJTe%20ncYVzxJR6CGfc8W4t+5qrFVVW3JVjxqvQpWAuIbueMXK3LQtxhtOX9m5IDymZB+6q7Ur7tE4HQDb%20+a6yt4klrfGeSBfUqwpGSNyqxdOO/TR1AsVbHuLMWWUFrJevELVS8sxLHgCa8dvjWv3jw0UAP1Gu%2097llngj+dSC6uIwPRuI/K5RyBVSPK6kHf9mu7Tu4Zv7ukj3H1rluN+D4+7ZCvwcS0IANPHxHu0yp%20y3Nl+snclpZYufDQLH6l+Q1wCaF3AqFqD1PBf0aVle8BpSfLcnddiJok+Tiv721Dy2/zA5wRMep9%20PcEj+lokDwbr9LsTksN2xP3v3XMWy2SjY422NEjtbVgTySOiojS/6OjUeoFvYyTu7vJbzM3F5cSe%20oSWENpxJZw5J8D5Vr/Kml5HrWvnuFT1EfN5vIzSGeeVoViUcET9xSfgjqSEr4t+uusrXcJsATXE1%20zj5ealZAQUUdEi3B99Tsdz166ZAKNg+ocb5/6IdkZqJ+S4+E2c/LqHjJQk9NqU1ie5rEXt+aQ9g9%20y2tsirPbyWFyxX4m/EaIkH3cwR01zNL/AGzY35wuTyst1EDDEoe2lQiF0NValBQyLUNUfp0q8NwM%20qo3JoMlJkMa/ysUUMFvAiTxs1Fl4vUK5Pm3p4+3fSmoZTWGtiaztwLByGisLW2gQ30MKFlVyT6bS%208qOzuaDb9mublnV2Jsdmc9ZWUaw3M+PJUq1vFOaeXblRGH8v06dW3oJvWGUMhmZ5WaSadpWJqzly%20zbD+Ik9NatwHsLebzjywG1hbdt5WX90A1otPGo0UAp7hXtvuC7uCbWejzcAInIYswBpx4qNz1pqb%20Jjjg9DDfu+Ov1LVzPJDevdXcpWJvJFFGCJSWNKmhooC9d9CqprbkZvIwJkTZ2sjQcgoj4zSR1Xyi%20nXf3/Z+vQddhjW3sRTY6yvO2pL6S7gs8fGVDSxn1JiHJUBY1qQzcTSo1tVv7gWtsO/0btrS17Vyt%20ytuFS9ueKq6issMabc+RoeQY7fq0y8ktuRV7r7TwVreSTWrSWKfF6WzxCp/c5HktNdW8CrUnqRdp%20d0p22JRGjXUkjBkVx6aBh5QSD5mp7vs9muvaTq1hbjBlbjAZXDRXWbyCS5y/guHm9ABWt4pWqUlk%20WjclUD00p47nWJQbLZmYyeOmzyW1q0r4+JBBHHIQnT970gGVyvHYGvTTolA90DxhsDzma3y13bY/%20C3CpHffNSK0Mnpsw9b0hRkYqw4sjAjQdrRzsXcZN9IcLmJoMBduvpgxQ5CaF7u2Dk+UMx86io+w1%20Ohte/oD/AFplXuLsXvLMPJfYQ2yXbBhKkFwjRTQEbFBIFeIso3Q+X36CvkUfLBSdXBn7S9ydvyyY%20675WcqAhrYJVlVyeLKR/F7tOSrYorkaXBrnaf1M7Rw+Igx19ava2vBo1t5GALbGpVT+nfev26YmI%20deqAd/3NOjXF5gZMhbYpm4yRRrDMlG6SBZOse+46aDtXDNkof/2ZmMZlliZJnnt2EL8IVWKQoBSg%20j5Bqp0IrTSr409wbNM0LNYCPuftw5C8WS1mIEyrL5WgBFaMnuqa7dP0aUnVPYnup4Mz7B7fjvu7T%20i5xxllsryK3alByMRKFfcabdNG7bB4Ky4H3tL18N2JZ3eXuAUUEOx83FeZTzEeC081dder5Rtqtc%20DVcJjcxjjjrtRIjqDA461AqpVgfiHVSDoGk9xmO4l5vH3ORSe3gMTZuxCyWruoaO6gQ1BINOEqUo%2023v6aVjydr5KO9WXO4k3V53NbSGcLz5kmQVEg5VowKGjof6Oq0k1Jja4NNwmbGWwNijj0ruVlhuo%20WryATzc/bQrtqPNvsupLl5LGKx8ENxcZCQOs17cMlu9OTKiCjFTuPi3G9Pu1J5f/AB/P99f4litC%20Q7Yq04xmK5naWZlXzswQtU1CgCtaU6DXlN7BbpQZrd5zH5+37qwEQ9LIQG6iaMVJkIJKuKbmtN9e%205hxOjTZ57hXMCjjaa1WUllKeRx4ArtQitNjtr1RiRpn027+k7UuLTDZa7WbHTn1oblRUWzSEgoTT%20dW8f4Tt7dTZsfduuSilo1rXwPou2NqypewRo3q0ZZFUVY/0m/e2/y6mV2N7VYRPq99NH7qx0t9gp%20ntM1s9xArkQ3gUAgSqCFLgbhyOm2nYs6n21rW6rYmZV9K+28rBYd15TKYwhcdYyWkMNwp4/NSNTy%20AioZAK1GqLNcoSttjTcxe4ntHs6HJ5exazvfl0FjaQAc72Yxii808Kmr1FQNDVSzJkU8bhO/sN23%20zmxa3uXy1+l38pVSnykkJqiuDsPMdzt1r10bqnwanJ5j+08Pla33bMUArJ6d3YeZBBLuJ1JUMskZ%20/hPXwOsTb2NF/uPGvirjnBdx21jjX/sk8J5NLM/mMdvwBPkNFB8NEnAL33NYORtPqR9O7fuGDjH3%20LgFHz8M2w5KvH1GVtjxHmVjpeSqspfQzv7Qh/dtxAs7zJ3cjfjXlujxg/E0QkNHPj5uug8G03sxG%20PlszL6hdxC27szRzF0WAzMphhVfUkPou0cEca9AGXxrT7NtVNbsYlApTdxHunIXVmOUahfwogxar%20EcfKVO/m9nXRKqSAtuA+ypILjLyYe6vXsLqB3RA7H05KNx48jyCH7dtBfCnvBvZJpUlhFHfQ49Xp%20dSULRT+QqGagHLdRWhI30j+qeDv60SXPZqwXMd9cQgPUCOY1Eb+FK8v5tC62pswVZr4Czmrq/wAX%20dTlwbO04+qbmIyTVfjQAAtsPAVIFNNUWQ3uTQ1fTy97l/L7t+47iK5WdVazqA/GF1LUfj0YdKHpp%20WeypshN4QuWl9aLm5LeV2sb6Oci0u1AWjK1UB34sPZXcazdr6upmOzq0x6z8fb+W4yZqzRhdRei+%20QiQCa1k6q23WPfY/u+OupZ1cF+z3QoXHZll2rZTpkr+NDkVa5xGe4j0XZQQEqhbhJ/SO3s061+74%20Cu1lLI4e1uBZSZrujE/lYRTMlvPJO4FKq8gVfu4jxOirVLga5Y3Wfcva1nbphbO0yF3eQQGN7mOz%20e2iK0qrUm/onbbS+xpSw5lluK2u/Qiis8FLKslXeaYNzoa1NRtuD79YlBtrp8lWzxebm7wSe5jhO%20HtbefHzwM1GEF0AFDrvWnEctOThCmjy/w2Gs/mbeGTaKzSCN6AhECmKEDl5RupJ9/hrGzlUZ8BBJ%20cdrx5DJhluLaA1WQBayFSpPACg6baWznDAUzCy7hYSjnb4/ERNCg2o88rsW95ptptUY2Zb3nmxaX%209qFPK5S2WC1h6hBI3JjsfFqdNOSkTaxBhcZfNHPNk5pJ7i64tLHUn01A2Xp1rt7tDkuqirZICt/m%20bLGWguLg8YVooKjxPgF3qQKamSV3AmO5kA7fv76dM5Fec434zY9wgJiTjQgEE/5dULH2qB9EkMbY%20y4mRp5bic3LgCT1GqnMfvlK+w6KlEta/Y12KVpgcDEViVZVyFvz9S7cMpYsamv7vt8tNH2ptG9zg%205btpbOB/y0o1Sahxy2PXi29OXs0Nq7RwZ3C5kO0Mv6V3eXUqB2VWEaHkaL5iK/fTQpJHNgO0uGmg%20DlmjilpJwBIPMH9wjp46N2g5L0Nj/uw3Al+qYGyhcfdEKD7Wj32rpePdyHEbBX653Mlx9RxhkDCS%20S6ScFAz7CBEVm2YgIzV2Gw31119TOVgP9KPppY/mr3+eCtb4yaSe+hiYS+sztwgiJUHq25Hs0Ssg%20Wxz+q/ckl/NFhrNVaV15SxpQBI4hyavQKqip+wabZwta41uxacnz9NGbq4muoV44+Nql2JPJ6BC9%20TtQV4+zSZGIAyWMn5g7XMhHosWdh8Gw8i77UNNtEma2j9a8PTd1BJL8Z5AeSDmNwKACo+ymtZhpf%200+zpznamc7CkiIl5G7xgryEjJu8W4UDkASAPfoXszZ2B3ZeJVVy2OliSO2vbR551FefpQqzRRgj9%203n5jrmzqlhb91vpMZOBD6JkteBUM8gEYIQU8qq3Kppv4HU9/Uox123I8raYG9m9K0sJvXgR5pxVn%20XmN2LPVQp32qfZtoVZxI6tdikLdXQtdXCmeMq1rE4CBmQAlfL4L7Trp9A0ie7sUv7ZLcOEkBrFcq%20OJ57cqdOnSmsraGbencjP7xckkrw3UshkQ0ZWNDt7gB19urEQOpDBGWk4j4j8NQDU9BrjUhqwmJy%20sF1DDFYVnuiVe6aTi0YPUKd+Jp1OkWsn1KsajeBwuH/IoZHiMV/Quqm5UGGZePn5KDyJ5NQU+2uk%20RuUq6a9zjtmeymvo3zh9CzVSJZVcBKHZ6bHby+PXQW24DrD5AuLv8BeOWitbqcGURrYwcaMI6spJ%209vTqNtOdWuRPcnwbJgXtY+xLOW3tjaxXDSy+iWLEcWKkljTk3l66ZWsoiyv6jN+4Lq6aSRXlLQg+%20VGHKhH8JNfHXOpn9gFe0RUqr8lqOe1K18amtaj9ul2RyfqMXZ2Kv57u3up7K3yWJ+TnuZrZiFkEb%20BkLBwOVHlp18emtiDeRaxvct08clj2xZwYyWVT6s0UatchK+b1Z5QzKB04qBU6N7cjFTuF3KW2Rt%20r6G0yd08gcK5kU+oanwINf8A4dMq0xd8bWxof087Qkxkg/NZvWxeWMSTSW0gokBdeLry8ylTUaF3%20TYLptucdw27YfuO+TD5f81ukq0EN+n4pgBLLNDK1OaqKhxy5DQ3xKy3R1bnsAuM1ilyWahiv8vbi%20sssss8LraDdGWgdJQOX8NQOtRXQUoqqFwOQ7d62Vv8hHcQ9vG4vAQLlLQoYmP/1Y0c8kJ/h8Pbp1%20RGxW7c797ruca2Ajw5fgwS0yN0qKIIwKMknH49tt+vTSsuWtVuLvbtLeA7PxuESSZ3+avpmaSSeQ%20+VK7lIQx8iL4b/frys3kO+xNbI7MSu9vqM+RkjtMLdLLjbfnFkZaBFNCePByatHVSNhv7dWU8Z9s%2025G1q4J+zphcz2+Uhfle4uTnGw+J4HUq6VPU0Ohtaawxvj2ixXwi5SbufL2sMgb1Yri+t8aw9SOU%20NRpUj5HyPxqR4HVCtsvQotXeCHs7uvIYyF8NJKCgKSWE5PILH6gEoWtPhG66LJi6iY6msZXH2+Ws%20PmEb0L1BVbpNm2I823v608emp82CVK5M7Z45EXMz5+0V4bdrSa8B53EN0pCzAmnJenmr4j76azHb%20s2vx6mrLavJFgMlkLPt++y9zaQWeRDNFGkY5KSCAta+0t92hvFryt1rX+RlF32noaBbQTmysLiWQ%20lo0SOZTQUkcAyeU0/e8Cf07al81TT4vWo/ArkZoZrZpAGiEx/D4yArxRqH4jQin+DfXkvha1/id1%20Pl7L9wz4LvnI5W1k4zwZCZpt6c4mmoyEb9U219Xhx/SvgR2e/wCBSz2JyWBzLG8gPyt4xntZFP4U%208Dn1BxYe5qe7TJ9AqsZ7iOzya2ywY2CSwumUY63WM8xShkQSIQ/Ko30qWOXsaH2j3rcdqZWHEZaV%20nw95wS1ZkUR25pxWJZUHB1U7ebdT11Plxzuhlfc19vSdVkj3Vt1I2BFa9Ty9nhqdueHr+BtWxc7n%20kmGGyVpaW6zXV1bysE5qtZQAiUH6d9PplSXsIvastyJ+JizmU9a57tUHIvEtuFUcrZbUr5Y7cfuy%20LUcm/i67aZ/am+RNslYg/Xufzn5OnbthbTN8sPl48jdmJYWtuPJncqd/Zwpp9cifAtZExUyvcF3h%20ceg9YXGQZSkTRD0IAjDjUwrTmKdOQ+zR2SCVvQLdmx4+xjbK5GyeVLVC8mRugFSItQFILatKb9W3%200qrnc1tFHJTo+YknF29tb3UYXIUPBHt1PlQoo2LeGvPz5eiJsmSXsa39CskuUymXu7W3MWOghhto%20pHHFmkUktxA2CAUpqz/zuWMpwYX9VsVDJ33mYDyeL5q5aBwSxVppmaSlOVKOTqtOGzbWFjtvAS9v%209z4q8u7mJoLpygi4MjGtQOHKlaNQb00xtcGVUnPdd+vb3eJISK5guJmkmtbiMEIj8fMko8wNa/vd%20dZX6luEthuhy+GzNk7GWVIrCQPJFLLxVDGKrtKtSP4RyNdZ2wzXwc5DuuDPQRLc21wLKBi5R7lIV%20DLTiSFDEnp47fboe0yC6vePbeaglUWbYe0gjWOBwvrKxrV3Z3NeNPv8A0aF4kjEgx29icdjsXI9p%20KZYrpvmefqeoKkb8WPhUHXnebs49ibO9xXy8HG5yUlxFbrA8TP6rENz4gsA0Rp516VH6dU4HNUV4%204dUyt2ll8pfu9rCrvj4weNzdMEMQYVKEk+cGm3UjW5MfVDMVo26Ma7KzWKyjlz+QgvcNbyNFHi1i%20MkTyXJ4IPVkovvNP26ZVdVyFZbwW7LtX6e4K5x9vFipL25uZDFY2qH14/UZtyVJVK+0tWmjblbgr%20YaslF3Ra9zB57O3tca8PCQg+q/Ndgh4eUUHQaW6+hqfqU7vPCwilkeeOBIUDSxuTVIeVCVXdzuad%20Ps0VKbHPoIncPdF7ayfm0UMyYeGWAyOQY0MpbiKc/O67cum+jrB13D3BWMhur8TyTY4Wr3gi585f%20wp6u0ocA18zEjYaFrbY7vjk2G1mnj7GhllV0ubqQo9aM1PUEQ32WlKeGlRr8zpFLu63VMrkr6VxH%20S1SLkxopHJ6A1PsbTscA2M4uLG0vs7HdGHmYraOMSVBVWpXygg/p0y91VE2S0EuXydlibBrmfyou%20yKoozN4KvvPt+3Ua7ruCZV7mIuYyFxkb+2uBCJobmEhIwCzJ7Y1WvHYjrTVmOiqo6lVKpFjH2txB%20YD525aCEAyfLl2AUBt6rULX200wNstNmY3mi+WklLqKCQsRRaV4hQf8A4td7A7habKXJw/O5neUA%20BYVc+VSSaEk7kgdK60x/ATjk7sXQNrcSkcjR42dPNXzcaH26xmtbB+373vLW2MMqC6kfkAzNVjTa%20hoDtQ6GzncxV9C4kWLu7G2Jt2gQeaqEclNasviPs0pwzU2jV/wC71HhbX6qw2uOVmJxt0zuU5U80%20XHlJ+kDTqBIud9XF9cfVXuyWROdpZNa2VtaRjg1zPPDGyCVwVZYI+RaQlqHp4jS7rc2ApZ489q4G%207trpTC8Be6vl6LLeT7JGhH/lwx+SlCKtraa1r9ALmTyX5y/cKNdXUkVpczeldvFy5+k3WvHqhoK6%2069jlU6+pFrbrirm1xXpRvHKJJoo/K0kfMRhUVfhRGPwj/Dpanqb2mfdy4W9F+Fu0aOQRAiJ14sFj%20AVgV9qnx/n02twZgufTPFpd91WuDyZktLLMVtfmCh8shr6DLWlfMabe3XXZode5m7B7vjiuSJcjY%203kfrClECxsPP0r50/n1icqTe5jH3tj4u3u68jdY+Np8flLaeS2kUDzRXkdDGns4s23+TWSbVkGMx%20eCxeOW3a0lGcRUlTjKXlWV96sG2pQcnofbqe15KKVk/YqysrVXvsp6EltcQyG5heRCZVKFVpFVmP%20BzVm1ysxmSGC4bC1tI1lt5YXgRvRZIyzerOak7OCxXj7NuoJrXWNhLYKMrXsEwR7dVgKkR8ieJcg%20KAoFSd69dLQ+YArWtjeKzz20c4TkqknieKmnKqDx+3TFd1BeOttz9FhsDEa29tyvytbcTyEoxFan%202igAPTRf2NmVwJBHEzWdzLNFciazEBEfIISjsw3ofi2b9Wl22Gdz6HV1a27oVltkeKJi0PMq4FPs%20667ufQ18wVbq3s7zjaTqEiUk7ArVag0Ug8afxa7ujc5qTu3sbSzufkbaFYoWBkMSkIZFQFuLNuTy%201rbbMSSWxrjult2Vi4n342queXj6g5kEDj/Fqyn2nlZHNtjKMlJBLkCFIEfKkiA8dhv18Nq1pobH%20FG8yNhFcI9wOVtGy/MhSRWMEFwGG42rpKUmoNYjvrEWdrdWdrH8hjfRjt8b6tZnaKK69Uxs34dC1%20aV1uRPkdTkP2GOw3cGPue5LR7exhsWaPMUQwJKkbV9VevmdGoV61NdKtIzFl7dgD3f8AT6wlwKZq%202MpliyUkckvMM0ttPEJLRKCgXfykj7dNxPbcVlySwzirK+vLSKOVzZX0sISwEKNPKYozWSKSCQBX%20Ug7Fd+msSSYt2fU0nuDsPtLM9qYrPWlqi3NmBLFckETKePBhJSvJa9RTamnWcIBGA51+4rLuSLMv%20dTC14oi3VnyWNxGCUt1rWrkmm+gT7kUU2XsfUON7JvcmZjb3ISCFuC/NVFypIrRwg47VpXr9mjxy%201sJZWP0tzc01y1lkcd64bjOqiQlWA2D8dwae3UVvAtdy7IQ8Tb3KVv8ARzNz3FzbZjNWdzcSQ/hW%20UfNfwmJV3dPip+6CNMxf+f27vcKmJLdmJfUr+7f3D2DibzuC0vLXK431vQishHKJkSVjwc0NGMfu%201bZRyMiQbgLY9u5G2n2/Lbu2QXcLGghL/hyD+Jgsm42+H7NQ5F3bo10hyX45b20ytvmccSb3GTE8%20dh6saNR1oCfiQ08dBj4aKcmzTDX1F7Ox6R2HdnbkFbPIyevOpZTGsk4Hl8/ABallI8Ca7dNPx29Q%20GibtHuLIY+yihy0LwxxjjE70/EjPRhQnqB5vfrcl6xsLq0yHvDJ4a5MPo83nhkrC5UFlY7ENTy8W%206e/UiypprX8jMtfxKOLyFtkb23xs8oW1jdWuS5C0aBuRDcuvPoP8Oux4+2p2Ksbak0ChLCIkSWsp%20AdVIcFqEhgymu2o/Os+yBy4GiwhS19QW8voRfhu0Sqp5HYhhWg15ScxsYj5B7pInzeVCsZYZLqYA%20rUsvnP2k9NfXYnCTJLcs1T/ofuHuz6e9tQWqAXlnGQHmqi8VBQAswqKjfU9s6TYpWSDfb2IwXZuM%20t8f3Fm7Q3SSmEwR1cBbv/wApx/SNfN7tDa9rcIbW9hy7ygwVj28LfK4/5rFLQpbxJyVaAjknGhrQ%20+G50lq7ezCayQV8RmzeXNtisZBKttJb+vBNHT5T0Rt8Q2BGw4nfQV8e1mLtS3VkncWUtcEAl3Mkl%20yyGSKzjqXIUUBYn4Vr4nT/8ArMH+vq2VcdnXvo0jktGgvZ0Z4bVfxHjU7I9wNuCufhXrrl43Q5YV%201BmVzGRhgkt1tori/CmsC/1YAFSZZGNFUcaknbRrEqoL+pAbt3HZLua3fJTWlvZXSkpBeqwnR2Fa%207NUbEbEdNa8bXByq6vY4y3cs6WkOJvGkWLHsZbiOZuUl1cVIj3AAES8eXTScuVxCBvZvYo4LFJne%204I7PKXRx898pktTKjBJSpH4SufKpp0r4e3SaeO7bsyuH14N7+j1hLh53w7qkLpame4gFWbmZyqvz%20oKqV6a9Lw6Ksoc0ktjG8B9Nsl3z9W+9bJ+45sZ+XXtxd2yxxi4okt1KnFlkKgfDUb6p7dxfJtUHb%20Hb+BtRie481b37pHEw9azVTxaRIIywBkHmkYBRtudbXHL29l+PBzWvhyJnfX92XtrKZSxyF/3I+O%20V5lt4oVtx6bySMTGgYyeWvwipoT9tNbWj49Qnx7aR53b/dwwdh2/fZiXKzTth7OS6gt/TWNGa1ja%20RFbi/iVprO2DDLcJbYjM4ZoczclwWjkNvzRIwCaLxFAx4182+hhGyxpXs7teNP8AyylAOImUKQvQ%20UUheg+0aztU61/J3dJZtcfBABZ2qLHakF1CNVOu9CC36NeV5v3wSZuTOPqnaSW9/Z3QZZvWjKtAQ%20waMLUVUAmofw261rqvw39A3FZwMf02trzK4IyS4SO0sI3KJPJRVkUbkrUcuQNa6oskymrg0G6t+3%20LHGtgshfJHLKOV5AsgkmiVzUChDFCQacj8I0MGNtkOYyeItJbeGyxPzV/CqtZ27BGkSPb+0UB8uy%207M5r7NabuUb7KZe8Brj8hLWimKIxxVFfF+RYD7NbKOEW37fue2r/AC08cbpLnnWHHwmX1TbRsOTl%20nflR3koib+3W23RlWedw3Fzfra4y8uWfGwEyZO4ai+pwHmRKCpWtUDeyp11KHWspA2cy17kZFmZz%20ZR7mH0DtbxgBYl4/uv49dq+3XNpHLk2mzkTH9pYy1l2jxlhG87dBy4hqiu++5r1qft1O9w1yZt3z%20lHzvoRQsXt5o4kY16kry5ePUHpptH2rcTltAGu7qzw9g8kzhI4koSNi3ht7fCg1N3PI9iH7nwJ9y%205zMC3N4slwst1SOMgxxosaV4gdd+e51bjoqrYqpRIrxz3vo8Flt8elKMikGRt9qUq3Tx0a2DZx+W%20tJGHmuucshHqBenFfCjGg9+tBUF21srRneSFF9QDZXYb7b1NQdtCzW5IMlBcSwFJ5lBSoW2j3PFz%20WoUVA951qZkKQSF+Wnlgjj/GVfREieajHfy+8e3XGnFvbxeV2ZgFG4FOtTU10DZrYx4TKWNqPl2t%20pFR3q01a8T47UH6tLakGxrf9225YfVj0PUSSGSxupInQgggGLbptQHptpuNQdU0mbs+6y/1pyr3F%202LK0kQMIVVWe4jSKEMKGtBXq3t0L+qzQztDfe30vxmcms8XNn3sbm55tHAsYkab0xWRqF+g5dTpv%20b01yA67yKUv923C4Jpc1e91SQwQbmSS2X04+ZCgt+IdgTuT9+heLuaXVuPmw0oW3T9gtF9ArPCXl%207n/z2WZY7C4ia2eCPgQycmYszP1IqdtD/VtJjFPu6wwfa3Ztnnrm3iyXc97ei9wUN2okCuy+nx47%20fh8PNvsTTQKFx1B6medj9tXHcH1Lw99llnixkt+EvEBKfL3Y5OlvVh8JcUG3T2a1tNGpQXv7x3YE%202Py9lkrdEaLk0NyVfziF2JgeRT081Ur4nbroaOJQS3OuF13X9IpTY3DfnnZ1FDJu0tugJKkn4uMe%20/wB2iTk5qHAh4vO3st+l/wCoRcyCNfVKFmoAF2VRUnbjQUHu6aTZIopDLnymIjl+dgHq4+5Mga3q%20EiVYSC8RG0o4OOoI601zbCrxuXURmRr2e09G8Zv7PBER6MMBQ8VCih5PtvWh0txwNWzI4r6pe0Fm%20xuFUSOKhia8qAyLx6+zWdpvdKLZuLr5f15hGq0WNnSIL5lAoDTzbV+/Qr2DrY7awhII5Uki5ltwP%20i3UL11ykM4tYYo4lkuKoYk5sgIUKANwzn2V6a6PQzuUa1/PxJ7G6xgEnoRiaMEiK4h5UrJ1UvsNw%20P4Trm45N26E7QrBC4tbUxxllESmincEKfdWnTXd3qbVFW0Fo1y9/JCRdxgwslKopI6N7yvTxpre6%20NgWpNBzmbgvsHb3Ns3KJoY0AFCysi7hh+7SmrKvZa18zyLKLbmYXBtmufVYMHWrUBPQebp91NAwo%20FjuCf1fwkHFpKBhuNiQWPU6KtdzGwXbww3eOyUaBkFoQ8JruamjMPtro2dMBXsmbIRXhFpdB44lM%20l1azhvl6A8aSGnAgnbr7Kb00F6oPuaPorvCct2tMnCKKGKztbwwrxS2UxBoXCu2+/qKCOtdJhbHJ%20GJYKO5ntxZRXkqXTVRbhZXVwhPJkiL+Yc6jx6a61zWjaOxO7Mf27EnZs1pMlgCyw3w3EdwUV5VmY%2004gu4oa7mujVgGin3z2viLOcNLex2z+vJJjYo3IczekQzKoPposbDmrkVrWmhahjqWlGtfS3A2vb%20+DyMFndXV0qsGVrudrgrxj2Clug92g8PPa1LN9BCtIvY3L38XZ3bMNjcXsWc7i+Yyd5HYrbJNLIf%20xJmluL1Wjhji5U3jJoAo16VlEJOVWi/b6vm23t1tPAbSm3r3tfnb+Ov6s9wXcWQyWC7G7ku5Umy7%20ZaXFyThkY3FtI00LjnEFif8Aqlfkq0PE8euiS+uu33U3/wDx3T/+l+YFl9Nufpttx/8AJV9PRxt7%20ekjH9Z8IMz2jFam9lsOF5FKLiEAtVFfah2INdRebl7KT7nOzXBj9v9PMZyuJ77J3V9LcRmGWQrFG%20vCrUotPL1LVr9uvHfmWfQH+5k8H09wEak209yRRRUENQKAAR76Uroa57zwc81mo1rXoW5sbg4O3L%20vtq7u1bG5DknpzsnJC9SfTNRSp6Cum1z5E+NaX5nf2W41r8xah7e+m+HtPyNsqiyeYsk8qmfi42F%20CeSrSlKU/T1J5crU9utajjVa3CRRyeE7FxssMuRzE8LAVhMtQr+XgCGCivh0Pspoau7cwF3Wa41r%20/EsYO57Kkg+SxDvelZovnZVt2mLB6LHGxIooMhrt7NPTv6G1tbqXsbjmwN++Kd5rjz/MQwNGaoBU%20MisagkE7jUXmS67ja5GOttkZHSSaXF3C8acXopYUUE+U0qPdrzEvqUPUjO5xuj5utsF3NBnby/7e%20u7H59ppXiKSxO45SEjikwPm9+/36+oWWsLuXQkdvY0Tt+/8AqDdYiZu7fWH5eJLhorZuMl/5Qsds%203p7CjGpK+A30H+2nscroXcZwx+Xv81mbE3WOvWjkylvLblwjP5aIhp8BpSh6aO1lbhjatGk9u/Ur%20BZ3/APj1vjLm4SVPLxRuMaU+JzITwCgDqf16BUZqsuhdzmXxHbWMngsYit9HAz+lCeCBQ3FHnKfv%20MfDqfu1TVJIXyZn2zb9w5TuCR1QzZlh60ct8WjhBrUFuQJb+gtN9tBdzsFVJcj072WFw3q5QuZ2Z%20w0bDjcTysTXgE9v/AMI66yI+IUyJGYaVQlxeQumNmIFvhYWIkunBqFm6syq3hSms2RkyMeL7qzl/%20izb2WPgsi8fCOSJlihgYmnmDDqoG+k5c8bIGOgmjF5zPPDc2d0s+RguCxt7s0M/pLyVVOwq3Hyq3%20xCmjx0hbhLZyMOI+oWGODvLDKQy2V0FeSCCdaMZSx/DUrV0KODRqbCmuePc129DQf7tPcOXzufzd%20xkrlro29rFDbSOQSIvUJCmgWpGn+PPc/gKbLn0dwNxjfrd9QbpuLW+QrNDKvt+cl5q/XzA/q1TV7%20mIt97knG9+zZC4e0ZcviYVugKyRWaNbtG6KORIVpJGXb200WFT2T/wD0f7bfgl8OQsj+pqu8Yvz+%20vYt3FxbT9s9/21lkpsj2tZ2iSYvIyTvfendiJpZFhuHMjS+nIsbDztxbYewZZ2VE0vqVvp996x8u%206VPXddAsaq8iXRr6t/l8vp59OY3Hbui6uj9L8rdTj07psLPJKKVpIbViwpX26Zmqk2lxuIxS6KeY%20R8s/T+6vrh2kFobtIFX1jbcBKok3YhduZpXy131HavqFUb8p9QcQl7JbW/b1/PKwo9zkLOOztwU2%20YbValD1/XrkoQS5O+2MvjctM0ltBDZxFqxJE4ZXFeLN0UKA2pPIo7NMnz1gXvq5g7lsTFfWSg3do%207KabsUYVovhsQd9F4iiUZh9Bc+mvdkeGwlw2QvHvM5dyiPDYe4lKW3KQkLNISQqoD5mPuGrGtyid%20h5tO28fibW5zuUtEvsmyyXN/mfVR5JZSOZHlb4NqAUAoBrnubLFnDYPJSoMrlO2Ly8u752ubrJ+o%20HLCQlowFDLxATcL4aKNjuC7fZTG46ya6uMNc2tG4LbyPOsp61oilttutdc/QJOVyJfdPcs8d40Vr%20C0aiNdxMSyCQV4ef2e3XJGOwKhyWcuVjljYyzzFhBA9CW4CnIAUqqft21zBQz29hDZ2WHx0rhZMn%20IGnSWtWLTF/M5Db8vbtpVlIyo69/5QwdqX0FmeV3dxiCNOpPl9LanvJ0uqSZ1rQhPaZLOzQSHyxo%20iEqSSDThttvpVu67IbW7mZ/3VmZ5b4wyxIkRLOnI0BCsVBofaRXVeLGqodWnaT2EzyW2K5M0nI3E%20u9QgpRR1FfDqdMZux1i8UJI3eKLlI26rGjMST7W6fr/wa7uSOI7/ABF9aFIrx+KnzIgoCw3HQbDW%20K6fATIJbWEXknpDaYgIPDiDy6ddbLMbPVt5/nXghIZqnkijemy9fCp6nXGNpEVzHYW63diCXnaNu%20c1fLyqAyrvvQ9f1a57HSUri5WyZjwqBxCggg8goOhiQie5mm9JXLFI3h5RoKUBr1b7Ka5cmGyf3V%20pw/1OtoZxW4ix16UKkMoUvFXoPZTRo5G29qRGf68d1zknjZQxwg1qC0sML0PX4QNt9BX7g2Xu4rn%20OW/c3el7jkZ8pY4GI4QAcz5vUeTgn7zGRF/QBolPbb/7qfZQt/zs/kG0nai9rfjP+Re7YPaN1g8r%20b2WduM3azWStkkurl72OLnEwkPqScijv1ePn5f4V0fkfZbb6VPv8p6x8fmLxWfdX/wCe2o6b62Oc%20fkLpvod8/klluZvyGSWVWJWaVRbsVqfKeTpT9Ojz8v16/GN/zBoktl9suPhO3ygxLvLKYnJ43tmf%20F3Pzq2VmZrZWkZJPSbzPbs1GUGKQcWDD4QNebYYgt2h9Qu3sqY7teUuUosa2tujSNPICHjaEAAu4%20ZK1NKDQqUY1JS717nuO5spa382M+Va1SSyMryEvx9RXZZYuhKv5qdfZrHez+Bta9CfsCG8wHfdy1%20/LH+TZyEgqqrQyE0SRHA80UiFqcvhPl0zvXD5MszLcraw9t57J9sXMLq1veO1kEPENDIecTKQa8d%20huDrrzMlWF17YK9xFbyi9l9akjQiN4EXl5WkrRU408CXNa/foaNnWcHJfHy29sZclEXiVuNw3qlz%20bA8Y42AHFQrVFV8Na17HK0BrCx4N4o5UuLOS2WUQ3XJ3hlSRh5aRShBKCaV4Nt47aC1HAdb61r2I%20p7Ew3Js2uWW7dnaOEqodE/ojxAFd9D7je4hcvNkosbZX0UDIpPzl2QSpI+IQxcnLcT1bR1qokC13%20xr0L9p29jcO73uQke4jSX0o5pGrspJHFSOFOXifv1jc7HL4nVnk7XgwtYlaeR2lSWUfhpyA8yBaD%20bpWjHpSmgjcZycZG/wCXGCBI7iKE87iacMjEEhW9NyQfJQbb61I3uc61r05Hz3PzRLW8EkNtAwIV%20gKuWG3Abct6ebXJKDZcECX7JJLGt4MbIQz3EIKsoH8Mitsaj37aZSzQnJjVtxotPp7kc9jJrrDXg%20eRKERvA6mMEbNKta8CpBDIDt10xbshtWDPO5O1O58ND6t7ELn5glfmbUGaOJAfMdt1an8VNOrZPY%20HtA0kFnPZSR48mH04y7TOD6kwGz0psNumtb3OGPA9uXNxj1vQ/yeNlaMzi4Ihjk9NwRxrXnQ+xeu%20gszlLH/uC9us1FBbT8XFsvoCAn02cRvXlwI35MoJ9+kbsclBY7Y7MvL/AC9oLKT5e4WQeuJEDhFL%20btxcEffT7NB2udjLNwNGN7feTtq/imjhubmS9ktrh7ZwyON5Y5AwegMi7VXfRRAEiR+S3snd1hFc%20Yh5sbLJSX8eSS4CCvNjJIeRVQfhNQuuTlB14Nx+kffOGOKu5sjkYQ00qtCVRkqgWh2p4HbfQeLkp%20idk3G5NVpTISe4+k1hiJIc3e2F7iEvZbixivohILZrhi7JH6gc05MxB99NehTIrJQ5hQvguPwW3y%20Q2Zbf/yc/PW/xbZSb6gfRaPL2F5F3DZW9nixM9rjYIjHCLm42e4PFN2ClgNtuRPjolZTPtC9l1/H%20Yx1TSUdZfvtt+H8egX7w7x7SyPbcEtvmbH0J3SVWnk4hogpJIQ0bxHhpeSLIKDKpe+PpRYXiWV9k%202uZ7g0cY+GQ2wJAI5OaLuPZpCw19EcNZubLLWU9pgprKNpB6XpyM5IUruoReBDezWx0NF3B9jZLB%20Y0Wd76eQKMxJasjCjcufSu3sroHQOrFLNyfTPuTMtH3LiJ7a/g/s8GRCyCNkB8pLKE9u3ICmiq0l%20sYxrwXalzaWUgsu4bbJ9vxAhcfdxC7dWI2C+ox8g9tdJumw629Sth8we0cOWnw8jPP6sl9kcZGhj%20ijQkxMUNOJ4tVUX4dH0hAqG9yePKYK8tsfcY+V7hZXDL66mOdRIvxlX/AI1BFeu+vM8+s09da/zG%201j1D9pNIEZGkJlYUCb1fkoVdx468vm38/jr9Q7tOWtta/Uxrtf6YYDPZS4yORuJPyuyuprPJ2ygp%20K86n8MW8g+KhbzH90ddfVrhElluNl1Nd299L8nbtaY6yHymPtVHJI4ojwqVqC7dWq3XSL0q2Y8SY%20Pt8x3Kq/Ml7eXC2wK3d1dkRvLXdVh415yNxPlp10H/WQFsaHDDnHG3myDXUOGkZYvURyqzOJf6la%20JuzMei6x4r14YKxvoA3vMTko8rbskiwQ3AjvrniUV5oa04Sb8wKnpt10uzyVMi6ClpFNZY2GC3Z/%20SVT6NxOpkko1StHbfyE+XfbS1na5NeWy5ANx2ok08t3NeyXV49THLN4MfbXl192mrzPYH+2RVHZ/%20dUGTW+uwk1vAOZFueUjBT8ESt+8faTTXPyVYZTKhU7p7g7hMzvNbyY+KNm+XtgrGgY+Yuf32au50%20/FSsQHW40dt93drXVsJry1aAy8QLt2aVgQOCKzqVYFaAfdpdqXThMZVrguz/AE9gyV+9zbZUfLOB%20wj4hiprXzP5a9aV67jQryGtmt9fE11k1P+7XhrLF5bOw2Zdo+ALGTdgTJWlTRiOtKgaq8TI7Xb9h%20DUWZe7D7gwNh9We85J8zb+geai2d6yxSpdOJUrvyFaHY7V1RW6T32OSGJ/qr9GrbMzZs9xxRz3Ma%202dygWQxStExMZcekSXTkwXfx01Na1+PwRrcx7HOR+qv0TzWGKydy2y4mznhe4SPnHG7Rn1EjdTH5%20lLLyKr1prU1KfXW/y5Xvud0a9df4FT6gfWv6YSdnZrHW/cUH5hf4q5FhCFlDu08DpFx8goWbYV1k%20ow+Xvp33HNY5WWG+mJSSIABUWQeoASOTChUda6Br0MRpWP8AqPlJInT8unt4FPGN7oIYnTbzBX3p%20xNab663xN+ZJZ5a0uZLi+XG28N1ECi3ECtDx5UBI6Ia9dxpGes1Yu9JRazlwMrhJoo2VZ5Y+Mddx%206gI4/aPD7NefiyNW3J6Whnz9PYKL6T52BnkifhJGx/h2KgDwpt79exyVJmrTY6zh7Hyl7bokcc9p%20EFVTx/DaZQ4G/wDKms7XIc61qCre90+jwhxckkcESqOMkjiMcVoagEePiNDDCTQAS8lzfcFnCb2c%20PcOW4KwnRfTPgTvxND7dtEtwGEM7gMvG13lGLmwtJhJPCiJJxtj5UozAUYSfF7B4ba7uMjWv8yxg%20cq9gsMH5Lj8pLcovrTBjJwDUIjjZOXljHxH26F2GdoRcDI9y4dmijtrOzUzyxQ/1QqfLRWqaH9ug%20T2NZR7p7nhRHu3DOlSYYR1Y0rQV93jpD3cImyPuA455BzA5o8toJVQbUcVkJp/4dU0oqo2tIQrdy%203Nu+VMojX8KCKQr8RLvUgLQePKp0xBSFMRi5pJcXdXEf4vpU9JfhT1JG836G8NZa0GGgvHDZQg7R%20hV+LpTY/o0hqTTOsxkpL26kkcksrbClfLQmnjQ9P5HTqKDGgfaiT5aWdyPU2UAtQqoPmYU6VqBoj%20mDRK0FtNNF5G+FZK7gnq1TvrZhnQUrDi9zAlHqJlQ19hILHx6+Osa2NYe70w1nbX7SuzpaTkSB0H%20I1K8akeND79ctmdVyQ3iW3O0t5GP9WqJTY+YV3qfs/XrKoyTXP7rvoR/V/5Zalo8feEO6qCSGjHl%20p4ewnRo1cm/duR2mH727xzF9MIYLq/Wjv0Cx2cC++vmrSn2ddDKVtwmdx/Uz6Q5LInuO17jhafEW%20zpdPEZADbSMARKhTkyq9Dt0OiVkvma4Ib/6r/RbL2Nzhf+pLeGG4FLmOASRF0FOSVMfRlHE03prO%206u3ocra/f4+nuXMx9VPp2MVc421ztpDcvaulqksUjRCsZCck4gFelR7Nde8pmKDF8b27jLzIWV5K%20IcFFBM6v6bethLl7n41jlHnhLV/q5PsB1CzuBdvfp73J2V3xiz6/5ZDlpmGKl5xuI7kDl6XNDUxO%20acXp471OmpR0MGjI94+rn555sebK7RKZyzljDRKBsLmRVLL5uhIO/XWcmS5GLF3mHytjLaFTELFP%20UaIkEweoaq0LmnqQSMKr7Dsd9LaTDVjMvq32lkM3+XX2MmrfWEi4+4kPKN1inf8ACJrybyO3Cnho%208bhQwltwJdxgMnj7f8osqZa5DsuTyJjKxxBWEZVHk3cL05AdemtbTc8DqudnuGLbH464sWaRrXH3%208hMEEXqM7PFGp5FVX4S9fibQNv5G79SC5ta5OPMQXcMmKiUSKHj/ALQikH1PwacXPL4nr7tY7KI6%20m1/I/YrIetDNPe3AlhSKaOyaWMBYlCmihxUqPcNhoGug1yVu1s9c21qttcxx2U86O7ZfiJJ1jJog%20jkIYIlNq9T4abevoKW+8hu6mkkgtLdiJ450eVvmuSNLwAAeu3xbBa6VEDO+UDrkZGSf1rNQ1taKW%20mgRFaZEpzlduQ2VKDeOtTsSNMVU0D/a0DEvLqeyS4kn5R3TofTjKu7cQQtFYUUsfdrO1IZMjD9PO%202Zcz3nFh8xcXD2twHE0cBYNAeNEbmo4qVelRSh1uwGSzSmS0cVgMDl58Pkrhcjcu620120UCWkZZ%20+DvLO5LOyqRsBSvjrp9Bas4L9xnO9MBfQWq5iE3EAIsSCoKty9KFKoDWIKQSa7/ZrtuQLPY8i+sW%20Uu1vZs7grJ7yBVF1dJ/Z7mSrhEl4qfN18o4nRtPgxVRWsu6ILsC57fv7DEkSqt3YXsPH1B40dhwJ%20FegA1sxyLtUO33cF9aZBMdmcVZz/ACscVxaSkV4h6skkSojBa0rrVZM5LYK303aOVxtjl89Yvjhd%20ExWc4PoySshHPgDQ7H94jfTFD4Mljb2rJY2sE5x1yt9PLbmBJ22lWMnzeZa7hSdKdY3kyZL/AGv2%20ja2mPvVyVvHwu7hLqO2IAEaw/AaDo1N9eZm8npXWvU3bl7CV9SO67LHd5vacUtpUwsi21zL+GnOd%20qkAqKhuMe3hXx07xpeOffX8jMblkGG/rJ/8AOk/adTeR9y+H7EF/uevQG/U3/tnGf8S/7G16eDgq%20pxr0MYyPwT/b/Pp9efkv3Nt+38gXH/79H/nH+fQ5ONewxff+I6XH/aPcH+rH+00a+7XsAaZj/wDt%20KP8A4Oz/ANmdTv7nroc+DVu0v+W2X/Dn+fTegN+pdb4L/wDzV/auhf8AP6DLfdr1MJn/AOeS/wDF%20N+w6R/rXzGP+P0NOwH/b+T/1zf6CanyGr7X8P5M87n/3K/8A9Vbf6Wuv9616jVyjQ8V/uifZD+0a%208jH/AMtfiB0Yjv8A9w9h/wDuOY/0Rr6VcfNfqS21+KFq9/7jyn/FS/8Aza1cLXUav5/QLd5/1HaH%20/wDl/wBDQI5gzI//AHU7P/1y/wCyOmV1+IFv3NGs/wDk1n/mt/pvqX/Qg10+X7BXvT/9H/mN/o62%20/wCxPb+Rbx/+7L/L2a8+33Im6E6+P2HQAVAH1E/5FJ/mn/Z6o8fr8CinUxTGf9v5D7tW3+5DemvW%20ppnZH+8232n/AObSfJ/b+B9fsZu30g/7oyv/AAcX+mdO8P8A5LfD92LfL16nyl3/AP8A3jyv/vl7%20/t21ZfqLpx+IfzX/AG9kv+Lj/amgXPzM669xEg63n/Ey/wChpj4Dx8II98/9y2n/ALRaf6A1y4Of%20BRwP/ckX+pl/0dZ0RvV69DXrP/mLf503+zOhZ38FbLf9v3P/ABM37BrLcGLgOYf/AHaD/Mj/ANJN%20ePk+569SG/3Mybvb/n7/APi/0Tr36cP4fwWLX4jZff8A2wP+ph/9S+svzr0Gf6Vr0EDJ/wC6yf6t%20f9HXIWumvUY/ol/3Un+o/wDy9Ff7fmwuhsP0/wD+3c1/rpv/AFEmp7fwcZb2l/yT/wAP/wA76C3P%204lNOV8V+xcm/5tb/APDN/sDrHx8hXQCd0f8AKU/zm/0W0Pj8skx8stW3/clp/qn/APTHVQ63KE7K%20/wDNov8AMh/2I1qMfPyNCi+Oy/1sP7U0t8nPkvd3/wC7Tf5r/sOsXH4HIzKL/l/3yftGmLnXuYuT%209a/7hc/6kftOsR38fwBLz/cD/L906LGFU4wn9ef86H9h11+Ubb9x17h/5Div+GX/AEE1iAYFy/8A%20zKD7V/ZrKcG24NQ/ux//AH5l/wDbrr9qaZ6Gm994f7r3X/nyf+mXSbcmM+Yvpz/3De/8Nkf/AE8m%20u6Gv7RTu/wB//wAH+lrl/qMfK+P8Gr4//sXJf5qf7IaX0B669Ri+ln/2o7m/1M37F1r5HPnXoB+5%20/wDcMd/wFh/thpd/3F2/Yup/3v35/wAPJ+yPRV416nPr8P4JO1f+U4X/AP57K/6Lay32r5BrgYpv%20+cN/w9r/AKEelP7hv+n5iLB/uHdP/DXv+3XTL8r4G0417iR2J/WSf+4L/wCl1mT/AEhZevxK9r/v%20OL+y6/0V1yC6a9SnB/yG8/z7j/5dFb7zacr4B65/+39t/nzfti0P+o2/269y53p/3o3+oh/2A13+%20hAY+UM8Hx9r/APFn/QbQ15YsVu4P+dSfd+x9FYqw8Dh9Efg7i/4Y/wCjpr5Avy/gKv1E/wB+zH/E%20xf7VdLWvzF14QPvvil/4qP8Abo6csH0Kw/7qxf2x/t1lft/EK3D11BPdH/J7b/i73/bLpn+P6AP7%20NeiNmy/9RB/7ZZf+nOkW+5GLX5lT6zf79g//AGmP/Sj03HwteoL1+IQ+hP8A3He/+L9h0nyvtF9U%20bLP/ALp/40/2Y15GTi2vQ7oj5y/vK/8AeJ/4S3//ADdet43/AB/MZj+4/9k=" height="193" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 2.&nbsp; </span><span class="textfig">Measurements of crop parameters and humidity.</span></div>
        <p>Moisture
          based on dry soil (hbss)%, was determined by gravimetric method. 
          Measurements were made in the ridge next to the cane stump (<span class="tooltip"><a href="#f2">Figure 2c</a></span>).
          Four measurements were made at each experimental point at 0 to 10 cm 
          depth. The humidity of the samples was determined in the laboratory 
          according to <span class="tooltip"><a href="#B9">NC 3437:2003</a><span class="tooltip-content">NC 3437:2003: <i>Máquinas Agrícolas y Forestales. Metodología para la determinación de las condiciones de ensayo.,</i> Vig. Septiembre 2003.</span></span> standard.</p>
      </article>
      <article class="section"><a id="id0xdc89880"><!-- named anchor --></a>
        <h4>Methodology for Satellite Monitoring</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>For
          satellite image monitoring of the area, a georeferenced study plot was 
          configured using the services available in the Earth Observed System 
          (EOS) on the site <a href="https://eos.com/" target="xrefwindow">https://eos.com</a>.
          The indices monitored during the vegetative period of the sugarcane 
          plantation were: Normalized Difference Vegetation Index (NDVI), Soil 
          Adjusted Vegetation Index (SAVI), Enhanced Vegetation Index (EVI) and 
          the Normalized Differential Water Index (NDWI). The spatial distribution
          images for indices were obtained from LandViewer Repository, calculated
          from spectral images taken by terrestrial reconnaissance satellites 
          LandSat and Sentinel-2. With data of field measurements and the spectral
          indices of crop, the descripted statistics of variables were 
          determined, multiple correlation and regression analyses were carried 
          out for a confidence interval of 95% using Centurions Plus software.</p>
      </article>
    </article>
    <article class="section"><a id="id0xdc89f00"><!-- named anchor --></a>
      <h3>RESULTS AND DISCUSSION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0xdc8a180"><!-- named anchor --></a>
        <h4>Result of Measurements in the Field</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>When
          monitoring the evolution of the crop physiological indicators through 
          the field measurements, reduced increases were seen until April, as 
          shown in <span class="tooltip"><a href="#f3">Figure 3</a></span>. In 
          this sense, a gradual increase in the width of the leaf, diameter and 
          height of the stem took place. This increase become more evident in 
          measurements made to the stem height. The three indicators showed a 
          similar pattern for the nine months of cultivation, after which a 
          gradual decrease happens.</p>
        <p>The soil cover has a maximum value after
          the harvesting the field, as a result of the cleaning process by the 
          harvester during the cutting (<span class="tooltip"><a href="#B1">Aguilar-Pardo <i>et al.</i>, 2016</a><span class="tooltip-content">AGUILAR,
          P. A.; PÉREZ, J. A.; AGUILAR, D.: "Nuevos paradigmas en la cosecha de 
          la caña para el uso sustentable de toda la biomasa en las bioeléctricas.
          Parte I", <i>ICIDCA. Sobre los Derivados de la Caña de Azúcar</i>, vol. 50 (3): 3-8, 2016. ISSN:0138-6204.</span></span>).
          The leaf fragments and shoot reach an average height of 5,6 cm, forming
          a regular residues layer distributed on the ground. In the second 
          month, a reduction in coverage happens, as a result of the first 
          mechanized cultivation, later a gradual reduction of it takes place 
          gradually as part of the decomposition process, with increase in soil 
          moisture. A further decrease in soil cover takes place in the month 
          seven of cultivation, caused by the second mechanized cultivation 
          operation which reduces the superficial layer of the soil to 0,2 cm. </p>
        <div id="f3" class="fig">
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            <svg xml:space="preserve" enable-background="new 0 0 500 258.013" viewBox="0 0 500 258.013" height="258.013px" width="500px" y="0px" x="0px"  version="1.1">
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7vfqzt93b%20Fy5K242tcvPm3EXD4uLEaiMxW0sMj0aCkKse+5vc95qG2S0zrM8UtcVYjSI4PrmHxLluZCjrtw3N%20INtAO0exWYy3jlMs/Dr3QxpPS3TcltbbuMikLSUFSWkJWAbjRQAUOPYa2jc5I+9PytbYKTziGtwX%204fdPYtp1LjCJ7riyrmyW0LKU3O1KQQQLA6kcf5BLm3uS889PQhxbOlI5a+lukYXDNkqRAjoJ0JS0%20gGx9oVBOa89s/KsfCr3Qwsn07icoiTBkMIDS221JUgBKkLKnPGk9h9zXtvWcee1LdUS1yYK2rpMN%20N+HcFjFnLYhSU+fhSQHX7WU6ytILKjqbXFza+nu1a315v02+7MfP2q2ypFOqvbE/4OyqgvFAoFBC%20ALQY44WaR3/NHfQXoFAoFBCb9CnS/pWv2qaC9AoFAoFBBf78zp9U7r+U3QXoOV/Ev/27D/250/8A%20+eQqDqqCE+fEx8N2ZLc5UZkXcXYqsCbcEgk6nsralJtOkc2t7xWNZ5NAfxJ6LAucgbfYSP6urX7D%20N3fPH2q/73F3/NP2NYx+LGFXmXYzqFNYwCzE3atSlLTe5U2kFQSr5Ol+/ids0+G36NY97u8vL64Y%208Qr1afd7/Ly+rZ/8Sei7X+8DY9vIkf1dQ/sM3d88fal/fYu/5pUkZd7MSsdFw00xoc1h6W5kG20l%203YyttsIaD6FoSVLc8RWg2Ata5uKt6TWZiecLNLxaNY5PTk3OYhhEV5TeWmS5Qj4px1aYy3Elsuq8%20yW2ihJbS2vxNt+IAeEGtWzWnrDNqluvR8el2NEirXkoy3g2GnY0hxp7kuFsl0nlnZu2JUBclB0oK%20zPxDx8fOoxv9m5XMjMul2UlqXvlhKmy1EUnc4gcxG5W8Ea6HbQQe6s6jfyOLMWFHZxr2TkwXFLkk%20uupiokJXdAjqCBdjemy7kgJNgSaDKd67DeJiZAwr+ZxD+YLQd1SGEtK5V9mu7nfG04cKBnespuDh%20NS8lEhR0ctTrodnpQVhJJ5UUKaCn3tguUlKBcgBR1IDqkm6QeFxexoFAoFAoOV/Cf/6s6N/2Hjf+%20xt0HVUCghH+mlafWj9kigvQKBQKBQQgfuMfS3okafkigvQKBQKCE36FOl/StftU0F6BQKBQKCCP3%2057T6prX8pyg+Y4qMFjdb6NG0g3uNosTcCgyKBQKBQKDW5bEvynY8yFIETJRAtLD62+c2W3SnmNuN%207mypKtiT4VpIIGtrghgsR5ETMRpmZlKm5B5C4kPyUJ9EVpC1IUsr2qlctS1JTdbjgTYaDQkh0FAo%20FAoFAoISPpov2p7vVLoL0CgUCgUEEfvz32TWunznKDnct/3X1pjMkNI+UQrHSjrbmDxsH2ydPaq5%20j9vDavbX2vtU8nsZYt+Lg6mqa4UCgUEIAtBjjhZpHf8ANHfQXoFAoFBCZ9Cn7Vr9qmgvQKBQKBQQ%20X+/M/ZOf0m6C9Byv4l/+3Yf+3On/APzyFQdVQKBQYreLxzeQdyKI6EzXkBt18DxFKeA/w46dwrec%20lpr068GkY6xbq04sqtG7X5bCs5Bcd8PvQ5sQq8tMjlHMQHAA4na4lxtSVgahaCOBGoBAYQ6RiCIp%20HnJX3gqQJhyxU0ZXOSnYFat8mwaJb2cvbtPC+tBBfQmPUgJRNlt8xlcecUKavKQ84p17nEtmxdW4%20olTewj5O0UGarpphOSE2NMkw2lKackQY6m0MOrZSEoUvwFweFKUlKFpSoJAIOtB4HSkFLURtt55v%20yc17INKSWySuQp0utqCkKSW1B9aeF7cDfWgwUfh9jfLKiuzpj0cQn8bHbWpmzMZ/ZdLe1pNynlJ2%20qXuPeTQZWa6PiZVx9ZmyoglxRBmoj8mzzA32SoutOqTbmK1bKTr7VBvG0bG0ouVbQE3PE2FtaD1Q%20KBQKDlfwn/8Aqzo3/YeN/wCxt0HVUCghH+mlfaj9kigvQKBQKBQQgfuMf7JH9Ed1BegUC497jQLi%209u3uoITPoU/atftU0F6Dw6820UBZsFnalVtLngCey9R5MtaadXbOnl5c+DMVmeQt9tDiGyfG5fak%20amw4n2vZpbLWtorPO3Ly7vORWZjV7qRgoMdC0feLqL2WWmyEkWuApdyD28fcqP4tevo+9pr5fW26%20Z017HjGuoMdtreVuJbQVjsTdI8N7D+XWlctZtNY515+Xf5mJidNWD1X1GMBiXpwhvznG0LWhhlJ2%202bSVqLjttjSQBxVx4JBOlSMJ5vqDKQA87FxqZESFH83OkPvmOAiylFDHonEuuJS2SoKUgC6fFroE%20oPVrsmbGCoQbxc6Q9DhSy6S6p+OHCsOMlACEnkL2kOKvbUC9B0VAoOe6rkIaegonzHcfg180z5jT%20io4DidnIQ7IRtUy2q6vEFJuoJTu8ViGP05JgKzHIwOQdyeGEdapbq5Lk9puSFIDaUSXVPK3qQVFb%20fM0ASdo3XIdTQKBQKDRdXSswzFht4puWt2RKS28qAiOt5DQbWtSgZQ5CfEgC6+/vtQZXTkkv4tBW%20/IkPtLcakLmBhMhLiFkKQ4IyUM3SdLoFiO08aDIkyEB9gWcuhwlVkLsfAtOh22Op7PboKedZtfa7%203/Qu/o0DzjPzXe36p3s/JoHnGfmu9n1Tvb+TQPOs/Nd7/onf0aGh5xn5rvb9U72fk0EUzGfNuqs5%20Ytti3Kcv8ZfydtxQavrGMjJ9PS2WkuCSyOfGVynNHWvGLXTbWxHu1Y2uToyRM8kG5xzakxHNmYXP%20R8jiIk4Jcu+2FLCW3FALGi03CfkquK0zY5pea9zfDk66RbvZvnmPmu/qXf0aiSHnmPmu/qXf0aD6%20JzJ+S7+pd/RoIw5bSIbCCly6G0JO1p0i4SOB26j2aCxms6+F3TT6F39GgGazr4XdNPoXf0aAZrOv%20hd00+hd/RoBms6+F3TT6F39GgjLltKaACHCQ42TdpwcHEntT7FBYzWdfC7pp9C7+jQDNZ18Lumn0%20Lv6NAM1nXwu6afQu/o0AzWdfC7pp9C7+jQDNZ18Lumn0Lv6NBFUpozGztcsltwE8pfEqRw8Nzw7K%20Cwms6eF3XT6F39Gg5b8R5TTnT8NKUuA/fnT/AMZtxI/8ch9qkgUHYUEJ0vykRyRyXZHLF+Swne4r%20W1kpuL1pkv0VmdJn0c0mLH12iusRr2zyaMdaXAP3DmLHXWKP8W+9Uv5D+3k/Svfxv93F+r+jkYP4%20qZ92ZHbdhsLaccbStthtanVBSrFLY5puvu0teuTj8ayzaImsaa9kTr6uPN2MvgeGKzMTaJ07ZjT1%208OTrT1qbX+4cx7kUHj+XXW/kP7eT9Lj/AMd/dxfq/ow+quoZK8bBahomw5U0uvbExn3JDaYouN7c%20dLi0pU+Wkq7CkkdtXMWTrrFtJj081HNj6LTXWJ88clpHUeYnP4lrCmPHGSgPT1rmtOOKb5RZAbLa%20HGTe7xCrnS3bwqRG8wOos/mREOLTEjqOPi5CS3JS45zDL37WkKQtBatyleMpXxHh0oNTG6qzuIgr%20nTHGpuOcm5ZppmzqpKRFMl9B56lqSU2j7Ajl6Cx3aWoOnwmSzCsi/jMsqO7JbjsS0vRULaRtfU4j%20llDjjyrpUyfHcXB4C1BysnqPOt9FZ7ZAyDq215VLWWQ9GSlsIkPBCklUlL6Q0AALIuLeHsoat5M6%20kyzM2S80GDi8fKiQZLK21+YdXKDV3EOlaUISjzKLJLat1jqLig1WU6yyeNiz5DLkfbBcmOOReRNn%20PuJakOpSFFte2K2Ut2DityL3ASkIsQ71JukG1ri9qD7QKBQcf+FMtpH4W9HApcJGDxo0acUP3Rvt%20CTQdSZrOvhd00+hd/RoBms6+F3TT6F39GgixKaDsi6XPE6LWaWfq0jWydOHbQWE1nTwu66fQu/o0%20ATWdPC7rp9C7+jQBNZ08Luun0Lv6NBN3IBO1SGnFpvZz0biSB84XTraoc+SaR1RHVHbpz074jt9H%20Pu1ng2rXXgkrNRNydhJa4uOlKwkAi4tpqT/i9yoZ3lJtEVmJrzm2vCI7OPbM93dxns13+DOiDHUG%20GYitNuSUpU2gJUkJUbFKdeCaiyeL7SnPLT9UNq7bJPKs/IlL6lw7iPQSFl5s7k7G1mxsR4gQkEGu%20Zuf+4NpMa0vPVXjwraY9fCImO/6pT02WSJ4xw9MJI6hcfeCjBlq5YBQy22SkqOm5atNL326f80VP%20HL5L/wCzm9mPdivzzOscOfTGnnnjpFdp2cRHvV+X6PL+vmRm5hkIcYxkhEgp4KFt6E2KklNuy+h7%20D71M3ief4kWx4Lxee+Yjqjz+jst92Z8+k5ptq6aTeunl5eWrzGy2ZJdKMWpUjdtddWonh8kJCfCB%20e4F/f402u83s62jBE310tM5K/Jp2R3R6+Ous4yYsUaRN+Ho8vL5FH8h1AtsBcRpsb0FJIdOoUCkc%20O+rnxvE55Y8Uem0/Uj6MHfb5HsyupVjjHaHEENSSbdx3ItTp8UntwR+s/wDjx+OfkSknqBTZbMlK%20i5dKUCMsg9+7cm20VX3GDxCa9NslJ6uyKa/T93z/AEzwb0vg116Z4efy4vDMXMtPf+JOJC0pHN8o%20VG4NtnjBVa3D3eF6ip4dvseSP/ke9ER1fDrblHKe2PNPKZ119qfa2nNhmPc5fmZHIzlv/F3P8y7T%20+T2Vd/j9/wD/ALP/ALVPtRfGw/8AT/zS+8jN3/8AFnOOv9i9z5vu0/j9/wD/ALX/ALVPtPjYf+n/%20AJpYa42YcmhH3itakBCnHvKbSm27bawve9+yxB9w1cvh+9vkrX9xrp7Wvw6x0+vvnu7terhMayRm%20wxWZ6P8ANPl/X5txgy0mKlpKSlaUpK9SUqJHxhqbH5w7D79dvZ+xHw5jS1fT7X5tZ4zr268defZM%201Ms6zr2PnUuNfynT2Sx0dSUPzIzrDSnCQgKcQUjcUgm2vdVxE1WdxnU0vJMBuPDmYVhCFCG9KdjF%20yQk33vBEeQHEJsNiLgX1UD4duB5g9N5dE+I3IMdOLgTZGRjKaUsvKXJDvoVNlCUJS2qSuywolQA8%20IuayOpoFBos67knsxj8XCnqxyXmJUp6Q0hpxw8gtIQizyXE7CX7q0vpYEUEekZHUOUiRs5lJDTTM%20uM2uPjIqfRJCwFc1x1YLi1q7EpslI08R8VB0dAoFAoMPJ45c1tsNTJEF5pW9D8ZSArUFJCkOpdaW%20CDwWg24ix1oPWNx7UCLyELW6oqU48+5t5jjizuWte0JTdRPBKQBwAAoPcj6aL9qf2S6C9AoFAoFB%20FH7679m3/SXQWoOW6SJx2Vy/TyrhuO75yAD6iRqUp9hC9Pdq5ufarXJ3xpPpj7VTb+za1O6dY9Eu%20pqmtlAoIwf3KP9mj+iPaoLUCgUCghNtyU39a1+1TQXoFAoFAoILt55nXXlO6flN0F6DlfxL/APbs%20P/bnT/8A55CoOqoFAoNDG6E6VjSWpLMHa8ytLjaua8bKQdyTYrI4iqNPDcFZiYrxjzz9q/fxTcWr%20NZtwnhyj7G+q8oJCKwJSpYT6dbaWiu5+IklQAF7DVR7NfcFBiR8DiY7yHmWNrjYkJQd6yAmW4HXg%20ElRFlLSD7HZYUGM70f086xFYVGUGYbKYrTaHnkBTCbWZe2LTzm9Piu7hx7zQXHTmFDTLPlQpph96%20S22pSlJ5sgOB0kEncFB9fhOmvDhQe8RgcZiUOJhNrSXNoW4666+4UoFkI5jynFhCR8VN9oubDU0A%204LFHGScWWf7DL5xkNb1+LzKlLd8W7cNylngfaoJSum8S/OGQLR84kJ23cd5KltX5S3WErS06pBPh%20UpO4aWIsKDWx+hMY5HcGVWuXLkqeM16O4/DbeS86tzlrZadstCeYQA4pXb30HSNtpbbS2jRKAEpB%20JOgFhqdaD1QKBQcr+E//ANWdG/7Dxv8A2Nug6qgUEY/0sn7Qfs0UFqBQKDUZDKvuvnH4sByWdHnv%20kMjvOhur2P8Aorg77xLJe87fa+1l+9b7tPT+buhcxYIivXk93u7ZRj9KQWVoU6jzZUPTLcJB3ane%20kA++D7/fXw/9s7fHaJtHxdfem0zrrz6u70x69dddd77+88vZ7tPLy+jOx+NxwisLTFa3KQlRVsTc%20kpGt7V2cfhu2x+7jpH/LH0q1s+Sedp+VlqjMqShJTZCDuCBom41FwOOuvt1YvhrbSJ5ROunZ5dvp%20480cWl9WwhbqHTcLbvtI00PEHvFLYq2tFvvV8tPQxFp00fQ2gOFwJG9QAKu2w4D+Wtox1i0204ya%209hy2w4XAmyyACocSBe1/fpFKxbq04ya9icu/KTb1jX7RNbsLUCgUCgUEUfvrv2bf9JdB5x6krhMF%20PY2kXII+SOFwNKDIoFAoFAoOT6tRGfz2KiysInPMKjTHPKcmG4tCkLjgOBUtbQSLKIISrXuNtAye%20nIGLjzluRekfuFwtqSZnKxyNydw9HeI8654rX1FtO+mg6OgUCgUCgUEJH00X7U93ql0F6BQKBQKC%20KP313T6pvW385ztoLUHLdUXx3UGFzqRZrecfNI9U/qgn2EL1q5t/apan/NHqU8/s3rf1S6mqa4UC%20ghA/cY/2SP6I7qC9AoFAoIzL8pNvWNd/rE91BagUCgUCgiu/nWu7lud/zkUFqDlfxL/9uw/9udP/%20APnkKg6qgjNk+ViuSOU4/wAsX5TKd7iuyyU6XoNN/e0/6kyv+bD9Og1Uf8Q0uZh1nychcUpShhhC%20El/mg+K6d1tb9h7B7NBtf73H/UmV9j+zD9Ogwp4GZ6jxDDyp0OK7BmvLiofkQnOY29HQkueXcbJs%20FKsCe2gwnMzKxszySXw/HhZJ1hqTMkOpSGvuxcvY88D4g2vwlToc8OpBUL0EMd1DPipzQjtR3siF%20wn1S1RJcJLq5j5jkLRIW46tKEo8DiVbbaAeGkEs53qDquG7IMpyA6xj5sWJILbDza5CZimgC2FPr%20DJb5/aXN1vk0GmldZ9RZLpnKvtJVFQ/jX5sOUiDOj+W2WIbVIWpLby1tq8DjSgAQTtULUG6HUXUb%20KMoXFxHBBfi45gBh1JXKlojbXlnnLs2lcnVFrkfK7w3GGmTpqcljsmptcqC6Iz0iJzGEOB1lDoUh%20PMccaIS7b6Qm4uDQabCQmoc3qKWJclZxUhSIgnZGYqMhHkmnSHea66jbvcUSpSSU+4KDBd6py0lD%200N1+70aViViUxFl4/ciVNDS2+XIUtS0ENnxhW1QNrUJIXU2fah5IxnGlt4cz503ziXHXHmUzpSW2%20GXOYgNbURlDcoLA8I22FDV3zTgcaQ4BYLSFAe2L0Hqg5X8J//qzo3/YeN/7G3QdVQKCEf6aVp9aP%202SKC9AJAFzwoNLJnysk8qHi1bGEnbJn9g70tntP+Hs15zPvcu8tOHazpSOF8vd5qd8+f/Fdpirij%20qyc+yv2tjAx8WAwGY6bD5SzqpR71HtNdjZ7LFtsfRjjSPnme+Z7ZVsua2SdbMmraNGD+5R/s0f0R%207dBagUCgUEJv0KdL+la/apoL0CgUCgUEEW88938pr+k5QfMeXPJMbwAeWm1iTptHeBQZFAoFAoFB%20znUGcgYrqHGqny40OO5DnbXZKmmyXErjbUpdcsRcE+EHW2vAUGF0z1e1lpmEjMZNia47i3X8o0yt%20pahISYwBcCNWzdxfh0Ht20DsKBQKBQKBQQkfTRdbelPu+iXQXoFAoFAoII/fnvsm/wCk5QXoNb1H%20iU5bBzMeQCp9shrdwDifEg+4oCpcGTovFu5Fmx9dJql0llVZTp6HJc/eAjlSQeIda8C7jS1yL1tu%20cfRkmI5djXb5OukT2tvUCcoIQP3GP2eiRpp80d1BegUCgUEJv0KdL+la/apoL0CgUCgUEF/vzOn1%20Tuv5TdBeg5X8S/8A27D/ANudP/8AnkKg6qgUCgw28Lhm3EutwI6HUEKStLSAoEagggcaDMoNblOn%20sZk5DMmUH0yI6Vtsux5MiKoIcKStN47jRIJQnj3UHhfSuAchMwnIgcjMKccSha3FlS3kLbdW4pSi%20pxS0uq3KWSTe/Gg8R+kcExzSGnnVPhpLrkiTJkLKWHOa0ne84tW1K9QL29+gyn8JjHxIDrO4SnmZ%20D/iWNzscoLStDpt5SdBpprQYrXSHTzQlhMUlE1pxh5tbry0JaeJU420hSyllCiblLYSOHcKCrfTe%20GRBlQgwpUebtMoOOuuLWpLaGkqLi1KXvCWk+IKvcbr7taDIxuKhY1hTMRKglai44t1xx51azpuW6%206pbizYAeJR0AHAUHw4bGFue2pgKbyaiqchRUoOFTaWTcEm3o0AWFBgsdG4BkqVynnlrUypTkiVJk%20LPlnecyN7zi1bUOahN7UH13o7p13ZuikBCnVFKXXkJc57pecQ6lKwHUKcJOxd09woNzQKDlfwn/+%20rOjf9h43/sbdB1VAoMdpaG1y1rUEoS4CpRsABykcTWt7xWNZnSIZiJlZx1tptTjightIupajYAe3%20WL5K0rNrTpWO0rEzOkNItyVnVltgqYxINnHtQt63FKe5J9mvO2yZPEp6aa02vbblbJ5o7q989vyw%20vRWuDjPHJ3d39W5jxmI7SWmEBttIsEpFegwYKYqRSkdNY7FK95tOs8ZUqVqUEIFvIx7cOUi35ooL%200CgUCghM+hT9q1+1TQXoFAoFAoIo/fXfs2/a+Mug844LEFjcQfRotYW02j2TQYXUnU+I6egKmZFw%20gWUWo7Y3vOlCdyg2gaq2pFyeAGpIFBPLdVQ8a/y3I776GmUypz7IbKIsdZUEuu71oUUnYrRtKlaH%20SgRuqYb+TEIR30NOOuxo09Qb8u9IY3c1pG1ZdCkcteq0JSdpsTQafq3MdX4mYqUxIxjeEshKQ8D5%20rmq4j0j0Zkp7fjg+xQbfpPKTMni/NS3EuOKX4ShgsJCdoICTzZCHBr8dCyn3qDG61cmtx4qonUaO%20n18wiy2WX1SiRoy2l0KVv+bsSo/zTQYfRUvqKTJdVk3Mg6ylBSlUhDSGd108Q5Axcnf3bUKRa9ze%20woOvoFAoFAoFBGRfmxresN+Pq10FqBQKBQKCCP3577JrXT5zlBegUHLYL/uvq3L4lQ2x51snE7ru%20EIeH5/AVcze3irftj2Z+pTxexltXv9r7XU1TXCghA1gx9b+iRr+SKC9AoFAoITPoU/atftU0F6BQ%20KBQKCC/35n7Jz+k3QXoOV/Ev/wBuw/8AbnT/AP55CoOqoJSpHl463uWt3YL8tpO9Z/yU9tQ7jN8O%20k30tbTsrGsz6Ib0p1TprEelrv7xC9vu2f+oPw1x/53+xuP8A8f8A5ln9n+en6mH/AHnf28nyUrm7%209hXyRutYK+Lfbvt2Xt2+xVL/APoL6dHwsvV1aa9HHTTX3dfe07OX3uXspf2Uc+qunp8uH+HnZf8A%20eIf6tn/5ufhq9/O/2Nx+j/zIv2f56fqanq/OSBChR4Ylx5UsuP2ZjyHXkJjJJTvbjpcWEqfLaVXF%20ikkdtdbbZ/i0i/TauvZaNLR6YVr06Z01188NV1dnchJx6JuNlOQvMdPz5gQS4nYtBjG+1KmyHUJW%20pKVcUn3qnaNt/ebLsRZge5DkiFkoGOLiW1oStMkRuavYXFlKryFbfEbaXv2tR4b6izy8XInLkwWE%20rnPQ4aTGkPOBMd51tRSy06pclxYa0QjZYXVc2tQbLATldRdOcyZvbUtx9h1ccyIayY76mt6RuQ+z%20u5d9hVdPxSTQabAIXA6enZNua6qamVLitvZKXMkMJQictlv0K3F7lBKQEpTZSzZO4br0Gj6l6szM%20nBPKTJcYkQpUuMuQw1JxxcAxLslBLD6ua3sUocSdUhQoS6iX1Jl2Zkh5oMHF4+VEgyWVoX5hxcoN%20XcQ7vShAR5lHhLaiqx1FxSB1VAoFAoOV/Cf/AOrOjf8AYeN/7G3QdVQKDGS60z5xx5QS0lYKlK4A%20cpFR5claVm150rHPVtWszOkc2habXPIekJW1gULJZZ7+5S7a8u/ve1XkceO260vk6q7GJ9mvf3Tb%20+33ceHD7vGOla0Y+FeOXtn7PP5c3TIShCQlACUJFkpGgAHdXsK1isREcIhy5nV9rYKBQRg38lHvx%205aL8fmjvoLUCgUCghN+hT2+la7vWp76C9AoFAoFBBH7899k3/ScoPOObSmGyoX8TaCQVFQHhHDWw%209ygw+rIUqf0xlYURHMlSYjzTLd0p3LWgpAuqyRe/bQabqLE5p13JMQ4hks5vHIx6ng4hKYziOaku%20OhakqLe2Rf0QUbpOmooPGPweYbmY/HORlIhYnISZ6MiXG1IebeS9y20p3F3mAyfHuQB4TYm4oPbv%20T2AzHVk+UYb6ZcRtEd/JNy5LBKyEuBlKG1pG0IIKj7VBs+lCymJJipaeYfiPlmSy/Idl7VhCVAtu%20uqUooUhSVDhx1F6DX9YqccioMnpmPmA06tKHJKfMNNIKRtcDbTMqSSskJKUM6WN1bQCQwPw5xmNW%20/NysY45DjLjkDkYuExEaSlBSbq0ckhZt8VTu3+bfWg7qgUCgUGl6qyT8OE00yiSFS3OSuVFjvSVM%20N2JW5sYQ6rdtG1GltxF9KDF/Dl5p3ovFhsOANshs81DjaiR2+kSgqH84aHvNBuJJlc9izaCkOEtk%20rVcnlr4gI0/loK753qWu361XufV0DfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQN871%20LXZ9ar3fq6CKVTfNOENN7+W3dPMVtA3L4Hl0FiudrZlr2PSq4fq6AVztbMtex6VXD9XQcz1p5qE5%20jeouWhJxb4D5StRvHfPLcBG0d4q5tPa6sf4o+eFTdez05Pwz80um5k4i6WmiDwPNVw7Pq6prZvna%20+ha9j0qv6uglEXMERna22pPLTtUXFC+g/mHs9mgrvnepa7frVe59XQN871LXZ9ar3fq6Bvn2+hav%209qrj+roG+d6lrt+tV7n1dBGUqYWhuabA5jRFnFHXekj6vvoLb53qWv1iv6ugb52voWvY9Kr+roPu%20+bf6Ju32iu//ACKD5vnaeha9n0qv6ugb53qWvY9Kru+zoJLVM820eU3u5blhzFWtdHby++grvna+%20ha9j0qv6ug5z8QIecm9OoRAx/npMbJYmb5Rh5tLrjcLJx5ToQZBYa3cplRG5xPt0D++XUX/wTOfr%20sH/6nQP75dRf/BM5+uwf/qdA/vl1F/8ABM5+uwf/AKnQQT1VmFxy0Ogs4Wtxvd/CX3BWpucnfdu7%20ag/b06OjT2fr56689deOvPXi365117V/75dRf/BM5+uwf/qdTtER1RmxKVLHQWd8wptLRXz8J8RJ%20KgAPvOw1UeHH3BQYCpLq0LQr8Os4pC25LKkGVhyOXNWHJCQPvXQLUL6cOy1NRFRWuQiQv8PuoluN%20qYXZc/GKSpyNt5LjiDlylxxPLT41gqNtTQWkz5C4Pl3Pw/z7bDTzsxK2pmJadQ86pa3FodayqXUl%20XMXfargbcNKDKxedyuLi+VhdA55DO9bhCpWGcUVuKKlqK3MopRKlEkknjQRXkpi8c5jj+Hud8o46%20p9SRKw4UHVul8uJcGV3pVzDuBSoWPC1BhKZQuO4w7+HfUL6HVqddU9Pxjq1LWwYylKcXl1LJ5Kij%20jQZb0+U9km8i5+HueMlvYbCXiA0pTV+WtxkZUNOLRfwqWkkaWOgoNn/fLqL/AOCZz9dg/wD1Og8q%20616hSUg9C5y6jZPpsJxsT/rPuFB6/vl1F/8ABM5+uwf/AKnQP75dRf8AwTOfrsH/AOp0FPw/xubx%20HQXTeJnRW2p2PxUKLKZL24pdZjttuJKkJWk2UkjwqI7jQb/fO9S12/Wq9z6ug+KdmJBUpppKRqpR%20dVYC2p+jrEzERrPIiGiaRLzb63OWgYxDu4tlSk85aUJA12XKdO6vNV18Tyazw2lJ4f3LR3/lj5/o%20v8MEf3J/y/1b68sJCQy1tAsE8xQHtfR16WKxpp2KIFTQLBlqw0HpFcPzKzEMG+d6lrs+tV7v1dA3%20z7fQtX+1Vx/V0DfO9S12/Wq9z6ugjDVMTEYCGmykNpAu4oHRItpsV/joLb53qWuz61Xu/V0DfPt9%20C1f7VXH9XQN871LXb9ar3Pq6Bvnepa7PrVe79XQRkqmFpO5ptI5jWqXFE35idPiDSgtvn2+hav2+%20lV/V0DfO19C17HpVf1dA3ztPQtW7fSq/q6Bvn2+hav8Aaq/q6BvnX+hat9qrj+roItrl+ccu23v5%20be5PMVYDc5YjwUHvGbPIs7E7fAndpa6toub2F/boMqgUCg1M7p7nzFTIU+TjJDoAkqjcopd2/FK0%20vNupunhdIB776WDJxWJjY1hbbKluOOrLsiQ6dzrrqgAVrOgvYAWAAA0AAoMDqd95sRW40yezMdKw%20zExqIi3XrAFRUZja20JbHyipI1tckpFBg9Os3zinsg7kBl0xlJbZyTONCzHK0kqbfgtapC9Cjm6c%20SnVJoOqoFAoFAoJx48eMyhiO0hllsWQ02kJSkdwSLAUHiRbnRb8eabe3yl0F6BQKBQKCCLeee7+U%201/ScoL0Cgxcpj2sjjZMF76OS2psm17bhYH3DrW+O80tFo7GmSkWrMT2tV0PPelYBpmT++Y5aoMoc%20SFsHbqe07bXPfU27pEZJmOVuMetDtb600nnHD5G/qssowdIUfs9EjT8ke1QWoFAoFBCbbkpv61r9%20qmgvQKBQKBQQXbzzPfynf6TdBegUCgUCgjEvylX9Y7+0VQWoFAoFBGbfyUi3Hlrt+afboLUCgUCg%20UEZF+bG+0N/1a6C1AoFAuAL9nfQaN5bmcfVHZUUYpk+neSfplC3gT/NHaa81kvPiV5x0mY2tZ9q3%20/Un8MT+HvntX6x8COqf9yeUd3nbSG222qQ22kIQhxISkWAADSO6vR0pFaxWsaRHKO5RmZmdZZFbM%20FAoFAoIQP3GP9kj+iO6gvQKDGmZPGwdhmy2Yocvy+c4lvdbjbcRe16jvlpT3piPTKXHhvf3azb0R%20q9xJ0Ka0XYchuS0DtLjK0uJ3DW10ki+tZpkreNazEx5muTFak6Wiaz5+D5NtyU39a1+1TW7Regx8%20hkIeOhuTJjnKjNW5i7KVbcoJGiQTxPdUeXLXHWbWnSISYcNslorWNbSwcT1XgMtJVGx8rnPpQXVI%20LbiPACEk+NKRxUKhwb3FlnSk6z60+42OXDHVeNI9MfVLbVaVCg5/qHqzH9PzEGa084JLY5fJSlX0%20albrhSkn5Yqnu99TBp1a8e5d2ewvuNemYjp7/P8A4MjpXOxMzikvxkuISwRHWHQAStCEkkbSq48V%20b7XdVz16q66a6cWm72lsF+m0xM6a8G4qyqlAoNJKzWXdnvw8NAaleTITLfkvlhsOKSlaW0bG3lqV%20tVdV0gajU9gesEtmVKlzHG3o+SaV5adGVIW6yhaUpWC2jdy7KSUqCglKrHUCg+5jEZWRkoeRxsxi%20K/FZfYKZMdclCkvqaUbBD0cpILI7TQYuKh5OVmxkZuSjS/u9t+EGY0N2NZbymlr3KckSN1uUnQDt%20oOioFAoFAoFBGRfmxresN+Pq10FqBQKBQKCKL+dd7uW33/OXQWoFB5dWpDS1pQXFJSSG023KIF7C%205AufZNZiGJng/IsL1lnWurpi4uO5i8k7Z7FXLag4gbQrcoK2kW8ZOnG9tLdzLtaTijW3u/ecbFub%20xlnSPe7PLy+rr8nn+vhj3zH6cEZ4IJS/5pp8o01IaSElR7v+XhVHHhwdUa319UwuZM2bpnSmnr1c%20z+H3UHVzbT7ceC5loAUTdSw2W3FG6tri73ve5T7umt7e9wYtY1nplV2mbLx4TaPLy8uPYf3pz9hf%20pqXftAcbOvt+5/hpVD9vT8cfOu/uL/gk/vjPvt/u5k73t9Gi3v7qz+1j8dPlZ/cW/BZqOpPxKeiQ%20SiLi5sKc94WXJ7IbQBwUoDcSojT2P8RnwbCLW42rMeaUGffTWvCsxPnhm4D8TMDPiN/eDogzviuN%20rCuWSPlJXYgA9xNx7PGos2wvWZ6eMJMO+paPa4S6Mz4UyMlyHIakILjXiaWFi3MT2pJqnak15xot%201vFuU6qz8lAx7SXpr6I7S1pbStwhIK1mwGv+HbWaUtadIjVi+SteMzoyK0blAoFBFd/Otd3Lc7/n%20IoLUCgUCgUEIf0KvtXf2qqC9AoFAoIT/ANxkfZL/AKJ76C9AoFAoFBCR9NF+1P7JdBegUA2sb8O2%209JHMyJC5ji4UNxSMQlQTKlAXCB2toJPxOzhp/k147PnncWnDitMbSJ0veOzvrWfw+flX/g4OnWkU%20iL2j/U7I+ufP9PpdFGYYjsIZYSEMoACEjur1mHDTFSKUjSscoc69ptOs83mPfmyb+sFuPq0VK1Wo%20FAoNX1JnmcJinZqkpecbKAiOVhCllawjQ2UdL34dlVd3uow0m08Z7u9a2e1nPkinKO/TVzWH/FKL%20NkqZlQHI4CdyC0pUhZVuCQNiW0kaXN/Y7652Hxqtp0tWY+f6nT3HgdqV1raJ9Ps/W2MTq91UVluL%20hMi9tbQN5aS22fDpZalAW07qt/v5nljvPq0VJ8PiPeyY49ev1Nd1XM6ryeAlRhgFssucvcvnJdd8%20LiVeFlsFR1Tr7FVd7kz5MU1+HpE6dus8+5b2NNvizVt8XWY17NI5d8ue6HwXVcfKvKjNLxy1sFK5%20EphezbzEnakEBO/T3vfrn+HbbcVvOkTXhztE+b53R8T3W3tjjWev2uVbR5/mbTrDo/q/IeUUZX3s%20tHMuAhqMlndt+L4kk7tdeOlWd/sNxk6ePxOfdXTkqeH+IbbH1ez8Pl2zbXn5uDI6T6FyTeOdGRmT%20sY+p4qSxEkpShSNibKUEbxuvcceAFSbHw28Unrtek68q2+ftR7/xSk3jorS8ac7V+3RtpHRuxAP3%205l1ekbG0y7ixWB8zsverv8f/AHMn6v6KX8l/bxfpV/uUL/8AjuY/zs/o0/j/AO5k/V/Q/kv7eL9L%20BzXQMiVi3o8bMT33lhIS1NklbCrKBs4kIJOmo9moNx4ZNqTEXvM/mtw+hPtvFa1vE2x0iPy14+ri%201nT34aZSHNcdl5BUZpTakhWOeW26VFYVZRKB4ePu1W2vhGSltbW0jT7s8fo5LO78ax3rEVrrOv34%20iY+nm6EdDwu3JZFR7SZSrn2eFX/46v47/qc/+Tt+DH+k/uDhDxclEaC3PXb+Tvp/GY++36pY/lMv%20dX9MNTlvwyx0yUlEKSuGGkBS9++QVFaj89wbbbP5ag3Hg1L6dM9Pz/WtbfxvJTXrjq+Sv1N30X0/%209x4fy/P5/mHPMX2cvbubQnba54bKubLafApNddeOqjv95+4vFtOnSNO/v+1l5jOpxzrTDcKRkJTy%20HHRGiBreGmtoWsl5xlFgVpFt1zfQHWrikw5XWuLZbZfaZkS4i4zc6RKZSgIjxHr7H3Q4ttzadijZ%20tKlaHSg34IIuNQeBoNTO6eL0xcuFPk4x94ASTGLSku7RZJUh5DqAQNNyQCe3gKCfTaWGXMlCaQsr%20iSQl+W8vmOSHFstuFxZ2pA+OE2GgA0sLCg+Z6XN+8MdjI8v7uTP5u+aEoW5uZCVJZZ5oW2HHAVK8%20SFeFKrC+oCGK8zjuoF4kzDkW3465jzrrbCH2VpWhtIcMdDKCl0E7Lt7vCrxEaJDoqBQKBQKBQQkf%20TRdPrT+yXQXoFAoFAoII/fntPqmtfynKC9AoFBit4rHN5B3IojoTNeSEOvgeIpTw/wCfv07hW85L%20TXp14NIx1i3VpxZVaN2NjGmW4DAaQlCVICyEAAFSxuUrQDUk3NZmZnmxERHJk1hkoMDNYTH5mAuF%20Ob3tK1SoaLQocFoV2EVJiy2x26qo8uKt66S9x8Pi2IDePbit+TbG1LKkhSfZuDe5PbWLZbTbq14l%20cVYr06cGnyXQ3Szu15MBDD/MRZyOVMkblpBsEFKeHsVNXeZY4a6+niittMc9mk+ZynWnQGbKI68d%20LlZOOk8sRpDhcW0Vm25JOm2/Hu7TYaX9pvaceqIrPfCludnfh0zNo+hv+jMo5jGmum82pxjJtX8r%20ziC261fwpYcAG4JHYdf8Qq7rH1/6lPd7fN6VjbX6P9O/C3lydhVFeKBQQX+/M6fVO6/lN0F6BQKB%20QKCEL6FXZ6V3u9aruoL0CgUCghP/AHGR2+iXpp8099BegUCgUCghI+mi/anu9UugvQfFKSlJUohK%20QLknQAVi1oiNZ5EQ0a3pGccLMcqZxSCQ+/wU9a3hR3J7zXm75MniUzTHM02se9btyd8V/L3z2r8V%20jBGtuOTsju9LJRl+mYSfJCfEY5Poywp9sKSRoQoFV79967WK+DDWMdZrWteGmscEU7fPf2um069u%20ktmhCG0JQgbUJFkpHAAdlWaUisRWOEQrTOvFr1ZbFw3pXm5jEf0o0dcQg/RoHafYrS+fHT3rRHrS%2002+S/u1mfREuNjfi5zpLTX3Osh1QAS06XHTc28LfLTuV7F+Olcanjmtojo5+f6tHcv4D01mfico7%20Y0j6W/OX6xmgiBh24SCPC/kHRrrb6Jq6x7tXfj7i/u06fPafqji5/wC321PfyTbzVj65D051DN/8%20TzrqG1fGjwEJYA9jmHcsin7XNf38nqrw+c/d4af7eOPTbj83J8e/Dzpp2M60ppwvu23zFOKcfuCD%20cKc3gXtY2HCk+F4ZrMcdZ7e1mvi+eLRMTGkdmnD5tFOnuiMVgpq5cR59xxbRZIeUgp2qUlRPhQnW%206BW218Ox4LdVZnXTTjp9jXd+J5M9em0V0114a/a3cG/ko9xY8tGl7/JHbV9zlqBQfFrQ2hS1qCUJ%20BKlKNgAOJJNB9oITfoU9vpWu71qe+gvQKCUaXGlNlyO4HUBSkFSdRuQbEUFaBQYE2fFgGXMkq2tM%20stqWQLn4ywAB7J0FBXGawWHA4XEONIUi+2wBSOFh/jJoND1fi50ubCeRDkT4TbMhp1mC+3Fkpcd2%20FCuatyOS1ZBCkByxNipKrCwayRgOpWsY7AEVEp7LYhjGSX2FNNMRn20uIW4ts8r0W1+4DKD8U+HU%20UHcst8tpDYN9iQm57bC1BqZ/TuKly1yH5EtDq7bktTpTKBYACzbbqUjh2Cgx+lGIsaVmosZJ2MzE%20JLq3XX3HCYzSruOOqcJIvYWPCgyuo8dNnwjHZXCMUgmUxkIaprbgSQpFkB5gDaRfXd2cLUGB0VjZ%200THMP7cZGhTGUSDCxsBUOzriEm5Xz3Uqsnw/EBOntUNXS0CgUCgw8nkHITKFtQpE91xYQiPFCCo6%20EkqU6tppCQAdVrHcLkgEPuJycfJwG5jCVoSsqStpwAONuNqKHG1gFQ3IWkpNiR3E0FJH00X7U/sl%200F6BQKBQKCCP3577Jv8ApOUF6BQKBQKCMH9yj/Zo48fiigtQKBQKCEz6FP2rX7VNBegwsvhsbl4a%20ok9kOtHVJ4KQrsUhXEEVJiy2pOtUeTFW8aWh+cT+uc303llYgO/eMOE6NzkhBRIW2Ui7ZWeNt2i7%20an+bpXVps6ZqdfuzMdnLy8ubl33d8Vun3ojv5v0nE5OLlMcxPikliQncncCCLGxBB7iLVycmOaWm%20s84dXHeL1iYZdaN0F/vzP2Tn9JugvQKBQKBQQhfQq1v6V39qqgvQKBQKCE/SDI1t6Jev5JoL0Cg4%20jrjrfLYHLMw4bUdbTjCXVKeStStylqTptWgWsm9cbxHxHJgvFaxE8NePrdzwzwzHnxza0216tOGn%20dHmWw34lYN3GNOZWSmPkPF5hhpl9SUkKO34qXOKbH4xrbb+L4ppE3nS3bwlpuPB8sXmMca07NZr/%20AEZ3/ETo+9vPn9RI/q6n/ldv+L5p+xB/Ebn8Pz1+1J78QekVLYUJ52trKl+hfGmxSe1vvNP5Xb/i%20+afsP4jc/h+ev2ufzP4m5RvKuM4hqPIhEIMZxxt3eu6QV6bkcFbhw7K5O48e0tM06eiO2dY+Xk6e%2028FpOOJyTaLdvGPslnSM7l8slho4uTIj8tJkNxxsacdTbekurNgjdewuTVKdzm8R0maXjbxpwjh8%20SfPPZWJ/rx5V6bXHi1nrrFteGvOI9EdrbIl9bOIDcTFQ8e0kANiS8XLJHDwsj/lr0NJ3ERFaUrSs%20ctZ/+1VnHtYnW1739Eaf+JwWT6C6yk5GU+qGlxTzq1qcQ40lCipalFSUqXuAVfgdbd1cTN4ZubXm%203Tzme2Ptd7D4rtq0rHVppEdk/Y77+5ER4gz8hPnG9yl2QpKPcSjbau7/AB1Z9+1retwP5O0e5WlP%20RXj8+q2O6R6ZjOPBrHMeBaQ3vTzCkBtPAubu+pabDBXlSPp+lDk8Qz253n1cPoaTG9C9KR88lliZ%20KXPgcqUWVKbKbJXuSDZsdwvr2+zVXH4PipaLRNtYnXs+xbyeN5r1msxXjGnb2+t2zjjbadzighPe%20ogDv7a6rkMF/qHBMEh3IR0qHFAcSVfmgk0GA91z02gK5chT5TrZptahp/OICf5aGrWYPr5cplaX4%20EmVJC1K/sbYcSGybov4kkcbVkZ8XqOYmMy23hJqgEJShRSlIIAAvqo2vWB5l9WZONGcku4R5thoX%20cW66hAFyAO++p7KDVdNdX9QTUuRW4aJ0lKlulxTwa2oUq+3aQSbE2vfSjCHWXUGeRE+7pcdmKZIC%20lBtwrXyweBta1yKMsrpfLdU5PHcuI9DSIm1o81LpdKQLJKrEp7OPse+lhtJMPq8oHNyUZCS439Gz%20wJcAHxj7PfRlU4Xqdf0nUCh22RFaTY+3e9qMNfncVnIeOceZyk+ZIJCWmWE28R4k7ApQSADRlouk%208Llly1Q5f3nj4y0qWlbBcYRzNPjXTt1A40HWf3RGv/fOVueJ80f0aah/dEf65yv+dH9Gg5/qTpbN%20uPpi456XkGC2Fv8AmZCFAEqUEiyijuPZQb3oZrJMYgx5rIbDaiWHApCtyVakHaVG6T3/APJQdFQK%20BQfn3XBjsz5LznT0AgN8z75nx1SErLaCSLMoO0CwRd11HG4BtQdH0TjIkHBtqjOtPJmESVrYaZZa%203LQm4QllKfCLabrq9mgdRtRpeQxmNW3Jcekl1Z8vMkwkIYb2c5xZjrRzCCtCUpPaewXNBHD4/H4j%20PHGsty2wqMXIK3chKlsraQUJcTyX3FhpbalJAskjaRZXFIGrpKBQKBQa/NuzEQ9seC7PQ6S3IajP%20pjyEtqSRvaWpbI3A2+sSRxBuLUEOlYEmDh0Rn2iwkOOrjx1KStxtlbhW2h1aSoKcSFeJW5Vz8pR1%20IZcllZfjnnL8Tqto8Hh9GvhdOvdrQW8u7e/mXPas33/5FB88u9p/andPYa1//CgeXe/infea7v8A%20IoHl3v4p33mv0KB5d7X+1O+81+hQSSw75x0eYWDy2/FZu+qnP5vZ7VBXyz38U77zX6FA8s9/FO+8%201+hQPLPfxTvvNfoUDyz38U77zX6FA8s9/FO+81+hQRiR3VRGCJLiAUJISA3YApGmqL6UFvLPa/2p%203Xho1p/+FA8s9p/andPYa1//AAoHlnrfvbvt2a/QoHlnr/vTvtWa/QoIyWHUtpJkuq9I3oQ32uJH%20yUdlBby71v3p327NfoUH3y7v8S57zf6FBqsr0hiMrLjS5wW69GN0K8ACh2JWAnxJB7D8NTY9xekT%20FZ5ocm3peYmY5NdJ6VyWJcdndLyC2txW+Ri3NnIduddmgS0q3C3+Kpq7iLx05ePn7Y+1FbBNJ6sf%20ydjNwWej5VSoxkvxcmx+9Y99LSXUHtt4BvT/ADk1Fm29qcedZ5SkxZ4vw5W7myUw4JjSTIcKi24Q%20ohu9gpFxoi1qgTreWet+9O+81+hQPLvfxTvb2Ndv5HZQPLvfxTvZ2NfoUDyz1v3p33mv0KB5d7+K%20d7exrt/IoJRWHS0q0hxPpHRwR6xWuqKCvl3v4p3s7Gv0KB5Z637077zX6FA8u9/FO9vY12/kdlA8%20u9/FO9nY1+hQYmVcZhwXXJeQLLZSpAU6WkJUqxO2+1OpA7DWl8laRraYiPO3x4rXnSsTM+ZhTOp8%20BGaLhzaXTfalphTDqyrsAShKj7FV77/DWNeqJ9HH6FnH4fntOnRaPTGkfOw0PdYZdQ8pvxEBV9z8%20pLapKgR8hoIsi3841BOTcZvdj4de+fe+RP8AD2+H3p+Lfuj3fl7fU9H8OcC9dc1yTLkq+kkPPKUo%20k29y2lZjwvDPG+t7d8zP1MT4tnj3Jile6Ij69W6x+GYx0NEOE66zGa3ctvwKtuUVHVaVKOqu01dx%20Yq46xWsaRCjmy2yWm1p1tLI8u9/FO+817P8AMqRG12Vmtw3WEqfdfkKXduOhLal6pUAQAj2dtczf%20+LYtvpWfayTypXjafV5eZPh29r8fux2zyaBWBROnqn5IpYfmK2MMlRSt1SE6gKTbb4G7XSNbD3fP%20R4Tn3uSc+eIrHDTHx9rT8U/NEx28YjT3uj+9jFSMdJ107eHlPrdVCihENlpl55ptlAaS2oIKkhA2%20gElJva3Htr122tXojpjpiOGndp2OVkmZtMzzlby738U729jXb+RUzRJakJkojKnLTIcSpbbR5W4p%20TxIGzs3f4a01Gtm9R4mK5yhkHZMgmwjxktvLJB+L4UEA+2aDATK6vmF9ePY8m2DcmXyy6pXLTYct%20KQEq4cTag51rpbrFeR85JjuqU6vdJW2+02tSVHxAFK7D3NKyOtT0HgAoLWl11wfKcXvPG97EW41g%20ZzHTWJY+iYbSew8li/v8u9B9yWBZyEEwnpLyI6iCtLfLRfbwvZFBhYnovH4qX5qHKkpc2lKgpTZS%20UnsI5dBtYTLhiMnnuC6EkCyNNBpqm/v0EslhY2Sj+XmOOOM7gvYClOo4fFA76DDx/R2Hx8lMmHzW%20n0ggK37tCLG4UCKDbch3+Jc95v8AQoHl3f4lz3m/0KCMpl0Ng+YWfSN6HYBq4kdiRQW8u7/Eue83%20+hQCw7/EuD3G/wBCgeXd/iXPeb/QoHl3f4lz3m/0KB5d3+Jc95v9Cgilh0y3R5h0HltndZvtUv8A%20mW0oKY9RVCZJSUeBIse2wGv/AE0GRQKBQcpGm9UnM5xuDGjzIjcpCUealOMlBMVlRShCWXht8V+P%20G+lBusJGkssvqlQYsB955TjiYiy6lwkD0i1Ftk7jbu92gxOqGHnExlxoc52Y0VlibjVw0OsXACgR%20McQ2tKx8lSFp0va4SaDU9H5FibnJqVs5OTkIqCw/kZ6oK2mrKG6KgwF8lLm4blp2buG8/FFB2VAo%20FAoFAoISPpoutvSn3fRLoL0CgUCgUEEfvz2v1TWn5TlBegUCgUCghA/cY/2SO75o7qC9AoFAoITP%20oU/atftU0F6BQKBQanO9NY/LpQ45uYnM6xpzJ2PNkcLKGtvYqfDntj5cp5x2IcuCt+fCe9pmuoMn%20g57ETqgpMdSVtxsw2LNOElJHOSPo1eH2tfdqacFcka4+f4e31d6Gua2Phk/V9rpfvXG+cZh+Zb81%20IQXWGQoFS0D5Sf8Ak77HuNVfh20mdOELPxK66a8WVWjcoFAoIQ/oVfau93rVd1BegUCg1WX6nw2K%20PLkv7pRsG4jQ5jyieACE66+zVXPvMeLnPHujmtbfZZMvGsez3zwj5XJ9WsdX9Q4tCm8YIsFp0PJY%20dWnzSglCvGoEhCRr8X41cve03G4pGlNK68teLrbHJtttedb62056ez6O+fTyZH4ddKZDFOzHspCQ%2004Q0IiyW1qTbfvCSkq2jVPt1v4Vsb4ptOSuk8NOU9+rTxff0yxWMdtY46847tHc123CAQeGtBN6Q%20ww2px5aW0IF1KUbAVFmzUx1m15itY7ZbVrNp0jm53I9UoWCGZCIMTUKmvfHUP+pa+Or27e9XCnfb%20je8NrHRi/wCraP8AwV+ufmlc+DTFxycbfhj62HClPb2zhMa6664sleTnXbS4raoE/OUPe4e7XR2H%20heLbRM19q887W42n1/Ygzbi1+HKO7saDqBjrGVkgp9qQ8qKr0DsdlxLaVaXU0QL8RoquigdTjum3%20JUFiQ7k8vHdcQC4yuQUFKuChYpvx4U1GT/dEf65yun/8o9n5NBwk/G5x3KF1ULITYza9rfmUvKWp%20oKvtKgAQD3Cg/TsZAx0WM2YcVMZC0g7dm1eovZd/FfvvQVj250q3rRf9UigvQKBQKBQQgfuMfS3o%20kafkigvQKBQKCE36FOtvStftU0F6BQKBQKCCP3577Jvu+c5QfMeVmExuAHgTtsb3TtFidBQRyuax%20+KaS5MU54yQhthl2Q4QPjKDbCHF7U/KVaw7aCEnqrAxvLFySVIlNpfacabddbDKyAl1xbaVJabN9%20FuEJ9nQ0G1oNVl+qun8QotzpiESAnf5VF3Hyn5waQFOEC2ptQXw2UVk4Yl+UfhtrN2UyQhK1oIBS%20valSikG/BVj7FBpuvW1LxzId6gj4GAVlMsyEkCSLbkshxD8VxPxSSG1blcOFwQh0Tk58l5cVlLSs%20HFbLTTjGMcxjSXkqF20pflOO6Am9mAm/yr6UHXUCgUCgUCgjIvzY1vWG/H1a6C1AoFAoFBFF/Ou9%203Lb7/nLoLUCgUCgUEIGsGPrf0SNfyRQXoFAoFBCb9Cnt9K13etT30F6BQKBQKDFlMMyH0sPth1l1%20l1LjaxuSoEouCDpWYmYnWGLRExpL8rnfhr1FH6hQ1jF3Y1eizlEoS1ssQlZSCQoG1rDXiO23bpv8%20c4/a59sd7jX2N4vpXl3/AGu1b6h6px7aG8tg3ZKUAJXMgrQ8V9m7lAII9mqE4cVvdtp5p4fOvRmy%20Vj2qzPo4sqH130vJcLSpgiyAbKYlJUwoG9reMAfy1pfZ5K8dNY83FvXd454a6engjC/EDp+Znl4h%20p3xaJYk6cp13XchBHd2Ht96+b7LJWnXMMV3dJv0ugVMiJBKn20hPxiVJFvb1qrFZWJtEdrBYzWHZ%20ZPOnx27uOkb3kDQuKPaR2VvGK89k/IxOWsdsNfguvcDmMhIhMOFpxtR8uXfCH0AaqR7vyTrbXvtP%20m2d8dYtP+CDFu6Xtp5S8db9UMYrFvtRZqGsurZyGhtWsDencSkhQA2X1UK4fiO8jFjmKz7fY7vhm%20ynNkibVmcfHX5Pt7nKdK5rqrqbIOY6Tl3Y7AZU84pptpDhCVJSUpWhKdhuvjc8O2uVstxn3N5pN9%20I014RHm+11t9tsG2pF4xxM66cZnT197v8R05iMSCYjADyvjyF+N1XtrOtd3BtMeL3Y49/a8/uN5k%20y+9PDu7PkZk79ykfZL48PimrKstQCQBc6AcTQcf1J1HGYd24uTZ4LSqY42QWxyyCEk9qjwNuzj2V%205/xbfftbx8L2s+T7n4vzT3ad/wB7l2dVb22wfEierhSO36vL/GcPAT86wiZLn7Ir11hDXiWTwJKj%204UnTsv8A8lV/D/CPjRGbc2+LaePT92J88dto5TE8I93ThCTPueiemkdPn7fL/F0GP6Zw0FQcbYDs%20gamQ8S64T37lXsfar08REOdqzZH00X7U/sl1lhegUCgUCgjH+lk/aD9migtQKBQKBQQgfuMf7JHd%2080d1BegUCgUEZl+Um3rGu/1ie6gtQKBQKBQQR+/Pa/VNaflOUHnHJUIbJK1K3NoISoAbfCNBYX98%20mg0HVkJk5SBOlicqC0xJYX92iTzg46ppaL+T9PtIaVw8N7buIoNNkI+eGNlxsjEflZPN4SPBS4y2%20XWxMQHkuIdW2koZF5CV71kJ42OlB3zKFNstoUdykJCSrvIFr0HF9SvdMKnzfMtSoSWwljJZuMsMs%20oW6gbEPDd6U7VJtubUE7uyhLd9ISpcjFkvc5cdtfLgvSGeQ84whICVrRfibHXai/zRQZ+Sw2OyQb%20Mtol1m/IkNLWy+3utu5bzSkOo3bQFbVC40NBq+mITkV+ciPOdkQUyHQ61LbQXxIJSoqQ+2UXa2ng%20tBV/O7KDoaBQKBQKBQQkfTRdPrT+yXQXoFAoFAoII/fntPqmtfynKC9AoFAoFBGDfyUe/Hlovx+a%20O+gtQKBQKCE36FOtvStftU0F6BQKBQKCC/35n7Jz+k3QXoFBjzcdj5zfLmxmpLfzXUJWB7VxW9L2%20rOsTo1tStucavxzFx+iJHUg5iZSsVJUlMeO4EJCVuKt6VwO35adwItr38NYK/wDdVLxFIi0XmdNe%20H2/Ks3/7TyUmbzNZpEa6cde3zfJ9LsZGO/CaGfSJiqKNClC3HzpobhBXrrW+Tx2K88keXoaY/A7W%205Y59fD6Wumq6RViJ4gYJ55xbcgtzUxiG27btqytZG3Zp2dlUs/jd7Y7dHxJ4TxjXSOHeu7fwOlcl%20ev4ce1HszMTM+bTi5DprCtZfNxcc4oMofK96kpCrBCFLO29vmkfy+weJst9usmWK/FyRr+aZ7PS7%20u+2W1xYZv8LHw0+7Edvm8p5P0LK/hfh/utxGOeciyUIHpFuHluBFjZ0cLadg042r1Gzw4cXC1K3i%20efVETM/L53k95nzZZ1i9qTX3ememI+RoOgOk8o+ZE+PlVQFIHIHLSFrUSAolQVpt4W7zV619tX3M%20VYnzREcPUo1rub/7mW8x57TP0uy+4+tGgeV1Il2w8KHobXYDxUk31rX42Gfuf5pbfCyxyv8AM1HV%20Tn4gwcNIJkRJMZYLbz7TakPIQs23WvtA7CRw/lqXDO3mdZiY0+RFmjP06RMSweiOrMxGjOY2QwvI%208nwwQgkunh4VaH0ab/GPDhw4R7u2O2lq855wk2sZK61tyjlLfToeUkRlTOoZPl4ifi4yKqwWexK1%208ST3D+SuRvt7j22Kcl+UfLM90L+HFOS3TCmM6Nxr0UryEUJDhCm4iFLQltI4JO1Sbk38V65nhOwt%20123WaP8AWydn4K93p05/J3rO4zxpGOk+xHzt9jcXAxrBYhNcpoqKyncpXiPE3UVGu5WkRMzHbzU5%20mZ5sqtmEJH00XW3pT7vol0F6BQKBQKCEf6aV9qP2SKC9AoFAoFBCBrBj639EjX8kUF6BQKBQQm25%20Kb+tZ/apoL0CgUCgUEUX8673ctvv+cugnjC35FnYrd4E7vFusbAkf81BlUCgUHAdRsSEZHIR25zj%20TMqTHmLb+55kza4wlopAeZUG1JJZFxbtNB1XTc9+dj1PvTGpiuYpG5qO5FKCmwU2406txaVpVe97%20e1QT6mg9RS47acLOERSSS8gbG1ugiwAfW1LS0E33fQqJ0F00Go6LxbMGfL89jZDOacU6W58tSpi1%20wwsBDaZpU9ZI09EpST8rbQdhQKBQKDAyy8zsYaxSWkvOubXZMhJcbZbCSoqLSXGVuFRASAFDjc8L%20EI9NZOVksWJEnlLcS66z5hgKSy8GllAeaSorISvbcDcr2FKGtBnSPpov2p/ZLoL0CgUCgUEEfvz3%202Tf9JygvQKBQKBQQgfuMfS3okafkigvQKBQKCMy/KTb1jXf6xPdQWoFAoFAoIL/fmfsnddPnN0F6%20D4taUJK1kJQkEqUTYADiSaTOjMRq5qR1LPyjq4fTLIeKTteyrukZs6EhPa4rXgP8Vc2+8tknpwxr%2032+7H2+XN0qbKmKItnnTurHvT9kNLD/CZtmYw+7kQ+004lbrKo+jiEquUElw8eHbVPH4HFbRM21j%20u0/qvZPHptWYimkzHPq/o7aJicXDt5SGywRpdttKT74Fdmm3x092sR6nDyZ8l/etM+mWO/lYGMgO%20SZbiW2w67tAtuUrmK8KRfUmpUTiMD1TnpWWkR47jCXMg4VtmSVqQ2Qk+FG32NBfurLGjfZXpnqab%20EUlWYLjyzZTIvHYCDxB5YUpfu1hlrcL+HLzM0KyqY8mIUm6EOOhQVxSoWSj/AB01G/8A7idKfwA7%20vpHf06GjU9RdBQjECsRHajqb3LfcccdJ2pTolIO8U1E+jm5GDy+TxM5TaQ2wiYXBexT8Xci4BIHB%20V+3hWc2mPF8W0xFI1182jSl+q/RHNvILTmXlpyUlNoTJPkGT8rX6RQ9zT/C/m9nitvc0bnJGmKv+%203Wf/ABz9XlM9HLaMNeivvT70/U3lejUSgUEZF+bGt6w34+rXQWoFAoFAoIR/ppWlvSj3fRIoL0Cg%20UCgUEIH7jH+yR3fNHdQXoFAoFBGZflJt6xrv9YnuoLUCgUCgUEEfvz2n1TWv5TlB8xywqExa52oS%20kkgi5CR3gX9ugyKBQKDRvZbqB2fLYxcOHJZiLDTq3pTrKwstpcsUiO4ngscFGgvgMfPjJmSMgW/O%20T5BkONskqbbAQlpCEqUElVkti5sNeyg1PV7GPey+LTl4L0/EJZlqW21FfmITIuylpSm2EOlKghTm%20xRGmttaDH6AahlpiRMRkX+pHIiBNmZKLKbKALbmGnXmm2kpCj8VBuu25W43VTUdnQKBQKDTdUYXJ%20ZiE1Fhzm4bYc3Sm3WVvtvthJHJcDbsdWwk3UArxDwnwkghn4xiaxDbZmOMOvI8IVGZVHaCRokJbU%204+RYfzqD5Iixi+wosoKluEOK2i6hsUdTbvANBT7vgWt5Zq3D4ieHHuoHkIP8O12/IT28eygeQg/w%207XZ8hPZw7KB93wLW8s1bh8RPDj3UDyEH+Ha7fkJ7ePZQSRDiebcTyG9obbKfCm1ypd+z+aKCv3fA%20tbyzVuHxE8OPdQPIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4ieHHuoHkIP8O12/IT28%20eygjEhRFxGVLjtlam0lRKEkkkAm5t30FvIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4i%20eHHuoHkIP8O12/IT28eygjLhQ0tApjtglxoGyUjQrSk9ncbUFvIQf4ZrXQ+BPD3qB5CD/DNa6HwJ%204e9QPIQf4ZrXQ+BPD3qB5CD/AAzWuh8CeHvUDyEH+Ga10PgTw96gi5DhJlN3ZbCOW4VeBIGhQBfT%20sBNNRw+R/EXHxMlKhjCNOpYdW0XQ4kBYQvbutyjxt31wsvjfRea9Oukz293qegw+BddIt16dUa+7%205vS27PTc7NuolZttEKCnxM4mOACRxHmHAAT7KQPeN6tRgyZ+OX2afhj65VJ3OPBww+1f8c//AEx9%20bpGsXjGWktNRGUNpFkoDaQANfY9k10aVisaV4RDmXvN51tOsvXk8cVlHIZKwApSdqbgKuASLdutb%20atWjmZWK/IXAwkFqdLGjr5SkRmjx9Iu3iN+xNB6w/S0Lxy8mEz5q1LSsuJSWk7VlNm2+AGnb/JQb%20ROCwiVBScfGSoG4IZbBB96gyPIwv4dv8xPwezQPIwv4dv8xPwezQPIwv4dv8xPwezQYuQagssLuw%20hBUhQQ9tSAF2ukE20JPD2fZqHJmiloieVu3s17vX2fJz0bVrMuQ6ifxbmYiThEHkWn24UiUnwpIc%20WCSbfJTt4/8ANXDpe3i2acFJn9pj9q0x/wCpeOVde7y/DKxkmu1rGSY/1bcI/LE9vl9ruPIQf4dr%208xPt91ehrERGkcIVpmX3yML+Hb/MT8Hs1lh88hB/h2u35Ce3j2UDyEH+Ha7PkJ7OHZQRfhwkuxgG%20GwC4RYITrZtZ7qC33fAtbyzVuHxE8OPdQPIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4%20ieHHuoHkIP8ADtdvyE9vHsoIswYanJAVHbIS4AkFCdBy0cNKC3kIOv8AZmtePgTr/JQPIQdD5Zq4%204eBOn8lA+74FreWat3bE/BQPIQb38s1fh8RPD3qAIEEWtGa01HgT8FBGJChLhsFcdtRLaCSUJvcp%20HeKC3kIOv9ma14+BOv8AJQPIQdD5Zq44eBOn8lA+74FreWat3bE/BQPIQb38s1fh8RPD3qCMmFCQ%200kpjtps43YhCRxcSD2UFvu+Ba3lmrcPiJ4ce6geQg/w7Xb8hPbx7KB5CD/DtdnyE9nDsoH3fAtby%20zVuHxE8OPdQPIQf4drt+Qnt49lBJEOJ5txPJb2htshOxNgdy9eHsD3qCmOK/JMbgEjYnbY38O0WP%20AUH2fPh4+E/OmupYiRkKcfeVwShIuTQYU3qbCwlsIkPqSX0B5JS06tKGlGwceUhCgygn5Tm0ce40%20G0oOcHR0d/KZObMekJ848hxlMWXJYAQlltvxoaW2nduQde6gzsCmAwqdBhmSryb4Q8qU66+StTSH%20PAt1bitu1Y001oIdTPdMNiP9+5UYwEq5BOQdx2/4oV9E6xzLacb292g13TsvFK6hVHwOTcyeNVEU%205OJmO5Bpp8OISztedW9sUtJcugL4JBt3h1tAoFAoFAoISPpoun1p/ZLoL0CgUCgUEEfvz32Tf9Jy%20gvQKBQKBQQgfuMf7JH9Ed1BegUCgUEZl+Um3rGu/1ie6gtQYuRy2NxrHOnyUR29bFZsTbsSnio+w%20Kiy5qY41tOiXDgvlnSkTMvyPqmJk83nZWTx+OmOwpHLMd3kLsoJQlFxZJ0JTce373ld7S+bLN6Vt%20NZ07J7nr9jkpgxRjvesWjXX2o73cYjFdarxMJByrWPQmO0lLSYu91FkiyV80jxAWB096uzgwbmaV%20jrivCPu6zy87hbjPtoyWnom/tT97h6tOxlnpKa9+957IODTcGlpYBseFkp4W41N+xtPvZL+rgh/f%201j3cdI9Ma/SmehenlS2kyW3ph2LUVSHnFm6SgDXcO+keF4edtbemZP5XPHuzFfREfYw3/wALOmXH%201kPSWuapbgYQtsAAnUJBQVWG7vqC3guGZmdbR8n2LFfHc8REaV+f7XWS58GGjfKkNsJ7C4oJv7V+%20Nddxmle60hKQtWOjPzw2kqU6hBQykAXut1YAA07qDhU5xeR6gW/PdcYhzVJakttLKbM6AJJ+aPlW%20GtDV+qw4USFHTHitJZZTwQkWHtnvPs0CHflKv6x3v9YrvoLUCgUHh55plpTrqwhtAupSjYCo8uWu%20Os2tMVrHbLNazM6Rzc7OlZHLtuJioWxiwhanHyLKdCb6J7bK/wAO6vM5MufxKejHrj2s87zzvH5f%20NPl3OhWtMHG3tZO7u9K+UwCZGBmYNtALLzSjGcPY4DuQF8L2WAb+/wCz6DwvH+ztXHWP9OvKfpif%20P3T29vHjPP3n+tWdfeny8vLS/SWVXlenYUxz6dSNj9+PMbJQu/DiU3ro7nH0ZJqg2+TqpEtvUCYo%20FBGR9LG+0P7NdBagUCgUCghHtzpVvWi/6pFBegUCgUCghA/cY/2SP6I7qC9AoFAoITfoU9vpWu71%20qe+gvQKBQKBQQRbzz3fym/6TlB5xwdENneoKHLRtsCCBtHEk6+8KDnev8bnZ+OdbhRmJkJEaQp2M%20t5xtxbxQQ0UoQy8HdmqkoJTde3XSg1WTj5VMGdGfx7q5GawrMGKlhDj7LchAeQW3HA2jlJHPSvc4%20Ej43dQd6yhTbLaFHcpCQkq7yBa9Bx/UuYbj5GU3Hy+UXJjoS49j8cxGcS0kpvdbrzJQjwpKrLcv3%20cQKDZ9GQZzMGRLncwyMi8JJLzjbjhQWkIRv5TTCEHajVIv7dB8zcvNtdS4tnFttSC5EmqejSJDkd%20shLkYJWShqRdSdxAujtOveGwxz/Ubj5TkoMOMxtJS5HluyFlVxYFC40cWtfXd7lBsaBQKBQKBQQk%20fTRftT+yXQXoFAoFAoII/fnvsmtdPnOUF6BQKBQTkSY8ZlT0h1DLKLbnXFBCRc2F1Gw4mtb3isaz%20OkNqUm06VjWWFh8ri5cdliLMYfeQ0kraadQtSQAAbhJPA6VpTPS86VtEz5pSZNvkpGtq2rHniYbG%20pUJQY0zJ42DsM2WzFDl+XznEt7rcbbiL2vUd8tKe9MR6ZS48N7+7WbeiNX2PkcfJYVIjymno6CQt%205txK0AgXIKgSBxrNctbRrExMMXw3rOlomJ88NFlOtMGkiNEWvJSwttQYhpLp8Kwr4w8PZbjVPJ4j%20jidK63t3VjVcx+GZZjW2lK99uH9XE9axOpsxlWZa8K+wkMBDKEJU+du5ZustiwPi+KeFcTxHHmy5%20It0Wjh6fod7w3Jgw45r8Ss8f+Hu7+fpdV0L0nAYxMWdOhq+8zv0kg7mgHFbQltQAT4deF66fh2xr%20GOLXr7fn7OPc5Xie/vbJalLexw5dvDv7XY113GKBQarMZqFjJDKn1KW6ptwNRmhvcWSpFgEDWg/O%20cp1PMn5tE0rXFQ36JKWF2WlonxAL7z30YfoGO6W6eQluWlnzjjiQtMmSovKUCLhXj04Huozo3SEI%20QkJQkJSNAkCwFB9oFBCF9CrS3pXf2qqC9B4debaKN5tvUEpNja54AnsvUeTLWmnV2zp5eXPgzFZn%20kx8llYmPaC31ErWbNNJ1Ws+wKqb/AMSw7WsTknjPKscbT6I8oS4cFsk6QwGcbLyTqZWWGxlOrMAH%20wjuLnefY/wCiuZi2Gbd2jLu+FI93F2R57/inzcvnhPbNXHHTj59tvsbOYAIL4SLANLAA/wAk91ei%20iNFNejDlunB929UZrDHRl8pyUQE9jvhd95fCrmf28db9sezPq5fMqYPZyWp/zR63U1TWygUEJH00%20X7U/sl0F6BQKBQKCMe/Nk39YLcfVooLUCgUCgUEIH7jH7PRI00+aO6gvQKBQKCE36FOtvStftU0F%206BQKBQKCCP3577JrXT5zlB8x6AiCwBfVtJNyTxA7+HtUGRQKBQa/LdP4bLIAyERt9SUqS26RZ1AU%20LK2OJstF/wCaaCmLxox0cx0SHXmUn0KXilRbQBYISoAKUB3rJPs0Gg6wnY5vLYyJlcqcVjXWJbyn%20RKVC3vtFlDSeahbajZLq1bL2PbwoMX8P8rDyzbE+V1C1lc67FQp3HsPNpbjIISVDyrSvj3UN61gm%20+idqTtoaO1oFAoFAoFBzXU3WeLwmQixZTT7jlg/dpKCNqg42B4lJ1uKobrxHHgt02idZjXg6O08M%20yZ69VZrEa6cdfsbHG9S4mfjmJ4eTGakbtjchSELG1RSbgKUOzsNS4t5jvSLa6RPfpCDNs8lLzTTW%20Y7tU3uselmRuVlYxFr3Q4lzS1/kbqxbfYY53htXw/PP3LfJp9LSdR/iBjBh5Jw0tSpw2hp1LKigE%20LTuupxGz4t6pbvxSnw5+Hb2/R5/Ov7PwnJ8WPi19n0+bzTq0vSHXeeeyTiMmZGQYDJIajR0KWHAp%20FlbWkg2sT291U9h4nlteYvreNOyPsXPEPC8VaR0dNJ15zafP3y67++LP+qcr/mTtdX9/+TJ+lyP4%20+fx4/wBUOd6s62nsxuZjGZuPkLU0guyowQnbZ02s6CLk2949xqnvvEb1pE0i1J15zX7V7w/w2lrz%201zS8acot8/BLpDr3MOmX94x5mVA5ZZ8nHbWWwd27fsDfHS3HtqHYeJZJ6uuLX5e7Xl6eSbxDwvHX%20p6JpTn71p48u/V0f99D/AKgzH+aj3/j10f5D+3k/T/Vzf43+5i/V/Q/voRxwOY/zUHsv2Lp/If28%20n6T+N/uYv1f0cFjev+sHMlEbXJ8ylx9CVRg2ykrBUElsKDfyjoDpXCw+KbibxGuvGOGkcfmd/N4T%20t4padNOE8dbcOHPm6vqJnrjN4Z+KMZHisu7dzCngt9WxxKhtV4Wxw13dldTdV3ObHNeiKxPn4/Y5%20OzttcOWLddrTHb06Ryn1tH0f0d1fGnKkIeOJQ4xYSSlqTuBUCEbFLNr2vut2VT2Ph24peZ16OHPh%20bu4c13f+Jba9IjT4nHl7VfXydd9xdY2/9zn/ADGP8NdX9tuP+r/khyf3W2/6P+ex9xdYX/8Ac59g%20eRY+Gn7bcf8AV/yQfutt/wBH/PZzfV/R3WE7yn9s++eWHBflsRS1u231Ck7t+33LVzt/sNxfTj8T%20TXsiunLz+Wjo+H+IbbH1ez8PXTttbXn8mjJ6S/D9Igr/ALwMu7w+Vtwi9dm21NnCltXxr3HHgKk2%20PhXs/wCrE8+WvD08Ee/8W9v/AEZjTTn08e3hx7HY+RhwoiWYcdDDQdaPLaSED6ROulq7WPFWkaVi%20IcPJltedbTMyza3aFAoPLrzTLSnXVhttAutajYADtJNBzy85ksutUfAN7I4O13KvCzYsbENJ4qV7%20dBk4vp+Jjprbu5Uma424XpbpKlqO5HC99o92g3VAoFAoFBCH9Cr7V39qqguSALk2HeaxMxEayNJO%20zqX1KhY5kTXF3Stw/QJ013K4GvPbvxiMszh21PjWnhM/+nHpnt8uOvBex7Xp9rJPTHzvuOxJiSw/%20OJlS3AEtytSEWGqNbkcPjdvsdufD/DZwZYvnn4uW0aRfnFfyxHZ5rdvHlM+1jNuOuvTT2ax2d/n/%20AKeUbqvQqSE/9xkfZL/onvoL0HLdYAY/J4bqBOiYz/lZiv8AqJA23P8Akq4e3V3a+1W2PvjWPTCn%20ufZtW/dwn0S6mqS4UCghI+mi/anu9UugvQKBQKBQQj/TStPrR+yRQXoFAoFAoIQNYMfW/oka/kig%20vQKBQKCMy/KTb1jXf6xPdQWoFAoFAoIo/fXfs2/a+MugnjA2ITOxOw7UlfhKbqKRc6gX9ugyqBQK%20BQKDn8/1HHxGbx7c2ezBgSIsxajIW20lbzS4/LAW5bXa4vQH/mDX9M9Xs5eZg40fJsTXXMW6/lGm%20VsrUH0mMEqcCPE2brc0sB71B2FAoFAoMLMsZB+A43AliE8fjSOWHVhHyuWCpKQu3xVKCgPmmgxOj%20X33+ksK/IdW8+7CjrdecJUtalNJJUpR1JJ40Gj6x6PbzmWZlebXHKWxGUny63NEla9wUCm/x7W93%20vrl73wz494t1dPDTl6fO62w8V/b0mvT1cdeend5pZOH6O6cgwm2ZUQTpI3cyS5Gc8d1kjwkLta9u%20Ps1Jt/DcWOsRMRae+Ue48VzZLTNZmsd0Ty+humImEYsGIKWhxARGUkX9xA+dVuu3x15VrHqhSvuM%20ludpn1qyFQJLCmJEcvMKsFNOMLUk6gi6VJtpW9qRaNJjWGlbzWdYnSe+EYkTCQnC7DgJjuKTtK2o%20qkKKT4rEpQDxHCtKYKUnWtaxPmiIb33GS8aWta0eeZlmeca+a5+qc77fNqVEw5KcdLfcblxvMNBC%20FBt1hTgCklYvtKTrr8HbWl8VbxpaImPO3pktSdazMejg9w2MRB3eShiNzLb+TGU3u26C+1Ava+lY%20x4aU92Ij0cGcma9/etNvTMyyPOM/Nd/VO+x/N9mpEZ5xk/Jd1/6p39H2aMMBvF9ONOIeaxbSHUEL%20Q4mGQpJGoIIbuCLVBG1xROsVr8kLFt3lmNJvbT0yz/OM/Nd7vonf0anQIw5bSYbAKXLhtF7NuK+S%20O0JN6C3nGb22u/qne+3zaB51nTwu6/8AVO/o0DzrPzXf1Tvdf5tA86z8139U73X+bQRlymlNABLm%20jjR1acHBaVfN9igqufHQLq5iRfbctODUmwHxe0nTvoPpnMAEkOADiS04AO35tBx3UnXSY+SiN41z%20nNMK3ywLpC73TyiSO434cbd1BmxYDmY5c3OuKfYWA5HxzLTvl0gjclSzt9Iqx9qg6NEmO2gIQ2tK%20ECyUpZcAAHYAE+xQSXLZ842qzgCW3QbtLvxQfm3tpSRVOQjKQFpDikEBQUGnSCDwt4a1raLRExOs%20SzMac3xORjKRvTzFIPBQacIIPaCE6isVyVmvVE+zz1JjTgw5PUWCCFNuSeOhCQvdf2CBp7dczd+M%20bOlZi+SvqnWf8vFYx7XLbjFfL1sA9ROPISy2xIfbUpSOe22QpwDgkcNptfcf8XZx/wCeteIpWmW9%20ZmY66106tOyOWk89Zju4RGvs2f2enGZrE90zy8vLz5P39kCLN4h82Gm87Oy/aDXQ/lNzPCm2v/zW%20rVF+2pHO8erixFZHLuRnEKgJSyFOLUtxSjt8RUfEkCxQrtqLPuN9kpMWw0pX82Tl59a8tOevYzTH%20iieF5mfQ8obmZFaG8y44iPwbYbbWA9bW6iBfhY2t71jVXDtdxu7VjeW6aaezSutev/inhOvDXp4d%208aaSktkpijXFHtd/d5d7esOQo7QaYZW22OCUsuAf0eNepw4KYqxWkRWsdkOfe02nWZ1lXzjXzXP1%20Tn6NSNTzjXzXO76Jz9GghMlNLiPpCXCS2oAFpYGqT2qTb36C3nGfmu9n1Tvb+TQa/qCPHy2EmY8p%20cvIaIRdp2wWNUE+EcFgGpcGTovFu5Hmx9dJhDpPPJn9PxHng55lCOVJAbWohxo7FX2ptc2vattzj%206MkxHJptsnXjiZ5tv51nTwu6/wDUu/o1AnPPM2vtd/Uu/o0EX5bRdjkB3wr3H0Tg0Lah83XjwoLe%20dZ+a72/VO9n5NA86z813s+qd7fyaB51m3xXe/wChd9r5tA86z813t+qd7PyaB51n5rvZ9U72/k0E%20o8psOyCUueJwEeic9Wga+H/HQV86zb4rvf8AQu+182gedZ+a72/VO9n5NA86z813s+qd7fyaB51m%203xXe/wChd9r5tA86z813t+qd7PyaCMSW2iIylSXNyW0g2adULgAaHbrQW86z813t+qd7PyaB51n5%20rvZ9U72/k0DzrNviu9/0LvtfNoHnWfmu9v1TvZ+TQRlSmlNABLmjjR1acHBaVdqR3UFvOs/Nd7fq%20nez8mgedZ+a72fVO9v5NA86zb4rvf9C77XzaB51n5rvb9U72fk0DzrPzXez6p3t/JoIolNebdXtc%20sW2x9E5fRTh4bb/yUFccSYLHhKbNpAvbUAcdCrjQeMnmMRimUv5SdHgMKVtS7JdQygqsTYKWUi9h%20eg+ScziIrsVmTOjsOzlBEJtx1CFPqNrBoKIKzqPi0GZQKBQcx1dnEwZ+Phu5hvBsSGpL6pizHSVO%20MFpLbV5KVosrnEkDxeHQjWg1/RvVP3jkIDIzjWXXkMeuZMioMcmG8hTPgSGEoWlB56k2d3K8PHjQ%20dvQKBQKD4pIUkpPAix7ONBGDCiwITEKKjlxozaWmG7lW1CBtSLqJJsB2mgSPpov2p7vVLoL0CgUC%20gUEUfvrv2bf9JdBagUCgUCgx8etC4McpUFDlpFwb6gWIvc8CKDIoFB8WtCEKWtQShIJUomwAHEk0%20H2g1WazmIhNhEmShLoW2rkg7nLJcSfiJ8VBxXWfVq5/KhxmnozTS+atTo2LUR8QhPEDW4oN1gscn%20qPHonZWc9MSpRS5CB5TKVJ0sUotu0NwaCeRwvSUGSpl2D5mQ54mG2VuBV1HRCkoUAOOhA4fy8Hee%20MV2t5xzrkvPGsV970W7ufsz2xw01jjbxbWckdUezHbry8vL0bTHTZUOE3Fi4qQptsHZzDssCdxA3%20lara6XJqPF4ruOnhgy2n83TTyju5+mW1tvTXjesfOyjO6iWfBjUND/rHkq/o1L+88QtywVr6ckT9%20EMfCwx9+Z9SSv7zLkt38oyrYsp1cV4bo3X7O6saeKWjngr+uZ+xj/wCPH45+Rh+SzTrLhMw+RUq7%20gZbTdYPxlNg8U9/frYHt5n7LeXrMzl/0Znj010175r+XlPD3va4T96x8XFEx7Pt+efp8/wBHD1Z7%20fTeMdCXXnHZlwFJU64VAjsI220tXSx+Aba8RbJa+btibXmY9WmkaIJ3uSOERFfRDOaxePZQUMsIa%20vpvQAlev84eKulj8OwY40pStPPWNJ+XmgtmvbnOqqozCmAxsAbAASlOm23AptwI7KntgpNOjT2fo%2005ad2nY0i8669qo0Hf7NTQ1Y8dtDjBDiQoB5xQB11DqiDrWl6VtGkxrDMTMclnG0OJ2rFwCFD2wb%20il8dbRpMakTo9VuwUCghP/cZH2S/6J76C9AoOXwAON6rzOIOjMvbk4gtp6TwPD88Cwq5m9vFW/bH%20sz9Snh9nJanf7UOoqmuFBCRbnRftTb9UugvQKBQKBQQj250r7UX/AFSKC9AoFAoFBCB+4x/skf0R%203UF6BQKBQRmfRJ+0a/aJoLUCgUCgUEUX8673ctvv+cug8Y4O+TZK1JUC2jbYEWFu0lSr0Gg6t6hw%20uHyEIvORm81IaeaguzXgzHaZJQXnHCpSRa6U6JG5R00F1BI5yenE4/GZDHtSm5aZ+CYiYF1G20t1%20CpAKI+w7VL5jratqOAKewUYfpDIWGWw4buBICz3m2tGXugUGlz0ub94Y7GR5f3cmfzSucEoW5uZC%20VJZZ5oU3zHAVK8SFeFKtL6gJ45+fDz33Q9kVZRtcZUlbj6WUyGFJWlCEr8uhlGx26ii6AbpV4lcE%20hvqBQKBQKBQQkfTRdbelPu+iXQXoFAoFAoII/fnvsmtdPnOUFkLQtCVoUFIUApKkm4IOoIIoPLrz%20LKC48tLaBxWshI980GoldZdPMKKEyfMugE8uOkuk246p8PZ30HIRuuJp6lektNc2PK2x2oriw0Ak%20KshRV4gDqSezU0G9zPUXVGPgKkvwY8ZJ8CVF7mK3qGm1IABtqfcoNB0Tms2HFYuGY6i4VPI80VjX%20TcElAPZr7lB2G7rX5mN/Of8A0aBu61+Zjfzn/wBGg5rrTNdQMRRjZvlU+aF1+WLpUEpINiVhNtx7%20q1i9ZmY14x2enkzpOi3SyJvUEHbMyjyGYtmjEYHKJSEgJKnBqoHWnXGvTrxJrOmvY6Nnp/DY5pJi%20RUNucxr0p1X9In5Zua2YZcjItQ3VCWtKGVDc2vtFh8VQ1PtHt4cePP3G+rt5n4sxFOcT9U/VPby5%206ay0wzePZjWfLy8uGsZn5jL7vJDykJR0lqHiKeFkDtPs9lcfFvd3vtYwx8LFM+/McdPyx2z5+Uco%204xrNu2HHh9/2rd32thj8LChMuNpTzVO35rrlitQPYT3V1dj4Rg29ZiI6pt71rcZt6VfLub3mJnhp%203MxhotNhvcVhOiSrU27AT22q/ixzSumsz6ef9fT8qC06zq91IwguxmtA+qd7vnN00FwABYcKRAJS%20EgACwFYiIjkFZCgUEIf0KvtXe71qu6gvQKBQKCE/SDI1t6Jev5JoL0Cg4nrzLwcPmsJkw4FTWHFt%20vRkG61RXUkKURw0I8N+J9rTobPFOSl69n1qG7yRS9bdsfRLroGQhZCK3KhPJfjugKQtB7D3jiD7B%20qjek1nSY0ldpeLRrHJkVq2RkX5sbX6w3/VroLUCgUCgUEY9+bJv6wW4+rRQWoFAoFAoIQNYMfW/o%20ka/kigvQKBQKCE36FOl/StftU0F6BQKBQKCCP357T6prX8pyg+Y5JEFi5Ju2ggG2g2jQbQKDIoFA%20oFAoNLnlplTYOCdix5MXIB12YmW2HmixGKCpAbJAUtSnE7b6CxNja1BPGNxcRnVYWHBhxIMthc2M%20mG0GClTRbadDyE+FRVzElKxbS6beG5DfUCgUCgUCgjIvzY1vWG/H1a6C1AoPiloSpKVKAUs2SD2k%20C+nuVra8RMRM8Z5GjDg5nGzY5kMPJLQcUzuUQPGj2+8a+1S14rprOmvJmImWLL6t6fjHYZaXneAa%20Yu8q/d4L292tmHN9SdXzER30swXoqZbaWkuybNqAuq5S2LnxBVr3rXrr1dOvtaa+rylnSdNWN0a9%20lMpHOOTlXIbUQDay22krUlRJJDp8Qsf8O5N6xaK9s/V/idPB1DXRmECw7KDs94cHZTqnFd/eAfdF%20bMNmmHj40VbTcZtuOUkLabbG0ptqNiRr7Vq0veKxNp7PWzEasZWI6cQzzzAicuwKVhls3vwtZOt+%20y1a2z0rTr19nv+jTv17O9mKzrp2suU+tpoPI2lCdVpUdpKf5pJAB9utNxktSvXHKOcTw4ebun0+j%20hzZpXWdGrY6gxzbUdrzCEIbQkPKVqbhA8KUj+U+5325VvH9r1Rpkp0xxmfqiOfp7uXPlYjZ5NOU6%20+Xl5caK6pxN7Mlx8jjy21H/Hasf/ANJtZ9ybZJ/LW0/VDP7HJ26R6ZfTnZK/3fGSl8LFxIaB903p%20/M5bf7e3yz/xRFPpk/a1jnevq4sV6XnpEltLUFuPISLpUp0LKUnjv2/JV3H3OFVM263+W8RXDXHk%20jjEzeJ0jz6dk93bzj3dYkrjw1idbTMejy8vSRI/UDvMbVNaivBV3QlvmLN/leI9ttLae9am022/t%201VnLTHbX2tK9Vp7p9rsns04acI000he+GOMVm0enTy8u/VWRg3CgKk5CU+StAKQrYjxuAHwpHs+5%20VuPA5t/u5stv+bpj5I+1H+7iPdpWPnUj9L4pp1a1MhwHRCVEqsLak3OpNMH/AG5tKWm00ie7XWfl%201meM/J3RzmV99kmNNWyjNLZRyirc2nRoniE9iT32766+DFNI6ZnWI5d+ndPfp3/Lx4zVvbWdVana%20lAoIr/fWvs3Pa+MigtQKBQKBQQhfQq1v6V39qqgvQKBQKCM6/kpFuPLXbj8091BagUHJdZdARc+6%203LYWmNOBQl9wglLjQIvuA+UkfFPuH2L213s4uE8YUtzs4ycY4Ss1+G/SrTLaUR3EvNgAyUvOJcV3%20k7VAa+1Ws77LM8/mbRsscR269+r6Ojp8cf8Ad3UGQZI1Sl9SZKAf8lYGnsU/dVn3qV9XA/bWj3b2%20j50nofXsZ2OEZCFkLLOwyWVMG+xfqri+29Y6sE84tX0Tr9J05o5TWfTH2OP6xzfXbWahJkI8m42o%20KgtxCVocWTtKu3efFbaRw0trr0NriwTSdOPfqobnLmi8a8O7Ty8vp7JjqfqdLDfmumnzI2jmcp1s%20o3cDa+o9r/pqhO3x68Lxp6F6NxkiONJ1e/75TATv6dygSn4xS0hR7tAF60/ax+Onytp3Mx9yzm5f%204tOt51tKYS28W36OSy8kJkbjxVYEhJRt+Kfd4+G3Xw3WnPW3Z3eXl6alvEJi/L2fn8vL0dbE656T%20lW5eSaQT2Pbmf2oRVG20y1+79f0Ltd3in7zZwH4765K2HEuILiSFoIUDdpGoIJqvMTHNPFonkxY/%20U2FkZl3DtSUqnMp3KQPiki+5CVcCpNvEPgNpZwXikX09mUUbik36Ini2lQpigUGPAyMDIMl+E+iQ%20ylamytshQ3INiNK3vS1Z0mNGlL1tGsTq9Qb+Sj348tF+PzR31o3WoMeBkYGQZU9CfRIaStTaltkK%20AUniNP8AC2vCt70tWdJjRpS9bRrE6rOONttqccUENoBUtaiAABqSSa1iNeTaZ0eqwyhM+hT9q1+1%20TQXoFB5Q424nc2oLSCUkpIIuk2UNO0EWNZmNGInV6rDJQYxcbblSHHFBDaGW1LUogAAFwkknsrMR%20rwgmdHzGckwWeUUnwJ3lNvjbRe9u2sDKoFAoFAoMTJ4mBk44YmIUpKFb2nG3FsutrsRuaeaUhxtV%20iRdCgbEjgTQTxmCxuNW45GQ4p90BK5Eh56S8Ujgjmvrcc2A6hO617m2poM+gUCgUEJ2QgY+KuXPk%20tRIjVi5IfWlptNzYblrISNaCjD7L7Lb7DiXWXUhbTqCFJUlQulSVDQgjgaDjOvc3LaWxj4t0vtuJ%20kKW2bkAfR3HZ4uPuHtqnk3tMVpjLpSvZaZ9mfNr2W83b2a8dJa4ptGtePm7fkeh1pmXUJLMeKlSk%2032qW6sgj+ahNcuv/AHJtePGZ7oiJmZjv5aR6Nde/SeEWJ2GTuekZPrqULNtIaJ0BTHUlPA63eX31%20tPjGa/8AtbfLb/i0p9OrEbWse9esejijPhdbLjjzUguB1aUCO3yAbnX5o+LbiDf3Kq7vL4hkppNM%20VInlrNptr2dPT97z9mmusRGqXFGCs87T6uHl/g18LpDImS3ElRfLMub1IUtwLQVJAsFJQ54tyUj2%20fYqOm08Q+LE5M1YvMez7ETHfMRwjSe/8UaTx6eGbZcHRwrOnbx8vL08eoiYbMwhaIuG2L3ISztv7%20ZSL1enB4nHLJin01n6kPXg/Db5UpI6j8zyiqI5JIbLahzAtIuvxDSwtrfv4dtVN1HiXCszhm0z7O%20nX1R5+7SO3Xhpw466TJT4HGfb09Wnl/iqx/eZMp1CvJB9eu9fN3KR2bLC1k93v8AG5YY8SjJaJnB%201z2z18Y/L2aR3d/Gfe1lb4HTHv6ery8vNwyOR1UdDJjD2QlRP8oq38LxOed8Mf8ALZH1bfus8uRu%20pEtqU5PaShIJJS1uJ9i1q1vg8QiszbNSIjux6z8jMXwdlZ+ViHEZval96aUICitbbTad6N3FSQNA%20e/b3m3s0P4veREXvlnp1mdK1jWuvbEfi74jvt0668Zf3GLlFflny+fzerKV0tCd2F112QSbrceWp%20SiO5NrAXq5b/ALbwX0m9r5PPe0zOnm5Rx9HLlx0mIo3145RFfRC8HFRENxnmmGklTaecnYPFcX3D%20TQ3P+GlulTwzDjvFsda1740j5u6fp7ezSG24vaNJmW0AAFgLDuFdFAUCwBJtqeJpoFhe9teF6aCM%20z6JP2jX7RNBagUCgUCggv9+Z+yc/pN0F6BQKBQKCMO/KVf1jvf6xXfQWoFAoFBCf+4yNL+iXp+Sa%20C9AoFAoFBGRfmxresN+Pq10HtbLLikKWhK1NHc2pQBKVWKbpvwNiRWYmWNHusMlBqZHSuEkZprMu%20xwqa0LA/JUrTatSe1SbaH4Baau4vFJpE8JQ229Jv16cWbLxmNmC0uIzIB7HW0r/pA1pXJavKZhva%20lbc41aFXQPSr7760w/LuoXtQ4wtbRAKUq+Sdp1PdU8b3LHbr6UNtnjns0c1C/CeS31AtTktbeMas%207GktKCZBVc2Tw8KkfOt7X827bxKJx8va7e7y8vTTr4fMX5+z8/lDpv7jD/X+a/zw/o1U/efkp+la%20/afnv8p/cYf6/wA1/nh/Rp+8/JT9J+0/Pf5WLk+gZTuPfbiZ7JqkKQQhEmUpbKrixStKQk2V/h3V%20vTexFomaU080cWmTZzNZiL21888Gh6K6AzQEh2fLmYpsq2BmK6WXHFIJG5RFxtFzt7+I042d3vac%20IrEW9MK+22d+M2ma+h0cTokLisr+/swNzaTtTLskXSOACeFU/wB5+Sn6Vv8Aafnv8qWU6BlO499u%20JnsmqQpBShEmUpbK78UrSkJNlDSt8e9iLRM0pp5oaZNnM1nS9tfPPBoei+heo2kyXn50jDhRLYaa%20I3rKCfEoG6do+Se3W2hubG73mOdIiIsr7XaZI1mZmqnXeB6vYxC1DKvZPHA75TBQhtSQnVJOwDcn%20v7uNtLjGzzYpt7sVs23eHJFeEzavl5eXDYdK4fr1OGjhzKphtpFmIzzCXVpb+SFE7VD2E30HvVFu%20MuDrnSuvrb7fFm6I9rTzaNhIgdeBsFWUhrG9uyTHPHeCO0cD/JUPXg/DPypujN+KPkUVH/Ea5tLx%20luw8p74azrt+6/zM9Obvr8jGybP4nOwZDTTuMQpSCAuNz0v+02XDsCjw1/krbHO2iY1i/r00R5I3%20ExMR0+rXVzP4fQeu2GZK8cGGYillK2shzNhcT4VFCUDduTt2nh7NyNLm9vgmY6tdfyquzpmiJmuk%20R53Xcj8SDqZWLBPYG3iB7VzVHXb91/mXunP31+d9+7+vz/8A20NJJ1AjkgDttc068H4Z+Vjoz/ij%205HL9c4rrVOPeL2R8/DQlC5aGWwyoIBUUqKU3KkpN7+4baXFrZ5MPX7vTPZx1Vd3jzdHGda9rp/w8%20j59jp9tOWXdJsYTSh40MkXAUe7XQHUfyCpvbUm/setb2db1ppb1N7kctisYyl/JTWILC1BtDsl1D%20SStXBIUspFz3VUWmVQKBQKBQKBQKBQKDQdVyGIj+FnTHEs46LOKpb7h2ttBcZ5ttbir7Up5i0pur%20S5FB96KSr7kU5YpYfmTX4gOg8u7KcWyU/wA1SFBSfYNBTIYluTPS89DYO5RQF8HF+jVqtYTu02iw%20/wCa1DcbKNxMxliJxxyjz6e9Po1npiPTz4RPjyzSNaz7TLgRX4jZbbix0XIKltnZvPeoJb429/2K%20l2uGcdenSI05TERGseeI5T83dpyjTJfqnXWWRvnepa/Wq/q6tIwqmXvyWri9jzFf1dNIAqmG12Wj%20Yj6xX9XSYiR93zbfRN3+0V+hQRSqX5xw8pvdy2wfSKsBuXw8FNI5sq7phIJZauOB5iv6ukww+75n%20qm+PrFcPzKBvm+qb7frFe58igb5vqm/1iv0KD5umgWDLWnAcxXd9nQSiKmCIyEtNkBtFiXFA8Bx8%20Cv8AHQW3zfVNfrFcP1dB83zvUtez6VX9XQN871LXs+lV/V0DfO9S17PpVf1dBGUqWWk72mwOY0TZ%20xR1DgI+QO21BbfO9S1+tV/V0DfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQN871LXZ9%20ar3fq6CKlTPNtEst7+W5b0htxR27L91BbfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQ%20N871LXZ9ar3fq6Bvn2+hav8Aaq4/q6CMVUwNqCWm7cx06uKBuXFH5iu3/DsoLb53qWvZ9Krj+roG%20+d6lr2fSq4/q6Bvnepa9n0quP6ugb53qWvZ9Krj+roIy1TTEeCmmwktr3EOFRHhPAFCQffFBYrnd%20jLX61X9XQN86/wBC1b7VXH9XQN8+30LV+30qv6ugb52voWvY9Kr+roG+dp6Fq3b6VX9XQReMwuxy%20ppsEOEizij9WofMFtCaC2+d6lr9ar+roBXO1sy17HpVcP1dAK52tmWvY9Krh+roBXO1sy17HpVcP%201dAK52tmWvY9Krh+roJMGWHJJDTdy4CbuKA+jSNPAaC2+b6pv9Yr9Cg+b53qmu36xXufV0DfO9U1%202fWK936ugb51voWr/aq4/q6Bvnepa7PrVe79XQSiKmiIwA02QG06lxQPxR2bDQV3zvVNfrFf1dB9%203zb/AETdvtFd/wDkUHzfPt9C1f7VXH9XQN871LXb9ar3Pq6CUpUwtDc02BzG7WcUdd6bfV99BbfN%209U3+sV+hQN831Tf6xX6FA3zfVN/rFfoUHzfO9S1+tV/V0H3fN9U3+sV+hQRSqZ5twhpvdy0XHMVb%20iu2vL770FoiH0MpbdCRy0hKVJUVXsLXN0ptQc/1HOx+O6gx83KuNs40w5kcPPHa3znFMKS3uJ27n%20G0L2g8bGgz+j48uP0ph2JiVIlNQ2Euoc0WlQbA2qB7RwoNvQKBQKBQKBQKBQKBQSjyo0gLMd1Doa%20WppwoUFbXEGykKtwUk8RQVoFAoFBORIjxo7kiQ4lmOykuOuuEJQlCRdSlKOgAFBQEKAINwdQRwIo%20FAoFAoJuSozTrLLjqEOyCUsNqUApZSkqUEg6myRc2oKUCgUCgUEm5UZ155ht1C3o5SH20qBUgqTu%20SFAai6TcXoK0CgUCgUE40mPKjtyYzqHo7yQtp5tQUhSVC4UlQ0INBSgUCgUE35UaOEKfdQ0HFpab%20K1BO5aztSkX4lR4CgpQKBQKBQSEqMZRiB1HmggOljcN4bJKQvbx23BF6CtAoFAoFBOPJjSEKXHdQ%206hC1tqUhQUAttRQtJt2pUCCO+gpQKBQKCcmVGisLkSXUMMNDc464oJSkd5J0FBSgUCgUCgkuVGbk%20NR1uoRIfCiy0pQC1hFt5Sk6nbuF7UFaBQKBQKCbUmO648204lbkdQbfQkglCykLCVAcDtWlWvYaC%20lAoFAoPjjiG0KccUENoBUtajYADUkk9lB5ZeafZQ8ytLjLqQttxJulSVC4II4gig90CgUCgUCgUC%20gUCgUCgUHNnqPLpyrCXITaMXInLxzZUpYk70IWrnbduwtqLRsAfi+K/EUH2NgH8JmEysUlT0PIur%20++GFqG7muKUtMtJVbVJOxaRxTtt8SxDo6BQKDFys77vxcufylyPKsuPchsXWvlpKtqR3m1BpWlzM%200cn07nmWm1IYjPumG4oocZkrcHKO9IPGMpKu9J7KGjK6dg5DGKkYpxJcxkfarFySQSlld/7MoX3X%20ZtZKu1Nu0Gg3VAoFBq83kMnHXDjY2Oh6TMcUgOvFQZaShtThUsoCla7bJ/x94atWNZ6uxMLJPFyD%20kIweERbSt6WJSHQjnJuE79qmfDe25CiCPFQb3Ev5B/HMOZGOI06xTJZQoLQFpJSShQ4oVbcm+tjr%20Y0GXQKBQc1l+pcrDmSVNQkKxsB6MxJW6paHXVSlIG6P4SghvmjifEbp04kPs7APwMuc/h0qenSHk%20jKRlLA8xHUlLYSkqslKmNoW3+UPlXoOkoFAoB4d/sUHM43NZTJvtQMhGTDZzEB6ZDUytQkMtpU0g%20oeStI2ubZKDpwIIoK4DCycBPXjYTe7p11vmxRuF4rwIDjVlHcUO33ptwVu7LUHQ0CgUGBm58uFCS%20uHH8xKddaYaQokISXVhG9wpClBCb3Nh8NBqExGerMY9CzTXLXj5i2X0RnDy1uNtkJWhVgqyeaFjt%20StPsUG1wBy6YPl8sN0uKss+aG3bJQkAofCUk7SoHxJNrKBtpY0GxoFAoOe6iz+Wx7sgQYbbrMCGq%20fLdkKWhC0JKvQtKSlSeZZsklXDTQ30Dxl8G5IdR1Lityc6002Y6HVWQthN1LiqFvCl3ebnsWEq+T%20QdE0tS2kLWgtqUkFTarEpJFyk7SRcewaD1QKBQc4x1FljlYrciG2zjp8yTAjXUoSQuKl5XNWkp27%20HBGXtseBSe2g843p9/AZZs4pKnsVkCr7zaWsb0SbFXnButfmW2OJHbtIHGg6WgUCgw8zkHMdi5U1%20uOuU4w2Vojt/GWrsHA214mx07DQadovZ5OTwGdYbBjGOp8xVqLTzbh5oQd4ChfllK09qT7OgZvTs%20XJQG38ZJu7EiKAxsxSgVLjqvtbXru3s22lR+MNp47qDb0CgUGqzOQyrMmJCxkdt2RKDqy/IKww2l%20nbfcW0qO5RWNo07e6xDVO41vqvE43PsqXByyI/Oxi929Ed5zaokiw3pVs2K08SCRpeg6HGvy34DD%20syP5SWtAL8bclexfBQCk6KF+B7qDJoFAoOcyHUWWi5BwiG2MVHmxce6txSkvOLmFpIdaG3YUIVJQ%20DrrZXC1B8d6ffxeZGZxCVPOzX9uZjqWBzmnFWQ4kmwCo3yR2ounjag6SgUCg8SHgyw48UqWGkKWU%20JF1HaL2A76DmoWTyOYLuGysdMROTxxlNLiuKLjTTp5am1laRZxO8WUBbjppQZeBxcvDTZGMYavgS%20nn49e4f2dRVZyNYndsud7emgunsTQb2gUCgUCgUCgUCgUCg1Ga6ng4l3lOMyJLiWVSX0xm+YWo6N%20FOuajS/AC6jrYGxoOeyW5zOTHFZJyHNebbmdNy1PLRDUy20jmMLbuGl+kBU5uG7YsEHw6Bs5MKd1%20LAwGTjyVYsBKZriNgW8jzEcpsjf4EuJS6pO5STa/Cg6CJFbixWozalqQykISp1anVkDtUtZUpR9k%20mgrQKDSJ6qgPzxAZS8gvuuxIk5Td4zkllK1ONpVe90cpd7gC6SAb0HOYGWYDmLWiU6qc66nG9Q4y%20S+t5zzJQTz0BxSik7hu8NkqbVe2goN+OmJK+oZeTfnrER5bDjcNi7RKmEAJ5zoO5SArcoIFhr4t1%20Bv6BQY+QnxcfBfmyl8uPHQXHVWJsEjsA1J7hQczms2clin0tx5kb7veYdy8E7mZKoa7lSm1MKUSN%20oKrIVc7SjibUkZPTU1KMhMxEeWZ8BDDM3Gyy5z1IZkFaeStwkle1Te5ClG5Sba7bkMjpTpuThoLD%20cyc5NktMNx9Ltx0JbAHo2bkXNrqWq6ie0DSg3tAoNfls3HxqmGiy9KlSioR4sdIU4sIG5avEUJCU%20jiSod3Eig5nJyYWVyUKY7PkxMXk4iUYeY065HSxNSpalc1F0oLjiFJCUugjwKTbWxDN5OV6m6Xh2%20kNxJrUtKn3wjmNLXAklPMbRcXStbIcRc24caDoMbATBiJjh96QQVKU9IWXHFKWSpRJNgNTolIAHA%20ACgyaBQaaT1XjY+RVCU2+pLTzMaRMS3eO0/I28ppa733K5qOAIG4XIoOZMt7GPy5i5jqc5Bmq89D%20eeWpuZBkSDyeS0tWwENqAbLY0WkoPbQdBlemJORzomqnLjwTFTGeYYBQ8sBxS1APg7m0K8O7Z4jb%20iO0N/QKD444htCnFqCUIBUpR0AA1JNBy03qNWZxUyLimpUee5F83CS4ksKkxwoBRYcSVFBWDtBO1%20SdwNhQeOm58VvLR4uLlOS8Nkorsphp5xbr0V6OttDiFF0qdCV83VKzdC0kdtgGdgemZMCU/JlT3J%20G6RKejxm7tMoEl9bt1pB9K5Zdrr0HyQOJDf0Cgwstlo2MjJeeStxbriWY8dpO5x11fxUIBIF9CdS%20ABck2FBzOaycHJ/ds6Q7Jj4NDsiHkkIcdirjzCpCGlvqaUkhLa0LRfdtutKuGtBdhjIZzpfMYJct%20Lshha8cMkob0PtqbQ4FqCCncS27sc2keIK4UG/xWNXBac5st6bIfVzH33lcVWAshsWQ2gAaJSPbu%20bmgzaBQabMdVY7FSHGXm33fLsiVNcZb3ojsEqAddNxYHlr0Tc+E6UHPZdT0fK5aQ5OciZaOPPYZb%20r6kxH4iGUByOW1K5Vt6VBw7dydwWKDc5LETM67h8gxLXjmWmnFupSgGR/aUIACFKuG1BO5JVYkX0%2011Ab2OwiPHbYQVFDSQhJWpTiyEiw3LWVKUfZJvQUoFBz/wDehie47j4KX2H5KZDWNyDjY8u6+yFB%20WxVyTsKSfEkBQBteg0/T81uHJxaosh8+fcVAzGLlPuSHmJrbS3S6OaVrBu2Qq3hUkpWPZDcxumpS%20c/OyUie4Yr8hEmPCZu0NyI7TPp1g7nAC0SlGidbkE0G/oFBj5HIRsfDdmSVFLLQBVtBUokmyUpSN%20VKUogADiaDmM5mm8jjOaW5cWNjJjf3/DupmQmMpoqvuYUboTzG3VbFapSR3igysE9JUrK4Vmb5tm%20O027jciV81SW5QcCG3HLkrW0pom97lBTfXUhl9L9OuYWC0y/MclvIYaj2uUMNoZTtQhlkEhIA7Td%20R7TQbqgUGty2dj455iPyH5cuQla240VAW5y2tvMcNykBKStI48SLUHN5B2PksszKVkn4kTJw2Xen%20Mg06tplDw3uLStu4bWpaFJVtcSdyQU9lBncrJ9T9PYaW1IRBkpeRJkOJRzUktpWglkE2PjIW2VXH%20AkHhQdBAhIhRG4yHHXg3e7r61OuKKiVEqWrXifaHAWFBkUCg0znVeObyfkS0+UB9MRc4IvHTJWAU%20sld9247gL7dtza96DmIUxzGuJlLlv/fUeciHmse+8txMluU+G2nmWnCUp0WlbfLAFgpHtB0M3pmV%20M6icyK57jEByNHZXFj3bdWphx1dlPA7ktnnapRYq7TbQhv6BQKBQKBQKBQKBQKDW4rO4vMGczEcK%201QX3IkpB0IWglBItxSSkgEdx7QaDSLjS5PR+TiMNeYzsWM/iS7dAfWEApbVvWbBTjakO6m11UG2x%202OlSMfyc5HiLbKkqjwEo5qGEIACUKcc+kWOO4JT3DvIbcAAWHCgUGHlcrFxkUPvhaytaGWWWxucc%20dcNkIQNNSe82HE6UGqn5dOQwD2ShJeafxbwdeirSpDoVFUFvMKSLhRW3uSLXTqCL0EM5CyKpeFX0%20/DYcjtvSJinCoNMIdebUgPLCfEvd5hxVki6ldo40G+j49pKmJMlDT+SaaDS5waShZHytvxilKla7%20d1BlUCg1OZ6nxuIc2SUur2ID0lTLZcDDJVtDrtuCSoG1rnQ6WBsE8ihCM7HRJAex+WYXCeYcAW2X%20mtzzQ2K08TfO3aa2TfsoMOJD6k/vZlJCGmo+OddjAS3TzFvMNMJPKabSRss6t3ctR9pJ1IDoI0KF%20F5nlY7bHNUXHeUhKN6zxUraBcnvNBagUGta6gx7mefwd1InMspkJCgAlxCjZWw31KPDuHZuFBiYx%20JbeyERSA/OxrrrsBbviXyZgLqLKJuE797XtIoMbpDE5dGAjwc5HjojJjNMDHqAeWVIT6Rx9f0ZU4%20rXYkED5xoOkaaaabS00hLbSAEoQkBKUgaAADgKD1QY+RyMPGwXp0xzlxY6St1diqwHcEgk+0KDXL%20kPZrBSW2QvHZFxtRaZdUjnMr1LCnUtqVtuQlRSfaNBrMqJOUwOPm4fHIdenzIc2cwVJZO5ja4Ocu%20x1bWw2hWhNhYA0G9iY9a2IruXTHl5JgqWJCGglKFKJNmt5WpISLJve5tegz6BQYGWzLOO5KCy9Kk%20SCoMxo6QpxQQnctXiKEgJHee4cTQYuXe5UnF5FKyYpd8pKQdUFqZZCCU6+IPpaF+wFVBgSsbnEdT%20t/dUdmNj2YDMZqW5Ytsp5qy622wnaVKKW2gNQlI7+FB0TUKG1IdktMNtyH7c95KEha9ug3qAuq3s%200FqBQaT+9kJzNx8XFackJddcjvTkACO2820t0tbz8ddmjuCdE/KIOlB9YaaT1BLhykh5DvLyUDm+%20LYtKQw6G73tyyEK07XKDC6VgdQt+aTk2WY0NyRMcWwSHnX1PvrWlZUDsbbS2QlKLKJHEjgQ6ONFj%20RWEsRmkMMIvsaaSEITc3NkpsBrQUoPi1oQhS1qCUJBUpSjYADUkk0Goxuex+dRIiNtyGCplDtnUF%20pS48gKDbzageCtqrcFC2oGlBp5seXkuiprbMUSc06z90z9mxDjoZdUy6N6iAAUrccRc6bqDewoEq%20VE/7+Zivvc3nMx0N722AAAhAU5qtSdTv2p46AUGzoFBh5XKxsawh15K3FuuJZjx2k73XXVAkIQnT%20WySTc2ABJ0FBqJ+bjTcR97wHFpOIlByawoKQ4hLV0Sm3W+N0srWoDW52kdhoQ8ZvH5YZfEHCQ2OQ%20ymY4XlkIZYfeLYDqkJspwqS494U23E6qHGg3rMCOl5Ep1ppzIBsNLmBtKXFAcRfVQSTrtvQZNAoN%20Rlup8fi5CmX233OU0JEtxhpTiY7ClKSl122oSShXAE+EngKCUgR15xlL2yTjsvHSG0LstrnxVc5v%20YDdJLja1K/8A0xQYuKi9Sp6jyr62mY2OflhwvOHmOvNIjttNoaSkgNpBQpRUq5ubBNtaDoIkGFDb%20U3Ejtx21KK1IaQlAKjxUQkDU0FqBQa+DnsZOyeQxjDt5mMWhEps/9Y2lxKk948W32waDWQvMIgZN%20hpoP5fD+ZjwFrsXC28hL7CQpWtinloUb6qRQfemcNOTgmsdmo0fyLUdiPGxhSH9iGUbbvOG6HFqs%20LhKbJtxVxoOhSlKUhKQEpSLJSNAAOwUH2gxslkI2OhOTJJVym7CyElS1KWoIQhCRqpS1KCUjtJoN%20S/kV5vDZBvHoeiZWEoWivjluIktbZDKV7SpKkL8N9qikpNu8UGLm0SJ8DDzsDCbkolzGZ76SoMJU%20PLrU068oAnwuJa3aFWlqDeRsfuRGeyKWJWSYBtLSyEbSrjy9xWpA7PjUGbQKBQKBQKBQKBQKCMiZ%20Hjux2nVbVynC0wLEgrCFOWuBYeFtXGg5SL1Jm20nKynGncYia7ByMJLex2HteLTbm/cd4HgU4COC%20tydBYhuX+n0N5SHkcYURHWSpqW0E2bfjOKK1IUB8pLh3oV33HyjQbRuOw04642gJW+oLeUOKlBIQ%20CfyUgUFKBQabqDO+SxuTXFIMvHtIeeC0lQbacJ9MU3TvShKVq0Ou0ighAkzPvIYfNcmdvR53Fz0t%20hKXUtKTuCkXUlLrSlpUFJPiBuLEGgj0vD6jalTVzGmokNybLeKVHmPv73lBlQKTsbQlkIFtVH+bQ%20dFGjMRYzUaOgNsMIS202nglCBtSke0BQUoFBzmRzUuXJxLGJmNxGMo1Icamusly7zIQUMctRbsVI%20LilA2V4CNKD4lf31hZfmcUw/lWliHkoK18tC1MLDmwO7VFTakrDjYULEKsq1zQZPTuCXDxSY05CC%20UyXJUeMlanERgpwrbaQtQBIbB7gOwaUG7oFBCZNjw2UvSFbW1ONMg2J8bziWkcO9axQczLz2falZ%20eUzy3Y+FeCZGJ5dnnIpaQ4X23N3x9VlAttVt26K1AeM10nMzstU+JkkxYi0syoDrAWHi8G1o8TqV%20pKWVoc8QRZSr8RbUOsTHZEhUnYPMLQltbg4lKCSke0Cs+/QUoFBg5HJ+XS+zHRz8imK7JjRdRzeX%20YbQbfPUkHuuKDn4OSlSmYcXMONZLDdSRyhiQ20WdrjjRWuO4jcrwrb3bTcEEFJ1tQ0fcT0ouFnYr%207EJmIzAS625kg7zZU9LqQB5g8tslW/0iionxDTiaajqY8aPGbLbCA22VrcKU8N7qy4s/lKUTQUoF%20BoM3nHAzETj5CY4fyH3fKmONlXIUEuAeBRTqt5KG0k6eMHXSg1WSx2R6hivY6SptrP4Z5CwvxIjS%204zw4LSN5S1JQlTa067VJPEAXDZ9PdO+WYyLcqJHiw57qXG8Uwd7LVm0pUR4WwCtadxCU27eJNB0N%20AoIzZkeFDfmSVbI8ZtTrywCqyEAqUbC5NgKDQZHJdQOZyVCxrjKFw4rMuPEeRcTAtTiXE83d4Ako%20Sm4B2kgqBBAoKyyvO4zEZfFizseS1Maad8B2kKYkNr+asNOuD/KFBvFR2FPtyFIBeaSpDbnaErKS%20oD29g96gpQKCL0yOzIjx3FbXJSlIYFjZSkJKyL8L7Uk+5Qcpj+osxyI2SyCmX8ZNkGDOipb2OQHy%207yUpUSpQcQHPRuXtqQoeHSghF6GfhZhKocZppluY1JYynPdLzcRpIHkktq3eE+JO3ds2qvbdQdo1%20GYZW8ttASp9fMeI+UvalFz+SgCgpQKDSdQ57ymMnuQ1pTIguMIlLcQpSWGnlt8x8p8O5DTK1OaG3%20hI7DQYSo8nISV4HMvHzbG3IYnLRQGlqSg7StKVcxCXGlLCVCxSpKhpqQA9dM9OSocqfImosJjTbL%206XHhIW+tC3VKfdIbZQCpLoSAlI8IA0AAAdIy02y0hlpIS22kIQkcAlIsBQeqATYXoOezWazHksbk%20sBH89CX/AGyYLWU5D5d9rQPi5quYFIT27bGgSmH5L8XqXp9TUtb8ZLTsdxwttSoxu40QsJXsW2pZ%20KTttZSgeIIDJ6dwZgYaFDmJbU7DccdYQ2VKQwFrcLbTalWJS005ygSBcDgKDcUCgjLmR4iW1Pq2J%20dcQyhViRvdVtQD3XUQPboNI5m8rD6kcZyDAbwcpxuJj5WlxJLYX47X8DxWW0E/LRb5SaDKyGAQqT%20FnY7ZEnxni4pzb4XWnlAyG3Lcd9twPYoA0GzTHYTIckJQA+6lDbjnaUtlRSD7RWr36ClAoMZWQji%20W7DF1y2mRI5IFipCipI2k2STuRbjppfiKDSdOZCZkIxxHU0ZoZmOhp99iwU04gkLbdQDodi07VW4%20LTfgU0HnDROpE5/KvuNtRce/NLqnXDzHX20MNstobSkgNITy9xUq5Jv4RxoOijxmIzIZYQG2kklK%20E6AbiVH+U0FKBQKBQKBQKBQKASEgkmwGpJ4AUGl6lysqLBhuQXUNImSmo7k9SeahlD1wlzaCkK3L%202oGtgVX7LUGuffys3H5LFyUpc6gw5amRVtJKESAlRcjOJBvs5qmVNOJubEK7CKDZS+mMTkJJmuod%20bVIDZlsJWptt/l6oD7YNlFPDXs0OmlBuaBQfCtAKUlQClaJBOpsL6UHH9U9UZPH5OTFYkxojjMZu%20RjYshBUci6pSwthte5Pi8KUgJuoFQJFuIbCFKOQlYnORWFhqeyuJkGSPE0UguI5v2LrbjXtroMrF%209LYjGSkyIqXBykLaisrcWtqO24UqWhlCiQhKigaDhawsNKDb0Cg8h5oulkLTzQNxbuNwSdL242oO%20fgZ3KtZ9+Bl2BHiTXXPuN+4usMiy2nLcFKCS6385N/m0FGsI0/8AeOLnMqVBMkToLqSpBQp5XNUU%20OJIUlxEgLXcEWChQbLF4qNjWFtMqccW6suvvvKK3XHCkJ3LUeJ2pA9oAUGZQKDU9R5dyDgJWQhLb%20WWNu54jmNtI5gS66oJKbhlBUtQuOFBr/AO3TPPdM5h5Dy5kVb2PyLKeXzGTZCyUAkJcYWtBuk2IU%20k6G9DRf7iYzUOJNyLb0LJqjhmYY7i2VKSR6RlZTbc3uuU31HEWuaDesstMtIZaSENNpCG0J0ASkW%20AHtCg9UHl11ppsuOrS22n4y1EAD2yaDR5+blhlcfjYElqCZjb60SXmucFushBSwE70fGQpaz22Sb%20dtBjszpeRZgZLyxbyeMmGHk4rZKrByzTwSojVsbm3wbapSKDPZ6VxDORE5tLiSl1UlEbmK8umQ4F%20BbyWr7QtQWq/sknjrQbegUHzejfs3Dfa+2+tuF7UHCZLrnIQspKBdZUqHMLLuB5Z82qElG9UttW6%206rJu58XbtG341B0BxrMnIZCO+wmVhszHQ8u4uguoSGV7jf5bQa2W+aTQZmJwcPGKecaW8++/sS7I%20kuredKG7htG9ZJ2p3G3tk8TQbCgUGHk5rsfEzZkNrzb8Zl5xmOg3LjjSVENi19SpO2g5bp/q4zso%203jX5bGXx+QZHJnx2+WlElSHHFw3UhTg3cppS7EhSRoriCQ2kLp9MvEw4+QDzM7FqcjxZzS1Nv8tt%20RbSsLB1DzSUlYOhPsgUNFpk2H03Dx8CHAfl89wxokWMprmFQbW8oqXJdZTqG1EkquT7dBN/qqS09%20FjfcOQXOlIddTESuDvS2wptClKUqUG+LybALJ9igrK6nTFjxy9jpSchK5hZxYMcv7GvjuKWHvLoQ%20kEHcp0cQPjG1Bp8/1wGITBRzsU6qUuLkS8x5h6IG47kjcWmlOJcCktghSFKG0+8Ek9Rycjhn/OQ3%20oue6fYi5SUhxvkoUfGpSWiVKtzW2nEG+id1rmxoNtDxWDzfKzbaH2kyVodkRCtSELejKsgvtJUUF%20bS2wNOO0A3AFB0NAoPhWgKCSoBSr7QTqbcbUHNZmV1DHy0CU7IRFxHnm43lmRvW8l8FtC3nFDwDm%20qSEoQPbUeADYSobqc+zIDXNhzoyoc5JG4AtkuMKUD8iy3Un2VJoPuJ6ZxmLkc+NzlKS2WI6XnVup%20ZZJCi00Fk7UXSNPYA4AUG1oFBN11fKeMcJefbBCWiraCvbuSlSgFbb3HZQc9gX8831LPiZiWh5bs%20KLKjx2UhLDSi6+h5LRI5irANblLOp7Eg2oNjgY8iJ52EtBSwzJWuG4eCmX7PWH+QtakAdwFBmwoE%20OCyWIjQZZK1u8tPxdzqitZA7LqUTYUF6ASALnQDiaDUdT5V7HYRc2M4hA5jCFSVje20088htbxAK%20bhtCyrjbv0oNVDyRzuLcw0hMhjISIplwJkpptrnJSsFqS2hpxzaWlltRSraoEjwi9BveQzmMKhvJ%20xNiJjKFSYbnFClAKKCRbxIV2jtFxQZ9AoPiloTbcoJ3GwubXJ7KDmOqM9kIOYgQI61N+abUuO00y%20l56U82tILCOYtptADaipRKhprcWNBVuf95v43MQWHUORZD0DIxnAkPNIcslxKgkqTdDzbSrpJG25%204UG8dgxHZjExbYMqMlaGXdQUpctvGnYdo491BegUCgUCgUCgUCgUCgwsxiWMrETFkE8jmtOut2BS%204lpYXy1pOhQrbYig5jph/Dyl5jBsxPMQnp0xEmO2geWjIQeSptwnakKdW2pwIRc+PcQBrQdHisFD%20xrjrrS3nn3kobU9JdW8vltbi22FLJO1JWo9+ut6DY0CgUGk6l6ccy5ivsylRZmOK34CwLpTJIAQt%20dtVICdyVI+UFH2KC8cP5jDtKltv4yZf0iUK2uNOtqKVbFEWUgkGxtZST7NBmwYUeDEbix0lLTd7b%20iVKJUSpSlKNypSlElROpNBegUCg4XMxsL09mcLIcJVOfnTZi5KG98t9K2nQIyQgFbllPtJSn5qB3%20XAdcqNHycKMqbEKDuakpYetzGnUELTcoUoBSFD5Kre5QZlAoFBiZbHjI4yVALqmUyW1NKdb0UAoW%20NqDl8RKw0LqvM4vHxLlbkVh6BFbSGmwlgLXIdHhbQlSHko71bLAG1BvsZ01i8bID8YO+jbUzGacd%20W4hhpZSpTbKVE7EkoTp2WAFgLUG1oFAoNVm8NjprseZkEh6Nj0vOKiuJS40sqSBvUldxuQAdp9k0%20Gg6OONz3SWPx62XnY8WPHWJybobRISN22M8ClxSmT4d6RbsvxFB1OMxcbHR1Mslay4suvPOqLjji%201WBUtR4mwA9gC1Bl0CgUHN9Q4OenJDqXFuLdycNpDSIFwlt+OlS1vM3+c7vBSo8FIT2brhspmOjZ%20mIytxciO062d7aSpham3U+Jt1JG4aceCge0UGxQhCEJQhIShICUpSLAAaAACg+0CgUHMYzEzencq%20EMKdm4zLuuOTCQVKYmLUpwvADg06DtUOCVBJ+Uqwbc4OIcojILcdWttRcZYUsllt1SC2pxKPnFCi%20O7U9pNBsKDQ9UYR3KysKkJdMaNMU9KWy+uOtCPKvNhQcaW258daR4T/Jeg1efwDqMtiXGIGSyEGJ%20FlMrXEnqakJW64ytG952VHdcFm1cVq7PYoI5np+XNx8ZTWNm+XLL0Gfj35LTs5Ud51t1RQ+7IdbV%20u5RQdzwOxWhukJIYLODz+cbg4fqGA95HHzSoLW5y3VwFxn22i8+w8Qp4L2pcDau4nQmgy/7jz2Ju%20Uhx5ExyFlWYbD2TlSBJfShtyQ4+lPOKzbYpLaQUkeK9j4qDoOnsVkMXMyMd552ZFkOJlszXuSFlx%20xOx1soZQykWLYXcI13d96Dd0Cg0PU3TknJuxchClGPk8YlxeOv8ARF5ZR9LbUoUhBbUPmqJ42oMk%20sNdQYBLc+M7EMhKS7HVdLrLzSwoFKrcW3EbkLGhsFDSg2tAoFAoOYexM3DZt3OQ1OzW8k+lGXiAF%20RDZCW2XWUjtY22UPlIJPFIuG+dx0dzIR8gdwkx23GkKSbAodKSpKh26tpIoMmgUCghPjLlQZEZDh%20ZW+0ttLyQCUFaSkKAOhte9BosFi3MUt7pp1hUrA8kqxzzoLqUsmyHIjxVe+3ddG7ig7fk0GfiOms%20ZinQ5GLyy235eOHnVuhli4PKa3k7U+BPs6DuFBtaBQKDUdTdOt56IzHXJcimO75hl1m24PJbWlpW%20vzFrC7dpSL6XoIR4S89iW2c7FXHyMJ6xdaK2tshoWEiM4LHatKrj2CUKv4hQbTG4yNjoxYY3K3KU%204664orcccWbqWtR1JP8AzDSgyqBQKBQKBQKBQKBQKBQKDy2000CltCUAqUshIABUo7lHTtJNzQeq%20BQKBQKBQKBQKBQeVNNKcS4pCS4i+xZAJTu42PZeg9UCgUCgUHlLbaVLUlISpw3cUAAVEAC579ABQ%20eqBQKBQCAoEEXB0IPAig+IQhtCW20hCEAJQhIsABoAAKD7QKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQf/2Q==" height="322" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 3.&nbsp; </span><span class="textfig">Evolution of crop growth indicators and cover.</span></div>
        <p>The measurements made in soil moisture throughout the crop growth (<span class="tooltip"><a href="#f4">Figure 4</a></span>),
          show the transition from dry to rainy period, imposing two fundamental 
          moisture conditions. As a result, the average value of humidity in the 
          first four months was 18,9%, because the absence of rainfall, which 
          reduced the availability of micronutrients and minerals for new shoots (<span class="tooltip"><a href="#B14">Taiz y Zeiger, 2006</a><span class="tooltip-content">TAIZ, L.; ZEIGER, E.: <i>Fisiología vegetal,</i> Universitat Jaume I, 2006, ISBN: 9788480216012.</span></span>).
          In the fifth month of the crop, the first rainfall in the area took 
          place, soil moisture increases an average of 42.9% for the rest of the 
          season and remained stable due to new rains contribution and water 
          retention by plantation foliage.</p>
        <div id="f4" class="fig">
          <div class="zoom">
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+OV2+eHHy%20bi0k8TTpbn+RJID/AP2oOcPszcY4r4u6JDl5CZSbjMcbWkgzJfFcwx+KvhMjE6NRfl+YNQZUuzbx%20N4LY00OA+1z6drMkTZAbG8ARMJ1WWO5Z7spVgQAt+cUG12fbl23bMfBWQy+CtmmYAF3J1O5A4DUx%20JsKCmXGkj46OodDIdSkAgjw35QaA2FhAqBBGNR42VeNrtx4dPGgHDxFZdMEY1GzWVRcWJ48Omgei%20wxIqiCMLYmwRbXFgDydFA9FhB1UQRgWJsFW1xYclug0D0WGHCCCMIVN10LY2sBwt0UE1w8M5UqGC%20MqI0IUotgWL3PJynnoKeiwi7L4EdrcmlbfMTfhbntxoHosIuy+BHa3JpW3zE34W57caAMPE1svgR%206QAwXStrknjyfCgLhYZ1KYIyqmygotgNI4Dh8aAuHiEuDBGQpsoKrwHBujpJNBKDDw2kyFMEZVZA%20FGkEAeGnC1uHLQVTCw2U6oI2+ZuVFPISOjo4UBcLCYEtBGeJ5VU8l16OjhQFwsJgS0EZ4nlVTyXX%20o6OFAXCwmBLQRnieVVPJdejo4UBMPEdFZoI2Yi5YqpJJ4k8nTQTw8PDbFgdoI2YxoSzItybDieHL%20woKJhYTIrGCMki9yqk3PHlt00Hz6XF8DxPBTxNF9ekar25b2oPp8LCVCwgjBUcCFUEWHCxtQJMLD%20WNmWCNWVflIRQRYG1uFBPKw8RYwyworGSMEhFvYyKCOTnHLQUfCwlXhjxi5C8EUcCQLcnJQHwsIC%20/gR3JAJCqLgkA81AfDxFGpYIwxIBIVb2JAPN0UA4eIrLpgjGo2ayqLixPHh00BsLDUoFgjAY2ICK%20LgC9uTpUUE5sPEWXH0wxjVIQ1lAv+W56OPHjQU9FhiRVEEYWxNgi2uLAHk6KDB3fM2LZ8b1OakcU%20QvoUIpZ34AKqgfM1qsxYrXnSqvJlrSNZfmXuvfPckm7YTxYEm2QFhJtuKIxqkbshnUAh3420EcAb%20c/H2Ntt8UUmNYt6Xk7nPlm0TpNfQ7/2xvW17vCkUkEOPucSn1mAU0sjrZbhXVTa33XtevL3G3mk8%20ONeyXpYM8Xjjwt2w3gwsPWyeBHoCiy6Ftx4HhbnCis7QmuHhnKlQwRlRGhClFsCxe55OU89BT0WE%20XZfAjtbk0rb5ib8Lc9uNAGHia2XwI9IAYLpW1yTx5PhQEwsMlgYI7KQFGheAABAHDpoC4WESw8CO%20ykADSvAAAi3D40BcLDOpTBGVU2UFFsBpHAcPjQTxsPDeNi0EbHxJBdkW9g7ADk5AOFBRcLCYEtBG%20eJ5VU8l16OjhQFwsJgS0EZ4nlVTyXXo6OFATDxGF2gjYgkAlVPANw5vhQEwsN41Z4I2YqLkopJ4f%20Z8aAmHiOis0EbMRcsVUkk8SeTpoI4+LinAil8GMyeErB7Am+nl1Wvz8tBZ8LCVCwgjBUcCFUEWHC%20xtQHwsJULCCMFRwIVQRYcLG1AfCwlQsIIwVHAhVBFhwsbUHzPjYEMRkaKKNEA1uVVQE5GuejSTek%20RqTOj5ysPEWMMsKKxkjBIRb2Migjk5xy0FHwsJV4Y8YuQvBFHAkC3JyUB8PEUalgjDEgEhVvYkA8%203RQfK42A6xvFFE0chBDKqlWFiwNxyi/GuzGhE6vpsLCBUCCMajxsq8bXbjw6eNcA4eIrLpgjGo2a%20yqLixPHh00E2w8MZUSCCMKY3JUItiVKWPJyjmoKeiwg6qIIwLE2Cra4sOS3QaD5lx9ugBeSKKOJF%20Z3ZlVVUKB8xuLcBz12I14Q5M6cZSw/5TmQRT4iwy4s6FlZFXS1rDktzcldtWazpPNytotGsclxh4%20mtl8CPSAGC6Vtck8eT4VFIGFh62TwI9AUWXQtuPA8Lc4UUGLlHasJsjJy1ihxYY0dndVCqSzgkcO%20U8nxqVaTadI5o2tFY1nk2EUscsaSxMHjkUMjqbgqRcEH41yY04S7E6vquOlAoFBibnhS5mOIkzZ8%20EXvJJjeGHZbEFC0iSaQb8q2YcxFBwmz5mHmbrFgYcm4jJkLFN42ndZ94wIAFJ05DZZaJHYKRpeBu%20UFTfsh+iopVFUsXIABc2ubc5sAPuFB7QRzMvHw8SbKyHEcECF5HPMFF6DSTe9MZMGDJTbs2d5YZc%20iXEjWEzQxQNokaUNKq8G4BUZmb90GxoNhuO+QYkOK8MEufLmtpxMfG8PXINBkLAyvFGFCi92YdHK%20RQZG2bhBuO34+dAGEWQgdVcaXW/KrrzMp4EdNB9ZFvGxb/8ANNuT/lP00FX7Ufe/CaA/aj734TQD%205q91usUA+avdbrFAPmr3W6xQTT+Nl/Sj5/70nNQUHmt3V6zQB5rd1es0Aea3dXrNATtSd78IoCdq%20TvfhFBPHv4uTy+YLf4aUFIuye831GgRdk95vqNAi7J7zfUaBF2T3m+o0CHyk7o6qCeD/AAWP+knP%20f90c9BSHyk7o6qD4/wDF/wCn/VQfc3lP3T1UCbyn7p6qCeZ5K/qxc9v+ItBSXsjvL9QoEvZHeX6h%20QJeyO8v1Cg4n3578m2XKhwMCK+WpWaWSVTo0H91eTVq5yOT7eT0dnsoyR1W5MG73k456a833tO7e%208vcOKm4YcmJt+IzskMTpJI5Kg3LMwVT8Cv8AVXMuPDinpnW0u48mXLHVGlYZU2T78wpIDPi4e5oH%20OgY7mCVvkbl8S68nHhVXTgt22r6+KfVmr2Rb4OW90f6h+5MfdsZIsR9sGPZ2x5hqM2rgdR4XTmGn%207b3tbdt9jjms6z1a/Bj3G9yRaNI6dPi6r29s+bnZMO/b+Ne4OrNi4TLaPFW4tpUk/ORxueNYs+WK%20x0U8PbPpbMOKbfPfxdkeh0ssMMk8LSIrtFqeMsASrcFut+Q2JFZImYapiJavfvbW37u8cjlsbOiU%20nHzoDomjYEW+Yco+B/oq7DuLU4c6+hVlwVv3T6Wrx/ce57JkDE90R/lNZIN5hW8L8TbxVA/Lb/6+%20NXWwVyccf/ntUxntj4ZP/TYj3TsI36PAXMjebLhjMDIwdCdTWXUt1DMGuOn7r0+WydM204Qt8xTq%20iuvGWfnbrtu36pc7Jjx00rYyMFJ4nkHKf2VXTHa3hjVZfJWvOdGj/wDnC5cjjYttyt14ACZV8GC4%20J/4kg/qrT5Tp8dor8ZZ/N6+Cs2/Rxe2b/wC+v/mc1oHnzidOXtpISMRJyKCxKoBf5Xvz89+PoZMO%20H7UcdI7JYMebN93lrPodqvu7csZn/mPt/NhF/mbH0ZSqbDlKEcPjXneWrPhvX28HoeYtHipb2cVs%20X357WlkdHzRjyk3MeQjxEcAOJYBf6a5bZ5Y46a+ri7Xd457dPW2eBue2yYkk0eXC8SNK7yLIrKF1%20sdRN+S1UTjtE6TE6royVmNYmGq2D31sW7Z2ThQyGOSJmMLSfKJkHEst+S3QeNuPTa/Ns746xM/wo%20xbul7TEfyvm+8/beBeOXNSScswWCC8zkljYWTVY/bUabXJblHD3J33WOvOWqz/dXuXI27IfZdiyV%20AVmXKydMbKLkllhJJc25APuPJV+PbY4tHXePZ/tTfcZJrPRWfb/pzPsX3dveCkzZ0GTnbNrJmylV%20pDBIfmJ1c4N/mF/j9uzebaltOmYi/o9LJtNzeuusTNf0fpe0brt25YaT4OQmRHYAlDxU25GU8VPw%20NePkx2pOlo0erTJW8a1nVTHv/LY73v4K8vL2fhUE15vKfunqoE3lP3T1UGo3j3XsO3BoZspXyjdV%20xYfzZSx5tC3t+2r8e2vfjEcPSoybilec8XF++s/3Zu+2NLBtuRhbHCA86y6Vmk48GeMHVoXgbftP%20w9DZ0xUtxtE3+DBu75L14RMUZvt/bPfybBjRy50OJAGj8COaMyTopddAbk4X5Ab8OHwqrcZMHXM6%20TP6LtvjzdEcYj9W4faffIW53+FuK2BxEAvcdBqj7uH6J9677eb649zV+6tt/1CfZchPWQZMJH58O%20PGY5mTnVeW9+ccp5PhV+3yYIvHCY9fJRnpnmk8Yn1Nb7HyPeW17XHKdufO2eQl8eIOqzJcG7Rq3E%20o176f2jnvbvK4b206tLK9pbLSvLWrK9zf6nT4whgwcCbFzAweYZ0eiyj91VDXOrkv/XyRwfj4txt%20MTHcln38xwiJie9tsP8A1AXOxoZ8XZdxmZuUxRBotViColuL2PPas99l0zpNq+//AAvpvOqNYrb3%20KNvvuyfKjOP7eMR0OEbIyo14EpclAL8OFR+zijnf3Ql97LPKnvl9kf6hzyDjtmGCDbzpXA4X/u0/%204R9U+4/7z9Me9rPcntb3nuO2yxS7ymS1i4wY4VhR9JB0+IDc/ANwuBV2DcYaWj5dO/XVTn2+W1fF%20r3aMP2b7K9xQYAebc8ja/Hu64cYuVHAanDcFZui329As3W7xzbhWLadqG22t4rxtNe5vx7PzdZA9%20w7ncAEnxV59X92svmo+irT5afrsD2rvXiEf/ACPM5Bx0x9J+FPM0+irnl7/XLnfeHsv3DPjO0O5T%207ocdUkfFkADMCXF1C9orbgLc5t0Vq2u7xxbjWK69rPudrea8LTbudL7D2Hctm2RYM+cvJIfEXG4F%20YARcqDy3J7XG3R0nLvM1cl9ax+7TtMNqU0tP7OkrI1FAoFBibnumJtuOJ8rxBETpLxwyzBeBOp/C%20V9CC3Fmso5zQcNtB9m4O6x7lD7ixZcpWb/8AyPbyRxw5GpSuqTCxTlZGQ6XLXLELy2AvQfoaMHRX%20FwGAIBBU8ekGxH7aD2gwN52n+aYqY/q58MpKkwlx/CLaozqUETJMhGqxsV5qDm09qe5MLHVcTKhz%205pYMrFnkzn8PQs8viRyJ4ECh9NyWRgtyeDAUGa+HvLHDfbsaMtskxx8cZkrwrkwenEbyXSKRoyJD%20ZflYMFvyEGg2+w7dLt20Y2HM6yTRqTM6AhTI5LvpB46dTG1+agvlqzPjqrMhMh+ZdNx+W/8AaBH9%20FAaCUFR6iQ3NgbR8OBNx8nXQHgluo9RJ8x4G0fD5TyfJ10Hphk8RR473seNkvyj+7QeGCXWo9RJe%20xOq0d+UcOxagGCXWo9RJexOq0d+UcOxagmsEvq5V9RJfw0+eyX4s/DsaeH/5oKCCXWw9RJewOq0d%20+U8OxagCCXxCPUSXABJtHc3J4djmoAgl1MvqJL6R89o78/8Act/RQFhkJcCeQWYXICceAPOtAWGQ%20lwJ5Ab2uAl+QceK0E4IXM2RaeQWlGqwj4/lpy/LQUSGQqbTyLxYcAnSePFTQEglKm2RIvFhYCPp5%20eKGgJBKQSMiReJ4AR8zHpQ8tAjhkIJ8eQC5FgEtwJ49nnoEcEpRSMiRQQLKBHYfehNBPDglbExyM%20iRB4afKAhtwHD5kvQUjglKKRkSAEA6QI7DhycUvQfPhSeAW8Z7ab6LJa1uTs3t+2g+pIZAjEzyEB%20TdSEsfuW9AkglCMTkSMADdSI7H7kBoJ5UEoiUnIkb8yPgQg5ZF48E5v/AM0FHglAuciQi44ER24k%20dCc1AeCUAE5EjcRwIj52HQg5KA8EoUXyJG4qLER9PLwQUHFjZYfeG75eXnySNtWFIcPbwpVS7IdU%20r3C2sxFvs+Ir0fuzgpEV8VuM/wCHn/bjPaZnwxwj/Lso8MQRwwwyMkSfJGirGAoCmwUBQPhXnzMz%20Ost8RERpD5mglEuP/wBxIbyHmTh8jnmT9lcdRzNlw8zJxZcq80uKxkx5HWMlG4Dh8tuN+fnseap1%20yWrExE80LY62mJmOTKMMmtR6iS9idVo78o4dm1QTPBkEgHjyEkMdVkvyjh2aB4MgkA8eQkgm9o7j%20k4dmg+ZMMSh4ZZGkjZAHV1jYMDfgwKWt+yuxOnGHJjV+c5X+lLP7iEONPp2hlEsrkjxIwSR4ajnJ%20sbNbhz/H1qfkvk4+N5dvx3z8PA6zC9h+3cXIMghM84sxmyCszEnhf8wMvNzCsN93ktw10ju4NtNr%20jrx01nv4t4uO4YoszqFVbWEfJxsOzbhWZofKYa+PJMJCsxsjyhY9TKouATo5Bqrus6aOaRrq+lgl%20JYeokFjYm0fHgOJ+WuOpT7bBlB48k+NGDxSRInB4DiQyGpVtMcp0RtWJ5tE3+n/tfMRnlxQra5Be%20K0Q4OyjggA5vsq+u8yx/ZRbaYp7Gq2j/AEn2yLKyZM6ZsnH1kYcYOkhQeWThxbm4cPvsNOX8laYi%20K8J7VGP8fWJnq4x2Os23YdvwEIwUXG4kExRxAmxtxbRqPJzmsN8treKdWymKteUaMtIZCLieRbM3%20ABOPEjnWq1j5xsMRxKIZGiRruURYwNTnUT2OUmuzMzzciIjk0mX7JwZphuGBkS7ZuRW4yMbSqknj%2088YChx0855zWmm6tEdNvmr3s99tWZ1r8tu5z+95P+oe3+32s0U+L4YvmYwCyJDptxTSCDb95eT+m%20tG3rgveOcd08mfPbPWk8p74Y/szcffuRs+jGjSbDj+XHycpgqhRyrwBkcD4cnJerN5jwxfWZmJ9E%20IbTJmmukRrHpl0Te19/z4mO+71I8Vrth4QEEZtzM9tTr9orL5ilfBX2zxafsXt47eyODZ7d7Z2na%20YWGBGIrKQW0oXYW5GcrrP31RkzXv4p1XY8NKeGGweGQAXnc8RwITnI6F5qqWp5cMoiH/AHEnmRjk%20j55AP7PNego8MgFzkSEXHAiPnI6FoDwShRfIkbio4iPp5eCig9aGQMn57m54cE4cD/doNZvvtfbd%206jhi3AvL4b3jcaFdeFyAyqODabGrsOe2OdaqcuCuSNLNhHhiCOKGKRkiT5Y0VYwFAU20gKB8KqmZ%20mdZWxERGkPloZfVxj1ElzG5vaPmZL/uW43rjqngyCQDx5CbH5rR35v7tAMMmsDx5LkH5rJccR/do%20PTDJ4ijx3vY8bJflH92g8EMusj1ElwBdrR3PLy/LagCCXWR6iS4UfNaO54n+7agmkMnq5B6iS4jj%20N7Jx4vw7NqDMoFAoFAoMbcdxx9vgE86TOhYLbHgmyXuQT2IEke3Dltag123+8djz8nHx8Y5XiZRY%20Y7S4OZDGxQFmtJLCkfAKf3qDdUCgll5mJh4z5OXPHjY0QvLPKyoijkuzMQBQYkvuL2/FiQZku54k%20eJlHTi5DTxrHKeiNy2lv2UGRn7jt+3Y5ydwyocPGUgGeeRYkBPADU5A40FopYpoklidZIpFDxyIQ%20ysrC4II4EEUE8jzsbhf80/s/Lego/aj734TQH7Ufe/CaAfNXut1igHzV7rdYoB81e63WKCafxsv6%20UfP/AHpOagoPNbur1mgDzW7q9ZoA81u6vWaAnak734RQE7Une/CKCeP52Txv+aP2flpQUi7J7zfU%20aBF2T3m+o0CLsnvN9RoEXZPeb6jQIfKTujqoJ4P8Fj/pJ0/2R00FIfKTujqoPj/xf+n/AFUH3N5T%20909VAm8p+6eqgnmeSv6sXPb/AIi0FJeyO8v1CgS9kd5fqFBp/eO6Pt2wTyw39XMVgxAOUzSGy2+I%207X7K0bbH13iJ5RxlRucnTSdOfKGTsu1R7VtWDt6W/IUB2H7zlSXb9rEmq82TrtNvSnix9FYqz37U%20fe/CarWJ5Hm436p/y3oKHzV7rdYoB81e63WKAfNXut1igHzV7rdYoA81u6vWaCafxsv6Uf1SUFB5%20rd1es0Aea3dXrNATtSd78IoCdqTvfhFATtSd78IoJ4flN+pL/mNQUi7J7zfUaBF2T3m+o0CLsnvN%209RoEPlJ3R1UCHyk7o6qCGPY7ZFfiDCvx/coKeDFDimKFFjijQqkaAKqgDgABwArszMzrLkREcIfc%203lP3T1Vx0m8p+6eqgS9kd5fqFBPM8pf1Yv8AMWgpL2R3l+oUCXsjvL9QoD9qPvfhNAftR978JoD9%20qPvfhNBN/wCNi/Tk+pKCh81e63WKAfNXut1igHzV7rdYoA81u6vWaAPNbur1mgmn8bL+nH9T0FqB%20QKBQKBQcD7fzMOTeNvhSPeG2+JyNqXLOAMOLxIJHiKmNhlsPADCMSaiAeIvyB31AoNfvzom2SM/q%20FUMn5uHCMmeM6xpkSIxz6tJ6I2ty2oOKjgyMTFLZW3ZWVBlYe442IVxJHlkaefxA2REFPgvkhtTa%20wi8PmCcFAbnKy0gk2aSVJswbNL6fcvTwTZLRzvh/K4WNGZ7B7FkBtq489g23tTFnxfbuDBNEYHWO%204gawMasxZIyBwBRSFsOSgzsssJMbQAzeKbBjYeW/Px6qAzZV01Rxg6jazk8x/uDmoDNlalvHGPm+%20Wzk3+U8vycKAWy9Y/Lj1WOkeI1iOHKdHCgasrxBeOMNZrDWbWuOfRQNWV4gvHGGs1hrNrXHPooJq%20+X6yT8tL6I7jW1rXfjfRy35qCgbL1n8uPVYah4jWA48h0caArZWs3jj1aRcazbn59FADZes/lx6r%20DUPEawHHkOjjQEbLu1o47k/OPEbgdI5Pk40BXzPmtFGWv8wMjAA6RyHRxoJwtmCTItFGSZBe8jcu%20heT5D8KCiNl2+WOMi5uTIw46uP7hoCNl2OmOMi54mRhx1G/7hoCNlafljjPzHlcj97j+4aAjZdjp%20jjIueJkYcdRv+4aBG2V4aaY4ythxLkG1ujQaCeE+X6SDTHGV8NLHxGuRpHHsUFI2yvDTTHGVsOJc%20g2t0aDQfOrJ8ADw00aeLaze1uW2nl/bQfUjZehw0cYSxuRIxNrdGgddAkbK0NeOMLpNyHJP3aKD4%20y2yvDW8aAeJHxDkntrb9zpoPt2y9I1RxgXXkkY8b9wUB2y9I1RxgXXkkY8b9wUHNbk2RunvLBwiq%20eBs6esnUMSpmkIWFT8vAr2hw5K2U+TDM9tuHs7WS/wA+WI7K8fb2OlZsu63jjBv8tpCbmx5fk6Kx%20tYzZd1vFGDf5bSNxNjy/J0UE52y/Fx7xxg+IdP5h4nw2/udFBTVl61vHGGsbDxGtbhfjooGrL1re%20OPVY8PENrcL8dFALZetbxx6rHh4jWtcX46KAWzNakxR67Gw8RrW4X46On4UDVma2tFHqsLjxGtbj%20bjooJo2X6uU+HHfw04eI1rant+5/VQU1Zes2ij1WFx4jW57cdFADZniE+FHewuPEa1rm3HRQFbMu%201oo73GoeI3A2HJ8nHhQFbLu1o473GoeI3A2HJ8nGgK2Zd7RRk34gyMBfSP7lBPFbL8JtMUZHiS8s%20jDj4jX/cPPQURsrSdMcZ4tyuRxvx/cNARsvSdMcZF25ZGHG5/uHnoCNl2+WOMi5veQjjq4/uGgRt%20maF0xRlbCxMjA24c2g0CNsvQumOMrYWJkYG1ujQaCOO2T6CIaE0eEvzaze2nltp/roLSNlaH1Rxh%20dJuQ5J+PDQKBI2Voa8aBbG5Dkm1ujRQJGy9DXijC2NyJGJtY82igO2XbjFGBcWIkYm9xb9zpoJ5T%20ZfhrqjjA8SPiJGPHxFt+4KCjtl2+aOMC45JCeNxb9wc9Adsuw1RxgXHJITx1C37goDPmXW8Udwfl%20/MbibHl+ThwoDNl6lvFGOPy2kY3Njy/Jw4UBmy9S3jjHH5bSMb8Dy/J0UE2bL9XF+VHq8OSw1ta2%20pOfRQULZetfy49VjYeI1rXF+OigaszWLxRhrGwEjWtwvx0UAtl6x+VHqsdI8RrHk5TooGrL1taOM%20tYXHiNa3G3HRQA2Xrb8uPVYXHiG1rnn0UE0bL9XJ+VHq8OO41ta1359H20GZQKBQKBQY24SblHj6%20tughyMjUB4eRM+OmnnOtIpzf4af20HGbDobN9v5j7Nh4sGQngbfJDuWROyJFBKyf9u0EcbFULqGY%206kDEcOSg7ygUCgUHzHFFGCI0VAzF2CgC7Mbkm3OTQfVBHI87G42/NP7fy3oKP2o+9+E0B+1H3vwm%20gHzV7rdYoB81e63WKAfNXut1igmn8bL+lH0/2pKCg81u6vWaAPNbur1mgDzW7q9ZoCdqTvfhFATt%20Sd78IoJ4/nZP6o5rf8NPvoKRdk95vqNAi7J7zfUaD48WKKB5ZXEcUetndiAqqCSSSeQCuxGvCHJn%20TjLB2Hf9q3mCWTb5xKIpGWRbFWF2OkkHjZhxB/8AvVmXBbHOloV4s1cka1lsYfKTujqqpang/wAF%20j/pJ0/2R00FIfKTujqoPj/xf+n/VQfc3lP3T1UCbyn7p6qCeZ5K/qxdP/MXooKS9kd5fqFBPMmig%20xnnlYJFFZ5HPIFU3J+6uxEzOkOTOkay572ZDLNt+RvWQLZG8ZHqLHlWFW0wp9gUXH21q3cxExSOV%20Y09vazbWJmJvPO0/w6V+1H3vwmsjUP2o+9+E0E8jzcb9Q/5b0FD5q91usUA+avdbrFAPmr3W6xQD%205q91usUAea3dXrNBJP46X9KPj/tSUFR5rd1es0Aea3dXrNATtSd78IoCdqTvfhFATtSd78IoJ4fl%20N+rL/mNQUi7J7zfUaBF2T3m+o0CLsnvN9RoEPlJ3R1UCHyk7o6qCGP8A+2xfor9FBebyn7p6qBN5%20T909VAm8p+6eqgS9kd5fqFBPM8pf1Iv8xaCkvZHeX6hQJeyO8v1CgP2o+9+E0B+1H3vwmgP2o+9+%20E0E3/jYv05PqSgofNXut1igHzV7rdYoB81e63WKAPNbur1mgDzW7q9ZoJp/Gy/px/U9BagUCgUCg%20Hk6fhQcL7Ykyf56zTbFj4u6yTv6/Oi2yXE/JaEvJ/wB25dJm9TpXUrnWPmC24gO6oFBg72cEbZMc%207JkxMUaTLNFI0L2DA6VeMiQFuz8h1HkHGg42WDPGGuJuO4ZmJHDt+duGMfUywzoPGvD48uvVI2PE%20yhg7Mtz82rhQbvcHyM5fb2LlzzY8efdsvwJHxneRccyCPxIiki/MC1lYE26L0Gd7RyJsj25gSzTN%20kOY7DIc6mkRWKo5YdosoB1c/LQc57+99TbPmY+DgxXy42WeWSVT4eggjSvJq1Am55vt5PR2ezjJH%20VbkwbveTjnprzZ+B/qP7Xy8aCWbKGJP2pseQPdDYi2oLpbl4WqrJsclZ0iNYWY97jtHGdJZ496e1%20ZCpXdILKdR1Np4WI/et01VO2yR/WfctjcY5/tDIHuPY3/NXMjMaBtbXPDkPR8Kh9q/olP7tfTDW7%20N792Pd9ylxMcurxlhBqRj4y8CWQAEi1jwPNx6bXZtnfHWLT/AApw7umS0xH8t96uIuraZLAEeVJf%20jbm03rK0pplRerka0ljHGAPCkvwLc2n+9QfGBvO256vkYU3qIQfDLxq7AMpNxwHxqd6WrOkxojS8%20WjWJ1XGVFrLaZLEKB+XJflPNpvz1BIGVFqZ9Mlio4eHJfhfm03oNduPuvYtryosfOyPBlyWuilW+%20VbW1Pw+VdS2/+1XY9ve8TNY5KcmelJiJnmxsv317axC6+q9TOTdMfHVpJGIAGngLA8P3iKnTaZLd%20mkd/BG+6x17dZ7nEbf8A6ie5X9yzGPDOQuSTGu1C4KlBYEGxIYW+c2+7hb0b7HHGPnpp2vPpvck5%20OWvc6wZHv3JB/g9tiNzwjnyJVvx/s+GeWsH/AAj6rfBt/wC8/TX4i+3t0mA9f7h3Bzc39JF6YcT/%20AHFbpp5mkeGlfbxd8vafFefZwQzfYOx5WFJC2RnNkNfw8iVpprNfgSttJ+P9VTpv71nXSNPUhfZV%20mNNZ19bUe1v9O5MYS5G5ZeVi5VykPoS6sFDdouEPasDbm5+PJfuPyETpFYiY71O32ExxtMxPc3Yj%2096bWo9HlrvGOo/h8qJ45rdCyqNLH4sazdeG/OOie7k0dGanKeqO/mphe/NrxcaKHeIMjapljAXx4%203dH0jljkQNqpOztPgmLQRu6x44msvdo/1H9sZeKzz5HonibR4U19RUdlhpBHEc3NTJsclZiIjX1G%20Pe47Rrrp62Ju/wDqbsmPtj/y4PmZGnw428N0hDkfvMwU8Ogcv9NWYvx95n5uEfFDLv6RHy8Zffsz%2035FveK2Hmjw90jQ30qdMq8msWHynpH7R8I7zafbnWPC7tN39zhPidXJlxMjKFkuQQLxSAc/OVtWF%20tTysqJowoEgIkjPlSAcJFPLYUFHyomUALJyqeMcg57860HOe9M71keL7exi6z7pIBOQjBkxkOqRh%20cfC3x41s2kdOuSeVf1ZN1OulI52/R0CSY0UEcEMbpFEEVF8OQAKhAAF16BWSZmZ1lqiNI0h9tlRF%20lOmT5TxvHIOYjh8vGuOjZURKnTJ8pufy5BzHk+XjQTnyojLj/LJ8shJ/LkH/AA3HD5eNBT1UZdW0%20yWAI8uS/Ejm00D1URdW0yWAI8uS/Gx5NN6AcqLWraZLAEeXJfm5tNB6cmPxFNnsAR5b35RzWoPBk%20x6y1pLEKPLe/KebTfnoJrlxerla0lvDQW8OS/Bn5rX/ooKDJj8RmtJYgDy3vwJ5tNAGTGHZrSW0j%20/hvfhfm03oC5UYZyVk4m/COQ8gA5loC5MYZyRJxItaNzzAcy0BcqIFyVksTfhHIeYdC/Cgni5Uax%20MCJPMkPCOQ8sjW5AaCiZUSixWTlJ4RyHlJPMtATKiVSCsnKx4RyHlJPMtATJjAIIk7R5I5DyknmW%20gR5MYRFIe4A5I3I4fELagR5USxqCslwAOEchH3haCOPkx+gijs+rwlW/hvpvp/tWtb40FpMqIoyh%20ZLkEcY5AOTpK2oEmXEyMoWS5BHGKQDn5ytqBJlRMjKFkuVNrxyAcnSVtQHyY2WwEnKOWNxyH4rQT%20ysqMxqAsnmRnjHIOSRelaCj5UTAALJyg8Y5ByEHnWgPlRMAAsnKDxjkHIQedaA2TGShAk4G/GNxz%20HpWgNkxkobScG43jccxH9mgNlREoQsnA3N45BzEc60E2yo/VxNpksI5B5cl+LJzaaCnqoy4bTJYA%20jy5L83NpvQDkx+Ips9gCPLe/Ejm00A5UWsNpksFP/DkvxseTTegeqjEhOmSxAHlyX4X5tNAGVF4h%20bTJYgDy5L8p5tPxoJplR+rkbTJYxxgflyX4FzyafjQZlAoFAoFAN7cOXmoOK9npNMcHLmwd4klkU%20s+5zbhrw5CVP5hxfVnSH5k9P8hNrC16DtaBQQztvwNwxmxc/Giy8Z7F4J0WSMlTcXVwQbGgwx7W9%20siCHHG0YQx8dzLjw+ni0RyG13RdNlY25RQeye3NlnTLTMxIs5M2cZOQmVGkqtIqLGnysNPyIgVeH%209N6DYxxpGixxqEjQBURRYADgAAKDUe4/b2170uJDnxawk11dTpcDSWK6hzNpAP8A/NXYc9sc/Kqy%204K5I+ZnHbtvVIoRjRCJSAqaF0gBTYWtzVX1zrrqn0RppohPsGxSsnibbivdrnVDGb8D0rU4zXjla%20fejOGk9ke5h5Psr2rO2h9sgUMrXMa+GeNhw0aanG7yx/aUJ2uOf6w57av9KNtxs+d86dsmC5OGiM%20Y2VRY6nK2+YE24cOf4DVl/JWmIisaT2suP8AH1iZ1nX0Nx/8Ix45AMbdt0xuBKrHlEqLW5mVr1R5%20uZ51rPsX+ViOVrR7WDuXs7e8iHLxYN/ynYwoFSa1nBLDQ7LZrG3L8eep491SLRM0hDJtbzWYi8tJ%207K9j+5YTkyzZs2zgnR4UYBeTSSNRB+XSP3Tz/Zy6t3vMc6RERZm2u0yRrMzNXUD2juTyHxfcW4Eg%20LYoypwueWw48lYvM17KVbPLW7b2B7HgaQifd91nsAbSZRtxuCOCjhTzc9laR7Dysdtre9ze/f6WT%20z7nE+2Tk40jBMpshtbx2UHWCeLg8lun4cmvB+RiKz1Rx7NGTN+PmbR0zw73cbFsW27Pi+mwolXR8%20rTEDxH4AkuwAJ4152XNbJOtpejiw1pGkQ+8TbNvTdc3cFx0GbIViee3zFBGpt8OXj0/dUZyWmvTr%20wdjHXq6tOLOi7J7zfUagmRdk95vqNAi7J7zfUaBF2T3m+o0CHyk7o6qDWZuy4O87DHg5q6oniQqw%207SOF4Op48RVmLLbHbqhXlxReuktF7Q/07wNp15Od4edluT4JZbokf7pCtf5zznm5B0nXud9bJwrw%20hm2+yrTjPGXS5uBh5u1PiZUSy48kQDRnk4C4t0W5qx0vNZ1jm13pFo0nk1Lewva6bWuGMQXhBKZQ%20OnI1cuoyLYk3/Z8Kv85k6urX2dijymPp00/2xni94bGjCN/59tgBGmQhMyNbf2uSS3x4n4VPXFk5%20/Jb4fshplx8vnr8f3ZEfvf2/lqIZJzg5ayR+Ji5Y8GRbOpIOv5eToNV32mSOMRrHpjinTdUnhM6T%2038Gv96f6gYe2Ygg2uWPKz5gGSRCJI41v2iQSC3Qv7T8btrspvOtuFVW53kUjSvGXx7CyxvUmdv8A%20lkvuTumMF0sIooV0kLGTcfMeLcfuvx7va/biKR4ebmzt9yZvPi5O1l7I7y/UK89vH7Ufe/CaA/aj%20734TQTyPNxv1D/lvQUPmr3W6xQD5q91usUA+avdbrFAPmr3W6xQB5rd1es0E0P8A3so/9OPo/tPQ%20UHmt3V6zQB5rd1es0BO1J3vwigJ2pO9+EUBO1J3vwignh+U36sv+Y1BSLsnvN9RoEXZPeb6jQIuy%20e831GgQ+UndHVQIfKTujqoIY/wD7bF+iv0UF5vKfunqoE3lP3T1UCbyn7p6qBL2R3l+oUE8zyl/V%20i/zFoKS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/CaA/aj734TQTf+Ni/Sk+qOgofNXut1igHzV7rd%20YoB81e63WKAPNbur1mgDzW7q9ZoJp/Gy/pR/VJQWoFAoFAoBNgTe3xPJQfnWxLsEPuXbhts3tnOl%20kklWT+U4CR5cKiF28TxI8mfQtxpZivPbnoP0WgUGPuD5iYUrYQiOSANBnLCMcRqZtIJOlbm3C/Jc%20coDmZPcfuHI27AkwBiRZcm1/zTLORHK8bHShWKNUkRk1MxuxZtPQ1Bss/d9wlj2qPa/Bgn3UFxNl%20I0qRxrF4p/LR4i7HgO2On4EMz2/uM+47Pi5mQix5EikTpGSUEiEo+i/HTqU2vzUGVkebjfqn/Leg%20o/aj734TQH7Ufe/CaAfNXut1igHzV7rdYoB81e63WKCafxsv6cfP/efmoKDzW7q9ZoA81u6vWaAP%20Nbur1mgJ2pO9+EUBO1J3vwignj+bk/qj/LSgpF2T3m+o0CLsnvN9RoEXZPeb6jQIuye831GgQ+Un%20dHVQTwf4LH/ST6R9tBSLyk7o6qD4/wDF/wCn/VQfc3lP3T1UCXyn7p6qDD3fbtvzIFGXjRTjXGo8%20VFfgZAOGr7anTJavKZhG1K25xq1+f7K9sZGHJj/y+GESlR4sKKkim4F1YDh1VbXd5InXWVNtrjmN%20NIbTE2/E2/Biw8SMRY8OlUQd4cT0k85qm95tOs811KRWNI5MiXsjvL9QqKQ/aj734TQH7Ufe/CaC%20eR5uN+of8t6Ch81e63WKAfNXut1igHzV7rdYoB81e63WKAPNbur1mgmn8bL+lH9UlBQea3dXrNAH%20mt3V6zQE7Une/CKAnak734RQE7Une/CKCeH5Tfqy/wCY1BSLsnvN9RoEXZPeb6jQIuye831GgQ+U%20ndHVQIfKTujqoIY//tsX6K/RQXm8p+6eqgTeU/dPVQJvKfunqoEvZHeX6hQTzPKX9WL/ADFoKS9k%20d5fqFAl7I7y/UKA/aj734TQH7Ufe/CaA/aj734TQTf8AjYv05PqSgofNXut1igHzV7rdYoB81e63%20WKAPNbur1mgDzW7q9ZoJp/Gy/pR/VJQWoFAoFAoMHepseHbZZMjcv5TCunVn6oU8O7AD5shZIvm5%20PmWg5n2rveFm5+g+8v5jkDInjh27xNtPjRoWCNpghSU/INd1YfdwoO0oFBDPxZMrEkx48mXDeQWG%20RAIzIvG50+KkqcRw4qaDRf8AwiD0WLijdM5fTQPhmZDjrJJiyaQYXKwhbDR8rKA44/Nc0GRN7dyM%20m2vOlw2xZ/E2tsMRBseEQiHwvzYpFcP8zMGU2JFuyDQbTbsDH2/BgwsfV4MCBFLksxtyszHlZjxJ%206aBlokj4yOoZDLxUgEG0bkcD8aA2JiAqBDGAxswCjiNJ5eHwoDYmKGUCGMam+b5Rx4E8eHwoHpMU%20SBRDGFIJI0i1xYDmoBxMUSKohj0kEkaRa4tbmoBw8TWF8CPSQxK6VsTcc1vjQTTExfVyr4CaRHGQ%20NItcs9za1qCgxMTWyeDHoCiy6Rbjfmt8KAMTE1svgx6QAQNItck8eT4UAYmKXZTDHpCiy6Rbje/N%20QeriYpLgwoQDYAqOHAHooPFxMUs4MKEKfluo4cAeHCgnBh4hkyAYIyFkAUaFsAI0Nhw6TQUTDxGF%202gjJ1NxKqeQkdHRQExMRlJaGMm55VB5GNubmoCYeIwJaCMm7C5VTyGw5qAmJiMLtDGSCQCVB4BuH%20N8KBHh4jIrNBGzEAklVJJt9lBPDxMVsSBmhQsY0JJUEk6R8KCkeJitGjNDGWIBJKgm9uXkoPn02N%204HieEmvRfXpF72ve9B9SYmKqOywoGANmCi/D9lAkxMUIzCGMMqmzBRcf0UE8rDxVjUrBGD4kYuFA%204NIt+bnoKPiYii6wxgkgEhQOBbjzfGgPiYqi4hQElQSFHITbooD4eIoBWCNTcC4VRwJAPN0UBsTF%20VlAhjAY2ayjjwPLw+FAbExVZAIYwGNmso48CejpoJz4mIJccCGMBpCCNI4/lubf10FPSYgdVEMYU%20gkjSLXBFuagekxA6qIYwpBOnSLXFrc1A9HiB1UQRhSCSNK2uLW5qDw4WHrVPAj0EEldC24WHJboN%20B6MPE1svgR6QAQNK2uSbnkoJph4nqpU8CPR4cdl0LbiXB4W6AKCno8QuymCMrYHSVW3G9+agDDxP%20EI8COwAIGlbXJN+b4UBcPEJYGCMhSAo0rwFgeHCgLh4hLAwRkKbKNK8BYHhwoC4eIxcNBGQDYAqv%20JYcOT40E8XExGjYtDGx8SQXKqeAkYAcnNQUTDxGUloI2N2HFVPAEjo6KAmJiMLtDGTci5UHgCQOb%20ooCYmIwu0MZIZrEqOYkDm6KBHh4bRozQRliASSik3PE83TQI8PEaNWaCMsQCSVUkk/soI4+Ljegj%20k8JPE8JW16Re+m970FpMPEVGZYI1YAkEKoIPL0UCTExVRmEKBgDZgouP6KBJh4iozLBGGVTZgqgj%20h9lAkw8QC4gjBJAJCryEgHmoJ5WHiLGpWCNT4kYuFUcDIoPNQUfExAvCGMcQOCjkJAPNQHxMVRdY%20YwSVBIUchP2fGgNh4YKgQRgMdLDQvEAE2PCgNh4istoIxqPzWVePAnjw6aA2HiAoBBGAxsQFXjwJ%206KCbYeIMuNRBHpMbkjStiQUseTmoKejxA6qIIwpBJGlbXFrc1A9HiB1UQRhSCSuhbcLAc1AOHiB1%20UQR6SCSNK2uLfD40D0mKXZTDHpsDp0i3Em/NQBiYviEeDHYAEDSLXJN+b4UE0xMT1kq+ClhHGQNK%202HzP8KDMoFAoFAoFAoFAoFBqd79xw7U6x+jyc6XwpMmSPEWNmjghtrkbxHjH73BVuzcwNjQU3HfY%20MSLFaGCbPlzjbEx8Xw9cg0GQtqleKNVCi92YfeaDI2vccfctvgzscMsWQgdVkGl1vyq68zKeBHTQ%20UyPNxv1D/lvQUftR978JoD9qPvfhNAPmr3W6xQD5q91usUA+avdbrFBNP42X9KP6pKCg81u6vWaA%20PNbur1mgDzW7q9ZoCdqTvfhFATtSd78IoJ4/m5P6o/y0oKRdk95vqNAi7J7zfUaBF2T3m+o0CLsn%20vN9RoEPlJ3R1UE8H+Cx/00+kUFIfKTujqoPj/wAX/p/1UH3N5T909VAm8p+6eqgnmC8S8L/mRf5i%200FJeyO8v1CgS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/CaCeR5uN+of8ALegofNXut1igHzV7rdYo%20B81e63WKAfNXut1igDzW7q9ZoJp/Gy/pR/VJQUHmt3V6zQB5rd1es0BO1J3vwigJ2pO9+EUBO1J3%20vwignh+U36sv+Y1BSLsnvN9RoEXZPeb6jQIuye831GgQ+UndHVQIfKTujqoIY/8A7bF+iv0UF5vK%20funqoE3lP3T1UCbyn7p6qBL2R3l+oUE8zyl/Ui/zFoKS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/C%20aA/aj734TQTf+Ni/Tk+pKCh81e63WKAfNXut1igHzV7rdYoA81u6vWaAPNbur1mgmn8bL+lH9UlB%20agUCgUCgUCgUCgUGg9wbVvU+Z6nahjM02JNhZAynkjCCQqySp4aSa9PzXQ6b8PmFBGTC3ljhvt+N%20EW2SY4+OMyV4VyYDjCN5LpFI0ZEhsvysGCk84oNtsO3S7dtGNhzOsk0akzOgIUyOS76QeOnUxtfm%20oMyWGOUKHv8AKdSlWKkHk5VIPPQfHo4ePGTiLebJ/R83CgekhsReTj/6kl/2fNwoHpIumTpv4kl/%20qoHo4bWvJ9viyX+/Vegekhta8nLe/iSX6eXVQeeig1FryajwLeJJcgXIF9XxoPfSQ25ZPt8SS/36%20qAcSI88n2+JJf79VA9HDblk+3xZL8fjqoBw4TzyfslkH32agejhsOMnD/wBWT+n5uNB4MKAEkGQF%20uLESSC5sBc/N8KD30kV73kH2SSDqagejh6ZBwtwlkH4qAcSK/LIPskkHU1A9JF0yD7JJB1NQDiQ9%20Mg+AkkA+4NQeLhQKAqmQKOAAlkAA/wD2oPfSQ35ZB8BJIB9wagekhve7/Z4j2+7VagejhvyyH4GW%20Qj7i1AGJCDyyH4GSQj7i1B42FA3a1sLg2MkhFwbg8W5jQejDhHPIftlkPNbnagDDhHPIftlkPW1A%209JF0yH7ZJD1tQPSQ25ZP2ySH8VA9HDYi8nHplkv+w6uFB4cKAkEmQkG4JlkNjxHD5vjQe+ki6ZPt%208SS/1UD0kNuWT7fEkv8AfqoHpIrWvJ9viSX+/VQPSRdMn2+JJf79VA9JF0v9viSf71B56GDVqvJq%20sAW8WS5ANxc6qD30kVhxk4c/iSX+/VQPSRW5ZPt8SS/36qB6SLpk/ZJIPv8AmoHpIrDjJw/9ST+n%205uNA9JF0yfskkH3/ADcaDwYUAFgZAOPJLJz8v71B76SLpkH2SSDqagekh6ZB9kkg/FQPSRXveQfZ%20JIPxUD0kV+WQfASSAcPgGoHpIemQfASSAfcGoPFwoFAA1hRwC+JJaw5rarUHvpYulz8DJIR9xagD%20DhB5ZD8DLIR9xageki6ZD8DJIR9xageki6ZD9skh62oPGwoGFmMhHA8ZZOUcn71B6MSLpkP2ySHr%20agDEiHPIftkkPW1AGJEOeT9skh+67UD0kVrXk6PMkv8AfqoHpIumT/Ek/o+ag89FBcNeTULgHxZL%202PL+98KD30kVuWT7fEkv9+qgeki6ZPt8SS/36qB6SHpk+3xJL/fqoHo4bWvJ9viyX+/VQPSQ9Mn2%20+JJf79VB56KDVqvJq5CfFk5Ab/2qC9AoFAoFAoFAoFAoFAoFBg7fvm2bhlZeLizB8jBkMWTGQVII%20JFxe2pdQK6hwuCOUGgzqBQKBQeSSJGjSOwVEBZmPAADiSaDD2fedu3jAjz9vl8bHkuAbFWVhwKsr%20AMrDoIoM2gUCgUGJuu64O1YMmdnOY8aIqHcKzka2CD5VBY8W5hQZMM0U0KTQuJIpVDxyKbqysLgg%20jlBFB9UCgUCgwdx3vbNuyMTHzJhDJnOY8e4OksLdpuRQSwUE/vEDlIoM6gUCgUCgwRvm1/zk7N44%20G4iITiEgi6EkfK1tJYWuVve3HkoM6gUCgUCgwdt3vbNykyosOYSS4UrQZKEFWV1JXkYC6kqbMOBo%20M6gUCgUE8nIhxseXImbRDCjSSOeQKgux+4UEds3PC3PCizcKTxMeUcDYqwINmVlNirKeDKeINBlU%20CgUCgwt43nbtnwmzdwl8HGVlRn0s3F2CjgoJ4XuegcaDMjkSRFkjYPG4DI6m4IPEEEUHtAoFAoMH%20N3vbMHOw8HKmEWRnllxQQbMyaflLAWUnWAL8p4DjQZ1AoFAoFBgxb3tku7zbQsw9fAiyPCQRdWAP%20yk8GKhl1AclxflFBnUCgUCgUGDtW+bXuwyDgTiY4srQTrYqVdTbkYD5Tyqw4EclBnUCgUCgjnZmP%20g4U+Zktox8aNpZmsTZEBZuA5eAoPMDPw9ww4szDlE2NMNUcguLjkNwbEEHgQeINBegUCgUCgUCgU%20CgUCgUHNZm7w7zmRbXt+6Tbaz+Ky5CQlXyDDYWxpJ42ikVWJL6bngP3TegwsRF9x4O3y4k4wt7wx%20Gc7PxkK+H412yYlurRs0hFyj306g/E2uHYxoERUBJCgAFiWJtw4k8SaD2gUEsvKx8TFlysmQRY8C%20GSWRuRVUXJoOS3XeZ8uLN3LD3CXHj2pI3k2eaDwWkUsTL6mPIjEhWWP5YypAvc3PMGbi7dj7lvUe%20+bTlPjYDXTNEF1XNeFlETG40lFCkeInbHC5Wg6WgUCgxNy3PF27HE2RrbW2iKKJGllkcgtpSNAzM%20bKTwHICeSg5j+domRhbxNu4ydpzsqfHlxXjVYsfwY5Z4bKyLMk6en0urm+ongOAoNrsGxvh5mRlw%20zSQbZkDxMLaLaI4TKFeV2VgGVmcdjsrxtxY2De0CgUGq333Bh7XEySORkNE8iERSypGq8BLP4Sto%20jDEXY/HoNg0kM2LDnybZvGaN6xdyxoWwpJY43kf1Lss8cawoLwkRpJz6Rck2HAN57d2rM23BEOZm%20SZkxPAyMXWOMdiJCQGbQvAu3zNynoAbSgUCg5/et/wARpjtUGc+DkvLHBJneCxijZyrGJZmRoFmZ%20G+QPzkcDyUGp0JueLm+3psjx9+w55DhbgV0zRmJVaDJlaJVCsqyBL2AksRa16Dr8DGkxcOOCXIky%20pEH5mRLbW7E3JOkKo4ngALDkoL0CgUHMZO7R77lxYG17tLtpMckySLDpfI06RG8DTxmOWFdRL6OX%205eOk8QwsKOL3Rg7VuO3Tfy/cY4YW3DOxV0kR5UXiz4yEhkZtTAm99BOrtUHaAWFqBQKCOZmY2Hiy%20ZWS4jghXVI5ubD4AXJJ5gOJoOT3Dd5csT7nj7g0eNgy48WVs08Ii/JnZVm9XHMnigsjloyCF4c/G%20g2OBt0ObvA3vbcl8fbZ11ZEMQZFy5kYqkzBlHyhBwZD+YLX+VRcOhoFAoMPdN3w9tiSTI8RmlbRD%20DDG80rtpLEJHGGZrKpJsOSg5hN5GLPh7xl7sM3as98hHhKIIoHRWeFYV0LMJAqGJ0YlmY2sDwoNt%207c2GTbZsmVJ5I9vlbVt+1ckWNG4VmFiLglwTpvpTkWg3tAoFBpvcPuLE2yGaIy+Hl+C0iymKWWGC%204YRy5LRq3hxa17TW5D0GwahHw03DL9v7zlHeY8yDGbEM8aGZxltKsiAwKv5aHG8TUFGnp4Cg3vt3%20bM/btuWHPzpM/KNi8khBCgAKqJwUkKoHzNxY3Y8TQbOgUCg5/dt8xZ8ldox898GeWZYHzRE2jUQS%200EM7o0Hjnk0m55eFxQauJBu+DLtLZAb3Hg5Epi3JUtJEYZfBiyJTGoUSPCB8hsslivZvYOvxMc4+%20NHC0rzsgs00pBdzzs1gBxPQLdFBWgUAkKCzGwHEk8gFByeZu7b9IYNm3aXbpIsd8jHXwPDfIbh4U%20iepjKy44/e8PluOI5wnjwYvuT+X7ntM7bfPAkce4ZeL8uuF49bYikgo2h2HHljN7fNeg7CgUCghm%205uNhYr5OS2mJLAkAsxLEKqqqgszMxAUAXJ4UHJ5m8SZBk3ePciuBj5mJhZG0TRCNViyXihl9UkyL%20KkgaYupvp0heBBNBsdr21cnd/wCebfkyY205S+K2GgKLk5F3Tx3V1+VSliNPb4MeQXDoqBQKBQKB%20QKBQKBQKDQZmXvO6NkQbNkrt8uA80WV4saySGdQjQLpN18KVH1lr6rWtY3oNHs2JNu+HjQ7fk477%20UsmJuIRg5nwZHK5RghkA0Ne5ABIKK1iCpAoO2xcTExIRBiwpBCCzCONQi3dizGwsOLEk0FaBQeSM%20yozKpdgCQgsCSOYXsONByG7ZG47pti7j46jYc1saBtu0Wd8fLZIZmlk4PHLG0p0hTYaeN78Apte0%20zbtLj5ebkYu57bDDPipmCNvEzYJCFKzKw8NkumrUpKubMtgaDq0RERURQqKAFUCwAHAAAUHtAoMT%20dtzh2zBfNnVmgjZBMV46EdwjSN/djDam+AoOV3wbtFkY8m7bnFixyGbJxZUjFsKbHH5ZQ8DMskLu%20kiv2r/Lpvag220bHNJmT7lusOM02Q2PNFDCrlFmgRlGRaUKVlZX08lwFAuaDf0CgUGu3fc5MRoca%20BF9ZnLLHgyS8IPUJGZEjkKnV8wVjwHIp57UHMy/zXE38xybnHLvEKwLiSSxaVy4MsyXx5Y4RceHJ%20jO6yKPkXluNVw6D2/sEW24sZmih9apnKvEvyxR5ExmMETEBvDUkcPhyDkAbegUCg1G4Zmfk5r7Tg%20SejyUEU0uU6q59PJrBaBTqVnDxhTrFhe9jwuHMYuNuOcudgJk4uRmbguTFu2BkK4jPp5ThrmJo1+%20GZURbxmwYj5SNLGg7Tb9tx8KM6FU5EoT1WTpCyTuiBPEkI7TWXnoMqgUCg5rcdx3rPxsvI2nIXAX%20bPUJPHNGJJHyIDdEccQsTxgPdTqIZeSxuGv2nbps1MTHwMmCXaMDIgyIGYSHJw9IWU4kbj5HXQ3h%2031AqjaSGoOwxcTFxMdMbFhSDHjFo4Y1CIovfgosKCtAoJ5MrQ48syxtM0aM6wx21uVF9K3IFzyC5%20oOT3uXL3DAXPkzIz7cznxoExkAVzBlmONcjxiNUc0c8oYfuhV/tcQFdq2fI3bIi3DdJMXcML0smI%20mQkbKc2J5FYNPE6hAoMZK6bq2rUtlNiHVgACw4AcgoFAoMTc9xi2/HXImVjCZYopHW1kEriMO1yP%20lUsNR5hxoOS3gbxj5WNJvG6x47iKXPxp44rpi5MLxxiBVGl8iOaPJMZVvnY9mxIsG72jYZVycnN3%20WHFbKnyEyY4YAXjimSLwvGVpAG8R14EgDhQb2gUCg1m77lkQSxYGKoXOzo5vRTyi8IliCnS1jcnS%20WcDnCniKDm1O64+/Sx/zGKbeIjHjRCdNCZ2M6GZY5lhB0PA3iFZEWwU/MONB0Ht7YINrwoFeOE5s%20cbxeNGltELytKuPGzXfwotelR0AcKDb0CgUGnz8zOzMuXatvmODlQNG+Rkuiu3p5EYrJArala8qe%20GdQ4WPDkoOWxsLcN0xc7bIMrFll3Dx13bElWTTDPDM2K2ZA0YOjxHg1rExHzAsrCzUHdYuFi4ok8%20GNUeZvEnkCgNJJYKXcgC7EKONBegUCg5Xd903nJ2zM3TbplxMfbI52mw5Y1keafGdxJDLe4WNlj4%20MhudV72HEI7XtE082LjYuZDl7Vs2T/22Swf1UASPScQPbRKoR/DZ9V7XVgWBNB1eJiYuHjRYuJCk%20GNCoSKGNQqKo5AAOAoK0Cghn5Xo8HIy/Cef08by+BEAZH0KW0oCVBY24caDld9bOy4YcrI3BBsW4%20TxRwRwhVMcTL4mPmJORqEqTKsnH5dPC3OQydq2ebdMhdy3U4mbiy4i46vHE4GYniLNFNPFKNK+GV%20JRRq7TEHmoOooFAoFAoFAoFAoFAoOZzvcU24Tw43tzKhOZE7TSw5UckaZMMalSkLsqhlLkfmx6gv%20x5KCW27rHme4I8/AgmUTr6HfMZ42VseeMNJA0htoJWzoxUngyHs6TQdFtu24G2YUWDgQJjYkA0xQ%20xiygcv8A+TQZNAoJZeXjYmNLlZMiw48Kl5ZGNgqjiSaDlszfc2czbtt246cPb5seKXamg8ORlkdV%20m9Sk8azxvpe8WnSOFzqB4Bfasbb9w/mWD4Qzvbue5y8WTS3gFmk/7iIE2DKZl8VSODazbgKDpkRE%20RURQqKAFUCwAHAAAUHtAoMXct0wtuhWbKZwHbRGkUck0jtYtZIoleRiFUk6V4AE8lByWRvO6pHNu%20kjjevbOVizyZcUfgxxRJ4miNICVWWVzEHEsbm+rgNNwtButo2pJsTGx92x/HytjnaPDyJlvrCLaG%20deZmMTrqPM9+cUG9oFAoNdunuLZ9rlWPOnMTMutiI5HVEvbXKyKyxJfhqcgUHFY+6bxnh9gnmOfl%20nIlbD3ZENsPJx5JHxxk+GNOmTwlZDzo1mHIXDtduxsTKeDfJcH0+6z4scUhkW00cdzIYSTyaXY3t%20y/dQbGgUCg5f3T7mSNG23bZ2/mLSrHKEVlcpwaWPGmdfAbKEZusZa/PbkoIT7hu026408m2NjZ23%20Kk3hJKJ5JcDKYxTRyBVUJIjRrLpBYEpZWPGg6bD23AwnyHxYFifLlM+Syji8jcrMf2UGTQKASALn%20gBymg4vfffGB42FJhTvJixya8hRrxg+sacaRpJFW+I0p+eWO68nEi4IV2bKzMnfMiaTGXwstm2/d%20hjOZscTwwrPDOj2Q6HhkMbkgWYKvxoOowMDC2/DhwsKFcfFgXRFCgsqj/wCuJPPQXoFBHMzMbDxp%20MnJfw4YxdmsSeJsAALkkk2AHEmg5LM3jIkl/+RQbiTt+2ZCRZe2KkkOjGkGiZ8qOULIJU1iUalGl%20V4cpJDZYmywu+57Hn4gyNmeWPMw1kXVERK5leE8x8OeMvp5NLKOSg6EAAWHADkFAoFBh7nu+BtkS%20SZbuBI2mOOKOSaRiAWOmOJXdrAXNhwHE0HCj3JuEsme+4xPuOyZGM7ZUQlxTA2PPOYYHwvDPjPqj%20DKyyaW1WtxoOr2jbzk42E+8Y/jbptDyQxZUo4uQNHqE5vzY7MegkjmoN3QKBQaP3P7nxNpw8mNJV%20G5CBnxkdXMSyOGEJnkUaIUeRbBpGUHjxoOcbI33NdcMtkzrLbK2PMzoUxspM7FXxGjkjjSJfAdfk%201lRykfMCDQdft+HgTTJvYw/A3DMx41leVbTrHbWImv2dJPzDp5eSg2FAoFBz/uHek9DlLgZZDYM8%20Ue8PjWkyMaFwGd1TTJxCMCflPy6rfMKDVwZG4LvEEqTDdXwvB/76AIWyNt3F2QeIsQ0a4JYQ+pRZ%20kBsBdhQdXg7Zt+AJxhwJB6maTJyCgsXmlOp3Y85JoMmgUCg0GZue652Ph7r7Zmx8/b1EjzwXF8mz%20Kojik5EYfPxP7wAPAkgMTaczB3TcsmfCjkn2jeIjFuEbRung5kKBHWQMBxeIiN7dlowOU0HS4mJi%204eNFi4sSwY0KhIokAVVUcwAoK0Cghn7hhbfiSZmdMmPiwi8s0h0qoJtxJ+JoNHumVu2BlxbrLuUY%202psmGAYQWPwjBPpjErSsNfiCV9XB9GgWtfjQR2TbdvzsLJ2vJxTl7JHMmZtbTRsInhlcyJHZwL+F%20IrAA8NGjmNB1NAoFAoFAoFAoFAoFBzG6+4cbNiKbTPJ/MsN/VYkZSSKPMXHJE0UTsFSYMmpOBNjZ%20uYGghh7JmzwbauDLjzbHBLj5u05rM65WPj8HMCIE0ujxExAl1IRrEMRch1UGPBjxmOCNYkLM5VQA%20CzsWZuHOzEk0FKBQSysrHxMaTJyZBFBCpeSRuACjlNBye9bhtm6Mk0c8/oGb+V7tjssuNLAckqcf%20I8KZUdGSYKFYrazE8QtBkxe2txzdwEm/R4eRCmLJh5EsWq+dG7qyGeBkCR6NJIAd+LGxUXBDp1VU%20UKoCqosqjgABzCg9oFBi7lum37ZjjJz50xoC6xiWQ2XU50qCea5oOf3fDzjvox4ctoJchhn7PPLe%20SOPLgjMM+Oyk8Y5YXvpBH77DiKDL2j2+4ycvM3TFxUkyJ4spMWAmaJJ4k0nIDSJEfEc9C8LA8tzQ%20b+gUCg126+4Ns2t0TLd9TKZGEUUkvhxqbGSTw1bQgJtqbh9xoOd27G3E5k4wciPKzMMJE65Ls0Ob%20tc5eXFZpQJW1x6pEV7HVZrg6gQHQe3Nqbatpjw3CK6tI5SK5RFdyyRKxClliQrGpIHBRwHJQbOgU%20Cg0O87ztU/qNlOZJiZU49NHmIkgjjyXTVGnjgeGJRdWCFrn9tBpV2zdd32rMGImMYN11puWFkvIh%20wtwiPhSzY7ojlgskepVOniA6uL0HYYmBi4pkeKNRPNZsmfSA8rKLanIAuaDIoFAoOX3L3HgZsIn2%20rIkkytutnem0SxjKxBdJvCEios6GNiUZNS6tPHjQSxPbubIu2QrLjZmz4TrNtu4MzeqXFZCvpyoQ%20pIrxkIXLi68qlhch1ONi42LAsGNEkECX0RRqEQXNzZVsBxNBSgUEczMxsLFkysp/DgiF3exPKbAA%20C5JJ4ADiaDk93z9v3WeKSHKlGBM67duEbLJDLiZWtZcGcwzBWjdZrAak+bUpN1FBstv2XdX3Nsvd%200xG1Yj4eUccuy5gLqUeaJ0CpoUOAup+23G1B0FAoFBhbrvGFtcCy5Rc+I2iKKGN5pXYKXIWOMMxs%20qljw5BQc3kQ5GVvCNgZgEuQv822DKk1SQsDGsWTjOL38N1ZHFuI1Ejs0Gx2b2zEmZkbluWDiLnS5%20ByceOL/uBjO8aJI0U0kcTgylNT6VXj0m5IdBQKBQavcfcW14Wfj7dM7NkZTKhEYuIhKdEbSsD+WJ%20JLInS3JyGwaHAwd3GTPHBLFlZuCq7fuOHnM3h5eFdnxZjIFkZZNEjKzaWDnUCOAIDe7Bske3YOKs%20yo+bBB6fxVu2iLUXEKO3zFEuFF+UAE0G1oFAoOfz95w91nzNh2/Jkh3ERO+NmoCIRPAykoHU/OYn%20ZPEToNv7QAYi4bbrt+FvWyKm3714hTIkPFUJlIzIchB5uiRWAF+D8hAvQdDt+24eBB4WNFHGW+aZ%20440jMj24u4jVV1Nz8KDKoFAoOb3Xdo59rx99w2k9NhOcl4+K+pwbGOaRUvdlCP4qG1yVFuDXoPpf%20b02LvOPlbDKmDt2QobdIkCtHKItPhGJORXdflZx+70tpIDe4uLjYmPHjY0Sw48Q0xxIAqqBzACgr%20QKCGfnY2Dhy5eS2iCFdTkAk9AAA4kk8ABymg0u4Oq7vhS5altu3ERY+RizEMIMqNvHxWKgsqlmuj%20W5W0UHxh+15Ey8nCmKN7XUo+HtcirL+aCsh4sPkhR1GiPpvyLZaDpKBQKBQKBQKBQKBQKDVb5B7h%20nKLtWVHhokcjvI0YlZ5Rp8KMq3JGfm1kfN0WoOc2fByNyw8WDBngfbEmxdxQOG9RgO+nJMETBSj3%20DEDUQUVrHUthQddtu3Qbdi+lxy3gh5HRGIOgSOZNC2AsqlrKOYcKDKoFAoOb9zPuKtkerxxke2JI%20FizFh1eqiYli+Qmj5mVBpuqjV+8t7WoMTb/buBueQ+cmS24bdm4c2Lk7jI6mbLErKgHyJGixxCIl%20GUcS2ocrFg6yGMxwpGXaQooXxHN2awtdiLcTQfdAoFByeXkZWHnQt7lnxpttykyZPAeNdGK0a2VV%20Y8ZNcMjq+ocT2eBtQZG0+2MiL8vIzJDtuJkJNsmILF8eNLWVpXQSG4LJoPZjbTc8CA6SgUCghnHN%20GFP6EIczw29MJb+H4lvl1W42vy0HIum74u/ENuUcu7wLCmM08YjTMx8rWTBIsQJUxvjuySIvyjtB%20hqoN1sPtuPbvBnYiPJjGQnhQH8lYsifx1hAIBKw9lOS3GwANqDd0CgUGFu0W6zQRw7dOuLJJIBNk%20sodo4rEkxo3ys5ICjVwF78bWoOPx8bN3Fc/ATIxcrI3FcmLdcDIV1TXjynDXNTQH0GQRKfCPAkfK%20wsxoOv23aYsB55EkeSXK8N8gseDSxxrEZAOZnVBq+ygzqBQKDVb3L7hilx5tqijyIIg75mM5CySg%20FAscTEhVazMwLcLqFNr3Ac5su0bXnTbZkbLkzZOPtcxVZcliHwY0X5sKJNCG7agkmsllUWJ4KKDr%209t2+Db8OPDxy3gRavCVjfShYsqD+6gOlRzACgyaBQKDlvc024xPktuUQk9ruqJLJj6hk4xS0nq7q%20TdFftWF106uIvQSwfbOJuEuTlePJkYOfiPjy57P/ANxls5TROdKRoggEX5JRbfMWHSwdcAQACbkc%2055T91AoFAoOJ36Wcwzwe5bYiu2Q+x7vjNNGYXcOkcMjQMH8QowtY2k7NtVrhm7D7QbG0TZapiPDL%20DLi4eHLJJDE0MTQsQ8qoT4yOQ40Dhbn+ag6mgUCghnnLGDkHCVWzBE5xlc2Uy6ToDHo1WoOYmniy%204cv23vATE37OQrBlQxkLlNGt4sqK2o3iKKWVj8hA4ldJIdDj7efVQ7hOdO4emGPkiInwnsQ/IRc6%20G1aPgxoM2gUCgwN6G9tiouztCmWZFLPkAtGEW7MCFIPz6dFxyXvzUGlinxt4fBiwoxt287PlJPl4%20EieSr3jyI2ZBpIlilZoyDZzZuY2DoMPboMOXLkhLD1k3qJEJGkOUVG0C3DVoufjc89Bk0CgUGo3v%20J9wY2Rj5G3Y6ZWFCjtn43/GkBKhRAbj51GprHg3JwoOY2D23g5eVFl7XkY+XteNkq2PnOsnrII4o%20wvoEZhYwqG0kE/L8ylddzQdrtm3w7dgQYMDO0GMgjh8Q6mCL2Vv/AHRwHwoMmgUCg5b3FNnoc6Pd%200A9sZGmH1MB0z4tkVhlO1z8glJ42/L0hjdSdIYew+0fUQ+oyJYGgyMYp67DV4Z8t2lSaPMnDjhMj%20R6kPzcWPNwoO1oFAoFAoFAoFAoFAoFAoMbbdtwNswosHAgXHxIBpiiQWAHL+0nnJ5aDJoFAoFBPI%20x4ciCTHnQSQyqUkQ8jKwsQftFB9oiIioihUUAKoFgAOAAAoPaBQKBQYuZte3Zs2NNl46TyYcni4z%20OL6JLFdQHJexoMqgUCgUCgx/5dg/zE7l4CevMQxzkEfP4SsXCA8w1MTQZFAoFAoFBi4W17fgvkyY%20kCQvlymfJdRxkkblZjQZVAoFAoFBLExMbDx0xsWJYYI76I0FgLm5P2km5POaCtAoFAoJZWLj5WO+%20PkxiWCQaZI24qw6GHODzigqAALDgByCgUCgUCglPiY07QtNGsjQP4sOoX0uAVDD4gMaCtAoFAoFB%20L0mN6s5nhL6ox+D41vmEerVpB5hfif8A7UFaBQKBQKCUGJjQNK0Mao07mWZgOLuQBqY85sAPsoK0%20CgUCgEXFqCWLi42Jjx42NGsMEQ0xxoLKAOgUFaBQKBQSysTGy4Gx8mNZoHtrjcXVrEGxHOLjkoK0%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgll5UG%20JizZeQ2iDHjaWZ7FrIgLMbKCTYDmoMfa94w9zjeTGTIVEtc5GNkYt7i4KjIjiLD4rQZtBi7ZuUG4%20Y7zwq6ok02OQ4AOrHlaFiLFuBZCR8KDKoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBge4MWfL2L%20ccWBdc8+LNHElwt3eMhRckDiTz0HMe4vZ0z7VgY2KuZl40c4l3DCaePMlceCyLoG6tPj2RyDpNhz%20j5gKD5wvbjYu54D5eyz7thw4mLBgSZRwZJsGSKRzIXUvGimzJ80Grs25loK4PtKXGzsPc4sJY9z/%20AJrnzZeUXGs4k4yjEGYMxMZZoT4fGx42BuaDE9je2dz2zffVy7c+3xSYTR5oCbdDA2R4iMvgx4ID%20lF+fS0xLW6ONw76gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg//9k=" height="218" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 4.&nbsp; </span><span class="textfig">Soil moisture behavior.</span></div>
      </article>
      <article class="section"><a id="id0xdc8c180"><!-- named anchor --></a>
        <h4>Result of the Spectral Indices</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p> <span class="tooltip"><a href="#f5">Figure 5</a></span> shows the 
          spectral images of the indices evaluated at the beginning of the study. 
          The EVI index reaches values between 0,3 and 0,6, located fundamentally 
          in the central zone of the field and values between 0,2 and 0,3 in 
          periphery. In both cases, these values are related to the presence of 
          low density vegetation, without damage from pests or other cause (<span class="tooltip"><a href="#B16">Wang <i>et al.</i>, 2010</a><span class="tooltip-content">WANG,
          F.; HUANG, J.; CHEN, L.: "Development of a vegetation index for 
          estimation of leaf area index based on simulation modeling", <i>Journal of Plant Nutrition</i>, vol. 33(3):328-338 2010. ISSN:0190-4167.</span></span>).
          With a similar distribution pattern to the EVI, the NDVI index shows 
          values between 0,4 and 0,5 in the central area of the crop and values 
          between 0,3 and 0,4 in the periphery, which characterizes a vegetation 
          of limited development for both cases (<span class="tooltip"><a href="#B5">Gilabert <i>et al.</i>, 2002</a><span class="tooltip-content">GILABERT, M. A.; GONZÁLEZ, J.; GARCIA, F. J.; MELIÁ, J: "A generalized soil-adjusted vegetation index.", <i>Remote Sensing of Environment</i>, vol. 82 (1): 303-310, 2002. ISSN:1879-0704.</span></span>).
          The SAVI vegetation index shows a regular distribution in the range of 
          0,2 to 0,3 over the entire surface of the field. The NDWI index shows 
          values in the range of -0,6 and 0,3, which corresponds to dry soil and a
          low moisture content in the biomass (<span class="tooltip"><a href="#B12">Senay <i>et al.</i>, 2014</a><span class="tooltip-content">SENAY,
          G.; WARD, A.; LYON, J.; FAUSEY, N. NOKES, S.: "Manipulation of high 
          spatial resolution aicraft remote sensing data for use in site-specific 
          farming", <i>Transation of ASAE</i>, vol. 41 (1): 489-495, 2014. ISSN:0001-2351., S. K.</span></span>).</p>
        <div id="f5" class="fig">
          <div class="zoom">
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aR5xt4K0G%20daEAYjLRjjHM+uTXLOhPCgrw9OPEz1PVx0D1+zESQHQ50/WCcAClxWzaT5Qck8sq4dSCgq1ENSOd%20a5fSuAlVIYRDjtOlxttKFUp5RTL0enDJeZVZniPzroO9GgD5hCZzJ/w3PHLGz7doYXPyl8jBVpx5%20UHt9HtxqGfUPRnQHzezXAMCTzzzOWvq1wwEyqfZnn6NRpTBQTYClBpQ0+7xwhoXjXjlWvjTjlhgF%20BpoD9g9XLCBiejI18Mjx9GAAy4Uz9HLAFRSa/i+7XLAMQkDw48jz/RxwxC5eHpy5CmpOEAVyqPVn%20ShP1fswwEyp/g509nifDCAXKpHtpXQegYYCcMwDoSMhlrhAfWH6xjzbM/U5cdS02pxxQQ2hJUpxe%20SQBqST4Ynbi2wWeRm3r2m8z4VlYZkxI1wUf6+8yWmnEAVCW1HOqkg8M8bVi3G2t3/WP3OsbG5pHo%20ESLHiRmozCA200nY2jnTLOup5nFW9dq6s2rVtRVBp+4NtkhJK1eBy9uKkpo43+Uo5FcJL28r3nPX%20Ooz4Z5U4Uphwu0eRmzuybqQJHb8yK4Lt26oNyFZvwaUQ6eNBXI+GNi1yFONJHeEWs4llYu4od1Sp%20opMe4NZPxHPKpJA1BIz9Qxzvcama0Lljk1yeTLjd48BU8vt9OKE4dS5FhnXTOlfv4UOOZMOGuRGf%20sGueAAz/AFHM/TLAB4h/eTWnrdupJHuy61IzzaGhJxpcGVE6lHlqrXgeWxe65jFrZta2IMqFHdU8%200iUwHClawASFEp4Vxo7loUduWeNf4Gh3LchY3rEl9KLXIfEl1lKQD1ByUDXb5fd9HHA5oe0Zut6l%203WUJUxaFPIabYTsSEo6bSQEgAa1prgckCgfQ3yAIV8u0FJBHxskVBroQOR44yOW/qNHjfaejZEa6%200+7x8cUy0GROfH78/TgAAa0rxwAAoaAjlkf0Z4APCv7yKUCd28oAAqZl1IIzotrhWvHF3jZVM3lO%20tDxn6VxeWhnOlRaYaYxM/ZgAcQsJB4+jDOkZUOg7zy5affgqSVzMEuJrTPPASUzuuVSPp6sMmGeA%20AI8fuwAGEACuVfXhgGf6MIGIM/TlUa4bCgo9uABK8OPI8sAqijOh4fXgGCKbkfi8wHPj6D9mDqGZ%2091zgem1Wg51yINOGM33H7URXUhUr6Tp9vDGQAxOnwYMVyVMeQxFbpvcWdoFcgMuJJpidu25PI6Rj%201ZgZfcUPvG7GJBdKrRbSFSQpK21uuqBIG1QSrYeGWmNqLjxrdf8ApkYWnemor7UXmVaA02+geAx5%20y7cc5Nno7dtQilQsINtcU4l14bWhqDWppz8MSjDMrX+QqUQ7eO37dcIi2nmEqqK5ZealKjxxes35%20W3WLKE4qeTMP1bl2+dj2+Xavwr1W0a5VGeVf1Y09trlR7SOcXPjSzzgaCNIYlMpdjrDjTnuqHLjX%20GFyOLK26M2LPJVxVQ4OR1y+meKlaalmozMK/gpJAz6Lm0ca7D4H78dLT+pELirFo+Vbc3dob0eZH%20jPdVhSHWiWlqG5BCgaUoc888exV6LWp5h22mXKO5e80NXBoIdLd0fTLltfDFQ6yFhYU2kJ8tSBkO%20GJK5HoxbWc3nuDum6svR5MUNNynjJlJjxCwX3akhTpAKl0zoDlg8yPcSTZ273P3k7cYNwcS6uVbm%20RGiKVHUUpaKSk1TtAKiDr68R82HceyXYoxAnlYpEfrUHJpzSteWfswpXopPMcLbbWR9ZZVoNOX1Y%208bLU9THRBn9P24RIMq/fyywABJHp9YzPicJCqWNpiFS/iFnIZJHjShOO0IlHlXf+UEi1yXJTik7Q%20lRJ3A01r68EoOoQ5MVGjPAPnvGcZ73ZaUSomCwpRArq6tGWdPaRjW4KpHGMfEwfc+ZR/L+TzunlC%206kciAKcsiToDt1+7Gr1pjGuGY/8A5DPQCDUjhWgGRVplkCeCtPVgRf4/I3qpMtdlu93kGPa4b015%20KeopthKlqSlI948OOBFvUdgduX+4zXoEC3SJMyOD14zTaitHmKfMKeXzGmGJogqadQ4tCkKStpRD%20gINUbfLRWQpQ5cMIZw35yEoBWo0SAkZknLblxPDADZKuVpudrfTHuMR2E+UB0NPIKFbVVKVAEVoc%20IZF9GlOFaUz5Z8cMQhOR50PEcOHM64AFJJBpWlOHr4cMIANRzGfiBqfRywwJEC3T7jLRDgR3JUtz%203GWUlS/KK6CulOeACQnt++quptCbe/8AmmhhBCusKDcfLypgoA//ACl3SRKV+UyqQCRMJaNGlBIV%20565e7n6M8AFOVpFBuA0Iqach93DCCpMZs91ftbt0ZhurtrBCX5iUnpIXQAJUoZVqoe3DoB9SUOf1%20U4+3HnEqlCKroRe5C1Fsr0d1Bcl3FCo0eOnzK/epKVKoM8hnjV4vG6vGMeFhLaqf9Ddn7b7m6Npj%20XqVFdjWhxD6FRkrDzrrSClBc3e7tGu3U+nHS5cNG1apQ1TgK21oQsJWRlSmR+mWM2bO12X0tLUqY%200ZyQtSQrbt95WdK10xxpmZdu05NjkWEtx1aXApAQNKHU6a4aiTtcWrzO2Y05knYQUEeFFDLgcdYS%20aJqzJZog3Syw7yBIbWId2YoW5KMqKTz0qnLGjxuXT6Wc3FSz/wCkNWzuSRGlC19wJ+Hmk/uZf+Td%20Scq1pRJz+lcd7/GTVY6HexyWnSRpCRnlkc/u44zXZaNBXExQoHicjQa86eOObRMBqRz4aa504YTG%20MyYUGUB8XFZlbK7C+2hzbUCtN4NK0z0xNTpoRcUxn8lsQ0tkRNePw7Q8f6PhifnS6EPKiAsli4Wu%20GPAR2a50/wAEc+OF5zH5aD8ksP8A4XC55R2v/wAODzZB5SJDEaNGbDcZluO0CSG2kpQkHiaJCR6c%20QrVklFIc9XLI+oUOI1JBz5VFftrwwAHifWR+rwwABO0VPlAzVyy9mAi5UPD/AO8O5HfmWMBQXsZl%20AAkipO0jXPUClP29Lc2jA5/Iq1TGP8PJSxFCqKbASokoNTQp11Khply8uepGJ+dKmMf2ZXmyWMf6%20R5SGkJRsSAokqyJPlNNvtGfDXQCmLNibbx446/HtaszqT+2LC3eZ7zL8n4SJEjPTZcgI6iksx07l%207UVRuVyG4YuItouWvl+He9Ge3EXCrUmKmbHmdE9RbbjHXQno7sln3aFdPHDRLbQWT8tZn81TrBDn%20sFcKGJqnpZEaqekHVN7auedNaGiiPGmEg2lXd+yO5LRCEycw2lnehpwNvNuLaW6ne0l5CCVNlacx%20uwBQuR8qe9RktqIHCoN9L4yOV9UthxLW0KrvUjzBOJHaJHZ+XHdr0OLLRGa6ExaW2CX2wStwKUhB%20BOSlhBoOeWAlQprxZ7hZ7g5brghDcxoJLzSVpWUFQrtVtJoocRhBQgmlcgN2o9OmHQDlSjXaM/Ri%20DZKKEAoBvPpHDPhgSIuaRrOz+zGO4I7kmRcPgGBKjwWVJZL6lPyiQjckKRtQmlVGtcSEmh/t35fo%20uS5iZ8/4LoXBu1tBDXxBXJcKgkmi0bUDZrmfDDAcvfy5Nqs0uUq4By5QGWJM2F0qIS1JcLaNjwWd%206k0qRt44Ap3GmvlX3k62hxDUUBwNKSlcxhCv6wKsJUlSgQpz8IwUCpE7j7NXYbbZ5r0suyriT1om%20xKQwpBBKSpLjiia80g4CG4+x5wHRaPIfdjO9w0RPuRKZ55+r6sZCOkIVMN8x7i9JMC12pKZF0ZlN%20TS0vJvazUlDh4BQ9mNjh2FCO96ELjbahHUjQI1ykXt28XCK3Ac+GTCbituB4qG/ep1xYCUnPypyr%20TGdzeSp5LQ2uFx9mb1NFbiyJSeoMx7p1AUf24oRSOvI3OOROl3TpP7EJCkiu7ga6ZZ46OdCta4+5%20eJEfusgv70KKUA+VHA+nEHMsR4yUaMdKLbLRtICHVghQHlSa1y/onFi1ecXVFWduS1zRj5lnn2iQ%205LtIBSFEyIBrtVSh8vvH78vZs2eTDkLZMpzsytPdbZYWm7w7gzVs7HW8nmFe8lQyOmVMZ3M4EoOq%20zRocTmqeXUn+YHPXGZQvqjF3LOq1GvEEjD8yXcEl2Q4zKksmqHSCRVQGmXpxJXX3Oc7MZaotmnGZ%208YBVeoB5tpIUFDLhjt5jfUzpRdt5aFZMYcjPdPeog5pJNK+zljlKUl1Lti4pLRDG5dM1K04k/eRi%20G9ssUXYQ0r688QfcYV4/ZTXXDGAoRlp4eHKmBCbpqToNtW9Rx3yt8gcyPuBx0UClf5FMlqXKG0oQ%20EISAke6OGOyRQrXM6/Fhi6Hzf/eHWgd+x9yqH8vaJrTg47xz5nL7dMaXDPPe7V3ZeGMf2ebdRqqR%20vSRkKVTrmRn+Gg5erF/GMfEw6PGM/n8zgKQaU/EASsjblpQZq5cPEYmbPA0xjFepo+0b7arazc4d%201EhuNcUMDrw0oU8lUd9LwG1akDavaQrPDRr0oi2/nS0u9yz7g4uY3bbxITLucNLDK1qWy6HGG23C%205VIORWr6jgA6snzHbYufc0qcy6I9/V1jFYShSd/VDmxe4pO1SKpJBy1pgChF767ts16biC2sOokR%2033nfinWmYym21kFqOgRzQpa2+VRzwxlT3Tfmrw5a3EB3qQrexEkLeIJW6zuJUFbiSFbsuOExFNQ1%208BloToeNRwphAIK8ActBmSMsuXhgBATnnw+sUPPAOgUHKlcqmg/TwwCRe9nXyHZ7m+9NbdVDlRJE%20NxTACnm0voIDiApSRVPIqGGGZoVd79uKvj0zZN+Hftpsy6Nt9UMmOlpL4/eUU4Vj3KgbeOGBaH5q%20dvKWy78NMCrZv/LaJb/fhUFMb+skL8hSU18oVllgApu2vmBb7PYokARautJnfEr+HYcCnH0D4RW5%20fmIacFTywARO6e/37nHegwmWmLfMbYVOCo7SHVym2wlxxKkZgLKf04QUPoxCY0SMufNISy0NxrWm%200c/HGTx7G+RGFvbCrKzt6LIuc1Xcc5JBWNlsYUAem2BQroa+Y8Mad+agtqOli3V7mX0uaiOsIA3r%20pUitePtxjzus73b/AJeXUqitRUTU7jmc+J+vHCplym3KpOtVB1QTQkjaPUdPRicC7xZLuWPh9muv%2068dEaaQmgoT4V0rp9uAjOOWpTIjyVPKDVSttRBUMqEVINaD04hGpkytOUmOzIDE+MYN1bDjaj5HC%20aFJ9I9GLVjkSt/A7+VVZlMiXd+1lpZmFU6xqNGpYFXGRxSqnAenGnSN2OWpzjKVp90aiNKjSWG3o%20ziXmHBVtac8ttaUyxnXeO4mjavJodBGmoPD1V4Hj6McKHetQIOvEVrTnT1YQwyrUc/D6Z1wgD15U%2041ofaRywwAkJqVGg1OvDXlyxFvITI6bhGUQArM0AJ3U9Z9uFuRWXJVSSczz/AF15YkWUxMqej1HK%20ns0wxhoan2/twhMalbhFd2Vrt1GutDzwpFfk12uh4h8648p+XaPh21ObWnyQhQGQKFjikgVSmpHA%20a4jB98dP0PMX5afPH6nmarbcUBQEZSFjcgAhOqRVWVdozJ3J4A8Rur03Lq8Yp8Ss5KubxjGhFucW%20WyEl5lbe5ayAoEZk58wc0nnyqaZXOK1XLGMItcVp6YxhHVgvkmyT1SmmGZKHWXYsmLISpTTrD6dr%20jatikKAI4pUDi+tC8mXA+YdwF3N1Fvh/EFr4QoAdDfwgZ6HwwHUqEbeNd1eOAe5nI+YF1T3Em9pj%20R0rRE/L24gCwymN0uklKfNvqlOYVurXAKot479uV4gPRXokWOJLjL1wkspX1JKoyNjRc3rUkbR/R%20Aw0jpEmn5nX0zvjPh4xdE5q4FO1wJLrTHQA973dpr6cB2JI+bV7MSNGXAhOfCrYcQtQep1IgUGV9%20MOdMFG+tAkAnXAKpmL/fX75dnrnKbaalSaKkdGoC3AKKcKSTQqpU0yrhsKlcSKFQP0GFJDQ2DtSC%20RVRz54RGc6HBNTXBUrmi7V71ndvtusNRo8xl15qShqUFqCJDFem4nYtBy3Zg5HBU6QkWFr+YtygL%20dUi3w3w863MV1Q8oGa0SpMk0cT5zuzT7vhiR2TRxdPmBeblZ3bbIYYDkhtpiVcUhfxDzTC1ONtqq%20oookr1CanngEd/2jXrqBz4aLuDkByhSvW2ghr8R978X1Uwx5GXlyDIuT89baUPS3VPOhIy3OKKlA%20VKj7ScLqc2sz7pnp8jWdAOHqxne4/ajrbVamf7iv0e0W9chZCnSNrDVc1LPu5ccVOJx3OR2uz2Kp%20k7DbnWkrnTBuuEvzrqPdQrMJ82f0pjt7jylH6I9CxweO/vlqauFaklKHnjurnsp6MZEYJ6lm9yKt%20pEw26F1AsIooGoFcqinD1YntXQr+dOlCkl1El0Uz3E+3Kp/bjhLU0bP2qg1XWnLI+nCO+oBRCtwN%20DXXQ5aZ4VaCcV1JCXEyJIL6tgptK05eOdBjpG5nVlaVranRFd3D2kFqFwgPFiY2CQ+DSulN59HH2%2043OLzctks4mPdsZ7o5MgW2+KL5t9zb+FnoO1NR5V7jUU4JyxDme3Km+GaxjGVnjc9p7J6lwa66Vy%20z8Ms8YkoNOjNeMkwyORBzzpiFCR2zIdZUVtGh4kAGorx9mJJ0Oc4KZaR3401AakAdUE0HopnXnjs%20pJ6lC5blbdUMT7aGk7mASKnckfbzxGUDrZ5GeYzGt0l4VCdidKqqB6hiCgdLnJjF5EkWRRAJd4Z5%20cfViflnD1hKYtsVtFFJC1DUkA6csTUEjjO9J+BLyGVKej0YnQ46i5aZfswAA19HHjgFI8V+cCGl9%204ICkoJERtKipKCdq1LAzVUmh5DKvjTF7i1p/vx/bv+J5H3u493yXftnj9NViSy2pWTKCSCfcRoTU%200BHDj9meL7Z5xXZZvGndd/0yqkZvutSESoyQAEdNSgkAJzJBIy8CP08B0i88Y7nqPaquGev8Yx1l%20do2izT410uF2VI+DtiY4LMVSEOqXJfDKDuWlQ8u6ulTjob5dWTsKyvd29xWi5S3EQrI4ltt/qNR0%20qLjqUJ6jy0rSk0XkKeY5YEFCHA7CYuF07kgMz1R3rK90osd5hZce3PBpAcKaJQakV9uAGNSuwXot%20wtsdNxjy486ebY5IjBZ6MhCkpcQQtKCSkKqCMjzwxNE2/dodtxZNpXElPxLfMuD9uluylIWUfDvJ%20QXUqQlGSkmtCMjxwZBQjd/doW6wJtr8LqIamrkN9F91l9X9XcCUupcaATscSa6VGmATRkAMqeGR4%20Z5E5jnhDoLnlSo4gDhoa88IVAyHh7K60rWnhhhUvOz7HCu9zfbnKcTEgxJM55DJCHFBhG7YlS0qC%20SVcTgQF6eyLKjuWRHW6/+UM2kXkNhSRILZZDvRLhTsB3KzVs8aYdALpfyu7bQuMgyJhVeNyrYrc2%20QylEQSP36dn7zzK2+Xblh0Ay9j+X0m62uPcDdYcMSPiVNMvh4q2wU7n1bkIUkURnrnwxGgqVHbz2%20l2/ZO35qpl0ae7gR0XbdHZeDaXo76UrS4GXUBwjaTXzA14YRKht7pee7Ll2Ez8wpl3jixKnNgdoJ%20ZSklgSOgGlSK71SKeam2lM8FuKjmhSlX4HsyQ2gDZQNgDZt0CdBTwrjPvJvIvwSpVaIhTIC3ldVt%20QNQBsOWVOGKU6p+Jwv8AH35orlJKT5hQp1qKenXHMypRo6Mdio3PpO7YE5k1pl4c8ETvxvuRcBxs%205BaVV4ZHPThjtuNdXE+oqhVB2mlQaKGZ54Gyc/qRGiR+gHFLdBSocDQa6/XiNKFeMFCrbH0OtPJJ%20BCwDTLgfZicXQ6RkpI5S0soWl9QcbUT5SKgpPBQyrrjrZuOOaF5WVGZqTZblYXnJ1gq9DVVUu2KP%20lUOJQaVyxp27yur6tSnO3K3nHQubNfYF3jlcZf7xOT0ZVN6SK1FM68KYr3uK1mWbPJUkWJFcj7fH%20MZYotU0LaYcan0048TTnpiKeVCQDgePhroK6VwMBmUFfCubNduuQ+sU4YJHG9XayoaQtawEA551z%20058ccFqY0IOUi8AICUr1Go9AzoMdkbkFRC8OfH6UGGTAa+P6/DxOATOXEKWgpB2k8aVy0ocJ5nO7%20FtHlPzZjqaftza/MCh3pqyzqpugI9PPLTPFe4msY/n9vJe5WtjWMfx8DC5Efuwdp3JSaU3Bwg7ci%20aeQekD1Y5NtY7L+fzerMkoe7KKZiEU2lx1aSBSu7aaZ55fWmlaZY1uCtcY+eZq+3LPGPz+B38voD%20Ey+SQqM3PksW+W/AhOIDodlNt1bSWtF6+7jUSyNnbU1TfaVrV8zo6Zls6VtENt6RBZZ/cquIh9Zc%20YIqlIUXP8nlXSmeG0QcRmJ2fZF99y7bdIxnJk21y4MxGUC3rZcLBdDTkdrqbFoH4RX14KImqETvD%20sGy2WxvTY/xjJjPxGkSZCkKZmokt71rjJCUkdM6+97cFCUUW3zB7ajosMhMGztNKZlsItD0dkJck%20xTEDr6iU5vJB8xVnTDE2N/MeyWmF2XHfiWtmJIjvQmzLQylpLyXY25fQeHmkjfmtSvdOmE6EG8jy%20ptJKqnMD0/dgrQUascNNdKD3uOGdq0GVqqf04iVpOpzTngI0PSPlVZ4U2BKd/LGLnLFwgsPofbD4%20ahOqV11hJyQDtoXPw+GAnGha9kdsQ0SLiE2huelV4jsoElkvbbU4XNzzdQNqTt/ijEsjpFjnd3b9%20ii9oXB6LbmG7dHiQnrVd0tpS49JdfWHk9cCrlUjNNcqaYDpqctfLzskdFp1FxW+VWtpxaX2kpK7m%20k+ZILVQGyKjicAJmT70mduKjwbLbIRYm2t5yPPmKYZbMgoXsSre2orVp+IV+zAhH1N8w+5Wu2O0J%20t9cZU/8AAtbm2U6rcWQ22ivCq1ip5Yp8uG6iOll5s8xkNd8QO87FD72RBfbvCJCram3F1SWpEdCX%20VNvJc94bdVJoMsSa8m09upKNLk1XQ2WQoKe3iTx4Vx5mUqurPQKKUaIvI10jltKCdqgAM9PaMdYz%20RnT48q1JwNU14cCMdCsVF4S2Fo8vnNSojQ/ZXHCazLvFlT4FcMwK5/s5+vHJov1AV0P0y9XPBUkA%20So5ak8acdMFcyLapmSY0x5hxKVk9MHzoI9uR44nGVCvO0pKqK+8WiBdP3PSKkDNspHmSfxbfDwxo%20cTnyhLIq3+KpQ+rXGMIpW59xsryYt0CnoZISzMANU502KSdMlccaV3i2+RHdH7uqKdrkTsSpLOJf%20trQtCXWlb2102LGhB448/csSg6M2rV2M0qM6qD6Nfp+rHFHUVtam1BTeSk6cfCmJJkZw3FpDugUS%20h805K0r9WO0Z9yhd49M0WddyCQdQaHX0c8TKFxOgjYWEAKNVUFVDKppw9mA52qpijTXxwHcP15DD%20APDnl6cAHQ1z0wqiZ5V8z7G/O7jbcDqUtiMhJSrdqFKOZOQFAfqrXhaszosY8Ph2yPNe7cdN+NMf%20rllr4mRPaMsbavoFeIQuqjrnXjSnDL1HFv1GtMfnj5mEuGq4xSteua1+rMwfzFtD0K5wELcCypg7%20VAHQOKrmdcyf14s251PR+121bj0x8l8fxIPbFy7nt0x0WJpb7z6KPxUxxLStCFBXmZKXAdqgCDTI%204sdKmwsyytfdPf7kyU9BZXMkq/7xCYKZJUS4XQX0FtdVBYJQpWY4csGYZMrW+6O6Lbc7m+p9TVxu%20BKbj12k9RSwsLqUrT5FpUmopQg4QOgt47z7jvTsVUx8dSK6ZEdLDaGQZCylRdKWkp3OEp97ABK7i%207k71mFMa+tKQX0npsOw22N3VWHFOIT00+dagKrTmdK8MAURB7in9yPuREXphyKIzPShRTHERtDVa%20/u2UpbSASakgZ4QPMrAX3DlxOXGtcOgsh1vdSi/A/T1eGAjQ6GWZypr7KfdgIlh2/PvMG5NvWYKX%20PKFNpaQ1196VpKFoLZC0rBTWoocMEi3HdPe5vm5LZN2NW1RxDR1ChTYaLJa6dS2EJA2UpyGCgEgd%202fMfbPNJBoomYr4NJ+GUWgzRP7v+r/ugE+XblgAoWO7r5b4ceJGlBDEZEhDCShBomYkIfzUmvnSP%20VwwEkqkec5f703+aSm3n48ZtqKZaWiGkIaSEoQpaAEA0prnhEqpH0gz8sOypV0fu0iztma8ouF7c%205t6xObqWirp9TjuCcZ1jkNP4Y7EbNltZ6PGMUeDt27TcSl4Lm2EmgcoeoxXIezGnJQvLLJglOz/7%20TURJkaZGTIiuB1ldaLBqCTr9dcsZl2xJfEuQnFqqZGuqc23KZ5gq9RIxRmqOhU5Ucq4x/RXnjXSm%20IGYw4+OtfRTAmTUiS3PkITt8qs8yoE+jliamWI8mSQj70paUh2u1VSkHKtDT14i5Cnck/uHrY24X%20Csfw6Z148sqcMSii1xU6+BZjXSo5/VjpQ02qoYaafQ4oqd3pUapH4hkB68dLc6M4K266mW77t3wU%20Ny+2tfwt3bcbQHU5IV1XA2S6OKU7hU0xpWb+VHmjhdsZ1jkxYF2uts7lh2G8XNFxcuMd1xLnTS0W%201tU90oqChe6ia8sQvcdPOIW7/RmurnXSteNM+OmKEofiXYyqgPH15cKZ64iiYfX+nMYVBNDTEZhh%20SlNggr1rnkDSgrhKJwhZUXkOn9v6fbhndIPvP20wDCvEccxQ/orywCAUqMxr4fTOuARj+/e1Hb69%20AcRPMMx0OpUnpB0LC1IVQhSkinloQQcQmo1xjx/kxPcLKk02sYx3yg+Vr1Qr85O8UoRHA0H/ALTX%20xxBRhjCxn0Mb0tvGMfIxPzQ7RNhg21w3Ay/iHXEBoNhoJ6baBuyWvPhoPXw0eIlV0xqX+NZjHTGM%20eGKtNrul0mtw7Yy4/MUCpCGyEkBIqpRUSAkAamoxpI0Islq7b7mN5VZFRXvzVNXFRysVHlKi5vKt%20lNoru3aYYmqkabYb/Buy4T8WQm4sp6rjaNzrgQU7wvc2V1SUmu4GlOOER2ZkJbrqkp6jilpTUpCl%20EgA10By9mGmTLS8du90WiBHmXCO/HjPUTHcUsGm9IUE0QolG5BHlUBUYTRzkyPOst7hwIci4sutR%20ZiSuEHVjzI13Jb3FSUnmUiuCgKJBCQE0PDjpgJ6HbMSdL6nwsZ18MJLj3SQpexCdVK2g7UjnhHGU%20qnX5PdEQ0T3Yb7cFzJEtTSwyonIBLhAQfbgIxiPKsN4EZh/8uk9GUoIiu9Fza6o6BtVKKJ8MFDrK%20KpjGPgDVi7mTKejM26amW0jc+whh4OobP4lpA3BJ8RTBU40GoEK+TlO/l7EqUtlNHvh0uuKQgGlF%20bKkJy45YAzOvy68NwUS3o0lFuWf3MhaHAwpR/oLI2E+jDOsKjPVcz/erpl+I/hyHHhwwHWpIfgXK%20M1HlSYr7LEkhUaQ4haUOgZkoWobVequGB9s9xWqBdbS7bLiymRCltKZkMLrRSVChHA+vhihzZ7aN%20ErWrPNZnyptsBbNxiXG4SJ0UFqA/cJS5SYrR0bZ3iracqVzOOVnnUylmjq7NdNTu3315t8wLwlMe%20WDRDtP3blMjSmQ8MHK4CuLfbO3G5rg9sy6OtDzI1rmDTGHKLRsRmpIu7Q8pbBCjXYdoPhrjrB5Gb%20yY0ZOKQr3kg864lQr1oMyIbTyNpSAqnlWAMvHCcak4XXF5Faqzv0JQsE1rtApXl69Ncc3aLi5fcf%20tsAtHqPAb60QnkBiUYU1OV+9u00It3dZVIon30CiyMh6K+GIXDvxIyoMwXW25aFryTmCfVThXCjK%20h1vxk4ZFncbZFmxlJW2lfUFDUVChTjSmLlm84OtTLaTyZ5xJjXu1XmFbO31trFz6qw1K3KQyhhPn%20V5fOSBTQ/pxrxvR5MPqX1HJWpWJfT9rLiyXWXKkXC3Tw2Z9scQh9cepaUHEBaVUV7pz0rljK5nD8%20t5aGpxuUpLPUtdT66euueM5qhcEFNeVK+zwwZiaqaK3LUqK2TrT1ZZcsWYPIx7yW5jzid7ZSSUlQ%20pUa4ZBZMRpoNtIbBJCRQV+/BSg5Orqd4KEQHA8Dy8cMAFcAGE75CjekkcGE500zWTTh9eJQrjH4G%20N7hBvHj/AH/ayrn1JI3UBTUEjn7pOp+o8ft71eMYyqZMYZ4xhfLyj5zP9C/WqoVQRXSRy/fciBxH%20txe4ydMY/c2eDbbWMYzzOPl7f4DEa8Q3roi0Sprcb4Wc6paE/uZKXXElbYUsb0eo4uovuFNCc7c+%203V/MeZ3Eu5tm0LekXBuM0txLrq2c2o60AUHVWmv+LgFQTsfuq3Ke7md7heYKrwlLzpkNJWp5fXSp%201CFlCylWyu3Me2mGmFST3LduzGrlZpEU2+Q7Fui33FWyOWWhbkuJUyh1JSnc6mldD4k4TYiV3Re+%203psm0lV/ZliBdJNxckt9RxYjPyEKQy31EVLiQCooOVPZgqOngQPm13Habybb8FOYluMuTFuJhl1b%20KUPP70He8N3UUPeSPKOFMNsKdDBNvDbtoB9n6MsJsi4uo51UEe8KH9fDTjgEo0EUSo+RQGdQRTx9%20GAKGk+X9wj269SFTJghB+DKjR5i9wSy862UoUSkKUkVyqMMZrTfbIe6ZE385j/v7ObSifucJEpMV%20KOuVBG8IKqpCxngqRLx7vztULjOfnTaBbS4Jyau1nk29LCVNDb+8/eAjz0yzw6jSMh2rfu0Yvb8G%20PLYtz0xSLkuWZcZDzgcDYMIFakk0K9AD6cJMY13X3lE+AesllYhptc9iM/MVHbcaKZQQnqpSlKm2%206bxmNlMAj6Y0rQAa6jLMVzxh0oaijQRaUrSpJFQR5kkZEHmDixbu0IzgmjKzbDcLLJcuPbxBaV5p%20VsURtVTiiv7cacLsbiozOnaladY6Frarzbb5GX0yUPozfjLycQRnX/CFSdMVORxqdMiUZqaG5cYs%20ObT7pzSc+fGuMqUKFK9aoxmp0px+z9mIFdgMsh9/owVBHSluKQhCtECiRwzNTh1JKbepcRnUfDNG%20qRVIoCfGlafXjtFm3ZnFRQ9lStajUHkNOfjiRZQudfZl9AcA0NvMMyGFsPoDjLqShxtY3JIVwIP3%204ludQkuhRO9idq/DONsQUxlLNRIRuU6kjMULilGn+DWmLljktOjZVu2U0RY94uNgeTAv9X4aiERr%20kmpNM6BzXh68W5WY3FuRVjclB7ZaGoQtDiAttYWk+ZK05g+Pr9OM27bozRtzTVTvLTPw1r9/DHF4%20xj8johAcxw/VT6a4ADKn0+nHhhDCn6PDl93PBUAqfTlUE556itMAsxQQa0NfXqMx92HkKpWXdaEl%20sqIASkmuQ+snEJptmXznSmOxALrQrVachU1UMhnjnRmc7eZ5h8+FD8rsqQpJ/rD5NDn7ieGf3Y0O%20Is3judrB5z2fdrfbbjLFxU43CnwZMByQynqLaMhG0ObMtwHIHGotCyXNzvfak/uFqf8AmEuNHjxm%20ILKkxkrJTGYS2h1xtSihSFrTQtHhx5gyxa+YVqb76lXZqTKagSraYD0hpGwreDGwOBhKk7G+oMkg%205YBDXevfVjutidiQ3X5Trr0Z6HDfYS21BSw1sdQ0up3dVWtAPHPAMXuruztK9W6VHZkyGnLpLZmy%20Kxztjqjxekloef8Aebl/iGg4YOgmhrvjvXtvuCxoDLZVdCYiWQqKhlUVthrputl9JKnUrNCkH3cM%20dDz51X4fqxGpynI03y97hRaLhNEmauLBkwZbam6rLbjymVBrchPvHdpXCOSNNfO7rDJ+W4tLNxbc%20lGFBYbjgOiUXWFqU62/VPS6SMthRnzrhp0OsZI0Nt+Yface321t+6o2NNQmkbEPGSl1thxpz4ry9%20MNtFwFvpebDqEpkW3d3dutQLXbF9wtmXavy5yXdP3/TkiK46t1ttezqLICxTeKHCFFVK3te/dvRH%205ql3diAHrtGvAKetQxkKcKox2I/ip3Dy+744Q1Ch33X3d25N7buRiTkFVxiQ4sSzhKwthyO8ta1E%20FKW0jbmCknXEvgTpQks93dkM9JlLdsLLKrUgLXAQtQbUkpuBJ6dSQQApXrTzwV7EjE91d1P3hUe2%20Iajt2q2PuJtymEuJUporIQV7lqBO2me0HhgSE2fZE0/u2s9eHq5YzvcNEdLWrIBUhalNkhRp5k65%20HnjHqyztoqlTee2LVc4ymnW6KFemoapJzxe4vLlbeWhC5DzFRmNRMuVgd+GuG6RbgrazLHmU3yCg%20KnxI+vF+5Ytclbo5SOdq9csOks4mmgz9oS6wsONLoqqTUH0Vxh3LLhKjRrbo3I1NCw+l5tK01ofp%20TAnkUZRaY5ngIhngDIQ0plx8cFB0KCXDktlTyk0bqdTU+nXHCUTStX40oRiM8xpSldPpXHIs/EmW%206aWVhDhHSVqTwOVPXjrCRUv2t2gxf+24VzYQ8kuBxle9p6O4tpxtVM1NqSap8cWIXHHQrJ1dJGXX%202iIDjkqyuON3FSt75fUXFPqzrvUvPOumlManG50ZLZczOF7iuP123oT7TfWpivhZCPh57flWwrU0%20GRSTrXLHHme37fqhod+JzXLKWpaEUFONPu9WMZqjNJSUkTYNxMcFC/M3nnxB4+rHSM6ZFfkWN2aY%206u8OF4BpIKCaUIzOfh4YN9Tl6ZKOZaNKKkJWobSQCeFMtMdUVJKjodfT04ZEX6VwAJoeX7cAGT7r%207bs9yuYkS0Oqe6KUAtyX2Rtqr8LbiE1z1pXAp0KXLin2/LuUiexO2kk7WZIKtf69NzqKVNXtaY6e%20fUo7F2PFvn5ZYNsvlmagtuJbXCcWsuOvPncHiBRTynFJy4DL140uJKsWaXEWRj+1O11XsTn3rgi2%20W+3oaXIluNreNZDqWWkIabIUSpS+GgxfpljH+ltltb+xbou+3y2zJTcVnt/d+Yztq3myd2xtLTaB%20vWp1RG0e3A0c5UoJY+1+4bsi6fBRwpVm/wBcjyFoZkZqCUpQyshe6p0p4YKEJQpqdv8Aat8ZmQok%20uIltc+QIkdYcbcQHyoJLaltqWELTuzSSCOIwZkKErujs2PY1Q3V3Vp+BJffivS22VgtPRlbHR01q%20Cl04EHPAgRA7l7dh2qFbpMW5iYu5tqeQyqO5GebarRDi0OFRCXPwnjrgZJZGfUl4UKSSOBGIk00A%20dWMlDd6fLgHtQ4iSkGtdpOtRzzwEHAu+37VKvk/4KGW23EtrfdeeVsabaZSVLcWoVoEjww0cnFln%20/JV4N9csxXHS+3GM1cpTo+HEYN9TrdSnubT/AEeWJUIpDo+V3dSlu1VECk7vhh1/9aCWBIPw3l86%20Q2a1O324TidGqFHBsN4kNIfjwJD6HN/TW20taVdIVXQgUOwZqpphtEGy3HYvcY7cl39xkR4UMpDq%20Ht7TpSopCVJQU0UD1BQ7sKhE+ryBurT0ZePq8cYlamyB4+FfvwIAPDkNQDpwyp7MdITaINVKC+ds%20IlOi4W5z4G6t1KX05JWa6LGf1jGlZ5a0lmZ9/jOtUM23uATHfyq9NmFdUEgVqEqNRQpPq464XI4q%20arHQrxuV+mWpOlQnY+ahuQTtrT1UI9eMa5acWcZ2BjpqpupVI40qDX9Ncc2qHLy32OdTlSvP6sBA%206UtSkpBNUpFE+AJrl7cFaE92Q4ZckkEuKO05Z/T68NSO3qJ9yzhyeu1U5ODJR4Vx1Uqmrx7u5eJI%20FDpQpPs4+OJVoWE+pEhuurcdWr3QqiAeFNRw5YUXU4WXJ1qPSIseRHUw+0HWXahba/dIJ5HTFm3f%20cXmxztprNGWXDuvbC1PQAqdZSauxDQuM1/Eg8caUZxuqj1KUoStuq0NFa7pAucVMmG6HG1U3J0IJ%20qKLTwNT9WKF6w4ulC5auqRLr6frHIc8VtpYqmGdTzHDn9KYjkMD9PprhjOHW1rG1LhbofeTiLOc4%20tjS25hBCHgeIFM615g4VDlKFzo/yI71kgTko/NYkee41XoqeaQ4UA0qElYOqkg+rDXiKFp/9ZjQ7%20Q7TAyssDgQfhmqZZD8PDhiSmyTtprQ8q/vAWazW602RVugR4KnZL4WYzTbRUA2CN2wCuL/Hbq6nG%209FdDzDtayxLtPkomvOMQoUR+dJUwEqdLcdG4pbCvLuPDdi6tCuywuPbNit3dKLfJmyfyt6K1MjLQ%200lUtz4hoOMsBA8ocUo7a6YdBEtz5fRJHdc2xQ7ohpMSH8Y4ZaSXEqDXUcjqDIUnej3T9Bgz6Aitv%20XYt6tMJcp92K8WXGmZjDDpW5HckJ3tJeSUjbuHKuARP7v7Dt9ntj8qLMkPybdJZiXBl5DaWyt9kP%20AslJrQHLzYRGgzf+17FE7Rj361zn5JXITGcS6lraVFsqUoBtSlNUUKAO0KtRgYSdDGHM1wqlds0H%20ZXZc/uu5rhx3kRGWkFx+Y6kqQjIlKaJpuUsiiRgGhy8djXK09sW6+SStSbklLqGUMLLbTLldinZN%20emFqpkge3ANxJ9m+WF0uVnt1zVLaiC5Svh2o7iVFxLPSW78QoD8JS0ranU+GGPaTYPyrS+mPKTfG%20fyq4CMLbO+Hd3POS1rQhKmq1bops1JUcsB0gQu3/AJfvXRyWmVPbgCNORbGyW1PdSU4VAJG0jany%20+8cM6VHLx8upNrs0ia7PaXPhMsSZ1vS2oFtqQtTaCHa7VKqnNNNMAhhn5Y97ustut25JQ4lpTZVJ%20jJNHxVncFO7gXPw1GeAY33L2TKsNptE998rduZVWKWVoLSkagrJKVfTKmATPsecattUyrmPZ6sZ3%20uGiOlnVmXluOMXFSknUg0z0PD6sYcnRmvaipQLlt1DiApBqKVGJrPqUpRadGRZtpiSwoPJqlwUWn%20gc+Ix2tXXbe5akZfUqMxNxsN07beMi27pNuX/FjGpKcjmB4cMbUblrkRpLKRVTnadY5rsXNh7hjv%20sh2MatZBbR99JOlfpTMYyuRxJWn4GhauxvrxLBy8SCqiEpSkaJ1rTPFBzpkWo8VUrUsYU1EhBpks%20ZqT9XLE4zqVbtpxZJ1H1YmcRFJBSQcwda55YATIjlqhrBojYrXcmoOdfTiDgdo35IqZMR6O4d2Y4%20KGhr9+OMo0NC3eU0OWpRTLSN3lIKTyPDlzxKDOfJX05Ik3hUYt5FJdB8OVcTkzhx1KvgZu62WJcU%20Cu5mS3mzIR7wIrT1DGhw/cnDJ5oOTwFLNECJeJUB5MC8ilaJYmADprHEGmXHXWuLnI4kb8d9t59i%20rZ5c7UttwvgQobkmqcjUZ6jmPZljBu2pReZsW7kZqqFBUk1BzBqOGeOSZOiZbWye46oturqdUnn7%20Md7cuhn8iyo5pFiVJGpodafVxxMqJCgg5j0A+GGIUezABnO4JE9uelLFqly2y2n98x0CgGqqpO91%20Csv8Xj6aLaV+RDcirEu8UH/0/cRpWvwnh/8AEeP1eir2Mpqy8Jni3z8XMfvtn+IhPwdsNyjMnpVN%20Xc1DpLdB4Z1xq8SFIlu0tqMP293FcrEuSqKmO+1MQluXHlt9ZlexYcRuTVBqlwVGeL/Q7OROR39f%20Gp0ueuPb33LgCbj1o4U3JX1A6lbqSqm5CqbCmlBh1Y6kSJ3r3JFut2u7a0LnXuqpi1o3Df1A8lbe%20eSkLQCnhgqwqtDi9979y3R6K458ND+DlLnNphM9BKpbhBW+4ASFLOwCuQpwwVJJJiX3vu/X9roz4%20kJTQ3qShhjYlLrriXXXgApX7xZRRStKGmDLGMdtQUCqvPcVyvNycuU3YXVhtAQ2nY2hLKAhtCEj3%20UpSkCmG03jH5VHtG2ZK1E5Z5Cp1PDXECMoIcL4IrQU4k6cvDALaNncSDQ19mfHASRP7a7oldv3Jc%20tuIiWy8w9FkxXFKQl1l9GxQ3pG5J5EYYNVNK18xXHrt+YKszIDkQ212OH3QgwSyGUsJVSoKaE7xn%20U4dTlOiLv+1e4milWuOpyNu/K1dVwiIFRhGIA/yo2pr5qZ54aK0plXa++59vtkOAiM243EbnNpcU%20tVVfmDWxZI5oGlPXgqRTKzuC/SL1LZkvNJZUzGZilCVEhQjoCAo1/FzGAdcYwz69NN1PGv2nwxhm%202AGWXAZeFNPHAAVrSun3an6VwAFTUVqK58R9NeeGnQjLQpe5Ldbp7KY8psqXSrboIBRTkfX+jFy1%20zHB+Bk8pLrqU9v7gm2hxMG91ehK8jNwpWmWQcyJoM/HFyVmN1ZFazfadHoa4dJ6PVtSVsuJqgpAI%20oRSooSNTjLvWEmaaSlHIqJEdxlexYqNUHUEDLX14pmZfsbdRo6U18NcI4NBpxFP14BVH4j4Zeqfc%20I2qFOA5YnGVCxZu7XmWqJDDlSlSTQV9SfDLHRSNiF6DWTOm1tqBLagock8z4jAdYyT0Ossz6qjx/%20bwxJkqC0BJBz4Hnma6/TLE4XWiE4maufbcmNKNzsChGnUJei5dN3Q6aA41LXJjNbZGfOztdY6kux%20dyxrkTHdSYtzbBD8RVQfLxRzFcc7/EpnHQ7WOSpOj1LkEE8PHiB+2uM2UHEuRlUBryP18+FORxAk%20A4c/YK/tw2AE6j7f1nwwDK+7XdyA42hFvkTi4FE/DlkBNDSiy863ruypiLkkCi2QB3W/UH8iuHDP%20dC41/wDicRdyPcn5b7Hl/wA+Lw5cLVZUrgSIRakvEmQWDuJbTknpOun24v8AFadSlyINUPKrLe5t%20mnfGRdhWW1sutPoDjTjbg2rQ4hWqVDGktCmy2b+YV7Td0XosQHLg0U9F5cZKktpQ30kNtpr5UIT7%20o4HOuGIjRu77lGvK7vEYiR5DjTjDjTbR6DiXQUrK0KWqqiDrXXCFQcvXfF/vUBUKWWEMuqackuMM%20hp19TKNjXWUM1bE6fpwxndw+YV9nx0sTUQ3UJIW+Ph01eWhnooW8QRvUhHunLPxwCIN472u12t35%20a+mKyxvbdf8AhmEMuPLZRsbU+UnzlKdNMIryZRYVCJoe0u+r92xISqA4lUXqh96E6lCm3VpQUJKi%20UqUkpCjQpIwElKhLufzGuVysL1rlQ2DIkssxZNwSVpWtiM51W0dEEMoorUpSMOoqkq2/N3u2FFaj%20vLampaeacCn22wrostFkR9yEpVs2q96u4YVR1HoXzUlMBlhFliG2QkxhboHUe2x3IqlKbcC925zN%20Z3BWuHU6QG7V8xXrc66v8pjyA9JbnqDjjv8ArrRUQ/rx35o0wHUbu3zEuVzsr9vfhsply2mWJtyS%20pZdeajrK20bCemmhOZCc8sMR2fmVceql34JgKSu3OZlwgm2Da0Mz+P8AF9WAdDMzpa5tyfmLQlKp%20T5eWhNSAXF7iBUKyFcAJH2zfpS48NlSKbzkndwy19WMz3J0SLHEgpSdTNBapMtPVJJWoBQ8DljCT%20qzZlFQhkPzorkVW9tRDJoABlw0pXEp5aHGxNSyYQbgttxKXVEtnKprl411wozfUd2xVZLMtkvxH/%20AC7krI/DXMY7wuU0ZRlbktUZm99kp6huNjX8LcE1K2si24KGoIOQrSnLG3x+aprbcxoZ9yDi6x1K%2062XpMh34Ka2YtxRRKmHBQKOYqmutdun24qc727b9UM0aXD9x3fTLJl3BkfDyEqPuHX0HOvjjJX0v%20Mv3re5OhoUKCgFJoQc6jQ5Y7ZGY1QAMhXX9WAKi5VwIQxLYS+wpB1pl6dcJxqdLc9rqU79uksJ6q%20iDt1KTmPHPHFwaL0eQpZEYlRVUkkk668cQbLKiloc0AHKmY4aen0YisiY1LiMS2VMSUB1B4Hn7tc%20tPTi7xuZO3KqKl/jQmnUof8AtHt81zmWetTxW1UE1pUaemmNvba5S7SMjdc47yziX0OVGmMIejOB%20bSqUUngfQdDThjC5PElbdKGxY5Mbkaj6FqQqqCQpOmdOfLFVZHeUN2p06+66auL3EA0rw1w3IjG3%20GJLgXAskNOn93kAeI4enE4SOF+xXNalylaVpCkmoPEHHepnNUZ0SRoeeWX34RXu6huX9309eBfA4%20bT57/vNVPcVjNRT4J00qMquipp+s+HjqcTJY8TrHH5mU+WDDjhvZhR2JV7bZj/Asvoad8ipKEyFI%20Q8NpIbqdK40ug5GmtlrYa767j+Et6nospLqbSqKIqihBfQhb8dEkONq6ZB/DkMMiVti7e7clX3vG%2023JLdxciKBjXcr6KkpD6W1uobao37itxoKDlhEuhx3L2l2vZ7pZVGMq3IduqosiK8+JIehNuJ6cs%20kCqUr3UIzHLLAOrLLvaxx5M2zruMSPFLdxkG4Ljoaa2WpUlCWFrDVKoINEqOedcDEmUvzhssGNOi%20TWQIqJCn2WbYpEZHRjsK2tOI+H21bWk1BV5jgJqTqedGMk119AphIakzW9n26zzu2e6ESra29Ohw%20jLj3JSll1tQcQnalNdiQArXXDoJyLTs2yWZfa0qXdrA07BBdZNzV1VyXZLtAw1FCPIgM13OE1y9m%20Ag7hsz2H2yl2eo9vMtqtL0lu0tAPUnttQA8hboUurx6mdUc8SqJzZTDs+0N95SCm0ILSLKZzVrKH%20OgJ3wyXCztrvNK7tla4CLkaJfZPa4cYSLK0pNw6puZIcrbyi3pfCWzu/dec7vPwwkQaRju2OxO3L%20hZIU+4ypyH5aJ7u2MGSgNW5AWr36kleg4YAcTnuO39l2KySrS2y7IvMxEaXb5b7IK22X0JWUKcQ4%20hO4Vp/DOAHE+lSMyKa1+7GGbQmorrXSvifQeWCgBXjX0HPT6fbgADoa5gainLxwEZIizIan1BSFD%20emuvprl68J5FW/ZcsxpFqQtl1mWlLrDqQC2cwSOOfHljvZvNPxK0OLTUzU/4/stl+ezul9vJ/eSI%206iCtkE5FJqKivH20xpqcLsaS+4i4TtPL7SxgdxOTpEWNcrU9bk3AK/L1LWhe9SE71oVtp01hPm2n%207sULvHpjGPmdoyjNUZdKixm2XA2gbtqhVWZ454pO2wnx4pZFQMwDnwxyZkzjRhQ+nw9meAhuFTQF%20NRuoQSNNMNM6wdCwTco6VAJa2oqNxolISfRiaZo2+RFUJ54Vz4eOdeOOiNFMZluqZZ3JGeSRyB+n%20hiLdCvfu7FUgRZ7odSHFbkKI94aHWvHOp44IXGmUoXqs5vvbsW6BLtSxcGs2JbZosHTzbaEiuXhj%20Uscmmv2ne7ZUl2ZAgdyS4ElFr7iAbeoAxPH8N0VyJpofEY63eOprdAhavODpM0wpShIzyFKHjQaZ%20YzZ2ZL4l+E09ANaH0VOtDjkmdQ4mmoNfr+n68AFbdCOo0c8wdM+XM0xT5L0LPG6kAcPDPjx+vjip%20Uss8x+fJ/wCyrKkf9Je00/hjxxse3vNmbzEqGE+XKUKvsjYhp2eLfLNpQ+EKSZgaq1RK/wB2Vf0d%202NxaGS1mW3dgetveka6x4sRaEphMTittl2P8atpJkAtp/d7ta0TSuGIlxIVglfNPuSFLgx5kVQnG%20C0pZbQHEJKkdPplKa1TkB6sAMj969pds2uwrlRWVRltvRkQpPxQe+ObeaCnlBup2FtXL0HPBQC2+%20YdrRL7fXHhsR1D4thXb/AEAwhxUNMLfIVVAClJSU1VvzqcBzk6lV301dmuy4CLhbWEvPuMyEPw2W%20kMQ2S2ENxw6jzOOO03ubtPThNkKHnPSy1z4YQ/LG1DPAc2hMAgwAekfKux26dBkSH7U1dX1XGDEc%20adQpwNRXysOuAJKSk1FN3DEkjvBFn2b2nbS9PDlpRcwbxHhNiQ2tzbb3VOBTyAkildo/e8MB0F7v%207YsEHtO5rhW9kMQocKRAvACuo+8++tLiFPV2LG0e6BlTARk6IbZ+XHaADbbkm59cm2NubDHCd91S%20VApqgkJboa1zOELeZnu+R2u3HgWe1RelcrY65HucosJaLy0LCQdwccChUcUD7sOotx9c3qGmSiMC%20SEJqSBqagZYzfclVIt8abi2UM23KY/eNZtAkmv4fr0xhuFDUtciuT1IqnZL1EqUpf14i5NlhRhHN%20DwtsxTe4IoT+Emh5/fg2s5vlRqRjVtYpVKkmgyqcjhLI7NKSNFEkh9lK0qAVTzDx0PLHeLMW9Zoy%20m7tsMC5RUuODpTEEdGUnJY8DTUc8afH9wdtUeaOL4u/TUxp7mfsxREvbS3nXSlER5kKWt9RGSKD8%20RGv1+Hfk8S3fjvts7WL9y29k0aOydzB/rMNtOsSY6h14UpBQ83uTUEprTP04xrtt2tTQpC7mtTRw%2057UmqCNq8xtzNR6aYUZVK12y4ZkvPEqHAMIBCARQio4iuGxopbhb+inqNklJOYOorWmpxwnGhf49%20+uTINdSPRx4Y5l0ditpdfShZolZ83oyrrXliUdTlflSLLC7xmRHSpIT5PKQaU2nWoOWvhi0rjhmj%20PtLe2n1MZLs0mBIVOsp26F+ESNq8zWla/Xnyxr8fmQvR2T1OF7iytS3QJ1qvMW4tkJHRfR/FYVqm%20grx4A4o8z25wzjmi3xeap5PJlhnlw5/V+nGVSmRoxdQGtFZcPR9mBCkn0JEOYqMsmlUHNST9umuJ%20xlQ4XrSkiZMtDV0X8Q3cZsYbQjZGeLaPLU+6Qc/Nnzy4YsxktcY6fwZVyDToxj+VEDW73TiDWWrQ%20gCmnCnp+vHSuMf5+VIbczwz+8Rbvgb9ZU/FSpe+G6d8tzqbSHADsNE7a/iAHLGjxqUxj9SLjQ8/7%20d7XkX0ylCTHhRYSULkSpZWG0l1YaQkbEuKqtRAGXsxeRGo9A7Evk/u1fajTbf5ky8tmQVK/co2Hz%20uLXT3KGtaVwUCpwx2T3HKVdfgoZlosilInOtkUBSst+QKKVKrTKgrgoDYzI7S7hhzYkCZbX4cies%20NxUPoLe9SlBOVfFQrywBUmX7sSfZnoTfxMWYmdIciNPRVLKBIZWG3G1b0IVVKiMwCKYEgr3I3c/b%20Dnbs5UF6WzJltqUh5LCJCQgpNPeebaSrMapJGCmMf2CItmslxvMsw7ehC3kIW6tTi0ttobbFVrWt%20ZSkBIzqTgAuX+xO9bfHub5jliPBQlU1aJDdFNKoUlISv96g7gRtBGCgqnFvZ7ra7ekXCLLfi2hpX%20TUBLMdDjqxm223uT1VmuaUA4ZChar7Q+YqZEJLqngtG5Mdfxqf6r02w6sLUHD8MUtZ0VtywZhQhO%20Wfvk9wflKZD4ujQVNU4Ze1tKCjeqR8Rv2AFGe+umECRMb7R+YpE9JU8DuKZSfjU/1khrrEoHU/rH%207ohWVcsPMGZ2KbwtgGOmWY7e/Z0+qUAODaoDbkN/uqprxwEak1Xb9/k2mTeHklUWCUsPGQ6lLyKU%20CUhp0h2gqKUGGI+uDt3HhQ56enGHmbNRPHSlK/VrlgAPDnz1464BhxqNdQdaccAB5TnwFPrB5enD%20AKnnQjU/TlhfACNcrdGuVvkwJAJjSkFtyhoc9KA8RjtC5R+JylDoZOb2h3IibEuiLwZ8m1lXwcRT%20SGgapopSin3l7csaFq8pqkihdtOGcS9sPcsW6AsLT8LcWqh6IutQU5HbXUZDHPk8RxzWcR2rylk8%20pD1xioRRxtNNxoqmmelBrrXGZch1Ry5NumhC10Ov0rjgyg4MlItryignytqAKq8PVr9mJRiy5b4k%20q5jz9sqolhVAK+VR4jLh7MNxO8uLXQdRPYQEocBbUKJoQfAHMcsTqdvUKKo9RqZLYdigIVVRUKjP%20LjriMpVK3JvRlHIYt4QqRRaQqiVUrTlniMTnxqNluT+r9gx0jka6RFuFsh3GKuLKb6rKqgg0Ckmn%20vJPA4u2b+1nC9Y3IzKX7t2qoIf3T7AonY4M3WBpmK6ZccjjQcY3VlqU4uVt56GphzIkuOiRFdS6y%205VQcRyGteSvrxnXYNOjRftTUlUe82e3POpxVapqd00zD/Me53eG9AFtkmOpxt4uANtOVKQmij1Ar%203Qa5evFe9SqqWbCrUyH8z91byPzAqqo0SGmCDmDQUa9npxXyxjFCx5eVa5Yx8zHfMe53ibCgInzF%20SA24ooBbabAJbAK07Ak0NK8R6MavCca5GbzI0SMlaLLPvMz4KE2lbmxbq1OqShpDbYqta3F+VCQO%20JxsR0MuRKkdndxtXV60IgLkTmWg+tuMA+ksKQHA6lTdUlBSahWmGIrH4MlplDj8Zxpl2vSWttSEq%2057SQK+rBUCzvXZ99sluTcZrDaI61IQ503UOONKcb6qEvNpJU2VI8wBGChCbI927Su1mjwpNzjttN%203JCnIhS426VhFN+7YVUIKhkc8RRGKqVwabBqECvOn05YkdaHWdfDAAyuu44iyvJHIwEBUpJOWAaj%20UvO37R3TPMgWFiW4ptA+JVDKkkJOm4pIBrTTEizFUHbPbO8rmt8WhE+SuMjpSegtyqEZ0aVRQy18%20n1YAGJ9m7sZsjMyVGmpsZILK3VL+GBUSAUoJ2ipBzAwvic5lT+Yyt4Pxbm9JSRRxVQpv3Drqj8PL%20COSVSwk2O9Qo0S4zorzca4HdFlLBo9SiiUqzJ1rU4DulQ+3Lm6hphC15Aan1cMUPcHkjvx4tt0Mt%20NnLlKoklLXAVGvPGDORt2bCiqkUFQzCqesj7PHLEYnadGaKKpa4ral5LUnUimfPHdaGTOilkQxZg%20pZW46SVZkgUJPjU4h5Z2XKa0RDkxnoToCV5KFEqGVRyIGIyqizauRmsyO6+67TqqKgNN3ic9fTiD%20kd1bSWRV3i1yZ6oUiE4lFwgPfERS4nchRKS2tKgNqhuSqleGLnG5btvIrcrjqazKRI7gtN4l3m69%20KUmcluM6IoKUMIaJKUjdUk+cmpxtUhyY9mZTlOw69DW225MOBEuKrqtKHA8FcDqAfTjEv8adqWZp%20xuQuxyNM08l1AWjMHTEalKUKOjOs+GowyIxMmCO3X3lnROFKVDratb2RkzGprCmfccVUAE1Bpnkf%20HEN1VQ6StODr0ISrXMSVUQFDXLiPWcc3bLK5URqM26JKEgUXuFRocueElmTuTTjUSS+844oOEmhN%20Enh4YcpDtW0lVDJyHIaZ/XiKdDvRMq7tYm5i/jI6jFnozQ+itVEaA0+3Gzw/cKLbP7TJ5fBVd0cm%20M2++Oof+AuqPh5Yybd0bcBUSCDTaK8OH3deXwVNbrfzOXH5kovbcyZdUz9GnDhXGHKLWpsxuJ6Cg%20kHECdB9juew2xPw0+a3GfJ39JdQdqsgcgcqpNMWbdaGXyYVlkOnvntH/AMUZr/uufox2SxjwK+yX%20bGh4Z/eFu1rut+szttkolIaiOpcWgmiSXQQDUDhXj7MaXGjljHU4zy1MN2t3HDtDc+LPhKnwLihl%20LzTbvQcSqO8HmyFlLmW5I3CmYxeTIULiP8zZETuWTfYcJsLuTyX7tHkBt9Lgbc6qEMqUjc0Kba61%20pXAFBi1fMIQb3fLoq3Nq/OClxDDaktpacQ+l9s02qC01TRWldcsMVDu9fMNqW/AXbbeYqYlxcu7g%20ffMhS5TqgpYBKUbW/LSlCeOEw2h3B33a7qhhpq0ux2o0l2cykyt5+JfeS6upDaaoonalOSgc92Co%20UI/ene6O4ocGI1FeaZhLfeDkqSqU8TIVuLYcKUUQj8KcFRlX2vJsEa9tSL82+9bWwpS2IoBU4oZo%20QsKW2Cgn3hXTABenvCAJncspbkid+dwhFjvKZbj9NYWlQQW0uuhDaEJCU7VHLhhkWTu1PmNarX2u%20m0XCO6+I7sl5MVDTK2JJfQAgPLco42WlioUjPBUW0sT80O2EKnpaizunfnn37qSlncyp+J8NtYou%20jtFCtVlOWCtSSRXr767aVfHZeyd8G9azZVeVrqJjiOltL48+0uFdSU6U44BNFqr5tduKXGcXFlg2%20crFrQEtUdSqGI37/AM/7uivN5N2WWHUKFb2v8yk2iwQLclUtpcdFx63RUlLa3JjYSwvNQ/hqzqdN%20RgqQK3vHv+5XZsRo0qQm2vRoyJkV7bR2Qy2lC3lU3EkqGSia4TYH1A/OYZ/FvVwSn04wnIu3eTGH%20iNC6MkgbCORypw+rC3HFc+I4mfGVXz0Hjx09OHuR1XMg+o+2pLiQUGqVcfV44lUsRmmdZ60Iy15V%20z4/owUJrMAdPDTSg0/ThMBDTPmcq5ca4aAXLLlr6K58Ptx0jVaEWilvvbca57ZDavhbi0asym8jU%20Z+alOGXhi/x+VTJlS9Y3aEK29yyYskWjuNIYl0oxKP8ACeGia8B6sdb3FUluiVoXKPbIv1Qo5Wle%20ygTQ0TmDXPPWvpxl3LNMyxC2m6sf3D76n9vjjm1Qt5UyAjw0045YKg8iPPQlUZwqAK0CqTTMfSuI%20zRVvtOLfUqd6g2pH4Va+NMs8cUzIbyohWnC06lY1Sa51PEYcSdmdGXvlrwofZQY7xRvQkqDLklpl%20aEKqCrwy1H7MDZC5eSdB1YSpBSQFJWM0KopKgda462uQ0RklIwXePxPZUB2/2Oi2XHWWFWtxRDbj%20shxLLYChWgqoVIpT6hrK4rkaMpStu26okM9yd72nuWD293ZFt/xF2jvSrdLtqnShJi0LzLqHQDu2%20qBCgaYzeTDZEv8ee9lR8xp7ZkW4SXGkja6EBxaEVqpGm4jSmufjljL2uRoQnGGuOuPwMd+YQKZy4%20/Iq6yAFJFMiKpV5jQ8PHwl5D7Mbvxpm+nxp+uPB55rvl+M7EhpZdbeo8tSghSVkHYkZ7ScvNlXP0%20Y0eFCjzqUebdUtH3xj8WVPal5g2qfJVPbdchTYciDILG0vITJQUb2wraklOWRIxqpGa2aBnv+3Md%205m7NNSm7Wm3fliG0FIkFCY/RQ4tIUEE7vMU19eGJHfdvzBt94sUmFGbll6auIssSi2Y0X4NvZ/Vg%20lSlfvDmrIevABz3F3x27eoUiMWJrK7k/Hk3BYSysNrixiyhLI3jclS8zuKaDAcnGpnLheIsjtyx2%20pppaHrX8V1nFU2LMh0OJKKGuQFDUYCaVCoyy9OXpwEhNDmczkMAkcuJFK6UxE5zRwhNT4DXAc4oe%20plQZYaLCRt+wO5LBbobkS6ylwyi4RLi06hpT28RdxU15M0qNfKTlzwxljYO7O04j0pcuethL12j3%20xBbjuuHchSyqNSgO8bh5vd1zwV6EXKg13V3125c7Dc1xXVifdIkOH+WFlSUsmM8pxS1O0CFAgim0%201zwHKUqllH+aVjY6TLb22M0bUhtPwiCpLTTdJ4Ctn46AH+lhDU0YTuju2ReHkRgGfyuE85+WpbYQ%20ypLK1nYFFIBOVPerhk/MR9oXFCVNNoUKpIoQfRjO9x+1Hew82ynctMVegKMwcieHprjFcEXo8iSO%20m7XFR+HeRoVHAoIUuRJkoAA0AoMdEcWR5M1iOoJXUFQrkPHEHOh1hbciDcpkd9kBs1XXUgigxznJ%20Ms2LUovMra8Blz/TjiX6gFqSoKQc/oRiUXQUo1WZYxY8OaypLv8AGoUqUdVJJrU8FVxas3WtNTN5%20EKP/ANJlbp23cbLJVMtHmbUSXImqFimYTU1BHt5Y27PIhejsufd3M525Qe+HzLKw90NymT0VbHU1%206sZYzQcqkcwMZ/J4Urbqs4lu1djdy/6NA1dW/h9zmTwr5Na0+nDFFT7nWXGe6i0KmQ+4+4VOE1NM%20sqCpyoMcZTL9q2oqhwFKBBBoc60rwwq0OrSZbWmU6tSm3CVbRUE+rHa3JszeTbS0J/QSHi6KlSgA%20fAA8MTp1K27KhTXSMGpO4DyOeYeB8Kn1443I9TR4tyqoQxoD4ZnOmOZaEKRqcqZ+v9uCoEa422Jc%20GSxIQFZ+VdaEH2czXTGjxOdK1l0KXI4kbiMxJvHclkucHt+DC/PrhcwtVrZLqGD02U7nFOOEKCUo%20Bz1zxqXbMOQtyyZm27k7EqP7R6H3lMlfG26ZbV2q/WxxLNxiLWHUtqWne2ttwZKStOaTx+3G5PH8%20uRvcNq7GrNBZ50h+JvWvNKyny1HAa8KnwxVzOl+3FMmlx3+krlX0YabOKgjxn59LKr3aASDSI5kS%20f86aY2OC8jK5iVTNdhdu266m6vPWxd4kQ22DFtranEFzrPpacc/ckOENIqcvXjWWhnpupb23si2M%20d7XaG/Y5l3sTL4aiOMFai22p0I6m1tTSnkpNUqUlfl1IOFQdaFbbuw7dcb93TbUPOMos7gEV1tQd%20QlJkpaK3DtqtKELzoR44CSZxdfl2zaJltbuEp1luZdl29SH2gyoxmnEp+KT51VQsKyOnicKgZlh3%20t2PbYyreqJD/ACMKlyo01Ty3nG24rTwbamulwqUlCq0qPKTph0qFSs+YnbXb9nh9vv2R1p9mbHe6%20r6JHWVIWy8UddKRklCgNBppmcJhUpe0O21dw3lEDrpYZShTsh0lAVsR+FAWpAUtRICU148hgoDZs%207p8vu3bVOvka4pmsW62glm5OvMhG5bSVMtpQlBLzq3CapBTROeGqENxX9tdiWi7Wm3PPqkpl3Vc5%20Db7RQGYxgtdRJcQUKLm/T3008cFBpstv7L+3t1zUFzUN2R6RHkNlbe6WWIgkhTJ6aQ1uJ20oug+t%200HUqVdiWdPc0iIVyXLexZ/zn4cFAkV6QdEculBFRu97Z/ucKg60LtXyo7cS5Ba+ImKVdisxlBbdI%20uyGJdHf3f7z3qfg54Nomyn7e7DtNyssSfKur0R6YJrjbLUcOpS3AR1HCVFxBqpPuimuChDUh9yds%209oWS2SGl3SS/f1pjybc0Wi20qM+hKz1AEuBKxX/OcMLIk0fQ1fTXXxr+vHnDN3BqSOfqwIKhWudK%20+zAG8kRJZYJBG5BoSDmfViakWrPI2kxNzaKgkpKanbWoPhianUux5sa0oS1rQlIUtQAoc65cz6cS%20qW/NSVXkctvMukhCtxGoFfspyw0xwuxloxylaVzzqPr14YPgTrQbdeaabKnMhUAg+PPBVo5TmorM%20i3C2W+7QuhJb6jCgSggeZBqMwRni7xuVTUr3LanoZ1uZde1nEsTt82yLVtZlD3ma5bVA8Bxri9K3%20C6snRlbdK2880aqNJjSmESI7gdYdG5C05jX9WmMy5acMnjGKF+F5SVUQHVzo7oUpRKSfLqUnwOKc%20m06FOTnF16Dw+Il7CtOyPqoVoTl44dKnVpz1yRxMt6W0FxommqknM+nTEXE4cji0zRAyr4jHNGaT%20WLktCQlxIUABUjI1FMuOOikaFrl0VGEms1xAZSSsJooqoBQ8TrgqdLn1vI4jyJDDoQqu2vnbPgdc%209PXjrbg+hzhNxlmZy/ts95mRaVVV23HIEtxHlL7qabUtmtagjI/qxrOSsQq9WdYbrzVNEc2LsuHb%207iZ5lz7pcen8OxKuT6pDjLAV/DaqAEpqc8qnGNcvzm88Y/I1rduMc1/uMdDYIt8RKfM0h5Rzq4Er%20HE0AUCNcavt1pRTMr3G620NmLAAomKycjtPSbzqMvw/Q+nGpsXUyPNa0PKf7wzEdu02TotNtESnx%20VCEJqNgyJSAeHE4hKORZszzzPHLbap9xfMeC0lxxKdxSXG2gEggauKQPZjk0Wq9TYd3dk2O02WW/%20DXJ+MtT0Nma68tCm3hLY6hW22EJLe0jQqOACJ3B232012pFvlpW+F/FJiSg84l0oq0VKW62hCCyr%20ck7UVVVOdeGCgFnP+URalMMRb6w4ZoQ3bg8y624/IUwH1NpACkoG1WSl05YdGJMY7R7IstztUZdy%20VITPuUmXFjFhaUtsmIx1tziFIUV7lCmShhDMGAR5aAUqD6RlgELTOuEMZcUCeFOeBs4TlU7QPJlq%20fV9eBHS2d5HP1YZJmp7N7Og32K5Imz3IbIlR4DAbaDqlPSqhJWFqRRIpzrgG2hzt7sCPcXpiblPX%20EDFxatDJYaDxXIdKwFL3LQA2nZnSpxGhxeZ3fflszarNMkKuC3Lrb2I0qbD6QDAblOKbSEPBZUVJ%202gmqAM8DIOIwz8p+7HWm3EuW9JcDB6S5iEuJMtO6OlSSMlODQYGNIi9z9oR7FbLRJ+ML8+aVCZD/%20AHRDCkEDaS2txVa1FFIGHQR9mTiQ00K0yzHqxne4/aizF0bIZOuX0zyxjjc2xPR9OH0+lASk0KDX%20TOuAlG465jbjDTqaLSFDgMPJ6luM2s0Q37PHUn915CM8ySKcsRcana3yGnmMIsrm4b3BQZnaDX6/%20RiHl5nd8zLQ7fs6AkdFR6g/pGtRywO2Qt8qVcyCI8xl2gQoLGQoK1rT1a64ik0d3chKJeqbS4wlt%204biQN3HMZmlOOO8WzObzyMRee3w7J+JiKMW5NKoh0HJW3TdTXlX240+L7h/zc0C9wlJboZMYtl9J%20e/L7qgxpwG1JpRLgTQAimhNDl9mHyvblJb7bqiXF5rT2T/0utDmNKggAa1zGMTZR5mtGW5ZEpbEX%204PrtuErGqVUpw009WDamqnFTmp0egkSaIqVFKdzij5iTQAD1YIyoK7Z3PwLWNcI8ghAyXy9HLHWM%20q5FOdmUdSLdESHng022VJQNwI8cRuKrOvHnGKqyudYea/iIKcs6+jieHtxycS7G9F6HGRIHPI0yx%20E6ZnLjjaEKccUEoQCSo5UA1PhixZsO5JJHG7cUE23kYO9puF1uMO+wJzlnmW1S0Wic0hC1kO+V0q%20ac3JWhSUiqT4cBjfm48aO3WRm8azLlS3aQObNZpYmyZMmW5cbzdHQ7cJ74QguFKAlO1LYAQhAGSc%206cMY1/kObzPRWbEbMKIuri9dra4mNb5DLbWwKX1WC4orNQpW4ON5aUFD6cV40Ytu91ZE/Oe6f+mR%20B6IiuH/L8cTpEXkeJ5v82JNxkXO2OTXWnViO4Gy02WaDq1ptUt0q9Og0xq8KlDE59txlrjCMvYrL%20fbtLUzZWHZElpBWssq6ZSg+UlSypsJBy4401oZD1zxj8CRbe3+7ptwkQYDEpcuFVEloOFstVVtKV%20KWpCU1PtOGIrXYFzZdkoU280/F3ImlIWC3nRQdKdM9anCoSTIaxLkOoSVuPrJCWkqUpZqTkkVJwq%20E1ItLr273fbpUaLc40pqRNo1HaWvqF2ignpjatfuqVTaTrgaJVI977e7gsqmWrxEdilxKiwHFJUk%20hJAVt2lYFDqnWuBoEV7SUFVFJCiNArTWvPAmRkaFnvHuxlDjbV5lpafX1Hkhw0WsJCdxrqraAPRh%201ObIcW99yIgzIFvmS029xKnLiwwpfSKCKLU4lOQTQ0VXCzJpEtd0+YypFr3yLp8QhJFm3B/dQoAP%20w9R5htp7tcsBJDSb530bulAl3E3hDqnUtfvfiQ6pG1R206m4oFCOWDMZIbuvzAQi5/1i6kOk/nIo%209TdTafiKCiTty81MssBFopWL3eGWW2WJrzbLQdDLaFkJSmQNroT/AO0TkrngJLIfcZvVxim5SkyZ%20UaOlDHxa0rW22lAohvqZpTtGQFcBByPqf0a8T7MecMsMq5igPPxphjJhtkraCChSj+AHkM89NcG1%20Fr0+VakRSVpUQRQjIg+GArOqEJ1OdOJ+npwIVTtbjrm3equwUT6K4dTpKblqSEFcIhQ2qLqTSn4c%20/rw06FmNx2811J0R/rMBxWZHvEeBr7MdFI0LV9SjVkGdLD1G0ZISTTkeWR5YjKRS5HI3NU6D0e4s%20paCHE7dookgZU9FRgjOhO1y1SjWPkS1JZfZUFJStt1NFIUKhSTwIr4DFq1d2svSipKplpNnuXb8h%20c6xAvQlqKpVtJ0HFSM8x6DjWjcjdVJalCVtwdY6F5aL3b7vH6sZXmTVLzCzRaT4g5nFLkcZxO9q8%20pEqW7JSUBtFSs0rSug05YouLWh1ddENz3XG4wSoje4aEpJHp1NccpaHLkVjEqjTPnr7MckZG1gci%20TXTI+rDCmZaWxhxIUSNvVoEjQ0oTUj18sd7UKmnx4NLMw1/vnct2tVzudrMVixW911qWVlXxS22F%207HilwHajj5dTjVtxUFnm8YxnG5b8x+BooaGUQY0aG104wSktN08xChUKVlXea51xjcnkSm6M1+NZ%20jFVLqBG6DfmA6iqVPKnCuFbhTUdyVWZ7vfvuP2uYrbsB2Z8YhxSVNLbG0N0FCFnPcVZa49N7dZc8%20ked9yuqLzMwn5025Skj8mkjdXPqsEcDmd1ND9taY1XwZ0qsYx0rj+rhj4/DGfUwnzX78i90W62Mt%20QHoioz7ji3HltqCt6ANvkJ8Tw/RVv2nb1L3Guxlo8fkebFIWaEbm9c6EH21xRlqaayRfSe/u6JUZ%20qLJlpejtgABbLJ3BLZaSpatm5xSUZJKiSOGA5786DN47wv13hoh3CX1oyFpcKEttt71oQG0qcU2l%20BcIQNtVVw0x70ycn5ld5BoNpuISkIDaFdFjejajpBSFbNyV9Pybga0wEt6Idq7u7htcF2Bb5hajP%20KWpY2oWtKnUbFqQtSVLQVoO07SMsAyooony6nKmADhxQHlFQa6GtRxzwHOUhrU88ROWrHWwdDwzp%206cSR2gqYxj4nVQTTWmvhg8SZc9vd6XXt8PNRmo8ll11qR05TZWEPMfw3EbVIO5PiSPDCOMmSrX8x%20bxbnHFtRITvVdblOB5txdZbSlKTJ/iA9Tzmv4fDAQTGrn8wb9crM5a5KWFddDTUmeEK+KdbYUpba%20FuFRTtSV8EjxwkJs7/tGv3UC+nGqFwXKdNVK20UYHvca+fnwpgDcZ2ZKcmT35jqUh2U8p53aKDc4%20rcaDlngBM+7bgPI14fo9GKHuGiLC0ZC+mXhjGAUAUB5ctMsM7QgmgoKfThgJq2qgdMDHJ0QA1r4f%20ZhELcm9QzwzsIBTTDqFQ+/CAWv68Kpy8xVoVku0qdfU42sJ3ZkKrrp92IuPUvWuTSNClvfbqJLAR%20MRVI/hvJpvSdBn6uPoxd4nLnZfgK/aheXiULNxn2V1MW6kvQz5WJ2eWZAC9cssuWNG7x4ciO6OvY%20qwvzsPbLOJoULQ4hLjatzaxuQsHIilcsYN6xKDozYt3YzVRQNAaUHH6scEd0+xMtTRXKSaZIFTxF%20aUx1trMq8qVEXg9Nae3HZGbQ4fLXRUXPdpmK09WE6UHBOuRlJ8uNChSJsk0jR0KdcJoTtSK14DHK%20Fvc6I1HOkasxt3u99kLtwusAQbJcFjorbeC3HF7eoEupFNvkST5f0Y9FYtx48K0rIy3GXJubVoPP%20PrcUE1CGwKNtJNEpSk5AJ0/FnjCvXXN1Z6mzZjBUSNHaYHwrO9QHXWPOdaDkOXjitUr3Z7n4FJ3N%20cIEe4pbfktNOdIK2LWlKqVVnQmvDE4xbO/HX05FP+b2kFVZrA25k9ZH+LoTzGOu07uLpoee/NGVH%20lXC3qiOokBEdwOFpSVgHeFZqSaVzGo8DXGpw9MeONfy1wvcnV07Yx+KK/su92SHFu1svMh2LHuKY%205RJaaL5SuM+HtpQkgnftpXGmnkYCjVl6nubsyT3bdL7KnyEsTHDKYt6ozq2TIQurHxCW1VWhHv5c%20csCYbRO0+/Ydun9wquU96WzdghxTqGlBEh1LyVrC2idyAtG5IrpgqJxJHc3fVllT7RKjuvXNcG4r%20nKefYEdTcUqQpMRPvbgnPPTllh1IkXuruHtK4tRY8a4zOgxOlXFchMctuEy3grpIqryqbbqrccic%20Jk06lT333FZbnb7PBtslyZ+WpfS5MVH+DQpLrgW2OgDsCgPfWB5icI6baGSUhacyKcjhAONvHdRe%20ZJrXjrgIyiehdi9zdp2vtq8W2YJMaZcIsj4qShLa0vjIMsN1O4EZmhyUdTiRGpp3e9+2g9c0Kv7T%20pu78l63PkPEW9DsDoIQ75f3dF5URUYKk6VKdXcfbau6H5qL1GSXrObSLiC7lKTFSn4hSgjf0yoFG%20/XLSmCotpdq777VU5GcF5aQi2dQT/wCKVT99vRHCm9qaOfvBt85GlcG4KGT7U7g7QgdvW9iYxbXJ%20uy5OSzKiofdDgaBgpUtSCaFYoM6c8G4bqMd196MJgO2Wyx4YtM+PFfmOR0LZKZXSBdSlKFobA3pz%20Ts24K1Invlefr9uPNmWwFaZ+uuAKAKAUGg4fXxxLcxp9jpSyrM5ke8eJwiTlU54Z6+zOntwiFAoD%20Xx1+vlhhEKk04iuXswV7klJ0odBawmgNAaE0rQ+rAmSU2skc8KACmnh6PqwiDb6CgDcBmQSK+3Di%20dLf3IuJEpuPtGpOSEinA0PHHTca0uRtIqbsutVNj/CKSa0zqcxnppjpG80ys+R4FPcLGiVKFwsq/%20gbwjMIBol2mZCqZV4Y1OPy9ypLQ57auscmSLX3dEUHGLytFsnRhV/qqCGSED3go0SNefow73Gyqt%20MYwyzZv1dJfci1hzbXdoaZEKQzNiGoDzC0uI3AgU3tmlcUJWu5be2SoPfCsBtTISAknOvvVHHnpp%20wxydrI5ytRpRIjflaQ6lXUSW9CFVzyrSoy48cJWsysuMtxV9z311pabRa87jIyWtOYZbNTuNMwaY%200rNtQW6XQdyeeyJSM9lWZlOxKn1NuKC5ccOrDEhYpVTzXunzfdrjN5PM3N00NKxxFHXU1NtYKnQv%20bVKRkaZHlXFSyqurLNyWVC21Nc+eXGo9OLi7FZnk3zx/1uyiuZZkVz5LbHPP2Y9T7NTM8x7wnkeZ%20UBJyyUMkpNdR5eKtN3KuXpx6ZOqpXPC/ft8DzdGVPcKNzbFU5byag1ACkg0454xvcdFQ2fbXVsq4%20arWXVC5/EfD7TtEQNle/hu6uW0caZ4xmarkeo98yIN07cfixpsR5hb0N2wxkyGUllhqGRJARuSWq%20qFNqs1KphDZC+Zjvbcrt2HJt0pCW4XwrNpgNSW3W3GugC+4qM2EqYWHR595qrCE3kXk22/Lia9Hk%20Ki2ZLDzbX5ituT0FR4/wYV1I7SXRue64IUCkmozGdcMdaGJ+XE3t+LfELW+7HufSmIhSZBZTDS4p%20oiOSpfmQvdoo5VwDjcLu4SJ6u7bbcodxgG5NW9qNcZipjKA5NQxV4Je8wC1g7UvBNN3GuAk5mb+a%20MyLM7scfjutu7o0brBlaXUodDQDiC8iqXVJPvL44TZxkzKII3CugwDix8GuGd6jYqHKaAZAeGDxO%20das3/wAue3bLcYTsmbbEXZ03KDA6LhdIbZkFQW4OkpJ38AVZDDJyVSX2j2fY1PXBEq1i6oF6j21k%20PFyiIjpcBeR0yjM7RRZqPDEaUOaVNRzuzs/tq39tXNMOCnfb4cKXGvAU4VPuSHloWlRKukpO0CgS%20KimATRw18rO1iG0O3W4iQfy5DoRHZKOpdEEt7aqrtbI82Ae0zXeKe0o8SBbbO1/2tAccZu8jpuNl%201SDsBClOLQoVTXJKThkaH2TcMkNUGn6PVjO9w0WMfmd11IRpXwzPq55ejGOCbDMfT6f0cBOEqCkA%20+r9mGmdo3EFc/swE6BywM5XMhAfp7MI572hamuv0ywA5sK+rADm3kc7kBQbKhvOaUk+Y+NMBBsFL%20QhClrICUipPIUrh1yO9lV0EW008gpWnchQpTwwOlCwpOJXybBEfaU0qqkKqFJVmCOWO3HuuDqFye%209UZjptlu/a6zIiAy7So0cY3eZuvKvhz9eNmMrfJjSWUiopysusc4llBuMKdHEhh0Fs03BRFUqNaJ%20Of7cYvJ4E7cqM2bHLVyNSexKfY3Jby3UqaZ+GuKayO07cZZncWe6w71FVUF++DkCchXPjhptMjcs%20KSHJlzL6NqRsb1VU68s8POWSIWrG3MxPc9ybnB2zNEKjuAt3ByooEq95HAa6n7q43eNx42YeZPXo%20ipNzvz8uGnfGPyMm83OlqiQfzKVMj24/1VKylLbKQC2SlaUhS17V7RnlnilyOU51WMa/06HpeFwI%208dKTzfy7dV/r7dTadvRErcLroKi3TYTmN3HgBljOb7Cvy6GgAFAeWvtxz6lNM84+YCUG/EUQVFlr%20KlVAZ1UaqpQZHhpXhixDGMfibHt0fprTrjH8mYShGQ2pFR5UgAAEhIBFK6K/o8qbRnjvmvl+3+Jd%20q9zTpT5f3+3+szfeQ/rkckJNWlmtK1SVgVrQKy20PLLb4aXE0x0/2vfv3l4/3pKMlRYX8fH86nPa%20Nms0xm73C7MvyY9tRH2RY7gYUtUl9DNS4UqoE7q0pni90PNos7V2d22PmZM7VuAlvREvuR4bjK0N%20EbU7wp0kKqAARQccMlUruzuzYvcDV3KZ64s23hsw2A11EOqceDSQtwKG3NX34AeZOldgJjTrYy1c%2025sWbcjaZDrba2unIbWA4kJXXcAFZKGuGQaJHdvbfa9u/LZkZEqPAdnyoU5pTiX3SmK4kFxskIop%20aD7p44CLyZUd92bt62flotrT8KZJbW9Ltsh4PrZbUv8AcFaglGxTiPMUZ054TOsTKmp1z8eOIkgq%20fv5YAZI6iQkHIg/QfqwVObiT+3LCu/XNyP8AEtwmWWHZUmU4kqCGmU7lHYmhUdAAMPUmi0/kF4dy%20O2hVxaEVmCLoq5dNe0xS2HgsNe9uNabda4bGmy0PygmJVtN2Y3SN/wCU0ac2ywiKJZVUE9EbDSiu%20OBruJsz9o7C7uu8FE+329T0ZZcS251WUFRZp1KJWtKjsrnQYVAqW0n5cXmF21cLzcT8K5b3ENOQy%20gubuptKVJebUpuhCvRiRBs+hq0FfWPocebM1iUFcsvZlnhVEgAyA+r2HAwAU9nE5cMAAOWQ4U/Vl%20gADmc686ew4ADwr7eY9vKuAAGdaZjkc/RgAK8dfEYAChHMkH7PZgqOoHIc65GuGmTinoWTbEVqKh%2015up1Na1qeVDiTyNixx04rIejqiu7nG00qfNlT6vRidq52LHkJGL+a1oRNTYZv5YbvEttwRJulsQ%20AXH4gSpJQEqISsIWoK2HXF61yVHKTIXLDk8ik7fj3GT3Vd752xbXO0+35rMZpq2SmEx1PyGiS5I+%20GB2tUFEcK0riUuVbT7nOPGuUydCL8S+m1e6878w/iadaj9dwc50DYZ6PAejE/OtPwxj5jlauIup/%20cPeN37stXapuDfayZ7D8py6Mht110sEUYZ6pU2FHdvOWmJpW5OqZzkrkVmhn5eiQ7Kv8V+SLxLt1%20yciJvSQmsptKQQrKqdyCVJXQ03DFTnzddqLHFiktz1NwmPGj5yF1UP8AJIOdNc8/HGXG33J3uWor%20xJKbmxTzNqRwFADjtFpIqetR23cI61hOad1ACoDwGZJx0UiUOYpOh4z/AHj7hMhze3wwvaFsStwC%20Qa0W1wVUY9J7bJrR54/ehl+47ZdMYxQ8bVfruAd0jM/4CCMqniBUD7MbiuyayeNF+Xz+WRkK3BvJ%20f3h/n8kAuEyWopkObw3XZkMqkg5pCa6csZ/Kk2lnjGFU0OJFVdP3x/o9BtFxucn4a3RXZcggq6LK%20FOKIGZNE1NBjOkXXCuZYt9id0iSyxMtsmAmQpaEPSI7wQVoSVFNEoUomg4Dx0wqEdhBnduX+3stS%20JtskxWZBShh55laEuKUKpSkqAqSNBgItMmy+xO84kl2M9ZZfVjtIffCGi4ENuJKkqUUbgKgHAG0g%202KyS75c0W2GW0vrQ46pbytjaGmUFbjiyAohKUpqTQ4BLMsT2Le1dxRrEyWJEmayiRGkNOVjrjrR1%20A9vKQQ2E1JJT6sCBRKe4QzDmPRes2+WVlBea3dNRHFO9KFU9WBAyNgEFThjqKDSh0wgTLzt1Hdby%205H8vJnFxKB8V8B1a9M8F9LgaHXDO8ZVHrS53tLL5s7lykKYa6cgxFPqKGhWjaig1CdaJOWGxyIkt%20nu4WBhyWmf8Ay+Vf1fq9X4PcSQNgV+7rWumIldkE326BVTcH6hTZqXl13Mfwvxat/g/o8MMB2Za7%200y1HnzoshticrfHlPIWEvEmpKFqHn54Q0nVVPuW4DyNjwI8dBlp92KHuGiLMFWpCrU10+lcYxGlA%2045+vwy/RgA5ccbabK3CEpGRJ9HDXDqKTSOWpLDqKtuJKRrnpTgQacsInC52HDXUjT9WATk2BzBH2%20aaU/RhiqKr7efiD+nCQIiTrg3F8oG901ojkD/S/RgZznKhXQHHXrk2txW5RKjU56D0H6csRqc7bq%20y7oCkpIqDqD6OWJFy3JIXwGQGXowVO0Z1Znbr3SmG6EDiTQAblEczUjHNzzNaxwN6qdqvQmQ0gUI%20VRXUGmR5cMSVxkXwlGR5T3FE7Bi/MBSu+GXT2mq3p+FCBILAuAdO8upjefcUU2cMb3F5auQpPUpX%20+DKLrDqRbJf+57d2jLMRKzFZfk/lAm1MtuCXtzPUC1blLSiqs6+XwphSt2G83m8Y/wBOkLXI1iss%20Y+Jd/nkW2XO1osVwfvbcttxy6NLfL2zQJdFQemorJG32jBLiWZ9cY/ghGd6OaVVj+zpm69+91fzA%2072y7AtMLt0FmR8ahbj8h8M9VYStKkpZTRVN2eeHZ4FuDq8zld5M5ZU2tkXtVw3qxwZkVlVbjHDy0%20181SSkgrBHlGac/ryxR5/KlN7Xojd4FmNm2n3z/JY/g2Nh+X6IyQpwCpCa1/FtFE7jqrKmWWM9ps%20lyvdU3kXybE80NrSUBA0p5Rx4AYi7ZR9amcSLfIZTuKdw47aGnpxFwZ0jyIyPFfmx3Mm291CI4wX%20gqK0vcFhNKqXlTbwoDrnT2XePZbVcdz0Ptre3Lvj+P00Zjh3xH3b1w1gHM0Wk6HdTTzVNKg/XTOz%206eSWP2/OlPHw0m6L8f600fw+XhU3m+tXKQy58OlgNoKVCoIJKhoQBkmhNdTi9YsuCeO/9/seS95U%20pTzr1x8P5aonUes1/vNlkLkWqSYzrqNjhCULCk1BoUOBST5vDLFhM8w1mPK7l7ibuTFwXLcRcIxW%20pqSpCEuAuElaiVJBXXcfewMSZXwL5dbSqQu3SlMmYjpyANqgtNdw94HMKFa/Xhs6Jol3Dubue8KY%20lXGa6/8ABrK47mxKEIdJCiv92lCSskCqjnzwITJkvvbu6U4mRJnLdU2QELUyzsSrqBytNmwLK0gl%20Wp4nAc2Qe4O4r5fVh26vpkvbi4Xeiy0pSlAVK1NoQVH04GTjRFHmPA+POmEdRRTL1a+z7MIA+uvP%20jX9OARP7e7ncsFyVLRHRMYeZdjSoriihLrD6di0705o4Zg4ZNRLc/MtSroq5G0MKDkU25bHXdCDA%20LAYDG73knLd1Na8MNslsLFv5yz3HKqtsVS2NxtNXVj4QKjCLRIH8XyJr5tFcsIg40K22d9zrfa4k%20BENlxMNue026oqClC4NhtZUBShQNANcBFpEK/dyu3mWy/IaSwpiMxES22okFLCAgKNeJpmBgqQof%20WVwhKCuq22qhPmSEkAAUzzxhuzLojnyrVXWJB2O0FUKHLI+jiMQ8qVdCm7cuwmxYGSSMsjSno4eO%20H5UuwtjDYriCByoRzH1YFak+gODF2rrooa8Dlh+RPWgODQdJem051GhGVPRheVIPLfYNi+R46A88%20LypB5cuwdN0mhSTXkCc/DD8qXYaty7DohSlIK+kqg8CDppnQ8MPyJdia48mCYMtRolo8qkUAz8aY%20PJl2YRsOuZKbhNRz1JBKljMNhJIoR6NcDtyXQv8AH48U6sdQ58WhbXTU0RSmR4HwwvKk+hopqJyx%20DEVW9xVU50TtyPtw4WJJkp31Q5kNIlOBQWUEZUUDwOB2G2Rt8hIaVaZYrlUCoJ9HpGOXpp9jur0d%20Bt2BNbBUUKKU5EgHTT6jhOzNDVyDKm9dtWm+xRDvVvRcI6VbkIdSTtUaCqVeUprxpgt74vKopbGi%20wgW2FYoCbba4qIiEAhLLKNqGwqponKhNdSc+eO7tyebWZnX73SJztXnkqmtKH26YTsS6pmVNNgG1%201yQSeACTXU8hheUyGyXYXYsmhQrPwPHLDVqS6D2yXQ8e/vAx58qVYEojuv8ATbk7tja3BRRb1Cac%20eeN326W1ZnO4pvXp/p5KLVdaU+BlFWVQWXajI67U8f2Y2lfx/uMllR0OHkP5Yx3zpXVj0a33MKVu%20hSAcyAWVgnMD+iOQ+/FS9OpbsWtuMY6F923cJ9mfnvIhSlrmQJEJtTSVoUhUlISlyu05JpoMVZFy%20lEa6H8zZTLpW5ZZb1Uw0pTvV/wA1iKjnNTZ98q3YCVGVPdneMy/2qdCFqlNJmOQnEKXvWEpiR+gR%20TaK76inLCoQ2lwz8x2UvR3l2G4FyE7GlMhDqkJMqNFEWjtGgVNKCUnZrrgGkZrtvuS+Wma4XYLz9%20skiSmVCbYS24RJSpK9j/AElOAp3ZeamFQg4ljG70RBv8O6QrLcWRb4YtcdG9QWIQZLJO8N5P7lbg%20oCnCmA5lB3ldJvcF4E5FvlsobYajJVISt19zoJ29V9wISFuKpmacMANVKMwZ4IHwj9Tp+5cz/wDR%20wEdrD4Gef+aP/wD5Tn/4cLMe19jpFunq0ivZ/wDFOeHh44BqJvvl1Pg22C9GuLr1vdTcYM9LpjyF%209VuPuKmh0kKIUd2VcjhpHRRLPtu6WiJIlKemORA5eI15QpEWUatoU5ujeRuvVG4f4J54YJCd1dxW%20q49vXNUXr/EXOFDiNWpMZ4GOqM6txS1KKEtbdpFNqic8DQKJOZ7tsTXSaRFZMds2ltH/AGXuPTSg%20/mHmLJUa5V4nVPPCoS2mH7ovV0vDjMFMJKbXbXnBb1NRnG19Ery35KqQnbqK4kCSPsS4qDcdtSqh%20IoDkcqjwxR50G0qHWy82QW3Uu/wjU8Bxz8DjJ8iXYJxzqOFBB0pTUUNcsz7MC48+xHaV90YkPNtp%20boQkkqTpnQZ58s8LyJdEzjcttla5b5baQtTZCc6KBB09HAYh5E+zOPlSLW1uuuxylaVFTZCQqhzB%20BIHp1GJqxPsd4J9SU4oIQVqqRplU1r6PT9eGuPPtjH6HSlDmSZKGippG5w6aAcycz4jC8iXZkWn0%20K4QaKLtwUqq6USASqvAk+jEXYn2OcbLeuY+wu2N/wwQqnvqQoq9pHjhrjyXQtLj0zCRerbHRvdWp%20IOnkXyHCmH5Uux2VmmPjj/SnuPdSFNqRGC60ICQhQPLMkUSKjXEHZn2L/HsW65tGe/Kb5dXA8lgJ%20BFAo0SlIHgTuphLjy7M1VybVtUqW9q7Yu0Za+onchVNqAQQTShNDiPppvoVr3PtvQiyez707IW6n%20bRZ3Dco7hXhlu09OJKxNdDpHn2qUZHV2Zf0J3JaCyDohVMuGtOeJeTc7E/XWX1K9fbVwiF0iIloV%203OqTtG7gDkQScSdufY6R5Nt9Smf+Xsa/TnHyxIS/JbS1JEd9yMl9tAolLyUEJcSB/S9vA9oTuxVE%20svgV73kfc3jH65no9mtMGww22gwEvNpQlMdAolAAASK00SNMcZWJt6GRy+bVUjoW8OXLkLbqykNn%20JSqka8gc8CsSpkmZinLVk1IKqUBoKVAzOdP04b48+iJqq6iFG4UIJ3VBp4a/bh+RPsdrdw+Yfn0w%20XO/qRmXVoTFaaUoIXTqJUuoB25040ri9xrLppjQ9b7ZzYwt/U1XGv4P9aPp56Y0sVUYzwpUlWxQ4%2011IP044u7G3o6/nrXxz/AB1zdMjTfuVpdSJKj3Bt1BTHeBzoUoWcgQOPpoMSUH2xn36U+Hw6nnfd%20L8XLLT/PxxXMsbbJcZjvIfsz8pbo2sP/ANZbLRH4qITRefPEqM85JI3Fxv6JHc3bNzQh99qDEhM3%20Bx2M4sbmjR5KkuoO+iTyw0QZor7ee1HbbcEIbbfjrYmpMNq2OIeekuOAxnm3eijppbRTKqaUORrg%20GV1ov1vR2S1b3X3m3hbHbe7ajGkFCpTsgLTLIQgtGjZru97gMOgPMoGHlxuy73ZN8h91yfFdgoQz%20I6a0M9QOOICkjbXcPezwmRoZowp1Mor4SchRtehPoPHDoKhw7bZpSSIjwpn/AAl/o+/EaZnSLoMK%20t9wBoqK9XiOksUr6sJInuQhgzwCr4V41y/huVqa8h6cPaNNGj+WFqlPdyPhUBbs0QJirY2/HK0mW%20GlFnyuJKFKr7oPHAkyTkjaK7Xlp77fltWf8ArblmIjAx0ln86TDStSENlHSLoqVU203ZYBbsjSGw%20xEr/AHNpY6Ci6e7v6qijKxbUFIBKf3Q61adLLdhkGzFdo9m9syu3LfLuNplyZUtFydWtDzrG1MBs%20ONICNlKr0r7M8KncDjutVosllk9t22xyepc2ok5mSUpe6HWbS4pkLW11siCPf8KYYj6VPd4/6L/6%20f/q4z/X+BT81B/N6f+in/f8A/q4PX+Aecg/m8f8ART/vj/8Ahwf+QXYPOQfzeCafCGpoB59Sf9zg%209f4AryIdu+Zvbc+8OWZiZFXdWxVUJEhC3sqE1QM8ga47eplSu3GPzO9mO900Lz85FP4J/wB8P0Yj%206xFpcTxD85H+Z/8ASHOnLB6xdg9G+4fnQp/Cz/xhg9YuwejfcPzg/wCZP++H6ML1qD0niH5yP8z6%20c/1YfrF2H6N9xPzioI6VT4Hw/Tg9Yuwek8Q/OCM+j4k7hg9auwek8RReDp0q0y1H6MHrV2D0fiH5%20zlm16fMNcHrV2F6TxD85/wCLH++0+rB6xD9H4ifnBP8Ak8/T9WmD1aD0niAu5rmz6SD6cD5sewel%208RF3pQT5WKnj5qAe0Yg+Z2QLieJBX3aUK2qiKB5bhz9GOD90p0O69tbVUxP5xTp8KrXiofowv/Lr%20sH/jH3x+I8x3XHcA3N7FHgTUeo7cdI+5p9CMvbpLr+Rk/mN85mezHoDSrQq4fGoccql8NbOkpI0K%20F1ruxfsX95VnY29THn+9VGOX8sOcv9bT/ocdlKpy2AP71Uciv8suf9cT/ocOotov+1TGy/8Aplz/%20AK2n/RYKj2HCv71jI07XcIpWvxiR/wDo4NxFqgn+1dHrT+WHNaV+MT/ocLcRqdn+9VGH/wDDLnrm%20J/0WBSOmwX/apj8O2XKf/NpH/wClh7g2CH+9VHH/APDLn/XE/wChwVDYdJ/vUxCDXtp0Hwlp+9oY%20Khs8Tr/anhf+W3f+tJ/0eCotgh/vUQwCf5bdy/8Aik/6LBUezxE/2qYlQD207nylp/0WCobDr/an%20hUqe3HdK/wCtJ+5rBuDYH+1PBrT+XHfT8Ummlf8ANYKhsD/ang1p/Lrlf/mk8P8AksG4Nhz/ALVU%20Ov8A9tPUz/50nh/yWCrDYH+1RGJSlPbLpUSB/radT/yWCobPE9b7m7oTY2Yzhj/EGSSAnfs27QCT%20XarniE5JLM43ZqCM+fmm2Af+zTlXIPVzGdPc5Y5q52OHql2ZtWpe+AmXsoFNB3ZXmndSpAx2LSMf%20H+Za5L6Y8e1LdfXTY2h2pNTTPyZenHLfXocI392ibJNz76nWx5LU6zKZWoEgl5JSf8VQQQcErm3o%20O5e26pkNXzQSBu/LFUJok9XI+vZrmMRVzMh6ldmH9qLdf+7jSuvVFaf7zCd9C9UuzE/tRb/8ONaa%20db/1MPzkHqo9mB+aCOFtP/51M9eCMCvIPVx7APmij/w0159bL27MHnIPVLsxf7UUcbcRy/ffb5MP%20zg9XHsw/tSb/APDTwp++GuX+Bpg80Xq49gPzSR/4aa+LtPT+Dng85h6uPYT+1FJ//wAd/wC//wD2%208HnD9VHsB+aaAK/l2mZ/fClPTswK8C5UX0Yp+aKa5W065Vez9mw4XnB6uPYQfNFP/hv/AL7/ANTD%2084PVx7MP7UUf+HZ8f32Xt2YPNF6uPZh/akj/AMO/99/+3g80fq49mL/ak1X/ALtVx/yvs/BxwvOF%206tdmH9qTX/hxpl/lRxFT+DB5werXZif2opOQtprxBe8f8TA7o1y49mYC5f3qo8G5yoR7Ycc+GeWy%20p0TEjd01bd1C1xpiwnVHZXE0Rv8Aa4j8e1XK/wDzqPX/AJHDHvQf7W8f/wAqu/8AXUf6HAG9C/7W%208f8A8rOf9dTx/wCRwBvQg/vbx8v/AKVd4V/rqMuf+RwBvQf7XEan/wBrOg8jNR/osAb0L/tbx/8A%20yq76pqP9DgDegP8Ae3j/APlV3/rqPH/icAb0H+1vH/8AKzv/AF1PP/2OAN6E/wBriNSp7VdpSp/r%20qP8ARYaQb0Kf728Ya9qu14f1xGZz/wCJ8MIN6E/2uI3/AJVdPL+uo5/+ywwU0B/vcRgK/wAqu05m%20ailOf8LAG9B/tbxxn/Kruf8A8ajwp/kcIe9Af728fP8A+lXT/wD3qfH/AInALegP97div/2q7rl/%20XU+P/E+Aww3oP9riPx7Wc/66j/Q4QOaN6KVFOfP0/ox5YqAOA9GR9WBgGVKnTnofT9eGCI9yfRHt%208h5bnSAQoJVnUKI2ggjjU4s8WxK5KiRFyoeZxbbeVdj9u2KL2Q/BvdmlRpsnuUIZDSksO73Xm3gS%2064t9NdyCnjxyxuOMW9tTRi3t3Yx+h7Nab3b7ux14qsx/FZXkts55LGftxn8viStvwNDj8qNxeJOp%20U0plxryxTLYcAefH1U9uEgAUy08KU8PA4AAaU8NPUfT9mAANKH1mvhmcAFT3dd37J2vdbvGQ2uRA%20jrfaQ4DsKkg0CqEGnr8cdbUdzSOdyW1HiR/vEd3gUNtt4rkAUPGn/vKcK40vRIpeqYH+8T3fU/8A%20Z9vKjX8D3P8A9pzweiiHqpB/tE93/wDh1uHAeV/Kn/KYPRRF6qQf7RPeFKi328cKBD2X/vMHooh6%20tm8+U/zJvXeM25x7jGjMJhNNONdBLgKlOLWlVd6ljRPDFTk8dQVUWLF5yZ6NQUoPGlfRyOKiLSBx%20ttddyAoZ1JFcvX+nEHBMEyvkWxwqJZFU8EqyIP3jFSdjsWYX+5AUgoUQoZp1By+g+nPFVpxLCaZ5%20N/eAfDj3byT7yGpIOp0U0Aceh9rnVMxudCjPJsjocamhQ0EyNOIOdRgzAWorTjgqAleWevoqMAAo%20J48x7eGFQVBaYYwr9eAABrgAKmmh0rTL2YADAAYAEz1+rAAtM64VQCudMMAJFaceWCgBhAKM1JFK%20+YZevACPr/5nU+DtvLqLof8Acj0Y5X9CjzPt+Z5/U0FRUChKTXhwyxXjkyjF0dT2azXS23KAyuIp%20BbLYBjilUAAAooaZDTSmLsXVGtGSaJMK22+CjZEjtsITUeRIGuZzw1FVHQ80+Y/cjdwKmbcQ6ISH%20VNOVGxb9PIAcvLuAFa51xxf1yoUr9xNpLpqeQNyO0We3O37par1MlfMKVKYTfLc486sdNZJlodjr%20GxtttI8ikjgMWHabe3qTlsUKm6C0KSFpO5CswrmNeOKc7Tg6MoVTzQtCa+zT0DHJJIAyr9NK4AAn%20L6/q8cAUDQ5UFPCmWeACDfJztvs02a0kKdjNFxtCwSklNDRQBSaUPDE4KrJwjV0PPP7U76P+aRap%20z91zx5ueGLXkIu+mQf2q3yucWJ60r5mv48HpkD4y6h/apfkj/Vo2mpS5lUU/p4PToHxl2D+1O+1N%20I0WhOVUr5f44rg8hC9MsYxQX+1S+n/mkWuoycP2OZ4fkIfpka7sruOXfYMl+Uy00ph4NANBVKFAU%20N28nM58cVrsKMq3opM0X28dK+OOJyTA0PL6uXowwD7v04GACmlBnrlqNMAVZ8+9z1/mS701+MfyP%20/tCDjQhoi7DRfArPNmeP9HhX008cTJhTOvHKvoBr9+EFRAQQACTU8DXPXDBC1JGVRnlSmYwgA60O%20QOSaEg6HDEISOPlzpnTP6UwDoKMqAmp+2hwhAAQcqBI8MMBKkUFQVihPA+mmFQfiLmK0A9tMsAsg%20JoTWgGVDgGIDwBCiKbq0r9QwwFO4VNAaaD9fpwgCh58ssuGuAQg3ZUNRQZnj7KcsMYbhmd2Wh0oD%20hUA+yc6+vTPmMeVOIg0Hoy5VywMBUpKlBKM1HOnEj1+AxO3BykkkPbUqY0T+YLyUkb7Pbz+8ofK8%205y8RXXHoYQXGt1/7kS43H825/wClG10oOAGvOmX1Yyndbdep6NQSVOhnb12upUg3OzOfB3ROdAAG%203K/0hTIn68avE5+5bbmcTO5HDo90HRjlj7obmPKgT2/g7m3ktlylFGuew8cuH7cc+TwP+o5ofH5t%20XtnlIviRnz1P7R+nGQ1TU0qgdTzzH2+JwEg5jjU09v04YAD0acOI5jj44AM38yz/AP8APe4iD/zF%202hrnply+3Hfjfejjf+0+bu0INikfmBugRvQ0BDMhTrcTqqVSj7rWaK/hqRnTG+Y9Eaq19h21/uGe%20ubbZMe0x2mEpjIWp8CTLIShxt1rcXGU0Lla6a4SY6EKD2HCfMRpxBYctU16N3IorI/cshTqHqE+U%20KR5PL6dcFQyKTvC3WiMxZpVsjmKzcYy31t9RThzeUlA85JBCAnTDqKhv/wC7fQXS/wDhHj8KZhxd%20fpXGbztC9xNcj3So14A5e31YzGaAAe36+PEV8cFQA6c/HKnHwOEA28wy6T1E1poRqDXHOVtMak1o%20eI/3imW2ZlgSgUq1JqK6+Zs40eDFR0KfKkzx/kRjQqUqoM/04BhWoqPrywwDCAANfHDAQHxrU0FM%20FAFyGWnGmEAZ019mGAZ58eQGAAIB1FeHtwAJVOZyy1OABcIQDLIUoMMYClKDKmWBgB05eOAKgc8u%20BGuABUglaR/hClM+I8DgA+v/AJnf6lbTp51/8AcqY5X/ALSjy9Pmef8A6vrpiqUBUOLQrehRSs8U%20kg50qPqw02iSm1oTXb5eHopiOzXlxztBQVk5AZDOppn9mJ75Mn583q8fIpXldd/4ZrJtABWU+wjL%2008saliCt298tSnOW55EgR4wUSllAUsbVr2gKKTzIzxn+e91anVLIjqYejq6kfzsn329TQ6Ea88aU%20b1u9GktcfA4usXloSGZDbydyT/jDOor+3GfyOI7b8DrGSY4OQxVbJhX2YYg9Xq9vo9GEBU925dr3%20WlM4zngMs+Y4462tUdLS+pHmfy7hw5feNtjzI6JcVal9WM4mqV7W1GhHpGNFGmkbq1dpdtqVBmR4%20rUq2XK7siMXUhSkNdNfViqrwQtOdfDCqSSKywwrPdYUCZcLbFjvzJsm1tKaZDLbqHGSW3Q2KDe05%20Sik54KiSJlx7Z7cgWuTPEVp12wQ3LfcQUAodnuBHTdWB+JKnFAEHhh1zxj8goYfviJFh923ONEZQ%20xGZcQEMt0SlNG0lQAqeNTgWYjX/Kgf8AZM/n8SmutadNI9FMUuRkynyNTcHSnhTFZFUD9PtwAGdf%20q+7AIUag8K/fXAB8990f/cd2qaD4x/P/AJQ5Z40Leheh9q+BWkDTPUkHPnz9eJk6icQSCDoCM9c8%20AC5+Azy+mWEISo13UrkNMjyHswxhX3qZkD3eGWABakEiufjyFB4eBwgDPSg0z9OAQlDQimnugHlS%20now6jFqeVBX6ueELITy5ipyNaVP24Y8Yx+YtDuPLL9eEAVVxyzzryGABKZZDbQ14enDqAUNTkAdA%20rXn6MAATUcQBU1Hh+vAB1nXw/YMIVD7G9lNfVpjypx1OkIWpSUJFVHQcThxzJ24N5IzV8v8Ae1W6%20cu0wOpbI7i2J906oC0ttqAeU01TzJb4ndwxvcHjRhSciw7eW1a4/I29ogw4NsYjwwRHCNyV6FW4V%203HxOKfKvu5I1+NYUI0JuZNK5/ZWvPFUsCAjnQctKD9VcOoMrL5YIV2aAfBbkIp0ZKTRaCPuy540O%20LzJW8tYlLk8SM8/+inh3242WQi39w+Zk+WLcRmk7aABdK8tdcXb3FhejugU7XInZe2enc1SFJWlK%20kncgioINQRl9WMS7blF5mvCaaqmLnSvGvHmP2csQbJIDmK8Ka+qvP78FBme+YrL8jsO/sstrdech%20PJbbbClqUopqAEjzVz4Y7WGlNVON/wC1nzVao/e9r64h26YhuUnZKZchqeacSMwFtONqQczlyxtu%20ce5mK3PsSbjK+Y89noyY1wLSXA6ENRVseZKdqadJCTtSNE1p4YN8e49kuzFXL+YyzcCqLOJurbbF%20xKYakl5DQATuIRlkMyNeOGpx7i8uXZlfMtveMxiJHkW2ctmC0WYqBFcAQgqKiBRArUmtTg8yPcPL%20l2PUf7vVsucK531c6G/FS4xH2KfaW0FFLiyaFSRU54oc6SZa4sWtUe1nPxy9P6eWM2pfA+Pr09PP%20nhAFM/HwHp/TgANKcaCopyy0wAeK/wB4lLSp1gCgVfu5KUpGpJKOZz93Kg155A9ITlHGMfiYnulx%20xaoePhpkjJCDQEq2moKSdQVHIbttFcK51ocdFfljGOlMjIXIl3xlj9Bp1LaKbQE5VVTQ1AUCKkml%20FUFftrS1x7jeuOnwx8C7xbknWpYdvWJ29T3IyX24rTDDsuTKdCiltlhO5xRSgFRplpi3HQvULRvs%20GW73a3243MjqXIYTKZmbV7HGVs9VJQ3TqKUpOQTSuGNHT3y4v/8AMMqxwlMzJMSMJrq9/QSGlNhz%20NL21QWAc0kVBwCKy5dqdyWyG1Mn292PFeKUtuq2kbljckEJJKdycxXXABYK+WnfqUFSrK+AP8Jqt%20doWE0313bTXbrThhARWuxu7no8d9q1vLalmjJSUEkqBUBQK3JKgk7a68MMRW3K2XC2SvhbgwqNJ2%20pWWl03BK07k1oTSoPHCHQiimo9FfRhgFc88uXjgASgzGeeuuADR9q9mPdwNOvfHM29hD7MRpx9Li%20upJkbum2AgGlduajkMFAoPWDsCfdVykPTGbf8NMRbQp4LX1JayQltPTCqe7mTgA7u3y6uFtsz896%20YyqVFaZkTbckL6rLUhZbbVvI6ZzTmAcADDXy276faQ41Zn1NvBJQrc2KhwVRqsEbx7vPhhAjjuDs%20ufY7VaLjKdB/Nc0xi06hbe0j3lLSEK/3P2YYI+nvmdQwrb/jr5f0Rjje0KXL+35nn/CnGmmKxnik%200qdANfAa4dASbKif3FBYWpgdQqSoNLfS2ostrNRtW4BtSqvCuuLvDsJustEKcHtLKOylhspyKlEq%20WRz5Z8B44XM5PmS8DnbjQd4+vTFKh0Aa65/XhqVAaIz0SquqxRD+tAfKT+nhnjUscuq2z+04zt0d%20UEeUFENOjY4KApPGoH11xDk8On1QzQ43CR9R8cZzTR1qL9/6a/fiIMq+6m3HO2bmhtJcWqMsJQkK%20UVGnACpJx1tOjR0tv6keQRIfcUOQiTEjTI8hrNDzbTqVpqD+IJrmNcaCkjRVyPcfi/zhEQlqKLgw%20lDvxLaW0PJCX6BPVAoaKoRnh7vHGKj82IS3e8JkhmTL+PkPxaGO64h1SmqUXVFU+Xn44KruLzUcL%20R3UtuQ263PU3LWl2YlaHiHXE6LWKeZVVceeFuQeZHuNS4XcMt9ciXGmPSFmrjrjTq1GgAzJFcgmn%20qw9weYmehfLCNKj2ucmSwthSpAKUupKFEBAGigMgoa4p8hplPkSUtDZZ+Ovp5YrFcPoPp68Ag+nq%20ywIAGoH01+gwdBnzv3S+kdzXgAKqJkilBwCjwPLXHp+P7W524yrqsY/mp2V2i0K0vZnyLBJUkeBR%20WutNARWuO3/iX3xjtmPz8Y/scSolO4iiScqgjjQDPjjJvW9jod4upJbtlychKmtxJC4TR2uS0tOK%20ZSRnRToBSK+JxzrUlnqK3bLouEqe3CkLt6DtXLSy4WUqrSinQkoHtwUCmRF3CuumWYyqeOEA9FhT%20JZKYkZ2WpAK1JZbU4QlNSVkJBoAM64B0zGduW3KhqCKZGvtwVELka5kaiv11zwBUCDnX1UqPrwAA%20JJHI+o8OGABNuQqAquSieR11w6hU6abdedS2ykuuLUEobQkqUonIAAZ1rhMVB9+03KPKTBkQpDEx%20ZAbhusrQ8d2adrZSFZ6igw6jaY+O3+4DJdji1TTJjjc8wI7xcQlWe5aNu5I8SMDQ6FfUjXXhwzPD%20CyIkhu3TlwlTURXnITStrksNrU0lR4KcA2A588FR5n2G0y68oJbTU6kUpSvj68eXabYrVtzdEPXS%20dGsNtVMV55BolpPFTnJI5DjjU4HD8ySL1ynHh4lBZuxJpgvpmXSQzGuripFxtaAkoJdVvUgOGq0b%20jmoA4tc3kxT2xOvF47pWRtUoShKUpG1AACUjQADID0AYyW6milQXPTw9vDjhDA+ziPtw0AEHQHWu%20dfViIDUyFFmR1x5LQdaWDVCq8c/UfHFizyZQZwvWIzVGZRTN37UUVMb59iruU0adVnxFcvuxs1tc%20hZ0UjKpc47yziae23KFcIyZMR0ONKIGVap/wVDgRXGTyOLODozUs8iNxVRJGedfYeOvD24rHfINx%20BHgagg8qnAgodFxY4ka56aCuEhbUHUc/pHLkf1HlhphtXYOquldxoKVz/R+nBVhtXYOo5Wm419PE%20+k8sG50DauwhUVa5kes89MFRpUE09X3U0y5+GEMNAONOHjw40wAHry56+g4AA5Cug48PrNOeADxf%20+8QhapdkCErUOjKSemFGg8nlO3+kef6cNPxMD3ZqqzxjHbyRUeSVVW06kb6pUW17hU5kcfKVqPOv%20FXArHo8f3RfLsYzpTJ4xT99UQ5qXghBW2pCc6bkqSkEgVSkqpXb7eGYAxb46VcsY/nQ0eClV0ZN7%20YvirLOefVEE2NJjPRJUVay3vafSULCVpzSrxpi/A0nQ0KfmGlF+/OU2lAcSx8Ghv4hyiYaY/QDYV%20tqHB73U+rE6EKDZ+YKz3Sb4ba2W/gjbvhC4oqLXR6QUp9SSpS6GpURhDoJf+/lXi3yIrdtbhv3B2%20O9cpCXVO9ZUVOxvahQAbrx1z8MMCYv5qSlXAzjbmgfzBu5KQHVU3NR/h9laafirgAkj5uumBEiOW%20VtQhuRn0ASVhrqxd3TUlrb5RuVuWK+Y4AMl3Nffz29ybuuOIsiaQuQ2lalpU7TzrTu03HOnDABV0%20rrpywVAK1plkcABn+jCA0naXepsDDsd23ouLKpLExtBdUyW5EeuxW5IO5Pm8ycMCdafmK3b3XnF2%20dEnrymripKn1ppOZKj1ahNdiirNv68ADd6+Y0q62eRCegttzZrLEaZcQtSitqO4XEBLNAlJ3KzNc%20FAHf7TJZeS6be3ku2OFPUVQ/lYISn3f8px5csAjK3K4vT58ia9VPxD6n+iVKUlBcVUgVrpWmmATy%20Prf5nf6lbuHnX/wRjleWRT5f2/M8/wDR7OWQ9GKqZQOVuhpBWrLbXLjx0BIrjtZs75JEZ5FRF/mA%20dvTe32WopttxW6tUxZWHm0SFlbidgFFqz8iiqtKa4u8mShkjpC7lmXCAEISlNQlACRXkBxxmsjqL%20TQU8B9mEINaZ00P14BoOGWVePr8MGYhp+M0+nzeVZFAsaj088XuPzJQdOhzlGow3IdYWlqQg5CoW%20KkeUZ1oOWLd3iwux3Q1IK445SJYIICgQQcwcj9Yxkzg4ujOyYuZzGvA8cQqSCvifXh1EHrPhnhbg%20F3HgSeWCowqeZw6gFc9T45nCqAlTx9eBi1Cnh7PswAH0+zAAUy+/6uWEMVPvDny9uJRVWI+c+6Sf%205mvAoBWc+kLUBtP7zcAogUqduhqPRj6HwpLyo/AaaKvKu0V1HTAFSUqIVt6ajnmqoH26i05Yxj4g%202OMOIoEZBaQNwPCgzrpT248hznW6y3a0R6v293VYWOx4sZ+5tsuRbdc4Um0L6gW89MWCysJCS2oc%201E1FMUixuRIt/cnbUD5cv9vuXqM+83CnxFdLrddTr7iVNiKNqG1MLSKqUvzDhheI92WMf4Mdu9xd%20tudm2uDNlWtm6wo9wai/HRkrbZkuuNqYcf2tK3oLYWNxr5tRhoVSPau6u37Z8y5sm2zkwe3JMZxD%20/wAOHGozrvwhRk0kV2KeJKQU5V4YCNVXJ4x4nmhA83l1JBGuVaVwxMDoQrMHKnpywALQk1pSmhPL%206DCATPU5nkPTX14YBSgrw1yrXgeGuAVTRfL27QLR3nablcVhmHHe3OPFJPTBQpIWQKnyk8MIlF0N%20s33F25G7m7VuEm+RZv5HGVFmzkF1xSlvqdUhxBUjctLFUlRNKE4CdUXUDvXtdqLabcvuNhMy1Lt7%208y5hT5bktR3HlOsIcCd7hQHUgBQoa+nAG5Gb7a7k7NiWeM3IZtrkpw3Z6X8XDS+7vUndACllBObn%20AGnPCqJNFd3h3zGVb37FY2YRtNyYiP3ByO24yoTAhHXSlKVNthO9PmT06enXDYOS6H1LHQiPFC1e%20VKU73VnKmVTWuMCxaq6GrBK3GuhmbW3/ADHeTd3kEWuGSm3sq/EsZ7ynTXP9mN69PyLe2Or1KNq2%2071zc/tNYSOdTka1rpnXGDJ1NlICKVy4acfp5sRGFPtpXnw4YADL0cxpoPuwwA6nnyPrNMIAKciT4%20jhh1zADQkg+g08ctMSt3HHNEJW09TMXDtuZb5Krp24rov5F2CaFp3OpoK/V7MbNjmQurZcMm/wAR%2023ut5FhYu5Il0HRKTHnN0DsRdd1aA1RX3h6q4q8v2+UPqWaLXH5qnk1RlvuIFfq+qvjjO25l4KAZ%20A0plXKv0ywqjDX6V/TywAHInWor7T9NcAAK0y4jLOmo8MAMiuXFhDpboVAZEjMVppT14jUpz5cYy%20oSkqCgCk1B0Nf1jwxItRlVVAafYKjKtMBIP+FqPUD6TgAM86a504cfDAB5h84goTrS4CaqbeQKKK%20SM0HME0400z44r3svgeV99T3LGNTz0Ea8MqqB4UIG0/0UgUBPCtNccKtrr/fj+Omfieeben64z/H%2049TOd7PBEeEp0q87i/3qs9yylIJTWiuBrly8KaXB1dMY/E2/aHVvH751yxUXsCBBn3OWZURM9MO3%20ypjMIlVHnWG6oQrZRRHgDXGxFm2zVtdnWF/5jsRH4hi2kwEXB+GnqFKXvhfiFMJzU5r+Cu7bidSJ%20GY7HszveMqDcwoRX7au6W9NsBYSlJZLiQpuT1HEU4pKq4VAIndPy/g2e0yZLMyQ49AejMTC+ylDL%20nxbfUCo6gSVbNFV9OGBad+9p2iFY5a7davhn7dMjR48lvqlcppyKHnFL3lSVEEbqowAd/MDtfty3%20dpNyLfATHnxXobUp4F2o+IjBxSStZU2/VWdWwNuhwCPMhpy8MIdBNKVOZy9eHUBdRywAAr6ueEBv%20vlvYbTPgvSZttRc3V3GFALThc2tMySeo4npqR5sqBRyHLDAndodo2Vb1wEm2JuiReWLa11erRuI8%20pwF1PSUnPyCiiSMADndXaXbkDtq5CJCSDb4cOXGu4Uvc+5JeWhaFKKi2pO0ZBIrlgaA4Z+WHa5DT%20b1yuAfJtrbmxhkp6l0Tub21VXa3+Lw0wAZvvFPaTMW32y0t/9rQXXGbu/wBJxsuKQQioJW4hQqOC%20RgFqfS3zOr8FbeHnXXh+EY5XqbUU+X9vzMBpXhT6sVoqtDOaIR3S39o/1do1K886cBT6fZjZjSxC%20v/TK+cn4E3KlAAAMqcBTTGRKblmzulQPoPTU+GOeow5fTjXDANRl9XowAGWuAA0wZjyOVtocTtcG%209BoaVIx3s3nHNEZRIhQ7EqpB3xzUkHmQdaD0Y1E4X1n9xwq4kttxt1IUghQJpn7T9oxl3rErbozv%20GVRft58jjhRMkLrpgpQVQ1z54ADngAPD6v2+nAAHTP6ZZ/bgGg44BB9Ms8ABlX6ff4YAAVFONKc/%20vw4gzyW+Wa1qvc5xcdKnFyXVKdUDmorruzKj6sfSOBZi7Eaf/j/Jg3ubcUmk8kV5sVnKNvw6RTOg%20qMycxUHSn6MXJcaPbH446HNc673x+Bl5zTEe8S47QCW0OENgVIATQECo8T+njjxHOp5sj0/EnuhF%20vqaq2/LyVO7bTeBcGW5D8aVMiWwtrK3GIRAeJdqlCTU+UEZ4pF/aR09iXT+Sx3W4tfwrri0R2EMO%20OlSWiErccdQNjKATQbjVWGLa6BE+XXdky12+5Q47MmPckPOMhD7IWhEfJxb4UtIaTmPeOuRplgDb%202H7R8vJ0qTPYu8xFjNuejRXes2p9RkTlbI6EpaNNqtSrMDLACRJ7W+V9zv11u1tM5qHIs7wjvpDT%20kkqWpwt7khspo2kp86+GBAo1MfLY+FlvRytLnQWpvqNnchWw7apUNQduWATWYzqANwJOdefPDELz%20IPtzpqfvwAJwJBz0GdBUGn24QfEs+3LHJv1+h2eK6ll+WvaHXAdiAAVKUqmZoATTACVS9X8upbnc%20FmtcG5Myo18aL0O4ltbSEtoJDhcaUVOAo6Z0P14KolQso3yiW+I8lN+YTbJ5jots0xnf370pS0Ib%20LQVub2ls7lE4B7Shtny87wu0X4u3274mN1Hm0OB6OjcqKQHdiVuJJCMiTSlMAtpMmfLO+QO1rjfb%20kr4VVvcQ2uH0i6HA5tUhSZDalNUKV1rp454BOOR633JM7fvHcvc8XvLuiT27GtrLKu3obMn4Vt5K%202d639uQkudby9Op0pTFPh02p9S3O4p6aG1+WN4eunYVklSdqJ3wrYlNJokoWAQnekU2laaL04448%20y1NSqy3xbkGqI1FRU7deHqr+vFBeOMZFygUOn1Ur+3AMPEeP2AeGAArTPh4eBqNKYACnD1U4H2YA%20DiDqaVB/ZgCgcKcvRlr4+rB1APdOWmlT9BhxdBNFNfe2YtyUJLSzFuKKlqU3kdwzAVTX1Y0+Jz3H%206ZZoocjhKWayZCtncsqPKFr7gQmPMNejKH8J7Mj0DwI1xY5HCjNb7ZwscuUHtn+Jp6KoFGoHOtPG%20vGuRxiyg4ujNSM1JVQnIE5cvq44iSqHiM/2Dl+nAMBXhnpp+occApKqKh2FIMhSNlQpRooe7Q5nP%20HJp1Ma5xpSmWjLfTaS1WpSMzx9Ix0SoatmO2NDuuhr6TnpnX6Vw6HUB7ef1enAwAZgD1U9o8fsw+%20oGK+Yna0y+v28x5bMcMIXvDyHF13KSqgKFCgO308jjnNKtexhe72FOlWjGr+WN8KDS5RN1FZ9F2h%20JHHzUFVZqyp9ZPPbDLtj+XTFMZcKHR4/Aw3zX7Nn2iHbnZUuO98Q86lPQaU2tPkCjUqUSRyOo44v%20cNJVNDgcdQbaf6mL7fjXwXJtq0ddVwKj8KIe8PBQBrs2eYeXljRqaZbpX3wu8fl+65rvKXut8Nuf%20VJDyUH95tzXvCM92tMNMQzLl9yQb067Oemxr2gEPOureTJCSKeZSjvoUn2YluExmVebnNjtxpc9+%20Uwwf3TDry3EIrkdqFKonLkMSqLaWVwX3rBhw5FwVco0TYU29x9TyG9ik0Ia3EJAKMstR4YdBDFxV%203QbXCVclTVWpdfy74hbhYO0UPRCztyGXlGACpWSMwCeNPRhMDgOkZbRQcPRliG4ltHKnZuodpqAo%20ghNeVdMS3Codht0gLCF7CdoVtO0nkDTM4dREuDMvcBxz8vflxHFJo/8ADqcbUUcl7KGmGB3GvPcS%20CoxbhNQrp9JSmXXQQ0NEHackDlpgAaduN4dt7cN6VKXbUqq1GWtwxwoE5pQTsrrhBQPzi7VB+NkE%201bNequoLP8I5n/J/h5cMMBhzrqcS68FlTy93UcB85rVRqr3vHXBQD67+Z4/qVt1A3rr/AL0Y53tC%20ly3l8zyqHb+8+5ne4vyCXBt8Xt0ht4TEKWuQ70eqQFJUkNN7cgvPEuPFRal1Rxhx01mOduXFq52G%20DcW2iwmW0Heko7lJJ1FchriPJvTlKr0KbgouiLL9f09uKgw+39WD4DDX1/rwAGp9P34BB9PHTwwD%20Dnz4D2/owCA66+vngqAHPIioNQQeXLPEoScQaqRHoq0EvRjsNKlvhoTjVs8pTW2aODi08h2PKQ8Q%20KbFnRJNTx4ZYr8rh7M46E4TqPePrxRkdA0Ps1wlmAZAej7ssIYfs+mmGIDoeGAYHj9PprgEH1/Q4%20AA5V9n09mF0GKMlfZ9PXhoi9DzG6oULrLWhpZQl5yh2FW6ijU5hXI4+k8G9/8MU+y+WH+VTznIt1%20m81+NCGUvCiC06SmqQC0vLOnEcTXbz4Yteeu369/8rrWvU5Ky29V+KxjM8/7iUo3uWrzDzDJSSlQ%20y27dpzy93PHiOdL/AOVnrOHVW44x3NJaPmlNt/b7dnVb2H3WWJMONcVLWl1DE1QU8npp8ij/AEVH%20MVxURdjOhOifNdxmyrtEW2sMtBmVDhKU88ox401QU41tqEOkU8ql5+zDJbzm0d/KhWBuxSLSxOhB%20qTHf6rrjanWZa0urQen7pQtCSlQ9B1wVGpdCS18zpRudxmTbRFmR57kN0W9S3W22V26nwuxaTuIQ%20EioOuASkFs+ZjsGVNkKs8eS5cJDU2YS++0Vy2HFOIdqg1Cdy82/dNMFQ3GRuE56dPlT3QkPS3Vvu%20BI2p3OK3HLlnhibzGPNzH1+g4QgqN1BqcyKa8MMYg26imWWWenKmDMCy7cvsqwXyFd4yUuyIS96W%20nK7F1G1SVEaVB1GECZoh8yVt3K1z4tnjsm0ISzAZ67q0JZUVqeQqoqou9TNWooKYKkm2TI3zdksf%20DsJskVVvg/Drt0EvPFLD0ZTim3d48zlVOncFYAciqgd/z4cCNDEJh1MUXEBxal7lfmbfTcrQ5dPV%20NOOuEg3Mqe4u4JF7mMSnmUMFiKxDCG1KIKIyOmlefFVM8MjJ1PsNuyQXFIcnxWJLrRrHU82h0t14%20oKwdpPMY89ak4mrx+PtVGVV27ckMSFXXt9z4eaQVOxhTpOjiNo468/Vjb43LjNbLiyOF/iOL3Q1x%20jFSXYu5WbkVxX0mLc2ah6Ks6kZEo1y8MceVwHH6oZo68bmbspZSLrLWuR+g4Yy3qaCCn4TrSn0/Z%20g8Rhr+r0+3CABy46+uuAA+lPRX08sAANMvV9PXhgBpnlkNfR7PRhAGdeetR6PRXxwIRCvNsiXGA6%20zIZDyghRbqaKCgCRRVcs8XONyZ23k8ityOPG4s0eXRLoxYLTapiLxJmX1b7TU63uOKXsSVkPNqjl%20IDaGwPKrjTGnK0r2lKlGMna+CPWmJMaUyh+M6HmHBVtYNQRp4/XjHvWJQlnkaVq9Gaqhw5+IJ1y4%206fSuOCOwChPp5U48MAACfrH15nngoKgVy4cyMjw9fPAAZ6jM/Xx1pXAMAKgAZgafQVprh9QAcuHD%206eFMICvutSW8jTacuX68c565GV7im6ELY5n5D7PEjHOhmbX2PLPn23W02YqTn8S6EkitKt11r4fr%201xocKOZ34+WPhj+TzrsidAgXKaJ0owmJ1vlwkTAlS+kt9vYlZDYK6f4orjToqFypd3a42Ob3Ui4M%20X5MVtqIzbzIUxIWHVR44QpbiQkLUw6sbCK7qcMDQJlgz31ZGvmFKuTM5LUCTaRBckhlRZDyYvTSG%20kqbU8hoLyHlrzywq5hUh97dw9oy7E4zblxpDheiKtkViIY64rTbVJKHnChCXOovxVnnh7h0JfePc%20/bd4tUyNFu6Su5S2JjaHGnwIyY0TpltfkpuWsbU7ARxOWFuFQjfMHuftK92Fh6KWTdUfCNQ22Wn2%203mI7TO19uQtf7pXn9zp4HIEjzxLnBWY8fDApDodkJXrrmMtdaYlkLQ1lzvhmfLCFbn5yHZkS5L6E%20UlCVojhkBNEICfLu/EcRYjfW299kfDdvPruLEVm1x47dub+KJAlOtLS+qRCoA0W3NquqofVhpjoP%20W3uiG21bmX+4YX5/FFuN9uRloAkMsuuqfb+IPlfISpNUZk+ODcFCn7KuttgyJ5jXWJbzIuseeomS%20hvfbd697RNczoS1WvhhpkWqCd39xWJ/s64tQLhHVbn4kJq1WlLg6jMhp9SnVGOCS2duqiM64dSDm%20IxM+WzRbZ+AtDyEKtLfVcUveUSUf15a6OAVbpn/ROAj5ixjH5mR7y7x/NG4lkYYQ3bLK641Cdbec%20cDre7alRC6pHlSNBpgqCnVn0z8z8olt8Frp/vRzxzvvIr8t/T8zyi59p2a5S1SnxIZeeQG5QjPux%20xIaGiH0tqSHEitPNwyxyhNopRutKhJbiqtzSURUj4RoJCWQMkJSKU1JAHDGrGUL0dryZVbknXoS2%20nm3UbkGtBmM8vDGdyOPK26M6RmmOfsxWzJB9B68ABr9Of68AB9/qrgAPs/WcAAPVgATh6dftwNMB%20c61Hqw60ChGmMtqaW9UpKUlZIqa7QTzGL/F5rjk80Q8ur8SCF3+LYbZ3JOkRnIN0caSmC2gpcQHx%20+7Ul2vnVXVO3Lnh3bCl9p32pRLelFfTn4Yz2mc6gPT9NMJgHL6csAAPry9ufpwAB/TrX76YADKvo%20P6NdcAByplw5cAMAwBSTlrWn3/ZgVRMyU0KVNfJUAEuEbtQCTT8I1y+rH0vhpKzHLp/v5niOVL/5%20ZZ9RgoKQQTRSdU6UzoQa0z9GLVThVnlXeUVS+57gUED94KpNajICivRjxPuP/wC6R73211sxN72/%202XZX+wGHnrUy+5Mtt0lyrwsLLzMmKtIYQhwENpGg2FOdcZ9DTUciBYe2IznYV3RdO2vhp8a3yZcS%205vtOpU4tpxO5XxJXsb6Y8oZ6fm54fiCjkd9vdi9tXLsy1XkNXNUgRp8q4sxi28uQqG+hlDMZBQQh%20RLm7iaA4dWOKVC1s/Zlntl2vkMWwdwvw5VoYYjzG1KW3HuCgX1rbZKaONpVtUrQEYdQXwDtTs3t5%206691tPxVOGJMagWMPxnZjaUSX1NJkllpbfUSnaPPu2jjgTDI8vuKEwbtKtrqgt2G84wp1BBQpTai%20jckg6GmWAg9Tila1FcwRx0pTXxwVGLnTPSoyA0rTLjgoAVzqTTgDXPUYAL3sWxxL53bbbTNLgiSH%20CH+mQlZShBUUg50J20rhjRqkdk9tT+6u1mYzL0O2X2I5LlQQ8t1bZYU4FJQ8sbqL6eXjWmFUdEXU%20L5edjPQrVdnYEj4a9OwYrVuTKcHwypTrqHHS5Tc5k2Nu7xrgJUMzZPlpDuVsbnSL58Ep9dwLbAiq%20fARbRucUpxC0ap0yNTlpgEohfu1uzbD2/NYfnCZ3I4mPJtLn9YZK4shCXElTIStmoSVChcrgYnof%20ViuJ+z2HPHnvA9DQDx5GtfrwJg9Cov3bUS6p6yVGPcG/MxLbBCgQBTSlc8afE9wdtpSziUOTwlPN%20fcV1v7kmQJQtvcCQ1IH8CbkEOoBOpy1PHFrkcONyO6H4Faxy5W3tufiaihz2ivDLT01GWmMWcWnm%20a8ZqWaAEGlOWXp9GfLEaDAeHjThSuXDPCYwArwy9HoGAABrqanlx1PrwAHE6VFf06Z4ADLjnTX0D%20Xj4YACprnWvj6R4jAAyYcJSnCqO2VupKXVbE7lAmhCjTPXHSF2UXU5ztRazRmZdmuVgecuFjUXoK%20yVy7ao5baZlHPjp9eNy3yIciKU8pGTcsTsvdD7exd2W/QLwwXY69rqAOuwqgWg5ino8RjO5XClbz%20S+kvcflq4ixBr6Tw+nLFHQtgTrnT6tc/DnhMEGfo1+/lgoMKV14+vw8cABqPoafbywAGVOGmnhkT%20zwwIF0sNmuikfmUb4gtBQR51opu1yQpNcCZznaUs2Qj2N2gRQwKhVf8AKyKGta/j/wAI4e54p/Hw%20Ienh2xih5d8/bDZ7bbLK7AjJYW/JfDhClrqNoX+JRA8yicsXeG6Y8KFe7aUNDy/tmxNXi4PMvShD%20jRYz0yW/s6ikMx0lSilsFO5XIbhi90K9CfO7SgwO5BbJt1Q1AMZExq4FlRUtt1rqNpSzX+Iqu0J3%20evABJd+W8tzuSTZIM6OtcWImcp2WRGUUFoOKbUglVHEg0UK0GCiHUq7v2P3BaYKZkyMhLJU22tLb%20zbjjS3EhbaXkJUVN706bsG1BuZYd0/L5Fktbs1u4/GOxH2os9jpFsNuPMh5IbVuV1E0NK0GI7B7j%20i/diRbb21Gvsa6fFsyHksBCmS0FqLe9SmVFSt6UHyqJSnwwbA3GU6Rpkc9OXpwto9xcWHtC43mFc%20JzS0MQrakKkPuhxQKl12NoS0hxSlqocqenBtYVJErsa4R+2f5gEuK9HSlkvR21OF1HXrsTUoDalZ%20eZKFkp4jBtCpYQvlbeJ7DTkO4QH3FFj4llLjhVHEhCnEqdOzZkhBKgkkjBtDcOMfKe6vlpbd0gfB%20SksfATyt3oyFylKS0hsBsrBJQa7kgDXElAVSHYvl/dbsZbYfjwjGkpgVlKUOpKcKkoaRsSvM7dTQ%20aYFEjJjd1+Xl5tlmduUh6PvjNtPS4CSvrstPqKG1rBQEZqToFEjjhlaSZHa+XvfTrTbzNhmuNOpC%20m1JaNClQ3JOvFOYwgUGJfOzrlZLZabjMW2UXYFbLAS6HEBNK7wtCU8aeWueGKh9VfM+vwVupqFr8%20PwjHO99pDlafM8/9Hqp9WKpnB40HL1YlF0eQNVREehqC+rF8q8qoBAGVDlX0D041ePzIzW2ZxcHH%20Q7jy0O1SobXBSqTxOmWuOHK4e3OOaxj8ycZ1JH24z8ydQ9Omnt9OAA519fDx/TgAD465/YcABgAO%20efrwUCoZfowAGhrx/VgArE9uWhL3USyoUUpbbe9ZbbcVqpDROxKs65DFmzyHBpjk21ToO73YZ2r8%207BqEUoCOIrkNcaMoQ5CqspYx+pXq45ExK0qFQapIqDnnUYyrtmUHmjsnU6xxqMK4YB9DgAPuwAFa%20Z8sAADSlTXw488sCCRhrlImi4yUlLfkcWkbtxPveUE7hj3nD5E1ajTSiPJ8jyvMeXUY+MmVOTQTm%20UpoqgrrkpXLFj1E/A4Utdn+J513Cp03uWXNu8r8wTUAZDIAmozypzx5fmNu4282e39vorSyoSYds%207vXYXp0Nif8AkCVEyXmlOCLubpuKgDtO00qaZZV4Yq9C9TI7Rb++ZVjfuSWrk9Y1KLkuQVuqjqUD%205nHBuIXRdAVEa8cDQNFSibcIzTRamSYrKFqXHU086ygLHlWpspUEhXmAUU4TQqMfsVm7zukyQ72+%20qdKlKSVy3Yi3OqUrNKrWggqCuVc8FBRixyy2Pv8AuEl4WL8ykPQkBl4xnHgtpvdk0rapO0bq0RXX%20hXCDa3j5f0ULsCUhxSHE+cGjgVUKCvxBVaGta4KkWh6OJSSA4Bt5nUccsOo0PU5E5Z5jgeGnhiRI%20UClMzQZU+meEFQhm6R57EuDKdZmtOJXGXH3BaXBknZtNa+jXA2GZfSe7e+Fzm1yZ8xNwSppTO9G1%204KaqWtidgIpuVQJFDXjgzHmSW+8vmQ1cJEhufckTlNpTKIaO9LbdSirfTokJ3EpISKZ54Noypj9y%20X6Oy1HZnvMtMB9LTYUPKJY2P01/ipyVgEqjc6VeLiBMmKflJZbQwJKkqUlCGwENtlYTtG0UGeeEJ%201Pto8TmaVz+rhjz56QONaVI4eOBAKBnUZ+Pr9GCoES4WyFcopjy2g4hWQNKlJPFJpUHFvjcqVp5a%20Fa/x1cWZmUyLr2q4G5RXOsZNG5FP3jOeW4cNQM8jwpjWdu3yY1WUjMjKfHdHnA1USXGlx0PxnEvM%20uCqFp0JA0I4EU0xi37ErbzNa1eU1VZj3Cg5cuGmnq0xwp3OwcfEc+eWAA4U5cDwFPEYYBzHpP1+P%20owgDlnlwPqp4fVgAMs+A5Zcj6sAC58vHjStfVgqAgOYplz8PbhptaEXmUF67YL74udqX8HdGzuK0%205JXkDtWDTX9uNfjc/LZczRm8jhuu6DowsvcxffNtujZhXRGSknytufhq2foOWDlcDLdB1Q+Py/8A%20meTL/IZkkHSlKUJ1xktPQ0VKqyA7jUGn7eHGmIkgPP2ZGvPlgAMvCnAeGQy/ZgAM9DrxwAQblfbR%20bFNonyUx1vAqbCgo1oUgnIHieOFUMyCe9+0wQPzNsFeSapcFTTT3eR+3BuQUfZnlnz67hsl1tNlF%20umIkFEh1a9lRRK2k7T5gK1xe4bzKnJPM+1r8iyXJyS9F+NiyI70STG39MrZfTtWAqigDx0xoopl7%20/PtlV3OxfZFiLxi9NuJF66diGY8fpMgktK86VefdpXhgAg23uyDbe5H7wzElSG5TD7MluTJQuQtU%20hBSpYeDSE5VyBRgAldzd/s3i1SYce2CFJnuxnrjK6vU3mI302w2nanbX3lbic9MIB6+/MSDeYKoj%209oUgSXUSLg6HxV15qP0G1Jq15QCN5rUnnh16ioQr73nbp1jctdus6LWJT7Mmepte5C3WG+mktoCE%20ba1qqpVnxwDMrnUGgrn7MFQZs+we9onb8WRFlrmsJXMjzkPQFIClmMT+4dC1I/drBzpgqgOrt3f2%20+9YLrDt8eW2/eFtOLgvdIw4riHS6t1jardVeQ90ZYAJtp727XtUWwsw0zktWzeufEDLKEyH5CC26%2071g7mW0LPTq36SMAiXA+Y3acWHbrUY89VstAhORJGxnrvORFrWUut79iEq6moJphjoQ7J3z21Eef%20VMbmqD9xYvFWkNH+stKUpbNFOD92QrJda/4OIhQ57j+YVqutknpRHebu90jRYchKgj4ZsRnVOb21%20buoor3AUIywwSH/7SrR10ufDyggOWde3yZptqaOggL/Eo1R9eBBQxF8uci6XOQ8p99yK5Jcejx3V%20rWG0uLJACSVJSaKz2jAQcT6x+Z3+pW3jVa/+CMcr/wBpV5enzMBxr6PsGKhnBp9n0rgoMMwafsxI%20VBmRGD1CCW3U12rGXmoNfZi/xeXtyf2nKcKjTMh1tXSkJ2qyoumWemnoxY5HFjNboY/EUblMmSwQ%20RUcRUeIxkyi08zsnUKcPV9foxEA+n0zwhhxGGIMIYa/T2YYhMv1+rAmMU8RwH00wCCuRBFU6EHMH%2004nbk46EXEhrjuxipyN5myfM2daDMjxH1417d+F5bZ6nLa46D7Mht4FSa5HOopnp6OOKHI4jt6aH%20SM0/iOgjL6ffioTD9v3+HPAMPu+n3YBB9DgQADnyJI9euBA9DCz9n5lKKqAJdUaA5nzcD5qE8ce2%204zpbj8Mdn+Hx6HjuSn5kviyOdoTmPe0IIpQZZgfT2477l8tP0+Ff5OJ593ICL7MG0gbxQUFabBkr%20IVI5487y39b/ALxj4M9z7aqWY/A21i7y7bi9oRGJMtaLjBt1yt3wHRcUHjNWFNuBxI6YSAo7grzZ%20ZVxWNJNEOLc7Bb+0pkGL3GmTdnkOwm0vx5gaagbgsojJ6W1K5Ch5iqm3TjgF0LXtzvyztdoWu0zL%20sIlwgR57ENx2IqUiI684lUd5I2KCh0kqR5aqTX14KjUgb7x7LfvN8SJi7XBmTLVPjzERlgPKt5Cp%20H7pobkF5QKkgppzphBUjWLuTtqP3dNv7t5DDUmam4iE7Cdfb29ValIO0HbIQlX7txPlBOHUVUYC6%20yGZN0myWQvpPyHHWuoqrhStW5O9XFXA4ZFkY1odCDw8MIBCB/R0OWntGAA8tSBTcPMOOdAPswwNF%208u7lbLb3taZ9xcS1EYe/evLFUNkJO1R1ptVQ14YBrI3gvllb7s7TuM69w5j1ojGPc7iHy/V11Tym%20lpWaqWloKG9Q93nhUJVReW/vCxNM2yKvuaIi7wXLe7drn8QdsqOw48p1lL/+WKUuCqOOmAk5Iyfb%20l07CYs8YTYlpkS3DdnpKpjRW8FNo3wEVrVIcXkB+LTCEpIg93d6W9m1SO3LFFhptV0ZiSZrkMvIS%20iUUILrSWwoN7QtNFJKdcOpFs+qFUNfHjpyOPPHogJy+np+meBAFM9Pb6vvwAApkOXt1rpgYMZmLb%20TGVvQlxChsKF0KSlQ0I44nG7KDqtSry2lF1VTIm3T7S8ufYfMwfNKtqiSFDWrdPoPHG1a5sOQqXF%209RiwcoyrHQ0Vkv8Ab7vHLsY7HEfxmFAb2yOY5ZZEYo8vhytvLQ1+NzFcXiWXOumhHs19nHFCtC4A%20oPtr661wDAZeBHP1nDAM8jSn6vpzwgAaZaj0154ADL1058h6zgAPr9GXH14ADI6Co8Puzy9uBMTK%2069WG33dnpyU0eTk0+kedB4FJ1p4aYv8AE5s7WWsSnyOJG58Ski3q52F5EG+JLsQkJYuaK7acAsen%20nnjQu8a3yI7oZMpW787MlGf2mqQ42ttK0KCm1jyKTmkg6bddRjDnalB0aNaFxSVUdaV4c/GpPr9G%20IZnQM65HPlzOGwDSnDlXLx44QFfdVKCmthIyI/RinyZNULHHWpAStwe6s55+nSlfVirvl3LCiux5%20h8+nFKtVmClE1kvHM1P8MeONj2ttt1M7nqiR532TbLfPuUxc6MqYzBt8qcmIFrbDq47ZUhCiiiwK%2060IONxGSyffrZYLV3nEa/Llu2qSxDkLt4eW2ULltJWUB0ha6BSq0OfjgYMmR+0O3ZXzA7hsrypEW%20BATKchpjbXCAwnckKW6cxl+vjgoDIvc3y/Ys9rlSmbi48/bnorFwS6yGm6y2+olTLm5XUCeNQOeA%20Cz787TsVusk123QVRpFrmR4okdR1wyEPRQ6pakrKkghWfkypgChXd0we2Y/bMN5i2qtl2lOIXDYW%208tx9yGG6OPyG1EpRuWKo2gZcMAGM109eBABFag5g8MCACoDU0yr6hgA9Os/yhQ9ZbZLuZmMzJchK%20pTTaKNtQlsOPIO9SadRfS1rQVFc8AkEH5fdoSYVuu6lz0268/BNxIoca6zK5i1oK3HCjatKenUJA%20GAZWdtdj2WS7NRdnZDnSuzVnj/CLQ3RTpWOsvele7bt9wUrzwUEO9xfL6y2qzXAtvyF3e1xo0uQ6%20ooMd1Ml1TexCAkLSU0FCVc8sIBpr5TSVpb33yC0+4IgUypuRuSueKsIqEEEk1BocsMZV91WLt21Q%20LYiBNEm8KWtu7sJeS6GXGzTbsCEqRU+KsL4AfTPzP/1O28POv/gj0Y53tEUuX9vzPP8Aw08PVTFU%20zgwIGA05fswhhlp+jEsxDbzDbyNqxUfhJGYr6M+GLFjku26ohKCkqEYrdhnavzskeXaOIpma/ZjS%20lbhyFWP3HLc4uhLQtC07kHcivvfQYybtlwlRneqego/b6f1Y5NkqC5fdg0EFPp7PDxwDDWnEfccA%20g+n019OAA9VPAYEAcfR9PuwDD1cjX0UxKMqCZGfiFaus1RD6c8gBuPDjjS4/MVNs9DjKFM0DMkmr%20Tw6TyTtpU5k1oOOXjhcjhqm6GcR27nSRJ1+3LSmemM1po6hTwy4YSYw9GAQo1FDlgQPM8wu7KPzW%20b5SKvu0zBAUCo7RnqfLl6uGN2w1tXh8f07/DWmqozz9661Nprr4/iRDGa2kU95JAXup+GpNAcss6%20+yv4ukHXp2/h5quXXT/3Za8o3n2WPj+H6+GPvKEJuslKUbQVVpxzAr6KVp6eWmKUnjGPieq4TrbR%20qLX8vGp3bDN0VcVtXKVEmToUEMgtKagkJWHHt9UqVnSiSMsRoXtuRVxe3LdJ7Nn39u5qM63vMIft%203RKUhElakoV1lkBR8tSEj7cAEqH8t73LskC6xZcBUea288pC5CWjGaikJWqQpY2p8x266kDDDbUk%202r5dLEq5MdxTF2z8ukQ4RMZtMve9cFbWFDzNpLZGZINeVcIFEasXY9undxzbBcbo4xcI0z4GK3Fj%20/EqdUFFK31VUgIabSmqzWoBwwoZedHRGmvxkupfbYdU2h9JycCVlO4U4K1wEaZjGmZI0zVxyrhBq%20GVK1JA1pxz8BhgLnnw/wuGEBYdv2SbfbzEs8NSESpatiXHDRtAAqpS+NABwwAkXTny9uZvtptMSb%20Hlt3povw7ggOIYLaVKStS0rAcTs2GopgyJOJZx/lHcH1supvMFNumGOi3TlIf2SHZSlobaSnZuSq%20rfmKhQa4KD2lBbew+9LnF+Lt1nflxd62w+3s2qLJAXt3KTXbx5ejAR2kyR8t+4oXblwvdxAhfl7q%20GHYTjbilkuAbSl1AUzQhQOasDSBrI+vjqQeGv1nnjzx6MSp1+ulPpXAAcc8qc6eOfDAAcPRoMv24%20HUDl5pDqC0utNctQc9K4TVUcrltTVGMRYCGXOoFlStE6ADnhQe11K1viRiypvXaxkP8A5laXfgrm%20nzBwGiHCP6Y+g8MbXG57a2zzRx5HDz3Q1KK3d69zqsae4pzERq1JUUKiDemUpsOdIupUat6iuymn%20HC5HDT+0la5L0lqbz3T9efM+r1YypRpkaCDMGgy4fVQfSmIkgy1HhXwGf3eODGMf0BSo9GXOns9G%20AAqNeHHj6vrwAFOfo4HmNaYAA0IodT4/cdMMQUqdc+BBrrnTCdRjUqLHlsqYktpeaX7yFgEaePH6%208d7N+Vt1Rxu2VNUZlXId27WcU9A3zbKqpejH32wPxpOemNpXLfIjR5SMmUJ8d1X2mktl1gXSKJEN%20xK0KFFJGSknSi050xlcniTtujNLj8mNxVRKqDXgBqMuZxULQumeh9mnDCAyPfncM+0PQ0xojUkOo%20cLhdcWgpCSAPdSsfi1OK19RdKlixXOmMf30o8oe/7ySP+zYdCc1GQ9oTr/Bzok1OK7jDs/y/k77Z%204x8H8OzyMP8ANLuWfdYFsRLiMRktPOLT0HFuEktgKCgpDdKE641fbVFN0qZnuDlFKv8AHhjsYm0u%203hq4suWZT6bkKiOYoUXakEHaEeY5ajG0mZiY9dLp3C5IdYusmUqR1+u+1KUvqB9IA6ikr8wUAABy%20wANNXu7tXFV0anvN3Fe5Tk1KyHVdQFKipevmGuCgqku7ze7nrfEau7s5dupuhJlB3okAUBbKxtVQ%20aUwB0O5d97ybYhCZNntMobV+X9ZTiUhtSemrpFWRG07aiuEOoxP7n7kuMQQ7hc5EuInZsYdWVJHT%20FEZH+jwwAVhppzwwDI1HqPDAIK1oRmDxwDLe3d3dy21hDEK4OtNIfRKQkneA6hJQD5q5bVEbdPDA%20BOR8yO8G5SpCZraVLS2hDYjsdJvpEqbLTezY2pBUSkpAIzwAMwe/O57epaosptsObC4CwwoFbRJQ%208dyCOonerz+944AGZfePcc20C0SJnUggIQobEBxaW1FSErdCQ4sJUo0BVgfiI7/nbubdvMwA7oqh%20+7a1g1Eb8P4K+vjgGVD8h6VLXIeVvffdLrqqDNS1blGgFMyeXqwMD66+Z1PgrbTTev8A4I9GOV7Q%20pcv7fmYDh9nsOKpnAcstB7OeAYZej6HAIPpT9mAYUp6svs44KoQZUIIqkihHDQ46W7ji8hSVSGuM%20uOrqxxVvRbfEcNTXnjVt3oXVtnqcaOLyIzV9K46JvwEpNqU4GfzNSAGd5UECue/bu/FSmKF7j7W6%20FqMMi1+lcVWyKCuY9uABOHM/qwCFP1Z148fXgAMABl6vocAAR+3X6aYPEAz/AF+nD00Cg1IjtPpA%20WPMckLGoOvrxb4/MlDLpj8CErdRgPusLDcgVRqHBQcdaD9uLtzjwvR3Q1OcZOOTJiSDmNOJHtxlX%20Lbg6M71Epl9OWIVqAo94GtBXMAZ4XQHp4nll4nNN3ackpUT13fdSaZKpT+jtpTnWnHTGrbvLak88%20bdf81o9DAvcesnn1xj9NSGLi2VAbHFHNJUEU3bzmKA51odT+Lhjo+TFp1xp1fyayom2zmuPnrjHx%2006mTurgcuL7ia03DIppUhIGmZxzlKrPVcONLaLu3/MG8wLELK0zFU2hp6PHmLbV8Q0zJILzSFBYT%20RfiCczSmOZcrkV47hlIg3W3xo7EWFdnGFusNJXRsRlFSEtblqUE1Ua7irDqRLG1fMG522zNWb4OF%20LgNokMrblIWoOszFpccac2LQCOo2lSaUII1pgJKWQ+z8y703c505+LBlpuC4y1xH2lFhtULKMW0p%20WhQ6YAABUfHCzEmziH8wp8Ry4vflcB+VdUFufIcEhLrm9RWs723kKSV1822laUww3GXfWhbri22U%20MoUrcllBOxOeSU7itVE6CuGKpwaDMjUg0PPh92ABdFa550GXCn6MIBABlwOtNDX1HDChZ9sX56wX%206Fd2GUvORF9Qx1nalaVAhSSRpuFfMMJjqaUfMiOzdLTOi2cMiyoSxBZVJU4OirqGQlaumglTvUyW%20KbaaYQ91CdH+brUcRYv5Eldst6ozltiGUvc29FWtaVuOhCS4FFw7k0HhzwD3lRbvmHIhW+NEEFDi%20o6bmOr1Sncq6N7FKoEmnT1Gfm0yGGJTZVdyd0SL3KZd2qitsxI8T4ZDqlIWIyAgLKfKDupXMZczg%206CbZ9nmgJFKkeHjXHnkejE45a1pXP9XIYOgBWmeg5fX4DTAAZ18R92f6sABnTLMfaD7RgEFK8AQf%20Xqfs9WBjBNajnzzPLxw6ioZe5/Lqw3EqKnJLDSnOuiKh9QjJdqVdXo6ZKNaaYvcfluDo8ypf4ylo%20NxL5crG8i339JXGOTFxSDQig8rnHwrjQvcWF5brbzKNu/Oy1Gehq0rStIUhYUk0opJyI1qOemMSd%20twdGjXhNSWTFJqCf1004/rxDqTBXHjry8fThIAPt/Vkfs54AD8X2V9Pq54OgAPoM+R9eAAqfT9uv%20rGAA5D2cuFPrwAHClctM68Tx1xOEmnVEZRqqGaunbEmPJVde31fDzMy7EpRt4GpoAOOuX2Y2OPzI%203I7Lv4mVf4covdBkyx9zxrkpcZ5JjXNqvWiKqK0I8yTx9GK/K4Dit0c0duNzN2UspFzoMs+RpXx4%20HGa/E0DAfNEJVItqRRXkeASCK1KkBNActeHLFW+9C3x2lWuMeJiFlWZKid9VVKqblJqSolQFc60F%20a+vFZYxj8C0pU+X9umtcvp/XXTLfMJBMaGTUpL7xSs7iCCKVzCK7tuoFefhq+2LPGMdTK9ySolSm%20NPljsVvYc6FCu8sSJabf8XAlxI85W8JZeebAbWSgFSc8tycbVDH20zNVG7vsrHzAVJVPYdhm0JgO%20XJ9ouNuSURA2VgrQtYCnMt22p44dQboRO87l2U/2+83bVQHHi5FNpaiRy1JZShv+tfEubUbwtelS%20rwpgqh7iw7yv3b95s0qJGvTCvzGRFfiRnS8ExG40TprS4NhCFKV5UhH1YBmV7kv6Lp2x20w7MVLn%20w0S0SgsqUptKnQWU7iKU2JyocAGYoOAGtfbgAU14DAAGvDAgA1plrhAFR7NcAHpHyomsx4UtLUuP%20FmfHwnJSpDjTRXASVddIU4U7k6bkjM8sMC07JXEgSbh8JLhwzJu0eWtTj7Kd9pUpe5PmUfLnm2PN%20plgA57vudme7NnpiyYyrQ5Fhps0JC21OIlIeWX1dEEuIVtPmURmCNcAHLML5bNpaZXbbe6EqtSFP%20rlO1Imo/ra1UdpVvwHl44AMn3n3OzcWYNhjxelDsbzrMd9L3WDyd+xKgNuVUpGhI9OAD6U+Z3+pW%207j516f4oxyvaIpcv7fmef8sVTODT1YADTw8fofDAAcafV7B9+AAypz+nPAAH2/SuBIYAkH6j9WGn%20QCoXbbybMmwJnN/kTbiVpYDW18oSvqdEu7tuzd/g+jli/ZvrSWMYZKVx0y1JzMsrOx0bHjqKa1pT%200VrjpyeHlujmivG9ueepJ48h92MzazqH1H6szhZjD0erAIMAB44AADTAAYAAcuf6aYNGM5WlC0FD%20g3IJrQ5aeOWO9m7KDqmQlGpEU09FJU1RxomuyuY501xqRnC+tr+7GP01OOcdCU0+26gqQa5Zg8OP%2034zL/FlbZ2jOo4BmMjTlivqTPIr2Ab1Pzp/WHcz/AI5PDicdFp3xhGFe+9/EhEpIyBrlnXwz4cTh%205vGMfM5mduRrcXqU9/UVPDPMipz1xbg6rGP37np+J9iPT+3bLa3vlyw+5AjrhO226OXO5KaQp1qY%200sCMOuRvQf6KArOvHEi6lkcWXsXtW69l2u6t2aS/PESQ87GhSFB2Y8w+lvp1KClBSFle1Ka09uHU%20aQ1Zu17dbe6+6rdaWEXadb4bK7TFkoalkLW60XkqQoKbWtlKlIKvSaYBJEmDZ7VD+at2tybREesk%201M1MVx5rqNoXHYK3UxyVdNOx00PLgRhVBo8k8u48zl6gTTAQaF8wpnwzy44AqID6fNoKaZej7cAU%20DOhGqudCBz+/DACOJFcsz4jw9eEI0Py+s8K8952q2T0lyI+7++bSSjqBKSsN7h5huKaYCS1Ne32b%202/O7u7RQbZ8FFu0Vb9wtjSnUpC2lOJSkKcUp1PUDQyKs6Gh5FSbWMY+Be2/sftGRDtVy/IGlPXhy%203R5FrSuTsjJkuPIW82AvqArS0naVkpFMFR7TK9v/AC57euNqZnzrpNjOyVXFbbcdhtxCGbYAtdSp%20STuWnIZZH6yokkN9xWbsXt+wSrYFOS79JbizbVIfZcSpEd9CXNqlNOdFKqEihSfswMTVD6mcfZbU%20QtQTSlR9mWPOuRtT5EI9SKm6tVFUEAcfAYW4revjXQfTLjFO7qADkT5s/rwbjuuXbfUcSsLFUndS%20laGutOVMSTR2jcT0OtSOJ19P0ywEwJy9Vfq8f04BVDKuutfHPL7MABnX1+qun34ASGZcOJMjqjyW%20kvMrGaFZ1NNeNCOeLFi/K26pnG7YjNNPQyq2bp2q4pcYrn2IqJcjkVdZrlVJ5eP7cbMZW+THtMy3%20Gdh5ZwNPbbjEuMZMmI4Hmj+IZEKGoUMiDTGRyeLO06NGlY5CnoSeFDxyI+rjit8CwGv305/bphDD%20hwzHOg09mmGAcac8x7RT6UwgDQejTXll9KYADRR4c/bXwwdAAVpSmfIcOHqwAH/BoacqezDSFQou%206bJDlwX53mZnw2lvMyUEpX+6QVJSTl71NeGNThcuVdrVUZ/K4sZZ6UPO4fcneUPtLt3veR3Q1ckX%202VHiu9tlloIS3JXtUllxP77rMjNVctcPlWouLpkHHlKqRv5fb1ovPnubKpC2SpLSg683Tf5j/DWn%20VSRin7TCM1Kueh090uyttUyyIw7A7OGQt6iNKfESK0NOPVp+PGx6aHZGP6yfd4/081+ePbditNps%2071tjllx2S6hxZddcUUBpJAo4tQHp1wnZjHRLFTva5Dnq8ZHkYQpZolG8jUAVIB9APLEGd6mm7l7A%20kWe1LmGc1Keiux2bhFQ2tJYXKZ6zdFqyc8uRoNcIhJVGr92H+VWGHeWrm3NYlvCOnay4ykrU3vUW%20nHcnUJ91SxQVwUI7aD0z5Yd6w3ls/BIk9NCXOpHkMuJVvb62xvzBS1pRntQD7MMksjrtvsJ++WtM%20xM9uK9IdfYgRltrWXnIzXVcBUnJvLIbuOESqZQcKeuuGAoFBTAMKcsuOABKildK+rAAopoOGWAC8%207b7MuncCHHIi47TbbrUfqynOmFvvVDTSCEqqpVPRgAcsfYV4vC5KGfh43wshMJRlOdILlLJCWUUS%20qqzt40HjgYHVx7Bv1utDl0kFgBlDTsmIFn4ppp5ZQ2463toAqnA4AIjfZndrraXW7HOcadFW3ExX%20SlSabsjtzrXAB1du1blZ7dbLjLUyWrn5mGUqUXUhNN29C0ilPCueEwR9T/M7KHbfBa/+CMc72iKX%20L+35nn4+wfd6uWKpnhxpgEHjgAOfHwwAB8fbgAPp9PrwAGDIYZ6ceGHWmghp+O08BXyq/C4NRy5Y%20u8flyh8CEoVGG5DsdQbfHly2uGtNByrXFu7xYXY7oanOM2tSWCCAa1BoRxyIGMi5BxyZ2TqL6fpz%20xGgwr+3h44AD7eP68ABTUekZ+sYAAcKfSueAAoaHXTLXw/TgGFdSOPH04ADLMka+9QnE4yaE88iF%20Ma+HadltL6aWkKccTQbdqE7lEAVr7ulMaljlqa2zOSt55FaLt3TGs1r7nudnZjdrXl1puHMRIK5L%20aZP8Bx9kpCQhzwNc88U7lpdC95D2+JiL5CdN7nbpASDKcyDYVQbyABmK0FdDii7yWP5/gxrtqLdc%20Y/Qg/AuFPmlDIFIBRoaE5Z8Ca/SuDzfDGPz6HNWYVxjTGhmLsgouUhJO5SVglRTtqVAE5es40bTr%20E3eOvpH7JYrze5DkW1sF9aGy8+guIaQhCTTctbiktpzNMzjpQspEmH2l3RIuku1MxFibbT/Xm3HG%202UNEEI8y3FobSSVDjnww9oUIb9nvcaZNiORHky7bU3BCUqWWQkgLLhSKAVOpPLCCgzDhT5suPDis%20uuypCw3GZSFBS1L0CNNTxwAkyVfe3L5YpDca6xvhnXk9RlQW24laASkqSttS0KooUIBywBShWZVy%20oFZVJ5VphkVoL5vr+r78IYhBpQ+sjLTAIU+8QDnlWtaa4Y2PQ/jDMY+C6gmdQfDdKvV6n4S3tz3a%20UphUAuJ8nv1N1TBnu3RN3eU0URn1viQtxFeiQk+clJJ20HowUG1mTEj5pm6TNib2q59JPx1PiuuW%20SCU9X8W3luywUGzPJvNxYQlpE15pDYcCGw6pKUB6iXgADRO8ZK/pccFBZjzka/3CEq7ONSpUCKEM%20LnqC3WUJHlQ2XTUIpoE1wUBpn1xQAZ+j1Y8tU4thT6ZjCFQM9a+nDbJJskQpBYcKtpKTkqnPXEk2%20W+NdcHX/AJJX5q1u9w7efGmtaYnvLi9wVdMiaFJUAoZhWdQeFNfZiS0L6dULqNdQOPGuX14dR1D8%20PgB+rnh9RhkTQnKv35aHCEwrUUIyp6a5a0xOEnHNPMjKCaozL3LtqXBkqunbyum8f48HRt0ckjTP%20PG3Y5kbkdtzGMdDLvcSVv6reRY2HuSJdUlrNia1/HiqNFDzUJGm4Z4p8zguH1LNHfi8xSyllItjT%20aeNOPo0pjO6mgdGtfaPafThIBNDy+n6fD7cGMY/QA0p7BwHjgANPV9X6ssABTwqPGuCoBqcs/r40%20z044ag5akWzJXae/fZqrRbllEBghVzmA+UhJr00q+mfhjct248eG+WpkXZO/PZHQhW/sTs6FeE3S%203WZhi5KJCJSUnf5sioVO3cRqoCuPNcjmTuyfY37PHhbj447l1du4rB26mMxdZRjvygpxuiHFhQQU%20pJq2lVNu8cc8bns1h+W6IwPeLy3JsrD8zex0pFbllTcasP0oAOOyg105V8MbfprnbGMamIr8H1xj%20+Ox5x87O7e3b5bLSzapgkPMSHVup2OJCUKQEjNaUVqqoxxvWpRWaxmXuJNSeR5fDuNwgOKegy3ob%20iklK3GHFNEpOoJSRlipQv1NPdvmIq6wVxJloZV8SWl3B9DrqVPuMNFlpW0ZI25KITkTgAgXnu78w%20sQs8a1x7bHcfRJlfDqcWlbyG+mChCyQ0DmSE8cAF4fm3LPwi12eMqTA2qgPl1792+lgMdXbuoqqE%20g7TlUVwaiaKft/5gz7HAEQQmJTzDz8mBKdWtJYclN9JwhCfKvLNO7Q88I5VoZpJBFQajAdU6hpSp%208PThjFzwAFTy9GAANaZa8MIDV9m95QLFFejT4Tstr4uPcGDHWltYei12pXuSuqFbs6Z4YE6zfMCy%20wXX1ybbJeD81q7EIdbTSY0VkpzQf3J3/AON44Aqc335jx7tZZccwXG7rcY8eJNk9QdDpxXFOBTbe%203cFK3DVVMAEn+1RKVhQhvhtK7Wvp9cEbbYkhaKbdHK5ZZcsAGSvd+uN3muLfkSHIhkLdiQ3nVuIZ%20Di6hKEmqRQZZDCA+rfmfT4K3ct6/+CMc7+hS5f2/M8/GdMVTODkPpw54AA+36HAAHAAHAAcc/r9W%20AAHDh9PTgAPqrTLTlzwAGf09eEM5WhC0FBAKdRXmNMsWLN+Vt1RCUU0RChyGqqT1GDoPxcuXPLGq%20tnIX/qOOcSU0826nehVU8a6j0jGVe40oPM7xkmqnf2/oxwGFfp6/TgAKDTlTw8PvwAFfr14Z+3ng%20AMvafvwAFcj9M9cABxrXIU+36sGQyJMX1QYjaQsPJ2uhQqnYsUoRnlQ541OLx1GO+fTQ4ym6lbH7%20WdbZgQZV6nTbFbHUP2+zPKQY7TqCemapAWsIJqhKiaYq3ru5uiLnnScaeGP3MfenUi7TypwVMh4O%201ITU7txqanOgJ8PHGbKL6Yw8Kplzg3LGuOpE6jQXtKmyoGhooA6lI8qTTJWXKuFs/D8cY1EoPLXH%20yxqqGOvC0G6SSggoUqoII5DTbl68a9pNRzxj4GxYqoZmj7Q7qs8O3XG0XOMiJGuEUR1XOGwXZe9L%20qXE9YKdSlxPlNKUpjoyymWMjuztWZ3lM7lVLmwHX3A5EDcVmShtLRSGy604vY71EAk0psVSlcIN2%20YW75gWuP3T3bcELlxIF+bWGGWqrV1C8hxPWSHE5KSFJJr5QeIw8xqRKvHzGtD3d9ivbUmbNjW2e9%20NXGktIa+HZfDaUxo5SpQUlsINNB4a4dQ3Ga7xvVkmxLRbbM5IkQ7W1IBkSWww4tcp9T5AQFKACAv%20bWueAi2mZk60PHQDI5DCEKKVqAc/uPI6YYCZFOYJFAKEZn/fffgACcjU0Gp9GprXCEaHsC8W+zd6%20Wu4z1luIy8equhUUBSSneEjPy7q5Z4CSZtGO5+2IvcXas128NTGrFGMWVKQ3IUtan1uq6janEBRS%20zuSc6a+WtMIk2i4t3e/aDES0Wxd+Q09ZnbfIkXNLUjZJRFddW403RHVJQHBTeAnPhrgHVFB2x3j2%20rbrLFjvNwlSSbu9KEiE2+51FpBgbnFIJ/iDKmn4ssFRVRWd5d9NyIjlotCIZtU+PEduC2o3QWZiG%200h7aU9JITvT7uzbhicux9G/T2Y8qVkzpsthxG8VSDmOYB09mGjpBquZbiLCcQlSUDaoVCgT6da46%20qNTahYtyR2tGyOpDCEhW2gT6sNxJztUjkikKVo8qgdw4Go+3HFow5QlHUkqmKMVLHukUBVpUerE1%20IsrkvZt0LOOkIYbSDXyjzcc9cTRrWcoI79X3HEjtUbdktNCq1AnXaM/vwnI4z5EI6sjC6s57kqCB%20pxJHGuIqeZVj7hGuhMSqoBFfNQ+J3ejE0+peWeZTX3tqPclJlsufC3JobmZaARp/THEfXjV4vP2/%20TJViUeTw1J1ToyJau5ZTEoWvuBHw04ZIlK8qHTprkAfEY7crgxmt9vTHY48fmOD2zXzNLWufOmg9%20NTz44x5RpkzVjKqDMZUHKnPUDKuIDDhuGuvP6/Zh+ABxFNfX6MJMYEChJGXHn7achhoT7mLvM6be%20u55vbka8mzNQ4rbzjjRb3uKcqFVWuvlbAG4Aa41eNx1bjumjNv3tz2oa7MeWvtmOmiQOo4FuoFA+%20UL2B7n5wmopjG9y5krkqdEavB40bca0NZbYymwXVJAUvSv2k5a8McLFqizOl6dXQ81+eRAk2ZQOj%20b9Aa095HCutRj2v/ANeVIyPH/wD2CTrE8voiihXOlBWh8OdPpXHptqxjGTPNVZW3+iUNIAp511BF%20CKcCNR7cY/uiW1NGz7S3V1K+Bbnp7ymmXWGVpTuK5LzcdFBwCnSlJV4DPGJQ3z0Lvzt+wQ+25DUC%203NQ5lkfhMOTU7i5L+KjdRSnNxoKKzG3AKhH+YfaUC0WSGm3MRFN2zoM3i4tKcMtT8poOjqtqCW9o%20B8uxVeeEMfnfKS2ImRmIV7cpcChq3pfjVUt8xkyFBwtro2naoUND9+GBQ9idsx5l5TJuKI0yHEal%20vOW5T7fUdVFZUvprZCg8GyU5q2/VhUIyVSZNY7ahd6W2cqzI/KLhbWbmqzp3qZZU80ffKQpzpIPm%20UQN2BEIsrvmPbrbA7pcRa2Ex4EhhiSwhqvSo82FbmdxK+mdRuofAYDqZimHUAz/RhAGeWefHDA0v%20aXZrd+ZckPz0wGkymILJ6ReUqRJKgioCkbUUTmqvqwqjoPdu9hG6OTEzbgm3pjT0WptQaU/vkulQ%20SCEqRtR5M1ewYSYDt5+XT1rs0mY7cEruEFliTNtwbyQ3IWptG17dRSqpzG3EkIaY+V3erzaHG4rJ%203oaWEqlRkqHXFWgUKcCklz8NdcDQDPcvZTthtNnnvyFLeudepFLW3olGqd25wKNcvdB8MJsEfTXz%20O/1O25j315/7kY53tEUuX9vzMAM6er6fXiqZwfT204evAAfT2/twAH38fpXAAcjx1yp9uEMOXpp7%20SMMQcv1+j78AB9v0/RgAONfH6aYAAg09Xo0GDQdAOhHDPEoyaYmiI9GU2ouMEpFaqbrkAfeoDQfX%20jWscmM1smV3Bp1Q4xKQ7VJG1f4kj2U0GKvJ4bi6rNHVTqP588/2Yop9yaAH2fQ/VgABr6P1/owAJ%20w1+lB+jBWgxeND6PtGARDSL/AHKfJgWKMy/KhttuSC+tSBV4nYhASDVRAJrXF3jWK0byRNRqqYx/%20JxY3mpMBEpKClaytLm6hKVoJStII1AUkitcT5fJcnRZI5eVtZPBIGtOB14Yz3qSIq7ValOF1cGOp%2001JcU0hSicxWpBz8x9uB5kaIT8ms1BS3xNvL4dqmlP6NNMvRlh5DUUjxLvltpvu+6tsNpbaDoCG0%20AISP3aTQAZDM/fi7apRF63oT+1eyhPt829XtuXGscWMZDL0dKAqQrqpbCG1rCk0qfNl6sdDqolpC%20+WMV3vG/2eRPc/K7E111yElll91K9oaRveUGW1KK81HIYZJRKq39gTJlxv8Ab35Ldqm2NovGHKSt%20xbh3htKN7KSgZuJ8+meQpmEJRI167Gu9tmsQWXo90mvOPMKjQFLcW2/HCS4ysKSjzJ6gzTUHngFt%20Lm6/L222/t2Q85Ilo7gg22NdZcdxLQj9OS8WejkOqlaNan2YZJoiK7S7dc7Ek3+DOkLnQvhxKZUW%20S2VvLKVJ6SavNpRwcWdquAwhbexkmWHX32mG83XVpbbHAqUqgr9+GiKNoz8pL5Ivz9lj3CC5cIiS%20ZQPxKEoqsNhIK2Ub6qUM01SNSRgJbSD2x8ur33GmauHIjMfAvfDOB9a/O6QpQCC0lwUISfOSE+OA%20NpLY+U3c76WksyITktxUf4mEl1RdjIl1LS3vKEbVBJNUqPowmPYQXewLwm/Wu0sSI0s3hvqwZzK1%20iMpsE7lKK0pUnZtNfLgI7WWDHykvrqmgifb/AIKR0EwJqlvBiSuQVJbaaJa3b6tmu5IAwxuJRQuz%20e7riwZMCyzJkZLimy+y0paN7SqKAUMjtNK4AUWS3vl/3FG7enXue2IKLe6ll+DJQ63I3roU7RsKM%20wsHNeY4YQOJ9TOtOtL2rFCOFdceWaOdy3KLzOOPM+quFUhUkQ5i4+7y7kqplXQ+zE1Is8flO30JD%20N0JXtdSEpNBuRXLEt5ct8+sqS0JUl1noLK9q6AgaHXLLXBKh3u3IbSloa6+z68czDY4mS+hASFqA%20AyGdMNSZ2jyJpUTOnZT7pG5RIHAZD6sDkE+TJ9Rmtan8R1OmeueFU47gqaVGv6q8MFMwqXiHW0x0%20LUoJQE0qTQZDPlnljtVUPQQuxjGrZHXOeWaR21KNPMqhHhkAcLc1ocJ8qTX0IZm2+Ld46o8+KpKQ%20NyHK0UhX9JB4fZi9xObK2/AU7fmqjRQC5XHtRRZuqviLImobnDVpKRlvGWQA4+nGrO3a5EdyyZVh%20O5ZltecSb278xuz+4p6rfaZ5dl7C402406x1UD3ltF1KQ4lIpUprjHnx5RNSF5SLifebTb3G2501%20mK69/CQ6sJUqtcwFUPrxy8uXYm7ke5MqlVCKKqARTOopz5eODayVSi7ovy7elEKGnqXWUKMt67Em%20oCyM/V440eFx01vnlEocq/T6IZyZRtdrWhyKlu4x2p0hSw48+8neS4aKNCfw1GmMv3D3KVx0jlFF%20/g8CMI7nmy/gwiemENBuOgZBI2pAHBNMhjPt23Jl25cSVEXWgp7QKctNMaCRUPGf7wl3+AmWEbOp%20vZk/i20IW2BU1J48Mek9juuCeMVPO+92lNpPGP2oeR/zWEq8sUqSaKBW5mQFVBIAqmtc6GuN9cyT%206f7h/vlRmA+Iu5Fm3kTG0IQ2UbaLV5gpNCmnAAcNcZvuF/clljHzNX27jqLdGMApUPuOMtM1qZF6%20jurvKYhiCm4SZKGUFEeMAHDt6ZQfLtVuo3lXUDAIiz+5O4Lhb2LdOuDsmDGp0IyyNido2p4VNE5C%20pwMCWnvzvMMKZTeZAbW2GSAR7iE7EgEDcKI8tQa0wAVdrmXKDOZk2tx1icgnoLY8zgKhQ7cjWoPL%20PDFWhYOd4d7C59ZVxlN3LfXcpIDoUUBvbtKa0KPLtpSmEcupBu066zrg9Jurjr1wVQOrfBSvIZAi%20goAOAGGdYoicdPXgGFNQcweGADlagnOmenqxFsaRedrd6zO32XmG4Ueey6+zLbakFaQiTHJLbg6a%20kE03aHI4hUnQmWr5jyrc664i1RH+s+3OV1VP/wCutFREmqVg1VvzT7vhg3MRxcvmLdLlZ3bdJjR0%20vSmmY8y4p6nXdZjq3tpUN3TTmcyBnTElITRJPzHuu9LhhxiUrt7gB6lK2wUb1UffzKvqxKpEzMyS%20qZcn5i20odlPqeWlAy3OK3ECu48aYbA+ufmd/qVuz1WvMf4gxyv6FLl/b8zAZnhiqZwDmOP7cAB6%20OGn3YADT1ftwAB45+nAAfb+3LAAcvtwAH3/ecABwr68AHbjDzSW1uNqQh1JW0pQpuSDSo56YGiTi%201qcGnpp+v9GBCDTP6ZZYaE0MSIiHvOPI6PxVOZ4EnGhx+Zt+mWaOMrZwxLIX0nxsd5nIE1x15HEU%20lvhoOE23Rj6HWnNwbWhzZ7+xQVtzp5qe768Zco0O7VByhNdSOBxESOcqeGHnUBuRIDLZVqs+6BrU%20DU56Yt8XjO4/A5TntILdpkddUxqdJgy30ht9cZQQVt5HYuoOnMaY78q+tI6Yx4k7U2ibDiMxYzcd%20lO1pAoAM9TUmvMnPGbJ7sycnmPeNcxnhC0JTfbneTyEux7BIfjuAKZfbkQkpUkmqVJC5CVUUM8xj%20srTehZXGdMYyO/5X75KhXtmTSuplQNKVr/rHPKmH5Mh+mfhjH8Hz98w2Zcfva8My2jHmNvJS5HcU%20hakKLSClJU2pSDkQfKTizBUR1UaECw9y3GwSJEiEpiktssSWpTSHmnWyQqi21invIB9WJkossmvm%20F3Iic/PUqM9ImdQTC/HbWHw8oLKHkqFFJSUjYKeXCCrGGu9u4m7tcboX21zrq2pqap1tK0qQohXl%20SRRBSpCSmnu0ywBuGO5O7rr3CtoXRUYuMlxwdBhtlTjjwT1HXQgDqOL2Jqo4B1ZMb+YPcSLY1aN8%20RyKwhpna5HaU4uOyrqNsOrpuW0leew4BVZxM75v8u0KtLnwjURxCGnVMRm2XnGWVbm2lupopSEE6%20HBQK5FJFdDEpp/bu6biHCgkp3bFDKqSCmtNRgEpHqMb53NRlsBNqlPtMla0uyZxelpLjqHekh8t5%20MDZtUjPcknPAdN5Q9ofMdnt9M7fbnHPi5nx6PhXxHSKJWPhnapWXI56nuZaYVCKkWUb5xMxX0Tmb%20KBcnfg03BXX/AHLjMAKCEMt7Ks1SqlSojLAkPeQkfMa2RrrZpsO0vJasTfwsJl2SFlTLql9fqKS0%20nzLDgCSKBNOOGLeTYnzctbDEOGbK65arWqLItrXxVHg7FU4urroaotK+oapCU04Ea4VGNyKq1fMZ%20Vut8SH8GpSoyLmkupe6YUq6o6eQSMun9fhrgFuKrufu+deXWemt+LEREjRHYYfWWnDGbCeotA2pO%204prmDTDqJs+wLg0XWFHVaKEnjQZkcMebkjW5drdBlQPaD9fpxxoYdBPt5nAJBr92leWAApwoK8OW%20WHUdQ1B8R+rCEHH6/ZUYAACmXr468cAABUDiMs9eWBgGf054AbFqTlmRwBqeZyGGzotzyRaR1fDQ%20QpY2kVITxzOWuJuW1G5w7TokNMXIqXR4AA5JIJFD+uuOMORV0ZoysUWRA79tH552hdbJ1gyblHUw%200+RklR8yVEDUV18MXY8jy/qKzseZkYydA7y7puHb357AiWKL21vLL8CR1nJLim+inpgIT0WeJQa4%20tP3WGtCvH26TfYeZhT7PcLqt+3u39q6NtoiPqS2vpAI2KZc6hCkIr5tyfZicfdbUtVQ5/wDj7iyT%20Kq+jvSy9lwYsu8LTbEvRY97kxE1kR4KnCH1trCSryoyqK5Y6R5lieSWZH096L8BztNjtdHzBlMdj%20THrt23+XoXOkOPOSkNTi5+7Q286Sqq2xVQrl9WOXuF57NqZ04VqktzPSkMRWEgyDvWf8mnMDOufi%20DjFhZSX1Frkc5RqqjiLonQtbR+HaRUcsWFJLQzl7jnoOpucUgElSaknMaDxpiSmdo86D1PEv7zKh%20+YduKGnRl5qIoPO0a5nTHoPZnRPH+Gd7q3KlDxMJOQpSgqQr3sx71c/HG3Xpj4Z/BZfhpUx33xin%20h/TrNTXkabRxrnXFDmvGMdTR4SpJ4x8vDM0nZUqzRZ86TdGoz6WrfKXCZmJ3trlhH7hO3iSrQYzq%200NKlT0SLd/lm7KQ4tu1wiyYq21MAtVU7DWZKdyTU7X6ClcjljopIhtKTviV2Q7ZJKLM1b0TIj0L4%20NUZNHHUrjbpO859RIdGdcCEaN+4fL6fOblSV2Iod+DEwOJS2RCETa6lgNgBMgP10z93hiQGL7Du3%20bkC+rdWtyFKW3MahXN15KYzXVaUhgrQG+ok1I84dywiLNFb7zZGO97TeJl1hTlQ7a1BfmLeJC7gm%20MrbILgG4thVAXuBwIIqhie/XLV/MS3LZI+JQ6005McS8uSgSlpq8lD7tVuJB/EThEW3Uo6Vr44Z0%20TDTOuXHCkAwtRJz9mObJo9F+VlkgT4Ml121MXZ83GDFfbfb63ShulfWdSke7mB5+GBDaLLsrtK3F%20+4BVmbuQVeY8UCS0pzp211Tm59uo8qTsyd8NcOghe7u2bBE7RuLkO2sphxYcF62XlKKOPSHnlJeQ%20X8g55R7o0phMAj/LnsyjbL67mX91rbdWlxgI33RJIUkKaJAbI8a46RZEzHeMrtpEeBaLXDLNwtTz%20jFxlLYbaL5QrYDvQte/3a+ZFc/ViQj6W+Z2UO28POvI/4oxxv/aUuXp8zz6gppiqZ4p8fQcAg9f0%20+hwAH7afswAH0+3AAa/VmfHAAcj9M/2YAE8fXgYy5tPatzucR6Y0ptmMyDVx0kBRSPNtoDpzx1jC%20p3tWHJVKlbrjm0uKK1ISlCSeCU1oByGOTODlX4HP7D6dPvwIA9HHT68DADTj9deeGhMqO7ok+b23%20cGLeCbgWVCLTJW6o3BKiRQlNaeNMWLF+cGO3Fbsyse/kyXd7Ar5f2aTaXYjTye43pDDrCVpU2Alp%200uA9V7q+bcBw1xYjODf1aFu/KO36SY3+RKm3Q91TXYb7KUGzoaccbChsG5TaUeVxe/LafZibjaf2%206HC3VrPGPyIzl27gbtdojrQ0zc7tIjQBLkA9BtySqnUcSKZJT9eIzsQpVPMLX1XKY/kspVsvHb/e%206+27xcGr06YCZ7E1pgMFALhbU260FLSDXNBrmMDvOFvassY/wlf46i9xanxzJ/RXLGc2cKAdSOOd%20frwhgTz+vAJHtPb3/cNt/wDlWf8A+mOeL8NEa8PtXwLDEqEj4Y+eD62/nD3SUf8ASWwoHIH+rtca%204VSvc+4kfLS62qH3PYnWHQuVKlNR7mxPisKjNsrWAoturWs108xQmmeeJJgpZkns2HYpl37qYnw4%208v8Aq0pcJTy1IDS0yQneztW2NwbWTrwywEkTPmD2v2paYbDsNgQd1xMeMtmV8auVbg0FiZsK1BKt%202QFUg18MCHIt4cOxSflY5BtTjMhLyHmmfi0Ro8xdzMpvoHaHFqTRndTz7aezDF0Gb9bbK58qofwz%20oh/l8RuQ4ELjbJdyW+pDzC0BPxJWj3gqu2nhgqN4xj8zysJUVAJFamh4nPlhEBKUNFA1GemnhUZe%20GGAg4U01NdeOAAyFMiM60HiRnlgDGMfkaDsKyQ733fbLXP3GI+4S8lBKVKShJXtChmK0plhDiqvG%20P4NW12X25P7q7TaZhrh2+9xXJMy3turVtU0twbUOulSwlzZ6s6YCTiupeQewuyZEK03ddpUtu9Ow%20IptwkSKRvinXkLeQoK6hJDY2bztGeCo9qMtY/ltarlbGp0q9OwnJKriUR24nXCGrcnc4pS96M1J9%200U1wVRFRQncHbvY9gsEyG5JMzuJ8R5lpeWiSyfhpCEueZCC4wFZnylR51ypgY2j6rV7h9Ge/Tjrj%20zjN27oUIpX8NK8a09X3Y49TAf3nKvdP3/TTB1OLDifSKfr+nLAJC8qaVH3c/pXCGJ+Dxp6q7fZTD%20F0F/pfd6BhDA0px9WumAGBpXj9eDoNBgQloS7dt6prs4a136/hpicS7xfljH6nd1rtGvDWnT14Y4%208rXqeh4+hAPHTjTd6eP01xWRdehZXKnwzdaeOvhpT7sWr3248Sla1KpVKn3fxaa8cUC4Kn3zpTjT%203v0+nEiQuW0+hdN3u6H3vDn68TgQmddu1+EP+r1oqnwVOn/yf+Hzxbf3dfmVL/2vGP5oK9Xqrpur%20uOtN1PGuWJnl7/3vX5iceOEcg/DlXw5/XgBHkv8AePp8R2xX/o8n+JXd77WlOGN32zR64xmX7/2r%205Y/g8ZPuOe7qabvd90e9441I9NeuP5KT6fb0/b8v6OxTcabaZc92p5505Yr3q0R34+r0xjPxFxWL%20go1wwY837g5cMTRCWoD3z7vH08MdHoHQVXuK9fve7oMRQIFe4rTjrp68C1Iw0QfiGmh9PDARWmO2%20PkLx8fqwExB7grpT8Po4UwSH1GT92eOJNaFhZdvWer8d/CP/AHfu36/jp+DC7iY/G2VVX80r8J/k%20d27jrT/IYa1DoR5Gz8mYp8bXqKr1d3wfH+HXLfzphdBjo2dQf6/qz/SrSh+v/N4kiLIqv9aXTd/F%20y3/xNR79fxY6vQg9D68+Z3+oW7/GX/wRjlf0KfL0+ZgBr7PuxVRnMQVoOeXLnhDFGg1pxp6MNiA6%20H6DTAwQKrTx8aePqwxBz9eIkhTThy/RrXDYkJ+gaen6UxF6h0Lhvd/LR/wBf29RXubfg67T/ALrd%20zx2z24x/Z3//AJ9f2Kfh6uOmObOC1DPL0HlzwmDAfp+hw0ADQekfZiPQaAV/9Hww+gMcdpQV3aJp%20vryHLhiURrH54+JGXXcPd1/FTw93E2RZV969L+XJfW+F2eTf8f1OjTeP8z59/wDR251picOn7HSH%203Y/wpvl98B8RcPg/hensarT4z43Q/wAb4z950v8AN04YL2p25Bsjr6j9gxXKwitD9OH0piQIU/i9%20H3nB1EtDX2/+bvgmOh/M3Q2J6Xw38tdDbTLp9f8AfbKe71PNzzxcjojXt/avgiWP5z//ANq4a/yt%20iaJ5HyV83vif7SL78V8T8T10db4zofEV6KadT4X+r7qadPLnnXCKtzUyDfv5Vrty266DWvDDRGJP%20O7pt1213D+JSn+5pl6MSGEf31fw/+T9PHAdGC/fV/D9w+973H/0cBFgP9YVTp1p+H+Jp44fQOw5l%20Q6Vomta0pX6UpgFHGOx2r3vXx9GEDEFKnWv1anAwxjH7ijXKuvD0ca4Y0T+29/8AMFup8VX4hvb8%20Bt+KrX/m1cupy3YQLoei3f4v88Rv/m6vxEHd8T8N8Vu6jm3Zsyr/AJjb5a1rwwPUkT2Pi/5nuVf5%2033/Cx+p0/hvi9tV/xaeXpf5rZ5q1wLUJVMjaer+UQ6fn1Nl1p8P0+h/CFelXPb/0r/B0wuw4/MpO%207t/5nH3/AB9fgov/AHns69OkPc2f5D/Nf4ODoRl8z//Z" height="291" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 5.&nbsp; </span><span class="textfig">Initial stage of spectral indices in sugarcane crop.</span></div>
        <p>The spectral images of the crop final stage (<span class="tooltip"><a href="#f6">Figure 6</a></span>),
          show EVI index reaches values between 0,6 and 0,8 up to 74,4% of the 
          crop, in the same way, NDVI index shows values between 0,7 and 0,8 which
          represents abundant vegetation, corresponding with the foliar 
          development of plantation according to the field. SAVI index shows 
          values between 0,3 and 0,6 which underestimates the real density of the 
          existing biomass over surface. Regarding the water content of biomass 
          and soil, NDWI index shows values between -1 and -0.6. Although the soil
          at this stage has moisture content greater than 40%, and the water 
          content in the grass during the maturation stage is greater than 70% (<span class="tooltip"><a href="#B10">Rosell Pardo y Ramírez Rubio, 2021</a><span class="tooltip-content">ROSELL, P. R.; RAMÍREZ, A: "Evaluación de la frescura de la caña de azúcar para minimizar pérdidas industriales (Original)", <i>Redel. Revista Granmense de Desarrollo Local</i>, vol. 5 (2): 107-119, 2021. ISSN:2664-3065.</span></span>). </p>
        <div id="f6" class="fig">
          <div class="zoom">
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XdxMdqo8D%20DbGxsAV0AGK5JUyFI5tQ/wB1xKin4SOzsHZTGI8N6gv+VjulPhwPbngRgTAlRSoEGhGYUMiDrXEZ%20RqSjKjLVY78uQ4lh7wyEDch4HbuIIPuOQOMV+x1OvxeU60ZeYHV0yOAh1HMAIBI+vw9udcsYXA7l%20nltIulvnMTGUutKBGW4A1pUV17MStfyR2bXIU0eDJRIucoAf86donQ5rNcsqfDHplRxRxoyzrjHt%20O3HFbv3xQeKtRkP0YKFrkBtxtZ2pzUBp2fQ4i0SUqnQpuPhokZhfAjMClDhjQYoNae6nD3d+FQKA%208VKeyvwwBQGZVnXhStPpWuADhDjZVtBBPZp+jDoxVOyRmeHadO3CGDOvech8PdgECuWpCe3hTMcc%20A6hb0niMx219uf0/WCOghRBpXsyz7P1YCSTOHFFsiqFVqRTjXLLDSIt0OEvoJHh107zWuVMPayG9%20BpktZAHXLPIVzz/XhbR70cOytyTy9aHLX25U78SUSMpmt931fox5E4JyFO85SVJAaABDm41J1Ph7%20sMkOoEbzcwRkGq9w3NjNWZ0pn2e/HU4XGcnueiHC23jHc0J/oiLIsgZV4LglJW26nQKP3KVoUnTE%20+fyd+S0N/wBj6fEzY1BIJ45kEHOvdkcchZnOlGjO2nFtqCmzQ6U1Bzxr4/LlbeTEm/aWjpnqhcR7%20Y4VqYczcYrxpkUDHdX2+RHtM1WORR0ZoUSXHlspejrDjagDuTmR2+zHH5HHnCTyOlCakK/UOJ9lB%20WvGmMjoW1AaipIoc1U0z11oNKYeokxndrVCucNcaWjck5tuDJaCNFIPClNO/ThiDiU3balkY71Z0%20vd4kZyDJbDandvLdFVNKoo/eA1y0OeLuPc2SUjHBO3OrWRUF9IzVEb3GFUNanfx45p0y+zHVXqaN%20v+wjTRicjpeaxHcdUplSGU1UE1yGQORTx07DicfUoklzot9cY8yO8sdytpQK13KBrpTOg7K8Bw40%20xP8Aupo0f2o0LJ0q3sakAkbyrxJyNE5EGtND8OzHJ5t3ecvn3N9KaYx8ycpllx7B+jGBnOxj3g7t%20BgYVxjHyHVvuc+BJTJiPKadSTUDNJ7lJ0Ip24daFkJ7cy0x/UuYlukmA244KAqbWUA5dm1RFaYe4%201x5joWOwdYW67ullBMWclO7krIooUqeWrjTPhWmLbcjXY5G5nmgVz14117/bj0Fuaojr/dj3BnwB%20y4UxPegVxPqD6qdvxxJMmH7cAArhgDL45/DAAWWAAd2AA+IHE/pwAAUNPplgAH0OAAcOzAAD7tcA%20Az04itfdhAA5VAwwAafqwAACvu1wAWb0w/8AmN00NP8AeLH/AK1cAGweun/myN/1Fv8A413FN7VH%20kf8A2D/IvIzoLWCmiiCj5czlnXL354qoefogqZA9uVMFQRO2KyJdCJkqhYB3NtHRdCalX93L34qT%203OiN/G49c2TTCFSnueqoZTk0nOh7Dtxr5F1WYUWp0ox7D3j2jOo9n9mOI5VLWxCVDbkDdo6KBKhr%203U+OOjxee4fSyMkkFBukuDJTzlbVVBSv7ppl4gMu32Y1X+HC7GsNSdu44mgWTqduS2Euim0eI1JU%20BrX+8Mefu2HB0Z2uLy+jLGFAiozBzBxXU6sWpIGFQonCjyKz1N0lCuLSjyQsq1TTJJ7QAa/D4jFl%20ubRy+Vw4zWSME6t9N5Ea4uSlSDyVnL8PcU0oBnuFa9v6cdSxyzC+RKxFRoV7+S2yADKBFa/4WVTx%20zVjZ99spl6yk9A/5NQf+d17+UNK1H3sH3pB/u12B/Jqa7hMz4nlZ9n72uE7zYv8Ad+BPRGRHjMMk%208wMpSipFN20AZ0piqrZwOTPfJy7ioqkbhkDUZezPDZRkGQpIIqKA0IBBBOdKU19uFlUSegpEkORp%20CH2z4kGvu0I94OIzjUutS2upZnOqrcEgpS6sqB8KUgbSc6Eq2192Mn9dnRXMQ+s3W0WPJHLUuPUg%20ALyTnxqknb78Jcdpo1WfUEtKmFyA0uQ8sITRxxahVI+8oka17cdSKyoVO5KupxQdieFMhoCaUr7c%20Sz1DfLGMewjJKEiU6EpAVkCB7BlnXE6na4qrBVLt0r0NYbrZIb02RJbuV1NxEFTJbDDItzIdPNQt%20O9W8mmShTAbIxqKdI9A2a/dHqunmXjceTMfc2OsBmL5VAU2l5lf4y+cNCkgYAUBpZ/Tc3XpaFfmb%20xHaDwkrmNPNPJRGaiJSVrLiUnefFTalPsOANuQ3idIQYXWsCw36Q4uFO8uWJVu2kuol7eQtPNCdq%20Tuz3J3d2BoNmdCr3+1twLxPhsFSm4sl5lKl03FKFqQknhmBricWZ7kaCSNxQN48XGuuRoMQJoOla%201GX3svqrhDOXErKfCKq4j9VdNMSRGVRmtCkZL4itRShoKJ0BxPIqo0aX6f8ARVmvVpjS7g9IQ/c5%20yrbDEcoShtaI5dLrgWhW8E0G1NPbito2W9KivS3p9Y77aWXZz8gTJ82Rb4ao6kBppcZjm8xwKQor%20BX4aJIIFcNOg5W0xn1Z6a2S1WmQ5DfkquFtkwok4vKb5Lqpsfm7mUpQlSAhWVFFVR2Ym5FTsjuR6%20KTg4uKm+W1ctDy4iWEiSFKktsCRyk1bCc2jXcTt4YjUf2UVTrqy9LWp23tWC4Cel6NzJyi82/wAt%208ZcuraEFNOKSD7SMTTKLiSL/AO3Kvbp3Y8ccJa0Om23HSG2gSpXyildeJpwpjTxrLnKlAiixdO2e%20B+R2liLZpDPVTEhDr92LCuVtSurrpkGiVpWgEBNTSumO1emracU86Yxh9u3FOmP28NDTlFCTuJCU%20DMngAOJJ4DHEnKpOeSMWuclEm5S5LY2NvPLcQnUgLVXUEiuKGji3c2Nvb20z9nfgKm6gzFDoR94f%20T44stXHF1Q69y1dLXOXVaIiimaync5Hr4Hm00BKexY/sx37HMjdjsmabMmi8Wy8xZ6CkEtSEDa9H%20UaKSqtKaaYy8rgyi6xzR0bVzciQ0Oozzr3DPhjltUWZasw6GpHEZAHP3YBnDzLLrKmX0B1lY2rbV%20QgimdQft+zCayIyhUzbqfoyTakrmxCXbeFGo1U1WgG48R3/HEGuiOZestFUkMCRHUyqtFpIGuhy0%20Gftw4uhni2innfvIqCsHIjTcCfFT/S+nA601TGMe01pqnh+2Xux1U90/DW00t9VUpc2pQg1B2pKj%20UimXzdnfxxnuzrkZ70sYxQlta5ZjX6/14pKEDh2DiMAA1pUZcTrgALuOvEfowUBUJno7/wAywBnT%20c5mB/wAEoHhicNTRx39RmY3Be7juCjQ1Faq0IOdM868PmGN1ce7H5m1yTyx0x/8AyzjcUoGYyGhH%20ACqRSgFFHxAfEHLElJ1BSbeMeH5CDgo4r25aH6xkcdWzodmxnE0CxdLWKT0rFcft63Zk6BdJqrnz%20HAWFwFJ5TaUA8uixruFfqxaXC9h6R6ekenypsuCTe3Ys+UwtTjqVkRSkBaNpDKEoqdyXBuVwwANb%20f0D07N6Tg3vzs1lXlpMu4oS028SGXENBLCAtPFVfEdMzTAA3Hp7BYvV8hXC4PJiWaO1JLzDCVOuC%20QpAQktrWkIUOZ4gVcMFAbJdfpBbDKeQzd31xYT8iPcJDjDbQQphtDgWmrhGw76EqzrwwBQY370uh%202i03i4quTzyLS+IxbEenMW4EraIVuoEbV/iKp4T7cAGfjv1wAD3ccsAAwAdISVLSk5blJST2biB9%20mEBovXPSFgg213yEMwnYNzZt5kb3VmQ05GQ4pxQWVJCgo18ApQ6aYYE9K6C6SbFzeFqKPyZyU21H%20Lr/8aGozbiFLqvdkpVVcugpgArM/omwudT3dgvPWy3W62sXNcdpBkOJ5qEFTSQ6tB+ZZoVmuAB+r%20ojoXp2W5Mvc964WqNJVb5KHI7jdZCmUvtqQI7hcKdqs+zvwBQrfpwpr/ADP6eLKQlk3RstJFckFZ%20CQN2eQI1zwAa566H/wAWRe6Ej/jXDim9qjyPr/8AkXkZ0FKGYXtKM05mta8OztxSkeekunccwIDs%20yUGW8xqtYGSUg0Ks6Yi5Gixac2icXHucyxXW7RZzcaJZ3XGEWsthSnExqJ2qcOYLv3KcfhjTYjsj%20ueuPjip6O3ZShj2YyLtZrRFXbGHZDJbW4hLgSSU7QoA0y7scXk3pSkaI2VFMiFhKVqSk1SCUg11C%20Tr9WK9TI0FmNNeHdphiyOHWmnkFC0gjUUpl2Y1WOXO26ojtGrTsu1vJcQo+XSTQ6qR+sY6so2uRH%20/wAwjNxLlZeskbEJUAltRHemp1ofu5+7HF5HCnBnUsc1ouESWzJaDjZB0qAa0rjGkdqzfU1kLYAu%20Q6kVeLBCuDKwpscw1PChJIrrxyxKMnHQwXuOprxMj6u6NcguuPxmSlpHzN0CRSmoHA04cfbjdx79%20dTy/N4Eo6FRIp7RUeztxtUqnGaaBU9uWGxAHhPiFctD3jXh21wakdQ6ZA1qa0pnXLjgGDbtPiGho%20pGh+sYVarIXkBSaAhQKVJJC65U0ypw41wxrPTQ5QtCwShQUAaHaa0I1GWChJprU6SfaR3ZH3aYa1%20HB5lTXYLwVFQYRQklIDgGRJ7cxixOh0ldguoR6fvABqyiorkHEnT2HDqsUBXbffGMZlauCX2Lo/F%20dA3oVRdDuSKJFM88WrNVO9xJfSqaExa+tOpbXanLTBlhuE7vohTbbikB5Ox0tOKSVt8xOSthFeOA%202qVBBnrK6ttTmYzkeOLkkMy3GY7DTim0imxLqUBSEEU3JFK9+Aip1F7X111JZreiDClJRCaU6pLT%20jLTuUhIQ6g8xKtyHAnNJ8OEPfkNZHVV4n3tu+vyt90YW2th0JSlLZZI5SUNpGwJRt8KQKd2HQW6u%20Yyly35Up6XIVvkyHFuurptqpwlajQaVJ4aYQ3mNnFPBQKEhSTqKZ09/bhkG8xXMmnHhxP9uWEySO%20FPNpUN2p4DM0rh0E3QJxAdSnxZihr3GnDvwJicak9Y+s+o7FDch2uUGI7y+aUqaadKXCgtlxtS0K%20KFbFEVScKpNZDy19fdURGX48aQ00y/mpKI7Cdiy3yFLbO2rS1t5KUmhPHPCJxkJXvrHqW5wWIUyW%20FxWFNuBKW2m1LWyjltqdWlIU4UJFAV1wJjk2H/mF1f5wS/PDzAkqm7uU1/jrZ8uVU20/wvDTTjiR%20DcypykL3LcrUL+btrqNcSTKJxNfbbcccS22krdUoBCRmSo6J9pOPJwi5M4OpebFYkFTdvQAQ1Ry5%20v0oVKrkzqckDLLvOPQWoR48Kv+T/ACNlq3XIu6EBKEhIAQmgHdw4ZfT2Y49y65SOislQTlxGZcV2%20K+Cpl8FC01pUEDLcKEadmKaVCSrkzL+runmbLObaYWpUZ9G5vmEb6pIC66dx0xBnI5ENroQWuupy%20PHXPEWUY+IWorqKDPU4BFh6DivvdQtOsr2JioW47/eTTbsGvzV/Ti2EqGviwbljGGX262NqU55mM%20vy81NCl1GVSMgTQ/A47PE52W2ehunarmhK3X5xD3krokMS0Uo4ckOAGgIGQr7MW8nhRn9dvRijcp%20kyapTIUIzFRppqKD68cWdtp5mlZAAqeGdeynH9NPqxAYO/IbhQe8d+WGJxTKf1J0IxI5sy2HkvK3%20OORyPw19yNuYVXhitqhhvcfsZe9Z4Tz5ddbKVq/xEE0BIqPEO3vGeGrjWhkU3HzHoSEpAAoAMhoO%20FNMQeZRWuMY+J8e0Dhr9O/CDGPcADs10HH7MAgamvt79MuGAYPqHEH3VwwSqSvSkZ2R1DCQ2pbYS%20repbeqUoSVEHuV8prhousR+opY6ckEkrcRUncU7CRpQiu7PX2+/GtXKY/T9DU7kU8sY93sAenJIH%20ifTT71QSaZngePi3Z92GriIxuRx+3lTy70IOYypmU80pW9SVEFYNant4547Nh1id/j/xJOE51gix%20PmEu4JsAV/E8nnCIFgpV4ynwA1CTi6heGm6dZSbXNdTKuDtrWvdcXAt5UfesipeIOyqsvmwgG0Pq%20PqCAy01DuUqKwypSmENPLbQhSwAsoAIoSNaYAOoK+pLlNkIgqmTZs4Ey0scx115IUFEuBNVKANDn%20h0AdwZ3Xj1zcYgyLo5c0uLdeZZW+Xw6QEuLWlHiCqABRPvwIBvN6h6pW68zOuM0ukLaktPuubvGQ%20XELCjxKRuB7MAEVTLLXhgAeRrNeZYYVFgSH0ylLRGLTTiw4pAqsN0B3FI1pgANFkvS7gq2t2+Sq4%20pruhIacLwAFTVqm7LCA6V09fw1KcVbJQahEpmrLDgSyaVo6aeDI/ewwH1xn9cxYsVVxeuTERbSmo%20apCnkNqaWjapLW+iSko1pwwAOFuepXmbelf5x5oJV+VgiTv2BOfI+8RsP3eGCgETMnX6NNmCa/JZ%20nSKt3APqWl1YJBKHt3iOgyVhAdMPdSXxxUJhcy5uuL5646OY+pS0pCOYUjcSdgA3HhgAlvTJKk+p%20HTiVJKVJuLIUDkQQuhBGADX/AF0/82xv+pN/8a5iq7qjyH/sH+ReRn8eM/LfS00mqlUrTIAAUqad%20mM0pUOJC226FqiMC2wEspoZThqaCu5RyroKhP044t41nc90tDr2bWxeIo30lbnaznYiHn0Ec14mg%20UsZp3IqAojKmWM/M5VXRaG63J0Jdt6c+Qwhxxe/II3njpXOmOZJ9ye5tgkQpUdsOOI2oUaAgg01y%20NO4Zd2BMUoNaiGfZ7vZiZVUGemf0p2YABkdRUGozAzrlxxbbuuDItVGL0N1hfOiak1WzoD20x2rH%20JjdjSZHNMm+m+p1RXKZhupCkGpoa50/SBjBzPT3H6o5o2cflOL1NDgXONLQkoWCsjQaEjXacch6n%20fs8lSyY7wF7tpjWfbo81ktvDXiNf7OOBOhlv2FJZozrq309T4nIiEpWalCxQE0pWo4+/Gq3foec5%203pi1RmsmO80+pl1J5qaJ2nM9ie3hpjoQuJo85dtbNRLMDI/MPEM/gcTp3K9QEA1KRQACtT8ezU8M%20MAUpWpzoKUoczTUg9mASY0ukV+TD5DJAKiN9cvCM+ztpgRfakourO7TaXmGCy2FPOHxOBIJA0GQz%207dcRc0id2Mp6IkGIE2Q8WWmVcwKopJ8ISewlWnvOIKa6MVuzJ5CC0qCimtSCdDUa8CMWRdSq4swh%20X24dSJnPUaP/ABDOUTXxBPaahAHZ3ajGmH8cdz1/p6rbTNF6Futvj9FtNOTojEJH5r/MMN1xlDr/%20ADY4ELwL/Ed8XyhGmJJHSTyFejJkG0+m0u0TZ9vTIUzcfPKTJjq5SltJMZK2EqKpSnK+BSfkOWLG%20iuFEhj0ax0Xdeg4CLjDtJusZc4BL73lnHn0tAxkSXOa0vYok5jw1yqnEGOCTjmd2tPTFp66uzNhk%20RYcpdmUIDiH0qjsXJaEc1tiS6opyopKVKVrocIkqJj83OJG9RbjOhrYej3WOm3/mUSXEZcYlJZbW%20/IQt1SUBO5JCl6HOlcFCVcyi+o860zet7xKtRSuA49+G4nJK1BAStado20Uuug9mEQk6vIrhrmBr%20mMyPZnhCNB6luPRD/pJFttjngvRbg2txh2OUSnnlNHnuueMnZn4TQigA1xaQnRqhbLJe+g/5bssS%20wXdhqRAM9q2iWyiO955yD4H3lLWQg86oStXh4ajEWqF0aNUJaFerQXmv96wPMtrjHqt0PMASUot5%20S4NxoJH437laqxEmQXQDkC1WIxHp0NhpMyQ7e2VSGNzsJ2GeQmm5XNoTQJTUpVrQ4VRxpQ49Qbja%20ZPTSmUzI0iI7MgGyRmXG1qZjojBMgFCTvZG7JQXqrPvw2GQo/a/StVwVCTbrYiKbg7DEpMt7cmMI%20fNS/UvFJUXsgr5eGCqItIzvrXrJzqh2ApUPyiLfHMVKA8XgsD72aGykniNOymCpXJplztUy8NMTu%20oYlmkTbFaFKamXRtTYRHdAHMUG1EqcDVfFtHh14Y53C4tHuZy7XDbjuNBufUUGwWdqLbXEyZklsO%20oXWqQlaa85XtGaRijnchylTtjHxHNqCp1KTJvl7kucx+c8pwEEbVlIBTpQJoAfdjm7jE7zqSUTrn%20qONHQwHkPBCaBbyN7hHCqq1OtO3BuZNcmSI+8Xy43Z1t2ctKi0nYhLaQlIB1IHfhNlVy85DDs4jX%206Z4RWwHsPYc/h+jANGj+ndsXHtjs1xJC5a6prUfhtjwmlOJJzBzxZBHS4sKKpbK6dnA9woOBxLqb%20qDW42yJcGOVIbJI+R0ZKB0BBx0ONzJW34FM4JkM1NuFkcSxOTz4BVtakDMo1oFUHCunwx0pWrd9V%20jlLHxKVKUPIn2X2nmkutKCkLSCkih7CPtGONe4zhKjNUZJndBp2VA0Oo+rLGYlUHHTPhwzzB4DXB%20UTVSvdQdG2+7HnNFMSWM1vISKLOfzpyz79cKSqZb3G3Gb3K2S7bNXElt7XUZ1SSUqSdFJPEH6Z4r%20aObcg45DavGuXb25VwUK6tgy+Ar2/pwg0xj9AcPcPZgFQt/QvTUK4IkTJzRdabXy2GiSElVKrUaZ%20mlR3YlFVNvGtKSqy+RIMOG1y4rLbDdAFJbATXaNoCuKjTt0xNHQUIoxNPyj7fdnpTsxFxbOVOLqw%20/Fw192uCMWQjbfsxj3FKu4Ju0vKh5pAFDXKiaUOeVKfr1x6HjL6Uem4kaQWMY8lerB1PYWOlojMi%205+XkQ4N0hO24pdPNcnrSWXQQOXtQM1VNRTLGmpqOot66OT0H+QTpMd9UITSNiJQdelr2mK+wpIbR%20sGiuaK5YAHVh6u6fV0fbIE2bDZusKPKbimVD5yGHlrSUOLCWXAvc2FAHM11GCoDKP1D0oOoupUQp%20SLVBukVpqJPDbjbPObU2t1QbbSpaEuFCtvh+GEA8h9VdMp6y6gvSLiwlu6sqZiNyG5BZKkONEKkp%20bTzKOBBUjaddcMCldb3OFdOrrrcYLrj0OTIU4y66KKINOBzp2d2EBCeGoB0r4tutONDgA1N/rTpO%205WO0QYct6wOQHpKWI0hPOYQwtlKNjyoyUOKS+oK3FJ3VOeVMN0Ajpt9sN09Q3prl7MC0Ow2mZkpo%20PJS9y2kByOztQp1DS1p2pKk5DAFCcT17ZlrbmzrwzzoKrgpVviIkqbkNy46W4yG1LbbSrlU2qLgH%20aNcJMGRnVvU3TF0gPNsXhuQqRPaubbLjb45KGYqW1MeJFErWobRt8PacFSO9E1K676ScRdGEXgLN%206VKcjSeW+BCD0VLSUOVRuBUoFJ5e4Uw/MaZAS+runf5nvtzQ4xKP5W1FtsmRH56XJTQaQXEIdSqn%20yqoVAZYKgO716jWiGqRO6eat5nsziiCBC5aRBcYQVnwBk154JG41HDAMq/pq4XPUvp11QzXcmVKA%207VLrlWvH6ccAjXfXP/zdGH/Qm/8AjXMU3tTyXr/+VeRW7RPsNrgMu3CcxCMokhUhaUFW0kUSDRSq%20U07cZFblN0KuFx6xqTMdl5bnmngQXk7mUK1CFHX3/TXGjk3owjsjjGNDS4UeaHNOPbl+jHGcqsmK%20xZS40hL6BuUn7p0IOR9mFJVJRlQcT7o5MbQgoCEtmupJrpr2U7sRUCdy5uGXH2frxMpC7fp9MsAB%206V7QNfZgAAyFBlwI44km6glUbyYYeVzW1bH0moXrU1rmOOOpxebTKehCSF7PfX4D5ZeG05VCiUhR%20GaVA9uVa4ny+Cp/VDNF9q+4mkWa+R5zSQVjm5A8K+3sP0GOFK24ujO9xuWpZMkkF3esKACBTYRqe%202uIJHQdGsgONocQULSFJVqDgqZJ26alE6t6FalMLcaRVzIpdSM69nd9mLrd/azhc30/csjLblZpt%20vcWl5AWhJ280aA1HYcvfjo27qaPMX+NODzGGalV4k8BTjwAxa2qalEY9BYw5XhUGHAhw0bJScz2A%200FcQ+4ks2Tjal2JWL0vIdaSp10MlVDs21ND21pniqd/sarXDb1LHFjtRo7cdr/DQAmhoakgVJyGp%20zJxklOp0bdpRFt2de3VXE6YE2WxisYx7iBPR1t3KV5mWFKrQpdA1GYoEaEcP24tfIkVysQrmgj0Z%20bKZSJdc/9onOpB/d7cC5MsYx8l/Xh2Me6zitxOqrnGbUtbTToSlbpClGqEnM0zpX4Y6lmTcczsWI%200iHaehb5fLP+ZR34jSXPMiJEecUmRJ8mkLf5Kdqh4AfvKGNMcsY6E2qjTp7pAXyM/Ij3KE25GjvS%20n4jxkNuoZYGalKDJZHDb48ye3EuhCEUdMdE9XybfDusOyyXoFxUW4i20cxTim01VtQkqWABxpTCS%20HTtoc2Xo+8zb3KtkhCbbJtzDkq4KnhTKGG20gqU5RKl57k0G3jlhMLae4ef5d3yT1PN6bUqM1IgR%20jLekLWosFhKUrDgKELWoKDidqQmvdgSJNOtK6EXfbZP6fu8uzTghUuEvY4ppe5BrQpKSRpnxH14W%200W6joSVj6WlXezzbwmXHh263uNsvPSOdmt0EpShLLbqtE56AYVC2K3Da/dH3awx4UyYthLtybDzc%20VKlF5DSs0KdBSEoC89o3V7hiVSuUGiRtvph1RIt9rua/LxIV18wWnJLhRy2IzRdW88AhRQ1sB2qF%20SezAEYNZ9CTb9JepFuFCZMFIWUpgK5ygmYXGDIQI6gji2D84T2YjQu20IvpvoO8X+3Knw1R2U81y%20NEZfUpD0h5louuNspQlQ3BI4kZ5d2BojDMXvPQPUFltybi87HdG9pmTHYcK3WHJDfNbQ6kpSmqk9%20hOIk9rOR0P1shlbj3T89tptBWpZjOgBCRUk1TlQZ4KDQXUvR03pt2Gia4y6uYwJDYZUolKCfCFpW%20hBGuWEGwtjErqaJZrlYIN1XG6cvCluXCCGkrWeaPxg06fE2HQPFlTHK43Npk+hyI8xqO1D8wmFMp%20MTxNthKC1UqKUpG1IqT2AUxsv8SN5brepz5z3PMaGoqDkU5KH7McS7acHRkemMdAUNaUzFcte7ji%20moAp9O7ACbBmadpH26YbAI6VFe2g7NcIcUbTaWWmrVCabSEtpZbASmtM0DId5qcWo7dpUih0TnUn%20PPxd9O0acdMNItABwFArsPfoaUOBsVaDdyVbHXFw3XmlqSn8VhSkkhKjTNJ41GL7PJcXkUynF5Vx%20jyK9dBJ6XYcucYqdt7dFPQSSSCfD4a1zNQO3HatXYciNJ6kI22nkSNuv0pya1CuVuctkiS0pyKlb%20iHA4lNS4k7BRKk0qUnHNv8PZoaaVJimWQ4UFcuwU4dtcYKjDNaE17x8MuzAFCM6gsEK8xSw/+G6g%20kMSUjxIJ94qk8QfdhUqZ7tlS8yhOen/UYklpttC2iopTI3pCduXiUkkrHwxBxML4zIq8WadaZflp%20icyNzbqCShYpXckkfHC2lFy04jHv92Xb76YSK+xqnRNv8n08xuUFKlfxKqUCQFgFIOST8o41+rFs%20Tr8eLUak9w07fDoafHDTqa9SD/kbo/cCbYgnKqg494qdp37qa8cSTK3bXZBfyJ0dTK1NUIIpucpl%20woFUoOw5Z6YdQVtYxqYJ1tFYi9X3mNHbDUZqUtLTYqQEjQZ1Pxx3bD+k6NpfTjGMiRtnQiJtgbuB%20uAamyY0yZDgllSkLZgEB7e9uAQrM7RtNaYvLTizdGRrp0xOvLdyCH4DLj78YsktoCCAlC3twotwG%20qQEEdpGAQUb056ilWqDc4y4jkac268P4ltHJbYIC1vlZSlAG4ccAwrb0PKVcbrFvDxtibMyH5i0N%20iSvxKSltLaUqQlW/eCDv0wAO7f6bT5fV116f8zVFoQp6RKaaU6pbY27OWyCCVrKx4SoYAKrPiOQ5%20j8V1txtxlakKQ8jluDaT8yKq2q7RU4AEK0P6fqwAW5fpvPCY6kXa2OJekCG64H1Btp8oDgQpRQAs%200V/s92eACMR0q+L/AHCzyZsWGu28wypT61Jao0QDs2pUtRVXwgJqcAEw/wClHUDJeacmQhKHN8nF%20Di+ZKDDQecLXgoNqFD/EKT3YBMiOoOhLrZISJLsiNKHPRFkNR1LUpiQ62HENub0pGaVapJFeOFQo%20azJNz0ovzS1VuELlRy6Lk+FOlERTLQeWl4Bsn5FeHYFVOWAIkVI6M6jbvcmzRoqrlMjNpkLVDCnE%20FlaUqQ6KhKgkhY+YDAWokLX6Y9YTbi3BkQXbYp1LikPTG3UoPJoVj8NKzUDuwyVQvTVvlepnTzdQ%20rl3NpG5OaVUWUkivDsywBU131zr/ADbGp/8A2Tf/ABrmKbup5P17/KvIofS14s1nut6VfOmF9Tpu%20kdqPayhDbvJ2JUHGVBwjlpWshRWnMYLbVDR6dyrcYbXqTvSCJsPp632u5Olc6I1y1bjuCUhRKGwe%20PLSoI92K+TxG/qHduqUidOZrlXXhl9MsceUaFaoDiO76hpgYMGZAyz7Pd+vBmFAadnt+nCuEAM/h%20p9mGAPZwqBXuy+rAABw+OFkAMyKceOp7sAaCb8dl9G1wVA07QfaMbuLzXbZFoQjy5tseBWStoHJw%20HhpQiumOjctW+QqrJkrVxxZf+n+t7PcFCOmay8+hFXG21hTiKcFpGfA44d/jSts71jktalnSpKkh%20STUHMEaEYzVqdKLTRylTbgNCFDRQ1wFd20ypX/p3mUKgnPJKyCUkabVDhrhqTRxeRxK5lUctXIUk%20uQwlaR4SlANADnSg0zxd905kuLToDNJ2kUII3JIpnpp24dQdugWoHf38TlhaBRAJqO8/24GyVAHM%209h7fhTswJBAjzfrNvIElIIJz2rpQGuXhxJxZY4SB+f2agrKSBQGu1eQ+X904W1kXBmJdbyWZPV11%20kR3kvMuPBSHUHwmqE6E9/brjs2E1FHRt1Wo+6b9Q4FptbMJ22rkzICp5tspL4Q0k3FoNO85raor2%200qmihjWiW9IhU9RW2BYrvabRDdjm7KYS7KfeDqxFZG4s+FDdeY74if3aCnHDK966E10x6jwrR00m%20wyrY7JaPnGn32ZAaUWZ7aUL2Hlr2rSpsUNaHMEZ4EONzII+o7LvUcy4P2xxVrmWsWdcRL38T5ZKA%20hLnPUghTlUZnZQ4AU1Uct+p9rT1FPvhtMpD8yMYAXHlJbdjxUIQ2yph0tqKHhy/ErQ10GDQf3FUq%203WF/HUXUk+9CMIomubiwPEQdoT417RuWrbuJprnlhlb+p5lh9Pet0dKJeLkWU84t4PNhiX5dp2ja%20kcqU1sWl1B31pWvDFbZfZdNR/wBYeqa7702q2uwnUvuuRVPqckcyMgxElI8qxtBZ5gP4lVGtMInO%20eQ4h+s8uVbW4l3tMaVVUhEt+LtjrVHkxhHLbVAoNOAD5qGulOOHoKMw0escRlyOhdkdLVoWyuxpE%20kbmyxEMUeYJbPMqk7jt24kiLukf0/wCptoscNEVi0SXTFkOToDrkhAKJEhjkuc4Bsb0V8aQNvYa4%20KChdSQ8vPqRGvdrWw3b1RpE16LJuLynUuIWuIzykhpAQkthRzNSqlcssVyNEbiZISPVwJu3nhb3C%20k3Fy4cov8FxPK8onYRl826mmWWEglIpEm7XC47FTJT0kIqlvnuLd2JJ+VO8q2/6uBjUql+zrSmfd%20Wv148qjyeMY+B02642sLbO1Qz+PtrjVx+W4PwDVDw8ianJOySmtRwUa5ADL4fQdl7OTHtIerz1Gb%20ja21lKhmD7dPtrjjcniu29BeHU5FKju1pXh7dMZWu43jGMgDQe6vw9v6MGoYxj9TbUhLiFLG5AUF%20LTkagUwIlB5m0MXO2vtNLYktKacALKSpIPiHyhJII1ApixM7EJxpqdzZjMKI9JfXtaZTuUTloBQJ%20rTM0pTtwVJTuUVWUtfqatbTqUwS0VIUGFlzfRRBCSoEDtrriLZinyyjKG4krJUoklSjqTx19uFXq%20ZXdzJi4dV36fAVAefBaKEJUdqQvcggpc3fvVArwxZbuUdS6PIkOLVd7rdbmxKu1y3XOKlTducKUN%20MkLpvC0gGi1UACic60x2uNz4v6Wix8hsvtrv6JK/LTE+Wmo/2ajtCqU+U/XSuFyuDVboaGi1frky%20WIpSor8Pfp345Dgak66B8eKqHXjpp9eIsAqDQ6afDXs4V+OBiZH3yyQ7xD8tIKk7FcxtbZAUlQSd%20KihBGWI0qVXLKksynvemU9LpS1OaU1UVcWlSFAcfCCrv44VDG+K20XuJHbiRWYrdUtsIS22D2JAG%20v+riSRvhGioOWG+Y8lFaA5aZ0GeXDTDRfbjukkRpujor/um6GgzIhr7duX07+/FqtvGMZGiXFeMY%2001Abq8K1tN0NM6iG4eNPtPwz0w/tEf6sljH75annbrpZc6zvbhaWzvluEtPJKHBpkpPA0x2rEaRV%20S+MXHIc23rufAsqbW3CjO8puRHjzHA4XmmZhBfbTtWlFF01Ka4uJVBG63chwpEaDaIMRx9l+KmYh%20LvORHkHctqqnClYFPCVgkduABS19fToFjasirfEmW9tt5lxt/m/itvrSspXscR8q0hSSKH24YHKe%20v7mb1cbnIiRZCLo0mNJgLCgxyWyktIRsUFgI5aaHdU8cAHafUCeq5Tp0iBFfXc0rbuTS+cEPtqUl%20TaCEuJKQ1y07NhB7cICFvt7mXu7ybrM2+YlK3LCKhAoKBKQSTRIFBXDBjDABart1haJLdoRAtj0B%20mzrbWzE8yhyOSkhTqinkoUXHCM1qUeymFUVEIRurraOtJXUdwtfnG33XJDUDmhIbdX8iistuBWw5%200KdcOonJIlGfVGNHbK0W16RNYVMdgTJUvmKSuejY+XQhtsO55oA20wqic0Nr76hwrtEXGVaVsLff%20TNlOCTuC5TLIZaWlKm6JbBG5SM69owqlTlmSD3q4y95lv8mpGuheXeGvM1U6t9hLJLKg3RoDZuAo%20rsOAW4h5XqC4/crzLELlt3WA3bWWeaSWGmtm1RVt8ZojOm0EnAnQW4PqL1FmXeNLbZZcgvTJyZ5f%20akLKkhMdLPKqkIJT4N1a+7AskPcI+l6yv1L6bUtZUpdyaUtRO5RUVVqSeJ7cNDg8zZfXT/zdG/6i%20j2f4rmKr2qPM+v8A+ReRnQUpNCDtIzB0IoctOymKqV1OCpNEnDvACOVN3LSkgtParboKcaVTplwx%20otX2snpjGhrtX2sY/Un4dwqEBxVWlijUih8RH7wPHCvcWNxOUdex07d2uMe78CQSRStcvqz7Mcad%20lxeZcg/bw9300xSq1BILT3a/rwAH9VO3DAAyp3ZYQBfSo+GGAeXur9PtwADP3/pphVXUBKYwt+I+%20wlW1brakIWcqFQIFae3F9q84yyHHWpDB6SmBY4MKym3ybM6hyVcRsDbiWkFLgRsVvWXkq8Ve/Xj1%20lKF5UeMY8Nf31BeOMdPLoaL011b5olIFHKBS2VHgBTw107Bjmcvgu09MjTxeW34FujKjuJU8wAN/%20z0yNR+8O3HO00Ozbvb0dvsh5lbZ++kipFaV4+7A4kblquhAyoT8bJQ3Nk0SsUGo/txHM51y1RkZc%20bc3Mb02P57HKUzrocSjIy3LNSuyIsiMva8jbmaDVJHcfp9uLk6oxyt7RKnx/TrXEiqoPpT35/bh0%20JR1LmlxWxOf3RXM9mM05SWh1Ugb1dp4VzJ19/ccL7jrqSZ5T9WnVH1M6gO8lSn0gHifw0DQ93bj0%20vE/gjPJ5k50T0b05cumoDk2C5Jl3f81BuKHnGxDFvjhaNqEkNq3k57+GNTaZZG3VaZiHTvQNuuXp%200megsudSXBUtcRuQuQ2lpiChK3uWGwGuYRpzlUpoMHmGxUYVh9ObDd+jYd+NxmRnlJmyLkksNuo5%20UJCVnkIC0qUo79VGmumAFbVA7f0Ja7Z1FdmJ9btChWRV6hsnfGU+lSElpDyW1b0U3HeAa5a4QoxV%20Tq4dJ2iH6jmw260tz2JvlRGiy3ZCRH57aHVkrZWhwhCSr5sKpYoKpWeqmLF/NM42Fny9mZdKIbZU%20tyqW/CVBSyo0UqqhnxxFyIbFqiOJABqR4a1JOg7cJk0XrqH01csfQMS+y0ykXZ6QhMmMpshhlh5s%20uNhSymvMOVc9oqBgRNwyJ0elnSQ/MiJM5I6doq8AKZHmAYQljy1EANZjZ492AkoHI9Jek3jAUuRO%20Dd7Uwi1UW0lTCXoRk1fqgh3aqifDt92JohKBXOifT2yXm0R3bg/JROuU6Tb4JjqQllpcWMXeY6lS%20VLWFKyokjLjXEmymNsW6s6FstltEhcB+S5cbXKhQ5vPU2WnVTWC7uZCUJUjYrKit1RiMkWUpkO5P%20oxcOcuN+e252Wl9cQMJEoKMhDAk8oEtAf4ee4+GvHEET2J9SD6utfTFrft6en5/5gh6MFznA82+l%20D+QKBsQ3t28QR7CcDCqROwr1FebQl48l80CkKHhqTwVpXLTHmZWszz0rZIJIUkKTRQNSCnOtTQ5/%20VirQpowxUEHOo7MjTuxZbuyjmhV6D1uUiQA1KoTol0nLMZY7lnmQuxUZodOjxjViEiK4x83iQqhS%20ruNe7GPlcBwzX8RPLMR9+fbX3cMctxaY8Y7Y8gVPGufDPswUDTMIpTxT9WEiSk1jGGPp96uk+MzG%20mSFPR49OUhVMqDIkgVUacTU4dSbutjKpzPHj9O7CKljGPzBpxzp2nAhYxjsCnbww1kACAa1rTjqf%20pTBuadR1oyUs9xV5phiY8ryyyGw6oklmui0muSQVZjSn1dTh89wdHoWwk8Yx5l+i3WbbXUQ7uCpt%20QoxNSQoKOXzH355Y6V3jQvrdHU6Fu445PGMaE+FIWkLSQpCvlUKkEVyoRw78cS5acHRmqMk8wyTq%20fZ3n45cMVeBKiDpnXUVy9uQGnfhAEKcO40y4kd2AKg0yzzy0oTl9euHqAvCp5tsVyqak6U24lBNs%2008TOaJglXAVNCRwFew/2Yuil1Z3A6+KhyB0OZzzPAd2BKqA8oepNR6gdR/8AX3ftH6/px7NvJGG4%20s/d8sYzLZ03ZIUjohh02uO/Geh3Ry43JbYU81LZUkREJe+ZvduFEferi0roNbRZ5kXoWa/c+mklt%20KH4sd0RVOzHZm6vOU6BuYajJTQ5gKOABzZOh+mrp0fbbki2zXJ3l5TjzcV+rkt1hxKA0gKbUhFAr%20dQZ07cCA4tfS1ut3U/UsG3x0XeVAhtuW2JJbRJIccW3zEKbFUrcaSopOWADtFgTG9QruLfYUz7Rv%20IbQ3HRKDSAttLxjMOnY6ULVtOpSDpXBQCndcxIkTrC7xobbTUVqSsMtsGraU6hIrXTiOBywAQWfH%20jn2YQHLhITlqdMBXPQsfp1aLRc73JTd2efb4cGRLeB5m1BbT4VrQyUurTX7qDU4RVF5mgTvT3pJm%20cISLQos3ITltzC89/CoixUPtFGe0byqtHqmmWG6EqFd636PsEK1LVAhGE9CuUeAZCVOqVJadjJec%20dUlwlG5JVu8ApQ5jBUKFgl9BdHtt3V9Nop+RuS22oxekUnBmKh4Kd8W7JStyuXTLLDqIrNy6FsLn%20VN5YDz1ttlttrFzWywkPuJU8lvc0nmrTQbnfvmuEKg/PQ/QXTkxyZe5z9xtkSSq3Smnoy0AyCyl5%20soEdzft2qoqpFO/TCHRFb9NC0fVHp3lZMm6N8tOeSd52DxZ6Aa54YRWZqv8AUDd2IHWUJKgsrVBQ%20uqKZUdcpxBBxXdVWee9cs75qvYoTD7b7KXmiShVSmoI0OKWednFxYrkCQknbXKooad+uE2RgWyws%20p/I0CQk8orW4AaqqCrgM+w6ftxVHlOEsY/b2HW4q+molEu8VD5ajuqeaAqEkEEAGhpWv18MdN24X%204/8AkWQvVdMa/sTLbjbiaoNRoTT46jHFv8aVvI1o7zyGnYNc/wC0YzUAHYeHze7XCAFCKjjl+rAA%20PZrQfT7cAYxj3A/V9ozwgB78v10GGAP24QAr25j7KVHficLjiwGz0RxLokxHFMyE5hSSRnn+vHX4%20/NjJbZ6EXqT3T/VrwlIjSU8iQo7Ur0SogfKquWfbijl8BU3Q0N1jlPqXyDPRJRQ+F5Pzo/SMcWSa%20Z3LF9NUYsnesuJdQAjRPHcDlngoaZwTQzkW63JJcWeSlXhyIAqTwr/ZiNDDOC6jW4WNtTBS2kupP%20zNqpUDWqTkQcSToUXLCayKlOsTzdVxhzEeIlsVBTpkK6jE1M5tyx2ItVUk7gQU8CKEcNMWplMU08%20y1flXW+3wN2tSfuVfkgFOgr+EaVHw78QcIN5naVjLXGPf4Bi1ddFQ3N2qmdSHpNdcv8AZdmGoQ74%20x+wOy+jPLvqy3Lb6/vTc1LQlc8c0sKUtrNpBojmBJOXbxx3eH/DIzXopYxjUj7LN6vj2GYi1uXFN%20lcP+8Uxg75Y1TT8UpGwVH7xzxplqODyF41369nQZ7kGVdXrc/U3FxoPOML2ICSl1SBRP4dAcx4cN%20Jkc3oRNt6q6ktkdpi3XWVCYZWXmGmXlIQhxSNqlJAIAURl34ZBTaFbfd+rpV+/MLdKnSOoHt1JEd%20TjklY2kKHh8ZG2ndTDFWVRZF764N08s3MuK7qp51QZHMMkvPI2O+EeLctIooa0wNEqyGCUuIWth5%20tTTzKtjjS07VJKcqKSr5SDqMVNFkZVQdRTPTt9+eESZIr6ivarMqyrmOqtheEhUdStw5gFNVZ07t%20OOAk3kS6vUvrSscGemsfLJhn8X8Lk0f/AA/x/wAPw/ibssA1Jhp9TetkuSXBPTukEKX+AzRspbLK%20SwnZ+DRB2/h0wIKsjo3XfWMBl+LDkIZYezKW47A2EtcguNnZVtxTeRUkgnXXE0yjNDS69cdU3a3M%20QLhM5kSOptaQlptsrWygNtqdWhKVOlKE0G8nEiDm+pJM+ovWC5Kpip48yJSphd5LVPMLZ8upzbtA%20zb8NKU7sQki6E2V1T7Rqd1Sak5HWtcKjDcWEbSjIggnPQABRGWVM1Z17sq5HHCOdTvjX5frTNEt0%20/IUiSpkklt0FSRwqKZ50Ay7uzTjTdjkZ7sVjGH3La2LUbS6Fb/zLnJ5dBVHLpQg6DGYpUlQFstFy%20ub5ahx1PKGalAEJTkVeJRyTWmVcNSazQoW3I4YlBmrT3iartVnUg9oOOxxOf/wBMtGQaadFj9A3o%20ZKOcxm0anXNI1I92pxZyuDGUd0NBOnQa/qzGftxxZwcchrUHHvHH6+zFYkAcMu8fbxwDxjHiDUDO%20vAe3uwBjGNfEHcNOI+nfgAHGnHv/AG54BVB2Za6fbrgGETx40p8cCHA2WHBiOWWLEV/EMcltKVqz%203AJ1yyrl243cfku2zr24KUUiLU1cLCurO6Va1VKkaKbBzJGenHs7e3HbVyHJjnk8YxlCrtvwJuFN%20jTI6ZEde5tffmCBnUdtDjkcniytPwNEJ780xx2k0HaaAj6DGRomn2FPLSKJVyyUkbkkZ5V1NNNMO%20lS5WZNVoJUKaVAGVcu81GWFTMg7b6i8KokNkAjaVEjuoR9uBZM1cOL+5kRql9V7s7wwCMq+QTWlQ%20aZvcaZ4S5TWWMY6s9IrCa/VhJX1UBtF5ZSkUAAgIoACf+G4jD/uV1Vdcfj8x/wBddviedOuy9/Ot%208EhwOyBMcDjoRsC1DIqSmqqDXjju8ee6KORejSRxE6W6lk2Vy7xojirY2FLW6FoTUNfOpLZUFrCC%20cylJpjQUUOG7J1G5Y3b4hl/8nQoIdlFdEFROwZFW5WZpUDDAZGLcWo7L5Zebjv7vLO7VhC9vzcs6%20KpxphAObLZL3d5i2bWyp2Sykuuq3pa2JBAKlOOKQlOauKsADiH0v1PLukq2x4rnnrfuM1tbiWuTQ%20hKt7jikIHiIHzZ4AqRtwgTbfOfgzm1MzI6y2+0uhUlaT4qmprhgIZYAOHflwmV3NDuBcZ9vkJlQJ%20LsSSkEJeYWptYBGYCkHswilOg5V1J1EpuW2q6Sy1OO6ckvOEPnKvNqfH2Z4A3D24zuu40SL+ZP3N%20iI40WoZkqeS2ppaaFLW/wlJSdBwwUBp6jhavUvzNuSr85MoJV+UA+ZK9hTRXl/8AVyO3UYKDzIid%20Pv0afM8/Iks3CQCi4c9S0vOVoopd3eIjjRWAjmKMPdSXx1cKOuZc3XF+Zcitlx9SnEpCOaUDdUhO%20W6mmCg6Et6YpUj1N6aQ4ClSLkylSDkQQqlDXiDrgWo46o1X+om0ondVw1pVsfbgpCTqCC65kezTE%20LjzOD61c23F5Ge2ZK021lKgQpO4FJFKEKORxUefvfyFkSwqa5EoAUpC0qByplkew54hLQNmSZo9s%20juOW1DiBVDTLalDjRSUjSg7M8c25Okszt2Yvb4CYgQhJTJSykPj748IJpSpCfbriyN+SE7K16jWY%20EW9JlNKDbdQHWzkmpqAe4Y7Vi+r0dstcY9hGUlFjiLNakppXavig5+8duMPL4MoZrNYxihK3cTxj%20wHP2nTj2Y5rVC1oA4UyGoP07sIGCmWlO720ywVBZAqM+wVwgBxqdR+k4AC0y9324YB1HbkB+0/Zh%20MAaZ07f0V7sNVCgk/Fbe+YUXohY1BHEewjHQ4/OlDJ6Cqx3bepptvU2zcNzzaaBuQg+IU7Sezv8A%20rxsv8W3eVbepotchxdGaBAvTbiEl1QIUKh1Gae+tOzHn52ZW3SSO1x+S6ZkolSFp3JIUk8RmMV5G%201Ulmg6YbRCVvsM5luaf3LSNr50XwNBShGI0M0raZTr/Z5JdU8hKi4ElLjVKlQzooDLd2d/DPIziz%20n3LVGXtsUbQO4d3D2D7MDR04xdDrAiVGeO/WVLZ9TuowpNB5hFRtKf8AYt5j292uO/xa7aYx8jHd%20WbJrobqvp2F0vCakXVMRdtN081ayl4mWJ0cNsbAhOxQSoGu+mNIo0oMunJ3ScLo+TYL3dIMqM0qT%20KQlsTESVSXYqUx1xlIKG3PH4XEugUppiaK8h70X1P0u50NAtd2l29mdCVO8umXES4ht95pIjPuAM%20q5iQQoHcTnSoNBQqkOFGhoz1B0iz1nejb5ke3x7jZFwU3RhtxmKm4LbRzXGkNILjbTi00BSj3YaF%20uVaknH6w6WR1/eL6m6Rlibb1WyI/J8ykCQ2y0gyHS0lLgbe2KAWg7uJAwlmCkqmd9YvdPjqqerp1%20RVaCoFkkuFKiUjmbOd+Js312ledMDRW3nkMUqBzByOnwrxxWy1OoYpUVO1NRU6kdpwDRt9qvXQw6%20ctEWyXRiPIgquDVsEtlMZ3zrsIBMh5a1lKKvV2uK8Og1GGi6qJGL1BaA+wpV1gCS05HPVrnOYHmU%20pgFDviy8xV3IhFaqwDqivdASbfaLH5N6dBjNImyXr3HVJYq/BdhnkI+Y82hoNqalKuw4KkVSgj6i%203KzTOmCwJsSRDcmW9VhjNLbW4zFTFSmQOWg72huyVu1VXXDqKSixy9bfSNU52Ci3WtuIue7C80Jb%20u4RhDDyX9xe27ud4Qo+H7tMFRUjTIzLrnrR7ql6AtyKIabdG8ogB1TwWEq3btykpIrrTMaaYmZrk%206vLoPXWlMvKZUPGglOetaEJ+KaH+9p2485F9cYqYFKueMV92b7EtZLY6l7zTySlIqEJVTcVEUqcu%20GYrx10OKblzKiKbt3GMInD265Zk65HGczUzxjHQnOlupHbRNSh1Vbe6qklFN23hvSnM1TX3jEkzR%20ZnRk51b0adxuNoQV8whb0VsZ1Ua7m6UrXsHww0X3bNfqRTGHnWHKp8JB8aMwcuHxxt4vMlbdDE1Q%20cKaYloK2KIWK70E6ila56Urr+nHTu2bd9Vjr1Ftr5kSzcIjzpabWFLAKqUIBANDsJFFDvGONd4so%20OhOVprNjnP68+329mMtStg1oONPgOzAANddD8PtwCBw9tOz7MFBgPE019o4aYABU59orUnL4jsww%20LH011i9ZmFRHWRIiFRUlO6i0FQGQ3VG2uenbhpmu1yaaklI9THSAItuGyniDrmZIoRTYMvhi6F1x%20dSx8qpIQOVOaN46fPKeSqkiAvIezbUj40rjt8bmRurZPsODbzjkTlqvTE6rSwWZiaBcc611yr4vp%208aeVwHH6o5xNVu+tKE/b5iQAy4aJBohZz45D3nHN0dDr8S+llLGPEkFIRQqUmtKnSvDhiaVXQ6Tg%20nqc7G6rUlI3AbSaU7+OIyWRKMEnWhXjIjfddbHEeJNKa6V7Mc2SdcY7HUiwhJjEgc5sd5WkfacJI%20Z5q9QFJPXd+UkpIVMdKVJNdw3EZEajHpeL/A4t91ljtjsT9g606fi2CGzL80m6wYlwgstttNqYcT%20cFA8xbhUCnYB8u3M92NqkZWiKh3i1QeneobO0t5/8wXG8i6psIBSyvcouJ3K2GmVKnEiJaLD6j22%20N0pCtEybcGJcZiTGbksI5pjF1aVtuMlTqPupKCBSgORwAM19adOzOouoX5CH41tvkdthMhtlC3g4%200pC+c40FISeYpBKqK44ACc6l6Pn9YTL9cXpiY0grcbtwZ5jaltBKY3mKOo3oNNykg65YAKlfZpnX%20iXNVKXNVIcLipTjfJUsqzP4e5zaBoBu0wAMPp9WADlfynCaIT0ETpnx93fhFAaSA4lVN21QVQanj%20qeJGASZp/WXU/TF2gPojXZt9Uu4t3Nppbb6QyhiKlrkEqQU73FJ2inhyzywVJKRMyuvekXEXSOm8%20Am+LlOR5BbkAQg/FQ0lLnh3VUoFKuUCMsCCpXpPWHTv8y325Icakf7qZi2qRIjB5DktpLSS4hDqF%20bahKiFLSP0YKj3Id3z1Hs8PzE7p1u3me1OUiAPJBtAgOx07q8tLNfxt2qtw1FMDCpVvTJxTvqd02%205QAuXNpZSmu0VUVGlSTT24aFDU3P1zjIVcWHwkbm2WwpRpXata07fia4y339SOD66vqRjlyYuail%202G8UlIoWss88znkffgVDg25RSpJDSzwJ6J70iXkulCSalRVQ5U4UxKWhZcmqURqXT118paWXC82E%20FAbe35pG06K3e3HMvQq8YxQ38e8oxHtsm2t2SOYpt5ofOlCtwTxBIzyxVOLSNVu7FsZ9UWrzLSmo%20pC0pXzGRUEKSaj5vecWce5tZTy7bnkirsLucEp5zbqGlKASVjbtOZ+9Suo46Y7ljlRao9MI50N1v%20XGhZIVxS6EpdIStxIU2aEbwaduh9uKuVwU1ujmdOE6oO7memEpUIVdr4jQKO0CpKQeOVO3HKUKOj%20I3t1KoO0OTHYKXJiNr+41BTtJAyBIqfjTFdxKoWm6ZjvPSuVNe4ccQLg+NdDXPAAO6nCtKd2EAPe%20dcs/pww0AVfcKV+GWAA8q0+P0+GEOpy4hK0lKhUKFFDt/VjTZvuLyI0OIc2fZ3NzClPxDUKYUTQc%20cs8vdjrf8fJWeUicLsosvVivsZ1kPMq3Rl0C01FUHLUCudDji8nhztvQ6/H5HVFi5hWhK2aKBIzN%20RljGnU61u5GSFMOhGcKiMqI1Jb2LGYzSrsOGimVruRZ6OsRNSmTU5mk2YBU9we78Tc/BGhQj2xl+%20Xz7sH8m2D9yT/wDfZnf/AMN34e/wWMfAPtx7Yy/L592eV/Va2x4nqLfWIwUllp9O1KlqcV4mULNV%20rKlGqjxOO3xn9Jz7scxGw+nS7rZU3AXFuJOmecFthllbheNvbDjxW4CA2KHI7TU40op+20iM6Z6D%20uN/sV3vpkohwrWyp1BeBUqQ42kKU22KilEmpVoMq4mipQbzHNq9POpJtig3SGYrzMxTyUIEloONi%20Onc4t4LKUtoSkipKsuOowmicIZCcb0/nrvc63XZ0WpNtiLuE90o8yAwgJWFNBpVHN9ctq6d+CIpW%20qug4j+mUh3rWZ0sbgD5SMuamUyyt1TzQaS6kNxwtKt6kryTu17cSWZWoOpXLxbmbZcJNuKXy5HO1%20aZTBjPA0CjvZUpzl6/vHCQ5UQ1iknd35kk1zrQH24i0FsWcWlCamuZpTKtcJIsboJr5q1At5IOit%20K/GvAYCNS09N9A3jqCEqXDdjMNl4xIrchZQt95KC4W2QErBIQPvUwqFqQLB0Ber5blToq47QLrrE%20Vh9akOSHmmi8tDSUoUNyUp+8oZ4BqId99P73ZbaLg+5GdSHWWJUeOtSnmHJDfNaS6FJSmqkkfKpW%20eRwCcRB3oHrhppTq+n7ghttBcUoxnAAhIqScsgK4KAkNusOi7l04uGmW4w45NjiUhLJWSGzkN4cS%20gg00oCDwOJJlVy3QvbsaO6pKnG0rKD4VdlM+/jTHk9zOApsVHAZV0p9uE2RbrjGPIL6GtK4Axj4B%20jv0+97K65YQ9C89EdVxWIn5dcX0sBnxRXXDRGwmpST2pOlcTUjdx7ySzLJ5Tpi9KVI5cacpvwqcS%20d20kDIqFMynjiVKmpRhPQrfqB0vbW+nXXbfHTEeSrluOtkpohwFFdpyNFEeztxfZvSgyq7bUfqoV%20KbeJV/hWe0SoLFuTaNtJTKgou0b2bUIKUctJrVQJ/Z2ITjfVHrjT54zondVKDd5hxpwIcG2tM8uO%20de7HK5PDcNUYhLMj25nsxhaowDp2jsp78KgAy9vf7qnPAAOPfnT6UGAWMfAHvHd3YBg4aUH2ZZj6%208AJrqA1469/HQ0wAtSe6ImpjdQsbpHIadCkLBNEuHadgX/rHL4YnCTXmaePLPM0K7WJiaeY0SxNR%208j6TQ1FSKgY7HF59MpZo6MoJ5jWHe32XvIXdIae/2UjIIVTvNB3Y0X+HGcd0MYx3FavOLpIt8Oal%20xAaV/iUIQc9qqcK66Y5jhnR4+J6Di8lSyepzIedYd5ZSFMFNBuBzrlQqJp8cZ5T2nUhDcq9TEBb7%20cvNMVhYVtSatoJJUqtFVNflNM16V/vUoc3VPxw/KvZNd65V3qCWvn8KV8/GnbwqSrfbig/wjLiAD%20tStpJrlvJ8QG4EA7qUqFewCMJOqS1y+SXhn2zya9o3bT8P3/AD+XtM16iQhF+uTYTRCZCkgAADwJ%20AHy1TXtx3uNnBPH7djg3/wCRZbP0RaZvTkeSuTKReJ0O4ToiUBvy6UW+iS24kguKLlcikjGtFDBb%20vT3z/TcG+sXiMhmS2+/LS8h5AjtRylKlKUEKKiVLAoE6nKuLEyDQcDoePHut3Yvr6jEtENM5S4Kk%201kIdKA0W1uJKUpVzK+IV4YBCjXRtjZ9RVdLz5cvyjjqGYj7CGy6S8lK2+YFHakUV4iAcMCoy2ksy%2032EmqWnFtpJIqQhRTwyNcIBIZCvZ8cMAd37dMAHLmSPbphEJ6CGQAOnAfXhFDG08r5SAg0UpYSCD%20TM1pU592BohLMtfUPp+rp2MVMXMXB1qa3bbgyWVMhqS+0HkctZWtTifFtPhGYwZDiiyP+kjTXmnf%20zkqjWxT6Lw75U1aWwyHiGk8z8UK3bRUpz1ph0LFEhJfp5eB1BMtNvW1MEOM3OclOuNxUCO6lK0rX%20zVbUnxgEE5YCO0kbX6P9RO3QQbs63AZPMQuS04xJLbqEhfLWkOthJKFBQqcxpU4VCW0j/TZoNeqX%20TrVSQ3dW0BZBTUJWQCRnStMNLMI6noL1fhrlz0R2ilK1R2zU8SHFkA0PdjDycpo43rMa0XgY4tC2%201qSsEKQSFDXMa6ezE4vKp5XbnQm43Ssh1lK3Xgys1qjbupQ0zINK92M879DZDibkMrpZZECiyQ40%20o7eYBTPUAjvoaYlbuKXQqu2pQ6jeBNdhykSGvmTkU1NFJOoP6MSnBMhauuLqXODOjzIyXmlDPJSR%2090gZg+zGGcGnkdm3eUlUXdbbdbW2seFVQQe/UYjGUkP7aZw5EYWylkpohsJDdDQpSnQA+7Gzj8yU%20euWP0JRgvIqUa42dPT7U0Xd5zrAyUtOQdyigJ5oBQGMk8sI8QXT446UrMbqqtfz/AEy8+poW3bjH%20y/EuIIUkLBqlVaKPu4441604PMreuQYPxP6v11xQABX35U94pngEAUNPaP1fowAwhoPf9VMAA4dg%20pUe7AAfd9O/twgCNKHLLPL44AoGda04/T7cTjJrqKiYg2iTBf8zb1ct0Hxtj5VDsINMdmzyldjtu%20AqrNFq6f6mbkHahXlpQoHIyqkKpxG7PP4jGHmcBx+qOaOnY5Zb4cvzTFfkdAotOfhPDXHLaeh2LN%20+uok1OW04WplEEZJc0CqVz+rCjXQ2StqSyI9XW1pC1I8tcDtJSVCBKKahRSfEG6fdOLZJdyMYNpY%20xjwAOtbTQEx7gCRUAwJY4A0/w9c8JpdyX2pHmT1Qeam+oV8lNpcbQ4+nal5Cmlp2tIT4kLCVJ+XQ%20jTHb41Nioc+9H6s8Y+I3svXE+0WpNvbhR3nYxkm3zXd/OjGa2Gn9gSQhW5I++DTGipRToJW/1I6j%20s8WVbrcW49rejOxY8CnMbjl4AuOtLWC5vUobqKVT4Ymn0K3LoNLL6hXKyWJNlNvjXCDWTzg+p5Kl%20tTEBLzStik0+UFK9RiS8SlyaQn/mXcl35+5uwIy4siD+VOWiriY/k0oCEtBW7mJI2A7gqtcMTuOt%20TmV6gqmXh+6TbJCkvyW1MOtlb6E+XLaG2mkbF1Ry9lQoHcakHXDoJXM80RXVHUUvqW+PXiU2huTI%202J5LNeW2lpAbQnxbiqiU4VSMsxs20hAAT/6VM64g2XJUEpRohFO/7KjiKYcSu6nQUZIKE7ToKdnH%20PBInEuvRvqDHsFtaiP25U12HLVcLc8h4MhDq2SyQ4goXvTnUUI+vES1SHFi9RrfZ4aY7VreeciyH%20Z1vcXISAmTIjlp3nJDfjRuO9KRQ8K4dQ3iXU3qMzebauM3blR5UyRFl3OQp4OJcXEZDSAy2Ep2JO%20ajXdhDcyRPq/W6mcbashVxcuKmPMZELh+UDddtDT5q07qDBUN5QZlxnzSFTJb8vYDyue6t7aCakJ%203ldPYMFSEmzTD+340NNMeUbyPNIA7B2DIGuuCg6VzBXMUPZ9eeChGlAaAV9vu9+EMUcQwGW1IcKn%20Vbi6jbkmhyIVU1rhjTL56Zf933A8Q+g5dmwg+zDjodLiPKhZryqGm1S/OkeWLSw4k5EgA5Jz1yyx%20ObLr0lszMZCsgCcsj2ccyMKE3HTU5EnjGMh2xMSWwxIRvRXwkZGppljtcfnKa2zzRH5Y/L8TiREW%202nmp8bRz3jvy4+w4q5fAy3R0EN8swM/Z8fpTHJkmnmPGMdwZnPXvxHIQK040HHOuEMBB07BT3+/A%20IGVez25UB9/fgHjGPxAPZQ/t7sAYxj3hcRUFQqN1Dn7K4KEoujNes19tEu3NLZlpAbCWlodWApKk%20p0O7ZWta1xZuOvZvpqgTk/py7H8v80y+6sKCW0q8VRmdlK55cMb+NzHbeWaE5xk6EVPu73SMdT1x%20KpNoSQltTaQp5KlnalCQKblKUoAY6c1C/Cq1JWN0Wl0JizdaNXhS7RMt02y3uOwmSi33JsNuvR67%20ec0QSCK5KqcuOOXy+K1pnU9VxLtNehVD0X1osEflaVKVltMtg1qQaZLrqkd9Mq6UlH0yTSfTHn3e%20n06ZFj9VgpUx1x0/M/5K60UqqbUFKJoD5tgZle8AkLGqqHLvpwpN+lSeumPl07eOe6v/AG0Mljt+%20fuXiY71XEkRupLnFlNhqSxIU260FJXsUKVTuQdpx0YWtsaYx+5jne3uocfrDqKBZF2ePIbTAWh1o%20KU02p5tuQavIbeIK0BZHiAy+OHoRTR1bOu+o7ZbmrfGfZ8i1zdjLzDTqCl+nNQveDvQraCUnC3UJ%20UQbHXXUiLzJvCpKXpkxrkSea224ytnL8MtKBRsG0UAGJKRFoN3q2+vXaPd1utm5xpJmNy+S3vLpp%20TcQPElG0bEnJPDE8yBEOOl5xbqjVa1FSyO0mpwDOVUAJOQ+nbhCqAKrWmVTnpT+zAClU5cpt+zAQ%20uaCRPfpr8K91MIoYnIbLjRCTRQIUlQ4FJqNcAmT149Rb1dWBHm2iEAt4SJC0c9JdloZDTchdHNu5%20CUZAAJJ4YBZkpcfWS+IBrAghMoum5MAOhMtTrKWVKeo5UHakUDZSK4KslvpkRw9RLpOl3Waphhtd%20ziJt7rKEqDbLKNuxLI3E5csDxVwVDdU66h60uN8hyYkxiO21Kmie5ywoHmhoMBI3KPhon492AbdR%20z6X0/wAyemf/APYsAf8ApYa1HDU271uuExjqdhhl4toXCQTQUNS44PmGeM96FX7Dz3rtyk0vAzGu%20XditI885FkjdVspYQJDK1OpFFLRtIIAGdPDQk55YzTsVeR0LXMSWYzvF8ROaDLTSkNpIUVL+aqQR%20QUJFM8WW7dCnkX95HwISpkpuOhYCnASSQcgkEnh2e7Fs5URmtW3Jj+fZZNuR5tqR4UkJ3p8Dg3ZV%20oCaipxTG5ueZqladvNMkul37lMed5rheQogJKtQsmppQU01xRdSSoauK5PXGMdCccaLbi2lgBSSU%20qA0B3Ed2KIuhtuxZRJ8fylyfDYSl1BKUqpUgEVANc8gcdbjXXRM4t2bUsiStd7LZ2rKUkkBI3UCq%20gCmZyPux0JO3fjR6mixyH/F4xjurHHkNvoBRkaDcOI7O7HF5XDdrxR0YzTVRTh7BX4/sxjo0S1Do%20f0DCqAMvd2jsp3YBMArX2Ur9eEOoX1U/RQfb9mGMPIUGWX6PbhaiCyAr2ezTDYIPhTLLtzGWCtNB%20MQfjBxSXWyUPJzQ4jIjLLiK46fG5rj9MtAJaydUPMPNxrkoofB/ClcDX973nXFnK4MZpztmyzyHW%20jLtb7lb7y28yl9h5+OfxAw6hworoVBKlFPvxxJWZL+SPQca89CMUDzKJBFFZKFMqDP4e3Luxlksz%20vW39InonI0KhU/HTL454jkWHnX1KVXr6+g8JA13H/Zo13cPZj0vDS+2mef5X8iydGdO2uX0rGeet%20TEtiQboLvcXUbnIvIjhUSjtRyar7fmONdTLtG3SHTfM6WuDN66dS3/BzHWbnIYJ/FbQlSA7IKt0f%20Z/s0hNHCcFSFEIdN+n/TV66Kg3Aw5y5xM9UnyzwUuSqM2lSGG0rQpCFL3V4n21w0yDgmhtbuhrPb%20OtLtBYjG5vR7KqfbbVPQmQ6mS4hBDLrIADjjQV8tPdiVSv7aTFJvRPTDHqW+u4tx7fYGAy75B1Sm%20I78soQXITazVKfxFeJNck4dWH21UqnqXa7fauvb1DjNssR2JaksMxSFNtpNFBAA0pXThiOpGaSeR%20X+/vpXM6YTHUTdSlbZrwG4Hsw0yM1VCcQGiuHAgZd/d7MSkRgaf6d9I9OXWzxHrnDVMkXK5uW9Ly%20XXGxGQ3FU9zQlBSCrdT5sqDEDQlkddCdGdO3CzRlXCIqXKuM+XATKDjjfl0R4qnUuISg7VErzO+o%20p8cA0kddbdF9O2+yyjb4i48m3TIEMzi4475oS4/NWpSFHYDu+XZwwUBwFnfR2yplrgNX99U3zTkB%20tJhJDZkNxfM13c80b2eGu2teGHRC2IqHWp6LL0BHS6SG0RttxJ8wKyAc8pH/ANA7T2DCIyLlp7BX%20vyrjyZ5lkT1C68hpkIqG1L/EUNKJG6hINfu4utRRdahVEezfLgA0CoLCSNxCaldVAUNN2dDXLjTF%20sraLZWsYxqywxZDEhlLrKt6FCoIyPZnXGecaMzzixXInPu78QIEhab9dbVzPJPbEO/O3TcmtCkKA%20PEV/XiWhbC5t0G824z5zgXMkOSCn5AtRKR4ick/KMzlTTCbFO45ajfMUA7aZ6dvYMKlcyvGMfkCo%20/X8OPbiSk0AvHlOMHIBbZBBSRXjU646fD5zjk9ArQVciIeTzYtVJ05dan4d/ZjZe4sbsa2xUWMfD%20X4MZ6mnt111444U7co6gmDPvz1Pac8VjBlr9OzDQAz0GvDjrhCqDX2dndlgAB7+OVO/6u3AAVEkj%20urTu+rvwMlVji3Q5EyfHjRSESHVgMrzTtVqCSKkYnFOpbbbbL/1VAldToj9OwH1Ny2HmpX5glKVp%20ZfjkLbXQ6+JNSOzHo+PZVuG+WR1+PNyklEnrR011PI6j/mXq+5xZtxjQ1Qbezb2lMx0NuKC3VqK6%20uFa1JHEAYz3Lym9vjjL9Dvxt7VXrQtaq+IaDbSmZAAOfE/e7fqx24aI8/d/kwh4jXMiqgCRlSlag%20AEDbWpxIgjyp6kUPqD1DSlPPOZJOWg49mMlxZnWsvIk+gX7c0Lkq2yVM9UOW94W5yZ5dqOh/ckjk%20uuKUN+wHNdMVlrJ1aXmfUO53KyvQXIkkCoRLix1PbA2JIYedC0Nq37iVUG4aYTQ1IbxE9KzetetG%20ZjcCRFkIU5CmKo2lB3o5hj+NKdyUqUap+YpqMtY0HUb9TWvoy2yrU801FjA3UoLMeUZaXbakpKX3%20wVubFKz7K/uimJ1BnfqvKZfiw+dIjyZomzjHVHW0vbAUtHl0nkk0TkdgVn7MNkTOFAqGtD8cITzC%20Qmifb78FBRVAnQSK8da/XgFMSOXu7vdhUM4aQFLAWaJJAJ7ifFnmdMAJGs+oHS0RNrX5W0tRksXB%20pFufjMBtT1u8qlbzq1IH4qUq8RcPGuGTUSXuvStm5k51Nhh+ei+c/lZgRUKExpuGhaFcvSTtVVSV%20HUn3YCLiioSemOlT1j1MiVHWzHtdtYnuQILiI4TLKGkuteJK0oSFr025dnDCqJEpJtnp10fKfuio%20UubHhzlWp2LJMeUlxxyOiQ24EOIbSnbvpqSe7BUnkVT01La/VDp5TaeW0q6tqbRSgSkrJSmgKqey%20uGtRReZsfroQOrY3/UW/+NcxVdVWea9f/wAi8jOvCCaZpzArlrlXI4qzPP0yK/frpIblCMy5sSgA%20q2+E7iCdcuGJKJusQW2oxRfrmgU524DUkJJ04kjEtpb9pPOhZrJcXnGGpKVDzCDmaDUE0qKU0xTO%20FUZZLZKqLLJ6lEi3uMOMUkuApWsZIzyqnPd8vDt7sUfaoy58mqzJKxdS2qKGqoEYtADlr+TsyWB2%20nOoxVctNmmxyoo4l9WQue4UNuOkknemgST3biFfViMOOyUuYqnKI1ovf8SlK0PJIStAISrXIKA1y%20GRHxxOko5FS23VWow6gXa220RoaEJfSoKU41kUpTUAKPbXPji+xOUXVmfkbdEJ2N+e69ym/GptBI%20WfupB419tP0Y6sOTGS2z0LOLck3SuPZjUscaYl08tVW3U+EoOuXHHP5PBp9UdDppjk/2f2+7HLkq%20MkDh7fh24gCGV1ubdvYC1De4rJtqpBUa8KA8MWQjUpu3KZDllbqmELdSlDpTVSUmoHvphNE09yqR%20N+u70JxtiP4XVHetRB+QGgHvzxdbtVMnIv7chC29TPOSENSWwAshKS3UUJNKEEnt4HErliiK7XKb%20dCw6ZV+zuGMqyOimCude8H9P6MJOugyL6ojSpHTdwbiK5c1xlaIaqkEvEeHbTPd/bjrcBXG/Astp%20bqs66Vt1qcvnSS+lemJ3TUq0oV/NU+SwuO04wGtq2FrUf4hbjtClWfbwyOTOCVHnQ9BbSy8CXeuf%20VS3V7ZsUBVSmsMnbWuyqucmtAKED25Y4EnDqevscZ7U3j9/gur6Ji7dTnwifENSAU+TUk+I7qeJ8%20CoR3VGvYMFIlr4bw8dffXwMM64nSl9aXdUpxLr5f8TiEctHyJzDZUunxOPQ8VL7aPIc5OF1oWtXT%20/U9wtUifbYj7lubK/MrbWEoPKTuUdpUkubBrtSaY0lKlUUidN9VT7Q9c4saQ9awFl14OUQQyKrOx%20SwVhCTmQDTANqpDKauDEdDzfmG4i1nlOjmJbU4kZ7TkNwFK8cIro0J2y0Xy6XLlWhD0icUqeqhzY%204kIFVLLilIoANVEj24azKnFtizfSvVb91k2VMN9dwh7nZcVbiRywkAqWtS1JQMlDxFWeGgadSGuc%20G4wrw9BujTjM2KsoksuncUqGeZJNa9uJlGdQce0jjqdc8QLKArkT2DXXAMGfu+h7cKoqEzY5XWDU%20OamxLnohkVuAhB3l7aEVd2AgZV+btw6DVRaFd+vH4s5cCVcnoa0BFxWwXlNbUI2APFGQHLyz+7gG%20qiN2l9YrtkFN1cuCrWgA2xMrm8iiU0HJKgEmiRTLAGYh/M/UXO5/5rKLwdMjm85e7mqQWysGvzcv%20wV7MsFRVY1m264wdgnRHoxeSHWue2tvmIIrvRvpVOeowkDNL+lPdjynQ82NLtDVLiFCVUWk7uOdA%20U07vm+gyxZblQstS7YxjMqy0qqQfn+8k0PA5a5gKBJ4dtTjXGjxjGhsg8sY0y+VEOINwchuc1GbJ%20+ZBrTbQkCuYrll8KnhGUKkJQr54/P8fO2NrStAUk1SQSDpl9KYxtUMUogNKZ6D6UwsyOuPMM9nEZ%20ka8c8S21JUbxjHcAP0Hfw+rCoLawfV259g/VhADt4fSnDAssxVxjGR22642vmNmijqCda6g0pjdx%20+Y7byH1HiksTEmo5b4zOZINdda68Mdnbb5C7SFXvjH7jJxtTaylY2ka+7XMY4fI4soMNMjmvHTj8%20OPDGWjHUNKFrcS0hJUtRCUoHiKiTQAACprpgJKDYrJhTIqkplR3I6ljwpdSUVApmAoDCaBwaER25%20e7LTPu7MIh4AAKiEpqVKICQK1JploO3TFkVUklnkTFmFxt6ZFzTb3XGEHy5ngAtRyTtcJT85KT4f%20Cmgzx2uFxlFbpdDdDj0VWahYYTVqZRyQHFLBU46aeMrGvd3Yr5fLc3lodHj/AEUfUlmpLr05tZO2%20gISkEgDInXLjjLY+qaxjGa1N/wDYlJ1MPHqD12pRAvcggEAgNRzsCgU5K5QI0Se0dtMx76xxYuKb%207Y8Pz89fO8jkOM37etf0/KhyPUTrhWw/nTpqEV8LABqNyR/gfKSABX2d2LZcOKrl38fxx8Stclqu%20MZeWfkZ/epkmZd5cuW7z5L7ilvPKoFKVXNRoAn4Y4XJilNnoePOscfp8hSxWGTe35DMdxhluIwqT%20LkSnOWy00nLctQCjqaCg1xnoaNyHzPQ16e6hl2IhhEqAhTst9bgEdttACuYp0A+EhQ25Z1wUHUYw%20+l7xdG5y7fCVOj21JclvtJq2hCSRu8QSTpUCle7CoSqNLlYrxa+WbhAfhB8FTRfaU1vApUjcBuxC%20hOpLWzoe8y7AbywuMI5aekNRlObZDjEZQS86hG2hQmv72fDEo1IyR3E6Lu0uwO3tl2KqMy0p9xjn%20fjhtCwgqKAkpGZyClAngMSIkDw/XgAHDCE0NyPEcqftPt7MIzS1C99OPsBqfdgEP51pvluZYenw5%20MNh8Hy7r7bjaFClfwyvbUU1pgCjFldNdUhyOwq1zg9KSTDbLTu5wJFSWk0qaAV8PDPBQHFlVuMOZ%20AmvxJiHGJTStrrToUlYOtFBWfxwFEnQ7tUC63SYmNa479wlj8RLEdCnnCE/e2o3HTjhUGlUunpK6%204v1G6aDiShxFzZQsEEZhWYodKHI4ki610Nt9dP8AzdF/6k3/AMa5iq9qeb/9g/yx8jOt1Tn3aCnd%20io4KyK9erRKL7spB5iCNyhUbgAKHLiBixG2zcVKEH9eJo0p4x8RWNKfjOc1hZQsgpJFMx2YVO4nH%20oyQh3q5qktNqeSQo7SVhASK6kq8P24g4lUrUR/I6lYbWpLLfNpoonaD25EVwttdCqPHZGq6guRc3%20bwBkeWEgD2Z+L68NQ6lysKg5j9TvhVJLYUk0qWxtPHtJBriLt1F9nLIm4ktqXHDzVdpNCDqCMR2m%20OcXF0JuwXGFBW85ISorUAlsoG6gqSqtSBTTFNyDkW8e7tZINXmJcJPIdbEZVRyJBOpBNArgNeJxr%20sciUP5ZmuHJTeuRJNS1sL5EvwGpCHCdfb2Ynf40Lsd0Dapj00Pf7/hjiTtuDJ17CbjLDpSXG0rKT%20uQVZ0VrUdmI7qEXBPUUyr3dnxywq4xj8Z0oqFc6uGcU6VCz8duNfHZy+etCEiOoZlNOrBKULSogZ%20HI1xpnGqMVuW2VS9MSWJLfMYXzG1Zbga+7MJ7RrjmzVGdy1OqE5NwgxSkSH22lOfIha0grPYkEiu%20NHHsOUi+haOi+mXZLyLxckUbR/yKOdKgg71CvaMq46HK5EbMdsdXj8/E6fB41fqkTvVl2cixEssE%20KfWfCk1PiGaR9WOJKTk88zZfu7WqdzPlOR67lLbWgFQWtRQRmUIVuzQKgK26HL4HPtk3jxf69Py+%20g8d1gqdlj3hBxpJVueRyxXermhIBCgk127aGi92nzHUZYUYN9Phj2eHToWVVK4x+BhfqAa9aXckl%20VHzVVdTsFdDw01+3HoeHGlpHhPVWnedCw9I9bdO2uwwW5qpKLhZzczEjstBxqT+YsBoVc3DlbCM8%20jUY1GCMhWyXvpO32CSzFvMk3d1DkdmQ7CWpDMZxH4yGEhwbFvElKlEfLhF0ZomelfUK12/pWLZ50%20yWxIiqlojuIa5wj+YQEtPtAqAq0d3h1zqk4CaGT3WXT7/VN1kuKkItlztf5Y9ceSFPqeCEgylspI%20FXFIqoBVcFSFBpcb/wBKXDqx69/mUuEkoQxFSYaJCaR2kIbceaWooWlzafB93I4e4rKr1xdoV56u%20ud2hNuNx5jgW2HSouKASlJVQle3cRkmuQ9mG5FTWZB65U+GXsOFUQPdx+37MDAH16DAM0z026rsN%20rs0dmbc0wHoNydnSGFhysthUVTSW0ctBSpW7KisqYCaY46L6l6bs9pZjvXhlvyE2VOejth4CUzIi%20FtDLYDYCihZ2KC6Aa54dRqSE+uerunLjY3m4dxRL/MJtvfYt4S4DDaixg08h0LSlKc/CEpqDhA5I%20lHusvTly4uMqZtQtq57raiLehKhbzC8BBDW4fxP3qbvYMOobjNeqOrbn1E7EXObYb8g15dgR0uIT%20ywaglK1uDdlUkUr34CEpF6/VmOwVx5JHmAxUGoqM6/pwLIdaEFeLU6p4vxwVA0UtsA1BGfh41PYP%20jrjRbmtDTbljGPDQj49umPOnlt0UknctXhSCFVAOQqBs4doyxc5posdxNYx1/UsVtiuxYoZdVu2K%20oimZA4cE55YyydWZpOrOY1wTLdeYaqktghLlQampTUJ9opXBtoKhBzYE+NuJWpxDgIUpJUrdxSFD%20MmpUrLPLXtxdCSNEWuo+s1vmsvF5xXLQoKC2zmTWlMhwB3HPPPPU4rnJMrnTXGMdiaoew93bnlil%20FCzFI0Z+VIbjRkF1947W205kn2ezXsw0icYNsm53Q3UMVHM5AkIpuUWDuIBplQhJP+riVKaFrsSR%20AKCm1UILSxqDUEHhidu64vIqcGWC12abeLW9KSEqSwstoCTRe7UlNaaA9uO9Z5MLsds9cZlisyp4%20D7pzoyDPUVyZhJQohyGgFK61oApRr28BjDyfT5QeSqi6zYqXO3dOWa3LSqLFSh5ACearxOZUzzyB%20Pdjn7O5uhx1EdzYcOZHVGlth5lWakKzTkQQqnA1GFtyJyt11KbK9MkmSTDnctonwoeQVKFTWm4EV%20wtuRjnxavI5j9OMdPSG5JfM25ElMNpCKJSopoFEEqJUKmn6Mdbg8Kr3S0KvtKHmSFv6Tu7VrdtS7%20oU2ea4p6XCDSVLHMUFraQ6SaIUalQpxyxZyeZR0jpjH7HRtJpFpQlCUIbRklISANcgK+/THJbrqT%20aF4dPMINK1B17Np+muLuM/rXmXWq/M83eet5XQvtqpv4pVuAVUUPiPyKPCmdMjlj6LxrqUFT8css%20u3WlPLqcDkWXubXfGK9MwvzCGEj+KSVpAFSSdCNTmo5JGQpX/WGNFy/DP/txTw6+NFShWuPJY8/Z%208ffmVq4upXNfKFVbU4soNQagk0z48ceZ5brJ46Hf46pGhOdPdYCDDlWu6MKl2WZGXEcajBliQkLW%20le9L3LUomqdF1FMZDRUmY/qbDY6iuN5ahzIqrswYsox5DaH2m0bOQqO7y/CsBrx11w2yW8Rh+pDD%20PVF9vblvJbvCAlEZDiQW1IWhxKlkp2rqW/HkK1OmAkpnPVPqDGurDTVuivRlCe7dXVy3EySH3QBs%20aCkBIaFK0UD34baJKY6j+pDKrMlidBW/dWo0qEzKaW2wxyZi0qWSy2hNFpSCAUmnbXCaJpjGF1jY%20rbYbjbIVulpXPZdjr50lLkZSVrCm3nGdo/GbSNu5NBhJ9B+JVKilNRpWtcSqKgep7MMBF0UV7q6V%20xEouLMJKglSSRuANaZZgHMZ4CEWaf1l1N0xdYMhEa7NPLlXBu5tMLafSGUMRthjklBG5xXhFPD20%20GAlUmJfXvR7iLowm77xe1S3GJKmpH8EHoiGkIc8BUKrSUnlVAGeGG5FOd6v6de6t6iubLjMsqtDE%20O1TJMYPJdlsobQp1KHUL27tqqFQGCpXXMl736g2SGuRP6eagC4tTyiABCDSBBdjoDnyJa3EvpJG4%20lQOmWAk6Fa9MXCv1N6cc2gFdzaWoCu0FaiTTcSfjgWo46o2X1zoerYtch5FH/GO4qu6o8z/7D/kj%205GdVAByzyNeI7e7PFRwPEIigKVZgjQEcRhpjgyty+nJaVLUwUuprkkGiv1fXicWb4Xk+hEKCkqIU%20KKBoQdcssTL0FQaUFNKd3ZgoNY/MFAPZrlgoFMY+Ae09n0+gwMGgBKlEIA3E5bda/DCyE6alqsMZ%205iCeanaXFbgONKAZ/DFTMF+SbyJRphx1xLTI5ji6BKU1zJzpn2ccVzlRZlVuLkWRXR7gjJeaecS4%20QC2sponcNTX7OzvxlfI6M6f9JpKRxCuZ5rluu5C3NyUtLpQEk0pUBNa18JpjRC+4OqHCcq0ZIgPw%20VZ1dj1A3AZpqO7XTG+WzkKv/AFGqNcY/AetOIcQlSFVBoQR3j6ZY497jygyxOoZ0rp9NMZq0G+xF%20dR29yVHDrSSt1kiiE51CyAaezXGizOmRi5VlyWSzKoEKJ2JQorTULTqapOeQApSmeNe9dTk7JIle%20n3ZjUwt1UmKElb6FA7QNuRFeJqNMCtb3SPU3cXdVVJ+xWpiVIvL9z6ddvUe4+C3SUIDgSlKAjkqU%20rbyglVVbk6403JRsxp1x+h6jiW6xrjHvoaDDups9gt9vlSEOz48dtuQ7qCsJodoGumWOFfnvZpuc%20hRVEVe6zzPeKiCWgKJSSKqJNSSfEBX34IKmMP8TDG5Wa8zNnIkLnLKozRWHCo1aSFbuYo+FNajb4%20qa9xOdYfVWvl8vjm150j3R9l4XHg7Mfp/wCn2aL9PLwE02637kfwjFUmiSlpGVFZ0ookUVX2VHYc%20FXR46V/Glev061z0y4sHXLHuxR+BQOoIbCL3NQykNoSvaEJSEpHhBoAO3Hc47bgfNPWYUvy8yxdO%209BWW6WWI/JlyGbjc/Pi3ttJbLKfy5kOrL+6i/FUgbcaEcvaiJsVgs9x6PvN585ITdrUllzyiW0eX%20Uh1wIH4u4qUeOgwEUTFl6Bk3LpyHeWLrDQ3IL/mGnuagRmoyQpxxxe0gjxjJI1OVcFC6DF4PQ4Re%20Z0S8P0iW+3m5l6EUrL7JSFNckuCnjCx8wy7K4ETOZfRtjh9YybM/Llvxy20u2txm0GVIckJQtpr7%20zaSA54laZYCLgV/qqzwbV1BOtsOT52HFdLbUmgBVT5q7apqk1BphUK5IhFR8vATUfd9vAYaZBxET%20kMuAyrWvsGGQBlWnuphBUsnTfQV56ggmXEejMoW8qLFbkOKQuQ+lsuqQ0AldSEDVVB34ZJRD6f6B%20vN8t6psd6OyC64xGYkLWl2Q8y2XloZSlKxuCB94jANRYL76f3qzWxM6S7GeCVssSozC1KejuyWua%200h1KkpFVJ/dJzwA4sQc6B67aaW850/PQ22lTq1mO5QJSKk5D93ALacdU9I3HppyE1OeZdVOZEloM%20lZKUKyG8LQ2QTWoNKHhhCaLz+jOns/tx5Q81jGPxBlX668T+nhgAGfE5Z1/Trg0CtAVpoKZ1y+GH%20VjqwV7/0fbhISxjHUTajsMlamW0pLhKnKcSdTxxJjb6Ch7xUaUP0ywsxKoK0r3Z4Q+hN9L9MOXuS%20sqVy4bH+O6kDcVHRCdRU/ViUczRZsuRpVpsVutiFJgxqKpRb1CpxWdfEvM59mLFA61njUWSHxSpJ%20pmFjMHs4ZDLLLDaJyttaiTkOM8vcuO24s5JUptKjlpw4YKEFx6ircblICGmi22MwhCNooe4CmJW2%201mi1cZroUr1KtPlWbXcFuv220vT2mOobjDJS61CXVKl1TmlJVtSpW3LHY43LlKO2WOpZa4NHuY26%20afLXVN2h9EynuoOjY7TKkyJTxdS1McP4rMeQ6RvSUUVxAUcTlbtydG6PHwLLnFk1WKy+Z0LxekdP%20DqRyesXJMkMnp1KUFv8AxdhZ2kB0ubTXdXT6xcS3oip2X1WMYRIv9T9Q3C+w+mumba3+eSWVy1u3%20QuNRWo7SglSlcuq1HcpKQE+/EHwEupCFpvJoW6Ebfni8yr83yuobRMXb5aEK3tIcSkKBaP3gpKwR%20pT24ny7+2G1LGmNfHoSXFUU5dcY8vaWXXMgVOte/HCbqisIdmde/XPX7MJaiFolC+iv7qq6ZVQfZ%20i+w/qWPzLbbozxvUFZJFRU1NEiit1c611/Xj29lrasY0xmYrn8mCiRTMBQAIUcu4EUFeFfoazZAW%20RTlpFPujKuf0zxyL7+pm21/EvNi9PLdcbHGucq8riOyI0ud5ZEQvUZgubHDv5jfiP3RT2nFVamhR%20JVfpPBRAlqfuQaagGQ85PTHcU84w0w06lJa5oQnJ/gdcq4Y9pG2/07tjnUHUNml3F7nWiOl6I+yy%20na6pZRtLgWvwf4wqK178ISiM+pugW7Oxzo1xEvlT1WqYHmvKJbkoQFEpUtSgtuh+Y09mGMnbf0NY%20UdONJlIEm5yrfcJwuUaTzGWzCWkIbQEEtLBFdxPE4EyUWNY/Q9vk9AR7lH5T1+lMyLgsOuupU3Ei%20uBtXLSE8pStSrmKr2VwNFylUoIJQaim2mvtHfiJIUBBz9uWJIQS01GBoqnGoiAVEJGqjQE6Z5Cvd%20XCKaZlw6q9PjZIReYuHnn2JaLfOZLPKS3IdbDqNit6+an7ug00wx7SVkekUdHmlC8lca2F9u8OCM%20QWVsMh4hlPMPO379oNU592EkG0gHfTW4xr7Ms9scakNxIzc5cx9xEZHlnUoKVr5q6JI3AFNTTAhb%20SWtXo/1C9dEw7o6zb2TzELkNOMSuW6hIXy3Eh1ASSlW4VOY0waD2kd6btcj1S6eZqSG7q22FEbT4%20FkZjh7OGGggszZPXQf8AiuLl/wAybz7fxXMVXmea9fi/uJ+BnPhroaAdvGlK6aVzp/bipHn2mDw+%20+uR+ntwBTMIdhzB/Vh1GmQd1sTzj65DBSQs7loPhpWlT39vbicWbLV1UoyvjTX2k9mJo1o6ocqfQ%204VUFVjH4D52yzURUyCAUqAIbG4r8XdThgqVK6tMYzJez2ZMYB6QKyCMkZEJB/TiDmUXbtcloWay2%20aRdpnlmcsiSqleBoPfjNdu7ULj8d3HQ0ay+mrkRIcXVS1U3k0CjpkKkbRWvfjn3L7Z6Li+lOObLp%20+QRzHLRWSCNpBSNpGny+zvxmVdTsPiKhUbn00lMxSmkNhaK0SoCopwSSPlNchi2N1pHLvcLOtCPf%20tk1lBcW1VIFap8eWpBFM+zFtvkOLqUvjvqQXUCX7BYpd9aZUpllTbflDVNVvOBDYqrQFTgx2rXKh%20ejtlqOHFk/A6k/zT09e4Nq6wYhxV3Rl2RbpMJbjre6OAXWXtydyVJQqu4eHsxmucNN5Gm7xNqqKe%20flPJlv22N5+327wz5aFhKUlKarShKgOYUJPiocsVviMp/rtqorIm2eBaxeJkuPFgPIQpL9SpbgXm%20gJQiriz2ClfhiC49xZFceInoLdJ+R6ymKatry122ApPn1OIWy4F1BS3ynACmudDTSuOlCSsQr1L7%20XAbeehe7xcWLTAEGKNiEJ5baU8SBplw4H4Y4d2/Kcqvqa7tzYtsSiy5raVF+W8lJWc3FmgJPt07v%20ZiG3scq5cXU6aUhwoKVgpVSi0mlK0ooKFaYsUXoPjS3SVO5lLnWluStSVx30lJKFJTUaZGnjqKVV%207cs8Wf1ZPPX3Y7V8HLxb+3cTkJWY1T07Yx3qcjra2gqUWXyrsASkFVE0OSu1PHdlx4Yf9J+zHx18%20G2+5ofIXb8e/59KfAq10ltzbg/LZSpLchW4JVTdSgTnQns7cdKzFxjQ+b+ryrfbx3JG29Z3+12ld%20siOspjK5xaccZQ46yZCA28WXSNzfMTkqmLanMqRx6guzce5MtJYYi3Vppqa2w0lCFIZUlSNgFdhJ%20AJpqThlbbHVm696ltFtbtsNxhUNC3Vhh5lDtQ+nY82qvzIWE/Kf14bBSYpF6/wCofzx67KeZclPM%20eTdZU0hUYx9oRyOR8oQE0oOGETUiWjepHUYuT10AhO3B7mJdecjNqUEuJCFNpOqUBIokA5DAXqRA%20T5HnX1vqZYj76VajIDTQoKZIBOEJxGpZ1oqutfhX9GBENoi6zXwrAFfZ7MBBxGagRUKPb3V44aK6%20F36N65ZsNsbjP29Ux2LMVcIDqHg0EPKaU1R1O1e9OdcqHLBUnHQVsvqFBskNMdu0vOGK+7Mtzq5C%20fBIkMFl0vJDQ5iN3iSBSmQw6gnQQ6m9RWrzbVR27aY0mXIiyrk+p4OIcXDaDSA0gITywo1UoEnPB%20UHMkf83ybr5821ZH5k5cS15jLxxPK8vNB+U+LdTupxwVFvKJIk3CftVNlPSA2CloPuLc2JOe1O8q%20onLhhNhSppKwUKKV1SpBIKTkQRUUpqMeVUWea2sKo7deHCv078G0W0G4a1zzI9vxwbR7XjGPmKpr%20r9K/qwbRbWAEZZj9GuCg9rxjHzFR2jLBtFtYaQVKSlA3KOSUgEkk6AAZ8cNRZL7behabL6f3OWpt%20yf8AwkVQC9uReIIyATTwnt3fDElBmq1xG9TTLJZIcaKmOw3yojQO1IFCSaEkkjOupOLYwO/w+Flm%20SEqSmK2GmUjsANNOBPbpiM5qJ3rFhUyERcUuV8w2FH5gQK8KGtcVRveBZPixY4YWXGiqK0lJ+6pV%20AOPZpSuL06lH2owYPOMsgpefDi88kgClKZHhTEqMzzvxWS8jh2VBlNctxRQlVdyVAKTxyPzV+GB1%20IW+XHqNWoFqZa5cdbbKEElKGkoQlJOZO1ISmp1riEouuuMzUuXHqwmrb05HmpmiMw5cM6Sg0kuZ9%20hpl2ZYutzcepnucm23jHQbdT9MWnqNUSeudJtl0g7vKXaA9yJLba6BxsKIUClWVQU40Q5Eo+WMa+%208jOUGq4xn7chpZ7FarFDVCt29SFOLfkSnlFciQ+seN15w/Oo6Yz3pyk88zn3rlcloPcq50rihRZk%20VQVpXPPiT7MNglXQNCVKO1upNDtproanuxO0nuJxTPH4bGoXQ1HdoSe3t78ertcmiITsA5Kabd5o%20RRSdK1ABFKDPFv8AafQj/XYoDTQ51zIIpWtftxiuSbZojCioP2b9emI6IzU55Edtp1htpK/Clp/N%201sJ4JWc1YrJ1F1dW9SuNOtKu0ktPpUh1sueFaVoQgg5Z+BpAy4DDCokjqO/Nzn57dwfTOltqZlSU%20rG9xtSQkpWSMxtSBT2YAzDunUl/u6GUXS4yJrUcUYbeWVJRWgOWlcqV1wwBG6l6giWxVqjXJ9q2u%20EqciIWQ2SSFHLvKRUccJBmKr6v6pchyISrtJMSWpS5UcuHY4pdCrd/pFI3DAhpsjgoEUIpl7sBdG%20fgDbt07ftwyytQ0rChxp3/twA0JL8KqhVCMxnqfYe/CM0si13f1GuF1jKYl26EA64H5C0B5Jdkpa%20DTb6/wASm5AzAHhrmQcKpFNjp71avjxUFQoIYk803JgJd2TFPNBlSnvxKpIQkU5ZTniVWNNkZI68%20u8ifdZq2o4XdoiILrSArltMI2hKWfHuFAimZOEwTE+oOtLhfYkmNMZYS3Lmi4uctKqh1LSWQE7lK%208O1Px44AYfplLbR6m9KtJG4quUcEg5Cqu7DiKDzR6Z9U7aiXMb5oC21shOwU3JIUpW8dmOdy5tTR%20zvVLKm15GN3O2OQJJQsFTSqlpeWeWQJFcxx/Rh27lTyt/jSgxoK5aAAEAkDTPu1zxc0ZXEIjIUFD%2097OvHASoxCah9UR1LBAdUkgEmmR199MBba1Ki5AmtuFKmV1HYknP2iuLdxv3ZEra7AsrS7LFEjPk%20nXu3DCkyq7caJ8CmSdBw+rEKmF1Z0lKlqSkAqUohKQOJJoMQlKmY4xcsjXPTnptq0wXbnLG51ym3%20I1qM/DpXuy78cvkXKs9n6H6c0qvH7Fin9SmO2pwhCGwMlVJ789KaHXGPc3jGPj7OxwU8hO1dTpfd%20Uh1RNOBTRWSa1FNR7MCk+uMYyJX+Ekvpxj8iSdvEUJqEKXnxokVT7cNswx4fidRZDcxSkORhtTqo%20ioqCRxHtxJN9UV3ONFIb9RWGDdLFKtT8VL8OWkpkM/KSk51QRSixTwngcWRk06ors24Iq1g9PRbL%20h+YSX516mNM+Xiu3d0SuQyc1NMBSQE1p8xz4Y0S5lx6ZY9uPhpdq3j5j9XQi3zKMaWu1xLkrdc4T%20TaTzF0AK23DRTRWBRWvdi2POnTMxXrEFWmhHdS+mbccWW69IxY4uvT0pEqPBlKPIkpSjlltSzXYv%20bmhdMlY0Q9QcnSWMY7FFvjxrVZClkjdQQ73fOsupWY9sn3lpiOzaozheSy3GTkt12iUuOKUumSew%20DFHJ5CnksY/cjensTrrjMiZs56Y8p51RNSdqCTQcaU1r21xiijiXJSkxIRlPNuHl8xpA/ENMgDXh%20iabRQ7bktCC/K7rBerbHEeXUvd5dRoEaZhStPbjTBp6lNmDVxNd8Y8TF0pCUq5gQCFUIAFAfFUeH%20L2UPsOWNdKui8f0x79T7vw6fZj5LxxjsdL2UPygAkVTSgzIzNPfl8NKJV6Yx7vijS6YxjtoNEg0z%207TSntONaPnPrS/55Fn6JnWyBfbRIQ6TOXLaakNyo7DkVLK1gKUHHVroqmVSgU7cOpy0TdgY6fl9e%209TR50SJMYebnmB5hW1sOpJUgtbVoTu7M/Znh5AhHrzpjo612gSIbTcZSZsduA41LMlybEW0FvOuN%207l8opUeAHZSuGVtIl/UyM3MsywwYbpZuCpFmSwuOlSbWiMgqICCk7QunhV4q1ywDdSr9bXpFwtnS%20UtQYblu21YlJjIbaSlSJC0oSttsAJO1I1ThMaljH7ldQsKFNCO/L6aYRZFhBdPCv5hTPSvZTXAWN%20I6KQQAc/7ak0wytxbEHW88xUHTjrhFbRffT/AKRsNys8d64xFy3bjc129LwdcbEZtEYuhxKWyApW%207XfllhhQLofpCwXGzx1XKKuXJuM+XBTJ5jjYjojRVOpeQhBShR3UV46inxxKgUOus+iOnYNmk+Qi%20KiyrbLgRDNLrjhlCXHDq1qSslCfEap2UywgUEOF+jdjTLVDRf5C5QlLgoSYSEo57cbzXzc5VEbQR%20Wla8MAKCKz1irpBTsBPTKfAmPS4n+ISTIqArJ+vs8GR7BiI2j0/crt6Qx5a0TocNMpRKnKxklVVH%20Mq2pJFa1zxhfMsYRRK/YWvyG8W++jUqc3DYgRFvOiqCIiQCcvDUpHiPZh/3LGEKN/jvJU9xJIY9M%20FPKYTaoZeSAVM+XbKglRoDt7K8cP+3Z7fDGH5k99jwFTB9OCaGzRq6UMVH6u/C/t2MLGESrZ7IIw%20vTg5Gyx6qNT/AAqNdOzv+mWD+3YxjFR1tdkEYfpxQk2SNxJBit1r2aYl/asYQVt9hVhn0/jPJeYt%20DDTqahLqYqQoV8ORArocL+3YwvaClaXQeG79LbVHytajNPJGdBpTTtwf2rOFjDRL7sEyBd9WOgGH%20eQ9HktOIABbVEWFJrTXj97C/u2V0xhfIqfqNuOWYh/m16bKVUsv1NMzGVXhnmeGWIy5nH7fAP9tb%207sL/ADY9NDmY76q61iqJ0Bzrr2YP7XHrp8AXq1tdWd/5u+m+wthqQWzmU+VWUkk7tNPujDjzLC0y%20xj3eQP1W31bOR6s+mlQQw9rkrypFBSle7LB/dsYRH/Y2vEA9WfTUgfw7w7vK6ZVFQMs6n9OH/dsY%20Qv8AZWvEI+rHppT/AJK9pkPKEUFM6V0yywf3LAf7K14kpZutug7wl4wo5VyDRaVsBJocwQDntqMC%205dhl0OZblkiS/NelE/8ANQCM/wDBAzTWh+rD/tWXjGEWq9HoKMz+l1r2ojoSeFWgK0r+rAuVZY47%20ZZKh07N6cZ+aJ4eCg0KcOOFLl2V0+BrXClLKiERdulageWApSn4OQqaDTFf9/jvoW/66fZfAdNye%20niApDCP7p2A6Dur24uXKsv8AYp/qSj0M46qv3oN0vdvyy69ORkyy0h/8K2tuJ2L3BJ3BOvhONkJK%20SqiqUM8yH/zH/pvFf/DrWlP+6k58P3e7EyO3wD/zI/pvAI/l5r/8qSdKj93CogSC/wAx/wCm/P8A%208PNZagWlPf8A3cMNoZ9R/wCnAVr063lWtbUk55j93+7gDb4BH1H/AKbxr060KcPypHD/AFe76Vwg%202+AP8yP6bh/+nWsv/wAJQdP9Xu+lcAKIB6jf03g5dPNa6flSaf8Aq4GG0A9SP6cMqdPNimn+6kjL%204fT44dR7Q/8AMn+nAkf+H2xWn/upI1p/d78FQoD/ADK/pwIH/h9vT/8AxSeNP7vfgAA9S/6cP/2+%203/8AlSeNP7uCoA/zK/pwV/8Ap9rP/wDCkjiD+734WQNA/wAyP6b/AP8AbzWdP/dSOwD93vwCp4Bf%205k/030r/AC61QZ/91Irw/u4Mg2Bn1H/puqa9PNdh/wB1J4exPd9K5iHtOVeov9NpBCunmjSv/upO%20ev8Ad/u4YtpNdEdSehF46phQenbAwzeaqdiSPy5DOxTKCvcHKVBATlgCiNWet1tkSEyHo7TkhKS2%20l1SUlWyuaa60qdMRlBPVA1UavdLdOPoUh22RloX8yS0mh+rAorsQdqPYbnobo01rZoedajkoAzz0%20pTDoiH9a3Wu1BDobo4f+54n/ANUn9WB0IriWv+1A/kfo3L/c0Q+1lJ/RgyJLjW1pFFdmO+mUSS5F%20k2Flt9skLQqG2M9KiuRr2jXEHciiubtRyaEvP+leQ/J2cjUDyqNT/bhfdhhFe6w+nwx2CE70qAAF%20nbAyp/CpPGmDfAVLH/avcWS2dO9DyGkzYFuhLbO4JeQ0nhkrUVGmJJJ9DRCxa6RRMmFCKQjkp2g5%20JAyGpxH7EH0RoWWgg5ZbO4hKXIjWxHiAUkECuutRg/rw7Is+7PuzhHTtibXvTCZDihtKw2kGgzAN%20AMsH2IdkP78+7HTMGCySplhtO4AVSkZgaaYFajHREJXJPVivLZ/cTl3DE9q7Cqw+W3rtHboMPahV%20Bsb4gfAYVEFQlNNKSQpCSCNtKcNKYNq7AM3Y0GFEW4lla0Mp3ctvctdBnkCak4qfGh2FWmhVLh1N%200NMPLmsPq25LbUhSKEGu1Y3CnePjir7Vquhnndg3nqMfPemFM4jxoKk1d/8A48Pba7fAp/4e3zFm%20bx6cxwtLUd9Ac+cAOZ0HaVV/bgcLWrQ1KyugznXv0rgQ35j0ORyGElThQHlHblmAF564lG3beg4K%20zXLUzszv6X1LWr8onEqV4gDOABVnlR6gGXDGlWqI7UPVr8VRS+WMZAM7+l3IG0TtO2d//WwfbyLH%206zyf+/4L8gl3P+ltlBUbNNKE55JmnLs/xanXDcGc27c35yE271/S24glFjnqHbsnezTm54Wwr+kJ%20q8/0rSFFtNkm5DMKROAFD3u64FBgnFivnf6Whn+RywTr4ZoPv/Fw/tsbSAqX/S0QQbHLUmtSNszO%20n/tq4PtipEReuP8ASpHAU5ZZo38QmcdBSpIdwtonsQpFvH9LTiNzNmm7UmmaZvZXi7xwbKjTiLm6%20f0wEUNml09kw/wD23dg+2ye8L81/piof9zTT7pnd/wANg+2FTl+8f0vtoKl2SbtGZoiae6uTumDY%20RrEcWfrn+nOIiRGtUa6xGpKf4hplU9tLgzTRQD2eRp7D7cG1huiOk9b+gSESEIau6ETEBuUlDs9I%20dQlBbSFgP50R4fZh7AyOJfV39PUyHGhTIl0kQ4f/ACSO4ueptugAGwF7gAAKezC2Bkd/zt6Ac0v8%20m684uF/fzJ+7nFHLLled8xR4a9mWHsYZEf8AmX9L+6os0zI67Zp/+10wtjDIqrzrjzrjzp3OurK3%20FGmalEkmgoBrjyNTyU5NsT8PdQ9o78OrQtz6HQUQreD4xnuqeFMx78CHvZZekpd2TPk3V1b7sKMw%2069MXUrS4WmiQg1OaqUpxxbaTlKht4qk5Ekz1H1vDtHT/AFZdfy5zpvqSRHjsQYu4S44l/wDJ1qcK%20ihwgfOnhjrS4C2ZanYdmka1L4KpVpWhAIPb8O/hjlUpmypMCihQ5goDX5KE0HtOv24CTXU545aVo%20Cdc/b34KkK5ZkVfembdekIMje2+3/gyEAlQqTUKBqFDw/TPEWii7YUjN7501c7Ov8dAcjnNElupR%20SoA3fuq7jiDRzLtiUHmRX29gz78RKagr304VwCB7cuz49+GAP2+3vphBjGPgD2a68e7AA4t1wmW6%20W3Lhr5bzZFDwIP3VDjXDLIXGma3Yrs1drW1MaG3cCh1GdErSKFNSM6YtTOxanvSY/Of6sqccCLU3%20XIdR5zjRCF/iNineQCeHb7ziakbuPzJRyeh3IhB0F6MoLTxSPift44ouWq5o7/H5UWqDJW9twJ2+%20NJBApoQR2+3Gfc4+Bryaq9DD/XVal9dNFVK/lsU5f6To4knhj1PDlutpnA5MaTZnuNRSD6fpwAA1%20417fjxwAD2YQA45+/AIGAAUwAEcAwVOAAVwUAFc8FABX9uAAV+nswADAAP0YABXABof9P4J9V7Sd%20RypRy4fw68zrhoR66JoK4YAwAAmgrgAGACI6q6ltnTVilXu6KUmFEAUoISVLUoqCUIQn7ylrNE99%20MNIDNZ/Uz3VU9u2TunpvT3Ufl1S7ZGllpYmxkn8VKVN18bYz2HMVxVchUzXbW5aZkM42604ppxCm%203U/M2oFKgSeIPHGXbTU5slRnPtOo17jliNaCa2kr0/1DNssvmMklhak+Zj5HckHOlfvUrni2E6F9%20m84+RrFru1vubPmYb3MbBKVg1BSquhSaUxpUqnRhNNVQ9rkM+zM950wywqXqp1tL6M6TcvkSM3Ld%20bfZZ5DqihFHV7SSpIJyw0RlkjGlf1U9Qj5un4WfbIc4Z67cTUG9A3ZBn+qvqMU/3BDzNB+O7Qnsr%20swbA3Bf/APVfURz/ACCFkCSnnu1oONNmDYLcGf6qOocyen4dU+LN93s4eHC2hvAP6quoj/7hhHhl%20IdOY4ZJwbB7i++kHrDc+vLtcYcu2x4aYUdt9C2XFuFRWsp0UkcMKUaDqXm+dI2i7BSnWuTJINJLW%20StxBzUNFcO/FUoprMquWVLzM7vXR97tW5xxvnxU1PmGRVKR2qGSk5H2d+mKJWmjDPjuOhCVGZ0H0%20rip4xipnIbrJS09K3RQRvWlhR2fA9uLrOUi2zTcZGa0FcdFHRC+GeAAGvsB4d2AA6GuQ7wNcIBkU%20R4Ki4SVFw0A40HZX2YRHQcMyGnh4CSrLKnbXEqjUqimWuXswDOXUJUBuTvA7cxl7cITQENoTUoQE%20njQfbh0HQ6II7aaZ4ABpkRgANQGYI9vvyoa4AOPLshQIbAIzCkinv4YQUO+8e46Z64YBZfZgAMjM%2069unwwAGCgBQUnxHIH93tywDLp2cPpTXux4o8gD+0cDhjHEC3zJ8pEWKguvOHLsHAqUeAHbhak4Q%20bdDRTHVbbXG6dhFK5MhJ8w4BoF1Di6EceGPQencWMU7s9EdBLYlGI0jelfS0ctKbMqsfcqLGckOO%20RWHVV3LZYUdqCd2IR9TauVSW01urhQfsXSbanUw7qOYySAzMGeh0UTjdd4dvkrfayfb8jPGcoOj0%20LA24h1KXGnN7agClaSCKClCKY89dsyg9rRpTqgwMq0yFajXv4dmK2SYACaA1Jzr7BwrgqFTh9pp9%20hbD6Q404CHG1fKoEHKhwUFKCepQ+rOiUxWlTrUgqYRUvxh4lJFT4k14doxBxOdf4tM0UylD3DI07%20tfrxWYFljGPeFlSndnTEmJ4xjzDJzz1r9n14Q6A7jln9vtwAFw+ruwwNZ6LUwrpmDyaGiVBwJ1C9%20xJrT72muLEdnjP6Ca7KZ5cCftPtwzQwdgB+upPfQ9vtwIFUNLi21BaVbVJ0UMiMv1DDqWRm0x5zG%20ZaUoc/DdGSFD5TX6ftxGcVI7XE9QWjMD9d21N9dNIJqRbY2Y0+ZwDLHf4ipbSKb8902Z53jjjQVA%20y/VhgDQ8PplgAHcfpXAAMAAr+3AAOOAAj7Pp9eAAfT9GAAV/RgAIafT9GEAdcAAqfp/bgAGGAMv1%20YAB7NP2YANE/p/AHqtaanPlSqCmv8OvuwCPXOAAYYHINdTrmBmDwwAESFD3iuVezCAoHqi2OpYiO%20iYhJmT1NuvvtmvlUsrS6h2o0UFJBFRjTbtqjk9DLduZ7VnX5ENI6A9SWLvE6pn9QtX672Zl1m2xE%20RExm+U8AH1FIUrc4tIofZlhWvtuWejHe30+nUnWZVg61ZVHlINvv0VJSptR8aSONMt6KnsyxG/xm%20s9UUxnG4qPKRTrtZrjapHl5rRQpVShYIUhYGW4EfZjnShQzztuIy4UGda0HblXhitlOdajq33Sfb%20nlPQZCo7igEqUihCswaEGo9mWJRm0XQvSi8jSemOtoNzS3HlFMe4UAIJAQ4r+4ePbTGqM6m+1fUk%20Vb+o809L5FTQeci8a/7UHOuLUXS0PLNuSDcYaSMi82naKCoC/lIoa5cNMW1K8Y/Y1q92Xp96Z1Vc%20IMVlpyEwqJPhoQgBtwLQW32gflC0VSSKEUxHGPmSG112R7r1G9crewi2WaZFVa1mM0ygOlaN7KTs%20QFpWk5pUCafUxEinpjpuPL/LlMNKdtjh6gdc2JJVGdK9rSq6oCdvhPb24N2uPkFTOOteSo2WShtt%20kzLYy84W0pbBUtxZBokD2DDqFTSf6WCT1Tficv4Fmo7DzlYhMlFHpPblllxyxWTOVJrlSqTw1Gfb%20XBqJoovUfp22tS5Nno2vMqh6JUo//wAtRoE5HQ5ezFU7Zlu2KmXdbxpMXp66sSWlMuoZVVDg2nMj%20bke3hiFuFJGa3baljGOpjnbTPtOOgjcEaZ/VgALj260wAM7hMU0S0381M1cRniLZCUhjSRKXTNag%20Mq8KiuueWI1I6j+HFdQsb07VAivHsNPCe3XEiSQ8StOdFZpyPdx92JEwZUyp7sCYAOleHs4+7AAA%20fdkcAAB+mefdgAOnvp3ZEVwADL20+vvwADLX4H3YABXPP4DQ8eGAAU9mWVc+PHAAYFU14DXT3YAL%20pkPbxp248UzyQDUV+sGvs7sAa5YxjM0HpuDG6etSrhM2i5ykhTbCjRxKTQpQUnPcTmrLHR4PFd2e%20eh0bVv7cavUnLHb3WkKnzKmbKoo1HypHypH6cbvUuSv8dv8Aii+1brm8Yx1JXI5fVlw7uOmONU0s%204kxmZLSmJCQttXzjuOtDw7cX2eTK06ohKEWsyvqYuFicLsasm2HxONE+NGmfsFfprj0EZ2uXGkvp%20njGKGZxlbdemMIm4FwizmUuxl1BPiSfmSdTX9FccTlcOdl0ehot3KocUyGWdBQfX+jGMsAa+/vI9%20ns+nswAHnWgqFCtK656eygpgE6alU6o6IYuHNnQAGp6jvWxoh1WZV7FHWvH68RkjJyOMmqozt9iR%20HeUw+hTTyDRbS8lA5cO8Yg1Q5cotCY0NM6cNfqwiPTGMe8ZZ0+I+rAMFe/365CuADSvTp9tdhUyF%20EuMvKLqKaBQqKZZ1AxYmdXiSyoWg655+0U4iuvvxI2AzAIrSta8NMv1/SuAYNK0y9mWv9lMsAgaA%200yNaHs+lcAVMQ9cUOL62aUElQFtiippoC7TSv7pOeO1YvKMUnjGNTT/YSSUvAz8svjVBFK1qDwrr%20/wCifhi378WP+1F6HHGhxfWppTCqNxFc+ArhgDcKkClezAAf9n1YABX3duAAcMAAp3acPrGAAqf2%204AABgAFMsAAwAECk6GtNSD+3AAW9FCdwp21ywBU69+AAbgNTgA0T+n//AOatpyJ/Dln2fw68zhiP%20XOAAGlM9OOADlRIBrp29gphAQ/VPUTFitS5bvjeJDcVqhKnHDoKCntOLbVpzZReuqKI7ovp92FHd%20ulzq5e7ieZIcWPEhJAKWwP7vHFl+4nkv4ohYt0zerLPQDLgCBxpkajU+7GetTTQrPVHREO6r85EX%205G7sgKZmIqDuTmN9O/jrjVZ5Djk80ZrvHUs+pAN3xMgfy31m0I8rSNOyCV0HhWlQqhKu3Ohw7vHU%20o7o6FEbjX0zXtIi/9JXK1KcdSkv28aSU0JA/4RPCnbx+rHKnaoRuWH0xj3EHnll29p7jimvYzAy4%2050PfqNPrGBKg02mI9eXHqLqDot6wJUJTi347jK3FoQpIacqrcs0Cu+uNFu9nmaocjKhRWvQD1VUl%20K0WxnaaKSpEuPQ6AKCgvsoQdcsbFM2bWxY+hHrCVOuGEOY/k+4ZzVXKmlFnf4+HzYW4NjOpHoX6z%20SUoTJjF9LZ8CHZ7bgTllt3roMssFUPawv8h/WEqKvIpCijlKWJrO4t6ba7/l7jg3DozhfoF6uOBI%20XbkEJTy0bpjJ2JrWiarNAKmgwbkJRNL9BPTPrLpK/XaXfoSIrEqK20wpDzTpKw4VqqGyaa4jJ1JJ%20UNtGle33YRIKnZlU1NMABFIANTQa1+vjgFQpHrJChuenN/kvMoL8eGpTTpAJSQQclGmWfHDjGrSI%20TSWbPIodby/EQTWifEkjKh7eO4UxsfHudmVfcj3OQ8yoCjiDuoAQoa0rStdcN8ea1WK0+Yfcj3xj%208g1pWpBCV8tRyChqO/Gdom0Rj9vkJXl4ys0roak/eqfrxForcSRYjNMCiQan5lnjhpE4qg3mTiyv%20loHj1VWuh4DtywxNsdNErbQo0G8BRI/vYNBkdDfDDq2lEDxVKga55ccKpHcSVQRUaa0zxImmGRl2%200+rPAAfGoPs4aYAC1+ymABB6cy2vYczlWg0rn2DCqR3Dg1zOZ1qeOlanXAOpHG8HadrVD3k69+I1%20I7hypcvlpW0EOVTu20NdKnbnnnXEqjqCLcUvjk/KRnTUZfX7MAJsvmg7aZfHLHizylS9dHdIsBuP%20eLkopG4PRmBTaEjRTlRXXNIGLrNtydEb+PYSSbI8NW+5QbgmVapMnqlyW6u03VLalNijlWXOemqE%20Ntp2gpx6O5JWIbE1uxj9jo22pLHtx+xpDYXy08xQU5tHMWDlWniIPtx565Lc2woGSc60HGhy7s9f%20p9aqCQCOFOJHvqfrz+mWEmNeIdd2QNQamhz7P3u/PPEoycc+omu5BT7I/He8/aCGn9VxvuLGuVaA%20Y7/E9Rjcj9u778Y+RlnZae5Dm03pmaosOJLM1A8bSstNSK4zc301w+qGcSdq9XXUk8s+z6Ds/dxy%20DQgfVnlXMA9n1YQgU7chWhTrrrgHQiOoOmrfemdz1ETEo2tyk6ihB8QqAoe3CcexnvcdS8zMLpZ7%20lbXi1NZU3U0S5q2vU1QvMHL34raocqdtxdGhma1PEjP4YRV0BpXuOmeXxwAXT02tz/mZVxJKWAjk%20JTTJaiQon/VCfrxZE6PDi9S/jLTX4aYkdIYXa9QLRFEiY7sQSEtpQKrWrPQDWnE0wNlVy4orMb2P%20qm1XneiOpTT6ASqM6KK2g5EUqkinzdmEmQt3lJ0JbPXPuPGp1/SMNl9TFPW7/wA6NEgH/d0YpqAf%20lLhPGvCnb7ssbX0xjv4+eZRfX1LyWMe4oYSkHaOGQoknOo+bLOmVcvcDXEYvGMeJRHo3jGHQaHuF%20MdqKyR3reiNVW21L6CbiMLhqgu2qI1CY3MJd/OPMK5pNaOpXsruUaJpiRMUu7sJHpL5QmKHGoUdS%20XUKYVvlCQrewhpJ5qXko+ZxR2kcBrgAVj2Doq4Wq1S0WuAuWqHE3xkzFR0L3OqTJeWeaFlbSE1oT%20xrngAhenrL0CJl1RKQ3cIrd3jwYDj0lbFIjy1JW6koUjdtoPEchxwAT1n6R9Org8xJMaO22rmNuQ%20BMWo0bl8gOhS3mqfh+NXjpTMJOACC6u6X6Ut3Srsi2tsuXREktOATA4pETmrDUgNhdFLdoEqT93W%20meADOv04BAwADAA/sBhC+20z6CD5lrzO/wCXl7hurXh24Bmn9UsxpN3sci6LiPiHc5Ds5xC2ChNt%20MpAjhSWj4knf4RmduACbdkDY6lMiD/NpDvlHQuJTyXn07aEHlV5NSPvbMFQKjHg9DSr/ANTSpMWP%20KjC6x2be2JK47QZkvqQ6psNqTuCRn2DU5YAFZl66U6WjLlWe2NrcuXnre403LS7sQw8ptqR+MmSa%20uIJ0ASdRgAZf0/D/AOKlp40alZ/9nXnnXAhM9c4YHO7LM5UqTmmgphMBleZzsGzTpyEhbkWO68hB%200UptBVTXjTElGroKUktTD5HUaVSbD1GL6u9TpTobFoWoFltToXzHkITRTfIPfn8MXSnsjTv+hhnL%20dnqkPE3a5pkGQma95jOrocNT4SCezMd2OY5MpUpp4x+JpXRPVCrrGVGlrBnxhuJANXG8gF9nGmNE%20J1Ntm7uRZgKgHXOozrriZoI6+9P2y9QlQ7g3vRWra60Wk61QRpi63dlCW5FV20pKjKW3NvnRbvlb%20sF3Pp1w7ESQncppJ8ICx2EEV+rGpxheVVlMxOUrTo84nNx6JjT2E3Hpp1DzDgKvLqUAM9A2ogUp2%20K/VjmXLDTJStRmqxKjIjvxnlR5DamXmyAULBSR7j7cZHVGaUWtcY/MTrr31r9nswiCJ3p/rC6Wl1%20tBcL8BJG+Mo/Kkn7hIqk65aYuhOhos8hqiNPtN4g3SKJEFwKbB2KSRRSFDgoY0RlU6MJp5j7caE8%20AK55fHsw6kw9opTP4n24YA0Iz7csAB4AAK4ABgA5oa1yFcj8csJgUf1uFfSbqckAVhk0J/vJ178a%20uJ/lj54x8iq8/pZ4caS2dqtoJqneVEKon5D+6AK9pB0p249t9uOPPHvOM2wjyiBWm6qUlZ4VzNcq%20qHzV8OWWeITtLa1TH6dCcZNSRbHCE7iRtCK1Cu7gcseMuP6mdOP8cy49V2KyRek5qoUB1mdbYlql%20i58x1RfVPBLqFNq8Hgp91IxU2Sb7En1T0t03A6JamRIqmroyi3Kmucx1S0eebKiXNx5Kt/3OVp97%20AiWVBV/0v6fWYbjNwmNMzBBjthUZDznmpyCpO4NrTRsceI7xU4EKiZX7FZrU651JbLjFVKnQYU1+%20LLQ6tCW3IaT9xPz7lcSoCmVMMTRQLc008s80FagNwzVmRrU/A4iVpEo00lpASkkpTkCfqB92LCw7%20pnTjWmeAAVr8M64AE3lKSytSdUpPAE1oaZfbhMGF0PZ4l56wtNsmbvLS3wl4pNFKTmogGhPipSuI%20FaL650709ceoOko6IC4MS+pf89BQ44oAMOuIG1biiscwI7fZgqywfw+hejHrfbby5ZDS6uQ4y7WH%205ISwJEl5lb6Fbi6apaG0KqmuEKhCdL9A2q4SJ7D9zditt3k2e37GUvblK3LSpxXMRQUQdBiaYKg7%20nWDoHp+zS5c2QuZIuMMvWRbjLrKwtClNkKDK1oT4k1G6tRStMKpJpIsPR3TAu0kyJQP5eyRUUydU%20a+HhkNT8MePjFnm+PZrmy5XV9U2Q3ZIe1KKAyloFAhKcggU+Hwx6ThWY8e392epsm6vaiaYZbjsp%20ZaAQhAohAyFBjjX70rknJ6mmMaRod5DPUaj26+w4ooSAK8NBn2n6vp+kAFdc6cKDPKlctMsAAPEH%20t8QGueWvv+hOAAyTWpy7q4NHkHgyNutjjT6OJ/ClJoW5CBQihOulfbrjrcH1N2/plnBme5YT0GcK%209y4TqYV4RsWAQ3K+6umYNezGzk+nwvRdy0/Z7yuF1xdJE7WlCDQAUBGYplnljz84Sjk0a009Ax2g%20ZDKlOFf2UxBuoBA5VGRHxyp2V7MSbqScRC4QIs6K5Eko5jLlajQg670ngRriJVO3uWZlfUXTc2zS%20FApLsJRqxKCfCQdAv91VPjito5V2xKLIjt7tKZ4Rna9xoHp7eoy4htHLKZDIW/vGSVAnQmpzBIxO%20J0uHcrkXP365VHYc+PZiZu8TKOo3rveL9IAiuKUweUwwltRUlsfKVDP5q1riDRybu6UqMtnSfRr1%20qmeelvhUgN7EtN5hBX8246E5UwRTNXH47iy1d3Ea9un7MWUNrdDK/VezxpfVTTriloUYEcFKTkc1%20jj3ZezF07u2nljH7GLmXGp+xFO/ly3D5nHaCtSKDI5ZZd9aYguQ29CiPJddMYy7lUcAS6tI0SpQB%20BrlXLPj7cegtOqPRWnWKJp7oa8N2M3tQjqYDCJS2A4DKTHcXykPKaIybKgPFXEy1jWZ0zNhWeJep%20PIZankiIypY8y4hORcDdK7MqVJwVAVf6J6qZUyHLLL3ymfNNBLClqWzkOZRAUQNNcAhTp7o28X7n%20mJyGUx3EMLXKc5SS88drbKKgkrUeGAZ3Yugb1fZU2LHTHadgOojyPNOBsB5xSm0NpyVVRKVDAvAC%20DfirjSHWHUBDzC1NuJyNFIO1QqPZgEc4BknY+n5t5cfTHdjx24qEuPyJboZaSFLCEjca1UpSqDLA%20FCRt/p/1FOvNxtCPLsS7UpLcxb7uxpJW4G07VhKtxUpQpQYQJoWX6Y9WIYcWppgvoqTBS8lUktpe%205BdDdP8AD3/erhiqM7p0Fe7ZNgxHExpLs99caMqI6l5HPbWGltKVQbVpUrxYBofL9KuokqKS5A8q%20Ela5xkDyqVoeSyW1OlP+IHFAbaYBEMrpXqD8wl29u3PyZMBxTMpEZpT+xQqMy2FZZZYQUHlt6D6k%20muSUGMIC4rBluCfvi7mRXxI3p8Wns78Ayyf0/wCfqraTtr+FK938OvM4kI9c4AOdcwcqZYSEzMvU%20jqVUuQen4avwEkKuLo01Cg3WndXGu2lbjvfsOZyr9XtiI+nMfpuJJuMt+3somtt81c/lI8LQFFBS%20qChOvfjDv3VbLOM1ShJzfUG0PR32kWveFpUlHM2AGvhAUBp7K4h9xdiUuRHQifT8E9StOVQhLbbh%20UkmmSk/dCqk6/rxG08yHGf1Gq6Cta00roOGuZxoTOhU64+zhwzwxma+ot7Mia3a2VEJiVU8oHJTi%20hknb/dH24rlda0MHJn0Iyyi6W9s3XppQcoT+ZWZaq6auNg8DwpmB78dGHIhejSWTM9uLj9UfaWB5%20ux9cxFy4Lqo93jo5S2HMiCM9ric6ipNFD9mMl/j01NCcby/8kUidBmQZCo0xpTLwzKFdmeYIrl2U%20xz5RpkZpwcRAE+4GtK9/GnvxGjxjHyroP7JeplnmJkxTUU2usqrtWmuhA49hAxZGdC23dcWaZ0/1%20jbbupLCdzEzbuWwvMGgooJVxpjRGaZ0YXlJFg10+GmhxYXVDwADAAMAAwAcmhVTKtMzWh7sAFO9Y%204/mvTDqOOFbC5FKQrsO5J7saeGm7sadzNyp7bbfb29Tx0ejFkFKpZIoMlJJICh4du4DPwgcNKVzy%209tsnjGNdNfL/AOyh2x1/Pr38+f5PkUJRL2ozAACtqTTSh1zURt1zp24ruW57X29n5/HRa+BOHqUd%201KZ+zHjhDOLIfkLDS1VQ4CFJIFRlnpjxc6uTr3PR260p0LGT1vEtMIqn3NmztH/dxIdRGGRFGlK8%20GhOnbiuiLFEWmzeqXbNHbnPzXLMFbYgdKzGK0ZUQSNpKR2HLElQlmBjqzqeOkIYu8tpCWgwkJeWk%20BpNdqBQ5AVxIBG1R7+6ZD1qZlOlLaky3IyHF0acFFhwoB8KhrXXCdAI+2dO3eXIfkw4b8plmpdWw%202twJB8XjKUqCR7cRK1HMMZqz4+7EyYO45V4fZgAPXXPtPZgAFDTMV4Z6UOeABBqAsy2nIalsykrS%20pksglfMBG0opor2Yi0R2ktcz14LgGp865pujha2NSC4HlctZU1RJAX4Co7e84TCjE0yvVdN3kqS7%20exdwyBMIEnnchOaOZQbg3u+U6YiKkiHt06/sNjyM96MlL4kBKXVIpISKJcoD86QabtRh0I0Zytrq%20S5xKFEudDtiDWiXHWoyFeI1KQUoBJJ+vAFGbjZ+rprNhchdP2CVeX7XH514fictDcdTlVffILq9g%203bU5443B41aOWhi41lu3kWzpEw5Fkj3KK75j8xQJJkCoKuZUUpwocS9T5O6W1ZQWg7Vvbm9SaAzF%20Mu7LX2DjQ45ZboEMqHTgOzuw6CCO0g5igqOGlMKhIMnt4E1z+NMAg8/eASQeJ4/E4ACAGf2jspXL%2044ABxFffXhnnr20wC0EJkKLNYLEhsLSrOp1Cu0HXd9O7GrjcuVl1RCdtSINK7jYV7Xd0q1/vDNbQ%20Ofs+nDHdcbXMjllcxjFTLWVvxJ+LKjymkPsrDiVcRw7jWtPfjg8jjytSpJGy3cT0HypIlJSiSoJc%20FNrxBIPcoD9GKDY5qSoxupJQc9U+w9hrUZHTCyM8oNMSdZZeaU06hLrSgErbUAQofunCZXKKaKvc%20fTq0yVqXEcVEqDRA/Eb3ECmpqAM8LaZZcJMf2DpGDZn3JDTy35DiOWHF5bEEglISnWpA1wbUidnj%20q2TlASaD5qmvEip1zHA0wzQwE5k6k5E8Tnx+rBQFFdgUJqAM9B8T9M8GowV7CafpP07MAGaep8hh%20HUjSVrSFCDHJBIyzcVxp9nxxO9Btryxj5GDm2XK5kumPwKmJUepCXUFWYAqNcwf/AFTiuNuVTHbs%20yqn8SjvKCn3lAkhTi1BR1IKian2649LaVIo9TYrsS8C4/wA8WV2xC3ybdJMp2BHtEuQ262GzEYfL%20u5tBFeaRlmduJlrYpcPUaPL6ONg8tJK0xGoLPNcQqMhDDxcQ+lsJ3B/b4SQaYAHkD1QtbVpg2+TC%20nAxmYjbj0Z9tClLguqdRsJFdi91FA8cADK0eoUBm43WTc7e64xcbizdW2oriW1IeYWVIQd4IKCDQ%20kCoOeCohbpv1Htlnmzpphy+fcnm5Up2O62hW9t5bimAVJV/DrCgFA51HHAMpM6SmTOkSUNJZS+6t%200MIrsQFqJ2ivAVwAIZ0z7jgAm+kbvZbRdFTrpCenKZQfJpZLY5b9fC6tDoKV7fug/epXAFCW6Z65%20hWW73WYU3B4XLllM9DjKJ6FIdDqyVlJbIdUKLpwwAyVV6rW0PmexZ1s3RLK4bIS4nyiYy5Yk5opv%205moqDTAAzuXqHZHZVvfiQJTX5bNdubDbzzagqQ++lxaVlIH4YQkpTQbu3A2LIeL9T+nVxnLZ+VzP%20yd9Tjzn4zPmQ+5LEkFJ27Nnh20OdD7sFQTqhhF9SizPvc1UVwOXe4RZxDboTsRGe5pbJpU7tK8MA%20xC/eo10nw2WYL8yCtD812Q6JChzWpTvMQ2raRUNg0zywASf9P4H+a1p4HlS6f/d14EDPXFfFQU0z%207e7DEZ11r6xdI2l5+xw7qy91IVeXQwkK2tOqFCFO05aVD90qrXFtmKcs9EZ+RJqOQvbPTqBKskR5%202Q6m4Pp8w/KAFVqe8RqFDUVy7MHIu73QqhxVSr1ZYunelINjbeDa1vvP0DjixkUcEhIypiiMaF8L%20SisipzPTm6OXN5URTLcFbp5ZKiVJQTX5QBoa5VxVK1mUS41WJyPTO9N7eRIZeFDUkqbofeFYX2mL%20+s0WrpCw3Kzw3I8yUHg4UqaaRUho0O4AntOLYpmm3HaWICnYONB28cTLSq9U9EsXZS5kVYZuG2i6%20DwOqAG3d+6e/Fc4VzM16zuzMzUmXCmUWlbEmMsEg5KStBr9udcZ03B5Yx+ZglFxZJz7hBnS27hDS%20uz3xNCuY2QWXFkeILSTlur8x9/bjpWOYv4y0CUlJ1WTx4E43doHUKU2TqRsWy9t/4DwACFA/ebVm%20kpV/pUPDE7/FTW6OaLrd5Sylkyr3a1S7ZMXGkNqAClBpyhSFgHJQ4cf145U4NFNyLTGfs93f3jFa%20XcqyOm3HGlodaUUON0U2scCM6g4cZZkozadUaL0d1n51Sbfc10mFR5L+gd/uq2gJCsvfjVCddTo2%20L27zLmKk1oKitP7eGLTSmHXOueWRHtpgGAZ17dDngAPAAR7aVIzAwAVP1WJHp5fDX/mxpQhJruH3%20jkMauC/+aPn5mH1D/DI8shIoBlRSgDkKUUCg+E5D5aAH6zVOPfp4x+B4RtrHbPXrrV/gqSOV0KSo%2051QqoJNNvyEHMHLKpJ/0tuVIXX9LzJ2/5JeK/Pyx9O76q1xERpsLKAQpYNangcsseCufydD3lqNE%20jTrzfbDcum5UVu8ttLuMS2R2Yi0PjyrkJCuapwBKkAKPy8utaiuhxWW1Eesr/wBJ3XpaL5dTJuEN%20mGxbY7YfDrOwESg8lf4G1VAUbBgHUnR1f0ZOTBekTbeJIZgNyjKhhysdlJEqOkJaydKk5bfcoYKM%20daEN0V1P0zBRIbVN/Kmmbyi4socDhU/EQ04kMgtpXVadw8Kj79cFGKo56F6q6Ys7M5t+6MIL05Mx%20YU28Nra2Fp2sbEU8wguBBCqp7MGbBMzJ1QKnCiqhVRRuoCanKoHH2YZFjKC5JKlpfSafMkkd+lcC%20Eh5TLPvHdlnlhjB3n3kYAJjoy5w7X1XarhNqIsaQlTygNxSnMFVONK4TQ0XRPUfTse+9LzHLwzMT%20Y+YiXKQH1FYkPOFKmt6NygyCCqtCPu1xGg2x4nq/pdq3W2E5f20P21yA+/dQJBQ+2xJcdUwhSUF1%20RCXBQKG37cJojIrHSPWvSEV6Y7PRF/3jfw+8iXGD7ibYtKysglC9qdyk5JOuAipDXqn1BbatjbVl%20Yg771AW1fVNx1MkLDqggI5ZZSlXKINUg141wmDkXbo/pvrRiFcZdgvv5NFvppObdjh9SglOznM7t%20uxwio3VIOuOJxebsjRmDh3pKGZP2QK6ThRbHIQpVrio5USWKkgAk+OoGZzx1LvEt8mG62/q7FX3Z%20RlmWpC0LSlSFBSCAUrTQjxDhTI44N61KEqNGiEqh0yyGfDj3d/E0xVUkGe4ZDKhqe7hlgBAzzIz+%20leHfTAARCcxwofjwH14B5hmp1OhoT79eOAQQJp2k511rl2e7AGQK5UJoNO7hWvbTDdRgUlKgUqAI%20VSo1FDwz9+JRuSg6xItVK5cYDtlD11t6wIjSVOS4yz4AhIqpXuGPQ2edDkR23de+P3MrtOMqoUtn%20VEh9UAzrU/bmbkNsFx0pXzF7SrapCM0bhmndjm8ngO221oa4JtFlbfIQGXf8FJqFAVUgk5lJ+umO%20dl1L4XE8paByIwaCVpcSttVQFDLMHsrngaC7a25p1ETX45frwihoIAaAcTmNK1wCDOedNaZdw+J4%200wDC0oKkDhw+v31wAChPCpy+XvzyyP09+AAVGVdCMs+08K/T68ADiSfDHB1DSe0V1Pd+3F12VGvL%20GOmnQnLX2CTZotI4CnCvGh+vEFJ1Ixa1PKd0/wC9Zx/6S/n/AO1Vnxx6C3/E6MHlXUucrpOwN9JL%20ebjvi6s2ePeVTy6S2pT75aLHJKdgSkZ13VyxYOo3TYOmZHQs6ezGfZvduZjvOb3F7lJecKC6WlIS%201yeCShSl1GeAKj9XpjZlQIE9F7daiyI8Rb63Ym9QfnOltpKEIcrs8JJJ91dAUEcdMdEWhEq5sX5h%20c12Dc4lq5cd5TKUqkOFKnQUiqqbfCNK64KDOemOhbTLkdQpmuIcVbpSLdbm3nVsNOSHnFtoU4ppD%20ixTaKAanIkYAKPOiPwpsiHIQEPxnFsuoru2rQdpFRrgAEGI5MnR4TdA5KdQy2ToFOKCQT3Z4ANBe%209MrNG6wgWWVJmC2zVLis3FnyzwdltZOpHLWQylPFLlVd2ACE6O6Lj32bdhJkKbiWpPi2LZacdccc%20LTSA5IKW07lDMnCAmonpdDdbagSpEmJ1E5FVPWwtLZYbaTK8uW1U8fMp4qjw4YEZe/T+2IuVnYtM%20x9TF0uT9qWqUlG9Lkd1LZcSG9UqCq04aHCZTJZkmr006XRDdvKZ082hhTkdbVGPMmQ3LTGBBpy9h%20Ct/bw78AIh2/TibIvV6t8efFbZs8tuF5mWpbfMW+vYyEhCHPEo5d2GTUx8x6cW6EJDnUN4jNMcl7%20yTsSQ0lLkqOoocY/iUt7lJXT5cu/ASqLf0/EH1UtFTQ8qVl2ny68CYk6nrmuenvwxmBXb0/9Rmej%20Lp6exLFEmW6TMcmI6rVIbSvlrf8AM7lMKHNVJT8iVVp35YnClVUhNZZKpq/S3WEG7/wLyfJ3Zgcu%20RCd+aqMjt0riy5Zcc+hTZvqWTyaLIa0zFRTxH9meKOpoD4kHie88PqwtRgoadqvgK4BB07/dl2aY%20YwAd1BUmnfXXAAWRFDp2mmZGeACA6xtkOXZZb7rKVSI7RW05TxBSBuA3Urt7RiuUcsyi9CqZk8Zh%20195thhCnHnCEtoTmd1O72YzJOpzqOToh1fbHdYQYRdW1tVBMchxKikJzO0pKqcMsbbF+VunYLllr%20UlHuoWLa0LP1c63NtBAdjXhtVVISoVBNBX9Ptxsu24XFuWT7EoXGkoyzXcgXnrW5KcFqkmVDGxSH%20lIU2opWKjcFhB1xyrlpxYXLdDgUNDl3H9g78UlDBXQ++v6qYSyBNrQvnR3W5quHeZAASkqZlOqzO%20eaFEZHtBONULh0LN9NUZeI8uPIQlbDyXUlIUNhBJBGuLkzXGSYvUccuA78BIMEEAjQ5jAAVSdMvb%202YAKx6lNoc6Iu7Kx4HWCledKpNAT8yftxq4Krdj547nO9Vnt48n2R5q/J7eRvMdKapHiK1ZAhJB1%20SDQOBJSaCp/dFE+zcF3eK/v7O+vz9cu4up0mz29OSY6KkqBRuUBVOfYKnMVB0BOgrtJQTTX64x7Z%20Q5c9ybzxj25lHBFAdBqTjxl3KT8z6NadYJ+Babt0P+X2JyeZ6Xp0VmJIm29LZTy0TgS1sdKvGcs/%20CKYh1LWgXTopmH0u1fo9xEpC3G2VI5KmkFbiSohpxSvxOXSivCBhJioKvemHVqHW0NJjSA60ytLj%20clkIJkDc01ucUirigMkjCqOhx0z0K5d47rkmZ+XuCYm2x2lMqcK5SkKXsWApOxKdlCaH2YKhQ4sP%20QdyudrutyQpzl2tzy/LisqkuOPAKUpICSmiQlJqqvuwN1El3KxSndrn7sSEDX2nXgO3AAeWfZll3%20e3AAD3/H3aYAHdptcu7XSNbYgBlS3A01uNE1PFRzy41wmwJaR0NdUXa2W6O/HmG718jJZUvkqCFl%20te4rShSdhQa1GAk0SCPS68vLSROgGHIDSYswuOBl9x9am0NIq2Fbt6CPEkDCFtqViL0BfZj8hMG3%20SZYhuliQGUFaUuJJBRUf6NcFCCgTDfp31G7b7nImRvIItjPPkMy0rbWptQIBb8CkeLhUjA2S2mx9%20I9Tw7lGRDKUx5kdCUhkUCVpSEjc3kP3flx5BM5HHvKRPvMsvtqaeQFoVkU65Ggr9mNFnkStusWaZ%20wUkQC40+xuF2IFybYrNxg5qTU/MCMegjdtcuNJUjcMm2Vt16E1Bnxp0cOx1hSSKlOQUmorRWueOL%20y+JctSz0NMLiaHHbx7PjX2ZFOMbzLHQB4ZUoMq0y4Z4bAHGteNanXX3fT60ADoeFB9Y8NRp2YADI%20NSKACtafEU7sAJhV0z7Dn9uuAAUqad9aae3Wn6MACUqMxLiuxZCeYw+gtupNaKSpNFJ+GJQlQZXJ%20fSd3koh+YvbslFrPMtrRaQ34kp2pU6pNStQSTnTL7evxfUYp7ZqsSu6tyy6D+3XxfmDCuaBHljJK%20jklypp4ctTTFvM9MTj9y06rH5lELzWTJnQA5VGh07aHHDcWsmaq9w6UNM6DhTv7MuwYgs0KtQuwU%20pmOFfpTDH1BSnD2Up26aezAABUUoajI19hqK/V9M8AMAGmWgyHswVAGdMjlwp/onP68GoClwiX5a%2045hR4i2OQ343pDja6lRKqISw6KUz+bGqUVl5Y/TwN8OK5xqNmoPVxUmkO3jSoMx7UmhA/hfp2YjG%20KJPgd3jGEeWrkFfmc0qAC/MvbgDuAPNVWhy447lvQm6ok2+oesmLPHYbmTGrOwsGMNp8uFhRUAlZ%20SUmiqnbWla5YmIKXfusZNkESVKmOWRZACFJV5dRSVKCQsJAoFVITWg7MIAofW3VsNppqHeJDTTDY%20ZZQkoIS2DuCAFJPyqNR2cMNMArJe+rosiU9ZZUxMmR45jkYKdWo7q710SvPcfm4duBAxS1dRdaMu%20rctUyYl1poNOKjJKilpCysbtqSBtUpRCjmK64QEK4txxa1uKKnFqKlqUakqJzJrxwABp11p5Dray%20h1tQWhY+ZK0moIPaDhgWCX6g9TyZ8Ge46w3Itzy5UfksIbQX3acx5xA8K3FgeJRwBUj7T1bcrLJl%20SI62CJdBLYktJeYcosOJ3NryqleaTwwiO8kHvU/q51lbLk1CnXSSZIabEnap0PFsPU3hveK7Rlgb%20F9yghcPUXqS5Otvvri8xhRdZWzHabLbynA6p5O0ABxa0+JXuwFTnUXV6p9Vrk88vQygpU2qN5Vkx%20lFTofKy1TYXOaAvdhCcmR7PWnULT02QJCXHbhJZmzFuICyt6OvmNkE1NAo6e7CFUbXbqS6XOOzHn%20vIW0y7IkNhKEo/Ekr5jpqKaq4cMPUHIun9Pg/wDizaDT/Zy8/wDs68OJO28z19RNaaeyo1xIuCrU%20ZZg0OWFoJla6n6Lh3nbJYV5O6tU5U1vgUkZLApuAxos33B0eaM17jqWfUjLF1lNt8xNl6qQmPOqU%20xpiacp0VyG7QH204VzxbcsKS3Q0K7d9xe2WPcXdKqnM10p8K5YxM2o6G3UcaGv7cAw8MAE0wAMrp%20cW7bb3pryVqbYSCpKBUkk0FBnxwm6IjKVFUYdM35q/W9b4ZDKkqLLrIO4AUqPFRNag8MKL3EYz3I%20a9PdGRbPcn5jb/NC0qQwyUBIbSVVIBqa0ySKAYStkI2drqS11tEO6Q1RJjYUhWaVaqQqmS0k6EHT%20DkiyUEzL+pvTi4xIS5qnGJMaA8iUGlBSi6lpVUoWnbTxVz7NcKDcTG7G3Mi277dHOpBenYLZt64i%20osmzhZccUhSgtTilhKUkjb4aD9Bxst7LmT1Krt1xeWPb+/vH0izMSYv5lY3jOhKzcaFOcwQCoBxI%20rXIa4xcjiuD0F9tSziRKgUkilFJyIIIII7ePDGNxpqUOujyARqBpn38cOobjpp1xolTTimyaVUhR%20BprqMzhxkyUZtF86X6+ZSw3Du6185JITMJqFAqy30zHt7MaIXqm61yV1Ly0+063zG3EuJp8ySCmo%201zFcXLM1ppnYpUUGmVeI+OAZV/UpfL6GvCzUpSwoGgKlU0OQIJ+muNXCnS7Fvo6nN9VjWxJaVPN6%20bxEzIS/4fEpQZcNN2wEmm2uaBnlmaihAx7D7se+Pw108KZ1PAPiy7x//ACQZukVaKFLoSpJpVlQB%20BBGQIFduzIimdMvClOITvRo6Y9/6+2rJ2+LLes1r3/IoyhVNDxFCD2EY8lcf1undn0W0qRXkWh/r%206VItvkJNsiOBxphia8ealyQiIlQYC9qgEbN2qE+2uKqFg1ndXOSbI5aWLbEhNSFMuTHo6XAt5bAI%20QpQUtSEnPxbUiuHRBUlGfU+5Jaitv2yFJEQRlMlznE86GkpaeIC0pCqagZHBQKjKyde3S2eZKo0a%20a5Ili4oVICwGpYSU81AbI/eJ2qrgoFRWz+oc+1buRAiujnImNB0vHlzENlBkCi8yoq3FB8PYBgoB%20V1uLccW6s1W4VKUTxJzOGII5a6jh/ZgAFOBFRnpTAADXM8e2vbgAf9P3hdlvcK6tNh5UN1LvJXkl%20YSflJGle3hgGiy/5gQGblapcS1utoslRDZckBZUHXFLfDqg2mpUF0SUgUpU1xGg0x3G9UIDLMaD+%20UOKtcFUd6Gx5kB0Px3VOhTjgaopKlOUI24NobiNsvqE7bll1yHznF3dN5d2OFtJUhKk8uhCjovUn%20KnwdA3EfeOrp0+Fb4rCnoiIbDjD2x9dHw44pwlYTsB+amdcG0VSdiSpESS3JjrLcho1bWMyDSnHW%20uPGJnk4zaZYz6h35aUNq5LQqnc6hB3hNQVGhKga07MNM1R5LNKCkLSFIIU2sAop8pBzHuzxdGbTq%20jpp1RCTrG7Hf8/aFct/VbB+RwVHDQVr9Dju8b1KNxbL3XqZZ2XF1iObVe2Zh5Dg5E1FAthVR709o%2044zc30yUPqhnAtt392uRJVpQg58K07TnWuOSXsBy1qQK+7AACKkjU8P0fVngqAAAaU7ewUwACvhF%20NCNO6g+n0yAoDIk9taqoK9vvwADuND7e4Hs4a0pgoAK1ORqSe3sNBppwwVAaXG2RLgxypCSTqgpy%20UmprUGndjdw+dOw8tMVKrlpSIlm4T7I6GLlWRDJPKlpqVg99c/ccda5x7XLjuhRS7GdSdt0ZPtON%20Otb2lBaFA0UiqkkfQjHAvWZW5bZGyFxOjHL8gPbSUBLgFCsaEcMsvd+zFaZfcuqWiENcu73cRr7s%20FCkH3qg8dfb7Nc88IKgAoBlppTu78AVqdNoC3EJBA3ECuvzHu/Rhp5lltVdCwPeHk7UmiUJGwUzG%20Y4cMa5Uy/wDj+vT3Z/qd62smjhrNxHi3Er8NNBTKmVfr44aWdKUyWvs7/gtO+bcpaHji7Gt4uBBB%20BlyDUaEF1WY7sde1/FGG4s2aGu+WiV0cmD+dR20SLTEtrdqdWpKmpqJJW5IWjbsSjZWrnf8ACZBj%20GbdVten5t6eoIdxlSmm2ZEIydoixorhU20wwQN7q1K3KX+724AJ5i+dETLXa3JD1jRcmYcRpaZrC%20EtNpQ8TLQpKUJHNKKFHdp3gUGHSF+6bgXC9NW65Is8Q3WJKhvPKW2XIMd1RcbSpIUdMwg/N2YEDO%20OjrxAt3U0m5N3yHCtkmYmYqA4t5qrJdXQ7mRTmtJNeUapNdDhJgzPbm6y/c5jzK1OMuvuLbWsBKl%20JUskFSRkCQdMMBtgA5cNEnhhEJPIv3o3Jjxpt2dcS06/yGAwyt1hhxQ8wOaW3ZFW0hCBVY+8MsIq%20TLnIkdOJDxck213pQNOiQloMpCrgbkFJUGxV7/BpQiqaYbY0yJ6rjxJF2sL90VEeEO5yHpq23I6k%20pti5SExQrlKoUmh2p1Ce7BUGTbshJQ62mRB/m4h0xXUuRKCF+YIKQFA8kfg6JOezuywNjZUY8LoO%20V1F1PLkR40qMm7Ro9vb8wuO2GZD5S+psIWglKdezAQaFZl86U6ViKlWa2NuKunn7e4y1KDuxMdzl%20tSFc1MjNaSTwSdcIkxh/T2KerFnGtGpdT/2deJILep6/JFTnoPl1/bhlwKEmp4aDCAIjw0zPH6aY%20YEbe7DbLzCVEnNB1NKBYoFpNK1SrgeOLLd1xdUVXLakqMpjU2/dDvJYuJcuHT5yZmgVcZqckqz7+%2032Y1NRu6ZS7GSLladNYsvkCdCnxW5UVaXmHhuDiCKZj72nwIxjlBxdHqbLdxSVUOQrSgyNKa8fdi%20JYGKajjn24AEJUNqTEdiuirbyFNr4VCxQ6UwmiMlVET0l047Yoj0dyQJC3nS4FAUASAEjIk55VPZ%20piMY0RGENqyJw1yFQKmnfiZYFQGuR7xQZ1yrgoAFI3VBFUmoIOlDhNVFQi2enLDFlJmR4bTTraSE%20qR4RtOajtGVc8OiRB21qVef0w4oN9S9FPiO+6kPGIBtafGZI2nIHhT7Ma7fITW2eaMk+PSW6OpFy%20HYPVanAlsW7qeP4JEF0hPP25EJJAqRw+vgcU8jiNLcs13K3JXMnlMrDjTra+W6hTTqTRSFJKVA6Z%20g545k40ZnkqHI7tez6EccR+REI92h+muBMaJSwX6XZ5qX46ipkkc9j7qkV7OByyP6MWwuULrd5x1%20NAt/qH0/JT+M4qGoVKkupJy4ZprmdaYvjNM3Q5EZZCfqLIYkdAXZ1l1LrS2CUrQUlJzHEmmNnEf/%20ACLzMvqrrx5U7HnAU5e1RKqAK2GpVQtAk+JJoNooKJy1JoE49KfPwOCm9S/nTu3qSDuG5ShnVQVq%20KeIV8Wf3cKddrq/f4eHUlDVUxjzM9hSnXmlJNN6BUK7a91e7Hm5P6mfRbL+lGt3/AKZYX0m8mDaG%20whMW1u2icw0OdIefQtUwc1PieKaVKaeGnZiFS+hHdTQvLdExHpVgbhSZHJdiLjR1hbcYJIUuRJpR%20S5CqbEHTAgdSeX6bdMShCfiwLhypLcBBbjPJWUeaSVOSllxvNCCKECg704KhUY9BdOWx1qYyILF4%205d5RBmPOtJcDcENrUXknxcupTXeDkaZ4aA56B6fQqXMjT7CiTbnH1hE95gOlsFpamd6ircwysJ3B%201Iz9mFmFKGaroFqSCMlEVGaaVIqD2dmJEQkjNOVanu1wMBCNIU7uC21NlPGhIp7TTt44AF88sq1O%20lOPuwATHRtri3bqm2W2Xu8tJfS26lJoVJ121GlaUywMaRbD0lYZnUfSqEQzBhXcOmbDQ46oUZeWg%20bVuKUscwN0110xGvcdCXidHdJOwbfdF2fxXFyHHctqX36Mc+Q4yt5J382pDeW6oy0wqj6lesnp7b%20LjKltvXF6ME3b8oiJbYD1VqC1IU4SpFB4KGlcOokg5Vh6Gs1ofcmSnJj9ziF+xLcZebWlaVKaUF8%20lSkDxJqN4UPZgqAj/YdMeMPIBEVBT26mtD7f7MAI2axyFSrNBkKTtLjKSU60IFOwDvxamdyw6xHv%20s417s/7cOrRYRV9tcR6K7M3ciRHQp3noFCAgVNaHPHU4XqUrf0yzizPetpqvUjenesGpbaWZigF0%208L1KJPABXZjXyeDC7H7lnr0x7v3KbPJTyl0xjDLOM6EaEihyrx4+/jjhTg4ujN1a6AOYoTnQUB4/%20VhDAe2gpXI07DT38MIEAkaE9orXh8OzAAMjWuleGWZyr9eAAZkAVrWlB/pHhp3YADGdOw0IFDx7u%204HAAWdBnTQ5+zM09+GBy6006gtuJC2zXcgioppocW2b8oSqmRcalfdhXGyLMiAVP2+u52KTUprVR%202nu/tx6C1yLfLjtmvrMsoSg6rNExbrlFns82OqtKb05hST2Gn1Y4/M4MrTz0L4XVLJDsUyqdoBFT%20pTge3GJNVL4qrHztrWmhaVvA4E5/GvcMScDdPgulY5iTNteV84DdO3j3ZHBsIQ4U5a5C7FtU26lx%20Tm4ihyyqRmMS2o0WeDtdWxj1DbWZE9Dq3pbRLTYLbEuSwjwqKq7GnEpqe2mY+auIcq9JNLwXyx+B%202OLBOL82RrVlZLqB5y4KqobgqfKzOXYvL6cc8UK+3kXO0kmeYZ60i5TE1rtkPJSompP4hoSfFWoz%20rXHprM6xT7nEuxo2WJ/oSQ107+bfmDC5CYbVxctgQ5zExH3OUhzmEcutRmjWmLioZyemCz0oz1Ei%204R5DbkgRXIjQcLjS1I3gLUpITWnAYAHqvTPrL+F5UJEgS2ESWyy+wsBt1WxveorCQpR0Fc8AHPTf%20Qsu8LlCRKRahFkMwleYbcWoypCihtspQCU5jxKOmADmw9FG53N+2ybmxb5jMkQmWFpW846+VFPhQ%2039wbTuWchgAgJUdUaU9HWpLimHFNKWggpJQopJSeIO3LCASz930/XhgcOg7D9eEQnoIqSlXzCtO3%20P34RQKxYTsqWzHYaDkl9aWmUAZqUs7QP24BIm7t0De7ZMgxFpjyXbg8uLFVEcDqC+2sNuNKVRNFJ%20Uc8A6D5XpT1ElwpU7A8oApS5vmf4VK0PCOpsubaBzmqCaUz10w6BtIZfSnUQuEy3NWx+TLtzhZlt%20xmlPBtQyoSgHI0yrhUFQe23oHqSa5KQYot6o0cy3BcAuLvaTXxI3p8XynPBQltLJ/T3U+rFooNGp%20ZPd/DrGHEdtZnr5R+bMCgrnw11xIvDwAA1plrwwAckJWBUZa/SuEwE3mGX2lNupSttdUrQobwQcq%20UOJJ0IyjVUKFN6dvXSsldy6YBkW5xW+VbKg5ZZoJzyxsjcjcVJ69zFO3K26x9xaOnOqLZfo3MiL2%20PI/5RFVQLbUa1Ch7tcUXbMoPM0W7ynpqTANRUUJOvDL+w4oeped0yoTXhXj9WGAPtwgGs9mQ/EW1%20FkqiPqyafCQshVf3VVqMAmc2pc5UFszkBMtPgd2GqSUnbuTnoqm76sCQIdgce3PDGcqSDUKPhOVN%20NcsKgqEK5LsHTMeJEoqOxIc2sITvX4lfMTUk0zzrgqR0KZ127bZ3UTUNweUejUH5mKpcSsgbDw8C%20VEVPw7cX2uRsdDByY7nQbSng9KatPVqFR5xBTDvTQHLeTTw76eFWvDTFt3jRuLdAjvzpMi7rZbhb%20XXBIaVyQTy5IFW1ipAUFCo8XZjkXLTRCdp+wYUz7fZ7+IxUmiqrBxpx7/dn9WGIFcuwDId36cNMY%20pe+obmz0RcbQysIYWg0XtqpIUobk5ZHxKrjXxrrjJUIcm6/tOLzRlfOuOQ8wkVr4Q2oJpnlk5QfO%20ficdxcmeieKtePnlXwWp5lwt10fv/wDqcuSbhy1KLqAmhUUcuiU5KJyLm0U3GlNMR/tTccnj2Lwe%20X/7EoWre5ZP3/wD1x8Cgxpa4y1L+fcaqHA56jHObPa2q7UWdVn6qi2pm5TIL0W1PBJYkc4Uo6CWz%20ywrcgOCu0lIrgqjQsxxcrN1LAt0WXcWpDMCcKxVOqO1zaK5I3dhBzGmBDoxk61cYygh0PsKU2FpS%20regltQyIH7p+GGA+sfTfUd3afdtEZ15toht5Taw2CpQJCM1I3qI+6K4Aod2jpnqq7R3XrZGefZZI%20bcIcCAVAVCEhak71BKflTU0wDSIcdnd9K4ZEGufDt+2mAAca18RNa4ABTKtOH0OABSN5kSGjELgk%207xyFNV5m/wC7s2gndXTCqBMXC4dcpuKWbg/ck3J0tKQ0+XkvqLaqskJVRZor5cCQx0JHqZ+ZyCF3%20gXMNJ80EiQHwyK7d4A3BPZhAQce7XaINkeY+wEuh/ahxSaPJBAcoD84qc9cSoI7Dd9ucYrSmTOi2%209JBWlLjrbCCdxqQCEJqa4WQy0CnDhTsx4s8gCnD6u44Yy49L9bxLfbkwLg24Us7uS+2ObUE7gkju%20qaYkmb7PJUUXCz9Q2q7pX5NxRcbqXGnBtWlO7aCRU5GnbiSZttXlJj51pDrS2ljchaSlQOXzGmRr%20iRY6Z1Ic9F9O80ONxeWSFJolStVHXaScwMvoMaeJy52HVY0M/wDWiuggmRcLCvlyN0m1KNELAJW2%20MqV7gcvpTHcduzy1VZXMYxUrUnbH0Tqrp6VMREjz0OvqVtShNQCoapCsklQpp3Y4N3izhqjas1Ul%20AKEHiM+7Lsy7q4zhUHA99BtB7tO36ezBQKAJPbU0rXjpqKe2uDIA6kGun94a607+zAAVDSnAU7xo%20cAA76045dmp7cAA0zOXca8Dn7tcAAp7a5ita5V7P1YalQTVdSFuFiXz/AD1tX5eZmVIHyLqcwfad%20cd3iepKUdlxVXczXLVM4i1rvqZTvlpSfLT01Stg1Fch8tfsrirm+m0W+39UX+ZK1ezo9SywJYUgR%201kpXmEKAyPsyplTjjmQdGd7ichU2seLc2klSglIoSVA9vbpieSVX49cfqdBKoW9KhuTnupsoo0NM%20xWmmeJRa/PJdcvbjzBorfVfVFitt2TFnSSy6GGlkcp1SdqiQDuQhQ9or9uMfLtvcn4LGPwNfF/g/%20NkOjrvpXck+bUpKic/LyCklIFRXl7a0plXGaFtp1x3L2q5I823N1LlzmrBqHZLzgJr95xRpmTnln%20x7cemsqkV2OHczk8YxpoWhn1BUbM3a37Uy8vyjNufll5xC3Ycd0uoZoAUoqcisZ0xoiyhojF35Z6%20ddsSIyERnZvng5uUVp8GwN56inE54nQjUsET1MW1bIltk2aPLjRW47ZCnnWytcRwrZdOwZFO4gj7%202AQ3tXqJNhzrjLmQGbgLlMauKmVrW0lElhe9CkqRUkCtNp1whnFs64jwZE6YqzIfuFwbUh+cmU4y%206lTilF1TKkpVyt4ISQOAywxFXdU0p1amWuS0VEoZ3FzYk6J3qoVU7TgGznLXABy58hHbwwmQnoId%20vxPHCM7Hdpnrt10h3BCA45DeQ+lsnJRbINCcsjgGmXO5eodmdlW+RCt0po2yY7dGG3nW1BUmQ+lx%20xKihIo2Ep2imeCo6jxfql08qK5ahapgsrylvOp5zXmeeuWmVUK27Nnh2dvHuw65D3MjonqYWrhep%20yoiw5d7jEn7WndiUIiO8wtE0qdwyrhMjUQv/AKj3OdDZYgvTLe6iRNdfeTIUkutS3uYlpWwpJDYy%20IOXZgG5Ep/T4B/mxZwBQBqWKf9mViSHb1PXxzJFeHvGGXhg1FcAAIrgAGAAqV1zzqP0YACKQTmMs%20AqFP6j6IU5J/NrA75G8NmpKPCh3iUqAoBuy7sard/pLNGO5x1Wscmd9NdcomyBa7y0IF6bOwtLpt%20cNPmQe/PL68F3j0VY5xJWeQ39MspFrSpK6gEEjwrIIrll905Yy9TVU7Bz7uGEMMgHDAAFK9+AAYA%20C4nOp1wCZDN3gP3cQRbZIbRu2z3GiGg4kEZEjQio3e7EWRrUS6n6Xj3yIKbW5aE/w8ju/dV/dNe+%20mE4pohO3uDR05EldMx7Rd2UOBtlCHSk5JWB8yF0BqDxxdam4NUE7SaoyoyGbz0glcWY2br0k9RBB%20qtbKT92la0HD9GNdIXl/5GRqVrLWBX7rBiNOJkW5wybW+N0d8Z7dCW100UnLLXHKv8ZwZROjzWmP%20zzI8ZAe6tKmuMxXqAV1HDj3DT7MJgiN6jITYpuYSA18yqClCKHuzGtMaOM/qTxj2mfk1cXjqZ6ZE%20dJUA6lRFTs3JrkKkZkdnE5ezHXU1jCdMqJKlK0bRw1B9sY+WlQlSEbVbVDIEg6njTwkpOW01HuFc%20KTTybX647ZZZpr6hxtyqlTXHjjsZ6pAKSnjQprrTh34zN5nsLbrFGj3LrLpK5WSTHW/MjXC6RrZE%20mIEfmNsG1pPjbWFhTvMNABQbc8R6l7aIprqWJJ6Ltli3Om4Q5cmSpSxRJadCAgJVUkqqDlTLEqjU%20jSWfVSyONxFvz7g1KaRBMtxLIeU6IyCl+MVKWPA7uqVUp2jDoWVRA9LdadOwg/55L8VDV2F3hMx2%20w4FJCFpDCjVGym5OeYy0wCqN7Hfem4CrhNNylNXV4ldvJiqdYjOvAh51Keanc6lKtiFnhngaHkU1%20Zq4raorSFHatQoSK5E1rSuGRORw7eHuwwDzpqafV2jAAOPAHI0/RngAmOjblEtfVNruMwlMaNISt%205YTu2p/eoASad2BgXRPUfTbF+6ZlruzUtuylwSpSEOqKhJfcWC0VoqoNpWlStP7tSMRdSVSTg9Y9%20MNQrdblXtvzFvXCkPXQJkct9DMh15TKFbA4ralwU3pAJOFRhUg+muqek470l2a3F/jL2HnBJi89S%20betK99CUK2ipGSc8MKjW99doRa2o1pZhhy6Q1sXsNxyzRaXFpQEcstpry1DMA5UrhA2WSd6f3pme%20lmLtfiOKARIJpy0k/wC0BFa0HDL2Y8e4nm5cRplqgdEWCNFQ08wmU8Qnc85uG5WQJAB8IqK0xNJG%202HGiiB6p6HRHb85aEOOJUr8WLXftSamqCc6bhoK/DEZIy8jiUzREdDvvt9SRQ0CpLoW28M6cspJK%20jQ/dyxGJXxd241bjwqCK5dp1xYdfoFoNO5XflXXM4ejEmcutodaWysVStKknIEZ5Vpniy1dlF1QN%20JlHkWrqSJ07E6fi2tkRYD7bq7k2tJWtLK+YVJbA3b102qOhqcd61yYX1tk8xXJbVVZlvtt2i3FBU%20z4XE/wCIyQKpNQMx2d+OdzfT52m3/wBJC3dUlUd1PaftOWfxyxzuhY0A6UOgHdSg46d+HVDQDmSO%20JNDXhoKZd1cIAU8WQ7dacDX2ccAA1FRpT7APjrgAGWYGSSR3ZHv9v68ABk8TlTStSeKjWvZTBkIG%20efHWvHs3fbgGR90s8ae2N34chP8AhvpruBHwr7P7cdLheoytOjziU3LKYwi3SZbn24V2qEqNGJlP%20ARwqrT4accdHkcKHIj9yzr2Krd523SWhb4c1mSwG3F1UuoB4KB0oRTgccScGnR5HpOJy1JL/ALhB%205MiG7VCvwyfCeHsPfjBNODyO1FxuLPUonXzq139pSnKKMSNuVoB41gnI5a56e6vinyJt0fSmO/b4%20a5ZT48Uk8urxp+fl2rjZXzEHPdQjbmCBvSAkjw5VO2mmuQ+bEIvPN+/L2rxp+7rR3XEqNY/Hz79a%20vQx+alYmSK1I5rhGdct6jj0ln+KPPXn9b8zRJvTdob6EXIFpZbLdli3Fm9/iJdXNekltxguKVsKd%20n3AKinHFqKh4z6ddMzLHbbmyzdPxoUd59iOW3nXXZD5aK0AoKQhuh3ADs9uLFIjQ56X6Pt0e6dQx%20HYTd/fttxhwmQtClpLDz/LddCUKHiplWuX14Yhh09Z7K31vc7LItTc2E+meYEh5Tg2IjtuLQpkJI%20SvNFNx0pgEygINUg8CK/HjgGzrs7sAA9uADlz5DhEJaCFeFcxpw0z/ThGcfWO3t3G92+3uKLbcyQ%202ypQpUBaqEgHjQ4YJF4vfRPTarrYmbey9Aj3C6ybVLZW6p5ZEZ5LQcSVgEKUk0VlSuEToSznQnRa%20bY9fPy+QY7C3YhthlOVUtM5MZL3NpuHgWapApuwx7UQSfTe3v3+/xRdDAg2qezBYUphUha1SV7Gg%20ratAG37xP7MBGgv/ACR0VY2n377dRNZfblR4CgiREPnYiy2tNGg+SndTxKAH6EOgX9Pf/wA2LPXJ%20XJl1FP8Aoy8OI7ep6/JzOdaCu0a4kXBjTt78AAwADAAMAAzr3YAOCDWpGftrmddcGQMqnqN0sb50%209L8q0ReGEboL6MnQUrCiEkZ5gGgxbbuuL8Cm5aUtdShWK/2Wx9TWdMCPJhQi0tq8THkupacqgctL%20m9IBdS5qoU44t+y51aK/ufbVJdMYRszTrTiULbUkoUElJSRtoRlSmtcZnHPM0p1FAU1oCK55ezXC%20GHgAGAAshl2n29+AAqVJBzBqDlTAFAynPdqf7P1YAC2gZBOXCmVNMssAHDzaHGyh0BTavCtKhUEE%200prxwJ0ItIzjqv0+mxS5N6c3CO4SuVa9x2qNdUJrQ6nw/DG2F5TW2fvOde4tM4FKZkIdUpJTy3U5%20LZUPEkjUHLGLkcRwzjmjHGWdHqK10JNaZ1+vie7HPazJkV1SAem7ik5/hGoOmuJReZn5H8WzK0x2%20DklCakA7aDIKO4fKBkdMs9P9HFimzlbmcuR4/LUeWn5CoApTxSTwFPCCNPblTJxm6koSddSqE0By%20+UHLjSnf+rGuJ6iGUUXm+dCWaB05Jksy5K7tbo9tlTkuJb8spF0BKUt0/FBbGpVXuGmCpbtQvK9H%205yDGUze4C48tuLypDvOaSp+Wkqajo3IJKqZ1VQdtMOobTvoboeHLbcF6fkx3lXRNlYjxg2oIfKFq%20U45uBOxJTonXDTJRyOemLFZbqq9RpEt4TrdGkvxksISWVGKCFcxajUeIaAe/EqkyupIKQoaEVodc%20+7hhiOj3607cAA4H9HdxwAA99K5jKmAAZaDT9OAB/YLO9er1CtTLiWnJjoaS4upSgHMqNOzM4GCJ%2013oErvdlgQbgJMa+BZZluNFlSA04UOb2ipRy211zGFWgyRj+l0d9EeYL0BbJxYbhSjGVzFvyXVNB%20C2uZVASUVKtx9mFWgUIO3dBdSXJ2U3CYbdESUYK1qeaaCnxU7EBxaCpRCDQDDcqBQfs+md2RbbnM%20uLqIqoEfzLLbRRKQ8KHJLja6fMnbkDTiBg3Doad1P1si2PiHASiRKQfx91eWgfumhT4u6vhx49yO%20Le5O3Jaka16mvBpPNt6FOkeJaHShKiNfDtVl3VwtxTHmPQSkepU8rTyITTTdKKC1LWokHKhBT2dm%20FuIy5rZ10DOivXqc7JSlNxlArYoEhJBJU4hCaa/qw0yXGknLMv5yqdRqdKHj9eJnSoAAD2cDppTP%20LBUE2FWiaaGmeR+nDDqFA8wTln7NTofrwRl1QUVCHudiDjvnYCuRNSd2VAleeh9uO3w/U8lC5nEy%203LHVAtt8S655Oekx5yMilXyLyPynL5tffhcz03LfbziO3yOjJg1B7KHjn4sjji0pkaVmghw4jQez%20I9wwmgBlQV07e7Lj9eBhRhgVNBqKUp2+z7MDYMASrKgOegzy7OzX6a4BVXc5W4hC0pWpKVrPgSog%20KV3DSvDTARc0up0U/dpTSle8Uz92CpKqCKjqTSvuI49uGOglJix5Lao8hAW2ojwZZGuWWR1xo43L%20lZdUQnFSRXJkmR0pHcmOO86xspLjqlHxMpHEcfZ2nHc3WuXDPKaxj2eRRCMoSy0JGz+oUK8yI1sm%20Wu4WeZPZL9pXcmOSmYhFVEsqCleII8VFU/Rjkcvh7YnrOHf0rqK9QdETrvLjT2bk1FbDDSeUuOt1%20VUFZBCualI7vD8Ri7i+nxuwUnj3UKeR6k7NxxWmPnoRbfpVcipCBeo+1StmUJyhr4TrIH3cj7uOY%201L0uKzx3+efn4MqfrU5e089XBvlzpTRPMLbziCvgSFkVyJxfsUcuxWp7s31HVrtHVV6bVbrQzLnM%20MfirhtrUWm6mm/YpQbT7sJxJJo7slr63nuOsWRqe65ABbcbjOONlkLNCjJSNu5X3RqcQJ1qR0Z+5%20xHHnWXJEdQJbkPNKcbIJ+64tNNexWuJKpB0F4a7nMlMMQ3X35SqMxUNLWpfj/wBm3Q1ANdBlrixE%20Tq62a72iUIl0iOQpKkBYadABKDooUJB92CgDPPAAMv04AOXDROtMIhPQR4U1Gn2YRn6hoWtDiXEk%20pWlQUhSciFA1BBGdQcAE7dep+uHXQLtNnB1SAEeYSpCijeHAU7kpNS4kHcMyeOBVJOo6PVHqX+aJ%20kKl3JVz5JSgFtRd5JXvP4ez5d4B3bdeNRgSFmQzd+vsZyQW5r7Tkl5EiUa0Ut9olaFrqN25KiTng%20Eg351+uzQZdckT2oynX9gSpwNqeVudcO0HbvOajgoxsuv9PefqxaKDRqWSf/AGC8SRO3qevjmaV1%20By44ZcGNOzuwADAAMAAwADAACAdRgA52iooO017zgAaXG3QrlFXFmsh1lYoUEVKSRTvzzxOE3F1W%20RCdtSVGUUsdQdDPboxXcum1rHMaUCXI4JA8JFaindT2Z41uUL2uUjC4ztOqziXazXq3XiGmXBd5r%20Kx4gDmk6bVDVJFMZLltwdGjZbuqSyHwoRU5FWWuf0GeIFp3TOo9+AAhtpUaHOvbgAPAAKYABgABr%20TLXhgA4NKeHQVrTt1wN0EyqdV9Cw7s6ZsJQh3drapt/NSF0NQFozHaK/aMaLV/aqPNMx8jiRlmtT%20K7m+u0PPNXsJt62UlS3HFBLe2u0KCq5gmtM8R5fEi/rjoc/bLdtZD3a62269L3J21yWpyAgpqwtK%20vFVJKTmAMjXHLa2yzIX7T20M25c4f82yBFKLSB4akUG4nU66/HApxrqcv7LCLc4JNY1AEkZuN0zz%200CtK8PhnnhxnGpKHHbazKhSqQmtRodfr92N+p6SColUnbl1x1DPsibNMfaVBCGm1lLKEPOoj1DKX%20XUjcsI3HaFaYCdR/H9VeroyGGhIirRHQyhjnRWVlJjZMuJ3J/wARAVRKqVpgHUZ2TrvqezeY8nJQ%20pUp8S3FSGm3lJkgEc9srB2ueM+IYBbmJ2vqi4RLguUlbTC5EJVveUhtIC2XQEq30HzqpUr+auGhq%20TCYmRnTRtxJPAjjxqMTRJSFuByzGuGSD9/s4YABnwGXEivZngAAz19hr9XfgAeWa6SbTdItzi058%20RwOo3DcmoNKEdhwMaZOr9Qpom2+ZHtsSO5ajWA2guqQ3uUpb1N6qq528hRJ0pTEaDqOWvVG4tctp%20FrhGBH5SodvUXi004w6p1DoUF71K3LNQokHBtFXuR9r66u8BW9DbLzpuKbqXHAoEvpCk7fAUUR4z%20h0BsjbxfJF1j25iQ00hNsaUwwUA1IW4p0lVSc9yvu0wUCpZSVVKiSSTmcySceLPIyz8waE01FfpT%20DqIGQ4ZaH3ZYQ2vEUjSH4shuRHWW32jvbWngR3fVhpjjJp1L1B9S4pbbE+KtL1aLcZIKO9dCQda5%20V9+JJ5HRhzFoTiOr+mVISo3BpNQD4tySB31HYcS3Iv8A7MRi/wCofTzTqUI5zqSooccQiiUgVz8V%20CoZ8MG8j/aiTES+2WW3zWZjKkVod6gg1oDmF0/e7MG4tV+LK11Z1pGTEVDtL5VJXTfJaNA2kGhCV%20ZHcrtHDPClL3Ga/ycsg+l4s2+Wh5y6kukLKYcggBygHi8WRUndxNcdHgc+Vp0byI2YOcask410l2%20p4RbqStn/YzfmyGm+hrpjq3+Jb5Md9r+XYsVxxyehPJUlaQpKgpJGShmO6lMefu2pQdJZM1RlVHV%20RWo0yIzBOQ7u7EESSKJ6j3Sc09Ft7altRlI5qyklIWrcQEkjTYBpXj7DiuRz+XNrQqMNu5zZLcWK%20t1x9w0QneoVA1JochnriJjg5SY6vXT96tfKeuCCakht5Kt4SoUI8X3T2YdCU4TjmyR6Mv02NdmIL%20r63IUlRbWhdXKKUPCpJJJHipnp+gTLePeluo2adxG7XiNDnwrliw6qAK9vD3U0rp9PsFkIrPWTKb%205bn+lmal+6NhlxaKEtJUoEKNcjmO3Hd9P4ajF3LmSKvuNy2x1H8DpbrSZeLNcOsLvDls9Ohf5U3B%20ZU0p111Aa5spTlRXZltRliq9yVJUjnjHuPRWbLWupeJCDua2Af4VCB2mv7uee7jjp8P/ABI5HPr9%2004ZQsuIPHwhKjXtBGZSrTIfDGlsyRTqeObuf98XA/wDS369tOarjU4yT1Z1rVVFVx8y19KdT9Os2%206Rbp6RZwqRAlCbEbkSC8qE9vKXUqcXQrGhSAkdmIskO7P1J0vH6slX5+6utIfmiemGuEp9Bq8pSm%20yD8ryUkbHE/LnnhMYOjOvLLbE3qNcnnxbZ9xZmsw1Nl8ONpcUpxLnAq27VeM0NMRqSQcjr3p9HVP%20TVy57tyXa1O/mV0EYRlOJcUooSlo0KuSlWVafpwKQNEF1neLRMZs8C1vrmMWuKplcxbamt6nHluk%20BK/FRO/jxriVSLK1lhhUHb2ccAHKwSn6wfZhMjJZCJ0PED7BTCZnY/sEqLEv1tlywDGjymnJGW6q%20ELBPhGtM8FRGk9QdQWJ+6WOU7eYtzFrukq4vOhxTpMR+Uktso3pqVoAKyjgMBPIl3er7GYjtuHU0%20Y3d5TrzF55rvLSyu4IfTHL+3ek8tJVtp3YaHVFci9QdEuX/qa5yW4UhE25xVQDOZDm6Kp4iS4hJB%202+DxE8MFRVQdz68tFoi87pqLbkyp3noM1uMl1gJiJdIjLAZW0dymzkpRJPHCqFUN/wCnwf8AxYs/%20EBqXQ/8AZlYcQt6nr4nOleGnHEi8MaDj3nXAAMAAwADAAMAAwAFqDnUEkdndlgAIZgGutDUU9uFo%20IJadyNqkghWShrrrrh6A0Ua79HXG0TFXrpJXJcPilW3RpxOvhByB1yp7KY2wvqS2z95hnx3F7oEz%200t1jAvSVNKSqLcmqCTDdyWFCnyg6j6UxRes7fItschTWepYQaa5e3v4V0xRQ1B7tctCB8fbhgGCD%20p7MAAwADAACAciK4ACNajKv6q4VAOSBWns4ngcFQMh9dZseX+SxYkNF2lWm4NXGbblEAPMNVCmFK%20OQ3FQVmCKpGNELT2tmO5eipJUM8vzhvN2v3Ujdk/l63ybe3ARblFtDjzja6qkOpbq3XarlppqPr5%20vIkmjLzJqWnYqGdanWtVVNKaEimVMc2ipjGhxwE0ClZCiTUmlAQD3gajtxOGuMY6DgqtFAodM8hx%207D/Zjtw0O9DQ130ve6fZt5/K5iEH8yjOX78zTFZWq3clfNQiq3NzZXTQhVeGHVl6C9NEybdKk+YV%20BRYpjy1vhciKlaI6218px5C0qW6wB/skqSoKwCGPp5bei7r05JjXmNB57d1QlUtbvIfLCkOFACi4%20nY2pxKUnak0Bz7cFBqgrCt/S9r9QuntrUWDIehuuToSZCZMWPO2OCP8AiuLcHiyNFLNFYBZVK96n%20Otqu9pKnWHbsm2xxd3Y5bWnzQru3Ka/DUoClaYYpOpAw7gh2iXvCrgrIA6DM8MSTJKR1KuKGvC3R%20xdAf7qQfj24KibGSJTrslsuObU1GmgA7j26YVRJktvTUAkbtdpOZAFdMSRYTnRMO3zerbTEuCErh%20vSEoebX8qwdEq7QTkcNjRdz09DldUdKrn2dMAyAv84goZDLSVc9xMXmtgbU8wIoP3hiNQJ2F05AW%20xBkOWCKb7IVBRdLaYqdrMZ2S6lx3y9PwtzaRVYHfgzQ6IqnTnRfS1zfkmSZS2nb0bVDVEdQEJbWl%20a0uKUtDu/bs4HPDboFEcXBvoqwWZQTCfkOX+CpyAqQhh9cdaHFNE8yrKkgkaoTUd+EGg0+33fXjx%20h5DGMUAOzhkOOWAMYx+YNT3n73t44BAFCMtNKYBgrxB7fofhgAGhr2cT3Z4ArjGPiD9gp9X6cAgi%20hJVWgrlVVAK9mAaYYIp2D6tffgDGMdi7WHrS1Wvp5mKtDjk1gOENhNEEqWpQBX78/wCzElLob7fI%20UYUWpE2zqmcu5D83kKkwZPgktuUKUpI2hSeCKVzKeGL+Pyp2ppxKY3qyz0Lg4zcLCpS2QZVrNSps%20nxNjU9tMejjOzzI/V9MzXnB1X8SbhT4s5kPRlhxJqaD7prmFDTUY4nK4c7EqSRphc3aHb0aNKaDU%20hlMhkkfhuJC0mhBrRVfsxjpUlKKYlEt1tiqKokRphSxtWptCW9ySchkBlhkVbitDqfBjz4j0OSCp%20l8bXADtOR3bge0HTAx3IJqhULT6fyod7ZkvvociRXA62oVClFJJSD2baAn4YjtMcOI1KpdwMqAe4%201Fc6+79uJpG6qK3e+rHo/m2rbbpNxMSgmSmQhTbCqblbgSCohOZCffjq8DhqT3y0QrkXTLGOpI9L%20xmo0dq47xKelAPLfqaKC07ht45V44fqPOc3tWUUHFX25bnqWRqeXH220IohRJUVVUdCRTPHO3pnb%20tcvfJJIyD1mbQrrNKl5oTCiqV2UK3E1OdKAFVa0GfHHu/RrVbKXX9P28+55r1mbV7LtjHyKMhltS%20kJUmpJorcqis/ErVajmrdn3VByBx0pW4pVWmP0/LVLmRvSrr1x+Gf7lUWRuVTSppWlSO2lTjzF/K%20b8z1tiuxPwLX070QmVEXPv65drgF2KxEUiOVLecmOcptaOYW0ltNaqIPsxUWscWD04euc7qBhTzi%200WJ3yuyMGg6/IU4UNoRz1tNiu2uaq9mASzGNj9PrrfIE56NIYbmwpLcRVueKkPKccJTqU7U02nU8%20D2YTVR1GF16JvsCREabQ3cfPpWqGu3qMlLnKUUuJTtSFVQRmKYg4k0yan+n8e39NvzXpbyLxEgx7%20jLhONJQwlqS6WwgLKg4HEcappiSyIsRe6Ss6uinOooNxeefjKYbksKbb5fMeKkqQjYouoCKfM4kB%20VcsMRVMMAYBCCx4jX6+8HESiazFIkaRMmMxY6eZJfcSy0galS1AAZkUrXDIE5duhL/bJkGIvkSnb%20g8uLGVEdDqfMNOBtxsqomikK1+OFQltHyvSzqVLhBfgeWCFKcniTWMlSHUxy2XAnJfNUBtp36YdA%20oQqulOpBcpluat0iTMgOKalNxmlPbFJJFCWwrWmWFQjQeW3oLqecuShcb8vVFj+bX58KjbmhUVRv%20R4s0+zvqcOg6Msf9PdD6sWc01ZlnPX/kyxhonbPX57NCRrhlwYNRXAAMAAwADAAMAAwADAAMAANe%20GADhROlaH4a6Z0OBCoVjqfomJdHEzYbhgXhn/BmNVTmKkBQB91caLPIccv8ApM96wpZ9RjYetpEW%20WizdUo8ncRk1JJ/CdpUDPQE/Xidzj1W6GaKrXIae2epdKBQFTloew6YxpG2qOqihBzNMxrl7MCGd%20YYAwACuFUDlVCdpyy7eB1wwKL1j6oWS1lVst8pmVflnYiKFFQbIFdyqeGo/dBr8MX2bSb+p5GXk3%20nGP06mdtNuha33ll6U6qrz6jUqVWpz7K/Thirmcnd9K/ictLOrOZ8RubDdiOlaG3htKkHaulRoTj%20mug2iv8A+X9ooAZcw0pqtGe2tP8AZ/Z7dcRoiO1dPwCV0FaQknzswUSpVS43lXOpIbyp3frw1FVJ%20K2q6GIChAy10Gmox00b4rInumuhrx1Kwt+EYqUIeRFaMp3kl2S4krSyzUKClkJrTL24ZNIb2/pG4%20z7fcbh+BGh2o7ZUiUvYnneIBpFArc4Sk0A+OCoJHMXpHqOdaFXiJan37cl1MfzDbdRzVEUbAFST7%20K8MAbWMrhbJlsfVDuENyE8kVVGfbU0qhrTwLAPvwCaJq7dA320WQXWT5fywDCn47Tm59gS0lTJea%20IGzeBlnhD2gvPQ17tVnRd33Ir0UuttOCO8HXGnHUBxCHQABUo12178MKFeAHDPSh+n+icBFju3We%207XRa2rZBfnONiq0RmnHSlGQ3K2DId5wDoHBt92eecVEhvyDEBXJS20pZbSn5t+0eGnEnDqOhOR7d%20dnoTE9MCSmNIXsYk8pzY44TQBtdNqjXSmHUtQnOsV7YurbMlmWxOcKVeVfQ6l1ZUaJ2pV4jU6ZYK%20CoSP5D1V5x5lNvuHnG0b32uU/wA1LR0KxTdtNOOWBUJUIsrWk03KSa1I3FJ3CueVDUfHDEOI8C5z%20GHno0d+SxGG6Q42ha0NDXxEVCB8BgGkW3v8Af9MseLR5HqDMDPhr9DlwwAwfQ4AAe/2H34BAH9n7%20PjgYBDv7OP7KYAYfDv7O84B1BQa8PZ/bwwaB1BwrnTX69P7MFAp0Ld0x0L+YRkTrgtbcdebTCRtU%20pGdFknQH7tP04mom2zxq6lud6T6bW2htdvaKG07ctwNCCc1JO4664lQ2rjxXQlUNtttobSkJQ2Nq%20UnMBIyAzr9uJwm1oWqKpToQc2zSIj5uFoVtdGbkY/KvTQD7Md/j+oQux2XfeZrllxziPLVemJ+5s%20gszEVLjKtQSRnn9eMfN9Nlb+qP8AEst3k8Yx8JIgjXLLQ5ZUrjlNUL6ha99eylCDWuHSgqgPbTjW%20tKd/6cCGMrrc2bfH5ivG4o0bbHzKUdP11x0PT+E70s/4oqu3dqIG3WDqVDU91m5pht3wqcnsqaC3%20E707VKZX9xSk/vA0xs5fNhD6LeiHZk6VZZocRmHEYiRxtZjoS20nLJKAAns4DHDbqWZD63K2y05Z%20EKSKHSnx7MOBs4UlvoY565XeDF64Ed4qDpgxyClIVqpRGWv3eBH1A4916RyFCwq4yx4HN9V47leq%20salB/mW27q0cI3BVAjWprVW5XCgI7KZZZY6U+ZF4+Xm9e7ftOXHhte7GPZ4kA46VKJ3EhRUQSSSa%20muePNXpVk+h6G1J7US/T/Vt2sQfTGRHkMyC0txiY1zmg5HVvacCSU0U2rMGuK6sluHkP1BvkSS/I%20SxCdXKUl2Uh1jmIcfacLqJCxu/xUqVXcMu6mCrGpnNm6/wCorU9PkRnG1P3CQiXJdcRvVzm1lYWn%20MAZrNa1GCpNTG996rn3ryyZCGI0eGlaY0WI3yWk8xZWtVKqNVKOeeHVE/uD0df3s2tq2LRDfZabb%20YUt1nc66wysuIZdWFDcjcrgAdM8JompVG0rre7O2h2zlqHHYeS2iS6wwlp91DKiptLqgaKCCf3fb%20XEaslQhgQQaft9mJJiaDOJCEnRnX4nESm4he1T1266QrghAWqG8h9CCaAltQNCR24CouVx9RLI9K%20t8mDbpTX5ZMeucdLrrawuTIfS6tKylI/CCE7U7fFnU4CVR876pWAxXbV+UzPyR9TjzqS+0ZHPclC%20TVKtnL2eHZQg11wVHuIyL6llmfe5qoriXLvcYk/a07t2NxXS6WyT8xIoOzBUW4Qv3qPdJ8RliA9M%20t7qJE1195MhQLrUt3mIaVsKTRsZZ1GBg2Sv9PYH+bFn0A5UunujrFBQYaJWz1/nXTLEi4A0HHvOu%20AAYABgAGAAYABgAGAAV17sAHNTTOg048a+7AADQA1NK8fq44WoCDcuI+XAw827y1lDmxQVtUAMj2%20EEjLBUVRnfbBbb5DVGmtBQz5boA3tkjUE5jFtu64vJldy2pKj0KdHut+6Jfbh3krnWFRDcaeM1ND%20RKVAAnQafDGpwjezjlIxxlO1k1WJfIlwhyo7L0Z1DzDw/BcSoUUAOFMYpxaeZujcUlVDjceHEZZZ%20Z9tcJkxBM+KZioe6kkNB9TdDUIJKakgU1HbhVFVCxPaKlOf1a01wZjIXqzqeJYbYqQ/4pKwpEZkG%20hWsj7O08MXWrTm6Ge/eUEYQ2i+z7DF6XdtaFP+ZQ5+bBaStf4m+qWx4w4vdtO7C5F1L6UzHGW5Ve%20r/bHU0yy+m815bb90cSy1u3ORkeJZAGQKtE59nDGRW1XMuhxerKz1Tc4T10mTEAR4jY2eM0olpIb%20qcshRPGuK5/yKLy3SII32y1AM5kHgd1MjnXPhl7MR+2+xWrTocrv9m5ZPnmRuBzqOz2ivDDVtko2%20ZHnoZcaHQ8dDxrXL243I1IvXTPqWzBjsM3qCucqBNj3G2Lh+WiAPR21NpQ8EtgLSQqtfm79MDJKQ%2056S9Ubf09Hdjohzi29KTcX0NvtNpdkFC0OMvBSDvjK3Dw/NlrhEtw26F9S2emYMmK7Ackc2cJrfK%20cS2EhSFNLQApKikgLqkjQjDDeR3UHW6pcq1uWhpyO3aoZiR3LhyZjziXFlSlOcxKmjmqifDkMMTZ%20LXn1Is13tr0eRbJSJFyEIXd5t1oIPkWlJR5ZG0bN6jU7shwwgqiPvfWVnldJI6ft1vlMMpfbkJEy%20Ql9uOWkFC0xKbVIS4o7lbvdhhWpUCOBzA+hOeAgaH6S9U2exC5puExqI7IdhrbTLS8uOtDLvMdI5%20CSsOpGaK5VwicWNOmerIMDrK+y1XB9qzXBq4BKl7/wAZTqFhjmobFCdysqjLAFcy39O+onS9uTCn%20v3YqSYVqhLtKUOlyO7CdKnpChtDdKZpKCVHASTOWOr+lmb50xJdvTEv8j3olyUpfqsPvOKBb5iNx%20DQUkqrQ9lcMnuRNwusumGYdutpviEvW9yG+9dQl/Y+hiS64tlKtvMJCVppuyJOHRkkyE6Z6p6Vjv%20SnZbcX+NvfNdEqKHlC3qC99CUubQVbck54dBDS99eNptbUe0Nwwu6Qls31KIxaotLiwgI2FpKfwy%20DUA9+CgmxOlFFNMxlQ9taEUyzx408k40VGF9O/T44QsYx1Dyz9/Zqf7MAAPH7cAVAcyeJI7dew4A%20QCc/r00+lMAahVApXXQV7cALPQCQFKCUjcVEbUjMns/RgSG4sunQ/SzckruNyZDjIOyOy6kjcR8y%20yMshSg78Tijbx+PXNmhJadWnwoKqDgMvdUUxYonXhZk1khdVukJbK6DKvhT82meJOJofDmlUbbd5%20NBu1JFKmhPxxFIyqLrQ7Uw8KKUggK0ND2nT3nAlQl9iSWjKf6m2qc30w9d4Db0eSw4z5iXGH4zcV%20TgS+6lAzKkIqcsdfhc6aWyX8RrgN50x+xE2p2BE6yagent2k9UWR2AqReEy3zJRHfCvwVNvrptcc%20G7cj4js0ztWZOk3tLrnGk19KHzlzvjsC8XeXPVa5Nodcbas4CChwNioKwqqlF3RFCM+3Ef6Fl12y%20rjH6aFH2pRVGs8Y7CsnrW6uOWi1Wq1q/mO9q2Q2JlWozZba5zy3VjMpQKmifFiufpNOtUQhBydGq%20DnpRm5TeqL3B6saaavlhSyosxVlcQtSEFTbzalUVmEnwqAI1xo5HJVq0oRyqX2+CpNyloizanPPL%20SnCnD4Y87KTbM8nTIAOlNCRlxzz41wmFMzppRQ4hQFdpqkVpnw14Z8MOLJ25bZVMH/qHcC/UJCkU%20KFW6JtK/lUKuGlK930yx7L0t/wDEsYxoLnOs6ozMlOYGpoQKZmoBGRyzO3IcB8d0nj3/AJ/iY0L1%20NMj+nI/b7aY413Js6EXkjUbd0z0Cmzx3pVvU/NTbrfMec88tCVvS5PJWjYn5dqfFQfZiBakiWe6L%206HZtwMpLk9uE8qLDa84GxsXc1xyqqM1HlAKzr26HDHkQ3SfS/R8uR1PaZzDa0Qri0xGuanlJdai+%20YU2Vo8QRklIqo11zywVAh+tOmun7W7avw3LO5K8x56El0T1tttuFDL6arR/jJHylXswqidC1T7dA%20e6F8vbmWH7e9boQtDxQy1JduK5Kg8FGpdDhT8yVKpQDDTJxkNep7JZf8uIaorgiiBGYcVlG2yprr%20ikSGyQnzIdbppu2gcMDiWKRlhBQag07DiDyLE6iiVA199fcMSTI0DUkKFDhsg0LWK3t3G92+3uKK%20W5chtlxScilLigkke7TC6lCWZeL30X065drC1b2XIDFxusq1SWlPF9RTGeSgOpK6bSUqoRphjoSr%20vQvRSLY/fvy94xmFuxTbTLXVS0Tkxg9zSN48CtBluwD2kIj02t7/AFBf4f5oqDDtNwZgsKUyZDij%20KcKG60W38v3jgI7Rb+SuirIy+/fLn52PIbksW9WyTGPnYiy24mjQfqmtCFKAHswZDogv6e6/5sWe%20pqeVLr3/AMOvBEdvU9gZ1PZiRcAaDj3nXAAMAAwADAAMAAwADAAWuWmhrgAaz7jEgQ3JclzYy2Kk%20kZkn5QO+uQwmyMpJIotz9S33Glt26KGCrwokOEKUE8CEAUB7MyMUSvdDHc5a0RVbRdJFuuLMxlak%20qChzgKErQo+MU0NftxXGeZnhcalVs0WR6hdPNONhKnHguhW6hHhQDSm6u0/erlXGh3EbXyI6Ekxd%20bHdoigl9t1hY2upcok0zA3JVtIricLlSxuMl4GLdXRJ0Lrq1dL9KT24y7s+sR5MhXNZirbaD7lEp%20IBXpsAOZxquXlOOevcxwsUuZPImrZ6rdS2K5XrpfqYR7tcrHyii8x08pt1DyOanmtZ7VpFAQCB38%20cVwtN5pl1y+4Za4xhip9XusWrVCv0y0wW7FcnG0MUcdVISl/Jpa0/LRVdBhSsutCP9qi8RpcfWK/%20sTGoEFh67XFSFO+QtcUSHeUFGrqxUBKammuK9kk6MjG9KecSCh31fU3+/JD6pAeUQEOVBaUlW0tq%20QabSilCMaL3IUYbYmCcZSn9Rp/QnSoYQLpcWiJCjWK2vIoTxcKTx7O7GKMTqWLNC8jv1B9n9uuLT%20SVi9dPxUX223dgct4y20SQMkr3AgK0zVWmIbc6lUraqmWjtz9uJltBOQQGHaEVCFH6jgoDR88RkP%20iPhl9mJIydS8dI9LWOSq5xLulMuWLbInQpEKa0401yEFVHEMlRKiqnhWoU7MBKnY66G9PLb1T09I%20li5OxLi3LajhotBUflqQpxSlEK3k7EmlB3cchjUSMvfRhhyraIVwakw7xFVLhy5m2DklSkqS5zll%20KTuBp4juwCoWLqnojpy3dLz3YjDibnao9sfcn84utSTPSrmAI+QBJ+UpJqNcBJob9adAQbT01Fl2%203lPvxI8R2+Pl9wvBc5BcaSGSlLKUD5apUo9uATRQCMzkePxyOCpAd2iAu5XaHb0LDS5r7bAdVmE8%20xYFTpWmAaVS8v+kjMWdJZnXSTAhxXWIqZcm3lHOekvFlosoS8re1uTUuVy7MFSW0hLH0ZBndTP8A%20Tk24vRbixKcjgsRUyGdrG7mOrWXmihI2E6HLALaTcX0gEtbMeFe23pxREkOMqjrbbRFmuKbZeDm5%20W5VE7lI28dTgqNxI1303C79YbZbrkmTDv4X5ec6wWSjkuKQ7va3OE7SiozzGHUVC0QPSmKY0WSm+%20f7qmclEKWqMoOLekurbCFMhyqEpKM1bjlww0y5RIO29EX65vS2oCGnfJy/ILWp5psLkUJS22FqSV%20EhJ0xKpEXc9OLum2XGbLlCILfFMxlLIbkokgBQoh1DlBQpINAqnHLEXIGsi59feS/mBzytOdsT5v%20bt28yp/d+9Sm7vx490oec5dK5FcFMtae7s+3CZkYOGVNB9PhhDeMY6g45e6lfp24AB/6tc/hn9Xb%20gFjGOwadtRXTur76ftwDzNQ6b/lD8t/geVSv4vmqc3mURu3b+H+jlXTFiOpZ2UyxjGRMN/k+/wDC%208tzKinK5W+v93jXDLls6D5jlc9POrt4/txONDbx9u5V0JZ7mco+Xpv8Au6UxOVaZHftbPYIMfmPN%20/E28uvGnf8tP04hHd1L57KZCjvOp+Bs314/sz1xKW4pt7AonnanzGmVNO/8AZhQ3dSy5t6Hcrb5d%20e6tKeLbr7/pTE2QjqV6F/L/lV/lPI5W/x+V5HL30+/ycq7e3GW5XxNkNcwkfyT+aNef8l+cbh5bz%20HK8xw2ba56UpjVZ30dKmW9SvT9cfqNvU/wDIfymB+Zee/NPMp/lz8pr+Y+b/AOi8KbK793hp30xt%2042/djvj2+0yXNmRG9B/knlrr5T8w/mLzCP5k/OqfmfM2jk79vh5VK7NuWK+X9yv1aY+Jjv8A8fp0%20x7MIsZ3VFaba5a/61KYwI5wZ1z0oNdaVH0ywY/Yi/iBPzZ9ufZw1phj6GCevHL/ntqtf+7Yf71N3%204mlOOmPU+n7vsrHzx7KCv7ary6Gdfw3irt20768aacKU0z7cbHvyIR2eNfHHzFeHxpXX345z6muP%20Q4PKrw49muVfqwhhDlV+5uzpTszpgGdK5Xhrp92v6PfhsSAjZQbaUqK7aa0zrX3YACHL47d1DzKf%20XrwwOgARs3DZ89M6YWY0OuHipTjXTEmaI+ImrbuGzX6q54rLUKJ0z1+vFiIM5HM56ORXn7xytld3%20MqNlO/dphFEi2Xv/ADZ5ivzn8x5vLFedTds5yaaceftrx3a4WZHMdL/zs/PUbvzP885Cttdu/wAv%20zRzNPB/i0rx3UrhhmQUT+d+ZP8p5vf5xj8x2/N5zmK8vza57+ZXb34XUQ3vf80+Va/PPMeV58nke%20Y+Tn8z+K29/M+fvwD6Fv/p8/+bNorrypeuv/ACdeJxJW9T18aV93fT9WGXBitBXXv1+rAAMAAwAD%20AAMAAwADABz4/dnWuta5UwnoDM99R/z7mI3f9z0H+HX/ABKZ83hrTb78VXKmLkVoZnI/P+XcNmyu%20/wDhKU3cvPdp97SlcY+uZzeo7tnmfy2N5jf5jlI5vMpu3UHzcN3bTjiUcYx8yarjGg59le/Stf1f%20pxLMapQJXLqd1Pmy9u7vyrpgdaDe7GMe8hurP5c/Kk/nteRzUeW5e/nc7hydn4m/X5c8WW69C2G7%20pjGMgdK/y15F/wDJa7OafzDn8zzHNp4uf5j8Td/pcNMWL7nSuPIhcrX6hnG/LdsTmee/IOer8v8A%20Mf8Ad/Nr4eX96lfl3+GumLF90k91HjGPEf8ATv8AOH+Zzv8AIPkvzD8q/wB7fmW7yfJ5p5G3lfi7%2099fly7cSe/8A6sYxkW8WtMqDr0e8t5hX57u89+azfzb5dv5lz/xN1MuVWn0rimf8ieW7M9Dp20FN%20OFPZ3YuRtiFwzrTKlPb8cJaDRyvb9+lN427u3LSvHB0EzvxVz7fDSvZxxIDiVXyz1afIqvwOEGZ8%208k1plrU101zpWv6cSMvXMkbJ+feYkfkfP53ll+a8t83lto526v3O3DESPSn8/eWf/lTzvI5zXmfJ%20/Lzs+RWue+u7ZtzwIaqNurv5s/Nf/FXmfzHlp2+cpu5ee3Zy/Dt/0ftwA6kwj/Nr8qtuz8x/KqJ/%20LN23k/4a9mzu2b9u7hWmAaqM7r/mF/LEP828/wDyzVvyfN28ilDy+/8A0d/uwhZlZFKcKfoqMMQ/%20sfO/OoHJ5PN8w3s8zTkV3D/Fr9zWvH34BqpszP8AMPk4fL/l7+VOY1+XV/MPLef82eVt3fj7+fXX%20wbdcIs7mfW3+ZvzjrLl+X/PfLS/Pb9/M2c4eb8pt+9t/e+7pnheZHOpdLJ/Pf5Va/wAt/KPznkW3%20zFef5vyHMX5Pn7v4fZX5uX46UwDEH/z/APmHp/8ALfybm7h/Lfl/O8rb5hzzf+P/AHt3M350ps4Y%20EJ1Jq3/zfyo3l/yD+XaQ/wAl3+e8v5rzDvJ5f+2387fu5nhpTDJ50Kn0p/Oe78LyXmP5nb5vmebX%208w2OUrsy5OtfvVpTAQzKv1x+Z/lnTX5j5Pb5R7yHI3b9nmVbuZzMt2+tNvDAJ1P/2Q==" height="292" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 6.&nbsp; </span><span class="textfig">Final stage spectral indices in sugarcane crop.</span></div>
      </article>
      <article class="section"><a id="id0xdc8e700"><!-- named anchor --></a>
        <h4>Analysis of Spectral Indices Variability</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>As shown in NDVI index from LanSat and Sentinel satellites (<span class="tooltip"><a href="#f7">Figure 7</a></span>),
          between the frames under study, the values ​​obtained in both cases 
          represent an increases in vegetation with respect to initial values. Two
          stages are identified, divided by the fifth month of the crop, where 
          NDVI goes from 0,33 to 0,65. This increase coincides with the beginning 
          of the rainfall, where biomass increase is reflected by plants 
          biophysical variables in according to data from field. However, by 
          Sentinel monitoring, a more stable representation of the increases in 
          vegetation is achieved, as well as more adequate values ​​of initial and
          final states of the crop. The fluctuation of LandSat data in the fifth 
          and tenth month does not correspond to changes in vegetation, being 
          attributable to the dispersion of electromagnetic waves due to the 
          effect of radiation from the atmosphere (<span class="tooltip"><a href="#B16">Wang <i>et al.</i>, 2010</a><span class="tooltip-content">WANG,
          F.; HUANG, J.; CHEN, L.: "Development of a vegetation index for 
          estimation of leaf area index based on simulation modeling", <i>Journal of Plant Nutrition</i>, vol. 33(3):328-338 2010. ISSN:0190-4167.</span></span>).</p>
        <div id="f7" class="fig">
          <div class="zoom">
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r7b9Yx7JA%20C5707Y0OZlvBVRnFUEUewTmrz8BQl2fVT5K1zVnMU2qd/Hc8Ov3Y9TfKX8tVdr3MIr8f5fGcOt0T%20Qkl8tJ2/MJv4CYo5inILhII89RXmomX+7Zsr0HDJmcvTjOP5+55visRGYrwjD8o8dbf75z0dzvt9%20Kp6vN856O532+lQRR3nEbXBg157m1FDx1+UqCOZeYULJxpjG3mO73zrLebLhjhmNMcMa53L1FHqm%20I65dbdmuv00zVhzRiq2oO063RWCbtKJKmoeRVNFVkUFdq4iqZ8cMEyrh3cflq83xeiiMLfxVduH4%209i2yfBblc43Y3acOjH8O2Oh4s3anbXISLdxVmYhKiowBECjyoW1Vy/JhivJjWuX4zRNP/Joq6MW2%20Z4Jciv8A49NPTg2A9puk15X3RX5FaP8A6kqTHFsv83dPkizwfM/L3x5siHr/AExLcVtqVlJBzKr2%20DI4Yon1nVAcdvJjjXSjiNiqcIqjt0eLnc4ZmKIxmiezT4YvcjV9gjbyU5LbVrKApu3G3SVUJcUEW%20yJSwzpjhyd2t687ZpjGaow68fBzoyN+qrdiirHpjDxZ9rvkO6RElwEJ9hSUcyZUVCHlRRIkJF/tS%20utm/Rdp3qJxhyv2K7VW7XGEsvfOejud9vpV1cTfOejud9vpUDfOejud9vpUDfOejud9vpUED8tGn%20UedbJtttpwjIybREFFFVJVUsERMNuNZiJmcIYmcNMkO6xprSuw1SS0hZVcZcZcFCREXDETVMcFrN%20dFVM4TGDFNcVapxUPXt+lXea1pq1ArjiuJxIgWJE6OODa5VyZQ+sWK7FTblyrXneKZibtUWbenn6%20+bs1z7sHpuE5aLVE37mjRox5ufn06o9+L52XOHBuV3tr7ZcamTM0OVcu4MwcxLNl+s4lY4L8FddE%20+ryxifE478dFFcenzwmPB0TfOejud9vpV6F5s3zno7nfb6VBFKecWM8isGiKBbVUME2fMVBLvnPR%203O+30qDXXfU9rtLRnOLdmAoaMITSukirlTK3nzLiqcvJUe/mrdqMap08232JOXydy9MRTGjn2e1X%20rZ2q2h/eesGChZcu6yKT+bHHN9UBy4bKrrHGrdWO/G57Z8IWWY4Hcpw3J3/ZT4ytNvvEW4xhkwcZ%20DBYc8CbXBVRCykmbESwVMUXalWtq7TcjepnGFTds126t2uMJZO+c9Hc77fSro5IpTzixnkVg0RQL%20aqhgmz5ioJd856O532+lQVi1ERdqWolUFBfUdk2Fhj+bu3iqtBbKBQKBQKDBl2S1zLpb7pIYzz7X%20vuBezGm74gN27zUVBLMKYc5F+agzqBQVXsn/ANrNG/6Hbf8AJt0FqoFAoFAoImfvJH4ifwxoJaBQ%20KBQKCKJ+UZ/DH6EoJaBQKBQKCJn7yR+In8MaCWgUCgUCgiH825+G39J0EtAoFAoFBE995H/EX+GV%20BLQKBQKDVXnVNgszrbVylow66KkDaCZllRcMVQBLBMeTHl/urvay1dyMaYxcbuYoo0VSrd17U7Bu%2032ICOvPiiFHfJvBgjFEMUJFIXMM3NXmp3ttc8/Zry9iblWEYao6dnLHU6ZC5TmL9NqnGcdc9G3lg%201mg7xpy1QJV2ulwD1jMeVs0LO48IomfFUQVc55LmIto8m3Nsqt4Nwy7ufUmmd65p7O3n19MYStON%208UtTX9KJiKbejD9XV0atXOzdUdqceITLNiRqY4Qi46+4hK0IkOKAiIoFn287xeTlxw9Hl+HTVjNe%20h5vMcQinCKNLSag7TUuunxt6QRSU+OE5TUkaRRXEVZylmxUkQud9XkwKtb/BabtNVFU/DMaPx6p9%20vQ2scZqtVU10x8UTp9+HW0Aapv7drYtkaYceIwZONkyqtOLn25VIVElHMqrt+Xu4Jh5TIcUpyNE2%20rtuarlNWGE4YRHfpx6+t63PcKqz9cXbVyKbVVMTjpxme7Z37GS12ga1abBobgSiAoIqTTJkqJgiY%20kQKRL86rV3PGuG7u9pxnZhVo/wBPslR08D4lvbujCNuNOH+7uZcPWvaDNNWokpyQ6gqRNsxmnCQU%20wTHAW12barbvHbVU4WLM1dcz4Rj4rK1wC7Rpv3qaY6IjxnDwbRxntWnRQyo8LJFvE3bjEY8cFzZs%20CbcTaq4ivd7nJXCjL5vMaa66bUc3xY92M9ky71ZjJ5fRRRN2rnnDDv0dsUtM7oHXTrpOuQFNxxVJ%20wifZIiJdpKRK5txWp1rgGT13LldU+z3T4oV37hzmq3bopp9vviO5q7xprUNmbbduUUmG3SUQcQgM%20cyJjlVW1JE2cmblw+ZatbPBOHV6KaMcP1V+fgqr3HeI0aaq8P8NHk2NitGspttB2229h6GikIPPM%20QlIlRcSwKQOckxXDHk7ncrrVw7h9qd2aKe+XGnifELvxRXV3R5NimlO0J9dw5bojLbvMN3c28UFC%202KWLYq4mXlxHb8m2udWU4dMTG5T7Jb0Z3iMTHx1e2H3+kuqMfzcPy3f/AAqift/Df/FPtq/3pn7l%20xL/yx/TT/sY8nsx1THHBvczXEwzNsuIJIhZudi6jQ/s9z/srs5wXLXKf+GZt1fqxmmfZvTCyyXHM%20zRV/z4V0/p0THtwiebzTwuzHVqi3JQ48N8SzAJvGjgEK7CxaExRdmKYF4Kj0cBtUxGNyrf56adGP%20RjNM+DvX9wXZqnC3T9PmmdMx06Jjs0tt7ldouH/PduPJxcroVmMvnLc/BciY/VEeExUxOZyVyMa7%20UxP6Zn3TT4NS7YO1FtonCen5QFSXLMzkuCY7BF1VJfmSulGfz9EY1W7dX+Gn/TLSvIcPrnCm5cp7%20av8AVEq1OsV/bFyZMhygFVU35D7TqYka8pGQ8qkvd7tSafui/bpxrsaI66Yj20yjT9rWLlWFF/TP%20VVP/AMoRWpQYlo8cx+EQCqtyIo53EJdmG1xnBFFV25qzT94UVaK7Wj+bH/TBV9m106aLun+XDviq%20Wbdbi+/G3QXm4TUNUFxmUiiGXl7j72POFNipWK/uqxETNFrCvZq9xR9p35qiLl3Gjbhj7+Xg9aak%206kaefh2E3UOagi8LQiRZUVRQlNRXIg7z6yKOGOONQr33BezVuLcW4+p80Y6MdsRs65mcE2z9vWcp%20XNyq5M24/hmI0zGzHb1REYtzpO+e6N1ch3u2qw5IJBOYqEjjbaKqbE5yONqY8ocuGPO2Il1kOA0W%20rW9RVvXJ1+Uc3br24KTiHH6713drp3bcao988/Zq2Y7dvY51va7T5Y29Qfi3ATEXWnM4ZzbGQ4SE%20mbNiYKmGOzH5sK89RT9LP1U4Yb3lvPQ3J+rw+mrHHd90zTg6PV68+8uuttNm66aNtNopGZKiCIom%20KqqryIlYmYiMZ1M00zM4RrVPUPaHYobZxopesJJpkwYVFbHMicrm1F2Fsy47UwXCqzMcWtUaKfjn%20o8/LFa5fg925GNXwU9Ov2eeHa0/G9o+pVzww9V217YB47rmp9oJbxUV4syKiZgTKvfqF9TOZjTT8%20FE9nTr9XbGjvTvp5LLer/krjt6NXp7J09zNgdk9oaAuNlvSTXMg7tBZBEIcE5vPXEV2pzsPm+Xva%204Jbj1TM93m4XePXJ9NMR3+XLa2EDs10vFF4XG3JiPCg4vntBEXNzFbRvBVVOXl7nIq497fCLFOOM%20TVjz/hgj3eM36sMJinDm9+OLTXXQ91scgrtpR8xUANXIi89zBVxytookjg4fslt5uxVXCod/h1dm%20fqWJ7PLn6p5tsptjidu/T9PMRtjTs7ebrjRp2Qrlh1lqZm6nNM5NyaAHHJUTMSggYbSwymLQiSou%20KCnybEqvy3EL0XN6ZqrjTMxsw92CxzXDrFVuKMKaJ0YTywxx5aW9PtbR4Ca9VYbxFHFJGZeds2Ju%209tT6eO4zhud/4K+r7fwjHf8A8v4vX9X/AP8ASf7f8R/+VWP379H+b8Gf/wA/+v8Ay/8AU1+itR3K%20dr0pkkhJ26xwiSBQUQUZh8RIYEETamQ5DiYqq4ou3HBFTGQ4jduXopqn4Zx2dGLbiHDLNuxNVMfF%20Tht6cNPKHVq9E8yUCgUFY7S7/cNP6Hul2txCE1gWhZcIc6ArzwNKaCuxSFHMRx2Y8qKmyg1Vv1Vd%20rbO1xFmvldWNMR2JkRx5GWn3EdiG+bRkw222iZm+au7xTHbjsoPugNTTrlMaYvEyYl2mW8LoFvda%20htw+HkOc04ysb19Eb2AiPu5lRcVHH6uIF7rIqHZRKjD2W6ORXgRUsdtRUUkxReEboLVxcTzzflJ4%20aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aCJmVGRx9VeBEU0VOcm1MgpQS8XE8835%20SeGgcXE8835SeGgcXE8835SeGgcXE8835SeGgcXE8835SeGgiiyowxmUV4EVAFFRSTFFwoJeLiee%20b8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQRMyoyOPqrwIimipzk2pkFKCXi4%20nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0EQyo3EuLvgwUARFzJhiinQS8%20XE8835SeGgcXE8835SeGgcXE8835SeGgjdudta2uy2W0/ecFPpWtaq6adc4N6bdVWqJlrJet9KRH%20UbduLZEqZsWUN4cFx5SaExRdnJjUSviVimcJqjs0+CZb4ZmK4xiie3R44MR3tA0iRtKk/YBKRfZP%20JsyqnifKVafuuX+bunyb/tGZ+Xvp80n9Q9H+n/8ABf6FP3XL/N3T5H7Rmfl76fM/qJo/0/8A4L/Q%20rH7rl/m7p8j9ozPy99Pmf1E0d/MP+C/0Kz+65f5u6fI/aMz8vfT5vDvaPpAGjMZhOEIqSNiy6hEq%20JjlTMIjivzqlbUcTy9UxG/h1xPk1r4VmaYx3PZMebkl+ubt6u8m5utoyUhUytCqqgiIoA4qvLzR5%20dmK7dldcz9zU2Kot2Ii5RTrmdvV56fe0yv2vVfpm5fmbddWqI2fzeWjysGldJ+tHGZVwbCNbWBab%203aYtHIxwVS5c+C5lJTx/dHYnNrsb+fu/UvYxa2U7Oz31bfCxmbHD7X07OE3Z11be33U7PHbal7NI%20kiU05YJEWKxkyvMvuuLzkVVQ0Jd6q4ouCpsww+evX5fiO7GFfZhh+Dx2Y4fvTjRo9raWjs80kzbW%20GrmLUuegrxD4POgKkqquAoJjsHHLjgmPLXG7xC5NUzTOEdjrbyFuKYiqMZ7WzkaP0NIaZbchxxFh%20MoK2atEqYInPJshI12cpKv8A01xpzl2Jmd7W6zlLU/wsa46D0bM3GRUhbgN2nDOAOdE5FPMh5iTx%20uVe6q1U53IUZivfrx3tsxtXGS4jcy1G5Rhu7InZ38vazbfpfR0KMLARYr2GCk7IQHjJURExUjxwx%20wxwHBPmrNrIWaIw3Ynr0tbvEb9c470x1ThDctvwGmxaacaBsEQQAVFBEUTBERE5ESpcRERhGpDmZ%20mcZ1vEeVGRtUV4EXO4u0k5FNVSssJeLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLi%20eeb8pPDQRDKjcS4u+DBQBEXMmGKKdBLxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBx%20cTzzflJ4aDUTrLpea4QPxoxA/mcfMUECJxCFUJTDKWbaW3H5fnqPcylquJiaY0pNvOXaJiYqnRq2%2090si0W3T1nacbtwtMC6qE4u8UyJUTBMSMiLBO4mNZsZa3aiYojDFjMZq5emJrnHBpu0S2v3qxNx7%20ebTkhqQD27VwAUhQSBcqkqDjz8dqpsqzyN6m3XjVqwVmds1XKMKdeLmNih3ZsJNyt5m3NtrrP2QJ%209oiOZ0IsqriuXLlIcq4oW3YlQPufLVTNu/ax34xjRzcpnFZfa+ZpiK7F3Dcq06eflEdWHO29h1Br%20lwnW7fIekq+iDvXyRwGyDn4obyq2Cqmzau3H5cK8rlMxmqsYomqrHn04e3RHLbg9Xm8vk6cJuRTT%20hzaMeyNM8tmLdt6PvV8cCXqW7g2oqmWMJA4SD9U0RBVGm1JBRcRzY93alTaeGXr0716rs5aI7Mel%20AnitixG7Yp7fDpntw6Fig6U0pa4jnDttSJKCqjIfIXXMw4kKjjzQVFX9hE7lWeX4dZtaoxnnnTP4%20dirzHEr13XOEc0aI/HtWLi4nnm/KTw1NQEMu7WyJGckyJTbbLSZjNSRdnzIm1VXuInLW1NM1ThGu%20WtVUUxjOpW4XanpORn3zj0PLhl3zSlmxx5NyrvJ8+FTa+HXY1YT2+eCJTxC1OvGOXQzo3aBo+S+L%20LdyATPHBXQcaDYmO03BEU/vWuVWSuxGO74OlOctTOG8gtnaPpq4XNYDZuMkqkjUh4RBo8vilmVUz%20JtTMid/ZW1zI3KKd6cGlvPW6qsG2lXuzFFewnxlxbLDB0NuzD5fl2VH+lVqwlJ+pTzwlW+WVMcbh%20GTDHHF5vZl2r3e5WIt1Tsn89XtPq088KNpK92B/tGuS25lI8OZb4kW3iLSNgr8V6Y7JMRH6u9adZ%20XFURSyYFhlGt6uF/Rp34ppjq1tY4pN6dyaqp63Rq4upQKBQYt0tduutvft1xjhKhSRyPMOJiJJji%20nzoqKmKKm1F2ptoK+92fW/1hHdiyHGYBum9fIjhvSHLkqM7lhuRJddJ0mmkx+yJSAscFGg2Vl0hp%20+yv8Rb4xC+jARAeeeekGEdtVUGWyfNxW20Vcco4JyfIlBuKCq9k/+1mjf9Dtv+TboLVQKBQKBQRM%20/eSPxE/hjQS0CgUCgUEUT8oz+GP0JQS0CgUCgUETP3kj8RP4Y0EtAoFAoFBEP5tz8Nv6ToJaDVak%201JAsMFZMlc7p4pHjCuBuEnyfIKftF3P7cEWLm83TYp3p17I50vJ5Ou/Xu06ts83LY5NcGNS6nuS3%20EYMh9uSeSMWQlaAM+Ato5gIZQ7q7NuKr3a8tdpvZivf3apx1c2HNjq0PW2qrGWo3N6mN3Xz9eGvT%2028y5Q+yO0g0qS5r7ruOwmUBoUHZhzSR3bj3cat6OBW8PiqmerCPNS3OP3Jn4aYiOnGfJt2+znSAN%20iBQlcIURCcJ11CJUT6y5SEcV+ZESpccKy+GmnHtnzRKuMZmZ9WHZHk+OaA0iJNiMBMHSyn9q8uxB%20UtmJ7No9yto4Xl/l7582s8WzPzd0eT3/AE70d/L/APjP9OsftWX+XvnzZ/d8z83dHkf070d/L/8A%20jP8ATp+1Zf5e+fM/d8z83dHkwb1pXs+s1vcnToeRkNgijrymZrjgAIrm0l/+q7Erpa4LZuVbtNPf%20V5ud3jl+inGqvup8lV0jo5NQ3E7q9G4Gwif2MUSMlcy7MgmSqSin7Z/LsHD9mwv8KyVmndiiKq+e%20Znz9nLGvs8Xzt+d6a5po6MI93f2Lx/TvR38v/wCM/wBOqv8Aasv8vfPmtP3fM/N3U+TeOtttRm2m%20hQGwJoQAURBEUMUREROREqfEREYRqV0zMzjOtPWWCgUCgUCgii/dl+I5/EKgloFAoFAoIh/Nufht%20/SdBLQKBQKBQRF+bb/Dc+kKCWgUHN9DuuJ2i6haQyRoylGTeK5VIZQoKqnJimZcP7ats5H/r0T1e%20Cqykz9evt8XSKqVqUEUv8o9+GX0LQR3G52+2xikzpAR2Bx55rhiqIpZRTlIsBXAU2rW9FuqucKYx%20lpXcppjGZwhza43TUmvHeAtMZYdnBSV151VQDIFxHemKKmOCjg2OO3btwRUt7du3lo3qpxr5avNV%2013LmY+GmMKeXLBvNPdl1rtkspM94bngODLLjSC2KrihEQqTiGuHJjyf24YRr/Eaq4wpjd7Uizw+m%20icaviba46B0nOzKdvBhxQUBOPizl5cCQAwBSTHlIVrhRnLtP8Xvdq8naq2e5XIfY7BB1VmXJ15vD%20miy2LJIWKbcxK7s+bCpdXFKtlOHLsRaeGRGurl3sl7sm042ybnETFyCpZVcawXDbh933a5/udzmj%20v828cOt888ux7/pFpv0qb1jX/hU/dLnNHf5n7bb56uXY1ej9IN2vtClwzlFIW02+JObcQEbzlcHJ%20kdRIcT2AMRV2LtUu5l2sxxCblM04YYs2Mj9OvexxdLquTygUCg0+sNSsaZ03NvbzJSAiCOVgFQVM%203DFoEUi2COc0zLtwTbgvJQY+nNUP3O73mzTYgRLlZSj8QjLyyGCCU1vW1Bwm2DzbFzIobNmCr3A8%20aL1aupISyv8AAh9my6jEOasx1vfCpZJAKyxujTDDDbtx+SgsdBVeyf8A2s0b/odt/wAm3QWqgUCg%20UCgiZ+8kfiJ/DGgloFAoFAoIon5Rn8MfoSgloFAoFBVe00nvdZtpqQ/G4m62WK67FedjPbmTd4rD%20wi8wTboZ2nCFVEkXBaCJns106rj6cZfNhoif/wAgvfiCvplBL/TTTvpl8/8AkF8/9bQP6aad9Mvn%20/wAgvn/raB/TTTvpl8/+QXz/ANbQV/tC0Ra7RoHUt1t9xvjE+32qdKhvevr0eR5mMbjZZTmEJZSF%20FwJFSg6VQRD+bc/Db+k6DFvl5i2e2PTpBJgCKjTargrjiouVscEJcSX5tnLyJXDM5im1RNU/nPMk%20ZXLVXrkUU/lHOpGlbHI1TOPUd+XfMIahGiqKo2WT5EXZuhVVTLiuYsc3dzUuSy05mr613TGyNn5R%203zr6bzP5qnK0fQs6J2zt/wDtPdGro6NXoXmygUET33kf8Rf4ZUEtBBOnRIER2ZMdFmMyOZxwuRE5%20P7VVV2IibVWtqKJqnCNMta64pjGdTm//ALt2h3b9uHpqGfzZiXD+9CdJF+dARe7jzrf4MrTz3J5e%20zx8Kr4szVzW45e3w8ekQYMSBEaiRGhZjMjlbbHkRPpVVXaqrtVaqK65qnGda1ooimMI1J61bIpX3%20Y/iN/wAQaCWgUCgUCgUEUX7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0Cg5%203YgiW7tXusbOWMto1azbVV17dyTHYmCIiZsMe4ny1a3pmvK0zze7GFZZwpzNUc/4S6JVUsyg02qt%20RW2yWw3ZhKpvITbDAYK4ZKmC4IqpsHHnL/1qiL3sZeq7OEON+/TbjGVJt1iv+uJo3LUCnDtjQIkZ%20poVbzZhRcWRcz81dhEa448ifu2Vy9Rl43bemrlr8uU11FmvMTvV6KeWrzdIgwYkCI1EiNCzGZHK2%202PIifSqqu1VXaq1UV1zVOM61rRRFMYRqT1q2KBQRS/yj34ZfQtBLQVW2/wC6eof9Dsn+cu1BaqBQ%20KBQafWGmo+ptNzbHIeOO3MEUR5tEVRJsxcBcC2KmYExTup3U5aCvtaf1hbNRvz4LsaVK1C4C3i5G%20woxYbMGOoRwbicSjxk8ZLmJHlRPFoNladJXBjVsrU91uYzpjsQYEWOxGSMyyxnR0k2uPmaqY4oqn%20sxXuYZQs1BUOyiO2vZbo5VU8VsdtXY4aJ+Ub7iLQWrhW/Gc6xzpUDhW/Gc6xzpUDhW/Gc6xzpUDh%20W/Gc6xzpUDhW/Gc6xzpUETMdtXH0xPYaIn2h+IK/LQS8K34znWOdKgcK34znWOdKgcK34znWOdKg%20cK34znWOdKgcK34znWOdKgiix21jMqqnioCuxw0Tk+RFoJeFb8ZzrHOlQOFb8ZzrHOlQOFb8ZzrH%20OlQOFb8ZzrHOlQVXtKjtpp2GqKf/ADzT6bXDXlvcNO6tBRe0Bu4x+1L1tbcTe07ZwuhsIoCTzASV%20bktq+4uIfYOEuO1dioKYrQauBNh3yyR5e5E4F014CbiQ0CoUeQ0h5XAwIVNRLKR7V/ewoLFqnTrL%20erPc/TzbLcC/WqS5PtO6cGLGfbA+EnqoYtipvtg2XMXDKmKKpDWBDpXUa64umjYjriOnbIz91vbb%20ho4JyI5LEjOASIhA8ji77JgKIJptXZWWdTxBFHf/APMt6eLFDWyXtcBxbHYklE+zDAE5NuCUYdf4%20VvxnOsc6VBEMdviXExPBABfvDx2qfdxoOeT2y1lqwYUbeJZ7cqi9JQkdTYq5jElVU+1UUEdq7EzY%20cqV5y9/7l/dj/t0bff27Pa9NZiMll96f+5Xs0+z/AA7dXNzOjNQYzTYNNITbTaIIAJmgiKJgiIiL%20sRK9FEREYRqeaqqmZxnW9cK34znWOdKssHCt+M51jnSoHCt+M51jnSoIno7aOMJie01RftD8Ql+W%20g9OtRmWjddcJtpsVNxw3TEREUxVVVSwRESsxEzOEMTODml0kzddXgbXaENuzRCzvS3VMkVdqbxUJ%20dmzFGw2Ku1Vw25bi1RTlqN6r1zs5d88pqbtdWZq3afTG3l3Ryjotus0K3wWIUbOLLAIA88kVcOUl%20QVEcSXauCctVNyua6pqnXK0t0RTTFMbGTwrfjOdY50q0bnCt+M51jnSoIpEdtG0VFP67abXDXlNE%207q0EvCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoIo8dtW%201VVP67ibHDTkNU7i0EvCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoIhj%20t8S4mJ4IAL94eO1T7uNBLwrfjOdY50qBwrfjOdY50qBwrfjOdY50qBwrfjOdY50qBwrfjOdY50qC%20Io7fEtpieCga/eHjsUO7jQS8K34znWOdKgcK34znWOdKg51d22rX2rQXnDNxueLaZRTngrolGFM6%20rm+sKEq444bKtrUb+VmPl/NV3J3MzE8/5Oi8K34znWOdKqlaKdqrXEK3OerrOhT7wrqNE1meIALF%20MRXKSKZqq5UEV2Ly7UwWflsjNXxV/DQg5jOxTO7TpqYNg0LJlC5f9SkbtwcRXW4rmGxEBUFXkVOV%20NiiKYZcEx+ROmYzkUx9O36efy82mXyszP1Lnq5vNf+Fb8ZzrHOlVYsThW/Gc6xzpUDhW/Gc6xzpU%20DhW/Gc6xzpUDhW/Gc6xzpUEUqO2kZ5UU8UAl2uGqcnyKtBLwrfjOdY50qCsWpsQ7UtRIiqqeo7Iv%20OJSX83du6SrQWygUCgUGLdbrbrTbn7lcnxjQow533z5ETkTYmKqqquCIm1V2JtoILRqG03c5LcJ0%201fhkIyozzTsd9tXBzgpsvi24gmP1Sy4Ltw5FoI7Pqqw3mdcoNtlb+VaHdxcG924G7czGGXExES5z%20RfVVeSg2tBVeyf8A2s0b/odt/wAm3QWqgUCgUCgiZ+8kfiJ/DGgloFAoFAoIon5Rn8MfoSgloFAo%20FBVe0v8A/rsP/XNP/wD75CoNuzZLX7wSL7uf/dNykHiMx/l+a7kyY5Pr7ccuPz0Gsj9m2jI1qbtU%20eAbMFqWNxaBuTJAxlACALouI4jiKgomHOw7vLQbG06XsVqkvTIcX/HSNj8983JEoxwFMhSHycdUM%20GxwHNhs5KBaNL2KzzrjOt0bcSrs7v7g5ncPeOIRljgZEg7XC2CictBXNe2S12PsY1Za7Wxw8CPY7%20ruWcxnlzxnjLnGpEuJEq7VoLxQU3tGvyW22vRGy/xVwbFpE+RrE96W1FTai5e59bFOSqri2Z+na3%20Y9Vejs2+Xat+D5X6l3en00ae3Z59nS2ei9NjYrQLZpjNkYOyyVBxQsqfZoo44iH9q7cV7td+H5T6%20NvCfVOmfLscOJZz69zGPTGiPPt8m/qcrygUCgie+8j/iL/DKg5zq2+ydV3ANM6fTfMCaHKloSo2W%20TZtVNm6BVxxXHMWGXuZrfLWYsU/Uua+blt5Sqszem9V9OjtnlsXnTtijWO0s29hc+TEnXlFBVxwt%20pEqJ3k5cERExquv3puVTVKws2Yt07sNlXF1KBQRSvux/Eb/iDQS0CgUCgUCgii/dl+I5/EKgloFA%20oFAoIh/Nufht/SdBLQKBQKBQRF+bb/Dc+kKCWgUFM7TLFxNsG9RlNu4WvAwNoeeTedMcSHnJuvro%20uOzb8uKWHD72FW5Ppq5d+pAz9nGnfj1U8u5SNMjq/U7j9ubushIeCFMdecdMUDFW1DHbipIZcxVR%20Cw28lWN+bVmIq3Yx2auXbsQLH1buNO9OG3l7nStM6Is1hBDaHiZy4KUx1BU0XLlVG9nMFcV+fbtV%20aqMxm67uvRHMtbGUot9M87dy/wAo9+GX0LUVJS0CgUCgUEUv8o9+GX0LQS0FVtv+6eof9Dsn+cu1%20BaqBQKBQVntKsFx1Boi52m25VnPi0TAmWRCVl4HcubuKSN4Djsx5VRNtBW4r9xt+sb06/Hftlx1q%20TEaxNYR332eAhqj8t5EdOPu2lNFQd4pFh9Sgn7NdD3rS2oL4LyM+qnY9vYiyGmha4gozG7JxAF1x%20W1Rc28zJzyLMmG1FDodBUOygZP8AS3R2DgInqO24IoKq4cI3+/QWrLL8431a9OgZZfnG+rXp0DLL%208431a9OgZZfnG+rXp0DLL8431a9OgiZGTvH8HAxzpjzF5cg/v0EuWX5xvq16dAyy/ON9WvToGWX5%20xvq16dAyy/ON9WvToPLpPNNm66+0202ikZkCoIiiYqqqp7ESsTMRGM6maaZmcI1qJJ7VIkdgW4Uc%205DjaoH2go0CiiYZhJDMl7mxQT+7kqlu8btx6aZq7vPwXtrgNyfXVFPfPu8Umme0S53i9tW5yKy0E%20hTyOCpKoIAEeCoq87HLh3KZPitV27uTTGnu0Y9vcZ3g9Nm1NcVTM09+mI7O9ar7cn7VaJVwNxtdw%202pAKtmqKa80BXKSrzjVEq0zN6LVua+aPy71RlbE3blNEbZ/PucusGodcTLvjb5L02SeLjjDhITOR%20FQixE1QGxXk2ZfkTlry+WzWZrufBM1Vc2zyju5nrc3lMpRb+OIpp59vdpnv55WEe026xJDbF5tRR%20FIcxKgGJ4bURRacUMUUkw+tVlTxiqiYi7RMcuafNWVcFpriZtVxPLnjyZb+sNJ6jILDcIzc+FPVo%20DYmRAejEaqJgDjZuHiouIifVwQkxxw21Kt8Ws11xTGOno5dX4Il3g16iia53fh6eblj+OhK12Tdm%20ym8nulYOaaJttUVf2BXZzdnLVmqUn9JOzb4R0/8ApMXo0D+knZt8I6f/AEmL0aB/STs2+EdP/pMX%20o0D+knZt8I6f/SYvRoLJNl8DFdly5LTMdlMzjhAWCJ5e1V5EROWtLlymimaqpwiG9q1VXVFNMYzK%20haYjS9Waid1DMwbYhmHDsZzIRdBEUBRMUXKn112pzu4uK1R5Oiczem9V6adUY7Yw7tuzT2vQZ2uM%20pZ+hR6qo0zhsnH8tuh0TLL8431a9Or95wyy/ON9WvToGWX5xvq16dAyy/ON9WvToGWX5xvq16dBz%203XOorlcJq6Xs6JLfPAZDsfMhCSqom0u3KiIP11zYbVRe7Vpk7FNEfUr0c3LwVubv1VT9OiMedadK%206YGw2wI7KtcS4glMeykSm5hyZsw80cVQUwTvqtQ8zmJu1Y7NiXl7EW6cNu1ucsvzjfVr06ju5ll+%20cb6tenQMsvzjfVr06Bll+cb6tenQRSBk7tMXAVM7fICptzph+3QS5ZfnG+rXp0DLL8431a9OgZZf%20nG+rXp0DLL8431a9OgZZfnG+rXp0DLL8431a9OgijjJ3a4OAiZ3OUFXbnXH9uglyy/ON9WvToGWX%205xvq16dAyy/ON9WvToGWX5xvq16dAyy/ON9WvToIhGTxLn2gY5AxXIuGGJ/v0EuWX5xvq16dAyy/%20ON9WvToGWX5xvq16dAyy/ON9WvToGWX5xvq16dBEQyeJb+0DHIeC5FwwxD9+glyy/ON9WvToGWX5%20xvq16dAyy/ON9WvToGWX5xvq16dAyy/ON9WvToIpQyeGexcBUyFiiAqLhh/36CXLL8431a9OgZZf%20nG+rXp0DLL8431a9OgZZfnG+rXp0DLL8431a9OgilDJ4Z7FwFTIWKICouGH/AH6CXLL8431a9Ogr%20FqRxO1LUW8JCX1HZNooophxd2+VSoLZQKBQKBQKBQaPWOpPd+zLNFrfPuGjMcV+ojhCRIR7UXKiC%20vJy8mzlSTlbH1a8MdCPmb/0qMVC0J2iQrDpqBYp8d1xq0xo8KE+wgqRtR2haFXUMxTPgCKqjsXHk%20TDbNu8L+Sfb+EIVriUfxx7F4jdoGj5Dwst3IBM8cFdBxoNiY7TcERT+9aiVZG9EY7vgmU5y1M4bz%20dQ58Ga0rsOQ1JaEshOMmLgoSIi4YiqpjtqNXRVTOExg701xVpicU9atigUETP3kj8RP4Y0EtBgJq%20Cwq2TqXKKrQqgke/byoRIqiirm5Vyrh/ZXD+6tYY71OHXCR/aXscNyrHqlq7Rr2xXW6+rYu+R0s+%205cMEQHMiKvNwVSTEUUucKd/ZUaxxO1dr3KccfFKzHCrtq3v1YYd8cuhuLpdrfa4qy57yMMIqDmVF%20VVIuREEUUlXu7E5NtS71+i1TvVzhCHYsV3at2iMZc9k3LUWuZfAwmyh2JHF3j6ouCiOVftSxykaY%205hbH5dvJmSgru3s7Vu0xu2sdfn09H5vRUWbORp36p3ruGry5o/VPvwTNaStOlmi1BOmpJZBpxI8E%20wQEdN5shFklxcz4iSovN/eXYi1Y5DgX/ADROO92c+icVZn+PTNmYw3Z0acdsadHNp63PoUqSNxGR%20EDdvNGshkG0U0b3aq5sQsyqICOPOVdibam8a4Fbs2Yu5eN2q3pnTM49OmZ1IvBePXb96bOYnepua%20I0RGHRo59XsbG96uv94ZJu4SBONvN80wDYCIFguCCSJm2IeXnKtVmZzFviFVqxZiaapn4serr2Rj%20OxZZbLXOHU3b96YqiI+HDr26NGOjnw0s6w9pV/thstvqkyAy2jIRCQG1ERREDK4IZsRw/axx/t2p%207X9rtRRFNOjDbr1PEfud2quaq9OOM82tuZPa7GkskxKsTbzB4ZmnX0IFwXFMRJlU5UrhXwimqMKq%20sY/l/F3o4vNM40xhPWoSS1bk72LnZyHmYXPzwwXEeeKBtT5URP7Ko6/tCIxmi5OOzGNvXE+7R0r6%20j7xxiIuWomP4sJ2dUx4zp6MdFkgdoeqopgqSkkNjytPtiSFgCCmYkyOKqYIv1v7ca87Y4rdt1xFf%20xRTrjb7XoszwizcomaMKap1Ts9nT+TP/AKsan9HheQ7/AOLV5b43kp9UXaf6eXcorvAs7T6Zt1f1%20cu95g9peozvUZ6ZIaat5OgkmMLSZBaXATJFwJ3HlL63L82ykcdykzNO7VFOyvbj0083f0MzwDNxT%20FW9TNW2iOboq5+XXfo+vNJSHhZbuIIRY4K4DjQbEx2m4Iin961inieXqnCKvGPFivhWYpjGaPCe6%20JJ+u9KwswnPB5xAUxCOivZuXAc4IoIS4chElLvErFH8WPVp/AtcLzFf8OEdOjx0uW6j1Hc9Q3MhQ%20nCjE7lhQhRcMMVEPs0VUVxULau3auCbMK8zm83XmK9u7jojw0c71OTylGXo2b2HxVeOnmditcCPb%202whRkwZjsNAOxEVcFPEiwREzEu1Vw2rXsLVqLdMU06oeLvXarlc11a5Z1dHIoFAoKLrLWUtyX7ua%20czPXR4laffaXa2v7QAXcNP2i5AT5/q2WVysRH1Lnp5cunxrs1mpx+nb9XLl0NlpPRsTTzLBFg9cn%20iwkyU5ETIS7tvHkBF/vLlXuInDNZqbs/pd8rlotR+paKiJRQKBQKCKV92P4jf8QaCWgUCgUCgUEU%20X7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0CgUCgUEUv8o9+GX0LQS0CgUC%20gUEUv8o9+GX0LQS0FVtv+6eof9Dsn+cu1BaqBQKBQU7tfSevZvekgo6T+7azCznzK1v298i5Odk3%20WbP+7jjsoNFpSfp2Hf8AWfDyG42lpDkCPbOBLdx3JJxC37cLhlTPILm4oz9oq4d3Cgh7KfVcPVd2%20h2ZIs22zoMOYNxt2ZuMyLIIw1GdjnvXGnzVXHC3j5EXLgi5qC3docu2xtOks6GM1HXRbjtmqiIu4%20EQmpComiIgr9VcV5ORVqNms/VlaN+n1ao/FKyfD6c3XuVenXP4dPLoUPR1+0pbrYkO9WtuVIbQP8%20crIPOPKgIBE4ji4ARKObBvANuwR7sG19zXKv+7M4/p/NYXvtiinD6WExt3mbJmdlMjfF6vksuO5l%20ztZxyqWO0ARxQTDuJlw+bCptH3PEbZ7YQq/taqdlPtaabbNBHk4K6TGcMd5vo6PY8mGGXc4f9NS6%20Puu1/F4THmiVfad7Zo7Y/BDIuFwiIrdv1K+5FZERYbzS2CyiiJlQMCAUTkTn1vP3JkZiZmMav5ff%20MQ0j7bz+OET8P83lMsC1XW7WviPV8wovEN5Hcv7SfNsLAkxXKWxU7ipXKj7oy12nG7RMTTOiPVj4%20eydDtc+1s1aqiLVUVRVrn04ePtjS+Wu7Xe1K96ulHHSSG7fUMNqfLtxwVMVykm1O5hjXGr7rsXKf%20jt1b0enVMds6O3RPa7R9pZiir4LlO7OvXE9kaezTD7bLtdrVvvV0s4/EN7t7IiJiPc5ccCTHYSbU%207i1Gp+64rpn6tuJqjVhPjy7Eqv7TmmqPpXJppnXjpns1fhz6WRYI1+eSdEtBukjrClNZaVEzsgSY%2081VxJduGCbVxw5FWo17jOZz9P0YpoiZ26YwjR09k60i1wfLcPq+tNVcxGzROM4T+ntjUzLZofVFx%203itxCjbrBSSWJs5s2OwcwpjybaZDgdNNWOZ9OyKaontnCZ0d7PEeO1TThlvVtmqJjsjGNfd7vlk0%20vrB2ZjFiSYL7TZGMhxHI/wC6oiaoPOVCwwxqRf8At2m1E1272NWzR4zFXuR7H3HVdmKLtn4cPi/C%20Jjux7dDzB0Zqec6rTcB1kkFSzyAJkMMdqIRoiY4ryJVXw7h9Vy/H14q+nHq16eW3o26lpxHiNNux%20P0KqfqThu9GrX2c6zxLV2swIrcSI603HYHK22CRcMP7wxVdu1V5a9tajJ0UxTTThHb58sXhrtWcr%20qmqqrGZno8lbseiL7dLwjdwiyo7CqrsqSYKikiLtQDPACIlXlxX5duFT7udoot40zE83LmQLOUrr%20rwqxjndVDT1mZhPRItrSKL8copvMiyj27Mcq4uKqkS93EsdvLVBmK6rtM01TOFXvX2Xim1VFVMRj%20T7mh032f+prs1cTkOySZEkbbRtttMxCoYqqunsykuxMKp8pwmLNyK97HDow98rrOcYm9bmiKcMen%20H3Qs8O222E6rsO1NxnSHKrjLbDZKKqi4YiqLhilXdV2uqMJmZUVNqmnTERDM3zno7nfb6Vc27Dbt%20ttalrMbtTYTFIiWSLbCOZjxzLnRc2JYrjXSbtcxhjODSLVMTjhGLxGt9vbnPS27Y2MveKW/FtlHE%20UwTNz8ccSxXHb3a4Rapirewje59rvN2uad2Znd5sdCaZDhTsnG20ZW7x3e+BlzLmwxwzKuGOCVi5%20aor9URPXBbvV0emZp6pwVpvs102ErfFHluNYqqRSdb3aIvImIqjmCf8Af/txqBb4RZprirTOE6p0%20x4ae3tWN3jF6uiaNEYxhjGMT46OzswU2+6NmaclJcHY63Gxg7grbhKJ5CTBBdJpcRXFcENFwxwxT%20blq7p4bkszom3FNfRo7omPZ+alnimey2mLk1UY7dM+2Y961aftvZzdlF22wN480uco7jpZxyqi4k%200bq5hxJEVcFFeSq+7wO1anTR3zhy6Fhb47euxor7oifDvhdGi3TYNNRSbabRBAB3aCIomCIiIWxE%20rvEREYRqRaqpmcZ1vAvOcS4u4PHIGzEMeU/3qywl3zno7nfb6VA3zno7nfb6VA3zno7nfb6VBRNc%20a9cbUrLZFJbi4e4kOBzjbJcERtrJiiuEpYYouI8n1uSzyeTx+Ov08tPUrs3m8Pgo9TM0TocbDjMm%20s8RdCxQDBQVtoF2YN5iRcxJylh8yd3Hnm87NzRTop8XTK5OLemdNS1PPOK4x9gaYGuCYht5hfvVA%20TUu+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoIpDzitpiwac9vaqh46f%20IVBLvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qCKO84ja%204MGvPc2ooeOvylQS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgiF5zi%20XF3B45A2Yhjyn+9QS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgiJ5z%20iW13B45D2Yhjyh+9QS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgilP%20OLGeRWDRFAtqqGCbPmKgl3zno7nfb6VA3zno7nfb6VA3zno7nfb6VA3zno7nfb6VA3zno7nfb6VB%20FKecWM8isGiKBbVUME2fMVBLvnPR3O+30qCsWoiLtS1EqgoL6jsmwsMfzd28VVoLZQKBQKBQYMuy%20WyZc4FzkMZ51r3qwXsxJu+IDdu81FQSzDs5yLQZ1BiXS0266RViz2BfYUkJBLFFQk5FEhVCFf7Fr%20lesUXad2uMYdrF+u1VvUThKqdmNntUzs305Mlw2ZEi6W2BOnG6AnvJDsUCI8CRUTaZYIOCJiuCVy%20t5GzTGEUxh06fF1uZ+9XVvTVOPRo8Fl92tOfyqH/AOXa6Nbf2ln5KfZDX+8vfPV/VJ7tac/lUP8A%208u10af2ln5KfZB/eXvnq/qlBN0hpuXFdjrbmGUcHDesNA24K9whMUxRU/wC3ZWlzI2aqZjdiOqIi%20W9viF+iqKt6Zw55mYauL2ZaZYZktkj0hZAZEddIVNrbjmbURFELHDaqL8nIqosajg9mmJjTOPPs6%20uXvSq+NX6pidEYc23r08uvBPauz3TtuGSOVyUMtvcuJIJFRAzISoOQQwXMKLjypgmGFb2eF2beOu%20rejDS0v8WvXMNVO7OOj8ceWtPA0dpqOE5hqCG6kYNOoSmaqGUTwQiIlHnbdi8qJ8iV1o4fZpiYin%201a3GviN+qYmavTq1Mq0aZsVnccct0VGXHBQDNSMyyouOCKakqJ8uHLW9jJ2rUzNEYTPLa0zGdu3o%20iK6sYjlsbSpKKUCgUEUT8oz+GP0JQS0CgUCgUETP3kj8RP4Y0EtAoFBQNRdmzgyFuemHihzUIzWO%20Jq0KYjhgwQoigq7UyquXbyiiYVaWM/o3bkYxy1q29kZx3rc4Ty1KvI7RNbRJiR5EgEehmrclpWml%20QzBxcyGop/8Ah5ipsT5dtTKcjZqjGI19fL2oc529TOEzqdBtOvdL3B0nOMGIRNpi3KwaVMhkiopK%20u7xXMioiFyf2LhVXMldp2Y9XLFaW85bq24dayNOtOtA60YuNOChNuCqEJCSYoqKmxUVKizExOEpM%20Tjphh3G+2a25knTWY5iCu7ozFHFBMdohjmLkXDBNtdKLNdfpiZaV3aafVMQ5XqPtKvsq4SW7XJ4a%20285pndimcw2pvc5jnEi5Uwwy/wBu2rmxkKIpjejGpT389XNU7s4Ur/o3RsTT0TMWV65PDhJkpyIn%20Lu28dqAi/wB5LtXuIlZms1N2f0rLK5WLUfqWOoiUie+8j/iL/DKgloFAoFAoIpX3Y/iN/wAQaCWg%20UCgUCgUEUX7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0CgUCgUEUv8AKPfh%20l9C0EtAoFAoFBFL/ACj34ZfQtBLQVW2/7p6h/wBDsn+cu1BaqBQKBQVjtLv9w0/oe6Xa3EITWBaF%20lwhzoCvPA0poK7FIUcxHHZjyoqbKDF0zdb87qPVmn3p3F+qEhlb5spppXEKXHU1R0IyRgMAMcURE%20EuXncmAR6JuOoXdSX22TLkd6t9sGKytxcZZjoM1W80hplI4ZXETFFPMaE2uAYL9dQutBUOyiQ2nZ%20bo5FQ8UsdtTY2ap+Ub7qJQWrim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tz%20o0ETMhtHH1wPaaKn2Z+IKfJQS8U34rnVudGgcU34rnVudGgcU34rnVudGgcU34rnVudGgcU34rnV%20udGgiiyG0jMoqHigCmxs1Tk+VEoJeKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8%20Vzq3OjQRMyG0cfXA9poqfZn4gp8lBLxTfiudW50aBxTfiudW50aBxTfiudW50aBxTfiudW50aDAk%202rT0t8pEq2Mvvnhnddi5zXBMExIgVVwTZXSm9XTGETMdrnNqiZxmIx6mjumg9J3B88IzkMuYeaIB%20N7cCFUyKBAgrgnIPL/fUi3nrtO3HrcLmSt1bMOppJPZLBJ8ijXJ9thcMgOxScNNm3ExVtF24/s1K%20p4rOGmnT1o1XDIx0VaOpl2rstsEckO4PyJxISru0aNhtRVMEQkFCPFF24oaeHnc4nXPpjDvb2+HU%20R6px7lojWLTEXcqxa2QNjKrTvDKrgqH1SzqClm/exxqHVmLk441Tp6UymxRGqmGz4pvxXOrc6NcX%20U4pvxXOrc6NBE9IbVxhcD2Gqr9mfiEnyUEvFN+K51bnRoHFN+K51bnRoHFN+K51bnRoHFN+K51bn%20RoHFN+K51bnRoIpEhtW0REP67a7WzTkNF7qUEvFN+K51bnRoHFN+K51bnRoHFN+K51bnRoHFN+K5%201bnRoHFN+K51bnRoHFN+K51bnRoIo8htG1RUP67i7GzXlNV7iUEvFN+K51bnRoHFN+K51bnRoHFN%20+K51bnRoHFN+K51bnRoHFN+K51bnRoIhkN8S4uB4KAJ92eOxT7mFBLxTfiudW50aBxTfiudW50aB%20xTfiudW50aBxTfiudW50aBxTfiudW50aCIpDfEtrgeCAafdnjtUO5hQS8U34rnVudGgcU34rnVud%20GgcU34rnVudGgcU34rnVudGgcU34rnVudGgilSG1jPIiHioEm1s0Tk+VUoJeKb8Vzq3OjQOKb8Vz%20q3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQRSpDaxnkRDxUCTa2aJyfKqUEvFN+K51bnRoKxa%20nBPtS1EqIqJ6jsic4VFfzd27hIlBbKBQKBQYt0tduutvft1xjhKhSRyPMOJiJJjinzoqKmKKm1F2%20ptoK+92fw0nx3oM2VCjE6T14AJElZM4kZ3MdHJ2+SSIscohnUfmoNlYNJWOwCjdpbfjsCJAEYpUl%201gUMs5ZGXXDbFVLbig48vyrQbigqvZP/ALWaN/0O2/5NugtVAoFAoFBEz95I/ET+GNBLQKBQKBQR%20RPyjP4Y/QlBLQKBQKBQRM/eSPxE/hjQS0CgUCgUEQ/m3Pw2/pOgloFAoFAoInvvI/wCIv8MqCWgU%20CgUCgilfdj+I3/EGgloFAoFAoFBFF+7L8Rz+IVBLQKBQKBQRD+bc/Db+k6CWgUCgUCgiL823+G59%20IUEtAoFAoFBFL/KPfhl9C0EtAoFAoFBFL/KPfhl9C0EtBVbb/unqH/Q7J/nLtQWqgUCgUGn1hqVj%20TOm5t7eZKQEQRysAqCpm4YtAikWwRzmmZduCbcF5KDH05qh+53e82abDCJcrKUfiEZeWQwQSmt62%20oOE2weZMFzIobNmCr3AaO1WWo2Lo4cIoB224P24mTcFw1VhAVSJQTKJc/BUEiTZsJaCwUFV7J/8A%20azRv+h23/Jt0FqoFAoFAoImfvJH4ifwxoJaBQKBQKCKJ+UZ/DH6EoJaBQKBQKCJn7yR+In8MaCWg%20UCgUCgiH825+G39J0EtAoFAoFBE995H/ABF/hlQS0CgUCgUEUr7sfxG/4g0EtAoFAoFAoIov3Zfi%20OfxCoJaBQKBQKCIfzbn4bf0nQS0CgUCgUERfm2/w3PpCgloFAoFAoIpf5R78MvoWgloFAoFAoIpf%205R78MvoWgloKrbf909Q/6HZP85dqC1UCgUCg0+sNNR9Tabm2OQ8cduYIojzaIqiTZi4C4FsVMwJi%20ndTupy0Gjh6f1TatUncWTYnHqB9pb7O3assRY0GPkZbYjE+biuPESorm8JB8SgztHaVumn3blxFx%20YmsXOZIuLwNxTYIZEkhUspFIeTdplXm5cdv1vlCzUFQ7KIsYuy3RyqyCqtjtqqqimKrwjdBauEie%20Zb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQRMxYyuPorIKiGiJzU2JkFaCXh%20InmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUEUWLGKMyqsgqqAqqqKYquFB%20LwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KCJmLGVx9FZBUQ0ROamxMg%20rQS8JE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgiGLG4lxNyGCAComVMM%20VU6CXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUET0WMjjCIyCIpqi81%20NqZCWgl4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FBFIixkbRUZBFztp%20sFORTRFoJeEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQR%20R4sZW1VWQVc7ibRTkQ1RKCXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTw%20UEQxY3EuJuQwQAVEyphiqnQS8JE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35K%20eCgiKLG4ltNyGCgaqmVMMUUKCXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/%20JTwUEUqLGGM8qMgioBKioKYouFBLwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTz%20Lfkp4KCKVFjDGeVGQRUAlRUFMUXCgl4SJ5lvyU8FBWLU2232paiRsUBPUdkXAUREx4u7fJQWygUC%20gUCg8PvsR2HJEhwWWGRJx55wkEAAUxIiJcERERMVVaDVWTV+n709uLfIMn1YCW208y/GNyO4uAvN%20C+DauN4/tBinJ8qUG4oKr2T/AO1mjf8AQ7b/AJNugtVAoFAoFBhW+4Q5Uu5sMOI47BkjHliiKmR0%20ozL6CuKebeAtny0GbQKBQKBQYVjuEO42S33CE4j0OZGZkRnkRUQ2nW0MCRFRF2iqLtoM2gUCgUCg%20wrfcIcqXc2GHEcdgyRjyxRFTI6UZl9BXFPNvAWz5aDNoFAoFAoMJm4Qzvcu3g4izI8aNIeZwXEWn%203HwaLHDDnEwaf3UGbQKBQKBQYVwuEOLLtjD7iNuzpJR4gqirndGM8+opgnm2TLb8lBm0CgUCgUGF%20eLhDgRG35biNNHJixxJUVcXZMlthodiL9ZxwR/voM2gUCgUCgUGFZ7hDnxHH4jiOtBJlRyJEVMHY%200lxh0dqJ9Vxsh/uoM2gUCgUCgwmbhDO9y7eDiLMjxo0h5nBcRafcfBoscMOcTBp/dQZtAoFAoFBh%20PXCGF7iW83ESZIjSZDLOC4k0w4wDpY4Yc0nwT++gzaBQKBQKDCvlwh26yXC4TXEZhw4z0iS8qKqA%20002pmSoiKuwUVdlBm0CgUCgUGFfLhDt1kuFwmuIzDhxnpEl5UVUBpptTMlREVdgoq7KDNoKrbf8A%20dPUP+h2T/OXagtVAoFAoFBrdS21+6acutsjkIvzociM0TiqgIbzRAKkqIS4YltwSgp+idN6hY1Jb%207ncIJQWLdpyNZXN84yZvSW3UMzb3LjybtEDlPKW3k+QOhUFKtPZxdLRaodqt+tr4xAt7DUWGzurK%20eRlkEbbHMdtIiyiKJiSqtBl+5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3z%20qbH7MoHubqL47vnU2P2ZQYkLs4ukKTPkxtbXxt65vjKnHurKW8eFhqMhYFbVQfso7Y4DgmzHlVVo%20Mv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zKD%20EtPZxdLRaodqt+tr4xAt7DUWGzurKeRlkEbbHMdtIiyiKJiSqtBl+5uovju+dTY/ZlA9zdRfHd86%20mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYkLs4ukKTPkxtbXxt65vjKnHur%20KW8eFhqMhYFbVQfso7Y4DgmzHlVVoMv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge%205uovju+dTY/ZlA9zdRfHd86mx+zKDEb7OLo1dZF1DW18SfLYYiyHt1ZVzMxTecZHKttyplKS4uKJ%20iuO3kTAMv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd8%206mx+zKDEm9nF0myYEmTra+OPWx8pUE91ZR3bxMOxlLAbaiF9lIcHAsU248qItBl+5uovju+dTY/Z%20lA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYlz7OLpc4wRp2tr%2048y2/HlAG6so4PRHwksFiNtFeY60JYci4YLimygy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfH%20d86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYls7OLpbIxxoOtr4yy4/IlG%20G6spYvS3zkvliVtJee66RYciY4Jgmygy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zK%20B7m6i+O751Nj9mUD3N1F8d3zqbH7MoMRvs4ujV1kXUNbXxJ8thiLIe3VlXMzFN5xkcq23KmUpLi4%20omK47eRMAy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d%203zqbH7MoMRzs4ujt1j3U9bXxZ8Rh+LHe3VlTKzKNlx4cqW3KuYoza4qmKYbOVcQy/c3UXx3fOpsf%20syge5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoMS7dnF0u9qmWq4%20a2vj8C4MOxZjO6soZ2XgVtwcwW0SHMJKmIqi0GX7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47v%20nU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlBiXbs4ul3tUy1XDW18fgXBh2LMZ3VlDOy8CtuDmC%202iQ5hJUxFUWgy/c3UXx3fOpsfsygytPaSO0XWfdZN5nXmfcGI0Vx6ckMMjMM33GhAYceIP1pbiqp%20Iq8lBYKBQKBQKBQKDFfutuj3GLbXnxbmzhdOIyWxXEYyq7lXkVRRxFw5cMV5EXAMqgUCgUCgwb5f%20LXY7W9dLo9w8CPl3z2Uzy5zRsea2hEuJEibEoMth9iQw3IjuC8w8IuMvNkhAYEmIkJJiioqLiipQ%20e6BQKBQYr90t7Fxi2558W5s0HXIjJYorgsZd5lXkxFHEXDlwxXkRcAyqBQKBQKDFut1t1ptz9yuT%204xoUYc7zx8iJyJsTFVVVXARTaq7E20E7D7EhhuRHcF5h4RcZebJCAwJMRISTFFRUXFFSg90CgUCg%20gnzosCDInSz3cWI0b8hzBSyttipmWAopLgKdxKDxa7pb7rb2Ljbnxkw5I52XgxwVMcFRUXBRIVTA%20hXai7F20GVQKBQKBQYsa6W+VMmQmHxOXbyAJjG1DbV0EcbVUX9khLYSbOVOVFwDKoFAoFAoMFm+2%20d68SLM1MaO6xWgfkQ0JFcBtxcBJU72PyYjj9YcQzqBQKBQKDXXzUVlsTEd+7yhhsSXxitOmhZN6a%20ESIRCioA4AqqRYCndWg2NAoFAoFB4ffYjsOSJDgssMiTjzzhIIAApiRES4IiIiYqq0EFqutuu1uY%20uVtfGTCkjnYfDkVORdi4KioqYKi7UXYu2gyqBQKBQKDBs99s96inLtMxqbGbdNg3WSQhRxpcCH/r%20T5UVCTFFRaDOoFAoFAoMUbpbyuh2pHx9YtsBKKMuKFuXDJsTTHlTMCouHJsx5UxDKoFAoFAoMV+6%20W9i4Rbc8+LcycLpxGSxRXEYQVcQV5FIUNFy8uGK8iLgGVQKBQKBQKBQKCuau1taLC2cIp0Zm/SIr%2071riyjyNm42BK3vTVQBsDMcqKZjm2oi40FOl2qAtyuUfWq8bfIjUKNY9QRyGLMkca66cYI7InuWp%20LUlkxFzZzUxLAMyqF10PF1axYG11XMGZeHiV1xABoEZAkRBZxZEQNRwxIkTlVURVREVQ39AoFBi3%20W626025+5XJ8Y0KMOd54+RE5E2JiqqqrgIptVdibaDmt61NKmHbbxenoMjs8vU4YAW/mkqCBq5Fm%20vOlu/rPMYvNEuDbfNICLNlDbdn2mbpbrhKkW66PDoV1RlWG2nkdVwZTIumam6CvNtCZrkDMhKW0u%206phfqBQKCuau1raLC05DKbGZvsiM+7bI0osjZuNtkre9cVQBsDMcqKZjm2oi4pQU5LDBcvdyi68l%20LKu7Xq+LYtSjliPkk0yVgIrMfEWnWZbLioe0sMc32fKgXjRrOq27I0WqJDb12dym42yAiLIo2Ibt%20VDmmaqKmapszEqDzUGg3lAoFBi3W626025+5XJ8Y0KMOd54+RE5E2JiqqqrgIptVdibaDnF61Ics%20Lfeb5IiP6EvNxbt7NryCY7sCN1idIfIm8pb+OKuMkmUG8RMVNCSgz+zfT9whzJUm1XJ9vQZnvrDb%20HQxJxHwQnDVX29+2yLhLuxRUUvrrii5nA6FQKBQeH32I7DkiQ4LLDIk4884SCAAKYkREuCIiImKq%20tBy6+6uuF3gSr9HuMJzs7ZktQJ7CNO8RJhyxBiWTuH2zRtG99mIoBKmJKhJkzhnaW0y61ql256Qu%20fB6Gl/4mRFY3TjT85t5xh1uOLgHumfskUzDDNiiAuXLkDo1AoFAoKNf9YO3S+taT0rdo0W571wLn%20cC3TzkVWm1cRtmO8TYyDNRUTyZt1guZEXBUCl2K4wrzHtt00ZEYi9oUx9yfdgB9zcIw68rcope8Q%2087Lhg2aRxLeN50MO6pMR2eCzJZhR2ZT/ABUltsAflKAt71wRRCcyDzRzLtwTYlBNQKBQU7WGtW48%205nTNlnRm9STHWWTJ4g/wjL65VfQXSbbedHMKgxnzrmQsqjsUKQtxh3Bq4xmGmnu1GLc349unRCSP%20IlO25ttniXFJDaZaWPjvGDLdngaDzl2NA6vp2LeotlisXuYNwuoiqy5QALYkREpZRERBMARUFFyp%20mwxwTHCg2NAoFBp9S6w03plhl+9zRiBIJQZTKbhkopiSoDQmeVMUxLDBMU+VKDn4LcJTbTnaZMt9%20w09Otz94aZbRECG6BiwgNOMfeorE8UAsxlnwyLiiEQWfs80zqexsyY10ujsi1RnHY1kt7iNGTcQH%20S3TrzwjnIyBEygi5RHZhjzQC40CgUHh99iOw5IkOCywyJOPPOEggACmJERLgiIiJiqrQcn1Tr+Td%20bXd7va5MaTpC2Nx2JVv2K7cm55rGkC6qEMqFusfs13aKS4lzhwwDOszDs7V4v9n0puDpFtwU1A4w%20jZRHZUZRRWI0YwxAjZyITzSoBCqKiqQ84Om0CgUCg57fNbXG6sXObo+6RBtum47ky4SFBJByn2Uc%20JIgtlkysELSqT4rzsURteadBptPWOBcL7AuXZvNdstpditt6k3Yi4A5G2zjsgLwvMnKyuKjpIpZM%20FUucSo4HW6BQKBQVXVGsITch3TlrusaLqh7hwaB7KW6GS+DZGiOEDRvA0auAypZiwTmqi7Qpz8Bt%20wbi7KYUe0xqcUO03CK4Dcia9CiC6zIRtw1YZaOK6nEN45FTYqZ1AUDptkZu7VsZG8SGpNzXMclxg%20MjSEZqSNtou3I2ioAkW0kTFdq0GdQKBQVXXWvIGnIyxWX4x6hktKdugyXRZbJELKrjrhqDYAKZlT%20OYZ1FRFcaChznrK5erzadWODdNYW4YsGw3ZhShS5LslFlxgabb3jUZxp9RHiMMvORD2KqFkdK0az%20qtuyNFqmQ09dncpuNsgIiyKNiG7VQ5pmqipmqbMxKg81BrA3lAoFAoFAoK7qnU8u3ueqrRE4zUUu%20M4/bI7xIyw4rTjYEm9NQQyAXFcVsVxyiuOXEVUKHdJ97k3u/w7mzb7rJZKJaJ1nIhgR58eSJyIBR%20Xn3HDbmNG46RBmwUcMi5xRaC1dn+hQtdpss2+Rwd1Rb4ZQxkk4TyssE6bgMhiqgitg5u8RTYmIoS%20jQXSgUCg12ob/b7BaXrtcVMYUcmhfNsVNRF10Ws6im1RFTzFhtw5EVdlBzXWp64ubtqj3QY1lbcm%20zJ9nlKKf4Fy2tm9FKe9nkxy3rSOZhH6uGfEspBQZ2l9HytRSnLxqW1xYdrlbib6oYfSTGlXEUxW5%20pujJoAcbPJu8SRzlPHBFUOm0CgUFf1XqObbQCBaYozdQTmHnLVFdcbZacNgmhMVIzDFRB7eZU+sI%20FtSgoN0uF5k3q/wrmzb7pLZKJaJ9mIxgx58eSjki3nFefMzamNm44pBmVFT6i5hRazgLbobQ8a2w%20LVPusTNqGDGciMvOvLJcjxjeccaYz4A2pNNubtTAE7qDzKwLjQKBQa7UWoLdp+0O3a4qQwmCaF4w%20HOoo86LSFlTaqCp4rhtw5EVdlBQNbBrWacaPckt8CMVxlSLJc8xAsJy3AcmI/KUnHGzR9hl1CTd5%20QTnLt5lMB70vo+VqKUd41La4sO1yuHm+p2H0kxpVxEcVuY7oibAHGzybvMaOfWPHBFUOm0CgUGLd%20rkxa7VNucgSJiCw7JeFtEU1BkFMkFFUUxwHZitBy7Xl11NfYTMF6PGY0bqWdEt1skKh+sC34C8zL%20yoZt7rehmyGgmo81UBVzIE+m9PXjVUg5OoYkFy2SIqw7vcYMpXGr0TDw8M8AxDbFomFZXEy2qhKG%20QU2BkdRYYYjsNsMNiywyKNtNNoggACmAiIpsRETYiJWB7oFAoKi9qfUF2my7bpiOxGl2x99i5uXZ%20FwBW2xKNkYZcR1W5SuYg6qoiCBLlVcEoObMO3zVEGG1ZEtlznOSgvFtljJbamWaSbzb0/fRnBRxy%20OskzyJgfNwVc/MpgOxWLS2nrBxXqeA1C413fSd2i84u4m1VygOK5QHARxXBExoNrQKBQaC43y6SJ%20km0WJgRukR+MMt+cBpHbiyAJzigESBXxVWzZERNF3ic7AUxoOXSrNqGfAvVuZgWu7FenZEp2xtSk%20akwrmw+5DfuTBP4Gcc3mM2BKn1t39VCzJHUdNaJslifeuDTIOXycKetLoqKhyHVXO6aApELSOOc9%20QDAeT5EoN/QKBQa69X2LaUho+BuHPfWLFbBWxUnty48AZnTbBFc3OQcV+sqJ89By24XbVyamgy9R%20pbIl+09B9cQYwOKxEcjTC4OVFkyHnCFuRmyIyYqreb62KLszAtmktExTbauF6sjVvkRJz8yy2viF%20lNwReBoTQMuDPOeaJ4RFFQMyZcFrAu9AoFBBPl8HBkS9y7I4do3eHYHO85kFSyNhimYywwFO6tBR%20NZO3nUdlcBtuGukboUCPGec3yyneOIN1NbQSAQFiQ8yu5cHE0E8VFFTENNadJXTVV6jTL/FgyLcU%20E493vlski7HvKg40rA5WlacZNlxrEzFOcoZNgYDQdRtVqt1ptzFutzAxoUYcjLIciJyrtXFVVVXE%20iXaq7V20GVQKBQc5v2rL3eNMSb7ZoUado1y2b6ZGk7xmW/i6bU1gTB0Ua3TAEqnlLnfUz47A09l0%20pqO5TY1mk8I/AsRO2qVqWJIDPKtiN5HLU/GaXMLnPTFTVFbwxFVPnmHVLVardabexbrcwMaFGHIy%20yHIicq8u1VVVxVV2qu1dtBlUCgUFZvmp7j60Wwafjg9egKK5JKVgLTUOQZi7JBsnGTkozu0QkbJN%20pDtxRRoOcSHrtf4t0hTYMS8y7jcJEGfZW5LUBxq5W5oGlm2t5/OZt8MII4BpmQu5kIkrI6dpjSUK%201bu5SGge1JIhxo11uam46bxx2gbJUJzaiEoIq4ImbBFLalYG/oFAoK5qHVMuHcRsNsib2+zIyv2x%20yUQtQnCF0W3BVzNnMmAPfG2A4qCbFxWgoF4ul3f1Bd7dc1tF2m/Z2u4adN1bfx0Y0F+3OxCkK5lk%20Ccl3eYO7MEQUzZTULdoHQjFtt1pud7hMLqyLDSI5LDBVBocRaDm4Nq4DGVonERSwTDMo8oXSgUCg%20UCgUGg1Lq63Wo0tbUpn3jmsOnZ4Dq7HXkFUZE1xAQRxzABzmOZdgrjQU3VN6em25oJqR7X2iabfb%20l2+IpkITVxUSGGWCOvszGxIN0C5s+AHybQtdn0ppeRqBzXMVClTrswy5GkO/UbaVkQQmQURIFcbR%20MylzuVNiKqKFmoFAoMG9X2z2SCU67TGoUUcU3jpIOYkFSyAn1jNRFcBFFVe4lBTRvV4mukd8ftkn%20Rl9dn21tIzqpuorDUhwJJyAIwLessOC6iGOTAFTKWcaCHRltseptLW+y3Zz1mmmpLbjYGLbYSI6s%20kVudNgVJd0cV8FQTwXMKoWOBYh0agUCgrGs9Zs2VsbdAViTqicH/ALTbHnEbRwiNAQjNVEATFVyo%20RjvFTIK5qDn10vmon2o1vlb24astNzmu6bvbLCMMzRtreeXHcAFB5c452SFoEAiQRzlgRUF+0/pn%20TM28+/zDLrlwvUaO8wsnKvDtmwIpuxFOYZt4Ia5i7qIqIq4haqBQKDFut1t1ptz9yuT4xoUYc775%208iJyJsTFVVVXBETaq7E20HNdUdowQrxcm7k7Bu+iJkFoG48J8OLNuRvmHXG8TBH/ALVom3RA+YKg%20SYKh4hlaOttq1FZmtLX1RuJaQlsmwoqBMS4qsn6vfNG0VtWzZcx3aGS81M6riqLkdKrAUCggnT4M%20CKcudIaiRW8N5IfMW2xzKgpmMlQUxJUSg5w32lXN7Vcx63A7fLCcZkrRAtrQOK6CCL02S68q5m3o%20yLk4cspEptjlRSzKwH3TOmdO6h06ul5sN1LLDcjXuxohK0XBXFXH2mzUXXiUwJX2DxwxHAk52BJm%20R0phhiOw3HjtiywyIttNNiggACmAiIpgiIiJgiJWB7oFAoKBr/tHt1ugmFruf28Ke3HvawQaky4z%20CDmMgbeVGkxdVtlXDQhEiVMFNMtBrbJqyamvJUidZys77hRLVqGMDgSgR2QBOWuSrrDOKqqqcc8x%20IKZ29q4bMi5aN0PYdI244VqbJVeLPJlPKJPurty5yEQTAEXAUREROXlVVXA39AoFBVdR6odO6t6W%20sEuMGoJGHEPPONf4NkgI1dRgizvvZAVQbEVRNhOZQVMwVUdRyotvturribT900/Of09q6RHBG21j%20E9u1cXM2rjmRxGHhFpOUiRETFUHIuun9D2GxXS6XWI2R3G7vuPyZLyoRijp7xWm8EHK3m24cq7MV%20XBMMDf0CgUGuvOo7DZBaK7T2ISPkgMo8aCprmEVUUXaoipoplyCm0sE20HEm+028XG2XmLf0nPRZ%20EWLIZnhF4Vm0zXT3sUlVhTeKPnJo23CJTJA2AWag6Vp+z2XVhWXWt1t5N36IwcZxh1FEG5DDxA4u%205IjwVp4XN3iuKY4rzkHKF0oFAoPD77EdhyRIcFlhkSceecJBAAFMSIiXBERETFVWg5PcO1mdcNVc%20LpeS1Maj8L6vtLbROFduKETfzyFROD4VssecmwkLPjgooE+nQ0/qaBddEobrFiuTTV7sisEwLgxJ%20DwuvsCjQG03w80TDKeJbcqbBxrMjpVqtVutNuYt1uYGNCjDkZZDkROVVVVxVVVVxIl2qu1dtYGVQ%20KBQUPV+qL0l+slss1yh22Nc2Cl265PiMlifIAhyQcRX7JtwXBLeptLFEDbsUNBpe6QZ19vunX2nY%20MDVvGC/FQhJyJd2WkbuccHER3eZmyF4XVVG+QRHHFKDqNqtVutNuYt1uYGNCjDkZZDkROVdq4qqq%20q4kS7VXau2gyqBQKDT3u53A4c2NppyHK1BFKOJRXzQgZR8x50gAMTEd1mNO6uGxC5FCiaj1ZBSTb%20NTtIlv1PYXVjX/T5kizDgGiFKAGwyFJBlMJDLmO7yop/KlIF00/oew2O63S7RGycuV3fcfkynlQj%20FHTzqy2qIOVvNtw5V2YquCYBv6BQKDT6ivEyNDlRrG3Hn6kFhHolqceBsiAnEa3xCRCu7BVVV5Mc%20MqKirQc4malmRpL9tvU5iZrbStxB6zPi22yVxjSWFcKKiC26ouvR1NtUAETebpEIiwVcwLzZ9K6X%20kagc1zFzS5t2YZcjPu/UaaVkQQmQURIFcbQcylt7mxFVFwLNQKBQKBQKDXTLxbkuTdi4smrtMYce%20ZbZBXHG2g5qvFzHG2xQlwFXeaRbExXZQcrtFl1Q+UhyRawvYOENh1ta3F3bsg4I4xrjHelOApEsd%20xskXEMxc5E2oYBe9G6anN2yzXDVCcXqmBFNjiTdJ3dC6argiY7ve7vKDjqJmLDDOSbVC1UCgUGuv%20+orLp+3rcLxKGJEQxbQyQiIjNeaIACEZl3cBRdiKvIi0FD1latQzNXpbWpbZcQ7Fv2mONcQI7c22%20KDMmKoChvGJsnvuao7eT9sqCTTnZxEmSJrt3sp2u0OS4lwjafcktyGEmNMOA+aA0hNiwSvCghm52%20TaghgFZHSawFAoNdMvFuS5N2Liyau0xhx5ltkFccbaDmq8XMcbbFCXAVd5pFsTFdlByezWvUMiTM%20bkW9q+OLu7LrmzuGjb7/AAgqkO6MOSnRJc7GXKSqGYkUkTFc4BeNBaLO3WizSr8G/wBRQIyxwMnj%20dbjtqiAIMt47hs0YAGzJsedgvOLFVULjQKBQYt1ututNufuVyfGNCjDnffPkRORNiYqqqq4IibVX%20Ym2g55q+33iRrVq1HPypOdYvelN+ikw3cbW3kfiOCGZzcutLvCLMCCq81CLNiE+gdDR4Oq7rfn9N%20+pFcaj+r2XH2ZAtOuCfGcOLKqLYY5RHHblxy5RJQQOjUCgUGLdbrbrTbn7lcnxjQow533z5ETkTY%20mKqqquCIm1V2JtoKBrpJ11kW0oc5FsGqYgRofEKDcdm4sKtwt7xtvg6RpIUN0be7TFNhYrlSgWvQ%209yuN9uci724rLHucMY9+GDMwj3CUEkS3rDbeLjbbjLZC4riiao6oomOYyDozDDEdhthhsWWGRRtp%20ptEEAAUwERFNiIibERKD3QKBQU7V9wkXWz3AtLS3XLzpuS3JJpnfiy+7H57kIybHB/MGIk0BbDyo%20WWgp0jSN9esYWvT9vanWs3fWGkr/ALxtsYcae4BuxH47yI8bKsm7vM28ziooodwcjpWmtH6b0yw8%20zY4IQwkEhvqhGZmopgOJuEZYJ3ExwTFV5VWsDcUCgUGjvby3aLdbNZrlwt+htsvC40WG4eJVdjI6%20uVwcpq19oGCqra7UwJMQ5mNqud108/c9PWNu+RtQuPXaDLKSMWbaLk6oo+Lbxo0RgMhkVBW8mOVU%20LFMFXI6vbLHDhTJdy3YLdrkDCXSU3vBB447e7BRaM3EbREVcERf7VXlrA2NAoFBrrtqKy2l+BHuE%20oWJFzfGLAZwIjddJUTBBBCXKiqmJLzUxTFdqUHO7tF1WGqpTcLd3a4W/fmtomOCgXGxXV5DNsEde%20cEDjPgTSlkFFBG8cURALI2Gg+y60QHCul0s7TE6POfcsrRGhuR4edVji8jZG046GJEhkRknN53NT%20LgdFoFAoPD77EdhyRIcFlhkSceecJBAAFMSIiXBERETFVWg55r9uNeotsX1m63p3VrTNuAkzYNyj%20LjLdJbZVvNzyFW3UUgxRRxwy4oHi26Yv1z1FIS86fYs1ulw349+fgyy3N0cV0CAxbYcZdaVS3hZ3%20EIlAiA+Wg6FBhRYEGPBiBu4sVoGGG8VLK22KCA4kqquCJ3VoJ6BQKDnmvrwxLssG/QribuknClWq%20/wDDqmQoswuDKSBEh5ljvAmTI2SljsXKq4hBI7PyS6hpWFEF7QxC1OlsT0ecCK6hkO7t0gXgeRx7%20KquCvNDHNiu8yKHQLVardabcxbrawMaFGHIywHIicq8u1VVVxVV2qu1dtBlUCgUGgvk1u7M3fTVo%20uJRr+ENT3rKH/hyeRUZ3jyAYNkfLlx3mXnD3CoOfnAuF0tzfaJphX29co81Gu1qVMWzcHcxH4TrB%20GistgQb3nlmQVzEqc0gyOjWSxKw/64ugMO6kksAxOlx99uhAFUkaji8bqttoq7cuXOXOVMeTA3NA%20oFBrpt2t/rALGks2brMYcdZFgFccabFMu+LEHG20QtgK6mUi2JjyUHMvdCfcbDI1BxcxvtC0yJRE%20eaV95Cdt4nuxBt9EV1JkdxsyVOaSlmy85wSC26T0c4lzLV2ookYdWzWxF0Y2dWY4oCBgO8cdTeq2%20iCZiuGCYD+0RhcaBQKBQKBQYN+lzodjuMu3s8RPjxXnYkfKR7x4G1JsMgKhFmJETBNq0HHZLlnu9%200l3C8yJ1l1C3u4uqtIRH0aK7KAbtnhkN9pHBNtdrYEakOwNpIbmYF/0Fpa+21iLc71LzXmTBGNeW%20cGz3zjLhFFdceEUInWWDVo1xLPs2rlxXAuNAoFAoOa6hu53V9636pjFpqMzcCe0lqIyFWUkwFIQN%208XMAFTyk42LiILgLgPOFCJAksWlbjcEmS4tynDDYkwntOzrlKdnEbkLeNyJItibX+HmtuEOG8wMS%20U0QRUEQOjUCgUGDfpc6HY7jLt7PET48V52JHyke8eBtSbDICoRZiREwTatBx2Q5ZrvdJlwvMidZd%20QN7uLqrSMR7dldSEUbY4ZCfbRwTb2K2JGpCuAc4hMwvmhNIXq3lDvV7mEV7et/B3eOKoQPED2eK6%206Y4Z3mWfsiMs2PcLlUgulAoFAoObagvB3R9+3aojHpqKzcCe0nqIyFWeJgKqAb4mqAimoG42LqIL%20gLgPOFCIILRpK6XiVLdbly/UsR+3y9PT7s+dxV6VBcJDltAL7eVl8ELmrsNDFwFFEQUDqFAoFAoK%20BrG68bKutg1RanI2iZHDww1AB5cko0F4XHEX6jSOEAC5lUEMcDVUJUHMDW2fSb94lXRI13mS7bIi%20KL9+WSqsyrwrjL7U2GwwSCKRNyLeKGiJlRtE5pqodRrAUCgUFZ11ftUWeJCd09Zyu7pvqsxpExRI%207bZOOCKiSELh5cG1ykOOzBSUBIOeWuxQptjR/s+uE6XLKSzJtDDssQYsSEaI4MiMb2JbwTfTHdOZ%20x+XFTMOo6X0+dihyoSSBeiHMkSYLAMiwEZiQauJHFBVcyAZFgXz4YIiJQbigUCg0Gt7zfrVZRcsF%20uO5XeTIajRWUbVxoVMsScfwNrI2gCqZ1JEQlTHZQcxxt17t1yd0+NwK/XF9xw9IBK4UoF22OSJ8g%208zJm22bLat7zmi5zcBIsoZgdK0jpOVp965m5ceNbubrcpxvci1hMVpAlv4oR48Q4KHk2CHIOysCx%200CgUCg4teo63uVa7pqyS9pHVcaML7EqI5wzc6GYqRRWDkutDHltE+rRC4ezMqqhAvMahZ9EaJkNy%20YV+NZlsSPIk+r7bJdV55LU+wDbMOQq4KCNOto821mJG+RcTxJA6FQKBQKDmvaRfn1fl2q/Wd9dAu%20izEuF4aRReZlGovNvt5TJTZbXdiq7vDPiPOwyEGuHRsrU06RFZuEqZZ3oLzF21K68j8e4zFIXo4x%2044OoDbMN9xTDdYDihtL+0pZHVYLMlmFHZlP8VJbbAH5SgLe9cEUQnMg80cy7cE2JWBNQKBQU7WWo%20Z0Kc5BmWV2Xo8oJLfrm0pZmRkETXNAFEzFsAInt3iQiSFswwJgKzbdOlKuVttdlusy+6fZF2Pep3%20GCVtSC5HOOzASPHcbEnwaAcTDBRIkcJCzIgh0bTlrftNht9qefGScBgIyPg2rKEDQ5AXIpu4LkRM%20edtXbs5KDY0CgUGn1dOv0HT8iTYIozbuhshFjGKkJK4+DZKSITewQJSxUkRMMVXCg5A4zZ7vx9ws%20025RrtcnHUd0O1J3LzF8LakwxN5gzaaeEXFIQXKqZlyiBAGR1jSmnZloGQ9KlC7IuIR37gw02ANe%20sBaRuXIbIBbVUkKAEqKPKir+0qVgb+gUCg12o51xgWGfMtsUptwYYM4sUBzqbiJzcRzApCi7SEVz%20KmwUUsEoOXW8LRqC+TZF3CdA1QTfB6i0dFlJGG5OA2gNvNKb7CONDHzEoI5hlwXkXF0LboHSupLa%20se63ycJ3GVbmot2io2Bm4+w8ZR3nZKc43Go7m5LlzYY5iwRazIutYCgUCgUCgUCg1R6Zs7mpR1I6%20zvLo3GGHHcPBRabQjIlbTDYZ71UUvk2JhiWIbWgUCgUCg118sFuvbDEa4iTsRl8JDkXNg0+raLkB%208f8A7jaEqHkXYpCmOKbKDY0CgUCgUGqPTNoc1KOo3Wd7dGoww47h4KLTaEZEraYbDPeqJF8mxMMS%20xDa0CgUCgUGuvlgt17YjxrihOxGXwkORc2DT6touRt8f/uNoSoeRdikKY4psoNjQKBQKBQYN7s8W%2082t62SzdCLJyjIRkyaI20NCJtTHnZHETIeHKKqlBlsMMR2G48dsWWGRFtppsUEAAUwERFMERERME%20RKD3QKBQKBQaqx6Ys9kcuD0FnLJukl2ZOkFgrjjjpkeClgnMDOqAPc/tVVUNrQKBQKBQae16Tstt%20vVyvUdsjud1JCkSXjJ0xBBFN02p4qDeI5sv931RFBDcUCgUCgUGuuVgt1yuNvnTUN5bYRuxY5F9h%20vyyoL5N8hONIK7tV+rmVeXBUDY0CgUCgUGLdbXCutuft00SOJJHdvtg440pAvKOdsgLAuRUx2psX%20ZQLVardabcxbrcwMaFGHIyyHIicqqqriqqqriRLtVdq7aDKoFAoFBBPicZBkRN87H4ho2uIYLI83%20nFRztnguUxxxFe4tB4tVqt1pt7FutzAxoUYcjLIciJyry7VVVXFVXaq7V20GVQKBQKBQaqDpm0Q7%207cb601mulz3aPyD2qLbbYNo23s5orukIu6q8q7BRA2tAoFAoFBqj0xZ3NTDqR1ne3VqMMOO4eCo0%202hGRK2mGwz3qoRfJsTDEsQ2tAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFBHKksRYz0p8sjDAE66eCrgAJmJcExVdidytqaZqmIjXLFVURGMq9/UjRf8x/4L/wD4dSv7C9zd%208eaL/fWufulr7l2saejONBDB2cJEO+cFFaEQVVQsN4iERpgmzBEXH61dbfDbkxp0cuXk53OI0ROj%20SzWu0vRptAZTSbIhRSbJl5SFVT6q5QIcU+ZVSuc8PvY6u+HSM9a5/Fkv6shSLQNxs7oSG+PhwjJw%20HBROIlMsuYISAWKNv4ivJjUa7ZqtzhVGl3tXaa4xpnGGJrHtFs+lHMtwYeeRGheXh3Ie8ymZAmDD%20shp8toquItqmHd2LhzdGJP7VbPbyfOZbLixBZfmxRuRtsjGcegCauNgavY4uE2oNYomctibULANX%20ce0rUa3VWY9ofs9oYYZkXG43OG7IcjA61IdQyjRHsxAe5Ec+ZN2QkJ7cEQNjdO1SzWO1w5FyJq4O%20OxmnZEi1SIbjJOkasuIw29JbkGCOgW1AVETlXYWAbXRur3tSLdt5bXLd6rnOQF3jjbucmsMyLu15%20pjjzk2jtTKZbcA38mQzGjOyXyyMsATjp4KuAgmYlwTFeRK1rrimJmdUNqKJqqimNc6Gg/qHo/wDm%20H/Bf6FQf3XL/ADd0+Sw/aMz8vfT5sC5dqVgjOtBEB2aJEm9cFFbEQ25sN4iERJhyYIn71cLvGbVM%20xu41d3jt5YpFngd6qJmqYp5tvhs5YM1vtG0gbYmU1WyJEVWyadUhVU+quUSHFPmVUrtHFsvMerun%20ycJ4PmYn049sebGvGtnH7Yj2lW/WT4SozM1xWH3eGjvmqHI4cd26/lQfqNrj3eRFqTYzdu7juTjh%201ouYyd2zhvxhj1e5gx+1ayMQoSSZsS7TZQvPE5bXo0ZoGgNN1vQnyWSZcNpwVVsiUsUPuDUhGZFj%207UYV6SE5Csd24e4lIbgyXGo4tOOxWidJtD3+CKWRRBSwFSRdvNLANbB7XW5Nus11kwnIUa4tXR84%20wiElXW7W0rhE09vo+THKqYGyqkuKc1MDUM6R2s2eI9w0+2T7fNXcq3Fm8HFM232nHUdEnpIN5ARl%20RNVNMpqgfW2UEelu05nUutXbPbwFLcxb3X5COJjICWzKRlQ3jbjjBtq2SEKtqWOP1u5QXygUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUHl1pp1o2nQFxpwVFxskQhISTBUVF2KipWYmYnGGJjHRLX+7Gmv5TD/8ALtdGuv8AcXPmq9su%20f0Lfyx7Fe1J2ZW26yWX4LoWvIGRxppgVbLBVVCyireBbdq7cdnyVKscQqoiYq+LtRb+QprnGPh7G%206g6N0xDiNRht0d5Ghw3r7TbjhLyqRGQ4qqr/AHfJsqPXmrlU470pFGVt0xhhCWbpy3P2wrfGH1a0%20rzMkThA02Qux3QeAkQgMF5zQouYVxTZXGuuatc4utFEU6owV66dldruYXEZV1uCreBYG7mKxEWSs%20QlJgz/w+AKCYD9kgoqImKKuKrq2Z987PbDerKNnnE+sQZki4CoGgGj8knzVcyDyAckiBPmTNmTFF%20CBOz51L0d5TU95Se4ItmSOREaIGxIQEmOG3KoO8JUTJ9Zc3LtoNanYtpZq2SrZDlTocGe1HbuLLb%20jJ8QUQ1Nt0yfadISzLtRtRH92gs+ntLw7E/dHIkh9wLtMcuD7LytqAPvKquK2ogBYFzUwIl+qnz4%20htnWm3WzadBHGnEUTAkRRIVTBUVF5UWsTETGE6maapicY1sD3b07/Kof/l2ujXD+0s/JT7ISP729%2089X9UtBqLs2t10ktPwnAtmQMjjTTAqBYKqoWUVbwLauK7e5yYVBzXCaLkxNM7nVH5LDKcZrtUzFU%20b/XP5txC0hpuJEbjDb2HUbTDevNg44S8qqREmKqqr4NlS7eQs00xG7E9cRMoVziF+uqat6Yx5pmI%20epmmLc9F3MInLO4jrbySbaox3MzSqooaIKtuguKooOCQrjyY13t2aKPTER1Rgj3L1dfqqmrrnFpI%203Zjaoc5u5wbjPiXfeSXpdyaKPvpRSyEjSQJsE0QDlTIAggiu3DNtro5tzC0xEisW9tZD752+ZIng%2086redx+Uj6OK4gAA4f4s1RBEe5/eGgZ7JLA1boFvWbOcj21u4MxEMmMRbujStPouDKZsMxEGPIq7%20cUwSg2N/0Ba7zfot/KXMg3eELbcWXEcAFAG1dJRymDgkjm+56Ei4oiJyKWYMqFpOPH1AF/emyZlz%20CCttJx/cIJMq+shCUWWmkzovNxTBMOVMdtBvKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKD//2Q==" height="243" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 7.&nbsp; </span><span class="textfig">NDVI index obtained from LanSat and Sentinel sensors.</span></div>
        <div id="f8" class="fig">
          <div class="zoom">
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j9DhQe+Hd%20vfxLm+9rN9FrehQQYju95IHiHEnWAVAN3Ue7R2j2N/Cgv4d29/Eub72s30Wt6FB54d7zTvDg1w+h%20xoHh3vNO8eDXH6HCg98O7e/iXN97Wb6LW9Cg88O95p3hwa4fQ40Eocd3wjFn1oGhB0JDekDSBpF0%20XtQV8O95p3hwa4fQ40Dw73mnePBrj9DhQe+HdvfxLm+9rN9FrehQeeHe807w4NcPocaB4d7zTvHg%201x+hwoIrYc8Y2PEr1FtzSbN6gLo9Hs7um4oL+HdvfxLm+9rN9FrehQeeHe807w4NcPocaB4d7zTv%20Hg1x+hwoPfDu3v4lzfe1m+i1vQoPPDvead4cGuH0ONBKVHd7tN31rHeN9lQbttcTY7EfN4UFfDve%20ad4cGuH0ONA8O95p3jwa4/Q4UHvh3b38S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKD3%20w7t7+Jc33tZvotb0KCEWO73JAkOI7bo7Ib2nvD2tqN530FvDvead+8103/A+SgeHe80795rpv+B8%20lAEd7Z/enTbfsa2/8FA8M9a3i3b9Nmui34Hy0Ax3tv8AenRfdsa2f8FByPvTadT7uedT36zbATjc%206dv92fNrBItbq20HzI92HuijPMMyOXcCy9KUURm3MfjkKcUNpS2CyCo9QoPh/wB23ucjpkKkYHl9%20lMMJMtTkDGpDQX6BcuyNGrhffQRx/IPuRySXlY7D8uTUxgDIMeHjHQ2CCQV6GjpvY76DI+GXuf7i%20PI/h/A+HllCYr3gMdodLu1sNq7myiv5tt9B5J92nueirUiVgMAwtCO9Wl2BjUENlQQFkKZHZ1HTf%20poNJ7wPdzyJhsDFyWL5fxsKcxmMJ3UmNAiMupC8vEQsJW00lY1IUUmx2g2rMD9O8O75lzhwb4fQ4%201geeHe807x4NcfocKD3w7t7+Jc33tZvotb0KDzw73mneHBrh9DjQPDvead48GuP0OFB74d29/Eub%2072s30Wt6FBCOw53sgCSu6XBqIDdye6R6XZ3/AHLUFvDvead4cGuH0ONA8O95p3jwa4/Q4UHvh3b3%208S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKCK2HPGNjxK9Rbc0mzeoC6PR7O7puKC/h3%20b38S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKD3w7t7+Jc33tZvotb0KDzw73mneHBrh%209DjQPDvead48GuP0OFBKJHd8IxZ9aB3aLISG9IsNwui/VQVEd7Z/enTbfsa2/wDBQPDPWt4t2/TZ%20rot+B8tAMd7b/enRfdsa2f8ABQPDvead+8103/A+SgeHe80795rpv+B8lBGOw4VyUiQ5cOAFQ0E3%207tG0gosD9yg57m9taeZORCXVLH78f2KCbf8AwPJ/gpFB11AoFAoFAoOV95f+nYf+Ocv/AOeQqDqq%20BQKBQKBQQj276Va32ovbf9kjfQXoFBORIajx3ZDytLTKFOOK32SkXJ+8K1vaKxMz3Q2pSbTER3y5%20jl33hY/NZQwEx1sKXqMVaiFa9FyQoAdg6U33n7tVu16pTNfk0mPJabvpN8OPn1ifP6PvdXVoqUIF%20vAx7WA7pFgnaPRG6gvQKBQKBQRWT41ocO7c4fjI40FqBQKBQKCEy3cpvb7Vrfu+1TQXoFAoFAoFB%20CH9ir9a7wt+dVQXoFAoFAoOO961vh1zxuv8Aw9OueP7LI30Hzz5iEZbMcvwistOqVMXGfG0tPtsa%202XU/jIWkEUJcw5mHcrh+cpElvuJzbcBiexts3IZUUOpT+LqSSnpFDR2XMfhzzXy6mLp/e/eul/Tb%20X+7+5X3vef1Zd7u1/nbttBxz0GRkoa+U2lhUjlYzpLQVfYtqxxd7G4Hdv/8ADSBl5HIMZ3lzmXmR%20naw83EhRF3uC2yUOuWt/XPrQetNIG+97F/4QasLn98YGwP8AjUOg7CgUCgUCgUEY5PeyepwW2W/N%20o+/QWoFAoFAoIrJ8a0OHducPxkcaC1AoFAoFAoIQP2GP+qRuFvmjhwoL0CgUCgUEY/2snaftBv8A%201aN1BzfOX+ouRP8AHHv8jydB1VAoFBoM5m3CPAQFvxZapLEZcpUZxKEJeXZSmXHm+4dVpBtbUAdp%20HCgrg3ci/jp0R6Yp2XEkPxW8gpDYWQO02tSEJQ3qSlYBskAkbuFB5ys/OeYmF+YrIxEyVIx851LS%20XHWkoSFE9yhpsgO60pUE7QPlIa/3mEJ5biEmwGc5fJJ3AfvyHQdIMhAO6S1t3dtPG3X1igDIQDuk%20tbd3bTxt19YoAyEA7pLW3d208bdfWKAMhAO6S1t3dtPG3X1igDIQDuktbd3bTxt19YoAyEA7pLW3%20d208bdfWKCTE2IHZF30WU5dN1p2gIQDbbwOz7tBUToJtaQ0bi47ad3TvoAnQTa0ho3Fx207unfQa%20HnnMx4/K8wsvIU4+kMoCFJJIcICv+C9QOpZeTBb6eHt/oselYufcV+jj7P6uMew6OWWMNzDEfLz6%20Sgz2CpJ094jalNhsFtSTfjVPbbftq0zV4z+L19phdU3cbu2TBbhH4fVPj7pfp7WTx7jaHESWilYS%20pPbTuVu48a9LW0WiJjul5W1ZidJ74TiTYaIbIcfbSpLaQsKWkEEJBIO3fWzCxnwQSDIauN/bTst8%20vXQaWNz5y5IyxxiHyHNRQh9QAZWofNSu/wB7ZY8KgU6lhtk5Inj7lhfpeauP9SY4e+G6E+CRcSWr%20bBfWnju49dT1eePg7P7y1t2jtp23+XroHjoN7eIav0a09XX10ElTIhltKD7ZSGl3UFi3aUi3G22x%20pIt46Fe3iG73tbWnfa/T0UHnj4PmGuB9NPHdx40Dx8HzDXE+mnhv48KD3x0K9vEN3va2tO+17b+i%20g88fB8w1wPpp47uPGglKmRFNpCH0KV3jZslaSbJcTq48ONBUT4JtaQ0b7R207b/L1UD94QLX8S1b%20p1p6L9PRtoBnwRe8hoW2ntp2W+XroHj4PmGtuwdtPA26emgePg+Ya2bD208Tbp6aAJ8E2tIaN9o7%20adt/l6qCMWdCS0dUhpN1uKF3B6KlqUDtPEbaCxyEAb5LWzf208L9fUaAchAG+S1s39tPC/X1GgHI%20QBvktbN/bTwv19RoByEAb5LWzf208L9fUaAchAG+S1s39tPC/X1Gg5H3qS4yvdxztpebVfAT0pAU%20Cb+GkAjfQWc95/ujceaec5twC3mCosOKyEIqQVDSrQS5dNxsNqCLvvB9yzolB3mXltwTtImhU2Ae%20+0iye9uvt2GwaqD5xnPvuSxSXE4vmLlqAl2xdEabAZCtN7atC03tegs37y/c+3Kelt81cvIlyAlL%208hM+EHHAjYgLWHNStPC+6g+Ee8P3MIg+ARzNy4mCb3iCdBDPaVrP1YXp2qOrdvoNH7w/eFyDl8BF%20x+J5lxWRyD+YwfcQ4k2O++vRmIi1aGm1qWqyUkmw3UH6T4+D5lr/AH09NunpoAyEA7pLW3d208bd%20fWKAMhAO6S1t3dtPG3X1igDIQDuktbd3bTxt19YoAyEA7pLW3d208bdfWKAMhAO6S1t3dtPG3X1i%20gixNhpckFT7YBc1AlY2hKEAnaeBFqC/joV7eIbve1tad9r239FB54+D5hrgfTTx3ceNA8fB8w1xP%20pp4b+PCg98dCvbxDd72trTvte2/ooPPHwfMNcD6aeO7jxoIrmw/Ftr79vSlt0FWsWHaR124UF/HQ%20r28Q3e9ra077Xtv6KDzx8HzDXA+mnju48aB4+D5hrifTTw38eFB746Fe3iG73tbWnfa9t/RQeePg%20+Ya4H008d3HjQPHwfMNcT6aeG/jwoIxJsNENkOPtpUltIWFLSCCEgkHbvoLGfBF7yGhbae2nZb5e%20ug1eZ5y5dxLSlSJaHXUm3hmClx0n+iD2fpEVIw7a+Tujh5+Dhl3NMffPHyc+PezASQp7GSm45I+t%20Gk7DtGw6Ru276lfx0z3WjVG/fx41mIdNjuauXsg22uNPZKnfRaWtKHLjeChRCv5Kh5NvenfCXjz0%20v3SzhPgm1pDRvtHbTtv8vVXF1RYnQg7IJkNWW4Ck94Dcd2gbNvT0UHO82yYz3MfIoadQ4RnHiQhQ%20Vs/ceS6Pu0HX0CgUGNksbDyURUSYguMLKVEJUptQU2oLQpK0FK0qSpIIKTcGg155Vx5aMTW8nGKj%20vsOQ0vPAuKlKCnnXXdfeLWbbFE6hdW3bQZmJw0LFMFiGX+6NrJfkPydISLAI79bmkW4J2UGi95f+%20nYf+Ocv/AOeQqDqqBQKBQKBQRY+1k7b/AFg+T6tFBagUHFe8wl9nEYxO1U2WLAbzpsjiLfnap+r/%20ABRSn5rdvrXXRo5Zvk/LT+v2OnzWLayWIk49QAS82Uo2bEqG1B+RQFWO4wxkxzTzhWbfNOPJF/KW%20i92+Sclcv+Ee2SMe4WFJIIITvTf7m1PyVD6Tl5sXLPzUnTt9XqT+sYYrm5o7rxq6WD+xR9hH1aNh%202n0Rv31ZqlR51DTS3VmyG0lSj0BIuaxM6RqzWJmdIfiePhqiuY7mFSQiIrIhCWreiltSXNiyeO0f%20RrxuHHy8ub8PP/V7fNk5ufD32/T7/TrH3e1+3V7N4coFBBZ/vrQuPsnNnH0m6C9AoFAoFBGZ9knY%20T9Y1u2fnE0FqBQKBQKBQRh/ZK2k/WO79n5xVBagUCgUCgij9td2n7NvZw9JdBagUCgUCgjNJEN8j%20ae7XsH9E0FqBQKBQKBQRj372Te/2gte36NG61BagUCgUCgiv9ta2n7NzZw9JFBagUCgUCgUEYJJh%20Ryd5bRwt80cDQYufzkTCYt2fKN0oFm2wbKcWfRQnrP8As211w4ZyWisOWbLFKzaX5hyryXzHPzEL%20MTGtERbqZi5DykqLgCwv0L6u30kddXG53eOtZpHf3Knb7XJN4tPd3v15aELQpC0hSFCykkXBB3gg%201RLvR+M84cp5HCZZzItJ7rGOSAuPIYsO6K1FQSEAgp0cOFeg2u5rkryz82ntUW529sduaPl19j9k%20jvsyGG32VBbLqQttY3FKhcH71UExMTpK8iYmNYfEc3dk7QbODYOH1aN9YZc3zl/qLkT/ABx7/I8n%20QdVQKBQSlS4sOM5KlvIjxmUlbr7qghCEjeVKUQAPu0HwxkcfIhCexKadglJWJSFpU1oTfUrWDpsL%20bTeg8x+TxuSjiTjpbM2MSUh+O4l1GpOwjUgkXFBz3vM2ctxlHYlGawLizwShvNQ1rUegJSkqJ4Ct%20bWisazOkNq0m06RGsuobcbcbS42oLbWLpWkggg7iCKzExMawxMTE6S+qywUCgEgC53UGkzPN2Fx2%20OdloksyXE9lphpxKlLX+DsJtv2nhUPcb3HjpNtYn1pu36flyXiukx9Mx4Ob5c95sN1ySnMJREUs9%204260lakqISlOgpGtWqyd+6oG16zW2sZPh8u9Zbvodq6Ti+Lz10dNy/zbh86p1EJS0vNC6mnUhKtO%207ULEgi9WG13uPNry98K3d7DJg05u6fJualoTieYR433h4OFvTGbMk8QCCpX/ALNNU+6+Pd46+Ua9%20vYu9pPJs8lvzTp29rtquFI4iHbDe8iTHJtGzLXetjh3pJVt+kldvu1TY/wDDvJr+HJGvr7arzJ/m%202UW/FjnT1dtPY7GELQo432bRtP8ARFXKjajnib4PlbILBGpxvuEg8e+IQbfRUTULqOTlwWn6NPbw%20T+mY+fcVjynX2cXNZrDBn3XRUaDrYDUog7wp1Xa+93tqrdxgmNlWPLSfb/dZ7bca7+Z89Y9n9nbY%20WV4vDwpN7l5htavuqQCf5audvfnx1t5xCj3GPkyWr5TLMrs4lBFd/Gtb7d250W9JHy0FqBQKCUqX%20FiMKflPIYZR6TriglIvs2k7K2rWbTpHGWLWiI1lwfMfvXiRnENYRCZagSXn3QpLdhwQLpUes7vu1%20Ors60jXNaKR4cYhCturXnTDWbz3zpEy+Ucwc/wDMMVD2MhsY+A4tIblrVqOpLgHzr3Gofo63ti2+%20L5pm09u3e0jLnyfLEVjt27mSnkDmOWAvK8ySFE31MslZQCRwJUkb/wASsTvcdflpHbt5s/s7z815%20en3aS2gVQ+YJjLuwpUSTtH9FaKx+/ie+lZJ2M/hvZg5HL8/8pMpdyDrGTgrPdNPK3pWQopvbu1nd%20c3v0XFdceLBnnSsTWzS+TNhjj8VW95H52HMLT7UltDE6PYlCD2VoUTZSAolXZtZXydNqjbzafpTG%20nGsu+03X6sTr3w6qoSYUEYf2SthH1ju/b+cVQWoFAoFAoIov413fbu2+i3pL+WgtQKBQKBQQnm0G%20QbgfVL2ncOyaC9AoFAoFAoIx/tpOy31o29P1aNtBagUCgUCggv8Abmf1TvH8ZvhQXoFAoFAoFBCB%20+wx/1SNxv80ceNBwbx/jbm3uAdXL+HN3CDsecJtw/CIsPxQd16tI/wD58Wv47+7t9asmP18un4Kv%200MAAWGwDcKq1mUGNk8dGyWPfgyk6mJCShQ6OII6wdorfHkmlotHfDTJSLVmJ8XJe7vIyIrs3leer%20+941alMX4ski9vlVqF+Cuqp2+pExGWvdb6+31IeyvMa47d9XYR797Jvf7QWvb9Gjdaq5Pc3zl/qL%20kT/HHv8AI8nQdVQKBQc5zFHy4bEh9SJmPYmRX0w40V0vpabdSVlVnHe+0nt2Q2k7NgJoIYuZGbx8%209DzEho5FydPiQxGV4gx0KSFudwtCtK1LXrShadStXo3uKDJ5PbfAyTq+/dZfkhxqbMYMaS/9S2hS%20nGihm2ko0JIaRcDcfSUGq96sOQ7iIb7b2lpuWxHLG36x6c83Fj9V+9dCbncFE1V9V2uTLWOTwnu7%20eS26Tu8eG88/jHf5f3YWJ5a94eJgNCFNZSnapUBwhejUb2BUlSfu2UKiYNnu8VY5bR/8ZTNxvdnl%20vPNWf/lDIc5v51x3/wAVwgLY9J9hKlJAG8kpUtP8orr+/wA+P/Zj9cdp+tx/j9tk/wBWX1W7R9Us%20uD7x8HJsHZQiLI9F5hdr9GpC1iu+Pq2G3jy+mHDL0bcV7o5vRLcfxFi/DLkjLQlMtglakkG1uFg5%20e/VUr93i015q6If7PNzcvJbWfoc5zdzZCk8vLYgTm5T04hltphCkuW1DVqBVqSCAU2I7V9lV/UN9%20jthmKW1m3DgsundPyVzxOSulacZ1YPKHu7mokOSs3HaCUp0sxnbO3JIushCwNibgA9O7ZUfYdKmL%20TOWOHhH9knqXV4msVwz6Z7vU36eRcIuJNhNxmWUrWAHghS3UnQlQKFrWpSbE7r/7asp6bh5ZrFdN%20fb6pnVVx1Tcc8Wm2uns9kNG57schjYrsnFZNxU9tJ7pDae41J4ouFm3+yq6ekXx1m1Lzz/Rw+1Zx%201qmS0VyUjk9v2NPy9mM/yqp12fDkIhSApIQ8hSQXkgFKu1p3jZ9zptUXabjLttZvW3LP19u3BM3m%203xbuIjHavPX6vV29q/JuayWU54Ex9KXJD7TiFOBJ0NJSm4IAO7s6dp41v0/cWybnmt3zE+rt3OfU%20ttXFtOWs6REx6+3f6n6honfpWuP5tXyfnK9O8o5D3iRJrMSDm23EmRjHkm6EKSNKyN/aVs1JA+Wq%20jq1Jitcsd9JXPRrxNrYrd14dNjHH38bEeYcbDLrTa20lskhBSCAbLterWl4tEWjulU3pNLTWe+OD%20iveBmo8/wuCZmNOvmUlMoNpUkNkdiyiVKT6St3VVZ1ml+WlNP9luHb1rXoeSkWyZP+OvHt6m6y2U%20xM+FO5fjTo7ksR3EtxkIVvbTcISsq0XGnderLd7O/wC3tw+HlVe03lY3FZ1+Lm4/awOR+aIAw+Px%20r09lmZ2m22XEKJPbOjtBQTtGwA7TUbpNb5NtFo4xXhPb0JXWbUpuprM8baT7f6uzCJ2y7rW7b9Wr%20f/aVMQWte5hgR8mjGP5KMicuwDBbXfUq2kE69KSb7ATeusbe815oj4XKc9ItyzPFgZvm7HYjKMxp%20clBk92QstsqUG+8KSCv6y4vpvYbbfJVZuOoYsVuW08fq9K023Tc2ak2rHD6/Qi/7xMC3fTkEOkcE%20RXuv8JaR0Vzt1bBHjr6pda9H3E/h09cNJkfevIRIQnHR23WBtcW+lSFE33JCVqtYcb/JULN1v4o5%20I1jx1T8HQdaz+pbS3hp9vaPSwH/eNzVlnhDxbAaccuEojoLjtuJuq9rW6BU7Hj324rzVrXFSfxW7%20ePoQMl9jt7ctrTlyR4V8/L7+PBs4Xu2y2RAk8w5J3viDZkK75aQbbC4okDduF/u1zv0es/Nktf3f%20Xr28HSvWrV+THSke36tO3iws97rchHDZwy1TEqJDja1IbUgkekCopSf+m+q/d9IvGn6fxR9Mx/RY%20bPrVba/q6VnziJ/q2fKmckRUt8s5MCJNiuJSyHAVd4FO6gArVbZfZ0jdU7p26mv+HJExevd9PaEH%20qW05v8+PjS3fp4O5CJvF1s7B+bVv4/nKt1KaJn6Vv+zV+XWBjz8Z+8IrkSb3L8Z0ALbLahuN94cu%20Oq1b0vasxMTxa3pFo0nuctk/dpF0Nv4R0Y6fGuphaO8spW8alKW4ofdH8tTcW/trpk+KsoeTY176%20fDaDAc55IThheYQiBkkWSh1xB0PHcO0FpSCrgR2T96mfaRpz451r9Xb2mDdTryZOFvrdgETdl3Wu%20v6tW7+0qAnIxES+6OlxsDvF3+qV6XeK1H0xv4f8AXQW0Tv0zXH80r5PzlB7om3+1btf9Grdb+n00%20Hmid+ma4fmlfL+coGid+ma4/mlfJ+coPdE2/2rdr/o1brf0+mgghEvxbn1jevu2tSu6VYjUv8f7v%20GgsETtl3muv6pX/MoGifb7Zq/T3Suj9Z00AonbbPNdX1Sv8AmUDRO/TNdf1Sun9Z0UDRO/TNdX1S%20un9Z0UEpaZgiP6nUEd0q4S2Qb6Te11kfcvQW0Tf0rfH82rp2fnKDwIm8XWv7NW/+0oGidb7Zq9v0%20St/9pQCidY2davw+rV/zKD0om7bOtb9n1at39pQeaJv6Vrf+jVuv+s6KCTCJfeSdLrYV3naJbURf%20u02sNfRagronbfrWur6tX/MoGidt+ta6vq1f8ygaJ2361rq+rV/zKBonbfrWur6tX/MoGidt+ta6%20vq1f8ygktMzxbX1iL92vb3Z021Ivca736KCuid+ma6vqldP6zooARO2Xea6/qlf8ygaJ9vtmr9Pd%20K6P1nTQCidts811fVK/5lA0Tv0zXX9Urp/WdFA0Tv0zXV9Urp/WdFByPOWemwMJFx8NwOZDKISyw%202lBDoQpISVel6RuEjZv3bqm7LBzW5p+WqHvM3LXlj5rNzyxy8/g8O1Bada7yxckL7tStTygLm+tN%20wLWGwbBXHcZpyXm3s9Dtt8MY6xDalE7bZ5rq+qV/zK4Oxonfpmv7JXT+s6KD3RN/St/2avy6wOG5%206jT8PlsfzVHKVKaUGJgQggFJBAJGo3uklO/oqz2UxelsU+PGFfu45LRkjw73XwXHZAcfjvNKadUl%20xKw2qykqaQUkdscCKrrRMTpKfWYmNYaHm5Mgcx8id6tCv/XHvRQU7f3Hk+lSqwy66gUCgUHyGWg6%20XghPelIQXLDUUgkhN99gSaD6oOV95f8Ap2H/AI5y/wD55CoOqoFBhTsJiJ22ZCZfV+GtCSr/AHrX%20rjk22O/zViXbFucmP5bTHrcxnvdtgHILrkACBIQNYcW4stbN4XqKtI6xuquz9Hx3j/HHLZZ7freW%20lv8AJPNTx7jkfkqBj2hkZLzE+UTdh9lXeNISnYSk2SConebbOFb7LpX6E6343+prv+rfrxy4+FPr%20ddGmwpTanIsht9tJ0qW0tK0gjgSkmra1JrwmNFNW0W7p1YIzWIZjTp6pbRiMufWPJWFJuGkdkWvc%208LDjW0YbzaK6cZazlrETOvBrsf7xOVZjD7xleF7gEqbkWQtQ27UC513tuG3qrvfY5azEaa6+ThTe%2047RM66aGP555RzDDzbshtlCTpWzO0NhYPEBRKVCsZtjkrwmOaJ8uLfDvqTOsTyzHqY2C5v5DVLfa%20ghjHKA+2W23GQ6kH5qtn3lWPVWn8XbFGtaxx/LH1tp6pGXha0zp+aWVi/eDyxkZbkZuT3CkeguRZ%20pDgvbsKJ/kNjXTJsslI1019Dnj3mO86RPtbDKPYXI46RBemMd3IbUgnvEGxI2Ktf5p21CzbaclJr%20MTxhMw7mMd4vE90vzzl33irxGFVjnIpfdjhfhHArZcm6UrG+wudoPQLVR9I39ImuHJwjXTm7fW9B%201np1prbPj4zpry9u30ua5exK8pmosLSp1t50eKUhW3u7jvFav6N64Yt/nzbyuS3xTW3d4Vj6PR21%20SM2wwYNlbHEcsWr/APaZ+n0+P2OvY9z7370V38xJxQJKS3cSCOAIKdA+7t+5XvZ6pHLwj4vc+fx0%2034uM/D73HzcVBj8xu4999SILElTLkhI1LDaVEE24lIHR9+vH9M6zGxvfFMa0m3s8O72ezxez6n0a%20d9THlidLxSOH5vHv8PH2+Dqszyj7vMS2S/k5br23TGZcZW4SBuIDfZ+kRV9uP/YoxRx5dfKO/wCt%205/bf+u2zT8MWiPOe76vqc5H5TzE2QhELHyExZCv7u8+hWkIJ7K1uBKU7je4+SvJ5c+73Gf8AVrzR%20Mz8M8YiI7e167Dh2e22/6U8luXvjhMzPjw9P1R5Onne6eUmRHagzW1oUm76ngUEFKhcoSgKvsVuJ%20+Wp38JjtpNr25vHhE6++NP8AyV/89krrFaV5fDjMae7j/wCLOHukQg/UZh5vZt+rG+4I3LT0Vf4b%20YMdYiMVOH0Rr6504vP5v3GS0zOW/H6Z09Ua8GHkfdNlHJCHGMomQF/tDkkLDgAIA027zV2ekj+bO%20Wu0zTE5MXGvdp9umn2sYcm7wRNcWTStu/X7O/wB2jvMJgMZhoiI8JlKCEgOvWHeOEfOWredv3uFa%20Zc1rzrPs8I9DbHiikaQ2NcnQoOd5z5aYy8EONgN5JgpESRtBBKgAlRHzbn5N9QN9s4zV1jheO6U/%20Yb6cFuPGk98du0p8l8zuZNhyBkB3WYhXRIbVsKwk6ddukHYrr+7WvT93OSOS/wDsr3/e6dR2UYpi%209OOO3d933OmqxVhQKDUcycsY3PwvDy06XUXMeSn021Ho6QeIP+2xrvt9xbFOsOOfBXJGkuXw/MmU%205ZmowXM22KdkHJ7SkpGwBR4p/lTx2bpmXBXNXnx9/jHbtKJjzWxTyZO7wl3EFSVR9SSFJU44pKgd%20QILiiCDVYsV6BQKBQKCKL+Nd327tvot6S/loLUCgUCgUEJ/7DI/VL3i/zTw40F6BQKBQKBQRj372%20Tv8AtBa9v0aN1BagUCgUCggu3jmtu3unNn0m6C9AoBIAud1BKNMiSkFcZ9t9CTpKm1JWAei6Sa1p%20etuNZ1b3x2rOlomPSrWzRORIZjMOSH1htllJW4s7glIuTWYiZnSGJmIjWXBckQ389mXeZ56T3Me0%20fGNq3AIFtX0Qf94noqy3VoxY4xR3+PbtwV+2icl5yz3eD9BqsWJQKBQYmXxrGTxkmA/9nIQUXtfS%20d6VDrSqxFb48k0tFo8GmTHF6zWXLe7Oc8mHMwkwkTsa8UlJO3uz2Rbp0qSfktUzf445ovHdZE2N5%200mk99WVzl/qLkT/HHv8AI8nUBOdVQKBQYGaybmPiJcZYEmS863HjslfdpU46oJGpdlaUjeSEk23A%200EsVmzJx0iTPbRBdhOOtTkBzvGkKZO1SXSlvUgpsoEpG/aAaD3AZd7KRnnnophqbeLaWlKKladKV%20pUsFKNKilYungeNBpvea42jluMVqCdGXwr6gSAe7jZaLIeIG86GmlrIG2wrfHjtedKxq0yZK0jW0%206QzH+fuUWWkuKyLawpIUlLYWtW0XAISDpP3a712WWZ+Vytu8UR8zUOe9OC84WcTjZWQf4ICQkHh8%203vFf8Nd46daONrRWHCeoVnhWJsmMz7zskLRMWzjmlfnXti0/I4r/ANnWf0ttTvtNu3bxY/U3Fu6s%20VYeX5N5/yOPe8bl0yV2BTBbJQ25Yg2VsaRccLiumLdYKWjlrp9PbVpk2ua1Z1tr9HbRgYz3VZV3E%20yVzHjFnK/ZooUlSDp/SlNx2uFjs/krpk6jWLxy8a+Llj6fbknWdLeCOJ91/MbkSWZTngHNNmGAtK%20w6obe2W1EBPD/qrbJ1DHExp8TXHsLzE68FuWfdbKkrknO6oqGx3bTbS0KXrOlWoka02CTurTcdRi%20NP0+LbB0+Z15+Dd473SYZmO+idIXLfdFmXkgshrrCQpQUfu7OquGTqd5mOWNISMfTqRE83FTEe6f%20BxkOjJOKyK127s9pgIA6kLJJ+6fkrGXqV5+X4feY+nUj5viTxvukw0eQ6udIXNZUCGWrFrRc7CpS%20FXUR8g6qzk6neYjljQx9OpE8eJjvdHh2JLjk2S5MZP2TIHdaRf5ykqJVs6LUydTvMcI0linTqRPG%20dWafdbynf7N7fe3en71c/wCRy+bp/H4msie6jGuOIkOznlRXEJWlkJCXASkHa4bgjfs0VQZuk7e8%20zaImsz5THL6o0n63oMHWdxjrFfhtER4xOvrnX7Hb4vFwcZDRDhNBplHAb1HipR4k9NTMOGuOvLWN%20IQc2e+W3NadZZVdXJzGV93fL2SyDk53vmnXdrqGlJShStvaN0qN9t99VufpWLJebTrEz5LPB1bNi%20pyxpOnmyMVyLy1jVpcai98+ggpefPeEEbiAeyPvVvg6bhxzrEaz9PFpn6nny8JtpHlHBv6nq9Fdv%20GtbdvdObPpN0FqBQKBQKCMz7JOwn61rds/OJoOX5x5dmeITzDhSUZWKLuoT+dbAsdnFQTstxGzfa%20qrf7S2v6uL/ZHvW/T95XlnDl/wBdvdLbcr8zRM9AD7XYkt2EqPxQrq/FPA1K2e8rnrrHf4x5Im92%20VsF9J7vCfNuKloZQKDCzGGx2XhLhz2g6yrak7lIUNykK4Ef9NldMWW2O2tXPJjreNJcLjMpk+Spa%20cfkwqRy864tMWYBdTZCiDsBPEXKflHEVY2pXc15q8L+SBS9tvPLbjTz8n6Iy8y+yh5laXGnEhTbi%20TdKknaCCKq5iYnSVlExMaw+6wyUCgUEEftz36prh+M5xoL0CgUCgUEJ/7DI/VL3m3zTx4UF6BQKB%20QKBQQj/bSv1o4W/NI+/QXoFAoFB4pSUpKlEJSkXUo7AAOJoRGrkuY+fsRju1CebmzEoWhLSCVICl%20KRtUsbLAJOwbarN11PHjj4Zi1lrtOk5cto5omtPP+ivJfOqM8hxmSluPPaIIbSrY4k32oSSVdm3a%20p0/qEZ9YnhaPedS6bO3mJrrNJ93pdTVmqnJ+8TJvtY1jExAVTMs53DYBsdII1C9x6RUE7eBNVfVc%200xSMdfmvOi26Rhibzkt8uONe31uYwfL3PnLveZGNGQoW0yIWsLU6gWNwlBUOm1lavu1W7ba7rBre%20I9Mefs/utN1vNpuNKWn0W7tJ9f8AZ23LXN2OziC2m8ee2Proaz2hY2JTu1D/AGcaudpvqZuEcLeM%20KTedPvgnWeNJ7paTn3ISclNicp41f18tSVzlDboaG0BVt27Weq3TV9s6RSJy27o7lDu7zeYxV8e/%200OswsNiFiYcVhOlpppCUiwF9lyTa20naeuoF7zeZtPfKbSkViIjwZlatigUCgUH59zCpfL/O0fPp%20uiBMWIs627a2jtH5LK+6mrLb/wCXFOPxjjHbt3q7P/iyxk8J4T27dzb84kHmLkQjaDnHv8jydVqx%20dVQKBQabJ8sQZAdkQGmIGVcdZfOQSwlSlrYWFp77SW1Op3ixVx2EGgx2uX5S2ncbPUmVBmh6Rk5K%20O8jrckOOJLaGQ27rbQhCSDdRPo7T2qDNwXL0bDGZ3Dz7wlvd8fEPvyCnshNtT7jp4b/5hQc372MY%20mThoUrvClxqbFhtI+YpeSlMw0FXQEuOpJP4N9hqZs91GKZ1jhKJu9tOWI0njDM5Y93uJxkFIyDDM%206eolTjq0a0JvbsoCxuFt5F6zuN7a9vhmYhjb7OtI4xrZ0jeOx7SAhuKyhA3JS2kAfIBUO06zrPFL%20iIh9+DifoG/91P8ANWujJ4OJ+gb/AN1P81NB54KHe/cN3G46E/zdVNA8HD/QN/7if5qaQIMQ4anJ%20KSy0oBwC2hOwFtGw1kX8DC8u3s3dhP8ANWNA8DCP/h29m0dhP81Z0DwMLy7ezd2E/wA1Y0DwUPZ9%20Q3s3dhP81ZAQoQ3R2x9BPH5KaCUKLFVDYUppClFtBKlIFydI2m4oK+ChbP7u3s3dhP8ANWNB54CD%205drh8xPDdw4VkPAQfLtcR6CeO/hQe+BheXb339BO/p3UHngIPl2uI9BPHfwoJLiQ/Fto7huykLUR%20pTtKVIsd3Cgr4GD5drff0E7zx3ddA8DB8u1vv6Cd547uugHHwDvjNbd/YTxv1dZoBx8A74zW3f2E%208b9XWaAcfAO+M1t39hPG/V1mglJhQ0tpUiO0Fd43t0pGwuAHh0KNBYQoYAAYbAGwDQnd96g5LmLk%20qQmac1y+UMz07XYhA7t7bc+l2QTbcdl9uw1U7rY2i/6uGdLeXn27cVxtN/Safo541p4T+VCBz1gE%20NLazOPEDIRx9YyGbhSgBsSLXSTYbFffrGLq9NJjJHLePDt9rbL0a8zE4pi9J8de3u9joMBk+Xc3G%20U/AZb+qIS40ttCVoPzbgX2HTsI6Oqp223dM0a1V+62eTBbS8d7Z/u+Bu8M1ut6Cd27o6qkor3wMK%209/DtXve+hO+1uigw1YfGTYDsWVFbWy4pxBTpA7IWoJsRYiw3W3VtS81nmjva3pFo0nucP3E3kaeE%20yWhkOWpC+w4UJU4yojr3H+RXCxvVnMU3NfLJ9at1tt7eeOXew04ebGblRUMPR3RrbcQlJBvcHhv3%203qsvSazpMcVlW0WjWO5bwMHy7W+/oJ3nju661bHgYPl2t9/QTvPHd10DwMHy7W+/oJ3nju66CSIc%20Txbie5RZKEKCdCbAqUu5GzeeNBUQYIAAjtWG7sJ2cOigeAg2t4dq1rW0J3HhuoBgwjvjtHh6Cdx+%20SgGDCO+O1w+YnhtHCgeBhHfHa4fMTw2jhQSmQ4aIj60stIUlClBehOwhJF+FBbwMK9/Dt3ve+hO+%201r7uig88BB8u1wHoJ4buHCgeAg+Xa4j0E8d/DjQe+BhXv4du9730J32tfd0UHngIPl2uA9BPDdw4%20UDwEHy7XEegnjv4caCTMSIp2RqZaVpcSANCdgCEqA++b0FfAQbAeGasN3YTs/k6qB4GFe/h2r9Oh%20PV1dVAECCBYRmgNnzE8N3DqoOWzfN/L8NwQsdEbyeRPZbZYQlSAq+4qSDxG5P8lVu46nSk8tPjv5%20QtNt0q945r/BTzlgs8m5/OuiRzA8iDFJunHxUpB+kRdI+6So/cqPGzz5+OaeWv5Y7fekzvdvt+GC%20vNb809vubxnkrlhjTEEBtxpxpYcW5dThIUix1HaDtO1NqmV6dgrXl5e3p+5Av1LPa3NzT9nsarmf%20kPGsYozMIz4WdAu8goUpRWlPaKSVFRuN4+9xqJu+m1rTmxRpevFN2fU72ycuaeal+DdcrTsdmsMz%20M8OyHx2JKAhPZeT6XD517jqNTtnuIzY4t490+lX77azgyzXw8PQ0eTixpPvJxkUNoDMWOp1SEgAF%20Z1quQOvTULNHNvKR+Wuv1rDB8GxvPja2n1f1dmIUMXIYbF9/YT/NVwpHJc98t4ZOOezSCIE2INaX%20mhbvFXslJAt2lE2ChULP0z9e8Tj+HL5/f96ftuq/t6zGT4sXl933fU0Xu8mY05eSvMC2WyGlUZb6%20AlCkK22buEga+GyxFgOis4uqXnTb5o5L04en7PvYzdKpGu4wTz47/wDj9unvjxfocOFCXDZUphpR%20W2kqVoSdVxc/fvUxBWOPgHfGa27+wnjfq6zQDj4B3xmtu/sJ436us0A4+Ad8Zrbv7CeN+rrNAOPg%20HfGa27+wnjfq6zQDj4B3xmtu/sJ436us0Gm5g5di5fEZKChlCXyoGMrSBZxLaFJsbbATsPUTXfbZ%20v07xbtp24uO4xc9JhxWMyjc57kNtxtKJ8HPPRpPZCVkJweS0KVx9EWN+IrrvcMUvrHy24uWzy81N%20J768H6rUNLKBQKBQKDlfeX/p2H/jnL/+eQqDqqBQKBQKBQRj372Tv+0Fr2/Ro3WoLUCgUCgUEIFv%20Ax7Wt3SLado9EbqC9AoFAoFBFf7a1+rc4fjN8aC1AoFAoFBCZ9in9a1xt+dTQXoFBqOZOWYGdhFh%208Bt8bWJQSCtBH3rp27U3/lqJvNpXPXSeE+Epmz3t8F9Y7vGPNzcb3XKithUXMvsSuLzadA2HZ2Ur%20B2f0qr6dGmscMkxP0f3WV+uc8/FjrNfp/t9i55P5wa+w5mdc/Whe4beK18a3/Y7ivdln19pc/wCQ%2021u/DHq/tAvl/wB4gV2M80pPSUWP3gg1j9pu/wDkjt6iN3s/HFPt/qkxy7z+4hQOdbbRqX6AIOrU%20bnYhO9W2s/td3Pfk7exn95s47sU9vWSOS+b5bS48rP8AeR3BZxBSpQI6wT1Cldnutf8Abp6NWJ32%2010/0xLnMxgOZuUo6Fxp737rcUO+dilae7Udl1NlXHgb7d1xsqXi6ZuM88c88306/Xqi5eq7bDHDb%20xy/Rp9zfY3lbL5KE1Nh84S3WHRcKAdG3cQQXthB4VHydJz0nScttfX/+kjH1jb2jWMNNPV/+WQrl%20LnVlJXH5jcdcSOwlzXY23A6lLH8lc52W5r8uXX09pbxv9rbhbFER9HaHLYV3nHAZF/JSIUp1hF/H%20hzWEuA37RWQq+knVqF/vVWbe24wXm81tMfi18e3mtdzG23FIpFqxP4dPD1fY/ScDnMfme8lwllSO%207bS4hQIUhV1nSRuvt4V6Xb7muavNWfveX3O1vhty3htq7o5QKCK5sNElEVb7aZKxdDBWkLUOkJvc%207q0nJWJ5dY18m8Y7TXm0nl81q3aIzr+CkWvfu12ta/ondfZQWoFBrsjzFhcbIajzpaGHnraEKudh%20NgVWB0i/E1Hy7rHjmItbSZSMO0y5ImaVmYhsQQRcbqkI5QKCMe/eyb3+0Fr2/Ro3WoLUGlz/ADdh%20cKgiS8HJNuzFbIU4ei4+aOs1D3O+x4fmnj5eKbtNhlzz8MfD5+DnBH5x5tuZCjhsKr80L964gj6J%20UOs2HUar+Tcbr5v8eP3ysufbbT5f8mT3R29c+h1OD5Zw+Fa0QmbOEWXIX2nVfdV/1Cwqz2+0x4Y+%20GPX4qrdb3JnnW8+rwbSpKKiv9ta3/ZudFvSb+WgtQcNy0n9yc7ZPC20xpo8REHAWusJSOgJUofRq%20l2n+Hc3x+FuMdu3cvd7P6+1pl/FXhPbt3qw7u+9OfusxDT/Klr8utqcd9b6K/d97TJGmwr9N/v8A%20udpVwpXAcxuK5q5rj8ux1E43Hq77JOJ/DTsKb9V9A6yeirPBH6OKck/Nbu7e9XZ5/Vyxjj5Y4y6X%20mLlPF5qElhxAZeZTpivtgAt23JsLXT+LVDvNnXPHxfN5r3Zb2+3t8Py+MOf5f5rm4l5nD8ykICkA%20wsgdqFo+bqV9z53+9UHb7y+G36Wf1W7dvNP3Oypmr+rt+7xr5dvL2O6BBFxuq5UhQKDn5nPXLsTL%20/ux95QdCghx631SFH5qlX2deyw41AydSw0yckzx9ywx9LzXx/qRHD3yz/wCJeXP/AKrD/wDMNflV%203/d4fz19sOH7LN+S3/bL5iZrDrcfKJ8ZYUvUjS6g3AQgHjt21tXcY57rR7Wtttljvrb2S/IcvNkx%20eeXp8FLQcjzlPxQFJW0VqQtnvLk6QVNvLCjfZrUNlTZ61s/hw3nWdPm04RPp7fSiV6JvPizUjSPy%2068Zj0dvo8H7jXB0KBQcvza5JMNacsxHbwCZUXxD3fKc7xgugOCS0pptCG721dtQIvq7N6DCxysEr%20lLLQW50aDiJhnjHOrUhLCYiuyt1pJUgKZS44TsOmxFjpIoTDO5DcheCmsQGsf4JiRpZmYlgRoj92%200KUpCAp1OpCjoUQtQ2fdACfvMJHLcQgXIznL+wbz/wCuQ+mg6XxDt/2Zz7t2/wAusajzxL2z+6u7%20etrZ/wAdZDxL3lHfvtdf4/VQDJe8o6fla6/x+qgGS95R0/K11/j9VA8S95V377XX+P1UEmXnQ7II%20jOHU4CdrezsJHFfVegqJL3lXfvtfl0DxL1v2R37l2ui/4fyUAyXtv91dNutrb/x0DxL3lXfvtdNv%20w6B4l7yrv32um34dBKI+6mKykRnVAISAq7djsG3au9BUSXvKOj5Wur8froAkveUdHytdX4/XQBJe%208o6Pla6vx+ugCS95R0fK11fj9dAEl7yjo+Vrq/H66CKn3PFsnw7gV3a+xqRq2qbuba7bOO2gt4h7%20yrvHi1w+nxoPfEO3t4Zzfa92+i9/ToPPEPeVd4cWuP0+FA8Q95V3jxa4fT40HviHb28M5vte7fRe%20/p0EZL7ymk/3d1PbaN7tfpE7PTNBXxL3lHfvtfl0DxL3lHfvtfl0DxL1v2R37l2ui/4dZHviHb/s%20zm/fdvo/p1gBIeP/AIZ0bL72/venSQ8Q7f8AZnN9r3b6L39OgjFfdS0QIzputZ3t7NTirjav5v8A%20+FBXxD1v2V37l2un+nQeOKLra2nYi1tLBStCu6KVJOwggq2g0iZieDExq4GZjcvybOcy2GYcdwi7%20GZAWoHQOkEFZsOCt447KtMeWu4ry34X8JVt8dsFuanGnjDscPzHDzEJMuA2462bhSbthSFD5qkle%20w1Ay4bY7aWT8WWt66wz+/dv+zObt92/y65OjgMy2vlXmNvMwGFNY2QUoyEUFOlOsq2hKSbBWklPQ%20odBtVFuaTtcsZafJb5oeg2uT93inDf8A2V+We3bT0O9bmLcQlaI7ikLGpKgW7EHcfT41eROsawoJ%20jSdJeiQ9s/urouL72tnV6dZYaTmLnKHh4iyUa5uxLcUraKgtQuNaULUoDrtULd76uGs+NvJP2Wwv%20ntHhXzcK5yZztksmnIymu6ckrS84+FpCmr7RZBWFgoG4cKo56fucl+eY05uOuvd9q+jqe1xY5pXj%20FeGmnf8AZxdD8PH3P2jJz3TuJJRu27O04qrD+I88llZ/M6fLjpD4f928BtlxwyJ1kJKjqUzbYLm5%20FZ/hqfmsz/OZPy19/wB76+GcK1jInk9JUx/LtrH8NT89j+byflp73p92zCblmZPbJ33Uydm217KT%20T+HiO69j+atPfSktZkvdfknJLa40hTqFWDy5GkLFtl06VKCtnAkVHzdFtNta29Ovek4eu0iulq6e%20Wnc2LfLvP2MbQjGZRT7TYSlLT4QAEgWskKU9YDgL13jZ7rHGlMmsfT2lHnfbXJOuTHpM+MdoV/ir%20nfGgDLYLxCE7C/HJ++dHep/2U/e7nH8+PX0dpP2O1y/68mn0W7R9qiPetgbWeiy23B6SdCCPkOsf%207K3jrWLxi0dvS1noWXwms+37miznvNkLcIwYMdDi9brryEaydCUhISStNuzv/m2w931mZ0jFw89U%203Z9DiNZy8fKI7Qz2ZfvC5kitKaSnG495O19qyHFi3pAKV3gvwtprtS+73FdY0pXt6/qR712e2tOu%20uS8eHhH2fW3WB5NxOJcEjwrsudfV4l8tqIVe90p1WBvx39dTdt03Hi4/NbzlB3XVMuaOX5a+UOh8%20S95V3hxa4/T4VYK48S9b9ld3Xtdr73p0DxD3lXeHFrj9PhWBFT7pltK8K4D3axa7d9pQT8/hasi3%20iHvKu8OLXH6fCg43nwvQcliOYkMuJER0NSNqNqDdQF0lR2jUn5apup60vTNEfLOk+jtqu+lT+pS+%20GfxRrHp7aJcqT25/OubycZtb7am0obKSm+kaQPSKRt7vprGxvGTc5L14xpHb3Nt/jnHtcdJ4TrP2%20/e3nN/NCsJh3XwypEp36qIFlBBWb9qyVKNkgat3QONej2uD9S+nh4vNbnP8Ap018fBj8jYN/DYor%20kR3V5GcrvpayUXB2lKTdd9l/u3JrbeZ+e/D5a9zXaYP068fmnvdH4h7yrv32vy6iJTVzsVDzGIai%20TYa1p7tPduAthaFaR2kHVsqPuNvTLXltHBI225vhtzUlzEPLZ3k11MPLMuS8Ko6YspNitAG4ekob%20vmk/cNVVM2TaTFb/ABY/CfLt5excXw4t7HPj+HL418+3n7W8he8Pl+bkUQI/fKddOlpakpQhSvwQ%20VKG3huqbi6nhvfkiePuQMvSs9MfPMemPGGFzJzjKdfThMA2pzKv9lbgKFBofOsUqUNQ4n5tcd7vb%20a/pYuOSfd29zvsdhXT9XNwxx7+3va5j3XoMhl+ZIkSNoXLaAQC4sklVnC7cDp2XP+zhXokaxNra+%20f0+t3v16eWYrXTy+iPQ3Z5B5Rvtw6+H55fDd+eqb/Fbf8vvn70L+X3P5vdX7mOnkHldxbwGOeRoW%20EgIe2p2JVba4d9/vHprWekYJ8NPXLaOsbiPxe6Puc9meScZA5j5eYSl7wOYnKhOMuFN0d3BlTNQW%20kknV4TRa3G99lqjz0SnPrEzy+X9UiOvZOSY0jm8/6P1KrpRlAoFBIxI5liWUXkJbLSXCSbIJCiAN%20wuQL232HQKCtByvvL/07D/xzl/8AzyFQdVQKBQKBQKCMe/eyf1gt/ZooLUCgUCgUEYP7FH/Vo43+%20aONBagUCgUCgis/31oX/ADbmz6SKC1AoFAoFBGZ9inZf61rZ/wBonb8lBagUCgUCgUEIdu5Va32r%20u7d9qqgvQKAQCCCLg7xQcDn+V53L8l7mHlhYYQhJXOgH7Mtp7SikH5vHTw+b0VZ4dxXLHJk4+Uq7%20NgtjmcmP1x4Mrlv3m4/LTRDlMeAcWklpxTgWhRAJIJKUadg2f9L6bjp9qV1ieZtg39bzpMaNnnpv%20L0mHOjTp0duNIYQhKy4knWFLIKQDtKTY1XZdnbNWaaTxWOHeVw3i+scH5/yz7wMpjHYsWU4HsW0A%202prSnUlF/SSoC5KegmvK7XqOTDaKX+WvCY8Y/s9duumYs9ZvT5rcYnz/ALs2J7yeZ5WY0xWEPtvK%20KWIATuHzTrHavs2km2/dXSnV81snCNYnuq5ZOjYKYvinSY77dv7tDJh5TDZRuflQ2qU2+mQWC824%206ty+uy0IWpQCuKlD+W1SendD3OXNW140rrrMz270fqPXNtjwWrSdbacsRGvjH1M6Xj/eLkM+zMdj%20yWJb+lTDqNSWmUK3J1AkNgDek7enaa97XJt60mImJiPf97wF6Z7X1mJiZ9kOs/gnnB03e5qfRcbe%207DnD7jiKg/u8Ud2OO3qTf2uWe/JPb1pP8g8xNx3FnmyYtKUqUUnvbGw3bXzSd7j/AOOvb1Mfs8n/%20ACT29ah93/Mh/wD7dN/73/n0/eY/+OO3qP2eT/kn3/efwJzU2R3XNcpXTr73hbpdVT95i/447eo/%20aZP+Se3rczzNy5z63ko6HHZOUtYxpLOspQq/G2xsg8T9+pm3z4OWeEV7e9Fz4c8WjjNnRDmX3gYZ%20AOYxAmxkjtSI57dhvUot60j5Uiov6GDJPwW0n6Un9fPSPirrDcYf3hcs5LSjxHhH1fmZNm9vUu5R%209zbeo+XY5KeGsfQ7497jt46T9Loylp0JUQlad6SbEfdFQ5rE96XE+TDOPx8rxDMmO1IZQ8FJacQh%20aUq7pG4EHbtrS+Glo0msT6m9Mt6TrWZifoZwAAAAsBsAFdIhzKBQKBQRXbxrW3b3Tmz6TdBag5v3%20gycY3yxMamuhCnUjw7YI1qcSoFOkHhf0uqtb7Gd1WcccNfHyb49/G1vGTv08PN+dcjcxYzCPz5sk%20LU+mNoisiwS4StPZJ2m9wNvReufTv/W8uC3Na1ZmeHDXhHfrxiPJ16n/AOyYtxTlpW0RXj8WnGe7%20wmfNtuWcg/zlzgzIyoQG8cwXmYzYUGypC0gHaT85YUemwG6vQbikYMUxX8UqDBec+XW34YfqdUq3%20KCEC3gY9rW7pFtO0eiN1BR5hl9pbLyEuNLGlbawCkg8CDWtqRaNJjWGa2ms6xwlw6vdNjTNcdTNd%20biqJKGEIGtOzZ9YSb2/o1Sz0SnNrzTy+X9V7HXr8mnLHN5/0/q6XA8r4jBtqTCbPerFnJDh1OKHR%20ewAHUAKstts8eGPhjj5+Ks3W+yZ5+OeHl4NtUpEKCMe/eyb3+0Fr2/Ro3WoOb5y/1FyJ/jj3+R5O%20g6qgUCgw8tlGsbD8Qtpx9SloaZjshJccccUEoQjUUJuSd6lADeSBQQi8wQnsVIyTyXIbcMupmMvh%20PeMqYJ1hQbU4k7BcaVG4ItQXxc+RNjl1/HyMcb2S1KLJWpNr6gGHXgB1KIPVQaH3l/6dh/45y/8A%2055CoOqoFAoFAoFBCPbvpW/7UX/skUF6BQKBQKCEG3gY9r27pFr7/AER00F6BQKBQKCK/21r9W5w/%20Gb40FqBQKBQKCEy3cpubfWtbf+1TQXoFAoFAoFBGHfulXv8AaO77fpFdFBagUCg+XWm3mltOpC2n%20ElDiFC4UlQsQR1isxOk6wxMauRb91fKiVPKUl9wOG6Eqd2N7dyNISf8AevU2eo5foQ46fi+l9Rfd%20ryk1MVqjLeCEoUlLjirXJV+CU39HjWLdQyzw10ZrscUeD6+GPKpmOSC27ocBtGDhDSCRa6bAL++q%201R5yRM801pz/AJuWOb2pEUtEcsXvyfl5p5fY5CD7tebI+bsy+IrDKiWcklYuRwKUJVruRvB2ddWE%205trpz8leef8ApjX26IH6W5n4Oe36cd3xTp7FsT7uuZW+aWZM0pXFYkJkOTVLSvvdKwv0SdepXHUK%2065d9jnFpHfMaaeTlj2N4yaz3a66+b9VqlXBQQnW8DIve3dL3Xv6J6NtBegUCgUGnzHKPL2XJVMho%20Lx/Pt3bcv1qTa/y3rvi3OSndLjk29L98Oc/gLmDEqKuWs0tpu9xFk7UfdNgpBP0Kl/vaX/2V9cdv%20tRP2l6f67e1os3zlz/h1+EmpZjPOK1iQhCVldkgWBupG6x9G9SMG1wZONdZ+hwzbnPj4W0bqF7xs%20+qI069y3JdSpIJktd4G1/jJBbULfSNcL7HHrpF47et3pvbzHGk9vUp8TZCDpfwEttz8Haf8AahPG%20sfx8T3Xhn99P5LHxR/8A4SX/ANPo0/j/APqhn99/02Pigf8A6JL/AOn0afx3/VB++/6bPfiRk1C7%20XLctaTtQe2LjhuaV11iNjTxvXt62P3tvyWa/M+8PmZpjvhgXccsIUgSJAcUlOpSdvabbHC23prpi%202OKbfPFvoj+7TJvckVn4Jj6Z/sjguZPeNzBFWxALCUtkJdyC0pQoFW23FOwfgouK3zYNvinW2vo7%20fe0w58+WOGnpbzGe7aL4jxuflOZaYq1wsqDYO/p1KtwvYdVR8m/nTSkcsO+PYxrreeaW0a5B5Qbb%20Laca2Uk3JUpa1brekpRNcZ3mWZ15naNpiiNOVnYfl3C4ZLgxsVMfvTdxWpS1G24allRt1Vyy575P%20mnV0x4aU+WNGxrk6lBGDfwUe9792i97X9Eb7bKC1AoFAoFBCOLPStm90Hh+iR0f9dBznOX+ouRP8%20ce/yPJ0HVUCgUGjzHL7jiVysctash4hiSlqVJkKjEsrBKAgl1DIUm4u23v22NBr3MPlZWMyOGlNN%20pey7UqTLkIUtcZhx0pQyykqQgvApB1ns7vRAUBQZvKmAcxXjnFRImOTLcQtOPx5Ko6NDYQVgltjt%20LttsgbhvoMP3mAHluIDuOc5fGw2P/wAch8RQdJ4Jn8J3j+dd4/SrOoeDZ/Cd33+1d/KrAeCZ2dp3%20Zu+td/K6qB4Nm99Tv9q71fjdVAEJkC2p3h+dd4fS6qB4JnZ2ndm76138rqoJMxG1OSQVOW1gCzjg%20Nu7SeCt+3fQVMNk37Tu3YfrXfyqAYbJv2nduw/Wu/lUAw2TftO7dh+td/KoBhsm/ad27D9a7+VQe%20+DauTqc2/wBa5+VWNBCFFaVEYWVuEqQlV0uuBO1I3DVurMi3gmfwneI+2d4/SoBhsk31O8PzrnDb%20+FQPBs/hO7Nv2rv5VA8Eza2p3db7Z3h9KgeDZv6Tu+/2rvRb8KgiuKz4ptGpztNuH7Vy/pI46r8a%20CxhMkW1O8fzrvH6XXQPBs3vqdv8ArXOv8broHgmbEandv9c7+V10AwmSLaneP513j9LroHg2b31O%203/Wudf43XQSlRWkNJIUsfWNjtOOH0nEjirr2UFTCZItqd4/nneP0uugeDZvfU7f9a51/jddA8EzY%20jU7t/rnfyuugGEyRbU7x/Ou8fpddA8Gze+p2/wCtc6/xuugCGyPnO/K64ev8LroIxYjSml7XBdx0%20dlxxO5xXAK39fGgsYTJFtTvH867x+l10DwbN76nb/rXOv8broHgmbEandv8AXO/lddAMJki2p3j+%20dd4/S66AYbJv2nduw/Wu/lUEkxWjMdTdexts3DrgV6S9+3dsoLeDa/Cc/tXPyqxoHhGvwnP7Vz8q%20mg88Gzb0nd9/tXOm/wCFWQMNk37Tu3YfrXfyqAYbJv2nduw/Wu/lUEpkVsRH1AuE92rZ3rnAHgVW%20oKmEyd6ndvQ66OnoV10AwmT853b/AFzvX+N10AwmT853b/XO9f43XQPBs/hO7Ln7Vzj9Kg9ENofO%20c/tXPyqAIbQAGpzZ/WuflU0GE7hsZOLzU2OmS227dCXipwAltJv2idu21bVvNeMTMNbUi3CY1ZiY%20TCQAkuADYAHHLAD6Vatn14Vr8Jz+0c/KoHhWvwnP7Rz8qsaB4Vr8Jz+0c/KrI88I1+E5/aOflVjQ%20Y0iBFefTHeBdZdadDjS1rUFDUgbbndtraJ04wxMaxxUi4nHxGQxFa8OyCSGmlLQkE7TZKSBS0zad%20ZnVitYrGkRor4Rr8Jz+1c/KrXRseEa/Cc/tXPyqaB4Nq99Tn9q5+VWR54Nm1tTvT9q7938Kg9ERo%20fOc/tXPyqCEKIyqIwrUva2g9hxxKfRG4BVgNm6gsITI+c7s/rner8bqoAhMj5zuz+ud6vxuqgCEy%20PnO7P653q/G6qAITI+c7s/rner8bqoAhMj5zuz+ud6vxuqgixDa7x8XcGlwAEOuXPYQbq7W0/doO%20d5tjttcx8ilJWb5x4dta1/8AyPJfhE9FB19AoFAoFAoOV95f+nYf+Ocv/wCeQqDqqBQKBQKBQRj/%20AGsnYR9aN/6tG6gtQKBQKBQRg38FHve/dove1/RG+2ygtQKBQKBQRXfxrWzZ3bm36SKC1AoFAoFB%20GYbNJ22+sa2/9omgtQKBQKBQKCEM3ZVtv9a7u6nVUF6BQKBQKCKL+Nd6O7b/APzLoLUCgUCgUEJ3%207DIuL/VL2dPZNBegUCgUCgUEI1u+lW396L7t/dIoL0CgUCgUEV38a1vt3bl91vSR8tBagUCgUCgU%20EYJvCjm97to29PZHRQWoFAoFAoIR7d9Ktb7UXtv+yRvoOc5y/wBRcif449/keToOqoFAoOc5inzX%20W/BGPKgRnJkWM5kA422HW3nUpUGVsuqebKr6NRSg7eztsaCnL7Ak4vIY92RIeisy5EZl8yHe/wC7%20Sr0RJSsO3bUSjVr1C1ib0HnJsdAhyprL8h6FNkKXBTJkvyiGEfVoUlb63FWdKS4Nu5QoMX3mpe/h%20Zt1qO/J8NlcLKdaisuyXu5jZeK+8pLLCXHV6Gm1KISkmwoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUq%20B8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoNThfeTGGSzxyEDN%20oiKnIOIUOX8zdUXwMUKUdMMm/iQ8O3t2fg2oNt8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec%209n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUGp5S95MZPKuGTnIGbazSYMYZRtPL+Z0plBlPfpH%20dwyiwcv6Jt0UG2+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4%20l8u+Tzns/nPUqDUyfeVH/irHFmDmzhBBnCc5/D+ZuJReieFG2Hr2t+I3C2zb82g23xL5d8nnPZ/O%20epUD4l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQanmb3lRzjmRh%20oObXL8djy6Dy/mR/dROZMw9uGB2YveHp/B22oNt8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3ye%20c9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqDVcte8qOMc9++YObRL8dkO6%20A5fzJ/uhnPeDPYhkbYvdnp/C23oNr8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPi%20Xy75POez+c9SoHxL5d8nnPZ/OepUGpje8mN/FWRU9AzYwpgwRCc/h/M6jKD0vxSTaHrslssWuLbd%20nzqDbfEvl3yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqB8S+XfJ5z2f%20znqVBqubPeVGVyrmRg4GbczZgyRi2zgM0AqV3Ku4SSuIlAu5b0iB00G1+JfLvk857P5z1KgfEvl3%20yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqB8S+XfJ5z2fznqVBqcN7y%20o4yOeOQg5tMQzkHDkcv5ntRfAxgonTDJ/au+Ha27Oi1BtviXy75POez+c9SoHxL5d8nnPZ/OepUD%204l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1Kg1Mn3kxv4qxymYGbOFEGcJrn8P5nUJRe%20ieFSLw9dlNh+9hbZt+bQbb4l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9%20n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUGq5T95Uccq4YZ2Dm282IMYZRtPL+ZITK7lPfgd3D%20KNjmr0TbooNr8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoHxL5%20d8nnPZ/OepUGqw3vKjjI5394wc2mIZyP3ORy/me1E8DG1E6YZP7V347W3Z0WoGR5kicwc08nNY2D%20lf7llX5Ut2VicnCZbZ/dE9jUp6VHZaF3XkJA1XJNB39AoFBKXDiTIy40xhuTGdFnGHkpWhQveykq%20BBoMRjA4qO+w7HjoZRFYXGixm0IQy024oKcCEJAA1aE3+592gzWWWWGW2GG0tMtJCGmkAJSlKRZK%20UpGwADcKD7oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNHzWl9LMB9qU8x3c6GgtMrCEuB2U0g%2095YalAIKhpvpN9oOywYL7czH83IlS0rdh5KQGIK0ZCV9Wrw19KoBCY5TqaWorCido2cQGGlv94y4%20rzrzrEfOzn1Ex3lx3FsRGVJjIDrSkOBCg2XrJVtv0XFB94t2a6nlWWufJdS645GUkrHdvNojyCl1%20zSPrFOBCFalEjZdNrklAzHfBSpGayU+Q5FgRy3AQ804tpehhQW7ocbIcBW8vu+wdR02G2g07rE7w%20iImTyMuG0xj52Qjq8U6w+gB67Pfu69Tio7KkhQWopv6WrfQbFtuTPysByLOlM5Esh7MBDq1MMtux%20ilDYYXqYS6XVJcTdBNgSrZYENJy/Cz0/CzozMyRPVAzchC1SsjKiLcYaaKEp8THQ4sDWsK0gadnC%20g3ScmnKx8OqIhYZjwlZVSHFl5QUlstR0LWSouXWpStRPaKL3oMPGqiNNAS8tKVBl4qNOnvKmPKWl%201TnZU0tKtbXf6inS1pBtZAFGGa0xOXicVhpa3VuT5S3lpfUpbzcFl0yENuqWVKUoJ7ppeon0t530%20ZYuYXIjvZidip8nuI0V9GQececdaTJccQU9wHFKabVHQF6tCQBcXub2D5nMRWWMxjlZTIpixXoy4%20gYmPLlqkOM6/CoeUpTqg4AFaNWwKvcC1mg1GWXnGcJyhlpE6RJjIgE5SMmc9C71SIhkFzvWQFLXp%20bVtcXYkDdqUaDoOY8g68chPjuKYRiIH1b2wFD0yylL23CVNMpB27tdNBNcGSXMnh4El6Ulh9lbDU%20jJymFha2CXG/FI76QQmyXO7v878GwoMjFSTl0cuMd84+hiKnIyn3QkLWtKO5ZKwkrRda1LXsJF07%20CaDBUlxKX1QcjLVg5kqDDElyS8tall5QkOMPrWpSEOakNgtkC4Oi2w0HkhsvYmRAYyMxWQamS4eC%20Lct8uFwKHbeUlWp5EZZKV94VAJFjdVB8vxs0eeMvjWMrKeXMwzrsdDrym2WH3HA2jQllIDejgqxX%201k0GS1KfRhZ+E7tbGSclN49R8c/kQDKbQouIfkhLvYZUVlOkWI3WNyE3XlRJypzciT3sTKJgNY9p%201xTRipjg9ymIk6FK0XcB06+N9Oyg+cNzRJQjNy3vGLmlhmS3EksSmG0PO6kNsNiQhtKe1oR2fTN1%20dNBmycQIi8PjYM2R+9mPDkpbedDIYac1SXn2UKS2rvhqQC4CSoi24kBiY91SpESW/kpCV5IZJGRS%20qSvumm2FntttqUUMFjSlGpIFr9ok2NBp88xk4+MM6NlckzAekSVYxlUl7WGG4Dq9Tji1KeUHHmta%20dazZNtibkUHRY91/C5ySnLFahJRNmMShPkvpEdp0LsuI8EtMaW3EgFu42WuOIa95h1UYJmzH8epz%20HTMy8WJC4ykyHHEr1LUhSdQjpWE2V2PwgdlYkZsReTjZ6DkMmhS2ssppuMUT5Se6cVDSVIVjyExy%20nW24dQJULg23kZH0fAyMVLy816ShOSlFUNqG86w88ltJYjNNqZU24rvAjvAkKttudl6DAlfvVhh1%20WQyT370w0XG90Gn1tNOvuL0rLjSSEvd+sd32wfxQFUNG5ixHH+YpisdkJYjJZfZnvKdU8hMtxaS2%20I6Hu8YQphIVqCUW2gKBN7BqMTBzWQ5PhtxpDspyLkZgeMnIyorjrDT0hptK5bAdd7PYNrWNqDOTk%2005WPh1RELDMeErKqQ4svKCktlqOhayVFy61KVqJ7RRe9BpXpmQiQ2GsdPeku5aHj1yFyJjhCXJUh%20LZW26Q6Y/fIcUAW0WFroSCKwNtGfVNx8PBqZWy6ue41MQqU7P+qhL71wiQ/9YtK1BDfaAtq022Vk%20SzC5Ed7MTsVPk9xGivoyDzjzjrSZLjiCnuA4pTTao6AvVoSALi9zewUcbgxf3tAenT3YUZ5hURpu%20ZJVKXIeYJ8Mh4OB9WrsuBHecbns0Gmdx3MzWWYxrmZlu5N+E004pUhxDHiHYk3tANAadK2UdoJ1b%20NW1VyQ3Dcp1OFyGFCFsZJyU3jlHxr+QAVKbQpS235Nnfq2VKUUlIsU/KQ+SCnJd+iXIQ41lkYtqG%20h9xLAjeHF2vDpUEXCFF0LtrG++kWpoLRFIxYz2Thuyn40YJhwmJEuTKS5KQSFlPiHHbXeWlnZbak%200H3JxAiLw+NgzZH72Y8OSlt50MhhpzVJefZQpLau+GpALgJKiLbiQGJj3iqTElP5OQheTGSTkUql%20L7ttphZGtttSihjuNKUakAWv2iTtoNVzQzk4/Js3JQsrkY0NExDuLaMhzvlsL7pr6x13XIKSvW4h%20Ov0VC4OwAOjcbm4/mxqVLC3YeRfSxBWnISR3avC+iqAUpjkEtLUVBRUCQbcQGIhJyMqI86+8xFzs%2019RLDy47i2IzCkRkB1pSHAlQb72yFbb9F6DSjJZR/wABITKkPRIbUQS8giW413CPErSl1cdKkolm%20Q2BckbBtFybUHUumFKkZrJz5DkWAwUQEPNOLZXpYVrd0LbIcBW8vu+wdR02G2g07rE7wiImTyMuG%200xj52Qjq8U6w+gB67Pfu69Tio7KkhQWopv6WrfQbOKH5ebxr8eVIE4NofzTXeumM20uMUpZ7gq7l%20DinVJWns6rAkm1gQwsbBzMmBzLjY8+RLkM5VsNPSpbjKy2G4zzrYfjpJYCrrADSABe2kUGTHlJyG%20MxuHDSm1uzXWpqFyHJlkQHSt60h36x1C3EJRdQBsqxA3UGtJzDzTT2PnSHMrlUZJt5hUlRQO5WQn%20um1Hu2FNFKWwpIFirtXO2hK0SZPVjsxjUty4qZMtnHwmpshMqQyqQygv/Wpdk+ggqdALhI6hYUGx%20nsFjNtfueS+X4LanJ8fvXVxUMJjKQyx3AUGUrW5oWmydVgTe1rhgY1URpsJl5aWqDMxcedPeVMeU%20pLqnLBTSwrU1391J0taQdNkAbaDXPRs3DnYVUjJ5BJfWXERHH12QwvIxkMtOgEqcWll8hRWpRJuL%20nZQbTEzZuAhZGJPQp3LxYjL4c8fKnofcdKmm9kkJLKlup9FKbG+wm2wM8413FzOWI6Jj+hC1RnmE%20q0tOERH3FuLSACtS3EgnUSBa4ANyQwMVOVHmQso/OeWuYMkrIsuPrWyhuM4bFDKlFDXclARdIG/t%20XO2gTILquXY48RJj8wZMvPw2I7zrREqSdet1LSk6244KQrXdISNxJAow+1PSP3x41U5/xiMujHpi%20h5aWCwWAVI8NqLZVpKntWnVsvfTsoywsnEkKwXMEvF5jINYtphK40jxK3FuyI4cU8pp50uKSyu6E%20/VFNyk6bJ3hRpWTZi4LOyy7KgeDxzbv/AKjKYdS+4uynDGSA1J1KeRfvF3IHHdQbtthWTm5mWHnI%207benHx3mSErCGD3j5SohWnW4stqI29nYQbGgwVLmucp8tTTNkoeCsZ3wSsgvF51hKy6bd4vslQsV%20WN+0DssGxlhqbnpJeeMeHiYikLkJWEaHZQ1LVr+YWmWwdXDXQaWLHfdXDiKmTEYXJznlwwuTJRJL%20DcW6EGQpzxGlx1C3UjXfTbhdNB8Mpk5LHYZMXKS/30sN92+2+soENl4hcl5q/cud80nSlTiFBSiL%20bLkIGuxcDOTHpsePOky0RpHeuNSslLi3aTInsaRIYDi020Nm1rHTt3UHSQJzOad5fQwlaYzccZN1%20Dqy6odnumELcJVr7S1KCidui9B5CDDULmBnJ5OUqJHnJSuWt9aHgDHjrKELa0FGtxRAQ1p32SBeg%20m0xOXicVhpa3VuT5S3lpfUpbzcFl0yENuqWVKUoJ7ppeon0t530GLmFyI72YnYqfJ7iNFfRkHnHn%20HWkyXHEFPcBxSmm1R0BerQkAXF7m9g+3EQIv72gPTp7sKM8wYrTcySuUqQ8xfwyHg536tXZcCNfG%2057NBmpjZaJJ5WE2c87J/ZpraV2ZcWmG8ta1AAFaitKT2iQNOwAk3DqKDCyeDwuVDYyePjTwzfuvE%20stvaNVtWnWFWvYXtQSPLeDS8/JjwmIk+Q2ppc9hlpEgJUnTsc032bLXoKv4TDycc1jZUJiTAZCEt%20xX20OtgNiyOwsEdm2ygnJ5b5dlPMPysXEffipSiM66w0tbaUG6EoUpJKQk7rbqD0YDEqxScXKjtz%20Yd9TjcpCHQ4sr7wuLSU6SouHVe2+gmOVuWBHZjDEQhHjuF6OyIzWht1W9aE6bJUekbaBI5V5Yky3%20JknDwn5jv2slyM0txfZ0dpaklR7OzbwoIjkjksJKBgMbpJBKfCMWJF7G2jhc0GwjY6PGkyJLd+8k%20BtBBtZDbSdKG0AAWSLqVbpJoMccsctCM/FGJhiNKWHJTAjtd26sbQtxOmylDpNB7A5fxGPkB6BGb%20ipS2Wm47CENNICla3FJShKbKcITq6dIoPGeWOWmJbkxjEwmpb2sPSER2kuLDu1zUsJ1HX86++g+V%20cqcrqgtwFYeCYDSy61EMZksocIIK0t6dIVY2uBQT/g3k+7Z/cWPuyLMnwrHYGoq7PY2dok7ONBnR%208bFZbkoI70THFuye8AVrLg06SLAFIQAgfigUGMeV+WTj0444iEcelZdTDMdruQ4b3WG9OnVtO21B%20kx8bFYkSH0C6pIbQpJA0pbaTpQ2kADsC6jbpUaDDj8o8qRmX2Y+FgMsykBqS23GZSlxsG4QsBICk%209RoPqRyryxJZjsScPCeZiJKIrTkZpaWkqIKktpKSEg2F7UEzyZyepxTpwWPLi761mIxqOoWVc6ON%209tBkR8BiYq4hhxm4jMIuLYix0IaZDjo0qc0JSO1pKhf8Y0Ff3Rif3l+8/BR/3lp0eO7pHf6LW097%20bXaw3XoEvFxJTjbjibKbdbeVpCR3imblsOEgkhCjqT1gUEZ3LnL0+WmZOxcSXMQEhEl9hpxxIQdS%20QFqSVDSTcUH1/D+B72W7+7Yvez0lE5zuG9T6TvS6dN1j+lQYf8C8k/8A+exv/k4/5FB9o5R5bZjP%20x4WOjY9uUEpkmIy0yXEJVqKF6U7Uq2gjoJoM2fiMTke6/eEJiZ3Cu8Y8Q0h3QsfORrB0nZvFBFzl%207DGRImNQ2Y2RkoW25kWWm0ybLGknvdJVf7t6D6k8v4KXCjwZmPjy4cUJEdiQ0h1CNCdCSlKwoAhO%20yg8Ry7y+hcRxGMiJcgJ0QVpYbBYTe9miE9gf0aCaeVeV0PPvow8FL8kOJkuiMyFOB2/eBatN1a79%20q+/jQT/gzk/uCx+4sf3BVrLXhWNBUBbVp0WvY2vQZ0bHR40mRJbv3kgNoINrIbaTpQ2gACyRdSrd%20JNBFnl7AMx5MZnGRGo8w6pjKGG0oeJ4upCbL+lQfUPCY2E+25DYRHbYZ8PHjtJQ2002V6192hIGn%20Wq2r7goJNcr8ssynZbOIhNynw4HpCI7SXFh37QKWE3Vr+dffxoPFcq8rqgogKw8IwW1l1uIYzXdJ%20cVvWG9OkKN99qDHPInJBFjy9jLHYR4OPu/3KDMj4DExVxfBxm4jEIuKYisIQ0yHHRpU5oSkdrSVC%204/CNBX90Yn94/vPwTH7y09347ukd/o3ae9trt1XoPHcRBW2wylsMsMPiSGWkpShTiSVgqSB+kOvZ%2084A0Ep3LnL0+WmZOxcSXMQEhEl9hpxxIQdSQFqSVDSTcUH0eX8CXJbhxsUuZBJRPX3Dep9JFil46%20frAfxr0GL/BPJpQGzgcd3YJUEeEYsCbAm2jqFBRrlXl2OXFwcdGgSXGlMiXFYaaeShSdPZWE8Ba3%20CgyH8Hh5OObxsqExKx7SUIbivtodbAbGlPZWFDYKDx7BYN+RHkvY6M7JhhIiPrZbUtoIN0htRF0a%20TutQfIwGJVik4uVHbmw76nG5SEOhxZX3hcWkp0lRcOq9t9BMcrcsCOzGGIhCPHcL0dkRmtDbqt60%20J02So9I20H2rlzl5WROTVi4iskVBZmlhov6gNIV3mnXfSLb6CCOTeT0NuNowWPS26AHUCKwEqCTc%20agEbbHbQZcXDQIslt6M0llLDHhY8dtKUNNN6tSg2hIGnUQm/9EUHyMBgg7LeGNih2ekonOBlvU+l%20W9Lp03WDfcqgMYLFxlQ/Cx0RWIPeGNFYQhtlK3RZSwhKRZViobPwjQfKuXOXlZL96KxcRWT1Bfji%20w0X9YTpCu9067hOy991B8p5Y5aTGfipxMIRZSw5JYEdoNurTtCnE6bKUOk0GP/AvJP8A/nsb/wCT%20j/kUF2eWMDGaaYgwmIMdt9ElTEVptltxxsdgrShIvpNlDrSKC03AYKdLamTcdFlS2QAzIeZbccQE%20nUnStSSoWUbi1BKRy1g3vFqTDZYen6ROkMtNodfSFAlDq9N1hQGk34UFMngMFlSg5TGxZ5aBDZlM%20tvaQr0gnWlVr220H0nB4VEwTkY+MmaGwyJQZbDoaAsG9dtWm2y17UGEnknkxLZbTgMcGyQSgRGAk%20lN7bNHC9BaNypytFfakRcPBYkMfYPNRmULRvPYUlIKd53UFW8HjP3UMXIYRMhm5dbkoQ4HVFfeKW%204kjSpSnO0dm+gg5yjym5GaiuYWAuMwVFhhUVkoQV2KihJTZOqwvamgyGcJjW4kqItlL8aYtapLTy%20UKQsLAToUm2koShKUAEeiAKDHTyjyomI5CThYAhvLDjsYRmQ0taRYKUjTpJA2XIoPqbytyxOcQ5N%20xEKU42hLba3ozTikoT6KAVJNkjgKDHPInJB38vYzZ/8Ao4/5FBs42Ojx5MiS2D3kgNpN7WS20nSh%20tFgLJF1Kt0qNBhI5Q5TbZeZbwsBDMjT37aYrIS5pOpOsBNlWO0XoKwOXsRjpPfQIzcRKWy02ww2h%20ppAUrWtSUoSntLITq6dIoPGeWOWmJbkxjEwmpb2sPSER2kuLDu1zUsJ1HX86++g+TyryuqCjHnDw%20jAaWXG4hjNdylZFipLenSFW42oCuVeWFKjqVh4SlREhMVRjNEtJSorSG+z2AFEkW40G0oFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20ClBIKlGyRtJO4Cg1n8Ucs7v3vCv/APuGvyq7ft8n5beyXL9en5o9rEnc9cqQy33mRad7zcWD3wAH%20FXd6rVvTZ5bfh9vBpfd4698/ayhzTyyQD+9oe3gZDQP3iqtP22T8tvZLf9fH+aPa+MpnW2sU3Pxr%20zMpC5UWP3iVBxvS/JbZXYoVvCXNnXXO1ZrOkxo6VtExrEsbmPnXG8vSWWsg0sNPp1JkB6IhOxVlA%20NOvtvuFNwSG21dVzsrXVlNznrHNKdXIiSmYLbklhOQWlruXHofeFxtsBwuqJDKyk6LG1r32UGsn8%2058wGe7HZgLxTDLcdx9+dGVLWyl7xH1imochWtslhA1BY0XJX1Bn5Pn3GYdqAvIaHGpjKXUzo8iGI%206twUWUvPtvugXuO7bVcEWudlBsuXs5Iyzcpb2OegCPIdjp71bK+87pakEjulrsQU7QfkJ30G1UpK%20UlSiEpSLqUdgAHE0IjVrjzNy4Lg5WGLbT/eGvyqj/u8P56+2En9nm/Jb/tlizuduV4ejvMg07rvb%20uD31rfhd3qt8tcsnUMFO+0T6OP1OuLpue/dWY9PD62UOZuWyAf3rD2i4BfbB+8VV1/d4fz19sOX7%20LP8Akt/2yx8tnj+6HJWDcanOocaQtbKTMDSFrAW4WWFBxzQglWhJua60yVvGtZifQ5ZMV6TpaJr6%20Y0a2T7wMXjMZBdnSo86VL73QqI5HitrDKglav76+0lsgqSFNlwqCrjbYkbuauI5+gZZuO/DgTFQ5%20inmoUtQYS288wlai0i72q6g0rSopCNnpUHyzzsTiIWXmQ3YLD7EiQ5FUG3nFIYZ77U2426ABYG2p%20NzxCaBN94WLgMrVkYkiC+FNBmNJXEaW6l8OKQtK1vhlAIZc2OLSrs2tci4ZGB5tYzk1nwQT4J2M4%206q5QtaXWng0pOtpbjSgOlKiDwNB0NAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoPh9hp9hxh5IWy6kocQdxSoWIP3RWYmYnWGJiJ%20jSXO/Dfkv/6d/wB8/wD8ypX7/N+b3Qi/scXl75abOe6bHyXml4h0QWwNLzS9boO300lSib9W6pGL%20qVoj4vicMvTqzPw8G1j+7PlBthtt2GXnEpAW8p15JWQNqiErAF+quM7/ACzPf9TtGxxeXvlnq5Rx%20KMMvEwe8x7C3m5IcYUFOJdacQ4lQLweSdrSdigRao2XLa862nWUjHirSNKxpDHmcmImIdS/lpxXJ%20YEae6kRErkNJUtSEuFMcBOjvVAd2E3G+9c3RaVydipUBMF5bymEyZMs2WAormB5LgJAGz+8q022j%20Zt6QmnlF1MhcxOcyQyDiG21zNUUqLbRcKUd0WO4td0/m79e+4Tkci49xgx2ZsuK07GTEmBks3kNo%20K1DvFLaWoHU6snQU3vtoNtjcSjHuSi0+6tmU6p8R193oaW4SpfdlKErspSr9tSuqwoMx5lt5pbLq%20QtpxJQ4g7ilQsQfkrW1YtExPdLNbTE6x3w54+7vk4/8Ay/8A75/8uoP8Vt/y++fvWP8AL7n83ur9%20zT5r3V4+Q825iXBBQNjrSgtwK39sFSib7hbdUTc9GpaYnH8PvTNt1y9YmMkc3u+xtGPdtyihlCHY%20XfOJAC3S46krUAO0QlYA+SpNek7eI4119c/eiW6xuJmZi2nqj7mcxyni4UR6PilPYtbykLVJjr1O%20AtnZ9uHkEWJFlJI29NSsG1x4teSNNUTcbvJm05510S/hJtKGlx8lMjZBtTyl5Jvw5ec8QUqcC0OM%20rYsS2i1mhbSLW23kI68LlmLFYhNmS++uFLfnJedLYU49J77vO8DaEIt/eVEaUi2ygxlclwV4tGNd%20lyXI7TchlgktBTbUloslCSltNwhKuyVXV0k0F8hyvFmTRPTJkRZyEMoYkMFvU33HfAKSHEOIVqTJ%20WlQWFC24A7aDJhYfw8luU9MfmSm2VRy8/wByCpKnO8upLLbSLi1hYDZv27aDYUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH/2Q==" height="252" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 8.&nbsp; </span><span class="textfig">NDWI index obtained from LanSat and Sentinel sensors.</span></div>
        <p>In moisture monitoring by NDWI index (<span class="tooltip"><a href="#f8">Figure 8</a></span>),
          in both satellites, initial values ​​between -0,35 and -0,4, are 
          obtained identifying a dry soil which coincide with values from field 
          soil moisture. From the fifth month, NDWI decreases to -0.5 in both 
          cases, and remains so until the tenth month where it shows a brief 
          increase, to end again at low values of -0,47. With the foliar growth, 
          the acquisition of soil reflectance is difficult, until the fifth month 
          NDWI represent a dry soil due to the little foliar cover of soil. With 
          the beginning of spring season, the increase in biomass happens and NDWI
          begins to reflect the moisture contained on it, which interferes with 
          soil moisture readings. Despite the impossibility of monitoring soil 
          moisture directly, through the NDWI is possible to identify the moisture
          values for uncovered soil as well as the stage where changes take 
          place.</p>
      </article>
      <article class="section"><a id="id0xdc90380"><!-- named anchor --></a>
        <h4>Correlation between Indices and Field Measurements</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p> <span class="tooltip"><a href="#t1">Table 1</a></span> shows the 
          correlation between the spectral indices and growth variables through 
          the Pearson correlation coefficient. In this sense, the strongest 
          correlation with NDVI is obtained with respect to the stem diameter, 
          reaching a value of 0,93 followed by leaf width, soil moisture and stem 
          height, all the coefficient have positive values except coverage. Soil 
          moisture and soil cover do not have a direct link with the spectral 
          response of plants vegetative state and correlation with NDVI is 
          established more clearly than the other variables. Similarly, in the 
          correlation between NDVI and NDWI, a value close to -1 is obtained, 
          which shows the low interdependence between indices. NDWI, only has a 
          positive correlation with land cover of 0,67; negative values ​​are 
          obtained for the other parameters. Although soil moisture is the 
          parameter most closely related to NDWI, the correlation obtained is 
          -0,817, the development of plant foliage is one of the factors that 
          prevent establishing the adequate prediction of moisture.</p>
        <div class="table" id="t1"><span class="labelfig">TABLE 1.&nbsp; </span><span class="textfig">Correlation between variables</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>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Index</th>
                    <th align="center"> </th>
                    <th align="center">Stem height</th>
                    <th align="center">Cover</th>
                    <th align="center">Stem diameter</th>
                    <th align="center">Leaf width</th>
                    <th align="center">Soil moisture</th>
                    <th align="center">NDVI</th>
                    <th align="center">NDWI</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td rowspan="2" align="center">NDVI</td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">0.782</td>
                    <td align="center">-0.896</td>
                    <td align="center">0.936</td>
                    <td align="center">0.911</td>
                    <td align="center">0.873</td>
                    <td rowspan="2" align="center"></td>
                    <td align="center">-0.873</td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                  </tr>
                  <tr>
                    <td rowspan="2" align="center">NDWI</td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">-0.491</td>
                    <td align="center">0.675</td>
                    <td align="center">-0.734</td>
                    <td align="center">-0.686</td>
                    <td align="center">-0.817</td>
                    <td align="center">-0.873</td>
                    <td rowspan="2" align="center"></td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.020</td>
                    <td align="center">0.001</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                  </tr>
                  <tr>
                    <td rowspan="2" align="center">Stem diameter </td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">0.9273</td>
                    <td align="center">-0.9585</td>
                    <td align="center"></td>
                    <td align="center">0.9900</td>
                    <td align="center">0.8883</td>
                    <td align="center">0.9363</td>
                    <td align="center">-0.733</td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center"></td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0001</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>The linear regression adjusted model between stem diameter and NDVI index is shown in <span class="tooltip"><a href="#f9">Figure 9</a></span>.
          There, it is possible to make an adequate forecast of the stage of 
          development of the crop from NDVI with a determination coefficient R<sup>2</sup> of 87,6%. Likewise, <span class="tooltip"><a href="#t1">Table 1</a></span> shows a high correlation of stem diameter with height and width of the 
          leaf, whichmakes possible to predict the general state of development of
          the crop at different times. </p>
        <div id="f9" class="fig">
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meZ+PDhzS%20G3uoszWaqb/+cds9LRIUlZ+3MuTN1s5cGQSTFzIrNb1I3U4j3D2Uj6U6MknGvLNe2rX298uNZpps%20F/6jsNjDqlK6rFzZkeHGLJ0+ZEjji5mEZKhpOYgE28TVqm7De/y+7ebG7kxwsyp3SW/qZWT1APH0%202EJt6BxZ/wBZifOpHByTVquNXSgWFqMxFCilAoBIAufCgqX7kxJWMWrjfazjh/LWMKm1/XkMREvv%20HMW91B4uv3eZc7HMGLEf/hMAkXHA2fIcCQ/SgSgn4WvwcGIxYkCQox5n5RxZvvMfFm9540EigUCg%20wlmihjMkrrGi+LMbD+2pddERWVttmZpDQmTkTsDBFyQ34yygrcfopwb6zb665xfddlGHL4Ok2Rbn%20OPJ4pVdXIoFAoFAoFAoFAoFBz/cL5q7zRnCiimn5sn0TSNCluj99Ul4+7loL9C5RS4CvYcwBuAfO%20xIF/yUHtAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoMJpoYInmmkWKKMFnkchVUDxJJ4C%20gqx3B8XZdPivn83hkn8HFHG1+q49Q/8Adq1AXQvlnqbrIOcTx+DA5MRfO3SH7y3tkLfQKC2jjSNF%20SNQiKLKqiwAHkAKD2gUCgwmnghXmmkWNT4FiBf8ALWbrotxmWrbZnKEb4nLyD/Kx9OL+PMCCf1Y+%20BP0m1c9+6704Rxz4N7ltvqxnijxZxYEKOJZC0848JZeJB/RHBV/ZFat0oiazjKXakzFIwhJro5lA%20oFAoFAoFAoFAoFBz/cMmYm90bYkKTz82TaOWQxLbpcTzBJP/AGaC/QuUUuAr2HMAbgHzsSBf8lB7%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCLsNrrteivm5CQ85tGrH1OfYij1MfcBQQTn7vO%209OvxPgoT45mcvH9jHVg5/bZPoNB7F25iGRcjZSybLIQ86tkkGJGH50cAtEpHkeW/voLZHR1DowZG%204qwNwR7iKsxQe1AoFBryMmDHTnmcIvgL+JPsA8zWbr4tisy1bZN2SP1thkfuYxjR/wASYczkW8Vj%20U8P2j9Vc96+7KKRy+Dpu2W5zWeTxbIcGGNxK95si1jPJYt7eHCyj3LWrdKImuc8bF2pM4ZRxPc3P%20wcHHbJzsiLFxk4vPO6xov0sxAFd9PTuvndtibp4oxc5mjin+ZmXuZGx+xdLNvhzcn9ZmPweqRrgM%20fiHBkmC+J6MbX8jX2Y+0W6MV+VqRpfsjzan9sYW/ymHOdSvpiryL5fdwb1xk99byTLQ8f6BqWkwt%20cgP5rupXJyf22VT9yrd900dDD4unFv776XX9Eem3oiZ/cbkz6pd6AALDgB4CvhOpQKBQKBQKBQKB%20QKDnu4psyLd6NsSBcmbmybRPJ0hbo8Tzcr/ktQdBGXKKXUK5A5lBuAfMA2F/yUHtAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoK/O3uBiynHBfKzbXGHjKZZbe1gvBB73IFBU5eT3Lm7CDCkdNHhZEU%20r9WNkmyy0bIAgZ1aCMsrk8Oc8K7WWVsm7imMOerMykdra7FgXJexycqGZsY7WY88+QqBbszn2NdW%20C2XmU8qgWFXXsiJiYwrFacW2cckrE1X1cFc/3PkyM8GPj4kmyGO3xOx10RS745SRUB6hVWvIAVS/%20q5T7K93xLIxmZ3K4W3TXOscXJw8FWZbe2ulKcrMw4GxNbOVWDEdOkVliZ0nYx8OndrKVt4rfzrPy%206xS26d6+M5zwmlMeHj6acCwu68aqXuCWJJsYZzsupZJTkCMtzGVShiDdP18luc8PMC9d9LUiy2Zj%2011in1py5LFk3Tg16M7ObGlEBaDWmQ/0+We7z9DlX81vLn5uQuT6bVy+TdddMYbs083PzZZUry1wb%20ti23PHbj250vLEeCYfh4hNsMyQwwyzEt6hG8hLt4hQsbcBYX4cL1ND41tZmf6cZnh4I+rN+rM4cH%20EpNp8yNB2/kvru4cuJNuBG0GFhh8ifIWbm5eljRiSfgYyDwt53419TQ+06uvbv6Vs+3jWbqRFtOO%206aW8LlN8RhKuPcnzN7hUL29oE7dwpAP/AFTuA/zAVgCTHgQFm5gPKWRfePKvR/xPhaH+bU9279Ol%20l033f7YlneunKKc7fhfKjUTZi7LuzLm7t2aMWifZBTiQlgAehgoBjp4DiVZvfWNT73qW27nx4jQs%20/Z6p/wBV/qnriORY0oznF26IiIqIoVFAVVUWAA4AACvjTNcZdGubLxoWVZJAHc2RPFiT7FFyaxN8%20RhMtRZM4w21pkoFAoFAoFAoFAoOH75jiffaOfCYTbXBzMZ58OLLlhyRizy9JnjhUmN08TLzp6kVh%20cGxEj1R1dhdPlW/cU2XFvNG2LjjJl5skCEyCIW6XFrkMOFUW+vyM+ZHOZiDEcGyKJBLzC3jcBbUE%20qgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg8ZlVSzEKqi7MeAAHmaCnfuWGdjFpoG2so8ZIiFxlPD7W%20Q3o8/BOY+6gDUbTNPNtc5kjJB+BwSYogOPBpuEz/AFFB7qCywsDBwYejhwR48XjyRqFBPtNvE++g%20zycXGyoTDkxJPC1uaORQ6mxuLhritWXzbNYmklGUcccUaRRIEjQBURQAqqBYAAeAFSZmZrIyqCBm%20a7IkyDlYeUcXJdVjlYoJVZEJKjlJFiC5sQfPzrtZqxEUuisdSUcsIMfXQfC2nbujqu0M1pX5upMz%20hyyr0zGy3LD6R9qvbqfIitZmPapGGFcojCPVX88izTmco253WH4/IPD+UgPnwaY/8VT+36q+N57v%202x2/g7eW3909n49jbBhYuOWdV/EP25nJZyPezXNvd4VuzTiMs2b9Sbs8nKbX5qduQZr6zTR5Pcu5%20jYK+BqI/iOmSbfjZF1x4gPPnkBHsr7Wh9l1rrd/Um3R0/wBV80rzW+q7ohwnUjgxV8vbvzI7s9Xc%20GxTtXVcyvFqtOwlzzYg3m2DraNhY/uE8D9qvRb8r4fxf8Vvv6n6r8LOizh/nP8U3brs8HS9s9j9q%209sxsun18cE0hYz5j3lypSx5mMuRIXlfj95vor5vzPuOv8mf/ALLqxwRlbHNbGEdTdtkRkupZ4YV5%20pXWNfaxA/wCNeC66LcZbttmcIRxnvL/pIGmT+KxEcf1E+o/UtY9yZ9MV7IdPbiPVNO2XnwmXNxyM%20llBteKD0D+/9v8hFTcunOerapv2xlHXtTvboMPFx7mGJUY/aYD1H6W8T9dbt07bcoZu1Lrs5bq2w%20UCgUCgUCg5/uDujO12fFr9Zo8zeZjR9edcVseKOGLm5VLy5MkKczkNyItybHwHGkZrwLfWbCDY4M%20OZAGEcwvyOLOrA2ZGHGzKwIPvqzCJNQLC9/P20HPdxT5MO80bY2McqXmyfwg6R8OlxN3IoOgQsyK%20zLyMQCyXvY+y4oPaBQKBQKBQKBQKBQKBQKBQKBQKBQKCJsdvrNcitm5CQ9ThEhN3cjyRBdnPuUGg%20grnb7PI+DxF1+M3hk51zKf1cZCCL/pupH3aDIds4Ux59nLLs5DxZclyYL8PDHW0I8OF1J9/jQWyq%20qKFUBVUWVRwAAoPaBQKBQR586CJ+kt5p/wCBHZnF/M8QFHvNq53akRNOHibt05mK5RxtfJssg+tl%20xYT+anrl/vH0r9QP01ml92fljtarZbl5p7HmRNqNPiSZeVNDg4qAtPlZDrGvtLSSyEflY130Pjzd%20du6dszdPFjM/WWL9SZxmXB7f5n5e4x+l2Prp9jjM4jn7iyL4WrjUkhiuTIrPJYrYtFGwH3hwNfoN%20D7PbpTX5N0WTwWR5tSf4xhHNdMczhOpX0qf/AGdtNzJDH3r3Tk7TTXtkJr5GwdakjqxMBkQmadOI%20HPJL+j4m1ev/ANhZo1/42jbZqcG9G/fMYeak+W2eSLeXJjdmfVL6D2fg67WYc+t1MUUekxGVcGSF%20URCCgMi+gKr8rfn+fgeINfB+fq36l0X6kz7l3qr+OXN9JdreKFqdlExtjRvkm5F4h6Lj/mNZP7a+%20Z7sTljtx5O/tTGeG3Fm86Wym/eSpjofFYhzPb2c7cP8As1N2+c5pzeP4FbIyivP4fi2Q6/FicScn%20UmHASyEyP9TNe31Vq3StjHhS7VunDgSK6OZQKBQKBQKBQKDxiQpItcDhfwpI+Lb/AHO87g6Umd/t%20zEljuOfE7rzMGcpxvFK+JjrzLwPpLEDyqUqtaPpnYj83aGr/AAcTHCQ9NYMCX4jFVY2KKIpv8RbL%209rzrVzNsUX1RSg5/uKfIg3ekkx8V8uQNk/goyIbdHxvIyr9VBfRszRqzryMQCyEg2JHEXHDhQZUC%20gUCgUCgUCgUCgUCgUCgUCgUFbldw62Gd8WJmzM2P7eJir1pV9nOF4R38i5AoNPR7i2AJmlXU47f4%20MPLNkkfpSteJD7lVv1qCVrtLrsBmkgjLZMgtNlysZZ3sAPVI5LW4eHh7BQTqBQKBQKCJJsYy5ixl%20OVMOBWO3Kp/Tc+kf8fdXGdaMrfNO3C6xpTndhG3A8+GzZ+OTN0U4EQwEg/Q0nBj+yFpuXXZzTkjx%20/Jd+23KK8/h+aj7g767J7S5MTMy41z5mVcfVYqnIzppH+wEx4g8rF/DmItfxNfU+B9n1taK6dlLI%20zuny2xz3Th9XDU1scZUv+6vmN3HkPh9v6VO3IAqtJsd+b5Ijk4dSHAgZrkWNupIov4+Yr6H/AA/h%20/Hje1tT3Z/Tp+mvFN93+22XPfunKKc6ZgfKfQtkx7DubIyO69snqGRtn6sEbkDmMGEvLjRC44WS4%209tctX73q7s2aMW6GnxWYTP8Aqv8AVd105FjSjhxdbJmYMA6POvMo5Rjp6msB4BF4+FfDv1YicZx7%20Xe3SumK0w7GoHPkQJBBHiQD0jq+prW8o09I/vVmbr7scufPbpa3bIzmvNt9GSarHsomZ5wtrI59A%20twFoxZAPqp7UT6pm7nPdngpG3HmmAAAACwHgK6uRQKBQKCun3+sjzBgpIcnNuFbGxwZXS5teTl4R%20gfpEUFjQKBQKBQKBSYHyrvftrB1uYkWm0GhxsGDF+Jyp8rRyZ7MiyhJWVoDEqmFCHKsSzXuo9JqK%207X5fqF7M1ICooMAI6WK2DGbsTzJiv6olb7QU/kFbu+kdzMOgrKlBz/cORNBvdG8ONJlvzZI6MTRq%201uj4/ivGtvrvQX8bMyKzKUYgEobEgnyNrjhQe0CgUCgUCgUCgUCgUCgUCgwnnggheaeRYoYxd5HI%20VVHtJPAUFUN/LlA/0nAmzFPBMp7QY1/bzyEOy+9Eag8Ol2Obx22wYxHxwsK+PFynxV3u0r/3lB+7%20QWeJhYmHAuPiQpjwJ9mKNQqi/jwFBuoFAoFB47oil3YKo4libAfWakzEZrEVyRP6gZjy4cRnH8e4%20WEftHi37INcvdr6Yr3bc1XT2qeqad+3O8bEklQvsJgY1F2iS6RC3iWJN2+s2qxpTd6uqNsdsD3Ij%200x0zm5XO+avbUWS2q7bhm7m28Z5PgNQgkija9vxsn040IB8eZ+Hsr7uj9j1Yti/VpoafHfh/bb6r%20uiHnu1azxy0f7c+Y3cw//Zdsnb2ra99PonY5LgkELPsJFDCwurCFFv8Aerr/AMv4fxv8Nnu3/r1P%20T0acdm9M8zO7dOeC2wuwuztBr3TU4cGsk6iTtnsOpO8qSCUNNNITLLdl48z8a8PyPu2tq3b2tfN0%20UpTKIilMIyjkpDdmlwWxil4X9UnzPjpolknWIwQFA0UCo5V3YmT8VixVfzbcPfXi1PkRNu7pxNK1%20rdhzO3tRE1unqx/DtWXwU8vHKyGa/wDhw3iQfWDzn+9Xn9uZ9U9WH4r7kR6Y68fw7EiGCGFeSJFj%20X2KAK6W2RblDF10zNZZ1pkoFAoMJ54IImlnkWKJBdpHIVQPeTQVR3uTmAjTYbZSngubMejjfSpIM%20kg/UWx+9QP6BLlEPt82TLPH+ViJx8YE2/MQ87+H+I7fRQWWHhYeFAuPiQJjwL4RxKFW58TYUG6gU%20CgUCgUCg+X9qt81xo8b+iY/bY1dm6HVlzxMfUbma0Z/Evfn4+NOCK8ULdOM8OM7cO3U77tw746XG%20/wBwCEbizfGDFJMHNzm3S5vVyctrc3H28as0RZVAoOf7hyZMfe6OSLHkyn5skdGHphrdH7X4rxrw%20+m9BfoxZFYqUJAJQ2uL+RsSPyGg9oFAoFAoFAoFAoFAoFBEz9rr8AL8TMFeQ2ihUF5XPsSNQXY/Q%20KCCczuHP4YeKutgbwysyzzWt4rjobf33H6tBsx+28BZVyMxn2OWp5lnyyJOU+P4cdhHHx+6ooLWg%20UCgUCg1z5MEC3lcJ7AfE/QPE/VWbr4tzatsm7JH+Jzcj/TRdKP8AjTgi4v4rGPUf2itc9+670xTn%208Pyb3bbc5rzeP5oe2yNLptfNtu4M1VxMZC0uRlMFiUD7sY9JY+AABY+Art8f4N+tfFlsTqXzlH4Z%20Jdr0jDyxtw5uXT5mbHuJ2x+wNO+0UW593sOfC1sfNxBXmX4if/px2/Sr70/Z7PjxX5d+5+y3zX//%20ABt6ZryPPGpXKETbdhbjY4keX3xu5dwGliV9PiD4PUQdV0VnkiQ9bIWI8R1pCp81tXTR+6aendu/%20F0408J893m1JpXKfTbX9tteKWZsmfVNXTaVMXST/ANF1caT4EUReOHGigi6EgYDpsIEhiUODzC4B%204HxuK+J8v5fu+e6s6kzxzNeWt0zlzvRZozGeFq55dlOfWy4kduIj/EkP7TAKv5DXjpfP7Y652626%202R+7sjbqbItfixydUIXlsB1ZCXbh7CxNvqq26VsTXhS7VumKcCRXRzKBQKBQV2X3DqcaZsczdfLX%20xxcdWmlv7CkYblv+lagosjN7k2OfkI2WvbWJicpUSdGXIkRhzdU8/UhVL+jxNiG91eq2ylsTFu9v%20c+HJhTHh4c4wwmuZT9Fo9bNg4mxzMQz7CaNJXmzD15VcgG6l7hPoULb2Vy1rItvmImtJWMl/XJSg%20UCgUCgUCgUCg5nuHurd4G6h1Oo7en280mOcqXIM8OLAi8/TCK8pu7+bKo4C3tFBa9ubLN2elxc7O%20xFwcqdS0uIsqZAjIYjlEsfofgPEVZgWNQcd3lFktt9W2Dv5ddsUyIHTD6saYxxVlHxJnhb94JI7x%20p5hyOW3E0tzJy2z7Fj3DlPjbzSSpjy5TXyR0YAhc/g+PrZFt9dBbYGbJlozPiT4nKbBZxGC3vHTe%20ThQSqBQKBQKBQKBQKASALnwoKibuTEaV8fWxvs8tDyvHj8Y0bjwknP4SeHhzX91B4MHuHMuczOXA%20jPhj4Khmtf8AOnmU34fdRfpoJmBp9bgMz40IWZxaTIcmSZ/P1yuWdvrNBMoFAoFAoI0+wx4mMYJl%20m/gxDnfy8QPDx87Vzu1bYmnC6W6UzjwcbXbZZBNyMOI+AFnmI+nii/21nz3ftjt8O9fJb+6ezx7l%20Bu+9+we1stcbY7CIbeSwTETmys+TmBtaKMSTerl4cLV9P4X2XX1o39OyZt4b5wj+67Dtc9T5HBM9%20H4K0b/5k9z+jQ6n/AGrrW+1tt4gfMIP8HXo3pI9szj9WvfPxfh/G/wAt/vX/AKdP09N8x/2xPO41%20unLBg3yv0uNLDuN3sZu4N7jydaDJ3cnVxhJaxWHDQLBCL2KlE5lNuJ43zqff7rbZssi3R0rsKWYX%20Tz3eq7pmktW6E3ThjLpsBdpLmzZzwqk8saQDi6wokbMyn1qkjsef7igeA8yfjanyN62LNOJ3Yxrd%20hnTgdo04jG6eiNqbZLD4Dq8cx/iP+XbliH7Fzf8AaJrj7VfVNe7q8Wvdp6cO/r8G3Gw8TFVkxYI4%20Fdi7rEioCx8WIUC54eNda9jlLdQKBQKDXkZOPjQtNkSpDCnF5JGCqB7ybCgqj3GMkBdRhzZ7uLpK%20ytj43iBdppF4jj+YrH3UAafZ5ovts89Nhxw8Hmx4rEcQ8lzM/j4hlH6NBZ4mHiYcIgxYUghXiI41%20Ci587CgZGFh5LRtkQRzNC3PC0iKxRvatwbHh5Vu3UutrSZipRurAUCgUCgUCgUCgUAkKCSbAcST4%20AUmR8d+bMvbr9x6vZZ0nbeXiz4DLhrvsiZ0JEvMZMaGFJUF1azSeJ9I42qcM9H126F4I5+h3fyy6%20B7D0zY8eLDjyQdSGPBEq4oR2Zl6KzASBLHgGFxW78+iO5i2nBxy6estK/O7c7ez8yLOztXiZWbBy%209HKngjklTkPMvK7KWWzcRY0jCaiu7iyzi7zRyiCXJIbJHTgUM/GLxsWUWoOgRudFblK8wB5W4EX8%20jQe0CgUCgUCgUEbP2WBr4etmzpBGeClzbmPsUeLH3CgrxtNxnkf0vDEOOT/rc8NGCL+MeOLSt+3y%20UGQ0DZLc+4ymz/ZigdLFH0wgtz/9RmoLSGGGCJIYY1iijAVI0AVVA8AAOAoM6BQKBQeO6Ihd2Cov%20EsTYCpMxEVlYiuSINi0v+kx3nHD8U2jj8bfabifqBrl7tfTFe7r8KuntU9U079ud58PluhfNyQiA%20czRwXjUAeN5Cec/SOWrGnddOM9EeOfcb9sZR1+GXe5LK+ZuhiyZNT2jgTd0bSIHq4+pEZx4mF+GR%20mOyQRkkWI5i36Nfc0PsV9tkX602/H05/XWs/6bI8089Kcrz361Z/VLD/AG18xO5b/wC6Nsmi1hJI%200+gdxO6k3C5GfIFfgPSwhRQfbXX/AJfxPj/4LJ1b/wBWpEU/jZGH90zzJu3TnhzLvQdv9ndrxPia%20LCihmkYmfo3lypXJJLTSsWldr34yNXyvm/dNX5F1dS6b5jKOLmtjC2Op2s+PMRlSOOVuRnz34jEj%20Pss8vj7eKL/2q8fnu/bHb4d7fkt/dPZ49yNBl6SHP+GEvPmkiMySc7ktYkJ1SOW9gfTf6q7WfDm2%203fp08PjTsYu1ZnBaVGSgUCgUEHP3mpwDyZWSizH7GOvrmY+xIk5pGPuAoIozd/nqfg8Qa6EmwyM3%201S28yuOh/JzuP1aDZj9vYaTJk5bybDLQ8yz5Tc4VvbHGOWKP9lQaC0oFAoFAoFAoFAoFAoFAoFB4%2032Tw5uH2fb7qD5t3LBnYeRhY+m7czYpczBUPBrczWYaY8wm6yEJkELJLBIzMOQMh5jzKwNqnD1L+%20O22Lr+ykz07W1y7CHJgzRGfiYs6VJ8kScx5urJEqRsxPH0AL7OFan6R3M8fPPeu6ilBz3cWX8Ju9%20HN0Jp1DZKlYEMji8PiVB8PfQX8b88avyleYA8rCzC4vYj20GVAoFAoFBWZXcOBFkNiQB87OUhWxc%20Veoyk+HUbhHF/wBRloNQj7mzeLyRaqA/4cYGRk298jfhIfcFf6aDfgaHXYc3xIV8jNtynMyXM01v%20MBmvyA+xLD3UFjQKBQKBQRp9jhwv02kDS/wUBd72v9lbmud2rbGHC6W6V0xWmDDqbOe/TRcVPJpf%20xHP7CkAf3qzW+7KN3n2+q0sjOa8230RdnPo9Ritsd5nRwwRcWyc2VY4lNvIMVjB9lheu3x/hX6t2%207bF2pfPT2JdrUjDyxtw5uX//AKJv9+vL2JoJM6B/3e/2pfB1pW1+eIFWyZ1Ph6IwP0uFfd/9VpaH%20/wCrUi2f0Wee/mn+m3puryPNvzPpgHy1n24+K7/3M27PB21UDPhamMKQ4U48bc0wDDxndr+weFS7%207zboRT4tkaUfrml2pz704W/xiKcaxpTOeLqtfFr8HETC0Ovigw4/3SQIuPirf7vKAD+wpr4Wr8u/%20Vu3pmb7p/qmfrOL0RpRbnh37c6R8DNPxzZi6n/AiukY9xseZvrNvdXL25u9U9EZL7kR6Y6eH8NsU%20qKGKJAkSLGg8FUBR+QV1ttiMnObpmayyqo5ufXZWJqjrp3hi1ULLI+xaRhNyrKJf3fJbqE8OYP4+%20oC/CvfbqxdfvxWb5/pphlTOuXJTkYpNKLzC2GHnRGXFlEqKSrWuCGHkQbEfXXj1NO6yaXQ3VIrAE%20gC58KCpl7jxmmfH1sMmzyUNpFxuXpof+ZM5WJfeOYt+jQefAbrOP/qGUMSC/DFwWYMRw+3kMFf8A%20uKv00EzX6jW69SuHjpCW+24F3f3u5u7H3saCXQKBQKBQKBQKBQKBQKBQKBQKBQfBsfJ+ROwgny+5%20cLL2e/zpHl2Gyl1u2mmWUubLj5EUL9NIeCx9FwAALcakZRTr+vA1dExdMS+tdhbH+o9n6vMGRLlK%208XKmTkqVnkWNiivKCFIdgt2uBx8q3d4dzEREYRlC/rKlBz3cWYmJvNJM8csqhskckEbSvxi8eRLt%20b32oL+N+eNXsV5gDysLEXF7EeRoMqBQa8nKxsWEzZMyQQr9qSRgij6S1hQVf9bzM2402GZ4/LNyS%20YMfj5pcGST9leU/eoPDos3M/+77B8iM+OJjA4sPH7xVmlb65Le6iLPEw8TDgXHxIUggT7McahVH1%20Cit1AoFAoMJZoYU55XWNPvOQo/KakzERWViJmaQjf1BpuGHE0/kJW9EXs+0eJ/ZBrl7tfTFe509q%20nqmnftznwuXN/qp7J5wwAoD+s5JY/Vam5dd6p6jftj0x0zt4qHc/MPsDtqb+n5WygTPLBV1eKDk5%20bO3AD4eASS3PvWvrfD+y/I1bd7T05iz9U+W3+6aR2uOprY4ziq13PzR7mCtp9bF2nqZCLZ+4Xr7F%20ktfmjwIz04jfhaaS/wCjXtn4/wAL43+S6dfU/TZhZ03zjP8AGKfuc63Tlgka35ZdsYGQu47hmk7j%203Sf/AJTcMJumWIa2PAQIIBzD0iNAfea4fJ++au5uadNDS/TZhX/Vd6rumehqzRrP6pdUcnLn4Ysf%20TTw68wI+tY+DH67V8Pfuu9MU5Z8Pyejdtj1T0R4/myTXQ83POzZMnjeU3UH9FBZB+SrGjGd3m5/A%20nVnKMI5NqpVdXIoFAoIO1wpslcaSGxmw5hkRxuSqOQjJysQDbg9wbGxtXbR1ItrE5XRTbqSUKOdc%20LJn225kh175EaQR4/V5haIu17+nndjIbBV8PprWrfbuxZbjETM156eBEcLP+p7bOJGsw+jCDY5ee%20rxA/qQemVv2uQfTXnU/282Wxbc5b548sVR0MUcQeMSli/h/iMw91BawwwwRJDDGsUUYCpGgCqoHg%20ABwFBnQKBQKBQKBQKBQKBQKBQKBQKBQKBQeKqooVQFVRZVHAACgKqqLKABcmw4cSbmg9oFBz/cOX%20HibzRzSJK682StoYnma5hv8AZjDNbh42oUX8bh0VwCAwBAYFSL8eIPEUFdm9w6nFlMBmE+YL2w8c%20dackeXTS5H0tYUGgN3JsGugXT4nCxcLPlsPPgCYY/dfn+ig3YnbmsgmTJkV8vLj+zk5TtM4PtXnJ%20VD+oBQWdAoFAoBIUEk2A4knwAoIrbPG5+nDzZMgtdYRzAX+832V+s1xnWjg808jrGlNKzhHKxtsc%20gENbDiPCykPKfr+wv/aq+e79sdvh3nkj909nj3PRgYMP48vraMXM07F+ULxvdzZfpFWzQivHPWl2%20rdMUyjkwclmfNnTz5T6/tPCye7dihZJF1gX4SN1F7TZ0pTGXxH2WY+6vvaf2PUtti/Xut0LP3+qe%20ayK3T1RHK886kcGLSvanzB7ju/dW8Go18h46LQkoSn3Z89wJmJ8G6SoPHjW5+b8T4+Ghp+5f+vU+%20lkeX+7eN26c+x0Wl7c7T7Vxhj6fX4+AGHLaBLzS2N/U3GWQ3PixNfJ+b9x1daa6t83TwfhHg66el%20xQsQ+xn+yq4sZ83s8v8AdB5F/Ka8Vb7v297pSyP3d23UziwMaOQSkGSb+NIeZvqv4fVWrdKImuc8%20qXaszFMoSK6OZQKBQKCBnbzW4UvQeQy5ZF1xIFaWYg+B5EBIB9rWHvoIvN3JsD6VXTYvDi/JPlsO%20B8AWgj/LJ9VBJwdFrsOb4kIZ80izZuQerOQfEc7fZH6K2X3UFhQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQc73Bstnidy9s4+NPyYewyciDNg5EPOqYc06HmI5ls8Q8KkTjTk8FmPLVn3BlxYm90%20c0okKc2StoYpJmJMXD0RK7eXjaqiyWXD22LLFy5Cwn0yB0yMRz58Cwie3tt9FBuwtfg4MXRw8ePH%20i+5EoQf2Cg30CgUFbtMrLGXiYGK4x3yxIxymXnCiIKeRVPpLtzcL+QJsbV6NGy3dm6caUw5/p4wk%20y1a/ccr5WJmTJLNhyiFZUtzTXRX/AHa8Qw5rMBw8+HgOfyZss3Zy3orTpmOnbnbssuuSxkZ84HQg%206C+b5Hja3kikn8pFebeunKKc/h+Te5bGc15vH83g1vVbmzJmyePCI+iIcfuL9r9omp7NfVNe7bnX%203aemKd/X4Ne53ug7e17Zm2zcfW4MY/eTOsa8PJQfE+wDjXt+L8TU1rtzStm67iiHG67hmXIv8wO5%20d/eHsbQTTROSq9wbhXwteFsD1Ioz/M5A48OVFB+9X1o+16Ohj8rUiJ/RZ5r+aZ9NvXM8jlvzPphn%20H8rpNq/X743eV3G1ww1o/k9YtrED4SE/i2I8ZXb6PG8n7zGlFPjadul+71X/AN05fxiF9uuc1dfG%202s1kEWBiRJCkShcfBxkA5UHABY0ACr+QV8LW+RW6t0zddPTMu9mlMxhhHYy5M+f94wxYj+ZH6pfr%20c+lfqB+muVL7s/LHa1W2MsZ7NtqNsGHjQEtGnrb7UjEs5+l2ux/LW7NO23Jm6+Zzbq2wUCgUGMkk%20cUbSSMEjQFndiAAB4kk0FSe4xlP09NivsrGxyVIixRxsfx2BD2/5YagDVbrLIOx2Jji8TjYCmEeP%20g0xLSn9nkoJ+DrcHAiMWHCsKseZyo9TN4czsfUze9jegk0CgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUEHO0mrzs3BzsvHEuVrXaXBlJYGJ3UozLYgXKMV+g04ak5UVncWbj4e80c85fphslbRx%20ySsSYuACxK7f2UHQRurorrflYBhcEGx48QbEUHtAoMJZ4YV5pZFjX2uQo4cfOpN0RmsWzOTn91s+%20fJgRnkg1ZVi+V1TiI0115FM/pYLy8x9PiR+Xt8fUmYn27d+/mwpx458HBLV2lT1TTv255hlr8GXb%206+SHZyDI16ylcYi95o1tyyNIfUfVcKy25lAPnU1Lb7b4mu7NMYtwpPFXPupOHARfbGUV5/D811h4%20GFhQrDiwrDGosAo4/WfE/XXLditeFLrpnNS9y/MDtPt1lh2GcrbCQ8uPqsYHIzZWIuFjxouaQ39t%20re019H4n2vX+RjZb5Izuny2xz3Tg5XXxGaibafNLuZeXVa+Ps/VycP6htOTI2RQj7UWFEzQxtf8A%20iyH9Wvb7Pwfjf5Lp+Rf+mzy2dN8+af4x/Jmt05YJ+l+V/bWBnx7bYGff7yPim128hypY2ve8CMBF%20Bx8Omi1w+R951r7J07KaWlP9NkbsTzznd/KZajTjhxdNJnwhunFeeb+HHYkfrH7K/Wa+JdqxWkYz%20yO8ac5zhDD4fMyP9TJ0Yz/gQEgkfpScG/u2qbt12c05I8fCi71tuUV5Z8PzSIMbHx1KwxrGCbtyi%201z7T7TXS2yLYpEMXXTObZWmSgUCgjbDZ6/Xw9bNyEgj48vObFiPJV8WPuHGggDZbvNa2vwfhoL/6%20vPulxe3ox1IlP7ZSg9j7bxZHWbaSPs8heI6/7lT+hAPwhb2kE++gtwAoAAsBwAHgBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQc93FnYuFvNHPksVjDZK3VHkNzFwHKgY/2UF+ksbRC%20UH8NlDBjw4EXub+FBFO0gclcVWynHA9IXQH3yGyf21y96J9Pm248nX2Zj1eXn8M3nS2c5PUkXFj+%207D63I97sAB9S/XUpfP7e0rZGXm58O7xbItdiRsHZOrL/ABpfW/5T4fQKtujbGOc8cpdq3ThlDbkS%2048ULyZDpHCgu7yEKoHtJPCu9tszNIzc5cVmfNbXZWRJr+zsHI7s2iEo3wQ5MGJgCfx8+S0Cjh+YX%20Pur7Gn9lvtiL/kXRoWfu9c/6bI83XSOVznU4sWodmd79xSCTvHe/BYIbhoe33lx4XUX/ANRmsEyZ%20OYeKp0wPfW//AGHxvjxT4+nvXfr1YiZ/jZjbHPO90JuXTnPUwPaXbvbWyx9dpMSDtvAyoXkm3UIR%20ZnkR1HQfIl5nLMG5lDk39RHFaf8AO1vkWTfq3Tq3WzFLJrSlM92OCOTk4zdi2cGeD3FmZWRm4G0y%20pIsbCdU12zikjxlzF9V5JJeCB0AHMi25vtBbGy+XXtstpOjbv3z6rc9zk/Ot3Byz1tsn+qaR3un1%20C52fr4ZtjIbNzDpIpjDqGZUkfwb1pZuXgPdXy9fR88xOXFHNjEzw0nmdIviPT1zth3rWOKKJeSNF%20RB4KoAH5BSLYjCGJumcZZVUKBQKCvzd/rMSUwGQz5diRh46mabh7US5X6WsPfQRyvceebMU1OKfE%20KVmyyPp4wxn6OegkYOg1eFMciOIyZh+1mTs005v4jqSFmA/RWw91BYUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUHPdx7DDwN5o58uURRc2SnMQxuTDe3pBPlegvSsGTAOZRJDIAe%20VhwI8RcGpMROErbdMTWGwAAAAWA8BVRS9391artjRz7TY5UGKkYtEchwgZz5AfaY+fKvE+Vez4Pw%20tT5OrFlkTdPJt3s3XREYuJxe/e8N5lpjdkYjZ+LkRu4329QYeFZeW0mNDCiZMyNz8CygHybxr7F/%20234+jEz8m7duifRp+a7mumZ3bZ6axxOe/M5LWH5WrtJky++dtP3RMjK8evkUY+rjdb2K4UZ5ZCL2%20vMXrz3fevajd+LZGjH6s9Sf5zl/HdX26+rF22JiYuHjR4uJDHj40KhYoIlCIijwCqoAA+ivi333X%20zN101meGXVpOwWRiuJGckjgXUgRA++Q/28t64Tq8FsV7ut19qnqmnf1eNGqfUpnxlNqEyYSQfhOX%208EFSGW4PFyCtwT+SrbF1azNObDbbAm+Iwtjr2240uDDxMfHTGghSLHjFo4kUKi/Qo4V1q5Tjm21A%20oFAJCgkmwHEk+AFBUP3HBMxi1ML7SXiC8PDHUj7+Qfw/qXmb3UGB1O4z7HaZxhh/OwsAtGpF/B5z%20aVvfy8lBZYOuwMCHo4WPHjxXuVjUKCbWubeJ4eJoJFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFBz3cWww8HeaSfLmWCHmyVLsTa5hvbh9HsoLDd77D1Gmm200c+TBEqssOJDJ%20kTyGRgqLHFGCzFmYD2e2wrv8b492tqRZExEzw3TFsRzzKXXUir5K22+ZG8glzNbg/wC2Z4CRl7HO%20jfI2D9Nh1zHGR8HBGkfOFDu17AAXN6/U+x8PRui2+73onK22aWftrPrumZpWkRxuEzdPI7vt35ad%20rYOTFuckz7/dEB49xt5DlTrf1DoLJ+HAOPARIvsr4vyvvGvfbOnbTS0/0WRux00xu/lMulunEY5y%206qHEw8YyPDDHCZTzTMiqpY8TdiAL+PnXy7tSZjGcnSIajn9W64UfXIuOoTyxAj9Oxv8Asg15/dr6%20ce7rdfbp6sO/q8XnwDTG+bKZwf8ABA5IR9K3PN+0TT2t71TXk4D3KemKd+3MmKqqAqgADgAOArrE%20UciqFAoNGZnYeFAZ8ydMeEcOpIwUXPgBfxJ9lBWHc7PO9OowWCHwzs0NDDb2pH++k93BR+lQZL26%20Mg8+4yn2TePQYdPFHG4/AUlW/wCoWoLdVVVCqAqqLKo4AAeQoPaBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQcN3d39nabZbFMeFHw9HjYOZsQ6szypn5TwBY2VvSY0id+Knm%20NhalmM05Yjr2guwjomepc9w5+Hg7zRz5k6Y8HNkqZJG5VuYuAuTagt8Daa7YRtJg5MeTGh5WeJgw%20BtexI9xoNE+iwJp3lYSBJSTkY6SMsMpIAvJGDyt4cfb53rvb8i6IpxZTTGOaU3W1s2SUmPCTqMpI%20aV7rEtvHjb1H9X8teL3a4WxXudvbiMbvx/B4Nf1G5syQ5J8RHbliH0R3N/2iaRpV9U17urxqe7T0%20xTv6/BMAAFhwArs5FAoFBG2GxxsCFZZ+duduSKOJGkd3IJCqqAnyoK8Sdx7CxjRdRim3qlCzZRHC%209kB6UfuLFvetBIwtDgY0y5L8+XmqLDLymMsov48hPCMG/ggAoLGgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgqNp2ppNnnx5uZCXmURrIAzKkqwSdaJZVBs6xy+tQfP3%20UiaE4stxg7KXO1+bgCF5MMy88U7tGGWVOXg6JIeBHhy0EXOTvHIhRI4cGBllhlZ1yZ+KxSI7JwgH%20BwpU+4+dBI6vd3/hdf8A+Ym/yKo1Rt3qMqaSSHXtjuEEMInlBQjm5iW6Hq5rj6Le+oPcl+9JMeZI%20INfDOyMIZTkTOEYghWKmAXt40GZm7v8ALE1/v/mZv8ig1s3evxayCLXjGEbKYOtLcyFgVfn6F+AB%20Fvf7qDYJu778cTX292TN/kUGrGbvaPHiSeHXTTIirLN15k52AszcogstzxtQYZEfeU2VhzLHhRJj%20OzyxLlT2lDRugVh0QLBmDcb+FBKM3dvlh4F//mpv/p6DVjv3oiETwa+VjJIVYTzLaNnJjW3Q4lVs%20CfOg8nbvV1jEMOvhIkRpD15n5o1a7qLwC3MvC/l40G0Td3W44mvvfj/MzeH/AHFBqibvVZJ2eHXy%20I7gwJ15l6aBACpIgPNdgWv77UDLbvWTHlTGh18EzKRFMZ5n5GI4EqYBzWNBtM3d3G2Jr/d/Mzf5F%20BHSLvFdlNl9LCMUsMUS45yZyqtG8jFx+Da7CQA8PzR9Qb2l7vKnlxdeCRwPxM3A/9xQYYz96JjxJ%20PBr5plRVlmE8yczgWZuUQGwY8beVAZu9DkxuIdesCo4kh68xLOSvK3N0OHLZuHnf3UGzrd3WH8pr%207+f8zN/kUGrGbvVI+WeHXzPzOS4nmT0sxKCwgP2VIX32v50CVu9WeAxw6+NUfmnXrzNzpysOUEwD%20l9RBv7vfQbRN3dwvia/x9Vsmbw934FBGw4+8oJcp3iwZRkTdVEOTOBGvTRCi3hP5yFvr/KGzJbvZ%204+WCHXwvzoeoZ5m9IYFl5TB+coK38r3oNvW7u/8ACa/w4fzM3j/3FBqVu9RkSuYde0LIgjh68w5X%20Xm525uhx5rj6Le+g9yH70fHmSCDXwzsrCGUzzOEYiwYqYBzWPGgzEvd4WxxdeTYcfiJhx4X/AMCg%20wZu9DlJIIdeMcIyyQ9eYlnJUqwbocLWYW9/uoNgm7t/OxMD6smb/ACKCNrIu8cPX42LLHg5MsMap%20JkNkT8zsBYubwnx+n66DZK3erPA0cOvjVGJnTrzN1F5GAUHoDl9RU393voNvW7u/8Jr/AB4D4mbw%20/wDL0GrHbvWNWE0OvnJkdlbrzJaNmJRLCA/ZXhfzoGQ/erxhYYNfE4dCXM8zXRXBZbdD85QVv5Xv%20Qbet3bcfymBbz/mZvqP7ig0xN3sss7SQ6943ZTBH15h0wFAYEiD1Xa7X+qgx2MfeOVgZWNFDg48k%208TxxTrkz80bMpAYWhU3Um/jQSOt3dx/lNf7v5mb/ACKC0gM5hQzqqzWHUWMllDefKSFJH1UGdAoF%20AoFAoFAoFBzvdm4z8TN0WqwZBjzbvMfGbMKh+kkWLNksVVvSWbocov7azXGnOs5V5kTT7vb9ydhY%20e1gy49PmZMTNkZnSEyx9JmR3jjc8pDMlxzX9J9tavilOaJ64iUtzx4+6XOZfe/eesTQx7no42TkY%200D7OSKO8MEsmSIupnKeeSCGWPghT7Mlwx5RetRETdSOT8Y5/08bM1iOvbxfUKy0UCgUCg4fvzu/b%206rNycbXFIjrtLm76RpEDiY4jIq4543VW5jzEcfCx8azvYzyU7a+DW7hHLt9YTO+dzusTtD+uamaT%20EkgjXKljGKMw8nLzETRhlfpqOMnTu9vs8eB1fG7dyRLnZdvW1jhhXf722R7+g1PVQarJkjTFyQob%20FkV8Qz9BpR6480vZ1RrI0PEeqrEYzE5xX6bSTOETHJ9ezi5ed3tRooFAoFBwGZ3xuIe5pokVTr8b%20eYmgfD5RzOMvETIOT1PG6NMPT4coPmeCyYnPhr2R+Bfh0U7Zondz96Ngd09v6fEycZFy9iuJs1ld%20eraXFmmijjUsCGLIpJt5gDiatkVnkpKXTSOXDqqi9g94bfc7jOwtk6q0MXWjTkAjmUzuiz4Mq/vc%20blAUl/WH8eBF5bGFebbmngJz22rx9ju6KUCgUCg4Htnvfb7Hd61chVbC3j7dIsYJytif0nJECczD%207XUW/PzeDWC8KWYx0V26+xL8LqctNupt2+/7o13dOemU6YmsOBkS6NpOm2FJLjQiR2zJQBkQspJN%20hdCg8ebgc40nj22xWaYbbfgmfLvuXYbzDzTsOrFlYkyRvh5cSw5cPNCjHrKgEZV2JaJ04MhHncDp%20dbw8u3T+fCzE7fWOR1tZaKBQKCr7q3L6Ptjb7pIuu+tw8jLWH75giaQL9fLWbppDVkVmIUPb/def%20HPv8XcSDJGjxcTOfLijCFkyYHlkj5B6bo0TcvG/KVvx4nd/liZ4pmOqI8WdOJup+6InrrH0UI+Yf%20cLaU5UiOm3yV1+bHqY44S3wOezBUwXZiMjJCxtzByOI4KAQalJjDiz6q9XhJnllwdfflyVmHb9nb%20abb9s4GxmmjnlyIyzyRAqLhivK6MAUkW1pFsLPcVZhIXNRSgUCgoe9t5l6bSpPiADIyczDwY5WXm%20WL4zJjxzKV8+QScwHtqTOMRxycEzxQi9u7bcbzT7fHGQuLsdfn5Wsj2AjVw3w72Wbpmyc3KRzD7P%20NfhbhVmMInj8Zj6HDO3K5HZ93d4aTRxZMuxO2WfKzjFkw40PxIxcZFSOdseO4bGSYM0zopcIy2FI%20xpzdGeHRQnOefbtfT8Gf4jCx8jqRzdaJJOrCbxPzKDzRnjdT4j3Vbs0tnBvqKUCgUCgUCgUCgibP%20U6/Z46wZ0XVjRxJGQzI6OtwHR0KujWJF1NBX5/ZnbefhDBnxWXDCwIuPDNNAirikmEKIXj5QvN5e%20Pn4VJgI+yu2UWADD5vh4vh1aSWWRni6nV5Jmd2aYdT1DqFuNVKQu6KUCgUCgr9roNPtjEdhjLOYg%20yoSWHoktzxtykc0b8q8yNdTYXHAUGE/beoyJWkmjkfneR5IzNN03Myqjq8fPyMjLGPQRy+7iaEsv%209u6X+onYjFUZZdZWcFgplROmshjvyGRU9Ifl5rcL0jAmKrGgUCgUCgrpe3tNLsxtHxVOcLfi3Yeo%20IYw5UHlLhHZA9uYKbXtQent/UMmuV8fqf0pxLgNIzu8cixtEG52Ysx5JGF2J8acNSYq81fbmk1Uj%20Pr8RcdiGRQpYqiM5kZI1YkRqXPMVSwvSMIoLGgUCgUCgqW7V0DS5U3wgWbMWRJpEeRGtMwaXplWB%20jLsoZilrkXPGg3nRalviupjiZcwSLkJOzTIVmAEiBJCyqr29SqADUmKnDVlq9LrdVEY8GIxqwUMz%20O8jkRryoC8hZiFUWAvwrUzVKJtRSgUCgxlijljeKVFkikUq6MAVZSLEEHgQRQVmD2tocGNI8TF6K%20JIJgFeTiyxmFQ5LetVjPKqNdQLWHAUnHMak7M7ZTH6C4KiPmidDzyc8ZgYtD0n5ueMRljyKhAW5t%20RKQtMLCxcLGTGxYxFBHflQe1iWZiTxLMxJYniTxPGit1AoFAoNGfgYefiSYmZEJseUAPG3uIYEEc%20QQQCCOIPGgj4Wi1eCYvhYTF0llRQHkseu4klZwW9bu45i7Xa9+PE0kasntjRZEGHBJiAR4CtHhhG%20eMxo6dN0DIVJVk4MpNj50nHMWUUUUMSQwoscUahI40AVVVRYAAcAAKTJEUZUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCg4/vvu3d9s5Wty8XETY6l2kO2xY0Y5cePEheTIgIblfpD1NHyczA%20HlN+FTh5FpNMM69ar3HfW/SOPN0+Vr8rW5e01eFgzGGRubG2jRfjBlnXnZVl9NlANamKTETxzHZU%204Jnkr202/DHbtu7+88Ta7btrFxsPJ7gh1bbnQzBJBBlxxP0pMeWLqBopRIyAMJCpDX4WIrEzNJni%207to2qsRlxTtttWU/eG0z+3MPd6LIxJMd9TJtMlp4ZCCVivGgtKnSvIGDBiSOUjxq6s7tZjgjDbmZ%200/NTl7F72btszcdpaXb5gjXK2WDj5kyxKyxq2REshVQzObLzW4mt327t0xxM2zWKristFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoKzYaebL3Gs2C5Zh%20j1zSs2MEVhKZU6fFjxXlB8qRhPRTbqgmcKOYn+U2qixJcTTZcmrxZtxDvDjqizRJPA0cixxI/wC7%20iaSLnKr7SBYUjg5Fma15fzXmq7SgxN/ldw5mTJsNzkwLhrkSBUSHGRzJ0YI0A5VZzzMSSzG3GwAC%20GedGwuw8LXaXeavX5MkKbqXJlDOFkGMMq5eOFCAOmHd3CnzY1mba27rcXebe4dvzW3bemXR9v63T%20LM2RHrcaLEjmYBWZIEEakgcL8qit3TWasRFIWNRSgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg//Z" height="236" width="410" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 9.&nbsp; </span><span class="textfig">Plant stem diameter prediction model with respect to NDVI.</span></div>
      </article>
    </article>
    <article class="section"><a id="id0xdc9c280"><!-- named anchor --></a>
      <h3>CONCLUSIONS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0xdc9c500"><!-- named anchor --></a>
        <ul>
          <li>
            <p>In
              the evolution of the physiological indicators of the crop, a first 
              stage of four months is distinguished, characterized by a limited 
              development, and soil moisture average of 18,9 %.</p>
          </li>
          <li>
            <p>The EVI, NDVI and NDWI indices shows results according to the prevailing conditions in the first four months of the crop.</p>
          </li>
          <li>
            <p>After
              starting the rainfall, an increase in biophysical variables in 
              sugarcane plants takes place, high values of EVI and NDVI indices are 
              obtained by mean of satellite image monitoring, while NDWI index does 
              not agree with the field moisture conditions.</p>
          </li>
          <li>
            <p>A high 
              correlation is obtained between the stem diameter and NDVI index 
              described by a linear regression model at 97% adjustment.</p>
          </li>
          <li>
            <p>Through
              monitoring with Sentinel-2 satellite, a more stable representation of 
              the increase in vegetation is achieved, as well as more adequate values 
              of its initial and final state are obtained. </p>
          </li>
        </ul>
      </div>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ref"></a>
      <h3>REFERENCES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p id="B1">AGUILAR,
        P. A.; PÉREZ, J. A.; AGUILAR, D.: "Nuevos paradigmas en la cosecha de 
        la caña para el uso sustentable de toda la biomasa en las bioeléctricas.
        Parte I", <i>ICIDCA. Sobre los Derivados de la Caña de Azúcar</i>, vol. 50 (3): 3-8, 2016. ISSN:0138-6204.</p>
      <p id="B2">ALVAREZ,
        A.: Consideraciones económicas sobre algunas de las principales 
        prácticas agronomicas en caña de azúcar. En: 50 aniversario del INICA, 
        pp. 148, La Habana, Cuba. 2014.</p>
      <p id="B3">DE GRAVE, C.; VERRELST, 
        J.; MORCILLO, P.; PIPIA, L.; RIVERA, J. P.; AMIN, E.; MORENO, J.: 
        "Quantifying vegetation biophysical variables from the Sentinel-3/FLEX 
        tandem mission: Evaluation of the synergy of OLCI and FLORIS data 
        sources", <i>Remote Sensing of Environment</i>, vol. 25 (1): 112-101, 2020. ISSN:1879-0704.</p>
      <p id="B4">FLORES, J. R. N.: <i>Diseño experimental: Aplicaciones en agricultura,</i> 316pp., Costa Rica, Editorial UCR, 2006, ISBN: 9789-9776-78900.</p>
      <p id="B5">GILABERT, M. A.; GONZÁLEZ, J.; GARCIA, F. J.; MELIÁ, J: "A generalized soil-adjusted vegetation index.", <i>Remote Sensing of Environment</i>, vol. 82 (1): 303-310, 2002. ISSN:1879-0704.</p>
      <p id="B6">GUTIERREZ,
        S. K.; SANTANA, L. H.;. MORALES, R. O; O. DÍAZ, A. MORA, I. D.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados en agricultura de precisión", <i>Revista Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (2): 2018. ISSN:1815-5928.</p>
      <p id="B7">HATFIELD,
        J. L. PRUEGER, ; J. H.; SAUER, T. J.; DOLD, C.; O’BRIEN, P; WACHA, K.: 
        "Applications of Vegetative Indices from Remote Sensing to Agriculture: 
        Past and Future", <i>Inventions</i>, vol. 4 (4): 71, 2019. ISSN:2411-5134.</p>
      <p id="B8">KHARUF,
        G. S.; HERNÁNDEZ, L.; OROZCO, R.; ADAY, O. D. L. C.; DELGADO, M. I.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados", <i>Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (1): 79-91, 2018. ISSN:1815-5928.</p>
      <p id="B9">NC 3437:2003: <i>Máquinas Agrícolas y Forestales. Metodología para la determinación de las condiciones de ensayo.,</i> Vig. Septiembre 2003.</p>
      <p id="B10">ROSELL, P. R.; RAMÍREZ, A: "Evaluación de la frescura de la caña de azúcar para minimizar pérdidas industriales (Original)", <i>Redel. Revista Granmense de Desarrollo Local</i>, vol. 5 (2): 107-119, 2021. ISSN:2664-3065.</p>
      <p id="B11">SEGARRA,
        J.; BUCHAILLOT, M. L.; JARAUS, . L. KEFAUVER, S. C.: "Remote Sensing 
        for Precision Agriculture: Sentinel-2 Improved Features and 
        Applications", <i>Agronomy</i>, vol. 10 (5): 641, 2020. ISSN:2073-4395.</p>
      <p id="B12">SENAY,
        G.; WARD, A.; LYON, J.; FAUSEY, N. NOKES, S.: "Manipulation of high 
        spatial resolution aicraft remote sensing data for use in site-specific 
        farming", <i>Transation of ASAE</i>, vol. 41 (1): 489-495, 2014. ISSN:0001-2351., S. K.</p>
      <p id="B13">SISHODIA, R. P.; RAY, R. L. SINGH: "Applications of Remote Sensing in Precision Agriculture: A Review", <i>Remote Sensing</i>, vol. 12 (19): 31-36, 2020. ISSN:1879-0704.</p>
      <p id="B14">TAIZ, L.; ZEIGER, E.: <i>Fisiología vegetal,</i> Universitat Jaume I, 2006, ISBN: 9788480216012.</p>
      <p id="B15">TRIANTAFYLLOU, A.; SARIGIANNIDIS, P.; BIBI, S.: "Precision Agriculture: A Remote Sensing Monitoring System Architecture", <i>Information</i>, vol. 10 (11): 348-354, 2019. ISSN:2078-2489.</p>
      <p id="B16">WANG,
        F.; HUANG, J.; CHEN, L.: "Development of a vegetation index for 
        estimation of leaf area index based on simulation modeling", <i>Journal of Plant Nutrition</i>, vol. 33(3):328-338 2010. ISSN:0190-4167.</p>
      <p id="B17">XIE,
        Q.; DASH, J.; HUETE, A.; JIANG, A.; YIN, G.; DING, Y., HUANG, W.: 
        "Retrieval of crop biophysical parameters from Sentinel-2 remote sensing
        imagery", <i>International Journal of Applied Earth Observation and Geoinformation</i>, vol. 80 (1): 187-195, 2019. ISSN:0303-2434.</p>
    </article>
  </section>
</div>
<div id="article-footer"></div>
<div id="s1-front"><a id="id2"></a>
  <div class="toctitle">Revista Ciencias Técnicas Agropecuarias Vol. 31, No. 3, July-September, 2022, ISSN:&nbsp;2071-0054</div>
  <div>&nbsp;</div>
  <div class="toctitle2"><b>ARTÍCULO ORIGINAL</b></div>
  <h1>Monitoreo del cultivo de la caña de azúcar mediante imágenes satelitales</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-2285-3413" rel="license"><span class="orcid">iD</span></a></sup>Elvis López Bravo<span class="tooltip"><a href="#aff4"><sup>I</sup></a><span class="tooltip-content">Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></span><span class="tooltip"><a href="#c2"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:elvislb@uclv.edu.cu">elvislb@uclv.edu.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-4511-1607" rel="license"><span class="orcid">iD</span></a></sup>Arley Placeres Remior<span class="tooltip"><a href="#aff5"><sup>II</sup></a><span class="tooltip-content">Facultad Técnica. UC Temuco, Chile.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-4296-1726" rel="license"><span class="orcid">iD</span></a></sup>Omar González Cueto<span class="tooltip"><a href="#aff4"><sup>I</sup></a><span class="tooltip-content">Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-4567-5872" rel="license"><span class="orcid">iD</span></a></sup>Miguel Herrera Suárez<span class="tooltip"><a href="#aff6"><sup>III</sup></a><span class="tooltip-content">Universidad Técnica de Manabí, Facultad de Ingeniería Mecánica, Portoviejo, Manatí, Ecuador. </span></span></p>
    <br>
    <p id="aff4"><span class="aff"><sup>I</sup>Universidad
      Central “Marta Abreu” de las Villas, Facultad de Ciencias Agrícolas, 
      Departamento de Ingeniería Agrícola, Santa Clara, Villa Clara, Cuba. </span></p>
    <p id="aff5"><span class="aff"><sup>II</sup>Facultad Técnica. UC Temuco, Chile.</span></p>
    <p id="aff6"><span class="aff"><sup>III</sup>Universidad Técnica de Manabí, Facultad de Ingeniería Mecánica, Portoviejo, Manatí, Ecuador. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c2"> <sup><sup>*</sup></sup>Autor para correspondencia: Elvis López Bravo, e-mail: <a href="mailto:elvislb@uclv.edu.cu">elvislb@uclv.edu.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>En
      el presente trabajo se utilizan los índices de vegetación, obtenidos a 
      partir de imágenes satelitales, en el seguimiento del cultivo de la caña
      de azúcar. El estudio se realizó en una plantación cañera del municipio
      de Camajuaní, Cuba, en un área de 5,5 ha plantada de la variedad CP 
      52-43. Durante el período vegetativo del cultivo, se realizó el 
      seguimiento del crecimiento mediante mediciones en el campo del ancho de
      la hoja, el diámetro y la altura del tallo, la humedad del suelo y el 
      espesor de la cobertura vegetal, empleando el método de distribución 
      diagonal doble. Para el monitoreo con imágenes satelitales, se emplearon
      los servicios disponibles en el sistema <i>Eart Observed System</i> (EOS). Los índices evaluados fueron: NDVI, SAVI, EVI y NDWI. La etapa 
      inicial del cultivo se caracterizó por bajos valores de humedad del 
      suelo y desarrollo foliar de las plantas, los índices EVI y NDVI 
      mostraron resultados acordes al bajo desarrollo vegetativo del área, con
      valores entre 0,2 y 0,4, en tanto el NDWI se identificó con un suelo 
      seco. En la etapa lluviosa, después del cuarto mes del cultivo, la 
      humedad alcanzó valores de 42,9% y tuvo lugar un incremento de la 
      altura, el diámetro del tallo y el ancho de las hojas, el índice EVI 
      alcanza valores de 0,6 a 0,8 en el 74,4% del cultivo, de igual modo el 
      índice NDVI mostró valores de 0,7 a 0,8. Por su parte el índice NDWI 
      mostró valores entre -1 y -0,6 lo que no se ajusta a las condiciones de 
      humedad imperantes. Mediante el monitoreo con el satélite Sentinel<i>-2,</i> se logró una representación más estable del aumento de la vegetación, 
      así como valores más adecuados del estado inicial y final del mismo. </p>
    <div class="titlekwd">Palabras clave:&nbsp; </div>
    <div class="kwd">índice vegetativo, cosecha, espectral, agricultura</div>
  </div>
</div>
<div class="box2" id="s1-body">
  <section>
    <article class="section"><a id="id0x79f5c00"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>El
        empleo de la percepción remota es cada vez más extendido en el análisis
        y gestión de los recursos naturales. Su empleo está relacionado a la 
        disponibilidad de imágenes satelitales en series temporales en los 
        espectros visibles, infrarrojos y ultravioleta. De igual modo ha 
        contribuido el creciente número de satélites puesto en órbita con 
        sensores de imagen térmica, multiespectrales e hiperespectrales (<span class="tooltip"><a href="#B15">Triantafyllou <i>et al.</i>, 2019</a><span class="tooltip-content">TRIANTAFYLLOU, A.; SARIGIANNIDIS, P.; BIBI, S.: "Precision Agriculture: A Remote Sensing Monitoring System Architecture", <i>Information</i>, vol. 10 (11): 348-354, 2019. ISSN:2078-2489.</span></span>; <span class="tooltip"><a href="#B11">Segarra <i>et al.</i>, 2020</a><span class="tooltip-content">SEGARRA,
        J.; BUCHAILLOT, M. L.; JARAUS, . L. KEFAUVER, S. C.: "Remote Sensing 
        for Precision Agriculture: Sentinel-2 Improved Features and 
        Applications", <i>Agronomy</i>, vol. 10 (5): 641, 2020. ISSN:2073-4395.</span></span>).
        Mediante el monitoreo con sensores remotos se ha logrado realizar una 
        caracterización biofísica de la vegetación de la superficie, el estado 
        de los suelos y la humedad. Debido a las propiedades ópticas de las 
        hojas, la absorción en la banda espectral del rojo del espectro 
        electromagnético es muy alta, mientras que reflejan o dispersan la mayor
        parte en la banda del infrarrojo cercano (<span class="tooltip"><a href="#B17">Xie <i>et al.</i>, 2019</a><span class="tooltip-content">XIE,
        Q.; DASH, J.; HUETE, A.; JIANG, A.; YIN, G.; DING, Y., HUANG, W.: 
        "Retrieval of crop biophysical parameters from Sentinel-2 remote sensing
        imagery", <i>International Journal of Applied Earth Observation and Geoinformation</i>, vol. 80 (1): 187-195, 2019. ISSN:0303-2434.</span></span>). </p>
      <p>Numerosas
        investigaciones en este campo han mostrado la existencia de relaciones 
        empíricas entre la información del sensor y las propiedades biofísicas 
        como la biomasa, la cobertura foliar y el contenido de humedad de la 
        superficie (<span class="tooltip"><a href="#B6">Gutierrez <i>et al.</i>, 2018</a><span class="tooltip-content">GUTIERREZ,
        S. K.; SANTANA, L. H.;. MORALES, R. O; O. DÍAZ, A. MORA, I. D.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados en agricultura de precisión", <i>Revista Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (2): 2018. ISSN:1815-5928.</span></span>; <span class="tooltip"><a href="#B7">Hatfield <i>et al.</i>, 2019</a><span class="tooltip-content">HATFIELD,
        J. L. PRUEGER, ; J. H.; SAUER, T. J.; DOLD, C.; O’BRIEN, P; WACHA, K.: 
        "Applications of Vegetative Indices from Remote Sensing to Agriculture: 
        Past and Future", <i>Inventions</i>, vol. 4 (4): 71, 2019. ISSN:2411-5134.</span></span>; <span class="tooltip"><a href="#B3">De Grave <i>et al.</i>, 2020</a><span class="tooltip-content">DE
        GRAVE, C.; VERRELST, J.; MORCILLO, P.; PIPIA, L.; RIVERA, J. P.; AMIN, 
        E.; MORENO, J.: "Quantifying vegetation biophysical variables from the 
        Sentinel-3/FLEX tandem mission: Evaluation of the synergy of OLCI and 
        FLORIS data sources", <i>Remote Sensing of Environment</i>, vol. 25 (1): 112-101, 2020. ISSN:1879-0704.</span></span>; <span class="tooltip"><a href="#B13">Sishodia <i>et al.</i>, 2020</a><span class="tooltip-content">SISHODIA, R. P.; RAY, R. L. SINGH: "Applications of Remote Sensing in Precision Agriculture: A Review", <i>Remote Sensing</i>, vol. 12 (19): 31-36, 2020. ISSN:1879-0704.</span></span>).
        Los índices de vegetación (IV) se calculan a través de la combinación 
        entre las bandas roja e infrarroja cercana de muestreo del espectro 
        electromagnético. Así, las relaciones empíricas calculadas entre las 
        variables biofísicas de los cultivos y los IV reflejan patrones 
        generales o tendencias entre las propiedades ópticas de los cultivos y 
        su arquitectura respecto a la distribución espacial y angular de los 
        fitoelementos del follaje para una geometría sensor-iluminación dada (<span class="tooltip"><a href="#B8">Kharuf <i>et al.</i>, 2018</a><span class="tooltip-content">KHARUF,
        G. S.; HERNÁNDEZ, L.; OROZCO, R.; ADAY, O. D. L. C.; DELGADO, M. I.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados", <i>Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (1): 79-91, 2018. ISSN:1815-5928.</span></span>).</p>
      <p>En
        Cuba el cultivo de la caña de azúcar se realiza de forma extensiva y 
        tiene un alto valor en la economía con la producción de azúcar crudo y 
        refino. Los subproductos del proceso industrial son empleados como 
        materia prima en la industria alimentaria, la química, la energía entre 
        otras. Como parte de la modernización del cultivo de la caña de azúcar 
        se han introducido mejoras en las variedades, en las tecnologías para el
        riego y en la cosecha y el transporte (<span class="tooltip"><a href="#B2">Alvarez, 2014</a><span class="tooltip-content">ALVAREZ,
        A.: Consideraciones económicas sobre algunas de las principales 
        prácticas agronomicas en caña de azúcar. En: 50 aniversario del INICA, 
        pp. 148, La Habana, Cuba. 2014.</span></span>). Se han aplicado además técnicas de la agricultura de precisión en sistemas de fertilización, riego y control sanitario (<span class="tooltip"><a href="#B6">Gutierrez <i>et al.</i>, 2018</a><span class="tooltip-content">GUTIERREZ,
        S. K.; SANTANA, L. H.;. MORALES, R. O; O. DÍAZ, A. MORA, I. D.: 
        "Análisis de imágenes multiespectrales adquiridas con vehículos aéreos 
        no tripulados en agricultura de precisión", <i>Revista Ingeniería Electrónica, Automática y Comunicaciones</i>, vol. 39 (2): 2018. ISSN:1815-5928.</span></span>).
        En este sentido se realizan estudios encaminados a identificar las 
        principales plagas, así como el efecto de la sequía en las plantaciones 
        cañeras, donde se han empleado imágenes espectrales tomadas por drones y
        la combinación de imágenes espectrales. En este marco, el presente 
        trabajo tiene como objetivo evaluar la efectividad del monitoreo del 
        cultivo de la caña de azúcar mediante índices espectrales obtenidas de 
        imágenes satelitales, a partir de su correlación con el desarrollo en el
        campo.</p>
    </article>
    <article class="section"><a id="id0x79f8700"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x79f8980"><!-- named anchor --></a>
        <h4>Localización del área de estudio</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>El
          estudio se realizó en la Unidad Básica de Producción Cooperativa (UBPC)
          “Juan Verdecia”, municipio de Camajuaní, Villa Clara. Para el monitoreo
          del cultivo se seleccionó el campo número 3, ubicado en las coordenadas
          22°26'55'' Norte y 79°41'48'' Oeste, con un área de 5,5 ha plantada de 
          la variedad de caña de azúcar CP 52-43 (<span class="tooltip"><a href="#f10">Figura 1</a></span>)
          y rendimiento promedio de 35 t/ha. La cosecha previa tuvo lugar el 09 
          de enero de 2021 y se empleó para ello una combinada KTP-2M y el camión 
          ZIL-130.</p>
        <div id="f10" class="fig">
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VNFIrU/gN%20/wC3S4pirRZIis6h2WuxHw6nbWdKBklCFjkUqId2LEiltD0HxH4aa6dghcrHw8hZ0jSzKev/ADoJ%20V/IKW7g02tHaNOJ5FTEGSbC5LmOH5l8PlshsjFyELpPbcyCoBeoHTbruPiN9acPOrfKr1jMHBbak%205AvRgVooI/LUgbLQ6kAl5I7kXAInLuiXSSdrkbk/H+Ulv36I9q5SCPKqCqz8uPFx2yJJhApozNIV%20pXalSN7tUAQAfDFaPmcrj/cPJRYuFijMVKyHNLGAxUqbvJ+WmxI3HoNOG0XQImOa+n/9O8eDE/6c%20eOixpDNEkUpSUqUDV5B2JUH8pr2n1G+uHvC0CrOTF0hbNZbBvV9gpO5ABBIAPp668cSOSk6sTMc7%20hqgrcKj06dCNU3HVAFXfUyAUpWnoep3rWnx0YyOKLqT5BVwpVNzaCR6joOmmEpalZ6r2UVZ5qrdS%20MhRRjsfW0dBphyHUo7lnytalQg3JLbAUpT+z46H5DqsVgSityxhkutUjY/uOj+WWqAlZS8sQZVEQ%20u/Z6gAevw21vzy1RdZdYJEKyRKyUoagN+Pv+GsOeYzWKqVeOBNYI0O6XFR6qVK/u1T/ZnqhWSkcX%20iy4XwKocFaLUDcb0oR6e+t/tTW6Wqv1Qx4DgWBP0YFSOlxIAr0A9NMO8miTe7Kf+T8UgTxrKgiYG%20FUlkAQgilvc3Q6I7o6BZ9QovwvFj9co1xdpS5YXXMQSw7a16U9Nb/al0TCTLK8csUscsGZlQyR7w%20lJSAKGosHUfCnvof7Lm4WBqqsprFylzNHz2bV2q1WBFGUgim38dEd30RcZhBScNzYMP0/wByZuPH%20jXeFFLClzl61DKepPx/jpv8AbByWEhV0Pxn23ynH8ivIYfMOkiyeWrRAuX3BYtWp3Jrt+/WHdDRB%20xmtjfnv9QHBR+fUR0CgJAiN27fMKtUjdjXR/2o1Veqbe6V5sX3TmZEkmTzUsgmiWOaFZZlRygoLl%20BACb7gdfXTDuYIuKr4eiL4rO+6+IxRjcbyS4+OrlkgCIykkWn50alOvaRvrDuYhYEBU87k/dXLIF%20z8qF3Rrl3K2/gVRSLdH88LB0CxqqxR8P3L99xZckqZsbyMioq2oVCqPyqRb+J1v9iOqL3xKHyPun%20/UZshZo5GdjanjLxLFQ+pQFmr03C19fTRHNF8UJHqqMvmfvmRxjyZsuRHEtfLGyqhb0KBmDkADqw%20B/fpjyxxeq+fVYVVfEVy/cP3ukdIsrOWRABd5UepqPjU9fX46X8sVnSufnvv6Q1fIzyWod5NrgNy%20evwA9/x30N/WqplvFUNz/wB6LiyRHIzpI3AWQNXoy/y0PoOo9tH8gHl1RLYIR+a+5FQxyzZjq0aw%20KrvIFsBqFAAHafWn7a6xmPGq+SUMaqvBL4szPEc1HcLIKMbdwASo3I7dwdMJI7Qa80TDzHJYbO+N%20lWiaGyRW7ha4KuO/fZlND8fc74SZaUKqslg8xNerfUD6sC93Bob7VC0G9KN0/D01ndYhEcf92ZfF%20pbiyhY2WyrHuROpoVpbXetDuOunEkNnoq/8A/pnL/wDu2/8AWX/h0PzFDZ1Hs+S5Qk+fNnM2VjeD%20CuaLCjtENqIpZSzCpW63fuprtjiokACyFwEhlzc3Jx1E0SuROqlVg8ShqUtoOmwJH4/DWN1iWACr%20my+IfBqmJKuMzmEwfppaXIKiUksW3UlCtR6a0ZBuiwBfqmOFkwCbHjwsMxDOEiys5CHttuFykn5f%206V0xKUi117icSTKnbJwZqQPkWusoLEiOpsF4qCV3FD0Pw3B8UJSCvigxcbLyHGO0+RIztHC1PKio%20St29Kr1/frZrKjhRzPPcnG8QjjgEtPFIvkaM20anQlW69TQ6SRKcgALo/BwJkPNxsK+TicBg/JE0%20VsiahaHHV9q79zb7Dr115vfcsiRxQtOef8Y5y8co9fBdXbREIfkkLD2nIVktjYvPMGyVUOzPI7ts%20GUj0HygAtT+HTp08XHHjgIQDRjYVWq5OSZkSTiVYhAcCN7GX5QdmCnetp39j/DTF1OSk5imhkgyx%20HLiNRcrHkNyla0UCg7DXuVh6/wAIdx2o5WN4zH7ZDEfMajNV4ecwtaUcwcD8uhWn/cP2r/lsDZGP%20XJ4qbsKSmvj2oqMp2oBsCP8AtXtu8Jl+PlDcmWkusfjHLrim5OBhv47w9o/5euKQ8ZyTcRkRMJ2b%20jwfIuUK34rVoFatbo69Gu29ddc4+iMeR7/1LpPHZ/H/c+JHick6xcmqW401KJICagihGxG9PX01A%20gxwXR9vIP7kmzoM3iMkwToQUNVegUFQaUO24+J01pJImUCQVk4+Dybw5cfiHJQ0ceQBopKAi2X2D%20dLh09dIXIXXCden0oLnn379v4cUqT8KJuPlgbu4pq0hlJLFonrvU+i9a6rxycMcUnJC7jCvKsSi8%20CcuolloZT8qFSF3G+xp81NhokKDPgmeJJD9NZuVr2nrcCetf5T+GlLqRspq0nlDSlkAJtYmgI60O%209PhoslwRYN62mg3KipAp6f1ay25DrAYVsViBsa7CgPpUf16BKIKJV1oaHcdpBqAdvTRCDrBRSKCg%20YbKaeoP7PXWZbcgHyEWQhQKFTe1e5iPcaITMlOSZpMiS1lXGVHModu5zUMgHXc/joG11QWUGYViV%20AFdFAOwpQD1/p/DTssyEzeaxsZ4Y8iJsiNyYCBQlKrUg7Hrdpt7KZhuwUUjl4NcnKxaZWHJMkrYw%20NskSt8zKD1AYdKe3tvpQBwr5exDcVbkffHGw8Q+XgjyZd3gXENBIrW0JK+o7d/fSCKeUQcUhTF5/%207kyIH5VTHjRKWBRCm5INoXcuzU7fb8dW265VXopgiP7VsCxYOKgwMLEjkmchPoL1tFpBDZTqNqE/%204Yrt10jusWjclfR/2n5x/wBPmJ9RkeeYRPfMQFFfrm2UDoq9F+GuPvnHGVUF4aLT0eVwsstqMpNp%20Ykk132oBWta68WJKiinkHjaylEqNwTTYnoPm0z6LEZqMUrmHyxkWkX2v7VoDt8OmniFlGbPCw+Qt%20bGrCknwX1LflqPfTAIOswNkyskoZSCRVmNotIqDQitNF0YlECSjJeb1UmoJB9bT7ilRTQcMsOikH%20coymqgbi7eoHTfbQlMDNaqrosvuCb6+nxJqfWvsRqQJK1sqzWYpwyWn9Q9elKmm3T46fqipQrGzV%20rvWtDUUI+Hr19NMXWVUbsZRfFurdBUgBR8bemiCEFKXKlo7KKFbSwqa0LWim4Hx6aYF8Ewd1ZFUK%20j1C3V3bpsfWvv10HIQcssz5MKJf5KBiKsfhQU7eh1o3TAOvGZ9q0IUjf+PX9gppJpSqsudiyNGD2%20Cqsem5ANT6H4HrqicxVUnKIkN7PcC9hNRQV22AqfXSGSTdmjBJHawLUG4sGzbChHqdttZ0zqKmHx%20WxMrFd2APqdxt/TbRF1gvLkSd1a7UAahpXf0Ht61Glcug+anHkB41Zu1qkMtd6D822+9NObXqqCZ%20TL7V29Kbivpvt8fhpTYXWIZRmmFAjHZj8lfWlKD47axObrEqLTMSEPU9QBU9Ohp0321gg+izeWtI%20rsKV22NK/DW3OiFgzKptFaHo3qR6kemi6zqsSqUBDNT1AJ23qBv8NKZIO1VXqvNLKgBc20oaju36%20UFetRrbis9V4KD5TeYqHAQBnfehFD+6miTayJKy2RIJQrgq1D8Tv6f7dFyg6gJ0cEOUZnB3IHQEA%207H00dzLA1VeCwFi8ZJVGLVBNF3p77b9dYSKDlVzQ4RDI2PDIp9LF6npTbfr7accpbFFylf8Alv2z%20/wCzw/8A0l/4dL+eWteq35uteq4tNz83JK+GY5MaLIVF8ixVuDXKWjjJvo1N2BOvoVPawdejkx4X%20eLGk8OJCWhiMcNRJIAo7vVrW9D1+OmCBBN1TykuXjcVH9Ysbylkdwr2ybSKUtYdqtudjok2QheVk%2084uZMmHHy5EifJV2WCG4RqVc23EmvcqAlgNAuEpuWQvK4EWHxR+nVnlhkvgL0UGVgF/KK1323FPf%20QEgzpgSShMKfNysec8m5n5HDSmNmSWgsHNgjDA/lPW4n+rRYjFYi4bArbeGx+S4/BxMNo1b7i5Ui%20OJI6E0O5lk2HyKtzEbAfs1ydx3MeKBnLAe3QDxyVeLhPJJhX0+q3vCwo+KxfoMaNPFjM7xsTVp5G%20or5U+wo0hX16LQfDXL2fDOIM+T/JPHppAeHvfHFPz8omQIH7I4devn7kRHBYfKApDqpelSB2kFUe%20ihqEb+x/brrdwuQ2UqXlSaWt2wvvUkmgsrSnUjRwugskKqCO6TxKO03FjQ1NPVianQYIMso+QjtR%20a3LY8TU8ZjZgGSZagGtN/wCzrqPcdvDljtl64EHWJyKrx8suOTxx9ngVqv3B9prHC/JcQnkwbaZG%20CwBZAdjaK1eMrSp9N66jw93LikOPmz/bPKXSWUZew5aK0+KMxv48sY5jqP7ctR4YaxhchLxYRIEe%20Tjdv0IrnlhNS3lhoQbFu+UdPTbXfKGWSSE3/AOS6Tw/3Jx/O4MGBzBEiOP8AlOQUkKRtQMVBIIp1%20/ZrnlAi4XXCW77ZYpVy3C53CZNzL5MQn9KUbjff06Gn8NMJPik2GBtgq3TA5fFjizWJl2+nyhQlW%20pduvcWUU3+H4bbBWB3BajzfF8jiZTnIKfXdohydhj5MIqFW4VoQT2uB16/B3MvGrpZQa4Q2FnHLj%20aMXQvAf14ZlCOhA2uFfYbEaJSSi1VqmaSO4IsCKT2qu3p7dKH9mhbNRkNVfH5o5GuO1KGYV+Q9a1%20J/tHvoOlN0UtjQlFoEJBIG6n+FPzHQJqvJBRDMj1DEq27R727U32NOhOtZAOqc52SB3hPkuArv2h%20afAaLJxdI8l0KzHejClzbm4ih3G/qf8At0xinBuhhEmBihJ8xZmt8k+YRRVBHaoqfT4/v0y2OSGy%20ciSOCOXFP15coDLGKLeSRfQ72h9tYHVMSEtwOM5Ph/JyucpKu1ZcYtcz7g0Vam5gflau2nEdKr2p%20JT3WQs/3Vl53Izph8eskcwUDDnW4+RSCxanUN+O2l2kG1V7UW+25TPB4xzLkZnLpieWM+WZVkIiS%20VlJCylQbAi/kWu+qGWedfop4hhgnIy8jPi8GK7wxt/i5pXxuEpSkCElkqOl29NzqdzVUUC0L5rEH%20GxYgijSlaVDVDPU9t0jAC4mnU6ZrKMpkr6F+24/D/wBO+LG7eO2JlZmNdjnEGpBGuHvP8ZXXE/8A%20W4q60/FQWhSAsr7KNmBKnuoBUftp+OvFBBN7KTq6NYpqg2FwOxEK9lK7XDtP822mItZZXxNGIi+S%20QHP+Gp32UUPaKdT/AE9mjNbxQWZhGWMZUrgRRy3soudj6qe2nQ+mqgOswRSSscsRbVcBiBQbtSnX%200IBPTU5AOyBUUnjvcpY7q4E1Daeu21d+o/HQJayzojIyEVSpY0UXddrV9dxtWvvqUyNrhYlUQZUE%20jAySEAE2KLipZ9yxPU9R+H7tPFmWB9FNM2Dysbi9lrGyp2Y7Gq/HWjG6wVcvKQtJasgsBIMZPci1%20t3/Gmnk6xViv9SSsbClSgJJHd/QaaABKaIUhCqjxhyhYgd4uCn83X3ANan8NEi5AwWKnejQo2zKw%20orMrD0BAA2IAK1qfWmpkhDxQ8xiuLCW2/tMkfoQKUIAtPsLtq6txqkAr8KURqqM7My0BuCXkU2bt%20oPmr6aSQulJusrlY0shS4m4lS5FF7SV267DfcD4aEZ+iMZZIPNx8GQ9wrESGITtDAVorLtt8evtp%20ZyCMmQc3IyRkBWr5SqYsq17pG/mpsPTQhFw6GwlGy5kcWPIFBDowQEHpI1puan5TWvxprOldWQTO%20YE8hZWYkBDWt1aEep2A/t0zLPVVZXSZB8N0YVlqVDDcMVHyj1Br8Px0snTFRizCIwSbxUqBWpa0/%20Aka2SDL0mZ5kjQEIOq0PcQpoQRT+brv/AF6zuEHVE2agsIBtc0FKEG2vT32XuH9emYpnRH1VsXY5%20vO1v5gWFQaUJ6bio/q0oDG6wqq6qInuFtDIo6kkAGnzH16fhTWuDZZCQZ7P5ZXTdTWwnZVWgFFr1%20O5OlZ1kQMo+Ji1PGlWBoxa4tWrD8d9h7awCCyZGRZGLrGqmjMpFSU2rUVPpbp1nAuqxkwvRgLvKN%2026WKaE7rTQM9UAVAJjrN+iCYltZGDmlDv3bi4dBv00Im6wC9ICjgB6BNwWJ39a7fMN/w/q0Syync%20VhUuSCDU7hvQkAjr8Ka3VBZ+sm/9uP8Axr/x6DR1WbofVcbyOAyMLPfkfqpZ8qceGFETyeMOf/Co%20W31p76+ojIKUpDBDSSSHKiyGiayrpiGKH9IkUN8hNLl3Bu26aaxWBslP0WJihpcvLido3vyFjP8A%20jNL3G01toA3p00wsLqjvgFVNysk2fxQwI7Y4neUY0SAItSRQVDXBVO9fw20pAsmEWBdGcbzXJwPP%20gZ0btNA9A9LnIdyooATv0oGO/wCzSgEEpZgEWTX7dz1z3yOXyIfBwnGqqiKYLV5I6ks5FbqbkDoD%20T4VXcT4JZcWQxK6f9o8fhw8F/nmZDKPuXlQzRM5NYOLehRAn/lyTUDNvU/htryQR3HI7fZxytpKW%20v/ic9X6N2ch/HDaDeQvXVNVAIIstVa2AA0XagPX36b67XXICxUSgAtL2O3UKQxWp/KvQ7CmmifRC%20UQvNY9LFErOSdjbUU/LQD3230WIU3CsR0qY6eXYfKbBeQQoYmv5jXWWGg6KvxMzXEgqbbY6laKtC%20TUilSanWdFwrYJZYpvPEPJKa2EXXbijD0rcOvw0vJxxnEwkHicXRhOQk8T92qTc79sfWoc3iI/Fl%20opMuEpVQ9xLFo/73qR09t+vDDml2tpvLhyliYdJ6xyEvVdBjHnvBhyZxyk38BrmY+K0jCmysXM8+%20Iqutw+qwCLQxU7vGNrZN+5fzevvr05Qs8UkOUNtK3rgPvPHyOOXF5I/VcPIlBMwrJCRU0IAr2kdD%20vqBhmMl2CeUsF7m/tp+Nrm4cgn4ycXpKtGAUklSx3Htaf7daEgbFAxMTatVUJcPkcU4uepaAnsk6%20OjflANR6v03B/HQVY/cLVXktM+5eEzMQx3S+Pxtbh56qWAQ0LLJGetVO4PSg1QEEMVNmLhKOIzuX%20fOysXNx08WOFInj/AFI6MB1cbH0b36j21pRL2WiYkLZYZYwB31u6Ek1YD2/3aXcVI8ICIHZGpj+Z%20iaA1HrQ/x9NZ71VdFKUdVh3eqVIJ/Oeo7QRogaJVTPLGsVCOpB32rQ9RT1NP26KaN8UoyoGkyAY5%20BFAPI0hNO9So8aUI239tOE7LXeV5DJ49cjHkiSauO8yFwSpKmhVq1BNNzQ/7niiVrKZHKTSfWYqp%20EJCIvDjARKgUEhlALDYivrvpmLPmi4FiVsR4fkcuTEbBzlSHDVR9QCCqPXvG9bmb2/ZTWbTJT3Bs%20EwwcDC43z5iiXIy5nZShFK1YrV2PRvWgNaaB5LWSmJIvgjYeMl8ccmckapEoeCKBSscTMwtZEB3c%20n87b+ugYpJcuiNCIjBWZlIIWR2JYkb1q21WP8dYqL61msxyqYwUC2A18UgIkJ2qGKnYfDros6B61%20Xqu+faDDG/6fMMxClsTgAm6hOcwO9fSvvTXF3xP4zWa7on/resVpn1ASy4MXW4BdtqmtHLVpcD11%204EYl3KngfBWqYSjPIrXQLQMxA+Y9aqFAu60Oq7sis6iQ7vGQvbWimlaEmtz2mg9/fSxF3QAARaSx%20eK24UQ0lVDsoA6Ma/tFRrr3gXCYyQ+RBG6s3lt8YarDcqz7Gqnr2n+PTUTNKURJJCIpGXxxuzoXM%20lPn2Vf8AxBR8dKCJBwlZQWWORf8AFEaP3MUW4kKwU1Ow6bf9msTmVktzZvFFJIHR8WAVdlcEiopc%201TI3zbAaMY7sAmEXQWJnzTgvIGhLTWB9ggZKllApXa0ft0+xvNZrpnBxEs0yz/UssK9FKLb2bk3r%20UkN7E67I8MWcq8YNdHkRxTBISJZFUeQjYtuCTSjbBX9Rt+3XPyy+5Skb1VYLP6KymQuBVQPE9aXA%20hqkU7uopaTqEpOUgWZmErySMWI9KELazjrQjt9gDtqciHdYF8V6QHYuqOrCtSxDW+p236nfXZw2V%20o2SyWSWIBZD5iklCsICuUNVDBQQaoGqffrrTi5cLSi6uxlhMUZlIkmgdVrsq1QVVGD/F/wB9Nc5O%20ahVVqmEviLmC9Gel7RtU2/zfs04lfxVoyuh3DhXjgi8roeyNLbbj1tuIAIHr0/bqsomfRV2vZLpW%20lMkMEziMAGNpTdRjUgWUKkA0rfSnptqBiRbNRItdeV6yIzhL7fIwBNVU+rINxv79K6wcJSNEXFlu%20yykgAQlwUUVuY0qR8vv10zrKp/CGRI0BgqQV/nNu4ABAFepqKeukB9EYh7IIZoWWRlFywtV3utAC%20UVlYtaB3BT67bddUA9iLK5YZZo4ZvI3iBrRCCvaa3hvzEqAP3+mtKVkMLq0+QqzXLaWFhkVlqQab%200FfTqW1OyxKqyMiQpZHMniI3HyDtFdnIoxrT2A99qachwiAgjlVl+lSI2pHfMXoX7qFBetVINa7s%20aa20haThEQ8gt5Zh4twYqsAwq1pJUkbUJ3p8o/BdKQXwQYlKeU5eQOmLBjsszFjNExqhCAChpvXc%20U26acxe60gwdOOKTM+mZ2i/V2MxDKzgFdkda3Dt9TTSmKCLabxKjuYxJA7MQSdgQQpUDoSRtt701%20oxWCrWdoYe+pkqAzqVdVJBJAB/Nb19Bv8dCTgILxtIFa9wCmOh6lSAKD3X0Olyusq/px/wC7h/8A%20E3+3S36+n6IeYWoSxq8DQi9Y3QqSoZTRqVpb+A19FE3QYBal9xcXzDSYaQZX0scDtaPJakYCmgNO%2022g10RvmpxID2QmUsnIZH0OSyvkwR9qMhjLK5BEwA2PT5Sfjp7GyaJYOEs5iLJi5PG8GWskeOCVe%20IBVicVU7LcDu3dXrolUgQztijZGyMEjjxjK0mUsTl4yAwlc0Uysa7Bjd26WRL2SgPmugcHweJyue%20uKIRH9u8IyZHJpGtY58p6NHB2/FL5enbT1OvL77mkSOKBbknn/GOcvhH+5l09tAQB5JYD35Lechm%20kkknlYeV6PL46rt7UGy7fuHx1Xi4owiIRDRiGCh+QykSbkrNJzEQwIpS7Yda09OnQ+v8dMCllFeX%20xXWgqpKgsVFBb0IXc+jdOumSlZMjqhJaqEG1TQkoBTYA3C6h6fD9uBWLrLwrVktJjPczJRFUkEUt%209yf7OmsDZKyoYoKho6vQL42pailTttXclen46YeKBfMIgMPSoZmIVW2Zt6VC7NrEaLEFejSW/wAj%20bOlPy0JYEn/d/SulLNcWRBL9Ut5zgYObQy41kHNCwvM6ikwTZ7qHtc9A69fXfXnCM+0vAb+HOOcO%20sdY/25ZaLqLcwaVp5Es0uh88DnYLQ8rF5DFz5WijGNycTgZkM+yvGqgBJEAW00/8zr+OvTgYTiJw%20Lg4da9ilGZidsgbLafs77vkxomgdGfE3GVgZFBNHWgLJWtQfy+h2P4TlF/FdfHybeoTnlft2GWAc%20twUpnxZQW8QuVlPVgVZrgF67jUxLVNKLMQl/H5kEqvh5SrLjMAJY5OgUdTUVO1a1G466aQTQmCtf%205rgzgYrLhgjjnpWZFHliapK1OymnUbUPw1Qcix4r7swtbTlpMB0w890Harpkj/BlJNKFj8kg6ldA%20xGKLu+tevvfW6dY2ZFL3AXMdqncbdehOlwSzihs/lMfGQzu4WJQfIyk0YbVXYdfw1SK59hS3J+4O%20JGM2QMnwxO1oBDNsEuXtrXpvpwEGKX4HJcvO+dPnY4hwYKN9SwPbXpvTcMD199ARfBMSB4pTyP3J%20kcnFmYWKiiCQp4CFDSPAWpIqlhVW7h09NOCyBi90ZxvEmOFXlVYoMek9WUqBQbXFqbD2pqj2Zc05%20O6YQcVDyGRDG2TZgY6KYlClZpQ3c7VFPGhNK7XH30s741XvTfkMRbH3Jr9Fg4k8XezGFG+nhYtM8%20ES7loloPnJ36t7nSMpmciEWwUBQ9P1CqwyO4CNQdABv+321ndIywJHAlUI0crD9MsblO1QGr1H7N%20YoOHtVdViZnZLn2bZaH5iq793qR/QaIxWZl3bhCZP+nzGJZULJ1qQpJzzRatSl3Tfpri7wf9ZrNd%20/H/jC58uRm48bRwymUlTfsXJkraR4yRbQAgDf3rtv4cGdypunONjSHBUzTo6qb0ZwFCsrFl2NbT0%20/AjTxG4WWWDFO1qrkJ2gk2hqFia3lxWoav8As0BHILZKrLRIVZIZIRIpNULWUYDYErawCqC34aN2%20QOKguRGVUqZSqk+JGVWLy9bifW0V7eu2htGaRXYksEWLNK0xRpwQJWAIAG5sArczelD8NNxh716J%20x7UrfLlWbGLq2RBM5BlUxqCAOtSa7DoApI6bawg5ulZT4xcZ4CY91Ej9vjNxr1WRQo3PQ9Q3x1cf%20aLqwCJiwePkRvGt73XvYVKsBQmgp0KvtXcV666LPF8dFXa2KZLAsZZVLpFIfE8DtRKI1Q1uwG5Nd%20S5uYwNkk5XWYlDO0ohtNfK/6ZqRUFakkEHtDUFf6tQuSLKNyq8mSATGwNM7C+yE1ADb1oKHbY1+O%20pmId0EsgyCMtPJBSJwV88KBVDuSzBlq1N/mNTuNzTWiA6wN0wnhSaDxXFVYGisNiGGxBW0nr6a7d%20rDFdIQUcLrG8UZkP0sZCCRLVe01UIxJB3/ptQtIgokqQhjhyVaW9GFCU2F5Umr1FAez1G3w9BxzF%202UJC6BycmZrQovyZJAJEKbMGqwa4bkGlANSMnSOnRKiGPyBj20IuSqgkbsAbiN+3+OuvikIh1aJR%20GTGMpRKiq80Ct3ygsVBW3+81GO3X4arKe5OS61/PyeVnmcpxzCwBY/IBcqL0NwN3cSN/69LOJOVk%20JgnwQOVPn1laEiAtAGVCvzzI7JIA5otbVFqj4/DUxxlrpIwbFRh5SVIYMdN3MogaQdy3lQ7UI9ba%20heulPGQiYkJ3A0eVD+lKYWZ/DJFGatcgqVJ9K7XawAFkVXLjEd5KSW1WS0raCBvHbs1F+b3/AGab%20aBZBghMVRHuYjOhY0VgRcpTuam9K+idfw1IAgupsHUsjLy4sf6qLFaVVZIrDGyIGcUAtWtFP4fAg%20asIk3VQF5Y1njYPE0Jarx+NiqsslEJoR8y0AJ/hvp3DrGxuvJwsKLMQ5MpQCSGGS9goIuUKWBpSg%20ruNAS1ZYFDnj8bFiLBqBO0XAK0QVSpU0Irsajeh9NxqfI5LBA3si/q/p8UTlEilCqzkVBVltRUqC%20xCjrb/v0ANFMBWwTSyiJUiRmYKSxKp2EmhBJX5QK/t2G+s7LKORI1zSzFjIIwHCrRGcmi95INSO6%20nqR166xBCyHbPImAC3F2IV6hK/mNzAnp+Fep0hk6wBV/+bD/AN5H/wCFv9usg56LUArs1shNqjvr%20+A3p7beuveKWWF1LOwcTJhEc0UbxijJAwuAda94/CtaE6wLJJEhao/CQYzusURnknYwRzCYh44WF%20xY3U+T0prpxHVLv1VUObxbsJi7SCKVcZXkQWmYG1KWdx3NP9ms6oBJN8HhedgdQ8Ueb9wcjOi8dG%20yjx491Q0jL+VIvmNfQb++uXue5jwwMp/tFADzwVeHj3yAFUF03iuPxOJ46Dh+PHlgxu6TLIo2Rkv%20tLkNt1c0t9lAHTXH2vDKIM+T/JO56aRHSPtJJT9zzbjtj+yNhX6q9vLJ4wikEGgYirbDchgdyaV1%201OoKMcKyW3mhYUq23pXf4f8Ae/q0zlYHC6mhvYKLQrALafzENuTTpv7e+lWJdZXsoVAW4oE2JHYw%20+Qfh6HRkXQAUPGEBjCNbUkmTuJHvvcKEnYawK04hTahUWAMrbEhiGKpS73O3x6aYMpsVhkYigY0I%20rQEBa1I3Pp/v1kGWTGJUZryq72OppufU0APxFDoOyNsVJg1E8ad1AJJCKBgF+S3owYkmm2sAmfOv%20BC8pw+NzWOqzOEyoa/TZwIpdQbFfzx3H8R+/XDPhlwyPJwjG8oYA9Y6Sx6Ss66Y8kZgQ5Mv2zzGT%20HMx6/Bc/5jisrjeSUZ12LnxIfBOCGV6sTatppJGddvBzQ547o/qNQRr0+Cm0uIgSH01dNvtf7tyM%20HJMZFkqrWXBfdXUH54moCyk9Cu/oemtKD+KvHlIuMFuXLcFicxD/AJjxIEWQndNiNs4Jp+P4D36d%20dTjNrFVPGCN0UjxM6WISY0tL22ZCuwJ+ai06j20xQhyDCWISf7l+1MbKwJZcZrcOZgcnFAvVaioY%20LsfelDVfw00ZMqGBl4taq9y0jJzZONz/ABiIycV4xGrRoS0JUAETA77VqG6HrpzhZLuOeNVTr3NY%20EXLcR5YshX8JaSORaP5O0i00pSpFdGDYG1V7vBZG613h+Cyc76afxmbGU/ri4rYAbC29K7DqOvTT%209M1ORYPX6VimfO5HIcjkycLxSKuDCA2XKr2xKqLTvPQCtT3eo6azHDJTDC5xRODiLw0S43HAZXIy%20MxnZbi0YtFDebhZ3E3fuGtINYIbs5YI/HjmWV5Jc6XLZzRqgWj1oq1tr+OjgoTluNrKxJJFbyFDG%20T3Dc2/AE1G9TooMmeLkvMUjcBpgamRhcWP8AMN+vvpVNqqvNeeNXrIF8hBqzFTGrEmjWJS5Dt0pT%208NAlYKsTjxhZb/BQWtuQppU+9tPw0XRxwWVBRqs4lRjWibWHpX0+HXW8VnXeeGkVv+nuNnKlXicM%20aXLRs5hSgrXrTXD3o/6yuyDDjFZrn8WS2S6lgzSOCsj0IIoAoPU/L1qx14JH3MkdFjKx4sUYhkRp%20ZD5mZgxFAoChiCm3bQbEGh21aUxEMhIZKQyIvNaFZV7rlUhelKGtfSg/D8NTDYlZV5Uqui48Tlrw%20oYgbqPmUWJSgYiorqsBYaIHBAJn4mPHlKHtjgjF8qkEAB7aCPe1Knf8AM1eg2GiYESHWq80ALoee%20WCaYzVlyGkt/TeTw7g1CWmN7q1/D+2sYCNVXirCLKzjlxGvgSJ41JUTRly6Xq1N2UBl7vjqw402z%20RHJApyFmpe4AUs4cGSmxC70ofWnVj+On2uw6ptE2x8eXHCmeQCdI2E6IO3sqXNSakIDvWv8AsTmL%203H9K05KLZH/KGS/9UIb4ya1U0J9d6ClR7a4Zl3XOS6pbJkhhjbJZrHJK9bmBQlWS00pQ+9FrogIB%20WzZ0kMRRZi5ktCNGdiPmVWQEdnbSld/46cBg5TIVPEsgeKEY35XmAtYgflVSrr8vqN9tU44A5XVI%20grxXl8m+MPY1CwvPkjote++O09x6DqN/2dAhmVYQtdUytJInjd40cFATEK9h+Zf1G3BO1B3fiaaj%20MXbBTLOqc7xiGBYZHeVoyDJkOFJoReHZygU2v27A9dtCXE/kttfBQ4pZYZcMTuymU+CeORAjpEAz%20JFQ/MKkVO+/tWmoHFlIhMYwsOEBesqqAVYG4oq9fmFdz6HQk7IOs4XJY+TRYZKFDbQ1JBVtuq20B%20/MRpuKdVWqtCSMZqxiOJAz3BiwYUVgasdz7HXcJEgB8axVnQeRxOJlFhlqTJGwW5Q5ZqGvciG1Rt%20869ehHqamCbYqcnHx8JEWJI4o2IYySRkqzWm0BSyVItG93pqE+Ik4KcodEqyeaSGWTLjmWZCtxZa%20gq4Yqq9NyAOux1yzgQeqgY3QTc9JFFHHHAseLIFaPLkBk8rliBRqkGhXuBqanp7vGBIvh9EDG1VX%20mmmHlyzWLCY55TeYCSSE63dSGGxqRXp000bG4r6p+NkRyDyOmMmVMwgLK3hVb4g5FFeN/nBD9bqb%20HqdVJaJVDJghMrMgEJAbxRE2RmPtoKbg7CjNXu67AkCo1EXN1IAkry+QMjsrAyR3qorbEq7CiML6%20u3qToYiyxiiMvNxMYKZ5Fiq6IZWAVfLL21J/un19afhUEHRAYoHi5/qpJ4HcAs11x7CbjSi1tBJt%206E1NK/HWCVliOXJXYgxoAB4fz19mt2+O38anSm7tZaIdGxZSjIbHd0+ndvHJL3tulKG2qh6sOh3p%20000Y3YIh0HkYkUClkl8OSblRagG4v3+GSSqAtW0mnX11QRIxrxTNVeqafRp/8jL/APQOo2S7uo9V%20zXO5GROWxkxmeVYiUzsaPfbIS+M7m1t9uo319AAkF1HgPuF+XgnMkBg+ncgRsTuvVPxIFK/H4aUx%20LoTAHmredHDT41MyeNJiS2LeVDo7dtVAqxFaMfT399Px2Z6rBT3SSDhOGx4ZeMzMTHTJx43Z2LG+%20SRoxQRIijvNKt0P7KaqQAHT7zItmuu/b2D9FhJyUqgcxlJWRckWS48L1/ToRUPJT13214oP+xyuP%208XGbf3S1/wCMcuvguv8AxQb+uX/tj85e7xR576REBoV2sFadKG709P269B81y4BWpRlJNRK3yOp7%20diaFQhqK7fH+wFBTYMHRY2uk2C0FCa0ANCP71dtZ2xQI0UXtFFkNFf8Aww6/MTSptG3r7jffWqqw%20TBQZiI6OhdnrQEUPoBuK+/Uf19Q2lVVkSFZ5CtQ2/UsXJVBuAFBaot22/wButiiA6lF5A5BCgkkl%20dgWHrcQbtvj+A1kkouoXEJdFt1FAKolakdopbX1rp8cUpCwwUOFKtEy9yKAaEVqQF+U1+OmCQWUg%20rOBSiuwN0tb2A27VFaDpvQaRYKcojWUVkAoCkQqBuab7/gKnRAZ1iyhm4nHchinAzAHjHdjsO5oi%20xJ7CTsCQe3XH3HanceXiYcmf8ZtlLrpJnHsPVx84bZO8D6x8P/qVz77h4XK43Lih5FoyHnu47MiU%20qxrSjRWmiyCvcC3wOujt+5HMCGMZxtKJxifiNDmhyccuMvG8DhLKVU6u4H7gz+PzFhedIs1w3hlR%20SEmRdrWDBrXatCtae2nlHIq0J3eLrds3J4PnsEZlRgcnckUkbC5WeQ2rW09SzbHoOmpB4+CpOAmH%20Fikn1mRx87RTxtDkQsEmSu5Cgih9vQ7daacXukEyLFA8lw8HJhs7CIjyWFM3GNAsgLVKsD1Hwrvr%20RntwVbSDLSsbiPo+Sl+kaXHxoYq5sTxnwHuqIyWN/X1oT0GqAiQUpPHGq96IiyfGgdcC2CUqQsRp%20LNOagRrCd603ZzQaJNnCQRcshYcPKzX+jQY0OMf1sl4lBjFGoAJK0mlr+Y1VfY6OJr66fVDlkInU%20q+PBixMa7HKxYoIulYkE/wA170FW67/w1QELllIkl1ByVVnpaN7g5sDAtuaf97p76IKMVashAqCP%20ESWJarV6V2OlCVl5A7qHDk7djAWkem3r+3RIdAhGQZKikB7WNRfUkG7apB2qQD8ulLhAurpaMt8a%20MzhCDEoKswUg1Knowt7enXWKwKDMk0TOTH4xUEq5HUrUBqVFaazo7V33iWjf/p0hKgohjb5FLMB/%20mBqQorv664u9/wAZ8veu3j/x1quaPlYzgFWVA9wLpbVySVoyAG1gV6D3314btjjVVeZUfrwYLSFy%20YYgVJRg7ipr3bdoJqBuf7NHYcSkVuLKJCikvD2goka+YulGLWyUVi8dN1K1/GorXZZ0yEyeaaHLt%20aT6rEkjvDIWFxUKKWOf7vQgj19zp+PhJqq8k0eN0Rwz4k7ucVJSGjkWVCDEY6pUgN3ChoKG5fw1T%20kjGIDppxAROLgcbYGfKhKLsjzGhFfka4hh7rsbT066vYNVUVR8Ezx8JIy6SY8rQ0D1W3xU2UWshp%20VqDY9QNxrRk8rZIjVMYRaJmSxFZ6JI4p33fKyqKMO2la9dtJ+RjTKQko5Ds2O2SQ364LTsgNUcqK%20swBJNwFGA9f365pvdLJJ+RmbwyiGkjKoIdN1uPUMa+uuUwAUnXsTMhMcSzKrlI5DCpHckl/cAm1y%20sfkJPx10wAATPZUGSIMJ4VEkjkyM0cnYC9aKpYB22YU9a+tNLG5umjG6PieXIURq4xMqJQzyIiln%20SpFxDVsLW7U6/v13w4wLroiAMVaDzTYxWdoSWUtHGXtlYE9tVUMO7qVvaunAADhUAADpRlRspaTJ%20kMyoW7ZFa9wu9aKSxY0I6gHavwDFEl14xhsWWHNEjyZBLyBlqLgrqCOoWtd6ioGpktcKciyuxZWy%20cCLjBMWXFYjGnX5VkQgEBhX9OQkKGWlGpsNcMXlIg4rnxKFwstOQ5GeVLogjEy5IcLRV+VG3o5Ys%20QRQfv31pDbY5oyg2Ne5HQxs+RRKwMgCqrABGUAEFXHetoPpuAd6+lY8ZCeEGTCXDVor8qEIhZrAb%20BVlPdIGQihPv13G9ddXG+JxXQF76mKWQL44cjyO0QkE7IQqi3sCVenViQR7a6HACdmVJWRpW+naN%20MYlAqMw9AaooFKEsSevU/hrbXvmsyT81xmVlYIbJjhkg8qyvPCWjJahDdzk0ACips2ppJRQZigoe%20CMWLHhKWzV8190gLSBRssiOgUstijvpd0u9DqRUJRTuTEdWjjyMUNKVuTdCUvJHjFSLQPSmhBkYE%20KxYoWRndWbGZgqkUXy99QqEWNW6nXr61OmJBVHLdEK+JxaPSCARzx0YJMGlJ26lCOm5G3r19dMYj%20JAwYWQOdiZkxMkNZkielhapb5mLFQwN9rUIs9B09ZfjERdTMWCBeB5eNxRMqzPF5pJApoGJoGK/L%203KCTX06n20BC5bBLsv0Q0uH5ck8fIf1kV/EHF5LbHySWm4r0F1tT0+GtKDB6rFqKG1gnK4mZkz4q%20GQPyAQJV3NpWO0FvKRRwOtDax/vbNrneO4kIFWxxQQymGvmjXZpg1okN25F3zKTUEU/r1QSD2Sg6%20K1s7FxZGEjrNN8wJtZrgh9gaqrDp776cy1qvJF0t/wAp+4f/AHfKf+P/APyafdx6V6I7qdc5m47O%20hPFZGJG75cUbCWOSoEsKFnihdgBvQ706a9oRvZQEwQVb9uz4mHgZXNZjfTl5zCcGFCVRzIANm3tV%20WNPWugetV88lpuSwSPk5m+5ecWGSJcTIx2sqzEeRLuwD2K7+v9mmjByzJgdgtmt2/wBN/ueTh/vv%20H+5fpRJw/FJJhYGLRVqrCx5VclgSD6+222ufuOE8kbG4L+lWbBHi5BDxIuujZX3NxX3Bn5fKw45W%20bMkR5eNdVuEcS08kdu8qDdnpuvXXnQ5DwHZysIyP2yH7XP8ASX/ach/LxV5x/L93HcxFwcdHHyUk%20gvCSB/JBIBa6G81b8tD+Vbfbrr0ZAhccZ6K5LCXJqFipaTUKoUEbfH+9XSXTEqRdUiZ6ERKA1rCt%20DWtxB/H4D11kA6z+q5II8TGixhx+oqkg0ao29f2V6aya2S9GGDMQSDuQ5qta0UADoe2n8NAobl5y%201TGyXBasqE7Ak1XqB67/AA0XQZSjDqbIiRctI26WqaVP82ymn+/Rtmg6rZB4wVYEgkySEkA0PQV9%20AD+/20AtYq0K6xqA1WJJelAKHrRSd9/X19dF3SEEVksktbJIhrIoIHqKE1pceg0TmhjVMoPjQuWk%20f84o8a91SNriad37f4axL3TblI4yVKgAMx3CmgU9fX1HroMtn1UZBFLjPgZkJy8GSgk8bUtptUEn%20sev5vgK+mubue1HI0onbyxwlb0P8o9MNNVXi5doIIeBx+fQ9Vpf3H9k5fE8T/mTlcn7dyZDAHL/r%20q67qskY3uuT5122+On7fuN/2cg28mmIPWObN6YZKk+PZ90DujViguN5vJxHpkuyqu+PyRoxUk7JO%20vrVtlf11eUWscFXikCLYroMGRxn3Rirg5hGPyiqTDKdlcgEL1tBoN6ex7dRLxuFU7Z44rWsrD5Pj%20J1hnSxxUhgPmFKghuhFBUaoCJFckt3GboXMx4uRfyNejjdrWsBFRT0NaDbce34a2C6Iy3VX6pfmc%20Zh46ySxxESMrRzyNXyUYU2dfgD/TbQ3JxDMIBIjiRORH+kjolVW43N8rUX5eu3w3OngbMuXnhdxh%209UQou/UYX1RhGA5ETXULH+63o1BqhK5Lpfk8ezsJUVbk3Cbi0kdaNU9NHcEXauiDMf6nqSwLMwq3%20YKAqNhWv79MyLlTDFlQStbUgEggKSaH0P7BoLMyyxZgFYnxuCWWnctVB7mHy7GmiOiBRCZ3jVhI1%20RRT2/qEClRfStR0/DSkJduT1X0RUyRTj9OMFraoy7i1iaj4rv01kL1Vexd04YeP/AKdYVdTJSJlK%20OxN1c8ijEdQf92uTuj9hK74H/rXGZ+TmjwmyLvChksmS4JJG7lSRRSrrt1LGn8NeSICOCRkbwY/z%20HiMqdLxnxSR0d2LosTrUpIpuJDWn5e+uwr00pBBY1X6oSAFqqndFoonx6kunf1jStGHykKb1Jola%20VGiBdERUsPjUlzZPqncPGgZpEIKBa73UHcPSidN67atKQhF3dUJACefQyY3IwYy7YkZ7wqioJQkk%20kjurUb7UPrvqUY3eReR9nySOWclem4BjJEwjQY0psCxEjqxBV6G7cirdPw9+kEtpVfBPvzRqtQRY%20kEzNFECTPSlSdix2Xeq7UHT21HlniApGSpmllgaBpFeJMlBDHZGSSzgmxqDsoF6sKDUpTOAwWjL0%20V7NNnYZOMDVHChwV8bBxablbZ/cU9fw0wD4rbUq5LHmjzBEZYvPPIyhPMsUjqAAEUC1z2DffpqFy%20Uu1yyEgEytNkzt5xGpJSCcSMSKbItzE9PxPw1bNYC90T5MqIxyvGjwI/WaHxso23RVa8Ak0F2pgu%20XyWchGfVrPGhUFIYmCq/zRxuD8rI9GWhPVa+uukz1CoJKrlMkwopaRHPkV1x7hHQs4AbyG0hdjvS%20nx9+sSJC6xu0+KolxyEQRIBCqlMqKN3lYKtrKtilw5pu/bSnrqgTAssyYEMvHTSePyxxqPGXCxRo%20AFqzBKNHToRt8NtIYgm6G0EoDE4TlmjyYpMybP8Aqm80VCIyEMfatwrtQLQtXXPywaQItVexTlx3%20V8+OvHjKYKkU2flIwWtyzFgSr9CULkEuRsrCo220koiUm0CWQdE4LwJJ4ojN9QFuxD4lVfJMzXI9%20QO160u2CmhOgJhxEV9adMCHZHxT4Mc7Qq7RjHhETy+MGIOz1cIxoa3LRGX8dXjMPgmgQ7rEURLvG%20JfFSi0KhWYWio2C1+Pt76ImCXKImrc3IwYVLNJGzrKI2AKhkBWlVoKKQaU9uvU6fk5WHXGyxOuNe%20qFXLgkXzCCqRMYppmIU1lFWopu67Ag0H46T8uZW361XRXz8kqK0MJEaGjKGIHSl3sKP/AGfHUObl%20BcBQlN1VJkRPJ5wSwZmd1UlWq24trQr1/wBmpGYzzQEwg0RpIG8zKsbWxwOD1ZjT/DFV6kCjDatd%20Vhhaqoqg6VVFXSiUAtIjMkjhnk+Y1Ip+UNaentTf31Z3ZEF8VITHNgAhJkWRSFkeqUr3V3tI6dB0%201pTuwWlohpgiO6MwkqxkaOp2CxmpFam6rV39aEamJt+1SBY2U8dYJONlWKx3b5Mdg1HWP52cqQWF%20SFXWE9zjSvCgtu1S2TIGPiGTwwxJKp8EThVpTYtcO4KDS0jc219NK5kW1qvgg5KX500rSI4ZTLOg%20gadH2DFTdcSRU7dTsfTppxAixTslsHHchjqsSzx3s/8AywSPyh40LeXsutMh92IFo00outIBWf5F%20jfzch/6k/wD93SbjQSLU+DzsqWd+B5kGRMVf/wAblB2SX9MgJQ062D33GvaIY2XPMAhwqPunNazJ%204kYy/V5zIWmBcr4Avc9g/MuwO37PZveVuKLXewUMHjW4+GPClhH+Z5kTNj57urBYSxW5jUshZem2%20n9UJTBu9lsuPi8bBgxY8UIkciwRbGqk7s2yj0399RlIunYEOs5MbtlR5I2mxXuinUlWjatBYwowr%20+Pv10CIkGMgDE5fogCQXBwTzAzs3kc1MkSR4PNq1mM1QMTMuotrqaCKVz8LT7ip158oy7TB5dv6z%20gP8A5RHqOuXXGcOaxYcnoDj5A+w4Y47DxM8j4KtJEseZCWjzMZdvHIDYqm7dl3/3664yEg4Lg6YL%20mnHaSD7UVMGJ7qXlAUEgBIBDD4+5poxKRtVZG8gDMxB3JVlb5Cu4UeoHv/VrIBSJjkotWVOoehBF%20NjWhHvsP39NBygQGVj+RFe43Rhi7l/lu6VFN6eldvw1s0yrRwGKoxb+dqeoIFa+2/UbHWKzOsSsB%20YQh8aAha9rbj0B9CaayLKXkQLdd3OWJNa1HSijdvTWWN1iQwlkU1RlYGICpBNSAx6b/CvXRBSEMs%20yGNpVUvRxQooqK1rTtHQ1B26aIwqqySM6tFtorJYNxf1XpSvpSvvXWa7IhDztLE6RLEVABWUFqlt%206eT1pQAVr/u0AXCYYV81ZJNNjp4iXmglLCeMgMHpuFdGB7SfUDrqHP20OUNKxGBGMTqDrTKvFzSg%20dRmDga9VqP3V9ppjY75uA8j8PExlmiUmWSOtaq9AfJHcfm/fqfB3Uoy/FztvP7ZYRn8pZN5xdUPG%20G38fmLPH5jQ6YrXMXmBgM5taTjxQxsrGSWKndUAVJTu6dV/Dp2Tg3gtHk3C5+5l0njfuHE5fDTE5%20Z1Msg/5bOB63dLjsQSTTr8DqMoMrxkJhpC+qV8vwMvFTN5ow0Ujho5VoKUHQVG3vtoxk6nLjMELH%20kxZCtBlOY5t1ikPT1HdXffRIVYSizaJdmYOZiZRMkjKi1MU0YoBU/CtVNDtT8d9tHctKLpbNC5LS%20RWn5TMLbRf03G7UNuzAfA06arEvVV6rg5OMgqtPC5ZEVUkYMCJPlG5FrVFPSnXpprm9ZV8FN1XPg%20yyVVQpkG5UbDY9bdq+4GiCtuCBeIxyXU7tyxXZWrQEneh6U0SiC6iZNwJbiyEMLCGCjrVmH9P7ct%204ZrIeIn9OiuB6jtAI9x+A0yDIjGzKRGMd0JpVB0UjtHSjeuka6UxX0DxXin/AOnePz5CwxNExkyK%20EqAM41upXb0Y/tOuXug8Cu7jtxhchn+345sTzyzpLxePEUGbHMJ6ISF+nIRVJR3Y7uotAqNeduDo%20YG69wOUpz4+JhiGFgvFkL9CjMXaat/nuBJleiAlqil3XScnH9u7Gv1WnG1VXofwMnNTR5JLNNmxm%202XGuEncRdG1RTaopdt2sG0Ga4WA6pzBDC2EuK0CUYCWWClArAhgWFE6Db0Pw1TiO+bnLD5oguUzz%20MkzclFMUdPOKMIxctyqevUKtfXrXTmMWJzCQ3BOaljZYixzAkP6gcRm3tK3ErWtd+0g6kOU7bpZF%200rnnQyGk5EbULyKLisagSM1CPlYmnQj401x8gMvBRMrsotmL9Q8aPJM8lWkqQQ1GNncNuije3RBw%20+KcE5qyGWNpZHKvMTIGXu3vgBDXAhh29em/pppyu2aqFDNwfp8WOKFo4uQsYZMlD5bZKsix3ELGT%20UvKQakBRvo8bAWONV9UrgCypw+PjgSNo8ST6hVqOTyhYY1PVURgLS1CRtVR6iutOTWCxFkRh8dEz%20NkQ5UbSElQxumdnIILVCgt1odzTRiXsVgFOObHxYIVimeG8gJdExUAVB2tAVTuKvWh1cHaLqsQ2K%20nk4064simMPG9FCPKbbWJBtZwGUNQVFT8Pj0wLXurxZ1XEqQzLG8bLLCCqwqwa5OiIb2SqqD/NT0%20pXVYqoKvw/MM2rFcKZVJgQtSMrIQGAr84AupdsSenXTOCHRYEIqfGhIrEHidQpMVAYulWaIH5Qw2%20tBoPxrSPIPtspysEPHBjzzrGJDMsRuRRUCx6G0FQKhQ3Su/rrmB3ScKQLysoLjjHyXpFYEkpGq2k%20sARWje1qi4dPxprcpDpeQ11S6bMbMnGPgQD6p2QvkKQ5WIm4HcAKC21eppuNS3lmU/yHAJgOFw0B%20ORYUQ0eYUlBe8mRRUNQk7Maf26eBIkAFWBZECGExl4kUTq5MsCOjoY3rcWSQAFfUr2+vrtrt3AYq%204FkBJjCHkASJXhKhULvG6yMxLWQrtae4Dvf4e1JEA3KSQCQZz5wMhbGdDGwLxOQ+7bku62qC1Sa+%202oS4iTmoyi5sqjPnRkqIzFCHdmVu9gtDYqBVNTQjbr6aj/rkHqk2EI3EzmiRZA9ZSRc1tAWIYUen%20y1YV7fT1024g3wR3F1TlZTmNcp5ZoWEl7J5gVHWlFHQUYjtPp13GmJJuKrr7rKglZL+S+5XhyFjk%20djKkbDxqWJoSf1DJQXUUaUxcXzSyJNfBNWycN8COXFcNjSR+BJrLWVLvklUXUdG9VHcKU9dNgEiN%20hzIJSsqhZIMgrAlCrBInqrWmiuAW+WvUftGiJNYJtyzJgOjOyxESGod1r2R3AggAG0V+W3ptpRAp%20g6lFxEQctkAllVRJQjvqp7noeqb/AMu5+Y66QALpyg8jDjVvpFtjKIxkmyJKT2vsAtAyqrAEJWu3%20479AwRBQHh5f3n/c2uPcOqjuC0DLzePfi8ePlch2llVmmyMc3lQ9bHISpsYDt2pr3QXsarVc+0g2%20QOPFlchzcmfSOfAlsMU6KVkUY4ABFQNz036701SNs1pEM2ab4n6cLZebMWmynLmGRPIyIUqsIAFw%20pSrbf7dJJskpDop5P+XQRMsTSNbHICTaTGGv7dj81dLmnGgTWGbGNkKyvVALXkFCXNQBd8jHYn+O%20okMEcUDyUrQ58kLTXxsO4OGYgmgqvWtae2qwLYLSAWx8N91fQ4MGPysl8EKsI+TC3SxLbSmTShmS%20lB7r/V5/N2suInk4A4xlx4AnWH8ZdMDc4q0OUcn28nhGXwPT2rYo81JpPBIPHkMvlMKOsqNG24mx%20pAtkqsB6dP36rwc8eWO6J6XsQdCMR5pOTilxm/jbDxFWRdWYs4CgXbsbiqr6KPVqetNUUysWubmY%20Exn5nNCPQUoBX46KQl1JRFKwcqFoblNDQ2127j066xQBUwChRnPyAhWIoSar196t+3S4p3ZQuN1z%20MXFbnZQCoYNWm29QOnQ6KxWCI7Q5AKv8gUGhavzADenWldAohYhRj3bVI7xS5luJ6hejbbaLIEvV%20eSnUMGVXBegCy9TsR1rv0FNz/VoqbWWCjF6y/pnuKCtHIrQmg99tjpsAszLMbolUXtFO9aEFbuty%20j1+B0WOaDsqXHglV4nMTS7uh7mJA2oFBPrXqKU0rkpwQylHmvjNekgYC5BFUiRj/AHV+UggE0amk%205eKHJHbMPGVdD+vqqQnKEt0cUl537VWx+Q4ZAryOz5HHxsFNQKvJCtdzQr2/sHTXHx88+3Ijyndx%20m0Z6f2z+EvVWlAc33QDSGMfjH4xxHgtPxi2NK5xAr47L5c3EVbRcWIBiLUXzVFfHtd+OvRnGq/VS%204uQH91FbzwX3ThzccmNyI+p4ifsGTuXRq7oyUv7KUtJqD021zyhey7ocj2NdVTz32xlYDrPit9Vx%20sndHNXdQT6ttVT6N+/fRhyWU+bj23CX43JQjH8GZSeBzRC1bkfdR3deuqMhx810Ll4CRvFMhdHS8%20KYz2GMk3VqTv76UiqrJWYSCBlR42d09QBJCy1RRU7j8P4apGWRXDz8BAssRuXC27CIXUB7kuoNhu%20SrA9fTodExqq+HK7XQeUkUrMvbFJtREFI2A2oCd9xudOME7pfLBLHsiszivjkUgDb+7sDTYeuiyG%204KAbxMYySET5qrtUtUA061G2itdVt4iD54zG5NTYCCSwKqqHbc+oGiFh0K+j/tebMg/6dcWTEyDh%205KRvZNQGh+vYFWVuqsO1h6g64e8ltgSu3jP2Lkj8njycgFgii4znLmjyuPjf9GZpFDuYlY2gyk1a%20Po3Vd6DXmkXfJDY5qs0y4Xjg3hkWSITxTxHGx6KXcRyVcRl7bWsrRK1P9biQLx/qavaiSNEywpRj%20c3IiKZCsc0UjhRHH4QxCQ1+ZijChagFP3aPMBsJWkBtROZhuksTvL4kmVfDISFLurAK4qy+RT0I/%20j6a5+GDhsCpgWV2dyUMWTJ4GBhMwEqmhZGUU8TMBVlAJO2l5uSUTbOvRCUiq2lkeWKGSipLIkkkt%20QtCpo1DW7cU9Pep9A/LFohJOyVZLycfyTI0V4x4JWims7UkZ2ijZyK9pWn4fjqfJFjqkwshOPE0j%20KQLBFHGxYDsKbqev83rQDf4U1zguzIXTjiOCnxGfOZxPEHZ444gHQyPIXuL1+cn+agFOvXVLkuQq%20AojkZZIMhY4GUZEzM8kcYq/dabr6GhpuaD2A0ZOOqF1byzxYeIxlKZGTNdV7wjKASUjcEDf1YrTb%20YafAWxT5LV5hzc//AOQx50khiPeiMQ0PaVCmhtN2wW0CvTr1txQfEXVYh8UZiJj5uPJmyLLSQUeR%20CVYTJtdHdt3VINSNdEeIO6uIK7Jk4zGjlkmyVeZza0bsTOQTsfGWKHqT0pqj20VowMrJRm/dXGYk%20AxPpH8RjS9Uu8toNaha3AV7uvx0IyDtVWVz2+0OTXn09PMLbeCzeL5D7fl5Hjsd2jmeRrpaS/IoB%202Gy9GJI+a0mm1NOYAl81Kcdpb59fqDolr8nWWJHa1yrRVvZY0miINpU7srBrlp6b9N9cXJySFjku%20WZLMgsbk6ZUkMUp80ZvSJWcs4I/VCBaboFuUA3Wj8RqAfJRMSjJcxHwsnKja6Lwo7RM7bGrRtaxN%20f8RRcdGLulLlZ+3YGiTORDJHIZfDDMtAJBFRXAJ/npbG5JCj4nQMxGRFUyWOLJtJjmmPMy/T4sJA%20jjjNbJlqTG1Ayj934baeBvY3VoqU+R55VTxWIO8uxWJXDAgMjVH59961G9NdnFxXc4q8Y3cqMHF8%20Njos6YEkpNJPK3kLFmHaQC1Uod/TVtjHqqNmp5WNi5UYhlKYhCNfjMfJRCe5kQsSd+oO2sht0Sif%20hMKSHzxpHlWoRBaTa5kYBmaJaL2rUqa0qT7nWMUu31SLJxWWUxQQF4mIV2uBW2VbkoEHYCo/mPsN%20yNcx4w6ltv1SzkVy0eVZ4Xgx0opllpIakUVUNqb7exptojiANV7tU0eHNLMSDP5CZ8eUJioAP1Ja%20+JCpADEkheppS39501xVVZNLhIxrHGn8k4xsSKGOSDCo+BkBVyci1ywZbLpQ3RkN3aNiK01mGeP1%20SmIV+PwHK+HNmZRHkRBJ3QkWVIJAdH/7tRT00g4gMMkg42WzYrB+RLxs0UEqRtH5BaxWpvJU0e5Z%20Af69VDsqSwqqZU5azB2eKJE/VdpZZDtFEjENasdGuYjtUsQ1P2GJk0lOLOlX3BLyfH4wBk8mFHkK%20nmRQys7ABRQ1bqautLh67dWEyHJvVVZWi1VXjg2tg9v/AIn/AOHXI81x7FxtYsvKy/AmbBP4IHjz%20ISUjmZ1IV0LUBARR2keu466+nzUjIRF0w4jAxszlBFj3xcTxgCJGz2mbJUblre0qnrQddJM6LMbv%20iUfn4TLlJDBCSquLprr5CWFTVnq1SFpt+Glic1mYKqZ2EsSjFWWLvbJkuCoi9CAoNJK1NfUnRdFu%20qYeFsOVciUoMGJO1iAoRXFSzEn29zvpUQBVV7FHFlTkWVpLahi0M0TXRGrUCXerGnTpos2CLgoyT%20hnjV8hJ0fEILzQObmUgCwVX07t/x99IJXR2rOHyeTjxLDlR+XgYRfHhxA/URSEn9XFkrszHqh7Wp%20rn7jtN8vycZ2cuuUsLS+eI9ifj5dg2yG6J9R4WW74EkuTipNA8UwIs+ojBHkoKsDHsIpVFbkI67r%20XfUuDuhyEwkNvJHGJ94/lHr63Tc3CAN0TugcCKseiIF5WiHez5BsoFOu+9QT6011LjAde2erWmgr%20bGp2qDUA/gP46zrYLHkBjKw+ooXda0INARUj9ugQsCFgypG4TcIAdyK1u9du0E27+1dYphdWAymM%20yxJsxNa+tB8zFum/poMmGDrKxuq1EjMRRVcAKCQN9tzvopTisyOasWa8gUJFLT8SWG2wIrrMi+qg%20yMtin9SMitzCpB9xX2P7K6IkErKRWz5n/TrcKECig777V9z79NFIyiGMcYDu0p7vQFxXoKmnvvos%20CbrAqp4IlatqEtsyCqyHcGqsD6V1gm3arMTPAoyG/TkFTJIncWpQhVJ6fKB76BAkGIsaY6rAthbQ%209eiV/cP29/nUcmVgosPJofK+LVUinkCkCvS2QrsCRRj+NdeeN3aCzy7cecuP3mUPbF8GXYZDn6cp%20/wDd8pewgLR5ZeQxpZWiWUZdAsuPOlgeVABSRjUL4+hcbfjr0PtmN0cDe2amJEfbLL2Ldft37reI%20HHZFfG7WyMRmBaESkCvWjdKA9D7+0ZQ9V1cc2/4q7lvtyMxjk+GYTcfIpaWAdVqK1C/D26jRjM4F%20Dk4c4pFj5iwqokukxEPepYsVSg6Mdz060rXfVJRU+Oau5XjonxxkY0v6fb4MgbOlKdjKSDUA0HT+%20FdLeqYYrp3EiuiTs9ZyFcpMCWjdqKGqBuR+VrabaeMhgaxXFy8ANwotPQrGzLeoLFwKMxq2++6mt%20em2nGi5Nt1W2DiZSEF2GVLS+VmAVirMd1pRG2FD6jWEkXKWTYEsN1sbSKr94qaqSfmr039f4afc4%20RvnkhHV1ULEtEIajEB6WqLrVB7Rt0Ffho44rFl9E8ZFHJ/02wKFuUKGUObaMnJ3AkilKMK65e4j9%20pddvF+y653Nx2PyGNbmJH5Y1ClwVkIYDb1VrTTsJ+Hpry4f9Ur/sKz7T0TDNkyjESZl87R2S5bKa%203IUVWkVatfYSWPXb30Z25h/cKr5XEv3XzRMGaH8oikWRp40vmR1ZZGoCpSneVa0DuPw+Om5mAASz%20IZHZuSJ3fIxnCSYFMQW9CUFtlp7TVq9KimuPu+IwInHEfBTkGPilzyrPMuaYz5I2DtUm2qsLrUp8%20igDt3tNfTWPLviJBLIugJOWmxJ8gwSm1KfTuKFyHQupLUoQpQ/AE/uMHBF0Hssxc7zuVzAgXImki%20MJMpkBkjULViHVgzMWU9Adz7Ho85ElhhXyZKzlVYUWHLlQxyskfkb6hOOxxJLLWRfIrTUYCMUYkG%20Rvw+MWAvVUy0WT3j8fHgkCSiWB4ryER17k3d3lUIBTutBqf376YMyYFBPnt5ZBFEy5UgtjhjZbgG%209ZKBWUn1W4nb01IRvc3RA0VYwmnFmLjsWICy4iRnzpcxkRmMhf8AmNSB676643wVRFRiniwi31mP%20NjEMYmjSOaYMr7FntRVcUFdifh8OkAgXwV4xzRuZBK/GStgY7/VLasYjQooJNLxIiqSQAaB/ep+L%20Hki1ir8chia8lok+RyfHZnn5yNAid6Y83c9w/wDmEH5TQG3qeoIUV0Imzu66yxDD4Zjpi/j5C6ff%20QfZs3HBMqGOTFxVT6nymQmBqXGyUhCtWJohZv2jVIRBFV6KQ5CLxrzz8VODi4pQIvrpouHSJEgxG%20VVRiat4o40SJpVWvdJYAAa13OjfWrVQWlIEW+GuleLKuR1eKGPHkcqZ2WMO4DME2YQ07aR9GfcV6%20dNT/ABAlyEpjBz9a+Pml0WPkJ9wDkFlXEgx3+rnUrIwXtsjRVHyj9S0mnx0JQADVVZJJgNWn6a+S%20e4KzPgyvLjfS42RM0eXGjBhGZ1pMFZLvmK3r8TriLg1XxXFKLFF4k2Y01q4wSDHlaIGOpJKsC0pK%20gBSWcVH406amYs5KWRfJU4vK5GPFNmTEKCxQRlyiPGxMS3MTarB1YgrU0pXbT8eCMS1kXjckyYpX%20DYRt70EgRVoehFq9RWnT0p1F4c0d7OVSEg6PhfMaNBjd8xaooUaQEfOvWPfuK09uo1WHJEWiX8VU%20EBZ5NcrGWYzOsHkNJy7iRrCvaUB6FSQQKV/bqs5WsmlOyAbOyfFLkrjyRuHvkuQeRS4qsoQm6naL%20UqLh00ePcf3LRJQvL8q0mRjS40iY8pmWNsqiqjRggzN4yrmNg6jZu4belaOiAmyw48WKryVjxUHk%20UxIrqokHWSpZAARUW9x99ZnRdLOV4DDkWKEz5EWKT5lhSM2s7Aqsi3ERsfQ1+X221PaFT8pA+njT%20rMPGvHixwROyIVNIYHDXgGi/8wWAZrqE7Ur81Oml/HnXzUZC5KJly4MMf5bEsjmRDCmQ8hY3rV1E%207pusb1NFG6Luaax+0MpS+1abPzHKPyg43Or9HJdYEIVoMmGsm1oBUFF3FxvB9Sbtc+5gSldNsvJn%20DySweSswYz0uKqZGL9jGm4attf26PDBzZLG+KIwsdczGlwMiKuLIbvEVRvGyUKy9lAwYUB29a6xz%20r0WMmTO4/wAh/cmo7OqjavouK8LB5MRpsOMjJlBQASFbGaO4u5YbstfyjX02AspSxYppwGbw8Ev+%20UYcgfLwjWW1WBmI2kIYFu4H5q9f46hLRXYn7itmx5Rnzys2PHZHff3BQtpNLyen9g1N2TsCFruTH%20mLmNKtzFWLR2mMooNAtflooB2t31UEN1USbsmy4PGyQTfUsEkylIllUeNlegFrfML6UppHLpwLJH%20KMpeUjg4+7DQOfK5RAviRaNaptNT8t3pT8dWZwpD7Q5W14sypjx5WO8hLRix695U02rtt765sV0C%201ygOSxS2QmVhRtAy2xFFYrESzUuKEdRb/bvp42wSsKqvar8HNyuH5JTE4hjLH6rGIYJLVqteikGv%20s1ajem+p9x28OcB3EhhIYx8OmowKHDOUH23BxBwPkmHG/dj8y55XAZpcSB7OU48qPq8UjpcFoZIq%207q69OjfHm4+4lCQ4ua0zhL+mfhpL+3/0uMLz7eJjug5HXEZefj6raYxIR4wQDZ5FtJFQBQXjban+%20zXYQuE1VfKQLWqqM0lagFxTuIFFX0uY0600D1QdTXx0vBJioQZD0IHwNR13B/s0ETZVywJIAIwiE%20kgSGpBrcQoK7UA9fw0QWxRsvERFmZYzW4I0QNRUAgKQPm9KU9dC+ZWIVqm/up4mUbbbGnoT+YU+G%20syDquuOWZRKr3btH60AuJFxO1Oo1i6L5q2hRCoViKfqEntIbY3L8fSuiJHIoEaLDMyi5herMUZmJ%20LK1bdh8La/hp8kl1W8wDukQMsoUnYHrbSin0FPX0Nfw1r1WSzLKOUlZmDFqfIhqlWFRQ3ehFKn+3%20WtVfNbOyoeSMzLOrkuKVVtj03JOykD5RrMmGCo5fCwOa7MoiHKVh4s7YRuUYdkzDZgDRQ5Hw150u%20GfbyM+L7oG8oD/8AqGhzMcDlddgnHltMgSGEz7pH4+uK0Hk8abD5OaNIXxM6IWRBgG8UdT2iu0kL%20L8fXY67uHlhzxE4FwavodQpEy4ztmKryTv7b+654Zz4JAsiMTNj7FJ40IDyQkjdfjS5fXSy410Q5%20duGC2bN4fE5vGbk+EYCZKmfDFNmHWh7aHf8ABvx6puIsVU8QkHC1qDJycaUjxl4zVZsc7XU2Iodw%20fTVCdFGBLorkeFxszDXLw5KoGHlUg3xOtKmrdV9mHT20CXqvaqgha9PjvH+lPajvQR5IWjsN7Udh%20Sp6ivUHbTxlkoc3FmFSS6TWuyKUYhrmFO7YBm7rj6D307OOlfVcRDWqq1UyZvHH4pQkSXBILVsHb%20Wx3J6az51XsdAnWvBB8lBI8sokjjSW1bo1JuJIYkKB067FdMCFsDVfBd84FK/wDTdjiIR0WJiqyM%20VjITPJo532NN69fXUe4Niu/hP2BaXwnAQzzSm+HJzAS8mGlROEYrcyJIQWoRe3qa7a4/t5IjQpzc%20KlfHDIwNyhiypLU7qptp17aXHcdfb1153Nui39pt1UJOG6I1YpI8jEjcq2OGVEloEGzF96UFdq/L%20+3XXykOLWWmcFXmcnCzbwN5sppEj7yRFevkknKkMWKofag9T7z5fuGF6qrKXIQa5MGLlpgJFLfKy%20skQZSUlADbvTdWUBj6Gvrrg+0ExSe9WmD7dZ1ieXwjIZoVFt5Mki/p3NQFWj/wDLo1Pfc6dxIaMl%20Z1huFzYeNK8VOM5SEEgjYx5EK1uv+nPeB1ZmG/QCmrcpIg4FUzLStVUyo4bEgkEmSmS92OGGd5VU%20CRoqBpBYFupten82wbqTG0sliSjjlTFcjkJGEGLGwEYXtadkK3iOg7mGy3fKpJ22OrGTh6r2YJQJ%20Xa1aV7nqmnknZ1mSKPKkjORVrkghiAH6mS627tSoqf4amWxHontkpf56IjbhzeKBBcqwKsTTVBqX%20PS1qUttr8TqojZhiqCOGqLw8nJMby4tYM1S8kgjAkR2VbFsc/pxvt+UU2IFDXVBxORuNVTK0Y3vg%20iXcvHLHM8uYoUiTIakhTp2lahwtCCC1aD110iIVwLIHEx2x+MeEzNPjw9kuJlHzl1sqpa9nSor8z%20NVt9x26ci1sUxY9KZY/yrhpsv6k4kC5zEeHIRldFIPa8TOWSJ3+ctStOp0OOQNitGT41VZrGZwOV%20LcMFr5JgROXN4ZR3XhkKMTRxWtvw21ZlQEt4JRnYM8eO/HzRSxs8yyzGNRVAIwWRGBq0ZZh8vqKV%2020qLozCafh70kC57SFY8qdqzgQk0eIsyEr6L2+pqx3Gpu4dSJDEqvn+Yx4cflJR+rxsiFkeM3GOf%20DYLLC3oGVS1BbTb31xziTJc8g8mSzj+Zyp2+1+WjaeOLko5cV1UEsXjajfUUPbVbWVqemjzwsWyS%20TgzhbVlT43IxTrHFD5cMoPCGsXZalo0WgDEXW9DX+POOcRLGq9NEBKqr41xLjwG4McMPWmLGtHsA%20DSNQ7WAmpNp/frccXkSgBdXjj+OWuRfIsrASxzAm0kDtZKmQ7DrQ0Nfjr0CRAYK4kALhD+PMnkRY%208qOSViYzPNHNM0Y33jd2KBu01JP9ldwyMrpgXQ+SMmNceFUj5KQXDKyZsirRMzgBPpgLCLqln/L0%203104BUi2atOOTBDBkA3SL2lFa5lRi5EAW2MFLKdu59QfUOEFVFNxMzHHxszxTCkiY8aHHnXxm296%20Kg7gCTUDpoGIZEg1VYo0RZmHdkTZURSQkTNkAgBTWoVi5uJqK1q1a7nQldLVUFUsSzxHIhy5M1ki%20Mcjx2RtbuV2BRgo9Afyg7b6CLtVVog8SeL9OGK3GkejTTRs8tCTeEtjARUBp+8+9dLK4ZKRlVV0S%20zkY488YBaSNZ8WZHTKfxH6kKGHjFlWVlZhaDsV/Aa5uRiCKCgcGVhiVpiFlL+NbaVqW3uFRtQhhU%20UpqEZGI2hTBUeQ5LIw0mTCSKRXs+jRca8lirs0hWM93aabbfzUrrp3CItoyrEDOsFb4fvT2x/wD6%20/wDs15/+5H+M/QJH6rTOGnxYf+ZzwkceXVuLhIF/0gNWlcUBrKQCN60pr6iRJUQAi4+Bx8Xk5+Ug%20RRyGQSVMfcgFDux2tJpuPX+vbtUxuWVuJDnR5Dl0dlhre5N1WQ7pQ7HruPTSEumFlPL5HGjgXIx8%20YLNcAQqChLVGxYjruAfT46MQUHBSyWBppfrMiQIIPJTHuCipALFgf5Af376cIEnJYw4uDy+RgzkY%20HIkQPG9CkkiCoqAT3K3uR+Gg5wq169ViCno5QUpIiCeXYwKwLKta1IHw36fhqe0pyRZLec+58TiM%20WKZwzqkqiNI7SWqNywPpQGu2+iYlk0b2CdR+HPhEmztLRopBQEht6/t9fX10HYqZByWo4HEcjxHM%20/wCZYDnGyDK0hmUgOooTS3oVO9QRQ6ryQhywMJB4mq6rQ5JQLgkELofA/cnF8nJHgyyxQcnMbzi1%20sjkcf+ZjXGp9C0bH/u9NeWeSfa/vO7hyn/VHpPpluH/lqrygOYWDcmcdesf/AK+idqvhlZOrGt5F%20GNRUA2sKDcH26a7iM1xgMVgMQ9Y/nTd2YUAJB2I/mp0t/boIlZQTEEswe2oNrVoD16HY/hvTRSgF%20evKyDxmsqAUu2AJJO5ruPTWZEFYWcyWM1yyg1LGjAVJobR3UqfX266xWZSZ5CfH8k/pTZiv8zBqU%20Ar01mWILspOXJLH9JbnpUVBoVAJU9DRtq7fs0ost1KibB39xkNKXAubfVDStttvw9dMlItVe5eao%20ZpBGwYmtEYEnp+IbcU/fojqgcUK0HjUyRnxxNVmhUKwKEDqRT4nb+vTO6bcMF5ZjJWMK8d4IFXK/%20J+VFahBUCm//AGYpiFX5jIKFXjR6drVTtrTuu2NOvp+HTWCDL3IY2DyHHpicmTHSMjDzyQHiANAB%20WlUBattfw3pri5u3nGR5eH9+cf6Z9OktJeRV+PkBGzk/bkc4436x6ei0LmeAbBz0xs79R0PmwsuF%207QVAFZYGoCfiCPx10dv3EOeNnBFiM4nSsUk4z4jfA55Gvejft/7qlxMuNJZUXKuMUOSilYskrUMj%20KfkkXp8eorrT48iunh5MxWFYrdsmDjvumET4kv03OR1LRE/4tKijDodj8x3FfbUgZRXTtjyDqtYj%20m5Tjc62YHCzIWpICDRiKihFCO7oP6UrufBRbaUZNiw8zC8+LdHkLRp8O00cmoJjB3r120DgiC4st%20XdclJZIJxZCDbBJcD2t0U3dRUdwOqA5KXLx19FHbGnjZmLCilVAEnaQF+U7svr76o64DEg4YfP4s%20sTQ4JCxEBSEPybNQ72gG6gfavw9jpY4tVYrGy7zwqGL/AKeIBaIGWItYDQL/AM8WtBFKj0+Oufuo%20vAjwXZxX4wuYcfFJISMcSYuXhydo/TMtfzf43dRCvZ+ou3XSAWCsWbBNZopubxPI2Og5kKHcxlVT%20MjNaSC20CW38A46V1DuOHcGNV9VKYqq+K3HyBHOyPIFLJO7oyMkiyRxlAHY7NtbbsCu9a64zkDiF%20KQwQ5yS9JMwZUYhhCCbHcgtK5aSZPlZLTQUXqB83weMrvVXRibuVZPJHNxmI+Sf1FTxpMrKzsvVX%20/K36R2uruCNcfIDKJkL9KwWkGDoDFGXkcrHjmS5DLHJlMK9IVJZwCaC1gu466eADKYeqr1QvJT5/%20+d8kkFZeQmya4WRUh18oUp4tyVCIwJ09jIF7ViiOvsW55T5MMA46fGk5CJMcNmZZSVpw0QrGqMgo%207b17w1xPpvrAE5YpCxx8ar4JaYs2ebCEsHjigRZZcVgR3EBoYi1dqbs9a793tRZEsyBcorMbwRS4%204VMrNcl82WRLormAKiRAO8BaLHH6dTqkLJoB8FfjeWRL5YslUI7wmNG0VyLRh3J5Kd9KEGnQHY6q%20LXqvJViGF0bjDHol2M2DNA36aogseo6CEdzEAsL1pb6VFdNGTXN0+5i5xVeSmRHI2QmL41lFpllr%20WijtMrxkNaw2S2n8dW45SkcGVIkyKvxXybnk8ePkTGZdooe5KKDZeSQ4Vbu793qNE8Vk5g2ark5X%20AySMLLw/FKsRD5UQBWE9oCyhXO9sqkg039TqkQyeNVXwUMjEC4qx4+QkEuPI6nHgkIp2sUjdFUi6%20WgcrcOtK6pZk4IKWYnIrFmY82JhNLNEtJZZQFESPaPHIy3KoWgtsUnfrXSkFk2SllZmVHlCHHk8e%20O0EkkhmFsfUqVWb8t1pNH3pTp11zmLxtjmoEPglKwcIyzcPlE465trhVbywmSTdZSSDJGbiFY93t%20X2kJ/wBRyqvapkkFX4fGZmDizcRmxLTj51ycAQPWN44rUUgkfK1SfX1rTQ5ZAqM5XVuPPjz5edgX%20qkOTRGzUWoI+Z32qW8b3b0/u64+4hYa0K990HITrFiinzGfJY5eLiKixSkMDKzlgFY1DEMFDNd6b%20U9R0cfIAPGqZNGWWKMz8m+JVmjaSTyKzykKlhcEKixqym1a9qKD1HU67Nz2NVVlcSdKTP5QqKrtK%207eHCmkIjpJStjXC2GSmy3gfA6HDxbP2qgi2CKZ8RY4scuz5sBooljukjJWwh6W3FiB3fm9iNdLLM%20gs08zP8AXxYrrch/XrWJ7lI8ZN7HxhmqBYBv1GswCJtX6K6OfNKwO0Es8thZhJMReGkfZYyqMx7h%20S/03266BSs6ExuBxV8vIR8YnHhZQ0vkIy5/GzKpMSq0wFqurVp129SdZEyUMriZMvNXIwQ6SQl78%20yQgQyWs1SYrhIGuWl6dD0G9dLtGaQiq8vYs5XJFwFzY/zRReZHK5B7bioWjCQWn/AMzelPXbSWRY%20JDy3+aR5QbFzPq1tVDG+KEBjBF3cHjA60O9dx0O2uecYyFipyhE5q/DOI9BFL2RFTubzG6g1jfar%20MbdmNK/x1yTDG+Pv6qJi2KDnzYJ8jGKLX6eSQBUdxEFiLFUkpsFuZfmqAaaeZkYNr6+SJJUb8z/3%20S/vb/i1wfgj09f0U38PT9VpcmFiQwK02BNNgmOQsJmvniCtRVRmb5O06+yMR5IOW6ppx33ZBY+TN%20NJiwsb8ZmQhPGBsrKt1WXeremklF7pwGstrXLjlxv02V4pEpXaj0HWq7H9m2pgIkh0qODNkmVI6M%20oAuA/TPXZU/MGO2+qOlZDra4McmEJEhBaU7AU2SjXfMza3ghh1UPuPg4+RzuNzWZoBihSIyAjD5S%20oP7qU0Y3xWkdoLIVOBkX7syedyZEXjylSzkBQzC2gB236g/76Zgb1VaImdmQ+PFw/JTcjgAvLIsg%20EzsfISAbk8INQAOtP36YSDJSCGWw4EgjSPEiZVfGVVjS4kntqPx21KTOmi7KyWGTIhZjIHbcxFei%20haAUPU9PfWC0SxSRuPS6ScRIc/HAGLK7FvHIK2ugXe4NTof26ImwuHeqx+dpQ3Zst14H7sxYcHD4%2037gzxNmTSri43LBbfJM9FjvtB3q1vkI/73rry5cUu1eXGN3DnGzx6xfL+3/06KsiOW0/tnkcj/y+%20fqtqzOP5Di8n6LLh8UkNLlARmtIuuoNt/wCm+2u8SErhcUgYlpKogOqElnJK0CJ3LSoB3G1tdidE%20JcbrAmKxlVq0gNt9Kgm4i1OlQPX30WQuohAy/MFW+02bVHS3+nTQRd8VlbhVq2hQd3FT7sQSKgBd%20l0QVMgFZBYlA4se0gyVuFGJ6fhT2662KOCyJlV3uf9NR3OCQK9e7ah2r11gFnWfFEXujAFN1rdtu%20KsfbWElmVZFHrIayU+QhVHcGF4p1YDao0zlA2QBx4o5pMhRIyqRLYbriFNAA3QGpJIpounEnRIlm%20YAPKrN1ZAwDVL0UkeoHTrrMNEpsovChIEoDwR9YitTt1agF1B6kdBo4rRLYLEwwciB8PMRcvh3FI%20lQHyQyNaA8Tn5FXqaddcXc9pvl+SB28oH7v5D+MhZx7sX1vw8wA2yG6OmnUdVo33D9uvx0chd48j%20hsxiMXIjUCMINrJK9yuCPQXV6dKar23djkeEht5Y4x/+UTZx18iy3LxmDSF4nP4HQ9FTxvKZPHzQ%20mbIpC1pxcs1M0X8qz2i1lNO1x+DapPjZU4+V8MV0CGbB+5IBg8qFx+ahV44p/wDy5GHwFvz7dv4n%2031Agx6rtjITDGxqrrXs/iuQ4vJjjmBSZSTDJWtVO3UD2H46qJArnnExKJlMHMJ45gIOQUdzM1qyt%20uO007XHv6+umAWEwQNVrediPiZHgmhMlCRFcAsiVqxNPQ09tumiJZlTnxPZU0jRSIUbxWBhIVAXu%20NLa+4HVdtOCTaqrx5OSJiu+8TBJJ/wBP0UQJDvCxUxGxqnMJW1jWh+Oo9xJorq4f8YrNcwkzMoNY%20kJIjuBZh4ojI4N1dlklAduzY1AAC9DqQKuz1VeiO4+J8wJgYjolpqBdOHEY+aQ+VV8TLQbaxQLNd%20Ac/yOFj8nkzQumVlBkXJnkYrHQKbkiqAS1jd7nqflA215PMBElndcRxSPD8+QuNh4zCbNzO96E3J%20WXdrlItVlVS5A/dXU3cMM6ronF7JrkY0eLI8GbkfU1rLJiY8Ss8YA/xDJcFUsButza6zYY/b7U8j%20bojuIl4vCXL5LDQTRrGIY5MwG8Mlp7lNsFtbN1/bv0XiEfJT2h+leihxX3BycODlcqx8aY4C4uPE%20sMSPPYL7mCpSxupu6k9dSM7sKrotJKMXkOWl4+PGm5STOtZjn5DvKPJEXZnUCq7GtNvy7a0uVy5t%20p8ENz3R+G8mFhSSu0z52QxlyLiXMRmp2V+WNqbU9B0NdR3ubV1UwXwVgysyKnny4MOcE2IXE0yip%20BFBteTRjt19d9VhCQvjXmrRJzwRH+bKsYY8hlS5YZUR5yYo1Ut/+mHG1NwR6asNxutF5YJgufnSw%20J9bDDyKLJc2TlSiFyvksQxSqLg9V9ag7e+rccfUVX1VYRbxUVxOJwsqRUmmzswPW1QqyC832TPLR%20QPItValK9KGurXV3N7JlPlYpMMLTyQENtFK0btJvQhvHY7Vp/EaxlJlgDkqpIXhx8ibGMSQZUTNO%207q1CJauTbUAFlrdU+m/trRLm4ujEhLsknLTGeGBR9SBEsyDz44kS1R5GRlbfajN0NaU1XBMSjo8M%20Y0uReA1I45TjqW+pLkA7XsEiU02LU9yPcSTMkuZx/wBVbDlY6HymF3xyxbFjX1KyoCjOnb8vzGtN%20cknjJRwKGyceDHhUxFo5MSGyJzTaAESNA4q13jHcoJqAd9wdEAFxrXx+iVwbIyHljLNHjll8kNGi%20cUuaMr3RjaqkVuSuuHjfa2i5jFK+Fmijz+WWMiSeLBk+RRcvmlRDXYDYqxHqdVkDtL4NVk8hmm2M%20uTIUZ2H00COVhVrTK0kRBWo3v8cTdKWg11uNtiECNqZHIMMzTxupmVfpsQMfkDBTM4DUHbGw6fv1%20fhDhUhFVcjyUkHFCDMgfLaVQiRQ1MZaoCmVgVkVXrUdRWldzq/E+BwVol0LmiuMsWVk3QuESQukl%20kIoCgk7lYMpFFFSaHeuqxCYVVXTLipc0+TDymhx1MYBMZUAioCOSSCt1BQMNxttou6JHRVw4nINO%200OS64WQkIgidWvDWbpI2zHtWgBDV0HLIfNV5M3KY+OMzJhJENyxTJH5FeViYyiRsL6d3cy7N6aO5%20kD6VWKqWfJK5WKPFjwpGPEzsY6yIPIsygXBYy1AFXoFYlSSdDdohj4pV9wvyBnTk5Jpb0LjxUVoi%20EtLUDAK7uRUMKegrXt1CU7sjuqq8knbOTwyy8txBjnU0iIKrKyOAx8jLS2hftKnod9ZwSkJ81nJz%20uPgWFJLY1lKCPHKBaOzAxqDuaL1Yqanb8NRmDLBQldK0z4oIjm5R+gwSWWNAnieZ5KsWKvX81dq0%20/tn+IkbcWqqYBsBVaq76ji/Y/wDjxv8Ah0v4p6H0XP8AhOh9AtIxMYw5bLjSMEhjdM5pL5VselA/%20W0fmpXap19MMbKkiGvmjQmYkajCxoUWTEbHyTK1ESFyVMhU70Yb+40D1SE6konjuVxeKxsOPHkky%20OOlmeNDVgY6gEsbqXLU9f3eupmACrc44p1xPI5C4uZGMc4rxSNGlzea8ML7qknYD937NII3RKI4V%20zAHkyZABGnkmR0sCQjfu3+cgkAkjQlgtG9V7lfhc3xXKwrlcfkLKIh43jam125qp6FtyNKIpjZLp%20snF5qTleKMzEoqxGNFAZSalmD1IPQA9NPEsUCUhiwOVxoMjB4FGgxkCiLMcfqMwYF6E/kKkUNuql%20iGCm93liin4SfKyFHJZE02TE6RTPCGjWNlFSlykVuHzNoBigZkYKZ+9+ObIyMfGEk308byxAGkbl%20BUxq57unRj1/hpdjVVdUdhsnkcaZWDDIkZx5JVVzC+zpcOj6QXN8U0ZMlfKcaMqBsTLirGTcWBIY%20sRsQSd7d9OGBwTHkJCa8H96S8NNLx/Itk8xgSEFSZb8rFUi5pFc1axQqnxnbXJzdkYn8nBaZxj/T%20L5S/u8i4sm4+4EgIcv7MpNcZW6V475FLi5WMmbjSCbjMnfEyYKtG9diGatQ1eoNKHbS9t3MeV2tO%20P7onGNZEWKlzcR4ze4yIuDWimJMgBhKWkZ6lLTugqFrVd+tD/u10AKci+CzdewiWRhKp/VIUBQ7k%20UDAhVJ20QHSl1JnDv392QAXhow7iNl3btp66DLA6r1XiFgjBJKqouDVLAn/xft3/AB0wWazKV4Ch%20F7wWAbb5S2+/tWnXSoDBRdFkAq1sRa5XXu+XcBd/Wo0cEHUZIZ2LNVyCt9q2rQ+gBavWnrtrBMoO%200lghZ2vCChG+9a2sNqr/AEr7sgCyHlKOxiQUlUfqZDbm00XYA+vqfTWVBa6wssjBnAkMy7LC4MgR%20CBv8ydu5HxPuNZYgeVV9VbG8Ll4yZENtZWAMZSgJKgHqx+ZVHx0WdJhipxBZBLj+JcyCaqZWO1BR%20eisRubm3odv2a5u57WPKASWlG8ZDEHp8Rgeqtxc0oOGcHEHA1rktP5v7dbjlblMNmm4aRTHN+pvA%20xFDG43CRj5bqWn29NT4O6lu/Fy25MiBaY6ddY46WVOThG3fxl4Z6x6H5pLi8lLhgKscsfHQAKqtc%20Z4QoFttlxdOrbVoPXXVKDeC0eR/+S6Rw/O4PNYkfGcuwyoJ2UYuavQO5FhDLSh22P7DrmlHbhguv%20jn+T7ZVX0slPO/bedxGWS/6mO7ExZAWgba6hAraSG6avDk3Lk5eI8ZQy5cGfEuLn/p5KAfSZdAQw%20PRZTToaDeminhIHFKM/j5sLJmjcKKipjIJRktFLHNRT2Na6W6tKINjXiu5cCBL/oHj+NXq0TeNQA%20XD/Wm2gOxo2hyDdE9UkeNgIlaHZOjPKUDMV/UhlkVFKJT9dKq1CoHdTp+OuTjJj9pqskkSQGKs41%2084KBi4cq4sYbzeWQ3vcRuy/KLhUi5tvUe1ZxcWTHBBct9oYc2bI8uSIMRnXIlNy3gncpc5KbEbe3%207Nck+Nx1qm69VznTNK8jKnTNPH8ViJgYEahZs5pFaeRENDRlZmtquy/m1KMKrySxi6PX7izsrHEf%20L4GLnRIKeWV1xZ1SlC3khpstP/MX4eunnAZ3FVVqkKHJ8XBk42Hx/C5awyJJFkNi5DhJWuPYpZbU%20f++rbkem9dAi1sFNtMEm5WLHyM6Pi48iIQ4yWRRROGrI1WeZ6BgnWlWG22piAZ6qvExiDivJLBgY%20X0yMk2RCCPqZXMyratBaSVqVpau1K1t9NTmxPRSlIXOSvi5FhJG0seNCpjH0ykN9XIxFxljiQEJI%20iCqXCvu29dXjEAO3yrL1WEXxC9Lj4GHkoXsMVe76dCjzBt6y7XLU/N7b+1dLImRsDVU6Ic2CMjRo%205BFJiGUmgxoAkZarDsVq2G23+Y9BWu1dUiDgcRouiLiyNYDKM6SwDHFjU+oDLGyOgjYl+jrVRd+N%20a1prr4pjDBWibsyxDg8qH8phiyYI5F+ny4JWmtRo6vHlXCOUA/kdlLVpudPZ/JFx4I1c3JSIwRFj%20LeZJzHHK4RB23sFUnelCAberddHanBCliySZqY1ce+MPOP8AOHaWNAGUBvHDIWJFqfk6emkIsiWV%20yY6xwQSuFxRlShceGqBqsSiMoqRQFwWPSvXfSx3ZoB0L9xzTRT4z43gjyJirYkS46zlrUse+GStK%20OCFofQn10JOEA+IVDxRZeIEaWeeSS15JVIQwR0VrZKKydktbYyxam+2gYvfFLIKif7eSRlzFnP1l%20qGxWudh8wbIjQMvZ1BHpUH31CUX8FOXsSbmcPOgxWkwckZOIjosUYIVVRaCOwFgNrfmO/WtaDScc%20RI9UYxElEw5ZfNluiCclHitFJS1y97NKu9v6cjLUV3HWlNNOH/WRWlePVLI2aqrFbHxqSwrh5DYp%20WLOSUrkSqCq9pA8dTUP2gN2+v46i323xUoi1VTLIORNlRsk0kOPCfHIPJ2Ma+TujJKv0oKjatemq%208RYMqwIAR/HywZmdiY+WrxZE00iMltzooXu/U3EdVGxTcfD06IkgaMqbmClxT4c33HDj4syQrjz+%20OWGid6x1BVi6s0jm1R6dfXUocx3NLPCq9qXcXVedlnKmmlixEkSKWS+IKInBc2jxSIVZVur0J9tV%20jIgl00VlJMPESSuRMMwsLUkdpY4XcBhGtF8dN7bqVHuNNEmRtgtucsl/K8tnxwzjLiR55rgMjGIM%20sdtCKmrVC3FhR/46YgG1V4pgxUIcviyIEh8GbGOxMSRTerOO9/C5jEakXXEin9YItit4KzJly0hG%20K0uPiRZAePyojDxyRG1JEYdzKipWtd120QCy2SRZH0smW+XlMMrHCq2K88t9kbPS8uGY9x3I3t6a%20SZawQkcgpZWJgFJXTDYyRL9QkstzK4JP6hqrFbqUBqP2aDOGCm2iScrhPkwrDE3kcBpTY9KOzABG%20FARQKRUDfRjAeVVVwAFd/wD1nK/+f/8ASyP+HU946J26x9f1Wov/AMvKmDHLZlR+FhDAQJCakUmp%20cp7BVt/TXsk26rifPJUTQcfl8gUtfGsJnkk3ZjvvcnvX0p06gaJtZEOApRSQNl5GTFJFkCO5utqm%20M/p2MPUfDqvTTDGyF03xvuCOZkx8fFacQAQSugAYSFFstu9PQsfbUTFOOqTv9wY+Tx2bx+LDLkTZ%20MrRZAJHiUEkB4yBsvYfm9fhpgEQGSeLggnHjMiyvpn8imFy9qOymoDEE72rX4aoeIHxQ/MxZMz9z%20Jj5ubxsmNZBMSj5+MO96VDNUd1CTsRvpCC9whGNnBRXE83zywxY/EwsuGuGDjtkhau5NEYgHeg6D%20oR1odKeNwiTEG+K3FzHlcXx0XKRoJJLJZUaZYbJkFwpUVapLC3rT4ajh4Kh6YpDL9v5rZzjzxwxO%20TYyxgOW3K+2yGhFetNdEZhQkFskOOYYlUMZXQUq57yOtSQAPQV1Aye6cRuqoHgdEdo/GXJJVgQag%2077U9ba6KIBWsDBwuG5UpPlk5HJys8EBRmjq7dhrRjt8TvTVBMAeKScScrDNOuG5jI+y2WXDjL4k8%20/k5XGkJkE1wIARai17zQOp7dcvddpDn+6J2ckcJD3EZjpn0VeLuJx+2X3Q088tDbFb3w/J8X9wcS%20OR4OYmFwPqIHFkuPJszROg32NQD0PUddQ7fuZSn+LlGzl0yl1jr4Yhbn7cRBnH7uP3ePzVjVVTI1%206tcKBzdcT29wHX3+Hpvrsdc+tV8EQPJTxZgViKs7VCpsdhTYkA9P9ul8EMFWiyO0pEcdBRUKoUFd%20gKrXbck00Ss6kZd7ZzaqKwF9Hqm3fVe706kfiNZFvRTiMFbo7fGWtoCSagdTtUbjf93rrJTiq3Cw%20s6Bahj0LWtU1qVNa+22sECvSzx3XMwFKrHJQ3oa+gBG22jEIglRrLJju0iBQAWUgUqv89ppUGvT3%2030QyLEKnLUOEeRVhKt5GyTWgK79oFOlu3XRCaJKnAqEIkZLSFQfJWiUO4F5NTtv8ffQQkOiuW0kj%20vI7FZjVG2AtFLfUbk/79ZKeqHV3xC08Y8EdjJkPIw8TLUN45E/vGndT8PfUu47ePNHbMbveOoORC%20rxcxhLcDf3+XzxSzL+wM3lcgTfbMH1WS7maXi/PYY617o5WpdEK9CSR6jXLx9xycMvx8ry/jIDHp%20IDMDPAq54YzG6FtQcvDp7nWeO4XE4TJy83k8pcA48ipycbjxwCtPHFGvyiToXI2bTS5BMPHArs4O%20H+WXn+vp4p5h/ffH5zMuSYcni5XKiWKrSIUr83qfbbcU299ERLJuXkjKxS7nvtZcVPr8IrkcfIt0%20cikEqGG1x7Rb0329qDVozdcc+Lbhgl8UuNJCMSYNJhgllFBchoDfGfzU/lPppmQhy4Ous+JcT/Qc%20RqpnVYwEWBliL35vbRnKha3b+vtvpZB4q2K0iKkIkx8iY5eaoaSyOiQrYAUSQL3C9+4qGr6dBQ8h%20O7AqErqsMn06TZ4tKLHKMNGHiQgUTsA9SDanWu9TpfyedeSQyQfIvBznF8vxIlC5RgEkJIIBVCG9%20aA0YCpHSuuYT3AySNZaHiRQJgjGxow5R6zzVUAo5oAaGpCEHb8xNN6DVRJov8U4sEbNymOeSxONw%20lD5HK5KxpcpEYjDA1NQrNaFNAVt6HUhHcCTgkcyD5BNMfOlypcydI3vzMhsLAQOoLIjUOUOrJ4Ia%20t3e/4VaUbtXgndgyUSwSLN/lfFEy8Wo+sz+RlP6nIyRuFsVowyonkAURn8Tue55Wvhl9fVYhnKLT%20Ix8MS5fIlQjKaNIKliSUFiL3NaaiotUbUJprnERu9rVXldc8cUXxrz5mK8/E4bx8cXK5si1XKQID%20SbuFZu0/+WS9PTR2E4qoBzQ4hwEwHx+RmeWXG8lZafNHIRfY5Lmle8evWgHp18UQMhVU9+gM7gKn%20HzeTdx9NM7NG8cKPNYFjqlQDeGLIo/LUb+tOrsXeq9ys6cYmRDyUTlcdkRD3yBwoDD5lhoXUqzKS%20GYewqKV0dj3zQACIxs3juNzfqXyMiKJ0Wdo38vhQS1pUgNExYdFD9evrpzEFMQJC6b5vO4E0GQsW%20UZWxtsdYMikJeRAoa4OgYVYXBmt6am5DxU+le6sUMOVgdY4gP8yC3/UWvHLIHcCTbxBlXxIbXtAF%20Nq7auCrRRcRx2fOYZZymYJHMqAAQsF7YhUeRAI9qAUqP+8Ql1mKoyhIMhWIUOZHgjy4qySmKMGKN%20FYksJWNykig2LHYDWmSMEWKryGumOJgwuoiWitPIywzZRNZXcsAZAhjtZqU23G+omQyspyKHR0+o%20GEJvqXZGOXIqvdJerhP1ArhVYmpuoaD20/4wQyYxsyok+jxMgz5zJiqZKGHHP+KQoBkZCQI2KPce%204NTemueUNs3FdFHa0nCzyXheI48eOZwjq0rx5FsyQOovk8UgbYhRT5q++i13KEsVhOTlzOO42erx%20tDAGkxZB3x+WWRoQLRZUBaW2j9+2uDuIyEhKN1E2uFOWLHbKCNkGPJZT4CgcuFc3AoFbrvvsKjVu%20CV3GATwBe6P4cfTcnEJ51M3kdQtVC/qKCiUf82xLqpPpXVfyLGaM4+GOLJ5NpioXHWaZQxa8M7sy%20yB2Aov5fm2Pw0uwG5uyLBU40vIZRpGfEQhLvegIZjQRggseq937l1WEhJg1gnxxwQeRwWTHCHjcJ%20alGEQq7o0ncKZLkobt+leu22uliCnBbBUQT8jjYEkkkInxC5hdEAX5gK3NbbGLga12+NN9HjFkA2%20iPyuPx8bEEi3TGfGWRpZFitx3tYqUYEUuBFovI21sStEuVry8hH4p8arvE6iYyRq7xIQ3aTGiyqn%20oG6bU29dPldMEBL4+SykOHOAqErkmGRW88jHdyzhY0EVLRGOmlYLEOnSJYiRYxg8UUCiaRluZXaO%2000ZOwVG5o/7wNNgkQ7xumEcoYgxZZXWNIjY6GiUUK9vf3KxJA3FKA1rpQLICqr2Ifw8j/wC0P/8A%20Mg/4NC+idjT/ACXPsDFD50smNipDGVtQXFZLVFGkB6g0PQH8dep5LgJYIf6ciRcvEkysqWeN1xll%20JR1IG8xav/bXRBWyayjh4WHPIkMDoFan1juAJC5NaRncVND76x+qLm6nJyGHDlrHDL9FykdFfIJd%204Y4lQgY+wa5zXuNNtZ7o7bIW4Y/A5BlljQyOQcuJ7mmNWY9y0toD/DRe11heSHgy+FkyEyFyw8GF%20GwgwpEtLsxICBQLW3/MNMJB1mkLNio4k/Jt5p8nxNmZL+NdrXiuABoo/Kt1o9R1HroxJAvnVfNLJ%20ssApGLI4iFF42dZcySSjxgh2CxglgSai1idLOBZhiniQS5wR3K5s/OcnxcGdjzfQhTfYQp8h72cU%20HRRQXdab6n+O7I7wAUXh/fHJcjy2MOOgt43HjEeRhLa7G1d2vp0p0qf7dTEHwwTEiIvincf3zxuR%20I0WJFOxOOZxKI6gbGqkDqysKUrufXSxgsSyV4v3XncifMrE42M6E2IoyJltAayM3BVZzRu6tNOON%20CRayacZlHkePxs/kljEzyMYEoSVXy2pH3U36b/hpQ4DJZYqv7i57GxcaORkeaSRniHiCutyCpuO3%20Uimw99NEEIGO4ILhuW5Xjs6LlePWLG5vJociO+sbYpYeSJwAK30oFPQetdL3XbQ54bZj5g6g5Ea/%20BDi5jAvE/aPb49F2HjuS4nmXSHFUQcqADLglQQ3XeEigNPbqPb28wdxLgOzmLxP7eTDylkJaHCXs%20VzwDlG/jDHOHxFOG6OfTQtJEUMd5UgnoampApcKb9deg65Y9FJVpEC6tZGlCoNXHrcAQeteg/jrI%20FipeRPGrxxh4xUlg1SOmys1f+7votkUAqwMerLRLNl2ArcSTum4Iqf6b6wJxC3ipFokUqVPjPcBc%20r/3ruvqab+mtig68LEINwvYEsfmT02B6ev7f2a3gsZKMiKUSN4xEqsKPUUDV7a13+Y17dELBVyhS%20nkcrX5SGIIt2S0gm0FmHUaKzr1EEgRgksZahLIWFa17eg3pv2jWHtTFXAeRw5ZyrEohANwube1V2%20tPv1/DWvggNF53IscgKAK+IgUup6kHpv3Xe3SuhbBZ80z4XPzuFnXIw3AnK+Ui2gSG9i167VaSmw%20NPfXmcvJLm5GgdsePGQzloPAY+mq9PtuLZF5Yy92Ln4dHXN/urn0+6eURIYWlwoJ8mVMmlIMrJYW%20yZFvWSm4U9Kba7eDi2ij7Unddw1nSrL44o6tx5+hnAp51I8L0A2mQKbl9K/MPT21bY/RcUeYixut%20i+zvu3L46eXFkQmG1Wy+OY3bMvdJEejIw3+PrQ6lOPquzj5NbhP+Y+3BkYLctwjeWFQTLjmoaMg0%20oAd9j6emljLIocvEweOC6Vwkksf+iuO8gVJUjNweoWozCOguP4aPJ+xHjvG60WafHiw8aBbJVYmU%20Y7FgJnFGL/zU7q+wGuITYWSOwWvcjyV0kvmnVUxrpMia5ASwRVaooxVAbYwDQ1p6aSfETE6qey3V%20VnFysTkcPkYo/wD8hEbcmNyxZcZq3LGrEKryA99fT401OJjGIhayxLDFIeZ4ZMGabFxmQxusmdEs%20k1k8sTUKtc7LutbVFdiN9SMZSPQVX0SO/ggvtjhuZb7oXk86N8eHDhaWFMisci1UxoyRAEkeQ7W0%207d9dcwIxtVV1vJgLJlnIeJx8fjccXZ5i8Dszl5IsS4O9xHyPkSm9qUoihT7amSZBqoaKRLha3Fzc%20PGmbCwmEuVI9cmat8UUgCgeGM19tjT8NKYmTE1VMs0iGqvFOMjDgixcX7gUNK/Imx3lZaY86VvER%20lNaON46dBqfIJH7cvelI0avj8ck04DN5rjcj6zjIMiSQoTkxvIXiaMG5r44x4zbSi0/DT8YJt4Cq%20uiHNk85PHwsnGn57A485GREGiy8Ocz46HZQ5VSoDUXetlTsRuKatEEFifini+CAgh+2TLFitLPCx%20g+ox2llEkEq2Ayq0iRllZfFQ3dKbatGZzFV8V0OdFLM5TGyMuBcrGm42RF/QrJjPFJQ1Qo3Yzqbi%20VI2u7j8Kg2cJ43qq9hePNGscnlgYLjsk8dyinYSYokUFx3lj3HrUmuhENYrRFrL0vH4uO0H6KLNC%20jSz+BSpbydAabr29tPUdPXUOW0hok5BcFMXmy1mkcSvgvE/n82LGkKiVRQq1yMsoCKBspJofhq0S%20TcKrghAz4QsiWeVXlkhVZTe65M0CVn/VWIpQEqRa3Wu9ToM5dNgmseXiunF5KTx3MTOoc2M1KntA%20UAnsWhanQmnrp0Ak+VhcnNLKJj5HyHSPGkoWRWLPkZDXVUtVpV7TsfWtukMUDK6wA+HAPNmvlM4N%2065UrSuIl6ovj8h8TkqXa71p6GrsyItglSV5OY4GOFz1MkjBXtXERStrSFxexpU0r8NSmLusRd0uz%20czgsTnsXC4yJJpMiuPLkJfRCyMUSNjUUTd2ZdrjtTQlB8lmBQWf9zrkHwwzLJIFVDI7kzGlWCsVp%20VVlNQxbYjr7xPC4OlfNIeMYCq+iZ8Tzc8MMZaVXz3iUEkfM4UgAKdySa13oB+/UTw7LYB6r6KHIC%20nH29MY5sfLEgmaY3Xmq0G/lkoR2Vb9MU6/hqUyQ6ngE+nc5C8pj3EEiGEUYnaW52NNrTa3v+7rq0%20Zbo6JnWvScjPHyEiRQjGx4F8eNkgpII2ABSPtLKopVa29femhEbSFSNimOLlqY3x8txgS9Xw/GpI%20kG36axXVuPqp/dXbs453TgjJXQHBEoy8eOOTJAIx5oBIFKSij+Wv+JtWp66blkIi2KMjZSky5QqL%20hMY3jWxhHErSWoLxaKi4eOpI29APbQ4CQMbpOO4uvYWFzMksM+FLGcZiWlx5ox2D1PnXxPfX8pTY%206oWCZwsmfioXlMpwYuXjV2SASC76dv8AElKxo29FPUMR0rTRjIFIZIHGwM7HnIhxFGJlsJUzJJTN%20GVKFo2aJGRVLLQdw3Bp7AYsnJFVToebhcxAcvGy4MbKjaySWFZRGXPaEMRLhxcKAWiu4+OlIqqzQ%20LCqrNR/y/nv5B/8AxE/+9o7U28LmGQIPo8y6ZY8d1EReI2Ss4YGxVp2Wbilfx16R8VwHFegyJpXy%20Y4H8uOWPlYkmaNKAIS4Kr03oKnQJWI1VyYvIcNjxfTZEbY8AMmVJKCylpSAioQL9qV6baw0WLSyS%20uPJyoVWPIWKKWTx5GVlhtpDfsKKrBKbb6a4xTEhWvBj/AOVYsD4zSGdiYseWQI2TNOAPJVd7ULE9%20NYYJX+7HD2IQ8Jxy4syNk47ZYX6eQAsvjJFzk12LdvodhqgAR3SeylFy8Mj5SsrTYmBYYSFPkk8Q%20pdXp23Gn460TjbBAwNtShOI+sd8nKwZGhzZ2JaGRahxdtvIanqd61B20AE8sACoY3P8ANnIEE8UP%20jNyMFCoix0HkpJ0UFR6mnvoPILHjhkUx47/K8DGnOPIMiadbS6gqkcVtHDMtCuxrX00JFrpbyIfB%20T5jK43i+Mx/oAZMPLidMeUIGAcuKuxahuArbRdyNLuDIxiXuhsZoOWwI0SGVYYmYyFT4nYxRixqj%20tF5b46cfdigQYFWTPySTPIFGJ4oPDhm5GMUaMC16nc3EUFKCm+seNyjEhrIPAibDTFbGldMuSR5J%203yFLwojKQWIA7rqbkenXSiBGGaMpCTvgm/GfS4Zl5PlJmaRRV5WCyR5Ff8NUG1KkDof7dBmuVOTm%20zV81sOJ9x5GOmRmczhTcVx4seDIx5L5DIzhVB2uBCmopqM+Lc4kHibdDXxVuHlAbabrq/H5PG8/h%20NNDlx5CwRxu+WpWMxpIFsGQhtZJWt7W6HfapGvJ/7O0Nt0+H1lHw/lH2geC7+TijzjdhyeyR+B9i%20xPjzJIokFzIKRhtnJJrd1p/D216UJicRKJ+05jBeTyQMSRIXGq8Q8kjN/iFAPGh7VrvuT+br6aYJ%20H1VTxqnfIzGRqislpKetEJHw9dBF7MpJHjrdJIhVCGaQVqgIptsf46wuUSVWMqrePbztRzDFvdU9%20gruvy9dtNZAAleZkFzBb7SS0ADGjHcr5WNF6js/Z+BZYVVOsAp43tKeS0R3v8KCy5iN9ryeh/qOK%20INV66LzZEQVsiQByG/TIFhLOaAfLuKeugFmJUwYVFzJHHGF+e5g1hoaClfWg0HKBLo3Ax1amRLEJ%20IkICRMTbU706JTuJqadP2a4e855BuLj/AMkn/wDGOcvkP5Ls7XhEvvl+we05R+aTf6hZnK8FAMEu%20cbM5F3BKzBXXHNP1RJuKsTZGAKUPXVeDt4wiIjAU/icTqbro5uUhycTXotSlw8oWxB/Hj+NI1ihp%20fYg6qNi491Xb111leQZAnrVUFWMKOSd5mkWVpkLIWchGqbA1oG24NAK/16ANlqqvJUZGLBkLGr1h%20kiIMGTDUSo4pdafl7hsVINdAXDFUhIxITn7Y+4uS43NdJ2EbgqiTrtBlL/OAe+N9vlIr7VGpziu7%20j5Mwu65eTi5n+jkmVHF4oJIPIYQgO4yKsttVBqQRqUx/1oyZrLlU2XLl5sYSJbTjl5ZHLGJIy2yL%20bRiXbt6dPQ11yAPVeXyUGe6Tcvzh4xIovGJebzL2jYhGKCMgmSSMEEuGDFUNVW0A7jTkOLVimx8K%20qnVD48PHcbCmXWTnctTk5cmQzu2NC4Mi1oR+rILQBuB7ahyQBNw5Uy2NV4qzC5DDyeGa62PIxMkS%20GTOFVmVzcxVaM6mM9ouWnpuOkfxM17oEK7jsbFgzsvkYMifOlrcFmWTZmUBW/Up2sx+FRv000iWY%20i6xLrVvuOHL5IyyZLiDBvBmjDFu62l0hUtei1+QE1P8ALq3BOItVfppa0IBne6RY5g4STF5LicGX%20KnJapzh445Md0McoWGpkoV2vf09KiuuktL9E5iFu/Hy8fl/avJwmaY4Xj+swJse2EiC+myle14yt%20j13O9KXagftl1qvooMHCE4z7gurirknzSlMhJxI8MkyJIDGXQN2imwAYAitd6aqYkVqqGOaL4v7+%20+4cTLyMaXN8qwySiFZrmYVFUUGQkD/vF7bfTW2PF8Cm2A9E8fnU5DCeTkOPjyY2ISFcOwyFntBVQ%20Cy3lrqkGlB1OlES/VCIOSnl8Xx3PYGVgzy3ZLFacRml4zGWIUqhUeJq3Cla0bem+sJkEOPMJwDmF%20ZkRZWJlSwrCsCCLw49QCB4VCooRQQu5Bt/D236HfBUssZ8sAii8fjSyJo55DWRSY6X3SqrG6jN0t%20r11zcgeS0gXXsY4GYgyczJWCaMgxyYgYyu+1szNNGpoFVRUda9w1fFOeixCMWJfLlsInmic5xiDA%20ZEO6kDtdyR5Pn9GPcaaLFbcMFHD5qI48OPjY0jK8rRxWxBDGVpJUK99CElreVa4e2iQg6qyOWgW1%20JcoY2SjTAMtzRuApjiDxVZVBstDbg9VG+2AdYlKJsBMzw8dBSLHVGnTHjZ5ZGlnuke1inb6Le1KL%20U2+ulfVZk5+5MuLheHyoGCJFh4yjLZEsUXVEMKCp7pWKAA9yi4lianWF1iWD15LR/tvjOU5fNwDz%202QZGzIYhxclwijiS5clIU7aR7EKduh+GmWcJbl8TkQcSyTr48rkZYsgRhSpVJXaOJGr0Li5yOncp%209a6EkYp5gYGPyPI8SMHJM0ziJfHKhUiaOgmK2kntLBivt8NcvIXcLn5E65SzGynxkv8ApcSQWR0U%20vIcchFudhRV7KgAfs6U5nDFSJDWT3lsvHgwZpZ1Bilmx0mUiShLJTcp3AUpvuPhpu1AMWK0GKVx4%20uIY0mvtWygJowKMxUEsALkH5QNyfWm+nlEeTqsmKtxJORwEGRhyt4smQidVo5luFFmjNGCPRO8N6%20ihOukgQBJqvNOGiEWIxkqziRqJJR5FbxqAqgAurAhg1FrYf2j15YycGcvJSdw6yebix5GhheSfN8%20sYhMo/TV3YKGhBW6lp/NUetCNX4bRTxBZL+a5bF5M5OM0eWxgakU9JEirESsjI0bpTYbdv8AWNPa%20OGawAHigcvDRseLK8eZM0ydmXcsbvHEe61DUMh7QzVbfScvPtK0pALEPLRY2RFJxEjMAtl+QCzoC%20GCrYm9oNOp6AWgU3pDk3BytYpzg5GbDkRSRx+CxSJZUWqT44Iate62lxaoG9abaB5CMcNfmkdk0/%20zPjPaT/0h/w6bdFU/J4Ll/N8YIXbIx0VXfvkjKhxMyqFTevbZ7jrr0IFcTpKyvKMiWd1bHyAqIsP%20YxjahaSQepA9OvpTrp1mGSpmxvNmT1aSTEgRFMcrutsjAEyANS2ivsPT120Rc2RdhbNSxsGDIuaN%20nmwYUSRopIwrMqMx3SncCfRt/XcaLoOgM6fDzOS8Xhmh5NshZTPISrLGoAjSIC6gYHoOnrXQjimu%20z5LM/H4pilwp/AHMndO9zSkGrsqRgk7+402a0ZZoDleRijx8fi8Nj9CWZciRE7j4zUqHG5A+A1iR%20YI8cT+44prBhLjfSfVZKNFKRAZ4gRasgARl2u9Bv6aaUiApi9mVWe3B8blRY2QZfCD5TRLvKOlCy%201A2qSKaxmM0RCRwVePLNmxyCVEw8MxgUSPdgjHfuINKGhUDWAWLDDFZLoMnFxsYyScQkYlnkkjD/%20ADAsrKG32X+nXQZvBkxJ2l/3I9caNMJ2QrjQOWgjsYN5I3qN27iWqa16j8NMRkFIG6WYPBYuRPJk%204wfHwY/03aWUF5HSt7k7igBH4ft0sYXVJTkLZq7Fzcafkmx42czSKwhyHe5WJIUL0Rf2HR3BKYSE%20UdNkM0sPFmGGaDGmDCWVAyLIUvnaRYiDUCnjPTSF9FhHGWCZ4GPlZUwbKyopeLManjvC4c1VwxLb%20K622V7hQVpou6jIgYfuTPjM+bCynl4yIYTy5ayzs0v8AzORFGtCWoHp+oP0/Tb8dJKAKtw8+03wo%20+5dDH3x9p5WJAmL9SkMKImYMmIrMkrMbnQ1N8Q9l6D5R6a8Wfaz4ZGfDneUHYSOo/ifYc16sjDlj%20958JYt8/BFOuQYQYQskMgJinR1cENS1k2K9OtenSmuzt+4hyxeORuDiDoRXuXmc3by45NLy0PUKp%20hIWBk7EIIedq0AAJYbElSf5h6g6uSpiqrNRgLSLcwYLGAwQWhaEfLSOtSabbnW6LHqrP0wwsivtX%20zM9aIWouwYdTQ7e2sGS4rzLJRWaCNlQeoFCq/LVegApWpr00XfVEE2UVYMjuKyJG9zLYQTWg7g43%2099l31mWUmVrQt7NU+OrBTb63AilBTpT9usss8fAhyFimdzjgh5pQVUBUoJG620UHauufuu4HFAyO%20OQ1OQ8V08HF+WTDDPoNU/im4MS5M2PkFeHwQGivtaSRGRrd2oGvNatX4ddQ4eARMpm85G5zbIaMB%2073ZegCGH8RhXX5Lk3Nc1n8hyXIc3l8f9Pk5ojEMLASFMaNAI4wxJ3OzE7Gtdd8IgLzO55NxxsvYe%20VHMQydkjKLWaMlmPU7N3fMtvQA/v011ySBqqyyVxjm7l8aP+VomdfEaDdhU1Q0Hxu9aU0JXWjYoe%20RJSjz4pqEFrtISiooU+SlTVTZsAT+8U0u7SqplYXqvioZGLicjH4X/UgeQSdhCKtPlucjZ1Fem+j%20jYoxmYmq0XdODxuSj/0Cgx0b67N8DKplIS8HMNA52AouxOocwaBZdokTF1zvl+UODhDjePlg+qMS%20zPmyMbZATazxIhvAWvpv7a4QwHxUhHNKeEzPtqXO5CR/JHjfbcccuXkA+LGLkG3HscFu5jU069TX%20Tj9vU1XwRAt4oFef+3uVWfNmx82GTK75ckSwsSWBWJVDgC47Ii6QxDvn8UTEP1VEcuCDKkqHHhWo%20xMFoYnLv8ryeWN75L1FJHK06WnTCAYNVVZb8Y1U48bJlhyYVUNJkziQuq0eOOBSsBmtr2q57+gC7%209NtKbM2Nda0QYjBazkc/DxvOZGHLiy4kkVElYG9g1KSL4rrIyrVrbs+29dLPtztcGvFE8RayNL8c%20Ff6mGKObIJ8uXGqyXFzazWSMNhTuDdN/SmsOQ2DWSCUs8FHiIZ+L5D/LZ5VyY8lmUlauBDkrc7IQ%20E/TrY3XY7bV1WVw9VTJpXDhLouOyZIbcWr83gTNBJaplEkRQrUilAwoQyk9KH010dVYXCdZXF/Wc%20XBHzGNPx+WV8aiKJmUpElLrKrchJ7banSxizjzWZH4PFQxcS+EZDHLIS0WdNC9VkjCmVyRdYwjKq%20f5SKelNYWKwF3TfieN5KPCxZp80gqxOPDGRkIoNaNQA/My1YV60NLgNaSYhM4MnHV4JmdIwMZCsA%20DSSRkFlBtoTVyamvrtqo6ok1ggI/rRMxxJGxMjIn+rk+r8cp6VdRBG/kqqN06rXfUyA7rAJtk4sj%203S/QGRZAYjLLL9P2qytRlVrypYfy2mtLqabwT41WSG4zjsMc2zFD5rXinidn8YahACFSniqoqAm3%20pttXFLeq8kPz/HyQQLDNGfpVKM8TSBblqfqEJWrvcCLbB2dQ1K6z3RYlVycZx+JipgwyiSEwGTFD%20hUMthuihQ1EKMFejFepFd6jWxWTXjsHIj4xI8+WKHJyVQytEFRYhcTIkZe1ixSyNWFdula6CN1Vy%20DYPKwrjZ2AsszO+Qq5SFo4pIojJHNOkbhyfHGyIm9K++sMFjVfRUcpgYE/FY8+WhEkEkMxeNWiYu%20wKiGMHtWiwhjXotKVqdbBZ8kBmQScpFm8jJGkmZKAGiLKqvKjv3MHIaxUkAXoQopom6Vkt4Ph5+J%205XFzshCh+pjiyUIJVHdgEKsRvern1+Hrrn5z9tlLlDiyUY+DyUmflJG/gnlyZIZzUmqPd+oAxarB%20ge4bddtNAhnKfjGC3XIRMr7dw8bL2Zp8eOZ02G8dSV2G23trh4Jbd3ia9qhH7SXyVkEcODLNk5U0%20UM0yq2LgFCWYUtCMGWiQ2gIor3H5SOuuiBI49xsnODpnHn4eTDOmZx8cSDvbNwVPTqt8SBr23NQP%20Xfp0nOf5DtvVXU9xJZWTw8nZ9SJRl4DKi4S43bI/kUkeQlVESmvx99ttNIW29UxLqfF/cUkviGXH%20BlLOaxFoZVVUiKo6XSgSRnyGgJpXr66q+VV66IEqnOxbJIp+PEs2MoLRRiNTKjeQI6L41T5NqUqG%20XUjDICq8FSLEEYLWs3gM54vLkzjAiaNI3gke2qW3PHEXesYDr0vofw21UREsrptoWMXjvo8mSeEy%20NHjwvcrmOKNbN/JuX7a7hvl+OtFhYDGq+amAyYpLDHMnKQ0P1cMWPDjRTKqWq6mVxT5msGw+ZulN%20dDMKrwTkPZZ+oxf/AGed/wCmNS/CEm0arU8PMxuRxsaWRyLvlMilPKyr3OAakobiRrudiucxtdJu%20Q+3EXKyZo/IuTllWMKEVktUAGOnQjoBqkSCsSyUZM+DLl5s0crUBMTyAlmMlKEMprayAChA04QAO%20BWX4xZT5RPlyxInl7HormtyAL7inSmmAW3eCqhinTNzsxzcLgcRJhVmkYERrXelCPy/j00XxWFwA%20qosXyY3hZBFYjjIjoFkrG+7RSfmLN7f7NYGy2aukx4Pq4MLwSSPBH5pFVRcwlAG2/Wtbq6YSSlCc%20ouGmZJNlY06xY1qRtCyspVVupIgO3ddv+zQcPhYV5Jw5Fs0uwmYXvmYzTcX5GaCH80TSv8yP+Yb9%20376awG0dEZHT9yN5hYJsmWBIWbIjhA8kDFlRmYMBVdmbpT0odOSDavqkg48EHhcfyL4MGIrsEyjW%20c1/VEa9taVBCMD/QnQESzVVk0pxBJbBFRs4mlxlkaXGxxSOxhGpkqQHUW0otwXrU9dbbdhglJs+a%20HzMXDxkZMlY4+QbHYyJGzMq7ijWqG/Uq29dttLYVXzTOZYYdUf8AbHExrF9TmRP9PDC0iAAPGFI7%20qDrVuusAhyTum3E8JBJDjwvjPj/T3yJE4V/JJKoH6jhO8dg6nalNSsoy5Te627huOgw8JaRp5t3l%20ZQBdSop17qkFS3ptQ3babxXLORJqq9YZn+QvnrBOVXOkjd4UqoJHSoNArUIPyr+GlumiZAPk/wA/%200GXuCCzYJsaVWgLw5iCqsQGYSWUZlDFT6lPQn20xDhV4uQxutv4L7pxBgTlH8MqyR14yUFIMiOhv%20kSU3LFIgJrVd/b38vuezMp/kh9nIM8iNJaj3L1eDmBjsneOmnUdfYU8gm4vPxhm8fKuQHZoj8psK%200rG61qGpXYenT01uDvNxMJjZyD+nX+6ORHtBspc3aGH3R+6NWIy6a5KqXHkEJiVmLzAvKCeij5qD%20/wCGg3prsZlygryyJLG7hTCilG9KkbkVJB7dwPf8NZbFScEv4vzruwpsS/W0HttWtW/pQ4hBr1QV%20ELJMQaFYoiGgmdrg5p8we0U6+rf79d1jGyIsLTACIN5AaKxrsOiAU/Nt+8DQMgBcsBVysAXDCsk5%2047AxZqYc+UIMYMEz5UKqZH2KxUY0Ybd9D+0a8zjkeaY5SPtH7B75+MstIr1ocQ447LPjI9b/AG+W%20eZK077p+/ZGXK4zhuL+m4hXX9SQJbcJD40CoptVVBp+J9Ca+nHjqqyXJ3HOG2veq/VI4HVpHmMtV%20JVw4NTRxQsho1a03Nfam2+nXnyxUb46JYUT6g1lO97d1A7UB2/H0HSuskd+pVq3KO6NlXo9i0AYi%20iDa93UVrv79dKUYhlSYn8q3Shp2okkkgPjcqwcowoQ422PpoOqP7VARqkkkr1Gew8kmPGK2s35ry%20N1oN/fWRf2Lt+K1n+giNkylf0qu9QKk5vy1ago3y/t1Ln/YV28f+NcYzZo0zcHJjjRspsJmZTGtk%20MMbUqoe5izHtQDZdz1OvMdonqgwbzUOYzZYYuM4DFxkyeYzFSfOwwSyeWYViWRGIoiKpJLCoHXT7%20RVdVoxOqWcpg5fOBsSGM4xSSQSNJFauWzJas8EjU7Lo+2v5PXfTwLFzerW1TOxulv2+7RJmPmAJl%204TKg2IZXBtYNUE1/l/lA9a6sCCqGxdPoOVw+NMRvjxpPKN5I2JVwPQ0JUsoFSrGgrsdMGzRdMspu%20Lnimm5rjTyU+LWbH5CMmLJMBLUcSR3brsKNVaUpoSi+KO5JJ+C4OQ/WcfmsVLRyR4kyCGe9Kqt4A%208UlP5k326b6URLvogyFljysfH8GKTlZeJWOHHyfnoWMgo7UbtEhpvpiGqvBTMctU0PE5k+Q0ubjr%20j4+PCVyjJIkYAlWsaiNinyv+psdyfTR4z7EYkMvcf/l6zHKjy3meeBhF5MiRcUyBSA0kRa51U0tV%20BUf3hTTlMzYpzjcRBy3jTBycWSSUpMZYsiNkheNSLlo0bFSHYUUD01Pki6wqq+Raf8tkxQ5sr5GS%20yNJDBjETF5LSHrYu1Aa3Frj8N9HxTAXqqw0jxEPhVMZ1MWPiTNi4jCoqEuYh2ou7k2A7/HTDBa2V%20VVlPIzEi4li+AseUY3ieNXErDJ3McPlp5HQXCvZbVu6u9AU75pTj4MtI3qIMzPlLpx2VFaY2gl2s%20cEN3VIWvaKmnTRwSykmGby+TJyM+Q/F5Ofx0wQ5vjS6SN5jVWWoVu4Jc42oa16VLF3WPSq+idYmV%20Pk8ZI7Bo3LOMcPLFdIwBBRGKkKRaQD60qa6XaUxZ8Eqy+NlzYpMUQQ5uDV45I4S8eOFFtzNJEbkk%20ofyfu0AiVZBwOVg2wYObLjQRlZHxsqKPKc16pHUoGttuFCD6neg0zpSFnKVMjHVcqWOPxOY482Jj%20GgKVZj4nIJ2G5Vz12ProFMHKXchNJlSxnHzPp8THlClfC8UjUHkLI8l0Q8hXordKLt10pWALIHl3%20z2xMbIXEWRZfJjiOIrBHAquHrAYSWRiKWsPzDrSmsLFKwTGLF5TzoeZMcckh7YsZERslVUCyerFY%205bz8+4qevoE2bkkwCCk/NSvBm5jFC7wUzDjFqODKw8zBdrlSTZt609Ka54EmHgrdtaNddL0cE2+2%20eVMvC5Dm+LxzrFJsqtYFLUWlOg23P464uSxb+RFZ/RQ7mLch6+XwHTJMPNgX5cUKxpmEq+VKGdZ2%20SU3KaVevy963Af1a7JcgMT7EsyCPcj4IIzFFJJDHMwa+AOl1vQ1uGwL7Gnv+Gm4o7Y+KWAtZUY+V%20mQZkmfEASSPIVMlr/wAvzC7tVqjan4V1CU/vw+0VR+SSRDqfIZcMsR5BGkjR9spLRJKAKqLATS24%20i6n/AGNE7ji3VYF6r6oLGyoY35LjMGqMkYeKKQFoQ9v6v6m70eoBu9RtXfVpDbeqxTlhdDcZmcei%20ZONNgKWmEBTGkhTucOUDpOEKP83a1Sa16A6pKbB/RNKbZIV8cxqYP/2csTFVxZ4y0Msijvqsn6ZW%202v59x7HR442cnFaI1QHGrjuJYoIsKaNJvBkRwK4x8kXhqblqOClVkAO/U6oZVQ8k5kmf+ZJ/7ab9%20/F/8Wo20PtSb+vsXPOP5FMPOOWkn1WPhySxYmO5uZ3K2pQRf4a0Fqeh/br1ZgYlc12Zlt3mjmlVJ%20WQT2XqtauoPYSPUD0rqOBTLTcThc+T6qaTEEXJwXiSU08EymoUGtKswNO311aM38UsreCj9MYwZZ%20GaoVTJhM/ijjqopHIhpQkj5tMLrZqsJmfUT3iVTjoPF9JQokkvbWTyV337fYfDWwK1mdVpyv0uKv%201UYyGwFJxceRWZQwFiyX1HRiRvto5YIEOWCyk2fmxqmRjXJKis0sdVaS3ZrCaUtuqAeo+Oi7/Orr%20MxdB5RkDz4cJthggVoZIkXyTsvaxckgWjcEn19Dog9VhEYqxfqMYzT5ylo4j/wAvjkWqW6KoX3AX%20cHppgaCDPYLGBjNiwx40TKJcueviiKL4VYHoHWuw3o37dYRZaREroPkoctEzsnInUtmGKBEVRU2G%2021VUv06mnrrSs51TRILDSq0ROWZGgi4trIU8W8kZtPYnaCqmqr1JPqdE6ZJRIY4qeFxvHYUM/JZ6%20yz+LuaWMhr5L6IF6d3p3aBslMjKwT9ONyM/FMXlbjcdEBe8+O2I7OCP79DbXcGmkkQVI8ggfOvf4%20Jy2NlY0B+imkaOxY48RQJltVfH8pqySOU63Df06aU2UY/d86r4t+P4bM5W6GG+RceQRTRAqpEirc%20PNGVFX36D19dhpTNvBU/EQCaFeiD5LgVwnliiRmeNj45RdGYFCkL4mJB8gqzeu4/EEguLpDJixqs%20Co8LNbjJPlI0sj0WGUlY3eMADvjUKUagoT+b4emJa6P43Nld9zcVi4+DjJmeWP6tizG2kcpNGCUX%20qJO1Tv8A2aAY1VdFQcfJEu1VV0x+zeT5XBy1ws3BglTKdhmtH2ooc0hjK7B/GlQR121y912sOWLH%20HEEYxOoPn1Xf2/eMWGC61zfG/aOJwsUgyGtjg8jyTSsWVlHlUb3Mx6gKNz8a1Hl8fNzxwBmW+52j%20dsi1/ha67pdrCZa0XOWeVUFqmAOI5ZlOHlmQDviLxSxUWoFxLKQan0r8NX/35i0uLkHhtl8fR2XN%20/oG33RPs9717DOd+3cbiYMVsrJiDZMZIdnERIHzVvt+an+6g05//AEeOLbt0Xv8AtPg2bEaIR7CU%20v2tJutYpanHcnkgCTFU2sQpVkJc13Foqu5pX0/dox/8A0+3lhyR8y3vb3apZdjyx/pPpb5Jhy/2/%20zPBcRlch/l/jysXGedWLBhGiqZJN62XP8rb+/wCGo8sj3Exx3HF+6T23DKPgc/8A0tiurg4hxjdY%20yy6dfl6rjeT9/wD3Ny3EYnEniceWHHyWy5ZUBjMigAx+I1UCOEE1DfMdzr1xwtdc0+YAMC1fqr2+%204uPixlQsjwJIAviYurGRu5SxuAar7CnqTTrRn9q8uXESXDvWVe5e5DkYcJMdY4XJlmCr9PRhEJFu%20dnuuNpU791R66JCPGCSa6VqmcGSZ41ycCdMmBmBLI4VWAU203qQv8x1MlHY2NV5Kbu4dHoFK0tI2%20UFuqIG7qBRtttvpFgK/Ss1MECSxWKKg/UiZiGQnrUCtOvvrIxIb3qhYit4DKXjBaONSQb22LVreV%20od6k/v1gtiWqvpiut8tGcz/pumAUyExBwoG7GPkAw2HvbqXcSaD+C7+H9grNaGESTM4rJmCNM6F5%207QbKRqHBFfS+pG2vHGICkbFa/kcumOs3MFV//sH3DLJBwyktIwxUrdMQrdt4UJGVO9f267Gf41Wa%206Yx81Di48nOwMvLWUDjsJS07xkgSzRgLEIwlwkStan2X8dVAcVomOhS7G5CLkQczKYpy2OHSDl0V%20VvRibYsuOjVsTpIu49a+oZh00qveosgIJuIVpIsqY4+WygCXJUtHPSrKIyva1Sdt/wANMx1VQ6f8%20KIY4gkKFsNFcLjmpmaGg8rQMKLWgoU3H92unxQJReTFi4GXi8KVvxosj/nMpwQC8rWxNQVJhhuo1%20DUNdWm2lZlsmQt3JQtPj50RiaKRoCAVykjcNaiqstGBYjajEdKH2dkHF1XNy/GYkGLHlYI8kryMi%204crSLGitb5AXLFTJbTf2/eBH7nzWEdEVAnHZ8cSIJoWhZDj/AOG1zygqIGeq9z9fdQNtF3RTGHju%20JmzlZIJBLixuwilhQoDcWqzMbmFpCg167nptnRNkwThoJ+PlmkMMOJkRfViKJlaR3dlRRI6BWESA%201qBcSaawi63grOFaTJzpI802Oki/T4obySNDGCLpmVmCX1upW6gp104F0Xqvh7kRkw5skTukECZK%20+RTDvKEkeQguzLvaYwWJWlGFBWoortdApSuYmA6yQcb9fgYwOJHkxuF8C4wC90UoXdrWZSgp6dbd%20GyYA4LYeOlyPB+k4OXmZbCLFmKRd7rcVYKWoGvBYXEj19tB2CwDlQ5tcPHlOLkZJGfG65E+eWjZA%20EFoghR3jKx1NrMPm332poYonCqrzQbQ8ctmTx82MnYY4ceZfHGUvMgTubw9sn5yRUUPadtYh1gwK%20pHLczNkJDj8VhRhVVcUyLDLE8oqDIJBOB+oGLMKk0A7umgcVhK1kHn5zcXMW5PObJyYHTKyHijkh%20hjiY7xqEvYrViqjc610bKfKxwjksvFeGRIsHyKwwVac/pkLba6WMw62j26aWUboguEz4/JhTFx44%20sbIJes5GQniChwVKmOMKpr8xv2ANeutlilslXIQcpiiQ5MXmyJojC88Kx/4LKGm/TZ0CgJXZqXDc%20Go3Eh5IEOhuRj4/JwocXkZ5kgjlDLyagxNFKVpH5UbutlDA91B79Rrn4Cd8gbHFT45EGqCH4Ncz6%20vM4/MQxTAxVgLVUK93fFICapKCDaSSnStNcnexaUW1qvQIdwSSKrTJOn+nyM79KG5kVYp3S0+QqS%20Qq2027qbn46EpAABRN7KrNzZYpZIY4GbtW+ZVYBpqdqK6Kt0UKjbc7nqdUjzP5Kkjt+1Qx8t0IVJ%20W+oVhUswAdQnXc3bn3A1OMvVQayZmUz1QMpaxVKqKyMyqSD2lVrt1YAD46tIxItiFQsoFeXbJhTH%20hKZFHbxyfpwzMBRSF/TYyMo6VNNDj5N32lYXsg8j7XySmcuNjFFkkW1A0CgXqGl7ZJAhboOvxGqc%20TyIMskQXN1YON5l5nVcebFiYsxkLGbFQUAFqAuYqlq0Fy+3btqn5DI4W1TGWqpyhmJCAsDQAEqMn%20wM96tXZWjNyqD7/DtA08IWdGMcyrbZf/APW4/wD6j/8A2dWaqKp+KVMubcc+LgZ0eDLcuZNZFhtG%20gVXCRk3SS/NR36Denp7a7plccIvhXvRvG5GZkSNPOyvzcSSJDBGyxK0VR+i94oVXpWoNaftTE3qu%20ibDDBNcCZp+NikyHowW6UKTZGwbuoT6BhSvrpHbFM4S7l+C82E5SW3Mka7JmBosyEECNnYVGzUJ/%20dqok6WVvBa/4HWV5zD4MMFWfyVkKyqhQK9CKoN2B/DVMT0SOq8iZ8gHFx8Vk+mcJFGFI8kjfIzIK%201iNSfb9uiDZABrqWfmPLLDiY+fDLkFZMeeBFIFYqhjU0IIOymm+s7IgIDGwc/FxMvMvpKlT4mIaR%202XqFvrt6kaLLGTlmVkRvECortGSpmeQs0hL91I6etvwBGmfBbavS4ONk5jSrbIIi8UkTVvZTRv8A%20mN6ju2BB1hi6DsLofikw8ePyx5cchIKeMhrVALSNZQXAmvXWAAwWk5xCry+MblsxZFnQpHEkcqGt%20brbuu+1xH7v3ksSiJmAbqmM0eRPlY+F9S2O3Hos0ccqs8UhJp5HtraFYUBbeulN1NwHOq3f7a4HO%20ghgxMmdeQzZryGoJD5QQaMAGv7T29RqRYY4Ll5JCRJFhXWy3v7V4bJy8tc1V8OLDMVDSp/jNubUe%20jAL1PSl1dTmbLq4u3xJ+Ve9OuTzYeEhijMyvEkrM6ytEpdq3lQqEFiCAAN/l2Oka9rUyvIiOGP1H%20rjl0ZahJxh+4sr6rOw0XAjkWXGxbPCHcEfqMATSrCpWtD7abc1lzGJJLVXmtg4n7SZ8oZ2cGOLFL%20WdJj41RCSdzW20N69S3T1OhKdlfh7Qu5T3muGk+4OP8A8rzMkSSQTK+A+K8ZkxFdVEcJYC1rES+t%20KlvfU4zIXfPhjKy1uT7Zw/tTmZ/uTkssZMMamCbGYiINkmnilijYt+qhuJAO29fbRlMkMp8XBEH3%20LcZFwJvDLBJ45shY5YklCK7g0dpmPct6hdt/90pXr29F1AgaVVYquLkMeWNY+PYTHIcf5dGAFYxR%20qK2As3jRh6vvX5ajbRBTY1+iBzOIzFk8kixz4Ki/Nx8i2Z56uf04mk37EJANu9fjowkRglkHxQPK%20Yn2DmYMubhtE2FgC85+CVEhcKDFYYnrTydpDetfho8uyVpD1Hrb0088U0YtYWNfA1dCfcv3/AM0M%20TAxZiP8AOZceOUZIUMkEMiguroQoqVAFtN99DtuARLhyMNbDLQe84u7lc/dc4hG1dcayXC+U5XEx%20Gl4zCxZZDkLML8UiWyIsUUkGla+39evQlJebGD/cctVc0vE/TQ4/0q48L3M+L4xcHcBVZwvyP6qf%20joMEAD51XuRDnJxX+myircIuMayEh3Dr817E7mm4prXSgDEfuTDgsaHjcPw45qhcyRz0vu8i91KV%20LLQfLSg/HU5RFmQlyubp3Et2T/y4CSMWaaHZ6qTSq70sqfxHtpI+1CV1MSGerCt8huCNQMQCCQSO%202mw2P+7QQBOC9JNGFCbNM5FoKParVqSdwRd6E/1awQa66zknKg/6cyYSROIl8e4c92eKUPQih21D%20ngJQIOC9HgYwC5QJoWxI4clmggWBy1gtURy3CSwnYGl9teh/drx3IndTlEiTZrXs3Kxo1XkOQV0z%20c9BHh4sILSw4JjtixYQ1GVmj+a0dCxr369ABsKr5LqFgrOK+4eTbClxIOLTGxTGXmRn74gFsID2o%20iK6CgI9TbX3pVeaBdU8h9v8AKxt9fxbHJxZQGujH6sdLnaKdTt1r+p8p66IQwKDnXiIxBg8nL4/P%20GGxp2S2243qxVmQKDsLk6fEVGsYnL49VijPtTj/oc3keQlyJIJft/FfJj8yKBJLL+nix0Y23+VlY%20e5G1d9OAimOK2PyMSSvIyFQ02eXBd4QvbJkqlworf+alfm3HXQIa+SUWTjJ5FpcoZS+WN8uKM+ZS%20gT6meMwvsBXteF22HVx8dEBgi1eleuqqi4+LGjGaIBFnYqViyZCGhlaAH5KFRcTJI1WABoaddZjg%20sC6bL/ziTOxV/HCfplgRlDOyXRusoKJdYbrUXtBp66Xai6zHHlu7cfyCmV3xm8rKgRkYKCyBz87E%20PSxjQW1O+2iWSi9V9UwfCyYs1zEsksbsJjFJIGAx2BsSCOl0Vdm7h8umZNmCopDBjCWYNlRpHIJm%20lq7TTLCylYqsaiP0oaXeuxFQyzkrXVR8zOwss8s/HTL/AMwceILESqf/ALiaYP1MaOQGO12wUU1p%20WRiNUdxvJS4+LXIaVooi88eYHaRwAvtuitae4saA+ms6LVX1TuHJmx4YMyOSsPJqr4DUvSJriZpb%20ii0BDJuFqx3Ox0AtHRK+b577fXKEVMQ5MVfq0sSSRqCii+twUKCR2129ur7LLAhJjzWfn4xSPjEz%20uNExaTIK2RrauwZ53ZqBFHSPfb8dZlnRuLjckWAQlcq5AEgjNVICkQRLIGQz2byWhVQbe+hisHXs%20+NOHV5y0Ubhy2Kkc6mdJzQBJUjuSxLixPyliAF0FkRymZjxfcGQ6FpcXPSIlRKEyDII1FkMdrD59%20muKseoA0MbrFETYHET38XLdhx5sUIkxlBYzQlPIsbs9jBXX5qXH0J9s7LVXmqZsZ4TJMr4k+NKqR%20T5Amkxz1aireljNQ2+m+3TSThuvmhKNVXihcrEEnHmHNkkx5s2MGCFlWO2O0GJY1JZaMu7MTt6jX%20HPj+8SP7go/1XSzByeQwMTJxc2ZZsGASLizKrK5B7WS11VA9G7gpI6EddT7qW4AjWtUnIXuj+O5r%20mocHyrI75BHjx4XUHHWQqLFFCDtSg33O1TuNS4nkWxCaGZRUH3VfKq8tgRzrKSGKXQ5EYQXPRgVq%20RTYGn9ejyzEcRVVrMm+qtzvpvpXz8bK+p4d6KVmAL47A7xyEgNvUUau+gIjEF/egVQnNmOIwxBo0%20BFzx7MwJ7m+YEj37gdPuOKK9PDmrCuX43zsSqLjlzIsbMSS5lAtZHtrYSPjvqpEcSmJUjivl4sYq%20jNHIWXHtZ47ZCaXAkbrU93Wmpx+43QBBQuU/PYMeHLxClsVVIbIgjuYpsqvetblXegHd7jXZxRu8%20k8Q5RPEfc2Xk5jY+VGMuCMmKeS54p4hQsinHYd7lhbtvXapGrG2FV8c0Ta4TDyYX97/0cj/7mh/t%20QpkN4ohf/9k=" height="184" width="529" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Campo seleccionado para el monitoreo.</span></div>
      </article>
      <article class="section"><a id="id0x79f9880"><!-- named anchor --></a>
        <h4>Metodología para las mediciones en campo</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>El
          control del crecimiento del cultivo se realizó para determinar la 
          efectividad de las mediciones satelitales. Para ello se empleó el método
          de distribución diagonal doble o en X (<span class="tooltip"><a href="#B4">Flores, 2006</a><span class="tooltip-content">FLORES, J. R. N.: <i>Diseño experimental: Aplicaciones en agricultura,</i> 316pp., Costa Rica, Editorial UCR, 2006, ISBN: 9789-9776-78900.</span></span>),
          para lo cual se tomaron nueve puntos experimentales los cuales fueron 
          georreferenciados mediante GPS para una precisión de 0,2 m . Las 
          variables controladas en las plantas fueron: ancho de la hoja, diámetro 
          del tallo y altura del tallo. Además, se realizó la medición de la 
          humedad del suelo y espesor de la cobertura vegetal. Para la 
          determinación de las dimensiones de la planta y la cobertura del suelo 
          se tomaron ocho muestras en cada punto experimental y se realizaron 
          cuatro repeticiones, para ello se empleó la cinta métrica, la regla 
          graduada y el calibrador vernier con apreciación de 1 mm y 0,05 mm 
          respectivamente (<span class="tooltip"><a href="#f11">Figura 2a</a></span> y <span class="tooltip"><a href="#f11">2b</a></span>).</p>
        <div id="f11" class="fig">
          <div class="zoom">
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5rzr+A/gS%202ua7fnnfC3NxHk7N3dba5EglPFzX+sO5Vj8JpQdNeb5dLY79y1rW4dLS4etfmNmPtJ8Zg57eyu7b%20GS3LyJbXwpHHa2tFMs71I5S1qq77k1rr1vDzq9O5ban9x9VtsZ9l2ufMLYhbknjCSQBzPw9SB9x1%20N4//ACJnmY6/UeZHBCCzPB5mvbdF+fhkjaKKUcVZnikWqVBbdRup6a9SzS66/kdddu6OIcrXHCDC%20h47yKNY3sp09YSr1ZwYgtSOVPh1il2lh0yT14KIzNnBC9hctHJHFMEustbcWs7KVIyyRpTyyurEB%203ULyNaDTe1yOD2T7txV53HDaRys996Sn1KMIZYlRWWRKigqeWw39o1J5KiLEuWpQ7mjMN5Y5BfMF%20biw9u9RtudefkcWTENdRlspUmt6ghjQ8SKb9KH3+zVEmmV91W7W+auFVdnbmD412p0rqW+zB6mn/%20AE9zFinYM97LGIbbExtDcKrknlKwbl59lMtBQdK9NevgyK2OepbjaaF97zE3EkkRtZFxl4GJjJYS%20Iw84IIO6OPZsNKz2SUh5PtCeFDJh3JqWlZhsR0rvTb2CmvCnbWtfhDjCvbkSfKzOkjSO7Ubfy7t0%20AAr9n+XU7c7Hp2Wta+YVykt1Pi7gtGYW40iUnjyLUK1PVetP8WqfA/5F89a/UDKttzMs3Zen2XlH%20NibWU5KGORpJRO8hRW6SBm5KCfL7Nex5TSJMz9TOZ0ZQwA9hXr7aildLo9iZcDp9MsSbi5fISrW3%20tfJGTvykalAP80ddKYdLNIKd/wCdKIuLharyq0lwAf8AyxuAaHapG+nYagtlbs7ttMp27NLb3clp%20f+sY15SenE6Fa0G27j+E/F0GrKNpF2H7Qx2Vd3MWWjjubNYknZbWPHtGODxhuMr+Y9WD9CK/o1la%20t2DaBHdVtZpdZKwuVljvbe8eN4ZEb0p05Vjkjc8l/DA6A6Ky7VCJ8vEAA+VCqDZR5/Gp9gO3t1Fb%20LvrWupMc4+3yGVkMVsPVnWM0jDFCVPxFevQEgeJ1uKimRtEpG6TsbPp6d4JI7UtG4nvLoIGVX2Cq%20CfUQ1pyI09XSH7dDRvoPYYmzvMikV69/k/RQXMz26weTltxIJJXlWmq/He7Gq6eyE7uNkn7lzUMg%2083ztx4nwkO4NfcN668zN97+P7kduWDsddPDdNZTEcDUwP7T7D9ta6WgU4BncmOiS/hvXkljSZPlZ%20XjHIAGpXkDvTlvt4nV2HK+B9LdGDrLHZDCejbrcxflZCSXjLyYG4iYlIxwBcgBmPw6LPVWT9x1km%20oHzHOBJBMNyGG3jTb+Y7a8fC/qI1BT7vsL2azuLWylaKcyAIvI0YMw8jj2OPu0zEk8keodOYF+2j%20mxtte2twnpXVvGxkiYUICUYihA/h20MOlmmKahi1kYWusfLOVIjund06bEDehqOlNOpyC9a1+JRx%208KTWeNt5jxRw0DvTp5yK/ZU101qWFVblQ202PlW4t29e35HkyEHdWCEmlf8AHXQ9zTZ1lDGOxzlL%20u1WzupYbGGOQxpASrn1qF4/MG4sfhJ9nv0/HlT52ZZiyVdYYUwPcL30xsLuLlIWlNvIg+FErswr+%207T9W++l2pvsTf6tg0n5fYxTXclkLi9hSSSwnQsavxoFYA+ZdtMx5doY/HmhQyj2V3PJeJ8peV+dj%205EeXihjJJAWgIUr0ppKb5EsuXwyEarDLEVtMe0i2l0taNHK3qhT/AAtHuul/6hl8ndHsBJbe8/6o%20S7x0hEWQYLIU2KBgGao3XoK/p8dVWfbIdk67+o/O6WUouG/qDGwlrWnkBYV+4ajW6gnYu4DNR3Pb%20EWYu24RkyTyE0+ESMVGhdN2jIAXZ1lJm+5Gu7gc5HufzBoyDQArwQE0B6BSfs1RarVEEqmjXIiht%203gjIWGEsOW1KDr+jSWckImTzEGZjmsMhwtrazYhIUVZnY9OZkNV3qK0+zw16eDGkijE4UMaOysP+%20X4MPM3rcHNx6rUo7uAIjQ7eVdBle5mWwt28WWzWcucpaBvlyfQtaV/q0fzyH3OR11HflE8C/3nMs%20kkMvqc5GDh99xQjy1/TpjRs+hXyEDwYmxY3AlE0NViBJMahqlSNqVNOmuy3iiDu4SAjA04JUMSAA%20PYfZ9w0milizWv7vFu47/RwPIllcAnwqTH7tWeJb/cj2GYvuNL+oUePXNSLNFNwuVIlvIPxPSZEB%20NYjQsAN/L01Zlqm9xtkZRcvj8ZS4nkdYWFcdkbRPW8/PlGvlAb0iF8ysPt1AqReGJrDZzn8hhry5%20uu48TPGGtWhSa7hYh5Jm2FYtiGqPAab2r0+Q9AfL5G6NtbzqpZfUZmMdAHaZjutAOIqxrtpeRNnO%20qag9tZ1xvcE1m9vJdLkURLb06sYkk39Wg9hHEnQ48jtUzHaUUMtk8xjbdpJIJPQiHJ7aZSqueRC0%20r08elNM5YDrM9CO5so+7e0rW9w1uTc4nnbTY8U9Sjt6iqlDRqGp0ON9l2n1Aq4cMPdi3wmtr95Ax%20lgsUZJGBVuMoKFGG3Rl28dR/+h0Rl1AUubxGguIXorLwOw81B7RQUrt1/XoEuxp+ouygCZWWVMWw%20jVG9eqzlmIoFANK0Y+Ojw0bv7G05KskqQXH5kbxGtJYIzFFbpyUS04M5QcdwV+EUr11Zazb7UPs5%202J8bk8xaehcZIRSNdSpZxlVKl1kAZUZW58Qfceum2oqVfb6DKqED+/c3bp3veQ5G2+fxMMa42O3L%20cDGwUVliYDyur7+/ppXg0dccmUQG7ogkgvI5bKVbvCLFHBZ3sdOJEfxJJt5ZF8R941aroLqNuNyF%20lZdlLS9KZG7laP5KtQibfjEqdmAXow10SC2Xrfu3uWaCLDPOZcdJSKHGkAlWABLcq8gFUHlT2687%20yvJ7dugi952GLGHH5B4JWeaaOyYxtcQggOxTzJG52Yr8NfdpGJdyVrbMxUiJB80lvcL6yzEmeXhZ%20o9SwKjzc2O5q1F9mpfJrDbW2tMG9fQs2kVrb38V3JAXlaIQNaA1jZxVQ9Oi8j14jr9unY/LTrxv+%20pvcfsng8jbSyy+g/yMqrwvBRojJXorJ4BtvdTTYtXeyMdWtwTc3QhEUUOP8AmVybfiMG+GQEGTYk%20mhpXT5diml21AeyE3yeVR8uVaeaLlDHA7ChYD00oSeTUHw+GpreJaX3uf2MeOeS5gru3tp45llRr%20VwgeTjQox8xoOoDb1Ps1tW8ez4BtV15CHc1vl7jsrN2+EPLKKyS2fp0qHSRWBAJ4nxp19mqqusb8%20GY30A0FvfX2GW17ls+QXiJ+akryA8siqw3B8V8P16k7nS0pyta1A1prda4F3Kdl291nVt2yKWkDx%20f2e6lAV5FXzGOD0zRSB0Y9NehXtyVDW5+ynZ93lcnh77uTJSw9oy2scM0tvzZndHYHktOK8lpVz+%20g6lxqmGaw4mRiypKOpZ7mN0tm8loSLlSSjDejAk+NRQDrqbEu60Hn41uBMVmUtZv7WJrgx8WjkVi%203MFgshQyDypQ7bD3e6pYk2u7Za1+pT/XvuQ3M8TC2ktOfzIaUXQhVj6BjciOStDx9Req12P3asV1%208xOTE67pa/L39iFMYfkAtnZJFJJdCRmYCS0JegciKjU5dKjceGieR9FuHjyzt11+4z5C5vrS8xuP%20y8ljZPes0eJZlLyEqQpjjm4hPMdv8ulWx3tWBmRNoJZG1a9xE0BX8WMbIeoYdBsNeZlTa+BHZEXZ%20+UtpLaK0kcLc+YBK0J9MDf39RWmjw2lGV1r8hb+oluIr+OWnF5RxX309o/8AD01mWvDBshcjvr+H%20F3tlGf7Fkokhu4X3DBHDxmoKkEH4WHTprMGS1XC6hUu1snuHO07zuQWPmkVcQIWjo8Y5KrVHAFhV%20aN10zybXVYfUdfvS3H2yh446JabiMufHcjpTp4agqpWwGNbljASyRn0W9NY0ICgGssgqGJIoopSm%202pG9z0Od3rS0twxnbi1ucLdsrFYnUxyyL16nkRvU7b6p8Gv161r5A5uBE7oksT2ZFirKeMpDdQRW%206Cb15SoqDM7Hz82ZqsD016fkyuSLJsIuVw8k1+bS2QswEcaKBtyZqH9HU6TjttAqvBpccNl2126s%20JNLeyjLynrzkNOVae00GtZvCMkvbu7vr67v5z5pqncVAB6JWnhXbVeJqNa1wC+Rswy2TdkiKV54L%20t7tZLUwMQJeJoeQAOwpQEDT6F2BfSMkOYu8lgLPORss8mPmRsjA6jmwjI9EyGg86jyvQ0Jppy9GE%202CO98gM33ffz48zTxM6siHm4VvTVZCAOi8hqPJeSa02fsLGRmtEujHaV+XjYEtJSruDxq1KCpIJp%20+vULctsTBShnusZexXNvIY2HmikQspp4j27g6pqvUJSNnbw7g7hupTHZCO0tl4NJ6jqXbc7c61Ze%20W7eH26ux1rEpFdIZqn0PWOPOZaCOJiIYFV7olmSR/VNRGzAclToCd+uqMKXQYkJHdknpdwZ65P8A%205F7O58ar6rV6k68jyPub+JDbkqSJ87aiWI8ZlWqsN/AdKj+R0pep3JKPRydhLaTNynCgS/ukN4N9%20+mzBrFnDZeXEXUlpfzNB8oCFkVDIWqduQWtamldUUvOzCreeo8qfOR5fMQy8aUKv0oKbDeu+vMyf%20TcWvcsZyM3FkzLv6sAO38Sj379f2aPK4smaxK+WtDg0v7N19dmkXIQcmd1Ztg7cj0b3ab5VeLrqF%20lUqfUhvbGSPt20UsC0DL5l38soqNBXkTaIFiRGgSLjUESl6U6Dynev2/5NUpnJ7yXe54Uts3NDbN%20G1texRTqsOyhmALjj1B5ddMdF3fEdl2YMix2QtoLPI2SGZ5ZmiaEiql0I48q/wAQPX26RaiFpFqO%204hnnW7hZrGdKmWKgd+JNHKg/Gjbg/r03DdJxYdjaT3NEwSQZO3Y2KLb20UarbIHEit03dqbHkPuG%20i8jHWseo7NVcoGuk+JyDzWssVst0wtsisq1RgT5CxQ1TzN8VNLxWUNPqJxtcMZrTI2bwX2KvF584%20ZAEJ5VZFJChv6SjY6U1HIMwzPuxr2GS8tJ5XVI15RHrXmBxTkfs2rTfVPkXTxobkvKHruy4giw7R%20Ttx+YdbeKnUPJ0OpE3Ihgbt+zt77tG0srlC0MiIt0g8pJEgMh9nhXQt/XJtFLCuDxz4mW3vK+gmR%20uJ44oqUAjLfhufHcdK9NWZLq0IbdkPdmefGEQJbeuJnLXXI8QtvxFT06t9/+FePH3GVpKEjtOKeX%20Nzx21sJbTJB1mWlI41AqG5k+X9O7astxK6Bd3X0NC7xvY8D2vbY+FybiRAakjmailWrvsgP6dK5Y%20FnJZ7S4QY23aJQsclmAoNKGo5bfo0hcyAtjNu98O+MktEMnqSzI0zkClKnYU0y0QpNA0kvOCMECq%20qFFOtF9vX26kvaYR1mQWsRackbhdqeFepOjWwEGt/wB3+Rl7+ihWgX5O5ZyP3jyQDb2UG3TVXhr/%20AHJ9h2L7h2//AGrub6id2ds5OWQGxMc1vApaP1RNBHVSy+ZkB6gEasupsUMWb+DD4I5RBUTWpt72%200s7UrQSqSsKs5DUqa7HrTScldp6gNA7uaX6fZm9he6X5G/uoReNdWwAhBkCtIZV8v4iU4H9WpG8y%203cM3uL0PZ+BzVpJLh8pBNHOgUW6BVgXh5SQNyrkDf3+/Sn5aTiy1rUnd0+gAyXan1IgvIo8d6lvx%20qLi8WZUDxDrWRaOGHElVoKnXYMld4YCrD3Fzvm97ksMc1xDf3LRmQ+s8knqBkWsZDq3IULbgHx1V%20htLk1PcC9k5NLo3VheoV+fiLpJaH0bj5q2/GiZHAK8zQgba3yaw0wL1NB7caO9wEmRhMt/cXvpxc%20nj9K4mjic19SNC3mHQsOvs1D5Cs8ijjnWv1F3Lt1joEsbwZS5SC5Vawwxo08xoNlfiKKoApVmqNF%20krtu0jHZNQK68U7nxqTorQRMXeGTdSWjqgPgalfHTPG9QsHJa7exsGbybwC1kktoS88kVuPK0ZFB%20HybyrvvudUXSo+R8QFclisVPdY2PMd02ourSaESW6o0xMkRUpCpiRY68RTkSTTRXvNGc2hftu2Ox%20O4O5r6/ue9kjb15bprP5WYgAEszFt6BDt92iwWVapGJ7BDCfSyFmkTtrvTC5oT8FucTckwrcRjen%20DwfxDDcaZbHO65Cgvdx/S7u35qwgXCSw2qxcGubd4pvTKgsCWHx19rAk9NtArWSloGzZXwWCu7i7%20+Xe3ksp7yMwvzpE1rbjYOfVG8jtU08BrzceJ5bzbjX6CceOXLDfduYvIrZou1I7ZO28WvoGaWSFe%20cigc5Ks3x7U2FdenmoojgotWVAKxmPxV5kYs1kxIkIiEr2qs78pRTjGgHlCv7dec1WqfcT90LcKZ%20G1yMcy5N4hbyTH1BHEtI4xsVT2Dio9uvNdmmrpbAbpyUjknZnBcVuWBcSytwVSaCNXc7PUV6Upr1%20q5HlqyhzdE9ilu07xTgNGSJ0YAMAR5WZTXcr166zExWO0MszYPNXfrv2xdrfTwNz4SlI3RVoBzS4%20rwoSxLqG5dOmrWpLJmGApZ7zCX1rZ3pKSGYLI1VdC4cOUqtUNVYjSsi7k0zsi+k0a2ZbV721ETS4%202aCroh5PEJBTkvWqqfZvXUFbOre01/QjTh+wGsc9PZWiW0AFy0IqQ3L0wlao7NJ09nlOn38al6yt%20mW1tJ412s1uJnsxHbT8h8pLQryYUPD96jI326mra+Bwxd6Ku6GHtDOYDCdv/ACd3MkCPNJKsMhAo%20rlRwRSSWQbU21dTMmuAU4FzA43H5HP2tpkHaO3kEhZlrUtxPEUFdjy31P4lE8m4nC4YV7m+m3beV%20u1+RzFjbXcsaRssi+jLIkYK0/DZF+L3dfbr1v6l0ZX3QXcP9PMrjohDCkN5AVa3lSOdQZIGWhNaf%20GteS+NfdrFhg60Mz7vvsPNdsere4+O7OI25uF80XlFGNP3dt/CvjoL1a+BFfHDla1OugLHdw299h%205sHkaq0ci3NuCquhaMhvw0ccY2bffbQ97jYZjzbQxrwVwWVo3cuKkKzV5la7cgd6joT7tebdqWKt%20uwN8gLDvG1bl6YDNJHUdVccWXbr19vXScT7bNC+GXu+cFfZYW3yEQluo+ckS9CeC8iB7TQdNUpdy%20gLsngRY7RWgYqg4Sqzca0KunxKRUdCNt9SNNMCQ921PdyYuSB3JT1I1So25Gpatd6jp+jWZszskn%200GWvKhmjWkSJHK7DyW9u8lPci1AB+/b+R0WNSm9a10DxLc77fitflFuEjVGldXeUULGprQkivjvU%20685+j1r2/M9FexJ3u0YwF0sZCtKvFdqbOabEeHmG+qv/AD19coDLxsII7L+QwkGROSkvraWcKGlj%20VGQLzChSoBILKeu516fluYIs5+7Ng9TMXtw/ma28ofrV2px/adTVWwmCj9RLrIX/ACtLGJ3sse6t%20fzqCUEhUlVZhsNhX9GmVo3udAj8h6BVTXlQkbVqDv00eKUzOTQu2cb2ynZ1vkM5cLHNFMbmzeDkk%20ka7rxnanlqR1rSmvQoti/CvpQUwfcdtNLNbYCCSTIZUSW9sWp6CVY1l4gAnitW5fvfo0F7QLyvfY%20q9wtZ9pR3ONgt3kyDKViyDc19RZ03ZiD6Zoa0XqNLzNKu3INn21M/t4Zbh47eKpkndVHuFQor121%20BGta6kvI9dzdo2EOHuELMrYxVEJQKA/MKwkkPU1NV92qluo9CiJ2AnYWUdZ7iwlkZVmSqhaU8tOY%20pUA8kGnYdzcFjePpQ6fmFwkCn5VbSMozKyklpCabDgQPDf8AVq7CVSZd3BwuO5u4IKby3V5FT3+q%20x/RrzPIX1P4nn25A2Bu/SsoJGIAA9KToN1PH9R92ktGVYamdrdWuYF5owrLGDQV28w260FNZVrgZ%200BWesLdzHmo6iVFHqR8eQlWu6sP3WAqa6Oq7uOQYLHb99aTAraSmSFvPED1UNuARv0Y6lzp92/Jj%20mRp2kx6j/wCk7KBStA49g3662zmkhMU7PC8sjf2cbqttcpzRXOyvUhlIFKkV2r49dX4YvXtbCpuo%20K68p+2ACKMIQNiTRo3IPXlvqJbOGKYn3xJjVQKMCQoHgag7dfBv5dNU1AT6618iQ39hkLWEF0hyW%20PuWtnto14RiAgOktQd2ZgeVPHVMbIozfamTQ3qR2nC5lYQRO1wUQMWjlUVTzDqHbqDWlNYqqHGta%205BxcOStb2NzlMhcpBIwEL+oTCQZZBI3MKla8fMeo8K6DHVPZjMNJZawHct/2flpvXh9bHXLcLnhT%20YgbOpGwYCtQDRtLvWHAN/pcF/I5rG315frj1M2OuR6j3LsQebKPNwIFOJrs1CNPx+N3LbkdalXEB%20gWeQh7ajykZq0Uyw3RTqEYD05FFOlWodS2TraGT2lMHjtJ41ustarximkV2t6cSo4hmIG9Rz6e7Q%20322Ov7AbufJ5W+jsLF2YRwv60MxJBLMeI8xp8A392l1cKQIY9dnX0T2kMhIcRMnMgUqQSH8PbvTQ%20tzYOrhjF31MlvhRdzEK0EkUke9KITRVHvbVDXQN7mcdw32SyWPnhbg1xdXC3axlSzeTlRQ3IAbEb%20ar8WjWzHYmkFPp1HLJkflZQght1F08kL1py2aNzsD7qn7NbnrD5F3UMrd03RzOeyNxOSbLHwtyX9%203p08PcNLtbtXxjWv3Ft77jh2xCzdt4iYcU9eJV4qS3FWBNKn2ADrpVmu6A3RmffUO7e9zTT7iFS8%20FuDuOMVKNXY/y21rAAE1BEWAJKgBR+n+fUvbLMO7eL0YBsOTAsK/bX9emcsw13+75jAO7DkZahpL%20adbda9V5JydvtI6/5NW+J9/yDw/d8g73wcdiO/7q8QzWmWvaG3uVUOjoY0SQBkqyleIJU/bqjL9z%20KkLsmewWOm+all5QyoRcSJEZVlkX+riTkN+lN/Hx0K3ObE/vOLtqW5sb+yQhvy/5q6swA6pMrMW2%20b4ulWrsPfou1IFC9D3V3Bf3Ed1YiyxggTjHPbIY1JbbnsRybfw/Rpd8VbLdSb2TyGu2PqJ3kLo29%20rk7u+gKlFEkSyxxv/wCWW5Vbg379W8dQ5vGxpenzMsmuGOgzsWbxktr3JjIjPdUVo7In1WNejNGO%20PHbxOoO+1H9L2J/7u33AFh21ibGafIWmPDy2KetKiMJ7iOP90hY68elDtp78q99nv+gDyWt0GMtO%202Jju+XyVrcRBhbEGJSHHWVhRuPHzUNanamsxN2t2vZgy5gVcZ3M8s9rJP/YsfJM9shoyh5A3HnUC%20h5Dr4L476qtgVVCHLG/wOrTFyXHd6NKVSxtwJriVj5eCsQKH+M18o0quXs/+zBxuGL+dzV3kIZ8P%20YLJYYxJSbW3tyB8NC0k7805lvfsKjVuGrS+vkqVQ6D29lLPG3FrZ3FjLaXUcty8vpGP1owPUdSp+%20E06b00zI12tGpLqI17l7GzbNPHC0RCtYWPl4mhn5ycj7WFTo8acByDLd5rrMmOxUGdInvJPaOK+o%20VB9u+ta2kW2aj253T3XibJrkXsr3d6wSGBZnkRFY19TgfIG3oG9oOkuvLkVuO179S8hdUxd/joMv%20LJFzurB29OZom6GKRKkvReRWnvHs0GPI+WzsdmwJje0vp/3PFNbds3D2l6V81jfKZBGA1XaJ1NOd%20dqn9HsHJZ8SG7TsFs9jI+3rC3QhmtrUJHA7MAGDEFnr/AKPv+/UVu+1+2NiaylyBcRJbC3vbO+zE%20sqSO0mLjkYvL6lC3HcFWRugp0p7NWdiy4+yBlfqUFKKVSv8AbYqoUpLbSb+UinFxX2V9mvOwXeG/%20bYXiv2OC+19YTLFe4sMLaGiek60ZQF4uhHQn36syLtv8Tsq3LWQvVWzCzyu8JdEsooV4y1Y1JV14%20FgR4V1TjvPJTgv3KAV3Tl7OTEFsm895cSRhLK49I+pG8NeoqDXiwB5GuivWSi3BpHadz81c2E42W%207s1BqD5jQHdfcG6alovqh/yQ1X1C/kru8x1/fmzhhaK1uOKLKvONHopJb4v4j7ttJdv6rp/6BlMs%20ba1rYq5M5i7NrYXM0U+WyDmRLiJG4wB2qrDjWvGNQK+J1ZkrXJs90MkKT4zDWd9PcpK9xkYIU9BZ%20CsacgCGffkvOu4UrsaHU2K9MSdG+H+v7g9yRB23Zw3WbT1WlWOKF5SYCQ+yim48KdR4+/Q+MpuB4%20z3Yr2mWhynfuQtrqztskMaSMVfyxN6sSrQl2kjpxVf6QG/v16vbCKe6WGIL5MgcgLaU2ZuLNI7WS%200kmb0pWkC8mU0QScRTlyoSabV1is0dEjDL3Ne29rbw3eTkt7aZSBf0QQgKeDJdROwAHt4bj2a13c%20RJzrIm5vtztibHw5SyngurZqm2urVgQzqa8CF2FfYempctIRDkxwdYiKQQyXA+GLiP1mu/sqdQ5B%20aOu7bRpccmRgqZ7RhIePUoDU9R+jSbreTbIKvdO9vjb7Hy8njmhkglNASCwBqfsNDq3C95Q3HElP%20u/tuFvXz1iVEkV08eTtFZW4ksfxNj1PLzLsd9F5eDaUdmxxugPgLQwW1nCa0ed5WJ32DeXp7h115%20FnuIWw9qCuFvWHxSIIh0qCxqadPbqizjG2UYeUddvwf2CFJZGYO68uexIrUkcqfdWmvOezPS2KXf%2083ytjEsbBA9zAhUdF81agMadetfv1b4DfdrX5ivJ2S+Iq923Nw3a7zTZKFilwgt7CA1CryYFmC0p%20t01fnrJ51nJ+7fSTEduo7D/9wyLViVgeXJx5a138g330p8wAV8W5sfpR3fftIWluZ3gL1qx3Ra+/%20djp+N/Sa/tZl2OyLxXSpKS254nw6UI+/XUhOQEOOFy8lmjWrSzDGyK4EET8aM67V6hl9q6rUoopl%20hQ+Bt+k3bcGOtLvMwQgDHxs9pbs1XZJAQxC1qQxNPs1yXduw1WVL6gr6h9w3GcvoYSjWdvYpWZZG%20NBK/jxoKtx2G2pcibZO99nrWkLmPyq2kiTjDz5G0tj5re2IEsknVGlk68Vpsq63BRNyxuGvc5NAw%20nckF/ZLdSRepbXMALwgiSSFozvFN/SVWoddarTgxqHAk9x2kmKzceXsSPk53L20sflCsvxRsDUgj%20qdqGu2iq+20nTvKNz+jUkMuRuriB5DHdWcc/ogu0KFpCCAWLUaoO1emvSwvdlnQzXuC7hPeuXZJA%20SL+4WRV6qUmYEHr1G/8Al15vk1iz9yDJWGL3o8HylkfLwdnU7iglHIHx/eqdJo55FoL9vX0rWkIn%20YMJRRJK/FT/Fpdl06Bpl6RBasUkobG48pB3CMTtX3H9utVnVhyLdscdgM9HaGast05VY2UqUDEsG%205HyurMOn7p1R5NO/H3dQ7pNSaBYtyWeDajJVQTt5NwN/vXUGNzVoUhJ7mubO3y4t5LhibmjyREUE%20YJojI461YdDqnFRqncgu2FKPe26zYu4tyfUKyTx1JqxDEmvL310pvcUKt4GCgDegqR7kYA0G4+7p%209p6Upi9a+AOhtBZdyZCIHkq+k43INGjqehHWn+LT62lIfkf0I7yokFrIyk8RLudupFaeyv2aZyta%20/FgV9A52nGJLtjbkx3CD0moQtUZAdjvvUn7BrIiGV46v7jiaVZXmGQjDNJyJShYBh5U+5VGsVO5m%20V+ptsoYztfMmeK+w4WS2aQoY5WQFUA3Z1P7oFT0J92g73ic9Dq4rTK4G+yyr3WEytpaeteR3RVY3%20UEyO8DCrCpBpsR7NBZd+Tc3Ila0IbrC7Zcd6l9+EY4w1xXoqcQ1d6D4dIy19BDUCbjbEdxWdvMpH%204eRvyyoAeMfpiaFVBpQNxBH2nQ2W/qGko3IsX812pdw46VknZhBLMN6CR9yo8DStPbob2+pC3yQf%20V/ueW+ubXDWc4lW3uF/MUUNX1hT0Qz7qV39vxatx43Hc+ocPkk+oVhe4/C44WULtPc2iNd0Xmynk%20efQqoA6b6d4z3YzFyE+38auG7AmMQe2vszC7vMKyOqKleZO1Kig28TrMs2s/TWv8jrKReuJoG+nx%20+UkBvr6RUneXwPxMSQeiqu3trpVF3XU9DKKTWYZYsV9L8fNGAZYLVBbON2HIeXjuNt6U9uury0H3%20bQYtkraZHs7aaUTXBHqSUVl4mQ/ARU7j79d5EJirqGcOvrXHphqxR+aRgNvE9d/5fp1DSVxrWvQW%20XLCxlvr4RcaoCDJ0Pw9FrX36Kpht/wBJYRD3TFGgJRLWYAgbDdOv26t8Jzk+Q3DyLveH/Ud79Y8m%20mOmi/L7JonvmqKW6LAjerKD5lPI7EddhqzJSWUiflr7FRq15Mga5hJeC5c/g8H8lQoLBnLVZf2dd%20AtjGvQ5u7NLnCYe1wlnJdX72yS3ssqj04jzf8EginEg15Hb26zLlrXlwY2kU8R9MngR7rMXQuLon%20ywRgC3jJqSHkHGvSnl215mT/ANFWf061pCr5/QaMXYyz20S4zESTRtL6MMMSiGBpQNwrbFttzoVg%20yXe/4i+y1uQB3bnWtswuIs7kXMRT5e/S0Wieu4oUhdPPIIj+9TzHT14VF7sNYUj3tztL/onJfm2T%20KPnWSSaCF5isNutOKvdsDvtVvTr7NU3VWlK41+JlrdF/kNHa0t5lLaa+y1JLXIO4VrmnqTMpqrKv%20RYgvSm38/l+bS1PrXQC1HVSK/crZCyyt9ZlVcrNbjGRzg+isDsEqFUbUNa+09dUUy/2JMpo9z93N%2083DZJJZ3CTxTXLw30TKBLGY2qjf+Lcgj7NHixrvlm1xpOZBeO7Mjv7e77hvat21apKlwqS+ncyzM%20xX0oxxIZq/pG2r00G0BccbL0Hxdi8pR4Z7rJTkcXijiBKQhegNact9C1LMtaAXkcglws98iho5/K%20y8SOTqAHkP8ACelPYa6NPocnIOxP4F1DdJUjJFoIwNipBBNetCG93TTLbnI1DB5OGBrm+motpHC6%20pO4opMYrVVH9LYAeOpc1l9oqzlwUsXjszc3F7lI41eWSZT8wZQhQOQFMZWrqaGmw+/QXSVd+EdZQ%20jUe27ZLeK5yhtUj7nvoHWRID/Wwo39YifCk0nT+l115+TN3pqn3618BUz8RRsfqD3GkdxLc2aZDG%20z8kONmoAeG3DkwPCgNCd6abh2hMLHR9Na/yLt3Dg8jbnL9tuYp7QCW7w03xwpQBjEf8AzEHjT9Om%202s05QL23Bi/J/l9uIlgilAIlhSTk5ZmPm9NiW40266k8yjslkW4OVSpR+wt1DHJPZXLFUlosHjRy%20SCpP9Ifve7WUyd1Y6oyZQRhCPC1lKx5x+dOHleinzBSN/f766qraGbS0MO/lVjPc2gMLtaXEauJH%20POjHkQKU5KOVdzqxQ0ejXdBfCF7S/wAfAzcmile2elRWtTxqPu/lTUa+6Odf4Ed6xf5kOZmOG7py%20cbK8kVy1vcRQFVaGQxk1WTp1ANNHncT8TFWJ9DntXMYe37huYrq1ksg/ptbXEjsYYi9X9IH4DEzC%20m3Tp79d4+RVe+yYdXHIPzM1r+cCWQz2+PklmaESPV24n4wH/AHNwF8fZ02it4/fez/0yZ29xXsri%20e3umnt0aWVLdwvFgvBmFOR8CBx6ao8X7jfF5FbGnKdt21/JfenLfZJwWjikUxykVIE8teXAV3VRV%20vbr1LX6lVa7wyovcF3j7WVI5fzJ25G5iiVrdY1YluKsSKglveenjvpCsm9xjxwD27ux91CzSW9Te%20qsvK4aSW1jb4WE0wqD/4h166baiBRdxuBSxjiyKvc1ydZIyzL8tJHXZoY41VaUNOXXUfk36EnltB%20bue7msO3rS0gPG6vZkC8TWgBrXf2nUdt2RMasa63FiFk3EiUdd6VI+/WNcoZIGwxkt7LJ4iQ1kxr%20loPH8E+ZCvX7Op12CzXxNo2mMLZLCyS3sN/bG1F88ZnuCfTt7iSeLksy025kpxZfA9NenaHX5F16%20ygHawMMrFEesMZB/zqAeBPXXhP7jzlyNV+RDhgjMU5hpCRtty4ggf+H2aPM4qkPxKbJFLtOae4u3%20hklAgVipjShXxCstB5eI231HaNa17Hplb6i2VtDZYu0uWcW8uQhWackFhHuze7bqdWf+cpvrWvcR%205LivzEzN2GKue7LTA4yZ7izipJfzEqVNAGCggeC/prq3JkfU8yzlhue4Fy9zetVUt1eO2TYBQARt%209up6uQlwKuUvMrY/Sa+trmxlitMpcxy2l6xHpS0er0A3WnEdeurlWKo29YRmobhFAjLSqUJAOx8B%20sB79c0LNA7asrq9tVe+LPZ4+H1rkgeYQr51i6UqxHj7dd3PgKZJcR3lf22UN4snC2uGZbqNPKWga%20oEHMVaNQTsV8dU1tFduBlM0KIBWVylxe3DSOzELurHerAcBU/YKV1HktNnr0EOG9a1HBHf8AYWen%20vbGSN5LMSxr6F2WaACSQM4EbqfOCKAkig1Zi+isHp4sX0yN/Y+J7kwtzb3+VvLe7sZpfQWRVPrSe%20oKOzEgeoiHbmQNJzNRKF+RjcSW/qDicTHdJFaDibkcnj6iOQ7rSu/m+zQ13RKrdBr/u0ZC5/Nczi%20nQ+lDAk1WJPGQyFGUeArxrr0PGtKKcb2FLu+a4j7jyzTxRRXByl0IWMlZ5oWlbqgHQeGkeVVci89%20dpA9/KYM1DNJ5Y7uDhyJPmMdaHYV1DjaJHJXzU9nbW/Kxl4ZG2KyemrGnCU1PNQAvm2rpt8WyNaa%201rXpCloweWtszjg5A81VliNDRh4H+bU79Bi3AXdvbEmRW14XDW+TxzGawu1qPUiU7xyHboNNw5Ek%206vqEnGzGzt7ImZLe5eiP8MqDehSiuNuviNQU2tANWLX1G7et5r+0yAHC7s6pHcovqEKp/ejP9Ym+%20/iPA6s8XN2zUJW7St2Rc0t7okL5ZvUISoSh6ha+Hs0rK13ShUgTJ0WSYACgLEbCnGhIJqR4t4nrp%20yhgrqTZ60it79bsEB7yOElT7FjAJ9tP1fs03x77wUXqv60xX7iufRuLaNZCjTs3At5lYrQ0Za+/a%20vjqzHw/kDjS3C/b+QuI8dk5HPphovM61qakBhGSBvXatdDd7FeNxUs5/H3WWtMTLao9ZpfQniRmU%20tJUcdhXlz9421mK6qm2Loxiyl1Ydu4Zu3jKsmQSMyZy8jFI7aJipNtHxFTI9eo30FU7vu6Lgut9C%20jqW58TZzdh4zI4CRrNLWd7hiXHL0425unIUqT0Fd9KiMj3IbOHIy3eQxp+ReWRKZCMp6DEVkjI3o%20u9SvWmkY03Ims8i4vbd7GkdrZI0dxbO0aFTxjkKDlBJ5TuTG/Bj7tbk5GZF6HPenC8+UylqOKpZh%20ZPaJUY8ifYeW+lwm0JfJleLnmW9gITlGbtZJyAzzSH1RzaR6kUFdxr2L0mhXCg+g8te3djmcY1tb%20i8WeGS2UOeiO6MS5oQwWtTXUuDJ2b+0fwJb6lHJWOKy1tPeRZMHJWNyli2Micbx/E7OlB1c1FPDW%205I/rnq9I6dhRz+OgxTzenbmW1dfU9Eh/TEgYgceG538KezSvGs0/Z7GV2G3M5zFXHZ0EE15HGVMc%20a28bAMlVHnYGjDcU6ezRuyqpQyUkZiJC91LcSmrRoWNa71Gx/e6kjx1PazspENySW0DrDWlZZjyq%20a+J8dqge/wDnppMdNa1xzg4YXHw4619aUhSd+b0ABY0qadOuimWkjhr+jjyXn1Nlm+ZrHbWlwsYj%20flHKjNGoNBVWA41B8Nen4uPtfyHYUEPqTkmfua/xtvJwjnlhhv0tUVpZEdE5LKTurcGPD9HjpuW0%20NjhJn+mOGEsc19Oxx9msvqwtzjqzSURpG34rxA4jrXbXj+R52/bj+q2tfyLvf0C8fcGNS8srKG3Z%20scAoeUKUjSFSdlT28QfiOhx+DkyW7sj1qAOx23ZUyODue7e7Y8bjrgW+OHO5HMsR6MR2WNFAJLHf%20zH3a9DH4lKPZDK40gu6Sw2gwGPF22Qa3YXs6MIltUYeaFG6CeSvn/hG22nTHAw5w1jhcLIuOwEUc%20mVk9MXl+1JFhk/8Awyf6yXrx8B46T3TxyItd22qJuets7LLdRZaJI8fdHjYY4NzuHdHIaWctuWk6%20knygDbTU0g8eONibuN89Zdu2uamnhEOJaJYYkcCiFh5ENfxXH9HYaRlorqBrpK3LeXyXb+dwdnn5%20rT1mtpYo7y2VmSZFZwwAdQfhejDkCDry/EVsV3R8E2L6XBLn+0Yr6FbSwb5a/vgl1PPdyKjw2laN%20G24WSQnfiuvVSQ2ibcA17i3tJ37Gwt7zN8k8VlPWvrXMSl45W8F5FeI9+2jxWdtug+/Rmf8A0jzW%20Ksc7fnIvNa381peWdypHqxO0qFT6oPnWj/vCoHj7dPtVpQIcgefBZkzC1iiKy8AJcad3VKUaRKbv%20GD4qf8Oho1EnUQ0du3lth7CewbC2t04kW1iurljLLb3AAaV0ZWAVW5U83iNZa0SxjcP2DGQmuLrH%20wwG3UwQFQ0vliVipOwVuIZQfMfb10itG33HdlZlE/bWKxSJPkrm9WOzguYGjW5eNI/XLeYxyqfhr%201B0y9G0E0mdZGfOR5T8Y8buImWxsrNnmb0w3KOfkB47VYnbw21Ni8VVW3zEf0jZPisf3lEbiyuJ8%20V3NBEsl4kkRjNwacjN6NfNUjzbCv69U1hchV25FhfzpVlmxaJO1urwG4tDHG7OlCwkRvZ4iobRXx%20oO1e5QyaDDRzWmN7hvLJkjnLrDLGd4Zl8rJXoVbrQ9R79RXo19L+1ktq9uz4Ir4zWN4l2hDekw9Q%20qKqRSqPv+6R7emvNqnS0CGu1hdDf3kkNzi7QTSSD1PTZlSQLGTzCMxVSePt601diXcoGVUoI403Z%20zOPltbhEx8h/HRitKH+D2sanbf3abit0ZV493wxgnmML288gCtBdIzMRs3mA5D4tqH36C73QPkJq%200kf1vnuMdfWV5HMyWl2FimhVahxyDry/erttT79P8id0uovIyKTMvJ29LEYraSAkQiM1iEtxIodE%202G3FGq1DudIdv9uGta/YJvaGCZsT3Lc2rNBAMrdQ8fStmUXBFDyUcKhwSQOJJ4bHfW+H9WOfcLFv%20UW++LjMw2lucV64mqTL8vGJjwIpupZOp6fyOi8OibcneNO4o2WKzk95BJkBknlVnAJtY2VWUeUlD%20L5vL4ePhq/sXqWMmtOwcdmMrNHfZHKkyEskjWE0NsnLyg7O7L5ui18N9EqpRwC2xoTtTtft/EXtv%20iM1Dkvk5THetKJI5aPQNEIqqOXCpDE7eArpdkwql+1zMufGJthbpb2eOiMVtFGGA4MxbkUIHEsOo%206agy7v4HnZ3NoBHcdyl/3tDbDe3xqEVG9GpuR7600miJ+o04HIs15cWr0EkRU8a7hWBO9f0ay67W%20Ohrk/ZspY56yyPSC6DWd1UU2evps29NiNJ4YPDFq4u8xksrPiZbgm2tQI4bdSqItug5NJITu7itB%20x6DemvQeT/b9ytZV2jViAJcvKU3NFUVHhtTbf2a8inwI0He42C2whVOXlROAO5IHTbrvpmVTb4D8%20P3oI4O3JsYYgwjLyEhkFOJ36dK/y+zXntyem9xO+tHK3wVinN/V+ZccqitOB9hPt+7Vng2hyReW9%20hX+mWHea3y2S4eSziSNWAFOcpJIH2LqvJ9pAltJeuLgRYK+oQCTIB+n7v2aXQJGKS91Z68OQxDX8%20z4RJy8VgzFoVcEqGUGvHXuZK9ta+o3JskMHb2DbJ5WJUjDiJlSNB++2w95oPb+mnUyO0EzHrvaW9%207asMTjrRCkclbu5uCBxncEqUoeq9fCmlOU5GbrcT7jKACJoIl9NmJkWlBU9Rxqa76a8voC/Ukju+%20TRtxBCUYL4HfYnw30dX3fEKtoZonZmAXMWklziSt+Y2V7y2nkX5y2KqQ/oJJ1jlBooHlHXT61di+%20mZMtX3BMNkLATpZyzH02sZGMswjhPwM9fKXIr/DrMiXCOspQtrPdwSIl0JPWoAryg0MibBhU+FB7%20q6UqytuCO9GnsaD/AHcVYd15wnxsouftLiYgk+/26p8dfUxmF8mTd65CCz+p2aS3UubvKXMTRH4S%20fXdmcueVCtfh1uespjMm6CWeYvg7e6Uh3tJVJDVIo1BQ+G5P368uHJDb1FbK5eezy4yUacmktQbf%20mAeYWQc4/eGGzHXp41NEWY0mgzFkhi7u0y1nE62GSiE3ycal2hIfh6b9TUbsGOxXU2bxZ3XILw+h%20oERt8nZI0b/GA8UikEgg7Ee/UUNCmgLjnkxeYks56rFcfioRWnOp5U9zAk6myJzICcMi+rthdXmJ%20xd7a3DWtzBdRlrpTQqGUxsa1oa7cgeurfDslbfqh1EpBHYrus17BORJMRSVwKB2HxbDYV8NJz8sT%20tLKOTjZLqVfAK5TcVI/V0Gx+z7tNxqDOpV7nZxmLGTkDG1nElK1HLgGr4Df+bR4NkFa2wvd4W6zW%20tuzEDjNXka7MyVG38q6uxOBuDdtBLCzx3GMS2k8x+XnimUGhIpUUAFBt0prVJX2QoHftrI5K0sD8%20zLGM3fQ1xduErHbRxx/hySjqHdTt7NtR5H/ZZJL6VyFVKiTa3AOXhuZLKwlEtxcM99Pb3Utsondp%20KCZS/IgfvE7n9GvQokmY1O7H3CWVrlexsVFJOsxaSYtKAoDcZONeI215Hkt/2MlvyI+Zxa397HiZ%20Mklvd2DenYtRmdSKlmqq/CV3+3VOPHFO42tPpk0nEX1qU+US5+altoaxyk+Zhx25D28lpqS66i5E%20LtLM3+Zvcqt5GsSzyCeKBTyWNGPEKB4cgvI+/TstOwy1GhUy0kgtoZL6zZYfVIs7mFmAZVc0DBTQ%20qwUH269Slk0UUtKNrz+RFvbYjIV83olzTanOGgpyHt2/lTXlvlIR6ADCZa1kupsjJj/kvRRONVAl%20ldlrVyDQ023IGmZ7KF6DMsKAbdZGS9uWMT+j68iQtIAWRWfyRr9teg1OnZ/AUk3wWc32Jjsdh4ro%20Sy/m8jMssTtSELGvJj7SDUCuiiV7sO1GhRsbV5JSrfCaGQjwA8Pv0DXQWWMlcssohiJ9T4mIO429%203u/VrFUwcOz8rdPjhdoI7q4hf0UUoJvTU1X5ho6Hl6b0DDfY11X42KF3eo7HXqNn0WsJV75kubzh%20FkPRuPWhiCqgLFCQqgAAA16arw2+s3G3IX7gxWPtvqDl7lXkF1kKCeRmrGkaQoeG54rUqD1DfZrz%20PLWXLktRbU0zbS37HXbmJnv8fPcXIaZ5QeVm6KooXJ4ca8W9tSf8Oq/G8OuNbchVrAJ7gwWOyN/i%20rqxkUWcCi1tIxAx9J4W4ypx5K3Op4jkp+2mqoCgjN2vbl/dTEp+YCAWttKKL6KOhby0Pmb2AeP60%202ydrnqDa6qAraae7aO2luZLawBY+sxZ3ZgN6VILSSeJP6tIl2ciErX51+gaa/wAF2vaWxUJHmWoY%20VnbjFbq27XM9AWLmnSnu0xKF7lVcfoKd9ku2obiWRbu5zd/fMPXkaOQ2srsOB4niPwgp+EU9tNEw%200Ue/7381GPs5FkVcZ+FjI4NrSRVA5FkIoCRtXWzJzOuzcJkcfjMu9uz3cU8aS3MJ48YDGQQzg/xD%20y/o1Hmxu901yheXFL2AHfffkt3FHbC3VI43W4lBJkdJY6BjyIB4E0oD4fdq/t2NohXN0C9xmoJRH%20cRIpWQ1JFxQ8fSHixOwpsOuhpKcDbQSdyWVp3L3x+b4yb8ubIw293kHIcG3yDoBcIVFGZHkUmo9u%20n2so3FDassi3VrY3NrcSWdsOVjlpk9aS1kU0lQ8PN6NdwakjY10qZNSAmewPcS4o37X0fzd1L8u1%20mlFmlMbH8YemDyWSIg7nl92tVtzG9xeyHbPcNlDbXN9ZyenMekzSPyCtspXwr4Dr9milBbjf2xgL%20tII0ucbDaRXRLiONHuGZFUswblzVQONfN00pttjEkNK9x9vdzW5xNvfSJl4pWNrO+0UkiEN6KNRO%20ScfBgNC6NHHZj7tjfGZe85o8aNHY5L0uE1YtuPorQsldqg/p1zcgXrKgabrF22bibMY+O3ts6wT8%202touJSX/AD248gAOjca00Nbw9+BKcOGSdszWiWl12ZfSRvjbvlLYNCweOKeTdeD0Gxc18P26dkor%20VaOspQrdw4m5si5lj4ywjhdR+Pl6+FD9vWuvDzY3PuR3RQwt3ygkxsgV/TrLaM6hlZT8cbKeXT2e%20zw0fjZYe51Lww9Z22Sj9WcRhLGR/WsuBVhA+9YzSnlP7jUHs1XkrD7kPunR9w1ZaWK4wMFxDQIEH%20JFqArR/ECvWvjT36nu5fv/iO8hylbWte5f8AquMfJhMSMhz+TlHJmhISUFI6qUZvKN/d9+rcrlJ+%20wtvgV8VcT/lFjGqLMsBb+zy7Aw7cyxHU8Qae/UOOsvf7fQ3HWdyfI3MNgLia2mFrbCL1YLuMn5oe%20q1KK4oSnHfhTbrq7E1wvUbRqYFDK3WdPzl7ibO4uPk+MDSQhnQM6nZlQqxNBt7NB4SiWB4+wtL3h%209T8jNLZCa9s7e2ge4lDWQtnKQjkQJZCzlyPeNei4goXqWrXvv6l2KSJb2y30cyKOM9ofLtRlCrTl%20xHxNv9ugV6+psSWD3F39fWksS9o4uyecMk00doVPA/ExUMa+3ca611G4NuJDnbix2VrPek0jtoyV%205H+FehP2jXkWcuTzbMS+35J7vK3t661VlLzSMGKIhcU5sAaBvh0zFWXAzx8fdbcZoL29XuawngMc%209pfxMCyOx4+nQeQBT4ivFyNPz406z6Fueuw3Z2yXIYWSEmnipA3DeBH2EagtVQQtGYZCWWTJWt1I%20Cs4pHMK0PNWo36dba80gA07tKISXU8tOQ5bH2b1oaA/y/TqTHydUjyeXW67muLIMGjtoVeWp25u/%20Ig0qBQUHTWOzdWx/jv60OGGt2MUXmYF2qKeHlJFK01E90enAjfW4PHicZA6tLcNMwVqEFmAoKKCf%20aNV+GkQ+ZwgfYPc9q42DB8g7ZcQXVyxFCjEESoR7VKhdejk2qSNQoFfN5cW+JyNSKxPKWHuXfp/P%20pXj0TskZRTBknauPlvpgiirTyVZ6dFHU9CP3umva8i8Dczg+hu3sXje2cWcnlKQuw/DWoMigjZF2%20p6j+z+bXn1fc4FUEe5Ldwdxot7etaWU70a6vWJEEA+EOyqQOvWlK76c6TsHWn9ltgdnMJPhL4Wss%20sN1azgSW1zA6yRunjTjXf2j26maafwBvj7XDLOFkh+UmhcCoorN/EGOw3Ph0FNV4Iakyu+tQWJJ5%208Jm/zDt2+ljltWolyqNEyPTzRkHqN6dKHRuahW+h7DXgMzhc5BNFPcyYvLOeUjyL60JBFDxelYlY%20jzHfRVaKqZe5EPe2QtLKFbq4f1VuIh8tbxOXPOgBdE6Ba13poFb1As/phj5/dulWfO5edGBV7OIH%2030kNOnu66p8dAYeTIe9rW5X6nZWeOxe9giyd28iBKnmLg8GTrXjTrpmTdMo7ZCctzDe22RtoFYxs%20XMYdAhBXenEeUUbpT9WvJvtsQWSkEZG1TKYTDxWhUZfH29xJGh6TxJMpni5A+V/T8y7e2mvQ8dvt%20RVhU1Uck3dfbgTG293h2hvLO/jAjjVQJIoYKN6gkanmrVHbxGnNpv0HJsLdqdxvELLH3IQqkXESI%20FQMeRYHjU8qjo1KHw21Dn8eN0Jy1lyNWXxi5GyLQAC7gPqWz16MN/CnXXn5a9yJ2gZ3Ey5fsS7KJ%20WaHi7xClVZWAZW6fCdBhe8dTugodjFo8rLFIvEGMhkaopsK18a7nTsgFVuRJFdRxoJp2un4sFZ1o%204Tm3FGp1Ap1+7R9ysUZ8araFrX+JP3TbgRY+VQSGtYypNanjsd+leuuwsmYq59DLjqqORjlRq+zY%20+zVtLFXh/eT4GAW0Vtk2D+sOQjgXao3oxrt9lPHS7Xbt2o9TLVdD83cFxY3Yu4pud0rI1TVeQIA3%20A3ICigFOun48cKCFy2PvbmPiy0PdmGt4liF7GuTxvJiCJ08siFabqUfwGurkhfAZi3UFO3tr7GY+%203gQNBBZo7SKnILGi8gooKGpqDQD9evPzvuyE2VfUVbjAZOyg/P7JGvrZIwssksghIjqWLUYdKnf3%20aotdR2j8iXBxiu8TNmra4xls0FrFtNExUu4YAF2I6jwXS3SOeRTwNKQ3hcbbWPduXaJy8V4sE1uC%20KKInU+X20DDWeReaoXfhArEW8n5hlO3ckqra3F48uCluONBc8fU4pvujN0r0b7dV0f0q3sathjzM%20r5LsrEFCPW9Ca1no1CpQhfN4jcnrqSz+qQZ3koYA3j427ur1W/KsTGQ7y/1k8sS8eCjavw9T7tBe%20vc9jkpYOsTJl8hirpp3gvra7hb5NarEySHkSIx0Zeh9uqGuxQW2wpVmo0/UzKTplmtGASFIlYKCa%20+c9Gp7aD/HpSbs0SXcivaoLayaaT43Bdt/CtNt/GtKaXdCmVbfGJeXUVs5ZJXb1cncqpK28TfCpo%20DRm2940WDG7vcKlW2MEHb6WOZeXtu4jsovItxKGEYUry5OVU1blypqv+xV26oqtdJQP30bvsEvfK%202Fu0st+tlIDIysIuMfAGhbepr10Xjy7yIx/cXczmr23+ofcVuFf0YnjkZlCDipgjoyirGta+Yrp9%201ux5bxVzJf2MXkextobhHklknLsWVg8gWQheVagVC9dtZKgxsl7izt29+02BL+syMpKhFZqndoqi%20o2Ff16VbNvFRfdOwp4e0lvMit/f2nzKpG91JJdEsiMrcUMgX+InZDUk7aGtUwkvUt3+ShjzfPIyI%20MvHCJhHFEvCzi34s6LxBkfwXemss/kMSQqXmM/6iygaO9xliZn4XF1NcmSdlc1YMpPV/YKU11ayb%20wGMthLTBWVnHO0duVV1hlmYMyyRUMjoIRIorzWg5fr0VqwarMhxnbWWvIjLPI9/fXS8LS6iKMsL8%20loJIm4NRVNfhPv0SxoxWYd7oyOG7N7YHb+O4i4mq898hFbi4I/F9UdRv8IP2a60I1bmW4TG9mXsF%203kby5lyF3R4jYWkdaM4HFfVchOYp5PA67uZ0bCzm7HCyPHbYm6uEu4i0Xyl1BGhUDcs0iSHzgg6a%20qg2B2Bwfq3UhMXr3SR+pai4LOHeOpaMovFfMpoKnro7RBiQ8YaHut4HlxMU9zYzERXdrdHhExK+V%20YiKV4g70H26RxwaqjBYdzWmNt48XiLWK5vyTJc30wUvIVKjhEyCtEDUU0Hv0lhqgEzOIubgtkcu0%20iK7cLia+9SWQ8D5beIKVSJGYCvBakeOmpprY5VaLVvd904G2keG8/JLO7Tk0F3+LbygAAoVk5NQh%206jx99NC7DFWeRl7atsVDPjzme2bCxbKE3GPytrKRUICAZLeSskcbjoVP3ax2nkFp1CHdK5q2sJJV%20TnBABLNCTzhaLr61vKvIcdv3Tseul7phVSZnkvcWSweetMxi3ae1Y8JYwQ4EZUMY5mBPJ2rUHwGt%20spF5cPcvRjtfDHZmy/6rw7Mk0cTrdQKSJFmUq4DLuAUare/XYssbMRS/RlW/7onyV5DPf26qt6PT%20kvFZgGkAAUhD0DV3Pt0ryscruQvNj6i1d2VzjLyOR4uCpKzWsgHl2BLKDTpxpt4a8xqHK4JoaGdr%20rGR4SaeW+nBLxmKzRq8pWYmM83JAUqPMOlRr06NOhavroXLDINLj3t+kN6vICtOD8Qx8PZ/h1HdN%20Ezs4gm+p2SmlxHa1izeVolkdenI0otetAPT1Zey7UgrbwgdjcNNMlul3dqtzKjsbWOSiCMMA6NQ7%20+Vat7dIukl3N610Gqq6lvMQRmZ7AoYFKK9slFJTjuKLU0YLQiugwrtQlPtsCUa4ijOKs8pHYXV6w%20kNpKlVua+UKr7Mjj90qdV+GlDZR4/B3Nl72LIw4pslNbSmIyS2WTjFxb+ZWWi3RAYB68aNXVLZV2%20k2BvLXHxQXGcs1x/FprW3vbW4ZovVRwRDxbyBeLfEeugxpR8zKWZD3VfSRNPNbw2qWqFk4snKb1H%20AVUDB+YNGLV6aDO2k2Bnv9L1rXxF7uTLRWfa4soT+PdkK9NiEG5Ip47agSlnmtehf7HgfE9qzZJZ%20ks5rmROckwR4ZYd6RkE81oT4feNehhxx8z1MFFWgHy2RxVpDK0trI9m8vkuFYLcwMfhSEGjcG5cv%20Mdvbp96SvcY9uTRcfOt3ilYVo0YKhuJO4qCaVFdeS1u0edasNoQO9bBba6inRfJOOancgMNmFDUe%20FdTMTZOR67VnitsLPfTEKiIzkkAUVV3Hj10tcHV4E7tTIvd90XN3OaNd1Ysd/wB4cR7Nqge7W2hV%20gf409xqfbtxf3hWN4Xs446+jKATU8TyNKCp6aitWD1ELv1HZY+4e2YrhjIY5ZZKMAeUvFaGnTY7f%20dqzw6tpxrXxJPKrwAe+4OGUxuRQ/hzOFLUrRgat7vHV1XKInwZv3EWkjykNCfU9RQAQT5gR1+06z%20xXFkBVwxq+kf0+SytEyN4oom4qNmcHxr+6vX79UZ8zs9jrW737FnvLOR5LID0H52tryEfWjSEbvs%20fDjSv26LHWFvrfW347C25IMTbJBbXCPByycoWVJLo+jGIhsCzye0NUAddMPTwUday+oH7uvbu/y3%20C/hjhNpBHBHbwRiKNAalaIKnxqT46Q691nBLntNgNayfLXISatVoBToy1BCkH+fWVbpYVR7jlY20%20+ZxM+Ul4ubicRTKAVeCIUjjkArx4U/R4ncavtaVsW9itUWspj77GX1GVo5ko8bdOab8SPareOkyS%20OrowllLe+7kw+JurW29a/wDVnt3WFCFRAfVZuK9FVdz7tcpmEHWvcaz/AHZLS2sshlLURyx3MduO%20ZcVSVPXYJMDSq+p1Csa031ZhrDKVRVKOQxn5l3Xm1nxc0EyZC4EMtY2imQSt5jIpHHkCG33/AGaY%2043OkT7fE/lWUaK5C/MS3UpuCrcogCFKhWO9eta683yK7SSZlG7IO1O48F25dZW3y1nLchyPk5Ik9%20QxslSmw3UVblX7tN8TeUFhv0KMMttlFuJbi4j+VtXa4t0L0k4uWHy6xs3FBtU1Gw+7VT2KkNMuZ7%20esMYb6zx8NwsKqpnZS0XDq7BgOcz+J3/AFU0urlbm9pL27mortAUblEwBjkG61JO1QTrzclO1+xP%20kxupPfRC0lmmjqsF2pWahFVciiSLQbGtK+/U0Ot0xS2EHtdpj3FM0pImcvyZjvWtKsdNyOXItPdk%20uTcNl5VUcYoiFRTvxVRuehO9f167EoSG5L91gh3NbhsZiRSjtGU28adK1PTfrXTcFZcC2hLyCemX%20R2asLK1Ym41K1FOW3lalNUtNOOoeCVbYudqdw4KZPmMpWC99SgnYF7fiRTi6ivH3GmseJLZHr479%20vPU4zuLupLpruO5tbK1AFwMoalY+oZUC8mlLdQtK6fjv0YN8XXoN/Z3deJ/LWvO34ZJzipkjyV/d%20QFZmgIAdo442PBSpPFdztU6C9Yt8RFbJP4hyXBRX3buKwFtM89ndrI09xyCyukk7P6hem/JR7NQu%203+67ehPd/XIofVnMP+Rx9vYGRRYxAwTUO8hjCghQKeQHb2HVPi1+ruYVKzuxfwvbaXFpDdw3aWaJ%20CrsWqgegrIqg/wAKb6dmqkyjufax9wolV7aaQVq5iEu4DJUSD3fvcvvOvPvbp1ImtpEvvS5yFt3L%20lEeKObH0DSvK3CWJRRx8q4IcOab09m+vQ8RJ0GY+NxiwMs0PacN64Z5L/lOgJZ2KAgoAafvMamg8%20NS5lG3UTZRwEZM/K2EtcPbWxuLqSWtxAes0a7y8QKbtudYsbe/obXgXbPuC7te/sdZ3yM+OtvTlj%20uqVMkAJKvIRU81I409uqGk8ZR3zUKdw5SXPZx78gKsr8Y0NDxRBRf1V/Toe2FLEWZWvnnmuIrGwT%201rg+biaBeQHlL+AC/Ea6lan4APcYcPFeY3CPirS7BmvWL5a5RKmRjQ8Vlbei9Nh9+nVyQoXAXdCJ%20sXiEl5W1gYFC7zzSyqgQBSxLE1J2FfHR1xuz3Bh/gOX0cyVpL30lrZpHHELKdnLAGWUrIq8uW54+%20ymn+On3DMXIB+q2Mjh+o+UysV5NZs4SOeOF+LSn0VWjmp/DKfu6Vn8h97pVB3t0IzmMSscM9/kYU%209FlFxYCXmZONSDD6YIQnxro1RtS9a/cztnkOyd49vsttd4zFXt3Hc/2a1SQFI57ioavMj1KJTwIH%2026Y0kFWsFS476KXDu1vNYPNKEvWkIaG0biVpDwH4kxYjpuBrIGSDXx2JguJLjL3dxcz9weovBY0h%20nRFB4yqatSIUpyY6GElLNllDs3tO1s4slJiVE13HbzTwZS6IaKG6C8VC1WkjV2D02A211Ye5ztJa%207wixsnbOFgubiW8GPmkly0SgMzFv3YWX/wCpJSu/T2a5tdOTkMvZceM7ZwEXcGe5Q3UUTx422nar%20xxfxnYkyvuAK9NNx16g2Znb3Vzl87d94ZWymusIZWFvZRB5fVkTyqiRqWby8gWptoMsSFjLveFlj%20YO2MhJdJHjspdsnoR41eQlt2b8Lkn4bDjSm/jvrqM1oQMJi8RcrKS1ZIFZ7m4mmEcCrsVZ2UHj7l%20qWLdB46a7MGA3b91th3rgY2uZX8oyNxbtDGqbLWO1JLyVLU8z/dpTYSCUXaPduS//es9nfy7DtH6%20ttNdMIWjRlLcI7Zd0821GXf365pHKUdZj6lYvH41MT25jfSyF6VQ36xg3t09fiTb8NGA83DfQ9m2%20wxe5Ned0Zu1sccgxKC9mYCM5CRpF9Igj1XjHFUUN8IWp0NaxyE2WMWlxkltsXkI2yU0rs73rlWil%20qlDGkMg5RrQCjVJ2+4c/Xocl0QP7h7qwsObawvpJbxrZFjvpUdDFAinj8sZaGoGwbj06aF1225BS%202J8F9X8LZYy7xmNsJrDC21ZZLVbkODK7BVVBJGwCyHrx292kW8e7/wBTF9rClvkcPnrUv2paGa7W%20r3OGeWOK5bjszQhB6chXr7SOmk/9R+rAdH6nOPzl1gZ4bu+t5LOK4Xm1ozoLgxkFuRhcow9q/vfb%20rq+I11mQHg9HuMS3bXs8VxjJIlxmQUmL1AvFJabqa8go/Ydtd4/jru3bBquUytbQWEiy2PcUTGEC%20szwD8RSN1kiNdiCN9Blxdrh8MC1YcPgE5fAW9vGLbH38WXsvW8nGjyqoIfjJGAKEV6gUP7AVnjcT%20sAm68FljkEyTxzxr8tMge1mjb1FVozwKtSlG5U/y6faiCyU2lB6S3OXyPbCQqkr2yMXUkHiYnYnb%20pWjaKy2j2Mru1BQ9a3ie8gtrZY4kZIi4asjVI9RnJHhvQA18NKy/7jS49RzbtYDSTTXU3zOOtJry%20R342sSlmm4IgYUV/M5418podM+6zSFNS2hRysOWup4JYr70GiT0gJEDoVrWreP6PDT8GVV2OxZO3%20ZnmSzfdlhPbyRX8NyiKqNI7pyCk0IjWQ8jQmq76u2ZYntsd4/uFBLLFby/MZC4lMohkqqzRPSrNb%20PzjO6mlNxqamyYNLba17liTG5C4uYo5rSWwa6IkSF2Un0gdioSihSTsD00jyLbpCM95cA3PY97nu%20S2wkLFnTjGx8OTAFjt7B7tIw1lisde6xbz+Ov4cmvzJjXGoo+XtbYOEVULfH4ljSvL269esJQj1n%20jfyAWCx2Z7nyZFlcmzsLViJ42k9N5LUKxkcsQ3EGgBPgpr7da1CFurmWaX2LjO68ZZXNvnbb5S1h%20ma3xsZcSOsSV2dlrzH8L+I15vlY4sn6kuWu5x3jYm5wTuqcpLR/UrXop2brTpTXn3J7I4vbsr2da%20WUNVe7jrIDXlwUdD/nV/R7NIiWA+Bd7QnKZ21A3ErFCprSm7fZUH2aLJ9rH+OvrRt2MjaaO1RHdC%20Q9JFYVrw3oNqezUKs45PWe2xnH1jw8eVyeKw9zctC8sM5W6B3EvIFGoD/ENx+vXqf+fdVTZD5Voa%20AeTyN1L2nHY5XjHkrMqkpUnizxn4lPsYCundyVnHBG2UO2sI+bzFDX0WJkml8VQHp9p6D2fo0KXa%20hfA2d556C3hXt/FkRBAI7jgdkWm0Xhu1PN7NOxU6sxmdZKZmtLp4/KsKMd9hU+Xpv922qVaHE6/c%20f4+F2c9B97b+pOI7g7es7LuaF52x0cSForI3DKqKKSGReSr8I3NPs0+yL0oEHOXdrddxXd1Criym%20laSGqlm9PcKStK7jQ0p2/iQZKNuSleH5i6EoFUZgioxCsRyAqK7j36TbGm+Qe3fcYMfLk+1mtcty%20N7h7tGjZ4+XEE+Z08wHnUhT0ofDfS96uCireM0XNYnCXXaQyuVYTT3UPq2DxmjKGoVbbYIF2VfHc%206cJs+7fqxY+nHeOR7U/Mb6wCy/L+nNNCwqrws3GQA0qK7Hkvs02rdGFRtcn0H2Bku1M5f3uewMjA%203EaxXNsVKLzViTKqkA0c9G8dV40nuijulGX90fUJrLuXJm3xdrWxu51lu7puKuebL5ljSRgNjuTp%20F7N7e4VWJ+e7xhvrz0JrBUuriSK6Se1k9WBBw4stWVZOLeB1LkWzJ8/AvZJ8UmdaXIzPBZXMYZpo%20RyYNt0qDWvXWeNZ1tsKwfcSxZHsubIx28C8XKco55GCErvx9agNWNemrHctrVdA3kcR2/Bjo0xty%20JHvCY1s7Z3iiZ6VYNzJ5U9gGhVzWhPtsfeWXHLY1fRNszB8dccuEDE8XYU6j26U0rbepmSs1NJx1%20/FmsIrhQHkSvE+bzVFKHx3GoMle3Z8oishTs7Q23eKEjis55VpTenFt/brL8C0typfwuuZnQrxkD%20EN0FGoD7PYN/t0ddjFyFe+ZVt+3MXMqlpBKsca7b+shU1618Omq//PS7rSOohbs+2s1nMnLjcXZT%20XF5OpdbdQVYACtTy4gbe3TnV98o6qbtrXUvY76GfUexuUN1hLuVOZPpRKpTgTv6rVqfsXf36Zekr%20gtxP1HS07E70to2tG7deNVRoopre3b0SSf3UY+TlTjU166jthfcmPrl7NlwQ/T7snuzEy39vlMHc%202XzDOvljLRtRQykuoO68mFQdUZ6yiXJHQI9zRwdt4jFr6rNI8ZgaVRT01c0FP6RQFR9uvNpjdriX%20VMzTuwX+Uz8dlPZR2FzbQFRFHIJI/SEfNHJop5Mu+416zr2rYoQU7JjtJpIMLlYFkjurR7NabBnB%20LVr/APiBa10vyeEw6rZoc8TZkdpGIgpdWsgMRY0JZSQtQduq0/xa8bJteXrjXzEVU42hVyeNtu5b%20vJRNbM88TW6wSRbSRiZQOS8tiFYMrDxA16WB9i3FV25G2xxliHWws41EeHEdrE3UemEZGIG4NW22%20/XpT3Tb6mVU7md5HIW1l3WMffNJBZyW5/tcTFZLaYkhJkI35K1PtFRqnxa/QHjrsRZWPKWRht7+5%20hv2C81yECkJMj/vjam5HmHgdJvWHC4AuoZPioZ8k/wCBJ6McXkUijSNTrQE8VX2s2szX2M7Q/Hjr%20bHQvJM4hi/8APdm3JBJPMtSv7NJruAwYMpl81d/LYKFbfGW9HvMjOOMZUg09Nmp0oev7NUUqq7sJ%20Vjdn6G/it7Wa0ShDkyRycfVZpPDqQeL9Ca7e/TbOWFu/gPn0FhvrX6hp84OMl7YzyKrDk5CMlDU1%204ije3fTPHa7oWtbHYVuLP1275sbL6jZmyXHC/wAjbtFH8xduxgjRoI3CJDGRy+KpLfZorU+ptD4B%20XZubv5u37/8AO0ZrYtBJhbC2t0jilm5Es3JF5EoB4torI2Bvg7gv723us5ck2ccUbRYi3hUNErtV%20IygI6+8AVNdZAJawnZ13mLq0zmas5oMdZKfl8LEQ0txPxqZZtz/Wncnb2ba5VZ3AX7zxYyM8M1ec%200sAeVIwF4qq0SHjsq0NSQTQn9a7L1NRQePKYqzmtJmKKtq3GaChjEktBSUgcpGRdzQBfu0Hsa1sS%209sdvw5qBLu6tWkx8SQyTGUCFWmhr6cfEbMaeeSnt0dUjjOvqL3dk+4sxLirNpGtoSOKqRRippz32%20oBp0wDEsM2k932rjLy6xN9I0ksYgt7DkJIJ5iAvrb/1aIN9qMTt00lOXuG9lAqre5O5x7zZ1i9tO%20rKbuR/Qh4GvMASVklO+3H9OibOjY9sb/ACmKurMYeCK0xGQXlC7KsvNQePJA5bcdA0m61rrbQ1Ji%20HWyu48JepdZIJlshIfTs44xwiQHbzt+9xJ+JRv4aRaw6tD9nGnzFnyyl4hT4Zr0q8FtaRSNTlACV%20M7REfZv11ycvc6BByWQtu2cgLi1e4yCRUONubuBIW5OCpEVCxPIdQn2nTq7oz4kd3d9zd3ZuxsN7%20iaeJIbazlPy5iapLKWBblEvUOf1a1pLdmJlPJ5nBdpxy47GTxy9ysrQ3uUtKzLDWvqRWsjH4zXi0%20o/8ADrEmzWK0OSt/kXsktBdW7MJDcVbkJAKV51HOgrs2t7HMhK/BJkmtYflcS5S3jQ+tfybl+cg5%20RpxFWJji8PadaqdQLNFexntrC5+fwV+TewMJLWa6rBKACaMig+mWp1Bf7tG6p8gn0H9Oe6sP9XO3%205MB3Qvy+dsQpss1xUzVY8UHJgQ+5pwOprVhwzJaKv/Tncn08yaYbMiO87fybE2+TgBWklKVKkni3%20EfiLvtuNJy06oXk33Q039zj77DxzWMYiv8cy2uSjBLVQmkNwP6L/AAk9K6yzWWkdUB9y90J0yPbZ%20R54z6azKflpo2PISLVihANRx3Zaba821X2z/AKkLsm0G8Vnhdq1vkFEtwCDEw6uFYeVgBXl4120W%20DO7fSzMdnZQxywGEs4O5xkPUS29BJHmtH+IMy/EjdGWm/hqmv0uXwHSExJfI+vcZi6VuMEiyTwxA%20E1QFirDieRXiOg30vx6y59TEt5AeEzRuCbcSI4dRcY66iLD1KAmnKteXXfrp2X/byozJaLlzHWvb%202YQJb3gMwH9W54yAe9TQ7HSFm9RRze/TC0yJQSGOaRCCjMvm9tKnqDpyzNLZjaXa4OM12y2HNze2%20drHGqRlreAxh2ibiECxN1pt1BGmY/Iq+erHVsj3B3s80b5jISKzRxDk9RTyjam1PcTqfJebMTdud%20zz6PZDA/9Q5DM5e2N5LdMYreWEpO9puWMktuD6oUrTzcSAB01Tgp27srwYvpnqXO9fqJ2bJkJ7a3%20ueDRS8XvwqvBVACRErGr0rudvdqylpKHK4Fi3vsfB3Jjs5d3cYxsRlSO4tYS8cwkQpIk7Dz8OMm6%20lTptUgLtmi5DM20wtVt7u1mjk/EX5d+arEi1Mjyb/D09tdqan8ys1+Am9diFIknWaFt43RlZfcRT%20+fXjXU1ZK+BYs758ffH1FRlt7aWIrJutCtGrt7G/lTRePTWv8A8KUv4Ct2tW77otTHzEMTlgUryo%20QVWho3gaaVl+mrN8X/kN6xU9vLFCnqmqI7MIiVdQVBoKUp1rTbXmw43PVhtx1M6+p8cs3dmNigT1%20ES2ke4PIEiHnRixBPSmxH+T0/DcVIvJwuzhLoJ+des7W00nrywOxM4oQ8ZAoGp1bbVCqeexjt8nF%202p2yOLK2ayA5JGaFo0K8UZgK9F+GvU/rKi7n7GcCVcXsgiaR29SSXkzs1a1Y0J6fs1W9lAKKkuQt%20La3C3dxxhmKsbcD4yvhUbtTfpqeqtZ7I9fx/orEa1HsVpfqRc5JBikVLHFRn+yWMZPFmHjJtVj7u%20mr60aXuJzZdti1bztDj5JpnO9VBbwA3Ymv6NYRbvrrX6hDK9sXmO7cx2XuIXia5mqfUK7o45R0pV%20vhX97Sb8wNtj7ayV58jdXNq4umZLR6/LWMZYRqwNQ4Xwo3QaF0n4gWv3OWVrXuXK22KGGHK5thJz%20t0UklSQdk3XkpO9P0aPDzD1rXQZhST3DfZvcKZPuB8XeBorySGa0lj9L0xQj4WBoVI/pbe/TMtOo%20eaqNN/uvtLb9z9yYySrG2gjAJaoULMy8ae+mmeK22zMTYu9zLPF3n3JFcShH+cuWakh4GsjOisSe%20JZkbceFaa5JK79zphwArXIRYrti0sCWS+mhcX8bRcDKiS1t1VSSQOP6eOhyLk7IAs7kViskuv6wr%20EYyDyNS9PL7dz0GpcW94RNh+4G4+2t7rBPlcqEt47N/SkgMJhmCEAJIjEASEtVaV2+wat/r3L53G%20WzynbNn3Fjlsp5vkon5zR3MRRojwpRWFVYKV665VgKZQTfvHB5C7kEUyxxOxjFVLoyEGqu1S1d9v%20ZrLURib4CfbmOu7GeO2t44Ws3JaOaJzVj4qUPlBI6AdfZqHyMVrfUheXHO6CGQwN06WuR+XIEU5Y%201IDBWNPsodz92kVq3WWhNqQhWysD/n87sCWkc7HetR4UA+3bRO8sT1GyfC2uTxdpFckhYzHIBUBW%20NKef/Fq7/wA5f7jCTh617GsfTDtjEW2N/NYrRBfyzORdLyDsvErQ19xp09+vTyUhwU0Y8+eooQRS%20idR9lK0H2f4tggNHVXIJX9O4oNqfYN60/wAeug4/VZgVU05bUBO29DtXwDe7XNHCHn/pJ2XkY4jl%20bieNI2aRudxwVncdX5HelKr7NKWGtXJybFzunE/S1vl5ry8a9yVlEYI7i1o9w6EEcZH2Rqcq9Bqf%20LnxVUSd3w5FLEdv2jXirhMfIzDypJJSWYjfzFgAF15mTyXkhJfzqAXkb4D+e7ey2KtIomSIZC6FV%205AO0cYbiWof3iT/h1Zg/8+192dNachbC/SP0bqDPG+f8wmg/EgoqwkvQ+am/l8NU/wDTSXbIuzng%209xf0ffGSXPoXzGK4Z29OQDyGSQyU5VJoC/7NHbx0+oSsAMn/AHfGu8rNlFvR81Mip6UiBowUJdDS%20o5EM58fDR48KrWJMTJovopNHZx4wyRyIWaWdytQVZgSASfIGpobePLmQbOST/wDp++tVK44wW0RJ%20YR8W6keNN/3fHSP+jvyB2gLKfRLubK3a/PX8U+OA/EtIkZQRy5L5idySOvs0yvh9vHIahE+Q+k2d%20uoUsrj0lxkDVjtI+SRsq1H4q9X6E0+3QLxLczuYoKeX7AbHyxWsR5Xbq8/KSqsyW5/FKKo4gCvQn%20XPBZKQ7NRtrX+YR+mtwrfW2O2SvG2xU6gCpADGJqEnRePswcXIj/AFou8JY/VHPSwYtLjJtLCZru%208cyoG+Xi4+lCKKKAeJJ+7T7XcxA5lbtbt/uTMX8GezM5SygVpiCwVvRQcSkMCbeY+VdhvoDB6zCX%20eBx2JWfHehJIpvRakEJ6rqY7O3JI3WCPd/6R0F7QakVbi+7Z7dsJfnrj8yzvxXUVvI0FnHJIKiMF%20SXaT+iPHQO7RySZUs+9JvlYpZ7YS2dw6xwqheMvGRUUblvTpof7Nxnah7xN12vmZrezaKRFuUaZV%209X1bd1g2kPMjkrL7PGlOm+tiX6GPYF9/d+462xNxhsYy28drHSSMECimvmNP4uvv11tgZMVx1lFf%20Y9r1kkdrucxwvECfTjgXqxFW5MW66JS2dIcHZnceUsD+XSwi2Q8WWZ2WRttwvMAD9ujlI4v4v6L5%20RhFlczJ8+yAenYB/USJIxQVHnLcV/dGgtf0CSKOTn7RewdsXNG9yJRDaPLIXcyluJUqB0FacVBNf%20foFMhkuF7suY7Ka4yTQq+Ng4xmNWMrgORVjKCyKrUA40qa08dZau+xytJQxGDwHbuSXM955eTK3u%20YjMOHxau8oiSU+Y3ikHYEjZfHTZ22BUkGRvP+pmv42uLe3yFgrj1JA8awJG1HC8AyotF381ToE2m%20OhQK0ckFrJPju275InvAYr/MSt6cskZHmihrUpGzbVrU+OmrcBooP2XdQMiNIkd/IzC4swGX5UIw%20ALSHy1FAaeymt70jVjbDDdh/JRSX73cGTtLRWmvIbNnH4qDygAgeSTxO9KaxXVuAHVoUW4ysLi4s%20fXuGJ/GbZRzrUnifNShpy0xexjLvZfauVy63As54kuGbjBNcMkUIoaO7PLRQqLv7fZrL2g2tTR8l%20ZXfZmNnivru0lLR2zl7eJYblDFOp+FN96VU71H6NS2+rgqVU0P8A2n9W+3c5YQdu93SG8sMiFW0v%20po+BSQHyJI234qUqsi0r09ulpOqh7omy443XAMy+Cz3auUM8M35njJw4scog/Dngb4rW5CbJIn6+%20o0q00fdXght9LlEQuLe9iVoSVVjVTx80cg609h8P06Xmqp7lwzW1z6lZp4opxU8JVkARW25DqjLv%20ufBqa87LhdH3IXarW6He8nTPSWfy0VLjLKLTmGPGA819Tb4iwVT11X3f2VUcsJRZfEDvPZx5S9Vf%20TiubNRCLjy7qi0j5RqakKaVB3OnU+lLWvUY01E8Cpl8faY/JILKB7d1ZZZZCCInvGHKV4OQr6Ugo%20R0pv9ukeVacncvQRlf1SK1UlIdiBIN1uIiCeg8V+z7ddHRmtBnG95dxYoojOL+z3C+qWJApXZx5l%20+86zsa3BiB+wPf1jkEEUho/jDJs3SnlPwt9+h7p5N7jrM9nYvKxStYTNYXUv9Z6XlRqebzpXiRXr%2000VY+KG1yby9xauLS97ehvnu7b5S5WLhZ3uOiRfUJ/8AqEBmVjsBUgCp1djz1soexdTLUia2zNsr%20zX+GtTfXEYuJcZdwxzwXKPWkxCGsUhXxibf2HTXUYnsQdmXGGu5brFuox2Mt1a6mt5gQsALeYxvI%20OR4mtP1jW1tZDLQ0e9v4nL4/Ltmu3rY3FqWJK3cKrbSopID0JAqPceu+m3tK3RM6jtG/GS5aUens%20zsgPlFRUgHXg2vyQ2M17pupYo0RUIkvA49XcMqlquAD4tQAnTcd9mL7mlHqG+ysVDYxwXUxK3N24%20SEdWoAXbxrx4jfUvkWlFHiL6jV8FhsfbmJY4hzmWRnDM25HEgHdiPi1JazaPUq4Zl/1Ryt3ju7rW%20aydUlFg8JmA509VyrFCKDkKbGm2+r/Hr9ENdSLyfItW0p8oRrSexiuojeMFtEIkuWP8ACu4UV8W9%20ldWKr6cnnTvrWmQ5TLnL5J74x+l61CI+hC02BPuXTsdO1GXtLAvcF+9tjZp1+PaOGh3q+wOx+3fV%20eKksPFWXInyzO8kcUs9UhCxryJJAO5O3Xr0pqiC7k9xsDy5UWytUTNx50qK9Q3t6DW2ewq4/42zu%20bzI2+LIku0iPnECEyekm5B418x+GvtOpb3WtaQvHXua1r+B8vuzsxLbG77lvLft7GBQtnb3LhpgF%203JEUe7SMBu382kd6a2KstJW/Bft+3fp9DjUulyD5PJXCBre3Zokl4mq7Qlo1Tl+7ybbT8ajdg1xV%20W6E3uTD4uZm/LhNFcRMQ9pc8PXAG5qYS0VBTqDpGXmROdLoQ4XvC6/MbWXLXLPNDwhiuJaEhQRRW%20NORpXx1i+oDex9AfRrFw23f2evIUdVvLGCR3/wDLZjIem532qft1X4r3Y3HWNzOu8Oz8rP3LnTBe%208Ibm/un9KRVdaGZmqPYR4ezU+XP9b9mLtfePQX77sS+ubV/wYzcyENNKZ2JdlHlfzq3t6V292i/7%20CfJvcivF253RDciQwIWjJIWjFdzU0PX36Tjydtu4GtFymT5ntbuDuS1srVkitflCZHDuxWaRqedq%209OK7KOg09eUipwUrz6bdwxWxFxeQmOtDwmQVUbAtyPXR/wB69DnX3Fk9g9z2URmtrcNFy5Nchw/E%20CvwKp266L+6tkak+UOv03xufm7nx1/loLqC1sELeo7H0pCK8AIwG33r16DSM91Wv6jqV6s228vrO%20+hUNxggNTKONFqfGu3t0NN1D5InuzP8Au3FWsmUtZIbm29IRUMhkKeoQSCaldjQaVbD2tA3x77Fn%20O38VibBBeW9ul3IFjlkccfLH0DDavs1T4V+y7ftrX6HUxNs1btXI5G0wcEUds88bkyiRY6q3qebk%20vwVG+r7+RVvi34D64ml0Dj5jIpx5RLyYcisishK03+KnKgG+seavub2WK1xed2XTBLW3jtlWo9Sa%20RVqem61c711LkyZbWiqhDK9iW/JG2M7xlt3S9yNKVdo7UBG4j931H9n3fr0xYbtRawFrrohQvB9M%205pmGUy9286DlItzdFeNSU3qKDzeUVO+h/wCpVrezBc9SzAv0esPO3pHhQcp5XO7V49adabf5dYvB%20xfHWtMyI3jWmMVr3r2LZRRx2s9pao9BGqtHHUeFK09vXT6YqV4Nlifed24PN90NW+gWCNwqkupKR%20pWp3+H/Lqujqlyidy3I7p312ukaomStUUKAh9aKo3p1Db7fyroEpDTjYsR934OfzJeRGgLHiytXo%20dqE+3wH7Tru052Oj3HhkBb5uLf8Ad5UBJP2j7Nd/WwO5HqZrFrz/ALQhLGp38fh1v9Vn0O7kcvm8%20aY3rOgdgTU02bYjYmlfHWrFb0OdkRSZGzLkiRSw8Nt0pXr+2o/w67tZjZDcXKyRAI6vJy8y16ldi%20T19vsGtSO+IMzWRs4IoLW4B9a9WaKCRVLEERlvMwU8RRdqn9uhcQYlsZn9Fs1jMn9UxcW9pJDdS2%20dz8xM7KeZBjNBQ/zajol37a1/AeN7lz6qYGN+8b6aIRSPcyRytGU9arLGiFVoCBIeI2bw3Ghy7Mo%20SBlzkHs8va42JjIlq6zdxNGQzloxRII22osPLoBu2hcGJCrme74rvIQ4hL+aHFW0rvPcXcpkVGFd%20m3+wU0O7ZvxHH6aN9OO5sRb3+Uskkv8AB3E3m5GJJ3ducMkiD+sK700xJAv3ErLWOPssjElrJdX+%20SvbgmS2lUyhwJeUaRAA8V4NuB4DQ9oasNveHckOI7Vt7fGT20N+J/mLi4tTUJK5ZTCo3b4dmB0yl%20ULs2ZQtlf5qS7yGRk44nHBWzF1U0Z3P4dsjVoWY7Bf8AHrrNdDalm7jv8VicZLYyG3tr+4ndHoxM%20UgVaRPxqaDY7DprOsmJbkmW74+vXZ8FswysrYWQAw3UPp3Nqd+XGpVuLe56ffrU09wiy395TvQY/%200Lyws7ye4Qq86x+m7O226pTc16gjWKpsot9o2uBw+DXuy8sxdd0zufy21YCO2sUJ890xY0qK7N/P%200Cz3B52AOdvcdikN167ZX82dZ2uJY/RZgoqq8RXyrUFdt/ZoqqQ4gD2E3cPc1RayQ2luiMl1fjir%20+mm7eZ28m3gOp0cJcnSc9x3L3UUd5FPS2vY42+VZwoknjHpSOaDdaivXWdvUOsrYIzdk5O4wvb9j%20aQIO4L+Ga6MZcoZrMkrEfN/F6b04+0azvS5OqmV7jI5P8ytl7jggtbuJgl5FPziuJo1oFWUKGZCA%20uxIqfu1lkUUsNzSdtX9lHa3uMyeAsJnEsM+NAlsnYpxq8lORUgkkMBxroE2t0Y692xRuvppYyWCN%20gsu99bT8gnrx+miyKfLUAkgUG9f0a1ZUC8TFfPYvLWc0wnv09GL8ArJQFwf6JoCD4fZre9N+4yuJ%201QnC9e1uQYgqxgjkrHkAOVeNT+7tprrItWh7lq/y95l7+CO2pGFH9XyIhWo3oD8O2hVEluZe3c9j%20VOyO/u4cKGweSctbTststyaTQych5YpqeUnjsJF3p11LlomthWTx21trX5DFJGbG8uIXQwhmVkJN%20V9qMp/gINKjUacLtfDPPW2zOsj27ddwY2cWH/M7BfnbRF6uIq80G/sNdFgSc0trWtxuNTsE+wcpc%20W2ZxuVoHggAaaKvH8SaOjha0IZTqbxq9l49AMdGnsgZeY+5k7ovMhDJDLFxl+YjKFJV5IoH4lSJF%20Wmw8NWOP6yjMvp1rXxGia3xd9HDaX5eOyurWOQupLmLkP6yJan4HFeOorb7vhkqXqYb2HeYq27kj%20kzEbzY+RGS5VSVZa7FxQdU9mr77KBmO/qaFlO0ILTISW1tk7ZFdIpLCWVwsd1BPtG4dvIGalCpp5%20ttJtjae3GtfqUf8AXVt0wFlO38rjplF9bSWEzUKOwPpOa9Vddh09ukPtsya+K1eUXsN3flca6w3q%20meBaU381KbGvQ6XerQuIH7Ed0Y3KR8FdX2oYHNHAJ32OsVvU1WaPZu2cZM6z4/8AAuU3VVqFBUVP%20lrx418Pfp1ctl1lFGPO0JncWBkggyt3fYsz3twS/zFi7IGFajnES1eNfNTrq/Fnqy2tldShi7T+q%20GKGDt/zS1aHioRIlUp5TtzjBA8q7mmntwC0M2KsLHumJb3GAx2XlSeWOjLJTcUV//iX+bXneR4qs%205TFWhPXsJHePbk5z9tGy/wBngZuBXxr5jXfckjrpOWvaoRNkpL24DNn2rm/TxfcN3EIIEYiCHmCV%20gkibh5Cu1T8R36/ZqTLR1pPrqSvDiS5e49WsFnLDFHclBDwYkseIYjiOtdQ1RVMMyH6r20cWYivQ%20y/LtCq2aLQkmpZ9j1oT9+2vU8ZfT7nneZ98GX3Mi3DLEr84geUpqN3XYKaeyuvQpVrnkksmtmWY6%20hfYWrsagCo+7pto51r1/cUtzm5s4MhjciokUSxKoigcgMz8wwMe+5JFNtUY7QpZdipCFrB9m5zLu%20iwW7QwtJT5mf8OOvQgE9T7lFddl8qtOXvHzKa0k0LHdn/TjASQ3Odyr5C/jIZbKy2HL9PMjcjfjq%20N58t5SUL3GvHXqGD9VJbeA2vaeLhwdpXis/BZLqQ9CQacV3pvv8AbrcXjy5s51rUiP752S2A7wXu%20ey9vHd35a/ml9GL1X9SaRyKvVKNxRehPTVtq1VQbv6ZPJbu+sLi4tJJkNtAXhVDDE79TWjlC3ifs%200mdoQh3cdqJoLK9kjVbahcNya3B5EIm7NMakioFBoqUDpind9Szm8dZ5pZ89hR8nJa8VeoIglmGx%20ihYKoL0NaU0u+ON0bekbo336Hs0/O5lUCcWUUcgXcAq5/n07w+WwcYC7gydqM/kkZEel1MD5qbhz%20X26kyuve9upPZqQcctZ0BMcaknqWpuN+n36GV6GScyZqwG1IxyGy8wa0FCdjrG16HOxx+bY3duKb%20e8fspvrG16G9xQy99jvTJEJYmp5BhQdSv6RofpM7j3ECwENXjNPaoofvpT7aaFwErhNY8SBwWWWI%20UAIFeIFB7OO22theoXe2T2z2sDVGSW5gAKvG7UKL+s+Ht0/E2mFLZBnscmQxYjIUSR1aFh7RQinH%20bzDb7NP7ZR1lJm31fxpuu1MJHbSAsJXbi3xOVj4sPEVB/XrvF+5h41ufT/Z79x2vaGDS4tbYGKxt%201mRJHBjCxKfNyA3pr0FWRzbPivvPu3K9195ZPKXt/NynnkjtgkjiOKEOVjVFB8q8VHT7TrHVG90M%209sc93FjpFa5lU2xqqPI7SRt4nzq1Sf1jQuvoH3s0Gz/vJd94KzXFN6N8bkAW13cjnJCrVUAEEFlH%20hy/Xot4BhGe/mE5ytnHfTKI8kJIb1pSaNH6gPAk1ozMtR7NLNTD83dElrbzY6MzfK3Fwt0lrNIZW%20igQlVWMk7eUa7tNdpCKdz4PuBLa4zksllZepIVuKFzaSSITGwAB8iknrtrGmamj2yxUFveZt5r6O%20fEwRL8zeIopcqwDKQT8IalWoem2vOyZHMLqS3cNpAXtuLAz20mRaFoby4m4YqKikSFzwCgN+7IOo%20I8NvHVte5bNj61gu/JX2I/Jck4D2bTQ3koVKcJBJ6dxHx3NFKnY/4dL/ALGm0wFtaAZkJruxy1zk%20LIMltPcP8q0gJjZCxJBBqKU0vHZvZMTMuEd3/fePvL6K1CJaJGgFzJCWVVZRQA09vjT/AA6bXvbl%20jKU7VuHYO/LC2gNvhbB5rhkoMneOZAC3QwwhiK1GzMT9ldMtZpSzbKqR7icflrmS4lushP6EA5XM%20nquAsleRUEtx5eY8qe2mkrzrV4mSb5BHK91RJaNBjJZZnKt6MqSvR3QcviY8a+CnYa6uTLfrAUNi%20die+e471Lm4+duYowx/C9VyA29VNT11Te10oky6SNZ/u3YScd3/mrVMYtp0FQBQtwrXxPTrpeJ/W%20vgw6KGGPqJf29h9R7lYDK17dSFkRwQGdLZdoivlqooRyI0Vl9TY9zAg3fcf5fi57i7VI2eLiGG7e%20tKTITv8AE3DalaVOssjlIrJgbnLfM5O/jEPoxiW3x42AYhFTmx25v19w9msa6I5+o04K0mwlkIL5%2047XI3tHXFIBI/pkV9WUoAIxSnEGu2t4O5KGc7iv8Zf2OQt3pFHK8d4qAeuYgCq8HpVSFJ+3TEgRe%207gsI7LJ2bvPNd9r3v9riuLVaSGOtJFb2SIdjXx1s9DoK/dfcdlc46DCram0YMfkcbGztDZxLUK0x%20BHq3MvWSQ149BSh0uq32Ok1HsIrie1/yjuC4s7bKeq8drf3cgijiZ4VljeKTiweQLvsPd7dC4ZqY%20hfm/1A7RvLm2sbgZu1HGadTCkttMspZhQE8nV67MaU8NEofsE2DO1+y5rm2HcGct2itbidzY41FZ%20XnkZypHHZ1gQndhu3QaK9oFNvg0PGdq3WPv57juaAXt5I39lkg4i2WMUMYZWosSKNig3pt1OkWak%20KrgVu5MWuRujN6Yv7S/uRaQzRJ6QiZDxfg9C7JyahotK6PG5GQG5MTeZCHH/AE07es1izM6kZWRQ%20AfRjbkPVmAqKru23u03tcnSbJ2z/AHfO0cfjLCDMk5O6spjdh18kPqMoUijVLJ5AaE08fDR9gMjH%203j2AMpZtPh7lsflYIVjtZlC8ljiB4xxSFWMNa/En69BfFIdb+p8n9wYS0ubm4nuZhBemYR8ysk8v%20InizTN5mkqfFfu0it2ti62NdAdhO4czhL64sjdyqpRojbwyFkcsKEjqp3PQiutyUndA0fqe2OXnt%20oOUoRYJeZkkj870UBRWvmXcdNA6jnRtTACzGUvr+aGCWc3M8Kr8ncAVMka7KD1+AbabWsbirWnY7%20ue3bi6sY5LiBIbpAFHpLRSABtJxHEN4k/p1iybhPx217gWOyyti095HbrPBAxiklK8olL1Ubbb+w%206d3J7EvbarmNz23zGYT8HGyzRwxFpAGqY6UAYtXbw+7Xf1p7mPMzSOwu7bjI4ZcXflZmgYmEcafh%20Oa8EqB0r8OvP8nDDlEOermR17cyl/jMtbTWp9Yw/i25qT6iUo8bb79dee7ujE0bTLWUxmTws9pe3%20DqTdyLdxbBfTbl5kYePHr9h1Rixxv6qRyTTKmJy996t+JVFwbwylaqAVjaoDCnmJ6jzezbQ5HMJa%201t+4fk2UwhlsFsLjtJbiCYy5Swk9O9gb9yGQgRMnTZSKHr130+ta2xQLS7q7Hz4F9OZJ0BI3LECp%20Br1Pj4UprWxAxYWa0v7iDHZS6kitoq/LMImuQrCrKqxV33NRo8VoY/Dboy5j/qJ3PiZJ7dLn8yxr%20SEfK3qiRSKkCld029nTU1qVsHTPaYe6Guz/6L7gtrd47uHB3V5X0bOeUNA7qN+J8pTevs0N8N6rj%20u/Udbx0967ME5vs/L4ucFkeMA1jlQ1U7AVWQbe3SVWeOSO+J12ZLiO9crYusd0TeQqRxc+WVQvQh%20qb7e3QQ0wFsPuI7ww+SCo0o9alBWkcy7e/ZvZtou5N77DK3aZF3H2PjsxamRmkkVV4LNCeDIqktw%20I3FK1NKafXPao5Z31Ln0zxt7gMZd4ya8+dsfXE1sAKSxkpSQSL18BuOunLJ38GWc8FrM32CW6R7q%20cjj5SEUkciPINunxaC+/IbxxWT3uvveG5zlp23ZUklBMly3Ivx4IeK7dWqa0+7Ufl2TptxqDfHs3%20eAxj7aKOFVyEom5xH8RlpuGp+6D7DQnXmxttrX8F6kxT6vloM6sVp5lht4lVeRbjUHdTXcbdf8G/%20reFEb+pJlqv7Jeta9BFMKQy+kiCPju9PFm/kBqvunfWvwIfJsnb2RKDIqPIiliic/L+6oPmY18P8%20P6OlvWtfETWuta/E8F+beRbpY19QeVZAAzjY0IY9DQ6F4m1u9h6bKl1kMhlXmD3kxmiqqIzNxZD0%2040Oxp8XhqimKteEXYrJogtLSQwoQKSDlRh1qAR9tdH3bjrpNLXprSGnDQXeVwl1l7e3i/Ke1rVp7%206fyqWmlIosjnq5agVfZ005VJGiL6Vtc3ndePyF3Lxa4d3tLUsaiJBV34+87k6Xmb4FXTLuIzuPj7%20sF7lo5J7Ka4m8kYDuCR5W4E8mG/Qa2lJUyMxcBvufvEWXq2WPsbF8WgWa8urM3Ccrdj5Yrk8Q8Xm%20/rFr7q61JTtybbJ7DV2TjEFp/wBRdw20Vvjb+N5sZioFpBGKeWRIzTzyKOp8Nednyy4kS2Ov933J%20PfXeXcWz21ow52aOrD8MyEUBIFenXx1f4SSbXsbTkx/vm8Z+88/G91MqrkboEKxofxm22Pt1Hljv%20e/Vk1uWL7QxykFriQk0AZyxB419+hVaszY6FihAKyk8t/Kpb9hP+LXLHX1OLltg8kz/heqwpWvBx%20QGpp7vs0NsVfU5IlmweXYAs0pFCeLVoRQ+0+7WVxR1Og/Jhcqj+V5FVdgalaU+w9Ntd/UzUcw9vZ%20i6LiKWVmU12d+m4I6+H2a5UZsF7F9jd42s6z2UjQSbBvUaqmv8SnW7oNVHPDYu8a8+YyV6j3kEYV%20IYDRUqfiI2FPu1Zis+eo1vYEdzYy6ydz8ksH4MMokjrsBKzc5FBP8a+0appVLgbVI+g++ctF2/2D%20mMghCCwx7+gpP73p8UAqaV31S3sYfCFrZRP3BHC0hjF06+mDSv4h6Cp/ztLd9gsa7jfMB2th7xiR%20iIo7CNUilgkNI2DbFuJIJB/bqTJmhliwyCO8/wC7327fkXXbV69hdoD6dhMzSW5NTspbzJ1+zXV8%20uOUY/GfQy/v7tTPWGTx9rkrWSGK6ijihnj88fq8+DglR7RVdU47pqUT2UbDne4XFQdw3MDxkrbxr%20DCH8wC2yopkZuvNpJDtt0PTW90mRvuUcT9OPzPslruK84ZCYiSBB8IXmeKvTevEV20N7wdxuzjvn%2008N2vFiIWdDcAyXL/FJIFAFQp/dOosGLuyOzE0huQb9MLW4vIZMZLCRBcsJ7G6YCgMVSwHIV6JWn%207NVXuq7lTr3OENOQkytvd22Ke4guLKSeeCa0gjYNbPIhaoduoJJqvgdIyfVWRWWkFfvy3ubf6bRk%20AG5tJIIRIOhUtxLL9vHU/h2m7J6P6pM37fwkGQjnsoYma5kKpG2zMX9m+1TWuvTtaFLHNpDZkYrT%20tXHR4y1T17uOjX99uxjdusaUPlJ/l7dQ1nK5e1egpfVyCML3Pk47y39ciTGCSsVrIQ0dT8TFagMT%20y8dWY8FU5CaDGUvLKiJZxxokVvNDfww1TgYiHR0Yj96KTy/Zo2jUS2dhBLiY1t15XeSuQS46PRVU%20uP8AOHUe2upct9/gIy23N/8ApDHDZ9yWuNgoBDZStKAPaUCjp4b7a7xKvukLGtyH6kpgrvOXdxdw%20n5XCX63OQUkirfLoVYSCjBWHxIDTb36ou92ObMm7Z7cn7jzn51lYvle2IHknj9TZZK1ZarvWi/o1%20gQW7js+0/wA4juHzVuuNt6y43Fjm/qTKTwlulQeVFp5U6t40GghrcxuQ5252HJ3B6OZw2S+YSGhy%20sz8uV7cSMCyJK4VFCr0UV6fcB7JNVoM77+CYpry3kD29xbXTRKJF3WPcKdjTnT3U9mjVtzIOe1sz%20ju1+1o8jfWQyRupjJZQZB/wRx/8A1EVuBUryFGLNRiNdaXwaxVOfs5Lz5xIQ1yZS7iRQp4seTMhT%20yoFP7pr+3RJbbmMcbzF23dfaFzLa3lzHL+ZwSXU98quqsbdhQegAqxqBXp4axQnuLfI2dv8AbWPw%20uBSS8v4pcHZxh53ux8qomK8uKyn8UxE1Zl3J6KK10EzwbfIc5D6pdm42SL05ry/v70K0t/bwIRBA%20AQjQQyMgRBXyqd/b10tY2+QKJtSwfdJZ5BIxhr+TuCW6CvZZC+Ahu4XcUeiMV4x083lr7tEtmPVY%20OsTY4vCJHl7q6F1LaTyQYKNyTG8cFRLMqMd/VuOrH4uOmzsEix9E+78fj+/MhncvGxbIB4LrIzln%20mVpPxEJToiUWjezTK2Oddj6chzeIlt47mK+haCVeUcnMUYVBrUj7fv06QBE79+sODxVlPZYWZchl%20pFMayR7ww8gfOzeLCvT/AB6C9uhtVJ825WJb2We4tmmEsb+pO7vSWL1D1XjTklf3qbE6ibe56tX9%20MC9dQT5WWa4nuh8yKNE4UKxZ/wB+StGJ3600aukY8bbnXuQpnruCN7F4Cl7E1XC8TzK1+IitD7/H%20QvHvISywvcq25yOVZoJJeESDlHOiAKaCg5MoU1XTHCBXdd+gz4HILh2t48pBYtG1BHcFPUdox1Uv%20IXVTSgU0/wAOpMtO97Noem0oben/AJ7bB+Keyhu7iGSyiuIByeJirIpA8VZTUjjvU+Pv1LZX2hwZ%20fDbZp/vqY/JxD3BQsMJnYxiSbnC4kyGQxxSLLAWJqaK6eX4R+9Sv6rMV71W7kkvhsEz2n2lfZeNe%202cjFbPikjupIL2OSBnhUhZHd1/DJP6gdE8m2/BLmonsxkucBkcPf85ldbNmEtrcwn1YaliSpdf4l%202NdQ3qpPOiGXe5L8X+Px+LFWlguSgmrULFNsA1T0De7Tu6K79B7c1kHzwLbZKSGOfmFqJJ6V/Dpx%20ICrvyoP0aVj3TbCx4+5NsjW4yuKuLPJRWrR2s0bRQz9YbrgT61vIf3TxZeNftGto3VdyENuu6M1t%2042x+TEU6AmNxziPXrRlNfbo25QpoN91YBLe3gy+MJERCl2Soop6MPGoJodLpc5MVMheJa2vzLgua%207KBuzMafzfq0/Bj7rDMSl61r2BFlcMMlDdtGs681b5d1IJ39g26avtWUWqyW5tdh9U8d8vDaLbyY%20hyGjnx93/aMcxUAAq486VPv29+pL+Gnv6a18B3emt0dyXPYmZE59eLHZCGhm4MzwUY7EOQDTy7mn%20l8dS38a62E28ar+1618gXlex8lDSZY/Wi48oZYvMCpp5lYb00h1aJr4muQz2l3jb4yye0yt5NYXs%20D1t7wxtcQyxE1MVwoq44+Djw0VFX4MGsQaHhcnY5MC/sOExfkrSWx5RsQDvTYr9jaow131rXoGq9%20UQZ6wt5sX8vKlGpUtTz1NPNXWureviY5gyrsW2Ld3eclmt3m9Q+0040PXqCNeZ5doruH4ym25uVt%20IiooeJpleLi8a1PxsKHbeh28NedV7Hpswr6qmWPu++X1FVUt4GRSAQFHIiOq/CRXXs+Kqun466Hn%20eRf6nIiKxqW8TX9uqYIlVt7lK8yD287zWtwnExGCWMsBVd6ih9oPUarx1cHovClVFvHW8lxZIyGK%20SOPiwHqRgsFatKVrrLLWtdeSX+s/TWF1+bS3kTW0ELVdQJ4yVFa0py5bV9mt7WqlCW0DF25YWeQy%20K+rfQxFAfmIRzZq8dyOCEU9+l+4ylpUEEHblhAk+PHd+OjtL10lurCN7gxSSQnyl4wgDU/paprZt%20G2pvsMfZNlcp3oI1ubS+sorWeSO5s+IAKoAoKkLIux+zQ5rzUmyqAS11n7OaW0xK2ojeYTCRUU3M%20b8eAq1CwHUgePXWY/tMpxsaN9NcJa3VlJHPGGSGQzZGd1c8w3wxyMxCOT1pQj76amz5u1QtmbZjP%203EwyF5bxcCtnbzKs8a+VESTons5Upz9i0GvNq+6xP3TrWthr+mGVws2fyGOsZUkntbWNpVj3VFLk%20KoP8w/Xr2vBxtS31HY0fMvfWUvoe+e5ER0BXK3nHkiseInag3rUeXx0jLjTu/j++tbCHbfgCw9wZ%20mGeWZpKeoCCUTZRQHygLxHu/kALxVjWv5+G5jvuGrD6qd0WXC0kNs9Gok88CmSu9FbjQdRsaffo1%2041WmVY8q7eEe5D6wd1QNDFMkTxmppHGoB49Vb4vi23GhxeLS0yjceZW2aRWf6zd1x8TDDbNG6igM%20G4evhuSTt16ad/06TwMmvoEpfqRlsjBbW0PzNnlZmVZYvlofTSOo5834Aio3FDtob+LSqbgZXtlQ%20kUrzuHuP52SOyupYrVpGRmjp5NwAxoB9+3T7ND4uFNSxCvu9lrWuSGxzXdMjCA5m6N7xlkWW1JeK%20OOEEl5CaAoviR01S8SGI1Pt3H9xt2hg83ncibia9nkhEkSKJI3Qn0+bKo5qwH7Na8ajYG63gPX9s%20skCsziSONlnV1Xi3qxtUFqeO36NbW64A2TLH1y7wupfpIsd2Et7rL5KCwdICxThGfWYiu9PJpuW3%200BdrtsjMD9Pe0crY2vcF93FFho7dVjjt5FUSAREMtOR3Y9fKNTYsjgbTC09y8vcDduJBH2x873FG%20Ku012UiRYeXJnjZl5cevgAOugvRW9iut4+Y69u/UbtXM3EmO9UWuVU0ktZTuzUr+Ga0Iqw+HUt8b%20S4/IfW06+GvzL+cWENDCYjO8klIoz5hVdw25NN6/d79F40t7C80Q59Nfprec3sbW0yfc+QS6jcoh%20k5uCTHy9QstKj4qyVP2avb3glVNtgn2Jas+Chnc/hs7kLsV8rleVAN/Ko1PmyPgkz+gi53HZHuzu%20iRbe4jgs44+Jbi1REjn4aA0NFqPfrcV+1b8jcWPoFe5s7gcHDj4cZLFd5JJEtobVGVpS0rDzck8o%20cE+OxrrFV351r9R2XZe6D2Nt0zGGucAsfyecxhe5sb2QEpI/Kri4NNuR2evwn3U0VPyFVt3L3OcY%209tlMLc22UiEighLm3U0pLE3mAJ3A9mp8ePsyktKxYXbPBydsZLJ3ECwQLkZkgwtmHYhpSpYySNLV%20qotem2m+RZ5H2L5h3UuBS7ywN9gsrbZC1nd7XNgNC8nVpqD14nB8UdaCvtGrMS2hBdsKClb2OJjn%20Hzkj2l1BJH6mOZQCys4D+mwr0BrSmt79zYRoWf7aM8k9tiWR4iOSPITVZApUcjTcb0P8+stlrIut%20ktjrs/C/IFGuUCQ45SygkFfVkPJqNsOP82pMm72Evdj/APRHP3F19QxZ38StJJbXc1hexnZkVo1e%20KQb+ZKinu31Thp222Kqx2gv6swtN9Qs1bTztaWFzPaG5oSY2VIR52UVHPwoeo/TrMsyb0BuZktLL%20E463lkeaxuJGgtrgMVSBkHIRelHs3Kvmf7hoHJyaBtn2onc3ccNhZNNH826xwWqw8QI4jV5Zpf0s%20R4dNGk0ZI/fU/OYjtLD43BYEcPyscWvIyDIZFHI0GwYBt2b9GsdoO5MtN7N3x3CMld20l5Yyor30%20EIPKWRDy4KOvEUHNh0X362da1+3ccAq5jvc9kO6rmaOItjbOO4QKoWKGK3kURoqbcFp5VX376NAu%20IF2wXHZK5jsLeX8vv5G4FJVVo2oR5lk2IA8QfDWttGrc0/ssW3a/bJt7qI5G/numvYLIr+FMlvDw%20SSXkARDzaor8ekWyS4FWe4pd3dxwZS9XIdy35yBB/CxkPGOFPFRFGKAceNG5Dbr102lfYNUS3YO7%20bgmvTPkLm7s5Z5n5RY6UskCxtszzFRtDGqjyV8x1l7QNQd7Mh7fuu81fJc7t7FzJ8wOSWyxivBEt%200rXkWqoroLPbgJQT5pb3J2xEFoZLd5DBauxIKWsL0Z+tKlq0UDanv1raQeOrtwb19I/o3g+38LDk%20cnGuRzd+BdSvJyaKP1F8qxoaVPAUJbrqmtFyKduhpLYrFOnpvZQNFsDGIxxoAdgOn+X36OAYMO/v%20B9o9r9s4GDuawiTHs1wsFzbQmiTNIpKui+Ddd18NY0amfOWA7wzOPygyEPps/qFmEq84xHLUSREf%20wOvlP+HSLU6llMk7a1/mPzwYe5uL3K49JrW0EarJaSL6kiGfy+kk3wvFWvFtyF6j2S2X4FdbdGC3%20tcVdu1xPiw1zFxdVQsH4qAPMyMU2DA79dd3NKA/6k3OudfLrJKmJW8tfnLFWiSKvOJQ6JOyrVuLI%20VX1Aq1AYb+3XNdHyY7dvIsXd1icibZLO4lQvVbu3dOEjuW+FDy+ChpvvTTEu3oLb7uux2tzkcMVt%204kEtlI5+UVZDJJ6q1NQw48R05DprO1WU9TFZ126a1+4SkvspJcLdxYeUVUleJWRqdaUU+UE+Y7aH%20sXqFbNtwGu0cl3UmagvIMLK89s5M8fpc4JYXBWRJRufTI60/m0z+tLcivmb5HW4yeaa6snsDNibS%200hnaS1U+pHI7AyGIFwPUROiE/ZvqfLiVl7k2THPHJWfO2NxDCb5VtprpeHzcS0VjvXlHvxqviv36%2086/clHKJYfBXyuUuMLYA423DySkCLKvxmDcid1YdP5tW4b0tWEVUaiCti/qTd4LLXOFvVX8vuRHJ%20E0w9W1kMm1ZUOyVcHjIvTx0daTTYCmJ2pKK/dGHtO4caO4MUlLyJB85b0oSB7VPiNTqzX0slsnwe%20dnXUGTxE2KnowUEovjwb4x4dK6VkTq5AEvu7ByY9vlXZ/TL7TISKKwrGSSKUK7HVni3hyUY/pAOK%20hWKKTG3tBVibaelQABUhmX3+3XpNjyQ3kFjemK5Se3oC8ckZBWROpZl3rx/ZrIcG13RpXYl12Rc2%20d1PkbW4uMhACbS5jJhhVG8gHI08zVHKtR92pc/kKuw6tFEyX8Te91Xnrf9OEizsuQkkkdTCKivpq%20r0WnioptXUlaWu5YNsjtwtfmTW3cva2Yu2sO4rNLG5AAGQgb8MsRvyQeYeFOPIaLJ4uwt41YNWPY%20N5ibr53BZnhBdCo4tTc7xsGqQ1D4jSKY3O4Cq6DAlnn7W2jXLZA3QkJUMFFUJPlHOlWXwoenTVdT%20e6ehRxVr28l3dFLcWdxJME9RiWDOU9RuFSf3W36U15nkVr1LMFKtp151r+eBtx5yFs5ZriKYU4oS%20GRVTkWJ418eP8umof6pX0jnQw76uK796XqsvBjDEFX3BAaKCWr4+OvS8faiPJ8ie4zy/kmix0ssV%20fUqsYO2xfb2jw1fgomxeKm8iqbMyoQasQDVieh6+726vlIqhsJQSRW8kYCqEmQFkpUKw8rjp7VrT%2036CykTapGBFFOzHxai+J93Sut7Q6SmaH9MfyufI3M109GgRFiuFYrQuePErsGHt1B5CdVsNmH3Bz%20Ldm2f/TgSKS3gz1rylY7szyKxUIXPprR033P7NB49rK8v7Xr31+VuW1LU21+XHz6/Mg+iWJyFvk8%209Ldw8UtbThFKDVayE1Xl7qapz8bM8vIwn2U1nJ9U8baPYvNNFMzPKK+mvGIkeWp/WKDQN9tZCq4R%20pXcvc2Kway2Noy2yR857hkoQhfckU8pO3U7D9vk3u8loRNa/c4W5mOS77mz6S4nHySwY6RD6TWXK%20R+VSxklIALjxJqN9ehj8dUU2e4ytEuRy/upW9pD3N3EA0kd58pAJIHDcGX1W/GViKbnagOvSwZO4%20dsL/ANQ+x7DKd0Zq4xk622Ra9uDJC9fSkYysCd60J39tfs15+S31P4shulJm01rk8PdejeWzQOpA%20QMOSEEgDix29g/wmuiT1rXwkF1DCWuKzkAiIW1u+JCOnRqjxU7HavlP3aDuddzU4Aecxl/Y2rCWI%20tPFRonQijUoCR7/dXTMF0rDMVoZTw3fdziZIzPibe4jjk5KbhVqtTvUL1Wnt8emvQdZKkzQe1O5s%20r3b3AnbN+lljY4Q91GbUM0spCllZGGzLxNd9TeY4pKG42t2JHecUeN7iv7eWWWWwtH4wWykB5XUD%20kz71VCTrvF+xCaLaQBZ5zKSTmWOsZvOUBt0/qvQ2ZkKj91mAr/FTVDr7jFaB+7Q+q+fvLP8A6FnW%20F8fJI35XcTEIYZQlOPqDYKSNq/Zrftqc13Gk9tZrJ3eBdL9PSyloflrst0JA2cdPt9morW+mUDbY%20F9yyXXc3bscmReOHGYGV3sIIyS7yqSsnMnZmfans+/W3yNrYt8alUp1rUGXdyXYyOAxmRK+ndWjS%20Y+8j+HhJH+LER/nK+38qFjp2uCLufczvF9+Z6XEQ2UMI/sdFnu1FWeB2FEl93gT4/r0bpuV1vsaF%20PBksnjYmk7ftclNbUuLyZnHqUc1/AKDkfg8v6/boGoGVh7hrsWx76ss3A2Wl+b7euFmNjKWQyQmg%20ZUkUVKk0p1212NV7tjMtm67Anted5bm/uI5UeS6upY04NzKrFK3nZAar5n4qdE4kCzioYmkte38J%20a4a2UtK8bQwe0yEFyxpUbsfv1PRd9iKim0mQLZZW/wAxLiJL14sfLFGLy6hLKYGCgu0iruyltzqq%20qqviP3CmF+j08OUmspJPU4n1FyAcCMgkNDLGw2r479NM75Bjf3NDSfKYnPNBlXDG9XkJUUILhFAD%201UdJF+L37amduy0rgXbZ+wRs7KKS7vpfR+XW8hEllKDyZWTyFzXqaU8NBmqpVkbaE5AmQw1hl72K%209tsgj3uFJSayPIytAyg1QUC8nZRVh9i6zFVpS+bBYq9Snd2VnmcT6OTxzzokhuoLKQvDJDNJRJkc%20n4QDR/srTTe7tNtZJEtp25Yqy3UttErx04S8WcoQhB4M5Z6+0131O8ragkyZPwI81nYrWN7eACSf%20i3pwIQW5UqvLp12oNbjo3uZWs/AEZe1yGJxMt1byreX15DynsbmRlrAXAJUAgmnRePTTsSm0rhBU%20qht/u05SO67+ZbdGRWtrk3EM/wDXRsnphfCn7xUsOtBquq3HIfPqVb3q53KpbRxJITHdQqyqS8np%20qqSsP3gCvGml5F9QXQzS5xP53Yi3u7w2a44xKgjj5TTKQ0sojjTiOauWWp8KezQN7GGk4mzxP0+7%20WkmdBY5C/VR6XLlMqEeWL1DSsrAVlI6eHTXPbc1GP91XU/dGVSGycW/zEUqtNQtHCisAytTxKttp%20NJbljG4GTubF4v6ZdrQ2mGJizF7ETf3soDXATjy4Cv8AVfYu/tOqkhMiB9FsR+d5vM4y5ujHZ32P%20mluFrUzyIeaK3t8zcqeOtbNS2gnxcGOwFhjGtII8h3CFaCcTRloTJFIwbl4hY9lb26B77a1/kDPo%20U8/dZPBvJkM3ercZC/aO5W0jkEV1IY6en6oWohgQ9FHmPgBov60jUymt/ju+7CPjFHbdw4qKaZ0U%20cDfwk+rIqKAeUkDFiPFk+zXcdAtgRaRxJeTWtrG01nMoeVgPTSGtD1oARX+KldZZ+oxIMY2TK/nt%20LL+zJBAFBpwnYKtPWdPaeZPm0EbDO0uvJkbTBS4ayeaaG4umuFcEM8UnEF5Fb4V2I8tfMPfoJ33H%201X07cn0B2R9Sc1iO1MPBnrF76P5RP7bEGFOBIIfku3w76sq4WtfoQ25clnJf3hsDApWzxs801PKJ%20WRQa7VIWp6/z6JtmIwX62/UPNd129rPfSCO3inrb2sdRElVJqd9yfboJNEXGdvmYQzTSt8s4JKr1%20I8ApAIqOO+kXyllMDNk7Jt4l7XyDGD5uy8ltJFLRfUA8xIkHV12NabaHHWZC8jI62SWta5F26XFw%20206Wl/Jaxc+aW13FyVFRT5eaEA0qevt0DxwxtPIlb8h+XEQWsVrj5SjlYo5rl15cJJpl5AhadESg%20G1evt0ePEibNmbewJyfa1nP/AGeaApGd+JHBlJHVSRy8NOddhOPLDEq8tMXawT29nHcSmNjCYpmk%204qR1I2347+46RvJd3VjZyCFusgiyWokljjcBJYk+Gvw86E+H6tMVEJeRoIW1hcQ3FrFAzGB40Wa/%20LtHDQV8tQRStQN6aImkYYO7szhGgx81xFkbFQGkjmAmVbhqs6Ry+yOoA4mmp8mNPfqHVxyPlld9m%205KGyOQw5V7qAXUVxbS8JIxMpDD0nr0KHYjUl6ZK61r8uXb0KaYuCJ5U7Wv4ctjt/Xw94whmPJgSE%20BFCevGn69Ttpb2+lgWxp/Ezz6oZ+9tO6zY44FUMFsy2jxoW5Jybgdm3DE69DwqJ039WbjydtYCuE%20yeTwWSju7VjfWkihbyBU4ORTzEIvlNOo0rJeuT2sSNqwwZjHnB5aHN49SLC6PKSKhojMa9DTyvXp%20qZfUoJ2gj3JZ29/hxdRgOqL6ntrGfjU+0jS8VmnBtXBkPc+KurYtf2shNkxPqUAb0d6UK7eQ+B/T%20r2cWRWW5TW3Qc/p7FFnu6sPicjYwZHF5nGpJOzEqYXtgyNMhADL8PHqK+Oh8i/bRtD8UdTQ+48/9%20O7lrjsjFX2Pwr46MpbTzRF05qpJCHy8mAHmLNufbrz8Hj3vbvvwZZu5juQn7gy0FvZw3VpKtpWOK%20aEG1mkU7AP0LbdOWvUrRI3ujbWvYq4zI3eIuV+flkgeBj6UkbqSjBfIVLAj3e8aO3BiaHPtLu/O3%20OXxkT3Yew7gLxTB1Dxx3kLHjMi0UIT5eQT211LaqDtwbFML2TFm3nTjeqerMAj02DoT7dtDWk7CU%20kueBCtbDKxd+2El5c+u3y859NSxRCeNeC1rvXrtqP/0KxjfuymlpZrMCPIPw5zEyQV5VAp5z5d+O%2037NeEnsPUyZX333zd2PcGQsLjG2mXx0UixiGeP8AEHJQSBMOTe3cjw162Gk1W+vy18CTJnSe6TEd%20O4volkrmSyyVjf41w4LxxTepCWU8jxcBm91NXLHnpWawwsao9oGuxsvoBdWny0NuqEinr+tKs4JJ%20HVyAWodv8Go8mXyV01rUlCtRRP7+wq90/R3Gupv+z8uL5+VPy274xSHkDXhLsjEU6ddVYfP2i67S%20e9K23TBcP0U74ee3MyR27TeT1InEioDvVnQMAR7tVV8zE9pFrE0GYPplf2bPZ3WatMVBy5XEryxz%20Sv8A0lSMileOwP7dFbtsF2uI16BDIW8mVwdxEMhJPkMWyxSXCzqkK2yg/wBoKR7t+H+7y66Rjara%20GAm19LGfsWxv5e3Z3xgS3h9L02uJwZLqYIhoaKeEYNaKv7vt0Od8iMvISh7UynbdtdZ/1FsMhljR%20wQJpVVvggi6hWIpypqPLZvZ7IGyaQuX9p25PAZu7cm1uQxf8rtH5M1KjlPIpf1GJ/RpuNpfajKv0%20Bdv9XewMIfy7tLASTFuVJOIjDhRvVt3Y6c/Gu97MOtG2P3917u26zHdHcNk0ccVtb20csUSrVlMk%20zVHM7092rfFxdvzGqsCb3f8AULE23fOZscnayKRk7uKG4gBl2SVhVl3b7euos3h27nZE1sbbkuRX%20uGzVsYBNBlrdd2jDD10Jr03BrpHfavKFwxdyHY9zEzXWDmMyKSXtZKrKhpUAD97fYadSyYDgkxuX%20gvVaxycfGehRlkFOXhRgdLtSN0cgT3J9PMbcqtxE0luYg34kO9BWvmU9RqjD5MbMfXIedmYSTF5S%20yu7WZZ7vFktZTcgJOBB5xspHmG5Kjw0/JZXUeo7HkhhPuD6VnuP187gMikmSnd5Z8fMSoJZjsHPm%20HSm4poaZO36bINpJwuAW/wBPoccY/RQjIxoIvkbqiJJQjlwPQVNePm663/sNOGOVE1K1r/EpZHAw%204+JJLfEwzKqVnj4SeSYk+UICarTxOmK8gJ1+Aydjd63F1k/kMtbelMEYR3MYIUoRQpMv2D4tLvQK%209FZDRiVglsctj41Vh60dzEAOQAkSldx05CoGkY+NzcT+mBO7h7fbH575V2ZbfKpFJ60ahuFxaHmG%20ANd2Qsp+7Vci7rcR7SIdu5+4jS4Wayuw0dJqoVBNV5cxtT9emW3Q3Goe/U1P6fXFrhCLzIZC4jks%20YWWVEo6On9cIRGOXMxB14lev3aTkUrYavcY+0e/I+6pszd2Nr+X47HxsLeFlZbh2AJMrsBxptQAG%20o/b1MbqzMl5Qm/Riwylq+byd24ihYGGWSgpKzyFwvLwFSPHS/IydF1E5bbQGr2WbIdzdvWBqJbgv%20fXMdQzRJ6nFVqOlFj2I9uuxV7QuztrAPvLW3su+8wtsXto76WO4We4XkVMqbqqip4l+mm2rPwNq4%20XuPuJjtbaJIrRBLK6glk/Dij8asdiu7dB1rru06SpnrWyurNuUqm5Yn5a54kKklDuik191PZoL1l%20A2pKgWe2c8mQv7SIOAheS2vYty0cwXlxFP3WC1GkVlTW3yJ6ythgzd3HlbK4azAx+UMKWUsscYqF%20hPkoV47shPjtX7tF/bCHOyrX3KfBUYeozTOo4ryYsWoPEmpO23u9tNKtZ23ZDazsLXdXcOQW2YWU%20TlHJHz5X8GMq3FhyI3app7BpmLE2HjpLkFduOsncVxaNFLLZ4udQbhgS+4p+NWpbz1366NtpQuod%20qI9+rWM+ZjTOWRZmxgS3vYlJH4MxPFlWv7rbNT26pw1SUBJQF/7r9xO/1iTmvxYu6WRqGpKtFR2N%20PiNaE7V+3T6oI0/6x3UEncJnFyI8rYn0MatvzMgLqknOYV2C18NT5Zk1NEf0v7RvBdT91dw3I9G1%20DGKZdoJSSG+YVSAaha0r411i4OYkfVbvL83vJbynFYQYsbaqDzBaioqr8XJvHSbS3AVF1Lf0d7Vv%207UXOYyjenjMQJDfpJWst+CrCHka0SHq1PHT8eOWBe/4iP9Ue5J+58jcCKZnmZ2kMTMFVIK1q39KR%20zsBvT26O0AIh+iMkdt9TcPa7+krPHOqg0qUJHKgNfMBrLMYuC53p3BjOy+8u4KW/zmYNy4sLZ6C2%20gDnnzkFetX8oHU+OtSBbMgu5rq9mkvJ39a6uGM9xOTuXJqV8dqHTGcmFLC0u7W4hyFrP8pLZhJ4b%20lKgrIg5ilR92gsxqqNdnenLzm8EMcFnEFmykIYRwyTSN5lVWBoabhf2V0i1WNxxMBxPlZstDfQsM%20lc3FzDFa2KI0MryGnGKQq3JabACtNvu0KUjbNJeh9NfT/wClHb/bFgrTQJcZKY+rL6gDwwNIAzJC%20rbUVh8XXbVNMUE1sjY9cQwKFRxI3TiCPA0pQ/wAfs06BcHzh/eLwuE7fyeOyNqUs1yKSGW3SioJI%206AOijpyDfZ7NDZHI+ds9mPnysUKkW8TVBPV2IpX7vDQwEWe281FaRSx3DSSRji0EEZ4lnJAI6MNT%205KNl/j5NtzV8X3FZQYB7F5HjNxO3ygYcuPJQVWqmg5/rOswWUQL8nG5lcCv3BGYklSb8N9wUYUNa%209eo0x7ioaHDtLMQ9wDHX0DqJo44o7qPrSW3QIQR7+IO382tooF5YkdMLibm5unF4y3DylVREJC0q%20a15dAQaV0VG0wb8SZb9XbjKds/UPMz4TKejbQ3MSS2asKpIYVdiI25KU5V+/w0LhsbjWyk9t7m07%20jxX5nbY+xF6gpkIYrWQv5vjeIwlG4Hqyndfs6LahsZMg1Lc5Fnx7YKU2scoc3xWS1VEGzV58uYXj%209p1qsvUXdQErTARXlpHmLzH3OMscczrjLZyDNdz1Boijoq7NIxFdwq67Zbi3Zwfu2rPu+97zmyF5%20i5rW1mSge5Qq3FD+HxXzdfZTx0F2oM7lJ73RgzaZXmA0fI8o/wCzGoNB5ld+I0tv21uF3Mq5OxOX%20mkxst20F9dpG017NBFKeDoECiWqyozbkgeGhw2dNv9I6tJrMFHtfIjKn0PTFzcLxC26DjMXZqUX4%20a7VOiy+Mm5qQWw+g6pBkLUSWNw7vbkcZLW4WrKCeoJ1BbE6sQ00WO3/mLR5LCVS1tIedo5NdzsY2%20r7VOk5a7ygIYl9w4+XC5mSCEg2zgSQxuKjg37vsO+3XVuFuJQxOBr7Qjw1pJiXxsQtYrt7mGaRQS%209mzkSyKlaUhf3nb7NNvZ5EV4bLdMRfqZ9K7jtjJi8jumnwt1IWt7mRSzxliT6TOKmu+zHrp+HOrK%20AlyJava2d4t4t9dQzAh/wUqQynZl5H79PTnYJhOPuCO7k5qJ7tk3lMwRRQ0JrtRd9bDMlSGMFnPU%20VVkcveYydb61iijCwKke8yhqCr8RWnu1Plr1CUNH0q0kN9jYyaOrKs8DjegdQx/0tA518hfK9xMy%20Nn//ACWxniQtLAHVmJoaMtKdG2BO+vP81zjDwPYebAERqcwyyOUX0BGCAg5Hb7a9CdeNwtiiTOPq%20fbXiY/I/klsJ8hdXANw6hC6rIArBa0C8V9+vf8LHXsRI67s+eLzEyY+b07rg1wRyMKOsnGpI87At%20vU9K/t16ygxqBk7Yw/d2cMlrgpuMqKZFd6Khemy8m6M3Qb6xwjgNkj3VFN6GTubj11J9SIMeSFTQ%20hkAXjT9msdUwnJf7a7r71TJ22Ps8oyNeSehCbjzR8n+CvWitsv276mv4eK3KMlmgnvfFS39haZGN%20HurmFPWNzAhMN0WZHhL02/E2U/p1Dfwr1+xhp2rvI1m4itb75N7ZIbqBCjwIApIcVowFOQAG1aka%20ivbJR7zAOTut9y3GDBd2YfGW8drBj/QgQ8nSEdabh6EEVJ9unV81dUKVqvdgD6iZfO50xnCtbmJO%20JZriUiUgg8uCmiin6dHjy425cmtUfXWvyE3I9hZO+YFI1VqEGSOVNq9Rx/hP2avx+XjSMlIX/wAg%207gwUgmdPllUkp5N6kUqGatf06fa9Wtgkaz/dGswnd/c1x6TxubOBZOTK6sTKSCpAqNh00/G1wYnu%20Z/8AUzHX57zzHy0IEk+WvpjVqL6STuCzMfeRtrrAgK/sPyhzPcHjcW0InFtAPTZQfKZJW3o3uP8A%20h0CSt7nWqTYruXuy5aC8x1/DNZcgskkjGQ24OwWY0WZN+hA4nSMnj19Af6Uxnvu8u0L65js8qwmn%20LcI72BW5qaUYsV248vbpCw3W6F2wtBSGO9s4hJE/5pi2+CaPeRVpShHjT3amdZ42YmAXk+3obhGy%20OFNJBVnhSgqRSvEEgq/u0eLN0scjztzvyBZjaZCqSRjaYeV1IPmG9Pf5a9dV7pR0H1s0PqZCxytm%20iXix5CylUGN6BiQRsynauhdVJTW/4lWfEsOUlnO91AhJMErN6iHoeEh8wFD0eo0P9ccDLJXW/PqI%20/cOMxeSkRPUnsb+NqskQEazJ4q9DRq/0TptbtcoV9VXHKLfa+Ya07hWCRkhuZLZYWgYcUZ4noAP/%20AA+3SsdpmBvj7yN2fEeWt4J4SsOTsJVukhcE0UHz9T5qjqPDT52NyUELvTDpc5hZFyE0cF039ohk%204tGyshdPR5A9acR4DRYrfSZj4OZcbk7Hty1ubK543drfPLHK6ihrCvLlSh2UCpHj+stmM3Ww09vd%20wmfta7mKxxXN+j2rNbsCrJHbl5JfLQihoux6nXPYyWGbLFR2mIsrEx+gDCt9fIATWYpWlQKELSp+%207w1FV99pAx7uQT29evNm77JzxhrWJYcfZRlB6iytxAaNvABGPIA+Gqqr0GNEHczl7iHMq7Hk3yEs%20pALgwsXilX2lg21PYfHTlUW3uWJc9bQ2vqPMY7K1jAdS3klmIJ5NT4t9/tOudTU5Al5f53OTG4KT%20WVklHhQVWR/T35sP3Y/dqe94H1pKGLHw464trTIwxLDfx8U5qvEvH14H205Gh8P2SZLk3kwkT3V3%20b20T3E0qIiAmSZyFVQfa1f6J0G7ILOeQDlXusn23dZOyufRx1OEUqsqyzOrDyqrdB5vtPh7dU48e%208sbjxbyyra5mG2vlh7ktXfD3KxLDOhJh5NtGssaeYBaeUr99dPqihqBgHbYsYru7xkxvRlrr5i4a%20oDRqxJKmh3VKjp9+uj6pBiXIKurpbY5aVkjufUS4t/k5CeDxyRKY2IHhzU1p4jW12YT4LH939TF9%20fZ4VQeiMZPwlUGjVEJNetKfbqpIBD19RMXkLbPd2dzY1meW1MEMvNAAr8I/S9NvMG9raTZbhCV3V%209Tbx+1bWHE3DR2tmjQPHIoBkuC1PUYDZqULA9Naq9AZEz6c9pZbvW9niZ7u3cJzxOU4M0KXIcMzS%20SEitUqFIrQ67s3N7toNm+pV3b4Dt+37Rwys0j1E0gKhpZHoZJHO27k7k+GmJKqnWteouW3Bit/2/%20b2+DummmaTKzNyN4FX0UWpBijZq7ebzEA+GlTLGdsFTt7ud+38lZ3FVRba7tzd3fFRPJwYEwhh0V%20V3c/doXU5OAl/ecsrRvqFHnbACTH9w2Nve2M67cqKELAH2hVNDpyMfIgRYwSdtzZdQTcW99HbyoK%208QrxFh/8S01kmpBCya5ubaGLJCtvApCyy/8AkRgFhUp13+FToLbDabhy2ucEIrcQY2GPihlucmHZ%20ZJCnikZJWvRUG3m92k7vkcorwGe0u8YsX3/h5722SSytrlCWiBcxxg1ZpDTd1G7fZoqI27TR9n2V%203bXtvHd2UyXNrLRopomDKQTWoIPiDv8AfqxOSQFdx93du9uWb3GWu44+A2twytM9AuyoPs6/5dc7%20JHHyV9a+8LnvW/fIemy21oRHZWxb4Y60613Zi1TpTfUJV3gy+xw99eyNGiMswUuodSgYCpK13oTr%20LWSGVq3xrWvQaMPh4sYY1l4tdzkVB41TiduJ3J2Hs67dNT5Lt8FmLDG7GPGWd7l8jKyxFyhIWOFW%204KzbE+UDkxLfvfdpElUzzrWp2Qs3Xa1uzXcuTvp7iSN3WKP1CrcAd2LeblU0G22nVyw4SRPfF37t%20k3YuJzeGvr7L2M/9lx9q15kLUASHiWCxI/7pqz8j7tNeVQS2x9vwCad+d0fMesMpOkgYsPSPBVp7%20lB2rTQqzYppJDP21irPuZ5bzIwx3OUkZgL2ZPUPqv0klQkLLxO++styEnInXfandXbndsbmF5slL%20Oy48wyr/AGi5DAqXCkBUX4iD08dE2rIP7TRLPNS5a5jTJ9xzWP5fV8ubVi+M+YRjxWJyjHcDzAGh%20Pw6Veleu4l1noJXcn1ByEncZvMMs9tjEKrHkIQJXZVajFo3ARNyD6XXxrrq4KgWpHQ5zHcX1Dx0c%20Ed3lJWt5yZIzbsPhdqnki1ry20Sx14RqsiS5vspfXlpbreiyt2YMVnUySMetZKcpCR46FY+3kZ3S%20oKuayUMV+kkZuLyI1Y3aJ5GrRWDKnLpxpTw0Kq2W4bKtd9a1AxZHsPF3QtshZWzRRKRWeMkq1Dw4%208lpTiQCDXTk31IkuhJkMx3Phbq3sLxTm8TIKWkl2DHPGymgjjvFqOXhxl2Pt1l1W1dxdqJ7BrBBO%204bGZrETW1xC3GRblODxsRUBgpo1fapodeZlxuY6E7xxyCvqRYzRdt4/JXxjjykN3JDBDHUloAvmr%20t0qAenu9ui8ZdrafAvtjkWuy+6BY3ohZQU5iWSOm5RV4vTptwNdVusOQ4jc2y3ksLvHtjb0C4xc6%20kLy83GuwFT9ux8NC11XOvjr33KKueeTNZfprjcTLJhMrS8x81x8xh5z+DK23miNwopv0oftHs1jy%20uZXzKaVTTQr9y9l9qWLQ2SZNBeuvL5NyyQK5qwhYvQhgNuTMeXXbVVcsqRbxlLFWufw2cxl16LLY%20PIba8gKK4EU4KlhStaK1fdordrTB7Wmbvi55MdgrS2diXx6GNlANGiU1Qb+1TTUtrwpBrs4YPbJ2%20U2ftbRVdrxVeSdwAUjHVBU+PsGvN8tv+qHy2NxUarPqPNhIGLeko5BeDCXkKtyPwin8vDrryWtlr%20Wvm/dmMfUd77KW3cUEdvHFjcfOXe4FQ8zKBXfetOW519D4eSEkQOz7oMShjVJfRaItHy3ffcHr7N%20qa9OWg4Nv+nFhbW+BSNreQyZFzPAsSlvSAJCspFNgP4jpN8m8ja1UBzK/S627oENzLapDlrcBKhz%20E10iHaOU0K1p8L/p1lcvwBdShYdk9k31kM08ctnBhzKblpG4SQMoZZY5ag7ip619oOjVtuTnUqWF%20l2Pf57C5LGhmgVw1zcXsyryihXmqujr5yzqN/bvobNpBJbjj9Ke3LiSe/wC4cjMZrK6la6tbecBn%20jkcsHPL+DegUnU7m2zRua0OKi39Xu/7e0uZLTtywgmvrZvUvpfT5KBUsYyFK+ag39g1n/Tx25Wtb%20ik5FGx+qpa0a6nxEd0IwHmFrI6NGCerJIGFK7cuXsrpNv/MTe1tjHSr51r/EeO0s1273FfWNhbu1%20jeZGPnbfMBQhJqQvMEHlttpa8O8xILxV9S53P+U41Lqx7hBhghuBbTpMjUMhAdCnGvJTXYrrFjyV%20cBLA42Y3/QCDtuDK5cYi8W4eaGJ5Yv341VioXp0+069Dwb2dnPoY6Q+TLu9cpj7P6gZjKZG2lUrf%20TW9sZVKw8lncJwG9a1JHv39mjtlt3NJdRKu1wgRmYp7rHS213bgRXyVeSSschXevEgUUClAPDS/7%207cwY8j9Bcx3a9vjHMljFQsQeaSMwPGtD13Gx66B+VdgPIy/FbW0DmR2t7Xmas6xg1Y0r8K0rvXTK%20u76o76ghb5XGRCsVxcXPHy0gRytdj8IAGheJ9QXjb3D2M9LISLb2szWs8qLMnlKt6bVAbcU9tK6n%20y06Na18zP631Av1E7Ou3yyZKxtA6xQRNcPFQyesuxkpuTyRd9UYVZVa11/c1po97KdsnhJ8CqSRX%20UTPNjZo24u7JVpIU6UcfEobZhXTbXS51rXoVYkrqCjjO9stj8x6OUUsVDQu1ODELUjlH+6w32/e0%20xUXKCQzfmvb2TjKyMkiSj1IlXflvSoI9ld6b+7S830j6VnqDXtsZYrcZq4PkxnoujyV5FxIBRWIH%20IcSQKdfv0nE+4xVSs9a17jbbyWOSsY76OTkhUSKKUfzDagpt79H2jJKd00RsHtFuFi+XFEm4h6NG%20ObI4ZTyBTqtKgjbfXY8m8AdkAPMSLF2fM59GeeyD5eNLUlo7i24pCTVwDty5OPDVFUuAbPqVux3s%20Fnwssh9G0Szuclco24HrtSMe0s0a7AeGgyzDQNuNhzXJ5K/wxubiP0b65nkggTiQFt5HKRrsTQhB%20pVKQg6qKwQW8kUMWPt4qepdXd1duCAQPSX04x7vjOmKeDmthZ7oyYg7esomDSS39eMK05lDcEK6G%20tQY33Bp009ciwPiUmschEMmZG9CROEbf1Ks5NWYbsZDX7vD2627b4Oq0Odz3HBLYssX9c7enED12%20Hmk/zaGgHjqK7SRuTMqrYBtlrq2AHrLyc+VVIqTsRQV61NdhpXYmee92C+4O2s1m8IuUu7kxfJTe%20ncYVzxJR6CGfc8W4t+5qrFVVW3JVjxqvQpWAuIbueMXK3LQtxhtOX9m5IDymZB+6q7Ur7tE4HQDb%20+a6yt4klrfGeSBfUqwpGSNyqxdOO/TR1AsVbHuLMWWUFrJevELVS8sxLHgCa8dvjWv3jw0UAP1Gu%2097llngj+dSC6uIwPRuI/K5RyBVSPK6kHf9mu7Tu4Zv7ukj3H1rluN+D4+7ZCvwcS0IANPHxHu0yp%20y3Nl+snclpZYufDQLH6l+Q1wCaF3AqFqD1PBf0aVle8BpSfLcnddiJok+Tiv721Dy2/zA5wRMep9%20PcEj+lokDwbr9LsTksN2xP3v3XMWy2SjY422NEjtbVgTySOiojS/6OjUeoFvYyTu7vJbzM3F5cSe%20oSWENpxJZw5J8D5Vr/Kml5HrWvnuFT1EfN5vIzSGeeVoViUcET9xSfgjqSEr4t+uusrXcJsATXE1%20zj5ealZAQUUdEi3B99Tsdz166ZAKNg+ocb5/6IdkZqJ+S4+E2c/LqHjJQk9NqU1ie5rEXt+aQ9g9%20y2tsirPbyWFyxX4m/EaIkH3cwR01zNL/AGzY35wuTyst1EDDEoe2lQiF0NValBQyLUNUfp0q8NwM%20qo3JoMlJkMa/ysUUMFvAiTxs1Fl4vUK5Pm3p4+3fSmoZTWGtiaztwLByGisLW2gQ30MKFlVyT6bS%208qOzuaDb9mublnV2Jsdmc9ZWUaw3M+PJUq1vFOaeXblRGH8v06dW3oJvWGUMhmZ5WaSadpWJqzly%20zbD+Ik9NatwHsLebzjywG1hbdt5WX90A1otPGo0UAp7hXtvuC7uCbWejzcAInIYswBpx4qNz1pqb%20Jjjg9DDfu+Ov1LVzPJDevdXcpWJvJFFGCJSWNKmhooC9d9CqprbkZvIwJkTZ2sjQcgoj4zSR1Xyi%20nXf3/Z+vQddhjW3sRTY6yvO2pL6S7gs8fGVDSxn1JiHJUBY1qQzcTSo1tVv7gWtsO/0btrS17Vyt%20ytuFS9ueKq6issMabc+RoeQY7fq0y8ktuRV7r7TwVreSTWrSWKfF6WzxCp/c5HktNdW8CrUnqRdp%20d0p22JRGjXUkjBkVx6aBh5QSD5mp7vs9muvaTq1hbjBlbjAZXDRXWbyCS5y/guHm9ABWt4pWqUlk%20WjclUD00p47nWJQbLZmYyeOmzyW1q0r4+JBBHHIQnT970gGVyvHYGvTTolA90DxhsDzma3y13bY/%20C3CpHffNSK0Mnpsw9b0hRkYqw4sjAjQdrRzsXcZN9IcLmJoMBduvpgxQ5CaF7u2Dk+UMx86io+w1%20Ohte/oD/AFplXuLsXvLMPJfYQ2yXbBhKkFwjRTQEbFBIFeIso3Q+X36CvkUfLBSdXBn7S9ydvyyY%20675WcqAhrYJVlVyeLKR/F7tOSrYorkaXBrnaf1M7Rw+Igx19ava2vBo1t5GALbGpVT+nfev26YmI%20deqAd/3NOjXF5gZMhbYpm4yRRrDMlG6SBZOse+46aDtXDNkof/2ZmMZlliZJnnt2EL8IVWKQoBSg%20j5Bqp0IrTSr409wbNM0LNYCPuftw5C8WS1mIEyrL5WgBFaMnuqa7dP0aUnVPYnup4Mz7B7fjvu7T%20i5xxllsryK3alByMRKFfcabdNG7bB4Ky4H3tL18N2JZ3eXuAUUEOx83FeZTzEeC081dder5Rtqtc%20DVcJjcxjjjrtRIjqDA461AqpVgfiHVSDoGk9xmO4l5vH3ORSe3gMTZuxCyWruoaO6gQ1BINOEqUo%2023v6aVjydr5KO9WXO4k3V53NbSGcLz5kmQVEg5VowKGjof6Oq0k1Jja4NNwmbGWwNijj0ruVlhuo%20WryATzc/bQrtqPNvsupLl5LGKx8ENxcZCQOs17cMlu9OTKiCjFTuPi3G9Pu1J5f/AB/P99f4litC%20Q7Yq04xmK5naWZlXzswQtU1CgCtaU6DXlN7BbpQZrd5zH5+37qwEQ9LIQG6iaMVJkIJKuKbmtN9e%205hxOjTZ57hXMCjjaa1WUllKeRx4ArtQitNjtr1RiRpn027+k7UuLTDZa7WbHTn1oblRUWzSEgoTT%20dW8f4Tt7dTZsfduuSilo1rXwPou2NqypewRo3q0ZZFUVY/0m/e2/y6mV2N7VYRPq99NH7qx0t9gp%20ntM1s9xArkQ3gUAgSqCFLgbhyOm2nYs6n21rW6rYmZV9K+28rBYd15TKYwhcdYyWkMNwp4/NSNTy%20AioZAK1GqLNcoSttjTcxe4ntHs6HJ5exazvfl0FjaQAc72Yxii808Kmr1FQNDVSzJkU8bhO/sN23%20zmxa3uXy1+l38pVSnykkJqiuDsPMdzt1r10bqnwanJ5j+08Pla33bMUArJ6d3YeZBBLuJ1JUMskZ%20/hPXwOsTb2NF/uPGvirjnBdx21jjX/sk8J5NLM/mMdvwBPkNFB8NEnAL33NYORtPqR9O7fuGDjH3%20LgFHz8M2w5KvH1GVtjxHmVjpeSqspfQzv7Qh/dtxAs7zJ3cjfjXlujxg/E0QkNHPj5uug8G03sxG%20PlszL6hdxC27szRzF0WAzMphhVfUkPou0cEca9AGXxrT7NtVNbsYlApTdxHunIXVmOUahfwogxar%20EcfKVO/m9nXRKqSAtuA+ypILjLyYe6vXsLqB3RA7H05KNx48jyCH7dtBfCnvBvZJpUlhFHfQ49Xp%20dSULRT+QqGagHLdRWhI30j+qeDv60SXPZqwXMd9cQgPUCOY1Eb+FK8v5tC62pswVZr4Czmrq/wAX%20dTlwbO04+qbmIyTVfjQAAtsPAVIFNNUWQ3uTQ1fTy97l/L7t+47iK5WdVazqA/GF1LUfj0YdKHpp%20WeypshN4QuWl9aLm5LeV2sb6Oci0u1AWjK1UB34sPZXcazdr6upmOzq0x6z8fb+W4yZqzRhdRei+%20QiQCa1k6q23WPfY/u+OupZ1cF+z3QoXHZll2rZTpkr+NDkVa5xGe4j0XZQQEqhbhJ/SO3s061+74%20Cu1lLI4e1uBZSZrujE/lYRTMlvPJO4FKq8gVfu4jxOirVLga5Y3Wfcva1nbphbO0yF3eQQGN7mOz%20e2iK0qrUm/onbbS+xpSw5lluK2u/Qiis8FLKslXeaYNzoa1NRtuD79YlBtrp8lWzxebm7wSe5jhO%20HtbefHzwM1GEF0AFDrvWnEctOThCmjy/w2Gs/mbeGTaKzSCN6AhECmKEDl5RupJ9/hrGzlUZ8BBJ%20cdrx5DJhluLaA1WQBayFSpPACg6baWznDAUzCy7hYSjnb4/ERNCg2o88rsW95ptptUY2Zb3nmxaX%209qFPK5S2WC1h6hBI3JjsfFqdNOSkTaxBhcZfNHPNk5pJ7i64tLHUn01A2Xp1rt7tDkuqirZICt/m%20bLGWguLg8YVooKjxPgF3qQKamSV3AmO5kA7fv76dM5Fec434zY9wgJiTjQgEE/5dULH2qB9EkMbY%20y4mRp5bic3LgCT1GqnMfvlK+w6KlEta/Y12KVpgcDEViVZVyFvz9S7cMpYsamv7vt8tNH2ptG9zg%205btpbOB/y0o1Sahxy2PXi29OXs0Nq7RwZ3C5kO0Mv6V3eXUqB2VWEaHkaL5iK/fTQpJHNgO0uGmg%20DlmjilpJwBIPMH9wjp46N2g5L0Nj/uw3Al+qYGyhcfdEKD7Wj32rpePdyHEbBX653Mlx9RxhkDCS%20S6ScFAz7CBEVm2YgIzV2Gw31119TOVgP9KPppY/mr3+eCtb4yaSe+hiYS+sztwgiJUHq25Hs0Ssg%20Wxz+q/ckl/NFhrNVaV15SxpQBI4hyavQKqip+wabZwta41uxacnz9NGbq4muoV44+Nql2JPJ6BC9%20TtQV4+zSZGIAyWMn5g7XMhHosWdh8Gw8i77UNNtEma2j9a8PTd1BJL8Z5AeSDmNwKACo+ymtZhpf%200+zpznamc7CkiIl5G7xgryEjJu8W4UDkASAPfoXszZ2B3ZeJVVy2OliSO2vbR551FefpQqzRRgj9%203n5jrmzqlhb91vpMZOBD6JkteBUM8gEYIQU8qq3Kppv4HU9/Uox123I8raYG9m9K0sJvXgR5pxVn%20XmN2LPVQp32qfZtoVZxI6tdikLdXQtdXCmeMq1rE4CBmQAlfL4L7Trp9A0ie7sUv7ZLcOEkBrFcq%20OJ57cqdOnSmsraGbencjP7xckkrw3UshkQ0ZWNDt7gB19urEQOpDBGWk4j4j8NQDU9BrjUhqwmJy%20sF1DDFYVnuiVe6aTi0YPUKd+Jp1OkWsn1KsajeBwuH/IoZHiMV/Quqm5UGGZePn5KDyJ5NQU+2uk%20RuUq6a9zjtmeymvo3zh9CzVSJZVcBKHZ6bHby+PXQW24DrD5AuLv8BeOWitbqcGURrYwcaMI6spJ%209vTqNtOdWuRPcnwbJgXtY+xLOW3tjaxXDSy+iWLEcWKkljTk3l66ZWsoiyv6jN+4Lq6aSRXlLQg+%20VGHKhH8JNfHXOpn9gFe0RUqr8lqOe1K18amtaj9ul2RyfqMXZ2Kv57u3up7K3yWJ+TnuZrZiFkEb%20BkLBwOVHlp18emtiDeRaxvct08clj2xZwYyWVT6s0UatchK+b1Z5QzKB04qBU6N7cjFTuF3KW2Rt%20r6G0yd08gcK5kU+oanwINf8A4dMq0xd8bWxof087Qkxkg/NZvWxeWMSTSW0gokBdeLry8ylTUaF3%20TYLptucdw27YfuO+TD5f81ukq0EN+n4pgBLLNDK1OaqKhxy5DQ3xKy3R1bnsAuM1ilyWahiv8vbi%20sssss8LraDdGWgdJQOX8NQOtRXQUoqqFwOQ7d62Vv8hHcQ9vG4vAQLlLQoYmP/1Y0c8kJ/h8Pbp1%20RGxW7c797ruca2Ajw5fgwS0yN0qKIIwKMknH49tt+vTSsuWtVuLvbtLeA7PxuESSZ3+avpmaSSeQ%20+VK7lIQx8iL4b/frys3kO+xNbI7MSu9vqM+RkjtMLdLLjbfnFkZaBFNCePByatHVSNhv7dWU8Z9s%2025G1q4J+zphcz2+Uhfle4uTnGw+J4HUq6VPU0Ohtaawxvj2ixXwi5SbufL2sMgb1Yri+t8aw9SOU%20NRpUj5HyPxqR4HVCtsvQotXeCHs7uvIYyF8NJKCgKSWE5PILH6gEoWtPhG66LJi6iY6msZXH2+Ws%20PmEb0L1BVbpNm2I823v608emp82CVK5M7Z45EXMz5+0V4bdrSa8B53EN0pCzAmnJenmr4j76azHb%20s2vx6mrLavJFgMlkLPt++y9zaQWeRDNFGkY5KSCAta+0t92hvFryt1rX+RlF32noaBbQTmysLiWQ%20lo0SOZTQUkcAyeU0/e8Cf07al81TT4vWo/ArkZoZrZpAGiEx/D4yArxRqH4jQin+DfXkvha1/id1%20Pl7L9wz4LvnI5W1k4zwZCZpt6c4mmoyEb9U219Xhx/SvgR2e/wCBSz2JyWBzLG8gPyt4xntZFP4U%208Dn1BxYe5qe7TJ9AqsZ7iOzya2ywY2CSwumUY63WM8xShkQSIQ/Ko30qWOXsaH2j3rcdqZWHEZaV%20nw95wS1ZkUR25pxWJZUHB1U7ebdT11Plxzuhlfc19vSdVkj3Vt1I2BFa9Ty9nhqdueHr+BtWxc7n%20kmGGyVpaW6zXV1bysE5qtZQAiUH6d9PplSXsIvastyJ+JizmU9a57tUHIvEtuFUcrZbUr5Y7cfuy%20LUcm/i67aZ/am+RNslYg/Xufzn5OnbthbTN8sPl48jdmJYWtuPJncqd/Zwpp9cifAtZExUyvcF3h%20ceg9YXGQZSkTRD0IAjDjUwrTmKdOQ+zR2SCVvQLdmx4+xjbK5GyeVLVC8mRugFSItQFILatKb9W3%200qrnc1tFHJTo+YknF29tb3UYXIUPBHt1PlQoo2LeGvPz5eiJsmSXsa39CskuUymXu7W3MWOghhto%20pHHFmkUktxA2CAUpqz/zuWMpwYX9VsVDJ33mYDyeL5q5aBwSxVppmaSlOVKOTqtOGzbWFjtvAS9v%209z4q8u7mJoLpygi4MjGtQOHKlaNQb00xtcGVUnPdd+vb3eJISK5guJmkmtbiMEIj8fMko8wNa/vd%20dZX6luEthuhy+GzNk7GWVIrCQPJFLLxVDGKrtKtSP4RyNdZ2wzXwc5DuuDPQRLc21wLKBi5R7lIV%20DLTiSFDEnp47fboe0yC6vePbeaglUWbYe0gjWOBwvrKxrV3Z3NeNPv8A0aF4kjEgx29icdjsXI9p%20KZYrpvmefqeoKkb8WPhUHXnebs49ibO9xXy8HG5yUlxFbrA8TP6rENz4gsA0Rp516VH6dU4HNUV4%204dUyt2ll8pfu9rCrvj4weNzdMEMQYVKEk+cGm3UjW5MfVDMVo26Ma7KzWKyjlz+QgvcNbyNFHi1i%20MkTyXJ4IPVkovvNP26ZVdVyFZbwW7LtX6e4K5x9vFipL25uZDFY2qH14/UZtyVJVK+0tWmjblbgr%20YaslF3Ra9zB57O3tca8PCQg+q/Ndgh4eUUHQaW6+hqfqU7vPCwilkeeOBIUDSxuTVIeVCVXdzuad%20Ps0VKbHPoIncPdF7ayfm0UMyYeGWAyOQY0MpbiKc/O67cum+jrB13D3BWMhur8TyTY4Wr3gi585f%20wp6u0ocA18zEjYaFrbY7vjk2G1mnj7GhllV0ubqQo9aM1PUEQ32WlKeGlRr8zpFLu63VMrkr6VxH%20S1SLkxopHJ6A1PsbTscA2M4uLG0vs7HdGHmYraOMSVBVWpXygg/p0y91VE2S0EuXydlibBrmfyou%20yKoozN4KvvPt+3Ua7ruCZV7mIuYyFxkb+2uBCJobmEhIwCzJ7Y1WvHYjrTVmOiqo6lVKpFjH2txB%20YD525aCEAyfLl2AUBt6rULX200wNstNmY3mi+WklLqKCQsRRaV4hQf8A4td7A7habKXJw/O5neUA%20BYVc+VSSaEk7kgdK60x/ATjk7sXQNrcSkcjR42dPNXzcaH26xmtbB+373vLW2MMqC6kfkAzNVjTa%20hoDtQ6GzncxV9C4kWLu7G2Jt2gQeaqEclNasviPs0pwzU2jV/wC71HhbX6qw2uOVmJxt0zuU5U80%20XHlJ+kDTqBIud9XF9cfVXuyWROdpZNa2VtaRjg1zPPDGyCVwVZYI+RaQlqHp4jS7rc2ApZ489q4G%207trpTC8Be6vl6LLeT7JGhH/lwx+SlCKtraa1r9ALmTyX5y/cKNdXUkVpczeldvFy5+k3WvHqhoK6%2069jlU6+pFrbrirm1xXpRvHKJJoo/K0kfMRhUVfhRGPwj/Dpanqb2mfdy4W9F+Fu0aOQRAiJ14sFj%20AVgV9qnx/n02twZgufTPFpd91WuDyZktLLMVtfmCh8shr6DLWlfMabe3XXZode5m7B7vjiuSJcjY%203kfrClECxsPP0r50/n1icqTe5jH3tj4u3u68jdY+Np8flLaeS2kUDzRXkdDGns4s23+TWSbVkGMx%20eCxeOW3a0lGcRUlTjKXlWV96sG2pQcnofbqe15KKVk/YqysrVXvsp6EltcQyG5heRCZVKFVpFVmP%20BzVm1ysxmSGC4bC1tI1lt5YXgRvRZIyzerOak7OCxXj7NuoJrXWNhLYKMrXsEwR7dVgKkR8ieJcg%20KAoFSd69dLQ+YArWtjeKzz20c4TkqknieKmnKqDx+3TFd1BeOttz9FhsDEa29tyvytbcTyEoxFan%202igAPTRf2NmVwJBHEzWdzLNFciazEBEfIISjsw3ofi2b9Wl22Gdz6HV1a27oVltkeKJi0PMq4FPs%20667ufQ18wVbq3s7zjaTqEiUk7ArVag0Ug8afxa7ujc5qTu3sbSzufkbaFYoWBkMSkIZFQFuLNuTy%201rbbMSSWxrjult2Vi4n342queXj6g5kEDj/Fqyn2nlZHNtjKMlJBLkCFIEfKkiA8dhv18Nq1pobH%20FG8yNhFcI9wOVtGy/MhSRWMEFwGG42rpKUmoNYjvrEWdrdWdrH8hjfRjt8b6tZnaKK69Uxs34dC1%20aV1uRPkdTkP2GOw3cGPue5LR7exhsWaPMUQwJKkbV9VevmdGoV61NdKtIzFl7dgD3f8AT6wlwKZq%202MpliyUkckvMM0ttPEJLRKCgXfykj7dNxPbcVlySwzirK+vLSKOVzZX0sISwEKNPKYozWSKSCQBX%20Ug7Fd+msSSYt2fU0nuDsPtLM9qYrPWlqi3NmBLFckETKePBhJSvJa9RTamnWcIBGA51+4rLuSLMv%20dTC14oi3VnyWNxGCUt1rWrkmm+gT7kUU2XsfUON7JvcmZjb3ISCFuC/NVFypIrRwg47VpXr9mjxy%201sJZWP0tzc01y1lkcd64bjOqiQlWA2D8dwae3UVvAtdy7IQ8Tb3KVv8ARzNz3FzbZjNWdzcSQ/hW%20UfNfwmJV3dPip+6CNMxf+f27vcKmJLdmJfUr+7f3D2DibzuC0vLXK431vQishHKJkSVjwc0NGMfu%201bZRyMiQbgLY9u5G2n2/Lbu2QXcLGghL/hyD+Jgsm42+H7NQ5F3bo10hyX45b20ytvmccSb3GTE8%20dh6saNR1oCfiQ08dBj4aKcmzTDX1F7Ox6R2HdnbkFbPIyevOpZTGsk4Hl8/ABallI8Ca7dNPx29Q%20GibtHuLIY+yihy0LwxxjjE70/EjPRhQnqB5vfrcl6xsLq0yHvDJ4a5MPo83nhkrC5UFlY7ENTy8W%206e/UiypprX8jMtfxKOLyFtkb23xs8oW1jdWuS5C0aBuRDcuvPoP8Oux4+2p2Ksbak0ChLCIkSWsp%20AdVIcFqEhgymu2o/Os+yBy4GiwhS19QW8voRfhu0Sqp5HYhhWg15ScxsYj5B7pInzeVCsZYZLqYA%20rUsvnP2k9NfXYnCTJLcs1T/ofuHuz6e9tQWqAXlnGQHmqi8VBQAswqKjfU9s6TYpWSDfb2IwXZuM%20t8f3Fm7Q3SSmEwR1cBbv/wApx/SNfN7tDa9rcIbW9hy7ygwVj28LfK4/5rFLQpbxJyVaAjknGhrQ%20+G50lq7ezCayQV8RmzeXNtisZBKttJb+vBNHT5T0Rt8Q2BGw4nfQV8e1mLtS3VkncWUtcEAl3Mkl%20yyGSKzjqXIUUBYn4Vr4nT/8ArMH+vq2VcdnXvo0jktGgvZ0Z4bVfxHjU7I9wNuCufhXrrl43Q5YV%201BmVzGRhgkt1tori/CmsC/1YAFSZZGNFUcaknbRrEqoL+pAbt3HZLua3fJTWlvZXSkpBeqwnR2Fa%207NUbEbEdNa8bXByq6vY4y3cs6WkOJvGkWLHsZbiOZuUl1cVIj3AAES8eXTScuVxCBvZvYo4LFJne%204I7PKXRx898pktTKjBJSpH4SufKpp0r4e3SaeO7bsyuH14N7+j1hLh53w7qkLpame4gFWbmZyqvz%20oKqV6a9Lw6Ksoc0ktjG8B9Nsl3z9W+9bJ+45sZ+XXtxd2yxxi4okt1KnFlkKgfDUb6p7dxfJtUHb%20Hb+BtRie481b37pHEw9azVTxaRIIywBkHmkYBRtudbXHL29l+PBzWvhyJnfX92XtrKZSxyF/3I+O%20V5lt4oVtx6bySMTGgYyeWvwipoT9tNbWj49Qnx7aR53b/dwwdh2/fZiXKzTth7OS6gt/TWNGa1ja%20RFbi/iVprO2DDLcJbYjM4ZoczclwWjkNvzRIwCaLxFAx4182+hhGyxpXs7teNP8AyylAOImUKQvQ%20UUheg+0aztU61/J3dJZtcfBABZ2qLHakF1CNVOu9CC36NeV5v3wSZuTOPqnaSW9/Z3QZZvWjKtAQ%20waMLUVUAmofw261rqvw39A3FZwMf02trzK4IyS4SO0sI3KJPJRVkUbkrUcuQNa6oskymrg0G6t+3%20LHGtgshfJHLKOV5AsgkmiVzUChDFCQacj8I0MGNtkOYyeItJbeGyxPzV/CqtZ27BGkSPb+0UB8uy%207M5r7NabuUb7KZe8Brj8hLWimKIxxVFfF+RYD7NbKOEW37fue2r/AC08cbpLnnWHHwmX1TbRsOTl%20nflR3koib+3W23RlWedw3Fzfra4y8uWfGwEyZO4ai+pwHmRKCpWtUDeyp11KHWspA2cy17kZFmZz%20ZR7mH0DtbxgBYl4/uv49dq+3XNpHLk2mzkTH9pYy1l2jxlhG87dBy4hqiu++5r1qft1O9w1yZt3z%20lHzvoRQsXt5o4kY16kry5ePUHpptH2rcTltAGu7qzw9g8kzhI4koSNi3ht7fCg1N3PI9iH7nwJ9y%205zMC3N4slwst1SOMgxxosaV4gdd+e51bjoqrYqpRIrxz3vo8Flt8elKMikGRt9qUq3Tx0a2DZx+W%20tJGHmuucshHqBenFfCjGg9+tBUF21srRneSFF9QDZXYb7b1NQdtCzW5IMlBcSwFJ5lBSoW2j3PFz%20WoUVA951qZkKQSF+Wnlgjj/GVfREieajHfy+8e3XGnFvbxeV2ZgFG4FOtTU10DZrYx4TKWNqPl2t%20pFR3q01a8T47UH6tLakGxrf9225YfVj0PUSSGSxupInQgggGLbptQHptpuNQdU0mbs+6y/1pyr3F%202LK0kQMIVVWe4jSKEMKGtBXq3t0L+qzQztDfe30vxmcms8XNn3sbm55tHAsYkab0xWRqF+g5dTpv%20b01yA67yKUv923C4Jpc1e91SQwQbmSS2X04+ZCgt+IdgTuT9+heLuaXVuPmw0oW3T9gtF9ArPCXl%207n/z2WZY7C4ia2eCPgQycmYszP1IqdtD/VtJjFPu6wwfa3Ztnnrm3iyXc97ei9wUN2okCuy+nx47%20fh8PNvsTTQKFx1B6medj9tXHcH1Lw99llnixkt+EvEBKfL3Y5OlvVh8JcUG3T2a1tNGpQXv7x3YE%202Py9lkrdEaLk0NyVfziF2JgeRT081Ur4nbroaOJQS3OuF13X9IpTY3DfnnZ1FDJu0tugJKkn4uMe%20/wB2iTk5qHAh4vO3st+l/wCoRcyCNfVKFmoAF2VRUnbjQUHu6aTZIopDLnymIjl+dgHq4+5Mga3q%20EiVYSC8RG0o4OOoI601zbCrxuXURmRr2e09G8Zv7PBER6MMBQ8VCih5PtvWh0txwNWzI4r6pe0Fm%20xuFUSOKhia8qAyLx6+zWdpvdKLZuLr5f15hGq0WNnSIL5lAoDTzbV+/Qr2DrY7awhII5Uki5ltwP%20i3UL11ykM4tYYo4lkuKoYk5sgIUKANwzn2V6a6PQzuUa1/PxJ7G6xgEnoRiaMEiK4h5UrJ1UvsNw%20P4Trm45N26E7QrBC4tbUxxllESmincEKfdWnTXd3qbVFW0Fo1y9/JCRdxgwslKopI6N7yvTxpre6%20NgWpNBzmbgvsHb3Ns3KJoY0AFCysi7hh+7SmrKvZa18zyLKLbmYXBtmufVYMHWrUBPQebp91NAwo%20FjuCf1fwkHFpKBhuNiQWPU6KtdzGwXbww3eOyUaBkFoQ8JruamjMPtro2dMBXsmbIRXhFpdB44lM%20l1azhvl6A8aSGnAgnbr7Kb00F6oPuaPorvCct2tMnCKKGKztbwwrxS2UxBoXCu2+/qKCOtdJhbHJ%20GJYKO5ntxZRXkqXTVRbhZXVwhPJkiL+Yc6jx6a61zWjaOxO7Mf27EnZs1pMlgCyw3w3EdwUV5VmY%2004gu4oa7mujVgGin3z2viLOcNLex2z+vJJjYo3IczekQzKoPposbDmrkVrWmhahjqWlGtfS3A2vb%20+DyMFndXV0qsGVrudrgrxj2Clug92g8PPa1LN9BCtIvY3L38XZ3bMNjcXsWc7i+Yyd5HYrbJNLIf%20xJmluL1Wjhji5U3jJoAo16VlEJOVWi/b6vm23t1tPAbSm3r3tfnb+Ov6s9wXcWQyWC7G7ku5Umy7%20ZaXFyThkY3FtI00LjnEFif8Aqlfkq0PE8euiS+uu33U3/wDx3T/+l+YFl9Nufpttx/8AJV9PRxt7%20ekjH9Z8IMz2jFam9lsOF5FKLiEAtVFfah2INdRebl7KT7nOzXBj9v9PMZyuJ77J3V9LcRmGWQrFG%20vCrUotPL1LVr9uvHfmWfQH+5k8H09wEak209yRRRUENQKAAR76Uroa57zwc81mo1rXoW5sbg4O3L%20vtq7u1bG5DknpzsnJC9SfTNRSp6Cum1z5E+NaX5nf2W41r8xah7e+m+HtPyNsqiyeYsk8qmfi42F%20CeSrSlKU/T1J5crU9utajjVa3CRRyeE7FxssMuRzE8LAVhMtQr+XgCGCivh0Pspoau7cwF3Wa41r%20/EsYO57Kkg+SxDvelZovnZVt2mLB6LHGxIooMhrt7NPTv6G1tbqXsbjmwN++Kd5rjz/MQwNGaoBU%20MisagkE7jUXmS67ja5GOttkZHSSaXF3C8acXopYUUE+U0qPdrzEvqUPUjO5xuj5utsF3NBnby/7e%20u7H59ppXiKSxO45SEjikwPm9+/36+oWWsLuXQkdvY0Tt+/8AqDdYiZu7fWH5eJLhorZuMl/5Qsds%203p7CjGpK+A30H+2nscroXcZwx+Xv81mbE3WOvWjkylvLblwjP5aIhp8BpSh6aO1lbhjatGk9u/Ur%20BZ3/APj1vjLm4SVPLxRuMaU+JzITwCgDqf16BUZqsuhdzmXxHbWMngsYit9HAz+lCeCBQ3FHnKfv%20MfDqfu1TVJIXyZn2zb9w5TuCR1QzZlh60ct8WjhBrUFuQJb+gtN9tBdzsFVJcj072WFw3q5QuZ2Z%20w0bDjcTysTXgE9v/AMI66yI+IUyJGYaVQlxeQumNmIFvhYWIkunBqFm6syq3hSms2RkyMeL7qzl/%20izb2WPgsi8fCOSJlihgYmnmDDqoG+k5c8bIGOgmjF5zPPDc2d0s+RguCxt7s0M/pLyVVOwq3Hyq3%20xCmjx0hbhLZyMOI+oWGODvLDKQy2V0FeSCCdaMZSx/DUrV0KODRqbCmuePc129DQf7tPcOXzufzd%20xkrlro29rFDbSOQSIvUJCmgWpGn+PPc/gKbLn0dwNxjfrd9QbpuLW+QrNDKvt+cl5q/XzA/q1TV7%20mIt97knG9+zZC4e0ZcviYVugKyRWaNbtG6KORIVpJGXb200WFT2T/wD0f7bfgl8OQsj+pqu8Yvz+%20vYt3FxbT9s9/21lkpsj2tZ2iSYvIyTvfendiJpZFhuHMjS+nIsbDztxbYewZZ2VE0vqVvp996x8u%206VPXddAsaq8iXRr6t/l8vp59OY3Hbui6uj9L8rdTj07psLPJKKVpIbViwpX26Zmqk2lxuIxS6KeY%20R8s/T+6vrh2kFobtIFX1jbcBKok3YhduZpXy131HavqFUb8p9QcQl7JbW/b1/PKwo9zkLOOztwU2%20YbValD1/XrkoQS5O+2MvjctM0ltBDZxFqxJE4ZXFeLN0UKA2pPIo7NMnz1gXvq5g7lsTFfWSg3do%207KabsUYVovhsQd9F4iiUZh9Bc+mvdkeGwlw2QvHvM5dyiPDYe4lKW3KQkLNISQqoD5mPuGrGtyid%20h5tO28fibW5zuUtEvsmyyXN/mfVR5JZSOZHlb4NqAUAoBrnubLFnDYPJSoMrlO2Ly8u752ubrJ+o%20HLCQlowFDLxATcL4aKNjuC7fZTG46ya6uMNc2tG4LbyPOsp61oilttutdc/QJOVyJfdPcs8d40Vr%20C0aiNdxMSyCQV4ef2e3XJGOwKhyWcuVjljYyzzFhBA9CW4CnIAUqqft21zBQz29hDZ2WHx0rhZMn%20IGnSWtWLTF/M5Db8vbtpVlIyo69/5QwdqX0FmeV3dxiCNOpPl9LanvJ0uqSZ1rQhPaZLOzQSHyxo%20iEqSSDThttvpVu67IbW7mZ/3VmZ5b4wyxIkRLOnI0BCsVBofaRXVeLGqodWnaT2EzyW2K5M0nI3E%20u9QgpRR1FfDqdMZux1i8UJI3eKLlI26rGjMST7W6fr/wa7uSOI7/ABF9aFIrx+KnzIgoCw3HQbDW%20K6fATIJbWEXknpDaYgIPDiDy6ddbLMbPVt5/nXghIZqnkijemy9fCp6nXGNpEVzHYW63diCXnaNu%20c1fLyqAyrvvQ9f1a57HSUri5WyZjwqBxCggg8goOhiQie5mm9JXLFI3h5RoKUBr1b7Ka5cmGyf3V%20pw/1OtoZxW4ix16UKkMoUvFXoPZTRo5G29qRGf68d1zknjZQxwg1qC0sML0PX4QNt9BX7g2Xu4rn%20OW/c3el7jkZ8pY4GI4QAcz5vUeTgn7zGRF/QBolPbb/7qfZQt/zs/kG0nai9rfjP+Re7YPaN1g8r%20b2WduM3azWStkkurl72OLnEwkPqScijv1ePn5f4V0fkfZbb6VPv8p6x8fmLxWfdX/wCe2o6b62Oc%20fkLpvod8/klluZvyGSWVWJWaVRbsVqfKeTpT9Ojz8v16/GN/zBoktl9suPhO3ygxLvLKYnJ43tmf%20F3Pzq2VmZrZWkZJPSbzPbs1GUGKQcWDD4QNebYYgt2h9Qu3sqY7teUuUosa2tujSNPICHjaEAAu4%20ZK1NKDQqUY1JS717nuO5spa382M+Va1SSyMryEvx9RXZZYuhKv5qdfZrHez+Bta9CfsCG8wHfdy1%20/LH+TZyEgqqrQyE0SRHA80UiFqcvhPl0zvXD5MszLcraw9t57J9sXMLq1veO1kEPENDIecTKQa8d%20huDrrzMlWF17YK9xFbyi9l9akjQiN4EXl5WkrRU408CXNa/foaNnWcHJfHy29sZclEXiVuNw3qlz%20bA8Y42AHFQrVFV8Na17HK0BrCx4N4o5UuLOS2WUQ3XJ3hlSRh5aRShBKCaV4Nt47aC1HAdb61r2I%20p7Ew3Js2uWW7dnaOEqodE/ojxAFd9D7je4hcvNkosbZX0UDIpPzl2QSpI+IQxcnLcT1bR1qokC13%20xr0L9p29jcO73uQke4jSX0o5pGrspJHFSOFOXifv1jc7HL4nVnk7XgwtYlaeR2lSWUfhpyA8yBaD%20bpWjHpSmgjcZycZG/wCXGCBI7iKE87iacMjEEhW9NyQfJQbb61I3uc61r05Hz3PzRLW8EkNtAwIV%20gKuWG3Abct6ebXJKDZcECX7JJLGt4MbIQz3EIKsoH8Mitsaj37aZSzQnJjVtxotPp7kc9jJrrDXg%20eRKERvA6mMEbNKta8CpBDIDt10xbshtWDPO5O1O58ND6t7ELn5glfmbUGaOJAfMdt1an8VNOrZPY%20HtA0kFnPZSR48mH04y7TOD6kwGz0psNumtb3OGPA9uXNxj1vQ/yeNlaMzi4Ihjk9NwRxrXnQ+xeu%20gszlLH/uC9us1FBbT8XFsvoCAn02cRvXlwI35MoJ9+kbsclBY7Y7MvL/AC9oLKT5e4WQeuJEDhFL%20btxcEffT7NB2udjLNwNGN7feTtq/imjhubmS9ktrh7ZwyON5Y5AwegMi7VXfRRAEiR+S3snd1hFc%20Yh5sbLJSX8eSS4CCvNjJIeRVQfhNQuuTlB14Nx+kffOGOKu5sjkYQ00qtCVRkqgWh2p4HbfQeLkp%20idk3G5NVpTISe4+k1hiJIc3e2F7iEvZbixivohILZrhi7JH6gc05MxB99NehTIrJQ5hQvguPwW3y%20Q2Zbf/yc/PW/xbZSb6gfRaPL2F5F3DZW9nixM9rjYIjHCLm42e4PFN2ClgNtuRPjolZTPtC9l1/H%20Yx1TSUdZfvtt+H8egX7w7x7SyPbcEtvmbH0J3SVWnk4hogpJIQ0bxHhpeSLIKDKpe+PpRYXiWV9k%202uZ7g0cY+GQ2wJAI5OaLuPZpCw19EcNZubLLWU9pgprKNpB6XpyM5IUruoReBDezWx0NF3B9jZLB%20Y0Wd76eQKMxJasjCjcufSu3sroHQOrFLNyfTPuTMtH3LiJ7a/g/s8GRCyCNkB8pLKE9u3ICmiq0l%20sYxrwXalzaWUgsu4bbJ9vxAhcfdxC7dWI2C+ox8g9tdJumw629Sth8we0cOWnw8jPP6sl9kcZGhj%20ijQkxMUNOJ4tVUX4dH0hAqG9yePKYK8tsfcY+V7hZXDL66mOdRIvxlX/AI1BFeu+vM8+s09da/zG%201j1D9pNIEZGkJlYUCb1fkoVdx468vm38/jr9Q7tOWtta/Uxrtf6YYDPZS4yORuJPyuyuprPJ2ygp%20K86n8MW8g+KhbzH90ddfVrhElluNl1Nd299L8nbtaY6yHymPtVHJI4ojwqVqC7dWq3XSL0q2Y8SY%20Pt8x3Kq/Ml7eXC2wK3d1dkRvLXdVh415yNxPlp10H/WQFsaHDDnHG3myDXUOGkZYvURyqzOJf6la%20JuzMei6x4r14YKxvoA3vMTko8rbskiwQ3AjvrniUV5oa04Sb8wKnpt10uzyVMi6ClpFNZY2GC3Z/%20SVT6NxOpkko1StHbfyE+XfbS1na5NeWy5ANx2ok08t3NeyXV49THLN4MfbXl192mrzPYH+2RVHZ/%20dUGTW+uwk1vAOZFueUjBT8ESt+8faTTXPyVYZTKhU7p7g7hMzvNbyY+KNm+XtgrGgY+Yuf32au50%20/FSsQHW40dt93drXVsJry1aAy8QLt2aVgQOCKzqVYFaAfdpdqXThMZVrguz/AE9gyV+9zbZUfLOB%20wj4hiprXzP5a9aV67jQryGtmt9fE11k1P+7XhrLF5bOw2Zdo+ALGTdgTJWlTRiOtKgaq8TI7Xb9h%20DUWZe7D7gwNh9We85J8zb+geai2d6yxSpdOJUrvyFaHY7V1RW6T32OSGJ/qr9GrbMzZs9xxRz3Ma%202dygWQxStExMZcekSXTkwXfx01Na1+PwRrcx7HOR+qv0TzWGKydy2y4mznhe4SPnHG7Rn1EjdTH5%20lLLyKr1prU1KfXW/y5Xvud0a9df4FT6gfWv6YSdnZrHW/cUH5hf4q5FhCFlDu08DpFx8goWbYV1k%20ow+Xvp33HNY5WWG+mJSSIABUWQeoASOTChUda6Br0MRpWP8AqPlJInT8unt4FPGN7oIYnTbzBX3p%20xNab663xN+ZJZ5a0uZLi+XG28N1ECi3ECtDx5UBI6Ia9dxpGes1Yu9JRazlwMrhJoo2VZ5Y+Mddx%206gI4/aPD7NefiyNW3J6Whnz9PYKL6T52BnkifhJGx/h2KgDwpt79exyVJmrTY6zh7Hyl7bokcc9p%20EFVTx/DaZQ4G/wDKms7XIc61qCre90+jwhxckkcESqOMkjiMcVoagEePiNDDCTQAS8lzfcFnCb2c%20PcOW4KwnRfTPgTvxND7dtEtwGEM7gMvG13lGLmwtJhJPCiJJxtj5UozAUYSfF7B4ba7uMjWv8yxg%20cq9gsMH5Lj8pLcovrTBjJwDUIjjZOXljHxH26F2GdoRcDI9y4dmijtrOzUzyxQ/1QqfLRWqaH9ug%20T2NZR7p7nhRHu3DOlSYYR1Y0rQV93jpD3cImyPuA455BzA5o8toJVQbUcVkJp/4dU0oqo2tIQrdy%203Nu+VMojX8KCKQr8RLvUgLQePKp0xBSFMRi5pJcXdXEf4vpU9JfhT1JG836G8NZa0GGgvHDZQg7R%20hV+LpTY/o0hqTTOsxkpL26kkcksrbClfLQmnjQ9P5HTqKDGgfaiT5aWdyPU2UAtQqoPmYU6VqBoj%20mDRK0FtNNF5G+FZK7gnq1TvrZhnQUrDi9zAlHqJlQ19hILHx6+Osa2NYe70w1nbX7SuzpaTkSB0H%20I1K8akeND79ctmdVyQ3iW3O0t5GP9WqJTY+YV3qfs/XrKoyTXP7rvoR/V/5Zalo8feEO6qCSGjHl%20p4ewnRo1cm/duR2mH727xzF9MIYLq/Wjv0Cx2cC++vmrSn2ddDKVtwmdx/Uz6Q5LInuO17jhafEW%20zpdPEZADbSMARKhTkyq9Dt0OiVkvma4Ib/6r/RbL2Nzhf+pLeGG4FLmOASRF0FOSVMfRlHE03prO%206u3ocra/f4+nuXMx9VPp2MVc421ztpDcvaulqksUjRCsZCck4gFelR7Nde8pmKDF8b27jLzIWV5K%20IcFFBM6v6bethLl7n41jlHnhLV/q5PsB1CzuBdvfp73J2V3xiz6/5ZDlpmGKl5xuI7kDl6XNDUxO%20acXp471OmpR0MGjI94+rn555sebK7RKZyzljDRKBsLmRVLL5uhIO/XWcmS5GLF3mHytjLaFTELFP%20UaIkEweoaq0LmnqQSMKr7Dsd9LaTDVjMvq32lkM3+XX2MmrfWEi4+4kPKN1inf8ACJrybyO3Cnho%208bhQwltwJdxgMnj7f8osqZa5DsuTyJjKxxBWEZVHk3cL05AdemtbTc8DqudnuGLbH464sWaRrXH3%208hMEEXqM7PFGp5FVX4S9fibQNv5G79SC5ta5OPMQXcMmKiUSKHj/ALQikH1PwacXPL4nr7tY7KI6%20m1/I/YrIetDNPe3AlhSKaOyaWMBYlCmihxUqPcNhoGug1yVu1s9c21qttcxx2U86O7ZfiJJ1jJog%20jkIYIlNq9T4abevoKW+8hu6mkkgtLdiJ450eVvmuSNLwAAeu3xbBa6VEDO+UDrkZGSf1rNQ1taKW%20mgRFaZEpzlduQ2VKDeOtTsSNMVU0D/a0DEvLqeyS4kn5R3TofTjKu7cQQtFYUUsfdrO1IZMjD9PO%202Zcz3nFh8xcXD2twHE0cBYNAeNEbmo4qVelRSh1uwGSzSmS0cVgMDl58Pkrhcjcu620120UCWkZZ%20+DvLO5LOyqRsBSvjrp9Bas4L9xnO9MBfQWq5iE3EAIsSCoKty9KFKoDWIKQSa7/ZrtuQLPY8i+sW%20Uu1vZs7grJ7yBVF1dJ/Z7mSrhEl4qfN18o4nRtPgxVRWsu6ILsC57fv7DEkSqt3YXsPH1B40dhwJ%20FegA1sxyLtUO33cF9aZBMdmcVZz/ACscVxaSkV4h6skkSojBa0rrVZM5LYK303aOVxtjl89Yvjhd%20ExWc4PoySshHPgDQ7H94jfTFD4Mljb2rJY2sE5x1yt9PLbmBJ22lWMnzeZa7hSdKdY3kyZL/AGv2%20ja2mPvVyVvHwu7hLqO2IAEaw/AaDo1N9eZm8npXWvU3bl7CV9SO67LHd5vacUtpUwsi21zL+GnOd%20qkAqKhuMe3hXx07xpeOffX8jMblkGG/rJ/8AOk/adTeR9y+H7EF/uevQG/U3/tnGf8S/7G16eDgq%20pxr0MYyPwT/b/Pp9efkv3Nt+38gXH/79H/nH+fQ5ONewxff+I6XH/aPcH+rH+00a+7XsAaZj/wDt%20KP8A4Oz/ANmdTv7nroc+DVu0v+W2X/Dn+fTegN+pdb4L/wDzV/auhf8AP6DLfdr1MJn/AOeS/wDF%20N+w6R/rXzGP+P0NOwH/b+T/1zf6CanyGr7X8P5M87n/3K/8A9Vbf6Wuv9616jVyjQ8V/uifZD+0a%208jH/AMtfiB0Yjv8A9w9h/wDuOY/0Rr6VcfNfqS21+KFq9/7jyn/FS/8Aza1cLXUav5/QLd5/1HaH%20/wDl/wBDQI5gzI//AHU7P/1y/wCyOmV1+IFv3NGs/wDk1n/mt/pvqX/Qg10+X7BXvT/9H/mN/o62%20/wCxPb+Rbx/+7L/L2a8+33Im6E6+P2HQAVAH1E/5FJ/mn/Z6o8fr8CinUxTGf9v5D7tW3+5DemvW%20ppnZH+8232n/AObSfJ/b+B9fsZu30g/7oyv/AAcX+mdO8P8A5LfD92LfL16nyl3/AP8A3jyv/vl7%20/t21ZfqLpx+IfzX/AG9kv+Lj/amgXPzM669xEg63n/Ey/wChpj4Dx8II98/9y2n/ALRaf6A1y4Of%20BRwP/ckX+pl/0dZ0RvV69DXrP/mLf503+zOhZ38FbLf9v3P/ABM37BrLcGLgOYf/AHaD/Mj/ANJN%20ePk+569SG/3Mybvb/n7/APi/0Tr36cP4fwWLX4jZff8A2wP+ph/9S+svzr0Gf6Vr0EDJ/wC6yf6t%20f9HXIWumvUY/ol/3Un+o/wDy9Ff7fmwuhsP0/wD+3c1/rpv/AFEmp7fwcZb2l/yT/wAP/wA76C3P%204lNOV8V+xcm/5tb/APDN/sDrHx8hXQCd0f8AKU/zm/0W0Pj8skx8stW3/clp/qn/APTHVQ63KE7K%20/wDNov8AMh/2I1qMfPyNCi+Oy/1sP7U0t8nPkvd3/wC7Tf5r/sOsXH4HIzKL/l/3yftGmLnXuYuT%209a/7hc/6kftOsR38fwBLz/cD/L906LGFU4wn9ef86H9h11+Ubb9x17h/5Div+GX/AEE1iAYFy/8A%20zKD7V/ZrKcG24NQ/ux//AH5l/wDbrr9qaZ6Gm994f7r3X/nyf+mXSbcmM+Yvpz/3De/8Nkf/AE8m%20u6Gv7RTu/wB//wAH+lrl/qMfK+P8Gr4//sXJf5qf7IaX0B669Ri+ln/2o7m/1M37F1r5HPnXoB+5%20/wDcMd/wFh/thpd/3F2/Yup/3v35/wAPJ+yPRV416nPr8P4JO1f+U4X/AP57K/6Lay32r5BrgYpv%20+cN/w9r/AKEelP7hv+n5iLB/uHdP/DXv+3XTL8r4G0417iR2J/WSf+4L/wCl1mT/AEhZevxK9r/v%20OL+y6/0V1yC6a9SnB/yG8/z7j/5dFb7zacr4B65/+39t/nzfti0P+o2/269y53p/3o3+oh/2A13+%20hAY+UM8Hx9r/APFn/QbQ15YsVu4P+dSfd+x9FYqw8Dh9Efg7i/4Y/wCjpr5Avy/gKv1E/wB+zH/E%20xf7VdLWvzF14QPvvil/4qP8Abo6csH0Kw/7qxf2x/t1lft/EK3D11BPdH/J7b/i73/bLpn+P6AP7%20NeiNmy/9RB/7ZZf+nOkW+5GLX5lT6zf79g//AGmP/Sj03HwteoL1+IQ+hP8A3He/+L9h0nyvtF9U%20bLP/ALp/40/2Y15GTi2vQ7oj5y/vK/8AeJ/4S3//ADdet43/AB/MZj+4/9k=" height="193" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Mediciones de los parámetros del cultivo y la humedad.</span></div>
        <p>La
          humedad en base al suelo seco (hbss) %, se determinó por el método 
          gravimétrico. Las mediciones se realizaron en el camellón próximo a la 
          cepa de caña (<span class="tooltip"><a href="#f11">Figura 2c</a></span>).
          En cada punto experimental se realizaron cuatro mediciones a una 
          profundidad de 0 a 10 cm. La humedad de las muestras se determinó en el 
          laboratorio según lo establecido en la norma <span class="tooltip"><a href="#B9">NC 3437:2003</a><span class="tooltip-content">NC 3437:2003: <i>Máquinas Agrícolas y Forestales. Metodología para la determinación de las condiciones de ensayo.,</i> Vig. Septiembre 2003.</span></span>. </p>
      </article>
      <article class="section"><a id="id0x79fae80"><!-- named anchor --></a>
        <h4>Metodología para el monitoreo satelital</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Para
          el monitoreo mediante imágenes satelitales del área de estudio se 
          configuró una parcela de estudio georeferenciada mediante los servicios 
          disponibles en el sistema <i>Eart Observed System</i> (EOS) disponible en el sitio <a href="https://eos.com/" target="xrefwindow">https://eos.com</a>.
          Los índices a los cuales se le realizó el monitoreo durante el período 
          vegetativo de la plantación de caña fueron: Índice de Vegetación de 
          Diferencia Normalizada (NDVI), Índice de Vegetación Ajustado del Suelo 
          (SAVI), Índice de Vegetación Mejorado (EVI) y el Índice de Agua de 
          Diferencia Normalizada (NDWI). Las imágenes de la distribución espacial 
          de los índices fueron obtenidas del repositorio del sistema <i>LandViewer</i>, calculadas a partir de las imágenes espectrales tomadas por los sensores de los satélites de reconocimiento terrestre <i>LandSat</i> y <i>Sentinel-2</i>. </p>
        <p>Con
          los datos de las mediciones de campo y los índices espectrales del 
          cultivo, se determinaron los estadígrafos de las diferentes variables, 
          se realizó el análisis de correlación múltiple y de regresión para un 
          intervalo de confianza del 95%, para ello se empleó el programa 
          estadístico <i>Centurion Plus.</i></p>
      </article>
    </article>
    <article class="section"><a id="id0x79fbf80"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x79fc200"><!-- named anchor --></a>
        <h4>Resultado de las mediciones en el campo</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En
          el seguimiento a la evolución de los indicadores fisiológicos del 
          cultivo mediante las mediciones realizadas en el campo, se aprecia un 
          incremento limitado de los mismos desde la cosecha hasta el mes de 
          abril, como muestra la <span class="tooltip"><a href="#f12">Figura 3</a></span>.
          En este sentido, se puede apreciar que a partir de esta fecha tiene 
          lugar un incremento gradual del ancho de la hoja, el diámetro y la 
          altura del tallo. Este incremento se hace más evidente en las mediciones
          realizadas a la altura del tallo. Estos tres indicadores muestran un 
          patrón similar hasta los nueve meses del cultivo, a partir del cual 
          tiene lugar una disminución gradual.</p>
        <p>La cobertura del suelo tiene 
          su valor máximo después de la cosecha, como resultado del proceso de 
          limpieza que realiza la cosechadora durante el corte (<span class="tooltip"><a href="#B1">Aguilar-Pardo <i>et al.</i>, 2016</a><span class="tooltip-content">AGUILAR,
          P. A.; PÉREZ, J. A.; AGUILAR, D.: "Nuevos paradigmas en la cosecha de 
          la caña para el uso sustentable de toda la biomasa en las bioeléctricas.
          Parte I", <i>ICIDCA. Sobre los Derivados de la Caña de Azúcar</i>, vol. 50 (3): 3-8, 2016. ISSN:0138-6204.</span></span>).
          Los fragmentos de hojas y cogollos alcanzan una altura promedio 5,6 cm,
          formando una capa de residuos distribuidos parcialmente uniformes sobre
          el suelo. En el segundo mes del cultivo se aprecia una reducción de la 
          cobertura como resultado del primer cultivo mecanizado, posteriormente 
          la reducción de la cobertura tiene lugar de forma gradual, como parte 
          del proceso de descomposición con el aumento de la humedad del suelo. 
          Una nueva disminución de la cobertura tiene lugar en el mes siete del 
          cultivo, causado por la segunda operación de cultivo mecanizado lo cual 
          reduce hasta un valor de 0,2 cm la capa superficial sobre el suelo.</p>
        <div id="f12" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 258.013" viewBox="0 0 500 258.013" height="258.013px" width="500px" y="0px" x="0px"  version="1.1">
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7vfqzt93b%20Fy5K242tcvPm3EXD4uLEaiMxW0sMj0aCkKse+5vc95qG2S0zrM8UtcVYjSI4PrmHxLluZCjrtw3N%20INtAO0exWYy3jlMs/Dr3QxpPS3TcltbbuMikLSUFSWkJWAbjRQAUOPYa2jc5I+9PytbYKTziGtwX%204fdPYtp1LjCJ7riyrmyW0LKU3O1KQQQLA6kcf5BLm3uS889PQhxbOlI5a+lukYXDNkqRAjoJ0JS0%20gGx9oVBOa89s/KsfCr3Qwsn07icoiTBkMIDS221JUgBKkLKnPGk9h9zXtvWcee1LdUS1yYK2rpMN%20N+HcFjFnLYhSU+fhSQHX7WU6ytILKjqbXFza+nu1a315v02+7MfP2q2ypFOqvbE/4OyqgvFAoFBC%20ALQY44WaR3/NHfQXoFAoFBCb9CnS/pWv2qaC9AoFAoFBBf78zp9U7r+U3QXoOV/Ev/27D/250/8A%20+eQqDqqCE+fEx8N2ZLc5UZkXcXYqsCbcEgk6nsralJtOkc2t7xWNZ5NAfxJ6LAucgbfYSP6urX7D%20N3fPH2q/73F3/NP2NYx+LGFXmXYzqFNYwCzE3atSlLTe5U2kFQSr5Ol+/ids0+G36NY97u8vL64Y%208Qr1afd7/Ly+rZ/8Sei7X+8DY9vIkf1dQ/sM3d88fal/fYu/5pUkZd7MSsdFw00xoc1h6W5kG20l%203YyttsIaD6FoSVLc8RWg2Ata5uKt6TWZiecLNLxaNY5PTk3OYhhEV5TeWmS5Qj4px1aYy3Elsuq8%20yW2ihJbS2vxNt+IAeEGtWzWnrDNqluvR8el2NEirXkoy3g2GnY0hxp7kuFsl0nlnZu2JUBclB0oK%20zPxDx8fOoxv9m5XMjMul2UlqXvlhKmy1EUnc4gcxG5W8Ea6HbQQe6s6jfyOLMWFHZxr2TkwXFLkk%20uupiokJXdAjqCBdjemy7kgJNgSaDKd67DeJiZAwr+ZxD+YLQd1SGEtK5V9mu7nfG04cKBnespuDh%20NS8lEhR0ctTrodnpQVhJJ5UUKaCn3tguUlKBcgBR1IDqkm6QeFxexoFAoFAoOV/Cf/6s6N/2Hjf+%20xt0HVUCghH+mlafWj9kigvQKBQKBQQgfuMfS3okafkigvQKBQKCE36FOl/StftU0F6BQKBQKCCP3%2057T6prX8pyg+Y4qMFjdb6NG0g3uNosTcCgyKBQKBQKDW5bEvynY8yFIETJRAtLD62+c2W3SnmNuN%207mypKtiT4VpIIGtrghgsR5ETMRpmZlKm5B5C4kPyUJ9EVpC1IUsr2qlctS1JTdbjgTYaDQkh0FAo%20FAoFAoISPpov2p7vVLoL0CgUCgUEEfvz32TWunznKDnct/3X1pjMkNI+UQrHSjrbmDxsH2ydPaq5%20j9vDavbX2vtU8nsZYt+Lg6mqa4UCgUEIAtBjjhZpHf8ANHfQXoFAoFBCZ9Cn7Vr9qmgvQKBQKBQQ%20X+/M/ZOf0m6C9Byv4l/+3Yf+3On/APzyFQdVQKBQYreLxzeQdyKI6EzXkBt18DxFKeA/w46dwrec%20lpr068GkY6xbq04sqtG7X5bCs5Bcd8PvQ5sQq8tMjlHMQHAA4na4lxtSVgahaCOBGoBAYQ6RiCIp%20HnJX3gqQJhyxU0ZXOSnYFat8mwaJb2cvbtPC+tBBfQmPUgJRNlt8xlcecUKavKQ84p17nEtmxdW4%20olTewj5O0UGarpphOSE2NMkw2lKackQY6m0MOrZSEoUvwFweFKUlKFpSoJAIOtB4HSkFLURtt55v%20yc17INKSWySuQp0utqCkKSW1B9aeF7cDfWgwUfh9jfLKiuzpj0cQn8bHbWpmzMZ/ZdLe1pNynlJ2%20qXuPeTQZWa6PiZVx9ZmyoglxRBmoj8mzzA32SoutOqTbmK1bKTr7VBvG0bG0ouVbQE3PE2FtaD1Q%20KBQKDlfwn/8Aqzo3/YeN/wCxt0HVUCghH+mlfaj9kigvQKBQKBQQgfuMf7JH9Ed1BegUC497jQLi%209u3uoITPoU/atftU0F6Dw6820UBZsFnalVtLngCey9R5MtaadXbOnl5c+DMVmeQt9tDiGyfG5fak%20amw4n2vZpbLWtorPO3Ly7vORWZjV7qRgoMdC0feLqL2WWmyEkWuApdyD28fcqP4tevo+9pr5fW26%20Z017HjGuoMdtreVuJbQVjsTdI8N7D+XWlctZtNY515+Xf5mJidNWD1X1GMBiXpwhvznG0LWhhlJ2%202bSVqLjttjSQBxVx4JBOlSMJ5vqDKQA87FxqZESFH83OkPvmOAiylFDHonEuuJS2SoKUgC6fFroE%20oPVrsmbGCoQbxc6Q9DhSy6S6p+OHCsOMlACEnkL2kOKvbUC9B0VAoOe6rkIaegonzHcfg180z5jT%20io4DidnIQ7IRtUy2q6vEFJuoJTu8ViGP05JgKzHIwOQdyeGEdapbq5Lk9puSFIDaUSXVPK3qQVFb%20fM0ASdo3XIdTQKBQKDRdXSswzFht4puWt2RKS28qAiOt5DQbWtSgZQ5CfEgC6+/vtQZXTkkv4tBW%20/IkPtLcakLmBhMhLiFkKQ4IyUM3SdLoFiO08aDIkyEB9gWcuhwlVkLsfAtOh22Op7PboKedZtfa7%203/Qu/o0DzjPzXe36p3s/JoHnGfmu9n1Tvb+TQPOs/Nd7/onf0aGh5xn5rvb9U72fk0EUzGfNuqs5%20Ytti3Kcv8ZfydtxQavrGMjJ9PS2WkuCSyOfGVynNHWvGLXTbWxHu1Y2uToyRM8kG5xzakxHNmYXP%20R8jiIk4Jcu+2FLCW3FALGi03CfkquK0zY5pea9zfDk66RbvZvnmPmu/qXf0aiSHnmPmu/qXf0aD6%20JzJ+S7+pd/RoIw5bSIbCCly6G0JO1p0i4SOB26j2aCxms6+F3TT6F39GgGazr4XdNPoXf0aAZrOv%20hd00+hd/RoBms6+F3TT6F39GgjLltKaACHCQ42TdpwcHEntT7FBYzWdfC7pp9C7+jQDNZ18Lumn0%20Lv6NAM1nXwu6afQu/o0AzWdfC7pp9C7+jQDNZ18Lumn0Lv6NBFUpozGztcsltwE8pfEqRw8Nzw7K%20Cwms6eF3XT6F39Gg5b8R5TTnT8NKUuA/fnT/AMZtxI/8ch9qkgUHYUEJ0vykRyRyXZHLF+Swne4r%20W1kpuL1pkv0VmdJn0c0mLH12iusRr2zyaMdaXAP3DmLHXWKP8W+9Uv5D+3k/Svfxv93F+r+jkYP4%20qZ92ZHbdhsLaccbStthtanVBSrFLY5puvu0teuTj8ayzaImsaa9kTr6uPN2MvgeGKzMTaJ07ZjT1%208OTrT1qbX+4cx7kUHj+XXW/kP7eT9Lj/AMd/dxfq/ow+quoZK8bBahomw5U0uvbExn3JDaYouN7c%20dLi0pU+Wkq7CkkdtXMWTrrFtJj081HNj6LTXWJ88clpHUeYnP4lrCmPHGSgPT1rmtOOKb5RZAbLa%20HGTe7xCrnS3bwqRG8wOos/mREOLTEjqOPi5CS3JS45zDL37WkKQtBatyleMpXxHh0oNTG6qzuIgr%20nTHGpuOcm5ZppmzqpKRFMl9B56lqSU2j7Ajl6Cx3aWoOnwmSzCsi/jMsqO7JbjsS0vRULaRtfU4j%20llDjjyrpUyfHcXB4C1BysnqPOt9FZ7ZAyDq215VLWWQ9GSlsIkPBCklUlL6Q0AALIuLeHsoat5M6%20kyzM2S80GDi8fKiQZLK21+YdXKDV3EOlaUISjzKLJLat1jqLig1WU6yyeNiz5DLkfbBcmOOReRNn%20PuJakOpSFFte2K2Ut2DityL3ASkIsQ71JukG1ri9qD7QKBQcf+FMtpH4W9HApcJGDxo0acUP3Rvt%20CTQdSZrOvhd00+hd/RoBms6+F3TT6F39GgixKaDsi6XPE6LWaWfq0jWydOHbQWE1nTwu66fQu/o0%20ATWdPC7rp9C7+jQBNZ08Luun0Lv6NBN3IBO1SGnFpvZz0biSB84XTraoc+SaR1RHVHbpz074jt9H%20Pu1ng2rXXgkrNRNydhJa4uOlKwkAi4tpqT/i9yoZ3lJtEVmJrzm2vCI7OPbM93dxns13+DOiDHUG%20GYitNuSUpU2gJUkJUbFKdeCaiyeL7SnPLT9UNq7bJPKs/IlL6lw7iPQSFl5s7k7G1mxsR4gQkEGu%20Zuf+4NpMa0vPVXjwraY9fCImO/6pT02WSJ4xw9MJI6hcfeCjBlq5YBQy22SkqOm5atNL326f80VP%20HL5L/wCzm9mPdivzzOscOfTGnnnjpFdp2cRHvV+X6PL+vmRm5hkIcYxkhEgp4KFt6E2KklNuy+h7%20D71M3ief4kWx4Lxee+Yjqjz+jst92Z8+k5ptq6aTeunl5eWrzGy2ZJdKMWpUjdtddWonh8kJCfCB%20e4F/f402u83s62jBE310tM5K/Jp2R3R6+Ous4yYsUaRN+Ho8vL5FH8h1AtsBcRpsb0FJIdOoUCkc%20O+rnxvE55Y8Uem0/Uj6MHfb5HsyupVjjHaHEENSSbdx3ItTp8UntwR+s/wDjx+OfkSknqBTZbMlK%20i5dKUCMsg9+7cm20VX3GDxCa9NslJ6uyKa/T93z/AEzwb0vg116Z4efy4vDMXMtPf+JOJC0pHN8o%20VG4NtnjBVa3D3eF6ip4dvseSP/ke9ER1fDrblHKe2PNPKZ119qfa2nNhmPc5fmZHIzlv/F3P8y7T%20+T2Vd/j9/wD/ALP/ALVPtRfGw/8AT/zS+8jN3/8AFnOOv9i9z5vu0/j9/wD/ALX/ALVPtPjYf+n/%20AJpYa42YcmhH3itakBCnHvKbSm27bawve9+yxB9w1cvh+9vkrX9xrp7Wvw6x0+vvnu7terhMayRm%20wxWZ6P8ANPl/X5txgy0mKlpKSlaUpK9SUqJHxhqbH5w7D79dvZ+xHw5jS1fT7X5tZ4zr268defZM%201Ms6zr2PnUuNfynT2Sx0dSUPzIzrDSnCQgKcQUjcUgm2vdVxE1WdxnU0vJMBuPDmYVhCFCG9KdjF%20yQk33vBEeQHEJsNiLgX1UD4duB5g9N5dE+I3IMdOLgTZGRjKaUsvKXJDvoVNlCUJS2qSuywolQA8%20IuayOpoFBos67knsxj8XCnqxyXmJUp6Q0hpxw8gtIQizyXE7CX7q0vpYEUEekZHUOUiRs5lJDTTM%20uM2uPjIqfRJCwFc1x1YLi1q7EpslI08R8VB0dAoFAoMPJ45c1tsNTJEF5pW9D8ZSArUFJCkOpdaW%20CDwWg24ix1oPWNx7UCLyELW6oqU48+5t5jjizuWte0JTdRPBKQBwAAoPcj6aL9qf2S6C9AoFAoFB%20FH7679m3/SXQWoOW6SJx2Vy/TyrhuO75yAD6iRqUp9hC9Pdq5ufarXJ3xpPpj7VTb+za1O6dY9Eu%20pqmtlAoIwf3KP9mj+iPaoLUCgUCghNtyU39a1+1TQXoFAoFAoILt55nXXlO6flN0F6DlfxL/APbs%20P/bnT/8A55CoOqoFAoNDG6E6VjSWpLMHa8ytLjaua8bKQdyTYrI4iqNPDcFZiYrxjzz9q/fxTcWr%20NZtwnhyj7G+q8oJCKwJSpYT6dbaWiu5+IklQAF7DVR7NfcFBiR8DiY7yHmWNrjYkJQd6yAmW4HXg%20ElRFlLSD7HZYUGM70f086xFYVGUGYbKYrTaHnkBTCbWZe2LTzm9Piu7hx7zQXHTmFDTLPlQpph96%20S22pSlJ5sgOB0kEncFB9fhOmvDhQe8RgcZiUOJhNrSXNoW4666+4UoFkI5jynFhCR8VN9oubDU0A%204LFHGScWWf7DL5xkNb1+LzKlLd8W7cNylngfaoJSum8S/OGQLR84kJ23cd5KltX5S3WErS06pBPh%20UpO4aWIsKDWx+hMY5HcGVWuXLkqeM16O4/DbeS86tzlrZadstCeYQA4pXb30HSNtpbbS2jRKAEpB%20JOgFhqdaD1QKBQcr+E//ANWdG/7Dxv8A2Nug6qgUEY/0sn7Qfs0UFqBQKDUZDKvuvnH4sByWdHnv%20kMjvOhur2P8Aorg77xLJe87fa+1l+9b7tPT+buhcxYIivXk93u7ZRj9KQWVoU6jzZUPTLcJB3ane%20kA++D7/fXw/9s7fHaJtHxdfem0zrrz6u70x69dddd77+88vZ7tPLy+jOx+NxwisLTFa3KQlRVsTc%20kpGt7V2cfhu2x+7jpH/LH0q1s+Sedp+VlqjMqShJTZCDuCBom41FwOOuvt1YvhrbSJ5ROunZ5dvp%20480cWl9WwhbqHTcLbvtI00PEHvFLYq2tFvvV8tPQxFp00fQ2gOFwJG9QAKu2w4D+Wtox1i0204ya%209hy2w4XAmyyACocSBe1/fpFKxbq04ya9icu/KTb1jX7RNbsLUCgUCgUEUfvrv2bf9JdB5x6krhMF%20PY2kXII+SOFwNKDIoFAoFAoOT6tRGfz2KiysInPMKjTHPKcmG4tCkLjgOBUtbQSLKIISrXuNtAye%20nIGLjzluRekfuFwtqSZnKxyNydw9HeI8654rX1FtO+mg6OgUCgUCgUEJH00X7U93ql0F6BQKBQKC%20KP313T6pvW385ztoLUHLdUXx3UGFzqRZrecfNI9U/qgn2EL1q5t/apan/NHqU8/s3rf1S6mqa4UC%20ghA/cY/2SP6I7qC9AoFAoIzL8pNvWNd/rE91BagUCgUCgiu/nWu7lud/zkUFqDlfxL/9uw/9udP/%20APnkKg6qgjNk+ViuSOU4/wAsX5TKd7iuyyU6XoNN/e0/6kyv+bD9Og1Uf8Q0uZh1nychcUpShhhC%20El/mg+K6d1tb9h7B7NBtf73H/UmV9j+zD9Ogwp4GZ6jxDDyp0OK7BmvLiofkQnOY29HQkueXcbJs%20FKsCe2gwnMzKxszySXw/HhZJ1hqTMkOpSGvuxcvY88D4g2vwlToc8OpBUL0EMd1DPipzQjtR3siF%20wn1S1RJcJLq5j5jkLRIW46tKEo8DiVbbaAeGkEs53qDquG7IMpyA6xj5sWJILbDza5CZimgC2FPr%20DJb5/aXN1vk0GmldZ9RZLpnKvtJVFQ/jX5sOUiDOj+W2WIbVIWpLby1tq8DjSgAQTtULUG6HUXUb%20KMoXFxHBBfi45gBh1JXKlojbXlnnLs2lcnVFrkfK7w3GGmTpqcljsmptcqC6Iz0iJzGEOB1lDoUh%20PMccaIS7b6Qm4uDQabCQmoc3qKWJclZxUhSIgnZGYqMhHkmnSHea66jbvcUSpSSU+4KDBd6py0lD%200N1+70aViViUxFl4/ciVNDS2+XIUtS0ENnxhW1QNrUJIXU2fah5IxnGlt4cz503ziXHXHmUzpSW2%20GXOYgNbURlDcoLA8I22FDV3zTgcaQ4BYLSFAe2L0Hqg5X8J//qzo3/YeN/7G3QdVQKCEf6aVp9aP%202SKC9AJAFzwoNLJnysk8qHi1bGEnbJn9g70tntP+Hs15zPvcu8tOHazpSOF8vd5qd8+f/Fdpirij%20qyc+yv2tjAx8WAwGY6bD5SzqpR71HtNdjZ7LFtsfRjjSPnme+Z7ZVsua2SdbMmraNGD+5R/s0f0R%207dBagUCgUEJv0KdL+la/apoL0CgUCgUEEW88938pr+k5QfMeXPJMbwAeWm1iTptHeBQZFAoFAoFB%20znUGcgYrqHGqny40OO5DnbXZKmmyXErjbUpdcsRcE+EHW2vAUGF0z1e1lpmEjMZNia47i3X8o0yt%20pahISYwBcCNWzdxfh0Ht20DsKBQKBQKBQQkfTRdbelPu+iXQXoFAoFAoII/fnvsm/wCk5QXoNb1H%20iU5bBzMeQCp9shrdwDifEg+4oCpcGTovFu5Fmx9dJql0llVZTp6HJc/eAjlSQeIda8C7jS1yL1tu%20cfRkmI5djXb5OukT2tvUCcoIQP3GP2eiRpp80d1BegUCgUEJv0KdL+la/apoL0CgUCgUEF/vzOn1%20Tuv5TdBeg5X8S/8A27D/ANudP/8AnkKg6qgUCgw28Lhm3EutwI6HUEKStLSAoEagggcaDMoNblOn%20sZk5DMmUH0yI6Vtsux5MiKoIcKStN47jRIJQnj3UHhfSuAchMwnIgcjMKccSha3FlS3kLbdW4pSi%20pxS0uq3KWSTe/Gg8R+kcExzSGnnVPhpLrkiTJkLKWHOa0ne84tW1K9QL29+gyn8JjHxIDrO4SnmZ%20D/iWNzscoLStDpt5SdBpprQYrXSHTzQlhMUlE1pxh5tbry0JaeJU420hSyllCiblLYSOHcKCrfTe%20GRBlQgwpUebtMoOOuuLWpLaGkqLi1KXvCWk+IKvcbr7taDIxuKhY1hTMRKglai44t1xx51azpuW6%206pbizYAeJR0AHAUHw4bGFue2pgKbyaiqchRUoOFTaWTcEm3o0AWFBgsdG4BkqVynnlrUypTkiVJk%20LPlnecyN7zi1bUOahN7UH13o7p13ZuikBCnVFKXXkJc57pecQ6lKwHUKcJOxd09woNzQKDlfwn/+%20rOjf9h43/sbdB1VAoMdpaG1y1rUEoS4CpRsABykcTWt7xWNZnSIZiJlZx1tptTjightIupajYAe3%20WL5K0rNrTpWO0rEzOkNItyVnVltgqYxINnHtQt63FKe5J9mvO2yZPEp6aa02vbblbJ5o7q989vyw%20vRWuDjPHJ3d39W5jxmI7SWmEBttIsEpFegwYKYqRSkdNY7FK95tOs8ZUqVqUEIFvIx7cOUi35ooL%200CgUCghM+hT9q1+1TQXoFAoFAoIo/fXfs2/a+Mug844LEFjcQfRotYW02j2TQYXUnU+I6egKmZFw%20gWUWo7Y3vOlCdyg2gaq2pFyeAGpIFBPLdVQ8a/y3I776GmUypz7IbKIsdZUEuu71oUUnYrRtKlaH%20SgRuqYb+TEIR30NOOuxo09Qb8u9IY3c1pG1ZdCkcteq0JSdpsTQafq3MdX4mYqUxIxjeEshKQ8D5%20rmq4j0j0Zkp7fjg+xQbfpPKTMni/NS3EuOKX4ShgsJCdoICTzZCHBr8dCyn3qDG61cmtx4qonUaO%20n18wiy2WX1SiRoy2l0KVv+bsSo/zTQYfRUvqKTJdVk3Mg6ylBSlUhDSGd108Q5Axcnf3bUKRa9ze%20woOvoFAoFAoFBGRfmxresN+Pq10FqBQKBQKCCP3577JrXT5zlBegUHLYL/uvq3L4lQ2x51snE7ru%20EIeH5/AVcze3irftj2Z+pTxexltXv9r7XU1TXCghA1gx9b+iRr+SKC9AoFAoITPoU/atftU0F6BQ%20KBQKCC/35n7Jz+k3QXoOV/Ev/wBuw/8AbnT/AP55CoOqoJSpHl463uWt3YL8tpO9Z/yU9tQ7jN8O%20k30tbTsrGsz6Ib0p1TprEelrv7xC9vu2f+oPw1x/53+xuP8A8f8A5ln9n+en6mH/AHnf28nyUrm7%209hXyRutYK+Lfbvt2Xt2+xVL/APoL6dHwsvV1aa9HHTTX3dfe07OX3uXspf2Uc+qunp8uH+HnZf8A%20eIf6tn/5ufhq9/O/2Nx+j/zIv2f56fqanq/OSBChR4Ylx5UsuP2ZjyHXkJjJJTvbjpcWEqfLaVXF%20ikkdtdbbZ/i0i/TauvZaNLR6YVr06Z01188NV1dnchJx6JuNlOQvMdPz5gQS4nYtBjG+1KmyHUJW%20pKVcUn3qnaNt/ebLsRZge5DkiFkoGOLiW1oStMkRuavYXFlKryFbfEbaXv2tR4b6izy8XInLkwWE%20rnPQ4aTGkPOBMd51tRSy06pclxYa0QjZYXVc2tQbLATldRdOcyZvbUtx9h1ccyIayY76mt6RuQ+z%20u5d9hVdPxSTQabAIXA6enZNua6qamVLitvZKXMkMJQictlv0K3F7lBKQEpTZSzZO4br0Gj6l6szM%20nBPKTJcYkQpUuMuQw1JxxcAxLslBLD6ua3sUocSdUhQoS6iX1Jl2Zkh5oMHF4+VEgyWVoX5hxcoN%20XcQ7vShAR5lHhLaiqx1FxSB1VAoFAoOV/Cf/AOrOjf8AYeN/7G3QdVQKDGS60z5xx5QS0lYKlK4A%20cpFR5claVm150rHPVtWszOkc2habXPIekJW1gULJZZ7+5S7a8u/ve1XkceO260vk6q7GJ9mvf3Tb%20+33ceHD7vGOla0Y+FeOXtn7PP5c3TIShCQlACUJFkpGgAHdXsK1isREcIhy5nV9rYKBQRg38lHvx%205aL8fmjvoLUCgUCghN+hT2+la7vWp76C9AoFAoFBBH7899k3/ScoPOObSmGyoX8TaCQVFQHhHDWw%209ygw+rIUqf0xlYURHMlSYjzTLd0p3LWgpAuqyRe/bQabqLE5p13JMQ4hks5vHIx6ng4hKYziOaku%20OhakqLe2Rf0QUbpOmooPGPweYbmY/HORlIhYnISZ6MiXG1IebeS9y20p3F3mAyfHuQB4TYm4oPbv%20T2AzHVk+UYb6ZcRtEd/JNy5LBKyEuBlKG1pG0IIKj7VBs+lCymJJipaeYfiPlmSy/Idl7VhCVAtu%20uqUooUhSVDhx1F6DX9YqccioMnpmPmA06tKHJKfMNNIKRtcDbTMqSSskJKUM6WN1bQCQwPw5xmNW%20/NysY45DjLjkDkYuExEaSlBSbq0ckhZt8VTu3+bfWg7qgUCgUGl6qyT8OE00yiSFS3OSuVFjvSVM%20N2JW5sYQ6rdtG1GltxF9KDF/Dl5p3ovFhsOANshs81DjaiR2+kSgqH84aHvNBuJJlc9izaCkOEtk%20rVcnlr4gI0/loK753qWu361XufV0DfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQN871%20LXZ9ar3fq6CKVTfNOENN7+W3dPMVtA3L4Hl0FiudrZlr2PSq4fq6AVztbMtex6VXD9XQcz1p5qE5%20jeouWhJxb4D5StRvHfPLcBG0d4q5tPa6sf4o+eFTdez05Pwz80um5k4i6WmiDwPNVw7Pq6prZvna%20+ha9j0qv6uglEXMERna22pPLTtUXFC+g/mHs9mgrvnepa7frVe59XQN871LXZ9ar3fq6Bvn2+hav%209qrj+roG+d6lrt+tV7n1dBGUqYWhuabA5jRFnFHXekj6vvoLb53qWv1iv6ugb52voWvY9Kr+roPu%20+bf6Ju32iu//ACKD5vnaeha9n0qv6ugb53qWvY9Kru+zoJLVM820eU3u5blhzFWtdHby++grvna+%20ha9j0qv6ug5z8QIecm9OoRAx/npMbJYmb5Rh5tLrjcLJx5ToQZBYa3cplRG5xPt0D++XUX/wTOfr%20sH/6nQP75dRf/BM5+uwf/qdA/vl1F/8ABM5+uwf/AKnQQT1VmFxy0Ogs4Wtxvd/CX3BWpucnfdu7%20ag/b06OjT2fr56689deOvPXi365117V/75dRf/BM5+uwf/qdTtER1RmxKVLHQWd8wptLRXz8J8RJ%20KgAPvOw1UeHH3BQYCpLq0LQr8Os4pC25LKkGVhyOXNWHJCQPvXQLUL6cOy1NRFRWuQiQv8PuoluN%20qYXZc/GKSpyNt5LjiDlylxxPLT41gqNtTQWkz5C4Pl3Pw/z7bDTzsxK2pmJadQ86pa3FodayqXUl%20XMXfargbcNKDKxedyuLi+VhdA55DO9bhCpWGcUVuKKlqK3MopRKlEkknjQRXkpi8c5jj+Hud8o46%20p9SRKw4UHVul8uJcGV3pVzDuBSoWPC1BhKZQuO4w7+HfUL6HVqddU9Pxjq1LWwYylKcXl1LJ5Kij%20jQZb0+U9km8i5+HueMlvYbCXiA0pTV+WtxkZUNOLRfwqWkkaWOgoNn/fLqL/AOCZz9dg/wD1Og8q%20616hSUg9C5y6jZPpsJxsT/rPuFB6/vl1F/8ABM5+uwf/AKnQP75dRf8AwTOfrsH/AOp0FPw/xubx%20HQXTeJnRW2p2PxUKLKZL24pdZjttuJKkJWk2UkjwqI7jQb/fO9S12/Wq9z6ug+KdmJBUpppKRqpR%20dVYC2p+jrEzERrPIiGiaRLzb63OWgYxDu4tlSk85aUJA12XKdO6vNV18Tyazw2lJ4f3LR3/lj5/o%20v8MEf3J/y/1b68sJCQy1tAsE8xQHtfR16WKxpp2KIFTQLBlqw0HpFcPzKzEMG+d6lrs+tV7v1dA3%20z7fQtX+1Vx/V0DfO9S12/Wq9z6ugjDVMTEYCGmykNpAu4oHRItpsV/joLb53qWuz61Xu/V0DfPt9%20C1f7VXH9XQN871LXb9ar3Pq6Bvnepa7PrVe79XQRkqmFpO5ptI5jWqXFE35idPiDSgtvn2+hav2+%20lV/V0DfO19C17HpVf1dA3ztPQtW7fSq/q6Bvn2+hav8Aaq/q6BvnX+hat9qrj+roItrl+ccu23v5%20be5PMVYDc5YjwUHvGbPIs7E7fAndpa6toub2F/boMqgUCg1M7p7nzFTIU+TjJDoAkqjcopd2/FK0%20vNupunhdIB776WDJxWJjY1hbbKluOOrLsiQ6dzrrqgAVrOgvYAWAAA0AAoMDqd95sRW40yezMdKw%20zExqIi3XrAFRUZja20JbHyipI1tckpFBg9Os3zinsg7kBl0xlJbZyTONCzHK0kqbfgtapC9Cjm6c%20SnVJoOqoFAoFAoJx48eMyhiO0hllsWQ02kJSkdwSLAUHiRbnRb8eabe3yl0F6BQKBQKCCLeee7+U%201/ScoL0Cgxcpj2sjjZMF76OS2psm17bhYH3DrW+O80tFo7GmSkWrMT2tV0PPelYBpmT++Y5aoMoc%20SFsHbqe07bXPfU27pEZJmOVuMetDtb600nnHD5G/qssowdIUfs9EjT8ke1QWoFAoFBCbbkpv61r9%20qmgvQKBQKBQQXbzzPfynf6TdBegUCgUCgjEvylX9Y7+0VQWoFAoFBGbfyUi3Hlrt+afboLUCgUCg%20UEZF+bG+0N/1a6C1AoFAuAL9nfQaN5bmcfVHZUUYpk+neSfplC3gT/NHaa81kvPiV5x0mY2tZ9q3%20/Un8MT+HvntX6x8COqf9yeUd3nbSG222qQ22kIQhxISkWAADSO6vR0pFaxWsaRHKO5RmZmdZZFbM%20FAoFAoIQP3GP9kj+iO6gvQKDGmZPGwdhmy2Yocvy+c4lvdbjbcRe16jvlpT3piPTKXHhvf3azb0R%20q9xJ0Ka0XYchuS0DtLjK0uJ3DW10ki+tZpkreNazEx5muTFak6Wiaz5+D5NtyU39a1+1TW7Regx8%20hkIeOhuTJjnKjNW5i7KVbcoJGiQTxPdUeXLXHWbWnSISYcNslorWNbSwcT1XgMtJVGx8rnPpQXVI%20LbiPACEk+NKRxUKhwb3FlnSk6z60+42OXDHVeNI9MfVLbVaVCg5/qHqzH9PzEGa084JLY5fJSlX0%20albrhSkn5Yqnu99TBp1a8e5d2ewvuNemYjp7/P8A4MjpXOxMzikvxkuISwRHWHQAStCEkkbSq48V%20b7XdVz16q66a6cWm72lsF+m0xM6a8G4qyqlAoNJKzWXdnvw8NAaleTITLfkvlhsOKSlaW0bG3lqV%20tVdV0gajU9gesEtmVKlzHG3o+SaV5adGVIW6yhaUpWC2jdy7KSUqCglKrHUCg+5jEZWRkoeRxsxi%20K/FZfYKZMdclCkvqaUbBD0cpILI7TQYuKh5OVmxkZuSjS/u9t+EGY0N2NZbymlr3KckSN1uUnQDt%20oOioFAoFAoFBGRfmxresN+Pq10FqBQKBQKCKL+dd7uW33/OXQWoFB5dWpDS1pQXFJSSG023KIF7C%205AufZNZiGJng/IsL1lnWurpi4uO5i8k7Z7FXLag4gbQrcoK2kW8ZOnG9tLdzLtaTijW3u/ecbFub%20xlnSPe7PLy+rr8nn+vhj3zH6cEZ4IJS/5pp8o01IaSElR7v+XhVHHhwdUa319UwuZM2bpnSmnr1c%20z+H3UHVzbT7ceC5loAUTdSw2W3FG6tri73ve5T7umt7e9wYtY1nplV2mbLx4TaPLy8uPYf3pz9hf%20pqXftAcbOvt+5/hpVD9vT8cfOu/uL/gk/vjPvt/u5k73t9Gi3v7qz+1j8dPlZ/cW/BZqOpPxKeiQ%20SiLi5sKc94WXJ7IbQBwUoDcSojT2P8RnwbCLW42rMeaUGffTWvCsxPnhm4D8TMDPiN/eDogzviuN%20rCuWSPlJXYgA9xNx7PGos2wvWZ6eMJMO+paPa4S6Mz4UyMlyHIakILjXiaWFi3MT2pJqnak15xot%201vFuU6qz8lAx7SXpr6I7S1pbStwhIK1mwGv+HbWaUtadIjVi+SteMzoyK0blAoFBFd/Otd3Lc7/n%20IoLUCgUCgUEIf0KvtXf2qqC9AoFAoIT/ANxkfZL/AKJ76C9AoFAoFBCR9NF+1P7JdBegUA2sb8O2%209JHMyJC5ji4UNxSMQlQTKlAXCB2toJPxOzhp/k147PnncWnDitMbSJ0veOzvrWfw+flX/g4OnWkU%20iL2j/U7I+ufP9PpdFGYYjsIZYSEMoACEjur1mHDTFSKUjSscoc69ptOs83mPfmyb+sFuPq0VK1Wo%20FAoNX1JnmcJinZqkpecbKAiOVhCllawjQ2UdL34dlVd3uow0m08Z7u9a2e1nPkinKO/TVzWH/FKL%20NkqZlQHI4CdyC0pUhZVuCQNiW0kaXN/Y7652Hxqtp0tWY+f6nT3HgdqV1raJ9Ps/W2MTq91UVluL%20hMi9tbQN5aS22fDpZalAW07qt/v5nljvPq0VJ8PiPeyY49ev1Nd1XM6ryeAlRhgFssucvcvnJdd8%20LiVeFlsFR1Tr7FVd7kz5MU1+HpE6dus8+5b2NNvizVt8XWY17NI5d8ue6HwXVcfKvKjNLxy1sFK5%20EphezbzEnakEBO/T3vfrn+HbbcVvOkTXhztE+b53R8T3W3tjjWev2uVbR5/mbTrDo/q/IeUUZX3s%20tHMuAhqMlndt+L4kk7tdeOlWd/sNxk6ePxOfdXTkqeH+IbbH1ez8Pl2zbXn5uDI6T6FyTeOdGRmT%20sY+p4qSxEkpShSNibKUEbxuvcceAFSbHw28Unrtek68q2+ftR7/xSk3jorS8ac7V+3RtpHRuxAP3%205l1ekbG0y7ixWB8zsverv8f/AHMn6v6KX8l/bxfpV/uUL/8AjuY/zs/o0/j/AO5k/V/Q/kv7eL9L%20BzXQMiVi3o8bMT33lhIS1NklbCrKBs4kIJOmo9moNx4ZNqTEXvM/mtw+hPtvFa1vE2x0iPy14+ri%201nT34aZSHNcdl5BUZpTakhWOeW26VFYVZRKB4ePu1W2vhGSltbW0jT7s8fo5LO78ax3rEVrrOv34%20iY+nm6EdDwu3JZFR7SZSrn2eFX/46v47/qc/+Tt+DH+k/uDhDxclEaC3PXb+Tvp/GY++36pY/lMv%20dX9MNTlvwyx0yUlEKSuGGkBS9++QVFaj89wbbbP5ag3Hg1L6dM9Pz/WtbfxvJTXrjq+Sv1N30X0/%209x4fy/P5/mHPMX2cvbubQnba54bKubLafApNddeOqjv95+4vFtOnSNO/v+1l5jOpxzrTDcKRkJTy%20HHRGiBreGmtoWsl5xlFgVpFt1zfQHWrikw5XWuLZbZfaZkS4i4zc6RKZSgIjxHr7H3Q4ttzadijZ%20tKlaHSg34IIuNQeBoNTO6eL0xcuFPk4x94ASTGLSku7RZJUh5DqAQNNyQCe3gKCfTaWGXMlCaQsr%20iSQl+W8vmOSHFstuFxZ2pA+OE2GgA0sLCg+Z6XN+8MdjI8v7uTP5u+aEoW5uZCVJZZ5oW2HHAVK8%20SFeFKrC+oCGK8zjuoF4kzDkW3465jzrrbCH2VpWhtIcMdDKCl0E7Lt7vCrxEaJDoqBQKBQKBQQkf%20TRdPrT+yXQXoFAoFAoII/fntPqmtfynKC9AoFBit4rHN5B3IojoTNeSEOvgeIpTw/wCfv07hW85L%20TXp14NIx1i3VpxZVaN2NjGmW4DAaQlCVICyEAAFSxuUrQDUk3NZmZnmxERHJk1hkoMDNYTH5mAuF%20Ob3tK1SoaLQocFoV2EVJiy2x26qo8uKt66S9x8Pi2IDePbit+TbG1LKkhSfZuDe5PbWLZbTbq14l%20cVYr06cGnyXQ3Szu15MBDD/MRZyOVMkblpBsEFKeHsVNXeZY4a6+niittMc9mk+ZynWnQGbKI68d%20LlZOOk8sRpDhcW0Vm25JOm2/Hu7TYaX9pvaceqIrPfCludnfh0zNo+hv+jMo5jGmum82pxjJtX8r%20ziC261fwpYcAG4JHYdf8Qq7rH1/6lPd7fN6VjbX6P9O/C3lydhVFeKBQQX+/M6fVO6/lN0F6BQKB%20QKCEL6FXZ6V3u9aruoL0CgUCghP/AHGR2+iXpp8099BegUCgUCghI+mi/anu9UugvQfFKSlJUohK%20QLknQAVi1oiNZ5EQ0a3pGccLMcqZxSCQ+/wU9a3hR3J7zXm75MniUzTHM02se9btyd8V/L3z2r8V%20jBGtuOTsju9LJRl+mYSfJCfEY5Poywp9sKSRoQoFV79967WK+DDWMdZrWteGmscEU7fPf2um069u%20ktmhCG0JQgbUJFkpHAAdlWaUisRWOEQrTOvFr1ZbFw3pXm5jEf0o0dcQg/RoHafYrS+fHT3rRHrS%2002+S/u1mfREuNjfi5zpLTX3Osh1QAS06XHTc28LfLTuV7F+Olcanjmtojo5+f6tHcv4D01mfico7%20Y0j6W/OX6xmgiBh24SCPC/kHRrrb6Jq6x7tXfj7i/u06fPafqji5/wC321PfyTbzVj65D051DN/8%20TzrqG1fGjwEJYA9jmHcsin7XNf38nqrw+c/d4af7eOPTbj83J8e/Dzpp2M60ppwvu23zFOKcfuCD%20cKc3gXtY2HCk+F4ZrMcdZ7e1mvi+eLRMTGkdmnD5tFOnuiMVgpq5cR59xxbRZIeUgp2qUlRPhQnW%206BW218Ox4LdVZnXTTjp9jXd+J5M9em0V0114a/a3cG/ko9xY8tGl7/JHbV9zlqBQfFrQ2hS1qCUJ%20BKlKNgAOJJNB9oITfoU9vpWu71qe+gvQKCUaXGlNlyO4HUBSkFSdRuQbEUFaBQYE2fFgGXMkq2tM%20stqWQLn4ywAB7J0FBXGawWHA4XEONIUi+2wBSOFh/jJoND1fi50ubCeRDkT4TbMhp1mC+3Fkpcd2%20FCuatyOS1ZBCkByxNipKrCwayRgOpWsY7AEVEp7LYhjGSX2FNNMRn20uIW4ts8r0W1+4DKD8U+HU%20UHcst8tpDYN9iQm57bC1BqZ/TuKly1yH5EtDq7bktTpTKBYACzbbqUjh2Cgx+lGIsaVmosZJ2MzE%20JLq3XX3HCYzSruOOqcJIvYWPCgyuo8dNnwjHZXCMUgmUxkIaprbgSQpFkB5gDaRfXd2cLUGB0VjZ%200THMP7cZGhTGUSDCxsBUOzriEm5Xz3Uqsnw/EBOntUNXS0CgUCgw8nkHITKFtQpE91xYQiPFCCo6%20EkqU6tppCQAdVrHcLkgEPuJycfJwG5jCVoSsqStpwAONuNqKHG1gFQ3IWkpNiR3E0FJH00X7U/sl%200F6BQKBQKCCP3577Jv8ApOUF6BQKBQKCMH9yj/Zo48fiigtQKBQKCEz6FP2rX7VNBegwsvhsbl4a%20ok9kOtHVJ4KQrsUhXEEVJiy2pOtUeTFW8aWh+cT+uc303llYgO/eMOE6NzkhBRIW2Ui7ZWeNt2i7%20an+bpXVps6ZqdfuzMdnLy8ubl33d8Vun3ojv5v0nE5OLlMcxPikliQncncCCLGxBB7iLVycmOaWm%20s84dXHeL1iYZdaN0F/vzP2Tn9JugvQKBQKBQQhfQq1v6V39qqgvQKBQKCE/SDI1t6Jev5JoL0Cg4%20jrjrfLYHLMw4bUdbTjCXVKeStStylqTptWgWsm9cbxHxHJgvFaxE8NePrdzwzwzHnxza0216tOGn%20dHmWw34lYN3GNOZWSmPkPF5hhpl9SUkKO34qXOKbH4xrbb+L4ppE3nS3bwlpuPB8sXmMca07NZr/%20AEZ3/ETo+9vPn9RI/q6n/ldv+L5p+xB/Ebn8Pz1+1J78QekVLYUJ52trKl+hfGmxSe1vvNP5Xb/i%20+afsP4jc/h+ev2ufzP4m5RvKuM4hqPIhEIMZxxt3eu6QV6bkcFbhw7K5O48e0tM06eiO2dY+Xk6e%2028FpOOJyTaLdvGPslnSM7l8slho4uTIj8tJkNxxsacdTbekurNgjdewuTVKdzm8R0maXjbxpwjh8%20SfPPZWJ/rx5V6bXHi1nrrFteGvOI9EdrbIl9bOIDcTFQ8e0kANiS8XLJHDwsj/lr0NJ3ERFaUrSs%20ctZ/+1VnHtYnW1739Eaf+JwWT6C6yk5GU+qGlxTzq1qcQ40lCipalFSUqXuAVfgdbd1cTN4ZubXm%203Tzme2Ptd7D4rtq0rHVppEdk/Y77+5ER4gz8hPnG9yl2QpKPcSjbau7/AB1Z9+1retwP5O0e5WlP%20RXj8+q2O6R6ZjOPBrHMeBaQ3vTzCkBtPAubu+pabDBXlSPp+lDk8Qz253n1cPoaTG9C9KR88lliZ%20KXPgcqUWVKbKbJXuSDZsdwvr2+zVXH4PipaLRNtYnXs+xbyeN5r1msxXjGnb2+t2zjjbadzighPe%20ogDv7a6rkMF/qHBMEh3IR0qHFAcSVfmgk0GA91z02gK5chT5TrZptahp/OICf5aGrWYPr5cplaX4%20EmVJC1K/sbYcSGybov4kkcbVkZ8XqOYmMy23hJqgEJShRSlIIAAvqo2vWB5l9WZONGcku4R5thoX%20cW66hAFyAO++p7KDVdNdX9QTUuRW4aJ0lKlulxTwa2oUq+3aQSbE2vfSjCHWXUGeRE+7pcdmKZIC%20lBtwrXyweBta1yKMsrpfLdU5PHcuI9DSIm1o81LpdKQLJKrEp7OPse+lhtJMPq8oHNyUZCS439Gz%20wJcAHxj7PfRlU4Xqdf0nUCh22RFaTY+3e9qMNfncVnIeOceZyk+ZIJCWmWE28R4k7ApQSADRlouk%208Llly1Q5f3nj4y0qWlbBcYRzNPjXTt1A40HWf3RGv/fOVueJ80f0aah/dEf65yv+dH9Gg5/qTpbN%20uPpi456XkGC2Fv8AmZCFAEqUEiyijuPZQb3oZrJMYgx5rIbDaiWHApCtyVakHaVG6T3/APJQdFQK%20BQfn3XBjsz5LznT0AgN8z75nx1SErLaCSLMoO0CwRd11HG4BtQdH0TjIkHBtqjOtPJmESVrYaZZa%203LQm4QllKfCLabrq9mgdRtRpeQxmNW3Jcekl1Z8vMkwkIYb2c5xZjrRzCCtCUpPaewXNBHD4/H4j%20PHGsty2wqMXIK3chKlsraQUJcTyX3FhpbalJAskjaRZXFIGrpKBQKBQa/NuzEQ9seC7PQ6S3IajP%20pjyEtqSRvaWpbI3A2+sSRxBuLUEOlYEmDh0Rn2iwkOOrjx1KStxtlbhW2h1aSoKcSFeJW5Vz8pR1%20IZcllZfjnnL8Tqto8Hh9GvhdOvdrQW8u7e/mXPas33/5FB88u9p/andPYa1//CgeXe/infea7v8A%20IoHl3v4p33mv0KB5d7X+1O+81+hQSSw75x0eYWDy2/FZu+qnP5vZ7VBXyz38U77zX6FA8s9/FO+8%201+hQPLPfxTvvNfoUDyz38U77zX6FA8s9/FO+81+hQRiR3VRGCJLiAUJISA3YApGmqL6UFvLPa/2p%203Xho1p/+FA8s9p/andPYa1//AAoHlnrfvbvt2a/QoHlnr/vTvtWa/QoIyWHUtpJkuq9I3oQ32uJH%20yUdlBby71v3p327NfoUH3y7v8S57zf6FBqsr0hiMrLjS5wW69GN0K8ACh2JWAnxJB7D8NTY9xekT%20FZ5ocm3peYmY5NdJ6VyWJcdndLyC2txW+Ri3NnIduddmgS0q3C3+Kpq7iLx05ePn7Y+1FbBNJ6sf%20ydjNwWej5VSoxkvxcmx+9Y99LSXUHtt4BvT/ADk1Fm29qcedZ5SkxZ4vw5W7myUw4JjSTIcKi24Q%20ohu9gpFxoi1qgTreWet+9O+81+hQPLvfxTvb2Ndv5HZQPLvfxTvZ2NfoUDyz1v3p33mv0KB5d7+K%20d7exrt/IoJRWHS0q0hxPpHRwR6xWuqKCvl3v4p3s7Gv0KB5Z637077zX6FA8u9/FO9vY12/kdlA8%20u9/FO9nY1+hQYmVcZhwXXJeQLLZSpAU6WkJUqxO2+1OpA7DWl8laRraYiPO3x4rXnSsTM+ZhTOp8%20BGaLhzaXTfalphTDqyrsAShKj7FV77/DWNeqJ9HH6FnH4fntOnRaPTGkfOw0PdYZdQ8pvxEBV9z8%20pLapKgR8hoIsi3841BOTcZvdj4de+fe+RP8AD2+H3p+Lfuj3fl7fU9H8OcC9dc1yTLkq+kkPPKUo%20k29y2lZjwvDPG+t7d8zP1MT4tnj3Jile6Ij69W6x+GYx0NEOE66zGa3ctvwKtuUVHVaVKOqu01dx%20Yq46xWsaRCjmy2yWm1p1tLI8u9/FO+817P8AMqRG12Vmtw3WEqfdfkKXduOhLal6pUAQAj2dtczf%20+LYtvpWfayTypXjafV5eZPh29r8fux2zyaBWBROnqn5IpYfmK2MMlRSt1SE6gKTbb4G7XSNbD3fP%20R4Tn3uSc+eIrHDTHx9rT8U/NEx28YjT3uj+9jFSMdJ107eHlPrdVCihENlpl55ptlAaS2oIKkhA2%20gElJva3Htr122tXojpjpiOGndp2OVkmZtMzzlby738U729jXb+RUzRJakJkojKnLTIcSpbbR5W4p%20TxIGzs3f4a01Gtm9R4mK5yhkHZMgmwjxktvLJB+L4UEA+2aDATK6vmF9ePY8m2DcmXyy6pXLTYct%20KQEq4cTag51rpbrFeR85JjuqU6vdJW2+02tSVHxAFK7D3NKyOtT0HgAoLWl11wfKcXvPG97EW41g%20ZzHTWJY+iYbSew8li/v8u9B9yWBZyEEwnpLyI6iCtLfLRfbwvZFBhYnovH4qX5qHKkpc2lKgpTZS%20UnsI5dBtYTLhiMnnuC6EkCyNNBpqm/v0EslhY2Sj+XmOOOM7gvYClOo4fFA76DDx/R2Hx8lMmHzW%20n0ggK37tCLG4UCKDbch3+Jc95v8AQoHl3f4lz3m/0KCMpl0Ng+YWfSN6HYBq4kdiRQW8u7/Eue83%20+hQCw7/EuD3G/wBCgeXd/iXPeb/QoHl3f4lz3m/0KB5d3+Jc95v9Cgilh0y3R5h0HltndZvtUv8A%20mW0oKY9RVCZJSUeBIse2wGv/AE0GRQKBQcpGm9UnM5xuDGjzIjcpCUealOMlBMVlRShCWXht8V+P%20G+lBusJGkssvqlQYsB955TjiYiy6lwkD0i1Ftk7jbu92gxOqGHnExlxoc52Y0VlibjVw0OsXACgR%20McQ2tKx8lSFp0va4SaDU9H5FibnJqVs5OTkIqCw/kZ6oK2mrKG6KgwF8lLm4blp2buG8/FFB2VAo%20FAoFAoISPpoutvSn3fRLoL0CgUCgUEEfvz2v1TWn5TlBegUCgUCghA/cY/2SO75o7qC9AoFAoITP%20oU/atftU0F6BQKBQanO9NY/LpQ45uYnM6xpzJ2PNkcLKGtvYqfDntj5cp5x2IcuCt+fCe9pmuoMn%20g57ETqgpMdSVtxsw2LNOElJHOSPo1eH2tfdqacFcka4+f4e31d6Gua2Phk/V9rpfvXG+cZh+Zb81%20IQXWGQoFS0D5Sf8Ak77HuNVfh20mdOELPxK66a8WVWjcoFAoIQ/oVfau93rVd1BegUCg1WX6nw2K%20PLkv7pRsG4jQ5jyieACE66+zVXPvMeLnPHujmtbfZZMvGsez3zwj5XJ9WsdX9Q4tCm8YIsFp0PJY%20dWnzSglCvGoEhCRr8X41cve03G4pGlNK68teLrbHJtttedb62056ez6O+fTyZH4ddKZDFOzHspCQ%2004Q0IiyW1qTbfvCSkq2jVPt1v4Vsb4ptOSuk8NOU9+rTxff0yxWMdtY46847tHc123CAQeGtBN6Q%20ww2px5aW0IF1KUbAVFmzUx1m15itY7ZbVrNp0jm53I9UoWCGZCIMTUKmvfHUP+pa+Or27e9XCnfb%20je8NrHRi/wCraP8AwV+ufmlc+DTFxycbfhj62HClPb2zhMa6664sleTnXbS4raoE/OUPe4e7XR2H%20heLbRM19q887W42n1/Ygzbi1+HKO7saDqBjrGVkgp9qQ8qKr0DsdlxLaVaXU0QL8RoquigdTjum3%20JUFiQ7k8vHdcQC4yuQUFKuChYpvx4U1GT/dEf65yun/8o9n5NBwk/G5x3KF1ULITYza9rfmUvKWp%20oKvtKgAQD3Cg/TsZAx0WM2YcVMZC0g7dm1eovZd/FfvvQVj250q3rRf9UigvQKBQKBQQgfuMfS3o%20kafkigvQKBQKCE36FOtvStftU0F6BQKBQKCCP3577Jvu+c5QfMeVmExuAHgTtsb3TtFidBQRyuax%20+KaS5MU54yQhthl2Q4QPjKDbCHF7U/KVaw7aCEnqrAxvLFySVIlNpfacabddbDKyAl1xbaVJabN9%20FuEJ9nQ0G1oNVl+qun8QotzpiESAnf5VF3Hyn5waQFOEC2ptQXw2UVk4Yl+UfhtrN2UyQhK1oIBS%20valSikG/BVj7FBpuvW1LxzId6gj4GAVlMsyEkCSLbkshxD8VxPxSSG1blcOFwQh0Tk58l5cVlLSs%20HFbLTTjGMcxjSXkqF20pflOO6Am9mAm/yr6UHXUCgUCgUCgjIvzY1vWG/H1a6C1AoFAoFBFF/Ou9%203Lb7/nLoLUCgUCgUEIGsGPrf0SNfyRQXoFAoFBCb9Cnt9K13etT30F6BQKBQKDFlMMyH0sPth1l1%20l1LjaxuSoEouCDpWYmYnWGLRExpL8rnfhr1FH6hQ1jF3Y1eizlEoS1ssQlZSCQoG1rDXiO23bpv8%20c4/a59sd7jX2N4vpXl3/AGu1b6h6px7aG8tg3ZKUAJXMgrQ8V9m7lAII9mqE4cVvdtp5p4fOvRmy%20Vj2qzPo4sqH130vJcLSpgiyAbKYlJUwoG9reMAfy1pfZ5K8dNY83FvXd454a6engjC/EDp+Znl4h%20p3xaJYk6cp13XchBHd2Ht96+b7LJWnXMMV3dJv0ugVMiJBKn20hPxiVJFvb1qrFZWJtEdrBYzWHZ%20ZPOnx27uOkb3kDQuKPaR2VvGK89k/IxOWsdsNfguvcDmMhIhMOFpxtR8uXfCH0AaqR7vyTrbXvtP%20m2d8dYtP+CDFu6Xtp5S8db9UMYrFvtRZqGsurZyGhtWsDencSkhQA2X1UK4fiO8jFjmKz7fY7vhm%20ynNkibVmcfHX5Pt7nKdK5rqrqbIOY6Tl3Y7AZU84pptpDhCVJSUpWhKdhuvjc8O2uVstxn3N5pN9%20I014RHm+11t9tsG2pF4xxM66cZnT197v8R05iMSCYjADyvjyF+N1XtrOtd3BtMeL3Y49/a8/uN5k%20y+9PDu7PkZk79ykfZL48PimrKstQCQBc6AcTQcf1J1HGYd24uTZ4LSqY42QWxyyCEk9qjwNuzj2V%205/xbfftbx8L2s+T7n4vzT3ad/wB7l2dVb22wfEierhSO36vL/GcPAT86wiZLn7Ir11hDXiWTwJKj%204UnTsv8A8lV/D/CPjRGbc2+LaePT92J88dto5TE8I93ThCTPueiemkdPn7fL/F0GP6Zw0FQcbYDs%20gamQ8S64T37lXsfar08REOdqzZH00X7U/sl1lhegUCgUCgjH+lk/aD9migtQKBQKBQQgfuMf7JHd%2080d1BegUCgUEZl+Um3rGu/1ie6gtQKBQKBQQR+/Pa/VNaflOUHnHJUIbJK1K3NoISoAbfCNBYX98%20mg0HVkJk5SBOlicqC0xJYX92iTzg46ppaL+T9PtIaVw8N7buIoNNkI+eGNlxsjEflZPN4SPBS4y2%20XWxMQHkuIdW2koZF5CV71kJ42OlB3zKFNstoUdykJCSrvIFr0HF9SvdMKnzfMtSoSWwljJZuMsMs%20oW6gbEPDd6U7VJtubUE7uyhLd9ISpcjFkvc5cdtfLgvSGeQ84whICVrRfibHXai/zRQZ+Sw2OyQb%20Mtol1m/IkNLWy+3utu5bzSkOo3bQFbVC40NBq+mITkV+ciPOdkQUyHQ61LbQXxIJSoqQ+2UXa2ng%20tBV/O7KDoaBQKBQKBQQkfTRdPrT+yXQXoFAoFAoII/fntPqmtfynKC9AoFAoFBGDfyUe/Hlovx+a%20O+gtQKBQKCE36FOtvStftU0F6BQKBQKCC/35n7Jz+k3QXoFBjzcdj5zfLmxmpLfzXUJWB7VxW9L2%20rOsTo1tStucavxzFx+iJHUg5iZSsVJUlMeO4EJCVuKt6VwO35adwItr38NYK/wDdVLxFIi0XmdNe%20H2/Ks3/7TyUmbzNZpEa6cde3zfJ9LsZGO/CaGfSJiqKNClC3HzpobhBXrrW+Tx2K88keXoaY/A7W%205Y59fD6Wumq6RViJ4gYJ55xbcgtzUxiG27btqytZG3Zp2dlUs/jd7Y7dHxJ4TxjXSOHeu7fwOlcl%20ev4ce1HszMTM+bTi5DprCtZfNxcc4oMofK96kpCrBCFLO29vmkfy+weJst9usmWK/FyRr+aZ7PS7%20u+2W1xYZv8LHw0+7Edvm8p5P0LK/hfh/utxGOeciyUIHpFuHluBFjZ0cLadg042r1Gzw4cXC1K3i%20efVETM/L53k95nzZZ1i9qTX3ememI+RoOgOk8o+ZE+PlVQFIHIHLSFrUSAolQVpt4W7zV619tX3M%20VYnzREcPUo1rub/7mW8x57TP0uy+4+tGgeV1Il2w8KHobXYDxUk31rX42Gfuf5pbfCyxyv8AM1HV%20Tn4gwcNIJkRJMZYLbz7TakPIQs23WvtA7CRw/lqXDO3mdZiY0+RFmjP06RMSweiOrMxGjOY2QwvI%208nwwQgkunh4VaH0ab/GPDhw4R7u2O2lq855wk2sZK61tyjlLfToeUkRlTOoZPl4ifi4yKqwWexK1%208ST3D+SuRvt7j22Kcl+UfLM90L+HFOS3TCmM6Nxr0UryEUJDhCm4iFLQltI4JO1Sbk38V65nhOwt%20123WaP8AWydn4K93p05/J3rO4zxpGOk+xHzt9jcXAxrBYhNcpoqKyncpXiPE3UVGu5WkRMzHbzU5%20mZ5sqtmEJH00XW3pT7vol0F6BQKBQKCEf6aV9qP2SKC9AoFAoFBCBrBj639EjX8kUF6BQKBQQm25%20Kb+tZ/apoL0CgUCgUEUX8673ctvv+cugnjC35FnYrd4E7vFusbAkf81BlUCgUHAdRsSEZHIR25zj%20TMqTHmLb+55kza4wlopAeZUG1JJZFxbtNB1XTc9+dj1PvTGpiuYpG5qO5FKCmwU2406txaVpVe97%20e1QT6mg9RS47acLOERSSS8gbG1ugiwAfW1LS0E33fQqJ0F00Go6LxbMGfL89jZDOacU6W58tSpi1%20wwsBDaZpU9ZI09EpST8rbQdhQKBQKDAyy8zsYaxSWkvOubXZMhJcbZbCSoqLSXGVuFRASAFDjc8L%20EI9NZOVksWJEnlLcS66z5hgKSy8GllAeaSorISvbcDcr2FKGtBnSPpov2p/ZLoL0CgUCgUEEfvz3%202Tf9JygvQKBQKBQQgfuMfS3okafkigvQKBQKCMy/KTb1jXf6xPdQWoFAoFAoIL/fmfsnddPnN0F6%20D4taUJK1kJQkEqUTYADiSaTOjMRq5qR1LPyjq4fTLIeKTteyrukZs6EhPa4rXgP8Vc2+8tknpwxr%2032+7H2+XN0qbKmKItnnTurHvT9kNLD/CZtmYw+7kQ+004lbrKo+jiEquUElw8eHbVPH4HFbRM21j%20u0/qvZPHptWYimkzHPq/o7aJicXDt5SGywRpdttKT74Fdmm3x092sR6nDyZ8l/etM+mWO/lYGMgO%20SZbiW2w67tAtuUrmK8KRfUmpUTiMD1TnpWWkR47jCXMg4VtmSVqQ2Qk+FG32NBfurLGjfZXpnqab%20EUlWYLjyzZTIvHYCDxB5YUpfu1hlrcL+HLzM0KyqY8mIUm6EOOhQVxSoWSj/AB01G/8A7idKfwA7%20vpHf06GjU9RdBQjECsRHajqb3LfcccdJ2pTolIO8U1E+jm5GDy+TxM5TaQ2wiYXBexT8Xci4BIHB%20V+3hWc2mPF8W0xFI1182jSl+q/RHNvILTmXlpyUlNoTJPkGT8rX6RQ9zT/C/m9nitvc0bnJGmKv+%203Wf/ABz9XlM9HLaMNeivvT70/U3lejUSgUEZF+bGt6w34+rXQWoFAoFAoIR/ppWlvSj3fRIoL0Cg%20UCgUEIH7jH+yR3fNHdQXoFAoFBGZflJt6xrv9YnuoLUCgUCgUEEfvz2n1TWv5TlB8xywqExa52oS%20kkgi5CR3gX9ugyKBQKDRvZbqB2fLYxcOHJZiLDTq3pTrKwstpcsUiO4ngscFGgvgMfPjJmSMgW/O%20T5BkONskqbbAQlpCEqUElVkti5sNeyg1PV7GPey+LTl4L0/EJZlqW21FfmITIuylpSm2EOlKghTm%20xRGmttaDH6AahlpiRMRkX+pHIiBNmZKLKbKALbmGnXmm2kpCj8VBuu25W43VTUdnQKBQKDTdUYXJ%20ZiE1Fhzm4bYc3Sm3WVvtvthJHJcDbsdWwk3UArxDwnwkghn4xiaxDbZmOMOvI8IVGZVHaCRokJbU%204+RYfzqD5Iixi+wosoKluEOK2i6hsUdTbvANBT7vgWt5Zq3D4ieHHuoHkIP8O12/IT28eygeQg/w%207XZ8hPZw7KB93wLW8s1bh8RPDj3UDyEH+Ha7fkJ7ePZQSRDiebcTyG9obbKfCm1ypd+z+aKCv3fA%20tbyzVuHxE8OPdQPIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4ieHHuoHkIP8O12/IT28%20eygjEhRFxGVLjtlam0lRKEkkkAm5t30FvIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4i%20eHHuoHkIP8O12/IT28eygjLhQ0tApjtglxoGyUjQrSk9ncbUFvIQf4ZrXQ+BPD3qB5CD/DNa6HwJ%204e9QPIQf4ZrXQ+BPD3qB5CD/AAzWuh8CeHvUDyEH+Ga10PgTw96gi5DhJlN3ZbCOW4VeBIGhQBfT%20sBNNRw+R/EXHxMlKhjCNOpYdW0XQ4kBYQvbutyjxt31wsvjfRea9Oukz293qegw+BddIt16dUa+7%205vS27PTc7NuolZttEKCnxM4mOACRxHmHAAT7KQPeN6tRgyZ+OX2afhj65VJ3OPBww+1f8c//AEx9%20bpGsXjGWktNRGUNpFkoDaQANfY9k10aVisaV4RDmXvN51tOsvXk8cVlHIZKwApSdqbgKuASLdutb%20atWjmZWK/IXAwkFqdLGjr5SkRmjx9Iu3iN+xNB6w/S0Lxy8mEz5q1LSsuJSWk7VlNm2+AGnb/JQb%20ROCwiVBScfGSoG4IZbBB96gyPIwv4dv8xPwezQPIwv4dv8xPwezQPIwv4dv8xPwezQYuQagssLuw%20hBUhQQ9tSAF2ukE20JPD2fZqHJmiloieVu3s17vX2fJz0bVrMuQ6ifxbmYiThEHkWn24UiUnwpIc%20WCSbfJTt4/8ANXDpe3i2acFJn9pj9q0x/wCpeOVde7y/DKxkmu1rGSY/1bcI/LE9vl9ruPIQf4dr%208xPt91ehrERGkcIVpmX3yML+Hb/MT8Hs1lh88hB/h2u35Ce3j2UDyEH+Ha7PkJ7OHZQRfhwkuxgG%20GwC4RYITrZtZ7qC33fAtbyzVuHxE8OPdQPIQf4drt+Qnt49lA8hB/h2uz5Cezh2UD7vgWt5Zq3D4%20ieHHuoHkIP8ADtdvyE9vHsoIswYanJAVHbIS4AkFCdBy0cNKC3kIOv8AZmtePgTr/JQPIQdD5Zq4%204eBOn8lA+74FreWat3bE/BQPIQb38s1fh8RPD3qAIEEWtGa01HgT8FBGJChLhsFcdtRLaCSUJvcp%20HeKC3kIOv9ma14+BOv8AJQPIQdD5Zq44eBOn8lA+74FreWat3bE/BQPIQb38s1fh8RPD3qCMmFCQ%200kpjtps43YhCRxcSD2UFvu+Ba3lmrcPiJ4ce6geQg/w7Xb8hPbx7KB5CD/DtdnyE9nDsoH3fAtby%20zVuHxE8OPdQPIQf4drt+Qnt49lBJEOJ5txPJb2htshOxNgdy9eHsD3qCmOK/JMbgEjYnbY38O0WP%20AUH2fPh4+E/OmupYiRkKcfeVwShIuTQYU3qbCwlsIkPqSX0B5JS06tKGlGwceUhCgygn5Tm0ce40%20G0oOcHR0d/KZObMekJ848hxlMWXJYAQlltvxoaW2nduQde6gzsCmAwqdBhmSryb4Q8qU66+StTSH%20PAt1bitu1Y001oIdTPdMNiP9+5UYwEq5BOQdx2/4oV9E6xzLacb292g13TsvFK6hVHwOTcyeNVEU%205OJmO5Bpp8OISztedW9sUtJcugL4JBt3h1tAoFAoFAoISPpoun1p/ZLoL0CgUCgUEEfvz32Tf9Jy%20gvQKBQKBQQgfuMf7JH9Ed1BegUCgUEZl+Um3rGu/1ie6gtQYuRy2NxrHOnyUR29bFZsTbsSnio+w%20Kiy5qY41tOiXDgvlnSkTMvyPqmJk83nZWTx+OmOwpHLMd3kLsoJQlFxZJ0JTce373ld7S+bLN6Vt%20NZ07J7nr9jkpgxRjvesWjXX2o73cYjFdarxMJByrWPQmO0lLSYu91FkiyV80jxAWB096uzgwbmaV%20jrivCPu6zy87hbjPtoyWnom/tT97h6tOxlnpKa9+957IODTcGlpYBseFkp4W41N+xtPvZL+rgh/f%201j3cdI9Ma/SmehenlS2kyW3ph2LUVSHnFm6SgDXcO+keF4edtbemZP5XPHuzFfREfYw3/wALOmXH%201kPSWuapbgYQtsAAnUJBQVWG7vqC3guGZmdbR8n2LFfHc8REaV+f7XWS58GGjfKkNsJ7C4oJv7V+%20Nddxmle60hKQtWOjPzw2kqU6hBQykAXut1YAA07qDhU5xeR6gW/PdcYhzVJakttLKbM6AJJ+aPlW%20GtDV+qw4USFHTHitJZZTwQkWHtnvPs0CHflKv6x3v9YrvoLUCgUHh55plpTrqwhtAupSjYCo8uWu%20Os2tMVrHbLNazM6Rzc7OlZHLtuJioWxiwhanHyLKdCb6J7bK/wAO6vM5MufxKejHrj2s87zzvH5f%20NPl3OhWtMHG3tZO7u9K+UwCZGBmYNtALLzSjGcPY4DuQF8L2WAb+/wCz6DwvH+ztXHWP9OvKfpif%20P3T29vHjPP3n+tWdfeny8vLS/SWVXlenYUxz6dSNj9+PMbJQu/DiU3ro7nH0ZJqg2+TqpEtvUCYo%20FBGR9LG+0P7NdBagUCgUCghHtzpVvWi/6pFBegUCgUCghA/cY/2SP6I7qC9AoFAoITfoU9vpWu71%20qe+gvQKBQKBQQRbzz3fym/6TlB5xwdENneoKHLRtsCCBtHEk6+8KDnev8bnZ+OdbhRmJkJEaQp2M%20t5xtxbxQQ0UoQy8HdmqkoJTde3XSg1WTj5VMGdGfx7q5GawrMGKlhDj7LchAeQW3HA2jlJHPSvc4%20Ej43dQd6yhTbLaFHcpCQkq7yBa9Bx/UuYbj5GU3Hy+UXJjoS49j8cxGcS0kpvdbrzJQjwpKrLcv3%20cQKDZ9GQZzMGRLncwyMi8JJLzjbjhQWkIRv5TTCEHajVIv7dB8zcvNtdS4tnFttSC5EmqejSJDkd%20shLkYJWShqRdSdxAujtOveGwxz/Ubj5TkoMOMxtJS5HluyFlVxYFC40cWtfXd7lBsaBQKBQKBQQk%20fTRftT+yXQXoFAoFAoII/fnvsmtdPnOUF6BQKBQTkSY8ZlT0h1DLKLbnXFBCRc2F1Gw4mtb3isaz%20OkNqUm06VjWWFh8ri5cdliLMYfeQ0kraadQtSQAAbhJPA6VpTPS86VtEz5pSZNvkpGtq2rHniYbG%20pUJQY0zJ42DsM2WzFDl+XznEt7rcbbiL2vUd8tKe9MR6ZS48N7+7WbeiNX2PkcfJYVIjymno6CQt%205txK0AgXIKgSBxrNctbRrExMMXw3rOlomJ88NFlOtMGkiNEWvJSwttQYhpLp8Kwr4w8PZbjVPJ4j%20jidK63t3VjVcx+GZZjW2lK99uH9XE9axOpsxlWZa8K+wkMBDKEJU+du5ZustiwPi+KeFcTxHHmy5%20It0Wjh6fod7w3Jgw45r8Ss8f+Hu7+fpdV0L0nAYxMWdOhq+8zv0kg7mgHFbQltQAT4deF66fh2xr%20GOLXr7fn7OPc5Xie/vbJalLexw5dvDv7XY113GKBQarMZqFjJDKn1KW6ptwNRmhvcWSpFgEDWg/O%20cp1PMn5tE0rXFQ36JKWF2WlonxAL7z30YfoGO6W6eQluWlnzjjiQtMmSovKUCLhXj04Huozo3SEI%20QkJQkJSNAkCwFB9oFBCF9CrS3pXf2qqC9B4debaKN5tvUEpNja54AnsvUeTLWmnV2zp5eXPgzFZn%20kx8llYmPaC31ErWbNNJ1Ws+wKqb/AMSw7WsTknjPKscbT6I8oS4cFsk6QwGcbLyTqZWWGxlOrMAH%20wjuLnefY/wCiuZi2Gbd2jLu+FI93F2R57/inzcvnhPbNXHHTj59tvsbOYAIL4SLANLAA/wAk91ei%20iNFNejDlunB929UZrDHRl8pyUQE9jvhd95fCrmf28db9sezPq5fMqYPZyWp/zR63U1TWygUEJH00%20X7U/sl0F6BQKBQKCMe/Nk39YLcfVooLUCgUCgUEIH7jH7PRI00+aO6gvQKBQKCE36FOtvStftU0F%206BQKBQKCCP3577JrXT5zlB8x6AiCwBfVtJNyTxA7+HtUGRQKBQa/LdP4bLIAyERt9SUqS26RZ1AU%20LK2OJstF/wCaaCmLxox0cx0SHXmUn0KXilRbQBYISoAKUB3rJPs0Gg6wnY5vLYyJlcqcVjXWJbyn%20RKVC3vtFlDSeahbajZLq1bL2PbwoMX8P8rDyzbE+V1C1lc67FQp3HsPNpbjIISVDyrSvj3UN61gm%20+idqTtoaO1oFAoFAoFBzXU3WeLwmQixZTT7jlg/dpKCNqg42B4lJ1uKobrxHHgt02idZjXg6O08M%20yZ69VZrEa6cdfsbHG9S4mfjmJ4eTGakbtjchSELG1RSbgKUOzsNS4t5jvSLa6RPfpCDNs8lLzTTW%20Y7tU3uselmRuVlYxFr3Q4lzS1/kbqxbfYY53htXw/PP3LfJp9LSdR/iBjBh5Jw0tSpw2hp1LKigE%20LTuupxGz4t6pbvxSnw5+Hb2/R5/Ov7PwnJ8WPi19n0+bzTq0vSHXeeeyTiMmZGQYDJIajR0KWHAp%20FlbWkg2sT291U9h4nlteYvreNOyPsXPEPC8VaR0dNJ15zafP3y67++LP+qcr/mTtdX9/+TJ+lyP4%20+fx4/wBUOd6s62nsxuZjGZuPkLU0guyowQnbZ02s6CLk2949xqnvvEb1pE0i1J15zX7V7w/w2lrz%201zS8acot8/BLpDr3MOmX94x5mVA5ZZ8nHbWWwd27fsDfHS3HtqHYeJZJ6uuLX5e7Xl6eSbxDwvHX%20p6JpTn71p48u/V0f99D/AKgzH+aj3/j10f5D+3k/T/Vzf43+5i/V/Q/voRxwOY/zUHsv2Lp/If28%20n6T+N/uYv1f0cFjev+sHMlEbXJ8ylx9CVRg2ykrBUElsKDfyjoDpXCw+KbibxGuvGOGkcfmd/N4T%20t4padNOE8dbcOHPm6vqJnrjN4Z+KMZHisu7dzCngt9WxxKhtV4Wxw13dldTdV3ObHNeiKxPn4/Y5%20OzttcOWLddrTHb06Ryn1tH0f0d1fGnKkIeOJQ4xYSSlqTuBUCEbFLNr2vut2VT2Ph24peZ16OHPh%20bu4c13f+Jba9IjT4nHl7VfXydd9xdY2/9zn/ADGP8NdX9tuP+r/khyf3W2/6P+ex9xdYX/8Ac59g%20eRY+Gn7bcf8AV/yQfutt/wBH/PZzfV/R3WE7yn9s++eWHBflsRS1u231Ck7t+33LVzt/sNxfTj8T%20TXsiunLz+Wjo+H+IbbH1ez8PXTttbXn8mjJ6S/D9Igr/ALwMu7w+Vtwi9dm21NnCltXxr3HHgKk2%20PhXs/wCrE8+WvD08Ee/8W9v/AEZjTTn08e3hx7HY+RhwoiWYcdDDQdaPLaSED6ROulq7WPFWkaVi%20IcPJltedbTMyza3aFAoPLrzTLSnXVhttAutajYADtJNBzy85ksutUfAN7I4O13KvCzYsbENJ4qV7%20dBk4vp+Jjprbu5Uma424XpbpKlqO5HC99o92g3VAoFAoFBCH9Cr7V39qqguSALk2HeaxMxEayNJO%20zqX1KhY5kTXF3Stw/QJ013K4GvPbvxiMszh21PjWnhM/+nHpnt8uOvBex7Xp9rJPTHzvuOxJiSw/%20OJlS3AEtytSEWGqNbkcPjdvsdufD/DZwZYvnn4uW0aRfnFfyxHZ5rdvHlM+1jNuOuvTT2ax2d/n/%20AKeUbqvQqSE/9xkfZL/onvoL0HLdYAY/J4bqBOiYz/lZiv8AqJA23P8Akq4e3V3a+1W2PvjWPTCn%20ufZtW/dwn0S6mqS4UCghI+mi/anu9UugvQKBQKBQQj/TStPrR+yRQXoFAoFAoIQNYMfW/oka/kig%20vQKBQKCMy/KTb1jXf6xPdQWoFAoFAoIo/fXfs2/a+MugnjA2ITOxOw7UlfhKbqKRc6gX9ugyqBQK%20BQKDn8/1HHxGbx7c2ezBgSIsxajIW20lbzS4/LAW5bXa4vQH/mDX9M9Xs5eZg40fJsTXXMW6/lGm%20VsrUH0mMEqcCPE2brc0sB71B2FAoFAoMLMsZB+A43AliE8fjSOWHVhHyuWCpKQu3xVKCgPmmgxOj%20X33+ksK/IdW8+7CjrdecJUtalNJJUpR1JJ40Gj6x6PbzmWZlebXHKWxGUny63NEla9wUCm/x7W93%20vrl73wz494t1dPDTl6fO62w8V/b0mvT1cdeend5pZOH6O6cgwm2ZUQTpI3cyS5Gc8d1kjwkLta9u%20Ps1Jt/DcWOsRMRae+Ue48VzZLTNZmsd0Ty+humImEYsGIKWhxARGUkX9xA+dVuu3x15VrHqhSvuM%20ludpn1qyFQJLCmJEcvMKsFNOMLUk6gi6VJtpW9qRaNJjWGlbzWdYnSe+EYkTCQnC7DgJjuKTtK2o%20qkKKT4rEpQDxHCtKYKUnWtaxPmiIb33GS8aWta0eeZlmeca+a5+qc77fNqVEw5KcdLfcblxvMNBC%20FBt1hTgCklYvtKTrr8HbWl8VbxpaImPO3pktSdazMejg9w2MRB3eShiNzLb+TGU3u26C+1Ava+lY%20x4aU92Ij0cGcma9/etNvTMyyPOM/Nd/VO+x/N9mpEZ5xk/Jd1/6p39H2aMMBvF9ONOIeaxbSHUEL%20Q4mGQpJGoIIbuCLVBG1xROsVr8kLFt3lmNJvbT0yz/OM/Nd7vonf0anQIw5bSYbAKXLhtF7NuK+S%20O0JN6C3nGb22u/qne+3zaB51nTwu6/8AVO/o0DzrPzXf1Tvdf5tA86z8139U73X+bQRlymlNABLm%20jjR1acHBaVfN9igqufHQLq5iRfbctODUmwHxe0nTvoPpnMAEkOADiS04AO35tBx3UnXSY+SiN41z%20nNMK3ywLpC73TyiSO434cbd1BmxYDmY5c3OuKfYWA5HxzLTvl0gjclSzt9Iqx9qg6NEmO2gIQ2tK%20ECyUpZcAAHYAE+xQSXLZ842qzgCW3QbtLvxQfm3tpSRVOQjKQFpDikEBQUGnSCDwt4a1raLRExOs%20SzMac3xORjKRvTzFIPBQacIIPaCE6isVyVmvVE+zz1JjTgw5PUWCCFNuSeOhCQvdf2CBp7dczd+M%20bOlZi+SvqnWf8vFYx7XLbjFfL1sA9ROPISy2xIfbUpSOe22QpwDgkcNptfcf8XZx/wCeteIpWmW9%20ZmY66106tOyOWk89Zju4RGvs2f2enGZrE90zy8vLz5P39kCLN4h82Gm87Oy/aDXQ/lNzPCm2v/zW%20rVF+2pHO8erixFZHLuRnEKgJSyFOLUtxSjt8RUfEkCxQrtqLPuN9kpMWw0pX82Tl59a8tOevYzTH%20iieF5mfQ8obmZFaG8y44iPwbYbbWA9bW6iBfhY2t71jVXDtdxu7VjeW6aaezSutev/inhOvDXp4d%208aaSktkpijXFHtd/d5d7esOQo7QaYZW22OCUsuAf0eNepw4KYqxWkRWsdkOfe02nWZ1lXzjXzXP1%20Tn6NSNTzjXzXO76Jz9GghMlNLiPpCXCS2oAFpYGqT2qTb36C3nGfmu9n1Tvb+TQa/qCPHy2EmY8p%20cvIaIRdp2wWNUE+EcFgGpcGTovFu5Hmx9dJhDpPPJn9PxHng55lCOVJAbWohxo7FX2ptc2vattzj%206MkxHJptsnXjiZ5tv51nTwu6/wDUu/o1AnPPM2vtd/Uu/o0EX5bRdjkB3wr3H0Tg0Lah83XjwoLe%20dZ+a72/VO9n5NA86z813s+qd7fyaB51m3xXe/wChd9r5tA86z813t+qd7PyaB51n5rvZ9U72/k0E%20o8psOyCUueJwEeic9Wga+H/HQV86zb4rvf8AQu+182gedZ+a72/VO9n5NA86z813s+qd7fyaB51m%203xXe/wChd9r5tA86z813t+qd7PyaCMSW2iIylSXNyW0g2adULgAaHbrQW86z813t+qd7PyaB51n5%20rvZ9U72/k0DzrNviu9/0LvtfNoHnWfmu9v1TvZ+TQRlSmlNABLmjjR1acHBaVdqR3UFvOs/Nd7fq%20nez8mgedZ+a72fVO9v5NA86zb4rvf9C77XzaB51n5rvb9U72fk0DzrPzXez6p3t/JoIolNebdXtc%20sW2x9E5fRTh4bb/yUFccSYLHhKbNpAvbUAcdCrjQeMnmMRimUv5SdHgMKVtS7JdQygqsTYKWUi9h%20eg+ScziIrsVmTOjsOzlBEJtx1CFPqNrBoKIKzqPi0GZQKBQcx1dnEwZ+Phu5hvBsSGpL6pizHSVO%20MFpLbV5KVosrnEkDxeHQjWg1/RvVP3jkIDIzjWXXkMeuZMioMcmG8hTPgSGEoWlB56k2d3K8PHjQ%20dvQKBQKD4pIUkpPAix7ONBGDCiwITEKKjlxozaWmG7lW1CBtSLqJJsB2mgSPpov2p7vVLoL0CgUC%20gUEUfvrv2bf9JdBagUCgUCgx8etC4McpUFDlpFwb6gWIvc8CKDIoFB8WtCEKWtQShIJUomwAHEk0%20H2g1WazmIhNhEmShLoW2rkg7nLJcSfiJ8VBxXWfVq5/KhxmnozTS+atTo2LUR8QhPEDW4oN1gscn%20qPHonZWc9MSpRS5CB5TKVJ0sUotu0NwaCeRwvSUGSpl2D5mQ54mG2VuBV1HRCkoUAOOhA4fy8Hee%20MV2t5xzrkvPGsV970W7ufsz2xw01jjbxbWckdUezHbry8vL0bTHTZUOE3Fi4qQptsHZzDssCdxA3%20lara6XJqPF4ruOnhgy2n83TTyju5+mW1tvTXjesfOyjO6iWfBjUND/rHkq/o1L+88QtywVr6ckT9%20EMfCwx9+Z9SSv7zLkt38oyrYsp1cV4bo3X7O6saeKWjngr+uZ+xj/wCPH45+Rh+SzTrLhMw+RUq7%20gZbTdYPxlNg8U9/frYHt5n7LeXrMzl/0Znj010175r+XlPD3va4T96x8XFEx7Pt+efp8/wBHD1Z7%20fTeMdCXXnHZlwFJU64VAjsI220tXSx+Aba8RbJa+btibXmY9WmkaIJ3uSOERFfRDOaxePZQUMsIa%20vpvQAlev84eKulj8OwY40pStPPWNJ+XmgtmvbnOqqozCmAxsAbAASlOm23AptwI7KntgpNOjT2fo%2005ad2nY0i8669qo0Hf7NTQ1Y8dtDjBDiQoB5xQB11DqiDrWl6VtGkxrDMTMclnG0OJ2rFwCFD2wb%20il8dbRpMakTo9VuwUCghP/cZH2S/6J76C9AoOXwAON6rzOIOjMvbk4gtp6TwPD88Cwq5m9vFW/bH%20sz9Snh9nJanf7UOoqmuFBCRbnRftTb9UugvQKBQKBQQj250r7UX/AFSKC9AoFAoFBCB+4x/skf0R%203UF6BQKBQRmfRJ+0a/aJoLUCgUCgUEUX8673ctvv+cug8Y4O+TZK1JUC2jbYEWFu0lSr0Gg6t6hw%20uHyEIvORm81IaeaguzXgzHaZJQXnHCpSRa6U6JG5R00F1BI5yenE4/GZDHtSm5aZ+CYiYF1G20t1%20CpAKI+w7VL5jratqOAKewUYfpDIWGWw4buBICz3m2tGXugUGlz0ub94Y7GR5f3cmfzSucEoW5uZC%20VJZZ5oU3zHAVK8SFeFKtL6gJ45+fDz33Q9kVZRtcZUlbj6WUyGFJWlCEr8uhlGx26ii6AbpV4lcE%20hvqBQKBQKBQQkfTRdbelPu+iXQXoFAoFAoII/fnvsmtdPnOUFkLQtCVoUFIUApKkm4IOoIIoPLrz%20LKC48tLaBxWshI980GoldZdPMKKEyfMugE8uOkuk246p8PZ30HIRuuJp6lektNc2PK2x2oriw0Ak%20KshRV4gDqSezU0G9zPUXVGPgKkvwY8ZJ8CVF7mK3qGm1IABtqfcoNB0Tms2HFYuGY6i4VPI80VjX%20TcElAPZr7lB2G7rX5mN/Of8A0aBu61+Zjfzn/wBGg5rrTNdQMRRjZvlU+aF1+WLpUEpINiVhNtx7%20q1i9ZmY14x2enkzpOi3SyJvUEHbMyjyGYtmjEYHKJSEgJKnBqoHWnXGvTrxJrOmvY6Nnp/DY5pJi%20RUNucxr0p1X9In5Zua2YZcjItQ3VCWtKGVDc2vtFh8VQ1PtHt4cePP3G+rt5n4sxFOcT9U/VPby5%206ay0wzePZjWfLy8uGsZn5jL7vJDykJR0lqHiKeFkDtPs9lcfFvd3vtYwx8LFM+/McdPyx2z5+Uco%204xrNu2HHh9/2rd32thj8LChMuNpTzVO35rrlitQPYT3V1dj4Rg29ZiI6pt71rcZt6VfLub3mJnhp%203MxhotNhvcVhOiSrU27AT22q/ixzSumsz6ef9fT8qC06zq91IwguxmtA+qd7vnN00FwABYcKRAJS%20EgACwFYiIjkFZCgUEIf0KvtXe71qu6gvQKBQKCE/SDI1t6Jev5JoL0Cg4nrzLwcPmsJkw4FTWHFt%20vRkG61RXUkKURw0I8N+J9rTobPFOSl69n1qG7yRS9bdsfRLroGQhZCK3KhPJfjugKQtB7D3jiD7B%20qjek1nSY0ldpeLRrHJkVq2RkX5sbX6w3/VroLUCgUCgUEY9+bJv6wW4+rRQWoFAoFAoIQNYMfW/o%20ka/kigvQKBQKCE36FOl/StftU0F6BQKBQKCCP357T6prX8pyg+Y5JEFi5Ju2ggG2g2jQbQKDIoFA%20oFAoNLnlplTYOCdix5MXIB12YmW2HmixGKCpAbJAUtSnE7b6CxNja1BPGNxcRnVYWHBhxIMthc2M%20mG0GClTRbadDyE+FRVzElKxbS6beG5DfUCgUCgUCgjIvzY1vWG/H1a6C1AoPiloSpKVKAUs2SD2k%20C+nuVra8RMRM8Z5GjDg5nGzY5kMPJLQcUzuUQPGj2+8a+1S14rprOmvJmImWLL6t6fjHYZaXneAa%20Yu8q/d4L292tmHN9SdXzER30swXoqZbaWkuybNqAuq5S2LnxBVr3rXrr1dOvtaa+rylnSdNWN0a9%20lMpHOOTlXIbUQDay22krUlRJJDp8Qsf8O5N6xaK9s/V/idPB1DXRmECw7KDs94cHZTqnFd/eAfdF%20bMNmmHj40VbTcZtuOUkLabbG0ptqNiRr7Vq0veKxNp7PWzEasZWI6cQzzzAicuwKVhls3vwtZOt+%20y1a2z0rTr19nv+jTv17O9mKzrp2suU+tpoPI2lCdVpUdpKf5pJAB9utNxktSvXHKOcTw4ebun0+j%20hzZpXWdGrY6gxzbUdrzCEIbQkPKVqbhA8KUj+U+5325VvH9r1Rpkp0xxmfqiOfp7uXPlYjZ5NOU6%20+Xl5caK6pxN7Mlx8jjy21H/Hasf/ANJtZ9ybZJ/LW0/VDP7HJ26R6ZfTnZK/3fGSl8LFxIaB903p%20/M5bf7e3yz/xRFPpk/a1jnevq4sV6XnpEltLUFuPISLpUp0LKUnjv2/JV3H3OFVM263+W8RXDXHk%20jjEzeJ0jz6dk93bzj3dYkrjw1idbTMejy8vSRI/UDvMbVNaivBV3QlvmLN/leI9ttLae9am022/t%201VnLTHbX2tK9Vp7p9rsns04acI000he+GOMVm0enTy8u/VWRg3CgKk5CU+StAKQrYjxuAHwpHs+5%20VuPA5t/u5stv+bpj5I+1H+7iPdpWPnUj9L4pp1a1MhwHRCVEqsLak3OpNMH/AG5tKWm00ie7XWfl%201meM/J3RzmV99kmNNWyjNLZRyirc2nRoniE9iT32766+DFNI6ZnWI5d+ndPfp3/Lx4zVvbWdVana%20lAoIr/fWvs3Pa+MigtQKBQKBQQhfQq1v6V39qqgvQKBQKCM6/kpFuPLXbj8091BagUHJdZdARc+6%203LYWmNOBQl9wglLjQIvuA+UkfFPuH2L213s4uE8YUtzs4ycY4Ss1+G/SrTLaUR3EvNgAyUvOJcV3%20k7VAa+1Ws77LM8/mbRsscR269+r6Ojp8cf8Ad3UGQZI1Sl9SZKAf8lYGnsU/dVn3qV9XA/bWj3b2%20j50nofXsZ2OEZCFkLLOwyWVMG+xfqri+29Y6sE84tX0Tr9J05o5TWfTH2OP6xzfXbWahJkI8m42o%20KgtxCVocWTtKu3efFbaRw0trr0NriwTSdOPfqobnLmi8a8O7Ty8vp7JjqfqdLDfmumnzI2jmcp1s%20o3cDa+o9r/pqhO3x68Lxp6F6NxkiONJ1e/75TATv6dygSn4xS0hR7tAF60/ax+Onytp3Mx9yzm5f%204tOt51tKYS28W36OSy8kJkbjxVYEhJRt+Kfd4+G3Xw3WnPW3Z3eXl6alvEJi/L2fn8vL0dbE656T%20lW5eSaQT2Pbmf2oRVG20y1+79f0Ltd3in7zZwH4765K2HEuILiSFoIUDdpGoIJqvMTHNPFonkxY/%20U2FkZl3DtSUqnMp3KQPiki+5CVcCpNvEPgNpZwXikX09mUUbik36Ini2lQpigUGPAyMDIMl+E+iQ%20ylamytshQ3INiNK3vS1Z0mNGlL1tGsTq9Qb+Sj348tF+PzR31o3WoMeBkYGQZU9CfRIaStTaltkK%20AUniNP8AC2vCt70tWdJjRpS9bRrE6rOONttqccUENoBUtaiAABqSSa1iNeTaZ0eqwyhM+hT9q1+1%20TQXoFB5Q424nc2oLSCUkpIIuk2UNO0EWNZmNGInV6rDJQYxcbblSHHFBDaGW1LUogAAFwkknsrMR%20rwgmdHzGckwWeUUnwJ3lNvjbRe9u2sDKoFAoFAoMTJ4mBk44YmIUpKFb2nG3FsutrsRuaeaUhxtV%20iRdCgbEjgTQTxmCxuNW45GQ4p90BK5Eh56S8Ujgjmvrcc2A6hO617m2poM+gUCgUEJ2QgY+KuXPk%20tRIjVi5IfWlptNzYblrISNaCjD7L7Lb7DiXWXUhbTqCFJUlQulSVDQgjgaDjOvc3LaWxj4t0vtuJ%20kKW2bkAfR3HZ4uPuHtqnk3tMVpjLpSvZaZ9mfNr2W83b2a8dJa4ptGtePm7fkeh1pmXUJLMeKlSk%2032qW6sgj+ahNcuv/AHJtePGZ7oiJmZjv5aR6Nde/SeEWJ2GTuekZPrqULNtIaJ0BTHUlPA63eX31%20tPjGa/8AtbfLb/i0p9OrEbWse9esejijPhdbLjjzUguB1aUCO3yAbnX5o+LbiDf3Kq7vL4hkppNM%20VInlrNptr2dPT97z9mmusRGqXFGCs87T6uHl/g18LpDImS3ElRfLMub1IUtwLQVJAsFJQ54tyUj2%20fYqOm08Q+LE5M1YvMez7ETHfMRwjSe/8UaTx6eGbZcHRwrOnbx8vL08eoiYbMwhaIuG2L3ISztv7%20ZSL1enB4nHLJin01n6kPXg/Db5UpI6j8zyiqI5JIbLahzAtIuvxDSwtrfv4dtVN1HiXCszhm0z7O%20nX1R5+7SO3Xhpw466TJT4HGfb09Wnl/iqx/eZMp1CvJB9eu9fN3KR2bLC1k93v8AG5YY8SjJaJnB%201z2z18Y/L2aR3d/Gfe1lb4HTHv6ery8vNwyOR1UdDJjD2QlRP8oq38LxOed8Mf8ALZH1bfus8uRu%20pEtqU5PaShIJJS1uJ9i1q1vg8QiszbNSIjux6z8jMXwdlZ+ViHEZval96aUICitbbTad6N3FSQNA%20e/b3m3s0P4veREXvlnp1mdK1jWuvbEfi74jvt0668Zf3GLlFflny+fzerKV0tCd2F112QSbrceWp%20SiO5NrAXq5b/ALbwX0m9r5PPe0zOnm5Rx9HLlx0mIo3145RFfRC8HFRENxnmmGklTaecnYPFcX3D%20TQ3P+GlulTwzDjvFsda1740j5u6fp7ezSG24vaNJmW0AAFgLDuFdFAUCwBJtqeJpoFhe9teF6aCM%20z6JP2jX7RNBagUCgUCggv9+Z+yc/pN0F6BQKBQKCMO/KVf1jvf6xXfQWoFAoFBCf+4yNL+iXp+Sa%20C9AoFAoFBGRfmxresN+Pq10HtbLLikKWhK1NHc2pQBKVWKbpvwNiRWYmWNHusMlBqZHSuEkZprMu%20xwqa0LA/JUrTatSe1SbaH4Baau4vFJpE8JQ229Jv16cWbLxmNmC0uIzIB7HW0r/pA1pXJavKZhva%20lbc41aFXQPSr7760w/LuoXtQ4wtbRAKUq+Sdp1PdU8b3LHbr6UNtnjns0c1C/CeS31AtTktbeMas%207GktKCZBVc2Tw8KkfOt7X827bxKJx8va7e7y8vTTr4fMX5+z8/lDpv7jD/X+a/zw/o1U/efkp+la%20/afnv8p/cYf6/wA1/nh/Rp+8/JT9J+0/Pf5WLk+gZTuPfbiZ7JqkKQQhEmUpbKrixStKQk2V/h3V%20vTexFomaU080cWmTZzNZiL21888Gh6K6AzQEh2fLmYpsq2BmK6WXHFIJG5RFxtFzt7+I042d3vac%20IrEW9MK+22d+M2ma+h0cTokLisr+/swNzaTtTLskXSOACeFU/wB5+Sn6Vv8Aafnv8qWU6BlO499u%20JnsmqQpBShEmUpbK78UrSkJNlDSt8e9iLRM0pp5oaZNnM1nS9tfPPBoei+heo2kyXn50jDhRLYaa%20I3rKCfEoG6do+Se3W2hubG73mOdIiIsr7XaZI1mZmqnXeB6vYxC1DKvZPHA75TBQhtSQnVJOwDcn%20v7uNtLjGzzYpt7sVs23eHJFeEzavl5eXDYdK4fr1OGjhzKphtpFmIzzCXVpb+SFE7VD2E30HvVFu%20MuDrnSuvrb7fFm6I9rTzaNhIgdeBsFWUhrG9uyTHPHeCO0cD/JUPXg/DPypujN+KPkUVH/Ea5tLx%20luw8p74azrt+6/zM9Obvr8jGybP4nOwZDTTuMQpSCAuNz0v+02XDsCjw1/krbHO2iY1i/r00R5I3%20ExMR0+rXVzP4fQeu2GZK8cGGYillK2shzNhcT4VFCUDduTt2nh7NyNLm9vgmY6tdfyquzpmiJmuk%20R53Xcj8SDqZWLBPYG3iB7VzVHXb91/mXunP31+d9+7+vz/8A20NJJ1AjkgDttc068H4Z+Vjoz/ij%205HL9c4rrVOPeL2R8/DQlC5aGWwyoIBUUqKU3KkpN7+4baXFrZ5MPX7vTPZx1Vd3jzdHGda9rp/w8%20j59jp9tOWXdJsYTSh40MkXAUe7XQHUfyCpvbUm/setb2db1ppb1N7kctisYyl/JTWILC1BtDsl1D%20SStXBIUspFz3VUWmVQKBQKBQKBQKBQKDQdVyGIj+FnTHEs46LOKpb7h2ttBcZ5ttbir7Up5i0pur%20S5FB96KSr7kU5YpYfmTX4gOg8u7KcWyU/wA1SFBSfYNBTIYluTPS89DYO5RQF8HF+jVqtYTu02iw%20/wCa1DcbKNxMxliJxxyjz6e9Po1npiPTz4RPjyzSNaz7TLgRX4jZbbix0XIKltnZvPeoJb429/2K%20l2uGcdenSI05TERGseeI5T83dpyjTJfqnXWWRvnepa/Wq/q6tIwqmXvyWri9jzFf1dNIAqmG12Wj%20Yj6xX9XSYiR93zbfRN3+0V+hQRSqX5xw8pvdy2wfSKsBuXw8FNI5sq7phIJZauOB5iv6ukww+75n%20qm+PrFcPzKBvm+qb7frFe58igb5vqm/1iv0KD5umgWDLWnAcxXd9nQSiKmCIyEtNkBtFiXFA8Bx8%20Cv8AHQW3zfVNfrFcP1dB83zvUtez6VX9XQN871LXs+lV/V0DfO9S17PpVf1dBGUqWWk72mwOY0TZ%20xR1DgI+QO21BbfO9S1+tV/V0DfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQN871LXZ9%20ar3fq6CKlTPNtEst7+W5b0htxR27L91BbfO9S12fWq936ugb59voWr/aq4/q6Bvnepa7frVe59XQ%20N871LXZ9ar3fq6Bvn2+hav8Aaq4/q6CMVUwNqCWm7cx06uKBuXFH5iu3/DsoLb53qWvZ9Krj+roG%20+d6lr2fSq4/q6Bvnepa9n0quP6ugb53qWvZ9Krj+roIy1TTEeCmmwktr3EOFRHhPAFCQffFBYrnd%20jLX61X9XQN86/wBC1b7VXH9XQN8+30LV+30qv6ugb52voWvY9Kr+roG+dp6Fq3b6VX9XQReMwuxy%20ppsEOEizij9WofMFtCaC2+d6lr9ar+roBXO1sy17HpVcP1dAK52tmWvY9Krh+roBXO1sy17HpVcP%201dAK52tmWvY9Krh+roJMGWHJJDTdy4CbuKA+jSNPAaC2+b6pv9Yr9Cg+b53qmu36xXufV0DfO9U1%202fWK936ugb51voWr/aq4/q6Bvnepa7PrVe79XQSiKmiIwA02QG06lxQPxR2bDQV3zvVNfrFf1dB9%203zb/AETdvtFd/wDkUHzfPt9C1f7VXH9XQN871LXb9ar3Pq6CUpUwtDc02BzG7WcUdd6bfV99BbfN%209U3+sV+hQN831Tf6xX6FA3zfVN/rFfoUHzfO9S1+tV/V0H3fN9U3+sV+hQRSqZ5twhpvdy0XHMVb%20iu2vL770FoiH0MpbdCRy0hKVJUVXsLXN0ptQc/1HOx+O6gx83KuNs40w5kcPPHa3znFMKS3uJ27n%20G0L2g8bGgz+j48uP0ph2JiVIlNQ2Euoc0WlQbA2qB7RwoNvQKBQKBQKBQKBQKBQSjyo0gLMd1Doa%20WppwoUFbXEGykKtwUk8RQVoFAoFBORIjxo7kiQ4lmOykuOuuEJQlCRdSlKOgAFBQEKAINwdQRwIo%20FAoFAoJuSozTrLLjqEOyCUsNqUApZSkqUEg6myRc2oKUCgUCgUEm5UZ155ht1C3o5SH20qBUgqTu%20SFAai6TcXoK0CgUCgUE40mPKjtyYzqHo7yQtp5tQUhSVC4UlQ0INBSgUCgUE35UaOEKfdQ0HFpab%20K1BO5aztSkX4lR4CgpQKBQKBQSEqMZRiB1HmggOljcN4bJKQvbx23BF6CtAoFAoFBOPJjSEKXHdQ%206hC1tqUhQUAttRQtJt2pUCCO+gpQKBQKCcmVGisLkSXUMMNDc464oJSkd5J0FBSgUCgUCgkuVGbk%20NR1uoRIfCiy0pQC1hFt5Sk6nbuF7UFaBQKBQKCbUmO648204lbkdQbfQkglCykLCVAcDtWlWvYaC%20lAoFAoPjjiG0KccUENoBUtajYADUkk9lB5ZeafZQ8ytLjLqQttxJulSVC4II4gig90CgUCgUCgUC%20gUCgUCgUHNnqPLpyrCXITaMXInLxzZUpYk70IWrnbduwtqLRsAfi+K/EUH2NgH8JmEysUlT0PIur%20++GFqG7muKUtMtJVbVJOxaRxTtt8SxDo6BQKDFys77vxcufylyPKsuPchsXWvlpKtqR3m1BpWlzM%200cn07nmWm1IYjPumG4oocZkrcHKO9IPGMpKu9J7KGjK6dg5DGKkYpxJcxkfarFySQSlld/7MoX3X%20ZtZKu1Nu0Gg3VAoFBq83kMnHXDjY2Oh6TMcUgOvFQZaShtThUsoCla7bJ/x94atWNZ6uxMLJPFyD%20kIweERbSt6WJSHQjnJuE79qmfDe25CiCPFQb3Ev5B/HMOZGOI06xTJZQoLQFpJSShQ4oVbcm+tjr%20Y0GXQKBQc1l+pcrDmSVNQkKxsB6MxJW6paHXVSlIG6P4SghvmjifEbp04kPs7APwMuc/h0qenSHk%20jKRlLA8xHUlLYSkqslKmNoW3+UPlXoOkoFAoB4d/sUHM43NZTJvtQMhGTDZzEB6ZDUytQkMtpU0g%20oeStI2ubZKDpwIIoK4DCycBPXjYTe7p11vmxRuF4rwIDjVlHcUO33ptwVu7LUHQ0CgUGBm58uFCS%20uHH8xKddaYaQokISXVhG9wpClBCb3Nh8NBqExGerMY9CzTXLXj5i2X0RnDy1uNtkJWhVgqyeaFjt%20StPsUG1wBy6YPl8sN0uKss+aG3bJQkAofCUk7SoHxJNrKBtpY0GxoFAoOe6iz+Wx7sgQYbbrMCGq%20fLdkKWhC0JKvQtKSlSeZZsklXDTQ30Dxl8G5IdR1Lityc6002Y6HVWQthN1LiqFvCl3ebnsWEq+T%20QdE0tS2kLWgtqUkFTarEpJFyk7SRcewaD1QKBQc4x1FljlYrciG2zjp8yTAjXUoSQuKl5XNWkp27%20HBGXtseBSe2g843p9/AZZs4pKnsVkCr7zaWsb0SbFXnButfmW2OJHbtIHGg6WgUCgw8zkHMdi5U1%20uOuU4w2Vojt/GWrsHA214mx07DQadovZ5OTwGdYbBjGOp8xVqLTzbh5oQd4ChfllK09qT7OgZvTs%20XJQG38ZJu7EiKAxsxSgVLjqvtbXru3s22lR+MNp47qDb0CgUGqzOQyrMmJCxkdt2RKDqy/IKww2l%20nbfcW0qO5RWNo07e6xDVO41vqvE43PsqXByyI/Oxi929Ed5zaokiw3pVs2K08SCRpeg6HGvy34DD%20syP5SWtAL8bclexfBQCk6KF+B7qDJoFAoOcyHUWWi5BwiG2MVHmxce6txSkvOLmFpIdaG3YUIVJQ%20DrrZXC1B8d6ffxeZGZxCVPOzX9uZjqWBzmnFWQ4kmwCo3yR2ounjag6SgUCg8SHgyw48UqWGkKWU%20JF1HaL2A76DmoWTyOYLuGysdMROTxxlNLiuKLjTTp5am1laRZxO8WUBbjppQZeBxcvDTZGMYavgS%20nn49e4f2dRVZyNYndsud7emgunsTQb2gUCgUCgUCgUCgUCg1Ga6ng4l3lOMyJLiWVSX0xm+YWo6N%20FOuajS/AC6jrYGxoOeyW5zOTHFZJyHNebbmdNy1PLRDUy20jmMLbuGl+kBU5uG7YsEHw6Bs5MKd1%20LAwGTjyVYsBKZriNgW8jzEcpsjf4EuJS6pO5STa/Cg6CJFbixWozalqQykISp1anVkDtUtZUpR9k%20mgrQKDSJ6qgPzxAZS8gvuuxIk5Td4zkllK1ONpVe90cpd7gC6SAb0HOYGWYDmLWiU6qc66nG9Q4y%20S+t5zzJQTz0BxSik7hu8NkqbVe2goN+OmJK+oZeTfnrER5bDjcNi7RKmEAJ5zoO5SArcoIFhr4t1%20Bv6BQY+QnxcfBfmyl8uPHQXHVWJsEjsA1J7hQczms2clin0tx5kb7veYdy8E7mZKoa7lSm1MKUSN%20oKrIVc7SjibUkZPTU1KMhMxEeWZ8BDDM3Gyy5z1IZkFaeStwkle1Te5ClG5Sba7bkMjpTpuThoLD%20cyc5NktMNx9Ltx0JbAHo2bkXNrqWq6ie0DSg3tAoNfls3HxqmGiy9KlSioR4sdIU4sIG5avEUJCU%20jiSod3Eig5nJyYWVyUKY7PkxMXk4iUYeY065HSxNSpalc1F0oLjiFJCUugjwKTbWxDN5OV6m6Xh2%20kNxJrUtKn3wjmNLXAklPMbRcXStbIcRc24caDoMbATBiJjh96QQVKU9IWXHFKWSpRJNgNTolIAHA%20ACgyaBQaaT1XjY+RVCU2+pLTzMaRMS3eO0/I28ppa733K5qOAIG4XIoOZMt7GPy5i5jqc5Bmq89D%20eeWpuZBkSDyeS0tWwENqAbLY0WkoPbQdBlemJORzomqnLjwTFTGeYYBQ8sBxS1APg7m0K8O7Z4jb%20iO0N/QKD444htCnFqCUIBUpR0AA1JNBy03qNWZxUyLimpUee5F83CS4ksKkxwoBRYcSVFBWDtBO1%20SdwNhQeOm58VvLR4uLlOS8Nkorsphp5xbr0V6OttDiFF0qdCV83VKzdC0kdtgGdgemZMCU/JlT3J%20G6RKejxm7tMoEl9bt1pB9K5Zdrr0HyQOJDf0Cgwstlo2MjJeeStxbriWY8dpO5x11fxUIBIF9CdS%20ABck2FBzOaycHJ/ds6Q7Jj4NDsiHkkIcdirjzCpCGlvqaUkhLa0LRfdtutKuGtBdhjIZzpfMYJct%20Lshha8cMkob0PtqbQ4FqCCncS27sc2keIK4UG/xWNXBac5st6bIfVzH33lcVWAshsWQ2gAaJSPbu%20bmgzaBQabMdVY7FSHGXm33fLsiVNcZb3ojsEqAddNxYHlr0Tc+E6UHPZdT0fK5aQ5OciZaOPPYZb%20r6kxH4iGUByOW1K5Vt6VBw7dydwWKDc5LETM67h8gxLXjmWmnFupSgGR/aUIACFKuG1BO5JVYkX0%2011Ab2OwiPHbYQVFDSQhJWpTiyEiw3LWVKUfZJvQUoFBz/wDehie47j4KX2H5KZDWNyDjY8u6+yFB%20WxVyTsKSfEkBQBteg0/T81uHJxaosh8+fcVAzGLlPuSHmJrbS3S6OaVrBu2Qq3hUkpWPZDcxumpS%20c/OyUie4Yr8hEmPCZu0NyI7TPp1g7nAC0SlGidbkE0G/oFBj5HIRsfDdmSVFLLQBVtBUokmyUpSN%20VKUogADiaDmM5mm8jjOaW5cWNjJjf3/DupmQmMpoqvuYUboTzG3VbFapSR3igysE9JUrK4Vmb5tm%20O027jciV81SW5QcCG3HLkrW0pom97lBTfXUhl9L9OuYWC0y/MclvIYaj2uUMNoZTtQhlkEhIA7Td%20R7TQbqgUGty2dj455iPyH5cuQla240VAW5y2tvMcNykBKStI48SLUHN5B2PksszKVkn4kTJw2Xen%20Mg06tplDw3uLStu4bWpaFJVtcSdyQU9lBncrJ9T9PYaW1IRBkpeRJkOJRzUktpWglkE2PjIW2VXH%20AkHhQdBAhIhRG4yHHXg3e7r61OuKKiVEqWrXifaHAWFBkUCg0znVeObyfkS0+UB9MRc4IvHTJWAU%20sld9247gL7dtza96DmIUxzGuJlLlv/fUeciHmse+8txMluU+G2nmWnCUp0WlbfLAFgpHtB0M3pmV%20M6icyK57jEByNHZXFj3bdWphx1dlPA7ktnnapRYq7TbQhv6BQKBQKBQKBQKBQKDW4rO4vMGczEcK%201QX3IkpB0IWglBItxSSkgEdx7QaDSLjS5PR+TiMNeYzsWM/iS7dAfWEApbVvWbBTjakO6m11UG2x%202OlSMfyc5HiLbKkqjwEo5qGEIACUKcc+kWOO4JT3DvIbcAAWHCgUGHlcrFxkUPvhaytaGWWWxucc%20dcNkIQNNSe82HE6UGqn5dOQwD2ShJeafxbwdeirSpDoVFUFvMKSLhRW3uSLXTqCL0EM5CyKpeFX0%20/DYcjtvSJinCoNMIdebUgPLCfEvd5hxVki6ldo40G+j49pKmJMlDT+SaaDS5waShZHytvxilKla7%20d1BlUCg1OZ6nxuIc2SUur2ID0lTLZcDDJVtDrtuCSoG1rnQ6WBsE8ihCM7HRJAex+WYXCeYcAW2X%20mtzzQ2K08TfO3aa2TfsoMOJD6k/vZlJCGmo+OddjAS3TzFvMNMJPKabSRss6t3ctR9pJ1IDoI0KF%20F5nlY7bHNUXHeUhKN6zxUraBcnvNBagUGta6gx7mefwd1InMspkJCgAlxCjZWw31KPDuHZuFBiYx%20JbeyERSA/OxrrrsBbviXyZgLqLKJuE797XtIoMbpDE5dGAjwc5HjojJjNMDHqAeWVIT6Rx9f0ZU4%20rXYkED5xoOkaaaabS00hLbSAEoQkBKUgaAADgKD1QY+RyMPGwXp0xzlxY6St1diqwHcEgk+0KDXL%20kPZrBSW2QvHZFxtRaZdUjnMr1LCnUtqVtuQlRSfaNBrMqJOUwOPm4fHIdenzIc2cwVJZO5ja4Ocu%20x1bWw2hWhNhYA0G9iY9a2IruXTHl5JgqWJCGglKFKJNmt5WpISLJve5tegz6BQYGWzLOO5KCy9Kk%20SCoMxo6QpxQQnctXiKEgJHee4cTQYuXe5UnF5FKyYpd8pKQdUFqZZCCU6+IPpaF+wFVBgSsbnEdT%20t/dUdmNj2YDMZqW5Ytsp5qy622wnaVKKW2gNQlI7+FB0TUKG1IdktMNtyH7c95KEha9ug3qAuq3s%200FqBQaT+9kJzNx8XFackJddcjvTkACO2820t0tbz8ddmjuCdE/KIOlB9YaaT1BLhykh5DvLyUDm+%20LYtKQw6G73tyyEK07XKDC6VgdQt+aTk2WY0NyRMcWwSHnX1PvrWlZUDsbbS2QlKLKJHEjgQ6ONFj%20RWEsRmkMMIvsaaSEITc3NkpsBrQUoPi1oQhS1qCUJBUpSjYADUkk0Goxuex+dRIiNtyGCplDtnUF%20pS48gKDbzageCtqrcFC2oGlBp5seXkuiprbMUSc06z90z9mxDjoZdUy6N6iAAUrccRc6bqDewoEq%20VE/7+Zivvc3nMx0N722AAAhAU5qtSdTv2p46AUGzoFBh5XKxsawh15K3FuuJZjx2k73XXVAkIQnT%20WySTc2ABJ0FBqJ+bjTcR97wHFpOIlByawoKQ4hLV0Sm3W+N0srWoDW52kdhoQ8ZvH5YZfEHCQ2OQ%20ymY4XlkIZYfeLYDqkJspwqS494U23E6qHGg3rMCOl5Ep1ppzIBsNLmBtKXFAcRfVQSTrtvQZNAoN%20Rlup8fi5CmX233OU0JEtxhpTiY7ClKSl122oSShXAE+EngKCUgR15xlL2yTjsvHSG0LstrnxVc5v%20YDdJLja1K/8A0xQYuKi9Sp6jyr62mY2OflhwvOHmOvNIjttNoaSkgNpBQpRUq5ubBNtaDoIkGFDb%20U3Ejtx21KK1IaQlAKjxUQkDU0FqBQa+DnsZOyeQxjDt5mMWhEps/9Y2lxKk948W32waDWQvMIgZN%20hpoP5fD+ZjwFrsXC28hL7CQpWtinloUb6qRQfemcNOTgmsdmo0fyLUdiPGxhSH9iGUbbvOG6HFqs%20LhKbJtxVxoOhSlKUhKQEpSLJSNAAOwUH2gxslkI2OhOTJJVym7CyElS1KWoIQhCRqpS1KCUjtJoN%20S/kV5vDZBvHoeiZWEoWivjluIktbZDKV7SpKkL8N9qikpNu8UGLm0SJ8DDzsDCbkolzGZ76SoMJU%20PLrU068oAnwuJa3aFWlqDeRsfuRGeyKWJWSYBtLSyEbSrjy9xWpA7PjUGbQKBQKBQKBQKBQKCMiZ%20Hjux2nVbVynC0wLEgrCFOWuBYeFtXGg5SL1Jm20nKynGncYia7ByMJLex2HteLTbm/cd4HgU4COC%20tydBYhuX+n0N5SHkcYURHWSpqW0E2bfjOKK1IUB8pLh3oV33HyjQbRuOw04642gJW+oLeUOKlBIQ%20CfyUgUFKBQabqDO+SxuTXFIMvHtIeeC0lQbacJ9MU3TvShKVq0Ou0ighAkzPvIYfNcmdvR53Fz0t%20hKXUtKTuCkXUlLrSlpUFJPiBuLEGgj0vD6jalTVzGmokNybLeKVHmPv73lBlQKTsbQlkIFtVH+bQ%20dFGjMRYzUaOgNsMIS202nglCBtSke0BQUoFBzmRzUuXJxLGJmNxGMo1Icamusly7zIQUMctRbsVI%20LilA2V4CNKD4lf31hZfmcUw/lWliHkoK18tC1MLDmwO7VFTakrDjYULEKsq1zQZPTuCXDxSY05CC%20UyXJUeMlanERgpwrbaQtQBIbB7gOwaUG7oFBCZNjw2UvSFbW1ONMg2J8bziWkcO9axQczLz2falZ%20eUzy3Y+FeCZGJ5dnnIpaQ4X23N3x9VlAttVt26K1AeM10nMzstU+JkkxYi0syoDrAWHi8G1o8TqV%20pKWVoc8QRZSr8RbUOsTHZEhUnYPMLQltbg4lKCSke0Cs+/QUoFBg5HJ+XS+zHRz8imK7JjRdRzeX%20YbQbfPUkHuuKDn4OSlSmYcXMONZLDdSRyhiQ20WdrjjRWuO4jcrwrb3bTcEEFJ1tQ0fcT0ouFnYr%207EJmIzAS625kg7zZU9LqQB5g8tslW/0iionxDTiaajqY8aPGbLbCA22VrcKU8N7qy4s/lKUTQUoF%20BoM3nHAzETj5CY4fyH3fKmONlXIUEuAeBRTqt5KG0k6eMHXSg1WSx2R6hivY6SptrP4Z5CwvxIjS%204zw4LSN5S1JQlTa067VJPEAXDZ9PdO+WYyLcqJHiw57qXG8Uwd7LVm0pUR4WwCtadxCU27eJNB0N%20AoIzZkeFDfmSVbI8ZtTrywCqyEAqUbC5NgKDQZHJdQOZyVCxrjKFw4rMuPEeRcTAtTiXE83d4Ako%20Sm4B2kgqBBAoKyyvO4zEZfFizseS1Maad8B2kKYkNr+asNOuD/KFBvFR2FPtyFIBeaSpDbnaErKS%20oD29g96gpQKCL0yOzIjx3FbXJSlIYFjZSkJKyL8L7Uk+5Qcpj+osxyI2SyCmX8ZNkGDOipb2OQHy%207yUpUSpQcQHPRuXtqQoeHSghF6GfhZhKocZppluY1JYynPdLzcRpIHkktq3eE+JO3ds2qvbdQdo1%20GYZW8ttASp9fMeI+UvalFz+SgCgpQKDSdQ57ymMnuQ1pTIguMIlLcQpSWGnlt8x8p8O5DTK1OaG3%20hI7DQYSo8nISV4HMvHzbG3IYnLRQGlqSg7StKVcxCXGlLCVCxSpKhpqQA9dM9OSocqfImosJjTbL%206XHhIW+tC3VKfdIbZQCpLoSAlI8IA0AAAdIy02y0hlpIS22kIQkcAlIsBQeqATYXoOezWazHksbk%20sBH89CX/AGyYLWU5D5d9rQPi5quYFIT27bGgSmH5L8XqXp9TUtb8ZLTsdxwttSoxu40QsJXsW2pZ%20KTttZSgeIIDJ6dwZgYaFDmJbU7DccdYQ2VKQwFrcLbTalWJS005ygSBcDgKDcUCgjLmR4iW1Pq2J%20dcQyhViRvdVtQD3XUQPboNI5m8rD6kcZyDAbwcpxuJj5WlxJLYX47X8DxWW0E/LRb5SaDKyGAQqT%20FnY7ZEnxni4pzb4XWnlAyG3Lcd9twPYoA0GzTHYTIckJQA+6lDbjnaUtlRSD7RWr36ClAoMZWQji%20W7DF1y2mRI5IFipCipI2k2STuRbjppfiKDSdOZCZkIxxHU0ZoZmOhp99iwU04gkLbdQDodi07VW4%20LTfgU0HnDROpE5/KvuNtRce/NLqnXDzHX20MNstobSkgNITy9xUq5Jv4RxoOijxmIzIZYQG2kklK%20E6AbiVH+U0FKBQKBQKBQKBQKASEgkmwGpJ4AUGl6lysqLBhuQXUNImSmo7k9SeahlD1wlzaCkK3L%202oGtgVX7LUGuffys3H5LFyUpc6gw5amRVtJKESAlRcjOJBvs5qmVNOJubEK7CKDZS+mMTkJJmuod%20bVIDZlsJWptt/l6oD7YNlFPDXs0OmlBuaBQfCtAKUlQClaJBOpsL6UHH9U9UZPH5OTFYkxojjMZu%20RjYshBUci6pSwthte5Pi8KUgJuoFQJFuIbCFKOQlYnORWFhqeyuJkGSPE0UguI5v2LrbjXtroMrF%209LYjGSkyIqXBykLaisrcWtqO24UqWhlCiQhKigaDhawsNKDb0Cg8h5oulkLTzQNxbuNwSdL242oO%20fgZ3KtZ9+Bl2BHiTXXPuN+4usMiy2nLcFKCS6385N/m0FGsI0/8AeOLnMqVBMkToLqSpBQp5XNUU%20OJIUlxEgLXcEWChQbLF4qNjWFtMqccW6suvvvKK3XHCkJ3LUeJ2pA9oAUGZQKDU9R5dyDgJWQhLb%20WWNu54jmNtI5gS66oJKbhlBUtQuOFBr/AO3TPPdM5h5Dy5kVb2PyLKeXzGTZCyUAkJcYWtBuk2IU%20k6G9DRf7iYzUOJNyLb0LJqjhmYY7i2VKSR6RlZTbc3uuU31HEWuaDesstMtIZaSENNpCG0J0ASkW%20AHtCg9UHl11ppsuOrS22n4y1EAD2yaDR5+blhlcfjYElqCZjb60SXmucFushBSwE70fGQpaz22Sb%20dtBjszpeRZgZLyxbyeMmGHk4rZKrByzTwSojVsbm3wbapSKDPZ6VxDORE5tLiSl1UlEbmK8umQ4F%20BbyWr7QtQWq/sknjrQbegUHzejfs3Dfa+2+tuF7UHCZLrnIQspKBdZUqHMLLuB5Z82qElG9UttW6%206rJu58XbtG341B0BxrMnIZCO+wmVhszHQ8u4uguoSGV7jf5bQa2W+aTQZmJwcPGKecaW8++/sS7I%20kuredKG7htG9ZJ2p3G3tk8TQbCgUGHk5rsfEzZkNrzb8Zl5xmOg3LjjSVENi19SpO2g5bp/q4zso%203jX5bGXx+QZHJnx2+WlElSHHFw3UhTg3cppS7EhSRoriCQ2kLp9MvEw4+QDzM7FqcjxZzS1Nv8tt%20RbSsLB1DzSUlYOhPsgUNFpk2H03Dx8CHAfl89wxokWMprmFQbW8oqXJdZTqG1EkquT7dBN/qqS09%20FjfcOQXOlIddTESuDvS2wptClKUqUG+LybALJ9igrK6nTFjxy9jpSchK5hZxYMcv7GvjuKWHvLoQ%20kEHcp0cQPjG1Bp8/1wGITBRzsU6qUuLkS8x5h6IG47kjcWmlOJcCktghSFKG0+8Ek9Rycjhn/OQ3%20oue6fYi5SUhxvkoUfGpSWiVKtzW2nEG+id1rmxoNtDxWDzfKzbaH2kyVodkRCtSELejKsgvtJUUF%20bS2wNOO0A3AFB0NAoPhWgKCSoBSr7QTqbcbUHNZmV1DHy0CU7IRFxHnm43lmRvW8l8FtC3nFDwDm%20qSEoQPbUeADYSobqc+zIDXNhzoyoc5JG4AtkuMKUD8iy3Un2VJoPuJ6ZxmLkc+NzlKS2WI6XnVup%20ZZJCi00Fk7UXSNPYA4AUG1oFBN11fKeMcJefbBCWiraCvbuSlSgFbb3HZQc9gX8831LPiZiWh5bs%20KLKjx2UhLDSi6+h5LRI5irANblLOp7Eg2oNjgY8iJ52EtBSwzJWuG4eCmX7PWH+QtakAdwFBmwoE%20OCyWIjQZZK1u8tPxdzqitZA7LqUTYUF6ASALnQDiaDUdT5V7HYRc2M4hA5jCFSVje20088htbxAK%20bhtCyrjbv0oNVDyRzuLcw0hMhjISIplwJkpptrnJSsFqS2hpxzaWlltRSraoEjwi9BveQzmMKhvJ%20xNiJjKFSYbnFClAKKCRbxIV2jtFxQZ9AoPiloTbcoJ3GwubXJ7KDmOqM9kIOYgQI61N+abUuO00y%20l56U82tILCOYtptADaipRKhprcWNBVuf95v43MQWHUORZD0DIxnAkPNIcslxKgkqTdDzbSrpJG25%204UG8dgxHZjExbYMqMlaGXdQUpctvGnYdo491BegUCgUCgUCgUCgUCgwsxiWMrETFkE8jmtOut2BS%204lpYXy1pOhQrbYig5jph/Dyl5jBsxPMQnp0xEmO2geWjIQeSptwnakKdW2pwIRc+PcQBrQdHisFD%20xrjrrS3nn3kobU9JdW8vltbi22FLJO1JWo9+ut6DY0CgUGk6l6ccy5ivsylRZmOK34CwLpTJIAQt%20dtVICdyVI+UFH2KC8cP5jDtKltv4yZf0iUK2uNOtqKVbFEWUgkGxtZST7NBmwYUeDEbix0lLTd7b%20iVKJUSpSlKNypSlElROpNBegUCg4XMxsL09mcLIcJVOfnTZi5KG98t9K2nQIyQgFbllPtJSn5qB3%20XAdcqNHycKMqbEKDuakpYetzGnUELTcoUoBSFD5Kre5QZlAoFBiZbHjI4yVALqmUyW1NKdb0UAoW%20NqDl8RKw0LqvM4vHxLlbkVh6BFbSGmwlgLXIdHhbQlSHko71bLAG1BvsZ01i8bID8YO+jbUzGacd%20W4hhpZSpTbKVE7EkoTp2WAFgLUG1oFAoNVm8NjprseZkEh6Nj0vOKiuJS40sqSBvUldxuQAdp9k0%20Gg6OONz3SWPx62XnY8WPHWJybobRISN22M8ClxSmT4d6RbsvxFB1OMxcbHR1Mslay4suvPOqLjji%201WBUtR4mwA9gC1Bl0CgUHN9Q4OenJDqXFuLdycNpDSIFwlt+OlS1vM3+c7vBSo8FIT2brhspmOjZ%20mIytxciO062d7aSpham3U+Jt1JG4aceCge0UGxQhCEJQhIShICUpSLAAaAACg+0CgUHMYzEzencq%20EMKdm4zLuuOTCQVKYmLUpwvADg06DtUOCVBJ+Uqwbc4OIcojILcdWttRcZYUsllt1SC2pxKPnFCi%20O7U9pNBsKDQ9UYR3KysKkJdMaNMU9KWy+uOtCPKvNhQcaW258daR4T/Jeg1efwDqMtiXGIGSyEGJ%20FlMrXEnqakJW64ytG952VHdcFm1cVq7PYoI5np+XNx8ZTWNm+XLL0Gfj35LTs5Ud51t1RQ+7IdbV%20u5RQdzwOxWhukJIYLODz+cbg4fqGA95HHzSoLW5y3VwFxn22i8+w8Qp4L2pcDau4nQmgy/7jz2Ju%20Uhx5ExyFlWYbD2TlSBJfShtyQ4+lPOKzbYpLaQUkeK9j4qDoOnsVkMXMyMd552ZFkOJlszXuSFlx%20xOx1soZQykWLYXcI13d96Dd0Cg0PU3TknJuxchClGPk8YlxeOv8ARF5ZR9LbUoUhBbUPmqJ42oMk%20sNdQYBLc+M7EMhKS7HVdLrLzSwoFKrcW3EbkLGhsFDSg2tAoFAoOYexM3DZt3OQ1OzW8k+lGXiAF%20RDZCW2XWUjtY22UPlIJPFIuG+dx0dzIR8gdwkx23GkKSbAodKSpKh26tpIoMmgUCghPjLlQZEZDh%20ZW+0ttLyQCUFaSkKAOhte9BosFi3MUt7pp1hUrA8kqxzzoLqUsmyHIjxVe+3ddG7ig7fk0GfiOms%20ZinQ5GLyy235eOHnVuhli4PKa3k7U+BPs6DuFBtaBQKDUdTdOt56IzHXJcimO75hl1m24PJbWlpW%20vzFrC7dpSL6XoIR4S89iW2c7FXHyMJ6xdaK2tshoWEiM4LHatKrj2CUKv4hQbTG4yNjoxYY3K3KU%204664orcccWbqWtR1JP8AzDSgyqBQKBQKBQKBQKBQKBQKDy2000CltCUAqUshIABUo7lHTtJNzQeq%20BQKBQKBQKBQKBQeVNNKcS4pCS4i+xZAJTu42PZeg9UCgUCgUHlLbaVLUlISpw3cUAAVEAC579ABQ%20eqBQKBQCAoEEXB0IPAig+IQhtCW20hCEAJQhIsABoAAKD7QKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQf/2Q==" height="322" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Evolución de los indicadores de crecimiento del cultivo y la cobertura.</span></div>
        <p>Las mediciones realizadas a la humedad del suelo durante todo el crecimiento del cultivo (<span class="tooltip"><a href="#f13">Figura 4</a></span>),
          muestran el tránsito del período seco al lluvioso, imponiendo dos 
          condiciones fundamentales de humedad para el cultivo. Como resultado, el
          valor promedio de la humedad en los primeros cuatro meses del cultivo 
          fue de 18,9 % , como resultado de la ausencia de precipitaciones, lo que
          redujo la disponibilidad de los micronutrientes y minerales en el suelo
          y con ello el crecimiento de los nuevos retoños (<span class="tooltip"><a href="#B14">Taiz y Zeiger, 2006</a><span class="tooltip-content">TAIZ, L.; ZEIGER, E.: <i>Fisiología vegetal,</i> Universitat Jaume I, 2006, ISBN: 9788480216012.</span></span>).
          En el quinto mes del cultivo, tuvieron lugar las primeras 
          precipitaciones en la zona y con ello el aumento de la humedad del suelo
          a un valor promedio de 42,9% para el resto de la temporada, la cual se 
          mantuvo estable en ese rango debido a la contribución de las lluvias y 
          el follaje de la plantación. </p>
        <div id="f13" class="fig">
          <div class="zoom">
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+OV2+eHHy%20bi0k8TTpbn+RJID/AP2oOcPszcY4r4u6JDl5CZSbjMcbWkgzJfFcwx+KvhMjE6NRfl+YNQZUuzbx%20N4LY00OA+1z6drMkTZAbG8ARMJ1WWO5Z7spVgQAt+cUG12fbl23bMfBWQy+CtmmYAF3J1O5A4DUx%20JsKCmXGkj46OodDIdSkAgjw35QaA2FhAqBBGNR42VeNrtx4dPGgHDxFZdMEY1GzWVRcWJ48Omgei%20wxIqiCMLYmwRbXFgDydFA9FhB1UQRgWJsFW1xYclug0D0WGHCCCMIVN10LY2sBwt0UE1w8M5UqGC%20MqI0IUotgWL3PJynnoKeiwi7L4EdrcmlbfMTfhbntxoHosIuy+BHa3JpW3zE34W57caAMPE1svgR%206QAwXStrknjyfCgLhYZ1KYIyqmygotgNI4Dh8aAuHiEuDBGQpsoKrwHBujpJNBKDDw2kyFMEZVZA%20FGkEAeGnC1uHLQVTCw2U6oI2+ZuVFPISOjo4UBcLCYEtBGeJ5VU8l16OjhQFwsJgS0EZ4nlVTyXX%20o6OFAXCwmBLQRnieVVPJdejo4UBMPEdFZoI2Yi5YqpJJ4k8nTQTw8PDbFgdoI2YxoSzItybDieHL%20woKJhYTIrGCMki9yqk3PHlt00Hz6XF8DxPBTxNF9ekar25b2oPp8LCVCwgjBUcCFUEWHCxtQJMLD%20WNmWCNWVflIRQRYG1uFBPKw8RYwyworGSMEhFvYyKCOTnHLQUfCwlXhjxi5C8EUcCQLcnJQHwsIC%20/gR3JAJCqLgkA81AfDxFGpYIwxIBIVb2JAPN0UA4eIrLpgjGo2ayqLixPHh00BsLDUoFgjAY2ICK%20LgC9uTpUUE5sPEWXH0wxjVIQ1lAv+W56OPHjQU9FhiRVEEYWxNgi2uLAHk6KDB3fM2LZ8b1OakcU%20QvoUIpZ34AKqgfM1qsxYrXnSqvJlrSNZfmXuvfPckm7YTxYEm2QFhJtuKIxqkbshnUAh3420EcAb%20c/H2Ntt8UUmNYt6Xk7nPlm0TpNfQ7/2xvW17vCkUkEOPucSn1mAU0sjrZbhXVTa33XtevL3G3mk8%20ONeyXpYM8Xjjwt2w3gwsPWyeBHoCiy6Ftx4HhbnCis7QmuHhnKlQwRlRGhClFsCxe55OU89BT0WE%20XZfAjtbk0rb5ib8Lc9uNAGHia2XwI9IAYLpW1yTx5PhQEwsMlgYI7KQFGheAABAHDpoC4WESw8CO%20ykADSvAAAi3D40BcLDOpTBGVU2UFFsBpHAcPjQTxsPDeNi0EbHxJBdkW9g7ADk5AOFBRcLCYEtBG%20eJ5VU8l16OjhQFwsJgS0EZ4nlVTyXXo6OFATDxGF2gjYgkAlVPANw5vhQEwsN41Z4I2YqLkopJ4f%20Z8aAmHiOis0EbMRcsVUkk8SeTpoI4+LinAil8GMyeErB7Am+nl1Wvz8tBZ8LCVCwgjBUcCFUEWHC%20xtQHwsJULCCMFRwIVQRYcLG1AfCwlQsIIwVHAhVBFhwsbUHzPjYEMRkaKKNEA1uVVQE5GuejSTek%20RqTOj5ysPEWMMsKKxkjBIRb2Migjk5xy0FHwsJV4Y8YuQvBFHAkC3JyUB8PEUalgjDEgEhVvYkA8%203RQfK42A6xvFFE0chBDKqlWFiwNxyi/GuzGhE6vpsLCBUCCMajxsq8bXbjw6eNcA4eIrLpgjGo2a%20yqLixPHh00E2w8MZUSCCMKY3JUItiVKWPJyjmoKeiwg6qIIwLE2Cra4sOS3QaD5lx9ugBeSKKOJF%20Z3ZlVVUKB8xuLcBz12I14Q5M6cZSw/5TmQRT4iwy4s6FlZFXS1rDktzcldtWazpPNytotGsclxh4%20mtl8CPSAGC6Vtck8eT4VFIGFh62TwI9AUWXQtuPA8Lc4UUGLlHasJsjJy1ihxYY0dndVCqSzgkcO%20U8nxqVaTadI5o2tFY1nk2EUscsaSxMHjkUMjqbgqRcEH41yY04S7E6vquOlAoFBibnhS5mOIkzZ8%20EXvJJjeGHZbEFC0iSaQb8q2YcxFBwmz5mHmbrFgYcm4jJkLFN42ndZ94wIAFJ05DZZaJHYKRpeBu%20UFTfsh+iopVFUsXIABc2ubc5sAPuFB7QRzMvHw8SbKyHEcECF5HPMFF6DSTe9MZMGDJTbs2d5YZc%20iXEjWEzQxQNokaUNKq8G4BUZmb90GxoNhuO+QYkOK8MEufLmtpxMfG8PXINBkLAyvFGFCi92YdHK%20RQZG2bhBuO34+dAGEWQgdVcaXW/KrrzMp4EdNB9ZFvGxb/8ANNuT/lP00FX7Ufe/CaA/aj734TQD%205q91usUA+avdbrFAPmr3W6xQTT+Nl/Sj5/70nNQUHmt3V6zQB5rd1es0Aea3dXrNATtSd78IoCdq%20TvfhFBPHv4uTy+YLf4aUFIuye831GgRdk95vqNAi7J7zfUaBF2T3m+o0CHyk7o6qCeD/AAWP+knP%20f90c9BSHyk7o6qD4/wDF/wCn/VQfc3lP3T1UCbyn7p6qCeZ5K/qxc9v+ItBSXsjvL9QoEvZHeX6h%20QJeyO8v1Cg4n3578m2XKhwMCK+WpWaWSVTo0H91eTVq5yOT7eT0dnsoyR1W5MG73k456a833tO7e%208vcOKm4YcmJt+IzskMTpJI5Kg3LMwVT8Cv8AVXMuPDinpnW0u48mXLHVGlYZU2T78wpIDPi4e5oH%20OgY7mCVvkbl8S68nHhVXTgt22r6+KfVmr2Rb4OW90f6h+5MfdsZIsR9sGPZ2x5hqM2rgdR4XTmGn%207b3tbdt9jjms6z1a/Bj3G9yRaNI6dPi6r29s+bnZMO/b+Ne4OrNi4TLaPFW4tpUk/ORxueNYs+WK%20x0U8PbPpbMOKbfPfxdkeh0ssMMk8LSIrtFqeMsASrcFut+Q2JFZImYapiJavfvbW37u8cjlsbOiU%20nHzoDomjYEW+Yco+B/oq7DuLU4c6+hVlwVv3T6Wrx/ce57JkDE90R/lNZIN5hW8L8TbxVA/Lb/6+%20NXWwVyccf/ntUxntj4ZP/TYj3TsI36PAXMjebLhjMDIwdCdTWXUt1DMGuOn7r0+WydM204Qt8xTq%20iuvGWfnbrtu36pc7Jjx00rYyMFJ4nkHKf2VXTHa3hjVZfJWvOdGj/wDnC5cjjYttyt14ACZV8GC4%20J/4kg/qrT5Tp8dor8ZZ/N6+Cs2/Rxe2b/wC+v/mc1oHnzidOXtpISMRJyKCxKoBf5Xvz89+PoZMO%20H7UcdI7JYMebN93lrPodqvu7csZn/mPt/NhF/mbH0ZSqbDlKEcPjXneWrPhvX28HoeYtHipb2cVs%20X357WlkdHzRjyk3MeQjxEcAOJYBf6a5bZ5Y46a+ri7Xd457dPW2eBue2yYkk0eXC8SNK7yLIrKF1%20sdRN+S1UTjtE6TE6royVmNYmGq2D31sW7Z2ThQyGOSJmMLSfKJkHEst+S3QeNuPTa/Ns746xM/wo%20xbul7TEfyvm+8/beBeOXNSScswWCC8zkljYWTVY/bUabXJblHD3J33WOvOWqz/dXuXI27IfZdiyV%20AVmXKydMbKLkllhJJc25APuPJV+PbY4tHXePZ/tTfcZJrPRWfb/pzPsX3dveCkzZ0GTnbNrJmylV%20pDBIfmJ1c4N/mF/j9uzebaltOmYi/o9LJtNzeuusTNf0fpe0brt25YaT4OQmRHYAlDxU25GU8VPw%20NePkx2pOlo0erTJW8a1nVTHv/LY73v4K8vL2fhUE15vKfunqoE3lP3T1UGo3j3XsO3BoZspXyjdV%20xYfzZSx5tC3t+2r8e2vfjEcPSoybilec8XF++s/3Zu+2NLBtuRhbHCA86y6Vmk48GeMHVoXgbftP%20w9DZ0xUtxtE3+DBu75L14RMUZvt/bPfybBjRy50OJAGj8COaMyTopddAbk4X5Ab8OHwqrcZMHXM6%20TP6LtvjzdEcYj9W4faffIW53+FuK2BxEAvcdBqj7uH6J9677eb649zV+6tt/1CfZchPWQZMJH58O%20PGY5mTnVeW9+ccp5PhV+3yYIvHCY9fJRnpnmk8Yn1Nb7HyPeW17XHKdufO2eQl8eIOqzJcG7Rq3E%20o176f2jnvbvK4b206tLK9pbLSvLWrK9zf6nT4whgwcCbFzAweYZ0eiyj91VDXOrkv/XyRwfj4txt%20MTHcln38xwiJie9tsP8A1AXOxoZ8XZdxmZuUxRBotViColuL2PPas99l0zpNq+//AAvpvOqNYrb3%20KNvvuyfKjOP7eMR0OEbIyo14EpclAL8OFR+zijnf3Ql97LPKnvl9kf6hzyDjtmGCDbzpXA4X/u0/%204R9U+4/7z9Me9rPcntb3nuO2yxS7ymS1i4wY4VhR9JB0+IDc/ANwuBV2DcYaWj5dO/XVTn2+W1fF%20r3aMP2b7K9xQYAebc8ja/Hu64cYuVHAanDcFZui329As3W7xzbhWLadqG22t4rxtNe5vx7PzdZA9%20w7ncAEnxV59X92svmo+irT5afrsD2rvXiEf/ACPM5Bx0x9J+FPM0+irnl7/XLnfeHsv3DPjO0O5T%207ocdUkfFkADMCXF1C9orbgLc5t0Vq2u7xxbjWK69rPudrea8LTbudL7D2Hctm2RYM+cvJIfEXG4F%20YARcqDy3J7XG3R0nLvM1cl9ax+7TtMNqU0tP7OkrI1FAoFBibnumJtuOJ8rxBETpLxwyzBeBOp/C%20V9CC3Fmso5zQcNtB9m4O6x7lD7ixZcpWb/8AyPbyRxw5GpSuqTCxTlZGQ6XLXLELy2AvQfoaMHRX%20FwGAIBBU8ekGxH7aD2gwN52n+aYqY/q58MpKkwlx/CLaozqUETJMhGqxsV5qDm09qe5MLHVcTKhz%205pYMrFnkzn8PQs8viRyJ4ECh9NyWRgtyeDAUGa+HvLHDfbsaMtskxx8cZkrwrkwenEbyXSKRoyJD%20ZflYMFvyEGg2+w7dLt20Y2HM6yTRqTM6AhTI5LvpB46dTG1+agvlqzPjqrMhMh+ZdNx+W/8AaBH9%20FAaCUFR6iQ3NgbR8OBNx8nXQHgluo9RJ8x4G0fD5TyfJ10Hphk8RR473seNkvyj+7QeGCXWo9RJe%20xOq0d+UcOxagGCXWo9RJexOq0d+UcOxagmsEvq5V9RJfw0+eyX4s/DsaeH/5oKCCXWw9RJewOq0d%20+U8OxagCCXxCPUSXABJtHc3J4djmoAgl1MvqJL6R89o78/8Act/RQFhkJcCeQWYXICceAPOtAWGQ%20lwJ5Ab2uAl+QceK0E4IXM2RaeQWlGqwj4/lpy/LQUSGQqbTyLxYcAnSePFTQEglKm2RIvFhYCPp5%20eKGgJBKQSMiReJ4AR8zHpQ8tAjhkIJ8eQC5FgEtwJ49nnoEcEpRSMiRQQLKBHYfehNBPDglbExyM%20iRB4afKAhtwHD5kvQUjglKKRkSAEA6QI7DhycUvQfPhSeAW8Z7ab6LJa1uTs3t+2g+pIZAjEzyEB%20TdSEsfuW9AkglCMTkSMADdSI7H7kBoJ5UEoiUnIkb8yPgQg5ZF48E5v/AM0FHglAuciQi44ER24k%20dCc1AeCUAE5EjcRwIj52HQg5KA8EoUXyJG4qLER9PLwQUHFjZYfeG75eXnySNtWFIcPbwpVS7IdU%20r3C2sxFvs+Ir0fuzgpEV8VuM/wCHn/bjPaZnwxwj/Lso8MQRwwwyMkSfJGirGAoCmwUBQPhXnzMz%20Ost8RERpD5mglEuP/wBxIbyHmTh8jnmT9lcdRzNlw8zJxZcq80uKxkx5HWMlG4Dh8tuN+fnseap1%20yWrExE80LY62mJmOTKMMmtR6iS9idVo78o4dm1QTPBkEgHjyEkMdVkvyjh2aB4MgkA8eQkgm9o7j%20k4dmg+ZMMSh4ZZGkjZAHV1jYMDfgwKWt+yuxOnGHJjV+c5X+lLP7iEONPp2hlEsrkjxIwSR4ajnJ%20sbNbhz/H1qfkvk4+N5dvx3z8PA6zC9h+3cXIMghM84sxmyCszEnhf8wMvNzCsN93ktw10ju4NtNr%20jrx01nv4t4uO4YoszqFVbWEfJxsOzbhWZofKYa+PJMJCsxsjyhY9TKouATo5Bqrus6aOaRrq+lgl%20JYeokFjYm0fHgOJ+WuOpT7bBlB48k+NGDxSRInB4DiQyGpVtMcp0RtWJ5tE3+n/tfMRnlxQra5Be%20K0Q4OyjggA5vsq+u8yx/ZRbaYp7Gq2j/AEn2yLKyZM6ZsnH1kYcYOkhQeWThxbm4cPvsNOX8laYi%20K8J7VGP8fWJnq4x2Os23YdvwEIwUXG4kExRxAmxtxbRqPJzmsN8treKdWymKteUaMtIZCLieRbM3%20ABOPEjnWq1j5xsMRxKIZGiRruURYwNTnUT2OUmuzMzzciIjk0mX7JwZphuGBkS7ZuRW4yMbSqknj%2088YChx0855zWmm6tEdNvmr3s99tWZ1r8tu5z+95P+oe3+32s0U+L4YvmYwCyJDptxTSCDb95eT+m%20tG3rgveOcd08mfPbPWk8p74Y/szcffuRs+jGjSbDj+XHycpgqhRyrwBkcD4cnJerN5jwxfWZmJ9E%20IbTJmmukRrHpl0Te19/z4mO+71I8Vrth4QEEZtzM9tTr9orL5ilfBX2zxafsXt47eyODZ7d7Z2na%20YWGBGIrKQW0oXYW5GcrrP31RkzXv4p1XY8NKeGGweGQAXnc8RwITnI6F5qqWp5cMoiH/AHEnmRjk%20j55AP7PNego8MgFzkSEXHAiPnI6FoDwShRfIkbio4iPp5eCig9aGQMn57m54cE4cD/doNZvvtfbd%206jhi3AvL4b3jcaFdeFyAyqODabGrsOe2OdaqcuCuSNLNhHhiCOKGKRkiT5Y0VYwFAU20gKB8KqmZ%20mdZWxERGkPloZfVxj1ElzG5vaPmZL/uW43rjqngyCQDx5CbH5rR35v7tAMMmsDx5LkH5rJccR/do%20PTDJ4ijx3vY8bJflH92g8EMusj1ElwBdrR3PLy/LagCCXWR6iS4UfNaO54n+7agmkMnq5B6iS4jj%20N7Jx4vw7NqDMoFAoFAoMbcdxx9vgE86TOhYLbHgmyXuQT2IEke3Dltag123+8djz8nHx8Y5XiZRY%20Y7S4OZDGxQFmtJLCkfAKf3qDdUCgll5mJh4z5OXPHjY0QvLPKyoijkuzMQBQYkvuL2/FiQZku54k%20eJlHTi5DTxrHKeiNy2lv2UGRn7jt+3Y5ydwyocPGUgGeeRYkBPADU5A40FopYpoklidZIpFDxyIQ%20ysrC4II4EEUE8jzsbhf80/s/Lego/aj734TQH7Ufe/CaAfNXut1igHzV7rdYoB81e63WKCafxsv6%20UfP/AHpOagoPNbur1mgDzW7q9ZoA81u6vWaAnak734RQE7Une/CKCeP52Txv+aP2flpQUi7J7zfU%20aBF2T3m+o0CLsnvN9RoEXZPeb6jQIfKTujqoJ4P8Fj/pJ0/2R00FIfKTujqoPj/xf+n/AFUH3N5T%20909VAm8p+6eqgnmeSv6sXPb/AIi0FJeyO8v1CgS9kd5fqFBp/eO6Pt2wTyw39XMVgxAOUzSGy2+I%207X7K0bbH13iJ5RxlRucnTSdOfKGTsu1R7VtWDt6W/IUB2H7zlSXb9rEmq82TrtNvSnix9FYqz37U%20fe/CarWJ5Hm436p/y3oKHzV7rdYoB81e63WKAfNXut1igHzV7rdYoA81u6vWaCafxsv6Uf1SUFB5%20rd1es0Aea3dXrNATtSd78IoCdqTvfhFATtSd78IoJ4flN+pL/mNQUi7J7zfUaBF2T3m+o0CLsnvN%209RoEPlJ3R1UCHyk7o6qCGPY7ZFfiDCvx/coKeDFDimKFFjijQqkaAKqgDgABwArszMzrLkREcIfc%203lP3T1Vx0m8p+6eqgS9kd5fqFBPM8pf1Yv8AMWgpL2R3l+oUCXsjvL9QoD9qPvfhNAftR978JoD9%20qPvfhNBN/wCNi/Tk+pKCh81e63WKAfNXut1igHzV7rdYoA81u6vWaAPNbur1mgmn8bL+nH9T0FqB%20QKBQKBQcD7fzMOTeNvhSPeG2+JyNqXLOAMOLxIJHiKmNhlsPADCMSaiAeIvyB31AoNfvzom2SM/q%20FUMn5uHCMmeM6xpkSIxz6tJ6I2ty2oOKjgyMTFLZW3ZWVBlYe442IVxJHlkaefxA2REFPgvkhtTa%20wi8PmCcFAbnKy0gk2aSVJswbNL6fcvTwTZLRzvh/K4WNGZ7B7FkBtq489g23tTFnxfbuDBNEYHWO%204gawMasxZIyBwBRSFsOSgzsssJMbQAzeKbBjYeW/Px6qAzZV01Rxg6jazk8x/uDmoDNlalvHGPm+%20Wzk3+U8vycKAWy9Y/Lj1WOkeI1iOHKdHCgasrxBeOMNZrDWbWuOfRQNWV4gvHGGs1hrNrXHPooJq%20+X6yT8tL6I7jW1rXfjfRy35qCgbL1n8uPVYah4jWA48h0caArZWs3jj1aRcazbn59FADZes/lx6r%20DUPEawHHkOjjQEbLu1o47k/OPEbgdI5Pk40BXzPmtFGWv8wMjAA6RyHRxoJwtmCTItFGSZBe8jcu%20heT5D8KCiNl2+WOMi5uTIw46uP7hoCNl2OmOMi54mRhx1G/7hoCNlafljjPzHlcj97j+4aAjZdjp%20jjIueJkYcdRv+4aBG2V4aaY4ythxLkG1ujQaCeE+X6SDTHGV8NLHxGuRpHHsUFI2yvDTTHGVsOJc%20g2t0aDQfOrJ8ADw00aeLaze1uW2nl/bQfUjZehw0cYSxuRIxNrdGgddAkbK0NeOMLpNyHJP3aKD4%20y2yvDW8aAeJHxDkntrb9zpoPt2y9I1RxgXXkkY8b9wUB2y9I1RxgXXkkY8b9wUHNbk2RunvLBwiq%20eBs6esnUMSpmkIWFT8vAr2hw5K2U+TDM9tuHs7WS/wA+WI7K8fb2OlZsu63jjBv8tpCbmx5fk6Kx%20tYzZd1vFGDf5bSNxNjy/J0UE52y/Fx7xxg+IdP5h4nw2/udFBTVl61vHGGsbDxGtbhfjooGrL1re%20OPVY8PENrcL8dFALZetbxx6rHh4jWtcX46KAWzNakxR67Gw8RrW4X46On4UDVma2tFHqsLjxGtbj%20bjooJo2X6uU+HHfw04eI1rant+5/VQU1Zes2ij1WFx4jW57cdFADZniE+FHewuPEa1rm3HRQFbMu%201oo73GoeI3A2HJ8nHhQFbLu1o473GoeI3A2HJ8nGgK2Zd7RRk34gyMBfSP7lBPFbL8JtMUZHiS8s%20jDj4jX/cPPQURsrSdMcZ4tyuRxvx/cNARsvSdMcZF25ZGHG5/uHnoCNl2+WOMi5veQjjq4/uGgRt%20maF0xRlbCxMjA24c2g0CNsvQumOMrYWJkYG1ujQaCOO2T6CIaE0eEvzaze2nltp/roLSNlaH1Rxh%20dJuQ5J+PDQKBI2Voa8aBbG5Dkm1ujRQJGy9DXijC2NyJGJtY82igO2XbjFGBcWIkYm9xb9zpoJ5T%20ZfhrqjjA8SPiJGPHxFt+4KCjtl2+aOMC45JCeNxb9wc9Adsuw1RxgXHJITx1C37goDPmXW8Udwfl%20/MbibHl+ThwoDNl6lvFGOPy2kY3Njy/Jw4UBmy9S3jjHH5bSMb8Dy/J0UE2bL9XF+VHq8OSw1ta2%20pOfRQULZetfy49VjYeI1rXF+OigaszWLxRhrGwEjWtwvx0UAtl6x+VHqsdI8RrHk5TooGrL1taOM%20tYXHiNa3G3HRQA2Xrb8uPVYXHiG1rnn0UE0bL9XJ+VHq8OO41ta1359H20GZQKBQKBQY24SblHj6%20tughyMjUB4eRM+OmnnOtIpzf4af20HGbDobN9v5j7Nh4sGQngbfJDuWROyJFBKyf9u0EcbFULqGY%206kDEcOSg7ygUCgUHzHFFGCI0VAzF2CgC7Mbkm3OTQfVBHI87G42/NP7fy3oKP2o+9+E0B+1H3vwm%20gHzV7rdYoB81e63WKAfNXut1igmn8bL+lH0/2pKCg81u6vWaAPNbur1mgDzW7q9ZoCdqTvfhFATt%20Sd78IoJ4/nZP6o5rf8NPvoKRdk95vqNAi7J7zfUaD48WKKB5ZXEcUetndiAqqCSSSeQCuxGvCHJn%20TjLB2Hf9q3mCWTb5xKIpGWRbFWF2OkkHjZhxB/8AvVmXBbHOloV4s1cka1lsYfKTujqqpang/wAF%20j/pJ0/2R00FIfKTujqoPj/xf+n/VQfc3lP3T1UCbyn7p6qCeZ5K/qxdP/MXooKS9kd5fqFBPMmig%20xnnlYJFFZ5HPIFU3J+6uxEzOkOTOkay572ZDLNt+RvWQLZG8ZHqLHlWFW0wp9gUXH21q3cxExSOV%20Y09vazbWJmJvPO0/w6V+1H3vwmsjUP2o+9+E0E8jzcb9Q/5b0FD5q91usUA+avdbrFAPmr3W6xQD%205q91usUAea3dXrNBJP46X9KPj/tSUFR5rd1es0Aea3dXrNATtSd78IoCdqTvfhFATtSd78IoJ4fl%20N+rL/mNQUi7J7zfUaBF2T3m+o0CLsnvN9RoEPlJ3R1UCHyk7o6qCGP8A+2xfor9FBebyn7p6qBN5%20T909VAm8p+6eqgS9kd5fqFBPM8pf1Iv8xaCkvZHeX6hQJeyO8v1CgP2o+9+E0B+1H3vwmgP2o+9+%20E0E3/jYv05PqSgofNXut1igHzV7rdYoB81e63WKAPNbur1mgDzW7q9ZoJp/Gy/px/U9BagUCgUCg%20Hk6fhQcL7Ykyf56zTbFj4u6yTv6/Oi2yXE/JaEvJ/wB25dJm9TpXUrnWPmC24gO6oFBg72cEbZMc%207JkxMUaTLNFI0L2DA6VeMiQFuz8h1HkHGg42WDPGGuJuO4ZmJHDt+duGMfUywzoPGvD48uvVI2PE%20yhg7Mtz82rhQbvcHyM5fb2LlzzY8efdsvwJHxneRccyCPxIiki/MC1lYE26L0Gd7RyJsj25gSzTN%20kOY7DIc6mkRWKo5YdosoB1c/LQc57+99TbPmY+DgxXy42WeWSVT4eggjSvJq1Am55vt5PR2ezjJH%20VbkwbveTjnprzZ+B/qP7Xy8aCWbKGJP2pseQPdDYi2oLpbl4WqrJsclZ0iNYWY97jtHGdJZ496e1%20ZCpXdILKdR1Np4WI/et01VO2yR/WfctjcY5/tDIHuPY3/NXMjMaBtbXPDkPR8Kh9q/olP7tfTDW7%20N792Pd9ylxMcurxlhBqRj4y8CWQAEi1jwPNx6bXZtnfHWLT/AApw7umS0xH8t96uIuraZLAEeVJf%20jbm03rK0pplRerka0ljHGAPCkvwLc2n+9QfGBvO256vkYU3qIQfDLxq7AMpNxwHxqd6WrOkxojS8%20WjWJ1XGVFrLaZLEKB+XJflPNpvz1BIGVFqZ9Mlio4eHJfhfm03oNduPuvYtryosfOyPBlyWuilW+%20VbW1Pw+VdS2/+1XY9ve8TNY5KcmelJiJnmxsv317axC6+q9TOTdMfHVpJGIAGngLA8P3iKnTaZLd%20mkd/BG+6x17dZ7nEbf8A6ie5X9yzGPDOQuSTGu1C4KlBYEGxIYW+c2+7hb0b7HHGPnpp2vPpvck5%20OWvc6wZHv3JB/g9tiNzwjnyJVvx/s+GeWsH/AAj6rfBt/wC8/TX4i+3t0mA9f7h3Bzc39JF6YcT/%20AHFbpp5mkeGlfbxd8vafFefZwQzfYOx5WFJC2RnNkNfw8iVpprNfgSttJ+P9VTpv71nXSNPUhfZV%20mNNZ19bUe1v9O5MYS5G5ZeVi5VykPoS6sFDdouEPasDbm5+PJfuPyETpFYiY71O32ExxtMxPc3Yj%2096bWo9HlrvGOo/h8qJ45rdCyqNLH4sazdeG/OOie7k0dGanKeqO/mphe/NrxcaKHeIMjapljAXx4%203dH0jljkQNqpOztPgmLQRu6x44msvdo/1H9sZeKzz5HonibR4U19RUdlhpBHEc3NTJsclZiIjX1G%20Pe47Rrrp62Ju/wDqbsmPtj/y4PmZGnw428N0hDkfvMwU8Ogcv9NWYvx95n5uEfFDLv6RHy8Zffsz%2035FveK2Hmjw90jQ30qdMq8msWHynpH7R8I7zafbnWPC7tN39zhPidXJlxMjKFkuQQLxSAc/OVtWF%20tTysqJowoEgIkjPlSAcJFPLYUFHyomUALJyqeMcg57860HOe9M71keL7exi6z7pIBOQjBkxkOqRh%20cfC3x41s2kdOuSeVf1ZN1OulI52/R0CSY0UEcEMbpFEEVF8OQAKhAAF16BWSZmZ1lqiNI0h9tlRF%20lOmT5TxvHIOYjh8vGuOjZURKnTJ8pufy5BzHk+XjQTnyojLj/LJ8shJ/LkH/AA3HD5eNBT1UZdW0%20yWAI8uS/Ejm00D1URdW0yWAI8uS/Gx5NN6AcqLWraZLAEeXJfm5tNB6cmPxFNnsAR5b35RzWoPBk%20x6y1pLEKPLe/KebTfnoJrlxerla0lvDQW8OS/Bn5rX/ooKDJj8RmtJYgDy3vwJ5tNAGTGHZrSW0j%20/hvfhfm03oC5UYZyVk4m/COQ8gA5loC5MYZyRJxItaNzzAcy0BcqIFyVksTfhHIeYdC/Cgni5Uax%20MCJPMkPCOQ8sjW5AaCiZUSixWTlJ4RyHlJPMtATKiVSCsnKx4RyHlJPMtATJjAIIk7R5I5DyknmW%20gR5MYRFIe4A5I3I4fELagR5USxqCslwAOEchH3haCOPkx+gijs+rwlW/hvpvp/tWtb40FpMqIoyh%20ZLkEcY5AOTpK2oEmXEyMoWS5BHGKQDn5ytqBJlRMjKFkuVNrxyAcnSVtQHyY2WwEnKOWNxyH4rQT%20ysqMxqAsnmRnjHIOSRelaCj5UTAALJyg8Y5ByEHnWgPlRMAAsnKDxjkHIQedaA2TGShAk4G/GNxz%20HpWgNkxkobScG43jccxH9mgNlREoQsnA3N45BzEc60E2yo/VxNpksI5B5cl+LJzaaCnqoy4bTJYA%20jy5L83NpvQDkx+Ips9gCPLe/Ejm00A5UWsNpksFP/DkvxseTTegeqjEhOmSxAHlyX4X5tNAGVF4h%20bTJYgDy5L8p5tPxoJplR+rkbTJYxxgflyX4FzyafjQZlAoFAoFAN7cOXmoOK9npNMcHLmwd4klkU%20s+5zbhrw5CVP5hxfVnSH5k9P8hNrC16DtaBQQztvwNwxmxc/Giy8Z7F4J0WSMlTcXVwQbGgwx7W9%20siCHHG0YQx8dzLjw+ni0RyG13RdNlY25RQeye3NlnTLTMxIs5M2cZOQmVGkqtIqLGnysNPyIgVeH%209N6DYxxpGixxqEjQBURRYADgAAKDUe4/b2170uJDnxawk11dTpcDSWK6hzNpAP8A/NXYc9sc/Kqy%204K5I+ZnHbtvVIoRjRCJSAqaF0gBTYWtzVX1zrrqn0RppohPsGxSsnibbivdrnVDGb8D0rU4zXjla%20fejOGk9ke5h5Psr2rO2h9sgUMrXMa+GeNhw0aanG7yx/aUJ2uOf6w57av9KNtxs+d86dsmC5OGiM%20Y2VRY6nK2+YE24cOf4DVl/JWmIisaT2suP8AH1iZ1nX0Nx/8Ix45AMbdt0xuBKrHlEqLW5mVr1R5%20uZ51rPsX+ViOVrR7WDuXs7e8iHLxYN/ynYwoFSa1nBLDQ7LZrG3L8eep491SLRM0hDJtbzWYi8tJ%207K9j+5YTkyzZs2zgnR4UYBeTSSNRB+XSP3Tz/Zy6t3vMc6RERZm2u0yRrMzNXUD2juTyHxfcW4Eg%20LYoypwueWw48lYvM17KVbPLW7b2B7HgaQifd91nsAbSZRtxuCOCjhTzc9laR7Dysdtre9ze/f6WT%20z7nE+2Tk40jBMpshtbx2UHWCeLg8lun4cmvB+RiKz1Rx7NGTN+PmbR0zw73cbFsW27Pi+mwolXR8%20rTEDxH4AkuwAJ4152XNbJOtpejiw1pGkQ+8TbNvTdc3cFx0GbIViee3zFBGpt8OXj0/dUZyWmvTr%20wdjHXq6tOLOi7J7zfUagmRdk95vqNAi7J7zfUaBF2T3m+o0CHyk7o6qDWZuy4O87DHg5q6oniQqw%207SOF4Op48RVmLLbHbqhXlxReuktF7Q/07wNp15Od4edluT4JZbokf7pCtf5zznm5B0nXud9bJwrw%20hm2+yrTjPGXS5uBh5u1PiZUSy48kQDRnk4C4t0W5qx0vNZ1jm13pFo0nk1Lewva6bWuGMQXhBKZQ%20OnI1cuoyLYk3/Z8Kv85k6urX2dijymPp00/2xni94bGjCN/59tgBGmQhMyNbf2uSS3x4n4VPXFk5%20/Jb4fshplx8vnr8f3ZEfvf2/lqIZJzg5ayR+Ji5Y8GRbOpIOv5eToNV32mSOMRrHpjinTdUnhM6T%2038Gv96f6gYe2Ygg2uWPKz5gGSRCJI41v2iQSC3Qv7T8btrspvOtuFVW53kUjSvGXx7CyxvUmdv8A%20lkvuTumMF0sIooV0kLGTcfMeLcfuvx7va/biKR4ebmzt9yZvPi5O1l7I7y/UK89vH7Ufe/CaA/aj%20734TQTyPNxv1D/lvQUPmr3W6xQD5q91usUA+avdbrFAPmr3W6xQB5rd1es0E0P8A3so/9OPo/tPQ%20UHmt3V6zQB5rd1es0BO1J3vwigJ2pO9+EUBO1J3vwignh+U36sv+Y1BSLsnvN9RoEXZPeb6jQIuy%20e831GgQ+UndHVQIfKTujqoIY/wD7bF+iv0UF5vKfunqoE3lP3T1UCbyn7p6qBL2R3l+oUE8zyl/V%20i/zFoKS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/CaA/aj734TQTf+Ni/Sk+qOgofNXut1igHzV7rd%20YoB81e63WKAPNbur1mgDzW7q9ZoJp/Gy/pR/VJQWoFAoFAoBNgTe3xPJQfnWxLsEPuXbhts3tnOl%20kklWT+U4CR5cKiF28TxI8mfQtxpZivPbnoP0WgUGPuD5iYUrYQiOSANBnLCMcRqZtIJOlbm3C/Jc%20coDmZPcfuHI27AkwBiRZcm1/zTLORHK8bHShWKNUkRk1MxuxZtPQ1Bss/d9wlj2qPa/Bgn3UFxNl%20I0qRxrF4p/LR4i7HgO2On4EMz2/uM+47Pi5mQix5EikTpGSUEiEo+i/HTqU2vzUGVkebjfqn/Leg%20o/aj734TQH7Ufe/CaAfNXut1igHzV7rdYoB81e63WKCafxsv6cfP/efmoKDzW7q9ZoA81u6vWaAP%20Nbur1mgJ2pO9+EUBO1J3vwignj+bk/qj/LSgpF2T3m+o0CLsnvN9RoEXZPeb6jQIuye831GgQ+Un%20dHVQTwf4LH/ST6R9tBSLyk7o6qD4/wDF/wCn/VQfc3lP3T1UCXyn7p6qDD3fbtvzIFGXjRTjXGo8%20VFfgZAOGr7anTJavKZhG1K25xq1+f7K9sZGHJj/y+GESlR4sKKkim4F1YDh1VbXd5InXWVNtrjmN%20NIbTE2/E2/Biw8SMRY8OlUQd4cT0k85qm95tOs811KRWNI5MiXsjvL9QqKQ/aj734TQH7Ufe/CaC%20eR5uN+of8t6Ch81e63WKAfNXut1igHzV7rdYoB81e63WKAPNbur1mgmn8bL+lH9UlBQea3dXrNAH%20mt3V6zQE7Une/CKAnak734RQE7Une/CKCeH5Tfqy/wCY1BSLsnvN9RoEXZPeb6jQIuye831GgQ+U%20ndHVQIfKTujqoIY//tsX6K/RQXm8p+6eqgTeU/dPVQJvKfunqoEvZHeX6hQTzPKX9WL/ADFoKS9k%20d5fqFAl7I7y/UKA/aj734TQH7Ufe/CaA/aj734TQTf8AjYv05PqSgofNXut1igHzV7rdYoB81e63%20WKAPNbur1mgDzW7q9ZoJp/Gy/pR/VJQWoFAoFAoMHepseHbZZMjcv5TCunVn6oU8O7AD5shZIvm5%20PmWg5n2rveFm5+g+8v5jkDInjh27xNtPjRoWCNpghSU/INd1YfdwoO0oFBDPxZMrEkx48mXDeQWG%20RAIzIvG50+KkqcRw4qaDRf8AwiD0WLijdM5fTQPhmZDjrJJiyaQYXKwhbDR8rKA44/Nc0GRN7dyM%20m2vOlw2xZ/E2tsMRBseEQiHwvzYpFcP8zMGU2JFuyDQbTbsDH2/BgwsfV4MCBFLksxtyszHlZjxJ%206aBlokj4yOoZDLxUgEG0bkcD8aA2JiAqBDGAxswCjiNJ5eHwoDYmKGUCGMam+b5Rx4E8eHwoHpMU%20SBRDGFIJI0i1xYDmoBxMUSKohj0kEkaRa4tbmoBw8TWF8CPSQxK6VsTcc1vjQTTExfVyr4CaRHGQ%20NItcs9za1qCgxMTWyeDHoCiy6Rbjfmt8KAMTE1svgx6QAQNItck8eT4UAYmKXZTDHpCiy6Rbje/N%20QeriYpLgwoQDYAqOHAHooPFxMUs4MKEKfluo4cAeHCgnBh4hkyAYIyFkAUaFsAI0Nhw6TQUTDxGF%202gjJ1NxKqeQkdHRQExMRlJaGMm55VB5GNubmoCYeIwJaCMm7C5VTyGw5qAmJiMLtDGSCQCVB4BuH%20N8KBHh4jIrNBGzEAklVJJt9lBPDxMVsSBmhQsY0JJUEk6R8KCkeJitGjNDGWIBJKgm9uXkoPn02N%204HieEmvRfXpF72ve9B9SYmKqOywoGANmCi/D9lAkxMUIzCGMMqmzBRcf0UE8rDxVjUrBGD4kYuFA%204NIt+bnoKPiYii6wxgkgEhQOBbjzfGgPiYqi4hQElQSFHITbooD4eIoBWCNTcC4VRwJAPN0UBsTF%20VlAhjAY2ayjjwPLw+FAbExVZAIYwGNmso48CejpoJz4mIJccCGMBpCCNI4/lubf10FPSYgdVEMYU%20gkjSLXBFuagekxA6qIYwpBOnSLXFrc1A9HiB1UQRhSCSNK2uLW5qDw4WHrVPAj0EEldC24WHJboN%20B6MPE1svgR6QAQNK2uSbnkoJph4nqpU8CPR4cdl0LbiXB4W6AKCno8QuymCMrYHSVW3G9+agDDxP%20EI8COwAIGlbXJN+b4UBcPEJYGCMhSAo0rwFgeHCgLh4hLAwRkKbKNK8BYHhwoC4eIxcNBGQDYAqv%20JYcOT40E8XExGjYtDGx8SQXKqeAkYAcnNQUTDxGUloI2N2HFVPAEjo6KAmJiMLtDGTci5UHgCQOb%20ooCYmIwu0MZIZrEqOYkDm6KBHh4bRozQRliASSik3PE83TQI8PEaNWaCMsQCSVUkk/soI4+Ljegj%20k8JPE8JW16Re+m970FpMPEVGZYI1YAkEKoIPL0UCTExVRmEKBgDZgouP6KBJh4iozLBGGVTZgqgj%20h9lAkw8QC4gjBJAJCryEgHmoJ5WHiLGpWCNT4kYuFUcDIoPNQUfExAvCGMcQOCjkJAPNQHxMVRdY%20YwSVBIUchP2fGgNh4YKgQRgMdLDQvEAE2PCgNh4istoIxqPzWVePAnjw6aA2HiAoBBGAxsQFXjwJ%206KCbYeIMuNRBHpMbkjStiQUseTmoKejxA6qIIwpBJGlbXFrc1A9HiB1UQRhSCSuhbcLAc1AOHiB1%20UQR6SCSNK2uLfD40D0mKXZTDHpsDp0i3Em/NQBiYviEeDHYAEDSLXJN+b4UE0xMT1kq+ClhHGQNK%202HzP8KDMoFAoFAoFAoFAoFBqd79xw7U6x+jyc6XwpMmSPEWNmjghtrkbxHjH73BVuzcwNjQU3HfY%20MSLFaGCbPlzjbEx8Xw9cg0GQtqleKNVCi92YfeaDI2vccfctvgzscMsWQgdVkGl1vyq68zKeBHTQ%20UyPNxv1D/lvQUftR978JoD9qPvfhNAPmr3W6xQD5q91usUA+avdbrFBNP42X9KP6pKCg81u6vWaA%20PNbur1mgDzW7q9ZoCdqTvfhFATtSd78IoJ4/m5P6o/y0oKRdk95vqNAi7J7zfUaBF2T3m+o0CLsn%20vN9RoEPlJ3R1UE8H+Cx/00+kUFIfKTujqoPj/wAX/p/1UH3N5T909VAm8p+6eqgnmC8S8L/mRf5i%200FJeyO8v1CgS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/CaCeR5uN+of8ALegofNXut1igHzV7rdYo%20B81e63WKAfNXut1igDzW7q9ZoJp/Gy/pR/VJQUHmt3V6zQB5rd1es0BO1J3vwigJ2pO9+EUBO1J3%20vwignh+U36sv+Y1BSLsnvN9RoEXZPeb6jQIuye831GgQ+UndHVQIfKTujqoIY/8A7bF+iv0UF5vK%20funqoE3lP3T1UCbyn7p6qBL2R3l+oUE8zyl/Ui/zFoKS9kd5fqFAl7I7y/UKA/aj734TQH7Ufe/C%20aA/aj734TQTf+Ni/Tk+pKCh81e63WKAfNXut1igHzV7rdYoA81u6vWaAPNbur1mgmn8bL+lH9UlB%20agUCgUCgUCgUCgUGg9wbVvU+Z6nahjM02JNhZAynkjCCQqySp4aSa9PzXQ6b8PmFBGTC3ljhvt+N%20EW2SY4+OMyV4VyYDjCN5LpFI0ZEhsvysGCk84oNtsO3S7dtGNhzOsk0akzOgIUyOS76QeOnUxtfm%20oMyWGOUKHv8AKdSlWKkHk5VIPPQfHo4ePGTiLebJ/R83CgekhsReTj/6kl/2fNwoHpIumTpv4kl/%20qoHo4bWvJ9viyX+/Vegekhta8nLe/iSX6eXVQeeig1FryajwLeJJcgXIF9XxoPfSQ25ZPt8SS/36%20qAcSI88n2+JJf79VA9HDblk+3xZL8fjqoBw4TzyfslkH32agejhsOMnD/wBWT+n5uNB4MKAEkGQF%20uLESSC5sBc/N8KD30kV73kH2SSDqagejh6ZBwtwlkH4qAcSK/LIPskkHU1A9JF0yD7JJB1NQDiQ9%20Mg+AkkA+4NQeLhQKAqmQKOAAlkAA/wD2oPfSQ35ZB8BJIB9wagekhve7/Z4j2+7VagejhvyyH4GW%20Qj7i1AGJCDyyH4GSQj7i1B42FA3a1sLg2MkhFwbg8W5jQejDhHPIftlkPNbnagDDhHPIftlkPW1A%209JF0yH7ZJD1tQPSQ25ZP2ySH8VA9HDYi8nHplkv+w6uFB4cKAkEmQkG4JlkNjxHD5vjQe+ki6ZPt%208SS/1UD0kNuWT7fEkv8AfqoHpIrWvJ9viSX+/VQPSRdMn2+JJf79VA9JF0v9viSf71B56GDVqvJq%20sAW8WS5ANxc6qD30kVhxk4c/iSX+/VQPSRW5ZPt8SS/36qB6SLpk/ZJIPv8AmoHpIrDjJw/9ST+n%205uNA9JF0yfskkH3/ADcaDwYUAFgZAOPJLJz8v71B76SLpkH2SSDqagekh6ZB9kkg/FQPSRXveQfZ%20JIPxUD0kV+WQfASSAcPgGoHpIemQfASSAfcGoPFwoFAA1hRwC+JJaw5rarUHvpYulz8DJIR9xagD%20DhB5ZD8DLIR9xageki6ZD8DJIR9xageki6ZD9skh62oPGwoGFmMhHA8ZZOUcn71B6MSLpkP2ySHr%20agDEiHPIftkkPW1AGJEOeT9skh+67UD0kVrXk6PMkv8AfqoHpIumT/Ek/o+ag89FBcNeTULgHxZL%202PL+98KD30kVuWT7fEkv9+qgeki6ZPt8SS/36qB6SHpk+3xJL/fqoHo4bWvJ9viyX+/VQPSQ9Mn2%20+JJf79VB56KDVqvJq5CfFk5Ab/2qC9AoFAoFAoFAoFAoFAoFBg7fvm2bhlZeLizB8jBkMWTGQVII%20JFxe2pdQK6hwuCOUGgzqBQKBQeSSJGjSOwVEBZmPAADiSaDD2fedu3jAjz9vl8bHkuAbFWVhwKsr%20AMrDoIoM2gUCgUGJuu64O1YMmdnOY8aIqHcKzka2CD5VBY8W5hQZMM0U0KTQuJIpVDxyKbqysLgg%20jlBFB9UCgUCgwdx3vbNuyMTHzJhDJnOY8e4OksLdpuRQSwUE/vEDlIoM6gUCgUCgwRvm1/zk7N44%20G4iITiEgi6EkfK1tJYWuVve3HkoM6gUCgUCgwdt3vbNykyosOYSS4UrQZKEFWV1JXkYC6kqbMOBo%20M6gUCgUE8nIhxseXImbRDCjSSOeQKgux+4UEds3PC3PCizcKTxMeUcDYqwINmVlNirKeDKeINBlU%20CgUCgwt43nbtnwmzdwl8HGVlRn0s3F2CjgoJ4XuegcaDMjkSRFkjYPG4DI6m4IPEEEUHtAoFAoMH%20N3vbMHOw8HKmEWRnllxQQbMyaflLAWUnWAL8p4DjQZ1AoFAoFBgxb3tku7zbQsw9fAiyPCQRdWAP%20yk8GKhl1AclxflFBnUCgUCgUGDtW+bXuwyDgTiY4srQTrYqVdTbkYD5Tyqw4EclBnUCgUCgjnZmP%20g4U+Zktox8aNpZmsTZEBZuA5eAoPMDPw9ww4szDlE2NMNUcguLjkNwbEEHgQeINBegUCgUCgUCgU%20CgUCgUHNZm7w7zmRbXt+6Tbaz+Ky5CQlXyDDYWxpJ42ikVWJL6bngP3TegwsRF9x4O3y4k4wt7wx%20Gc7PxkK+H412yYlurRs0hFyj306g/E2uHYxoERUBJCgAFiWJtw4k8SaD2gUEsvKx8TFlysmQRY8C%20GSWRuRVUXJoOS3XeZ8uLN3LD3CXHj2pI3k2eaDwWkUsTL6mPIjEhWWP5YypAvc3PMGbi7dj7lvUe%20+bTlPjYDXTNEF1XNeFlETG40lFCkeInbHC5Wg6WgUCgxNy3PF27HE2RrbW2iKKJGllkcgtpSNAzM%20bKTwHICeSg5j+domRhbxNu4ydpzsqfHlxXjVYsfwY5Z4bKyLMk6en0urm+ongOAoNrsGxvh5mRlw%20zSQbZkDxMLaLaI4TKFeV2VgGVmcdjsrxtxY2De0CgUGq333Bh7XEySORkNE8iERSypGq8BLP4Sto%20jDEXY/HoNg0kM2LDnybZvGaN6xdyxoWwpJY43kf1Lss8cawoLwkRpJz6Rck2HAN57d2rM23BEOZm%20SZkxPAyMXWOMdiJCQGbQvAu3zNynoAbSgUCg5/et/wARpjtUGc+DkvLHBJneCxijZyrGJZmRoFmZ%20G+QPzkcDyUGp0JueLm+3psjx9+w55DhbgV0zRmJVaDJlaJVCsqyBL2AksRa16Dr8DGkxcOOCXIky%20pEH5mRLbW7E3JOkKo4ngALDkoL0CgUHMZO7R77lxYG17tLtpMckySLDpfI06RG8DTxmOWFdRL6OX%205eOk8QwsKOL3Rg7VuO3Tfy/cY4YW3DOxV0kR5UXiz4yEhkZtTAm99BOrtUHaAWFqBQKCOZmY2Hiy%20ZWS4jghXVI5ubD4AXJJ5gOJoOT3Dd5csT7nj7g0eNgy48WVs08Ii/JnZVm9XHMnigsjloyCF4c/G%20g2OBt0ObvA3vbcl8fbZ11ZEMQZFy5kYqkzBlHyhBwZD+YLX+VRcOhoFAoMPdN3w9tiSTI8RmlbRD%20DDG80rtpLEJHGGZrKpJsOSg5hN5GLPh7xl7sM3as98hHhKIIoHRWeFYV0LMJAqGJ0YlmY2sDwoNt%207c2GTbZsmVJ5I9vlbVt+1ckWNG4VmFiLglwTpvpTkWg3tAoFBpvcPuLE2yGaIy+Hl+C0iymKWWGC%204YRy5LRq3hxa17TW5D0GwahHw03DL9v7zlHeY8yDGbEM8aGZxltKsiAwKv5aHG8TUFGnp4Cg3vt3%20bM/btuWHPzpM/KNi8khBCgAKqJwUkKoHzNxY3Y8TQbOgUCg5/dt8xZ8ldox898GeWZYHzRE2jUQS%200EM7o0Hjnk0m55eFxQauJBu+DLtLZAb3Hg5Epi3JUtJEYZfBiyJTGoUSPCB8hsslivZvYOvxMc4+%20NHC0rzsgs00pBdzzs1gBxPQLdFBWgUAkKCzGwHEk8gFByeZu7b9IYNm3aXbpIsd8jHXwPDfIbh4U%20iepjKy44/e8PluOI5wnjwYvuT+X7ntM7bfPAkce4ZeL8uuF49bYikgo2h2HHljN7fNeg7CgUCghm%205uNhYr5OS2mJLAkAsxLEKqqqgszMxAUAXJ4UHJ5m8SZBk3ePciuBj5mJhZG0TRCNViyXihl9UkyL%20KkgaYupvp0heBBNBsdr21cnd/wCebfkyY205S+K2GgKLk5F3Tx3V1+VSliNPb4MeQXDoqBQKBQKB%20QKBQKBQKDQZmXvO6NkQbNkrt8uA80WV4saySGdQjQLpN18KVH1lr6rWtY3oNHs2JNu+HjQ7fk477%20UsmJuIRg5nwZHK5RghkA0Ne5ABIKK1iCpAoO2xcTExIRBiwpBCCzCONQi3dizGwsOLEk0FaBQeSM%20yozKpdgCQgsCSOYXsONByG7ZG47pti7j46jYc1saBtu0Wd8fLZIZmlk4PHLG0p0hTYaeN78Apte0%20zbtLj5ebkYu57bDDPipmCNvEzYJCFKzKw8NkumrUpKubMtgaDq0RERURQqKAFUCwAHAAAUHtAoMT%20dtzh2zBfNnVmgjZBMV46EdwjSN/djDam+AoOV3wbtFkY8m7bnFixyGbJxZUjFsKbHH5ZQ8DMskLu%20kiv2r/Lpvag220bHNJmT7lusOM02Q2PNFDCrlFmgRlGRaUKVlZX08lwFAuaDf0CgUGu3fc5MRoca%20BF9ZnLLHgyS8IPUJGZEjkKnV8wVjwHIp57UHMy/zXE38xybnHLvEKwLiSSxaVy4MsyXx5Y4RceHJ%20jO6yKPkXluNVw6D2/sEW24sZmih9apnKvEvyxR5ExmMETEBvDUkcPhyDkAbegUCg1G4Zmfk5r7Tg%20SejyUEU0uU6q59PJrBaBTqVnDxhTrFhe9jwuHMYuNuOcudgJk4uRmbguTFu2BkK4jPp5ThrmJo1+%20GZURbxmwYj5SNLGg7Tb9tx8KM6FU5EoT1WTpCyTuiBPEkI7TWXnoMqgUCg5rcdx3rPxsvI2nIXAX%20bPUJPHNGJJHyIDdEccQsTxgPdTqIZeSxuGv2nbps1MTHwMmCXaMDIgyIGYSHJw9IWU4kbj5HXQ3h%2031AqjaSGoOwxcTFxMdMbFhSDHjFo4Y1CIovfgosKCtAoJ5MrQ48syxtM0aM6wx21uVF9K3IFzyC5%20oOT3uXL3DAXPkzIz7cznxoExkAVzBlmONcjxiNUc0c8oYfuhV/tcQFdq2fI3bIi3DdJMXcML0smI%20mQkbKc2J5FYNPE6hAoMZK6bq2rUtlNiHVgACw4AcgoFAoMTc9xi2/HXImVjCZYopHW1kEriMO1yP%20lUsNR5hxoOS3gbxj5WNJvG6x47iKXPxp44rpi5MLxxiBVGl8iOaPJMZVvnY9mxIsG72jYZVycnN3%20WHFbKnyEyY4YAXjimSLwvGVpAG8R14EgDhQb2gUCg1m77lkQSxYGKoXOzo5vRTyi8IliCnS1jcnS%20WcDnCniKDm1O64+/Sx/zGKbeIjHjRCdNCZ2M6GZY5lhB0PA3iFZEWwU/MONB0Ht7YINrwoFeOE5s%20cbxeNGltELytKuPGzXfwotelR0AcKDb0CgUGnz8zOzMuXatvmODlQNG+Rkuiu3p5EYrJArala8qe%20GdQ4WPDkoOWxsLcN0xc7bIMrFll3Dx13bElWTTDPDM2K2ZA0YOjxHg1rExHzAsrCzUHdYuFi4ok8%20GNUeZvEnkCgNJJYKXcgC7EKONBegUCg5Xd903nJ2zM3TbplxMfbI52mw5Y1keafGdxJDLe4WNlj4%20MhudV72HEI7XtE082LjYuZDl7Vs2T/22Swf1UASPScQPbRKoR/DZ9V7XVgWBNB1eJiYuHjRYuJCk%20GNCoSKGNQqKo5AAOAoK0Cghn5Xo8HIy/Cef08by+BEAZH0KW0oCVBY24caDld9bOy4YcrI3BBsW4%20TxRwRwhVMcTL4mPmJORqEqTKsnH5dPC3OQydq2ebdMhdy3U4mbiy4i46vHE4GYniLNFNPFKNK+GV%20JRRq7TEHmoOooFAoFAoFAoFAoFAoOZzvcU24Tw43tzKhOZE7TSw5UckaZMMalSkLsqhlLkfmx6gv%20x5KCW27rHme4I8/AgmUTr6HfMZ42VseeMNJA0htoJWzoxUngyHs6TQdFtu24G2YUWDgQJjYkA0xQ%20xiygcv8A+TQZNAoJZeXjYmNLlZMiw48Kl5ZGNgqjiSaDlszfc2czbtt246cPb5seKXamg8ORlkdV%20m9Sk8azxvpe8WnSOFzqB4Bfasbb9w/mWD4Qzvbue5y8WTS3gFmk/7iIE2DKZl8VSODazbgKDpkRE%20RURQqKAFUCwAHAAAUHtAoMXct0wtuhWbKZwHbRGkUck0jtYtZIoleRiFUk6V4AE8lByWRvO6pHNu%20kjjevbOVizyZcUfgxxRJ4miNICVWWVzEHEsbm+rgNNwtButo2pJsTGx92x/HytjnaPDyJlvrCLaG%20deZmMTrqPM9+cUG9oFAoNdunuLZ9rlWPOnMTMutiI5HVEvbXKyKyxJfhqcgUHFY+6bxnh9gnmOfl%20nIlbD3ZENsPJx5JHxxk+GNOmTwlZDzo1mHIXDtduxsTKeDfJcH0+6z4scUhkW00cdzIYSTyaXY3t%20y/dQbGgUCg5f3T7mSNG23bZ2/mLSrHKEVlcpwaWPGmdfAbKEZusZa/PbkoIT7hu026408m2NjZ23%20Kk3hJKJ5JcDKYxTRyBVUJIjRrLpBYEpZWPGg6bD23AwnyHxYFifLlM+Syji8jcrMf2UGTQKASALn%20gBymg4vfffGB42FJhTvJixya8hRrxg+sacaRpJFW+I0p+eWO68nEi4IV2bKzMnfMiaTGXwstm2/d%20hjOZscTwwrPDOj2Q6HhkMbkgWYKvxoOowMDC2/DhwsKFcfFgXRFCgsqj/wCuJPPQXoFBHMzMbDxp%20MnJfw4YxdmsSeJsAALkkk2AHEmg5LM3jIkl/+RQbiTt+2ZCRZe2KkkOjGkGiZ8qOULIJU1iUalGl%20V4cpJDZYmywu+57Hn4gyNmeWPMw1kXVERK5leE8x8OeMvp5NLKOSg6EAAWHADkFAoFBh7nu+BtkS%20SZbuBI2mOOKOSaRiAWOmOJXdrAXNhwHE0HCj3JuEsme+4xPuOyZGM7ZUQlxTA2PPOYYHwvDPjPqj%20DKyyaW1WtxoOr2jbzk42E+8Y/jbptDyQxZUo4uQNHqE5vzY7MegkjmoN3QKBQaP3P7nxNpw8mNJV%20G5CBnxkdXMSyOGEJnkUaIUeRbBpGUHjxoOcbI33NdcMtkzrLbK2PMzoUxspM7FXxGjkjjSJfAdfk%201lRykfMCDQdft+HgTTJvYw/A3DMx41leVbTrHbWImv2dJPzDp5eSg2FAoFBz/uHek9DlLgZZDYM8%20Ue8PjWkyMaFwGd1TTJxCMCflPy6rfMKDVwZG4LvEEqTDdXwvB/76AIWyNt3F2QeIsQ0a4JYQ+pRZ%20kBsBdhQdXg7Zt+AJxhwJB6maTJyCgsXmlOp3Y85JoMmgUCg0GZue652Ph7r7Zmx8/b1EjzwXF8mz%20Kojik5EYfPxP7wAPAkgMTaczB3TcsmfCjkn2jeIjFuEbRung5kKBHWQMBxeIiN7dlowOU0HS4mJi%204eNFi4sSwY0KhIokAVVUcwAoK0Cghn7hhbfiSZmdMmPiwi8s0h0qoJtxJ+JoNHumVu2BlxbrLuUY%202psmGAYQWPwjBPpjErSsNfiCV9XB9GgWtfjQR2TbdvzsLJ2vJxTl7JHMmZtbTRsInhlcyJHZwL+F%20IrAA8NGjmNB1NAoFAoFAoFAoFAoFBzG6+4cbNiKbTPJ/MsN/VYkZSSKPMXHJE0UTsFSYMmpOBNjZ%20uYGghh7JmzwbauDLjzbHBLj5u05rM65WPj8HMCIE0ujxExAl1IRrEMRch1UGPBjxmOCNYkLM5VQA%20CzsWZuHOzEk0FKBQSysrHxMaTJyZBFBCpeSRuACjlNBye9bhtm6Mk0c8/oGb+V7tjssuNLAckqcf%20I8KZUdGSYKFYrazE8QtBkxe2txzdwEm/R4eRCmLJh5EsWq+dG7qyGeBkCR6NJIAd+LGxUXBDp1VU%20UKoCqosqjgABzCg9oFBi7lum37ZjjJz50xoC6xiWQ2XU50qCea5oOf3fDzjvox4ctoJchhn7PPLe%20SOPLgjMM+Oyk8Y5YXvpBH77DiKDL2j2+4ycvM3TFxUkyJ4spMWAmaJJ4k0nIDSJEfEc9C8LA8tzQ%20b+gUCg126+4Ns2t0TLd9TKZGEUUkvhxqbGSTw1bQgJtqbh9xoOd27G3E5k4wciPKzMMJE65Ls0Ob%20tc5eXFZpQJW1x6pEV7HVZrg6gQHQe3Nqbatpjw3CK6tI5SK5RFdyyRKxClliQrGpIHBRwHJQbOgU%20Cg0O87ztU/qNlOZJiZU49NHmIkgjjyXTVGnjgeGJRdWCFrn9tBpV2zdd32rMGImMYN11puWFkvIh%20wtwiPhSzY7ojlgskepVOniA6uL0HYYmBi4pkeKNRPNZsmfSA8rKLanIAuaDIoFAoOX3L3HgZsIn2%20rIkkytutnem0SxjKxBdJvCEios6GNiUZNS6tPHjQSxPbubIu2QrLjZmz4TrNtu4MzeqXFZCvpyoQ%20pIrxkIXLi68qlhch1ONi42LAsGNEkECX0RRqEQXNzZVsBxNBSgUEczMxsLFkysp/DgiF3exPKbAA%20C5JJ4ADiaDk93z9v3WeKSHKlGBM67duEbLJDLiZWtZcGcwzBWjdZrAak+bUpN1FBstv2XdX3Nsvd%200xG1Yj4eUccuy5gLqUeaJ0CpoUOAup+23G1B0FAoFBhbrvGFtcCy5Rc+I2iKKGN5pXYKXIWOMMxs%20qljw5BQc3kQ5GVvCNgZgEuQv822DKk1SQsDGsWTjOL38N1ZHFuI1Ejs0Gx2b2zEmZkbluWDiLnS5%20ByceOL/uBjO8aJI0U0kcTgylNT6VXj0m5IdBQKBQavcfcW14Wfj7dM7NkZTKhEYuIhKdEbSsD+WJ%20JLInS3JyGwaHAwd3GTPHBLFlZuCq7fuOHnM3h5eFdnxZjIFkZZNEjKzaWDnUCOAIDe7Bske3YOKs%20yo+bBB6fxVu2iLUXEKO3zFEuFF+UAE0G1oFAoOfz95w91nzNh2/Jkh3ERO+NmoCIRPAykoHU/OYn%20ZPEToNv7QAYi4bbrt+FvWyKm3714hTIkPFUJlIzIchB5uiRWAF+D8hAvQdDt+24eBB4WNFHGW+aZ%20440jMj24u4jVV1Nz8KDKoFAoOb3Xdo59rx99w2k9NhOcl4+K+pwbGOaRUvdlCP4qG1yVFuDXoPpf%20b02LvOPlbDKmDt2QobdIkCtHKItPhGJORXdflZx+70tpIDe4uLjYmPHjY0Sw48Q0xxIAqqBzACgr%20QKCGfnY2Dhy5eS2iCFdTkAk9AAA4kk8ABymg0u4Oq7vhS5altu3ERY+RizEMIMqNvHxWKgsqlmuj%20W5W0UHxh+15Ey8nCmKN7XUo+HtcirL+aCsh4sPkhR1GiPpvyLZaDpKBQKBQKBQKBQKBQKDVb5B7h%20nKLtWVHhokcjvI0YlZ5Rp8KMq3JGfm1kfN0WoOc2fByNyw8WDBngfbEmxdxQOG9RgO+nJMETBSj3%20DEDUQUVrHUthQddtu3Qbdi+lxy3gh5HRGIOgSOZNC2AsqlrKOYcKDKoFAoOb9zPuKtkerxxke2JI%20FizFh1eqiYli+Qmj5mVBpuqjV+8t7WoMTb/buBueQ+cmS24bdm4c2Lk7jI6mbLErKgHyJGixxCIl%20GUcS2ocrFg6yGMxwpGXaQooXxHN2awtdiLcTQfdAoFByeXkZWHnQt7lnxpttykyZPAeNdGK0a2VV%20Y8ZNcMjq+ocT2eBtQZG0+2MiL8vIzJDtuJkJNsmILF8eNLWVpXQSG4LJoPZjbTc8CA6SgUCghnHN%20GFP6EIczw29MJb+H4lvl1W42vy0HIum74u/ENuUcu7wLCmM08YjTMx8rWTBIsQJUxvjuySIvyjtB%20hqoN1sPtuPbvBnYiPJjGQnhQH8lYsifx1hAIBKw9lOS3GwANqDd0CgUGFu0W6zQRw7dOuLJJIBNk%20sodo4rEkxo3ys5ICjVwF78bWoOPx8bN3Fc/ATIxcrI3FcmLdcDIV1TXjynDXNTQH0GQRKfCPAkfK%20wsxoOv23aYsB55EkeSXK8N8gseDSxxrEZAOZnVBq+ygzqBQKDVb3L7hilx5tqijyIIg75mM5CySg%20FAscTEhVazMwLcLqFNr3Ac5su0bXnTbZkbLkzZOPtcxVZcliHwY0X5sKJNCG7agkmsllUWJ4KKDr%209t2+Db8OPDxy3gRavCVjfShYsqD+6gOlRzACgyaBQKDlvc024xPktuUQk9ruqJLJj6hk4xS0nq7q%20TdFftWF106uIvQSwfbOJuEuTlePJkYOfiPjy57P/ANxls5TROdKRoggEX5JRbfMWHSwdcAQACbkc%2055T91AoFAoOJ36Wcwzwe5bYiu2Q+x7vjNNGYXcOkcMjQMH8QowtY2k7NtVrhm7D7QbG0TZapiPDL%20DLi4eHLJJDE0MTQsQ8qoT4yOQ40Dhbn+ag6mgUCghnnLGDkHCVWzBE5xlc2Uy6ToDHo1WoOYmniy%204cv23vATE37OQrBlQxkLlNGt4sqK2o3iKKWVj8hA4ldJIdDj7efVQ7hOdO4emGPkiInwnsQ/IRc6%20G1aPgxoM2gUCgwN6G9tiouztCmWZFLPkAtGEW7MCFIPz6dFxyXvzUGlinxt4fBiwoxt287PlJPl4%20EieSr3jyI2ZBpIlilZoyDZzZuY2DoMPboMOXLkhLD1k3qJEJGkOUVG0C3DVoufjc89Bk0CgUGo3v%20J9wY2Rj5G3Y6ZWFCjtn43/GkBKhRAbj51GprHg3JwoOY2D23g5eVFl7XkY+XteNkq2PnOsnrII4o%20wvoEZhYwqG0kE/L8ylddzQdrtm3w7dgQYMDO0GMgjh8Q6mCL2Vv/AHRwHwoMmgUCg5b3FNnoc6Pd%200A9sZGmH1MB0z4tkVhlO1z8glJ42/L0hjdSdIYew+0fUQ+oyJYGgyMYp67DV4Z8t2lSaPMnDjhMj%20R6kPzcWPNwoO1oFAoFAoFAoFAoFAoFAoMbbdtwNswosHAgXHxIBpiiQWAHL+0nnJ5aDJoFAoFBPI%20x4ciCTHnQSQyqUkQ8jKwsQftFB9oiIioihUUAKoFgAOAAAoPaBQKBQYuZte3Zs2NNl46TyYcni4z%20OL6JLFdQHJexoMqgUCgUCgx/5dg/zE7l4CevMQxzkEfP4SsXCA8w1MTQZFAoFAoFBi4W17fgvkyY%20kCQvlymfJdRxkkblZjQZVAoFAoFBLExMbDx0xsWJYYI76I0FgLm5P2km5POaCtAoFAoJZWLj5WO+%20PkxiWCQaZI24qw6GHODzigqAALDgByCgUCgUCglPiY07QtNGsjQP4sOoX0uAVDD4gMaCtAoFAoFB%20L0mN6s5nhL6ox+D41vmEerVpB5hfif8A7UFaBQKBQKCUGJjQNK0Mao07mWZgOLuQBqY85sAPsoK0%20CgUCgEXFqCWLi42Jjx42NGsMEQ0xxoLKAOgUFaBQKBQSysTGy4Gx8mNZoHtrjcXVrEGxHOLjkoK0%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgll5UG%20JizZeQ2iDHjaWZ7FrIgLMbKCTYDmoMfa94w9zjeTGTIVEtc5GNkYt7i4KjIjiLD4rQZtBi7ZuUG4%20Y7zwq6ok02OQ4AOrHlaFiLFuBZCR8KDKoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBge4MWfL2L%20ccWBdc8+LNHElwt3eMhRckDiTz0HMe4vZ0z7VgY2KuZl40c4l3DCaePMlceCyLoG6tPj2RyDpNhz%20j5gKD5wvbjYu54D5eyz7thw4mLBgSZRwZJsGSKRzIXUvGimzJ80Grs25loK4PtKXGzsPc4sJY9z/%20AJrnzZeUXGs4k4yjEGYMxMZZoT4fGx42BuaDE9je2dz2zffVy7c+3xSYTR5oCbdDA2R4iMvgx4ID%20lF+fS0xLW6ONw76gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg//9k=" height="218" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Comportamiento de la humedad del suelo.</span></div>
      </article>
      <article class="section"><a id="id0x79fe200"><!-- named anchor --></a>
        <h4>Resultado de los índices espectrales</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En la <span class="tooltip"><a href="#f14">Figura 5</a></span> se muestran las imágenes espectrales de los índices evaluados al 
          comienzo del estudio. El índice EVI alcanza valores entre 0,3 y 0,6 
          localizados fundamentalmente en la zona central del campo y valores 
          entre 0,2 y 0,3 en la periferia del mismo. En ambos casos estos valores 
          se relacionan con la presencia de vegetación de baja densidad sin daños 
          de plagas u otra naturaleza. (<span class="tooltip"><a href="#B16">Wang <i>et al.</i>, 2010</a><span class="tooltip-content">WANG,
          F.; HUANG, J.; CHEN, L.: "Development of a vegetation index for 
          estimation of leaf area index based on simulation modeling", <i>Journal of Plant Nutrition</i>, vol. 33(3):328-338 2010. ISSN:0190-4167.</span></span>).
          Con un patrón similar de distribución al EVI, el índice NDVI muestra en
          la zona central del cultivo valores entre 0,4 y 0,5 y en la periferia 
          valores entre 0,3 y 0,4 lo que caracteriza una vegetación de limitado 
          desarrollo para ambos casos (<span class="tooltip"><a href="#B5">Gilabert <i>et al.</i>, 2002</a><span class="tooltip-content">GILABERT, M. A.; GONZÁLEZ, J.; GARCIA, F. J.; MELIÁ, J: "A generalized soil-adjusted vegetation index.", <i>Remote Sensing of Environment</i>, vol. 82 (1): 303-310, 2002. ISSN:1879-0704.</span></span>).
          El índice de vegetación SAVI muestra una distribución regular de 
          valores en el rango de 0,2 a 0,3 en toda la superficie del campo. El 
          índice NDWI muestra valores en el rango de -0,6 y 0,3 lo que corresponde
          a un suelo seco y un contenido bajo de humedad en la biomasa (<span class="tooltip"><a href="#B12">Senay <i>et al.</i>, 2014</a><span class="tooltip-content">SENAY,
          G.; WARD, A.; LYON, J.; FAUSEY, N. NOKES, S.: "Manipulation of high 
          spatial resolution aicraft remote sensing data for use in site-specific 
          farming", <i>Transation of ASAE</i>, vol. 41 (1): 489-495, 2014. ISSN:0001-2351., S. K.</span></span>).</p>
        <div id="f14" class="fig">
          <div class="zoom">
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aR5xt4K0G%20daEAYjLRjjHM+uTXLOhPCgrw9OPEz1PVx0D1+zESQHQ50/WCcAClxWzaT5Qck8sq4dSCgq1ENSOd%20a5fSuAlVIYRDjtOlxttKFUp5RTL0enDJeZVZniPzroO9GgD5hCZzJ/w3PHLGz7doYXPyl8jBVpx5%20UHt9HtxqGfUPRnQHzezXAMCTzzzOWvq1wwEyqfZnn6NRpTBQTYClBpQ0+7xwhoXjXjlWvjTjlhgF%20BpoD9g9XLCBiejI18Mjx9GAAy4Uz9HLAFRSa/i+7XLAMQkDw48jz/RxwxC5eHpy5CmpOEAVyqPVn%20ShP1fswwEyp/g509nifDCAXKpHtpXQegYYCcMwDoSMhlrhAfWH6xjzbM/U5cdS02pxxQQ2hJUpxe%20SQBqST4Ynbi2wWeRm3r2m8z4VlYZkxI1wUf6+8yWmnEAVCW1HOqkg8M8bVi3G2t3/WP3OsbG5pHo%20ESLHiRmozCA200nY2jnTLOup5nFW9dq6s2rVtRVBp+4NtkhJK1eBy9uKkpo43+Uo5FcJL28r3nPX%20Ooz4Z5U4Uphwu0eRmzuybqQJHb8yK4Lt26oNyFZvwaUQ6eNBXI+GNi1yFONJHeEWs4llYu4od1Sp%20opMe4NZPxHPKpJA1BIz9Qxzvcama0Lljk1yeTLjd48BU8vt9OKE4dS5FhnXTOlfv4UOOZMOGuRGf%20sGueAAz/AFHM/TLAB4h/eTWnrdupJHuy61IzzaGhJxpcGVE6lHlqrXgeWxe65jFrZta2IMqFHdU8%200iUwHClawASFEp4Vxo7loUduWeNf4Gh3LchY3rEl9KLXIfEl1lKQD1ByUDXb5fd9HHA5oe0Zut6l%203WUJUxaFPIabYTsSEo6bSQEgAa1prgckCgfQ3yAIV8u0FJBHxskVBroQOR44yOW/qNHjfaejZEa6%200+7x8cUy0GROfH78/TgAAa0rxwAAoaAjlkf0Z4APCv7yKUCd28oAAqZl1IIzotrhWvHF3jZVM3lO%20tDxn6VxeWhnOlRaYaYxM/ZgAcQsJB4+jDOkZUOg7zy5affgqSVzMEuJrTPPASUzuuVSPp6sMmGeA%20AI8fuwAGEACuVfXhgGf6MIGIM/TlUa4bCgo9uABK8OPI8sAqijOh4fXgGCKbkfi8wHPj6D9mDqGZ%2091zgem1Wg51yINOGM33H7URXUhUr6Tp9vDGQAxOnwYMVyVMeQxFbpvcWdoFcgMuJJpidu25PI6Rj%201ZgZfcUPvG7GJBdKrRbSFSQpK21uuqBIG1QSrYeGWmNqLjxrdf8ApkYWnemor7UXmVaA02+geAx5%20y7cc5Nno7dtQilQsINtcU4l14bWhqDWppz8MSjDMrX+QqUQ7eO37dcIi2nmEqqK5ZealKjxxes35%20W3WLKE4qeTMP1bl2+dj2+Xavwr1W0a5VGeVf1Y09trlR7SOcXPjSzzgaCNIYlMpdjrDjTnuqHLjX%20GFyOLK26M2LPJVxVQ4OR1y+meKlaalmozMK/gpJAz6Lm0ca7D4H78dLT+pELirFo+Vbc3dob0eZH%20jPdVhSHWiWlqG5BCgaUoc888exV6LWp5h22mXKO5e80NXBoIdLd0fTLltfDFQ6yFhYU2kJ8tSBkO%20GJK5HoxbWc3nuDum6svR5MUNNynjJlJjxCwX3akhTpAKl0zoDlg8yPcSTZ273P3k7cYNwcS6uVbm%20RGiKVHUUpaKSk1TtAKiDr68R82HceyXYoxAnlYpEfrUHJpzSteWfswpXopPMcLbbWR9ZZVoNOX1Y%208bLU9THRBn9P24RIMq/fyywABJHp9YzPicJCqWNpiFS/iFnIZJHjShOO0IlHlXf+UEi1yXJTik7Q%20lRJ3A01r68EoOoQ5MVGjPAPnvGcZ73ZaUSomCwpRArq6tGWdPaRjW4KpHGMfEwfc+ZR/L+TzunlC%206kciAKcsiToDt1+7Gr1pjGuGY/8A5DPQCDUjhWgGRVplkCeCtPVgRf4/I3qpMtdlu93kGPa4b015%20KeopthKlqSlI948OOBFvUdgduX+4zXoEC3SJMyOD14zTaitHmKfMKeXzGmGJogqadQ4tCkKStpRD%20gINUbfLRWQpQ5cMIZw35yEoBWo0SAkZknLblxPDADZKuVpudrfTHuMR2E+UB0NPIKFbVVKVAEVoc%20IZF9GlOFaUz5Z8cMQhOR50PEcOHM64AFJJBpWlOHr4cMIANRzGfiBqfRywwJEC3T7jLRDgR3JUtz%203GWUlS/KK6CulOeACQnt++quptCbe/8AmmhhBCusKDcfLypgoA//ACl3SRKV+UyqQCRMJaNGlBIV%20565e7n6M8AFOVpFBuA0Iqach93DCCpMZs91ftbt0ZhurtrBCX5iUnpIXQAJUoZVqoe3DoB9SUOf1%20U4+3HnEqlCKroRe5C1Fsr0d1Bcl3FCo0eOnzK/epKVKoM8hnjV4vG6vGMeFhLaqf9Ddn7b7m6Npj%20XqVFdjWhxD6FRkrDzrrSClBc3e7tGu3U+nHS5cNG1apQ1TgK21oQsJWRlSmR+mWM2bO12X0tLUqY%200ZyQtSQrbt95WdK10xxpmZdu05NjkWEtx1aXApAQNKHU6a4aiTtcWrzO2Y05knYQUEeFFDLgcdYS%20aJqzJZog3Syw7yBIbWId2YoW5KMqKTz0qnLGjxuXT6Wc3FSz/wCkNWzuSRGlC19wJ+Hmk/uZf+Td%20Scq1pRJz+lcd7/GTVY6HexyWnSRpCRnlkc/u44zXZaNBXExQoHicjQa86eOObRMBqRz4aa504YTG%20MyYUGUB8XFZlbK7C+2hzbUCtN4NK0z0xNTpoRcUxn8lsQ0tkRNePw7Q8f6PhifnS6EPKiAsli4Wu%20GPAR2a50/wAEc+OF5zH5aD8ksP8A4XC55R2v/wAODzZB5SJDEaNGbDcZluO0CSG2kpQkHiaJCR6c%20QrVklFIc9XLI+oUOI1JBz5VFftrwwAHifWR+rwwABO0VPlAzVyy9mAi5UPD/AO8O5HfmWMBQXsZl%20AAkipO0jXPUClP29Lc2jA5/Iq1TGP8PJSxFCqKbASokoNTQp11Khply8uepGJ+dKmMf2ZXmyWMf6%20R5SGkJRsSAokqyJPlNNvtGfDXQCmLNibbx446/HtaszqT+2LC3eZ7zL8n4SJEjPTZcgI6iksx07l%207UVRuVyG4YuItouWvl+He9Ge3EXCrUmKmbHmdE9RbbjHXQno7sln3aFdPHDRLbQWT8tZn81TrBDn%20sFcKGJqnpZEaqekHVN7auedNaGiiPGmEg2lXd+yO5LRCEycw2lnehpwNvNuLaW6ne0l5CCVNlacx%20uwBQuR8qe9RktqIHCoN9L4yOV9UthxLW0KrvUjzBOJHaJHZ+XHdr0OLLRGa6ExaW2CX2wStwKUhB%20BOSlhBoOeWAlQprxZ7hZ7g5brghDcxoJLzSVpWUFQrtVtJoocRhBQgmlcgN2o9OmHQDlSjXaM/Ri%20DZKKEAoBvPpHDPhgSIuaRrOz+zGO4I7kmRcPgGBKjwWVJZL6lPyiQjckKRtQmlVGtcSEmh/t35fo%20uS5iZ8/4LoXBu1tBDXxBXJcKgkmi0bUDZrmfDDAcvfy5Nqs0uUq4By5QGWJM2F0qIS1JcLaNjwWd%206k0qRt44Ap3GmvlX3k62hxDUUBwNKSlcxhCv6wKsJUlSgQpz8IwUCpE7j7NXYbbZ5r0suyriT1om%20xKQwpBBKSpLjiia80g4CG4+x5wHRaPIfdjO9w0RPuRKZ55+r6sZCOkIVMN8x7i9JMC12pKZF0ZlN%20TS0vJvazUlDh4BQ9mNjh2FCO96ELjbahHUjQI1ykXt28XCK3Ac+GTCbituB4qG/ep1xYCUnPypyr%20TGdzeSp5LQ2uFx9mb1NFbiyJSeoMx7p1AUf24oRSOvI3OOROl3TpP7EJCkiu7ga6ZZ46OdCta4+5%20eJEfusgv70KKUA+VHA+nEHMsR4yUaMdKLbLRtICHVghQHlSa1y/onFi1ecXVFWduS1zRj5lnn2iQ%205LtIBSFEyIBrtVSh8vvH78vZs2eTDkLZMpzsytPdbZYWm7w7gzVs7HW8nmFe8lQyOmVMZ3M4EoOq%20zRocTmqeXUn+YHPXGZQvqjF3LOq1GvEEjD8yXcEl2Q4zKksmqHSCRVQGmXpxJXX3Oc7MZaotmnGZ%208YBVeoB5tpIUFDLhjt5jfUzpRdt5aFZMYcjPdPeog5pJNK+zljlKUl1Lti4pLRDG5dM1K04k/eRi%20G9ssUXYQ0r688QfcYV4/ZTXXDGAoRlp4eHKmBCbpqToNtW9Rx3yt8gcyPuBx0UClf5FMlqXKG0oQ%20EISAke6OGOyRQrXM6/Fhi6Hzf/eHWgd+x9yqH8vaJrTg47xz5nL7dMaXDPPe7V3ZeGMf2ebdRqqR%20vSRkKVTrmRn+Gg5erF/GMfEw6PGM/n8zgKQaU/EASsjblpQZq5cPEYmbPA0xjFepo+0b7arazc4d%201EhuNcUMDrw0oU8lUd9LwG1akDavaQrPDRr0oi2/nS0u9yz7g4uY3bbxITLucNLDK1qWy6HGG23C%205VIORWr6jgA6snzHbYufc0qcy6I9/V1jFYShSd/VDmxe4pO1SKpJBy1pgChF767ts16biC2sOokR%2033nfinWmYym21kFqOgRzQpa2+VRzwxlT3Tfmrw5a3EB3qQrexEkLeIJW6zuJUFbiSFbsuOExFNQ1%208BloToeNRwphAIK8ActBmSMsuXhgBATnnw+sUPPAOgUHKlcqmg/TwwCRe9nXyHZ7m+9NbdVDlRJE%20NxTACnm0voIDiApSRVPIqGGGZoVd79uKvj0zZN+Hftpsy6Nt9UMmOlpL4/eUU4Vj3KgbeOGBaH5q%20dvKWy78NMCrZv/LaJb/fhUFMb+skL8hSU18oVllgApu2vmBb7PYokARautJnfEr+HYcCnH0D4RW5%20fmIacFTywARO6e/37nHegwmWmLfMbYVOCo7SHVym2wlxxKkZgLKf04QUPoxCY0SMufNISy0NxrWm%200c/HGTx7G+RGFvbCrKzt6LIuc1Xcc5JBWNlsYUAem2BQroa+Y8Mad+agtqOli3V7mX0uaiOsIA3r%20pUitePtxjzus73b/AJeXUqitRUTU7jmc+J+vHCplym3KpOtVB1QTQkjaPUdPRicC7xZLuWPh9muv%2068dEaaQmgoT4V0rp9uAjOOWpTIjyVPKDVSttRBUMqEVINaD04hGpkytOUmOzIDE+MYN1bDjaj5HC%20aFJ9I9GLVjkSt/A7+VVZlMiXd+1lpZmFU6xqNGpYFXGRxSqnAenGnSN2OWpzjKVp90aiNKjSWG3o%20ziXmHBVtac8ttaUyxnXeO4mjavJodBGmoPD1V4Hj6McKHetQIOvEVrTnT1YQwyrUc/D6Z1wgD15U%2041ofaRywwAkJqVGg1OvDXlyxFvITI6bhGUQArM0AJ3U9Z9uFuRWXJVSSczz/AF15YkWUxMqej1HK%20ns0wxhoan2/twhMalbhFd2Vrt1GutDzwpFfk12uh4h8648p+XaPh21ObWnyQhQGQKFjikgVSmpHA%20a4jB98dP0PMX5afPH6nmarbcUBQEZSFjcgAhOqRVWVdozJ3J4A8Rur03Lq8Yp8Ss5KubxjGhFucW%20WyEl5lbe5ayAoEZk58wc0nnyqaZXOK1XLGMItcVp6YxhHVgvkmyT1SmmGZKHWXYsmLISpTTrD6dr%20jatikKAI4pUDi+tC8mXA+YdwF3N1Fvh/EFr4QoAdDfwgZ6HwwHUqEbeNd1eOAe5nI+YF1T3Em9pj%20R0rRE/L24gCwymN0uklKfNvqlOYVurXAKot479uV4gPRXokWOJLjL1wkspX1JKoyNjRc3rUkbR/R%20Aw0jpEmn5nX0zvjPh4xdE5q4FO1wJLrTHQA973dpr6cB2JI+bV7MSNGXAhOfCrYcQtQep1IgUGV9%20MOdMFG+tAkAnXAKpmL/fX75dnrnKbaalSaKkdGoC3AKKcKSTQqpU0yrhsKlcSKFQP0GFJDQ2DtSC%20RVRz54RGc6HBNTXBUrmi7V71ndvtusNRo8xl15qShqUFqCJDFem4nYtBy3Zg5HBU6QkWFr+YtygL%20dUi3w3w863MV1Q8oGa0SpMk0cT5zuzT7vhiR2TRxdPmBeblZ3bbIYYDkhtpiVcUhfxDzTC1ONtqq%20oookr1CanngEd/2jXrqBz4aLuDkByhSvW2ghr8R978X1Uwx5GXlyDIuT89baUPS3VPOhIy3OKKlA%20VKj7ScLqc2sz7pnp8jWdAOHqxne4/ajrbVamf7iv0e0W9chZCnSNrDVc1LPu5ccVOJx3OR2uz2Kp%20k7DbnWkrnTBuuEvzrqPdQrMJ82f0pjt7jylH6I9CxweO/vlqauFaklKHnjurnsp6MZEYJ6lm9yKt%20pEw26F1AsIooGoFcqinD1YntXQr+dOlCkl1El0Uz3E+3Kp/bjhLU0bP2qg1XWnLI+nCO+oBRCtwN%20DXXQ5aZ4VaCcV1JCXEyJIL6tgptK05eOdBjpG5nVlaVranRFd3D2kFqFwgPFiY2CQ+DSulN59HH2%2043OLzctks4mPdsZ7o5MgW2+KL5t9zb+FnoO1NR5V7jUU4JyxDme3Km+GaxjGVnjc9p7J6lwa66Vy%20z8Ms8YkoNOjNeMkwyORBzzpiFCR2zIdZUVtGh4kAGorx9mJJ0Oc4KZaR3401AakAdUE0HopnXnjs%20pJ6lC5blbdUMT7aGk7mASKnckfbzxGUDrZ5GeYzGt0l4VCdidKqqB6hiCgdLnJjF5EkWRRAJd4Z5%20cfViflnD1hKYtsVtFFJC1DUkA6csTUEjjO9J+BLyGVKej0YnQ46i5aZfswAA19HHjgFI8V+cCGl9%204ICkoJERtKipKCdq1LAzVUmh5DKvjTF7i1p/vx/bv+J5H3u493yXftnj9NViSy2pWTKCSCfcRoTU%200BHDj9meL7Z5xXZZvGndd/0yqkZvutSESoyQAEdNSgkAJzJBIy8CP08B0i88Y7nqPaquGev8Yx1l%20do2izT410uF2VI+DtiY4LMVSEOqXJfDKDuWlQ8u6ulTjob5dWTsKyvd29xWi5S3EQrI4ltt/qNR0%20qLjqUJ6jy0rSk0XkKeY5YEFCHA7CYuF07kgMz1R3rK90osd5hZce3PBpAcKaJQakV9uAGNSuwXot%20wtsdNxjy486ebY5IjBZ6MhCkpcQQtKCSkKqCMjzwxNE2/dodtxZNpXElPxLfMuD9uluylIWUfDvJ%20QXUqQlGSkmtCMjxwZBQjd/doW6wJtr8LqIamrkN9F91l9X9XcCUupcaATscSa6VGmATRkAMqeGR4%20Z5E5jnhDoLnlSo4gDhoa88IVAyHh7K60rWnhhhUvOz7HCu9zfbnKcTEgxJM55DJCHFBhG7YlS0qC%20SVcTgQF6eyLKjuWRHW6/+UM2kXkNhSRILZZDvRLhTsB3KzVs8aYdALpfyu7bQuMgyJhVeNyrYrc2%20QylEQSP36dn7zzK2+Xblh0Ay9j+X0m62uPcDdYcMSPiVNMvh4q2wU7n1bkIUkURnrnwxGgqVHbz2%20l2/ZO35qpl0ae7gR0XbdHZeDaXo76UrS4GXUBwjaTXzA14YRKht7pee7Ll2Ez8wpl3jixKnNgdoJ%20ZSklgSOgGlSK71SKeam2lM8FuKjmhSlX4HsyQ2gDZQNgDZt0CdBTwrjPvJvIvwSpVaIhTIC3ldVt%20QNQBsOWVOGKU6p+Jwv8AH35orlJKT5hQp1qKenXHMypRo6Mdio3PpO7YE5k1pl4c8ETvxvuRcBxs%205BaVV4ZHPThjtuNdXE+oqhVB2mlQaKGZ54Gyc/qRGiR+gHFLdBSocDQa6/XiNKFeMFCrbH0OtPJJ%20BCwDTLgfZicXQ6RkpI5S0soWl9QcbUT5SKgpPBQyrrjrZuOOaF5WVGZqTZblYXnJ1gq9DVVUu2KP%20lUOJQaVyxp27yur6tSnO3K3nHQubNfYF3jlcZf7xOT0ZVN6SK1FM68KYr3uK1mWbPJUkWJFcj7fH%20MZYotU0LaYcan0048TTnpiKeVCQDgePhroK6VwMBmUFfCubNduuQ+sU4YJHG9XayoaQtawEA551z%20058ccFqY0IOUi8AICUr1Go9AzoMdkbkFRC8OfH6UGGTAa+P6/DxOATOXEKWgpB2k8aVy0ocJ5nO7%20FtHlPzZjqaftza/MCh3pqyzqpugI9PPLTPFe4msY/n9vJe5WtjWMfx8DC5Efuwdp3JSaU3Bwg7ci%20aeQekD1Y5NtY7L+fzerMkoe7KKZiEU2lx1aSBSu7aaZ55fWmlaZY1uCtcY+eZq+3LPGPz+B38voD%20Ey+SQqM3PksW+W/AhOIDodlNt1bSWtF6+7jUSyNnbU1TfaVrV8zo6Zls6VtENt6RBZZ/cquIh9Zc%20YIqlIUXP8nlXSmeG0QcRmJ2fZF99y7bdIxnJk21y4MxGUC3rZcLBdDTkdrqbFoH4RX14KImqETvD%20sGy2WxvTY/xjJjPxGkSZCkKZmokt71rjJCUkdM6+97cFCUUW3zB7ajosMhMGztNKZlsItD0dkJck%20xTEDr6iU5vJB8xVnTDE2N/MeyWmF2XHfiWtmJIjvQmzLQylpLyXY25fQeHmkjfmtSvdOmE6EG8jy%20ptJKqnMD0/dgrQUascNNdKD3uOGdq0GVqqf04iVpOpzTngI0PSPlVZ4U2BKd/LGLnLFwgsPofbD4%20ahOqV11hJyQDtoXPw+GAnGha9kdsQ0SLiE2huelV4jsoElkvbbU4XNzzdQNqTt/ijEsjpFjnd3b9%20ii9oXB6LbmG7dHiQnrVd0tpS49JdfWHk9cCrlUjNNcqaYDpqctfLzskdFp1FxW+VWtpxaX2kpK7m%20k+ZILVQGyKjicAJmT70mduKjwbLbIRYm2t5yPPmKYZbMgoXsSre2orVp+IV+zAhH1N8w+5Wu2O0J%20t9cZU/8AAtbm2U6rcWQ22ivCq1ip5Yp8uG6iOll5s8xkNd8QO87FD72RBfbvCJCram3F1SWpEdCX%20VNvJc94bdVJoMsSa8m09upKNLk1XQ2WQoKe3iTx4Vx5mUqurPQKKUaIvI10jltKCdqgAM9PaMdYz%20RnT48q1JwNU14cCMdCsVF4S2Fo8vnNSojQ/ZXHCazLvFlT4FcMwK5/s5+vHJov1AV0P0y9XPBUkA%20So5ak8acdMFcyLapmSY0x5hxKVk9MHzoI9uR44nGVCvO0pKqK+8WiBdP3PSKkDNspHmSfxbfDwxo%20cTnyhLIq3+KpQ+rXGMIpW59xsryYt0CnoZISzMANU502KSdMlccaV3i2+RHdH7uqKdrkTsSpLOJf%20trQtCXWlb2102LGhB448/csSg6M2rV2M0qM6qD6Nfp+rHFHUVtam1BTeSk6cfCmJJkZw3FpDugUS%20h805K0r9WO0Z9yhd49M0WddyCQdQaHX0c8TKFxOgjYWEAKNVUFVDKppw9mA52qpijTXxwHcP15DD%20APDnl6cAHQ1z0wqiZ5V8z7G/O7jbcDqUtiMhJSrdqFKOZOQFAfqrXhaszosY8Ph2yPNe7cdN+NMf%20rllr4mRPaMsbavoFeIQuqjrnXjSnDL1HFv1GtMfnj5mEuGq4xSteua1+rMwfzFtD0K5wELcCypg7%20VAHQOKrmdcyf14s251PR+121bj0x8l8fxIPbFy7nt0x0WJpb7z6KPxUxxLStCFBXmZKXAdqgCDTI%204sdKmwsyytfdPf7kyU9BZXMkq/7xCYKZJUS4XQX0FtdVBYJQpWY4csGYZMrW+6O6Lbc7m+p9TVxu%20BKbj12k9RSwsLqUrT5FpUmopQg4QOgt47z7jvTsVUx8dSK6ZEdLDaGQZCylRdKWkp3OEp97ABK7i%207k71mFMa+tKQX0npsOw22N3VWHFOIT00+dagKrTmdK8MAURB7in9yPuREXphyKIzPShRTHERtDVa%20/u2UpbSASakgZ4QPMrAX3DlxOXGtcOgsh1vdSi/A/T1eGAjQ6GWZypr7KfdgIlh2/PvMG5NvWYKX%20PKFNpaQ1196VpKFoLZC0rBTWoocMEi3HdPe5vm5LZN2NW1RxDR1ChTYaLJa6dS2EJA2UpyGCgEgd%202fMfbPNJBoomYr4NJ+GUWgzRP7v+r/ugE+XblgAoWO7r5b4ceJGlBDEZEhDCShBomYkIfzUmvnSP%20VwwEkqkec5f703+aSm3n48ZtqKZaWiGkIaSEoQpaAEA0prnhEqpH0gz8sOypV0fu0iztma8ouF7c%205t6xObqWirp9TjuCcZ1jkNP4Y7EbNltZ6PGMUeDt27TcSl4Lm2EmgcoeoxXIezGnJQvLLJglOz/7%20TURJkaZGTIiuB1ldaLBqCTr9dcsZl2xJfEuQnFqqZGuqc23KZ5gq9RIxRmqOhU5Ucq4x/RXnjXSm%20IGYw4+OtfRTAmTUiS3PkITt8qs8yoE+jliamWI8mSQj70paUh2u1VSkHKtDT14i5Cnck/uHrY24X%20Csfw6Z148sqcMSii1xU6+BZjXSo5/VjpQ02qoYaafQ4oqd3pUapH4hkB68dLc6M4K266mW77t3wU%20Ny+2tfwt3bcbQHU5IV1XA2S6OKU7hU0xpWb+VHmjhdsZ1jkxYF2uts7lh2G8XNFxcuMd1xLnTS0W%201tU90oqChe6ia8sQvcdPOIW7/RmurnXSteNM+OmKEofiXYyqgPH15cKZ64iiYfX+nMYVBNDTEZhh%20SlNggr1rnkDSgrhKJwhZUXkOn9v6fbhndIPvP20wDCvEccxQ/orywCAUqMxr4fTOuARj+/e1Hb69%20AcRPMMx0OpUnpB0LC1IVQhSkinloQQcQmo1xjx/kxPcLKk02sYx3yg+Vr1Qr85O8UoRHA0H/ALTX%20xxBRhjCxn0Mb0tvGMfIxPzQ7RNhg21w3Ay/iHXEBoNhoJ6baBuyWvPhoPXw0eIlV0xqX+NZjHTGM%20eGKtNrul0mtw7Yy4/MUCpCGyEkBIqpRUSAkAamoxpI0Islq7b7mN5VZFRXvzVNXFRysVHlKi5vKt%20lNoru3aYYmqkabYb/Buy4T8WQm4sp6rjaNzrgQU7wvc2V1SUmu4GlOOER2ZkJbrqkp6jilpTUpCl%20EgA10By9mGmTLS8du90WiBHmXCO/HjPUTHcUsGm9IUE0QolG5BHlUBUYTRzkyPOst7hwIci4sutR%20ZiSuEHVjzI13Jb3FSUnmUiuCgKJBCQE0PDjpgJ6HbMSdL6nwsZ18MJLj3SQpexCdVK2g7UjnhHGU%20qnX5PdEQ0T3Yb7cFzJEtTSwyonIBLhAQfbgIxiPKsN4EZh/8uk9GUoIiu9Fza6o6BtVKKJ8MFDrK%20KpjGPgDVi7mTKejM26amW0jc+whh4OobP4lpA3BJ8RTBU40GoEK+TlO/l7EqUtlNHvh0uuKQgGlF%20bKkJy45YAzOvy68NwUS3o0lFuWf3MhaHAwpR/oLI2E+jDOsKjPVcz/erpl+I/hyHHhwwHWpIfgXK%20M1HlSYr7LEkhUaQ4haUOgZkoWobVequGB9s9xWqBdbS7bLiymRCltKZkMLrRSVChHA+vhihzZ7aN%20ErWrPNZnyptsBbNxiXG4SJ0UFqA/cJS5SYrR0bZ3iracqVzOOVnnUylmjq7NdNTu3315t8wLwlMe%20WDRDtP3blMjSmQ8MHK4CuLfbO3G5rg9sy6OtDzI1rmDTGHKLRsRmpIu7Q8pbBCjXYdoPhrjrB5Gb%20yY0ZOKQr3kg864lQr1oMyIbTyNpSAqnlWAMvHCcak4XXF5Faqzv0JQsE1rtApXl69Ncc3aLi5fcf%20tsAtHqPAb60QnkBiUYU1OV+9u00It3dZVIon30CiyMh6K+GIXDvxIyoMwXW25aFryTmCfVThXCjK%20h1vxk4ZFncbZFmxlJW2lfUFDUVChTjSmLlm84OtTLaTyZ5xJjXu1XmFbO31trFz6qw1K3KQyhhPn%20V5fOSBTQ/pxrxvR5MPqX1HJWpWJfT9rLiyXWXKkXC3Tw2Z9scQh9cepaUHEBaVUV7pz0rljK5nD8%20t5aGpxuUpLPUtdT66euueM5qhcEFNeVK+zwwZiaqaK3LUqK2TrT1ZZcsWYPIx7yW5jzid7ZSSUlQ%20pUa4ZBZMRpoNtIbBJCRQV+/BSg5Orqd4KEQHA8Dy8cMAFcAGE75CjekkcGE500zWTTh9eJQrjH4G%20N7hBvHj/AH/ayrn1JI3UBTUEjn7pOp+o8ft71eMYyqZMYZ4xhfLyj5zP9C/WqoVQRXSRy/fciBxH%20txe4ydMY/c2eDbbWMYzzOPl7f4DEa8Q3roi0Sprcb4Wc6paE/uZKXXElbYUsb0eo4uovuFNCc7c+%203V/MeZ3Eu5tm0LekXBuM0txLrq2c2o60AUHVWmv+LgFQTsfuq3Ke7md7heYKrwlLzpkNJWp5fXSp%201CFlCylWyu3Me2mGmFST3LduzGrlZpEU2+Q7Fui33FWyOWWhbkuJUyh1JSnc6mldD4k4TYiV3Re+%203psm0lV/ZliBdJNxckt9RxYjPyEKQy31EVLiQCooOVPZgqOngQPm13Habybb8FOYluMuTFuJhl1b%20KUPP70He8N3UUPeSPKOFMNsKdDBNvDbtoB9n6MsJsi4uo51UEe8KH9fDTjgEo0EUSo+RQGdQRTx9%20GAKGk+X9wj269SFTJghB+DKjR5i9wSy862UoUSkKUkVyqMMZrTfbIe6ZE385j/v7ObSifucJEpMV%20KOuVBG8IKqpCxngqRLx7vztULjOfnTaBbS4Jyau1nk29LCVNDb+8/eAjz0yzw6jSMh2rfu0Yvb8G%20PLYtz0xSLkuWZcZDzgcDYMIFakk0K9AD6cJMY13X3lE+AesllYhptc9iM/MVHbcaKZQQnqpSlKm2%206bxmNlMAj6Y0rQAa6jLMVzxh0oaijQRaUrSpJFQR5kkZEHmDixbu0IzgmjKzbDcLLJcuPbxBaV5p%20VsURtVTiiv7cacLsbiozOnaladY6Frarzbb5GX0yUPozfjLycQRnX/CFSdMVORxqdMiUZqaG5cYs%20ObT7pzSc+fGuMqUKFK9aoxmp0px+z9mIFdgMsh9/owVBHSluKQhCtECiRwzNTh1JKbepcRnUfDNG%20qRVIoCfGlafXjtFm3ZnFRQ9lStajUHkNOfjiRZQudfZl9AcA0NvMMyGFsPoDjLqShxtY3JIVwIP3%204ludQkuhRO9idq/DONsQUxlLNRIRuU6kjMULilGn+DWmLljktOjZVu2U0RY94uNgeTAv9X4aiERr%20kmpNM6BzXh68W5WY3FuRVjclB7ZaGoQtDiAttYWk+ZK05g+Pr9OM27bozRtzTVTvLTPw1r9/DHF4%20xj8johAcxw/VT6a4ADKn0+nHhhDCn6PDl93PBUAqfTlUE556itMAsxQQa0NfXqMx92HkKpWXdaEl%20sqIASkmuQ+snEJptmXznSmOxALrQrVachU1UMhnjnRmc7eZ5h8+FD8rsqQpJ/rD5NDn7ieGf3Y0O%20Is3judrB5z2fdrfbbjLFxU43CnwZMByQynqLaMhG0ObMtwHIHGotCyXNzvfak/uFqf8AmEuNHjxm%20ILKkxkrJTGYS2h1xtSihSFrTQtHhx5gyxa+YVqb76lXZqTKagSraYD0hpGwreDGwOBhKk7G+oMkg%205YBDXevfVjutidiQ3X5Trr0Z6HDfYS21BSw1sdQ0up3dVWtAPHPAMXuruztK9W6VHZkyGnLpLZmy%20Kxztjqjxekloef8Aebl/iGg4YOgmhrvjvXtvuCxoDLZVdCYiWQqKhlUVthrputl9JKnUrNCkH3cM%20dDz51X4fqxGpynI03y97hRaLhNEmauLBkwZbam6rLbjymVBrchPvHdpXCOSNNfO7rDJ+W4tLNxbc%20lGFBYbjgOiUXWFqU62/VPS6SMthRnzrhp0OsZI0Nt+Yface321t+6o2NNQmkbEPGSl1thxpz4ry9%20MNtFwFvpebDqEpkW3d3dutQLXbF9wtmXavy5yXdP3/TkiK46t1ttezqLICxTeKHCFFVK3te/dvRH%205ql3diAHrtGvAKetQxkKcKox2I/ip3Dy+744Q1Ch33X3d25N7buRiTkFVxiQ4sSzhKwthyO8ta1E%20FKW0jbmCknXEvgTpQks93dkM9JlLdsLLKrUgLXAQtQbUkpuBJ6dSQQApXrTzwV7EjE91d1P3hUe2%20Iajt2q2PuJtymEuJUporIQV7lqBO2me0HhgSE2fZE0/u2s9eHq5YzvcNEdLWrIBUhalNkhRp5k65%20HnjHqyztoqlTee2LVc4ymnW6KFemoapJzxe4vLlbeWhC5DzFRmNRMuVgd+GuG6RbgrazLHmU3yCg%20KnxI+vF+5Ytclbo5SOdq9csOks4mmgz9oS6wsONLoqqTUH0Vxh3LLhKjRrbo3I1NCw+l5tK01ofp%20TAnkUZRaY5ngIhngDIQ0plx8cFB0KCXDktlTyk0bqdTU+nXHCUTStX40oRiM8xpSldPpXHIs/EmW%206aWVhDhHSVqTwOVPXjrCRUv2t2gxf+24VzYQ8kuBxle9p6O4tpxtVM1NqSap8cWIXHHQrJ1dJGXX%202iIDjkqyuON3FSt75fUXFPqzrvUvPOumlManG50ZLZczOF7iuP123oT7TfWpivhZCPh57flWwrU0%20GRSTrXLHHme37fqhod+JzXLKWpaEUFONPu9WMZqjNJSUkTYNxMcFC/M3nnxB4+rHSM6ZFfkWN2aY%206u8OF4BpIKCaUIzOfh4YN9Tl6ZKOZaNKKkJWobSQCeFMtMdUVJKjodfT04ZEX6VwAJoeX7cAGT7r%207bs9yuYkS0Oqe6KUAtyX2Rtqr8LbiE1z1pXAp0KXLin2/LuUiexO2kk7WZIKtf69NzqKVNXtaY6e%20fUo7F2PFvn5ZYNsvlmagtuJbXCcWsuOvPncHiBRTynFJy4DL140uJKsWaXEWRj+1O11XsTn3rgi2%20W+3oaXIluNreNZDqWWkIabIUSpS+GgxfpljH+ltltb+xbou+3y2zJTcVnt/d+Yztq3myd2xtLTaB%20vWp1RG0e3A0c5UoJY+1+4bsi6fBRwpVm/wBcjyFoZkZqCUpQyshe6p0p4YKEJQpqdv8Aat8ZmQok%20uIltc+QIkdYcbcQHyoJLaltqWELTuzSSCOIwZkKErujs2PY1Q3V3Vp+BJffivS22VgtPRlbHR01q%20Cl04EHPAgRA7l7dh2qFbpMW5iYu5tqeQyqO5GebarRDi0OFRCXPwnjrgZJZGfUl4UKSSOBGIk00A%20dWMlDd6fLgHtQ4iSkGtdpOtRzzwEHAu+37VKvk/4KGW23EtrfdeeVsabaZSVLcWoVoEjww0cnFln%20/JV4N9csxXHS+3GM1cpTo+HEYN9TrdSnubT/AEeWJUIpDo+V3dSlu1VECk7vhh1/9aCWBIPw3l86%20Q2a1O324TidGqFHBsN4kNIfjwJD6HN/TW20taVdIVXQgUOwZqpphtEGy3HYvcY7cl39xkR4UMpDq%20Ht7TpSopCVJQU0UD1BQ7sKhE+ryBurT0ZePq8cYlamyB4+FfvwIAPDkNQDpwyp7MdITaINVKC+ds%20IlOi4W5z4G6t1KX05JWa6LGf1jGlZ5a0lmZ9/jOtUM23uATHfyq9NmFdUEgVqEqNRQpPq464XI4q%20arHQrxuV+mWpOlQnY+ahuQTtrT1UI9eMa5acWcZ2BjpqpupVI40qDX9Ncc2qHLy32OdTlSvP6sBA%206UtSkpBNUpFE+AJrl7cFaE92Q4ZckkEuKO05Z/T68NSO3qJ9yzhyeu1U5ODJR4Vx1Uqmrx7u5eJI%20FDpQpPs4+OJVoWE+pEhuurcdWr3QqiAeFNRw5YUXU4WXJ1qPSIseRHUw+0HWXahba/dIJ5HTFm3f%20cXmxztprNGWXDuvbC1PQAqdZSauxDQuM1/Eg8caUZxuqj1KUoStuq0NFa7pAucVMmG6HG1U3J0IJ%20qKLTwNT9WKF6w4ulC5auqRLr6frHIc8VtpYqmGdTzHDn9KYjkMD9PprhjOHW1rG1LhbofeTiLOc4%20tjS25hBCHgeIFM615g4VDlKFzo/yI71kgTko/NYkee41XoqeaQ4UA0qElYOqkg+rDXiKFp/9ZjQ7%20Q7TAyssDgQfhmqZZD8PDhiSmyTtprQ8q/vAWazW602RVugR4KnZL4WYzTbRUA2CN2wCuL/Hbq6nG%209FdDzDtayxLtPkomvOMQoUR+dJUwEqdLcdG4pbCvLuPDdi6tCuywuPbNit3dKLfJmyfyt6K1MjLQ%200lUtz4hoOMsBA8ocUo7a6YdBEtz5fRJHdc2xQ7ohpMSH8Y4ZaSXEqDXUcjqDIUnej3T9Bgz6Aitv%20XYt6tMJcp92K8WXGmZjDDpW5HckJ3tJeSUjbuHKuARP7v7Dt9ntj8qLMkPybdJZiXBl5DaWyt9kP%20AslJrQHLzYRGgzf+17FE7Rj361zn5JXITGcS6lraVFsqUoBtSlNUUKAO0KtRgYSdDGHM1wqlds0H%20ZXZc/uu5rhx3kRGWkFx+Y6kqQjIlKaJpuUsiiRgGhy8djXK09sW6+SStSbklLqGUMLLbTLldinZN%20emFqpkge3ANxJ9m+WF0uVnt1zVLaiC5Svh2o7iVFxLPSW78QoD8JS0ranU+GGPaTYPyrS+mPKTfG%20fyq4CMLbO+Hd3POS1rQhKmq1bops1JUcsB0gQu3/AJfvXRyWmVPbgCNORbGyW1PdSU4VAJG0jany%20+8cM6VHLx8upNrs0ia7PaXPhMsSZ1vS2oFtqQtTaCHa7VKqnNNNMAhhn5Y97ustut25JQ4lpTZVJ%20jJNHxVncFO7gXPw1GeAY33L2TKsNptE998rduZVWKWVoLSkagrJKVfTKmATPsecattUyrmPZ6sZ3%20uGiOlnVmXluOMXFSknUg0z0PD6sYcnRmvaipQLlt1DiApBqKVGJrPqUpRadGRZtpiSwoPJqlwUWn%20gc+Ix2tXXbe5akZfUqMxNxsN07beMi27pNuX/FjGpKcjmB4cMbUblrkRpLKRVTnadY5rsXNh7hjv%20sh2MatZBbR99JOlfpTMYyuRxJWn4GhauxvrxLBy8SCqiEpSkaJ1rTPFBzpkWo8VUrUsYU1EhBpks%20ZqT9XLE4zqVbtpxZJ1H1YmcRFJBSQcwda55YATIjlqhrBojYrXcmoOdfTiDgdo35IqZMR6O4d2Y4%20KGhr9+OMo0NC3eU0OWpRTLSN3lIKTyPDlzxKDOfJX05Ik3hUYt5FJdB8OVcTkzhx1KvgZu62WJcU%20Cu5mS3mzIR7wIrT1DGhw/cnDJ5oOTwFLNECJeJUB5MC8ilaJYmADprHEGmXHXWuLnI4kb8d9t59i%20rZ5c7UttwvgQobkmqcjUZ6jmPZljBu2pReZsW7kZqqFBUk1BzBqOGeOSZOiZbWye46oturqdUnn7%20Md7cuhn8iyo5pFiVJGpodafVxxMqJCgg5j0A+GGIUezABnO4JE9uelLFqly2y2n98x0CgGqqpO91%20Csv8Xj6aLaV+RDcirEu8UH/0/cRpWvwnh/8AEeP1eir2Mpqy8Jni3z8XMfvtn+IhPwdsNyjMnpVN%20Xc1DpLdB4Z1xq8SFIlu0tqMP293FcrEuSqKmO+1MQluXHlt9ZlexYcRuTVBqlwVGeL/Q7OROR39f%20Gp0ueuPb33LgCbj1o4U3JX1A6lbqSqm5CqbCmlBh1Y6kSJ3r3JFut2u7a0LnXuqpi1o3Df1A8lbe%20eSkLQCnhgqwqtDi9979y3R6K458ND+DlLnNphM9BKpbhBW+4ASFLOwCuQpwwVJJJiX3vu/X9roz4%20kJTQ3qShhjYlLrriXXXgApX7xZRRStKGmDLGMdtQUCqvPcVyvNycuU3YXVhtAQ2nY2hLKAhtCEj3%20UpSkCmG03jH5VHtG2ZK1E5Z5Cp1PDXECMoIcL4IrQU4k6cvDALaNncSDQ19mfHASRP7a7oldv3Jc%20tuIiWy8w9FkxXFKQl1l9GxQ3pG5J5EYYNVNK18xXHrt+YKszIDkQ212OH3QgwSyGUsJVSoKaE7xn%20U4dTlOiLv+1e4milWuOpyNu/K1dVwiIFRhGIA/yo2pr5qZ54aK0plXa++59vtkOAiM243EbnNpcU%20tVVfmDWxZI5oGlPXgqRTKzuC/SL1LZkvNJZUzGZilCVEhQjoCAo1/FzGAdcYwz69NN1PGv2nwxhm%202AGWXAZeFNPHAAVrSun3an6VwAFTUVqK58R9NeeGnQjLQpe5Ldbp7KY8psqXSrboIBRTkfX+jFy1%20zHB+Bk8pLrqU9v7gm2hxMG91ehK8jNwpWmWQcyJoM/HFyVmN1ZFazfadHoa4dJ6PVtSVsuJqgpAI%20oRSooSNTjLvWEmaaSlHIqJEdxlexYqNUHUEDLX14pmZfsbdRo6U18NcI4NBpxFP14BVH4j4Zeqfc%20I2qFOA5YnGVCxZu7XmWqJDDlSlSTQV9SfDLHRSNiF6DWTOm1tqBLagock8z4jAdYyT0Ossz6qjx/%20bwxJkqC0BJBz4Hnma6/TLE4XWiE4maufbcmNKNzsChGnUJei5dN3Q6aA41LXJjNbZGfOztdY6kux%20dyxrkTHdSYtzbBD8RVQfLxRzFcc7/EpnHQ7WOSpOj1LkEE8PHiB+2uM2UHEuRlUBryP18+FORxAk%20A4c/YK/tw2AE6j7f1nwwDK+7XdyA42hFvkTi4FE/DlkBNDSiy863ruypiLkkCi2QB3W/UH8iuHDP%20dC41/wDicRdyPcn5b7Hl/wA+Lw5cLVZUrgSIRakvEmQWDuJbTknpOun24v8AFadSlyINUPKrLe5t%20mnfGRdhWW1sutPoDjTjbg2rQ4hWqVDGktCmy2b+YV7Td0XosQHLg0U9F5cZKktpQ30kNtpr5UIT7%20o4HOuGIjRu77lGvK7vEYiR5DjTjDjTbR6DiXQUrK0KWqqiDrXXCFQcvXfF/vUBUKWWEMuqackuMM%20hp19TKNjXWUM1bE6fpwxndw+YV9nx0sTUQ3UJIW+Ph01eWhnooW8QRvUhHunLPxwCIN472u12t35%20a+mKyxvbdf8AhmEMuPLZRsbU+UnzlKdNMIryZRYVCJoe0u+r92xISqA4lUXqh96E6lCm3VpQUJKi%20UqUkpCjQpIwElKhLufzGuVysL1rlQ2DIkssxZNwSVpWtiM51W0dEEMoorUpSMOoqkq2/N3u2FFaj%20vLampaeacCn22wrostFkR9yEpVs2q96u4YVR1HoXzUlMBlhFliG2QkxhboHUe2x3IqlKbcC925zN%20Z3BWuHU6QG7V8xXrc66v8pjyA9JbnqDjjv8ArrRUQ/rx35o0wHUbu3zEuVzsr9vfhsply2mWJtyS%20pZdeajrK20bCemmhOZCc8sMR2fmVceql34JgKSu3OZlwgm2Da0Mz+P8AF9WAdDMzpa5tyfmLQlKp%20T5eWhNSAXF7iBUKyFcAJH2zfpS48NlSKbzkndwy19WMz3J0SLHEgpSdTNBapMtPVJJWoBQ8DljCT%20qzZlFQhkPzorkVW9tRDJoABlw0pXEp5aHGxNSyYQbgttxKXVEtnKprl411wozfUd2xVZLMtkvxH/%20AC7krI/DXMY7wuU0ZRlbktUZm99kp6huNjX8LcE1K2si24KGoIOQrSnLG3x+aprbcxoZ9yDi6x1K%2062XpMh34Ka2YtxRRKmHBQKOYqmutdun24qc727b9UM0aXD9x3fTLJl3BkfDyEqPuHX0HOvjjJX0v%20Mv3re5OhoUKCgFJoQc6jQ5Y7ZGY1QAMhXX9WAKi5VwIQxLYS+wpB1pl6dcJxqdLc9rqU79uksJ6q%20iDt1KTmPHPHFwaL0eQpZEYlRVUkkk668cQbLKiloc0AHKmY4aen0YisiY1LiMS2VMSUB1B4Hn7tc%20tPTi7xuZO3KqKl/jQmnUof8AtHt81zmWetTxW1UE1pUaemmNvba5S7SMjdc47yziX0OVGmMIejOB%20bSqUUngfQdDThjC5PElbdKGxY5Mbkaj6FqQqqCQpOmdOfLFVZHeUN2p06+66auL3EA0rw1w3IjG3%20GJLgXAskNOn93kAeI4enE4SOF+xXNalylaVpCkmoPEHHepnNUZ0SRoeeWX34RXu6huX9309eBfA4%20bT57/vNVPcVjNRT4J00qMquipp+s+HjqcTJY8TrHH5mU+WDDjhvZhR2JV7bZj/Asvoad8ipKEyFI%20Q8NpIbqdK40ug5GmtlrYa767j+Et6nospLqbSqKIqihBfQhb8dEkONq6ZB/DkMMiVti7e7clX3vG%2023JLdxciKBjXcr6KkpD6W1uobao37itxoKDlhEuhx3L2l2vZ7pZVGMq3IduqosiK8+JIehNuJ6cs%20kCqUr3UIzHLLAOrLLvaxx5M2zruMSPFLdxkG4Ljoaa2WpUlCWFrDVKoINEqOedcDEmUvzhssGNOi%20TWQIqJCn2WbYpEZHRjsK2tOI+H21bWk1BV5jgJqTqedGMk119AphIakzW9n26zzu2e6ESra29Ohw%20jLj3JSll1tQcQnalNdiQArXXDoJyLTs2yWZfa0qXdrA07BBdZNzV1VyXZLtAw1FCPIgM13OE1y9m%20Ag7hsz2H2yl2eo9vMtqtL0lu0tAPUnttQA8hboUurx6mdUc8SqJzZTDs+0N95SCm0ILSLKZzVrKH%20OgJ3wyXCztrvNK7tla4CLkaJfZPa4cYSLK0pNw6puZIcrbyi3pfCWzu/dec7vPwwkQaRju2OxO3L%20hZIU+4ypyH5aJ7u2MGSgNW5AWr36kleg4YAcTnuO39l2KySrS2y7IvMxEaXb5b7IK22X0JWUKcQ4%20hO4Vp/DOAHE+lSMyKa1+7GGbQmorrXSvifQeWCgBXjX0HPT6fbgADoa5gainLxwEZIizIan1BSFD%20emuvprl68J5FW/ZcsxpFqQtl1mWlLrDqQC2cwSOOfHljvZvNPxK0OLTUzU/4/stl+ezul9vJ/eSI%206iCtkE5FJqKivH20xpqcLsaS+4i4TtPL7SxgdxOTpEWNcrU9bk3AK/L1LWhe9SE71oVtp01hPm2n%207sULvHpjGPmdoyjNUZdKixm2XA2gbtqhVWZ454pO2wnx4pZFQMwDnwxyZkzjRhQ+nw9meAhuFTQF%20NRuoQSNNMNM6wdCwTco6VAJa2oqNxolISfRiaZo2+RFUJ54Vz4eOdeOOiNFMZluqZZ3JGeSRyB+n%20hiLdCvfu7FUgRZ7odSHFbkKI94aHWvHOp44IXGmUoXqs5vvbsW6BLtSxcGs2JbZosHTzbaEiuXhj%20Uscmmv2ne7ZUl2ZAgdyS4ElFr7iAbeoAxPH8N0VyJpofEY63eOprdAhavODpM0wpShIzyFKHjQaZ%20YzZ2ZL4l+E09ANaH0VOtDjkmdQ4mmoNfr+n68AFbdCOo0c8wdM+XM0xT5L0LPG6kAcPDPjx+vjip%20Uss8x+fJ/wCyrKkf9Je00/hjxxse3vNmbzEqGE+XKUKvsjYhp2eLfLNpQ+EKSZgaq1RK/wB2Vf0d%202NxaGS1mW3dgetveka6x4sRaEphMTittl2P8atpJkAtp/d7ta0TSuGIlxIVglfNPuSFLgx5kVQnG%20C0pZbQHEJKkdPplKa1TkB6sAMj969pds2uwrlRWVRltvRkQpPxQe+ObeaCnlBup2FtXL0HPBQC2+%20YdrRL7fXHhsR1D4thXb/AEAwhxUNMLfIVVAClJSU1VvzqcBzk6lV301dmuy4CLhbWEvPuMyEPw2W%20kMQ2S2ENxw6jzOOO03ubtPThNkKHnPSy1z4YQ/LG1DPAc2hMAgwAekfKux26dBkSH7U1dX1XGDEc%20adQpwNRXysOuAJKSk1FN3DEkjvBFn2b2nbS9PDlpRcwbxHhNiQ2tzbb3VOBTyAkildo/e8MB0F7v%207YsEHtO5rhW9kMQocKRAvACuo+8++tLiFPV2LG0e6BlTARk6IbZ+XHaADbbkm59cm2NubDHCd91S%20VApqgkJboa1zOELeZnu+R2u3HgWe1RelcrY65HucosJaLy0LCQdwccChUcUD7sOotx9c3qGmSiMC%20SEJqSBqagZYzfclVIt8abi2UM23KY/eNZtAkmv4fr0xhuFDUtciuT1IqnZL1EqUpf14i5NlhRhHN%20DwtsxTe4IoT+Emh5/fg2s5vlRqRjVtYpVKkmgyqcjhLI7NKSNFEkh9lK0qAVTzDx0PLHeLMW9Zoy%20m7tsMC5RUuODpTEEdGUnJY8DTUc8afH9wdtUeaOL4u/TUxp7mfsxREvbS3nXSlER5kKWt9RGSKD8%20RGv1+Hfk8S3fjvts7WL9y29k0aOydzB/rMNtOsSY6h14UpBQ83uTUEprTP04xrtt2tTQpC7mtTRw%2057UmqCNq8xtzNR6aYUZVK12y4ZkvPEqHAMIBCARQio4iuGxopbhb+inqNklJOYOorWmpxwnGhf49%20+uTINdSPRx4Y5l0ditpdfShZolZ83oyrrXliUdTlflSLLC7xmRHSpIT5PKQaU2nWoOWvhi0rjhmj%20PtLe2n1MZLs0mBIVOsp26F+ESNq8zWla/Xnyxr8fmQvR2T1OF7iytS3QJ1qvMW4tkJHRfR/FYVqm%20grx4A4o8z25wzjmi3xeap5PJlhnlw5/V+nGVSmRoxdQGtFZcPR9mBCkn0JEOYqMsmlUHNST9umuJ%20xlQ4XrSkiZMtDV0X8Q3cZsYbQjZGeLaPLU+6Qc/Nnzy4YsxktcY6fwZVyDToxj+VEDW73TiDWWrQ%20gCmnCnp+vHSuMf5+VIbczwz+8Rbvgb9ZU/FSpe+G6d8tzqbSHADsNE7a/iAHLGjxqUxj9SLjQ8/7%20d7XkX0ylCTHhRYSULkSpZWG0l1YaQkbEuKqtRAGXsxeRGo9A7Evk/u1fajTbf5ky8tmQVK/co2Hz%20uLXT3KGtaVwUCpwx2T3HKVdfgoZlosilInOtkUBSst+QKKVKrTKgrgoDYzI7S7hhzYkCZbX4cies%20NxUPoLe9SlBOVfFQrywBUmX7sSfZnoTfxMWYmdIciNPRVLKBIZWG3G1b0IVVKiMwCKYEgr3I3c/b%20Dnbs5UF6WzJltqUh5LCJCQgpNPeebaSrMapJGCmMf2CItmslxvMsw7ehC3kIW6tTi0ttobbFVrWt%20ZSkBIzqTgAuX+xO9bfHub5jliPBQlU1aJDdFNKoUlISv96g7gRtBGCgqnFvZ7ra7ekXCLLfi2hpX%20TUBLMdDjqxm223uT1VmuaUA4ZChar7Q+YqZEJLqngtG5Mdfxqf6r02w6sLUHD8MUtZ0VtywZhQhO%20Wfvk9wflKZD4ujQVNU4Ze1tKCjeqR8Rv2AFGe+umECRMb7R+YpE9JU8DuKZSfjU/1khrrEoHU/rH%207ohWVcsPMGZ2KbwtgGOmWY7e/Z0+qUAODaoDbkN/uqprxwEak1Xb9/k2mTeHklUWCUsPGQ6lLyKU%20CUhp0h2gqKUGGI+uDt3HhQ56enGHmbNRPHSlK/VrlgAPDnz1464BhxqNdQdaccAB5TnwFPrB5enD%20AKnnQjU/TlhfACNcrdGuVvkwJAJjSkFtyhoc9KA8RjtC5R+JylDoZOb2h3IibEuiLwZ8m1lXwcRT%20SGgapopSin3l7csaFq8pqkihdtOGcS9sPcsW6AsLT8LcWqh6IutQU5HbXUZDHPk8RxzWcR2rylk8%20pD1xioRRxtNNxoqmmelBrrXGZch1Ry5NumhC10Ov0rjgyg4MlItryignytqAKq8PVr9mJRiy5b4k%20q5jz9sqolhVAK+VR4jLh7MNxO8uLXQdRPYQEocBbUKJoQfAHMcsTqdvUKKo9RqZLYdigIVVRUKjP%20LjriMpVK3JvRlHIYt4QqRRaQqiVUrTlniMTnxqNluT+r9gx0jka6RFuFsh3GKuLKb6rKqgg0Ckmn%20vJPA4u2b+1nC9Y3IzKX7t2qoIf3T7AonY4M3WBpmK6ZccjjQcY3VlqU4uVt56GphzIkuOiRFdS6y%205VQcRyGteSvrxnXYNOjRftTUlUe82e3POpxVapqd00zD/Me53eG9AFtkmOpxt4uANtOVKQmij1Ar%203Qa5evFe9SqqWbCrUyH8z91byPzAqqo0SGmCDmDQUa9npxXyxjFCx5eVa5Yx8zHfMe53ibCgInzF%20SA24ooBbabAJbAK07Ak0NK8R6MavCca5GbzI0SMlaLLPvMz4KE2lbmxbq1OqShpDbYqta3F+VCQO%20JxsR0MuRKkdndxtXV60IgLkTmWg+tuMA+ksKQHA6lTdUlBSahWmGIrH4MlplDj8Zxpl2vSWttSEq%2057SQK+rBUCzvXZ99sluTcZrDaI61IQ503UOONKcb6qEvNpJU2VI8wBGChCbI927Su1mjwpNzjttN%203JCnIhS426VhFN+7YVUIKhkc8RRGKqVwabBqECvOn05YkdaHWdfDAAyuu44iyvJHIwEBUpJOWAaj%20UvO37R3TPMgWFiW4ptA+JVDKkkJOm4pIBrTTEizFUHbPbO8rmt8WhE+SuMjpSegtyqEZ0aVRQy18%20n1YAGJ9m7sZsjMyVGmpsZILK3VL+GBUSAUoJ2ipBzAwvic5lT+Yyt4Pxbm9JSRRxVQpv3Drqj8PL%20COSVSwk2O9Qo0S4zorzca4HdFlLBo9SiiUqzJ1rU4DulQ+3Lm6hphC15Aan1cMUPcHkjvx4tt0Mt%20NnLlKoklLXAVGvPGDORt2bCiqkUFQzCqesj7PHLEYnadGaKKpa4ral5LUnUimfPHdaGTOilkQxZg%20pZW46SVZkgUJPjU4h5Z2XKa0RDkxnoToCV5KFEqGVRyIGIyqizauRmsyO6+67TqqKgNN3ic9fTiD%20kd1bSWRV3i1yZ6oUiE4lFwgPfERS4nchRKS2tKgNqhuSqleGLnG5btvIrcrjqazKRI7gtN4l3m69%20KUmcluM6IoKUMIaJKUjdUk+cmpxtUhyY9mZTlOw69DW225MOBEuKrqtKHA8FcDqAfTjEv8adqWZp%20xuQuxyNM08l1AWjMHTEalKUKOjOs+GowyIxMmCO3X3lnROFKVDratb2RkzGprCmfccVUAE1Bpnkf%20HEN1VQ6StODr0ISrXMSVUQFDXLiPWcc3bLK5URqM26JKEgUXuFRocueElmTuTTjUSS+844oOEmhN%20Enh4YcpDtW0lVDJyHIaZ/XiKdDvRMq7tYm5i/jI6jFnozQ+itVEaA0+3Gzw/cKLbP7TJ5fBVd0cm%20M2++Oof+AuqPh5Yybd0bcBUSCDTaK8OH3deXwVNbrfzOXH5kovbcyZdUz9GnDhXGHKLWpsxuJ6Cg%20kHECdB9juew2xPw0+a3GfJ39JdQdqsgcgcqpNMWbdaGXyYVlkOnvntH/AMUZr/uufox2SxjwK+yX%20bGh4Z/eFu1rut+szttkolIaiOpcWgmiSXQQDUDhXj7MaXGjljHU4zy1MN2t3HDtDc+LPhKnwLihl%20LzTbvQcSqO8HmyFlLmW5I3CmYxeTIULiP8zZETuWTfYcJsLuTyX7tHkBt9Lgbc6qEMqUjc0Kba61%20pXAFBi1fMIQb3fLoq3Nq/OClxDDaktpacQ+l9s02qC01TRWldcsMVDu9fMNqW/AXbbeYqYlxcu7g%20ffMhS5TqgpYBKUbW/LSlCeOEw2h3B33a7qhhpq0ux2o0l2cykyt5+JfeS6upDaaoonalOSgc92Co%20UI/ene6O4ocGI1FeaZhLfeDkqSqU8TIVuLYcKUUQj8KcFRlX2vJsEa9tSL82+9bWwpS2IoBU4oZo%20QsKW2Cgn3hXTABenvCAJncspbkid+dwhFjvKZbj9NYWlQQW0uuhDaEJCU7VHLhhkWTu1PmNarX2u%20m0XCO6+I7sl5MVDTK2JJfQAgPLco42WlioUjPBUW0sT80O2EKnpaizunfnn37qSlncyp+J8NtYou%20jtFCtVlOWCtSSRXr767aVfHZeyd8G9azZVeVrqJjiOltL48+0uFdSU6U44BNFqr5tduKXGcXFlg2%20crFrQEtUdSqGI37/AM/7uivN5N2WWHUKFb2v8yk2iwQLclUtpcdFx63RUlLa3JjYSwvNQ/hqzqdN%20RgqQK3vHv+5XZsRo0qQm2vRoyJkV7bR2Qy2lC3lU3EkqGSia4TYH1A/OYZ/FvVwSn04wnIu3eTGH%20iNC6MkgbCORypw+rC3HFc+I4mfGVXz0Hjx09OHuR1XMg+o+2pLiQUGqVcfV44lUsRmmdZ60Iy15V%20z4/owUJrMAdPDTSg0/ThMBDTPmcq5ca4aAXLLlr6K58Ptx0jVaEWilvvbca57ZDavhbi0asym8jU%20Z+alOGXhi/x+VTJlS9Y3aEK29yyYskWjuNIYl0oxKP8ACeGia8B6sdb3FUluiVoXKPbIv1Qo5Wle%20ygTQ0TmDXPPWvpxl3LNMyxC2m6sf3D76n9vjjm1Qt5UyAjw0045YKg8iPPQlUZwqAK0CqTTMfSuI%20zRVvtOLfUqd6g2pH4Va+NMs8cUzIbyohWnC06lY1Sa51PEYcSdmdGXvlrwofZQY7xRvQkqDLklpl%20aEKqCrwy1H7MDZC5eSdB1YSpBSQFJWM0KopKgda462uQ0RklIwXePxPZUB2/2Oi2XHWWFWtxRDbj%20shxLLYChWgqoVIpT6hrK4rkaMpStu26okM9yd72nuWD293ZFt/xF2jvSrdLtqnShJi0LzLqHQDu2%20qBCgaYzeTDZEv8ee9lR8xp7ZkW4SXGkja6EBxaEVqpGm4jSmufjljL2uRoQnGGuOuPwMd+YQKZy4%20/Iq6yAFJFMiKpV5jQ8PHwl5D7Mbvxpm+nxp+uPB55rvl+M7EhpZdbeo8tSghSVkHYkZ7ScvNlXP0%20Y0eFCjzqUebdUtH3xj8WVPal5g2qfJVPbdchTYciDILG0vITJQUb2wraklOWRIxqpGa2aBnv+3Md%205m7NNSm7Wm3fliG0FIkFCY/RQ4tIUEE7vMU19eGJHfdvzBt94sUmFGbll6auIssSi2Y0X4NvZ/Vg%20lSlfvDmrIevABz3F3x27eoUiMWJrK7k/Hk3BYSysNrixiyhLI3jclS8zuKaDAcnGpnLheIsjtyx2%20pppaHrX8V1nFU2LMh0OJKKGuQFDUYCaVCoyy9OXpwEhNDmczkMAkcuJFK6UxE5zRwhNT4DXAc4oe%20plQZYaLCRt+wO5LBbobkS6ylwyi4RLi06hpT28RdxU15M0qNfKTlzwxljYO7O04j0pcuethL12j3%20xBbjuuHchSyqNSgO8bh5vd1zwV6EXKg13V3125c7Dc1xXVifdIkOH+WFlSUsmM8pxS1O0CFAgim0%201zwHKUqllH+aVjY6TLb22M0bUhtPwiCpLTTdJ4Ctn46AH+lhDU0YTuju2ReHkRgGfyuE85+WpbYQ%20ypLK1nYFFIBOVPerhk/MR9oXFCVNNoUKpIoQfRjO9x+1Hew82ynctMVegKMwcieHprjFcEXo8iSO%20m7XFR+HeRoVHAoIUuRJkoAA0AoMdEcWR5M1iOoJXUFQrkPHEHOh1hbciDcpkd9kBs1XXUgigxznJ%20Ms2LUovMra8Blz/TjiX6gFqSoKQc/oRiUXQUo1WZYxY8OaypLv8AGoUqUdVJJrU8FVxas3WtNTN5%20EKP/ANJlbp23cbLJVMtHmbUSXImqFimYTU1BHt5Y27PIhejsufd3M525Qe+HzLKw90NymT0VbHU1%206sZYzQcqkcwMZ/J4Urbqs4lu1djdy/6NA1dW/h9zmTwr5Na0+nDFFT7nWXGe6i0KmQ+4+4VOE1NM%20sqCpyoMcZTL9q2oqhwFKBBBoc60rwwq0OrSZbWmU6tSm3CVbRUE+rHa3JszeTbS0J/QSHi6KlSgA%20fAA8MTp1K27KhTXSMGpO4DyOeYeB8Kn1443I9TR4tyqoQxoD4ZnOmOZaEKRqcqZ+v9uCoEa422Jc%20GSxIQFZ+VdaEH2czXTGjxOdK1l0KXI4kbiMxJvHclkucHt+DC/PrhcwtVrZLqGD02U7nFOOEKCUo%20Bz1zxqXbMOQtyyZm27k7EqP7R6H3lMlfG26ZbV2q/WxxLNxiLWHUtqWne2ttwZKStOaTx+3G5PH8%20uRvcNq7GrNBZ50h+JvWvNKyny1HAa8KnwxVzOl+3FMmlx3+krlX0YabOKgjxn59LKr3aASDSI5kS%20f86aY2OC8jK5iVTNdhdu266m6vPWxd4kQ22DFtranEFzrPpacc/ckOENIqcvXjWWhnpupb23si2M%20d7XaG/Y5l3sTL4aiOMFai22p0I6m1tTSnkpNUqUlfl1IOFQdaFbbuw7dcb93TbUPOMos7gEV1tQd%20QlJkpaK3DtqtKELzoR44CSZxdfl2zaJltbuEp1luZdl29SH2gyoxmnEp+KT51VQsKyOnicKgZlh3%20t2PbYyreqJD/ACMKlyo01Ty3nG24rTwbamulwqUlCq0qPKTph0qFSs+YnbXb9nh9vv2R1p9mbHe6%20r6JHWVIWy8UddKRklCgNBppmcJhUpe0O21dw3lEDrpYZShTsh0lAVsR+FAWpAUtRICU148hgoDZs%207p8vu3bVOvka4pmsW62glm5OvMhG5bSVMtpQlBLzq3CapBTROeGqENxX9tdiWi7Wm3PPqkpl3Vc5%20Db7RQGYxgtdRJcQUKLm/T3008cFBpstv7L+3t1zUFzUN2R6RHkNlbe6WWIgkhTJ6aQ1uJ20oug+t%200HUqVdiWdPc0iIVyXLexZ/zn4cFAkV6QdEculBFRu97Z/ucKg60LtXyo7cS5Ba+ImKVdisxlBbdI%20uyGJdHf3f7z3qfg54Nomyn7e7DtNyssSfKur0R6YJrjbLUcOpS3AR1HCVFxBqpPuimuChDUh9yds%209oWS2SGl3SS/f1pjybc0Wi20qM+hKz1AEuBKxX/OcMLIk0fQ1fTXXxr+vHnDN3BqSOfqwIKhWudK%20+zAG8kRJZYJBG5BoSDmfViakWrPI2kxNzaKgkpKanbWoPhianUux5sa0oS1rQlIUtQAoc65cz6cS%20qW/NSVXkctvMukhCtxGoFfspyw0xwuxloxylaVzzqPr14YPgTrQbdeaabKnMhUAg+PPBVo5TmorM%20i3C2W+7QuhJb6jCgSggeZBqMwRni7xuVTUr3LanoZ1uZde1nEsTt82yLVtZlD3ma5bVA8Bxri9K3%20C6snRlbdK2880aqNJjSmESI7gdYdG5C05jX9WmMy5acMnjGKF+F5SVUQHVzo7oUpRKSfLqUnwOKc%20m06FOTnF16Dw+Il7CtOyPqoVoTl44dKnVpz1yRxMt6W0FxommqknM+nTEXE4cji0zRAyr4jHNGaT%20WLktCQlxIUABUjI1FMuOOikaFrl0VGEms1xAZSSsJooqoBQ8TrgqdLn1vI4jyJDDoQqu2vnbPgdc%209PXjrbg+hzhNxlmZy/ts95mRaVVV23HIEtxHlL7qabUtmtagjI/qxrOSsQq9WdYbrzVNEc2LsuHb%207iZ5lz7pcen8OxKuT6pDjLAV/DaqAEpqc8qnGNcvzm88Y/I1rduMc1/uMdDYIt8RKfM0h5Rzq4Er%20HE0AUCNcavt1pRTMr3G620NmLAAomKycjtPSbzqMvw/Q+nGpsXUyPNa0PKf7wzEdu02TotNtESnx%20VCEJqNgyJSAeHE4hKORZszzzPHLbap9xfMeC0lxxKdxSXG2gEggauKQPZjk0Wq9TYd3dk2O02WW/%20DXJ+MtT0Nma68tCm3hLY6hW22EJLe0jQqOACJ3B232012pFvlpW+F/FJiSg84l0oq0VKW62hCCyr%20ck7UVVVOdeGCgFnP+URalMMRb6w4ZoQ3bg8y624/IUwH1NpACkoG1WSl05YdGJMY7R7IstztUZdy%20VITPuUmXFjFhaUtsmIx1tziFIUV7lCmShhDMGAR5aAUqD6RlgELTOuEMZcUCeFOeBs4TlU7QPJlq%20fV9eBHS2d5HP1YZJmp7N7Og32K5Imz3IbIlR4DAbaDqlPSqhJWFqRRIpzrgG2hzt7sCPcXpiblPX%20EDFxatDJYaDxXIdKwFL3LQA2nZnSpxGhxeZ3fflszarNMkKuC3Lrb2I0qbD6QDAblOKbSEPBZUVJ%202gmqAM8DIOIwz8p+7HWm3EuW9JcDB6S5iEuJMtO6OlSSMlODQYGNIi9z9oR7FbLRJ+ML8+aVCZD/%20AHRDCkEDaS2txVa1FFIGHQR9mTiQ00K0yzHqxne4/aizF0bIZOuX0zyxjjc2xPR9OH0+lASk0KDX%20TOuAlG465jbjDTqaLSFDgMPJ6luM2s0Q37PHUn915CM8ySKcsRcana3yGnmMIsrm4b3BQZnaDX6/%20RiHl5nd8zLQ7fs6AkdFR6g/pGtRywO2Qt8qVcyCI8xl2gQoLGQoK1rT1a64ik0d3chKJeqbS4wlt%204biQN3HMZmlOOO8WzObzyMRee3w7J+JiKMW5NKoh0HJW3TdTXlX240+L7h/zc0C9wlJboZMYtl9J%20e/L7qgxpwG1JpRLgTQAimhNDl9mHyvblJb7bqiXF5rT2T/0utDmNKggAa1zGMTZR5mtGW5ZEpbEX%204PrtuErGqVUpw009WDamqnFTmp0egkSaIqVFKdzij5iTQAD1YIyoK7Z3PwLWNcI8ghAyXy9HLHWM%20q5FOdmUdSLdESHng022VJQNwI8cRuKrOvHnGKqyudYea/iIKcs6+jieHtxycS7G9F6HGRIHPI0yx%20E6ZnLjjaEKccUEoQCSo5UA1PhixZsO5JJHG7cUE23kYO9puF1uMO+wJzlnmW1S0Wic0hC1kO+V0q%20ac3JWhSUiqT4cBjfm48aO3WRm8azLlS3aQObNZpYmyZMmW5cbzdHQ7cJ74QguFKAlO1LYAQhAGSc%206cMY1/kObzPRWbEbMKIuri9dra4mNb5DLbWwKX1WC4orNQpW4ON5aUFD6cV40Ytu91ZE/Oe6f+mR%20B6IiuH/L8cTpEXkeJ5v82JNxkXO2OTXWnViO4Gy02WaDq1ptUt0q9Og0xq8KlDE59txlrjCMvYrL%20fbtLUzZWHZElpBWssq6ZSg+UlSypsJBy4401oZD1zxj8CRbe3+7ptwkQYDEpcuFVEloOFstVVtKV%20KWpCU1PtOGIrXYFzZdkoU280/F3ImlIWC3nRQdKdM9anCoSTIaxLkOoSVuPrJCWkqUpZqTkkVJwq%20E1ItLr273fbpUaLc40pqRNo1HaWvqF2ignpjatfuqVTaTrgaJVI977e7gsqmWrxEdilxKiwHFJUk%20hJAVt2lYFDqnWuBoEV7SUFVFJCiNArTWvPAmRkaFnvHuxlDjbV5lpafX1Hkhw0WsJCdxrqraAPRh%201ObIcW99yIgzIFvmS029xKnLiwwpfSKCKLU4lOQTQ0VXCzJpEtd0+YypFr3yLp8QhJFm3B/dQoAP%20w9R5htp7tcsBJDSb530bulAl3E3hDqnUtfvfiQ6pG1R206m4oFCOWDMZIbuvzAQi5/1i6kOk/nIo%209TdTafiKCiTty81MssBFopWL3eGWW2WJrzbLQdDLaFkJSmQNroT/AO0TkrngJLIfcZvVxim5SkyZ%20UaOlDHxa0rW22lAohvqZpTtGQFcBByPqf0a8T7MecMsMq5igPPxphjJhtkraCChSj+AHkM89NcG1%20Fr0+VakRSVpUQRQjIg+GArOqEJ1OdOJ+npwIVTtbjrm3equwUT6K4dTpKblqSEFcIhQ2qLqTSn4c%20/rw06FmNx2811J0R/rMBxWZHvEeBr7MdFI0LV9SjVkGdLD1G0ZISTTkeWR5YjKRS5HI3NU6D0e4s%20paCHE7dookgZU9FRgjOhO1y1SjWPkS1JZfZUFJStt1NFIUKhSTwIr4DFq1d2svSipKplpNnuXb8h%20c6xAvQlqKpVtJ0HFSM8x6DjWjcjdVJalCVtwdY6F5aL3b7vH6sZXmTVLzCzRaT4g5nFLkcZxO9q8%20pEqW7JSUBtFSs0rSug05YouLWh1ddENz3XG4wSoje4aEpJHp1NccpaHLkVjEqjTPnr7MckZG1gci%20TXTI+rDCmZaWxhxIUSNvVoEjQ0oTUj18sd7UKmnx4NLMw1/vnct2tVzudrMVixW911qWVlXxS22F%207HilwHajj5dTjVtxUFnm8YxnG5b8x+BooaGUQY0aG104wSktN08xChUKVlXea51xjcnkSm6M1+NZ%20jFVLqBG6DfmA6iqVPKnCuFbhTUdyVWZ7vfvuP2uYrbsB2Z8YhxSVNLbG0N0FCFnPcVZa49N7dZc8%20ked9yuqLzMwn5025Skj8mkjdXPqsEcDmd1ND9taY1XwZ0qsYx0rj+rhj4/DGfUwnzX78i90W62Mt%20QHoioz7ji3HltqCt6ANvkJ8Tw/RVv2nb1L3Guxlo8fkebFIWaEbm9c6EH21xRlqaayRfSe/u6JUZ%20qLJlpejtgABbLJ3BLZaSpatm5xSUZJKiSOGA5786DN47wv13hoh3CX1oyFpcKEttt71oQG0qcU2l%20BcIQNtVVw0x70ycn5ld5BoNpuISkIDaFdFjejajpBSFbNyV9Pybga0wEt6Idq7u7htcF2Bb5hajP%20KWpY2oWtKnUbFqQtSVLQVoO07SMsAyooony6nKmADhxQHlFQa6GtRxzwHOUhrU88ROWrHWwdDwzp%206cSR2gqYxj4nVQTTWmvhg8SZc9vd6XXt8PNRmo8ll11qR05TZWEPMfw3EbVIO5PiSPDCOMmSrX8x%20bxbnHFtRITvVdblOB5txdZbSlKTJ/iA9Tzmv4fDAQTGrn8wb9crM5a5KWFddDTUmeEK+KdbYUpba%20FuFRTtSV8EjxwkJs7/tGv3UC+nGqFwXKdNVK20UYHvca+fnwpgDcZ2ZKcmT35jqUh2U8p53aKDc4%20rcaDlngBM+7bgPI14fo9GKHuGiLC0ZC+mXhjGAUAUB5ctMsM7QgmgoKfThgJq2qgdMDHJ0QA1r4f%20ZhELcm9QzwzsIBTTDqFQ+/CAWv68Kpy8xVoVku0qdfU42sJ3ZkKrrp92IuPUvWuTSNClvfbqJLAR%20MRVI/hvJpvSdBn6uPoxd4nLnZfgK/aheXiULNxn2V1MW6kvQz5WJ2eWZAC9cssuWNG7x4ciO6OvY%20qwvzsPbLOJoULQ4hLjatzaxuQsHIilcsYN6xKDozYt3YzVRQNAaUHH6scEd0+xMtTRXKSaZIFTxF%20aUx1trMq8qVEXg9Nae3HZGbQ4fLXRUXPdpmK09WE6UHBOuRlJ8uNChSJsk0jR0KdcJoTtSK14DHK%20Fvc6I1HOkasxt3u99kLtwusAQbJcFjorbeC3HF7eoEupFNvkST5f0Y9FYtx48K0rIy3GXJubVoPP%20PrcUE1CGwKNtJNEpSk5AJ0/FnjCvXXN1Z6mzZjBUSNHaYHwrO9QHXWPOdaDkOXjitUr3Z7n4FJ3N%20cIEe4pbfktNOdIK2LWlKqVVnQmvDE4xbO/HX05FP+b2kFVZrA25k9ZH+LoTzGOu07uLpoee/NGVH%20lXC3qiOokBEdwOFpSVgHeFZqSaVzGo8DXGpw9MeONfy1wvcnV07Yx+KK/su92SHFu1svMh2LHuKY%205RJaaL5SuM+HtpQkgnftpXGmnkYCjVl6nubsyT3bdL7KnyEsTHDKYt6ozq2TIQurHxCW1VWhHv5c%20csCYbRO0+/Ydun9wquU96WzdghxTqGlBEh1LyVrC2idyAtG5IrpgqJxJHc3fVllT7RKjuvXNcG4r%20nKefYEdTcUqQpMRPvbgnPPTllh1IkXuruHtK4tRY8a4zOgxOlXFchMctuEy3grpIqryqbbqrccic%20Jk06lT333FZbnb7PBtslyZ+WpfS5MVH+DQpLrgW2OgDsCgPfWB5icI6baGSUhacyKcjhAONvHdRe%20ZJrXjrgIyiehdi9zdp2vtq8W2YJMaZcIsj4qShLa0vjIMsN1O4EZmhyUdTiRGpp3e9+2g9c0Kv7T%20pu78l63PkPEW9DsDoIQ75f3dF5URUYKk6VKdXcfbau6H5qL1GSXrObSLiC7lKTFSn4hSgjf0yoFG%20/XLSmCotpdq777VU5GcF5aQi2dQT/wCKVT99vRHCm9qaOfvBt85GlcG4KGT7U7g7QgdvW9iYxbXJ%20uy5OSzKiofdDgaBgpUtSCaFYoM6c8G4bqMd196MJgO2Wyx4YtM+PFfmOR0LZKZXSBdSlKFobA3pz%20Ts24K1Invlefr9uPNmWwFaZ+uuAKAKAUGg4fXxxLcxp9jpSyrM5ke8eJwiTlU54Z6+zOntwiFAoD%20Xx1+vlhhEKk04iuXswV7klJ0odBawmgNAaE0rQ+rAmSU2skc8KACmnh6PqwiDb6CgDcBmQSK+3Di%20dLf3IuJEpuPtGpOSEinA0PHHTca0uRtIqbsutVNj/CKSa0zqcxnppjpG80ys+R4FPcLGiVKFwsq/%20gbwjMIBol2mZCqZV4Y1OPy9ypLQ57auscmSLX3dEUHGLytFsnRhV/qqCGSED3go0SNefow73Gyqt%20MYwyzZv1dJfci1hzbXdoaZEKQzNiGoDzC0uI3AgU3tmlcUJWu5be2SoPfCsBtTISAknOvvVHHnpp%20wxydrI5ytRpRIjflaQ6lXUSW9CFVzyrSoy48cJWsysuMtxV9z311pabRa87jIyWtOYZbNTuNMwaY%200rNtQW6XQdyeeyJSM9lWZlOxKn1NuKC5ccOrDEhYpVTzXunzfdrjN5PM3N00NKxxFHXU1NtYKnQv%20bVKRkaZHlXFSyqurLNyWVC21Nc+eXGo9OLi7FZnk3zx/1uyiuZZkVz5LbHPP2Y9T7NTM8x7wnkeZ%20UBJyyUMkpNdR5eKtN3KuXpx6ZOqpXPC/ft8DzdGVPcKNzbFU5byag1ACkg0454xvcdFQ2fbXVsq4%20arWXVC5/EfD7TtEQNle/hu6uW0caZ4xmarkeo98yIN07cfixpsR5hb0N2wxkyGUllhqGRJARuSWq%20qFNqs1KphDZC+Zjvbcrt2HJt0pCW4XwrNpgNSW3W3GugC+4qM2EqYWHR595qrCE3kXk22/Lia9Hk%20Ki2ZLDzbX5ituT0FR4/wYV1I7SXRue64IUCkmozGdcMdaGJ+XE3t+LfELW+7HufSmIhSZBZTDS4p%20oiOSpfmQvdoo5VwDjcLu4SJ6u7bbcodxgG5NW9qNcZipjKA5NQxV4Je8wC1g7UvBNN3GuAk5mb+a%20MyLM7scfjutu7o0brBlaXUodDQDiC8iqXVJPvL44TZxkzKII3CugwDix8GuGd6jYqHKaAZAeGDxO%20das3/wAue3bLcYTsmbbEXZ03KDA6LhdIbZkFQW4OkpJ38AVZDDJyVSX2j2fY1PXBEq1i6oF6j21k%20PFyiIjpcBeR0yjM7RRZqPDEaUOaVNRzuzs/tq39tXNMOCnfb4cKXGvAU4VPuSHloWlRKukpO0CgS%20KimATRw18rO1iG0O3W4iQfy5DoRHZKOpdEEt7aqrtbI82Ae0zXeKe0o8SBbbO1/2tAccZu8jpuNl%201SDsBClOLQoVTXJKThkaH2TcMkNUGn6PVjO9w0WMfmd11IRpXwzPq55ejGOCbDMfT6f0cBOEqCkA%20+r9mGmdo3EFc/swE6BywM5XMhAfp7MI572hamuv0ywA5sK+rADm3kc7kBQbKhvOaUk+Y+NMBBsFL%20QhClrICUipPIUrh1yO9lV0EW008gpWnchQpTwwOlCwpOJXybBEfaU0qqkKqFJVmCOWO3HuuDqFye%209UZjptlu/a6zIiAy7So0cY3eZuvKvhz9eNmMrfJjSWUiopysusc4llBuMKdHEhh0Fs03BRFUqNaJ%20Of7cYvJ4E7cqM2bHLVyNSexKfY3Jby3UqaZ+GuKayO07cZZncWe6w71FVUF++DkCchXPjhptMjcs%20KSHJlzL6NqRsb1VU68s8POWSIWrG3MxPc9ybnB2zNEKjuAt3ByooEq95HAa6n7q43eNx42YeZPXo%20ipNzvz8uGnfGPyMm83OlqiQfzKVMj24/1VKylLbKQC2SlaUhS17V7RnlnilyOU51WMa/06HpeFwI%208dKTzfy7dV/r7dTadvRErcLroKi3TYTmN3HgBljOb7Cvy6GgAFAeWvtxz6lNM84+YCUG/EUQVFlr%20KlVAZ1UaqpQZHhpXhixDGMfibHt0fprTrjH8mYShGQ2pFR5UgAAEhIBFK6K/o8qbRnjvmvl+3+Jd%20q9zTpT5f3+3+szfeQ/rkckJNWlmtK1SVgVrQKy20PLLb4aXE0x0/2vfv3l4/3pKMlRYX8fH86nPa%20Nms0xm73C7MvyY9tRH2RY7gYUtUl9DNS4UqoE7q0pni90PNos7V2d22PmZM7VuAlvREvuR4bjK0N%20EbU7wp0kKqAARQccMlUruzuzYvcDV3KZ64s23hsw2A11EOqceDSQtwKG3NX34AeZOldgJjTrYy1c%2025sWbcjaZDrba2unIbWA4kJXXcAFZKGuGQaJHdvbfa9u/LZkZEqPAdnyoU5pTiX3SmK4kFxskIop%20aD7p44CLyZUd92bt62flotrT8KZJbW9Ltsh4PrZbUv8AcFaglGxTiPMUZ054TOsTKmp1z8eOIkgq%20fv5YAZI6iQkHIg/QfqwVObiT+3LCu/XNyP8AEtwmWWHZUmU4kqCGmU7lHYmhUdAAMPUmi0/kF4dy%20O2hVxaEVmCLoq5dNe0xS2HgsNe9uNabda4bGmy0PygmJVtN2Y3SN/wCU0ac2ywiKJZVUE9EbDSiu%20OBruJsz9o7C7uu8FE+329T0ZZcS251WUFRZp1KJWtKjsrnQYVAqW0n5cXmF21cLzcT8K5b3ENOQy%20gubuptKVJebUpuhCvRiRBs+hq0FfWPocebM1iUFcsvZlnhVEgAyA+r2HAwAU9nE5cMAAOWQ4U/Vl%20gADmc686ew4ADwr7eY9vKuAAGdaZjkc/RgAK8dfEYAChHMkH7PZgqOoHIc65GuGmTinoWTbEVqKh%2015up1Na1qeVDiTyNixx04rIejqiu7nG00qfNlT6vRidq52LHkJGL+a1oRNTYZv5YbvEttwRJulsQ%20AXH4gSpJQEqISsIWoK2HXF61yVHKTIXLDk8ik7fj3GT3Vd752xbXO0+35rMZpq2SmEx1PyGiS5I+%20GB2tUFEcK0riUuVbT7nOPGuUydCL8S+m1e6878w/iadaj9dwc50DYZ6PAejE/OtPwxj5jlauIup/%20cPeN37stXapuDfayZ7D8py6Mht110sEUYZ6pU2FHdvOWmJpW5OqZzkrkVmhn5eiQ7Kv8V+SLxLt1%20yciJvSQmsptKQQrKqdyCVJXQ03DFTnzddqLHFiktz1NwmPGj5yF1UP8AJIOdNc8/HGXG33J3uWor%20xJKbmxTzNqRwFADjtFpIqetR23cI61hOad1ACoDwGZJx0UiUOYpOh4z/AHj7hMhze3wwvaFsStwC%20Qa0W1wVUY9J7bJrR54/ehl+47ZdMYxQ8bVfruAd0jM/4CCMqniBUD7MbiuyayeNF+Xz+WRkK3BvJ%20f3h/n8kAuEyWopkObw3XZkMqkg5pCa6csZ/Kk2lnjGFU0OJFVdP3x/o9BtFxucn4a3RXZcggq6LK%20FOKIGZNE1NBjOkXXCuZYt9id0iSyxMtsmAmQpaEPSI7wQVoSVFNEoUomg4Dx0wqEdhBnduX+3stS%20JtskxWZBShh55laEuKUKpSkqAqSNBgItMmy+xO84kl2M9ZZfVjtIffCGi4ENuJKkqUUbgKgHAG0g%202KyS75c0W2GW0vrQ46pbytjaGmUFbjiyAohKUpqTQ4BLMsT2Le1dxRrEyWJEmayiRGkNOVjrjrR1%20A9vKQQ2E1JJT6sCBRKe4QzDmPRes2+WVlBea3dNRHFO9KFU9WBAyNgEFThjqKDSh0wgTLzt1Hdby%205H8vJnFxKB8V8B1a9M8F9LgaHXDO8ZVHrS53tLL5s7lykKYa6cgxFPqKGhWjaig1CdaJOWGxyIkt%20nu4WBhyWmf8Ay+Vf1fq9X4PcSQNgV+7rWumIldkE326BVTcH6hTZqXl13Mfwvxat/g/o8MMB2Za7%200y1HnzoshticrfHlPIWEvEmpKFqHn54Q0nVVPuW4DyNjwI8dBlp92KHuGiLMFWpCrU10+lcYxGlA%2045+vwy/RgA5ccbabK3CEpGRJ9HDXDqKTSOWpLDqKtuJKRrnpTgQacsInC52HDXUjT9WATk2BzBH2%20aaU/RhiqKr7efiD+nCQIiTrg3F8oG901ojkD/S/RgZznKhXQHHXrk2txW5RKjU56D0H6csRqc7bq%20y7oCkpIqDqD6OWJFy3JIXwGQGXowVO0Z1Znbr3SmG6EDiTQAblEczUjHNzzNaxwN6qdqvQmQ0gUI%20VRXUGmR5cMSVxkXwlGR5T3FE7Bi/MBSu+GXT2mq3p+FCBILAuAdO8upjefcUU2cMb3F5auQpPUpX%20+DKLrDqRbJf+57d2jLMRKzFZfk/lAm1MtuCXtzPUC1blLSiqs6+XwphSt2G83m8Y/wBOkLXI1iss%20Y+Jd/nkW2XO1osVwfvbcttxy6NLfL2zQJdFQemorJG32jBLiWZ9cY/ghGd6OaVVj+zpm69+91fzA%2072y7AtMLt0FmR8ahbj8h8M9VYStKkpZTRVN2eeHZ4FuDq8zld5M5ZU2tkXtVw3qxwZkVlVbjHDy0%20181SSkgrBHlGac/ryxR5/KlN7Xojd4FmNm2n3z/JY/g2Nh+X6IyQpwCpCa1/FtFE7jqrKmWWM9ps%20lyvdU3kXybE80NrSUBA0p5Rx4AYi7ZR9amcSLfIZTuKdw47aGnpxFwZ0jyIyPFfmx3Mm291CI4wX%20gqK0vcFhNKqXlTbwoDrnT2XePZbVcdz0Ptre3Lvj+P00Zjh3xH3b1w1gHM0Wk6HdTTzVNKg/XTOz%206eSWP2/OlPHw0m6L8f600fw+XhU3m+tXKQy58OlgNoKVCoIJKhoQBkmhNdTi9YsuCeO/9/seS95U%20pTzr1x8P5aonUes1/vNlkLkWqSYzrqNjhCULCk1BoUOBST5vDLFhM8w1mPK7l7ibuTFwXLcRcIxW%20pqSpCEuAuElaiVJBXXcfewMSZXwL5dbSqQu3SlMmYjpyANqgtNdw94HMKFa/Xhs6Jol3Dubue8KY%20lXGa6/8ABrK47mxKEIdJCiv92lCSskCqjnzwITJkvvbu6U4mRJnLdU2QELUyzsSrqBytNmwLK0gl%20Wp4nAc2Qe4O4r5fVh26vpkvbi4Xeiy0pSlAVK1NoQVH04GTjRFHmPA+POmEdRRTL1a+z7MIA+uvP%20jX9OARP7e7ncsFyVLRHRMYeZdjSoriihLrD6di0705o4Zg4ZNRLc/MtSroq5G0MKDkU25bHXdCDA%20LAYDG73knLd1Na8MNslsLFv5yz3HKqtsVS2NxtNXVj4QKjCLRIH8XyJr5tFcsIg40K22d9zrfa4k%20BENlxMNue026oqClC4NhtZUBShQNANcBFpEK/dyu3mWy/IaSwpiMxES22okFLCAgKNeJpmBgqQof%20WVwhKCuq22qhPmSEkAAUzzxhuzLojnyrVXWJB2O0FUKHLI+jiMQ8qVdCm7cuwmxYGSSMsjSno4eO%20H5UuwtjDYriCByoRzH1YFak+gODF2rrooa8Dlh+RPWgODQdJem051GhGVPRheVIPLfYNi+R46A88%20LypB5cuwdN0mhSTXkCc/DD8qXYaty7DohSlIK+kqg8CDppnQ8MPyJdia48mCYMtRolo8qkUAz8aY%20PJl2YRsOuZKbhNRz1JBKljMNhJIoR6NcDtyXQv8AH48U6sdQ58WhbXTU0RSmR4HwwvKk+hopqJyx%20DEVW9xVU50TtyPtw4WJJkp31Q5kNIlOBQWUEZUUDwOB2G2Rt8hIaVaZYrlUCoJ9HpGOXpp9jur0d%20Bt2BNbBUUKKU5EgHTT6jhOzNDVyDKm9dtWm+xRDvVvRcI6VbkIdSTtUaCqVeUprxpgt74vKopbGi%20wgW2FYoCbba4qIiEAhLLKNqGwqponKhNdSc+eO7tyebWZnX73SJztXnkqmtKH26YTsS6pmVNNgG1%201yQSeACTXU8hheUyGyXYXYsmhQrPwPHLDVqS6D2yXQ8e/vAx58qVYEojuv8ATbk7tja3BRRb1Cac%20eeN326W1ZnO4pvXp/p5KLVdaU+BlFWVQWXajI67U8f2Y2lfx/uMllR0OHkP5Yx3zpXVj0a33MKVu%20hSAcyAWVgnMD+iOQ+/FS9OpbsWtuMY6F923cJ9mfnvIhSlrmQJEJtTSVoUhUlISlyu05JpoMVZFy%20lEa6H8zZTLpW5ZZb1Uw0pTvV/wA1iKjnNTZ98q3YCVGVPdneMy/2qdCFqlNJmOQnEKXvWEpiR+gR%20TaK76inLCoQ2lwz8x2UvR3l2G4FyE7GlMhDqkJMqNFEWjtGgVNKCUnZrrgGkZrtvuS+Wma4XYLz9%20skiSmVCbYS24RJSpK9j/AElOAp3ZeamFQg4ljG70RBv8O6QrLcWRb4YtcdG9QWIQZLJO8N5P7lbg%20oCnCmA5lB3ldJvcF4E5FvlsobYajJVISt19zoJ29V9wISFuKpmacMANVKMwZ4IHwj9Tp+5cz/wDR%20wEdrD4Gef+aP/wD5Tn/4cLMe19jpFunq0ivZ/wDFOeHh44BqJvvl1Pg22C9GuLr1vdTcYM9LpjyF%209VuPuKmh0kKIUd2VcjhpHRRLPtu6WiJIlKemORA5eI15QpEWUatoU5ujeRuvVG4f4J54YJCd1dxW%20q49vXNUXr/EXOFDiNWpMZ4GOqM6txS1KKEtbdpFNqic8DQKJOZ7tsTXSaRFZMds2ltH/AGXuPTSg%20/mHmLJUa5V4nVPPCoS2mH7ovV0vDjMFMJKbXbXnBb1NRnG19Ery35KqQnbqK4kCSPsS4qDcdtSqh%20IoDkcqjwxR50G0qHWy82QW3Uu/wjU8Bxz8DjJ8iXYJxzqOFBB0pTUUNcsz7MC48+xHaV90YkPNtp%20boQkkqTpnQZ58s8LyJdEzjcttla5b5baQtTZCc6KBB09HAYh5E+zOPlSLW1uuuxylaVFTZCQqhzB%20BIHp1GJqxPsd4J9SU4oIQVqqRplU1r6PT9eGuPPtjH6HSlDmSZKGippG5w6aAcycz4jC8iXZkWn0%20K4QaKLtwUqq6USASqvAk+jEXYn2OcbLeuY+wu2N/wwQqnvqQoq9pHjhrjyXQtLj0zCRerbHRvdWp%20IOnkXyHCmH5Uux2VmmPjj/SnuPdSFNqRGC60ICQhQPLMkUSKjXEHZn2L/HsW65tGe/Kb5dXA8lgJ%20BFAo0SlIHgTuphLjy7M1VybVtUqW9q7Yu0Za+onchVNqAQQTShNDiPppvoVr3PtvQiyez707IW6n%20bRZ3Dco7hXhlu09OJKxNdDpHn2qUZHV2Zf0J3JaCyDohVMuGtOeJeTc7E/XWX1K9fbVwiF0iIloV%203OqTtG7gDkQScSdufY6R5Nt9Smf+Xsa/TnHyxIS/JbS1JEd9yMl9tAolLyUEJcSB/S9vA9oTuxVE%20svgV73kfc3jH65no9mtMGww22gwEvNpQlMdAolAAASK00SNMcZWJt6GRy+bVUjoW8OXLkLbqykNn%20JSqka8gc8CsSpkmZinLVk1IKqUBoKVAzOdP04b48+iJqq6iFG4UIJ3VBp4a/bh+RPsdrdw+Yfn0w%20XO/qRmXVoTFaaUoIXTqJUuoB25040ri9xrLppjQ9b7ZzYwt/U1XGv4P9aPp56Y0sVUYzwpUlWxQ4%2011IP044u7G3o6/nrXxz/AB1zdMjTfuVpdSJKj3Bt1BTHeBzoUoWcgQOPpoMSUH2xn36U+Hw6nnfd%20L8XLLT/PxxXMsbbJcZjvIfsz8pbo2sP/ANZbLRH4qITRefPEqM85JI3Fxv6JHc3bNzQh99qDEhM3%20Bx2M4sbmjR5KkuoO+iTyw0QZor7ee1HbbcEIbbfjrYmpMNq2OIeekuOAxnm3eijppbRTKqaUORrg%20GV1ov1vR2S1b3X3m3hbHbe7ajGkFCpTsgLTLIQgtGjZru97gMOgPMoGHlxuy73ZN8h91yfFdgoQz%20I6a0M9QOOICkjbXcPezwmRoZowp1Mor4SchRtehPoPHDoKhw7bZpSSIjwpn/AAl/o+/EaZnSLoMK%20t9wBoqK9XiOksUr6sJInuQhgzwCr4V41y/huVqa8h6cPaNNGj+WFqlPdyPhUBbs0QJirY2/HK0mW%20GlFnyuJKFKr7oPHAkyTkjaK7Xlp77fltWf8ArblmIjAx0ln86TDStSENlHSLoqVU203ZYBbsjSGw%20xEr/AHNpY6Ci6e7v6qijKxbUFIBKf3Q61adLLdhkGzFdo9m9syu3LfLuNplyZUtFydWtDzrG1MBs%20ONICNlKr0r7M8KncDjutVosllk9t22xyepc2ok5mSUpe6HWbS4pkLW11siCPf8KYYj6VPd4/6L/6%20f/q4z/X+BT81B/N6f+in/f8A/q4PX+Aecg/m8f8ART/vj/8Ahwf+QXYPOQfzeCafCGpoB59Sf9zg%209f4AryIdu+Zvbc+8OWZiZFXdWxVUJEhC3sqE1QM8ga47eplSu3GPzO9mO900Lz85FP4J/wB8P0Yj%206xFpcTxD85H+Z/8ASHOnLB6xdg9G+4fnQp/Cz/xhg9YuwejfcPzg/wCZP++H6ML1qD0niH5yP8z6%20c/1YfrF2H6N9xPzioI6VT4Hw/Tg9Yuwek8Q/OCM+j4k7hg9auwek8RReDp0q0y1H6MHrV2D0fiH5%20zlm16fMNcHrV2F6TxD85/wCLH++0+rB6xD9H4ifnBP8Ak8/T9WmD1aD0niAu5rmz6SD6cD5sewel%208RF3pQT5WKnj5qAe0Yg+Z2QLieJBX3aUK2qiKB5bhz9GOD90p0O69tbVUxP5xTp8KrXiofowv/Lr%20sH/jH3x+I8x3XHcA3N7FHgTUeo7cdI+5p9CMvbpLr+Rk/mN85mezHoDSrQq4fGoccql8NbOkpI0K%20F1ruxfsX95VnY29THn+9VGOX8sOcv9bT/ocdlKpy2AP71Uciv8suf9cT/ocOotov+1TGy/8Aplz/%20AK2n/RYKj2HCv71jI07XcIpWvxiR/wDo4NxFqgn+1dHrT+WHNaV+MT/ocLcRqdn+9VGH/wDDLnrm%20J/0WBSOmwX/apj8O2XKf/NpH/wClh7g2CH+9VHH/APDLn/XE/wChwVDYdJ/vUxCDXtp0Hwlp+9oY%20Khs8Tr/anhf+W3f+tJ/0eCotgh/vUQwCf5bdy/8Aik/6LBUezxE/2qYlQD207nylp/0WCobDr/an%20hUqe3HdK/wCtJ+5rBuDYH+1PBrT+XHfT8Ummlf8ANYKhsD/ang1p/Lrlf/mk8P8AksG4Nhz/ALVU%20Ov8A9tPUz/50nh/yWCrDYH+1RGJSlPbLpUSB/radT/yWCobPE9b7m7oTY2Yzhj/EGSSAnfs27QCT%20XarniE5JLM43ZqCM+fmm2Af+zTlXIPVzGdPc5Y5q52OHql2ZtWpe+AmXsoFNB3ZXmndSpAx2LSMf%20H+Za5L6Y8e1LdfXTY2h2pNTTPyZenHLfXocI392ibJNz76nWx5LU6zKZWoEgl5JSf8VQQQcErm3o%20O5e26pkNXzQSBu/LFUJok9XI+vZrmMRVzMh6ldmH9qLdf+7jSuvVFaf7zCd9C9UuzE/tRb/8ONaa%20db/1MPzkHqo9mB+aCOFtP/51M9eCMCvIPVx7APmij/w0159bL27MHnIPVLsxf7UUcbcRy/ffb5MP%20zg9XHsw/tSb/APDTwp++GuX+Bpg80Xq49gPzSR/4aa+LtPT+Dng85h6uPYT+1FJ//wAd/wC//wD2%208HnD9VHsB+aaAK/l2mZ/fClPTswK8C5UX0Yp+aKa5W065Vez9mw4XnB6uPYQfNFP/hv/AL7/ANTD%2084PVx7MP7UUf+HZ8f32Xt2YPNF6uPZh/akj/AMO/99/+3g80fq49mL/ak1X/ALtVx/yvs/BxwvOF%206tdmH9qTX/hxpl/lRxFT+DB5werXZif2opOQtprxBe8f8TA7o1y49mYC5f3qo8G5yoR7Ycc+GeWy%20p0TEjd01bd1C1xpiwnVHZXE0Rv8Aa4j8e1XK/wDzqPX/AJHDHvQf7W8f/wAqu/8AXUf6HAG9C/7W%208f8A8rOf9dTx/wCRwBvQg/vbx8v/AKVd4V/rqMuf+RwBvQf7XEan/wBrOg8jNR/osAb0L/tbx/8A%20yq76pqP9DgDegP8Ae3j/APlV3/rqPH/icAb0H+1vH/8AKzv/AF1PP/2OAN6E/wBriNSp7VdpSp/r%20qP8ARYaQb0Kf728Ya9qu14f1xGZz/wCJ8MIN6E/2uI3/AJVdPL+uo5/+ywwU0B/vcRgK/wAqu05m%20ailOf8LAG9B/tbxxn/Kruf8A8ajwp/kcIe9Af728fP8A+lXT/wD3qfH/AInALegP97div/2q7rl/%20XU+P/E+Aww3oP9riPx7Wc/66j/Q4QOaN6KVFOfP0/ox5YqAOA9GR9WBgGVKnTnofT9eGCI9yfRHt%208h5bnSAQoJVnUKI2ggjjU4s8WxK5KiRFyoeZxbbeVdj9u2KL2Q/BvdmlRpsnuUIZDSksO73Xm3gS%2064t9NdyCnjxyxuOMW9tTRi3t3Yx+h7Nab3b7ux14qsx/FZXkts55LGftxn8viStvwNDj8qNxeJOp%20U0plxryxTLYcAefH1U9uEgAUy08KU8PA4AAaU8NPUfT9mAANKH1mvhmcAFT3dd37J2vdbvGQ2uRA%20jrfaQ4DsKkg0CqEGnr8cdbUdzSOdyW1HiR/vEd3gUNtt4rkAUPGn/vKcK40vRIpeqYH+8T3fU/8A%20Z9vKjX8D3P8A9pzweiiHqpB/tE93/wDh1uHAeV/Kn/KYPRRF6qQf7RPeFKi328cKBD2X/vMHooh6%20tm8+U/zJvXeM25x7jGjMJhNNONdBLgKlOLWlVd6ljRPDFTk8dQVUWLF5yZ6NQUoPGlfRyOKiLSBx%20ttddyAoZ1JFcvX+nEHBMEyvkWxwqJZFU8EqyIP3jFSdjsWYX+5AUgoUQoZp1By+g+nPFVpxLCaZ5%20N/eAfDj3byT7yGpIOp0U0Aceh9rnVMxudCjPJsjocamhQ0EyNOIOdRgzAWorTjgqAleWevoqMAAo%20J48x7eGFQVBaYYwr9eAABrgAKmmh0rTL2YADAAYAEz1+rAAtM64VQCudMMAJFaceWCgBhAKM1JFK%20+YZevACPr/5nU+DtvLqLof8Acj0Y5X9CjzPt+Z5/U0FRUChKTXhwyxXjkyjF0dT2azXS23KAyuIp%20BbLYBjilUAAAooaZDTSmLsXVGtGSaJMK22+CjZEjtsITUeRIGuZzw1FVHQ80+Y/cjdwKmbcQ6ISH%20VNOVGxb9PIAcvLuAFa51xxf1yoUr9xNpLpqeQNyO0We3O37par1MlfMKVKYTfLc486sdNZJlodjr%20GxtttI8ikjgMWHabe3qTlsUKm6C0KSFpO5CswrmNeOKc7Tg6MoVTzQtCa+zT0DHJJIAyr9NK4AAn%20L6/q8cAUDQ5UFPCmWeACDfJztvs02a0kKdjNFxtCwSklNDRQBSaUPDE4KrJwjV0PPP7U76P+aRap%20z91zx5ueGLXkIu+mQf2q3yucWJ60r5mv48HpkD4y6h/apfkj/Vo2mpS5lUU/p4PToHxl2D+1O+1N%20I0WhOVUr5f44rg8hC9MsYxQX+1S+n/mkWuoycP2OZ4fkIfpka7sruOXfYMl+Uy00ph4NANBVKFAU%20N28nM58cVrsKMq3opM0X28dK+OOJyTA0PL6uXowwD7v04GACmlBnrlqNMAVZ8+9z1/mS701+MfyP%20/tCDjQhoi7DRfArPNmeP9HhX008cTJhTOvHKvoBr9+EFRAQQACTU8DXPXDBC1JGVRnlSmYwgA60O%20QOSaEg6HDEISOPlzpnTP6UwDoKMqAmp+2hwhAAQcqBI8MMBKkUFQVihPA+mmFQfiLmK0A9tMsAsg%20JoTWgGVDgGIDwBCiKbq0r9QwwFO4VNAaaD9fpwgCh58ssuGuAQg3ZUNRQZnj7KcsMYbhmd2Wh0oD%20hUA+yc6+vTPmMeVOIg0Hoy5VywMBUpKlBKM1HOnEj1+AxO3BykkkPbUqY0T+YLyUkb7Pbz+8ofK8%205y8RXXHoYQXGt1/7kS43H825/wClG10oOAGvOmX1Yyndbdep6NQSVOhnb12upUg3OzOfB3ROdAAG%203K/0hTIn68avE5+5bbmcTO5HDo90HRjlj7obmPKgT2/g7m3ktlylFGuew8cuH7cc+TwP+o5ofH5t%20XtnlIviRnz1P7R+nGQ1TU0qgdTzzH2+JwEg5jjU09v04YAD0acOI5jj44AM38yz/AP8APe4iD/zF%202hrnply+3Hfjfejjf+0+bu0INikfmBugRvQ0BDMhTrcTqqVSj7rWaK/hqRnTG+Y9Eaq19h21/uGe%20ubbZMe0x2mEpjIWp8CTLIShxt1rcXGU0Lla6a4SY6EKD2HCfMRpxBYctU16N3IorI/cshTqHqE+U%20KR5PL6dcFQyKTvC3WiMxZpVsjmKzcYy31t9RThzeUlA85JBCAnTDqKhv/wC7fQXS/wDhHj8KZhxd%20fpXGbztC9xNcj3So14A5e31YzGaAAe36+PEV8cFQA6c/HKnHwOEA28wy6T1E1poRqDXHOVtMak1o%20eI/3imW2ZlgSgUq1JqK6+Zs40eDFR0KfKkzx/kRjQqUqoM/04BhWoqPrywwDCAANfHDAQHxrU0FM%20FAFyGWnGmEAZ019mGAZ58eQGAAIB1FeHtwAJVOZyy1OABcIQDLIUoMMYClKDKmWBgB05eOAKgc8u%20BGuABUglaR/hClM+I8DgA+v/AJnf6lbTp51/8AcqY5X/ALSjy9Pmef8A6vrpiqUBUOLQrehRSs8U%20kg50qPqw02iSm1oTXb5eHopiOzXlxztBQVk5AZDOppn9mJ75Mn583q8fIpXldd/4ZrJtABWU+wjL%2008saliCt298tSnOW55EgR4wUSllAUsbVr2gKKTzIzxn+e91anVLIjqYejq6kfzsn329TQ6Ea88aU%20b1u9GktcfA4usXloSGZDbydyT/jDOor+3GfyOI7b8DrGSY4OQxVbJhX2YYg9Xq9vo9GEBU925dr3%20WlM4zngMs+Y4462tUdLS+pHmfy7hw5feNtjzI6JcVal9WM4mqV7W1GhHpGNFGmkbq1dpdtqVBmR4%20rUq2XK7siMXUhSkNdNfViqrwQtOdfDCqSSKywwrPdYUCZcLbFjvzJsm1tKaZDLbqHGSW3Q2KDe05%20Sik54KiSJlx7Z7cgWuTPEVp12wQ3LfcQUAodnuBHTdWB+JKnFAEHhh1zxj8goYfviJFh923ONEZQ%20xGZcQEMt0SlNG0lQAqeNTgWYjX/Kgf8AZM/n8SmutadNI9FMUuRkynyNTcHSnhTFZFUD9PtwAGdf%20q+7AIUag8K/fXAB8990f/cd2qaD4x/P/AJQ5Z40Leheh9q+BWkDTPUkHPnz9eJk6icQSCDoCM9c8%20AC5+Azy+mWEISo13UrkNMjyHswxhX3qZkD3eGWABakEiufjyFB4eBwgDPSg0z9OAQlDQimnugHlS%20now6jFqeVBX6ueELITy5ipyNaVP24Y8Yx+YtDuPLL9eEAVVxyzzryGABKZZDbQ14enDqAUNTkAdA%20rXn6MAATUcQBU1Hh+vAB1nXw/YMIVD7G9lNfVpjypx1OkIWpSUJFVHQcThxzJ24N5IzV8v8Ae1W6%20cu0wOpbI7i2J906oC0ttqAeU01TzJb4ndwxvcHjRhSciw7eW1a4/I29ogw4NsYjwwRHCNyV6FW4V%203HxOKfKvu5I1+NYUI0JuZNK5/ZWvPFUsCAjnQctKD9VcOoMrL5YIV2aAfBbkIp0ZKTRaCPuy540O%20LzJW8tYlLk8SM8/+inh3242WQi39w+Zk+WLcRmk7aABdK8tdcXb3FhejugU7XInZe2enc1SFJWlK%20kncgioINQRl9WMS7blF5mvCaaqmLnSvGvHmP2csQbJIDmK8Ka+qvP78FBme+YrL8jsO/sstrdech%20PJbbbClqUopqAEjzVz4Y7WGlNVON/wC1nzVao/e9r64h26YhuUnZKZchqeacSMwFtONqQczlyxtu%20ce5mK3PsSbjK+Y89noyY1wLSXA6ENRVseZKdqadJCTtSNE1p4YN8e49kuzFXL+YyzcCqLOJurbbF%20xKYakl5DQATuIRlkMyNeOGpx7i8uXZlfMtveMxiJHkW2ctmC0WYqBFcAQgqKiBRArUmtTg8yPcPL%20l2PUf7vVsucK531c6G/FS4xH2KfaW0FFLiyaFSRU54oc6SZa4sWtUe1nPxy9P6eWM2pfA+Pr09PP%20nhAFM/HwHp/TgANKcaCopyy0wAeK/wB4lLSp1gCgVfu5KUpGpJKOZz93Kg155A9ITlHGMfiYnulx%20xaoePhpkjJCDQEq2moKSdQVHIbttFcK51ocdFfljGOlMjIXIl3xlj9Bp1LaKbQE5VVTQ1AUCKkml%20FUFftrS1x7jeuOnwx8C7xbknWpYdvWJ29T3IyX24rTDDsuTKdCiltlhO5xRSgFRplpi3HQvULRvs%20GW73a3243MjqXIYTKZmbV7HGVs9VJQ3TqKUpOQTSuGNHT3y4v/8AMMqxwlMzJMSMJrq9/QSGlNhz%20NL21QWAc0kVBwCKy5dqdyWyG1Mn292PFeKUtuq2kbljckEJJKdycxXXABYK+WnfqUFSrK+AP8Jqt%20doWE0313bTXbrThhARWuxu7no8d9q1vLalmjJSUEkqBUBQK3JKgk7a68MMRW3K2XC2SvhbgwqNJ2%20pWWl03BK07k1oTSoPHCHQiimo9FfRhgFc88uXjgASgzGeeuuADR9q9mPdwNOvfHM29hD7MRpx9Li%20upJkbum2AgGlduajkMFAoPWDsCfdVykPTGbf8NMRbQp4LX1JayQltPTCqe7mTgA7u3y6uFtsz896%20YyqVFaZkTbckL6rLUhZbbVvI6ZzTmAcADDXy276faQ41Zn1NvBJQrc2KhwVRqsEbx7vPhhAjjuDs%20ufY7VaLjKdB/Nc0xi06hbe0j3lLSEK/3P2YYI+nvmdQwrb/jr5f0Rjje0KXL+35nn/CnGmmKxnik%200qdANfAa4dASbKif3FBYWpgdQqSoNLfS2ostrNRtW4BtSqvCuuLvDsJustEKcHtLKOylhspyKlEq%20WRz5Z8B44XM5PmS8DnbjQd4+vTFKh0Aa65/XhqVAaIz0SquqxRD+tAfKT+nhnjUscuq2z+04zt0d%20UEeUFENOjY4KApPGoH11xDk8On1QzQ43CR9R8cZzTR1qL9/6a/fiIMq+6m3HO2bmhtJcWqMsJQkK%20UVGnACpJx1tOjR0tv6keQRIfcUOQiTEjTI8hrNDzbTqVpqD+IJrmNcaCkjRVyPcfi/zhEQlqKLgw%20lDvxLaW0PJCX6BPVAoaKoRnh7vHGKj82IS3e8JkhmTL+PkPxaGO64h1SmqUXVFU+Xn44KruLzUcL%20R3UtuQ263PU3LWl2YlaHiHXE6LWKeZVVceeFuQeZHuNS4XcMt9ciXGmPSFmrjrjTq1GgAzJFcgmn%20qw9weYmehfLCNKj2ucmSwthSpAKUupKFEBAGigMgoa4p8hplPkSUtDZZ+Ovp5YrFcPoPp68Ag+nq%20ywIAGoH01+gwdBnzv3S+kdzXgAKqJkilBwCjwPLXHp+P7W524yrqsY/mp2V2i0K0vZnyLBJUkeBR%20WutNARWuO3/iX3xjtmPz8Y/scSolO4iiScqgjjQDPjjJvW9jod4upJbtlychKmtxJC4TR2uS0tOK%20ZSRnRToBSK+JxzrUlnqK3bLouEqe3CkLt6DtXLSy4WUqrSinQkoHtwUCmRF3CuumWYyqeOEA9FhT%20JZKYkZ2WpAK1JZbU4QlNSVkJBoAM64B0zGduW3KhqCKZGvtwVELka5kaiv11zwBUCDnX1UqPrwAA%20JJHI+o8OGABNuQqAquSieR11w6hU6abdedS2ykuuLUEobQkqUonIAAZ1rhMVB9+03KPKTBkQpDEx%20ZAbhusrQ8d2adrZSFZ6igw6jaY+O3+4DJdji1TTJjjc8wI7xcQlWe5aNu5I8SMDQ6FfUjXXhwzPD%20CyIkhu3TlwlTURXnITStrksNrU0lR4KcA2A588FR5n2G0y68oJbTU6kUpSvj68eXabYrVtzdEPXS%20dGsNtVMV55BolpPFTnJI5DjjU4HD8ySL1ynHh4lBZuxJpgvpmXSQzGuripFxtaAkoJdVvUgOGq0b%20jmoA4tc3kxT2xOvF47pWRtUoShKUpG1AACUjQADID0AYyW6milQXPTw9vDjhDA+ziPtw0AEHQHWu%20dfViIDUyFFmR1x5LQdaWDVCq8c/UfHFizyZQZwvWIzVGZRTN37UUVMb59iruU0adVnxFcvuxs1tc%20hZ0UjKpc47yziae23KFcIyZMR0ONKIGVap/wVDgRXGTyOLODozUs8iNxVRJGedfYeOvD24rHfINx%20BHgagg8qnAgodFxY4ka56aCuEhbUHUc/pHLkf1HlhphtXYOquldxoKVz/R+nBVhtXYOo5Wm419PE%20+k8sG50DauwhUVa5kes89MFRpUE09X3U0y5+GEMNAONOHjw40wAHry56+g4AA5Cug48PrNOeADxf%20+8QhapdkCErUOjKSemFGg8nlO3+kef6cNPxMD3ZqqzxjHbyRUeSVVW06kb6pUW17hU5kcfKVqPOv%20FXArHo8f3RfLsYzpTJ4xT99UQ5qXghBW2pCc6bkqSkEgVSkqpXb7eGYAxb46VcsY/nQ0eClV0ZN7%20YvirLOefVEE2NJjPRJUVay3vafSULCVpzSrxpi/A0nQ0KfmGlF+/OU2lAcSx8Ghv4hyiYaY/QDYV%20tqHB73U+rE6EKDZ+YKz3Sb4ba2W/gjbvhC4oqLXR6QUp9SSpS6GpURhDoJf+/lXi3yIrdtbhv3B2%20O9cpCXVO9ZUVOxvahQAbrx1z8MMCYv5qSlXAzjbmgfzBu5KQHVU3NR/h9laafirgAkj5uumBEiOW%20VtQhuRn0ASVhrqxd3TUlrb5RuVuWK+Y4AMl3Nffz29ybuuOIsiaQuQ2lalpU7TzrTu03HOnDABV0%20rrpywVAK1plkcABn+jCA0naXepsDDsd23ouLKpLExtBdUyW5EeuxW5IO5Pm8ycMCdafmK3b3XnF2%20dEnrymripKn1ppOZKj1ahNdiirNv68ADd6+Y0q62eRCegttzZrLEaZcQtSitqO4XEBLNAlJ3KzNc%20FAHf7TJZeS6be3ku2OFPUVQ/lYISn3f8px5csAjK3K4vT58ia9VPxD6n+iVKUlBcVUgVrpWmmATy%20Prf5nf6lbuHnX/wRjleWRT5f2/M8/wDR7OWQ9GKqZQOVuhpBWrLbXLjx0BIrjtZs75JEZ5FRF/mA%20dvTe32WopttxW6tUxZWHm0SFlbidgFFqz8iiqtKa4u8mShkjpC7lmXCAEISlNQlACRXkBxxmsjqL%20TQU8B9mEINaZ00P14BoOGWVePr8MGYhp+M0+nzeVZFAsaj088XuPzJQdOhzlGow3IdYWlqQg5CoW%20KkeUZ1oOWLd3iwux3Q1IK445SJYIICgQQcwcj9Yxkzg4ujOyYuZzGvA8cQqSCvifXh1EHrPhnhbg%20F3HgSeWCowqeZw6gFc9T45nCqAlTx9eBi1Cnh7PswAH0+zAAUy+/6uWEMVPvDny9uJRVWI+c+6Sf%205mvAoBWc+kLUBtP7zcAogUqduhqPRj6HwpLyo/AaaKvKu0V1HTAFSUqIVt6ajnmqoH26i05Yxj4g%202OMOIoEZBaQNwPCgzrpT248hznW6y3a0R6v293VYWOx4sZ+5tsuRbdc4Um0L6gW89MWCysJCS2oc%201E1FMUixuRIt/cnbUD5cv9vuXqM+83CnxFdLrddTr7iVNiKNqG1MLSKqUvzDhheI92WMf4Mdu9xd%20tudm2uDNlWtm6wo9wai/HRkrbZkuuNqYcf2tK3oLYWNxr5tRhoVSPau6u37Z8y5sm2zkwe3JMZxD%20/wAOHGozrvwhRk0kV2KeJKQU5V4YCNVXJ4x4nmhA83l1JBGuVaVwxMDoQrMHKnpywALQk1pSmhPL%206DCATPU5nkPTX14YBSgrw1yrXgeGuAVTRfL27QLR3nablcVhmHHe3OPFJPTBQpIWQKnyk8MIlF0N%20s33F25G7m7VuEm+RZv5HGVFmzkF1xSlvqdUhxBUjctLFUlRNKE4CdUXUDvXtdqLabcvuNhMy1Lt7%208y5hT5bktR3HlOsIcCd7hQHUgBQoa+nAG5Gb7a7k7NiWeM3IZtrkpw3Z6X8XDS+7vUndACllBObn%20AGnPCqJNFd3h3zGVb37FY2YRtNyYiP3ByO24yoTAhHXSlKVNthO9PmT06enXDYOS6H1LHQiPFC1e%20VKU73VnKmVTWuMCxaq6GrBK3GuhmbW3/ADHeTd3kEWuGSm3sq/EsZ7ynTXP9mN69PyLe2Or1KNq2%2071zc/tNYSOdTka1rpnXGDJ1NlICKVy4acfp5sRGFPtpXnw4YADL0cxpoPuwwA6nnyPrNMIAKciT4%20jhh1zADQkg+g08ctMSt3HHNEJW09TMXDtuZb5Krp24rov5F2CaFp3OpoK/V7MbNjmQurZcMm/wAR%2023ut5FhYu5Il0HRKTHnN0DsRdd1aA1RX3h6q4q8v2+UPqWaLXH5qnk1RlvuIFfq+qvjjO25l4KAZ%20A0plXKv0ywqjDX6V/TywAHInWor7T9NcAAK0y4jLOmo8MAMiuXFhDpboVAZEjMVppT14jUpz5cYy%20oSkqCgCk1B0Nf1jwxItRlVVAafYKjKtMBIP+FqPUD6TgAM86a504cfDAB5h84goTrS4CaqbeQKKK%20SM0HME0400z44r3svgeV99T3LGNTz0Ea8MqqB4UIG0/0UgUBPCtNccKtrr/fj+Omfieeben64z/H%2049TOd7PBEeEp0q87i/3qs9yylIJTWiuBrly8KaXB1dMY/E2/aHVvH751yxUXsCBBn3OWZURM9MO3%20ypjMIlVHnWG6oQrZRRHgDXGxFm2zVtdnWF/5jsRH4hi2kwEXB+GnqFKXvhfiFMJzU5r+Cu7bidSJ%20GY7HszveMqDcwoRX7au6W9NsBYSlJZLiQpuT1HEU4pKq4VAIndPy/g2e0yZLMyQ49AejMTC+ylDL%20nxbfUCo6gSVbNFV9OGBad+9p2iFY5a7davhn7dMjR48lvqlcppyKHnFL3lSVEEbqowAd/MDtfty3%20dpNyLfATHnxXobUp4F2o+IjBxSStZU2/VWdWwNuhwCPMhpy8MIdBNKVOZy9eHUBdRywAAr6ueEBv%20vlvYbTPgvSZttRc3V3GFALThc2tMySeo4npqR5sqBRyHLDAndodo2Vb1wEm2JuiReWLa11erRuI8%20pwF1PSUnPyCiiSMADndXaXbkDtq5CJCSDb4cOXGu4Uvc+5JeWhaFKKi2pO0ZBIrlgaA4Z+WHa5DT%20b1yuAfJtrbmxhkp6l0Tub21VXa3+Lw0wAZvvFPaTMW32y0t/9rQXXGbu/wBJxsuKQQioJW4hQqOC%20RgFqfS3zOr8FbeHnXXh+EY5XqbUU+X9vzMBpXhT6sVoqtDOaIR3S39o/1do1K886cBT6fZjZjSxC%20v/TK+cn4E3KlAAAMqcBTTGRKblmzulQPoPTU+GOeow5fTjXDANRl9XowAGWuAA0wZjyOVtocTtcG%209BoaVIx3s3nHNEZRIhQ7EqpB3xzUkHmQdaD0Y1E4X1n9xwq4kttxt1IUghQJpn7T9oxl3rErbozv%20GVRft58jjhRMkLrpgpQVQ1z54ADngAPD6v2+nAAHTP6ZZ/bgGg44BB9Ms8ABlX6ff4YAAVFONKc/%20vw4gzyW+Wa1qvc5xcdKnFyXVKdUDmorruzKj6sfSOBZi7Eaf/j/Jg3ubcUmk8kV5sVnKNvw6RTOg%20qMycxUHSn6MXJcaPbH446HNc673x+Bl5zTEe8S47QCW0OENgVIATQECo8T+njjxHOp5sj0/EnuhF%20vqaq2/LyVO7bTeBcGW5D8aVMiWwtrK3GIRAeJdqlCTU+UEZ4pF/aR09iXT+Sx3W4tfwrri0R2EMO%20OlSWiErccdQNjKATQbjVWGLa6BE+XXdky12+5Q47MmPckPOMhD7IWhEfJxb4UtIaTmPeOuRplgDb%202H7R8vJ0qTPYu8xFjNuejRXes2p9RkTlbI6EpaNNqtSrMDLACRJ7W+V9zv11u1tM5qHIs7wjvpDT%20kkqWpwt7khspo2kp86+GBAo1MfLY+FlvRytLnQWpvqNnchWw7apUNQduWATWYzqANwJOdefPDELz%20IPtzpqfvwAJwJBz0GdBUGn24QfEs+3LHJv1+h2eK6ll+WvaHXAdiAAVKUqmZoATTACVS9X8upbnc%20FmtcG5Myo18aL0O4ltbSEtoJDhcaUVOAo6Z0P14KolQso3yiW+I8lN+YTbJ5jots0xnf370pS0Ib%20LQVub2ls7lE4B7Shtny87wu0X4u3274mN1Hm0OB6OjcqKQHdiVuJJCMiTSlMAtpMmfLO+QO1rjfb%20kr4VVvcQ2uH0i6HA5tUhSZDalNUKV1rp454BOOR633JM7fvHcvc8XvLuiT27GtrLKu3obMn4Vt5K%202d639uQkudby9Op0pTFPh02p9S3O4p6aG1+WN4eunYVklSdqJ3wrYlNJokoWAQnekU2laaL04448%20y1NSqy3xbkGqI1FRU7deHqr+vFBeOMZFygUOn1Ur+3AMPEeP2AeGAArTPh4eBqNKYACnD1U4H2YA%20DiDqaVB/ZgCgcKcvRlr4+rB1APdOWmlT9BhxdBNFNfe2YtyUJLSzFuKKlqU3kdwzAVTX1Y0+Jz3H%206ZZoocjhKWayZCtncsqPKFr7gQmPMNejKH8J7Mj0DwI1xY5HCjNb7ZwscuUHtn+Jp6KoFGoHOtPG%20vGuRxiyg4ujNSM1JVQnIE5cvq44iSqHiM/2Dl+nAMBXhnpp+occApKqKh2FIMhSNlQpRooe7Q5nP%20HJp1Ma5xpSmWjLfTaS1WpSMzx9Ix0SoatmO2NDuuhr6TnpnX6Vw6HUB7ef1enAwAZgD1U9o8fsw+%20oGK+Yna0y+v28x5bMcMIXvDyHF13KSqgKFCgO308jjnNKtexhe72FOlWjGr+WN8KDS5RN1FZ9F2h%20JHHzUFVZqyp9ZPPbDLtj+XTFMZcKHR4/Aw3zX7Nn2iHbnZUuO98Q86lPQaU2tPkCjUqUSRyOo44v%20cNJVNDgcdQbaf6mL7fjXwXJtq0ddVwKj8KIe8PBQBrs2eYeXljRqaZbpX3wu8fl+65rvKXut8Nuf%20VJDyUH95tzXvCM92tMNMQzLl9yQb067Oemxr2gEPOureTJCSKeZSjvoUn2YluExmVebnNjtxpc9+%20Uwwf3TDry3EIrkdqFKonLkMSqLaWVwX3rBhw5FwVco0TYU29x9TyG9ik0Ia3EJAKMstR4YdBDFxV%203QbXCVclTVWpdfy74hbhYO0UPRCztyGXlGACpWSMwCeNPRhMDgOkZbRQcPRliG4ltHKnZuodpqAo%20ghNeVdMS3Codht0gLCF7CdoVtO0nkDTM4dREuDMvcBxz8vflxHFJo/8ADqcbUUcl7KGmGB3GvPcS%20CoxbhNQrp9JSmXXQQ0NEHackDlpgAaduN4dt7cN6VKXbUqq1GWtwxwoE5pQTsrrhBQPzi7VB+NkE%201bNequoLP8I5n/J/h5cMMBhzrqcS68FlTy93UcB85rVRqr3vHXBQD67+Z4/qVt1A3rr/AL0Y53tC%20ly3l8zyqHb+8+5ne4vyCXBt8Xt0ht4TEKWuQ70eqQFJUkNN7cgvPEuPFRal1Rxhx01mOduXFq52G%20DcW2iwmW0Heko7lJJ1FchriPJvTlKr0KbgouiLL9f09uKgw+39WD4DDX1/rwAGp9P34BB9PHTwwD%20Dnz4D2/owCA66+vngqAHPIioNQQeXLPEoScQaqRHoq0EvRjsNKlvhoTjVs8pTW2aODi08h2PKQ8Q%20KbFnRJNTx4ZYr8rh7M46E4TqPePrxRkdA0Ps1wlmAZAej7ssIYfs+mmGIDoeGAYHj9PprgEH1/Q4%20AA5V9n09mF0GKMlfZ9PXhoi9DzG6oULrLWhpZQl5yh2FW6ijU5hXI4+k8G9/8MU+y+WH+VTznIt1%20m81+NCGUvCiC06SmqQC0vLOnEcTXbz4Yteeu369/8rrWvU5Ky29V+KxjM8/7iUo3uWrzDzDJSSlQ%20y27dpzy93PHiOdL/AOVnrOHVW44x3NJaPmlNt/b7dnVb2H3WWJMONcVLWl1DE1QU8npp8ij/AEVH%20MVxURdjOhOifNdxmyrtEW2sMtBmVDhKU88ox401QU41tqEOkU8ql5+zDJbzm0d/KhWBuxSLSxOhB%20qTHf6rrjanWZa0urQen7pQtCSlQ9B1wVGpdCS18zpRudxmTbRFmR57kN0W9S3W22V26nwuxaTuIQ%20EioOuASkFs+ZjsGVNkKs8eS5cJDU2YS++0Vy2HFOIdqg1Cdy82/dNMFQ3GRuE56dPlT3QkPS3Vvu%20BI2p3OK3HLlnhibzGPNzH1+g4QgqN1BqcyKa8MMYg26imWWWenKmDMCy7cvsqwXyFd4yUuyIS96W%20nK7F1G1SVEaVB1GECZoh8yVt3K1z4tnjsm0ISzAZ67q0JZUVqeQqoqou9TNWooKYKkm2TI3zdksf%20DsJskVVvg/Drt0EvPFLD0ZTim3d48zlVOncFYAciqgd/z4cCNDEJh1MUXEBxal7lfmbfTcrQ5dPV%20NOOuEg3Mqe4u4JF7mMSnmUMFiKxDCG1KIKIyOmlefFVM8MjJ1PsNuyQXFIcnxWJLrRrHU82h0t14%20oKwdpPMY89ak4mrx+PtVGVV27ckMSFXXt9z4eaQVOxhTpOjiNo468/Vjb43LjNbLiyOF/iOL3Q1x%20jFSXYu5WbkVxX0mLc2ah6Ks6kZEo1y8MceVwHH6oZo68bmbspZSLrLWuR+g4Yy3qaCCn4TrSn0/Z%20g8Rhr+r0+3CABy46+uuAA+lPRX08sAANMvV9PXhgBpnlkNfR7PRhAGdeetR6PRXxwIRCvNsiXGA6%20zIZDyghRbqaKCgCRRVcs8XONyZ23k8ityOPG4s0eXRLoxYLTapiLxJmX1b7TU63uOKXsSVkPNqjl%20IDaGwPKrjTGnK0r2lKlGMna+CPWmJMaUyh+M6HmHBVtYNQRp4/XjHvWJQlnkaVq9Gaqhw5+IJ1y4%206fSuOCOwChPp5U48MAACfrH15nngoKgVy4cyMjw9fPAAZ6jM/Xx1pXAMAKgAZgafQVprh9QAcuHD%206eFMICvutSW8jTacuX68c565GV7im6ELY5n5D7PEjHOhmbX2PLPn23W02YqTn8S6EkitKt11r4fr%201xocKOZ34+WPhj+TzrsidAgXKaJ0owmJ1vlwkTAlS+kt9vYlZDYK6f4orjToqFypd3a42Ob3Ui4M%20X5MVtqIzbzIUxIWHVR44QpbiQkLUw6sbCK7qcMDQJlgz31ZGvmFKuTM5LUCTaRBckhlRZDyYvTSG%20kqbU8hoLyHlrzywq5hUh97dw9oy7E4zblxpDheiKtkViIY64rTbVJKHnChCXOovxVnnh7h0JfePc%20/bd4tUyNFu6Su5S2JjaHGnwIyY0TpltfkpuWsbU7ARxOWFuFQjfMHuftK92Fh6KWTdUfCNQ22Wn2%203mI7TO19uQtf7pXn9zp4HIEjzxLnBWY8fDApDodkJXrrmMtdaYlkLQ1lzvhmfLCFbn5yHZkS5L6E%20UlCVojhkBNEICfLu/EcRYjfW299kfDdvPruLEVm1x47dub+KJAlOtLS+qRCoA0W3NquqofVhpjoP%20W3uiG21bmX+4YX5/FFuN9uRloAkMsuuqfb+IPlfISpNUZk+ODcFCn7KuttgyJ5jXWJbzIuseeomS%20hvfbd697RNczoS1WvhhpkWqCd39xWJ/s64tQLhHVbn4kJq1WlLg6jMhp9SnVGOCS2duqiM64dSDm%20IxM+WzRbZ+AtDyEKtLfVcUveUSUf15a6OAVbpn/ROAj5ixjH5mR7y7x/NG4lkYYQ3bLK641Cdbec%20cDre7alRC6pHlSNBpgqCnVn0z8z8olt8Frp/vRzxzvvIr8t/T8zyi59p2a5S1SnxIZeeQG5QjPux%20xIaGiH0tqSHEitPNwyxyhNopRutKhJbiqtzSURUj4RoJCWQMkJSKU1JAHDGrGUL0dryZVbknXoS2%20nm3UbkGtBmM8vDGdyOPK26M6RmmOfsxWzJB9B68ABr9Of68AB9/qrgAPs/WcAAPVgATh6dftwNMB%20c61Hqw60ChGmMtqaW9UpKUlZIqa7QTzGL/F5rjk80Q8ur8SCF3+LYbZ3JOkRnIN0caSmC2gpcQHx%20+7Ul2vnVXVO3Lnh3bCl9p32pRLelFfTn4Yz2mc6gPT9NMJgHL6csAAPry9ufpwAB/TrX76YADKvo%20P6NdcAByplw5cAMAwBSTlrWn3/ZgVRMyU0KVNfJUAEuEbtQCTT8I1y+rH0vhpKzHLp/v5niOVL/5%20ZZ9RgoKQQTRSdU6UzoQa0z9GLVThVnlXeUVS+57gUED94KpNajICivRjxPuP/wC6R73211sxN72/%202XZX+wGHnrUy+5Mtt0lyrwsLLzMmKtIYQhwENpGg2FOdcZ9DTUciBYe2IznYV3RdO2vhp8a3yZcS%205vtOpU4tpxO5XxJXsb6Y8oZ6fm54fiCjkd9vdi9tXLsy1XkNXNUgRp8q4sxi28uQqG+hlDMZBQQh%20RLm7iaA4dWOKVC1s/Zlntl2vkMWwdwvw5VoYYjzG1KW3HuCgX1rbZKaONpVtUrQEYdQXwDtTs3t5%206691tPxVOGJMagWMPxnZjaUSX1NJkllpbfUSnaPPu2jjgTDI8vuKEwbtKtrqgt2G84wp1BBQpTai%20jckg6GmWAg9Tila1FcwRx0pTXxwVGLnTPSoyA0rTLjgoAVzqTTgDXPUYAL3sWxxL53bbbTNLgiSH%20CH+mQlZShBUUg50J20rhjRqkdk9tT+6u1mYzL0O2X2I5LlQQ8t1bZYU4FJQ8sbqL6eXjWmFUdEXU%20L5edjPQrVdnYEj4a9OwYrVuTKcHwypTrqHHS5Tc5k2Nu7xrgJUMzZPlpDuVsbnSL58Ep9dwLbAiq%20fARbRucUpxC0ap0yNTlpgEohfu1uzbD2/NYfnCZ3I4mPJtLn9YZK4shCXElTIStmoSVChcrgYnof%20ViuJ+z2HPHnvA9DQDx5GtfrwJg9Cov3bUS6p6yVGPcG/MxLbBCgQBTSlc8afE9wdtpSziUOTwlPN%20fcV1v7kmQJQtvcCQ1IH8CbkEOoBOpy1PHFrkcONyO6H4Faxy5W3tufiaihz2ivDLT01GWmMWcWnm%20a8ZqWaAEGlOWXp9GfLEaDAeHjThSuXDPCYwArwy9HoGAABrqanlx1PrwAHE6VFf06Z4ADLjnTX0D%20Xj4YACprnWvj6R4jAAyYcJSnCqO2VupKXVbE7lAmhCjTPXHSF2UXU5ztRazRmZdmuVgecuFjUXoK%20yVy7ao5baZlHPjp9eNy3yIciKU8pGTcsTsvdD7exd2W/QLwwXY69rqAOuwqgWg5ino8RjO5XClbz%20S+kvcflq4ixBr6Tw+nLFHQtgTrnT6tc/DnhMEGfo1+/lgoMKV14+vw8cABqPoafbywAGVOGmnhkT%20zwwIF0sNmuikfmUb4gtBQR51opu1yQpNcCZznaUs2Qj2N2gRQwKhVf8AKyKGta/j/wAI4e54p/Hw%20Ienh2xih5d8/bDZ7bbLK7AjJYW/JfDhClrqNoX+JRA8yicsXeG6Y8KFe7aUNDy/tmxNXi4PMvShD%20jRYz0yW/s6ikMx0lSilsFO5XIbhi90K9CfO7SgwO5BbJt1Q1AMZExq4FlRUtt1rqNpSzX+Iqu0J3%20evABJd+W8tzuSTZIM6OtcWImcp2WRGUUFoOKbUglVHEg0UK0GCiHUq7v2P3BaYKZkyMhLJU22tLb%20zbjjS3EhbaXkJUVN706bsG1BuZYd0/L5Fktbs1u4/GOxH2os9jpFsNuPMh5IbVuV1E0NK0GI7B7j%20i/diRbb21Gvsa6fFsyHksBCmS0FqLe9SmVFSt6UHyqJSnwwbA3GU6Rpkc9OXpwto9xcWHtC43mFc%20JzS0MQrakKkPuhxQKl12NoS0hxSlqocqenBtYVJErsa4R+2f5gEuK9HSlkvR21OF1HXrsTUoDalZ%20eZKFkp4jBtCpYQvlbeJ7DTkO4QH3FFj4llLjhVHEhCnEqdOzZkhBKgkkjBtDcOMfKe6vlpbd0gfB%20SksfATyt3oyFylKS0hsBsrBJQa7kgDXElAVSHYvl/dbsZbYfjwjGkpgVlKUOpKcKkoaRsSvM7dTQ%20aYFEjJjd1+Xl5tlmduUh6PvjNtPS4CSvrstPqKG1rBQEZqToFEjjhlaSZHa+XvfTrTbzNhmuNOpC%20m1JaNClQ3JOvFOYwgUGJfOzrlZLZabjMW2UXYFbLAS6HEBNK7wtCU8aeWueGKh9VfM+vwVupqFr8%20PwjHO99pDlafM8/9Hqp9WKpnB40HL1YlF0eQNVREehqC+rF8q8qoBAGVDlX0D041ePzIzW2ZxcHH%20Q7jy0O1SobXBSqTxOmWuOHK4e3OOaxj8ycZ1JH24z8ydQ9Omnt9OAA519fDx/TgAD465/YcABgAO%20efrwUCoZfowAGhrx/VgArE9uWhL3USyoUUpbbe9ZbbcVqpDROxKs65DFmzyHBpjk21ToO73YZ2r8%207BqEUoCOIrkNcaMoQ5CqspYx+pXq45ExK0qFQapIqDnnUYyrtmUHmjsnU6xxqMK4YB9DgAPuwAFa%20Z8sAADSlTXw488sCCRhrlImi4yUlLfkcWkbtxPveUE7hj3nD5E1ajTSiPJ8jyvMeXUY+MmVOTQTm%20UpoqgrrkpXLFj1E/A4Utdn+J513Cp03uWXNu8r8wTUAZDIAmozypzx5fmNu4282e39vorSyoSYds%207vXYXp0Nif8AkCVEyXmlOCLubpuKgDtO00qaZZV4Yq9C9TI7Rb++ZVjfuSWrk9Y1KLkuQVuqjqUD%205nHBuIXRdAVEa8cDQNFSibcIzTRamSYrKFqXHU086ygLHlWpspUEhXmAUU4TQqMfsVm7zukyQ72+%20qdKlKSVy3Yi3OqUrNKrWggqCuVc8FBRixyy2Pv8AuEl4WL8ykPQkBl4xnHgtpvdk0rapO0bq0RXX%20hXCDa3j5f0ULsCUhxSHE+cGjgVUKCvxBVaGta4KkWh6OJSSA4Bt5nUccsOo0PU5E5Z5jgeGnhiRI%20UClMzQZU+meEFQhm6R57EuDKdZmtOJXGXH3BaXBknZtNa+jXA2GZfSe7e+Fzm1yZ8xNwSppTO9G1%204KaqWtidgIpuVQJFDXjgzHmSW+8vmQ1cJEhufckTlNpTKIaO9LbdSirfTokJ3EpISKZ54Noypj9y%20X6Oy1HZnvMtMB9LTYUPKJY2P01/ipyVgEqjc6VeLiBMmKflJZbQwJKkqUlCGwENtlYTtG0UGeeEJ%201Pto8TmaVz+rhjz56QONaVI4eOBAKBnUZ+Pr9GCoES4WyFcopjy2g4hWQNKlJPFJpUHFvjcqVp5a%20Fa/x1cWZmUyLr2q4G5RXOsZNG5FP3jOeW4cNQM8jwpjWdu3yY1WUjMjKfHdHnA1USXGlx0PxnEvM%20uCqFp0JA0I4EU0xi37ErbzNa1eU1VZj3Cg5cuGmnq0xwp3OwcfEc+eWAA4U5cDwFPEYYBzHpP1+P%20owgDlnlwPqp4fVgAMs+A5Zcj6sAC58vHjStfVgqAgOYplz8PbhptaEXmUF67YL74udqX8HdGzuK0%205JXkDtWDTX9uNfjc/LZczRm8jhuu6DowsvcxffNtujZhXRGSknytufhq2foOWDlcDLdB1Q+Py/8A%20meTL/IZkkHSlKUJ1xktPQ0VKqyA7jUGn7eHGmIkgPP2ZGvPlgAMvCnAeGQy/ZgAM9DrxwAQblfbR%20bFNonyUx1vAqbCgo1oUgnIHieOFUMyCe9+0wQPzNsFeSapcFTTT3eR+3BuQUfZnlnz67hsl1tNlF%20umIkFEh1a9lRRK2k7T5gK1xe4bzKnJPM+1r8iyXJyS9F+NiyI70STG39MrZfTtWAqigDx0xoopl7%20/PtlV3OxfZFiLxi9NuJF66diGY8fpMgktK86VefdpXhgAg23uyDbe5H7wzElSG5TD7MluTJQuQtU%20hBSpYeDSE5VyBRgAldzd/s3i1SYce2CFJnuxnrjK6vU3mI302w2nanbX3lbic9MIB6+/MSDeYKoj%209oUgSXUSLg6HxV15qP0G1Jq15QCN5rUnnh16ioQr73nbp1jctdus6LWJT7Mmepte5C3WG+mktoCE%20ba1qqpVnxwDMrnUGgrn7MFQZs+we9onb8WRFlrmsJXMjzkPQFIClmMT+4dC1I/drBzpgqgOrt3f2%20+9YLrDt8eW2/eFtOLgvdIw4riHS6t1jardVeQ90ZYAJtp727XtUWwsw0zktWzeufEDLKEyH5CC26%2071g7mW0LPTq36SMAiXA+Y3acWHbrUY89VstAhORJGxnrvORFrWUut79iEq6moJphjoQ7J3z21Eef%20VMbmqD9xYvFWkNH+stKUpbNFOD92QrJda/4OIhQ57j+YVqutknpRHebu90jRYchKgj4ZsRnVOb21%20buoor3AUIywwSH/7SrR10ufDyggOWde3yZptqaOggL/Eo1R9eBBQxF8uci6XOQ8p99yK5Jcejx3V%20rWG0uLJACSVJSaKz2jAQcT6x+Z3+pW3jVa/+CMcr/wBpV5enzMBxr6PsGKhnBp9n0rgoMMwafsxI%20VBmRGD1CCW3U12rGXmoNfZi/xeXtyf2nKcKjTMh1tXSkJ2qyoumWemnoxY5HFjNboY/EUblMmSwQ%20RUcRUeIxkyi08zsnUKcPV9foxEA+n0zwhhxGGIMIYa/T2YYhMv1+rAmMU8RwH00wCCuRBFU6EHMH%2004nbk46EXEhrjuxipyN5myfM2daDMjxH1417d+F5bZ6nLa46D7Mht4FSa5HOopnp6OOKHI4jt6aH%20SM0/iOgjL6ffioTD9v3+HPAMPu+n3YBB9DgQADnyJI9euBA9DCz9n5lKKqAJdUaA5nzcD5qE8ce2%204zpbj8Mdn+Hx6HjuSn5kviyOdoTmPe0IIpQZZgfT2477l8tP0+Ff5OJ593ICL7MG0gbxQUFabBkr%20IVI5487y39b/ALxj4M9z7aqWY/A21i7y7bi9oRGJMtaLjBt1yt3wHRcUHjNWFNuBxI6YSAo7grzZ%20ZVxWNJNEOLc7Bb+0pkGL3GmTdnkOwm0vx5gaagbgsojJ6W1K5Ch5iqm3TjgF0LXtzvyztdoWu0zL%20sIlwgR57ENx2IqUiI684lUd5I2KCh0kqR5aqTX14KjUgb7x7LfvN8SJi7XBmTLVPjzERlgPKt5Cp%20H7pobkF5QKkgppzphBUjWLuTtqP3dNv7t5DDUmam4iE7Cdfb29ValIO0HbIQlX7txPlBOHUVUYC6%20yGZN0myWQvpPyHHWuoqrhStW5O9XFXA4ZFkY1odCDw8MIBCB/R0OWntGAA8tSBTcPMOOdAPswwNF%208u7lbLb3taZ9xcS1EYe/evLFUNkJO1R1ptVQ14YBrI3gvllb7s7TuM69w5j1ojGPc7iHy/V11Tym%20lpWaqWloKG9Q93nhUJVReW/vCxNM2yKvuaIi7wXLe7drn8QdsqOw48p1lL/+WKUuCqOOmAk5Iyfb%20l07CYs8YTYlpkS3DdnpKpjRW8FNo3wEVrVIcXkB+LTCEpIg93d6W9m1SO3LFFhptV0ZiSZrkMvIS%20iUUILrSWwoN7QtNFJKdcOpFs+qFUNfHjpyOPPHogJy+np+meBAFM9Pb6vvwAApkOXt1rpgYMZmLb%20TGVvQlxChsKF0KSlQ0I44nG7KDqtSry2lF1VTIm3T7S8ufYfMwfNKtqiSFDWrdPoPHG1a5sOQqXF%209RiwcoyrHQ0Vkv8Ab7vHLsY7HEfxmFAb2yOY5ZZEYo8vhytvLQ1+NzFcXiWXOumhHs19nHFCtC4A%20oPtr661wDAZeBHP1nDAM8jSn6vpzwgAaZaj0154ADL1058h6zgAPr9GXH14ADI6Co8Puzy9uBMTK%2069WG33dnpyU0eTk0+kedB4FJ1p4aYv8AE5s7WWsSnyOJG58Ski3q52F5EG+JLsQkJYuaK7acAsen%20nnjQu8a3yI7oZMpW787MlGf2mqQ42ttK0KCm1jyKTmkg6bddRjDnalB0aNaFxSVUdaV4c/GpPr9G%20IZnQM65HPlzOGwDSnDlXLx44QFfdVKCmthIyI/RinyZNULHHWpAStwe6s55+nSlfVirvl3LCiux5%20h8+nFKtVmClE1kvHM1P8MeONj2ttt1M7nqiR532TbLfPuUxc6MqYzBt8qcmIFrbDq47ZUhCiiiwK%2060IONxGSyffrZYLV3nEa/Llu2qSxDkLt4eW2ULltJWUB0ha6BSq0OfjgYMmR+0O3ZXzA7hsrypEW%20BATKchpjbXCAwnckKW6cxl+vjgoDIvc3y/Ys9rlSmbi48/bnorFwS6yGm6y2+olTLm5XUCeNQOeA%20Cz787TsVusk123QVRpFrmR4okdR1wyEPRQ6pakrKkghWfkypgChXd0we2Y/bMN5i2qtl2lOIXDYW%208tx9yGG6OPyG1EpRuWKo2gZcMAGM109eBABFag5g8MCACoDU0yr6hgA9Os/yhQ9ZbZLuZmMzJchK%20pTTaKNtQlsOPIO9SadRfS1rQVFc8AkEH5fdoSYVuu6lz0268/BNxIoca6zK5i1oK3HCjatKenUJA%20GAZWdtdj2WS7NRdnZDnSuzVnj/CLQ3RTpWOsvele7bt9wUrzwUEO9xfL6y2qzXAtvyF3e1xo0uQ6%20ooMd1Ml1TexCAkLSU0FCVc8sIBpr5TSVpb33yC0+4IgUypuRuSueKsIqEEEk1BocsMZV91WLt21Q%20LYiBNEm8KWtu7sJeS6GXGzTbsCEqRU+KsL4AfTPzP/1O28POv/gj0Y53tEUuX9vzPP8Aw08PVTFU%20zgwIGA05fswhhlp+jEsxDbzDbyNqxUfhJGYr6M+GLFjku26ohKCkqEYrdhnavzskeXaOIpma/ZjS%20lbhyFWP3HLc4uhLQtC07kHcivvfQYybtlwlRneqego/b6f1Y5NkqC5fdg0EFPp7PDxwDDWnEfccA%20g+n019OAA9VPAYEAcfR9PuwDD1cjX0UxKMqCZGfiFaus1RD6c8gBuPDjjS4/MVNs9DjKFM0DMkmr%20Tw6TyTtpU5k1oOOXjhcjhqm6GcR27nSRJ1+3LSmemM1po6hTwy4YSYw9GAQo1FDlgQPM8wu7KPzW%20b5SKvu0zBAUCo7RnqfLl6uGN2w1tXh8f07/DWmqozz9661Nprr4/iRDGa2kU95JAXup+GpNAcss6%20+yv4ukHXp2/h5quXXT/3Za8o3n2WPj+H6+GPvKEJuslKUbQVVpxzAr6KVp6eWmKUnjGPieq4TrbR%20qLX8vGp3bDN0VcVtXKVEmToUEMgtKagkJWHHt9UqVnSiSMsRoXtuRVxe3LdJ7Nn39u5qM63vMIft%203RKUhElakoV1lkBR8tSEj7cAEqH8t73LskC6xZcBUea288pC5CWjGaikJWqQpY2p8x266kDDDbUk%202r5dLEq5MdxTF2z8ukQ4RMZtMve9cFbWFDzNpLZGZINeVcIFEasXY9undxzbBcbo4xcI0z4GK3Fj%20/EqdUFFK31VUgIabSmqzWoBwwoZedHRGmvxkupfbYdU2h9JycCVlO4U4K1wEaZjGmZI0zVxyrhBq%20GVK1JA1pxz8BhgLnnw/wuGEBYdv2SbfbzEs8NSESpatiXHDRtAAqpS+NABwwAkXTny9uZvtptMSb%20Hlt3povw7ggOIYLaVKStS0rAcTs2GopgyJOJZx/lHcH1supvMFNumGOi3TlIf2SHZSlobaSnZuSq%20rfmKhQa4KD2lBbew+9LnF+Lt1nflxd62w+3s2qLJAXt3KTXbx5ejAR2kyR8t+4oXblwvdxAhfl7q%20GHYTjbilkuAbSl1AUzQhQOasDSBrI+vjqQeGv1nnjzx6MSp1+ulPpXAAcc8qc6eOfDAAcPRoMv24%20HUDl5pDqC0utNctQc9K4TVUcrltTVGMRYCGXOoFlStE6ADnhQe11K1viRiypvXaxkP8A5laXfgrm%20nzBwGiHCP6Y+g8MbXG57a2zzRx5HDz3Q1KK3d69zqsae4pzERq1JUUKiDemUpsOdIupUat6iuymn%20HC5HDT+0la5L0lqbz3T9efM+r1YypRpkaCDMGgy4fVQfSmIkgy1HhXwGf3eODGMf0BSo9GXOns9G%20AAqNeHHj6vrwAFOfo4HmNaYAA0IodT4/cdMMQUqdc+BBrrnTCdRjUqLHlsqYktpeaX7yFgEaePH6%208d7N+Vt1Rxu2VNUZlXId27WcU9A3zbKqpejH32wPxpOemNpXLfIjR5SMmUJ8d1X2mktl1gXSKJEN%20xK0KFFJGSknSi050xlcniTtujNLj8mNxVRKqDXgBqMuZxULQumeh9mnDCAyPfncM+0PQ0xojUkOo%20cLhdcWgpCSAPdSsfi1OK19RdKlixXOmMf30o8oe/7ySP+zYdCc1GQ9oTr/Bzok1OK7jDs/y/k77Z%204x8H8OzyMP8ANLuWfdYFsRLiMRktPOLT0HFuEktgKCgpDdKE641fbVFN0qZnuDlFKv8AHhjsYm0u%203hq4suWZT6bkKiOYoUXakEHaEeY5ajG0mZiY9dLp3C5IdYusmUqR1+u+1KUvqB9IA6ikr8wUAABy%20wANNXu7tXFV0anvN3Fe5Tk1KyHVdQFKipevmGuCgqku7ze7nrfEau7s5dupuhJlB3okAUBbKxtVQ%20aUwB0O5d97ybYhCZNntMobV+X9ZTiUhtSemrpFWRG07aiuEOoxP7n7kuMQQ7hc5EuInZsYdWVJHT%20FEZH+jwwAVhppzwwDI1HqPDAIK1oRmDxwDLe3d3dy21hDEK4OtNIfRKQkneA6hJQD5q5bVEbdPDA%20BOR8yO8G5SpCZraVLS2hDYjsdJvpEqbLTezY2pBUSkpAIzwAMwe/O57epaosptsObC4CwwoFbRJQ%208dyCOonerz+944AGZfePcc20C0SJnUggIQobEBxaW1FSErdCQ4sJUo0BVgfiI7/nbubdvMwA7oqh%20+7a1g1Eb8P4K+vjgGVD8h6VLXIeVvffdLrqqDNS1blGgFMyeXqwMD66+Z1PgrbTTev8A4I9GOV7Q%20pcv7fmYDh9nsOKpnAcstB7OeAYZej6HAIPpT9mAYUp6svs44KoQZUIIqkihHDQ46W7ji8hSVSGuM%20uOrqxxVvRbfEcNTXnjVt3oXVtnqcaOLyIzV9K46JvwEpNqU4GfzNSAGd5UECue/bu/FSmKF7j7W6%20FqMMi1+lcVWyKCuY9uABOHM/qwCFP1Z148fXgAMABl6vocAAR+3X6aYPEAz/AF+nD00Cg1IjtPpA%20WPMckLGoOvrxb4/MlDLpj8CErdRgPusLDcgVRqHBQcdaD9uLtzjwvR3Q1OcZOOTJiSDmNOJHtxlX%20Lbg6M71Epl9OWIVqAo94GtBXMAZ4XQHp4nll4nNN3ackpUT13fdSaZKpT+jtpTnWnHTGrbvLak88%20bdf81o9DAvcesnn1xj9NSGLi2VAbHFHNJUEU3bzmKA51odT+Lhjo+TFp1xp1fyayom2zmuPnrjHx%2006mTurgcuL7ia03DIppUhIGmZxzlKrPVcONLaLu3/MG8wLELK0zFU2hp6PHmLbV8Q0zJILzSFBYT%20RfiCczSmOZcrkV47hlIg3W3xo7EWFdnGFusNJXRsRlFSEtblqUE1Ua7irDqRLG1fMG522zNWb4OF%20LgNokMrblIWoOszFpccac2LQCOo2lSaUII1pgJKWQ+z8y703c505+LBlpuC4y1xH2lFhtULKMW0p%20WhQ6YAABUfHCzEmziH8wp8Ry4vflcB+VdUFufIcEhLrm9RWs723kKSV1822laUww3GXfWhbri22U%20MoUrcllBOxOeSU7itVE6CuGKpwaDMjUg0PPh92ABdFa550GXCn6MIBABlwOtNDX1HDChZ9sX56wX%206Fd2GUvORF9Qx1nalaVAhSSRpuFfMMJjqaUfMiOzdLTOi2cMiyoSxBZVJU4OirqGQlaumglTvUyW%20KbaaYQ91CdH+brUcRYv5Eldst6ozltiGUvc29FWtaVuOhCS4FFw7k0HhzwD3lRbvmHIhW+NEEFDi%20o6bmOr1Sncq6N7FKoEmnT1Gfm0yGGJTZVdyd0SL3KZd2qitsxI8T4ZDqlIWIyAgLKfKDupXMZczg%206CbZ9nmgJFKkeHjXHnkejE45a1pXP9XIYOgBWmeg5fX4DTAAZ18R92f6sABnTLMfaD7RgEFK8AQf%20Xqfs9WBjBNajnzzPLxw6ioZe5/Lqw3EqKnJLDSnOuiKh9QjJdqVdXo6ZKNaaYvcfluDo8ypf4ylo%20NxL5crG8i339JXGOTFxSDQig8rnHwrjQvcWF5brbzKNu/Oy1Gehq0rStIUhYUk0opJyI1qOemMSd%20twdGjXhNSWTFJqCf1004/rxDqTBXHjry8fThIAPt/Vkfs54AD8X2V9Pq54OgAPoM+R9eAAqfT9uv%20rGAA5D2cuFPrwAHClctM68Tx1xOEmnVEZRqqGaunbEmPJVde31fDzMy7EpRt4GpoAOOuX2Y2OPzI%203I7Lv4mVf4covdBkyx9zxrkpcZ5JjXNqvWiKqK0I8yTx9GK/K4Dit0c0duNzN2UspFzoMs+RpXx4%20HGa/E0DAfNEJVItqRRXkeASCK1KkBNActeHLFW+9C3x2lWuMeJiFlWZKid9VVKqblJqSolQFc60F%20a+vFZYxj8C0pU+X9umtcvp/XXTLfMJBMaGTUpL7xSs7iCCKVzCK7tuoFefhq+2LPGMdTK9ySolSm%20NPljsVvYc6FCu8sSJabf8XAlxI85W8JZeebAbWSgFSc8tycbVDH20zNVG7vsrHzAVJVPYdhm0JgO%20XJ9ouNuSURA2VgrQtYCnMt22p44dQboRO87l2U/2+83bVQHHi5FNpaiRy1JZShv+tfEubUbwtelS%20rwpgqh7iw7yv3b95s0qJGvTCvzGRFfiRnS8ExG40TprS4NhCFKV5UhH1YBmV7kv6Lp2x20w7MVLn%20w0S0SgsqUptKnQWU7iKU2JyocAGYoOAGtfbgAU14DAAGvDAgA1plrhAFR7NcAHpHyomsx4UtLUuP%20FmfHwnJSpDjTRXASVddIU4U7k6bkjM8sMC07JXEgSbh8JLhwzJu0eWtTj7Kd9pUpe5PmUfLnm2PN%20plgA57vudme7NnpiyYyrQ5Fhps0JC21OIlIeWX1dEEuIVtPmURmCNcAHLML5bNpaZXbbe6EqtSFP%20rlO1Imo/ra1UdpVvwHl44AMn3n3OzcWYNhjxelDsbzrMd9L3WDyd+xKgNuVUpGhI9OAD6U+Z3+pW%207j516f4oxyvaIpcv7fmef8sVTODT1YADTw8fofDAAcafV7B9+AAypz+nPAAH2/SuBIYAkH6j9WGn%20QCoXbbybMmwJnN/kTbiVpYDW18oSvqdEu7tuzd/g+jli/ZvrSWMYZKVx0y1JzMsrOx0bHjqKa1pT%200VrjpyeHlujmivG9ueepJ48h92MzazqH1H6szhZjD0erAIMAB44AADTAAYAAcuf6aYNGM5WlC0FD%20g3IJrQ5aeOWO9m7KDqmQlGpEU09FJU1RxomuyuY501xqRnC+tr+7GP01OOcdCU0+26gqQa5Zg8OP%2034zL/FlbZ2jOo4BmMjTlivqTPIr2Ab1Pzp/WHcz/AI5PDicdFp3xhGFe+9/EhEpIyBrlnXwz4cTh%205vGMfM5mduRrcXqU9/UVPDPMipz1xbg6rGP37np+J9iPT+3bLa3vlyw+5AjrhO226OXO5KaQp1qY%200sCMOuRvQf6KArOvHEi6lkcWXsXtW69l2u6t2aS/PESQ87GhSFB2Y8w+lvp1KClBSFle1Ka09uHU%20aQ1Zu17dbe6+6rdaWEXadb4bK7TFkoalkLW60XkqQoKbWtlKlIKvSaYBJEmDZ7VD+at2tybREesk%201M1MVx5rqNoXHYK3UxyVdNOx00PLgRhVBo8k8u48zl6gTTAQaF8wpnwzy44AqID6fNoKaZej7cAU%20DOhGqudCBz+/DACOJFcsz4jw9eEI0Py+s8K8952q2T0lyI+7++bSSjqBKSsN7h5huKaYCS1Ne32b%202/O7u7RQbZ8FFu0Vb9wtjSnUpC2lOJSkKcUp1PUDQyKs6Gh5FSbWMY+Be2/sftGRDtVy/IGlPXhy%203R5FrSuTsjJkuPIW82AvqArS0naVkpFMFR7TK9v/AC57euNqZnzrpNjOyVXFbbcdhtxCGbYAtdSp%20STuWnIZZH6yokkN9xWbsXt+wSrYFOS79JbizbVIfZcSpEd9CXNqlNOdFKqEihSfswMTVD6mcfZbU%20QtQTSlR9mWPOuRtT5EI9SKm6tVFUEAcfAYW4revjXQfTLjFO7qADkT5s/rwbjuuXbfUcSsLFUndS%20laGutOVMSTR2jcT0OtSOJ19P0ywEwJy9Vfq8f04BVDKuutfHPL7MABnX1+qun34ASGZcOJMjqjyW%20kvMrGaFZ1NNeNCOeLFi/K26pnG7YjNNPQyq2bp2q4pcYrn2IqJcjkVdZrlVJ5eP7cbMZW+THtMy3%20Gdh5ZwNPbbjEuMZMmI4Hmj+IZEKGoUMiDTGRyeLO06NGlY5CnoSeFDxyI+rjit8CwGv305/bphDD%20hwzHOg09mmGAcac8x7RT6UwgDQejTXll9KYADRR4c/bXwwdAAVpSmfIcOHqwAH/BoacqezDSFQou%206bJDlwX53mZnw2lvMyUEpX+6QVJSTl71NeGNThcuVdrVUZ/K4sZZ6UPO4fcneUPtLt3veR3Q1ckX%202VHiu9tlloIS3JXtUllxP77rMjNVctcPlWouLpkHHlKqRv5fb1ovPnubKpC2SpLSg683Tf5j/DWn%20VSRin7TCM1Kueh090uyttUyyIw7A7OGQt6iNKfESK0NOPVp+PGx6aHZGP6yfd4/081+ePbditNps%2071tjllx2S6hxZddcUUBpJAo4tQHp1wnZjHRLFTva5Dnq8ZHkYQpZolG8jUAVIB9APLEGd6mm7l7A%20kWe1LmGc1Keiux2bhFQ2tJYXKZ6zdFqyc8uRoNcIhJVGr92H+VWGHeWrm3NYlvCOnay4ykrU3vUW%20nHcnUJ91SxQVwUI7aD0z5Yd6w3ls/BIk9NCXOpHkMuJVvb62xvzBS1pRntQD7MMksjrtvsJ++WtM%20xM9uK9IdfYgRltrWXnIzXVcBUnJvLIbuOESqZQcKeuuGAoFBTAMKcsuOABKildK+rAAopoOGWAC8%207b7MuncCHHIi47TbbrUfqynOmFvvVDTSCEqqpVPRgAcsfYV4vC5KGfh43wshMJRlOdILlLJCWUUS%20qqzt40HjgYHVx7Bv1utDl0kFgBlDTsmIFn4ppp5ZQ2463toAqnA4AIjfZndrraXW7HOcadFW3ExX%20SlSabsjtzrXAB1du1blZ7dbLjLUyWrn5mGUqUXUhNN29C0ilPCueEwR9T/M7KHbfBa/+CMc72iKX%20L+35nn4+wfd6uWKpnhxpgEHjgAOfHwwAB8fbgAPp9PrwAGDIYZ6ceGHWmghp+O08BXyq/C4NRy5Y%20u8flyh8CEoVGG5DsdQbfHly2uGtNByrXFu7xYXY7oanOM2tSWCCAa1BoRxyIGMi5BxyZ2TqL6fpz%20xGgwr+3h44AD7eP68ABTUekZ+sYAAcKfSueAAoaHXTLXw/TgGFdSOPH04ADLMka+9QnE4yaE88iF%20Ma+HadltL6aWkKccTQbdqE7lEAVr7ulMaljlqa2zOSt55FaLt3TGs1r7nudnZjdrXl1puHMRIK5L%20aZP8Bx9kpCQhzwNc88U7lpdC95D2+JiL5CdN7nbpASDKcyDYVQbyABmK0FdDii7yWP5/gxrtqLdc%20Y/Qg/AuFPmlDIFIBRoaE5Z8Ca/SuDzfDGPz6HNWYVxjTGhmLsgouUhJO5SVglRTtqVAE5es40bTr%20E3eOvpH7JYrze5DkW1sF9aGy8+guIaQhCTTctbiktpzNMzjpQspEmH2l3RIuku1MxFibbT/Xm3HG%202UNEEI8y3FobSSVDjnww9oUIb9nvcaZNiORHky7bU3BCUqWWQkgLLhSKAVOpPLCCgzDhT5suPDis%20uuypCw3GZSFBS1L0CNNTxwAkyVfe3L5YpDca6xvhnXk9RlQW24laASkqSttS0KooUIBywBShWZVy%20oFZVJ5VphkVoL5vr+r78IYhBpQ+sjLTAIU+8QDnlWtaa4Y2PQ/jDMY+C6gmdQfDdKvV6n4S3tz3a%20UphUAuJ8nv1N1TBnu3RN3eU0URn1viQtxFeiQk+clJJ20HowUG1mTEj5pm6TNib2q59JPx1PiuuW%20SCU9X8W3luywUGzPJvNxYQlpE15pDYcCGw6pKUB6iXgADRO8ZK/pccFBZjzka/3CEq7ONSpUCKEM%20LnqC3WUJHlQ2XTUIpoE1wUBpn1xQAZ+j1Y8tU4thT6ZjCFQM9a+nDbJJskQpBYcKtpKTkqnPXEk2%20W+NdcHX/AJJX5q1u9w7efGmtaYnvLi9wVdMiaFJUAoZhWdQeFNfZiS0L6dULqNdQOPGuX14dR1D8%20PgB+rnh9RhkTQnKv35aHCEwrUUIyp6a5a0xOEnHNPMjKCaozL3LtqXBkqunbyum8f48HRt0ckjTP%20PG3Y5kbkdtzGMdDLvcSVv6reRY2HuSJdUlrNia1/HiqNFDzUJGm4Z4p8zguH1LNHfi8xSyllItjT%20aeNOPo0pjO6mgdGtfaPafThIBNDy+n6fD7cGMY/QA0p7BwHjgANPV9X6ssABTwqPGuCoBqcs/r40%20z044ag5akWzJXae/fZqrRbllEBghVzmA+UhJr00q+mfhjct248eG+WpkXZO/PZHQhW/sTs6FeE3S%203WZhi5KJCJSUnf5sioVO3cRqoCuPNcjmTuyfY37PHhbj447l1du4rB26mMxdZRjvygpxuiHFhQQU%20pJq2lVNu8cc8bns1h+W6IwPeLy3JsrD8zex0pFbllTcasP0oAOOyg105V8MbfprnbGMamIr8H1xj%20+Ox5x87O7e3b5bLSzapgkPMSHVup2OJCUKQEjNaUVqqoxxvWpRWaxmXuJNSeR5fDuNwgOKegy3ob%20iklK3GHFNEpOoJSRlipQv1NPdvmIq6wVxJloZV8SWl3B9DrqVPuMNFlpW0ZI25KITkTgAgXnu78w%20sQs8a1x7bHcfRJlfDqcWlbyG+mChCyQ0DmSE8cAF4fm3LPwi12eMqTA2qgPl1792+lgMdXbuoqqE%20g7TlUVwaiaKft/5gz7HAEQQmJTzDz8mBKdWtJYclN9JwhCfKvLNO7Q88I5VoZpJBFQajAdU6hpSp%208PThjFzwAFTy9GAANaZa8MIDV9m95QLFFejT4Tstr4uPcGDHWltYei12pXuSuqFbs6Z4YE6zfMCy%20wXX1ybbJeD81q7EIdbTSY0VkpzQf3J3/AON44Aqc335jx7tZZccwXG7rcY8eJNk9QdDpxXFOBTbe%203cFK3DVVMAEn+1RKVhQhvhtK7Wvp9cEbbYkhaKbdHK5ZZcsAGSvd+uN3muLfkSHIhkLdiQ3nVuIZ%20Di6hKEmqRQZZDCA+rfmfT4K3ct6/+CMc7+hS5f2/M8/GdMVTODkPpw54AA+36HAAHAAHAAcc/r9W%20AAHDh9PTgAPqrTLTlzwAGf09eEM5WhC0FBAKdRXmNMsWLN+Vt1RCUU0RChyGqqT1GDoPxcuXPLGq%20tnIX/qOOcSU0826nehVU8a6j0jGVe40oPM7xkmqnf2/oxwGFfp6/TgAKDTlTw8PvwAFfr14Z+3ng%20AMvafvwAFcj9M9cABxrXIU+36sGQyJMX1QYjaQsPJ2uhQqnYsUoRnlQ541OLx1GO+fTQ4ym6lbH7%20WdbZgQZV6nTbFbHUP2+zPKQY7TqCemapAWsIJqhKiaYq3ru5uiLnnScaeGP3MfenUi7TypwVMh4O%201ITU7txqanOgJ8PHGbKL6Yw8Kplzg3LGuOpE6jQXtKmyoGhooA6lI8qTTJWXKuFs/D8cY1EoPLXH%20yxqqGOvC0G6SSggoUqoII5DTbl68a9pNRzxj4GxYqoZmj7Q7qs8O3XG0XOMiJGuEUR1XOGwXZe9L%20qXE9YKdSlxPlNKUpjoyymWMjuztWZ3lM7lVLmwHX3A5EDcVmShtLRSGy604vY71EAk0psVSlcIN2%20YW75gWuP3T3bcELlxIF+bWGGWqrV1C8hxPWSHE5KSFJJr5QeIw8xqRKvHzGtD3d9ivbUmbNjW2e9%20NXGktIa+HZfDaUxo5SpQUlsINNB4a4dQ3Ga7xvVkmxLRbbM5IkQ7W1IBkSWww4tcp9T5AQFKACAv%20bWueAi2mZk60PHQDI5DCEKKVqAc/uPI6YYCZFOYJFAKEZn/fffgACcjU0Gp9GprXCEaHsC8W+zd6%20Wu4z1luIy8equhUUBSSneEjPy7q5Z4CSZtGO5+2IvcXas128NTGrFGMWVKQ3IUtan1uq6janEBRS%20zuSc6a+WtMIk2i4t3e/aDES0Wxd+Q09ZnbfIkXNLUjZJRFddW403RHVJQHBTeAnPhrgHVFB2x3j2%20rbrLFjvNwlSSbu9KEiE2+51FpBgbnFIJ/iDKmn4ssFRVRWd5d9NyIjlotCIZtU+PEduC2o3QWZiG%200h7aU9JITvT7uzbhicux9G/T2Y8qVkzpsthxG8VSDmOYB09mGjpBquZbiLCcQlSUDaoVCgT6da46%20qNTahYtyR2tGyOpDCEhW2gT6sNxJztUjkikKVo8qgdw4Go+3HFow5QlHUkqmKMVLHukUBVpUerE1%20IsrkvZt0LOOkIYbSDXyjzcc9cTRrWcoI79X3HEjtUbdktNCq1AnXaM/vwnI4z5EI6sjC6s57kqCB%20pxJHGuIqeZVj7hGuhMSqoBFfNQ+J3ejE0+peWeZTX3tqPclJlsufC3JobmZaARp/THEfXjV4vP2/%20TJViUeTw1J1ToyJau5ZTEoWvuBHw04ZIlK8qHTprkAfEY7crgxmt9vTHY48fmOD2zXzNLWufOmg9%20NTz44x5RpkzVjKqDMZUHKnPUDKuIDDhuGuvP6/Zh+ABxFNfX6MJMYEChJGXHn7achhoT7mLvM6be%20u55vbka8mzNQ4rbzjjRb3uKcqFVWuvlbAG4Aa41eNx1bjumjNv3tz2oa7MeWvtmOmiQOo4FuoFA+%20UL2B7n5wmopjG9y5krkqdEavB40bca0NZbYymwXVJAUvSv2k5a8McLFqizOl6dXQ81+eRAk2ZQOj%20b9Aa095HCutRj2v/ANeVIyPH/wD2CTrE8voiihXOlBWh8OdPpXHptqxjGTPNVZW3+iUNIAp511BF%20CKcCNR7cY/uiW1NGz7S3V1K+Bbnp7ymmXWGVpTuK5LzcdFBwCnSlJV4DPGJQ3z0Lvzt+wQ+25DUC%203NQ5lkfhMOTU7i5L+KjdRSnNxoKKzG3AKhH+YfaUC0WSGm3MRFN2zoM3i4tKcMtT8poOjqtqCW9o%20B8uxVeeEMfnfKS2ImRmIV7cpcChq3pfjVUt8xkyFBwtro2naoUND9+GBQ9idsx5l5TJuKI0yHEal%20vOW5T7fUdVFZUvprZCg8GyU5q2/VhUIyVSZNY7ahd6W2cqzI/KLhbWbmqzp3qZZU80ffKQpzpIPm%20UQN2BEIsrvmPbrbA7pcRa2Ex4EhhiSwhqvSo82FbmdxK+mdRuofAYDqZimHUAz/RhAGeWefHDA0v%20aXZrd+ZckPz0wGkymILJ6ReUqRJKgioCkbUUTmqvqwqjoPdu9hG6OTEzbgm3pjT0WptQaU/vkulQ%20SCEqRtR5M1ewYSYDt5+XT1rs0mY7cEruEFliTNtwbyQ3IWptG17dRSqpzG3EkIaY+V3erzaHG4rJ%203oaWEqlRkqHXFWgUKcCklz8NdcDQDPcvZTthtNnnvyFLeudepFLW3olGqd25wKNcvdB8MJsEfTXz%20O/1O25j315/7kY53tEUuX9vzMAM6er6fXiqZwfT204evAAfT2/twAH38fpXAAcjx1yp9uEMOXpp7%20SMMQcv1+j78AB9v0/RgAONfH6aYAAg09Xo0GDQdAOhHDPEoyaYmiI9GU2ouMEpFaqbrkAfeoDQfX%20jWscmM1smV3Bp1Q4xKQ7VJG1f4kj2U0GKvJ4bi6rNHVTqP588/2Yop9yaAH2fQ/VgABr6P1/owAJ%20w1+lB+jBWgxeND6PtGARDSL/AHKfJgWKMy/KhttuSC+tSBV4nYhASDVRAJrXF3jWK0byRNRqqYx/%20JxY3mpMBEpKClaytLm6hKVoJStII1AUkitcT5fJcnRZI5eVtZPBIGtOB14Yz3qSIq7ValOF1cGOp%2001JcU0hSicxWpBz8x9uB5kaIT8ms1BS3xNvL4dqmlP6NNMvRlh5DUUjxLvltpvu+6tsNpbaDoCG0%20AISP3aTQAZDM/fi7apRF63oT+1eyhPt829XtuXGscWMZDL0dKAqQrqpbCG1rCk0qfNl6sdDqolpC%20+WMV3vG/2eRPc/K7E111yElll91K9oaRveUGW1KK81HIYZJRKq39gTJlxv8Ab35Ldqm2NovGHKSt%20xbh3htKN7KSgZuJ8+meQpmEJRI167Gu9tmsQWXo90mvOPMKjQFLcW2/HCS4ysKSjzJ6gzTUHngFt%20Lm6/L222/t2Q85Ilo7gg22NdZcdxLQj9OS8WejkOqlaNan2YZJoiK7S7dc7Ek3+DOkLnQvhxKZUW%20S2VvLKVJ6SavNpRwcWdquAwhbexkmWHX32mG83XVpbbHAqUqgr9+GiKNoz8pL5Ivz9lj3CC5cIiS%20ZQPxKEoqsNhIK2Ub6qUM01SNSRgJbSD2x8ur33GmauHIjMfAvfDOB9a/O6QpQCC0lwUISfOSE+OA%20NpLY+U3c76WksyITktxUf4mEl1RdjIl1LS3vKEbVBJNUqPowmPYQXewLwm/Wu0sSI0s3hvqwZzK1%20iMpsE7lKK0pUnZtNfLgI7WWDHykvrqmgifb/AIKR0EwJqlvBiSuQVJbaaJa3b6tmu5IAwxuJRQuz%20e7riwZMCyzJkZLimy+y0paN7SqKAUMjtNK4AUWS3vl/3FG7enXue2IKLe6ll+DJQ63I3roU7RsKM%20wsHNeY4YQOJ9TOtOtL2rFCOFdceWaOdy3KLzOOPM+quFUhUkQ5i4+7y7kqplXQ+zE1Is8flO30JD%20N0JXtdSEpNBuRXLEt5ct8+sqS0JUl1noLK9q6AgaHXLLXBKh3u3IbSloa6+z68czDY4mS+hASFqA%20AyGdMNSZ2jyJpUTOnZT7pG5RIHAZD6sDkE+TJ9Rmtan8R1OmeueFU47gqaVGv6q8MFMwqXiHW0x0%20LUoJQE0qTQZDPlnljtVUPQQuxjGrZHXOeWaR21KNPMqhHhkAcLc1ocJ8qTX0IZm2+Ld46o8+KpKQ%20NyHK0UhX9JB4fZi9xObK2/AU7fmqjRQC5XHtRRZuqviLImobnDVpKRlvGWQA4+nGrO3a5EdyyZVh%20O5ZltecSb278xuz+4p6rfaZ5dl7C402406x1UD3ltF1KQ4lIpUprjHnx5RNSF5SLifebTb3G2501%20mK69/CQ6sJUqtcwFUPrxy8uXYm7ke5MqlVCKKqARTOopz5eODayVSi7ovy7elEKGnqXWUKMt67Em%20oCyM/V440eFx01vnlEocq/T6IZyZRtdrWhyKlu4x2p0hSw48+8neS4aKNCfw1GmMv3D3KVx0jlFF%20/g8CMI7nmy/gwiemENBuOgZBI2pAHBNMhjPt23Jl25cSVEXWgp7QKctNMaCRUPGf7wl3+AmWEbOp%20vZk/i20IW2BU1J48Mek9juuCeMVPO+92lNpPGP2oeR/zWEq8sUqSaKBW5mQFVBIAqmtc6GuN9cyT%206f7h/vlRmA+Iu5Fm3kTG0IQ2UbaLV5gpNCmnAAcNcZvuF/clljHzNX27jqLdGMApUPuOMtM1qZF6%20jurvKYhiCm4SZKGUFEeMAHDt6ZQfLtVuo3lXUDAIiz+5O4Lhb2LdOuDsmDGp0IyyNido2p4VNE5C%20pwMCWnvzvMMKZTeZAbW2GSAR7iE7EgEDcKI8tQa0wAVdrmXKDOZk2tx1icgnoLY8zgKhQ7cjWoPL%20PDFWhYOd4d7C59ZVxlN3LfXcpIDoUUBvbtKa0KPLtpSmEcupBu066zrg9Jurjr1wVQOrfBSvIZAi%20goAOAGGdYoicdPXgGFNQcweGADlagnOmenqxFsaRedrd6zO32XmG4Ueey6+zLbakFaQiTHJLbg6a%20kE03aHI4hUnQmWr5jyrc664i1RH+s+3OV1VP/wCutFREmqVg1VvzT7vhg3MRxcvmLdLlZ3bdJjR0%20vSmmY8y4p6nXdZjq3tpUN3TTmcyBnTElITRJPzHuu9LhhxiUrt7gB6lK2wUb1UffzKvqxKpEzMyS%20qZcn5i20odlPqeWlAy3OK3ECu48aYbA+ufmd/qVuz1WvMf4gxyv6FLl/b8zAZnhiqZwDmOP7cAB6%20OGn3YADT1ftwAB45+nAAfb+3LAAcvtwAH3/ecABwr68AHbjDzSW1uNqQh1JW0pQpuSDSo56YGiTi%201qcGnpp+v9GBCDTP6ZZYaE0MSIiHvOPI6PxVOZ4EnGhx+Zt+mWaOMrZwxLIX0nxsd5nIE1x15HEU%20lvhoOE23Rj6HWnNwbWhzZ7+xQVtzp5qe768Zco0O7VByhNdSOBxESOcqeGHnUBuRIDLZVqs+6BrU%20DU56Yt8XjO4/A5TntILdpkddUxqdJgy30ht9cZQQVt5HYuoOnMaY78q+tI6Yx4k7U2ibDiMxYzcd%20lO1pAoAM9TUmvMnPGbJ7sycnmPeNcxnhC0JTfbneTyEux7BIfjuAKZfbkQkpUkmqVJC5CVUUM8xj%20srTehZXGdMYyO/5X75KhXtmTSuplQNKVr/rHPKmH5Mh+mfhjH8Hz98w2Zcfva8My2jHmNvJS5HcU%20hakKLSClJU2pSDkQfKTizBUR1UaECw9y3GwSJEiEpiktssSWpTSHmnWyQqi21invIB9WJkossmvm%20F3Iic/PUqM9ImdQTC/HbWHw8oLKHkqFFJSUjYKeXCCrGGu9u4m7tcboX21zrq2pqap1tK0qQohXl%20SRRBSpCSmnu0ywBuGO5O7rr3CtoXRUYuMlxwdBhtlTjjwT1HXQgDqOL2Jqo4B1ZMb+YPcSLY1aN8%20RyKwhpna5HaU4uOyrqNsOrpuW0leew4BVZxM75v8u0KtLnwjURxCGnVMRm2XnGWVbm2lupopSEE6%20HBQK5FJFdDEpp/bu6biHCgkp3bFDKqSCmtNRgEpHqMb53NRlsBNqlPtMla0uyZxelpLjqHekh8t5%20MDZtUjPcknPAdN5Q9ofMdnt9M7fbnHPi5nx6PhXxHSKJWPhnapWXI56nuZaYVCKkWUb5xMxX0Tmb%20KBcnfg03BXX/AHLjMAKCEMt7Ks1SqlSojLAkPeQkfMa2RrrZpsO0vJasTfwsJl2SFlTLql9fqKS0%20nzLDgCSKBNOOGLeTYnzctbDEOGbK65arWqLItrXxVHg7FU4urroaotK+oapCU04Ea4VGNyKq1fMZ%20Vut8SH8GpSoyLmkupe6YUq6o6eQSMun9fhrgFuKrufu+deXWemt+LEREjRHYYfWWnDGbCeotA2pO%204prmDTDqJs+wLg0XWFHVaKEnjQZkcMebkjW5drdBlQPaD9fpxxoYdBPt5nAJBr92leWAApwoK8OW%20WHUdQ1B8R+rCEHH6/ZUYAACmXr468cAABUDiMs9eWBgGf054AbFqTlmRwBqeZyGGzotzyRaR1fDQ%20QpY2kVITxzOWuJuW1G5w7TokNMXIqXR4AA5JIJFD+uuOMORV0ZoysUWRA79tH552hdbJ1gyblHUw%200+RklR8yVEDUV18MXY8jy/qKzseZkYydA7y7puHb357AiWKL21vLL8CR1nJLim+inpgIT0WeJQa4%20tP3WGtCvH26TfYeZhT7PcLqt+3u39q6NtoiPqS2vpAI2KZc6hCkIr5tyfZicfdbUtVQ5/wDj7iyT%20Kq+jvSy9lwYsu8LTbEvRY97kxE1kR4KnCH1trCSryoyqK5Y6R5lieSWZH096L8BztNjtdHzBlMdj%20THrt23+XoXOkOPOSkNTi5+7Q286Sqq2xVQrl9WOXuF57NqZ04VqktzPSkMRWEgyDvWf8mnMDOufi%20DjFhZSX1Frkc5RqqjiLonQtbR+HaRUcsWFJLQzl7jnoOpucUgElSaknMaDxpiSmdo86D1PEv7zKh%20+YduKGnRl5qIoPO0a5nTHoPZnRPH+Gd7q3KlDxMJOQpSgqQr3sx71c/HG3Xpj4Z/BZfhpUx33xin%20h/TrNTXkabRxrnXFDmvGMdTR4SpJ4x8vDM0nZUqzRZ86TdGoz6WrfKXCZmJ3trlhH7hO3iSrQYzq%200NKlT0SLd/lm7KQ4tu1wiyYq21MAtVU7DWZKdyTU7X6ClcjljopIhtKTviV2Q7ZJKLM1b0TIj0L4%20NUZNHHUrjbpO859RIdGdcCEaN+4fL6fOblSV2Iod+DEwOJS2RCETa6lgNgBMgP10z93hiQGL7Du3%20bkC+rdWtyFKW3MahXN15KYzXVaUhgrQG+ok1I84dywiLNFb7zZGO97TeJl1hTlQ7a1BfmLeJC7gm%20MrbILgG4thVAXuBwIIqhie/XLV/MS3LZI+JQ6005McS8uSgSlpq8lD7tVuJB/EThEW3Uo6Vr44Z0%20TDTOuXHCkAwtRJz9mObJo9F+VlkgT4Ml121MXZ83GDFfbfb63ShulfWdSke7mB5+GBDaLLsrtK3F%20+4BVmbuQVeY8UCS0pzp211Tm59uo8qTsyd8NcOghe7u2bBE7RuLkO2sphxYcF62XlKKOPSHnlJeQ%20X8g55R7o0phMAj/LnsyjbL67mX91rbdWlxgI33RJIUkKaJAbI8a46RZEzHeMrtpEeBaLXDLNwtTz%20jFxlLYbaL5QrYDvQte/3a+ZFc/ViQj6W+Z2UO28POvI/4oxxv/aUuXp8zz6gppiqZ4p8fQcAg9f0%20+hwAH7afswAH0+3AAa/VmfHAAcj9M/2YAE8fXgYy5tPatzucR6Y0ptmMyDVx0kBRSPNtoDpzx1jC%20p3tWHJVKlbrjm0uKK1ISlCSeCU1oByGOTODlX4HP7D6dPvwIA9HHT68DADTj9deeGhMqO7ok+b23%20cGLeCbgWVCLTJW6o3BKiRQlNaeNMWLF+cGO3Fbsyse/kyXd7Ar5f2aTaXYjTye43pDDrCVpU2Alp%200uA9V7q+bcBw1xYjODf1aFu/KO36SY3+RKm3Q91TXYb7KUGzoaccbChsG5TaUeVxe/LafZibjaf2%206HC3VrPGPyIzl27gbtdojrQ0zc7tIjQBLkA9BtySqnUcSKZJT9eIzsQpVPMLX1XKY/kspVsvHb/e%206+27xcGr06YCZ7E1pgMFALhbU260FLSDXNBrmMDvOFvassY/wlf46i9xanxzJ/RXLGc2cKAdSOOd%20frwhgTz+vAJHtPb3/cNt/wDlWf8A+mOeL8NEa8PtXwLDEqEj4Y+eD62/nD3SUf8ASWwoHIH+rtca%204VSvc+4kfLS62qH3PYnWHQuVKlNR7mxPisKjNsrWAoturWs108xQmmeeJJgpZkns2HYpl37qYnw4%208v8Aq0pcJTy1IDS0yQneztW2NwbWTrwywEkTPmD2v2paYbDsNgQd1xMeMtmV8auVbg0FiZsK1BKt%202QFUg18MCHIt4cOxSflY5BtTjMhLyHmmfi0Ro8xdzMpvoHaHFqTRndTz7aezDF0Gb9bbK58qofwz%20oh/l8RuQ4ELjbJdyW+pDzC0BPxJWj3gqu2nhgqN4xj8zysJUVAJFamh4nPlhEBKUNFA1GemnhUZe%20GGAg4U01NdeOAAyFMiM60HiRnlgDGMfkaDsKyQ733fbLXP3GI+4S8lBKVKShJXtChmK0plhDiqvG%20P4NW12X25P7q7TaZhrh2+9xXJMy3turVtU0twbUOulSwlzZ6s6YCTiupeQewuyZEK03ddpUtu9Ow%20IptwkSKRvinXkLeQoK6hJDY2bztGeCo9qMtY/ltarlbGp0q9OwnJKriUR24nXCGrcnc4pS96M1J9%200U1wVRFRQncHbvY9gsEyG5JMzuJ8R5lpeWiSyfhpCEueZCC4wFZnylR51ypgY2j6rV7h9Ge/Tjrj%20zjN27oUIpX8NK8a09X3Y49TAf3nKvdP3/TTB1OLDifSKfr+nLAJC8qaVH3c/pXCGJ+Dxp6q7fZTD%20F0F/pfd6BhDA0px9WumAGBpXj9eDoNBgQloS7dt6prs4a136/hpicS7xfljH6nd1rtGvDWnT14Y4%208rXqeh4+hAPHTjTd6eP01xWRdehZXKnwzdaeOvhpT7sWr3248Sla1KpVKn3fxaa8cUC4Kn3zpTjT%203v0+nEiQuW0+hdN3u6H3vDn68TgQmddu1+EP+r1oqnwVOn/yf+Hzxbf3dfmVL/2vGP5oK9Xqrpur%20uOtN1PGuWJnl7/3vX5iceOEcg/DlXw5/XgBHkv8AePp8R2xX/o8n+JXd77WlOGN32zR64xmX7/2r%205Y/g8ZPuOe7qabvd90e9441I9NeuP5KT6fb0/b8v6OxTcabaZc92p5505Yr3q0R34+r0xjPxFxWL%20go1wwY837g5cMTRCWoD3z7vH08MdHoHQVXuK9fve7oMRQIFe4rTjrp68C1Iw0QfiGmh9PDARWmO2%20PkLx8fqwExB7grpT8Po4UwSH1GT92eOJNaFhZdvWer8d/CP/AHfu36/jp+DC7iY/G2VVX80r8J/k%20d27jrT/IYa1DoR5Gz8mYp8bXqKr1d3wfH+HXLfzphdBjo2dQf6/qz/SrSh+v/N4kiLIqv9aXTd/F%20y3/xNR79fxY6vQg9D68+Z3+oW7/GX/wRjlf0KfL0+ZgBr7PuxVRnMQVoOeXLnhDFGg1pxp6MNiA6%20H6DTAwQKrTx8aePqwxBz9eIkhTThy/RrXDYkJ+gaen6UxF6h0Lhvd/LR/wBf29RXubfg67T/ALrd%20zx2z24x/Z3//AJ9f2Kfh6uOmObOC1DPL0HlzwmDAfp+hw0ADQekfZiPQaAV/9Hww+gMcdpQV3aJp%20vryHLhiURrH54+JGXXcPd1/FTw93E2RZV969L+XJfW+F2eTf8f1OjTeP8z59/wDR251picOn7HSH%203Y/wpvl98B8RcPg/hensarT4z43Q/wAb4z950v8AN04YL2p25Bsjr6j9gxXKwitD9OH0piQIU/i9%20H3nB1EtDX2/+bvgmOh/M3Q2J6Xw38tdDbTLp9f8AfbKe71PNzzxcjojXt/avgiWP5z//ANq4a/yt%20iaJ5HyV83vif7SL78V8T8T10db4zofEV6KadT4X+r7qadPLnnXCKtzUyDfv5Vrty266DWvDDRGJP%20O7pt1213D+JSn+5pl6MSGEf31fw/+T9PHAdGC/fV/D9w+973H/0cBFgP9YVTp1p+H+Jp44fQOw5l%20Q6Vomta0pX6UpgFHGOx2r3vXx9GEDEFKnWv1anAwxjH7ijXKuvD0ca4Y0T+29/8AMFup8VX4hvb8%20Bt+KrX/m1cupy3YQLoei3f4v88Rv/m6vxEHd8T8N8Vu6jm3Zsyr/AJjb5a1rwwPUkT2Pi/5nuVf5%2033/Cx+p0/hvi9tV/xaeXpf5rZ5q1wLUJVMjaer+UQ6fn1Nl1p8P0+h/CFelXPb/0r/B0wuw4/MpO%207t/5nH3/AB9fgov/AHns69OkPc2f5D/Nf4ODoRl8z//Z" height="291" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Índices espectrales de la etapa inicial en cultivo de caña.</span></div>
        <p>Las imágenes espectrales tomadas en la etapa final del cultivo (<span class="tooltip"><a href="#f15">Figura 6</a></span>),
          muestran que el índice EVI alcanza valores de 0,6 a 0,8 en el 74,4% del
          cultivo, de igual modo el índice NDVI muestra valores de 0,7 a 0,8 lo 
          cual representa la presencia de abundante vegetación y se corresponde 
          con el desarrollo foliar que alcanza la plantación según las mediciones 
          realizadas. Por su parte, el índice SAVI muestra valores entre 0,3 y 0,6
          lo cual subvalora la densidad de la biomasa existente.</p>
        <p>Con 
          respecto al contenido de agua de la biomasa y el suelo, el índice NDWI 
          muestra que predominan los valores entre -1 y -0,6. A pesar de que el 
          suelo en esta etapa tiene un contenido de humedad mayor al 40%, y el 
          contenido de agua en la gramínea durante el estado de maduración es 
          mayor al 70% (<span class="tooltip"><a href="#B10">Rosell Pardo y Ramírez Rubio, 2021</a><span class="tooltip-content">ROSELL, P. R.; RAMÍREZ, A: "Evaluación de la frescura de la caña de azúcar para minimizar pérdidas industriales (Original)", <i>Redel. Revista Granmense de Desarrollo Local</i>, vol. 5 (2): 107-119, 2021. ISSN:2664-3065.</span></span>). </p>
        <div id="f15" class="fig">
          <div class="zoom">
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XdxMdqo8D%20DbGxsAV0AGK5JUyFI5tQ/wB1xKin4SOzsHZTGI8N6gv+VjulPhwPbngRgTAlRSoEGhGYUMiDrXEZ%20RqSjKjLVY78uQ4lh7wyEDch4HbuIIPuOQOMV+x1OvxeU60ZeYHV0yOAh1HMAIBI+vw9udcsYXA7l%20nltIulvnMTGUutKBGW4A1pUV17MStfyR2bXIU0eDJRIucoAf86donQ5rNcsqfDHplRxRxoyzrjHt%20O3HFbv3xQeKtRkP0YKFrkBtxtZ2pzUBp2fQ4i0SUqnQpuPhokZhfAjMClDhjQYoNae6nD3d+FQKA%208VKeyvwwBQGZVnXhStPpWuADhDjZVtBBPZp+jDoxVOyRmeHadO3CGDOvech8PdgECuWpCe3hTMcc%20A6hb0niMx219uf0/WCOghRBpXsyz7P1YCSTOHFFsiqFVqRTjXLLDSIt0OEvoJHh107zWuVMPayG9%20BpktZAHXLPIVzz/XhbR70cOytyTy9aHLX25U78SUSMpmt931fox5E4JyFO85SVJAaABDm41J1Ph7%20sMkOoEbzcwRkGq9w3NjNWZ0pn2e/HU4XGcnueiHC23jHc0J/oiLIsgZV4LglJW26nQKP3KVoUnTE%20+fyd+S0N/wBj6fEzY1BIJ45kEHOvdkcchZnOlGjO2nFtqCmzQ6U1Bzxr4/LlbeTEm/aWjpnqhcR7%20Y4VqYczcYrxpkUDHdX2+RHtM1WORR0ZoUSXHlspejrDjagDuTmR2+zHH5HHnCTyOlCakK/UOJ9lB%20WvGmMjoW1AaipIoc1U0z11oNKYeokxndrVCucNcaWjck5tuDJaCNFIPClNO/ThiDiU3balkY71Z0%20vd4kZyDJbDandvLdFVNKoo/eA1y0OeLuPc2SUjHBO3OrWRUF9IzVEb3GFUNanfx45p0y+zHVXqaN%20v+wjTRicjpeaxHcdUplSGU1UE1yGQORTx07DicfUoklzot9cY8yO8sdytpQK13KBrpTOg7K8Bw40%20xP8Aupo0f2o0LJ0q3sakAkbyrxJyNE5EGtND8OzHJ5t3ecvn3N9KaYx8ycpllx7B+jGBnOxj3g7t%20BgYVxjHyHVvuc+BJTJiPKadSTUDNJ7lJ0Ip24daFkJ7cy0x/UuYlukmA244KAqbWUA5dm1RFaYe4%201x5joWOwdYW67ullBMWclO7krIooUqeWrjTPhWmLbcjXY5G5nmgVz14117/bj0Fuaojr/dj3BnwB%20y4UxPegVxPqD6qdvxxJMmH7cAArhgDL45/DAAWWAAd2AA+IHE/pwAAUNPplgAH0OAAcOzAAD7tcA%20Az04itfdhAA5VAwwAafqwAACvu1wAWb0w/8AmN00NP8AeLH/AK1cAGweun/myN/1Fv8A413FN7VH%20kf8A2D/IvIzoLWCmiiCj5czlnXL354qoefogqZA9uVMFQRO2KyJdCJkqhYB3NtHRdCalX93L34qT%203OiN/G49c2TTCFSnueqoZTk0nOh7Dtxr5F1WYUWp0ox7D3j2jOo9n9mOI5VLWxCVDbkDdo6KBKhr%203U+OOjxee4fSyMkkFBukuDJTzlbVVBSv7ppl4gMu32Y1X+HC7GsNSdu44mgWTqduS2Euim0eI1JU%20BrX+8Mefu2HB0Z2uLy+jLGFAiozBzBxXU6sWpIGFQonCjyKz1N0lCuLSjyQsq1TTJJ7QAa/D4jFl%20ubRy+Vw4zWSME6t9N5Ea4uSlSDyVnL8PcU0oBnuFa9v6cdSxyzC+RKxFRoV7+S2yADKBFa/4WVTx%20zVjZ99spl6yk9A/5NQf+d17+UNK1H3sH3pB/u12B/Jqa7hMz4nlZ9n72uE7zYv8Ad+BPRGRHjMMk%208wMpSipFN20AZ0piqrZwOTPfJy7ioqkbhkDUZezPDZRkGQpIIqKA0IBBBOdKU19uFlUSegpEkORp%20CH2z4kGvu0I94OIzjUutS2upZnOqrcEgpS6sqB8KUgbSc6Eq2192Mn9dnRXMQ+s3W0WPJHLUuPUg%20ALyTnxqknb78Jcdpo1WfUEtKmFyA0uQ8sITRxxahVI+8oka17cdSKyoVO5KupxQdieFMhoCaUr7c%20Sz1DfLGMewjJKEiU6EpAVkCB7BlnXE6na4qrBVLt0r0NYbrZIb02RJbuV1NxEFTJbDDItzIdPNQt%20O9W8mmShTAbIxqKdI9A2a/dHqunmXjceTMfc2OsBmL5VAU2l5lf4y+cNCkgYAUBpZ/Tc3XpaFfmb%20xHaDwkrmNPNPJRGaiJSVrLiUnefFTalPsOANuQ3idIQYXWsCw36Q4uFO8uWJVu2kuol7eQtPNCdq%20Tuz3J3d2BoNmdCr3+1twLxPhsFSm4sl5lKl03FKFqQknhmBricWZ7kaCSNxQN48XGuuRoMQJoOla%201GX3svqrhDOXErKfCKq4j9VdNMSRGVRmtCkZL4itRShoKJ0BxPIqo0aX6f8ARVmvVpjS7g9IQ/c5%20yrbDEcoShtaI5dLrgWhW8E0G1NPbito2W9KivS3p9Y77aWXZz8gTJ82Rb4ao6kBppcZjm8xwKQor%20BX4aJIIFcNOg5W0xn1Z6a2S1WmQ5DfkquFtkwok4vKb5Lqpsfm7mUpQlSAhWVFFVR2Ym5FTsjuR6%20KTg4uKm+W1ctDy4iWEiSFKktsCRyk1bCc2jXcTt4YjUf2UVTrqy9LWp23tWC4Cel6NzJyi82/wAt%208ZcuraEFNOKSD7SMTTKLiSL/AO3Kvbp3Y8ccJa0Om23HSG2gSpXyildeJpwpjTxrLnKlAiixdO2e%20B+R2liLZpDPVTEhDr92LCuVtSurrpkGiVpWgEBNTSumO1emracU86Yxh9u3FOmP28NDTlFCTuJCU%20DMngAOJJ4DHEnKpOeSMWuclEm5S5LY2NvPLcQnUgLVXUEiuKGji3c2Nvb20z9nfgKm6gzFDoR94f%20T44stXHF1Q69y1dLXOXVaIiimaync5Hr4Hm00BKexY/sx37HMjdjsmabMmi8Wy8xZ6CkEtSEDa9H%20UaKSqtKaaYy8rgyi6xzR0bVzciQ0Oozzr3DPhjltUWZasw6GpHEZAHP3YBnDzLLrKmX0B1lY2rbV%20QgimdQft+zCayIyhUzbqfoyTakrmxCXbeFGo1U1WgG48R3/HEGuiOZestFUkMCRHUyqtFpIGuhy0%20Gftw4uhni2innfvIqCsHIjTcCfFT/S+nA601TGMe01pqnh+2Xux1U90/DW00t9VUpc2pQg1B2pKj%20UimXzdnfxxnuzrkZ70sYxQlta5ZjX6/14pKEDh2DiMAA1pUZcTrgALuOvEfowUBUJno7/wAywBnT%20c5mB/wAEoHhicNTRx39RmY3Be7juCjQ1Faq0IOdM868PmGN1ce7H5m1yTyx0x/8AyzjcUoGYyGhH%20ACqRSgFFHxAfEHLElJ1BSbeMeH5CDgo4r25aH6xkcdWzodmxnE0CxdLWKT0rFcft63Zk6BdJqrnz%20HAWFwFJ5TaUA8uixruFfqxaXC9h6R6ekenypsuCTe3Ys+UwtTjqVkRSkBaNpDKEoqdyXBuVwwANb%20f0D07N6Tg3vzs1lXlpMu4oS028SGXENBLCAtPFVfEdMzTAA3Hp7BYvV8hXC4PJiWaO1JLzDCVOuC%20QpAQktrWkIUOZ4gVcMFAbJdfpBbDKeQzd31xYT8iPcJDjDbQQphtDgWmrhGw76EqzrwwBQY370uh%202i03i4quTzyLS+IxbEenMW4EraIVuoEbV/iKp4T7cAGfjv1wAD3ccsAAwAdISVLSk5blJST2biB9%20mEBovXPSFgg213yEMwnYNzZt5kb3VmQ05GQ4pxQWVJCgo18ApQ6aYYE9K6C6SbFzeFqKPyZyU21H%20Lr/8aGozbiFLqvdkpVVcugpgArM/omwudT3dgvPWy3W62sXNcdpBkOJ5qEFTSQ6tB+ZZoVmuAB+r%20ojoXp2W5Mvc964WqNJVb5KHI7jdZCmUvtqQI7hcKdqs+zvwBQrfpwpr/ADP6eLKQlk3RstJFckFZ%20CQN2eQI1zwAa566H/wAWRe6Ej/jXDim9qjyPr/8AkXkZ0FKGYXtKM05mta8OztxSkeekunccwIDs%20yUGW8xqtYGSUg0Ks6Yi5Gixac2icXHucyxXW7RZzcaJZ3XGEWsthSnExqJ2qcOYLv3KcfhjTYjsj%20ueuPjip6O3ZShj2YyLtZrRFXbGHZDJbW4hLgSSU7QoA0y7scXk3pSkaI2VFMiFhKVqSk1SCUg11C%20Tr9WK9TI0FmNNeHdphiyOHWmnkFC0gjUUpl2Y1WOXO26ojtGrTsu1vJcQo+XSTQ6qR+sY6so2uRH%20/wAwjNxLlZeskbEJUAltRHemp1ofu5+7HF5HCnBnUsc1ouESWzJaDjZB0qAa0rjGkdqzfU1kLYAu%20Q6kVeLBCuDKwpscw1PChJIrrxyxKMnHQwXuOprxMj6u6NcguuPxmSlpHzN0CRSmoHA04cfbjdx79%20dTy/N4Eo6FRIp7RUeztxtUqnGaaBU9uWGxAHhPiFctD3jXh21wakdQ6ZA1qa0pnXLjgGDbtPiGho%20pGh+sYVarIXkBSaAhQKVJJC65U0ypw41wxrPTQ5QtCwShQUAaHaa0I1GWChJprU6SfaR3ZH3aYa1%20HB5lTXYLwVFQYRQklIDgGRJ7cxixOh0ldguoR6fvABqyiorkHEnT2HDqsUBXbffGMZlauCX2Lo/F%20dA3oVRdDuSKJFM88WrNVO9xJfSqaExa+tOpbXanLTBlhuE7vohTbbikB5Ox0tOKSVt8xOSthFeOA%202qVBBnrK6ttTmYzkeOLkkMy3GY7DTim0imxLqUBSEEU3JFK9+Aip1F7X111JZreiDClJRCaU6pLT%20jLTuUhIQ6g8xKtyHAnNJ8OEPfkNZHVV4n3tu+vyt90YW2th0JSlLZZI5SUNpGwJRt8KQKd2HQW6u%20Yyly35Up6XIVvkyHFuurptqpwlajQaVJ4aYQ3mNnFPBQKEhSTqKZ09/bhkG8xXMmnHhxP9uWEySO%20FPNpUN2p4DM0rh0E3QJxAdSnxZihr3GnDvwJicak9Y+s+o7FDch2uUGI7y+aUqaadKXCgtlxtS0K%20KFbFEVScKpNZDy19fdURGX48aQ00y/mpKI7Cdiy3yFLbO2rS1t5KUmhPHPCJxkJXvrHqW5wWIUyW%20FxWFNuBKW2m1LWyjltqdWlIU4UJFAV1wJjk2H/mF1f5wS/PDzAkqm7uU1/jrZ8uVU20/wvDTTjiR%20DcypykL3LcrUL+btrqNcSTKJxNfbbcccS22krdUoBCRmSo6J9pOPJwi5M4OpebFYkFTdvQAQ1Ry5%20v0oVKrkzqckDLLvOPQWoR48Kv+T/ACNlq3XIu6EBKEhIAQmgHdw4ZfT2Y49y65SOislQTlxGZcV2%20K+Cpl8FC01pUEDLcKEadmKaVCSrkzL+runmbLObaYWpUZ9G5vmEb6pIC66dx0xBnI5ENroQWuupy%20PHXPEWUY+IWorqKDPU4BFh6DivvdQtOsr2JioW47/eTTbsGvzV/Ti2EqGviwbljGGX262NqU55mM%20vy81NCl1GVSMgTQ/A47PE52W2ehunarmhK3X5xD3krokMS0Uo4ckOAGgIGQr7MW8nhRn9dvRijcp%20kyapTIUIzFRppqKD68cWdtp5mlZAAqeGdeynH9NPqxAYO/IbhQe8d+WGJxTKf1J0IxI5sy2HkvK3%20OORyPw19yNuYVXhitqhhvcfsZe9Z4Tz5ddbKVq/xEE0BIqPEO3vGeGrjWhkU3HzHoSEpAAoAMhoO%20FNMQeZRWuMY+J8e0Dhr9O/CDGPcADs10HH7MAgamvt79MuGAYPqHEH3VwwSqSvSkZ2R1DCQ2pbYS%20repbeqUoSVEHuV8prhousR+opY6ckEkrcRUncU7CRpQiu7PX2+/GtXKY/T9DU7kU8sY93sAenJIH%20ifTT71QSaZngePi3Z92GriIxuRx+3lTy70IOYypmU80pW9SVEFYNant4547Nh1id/j/xJOE51gix%20PmEu4JsAV/E8nnCIFgpV4ynwA1CTi6heGm6dZSbXNdTKuDtrWvdcXAt5UfesipeIOyqsvmwgG0Pq%20PqCAy01DuUqKwypSmENPLbQhSwAsoAIoSNaYAOoK+pLlNkIgqmTZs4Ey0scx115IUFEuBNVKANDn%20h0AdwZ3Xj1zcYgyLo5c0uLdeZZW+Xw6QEuLWlHiCqABRPvwIBvN6h6pW68zOuM0ukLaktPuubvGQ%20XELCjxKRuB7MAEVTLLXhgAeRrNeZYYVFgSH0ylLRGLTTiw4pAqsN0B3FI1pgANFkvS7gq2t2+Sq4%20pruhIacLwAFTVqm7LCA6V09fw1KcVbJQahEpmrLDgSyaVo6aeDI/ewwH1xn9cxYsVVxeuTERbSmo%20apCnkNqaWjapLW+iSko1pwwAOFuepXmbelf5x5oJV+VgiTv2BOfI+8RsP3eGCgETMnX6NNmCa/JZ%20nSKt3APqWl1YJBKHt3iOgyVhAdMPdSXxxUJhcy5uuL5646OY+pS0pCOYUjcSdgA3HhgAlvTJKk+p%20HTiVJKVJuLIUDkQQuhBGADX/AF0/82xv+pN/8a5iq7qjyH/sH+ReRn8eM/LfS00mqlUrTIAAUqad%20mM0pUOJC226FqiMC2wEspoZThqaCu5RyroKhP044t41nc90tDr2bWxeIo30lbnaznYiHn0Ec14mg%20UsZp3IqAojKmWM/M5VXRaG63J0Jdt6c+Qwhxxe/II3njpXOmOZJ9ye5tgkQpUdsOOI2oUaAgg01y%20NO4Zd2BMUoNaiGfZ7vZiZVUGemf0p2YABkdRUGozAzrlxxbbuuDItVGL0N1hfOiak1WzoD20x2rH%20JjdjSZHNMm+m+p1RXKZhupCkGpoa50/SBjBzPT3H6o5o2cflOL1NDgXONLQkoWCsjQaEjXacch6n%20fs8lSyY7wF7tpjWfbo81ktvDXiNf7OOBOhlv2FJZozrq309T4nIiEpWalCxQE0pWo4+/Gq3foec5%203pi1RmsmO80+pl1J5qaJ2nM9ie3hpjoQuJo85dtbNRLMDI/MPEM/gcTp3K9QEA1KRQACtT8ezU8M%20MAUpWpzoKUoczTUg9mASY0ukV+TD5DJAKiN9cvCM+ztpgRfakourO7TaXmGCy2FPOHxOBIJA0GQz%207dcRc0id2Mp6IkGIE2Q8WWmVcwKopJ8ISewlWnvOIKa6MVuzJ5CC0qCimtSCdDUa8CMWRdSq4swh%20X24dSJnPUaP/ABDOUTXxBPaahAHZ3ajGmH8cdz1/p6rbTNF6Futvj9FtNOTojEJH5r/MMN1xlDr/%20ADY4ELwL/Ed8XyhGmJJHSTyFejJkG0+m0u0TZ9vTIUzcfPKTJjq5SltJMZK2EqKpSnK+BSfkOWLG%20iuFEhj0ax0Xdeg4CLjDtJusZc4BL73lnHn0tAxkSXOa0vYok5jw1yqnEGOCTjmd2tPTFp66uzNhk%20RYcpdmUIDiH0qjsXJaEc1tiS6opyopKVKVrocIkqJj83OJG9RbjOhrYej3WOm3/mUSXEZcYlJZbW%20/IQt1SUBO5JCl6HOlcFCVcyi+o860zet7xKtRSuA49+G4nJK1BAStado20Uuug9mEQk6vIrhrmBr%20mMyPZnhCNB6luPRD/pJFttjngvRbg2txh2OUSnnlNHnuueMnZn4TQigA1xaQnRqhbLJe+g/5bssS%20wXdhqRAM9q2iWyiO955yD4H3lLWQg86oStXh4ajEWqF0aNUJaFerQXmv96wPMtrjHqt0PMASUot5%20S4NxoJH437laqxEmQXQDkC1WIxHp0NhpMyQ7e2VSGNzsJ2GeQmm5XNoTQJTUpVrQ4VRxpQ49Qbja%20ZPTSmUzI0iI7MgGyRmXG1qZjojBMgFCTvZG7JQXqrPvw2GQo/a/StVwVCTbrYiKbg7DEpMt7cmMI%20fNS/UvFJUXsgr5eGCqItIzvrXrJzqh2ApUPyiLfHMVKA8XgsD72aGykniNOymCpXJplztUy8NMTu%20oYlmkTbFaFKamXRtTYRHdAHMUG1EqcDVfFtHh14Y53C4tHuZy7XDbjuNBufUUGwWdqLbXEyZklsO%20oXWqQlaa85XtGaRijnchylTtjHxHNqCp1KTJvl7kucx+c8pwEEbVlIBTpQJoAfdjm7jE7zqSUTrn%20qONHQwHkPBCaBbyN7hHCqq1OtO3BuZNcmSI+8Xy43Z1t2ctKi0nYhLaQlIB1IHfhNlVy85DDs4jX%206Z4RWwHsPYc/h+jANGj+ndsXHtjs1xJC5a6prUfhtjwmlOJJzBzxZBHS4sKKpbK6dnA9woOBxLqb%20qDW42yJcGOVIbJI+R0ZKB0BBx0ONzJW34FM4JkM1NuFkcSxOTz4BVtakDMo1oFUHCunwx0pWrd9V%20jlLHxKVKUPIn2X2nmkutKCkLSCkih7CPtGONe4zhKjNUZJndBp2VA0Oo+rLGYlUHHTPhwzzB4DXB%20UTVSvdQdG2+7HnNFMSWM1vISKLOfzpyz79cKSqZb3G3Gb3K2S7bNXElt7XUZ1SSUqSdFJPEH6Z4r%20aObcg45DavGuXb25VwUK6tgy+Ar2/pwg0xj9AcPcPZgFQt/QvTUK4IkTJzRdabXy2GiSElVKrUaZ%20mlR3YlFVNvGtKSqy+RIMOG1y4rLbDdAFJbATXaNoCuKjTt0xNHQUIoxNPyj7fdnpTsxFxbOVOLqw%20/Fw192uCMWQjbfsxj3FKu4Ju0vKh5pAFDXKiaUOeVKfr1x6HjL6Uem4kaQWMY8lerB1PYWOlojMi%205+XkQ4N0hO24pdPNcnrSWXQQOXtQM1VNRTLGmpqOot66OT0H+QTpMd9UITSNiJQdelr2mK+wpIbR%20sGiuaK5YAHVh6u6fV0fbIE2bDZusKPKbimVD5yGHlrSUOLCWXAvc2FAHM11GCoDKP1D0oOoupUQp%20SLVBukVpqJPDbjbPObU2t1QbbSpaEuFCtvh+GEA8h9VdMp6y6gvSLiwlu6sqZiNyG5BZKkONEKkp%20bTzKOBBUjaddcMCldb3OFdOrrrcYLrj0OTIU4y66KKINOBzp2d2EBCeGoB0r4tutONDgA1N/rTpO%205WO0QYct6wOQHpKWI0hPOYQwtlKNjyoyUOKS+oK3FJ3VOeVMN0Ajpt9sN09Q3prl7MC0Ow2mZkpo%20PJS9y2kByOztQp1DS1p2pKk5DAFCcT17ZlrbmzrwzzoKrgpVviIkqbkNy46W4yG1LbbSrlU2qLgH%20aNcJMGRnVvU3TF0gPNsXhuQqRPaubbLjb45KGYqW1MeJFErWobRt8PacFSO9E1K676ScRdGEXgLN%206VKcjSeW+BCD0VLSUOVRuBUoFJ5e4Uw/MaZAS+runf5nvtzQ4xKP5W1FtsmRH56XJTQaQXEIdSqn%20yqoVAZYKgO716jWiGqRO6eat5nsziiCBC5aRBcYQVnwBk154JG41HDAMq/pq4XPUvp11QzXcmVKA%207VLrlWvH6ccAjXfXP/zdGH/Qm/8AjXMU3tTyXr/+VeRW7RPsNrgMu3CcxCMokhUhaUFW0kUSDRSq%20U07cZFblN0KuFx6xqTMdl5bnmngQXk7mUK1CFHX3/TXGjk3owjsjjGNDS4UeaHNOPbl+jHGcqsmK%20xZS40hL6BuUn7p0IOR9mFJVJRlQcT7o5MbQgoCEtmupJrpr2U7sRUCdy5uGXH2frxMpC7fp9MsAB%206V7QNfZgAAyFBlwI44km6glUbyYYeVzW1bH0moXrU1rmOOOpxebTKehCSF7PfX4D5ZeG05VCiUhR%20GaVA9uVa4ny+Cp/VDNF9q+4mkWa+R5zSQVjm5A8K+3sP0GOFK24ujO9xuWpZMkkF3esKACBTYRqe%202uIJHQdGsgONocQULSFJVqDgqZJ26alE6t6FalMLcaRVzIpdSM69nd9mLrd/azhc30/csjLblZpt%20vcWl5AWhJ280aA1HYcvfjo27qaPMX+NODzGGalV4k8BTjwAxa2qalEY9BYw5XhUGHAhw0bJScz2A%200FcQ+4ks2Tjal2JWL0vIdaSp10MlVDs21ND21pniqd/sarXDb1LHFjtRo7cdr/DQAmhoakgVJyGp%20zJxklOp0bdpRFt2de3VXE6YE2WxisYx7iBPR1t3KV5mWFKrQpdA1GYoEaEcP24tfIkVysQrmgj0Z%20bKZSJdc/9onOpB/d7cC5MsYx8l/Xh2Me6zitxOqrnGbUtbTToSlbpClGqEnM0zpX4Y6lmTcczsWI%200iHaehb5fLP+ZR34jSXPMiJEecUmRJ8mkLf5Kdqh4AfvKGNMcsY6E2qjTp7pAXyM/Ij3KE25GjvS%20n4jxkNuoZYGalKDJZHDb48ye3EuhCEUdMdE9XybfDusOyyXoFxUW4i20cxTim01VtQkqWABxpTCS%20HTtoc2Xo+8zb3KtkhCbbJtzDkq4KnhTKGG20gqU5RKl57k0G3jlhMLae4ef5d3yT1PN6bUqM1IgR%20jLekLWosFhKUrDgKELWoKDidqQmvdgSJNOtK6EXfbZP6fu8uzTghUuEvY4ppe5BrQpKSRpnxH14W%200W6joSVj6WlXezzbwmXHh263uNsvPSOdmt0EpShLLbqtE56AYVC2K3Da/dH3awx4UyYthLtybDzc%20VKlF5DSs0KdBSEoC89o3V7hiVSuUGiRtvph1RIt9rua/LxIV18wWnJLhRy2IzRdW88AhRQ1sB2qF%20SezAEYNZ9CTb9JepFuFCZMFIWUpgK5ygmYXGDIQI6gji2D84T2YjQu20IvpvoO8X+3Knw1R2U81y%20NEZfUpD0h5louuNspQlQ3BI4kZ5d2BojDMXvPQPUFltybi87HdG9pmTHYcK3WHJDfNbQ6kpSmqk9%20hOIk9rOR0P1shlbj3T89tptBWpZjOgBCRUk1TlQZ4KDQXUvR03pt2Gia4y6uYwJDYZUolKCfCFpW%20hBGuWEGwtjErqaJZrlYIN1XG6cvCluXCCGkrWeaPxg06fE2HQPFlTHK43Npk+hyI8xqO1D8wmFMp%20MTxNthKC1UqKUpG1IqT2AUxsv8SN5brepz5z3PMaGoqDkU5KH7McS7acHRkemMdAUNaUzFcte7ji%20moAp9O7ACbBmadpH26YbAI6VFe2g7NcIcUbTaWWmrVCabSEtpZbASmtM0DId5qcWo7dpUih0TnUn%20PPxd9O0acdMNItABwFArsPfoaUOBsVaDdyVbHXFw3XmlqSn8VhSkkhKjTNJ41GL7PJcXkUynF5Vx%20jyK9dBJ6XYcucYqdt7dFPQSSSCfD4a1zNQO3HatXYciNJ6kI22nkSNuv0pya1CuVuctkiS0pyKlb%20iHA4lNS4k7BRKk0qUnHNv8PZoaaVJimWQ4UFcuwU4dtcYKjDNaE17x8MuzAFCM6gsEK8xSw/+G6g%20kMSUjxIJ94qk8QfdhUqZ7tlS8yhOen/UYklpttC2iopTI3pCduXiUkkrHwxBxML4zIq8WadaZflp%20icyNzbqCShYpXckkfHC2lFy04jHv92Xb76YSK+xqnRNv8n08xuUFKlfxKqUCQFgFIOST8o41+rFs%20Tr8eLUak9w07fDoafHDTqa9SD/kbo/cCbYgnKqg494qdp37qa8cSTK3bXZBfyJ0dTK1NUIIpucpl%20woFUoOw5Z6YdQVtYxqYJ1tFYi9X3mNHbDUZqUtLTYqQEjQZ1Pxx3bD+k6NpfTjGMiRtnQiJtgbuB%20uAamyY0yZDgllSkLZgEB7e9uAQrM7RtNaYvLTizdGRrp0xOvLdyCH4DLj78YsktoCCAlC3twotwG%20qQEEdpGAQUb056ilWqDc4y4jkac268P4ltHJbYIC1vlZSlAG4ccAwrb0PKVcbrFvDxtibMyH5i0N%20iSvxKSltLaUqQlW/eCDv0wAO7f6bT5fV116f8zVFoQp6RKaaU6pbY27OWyCCVrKx4SoYAKrPiOQ5%20j8V1txtxlakKQ8jluDaT8yKq2q7RU4AEK0P6fqwAW5fpvPCY6kXa2OJekCG64H1Btp8oDgQpRQAs%200V/s92eACMR0q+L/AHCzyZsWGu28wypT61Jao0QDs2pUtRVXwgJqcAEw/wClHUDJeacmQhKHN8nF%20Di+ZKDDQecLXgoNqFD/EKT3YBMiOoOhLrZISJLsiNKHPRFkNR1LUpiQ62HENub0pGaVapJFeOFQo%20azJNz0ovzS1VuELlRy6Lk+FOlERTLQeWl4Bsn5FeHYFVOWAIkVI6M6jbvcmzRoqrlMjNpkLVDCnE%20FlaUqQ6KhKgkhY+YDAWokLX6Y9YTbi3BkQXbYp1LikPTG3UoPJoVj8NKzUDuwyVQvTVvlepnTzdQ%20rl3NpG5OaVUWUkivDsywBU131zr/ADbGp/8A2Tf/ABrmKbup5P17/KvIofS14s1nut6VfOmF9Tpu%20kdqPayhDbvJ2JUHGVBwjlpWshRWnMYLbVDR6dyrcYbXqTvSCJsPp632u5Olc6I1y1bjuCUhRKGwe%20PLSoI92K+TxG/qHduqUidOZrlXXhl9MsceUaFaoDiO76hpgYMGZAyz7Pd+vBmFAadnt+nCuEAM/h%20p9mGAPZwqBXuy+rAABw+OFkAMyKceOp7sAaCb8dl9G1wVA07QfaMbuLzXbZFoQjy5tseBWStoHJw%20HhpQiumOjctW+QqrJkrVxxZf+n+t7PcFCOmay8+hFXG21hTiKcFpGfA44d/jSts71jktalnSpKkh%20STUHMEaEYzVqdKLTRylTbgNCFDRQ1wFd20ypX/p3mUKgnPJKyCUkabVDhrhqTRxeRxK5lUctXIUk%20uQwlaR4SlANADnSg0zxd905kuLToDNJ2kUII3JIpnpp24dQdugWoHf38TlhaBRAJqO8/24GyVAHM%209h7fhTswJBAjzfrNvIElIIJz2rpQGuXhxJxZY4SB+f2agrKSBQGu1eQ+X904W1kXBmJdbyWZPV11%20kR3kvMuPBSHUHwmqE6E9/brjs2E1FHRt1Wo+6b9Q4FptbMJ22rkzICp5tspL4Q0k3FoNO85raor2%200qmihjWiW9IhU9RW2BYrvabRDdjm7KYS7KfeDqxFZG4s+FDdeY74if3aCnHDK966E10x6jwrR00m%20wyrY7JaPnGn32ZAaUWZ7aUL2Hlr2rSpsUNaHMEZ4EONzII+o7LvUcy4P2xxVrmWsWdcRL38T5ZKA%20hLnPUghTlUZnZQ4AU1Uct+p9rT1FPvhtMpD8yMYAXHlJbdjxUIQ2yph0tqKHhy/ErQ10GDQf3FUq%203WF/HUXUk+9CMIomubiwPEQdoT417RuWrbuJprnlhlb+p5lh9Pet0dKJeLkWU84t4PNhiX5dp2ja%20kcqU1sWl1B31pWvDFbZfZdNR/wBYeqa7702q2uwnUvuuRVPqckcyMgxElI8qxtBZ5gP4lVGtMInO%20eQ4h+s8uVbW4l3tMaVVUhEt+LtjrVHkxhHLbVAoNOAD5qGulOOHoKMw0escRlyOhdkdLVoWyuxpE%20kbmyxEMUeYJbPMqk7jt24kiLukf0/wCptoscNEVi0SXTFkOToDrkhAKJEhjkuc4Bsb0V8aQNvYa4%20KChdSQ8vPqRGvdrWw3b1RpE16LJuLynUuIWuIzykhpAQkthRzNSqlcssVyNEbiZISPVwJu3nhb3C%20k3Fy4cov8FxPK8onYRl826mmWWEglIpEm7XC47FTJT0kIqlvnuLd2JJ+VO8q2/6uBjUql+zrSmfd%20Wv148qjyeMY+B02642sLbO1Qz+PtrjVx+W4PwDVDw8ianJOySmtRwUa5ADL4fQdl7OTHtIerz1Gb%20ja21lKhmD7dPtrjjcniu29BeHU5FKju1pXh7dMZWu43jGMgDQe6vw9v6MGoYxj9TbUhLiFLG5AUF%20LTkagUwIlB5m0MXO2vtNLYktKacALKSpIPiHyhJII1ApixM7EJxpqdzZjMKI9JfXtaZTuUTloBQJ%20rTM0pTtwVJTuUVWUtfqatbTqUwS0VIUGFlzfRRBCSoEDtrriLZinyyjKG4krJUoklSjqTx19uFXq%20ZXdzJi4dV36fAVAefBaKEJUdqQvcggpc3fvVArwxZbuUdS6PIkOLVd7rdbmxKu1y3XOKlTducKUN%20MkLpvC0gGi1UACic60x2uNz4v6Wix8hsvtrv6JK/LTE+Wmo/2ajtCqU+U/XSuFyuDVboaGi1frky%20WIpSor8Pfp345Dgak66B8eKqHXjpp9eIsAqDQ6afDXs4V+OBiZH3yyQ7xD8tIKk7FcxtbZAUlQSd%20KihBGWI0qVXLKksynvemU9LpS1OaU1UVcWlSFAcfCCrv44VDG+K20XuJHbiRWYrdUtsIS22D2JAG%20v+riSRvhGioOWG+Y8lFaA5aZ0GeXDTDRfbjukkRpujor/um6GgzIhr7duX07+/FqtvGMZGiXFeMY%2001Abq8K1tN0NM6iG4eNPtPwz0w/tEf6sljH75annbrpZc6zvbhaWzvluEtPJKHBpkpPA0x2rEaRV%20S+MXHIc23rufAsqbW3CjO8puRHjzHA4XmmZhBfbTtWlFF01Ka4uJVBG63chwpEaDaIMRx9l+KmYh%20LvORHkHctqqnClYFPCVgkduABS19fToFjasirfEmW9tt5lxt/m/itvrSspXscR8q0hSSKH24YHKe%20v7mb1cbnIiRZCLo0mNJgLCgxyWyktIRsUFgI5aaHdU8cAHafUCeq5Tp0iBFfXc0rbuTS+cEPtqUl%20TaCEuJKQ1y07NhB7cICFvt7mXu7ybrM2+YlK3LCKhAoKBKQSTRIFBXDBjDABart1haJLdoRAtj0B%20mzrbWzE8yhyOSkhTqinkoUXHCM1qUeymFUVEIRurraOtJXUdwtfnG33XJDUDmhIbdX8iistuBWw5%200KdcOonJIlGfVGNHbK0W16RNYVMdgTJUvmKSuejY+XQhtsO55oA20wqic0Nr76hwrtEXGVaVsLff%20TNlOCTuC5TLIZaWlKm6JbBG5SM69owqlTlmSD3q4y95lv8mpGuheXeGvM1U6t9hLJLKg3RoDZuAo%20rsOAW4h5XqC4/crzLELlt3WA3bWWeaSWGmtm1RVt8ZojOm0EnAnQW4PqL1FmXeNLbZZcgvTJyZ5f%20akLKkhMdLPKqkIJT4N1a+7AskPcI+l6yv1L6bUtZUpdyaUtRO5RUVVqSeJ7cNDg8zZfXT/zdG/6i%20j2f4rmKr2qPM+v8A+ReRnQUpNCDtIzB0IoctOymKqV1OCpNEnDvACOVN3LSkgtParboKcaVTplwx%20otX2snpjGhrtX2sY/Un4dwqEBxVWlijUih8RH7wPHCvcWNxOUdex07d2uMe78CQSRStcvqz7Mcad%20lxeZcg/bw9300xSq1BILT3a/rwAH9VO3DAAyp3ZYQBfSo+GGAeXur9PtwADP3/pphVXUBKYwt+I+%20wlW1brakIWcqFQIFae3F9q84yyHHWpDB6SmBY4MKym3ybM6hyVcRsDbiWkFLgRsVvWXkq8Ve/Xj1%20lKF5UeMY8Nf31BeOMdPLoaL011b5olIFHKBS2VHgBTw107Bjmcvgu09MjTxeW34FujKjuJU8wAN/%20z0yNR+8O3HO00Ozbvb0dvsh5lbZ++kipFaV4+7A4kblquhAyoT8bJQ3Nk0SsUGo/txHM51y1RkZc%20bc3Mb02P57HKUzrocSjIy3LNSuyIsiMva8jbmaDVJHcfp9uLk6oxyt7RKnx/TrXEiqoPpT35/bh0%20JR1LmlxWxOf3RXM9mM05SWh1Ugb1dp4VzJ19/ccL7jrqSZ5T9WnVH1M6gO8lSn0gHifw0DQ93bj0%20vE/gjPJ5k50T0b05cumoDk2C5Jl3f81BuKHnGxDFvjhaNqEkNq3k57+GNTaZZG3VaZiHTvQNuuXp%200megsudSXBUtcRuQuQ2lpiChK3uWGwGuYRpzlUpoMHmGxUYVh9ObDd+jYd+NxmRnlJmyLkksNuo5%20UJCVnkIC0qUo79VGmumAFbVA7f0Ja7Z1FdmJ9btChWRV6hsnfGU+lSElpDyW1b0U3HeAa5a4QoxV%20Tq4dJ2iH6jmw260tz2JvlRGiy3ZCRH57aHVkrZWhwhCSr5sKpYoKpWeqmLF/NM42Fny9mZdKIbZU%20tyqW/CVBSyo0UqqhnxxFyIbFqiOJABqR4a1JOg7cJk0XrqH01csfQMS+y0ykXZ6QhMmMpshhlh5s%20uNhSymvMOVc9oqBgRNwyJ0elnSQ/MiJM5I6doq8AKZHmAYQljy1EANZjZ492AkoHI9Jek3jAUuRO%20Dd7Uwi1UW0lTCXoRk1fqgh3aqifDt92JohKBXOifT2yXm0R3bg/JROuU6Tb4JjqQllpcWMXeY6lS%20VLWFKyokjLjXEmymNsW6s6FstltEhcB+S5cbXKhQ5vPU2WnVTWC7uZCUJUjYrKit1RiMkWUpkO5P%20oxcOcuN+e252Wl9cQMJEoKMhDAk8oEtAf4ee4+GvHEET2J9SD6utfTFrft6en5/5gh6MFznA82+l%20D+QKBsQ3t28QR7CcDCqROwr1FebQl48l80CkKHhqTwVpXLTHmZWszz0rZIJIUkKTRQNSCnOtTQ5/%20VirQpowxUEHOo7MjTuxZbuyjmhV6D1uUiQA1KoTol0nLMZY7lnmQuxUZodOjxjViEiK4x83iQqhS%20ruNe7GPlcBwzX8RPLMR9+fbX3cMctxaY8Y7Y8gVPGufDPswUDTMIpTxT9WEiSk1jGGPp96uk+MzG%20mSFPR49OUhVMqDIkgVUacTU4dSbutjKpzPHj9O7CKljGPzBpxzp2nAhYxjsCnbww1kACAa1rTjqf%20pTBuadR1oyUs9xV5phiY8ryyyGw6oklmui0muSQVZjSn1dTh89wdHoWwk8Yx5l+i3WbbXUQ7uCpt%20QoxNSQoKOXzH355Y6V3jQvrdHU6Fu445PGMaE+FIWkLSQpCvlUKkEVyoRw78cS5acHRmqMk8wyTq%20fZ3n45cMVeBKiDpnXUVy9uQGnfhAEKcO40y4kd2AKg0yzzy0oTl9euHqAvCp5tsVyqak6U24lBNs%2008TOaJglXAVNCRwFew/2Yuil1Z3A6+KhyB0OZzzPAd2BKqA8oepNR6gdR/8AX3ftH6/px7NvJGG4%20s/d8sYzLZ03ZIUjohh02uO/Geh3Ry43JbYU81LZUkREJe+ZvduFEferi0roNbRZ5kXoWa/c+mklt%20KH4sd0RVOzHZm6vOU6BuYajJTQ5gKOABzZOh+mrp0fbbki2zXJ3l5TjzcV+rkt1hxKA0gKbUhFAr%20dQZ07cCA4tfS1ut3U/UsG3x0XeVAhtuW2JJbRJIccW3zEKbFUrcaSopOWADtFgTG9QruLfYUz7Rv%20IbQ3HRKDSAttLxjMOnY6ULVtOpSDpXBQCndcxIkTrC7xobbTUVqSsMtsGraU6hIrXTiOBywAQWfH%20jn2YQHLhITlqdMBXPQsfp1aLRc73JTd2efb4cGRLeB5m1BbT4VrQyUurTX7qDU4RVF5mgTvT3pJm%20cISLQos3ITltzC89/CoixUPtFGe0byqtHqmmWG6EqFd636PsEK1LVAhGE9CuUeAZCVOqVJadjJec%20dUlwlG5JVu8ApQ5jBUKFgl9BdHtt3V9Nop+RuS22oxekUnBmKh4Kd8W7JStyuXTLLDqIrNy6FsLn%20VN5YDz1ttlttrFzWywkPuJU8lvc0nmrTQbnfvmuEKg/PQ/QXTkxyZe5z9xtkSSq3Smnoy0AyCyl5%20soEdzft2qoqpFO/TCHRFb9NC0fVHp3lZMm6N8tOeSd52DxZ6Aa54YRWZqv8AUDd2IHWUJKgsrVBQ%20uqKZUdcpxBBxXdVWee9cs75qvYoTD7b7KXmiShVSmoI0OKWednFxYrkCQknbXKooad+uE2RgWyws%20p/I0CQk8orW4AaqqCrgM+w6ftxVHlOEsY/b2HW4q+molEu8VD5ajuqeaAqEkEEAGhpWv18MdN24X%204/8AkWQvVdMa/sTLbjbiaoNRoTT46jHFv8aVvI1o7zyGnYNc/wC0YzUAHYeHze7XCAFCKjjl+rAA%20PZrQfT7cAYxj3A/V9ozwgB78v10GGAP24QAr25j7KVHficLjiwGz0RxLokxHFMyE5hSSRnn+vHX4%20/NjJbZ6EXqT3T/VrwlIjSU8iQo7Ur0SogfKquWfbijl8BU3Q0N1jlPqXyDPRJRQ+F5Pzo/SMcWSa%20Z3LF9NUYsnesuJdQAjRPHcDlngoaZwTQzkW63JJcWeSlXhyIAqTwr/ZiNDDOC6jW4WNtTBS2kupP%20zNqpUDWqTkQcSToUXLCayKlOsTzdVxhzEeIlsVBTpkK6jE1M5tyx2ItVUk7gQU8CKEcNMWplMU08%20y1flXW+3wN2tSfuVfkgFOgr+EaVHw78QcIN5naVjLXGPf4Bi1ddFQ3N2qmdSHpNdcv8AZdmGoQ74%20x+wOy+jPLvqy3Lb6/vTc1LQlc8c0sKUtrNpBojmBJOXbxx3eH/DIzXopYxjUj7LN6vj2GYi1uXFN%20lcP+8Uxg75Y1TT8UpGwVH7xzxplqODyF41369nQZ7kGVdXrc/U3FxoPOML2ICSl1SBRP4dAcx4cN%20Jkc3oRNt6q6ktkdpi3XWVCYZWXmGmXlIQhxSNqlJAIAURl34ZBTaFbfd+rpV+/MLdKnSOoHt1JEd%20TjklY2kKHh8ZG2ndTDFWVRZF764N08s3MuK7qp51QZHMMkvPI2O+EeLctIooa0wNEqyGCUuIWth5%20tTTzKtjjS07VJKcqKSr5SDqMVNFkZVQdRTPTt9+eESZIr6ivarMqyrmOqtheEhUdStw5gFNVZ07t%20OOAk3kS6vUvrSscGemsfLJhn8X8Lk0f/AA/x/wAPw/ibssA1Jhp9TetkuSXBPTukEKX+AzRspbLK%20SwnZ+DRB2/h0wIKsjo3XfWMBl+LDkIZYezKW47A2EtcguNnZVtxTeRUkgnXXE0yjNDS69cdU3a3M%20QLhM5kSOptaQlptsrWygNtqdWhKVOlKE0G8nEiDm+pJM+ovWC5Kpip48yJSphd5LVPMLZ8upzbtA%20zb8NKU7sQki6E2V1T7Rqd1Sak5HWtcKjDcWEbSjIggnPQABRGWVM1Z17sq5HHCOdTvjX5frTNEt0%20/IUiSpkklt0FSRwqKZ50Ay7uzTjTdjkZ7sVjGH3La2LUbS6Fb/zLnJ5dBVHLpQg6DGYpUlQFstFy%20ub5ahx1PKGalAEJTkVeJRyTWmVcNSazQoW3I4YlBmrT3iartVnUg9oOOxxOf/wBMtGQaadFj9A3o%20ZKOcxm0anXNI1I92pxZyuDGUd0NBOnQa/qzGftxxZwcchrUHHvHH6+zFYkAcMu8fbxwDxjHiDUDO%20vAe3uwBjGNfEHcNOI+nfgAHGnHv/AG54BVB2Za6fbrgGETx40p8cCHA2WHBiOWWLEV/EMcltKVqz%203AJ1yyrl243cfku2zr24KUUiLU1cLCurO6Va1VKkaKbBzJGenHs7e3HbVyHJjnk8YxlCrtvwJuFN%20jTI6ZEde5tffmCBnUdtDjkcniytPwNEJ780xx2k0HaaAj6DGRomn2FPLSKJVyyUkbkkZ5V1NNNMO%20lS5WZNVoJUKaVAGVcu81GWFTMg7b6i8KokNkAjaVEjuoR9uBZM1cOL+5kRql9V7s7wwCMq+QTWlQ%20aZvcaZ4S5TWWMY6s9IrCa/VhJX1UBtF5ZSkUAAgIoACf+G4jD/uV1Vdcfj8x/wBddviedOuy9/Ot%208EhwOyBMcDjoRsC1DIqSmqqDXjju8ee6KORejSRxE6W6lk2Vy7xojirY2FLW6FoTUNfOpLZUFrCC%20cylJpjQUUOG7J1G5Y3b4hl/8nQoIdlFdEFROwZFW5WZpUDDAZGLcWo7L5Zebjv7vLO7VhC9vzcs6%20KpxphAObLZL3d5i2bWyp2Sykuuq3pa2JBAKlOOKQlOauKsADiH0v1PLukq2x4rnnrfuM1tbiWuTQ%20hKt7jikIHiIHzZ4AqRtwgTbfOfgzm1MzI6y2+0uhUlaT4qmprhgIZYAOHflwmV3NDuBcZ9vkJlQJ%20LsSSkEJeYWptYBGYCkHswilOg5V1J1EpuW2q6Sy1OO6ckvOEPnKvNqfH2Z4A3D24zuu40SL+ZP3N%20iI40WoZkqeS2ppaaFLW/wlJSdBwwUBp6jhavUvzNuSr85MoJV+UA+ZK9hTRXl/8AVyO3UYKDzIid%20Pv0afM8/Iks3CQCi4c9S0vOVoopd3eIjjRWAjmKMPdSXx1cKOuZc3XF+Zcitlx9SnEpCOaUDdUhO%20W6mmCg6Et6YpUj1N6aQ4ClSLkylSDkQQqlDXiDrgWo46o1X+om0ondVw1pVsfbgpCTqCC65kezTE%20LjzOD61c23F5Ge2ZK021lKgQpO4FJFKEKORxUefvfyFkSwqa5EoAUpC0qByplkew54hLQNmSZo9s%20juOW1DiBVDTLalDjRSUjSg7M8c25Okszt2Yvb4CYgQhJTJSykPj748IJpSpCfbriyN+SE7K16jWY%20EW9JlNKDbdQHWzkmpqAe4Y7Vi+r0dstcY9hGUlFjiLNakppXavig5+8duMPL4MoZrNYxihK3cTxj%20wHP2nTj2Y5rVC1oA4UyGoP07sIGCmWlO720ywVBZAqM+wVwgBxqdR+k4AC0y9324YB1HbkB+0/Zh%20MAaZ07f0V7sNVCgk/Fbe+YUXohY1BHEewjHQ4/OlDJ6Cqx3bepptvU2zcNzzaaBuQg+IU7Sezv8A%20rxsv8W3eVbepotchxdGaBAvTbiEl1QIUKh1Gae+tOzHn52ZW3SSO1x+S6ZkolSFp3JIUk8RmMV5G%201Ulmg6YbRCVvsM5luaf3LSNr50XwNBShGI0M0raZTr/Z5JdU8hKi4ElLjVKlQzooDLd2d/DPIziz%20n3LVGXtsUbQO4d3D2D7MDR04xdDrAiVGeO/WVLZ9TuowpNB5hFRtKf8AYt5j292uO/xa7aYx8jHd%20WbJrobqvp2F0vCakXVMRdtN081ayl4mWJ0cNsbAhOxQSoGu+mNIo0oMunJ3ScLo+TYL3dIMqM0qT%20KQlsTESVSXYqUx1xlIKG3PH4XEugUppiaK8h70X1P0u50NAtd2l29mdCVO8umXES4ht95pIjPuAM%20q5iQQoHcTnSoNBQqkOFGhoz1B0iz1nejb5ke3x7jZFwU3RhtxmKm4LbRzXGkNILjbTi00BSj3YaF%20uVaknH6w6WR1/eL6m6Rlibb1WyI/J8ykCQ2y0gyHS0lLgbe2KAWg7uJAwlmCkqmd9YvdPjqqerp1%20RVaCoFkkuFKiUjmbOd+Js312ledMDRW3nkMUqBzByOnwrxxWy1OoYpUVO1NRU6kdpwDRt9qvXQw6%20ctEWyXRiPIgquDVsEtlMZ3zrsIBMh5a1lKKvV2uK8Og1GGi6qJGL1BaA+wpV1gCS05HPVrnOYHmU%20pgFDviy8xV3IhFaqwDqivdASbfaLH5N6dBjNImyXr3HVJYq/BdhnkI+Y82hoNqalKuw4KkVSgj6i%203KzTOmCwJsSRDcmW9VhjNLbW4zFTFSmQOWg72huyVu1VXXDqKSixy9bfSNU52Ci3WtuIue7C80Jb%20u4RhDDyX9xe27ud4Qo+H7tMFRUjTIzLrnrR7ql6AtyKIabdG8ogB1TwWEq3btykpIrrTMaaYmZrk%206vLoPXWlMvKZUPGglOetaEJ+KaH+9p2485F9cYqYFKueMV92b7EtZLY6l7zTySlIqEJVTcVEUqcu%20GYrx10OKblzKiKbt3GMInD265Zk65HGczUzxjHQnOlupHbRNSh1Vbe6qklFN23hvSnM1TX3jEkzR%20ZnRk51b0adxuNoQV8whb0VsZ1Ua7m6UrXsHww0X3bNfqRTGHnWHKp8JB8aMwcuHxxt4vMlbdDE1Q%20cKaYloK2KIWK70E6ila56Urr+nHTu2bd9Vjr1Ftr5kSzcIjzpabWFLAKqUIBANDsJFFDvGONd4so%20OhOVprNjnP68+329mMtStg1oONPgOzAANddD8PtwCBw9tOz7MFBgPE019o4aYABU59orUnL4jsww%20LH011i9ZmFRHWRIiFRUlO6i0FQGQ3VG2uenbhpmu1yaaklI9THSAItuGyniDrmZIoRTYMvhi6F1x%20dSx8qpIQOVOaN46fPKeSqkiAvIezbUj40rjt8bmRurZPsODbzjkTlqvTE6rSwWZiaBcc611yr4vp%208aeVwHH6o5xNVu+tKE/b5iQAy4aJBohZz45D3nHN0dDr8S+llLGPEkFIRQqUmtKnSvDhiaVXQ6Tg%20nqc7G6rUlI3AbSaU7+OIyWRKMEnWhXjIjfddbHEeJNKa6V7Mc2SdcY7HUiwhJjEgc5sd5WkfacJI%20Z5q9QFJPXd+UkpIVMdKVJNdw3EZEajHpeL/A4t91ljtjsT9g606fi2CGzL80m6wYlwgstttNqYcT%20cFA8xbhUCnYB8u3M92NqkZWiKh3i1QeneobO0t5/8wXG8i6psIBSyvcouJ3K2GmVKnEiJaLD6j22%20N0pCtEybcGJcZiTGbksI5pjF1aVtuMlTqPupKCBSgORwAM19adOzOouoX5CH41tvkdthMhtlC3g4%200pC+c40FISeYpBKqK44ACc6l6Pn9YTL9cXpiY0grcbtwZ5jaltBKY3mKOo3oNNykg65YAKlfZpnX%20iXNVKXNVIcLipTjfJUsqzP4e5zaBoBu0wAMPp9WADlfynCaIT0ETpnx93fhFAaSA4lVN21QVQanj%20qeJGASZp/WXU/TF2gPojXZt9Uu4t3Nppbb6QyhiKlrkEqQU73FJ2inhyzywVJKRMyuvekXEXSOm8%20Am+LlOR5BbkAQg/FQ0lLnh3VUoFKuUCMsCCpXpPWHTv8y325Icakf7qZi2qRIjB5DktpLSS4hDqF%20bahKiFLSP0YKj3Id3z1Hs8PzE7p1u3me1OUiAPJBtAgOx07q8tLNfxt2qtw1FMDCpVvTJxTvqd02%205QAuXNpZSmu0VUVGlSTT24aFDU3P1zjIVcWHwkbm2WwpRpXata07fia4y339SOD66vqRjlyYuail%202G8UlIoWss88znkffgVDg25RSpJDSzwJ6J70iXkulCSalRVQ5U4UxKWhZcmqURqXT118paWXC82E%20FAbe35pG06K3e3HMvQq8YxQ38e8oxHtsm2t2SOYpt5ofOlCtwTxBIzyxVOLSNVu7FsZ9UWrzLSmo%20pC0pXzGRUEKSaj5vecWce5tZTy7bnkirsLucEp5zbqGlKASVjbtOZ+9Suo46Y7ljlRao9MI50N1v%20XGhZIVxS6EpdIStxIU2aEbwaduh9uKuVwU1ujmdOE6oO7memEpUIVdr4jQKO0CpKQeOVO3HKUKOj%20I3t1KoO0OTHYKXJiNr+41BTtJAyBIqfjTFdxKoWm6ZjvPSuVNe4ccQLg+NdDXPAAO6nCtKd2EAPe%20dcs/pww0AVfcKV+GWAA8q0+P0+GEOpy4hK0lKhUKFFDt/VjTZvuLyI0OIc2fZ3NzClPxDUKYUTQc%20cs8vdjrf8fJWeUicLsosvVivsZ1kPMq3Rl0C01FUHLUCudDji8nhztvQ6/H5HVFi5hWhK2aKBIzN%20RljGnU61u5GSFMOhGcKiMqI1Jb2LGYzSrsOGimVruRZ6OsRNSmTU5mk2YBU9we78Tc/BGhQj2xl+%20Xz7sH8m2D9yT/wDfZnf/AMN34e/wWMfAPtx7Yy/L592eV/Va2x4nqLfWIwUllp9O1KlqcV4mULNV%20rKlGqjxOO3xn9Jz7scxGw+nS7rZU3AXFuJOmecFthllbheNvbDjxW4CA2KHI7TU40op+20iM6Z6D%20uN/sV3vpkohwrWyp1BeBUqQ42kKU22KilEmpVoMq4mipQbzHNq9POpJtig3SGYrzMxTyUIEloONi%20Onc4t4LKUtoSkipKsuOowmicIZCcb0/nrvc63XZ0WpNtiLuE90o8yAwgJWFNBpVHN9ctq6d+CIpW%20qug4j+mUh3rWZ0sbgD5SMuamUyyt1TzQaS6kNxwtKt6kryTu17cSWZWoOpXLxbmbZcJNuKXy5HO1%20aZTBjPA0CjvZUpzl6/vHCQ5UQ1iknd35kk1zrQH24i0FsWcWlCamuZpTKtcJIsboJr5q1At5IOit%20K/GvAYCNS09N9A3jqCEqXDdjMNl4xIrchZQt95KC4W2QErBIQPvUwqFqQLB0Ber5blToq47QLrrE%20Vh9akOSHmmi8tDSUoUNyUp+8oZ4BqId99P73ZbaLg+5GdSHWWJUeOtSnmHJDfNaS6FJSmqkkfKpW%20eRwCcRB3oHrhppTq+n7ghttBcUoxnAAhIqScsgK4KAkNusOi7l04uGmW4w45NjiUhLJWSGzkN4cS%20gg00oCDwOJJlVy3QvbsaO6pKnG0rKD4VdlM+/jTHk9zOApsVHAZV0p9uE2RbrjGPIL6GtK4Axj4B%20jv0+97K65YQ9C89EdVxWIn5dcX0sBnxRXXDRGwmpST2pOlcTUjdx7ySzLJ5Tpi9KVI5cacpvwqcS%20d20kDIqFMynjiVKmpRhPQrfqB0vbW+nXXbfHTEeSrluOtkpohwFFdpyNFEeztxfZvSgyq7bUfqoV%20KbeJV/hWe0SoLFuTaNtJTKgou0b2bUIKUctJrVQJ/Z2ITjfVHrjT54zondVKDd5hxpwIcG2tM8uO%20de7HK5PDcNUYhLMj25nsxhaowDp2jsp78KgAy9vf7qnPAAOPfnT6UGAWMfAHvHd3YBg4aUH2ZZj6%208AJrqA1469/HQ0wAtSe6ImpjdQsbpHIadCkLBNEuHadgX/rHL4YnCTXmaePLPM0K7WJiaeY0SxNR%208j6TQ1FSKgY7HF59MpZo6MoJ5jWHe32XvIXdIae/2UjIIVTvNB3Y0X+HGcd0MYx3FavOLpIt8Oal%20xAaV/iUIQc9qqcK66Y5jhnR4+J6Di8lSyepzIedYd5ZSFMFNBuBzrlQqJp8cZ5T2nUhDcq9TEBb7%20cvNMVhYVtSatoJJUqtFVNflNM16V/vUoc3VPxw/KvZNd65V3qCWvn8KV8/GnbwqSrfbig/wjLiAD%20tStpJrlvJ8QG4EA7qUqFewCMJOqS1y+SXhn2zya9o3bT8P3/AD+XtM16iQhF+uTYTRCZCkgAADwJ%20AHy1TXtx3uNnBPH7djg3/wCRZbP0RaZvTkeSuTKReJ0O4ToiUBvy6UW+iS24kguKLlcikjGtFDBb%20vT3z/TcG+sXiMhmS2+/LS8h5AjtRylKlKUEKKiVLAoE6nKuLEyDQcDoePHut3Yvr6jEtENM5S4Kk%201kIdKA0W1uJKUpVzK+IV4YBCjXRtjZ9RVdLz5cvyjjqGYj7CGy6S8lK2+YFHakUV4iAcMCoy2ksy%2032EmqWnFtpJIqQhRTwyNcIBIZCvZ8cMAd37dMAHLmSPbphEJ6CGQAOnAfXhFDG08r5SAg0UpYSCD%20TM1pU592BohLMtfUPp+rp2MVMXMXB1qa3bbgyWVMhqS+0HkctZWtTifFtPhGYwZDiiyP+kjTXmnf%20zkqjWxT6Lw75U1aWwyHiGk8z8UK3bRUpz1ph0LFEhJfp5eB1BMtNvW1MEOM3OclOuNxUCO6lK0rX%20zVbUnxgEE5YCO0kbX6P9RO3QQbs63AZPMQuS04xJLbqEhfLWkOthJKFBQqcxpU4VCW0j/TZoNeqX%20TrVSQ3dW0BZBTUJWQCRnStMNLMI6noL1fhrlz0R2ilK1R2zU8SHFkA0PdjDycpo43rMa0XgY4tC2%201qSsEKQSFDXMa6ezE4vKp5XbnQm43Ssh1lK3Xgys1qjbupQ0zINK92M879DZDibkMrpZZECiyQ40%20o7eYBTPUAjvoaYlbuKXQqu2pQ6jeBNdhykSGvmTkU1NFJOoP6MSnBMhauuLqXODOjzIyXmlDPJSR%2090gZg+zGGcGnkdm3eUlUXdbbdbW2seFVQQe/UYjGUkP7aZw5EYWylkpohsJDdDQpSnQA+7Gzj8yU%20euWP0JRgvIqUa42dPT7U0Xd5zrAyUtOQdyigJ5oBQGMk8sI8QXT446UrMbqqtfz/AEy8+poW3bjH%20y/EuIIUkLBqlVaKPu4441604PMreuQYPxP6v11xQABX35U94pngEAUNPaP1fowAwhoPf9VMAA4dg%20pUe7AAfd9O/twgCNKHLLPL44AoGda04/T7cTjJrqKiYg2iTBf8zb1ct0Hxtj5VDsINMdmzyldjtu%20AqrNFq6f6mbkHahXlpQoHIyqkKpxG7PP4jGHmcBx+qOaOnY5Zb4cvzTFfkdAotOfhPDXHLaeh2LN%20+uok1OW04WplEEZJc0CqVz+rCjXQ2StqSyI9XW1pC1I8tcDtJSVCBKKahRSfEG6fdOLZJdyMYNpY%20xjwAOtbTQEx7gCRUAwJY4A0/w9c8JpdyX2pHmT1Qeam+oV8lNpcbQ4+nal5Cmlp2tIT4kLCVJ+XQ%20jTHb41Nioc+9H6s8Y+I3svXE+0WpNvbhR3nYxkm3zXd/OjGa2Gn9gSQhW5I++DTGipRToJW/1I6j%20s8WVbrcW49rejOxY8CnMbjl4AuOtLWC5vUobqKVT4Ymn0K3LoNLL6hXKyWJNlNvjXCDWTzg+p5Kl%20tTEBLzStik0+UFK9RiS8SlyaQn/mXcl35+5uwIy4siD+VOWiriY/k0oCEtBW7mJI2A7gqtcMTuOt%20TmV6gqmXh+6TbJCkvyW1MOtlb6E+XLaG2mkbF1Ry9lQoHcakHXDoJXM80RXVHUUvqW+PXiU2huTI%202J5LNeW2lpAbQnxbiqiU4VSMsxs20hAAT/6VM64g2XJUEpRohFO/7KjiKYcSu6nQUZIKE7ToKdnH%20PBInEuvRvqDHsFtaiP25U12HLVcLc8h4MhDq2SyQ4goXvTnUUI+vES1SHFi9RrfZ4aY7VreeciyH%20Z1vcXISAmTIjlp3nJDfjRuO9KRQ8K4dQ3iXU3qMzebauM3blR5UyRFl3OQp4OJcXEZDSAy2Ep2JO%20ajXdhDcyRPq/W6mcbashVxcuKmPMZELh+UDddtDT5q07qDBUN5QZlxnzSFTJb8vYDyue6t7aCakJ%203ldPYMFSEmzTD+340NNMeUbyPNIA7B2DIGuuCg6VzBXMUPZ9eeChGlAaAV9vu9+EMUcQwGW1IcKn%20Vbi6jbkmhyIVU1rhjTL56Zf933A8Q+g5dmwg+zDjodLiPKhZryqGm1S/OkeWLSw4k5EgA5Jz1yyx%20ObLr0lszMZCsgCcsj2ccyMKE3HTU5EnjGMh2xMSWwxIRvRXwkZGppljtcfnKa2zzRH5Y/L8TiREW%202nmp8bRz3jvy4+w4q5fAy3R0EN8swM/Z8fpTHJkmnmPGMdwZnPXvxHIQK040HHOuEMBB07BT3+/A%20IGVez25UB9/fgHjGPxAPZQ/t7sAYxj3hcRUFQqN1Dn7K4KEoujNes19tEu3NLZlpAbCWlodWApKk%20p0O7ZWta1xZuOvZvpqgTk/py7H8v80y+6sKCW0q8VRmdlK55cMb+NzHbeWaE5xk6EVPu73SMdT1x%20KpNoSQltTaQp5KlnalCQKblKUoAY6c1C/Cq1JWN0Wl0JizdaNXhS7RMt02y3uOwmSi33JsNuvR67%20ec0QSCK5KqcuOOXy+K1pnU9VxLtNehVD0X1osEflaVKVltMtg1qQaZLrqkd9Mq6UlH0yTSfTHn3e%20n06ZFj9VgpUx1x0/M/5K60UqqbUFKJoD5tgZle8AkLGqqHLvpwpN+lSeumPl07eOe6v/AG0Mljt+%20fuXiY71XEkRupLnFlNhqSxIU260FJXsUKVTuQdpx0YWtsaYx+5jne3uocfrDqKBZF2ePIbTAWh1o%20KU02p5tuQavIbeIK0BZHiAy+OHoRTR1bOu+o7ZbmrfGfZ8i1zdjLzDTqCl+nNQveDvQraCUnC3UJ%20UQbHXXUiLzJvCpKXpkxrkSea224ytnL8MtKBRsG0UAGJKRFoN3q2+vXaPd1utm5xpJmNy+S3vLpp%20TcQPElG0bEnJPDE8yBEOOl5xbqjVa1FSyO0mpwDOVUAJOQ+nbhCqAKrWmVTnpT+zAClU5cpt+zAQ%20uaCRPfpr8K91MIoYnIbLjRCTRQIUlQ4FJqNcAmT149Rb1dWBHm2iEAt4SJC0c9JdloZDTchdHNu5%20CUZAAJJ4YBZkpcfWS+IBrAghMoum5MAOhMtTrKWVKeo5UHakUDZSK4KslvpkRw9RLpOl3Waphhtd%20ziJt7rKEqDbLKNuxLI3E5csDxVwVDdU66h60uN8hyYkxiO21Kmie5ywoHmhoMBI3KPhon492AbdR%20z6X0/wAyemf/APYsAf8ApYa1HDU271uuExjqdhhl4toXCQTQUNS44PmGeM96FX7Dz3rtyk0vAzGu%20XditI885FkjdVspYQJDK1OpFFLRtIIAGdPDQk55YzTsVeR0LXMSWYzvF8ROaDLTSkNpIUVL+aqQR%20QUJFM8WW7dCnkX95HwISpkpuOhYCnASSQcgkEnh2e7Fs5URmtW3Jj+fZZNuR5tqR4UkJ3p8Dg3ZV%20oCaipxTG5ueZqladvNMkul37lMed5rheQogJKtQsmppQU01xRdSSoauK5PXGMdCccaLbi2lgBSSU%20qA0B3Ed2KIuhtuxZRJ8fylyfDYSl1BKUqpUgEVANc8gcdbjXXRM4t2bUsiStd7LZ2rKUkkBI3UCq%20gCmZyPux0JO3fjR6mixyH/F4xjurHHkNvoBRkaDcOI7O7HF5XDdrxR0YzTVRTh7BX4/sxjo0S1Do%20f0DCqAMvd2jsp3YBMArX2Ur9eEOoX1U/RQfb9mGMPIUGWX6PbhaiCyAr2ezTDYIPhTLLtzGWCtNB%20MQfjBxSXWyUPJzQ4jIjLLiK46fG5rj9MtAJaydUPMPNxrkoofB/ClcDX973nXFnK4MZpztmyzyHW%20jLtb7lb7y28yl9h5+OfxAw6hworoVBKlFPvxxJWZL+SPQca89CMUDzKJBFFZKFMqDP4e3Luxlksz%20vW39InonI0KhU/HTL454jkWHnX1KVXr6+g8JA13H/Zo13cPZj0vDS+2mef5X8iydGdO2uX0rGeet%20TEtiQboLvcXUbnIvIjhUSjtRyar7fmONdTLtG3SHTfM6WuDN66dS3/BzHWbnIYJ/FbQlSA7IKt0f%20Z/s0hNHCcFSFEIdN+n/TV66Kg3Aw5y5xM9UnyzwUuSqM2lSGG0rQpCFL3V4n21w0yDgmhtbuhrPb%20OtLtBYjG5vR7KqfbbVPQmQ6mS4hBDLrIADjjQV8tPdiVSv7aTFJvRPTDHqW+u4tx7fYGAy75B1Sm%20I78soQXITazVKfxFeJNck4dWH21UqnqXa7fauvb1DjNssR2JaksMxSFNtpNFBAA0pXThiOpGaSeR%20X+/vpXM6YTHUTdSlbZrwG4Hsw0yM1VCcQGiuHAgZd/d7MSkRgaf6d9I9OXWzxHrnDVMkXK5uW9Ly%20XXGxGQ3FU9zQlBSCrdT5sqDEDQlkddCdGdO3CzRlXCIqXKuM+XATKDjjfl0R4qnUuISg7VErzO+o%20p8cA0kddbdF9O2+yyjb4i48m3TIEMzi4475oS4/NWpSFHYDu+XZwwUBwFnfR2yplrgNX99U3zTkB%20tJhJDZkNxfM13c80b2eGu2teGHRC2IqHWp6LL0BHS6SG0RttxJ8wKyAc8pH/ANA7T2DCIyLlp7BX%20vyrjyZ5lkT1C68hpkIqG1L/EUNKJG6hINfu4utRRdahVEezfLgA0CoLCSNxCaldVAUNN2dDXLjTF%20sraLZWsYxqywxZDEhlLrKt6FCoIyPZnXGecaMzzixXInPu78QIEhab9dbVzPJPbEO/O3TcmtCkKA%20PEV/XiWhbC5t0G824z5zgXMkOSCn5AtRKR4ick/KMzlTTCbFO45ajfMUA7aZ6dvYMKlcyvGMfkCo%20/X8OPbiSk0AvHlOMHIBbZBBSRXjU646fD5zjk9ArQVciIeTzYtVJ05dan4d/ZjZe4sbsa2xUWMfD%20X4MZ6mnt111444U7co6gmDPvz1Pac8VjBlr9OzDQAz0GvDjrhCqDX2dndlgAB7+OVO/6u3AAVEkj%20urTu+rvwMlVji3Q5EyfHjRSESHVgMrzTtVqCSKkYnFOpbbbbL/1VAldToj9OwH1Ny2HmpX5glKVp%20ZfjkLbXQ6+JNSOzHo+PZVuG+WR1+PNyklEnrR011PI6j/mXq+5xZtxjQ1Qbezb2lMx0NuKC3VqK6%20uFa1JHEAYz3Lym9vjjL9Dvxt7VXrQtaq+IaDbSmZAAOfE/e7fqx24aI8/d/kwh4jXMiqgCRlSlag%20AEDbWpxIgjyp6kUPqD1DSlPPOZJOWg49mMlxZnWsvIk+gX7c0Lkq2yVM9UOW94W5yZ5dqOh/ckjk%20uuKUN+wHNdMVlrJ1aXmfUO53KyvQXIkkCoRLix1PbA2JIYedC0Nq37iVUG4aYTQ1IbxE9KzetetG%20ZjcCRFkIU5CmKo2lB3o5hj+NKdyUqUap+YpqMtY0HUb9TWvoy2yrU801FjA3UoLMeUZaXbakpKX3%20wVubFKz7K/uimJ1BnfqvKZfiw+dIjyZomzjHVHW0vbAUtHl0nkk0TkdgVn7MNkTOFAqGtD8cITzC%20Qmifb78FBRVAnQSK8da/XgFMSOXu7vdhUM4aQFLAWaJJAJ7ifFnmdMAJGs+oHS0RNrX5W0tRksXB%20pFufjMBtT1u8qlbzq1IH4qUq8RcPGuGTUSXuvStm5k51Nhh+ei+c/lZgRUKExpuGhaFcvSTtVVSV%20HUn3YCLiioSemOlT1j1MiVHWzHtdtYnuQILiI4TLKGkuteJK0oSFr025dnDCqJEpJtnp10fKfuio%20UubHhzlWp2LJMeUlxxyOiQ24EOIbSnbvpqSe7BUnkVT01La/VDp5TaeW0q6tqbRSgSkrJSmgKqey%20uGtRReZsfroQOrY3/UW/+NcxVdVWea9f/wAi8jOvCCaZpzArlrlXI4qzPP0yK/frpIblCMy5sSgA%20q2+E7iCdcuGJKJusQW2oxRfrmgU524DUkJJ04kjEtpb9pPOhZrJcXnGGpKVDzCDmaDUE0qKU0xTO%20FUZZLZKqLLJ6lEi3uMOMUkuApWsZIzyqnPd8vDt7sUfaoy58mqzJKxdS2qKGqoEYtADlr+TsyWB2%20nOoxVctNmmxyoo4l9WQue4UNuOkknemgST3biFfViMOOyUuYqnKI1ovf8SlK0PJIStAISrXIKA1y%20GRHxxOko5FS23VWow6gXa220RoaEJfSoKU41kUpTUAKPbXPji+xOUXVmfkbdEJ2N+e69ym/GptBI%20WfupB419tP0Y6sOTGS2z0LOLck3SuPZjUscaYl08tVW3U+EoOuXHHP5PBp9UdDppjk/2f2+7HLkq%20MkDh7fh24gCGV1ubdvYC1De4rJtqpBUa8KA8MWQjUpu3KZDllbqmELdSlDpTVSUmoHvphNE09yqR%20N+u70JxtiP4XVHetRB+QGgHvzxdbtVMnIv7chC29TPOSENSWwAshKS3UUJNKEEnt4HErliiK7XKb%20dCw6ZV+zuGMqyOimCude8H9P6MJOugyL6ojSpHTdwbiK5c1xlaIaqkEvEeHbTPd/bjrcBXG/Astp%20bqs66Vt1qcvnSS+lemJ3TUq0oV/NU+SwuO04wGtq2FrUf4hbjtClWfbwyOTOCVHnQ9BbSy8CXeuf%20VS3V7ZsUBVSmsMnbWuyqucmtAKED25Y4EnDqevscZ7U3j9/gur6Ji7dTnwifENSAU+TUk+I7qeJ8%20CoR3VGvYMFIlr4bw8dffXwMM64nSl9aXdUpxLr5f8TiEctHyJzDZUunxOPQ8VL7aPIc5OF1oWtXT%20/U9wtUifbYj7lubK/MrbWEoPKTuUdpUkubBrtSaY0lKlUUidN9VT7Q9c4saQ9awFl14OUQQyKrOx%20SwVhCTmQDTANqpDKauDEdDzfmG4i1nlOjmJbU4kZ7TkNwFK8cIro0J2y0Xy6XLlWhD0icUqeqhzY%204kIFVLLilIoANVEj24azKnFtizfSvVb91k2VMN9dwh7nZcVbiRywkAqWtS1JQMlDxFWeGgadSGuc%20G4wrw9BujTjM2KsoksuncUqGeZJNa9uJlGdQce0jjqdc8QLKArkT2DXXAMGfu+h7cKoqEzY5XWDU%20OamxLnohkVuAhB3l7aEVd2AgZV+btw6DVRaFd+vH4s5cCVcnoa0BFxWwXlNbUI2APFGQHLyz+7gG%20qiN2l9YrtkFN1cuCrWgA2xMrm8iiU0HJKgEmiRTLAGYh/M/UXO5/5rKLwdMjm85e7mqQWysGvzcv%20wV7MsFRVY1m264wdgnRHoxeSHWue2tvmIIrvRvpVOeowkDNL+lPdjynQ82NLtDVLiFCVUWk7uOdA%20U07vm+gyxZblQstS7YxjMqy0qqQfn+8k0PA5a5gKBJ4dtTjXGjxjGhsg8sY0y+VEOINwchuc1GbJ%20+ZBrTbQkCuYrll8KnhGUKkJQr54/P8fO2NrStAUk1SQSDpl9KYxtUMUogNKZ6D6UwsyOuPMM9nEZ%20ka8c8S21JUbxjHcAP0Hfw+rCoLawfV259g/VhADt4fSnDAssxVxjGR22642vmNmijqCda6g0pjdx%20+Y7byH1HiksTEmo5b4zOZINdda68Mdnbb5C7SFXvjH7jJxtTaylY2ka+7XMY4fI4soMNMjmvHTj8%20OPDGWjHUNKFrcS0hJUtRCUoHiKiTQAACprpgJKDYrJhTIqkplR3I6ljwpdSUVApmAoDCaBwaER25%20e7LTPu7MIh4AAKiEpqVKICQK1JploO3TFkVUklnkTFmFxt6ZFzTb3XGEHy5ngAtRyTtcJT85KT4f%20Cmgzx2uFxlFbpdDdDj0VWahYYTVqZRyQHFLBU46aeMrGvd3Yr5fLc3lodHj/AEUfUlmpLr05tZO2%20gISkEgDInXLjjLY+qaxjGa1N/wDYlJ1MPHqD12pRAvcggEAgNRzsCgU5K5QI0Se0dtMx76xxYuKb%207Y8Pz89fO8jkOM37etf0/KhyPUTrhWw/nTpqEV8LABqNyR/gfKSABX2d2LZcOKrl38fxx8Stclqu%20MZeWfkZ/epkmZd5cuW7z5L7ilvPKoFKVXNRoAn4Y4XJilNnoePOscfp8hSxWGTe35DMdxhluIwqT%20LkSnOWy00nLctQCjqaCg1xnoaNyHzPQ16e6hl2IhhEqAhTst9bgEdttACuYp0A+EhQ25Z1wUHUYw%20+l7xdG5y7fCVOj21JclvtJq2hCSRu8QSTpUCle7CoSqNLlYrxa+WbhAfhB8FTRfaU1vApUjcBuxC%20hOpLWzoe8y7AbywuMI5aekNRlObZDjEZQS86hG2hQmv72fDEo1IyR3E6Lu0uwO3tl2KqMy0p9xjn%20fjhtCwgqKAkpGZyClAngMSIkDw/XgAHDCE0NyPEcqftPt7MIzS1C99OPsBqfdgEP51pvluZYenw5%20MNh8Hy7r7bjaFClfwyvbUU1pgCjFldNdUhyOwq1zg9KSTDbLTu5wJFSWk0qaAV8PDPBQHFlVuMOZ%20AmvxJiHGJTStrrToUlYOtFBWfxwFEnQ7tUC63SYmNa479wlj8RLEdCnnCE/e2o3HTjhUGlUunpK6%204v1G6aDiShxFzZQsEEZhWYodKHI4ki610Nt9dP8AzdF/6k3/AMa5iq9qeb/9g/yx8jOt1Tn3aCnd%20io4KyK9erRKL7spB5iCNyhUbgAKHLiBixG2zcVKEH9eJo0p4x8RWNKfjOc1hZQsgpJFMx2YVO4nH%20oyQh3q5qktNqeSQo7SVhASK6kq8P24g4lUrUR/I6lYbWpLLfNpoonaD25EVwttdCqPHZGq6guRc3%20bwBkeWEgD2Z+L68NQ6lysKg5j9TvhVJLYUk0qWxtPHtJBriLt1F9nLIm4ktqXHDzVdpNCDqCMR2m%20OcXF0JuwXGFBW85ISorUAlsoG6gqSqtSBTTFNyDkW8e7tZINXmJcJPIdbEZVRyJBOpBNArgNeJxr%20sciUP5ZmuHJTeuRJNS1sL5EvwGpCHCdfb2Ynf40Lsd0Dapj00Pf7/hjiTtuDJ17CbjLDpSXG0rKT%20uQVZ0VrUdmI7qEXBPUUyr3dnxywq4xj8Z0oqFc6uGcU6VCz8duNfHZy+etCEiOoZlNOrBKULSogZ%20HI1xpnGqMVuW2VS9MSWJLfMYXzG1Zbga+7MJ7RrjmzVGdy1OqE5NwgxSkSH22lOfIha0grPYkEiu%20NHHsOUi+haOi+mXZLyLxckUbR/yKOdKgg71CvaMq46HK5EbMdsdXj8/E6fB41fqkTvVl2cixEssE%20KfWfCk1PiGaR9WOJKTk88zZfu7WqdzPlOR67lLbWgFQWtRQRmUIVuzQKgK26HL4HPtk3jxf69Py+%20g8d1gqdlj3hBxpJVueRyxXermhIBCgk127aGi92nzHUZYUYN9Phj2eHToWVVK4x+BhfqAa9aXckl%20VHzVVdTsFdDw01+3HoeHGlpHhPVWnedCw9I9bdO2uwwW5qpKLhZzczEjstBxqT+YsBoVc3DlbCM8%20jUY1GCMhWyXvpO32CSzFvMk3d1DkdmQ7CWpDMZxH4yGEhwbFvElKlEfLhF0ZomelfUK12/pWLZ50%20yWxIiqlojuIa5wj+YQEtPtAqAq0d3h1zqk4CaGT3WXT7/VN1kuKkItlztf5Y9ceSFPqeCEgylspI%20FXFIqoBVcFSFBpcb/wBKXDqx69/mUuEkoQxFSYaJCaR2kIbceaWooWlzafB93I4e4rKr1xdoV56u%20ud2hNuNx5jgW2HSouKASlJVQle3cRkmuQ9mG5FTWZB65U+GXsOFUQPdx+37MDAH16DAM0z026rsN%20rs0dmbc0wHoNydnSGFhysthUVTSW0ctBSpW7KisqYCaY46L6l6bs9pZjvXhlvyE2VOejth4CUzIi%20FtDLYDYCihZ2KC6Aa54dRqSE+uerunLjY3m4dxRL/MJtvfYt4S4DDaixg08h0LSlKc/CEpqDhA5I%20lHusvTly4uMqZtQtq57raiLehKhbzC8BBDW4fxP3qbvYMOobjNeqOrbn1E7EXObYb8g15dgR0uIT%20ywaglK1uDdlUkUr34CEpF6/VmOwVx5JHmAxUGoqM6/pwLIdaEFeLU6p4vxwVA0UtsA1BGfh41PYP%20jrjRbmtDTbljGPDQj49umPOnlt0UknctXhSCFVAOQqBs4doyxc5posdxNYx1/UsVtiuxYoZdVu2K%20oimZA4cE55YyydWZpOrOY1wTLdeYaqktghLlQampTUJ9opXBtoKhBzYE+NuJWpxDgIUpJUrdxSFD%20MmpUrLPLXtxdCSNEWuo+s1vmsvF5xXLQoKC2zmTWlMhwB3HPPPPU4rnJMrnTXGMdiaoew93bnlil%20FCzFI0Z+VIbjRkF1947W205kn2ezXsw0icYNsm53Q3UMVHM5AkIpuUWDuIBplQhJP+riVKaFrsSR%20AKCm1UILSxqDUEHhidu64vIqcGWC12abeLW9KSEqSwstoCTRe7UlNaaA9uO9Z5MLsds9cZlisyp4%20D7pzoyDPUVyZhJQohyGgFK61oApRr28BjDyfT5QeSqi6zYqXO3dOWa3LSqLFSh5ACearxOZUzzyB%20Pdjn7O5uhx1EdzYcOZHVGlth5lWakKzTkQQqnA1GFtyJyt11KbK9MkmSTDnctonwoeQVKFTWm4EV%20wtuRjnxavI5j9OMdPSG5JfM25ElMNpCKJSopoFEEqJUKmn6Mdbg8Kr3S0KvtKHmSFv6Tu7VrdtS7%20oU2ea4p6XCDSVLHMUFraQ6SaIUalQpxyxZyeZR0jpjH7HRtJpFpQlCUIbRklISANcgK+/THJbrqT%20aF4dPMINK1B17Np+muLuM/rXmXWq/M83eet5XQvtqpv4pVuAVUUPiPyKPCmdMjlj6LxrqUFT8css%20u3WlPLqcDkWXubXfGK9MwvzCGEj+KSVpAFSSdCNTmo5JGQpX/WGNFy/DP/txTw6+NFShWuPJY8/Z%208ffmVq4upXNfKFVbU4soNQagk0z48ceZ5brJ46Hf46pGhOdPdYCDDlWu6MKl2WZGXEcajBliQkLW%20le9L3LUomqdF1FMZDRUmY/qbDY6iuN5ahzIqrswYsox5DaH2m0bOQqO7y/CsBrx11w2yW8Rh+pDD%20PVF9vblvJbvCAlEZDiQW1IWhxKlkp2rqW/HkK1OmAkpnPVPqDGurDTVuivRlCe7dXVy3EySH3QBs%20aCkBIaFK0UD34baJKY6j+pDKrMlidBW/dWo0qEzKaW2wxyZi0qWSy2hNFpSCAUmnbXCaJpjGF1jY%20rbYbjbIVulpXPZdjr50lLkZSVrCm3nGdo/GbSNu5NBhJ9B+JVKilNRpWtcSqKgep7MMBF0UV7q6V%20xEouLMJKglSSRuANaZZgHMZ4CEWaf1l1N0xdYMhEa7NPLlXBu5tMLafSGUMRthjklBG5xXhFPD20%20GAlUmJfXvR7iLowm77xe1S3GJKmpH8EHoiGkIc8BUKrSUnlVAGeGG5FOd6v6de6t6iubLjMsqtDE%20O1TJMYPJdlsobQp1KHUL27tqqFQGCpXXMl736g2SGuRP6eagC4tTyiABCDSBBdjoDnyJa3EvpJG4%20lQOmWAk6Fa9MXCv1N6cc2gFdzaWoCu0FaiTTcSfjgWo46o2X1zoerYtch5FH/GO4qu6o8z/7D/kj%205GdVAByzyNeI7e7PFRwPEIigKVZgjQEcRhpjgyty+nJaVLUwUuprkkGiv1fXicWb4Xk+hEKCkqIU%20KKBoQdcssTL0FQaUFNKd3ZgoNY/MFAPZrlgoFMY+Ae09n0+gwMGgBKlEIA3E5bda/DCyE6alqsMZ%205iCeanaXFbgONKAZ/DFTMF+SbyJRphx1xLTI5ji6BKU1zJzpn2ccVzlRZlVuLkWRXR7gjJeaecS4%20QC2sponcNTX7OzvxlfI6M6f9JpKRxCuZ5rluu5C3NyUtLpQEk0pUBNa18JpjRC+4OqHCcq0ZIgPw%20VZ1dj1A3AZpqO7XTG+WzkKv/AFGqNcY/AetOIcQlSFVBoQR3j6ZY497jygyxOoZ0rp9NMZq0G+xF%20dR29yVHDrSSt1kiiE51CyAaezXGizOmRi5VlyWSzKoEKJ2JQorTULTqapOeQApSmeNe9dTk7JIle%20n3ZjUwt1UmKElb6FA7QNuRFeJqNMCtb3SPU3cXdVVJ+xWpiVIvL9z6ddvUe4+C3SUIDgSlKAjkqU%20rbyglVVbk6403JRsxp1x+h6jiW6xrjHvoaDDups9gt9vlSEOz48dtuQ7qCsJodoGumWOFfnvZpuc%20hRVEVe6zzPeKiCWgKJSSKqJNSSfEBX34IKmMP8TDG5Wa8zNnIkLnLKozRWHCo1aSFbuYo+FNajb4%20qa9xOdYfVWvl8vjm150j3R9l4XHg7Mfp/wCn2aL9PLwE02637kfwjFUmiSlpGVFZ0ookUVX2VHYc%20FXR46V/Glev061z0y4sHXLHuxR+BQOoIbCL3NQykNoSvaEJSEpHhBoAO3Hc47bgfNPWYUvy8yxdO%209BWW6WWI/JlyGbjc/Pi3ttJbLKfy5kOrL+6i/FUgbcaEcvaiJsVgs9x6PvN585ITdrUllzyiW0eX%20Uh1wIH4u4qUeOgwEUTFl6Bk3LpyHeWLrDQ3IL/mGnuagRmoyQpxxxe0gjxjJI1OVcFC6DF4PQ4Re%20Z0S8P0iW+3m5l6EUrL7JSFNckuCnjCx8wy7K4ETOZfRtjh9YybM/Llvxy20u2txm0GVIckJQtpr7%20zaSA54laZYCLgV/qqzwbV1BOtsOT52HFdLbUmgBVT5q7apqk1BphUK5IhFR8vATUfd9vAYaZBxET%20kMuAyrWvsGGQBlWnuphBUsnTfQV56ggmXEejMoW8qLFbkOKQuQ+lsuqQ0AldSEDVVB34ZJRD6f6B%20vN8t6psd6OyC64xGYkLWl2Q8y2XloZSlKxuCB94jANRYL76f3qzWxM6S7GeCVssSozC1KejuyWua%200h1KkpFVJ/dJzwA4sQc6B67aaW850/PQ22lTq1mO5QJSKk5D93ALacdU9I3HppyE1OeZdVOZEloM%20lZKUKyG8LQ2QTWoNKHhhCaLz+jOns/tx5Q81jGPxBlX668T+nhgAGfE5Z1/Trg0CtAVpoKZ1y+GH%20VjqwV7/0fbhISxjHUTajsMlamW0pLhKnKcSdTxxJjb6Ch7xUaUP0ywsxKoK0r3Z4Q+hN9L9MOXuS%20sqVy4bH+O6kDcVHRCdRU/ViUczRZsuRpVpsVutiFJgxqKpRb1CpxWdfEvM59mLFA61njUWSHxSpJ%20pmFjMHs4ZDLLLDaJyttaiTkOM8vcuO24s5JUptKjlpw4YKEFx6ircblICGmi22MwhCNooe4CmJW2%201mi1cZroUr1KtPlWbXcFuv220vT2mOobjDJS61CXVKl1TmlJVtSpW3LHY43LlKO2WOpZa4NHuY26%20afLXVN2h9EynuoOjY7TKkyJTxdS1McP4rMeQ6RvSUUVxAUcTlbtydG6PHwLLnFk1WKy+Z0LxekdP%20DqRyesXJMkMnp1KUFv8AxdhZ2kB0ubTXdXT6xcS3oip2X1WMYRIv9T9Q3C+w+mumba3+eSWVy1u3%20QuNRWo7SglSlcuq1HcpKQE+/EHwEupCFpvJoW6Ebfni8yr83yuobRMXb5aEK3tIcSkKBaP3gpKwR%20pT24ny7+2G1LGmNfHoSXFUU5dcY8vaWXXMgVOte/HCbqisIdmde/XPX7MJaiFolC+iv7qq6ZVQfZ%20i+w/qWPzLbbozxvUFZJFRU1NEiit1c611/Xj29lrasY0xmYrn8mCiRTMBQAIUcu4EUFeFfoazZAW%20RTlpFPujKuf0zxyL7+pm21/EvNi9PLdcbHGucq8riOyI0ud5ZEQvUZgubHDv5jfiP3RT2nFVamhR%20JVfpPBRAlqfuQaagGQ85PTHcU84w0w06lJa5oQnJ/gdcq4Y9pG2/07tjnUHUNml3F7nWiOl6I+yy%20na6pZRtLgWvwf4wqK178ISiM+pugW7Oxzo1xEvlT1WqYHmvKJbkoQFEpUtSgtuh+Y09mGMnbf0NY%20UdONJlIEm5yrfcJwuUaTzGWzCWkIbQEEtLBFdxPE4EyUWNY/Q9vk9AR7lH5T1+lMyLgsOuupU3Ei%20uBtXLSE8pStSrmKr2VwNFylUoIJQaim2mvtHfiJIUBBz9uWJIQS01GBoqnGoiAVEJGqjQE6Z5Cvd%20XCKaZlw6q9PjZIReYuHnn2JaLfOZLPKS3IdbDqNit6+an7ug00wx7SVkekUdHmlC8lca2F9u8OCM%20QWVsMh4hlPMPO379oNU592EkG0gHfTW4xr7Ms9scakNxIzc5cx9xEZHlnUoKVr5q6JI3AFNTTAhb%20SWtXo/1C9dEw7o6zb2TzELkNOMSuW6hIXy3Eh1ASSlW4VOY0waD2kd6btcj1S6eZqSG7q22FEbT4%20FkZjh7OGGggszZPXQf8AiuLl/wAybz7fxXMVXmea9fi/uJ+BnPhroaAdvGlK6aVzp/bipHn2mDw+%20+uR+ntwBTMIdhzB/Vh1GmQd1sTzj65DBSQs7loPhpWlT39vbicWbLV1UoyvjTX2k9mJo1o6ocqfQ%204VUFVjH4D52yzURUyCAUqAIbG4r8XdThgqVK6tMYzJez2ZMYB6QKyCMkZEJB/TiDmUXbtcloWay2%20aRdpnlmcsiSqleBoPfjNdu7ULj8d3HQ0ay+mrkRIcXVS1U3k0CjpkKkbRWvfjn3L7Z6Li+lOObLp%20+QRzHLRWSCNpBSNpGny+zvxmVdTsPiKhUbn00lMxSmkNhaK0SoCopwSSPlNchi2N1pHLvcLOtCPf%20tk1lBcW1VIFap8eWpBFM+zFtvkOLqUvjvqQXUCX7BYpd9aZUpllTbflDVNVvOBDYqrQFTgx2rXKh%20ejtlqOHFk/A6k/zT09e4Nq6wYhxV3Rl2RbpMJbjre6OAXWXtydyVJQqu4eHsxmucNN5Gm7xNqqKe%20flPJlv22N5+327wz5aFhKUlKarShKgOYUJPiocsVviMp/rtqorIm2eBaxeJkuPFgPIQpL9SpbgXm%20gJQiriz2ClfhiC49xZFceInoLdJ+R6ymKatry122ApPn1OIWy4F1BS3ynACmudDTSuOlCSsQr1L7%20XAbeehe7xcWLTAEGKNiEJ5baU8SBplw4H4Y4d2/Kcqvqa7tzYtsSiy5raVF+W8lJWc3FmgJPt07v%20ZiG3scq5cXU6aUhwoKVgpVSi0mlK0ooKFaYsUXoPjS3SVO5lLnWluStSVx30lJKFJTUaZGnjqKVV%207cs8Wf1ZPPX3Y7V8HLxb+3cTkJWY1T07Yx3qcjra2gqUWXyrsASkFVE0OSu1PHdlx4Yf9J+zHx18%20G2+5ofIXb8e/59KfAq10ltzbg/LZSpLchW4JVTdSgTnQns7cdKzFxjQ+b+ryrfbx3JG29Z3+12ld%20siOspjK5xaccZQ46yZCA28WXSNzfMTkqmLanMqRx6guzce5MtJYYi3Vppqa2w0lCFIZUlSNgFdhJ%20AJpqThlbbHVm696ltFtbtsNxhUNC3Vhh5lDtQ+nY82qvzIWE/Kf14bBSYpF6/wCofzx67KeZclPM%20eTdZU0hUYx9oRyOR8oQE0oOGETUiWjepHUYuT10AhO3B7mJdecjNqUEuJCFNpOqUBIokA5DAXqRA%20T5HnX1vqZYj76VajIDTQoKZIBOEJxGpZ1oqutfhX9GBENoi6zXwrAFfZ7MBBxGagRUKPb3V44aK6%20F36N65ZsNsbjP29Ux2LMVcIDqHg0EPKaU1R1O1e9OdcqHLBUnHQVsvqFBskNMdu0vOGK+7Mtzq5C%20fBIkMFl0vJDQ5iN3iSBSmQw6gnQQ6m9RWrzbVR27aY0mXIiyrk+p4OIcXDaDSA0gITywo1UoEnPB%20UHMkf83ybr5821ZH5k5cS15jLxxPK8vNB+U+LdTupxwVFvKJIk3CftVNlPSA2CloPuLc2JOe1O8q%20onLhhNhSppKwUKKV1SpBIKTkQRUUpqMeVUWea2sKo7deHCv078G0W0G4a1zzI9vxwbR7XjGPmKpr%20r9K/qwbRbWAEZZj9GuCg9rxjHzFR2jLBtFtYaQVKSlA3KOSUgEkk6AAZ8cNRZL7behabL6f3OWpt%20yf8AwkVQC9uReIIyATTwnt3fDElBmq1xG9TTLJZIcaKmOw3yojQO1IFCSaEkkjOupOLYwO/w+Flm%20SEqSmK2GmUjsANNOBPbpiM5qJ3rFhUyERcUuV8w2FH5gQK8KGtcVRveBZPixY4YWXGiqK0lJ+6pV%20AOPZpSuL06lH2owYPOMsgpefDi88kgClKZHhTEqMzzvxWS8jh2VBlNctxRQlVdyVAKTxyPzV+GB1%20IW+XHqNWoFqZa5cdbbKEElKGkoQlJOZO1ISmp1riEouuuMzUuXHqwmrb05HmpmiMw5cM6Sg0kuZ9%20hpl2ZYutzcepnucm23jHQbdT9MWnqNUSeudJtl0g7vKXaA9yJLba6BxsKIUClWVQU40Q5Eo+WMa+%208jOUGq4xn7chpZ7FarFDVCt29SFOLfkSnlFciQ+seN15w/Oo6Yz3pyk88zn3rlcloPcq50rihRZk%20VQVpXPPiT7MNglXQNCVKO1upNDtproanuxO0nuJxTPH4bGoXQ1HdoSe3t78ertcmiITsA5Kabd5o%20RRSdK1ABFKDPFv8AafQj/XYoDTQ51zIIpWtftxiuSbZojCioP2b9emI6IzU55Edtp1htpK/Clp/N%201sJ4JWc1YrJ1F1dW9SuNOtKu0ktPpUh1sueFaVoQgg5Z+BpAy4DDCokjqO/Nzn57dwfTOltqZlSU%20rG9xtSQkpWSMxtSBT2YAzDunUl/u6GUXS4yJrUcUYbeWVJRWgOWlcqV1wwBG6l6giWxVqjXJ9q2u%20EqciIWQ2SSFHLvKRUccJBmKr6v6pchyISrtJMSWpS5UcuHY4pdCrd/pFI3DAhpsjgoEUIpl7sBdG%20fgDbt07ftwyytQ0rChxp3/twA0JL8KqhVCMxnqfYe/CM0si13f1GuF1jKYl26EA64H5C0B5Jdkpa%20DTb6/wASm5AzAHhrmQcKpFNjp71avjxUFQoIYk803JgJd2TFPNBlSnvxKpIQkU5ZTniVWNNkZI68%20u8ifdZq2o4XdoiILrSArltMI2hKWfHuFAimZOEwTE+oOtLhfYkmNMZYS3Lmi4uctKqh1LSWQE7lK%208O1Px44AYfplLbR6m9KtJG4quUcEg5Cqu7DiKDzR6Z9U7aiXMb5oC21shOwU3JIUpW8dmOdy5tTR%20zvVLKm15GN3O2OQJJQsFTSqlpeWeWQJFcxx/Rh27lTyt/jSgxoK5aAAEAkDTPu1zxc0ZXEIjIUFD%2097OvHASoxCah9UR1LBAdUkgEmmR199MBba1Ki5AmtuFKmV1HYknP2iuLdxv3ZEra7AsrS7LFEjPk%20nXu3DCkyq7caJ8CmSdBw+rEKmF1Z0lKlqSkAqUohKQOJJoMQlKmY4xcsjXPTnptq0wXbnLG51ym3%20I1qM/DpXuy78cvkXKs9n6H6c0qvH7Fin9SmO2pwhCGwMlVJ789KaHXGPc3jGPj7OxwU8hO1dTpfd%20Uh1RNOBTRWSa1FNR7MCk+uMYyJX+Ekvpxj8iSdvEUJqEKXnxokVT7cNswx4fidRZDcxSkORhtTqo%20ioqCRxHtxJN9UV3ONFIb9RWGDdLFKtT8VL8OWkpkM/KSk51QRSixTwngcWRk06ors24Iq1g9PRbL%20h+YSX516mNM+Xiu3d0SuQyc1NMBSQE1p8xz4Y0S5lx6ZY9uPhpdq3j5j9XQi3zKMaWu1xLkrdc4T%20TaTzF0AK23DRTRWBRWvdi2POnTMxXrEFWmhHdS+mbccWW69IxY4uvT0pEqPBlKPIkpSjlltSzXYv%20bmhdMlY0Q9QcnSWMY7FFvjxrVZClkjdQQ73fOsupWY9sn3lpiOzaozheSy3GTkt12iUuOKUumSew%20DFHJ5CnksY/cjensTrrjMiZs56Y8p51RNSdqCTQcaU1r21xiijiXJSkxIRlPNuHl8xpA/ENMgDXh%20iabRQ7bktCC/K7rBerbHEeXUvd5dRoEaZhStPbjTBp6lNmDVxNd8Y8TF0pCUq5gQCFUIAFAfFUeH%20L2UPsOWNdKui8f0x79T7vw6fZj5LxxjsdL2UPygAkVTSgzIzNPfl8NKJV6Yx7vijS6YxjtoNEg0z%207TSntONaPnPrS/55Fn6JnWyBfbRIQ6TOXLaakNyo7DkVLK1gKUHHVroqmVSgU7cOpy0TdgY6fl9e%209TR50SJMYebnmB5hW1sOpJUgtbVoTu7M/Znh5AhHrzpjo612gSIbTcZSZsduA41LMlybEW0FvOuN%207l8opUeAHZSuGVtIl/UyM3MsywwYbpZuCpFmSwuOlSbWiMgqICCk7QunhV4q1ywDdSr9bXpFwtnS%20UtQYblu21YlJjIbaSlSJC0oSttsAJO1I1ThMaljH7ldQsKFNCO/L6aYRZFhBdPCv5hTPSvZTXAWN%20I6KQQAc/7ak0wytxbEHW88xUHTjrhFbRffT/AKRsNys8d64xFy3bjc129LwdcbEZtEYuhxKWyApW%207XfllhhQLofpCwXGzx1XKKuXJuM+XBTJ5jjYjojRVOpeQhBShR3UV46inxxKgUOus+iOnYNmk+Qi%20KiyrbLgRDNLrjhlCXHDq1qSslCfEap2UywgUEOF+jdjTLVDRf5C5QlLgoSYSEo57cbzXzc5VEbQR%20Wla8MAKCKz1irpBTsBPTKfAmPS4n+ISTIqArJ+vs8GR7BiI2j0/crt6Qx5a0TocNMpRKnKxklVVH%20Mq2pJFa1zxhfMsYRRK/YWvyG8W++jUqc3DYgRFvOiqCIiQCcvDUpHiPZh/3LGEKN/jvJU9xJIY9M%20FPKYTaoZeSAVM+XbKglRoDt7K8cP+3Z7fDGH5k99jwFTB9OCaGzRq6UMVH6u/C/t2MLGESrZ7IIw%20vTg5Gyx6qNT/AAqNdOzv+mWD+3YxjFR1tdkEYfpxQk2SNxJBit1r2aYl/asYQVt9hVhn0/jPJeYt%20DDTqahLqYqQoV8ORArocL+3YwvaClaXQeG79LbVHytajNPJGdBpTTtwf2rOFjDRL7sEyBd9WOgGH%20eQ9HktOIABbVEWFJrTXj97C/u2V0xhfIqfqNuOWYh/m16bKVUsv1NMzGVXhnmeGWIy5nH7fAP9tb%207sL/ADY9NDmY76q61iqJ0Bzrr2YP7XHrp8AXq1tdWd/5u+m+wthqQWzmU+VWUkk7tNPujDjzLC0y%20xj3eQP1W31bOR6s+mlQQw9rkrypFBSle7LB/dsYRH/Y2vEA9WfTUgfw7w7vK6ZVFQMs6n9OH/dsY%20Qv8AZWvEI+rHppT/AJK9pkPKEUFM6V0yywf3LAf7K14kpZutug7wl4wo5VyDRaVsBJocwQDntqMC%205dhl0OZblkiS/NelE/8ANQCM/wDBAzTWh+rD/tWXjGEWq9HoKMz+l1r2ojoSeFWgK0r+rAuVZY47%20ZZKh07N6cZ+aJ4eCg0KcOOFLl2V0+BrXClLKiERdulageWApSn4OQqaDTFf9/jvoW/66fZfAdNye%20niApDCP7p2A6Dur24uXKsv8AYp/qSj0M46qv3oN0vdvyy69ORkyy0h/8K2tuJ2L3BJ3BOvhONkJK%20SqiqUM8yH/zH/pvFf/DrWlP+6k58P3e7EyO3wD/zI/pvAI/l5r/8qSdKj93CogSC/wAx/wCm/P8A%208PNZagWlPf8A3cMNoZ9R/wCnAVr063lWtbUk55j93+7gDb4BH1H/AKbxr060KcPypHD/AFe76Vwg%202+AP8yP6bh/+nWsv/wAJQdP9Xu+lcAKIB6jf03g5dPNa6flSaf8Aq4GG0A9SP6cMqdPNimn+6kjL%204fT44dR7Q/8AMn+nAkf+H2xWn/upI1p/d78FQoD/ADK/pwIH/h9vT/8AxSeNP7vfgAA9S/6cP/2+%203/8AlSeNP7uCoA/zK/pwV/8Ap9rP/wDCkjiD+734WQNA/wAyP6b/AP8AbzWdP/dSOwD93vwCp4Bf%205k/030r/AC61QZ/91Irw/u4Mg2Bn1H/puqa9PNdh/wB1J4exPd9K5iHtOVeov9NpBCunmjSv/upO%20ev8Ad/u4YtpNdEdSehF46phQenbAwzeaqdiSPy5DOxTKCvcHKVBATlgCiNWet1tkSEyHo7TkhKS2%20l1SUlWyuaa60qdMRlBPVA1UavdLdOPoUh22RloX8yS0mh+rAorsQdqPYbnobo01rZoedajkoAzz0%20pTDoiH9a3Wu1BDobo4f+54n/ANUn9WB0IriWv+1A/kfo3L/c0Q+1lJ/RgyJLjW1pFFdmO+mUSS5F%20k2Flt9skLQqG2M9KiuRr2jXEHciiubtRyaEvP+leQ/J2cjUDyqNT/bhfdhhFe6w+nwx2CE70qAAF%20nbAyp/CpPGmDfAVLH/avcWS2dO9DyGkzYFuhLbO4JeQ0nhkrUVGmJJJ9DRCxa6RRMmFCKQjkp2g5%20JAyGpxH7EH0RoWWgg5ZbO4hKXIjWxHiAUkECuutRg/rw7Is+7PuzhHTtibXvTCZDihtKw2kGgzAN%20AMsH2IdkP78+7HTMGCySplhtO4AVSkZgaaYFajHREJXJPVivLZ/cTl3DE9q7Cqw+W3rtHboMPahV%20Bsb4gfAYVEFQlNNKSQpCSCNtKcNKYNq7AM3Y0GFEW4lla0Mp3ctvctdBnkCak4qfGh2FWmhVLh1N%200NMPLmsPq25LbUhSKEGu1Y3CnePjir7Vquhnndg3nqMfPemFM4jxoKk1d/8A48Pba7fAp/4e3zFm%20bx6cxwtLUd9Ac+cAOZ0HaVV/bgcLWrQ1KyugznXv0rgQ35j0ORyGElThQHlHblmAF564lG3beg4K%20zXLUzszv6X1LWr8onEqV4gDOABVnlR6gGXDGlWqI7UPVr8VRS+WMZAM7+l3IG0TtO2d//WwfbyLH%206zyf+/4L8gl3P+ltlBUbNNKE55JmnLs/xanXDcGc27c35yE271/S24glFjnqHbsnezTm54Wwr+kJ%20q8/0rSFFtNkm5DMKROAFD3u64FBgnFivnf6Whn+RywTr4ZoPv/Fw/tsbSAqX/S0QQbHLUmtSNszO%20n/tq4PtipEReuP8ASpHAU5ZZo38QmcdBSpIdwtonsQpFvH9LTiNzNmm7UmmaZvZXi7xwbKjTiLm6%20f0wEUNml09kw/wD23dg+2ye8L81/piof9zTT7pnd/wANg+2FTl+8f0vtoKl2SbtGZoiae6uTumDY%20RrEcWfrn+nOIiRGtUa6xGpKf4hplU9tLgzTRQD2eRp7D7cG1huiOk9b+gSESEIau6ETEBuUlDs9I%20dQlBbSFgP50R4fZh7AyOJfV39PUyHGhTIl0kQ4f/ACSO4ueptugAGwF7gAAKezC2Bkd/zt6Ac0v8%20m684uF/fzJ+7nFHLLled8xR4a9mWHsYZEf8AmX9L+6os0zI67Zp/+10wtjDIqrzrjzrjzp3OurK3%20FGmalEkmgoBrjyNTyU5NsT8PdQ9o78OrQtz6HQUQreD4xnuqeFMx78CHvZZekpd2TPk3V1b7sKMw%2069MXUrS4WmiQg1OaqUpxxbaTlKht4qk5Ekz1H1vDtHT/AFZdfy5zpvqSRHjsQYu4S44l/wDJ1qcK%20ihwgfOnhjrS4C2ZanYdmka1L4KpVpWhAIPb8O/hjlUpmypMCihQ5goDX5KE0HtOv24CTXU545aVo%20Cdc/b34KkK5ZkVfembdekIMje2+3/gyEAlQqTUKBqFDw/TPEWii7YUjN7501c7Ov8dAcjnNElupR%20SoA3fuq7jiDRzLtiUHmRX29gz78RKagr304VwCB7cuz49+GAP2+3vphBjGPgD2a68e7AA4t1wmW6%20W3Lhr5bzZFDwIP3VDjXDLIXGma3Yrs1drW1MaG3cCh1GdErSKFNSM6YtTOxanvSY/Of6sqccCLU3%20XIdR5zjRCF/iNineQCeHb7ziakbuPzJRyeh3IhB0F6MoLTxSPift44ouWq5o7/H5UWqDJW9twJ2+%20NJBApoQR2+3Gfc4+Bryaq9DD/XVal9dNFVK/lsU5f6To4knhj1PDlutpnA5MaTZnuNRSD6fpwAA1%20417fjxwAD2YQA45+/AIGAAUwAEcAwVOAAVwUAFc8FABX9uAAV+nswADAAP0YABXABof9P4J9V7Sd%20RypRy4fw68zrhoR66JoK4YAwAAmgrgAGACI6q6ltnTVilXu6KUmFEAUoISVLUoqCUIQn7ylrNE99%20MNIDNZ/Uz3VU9u2TunpvT3Ufl1S7ZGllpYmxkn8VKVN18bYz2HMVxVchUzXbW5aZkM42604ppxCm%203U/M2oFKgSeIPHGXbTU5slRnPtOo17jliNaCa2kr0/1DNssvmMklhak+Zj5HckHOlfvUrni2E6F9%20m84+RrFru1vubPmYb3MbBKVg1BSquhSaUxpUqnRhNNVQ9rkM+zM950wywqXqp1tL6M6TcvkSM3Ld%20bfZZ5DqihFHV7SSpIJyw0RlkjGlf1U9Qj5un4WfbIc4Z67cTUG9A3ZBn+qvqMU/3BDzNB+O7Qnsr%20swbA3Bf/APVfURz/ACCFkCSnnu1oONNmDYLcGf6qOocyen4dU+LN93s4eHC2hvAP6quoj/7hhHhl%20IdOY4ZJwbB7i++kHrDc+vLtcYcu2x4aYUdt9C2XFuFRWsp0UkcMKUaDqXm+dI2i7BSnWuTJINJLW%20StxBzUNFcO/FUoprMquWVLzM7vXR97tW5xxvnxU1PmGRVKR2qGSk5H2d+mKJWmjDPjuOhCVGZ0H0%20rip4xipnIbrJS09K3RQRvWlhR2fA9uLrOUi2zTcZGa0FcdFHRC+GeAAGvsB4d2AA6GuQ7wNcIBkU%20R4Ki4SVFw0A40HZX2YRHQcMyGnh4CSrLKnbXEqjUqimWuXswDOXUJUBuTvA7cxl7cITQENoTUoQE%20njQfbh0HQ6II7aaZ4ABpkRgANQGYI9vvyoa4AOPLshQIbAIzCkinv4YQUO+8e46Z64YBZfZgAMjM%2069unwwAGCgBQUnxHIH93tywDLp2cPpTXux4o8gD+0cDhjHEC3zJ8pEWKguvOHLsHAqUeAHbhak4Q%20bdDRTHVbbXG6dhFK5MhJ8w4BoF1Di6EceGPQencWMU7s9EdBLYlGI0jelfS0ctKbMqsfcqLGckOO%20RWHVV3LZYUdqCd2IR9TauVSW01urhQfsXSbanUw7qOYySAzMGeh0UTjdd4dvkrfayfb8jPGcoOj0%20LA24h1KXGnN7agClaSCKClCKY89dsyg9rRpTqgwMq0yFajXv4dmK2SYACaA1Jzr7BwrgqFTh9pp9%20hbD6Q404CHG1fKoEHKhwUFKCepQ+rOiUxWlTrUgqYRUvxh4lJFT4k14doxBxOdf4tM0UylD3DI07%20tfrxWYFljGPeFlSndnTEmJ4xjzDJzz1r9n14Q6A7jln9vtwAFw+ruwwNZ6LUwrpmDyaGiVBwJ1C9%20xJrT72muLEdnjP6Ca7KZ5cCftPtwzQwdgB+upPfQ9vtwIFUNLi21BaVbVJ0UMiMv1DDqWRm0x5zG%20ZaUoc/DdGSFD5TX6ftxGcVI7XE9QWjMD9d21N9dNIJqRbY2Y0+ZwDLHf4ipbSKb8902Z53jjjQVA%20y/VhgDQ8PplgAHcfpXAAMAAr+3AAOOAAj7Pp9eAAfT9GAAV/RgAIafT9GEAdcAAqfp/bgAGGAMv1%20YAB7NP2YANE/p/AHqtaanPlSqCmv8OvuwCPXOAAYYHINdTrmBmDwwAESFD3iuVezCAoHqi2OpYiO%20iYhJmT1NuvvtmvlUsrS6h2o0UFJBFRjTbtqjk9DLduZ7VnX5ENI6A9SWLvE6pn9QtX672Zl1m2xE%20RExm+U8AH1FIUrc4tIofZlhWvtuWejHe30+nUnWZVg61ZVHlINvv0VJSptR8aSONMt6KnsyxG/xm%20s9UUxnG4qPKRTrtZrjapHl5rRQpVShYIUhYGW4EfZjnShQzztuIy4UGda0HblXhitlOdajq33Sfb%20nlPQZCo7igEqUihCswaEGo9mWJRm0XQvSi8jSemOtoNzS3HlFMe4UAIJAQ4r+4ePbTGqM6m+1fUk%20Vb+o809L5FTQeci8a/7UHOuLUXS0PLNuSDcYaSMi82naKCoC/lIoa5cNMW1K8Y/Y1q92Xp96Z1Vc%20IMVlpyEwqJPhoQgBtwLQW32gflC0VSSKEUxHGPmSG112R7r1G9crewi2WaZFVa1mM0ygOlaN7KTs%20QFpWk5pUCafUxEinpjpuPL/LlMNKdtjh6gdc2JJVGdK9rSq6oCdvhPb24N2uPkFTOOteSo2WShtt%20kzLYy84W0pbBUtxZBokD2DDqFTSf6WCT1Tficv4Fmo7DzlYhMlFHpPblllxyxWTOVJrlSqTw1Gfb%20XBqJoovUfp22tS5Nno2vMqh6JUo//wAtRoE5HQ5ezFU7Zlu2KmXdbxpMXp66sSWlMuoZVVDg2nMj%20bke3hiFuFJGa3baljGOpjnbTPtOOgjcEaZ/VgALj260wAM7hMU0S0381M1cRniLZCUhjSRKXTNag%20Mq8KiuueWI1I6j+HFdQsb07VAivHsNPCe3XEiSQ8StOdFZpyPdx92JEwZUyp7sCYAOleHs4+7AAA%20fdkcAAB+mefdgAOnvp3ZEVwADL20+vvwADLX4H3YABXPP4DQ8eGAAU9mWVc+PHAAYFU14DXT3YAL%20pkPbxp248UzyQDUV+sGvs7sAa5YxjM0HpuDG6etSrhM2i5ykhTbCjRxKTQpQUnPcTmrLHR4PFd2e%20eh0bVv7cavUnLHb3WkKnzKmbKoo1HypHypH6cbvUuSv8dv8Aii+1brm8Yx1JXI5fVlw7uOmONU0s%204kxmZLSmJCQttXzjuOtDw7cX2eTK06ohKEWsyvqYuFicLsasm2HxONE+NGmfsFfprj0EZ2uXGkvp%20njGKGZxlbdemMIm4FwizmUuxl1BPiSfmSdTX9FccTlcOdl0ehot3KocUyGWdBQfX+jGMsAa+/vI9%20ns+nswAHnWgqFCtK656eygpgE6alU6o6IYuHNnQAGp6jvWxoh1WZV7FHWvH68RkjJyOMmqozt9iR%20HeUw+hTTyDRbS8lA5cO8Yg1Q5cotCY0NM6cNfqwiPTGMe8ZZ0+I+rAMFe/365CuADSvTp9tdhUyF%20EuMvKLqKaBQqKZZ1AxYmdXiSyoWg655+0U4iuvvxI2AzAIrSta8NMv1/SuAYNK0y9mWv9lMsAgaA%200yNaHs+lcAVMQ9cUOL62aUElQFtiippoC7TSv7pOeO1YvKMUnjGNTT/YSSUvAz8svjVBFK1qDwrr%20/wCifhi378WP+1F6HHGhxfWppTCqNxFc+ArhgDcKkClezAAf9n1YABX3duAAcMAAp3acPrGAAqf2%204AABgAFMsAAwAECk6GtNSD+3AAW9FCdwp21ywBU69+AAbgNTgA0T+n//AOatpyJ/Dln2fw68zhiP%20XOAAGlM9OOADlRIBrp29gphAQ/VPUTFitS5bvjeJDcVqhKnHDoKCntOLbVpzZReuqKI7ovp92FHd%20ulzq5e7ieZIcWPEhJAKWwP7vHFl+4nkv4ohYt0zerLPQDLgCBxpkajU+7GetTTQrPVHREO6r85EX%205G7sgKZmIqDuTmN9O/jrjVZ5Djk80ZrvHUs+pAN3xMgfy31m0I8rSNOyCV0HhWlQqhKu3Ohw7vHU%20o7o6FEbjX0zXtIi/9JXK1KcdSkv28aSU0JA/4RPCnbx+rHKnaoRuWH0xj3EHnll29p7jimvYzAy4%2050PfqNPrGBKg02mI9eXHqLqDot6wJUJTi347jK3FoQpIacqrcs0Cu+uNFu9nmaocjKhRWvQD1VUl%20K0WxnaaKSpEuPQ6AKCgvsoQdcsbFM2bWxY+hHrCVOuGEOY/k+4ZzVXKmlFnf4+HzYW4NjOpHoX6z%20SUoTJjF9LZ8CHZ7bgTllt3roMssFUPawv8h/WEqKvIpCijlKWJrO4t6ba7/l7jg3DozhfoF6uOBI%20XbkEJTy0bpjJ2JrWiarNAKmgwbkJRNL9BPTPrLpK/XaXfoSIrEqK20wpDzTpKw4VqqGyaa4jJ1JJ%20UNtGle33YRIKnZlU1NMABFIANTQa1+vjgFQpHrJChuenN/kvMoL8eGpTTpAJSQQclGmWfHDjGrSI%20TSWbPIodby/EQTWifEkjKh7eO4UxsfHudmVfcj3OQ8yoCjiDuoAQoa0rStdcN8ea1WK0+Yfcj3xj%208g1pWpBCV8tRyChqO/Gdom0Rj9vkJXl4ys0roak/eqfrxForcSRYjNMCiQan5lnjhpE4qg3mTiyv%20loHj1VWuh4DtywxNsdNErbQo0G8BRI/vYNBkdDfDDq2lEDxVKga55ccKpHcSVQRUaa0zxImmGRl2%200+rPAAfGoPs4aYAC1+ymABB6cy2vYczlWg0rn2DCqR3Dg1zOZ1qeOlanXAOpHG8HadrVD3k69+I1%20I7hypcvlpW0EOVTu20NdKnbnnnXEqjqCLcUvjk/KRnTUZfX7MAJsvmg7aZfHLHizylS9dHdIsBuP%20eLkopG4PRmBTaEjRTlRXXNIGLrNtydEb+PYSSbI8NW+5QbgmVapMnqlyW6u03VLalNijlWXOemqE%20Ntp2gpx6O5JWIbE1uxj9jo22pLHtx+xpDYXy08xQU5tHMWDlWniIPtx565Lc2woGSc60HGhy7s9f%20p9aqCQCOFOJHvqfrz+mWEmNeIdd2QNQamhz7P3u/PPEoycc+omu5BT7I/He8/aCGn9VxvuLGuVaA%20Y7/E9Rjcj9u778Y+RlnZae5Dm03pmaosOJLM1A8bSstNSK4zc301w+qGcSdq9XXUk8s+z6Ds/dxy%20DQgfVnlXMA9n1YQgU7chWhTrrrgHQiOoOmrfemdz1ETEo2tyk6ihB8QqAoe3CcexnvcdS8zMLpZ7%20lbXi1NZU3U0S5q2vU1QvMHL34raocqdtxdGhma1PEjP4YRV0BpXuOmeXxwAXT02tz/mZVxJKWAjk%20JTTJaiQon/VCfrxZE6PDi9S/jLTX4aYkdIYXa9QLRFEiY7sQSEtpQKrWrPQDWnE0wNlVy4orMb2P%20qm1XneiOpTT6ASqM6KK2g5EUqkinzdmEmQt3lJ0JbPXPuPGp1/SMNl9TFPW7/wA6NEgH/d0YpqAf%20lLhPGvCnb7ssbX0xjv4+eZRfX1LyWMe4oYSkHaOGQoknOo+bLOmVcvcDXEYvGMeJRHo3jGHQaHuF%20MdqKyR3reiNVW21L6CbiMLhqgu2qI1CY3MJd/OPMK5pNaOpXsruUaJpiRMUu7sJHpL5QmKHGoUdS%20XUKYVvlCQrewhpJ5qXko+ZxR2kcBrgAVj2Doq4Wq1S0WuAuWqHE3xkzFR0L3OqTJeWeaFlbSE1oT%20xrngAhenrL0CJl1RKQ3cIrd3jwYDj0lbFIjy1JW6koUjdtoPEchxwAT1n6R9Org8xJMaO22rmNuQ%20BMWo0bl8gOhS3mqfh+NXjpTMJOACC6u6X6Ut3Srsi2tsuXREktOATA4pETmrDUgNhdFLdoEqT93W%20meADOv04BAwADAA/sBhC+20z6CD5lrzO/wCXl7hurXh24Bmn9UsxpN3sci6LiPiHc5Ds5xC2ChNt%20MpAjhSWj4knf4RmduACbdkDY6lMiD/NpDvlHQuJTyXn07aEHlV5NSPvbMFQKjHg9DSr/ANTSpMWP%20KjC6x2be2JK47QZkvqQ6psNqTuCRn2DU5YAFZl66U6WjLlWe2NrcuXnre403LS7sQw8ptqR+MmSa%20uIJ0ASdRgAZf0/D/AOKlp40alZ/9nXnnXAhM9c4YHO7LM5UqTmmgphMBleZzsGzTpyEhbkWO68hB%200UptBVTXjTElGroKUktTD5HUaVSbD1GL6u9TpTobFoWoFltToXzHkITRTfIPfn8MXSnsjTv+hhnL%20dnqkPE3a5pkGQma95jOrocNT4SCezMd2OY5MpUpp4x+JpXRPVCrrGVGlrBnxhuJANXG8gF9nGmNE%20J1Ntm7uRZgKgHXOozrriZoI6+9P2y9QlQ7g3vRWra60Wk61QRpi63dlCW5FV20pKjKW3NvnRbvlb%20sF3Pp1w7ESQncppJ8ICx2EEV+rGpxheVVlMxOUrTo84nNx6JjT2E3Hpp1DzDgKvLqUAM9A2ogUp2%20K/VjmXLDTJStRmqxKjIjvxnlR5DamXmyAULBSR7j7cZHVGaUWtcY/MTrr31r9nswiCJ3p/rC6Wl1%20tBcL8BJG+Mo/Kkn7hIqk65aYuhOhos8hqiNPtN4g3SKJEFwKbB2KSRRSFDgoY0RlU6MJp5j7caE8%20AK55fHsw6kw9opTP4n24YA0Iz7csAB4AAK4ABgA5oa1yFcj8csJgUf1uFfSbqckAVhk0J/vJ178a%20uJ/lj54x8iq8/pZ4caS2dqtoJqneVEKon5D+6AK9pB0p249t9uOPPHvOM2wjyiBWm6qUlZ4VzNcq%20qHzV8OWWeITtLa1TH6dCcZNSRbHCE7iRtCK1Cu7gcseMuP6mdOP8cy49V2KyRek5qoUB1mdbYlql%20i58x1RfVPBLqFNq8Hgp91IxU2Sb7En1T0t03A6JamRIqmroyi3Kmucx1S0eebKiXNx5Kt/3OVp97%20AiWVBV/0v6fWYbjNwmNMzBBjthUZDznmpyCpO4NrTRsceI7xU4EKiZX7FZrU651JbLjFVKnQYU1+%20LLQ6tCW3IaT9xPz7lcSoCmVMMTRQLc008s80FagNwzVmRrU/A4iVpEo00lpASkkpTkCfqB92LCw7%20pnTjWmeAAVr8M64AE3lKSytSdUpPAE1oaZfbhMGF0PZ4l56wtNsmbvLS3wl4pNFKTmogGhPipSuI%20FaL650709ceoOko6IC4MS+pf89BQ44oAMOuIG1biiscwI7fZgqywfw+hejHrfbby5ZDS6uQ4y7WH%205ISwJEl5lb6Fbi6apaG0KqmuEKhCdL9A2q4SJ7D9zditt3k2e37GUvblK3LSpxXMRQUQdBiaYKg7%20nWDoHp+zS5c2QuZIuMMvWRbjLrKwtClNkKDK1oT4k1G6tRStMKpJpIsPR3TAu0kyJQP5eyRUUydU%20a+HhkNT8MePjFnm+PZrmy5XV9U2Q3ZIe1KKAyloFAhKcggU+Hwx6ThWY8e392epsm6vaiaYZbjsp%20ZaAQhAohAyFBjjX70rknJ6mmMaRod5DPUaj26+w4ooSAK8NBn2n6vp+kAFdc6cKDPKlctMsAAPEH%20t8QGueWvv+hOAAyTWpy7q4NHkHgyNutjjT6OJ/ClJoW5CBQihOulfbrjrcH1N2/plnBme5YT0GcK%209y4TqYV4RsWAQ3K+6umYNezGzk+nwvRdy0/Z7yuF1xdJE7WlCDQAUBGYplnljz84Sjk0a009Ax2g%20ZDKlOFf2UxBuoBA5VGRHxyp2V7MSbqScRC4QIs6K5Eko5jLlajQg670ngRriJVO3uWZlfUXTc2zS%20FApLsJRqxKCfCQdAv91VPjito5V2xKLIjt7tKZ4Rna9xoHp7eoy4htHLKZDIW/vGSVAnQmpzBIxO%20J0uHcrkXP365VHYc+PZiZu8TKOo3rveL9IAiuKUweUwwltRUlsfKVDP5q1riDRybu6UqMtnSfRr1%20qmeelvhUgN7EtN5hBX8246E5UwRTNXH47iy1d3Ea9un7MWUNrdDK/VezxpfVTTriloUYEcFKTkc1%20jj3ZezF07u2nljH7GLmXGp+xFO/ly3D5nHaCtSKDI5ZZd9aYguQ29CiPJddMYy7lUcAS6tI0SpQB%20BrlXLPj7cegtOqPRWnWKJp7oa8N2M3tQjqYDCJS2A4DKTHcXykPKaIybKgPFXEy1jWZ0zNhWeJep%20PIZankiIypY8y4hORcDdK7MqVJwVAVf6J6qZUyHLLL3ymfNNBLClqWzkOZRAUQNNcAhTp7o28X7n%20mJyGUx3EMLXKc5SS88drbKKgkrUeGAZ3Yugb1fZU2LHTHadgOojyPNOBsB5xSm0NpyVVRKVDAvAC%20DfirjSHWHUBDzC1NuJyNFIO1QqPZgEc4BknY+n5t5cfTHdjx24qEuPyJboZaSFLCEjca1UpSqDLA%20FCRt/p/1FOvNxtCPLsS7UpLcxb7uxpJW4G07VhKtxUpQpQYQJoWX6Y9WIYcWppgvoqTBS8lUktpe%205BdDdP8AD3/erhiqM7p0Fe7ZNgxHExpLs99caMqI6l5HPbWGltKVQbVpUrxYBofL9KuokqKS5A8q%20Ela5xkDyqVoeSyW1OlP+IHFAbaYBEMrpXqD8wl29u3PyZMBxTMpEZpT+xQqMy2FZZZYQUHlt6D6k%20muSUGMIC4rBluCfvi7mRXxI3p8Wns78Ayyf0/wCfqraTtr+FK938OvM4kI9c4AOdcwcqZYSEzMvU%20jqVUuQen4avwEkKuLo01Cg3WndXGu2lbjvfsOZyr9XtiI+nMfpuJJuMt+3somtt81c/lI8LQFFBS%20qChOvfjDv3VbLOM1ShJzfUG0PR32kWveFpUlHM2AGvhAUBp7K4h9xdiUuRHQifT8E9StOVQhLbbh%20UkmmSk/dCqk6/rxG08yHGf1Gq6Cta00roOGuZxoTOhU64+zhwzwxma+ot7Mia3a2VEJiVU8oHJTi%20hknb/dH24rlda0MHJn0Iyyi6W9s3XppQcoT+ZWZaq6auNg8DwpmB78dGHIhejSWTM9uLj9UfaWB5%20ux9cxFy4Lqo93jo5S2HMiCM9ric6ipNFD9mMl/j01NCcby/8kUidBmQZCo0xpTLwzKFdmeYIrl2U%20xz5RpkZpwcRAE+4GtK9/GnvxGjxjHyroP7JeplnmJkxTUU2usqrtWmuhA49hAxZGdC23dcWaZ0/1%20jbbupLCdzEzbuWwvMGgooJVxpjRGaZ0YXlJFg10+GmhxYXVDwADAAMAAwAcmhVTKtMzWh7sAFO9Y%204/mvTDqOOFbC5FKQrsO5J7saeGm7sadzNyp7bbfb29Tx0ejFkFKpZIoMlJJICh4du4DPwgcNKVzy%209tsnjGNdNfL/AOyh2x1/Pr38+f5PkUJRL2ozAACtqTTSh1zURt1zp24ruW57X29n5/HRa+BOHqUd%201KZ+zHjhDOLIfkLDS1VQ4CFJIFRlnpjxc6uTr3PR260p0LGT1vEtMIqn3NmztH/dxIdRGGRFGlK8%20GhOnbiuiLFEWmzeqXbNHbnPzXLMFbYgdKzGK0ZUQSNpKR2HLElQlmBjqzqeOkIYu8tpCWgwkJeWk%20BpNdqBQ5AVxIBG1R7+6ZD1qZlOlLaky3IyHF0acFFhwoB8KhrXXCdAI+2dO3eXIfkw4b8plmpdWw%202twJB8XjKUqCR7cRK1HMMZqz4+7EyYO45V4fZgAPXXPtPZgAFDTMV4Z6UOeABBqAsy2nIalsykrS%20pksglfMBG0opor2Yi0R2ktcz14LgGp865pujha2NSC4HlctZU1RJAX4Co7e84TCjE0yvVdN3kqS7%20exdwyBMIEnnchOaOZQbg3u+U6YiKkiHt06/sNjyM96MlL4kBKXVIpISKJcoD86QabtRh0I0Zytrq%20S5xKFEudDtiDWiXHWoyFeI1KQUoBJJ+vAFGbjZ+rprNhchdP2CVeX7XH514fictDcdTlVffILq9g%203bU5443B41aOWhi41lu3kWzpEw5Fkj3KK75j8xQJJkCoKuZUUpwocS9T5O6W1ZQWg7Vvbm9SaAzF%20Mu7LX2DjQ45ZboEMqHTgOzuw6CCO0g5igqOGlMKhIMnt4E1z+NMAg8/eASQeJ4/E4ACAGf2jspXL%2044ABxFffXhnnr20wC0EJkKLNYLEhsLSrOp1Cu0HXd9O7GrjcuVl1RCdtSINK7jYV7Xd0q1/vDNbQ%20Ofs+nDHdcbXMjllcxjFTLWVvxJ+LKjymkPsrDiVcRw7jWtPfjg8jjytSpJGy3cT0HypIlJSiSoJc%20FNrxBIPcoD9GKDY5qSoxupJQc9U+w9hrUZHTCyM8oNMSdZZeaU06hLrSgErbUAQofunCZXKKaKvc%20fTq0yVqXEcVEqDRA/Eb3ECmpqAM8LaZZcJMf2DpGDZn3JDTy35DiOWHF5bEEglISnWpA1wbUidnj%20q2TlASaD5qmvEip1zHA0wzQwE5k6k5E8Tnx+rBQFFdgUJqAM9B8T9M8GowV7CafpP07MAGaep8hh%20HUjSVrSFCDHJBIyzcVxp9nxxO9Btryxj5GDm2XK5kumPwKmJUepCXUFWYAqNcwf/AFTiuNuVTHbs%20yqn8SjvKCn3lAkhTi1BR1IKian2649LaVIo9TYrsS8C4/wA8WV2xC3ybdJMp2BHtEuQ262GzEYfL%20u5tBFeaRlmduJlrYpcPUaPL6ONg8tJK0xGoLPNcQqMhDDxcQ+lsJ3B/b4SQaYAHkD1QtbVpg2+TC%20nAxmYjbj0Z9tClLguqdRsJFdi91FA8cADK0eoUBm43WTc7e64xcbizdW2oriW1IeYWVIQd4IKCDQ%20kCoOeCohbpv1Htlnmzpphy+fcnm5Up2O62hW9t5bimAVJV/DrCgFA51HHAMpM6SmTOkSUNJZS+6t%200MIrsQFqJ2ivAVwAIZ0z7jgAm+kbvZbRdFTrpCenKZQfJpZLY5b9fC6tDoKV7fug/epXAFCW6Z65%20hWW73WYU3B4XLllM9DjKJ6FIdDqyVlJbIdUKLpwwAyVV6rW0PmexZ1s3RLK4bIS4nyiYy5Yk5opv%205moqDTAAzuXqHZHZVvfiQJTX5bNdubDbzzagqQ++lxaVlIH4YQkpTQbu3A2LIeL9T+nVxnLZ+VzP%20yd9Tjzn4zPmQ+5LEkFJ27Nnh20OdD7sFQTqhhF9SizPvc1UVwOXe4RZxDboTsRGe5pbJpU7tK8MA%20xC/eo10nw2WYL8yCtD812Q6JChzWpTvMQ2raRUNg0zywASf9P4H+a1p4HlS6f/d14EDPXFfFQU0z%207e7DEZ11r6xdI2l5+xw7qy91IVeXQwkK2tOqFCFO05aVD90qrXFtmKcs9EZ+RJqOQvbPTqBKskR5%202Q6m4Pp8w/KAFVqe8RqFDUVy7MHIu73QqhxVSr1ZYunelINjbeDa1vvP0DjixkUcEhIypiiMaF8L%20SisipzPTm6OXN5URTLcFbp5ZKiVJQTX5QBoa5VxVK1mUS41WJyPTO9N7eRIZeFDUkqbofeFYX2mL%20+s0WrpCw3Kzw3I8yUHg4UqaaRUho0O4AntOLYpmm3HaWICnYONB28cTLSq9U9EsXZS5kVYZuG2i6%20DwOqAG3d+6e/Fc4VzM16zuzMzUmXCmUWlbEmMsEg5KStBr9udcZ03B5Yx+ZglFxZJz7hBnS27hDS%20uz3xNCuY2QWXFkeILSTlur8x9/bjpWOYv4y0CUlJ1WTx4E43doHUKU2TqRsWy9t/4DwACFA/ebVm%20kpV/pUPDE7/FTW6OaLrd5Sylkyr3a1S7ZMXGkNqAClBpyhSFgHJQ4cf145U4NFNyLTGfs93f3jFa%20XcqyOm3HGlodaUUON0U2scCM6g4cZZkozadUaL0d1n51Sbfc10mFR5L+gd/uq2gJCsvfjVCddTo2%20L27zLmKk1oKitP7eGLTSmHXOueWRHtpgGAZ17dDngAPAAR7aVIzAwAVP1WJHp5fDX/mxpQhJruH3%20jkMauC/+aPn5mH1D/DI8shIoBlRSgDkKUUCg+E5D5aAH6zVOPfp4x+B4RtrHbPXrrV/gqSOV0KSo%2051QqoJNNvyEHMHLKpJ/0tuVIXX9LzJ2/5JeK/Pyx9O76q1xERpsLKAQpYNangcsseCufydD3lqNE%20jTrzfbDcum5UVu8ttLuMS2R2Yi0PjyrkJCuapwBKkAKPy8utaiuhxWW1Eesr/wBJ3XpaL5dTJuEN%20mGxbY7YfDrOwESg8lf4G1VAUbBgHUnR1f0ZOTBekTbeJIZgNyjKhhysdlJEqOkJaydKk5bfcoYKM%20daEN0V1P0zBRIbVN/Kmmbyi4socDhU/EQ04kMgtpXVadw8Kj79cFGKo56F6q6Ys7M5t+6MIL05Mx%20YU28Nra2Fp2sbEU8wguBBCqp7MGbBMzJ1QKnCiqhVRRuoCanKoHH2YZFjKC5JKlpfSafMkkd+lcC%20Eh5TLPvHdlnlhjB3n3kYAJjoy5w7X1XarhNqIsaQlTygNxSnMFVONK4TQ0XRPUfTse+9LzHLwzMT%20Y+YiXKQH1FYkPOFKmt6NygyCCqtCPu1xGg2x4nq/pdq3W2E5f20P21yA+/dQJBQ+2xJcdUwhSUF1%20RCXBQKG37cJojIrHSPWvSEV6Y7PRF/3jfw+8iXGD7ibYtKysglC9qdyk5JOuAipDXqn1BbatjbVl%20Yg771AW1fVNx1MkLDqggI5ZZSlXKINUg141wmDkXbo/pvrRiFcZdgvv5NFvppObdjh9SglOznM7t%20uxwio3VIOuOJxebsjRmDh3pKGZP2QK6ThRbHIQpVrio5USWKkgAk+OoGZzx1LvEt8mG62/q7FX3Z%20RlmWpC0LSlSFBSCAUrTQjxDhTI44N61KEqNGiEqh0yyGfDj3d/E0xVUkGe4ZDKhqe7hlgBAzzIz+%20leHfTAARCcxwofjwH14B5hmp1OhoT79eOAQQJp2k511rl2e7AGQK5UJoNO7hWvbTDdRgUlKgUqAI%20VSo1FDwz9+JRuSg6xItVK5cYDtlD11t6wIjSVOS4yz4AhIqpXuGPQ2edDkR23de+P3MrtOMqoUtn%20VEh9UAzrU/bmbkNsFx0pXzF7SrapCM0bhmndjm8ngO221oa4JtFlbfIQGXf8FJqFAVUgk5lJ+umO%20dl1L4XE8paByIwaCVpcSttVQFDLMHsrngaC7a25p1ETX45frwihoIAaAcTmNK1wCDOedNaZdw+J4%200wDC0oKkDhw+v31wAChPCpy+XvzyyP09+AAVGVdCMs+08K/T68ADiSfDHB1DSe0V1Pd+3F12VGvL%20GOmnQnLX2CTZotI4CnCvGh+vEFJ1Ixa1PKd0/wC9Zx/6S/n/AO1Vnxx6C3/E6MHlXUucrpOwN9JL%20ebjvi6s2ePeVTy6S2pT75aLHJKdgSkZ13VyxYOo3TYOmZHQs6ezGfZvduZjvOb3F7lJecKC6WlIS%201yeCShSl1GeAKj9XpjZlQIE9F7daiyI8Rb63Ym9QfnOltpKEIcrs8JJJ91dAUEcdMdEWhEq5sX5h%20c12Dc4lq5cd5TKUqkOFKnQUiqqbfCNK64KDOemOhbTLkdQpmuIcVbpSLdbm3nVsNOSHnFtoU4ppD%20ixTaKAanIkYAKPOiPwpsiHIQEPxnFsuoru2rQdpFRrgAEGI5MnR4TdA5KdQy2ToFOKCQT3Z4ANBe%209MrNG6wgWWVJmC2zVLis3FnyzwdltZOpHLWQylPFLlVd2ACE6O6Lj32bdhJkKbiWpPi2LZacdccc%20LTSA5IKW07lDMnCAmonpdDdbagSpEmJ1E5FVPWwtLZYbaTK8uW1U8fMp4qjw4YEZe/T+2IuVnYtM%20x9TF0uT9qWqUlG9Lkd1LZcSG9UqCq04aHCZTJZkmr006XRDdvKZ082hhTkdbVGPMmQ3LTGBBpy9h%20Ct/bw78AIh2/TibIvV6t8efFbZs8tuF5mWpbfMW+vYyEhCHPEo5d2GTUx8x6cW6EJDnUN4jNMcl7%20yTsSQ0lLkqOoocY/iUt7lJXT5cu/ASqLf0/EH1UtFTQ8qVl2ny68CYk6nrmuenvwxmBXb0/9Rmej%20Lp6exLFEmW6TMcmI6rVIbSvlrf8AM7lMKHNVJT8iVVp35YnClVUhNZZKpq/S3WEG7/wLyfJ3Zgcu%20RCd+aqMjt0riy5Zcc+hTZvqWTyaLIa0zFRTxH9meKOpoD4kHie88PqwtRgoadqvgK4BB07/dl2aY%20YwAd1BUmnfXXAAWRFDp2mmZGeACA6xtkOXZZb7rKVSI7RW05TxBSBuA3Urt7RiuUcsyi9CqZk8Zh%20195thhCnHnCEtoTmd1O72YzJOpzqOToh1fbHdYQYRdW1tVBMchxKikJzO0pKqcMsbbF+VunYLllr%20UlHuoWLa0LP1c63NtBAdjXhtVVISoVBNBX9Ptxsu24XFuWT7EoXGkoyzXcgXnrW5KcFqkmVDGxSH%20lIU2opWKjcFhB1xyrlpxYXLdDgUNDl3H9g78UlDBXQ++v6qYSyBNrQvnR3W5quHeZAASkqZlOqzO%20eaFEZHtBONULh0LN9NUZeI8uPIQlbDyXUlIUNhBJBGuLkzXGSYvUccuA78BIMEEAjQ5jAAVSdMvb%202YAKx6lNoc6Iu7Kx4HWCledKpNAT8yftxq4Krdj547nO9Vnt48n2R5q/J7eRvMdKapHiK1ZAhJB1%20SDQOBJSaCp/dFE+zcF3eK/v7O+vz9cu4up0mz29OSY6KkqBRuUBVOfYKnMVB0BOgrtJQTTX64x7Z%20Q5c9ybzxj25lHBFAdBqTjxl3KT8z6NadYJ+Babt0P+X2JyeZ6Xp0VmJIm29LZTy0TgS1sdKvGcs/%20CKYh1LWgXTopmH0u1fo9xEpC3G2VI5KmkFbiSohpxSvxOXSivCBhJioKvemHVqHW0NJjSA60ytLj%20clkIJkDc01ucUirigMkjCqOhx0z0K5d47rkmZ+XuCYm2x2lMqcK5SkKXsWApOxKdlCaH2YKhQ4sP%20QdyudrutyQpzl2tzy/LisqkuOPAKUpICSmiQlJqqvuwN1El3KxSndrn7sSEDX2nXgO3AAeWfZll3%20e3AAD3/H3aYAHdptcu7XSNbYgBlS3A01uNE1PFRzy41wmwJaR0NdUXa2W6O/HmG718jJZUvkqCFl%20te4rShSdhQa1GAk0SCPS68vLSROgGHIDSYswuOBl9x9am0NIq2Fbt6CPEkDCFtqViL0BfZj8hMG3%20SZYhuliQGUFaUuJJBRUf6NcFCCgTDfp31G7b7nImRvIItjPPkMy0rbWptQIBb8CkeLhUjA2S2mx9%20I9Tw7lGRDKUx5kdCUhkUCVpSEjc3kP3flx5BM5HHvKRPvMsvtqaeQFoVkU65Ggr9mNFnkStusWaZ%20wUkQC40+xuF2IFybYrNxg5qTU/MCMegjdtcuNJUjcMm2Vt16E1Bnxp0cOx1hSSKlOQUmorRWueOL%20y+JctSz0NMLiaHHbx7PjX2ZFOMbzLHQB4ZUoMq0y4Z4bAHGteNanXX3fT60ADoeFB9Y8NRp2YADI%20NSKACtafEU7sAJhV0z7Dn9uuAAUqad9aae3Wn6MACUqMxLiuxZCeYw+gtupNaKSpNFJ+GJQlQZXJ%20fSd3koh+YvbslFrPMtrRaQ34kp2pU6pNStQSTnTL7evxfUYp7ZqsSu6tyy6D+3XxfmDCuaBHljJK%20jklypp4ctTTFvM9MTj9y06rH5lELzWTJnQA5VGh07aHHDcWsmaq9w6UNM6DhTv7MuwYgs0KtQuwU%20pmOFfpTDH1BSnD2Up26aezAABUUoajI19hqK/V9M8AMAGmWgyHswVAGdMjlwp/onP68GoClwiX5a%2045hR4i2OQ343pDja6lRKqISw6KUz+bGqUVl5Y/TwN8OK5xqNmoPVxUmkO3jSoMx7UmhA/hfp2YjG%20KJPgd3jGEeWrkFfmc0qAC/MvbgDuAPNVWhy447lvQm6ok2+oesmLPHYbmTGrOwsGMNp8uFhRUAlZ%20SUmiqnbWla5YmIKXfusZNkESVKmOWRZACFJV5dRSVKCQsJAoFVITWg7MIAofW3VsNppqHeJDTTDY%20ZZQkoIS2DuCAFJPyqNR2cMNMArJe+rosiU9ZZUxMmR45jkYKdWo7q710SvPcfm4duBAxS1dRdaMu%20rctUyYl1poNOKjJKilpCysbtqSBtUpRCjmK64QEK4txxa1uKKnFqKlqUakqJzJrxwABp11p5Dray%20h1tQWhY+ZK0moIPaDhgWCX6g9TyZ8Ge46w3Itzy5UfksIbQX3acx5xA8K3FgeJRwBUj7T1bcrLJl%20SI62CJdBLYktJeYcosOJ3NryqleaTwwiO8kHvU/q51lbLk1CnXSSZIabEnap0PFsPU3hveK7Rlgb%20F9yghcPUXqS5Otvvri8xhRdZWzHabLbynA6p5O0ABxa0+JXuwFTnUXV6p9Vrk88vQygpU2qN5Vkx%20lFTofKy1TYXOaAvdhCcmR7PWnULT02QJCXHbhJZmzFuICyt6OvmNkE1NAo6e7CFUbXbqS6XOOzHn%20vIW0y7IkNhKEo/Ekr5jpqKaq4cMPUHIun9Pg/wDizaDT/Zy8/wDs68OJO28z19RNaaeyo1xIuCrU%20ZZg0OWFoJla6n6Lh3nbJYV5O6tU5U1vgUkZLApuAxos33B0eaM17jqWfUjLF1lNt8xNl6qQmPOqU%20xpiacp0VyG7QH204VzxbcsKS3Q0K7d9xe2WPcXdKqnM10p8K5YxM2o6G3UcaGv7cAw8MAE0wAMrp%20cW7bb3pryVqbYSCpKBUkk0FBnxwm6IjKVFUYdM35q/W9b4ZDKkqLLrIO4AUqPFRNag8MKL3EYz3I%20a9PdGRbPcn5jb/NC0qQwyUBIbSVVIBqa0ySKAYStkI2drqS11tEO6Q1RJjYUhWaVaqQqmS0k6EHT%20DkiyUEzL+pvTi4xIS5qnGJMaA8iUGlBSi6lpVUoWnbTxVz7NcKDcTG7G3Mi277dHOpBenYLZt64i%20osmzhZccUhSgtTilhKUkjb4aD9Bxst7LmT1Krt1xeWPb+/vH0izMSYv5lY3jOhKzcaFOcwQCoBxI%20rXIa4xcjiuD0F9tSziRKgUkilFJyIIIII7ePDGNxpqUOujyARqBpn38cOobjpp1xolTTimyaVUhR%20BprqMzhxkyUZtF86X6+ZSw3Du6185JITMJqFAqy30zHt7MaIXqm61yV1Ly0+063zG3EuJp8ySCmo%201zFcXLM1ppnYpUUGmVeI+OAZV/UpfL6GvCzUpSwoGgKlU0OQIJ+muNXCnS7Fvo6nN9VjWxJaVPN6%20bxEzIS/4fEpQZcNN2wEmm2uaBnlmaihAx7D7se+Pw108KZ1PAPiy7x//ACQZukVaKFLoSpJpVlQB%20BBGQIFduzIimdMvClOITvRo6Y9/6+2rJ2+LLes1r3/IoyhVNDxFCD2EY8lcf1undn0W0qRXkWh/r%206VItvkJNsiOBxphia8ealyQiIlQYC9qgEbN2qE+2uKqFg1ndXOSbI5aWLbEhNSFMuTHo6XAt5bAI%20QpQUtSEnPxbUiuHRBUlGfU+5Jaitv2yFJEQRlMlznE86GkpaeIC0pCqagZHBQKjKyde3S2eZKo0a%20a5Ili4oVICwGpYSU81AbI/eJ2qrgoFRWz+oc+1buRAiujnImNB0vHlzENlBkCi8yoq3FB8PYBgoB%20V1uLccW6s1W4VKUTxJzOGII5a6jh/ZgAFOBFRnpTAADXM8e2vbgAf9P3hdlvcK6tNh5UN1LvJXkl%20YSflJGle3hgGiy/5gQGblapcS1utoslRDZckBZUHXFLfDqg2mpUF0SUgUpU1xGg0x3G9UIDLMaD+%20UOKtcFUd6Gx5kB0Px3VOhTjgaopKlOUI24NobiNsvqE7bll1yHznF3dN5d2OFtJUhKk8uhCjovUn%20KnwdA3EfeOrp0+Fb4rCnoiIbDjD2x9dHw44pwlYTsB+amdcG0VSdiSpESS3JjrLcho1bWMyDSnHW%20uPGJnk4zaZYz6h35aUNq5LQqnc6hB3hNQVGhKga07MNM1R5LNKCkLSFIIU2sAop8pBzHuzxdGbTq%20jpp1RCTrG7Hf8/aFct/VbB+RwVHDQVr9Dju8b1KNxbL3XqZZ2XF1iObVe2Zh5Dg5E1FAthVR709o%2044zc30yUPqhnAtt392uRJVpQg58K07TnWuOSXsBy1qQK+7AACKkjU8P0fVngqAAAaU7ewUwACvhF%20NCNO6g+n0yAoDIk9taqoK9vvwADuND7e4Hs4a0pgoAK1ORqSe3sNBppwwVAaXG2RLgxypCSTqgpy%20UmprUGndjdw+dOw8tMVKrlpSIlm4T7I6GLlWRDJPKlpqVg99c/ccda5x7XLjuhRS7GdSdt0ZPtON%20Otb2lBaFA0UiqkkfQjHAvWZW5bZGyFxOjHL8gPbSUBLgFCsaEcMsvd+zFaZfcuqWiENcu73cRr7s%20FCkH3qg8dfb7Nc88IKgAoBlppTu78AVqdNoC3EJBA3ECuvzHu/Rhp5lltVdCwPeHk7UmiUJGwUzG%20Y4cMa5Uy/wDj+vT3Z/qd62smjhrNxHi3Er8NNBTKmVfr44aWdKUyWvs7/gtO+bcpaHji7Gt4uBBB%20BlyDUaEF1WY7sde1/FGG4s2aGu+WiV0cmD+dR20SLTEtrdqdWpKmpqJJW5IWjbsSjZWrnf8ACZBj%20GbdVten5t6eoIdxlSmm2ZEIydoixorhU20wwQN7q1K3KX+724AJ5i+dETLXa3JD1jRcmYcRpaZrC%20EtNpQ8TLQpKUJHNKKFHdp3gUGHSF+6bgXC9NW65Is8Q3WJKhvPKW2XIMd1RcbSpIUdMwg/N2YEDO%20OjrxAt3U0m5N3yHCtkmYmYqA4t5qrJdXQ7mRTmtJNeUapNdDhJgzPbm6y/c5jzK1OMuvuLbWsBKl%20JUskFSRkCQdMMBtgA5cNEnhhEJPIv3o3Jjxpt2dcS06/yGAwyt1hhxQ8wOaW3ZFW0hCBVY+8MsIq%20TLnIkdOJDxck213pQNOiQloMpCrgbkFJUGxV7/BpQiqaYbY0yJ6rjxJF2sL90VEeEO5yHpq23I6k%20pti5SExQrlKoUmh2p1Ce7BUGTbshJQ62mRB/m4h0xXUuRKCF+YIKQFA8kfg6JOezuywNjZUY8LoO%20V1F1PLkR40qMm7Ro9vb8wuO2GZD5S+psIWglKdezAQaFZl86U6ViKlWa2NuKunn7e4y1KDuxMdzl%20tSFc1MjNaSTwSdcIkxh/T2KerFnGtGpdT/2deJILep6/JFTnoPl1/bhlwKEmp4aDCAIjw0zPH6aY%20YEbe7DbLzCVEnNB1NKBYoFpNK1SrgeOLLd1xdUVXLakqMpjU2/dDvJYuJcuHT5yZmgVcZqckqz7+%2032Y1NRu6ZS7GSLladNYsvkCdCnxW5UVaXmHhuDiCKZj72nwIxjlBxdHqbLdxSVUOQrSgyNKa8fdi%20JYGKajjn24AEJUNqTEdiuirbyFNr4VCxQ6UwmiMlVET0l047Yoj0dyQJC3nS4FAUASAEjIk55VPZ%20piMY0RGENqyJw1yFQKmnfiZYFQGuR7xQZ1yrgoAFI3VBFUmoIOlDhNVFQi2enLDFlJmR4bTTraSE%20qR4RtOajtGVc8OiRB21qVef0w4oN9S9FPiO+6kPGIBtafGZI2nIHhT7Ma7fITW2eaMk+PSW6OpFy%20HYPVanAlsW7qeP4JEF0hPP25EJJAqRw+vgcU8jiNLcs13K3JXMnlMrDjTra+W6hTTqTRSFJKVA6Z%20g545k40ZnkqHI7tez6EccR+REI92h+muBMaJSwX6XZ5qX46ipkkc9j7qkV7OByyP6MWwuULrd5x1%20NAt/qH0/JT+M4qGoVKkupJy4ZprmdaYvjNM3Q5EZZCfqLIYkdAXZ1l1LrS2CUrQUlJzHEmmNnEf/%20ACLzMvqrrx5U7HnAU5e1RKqAK2GpVQtAk+JJoNooKJy1JoE49KfPwOCm9S/nTu3qSDuG5ShnVQVq%20KeIV8Wf3cKddrq/f4eHUlDVUxjzM9hSnXmlJNN6BUK7a91e7Hm5P6mfRbL+lGt3/AKZYX0m8mDaG%20whMW1u2icw0OdIefQtUwc1PieKaVKaeGnZiFS+hHdTQvLdExHpVgbhSZHJdiLjR1hbcYJIUuRJpR%20S5CqbEHTAgdSeX6bdMShCfiwLhypLcBBbjPJWUeaSVOSllxvNCCKECg704KhUY9BdOWx1qYyILF4%205d5RBmPOtJcDcENrUXknxcupTXeDkaZ4aA56B6fQqXMjT7CiTbnH1hE95gOlsFpamd6ircwysJ3B%201Iz9mFmFKGaroFqSCMlEVGaaVIqD2dmJEQkjNOVanu1wMBCNIU7uC21NlPGhIp7TTt44AF88sq1O%20lOPuwATHRtri3bqm2W2Xu8tJfS26lJoVJ121GlaUywMaRbD0lYZnUfSqEQzBhXcOmbDQ46oUZeWg%20bVuKUscwN0110xGvcdCXidHdJOwbfdF2fxXFyHHctqX36Mc+Q4yt5J382pDeW6oy0wqj6lesnp7b%20LjKltvXF6ME3b8oiJbYD1VqC1IU4SpFB4KGlcOokg5Vh6Gs1ofcmSnJj9ziF+xLcZebWlaVKaUF8%20lSkDxJqN4UPZgqAj/YdMeMPIBEVBT26mtD7f7MAI2axyFSrNBkKTtLjKSU60IFOwDvxamdyw6xHv%20s417s/7cOrRYRV9tcR6K7M3ciRHQp3noFCAgVNaHPHU4XqUrf0yzizPetpqvUjenesGpbaWZigF0%208L1KJPABXZjXyeDC7H7lnr0x7v3KbPJTyl0xjDLOM6EaEihyrx4+/jjhTg4ujN1a6AOYoTnQUB4/%20VhDAe2gpXI07DT38MIEAkaE9orXh8OzAAMjWuleGWZyr9eAAZkAVrWlB/pHhp3YADGdOw0IFDx7u%204HAAWdBnTQ5+zM09+GBy6006gtuJC2zXcgioppocW2b8oSqmRcalfdhXGyLMiAVP2+u52KTUprVR%202nu/tx6C1yLfLjtmvrMsoSg6rNExbrlFns82OqtKb05hST2Gn1Y4/M4MrTz0L4XVLJDsUyqdoBFT%20pTge3GJNVL4qrHztrWmhaVvA4E5/GvcMScDdPgulY5iTNteV84DdO3j3ZHBsIQ4U5a5C7FtU26lx%20Tm4ihyyqRmMS2o0WeDtdWxj1DbWZE9Dq3pbRLTYLbEuSwjwqKq7GnEpqe2mY+auIcq9JNLwXyx+B%202OLBOL82RrVlZLqB5y4KqobgqfKzOXYvL6cc8UK+3kXO0kmeYZ60i5TE1rtkPJSompP4hoSfFWoz%20rXHprM6xT7nEuxo2WJ/oSQ107+bfmDC5CYbVxctgQ5zExH3OUhzmEcutRmjWmLioZyemCz0oz1Ei%204R5DbkgRXIjQcLjS1I3gLUpITWnAYAHqvTPrL+F5UJEgS2ESWyy+wsBt1WxveorCQpR0Fc8AHPTf%20Qsu8LlCRKRahFkMwleYbcWoypCihtspQCU5jxKOmADmw9FG53N+2ybmxb5jMkQmWFpW846+VFPhQ%2039wbTuWchgAgJUdUaU9HWpLimHFNKWggpJQopJSeIO3LCASz930/XhgcOg7D9eEQnoIqSlXzCtO3%20P34RQKxYTsqWzHYaDkl9aWmUAZqUs7QP24BIm7t0De7ZMgxFpjyXbg8uLFVEcDqC+2sNuNKVRNFJ%20Uc8A6D5XpT1ElwpU7A8oApS5vmf4VK0PCOpsubaBzmqCaUz10w6BtIZfSnUQuEy3NWx+TLtzhZlt%20xmlPBtQyoSgHI0yrhUFQe23oHqSa5KQYot6o0cy3BcAuLvaTXxI3p8XynPBQltLJ/T3U+rFooNGp%20ZPd/DrGHEdtZnr5R+bMCgrnw11xIvDwAA1plrwwAckJWBUZa/SuEwE3mGX2lNupSttdUrQobwQcq%20UOJJ0IyjVUKFN6dvXSsldy6YBkW5xW+VbKg5ZZoJzyxsjcjcVJ69zFO3K26x9xaOnOqLZfo3MiL2%20PI/5RFVQLbUa1Ch7tcUXbMoPM0W7ynpqTANRUUJOvDL+w4oeped0yoTXhXj9WGAPtwgGs9mQ/EW1%20FkqiPqyafCQshVf3VVqMAmc2pc5UFszkBMtPgd2GqSUnbuTnoqm76sCQIdgce3PDGcqSDUKPhOVN%20NcsKgqEK5LsHTMeJEoqOxIc2sITvX4lfMTUk0zzrgqR0KZ127bZ3UTUNweUejUH5mKpcSsgbDw8C%20VEVPw7cX2uRsdDByY7nQbSng9KatPVqFR5xBTDvTQHLeTTw76eFWvDTFt3jRuLdAjvzpMi7rZbhb%20XXBIaVyQTy5IFW1ipAUFCo8XZjkXLTRCdp+wYUz7fZ7+IxUmiqrBxpx7/dn9WGIFcuwDId36cNMY%20pe+obmz0RcbQysIYWg0XtqpIUobk5ZHxKrjXxrrjJUIcm6/tOLzRlfOuOQ8wkVr4Q2oJpnlk5QfO%20ficdxcmeieKtePnlXwWp5lwt10fv/wDqcuSbhy1KLqAmhUUcuiU5KJyLm0U3GlNMR/tTccnj2Lwe%20X/7EoWre5ZP3/wD1x8Cgxpa4y1L+fcaqHA56jHObPa2q7UWdVn6qi2pm5TIL0W1PBJYkc4Uo6CWz%20ywrcgOCu0lIrgqjQsxxcrN1LAt0WXcWpDMCcKxVOqO1zaK5I3dhBzGmBDoxk61cYygh0PsKU2FpS%20regltQyIH7p+GGA+sfTfUd3afdtEZ15toht5Taw2CpQJCM1I3qI+6K4Aod2jpnqq7R3XrZGefZZI%20bcIcCAVAVCEhak71BKflTU0wDSIcdnd9K4ZEGufDt+2mAAca18RNa4ABTKtOH0OABSN5kSGjELgk%207xyFNV5m/wC7s2gndXTCqBMXC4dcpuKWbg/ck3J0tKQ0+XkvqLaqskJVRZor5cCQx0JHqZ+ZyCF3%20gXMNJ80EiQHwyK7d4A3BPZhAQce7XaINkeY+wEuh/ahxSaPJBAcoD84qc9cSoI7Dd9ucYrSmTOi2%209JBWlLjrbCCdxqQCEJqa4WQy0CnDhTsx4s8gCnD6u44Yy49L9bxLfbkwLg24Us7uS+2ObUE7gkju%20qaYkmb7PJUUXCz9Q2q7pX5NxRcbqXGnBtWlO7aCRU5GnbiSZttXlJj51pDrS2ljchaSlQOXzGmRr%20iRY6Z1Ic9F9O80ONxeWSFJolStVHXaScwMvoMaeJy52HVY0M/wDWiuggmRcLCvlyN0m1KNELAJW2%20MqV7gcvpTHcduzy1VZXMYxUrUnbH0Tqrp6VMREjz0OvqVtShNQCoapCsklQpp3Y4N3izhqjas1Ul%20AKEHiM+7Lsy7q4zhUHA99BtB7tO36ezBQKAJPbU0rXjpqKe2uDIA6kGun94a607+zAAVDSnAU7xo%20cAA76045dmp7cAA0zOXca8Dn7tcAAp7a5ita5V7P1YalQTVdSFuFiXz/AD1tX5eZmVIHyLqcwfad%20cd3iepKUdlxVXczXLVM4i1rvqZTvlpSfLT01Stg1Fch8tfsrirm+m0W+39UX+ZK1ezo9SywJYUgR%201kpXmEKAyPsyplTjjmQdGd7ichU2seLc2klSglIoSVA9vbpieSVX49cfqdBKoW9KhuTnupsoo0NM%20xWmmeJRa/PJdcvbjzBorfVfVFitt2TFnSSy6GGlkcp1SdqiQDuQhQ9or9uMfLtvcn4LGPwNfF/g/%20NkOjrvpXck+bUpKic/LyCklIFRXl7a0plXGaFtp1x3L2q5I823N1LlzmrBqHZLzgJr95xRpmTnln%20x7cemsqkV2OHczk8YxpoWhn1BUbM3a37Uy8vyjNufll5xC3Ycd0uoZoAUoqcisZ0xoiyhojF35Z6%20ddsSIyERnZvng5uUVp8GwN56inE54nQjUsET1MW1bIltk2aPLjRW47ZCnnWytcRwrZdOwZFO4gj7%202AQ3tXqJNhzrjLmQGbgLlMauKmVrW0lElhe9CkqRUkCtNp1whnFs64jwZE6YqzIfuFwbUh+cmU4y%206lTilF1TKkpVyt4ISQOAywxFXdU0p1amWuS0VEoZ3FzYk6J3qoVU7TgGznLXABy58hHbwwmQnoId%20vxPHCM7Hdpnrt10h3BCA45DeQ+lsnJRbINCcsjgGmXO5eodmdlW+RCt0po2yY7dGG3nW1BUmQ+lx%20xKihIo2Ep2imeCo6jxfql08qK5ahapgsrylvOp5zXmeeuWmVUK27Nnh2dvHuw65D3MjonqYWrhep%20yoiw5d7jEn7WndiUIiO8wtE0qdwyrhMjUQv/AKj3OdDZYgvTLe6iRNdfeTIUkutS3uYlpWwpJDYy%20IOXZgG5Ep/T4B/mxZwBQBqWKf9mViSHb1PXxzJFeHvGGXhg1FcAAIrgAGAAqV1zzqP0YACKQTmMs%20AqFP6j6IU5J/NrA75G8NmpKPCh3iUqAoBuy7sard/pLNGO5x1Wscmd9NdcomyBa7y0IF6bOwtLpt%20cNPmQe/PL68F3j0VY5xJWeQ39MspFrSpK6gEEjwrIIrll905Yy9TVU7Bz7uGEMMgHDAAFK9+AAYA%20C4nOp1wCZDN3gP3cQRbZIbRu2z3GiGg4kEZEjQio3e7EWRrUS6n6Xj3yIKbW5aE/w8ju/dV/dNe+%20mE4pohO3uDR05EldMx7Rd2UOBtlCHSk5JWB8yF0BqDxxdam4NUE7SaoyoyGbz0glcWY2br0k9RBB%20qtbKT92la0HD9GNdIXl/5GRqVrLWBX7rBiNOJkW5wybW+N0d8Z7dCW100UnLLXHKv8ZwZROjzWmP%20zzI8ZAe6tKmuMxXqAV1HDj3DT7MJgiN6jITYpuYSA18yqClCKHuzGtMaOM/qTxj2mfk1cXjqZ6ZE%20dJUA6lRFTs3JrkKkZkdnE5ezHXU1jCdMqJKlK0bRw1B9sY+WlQlSEbVbVDIEg6njTwkpOW01HuFc%20KTTybX647ZZZpr6hxtyqlTXHjjsZ6pAKSnjQprrTh34zN5nsLbrFGj3LrLpK5WSTHW/MjXC6RrZE%20mIEfmNsG1pPjbWFhTvMNABQbc8R6l7aIprqWJJ6Ltli3Om4Q5cmSpSxRJadCAgJVUkqqDlTLEqjU%20jSWfVSyONxFvz7g1KaRBMtxLIeU6IyCl+MVKWPA7uqVUp2jDoWVRA9LdadOwg/55L8VDV2F3hMx2%20w4FJCFpDCjVGym5OeYy0wCqN7Hfem4CrhNNylNXV4ldvJiqdYjOvAh51Keanc6lKtiFnhngaHkU1%20Zq4raorSFHatQoSK5E1rSuGRORw7eHuwwDzpqafV2jAAOPAHI0/RngAmOjblEtfVNruMwlMaNISt%205YTu2p/eoASad2BgXRPUfTbF+6ZlruzUtuylwSpSEOqKhJfcWC0VoqoNpWlStP7tSMRdSVSTg9Y9%20MNQrdblXtvzFvXCkPXQJkct9DMh15TKFbA4ralwU3pAJOFRhUg+muqek470l2a3F/jL2HnBJi89S%20betK99CUK2ipGSc8MKjW99doRa2o1pZhhy6Q1sXsNxyzRaXFpQEcstpry1DMA5UrhA2WSd6f3pme%20lmLtfiOKARIJpy0k/wC0BFa0HDL2Y8e4nm5cRplqgdEWCNFQ08wmU8Qnc85uG5WQJAB8IqK0xNJG%202HGiiB6p6HRHb85aEOOJUr8WLXftSamqCc6bhoK/DEZIy8jiUzREdDvvt9SRQ0CpLoW28M6cspJK%20jQ/dyxGJXxd241bjwqCK5dp1xYdfoFoNO5XflXXM4ejEmcutodaWysVStKknIEZ5Vpniy1dlF1QN%20JlHkWrqSJ07E6fi2tkRYD7bq7k2tJWtLK+YVJbA3b102qOhqcd61yYX1tk8xXJbVVZlvtt2i3FBU%20z4XE/wCIyQKpNQMx2d+OdzfT52m3/wBJC3dUlUd1PaftOWfxyxzuhY0A6UOgHdSg46d+HVDQDmSO%20JNDXhoKZd1cIAU8WQ7dacDX2ccAA1FRpT7APjrgAGWYGSSR3ZHv9v68ABk8TlTStSeKjWvZTBkIG%20efHWvHs3fbgGR90s8ae2N34chP8AhvpruBHwr7P7cdLheoytOjziU3LKYwi3SZbn24V2qEqNGJlP%20ARwqrT4accdHkcKHIj9yzr2Krd523SWhb4c1mSwG3F1UuoB4KB0oRTgccScGnR5HpOJy1JL/ALhB%205MiG7VCvwyfCeHsPfjBNODyO1FxuLPUonXzq139pSnKKMSNuVoB41gnI5a56e6vinyJt0fSmO/b4%20a5ZT48Uk8urxp+fl2rjZXzEHPdQjbmCBvSAkjw5VO2mmuQ+bEIvPN+/L2rxp+7rR3XEqNY/Hz79a%20vQx+alYmSK1I5rhGdct6jj0ln+KPPXn9b8zRJvTdob6EXIFpZbLdli3Fm9/iJdXNekltxguKVsKd%20n3AKinHFqKh4z6ddMzLHbbmyzdPxoUd59iOW3nXXZD5aK0AoKQhuh3ADs9uLFIjQ56X6Pt0e6dQx%20HYTd/fttxhwmQtClpLDz/LddCUKHiplWuX14Yhh09Z7K31vc7LItTc2E+meYEh5Tg2IjtuLQpkJI%20SvNFNx0pgEygINUg8CK/HjgGzrs7sAA9uADlz5DhEJaCFeFcxpw0z/ThGcfWO3t3G92+3uKLbcyQ%202ypQpUBaqEgHjQ4YJF4vfRPTarrYmbey9Aj3C6ybVLZW6p5ZEZ5LQcSVgEKUk0VlSuEToSznQnRa%20bY9fPy+QY7C3YhthlOVUtM5MZL3NpuHgWapApuwx7UQSfTe3v3+/xRdDAg2qezBYUphUha1SV7Gg%20ratAG37xP7MBGgv/ACR0VY2n377dRNZfblR4CgiREPnYiy2tNGg+SndTxKAH6EOgX9Pf/wA2LPXJ%20XJl1FP8Aoy8OI7ep6/JzOdaCu0a4kXBjTt78AAwADAAMAAzr3YAOCDWpGftrmddcGQMqnqN0sb50%209L8q0ReGEboL6MnQUrCiEkZ5gGgxbbuuL8Cm5aUtdShWK/2Wx9TWdMCPJhQi0tq8THkupacqgctL%20m9IBdS5qoU44t+y51aK/ufbVJdMYRszTrTiULbUkoUElJSRtoRlSmtcZnHPM0p1FAU1oCK55ezXC%20GHgAGAAshl2n29+AAqVJBzBqDlTAFAynPdqf7P1YAC2gZBOXCmVNMssAHDzaHGyh0BTavCtKhUEE%200prxwJ0ItIzjqv0+mxS5N6c3CO4SuVa9x2qNdUJrQ6nw/DG2F5TW2fvOde4tM4FKZkIdUpJTy3U5%20LZUPEkjUHLGLkcRwzjmjHGWdHqK10JNaZ1+vie7HPazJkV1SAem7ik5/hGoOmuJReZn5H8WzK0x2%20DklCakA7aDIKO4fKBkdMs9P9HFimzlbmcuR4/LUeWn5CoApTxSTwFPCCNPblTJxm6koSddSqE0By%20+UHLjSnf+rGuJ6iGUUXm+dCWaB05Jksy5K7tbo9tlTkuJb8spF0BKUt0/FBbGpVXuGmCpbtQvK9H%205yDGUze4C48tuLypDvOaSp+Wkqajo3IJKqZ1VQdtMOobTvoboeHLbcF6fkx3lXRNlYjxg2oIfKFq%20U45uBOxJTonXDTJRyOemLFZbqq9RpEt4TrdGkvxksISWVGKCFcxajUeIaAe/EqkyupIKQoaEVodc%20+7hhiOj3607cAA4H9HdxwAA99K5jKmAAZaDT9OAB/YLO9er1CtTLiWnJjoaS4upSgHMqNOzM4GCJ%2013oErvdlgQbgJMa+BZZluNFlSA04UOb2ipRy211zGFWgyRj+l0d9EeYL0BbJxYbhSjGVzFvyXVNB%20C2uZVASUVKtx9mFWgUIO3dBdSXJ2U3CYbdESUYK1qeaaCnxU7EBxaCpRCDQDDcqBQfs+md2RbbnM%20uLqIqoEfzLLbRRKQ8KHJLja6fMnbkDTiBg3Doad1P1si2PiHASiRKQfx91eWgfumhT4u6vhx49yO%20Le5O3Jaka16mvBpPNt6FOkeJaHShKiNfDtVl3VwtxTHmPQSkepU8rTyITTTdKKC1LWokHKhBT2dm%20FuIy5rZ10DOivXqc7JSlNxlArYoEhJBJU4hCaa/qw0yXGknLMv5yqdRqdKHj9eJnSoAAD2cDppTP%20LBUE2FWiaaGmeR+nDDqFA8wTln7NTofrwRl1QUVCHudiDjvnYCuRNSd2VAleeh9uO3w/U8lC5nEy%203LHVAtt8S655Oekx5yMilXyLyPynL5tffhcz03LfbziO3yOjJg1B7KHjn4sjji0pkaVmghw4jQez%20I9wwmgBlQV07e7Lj9eBhRhgVNBqKUp2+z7MDYMASrKgOegzy7OzX6a4BVXc5W4hC0pWpKVrPgSog%20KV3DSvDTARc0up0U/dpTSle8Uz92CpKqCKjqTSvuI49uGOglJix5Lao8hAW2ojwZZGuWWR1xo43L%20lZdUQnFSRXJkmR0pHcmOO86xspLjqlHxMpHEcfZ2nHc3WuXDPKaxj2eRRCMoSy0JGz+oUK8yI1sm%20Wu4WeZPZL9pXcmOSmYhFVEsqCleII8VFU/Rjkcvh7YnrOHf0rqK9QdETrvLjT2bk1FbDDSeUuOt1%20VUFZBCualI7vD8Ri7i+nxuwUnj3UKeR6k7NxxWmPnoRbfpVcipCBeo+1StmUJyhr4TrIH3cj7uOY%201L0uKzx3+efn4MqfrU5e089XBvlzpTRPMLbziCvgSFkVyJxfsUcuxWp7s31HVrtHVV6bVbrQzLnM%20MfirhtrUWm6mm/YpQbT7sJxJJo7slr63nuOsWRqe65ABbcbjOONlkLNCjJSNu5X3RqcQJ1qR0Z+5%20xHHnWXJEdQJbkPNKcbIJ+64tNNexWuJKpB0F4a7nMlMMQ3X35SqMxUNLWpfj/wBm3Q1ANdBlrixE%20Tq62a72iUIl0iOQpKkBYadABKDooUJB92CgDPPAAMv04AOXDROtMIhPQR4U1Gn2YRn6hoWtDiXEk%20pWlQUhSciFA1BBGdQcAE7dep+uHXQLtNnB1SAEeYSpCijeHAU7kpNS4kHcMyeOBVJOo6PVHqX+aJ%20kKl3JVz5JSgFtRd5JXvP4ez5d4B3bdeNRgSFmQzd+vsZyQW5r7Tkl5EiUa0Ut9olaFrqN25KiTng%20Eg351+uzQZdckT2oynX9gSpwNqeVudcO0HbvOajgoxsuv9PefqxaKDRqWSf/AGC8SRO3qevjmaV1%20By44ZcGNOzuwADAAMAAwADAACAdRgA52iooO017zgAaXG3QrlFXFmsh1lYoUEVKSRTvzzxOE3F1W%20RCdtSVGUUsdQdDPboxXcum1rHMaUCXI4JA8JFaindT2Z41uUL2uUjC4ztOqziXazXq3XiGmXBd5r%20Kx4gDmk6bVDVJFMZLltwdGjZbuqSyHwoRU5FWWuf0GeIFp3TOo9+AAhtpUaHOvbgAPAAKYABgABr%20TLXhgA4NKeHQVrTt1wN0EyqdV9Cw7s6ZsJQh3drapt/NSF0NQFozHaK/aMaLV/aqPNMx8jiRlmtT%20K7m+u0PPNXsJt62UlS3HFBLe2u0KCq5gmtM8R5fEi/rjoc/bLdtZD3a62269L3J21yWpyAgpqwtK%20vFVJKTmAMjXHLa2yzIX7T20M25c4f82yBFKLSB4akUG4nU66/HApxrqcv7LCLc4JNY1AEkZuN0zz%200CtK8PhnnhxnGpKHHbazKhSqQmtRodfr92N+p6SColUnbl1x1DPsibNMfaVBCGm1lLKEPOoj1DKX%20XUjcsI3HaFaYCdR/H9VeroyGGhIirRHQyhjnRWVlJjZMuJ3J/wARAVRKqVpgHUZ2TrvqezeY8nJQ%20pUp8S3FSGm3lJkgEc9srB2ueM+IYBbmJ2vqi4RLguUlbTC5EJVveUhtIC2XQEq30HzqpUr+auGhq%20TCYmRnTRtxJPAjjxqMTRJSFuByzGuGSD9/s4YABnwGXEivZngAAz19hr9XfgAeWa6SbTdItzi058%20RwOo3DcmoNKEdhwMaZOr9Qpom2+ZHtsSO5ajWA2guqQ3uUpb1N6qq528hRJ0pTEaDqOWvVG4tctp%20FrhGBH5SodvUXi004w6p1DoUF71K3LNQokHBtFXuR9r66u8BW9DbLzpuKbqXHAoEvpCk7fAUUR4z%20h0BsjbxfJF1j25iQ00hNsaUwwUA1IW4p0lVSc9yvu0wUCpZSVVKiSSTmcySceLPIyz8waE01FfpT%20DqIGQ4ZaH3ZYQ2vEUjSH4shuRHWW32jvbWngR3fVhpjjJp1L1B9S4pbbE+KtL1aLcZIKO9dCQda5%20V9+JJ5HRhzFoTiOr+mVISo3BpNQD4tySB31HYcS3Iv8A7MRi/wCofTzTqUI5zqSooccQiiUgVz8V%20CoZ8MG8j/aiTES+2WW3zWZjKkVod6gg1oDmF0/e7MG4tV+LK11Z1pGTEVDtL5VJXTfJaNA2kGhCV%20ZHcrtHDPClL3Ga/ycsg+l4s2+Wh5y6kukLKYcggBygHi8WRUndxNcdHgc+Vp0byI2YOcask410l2%20p4RbqStn/YzfmyGm+hrpjq3+Jb5Md9r+XYsVxxyehPJUlaQpKgpJGShmO6lMefu2pQdJZM1RlVHV%20RWo0yIzBOQ7u7EESSKJ6j3Sc09Ft7altRlI5qyklIWrcQEkjTYBpXj7DiuRz+XNrQqMNu5zZLcWK%20t1x9w0QneoVA1JochnriJjg5SY6vXT96tfKeuCCakht5Kt4SoUI8X3T2YdCU4TjmyR6Mv02NdmIL%20r63IUlRbWhdXKKUPCpJJJHipnp+gTLePeluo2adxG7XiNDnwrliw6qAK9vD3U0rp9PsFkIrPWTKb%205bn+lmal+6NhlxaKEtJUoEKNcjmO3Hd9P4ajF3LmSKvuNy2x1H8DpbrSZeLNcOsLvDls9Ohf5U3B%20ZU0p111Aa5spTlRXZltRliq9yVJUjnjHuPRWbLWupeJCDua2Af4VCB2mv7uee7jjp8P/ABI5HPr9%2004ZQsuIPHwhKjXtBGZSrTIfDGlsyRTqeObuf98XA/wDS369tOarjU4yT1Z1rVVFVx8y19KdT9Os2%206Rbp6RZwqRAlCbEbkSC8qE9vKXUqcXQrGhSAkdmIskO7P1J0vH6slX5+6utIfmiemGuEp9Bq8pSm%20yD8ryUkbHE/LnnhMYOjOvLLbE3qNcnnxbZ9xZmsw1Nl8ONpcUpxLnAq27VeM0NMRqSQcjr3p9HVP%20TVy57tyXa1O/mV0EYRlOJcUooSlo0KuSlWVafpwKQNEF1neLRMZs8C1vrmMWuKplcxbamt6nHluk%20BK/FRO/jxriVSLK1lhhUHb2ccAHKwSn6wfZhMjJZCJ0PED7BTCZnY/sEqLEv1tlywDGjymnJGW6q%20ELBPhGtM8FRGk9QdQWJ+6WOU7eYtzFrukq4vOhxTpMR+Uktso3pqVoAKyjgMBPIl3er7GYjtuHU0%20Y3d5TrzF55rvLSyu4IfTHL+3ek8tJVtp3YaHVFci9QdEuX/qa5yW4UhE25xVQDOZDm6Kp4iS4hJB%202+DxE8MFRVQdz68tFoi87pqLbkyp3noM1uMl1gJiJdIjLAZW0dymzkpRJPHCqFUN/wCnwf8AxYs/%20EBqXQ/8AZlYcQt6nr4nOleGnHEi8MaDj3nXAAMAAwADAAMAAwAFqDnUEkdndlgAIZgGutDUU9uFo%20IJadyNqkghWShrrrrh6A0Ua79HXG0TFXrpJXJcPilW3RpxOvhByB1yp7KY2wvqS2z95hnx3F7oEz%200t1jAvSVNKSqLcmqCTDdyWFCnyg6j6UxRes7fItschTWepYQaa5e3v4V0xRQ1B7tctCB8fbhgGCD%20p7MAAwADAACAciK4ACNajKv6q4VAOSBWns4ngcFQMh9dZseX+SxYkNF2lWm4NXGbblEAPMNVCmFK%20OQ3FQVmCKpGNELT2tmO5eipJUM8vzhvN2v3Ujdk/l63ybe3ARblFtDjzja6qkOpbq3XarlppqPr5%20vIkmjLzJqWnYqGdanWtVVNKaEimVMc2ipjGhxwE0ClZCiTUmlAQD3gajtxOGuMY6DgqtFAodM8hx%207D/Zjtw0O9DQ130ve6fZt5/K5iEH8yjOX78zTFZWq3clfNQiq3NzZXTQhVeGHVl6C9NEybdKk+YV%20BRYpjy1vhciKlaI6218px5C0qW6wB/skqSoKwCGPp5bei7r05JjXmNB57d1QlUtbvIfLCkOFACi4%20nY2pxKUnak0Bz7cFBqgrCt/S9r9QuntrUWDIehuuToSZCZMWPO2OCP8AiuLcHiyNFLNFYBZVK96n%20Otqu9pKnWHbsm2xxd3Y5bWnzQru3Ka/DUoClaYYpOpAw7gh2iXvCrgrIA6DM8MSTJKR1KuKGvC3R%20xdAf7qQfj24KibGSJTrslsuObU1GmgA7j26YVRJktvTUAkbtdpOZAFdMSRYTnRMO3zerbTEuCErh%20vSEoebX8qwdEq7QTkcNjRdz09DldUdKrn2dMAyAv84goZDLSVc9xMXmtgbU8wIoP3hiNQJ2F05AW%20xBkOWCKb7IVBRdLaYqdrMZ2S6lx3y9PwtzaRVYHfgzQ6IqnTnRfS1zfkmSZS2nb0bVDVEdQEJbWl%20a0uKUtDu/bs4HPDboFEcXBvoqwWZQTCfkOX+CpyAqQhh9cdaHFNE8yrKkgkaoTUd+EGg0+33fXjx%20h5DGMUAOzhkOOWAMYx+YNT3n73t44BAFCMtNKYBgrxB7fofhgAGhr2cT3Z4ArjGPiD9gp9X6cAgi%20hJVWgrlVVAK9mAaYYIp2D6tffgDGMdi7WHrS1Wvp5mKtDjk1gOENhNEEqWpQBX78/wCzElLob7fI%20UYUWpE2zqmcu5D83kKkwZPgktuUKUpI2hSeCKVzKeGL+Pyp2ppxKY3qyz0Lg4zcLCpS2QZVrNSps%20nxNjU9tMejjOzzI/V9MzXnB1X8SbhT4s5kPRlhxJqaD7prmFDTUY4nK4c7EqSRphc3aHb0aNKaDU%20hlMhkkfhuJC0mhBrRVfsxjpUlKKYlEt1tiqKokRphSxtWptCW9ySchkBlhkVbitDqfBjz4j0OSCp%20l8bXADtOR3bge0HTAx3IJqhULT6fyod7ZkvvociRXA62oVClFJJSD2baAn4YjtMcOI1KpdwMqAe4%201Fc6+79uJpG6qK3e+rHo/m2rbbpNxMSgmSmQhTbCqblbgSCohOZCffjq8DhqT3y0QrkXTLGOpI9L%20xmo0dq47xKelAPLfqaKC07ht45V44fqPOc3tWUUHFX25bnqWRqeXH220IohRJUVVUdCRTPHO3pnb%20tcvfJJIyD1mbQrrNKl5oTCiqV2UK3E1OdKAFVa0GfHHu/RrVbKXX9P28+55r1mbV7LtjHyKMhltS%20kJUmpJorcqis/ErVajmrdn3VByBx0pW4pVWmP0/LVLmRvSrr1x+Gf7lUWRuVTSppWlSO2lTjzF/K%20b8z1tiuxPwLX070QmVEXPv65drgF2KxEUiOVLecmOcptaOYW0ltNaqIPsxUWscWD04euc7qBhTzi%200WJ3yuyMGg6/IU4UNoRz1tNiu2uaq9mASzGNj9PrrfIE56NIYbmwpLcRVueKkPKccJTqU7U02nU8%20D2YTVR1GF16JvsCREabQ3cfPpWqGu3qMlLnKUUuJTtSFVQRmKYg4k0yan+n8e39NvzXpbyLxEgx7%20jLhONJQwlqS6WwgLKg4HEcappiSyIsRe6Ss6uinOooNxeefjKYbksKbb5fMeKkqQjYouoCKfM4kB%20VcsMRVMMAYBCCx4jX6+8HESiazFIkaRMmMxY6eZJfcSy0galS1AAZkUrXDIE5duhL/bJkGIvkSnb%20g8uLGVEdDqfMNOBtxsqomikK1+OFQltHyvSzqVLhBfgeWCFKcniTWMlSHUxy2XAnJfNUBtp36YdA%20oQqulOpBcpluat0iTMgOKalNxmlPbFJJFCWwrWmWFQjQeW3oLqecuShcb8vVFj+bX58KjbmhUVRv%20R4s0+zvqcOg6Msf9PdD6sWc01ZlnPX/kyxhonbPX57NCRrhlwYNRXAAMAAwADAAMAAwADAAMAANe%20GADhROlaH4a6Z0OBCoVjqfomJdHEzYbhgXhn/BmNVTmKkBQB91caLPIccv8ApM96wpZ9RjYetpEW%20WizdUo8ncRk1JJ/CdpUDPQE/Xidzj1W6GaKrXIae2epdKBQFTloew6YxpG2qOqihBzNMxrl7MCGd%20YYAwACuFUDlVCdpyy7eB1wwKL1j6oWS1lVst8pmVflnYiKFFQbIFdyqeGo/dBr8MX2bSb+p5GXk3%20nGP06mdtNuha33ll6U6qrz6jUqVWpz7K/Thirmcnd9K/ictLOrOZ8RubDdiOlaG3htKkHaulRoTj%20mug2iv8A+X9ooAZcw0pqtGe2tP8AZ/Z7dcRoiO1dPwCV0FaQknzswUSpVS43lXOpIbyp3frw1FVJ%20K2q6GIChAy10Gmox00b4rInumuhrx1Kwt+EYqUIeRFaMp3kl2S4krSyzUKClkJrTL24ZNIb2/pG4%20z7fcbh+BGh2o7ZUiUvYnneIBpFArc4Sk0A+OCoJHMXpHqOdaFXiJan37cl1MfzDbdRzVEUbAFST7%20K8MAbWMrhbJlsfVDuENyE8kVVGfbU0qhrTwLAPvwCaJq7dA320WQXWT5fywDCn47Tm59gS0lTJea%20IGzeBlnhD2gvPQ17tVnRd33Ir0UuttOCO8HXGnHUBxCHQABUo12178MKFeAHDPSh+n+icBFju3We%207XRa2rZBfnONiq0RmnHSlGQ3K2DId5wDoHBt92eecVEhvyDEBXJS20pZbSn5t+0eGnEnDqOhOR7d%20dnoTE9MCSmNIXsYk8pzY44TQBtdNqjXSmHUtQnOsV7YurbMlmWxOcKVeVfQ6l1ZUaJ2pV4jU6ZYK%20CoSP5D1V5x5lNvuHnG0b32uU/wA1LR0KxTdtNOOWBUJUIsrWk03KSa1I3FJ3CueVDUfHDEOI8C5z%20GHno0d+SxGG6Q42ha0NDXxEVCB8BgGkW3v8Af9MseLR5HqDMDPhr9DlwwAwfQ4AAe/2H34BAH9n7%20PjgYBDv7OP7KYAYfDv7O84B1BQa8PZ/bwwaB1BwrnTX69P7MFAp0Ld0x0L+YRkTrgtbcdebTCRtU%20pGdFknQH7tP04mom2zxq6lud6T6bW2htdvaKG07ctwNCCc1JO4664lQ2rjxXQlUNtttobSkJQ2Nq%20UnMBIyAzr9uJwm1oWqKpToQc2zSIj5uFoVtdGbkY/KvTQD7Md/j+oQux2XfeZrllxziPLVemJ+5s%20gszEVLjKtQSRnn9eMfN9Nlb+qP8AEst3k8Yx8JIgjXLLQ5ZUrjlNUL6ha99eylCDWuHSgqgPbTjW%20tKd/6cCGMrrc2bfH5ivG4o0bbHzKUdP11x0PT+E70s/4oqu3dqIG3WDqVDU91m5pht3wqcnsqaC3%20E707VKZX9xSk/vA0xs5fNhD6LeiHZk6VZZocRmHEYiRxtZjoS20nLJKAAns4DHDbqWZD63K2y05Z%20EKSKHSnx7MOBs4UlvoY565XeDF64Ed4qDpgxyClIVqpRGWv3eBH1A4916RyFCwq4yx4HN9V47leq%20salB/mW27q0cI3BVAjWprVW5XCgI7KZZZY6U+ZF4+Xm9e7ftOXHhte7GPZ4kA46VKJ3EhRUQSSSa%20muePNXpVk+h6G1J7US/T/Vt2sQfTGRHkMyC0txiY1zmg5HVvacCSU0U2rMGuK6sluHkP1BvkSS/I%20SxCdXKUl2Uh1jmIcfacLqJCxu/xUqVXcMu6mCrGpnNm6/wCorU9PkRnG1P3CQiXJdcRvVzm1lYWn%20MAZrNa1GCpNTG996rn3ryyZCGI0eGlaY0WI3yWk8xZWtVKqNVKOeeHVE/uD0df3s2tq2LRDfZabb%20YUt1nc66wysuIZdWFDcjcrgAdM8JompVG0rre7O2h2zlqHHYeS2iS6wwlp91DKiptLqgaKCCf3fb%20XEaslQhgQQaft9mJJiaDOJCEnRnX4nESm4he1T1266QrghAWqG8h9CCaAltQNCR24CouVx9RLI9K%20t8mDbpTX5ZMeucdLrrawuTIfS6tKylI/CCE7U7fFnU4CVR876pWAxXbV+UzPyR9TjzqS+0ZHPclC%20TVKtnL2eHZQg11wVHuIyL6llmfe5qoriXLvcYk/a07t2NxXS6WyT8xIoOzBUW4Qv3qPdJ8RliA9M%20t7qJE1195MhQLrUt3mIaVsKTRsZZ1GBg2Sv9PYH+bFn0A5UunujrFBQYaJWz1/nXTLEi4A0HHvOu%20AAYABgAGAAYABgAGAAV17sAHNTTOg048a+7AADQA1NK8fq44WoCDcuI+XAw827y1lDmxQVtUAMj2%20EEjLBUVRnfbBbb5DVGmtBQz5boA3tkjUE5jFtu64vJldy2pKj0KdHut+6Jfbh3krnWFRDcaeM1ND%20RKVAAnQafDGpwjezjlIxxlO1k1WJfIlwhyo7L0Z1DzDw/BcSoUUAOFMYpxaeZujcUlVDjceHEZZZ%20Z9tcJkxBM+KZioe6kkNB9TdDUIJKakgU1HbhVFVCxPaKlOf1a01wZjIXqzqeJYbYqQ/4pKwpEZkG%20hWsj7O08MXWrTm6Ge/eUEYQ2i+z7DF6XdtaFP+ZQ5+bBaStf4m+qWx4w4vdtO7C5F1L6UzHGW5Ve%20r/bHU0yy+m815bb90cSy1u3ORkeJZAGQKtE59nDGRW1XMuhxerKz1Tc4T10mTEAR4jY2eM0olpIb%20qcshRPGuK5/yKLy3SII32y1AM5kHgd1MjnXPhl7MR+2+xWrTocrv9m5ZPnmRuBzqOz2ivDDVtko2%20ZHnoZcaHQ8dDxrXL243I1IvXTPqWzBjsM3qCucqBNj3G2Lh+WiAPR21NpQ8EtgLSQqtfm79MDJKQ%2056S9Ubf09Hdjohzi29KTcX0NvtNpdkFC0OMvBSDvjK3Dw/NlrhEtw26F9S2emYMmK7Ackc2cJrfK%20cS2EhSFNLQApKikgLqkjQjDDeR3UHW6pcq1uWhpyO3aoZiR3LhyZjziXFlSlOcxKmjmqifDkMMTZ%20LXn1Is13tr0eRbJSJFyEIXd5t1oIPkWlJR5ZG0bN6jU7shwwgqiPvfWVnldJI6ft1vlMMpfbkJEy%20Ql9uOWkFC0xKbVIS4o7lbvdhhWpUCOBzA+hOeAgaH6S9U2exC5puExqI7IdhrbTLS8uOtDLvMdI5%20CSsOpGaK5VwicWNOmerIMDrK+y1XB9qzXBq4BKl7/wAZTqFhjmobFCdysqjLAFcy39O+onS9uTCn%20v3YqSYVqhLtKUOlyO7CdKnpChtDdKZpKCVHASTOWOr+lmb50xJdvTEv8j3olyUpfqsPvOKBb5iNx%20DQUkqrQ9lcMnuRNwusumGYdutpviEvW9yG+9dQl/Y+hiS64tlKtvMJCVppuyJOHRkkyE6Z6p6Vjv%20SnZbcX+NvfNdEqKHlC3qC99CUubQVbck54dBDS99eNptbUe0Nwwu6Qls31KIxaotLiwgI2FpKfwy%20DUA9+CgmxOlFFNMxlQ9taEUyzx408k40VGF9O/T44QsYx1Dyz9/Zqf7MAAPH7cAVAcyeJI7dew4A%20QCc/r00+lMAahVApXXQV7cALPQCQFKCUjcVEbUjMns/RgSG4sunQ/SzckruNyZDjIOyOy6kjcR8y%20yMshSg78Tijbx+PXNmhJadWnwoKqDgMvdUUxYonXhZk1khdVukJbK6DKvhT82meJOJofDmlUbbd5%20NBu1JFKmhPxxFIyqLrQ7Uw8KKUggK0ND2nT3nAlQl9iSWjKf6m2qc30w9d4Db0eSw4z5iXGH4zcV%20TgS+6lAzKkIqcsdfhc6aWyX8RrgN50x+xE2p2BE6yagent2k9UWR2AqReEy3zJRHfCvwVNvrptcc%20G7cj4js0ztWZOk3tLrnGk19KHzlzvjsC8XeXPVa5Nodcbas4CChwNioKwqqlF3RFCM+3Ef6Fl12y%20rjH6aFH2pRVGs8Y7CsnrW6uOWi1Wq1q/mO9q2Q2JlWozZba5zy3VjMpQKmifFiufpNOtUQhBydGq%20DnpRm5TeqL3B6saaavlhSyosxVlcQtSEFTbzalUVmEnwqAI1xo5HJVq0oRyqX2+CpNyloizanPPL%20SnCnD4Y87KTbM8nTIAOlNCRlxzz41wmFMzppRQ4hQFdpqkVpnw14Z8MOLJ25bZVMH/qHcC/UJCkU%20KFW6JtK/lUKuGlK930yx7L0t/wDEsYxoLnOs6ozMlOYGpoQKZmoBGRyzO3IcB8d0nj3/AJ/iY0L1%20NMj+nI/b7aY413Js6EXkjUbd0z0Cmzx3pVvU/NTbrfMec88tCVvS5PJWjYn5dqfFQfZiBakiWe6L%206HZtwMpLk9uE8qLDa84GxsXc1xyqqM1HlAKzr26HDHkQ3SfS/R8uR1PaZzDa0Qri0xGuanlJdai+%20YU2Vo8QRklIqo11zywVAh+tOmun7W7avw3LO5K8x56El0T1tttuFDL6arR/jJHylXswqidC1T7dA%20e6F8vbmWH7e9boQtDxQy1JduK5Kg8FGpdDhT8yVKpQDDTJxkNep7JZf8uIaorgiiBGYcVlG2yprr%20ikSGyQnzIdbppu2gcMDiWKRlhBQag07DiDyLE6iiVA199fcMSTI0DUkKFDhsg0LWK3t3G92+3uKK%20W5chtlxScilLigkke7TC6lCWZeL30X065drC1b2XIDFxusq1SWlPF9RTGeSgOpK6bSUqoRphjoSr%20vQvRSLY/fvy94xmFuxTbTLXVS0Tkxg9zSN48CtBluwD2kIj02t7/AFBf4f5oqDDtNwZgsKUyZDij%20KcKG60W38v3jgI7Rb+SuirIy+/fLn52PIbksW9WyTGPnYiy24mjQfqmtCFKAHswZDogv6e6/5sWe%20pqeVLr3/AMOvBEdvU9gZ1PZiRcAaDj3nXAAMAAwADAAMAAwADAAWuWmhrgAaz7jEgQ3JclzYy2Kk%20kZkn5QO+uQwmyMpJIotz9S33Glt26KGCrwokOEKUE8CEAUB7MyMUSvdDHc5a0RVbRdJFuuLMxlak%20qChzgKErQo+MU0NftxXGeZnhcalVs0WR6hdPNONhKnHguhW6hHhQDSm6u0/erlXGh3EbXyI6Ekxd%20bHdoigl9t1hY2upcok0zA3JVtIricLlSxuMl4GLdXRJ0Lrq1dL9KT24y7s+sR5MhXNZirbaD7lEp%20IBXpsAOZxquXlOOevcxwsUuZPImrZ6rdS2K5XrpfqYR7tcrHyii8x08pt1DyOanmtZ7VpFAQCB38%20cVwtN5pl1y+4Za4xhip9XusWrVCv0y0wW7FcnG0MUcdVISl/Jpa0/LRVdBhSsutCP9qi8RpcfWK/%20sTGoEFh67XFSFO+QtcUSHeUFGrqxUBKammuK9kk6MjG9KecSCh31fU3+/JD6pAeUQEOVBaUlW0tq%20QabSilCMaL3IUYbYmCcZSn9Rp/QnSoYQLpcWiJCjWK2vIoTxcKTx7O7GKMTqWLNC8jv1B9n9uuLT%20SVi9dPxUX223dgct4y20SQMkr3AgK0zVWmIbc6lUraqmWjtz9uJltBOQQGHaEVCFH6jgoDR88RkP%20iPhl9mJIydS8dI9LWOSq5xLulMuWLbInQpEKa0401yEFVHEMlRKiqnhWoU7MBKnY66G9PLb1T09I%20li5OxLi3LajhotBUflqQpxSlEK3k7EmlB3cchjUSMvfRhhyraIVwakw7xFVLhy5m2DklSkqS5zll%20KTuBp4juwCoWLqnojpy3dLz3YjDibnao9sfcn84utSTPSrmAI+QBJ+UpJqNcBJob9adAQbT01Fl2%203lPvxI8R2+Pl9wvBc5BcaSGSlLKUD5apUo9uATRQCMzkePxyOCpAd2iAu5XaHb0LDS5r7bAdVmE8%20xYFTpWmAaVS8v+kjMWdJZnXSTAhxXWIqZcm3lHOekvFlosoS8re1uTUuVy7MFSW0hLH0ZBndTP8A%20Tk24vRbixKcjgsRUyGdrG7mOrWXmihI2E6HLALaTcX0gEtbMeFe23pxREkOMqjrbbRFmuKbZeDm5%20W5VE7lI28dTgqNxI1303C79YbZbrkmTDv4X5ec6wWSjkuKQ7va3OE7SiozzGHUVC0QPSmKY0WSm+%20f7qmclEKWqMoOLekurbCFMhyqEpKM1bjlww0y5RIO29EX65vS2oCGnfJy/ILWp5psLkUJS22FqSV%20EhJ0xKpEXc9OLum2XGbLlCILfFMxlLIbkokgBQoh1DlBQpINAqnHLEXIGsi59feS/mBzytOdsT5v%20bt28yp/d+9Sm7vx490oec5dK5FcFMtae7s+3CZkYOGVNB9PhhDeMY6g45e6lfp24AB/6tc/hn9Xb%20gFjGOwadtRXTur76ftwDzNQ6b/lD8t/geVSv4vmqc3mURu3b+H+jlXTFiOpZ2UyxjGRMN/k+/wDC%208tzKinK5W+v93jXDLls6D5jlc9POrt4/txONDbx9u5V0JZ7mco+Xpv8Au6UxOVaZHftbPYIMfmPN%20/E28uvGnf8tP04hHd1L57KZCjvOp+Bs314/sz1xKW4pt7AonnanzGmVNO/8AZhQ3dSy5t6Hcrb5d%20e6tKeLbr7/pTE2QjqV6F/L/lV/lPI5W/x+V5HL30+/ycq7e3GW5XxNkNcwkfyT+aNef8l+cbh5bz%20HK8xw2ba56UpjVZ30dKmW9SvT9cfqNvU/wDIfymB+Zee/NPMp/lz8pr+Y+b/AOi8KbK793hp30xt%2042/djvj2+0yXNmRG9B/knlrr5T8w/mLzCP5k/OqfmfM2jk79vh5VK7NuWK+X9yv1aY+Jjv8A8fp0%20x7MIsZ3VFaba5a/61KYwI5wZ1z0oNdaVH0ywY/Yi/iBPzZ9ufZw1phj6GCevHL/ntqtf+7Yf71N3%204mlOOmPU+n7vsrHzx7KCv7ary6Gdfw3irt20768aacKU0z7cbHvyIR2eNfHHzFeHxpXX345z6muP%20Q4PKrw49muVfqwhhDlV+5uzpTszpgGdK5Xhrp92v6PfhsSAjZQbaUqK7aa0zrX3YACHL47d1DzKf%20XrwwOgARs3DZ89M6YWY0OuHipTjXTEmaI+ImrbuGzX6q54rLUKJ0z1+vFiIM5HM56ORXn7xytld3%20MqNlO/dphFEi2Xv/ADZ5ivzn8x5vLFedTds5yaaceftrx3a4WZHMdL/zs/PUbvzP885Cttdu/wAv%20zRzNPB/i0rx3UrhhmQUT+d+ZP8p5vf5xj8x2/N5zmK8vza57+ZXb34XUQ3vf80+Va/PPMeV58nke%20Y+Tn8z+K29/M+fvwD6Fv/p8/+bNorrypeuv/ACdeJxJW9T18aV93fT9WGXBitBXXv1+rAAMAAwAD%20AAMAAwADABz4/dnWuta5UwnoDM99R/z7mI3f9z0H+HX/ABKZ83hrTb78VXKmLkVoZnI/P+XcNmyu%20/wDhKU3cvPdp97SlcY+uZzeo7tnmfy2N5jf5jlI5vMpu3UHzcN3bTjiUcYx8yarjGg59le/Stf1f%20pxLMapQJXLqd1Pmy9u7vyrpgdaDe7GMe8hurP5c/Kk/nteRzUeW5e/nc7hydn4m/X5c8WW69C2G7%20pjGMgdK/y15F/wDJa7OafzDn8zzHNp4uf5j8Td/pcNMWL7nSuPIhcrX6hnG/LdsTmee/IOer8v8A%20Mf8Ad/Nr4eX96lfl3+GumLF90k91HjGPEf8ATv8AOH+Zzv8AIPkvzD8q/wB7fmW7yfJ5p5G3lfi7%2099fly7cSe/8A6sYxkW8WtMqDr0e8t5hX57u89+azfzb5dv5lz/xN1MuVWn0rimf8ieW7M9Dp20FN%20OFPZ3YuRtiFwzrTKlPb8cJaDRyvb9+lN427u3LSvHB0EzvxVz7fDSvZxxIDiVXyz1afIqvwOEGZ8%208k1plrU101zpWv6cSMvXMkbJ+feYkfkfP53ll+a8t83lto526v3O3DESPSn8/eWf/lTzvI5zXmfJ%20/Lzs+RWue+u7ZtzwIaqNurv5s/Nf/FXmfzHlp2+cpu5ee3Zy/Dt/0ftwA6kwj/Nr8qtuz8x/KqJ/%20LN23k/4a9mzu2b9u7hWmAaqM7r/mF/LEP828/wDyzVvyfN28ilDy+/8A0d/uwhZlZFKcKfoqMMQ/%20sfO/OoHJ5PN8w3s8zTkV3D/Fr9zWvH34BqpszP8AMPk4fL/l7+VOY1+XV/MPLef82eVt3fj7+fXX%20wbdcIs7mfW3+ZvzjrLl+X/PfLS/Pb9/M2c4eb8pt+9t/e+7pnheZHOpdLJ/Pf5Va/wAt/KPznkW3%20zFef5vyHMX5Pn7v4fZX5uX46UwDEH/z/APmHp/8ALfybm7h/Lfl/O8rb5hzzf+P/AHt3M350ps4Y%20EJ1Jq3/zfyo3l/yD+XaQ/wAl3+e8v5rzDvJ5f+2387fu5nhpTDJ50Kn0p/Oe78LyXmP5nb5vmebX%208w2OUrsy5OtfvVpTAQzKv1x+Z/lnTX5j5Pb5R7yHI3b9nmVbuZzMt2+tNvDAJ1P/2Q==" height="292" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Índices espectrales de la etapa final en cultivo de caña.</span></div>
      </article>
      <article class="section"><a id="id0x7a01900"><!-- named anchor --></a>
        <h4>Análisis de la variabilidad de los índices espectrales</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Como puede apreciarse en los valores del índice NDVI de los satélites <i>LandSat</i> y <i>Sentinel</i> (<span class="tooltip"><a href="#f16">Figura 7</a></span>),
          entre las fechas que enmarcan el estudio se aprecia que en ambos casos 
          los valores obtenidos representan un incremento de la vegetación 
          respecto al valor inicial. Se identifican dos etapas divididas por el 
          quinto mes del cultivo donde el NDVI pasa de un valor promedio de 0,33 a
          0,65. Este incremento coincide con el comienzo de las precipitaciones, 
          donde el aumento de la biomasa se refleja en las variables de 
          crecimiento del cultivo según el estudio de campo realizado. No 
          obstante, mediante el monitoreo con el <i>Sentinel</i> se logra una 
          representación más estable del aumento de la vegetación, así como 
          valores más adecuados del estado inicial y final del cultivo. La 
          fluctuación de los datos del <i>LandSat</i> en el quinto y décimo mes 
          del cultivo no se corresponde con cambios en la vegetación, siendo 
          atribuibles a la dispersión de las ondas electromagnéticas por el efecto
          de la radiación de la atmósfera y del suelo (<span class="tooltip"><a href="#B16">Wang <i>et al.</i>, 2010</a><span class="tooltip-content">WANG,
          F.; HUANG, J.; CHEN, L.: "Development of a vegetation index for 
          estimation of leaf area index based on simulation modeling", <i>Journal of Plant Nutrition</i>, vol. 33(3):328-338 2010. ISSN:0190-4167.</span></span>).</p>
        <div id="f16" class="fig">
          <div class="zoom">
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r7b9Yx7JA%20C5707Y0OZlvBVRnFUEUewTmrz8BQl2fVT5K1zVnMU2qd/Hc8Ov3Y9TfKX8tVdr3MIr8f5fGcOt0T%20Qkl8tJ2/MJv4CYo5inILhII89RXmomX+7Zsr0HDJmcvTjOP5+55visRGYrwjD8o8dbf75z0dzvt9%20Kp6vN856O532+lQRR3nEbXBg157m1FDx1+UqCOZeYULJxpjG3mO73zrLebLhjhmNMcMa53L1FHqm%20I65dbdmuv00zVhzRiq2oO063RWCbtKJKmoeRVNFVkUFdq4iqZ8cMEyrh3cflq83xeiiMLfxVduH4%209i2yfBblc43Y3acOjH8O2Oh4s3anbXISLdxVmYhKiowBECjyoW1Vy/JhivJjWuX4zRNP/Joq6MW2%20Z4Jciv8A49NPTg2A9puk15X3RX5FaP8A6kqTHFsv83dPkizwfM/L3x5siHr/AExLcVtqVlJBzKr2%20DI4Yon1nVAcdvJjjXSjiNiqcIqjt0eLnc4ZmKIxmiezT4YvcjV9gjbyU5LbVrKApu3G3SVUJcUEW%20yJSwzpjhyd2t687ZpjGaow68fBzoyN+qrdiirHpjDxZ9rvkO6RElwEJ9hSUcyZUVCHlRRIkJF/tS%20utm/Rdp3qJxhyv2K7VW7XGEsvfOejud9vpV1cTfOejud9vpUDfOejud9vpUDfOejud9vpUED8tGn%20UedbJtttpwjIybREFFFVJVUsERMNuNZiJmcIYmcNMkO6xprSuw1SS0hZVcZcZcFCREXDETVMcFrN%20dFVM4TGDFNcVapxUPXt+lXea1pq1ArjiuJxIgWJE6OODa5VyZQ+sWK7FTblyrXneKZibtUWbenn6%20+bs1z7sHpuE5aLVE37mjRox5ufn06o9+L52XOHBuV3tr7ZcamTM0OVcu4MwcxLNl+s4lY4L8FddE%20+ryxifE478dFFcenzwmPB0TfOejud9vpV6F5s3zno7nfb6VBFKecWM8isGiKBbVUME2fMVBLvnPR%203O+30qDXXfU9rtLRnOLdmAoaMITSukirlTK3nzLiqcvJUe/mrdqMap08232JOXydy9MRTGjn2e1X%20rZ2q2h/eesGChZcu6yKT+bHHN9UBy4bKrrHGrdWO/G57Z8IWWY4Hcpw3J3/ZT4ytNvvEW4xhkwcZ%20DBYc8CbXBVRCykmbESwVMUXalWtq7TcjepnGFTds126t2uMJZO+c9Hc77fSro5IpTzixnkVg0RQL%20aqhgmz5ioJd856O532+lQVi1ERdqWolUFBfUdk2Fhj+bu3iqtBbKBQKBQKDBl2S1zLpb7pIYzz7X%20vuBezGm74gN27zUVBLMKYc5F+agzqBQVXsn/ANrNG/6Hbf8AJt0FqoFAoFAoImfvJH4ifwxoJaBQ%20KBQKCKJ+UZ/DH6EoJaBQKBQKCJn7yR+In8MaCWgUCgUCgiH825+G39J0EtAoFAoFBE995H/EX+GV%20BLQKBQKDVXnVNgszrbVylow66KkDaCZllRcMVQBLBMeTHl/urvay1dyMaYxcbuYoo0VSrd17U7Bu%2032ICOvPiiFHfJvBgjFEMUJFIXMM3NXmp3ttc8/Zry9iblWEYao6dnLHU6ZC5TmL9NqnGcdc9G3lg%201mg7xpy1QJV2ulwD1jMeVs0LO48IomfFUQVc55LmIto8m3Nsqt4Nwy7ufUmmd65p7O3n19MYStON%208UtTX9KJiKbejD9XV0atXOzdUdqceITLNiRqY4Qi46+4hK0IkOKAiIoFn287xeTlxw9Hl+HTVjNe%20h5vMcQinCKNLSag7TUuunxt6QRSU+OE5TUkaRRXEVZylmxUkQud9XkwKtb/BabtNVFU/DMaPx6p9%20vQ2scZqtVU10x8UTp9+HW0Aapv7drYtkaYceIwZONkyqtOLn25VIVElHMqrt+Xu4Jh5TIcUpyNE2%20rtuarlNWGE4YRHfpx6+t63PcKqz9cXbVyKbVVMTjpxme7Z37GS12ga1abBobgSiAoIqTTJkqJgiY%20kQKRL86rV3PGuG7u9pxnZhVo/wBPslR08D4lvbujCNuNOH+7uZcPWvaDNNWokpyQ6gqRNsxmnCQU%20wTHAW12barbvHbVU4WLM1dcz4Rj4rK1wC7Rpv3qaY6IjxnDwbRxntWnRQyo8LJFvE3bjEY8cFzZs%20CbcTaq4ivd7nJXCjL5vMaa66bUc3xY92M9ky71ZjJ5fRRRN2rnnDDv0dsUtM7oHXTrpOuQFNxxVJ%20wifZIiJdpKRK5txWp1rgGT13LldU+z3T4oV37hzmq3bopp9vviO5q7xprUNmbbduUUmG3SUQcQgM%20cyJjlVW1JE2cmblw+ZatbPBOHV6KaMcP1V+fgqr3HeI0aaq8P8NHk2NitGspttB2229h6GikIPPM%20QlIlRcSwKQOckxXDHk7ncrrVw7h9qd2aKe+XGnifELvxRXV3R5NimlO0J9dw5bojLbvMN3c28UFC%202KWLYq4mXlxHb8m2udWU4dMTG5T7Jb0Z3iMTHx1e2H3+kuqMfzcPy3f/AAqift/Df/FPtq/3pn7l%20xL/yx/TT/sY8nsx1THHBvczXEwzNsuIJIhZudi6jQ/s9z/srs5wXLXKf+GZt1fqxmmfZvTCyyXHM%20zRV/z4V0/p0THtwiebzTwuzHVqi3JQ48N8SzAJvGjgEK7CxaExRdmKYF4Kj0cBtUxGNyrf56adGP%20RjNM+DvX9wXZqnC3T9PmmdMx06Jjs0tt7ldouH/PduPJxcroVmMvnLc/BciY/VEeExUxOZyVyMa7%20UxP6Zn3TT4NS7YO1FtonCen5QFSXLMzkuCY7BF1VJfmSulGfz9EY1W7dX+Gn/TLSvIcPrnCm5cp7%20av8AVEq1OsV/bFyZMhygFVU35D7TqYka8pGQ8qkvd7tSafui/bpxrsaI66Yj20yjT9rWLlWFF/TP%20VVP/AMoRWpQYlo8cx+EQCqtyIo53EJdmG1xnBFFV25qzT94UVaK7Wj+bH/TBV9m106aLun+XDviq%20Wbdbi+/G3QXm4TUNUFxmUiiGXl7j72POFNipWK/uqxETNFrCvZq9xR9p35qiLl3Gjbhj7+Xg9aak%206kaefh2E3UOagi8LQiRZUVRQlNRXIg7z6yKOGOONQr33BezVuLcW4+p80Y6MdsRs65mcE2z9vWcp%20XNyq5M24/hmI0zGzHb1REYtzpO+e6N1ch3u2qw5IJBOYqEjjbaKqbE5yONqY8ocuGPO2Il1kOA0W%20rW9RVvXJ1+Uc3br24KTiHH6713drp3bcao988/Zq2Y7dvY51va7T5Y29Qfi3ATEXWnM4ZzbGQ4SE%20mbNiYKmGOzH5sK89RT9LP1U4Yb3lvPQ3J+rw+mrHHd90zTg6PV68+8uuttNm66aNtNopGZKiCIom%20KqqryIlYmYiMZ1M00zM4RrVPUPaHYobZxopesJJpkwYVFbHMicrm1F2Fsy47UwXCqzMcWtUaKfjn%20o8/LFa5fg925GNXwU9Ov2eeHa0/G9o+pVzww9V217YB47rmp9oJbxUV4syKiZgTKvfqF9TOZjTT8%20FE9nTr9XbGjvTvp5LLer/krjt6NXp7J09zNgdk9oaAuNlvSTXMg7tBZBEIcE5vPXEV2pzsPm+Xva%204Jbj1TM93m4XePXJ9NMR3+XLa2EDs10vFF4XG3JiPCg4vntBEXNzFbRvBVVOXl7nIq497fCLFOOM%20TVjz/hgj3eM36sMJinDm9+OLTXXQ91scgrtpR8xUANXIi89zBVxytookjg4fslt5uxVXCod/h1dm%20fqWJ7PLn6p5tsptjidu/T9PMRtjTs7ebrjRp2Qrlh1lqZm6nNM5NyaAHHJUTMSggYbSwymLQiSou%20KCnybEqvy3EL0XN6ZqrjTMxsw92CxzXDrFVuKMKaJ0YTywxx5aW9PtbR4Ca9VYbxFHFJGZeds2Ju%209tT6eO4zhud/4K+r7fwjHf8A8v4vX9X/AP8ASf7f8R/+VWP379H+b8Gf/wA/+v8Ay/8AU1+itR3K%20dr0pkkhJ26xwiSBQUQUZh8RIYEETamQ5DiYqq4ou3HBFTGQ4jduXopqn4Zx2dGLbiHDLNuxNVMfF%20Tht6cNPKHVq9E8yUCgUFY7S7/cNP6Hul2txCE1gWhZcIc6ArzwNKaCuxSFHMRx2Y8qKmyg1Vv1Vd%20rbO1xFmvldWNMR2JkRx5GWn3EdiG+bRkw222iZm+au7xTHbjsoPugNTTrlMaYvEyYl2mW8LoFvda%20htw+HkOc04ysb19Eb2AiPu5lRcVHH6uIF7rIqHZRKjD2W6ORXgRUsdtRUUkxReEboLVxcTzzflJ4%20aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aCJmVGRx9VeBEU0VOcm1MgpQS8XE8835%20SeGgcXE8835SeGgcXE8835SeGgcXE8835SeGgcXE8835SeGgiiyowxmUV4EVAFFRSTFFwoJeLiee%20b8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQRMyoyOPqrwIimipzk2pkFKCXi4%20nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0Di4nnm/KTw0EQyo3EuLvgwUARFzJhiinQS8%20XE8835SeGgcXE8835SeGgcXE8835SeGgjdudta2uy2W0/ecFPpWtaq6adc4N6bdVWqJlrJet9KRH%20UbduLZEqZsWUN4cFx5SaExRdnJjUSviVimcJqjs0+CZb4ZmK4xiie3R44MR3tA0iRtKk/YBKRfZP%20JsyqnifKVafuuX+bunyb/tGZ+Xvp80n9Q9H+n/8ABf6FP3XL/N3T5H7Rmfl76fM/qJo/0/8A4L/Q%20rH7rl/m7p8j9ozPy99Pmf1E0d/MP+C/0Kz+65f5u6fI/aMz8vfT5vDvaPpAGjMZhOEIqSNiy6hEq%20JjlTMIjivzqlbUcTy9UxG/h1xPk1r4VmaYx3PZMebkl+ubt6u8m5utoyUhUytCqqgiIoA4qvLzR5%20dmK7dldcz9zU2Kot2Ii5RTrmdvV56fe0yv2vVfpm5fmbddWqI2fzeWjysGldJ+tHGZVwbCNbWBab%203aYtHIxwVS5c+C5lJTx/dHYnNrsb+fu/UvYxa2U7Oz31bfCxmbHD7X07OE3Z11be33U7PHbal7NI%20kiU05YJEWKxkyvMvuuLzkVVQ0Jd6q4ouCpsww+evX5fiO7GFfZhh+Dx2Y4fvTjRo9raWjs80kzbW%20GrmLUuegrxD4POgKkqquAoJjsHHLjgmPLXG7xC5NUzTOEdjrbyFuKYiqMZ7WzkaP0NIaZbchxxFh%20MoK2atEqYInPJshI12cpKv8A01xpzl2Jmd7W6zlLU/wsa46D0bM3GRUhbgN2nDOAOdE5FPMh5iTx%20uVe6q1U53IUZivfrx3tsxtXGS4jcy1G5Rhu7InZ38vazbfpfR0KMLARYr2GCk7IQHjJURExUjxwx%20wxwHBPmrNrIWaIw3Ynr0tbvEb9c470x1ThDctvwGmxaacaBsEQQAVFBEUTBERE5ESpcRERhGpDmZ%20mcZ1vEeVGRtUV4EXO4u0k5FNVSssJeLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLieeb8pPDQOLi%20eeb8pPDQRDKjcS4u+DBQBEXMmGKKdBLxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBxcTzzflJ4aBx%20cTzzflJ4aDUTrLpea4QPxoxA/mcfMUECJxCFUJTDKWbaW3H5fnqPcylquJiaY0pNvOXaJiYqnRq2%2090si0W3T1nacbtwtMC6qE4u8UyJUTBMSMiLBO4mNZsZa3aiYojDFjMZq5emJrnHBpu0S2v3qxNx7%20ebTkhqQD27VwAUhQSBcqkqDjz8dqpsqzyN6m3XjVqwVmds1XKMKdeLmNih3ZsJNyt5m3NtrrP2QJ%209oiOZ0IsqriuXLlIcq4oW3YlQPufLVTNu/ax34xjRzcpnFZfa+ZpiK7F3Dcq06eflEdWHO29h1Br%20lwnW7fIekq+iDvXyRwGyDn4obyq2Cqmzau3H5cK8rlMxmqsYomqrHn04e3RHLbg9Xm8vk6cJuRTT%20hzaMeyNM8tmLdt6PvV8cCXqW7g2oqmWMJA4SD9U0RBVGm1JBRcRzY93alTaeGXr0716rs5aI7Mel%20AnitixG7Yp7fDpntw6Fig6U0pa4jnDttSJKCqjIfIXXMw4kKjjzQVFX9hE7lWeX4dZtaoxnnnTP4%20dirzHEr13XOEc0aI/HtWLi4nnm/KTw1NQEMu7WyJGckyJTbbLSZjNSRdnzIm1VXuInLW1NM1ThGu%20WtVUUxjOpW4XanpORn3zj0PLhl3zSlmxx5NyrvJ8+FTa+HXY1YT2+eCJTxC1OvGOXQzo3aBo+S+L%20LdyATPHBXQcaDYmO03BEU/vWuVWSuxGO74OlOctTOG8gtnaPpq4XNYDZuMkqkjUh4RBo8vilmVUz%20JtTMid/ZW1zI3KKd6cGlvPW6qsG2lXuzFFewnxlxbLDB0NuzD5fl2VH+lVqwlJ+pTzwlW+WVMcbh%20GTDHHF5vZl2r3e5WIt1Tsn89XtPq088KNpK92B/tGuS25lI8OZb4kW3iLSNgr8V6Y7JMRH6u9adZ%20XFURSyYFhlGt6uF/Rp34ppjq1tY4pN6dyaqp63Rq4upQKBQYt0tduutvft1xjhKhSRyPMOJiJJji%20nzoqKmKKm1F2ptoK+92fW/1hHdiyHGYBum9fIjhvSHLkqM7lhuRJddJ0mmkx+yJSAscFGg2Vl0hp%20+yv8Rb4xC+jARAeeeekGEdtVUGWyfNxW20Vcco4JyfIlBuKCq9k/+1mjf9Dtv+TboLVQKBQKBQRM%20/eSPxE/hjQS0CgUCgUEUT8oz+GP0JQS0CgUCgUETP3kj8RP4Y0EtAoFAoFBEP5tz8Nv6ToJaDVak%201JAsMFZMlc7p4pHjCuBuEnyfIKftF3P7cEWLm83TYp3p17I50vJ5Ou/Xu06ts83LY5NcGNS6nuS3%20EYMh9uSeSMWQlaAM+Ato5gIZQ7q7NuKr3a8tdpvZivf3apx1c2HNjq0PW2qrGWo3N6mN3Xz9eGvT%2028y5Q+yO0g0qS5r7ruOwmUBoUHZhzSR3bj3cat6OBW8PiqmerCPNS3OP3Jn4aYiOnGfJt2+znSAN%20iBQlcIURCcJ11CJUT6y5SEcV+ZESpccKy+GmnHtnzRKuMZmZ9WHZHk+OaA0iJNiMBMHSyn9q8uxB%20UtmJ7No9yto4Xl/l7582s8WzPzd0eT3/AE70d/L/APjP9OsftWX+XvnzZ/d8z83dHkf070d/L/8A%20jP8ATp+1Zf5e+fM/d8z83dHkwb1pXs+s1vcnToeRkNgijrymZrjgAIrm0l/+q7Erpa4LZuVbtNPf%20V5ud3jl+inGqvup8lV0jo5NQ3E7q9G4Gwif2MUSMlcy7MgmSqSin7Z/LsHD9mwv8KyVmndiiKq+e%20Znz9nLGvs8Xzt+d6a5po6MI93f2Lx/TvR38v/wCM/wBOqv8Aasv8vfPmtP3fM/N3U+TeOtttRm2m%20hQGwJoQAURBEUMUREROREqfEREYRqV0zMzjOtPWWCgUCgUCgii/dl+I5/EKgloFAoFAoIh/Nufht%20/SdBLQKBQKBQRF+bb/Dc+kKCWgUHN9DuuJ2i6haQyRoylGTeK5VIZQoKqnJimZcP7ats5H/r0T1e%20Cqykz9evt8XSKqVqUEUv8o9+GX0LQR3G52+2xikzpAR2Bx55rhiqIpZRTlIsBXAU2rW9FuqucKYx%20lpXcppjGZwhza43TUmvHeAtMZYdnBSV151VQDIFxHemKKmOCjg2OO3btwRUt7du3lo3qpxr5avNV%2013LmY+GmMKeXLBvNPdl1rtkspM94bngODLLjSC2KrihEQqTiGuHJjyf24YRr/Eaq4wpjd7Uizw+m%20icaviba46B0nOzKdvBhxQUBOPizl5cCQAwBSTHlIVrhRnLtP8Xvdq8naq2e5XIfY7BB1VmXJ15vD%20miy2LJIWKbcxK7s+bCpdXFKtlOHLsRaeGRGurl3sl7sm042ybnETFyCpZVcawXDbh933a5/udzmj%20v828cOt888ux7/pFpv0qb1jX/hU/dLnNHf5n7bb56uXY1ej9IN2vtClwzlFIW02+JObcQEbzlcHJ%20kdRIcT2AMRV2LtUu5l2sxxCblM04YYs2Mj9OvexxdLquTygUCg0+sNSsaZ03NvbzJSAiCOVgFQVM%203DFoEUi2COc0zLtwTbgvJQY+nNUP3O73mzTYgRLlZSj8QjLyyGCCU1vW1Bwm2DzbFzIobNmCr3A8%20aL1aupISyv8AAh9my6jEOasx1vfCpZJAKyxujTDDDbtx+SgsdBVeyf8A2s0b/odt/wAm3QWqgUCg%20UCgiZ+8kfiJ/DGgloFAoFAoIon5Rn8MfoSgloFAoFBVe00nvdZtpqQ/G4m62WK67FedjPbmTd4rD%20wi8wTboZ2nCFVEkXBaCJns106rj6cZfNhoif/wAgvfiCvplBL/TTTvpl8/8AkF8/9bQP6aad9Mvn%20/wAgvn/raB/TTTvpl8/+QXz/ANbQV/tC0Ra7RoHUt1t9xvjE+32qdKhvevr0eR5mMbjZZTmEJZSF%20FwJFSg6VQRD+bc/Db+k6DFvl5i2e2PTpBJgCKjTargrjiouVscEJcSX5tnLyJXDM5im1RNU/nPMk%20ZXLVXrkUU/lHOpGlbHI1TOPUd+XfMIahGiqKo2WT5EXZuhVVTLiuYsc3dzUuSy05mr613TGyNn5R%203zr6bzP5qnK0fQs6J2zt/wDtPdGro6NXoXmygUET33kf8Rf4ZUEtBBOnRIER2ZMdFmMyOZxwuRE5%20P7VVV2IibVWtqKJqnCNMta64pjGdTm//ALt2h3b9uHpqGfzZiXD+9CdJF+dARe7jzrf4MrTz3J5e%20zx8Kr4szVzW45e3w8ekQYMSBEaiRGhZjMjlbbHkRPpVVXaqrtVaqK65qnGda1ooimMI1J61bIpX3%20Y/iN/wAQaCWgUCgUCgUEUX7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0Cg5%203YgiW7tXusbOWMto1azbVV17dyTHYmCIiZsMe4ny1a3pmvK0zze7GFZZwpzNUc/4S6JVUsyg02qt%20RW2yWw3ZhKpvITbDAYK4ZKmC4IqpsHHnL/1qiL3sZeq7OEON+/TbjGVJt1iv+uJo3LUCnDtjQIkZ%20poVbzZhRcWRcz81dhEa448ifu2Vy9Rl43bemrlr8uU11FmvMTvV6KeWrzdIgwYkCI1EiNCzGZHK2%202PIifSqqu1VXaq1UV1zVOM61rRRFMYRqT1q2KBQRS/yj34ZfQtBLQVW2/wC6eof9Dsn+cu1BaqBQ%20KBQafWGmo+ptNzbHIeOO3MEUR5tEVRJsxcBcC2KmYExTup3U5aCvtaf1hbNRvz4LsaVK1C4C3i5G%20woxYbMGOoRwbicSjxk8ZLmJHlRPFoNladJXBjVsrU91uYzpjsQYEWOxGSMyyxnR0k2uPmaqY4oqn%20sxXuYZQs1BUOyiO2vZbo5VU8VsdtXY4aJ+Ub7iLQWrhW/Gc6xzpUDhW/Gc6xzpUDhW/Gc6xzpUDh%20W/Gc6xzpUDhW/Gc6xzpUETMdtXH0xPYaIn2h+IK/LQS8K34znWOdKgcK34znWOdKgcK34znWOdKg%20cK34znWOdKgcK34znWOdKgiix21jMqqnioCuxw0Tk+RFoJeFb8ZzrHOlQOFb8ZzrHOlQOFb8ZzrH%20OlQOFb8ZzrHOlQVXtKjtpp2GqKf/ADzT6bXDXlvcNO6tBRe0Bu4x+1L1tbcTe07ZwuhsIoCTzASV%20bktq+4uIfYOEuO1dioKYrQauBNh3yyR5e5E4F014CbiQ0CoUeQ0h5XAwIVNRLKR7V/ewoLFqnTrL%20erPc/TzbLcC/WqS5PtO6cGLGfbA+EnqoYtipvtg2XMXDKmKKpDWBDpXUa64umjYjriOnbIz91vbb%20ho4JyI5LEjOASIhA8ji77JgKIJptXZWWdTxBFHf/APMt6eLFDWyXtcBxbHYklE+zDAE5NuCUYdf4%20VvxnOsc6VBEMdviXExPBABfvDx2qfdxoOeT2y1lqwYUbeJZ7cqi9JQkdTYq5jElVU+1UUEdq7EzY%20cqV5y9/7l/dj/t0bff27Pa9NZiMll96f+5Xs0+z/AA7dXNzOjNQYzTYNNITbTaIIAJmgiKJgiIiL%20sRK9FEREYRqeaqqmZxnW9cK34znWOdKssHCt+M51jnSoHCt+M51jnSoIno7aOMJie01RftD8Ql+W%20g9OtRmWjddcJtpsVNxw3TEREUxVVVSwRESsxEzOEMTODml0kzddXgbXaENuzRCzvS3VMkVdqbxUJ%20dmzFGw2Ku1Vw25bi1RTlqN6r1zs5d88pqbtdWZq3afTG3l3Ryjotus0K3wWIUbOLLAIA88kVcOUl%20QVEcSXauCctVNyua6pqnXK0t0RTTFMbGTwrfjOdY50q0bnCt+M51jnSoIpEdtG0VFP67abXDXlNE%207q0EvCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoIo8dtW%201VVP67ibHDTkNU7i0EvCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoHCt+M51jnSoIhj%20t8S4mJ4IAL94eO1T7uNBLwrfjOdY50qBwrfjOdY50qBwrfjOdY50qBwrfjOdY50qBwrfjOdY50qC%20Io7fEtpieCga/eHjsUO7jQS8K34znWOdKgcK34znWOdKg51d22rX2rQXnDNxueLaZRTngrolGFM6%20rm+sKEq444bKtrUb+VmPl/NV3J3MzE8/5Oi8K34znWOdKqlaKdqrXEK3OerrOhT7wrqNE1meIALF%20MRXKSKZqq5UEV2Ly7UwWflsjNXxV/DQg5jOxTO7TpqYNg0LJlC5f9SkbtwcRXW4rmGxEBUFXkVOV%20NiiKYZcEx+ROmYzkUx9O36efy82mXyszP1Lnq5vNf+Fb8ZzrHOlVYsThW/Gc6xzpUDhW/Gc6xzpU%20DhW/Gc6xzpUDhW/Gc6xzpUEUqO2kZ5UU8UAl2uGqcnyKtBLwrfjOdY50qCsWpsQ7UtRIiqqeo7Iv%20OJSX83du6SrQWygUCgUGLdbrbrTbn7lcnxjQow533z5ETkTYmKqqquCIm1V2JtoILRqG03c5LcJ0%201fhkIyozzTsd9tXBzgpsvi24gmP1Sy4Ltw5FoI7Pqqw3mdcoNtlb+VaHdxcG924G7czGGXExES5z%20RfVVeSg2tBVeyf8A2s0b/odt/wAm3QWqgUCgUCgiZ+8kfiJ/DGgloFAoFAoIon5Rn8MfoSgloFAo%20FBVe0v8A/rsP/XNP/wD75CoNuzZLX7wSL7uf/dNykHiMx/l+a7kyY5Pr7ccuPz0Gsj9m2jI1qbtU%20eAbMFqWNxaBuTJAxlACALouI4jiKgomHOw7vLQbG06XsVqkvTIcX/HSNj8983JEoxwFMhSHycdUM%20GxwHNhs5KBaNL2KzzrjOt0bcSrs7v7g5ncPeOIRljgZEg7XC2CictBXNe2S12PsY1Za7Wxw8CPY7%20ruWcxnlzxnjLnGpEuJEq7VoLxQU3tGvyW22vRGy/xVwbFpE+RrE96W1FTai5e59bFOSqri2Z+na3%20Y9Vejs2+Xat+D5X6l3en00ae3Z59nS2ei9NjYrQLZpjNkYOyyVBxQsqfZoo44iH9q7cV7td+H5T6%20NvCfVOmfLscOJZz69zGPTGiPPt8m/qcrygUCgie+8j/iL/DKg5zq2+ydV3ANM6fTfMCaHKloSo2W%20TZtVNm6BVxxXHMWGXuZrfLWYsU/Uua+blt5Sqszem9V9OjtnlsXnTtijWO0s29hc+TEnXlFBVxwt%20pEqJ3k5cERExquv3puVTVKws2Yt07sNlXF1KBQRSvux/Eb/iDQS0CgUCgUCgii/dl+I5/EKgloFA%20oFAoIh/Nufht/SdBLQKBQKBQRF+bb/Dc+kKCWgUFM7TLFxNsG9RlNu4WvAwNoeeTedMcSHnJuvro%20uOzb8uKWHD72FW5Ppq5d+pAz9nGnfj1U8u5SNMjq/U7j9ubushIeCFMdecdMUDFW1DHbipIZcxVR%20Cw28lWN+bVmIq3Yx2auXbsQLH1buNO9OG3l7nStM6Is1hBDaHiZy4KUx1BU0XLlVG9nMFcV+fbtV%20aqMxm67uvRHMtbGUot9M87dy/wAo9+GX0LUVJS0CgUCgUEUv8o9+GX0LQS0FVtv+6eof9Dsn+cu1%20BaqBQKBQVntKsFx1Boi52m25VnPi0TAmWRCVl4HcubuKSN4Djsx5VRNtBW4r9xt+sb06/Hftlx1q%20TEaxNYR332eAhqj8t5EdOPu2lNFQd4pFh9Sgn7NdD3rS2oL4LyM+qnY9vYiyGmha4gozG7JxAF1x%20W1Rc28zJzyLMmG1FDodBUOygZP8AS3R2DgInqO24IoKq4cI3+/QWrLL8431a9OgZZfnG+rXp0DLL%208431a9OgZZfnG+rXp0DLL8431a9OgiZGTvH8HAxzpjzF5cg/v0EuWX5xvq16dAyy/ON9WvToGWX5%20xvq16dAyy/ON9WvToPLpPNNm66+0202ikZkCoIiiYqqqp7ESsTMRGM6maaZmcI1qJJ7VIkdgW4Uc%205DjaoH2go0CiiYZhJDMl7mxQT+7kqlu8btx6aZq7vPwXtrgNyfXVFPfPu8Umme0S53i9tW5yKy0E%20hTyOCpKoIAEeCoq87HLh3KZPitV27uTTGnu0Y9vcZ3g9Nm1NcVTM09+mI7O9ar7cn7VaJVwNxtdw%202pAKtmqKa80BXKSrzjVEq0zN6LVua+aPy71RlbE3blNEbZ/PucusGodcTLvjb5L02SeLjjDhITOR%20FQixE1QGxXk2ZfkTlry+WzWZrufBM1Vc2zyju5nrc3lMpRb+OIpp59vdpnv55WEe026xJDbF5tRR%20FIcxKgGJ4bURRacUMUUkw+tVlTxiqiYi7RMcuafNWVcFpriZtVxPLnjyZb+sNJ6jILDcIzc+FPVo%20DYmRAejEaqJgDjZuHiouIifVwQkxxw21Kt8Ws11xTGOno5dX4Il3g16iia53fh6eblj+OhK12Tdm%20ym8nulYOaaJttUVf2BXZzdnLVmqUn9JOzb4R0/8ApMXo0D+knZt8I6f/AEmL0aB/STs2+EdP/pMX%20o0D+knZt8I6f/SYvRoLJNl8DFdly5LTMdlMzjhAWCJ5e1V5EROWtLlymimaqpwiG9q1VXVFNMYzK%20haYjS9Waid1DMwbYhmHDsZzIRdBEUBRMUXKn112pzu4uK1R5Oiczem9V6adUY7Yw7tuzT2vQZ2uM%20pZ+hR6qo0zhsnH8tuh0TLL8431a9Or95wyy/ON9WvToGWX5xvq16dAyy/ON9WvToGWX5xvq16dBz%203XOorlcJq6Xs6JLfPAZDsfMhCSqom0u3KiIP11zYbVRe7Vpk7FNEfUr0c3LwVubv1VT9OiMedadK%206YGw2wI7KtcS4glMeykSm5hyZsw80cVQUwTvqtQ8zmJu1Y7NiXl7EW6cNu1ucsvzjfVr06ju5ll+%20cb6tenQMsvzjfVr06Bll+cb6tenQRSBk7tMXAVM7fICptzph+3QS5ZfnG+rXp0DLL8431a9OgZZf%20nG+rXp0DLL8431a9OgZZfnG+rXp0DLL8431a9OgijjJ3a4OAiZ3OUFXbnXH9uglyy/ON9WvToGWX%205xvq16dAyy/ON9WvToGWX5xvq16dAyy/ON9WvToIhGTxLn2gY5AxXIuGGJ/v0EuWX5xvq16dAyy/%20ON9WvToGWX5xvq16dAyy/ON9WvToGWX5xvq16dBEQyeJb+0DHIeC5FwwxD9+glyy/ON9WvToGWX5%20xvq16dAyy/ON9WvToGWX5xvq16dAyy/ON9WvToIpQyeGexcBUyFiiAqLhh/36CXLL8431a9OgZZf%20nG+rXp0DLL8431a9OgZZfnG+rXp0DLL8431a9OgilDJ4Z7FwFTIWKICouGH/AH6CXLL8431a9Ogr%20FqRxO1LUW8JCX1HZNooophxd2+VSoLZQKBQKBQKBQaPWOpPd+zLNFrfPuGjMcV+ojhCRIR7UXKiC%20vJy8mzlSTlbH1a8MdCPmb/0qMVC0J2iQrDpqBYp8d1xq0xo8KE+wgqRtR2haFXUMxTPgCKqjsXHk%20TDbNu8L+Sfb+EIVriUfxx7F4jdoGj5Dwst3IBM8cFdBxoNiY7TcERT+9aiVZG9EY7vgmU5y1M4bz%20dQ58Ga0rsOQ1JaEshOMmLgoSIi4YiqpjtqNXRVTOExg701xVpicU9atigUETP3kj8RP4Y0EtBgJq%20Cwq2TqXKKrQqgke/byoRIqiirm5Vyrh/ZXD+6tYY71OHXCR/aXscNyrHqlq7Rr2xXW6+rYu+R0s+%205cMEQHMiKvNwVSTEUUucKd/ZUaxxO1dr3KccfFKzHCrtq3v1YYd8cuhuLpdrfa4qy57yMMIqDmVF%20VVIuREEUUlXu7E5NtS71+i1TvVzhCHYsV3at2iMZc9k3LUWuZfAwmyh2JHF3j6ouCiOVftSxykaY%205hbH5dvJmSgru3s7Vu0xu2sdfn09H5vRUWbORp36p3ruGry5o/VPvwTNaStOlmi1BOmpJZBpxI8E%20wQEdN5shFklxcz4iSovN/eXYi1Y5DgX/ADROO92c+icVZn+PTNmYw3Z0acdsadHNp63PoUqSNxGR%20EDdvNGshkG0U0b3aq5sQsyqICOPOVdibam8a4Fbs2Yu5eN2q3pnTM49OmZ1IvBePXb96bOYnepua%20I0RGHRo59XsbG96uv94ZJu4SBONvN80wDYCIFguCCSJm2IeXnKtVmZzFviFVqxZiaapn4serr2Rj%20OxZZbLXOHU3b96YqiI+HDr26NGOjnw0s6w9pV/thstvqkyAy2jIRCQG1ERREDK4IZsRw/axx/t2p%207X9rtRRFNOjDbr1PEfud2quaq9OOM82tuZPa7GkskxKsTbzB4ZmnX0IFwXFMRJlU5UrhXwimqMKq%20sY/l/F3o4vNM40xhPWoSS1bk72LnZyHmYXPzwwXEeeKBtT5URP7Ko6/tCIxmi5OOzGNvXE+7R0r6%20j7xxiIuWomP4sJ2dUx4zp6MdFkgdoeqopgqSkkNjytPtiSFgCCmYkyOKqYIv1v7ca87Y4rdt1xFf%20xRTrjb7XoszwizcomaMKap1Ts9nT+TP/AKsan9HheQ7/AOLV5b43kp9UXaf6eXcorvAs7T6Zt1f1%20cu95g9peozvUZ6ZIaat5OgkmMLSZBaXATJFwJ3HlL63L82ykcdykzNO7VFOyvbj0083f0MzwDNxT%20FW9TNW2iOboq5+XXfo+vNJSHhZbuIIRY4K4DjQbEx2m4Iin961inieXqnCKvGPFivhWYpjGaPCe6%20JJ+u9KwswnPB5xAUxCOivZuXAc4IoIS4chElLvErFH8WPVp/AtcLzFf8OEdOjx0uW6j1Hc9Q3MhQ%20nCjE7lhQhRcMMVEPs0VUVxULau3auCbMK8zm83XmK9u7jojw0c71OTylGXo2b2HxVeOnmditcCPb%202whRkwZjsNAOxEVcFPEiwREzEu1Vw2rXsLVqLdMU06oeLvXarlc11a5Z1dHIoFAoKLrLWUtyX7ua%20czPXR4laffaXa2v7QAXcNP2i5AT5/q2WVysRH1Lnp5cunxrs1mpx+nb9XLl0NlpPRsTTzLBFg9cn%20iwkyU5ETIS7tvHkBF/vLlXuInDNZqbs/pd8rlotR+paKiJRQKBQKCKV92P4jf8QaCWgUCgUCgUEU%20X7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0CgUCgUEUv8o9+GX0LQS0CgUC%20gUEUv8o9+GX0LQS0FVtv+6eof9Dsn+cu1BaqBQKBQU7tfSevZvekgo6T+7azCznzK1v298i5Odk3%20WbP+7jjsoNFpSfp2Hf8AWfDyG42lpDkCPbOBLdx3JJxC37cLhlTPILm4oz9oq4d3Cgh7KfVcPVd2%20h2ZIs22zoMOYNxt2ZuMyLIIw1GdjnvXGnzVXHC3j5EXLgi5qC3docu2xtOks6GM1HXRbjtmqiIu4%20EQmpComiIgr9VcV5ORVqNms/VlaN+n1ao/FKyfD6c3XuVenXP4dPLoUPR1+0pbrYkO9WtuVIbQP8%20crIPOPKgIBE4ji4ARKObBvANuwR7sG19zXKv+7M4/p/NYXvtiinD6WExt3mbJmdlMjfF6vksuO5l%20ztZxyqWO0ARxQTDuJlw+bCptH3PEbZ7YQq/taqdlPtaabbNBHk4K6TGcMd5vo6PY8mGGXc4f9NS6%20Puu1/F4THmiVfad7Zo7Y/BDIuFwiIrdv1K+5FZERYbzS2CyiiJlQMCAUTkTn1vP3JkZiZmMav5ff%20MQ0j7bz+OET8P83lMsC1XW7WviPV8wovEN5Hcv7SfNsLAkxXKWxU7ipXKj7oy12nG7RMTTOiPVj4%20eydDtc+1s1aqiLVUVRVrn04ePtjS+Wu7Xe1K96ulHHSSG7fUMNqfLtxwVMVykm1O5hjXGr7rsXKf%20jt1b0enVMds6O3RPa7R9pZiir4LlO7OvXE9kaezTD7bLtdrVvvV0s4/EN7t7IiJiPc5ccCTHYSbU%207i1Gp+64rpn6tuJqjVhPjy7Eqv7TmmqPpXJppnXjpns1fhz6WRYI1+eSdEtBukjrClNZaVEzsgSY%2081VxJduGCbVxw5FWo17jOZz9P0YpoiZ26YwjR09k60i1wfLcPq+tNVcxGzROM4T+ntjUzLZofVFx%203itxCjbrBSSWJs5s2OwcwpjybaZDgdNNWOZ9OyKaontnCZ0d7PEeO1TThlvVtmqJjsjGNfd7vlk0%20vrB2ZjFiSYL7TZGMhxHI/wC6oiaoPOVCwwxqRf8At2m1E1272NWzR4zFXuR7H3HVdmKLtn4cPi/C%20Jjux7dDzB0Zqec6rTcB1kkFSzyAJkMMdqIRoiY4ryJVXw7h9Vy/H14q+nHq16eW3o26lpxHiNNux%20P0KqfqThu9GrX2c6zxLV2swIrcSI603HYHK22CRcMP7wxVdu1V5a9tajJ0UxTTThHb58sXhrtWcr%20qmqqrGZno8lbseiL7dLwjdwiyo7CqrsqSYKikiLtQDPACIlXlxX5duFT7udoot40zE83LmQLOUrr%20rwqxjndVDT1mZhPRItrSKL8copvMiyj27Mcq4uKqkS93EsdvLVBmK6rtM01TOFXvX2Xim1VFVMRj%20T7mh032f+prs1cTkOySZEkbbRtttMxCoYqqunsykuxMKp8pwmLNyK97HDow98rrOcYm9bmiKcMen%20H3Qs8O222E6rsO1NxnSHKrjLbDZKKqi4YiqLhilXdV2uqMJmZUVNqmnTERDM3zno7nfb6Vc27Dbt%20ttalrMbtTYTFIiWSLbCOZjxzLnRc2JYrjXSbtcxhjODSLVMTjhGLxGt9vbnPS27Y2MveKW/FtlHE%20UwTNz8ccSxXHb3a4Rapirewje59rvN2uad2Znd5sdCaZDhTsnG20ZW7x3e+BlzLmwxwzKuGOCVi5%20aor9URPXBbvV0emZp6pwVpvs102ErfFHluNYqqRSdb3aIvImIqjmCf8Af/txqBb4RZprirTOE6p0%20x4ae3tWN3jF6uiaNEYxhjGMT46OzswU2+6NmaclJcHY63Gxg7grbhKJ5CTBBdJpcRXFcENFwxwxT%20blq7p4bkszom3FNfRo7omPZ+alnimey2mLk1UY7dM+2Y961aftvZzdlF22wN480uco7jpZxyqi4k%200bq5hxJEVcFFeSq+7wO1anTR3zhy6Fhb47euxor7oifDvhdGi3TYNNRSbabRBAB3aCIomCIiIWxE%20rvEREYRqRaqpmcZ1vAvOcS4u4PHIGzEMeU/3qywl3zno7nfb6VA3zno7nfb6VA3zno7nfb6VBRNc%20a9cbUrLZFJbi4e4kOBzjbJcERtrJiiuEpYYouI8n1uSzyeTx+Ov08tPUrs3m8Pgo9TM0TocbDjMm%20s8RdCxQDBQVtoF2YN5iRcxJylh8yd3Hnm87NzRTop8XTK5OLemdNS1PPOK4x9gaYGuCYht5hfvVA%20TUu+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoG+c9Hc77fSoIpDzitpiwac9vaqh46f%20IVBLvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qBvnPR3O+30qCKO84ja%204MGvPc2ooeOvylQS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgiF5zi%20XF3B45A2Yhjyn+9QS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgiJ5z%20iW13B45D2Yhjyh+9QS75z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9Kgb5z0dzvt9KgilP%20OLGeRWDRFAtqqGCbPmKgl3zno7nfb6VA3zno7nfb6VA3zno7nfb6VA3zno7nfb6VA3zno7nfb6VB%20FKecWM8isGiKBbVUME2fMVBLvnPR3O+30qCsWoiLtS1EqgoL6jsmwsMfzd28VVoLZQKBQKBQYMuy%20WyZc4FzkMZ51r3qwXsxJu+IDdu81FQSzDs5yLQZ1BiXS0266RViz2BfYUkJBLFFQk5FEhVCFf7Fr%20lesUXad2uMYdrF+u1VvUThKqdmNntUzs305Mlw2ZEi6W2BOnG6AnvJDsUCI8CRUTaZYIOCJiuCVy%20t5GzTGEUxh06fF1uZ+9XVvTVOPRo8Fl92tOfyqH/AOXa6Nbf2ln5KfZDX+8vfPV/VJ7tac/lUP8A%208u10af2ln5KfZB/eXvnq/qlBN0hpuXFdjrbmGUcHDesNA24K9whMUxRU/wC3ZWlzI2aqZjdiOqIi%20W9viF+iqKt6Zw55mYauL2ZaZYZktkj0hZAZEddIVNrbjmbURFELHDaqL8nIqosajg9mmJjTOPPs6%20uXvSq+NX6pidEYc23r08uvBPauz3TtuGSOVyUMtvcuJIJFRAzISoOQQwXMKLjypgmGFb2eF2beOu%20rejDS0v8WvXMNVO7OOj8ceWtPA0dpqOE5hqCG6kYNOoSmaqGUTwQiIlHnbdi8qJ8iV1o4fZpiYin%201a3GviN+qYmavTq1Mq0aZsVnccct0VGXHBQDNSMyyouOCKakqJ8uHLW9jJ2rUzNEYTPLa0zGdu3o%20iK6sYjlsbSpKKUCgUEUT8oz+GP0JQS0CgUCgUETP3kj8RP4Y0EtAoFBQNRdmzgyFuemHihzUIzWO%20Jq0KYjhgwQoigq7UyquXbyiiYVaWM/o3bkYxy1q29kZx3rc4Ty1KvI7RNbRJiR5EgEehmrclpWml%20QzBxcyGop/8Ah5ipsT5dtTKcjZqjGI19fL2oc529TOEzqdBtOvdL3B0nOMGIRNpi3KwaVMhkiopK%20u7xXMioiFyf2LhVXMldp2Y9XLFaW85bq24dayNOtOtA60YuNOChNuCqEJCSYoqKmxUVKizExOEpM%20Tjphh3G+2a25knTWY5iCu7ozFHFBMdohjmLkXDBNtdKLNdfpiZaV3aafVMQ5XqPtKvsq4SW7XJ4a%20285pndimcw2pvc5jnEi5Uwwy/wBu2rmxkKIpjejGpT389XNU7s4Ur/o3RsTT0TMWV65PDhJkpyIn%20Lu28dqAi/wB5LtXuIlZms1N2f0rLK5WLUfqWOoiUie+8j/iL/DKgloFAoFAoIpX3Y/iN/wAQaCWg%20UCgUCgUEUX7svxHP4hUEtAoFAoFBEP5tz8Nv6ToJaBQKBQKCIvzbf4bn0hQS0CgUCgUEUv8AKPfh%20l9C0EtAoFAoFBFL/ACj34ZfQtBLQVW2/7p6h/wBDsn+cu1BaqBQKBQVjtLv9w0/oe6Xa3EITWBaF%20lwhzoCvPA0poK7FIUcxHHZjyoqbKDF0zdb87qPVmn3p3F+qEhlb5spppXEKXHU1R0IyRgMAMcURE%20EuXncmAR6JuOoXdSX22TLkd6t9sGKytxcZZjoM1W80hplI4ZXETFFPMaE2uAYL9dQutBUOyiQ2nZ%20bo5FQ8UsdtTY2ap+Ub7qJQWrim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tzo0Dim/Fc6tz%20o0ETMhtHH1wPaaKn2Z+IKfJQS8U34rnVudGgcU34rnVudGgcU34rnVudGgcU34rnVudGgcU34rnV%20udGgiiyG0jMoqHigCmxs1Tk+VEoJeKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8%20Vzq3OjQRMyG0cfXA9poqfZn4gp8lBLxTfiudW50aBxTfiudW50aBxTfiudW50aBxTfiudW50aDAk%202rT0t8pEq2Mvvnhnddi5zXBMExIgVVwTZXSm9XTGETMdrnNqiZxmIx6mjumg9J3B88IzkMuYeaIB%20N7cCFUyKBAgrgnIPL/fUi3nrtO3HrcLmSt1bMOppJPZLBJ8ijXJ9thcMgOxScNNm3ExVtF24/s1K%20p4rOGmnT1o1XDIx0VaOpl2rstsEckO4PyJxISru0aNhtRVMEQkFCPFF24oaeHnc4nXPpjDvb2+HU%20R6px7lojWLTEXcqxa2QNjKrTvDKrgqH1SzqClm/exxqHVmLk441Tp6UymxRGqmGz4pvxXOrc6NcX%20U4pvxXOrc6NBE9IbVxhcD2Gqr9mfiEnyUEvFN+K51bnRoHFN+K51bnRoHFN+K51bnRoHFN+K51bn%20RoHFN+K51bnRoIpEhtW0REP67a7WzTkNF7qUEvFN+K51bnRoHFN+K51bnRoHFN+K51bnRoHFN+K5%201bnRoHFN+K51bnRoHFN+K51bnRoIo8htG1RUP67i7GzXlNV7iUEvFN+K51bnRoHFN+K51bnRoHFN%20+K51bnRoHFN+K51bnRoHFN+K51bnRoIhkN8S4uB4KAJ92eOxT7mFBLxTfiudW50aBxTfiudW50aB%20xTfiudW50aBxTfiudW50aBxTfiudW50aCIpDfEtrgeCAafdnjtUO5hQS8U34rnVudGgcU34rnVud%20GgcU34rnVudGgcU34rnVudGgcU34rnVudGgilSG1jPIiHioEm1s0Tk+VUoJeKb8Vzq3OjQOKb8Vz%20q3OjQOKb8Vzq3OjQOKb8Vzq3OjQOKb8Vzq3OjQRSpDaxnkRDxUCTa2aJyfKqUEvFN+K51bnRoKxa%20nBPtS1EqIqJ6jsic4VFfzd27hIlBbKBQKBQYt0tduutvft1xjhKhSRyPMOJiJJjinzoqKmKKm1F2%20ptoK+92fw0nx3oM2VCjE6T14AJElZM4kZ3MdHJ2+SSIscohnUfmoNlYNJWOwCjdpbfjsCJAEYpUl%201gUMs5ZGXXDbFVLbig48vyrQbigqvZP/ALWaN/0O2/5NugtVAoFAoFBEz95I/ET+GNBLQKBQKBQR%20RPyjP4Y/QlBLQKBQKBQRM/eSPxE/hjQS0CgUCgUEQ/m3Pw2/pOgloFAoFAoInvvI/wCIv8MqCWgU%20CgUCgilfdj+I3/EGgloFAoFAoFBFF+7L8Rz+IVBLQKBQKBQRD+bc/Db+k6CWgUCgUCgiL823+G59%20IUEtAoFAoFBFL/KPfhl9C0EtAoFAoFBFL/KPfhl9C0EtBVbb/unqH/Q7J/nLtQWqgUCgUGn1hqVj%20TOm5t7eZKQEQRysAqCpm4YtAikWwRzmmZduCbcF5KDH05qh+53e82abDCJcrKUfiEZeWQwQSmt62%20oOE2weZMFzIobNmCr3AaO1WWo2Lo4cIoB224P24mTcFw1VhAVSJQTKJc/BUEiTZsJaCwUFV7J/8A%20azRv+h23/Jt0FqoFAoFAoImfvJH4ifwxoJaBQKBQKCKJ+UZ/DH6EoJaBQKBQKCJn7yR+In8MaCWg%20UCgUCgiH825+G39J0EtAoFAoFBE995H/ABF/hlQS0CgUCgUEUr7sfxG/4g0EtAoFAoFAoIov3Zfi%20OfxCoJaBQKBQKCIfzbn4bf0nQS0CgUCgUERfm2/w3PpCgloFAoFAoIpf5R78MvoWgloFAoFAoIpf%205R78MvoWgloKrbf909Q/6HZP85dqC1UCgUCg0+sNNR9Tabm2OQ8cduYIojzaIqiTZi4C4FsVMwJi%20ndTupy0Gjh6f1TatUncWTYnHqB9pb7O3assRY0GPkZbYjE+biuPESorm8JB8SgztHaVumn3blxFx%20YmsXOZIuLwNxTYIZEkhUspFIeTdplXm5cdv1vlCzUFQ7KIsYuy3RyqyCqtjtqqqimKrwjdBauEie%20Zb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQRMxYyuPorIKiGiJzU2JkFaCXh%20InmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUEUWLGKMyqsgqqAqqqKYquFB%20LwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KCJmLGVx9FZBUQ0ROamxMg%20rQS8JE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgiGLG4lxNyGCAComVMM%20VU6CXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUET0WMjjCIyCIpqi81%20NqZCWgl4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FA4SJ5lvyU8FBFIixkbRUZBFztp%20sFORTRFoJeEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQOEieZb8lPBQR%20R4sZW1VWQVc7ibRTkQ1RKCXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTw%20UEQxY3EuJuQwQAVEyphiqnQS8JE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35KeCgcJE8y35K%20eCgiKLG4ltNyGCgaqmVMMUUKCXhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/JTwUDhInmW/%20JTwUEUqLGGM8qMgioBKioKYouFBLwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTzLfkp4KBwkTz%20Lfkp4KCKVFjDGeVGQRUAlRUFMUXCgl4SJ5lvyU8FBWLU2232paiRsUBPUdkXAUREx4u7fJQWygUC%20gUCg8PvsR2HJEhwWWGRJx55wkEAAUxIiJcERERMVVaDVWTV+n709uLfIMn1YCW208y/GNyO4uAvN%20C+DauN4/tBinJ8qUG4oKr2T/AO1mjf8AQ7b/AJNugtVAoFAoFBhW+4Q5Uu5sMOI47BkjHliiKmR0%20ozL6CuKebeAtny0GbQKBQKBQYVjuEO42S33CE4j0OZGZkRnkRUQ2nW0MCRFRF2iqLtoM2gUCgUCg%20wrfcIcqXc2GHEcdgyRjyxRFTI6UZl9BXFPNvAWz5aDNoFAoFAoMJm4Qzvcu3g4izI8aNIeZwXEWn%203HwaLHDDnEwaf3UGbQKBQKBQYVwuEOLLtjD7iNuzpJR4gqirndGM8+opgnm2TLb8lBm0CgUCgUGF%20eLhDgRG35biNNHJixxJUVcXZMlthodiL9ZxwR/voM2gUCgUCgUGFZ7hDnxHH4jiOtBJlRyJEVMHY%200lxh0dqJ9Vxsh/uoM2gUCgUCgwmbhDO9y7eDiLMjxo0h5nBcRafcfBoscMOcTBp/dQZtAoFAoFBh%20PXCGF7iW83ESZIjSZDLOC4k0w4wDpY4Yc0nwT++gzaBQKBQKDCvlwh26yXC4TXEZhw4z0iS8qKqA%20002pmSoiKuwUVdlBm0CgUCgUGFfLhDt1kuFwmuIzDhxnpEl5UVUBpptTMlREVdgoq7KDNoKrbf8A%20dPUP+h2T/OXagtVAoFAoFBrdS21+6acutsjkIvzociM0TiqgIbzRAKkqIS4YltwSgp+idN6hY1Jb%207ncIJQWLdpyNZXN84yZvSW3UMzb3LjybtEDlPKW3k+QOhUFKtPZxdLRaodqt+tr4xAt7DUWGzurK%20eRlkEbbHMdtIiyiKJiSqtBl+5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3z%20qbH7MoHubqL47vnU2P2ZQYkLs4ukKTPkxtbXxt65vjKnHurKW8eFhqMhYFbVQfso7Y4DgmzHlVVo%20Mv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zKD%20EtPZxdLRaodqt+tr4xAt7DUWGzurKeRlkEbbHMdtIiyiKJiSqtBl+5uovju+dTY/ZlA9zdRfHd86%20mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYkLs4ukKTPkxtbXxt65vjKnHur%20KW8eFhqMhYFbVQfso7Y4DgmzHlVVoMv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge%205uovju+dTY/ZlA9zdRfHd86mx+zKDEb7OLo1dZF1DW18SfLYYiyHt1ZVzMxTecZHKttyplKS4uKJ%20iuO3kTAMv3N1F8d3zqbH7MoHubqL47vnU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd8%206mx+zKDEm9nF0myYEmTra+OPWx8pUE91ZR3bxMOxlLAbaiF9lIcHAsU248qItBl+5uovju+dTY/Z%20lA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYlz7OLpc4wRp2tr%2048y2/HlAG6so4PRHwksFiNtFeY60JYci4YLimygy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfH%20d86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47vnU2P2ZQYls7OLpbIxxoOtr4yy4/IlG%20G6spYvS3zkvliVtJee66RYciY4Jgmygy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zK%20B7m6i+O751Nj9mUD3N1F8d3zqbH7MoMRvs4ujV1kXUNbXxJ8thiLIe3VlXMzFN5xkcq23KmUpLi4%20omK47eRMAy/c3UXx3fOpsfsyge5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d%203zqbH7MoMRzs4ujt1j3U9bXxZ8Rh+LHe3VlTKzKNlx4cqW3KuYoza4qmKYbOVcQy/c3UXx3fOpsf%20syge5uovju+dTY/ZlA9zdRfHd86mx+zKB7m6i+O751Nj9mUD3N1F8d3zqbH7MoMS7dnF0u9qmWq4%20a2vj8C4MOxZjO6soZ2XgVtwcwW0SHMJKmIqi0GX7m6i+O751Nj9mUD3N1F8d3zqbH7MoHubqL47v%20nU2P2ZQPc3UXx3fOpsfsyge5uovju+dTY/ZlBiXbs4ul3tUy1XDW18fgXBh2LMZ3VlDOy8CtuDmC%202iQ5hJUxFUWgy/c3UXx3fOpsfsygytPaSO0XWfdZN5nXmfcGI0Vx6ckMMjMM33GhAYceIP1pbiqp%20Iq8lBYKBQKBQKBQKDFfutuj3GLbXnxbmzhdOIyWxXEYyq7lXkVRRxFw5cMV5EXAMqgUCgUCgwb5f%20LXY7W9dLo9w8CPl3z2Uzy5zRsea2hEuJEibEoMth9iQw3IjuC8w8IuMvNkhAYEmIkJJiioqLiipQ%20e6BQKBQYr90t7Fxi2558W5s0HXIjJYorgsZd5lXkxFHEXDlwxXkRcAyqBQKBQKDFut1t1ptz9yuT%204xoUYc7zx8iJyJsTFVVVXARTaq7E20E7D7EhhuRHcF5h4RcZebJCAwJMRISTFFRUXFFSg90CgUCg%20gnzosCDInSz3cWI0b8hzBSyttipmWAopLgKdxKDxa7pb7rb2Ljbnxkw5I52XgxwVMcFRUXBRIVTA%20hXai7F20GVQKBQKBQYsa6W+VMmQmHxOXbyAJjG1DbV0EcbVUX9khLYSbOVOVFwDKoFAoFAoMFm+2%20d68SLM1MaO6xWgfkQ0JFcBtxcBJU72PyYjj9YcQzqBQKBQKDXXzUVlsTEd+7yhhsSXxitOmhZN6a%20ESIRCioA4AqqRYCndWg2NAoFAoFB4ffYjsOSJDgssMiTjzzhIIAApiRES4IiIiYqq0EFqutuu1uY%20uVtfGTCkjnYfDkVORdi4KioqYKi7UXYu2gyqBQKBQKDBs99s96inLtMxqbGbdNg3WSQhRxpcCH/r%20T5UVCTFFRaDOoFAoFAoMUbpbyuh2pHx9YtsBKKMuKFuXDJsTTHlTMCouHJsx5UxDKoFAoFAoMV+6%20W9i4Rbc8+LcycLpxGSxRXEYQVcQV5FIUNFy8uGK8iLgGVQKBQKBQKBQKCuau1taLC2cIp0Zm/SIr%2071riyjyNm42BK3vTVQBsDMcqKZjm2oi40FOl2qAtyuUfWq8bfIjUKNY9QRyGLMkca66cYI7InuWp%20LUlkxFzZzUxLAMyqF10PF1axYG11XMGZeHiV1xABoEZAkRBZxZEQNRwxIkTlVURVREVQ39AoFBi3%20W626025+5XJ8Y0KMOd54+RE5E2JiqqqrgIptVdibaDmt61NKmHbbxenoMjs8vU4YAW/mkqCBq5Fm%20vOlu/rPMYvNEuDbfNICLNlDbdn2mbpbrhKkW66PDoV1RlWG2nkdVwZTIumam6CvNtCZrkDMhKW0u%206phfqBQKCuau1raLC05DKbGZvsiM+7bI0osjZuNtkre9cVQBsDMcqKZjm2oi4pQU5LDBcvdyi68l%20LKu7Xq+LYtSjliPkk0yVgIrMfEWnWZbLioe0sMc32fKgXjRrOq27I0WqJDb12dym42yAiLIo2Ibt%20VDmmaqKmapszEqDzUGg3lAoFBi3W626025+5XJ8Y0KMOd54+RE5E2JiqqqrgIptVdibaDnF61Ics%20Lfeb5IiP6EvNxbt7NryCY7sCN1idIfIm8pb+OKuMkmUG8RMVNCSgz+zfT9whzJUm1XJ9vQZnvrDb%20HQxJxHwQnDVX29+2yLhLuxRUUvrrii5nA6FQKBQeH32I7DkiQ4LLDIk4884SCAAKYkREuCIiImKq%20tBy6+6uuF3gSr9HuMJzs7ZktQJ7CNO8RJhyxBiWTuH2zRtG99mIoBKmJKhJkzhnaW0y61ql256Qu%20fB6Gl/4mRFY3TjT85t5xh1uOLgHumfskUzDDNiiAuXLkDo1AoFAoKNf9YO3S+taT0rdo0W571wLn%20cC3TzkVWm1cRtmO8TYyDNRUTyZt1guZEXBUCl2K4wrzHtt00ZEYi9oUx9yfdgB9zcIw68rcope8Q%2087Lhg2aRxLeN50MO6pMR2eCzJZhR2ZT/ABUltsAflKAt71wRRCcyDzRzLtwTYlBNQKBQU7WGtW48%205nTNlnRm9STHWWTJ4g/wjL65VfQXSbbedHMKgxnzrmQsqjsUKQtxh3Bq4xmGmnu1GLc349unRCSP%20IlO25ttniXFJDaZaWPjvGDLdngaDzl2NA6vp2LeotlisXuYNwuoiqy5QALYkREpZRERBMARUFFyp%20mwxwTHCg2NAoFBp9S6w03plhl+9zRiBIJQZTKbhkopiSoDQmeVMUxLDBMU+VKDn4LcJTbTnaZMt9%20w09Otz94aZbRECG6BiwgNOMfeorE8UAsxlnwyLiiEQWfs80zqexsyY10ujsi1RnHY1kt7iNGTcQH%20S3TrzwjnIyBEygi5RHZhjzQC40CgUHh99iOw5IkOCywyJOPPOEggACmJERLgiIiJiqrQcn1Tr+Td%20bXd7va5MaTpC2Nx2JVv2K7cm55rGkC6qEMqFusfs13aKS4lzhwwDOszDs7V4v9n0puDpFtwU1A4w%20jZRHZUZRRWI0YwxAjZyITzSoBCqKiqQ84Om0CgUCg57fNbXG6sXObo+6RBtum47ky4SFBJByn2Uc%20JIgtlkysELSqT4rzsURteadBptPWOBcL7AuXZvNdstpditt6k3Yi4A5G2zjsgLwvMnKyuKjpIpZM%20FUucSo4HW6BQKBQVXVGsITch3TlrusaLqh7hwaB7KW6GS+DZGiOEDRvA0auAypZiwTmqi7Qpz8Bt%20wbi7KYUe0xqcUO03CK4Dcia9CiC6zIRtw1YZaOK6nEN45FTYqZ1AUDptkZu7VsZG8SGpNzXMclxg%20MjSEZqSNtou3I2ioAkW0kTFdq0GdQKBQVXXWvIGnIyxWX4x6hktKdugyXRZbJELKrjrhqDYAKZlT%20OYZ1FRFcaChznrK5erzadWODdNYW4YsGw3ZhShS5LslFlxgabb3jUZxp9RHiMMvORD2KqFkdK0az%20qtuyNFqmQ09dncpuNsgIiyKNiG7VQ5pmqipmqbMxKg81BrA3lAoFAoFAoK7qnU8u3ueqrRE4zUUu%20M4/bI7xIyw4rTjYEm9NQQyAXFcVsVxyiuOXEVUKHdJ97k3u/w7mzb7rJZKJaJ1nIhgR58eSJyIBR%20Xn3HDbmNG46RBmwUcMi5xRaC1dn+hQtdpss2+Rwd1Rb4ZQxkk4TyssE6bgMhiqgitg5u8RTYmIoS%20jQXSgUCg12ob/b7BaXrtcVMYUcmhfNsVNRF10Ws6im1RFTzFhtw5EVdlBzXWp64ubtqj3QY1lbcm%20zJ9nlKKf4Fy2tm9FKe9nkxy3rSOZhH6uGfEspBQZ2l9HytRSnLxqW1xYdrlbib6oYfSTGlXEUxW5%20pujJoAcbPJu8SRzlPHBFUOm0CgUFf1XqObbQCBaYozdQTmHnLVFdcbZacNgmhMVIzDFRB7eZU+sI%20FtSgoN0uF5k3q/wrmzb7pLZKJaJ9mIxgx58eSjki3nFefMzamNm44pBmVFT6i5hRazgLbobQ8a2w%20LVPusTNqGDGciMvOvLJcjxjeccaYz4A2pNNubtTAE7qDzKwLjQKBQa7UWoLdp+0O3a4qQwmCaF4w%20HOoo86LSFlTaqCp4rhtw5EVdlBQNbBrWacaPckt8CMVxlSLJc8xAsJy3AcmI/KUnHGzR9hl1CTd5%20QTnLt5lMB70vo+VqKUd41La4sO1yuHm+p2H0kxpVxEcVuY7oibAHGzybvMaOfWPHBFUOm0CgUGLd%20rkxa7VNucgSJiCw7JeFtEU1BkFMkFFUUxwHZitBy7Xl11NfYTMF6PGY0bqWdEt1skKh+sC34C8zL%20yoZt7rehmyGgmo81UBVzIE+m9PXjVUg5OoYkFy2SIqw7vcYMpXGr0TDw8M8AxDbFomFZXEy2qhKG%20QU2BkdRYYYjsNsMNiywyKNtNNoggACmAiIpsRETYiJWB7oFAoKi9qfUF2my7bpiOxGl2x99i5uXZ%20FwBW2xKNkYZcR1W5SuYg6qoiCBLlVcEoObMO3zVEGG1ZEtlznOSgvFtljJbamWaSbzb0/fRnBRxy%20OskzyJgfNwVc/MpgOxWLS2nrBxXqeA1C413fSd2i84u4m1VygOK5QHARxXBExoNrQKBQaC43y6SJ%20km0WJgRukR+MMt+cBpHbiyAJzigESBXxVWzZERNF3ic7AUxoOXSrNqGfAvVuZgWu7FenZEp2xtSk%20akwrmw+5DfuTBP4Gcc3mM2BKn1t39VCzJHUdNaJslifeuDTIOXycKetLoqKhyHVXO6aApELSOOc9%20QDAeT5EoN/QKBQa69X2LaUho+BuHPfWLFbBWxUnty48AZnTbBFc3OQcV+sqJ89By24XbVyamgy9R%20pbIl+09B9cQYwOKxEcjTC4OVFkyHnCFuRmyIyYqreb62KLszAtmktExTbauF6sjVvkRJz8yy2viF%20lNwReBoTQMuDPOeaJ4RFFQMyZcFrAu9AoFBBPl8HBkS9y7I4do3eHYHO85kFSyNhimYywwFO6tBR%20NZO3nUdlcBtuGukboUCPGec3yyneOIN1NbQSAQFiQ8yu5cHE0E8VFFTENNadJXTVV6jTL/FgyLcU%20E493vlski7HvKg40rA5WlacZNlxrEzFOcoZNgYDQdRtVqt1ptzFutzAxoUYcjLIciJyrtXFVVVXE%20iXaq7V20GVQKBQc5v2rL3eNMSb7ZoUado1y2b6ZGk7xmW/i6bU1gTB0Ua3TAEqnlLnfUz47A09l0%20pqO5TY1mk8I/AsRO2qVqWJIDPKtiN5HLU/GaXMLnPTFTVFbwxFVPnmHVLVardabexbrcwMaFGHIy%20yHIicq8u1VVVxVV2qu1dtBlUCgUFZvmp7j60Wwafjg9egKK5JKVgLTUOQZi7JBsnGTkozu0QkbJN%20pDtxRRoOcSHrtf4t0hTYMS8y7jcJEGfZW5LUBxq5W5oGlm2t5/OZt8MII4BpmQu5kIkrI6dpjSUK%201bu5SGge1JIhxo11uam46bxx2gbJUJzaiEoIq4ImbBFLalYG/oFAoK5qHVMuHcRsNsib2+zIyv2x%20yUQtQnCF0W3BVzNnMmAPfG2A4qCbFxWgoF4ul3f1Bd7dc1tF2m/Z2u4adN1bfx0Y0F+3OxCkK5lk%20Ccl3eYO7MEQUzZTULdoHQjFtt1pud7hMLqyLDSI5LDBVBocRaDm4Nq4DGVonERSwTDMo8oXSgUCg%20UCgUGg1Lq63Wo0tbUpn3jmsOnZ4Dq7HXkFUZE1xAQRxzABzmOZdgrjQU3VN6em25oJqR7X2iabfb%20l2+IpkITVxUSGGWCOvszGxIN0C5s+AHybQtdn0ppeRqBzXMVClTrswy5GkO/UbaVkQQmQURIFcbR%20MylzuVNiKqKFmoFAoMG9X2z2SCU67TGoUUcU3jpIOYkFSyAn1jNRFcBFFVe4lBTRvV4mukd8ftkn%20Rl9dn21tIzqpuorDUhwJJyAIwLessOC6iGOTAFTKWcaCHRltseptLW+y3Zz1mmmpLbjYGLbYSI6s%20kVudNgVJd0cV8FQTwXMKoWOBYh0agUCgrGs9Zs2VsbdAViTqicH/ALTbHnEbRwiNAQjNVEATFVyo%20RjvFTIK5qDn10vmon2o1vlb24astNzmu6bvbLCMMzRtreeXHcAFB5c452SFoEAiQRzlgRUF+0/pn%20TM28+/zDLrlwvUaO8wsnKvDtmwIpuxFOYZt4Ia5i7qIqIq4haqBQKDFut1t1ptz9yuT4xoUYc775%208iJyJsTFVVVXBETaq7E20HNdUdowQrxcm7k7Bu+iJkFoG48J8OLNuRvmHXG8TBH/ALVom3RA+YKg%20SYKh4hlaOttq1FZmtLX1RuJaQlsmwoqBMS4qsn6vfNG0VtWzZcx3aGS81M6riqLkdKrAUCggnT4M%20CKcudIaiRW8N5IfMW2xzKgpmMlQUxJUSg5w32lXN7Vcx63A7fLCcZkrRAtrQOK6CCL02S68q5m3o%20yLk4cspEptjlRSzKwH3TOmdO6h06ul5sN1LLDcjXuxohK0XBXFXH2mzUXXiUwJX2DxwxHAk52BJm%20R0phhiOw3HjtiywyIttNNiggACmAiIpgiIiJgiJWB7oFAoKBr/tHt1ugmFruf28Ke3HvawQaky4z%20CDmMgbeVGkxdVtlXDQhEiVMFNMtBrbJqyamvJUidZys77hRLVqGMDgSgR2QBOWuSrrDOKqqqcc8x%20IKZ29q4bMi5aN0PYdI244VqbJVeLPJlPKJPurty5yEQTAEXAUREROXlVVXA39AoFBVdR6odO6t6W%20sEuMGoJGHEPPONf4NkgI1dRgizvvZAVQbEVRNhOZQVMwVUdRyotvturribT900/Of09q6RHBG21j%20E9u1cXM2rjmRxGHhFpOUiRETFUHIuun9D2GxXS6XWI2R3G7vuPyZLyoRijp7xWm8EHK3m24cq7MV%20XBMMDf0CgUGuvOo7DZBaK7T2ISPkgMo8aCprmEVUUXaoipoplyCm0sE20HEm+028XG2XmLf0nPRZ%20EWLIZnhF4Vm0zXT3sUlVhTeKPnJo23CJTJA2AWag6Vp+z2XVhWXWt1t5N36IwcZxh1FEG5DDxA4u%205IjwVp4XN3iuKY4rzkHKF0oFAoPD77EdhyRIcFlhkSceecJBAAFMSIiXBERETFVWg5PcO1mdcNVc%20LpeS1Maj8L6vtLbROFduKETfzyFROD4VssecmwkLPjgooE+nQ0/qaBddEobrFiuTTV7sisEwLgxJ%20DwuvsCjQG03w80TDKeJbcqbBxrMjpVqtVutNuYt1uYGNCjDkZZDkROVVVVxVVVVxIl2qu1dtYGVQ%20KBQUPV+qL0l+slss1yh22Nc2Cl265PiMlifIAhyQcRX7JtwXBLeptLFEDbsUNBpe6QZ19vunX2nY%20MDVvGC/FQhJyJd2WkbuccHER3eZmyF4XVVG+QRHHFKDqNqtVutNuYt1uYGNCjDkZZDkROVdq4qqq%20q4kS7VXau2gyqBQKDT3u53A4c2NppyHK1BFKOJRXzQgZR8x50gAMTEd1mNO6uGxC5FCiaj1ZBSTb%20NTtIlv1PYXVjX/T5kizDgGiFKAGwyFJBlMJDLmO7yop/KlIF00/oew2O63S7RGycuV3fcfkynlQj%20FHTzqy2qIOVvNtw5V2YquCYBv6BQKDT6ivEyNDlRrG3Hn6kFhHolqceBsiAnEa3xCRCu7BVVV5Mc%20MqKirQc4malmRpL9tvU5iZrbStxB6zPi22yVxjSWFcKKiC26ouvR1NtUAETebpEIiwVcwLzZ9K6X%20kagc1zFzS5t2YZcjPu/UaaVkQQmQURIFcbQcylt7mxFVFwLNQKBQKBQKDXTLxbkuTdi4smrtMYce%20ZbZBXHG2g5qvFzHG2xQlwFXeaRbExXZQcrtFl1Q+UhyRawvYOENh1ta3F3bsg4I4xrjHelOApEsd%20xskXEMxc5E2oYBe9G6anN2yzXDVCcXqmBFNjiTdJ3dC6argiY7ve7vKDjqJmLDDOSbVC1UCgUGuv%20+orLp+3rcLxKGJEQxbQyQiIjNeaIACEZl3cBRdiKvIi0FD1latQzNXpbWpbZcQ7Fv2mONcQI7c22%20KDMmKoChvGJsnvuao7eT9sqCTTnZxEmSJrt3sp2u0OS4lwjafcktyGEmNMOA+aA0hNiwSvCghm52%20TaghgFZHSawFAoNdMvFuS5N2Liyau0xhx5ltkFccbaDmq8XMcbbFCXAVd5pFsTFdlByezWvUMiTM%20bkW9q+OLu7LrmzuGjb7/AAgqkO6MOSnRJc7GXKSqGYkUkTFc4BeNBaLO3WizSr8G/wBRQIyxwMnj%20dbjtqiAIMt47hs0YAGzJsedgvOLFVULjQKBQYt1ututNufuVyfGNCjDnffPkRORNiYqqqq4IibVX%20Ym2g55q+33iRrVq1HPypOdYvelN+ikw3cbW3kfiOCGZzcutLvCLMCCq81CLNiE+gdDR4Oq7rfn9N%20+pFcaj+r2XH2ZAtOuCfGcOLKqLYY5RHHblxy5RJQQOjUCgUGLdbrbrTbn7lcnxjQow533z5ETkTY%20mKqqquCIm1V2JtoKBrpJ11kW0oc5FsGqYgRofEKDcdm4sKtwt7xtvg6RpIUN0be7TFNhYrlSgWvQ%209yuN9uci724rLHucMY9+GDMwj3CUEkS3rDbeLjbbjLZC4riiao6oomOYyDozDDEdhthhsWWGRRtp%20ptEEAAUwERFNiIibERKD3QKBQU7V9wkXWz3AtLS3XLzpuS3JJpnfiy+7H57kIybHB/MGIk0BbDyo%20WWgp0jSN9esYWvT9vanWs3fWGkr/ALxtsYcae4BuxH47yI8bKsm7vM28ziooodwcjpWmtH6b0yw8%20zY4IQwkEhvqhGZmopgOJuEZYJ3ExwTFV5VWsDcUCgUGjvby3aLdbNZrlwt+htsvC40WG4eJVdjI6%20uVwcpq19oGCqra7UwJMQ5mNqud108/c9PWNu+RtQuPXaDLKSMWbaLk6oo+Lbxo0RgMhkVBW8mOVU%20LFMFXI6vbLHDhTJdy3YLdrkDCXSU3vBB447e7BRaM3EbREVcERf7VXlrA2NAoFBrrtqKy2l+BHuE%20oWJFzfGLAZwIjddJUTBBBCXKiqmJLzUxTFdqUHO7tF1WGqpTcLd3a4W/fmtomOCgXGxXV5DNsEde%20cEDjPgTSlkFFBG8cURALI2Gg+y60QHCul0s7TE6POfcsrRGhuR4edVji8jZG046GJEhkRknN53NT%20LgdFoFAoPD77EdhyRIcFlhkSceecJBAAFMSIiXBERETFVWg55r9uNeotsX1m63p3VrTNuAkzYNyj%20LjLdJbZVvNzyFW3UUgxRRxwy4oHi26Yv1z1FIS86fYs1ulw349+fgyy3N0cV0CAxbYcZdaVS3hZ3%20EIlAiA+Wg6FBhRYEGPBiBu4sVoGGG8VLK22KCA4kqquCJ3VoJ6BQKDnmvrwxLssG/QribuknClWq%20/wDDqmQoswuDKSBEh5ljvAmTI2SljsXKq4hBI7PyS6hpWFEF7QxC1OlsT0ecCK6hkO7t0gXgeRx7%20KquCvNDHNiu8yKHQLVardabcxbrawMaFGHIywHIicq8u1VVVxVV2qu1dtBlUCgUGgvk1u7M3fTVo%20uJRr+ENT3rKH/hyeRUZ3jyAYNkfLlx3mXnD3CoOfnAuF0tzfaJphX29co81Gu1qVMWzcHcxH4TrB%20GistgQb3nlmQVzEqc0gyOjWSxKw/64ugMO6kksAxOlx99uhAFUkaji8bqttoq7cuXOXOVMeTA3NA%20oFBrpt2t/rALGks2brMYcdZFgFccabFMu+LEHG20QtgK6mUi2JjyUHMvdCfcbDI1BxcxvtC0yJRE%20eaV95Cdt4nuxBt9EV1JkdxsyVOaSlmy85wSC26T0c4lzLV2ookYdWzWxF0Y2dWY4oCBgO8cdTeq2%20iCZiuGCYD+0RhcaBQKBQKBQYN+lzodjuMu3s8RPjxXnYkfKR7x4G1JsMgKhFmJETBNq0HHZLlnu9%200l3C8yJ1l1C3u4uqtIRH0aK7KAbtnhkN9pHBNtdrYEakOwNpIbmYF/0Fpa+21iLc71LzXmTBGNeW%20cGz3zjLhFFdceEUInWWDVo1xLPs2rlxXAuNAoFAoOa6hu53V9636pjFpqMzcCe0lqIyFWUkwFIQN%208XMAFTyk42LiILgLgPOFCJAksWlbjcEmS4tynDDYkwntOzrlKdnEbkLeNyJItibX+HmtuEOG8wMS%20U0QRUEQOjUCgUGDfpc6HY7jLt7PET48V52JHyke8eBtSbDICoRZiREwTatBx2Q5ZrvdJlwvMidZd%20QN7uLqrSMR7dldSEUbY4ZCfbRwTb2K2JGpCuAc4hMwvmhNIXq3lDvV7mEV7et/B3eOKoQPED2eK6%206Y4Z3mWfsiMs2PcLlUgulAoFAoObagvB3R9+3aojHpqKzcCe0nqIyFWeJgKqAb4mqAimoG42LqIL%20gLgPOFCIILRpK6XiVLdbly/UsR+3y9PT7s+dxV6VBcJDltAL7eVl8ELmrsNDFwFFEQUDqFAoFAoK%20BrG68bKutg1RanI2iZHDww1AB5cko0F4XHEX6jSOEAC5lUEMcDVUJUHMDW2fSb94lXRI13mS7bIi%20KL9+WSqsyrwrjL7U2GwwSCKRNyLeKGiJlRtE5pqodRrAUCgUFZ11ftUWeJCd09Zyu7pvqsxpExRI%207bZOOCKiSELh5cG1ykOOzBSUBIOeWuxQptjR/s+uE6XLKSzJtDDssQYsSEaI4MiMb2JbwTfTHdOZ%20x+XFTMOo6X0+dihyoSSBeiHMkSYLAMiwEZiQauJHFBVcyAZFgXz4YIiJQbigUCg0Gt7zfrVZRcsF%20uO5XeTIajRWUbVxoVMsScfwNrI2gCqZ1JEQlTHZQcxxt17t1yd0+NwK/XF9xw9IBK4UoF22OSJ8g%208zJm22bLat7zmi5zcBIsoZgdK0jpOVp965m5ceNbubrcpxvci1hMVpAlv4oR48Q4KHk2CHIOysCx%200CgUCg4teo63uVa7pqyS9pHVcaML7EqI5wzc6GYqRRWDkutDHltE+rRC4ezMqqhAvMahZ9EaJkNy%20YV+NZlsSPIk+r7bJdV55LU+wDbMOQq4KCNOto821mJG+RcTxJA6FQKBQKDmvaRfn1fl2q/Wd9dAu%20izEuF4aRReZlGovNvt5TJTZbXdiq7vDPiPOwyEGuHRsrU06RFZuEqZZ3oLzF21K68j8e4zFIXo4x%2044OoDbMN9xTDdYDihtL+0pZHVYLMlmFHZlP8VJbbAH5SgLe9cEUQnMg80cy7cE2JWBNQKBQU7WWo%20Z0Kc5BmWV2Xo8oJLfrm0pZmRkETXNAFEzFsAInt3iQiSFswwJgKzbdOlKuVttdlusy+6fZF2Pep3%20GCVtSC5HOOzASPHcbEnwaAcTDBRIkcJCzIgh0bTlrftNht9qefGScBgIyPg2rKEDQ5AXIpu4LkRM%20edtXbs5KDY0CgUGn1dOv0HT8iTYIozbuhshFjGKkJK4+DZKSITewQJSxUkRMMVXCg5A4zZ7vx9ws%20025RrtcnHUd0O1J3LzF8LakwxN5gzaaeEXFIQXKqZlyiBAGR1jSmnZloGQ9KlC7IuIR37gw02ANe%20sBaRuXIbIBbVUkKAEqKPKir+0qVgb+gUCg12o51xgWGfMtsUptwYYM4sUBzqbiJzcRzApCi7SEVz%20KmwUUsEoOXW8LRqC+TZF3CdA1QTfB6i0dFlJGG5OA2gNvNKb7CONDHzEoI5hlwXkXF0LboHSupLa%20se63ycJ3GVbmot2io2Bm4+w8ZR3nZKc43Go7m5LlzYY5iwRazIutYCgUCgUCgUCg1R6Zs7mpR1I6%20zvLo3GGHHcPBRabQjIlbTDYZ71UUvk2JhiWIbWgUCgUCg118sFuvbDEa4iTsRl8JDkXNg0+raLkB%208f8A7jaEqHkXYpCmOKbKDY0CgUCgUGqPTNoc1KOo3Wd7dGoww47h4KLTaEZEraYbDPeqJF8mxMMS%20xDa0CgUCgUGuvlgt17YjxrihOxGXwkORc2DT6touRt8f/uNoSoeRdikKY4psoNjQKBQKBQYN7s8W%2082t62SzdCLJyjIRkyaI20NCJtTHnZHETIeHKKqlBlsMMR2G48dsWWGRFtppsUEAAUwERFMERERME%20RKD3QKBQKBQaqx6Ys9kcuD0FnLJukl2ZOkFgrjjjpkeClgnMDOqAPc/tVVUNrQKBQKBQae16Tstt%20vVyvUdsjud1JCkSXjJ0xBBFN02p4qDeI5sv931RFBDcUCgUCgUGuuVgt1yuNvnTUN5bYRuxY5F9h%20vyyoL5N8hONIK7tV+rmVeXBUDY0CgUCgUGLdbXCutuft00SOJJHdvtg440pAvKOdsgLAuRUx2psX%20ZQLVardabcxbrcwMaFGHIyyHIicqqqriqqqriRLtVdq7aDKoFAoFBBPicZBkRN87H4ho2uIYLI83%20nFRztnguUxxxFe4tB4tVqt1pt7FutzAxoUYcjLIciJyry7VVVXFVXaq7V20GVQKBQKBQaqDpm0Q7%207cb601mulz3aPyD2qLbbYNo23s5orukIu6q8q7BRA2tAoFAoFBqj0xZ3NTDqR1ne3VqMMOO4eCo0%202hGRK2mGwz3qoRfJsTDEsQ2tAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFBHKksRYz0p8sjDAE66eCrgAJmJcExVdidytqaZqmIjXLFVURGMq9/UjRf8x/4L/wD4dSv7C9zd%208eaL/fWufulr7l2saejONBDB2cJEO+cFFaEQVVQsN4iERpgmzBEXH61dbfDbkxp0cuXk53OI0ROj%20SzWu0vRptAZTSbIhRSbJl5SFVT6q5QIcU+ZVSuc8PvY6u+HSM9a5/Fkv6shSLQNxs7oSG+PhwjJw%20HBROIlMsuYISAWKNv4ivJjUa7ZqtzhVGl3tXaa4xpnGGJrHtFs+lHMtwYeeRGheXh3Ie8ymZAmDD%20shp8toquItqmHd2LhzdGJP7VbPbyfOZbLixBZfmxRuRtsjGcegCauNgavY4uE2oNYomctibULANX%20ce0rUa3VWY9ofs9oYYZkXG43OG7IcjA61IdQyjRHsxAe5Ec+ZN2QkJ7cEQNjdO1SzWO1w5FyJq4O%20OxmnZEi1SIbjJOkasuIw29JbkGCOgW1AVETlXYWAbXRur3tSLdt5bXLd6rnOQF3jjbucmsMyLu15%20pjjzk2jtTKZbcA38mQzGjOyXyyMsATjp4KuAgmYlwTFeRK1rrimJmdUNqKJqqimNc6Gg/qHo/wDm%20H/Bf6FQf3XL/ADd0+Sw/aMz8vfT5sC5dqVgjOtBEB2aJEm9cFFbEQ25sN4iERJhyYIn71cLvGbVM%20xu41d3jt5YpFngd6qJmqYp5tvhs5YM1vtG0gbYmU1WyJEVWyadUhVU+quUSHFPmVUrtHFsvMerun%20ycJ4PmYn049sebGvGtnH7Yj2lW/WT4SozM1xWH3eGjvmqHI4cd26/lQfqNrj3eRFqTYzdu7juTjh%201ouYyd2zhvxhj1e5gx+1ayMQoSSZsS7TZQvPE5bXo0ZoGgNN1vQnyWSZcNpwVVsiUsUPuDUhGZFj%207UYV6SE5Csd24e4lIbgyXGo4tOOxWidJtD3+CKWRRBSwFSRdvNLANbB7XW5Nus11kwnIUa4tXR84%20wiElXW7W0rhE09vo+THKqYGyqkuKc1MDUM6R2s2eI9w0+2T7fNXcq3Fm8HFM232nHUdEnpIN5ARl%20RNVNMpqgfW2UEelu05nUutXbPbwFLcxb3X5COJjICWzKRlQ3jbjjBtq2SEKtqWOP1u5QXygUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUHl1pp1o2nQFxpwVFxskQhISTBUVF2KipWYmYnGGJjHRLX+7Gmv5TD/8ALtdGuv8AcXPmq9su%20f0Lfyx7Fe1J2ZW26yWX4LoWvIGRxppgVbLBVVCyireBbdq7cdnyVKscQqoiYq+LtRb+QprnGPh7G%206g6N0xDiNRht0d5Ghw3r7TbjhLyqRGQ4qqr/AHfJsqPXmrlU470pFGVt0xhhCWbpy3P2wrfGH1a0%20rzMkThA02Qux3QeAkQgMF5zQouYVxTZXGuuatc4utFEU6owV66dldruYXEZV1uCreBYG7mKxEWSs%20QlJgz/w+AKCYD9kgoqImKKuKrq2Z987PbDerKNnnE+sQZki4CoGgGj8knzVcyDyAckiBPmTNmTFF%20CBOz51L0d5TU95Se4ItmSOREaIGxIQEmOG3KoO8JUTJ9Zc3LtoNanYtpZq2SrZDlTocGe1HbuLLb%20jJ8QUQ1Nt0yfadISzLtRtRH92gs+ntLw7E/dHIkh9wLtMcuD7LytqAPvKquK2ogBYFzUwIl+qnz4%20htnWm3WzadBHGnEUTAkRRIVTBUVF5UWsTETGE6maapicY1sD3b07/Kof/l2ujXD+0s/JT7ISP729%2089X9UtBqLs2t10ktPwnAtmQMjjTTAqBYKqoWUVbwLauK7e5yYVBzXCaLkxNM7nVH5LDKcZrtUzFU%20b/XP5txC0hpuJEbjDb2HUbTDevNg44S8qqREmKqqr4NlS7eQs00xG7E9cRMoVziF+uqat6Yx5pmI%20epmmLc9F3MInLO4jrbySbaox3MzSqooaIKtuguKooOCQrjyY13t2aKPTER1Rgj3L1dfqqmrrnFpI%203Zjaoc5u5wbjPiXfeSXpdyaKPvpRSyEjSQJsE0QDlTIAggiu3DNtro5tzC0xEisW9tZD752+ZIng%2086redx+Uj6OK4gAA4f4s1RBEe5/eGgZ7JLA1boFvWbOcj21u4MxEMmMRbujStPouDKZsMxEGPIq7%20cUwSg2N/0Ba7zfot/KXMg3eELbcWXEcAFAG1dJRymDgkjm+56Ei4oiJyKWYMqFpOPH1AF/emyZlz%20CCttJx/cIJMq+shCUWWmkzovNxTBMOVMdtBvKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKD//2Q==" height="243" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 7.&nbsp; </span><span class="textfig">Valores del índice NDVI obtenidos de los sensores <i>LanSat</i> y <i>Sentinel</i>.</span></div>
        <div id="f17" class="fig">
          <div class="zoom">
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j9DhQe+Hd%20vfxLm+9rN9FrehQQYju95IHiHEnWAVAN3Ue7R2j2N/Cgv4d29/Eub72s30Wt6FB54d7zTvDg1w+h%20xoHh3vNO8eDXH6HCg98O7e/iXN97Wb6LW9Cg88O95p3hwa4fQ40Eocd3wjFn1oGhB0JDekDSBpF0%20XtQV8O95p3hwa4fQ40Dw73mnePBrj9DhQe+HdvfxLm+9rN9FrehQeeHe807w4NcPocaB4d7zTvHg%201x+hwoIrYc8Y2PEr1FtzSbN6gLo9Hs7um4oL+HdvfxLm+9rN9FrehQeeHe807w4NcPocaB4d7zTv%20Hg1x+hwoPfDu3v4lzfe1m+i1vQoPPDvead4cGuH0ONBKVHd7tN31rHeN9lQbttcTY7EfN4UFfDve%20ad4cGuH0ONA8O95p3jwa4/Q4UHvh3b38S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKD3%20w7t7+Jc33tZvotb0KCEWO73JAkOI7bo7Ib2nvD2tqN530FvDvead+8103/A+SgeHe80795rpv+B8%20lAEd7Z/enTbfsa2/8FA8M9a3i3b9Nmui34Hy0Ax3tv8AenRfdsa2f8FByPvTadT7uedT36zbATjc%206dv92fNrBItbq20HzI92HuijPMMyOXcCy9KUURm3MfjkKcUNpS2CyCo9QoPh/wB23ucjpkKkYHl9%20lMMJMtTkDGpDQX6BcuyNGrhffQRx/IPuRySXlY7D8uTUxgDIMeHjHQ2CCQV6GjpvY76DI+GXuf7i%20PI/h/A+HllCYr3gMdodLu1sNq7myiv5tt9B5J92nueirUiVgMAwtCO9Wl2BjUENlQQFkKZHZ1HTf%20poNJ7wPdzyJhsDFyWL5fxsKcxmMJ3UmNAiMupC8vEQsJW00lY1IUUmx2g2rMD9O8O75lzhwb4fQ4%201geeHe807x4NcfocKD3w7t7+Jc33tZvotb0KDzw73mneHBrh9DjQPDvead48GuP0OFB74d29/Eub%2072s30Wt6FBCOw53sgCSu6XBqIDdye6R6XZ3/AHLUFvDvead4cGuH0ONA8O95p3jwa4/Q4UHvh3b3%208S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKCK2HPGNjxK9Rbc0mzeoC6PR7O7puKC/h3%20b38S5vvazfRa3oUHnh3vNO8ODXD6HGgeHe807x4NcfocKD3w7t7+Jc33tZvotb0KDzw73mneHBrh%209DjQPDvead48GuP0OFBKJHd8IxZ9aB3aLISG9IsNwui/VQVEd7Z/enTbfsa2/wDBQPDPWt4t2/TZ%20rot+B8tAMd7b/enRfdsa2f8ABQPDvead+8103/A+SgeHe80795rpv+B8lBGOw4VyUiQ5cOAFQ0E3%207tG0gosD9yg57m9taeZORCXVLH78f2KCbf8AwPJ/gpFB11AoFAoFAoOV95f+nYf+Ocv/AOeQqDqq%20BQKBQKBQQj276Va32ovbf9kjfQXoFBORIajx3ZDytLTKFOOK32SkXJ+8K1vaKxMz3Q2pSbTER3y5%20jl33hY/NZQwEx1sKXqMVaiFa9FyQoAdg6U33n7tVu16pTNfk0mPJabvpN8OPn1ifP6PvdXVoqUIF%20vAx7WA7pFgnaPRG6gvQKBQKBQRWT41ocO7c4fjI40FqBQKBQKCEy3cpvb7Vrfu+1TQXoFAoFAoFB%20CH9ir9a7wt+dVQXoFAoFAoOO961vh1zxuv8Aw9OueP7LI30Hzz5iEZbMcvwistOqVMXGfG0tPtsa%202XU/jIWkEUJcw5mHcrh+cpElvuJzbcBiexts3IZUUOpT+LqSSnpFDR2XMfhzzXy6mLp/e/eul/Tb%20X+7+5X3vef1Zd7u1/nbttBxz0GRkoa+U2lhUjlYzpLQVfYtqxxd7G4Hdv/8ADSBl5HIMZ3lzmXmR%20naw83EhRF3uC2yUOuWt/XPrQetNIG+97F/4QasLn98YGwP8AjUOg7CgUCgUCgUEY5PeyepwW2W/N%20o+/QWoFAoFAoIrJ8a0OHducPxkcaC1AoFAoFAoIQP2GP+qRuFvmjhwoL0CgUCgUEY/2snaftBv8A%201aN1BzfOX+ouRP8AHHv8jydB1VAoFBoM5m3CPAQFvxZapLEZcpUZxKEJeXZSmXHm+4dVpBtbUAdp%20HCgrg3ci/jp0R6Yp2XEkPxW8gpDYWQO02tSEJQ3qSlYBskAkbuFB5ys/OeYmF+YrIxEyVIx851LS%20XHWkoSFE9yhpsgO60pUE7QPlIa/3mEJ5biEmwGc5fJJ3AfvyHQdIMhAO6S1t3dtPG3X1igDIQDuk%20tbd3bTxt19YoAyEA7pLW3d208bdfWKAMhAO6S1t3dtPG3X1igDIQDuktbd3bTxt19YoAyEA7pLW3%20d208bdfWKCTE2IHZF30WU5dN1p2gIQDbbwOz7tBUToJtaQ0bi47ad3TvoAnQTa0ho3Fx207unfQa%20HnnMx4/K8wsvIU4+kMoCFJJIcICv+C9QOpZeTBb6eHt/oselYufcV+jj7P6uMew6OWWMNzDEfLz6%20Sgz2CpJ094jalNhsFtSTfjVPbbftq0zV4z+L19phdU3cbu2TBbhH4fVPj7pfp7WTx7jaHESWilYS%20pPbTuVu48a9LW0WiJjul5W1ZidJ74TiTYaIbIcfbSpLaQsKWkEEJBIO3fWzCxnwQSDIauN/bTst8%20vXQaWNz5y5IyxxiHyHNRQh9QAZWofNSu/wB7ZY8KgU6lhtk5Inj7lhfpeauP9SY4e+G6E+CRcSWr%20bBfWnju49dT1eePg7P7y1t2jtp23+XroHjoN7eIav0a09XX10ElTIhltKD7ZSGl3UFi3aUi3G22x%20pIt46Fe3iG73tbWnfa/T0UHnj4PmGuB9NPHdx40Dx8HzDXE+mnhv48KD3x0K9vEN3va2tO+17b+i%20g88fB8w1wPpp47uPGglKmRFNpCH0KV3jZslaSbJcTq48ONBUT4JtaQ0b7R207b/L1UD94QLX8S1b%20p1p6L9PRtoBnwRe8hoW2ntp2W+XroHj4PmGtuwdtPA26emgePg+Ya2bD208Tbp6aAJ8E2tIaN9o7%20adt/l6qCMWdCS0dUhpN1uKF3B6KlqUDtPEbaCxyEAb5LWzf208L9fUaAchAG+S1s39tPC/X1GgHI%20QBvktbN/bTwv19RoByEAb5LWzf208L9fUaAchAG+S1s39tPC/X1Gg5H3qS4yvdxztpebVfAT0pAU%20Cb+GkAjfQWc95/ujceaec5twC3mCosOKyEIqQVDSrQS5dNxsNqCLvvB9yzolB3mXltwTtImhU2Ae%20+0iye9uvt2GwaqD5xnPvuSxSXE4vmLlqAl2xdEabAZCtN7atC03tegs37y/c+3Kelt81cvIlyAlL%208hM+EHHAjYgLWHNStPC+6g+Ee8P3MIg+ARzNy4mCb3iCdBDPaVrP1YXp2qOrdvoNH7w/eFyDl8BF%20x+J5lxWRyD+YwfcQ4k2O++vRmIi1aGm1qWqyUkmw3UH6T4+D5lr/AH09NunpoAyEA7pLW3d208bd%20fWKAMhAO6S1t3dtPG3X1igDIQDuktbd3bTxt19YoAyEA7pLW3d208bdfWKAMhAO6S1t3dtPG3X1i%20gixNhpckFT7YBc1AlY2hKEAnaeBFqC/joV7eIbve1tad9r239FB54+D5hrgfTTx3ceNA8fB8w1xP%20pp4b+PCg98dCvbxDd72trTvte2/ooPPHwfMNcD6aeO7jxoIrmw/Ftr79vSlt0FWsWHaR124UF/HQ%20r28Q3e9ra077Xtv6KDzx8HzDXA+mnju48aB4+D5hrifTTw38eFB746Fe3iG73tbWnfa9t/RQeePg%20+Ya4H008d3HjQPHwfMNcT6aeG/jwoIxJsNENkOPtpUltIWFLSCCEgkHbvoLGfBF7yGhbae2nZb5e%20ug1eZ5y5dxLSlSJaHXUm3hmClx0n+iD2fpEVIw7a+Tujh5+Dhl3NMffPHyc+PezASQp7GSm45I+t%20Gk7DtGw6Ru276lfx0z3WjVG/fx41mIdNjuauXsg22uNPZKnfRaWtKHLjeChRCv5Kh5NvenfCXjz0%20v3SzhPgm1pDRvtHbTtv8vVXF1RYnQg7IJkNWW4Ck94Dcd2gbNvT0UHO82yYz3MfIoadQ4RnHiQhQ%20Vs/ceS6Pu0HX0CgUGNksbDyURUSYguMLKVEJUptQU2oLQpK0FK0qSpIIKTcGg155Vx5aMTW8nGKj%20vsOQ0vPAuKlKCnnXXdfeLWbbFE6hdW3bQZmJw0LFMFiGX+6NrJfkPydISLAI79bmkW4J2UGi95f+%20nYf+Ocv/AOeQqDqqBQKBQKBQRY+1k7b/AFg+T6tFBagUHFe8wl9nEYxO1U2WLAbzpsjiLfnap+r/%20ABRSn5rdvrXXRo5Zvk/LT+v2OnzWLayWIk49QAS82Uo2bEqG1B+RQFWO4wxkxzTzhWbfNOPJF/KW%20i92+Sclcv+Ee2SMe4WFJIIITvTf7m1PyVD6Tl5sXLPzUnTt9XqT+sYYrm5o7rxq6WD+xR9hH1aNh%202n0Rv31ZqlR51DTS3VmyG0lSj0BIuaxM6RqzWJmdIfiePhqiuY7mFSQiIrIhCWreiltSXNiyeO0f%20RrxuHHy8ub8PP/V7fNk5ufD32/T7/TrH3e1+3V7N4coFBBZ/vrQuPsnNnH0m6C9AoFAoFBGZ9knY%20T9Y1u2fnE0FqBQKBQKBQRh/ZK2k/WO79n5xVBagUCgUCgij9td2n7NvZw9JdBagUCgUCgjNJEN8j%20ae7XsH9E0FqBQKBQKBQRj372Te/2gte36NG61BagUCgUCgiv9ta2n7NzZw9JFBagUCgUCgUEYJJh%20Ryd5bRwt80cDQYufzkTCYt2fKN0oFm2wbKcWfRQnrP8As211w4ZyWisOWbLFKzaX5hyryXzHPzEL%20MTGtERbqZi5DykqLgCwv0L6u30kddXG53eOtZpHf3Knb7XJN4tPd3v15aELQpC0hSFCykkXBB3gg%201RLvR+M84cp5HCZZzItJ7rGOSAuPIYsO6K1FQSEAgp0cOFeg2u5rkryz82ntUW529sduaPl19j9k%20jvsyGG32VBbLqQttY3FKhcH71UExMTpK8iYmNYfEc3dk7QbODYOH1aN9YZc3zl/qLkT/ABx7/I8n%20QdVQKBQSlS4sOM5KlvIjxmUlbr7qghCEjeVKUQAPu0HwxkcfIhCexKadglJWJSFpU1oTfUrWDpsL%20bTeg8x+TxuSjiTjpbM2MSUh+O4l1GpOwjUgkXFBz3vM2ctxlHYlGawLizwShvNQ1rUegJSkqJ4Ct%20bWisazOkNq0m06RGsuobcbcbS42oLbWLpWkggg7iCKzExMawxMTE6S+qywUCgEgC53UGkzPN2Fx2%20OdloksyXE9lphpxKlLX+DsJtv2nhUPcb3HjpNtYn1pu36flyXiukx9Mx4Ob5c95sN1ySnMJREUs9%204260lakqISlOgpGtWqyd+6oG16zW2sZPh8u9Zbvodq6Ti+Lz10dNy/zbh86p1EJS0vNC6mnUhKtO%207ULEgi9WG13uPNry98K3d7DJg05u6fJualoTieYR433h4OFvTGbMk8QCCpX/ALNNU+6+Pd46+Ua9%20vYu9pPJs8lvzTp29rtquFI4iHbDe8iTHJtGzLXetjh3pJVt+kldvu1TY/wDDvJr+HJGvr7arzJ/m%202UW/FjnT1dtPY7GELQo432bRtP8ARFXKjajnib4PlbILBGpxvuEg8e+IQbfRUTULqOTlwWn6NPbw%20T+mY+fcVjynX2cXNZrDBn3XRUaDrYDUog7wp1Xa+93tqrdxgmNlWPLSfb/dZ7bca7+Z89Y9n9nbY%20WV4vDwpN7l5htavuqQCf5audvfnx1t5xCj3GPkyWr5TLMrs4lBFd/Gtb7d250W9JHy0FqBQKCUqX%20FiMKflPIYZR6TriglIvs2k7K2rWbTpHGWLWiI1lwfMfvXiRnENYRCZagSXn3QpLdhwQLpUes7vu1%20Ors60jXNaKR4cYhCturXnTDWbz3zpEy+Ucwc/wDMMVD2MhsY+A4tIblrVqOpLgHzr3Gofo63ti2+%20L5pm09u3e0jLnyfLEVjt27mSnkDmOWAvK8ySFE31MslZQCRwJUkb/wASsTvcdflpHbt5s/s7z815%20en3aS2gVQ+YJjLuwpUSTtH9FaKx+/ie+lZJ2M/hvZg5HL8/8pMpdyDrGTgrPdNPK3pWQopvbu1nd%20c3v0XFdceLBnnSsTWzS+TNhjj8VW95H52HMLT7UltDE6PYlCD2VoUTZSAolXZtZXydNqjbzafpTG%20nGsu+03X6sTr3w6qoSYUEYf2SthH1ju/b+cVQWoFAoFAoIov413fbu2+i3pL+WgtQKBQKBQQnm0G%20QbgfVL2ncOyaC9AoFAoFAoIx/tpOy31o29P1aNtBagUCgUCggv8Abmf1TvH8ZvhQXoFAoFAoFBCB%20+wx/1SNxv80ceNBwbx/jbm3uAdXL+HN3CDsecJtw/CIsPxQd16tI/wD58Wv47+7t9asmP18un4Kv%200MAAWGwDcKq1mUGNk8dGyWPfgyk6mJCShQ6OII6wdorfHkmlotHfDTJSLVmJ8XJe7vIyIrs3leer%20+941alMX4ski9vlVqF+Cuqp2+pExGWvdb6+31IeyvMa47d9XYR797Jvf7QWvb9Gjdaq5Pc3zl/qL%20kT/HHv8AI8nQdVQKBQc5zFHy4bEh9SJmPYmRX0w40V0vpabdSVlVnHe+0nt2Q2k7NgJoIYuZGbx8%209DzEho5FydPiQxGV4gx0KSFudwtCtK1LXrShadStXo3uKDJ5PbfAyTq+/dZfkhxqbMYMaS/9S2hS%20nGihm2ko0JIaRcDcfSUGq96sOQ7iIb7b2lpuWxHLG36x6c83Fj9V+9dCbncFE1V9V2uTLWOTwnu7%20eS26Tu8eG88/jHf5f3YWJ5a94eJgNCFNZSnapUBwhejUb2BUlSfu2UKiYNnu8VY5bR/8ZTNxvdnl%20vPNWf/lDIc5v51x3/wAVwgLY9J9hKlJAG8kpUtP8orr+/wA+P/Zj9cdp+tx/j9tk/wBWX1W7R9Us%20uD7x8HJsHZQiLI9F5hdr9GpC1iu+Pq2G3jy+mHDL0bcV7o5vRLcfxFi/DLkjLQlMtglakkG1uFg5%20e/VUr93i015q6If7PNzcvJbWfoc5zdzZCk8vLYgTm5T04hltphCkuW1DVqBVqSCAU2I7V9lV/UN9%20jthmKW1m3DgsundPyVzxOSulacZ1YPKHu7mokOSs3HaCUp0sxnbO3JIushCwNibgA9O7ZUfYdKmL%20TOWOHhH9knqXV4msVwz6Z7vU36eRcIuJNhNxmWUrWAHghS3UnQlQKFrWpSbE7r/7asp6bh5ZrFdN%20fb6pnVVx1Tcc8Wm2uns9kNG57schjYrsnFZNxU9tJ7pDae41J4ouFm3+yq6ekXx1m1Lzz/Rw+1Zx%201qmS0VyUjk9v2NPy9mM/yqp12fDkIhSApIQ8hSQXkgFKu1p3jZ9zptUXabjLttZvW3LP19u3BM3m%203xbuIjHavPX6vV29q/JuayWU54Ex9KXJD7TiFOBJ0NJSm4IAO7s6dp41v0/cWybnmt3zE+rt3OfU%20ttXFtOWs6REx6+3f6n6honfpWuP5tXyfnK9O8o5D3iRJrMSDm23EmRjHkm6EKSNKyN/aVs1JA+Wq%20jq1Jitcsd9JXPRrxNrYrd14dNjHH38bEeYcbDLrTa20lskhBSCAbLterWl4tEWjulU3pNLTWe+OD%20iveBmo8/wuCZmNOvmUlMoNpUkNkdiyiVKT6St3VVZ1ml+WlNP9luHb1rXoeSkWyZP+OvHt6m6y2U%20xM+FO5fjTo7ksR3EtxkIVvbTcISsq0XGnderLd7O/wC3tw+HlVe03lY3FZ1+Lm4/awOR+aIAw+Px%20r09lmZ2m22XEKJPbOjtBQTtGwA7TUbpNb5NtFo4xXhPb0JXWbUpuprM8baT7f6uzCJ2y7rW7b9Wr%20f/aVMQWte5hgR8mjGP5KMicuwDBbXfUq2kE69KSb7ATeusbe815oj4XKc9ItyzPFgZvm7HYjKMxp%20clBk92QstsqUG+8KSCv6y4vpvYbbfJVZuOoYsVuW08fq9K023Tc2ak2rHD6/Qi/7xMC3fTkEOkcE%20RXuv8JaR0Vzt1bBHjr6pda9H3E/h09cNJkfevIRIQnHR23WBtcW+lSFE33JCVqtYcb/JULN1v4o5%20I1jx1T8HQdaz+pbS3hp9vaPSwH/eNzVlnhDxbAaccuEojoLjtuJuq9rW6BU7Hj324rzVrXFSfxW7%20ePoQMl9jt7ctrTlyR4V8/L7+PBs4Xu2y2RAk8w5J3viDZkK75aQbbC4okDduF/u1zv0es/Nktf3f%20Xr28HSvWrV+THSke36tO3iws97rchHDZwy1TEqJDja1IbUgkekCopSf+m+q/d9IvGn6fxR9Mx/RY%20bPrVba/q6VnziJ/q2fKmckRUt8s5MCJNiuJSyHAVd4FO6gArVbZfZ0jdU7p26mv+HJExevd9PaEH%20qW05v8+PjS3fp4O5CJvF1s7B+bVv4/nKt1KaJn6Vv+zV+XWBjz8Z+8IrkSb3L8Z0ALbLahuN94cu%20Oq1b0vasxMTxa3pFo0nuctk/dpF0Nv4R0Y6fGuphaO8spW8alKW4ofdH8tTcW/trpk+KsoeTY176%20fDaDAc55IThheYQiBkkWSh1xB0PHcO0FpSCrgR2T96mfaRpz451r9Xb2mDdTryZOFvrdgETdl3Wu%20v6tW7+0qAnIxES+6OlxsDvF3+qV6XeK1H0xv4f8AXQW0Tv0zXH80r5PzlB7om3+1btf9Grdb+n00%20Hmid+ma4fmlfL+coGid+ma4/mlfJ+coPdE2/2rdr/o1brf0+mgghEvxbn1jevu2tSu6VYjUv8f7v%20GgsETtl3muv6pX/MoGifb7Zq/T3Suj9Z00AonbbPNdX1Sv8AmUDRO/TNdf1Sun9Z0UDRO/TNdX1S%20un9Z0UEpaZgiP6nUEd0q4S2Qb6Te11kfcvQW0Tf0rfH82rp2fnKDwIm8XWv7NW/+0oGidb7Zq9v0%20St/9pQCidY2davw+rV/zKD0om7bOtb9n1at39pQeaJv6Vrf+jVuv+s6KCTCJfeSdLrYV3naJbURf%20u02sNfRagronbfrWur6tX/MoGidt+ta6vq1f8ygaJ2361rq+rV/zKBonbfrWur6tX/MoGidt+ta6%20vq1f8ygktMzxbX1iL92vb3Z021Ivca736KCuid+ma6vqldP6zooARO2Xea6/qlf8ygaJ9vtmr9Pd%20K6P1nTQCidts811fVK/5lA0Tv0zXX9Urp/WdFA0Tv0zXV9Urp/WdFByPOWemwMJFx8NwOZDKISyw%202lBDoQpISVel6RuEjZv3bqm7LBzW5p+WqHvM3LXlj5rNzyxy8/g8O1Bada7yxckL7tStTygLm+tN%20wLWGwbBXHcZpyXm3s9Dtt8MY6xDalE7bZ5rq+qV/zK4Oxonfpmv7JXT+s6KD3RN/St/2avy6wOG5%206jT8PlsfzVHKVKaUGJgQggFJBAJGo3uklO/oqz2UxelsU+PGFfu45LRkjw73XwXHZAcfjvNKadUl%20xKw2qykqaQUkdscCKrrRMTpKfWYmNYaHm5Mgcx8id6tCv/XHvRQU7f3Hk+lSqwy66gUCgUHyGWg6%20XghPelIQXLDUUgkhN99gSaD6oOV95f8Ap2H/AI5y/wD55CoOqoFBhTsJiJ22ZCZfV+GtCSr/AHrX%20rjk22O/zViXbFucmP5bTHrcxnvdtgHILrkACBIQNYcW4stbN4XqKtI6xuquz9Hx3j/HHLZZ7freW%20lv8AJPNTx7jkfkqBj2hkZLzE+UTdh9lXeNISnYSk2SConebbOFb7LpX6E6343+prv+rfrxy4+FPr%20ddGmwpTanIsht9tJ0qW0tK0gjgSkmra1JrwmNFNW0W7p1YIzWIZjTp6pbRiMufWPJWFJuGkdkWvc%208LDjW0YbzaK6cZazlrETOvBrsf7xOVZjD7xleF7gEqbkWQtQ27UC513tuG3qrvfY5azEaa6+ThTe%2047RM66aGP555RzDDzbshtlCTpWzO0NhYPEBRKVCsZtjkrwmOaJ8uLfDvqTOsTyzHqY2C5v5DVLfa%20ghjHKA+2W23GQ6kH5qtn3lWPVWn8XbFGtaxx/LH1tp6pGXha0zp+aWVi/eDyxkZbkZuT3CkeguRZ%20pDgvbsKJ/kNjXTJsslI1019Dnj3mO86RPtbDKPYXI46RBemMd3IbUgnvEGxI2Ktf5p21CzbaclJr%20MTxhMw7mMd4vE90vzzl33irxGFVjnIpfdjhfhHArZcm6UrG+wudoPQLVR9I39ImuHJwjXTm7fW9B%201np1prbPj4zpry9u30ua5exK8pmosLSp1t50eKUhW3u7jvFav6N64Yt/nzbyuS3xTW3d4Vj6PR21%20SM2wwYNlbHEcsWr/APaZ+n0+P2OvY9z7370V38xJxQJKS3cSCOAIKdA+7t+5XvZ6pHLwj4vc+fx0%2034uM/D73HzcVBj8xu4999SILElTLkhI1LDaVEE24lIHR9+vH9M6zGxvfFMa0m3s8O72ezxez6n0a%20d9THlidLxSOH5vHv8PH2+Dqszyj7vMS2S/k5br23TGZcZW4SBuIDfZ+kRV9uP/YoxRx5dfKO/wCt%205/bf+u2zT8MWiPOe76vqc5H5TzE2QhELHyExZCv7u8+hWkIJ7K1uBKU7je4+SvJ5c+73Gf8AVrzR%20Mz8M8YiI7e167Dh2e22/6U8luXvjhMzPjw9P1R5Onne6eUmRHagzW1oUm76ngUEFKhcoSgKvsVuJ%20+Wp38JjtpNr25vHhE6++NP8AyV/89krrFaV5fDjMae7j/wCLOHukQg/UZh5vZt+rG+4I3LT0Vf4b%20YMdYiMVOH0Rr6504vP5v3GS0zOW/H6Z09Ua8GHkfdNlHJCHGMomQF/tDkkLDgAIA027zV2ekj+bO%20Wu0zTE5MXGvdp9umn2sYcm7wRNcWTStu/X7O/wB2jvMJgMZhoiI8JlKCEgOvWHeOEfOWredv3uFa%20Zc1rzrPs8I9DbHiikaQ2NcnQoOd5z5aYy8EONgN5JgpESRtBBKgAlRHzbn5N9QN9s4zV1jheO6U/%20Yb6cFuPGk98du0p8l8zuZNhyBkB3WYhXRIbVsKwk6ddukHYrr+7WvT93OSOS/wDsr3/e6dR2UYpi%209OOO3d933OmqxVhQKDUcycsY3PwvDy06XUXMeSn021Ho6QeIP+2xrvt9xbFOsOOfBXJGkuXw/MmU%205ZmowXM22KdkHJ7SkpGwBR4p/lTx2bpmXBXNXnx9/jHbtKJjzWxTyZO7wl3EFSVR9SSFJU44pKgd%20QILiiCDVYsV6BQKBQKCKL+Nd327tvot6S/loLUCgUCgUEJ/7DI/VL3i/zTw40F6BQKBQKBQRj372%20Tv8AtBa9v0aN1BagUCgUCggu3jmtu3unNn0m6C9AoBIAud1BKNMiSkFcZ9t9CTpKm1JWAei6Sa1p%20etuNZ1b3x2rOlomPSrWzRORIZjMOSH1htllJW4s7glIuTWYiZnSGJmIjWXBckQ389mXeZ56T3Me0%20fGNq3AIFtX0Qf94noqy3VoxY4xR3+PbtwV+2icl5yz3eD9BqsWJQKBQYmXxrGTxkmA/9nIQUXtfS%20d6VDrSqxFb48k0tFo8GmTHF6zWXLe7Oc8mHMwkwkTsa8UlJO3uz2Rbp0qSfktUzf445ovHdZE2N5%200mk99WVzl/qLkT/HHv8AI8nUBOdVQKBQYGaybmPiJcZYEmS863HjslfdpU46oJGpdlaUjeSEk23A%200EsVmzJx0iTPbRBdhOOtTkBzvGkKZO1SXSlvUgpsoEpG/aAaD3AZd7KRnnnophqbeLaWlKKladKV%20pUsFKNKilYungeNBpvea42jluMVqCdGXwr6gSAe7jZaLIeIG86GmlrIG2wrfHjtedKxq0yZK0jW0%206QzH+fuUWWkuKyLawpIUlLYWtW0XAISDpP3a712WWZ+Vytu8UR8zUOe9OC84WcTjZWQf4ICQkHh8%203vFf8Nd46daONrRWHCeoVnhWJsmMz7zskLRMWzjmlfnXti0/I4r/ANnWf0ttTvtNu3bxY/U3Fu6s%20VYeX5N5/yOPe8bl0yV2BTBbJQ25Yg2VsaRccLiumLdYKWjlrp9PbVpk2ua1Z1tr9HbRgYz3VZV3E%20yVzHjFnK/ZooUlSDp/SlNx2uFjs/krpk6jWLxy8a+Llj6fbknWdLeCOJ91/MbkSWZTngHNNmGAtK%20w6obe2W1EBPD/qrbJ1DHExp8TXHsLzE68FuWfdbKkrknO6oqGx3bTbS0KXrOlWoka02CTurTcdRi%20NP0+LbB0+Z15+Dd473SYZmO+idIXLfdFmXkgshrrCQpQUfu7OquGTqd5mOWNISMfTqRE83FTEe6f%20BxkOjJOKyK127s9pgIA6kLJJ+6fkrGXqV5+X4feY+nUj5viTxvukw0eQ6udIXNZUCGWrFrRc7CpS%20FXUR8g6qzk6neYjljQx9OpE8eJjvdHh2JLjk2S5MZP2TIHdaRf5ykqJVs6LUydTvMcI0linTqRPG%20dWafdbynf7N7fe3en71c/wCRy+bp/H4msie6jGuOIkOznlRXEJWlkJCXASkHa4bgjfs0VQZuk7e8%20zaImsz5THL6o0n63oMHWdxjrFfhtER4xOvrnX7Hb4vFwcZDRDhNBplHAb1HipR4k9NTMOGuOvLWN%20IQc2e+W3NadZZVdXJzGV93fL2SyDk53vmnXdrqGlJShStvaN0qN9t99VufpWLJebTrEz5LPB1bNi%20pyxpOnmyMVyLy1jVpcai98+ggpefPeEEbiAeyPvVvg6bhxzrEaz9PFpn6nny8JtpHlHBv6nq9Fdv%20GtbdvdObPpN0FqBQKBQKCMz7JOwn61rds/OJoOX5x5dmeITzDhSUZWKLuoT+dbAsdnFQTstxGzfa%20qrf7S2v6uL/ZHvW/T95XlnDl/wBdvdLbcr8zRM9AD7XYkt2EqPxQrq/FPA1K2e8rnrrHf4x5Im92%20VsF9J7vCfNuKloZQKDCzGGx2XhLhz2g6yrak7lIUNykK4Ef9NldMWW2O2tXPJjreNJcLjMpk+Spa%20cfkwqRy864tMWYBdTZCiDsBPEXKflHEVY2pXc15q8L+SBS9tvPLbjTz8n6Iy8y+yh5laXGnEhTbi%20TdKknaCCKq5iYnSVlExMaw+6wyUCgUEEftz36prh+M5xoL0CgUCgUEJ/7DI/VL3m3zTx4UF6BQKB%20QKBQQj/bSv1o4W/NI+/QXoFAoFB4pSUpKlEJSkXUo7AAOJoRGrkuY+fsRju1CebmzEoWhLSCVICl%20KRtUsbLAJOwbarN11PHjj4Zi1lrtOk5cto5omtPP+ivJfOqM8hxmSluPPaIIbSrY4k32oSSVdm3a%20p0/qEZ9YnhaPedS6bO3mJrrNJ93pdTVmqnJ+8TJvtY1jExAVTMs53DYBsdII1C9x6RUE7eBNVfVc%200xSMdfmvOi26Rhibzkt8uONe31uYwfL3PnLveZGNGQoW0yIWsLU6gWNwlBUOm1lavu1W7ba7rBre%20I9Mefs/utN1vNpuNKWn0W7tJ9f8AZ23LXN2OziC2m8ee2Proaz2hY2JTu1D/AGcaudpvqZuEcLeM%20KTedPvgnWeNJ7paTn3ISclNicp41f18tSVzlDboaG0BVt27Weq3TV9s6RSJy27o7lDu7zeYxV8e/%200OswsNiFiYcVhOlpppCUiwF9lyTa20naeuoF7zeZtPfKbSkViIjwZlatigUCgUH59zCpfL/O0fPp%20uiBMWIs627a2jtH5LK+6mrLb/wCXFOPxjjHbt3q7P/iyxk8J4T27dzb84kHmLkQjaDnHv8jydVqx%20dVQKBQabJ8sQZAdkQGmIGVcdZfOQSwlSlrYWFp77SW1Op3ixVx2EGgx2uX5S2ncbPUmVBmh6Rk5K%20O8jrckOOJLaGQ27rbQhCSDdRPo7T2qDNwXL0bDGZ3Dz7wlvd8fEPvyCnshNtT7jp4b/5hQc372MY%20mThoUrvClxqbFhtI+YpeSlMw0FXQEuOpJP4N9hqZs91GKZ1jhKJu9tOWI0njDM5Y93uJxkFIyDDM%206eolTjq0a0JvbsoCxuFt5F6zuN7a9vhmYhjb7OtI4xrZ0jeOx7SAhuKyhA3JS2kAfIBUO06zrPFL%20iIh9+DifoG/91P8ANWujJ4OJ+gb/AN1P81NB54KHe/cN3G46E/zdVNA8HD/QN/7if5qaQIMQ4anJ%20KSy0oBwC2hOwFtGw1kX8DC8u3s3dhP8ANWNA8DCP/h29m0dhP81Z0DwMLy7ezd2E/wA1Y0DwUPZ9%20Q3s3dhP81ZAQoQ3R2x9BPH5KaCUKLFVDYUppClFtBKlIFydI2m4oK+ChbP7u3s3dhP8ANWNB54CD%205drh8xPDdw4VkPAQfLtcR6CeO/hQe+BheXb339BO/p3UHngIPl2uI9BPHfwoJLiQ/Fto7huykLUR%20pTtKVIsd3Cgr4GD5drff0E7zx3ddA8DB8u1vv6Cd547uugHHwDvjNbd/YTxv1dZoBx8A74zW3f2E%208b9XWaAcfAO+M1t39hPG/V1mglJhQ0tpUiO0Fd43t0pGwuAHh0KNBYQoYAAYbAGwDQnd96g5LmLk%20qQmac1y+UMz07XYhA7t7bc+l2QTbcdl9uw1U7rY2i/6uGdLeXn27cVxtN/Safo541p4T+VCBz1gE%20NLazOPEDIRx9YyGbhSgBsSLXSTYbFffrGLq9NJjJHLePDt9rbL0a8zE4pi9J8de3u9joMBk+Xc3G%20U/AZb+qIS40ttCVoPzbgX2HTsI6Oqp223dM0a1V+62eTBbS8d7Z/u+Bu8M1ut6Cd27o6qkor3wMK%209/DtXve+hO+1uigw1YfGTYDsWVFbWy4pxBTpA7IWoJsRYiw3W3VtS81nmjva3pFo0nucP3E3kaeE%20yWhkOWpC+w4UJU4yojr3H+RXCxvVnMU3NfLJ9at1tt7eeOXew04ebGblRUMPR3RrbcQlJBvcHhv3%203qsvSazpMcVlW0WjWO5bwMHy7W+/oJ3nju661bHgYPl2t9/QTvPHd10DwMHy7W+/oJ3nju66CSIc%20Txbie5RZKEKCdCbAqUu5GzeeNBUQYIAAjtWG7sJ2cOigeAg2t4dq1rW0J3HhuoBgwjvjtHh6Cdx+%20SgGDCO+O1w+YnhtHCgeBhHfHa4fMTw2jhQSmQ4aIj60stIUlClBehOwhJF+FBbwMK9/Dt3ve+hO+%201r7uig88BB8u1wHoJ4buHCgeAg+Xa4j0E8d/DjQe+BhXv4du9730J32tfd0UHngIPl2uA9BPDdw4%20UDwEHy7XEegnjv4caCTMSIp2RqZaVpcSANCdgCEqA++b0FfAQbAeGasN3YTs/k6qB4GFe/h2r9Oh%20PV1dVAECCBYRmgNnzE8N3DqoOWzfN/L8NwQsdEbyeRPZbZYQlSAq+4qSDxG5P8lVu46nSk8tPjv5%20QtNt0q945r/BTzlgs8m5/OuiRzA8iDFJunHxUpB+kRdI+6So/cqPGzz5+OaeWv5Y7fekzvdvt+GC%20vNb809vubxnkrlhjTEEBtxpxpYcW5dThIUix1HaDtO1NqmV6dgrXl5e3p+5Av1LPa3NzT9nsarmf%20kPGsYozMIz4WdAu8goUpRWlPaKSVFRuN4+9xqJu+m1rTmxRpevFN2fU72ycuaeal+DdcrTsdmsMz%20M8OyHx2JKAhPZeT6XD517jqNTtnuIzY4t490+lX77azgyzXw8PQ0eTixpPvJxkUNoDMWOp1SEgAF%20Z1quQOvTULNHNvKR+Wuv1rDB8GxvPja2n1f1dmIUMXIYbF9/YT/NVwpHJc98t4ZOOezSCIE2INaX%20mhbvFXslJAt2lE2ChULP0z9e8Tj+HL5/f96ftuq/t6zGT4sXl933fU0Xu8mY05eSvMC2WyGlUZb6%20AlCkK22buEga+GyxFgOis4uqXnTb5o5L04en7PvYzdKpGu4wTz47/wDj9unvjxfocOFCXDZUphpR%20W2kqVoSdVxc/fvUxBWOPgHfGa27+wnjfq6zQDj4B3xmtu/sJ436us0A4+Ad8Zrbv7CeN+rrNAOPg%20HfGa27+wnjfq6zQDj4B3xmtu/sJ436us0Gm5g5di5fEZKChlCXyoGMrSBZxLaFJsbbATsPUTXfbZ%20v07xbtp24uO4xc9JhxWMyjc57kNtxtKJ8HPPRpPZCVkJweS0KVx9EWN+IrrvcMUvrHy24uWzy81N%20J768H6rUNLKBQKBQKDlfeX/p2H/jnL/+eQqDqqBQKBQKBQRj372Tv+0Fr2/Ro3WoLUCgUCgUEIFv%20Ax7Wt3SLado9EbqC9AoFAoFBFf7a1+rc4fjN8aC1AoFAoFBCZ9in9a1xt+dTQXoFBqOZOWYGdhFh%208Bt8bWJQSCtBH3rp27U3/lqJvNpXPXSeE+Epmz3t8F9Y7vGPNzcb3XKithUXMvsSuLzadA2HZ2Ur%20B2f0qr6dGmscMkxP0f3WV+uc8/FjrNfp/t9i55P5wa+w5mdc/Whe4beK18a3/Y7ivdln19pc/wCQ%2021u/DHq/tAvl/wB4gV2M80pPSUWP3gg1j9pu/wDkjt6iN3s/HFPt/qkxy7z+4hQOdbbRqX6AIOrU%20bnYhO9W2s/td3Pfk7exn95s47sU9vWSOS+b5bS48rP8AeR3BZxBSpQI6wT1Cldnutf8Abp6NWJ32%2010/0xLnMxgOZuUo6Fxp737rcUO+dilae7Udl1NlXHgb7d1xsqXi6ZuM88c88306/Xqi5eq7bDHDb%20xy/Rp9zfY3lbL5KE1Nh84S3WHRcKAdG3cQQXthB4VHydJz0nScttfX/+kjH1jb2jWMNNPV/+WQrl%20LnVlJXH5jcdcSOwlzXY23A6lLH8lc52W5r8uXX09pbxv9rbhbFER9HaHLYV3nHAZF/JSIUp1hF/H%20hzWEuA37RWQq+knVqF/vVWbe24wXm81tMfi18e3mtdzG23FIpFqxP4dPD1fY/ScDnMfme8lwllSO%207bS4hQIUhV1nSRuvt4V6Xb7muavNWfveX3O1vhty3htq7o5QKCK5sNElEVb7aZKxdDBWkLUOkJvc%207q0nJWJ5dY18m8Y7TXm0nl81q3aIzr+CkWvfu12ta/ondfZQWoFBrsjzFhcbIajzpaGHnraEKudh%20NgVWB0i/E1Hy7rHjmItbSZSMO0y5ImaVmYhsQQRcbqkI5QKCMe/eyb3+0Fr2/Ro3WoLUGlz/ADdh%20cKgiS8HJNuzFbIU4ei4+aOs1D3O+x4fmnj5eKbtNhlzz8MfD5+DnBH5x5tuZCjhsKr80L964gj6J%20UOs2HUar+Tcbr5v8eP3ysufbbT5f8mT3R29c+h1OD5Zw+Fa0QmbOEWXIX2nVfdV/1Cwqz2+0x4Y+%20GPX4qrdb3JnnW8+rwbSpKKiv9ta3/ZudFvSb+WgtQcNy0n9yc7ZPC20xpo8REHAWusJSOgJUofRq%20l2n+Hc3x+FuMdu3cvd7P6+1pl/FXhPbt3qw7u+9OfusxDT/Klr8utqcd9b6K/d97TJGmwr9N/v8A%20udpVwpXAcxuK5q5rj8ux1E43Hq77JOJ/DTsKb9V9A6yeirPBH6OKck/Nbu7e9XZ5/Vyxjj5Y4y6X%20mLlPF5qElhxAZeZTpivtgAt23JsLXT+LVDvNnXPHxfN5r3Zb2+3t8Py+MOf5f5rm4l5nD8ykICkA%20wsgdqFo+bqV9z53+9UHb7y+G36Wf1W7dvNP3Oypmr+rt+7xr5dvL2O6BBFxuq5UhQKDn5nPXLsTL%20/ux95QdCghx631SFH5qlX2deyw41AydSw0yckzx9ywx9LzXx/qRHD3yz/wCJeXP/AKrD/wDMNflV%203/d4fz19sOH7LN+S3/bL5iZrDrcfKJ8ZYUvUjS6g3AQgHjt21tXcY57rR7Wtttljvrb2S/IcvNkx%20eeXp8FLQcjzlPxQFJW0VqQtnvLk6QVNvLCjfZrUNlTZ61s/hw3nWdPm04RPp7fSiV6JvPizUjSPy%2068Zj0dvo8H7jXB0KBQcvza5JMNacsxHbwCZUXxD3fKc7xgugOCS0pptCG721dtQIvq7N6DCxysEr%20lLLQW50aDiJhnjHOrUhLCYiuyt1pJUgKZS44TsOmxFjpIoTDO5DcheCmsQGsf4JiRpZmYlgRoj92%200KUpCAp1OpCjoUQtQ2fdACfvMJHLcQgXIznL+wbz/wCuQ+mg6XxDt/2Zz7t2/wAusajzxL2z+6u7%20etrZ/wAdZDxL3lHfvtdf4/VQDJe8o6fla6/x+qgGS95R0/K11/j9VA8S95V377XX+P1UEmXnQ7II%20jOHU4CdrezsJHFfVegqJL3lXfvtfl0DxL1v2R37l2ui/4fyUAyXtv91dNutrb/x0DxL3lXfvtdNv%20w6B4l7yrv32um34dBKI+6mKykRnVAISAq7djsG3au9BUSXvKOj5Wur8froAkveUdHytdX4/XQBJe%208o6Pla6vx+ugCS95R0fK11fj9dAEl7yjo+Vrq/H66CKn3PFsnw7gV3a+xqRq2qbuba7bOO2gt4h7%20yrvHi1w+nxoPfEO3t4Zzfa92+i9/ToPPEPeVd4cWuP0+FA8Q95V3jxa4fT40HviHb28M5vte7fRe%20/p0EZL7ymk/3d1PbaN7tfpE7PTNBXxL3lHfvtfl0DxL3lHfvtfl0DxL1v2R37l2ui/4dZHviHb/s%20zm/fdvo/p1gBIeP/AIZ0bL72/venSQ8Q7f8AZnN9r3b6L39OgjFfdS0QIzputZ3t7NTirjav5v8A%20+FBXxD1v2V37l2un+nQeOKLra2nYi1tLBStCu6KVJOwggq2g0iZieDExq4GZjcvybOcy2GYcdwi7%20GZAWoHQOkEFZsOCt447KtMeWu4ry34X8JVt8dsFuanGnjDscPzHDzEJMuA2462bhSbthSFD5qkle%20w1Ay4bY7aWT8WWt66wz+/dv+zObt92/y65OjgMy2vlXmNvMwGFNY2QUoyEUFOlOsq2hKSbBWklPQ%20odBtVFuaTtcsZafJb5oeg2uT93inDf8A2V+We3bT0O9bmLcQlaI7ikLGpKgW7EHcfT41eROsawoJ%20jSdJeiQ9s/urouL72tnV6dZYaTmLnKHh4iyUa5uxLcUraKgtQuNaULUoDrtULd76uGs+NvJP2Wwv%20ntHhXzcK5yZztksmnIymu6ckrS84+FpCmr7RZBWFgoG4cKo56fucl+eY05uOuvd9q+jqe1xY5pXj%20FeGmnf8AZxdD8PH3P2jJz3TuJJRu27O04qrD+I88llZ/M6fLjpD4f928BtlxwyJ1kJKjqUzbYLm5%20FZ/hqfmsz/OZPy19/wB76+GcK1jInk9JUx/LtrH8NT89j+byflp73p92zCblmZPbJ33Uydm217KT%20T+HiO69j+atPfSktZkvdfknJLa40hTqFWDy5GkLFtl06VKCtnAkVHzdFtNta29Ovek4eu0iulq6e%20Wnc2LfLvP2MbQjGZRT7TYSlLT4QAEgWskKU9YDgL13jZ7rHGlMmsfT2lHnfbXJOuTHpM+MdoV/ir%20nfGgDLYLxCE7C/HJ++dHep/2U/e7nH8+PX0dpP2O1y/68mn0W7R9qiPetgbWeiy23B6SdCCPkOsf%207K3jrWLxi0dvS1noWXwms+37miznvNkLcIwYMdDi9brryEaydCUhISStNuzv/m2w931mZ0jFw89U%203Z9DiNZy8fKI7Qz2ZfvC5kitKaSnG495O19qyHFi3pAKV3gvwtprtS+73FdY0pXt6/qR712e2tOu%20uS8eHhH2fW3WB5NxOJcEjwrsudfV4l8tqIVe90p1WBvx39dTdt03Hi4/NbzlB3XVMuaOX5a+UOh8%20S95V3hxa4/T4VYK48S9b9ld3Xtdr73p0DxD3lXeHFrj9PhWBFT7pltK8K4D3axa7d9pQT8/hasi3%20iHvKu8OLXH6fCg43nwvQcliOYkMuJER0NSNqNqDdQF0lR2jUn5apup60vTNEfLOk+jtqu+lT+pS+%20GfxRrHp7aJcqT25/OubycZtb7am0obKSm+kaQPSKRt7vprGxvGTc5L14xpHb3Nt/jnHtcdJ4TrP2%20/e3nN/NCsJh3XwypEp36qIFlBBWb9qyVKNkgat3QONej2uD9S+nh4vNbnP8Ap018fBj8jYN/DYor%20kR3V5GcrvpayUXB2lKTdd9l/u3JrbeZ+e/D5a9zXaYP068fmnvdH4h7yrv32vy6iJTVzsVDzGIai%20TYa1p7tPduAthaFaR2kHVsqPuNvTLXltHBI225vhtzUlzEPLZ3k11MPLMuS8Ko6YspNitAG4ekob%20vmk/cNVVM2TaTFb/ABY/CfLt5excXw4t7HPj+HL418+3n7W8he8Pl+bkUQI/fKddOlpakpQhSvwQ%20VKG3huqbi6nhvfkiePuQMvSs9MfPMemPGGFzJzjKdfThMA2pzKv9lbgKFBofOsUqUNQ4n5tcd7vb%20a/pYuOSfd29zvsdhXT9XNwxx7+3va5j3XoMhl+ZIkSNoXLaAQC4sklVnC7cDp2XP+zhXokaxNra+%20f0+t3v16eWYrXTy+iPQ3Z5B5Rvtw6+H55fDd+eqb/Fbf8vvn70L+X3P5vdX7mOnkHldxbwGOeRoW%20EgIe2p2JVba4d9/vHprWekYJ8NPXLaOsbiPxe6Puc9meScZA5j5eYSl7wOYnKhOMuFN0d3BlTNQW%20kknV4TRa3G99lqjz0SnPrEzy+X9UiOvZOSY0jm8/6P1KrpRlAoFBIxI5liWUXkJbLSXCSbIJCiAN%20wuQL232HQKCtByvvL/07D/xzl/8AzyFQdVQKBQKBQKCMe/eyf1gt/ZooLUCgUCgUEYP7FH/Vo43+%20aONBagUCgUCgis/31oX/ADbmz6SKC1AoFAoFBGZ9inZf61rZ/wBonb8lBagUCgUCgUEIdu5Va32r%20u7d9qqgvQKAQCCCLg7xQcDn+V53L8l7mHlhYYQhJXOgH7Mtp7SikH5vHTw+b0VZ4dxXLHJk4+Uq7%20NgtjmcmP1x4Mrlv3m4/LTRDlMeAcWklpxTgWhRAJIJKUadg2f9L6bjp9qV1ieZtg39bzpMaNnnpv%20L0mHOjTp0duNIYQhKy4knWFLIKQDtKTY1XZdnbNWaaTxWOHeVw3i+scH5/yz7wMpjHYsWU4HsW0A%202prSnUlF/SSoC5KegmvK7XqOTDaKX+WvCY8Y/s9duumYs9ZvT5rcYnz/ALs2J7yeZ5WY0xWEPtvK%20KWIATuHzTrHavs2km2/dXSnV81snCNYnuq5ZOjYKYvinSY77dv7tDJh5TDZRuflQ2qU2+mQWC824%206ty+uy0IWpQCuKlD+W1SendD3OXNW140rrrMz270fqPXNtjwWrSdbacsRGvjH1M6Xj/eLkM+zMdj%20yWJb+lTDqNSWmUK3J1AkNgDek7enaa97XJt60mImJiPf97wF6Z7X1mJiZ9kOs/gnnB03e5qfRcbe%207DnD7jiKg/u8Ud2OO3qTf2uWe/JPb1pP8g8xNx3FnmyYtKUqUUnvbGw3bXzSd7j/AOOvb1Mfs8n/%20ACT29ah93/Mh/wD7dN/73/n0/eY/+OO3qP2eT/kn3/efwJzU2R3XNcpXTr73hbpdVT95i/447eo/%20aZP+Se3rczzNy5z63ko6HHZOUtYxpLOspQq/G2xsg8T9+pm3z4OWeEV7e9Fz4c8WjjNnRDmX3gYZ%20AOYxAmxkjtSI57dhvUot60j5Uiov6GDJPwW0n6Un9fPSPirrDcYf3hcs5LSjxHhH1fmZNm9vUu5R%209zbeo+XY5KeGsfQ7497jt46T9Loylp0JUQlad6SbEfdFQ5rE96XE+TDOPx8rxDMmO1IZQ8FJacQh%20aUq7pG4EHbtrS+Glo0msT6m9Mt6TrWZifoZwAAAAsBsAFdIhzKBQKBQRXbxrW3b3Tmz6TdBag5v3%20gycY3yxMamuhCnUjw7YI1qcSoFOkHhf0uqtb7Gd1WcccNfHyb49/G1vGTv08PN+dcjcxYzCPz5sk%20LU+mNoisiwS4StPZJ2m9wNvReufTv/W8uC3Na1ZmeHDXhHfrxiPJ16n/AOyYtxTlpW0RXj8WnGe7%20wmfNtuWcg/zlzgzIyoQG8cwXmYzYUGypC0gHaT85YUemwG6vQbikYMUxX8UqDBec+XW34YfqdUq3%20KCEC3gY9rW7pFtO0eiN1BR5hl9pbLyEuNLGlbawCkg8CDWtqRaNJjWGa2ms6xwlw6vdNjTNcdTNd%20biqJKGEIGtOzZ9YSb2/o1Sz0SnNrzTy+X9V7HXr8mnLHN5/0/q6XA8r4jBtqTCbPerFnJDh1OKHR%20ewAHUAKstts8eGPhjj5+Ks3W+yZ5+OeHl4NtUpEKCMe/eyb3+0Fr2/Ro3WoOb5y/1FyJ/jj3+R5O%20g6qgUCgw8tlGsbD8Qtpx9SloaZjshJccccUEoQjUUJuSd6lADeSBQQi8wQnsVIyTyXIbcMupmMvh%20PeMqYJ1hQbU4k7BcaVG4ItQXxc+RNjl1/HyMcb2S1KLJWpNr6gGHXgB1KIPVQaH3l/6dh/45y/8A%2055CoOqoFAoFAoFBCPbvpW/7UX/skUF6BQKBQKCEG3gY9r27pFr7/AER00F6BQKBQKCK/21r9W5w/%20Gb40FqBQKBQKCEy3cpubfWtbf+1TQXoFAoFAoFBGHfulXv8AaO77fpFdFBagUCg+XWm3mltOpC2n%20ElDiFC4UlQsQR1isxOk6wxMauRb91fKiVPKUl9wOG6Eqd2N7dyNISf8AevU2eo5foQ46fi+l9Rfd%20ryk1MVqjLeCEoUlLjirXJV+CU39HjWLdQyzw10ZrscUeD6+GPKpmOSC27ocBtGDhDSCRa6bAL++q%201R5yRM801pz/AJuWOb2pEUtEcsXvyfl5p5fY5CD7tebI+bsy+IrDKiWcklYuRwKUJVruRvB2ddWE%205trpz8leef8ApjX26IH6W5n4Oe36cd3xTp7FsT7uuZW+aWZM0pXFYkJkOTVLSvvdKwv0SdepXHUK%2065d9jnFpHfMaaeTlj2N4yaz3a66+b9VqlXBQQnW8DIve3dL3Xv6J6NtBegUCgUGnzHKPL2XJVMho%20Lx/Pt3bcv1qTa/y3rvi3OSndLjk29L98Oc/gLmDEqKuWs0tpu9xFk7UfdNgpBP0Kl/vaX/2V9cdv%20tRP2l6f67e1os3zlz/h1+EmpZjPOK1iQhCVldkgWBupG6x9G9SMG1wZONdZ+hwzbnPj4W0bqF7xs%20+qI069y3JdSpIJktd4G1/jJBbULfSNcL7HHrpF47et3pvbzHGk9vUp8TZCDpfwEttz8Haf8AahPG%20sfx8T3Xhn99P5LHxR/8A4SX/ANPo0/j/APqhn99/02Pigf8A6JL/AOn0afx3/VB++/6bPfiRk1C7%20XLctaTtQe2LjhuaV11iNjTxvXt62P3tvyWa/M+8PmZpjvhgXccsIUgSJAcUlOpSdvabbHC23prpi%202OKbfPFvoj+7TJvckVn4Jj6Z/sjguZPeNzBFWxALCUtkJdyC0pQoFW23FOwfgouK3zYNvinW2vo7%20fe0w58+WOGnpbzGe7aL4jxuflOZaYq1wsqDYO/p1KtwvYdVR8m/nTSkcsO+PYxrreeaW0a5B5Qbb%20Laca2Uk3JUpa1brekpRNcZ3mWZ15naNpiiNOVnYfl3C4ZLgxsVMfvTdxWpS1G24allRt1Vyy575P%20mnV0x4aU+WNGxrk6lBGDfwUe9792i97X9Eb7bKC1AoFAoFBCOLPStm90Hh+iR0f9dBznOX+ouRP8%20ce/yPJ0HVUCgUGjzHL7jiVysctash4hiSlqVJkKjEsrBKAgl1DIUm4u23v22NBr3MPlZWMyOGlNN%20pey7UqTLkIUtcZhx0pQyykqQgvApB1ns7vRAUBQZvKmAcxXjnFRImOTLcQtOPx5Ko6NDYQVgltjt%20LttsgbhvoMP3mAHluIDuOc5fGw2P/wAch8RQdJ4Jn8J3j+dd4/SrOoeDZ/Cd33+1d/KrAeCZ2dp3%20Zu+td/K6qB4Nm99Tv9q71fjdVAEJkC2p3h+dd4fS6qB4JnZ2ndm76138rqoJMxG1OSQVOW1gCzjg%20Nu7SeCt+3fQVMNk37Tu3YfrXfyqAYbJv2nduw/Wu/lUAw2TftO7dh+td/KoBhsm/ad27D9a7+VQe%20+DauTqc2/wBa5+VWNBCFFaVEYWVuEqQlV0uuBO1I3DVurMi3gmfwneI+2d4/SoBhsk31O8PzrnDb%20+FQPBs/hO7Nv2rv5VA8Eza2p3db7Z3h9KgeDZv6Tu+/2rvRb8KgiuKz4ptGpztNuH7Vy/pI46r8a%20CxhMkW1O8fzrvH6XXQPBs3vqdv8ArXOv8broHgmbEandv9c7+V10AwmSLaneP513j9LroHg2b31O%203/Wudf43XQSlRWkNJIUsfWNjtOOH0nEjirr2UFTCZItqd4/nneP0uugeDZvfU7f9a51/jddA8EzY%20jU7t/rnfyuugGEyRbU7x/Ou8fpddA8Gze+p2/wCtc6/xuugCGyPnO/K64ev8LroIxYjSml7XBdx0%20dlxxO5xXAK39fGgsYTJFtTvH867x+l10DwbN76nb/rXOv8broHgmbEandv8AXO/lddAMJki2p3j+%20dd4/S66AYbJv2nduw/Wu/lUEkxWjMdTdexts3DrgV6S9+3dsoLeDa/Cc/tXPyqxoHhGvwnP7Vz8q%20mg88Gzb0nd9/tXOm/wCFWQMNk37Tu3YfrXfyqAYbJv2nduw/Wu/lUEpkVsRH1AuE92rZ3rnAHgVW%20oKmEyd6ndvQ66OnoV10AwmT853b/AFzvX+N10AwmT853b/XO9f43XQPBs/hO7Ln7Vzj9Kg9ENofO%20c/tXPyqAIbQAGpzZ/WuflU0GE7hsZOLzU2OmS227dCXipwAltJv2idu21bVvNeMTMNbUi3CY1ZiY%20TCQAkuADYAHHLAD6Vatn14Vr8Jz+0c/KoHhWvwnP7Rz8qsaB4Vr8Jz+0c/KrI88I1+E5/aOflVjQ%20Y0iBFefTHeBdZdadDjS1rUFDUgbbndtraJ04wxMaxxUi4nHxGQxFa8OyCSGmlLQkE7TZKSBS0zad%20ZnVitYrGkRor4Rr8Jz+1c/KrXRseEa/Cc/tXPyqaB4Nq99Tn9q5+VWR54Nm1tTvT9q7938Kg9ERo%20fOc/tXPyqCEKIyqIwrUva2g9hxxKfRG4BVgNm6gsITI+c7s/rner8bqoAhMj5zuz+ud6vxuqgCEy%20PnO7P653q/G6qAITI+c7s/rner8bqoAhMj5zuz+ud6vxuqgixDa7x8XcGlwAEOuXPYQbq7W0/doO%20d5tjttcx8ilJWb5x4dta1/8AyPJfhE9FB19AoFAoFAoOV95f+nYf+Ocv/wCeQqDqqBQKBQKBQRj/%20AGsnYR9aN/6tG6gtQKBQKBQRg38FHve/dove1/RG+2ygtQKBQKBQRXfxrWzZ3bm36SKC1AoFAoFB%20GYbNJ22+sa2/9omgtQKBQKBQKCEM3ZVtv9a7u6nVUF6BQKBQKCKL+Nd6O7b/APzLoLUCgUCgUEJ3%207DIuL/VL2dPZNBegUCgUCgUEI1u+lW396L7t/dIoL0CgUCgUEV38a1vt3bl91vSR8tBagUCgUCgU%20EYJvCjm97to29PZHRQWoFAoFAoIR7d9Ktb7UXtv+yRvoOc5y/wBRcif449/keToOqoFAoOc5inzX%20W/BGPKgRnJkWM5kA422HW3nUpUGVsuqebKr6NRSg7eztsaCnL7Ak4vIY92RIeisy5EZl8yHe/wC7%20Sr0RJSsO3bUSjVr1C1ib0HnJsdAhyprL8h6FNkKXBTJkvyiGEfVoUlb63FWdKS4Nu5QoMX3mpe/h%20Zt1qO/J8NlcLKdaisuyXu5jZeK+8pLLCXHV6Gm1KISkmwoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUq%20B8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoNThfeTGGSzxyEDN%20oiKnIOIUOX8zdUXwMUKUdMMm/iQ8O3t2fg2oNt8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec%209n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUGp5S95MZPKuGTnIGbazSYMYZRtPL+Z0plBlPfpH%20dwyiwcv6Jt0UG2+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4%20l8u+Tzns/nPUqDUyfeVH/irHFmDmzhBBnCc5/D+ZuJReieFG2Hr2t+I3C2zb82g23xL5d8nnPZ/O%20epUD4l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQanmb3lRzjmRh%20oObXL8djy6Dy/mR/dROZMw9uGB2YveHp/B22oNt8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3ye%20c9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqDVcte8qOMc9++YObRL8dkO6%20A5fzJ/uhnPeDPYhkbYvdnp/C23oNr8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPi%20Xy75POez+c9SoHxL5d8nnPZ/OepUGpje8mN/FWRU9AzYwpgwRCc/h/M6jKD0vxSTaHrslssWuLbd%20nzqDbfEvl3yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqB8S+XfJ5z2f%20znqVBqubPeVGVyrmRg4GbczZgyRi2zgM0AqV3Ku4SSuIlAu5b0iB00G1+JfLvk857P5z1KgfEvl3%20yec9n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUD4l8u+Tzns/nPUqB8S+XfJ5z2fznqVBqcN7y%20o4yOeOQg5tMQzkHDkcv5ntRfAxgonTDJ/au+Ha27Oi1BtviXy75POez+c9SoHxL5d8nnPZ/OepUD%204l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1Kg1Mn3kxv4qxymYGbOFEGcJrn8P5nUJRe%20ieFSLw9dlNh+9hbZt+bQbb4l8u+Tzns/nPUqB8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9%20n856lQPiXy75POez+c9SoHxL5d8nnPZ/OepUGq5T95Uccq4YZ2Dm282IMYZRtPL+ZITK7lPfgd3D%20KNjmr0TbooNr8S+XfJ5z2fznqVA+JfLvk857P5z1KgfEvl3yec9n856lQPiXy75POez+c9SoHxL5%20d8nnPZ/OepUGqw3vKjjI5394wc2mIZyP3ORy/me1E8DG1E6YZP7V347W3Z0WoGR5kicwc08nNY2D%20lf7llX5Ut2VicnCZbZ/dE9jUp6VHZaF3XkJA1XJNB39AoFBKXDiTIy40xhuTGdFnGHkpWhQveykq%20BBoMRjA4qO+w7HjoZRFYXGixm0IQy024oKcCEJAA1aE3+592gzWWWWGW2GG0tMtJCGmkAJSlKRZK%20UpGwADcKD7oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNHzWl9LMB9qU8x3c6GgtMrCEuB2U0g%2095YalAIKhpvpN9oOywYL7czH83IlS0rdh5KQGIK0ZCV9Wrw19KoBCY5TqaWorCido2cQGGlv94y4%20rzrzrEfOzn1Ex3lx3FsRGVJjIDrSkOBCg2XrJVtv0XFB94t2a6nlWWufJdS645GUkrHdvNojyCl1%20zSPrFOBCFalEjZdNrklAzHfBSpGayU+Q5FgRy3AQ804tpehhQW7ocbIcBW8vu+wdR02G2g07rE7w%20iImTyMuG0xj52Qjq8U6w+gB67Pfu69Tio7KkhQWopv6WrfQbFtuTPysByLOlM5Esh7MBDq1MMtux%20ilDYYXqYS6XVJcTdBNgSrZYENJy/Cz0/CzozMyRPVAzchC1SsjKiLcYaaKEp8THQ4sDWsK0gadnC%20g3ScmnKx8OqIhYZjwlZVSHFl5QUlstR0LWSouXWpStRPaKL3oMPGqiNNAS8tKVBl4qNOnvKmPKWl%201TnZU0tKtbXf6inS1pBtZAFGGa0xOXicVhpa3VuT5S3lpfUpbzcFl0yENuqWVKUoJ7ppeon0t530%20ZYuYXIjvZidip8nuI0V9GQececdaTJccQU9wHFKabVHQF6tCQBcXub2D5nMRWWMxjlZTIpixXoy4%20gYmPLlqkOM6/CoeUpTqg4AFaNWwKvcC1mg1GWXnGcJyhlpE6RJjIgE5SMmc9C71SIhkFzvWQFLXp%20bVtcXYkDdqUaDoOY8g68chPjuKYRiIH1b2wFD0yylL23CVNMpB27tdNBNcGSXMnh4El6Ulh9lbDU%20jJymFha2CXG/FI76QQmyXO7v878GwoMjFSTl0cuMd84+hiKnIyn3QkLWtKO5ZKwkrRda1LXsJF07%20CaDBUlxKX1QcjLVg5kqDDElyS8tall5QkOMPrWpSEOakNgtkC4Oi2w0HkhsvYmRAYyMxWQamS4eC%20Lct8uFwKHbeUlWp5EZZKV94VAJFjdVB8vxs0eeMvjWMrKeXMwzrsdDrym2WH3HA2jQllIDejgqxX%201k0GS1KfRhZ+E7tbGSclN49R8c/kQDKbQouIfkhLvYZUVlOkWI3WNyE3XlRJypzciT3sTKJgNY9p%201xTRipjg9ymIk6FK0XcB06+N9Oyg+cNzRJQjNy3vGLmlhmS3EksSmG0PO6kNsNiQhtKe1oR2fTN1%20dNBmycQIi8PjYM2R+9mPDkpbedDIYac1SXn2UKS2rvhqQC4CSoi24kBiY91SpESW/kpCV5IZJGRS%20qSvumm2FntttqUUMFjSlGpIFr9ok2NBp88xk4+MM6NlckzAekSVYxlUl7WGG4Dq9Tji1KeUHHmta%20dazZNtibkUHRY91/C5ySnLFahJRNmMShPkvpEdp0LsuI8EtMaW3EgFu42WuOIa95h1UYJmzH8epz%20HTMy8WJC4ykyHHEr1LUhSdQjpWE2V2PwgdlYkZsReTjZ6DkMmhS2ssppuMUT5Se6cVDSVIVjyExy%20nW24dQJULg23kZH0fAyMVLy816ShOSlFUNqG86w88ltJYjNNqZU24rvAjvAkKttudl6DAlfvVhh1%20WQyT370w0XG90Gn1tNOvuL0rLjSSEvd+sd32wfxQFUNG5ixHH+YpisdkJYjJZfZnvKdU8hMtxaS2%20I6Hu8YQphIVqCUW2gKBN7BqMTBzWQ5PhtxpDspyLkZgeMnIyorjrDT0hptK5bAdd7PYNrWNqDOTk%2005WPh1RELDMeErKqQ4svKCktlqOhayVFy61KVqJ7RRe9BpXpmQiQ2GsdPeku5aHj1yFyJjhCXJUh%20LZW26Q6Y/fIcUAW0WFroSCKwNtGfVNx8PBqZWy6ue41MQqU7P+qhL71wiQ/9YtK1BDfaAtq022Vk%20SzC5Ed7MTsVPk9xGivoyDzjzjrSZLjiCnuA4pTTao6AvVoSALi9zewUcbgxf3tAenT3YUZ5hURpu%20ZJVKXIeYJ8Mh4OB9WrsuBHecbns0Gmdx3MzWWYxrmZlu5N+E004pUhxDHiHYk3tANAadK2UdoJ1b%20NW1VyQ3Dcp1OFyGFCFsZJyU3jlHxr+QAVKbQpS235Nnfq2VKUUlIsU/KQ+SCnJd+iXIQ41lkYtqG%20h9xLAjeHF2vDpUEXCFF0LtrG++kWpoLRFIxYz2Thuyn40YJhwmJEuTKS5KQSFlPiHHbXeWlnZbak%200H3JxAiLw+NgzZH72Y8OSlt50MhhpzVJefZQpLau+GpALgJKiLbiQGJj3iqTElP5OQheTGSTkUql%20L7ttphZGtttSihjuNKUakAWv2iTtoNVzQzk4/Js3JQsrkY0NExDuLaMhzvlsL7pr6x13XIKSvW4h%20Ov0VC4OwAOjcbm4/mxqVLC3YeRfSxBWnISR3avC+iqAUpjkEtLUVBRUCQbcQGIhJyMqI86+8xFzs%2019RLDy47i2IzCkRkB1pSHAlQb72yFbb9F6DSjJZR/wABITKkPRIbUQS8giW413CPErSl1cdKkolm%20Q2BckbBtFybUHUumFKkZrJz5DkWAwUQEPNOLZXpYVrd0LbIcBW8vu+wdR02G2g07rE7wiImTyMuG%200xj52Qjq8U6w+gB67Pfu69Tio7KkhQWopv6WrfQbOKH5ebxr8eVIE4NofzTXeumM20uMUpZ7gq7l%20DinVJWns6rAkm1gQwsbBzMmBzLjY8+RLkM5VsNPSpbjKy2G4zzrYfjpJYCrrADSABe2kUGTHlJyG%20MxuHDSm1uzXWpqFyHJlkQHSt60h36x1C3EJRdQBsqxA3UGtJzDzTT2PnSHMrlUZJt5hUlRQO5WQn%20um1Hu2FNFKWwpIFirtXO2hK0SZPVjsxjUty4qZMtnHwmpshMqQyqQygv/Wpdk+ggqdALhI6hYUGx%20nsFjNtfueS+X4LanJ8fvXVxUMJjKQyx3AUGUrW5oWmydVgTe1rhgY1URpsJl5aWqDMxcedPeVMeU%20pLqnLBTSwrU1391J0taQdNkAbaDXPRs3DnYVUjJ5BJfWXERHH12QwvIxkMtOgEqcWll8hRWpRJuL%20nZQbTEzZuAhZGJPQp3LxYjL4c8fKnofcdKmm9kkJLKlup9FKbG+wm2wM8413FzOWI6Jj+hC1RnmE%20q0tOERH3FuLSACtS3EgnUSBa4ANyQwMVOVHmQso/OeWuYMkrIsuPrWyhuM4bFDKlFDXclARdIG/t%20XO2gTILquXY48RJj8wZMvPw2I7zrREqSdet1LSk6244KQrXdISNxJAow+1PSP3x41U5/xiMujHpi%20h5aWCwWAVI8NqLZVpKntWnVsvfTsoywsnEkKwXMEvF5jINYtphK40jxK3FuyI4cU8pp50uKSyu6E%20/VFNyk6bJ3hRpWTZi4LOyy7KgeDxzbv/AKjKYdS+4uynDGSA1J1KeRfvF3IHHdQbtthWTm5mWHnI%207benHx3mSErCGD3j5SohWnW4stqI29nYQbGgwVLmucp8tTTNkoeCsZ3wSsgvF51hKy6bd4vslQsV%20WN+0DssGxlhqbnpJeeMeHiYikLkJWEaHZQ1LVr+YWmWwdXDXQaWLHfdXDiKmTEYXJznlwwuTJRJL%20DcW6EGQpzxGlx1C3UjXfTbhdNB8Mpk5LHYZMXKS/30sN92+2+soENl4hcl5q/cud80nSlTiFBSiL%20bLkIGuxcDOTHpsePOky0RpHeuNSslLi3aTInsaRIYDi020Nm1rHTt3UHSQJzOad5fQwlaYzccZN1%20Dqy6odnumELcJVr7S1KCidui9B5CDDULmBnJ5OUqJHnJSuWt9aHgDHjrKELa0FGtxRAQ1p32SBeg%20m0xOXicVhpa3VuT5S3lpfUpbzcFl0yENuqWVKUoJ7ppeon0t530GLmFyI72YnYqfJ7iNFfRkHnHn%20HWkyXHEFPcBxSmm1R0BerQkAXF7m9g+3EQIv72gPTp7sKM8wYrTcySuUqQ8xfwyHg536tXZcCNfG%2057NBmpjZaJJ5WE2c87J/ZpraV2ZcWmG8ta1AAFaitKT2iQNOwAk3DqKDCyeDwuVDYyePjTwzfuvE%20stvaNVtWnWFWvYXtQSPLeDS8/JjwmIk+Q2ppc9hlpEgJUnTsc032bLXoKv4TDycc1jZUJiTAZCEt%20xX20OtgNiyOwsEdm2ygnJ5b5dlPMPysXEffipSiM66w0tbaUG6EoUpJKQk7rbqD0YDEqxScXKjtz%20Yd9TjcpCHQ4sr7wuLSU6SouHVe2+gmOVuWBHZjDEQhHjuF6OyIzWht1W9aE6bJUekbaBI5V5Yky3%20JknDwn5jv2slyM0txfZ0dpaklR7OzbwoIjkjksJKBgMbpJBKfCMWJF7G2jhc0GwjY6PGkyJLd+8k%20BtBBtZDbSdKG0AAWSLqVbpJoMccsctCM/FGJhiNKWHJTAjtd26sbQtxOmylDpNB7A5fxGPkB6BGb%20ipS2Wm47CENNICla3FJShKbKcITq6dIoPGeWOWmJbkxjEwmpb2sPSER2kuLDu1zUsJ1HX86++g+V%20cqcrqgtwFYeCYDSy61EMZksocIIK0t6dIVY2uBQT/g3k+7Z/cWPuyLMnwrHYGoq7PY2dok7ONBnR%208bFZbkoI70THFuye8AVrLg06SLAFIQAgfigUGMeV+WTj0444iEcelZdTDMdruQ4b3WG9OnVtO21B%20kx8bFYkSH0C6pIbQpJA0pbaTpQ2kADsC6jbpUaDDj8o8qRmX2Y+FgMsykBqS23GZSlxsG4QsBICk%209RoPqRyryxJZjsScPCeZiJKIrTkZpaWkqIKktpKSEg2F7UEzyZyepxTpwWPLi761mIxqOoWVc6ON%209tBkR8BiYq4hhxm4jMIuLYix0IaZDjo0qc0JSO1pKhf8Y0Ff3Rif3l+8/BR/3lp0eO7pHf6LW097%20bXaw3XoEvFxJTjbjibKbdbeVpCR3imblsOEgkhCjqT1gUEZ3LnL0+WmZOxcSXMQEhEl9hpxxIQdS%20QFqSVDSTcUH1/D+B72W7+7Yvez0lE5zuG9T6TvS6dN1j+lQYf8C8k/8A+exv/k4/5FB9o5R5bZjP%20x4WOjY9uUEpkmIy0yXEJVqKF6U7Uq2gjoJoM2fiMTke6/eEJiZ3Cu8Y8Q0h3QsfORrB0nZvFBFzl%207DGRImNQ2Y2RkoW25kWWm0ybLGknvdJVf7t6D6k8v4KXCjwZmPjy4cUJEdiQ0h1CNCdCSlKwoAhO%20yg8Ry7y+hcRxGMiJcgJ0QVpYbBYTe9miE9gf0aCaeVeV0PPvow8FL8kOJkuiMyFOB2/eBatN1a79%20q+/jQT/gzk/uCx+4sf3BVrLXhWNBUBbVp0WvY2vQZ0bHR40mRJbv3kgNoINrIbaTpQ2gACyRdSrd%20JNBFnl7AMx5MZnGRGo8w6pjKGG0oeJ4upCbL+lQfUPCY2E+25DYRHbYZ8PHjtJQ2002V6192hIGn%20Wq2r7goJNcr8ssynZbOIhNynw4HpCI7SXFh37QKWE3Vr+dffxoPFcq8rqgogKw8IwW1l1uIYzXdJ%20cVvWG9OkKN99qDHPInJBFjy9jLHYR4OPu/3KDMj4DExVxfBxm4jEIuKYisIQ0yHHRpU5oSkdrSVC%204/CNBX90Yn94/vPwTH7y09347ukd/o3ae9trt1XoPHcRBW2wylsMsMPiSGWkpShTiSVgqSB+kOvZ%2084A0Ep3LnL0+WmZOxcSXMQEhEl9hpxxIQdSQFqSVDSTcUH0eX8CXJbhxsUuZBJRPX3Dep9JFil46%20frAfxr0GL/BPJpQGzgcd3YJUEeEYsCbAm2jqFBRrlXl2OXFwcdGgSXGlMiXFYaaeShSdPZWE8Ba3%20CgyH8Hh5OObxsqExKx7SUIbivtodbAbGlPZWFDYKDx7BYN+RHkvY6M7JhhIiPrZbUtoIN0htRF0a%20TutQfIwGJVik4uVHbmw76nG5SEOhxZX3hcWkp0lRcOq9t9BMcrcsCOzGGIhCPHcL0dkRmtDbqt60%20J02So9I20H2rlzl5WROTVi4iskVBZmlhov6gNIV3mnXfSLb6CCOTeT0NuNowWPS26AHUCKwEqCTc%20agEbbHbQZcXDQIslt6M0llLDHhY8dtKUNNN6tSg2hIGnUQm/9EUHyMBgg7LeGNih2ekonOBlvU+l%20W9Lp03WDfcqgMYLFxlQ/Cx0RWIPeGNFYQhtlK3RZSwhKRZViobPwjQfKuXOXlZL96KxcRWT1Bfji%20w0X9YTpCu9067hOy991B8p5Y5aTGfipxMIRZSw5JYEdoNurTtCnE6bKUOk0GP/AvJP8A/nsb/wCT%20j/kUF2eWMDGaaYgwmIMdt9ElTEVptltxxsdgrShIvpNlDrSKC03AYKdLamTcdFlS2QAzIeZbccQE%20nUnStSSoWUbi1BKRy1g3vFqTDZYen6ROkMtNodfSFAlDq9N1hQGk34UFMngMFlSg5TGxZ5aBDZlM%20tvaQr0gnWlVr220H0nB4VEwTkY+MmaGwyJQZbDoaAsG9dtWm2y17UGEnknkxLZbTgMcGyQSgRGAk%20lN7bNHC9BaNypytFfakRcPBYkMfYPNRmULRvPYUlIKd53UFW8HjP3UMXIYRMhm5dbkoQ4HVFfeKW%204kjSpSnO0dm+gg5yjym5GaiuYWAuMwVFhhUVkoQV2KihJTZOqwvamgyGcJjW4kqItlL8aYtapLTy%20UKQsLAToUm2koShKUAEeiAKDHTyjyomI5CThYAhvLDjsYRmQ0taRYKUjTpJA2XIoPqbytyxOcQ5N%20xEKU42hLba3ozTikoT6KAVJNkjgKDHPInJB38vYzZ/8Ao4/5FBs42Ojx5MiS2D3kgNpN7WS20nSh%20tFgLJF1Kt0qNBhI5Q5TbZeZbwsBDMjT37aYrIS5pOpOsBNlWO0XoKwOXsRjpPfQIzcRKWy02ww2h%20ppAUrWtSUoSntLITq6dIoPGeWOWmJbkxjEwmpb2sPSER2kuLDu1zUsJ1HX86++g+TyryuqCjHnDw%20jAaWXG4hjNdylZFipLenSFW42oCuVeWFKjqVh4SlREhMVRjNEtJSorSG+z2AFEkW40G0oFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20ClBIKlGyRtJO4Cg1n8Ucs7v3vCv/APuGvyq7ft8n5beyXL9en5o9rEnc9cqQy33mRad7zcWD3wAH%20FXd6rVvTZ5bfh9vBpfd4698/ayhzTyyQD+9oe3gZDQP3iqtP22T8tvZLf9fH+aPa+MpnW2sU3Pxr%20zMpC5UWP3iVBxvS/JbZXYoVvCXNnXXO1ZrOkxo6VtExrEsbmPnXG8vSWWsg0sNPp1JkB6IhOxVlA%20NOvtvuFNwSG21dVzsrXVlNznrHNKdXIiSmYLbklhOQWlruXHofeFxtsBwuqJDKyk6LG1r32UGsn8%2058wGe7HZgLxTDLcdx9+dGVLWyl7xH1imochWtslhA1BY0XJX1Bn5Pn3GYdqAvIaHGpjKXUzo8iGI%206twUWUvPtvugXuO7bVcEWudlBsuXs5Iyzcpb2OegCPIdjp71bK+87pakEjulrsQU7QfkJ30G1UpK%20UlSiEpSLqUdgAHE0IjVrjzNy4Lg5WGLbT/eGvyqj/u8P56+2En9nm/Jb/tlizuduV4ejvMg07rvb%20uD31rfhd3qt8tcsnUMFO+0T6OP1OuLpue/dWY9PD62UOZuWyAf3rD2i4BfbB+8VV1/d4fz19sOX7%20LP8Akt/2yx8tnj+6HJWDcanOocaQtbKTMDSFrAW4WWFBxzQglWhJua60yVvGtZifQ5ZMV6TpaJr6%20Y0a2T7wMXjMZBdnSo86VL73QqI5HitrDKglav76+0lsgqSFNlwqCrjbYkbuauI5+gZZuO/DgTFQ5%20inmoUtQYS288wlai0i72q6g0rSopCNnpUHyzzsTiIWXmQ3YLD7EiQ5FUG3nFIYZ77U2426ABYG2p%20NzxCaBN94WLgMrVkYkiC+FNBmNJXEaW6l8OKQtK1vhlAIZc2OLSrs2tci4ZGB5tYzk1nwQT4J2M4%206q5QtaXWng0pOtpbjSgOlKiDwNB0NAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoPh9hp9hxh5IWy6kocQdxSoWIP3RWYmYnWGJiJ%20jSXO/Dfkv/6d/wB8/wD8ypX7/N+b3Qi/scXl75abOe6bHyXml4h0QWwNLzS9boO300lSib9W6pGL%20qVoj4vicMvTqzPw8G1j+7PlBthtt2GXnEpAW8p15JWQNqiErAF+quM7/ACzPf9TtGxxeXvlnq5Rx%20KMMvEwe8x7C3m5IcYUFOJdacQ4lQLweSdrSdigRao2XLa862nWUjHirSNKxpDHmcmImIdS/lpxXJ%20YEae6kRErkNJUtSEuFMcBOjvVAd2E3G+9c3RaVydipUBMF5bymEyZMs2WAormB5LgJAGz+8q022j%20Zt6QmnlF1MhcxOcyQyDiG21zNUUqLbRcKUd0WO4td0/m79e+4Tkci49xgx2ZsuK07GTEmBks3kNo%20K1DvFLaWoHU6snQU3vtoNtjcSjHuSi0+6tmU6p8R193oaW4SpfdlKErspSr9tSuqwoMx5lt5pbLq%20QtpxJQ4g7ilQsQfkrW1YtExPdLNbTE6x3w54+7vk4/8Ay/8A75/8uoP8Vt/y++fvWP8AL7n83ur9%20zT5r3V4+Q825iXBBQNjrSgtwK39sFSib7hbdUTc9GpaYnH8PvTNt1y9YmMkc3u+xtGPdtyihlCHY%20XfOJAC3S46krUAO0QlYA+SpNek7eI4119c/eiW6xuJmZi2nqj7mcxyni4UR6PilPYtbykLVJjr1O%20AtnZ9uHkEWJFlJI29NSsG1x4teSNNUTcbvJm05510S/hJtKGlx8lMjZBtTyl5Jvw5ec8QUqcC0OM%20rYsS2i1mhbSLW23kI68LlmLFYhNmS++uFLfnJedLYU49J77vO8DaEIt/eVEaUi2ygxlclwV4tGNd%20lyXI7TchlgktBTbUloslCSltNwhKuyVXV0k0F8hyvFmTRPTJkRZyEMoYkMFvU33HfAKSHEOIVqTJ%20WlQWFC24A7aDJhYfw8luU9MfmSm2VRy8/wByCpKnO8upLLbSLi1hYDZv27aDYUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH/2Q==" height="252" width="624" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 8.&nbsp; </span><span class="textfig">Valores del índice NDWI obtenidos de los sensores <i>LanSat</i> y <i>Sentinel</i>.</span></div>
        <p>En
          el monitoreo de la humedad con el índice NDWI, en ambos casos se 
          obtienen valores iniciales entre -0,35 y -0,4, lo que identifica un 
          suelo seco, lo cual coincide con los valores de humedad del suelo 
          obtenidos de forma experimental (<span class="tooltip"><a href="#f17">Figura 8</a></span>).
          A partir del quinto mes este índice decrece hasta valores de -0,65 en 
          el séptimo mes del cultivo y se mantienen bajos hasta finalizar el 
          estudio. Con el crecimiento foliar de la caña se dificulta la 
          adquisición de los valores de reflectancia del suelo, hasta el quinto 
          mes del cultivo los valores se corresponden con el estado de suelo seco.
          Con el comienzo de la primavera, el NDWI comienza a reflejar la humedad
          contenida en la biomasa, con un ligero aumento en la misma a medida que
          el cultivo se desarrolla. No obstante, a la imposibilidad de monitorear
          la humedad del suelo, se logra identificar la etapa de modificación de 
          la humedad, la cual coincide con los estudios de campo. </p>
      </article>
      <article class="section"><a id="id0x7a0a200"><!-- named anchor --></a>
        <h4>Correlación entre los índices y las mediciones de campo</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En la <span class="tooltip"><a href="#t2">Tabla 1</a></span> se muestra la correlación entre los índices espectrales y las variables
          de crecimiento a través del coeficiente de correlación de Pearson. En 
          este sentido, la correlación más fuerte con el NDVI se obtiene respecto 
          al diámetro del tallo, alcanzando un valor de 0.93, seguido del ancho de
          la hoja, la humedad del suelo y la altura del tallo. Es de destacar que
          todos los coeficientes obtenidos, excepto la cobertura, tienen valores 
          positivos. No obstante, tanto la humedad del suelo como la cobertura del
          mismo no tienen un vínculo directo a la respuesta espectral del estado 
          vegetativo de las plantas por lo que la correlación con el NDVI se 
          establece con mayor claridad respecto a las restantes variables. De 
          igual modo en la correlación entre NDVI y NDWI se obtiene un valor 
          próximo a -1, lo que evidencia la baja interdependencia entre estos dos 
          índices. Con respecto al índice NDWI se obtiene solamente una 
          correlación positiva, la cobertura del suelo con un valor de 0,67, en 
          los demás parámetros se obtienen valores negativos. A pesar de que la 
          humedad del suelo es el parámetro que mayor relación guarda con el NDWI,
          la correlación obtenida es de -0,817, el desarrollo del follaje de las 
          plantas constituye uno de los factores que impiden que se establezca la 
          predicción de humedad adecuada.</p>
        <div class="table" id="t2"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Correlación entre las variables</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>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">índice</th>
                    <th align="center"> </th>
                    <th align="center">Alto Tallo</th>
                    <th align="center">Cobertura</th>
                    <th align="center">Diám Tallo</th>
                    <th align="center">Ancho Hoja</th>
                    <th align="center">Hum. Suelo</th>
                    <th align="center">NDVI</th>
                    <th align="center">NDWI</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td rowspan="2" align="center">NDVI</td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">0.782</td>
                    <td align="center">-0.896</td>
                    <td align="center">0.936</td>
                    <td align="center">0.911</td>
                    <td align="center">0.873</td>
                    <td rowspan="2" align="center"></td>
                    <td align="center">-0.873</td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                  </tr>
                  <tr>
                    <td rowspan="2" align="center">NDWI</td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">-0.491</td>
                    <td align="center">0.675</td>
                    <td align="center">-0.734</td>
                    <td align="center">-0.686</td>
                    <td align="center">-0.817</td>
                    <td align="center">-0.873</td>
                    <td rowspan="2" align="center"></td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.020</td>
                    <td align="center">0.001</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                    <td align="center">0.000</td>
                  </tr>
                  <tr>
                    <td rowspan="2" align="center">Diám Tallo</td>
                    <td align="center">Coef.Pearson</td>
                    <td align="center">0.9273</td>
                    <td align="center">-0.9585</td>
                    <td align="center"></td>
                    <td align="center">0.9900</td>
                    <td align="center">0.8883</td>
                    <td align="center">0.9363</td>
                    <td align="center">-0.733</td>
                  </tr>
                  <tr>
                    <td align="center">P-Value</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center"></td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0000</td>
                    <td align="center">0.0001</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>El modelo ajustado del análisis de regresión lineal entre el diámetro de los tallos y el índice NDVI se muestra en la <span class="tooltip"><a href="#f18">Figura 9</a></span>.
          Mediante el mismo es posible realizar un adecuado pronóstico del estado
          de desarrollo del cultivo a partir de los valores NDVI con un 
          coeficiente de determinación R<sup>2</sup> de 87,6%. Asimismo en la <span class="tooltip"><a href="#t2">Tabla 1</a></span> se muestra una elevada correlación del diámetro del tallo con la altura
          y con el ancho de la hoja, lo que posibilita la predicción del estado 
          general de desarrollo del cultivo. </p>
        <div id="f18" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 287.805" viewBox="0 0 500 287.805" height="287.805px" width="500px" y="0px" x="0px"  version="1.1">
              <image transform="matrix(1.2195 0 0 1.2195 0 0)" 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meZ+PDhzS%20G3uoszWaqb/+cds9LRIUlZ+3MuTN1s5cGQSTFzIrNb1I3U4j3D2Uj6U6MknGvLNe2rX298uNZpps%20F/6jsNjDqlK6rFzZkeHGLJ0+ZEjji5mEZKhpOYgE28TVqm7De/y+7ebG7kxwsyp3SW/qZWT1APH0%202EJt6BxZ/wBZifOpHByTVquNXSgWFqMxFCilAoBIAufCgqX7kxJWMWrjfazjh/LWMKm1/XkMREvv%20HMW91B4uv3eZc7HMGLEf/hMAkXHA2fIcCQ/SgSgn4WvwcGIxYkCQox5n5RxZvvMfFm9540EigUCg%20wlmihjMkrrGi+LMbD+2pddERWVttmZpDQmTkTsDBFyQ34yygrcfopwb6zb665xfddlGHL4Ok2Rbn%20OPJ4pVdXIoFAoFAoFAoFAoFBz/cL5q7zRnCiimn5sn0TSNCluj99Ul4+7loL9C5RS4CvYcwBuAfO%20xIF/yUHtAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoMJpoYInmmkWKKMFnkchVUDxJJ4C%20gqx3B8XZdPivn83hkn8HFHG1+q49Q/8Adq1AXQvlnqbrIOcTx+DA5MRfO3SH7y3tkLfQKC2jjSNF%20SNQiKLKqiwAHkAKD2gUCgwmnghXmmkWNT4FiBf8ALWbrotxmWrbZnKEb4nLyD/Kx9OL+PMCCf1Y+%20BP0m1c9+6704Rxz4N7ltvqxnijxZxYEKOJZC0848JZeJB/RHBV/ZFat0oiazjKXakzFIwhJro5lA%20oFAoFAoFAoFAoFBz/cMmYm90bYkKTz82TaOWQxLbpcTzBJP/AGaC/QuUUuAr2HMAbgHzsSBf8lB7%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCLsNrrteivm5CQ85tGrH1OfYij1MfcBQQTn7vO%209OvxPgoT45mcvH9jHVg5/bZPoNB7F25iGRcjZSybLIQ86tkkGJGH50cAtEpHkeW/voLZHR1DowZG%204qwNwR7iKsxQe1AoFBryMmDHTnmcIvgL+JPsA8zWbr4tisy1bZN2SP1thkfuYxjR/wASYczkW8Vj%20U8P2j9Vc96+7KKRy+Dpu2W5zWeTxbIcGGNxK95si1jPJYt7eHCyj3LWrdKImuc8bF2pM4ZRxPc3P%20wcHHbJzsiLFxk4vPO6xov0sxAFd9PTuvndtibp4oxc5mjin+ZmXuZGx+xdLNvhzcn9ZmPweqRrgM%20fiHBkmC+J6MbX8jX2Y+0W6MV+VqRpfsjzan9sYW/ymHOdSvpiryL5fdwb1xk99byTLQ8f6BqWkwt%20cgP5rupXJyf22VT9yrd900dDD4unFv776XX9Eem3oiZ/cbkz6pd6AALDgB4CvhOpQKBQKBQKBQKB%20QKDnu4psyLd6NsSBcmbmybRPJ0hbo8Tzcr/ktQdBGXKKXUK5A5lBuAfMA2F/yUHtAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoK/O3uBiynHBfKzbXGHjKZZbe1gvBB73IFBU5eT3Lm7CDCkdNHhZEU%20r9WNkmyy0bIAgZ1aCMsrk8Oc8K7WWVsm7imMOerMykdra7FgXJexycqGZsY7WY88+QqBbszn2NdW%20C2XmU8qgWFXXsiJiYwrFacW2cckrE1X1cFc/3PkyM8GPj4kmyGO3xOx10RS745SRUB6hVWvIAVS/%20q5T7K93xLIxmZ3K4W3TXOscXJw8FWZbe2ulKcrMw4GxNbOVWDEdOkVliZ0nYx8OndrKVt4rfzrPy%206xS26d6+M5zwmlMeHj6acCwu68aqXuCWJJsYZzsupZJTkCMtzGVShiDdP18luc8PMC9d9LUiy2Zj%2011in1py5LFk3Tg16M7ObGlEBaDWmQ/0+We7z9DlX81vLn5uQuT6bVy+TdddMYbs083PzZZUry1wb%20ti23PHbj250vLEeCYfh4hNsMyQwwyzEt6hG8hLt4hQsbcBYX4cL1ND41tZmf6cZnh4I+rN+rM4cH%20EpNp8yNB2/kvru4cuJNuBG0GFhh8ifIWbm5eljRiSfgYyDwt53419TQ+06uvbv6Vs+3jWbqRFtOO%206aW8LlN8RhKuPcnzN7hUL29oE7dwpAP/AFTuA/zAVgCTHgQFm5gPKWRfePKvR/xPhaH+bU9279Ol%20l033f7YlneunKKc7fhfKjUTZi7LuzLm7t2aMWifZBTiQlgAehgoBjp4DiVZvfWNT73qW27nx4jQs%20/Z6p/wBV/qnriORY0oznF26IiIqIoVFAVVUWAA4AACvjTNcZdGubLxoWVZJAHc2RPFiT7FFyaxN8%20RhMtRZM4w21pkoFAoFAoFAoFAoOH75jiffaOfCYTbXBzMZ58OLLlhyRizy9JnjhUmN08TLzp6kVh%20cGxEj1R1dhdPlW/cU2XFvNG2LjjJl5skCEyCIW6XFrkMOFUW+vyM+ZHOZiDEcGyKJBLzC3jcBbUE%20qgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg8ZlVSzEKqi7MeAAHmaCnfuWGdjFpoG2so8ZIiFxlPD7W%20Q3o8/BOY+6gDUbTNPNtc5kjJB+BwSYogOPBpuEz/AFFB7qCywsDBwYejhwR48XjyRqFBPtNvE++g%20zycXGyoTDkxJPC1uaORQ6mxuLhritWXzbNYmklGUcccUaRRIEjQBURQAqqBYAAeAFSZmZrIyqCBm%20a7IkyDlYeUcXJdVjlYoJVZEJKjlJFiC5sQfPzrtZqxEUuisdSUcsIMfXQfC2nbujqu0M1pX5upMz%20hyyr0zGy3LD6R9qvbqfIitZmPapGGFcojCPVX88izTmco253WH4/IPD+UgPnwaY/8VT+36q+N57v%202x2/g7eW3909n49jbBhYuOWdV/EP25nJZyPezXNvd4VuzTiMs2b9Sbs8nKbX5qduQZr6zTR5Pcu5%20jYK+BqI/iOmSbfjZF1x4gPPnkBHsr7Wh9l1rrd/Um3R0/wBV80rzW+q7ohwnUjgxV8vbvzI7s9Xc%20GxTtXVcyvFqtOwlzzYg3m2DraNhY/uE8D9qvRb8r4fxf8Vvv6n6r8LOizh/nP8U3brs8HS9s9j9q%209sxsun18cE0hYz5j3lypSx5mMuRIXlfj95vor5vzPuOv8mf/ALLqxwRlbHNbGEdTdtkRkupZ4YV5%20pXWNfaxA/wCNeC66LcZbttmcIRxnvL/pIGmT+KxEcf1E+o/UtY9yZ9MV7IdPbiPVNO2XnwmXNxyM%20llBteKD0D+/9v8hFTcunOerapv2xlHXtTvboMPFx7mGJUY/aYD1H6W8T9dbt07bcoZu1Lrs5bq2w%20UCgUCgUCg5/uDujO12fFr9Zo8zeZjR9edcVseKOGLm5VLy5MkKczkNyItybHwHGkZrwLfWbCDY4M%20OZAGEcwvyOLOrA2ZGHGzKwIPvqzCJNQLC9/P20HPdxT5MO80bY2McqXmyfwg6R8OlxN3IoOgQsyK%20zLyMQCyXvY+y4oPaBQKBQKBQKBQKBQKBQKBQKBQKBQKCJsdvrNcitm5CQ9ThEhN3cjyRBdnPuUGg%20grnb7PI+DxF1+M3hk51zKf1cZCCL/pupH3aDIds4Ux59nLLs5DxZclyYL8PDHW0I8OF1J9/jQWyq%20qKFUBVUWVRwAAoPaBQKBQR586CJ+kt5p/wCBHZnF/M8QFHvNq53akRNOHibt05mK5RxtfJssg+tl%20xYT+anrl/vH0r9QP01ml92fljtarZbl5p7HmRNqNPiSZeVNDg4qAtPlZDrGvtLSSyEflY130Pjzd%20du6dszdPFjM/WWL9SZxmXB7f5n5e4x+l2Prp9jjM4jn7iyL4WrjUkhiuTIrPJYrYtFGwH3hwNfoN%20D7PbpTX5N0WTwWR5tSf4xhHNdMczhOpX0qf/AGdtNzJDH3r3Tk7TTXtkJr5GwdakjqxMBkQmadOI%20HPJL+j4m1ev/ANhZo1/42jbZqcG9G/fMYeak+W2eSLeXJjdmfVL6D2fg67WYc+t1MUUekxGVcGSF%20URCCgMi+gKr8rfn+fgeINfB+fq36l0X6kz7l3qr+OXN9JdreKFqdlExtjRvkm5F4h6Lj/mNZP7a+%20Z7sTljtx5O/tTGeG3Fm86Wym/eSpjofFYhzPb2c7cP8As1N2+c5pzeP4FbIyivP4fi2Q6/FicScn%20UmHASyEyP9TNe31Vq3StjHhS7VunDgSK6OZQKBQKBQKBQKDxiQpItcDhfwpI+Lb/AHO87g6Umd/t%20zEljuOfE7rzMGcpxvFK+JjrzLwPpLEDyqUqtaPpnYj83aGr/AAcTHCQ9NYMCX4jFVY2KKIpv8RbL%209rzrVzNsUX1RSg5/uKfIg3ekkx8V8uQNk/goyIbdHxvIyr9VBfRszRqzryMQCyEg2JHEXHDhQZUC%20gUCgUCgUCgUCgUCgUCgUCgUFbldw62Gd8WJmzM2P7eJir1pV9nOF4R38i5AoNPR7i2AJmlXU47f4%20MPLNkkfpSteJD7lVv1qCVrtLrsBmkgjLZMgtNlysZZ3sAPVI5LW4eHh7BQTqBQKBQKCJJsYy5ixl%20OVMOBWO3Kp/Tc+kf8fdXGdaMrfNO3C6xpTndhG3A8+GzZ+OTN0U4EQwEg/Q0nBj+yFpuXXZzTkjx%20/Jd+23KK8/h+aj7g767J7S5MTMy41z5mVcfVYqnIzppH+wEx4g8rF/DmItfxNfU+B9n1taK6dlLI%20zuny2xz3Th9XDU1scZUv+6vmN3HkPh9v6VO3IAqtJsd+b5Ijk4dSHAgZrkWNupIov4+Yr6H/AA/h%20/Hje1tT3Z/Tp+mvFN93+22XPfunKKc6ZgfKfQtkx7DubIyO69snqGRtn6sEbkDmMGEvLjRC44WS4%209tctX73q7s2aMW6GnxWYTP8Aqv8AVd105FjSjhxdbJmYMA6POvMo5Rjp6msB4BF4+FfDv1YicZx7%20Xe3SumK0w7GoHPkQJBBHiQD0jq+prW8o09I/vVmbr7scufPbpa3bIzmvNt9GSarHsomZ5wtrI59A%20twFoxZAPqp7UT6pm7nPdngpG3HmmAAAACwHgK6uRQKBQKCun3+sjzBgpIcnNuFbGxwZXS5teTl4R%20gfpEUFjQKBQKBQKBSYHyrvftrB1uYkWm0GhxsGDF+Jyp8rRyZ7MiyhJWVoDEqmFCHKsSzXuo9JqK%207X5fqF7M1ICooMAI6WK2DGbsTzJiv6olb7QU/kFbu+kdzMOgrKlBz/cORNBvdG8ONJlvzZI6MTRq%201uj4/ivGtvrvQX8bMyKzKUYgEobEgnyNrjhQe0CgUCgUCgUCgUCgUCgUCgwnnggheaeRYoYxd5HI%20VVHtJPAUFUN/LlA/0nAmzFPBMp7QY1/bzyEOy+9Eag8Ol2Obx22wYxHxwsK+PFynxV3u0r/3lB+7%20QWeJhYmHAuPiQpjwJ9mKNQqi/jwFBuoFAoFB47oil3YKo4libAfWakzEZrEVyRP6gZjy4cRnH8e4%20WEftHi37INcvdr6Yr3bc1XT2qeqad+3O8bEklQvsJgY1F2iS6RC3iWJN2+s2qxpTd6uqNsdsD3Ij%200x0zm5XO+avbUWS2q7bhm7m28Z5PgNQgkija9vxsn040IB8eZ+Hsr7uj9j1Yti/VpoafHfh/bb6r%20uiHnu1azxy0f7c+Y3cw//Zdsnb2ra99PonY5LgkELPsJFDCwurCFFv8Aerr/AMv4fxv8Nnu3/r1P%20T0acdm9M8zO7dOeC2wuwuztBr3TU4cGsk6iTtnsOpO8qSCUNNNITLLdl48z8a8PyPu2tq3b2tfN0%20UpTKIilMIyjkpDdmlwWxil4X9UnzPjpolknWIwQFA0UCo5V3YmT8VixVfzbcPfXi1PkRNu7pxNK1%20rdhzO3tRE1unqx/DtWXwU8vHKyGa/wDhw3iQfWDzn+9Xn9uZ9U9WH4r7kR6Y68fw7EiGCGFeSJFj%20X2KAK6W2RblDF10zNZZ1pkoFAoMJ54IImlnkWKJBdpHIVQPeTQVR3uTmAjTYbZSngubMejjfSpIM%20kg/UWx+9QP6BLlEPt82TLPH+ViJx8YE2/MQ87+H+I7fRQWWHhYeFAuPiQJjwL4RxKFW58TYUG6gU%20CgUCgUCg+X9qt81xo8b+iY/bY1dm6HVlzxMfUbma0Z/Evfn4+NOCK8ULdOM8OM7cO3U77tw746XG%20/wBwCEbizfGDFJMHNzm3S5vVyctrc3H28as0RZVAoOf7hyZMfe6OSLHkyn5skdGHphrdH7X4rxrw%20+m9BfoxZFYqUJAJQ2uL+RsSPyGg9oFAoFAoFAoFAoFAoFBEz9rr8AL8TMFeQ2ihUF5XPsSNQXY/Q%20KCCczuHP4YeKutgbwysyzzWt4rjobf33H6tBsx+28BZVyMxn2OWp5lnyyJOU+P4cdhHHx+6ooLWg%20UCgUCg1z5MEC3lcJ7AfE/QPE/VWbr4tzatsm7JH+Jzcj/TRdKP8AjTgi4v4rGPUf2itc9+670xTn%208Pyb3bbc5rzeP5oe2yNLptfNtu4M1VxMZC0uRlMFiUD7sY9JY+AABY+Art8f4N+tfFlsTqXzlH4Z%20Jdr0jDyxtw5uXT5mbHuJ2x+wNO+0UW593sOfC1sfNxBXmX4if/px2/Sr70/Z7PjxX5d+5+y3zX//%20ABt6ZryPPGpXKETbdhbjY4keX3xu5dwGliV9PiD4PUQdV0VnkiQ9bIWI8R1pCp81tXTR+6aendu/%20F0408J893m1JpXKfTbX9tteKWZsmfVNXTaVMXST/ANF1caT4EUReOHGigi6EgYDpsIEhiUODzC4B%204HxuK+J8v5fu+e6s6kzxzNeWt0zlzvRZozGeFq55dlOfWy4kduIj/EkP7TAKv5DXjpfP7Y652626%202R+7sjbqbItfixydUIXlsB1ZCXbh7CxNvqq26VsTXhS7VumKcCRXRzKBQKBQV2X3DqcaZsczdfLX%20xxcdWmlv7CkYblv+lagosjN7k2OfkI2WvbWJicpUSdGXIkRhzdU8/UhVL+jxNiG91eq2ylsTFu9v%20c+HJhTHh4c4wwmuZT9Fo9bNg4mxzMQz7CaNJXmzD15VcgG6l7hPoULb2Vy1rItvmImtJWMl/XJSg%20UCgUCgUCgUCg5nuHurd4G6h1Oo7en280mOcqXIM8OLAi8/TCK8pu7+bKo4C3tFBa9ubLN2elxc7O%20xFwcqdS0uIsqZAjIYjlEsfofgPEVZgWNQcd3lFktt9W2Dv5ddsUyIHTD6saYxxVlHxJnhb94JI7x%20p5hyOW3E0tzJy2z7Fj3DlPjbzSSpjy5TXyR0YAhc/g+PrZFt9dBbYGbJlozPiT4nKbBZxGC3vHTe%20ThQSqBQKBQKBQKBQKASALnwoKibuTEaV8fWxvs8tDyvHj8Y0bjwknP4SeHhzX91B4MHuHMuczOXA%20jPhj4Khmtf8AOnmU34fdRfpoJmBp9bgMz40IWZxaTIcmSZ/P1yuWdvrNBMoFAoFAoI0+wx4mMYJl%20m/gxDnfy8QPDx87Vzu1bYmnC6W6UzjwcbXbZZBNyMOI+AFnmI+nii/21nz3ftjt8O9fJb+6ezx7l%20Bu+9+we1stcbY7CIbeSwTETmys+TmBtaKMSTerl4cLV9P4X2XX1o39OyZt4b5wj+67Dtc9T5HBM9%20H4K0b/5k9z+jQ6n/AGrrW+1tt4gfMIP8HXo3pI9szj9WvfPxfh/G/wAt/vX/AKdP09N8x/2xPO41%20unLBg3yv0uNLDuN3sZu4N7jydaDJ3cnVxhJaxWHDQLBCL2KlE5lNuJ43zqff7rbZssi3R0rsKWYX%20Tz3eq7pmktW6E3ThjLpsBdpLmzZzwqk8saQDi6wokbMyn1qkjsef7igeA8yfjanyN62LNOJ3Yxrd%20hnTgdo04jG6eiNqbZLD4Dq8cx/iP+XbliH7Fzf8AaJrj7VfVNe7q8Wvdp6cO/r8G3Gw8TFVkxYI4%20Fdi7rEioCx8WIUC54eNda9jlLdQKBQKDXkZOPjQtNkSpDCnF5JGCqB7ybCgqj3GMkBdRhzZ7uLpK%20ytj43iBdppF4jj+YrH3UAafZ5ovts89Nhxw8Hmx4rEcQ8lzM/j4hlH6NBZ4mHiYcIgxYUghXiI41%20Ci587CgZGFh5LRtkQRzNC3PC0iKxRvatwbHh5Vu3UutrSZipRurAUCgUCgUCgUCgUAkKCSbAcST4%20AUmR8d+bMvbr9x6vZZ0nbeXiz4DLhrvsiZ0JEvMZMaGFJUF1azSeJ9I42qcM9H126F4I5+h3fyy6%20B7D0zY8eLDjyQdSGPBEq4oR2Zl6KzASBLHgGFxW78+iO5i2nBxy6estK/O7c7ez8yLOztXiZWbBy%209HKngjklTkPMvK7KWWzcRY0jCaiu7iyzi7zRyiCXJIbJHTgUM/GLxsWUWoOgRudFblK8wB5W4EX8%20jQe0CgUCgUCgUEbP2WBr4etmzpBGeClzbmPsUeLH3CgrxtNxnkf0vDEOOT/rc8NGCL+MeOLSt+3y%20UGQ0DZLc+4ymz/ZigdLFH0wgtz/9RmoLSGGGCJIYY1iijAVI0AVVA8AAOAoM6BQKBQeO6Ihd2Cov%20EsTYCpMxEVlYiuSINi0v+kx3nHD8U2jj8bfabifqBrl7tfTFe7r8KuntU9U079ud58PluhfNyQiA%20czRwXjUAeN5Cec/SOWrGnddOM9EeOfcb9sZR1+GXe5LK+ZuhiyZNT2jgTd0bSIHq4+pEZx4mF+GR%20mOyQRkkWI5i36Nfc0PsV9tkX602/H05/XWs/6bI8089Kcrz361Z/VLD/AG18xO5b/wC6Nsmi1hJI%200+gdxO6k3C5GfIFfgPSwhRQfbXX/AJfxPj/4LJ1b/wBWpEU/jZGH90zzJu3TnhzLvQdv9ndrxPia%20LCihmkYmfo3lypXJJLTSsWldr34yNXyvm/dNX5F1dS6b5jKOLmtjC2Op2s+PMRlSOOVuRnz34jEj%20Pss8vj7eKL/2q8fnu/bHb4d7fkt/dPZ49yNBl6SHP+GEvPmkiMySc7ktYkJ1SOW9gfTf6q7WfDm2%203fp08PjTsYu1ZnBaVGSgUCgUEHP3mpwDyZWSizH7GOvrmY+xIk5pGPuAoIozd/nqfg8Qa6EmwyM3%201S28yuOh/JzuP1aDZj9vYaTJk5bybDLQ8yz5Tc4VvbHGOWKP9lQaC0oFAoFAoFAoFAoFAoFAoFB4%2032Tw5uH2fb7qD5t3LBnYeRhY+m7czYpczBUPBrczWYaY8wm6yEJkELJLBIzMOQMh5jzKwNqnD1L+%20O22Lr+ykz07W1y7CHJgzRGfiYs6VJ8kScx5urJEqRsxPH0AL7OFan6R3M8fPPeu6ilBz3cWX8Ju9%20HN0Jp1DZKlYEMji8PiVB8PfQX8b88avyleYA8rCzC4vYj20GVAoFAoFBWZXcOBFkNiQB87OUhWxc%20Veoyk+HUbhHF/wBRloNQj7mzeLyRaqA/4cYGRk298jfhIfcFf6aDfgaHXYc3xIV8jNtynMyXM01v%20MBmvyA+xLD3UFjQKBQKBQRp9jhwv02kDS/wUBd72v9lbmud2rbGHC6W6V0xWmDDqbOe/TRcVPJpf%20xHP7CkAf3qzW+7KN3n2+q0sjOa8230RdnPo9Ritsd5nRwwRcWyc2VY4lNvIMVjB9lheu3x/hX6t2%207bF2pfPT2JdrUjDyxtw5uX//AKJv9+vL2JoJM6B/3e/2pfB1pW1+eIFWyZ1Ph6IwP0uFfd/9VpaH%20/wCrUi2f0Wee/mn+m3puryPNvzPpgHy1n24+K7/3M27PB21UDPhamMKQ4U48bc0wDDxndr+weFS7%207zboRT4tkaUfrml2pz704W/xiKcaxpTOeLqtfFr8HETC0Ovigw4/3SQIuPirf7vKAD+wpr4Wr8u/%20Vu3pmb7p/qmfrOL0RpRbnh37c6R8DNPxzZi6n/AiukY9xseZvrNvdXL25u9U9EZL7kR6Y6eH8NsU%20qKGKJAkSLGg8FUBR+QV1ttiMnObpmayyqo5ufXZWJqjrp3hi1ULLI+xaRhNyrKJf3fJbqE8OYP4+%20oC/CvfbqxdfvxWb5/pphlTOuXJTkYpNKLzC2GHnRGXFlEqKSrWuCGHkQbEfXXj1NO6yaXQ3VIrAE%20gC58KCpl7jxmmfH1sMmzyUNpFxuXpof+ZM5WJfeOYt+jQefAbrOP/qGUMSC/DFwWYMRw+3kMFf8A%20uKv00EzX6jW69SuHjpCW+24F3f3u5u7H3saCXQKBQKBQKBQKBQKBQKBQKBQKBQfBsfJ+ROwgny+5%20cLL2e/zpHl2Gyl1u2mmWUubLj5EUL9NIeCx9FwAALcakZRTr+vA1dExdMS+tdhbH+o9n6vMGRLlK%208XKmTkqVnkWNiivKCFIdgt2uBx8q3d4dzEREYRlC/rKlBz3cWYmJvNJM8csqhskckEbSvxi8eRLt%20b32oL+N+eNXsV5gDysLEXF7EeRoMqBQa8nKxsWEzZMyQQr9qSRgij6S1hQVf9bzM2402GZ4/LNyS%20YMfj5pcGST9leU/eoPDos3M/+77B8iM+OJjA4sPH7xVmlb65Le6iLPEw8TDgXHxIUggT7McahVH1%20Cit1AoFAoMJZoYU55XWNPvOQo/KakzERWViJmaQjf1BpuGHE0/kJW9EXs+0eJ/ZBrl7tfTFe509q%20nqmnftznwuXN/qp7J5wwAoD+s5JY/Vam5dd6p6jftj0x0zt4qHc/MPsDtqb+n5WygTPLBV1eKDk5%20bO3AD4eASS3PvWvrfD+y/I1bd7T05iz9U+W3+6aR2uOprY4ziq13PzR7mCtp9bF2nqZCLZ+4Xr7F%20ktfmjwIz04jfhaaS/wCjXtn4/wAL43+S6dfU/TZhZ03zjP8AGKfuc63Tlgka35ZdsYGQu47hmk7j%203Sf/AJTcMJumWIa2PAQIIBzD0iNAfea4fJ++au5uadNDS/TZhX/Vd6rumehqzRrP6pdUcnLn4Ysf%20TTw68wI+tY+DH67V8Pfuu9MU5Z8Pyejdtj1T0R4/myTXQ83POzZMnjeU3UH9FBZB+SrGjGd3m5/A%20nVnKMI5NqpVdXIoFAoIO1wpslcaSGxmw5hkRxuSqOQjJysQDbg9wbGxtXbR1ItrE5XRTbqSUKOdc%20LJn225kh175EaQR4/V5haIu17+nndjIbBV8PprWrfbuxZbjETM156eBEcLP+p7bOJGsw+jCDY5ee%20rxA/qQemVv2uQfTXnU/282Wxbc5b548sVR0MUcQeMSli/h/iMw91BawwwwRJDDGsUUYCpGgCqoHg%20ABwFBnQKBQKBQKBQKBQKBQKBQKBQKBQKBQeKqooVQFVRZVHAACgKqqLKABcmw4cSbmg9oFBz/cOX%20HibzRzSJK682StoYnma5hv8AZjDNbh42oUX8bh0VwCAwBAYFSL8eIPEUFdm9w6nFlMBmE+YL2w8c%20dackeXTS5H0tYUGgN3JsGugXT4nCxcLPlsPPgCYY/dfn+ig3YnbmsgmTJkV8vLj+zk5TtM4PtXnJ%20VD+oBQWdAoFAoBIUEk2A4knwAoIrbPG5+nDzZMgtdYRzAX+832V+s1xnWjg808jrGlNKzhHKxtsc%20gENbDiPCykPKfr+wv/aq+e79sdvh3nkj909nj3PRgYMP48vraMXM07F+ULxvdzZfpFWzQivHPWl2%20rdMUyjkwclmfNnTz5T6/tPCye7dihZJF1gX4SN1F7TZ0pTGXxH2WY+6vvaf2PUtti/Xut0LP3+qe%20ayK3T1RHK886kcGLSvanzB7ju/dW8Go18h46LQkoSn3Z89wJmJ8G6SoPHjW5+b8T4+Ghp+5f+vU+%20lkeX+7eN26c+x0Wl7c7T7Vxhj6fX4+AGHLaBLzS2N/U3GWQ3PixNfJ+b9x1daa6t83TwfhHg66el%20xQsQ+xn+yq4sZ83s8v8AdB5F/Ka8Vb7v297pSyP3d23UziwMaOQSkGSb+NIeZvqv4fVWrdKImuc8%20qXaszFMoSK6OZQKBQKCBnbzW4UvQeQy5ZF1xIFaWYg+B5EBIB9rWHvoIvN3JsD6VXTYvDi/JPlsO%20B8AWgj/LJ9VBJwdFrsOb4kIZ80izZuQerOQfEc7fZH6K2X3UFhQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQc73Bstnidy9s4+NPyYewyciDNg5EPOqYc06HmI5ls8Q8KkTjTk8FmPLVn3BlxYm90%20c0okKc2StoYpJmJMXD0RK7eXjaqiyWXD22LLFy5Cwn0yB0yMRz58Cwie3tt9FBuwtfg4MXRw8ePH%20i+5EoQf2Cg30CgUFbtMrLGXiYGK4x3yxIxymXnCiIKeRVPpLtzcL+QJsbV6NGy3dm6caUw5/p4wk%20y1a/ccr5WJmTJLNhyiFZUtzTXRX/AHa8Qw5rMBw8+HgOfyZss3Zy3orTpmOnbnbssuuSxkZ84HQg%206C+b5Hja3kikn8pFebeunKKc/h+Te5bGc15vH83g1vVbmzJmyePCI+iIcfuL9r9omp7NfVNe7bnX%203aemKd/X4Ne53ug7e17Zm2zcfW4MY/eTOsa8PJQfE+wDjXt+L8TU1rtzStm67iiHG67hmXIv8wO5%20d/eHsbQTTROSq9wbhXwteFsD1Ioz/M5A48OVFB+9X1o+16Ohj8rUiJ/RZ5r+aZ9NvXM8jlvzPphn%20H8rpNq/X743eV3G1ww1o/k9YtrED4SE/i2I8ZXb6PG8n7zGlFPjadul+71X/AN05fxiF9uuc1dfG%202s1kEWBiRJCkShcfBxkA5UHABY0ACr+QV8LW+RW6t0zddPTMu9mlMxhhHYy5M+f94wxYj+ZH6pfr%20c+lfqB+muVL7s/LHa1W2MsZ7NtqNsGHjQEtGnrb7UjEs5+l2ux/LW7NO23Jm6+Zzbq2wUCgUGMkk%20cUbSSMEjQFndiAAB4kk0FSe4xlP09NivsrGxyVIixRxsfx2BD2/5YagDVbrLIOx2Jji8TjYCmEeP%20g0xLSn9nkoJ+DrcHAiMWHCsKseZyo9TN4czsfUze9jegk0CgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUEHO0mrzs3BzsvHEuVrXaXBlJYGJ3UozLYgXKMV+g04ak5UVncWbj4e80c85fphslbRx%20ySsSYuACxK7f2UHQRurorrflYBhcEGx48QbEUHtAoMJZ4YV5pZFjX2uQo4cfOpN0RmsWzOTn91s+%20fJgRnkg1ZVi+V1TiI0115FM/pYLy8x9PiR+Xt8fUmYn27d+/mwpx458HBLV2lT1TTv255hlr8GXb%206+SHZyDI16ylcYi95o1tyyNIfUfVcKy25lAPnU1Lb7b4mu7NMYtwpPFXPupOHARfbGUV5/D811h4%20GFhQrDiwrDGosAo4/WfE/XXLditeFLrpnNS9y/MDtPt1lh2GcrbCQ8uPqsYHIzZWIuFjxouaQ39t%20re019H4n2vX+RjZb5Izuny2xz3Tg5XXxGaibafNLuZeXVa+Ps/VycP6htOTI2RQj7UWFEzQxtf8A%20iyH9Wvb7Pwfjf5Lp+Rf+mzy2dN8+af4x/Jmt05YJ+l+V/bWBnx7bYGff7yPim128hypY2ve8CMBF%20Bx8Omi1w+R951r7J07KaWlP9NkbsTzznd/KZajTjhxdNJnwhunFeeb+HHYkfrH7K/Wa+JdqxWkYz%20yO8ac5zhDD4fMyP9TJ0Yz/gQEgkfpScG/u2qbt12c05I8fCi71tuUV5Z8PzSIMbHx1KwxrGCbtyi%201z7T7TXS2yLYpEMXXTObZWmSgUCgjbDZ6/Xw9bNyEgj48vObFiPJV8WPuHGggDZbvNa2vwfhoL/6%20vPulxe3ox1IlP7ZSg9j7bxZHWbaSPs8heI6/7lT+hAPwhb2kE++gtwAoAAsBwAHgBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQc93FnYuFvNHPksVjDZK3VHkNzFwHKgY/2UF+ksbRC%20UH8NlDBjw4EXub+FBFO0gclcVWynHA9IXQH3yGyf21y96J9Pm248nX2Zj1eXn8M3nS2c5PUkXFj+%207D63I97sAB9S/XUpfP7e0rZGXm58O7xbItdiRsHZOrL/ABpfW/5T4fQKtujbGOc8cpdq3ThlDbkS%2048ULyZDpHCgu7yEKoHtJPCu9tszNIzc5cVmfNbXZWRJr+zsHI7s2iEo3wQ5MGJgCfx8+S0Cjh+YX%20Pur7Gn9lvtiL/kXRoWfu9c/6bI83XSOVznU4sWodmd79xSCTvHe/BYIbhoe33lx4XUX/ANRmsEyZ%20OYeKp0wPfW//AGHxvjxT4+nvXfr1YiZ/jZjbHPO90JuXTnPUwPaXbvbWyx9dpMSDtvAyoXkm3UIR%20ZnkR1HQfIl5nLMG5lDk39RHFaf8AO1vkWTfq3Tq3WzFLJrSlM92OCOTk4zdi2cGeD3FmZWRm4G0y%20pIsbCdU12zikjxlzF9V5JJeCB0AHMi25vtBbGy+XXtstpOjbv3z6rc9zk/Ot3Byz1tsn+qaR3un1%20C52fr4ZtjIbNzDpIpjDqGZUkfwb1pZuXgPdXy9fR88xOXFHNjEzw0nmdIviPT1zth3rWOKKJeSNF%20RB4KoAH5BSLYjCGJumcZZVUKBQKCvzd/rMSUwGQz5diRh46mabh7US5X6WsPfQRyvceebMU1OKfE%20KVmyyPp4wxn6OegkYOg1eFMciOIyZh+1mTs005v4jqSFmA/RWw91BYUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUHPdx7DDwN5o58uURRc2SnMQxuTDe3pBPlegvSsGTAOZRJDIAe%20VhwI8RcGpMROErbdMTWGwAAAAWA8BVRS9391artjRz7TY5UGKkYtEchwgZz5AfaY+fKvE+Vez4Pw%20tT5OrFlkTdPJt3s3XREYuJxe/e8N5lpjdkYjZ+LkRu4329QYeFZeW0mNDCiZMyNz8CygHybxr7F/%20234+jEz8m7duifRp+a7mumZ3bZ6axxOe/M5LWH5WrtJky++dtP3RMjK8evkUY+rjdb2K4UZ5ZCL2%20vMXrz3fevajd+LZGjH6s9Sf5zl/HdX26+rF22JiYuHjR4uJDHj40KhYoIlCIijwCqoAA+ivi333X%20zN101meGXVpOwWRiuJGckjgXUgRA++Q/28t64Tq8FsV7ut19qnqmnf1eNGqfUpnxlNqEyYSQfhOX%208EFSGW4PFyCtwT+SrbF1azNObDbbAm+Iwtjr2240uDDxMfHTGghSLHjFo4kUKi/Qo4V1q5Tjm21A%20oFAJCgkmwHEk+AFBUP3HBMxi1ML7SXiC8PDHUj7+Qfw/qXmb3UGB1O4z7HaZxhh/OwsAtGpF/B5z%20aVvfy8lBZYOuwMCHo4WPHjxXuVjUKCbWubeJ4eJoJFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFBz3cWww8HeaSfLmWCHmyVLsTa5hvbh9HsoLDd77D1Gmm200c+TBEqssOJDJ%20kTyGRgqLHFGCzFmYD2e2wrv8b492tqRZExEzw3TFsRzzKXXUir5K22+ZG8glzNbg/wC2Z4CRl7HO%20jfI2D9Nh1zHGR8HBGkfOFDu17AAXN6/U+x8PRui2+73onK22aWftrPrumZpWkRxuEzdPI7vt35ad%20rYOTFuckz7/dEB49xt5DlTrf1DoLJ+HAOPARIvsr4vyvvGvfbOnbTS0/0WRux00xu/lMulunEY5y%206qHEw8YyPDDHCZTzTMiqpY8TdiAL+PnXy7tSZjGcnSIajn9W64UfXIuOoTyxAj9Oxv8Asg15/dr6%20ce7rdfbp6sO/q8XnwDTG+bKZwf8ABA5IR9K3PN+0TT2t71TXk4D3KemKd+3MmKqqAqgADgAOArrE%20UciqFAoNGZnYeFAZ8ydMeEcOpIwUXPgBfxJ9lBWHc7PO9OowWCHwzs0NDDb2pH++k93BR+lQZL26%20Mg8+4yn2TePQYdPFHG4/AUlW/wCoWoLdVVVCqAqqLKo4AAeQoPaBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQcN3d39nabZbFMeFHw9HjYOZsQ6szypn5TwBY2VvSY0id+Knm%20NhalmM05Yjr2guwjomepc9w5+Hg7zRz5k6Y8HNkqZJG5VuYuAuTagt8Daa7YRtJg5MeTGh5WeJgw%20BtexI9xoNE+iwJp3lYSBJSTkY6SMsMpIAvJGDyt4cfb53rvb8i6IpxZTTGOaU3W1s2SUmPCTqMpI%20aV7rEtvHjb1H9X8teL3a4WxXudvbiMbvx/B4Nf1G5syQ5J8RHbliH0R3N/2iaRpV9U17urxqe7T0%20xTv6/BMAAFhwArs5FAoFBG2GxxsCFZZ+duduSKOJGkd3IJCqqAnyoK8Sdx7CxjRdRim3qlCzZRHC%209kB6UfuLFvetBIwtDgY0y5L8+XmqLDLymMsov48hPCMG/ggAoLGgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgqNp2ppNnnx5uZCXmURrIAzKkqwSdaJZVBs6xy+tQfP3%20UiaE4stxg7KXO1+bgCF5MMy88U7tGGWVOXg6JIeBHhy0EXOTvHIhRI4cGBllhlZ1yZ+KxSI7JwgH%20BwpU+4+dBI6vd3/hdf8A+Ym/yKo1Rt3qMqaSSHXtjuEEMInlBQjm5iW6Hq5rj6Le+oPcl+9JMeZI%20INfDOyMIZTkTOEYghWKmAXt40GZm7v8ALE1/v/mZv8ig1s3evxayCLXjGEbKYOtLcyFgVfn6F+AB%20Fvf7qDYJu778cTX292TN/kUGrGbvaPHiSeHXTTIirLN15k52AszcogstzxtQYZEfeU2VhzLHhRJj%20OzyxLlT2lDRugVh0QLBmDcb+FBKM3dvlh4F//mpv/p6DVjv3oiETwa+VjJIVYTzLaNnJjW3Q4lVs%20CfOg8nbvV1jEMOvhIkRpD15n5o1a7qLwC3MvC/l40G0Td3W44mvvfj/MzeH/AHFBqibvVZJ2eHXy%20I7gwJ15l6aBACpIgPNdgWv77UDLbvWTHlTGh18EzKRFMZ5n5GI4EqYBzWNBtM3d3G2Jr/d/Mzf5F%20BHSLvFdlNl9LCMUsMUS45yZyqtG8jFx+Da7CQA8PzR9Qb2l7vKnlxdeCRwPxM3A/9xQYYz96JjxJ%20PBr5plRVlmE8yczgWZuUQGwY8beVAZu9DkxuIdesCo4kh68xLOSvK3N0OHLZuHnf3UGzrd3WH8pr%207+f8zN/kUGrGbvVI+WeHXzPzOS4nmT0sxKCwgP2VIX32v50CVu9WeAxw6+NUfmnXrzNzpysOUEwD%20l9RBv7vfQbRN3dwvia/x9Vsmbw934FBGw4+8oJcp3iwZRkTdVEOTOBGvTRCi3hP5yFvr/KGzJbvZ%204+WCHXwvzoeoZ5m9IYFl5TB+coK38r3oNvW7u/8ACa/w4fzM3j/3FBqVu9RkSuYde0LIgjh68w5X%20Xm525uhx5rj6Le+g9yH70fHmSCDXwzsrCGUzzOEYiwYqYBzWPGgzEvd4WxxdeTYcfiJhx4X/AMCg%20wZu9DlJIIdeMcIyyQ9eYlnJUqwbocLWYW9/uoNgm7t/OxMD6smb/ACKCNrIu8cPX42LLHg5MsMap%20JkNkT8zsBYubwnx+n66DZK3erPA0cOvjVGJnTrzN1F5GAUHoDl9RU393voNvW7u/8Jr/AB4D4mbw%20/wDL0GrHbvWNWE0OvnJkdlbrzJaNmJRLCA/ZXhfzoGQ/erxhYYNfE4dCXM8zXRXBZbdD85QVv5Xv%20Qbet3bcfymBbz/mZvqP7ig0xN3sss7SQ6943ZTBH15h0wFAYEiD1Xa7X+qgx2MfeOVgZWNFDg48k%208TxxTrkz80bMpAYWhU3Um/jQSOt3dx/lNf7v5mb/ACKC0gM5hQzqqzWHUWMllDefKSFJH1UGdAoF%20AoFAoFAoFBzvdm4z8TN0WqwZBjzbvMfGbMKh+kkWLNksVVvSWbocov7azXGnOs5V5kTT7vb9ydhY%20e1gy49PmZMTNkZnSEyx9JmR3jjc8pDMlxzX9J9tavilOaJ64iUtzx4+6XOZfe/eesTQx7no42TkY%200D7OSKO8MEsmSIupnKeeSCGWPghT7Mlwx5RetRETdSOT8Y5/08bM1iOvbxfUKy0UCgUCg4fvzu/b%206rNycbXFIjrtLm76RpEDiY4jIq4543VW5jzEcfCx8azvYzyU7a+DW7hHLt9YTO+dzusTtD+uamaT%20EkgjXKljGKMw8nLzETRhlfpqOMnTu9vs8eB1fG7dyRLnZdvW1jhhXf722R7+g1PVQarJkjTFyQob%20FkV8Qz9BpR6480vZ1RrI0PEeqrEYzE5xX6bSTOETHJ9ezi5ed3tRooFAoFBwGZ3xuIe5pokVTr8b%20eYmgfD5RzOMvETIOT1PG6NMPT4coPmeCyYnPhr2R+Bfh0U7Zondz96Ngd09v6fEycZFy9iuJs1ld%20eraXFmmijjUsCGLIpJt5gDiatkVnkpKXTSOXDqqi9g94bfc7jOwtk6q0MXWjTkAjmUzuiz4Mq/vc%20blAUl/WH8eBF5bGFebbmngJz22rx9ju6KUCgUCg4Htnvfb7Hd61chVbC3j7dIsYJytif0nJECczD%207XUW/PzeDWC8KWYx0V26+xL8LqctNupt2+/7o13dOemU6YmsOBkS6NpOm2FJLjQiR2zJQBkQspJN%20hdCg8ebgc40nj22xWaYbbfgmfLvuXYbzDzTsOrFlYkyRvh5cSw5cPNCjHrKgEZV2JaJ04MhHncDp%20dbw8u3T+fCzE7fWOR1tZaKBQKCr7q3L6Ptjb7pIuu+tw8jLWH75giaQL9fLWbppDVkVmIUPb/def%20HPv8XcSDJGjxcTOfLijCFkyYHlkj5B6bo0TcvG/KVvx4nd/liZ4pmOqI8WdOJup+6InrrH0UI+Yf%20cLaU5UiOm3yV1+bHqY44S3wOezBUwXZiMjJCxtzByOI4KAQalJjDiz6q9XhJnllwdfflyVmHb9nb%20abb9s4GxmmjnlyIyzyRAqLhivK6MAUkW1pFsLPcVZhIXNRSgUCgoe9t5l6bSpPiADIyczDwY5WXm%20WL4zJjxzKV8+QScwHtqTOMRxycEzxQi9u7bcbzT7fHGQuLsdfn5Wsj2AjVw3w72Wbpmyc3KRzD7P%20NfhbhVmMInj8Zj6HDO3K5HZ93d4aTRxZMuxO2WfKzjFkw40PxIxcZFSOdseO4bGSYM0zopcIy2FI%20xpzdGeHRQnOefbtfT8Gf4jCx8jqRzdaJJOrCbxPzKDzRnjdT4j3Vbs0tnBvqKUCgUCgUCgUCgibP%20U6/Z46wZ0XVjRxJGQzI6OtwHR0KujWJF1NBX5/ZnbefhDBnxWXDCwIuPDNNAirikmEKIXj5QvN5e%20Pn4VJgI+yu2UWADD5vh4vh1aSWWRni6nV5Jmd2aYdT1DqFuNVKQu6KUCgUCgr9roNPtjEdhjLOYg%20yoSWHoktzxtykc0b8q8yNdTYXHAUGE/beoyJWkmjkfneR5IzNN03Myqjq8fPyMjLGPQRy+7iaEsv%209u6X+onYjFUZZdZWcFgplROmshjvyGRU9Ifl5rcL0jAmKrGgUCgUCgrpe3tNLsxtHxVOcLfi3Yeo%20IYw5UHlLhHZA9uYKbXtQent/UMmuV8fqf0pxLgNIzu8cixtEG52Ysx5JGF2J8acNSYq81fbmk1Uj%20Pr8RcdiGRQpYqiM5kZI1YkRqXPMVSwvSMIoLGgUCgUCgqW7V0DS5U3wgWbMWRJpEeRGtMwaXplWB%20jLsoZilrkXPGg3nRalviupjiZcwSLkJOzTIVmAEiBJCyqr29SqADUmKnDVlq9LrdVEY8GIxqwUMz%20O8jkRryoC8hZiFUWAvwrUzVKJtRSgUCgxlijljeKVFkikUq6MAVZSLEEHgQRQVmD2tocGNI8TF6K%20JIJgFeTiyxmFQ5LetVjPKqNdQLWHAUnHMak7M7ZTH6C4KiPmidDzyc8ZgYtD0n5ueMRljyKhAW5t%20RKQtMLCxcLGTGxYxFBHflQe1iWZiTxLMxJYniTxPGit1AoFAoNGfgYefiSYmZEJseUAPG3uIYEEc%20QQQCCOIPGgj4Wi1eCYvhYTF0llRQHkseu4klZwW9bu45i7Xa9+PE0kasntjRZEGHBJiAR4CtHhhG%20eMxo6dN0DIVJVk4MpNj50nHMWUUUUMSQwoscUahI40AVVVRYAAcAAKTJEUZUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCg4/vvu3d9s5Wty8XETY6l2kO2xY0Y5cePEheTIgIblfpD1NHyczA%20HlN+FTh5FpNMM69ar3HfW/SOPN0+Vr8rW5e01eFgzGGRubG2jRfjBlnXnZVl9NlANamKTETxzHZU%204Jnkr202/DHbtu7+88Ta7btrFxsPJ7gh1bbnQzBJBBlxxP0pMeWLqBopRIyAMJCpDX4WIrEzNJni%207to2qsRlxTtttWU/eG0z+3MPd6LIxJMd9TJtMlp4ZCCVivGgtKnSvIGDBiSOUjxq6s7tZjgjDbmZ%200/NTl7F72btszcdpaXb5gjXK2WDj5kyxKyxq2REshVQzObLzW4mt327t0xxM2zWKristFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoKzYaebL3Gs2C5Zh%20j1zSs2MEVhKZU6fFjxXlB8qRhPRTbqgmcKOYn+U2qixJcTTZcmrxZtxDvDjqizRJPA0cixxI/wC7%20iaSLnKr7SBYUjg5Fma15fzXmq7SgxN/ldw5mTJsNzkwLhrkSBUSHGRzJ0YI0A5VZzzMSSzG3GwAC%20GedGwuw8LXaXeavX5MkKbqXJlDOFkGMMq5eOFCAOmHd3CnzY1mba27rcXebe4dvzW3bemXR9v63T%20LM2RHrcaLEjmYBWZIEEakgcL8qit3TWasRFIWNRSgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg//Z" height="236" width="410" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 9.&nbsp; </span><span class="textfig">Modelo de predicción del diámetro del tallo de las plantas respecto al NDVI.</span></div>
      </article>
    </article>
    <article class="section"><a id="id0x7a17280"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>En
        la evolución de los indicadores fisiológicos del cultivo en el campo, 
        se distingue una etapa de cuatro meses iniciales caracterizada por un 
        desarrollo limitado de los mismos, con valores de humedad promedio del 
        suelo de 18,9 %. </p>
      <p>Los índices EVI, NDVI y NDWI muestran resultados
        acordes a las condiciones predominantes en los primeros cuatro meses 
        del cultivo.</p>
      <p>Luego de iniciar las precipitaciones, se muestra un 
        incremento en las variables biofísicas del cultivo, reflejados en altos 
        valores de los índices EVI y NDVI en tanto el índice NDWI no se ajusta a
        las condiciones de humedad imperantes. </p>
      <p>Se obtiene una alta 
        correlación entre la variable de diámetro del tallo y el índice NDVI 
        descrita por un modelo de regresión lineal con un ajuste de 97%. </p>
      <p>Mediante el monitoreo con el satélite Sentinel<i>-2,</i> se logra una representación más estable del aumento de la vegetación, 
        así como valores más adecuados del estado inicial y final del mismo.</p>
    </article>
  </section>
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