<!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 {
	font-weight: bold;
	border: 1px solid #0d7f54;
	padding: 8px;
	color: white;
}
td {
	border: 1px solid #0d7f54;
	padding: 8px;
}
tr {
	background-color: transparent;
	border-top: 1px solid #0d7f54;
	border-bottom: 1px solid #0d7f54;
}
tr:nth-of-type(2n+1) {
	background-color: transparent;
}
tr th {
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th, td {
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p {
	margin: 10px 0px;
	font-size: 14px;
	text-align: justify;
	line-height: 20px;
}
.box1 p {
	margin: 20px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
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p.address-line {
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	margin-bottom: 0em;
	margin-left: 2em;
}
ul, ol {
	margin-top: 0em;
}
ul.nav {
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}
li {
	margin-top: 0em;
	margin-bottom: 0em;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
li > p {
	margin-top: 0em;
	margin-bottom: 0em;
}
a {
	text-decoration: none;
	/*Añadido color de los link*/
	color: #0d7f54;
}
a:hover {
	text-decoration: underline;
}
h1 {
	text-align: center;
	/*Cambio de lo color  y tamaño de fuente*/
	font-size: 22px;
	color: #0d7f54;
	font-weight: bold;
	margin-top: 40px;
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h2 {
	text-align: center;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #0d7f54;
	font-weight: bold;
	margin-bottom: 4em;
}
h3 {
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #0d7f54;
	font-weight: bold;
	margin-top: 1.5em;
	margin-bottom: 1em;
}
h4 {
	display: inline-block;
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
	color: #0d7f54;
	font-weight: bold;
	margin-top: 1em;
	margin-bottom: 1em;
}
h5 {
	display: inline-block;
	text-align: left;
	font-size: 16px;
	/*Cambio de lo color*/  
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	font-weight: bold;
	margin-top: 1em;
	margin-bottom: 1em;
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	font-size: 11.0pt;
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	font-weight: bold;
	margin-top: 30px;
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	font-weight: bold;
	text-align: center;
	font-size: 12px;
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.first {
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	border-spacing: 0.25em;
	font-size: 14px;
	text-align: justify;
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.monospace {
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.overline {
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.name {
	margin: 30px 0px 0px 0px;
	font-size: 13px;
	text-align: center;
	line-height: 20px;
	font-weight: bold;
}
.email {
	margin: 5px 0px;
	font-size: 12px;
	text-align: center;
	line-height: 20px;
}
.aff {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.history {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
p {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.citation {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.copyright {
	margin: 10px 0px;
	font-size: 13px;
	text-align: justify;
	line-height: 20px;
}
.top {
	height: 0px;
	width: 45px;
	text-align: center;
	color: white;
	font-size: 12px;
	background: #0d7f54;
}
.zoom {
	transition: width 1s, height 1s, transform 1s;
	-moz-transition: width 1s, height 1s, -moz-transform 1s;
	-webkit-transition: width 1s, height 1s, -webkit-transform 1s;
	-o-transition: width 1s, height 1s, -o-transform 1s;
}
.zoom:hover {
	transform : scale(1.1);
	-moz-transform : scale(1.1);
	-webkit-transform : scale(1.1);
	-o-transform : scale(1.1);
}
.menulevel1 {
	margin-left: 0em;
	display: block;
	font-size: 14px;
	line-height: 20px;
}
.menulevel2 {
	margin-left: 2em;
	display: block;
	font-size: 14px;
	line-height: 20px;
}
.menulevel3 {
	margin-left: 4em;
	font-size: 14px;
	line-height: 20px;
}
.active {
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	color: white;
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.boton_1 {
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	padding: 2px;
	padding-left: 2px;
	padding-right: 2px;
	font-size: 10px;
	color: white;
	background: #0d7f54;
	border-radius: 15px;
	text-align: center;
}
.boton_1:hover {
	opacity: 0.6;
	text-decoration: none;
}
.box {
	color: #ffffff;
	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 {
	float: right;
	right: 50%;
	position: relative;
}
.inner-centrado {
	float: right;
	right: -50%;
	position: relative;
}
.clear {
	clear: both;
}
.tooltip-fig {
	display: none;
	position: relative;
	background-color: #f9f9f9;
	min-width: auto;
	box-shadow: 5px 5px 16px 20px rgba(0,0,0,0.2);
	padding: 12px 16px;
	right: 30%;
}
.tooltip:hover .tooltip-content {
	display: block;
	position: absolute;
}
.tooltip:hover .tooltip-fig {
	display: block;
	position: absolute;
}
div.def-item {
	border-spacing: 0.25em;
	font-size: 14px;
	text-align: left;
}
div.section, div.back-section {
	margin-top: 1em;
	margin-bottom: 0em;
}
div.panel {
	background-color: white;
	font-size: 100%;
	padding-left: 0.5em;
	padding-right: 0.5em;
	padding-top: 0em;
	padding-bottom: 0em;
	margin-top: 0em;
	margin-bottom: 0rem;
	position: relative;
	top: 0px;
	left: 0px;
}
div.blockquote, div.verse, div.speech {
	margin-left: 4em;
	margin-right: 1em;
	margin-top: 1em;
	margin-bottom: 1em;
	background: transparent;
	text-align: justify;
}
div.note {
	margin-top: 0em;
	margin-left: 1em;
	font-size: 85%;
}
div.fig, div.disp-formula, div.table {
	text-align: center;
	margin: 15px 20%;
}
/* Evitar que aumente la altura de linea al usar superindices y subindices */
sup {
	vertical-align: top;
	position: relative;
	top: -0.3em;
}
sub {
	vertical-align: bottom;
	position: relative;
	bottom: -0.3em;
}
/*Poner linea inferior en los encabezados de los apartados*/
h2, h3 {
	display: inline-block;
	padding: 0 0 5px;
	border-bottom: 3px solid #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>Biophysicochemical study of biodigesters fed with pig and bovine manure, in Sumapaz Province, Colombia</title>
<meta content="Anaerobic biodigestion, biofertilizer, biomassBiodigestión anaeróbica, biofertilizante, biomasa" name="keywords">
<meta content="Jairo Enrique Granados-Moreno" name="author">
<meta content="Diego Andrés Abril-Herrera" name="author">
<meta content="Andrés Mogollón-Reina" 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+SYWKJn2zZ0Smte/jiu6dMdNHVHQDhfvAxKuqh7soxk5vpKyeVzjy2IRUL7tcv%20V2svvjv80Fq5pzLb4UI2bS5qL351bnZiY70kCjXbfXd78bdvai/1TdtSnLDXSrxKF5xFkjz62I94%20TBf2455VP+Il7r6jjzpXXnzZ/7hh2ZN/+NqCruG8Pvzixll5c+nz6y65duF796w86rvfWxJRRh96%20dGY0asuSVwumZSpPR4NJdodVX46k/6IUOcEw31UKd6Y9XfDT3HhL5bWxFTUiVxkrVukFZfS8m7Xz%20z9hTsn9w1tlU7DTYpMXT85cdn5rc0uUPhe24m/pHf/dm6fUdndvsIxXVmd2kXTLLOGnahGhY9jgf%20GTUeXzn06KbUhuGjqpZIDItmABDuh4BLdTH25HcS7U2J9b3FX7862F0ISubODJ01M/6745OmzR2X%20R5VEqWo9syZ/1yuFSk3Ihr2TJyk/+coEMZTY8rbsh6mwt+Cu0OIF1N5YvumfxLq1dNb8YA3Jvsw+%20+7Eelmm0SO9XY5Nu+P65l18oeZ7jWJFwPF+2FMcL++cYzSQmqCGSbfuKG298curUl//1rmNL5Uw0%20ZqvBMnMW4hQKbkoq3ZMqPzS+GIYLUW88qQU1uHzq2cIqrdY7vXzd9605M/ae7ES6RX+zUJkxu17T%205GfX5u9dPjpqUUrlJ3aGbljcooYkveYpEpOE5FvdxX9+bmCgTLJA0xrYOUenrz0zvanbCXFcWQVA%20uB8aAhk17x+e2Tlgld7fGSIvTqEg+17rFn/zlj2psX9mI1Nltr3gvrNDNvVIkJUi98vhJ9dS+uXc%209MbSCWr1klmf+CM0OmYa3f9z955H6K776IR5wSKTsMCUDy6Fs7EbX8dnvaVgvaIneN5InlZ1y4Pa%206Rd9+7vHTD9Sr5RDIaW18+gXXn1+8aKjhc66vmHt9OO6Rrf07SzHj21tkTx+2X/9xvpTTnnl3+6S%20XnhpUtnIqoogy54f34y4zIOCXQw6vfg/VGQkMaFq8bWGva1BP/Yq/XsX8WC7Eu0TZ7BkenHD6C/e%207V03UKtWIyTvGopn3mU/WzI8u8VpTohl01szSAMjEWJxkoM1QUs3Cb98Q58xodwsDP3jfLSaAUC4%20H6ppGb3GXl4fkTLi2dOqF8xOtmUj/pcHCsZj72jPblG6h9TgQaI9rU6/dCEd05EMK2JZt1/bVHxg%20DX9tUyzRJAfXCT/5DkyDwhJ95woa3E6PLaclK3hU17/gRVTHc2xu18itkWVRWTe2V92RSLhX7RK7%20T5wxfdEpk6c8+NBvbnvi90oiFvHYUU3tIa3NfmqbObPl7ao2p+z+6slSrOnIPz7/TNnUo4rS0dJ6%20zn//Xu7yS9c//czG5W/E+wfShhHjpDBhfIkOFwRbUvpr7L2a5k00T/xy7Udn86bG4AiDj08kCrSq%20V1ljhrvqtcvns9ldyUhI1Eznze7S/audpT0x8kRiXixsXP4F7cyjUg3JiOvx7sHqg2/rr/Yl1pUj%20zsmIdoBPk098GQZhf4XotTWpdfSLYybXea7zVk+5Z9jxOO+sk+Z2JSRJ7C9YNcdrSIYyEem9Hdra%20PqNsUV2UfWFitLUuMjAq7dxw5zUn/Edwht2XCQcp+IlGif64gv74Srw4Oj3b2XLEEYoi2aYlGYVs%2044SO+imTOtomJiJxz6t5nrt1S/cND/96Q5NITfVUMdqL3oXZKSp3nl352jcXXfLAplVvSGU7Igd9%20CfLF5Dt9f3fuZYvOXWxzXqhU+rdtG+ru1voHvPKoyAXLEXMVI1fZFo28e87J5cUnUzw5tm2ssy9/%20ZWQadNfKq6cefVFDzN08qL2zXS+ZlI7Q7PZIV2MsV67lK7WIIrZm1Iphv9Vd6Ss5ssimNYZmdcZt%20Lr+zseeLyetnTLFxQRUA4X5owj394I7/1V+Vnn1f0bQMCWMh7bFItHT6JG1Wu6rIYu+I9dxm3jNU%20T1zyi1PiIonGnNb8SZMSbdb9f73wMfpUjQ+FoDeLH6nb+4WVW9p7q/OU+lPbOo9t62iKhiXumJap%2027afz8ErKopilbV7n3rsodz7uYTMJSb0DU/eYVS4kxblzZ0ZKRnlHg9b7jwlc+2CL3d2dZqWxRiT%20ZVlRw0xSNdPbMZgb2P6OPrS0RV5+XEdvZ5sbLH80Pk3LF0Y1k25d8o0R9fSX3tc37qwjHhobCoEE%20a+aE/MLJYnMqVDacN7fXlvYkbDNBgktB82DKJkfOOZLXCcVvTv3B9Mk1hDsAwv3gU+nJ1zJf/v3d%20FBOnppd/bdKL0+t2MuKb8k2/7zltff4k4tGxx7mxcPdFHU+dMuG9pGrmqvGnt816euAsV598VuMd%20T3/vgf3ZgnVsip1EqpWpu5827Ejs0Ge64TmxuqOzjZ2ZTF0sqoYkP6VdQWCqKOYGdvT092mmkUmn%20/+Ol55Z3b7z3r270Y92yTJfzZDTW0trqSpJlObZDVd0qFAv53Nby8DpBX9kcXje9pTS5lZTkWKDb%20+3W0Dh37s+vXVC9UoxsuaH96Qdv6TFgf0aPP9x79eN/ZtVorjZ/ixNG59Uu+0vlaZzpvu8LbuY4H%20es4cqBxH1dzqq68+9sjanrsaAADC/UCSqKdffmxd5zHNgydOLqvpD1LPL1RH6Y3NsbVDrZYrt8aH%2053flmicEzXCDBwSbWdCmrdKSre31Ee3C44c+U9fDD1KeTMoXaXuOeguJYaPdoC5Su0KxtkisMRxN%20R2PJaDSqhPxSPvTKa8v8wnzOrNk123Ycx65ZerVSKef1Ss7S+rixVeXd9er2tmxpYsNY0y51fzP9%20wwfp0X3LJxATTuscaG/3ds1EseBlt/YKy7ZPyFXTMVmf09w/Z5IpxD74LqfyML26Jbt5JH3ZcT0N%20WQ8dxAAQ7ofEeCOB8ezzPjp5In9o2aLz0bnp8UQe68O15zv19/tgxF13DDkGlSpUqFBRo7KharWo%206UZrrup6oWC+xT8XWKbAaiHBVEQ9FqomwkY6yjNxSsdJjtCu8HUPaDtGdfxtDO0+tSJ/6O5T/rGR%20FD8YSQu9fwEQ7sDGTjDCh7oHja8T3+0MxD50BvI++MBycoDPw8wCfC7tS92NKQ6Azy90hQQAQLgD%20AADCHQAAEO4AAIBwBwAAhDsAAMIdAAAQ7gAAgHAHAACEOwAAINwBABDuGAIAAIQ7AAAg3AEAAOEO%20AAAIdwAA2DOJFAwCAMDnLtyr60MYBQCAzxm2PNKOUQAA+JzBnDsAwOeQRAyDAACAyh0AABDuAACA%20cAcAAIQ7AAAg3AEAEO4AAIBwBwAAhDsAACDcAQAA4Q4AgHAHAACEOwAAINwBAADhDgAACHcAAEC4%20AwAg3AEAAOEOAAAIdwAAQLgDAADCHQAA4Q4AAAh3AABAuAMAAMIdAAAQ7gAAgHAHAEC4AwAAwh0A%20ABDuAACAcAcAAIQ7AADCHQAAEO4AAIBwBwAAhDsAACDcAQAA4Q4AgHAHAACEOwAAINwBAADhDgAA%20CHcAAIQ7AAAg3AEAAOEOAAAIdwAAQLgDAADCHQAA4Q4AAAh3AABAuAMAAMIdAAAQ7gAACHcAAEC4%20AwAAwh0AABDuAACAcAcAAIQ7AADCHQAAEO4AAIBwBwAAhDsAACDcAQAQ7gAAgHAHAACEOwAAINwB%20AADhDgAACHcAAIQ7AAAg3AEAAOEOAAAIdwAAQLgDACDcAQAA4Q4AAAh3AABAuAMAwGfxfwUYAG7w%20Fs0d7AWDAAAAAElFTkSuQmCC" 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,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" 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/v31n3e02">https://cu-id.com/2177/v31n3e02</a></div>
  <div class="toctitle2"><b>ORIGINAL ARTICLE</b></div>
  <h1>Biophysicochemical study of biodigesters fed with pig and bovine manure, in Sumapaz Province, Colombia</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0003-4060-7547" rel="license"><span class="orcid">iD</span></a></sup>Jairo Enrique Granados-Moreno<span class="tooltip"><a href="#c1">*</a><span class="tooltip-content">✉:<a href="mailto:jegranados@cundinamarca.edu.co">jegranados@cundinamarca.edu.co</a></span></span><a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-5950-4631" rel="license"><span class="orcid">iD</span></a></sup>Diego Andrés Abril-Herrera<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0003-1354-5897" rel="license"><span class="orcid">iD</span></a></sup>Andrés Mogollón-Reina<a href="#aff1"></a></p>
    <br>
    <p id="aff1"><span class="aff"><sup></sup>Universidad de Cundinamarca, Facultad de Ciencias Agropecuarias, Fusagasugá, Cundinamarca, Colombia. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Author for correspondence: Jairo Enrique Granados Moreno, e-mail: <a href="mailto:jegranados@cundinamarca.edu.co">jegranados@cundinamarca.edu.co</a> </p>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>In
      recent years, the construction of biodigestion systems has been 
      implemented, achieving effective results in economic, energy and 
      environmental matters, where the annual production of biogas has 
      increased to significant levels with the purpose of producing electrical
      and heat energy (Steyer <i>et al</i>. 2006). The work aimed to evaluate
      the behavior of 4 biodigesters supplied with bovine and porcine excreta
      and to assess the biophysicochemical quality of their biols, in 
      Fusagasuga Municipality, Cundinamarca. Five moments of analysis of 
      variables in the field (T, HR, pH) and sampling of tributaries, 
      effluents from four biodigesters, located in production systems (3 pigs 
      and 1 bovine) in Fusagasugá Municipality were performed. Samples were 
      transported to the nutrition laboratory of University of Cundinamarca, 
      where through instrumental analytical techniques such as potentiometric 
      tests, gravimetry, multiparametric measurement, titration and 
      spectrophotometry, variables like pH, total dissolved solids (TDS), 
      electrical conductivity (EC), nitrogen, phosphorus and potassium were 
      evaluated. Biophysicochemical indicators determined in liquid 
      fertilizers-biols, showed slightly alkaline pH values, high EC and TDS, 
      moderately concentrated available nitrogen and potassium contents and 
      slightly lower phosphorus values ​​than those reported in other similar 
      works, which allows recommending them for use as liquid biofertilizers 
      in moderately tolerant crops. Biogas produced in Mirador and Santa 
      Bárbara biodigesters presented the highest concentration of methane gas,
      significantly exceeding (P&lt;0.050) the CH<sub>4</sub> obtained in 
      Meseta and Saucita, which can be explained by the type of substrate used
      (pig and bovine manure) and the weather conditions of the farms 
      studied.</p>
    <div class="titlekwd"><i>Keywords</i>:&nbsp; </div>
    <div class="kwd">Anaerobic biodigestion, biofertilizer, biomass</div>
  </div>
  <div class="box2">
    <p class="history">Received: 10/1/2022; Accepted: 24/6/2022</p>
    <p><i>Jairo Enrique Granados Moreno,</i> Profesor Titular, Universidad de Cundinamarca, Facultad de Ciencias 
      Agropecuarias, Prog. Zootecnia, Sede Fusagasugá, Cundinamarca, Colombia,
      GRIPEZ, e-mail: <a href="mailto:jegranados@cundinamarca.edu.co">jegranados@cundinamarca.edu.co</a> </p>
    <p><i>Diego Andrés Abril Herrera</i>, Profesor Titular, 
      Universidad de Cundinamarca, Facultad de Ciencias Agropecuarias, Prog. 
      Zootecnia, Sede Fusagasugá, Cundinamarca, Colombia, SISPROS, e-mail: <a href="mailto:adiego@cundinamarca.edu.co">adiego@cundinamarca.edu.co</a> </p>
    <p><i>Andrés Mogollón Reina</i>, Profesor Titular, Universidad 
      de Cundinamarca, Facultad de Ciencias Agropecuarias, Prog. Zootecnia, 
      Sede Fusagasugá, Cundinamarca, Colombia, SISPROS, e-mail: <a href="mailto:amogollon@cundinamarca.edu.co">amogollon@cundinamarca.edu.co</a> </p>
    <p><b>AUTHOR CONTRIBUTIONS:</b> <b>Conceptualization:</b> J. E. Granados, D. A. Abril, A. Mogollón. <b>Data curation:</b> J. E. Granados. <b>Formal Analysis:</b> J. E. Granados, D. A. Abril. <b>Funding acquisition:</b> J. E. Granados, D. A. Abril, A. Mogollón. <b>Investigation:</b> J. E. Granados, D. A. Abril, A. Mogollón. <b>Methodology:</b> J. E. Granados. <b>Project administration:</b> J. E. Granados. <b>Resources:</b> J. E. Granados, D. A. Abril, A. Mogollón. <b>Software, Supervision, Validationn:</b> J. E. Granados, D. A. Abril. <b>Visualization:</b> J. E. Granados, D. A. <b>Abril Writing - original draft:</b> J. E. Granados, D. A. Abril, A. Mogollón. <b>Writing - review &amp; editin:</b> D. A. Abril, A. Mogollón.</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="#id0x5d83800"><span class="menulevel1">INTRODUCTION</span></a></li>
        <li><a href="#id0x6f5a280"><span class="menulevel1">MATERIALS AND METHODS</span></a></li>
        <li><a href="#id0x6f5a700"><span class="menulevel2">Experiment Location</span></a></li>
        <li><a href="#id0x7ae4200"><span class="menulevel2">Experimental Stage</span></a></li>
        <li><a href="#id0x7b1a480"><span class="menulevel2">Raw Material: Excreta and Sampled Biols</span></a></li>
        <li><a href="#id0x7b1ae80"><span class="menulevel2">Biophysicochemical Analysis of Excreta and Biols</span></a></li>
        <li><a href="#id0x82c2100"><span class="menulevel1">RESULTS AND DISCUSSION</span></a></li>
        <li><a href="#id0x82c2380"><span class="menulevel2">Physicochemical Analysis of Raw Material</span></a></li>
        <li><a href="#id0x82c2e00"><span class="menulevel2">Behavior of Temperature-T(ºC)</span></a></li>
        <li><a href="#id0x831bd80"><span class="menulevel2">Relative Humidity-RH(%)</span></a></li>
        <li><a href="#id0x831c900"><span class="menulevel2">Biophysicochemical Quality of the Biols Obtained in the Four Biodigesters Evaluated</span></a></li>
        <li><a href="#id0x8467d00"><span class="menulevel2">Behavior of the Electrical Conductivity (CE) of the Biols Obtained in the Effluents from Sumapaz Biodigesters</span></a></li>
        <li><a href="#id0x82c2d80"><span class="menulevel2">Behavior of the pH of Biols Obtained in Effluents from Sumapaz Biodigesters</span></a></li>
        <li><a href="#id0x84a8f00"><span class="menulevel2">Behavior of Total Dissolved Solids (TDS) in the Evaluated Biols, obtained at Sumapaz</span></a></li>
        <li><a href="#id0x84e8e80"><span class="menulevel2">Concentration of Methane Gas in the Biogas Produced in the Evaluated Biodigesters</span></a></li>
        <li><a href="#id0x8628780"><span class="menulevel1">CONCLUSIONS</span></a></li>
        <li><a href="#id0xffffffffff9f5080"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0x39700"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0x39980"><span class="menulevel2">Localización del experimento</span></a></li>
        <li><a href="#id0x60480"><span class="menulevel2">Etapa experimental</span></a></li>
        <li><a href="#id0x64b80"><span class="menulevel2">Materia prima: excretas y bioles muestreados</span></a></li>
        <li><a href="#id0x65580"><span class="menulevel2">Análisis biofisicoquímico de excretas y bioles</span></a></li>
        <li><a href="#id0x96600"><span class="menulevel1">RESULTADOS Y DISCUSION</span></a></li>
        <li><a href="#id0x96880"><span class="menulevel2">Análisis fisicoquímico de materia prima</span></a></li>
        <li><a href="#id0x700380"><span class="menulevel2">Comportamiento de la Temperatura-T(ºC)</span></a></li>
        <li><a href="#id0x701180"><span class="menulevel2">Calidad biofisicoquímica de los bioles obtenidos en los cuatro biodigestores evaluados</span></a></li>
        <li><a href="#id0x255b580"><span class="menulevel2">Comportamiento de la conductividad eléctrica (CE) de los bioles obtenidos en los efluentes de biodigestores del Sumapaz</span></a></li>
        <li><a href="#id0x255c880"><span class="menulevel2">Comportamiento del pH de bioles obtenidos en efluentes de biodigestores del Sumapaz</span></a></li>
        <li><a href="#id0x700300"><span class="menulevel2">Comportamiento Sólidos Totales disueltos (TDS) en los bioles evaluados, provenientes del Sumapaz</span></a></li>
        <li><a href="#id0x25ec680"><span class="menulevel2">Concentración de gas metano en el biogás producido en los biodigestores evaluados</span></a></li>
        <li><a href="#id0x25f9d80"><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="id0x5d83800"><!-- named anchor --></a>
      <h3>INTRODUCTION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>The
        high demand in global energy consumption and the dependence on 
        non-renewable energy sources, as well as the associated environmental 
        problems, require the search for new technologies and energy sources (<span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
        B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
        temperature on biogas production using a lab scale batch reactor”, 
        Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
        0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>).
        The generation of food waste is equivalent to a third of the production
        for human consumption in the world, being approximately 1,300 <i>MMt/año</i> <span class="tooltip"><a href="#B17">Zapata (2019)</a><span class="tooltip-content">ZAPATA,
        E.I.V.: Valorización de residuo alimentario como fuente potencial de 
        producción de biogás y ácidos grasos volátiles, Universidad Técnica 
        Federico Santa María, Departamento de Ingeniería Química y Ambiental, 
        Tesis para optar al título de Ingeniero Civil Químico, Santiago de 
        Chile, Chile, 2019.</span></span>;. In recent years, the construction of
        biodigestion systems has been implemented, achieving effective results 
        in economic, energy and environmental matters, since they have increased
        the annual production of biogas at significant levels with the purpose 
        of producing electrical and heat energy (<span class="tooltip"><a href="#B3">Appels <i>et al.</i>, 2011</a><span class="tooltip-content">APPELS,
        L.; LAUWERS, J.; DEGRÈVE, J.; HELSEN, L.; LIEVENS, B.; WILLEMS, K.; VAN
        IMPE, J.; DEWIL, R.: “Anaerobic digestion in global bio-energy 
        production: potential and research challenges”, Renewable and 
        Sustainable Energy Reviews, 15(9): 4295-4301, 2011, ISSN: 1364-0321.</span></span>).
        The clean energy alternative for livestock activities such as biogas, 
        generated by the anaerobic biodigestion of organic waste, provides a 
        low-cost energy alternative, increases income for producers, 
        decentralizes energy acquisition and reduces greenhouse gas emissions, 
        maximizing the use of resources to contribute to future production 
        savings.</p>
      <p>Colombia is a country with high agricultural potential 
        with high production of organic biomass, which can be used in the 
        generation of alternative energy. The amount of excreta produced in 
        livestock systems can exceed 80 million tons/year and it is estimated 
        that they can reach an energy potential of approximately 71,000 TJ/year.
        In systems with technology, the proper use of residual biomass could 
        generate 864 GWh/year, equivalent to 1.3% of the national energy demand.</p>
      <p>Electric
        power in Colombia depends fundamentally on hydroelectric (70%) and 
        thermoelectric (29.3%), wasting other renewable energy sources such as 
        livestock residual biomass, among others (<span class="tooltip"><a href="#B9">López &amp; Ruíz, 2014</a><span class="tooltip-content">LÓPEZ,
        A.A.M.; RUÍZ, R.C.: Evaluación de la producción de biogás a partir del 
        buchón de agua mediante codigestión anaerobia con estiércol bovino, 
        Universidad EAFIT, Escuela de Ingeniería, Departamento de Ingeniería de 
        Procesos, Tesis (en opción al título de Ingeniería de Procesos ), 
        Medellín, Colombia, publisher: Universidad EAFIT, 2014.</span></span>). According to <span class="tooltip"><a href="#B6">Esquivel <i>et al.</i> (2020)</a><span class="tooltip-content">ESQUIVEL,
        M.A.; MERINO, M.; RESTREPO, J.; NARVÁEZ, A.; POLO, C.; PLATA, J.; 
        PUENTES, V.: “La pesca y la acuicultura en Colombia”, Autoridad Nacional
        de Acuicultura y Pesca, 2014.</span></span> the Division of Livestock, 
        Fisheries and Aquaculture Chains (2020), an entity joined to the 
        Ministry of Agriculture and Rural Development, since 2019, the growth of
        pig production systems has been 8.8% in Colombia, which indicates an 
        increase in organic matter (excreta). Such biomass, in most cases, does 
        not receive adequate management in agricultural facilities <span class="tooltip"><a href="#B10">Medina (2013)</a><span class="tooltip-content">MEDINA,
        V.A.M.: Evaluación de la calidad de biol de segunda generación de 
        estiércol del ovino producido a través de biodigestores, Inst. 
        Universidad Nacional Agraria La Molina, Lima (Peru)., 2013.</span></span>,
        generating contamination mainly in water sources close to the 
        productive systems and facilitating the spread of different vectors and 
        pathogens in optimal environments favored by the bodies of water with 
        sewage (<span class="tooltip"><a href="#B4">Cerdán, 2020</a><span class="tooltip-content">CERDÁN,
        M.J.M.A.: Potencial de producción de ácidos grasos volátiles en lodos 
        de Ptar, residuos urbanos y agroindustriales: enfoque hacia una economía
        circular, Universidad Agraria la Molina, Tesis para optar el grado de 
        Magister Scientiae en ciencias ambientales, Lima, Perú, publisher: 
        Universidad Nacional Agraria La Molina, 2020.</span></span>).</p>
      <p>Biodigesters
        emerge as an alternative technology in the agricultural and livestock 
        field, for the treatment and anaerobic fermentation of organic matter 
        present in food residues, vegetable waste and animal manure, susceptible
        to developing such a transformation. In general, biodigesters are 
        considered as hermetic and adiabatic containers, designed with materials
        that allow the development of anaerobic biodigestion (BDA) by microbial
        populations responsible for breaking down organic matter through four 
        fundamental stages: hydrolysis of polymers such as proteins, 
        carbohydrates and fats, to elementary biomolecules such as peptides, 
        amino acids, glucose and fatty acids, among others, then the acidic 
        genesis of these biomolecules occurs, whose products are mainly organic 
        acids such as volatile fatty acids (propionic, butyric, isobutyric and 
        valeric acids); acetogenic bacteria develop the third stage of BDA, 
        called acetogenesis, with the consequent production of acetic or 
        ethanoic acid (CH3COOH), gaseous hydrogen (H2) and carbon dioxide (CO2).
        Finally, methanogenesis occurs, given by methanogenic bacteria, in 
        whose phase methane (CH4) is produced by pathways: acetoclastic 
        (cleavage of acetic acid) and hydrogenotrophic (reaction between H2 and 
        CO2) (<span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
        B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
        temperature on biogas production using a lab scale batch reactor”, 
        Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
        0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>; <span class="tooltip"><a href="#B11">Nopharatana <i>et al.</i>, 2007</a><span class="tooltip-content">NOPHARATANA,
        A.; PULLAMMANAPPALLIL, P.C.; CLARKE, W.P.: “Kinetics and dynamic 
        modelling of batch anaerobic digestion of municipal solid waste in a 
        stirred reactor”, Waste management, 27(5): 595-603, 2007, ISSN: 
        0956-053X.</span></span>; <span class="tooltip"><a href="#B2">Ampudia, 2011</a><span class="tooltip-content">AMPUDIA,
        M.M.J.: Investigación de la condiciones óptimas y de la cinética del 
        proceso de biodigestión anaerobia de desechos orgánicos agroindustriales
        y estiercol vacuno, Universidad San Francisco de Quito, Tesis de grado 
        en Ingeniería Química, Quito, Ecuador, publisher: Quito: USFQ, 2011, 
        2011.</span></span>; <span class="tooltip"><a href="#B16">Yu <i>et al.</i>, 2013</a><span class="tooltip-content">YU,
        L.; WENSEL, P.C.; MA, J.; CHEN, S.: “Mathematical modeling in anaerobic
        digestion (AD)”, J Bioremed Biodeg S, 4(2), 2013, DOI: <a href="http://dx.doi.org/10.4172/2155-6199.S4-003" target="xrefwindow">http://dx.doi.org/10.4172/2155-6199.S4-003</a>.</span></span>; <span class="tooltip"><a href="#B15">Valladares, 2017</a><span class="tooltip-content">VALLADARES,
        C.F.: Modelamiento del proceso de digestión anaeróbica de estiércol 
        vacuno y cáscara de cacao, Universidad de Piura. Facultad de Ingeniería.
        Programa Académico de Ingeniería Mecánico-Eléctrica, Tesis en 
        Ingeniería Mecánico-Eléctrica, Piura, Perú, publisher: Universidad de 
        Piura, 2017.</span></span>; <span class="tooltip"><a href="#B9">López y Ruíz, 2014</a><span class="tooltip-content">LÓPEZ,
        A.A.M.; RUÍZ, R.C.: Evaluación de la producción de biogás a partir del 
        buchón de agua mediante codigestión anaerobia con estiércol bovino, 
        Universidad EAFIT, Escuela de Ingeniería, Departamento de Ingeniería de 
        Procesos, Tesis (en opción al título de Ingeniería de Procesos ), 
        Medellín, Colombia, publisher: Universidad EAFIT, 2014.</span></span>; <span class="tooltip"><a href="#B12">Orjuela, 2015</a><span class="tooltip-content">ORJUELA,
        C.G.C.: Producción de biogás mediante la fermentación anaerobia de los 
        residuos orgánicos de la cadena de restaurantes Wok, Universidad de los 
        Andes. Facultad de Ingeniería, Departamento de Ingeniería Química, Tesis
        Ingeniería Química, Bogotá D.C., Colombia, publisher: Uniandes, 2015.</span></span>). <span class="tooltip"><a href="#f1">Figures 1</a></span> and <span class="tooltip"><a href="#f2">2</a></span> summarize the enzymatic biochemical reactions developed in the BA.</p>
      <div id="f1" class="fig">
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rWhKjUyYu%207MEtOMalTY8TI5aOzIjY551CXiH0hSUhJ5VHjyjTW1E0RdMyJmsPNlS4kOaxJlQjyzGULSpTarmy%20V2va1iKmgoZpvroDxFj09WtMhFCqQOYeHp6bXsKEo5PuVN8I5roVq/hqt0DTqqN412dsDUJIridR%20QCgFAKAUAoCjluRVxcWOlECPs1hIO4trycFOW4IWSjpjyFsqHaBKgPYGzgBv6Pp1jYM2lFo1cWFW%20/aYm49nYzOxsSh6TLhv4NwPYybDdSh5pQa7Mi6wtB5kGx8W/VrXSOI1mKSwkzTP90G2HNvRNteXZ%20NGAjFztccmUnspQckmSRJKkFSrOq0UghXL01O2da5K9EV2OSmg2TGwsZG3C9mMfkcjjkzJImzsXG%20kBEORICQkuOtqSpQ5kpTzhKwDUbR0pkLbPLUube2TjsLm5WeE2dkctKjoiCXkHQ8tuMhRcS0gpQ3%20cBZ4q5lacetLFbyBYSRq4vdFtSLnWcsxIyCBFyKsvBxnlN4TEty5cU2yUn6506m3Ra+ttvKlCuxW%20c2GA2FjMDkVSMZksk1ju0eeawZkBWPQuQpS3FIaKOe3MoqCSqwNVeK2tBZYdDtcIq+TV/MHQcPZi%209vT9H0a6br8x9nvKbzqLt9xv60TwCgFAcTs8gQMoQeGYyevG3425/wAajetZfuo5Yentf2m9IABF%20hoOAGhAv4vA9HQPDXmqXNJuHaWMz2UwsvIoZkxsQuS4YEhlD6Hi+12aTZdwkoPjDQmpqKlvI7Og5%20CXmnZDxREzOJRhXWGkhPZNNl+60quQLh86W0tRSYNNK7t8lkIkwZXNpdya4MbG4+THi9k2y3FkJk%20IddZLi+0W462nnspKbDxbVN8mpeV3eNvboVuB9yBMemrhP5JD8RTpEiIhCQuIrtvawsNpNlhfLbm%20FQ5MM9w+7xEVtaFZEr5sflYCiWgjTKS/K+0tfg1fltfXwVN4IwVd1b6sri5juZD7OLcxjzKHGCtx%20Ksa2GlNMqLvZtNvKHOuyObmJ1tS8Km72ltN7AScnIcltKGRU2sQ4TKo0RpTYUFvIZUt4JceK7r5b%20JJA04mobqKm9mi0GULAAMOacQPEVoOA0/wCdTDWRVnOdyvwQj/zbf8H0q9uNrvt94wtRdNBINci4%20oDjMvb4w0aXPmZVjb/u0dNerD+X/ABe44T1/YaTc7GRibnwW448B/KQYEebClxYSUuSGjK7MokNN%20qUnn5eyLagnxrKv1iqPPUlI5zdMbdGY3LjchHwEqG809jXo0xSOeQG0S7y0POpkdlGCGRcoCFlxK%20teBtDLGPK2Q63h4Ul/CzMhJXuN+Zl47bi1SF49DsrsOUKWPa0trQUtoOoPL0moebp1kItNbbyqIk%20JOWwOQyO3uzyvmzCMrKpEJx+SlUHtkdqgjlj3ShRUeyJtcUYPTux9y+TzsjLjPS9zRIm3kwZ7Tqy%20pciIQJimzzpQogXC1KHjJ46GlGKoysngMwuYlWUxM3L4XzhnFJhR1nmS7JdQce+oBxs9mG0rCVX9%20rJvppYSi3t/aGZiwfKpeJelZHGbYgxsZBfkKbbM9tp9D7XirSA6UlKFOaGx0NSiKmqa2dkXse8ud%20gH38XHzWMyEfFJjmOewSwW5qo8Vb7qwAq3MCoE2va/GMugmqN75izh3SJAxk0ZlGb8sbzgc5Yowo%20RbyUK7Sw9q9r7Eovz+P9NSmUhPIYLOOn43YW44j0F5iG29E8lnzG1Rpso9qntDKbDjiVLaNk9ukg%20L420ue2Brez3FMXMTHtG/mCL/wBH7pryI9JuaECgFAKA5bvA/IsR/i0L+Ga74Gd9jOOPmXajM0v4%20Dp+7Q4lNb3tr0+tw8NAzhZ+1t1Oe/LHMNQl43c6n3Y8xb7iXWlOQW4yULYDSgfbGfo+BqtC95ZDW%20t7Yz8/cOehJix2cYcth5b2Uc7RMkebY0VxXk6QgpcClNcqFcw5SVaUpVk1yHp7u83MzFUiKMfKfl%204/K4uS1KWtLTKchMclNvN8rayvxV8riNOAsbUppIv6D2/wB3m4BFmYtCoRg5dOJVNyS1qEiKcY0y%202sNN8ig7fyfnaUVp5VKOnWSsJvrp06aDoNr4DN4zPZV5fZRMFJUtyNjG3lSR5U68p12QgrbbUwlx%20Krqa5lDmNx4SRVyT7Tp9COOh0Ivrw4cauVPSbcw4cfG6/U9CoJ0nJ9yt/MjhJuS4sk/0i+rSo3jX%20Z2wNREkVxOooBQCgFAKAUBRXsT6FAjiGHLx2r+N4iLnjxT+++bWBCXwrsNxxys9lfG/p9V/+VWvI%20i6Q/3ld7W49tbtykCJPgRWMbCiS4kCVGdccmvSFlK2g+haOytoeY6cPDXrwcNSSZ48XEcWbnI7o7%20xshvLI4fbj+NjIxuJiZFMKYyt7tXpJUS0ZDTiOUAiwWL9GlUSiopu0vWTlRdPE1ea74dxzdjbey2%2004DJzuZZlzn4b4LrbMXGIWqUAfEJusJSg+GrRwkpNPMiJYjuppdNPiSdg81FzGGgZeKbx8hHalNg%20G9kuoCrE9Y5raivPLI2j0RV5VRnBfAcdbaa3t6tVvIm6bHbp5sis9TJv4brFerc3/cfZ7zzb4vgX%20adHWmZwoBQEaYfdOGw4ycPJqeZkjK5FwI8nfPiOSVlCkqSkg8yVXBBrpjYEptOOai0nnjNKqdrNg%20e8PadjeU8b3N/JX+PG4u3bSwteuXCYlnii21j0THxh7T4CS8AdbCM+OknpRofl04TEs8UNquiY+M%20Lalvyp64BAIiyPRGnJx+ThThMSzxQ2seiZRXeLtBKCVSnAgeMT5LIsAb3OqOom9OExLPFDax6VLE%20fvU2LJc5I+SU64BzcqGJCjYaE6I09kOPzal7lirR9hCxoPM/tMgd4O0k6JlOgaf2WQLWNvtY6OH7%20tRwmJZ4k7WI+MLad/wApeB4/k0jUg8PYcbC3H0acJiWeKG1j0qB3h7UA0lPDqIjSPS05Or5noUe6%20Yj0eKG1iW5PeBtJcV9CZLvOtpxKR5NJFyUqAF+Tw9OgqVuuJXN9geLHoj33ORZMbaUZD7SmVdm2S%20hYKTflHQbfMrpja77S+FqLsO8rmXFAcHuzJRMXvZmZO7VEVzFqYQ62046C55QlfL7WldjyjwV68F%20VhRWnnxXSVeox/f9te9/KXdNL+TSLfe6tspdGiu0XWPf7tW319y2n9mkel9jpspdGhfVngUO/tra%20jyh02ufyaR0XP2vwVOyl0aF9dfcV9/e1uHbu2GgAiybajh9bqNnLo0L66I8u94G0221OOSnUNoBU%20XFRpACQBxuW7UWDLR9vTog8RFqL3mbJlqUmNkFP8tucIYfVyi9gTZvrqXgTWdDaRZfG/trAD8Zd4%20XsIska31+c66jZS6NC+h7/tr9El0XBItFkG5Av8AQCp2UujF9dEPf7tYj8pdKbHjGk6jjbVv6ao2%20UujQvrojS7z3ThcttqXj8e48/MkFkMtCO+L8rzajqUDgnXjV4QadXSmXT1PrKzlVUykkbVaW1g4y%20FpKFBOqVaHifAKzz2G2oBQCgFAcl3lSY0bE42TKcS1GZykNbzzlghCQvVSidAPRr0bsm5OljOGPq%20+1GCd+bJ4DOwvB7cgnW56TV9jOw431aPf5snpzsHqFn0Dja1tanZTsZF+No9/wBsi5Az0G442fR6%20PC9RsJ2E342lTv3ZX7dg6Xt7cjrpsZ2EXo2lp3vE2K0oNrzsQEjghZUAL24pGlSsCby0F+Npd9/u%20yif17C110fQeJ46nrqNjOwm+rSh37sm2udhWP8u3bq66bCdgvxtHv82VcA52ESRbR5A19XwU2MrB%20fjaVTv3ZAVrnYNv55NrD1Dwo8Gdg2itMLuVSrzCpZ1S4pakLHBQK1WII41y3jXZ6MDURI9cTqKAU%20AoBQCgFAUV7E242oEcDHcuw0RwKUm56dBxBKq+Yi8h9JdPfP63R01N4UOD3R3aTM1m8rPjZ5eOjZ%20yE1jMrERFaeUuO3zcwQ64TyKUlZ1CdK9OHvSikmsztPNPd7zbrnLUnuumsZNUrb25H8HGcxsXEOM%20Nx2nl+TxElDZQ6sjkXyG3ME36ahb0qfEqutSHu2XI8lKdOn7Ksdy2zRMimY0ZuOxsBrHYyAtS2wz%20yLU688pbS2ytx5a7quKl73LLTSwt0jpsodFsnbCdrbeZwTUtcuNFceMRTgspthxwuIZOqubs+a3N%2001yxca+6nbDwrqpXp0ob7m46cfla3rneOl02m2VA5R3jcMG+uguscRevfy91m+z3ng39Uiu06itc%20yhQCgFqAWHh9U0FRYeH1TQVFh4fVNBU1+4BbAZPX+yP9P8mqrQzoieZkKdxCWxu9ZQkJ5sY6TYAX%209tY9PprX5kvgXb5mbuL+Jk92Hh9U1jGnUWHh9U0FRYeH1TQVFh4fVNBUoEpTwFqArQCgFqAWHh9U%200FRYeH1TQVFh4fVNBUWHh9U0FTne8QD3h7g/w+Rr1e1nX0q64Ouu1FMXVZG/cOP07l+i8Rjhw+uK%20rR5n908O4aSarDw+qayTRqLDw+qaCosPD6poKlOUfIaVJqVAAFgLChAoBQCgFAUWhC0lK0hSTxBF%20xQGOcZjTxiM/c0+tSooPNeM9yM6/yaPW8NKkUK+bcdp+Ks6cPa0+tQmh5GKxg4Q2NP5NHRr1UqRQ%20iDvjjRmN0YdDTSG21MpCkIQACO2PQBbp6a1dw1JGfvi+OKJgOMxp4xGfuafWrLqaFB5rxnuRn7mj%201qiooPNmN1/FGdePtaOn0qVFAMXjRwiMj+jR61CaF5phhoWabSgdSQAPlUB7oBQCgFAKAUAoAoXB%20HXQHIHZmTvZGSshOiQWkk26Lkms76Zh2y8PI0PqErI+PmU95eV4DJnwHskX4W6vTp9Nha+nsH1CV%20kfHzK+8zK/tIXve3ZItw4eh8ngp9Mha/DyH1CVkfHzHvLytrec78APakdBvc+j0/KtT6bC19PYPq%20ErI+PmDsvK6jznob/YkdJ+T929PpsLX09g+oSsj4+ZQ7Lypv+k/6ts8b+Dw/Kp9Mha+nsH1CXpj4%20+YOy8ob/AKTte/2NHTfweH5Ol9Mhax9QlZHx8za4DASsa+68/K8oU4kJHihAAvc8PDXowN0jhNta%20Thj7y8RUaS7Dd16TzCgFAKAUAoBQGv3DfzBk7cfJH/B9jVVoayKyzMhbuK+F6tSbYt0Am2o7ZjXS%20tfmWou3zM7cdZk81jGmKAXA40A5k9YpQUHMnrFKCg5k9YpQUHMnrFKCg5k9YpQUHMnrFKCg5k9Yp%20QUHMnrFKCgoDnu8T4B7g/wAPkfezXXA149qOeLqsjfuH/X2Y8EVn74qtHmWaJ4dw0k01kmkKAUBj%20vz47DnIu/Na+g66xeYfmDdNzxNnjSuypXM3k9iOscGUlVFvztE+m9SvD+seXet/yy8ieHnYPO0T6%20b1KfrHl3rf8ALLyHDzsHnaJ9N6lP1jy71v8All5Dh52DztE+m9Sn6x5d63/LLyHDzsHnaJ9N6lP1%20jy71v+WXkOHnYPO0T6b1KfrHl3rf8svIcPOwedon03qU/WPLvW/5ZeQ4edhVvJxnFpQnmuo2GnXX%20fdfzRuOPiRw8Obc5ZF8MvIiWDJKrRl19CchQEN99PwswvX2It0a9vWpuGpMz9714kyVlmgWpUgR2%20S6RzAWFh4TavFzHfY7rgSxpJuMLO2mktGN50MPz0j7UfVr5H9fbr6MT+n/kd+Fl1Dz0j7UfVqf19%20uvoxP6f+Q4WXUPPSPtR9Wn6+3X0Yn9P/ACHCy6h56R9qPq1H6+3X0Yn9P/IcLLqHnpH2o+rU/r7d%20fRif0/8AIcLLqHnpH2o+rT9fbr6MT+n/AJDhZdQ89I+1H1aj9fbr6MT+n/kOFl1Dz0j7UfVqf19u%20voxP6f8AkOFl1GZGfD7IdAsDfT0DavrOW79He8CONFNRlXPnyNr3HCcbroXa9xUUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgNfuE2wGTP/aP/e1VaGsisszIW7ivherhpi3RYaj68x1cfRrX5lqLt8zO3HWZ%20PNYxpigMLL/klugqFfL/AJxbXLp0tj/uR1wNdHHy9yYmLuOBt57nGRyTL0iKkIJQUR+XtOZfAHxx%20X5Hh7vjSwZYyfwQaTy25jQbSaRgQt+4CdJcjxG5L62cq7g31IjrUluUwgLcKyPYtDmA5zpevRi8u%20x8OKcmlXDWIvizxeb29RVSj40Nhl9xYnEzcXDllQey8nyOGEIKx2vZqdssj2I5UHWvNgbvjYsZyi%208mHG88uitCzojPkSY0eM7JcPtTLZdWUjmPIkE3AFydBXCDnKSim6t0zk0RpFb1wzTGBdltSIa9xv%20JYxzD7XK6FrbU4kOoBJbulHTw4G1e3gcZvEUZKWxVZNPJnpktK3lk6zYYfNQcrjkz2m3Y7KnHGgi%20W0qO5zNLU2fEcCTYlFx1iuG8YWJhTuOVXRP4ZVWVV0Exo9B687RPPhw3ZPeVCN5Z23Yr8n7PtOz5%20e2tydpfXkve2tRs8TZbW98N67rZa0rmz068wyVoZyezUkKTZSTwIsRXB4k1pZa6joMd+RNegfmmv%203X8vf9DC/cRl4uszTd4nwD3AeqBIPqNnqrewdddqOOLqsjfuHH6ey/5ox98VWjzN6p4dw0k01kmi%20KAUBpcr+WH/pFfkP57/7y/8Azj9sjQ3bUISyHf8AQ4ez9w5FTmOG4sTkH4cPCrf5XHmmZKWQsoJ7%20S5QVK8XTSueF+VZT3nChSexxIKTndyJuLdK5s+Qjb/C3kqdcrvIxUB/cS81JjsQ8NJjxmgyH3JBX%20JZS4hpbfJ4zqlKslLXN4ayVyfExFhLCTcsSMnlupfC6VrXV65UOm0pWug1GL779tuHOS8o6mHh4G%20RZxuPkBt8uuuuxi+UOM8naIWChabFI1FuNevH/LWOtnHDV7ElBzkqxokpXcjrRrKnn68xVYyy1zV%20MnOd7+24WUxMVrIMR2ZHZv5ZyUxK5o0Z9PtAcCEBMdx5akgdupPKOIrluvIMacJycW2qqF1x+KS1%20qZfiUVXVrW0tLFSZbl95s1nK5qEW4kdGLzeOxLT0gvWcROQhSj7Ulyzl12TccvWRVocmg4Ycqyd/%20CnPJTJdrbTJbpsK7V5e038LvH2lN3ArAxpTjk4POxkrEd/ydUiOLvMokcnYqW2B4wCq8GJyjeIYO%201kldonrRrR5ndrWj0ZDoppuhpsZ3vbeTtzFZHMSm1zMk3IfSzjGZMlPYxnVoW6EBvtUoQEeMVJGt%2069uP+X8bbzhhr4YOK+Nxjlkk0s9KvRQosVUTZ3+JlMS/I5UdfaR5AbdZXYjmQsBSTY2OoNR+XoOH%20McKLzqdPtGM6wZ01fuZmigIb76fhXhf5gaf09au4akzP3vXiTJWUaBiZb8hX6Kf4QrA/NH/zsX91%20f7kdcHWREfeTv9/aW59oNuvFvC5N6ajKpQwqQ6pLTAU1yJbC3NHDryp4ca/LOT8qW94GO0q4kFC7%20losry1rkzWs9uJiXWrDm8T3t5HJ5OatE1xOMO58dicaBDSFqjy2yVNuoeLS0BRB8exUOhNaePyGG%20HCKcVf4fEnL49MXnVKp9mbrKLFr3oz853vy5WRw0fb0KU1j5O5I2GezL7LaoklAWpEptk85cB08V%20ZQAbKsdK8+6/l+MYYjxpRc44EsRQTd6PpbyU7VWy0mWLWlLTOY77sO9ipmTGHyTcRh/yCG4ttr8c%20nqeUwmLGSlwlaipN7mwtxrzy/LeIsSML8HJq88r+CFK3pZMhbbdRqk95mcTisNCDr7W5GdxY7E7j%20j5GOyy6GpxUvxEMlxsIWi3ZqQomwua9n0bCeJiSoti8DEnhuEm1WFFndHVPOnTKV2jolpqqmY33w%20xcXBWZwkZSZKzuQxUBsNx4QHkaz4inXXks2SmwSpSwpZ+d41wf5fliy+C7CMcGE5ZZS1lnoo3u1U%20pG0na07zYS+8dtjMY+VJ8sg4xzBzcxLxjsVBcCYikXJcStSudIUbJRdKhrfhfz4fKHLDlGN2U1jQ%20w1JSdPiropm63RrNQl4mVdhtdh94UXeDL70bHSYbLaW3GnnVx3mnUO3KeVyM68kLTbx0KsU15eac%20plubSlKMm6qivJqnVJLJY1nLQxLxI+K/Ikeir+Ea/Wvyp/8AOwux/wC5ngx9ZmXX0RyFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoDA3DfzBkrcfJX/vauqrQ1kVlmZCvcTb33KsSf0Y7qeOrsfjWvzLUXb5m%20duOsyeaxjTFAYWX/ACT98P3a+W/OX/zp9sf9yOuBrohjf20Mjnu9DazjbmRg4+PCnpkZXGrLKm1q%20LZQ2p4JVy8/KdOmvz3lXMIbvuOMmsOU3OFIzy1z5adR7MSFZI5XbOz9z4zIw2FRMg6wxvqZLclyg%20pbzsMwuRuU84CnnQpV/H4X9StXfeYYGLCTvQTe5wjRZlK/VxS0NWFIxaf8RrdtbUzLO4tqKm7eyg%203LDy017dGecQ4qK/2iXwy4HOYpcBSpISpNgnhfWvRvu/YcsHGu4uHsJYcFhwTV6NLtVSlVpyac5W%20EMqqsukuYzu9ykDuv23Jdws56TIntPb3xyC6rISobLjwbbLalBSkICknsk2uOuoxubQxN+xYrEgk%20oNYMslyMmo1dc1Xl+JkLD+BZO0z8FtvcYk4F2NiJ0LAtbtXNxWOlIUXIeOMNaFKdSorLKFPElCTw%20v0aV5963zBu4ilOEsV7soylF5JzvrN6nTOy8YuqyZKmlyO0NxObK263NxuRL0aTly5EcgrnRlF+W%20tTIkxUOIfQpaCOyeR7G/HUGvbgcwwVvWK4zw6SjhZb6hLJFVuypddPvReco4O6s5v3tv7vmlxUzF%205CE29sdqEqPj3FLW3LTKKgy24+shTob1IUrm5dLnjXgjve7QSuzhJre3KslnjdztRWrWxUrloXcW%20/wCU3fcXjstjlZyM/iTCx14xizzEfxpkOBtSXQYTy3AhSCBzLRYKPXXi/M+Nh4mzkp3p/FWN6M7u%20XJ8aSrXQnmLYKarYTrjvyJr0D801+mflz/oYP7iPHi6zNN3ifAPcHR+j5GvV7Wda38HXXajhi6rI%2027hv19l/zVj74qtHmeaJ4Nw0k1VkmkKAUBpMr+WH/pFfkP57/wC8v/zX2yNDdtUhmb3IKk7E3Fg1%20KgqzOWyMibCyi2eZTLT0pDwQVlPac3KkjQ9PVXHC/Mt3e8LF+PZ4cFFxrnai1WmbOHgfC1pMvN91%20GamTMxk4c+Ozknszjs5h0uoWtlLuOjpYDUi1jyr8b2HDS3VXHdue4UIwhKMnDZTw50pWk5VrHs6y%20XhNtvrqY7HdRup/IecspkIKpTu5oO4X0R0PJbDcSOplTKAsnxrkWUeNrnqHSXPcCMLmHGd3h54Sr%20StZSrUjZOuW2pe3V3W7pn5DczOIyMJnB7x8nOXEppa5LBZbDThjFJ5Fc6Ei3P7E8KpuPO8CEMJ4k%20ZvF3e9cutXXV1V7Tk6s4lhOrpmZ6nd0uTdmZJyPNZQxKzWIykdK+0KksYtttstqUNStXZ6G/omq4%20XPcNRgnF1jhYsHmz4jbr2ZSXhO3SW8Z3U7ihd4XvgYmxIEEzn5ktUAymnZrToPIxJilZiXBV4zqR%20dXG19avjc8wZ7nsXGU5XFFXrrUGvvRlS/wBkXmtoFhO9XrNXK7kdw+9PAYlmRjX5uHZltJlueVxn%20WlyX1updjyIy0ueKFAFtaSDbjXqh+ZcHiMTEaxFHEcXT4ZJ3UlSUZKmW1ZUV2LolYS7tLHzcdjMV%20AnTF5GbFaZZkznL87ziEgKcVck+MddTWfybFjic1hOEbkZYlVGxZchbETWHlOxr9uM4UBDffT8LM%20L0e0g6fz9am4akzP3vXiTJWWaBiZb8hX6Kf4QrA/NP8A87F7F/uR1wdZHB53Z7OX3PtzPLkqac26%20uU40wEgpd8qZ7EhRJ8XlGulfjm68weFgYuClVY13LZddTQcatOw0Unulhv5eTkzkng5Jz0PcCkdm%20iwXBQUJYH0qhxVxr3w59KOGoKCyYM8LP69JR4WWtdNTEPc0E5KK41n5SMLCzSc/FwxaaU2mT2hdW%20kukdopClKPLc+L4a6/qH4Gnhx2ksLZOdXW7SiyZq22h4WXPpqZfxSY/3mo24MjIQ7GyK8vjsm2lC%20XY8syFSG1pSeZCuQrKbK4jq6OX16fE7a6qOGzlHRKN26+8bL4aFpruhaU4idkMzIn5pzMQczkMi4%2020jtjjklLEZLTYShtpIUeFzx9K0uftK7DDjHD2U8OMavJf1pVeVsbFabTzL7oEOYeVjmcuUiVlJm%20WdbkQ40uKtU1XMW3Y74UF9n84oKChU4fP6Yim4auHGGSUoy+HSpLNXSqNB4WR5dJ7wnc7j8O3ikR%20crKT5qxUzFNPAIDv466HlPpWQeUoVfkTYpHocY3n8wTxnNyhH48SM9NPhVLtOvS84jhU0mRsPusi%207UzU7MmeZc6cw3FcDUZiEypDaivtHGY4ShbyidXK58053LesOOHduxi65ZOT7E5ZVHqJw8K6Sriv%20yJHoq/hGv1P8qf8AzsLsf+5nhx9ZmXX0RyFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDA3D+oMl+av8A%203tVWhrIrLMyFO4nXdxP/APFu6npPbMVr8yfwLt8zO3HWZPVYxpigLE6OqQx2aSAbg61kc85bLfd2%20lgxd1yplfU6l8OV2VTX+ZpH0aPl+tXwn/n+N/lj3M9XFKweZpH0aPl+tT/z/ABv8se5jilYPM0j6%20NHy/Wp/5/jf5Y9zHFKweZpH0aPl+tT/z/G/yx7mOKVg8zSPo0fL9an/n+N/lj3McUrB5mkfRo+X6%201P8Az/G/yx7mOKVg8zSPo0fL9an/AJ/jf5Y9zHFKweZpH0aPl+tT/wA/xv8ALHuY4pWGyisqZjob%20UblPEj0b1+ics3R7tu8MJu84RpU8k3Vtmj7xPgHuD8wkeD7Ga08DXXajji6rI27h7efsv0/ijGv9%20IqtHmf3Tw7hpJqrJNIUAoDGkY9h9ztFlQVa2hHR6VYXMvy5uu+4m0xVK9SmR0ydGdYY0oqiLfmiL%201r9UetWf+iuX2S/mLcRMeaIvWv1R61P0Vy+yX8w4iY80Retfqj1qforl9kv5hxEx5oi9a/VHrU/R%20XL7JfzDiJjzRF61+qPWp+iuX2S/mHETHmiL1r9UetT9Fcvsl/MOImPNEXrX6o9an6K5fZL+YcRM9%20N4uM24lYKrpNxcjo9KvTun5U3Ld8WOLBSvRdV8REseTVGZdfSHEUBCXfLk8e5u3HoRJbUqE0BMQF%20XLXtvP7YB7HxdfQrW3CLWHLrM7e2nOJNESXGmRm5UV1L8d5IW08ghSVJPApI4isppp0ZoJ1PbrTb%20qChwcyTxHoVwx93hjQcMRKUHnTLJtZix5uhfah6p9esr9Obh/hgX2srR5uhfah6p9en6c3D/AAwG%201laPN0L7UPVPr0/Tm4f4YDaytHm6F9qHqn16fpzcP8MBtZWjzdC+1D1T69P05uH+GA2srR5uhfah%206p9en6c3D/DAbWVo83QvtQ9U+vT9Obh/hgNrK0eboX2oeqfXp+nNw/wwG1laX22kNICEDlSOArV3%20fd8PBgoYaUYLMkUbbznquxAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAYG4f1BkvzV/j/Nqq0NZFZZmQ%20r3E/C9XE/ot03Njf22PWvzLUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B/h8n70quu%20Brx7Uc8XVZG/cP8Ar7MH/tWfviq0eZ5onh3DSTTWSaQoBQCgFAKAUAoBQCgFAKAUAoDndxbB23uD%20IRZ+RYKn4xHNyHlDyBqG3hbxkA6/K4E12w8ecE0nnOc8KMmm9B0KEJQkIQAlCQAlIFgAOAAridCt%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBz++80xh9rz5Mhl91lbLjSlMI7Qo%20K0EBSwCCE30vXXBg5SSRzxZUiQt3RZlnFbujh2O+85LhriMsx2+0UFqcaVdWqbJASbqPAca19/hW%20C95nbnOkmfRNYZqigFAKAUAoBQCgFAKAUAoDju9nL+b9kZNCokiQiZHdjdswlKksqcQUoW7dSSE3%20PEXrvu0L012nLGlSLI27mMwIW65ERMSRKdyDDaEqYSkpaShRK3HipSeVA5hr08ONaXMYVSdcx4Nx%20lRtWk9VjGoKAUAoBQCgFAKAUAoBQCgFAKAgzvp73p+2N7wYsDMswYeAYj5HN45QQXMgiXKQyYyOY%20EhTccLd8XXUUBXdu9c7NzO75qs5lMVt/aC4rTUbb7EWRIUl6J5WudK8pSvmYANgE2Fh6dATPiJIl%20YmFJDpeD7DTgeUkIUvnQFcxSNEk3vYUBl0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoCjjbbjam3EhbawUrQoXBB0IIPEGgOe2zsLbe25UuVjI5S9KUbLWectNk37Fon2LYPR6wrriY%208p0T0HOGFGLqjoq5HQUAoBQCgFAKAUAoBQCgFAeHmWX2VsvIS4y6kocbWApKkqFiCDoQRQGo2zs/%20AbaafaxMfsRIWVurUStdvnUcx15EcEiumJiym6spDDUcxuq5lxQCgFAKAUAoBQCgFAKAUAoBQGkc%202Vthw5wuwEOncg5M0XFLWX0hkRwk8xPKkNDlATagNHlu5bu2ywiibiiTEiNY9KmpMllTkRhPI2y+%20ppxBfSlIt7ZzUB2caOxGjtRmEBthlCW2mxwShAskD0AKAuUAoBQFCoDibUBTtEddRVAdojrpVAdo%20jrpVAdojrpVAdojrpVAdojrpVAdojrpVAdojrpVAdojrpVAqFA8DepFCtAKAUAoBQCgFAKAUAoDi%209397m09p5rzTlUzS83ETkJb8aK7IZjRFuqZDz6mwooRzoIJtQG7XuiGc/Aw8dtUlc6MuaZKFNhpp%20lPKEKVzKC1doVeKEJPAk2FAXcjurbmOxszJzMjHbhY9nyiY8FhfZtWuFEI5laj2OmvRQFiDu/Ezp%20ymI/OuGILeRRlfE8jWy4tSbJd5r8yeS6gUjSgLGG35gMq5nAh0R4+Blphypb620sLUplt8Lbc5iO%20QpeAuba0BuV5PGtrjoXLZQuX+SJU4kF3S/tYJ8fTXSgMmgFAKAUAoBQCgFAQBP3jv7H47dW9G9xP%20ONYHdLuJa26+zGMR+EJTLCWkKS2H0u2eJCgs8OFGDbsd7mRxDsptUVb0N7cuUxz+Wy0pSYcQRnW0%20tM9szHWGg7z2ZS4OUWsVmjDNpJ78WYG8pWGnRIr2MZayTiZmPkrkvN+ame3cS+gsttBa0BXiIdUp%20JsFWvQFjNd4+73u75GSlQIWBk59KfM6hkVqe8nkR1PAthuK64ZSUjRKG1JF+bmsKArtzvcyWZdwG%20Lw2FKok7b7ObmzJE0l6NH7RyO4gKLa1PuhbYsokc2pNqMVOKzfe9uyT3TvM4CPIVJhbeh5PLZ6VO%20SmZHVOcUlkt8jKO3UA0pSzZGnh0II7s98uQbyw5MMmRtlrNN7YeygkWlqyK0pHOiL2fKWu1WEX7T%20m6bWoDfd2XeDL3gzklTYTOLmY94NPYrtnFzYxUVWRMZcaZ7NRCeZJSVJUOB0oDtqAUAoBQCgFAKA%20UAoCIu/efnGsxsyBjPOb7c6TPErHYeWYMmSGYSnUBL3Mj2Ck89idbWoC3tDvGzkbunxz7qZu4c07%20hJeSazzUdTkLnaS840zJfPJ7cgNpbX4uqvRoDRbelz8U73ZZmDuvIZnKbxcSnPQZMzymO+27DW9I%20dajnRgRXUgDswm3sVXoEazY2+e8SbD7rWck1Jax03JyG3c4Z4eXkEpbk8rbzAHaBI5fnyfYjwUQP%20pGgFAKAtSPYiuWNqlZZjkd3d4u2NpycTGzUgsuZqSIsLkQVjmJSkrXY+KgKcSCrw1wjFsrRm8lZO%20JGcDLrqBJUhbjMXmR2zobBKuzQVAq0FVSYoznsv3j4XE7L99U1p5pkxhMTjFhtM0oNhyhorsSkq1%20sbVKjloKM6IZGGZSYflDQlqR2gjFae15CL83Z35relUDKeG81inXX2m50ZTkYKVIQl1ClNhGiysB%20V0hJ4k0oxlMHCbrg5PCx8w6BjY0rnUwiY40lam2yQFnlWpKbpHNa90jjrUuOgUZsXMlCbLAXJZQZ%20WkXnWlPakjmHZ3Pjaa6VBGW0wc5uiBiYM+SQZsjHtB5/HRC25K5FHl0bUtHXe5tpUqLZNGZ6MhDc%20lrhokNKltpSt2MFJLqEK4FSAeYDUamq6CMpsI5ukmvVg6p0jmLtdSRQCgFAKAUAoBQCgFARduzuo%20k7r7zpORyb0mPtWRgWsdJRDkhhUpxMtx1cd8JBcLRbX86U8SL0Bz7HdRn4veXMy8qI8/jvOwy2My%20sV+I0lhhMTsERXULaVMUhsAoDTa+zII9jRg4bu97ps9uTYkV6PgYOKjvbXyEATi4lTmTlSlpXEce%20b5eZssKavzLJsr2OnAwdRle6beuQx7yo+BiY9K8HiIi8ImQyGXXsfklyZMQqbAQEPtnm5uFzY9NA%20eYvdNuyMpWRO0ce5ik7hezCtkIksGO4w/jkxmyFLSGOdh66+Qjl1PL0UBewXdJvXCztnvxscwufj%20zy5B956PJx8aC7kHZaojbTyDIS9HS4kNPMWudD4oFAT9QCgFAKAUAoBQCgOOb7oe7tG4F584kOZJ%20ctWRJdefcZExRuZCY61lhLl/ngi9Aep3dPsSclxEiA4pl+W/PlMJkyUNPvynEOul9tLgQ4lS2kq5%20FApFtBQHuJ3VbEi5hWXaxv42pyU8ErefWwlc9JRK5I6lllIeBPOAjWgMRjuX7u48FqEzj3kMx3vK%20IyhMmdoyezLXZtOF3nba7JRR2aSE8p4UBtsP3f7Rw7rLuOx4Ycj48YhkhbiuWCHC72PjKOnOom/G%20gNNN7j+7CbHiRpOFC48OGnHNMh+QlJjNq520OBLg7Ts1kqSV3INAbBfddsVe4/fErGBWTLokkl14%20sGSG+yEjyfn7DtgjTtOTm8N6Azds7I25tpyW9iWHEyJ3ZCVJkPvynloYSUsoLshbq+RtKiEpvYUB%20vaAUAoBQCgFAKAUAoDCn4zDyJUTITo7LknGqW5CkupSVMKcT2a1IUfYlSTymgGJw2IxEQw8VEahx%20O0cdLDCQhAcdUVuHlGl1KUSaA1mF7vtjYPKP5XD4GDAyUkKD0uOw224QrVQCkjxQrpA40BlR9p7Z%20jR8dGYxcZpjEOKexbSW0hMdxQUFKaFvFJDiuHXQG07RvtOz5h2lubkuL24XtQHqgFAWpPsR1dNcs%20bV9pWWYhnvH7r95b23JnH0zo+OxScQjGYhLjKZRfW655S+sXcR5MoPNNJC7E6X6K5RkkunTp2kJo%20s47ZW9V7rkZnP7ch5SZmMdAQnKuSGS5iZUWItl9DQUlaz2jyi4ktW9lqam+qUqK5Djsp3J76d26j%20HL2/Cysx7b+Mx0WZIktIVi5MB1Tj6GrhZPb81+ZBAJ9lpxssRFkzoZ/dlutvdMqarGMrW1uBW4U7%20yQ4lUwwUMWGOS0geUlX2IJT4hGvGq31QhNUI+2BteVuXbGWw+KjpO4pGHx58qZ8mRF8mjTQ65Aku%20ttJUiU+b8/bhSlJSOfgavJ0eUVJGxHc7JkT9uqyWEthmctkshmcZkXYL6EiVBDLfZsxG0RwhT4Cu%20RI4jm6dKOfWQ2c6ruS3qrH4SNlIDmRjNYVGJejRJUFD8N1qa4+lxDstp4JQptSPHZIcHLbgBU7Tr%20JTsNxuXuq3nNd3zExGLbagbgjOkOznorzz85UhlSXI76Eh9tlaGedbbyrJUByCoU1kIOt2ds7P4j%20vMzWWTjURMDkfKHpD8lyPJfcmOuosuI62hMltlaE3U08qyT7Gqykmg2SpH9ifSrtg6paOYu11JFA%20KAUAoBQCgFAKAUAoBQHHbP70Nvbo3LndvY9t5qTgV8qnXUpDUhAdcYW5HIJ5kIeZUgnroC3s7va2%20xumbuCNG7SGjbzhD8mXyNMvRwtxvyplfNqzzsLHMeqgOnwudw2cgJyGHms5CEslKZEdaXEFSTZQ5%20kk6igM6gFAKAUAoBQCgFAfN2S3DnXdj7h7xUblns7sx2cehY/BoklMNAZmpjt49cH2Dhca8Ykjmu%20b30oDKZ3hNw28si+92stDW6dwKbaXLdbQhETBNykt2Cg2UFQ4LBSniADRg2mK75+8OTg05B/H48I%20ys/GYnBTHI8yIwJWRRzvKeS+vtFtxiOS6Ldor2JoC/I7596RovaTIUGPDxOXmYjcu4ENSJEFoxi1%202LiWm3O2aQ923KpxRWG1CxvQVMmT33ZOFvJ+CtqLk8AEZhTT0NiU04hzDMdstoSHj2UhZ5SlfZoA%20Qq2qqAtZbfO8Mh3eQnMjLxTE7diGzjouMbyEiT5JIiKkLaQiOrtO2QgauhaUBNzppQFdqd526M67%20t3GYnH4+Hin9tM5vJdot9bjbQdciqjxilSdT2aeVSz4ut7mgOEzveXuqf3SSMbizFgQ4O2oE/ISZ%20kmUZq1TnlIQIjxXzEthrivmKieWgJB+N7c7eZC2okFzbrG4WtqLiLU6MouQtsEyQq/ZhIUoHkKCe%20UFXNQHSd1m+M9uQ5aJuJqPAzuMcbEvDNMvNOxUvc5b53HFuNyEOJRzIdaICtdBQHe0AoBQCgFAKA%20UBxHfZkc9ju63cEzBLdayDTCbPxxd5plTqEyHW7WPMhkrUCNRxoCC92ztkRsHvLC7XYZeiuYONOb%20zkTLP5Dylrzgw3+NsOXQ3I5iVX9kBp00B1Le/crAzuSw0HIY3asfJbqzTUzcL7CVtIEGJHdQlaXX%20ENl54ueMpShoPF1pXKDa4/vP37P7xX8ZGXDOKgZNrGyIri4jPaxlxA6ZrRceElbji1hbSENqQUaX%20vrQGDie8rvCkbO2dkcpn8fjVb1lOIOYXDSiPjmWGHFpbs45yuOyFNCxWeUG4AOlAX+67dOS3R3m4%20jMZMtLmO7XnsqfjpKGn0RsyGUSW0kqsl5KArjbq6KAnSgFAeHW+cDwddVlGqBb8mPXXPYIi6h5Me%20v5tNihdQ8mPX82mwQuoCMbWv82mxQuoCPbhYX1NNgrRdRQxbixN/VpsULqK+THr402CF1Axien5v%20TTYIXUPJtb3+WabFC6i423yAj5ldIxoqEnurAUAoBQCgFAKAUAoBQCgMXLDJKxUxOLLYyZYcEEvE%20hoPlB7MuEBR5ee17A6UBC+N7kN87WRhZ+3dwomZSFipuMmon8rTCfLEKe5mFsM9oUpnWd9subdN6%20ZQUx/cdk8Y5DRj8xH3FCXgH8Dl8VknAw2thVnWQy5Ea7QJ8oKuZSrqAOhJqaNEVJH7sdv7nwO2TA%203DMTMkiS6uIkOF9TEQkBiOuQpDKn1NpGrikC/DoqCTrKAUAoBQCgFAKAUBzznd3sVzcQ3IvAwVZ5%20Kg4MiWEdt2gFg5zW9mPouNAW853d7UysGcwYTcSTOMpxWQjoSmQ2/Nj+TPyELINnFteKVdI0oDnd%20odx22MHDycXI9nmI2VajR5MJcViPD5IYIaV5M0nkLpvdTh1J6qA6JXdpsBUXHxDt+D5Li1KXAY7F%20PI0pagtZCbWPMtIUq/E6mgL8bYWy4uaczcfCQ2ss6t1xyallIdK308ryua3Fwez+i6aAwm+6nu2b%20gqgo21j0xFSRNLIYQE+UAFIc4ceUkehpwoDZ4za+1YLiVY3HxWFxo3m1JZQkFEUKLnk+nBAUrm5f%20DQGBK7se7qYiG3K27j30Y5gw4aFsIUGmDr2aQRoATcdXRSgMhOx9kuZ4bjGGhLzQHIMkGkF3xU9l%207O3EI8S/G2lAZO3tpbZ240+1gsZHxyJKgt8R0BHOpI5U8x4nlToB0dFAbagFAKAUAoBQCgFAa1jb%20O3I7chtjFQ2m5espCI7SQ7rf2wBPja9dAXZOCwkphceTj4z8dx3t3GXWW1oU99sUlQIK/puNAR1t%20vPuZXvTmQJkGC4IAloiyxGR5S2mO6ltCUvaqA5VGvdi7vGOEp6WeTDx5PFcdCJGewuGfx4xr0CO7%20jhwhraQpkWN/rZHLx8FeE9ZdbgQWnUOtR2kOtN9g24lCQpLQIPZpIFwi49jwoC/QCgFAKAUAoBQC%20gPDr7LQu6sIB4FRtQFrzjA90N/VDpoB5xge6G/qhQDzhB90N/VCgHnGB7ob+qHTQDzjA90N/VCgH%20nCD7ob+qFAPOMD3Q39UOmgHnGB7ob+qFAPOEH3Q39UKAecYHuhv6odNAPOMD3Q39UKA9olRlpUpD%20qVJR7IgggW11oC7QCgFAKAwNw28wZK/DyV/72rrq0NZFZZmQl3DNNo3espSAVYt0qKek9rH41r8x%201F2mduOsyfKxjTFAKAUAoBQCgFAc53kPOMd3m6H21FDjWJnLQtJIKSmMsgggggigPmmblNx/F1M7%20uBNlkwcc7utWT7RXMcP5uTMZZLt+Ykz3Oz9AUqDupfexuyBLW1EycNpGDVgYUfbr7QXNy6ci0yXn%20kLUsOJI7Y8nIkjxTzUBdjd7XeHGybE6Q5FyWMlz9xY6Ph2I5bfvhmn3mF9tzq5lL7EIUAkC2vGgM%20aD3sd4siA+1js1h85OnYKLmmpCEtRWsfIfkttLglS3S0pxTa1diHlpJWnxtKAtbi7+crGweKyWDz%20JlvswmJs6NLx8eOH0OT1RFdssyQQTyqCUxUr1TzX5ToB0i+9HJpyG9J2Q3JBw8Pbr02FF28YiZE3%20ljMoW3OsXmnXAtSioJCeTl6eJoDk9u94G7ouKkYbBPQok+Vu2JjfOb0ZlxS05eKuU69IbjPutOPJ%20c6Uu9HKbUBsZe987hd1ZnFRp+Pw7+Q3HFx2Q3PJjgtJDeHRIK3UKdbR2j62+RHjAJF7dFEDm9k94%20e4cXsrHY2BnMfg2UQc7nTlpTIdZyEhnKvITFjhxxHKlQ8dVuZdiLdNASHtLvO3Rkt/4iBnHGsfCz%20sFp7GYqMhp89uIKZUpqWvtBJjPNKVdPM3yKRYeyoCYKAUAoBQCgFAKAUAoBQEM7GP/8AcmXH02R0%206vb0a+nWpvH/AF49LTPwfnSJmrLNAUAoBQCgFAKAUAoBQHKboZbkZHs30lxpDaChBKgkEqVc6WHQ%20K9+7RTjVmZvUpbSlXmXvNKcVjALmMABxJUrThx8avRcjYu5HD4rX3s8M4/DPtpdZabdaV7FxC+dJ%20sbGykrIqLsbF3IO9a+9nvzTjfco+qV4Ppqm5GxdyGW197LTMXAPOqaZSy4639caQ6FLTqB4yQu4q%20FGL0LuRNJWvvZdGJxnuYdHzyvB9NU3I2LuRFXa+9gYnG+5R9UrwfTUuRsXchltfezG5dshiS+VR+%20wglSZrvbDlYU2nmWHTz+IUp1VfheouwsXgTSVr72XmIGGkMNvsModYdSlxp1KlFKkKAIUDzcCDRR%20i9C7kQ7y0vvZ5YiYJ9x5thDTzkZQRJbQ5zKbWUhQQ4AvxVctjY9dLsbF4EtStfey75pxvuUH98r+%20N4Km5GxdyI+K197HmnGe5h6N1fuK8FLkbF3IVdr72Z22mWAnNx0JHk/IUlANxq14w436a8WJFbRI%209m7tvCdXadvXlPcKAUAoDX7h/UGT6PxR/wC9qq0M6KyzMhbuK+F6uGmKdFhwHtzHTWvzLUXb7jO3%20HWZPNYxplOZPWKipNBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFDy6hh1tbToS%20404ClaFAKSpJFiCDoQaVQozHVi8QoKCokchTHkigW0G8f7SdPrf0vClUKM8rw+EcmR5y4MZc2Knk%20iylNNl1pOvitrI5kjXgDRMUPaMVi21NqbhsIUytbrKktoBQ47ftFpIGil8x5iONSQYUnCbSg4yd5%20RjoMfGO3kZFKmGksr5PGLjyeXlVa17qqUm3REOiMLGOd3mfWhGPRjMivHt8jSW22XCw0o25UaHkT%20pwFWlhyjnREZp5mbdeEwrkxycuBGXNebLL0pTLZdW0RYtqWRzFPgJtVCx5jYDAxWm2o2NisNNLS6%20022y2hKHEAhK0hKQApIJsRQHuThMNKQ83JgRn25C0uvodaQsOOIACFrCgeZSQkWJ4UoDxI29gJLL%20TMjGRHmWFl1hpxhtaUOKPMVoSUkJUTrcUBcbw+IbyTmTbgx0ZJ5IQ9OS0gPrSAAEqdA5yABwJoDL%20oBQCgFAKAUAoBQCgFAQzsb//AGTLHo58kAr+nRcVqbx/14+z3mfg/Ol7SZqyzQFAKAUAoBQCgFAK%20AUBy24B+llHX603rb6ZXg/d9StHddT2mXvPzH2L3kf8Aetk50HY86PjW1u5XL9niMe03bnLsw9np%20wCSlsrVc6C1Xxm1HJnIwopyy5llIzx+Xzu0MJldrNMS9twIeYhPmQrs5MiDhslzF5xC0dq34jzZH%20Nry83CvPGTSazZfA7uKk08+TxRLe1NwYaWmNiomTey0luGiWJr7SkLfjOOqabdWsIabuSgi2l+Nq%209MZZKHmnFrLmIo2ns/MPS8tuthmJAGEym4JDcxlK/OcpwhxLbLpKQnskKPOLqVfqrzRg6t2VPTOa%20yRtp2Gc5nNyQNvbPdz+6chBx2ehv5DL5tDDQdZlmM2uPCSUtKS22TzcU3UQdatWSSq8jKpJt0WVa%20OnRGjyfeHvlDDfnDNS8Vnk4GDOx+KYipWZmRckOoDbqOyWpPatAFTenyrVWWJK3QXjhxsqqs2uRz%20OU8syWPzMleF23P3FMj5zKMR2iW0N49hxlkqLbiSlx+6S4pJJta4q0pP2V9xVRzUyunvMZW6O8uZ%20hXJTuXl453HbYdzCA3GZQqS8zNdRHW6hbZ5A9HSkrQm1Q5ypn0VJuRrm+9QzZ+6c1HyWSVJmvYPE%20Tc3DZy2ZiR0B6OyvEodCQstL0W/4nOtKrDSplJ5e33EKKyacnvGa3nuZrMyGYObmqyLDmIRtbEmK%20Et5aLJS35TJfu1clXOsqKVI7O3CkpyrnEYRazLTXqJsISFEDgCOOvpn1LCvWeUv7eJ7XNXPBHyuz%200rxYnzUerdvlS/iOzrxnvFAKAUBgbh/UGS/NX/vaqtDWRWWZkKdxPwvPD9VO8P55itfmWou0ztx1%20n00k9VjGmYjp9sIHWdNa8mI3UrKtTntrb62xul3Js4OaJbmGkqh5BPItHK6kkac4HMkkHxhcG1Vd%20UVdTOfzkZnKY/Hdm+6vJJfU1IZbUuOkMAKUHXUkpbJ5vFvx1tTLTOMpYjbrxUjckzb7alGdBitT3%203LDsexfWttPKvm4gtKuKmkiaSNp5Q0Gw4XEhs2s4VDlPoEmq5SMpgZDPMQ5mMhBl6U/lXVtsGOnn%20Q2lCC4t11ZUlKUJHTxJIAGtSq2jKbAPIUsoSsFYF+UEE6HlJsDwvpUVYylA+0ULWHE8jZKVq5hYF%20PG5vp6dKsVZhN52I5l5OLCXg5GjNy3JKm1CMW3VKA5X/AGBUOQkpvcCpy0GU2LTgWQQbg2IOliOs%20ejUwbqu0Jupm17Doc93ifAPcHV5vkX9DszXXB112opi6rI27hh+nsv8AmjGv9IqtHmf3Twcv0kyP%20LKVCxtesTFm1mNKToi0X1fRa9Xp2FcdrIpeZ5dmJaQpx10NtI9k4s8qR0ak6cabWYvMo7ObZLYde%20S2XVBDQUoDnUQTyov7I2BNhTayF5nsvqF/G4fJ1U2siLzKOSg2hTjjgQ2gFS1qNkpSBckk6C1NrI%20XmeWZiHmUPMupdZdSlbbiDzJUlQuFJUNCCNRTayF5nvt16+Nw9H0uim1kLzPK5aUW53AnmVypubX%20PUOs6cKbWRN5nrt18ObWo2siLzMlskoBNetPIdXnPVSQKAUBRwqCFFCedQBKU3tc9V6Ah3ZuN3Gx%203pT8g9h5DTTqpPb8/KlLSZLiVoV2nsHB4pHtZJrTx5xeBGKaqjwYUZLFbazkx1mHvFAKAUAuKAUA%20oBQCgFActuADzso8PamxfTXVfg8PX/x0N11PaZe8/MfYvea4FQFhppwtp1Wt/wAa9JxPLslthlx9%209xLbDKVLdcWeVKEJBUoqJsAAOujYoWsfkoWShMzsfJbmQ5CeZiSyoLbWASklK0kjiLVCdcxLjTIy%20+SSfV4cePUeqpINZjd2bayc56BjcvEmTmbl6Iy8246kJVyruhKuaySLHTSqqcW8jLODSq0XDjcTE%20ysvcC0hqdJYaiyZTjhSkssqUptNlHkFluHXQ0upZSKtqhcGWgKy68Ql4KyLbAlOxwCShlSuRClED%20lTzFJ5Qo38FTeVaC7kqeo2VgS50yCxIQ7Mx5bE5lOqmi8jtG+e/DmTRSVaBxplMoFWmtrjX5Xyca%20kgBar8dfmdfVpQFOnQ2I8GlzcXtx40Bf27btc1Y38U+H7HrXixfmo9m7/KftOzrxnuFAKAUBgbh/%20UGS/NX/vaqtDWRWWZkK9xI/8uVbh5sd++x61+Zai6WmduOsyeaxjTOe3g/m2Nu5Z3BMGVmRGdGNj%20hSEc0gpIb1WUjxVanWvLOl7KVlnIQY7oO8/AQ5mOxcmNIGY2yvEOSoKBDLMuJ7awp8rdWXFvh11r%20tUW1NyBxq19CqM6ZsDcU2LihtjaytnJax+fjmOZDN25cyCyww6Sy4sDtHGykKGunObHjCmDRw+6z%20dgg5ZeN2irCwpEPCJl4QS2CvICDJWuex2iXFJR26PotFdPGrOSrnDNJvjb8/ENxYMvHs4bEZefl8%20jjtvSnI7iIkTyNplRSl11qGl7nUt1pCXSUE6Am9pTqSdJC7v8hks7h8rj4eTO134eCXtuS0iEmTA%20RDAU4h8yFocYKl+2OFhJ7TmIqt7J1kGZD7pd2RsnDyuPhHH5x/Jbl8tyYeSVIizWJAx5Nln2vtS2%20oJTqk66aml9UoKmuw3dPm2tnZKJMxOYZnuMY1mVFYGKLD0qE4XO3Q2XeSWOb64p6xcSesUc8oNhO%207u96TsfJVl8K5HLuFw0fyPCqiKaRLhyn3VNpjPupZcZQlSO0bUrlINk3pfQTJf2BGzETZ+Gi5mHG%20x+VajITLgwrBhpQ4IbAJAAHQk2B0GlqoqXslpCzo6uvWXOe7xPgHuDo/R8jhp9jNdcHXXajni6rI%2027h/19l/zRgX/pFVo8zzRPFuGkmOSLkDwfJxrBxzQlmPmjcm6p6e9R3vBbiTl4Xb+Xj4FeSQEnHI%20xoSuPPK/H5ivyuSFJIRbxeNWUfhoEjN3NvvK5Pau+XcjnYL8yG7Jio2U/FZWI7Eae00zIc5rOr50%20EKurxVcw5dRVVFZCEkWs3u/K5rvCxUeflmy7id5KjRNooZQh5qPFivBmYXbdqoP83T4p5hy8KJUX%20sCRZj982+UYR3LR85Fy0uRgp2SyWOTFQgYWWw6hDLS+Tx/GK1I5XuJTzX5alwiKIZLfW6520WGZ+%20YayGG3HmHscuVIOLC48BuL2iGZS0XhtvSHLghZPicNVVF1dPtBl5Tf3eg1i3VR8zAgOYXabWdkIg%20R2JkaS+3LeZCW3AeVLTrTQ5uTRJ9jpUqK8RQ2sbvL31N7yH8e3MhQocTINRF4eY7FY54TkMPGSht%20f444suL50FB5OUEWvrVbioEjUY3f2XyxwbGZlx8rl4O6IbUqUW4kjHth6JIeQ5j5McDxbJB8e7qO%20BqbqXcEjvO5feOX3BHzEXNZE5LL4x5pMp6OYrmP9uSpaDCkRQkONqCdUueOjgqqYkaFWiVEH2u/o%2016o5jq85EuEhTcriIuQl5vKl99KludnLWhF+ZQ8VIuB0VoyonmRlbSdpmjbq7289Zfq/LV9IOmtR%20VWIbSVr7yg28rT9NZf8Avq+Fr/Kv8nSqrERtZWvvHveWP/vOX8F5znDj1UqrENpK0qNvOAW8+ZhQ%20HAGa5b0dL/IfQpVWIbSVr7x73VgD9NZg8bXmua8OPyf8FVYhtJdfePe6oW/TWXNv+9Xrw1NKqxdw%202krX3lBt5dv11mDbh+Or14cfk/4Kqxdw2srX3lRt1VwPPeYt1masen6lKqxdw2krX3m07pMpk8hh%20VLnSHJKkEpDrpKlEBShqTbqFeXGSU2kaOC24Kp3lcjoKAUAoBQHJZiTHkZFT0d1DrRbSjtEEKTzI%20WtKk3HSFAjjoa0d1TUfaZW8uuI+xe8wRbQdFwBwvw9bwV6Dkcd3sJzcraJwuGiuSp2ckMwCEEpS2%20wtRW+p10BfZoLSFIK7aFVcsat2i0nXBpeq9BHrEfd+ExMvbkvFzsZgoe4G5UzzIp14t4echx0txX%202kIcUlqQLOdmnnSDaw6eHxJU6zt8LaemniSztbLxXg1jWGMkhMaLHfTJyTS0LcQ8CEBbi7FTqQjx%20wrxh016IPJTqPPNachCe1cHunzzCEWJNcmQl7gSWHoJiNQRM7Xsn253K32y3FcgSk3tfS1eaCdVn%200nqnOP2dKFzMN7u3RtOdCciZsiLtSG2+xIbktdvlYstJkcqVAdusovf6Lw2pK9JZnmIi1F1yaxuM%20qzuaTLlR8M7nI2GlObaZhyiZDcpEZXbJmKK3AV86UEFwqGhsT0VdqWitMhVNaaV+IvbjY3NAy+Yi%20A5k7XZyeGZlyIqnnJZxqIK+3Wy6gF1ft4R2ym/GqJJpvPoEWmk8lcpi7lXu5UuSnHK3EiT5JjfeH%20yiQEKUV/jRyWnZ84+yeUfOdF6iV7RXqJjTTTTX3E3621tzWuoC/G1vTr2HkHXbhcH0769FAX9uH2%203N638U8OH1v0a8WL81dNJ693+VL2nZ14z3igFAKAwNwm2AyZ/wC0f+9qq0NZFZZmQT3RZFGMzM/J%20LbLqIWEkyFtotzKDS2Vcqb9JCa2d/jWMVbIzdzlRyfUdV/uJwfTinx1+3Men0+CvJ9Plaj0cYrGW%20V/6g8KVG2KfOp07dj+N6NcZcqbdbyIe9xehnn/cFhv2S+ek2eY9C/suqq/SH6kRxUbGP9wWF6cVI%20t19uxw0ufZcKfSH6kOKjYx/uCw2l8TI04+3scdPpqfSH6kOKjYy1I799sy20tysGt9tJCkoddjLA%20NhqOZR18Y1ZcpkvvEre4rQy7/uCwun6KfI6w+x/G9Gq/SJepEcVGxj/cFh7fqmR4Pb2NTrp7Kp+k%20v1IcVGxg/wCoLDH/AO0yLdFn2P43HjUfSH6kOKjYwP8AUFhv2TIPT9fYNx028en0h+pDio2Mqn/U%20FhLj9Ev6kfZ2D1a+y9GrLlTTreRK3uK0MyP9xOD/AGW/92Y4fVeGu30+VqJ4xWM1e5u/PEZjbmSx%20bWOdadmxXGEOqeZKUFxBTzGxvYXBq8NxcZJ1WRlZb2mmqM8f6fJJfzeZJCQRGaHinmFu0URqPRq3%20MXVIruSpUmt9BURYXrExYt5jQaqjFMFssqYUwhTCyStsoHKrmJJum1tSbmuWyZW6zyvGxlrW4uM2%20px0BDiy2CpSUm6QokG4Hhps5C6wrHxy8XzGbVIPKS8UDn8W/Lra/i9FTckLrtNbuDZuEz2Hn4idE%205YeT5fLFx7sOqUhYcQvnbsrmSoA3JqVCSdRdLG39gYLCMZBttp2c5lnkv5STPUZLshaEBtBcKxay%20UpAAtajjImjNz5vY5ez8mb7Io7Io5Bbs/oLW9j4Krs5EXQcbGLzcgxWzJaTyNOlA5kp+hSu3MBrT%20ZyF1lGcZFjthqPFaaaSvtEoQ2lKQ4eKgEptfw02cnnF1nuPAajNluMwhhskqKG0BAKlalRAFrnpo%208ORDgzNBCWwDoTcAHpNeqJ0ecjDZ+u18aensiDwJ9mrq660cTOYxuPksPk9CqA1e59ww9vYOVl5S%20HHWmORKGGAC6664sIbabBIBUpSrAXo3QvCNXTp0/Yawd4e3htcbkcWsQVhrsW20lx91cggNNNNjV%20bilHlCevWq3lSpbZutDDi94ctc6NEyO3Z2MVPDgxzjymHUPuNpKy1zMLc7NzlF7L8OptUXuoPDVK%20p1MhjvGwb2zXd2dm6mC1HEhUchIf5lnl7DlJ5e17S7dr8ateVKh4TvUOjgyzLYDpbLRJ8ZtWpB6Q%20fQOhqUUZka+mev0KEFUeyGl7nXw3tRBM4LZnd4zunGNPuZF+EqOFNhDSRZQLrirm/L9F0VZ7w4Sk%20qJnrjg34rLoOi+IaN07gmH96B0W6FVHHP0onhFaPiHj3v74Jd+PsB8zmtTjX6UOE6wO4eMP/AL/L%20v18oP/6qcc/TEcJ1lPiGj8PfBLt/0i/y1U45+lDhOsr8Q8b9vy7cfYjiCSPnvDTjn6UOE6z3tvaD%20u1I0jGvShLdccVIU4BygJWSEi/sr8qLnoubCvTDFvqtKHixMO7NrPkXvNstYQ2pbhshA5lqVawA1%20JPoAXq1Sprtublwm48anJ4OWJ0BS1NJeQFAc6CEqTZQCrjwiqxmmqotKLi6M2V1DpsQND4Tw1tVm%20VMPG5nHZTyzze+JHkElyFL5QU9nIaA52zzAXUm/RpUKSZLjQzvHOnED0ra1JBrtv56BuDCxczjFq%20XAmArYWtCkKISopsUnhqk1WEryqiZRcXRmRNyESCyHpj6IzK1oabcdUEJLjquRtF1fPKUQAOupbS%20zkpN5i3GyzMjJzceyh3tcf2XbvKbUlnmdTzhtDhslakpsVcvsbi+tQpVdCGslSsDKRp7kxqMXeaC%20+qNI7RpbYDiQFXQVhIWnxxZSbipUqhxoZfLfiLi50Ouh6+NSQU1uNdfl6G1+HVQkv7dJLub6PFtb%20ToaGuleLE+avZ9p6t2+VL+I7OvGe8UAoBQGBuH9QZL81f+9qq0NZFZZmQp3FpSd2qBAIOKdBHEfX%20mK1+Zai7fcZ246zJ1EWKCCGUXGg8UcPUrGqaVEBFigWDKAOrlHrUFB5LF+0o+pHrVNRRFfJY3HsU%20fUioqKIp5LF09pRpw8UetU1FEV8ljfaUfUioqKIp5LF09pRpw8UetQUHkkTX2lvXj4o6fSqaiiK+%20SxuPYo+pFRUUQ8ljfaUfUilRRARYw4Mo+pFBRFPJIlgOxbsNQOUetQUOe7w40YbEz6ktICkwJJSe%20UCx7JWt+iuuDrrtRTFXwsgjYmO3s9k8ijari2HQ22qR2brTV0FR5bhy9zzc3zOFbG8vDVL6yaDMw%20FN6jO18x9/Pux/0pMXj6lebabtYei5j2jzH38e7H/wC8xer0KjabtYLmPaPMffx7sf8A7zF8Hgqd%20pu1guY9o8x9/Hux/+8xfD4KjabtYLmPaU8x9/Hux/wDvMXqHgqdpu1guY9pXzH38X/LJFr+6YvC/%20odVRtN2sFzHtKeY+/m35W/e3DymLxtfq66nabtYLmPaV8x9/F/yx+1+PlMXr9DqqNpu1guY9pTzH%2038e7H/7zF6j4KbTdrPtFzHtK+Y+/j3Y//eYvg8FTtN2sFzHtNZnsH3z+TxvLXpT/AOMs+TIQ+yoh%20/m9rX7Wm4CePNwHTVoYmBoWgrKOMqVZ0uxw770sWHiC8GSlZsASedXG2lccTWZwSN5+7wqgOC7w4%20e48zn8Fi8R7RHgKXl5M15gvx+2bPYxWvZIBUC4t2xVpyg1SWeiO2G4pNs4r3p7yxLb2IEZeV8wZW%20PmYKWGS21KiPhbjzTAWop7Rhx1fIgr426xVbrXfU6XovLabZWfz2Rz2JG3382hoPJGWx8mEI0FmM%20hpQV47rSXC8pzlICVK4noqatvJXp07CLqVa0PErbmba3WnAIhPKwDs8bgdkpQewHOOYxecaX8uHa%20cl/Y0u5aaM4Uk1X2EsxGAzGba+hSOYi3HpPD5ddDzvKXvDp6PDiRQgqL36SSeHXREmB3K28xrsbj%20nVbq9mrwCuG8a7NLA1ESRXE6igFAKAUBy+4LnKrF9Oyb9LVfh+T5mhuur7TL3n5r7F7zh+8hjPTN%20l5LH4JpTuVyiEQW1JPKGW5Kg268s8eVDalk218FdcWt2iK4VFJN6CNpOyu8DEwtw4VjHIkYqc7jc%20kWsOXGGnGWFJYnQ2S6tK0uvMtIWRzWIuBXC5LM+rMdliRbTrbnJM2pI8nTExMPbczD4kRnJDC5K0%20KSye3KfJlDndWFqHtgF7BOngrthvQcZ5ctasjHN7P3MmNknW8PMmSvfNksjAxwQl2FKakJaS0qVy%20usuNpICi26D4hvpwrjKL8Wd4zVc9MiM47W3e5vXyleMmJzXn9uYjcSXrwW8GG088MXc/o+z7O5Pj%20Xpdd/rr4EX1dzqlM3Wc3ge73eicIYMDCzsRkE4PKxstIlPjsZrz6+aC0yA6oJU3c/Op5emqRhLMl%20of7C7xY566V+02O4dq7p3LGzWQm7ZndmBt9yHjJC0h90QSpud2aEO8oUpCjxUCRrppVnFtN0yftK%20xmk1lWk2k3Y+Zy+eUxIx0xnbcrcEZ9UcvLaIxqcV2SkqUhzm5A4AhYCrk1bZt5Ov3EbVJZM9PeWs%20vtXc3nOUudh52Y2t74pr8jDxnOV16KuC0zDcQkutczTb6VXHMOs1EovTmr7gpKmekqe8ZDam63t0%20rdaxM9GTVk8fIwmc8o5osHEMtID8Vz20+MLLStBSedRvc8aXHe6+n7QsRUz/AOpNBsVEp4E3Ntbc%20NNK9aPKXtu/Xc3fjy/8ApV4cT5qPXu1NlL+I7OvIe8UAoBQGBuH9QZL81f8AvaqtDWRWWZkKdxNv%20ferS36LdsPB2zBrX5jqLtM7cdZk9VjGmKA5RrvKwL+8ZO040bIScjBcbZnSGYby4jC3mg8gOyAOR%20HMg8TQHRoyOPWlxSJTSksr7N0pWkhC725VWOivAaAonKYxXZ8stlXbFIZs4g85ULp5ddb20tQA5P%20GiIuYZbIiN3DkguJ7NJBsbrvyix0oCrmQgNBKnJLSAsJKCpaQCFmySLn548KAwYu7NtysnlMWxkW%20Vz8LyHKMc3KWA4jtElZNhblNyQdOmgM05LHCH5aZTIhnhJLiey48vs78vHTjQGtXu3HtJzjj7Ell%20nAgGQ6tsBLwLIeBjkKPaaHl6PG0oDKg5yI/i4s+XbHGSyh8x5LjQW2HLWCyhSkXuoDxVEX6aA2NA%20c93ifAPcP+HyfvSq64OvHtRTF1WRv3Dfr3L/AJox/DVWjzP7vtPDuCzk01kmiKAUAoBQCgFAKAUA%20oCiuBoiURftC52vjAelr0L3Ws+DrrQnnMY2+vHj09Q1+Q1Qka2sdQOv0iaEUFja3/K9vXoKA66nU%20fudH/CgoDfgeHH0+n5lCaD9ygFvStpfq4UFCoGoHh4HT5ONAYHct+pXL8edXHj7NfWAa4Y+uzSwN%20REkVxOooBQCgFActuH9Zr0+xNkcegq8FvU1rR3XU9pl7z832L3muuBr1XPQBpx+bXoOJq9zbkxW2%20sLJzOVdU3BilAcLaStwqcUltASgcSVKGlVnNRVWXhFydEXomcxUvDxMu3JbTjpzbb8Z95QbSpLqQ%20pAJX0nqqbypUi660LuVyLGLxkvJSQ4YsJlch8Np53OzaHMrlTe6jyg6UlKiqQlV0Na3vHBOu4Jpp%209SzuGO5Mxqgk8pjstJeW44o27NPIsaq6Taq7RZOsts3l6j1ld2YrHjFOFflbWXnt42O9FWhxAedC%20lAqUFAcqeQg21o8RL2iMG69RfjZ6NIyeShJQptvF9ml+a4pAaLjwKi2jxiq6APGKgACbC+tpU8r6%20iLuRdZVGdiOZVeOQFlKI3lapyeUxeXtC2UdoFX7RPKbi2lLyboLuSpkKyWO7Ft8y2Ay+Shl3tUci%201C+iV3AUePA1N5UqRR2GSSb6elc9OvoVJA4jrGlunS/p0JL+3bdrmrHTlPh17PWvFifNXsPXu/yn%207Ts68Z7hQCgFAa/cNvMGTvw8kf8AvaqtDWRWWZkLdxV/feok3Pmx258Pax61+Zai7fMztx1mTzWM%20aYoCKY3dfn3d778zyp8vG+di0nBmPLUiM4fN/kxdkR2/ZFtw+Lza6XFAcHje5HdHvNm4pzDvMZF1%20vDRJrbkjHohy0QJqHX3WxEQ24VdnzHtXz2igbG6qA3W/u42VlZu6XMXhIhZVDwkfaoSptrycxJJV%20LDOo7D2rpFrjQUBbzvc9udk5FnC41CMA3uVrKxsHFXDSh+H5vSwsttSkuRuZL45uR1Njx42NAYs3%20uLyszGORjhy+zG2hKx2HayUiO+/Hyjkxx9hPM1ytJKELHItI5UDxb0FDNk92m9IM7eEmBtvHT5ud%20x+LVGnyjGcBejoZbnxlNuW5nHVIU6lS/a1LA56Awcf3Ub0hYyGZu3Gc1jIe4shkl7TeehNtvRZkN%20DUdfIkJhpLDvOothIFySmgoZ+U7r92ryk3I+YI8/EnOQMkvbBkM9lJis4lMUtguWbUY7+qUuBKVc%20t+qlAYEbuM3DJhMsZjERX47WFzyIOOU626zBmT5XbQI7ZPLfsUKICwAlJ4HhQgm/ZkHI4/aGDgZO%205yMTHxWJpKu0PbNspQ5dfz3jA69NCTG7xPgHuDo/R8jXq9rOtdcHXXaimLqsjbuH/X2X/NGPviq0%20eZ/dPDuGkmqsk0RQCgFAKAUAoBQCgFAKA5ZfdhsVSyvzUhJUeYhLjqU38CQuwHgFduInac9jCxHn%204rNifsz+uf8A49TxE7SNjCwfFZsT9mf1z/8AHpxE7RsYWHC972yttYXAQZGMiGM87NS04sOuklBZ%20dXbxln55Ar17liSnOjy5Dzb3CMYVSoXu6XZG2Mxth2XkYflEgS3m0uF10eIlKbDxV20uajfcWUcS%20iyIndcOMoVaqztPis2J+zP65/wDj15eInaejYwsHxWbE/Zn9c/8Ax6cTO0bGFg+KzYn7M/rn/wCP%20TiJ2jYwsHxW7E/Zg1/ln/wCPUcRO0nYwsN5h8Fi8PHEbHMJjsDghNz8skk8emuUpNurznRJJURn1%20AFAKAUAoDltwj9KqNuDTetuor6h+7/x0d11PaZe8/MfYvea7Xh0nhqbddtfQr0HE47f+3Nybhnbe%20iYt9mJjoUpWRmznkCQA7HbtFb8nKkdoFLWonxtLVyxIOVKHXDko1bOHid3G8sfFwkOfhom6cZt1/%20KRY+OeeaZbfjzAgxZPI92iB2R50FKvGSn2N647OSpVVpU6vFi65aN0JZxbmRd8sYyePbhxmnOwi8%20rqXg/H7MXWoADl1Kk8pPDWvSq6TzumgjDb3dvvXGQc808zEmOY3HvYbZzMlSXWnoj0lcgqkJOgJT%202bdlfQ66a1544UlU7zxYtrtq/sLGA7td4RnW3FQ0xGjuPH5bsu0iI7JhiItl5YaiBLAV2hT4qBqO%20vjSOHLxJlixfcauF3Qbtb2zmce7CcOacxb2PTM8phCLMW7LQ+HFBCESFr0K+d9V0nTW9VWDKnX06%20ZSXjRqrK+7pmOh3h3WZZ6RMZ2zBjRcX5jiwmYSXAw286zkRLfjKt7FLzQIKzxKtemr4mE9C0e8pD%20FWm33GPuHYObyDjUtnZkEQXsXNxrG3jJjhrHS5LvOieLANFSgfG7Hx020vUSw29BMcRLJX2+4lDb%20uPl4zb2Mx0yR5TMhQ2I8mTe/aLabCFKubHXlNia9EVRJHCTq6o2J6b6W1OvXpfwaVYqX9u/Xc118%20v/pV4cT5qPXu3yn/ABHZ15D3igFAKAwNw/qDJfmr/wB7VVoayKyzMhTuJ+F54fqp3h/PMVr8y1F2%20mduOs+mknqsY0xQCgFAKAUAoBQCgFAKAUBz3eJf3h7htx83ybfclV1wdePaimLqvsI27h/19mPzV%20n74qtHmeaJ4Nw0k1VkmkKAw8vmMVhsc9kstLag4+PYvyn1httAUoJHMpVgLqUBQGl+M7u7OIOZG5%20MccUHhFM4SWuxD5SVhsr5rcxSCbUAmd53d1Dgwp8rcuNZhZELVAkrlNBt4NK5XC2rmsrkUbKtwNA%20bHJbr21i8O3msjlI0TEPBBanvOpQwoOi7ZC1HlPMOFAa57vN7u2cVHy7u5MajFynFsx5pktdktxv%202aEr5rFSekUAd7z+7pl2G09uXGtOZFtD0FK5TSS826opbWi6hcKUkgGgM+bvDakHMxsJNzEONmJd%20jFx7r7aH3Oa/LytkhR5raaa0BeVuTbqSQrKRAUyRBUC+2CJauEcjm+unoR7LwUBsaAUAoBQEbd+/%20wZxx4fpBOv8A7d4/uV7uX/M9nkeTfdT2l/uO+B8jS34891/QN9dRzD5hO5/LJCrxHqFAKAUAoBQC%20gFAKAUBp8phH5cwyG1oSChKCFXB8Uk9A8PXXqwcdRjRnix93lKd5UzGJ72pmvtjevHVXT6Arrxcb%20GcuExOrxHvamH7I318VetTi42McJifhHvamfbG/Ruq/zPDTi42McLidXT2D3tzb37Vv1VetU8XGx%20jhMTqI87xNxZ7bOYj4+ImK6l2MJCi6HFnm51JA0Uj6CvVu9MRVWg44sXh5H4HZ7exs/KYDG5Ja2k%20OTYzUhSUlVgXUBRAuOGteaW8xTay5Dqt2m1VUNh72pv21v1Vfuio4uNjJ4TE6h72pnDtG7dQKun0%20qcXGxjhMTq8R72pn2xv1Vej1VHFxsY4TE/CPe1M+2Naaj2XH1Kni42McJidXiPe1M+2N6cLlR8HV%20Ti49Y4TE6vEy8fgPJGZfjgvygQoi/L7HlT4a808VOaZ6cLBccNx0uvibiuB6RQCgFAa/cP6gyetv%20xR/X+jVVoayKyzMhbuK+F6tBri3TYcB7cxpc1r8y1F2+ZnbjrMnmsY0xQCgFAKAUAoBQCgFAKAUB%20z3eJ8A9w9Xm+Tf7kquuBrx7Uc8XVZG/cP+vsv+aMffFVo8z+6eLcNJNNZJoigOP729u5PcWw52Hx%20janJkl+EUhC0NqCGprLrikqc8UFLaFKF+rgeFARXme6ve8IS0MQ52Ymo3BCyXvhiyYTE6XAZhvst%20o5X+Rht6MXeRXtYCwbjwKgwmu7fvIhpwkrzRkx2Cs2XE4yZi0ZJCchKZfYMt2TeK44rkV2nZJ6qA%20k/f21c3ubZ+28fGakRJLWRxkmce0j+VRmmVAvL57KYU639KkgngLUBHEvuw35j0QENY6fkJkDO5C%20XPzGNlQWpc5mVEDMeUkTD2LSggJaca5Pnbp43oDZZfa++n15ZpGz38oncO24eGQ/kJWOCokhgykr%20clKQocx9vQ4THRYkaC9BQt5buw3q1A3FtZrCMZn3zOQ3Gd4PPspVE7CPHZV27a/xglhUcrZ7MG9+%20jWgMmT3ebw+ORvfzeBYcxTMxuEvFqebD7yAyWznPZ9j2qSrlSgjn5BwCtaAnKgFAKAUBG3fuf/Gc%20d0fpBP8A8d6vfy75ns8jyb7qe0v9x1vefII4Ge9/AbqOYfM9hO5/LJCrwnqFAa3cxWnbeVU2VBYh%20yCgt+zB7JVuW3T1UB8tRMZuvC7SyhyDj8B/JbQZlY4RXsjIbnKcUwp919T7rnYyowtdtpKbpWbaa%20UB5emTBgMkwzLKsL58xS/KWXs0cUlK48kPtlbp84XJSkvciuX2Fra0BLbb8cf6d84rCyG1uN47Ih%20D2PXOKQ9Zw+1KmlUu4uOJ48NLUBGWUxG48BgN04zIvLx77jODXGhR38o9BkRTNb8onB9112UlSUr%207F9trl5Ui+twaA2KZGy1M7URmZv/AIyZmYGVdxb+cDPbmMwWAtb6jLvb6blvw4mgLkWW6YuHPeTJ%20zjW2hi5KtuOtqnIfckCc92BkmLZ0yhCDBa7XQ6/PXpQGJuLI94CPe6qXI3AhCcVAPecIZcBaZ7dB%20ZW1ykLRKUi/lAY15OOt6A+no6mlMNqZPM0pCS2rU3SRoddeHXQHugFAKAUBBvfkP/LofX5Aj785W%20xy3VkZm/6yJU2F8B8B/h8W33FNZeNrvtZoYWquw31cy4oBQCgFAKAUAoBQCgNfuH9QZPW34o/r/R%20qq0NZFZZmQt3FW996rCwOLdIHgLsfrvWvzHUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nw%20D3B1jHyCPSbNdcHXXaimLqsjfuH/AF9l9f7Kz4fsiq0eZ5onh3DSTTWSaIoBQCgFAKAUAoBQCgFA%20KAUAoCNu/f4M47/EEf8Ax3q93L/mez3o8m+6hf7jfga8f++e1/eo+T5LVHMPmsnc/lokKvEeoUAo%20BQCgFAKAUAoBQCgFAKAUAoCDe/If+XQ+vyBH35ytjluqzM3/AFkSrsL4EYD/AA+N96TWXja77WaG%20FqrsN7XMuKAUAoBQCgFAKAUAoDA3D+oMnrb8Uf1HH62qrQ1kVlmZCvcVf33qv04t06dHtzGlzxrX%205lqLt9zM7cdZk81jGmKAUAoBQCgFAKAUAoBQCgOe7xPgHuD/AA+R97NdcDXj2opi6rI37h/19mL8%20fJWOP84qtHmeaJ4Nw0k01kmkKAUAoBQCgFAKAUAoBQCgFAKAjbv3+DOO/wAQT/8AHeNe7l3zPZ70%20eTfdQvdxvwPfPXOe19BDYqOYfNJ3P5aJDrxHqFAKAUAoBQCgFAKAUAoBQCgFAKAg3vy+F0Q9HkCN%20f6ZytjluqzM3/WXS0lXYXwIwHgx8Udf2FNZeNrvtZoYeqje1zLigFAKAUAoBQCgFAKAwNw/qDJfm%20r/3tVWhrIrLMyFe4kf8AlyrcPNjv32PWvzLUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nw%20D3D0fo+Tr/RKrrga8e1HPF1WRv3D/r3L/mrH8NVaPM/u+08W4aSaayTRFAKAUAoBQCgFAKAUAoBQ%20CgFARt37/BjHcP1gnj+bvehXv5d8z2eR5N91C/3Ha7PkH/vntfQQ2KrzD5hO5/LRIVeI9QoBQCgF%20AKAUAoBQCgFAKAUAoBQEG9+Xwuhno8gR9+crY5bqyMzf9ZEqbB+A+AHVjoo9RlNZeNrvtZoYWquw%2031cy4oBQCgFAKAUAoBQCgMDcJtgMmf8AtH/vaqtDWRWWZkK9xXwvVwv5qdvbo9uYFvlVr8y1F2md%20uOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B1+b5FvR7M11wdddqKYuqyNu4e3n7L/AJoxr/SK%20rR5n908G4aSaqyTSFAKAUAoBQCgFAKAUAoBQCgFARt37/BjHf4gj0dY73Cvdy/5ns8jyb7qF/uN+%20Br3589/BR8nyWqOYfNZO5/LRIVeI9QoBQCgFAKAUAoBQCgFAKAUAoBQEG9+Q/wDLof5gi33ZzorY%205bqszN/1kSpsL4EYA9ePin1WU1l42u+1mhhaq7DfVzLigFAKAUAoBQCgFAKAwNw/qDJ9H4o/r/Rq%20q0NZFZZmQr3FfC86Afot3QcB7cxWvzLUXb7jO3HWZPNYxpigFAKAUAoBQCgFAKAUAoDnu8T4B7g6%20vIJF/Q7M3rrg667UUxdVkb9w369zHX5Kxc/0iq0eZ/dPDuGkmmsk0RQCgFAKAUAoBQCgFAKAUAoB%20QEbd+/wZx3+IJ/8AjvV7uX/M9nvR5N91C/3G395z/wCfPW9JDYqOYfNJ3P5ZIVeI9QoBQCgFAKAU%20AoBQCgFAKAUAoBQEG9+XwtiX9wI+/OfJwrY5Zqvp07zM3/OiVdhfAjAX4+b4t/R7FNZeNrvtZoYe%20qje1zLigFAKAUAoBQCgFAKAwNw/qDJfmr/3tVWhrIrLMyFO4n4XHwYt3h/PMVr8y1F2mduOsydpK%20imM6oEghCiCOIIFYOO2oSasZpSzGj8okX+urv/1q6/RrGvy9Uu9njvstRsiJLKH40rt2HNW3W3VL%20QoA2uFAkHhU3peqXexffSpdEh/7av6tfr+Cl6Xql3si++lSnlLwI9uXfoHOv16X5eqXexfdpUSHx%209mX9Wv16XpeqXeyb7t+0CQ/p7av6tfr0vS9Uu9hTfSpjwcxHnNrdhThKaacWytxp1S0hxo2WgkEj%20mSRZQ6DRua0y72L76VMjyh8fZV6fTr9el6Xql3si++lR5Q+Psq/q1+vS9L1S72Tfdv2lhjKtPvPs%20MTQ69EUESmkPFSmllIWlLiQolJKbHXopel6pd7F6XSpf8of+2r0+nX69L0vVLvZF99Kmq3e86rZW%204kqcUQMbJIuom3tZ18Y17uWSltkm282d9ZdSrF9hxXcP+vsv+aM/fFV9LzPNE4bhpJqrJNI1OXJ8%20oTr84CPRuayd+VcTLZ5nnxnlNO9lMexkI2OekobnTEuORIylWW6hjl7RSB08nMm9eXZqlfM41Zla%209fy+qouIi8yilBCSpSglKRcqJsAOsmpuIXmeWXm3mkPMuJdZcSFtuoUFJUk8FJI0INLiF5nvXr+X%201VFxC8zEmZaBClwocl8Nysg4pqEzZSlOLQguLsEg2CUIuonQepUrDTJymXr1/LqLiIvMa9fy6XEL%20zMXJZXH4uKJWQkoixy42yHXDZPaOrDbaPRUsgCpWGmSmzK16/l9VRcRFWUWSEK8a1gfmVE4pJkOT%20odG0btIP0o+ZX0ENVHvRHHfv8Gcd/iCder8XerQ5f8z2e9Hl33UL/cb8DXvz57+Cio5h81k7n8tH%20VZVR8rIvoEIt6ZV61fOb6q4n8PvZOM6Pp1mpdymPZyEfHOyUInSkOOxoxVZa0McvaKSOpHMm9eXZ%20rpU5VZla9fy+qouIi8yilBCSpSglKRcqJsABrcmlxC8zyy8280h5lxLrLiQtt1CgpKkngpJGhBqb%20iF5nvXr+X1VFxC8zEmZaBClwocl8Nysg4pqEzZSlOLQguLsEg2CUIuonQepUrDTJymXr1/J8gqLi%20Iqxr1/J8gpcQqzEyWWx2Ljok5GUiIwt1thDrp5Ul15QQ2i/WpVgKssKuaviSmzL16/l1W4iKsook%20JJvwBPqDwehUSikmLzOiZN2UH6UfMrfw38K7D3o91cCgIN78vhbE/MEaf0znycK2OW6r6dO8zN/z%20olXYXwIwHT+j4uv9CmsvG132s9+FqrsN7XM6CgFAKAUAoBQCgFAKAwNw/qDJfmr/AN7VVoayKyzM%20hXuKv77lX1/Rbpv6LsetfmS+BdvmZ2467J0l38ketx7NXzDWBvHy5dj+w0ZZmRV3p7slYDZORkQA%20peYmcuPw7Ldi4uZLPZM9mOlSblfpVi7vSUlXNnZ4YZX1EV4PduX2hs3I7RimXhRi8jBTHyGTZQmT%20Ew+Uds9KLd3EHsXu0ANyBzC9eyUFKSlkdU81q0HZpN1Ntu3eOTxruCxWF3W7ksNMdnKl7gXPx7Dv%20asJbLcTy1bKo6OXn5yCjmVwqmHFOray2Ufn+wR61l9pax8zNr37sTJbp3AIs1/Dy0pdiPx/JJi25%20TZaaQsoLalSWiguhHEgcvLRyVyV1ZKrtzeZGh0XTL0+08bf7wd2SHsNMa3CJuey5yic3tl5LQj4w%20RWnS0pSEID7AYcbQlRcJ7S51qZQiqqmRUo7fc/cJJU6jQ4jvN3wvbmXzuOzUub2OMx6JByC4n4tO%20lSUolyWGWeDDTZuhbgsknUEA10lhxqlTS7bPtLuKrRm7hbk3pF2+I0LNtoxUjPYvH46dGlQJ8plE%20xR8saW4wyiOb8wWi7dxfXSuclGtaZVF2rs6e8o0vArmt9b0xTcjADKvPRY25HMW5n33Y0WSmKIiJ%20LbLklxtTDa1uOFAcU3wFqmMIt1p92tPaSkm69RTKb23pjds4TLZrcbXm9iRMU+jGT4HnCbDQtCY7%20qVqbLMlTJUpDzbQSVaHjURjFyaSy0WdOi7bOohUcnTOXc5uDcENW8HIecENiLno7jgdeiwJj8RzH%20h9UaPIea5O1RpypcBPKnlv1oJO7kzx7dOchL7PMl3bGday228Xk2FvOMzIrT6HJKUpfUFoBBdSnl%20TznieUW6tK8WI7smjlPIy7udzn2VuTptjZA8B8Q+h8nVXv5RKuOvZ9pfDdVLsOS7h/19l/zRjj/O%20Kr6rmeaJTcNJNNZJomjz7nJIR4UD5prG5hKmIv3feeTeHlPnHemb3BL31P3tj8TKlYzZcuNDizml%20oS0Go6ledrtLWHHO0S/yBSEn2Aq+HRRUW8suiEKUpadDjNxsyd7ZY5nNTmM+3PUnamEQ8+zBkQlR%200qiK7JA7J4PEq7RSzofodK5y1VRKlMr6dO0q6UTSyHL7Jm7w3Al9iTm1uzZGLyKdyYdcuaZanVNF%20LaW47jDTUNbTxAHZLspN+NdcVxhlS0qjyU765S0qLKvZ00nrb2axUfZ+x4S83kYW0uxea3RNYkSU%20Ox8m3GaLURTyR2rDQVzcqEEJvpSSbnLIr2jsJayu01O5N27yTgcK3mMpk2vLMTOGNfRJVjFpfTML%20cSbPWAjtUmNykoOuhVbW9XhGLbok8q69GVImKXT7Da5HL7xd3cuC3nmYWQYOMZ2s+5KmIjPx1tNl%20TrLDTL7MtElXMHFOL004WqicblaNrLXo8q6WlUlTq09NBtVTdxM5CXnhlskJcbe6MSzDU+4qH5uf%20ebS42Y5JQUWWSFWuNLWqjaaSotSvtDpRZNHmYWzs7vjI7vT5ZnRDzSJs3zxjHpEtShCa7RKUNwCw%20YrYbRyONuJc8bpUSoirYt1RyLJRWfbWomklkzGJjM9kHttux2snOyczF5zDLXnWZkt6JNTJkBLgD%20btlMqCSe2ZAKUqt4KtKiloVVKzp2EyWX2M7Lu9z0hPeJuDDvZGRnVK8okecxJkLjx0pk8oiOw3Ql%20uO8i9kls2WkXtxNcMZq4pZumcpiLIn06dpKBkeKrXSx+WD4K8M8T4X2HFs69n60j/pHzK+nhqo0l%20mI479/gzjeFvOCOP8w9Wjy75nsPLvup7S/3G/A5/8+e1/eN+E1XmHzSdz+WjpM64UzEgcSlPg6VV%208zzCVMT+Fe8jeNbp1nznvDObhl77nb5gYqVLxuzJceFGmNLbS0GGCoZYditSVuFwPhIUhJtyVfDc%20VBQbyyX+gjS6lb0R0GN3G1I3nl1ZfNTmdxtznEbVwSXn2oMiGqOFQldigFp0PElTi1KuD9DwqjXw%20qi+GmV/aVerkWTp07Dl9lS93bhYksSs4t6TJxWRTuXELlzVy1POIWhtKGHGG2Ya23bJShpWqb8RX%20TFcYNZNKo/21yl5tRzHvAZrFRto7GhuZzJQtpBh1G5prEiUlxjJtxWuyiLeADrDIVz8raLJuAOHF%20OrlLInLR2EtZXaancm7d4jCYNrM5PJMGbiJnm58SF41SHhMU1Emz1gJDoVF5StHG1yU63rpCMW3R%20LW/1oEll6dqNrkMtvR/eDkBvPtQckyrHM7YedkzEsPxltIKnWWGWXmZSJKgrtFuOeL4LVzTjcrTJ%20lrmyP3U0ftIyUr0/YbVUzcLWSlZ9GVyZkMb4Tim4SpDiohxr7yEKa8nPicvK4SlVrjoNVvKlKLUq%20Rk8PMwdm5vfGQ3ajy3PJhZxEud55xr0iY4RFb7QJQ3j1M+SoS2js1tuJc8brJNqnFuKORZMmXJ/q%20J0SMXF5/JO7cVGayc7JysTnsKpefamyn409Ep/kWnkkBHZWTbtGfYpVy1Mkr2alYyyUzEtLPamdl%203d56Qnf+fw72RkZ5z8YknJokSFRmUpldmIjsR0dnGebOiS0bLRXHG1E8325s/wDrpKTWROnTpaSg%20ZBPMDwII+S9eKU8jODeQ65j6y3/0j5lfS4equw00e6uSKAg3vy+FsTq8gR9+c+ThWxyzVZmb/nRK%20mwvgRgP8Pi3+4prLxtd9rNDD1V2G+rmXFAKAUAoBQCgFAKAUBr9w/qDJ9H4o/wDe1VaGdFZZmQt3%20FfC9XDTFOiw4D25jprX5lqLt9xnbjrMnSWCqK8kC5KFADrJFYWMm4SSsZpSVUziJMZbjgDrCXFNK%2050dokkpWOBF0nlIBOvGvmVg4q+7LuMy5OxnhURDjhWuO2tbiC0pakXKmyfGQbpN03+dJtU7HFX3Z%20dxOznYyz5ogGH5GYEUwwecReyT2XNrrycnLfXjap2WNWtJdwuYljPbuPjuhpLsVlxLCgqMlTQX2Z%20SPFUgFOhFtLUWDjemXcNnOxlFYxgqfcTHbZflIKH5bSQl5QIIvz8vMojw02eN6ZdwUcSxnN7X7tc%20XgMo7lUypeSmrjeQtOzS2ezilQcU3Zpprn5lAEqXc6ejXbEeNJUuNexl5LEapd8DpGcZGYaTHYhM%20sNpWHEsob5UhYNwoJCQObhY1xeFjVrSXcUuTsZVyCw8h1tyM042/q+hbd0uWHilwFJBItbxqhYOK%20s0Zdw2c7GeV4uGtDCFwY60xfyVKmklLRtr2V0EI06U2qdljWSJuYljKyMZFkBxMiHHe7RSVuF1lL%20gWoCwWQpJ5iOAN9BRYWMs0ZeIu4ljMjlfFhYJGlhYi3yh6VV2GL6ZdxXZy0J9xZzyHhsbcri0lI8%202yBfXiGz121rW5NhTjjfEms2ftOuHCSjKq0HL9w/6+y/UIjA/rFV9VzN6pXcNJNNZJonP7mQ72jT%20iASkDlJAvbW9ZHMd3xJzTiqqnV7zy7xhuTTRogXum9unxD6/grwcFj+l98fM4bCdhQdtpfmvpcct%20+HHXSp4LH9PjHzI2M7CvM+eu51uUHweGo4LH9PjHzJeDMAvdRt/0n16ngsf0+MfMjYzNBuXZWL3G%2042vIrnNlDSmFohyn4zbrLl+dp1DSkhaVdNxf5ldMPA3iGaP+3zLxw5rR9huYcZuFEYhw2ewiRWkM%20R2EoIShtA5UJTc8EgcK5vc8durj4x8yrwZ2F67wB42Gg8U34eCo4LH9HjHzI2E7AS9fgeoeKfDU8%20Fj+nxj5jYzBL1rgH0OU+vUcFj+nxj5jYTsB7bo5vBdOnHwWqeDx/S+9eY2E+lCraH1qCEpUSfFCS%20PBbiTUS3LHapd8V5jYTsO6aFmkDpAAPpV9LFURopUI479/gzjv8AEE//AB3vQr38v+Z7Pejy77qF%20/uO+Bz358/r+9R8nyWqOYfNJ3P5aOg3K295QhxCbpKUpv4bm/wAo181zDdsSeInFVVOrrtI3jClJ%20po0l3ja9+Onin0Df1a8PBY/o8Y+Zw2ErAFPaXCiLceU+G/oCnA43o8Y+ZOwnYLyDrrc9PIePq04H%20H9HjHzI2Mx7aLnlNtTYJI/d66ngsf0+K8xsZ2Gg3NsnFbjcbXkXJ7YQ2uO43ElPxm3mXLc7bqGlA%20LSrp9aumHg7zDND/AGl44c1o+w3USKiJEYhxGgxEitoYjspR4qG20hKUpF+ASLVye547yuLb7V5l%20XgzZdu8OhRtwHLrpx6RU8Dj+nxj5kPBnYCX9dDfrKdKjgsf0+K8xsJ2fYLu8bGwvpy68fR6qcFj+%20nxj5jYzsKXfsAQrpBITpw49PCnBY3p8V5jYTs+w9NpkOLCAlRKrAAgAa+nUS3HGpq+KGwnZ9h3TQ%20s0gHiEgH0hX0sFRI0qHqrAUBBvfl8LYg6fIEffnPk4Vsct1WZm/6yJU2F8CMB/h8X7ymsvG132s0%20MPVXYb6uZcUAoBQCgFAKAUAoBQGBuH9QZL81f+9qq0NZFZZmQp3E/C88P1U7w/nmK1+Zai7TO3HW%20fTST0QCLGsY0zDViYSiSUAk6n0eupJKeaIX0AoB5og/axUAeaIX2sfL9egAxEL6AUAOIhH7GB6FC%20B5og2t2YqSQcRCP2MfLqCB5ohfaxQDzRC+1ipJAw8EfYxfpNQQaXfkVpjYW4Q0kJvj5J0017I611%20wdePaimK/hZHvcP+vsx1eSsffFVo8zzRPDuGkmmsk0S26w077NPMOo0Bb83w/tSfUFAPN8P7UnXQ%206DooB5vidLYPogUAOPhni0k/vR61APN8S1uzTpw0HRwoB5BE+1j1BQDzfD+1J9QUA83w9Paxpw0o%20B5vh/ak+oPWoB5vh/ak+p10BUQYqVcwbAUDe9qAvgACwoCNu/f4M47/EE/8Ax3q93Lvmez3o8m+6%20hf7jre85/p/Hnrn942KjmHzCdz+Wd87Had+uJCh1GvEeotebof2pPVwFCalfN8T7WPUFCAcfDPFp%20J9EA/uUJqU83Q/tSfqR61BUr5BE+1j1BQgeb4f2pPqCgHm+H9qT1cB61APN8P7Un1BQDzfD49kL+%20hQDzfEH2JPqCgKiDFSQQ2ARqDbpoC+AALCgFAKAg3vyv77Yf5gjxb8fbnOitjluqzM3/ADolTYXw%20IwH+HxvvSay8bXfazQwtVdhvq5lxQCgFAKAUAoBQCgFAYG4f1BkvzV/72qrQ1kVlmZCvcSP/AC5V%20uHmx377HrX5lqLpaZ246zJ5rGNMUAoBQCgFAKAUAoBQCgFAc93ifAPcHR+ISNer2s611wNddqKYu%20qyNu4b9fZfS34qx98VWjzPNE8G4aSaqyTSFAKAUAoBQCgFAKAUAoBQCgFARt37/BnG+HIoH/AO3e%20r3cu+Z7Dyb7qe0v9x3wOfPXOe+UlA/cqOYfNJ3P5aJCrxHqFAKAUAoBQCgFAKAUAoBQCgFAKAg3v%20y+FsS/uBH35z5OFbHLdVmZv+dEq7C+BGAvx83xb+j2Kay8bXfazQw9VG9rmXFAKAUAoBQCgFAKAU%20BgbhNsBkz/2j/wB7VVoayKyzMhXuK+F6uF/NTt7dHtzAt8qtfmWou0ztx1mTzWMaYoBQCgFAKAUA%20oBQCgFAKA57vE+Am4LcRj5BHRwbNdcHXXaimLqsjbuGt5+y9vcrP3xVaPM80TwbhpJqrJNIUAoBQ%20CgFAKAUAoBQCgFAKAUBG3fvf3sY49HnBN/7u9Xu5d8z2eR5N91C93G/A+R+fPfwG6jmHzSdz+WSH%20XiPUKAUAoBQCgFAKAUAoBQFgz4IJBfbBHG6hQFPOEH3Q39UKAecIHuhv6odFAPOEH3Q3f/qHGgIA%20718xMnbuUmZCEIxIyWm1dqHUPNhxakvIUEpHKQr0RW3y+KUXR5zK31tyVUSj3XZ2RJ2djkz4ox7U%20WOzHjrddClPpaQEKd5OVPIklPi9foVl7zFKbozQwG3FZDrvOEH3Q39UK4HUecIHuhv6odFAPOEH3%20Q39UKAecYHuhv6oUA84QPdDf1Q6KA9olRlpUpDqVJRqogg20vrQF2gFAKAUBgbh/UGT6PxR/X+jV%20VoayKyzMhXuK+F50A/Rbug4D25itfmWou33GduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B0%20fo+Rw0+xmuuDrrtRzxdVkb9w/wCvsvx0iMD+sVWjzPNE8W4aSaayTRFAKAUAoBQCgFAavcmeawmN%208sWy7IWtxDDEdhIU4464bISASkanw1aEbxWUqHJ/GFuq5ttTIWGn1pP4SrXY+qJF9+llPjC3X/lS%20fa179knq8Lgpdj6okbR+lj4wt1/5UyH3JPVrxcFLsfVEm+/Sx8YW6z/+KZDW1vak9PouCl2PqiL7%209LHxhbq/ypkLfzSfDrq4Oml2PqiL79LOH7wGty7leYmsbfyzD7Kh2sY3MdaQCnnCO0IS4m5Fwnxh%20Xs3TGjhvLKJ5t4w5YiyJnvu+98+2e3lPYDLPyH1Epji/kzQNuZQb5wFOLt7IjosOk1XesaGI8jhT%20xG7wcFlTbO1+MLdf+VMh06dknqv9sry3Y+qJ6b79LHxhbr6NqZD7kn0vslLsfVEX36WPjC3X0bUn%209P2JI9D7JS7H1RI2j9LHxhbr/wAqZDr+tJ6r2+uUux9USb79LOi2duhO4sZ5clstC5HIeOhI1Guo%20Itxqs4uLaZMJXlU39VLCgFAKAUBz+/5kmHszMSYrqmX2o6ih1B5VJOguk9BtXXASc0mc8V0izmz3%20XbfUbqmZIqNrkzXb39M+GvPxkrI9x24VWvvKfFbtw8JeSPEEeWOdNj104yVke4cKrWPit27e/lWS%20PT+WOW6uunGSsj3DhY2sDus27wEvJdH9scPD06cZKyPcOFVrLEnuh2fMDYkuznwi6mu0lOLsDx5b%20304VaO/YizUXsIe5xeepeHddtrxbTMlbTl/HHbEWNgOvTqqvGSsj3E8KrWPiu22BfyzJWFhfyxzi%20Db1b04yVke4cKrWVPdbty5HleS/vrnA+n4KcZKyPcOFVrHxW7dB/Kslfj+WOdXo04yVke4cKrWPi%20t27w8qyRtp+WO9Hp04yVke4cKrWPit257ryVtdfLHen0DTjJWR7hwqtZj938BtT26cMp55cNuRIi%20IUpxSnQ0UJGjh8a45jY13xZZFLTdqcsOOdddCTa5lxQCgFAYG4f1BkvzV/72qrQ1kVlmZCncT8Lj%204MW7w/nmK1+Zai7TO3HWZPVYxpigFAKAUAoBQCgFAKAUAoDnu8T4B7g6PxCRr1e1nX0q64Ouu1FM%20XVZG/cPfz9l9P7Ix98VWjzP7vtPDuGkmmsk0RQCgFAKAUAoBQHL7/v5JhyBcjMQfvlvDXSGaX7rK%20Tzr95GzUVXNr2HAa630GttNfRrOPeU5yDqq9jc2BvbXo9Lj00FCnMsaE2PULk9HDr48fVoCoUVGw%20Psr8ttRbjfiLjUcKCg7T56/igi97i2gNzp4unRQUHMvhxtygmyhck8p6KAcyiq3VxA42uR08tvkt%20QDmWeHAi4vccRpcnhqOGtAOYk8oOtzfQ8L9XpHWgHOrX6I8Em4N7Dqvca6kcKChVKvHI6B4fDpe+%20up4UIOX7m+b3ra8O1c4/zivAK08fXZ4MHVO9ridBQCgFAKA5rvK+Aeb/ADZXg6RXbd9dHPG1WZ3D%20kKr6BIJIt8sW4kDT5VZhoIwpeZxEKdCx8uazHmzytGPiqIS48WkEr7FB1JAPRfSpoKhjL4iRkpmK%20jymXMjj0JVNhoUFuMoeT7Vzt2ukLSL26aUFTN05rkDRXjXte5Ite1hp4tum1QBY2GqbKsQs2IUeC%20VcBc6DqoDWbg3Nt3b8PyzPZKPi4ziuRLktxCErURflCb+Na/RrVoxbzEN0PUXcu3peGOdjZSK7h+%20QrOTS6ksJQDZSi6fETa2qTwPGocXmJMXb29dobkMhOAzETJrj3U81FeC1JvoDZHjWN+NjrUuLRCa%20N2RZfDgTYDS59kQPY6qPojSqklCEgWIAAFjoBoCAqwUdE6a0B6AsvXQk2v1nU2udeCr6cKA5Lu++%20EG7D15B/5SUCvfi6q/cR4sPWf7xIdVJFAKAUBpN54ifldvyosDIqxkkoUUSAR2ZHKQpDtwfEUDqR%20qOPgrphSSllVSmJFtZHQhvu025l29yKkP5LzNFx/NFmLDzPaSCChXZNk810GybuDo0GvDT3vGjKK%20SVWeDd8KSk23QnMZrDe74/3ZHr+Gsq5Kw0byHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8%20rR56w3u+P91R6/hpclYLytHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rR56w3u+P91R6/%20hpclYLytHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rR56w3u+P91R6/hpclYLytHnrDe7%204/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rTmO8KMnP7ckQsVnWocpaFJ7NLzQbfQoWU0sm/LzA6%20KHA+Cu2A7squNUcsVXo5GR/3TYPIs5h7JysiMPCaPYPxS4yHJK2VnxDcqs2lR1UD43AdNe7fcWMk%20klU8u64TjWroTP56w3u+P91R6/hrLuSsPfeVo89Yb3fH+6o9fw0uSsF5Wjz1hvd8f7qj1/DS5KwX%20laPPWG93x/uqPX8NLkrBeVo89Yb3fH+6o9fw0uSsF5Wjz1hvd8f7qj1/DS5KwXlaPPWG93x/uqPX%208NLkrBeVo89Yb3fH+6o9fw0uSsF5WnI7k3Dh85j8e5jpCZAi56JGkJB1S42+UkEa6aXB4EV0UHFO%20vpf2HO+m1T1I6TlJUbfRHxtNCR7LUdHCsw0SONjd8cTdG+8xtZEAxY8HtVYieVq5ZyIr3YSFNjlA%20AQsaWJuOquksOiqUU02dSxvzZTu4FbcZzcNecb8VzGtujtQpsEqSEgkFQtqga2qt10qWqje6lJST%20c6cyeNybDov4p1B8WqkkdTu+SFG724+xDCK4iyiM9m+chDc95oyGovKE2PMlIHsuNdNnkqc7+Wh1%20GX33svEZZjD5bNwoeVkAdjBfeSlau1JAB5uCVHhe1VUWXvI12W7wMZE35i9otzcd28pK15BEmUES%20EqKU9gy1HSDzOPcxVZXKLai5IFSo5KkXstDRPd+GBkxtzOYUxH5e25bcdbc6U3FbeStxtlcjtAlY%20QhKnOzQTqo6aVNwi/Yddld9bLwuVj4XK5yHBykgI7GG68lDnj+Ik2NkgKPsQQKrddKlqqpTJ792V%20iMy1hMlnIMHLO9mG4Lr6ELHPaySkiw5reLzam+lFFhyRv0ApISNOPi6g2Hi8Oi2lVJI97rN57Sxe%203zHn5aLFkB1wKacWEke2r6wkdNa+Ngzcm0nQy8LFio0qdn8ZewP2/C1tb21PT/zrnw+J6WdNrC1D%204y9gft+F91T8nTTh8T0sbWFqHxlbA/b8L7sn5OmnD4ljG1haPjL2B+34Wtre2p6f+dOHxPSxtYWo%20fGXsD9vwvuqfk6acPieljawtRot5b62nl9s5zGY3JMypaIfbBLagoKTz2Vyq4FSbagcNK6YWDKMk%202imJiRaaTOqSLJQBdJIFr3AvbTQW4cuqRaslmmiIe+hGcd7xu7JGBdjx8uqTk1RHZyVOx0qMdBV2%20iG1BZ8W4FjXTDzM5zz5M5q9mZrMbd7z+8fIbqKcllGmMK0tvCxnVds48ktsNssqUpfMeZIN1W49F%20S0mkkRGqbqSrjtxvbj2k5ltrcqJzofaiNZNt1pDUplxTS2pLaSVjkcQUnlvw00rk1R5S9a5iO+5n%2040/fRus5o47zV56k+ceQyu18oDKLeQ9qOTye9h42vGumI1QrCuZnvdJwyP8AUPh/fX5OnC+990YI%20TuzEUT/KLPBIc8TteysPQt4KhauQh62U5Tf8ju6d2m07tWOWtmDeUU71cZSvyN1I+uLRqptTBVyX%207PS9tOFWin7aFXTxN9ud7Z3xx93y9lmF5xR5WvLuYrsuzGL7G48oLPicvHk5vS6KKtHUtTLVEj7Q%2039hd0vzGIUWbEcittSVMz4yo5diyufsX2knVTbpaURzDm8AvXNxoXUqnScxAvcAi5PjXFxoo8RcD%20m1uejhVSx6SbKAv08libmwBI+e49PoUByXd9f3w7s/xB/wAHzqK9+LqL9xHhw87/AHiQ6qWFAKAU%20Bg57GHK4TIYwOdkZ0Z2P2tubl7VBRzWuL2vVoSo07CJKqaIkH+nuZa3nmL/cj4P5atH6k/T07jwc%20D1lf9vcv9sRf7kfw1PqX4RwPWU/29y/2xF8H4kfw1T9S/COB6wf9Pcv9sRf7kfw1R9S/COB6yv8A%20t7l/tiL/AHI/hqfUvwjgesp/t7l/tiL4PxI/hqn6l+EcD1g/6e5f7Yi/3I/hqj6l+EcD1lf9vcv9%20sRf7kfw1PqX4RwPWU/29y/2xF8H4kfw1T9S/COB6wf8AT3L/AGxF/uR/DVH1L8I4HrK/7e5f7Yi/%203I/hqfUvwjgesp/t7l/tiL4PxI/hqn6l+EcD1g/6e5f7Yi/3I/hqj6l+EcD1g/6e5fRmYo/9iT/6%201T9S/D07hwPWV/29S/2xF/uR6/57qqPqX4encOB6x/t7l/tiL/cj4P5an1L8JPA9YH+nuX+2IvR/%20Yj+Gp9S/COB6x/t7l/tiL/cj4P5ap+pfhI4HrH+3uX+2Iv8Acj4P5ao+pfhJ4HrA/wBPcv8AbEXo%20/sR/DU+pfhHA9Y/29y/2xF/uR8H8tU/UvwkcD1j/AG9y/wBsRf7kfB/LVH1L8JPA9YH+nuX+2IvR%20/Yj+Gp9S/COB6zDxfdpktuuxMnkX+RZzMSNGjxx2aHWUyPFeeR49ybXQm/i3PXpXH3pYiaS+6y2D%20gXGm/USFvd3cDW0cwvbkUzM/5O41jWEqQlQed8UL53FpSAjmC7X6Kw45zXlWhD8HuY7wNojZWYxe%20X8/SNrv8isGiPHi8kWeb5Dkf5wXTdRI59enwVe+nU5XGjabD2pvHBScfteZs+HNax2Zk5Fe75bjK%200GO64pxL7CU3fTKsoIAUNLam3A2mSq1y5yUsFlM5LwRn5XDLxmSSX7YovofUQhZ7KzibN3cABHVe%20ubSOlWQS73Id6M/Zk/LScx5NuabkF7kO3AxHXbJNLV2CBNK+YEN6AX5R8uut9VObi2btzbu/I+Z3%20M+7sSLuFW9Dj5aVzno5jxFtNID8WZzEuFDCgSgt3B6KXkKGsy3dXvVzdOdx8iBkJ+NzucZyzWQhz%20IcWC22ClZU92rT8xLkcp5UJRoRw8K8qEUaZe3R3d72lYzvKwcPb5cOdy8XKYmehyMhp5kPsKW1ZS%200qSpKW1KPNp+7N9ZGLrzG4zO1t443du8RH2bE3bE3a/DkQps1xgRmEsISlbMxLh7Xka5eZvkB9Wq%20qSoS1lNTuju+3ulW+8BG2uxmhvSW3Jx+4y+y23FSUpHI8ly7yRG5SW+QG96lTWQhxdSc8TDdhYyD%20CdeU+5GjtMuPW9mtpAQpRP0x1ri2dlmOE7r9j7Ry23zJyGMZkyS84VOK57mzqgOCrdFbGNjzUmk8%20n7DMw8GLjlR2HxWd337EY/8Ar/jVz4nEtZbYQsHxW93/AOxGPVX/ABqcTiWscPCwfFb3f/sRjo6V%209H76nE4lrHDwsHxWd337EY/+v+NTicS1jYQsHxW93/7EY9Vf8anE4lrHDwsNDvHu92jhtuZvL46A%20iPKEItItcoQOa6lJCr2UoGxPV6ddMLHnKSTekpiYUYptHYJFkJTa45EgptfQ2Go04/8ATprWOaqM%20aTjMXLmQ5smIzIlwVrXAkuJC3GlOCylNLUNOZB15Tw01oQ0abdO038njcoNvTWtv5/LIZalZ9pgO%20SCwg8OZC21ew5koVzeL0a2NWToVlEzNoYKRgNtwsS+5HeciIUjmhxzFY5Oa/is873jC+pKiVG56T%20USdWWishtypSuo2t1kXudL26FDjUE0Nfndu4DPQ/I85jY+TiJUVoZlMpdSCn55IUnQ9GnEVKbWYq%204pnuNhcFFxXmePj4zOHShTfm9LTSY/Z28cFoDl5b8dKirJumJg9n7W26mQNu4iFiHpAKVOR46Gyp%20WvKFcvIpSQRe17dVS5N5yqgkafu+2Xn9tedHs5mmc5KybiX5E5MUxZKnBcEvOKee5kIQQltCeVKA%20NBVpSqIxodgSsG5NiLcdBcnlBAvrfq5vl1QuVF+cC5A6L3JITp0m/E8aA5Hu9+EG7NR+sJHD/pRW%20hjai/cR4cPWf7xIlULCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA5ff/AOSY%20fp/TEH776BrpDNL91lJ51+8jZai1wRYlRtfgNBa3N4NNP3Kzj3nnmIT7K1r3PMCNAEk9Gg6eFAei%20blQva3MbDVQt9KL3439SgKEKFyR4w1+ePC17Eelp02oASoKsNFFRt6OluITcW1OtAASQQlVyQSk3%20HWbai+h6NKAqb620Bta4PA8NLD0COqlAUCtR6I00vci9uPEcT4KCguoDXgNTc6XsTqSPYi41FAV8%20cAWuRew0sfF9Qa2OugoAjl5tLHS4N+Y2PCxJvwTc0DOX7mr+9bwdq7pe+varvWnj679hn4Ood9XE%206CgFAKAUBzXeSL7FzI645+aK7YGujnjarM5IWUJ46pA1uPRvYi3Dq0rMPeeuVRUCRY3sejQG44XP%20y+n0qElAFnl6ekG2tzrfxvY9ItrQFAjQcoAHRcdA1TcWHsT0UFSqUqukkH99YkaX6D4SmgKchCRp%20bxUjgLjXwJI8XiOigqVssa6jXTidSLDQK4Dp9WgASscAdOFyTx8UXuRwGpH7tAOW19DYaA6kg8AR%20fmv7I6+rQAJUbXFrk3I42ULmyr39l/yoAAu4UUm55SoCwFzoeB6B4TQHJ93yF+f91kg2OQkAH0kd%20Ne/F1V+4jw4ed/vEhVUsKAUAoBQCgMfIz4+PhrlyObsm+UEISVqJUoJSAlNySVEUBZhZvGS2e1bf%20Si3OFtu+1uILZIWFoXZSeUjW9AVGZxqp4gpeSp9TSXhb2PIs8qPG4XUeAoC43koS3nme1CXGHQws%20K8W7hQlwJTfj4qhwoA3k4K0FReS3bmJS4oJUAlRQVEE8LjjQFqfmYMJLJcK3VyL9g0whTy1hIuSl%20KAo2A6aAuoyUBSAvyhCQUpXZZCFAL9jzJVYpvfpoC55ZEC1oL7fO0OZxPMm6U9ahfQUBZkZbHMGO%20HH03lLS3HCTzFZXoki19PDwoC6J0IhJEhohauRBC0+MrhyjXU+CgMDIbow2PdlNSnihyG228+kJU%20bJdVyItYa3VQFyJuDFy35DLTh/Fr9o6pKktkIPKrlWQEnlVoaAZTP47GoaXIK1IeStaVMoU7ZDYC%20lrPIDZKQeNAeVbkw4iSJQf52oquV0IBUq9wkWSNSCVCxFAXI+dxz8cPJUpF3hGLS0KQ4l5RACFII%20uD41/Q14UBeGSgl5plLyVreK0t8p5gVNi6k3GlwOigMmgFAKAUAoBQHOb7hZKTjIa8fEVNfhz40p%20UZCm0LUhpd1BJcKU3t1mumHTKnkqmik08lNDRrPPm5b67TnnUa9tB4jQn670jSuPDL1Lx8jrxD9L%20KjPbn/ylP+dGsiJwGv27/nThl6l4+Q4h+l+A8/bnI8bac8gHmt20I9Zt9d6D+5ThV6l4+Q4h+llP%20Pm5R/wDic+4sb9rB4i4v9d6RpThl6l4+Q4l+lgZzco4bSn6aAB6ENAbp4PDQU4ZepePkOJfpZXz9%20ue4PvTnqtci70Lib/wAt6VOFXqXj5DiH6WU897kty+9KfYAJ+uweF7H7L0ga04ZepePkOJfpZXz9%20ufp2lPsQf7REv4x1+zdH/KnCr1Lx8hxD9L8Cnn7c/wDlKeLG4Aeg2vrci7vTThl6l4+Q4h+lg5zc%202v8A4nPJta/bQSdNQdXfnTwpwy9S8fIcS/Sz0M9ufmH/AInPte9zIiehw7anDL1Lx8hxD9L8DK7t%209vz8LttlicjspTnM46zdJKCpxSuUlJIJseuu+NJOTaOWEmopM6quRcUAoBQCgLE+BDyEN6FMaD0W%20QkoeaVwUk8QbVMZNOqIaTVGc78WGxrAebOH8vI/CV14idpTZRHxX7G/Zn9fI/CU4idpOziV+LHY3%207M8P15/8JTiJ2kbKI+LHY2n6M4fy0j8JTiJ2jZRKfFhsb9mf18j8JTiJ2k7OJX4sdjfsz+ukfhKc%20RO0jZRHxY7G/Zn9dI/CU4ido2USnxYbG/Zn9fI/CU4idpOziV+LHY/7MH3Z/8JTiJ2kbKJT4sNjf%20sz+vkfhKcRO0nZxK/Fjsb9mf10j8JTiJ2kbKJtYO2cFBxj+LiREtQZIWH2gpZK+1Tyruokq1Tpxq%20jxG3V5yygkqI2dULCgFAKAUAoDDy+LZykByE8opadKCu3SELCyn99y2oDXvbRxqlOFn2gLababSl%20KSElp4v83jXKuZavGB40AibWaiuqdakK7VxCUOKKE/bVvKKBwQSpzT6GgMV/ZKX0oL+Qdce7bt3n%20SlHjqSGwnQWAIDIF+nX0gLrezYiEPgPKK3S2pKilJCVNPrkJ0+eTzLsQeIFAXHtqNGFFYYkrZdio%20ebD3KlQUiRq6koOgBPC3DopQGM9saIuC7ERLdAeLXO6oJWtQaYLAClWBNweb0aCh7c2VGUlXLJWh%20xRcPaBCL+2Ntt2Omo9qv6foUBab2FDQllAlOcjZSpfip5jyLdWnlUblH19Q8XwemB6948f2pQlKS%20604lYcQhKSEoQhACbexVyti56erhQUGQ2WnJPLkzJSvKHByr5Ep5bJCgjQ/Q8wPoigoe17LYXKfk%20KlrK3FJU34iBqlwOjtrAdtZSbDm4D1aAvObXYluxvOCkyI8MKEdkIDYPaISFFYRYcQbAaa0BblbM%20ivdsUSFMrdU8sLSlOhecbc9MJLItQFw7ccShtflBkSvLUzH3VgI5va+xUEhHsbNnxfDQFIe21xHo%20CUuhyPDWXObkShfislltJ5R4+iyVKUaBG+oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB//2Q==" height="363" width="471" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURE 1.&nbsp; </span><span class="textfig">Early stages of anaerobic biodigestion.</span></div>
      <div id="f2" class="fig">
        <div class="zoom">
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height="297" width="464" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURE 2.&nbsp; </span><span class="textfig">Methanogenic pathways in anaerobic biodigestion.</span></div>
      <p> <span class="tooltip"><a href="#B16">Yu <i>et al.</i> (2013)</a><span class="tooltip-content">YU,
        L.; WENSEL, P.C.; MA, J.; CHEN, S.: “Mathematical modeling in anaerobic
        digestion (AD)”, J Bioremed Biodeg S, 4(2), 2013, DOI: <a href="http://dx.doi.org/10.4172/2155-6199.S4-003" target="xrefwindow">http://dx.doi.org/10.4172/2155-6199.S4-003</a>.</span></span> cite an alternate integral model for the generation and anaerobic 
        pathways that degrade organic matter with associated interactions, 
        previously developed in 1999, this simulates the co-digestion of complex
        wastes that have different characteristics and compositions through the
        main pathways. The model features enzymatic hydrolysis of undissolved 
        carbohydrates and proteins and involves eight types of bacteria: 
        glucose-fermenting acidogens, lipolytic bacteria, fatty acid degrading 
        acetogens, amino acid-degrading acidogens, propionate-degrading 
        acidogens, butyrate-degrading acidogens, valerate degradants acetogens 
        and aceticlastic methanogens. In the case of carbohydrates, the proposed
        stoichiometric chemical equations for the three stages of anaerobic 
        biodigestion are:</p>
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oA3qK8%2091z4y6Fo+r31hZ6Vr2utpvF/PpFh50NoRnIkcsACACTjI4POQRVjxf4t0G/+Ek/iKDVdUTSJljdb%20zRJBFdAGRRhS2NpzwQcHGRQB3VFch4m+Iui+EI9PtbiPUNT1K+jDWum6fb/aLqZQOW2ggcepIzg4%20zg1ws/xJHiX4v+C7HSpNY0kh7ldS0i+R7aQfu9yebHnDAjkHmgD2miuA1r4xaJpmu3ekaZpOveI7%20mx4vDolh9oS2b+67bgAeD0yOCOoIrpfCni3R/GmhR6t4fuvtFsx2sCpV4nHVGU9CP/rjI5oA2qKK%2083k+OHh83t7YafpGv6pqNndSW0tjp1iJ5sRkBpcK2BHkgAkgk9qAPSKK47Rvif4f13wvqmtWX2tD%20o8bvf6fPD5d1blASVZCcZ+U45xnjPBxU8N/FrTPFmqWttoeheIJ7W4GTqn2ECziO3cyvLuwCPunG%20eeBmgDvKK80vfjn4dguLz+zdI8Q6zYWLlLnVNM07zbSIj72ZCw4HUnGMcjNdDq3xG0DS/AH/AAmU%20U0moaQQhV7NQWbcwXoxXBBPIOCMGgDqqK80n+OvhyBvtDaT4hbRvMCHXU01jYjnBPmZyQG4yAeRx%20mtbxxrukx6X4dvJdT1aO2vtUt1tZtFnVROz5KiQk/NEe4HXigDtaK898ffEqy0eW58NaKuq3/iKW%203J8vRtP+2SWSkcSOm5R3yBn0zgEZl+GPiXQ77wbLHpupavfXWmZGox6zI7XscgByHV2O3ODgKdo5%20HUGgDvaK8rh/aB8O3mj/ANpaVoHifUreNGa6az00SCzxniVt+0ZA3cE8dcV11z4n0fXPhpeeILC+%20ujpcthLL9osTsnRQp3bN2NrjBxnoRQB01FcF/wALE0Dwt4A8P3txPq+oHUoI10+2dPtGoXpKjqFO%20C+CMnIGe+SKv+EPiRpHjDULvTIrTUtJ1W0UPLp2rWv2ecIcYcLkgrz659uRkA66iuA1r4w6JpmvX%20WkaZpOveI7qx4vP7EsPtC2zf3XbcADwemehHUEV0vhTxbo/jTQo9W8P3X2i3Y7WDKVeJx1RlPQj/%20AOuMjmgDaoormvHvjD/hCPDa6t9h+3brqG38rzvL/wBY23Odp6emKAOlooByAaKACiiigAooooAK%20KKKAOY+JGhXHib4ba7pFkCbm5tGESj+Jx8wX8SMfjVL4WeLdN8T+BtOjs50W+sLaO2vbJjiW2kQb%20CGU8jJU4J612lcf4l+E/gfxdqH2/X/D1vPd87p4neB5OnLmNl3ngctnFAEes/Ee2s/H2l+ENEtF1%20jU7pyb1YbjaNPiGMvJhW55+6cHp6jPnHg34a+EvHPjbx7deKdJ+3TW2uPHE32mWPapGcYRgDz616%2074X8EeG/Bdq9v4Y0i3sFk/1joC0knJOGkYlmAycAk47Va0jw1pOg3eo3Ok2n2ebU7g3N23mO3myH%20+LDE4+gwKAPEfi78JPBPg/wRHq3h3Rfsd6l/bosv2uaTCs4BGHcj9K6r4gXKeEfir4V8baorf2Kt%20tJpl3OFLfZWflHOOiknBNeieIfDeleKtL/s7XrX7Vaeakvl+Y6fMpypypB4NX7m0t7yzktbyCO4t%205UKSQyoHR1PBBB4I9jQBEmqafJpX9ppfWzaf5XnfaxMpi8vGd+/ONuOc5xXlHhfUm8UfF3xV438P%20W5vtM0/SxptpIGKLfTKd7BGI6ZGM+4POa6A/Aj4atqH20+F4fN83zdouJhHnOceXv2bf9nGMcYxX%20d2dla6dZxWmn20NrbQrtjhgjCIg9Ao4AoA8l0Pw98M/jdpP9v3mgWsOsMrLfQW9y0c9vISeZNm3c%20eMhmXn8MVF4MF94O+M//AAhOk+Jb/wAQ6H/ZpmnhvphPJprrgKpcD5QQBhMDhhx3PY+IfhB4D8Va%20o2o634dglu3+/LDLJAZDnOW8tl3H3OTWz4Y8G+HvBtibTwzpNvp8TffMYJeTkkbnbLNjJxknHagD%20brx34x+AM+D/ABN4h/4SzxQP9Hab+zBqX+hdhs8rb932zXsVFAHnPw7+H/8AZFlo2tf8Jb4pvt1l%20G32C91LzLUboxx5e0cDPHPGBXo1FIw3KQc4IxwcUAeE3D+MPHPxr1DxB4HGiyWnhgHTLd9YaXyWl%20YfvWQR8lgcjPHGKhvH8Z+A/i5pXjPxuuhR2OsFdJvpNGafy1z9x5BJ0IIHI4wp6V7R4d8M6R4T0s%206doFmLS2MrTMvmNIWdjksWYliT7ml8ReG9J8WaLJpPiCzW8spWVmiLsnKnIIZSCDn0NAHn3j+KOf%2046fDcSorqrXbgHnkRgg/geal+IFvFN8a/huZYw+2W8YZ7ERgg/gea7ebwno1xqmk6jcWjS3mjIyW%20MzzyFogy7Tn5vnJA6tk1Nf8Ah3S9T1rTdWvrXzb7Sy5tJfMYeUXGG4Bwcj1BoA89+JCk/Gb4bFMB%20zPeAH/tkKb8ALq1h8Eajptw8cesWOp3P9pxOQJA5c4dh1wQMZP8AdPpXoeo+GtJ1bWtM1bULTzr7%20SmdrOXzHXyi4w3AIByPUGsLxL8JvA/i/VP7S8QaBDcXhXa00cskLP/veWy7j2ycnHFAHG/DWaHUP%20EHxP1PR2D6Lc3mLeRD+7klEbeay+oJIOR6itT4CwRL8CNKCxqBKtwzjH3iZHHP4CvQbDRNM0rR10%20rTLGCzsFQotvAmxQD16dznk9T1qLQfDul+GdBh0bQ7X7Lp8AYRw+Yz7dxJPzMSepPegD55i/5M3n%20HZb8gD0H2vpXpvxG8SPpA8I6ZpmkaRfa1qdyqafc6yv+j2bqq5fI+YMcgDaQee/Q9MPh14WHg1vC%20o0v/AIkrSeabX7RLy2/fnfu3fe561c8R+D9A8XaMuleI9NivrNCGRHZlZCOhVlIZTjjg8jigDwz4%20oS+Lo9a8IQ+N/EeivdS61bPHoek2x2Iqvjz/ADJD5nOduDhfToa7fRpYrT9p/wARR6mQlxeaRB/Z%20xfjfGuN6r6nIJ4/umugtfg74CstK/s+08OwxQfaEudyzS+b5i8qfN3b8DsN2PatfxV4F8NeN7WG3%208UaVFfpA26JmZkdPXDqQwB7jODgelAGJrl/oOpL4x0rwsLZ/FSaY4vGtrfEpJjIjV5QuGPou4kel%20U/g5rOiL8EtJmiubaC30+1KX25lUQSLkyb/Tu3PYg9663wx4R0Hwbph0/wAM6bFYW7NvYISzOfVm%20Ylm/EnA4rB1X4NfD/WtcfV9R8NW8l5I4kdklkjV2znLIrBST3yOe+aAMP9n5CfAeo3ECPHptzrF1%20Lp6sMYgLADA9Mg12Pi2y8WXkVqPBmrWGmurN9oN7bGUOONuMdMc1u2trb2VrFa2UEdvbwqEjiiQI%20iKOgAHAHtUtAHm39ifF//obvD/8A4LG/xo/sT4v/APQ3eH//AAWN/jXpNFAHm39ifF//AKG7w/8A%20+Cxv8aP7E+L/AP0N3h//AMFjf416TRQB5t/Ynxf/AOhu8P8A/gsb/Gj+xPi//wBDd4f/APBY3+Ne%20k0UAebf2J8X/APobvD//AILG/wAaP7E+L/8A0N3h/wD8Fjf416TRQB5t/Ynxf/6G7w//AOCxv8aP%207E+L/wD0N3h//wAFjf416TRQB5t/Ynxf/wChu8P/APgsb/Gj+xPi/wD9Dd4f/wDBY3+Nek0UAebf%202J8X/wDobvD/AP4LG/xo/sT4v/8AQ3eH/wDwWN/jXpNFAHm39ifF/wD6G7w//wCCxv8AGj+xPi//%20ANDd4f8A/BY3+Nek0UAebf2J8X/+hu8P/wDgsb/Gj+xPi/8A9Dd4f/8ABY3+Nek0UAebf2J8X/8A%20obvD/wD4LG/xo/sT4v8A/Q3eH/8AwWN/jXpNFAHm39ifF/8A6G7w/wD+Cxv8aP7E+L//AEN3h/8A%208Fjf416TRQB5t/Ynxf8A+hu8P/8Agsb/ABqtqNp8UdL0+W81Xxx4YtLSJcyTXFgURR7knFepVx2s%20/DLRPEviwa34llvNWjiC/ZtMuZc2duwGCwjAG4nqd2ev0wAfPvh3QPHOv+Pn1b4aXlvbQ7ttzrFn%20ZtZWMxB5/dtkS/QJ15x3r0f4n+H017x18NdE8X+TqS3D3SXhhV4EmIjU5ADbl5A6N/hXtMUUcEKR%20QRrHGihURFwFA6AAdBXPeLfh94Y8dC1HirTPt/2Td5P+kSxbN2M/cYZ6DrQB5/4y+C3w58OeD9R1%20mxszod5YQm4tr9b6ZjFKvKcO5U5YAYxk545qn4m1jUfEHww+Guq62gS/u9csZJsJt3H5sNjtkYP4%2011tn8BvhpY3kVzD4XiaSJgyia5nlQn3R3KsPYgiuv1jw1pOvQ2UWq2YmjsLlLq2VXZBHIn3T8pGc%20Z6Hj2oA87+FNxBafEb4g6ZqLomtSasbgLIQJJbYj5CvcqAfoNw9ab4ZuLfUv2lvE95ojiWzt9Kit%207+WI5RrkMMDI6kKCPqDXZeK/hv4R8bzQzeJ9EhvZ4RtSYO8UmPQsjKSPYkgZNafh3wxovhPSl03w%205p0FhaqclIhyx6bmY8sfckmgDyLRvDWsbNU1D4K+PrU6W2pO91o2rWX7qKTP71GdlMiD2Crkfxd6%20wda8RHxF8DLC8l0Sx06w0jxLFFqcGlRgWksSP8zoo42ksO555zzXrOvfBvwD4m1eTU9Y8Owy3kv+%20skimlh3nruIjZQW55JGTXUW2g6TZ6INGtdMtItM2GP7GsK+UVPUFMYOcnOeuaAOI+MusaI3wT1aW%20e5t57fULYJYmNwwnkbBj2YPPIDcdgawLyC7tvGXweg1LcLuO0nWYP1Di2XOffNddpHwa+H+haymq%206b4at0vI23I8kskqo2c5VHYqCD0IHHbFdJf+HdL1PWtN1a+tfNvtLLm0l8xl8ouMNwDg5HqDQBp1%20wPj7wD/b0eoat/wlnijTdlmw+xadqXk27bVPVNpznvzzXfUUAeK/Bn4fed4H8N6//wAJd4pj+Xzv%207Nj1LFnw5+Tytv3TjkZ7mvaqKKAPEvHr+IvHHxksNH8GDTZB4TRb64OptJ9n+0P9xW8vJJAwQOP4%20qy/HMPxH8OeING+IniiHw48OiSiG5/sRrjzHt5DtYOJBggZOMdCe9e16N4Y0fw/eajdaTaeTcanO%20bi8laV5Glf1JYnA9hgD0q3qml2Wt6Tc6ZqlutzZ3UZimiYkB1PUZHI+o5oA8u1y/tD+0T4N1K7lR%20tOvdImTTpyQEaZiTwfUqQB9RXdy6r4WX4gQ6a/2RvFDWZZCttumS3zkgyBflXPYkZ9Kbd/D/AML6%20h4Rg8MX+lJdaRbgCGCeWR2ix02yFt4x0yG6cdOKXwn4A8L+B4518LaRFYm4OZZA7yO3tvclse2cU%20AePNb3t18Kfi5FpoYzf23dMVUclAULj/AL5Br0/Sdc8Mn4NwaglzajQo9LEch3LsUCPaYz/tZ+XH%20XPGK6HR/DmlaC1+dJtPIOo3LXd1+8Z/Mlb7zfMTjOOgwPaucX4N/D+PxB/bUfhi0S9D7xtZxErYx%20kRbvLHrwvXnrzQB4l4ZngsPCHwo1PVCI9Dt9YuxO8pHlxSM58pmJ4GCCcnpg16X+0BdWk3gnTdNg%20kWTWL3U7c6ZGjZkLhxl19gDjP+0K7m18DeG7PwkfDEWkwvozbs2kxaVfmJYnLknOTkHOQemKzvDX%20wn8EeENS/tDw/wCH4Le8xhZpJJJmT/dMjNtPJGRigDrowwiUP97aM/WvPfip4kfSL7w1pum6RpF9%20rWpXpTT7jWV/0ezdcZfI+YMcgDaQee/Q+iVj+JvCWheMtK/s7xNp0V/ahw6q5KsjDurKQyntwRxx%20QB4V8UJfF0eseEYvG/iPRGuZdatnj0PSbY7EVXx5/mSHzOc7cHC+nQ12+jyxWn7T/iCPUyEuLzSI%20P7OL8b41xvVfU5GeP7proLX4O+ArLSv7PtPDsMUHnpcblml83evKnzd2/A7Ddj2rX8VeBfDXja0h%20t/FGlRX6QNuiZmZHT1w6kMAe4zg4HpQBi65f6DqQ8YaV4XFs/ipNMcXbW1viXJjIjV5QuCfRdxI9%20K87+GGkeLdS+GdhdaB8VrfS7C1hKy2Y0K2f7Ey5LK7swOR1y2Mg5717J4Y8IaD4M0w6f4Z02Kwt2%20bewQlmc+rMxLN+JOBxXP6z8F/h9r+ry6nqfhuF7uZt0jxTSwh29SqMFJPc4ye9AHl2radZad+zB4%20oGl+JP8AhIrabUDL9sWxNqm8zR71RSSCu4E5X5eeOldl8UiG8MeAypBB12wII7/Ka9FufDWjXfht%20/D8+mW39kvF5Js0QJGE9AFxj1BGCDzWNZfDHwhp2i2mk2ekmOxs74ahBF9qmbZOOj5L5P0Jx7UAc%20ro8sVp+094gTUyEuLzSIP7OL8b41xvVfU5GeP7prd1y/0HUh4w0rwuLZ/FSaY4u2trfEuTGRGryh%20cE+i7iR6VteK/A3hvxvaxW/ijSor9IW3RMWZHT1w6EMAe4zg4HpU3hjwhoPgzTDp/hnTYrC3Zt7B%20CWZz6szEs34k4HFAHJfBzWdFX4J6VNFc20EGn2pS+3MqiCRcmTf6d257HPeqX7P6k+BtSuIEePTb%20nWLmXT1YYxAWAGB6ZBrc1X4NfD/W9cfV9S8NW8l5I4d2SWSNXbOcsisFJPfI575rsrW1t7G1itbK%20CO3t4VCRxRIERFHQADgD2oAW4i+0W0sPmSReYhXfG2GXIxkHsa8C+IHw1/srxJ4Mg/4TTxfe/b9X%20EHmXmq+Y9v8ALnfEdo2v7819A0UAc54S8H/8InHcp/wkWva39oKnOs332gxYz9z5RjOefoK19W1O%2020XRrzU79xHbWcLTSsT0VRk1crO17QdO8TaLcaRrUDXFjcgCWJZXj3gEHGUIOMj1oA8T+HWnfFWe%2021HxdokXhZB4nn+1t/bBuTMEGQigR8BcdOvBrR+E0ms+B/Hus+BfFK2UMuog6rp/2JnNuSx+dI9/%20OBjoeflPXrXs9raw2VpDa2kSxQQoI441GAqgYAH4Vmap4U0XWdc03WNQszJqOlkm0uEmeNo89R8r%20DcD6NkdfWgDz/wCAtxaweCtZtLtki1Gz1a5OpJIQGVi33mB6DA6n+6aqfEbUvDOq/s76zP4JW2XS%20hMiL9ltTBGXE6biq7Vzz3AwfWuy8SfCbwP4u1b+09f0CG5vSoVpkmkhL46bvLZdx7ZOTjitjUPCW%20han4XPhy602L+x9qoLSEmJAFIYAbCCOQDxQB5zoE8Gn/ALRmoLrUiRz6holsulNKcb1AG9Ez1OQT%20gehpnji9064/aL8D2lpJE+p28Vz9o2EFo1aMlA3p/EQPf3r0TxJ4I8N+L9NisPEmkwX0EP8Aqt5Z%20Xj6fddSGXOBnB5xzVDR/hb4M0C406fR9DitZtNeR7aRJZCys4wxYlvnOOPmzgdMUAcr8Abq2h8F6%20lptw8cesWWp3J1KJyBIHLnDsOuCBjJ/un0pvwhmh1Dx38QdT0dg+i3OpoLeRD+7klCnzGX1ySDn3%20FdR4l+E/gjxfqn9o+INAhubwrtaaOWSFn/3vLZdx7ZOTjiul0rSNP0PTYtP0eygsrOEYjhgQKq/g%20O56k96ALlePfBC80v/hJPHdmjRLq39uTSyKSPMeHdhSO5UHd9CfevYa8W8GfC3R/Eq+KV8deGpHz%204huJrSS4SSB2jOMFXUqxQ+xwaAM7WZLXVPiN8StQ0GRZLK38MtbX0sJzG9ztPGRwWCrg+hBrsPCN%20tcS/s12VvpSlbqXQGEIj4JkaM9Pck/nXXaf4L8O6V4Xm8O6bpUFrpU8TRTQRZXzAy7SWYHcWI43E%205960NJ0my0LR7XS9Kh8iztIxFDFvZtijoMsST+JoA4X4Oazoq/BTSpYrm2gg0+1KX25lUQSLkyb/%20AEzy3PY5715Oy5/Ze8U3MUbppdzrby2CHj9wZ0Ax6DINez6t8Gvh/retvq+peGreS8kcO7JLJGrt%20nOWRWCknvkc981R+MuhzXHwbvtJ8O6XJKymBYLOxtyxCrIvCog6ADsOKANG+1vwvH8HJL957T/hH%2020wxphlCMpTaIwOPmz8u3rnivLTaXll8EPhjFqG8SnXbR1VxyqM7sg/75Ir0q3+DfgGXUoNZuPC9%20ob/Cu4Yv5Zfbgkw58vP1Xrz1rqdZ8OaV4gjs49XtPtCWNyl1bgSMmyVPut8pGcZ6Hj2oA86+FVxB%20afEj4gabqTomsyar9oVZCA8tsR8hXuVGfw3D1qnp9xb6l8fvGN3ojiWzt9DW3v5YjlGuR0GehIUE%20e2DXe+K/hv4R8bzQzeJ9FhvZoRtSYO8UmPQsjKSPYkgZq/oXhPQvDOiHSNB0yCxsmBDxxA5fIwSz%20H5mOOMkk+9AHEfAWCJPgXpgWNQJRcM4x94+Y45/AVzvw8/5NY1gdlt9RAHoMvxXr2g+HdL8M6FDo%20+h2v2WwhDCOHzGfbuJJ5Yk9Se9VtO8GaDpPhabw5p9h5WkzrIslv50jbhJnf8xYsM5PfjtQB434Y%20lis/H3wuuNVIS0m8NmCzkk4UXBHIye5BAx7ivXbjVfC48eRaafsjeKXsmaMrbbpkgznBkC/IuexI%20z6U/UPAnhnVfCkHhvUdJiudJtkVIIJGYmIKMDa+dwOOMg56+tM8J+APC/geOdfC2kRWJuDmWTe8j%20t7b3JbHtnFAHF/AG6tofBup6bcPHHrFlqdwdSicgSBy5w7DrjAxk/wB0+lN+EU0OoePPiDqejsH0%20W51JBBIh/dyShT5jL65JBz7iup8S/CfwR4v1T+0fEGgQ3N4V2tNHLJCz/wC95bLuPbJyccV0mlaR%20p+habFp+j2UFlZwjEcMCBVX8B3PUnvQBcrwP4zfDz+y/Cr6p/wAJf4rvPO1KAfZLvU/Mt03ydVTa%20MFc/LzxXvlFAHJ+EvAn/AAit9Ld/8JV4m1nzYvL8nWNR+0RpyDuVdow3GM+hNdZRRQAUUUUAFFFF%20ABRRRQAVgeK/EGoaFbWi6JoVxrd/eXCwxwRuY44x/FJJJtYIoHcjkkCt+vnfxqdW8ZeJ/EfjbQZZ%20PJ8DSRxaaEzieSNt1z9RjI9wBQB9CwmRoUM6KkpUF1Riyq2OQCQMj3wPoKfWXofiCy17wtZ69ayK%20tndWwuNzMPkGMkE+3IP0rzt/jRqtxp9xr+i+AdQ1DwnbORJqwvI45GRTh5EtyNzKOcHI6c7cHAB6%20xRXnfjnxFoF74f8ACGqz6Z/bNnqOr2jWTfaXg8l3BKS/KPmx/dPB71f8X/EN9C1618OeHdCuPEfi%20G5iM4sYZlhSKIHG+SVshM8445PpkZAO1orwm98U3+v8Ax28CWuu+Hrrw/qtkbozWs0qzIyvH8rRy%20r8rjgg46EEdq6u5+Kur6lrOoWfw/8E3Pie202QwXV8b6O0i80dUjLg+Zjvj8sEEgHpdFc14H8b2H%20jnRpLyzguLK5tZTb3tjdJtltph1Rh/I/yOQI/ib/AMkr8Tf9gyf/ANANAHU0V4l4L+JHiO1+HGjy%20eH/h7qOsaRp9jFFcX/2uOBnZFAcxQkFpQOxHUgjtXW3fxa006N4V1XRbRr+08R6ilipeXynti2Q2%204YbJUggrkfWgD0CiuW8d+NP+EKtNJm+wfbf7R1OGw2+d5fl+Zn5/unOMdOM+tea614j8WxftLQR2%20nhZ7wW+lyRW1sdVjRZIGlG65GRhTwBs+8cCgD3OivNdGXSvEnx38QXN7YSvqHhy3gt7WWWcPEiyK%20WLJHsGxuSCxZuOmKrQfFvXtY1rVtK8J+A5tYuNJvpLa5c6mlvEqqcK291wWbDfIM4A6nNAHqdFec%20ab4l0HSvHvjq7u9LXTZ9NtrWbUtQ+1vL9oXyiQBGRhdo4GPvVnf8Lo1W2sbbX9X8A6hYeErmRQmr%20NeRvIkbHCSPbgblUnHfoeCcgEA9Yorj/ABp8QrfwqdOstO06413WtWJFhp1qwUygcl2c5CIAfvYP%205AkZ2hfEy+k8V23hzxv4VufC+oXylrBmu0uobnA+ZfMQAB/9nn8MgEA9BoornvHuv3XhbwDrGt6f%20HDJc2Ns0saTqShI9QCDj8RQB0NFUdDvpNT8Padfzqqy3VrFM4QEKGZATjPbmrruscbPIwVVBLMTg%20AetAC0V5fB8W9a1lp9Q8IeAdQ1vw7byMjamt5HC8oU/O0MDDdIPTBGTxwam0j42aPqHgnWvFF5Y3%20FtYabfGzijQ+ZNcn5duEIXax3fdJ4x1oA9KorynUPi74m8N28Op+MfhveaVobyKkl9FqcVy8Qb7p%20aJQCOcA5IxnHJwD0XjD4htoGpaZo/h/RZvEOuarG01tZRTrAnlLyXaRuFHpxzjtQB2lFcR4R+Idx%20rniS68NeJPD1x4d163gFyLV7hLiOWEkDcsqYBOTyMfiecdrLKkELyzOEjjUszMcBQOSTQA6ivJ3+%20NGq3Gn3Gv6L4B1DUPCds5EmrC8jjkZFOHkS3I3Mo5wcjpztwcdR4g+JOlaN4V0vWbOC41VtaZI9L%20tLYASXLuMqOfuj1J6eh6UAdhRXmK/FfXdH13TLLx74DufD1rqk4tre9i1GK8QSkgBXCAbQc9c544%20B5xd8W/E678PeOYfCmleGZ9b1G7shc2qQ3Ii8xt5BViy4RQqlt5PoMd6APQaK8I8deKdR0/x98PN%20c8S+HbixvkN6DpNnMt5KzEBUVWUAMWyPpmuvtPinq2n6/Yad4/8ABdz4Yi1OQQ2d6L6O7haU9Edk%20A8sntnOfoCaAPSKK8x8a+O77U9S1PwX4I0DUNcv4oNmo3NpeR2a2YccKs0isvmEE8Y47ZIOLfwj1%20vRW0efwvp2gzeGtS0Uhb3S5yGcE9JfMGPNDY+/gZ+mCQD0OivJ9O+MeveILrVLTwp8P7rVbnS72S%202uD/AGlHDCEU4DCR1GXJB+QA4HOa1bH4gab41+Emu6vdaPMgs7e4g1HSp5SjB0Ql4vMAzgg43YB9%20geKAPQ6K87Xx9pHhH4UeHdSttJnH2+3gg0zR7aQyyO7L8sQduSB3Y8+xPFP0L4l6nJ4utPDvjbwj%20ceGL3UY2fT3+2x3cVwVBLLvQAKwHOOfw4yAeg0V5pc/FXV9S1nULP4f+CbnxPbabIYLq+N9HaRea%20OqRlwfMx3x+WCCem8D+N7Hxzo0l3ZwXFldWspt72xuk2y20o6qw/kf5HIAB0tFFchqviy+sfizoP%20heKK3NlqVlcXE0jK3mK0fQKc4A9cg0AdfRRXN+NvGtr4L022mltLjUL2+nFrY2NsBvuJj0XJ4A9T%2029DQB0lFeYr8V9d0fXdMsvHvgO58PWuqTi2t72LUYrxBKSAFcIBtBz1znjgHnGz4v+Ib6Fr1r4c8%20O6HceI/ENzEZxYwzLCkUQON8krZCA84459sjIB2tFeZ6d8W72Txxo/hLXfCN1o2rX7Seck10siRI%20qFleN1XbKDgg4K7SCOa6PwL40/4TW11ab7B9i/s3U5rDHneZ5nl4+f7oxnPTn60AdTRXJ+EfHUfi%20eTxGJrIWEehajLZPIZt4kCDJk+6Nv05+tcuPi14m1XTptZ8IfDi81fQUDmO+l1KK3kmCZ3MsJDMR%20kHGMk+meKAPVKKw/B3iyw8b+FrXXdJWVLe43Dy5lAdGVipUgEjqPWtygAooooAKKKKACiiigAooo%20oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig%20AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC%20iiigAooooAKKKKAOT+Jvir/hDfh7qeqRH/S/L8i0Xu0z/KmPoTn8K4Lwh8JvHuh+EINPs/iKmmQ3%20CGa4sv7BguAryDLqXdsv1xk16/f6XYapHCmp2NteJBKs8S3EKyCORfuuuQcMMnBHIzVqgDwr4f2m%20p6Bp/jL4S3l0J761tJZ9LnCCMTRSoRwOcYZhxzjcfStT4b/Evwn4b+D9lb63qlrp1/o0DwXemyyB%20LnzEJyFiJDMT7cZPsceqyaPpkurxarLp1o+owoY47xoFMyLz8ofG4Dk8Z7mqt14U8O3urLql7oGl%203Goqyst5LZxvMCv3TvIzkYGOeKAPOvibqy674X8B6pHaXVml34ispVgu0CSoDuxuUEgHHPXvTJtW%20sfA/7RGq3vim4SxsfEGnQrY39wdsStFgPGX6L0zz7c8ivVb3TbHUhCNRsre7EEomiE8Sv5cg6OuR%20ww7Ec0mpaXp+s2LWer2Ntf2rkFoLqFZUYg5BKsCODQB434i8V6N4o/aA8EW/h+7hv1s1ullvbZt8%20W5os7FcfKxAwTg8bhU3wf8W6F4N8Nah4U8W6paaNq+k38/nR38wh85XYsrqWxuBB7ZOMHuK9UtvD%20Og2RszZ6Jp1ubHd9kMVpGv2fd97ZgfLnvjGaTVvC3h/X5o5td0LTdSljXYj3lnHMyrnOAWBwKAPP%20fg5J/bfifxv4tsYXi0fWNQQWLOhXzhGpVpADjgk/nnuDXXfE3/klfib/ALBk/wD6Aa6eONIYljiR%20UjQBVVRgKB0AFMurW3vbWW1vYI7i3mUpJFKgdHU9QQeCPagDy/wD8UvBem/CrSv7R1uz06bTrCOK%204sp3Ec4ZEGdsX3nzwQVBzmvNja3GifDbwr4k1a2ksdObxj/ajI8bZt7ZydrEdQCBkexHrX0NN4P8%20NXFxa3Fx4d0qWazREtpHsY2aBU5UISuVA7AdK07q1t721ltb2CO4t5lKSRSoHR1PUEHgj2oA8U+M%20PjXw/rp8JafoOqWuqyDxBaTSvZSiZIV3EAOy5CkknAJycHjitPXNUsNG/ag0241e9t7GCXw80SS3%20MojVnMxwoLYGT6V6LB4P8NW1mlrbeHdKhto5xcpDHYxqiyjpIFC4DD+91qfVPD2i640La3pFhqLW%205JhN3bJKYycZK7gcdB09KAPP/An/ACXb4jf9uX/os0nwY/5CvxA/7Gaf+Qr0i30vT7S+uL21sbaC%207utv2ieOFVkm2jC7mAy2B0z0ostL0/TXuG06xtrRrqUzTmCFUMsh6u2B8zH1PNAHhPi3Sr7W9d+M%20NjpUby3T2dgyxx8s4VAxUDuSAeO9dpp3xk8Fad8O9Mv11OGecW0MS6TZur3fmYC+WISQ2QfXA9+R%20XocOm2Ntf3F9b2VvFd3QUXFxHEqyTbRhdzAZbA6Z6VSi8KeHYNZOrw6BpcepFy5vUs4xMWPU78bs%20nJ5zQB5t4s1SHwx8cfDPizxAsllo1/pT6eZ51wLSctvAkIyFJzjOcdTnANQeOPEGleOviP4I0Twh%20e2+rXNhqI1K6urKQSx20CdQXXI59M9hnqK9fvrG01Oyls9StYbu1mGJILiMSI464Kng1W0nQdH0C%20GSLQtKsdMjlbdIlnbJCHPTJCgZNAGhXkfxX+EHhjU/DfiHX7Dw9Nd+JJoWlikgmnd3l4AxGG2k47%20ba9cooA888AfCXwj4Zh0nXLHQ2s9aW0QySvcTlldowHBRnIB5PGOK7DxJYT6p4V1WwtH2T3VnLDG%202ejMhA/U1p0ydHkt5EhkMUjKQsgUHYccHB4OKAPJvhb8RPCmifC6x0zXdXs9G1HRY3tr2xvJRFMs%20iE7sITubPX5QeTjrxXCeH/Hd94f+GPivXfD8a2Lah4qeMXNxCWFjHLj96ydyOODnk9D0PXCz+IVp%20c/8AE++GWgeL9atmxb+JTc2sJYDmNijIHG0ntt6cep7T4f8AgSTw54SvbHxI9rqd7q91Ld6kFizA%207ydUCsOVwMcjnnigDxH4rXS3HgW4F98WJ/GOoMV8iy0hIYbdYwyl2uEhLAgcYLEYOMZ5r0Tx+ngu%20+1DwlaeLLzVNBvWtfN07xDZXC26REKN0ZmJO0ng8r9CM8+jW3g/w1Z6fc2Nn4d0m3tLsAXNvFYxr%20HNjpvULhse9W7vRNKv8ASl0u+0yzudPUKq2k1ujxAL90bCMcYGOOKAPHfAfiDWtK+KFh4TsPHcfj%203Rp7Sae4n2rI9jgkqWnDNvJOByx69BxXrnieyuNS8JavY2RxcXNlNFFzj5mQgc/U1LpOhaRoMDwa%20FpVlpsUjb3js7dIVZsYyQoGTjvV+gDx74b/Evwn4b+D9lb63qlrp1/o0DwXemyyBLnzEJyFiJDMT%207cZPscWPiD8R9Tt9E8JyaNcN4Vt/Ec+2XVNUtVdrBMAruQkqGb/aOAM9Oo9DuvCnh291ZdUvdA0u%2041FWVlvJbON5gV+6d5GcjAxzxV3UdMsNXsXs9Wsre+tZMb4LmJZEbByMqwIPNAHzP46uYZda8Lmb%204j3XjTUF1i2af7H5aafbxb8KWSLKLITkZ3ZIzwOK9Puv+TqbH/sWn/8AR1d2nhHw3HpY0yPw/pa2%20AlEwtFsoxF5g/j2Yxu98Zq6dL086oupmxtjfrF5K3fkr5ojznYHxnbnnGcUAeU/FXW7Hw78XvAOq%206sG+x24uzLIsZfygUUbyACcDOSewzUXxa8UaJ400nSfCnhLUbTW9W1DUoJI1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QQPMA5Oc4yOPTrfHHjXS/APhefW9ZLtGhCRQx/fmkPRR+ROewBoA6KivB7X4l/GrxHYnWvC/%20gDTU0iUb7cXbkylQOvMsZfPUEIM9s10/hX4u3nij4e+IdYbw/PpWp6JBKXjuUdoJJEQnAbC8gj5k%206jI570Aeo0Vwfwd8c6l8QfAv9ta1BaQXP2qSHZaIyptXGOGZjnn1rJu/ibrNv+0LbeBEtrE6XLCJ%20GmMb+eD5Rfg79vUf3elAHqVFFeefE/4t2fw8az0+10+XWNcv/wDj3sIW28E4DEgE8ngAAk4PTrQB%206HRXg158TPjV4c08a34m8A6YdHhAe4Fs5EoQjrxM5THclDjviu+vPixo+mfC+38aaraXllHcIPKs%20Z4yk0kh6IucZBxkN0K8+1AHd0V4NZ/Ez41eJLFtZ8MeANNXSJMvbi7Y+ayYzkZljLg9iqAHtmuz+%20F/xetPiDLdaXfafJo+vWI/0iylbOQDglcgHg9VIyMjr1oA9Gorxzxj8a9THjCTwh8MdBXX9YhbbP%20PKSYIiCAwwCOBnBYsoB9ay5vjP8AEDwPqFu3xW8FW9rpl0wRLnTHz5Z75PmSKxx/CSp6nmgD3eiv%20Nfiz8Tbvwb8PLDxL4VWxvlvbiNI2uVZ42jZGbI2spzwO9d3oV9Lqnh3Tr+4VFlurWOZwgIUMygnG%20e3NAF+ivLfhB8TdZ+IGqeI7bWbaxgTS5ljhNpG6lgS4+bc7Z+6OmK9SoAKKKKACiiigAooooA57x%209qM2kfDvX7+13efb6fM8ZXqG2HB/DrXAS6VLbfskm00fJlbQhMdh5bcA8n5gtXquq6dDq+j3mm3Q%20zBdwPBJ/uspB/nXE/CSeW28Kz+D9YRf7R8OSGxnQjIlhOTFIAeqshx+BoA6DwBcWd18OfD8umlGt%20jp8ITZ0GEAI/AgirWseKdG0DUNNsdWvRBdarN5FnCI3dpX44woOByOTgDPWuK/4VPquhXcx+HHja%2088MWNw5kk06SzjvbeNjz+6WQjyx1z1zkdAAK0fC/wxXSvEh8T+Kdcu/E/iHYY47u5jWKK3U9ooVy%20E44PJ74xk5ALM/jbUpY7nUND8PnVdHs7o200sNywunZH2yNFB5ZEiqc/xqTtbA6Z4jxzp+s6r+0R%20olv4b13+wb06HIwvPsaXOF8w5XY+Bz69qzl0jR9J8G63ptwsCePY725OlLOw+2hmmLwNbfxiM5B+%20T5c78/xV6a3guW4+JGmeMLjUAJrTTGspLRYch2Y5L793HJ6bfxoA5fWPBnxKj0O+ef4r+dEttIXi%20/wCEctl3rtORkNxnpmp/hFrFjoP7P+h6jqs4gtoYX3NtLEkysAqqMlmJIAABJJwK9G1C1+3aZdWm%20/wAv7RC8W/Gdu4EZx361j+BfC3/CFeCdO8P/AGz7b9iRl+0eV5e/LFvu5OOvqaAM6y+I1ncfDhvF%209xYXFvD5jxx2bEec7iUxImDgBmYDg9CevGataX4o1BvEkeheJNKt9Mvrm1a6tDbXpuY5VUgOpJjQ%20h13KcYIIPB4rgoLK5u/gMr2cMs72esPePFCCWdIr9ncAAEk7VJwOuK6OLVdO8YfFXQ77w3fw6jZa%20Tp9y91c2kgkiRpdipGzDjcQrNt6jbyKAM74DFIvDGuWlwduqQa5dG/jbhlctwSPQgcH2Nd74puLO%2018I6tPqZRbRLOUzF+m3Yc1zPiT4Yx6j4ibxL4V1q78MeIXULLd2qiSK5Ax/roW+WTAHHI5wTnArO%20f4T6t4gljT4j+OL7xJp8LB00+C0jsIZCDn96IyTIOARyMY680AZ3wz1zV9D+EngjTbbTo7/UtUEq%20wx3V0bdI4V3vvLBHONu0ABT94V6jpcupS2e7WbS1tLncR5dpdNcJt7Hc0aHPtt/GuY8X2/gu3vtH%20j8Y6XbfYoY5Y7a5vVUWNvwv7twxCAkAbdyn7pwQaqeCr6DRtE8S6lLLHb+F7e9km0tgf3SWqxqWM%20fbyy4crjj04xQBzPhHxDbeCvEXxQS4SRtM03UY7xIYsFt868qoJA5bHcCu8t/EHiODUbCLXfDMcN%20rfN5Yn029e8Nu+MjzlMKbVPI3AsAcZ4Oa43wvpt3p/w88QeJ9Z8PPq114mu2vbrS9uX+yMwVU24O%204rGS23GT060lrqGj2Oo6KPhb4qudTNxPBDNof29r+JLbJ3yMshaS32qeu5RlVUqScUAekzeI9Ett%20Zj0i41jT4tTlx5dk90izPnphCdx6elVB4oiXxdqWjXMSW8On2EV9JeSTALtdnBBBGFA8vOc9+2K8%20tvLzT7T4d+K/Dl8F/wCEsvNSunhsW/4+rqZ5SbeaNfvMAuwh14AQ8jBrd1O1urjxT4wtQjzXcnhG%20CPYvzM7nzxgepJoA9HfVLFBb4vLctdoXtV81c3AC7iU5+YY54zxzWH4Q8e6P4s02xaO8sbfU7qDz%2030tbxJJoh7rw2MYOcDrXD2Ov6XrGs/DmDSr2G8e1sp0ufIbf5D/ZANj4+4/B+U4PB44rL0C90a9+%20GXgzQvDrwHxBHf2tx9miGJ7ciTdNOy9VQoX+Y8MHGCcigD1fSfEqalqmv2ksC20ei3KwNM0uRIDE%20shY8Dbjdjqemat6X4h0XW7aW40bV7DUIIDiWW0uUlWM4z8xUkDjnmvJ/E1tfXWn/ABBTT0aQLrtl%20JcoIWm3QLFAZAY1ILrtySoIyARVoxaR4p1TUrq+8Zabqdv8A2HLa3o8N6VKAIGIKl5BLMu5cNtQj%20dgtwRmgD03SPEeia/wCb/YOs6fqfk4837FdJNsz0ztJxnB6+lR+Jf+Ei/sVv+EO/sv8AtPeu3+1f%20M8nbn5s+X82cdK43wbrxu/GcVhHf6B4ojXTMf25pMKpLbhWAEU21nX587gAVGVb5a9IoA+fdO/4W%20l/wvLWfs/wDwiH9uf2RD9o3/AGr7N5O/5duPm35654r3LQv7Z/sS3/4Sb7D/AGpg/aP7P3+RnJxt%203/N0x170yHw7pcHia48QRWu3VLm3W2luPMY7o1OQu3O0c9wM1p0AeW6zlP2oPDrTY2SaFOsOR/EG%20JOPfFJ8azuu/AsMTD7S/iS3aJe5AzuI/MfnXUeOfAcHjKKyuINQn0jWdMkM2n6lbAFoGPUFTwynH%20K5GfXrnK0P4aX6eKrbxF448VXHijULBSunhrRLWG23feby0JBf8A2uPxwMAHoFc341sbRfB/iK+W%201hW7k0qeJ7gRjzGQIxClupAJJx71dttO1mLxVd39xr3n6TLCqQaV9jRfIcYy/mg7mzg8HjmrOt6b%20/bPh/UNM83yftltJB5m3ds3KVzjIzjPTNAHMfB3/AJI54Z/68V/ma5z432NpYeENFjsbWG2STxHa%20yusMYQM7MxZiB1JPJPeu+8HeHf8AhE/BumaD9q+1/YIBD5/l7PMx325OPzNUPHvgv/hN9KsLL7f9%20h+x6hDe7/J8zf5ZJ243DGc9f0oA6S6tbe9tZbW9gjuLeZSkkUqB0dT1BB4I9q8x1CNIf2ndBjiRU%20jTw9MqqowFAc4AFep1y914L+0/FGx8Y/b9v2TT3svsnk537mzu37uOvTH40AYvjvwRpXjjxtoMOq%20+I1tlsYZpG0aGTy57xHG1juDhwmBtOAcgkZGa5rU/DenfCXx94RbwMs9jZ65fGxv9NNzJLFOCOJM%20OzEMueo+nc57nxr4DXxTdafqum6tcaHr2mFvseowIJNob7yPG3DqfTj8sg09A+Hd9B4it9f8a+Jp%20vFGp2Kslgz2cdrDahh8zCNMgueRuJ6cY4zQBg+ILO31D9pTSbO+hS4tp/DlxHLFIuVdS5BBFZGm3%20tz8LtS1L4fa1LJJoWoWs8vh29lbO35SWt2PqCePr/tDHo914L+0/FGx8Y/b9v2TT3svsnk537mzu%2037uOvTH40/x94H074geE7jRNU/dl/nt7gLua3kHRwOM+hGeQSKAPDb+OWX9l7wPHbTeRM+rwLHNs%20DeWxlkw2DwcHnFenf8IT8Tv+iuf+W1bf/FUP8It3w00Dwl/beP7HvY7v7X9k/wBdsdm27N/y53Yz%20k9K9JoA8Y+FBvtC8VfEltavJ9cvLO6ieee3swslyRGx+WJOMnoAK7zTPFuptrunaX4j0OPS5dVge%20az8m8+0EbACySgomxwGH3d44Iz0zDpPhc+DdY8XeJRNcaodWkW7+xW1sPNTYhGxct87Ht92sJNS0%20rVvifoWq+C9QXUrm4WVNXjF19oFpbeXkAhi32dvMCjYu3cc5BxwAemSSJDE8szrHGilmdjgKB1JP%20YVzv/Cx/BH/Q5eH/APwaQf8AxVdFJGk0TxTIskbqVZGGQwPUEdxXO/8ACuPBH/Qm+H//AAVwf/E0%20AH/Cx/BH/Q5eH/8AwaQf/FUf8LH8Ef8AQ5eH/wDwaQf/ABVH/CuPBH/Qm+H/APwVwf8AxNH/AArj%20wR/0Jvh//wAFcH/xNAB/wsfwR/0OXh//AMGkH/xVH/Cx/BH/AEOXh/8A8GkH/wAVR/wrjwR/0Jvh%20/wD8FcH/AMTR/wAK48Ef9Cb4f/8ABXB/8TQAf8LH8Ef9Dl4f/wDBpB/8VR/wsfwR/wBDl4f/APBp%20B/8AFUf8K48Ef9Cb4f8A/BXB/wDE0f8ACuPBH/Qm+H//AAVwf/E0AH/Cx/BH/Q5eH/8AwaQf/FUf%208LH8Ef8AQ5eH/wDwaQf/ABVH/CuPBH/Qm+H/APwVwf8AxNH/AArjwR/0Jvh//wAFcH/xNAB/wsfw%20R/0OXh//AMGkH/xVH/Cx/BH/AEOXh/8A8GkH/wAVR/wrjwR/0Jvh/wD8FcH/AMTR/wAK48Ef9Cb4%20f/8ABXB/8TQAf8LH8Ef9Dl4f/wDBpB/8VR/wsfwR/wBDl4f/APBpB/8AFUf8K48Ef9Cb4f8A/BXB%20/wDE0f8ACuPBH/Qm+H//AAVwf/E0AH/Cx/BH/Q5eH/8AwaQf/FUf8LH8Ef8AQ5eH/wDwaQf/ABVH%20/CuPBH/Qm+H/APwVwf8AxNH/AArjwR/0Jvh//wAFcH/xNAB/wsfwR/0OXh//AMGkH/xVH/Cx/BH/%20AEOXh/8A8GkH/wAVR/wrjwR/0Jvh/wD8FcH/AMTR/wAK48Ef9Cb4f/8ABXB/8TQAf8LH8Ef9Dl4f%20/wDBpB/8VR/wsfwR/wBDl4f/APBpB/8AFUf8K48Ef9Cb4f8A/BXB/wDE0f8ACuPBH/Qm+H//AAVw%20f/E0AH/Cx/BH/Q5eH/8AwaQf/FVwPiSXw0+vT+JPA3xU0jRdZmwZ4JtWims7sgYAeMudpwMbl6em%20ea77/hXHgj/oTfD/AP4K4P8A4muB8SReGk12fw34G+Feka1rMOBPPPpMUNnaEjILyFRuODnavX1z%20xQBJ4b+P2ivqQ0XxrNp+m6gOBe2N4lzYze4kUny8+j9O5r1uGaO4hSaCRJYpFDI6MCrA9CCOoryT%20w18ANFj1Ia141isNT1A8iysbNLaxh9hGgHmY9W69xXrcMMdvCkMEaRRRqFREUKqgdAAOgoAfRRRQ%20Bi+M0lk8C66lvnzW06cJgd/LasH4MPG/wa8NGIggWgBwO4Y5/XNduyhlKsAQRggjrXl3/Co9b0k3%20lj4K8fXugaFeSNI2m/YUuDCX++IpWYNGD2xyDzkmgBPgafMtfGE0TBraXxJdNCy9COMkV6ZeWNpq%20Fv5F/aw3UO5X8ueMOu5TkHB4yCAR7iudsfBQ8OeAf+Eb8Fai+jyxr+6v5YVuXDlss7K2AxPPoOeO%20ldFYxXEGn28N7c/a7iONVluPLCeawHLbRwMnnA6UAea+GP8Ak5Hxp/2DrT+Qr0iextJbpLyW1he6%20gRkinaMF41b7wVuoBwM464rn9L8F/wBm/EjWvFn2/wAz+1baGD7L5OPK8sYzv3c59MCuoYblI9RQ%20B5h+z7/yTFv+wldf+jDXW+NLG0Xwh4hvltYRdvpU0T3AjHmMgRiFLdSASTj3qL4feDP+EE8MHR/t%20/wBvzcy3HneT5X32zjG49PXNbWt6b/bOgX+meb5P2y2kg8zbu2blK5xkZxnpmgDkPhW6xfAvQne5%20jtVXTMmeTG2Lg/MckDA69a5zw18A/BNx4Xt31G+l8SXLB3t9XhvJI1QMxYGJUkKAAknvkknvivQ/%20CfhiPw14HsPDk04vo7S2+zvKY9glHOflycdemTXGW/wo8Q6NE+l+FPiJfaT4dZ2K6c1hFPJCjH50%20jnY7lHJ28fL15PJAOestX1zxJ+zV4qgnupr69083Vkl2zZkuIo2HzMe52ZBPf616f8P7izuvhz4f%20l01ka2OnwhNnQYQAj8CCKueHPDOmeFvDdvoekwbbKBCuJPmaQnlmY9ySST9a4o/CjVNCu5m+HHja%2088MWVw5kl06SzjvbdGPP7pZCPLHXPXOR0AAoA7TWPFOjaBf6bZateiC61SbyLOIRu7SvxxhQcDkc%20nA96y/D3iXX/ABGEvbXQ9Oi0eS4kjS4k1R/PaNHZN4iEBXnbkDf+NZvhv4YrpfiBvE/inW7zxT4g%20EbRx3NxGsUcC88QwrwhI4PPqRjJrmmi8Ji10eP4c2Frp3iddQgEtsNo1C3hEg89bnkybAmQd5K/d%20/wBmgDPl0fxHrH7RHixPC3in/hHJY7G1Msv9nx3fmrtGFw5G3HXIp3xI8J/ECy+G2uXOrfEz+07K%20O1ZprP8AsG3h85ePl3qcr9RXo+l+C/7N+JGteLPt/mf2rbQwfZfJx5Xljrv3c59MCr/jDw9/wlng%207U9C+1fZPt8Bh8/y9/l577cjP5igDI8P3Ot23w+8ONomn6ddr/ZsJlN7qD22z92uMbYZM9+uMe9c%20X468UXvi79njxLql5pUWnwsfLtmiummW5jWVR5qlo0IUnOMjkc966jxpDN4c+EEeh2lzuuJYrbSI%20p8bMmRliLY5x8pJ74rU8U+CIPEHw3n8IWdwNOt5LeO3ilEXmeUqFcfLkZ4XHWgDgvFGi3/hK30f4%20l+EoDJcWtjDHrdinAvLXYMvj++o7+gB7cy+ENbsfEf7Ql/q+kTCa0vPDcEkT+xccEdiDwR6ivWLC%20yFlpVtZMwlEEKwliuN+FAzj3x0rg/Bfwg0/wN8QNX8Q6PelbTUIjGmneTgW+WDHD7uRkHAwMA9eK%20AKXwHKReG9dtLg7dUh1y5N9G3DK5bgkehA4Psa73xRcWlr4S1afUyi2iWcpmL9Nuw5rmvEvwxi1L%20xC3iXwtrV34Y8QuoWW7tFEkVyBj/AF0LfLJgDjkc4JzgVmv8J9W8QSRp8RvHN94k0+Fg6afBaR2E%20MhBz+9EZJkHAx0xjrzQBQ+F2ra9pPwl8I6fY6FPqd7exSMrzyNBb20Idipkl2MVyCoVQpJ+grvfC%20niSTxFaXgvLBtN1DT7prW8tTKJQjgBgVcAblKspBwDz0rG8ceNbTwdHp2h6fc6Zp9/fKUtZNQmWC%201tIkABkbJGQOAqDknjgAkX/ANtodroEi6BrdvrryTtLfajDcJKbi4bBZmKEgHphewwKANLxL/wAJ%20F/Yr/wDCH/2Z/ae9dv8AavmeTtz82fL+bOOleJ6f/wALS/4XlrHkf8Ih/bn9kw+fv+1fZvJ3/Ltx%2082/PXPFfQVZkXh3S4PE1x4gitduqXNuttLceYx3Rqchdudo57gZoAfoX9s/2Jb/8JP8AYf7UwfP/%20ALP3+RnJxt3/ADdMde9ee61lP2nvDjTY2SaJOsOR/EGJOPfFepVynjnwHB4yhsp4b+fSdY0yUzaf%20qVsMvAx6gqeGU91yM+vXIBy/xsO648DwxMv2l/EduYl7kDO4j8x+dep15/ofwzv08VWviLxx4quP%20FF/p6lbBWtEtYbbP3m8tCQz/AO1x+OBjqbfTtZj8VXV/Pr3naTLCqQaV9jRfJcYy/mg7mzg8Hjmg%20DhfjNdXOrv4f8B6fLJFJ4jvNt1JGeVtY/mk/P+nvXb6tqGneBvBNxemBl0/SLTKwwjnYgwFH6CqF%2014L+1fFGy8YSX+RZ6e9nHZGHOCzEmTfu44OMY/GupoA+VtU+IPhHVvhv4ov9V11Lvxl4ggVfs62k%20+20iDqUtkcptAABJOcE+vFd/qfxi0rR/gnpN34evle5uFi0tLqSCQJayrGvmOwK7m2DkbQcnHWvT%20fGvhr/hMPBepaB9r+x/bohH5/l+Zs+YHO3Iz09RWjpFh/ZWiWOn+Z5v2S3jg8zbt37VAzjnGcdKA%20PmnVPGvw80y78AweH9da9i0nU2u9UvHtJ1eRmA3zPuTLFjnpk9BW7+09c/2n4N8LanZO82lS3BkL%20hSFbcgKEgjjK7sZ969c8WeC/+Eo17w1qX2/7L/YV6bvy/J3+fkAbc7ht6dcGtXxJ4b0vxZoNxo+u%202y3NncDDKTgqR0ZT2IPegCfRri1u9CsbjTnR7SS3RoWjOVKbRjH4Vg+NdRstR+GfihtPvLe6ENhd%20QymCVX8txGcqcHhh3B5rzdf2dtY06Oay8NfE/WtL0l2bZYhHIAPUNslRWz3+UV1vhr4L6D4S8F6v%20oukTSm81e1a3udSuFDv8ykcKMAKCSdufqT1oA8b+DuifFm/8C+d4B8T6VpmlfapB5F3ErP5nG45M%20D8dO9TeHLTxRp/7VmmxeO9RttS1dYGMlxaJhCvkNtAAROQP9n8690+GPgL/hXHhD+w/7S/tL/SHn%208/yPJ+9jjbub065rLvfha03xli+IUerZeCDYunG2xvIiKf63fx1z92gCvZfFy/bxdp2m634M1DRt%20N1e5ktdPvruZVlldem+3IDoD6knqOvbgPE0iWP7Y+kT60wS1kijFq8v3cmJlXGf+mmfxNSX3iy38%20ZfEbwve6Lo19pXjyz1D7NqdkwkkFvZAkOXLKE2kNnIAPP0r1b4h/DDQPiTp0UGtpLDc2+fs95bkC%20SPPUcghlPofwx1oA6y5uoLK1lubyeO3t4VLySyuFRFHUkngD3rwL9qZ/tXhjwxe28iz6c107GSJt%20yNuQFSCOCCA2KvP+ztrWoQw2PiH4oa1qWkqy77Jo3AKr0C75mVSOx2nHpXpKfDPwsngAeDf7ODaP%20t5Qud5fOfM3dd+ec/h04oA3NCu7O/wDD9hdaXIklnNbo0DR/dKFRjH4V8/6I6X/7ZeozaIyvBEkg%20uXi+7kQhWzj/AG8D61tD9nPVtPiuLHw38TdZ0vSJS2LERuRhhghtkqK2e/yjNeg/Dz4WeHvhtZyL%20oySz3lwALi9uCDJIBztGAAq57D8ScZoA8m/ZvngtPiD4z0/UWVNWeXIR/vsFkcPj6Ermu8/aKubK%20D4M6lHeMgkmliS3VurSbwePfaGpfHnwN0nxdro8Q6Pqd34d1/erm9tPmDMP4iuVIbA6qw981i2H7%20Okd5rUN/4/8AGOqeLFtwBDBcbkGM5KszSOxX2Ur9aAOB8bw3MH7JHhFbwMHN2jKG67CJSv8A46RX%20WaF4a+Pcvh3Tn03xtoUNm1rGbeN4ULJHtG0H/RjyBjua9D+Jnw1i+IXg+10C31BdHitp0lRktvNU%20KqlQgXcuBz69q63SLD+ytEsdP8zzfslvHB5m3bv2qBnHOM46UAeB/suLOmqeMVu3WScTQiV16M2Z%20MkdO9fRFeffDP4Wf8K61DXLr+2P7R/taVZNv2XyvKwWOM723fe9uleg0AFFFFABRRRQAUUUUAFVv%207Osv7T/tH7Hb/bvK8n7V5S+b5ec7N+M7c84zjNWazLjxFpdp4ks9BuLrZqd7E81vB5bHeifeO4Da%20Me5FAGnRRXJ/ELxuPBOiW8ttZNqOqahcrZ6fZK4Xzpm6ZJ6KO/4dM5oA6yivK5vHHj7wXeafcfEn%20S9Ck0W+nS2e70R5Q1lIx+UyCTOVPT5enr0B9U69KACiuB8c+K/FFn4w0Xwx4Gh0iTUb+Ca5mbVVl%20McUaYAOYzkZJI6HnFafhT/hYX9oTf8Jx/wAIz9j8v91/Y/2jzN+R97zONuM9Oc0AdXRXlo8c+OPG%20Gu6rD8NNP0JdK0mdrSW+1t5T9pmX7wjWLkAep65HI6Vu+C/iGmv6HqsviG0GialoMjRatbu+5YSq%2053q3dCASPp36kA7WivCYvjP4+8cahcn4T+C4LvTbRyj3epPjzTxjH7yNVP8As5Y4IPFbvgH4reJd%20T8av4O8eeE5dM1dIzKbiyRnhC9iw+bap6b95UnjigD1mq97YWep2pttStILuAsGMU8YkUkHIODxk%20EA15ra/E3WZv2hrjwG9tYjS4oTIswjfzyfJD/e37ep/u9K1vjF441L4feAzrejQWs9z9qjh2XaMy%20bWznhWU549aAO8orJ8K6rPrnhDSNVu1jSe9s4p5FiBChmQEgAknHPqak8Ra/p/hbw9ea1rEvlWdn%20GXkYDJPYADuScAD1NAGlRXg9j8WPiv41V9S+HvgOxOjBtkcmoy/NIQTlgxljBHsoODkZNdX8M/in%20qvi++1LRPEvhq40jWdKT/SHSNzbs3oSR+7J4IBY5GSDQB6bRXmHwV+JesfEez1qXXLaxgawuEiiF%20nG6hgQSc7mbnjtimfEH4m6z4T+Kfhbw1p1tYy2esNGLiSeNzIu6XYdpDgDj1BoA9Soori/iZ8TNM%20+Gmgx3t9C95d3LFLSyjbaZWHUlsHaoyMnB6jg0AdpRXhDfET45DTjrQ+H2nLpWPP8o7vtAiznGzz%20t+7H/TP329q9F8D/ABGs/F/gJvFF5ZT6LbxB2nF0DsVV5LpJgB1x3A6gjHFAHZUV4PF8aPH/AI31%20O4/4VP4LgvNMtWKtd6k2PNPGMHzI1U4P3cscc8Vq+EvjXqqeMovB/wAUPD66DrE7bYJ4W/cSE/dG%20CTwcYDBmBPHFAHsdFedfFD4u2fw9a102ysJNY16+/wCPewiYjAJwGbAJ5PAUDJwenWuLuviZ8a/D%20+nLrfiXwBpraREokuBbMVlCEZyQJXZMdyUOO+KAPeaK4bTviZY+JPhRqPi/w2o8yztJpDbXIyYpU%20QtscKenQ8EZB7Uz4O+ONS+IPgMa3rMFrBc/apIdlojKm1cY4ZmOefWgDvKK8tuvibrMP7Q1v4DS2%20sTpcsIkaYxv54Pkl/vb9vUf3elepUAFFZmq+ItL0S80601O68ifVLj7NaJ5bN5smM7cgED6nArTo%20AKKwPG/i6z8D+EbzXdQjeZLcARwIcNNIxwqA9sk9ewzXBXnjf4n+GNIj8TeLfD+hS6CNr3Vpp0sv%20220jb+JixKNtyMhevsMkAHrlFQ2d3Df2MF3aOJILiNZY3HRlYZB/I0+aaO3gkmnkWKKNS7u5wqqB%20kknsMUAPorzPwJ8VZ/HPxI1rSLSySHRbO1WazuHjdZbkFgPM5ONhzkcdOc9q7XxR4lsPCXh+fVtT%20ZvLjwscSDLzyHhY0HdmPAFAGvRXCfCvx3e+N/A1xr2u21vYPFdzRNHEGAjRMH5txJyMnJ46dBXP6%20f45+JPjOyuNf8C6JoKaArutpHqssv2q9CEgsmwhFyRgBsYPcjmgD1uiuG034p6XefC668Z3VtNax%202Kut3ZE7pIpkO0xZ4yckYPHUE4rnE8a/FWHw+fFt94Z0EaGIzdNpaXEov1gxkHef3eQvzYwCRxgH%20igD1yiuO134naBoXw5g8ZTySSWN1Ej2sSAeZMzjIQDoD1z6YNecWvxL+NXiOxOteGPAGmppEw324%20u3JlKY68yxl89QQgz2zQB7xRXA/DH4lzfEHRb6a70K70i90+QxTJKjGJ3A5CuVHzAjlDyvHWs34K%20/EvWPiPZ61LrltYwNYXCRRCzjdQwIJOdzNzx2xQB6hRXlvxB+Jus+E/il4W8NadbWMtnrDRi4knj%20cyLul2HaQ4A49Qa9SoAKKK474oePYvh34Kn1by0nvZGEFlbvnEkp6ZxzgAEnHpjvQB2NFedeK/ij%20/wAK8+H+man4tt4rnXb6MbdPssxq8mMsMsWKquQCeeeg5rjW+InxyGnHWh8PtOXSsef5R3faBFnO%20Nnnb92P+mfvt7UAe70V5/ofxNk8S/CPUfF9lpM2n3FrazSrb3iM0bsikgq+F8xDjGRjkEcYqT4O+%20ONS+IPgP+29agtYLn7VJDstEZU2rjHDMxzz60Ad5RXlt18TdZg/aGt/AaW1idLlhEjTGN/PB8kv9%207ft6j+70r1KgAorz3xJ8Q77wl8V9G0PWYbUaBrcRjtrtVYSxXAIG1yW2lSSOgH3h6GvQqACiuL+J%20nxM0z4aaDHe30L3l3csUtLKNtplYdSWwdqjjJweo4NeeN8RPjiNOOtD4faculY8/yju+0CLOcbPO%2037sf9M/fb2oA93orjfA/xGs/F/gNvFF5Yz6Lbwh2nF0DsVV5LpJgB1x3A6gjHFedRfGjx9431S4H%20wn8FwXmmWrFWu9SbHmnjGD5kaqefu5Y454oA93orxzwl8a9VTxlF4P8Aih4fXQdYnbbBcQt+4kJ+%206MEtwcYDBmBPHFb3xQ+Lln8PWtdOsrCTWNevv+PewiYjAJwGbAJ5PAUDJwenWgD0WivBrr4mfGvw%20/py634k8Aaa2kRKJLgWzFZQhGckCV2THclDjvivQNO+Jlj4k+FOo+L/DajzLO0mka2uRkxSohbY4%20U9Oh4IyD2oA7miuD+DvjjUviD4D/ALa1qC1guftUkOy0RlTauMcMzHPPrWTdfE3WYP2hrfwGltYn%20S5YRI0xjfzwfJL/e37eo/u9KAPUqKKzNV8RaXol5p1rql15E2p3H2a0Xy2bzZMZ25AIH1OBQBp0U%20VR1zWLTw/oN7q+osUtbKFppSBk4UZwPc9BQBeoryGHxv8VLvw7/wl9p4b0E6Cyfao9MaeX+0Ht+u%20Qw/d7ivzdM44xnivSvDXiCz8VeGrHW9MLfZr2ISIG+8vqp9wcg/SgDUori/G/ja+0TV9L8N+GLCH%20UPEOrhzbrcyFILeNRzLKVBJUHsME4PPrR0XxH8QtO8W2mkeOdB0+6tNQU+Tqfh5J3itnH8MwfJUH%20jDcD684APQqK8xv/AB14x8ReMtS0L4a6XpJh0ZvKvtS1p5BE0p/5ZosfzZHPPI+nGdvwN41vde1H%20VNA8S6fFpviHRyguooJN8M6MMrLGTyFPoeRkZNAHZ0V5b/wnPjjxhr2qwfDTT9CXS9Jna0lvtbeU%20/aZh94RrFyAPU9cjkdKvaN8WIH8Fa7qnibTpNM1Pw4xh1OwRg/7z+Eoe6senp6kckA9EoryOPxr8%20VYvD58W3vhnQRoYjN02lpcSi/WDGQd5/d5C/NjAJHGAeK7DVfiPoelfD2DxfI0stjdRI1tDGuZZn%20f7sYH97PHtg0AdZRXmSan8Z9Ut/t9hovhLSIJF3R2Gpz3Etygx0Zo8Jk9e2M4PNbXgP4gf8ACWS6%20jperaXJouv6S4S+0+SQSBQejo44ZT6/zGCQDs6K8xb4geLPGGqXdr8LtF06TT7KZoZdb1qV1t5ZF%20+8kccfzt1Hz9OvA4Ja/j/wAYeCr62X4o6Ppf9lXcqxLrOhyyGG2duAsqSfNjI+9wBkdTQB6hRSKw%20dQykMpGQQeopaACiiszQvEWl+JbOa60S6+0wwXD20jeWybZEOGXDAHj16UAadFFeb61458U6v44v%20fC/w2sNKlm0lFbUb/WHk8hGYZWJVj+Yt79OCPcgHpFFcP4G8b6nq+t6l4Y8X6dBp3iLS1WSQWrlo%20LqJuksWeQOnByRx3yB1Wt6xaeH9CvdX1FilrZQtNKQMnCjOB7npQBeoryGHxv8VLzw7/AMJfaeG9%20BOgsn2qPTGnl/tB7frkMP3e4r83TOOMZ4rptY+KWmad8LYPGtnbS3kN2qC1tQwV5JXOBGTzgg5BP%20PQ9aAO4oryLU/GnxT8IaPH4j8XaF4duNFjKm8tdMlmF3bI3GSXJQlSQCBnPsOR0Xjvxrqmmab4dT%20wZHY3GpeILtIrUX6uYvLKFy52EEYGOaAO7orivDv/C0f7bi/4S3/AIRH+y8N5v8AZn2rz84+XG/5%20euM57VveKPEth4T8Pz6tqbHy48LHEgy88h4WNB3ZjwBQBr0Vw/wm8baj4+8HS6xq9nBZzreywCCF%20WGxVxgHcSd3PJ4+gqXwL4wv/ABPrniuyv4baOPRtTNpbmFWBZAM5bLHJ+mPpQB2dFcd8UfF1/wCC%20fBv9raVDbTXH2uGDbcqzLtdsE4Vgc/jXYId0ak9SM0ALRWF4x8Xad4J8Nzaxq3mPGhEcUMK7pJ5G%204VFHcmuPh1P4z6vD9usdF8J6Lby8x2OqT3E1wgx/E0WF564wCOh5oA9NorifBXxAl1/Vrzw94k0l%209B8SWKLJNZPKJEljPSSJxwy+vpnGTXbUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB%20S1j+1P7Guv8AhH/sf9peWfs327d5O/tv2/Nj6V4VrP8AwtL/AIXX4b+1/wDCIf23/Z9z9k8r7V9m%208v8Aj35+bd6Y49a+gqzLjw7pd34ks9euLXfqdlE8NvP5jDYj/eG0Hac+4NAEPhf/AISf+yT/AMJr%20/ZP9o+Ycf2T5vk7MDH+s53dfbpXDfFLKfEz4ayy4FuNUlUkjjeUG2vUq57xr4M0/xx4f/szUZJrd%2045Vntru3bbLbSr911PqP8+tAHJ/tCOg+Dt+jFRJLcW6RA9WfzVIA9+DXo9mHWxgEn3xGob645rzu%201+Fesajq2n3PxA8bXPie10yQT2tiLCO0j80dHk2E+Zjtn88Eg9nc6drMviq0v7fXvI0mKFkn0r7G%20jee5zh/NJ3LjI4HHFAHF+IvhxoHjn4nz3mua8t7HbaettNoFvMYmVS24NKyOH2k8gYHIXk4rL0rS%204fhx8Z9M8L+FHni0PWtPmnk02Sd5Y7eWPpIm4kjdjB55/AY6jxX8PLjV/EkXiXwv4huPDevLD9ml%20uo7dLiOeHrteJ+CQehzx6HjE3hPwFJoutT6/4j1ubxF4hnhFub+aBIFiiByEjiXhAeM8nJ54yaAO%20f/Z9+X4bTxvjz49VulmGMEPv7/hiuF8TR3V3efGxtKJdRBaK/lDqVX94OPRQ2fxr0S/+F2rWfiLU%20NU8A+MrjwuuqP519aGxju4nl7uiuRsJ746+wGK6HwZ4F07wZoU9hDJNqE17I01/d3h3yXcjD5mb2%209vT1OSQDk/2dLmyn+DOnR2bIZYJpkuVXqshcnn32lfwr0kajZHUm04Xlub5YvOa1Eq+aEzjfsznb%20njPSvH9Q/Z2S01qe/wDh/wCMdV8JJc58+3ttzqecgKVkQhR6MW+orX8CfAzTPCniI+I9c1e88Sa9%20uLLeXY2qpIxu2ksS+MjLMfYCgDy7xPZ+KL79rDUoPA2o22m6wYFMdxdKGQKLddwwUfqP9mofjFon%20xasPAZm8feJ9K1PSftUY8i0iVX8znaciBOBz3/CvaLf4WeR8bJviD/bG7zYjH9g+y4x+6CZ8zf7Z%20+7Wj8TvAX/Cx/B/9hf2l/Zv+kJP5/ked93PG3cvr1zQBxc/irxj4b+GHhy58N2OiwaZa6FDPd6nr%20dwViLeWNsKIjB957EjBJArN+NGsah4r/AGbbHW/sM1ibqW3nurZs5RTkc8DK7tpBPqDW14nl1rwj%20pen+GNQ8IyeMPCg0hLXfYWBnn+1IMAvGWIVOAQcZB6EkYrofhx4UvLf4O2Hhzxrbi4d7d4ri1nfz%20NsbMdsZOeykDg8Y46UAXfhTc2V18J/Db6ayNCthEh2dnVcOD77gc10X9o2V097a2t5bzXFqMXEMc%20qs8JIyAyg5XI5Ga8cb9na80m8n/4Qf4ia14dsJ23taR72+b/AHkkTIxwMgn3NdT8O/gxovgCWfUP%20tdxqut3KMk2oXIxjcctsXnbnjJJYn15xQB4V8GNJ+JOpW+uN8OPEGnaTAlyoulvIwxkbDbSMxP2z%206Va8Tad440744eCE+Ius2WrXjXUBt5LNAqpH53Q4jTnOex+te4/Cr4Xf8KytdVh/tj+0/wC0Jllz%209l8ny8AjH32z19qTxp8LP+Ev+IXh7xR/bH2P+xWQ/Zvsvmedtk3/AHt42+nQ0AZvjXx1490zVNdm%208OaDp8OieH7dZri61hJkN7xuYW5XCnA45zz37V5t8Wdbj1f4hfDPxLqML22jXcMFwUn+7FmVWcHt%20wCuT6YrtfiN4ivNX8XSeH9X8JeL73wtZ7GlXR9LaQalLwdrSEriJeOF5Y9xgV2+t+EdA+J/gSztN%20b0q7sbeSNZbeKWMQXNkcYAxyFYDgqcj2oA67enl+ZuXZjduzxj1zXAfFu6j1n4G+ILnQrqK9hktN%20yzW0gkR0Vxvwy5B4B/I1xTfs6679gOlL8UtYGi48saeYXMflZ+5jztvT/Zx7V6h4M+H+g+BPDj6N%20oluzQTEtcSXBDyXBIxlzgA8cYAA9utAHI/s5XljcfBuwhsXQzW00yXSL1WQuWGfqpWuG/aXkiuvG%203gyx04h9WEjEKn31DSIE/wDHg2Pxro9Q/Z0itNbl1D4f+MNU8JrcAiaG33OMZyFVlkRgvsxb61se%20BfgVpHhTXf8AhIdb1O68Sa9vMgvLwYVWP8YUliX/ANpmPqMUAcF4ini0z9sfSbjXXWO3kiiWCSX7%20oZoii/8AkTj619B6xcWtpol7cai6JaRwO0zSH5QgU5z+Fcx8Q/hdoHxJsIotaWWG6twfs95bsBJH%20nqOQQykgcEfQjrXnp/Zz1bUIbew8R/E3WdT0iIrmxMbgYUYULvldVx2O04oA4/4KxTj4OfEmcBhZ%20vbSLFnpuEL5x+BWo/g7onxav/AYm8A+J9K0zSftUg8i7iVn8zjccmB+Dx3/CvoGLwFpOnfDu78Ia%20BGunWdxaywCQL5jBnUgyNkgsec9fbgVX+GPgL/hXHg/+wv7S/tL/AEh5/P8AI8n72ONu5vTrmgDw%20zwxZ+KLH9rDTYPHOo22pawIGMlxaqFQqbdtowEToP9mvp+4877LL9l8vz9h8vzM7d2OM45xmuCuP%20hZ5/xsh+IP8AbG3yohH9g+y5z+6KZ8zf75+7XoNAHz74/wD+Fpf8JN4L/tz/AIRD7T/a4/s/7H9q%202edt/wCWu7nZj+7zXsHhL/hNfLuf+E7/ALB35X7N/Y3nYxzu3+b+GMe9X9V8O6Xrd5p13qdr58+l%203H2m0fzGXypMY3YBAP0ORWnQB5b8fgR4L0iRv9RHrto02Rkbdx610vxTlhi+E3iZ52UR/wBnSjLd%20CSuB+pFbPiXw5p3i3w7d6JrMRls7tNrhThlOchlPYggEfSvPj8H9c1O1t9I8V/ELUNY8N27qf7NF%20lHC8qr9xZJwSzjpnPXGeDggA674bJLH8L/DS3GfMGmQZyP8AYFeffF/x/oyeKrLwPruqPpGkSRrd%20avciGR2njz8tunlgkbsHcfTj2r0/X9J1W80mC08Ma0NAlhkQ+ctmlwDGowYwrEAZ457YrZHQZ5Pr%20QB8/+DPiF4Nm/aD1KfSdRQWGo6dbafpwS1lRXkXaNgXYNoGOpAHvTpPix4M1j4oXGo+MtZ+xaf4f%20maDStOe0mk8yYcPdPsVlyOQo6gc8GvVbDwX9h+J+q+MPt+/+0bKK0+yeTjy9mPm37uc46YFdTQB8%209/CXxNpepfCTxdoOm3hk1bbqF4IBE4/dOuFbOAOT2zn2r0z4MPG/wa8NGIgqLMA49Qxz+uaveAPB%20I8D+HbnSmvhqAnvJroyGDy8eYR8uNzZxjrnn0rl/+FRa3pJvLHwV4+vdA0G8kaRtN+wpcGEv98RS%20swaMHtjkHnJNAHPeBvDCeN/h78Q9HWdY7fUdeuvs0wGVVgVZW9xuA6VoXF/8T08B32ga/wCH9O0+%20K2sJYbnxIdRWSNolUguluPn3FBxkqM8nHSu9074f6DpngB/B0EEjaXLC8UvmPmSUv952b+8Sc5x9%20BXHn4Pa9d6bF4f1j4i6ld+FovkGmx2UUMzxD7sbXAO5gOM5HOOg4wAeM+Pbe9j/Z2+HUk6SCzWWU%20ygg4+YkoT9V3Yr6w0e4tbvRLK4050e0kgRoWjPylCoxj8Koav4P0PXPCR8NahYRvpXlLEkC8eUFH%20ylT1BGBg15Ov7O2sadHNY+G/ifrWl6Q5bZYhHIAbqG2SorZ7naKAPZ4tRstRtbltPvLe6WFnhlME%20quEdeqHB4YdweRXyh8GNJ+JOpQa43w48QadpMCXKi6W8jDGRsNtIzE/bPpX0L8PPhXoPw40ueDSP%20NnvLtQLm9uCC74HQAYCrnJA9+Saq/Cr4Xf8ACsrbVYf7Y/tP+0Jllz9l8ny8AjH32z19qAPDvE2n%20eOdO+OHghPiLrNjq1411AbeSzQKqR+d0OI05znsa9X8U/Efxv4Y8WW4u9D0mPRrrUVs7Sxa4MmpX%20qHgzRqjFQoJBwRkcA9c1s+NPhZ/wl/xC8PeKP7Y+x/2KyH7N9l8zztsm/wC9vG306GuH+IL+L/FU%201z4avvBM7a5DqaPomv2NsVt4LcOG3tOWJjfC8gEZ44BxkA7r4hfELxB4O1O0tdC8B6l4minhMjz2%20Zk2xNuI2nbE/PfqK8b8feKNV8eeN/h9b+IPD174dR7/5rC73EtmVBu+ZFPIGOn419QRKyQosjbnC%20gM3qfWvGf2jNDul0vQvGWnxtJL4evFkmVR/yzZlO76BlA/4FQBz3x8YWnxn8C3uqnGko8e5pPuKR%20OC+e3Tbn2r6I3p5fmbl2Y3bs8Y9c1y3iTwr4d+Kng22i1WNprO5jS5tbiFgskJZchkbBwcHoQQe4%20rzRv2ddd+wHSl+KWsDRceWNPMLmPys/cx523p/s49qAPTPGt/Z6n8J/EF5pt3BeW0ml3JSe3kEiP%20hGHDDg8ivAPg7onxav8AwH53gHxPpWmaT9qkHkXcSs/mcbjkwPweO/4V7ppHwt0Tw58PNS8KeHzJ%20bR6hBJHNeTYlldnUrvbG0HA7DA4qX4Y+Av8AhXHg/wDsL+0v7S/0h5/P8jyfvY427m9OuaAPCfDt%20t4n0z9qrT08dahb6pq8duzSTWSAK6/Z2KgAInOOPu16HF8UPHVjqOi6j4l8OWFhoOt6n9gt7IrMm%20ow7iQrurfKRxnAAyPSt+++GAPxkT4inVmIt4Np05LMszYiKcOH685xt9q5HR/FNzrnj631zxf4G8%20avdQ3Bh0q3XR2Fnp8bHb5rEsC0hHLORgDgDgGgB37U0Kr4B0m+T5bi21NfKcdVyjE4/FR+VautfF%20rxZok1nbaf8ADXV9fjksYJ2vbYyhGd4wzL8sLDIJx1rJ+PcEvi/xV4P8B6ed093cm7uAP+WcQG3c%20fbHmH8K9ughS3t44IVCxxqEVR2AGBQB8xfFPWrrVPH/w38QeJ9Kn0azmCPNZ3e7/AEcrcfOG3KvO%203aTkDjFfT29PL8zcuzG7dnjHrmuf8beBtE8f6CdK8QwM8YbfFNE22WB+m5GwefYgg9xXlbfs6679%20gOlL8UtYGi48saeYXMflZ+5jztvT/Zx7UAdr8WrqPWfgb4gudCuor2GS03LNbSCRXRXG/DLkHgH8%20jWZ+zleWNx8G7CGydDNbTSpdIvVZC5YZ+qla67wX8P8AQfAnhx9G0S3ZoJiWuJLgh5LgkYy5wAeO%20MAAe3WvO9Q/Z0itNbl1D4f8AjDVPCa3AImht9zjGchVZZEYL7MW+tAHOftLyRXXjTwbY6cQ+rCRi%20FT74DSIE/wDHg2PxpviOeLTP2xdJuNedY7eSKJYJJPuhmiKL/wCROPrXe+BfgVpHhTXf+Eh1vU7r%20xJr28yC8vBhVY/xhSWJf/aZj6jFdB8Q/hdoHxJsIotaWWG6twfs95bsBJHnqOQQykgcEfQjrQB02%20r3FraaJe3GouiWkcDtM0h+UIFOc/hXzN8FIp/wDhT3xJnAYWb20ixem4QvnH4Fa7A/s56tqENvYe%20I/ibrOp6REy5sTG4XCjChd8rqpHY7TivTYvAWk6d8O7vwhoEa6dZ3FrLAJNvmMGdSDI2SCx5z19u%20BQB8/fB3RPi1f+A/O8A+J9K0zSvtUg8i7iVn8zjccmB+Onf8Km8MWfiix/av0yDxzqNrqWsCBjJc%20WqhUK/Z22jAROg/2a9z+GPgL/hXHg/8AsL+0v7S/0h5/P8jyfvY427m9Ouazrj4Wef8AGuD4g/2x%20t8qIR/YPsuc/uymfM3++fu0Ad7ced9ml+y+X5+w+X5mdu7HGcc4zXgXxA/4Wl/wkngv+2/8AhEPt%20P9rj+z/sf2rZ523/AJa7udmP7vNfQNZmq+HdL1u80661S18+bTLj7TaN5jL5UmMbsAgH6HIoAoeE%20v+E18u5/4Tv+wd+V+zf2N52Mc7t/m/hjHvWH8cUlf4LeIhBnIgUtgfwiRSf0rvqr39hbapp1xYX8%20KzWtzG0UsbdGVhgj8qAMnS5rcfDu0n3ILYaWjbjwoTygc/TFcp+z+si/BjSfM+6zztHxj5fNbFUF%20+DmuxaW3h23+I2pReE2Oz+zBZRmcQk5MQuSdwHbpjHGMV2t74ZvLXwtY6L4L1ceHUsjGqSC0S5zE%20owU2ue/97rQB5p4r07WNU/aYt7HTdVbSFutA2teRxhpkiEhLrETwrngbudoJPUCr93b6z8LPG3hq%20K28Uazr+k69d/Ybm11u5FxJG5HyyRvgFcd16H8sdl4z8BxeK5rDUrPUrjR9d0ss1jqdsqsY8jBV0%20PDoe68fXk5zdD+G+or4mtdf8ceK7jxRfaeCLBTZx2kNuWGGfy0JDP/tfzwMAGKdF8cfD7xvrl/4Q%200C38T6Lr05u3tPtyWktrPxuO5xgqeemTwOmOc/wLHrUv7Q3ia41trf7a+kRGeG0JaK0LMPLi3H7x%20CgEnAyc4GK6jWfhtqv8AwlV7r/gfxfP4ZudTC/2hF9hju4p2UYVwrkbWxnJ5z7d9jwP4EtPBVrds%20L251TVNQkE1/qN22ZLhwMf8AAVHOF5xnqaAOX/Z9+X4cXMb48+PVrpZhjBDb+/4YrnoPDKeOPHXx%20a0VJ1jhu1tIhKBkJMqZBP0Zee/Wur1D4XataeItQ1TwD4yuPC66o/nX1p9hju4pJf76K5Gwnvjr7%20AYrV0H4ZaLo3gzUfD9w9xqI1be2pXly+ZrqRxhnJ7e3p7nJIBx09/wDE9PAl9oGveH9O0+K2sJYb%20jxIdRWSNolUgutuPn3FBxkqM8nHSuStEks/hj8IbvU8ppsOrK1wZPujczGJj7dTn3ruj8Hteu9Ni%208P6v8RdSu/C0XyDTY7KKKZoh92NrgHcwHGcjnHQcY73VPCWiax4UPhu/sI5NKMKwrbjgIq427T1B%20GBg0AbNcvrPibT7+TXfC+kXnm6/b6bJMbZInPl7kwmWxtySRxnPNczH8NvHGm25sPD/xWv7bTEG2%20CK90qG7mjXHQzMQT7cDAwB0rpvBHgDSvA1pcixlur6+vZPNvNRvpPMnuG/2mx0HOB/M5NAGN8DJb%20R/g3ocdkwJhR4517pKHYupHY5P5EVZ+M89pB8HfERvyoSS1McYbvISAgHvuxVPU/hVLb69c614A8%20TXfhO+vn3XkcUCXNrOTnLmB8APn+LPHPHJNNtPhRcalq1tqPxF8U3ni2WykD2tq9ulraIR0ZoUyG%20cEnknocEHFAFjRm8c/8ACP6Dp+lwafaJFo8L3OoamjTeZPsAEQiR0ZcYyXJ74APNdB4K8RS+KPCl%20tqdzBHBcM0kMyQuXj8yN2RijHqpKkj2Nc5461q+udaTw2ketadpTwCS+1PT9Lubl5QTjyImijYIS%20OWc8gYA5OR13hxdNj8P2kOh2ktnYQp5UEE1rJbsirxjZIqsPqRz1oAyvFv8Awnv2m3/4QX/hHPI2%20H7R/bPn7t2eNvl8Yx615R8I/+Fn/ANg3/wDwj/8AwiX2L+2Ln7R9u+0+Z5m4eZs28bfTPPrXv9Zm%20heHdL8NWc1rolr9mhnuHuZF8xn3SOcs2WJPPp0oA0xnAz174ry34S5Txv8Ro5sfaBre5hjnaVO38%20K9SrgvEfw2vLvxXJ4m8GeJp/DGrXMYhvXS1S5iulX7paJyBuH9707ck0AZMZ839qiX7OwPk+HAJ9%20o6Ey5UH8wa1fjgkr/BbxEIM5EClsD+ESKT+laHgnwDH4Tmv9SvtUuNa17VGDXup3ChS+PuqiDhEH%2093J/IAC/pfh+/Ph690vxhq6+IhdtIrO1mlsBCwx5e1Dzjn5uvNAC6VNbj4d2c+9BbDS0bceFCeUD%20n6YrkfgK4tfglps13IsUCtcSB3O1Vj81zkk9BjnNVF+DmuxaW3h23+IupReFGOz+zBZRmcQk5MQu%20SdwHbpjHGMVveMfhv/wkHw7t/B3h/VToFhFsRtlv53mRJ0Q/MvU4JOecc9aAOc1q/vPjVM2geG1e%2038Gxyj+0tadSv23a2fJtweoyOX6cfTdq+MvAGi+LPFXhzT73xAllBpdvJt0SCQRzXUTKEOGDhgmB%20tOAcjIyM1Xs/h78RtPsobSx+KsdvbQII4oo/DFqqooGAAA3Arc8U/D+XxHHpN/BrtxpviXSUxb6v%20BCp3EgB98R+Vlbk7cjH0yCAcXqnhvTvhL488JP4GWewtNbvjY3+mm5klinBHEmHZiGXPUf1OciX4%20seDNY+KFxqHjLWfsWn+H5mh0rTntJpPMmHDXL7FZcjkKOo68GvRNA+Hd9B4it9f8beJ5vFGp2Ksl%20iz2cdrDbBh8zCNMgueRuJ6duM13VAHiv7OnirRr7QdS0S1vN+oi/uLww+U4/cswCtuIx+Gc+1Z/g%20/QPFmseOPHsnhbxp/wAI7DHrbrLF/ZUV35rY+9lyCOOMCvUfh/4L/wCEF0G4037f9v8APvZbvzPJ%208rbvIO3G49Mdc0eEfBf/AAiur+Ir77f9r/tu/N5s8nZ5ORjbncd314+lAHk3xc8M+N9L8EJc+Ivi%20B/btkL+3DWf9iw224lxg70ORj0r0/WtQ8bRPqU+j2+j2Om6fbrJC+ohpWviF3PgpIvkqBxlgxJ5x%20irnxB8G/8J34X/sf7f8AYP8ASYp/O8nzfuNnGNw6+ua5jxRqT694juNA1u11yz8N2WxZ1s9Hu5jq%20zYBK+ZFGwWEdCActyOB1AMr4gaxFrP8AwrDxFdxtbaTPqcVxPv6Qu6Ax7m9Ac84r2OsbUdE0Xxb4%20UOmalYebpd1EoFvLC8LKvVflIDIRx2BFcVB8NfGukQix8M/FO+tNLjGIIL7Sob2WNcfd81iCR6DA%20wMDtQBF4kcT/ALSfhGLTzm4t9NuXvdnVYSMJu9t3TNep1yng34e6V4MkuruCe81LVb7H2vU9Ql82%20ebHQbuyj0HoM5xXV0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ%20AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB%20RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFR3FvBeWsltdwxzwTKUkilUMrqRggg8EH0%20qSigCCxsbTTLKKz021htLWEYjgt4xGiDrgKOBU9FFABRRRQAUUUUAUxpGmrq7aqun2o1Fo/Ka8EC%20+cU/ul8Zx7ZxVyiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK%20KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo%20ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii%20gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK%20KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z" height="370" width="1005" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>As
        shown in the equations above, the insoluble carbohydrates present in 
        the MO of the substrate are enzymatically hydrolyzed to soluble 
        carbohydrates (CHOS) and inert carbohydrates; subsequently, the CHOS 
        react with ammonia, coming from protein deamination and in the presence 
        of acidogenic bacteria, to produce organic acids: acetic (C2), propionic
        (C3) and butyric (C4), carbon dioxide, water and biomass residual 
        C5H7NO2, which will constitute the so-called biosol, after this 
        acetogenesis develops.</p>
      <div id="f4" class="fig">
        <div class="zoom">
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5Lslkr8NG%20tyiEJ53dgKzBaqxaszv5prEUUQeH3xN9HiiLLZ2dmdn1Z+rOyAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDnn3m8w/N3B8fxqE9LGcs+pOLePy1XQ3/wy%20kH+BZvVqdEf5pB23L2w0+LUuTYafOYitBkI6w5CrJM9ti9WyEYDI5OTtLIIi33Fv8nXx7M6dFg+1%20DmTcg7U1aEsm+9x+UqEou/m9FvPXfT8H0y2N/mq7dqkUx3gHK90vcfBwYrZVsbSlahXdmchiEIfX%20tTbHdm3lo7a/HQVnTnlre4mG77iezq3jmxdntxct3LT2BC6GQngB4BfqNkJQGu7DG7eYREj+I+Gi%20TOUxMLK718o5Zw7sC/5xuR/pVZhr4uxfqGe0ppG2zSxGQxHqUYE/2WdndTe5vuuk/wDDmjgHFvb3%20c4s1nm3M72N5HM8m2lTqzlFXFncY/UdqthpXfTe+0x6Pt8W1VqRN/abnXq8+z/B4MgV7juUrWSrz%20gJxCckDsA2AikbWN5IXfVibXozP4K4zrYluLEO5J2j43jO/9Xt3BZuFhZ7NSA7EhxPaYbEQGbsbR%20DHqzl0/FppM1rfiTx3XX3wCLs/2KqcP4rcssGStyVBt2DB7LQTPJYsaFGEQ+b7HQfsv+ysbc8GvH%20KNdpvaTxzknBcfyDkuVuxXMtE1qrXx5QhHFBI2sXqPLFM5kTaE+m3TXT61uxmVo+z35/7T+4U+CW%20LjWMfkJWpWyZnGOZjieWpOwO77T1Jm8X03E2r+Kutzwu0xy8u9Mea7me46PhIW/QqVZY8fTcn3xw%20h6LT2pWDVmc+hdNeu1mWNOV2uG67xe2/Hdu+D3uT8QzWQf0o2q5ipcKKRp6tmQI3YXijh0YT0J2J%20i+lnZ26qus/VvOyHKJuLe13kOerkwWqU9x6pP8JzGOOJ+v0GbLX5Ok8d2fxzm+Oyle2uE7L5irfy%20Pc3l1/HZOWd/l6tSGaWU2dtxzzT/AC1sScyJ206P0d3d9VMCUdhc9j+J9+4cNxnMnl+LZkypfNPF%20LXacCieSEjhkYSY4pfLrp+Fp0dXTpipticv33H4m3mPcSOIqS+jZyTY+nFK7uzC84jHq+nXTzdVn%20SZt8dm9+k8d2R399ufH+3PDsbncRk7duc7IU8hHb9PYRSRkTSQtGAODMUb+UnLo/j0623lJMx0L2%20V5MUfYDC5u4bm2OxszyEb9XCk8gM2ur/AHsWi1+W459P4TSZ4ci8Mft3zHk+azndjlNvFvZL1omq%20xSzTzzSk7v8AjBgtDHHEIsLC4/FtNGFZkxFtzWx4/mOLcC714W92+5BNmePTTwQzzSxS15fQsSNH%20PXmE44fV0HQ2JgZtdOmrK6dcM74xlMfdrYs1+8GGnz9Sa/xmKpAdekEpQBMAyO9mMJWYthk+jE4t%20rpt+pZ163LW3SMG1ifatzetXp8eyFnt3lmsMHq5SOe1FPG49dxFZmgiFn8DKYPrZ+iuEyv3vBi3x%20Pt0y+M+flynyeMhhbITuJSTMBxsxk4to+rf/AMX8VPyXP6r+P+L+yKe0T5z/AHMZn5L/AK7+cLfy%202vh6vy0Oz/62i3+TP2zHl/NTXry507e5rtjjcxmG7rceyObsym7jJBPJHNDYE39YZYmmquRGTvuI%20pH0dvs9XdZmMFzlevZfgXaKz3QflPbzm0gV64kTcUeKSKw0ckbMcZSWi9SaESfrpG+nTz66OrOEv%20OHTaiqV93n6mrP8AHqn7t1jbrPf+K1r0qpexvtjwfO+FByfk2UuwtcM48bXonEOyKAnjcpSljm11%20MfKI6aM3x16dLMMRr+0tXNdrPcg3DXuPZqW5nx9sgbaM8UsXrVpHB3faQkQu/Xp5m6/FpzmLvxy/%20fdTQsZHvzjsdWJwnvU6NWMh8WeeaSP8A/mWdJm/VdriZdIcO7L9se3e7OYbGelk6lM458lNPPLIQ%20CLPIbiZvEBHs1dwAfobRuit2xKkmXLnbTg+R7+dyc5meSZGWvQg0sXXhcXmYZSIa9aDexCAgIP5n%20F9GHw1fVNdcQ2vLN77dhw7TjieV8Tyts6bWQi3WSD5qvbFiljlCSIIhcX2eG1nF28X16JtirjMWV%203x5RLyn2uYvkE21rOQKhLZYOgtNq4y6N9G8XU/JMbTx2NLxfHdCuxvtjwfO+FByfk2UuwtcM48bX%20onEOyKAnjcpSljm11MfKI6aM3x16aswzGv7S1c12s9yDcNe49mpbmfH2yBtozxSxetWkcHd9pCRC%2079enmbr8WnOYu/HLZ91f73mC/juI/wAoJ+L5X6/+rW/SeO6W+9Hm+Sx2Ew/FaMzww5h5bGS2PoRw%20wOLBEX7QjPV/p2rF5pOIxeP+yzjtniEEuWzd2Lk1iv6hFX9F6UMsg7hF4iB5JBB30J2lHd8Nq3Yx%20K0vtSzue4v3NzvbbJTMVX/8AMv6LO7gN2mbARxa/CSNn1+nQVZcxdpioNyThtjmnuWzPGIrT0xyW%20UsBPYZtdsMYvLJ5dW3Ptj6N9Kx+Ofz+7X5Ov6fs9fcV2RwnbGxhJ8DftWamTGYTC4UZShLA4PuE4%20ghHaTSN026s7eL69LLyY4y6L7pZGXJ+2S5kZicprmFpzyEXi5SNETu/j4u6fmmLff+U/F/H8ID7e%20OSzcY9t3LM/AzFZx1q7NXEmdxeVq0LR66fDe7arX5LjWeO5rOUG7CdiMf3WrZnk3K8peGMbTwsVY%20gaeayTNLLLJLMEzO34xum3V3fxUxiJbbVhdpewXcnt93etX8baifhkTvDJPZmYJL1WUHdhaGJpfx%20kEmmryMDPp5ejumt45TaeSVe4Xsrmu4VnF3x5HWxWFxLP87WtiQRxRE7lYttKxOJGICLMJCLaM+p%20ssyTOa32w54719u+y3FcRRk4Ry0s5lp5tJ6nzNa6DQML6n6lSIAjJi08plq+vRujp3STh1Z7dcjY%20v9l+Lz2Cc5ArHAxE+r7K8xxB9HgIMum/X9P2Zix1hRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQcW93IbPdr3HBxGjbavVqP+bI7W31BjauBTWZNm4Nzse4%20dNza6MppM5q7cYiUf2GP/wDtv/8AV/8A+YqjR+2q9a4H3wzXBMhI+y689DcQ7GOxTIjhk26lpvjY%209Ov3zK63MNpisfvI+Z7W+4yHnI1Hs0Lso36rO5CEolF6FqH1NHZjbUn+Om4X0U0xOF2mZlm94fda%20XJ8Zjsb2+bK4a2NkZ7Vw3CCYtjaRwRjXkm3iZFqTE7a6M2j6pJcpnhZXdrhnOuSe3GGLNyPkOXUY%204crfZoowMiDccsQhCIjujikcfKPXb9afkxL7Lpf/ACpTtT3i7O4DhrYnmHBK2XzFR5PlciFCjYKc%20TdzFrEljaYuLvt1bd5fuK7VmdVv+2XmFHmV7JXou3+EwD41nEc9iq8dZ3eZ221hH03Jy2auZNLp4%20eVtUxwXqq7vfmh4n7oYeR3YjkqVJcddII21M4Y4gE9jE4C5eQtPNpr8VNNsW+Oze/MnjusPvXbrd%205exsXLOJ1LTthrxzlUsRgNl4ohKKfQYzlF9GNpOheDfT0U2mMVNbnMR7tN7tuOcb4Lj+P8lxV2W5%20iYmq1bGPGE45YI20i9RpZYXAhbQX03a6a/UtWsyNN2di5D3Z9wMnP7NMa2Mx0zXLTM7lHF6cXpVK%204no2+ToJP0bwd+nRldZjk2ueGP3pkzXbP3HR82Cp69S1LHkKbE2yOYPRaC1Ex6OzH1Lrp03M6xpw%201tMtt3o9ymP5/wAGu8c4nhrwQyCE+buXRjD0a8UsbjsaGSZn3yuIuRO2nho7v0WLrf1b3srxa1yr%202tchwNNme7csW/lRLwKaNopIx6+G4gZtfgtfk6Tx3Z/Heb47Ku7M9y+2XEKORw/cDhkOZk9d5K9x%206NS1ajLRgOCRrbxuIi4atoXR9eiZliYuVrdhu4OC5r3CtVcd20wWOpUnK1UzVSrDXsUoR1GL1CGI%202OaQtGbYUenXx0TXpk26ox3XZn93eCZ21b53EdH/AM4E/F8r9f2b36Tx3WR7zf1VU/52g/IzLNXX%20pfb+Y3XYTFjlvbni8UTsI36d+s5O2rN6084au3x+0t/lmf0n7M6XFy5k7Ycn4n215XnMJ3I4lDm4%20xP0JGkq17VitPXIm1iG1tF45N3XQm1bR+qk2liWWVZXb7uhw3mHdWDBcd7V4IsLOQlUtHSrV7tYI%20tCltTnHHPHoP3oDp10bemqbJR7hu7tfA8mocU5VwqrleLWDCweRtP8wctYweOYqYbYvQsxObsxeo%2076fRuZ2k5vLV4mYpfu9Q9tbYcr/brJXXzRnEEeJYbXygx9fVkMrsTS66fRM/X73TqpyLeq1M3V9m%20NiPL+o05UTkrjLruGsdtirt1fw9N22/tdFfy/wBH4+v6/sz/AGhz3a/ZnMT0azXbsWRtHWqOfpNL%20INaFxj9R2PZufpro+i3v0nt/NSdUBj7p9lefcjzI92uLQcctxE7Ub9QLfzTGItFJHdlqsMk0oODb%20HOLazM7OzffYxMLzKg2Aw/Gw78ccpdqr9/J46O5UkC9aHZK7CTHafpHXL0hi3M+4B6at4dXumcs7%20dHfaiqV93n6mrP8AHqn7t1jbrPf+K1r0qpOxnuYw/AuFxca5Rir0sMBnNibVIIzeSKaQiNjGaSHo%20Mm7aQu+vho23r0tYYXaO1mO6fuSfmb0/l6dSV79oBd3GGKKL0a0bmzNuNyYfu6E/gmkxyu9zw2Xf%20/wDvQ8V/z8P/AK46zp1+pt0ddXKsdunPVlbWOxGcRs/g4mLi/wDlSzMwsuHD/bTnGR7B9yc5huSY%206WxQn0r3WhYWmcYiIq9mDe4iYmJv5XJtWLx1bRXXbMTacs/vl31bu3+aOJcQxNsapWQlYbIg1qe0%207FHHGEcRyiICxu+u/q7/AA06pM1fuxFk98+LScU9r2M49M4FYxxUIrJR6uDzbnKVxd9Ojm76Kfku%20bPHY0mJfHdCOxnuYw/AuFxca5Rir0sMBnNibVIIzeSKaQiNjGaSHoMm7aQu+vho23rq1lhdo7WY7%20p+5J+ZvT+Xp1JXv2gF3cYYoovRrRubM243Jh+7oT+CaTHK73PDY91f73mC/juI/ygn4vlfr/AOrW%20/SeO6W+9HhGSyOEw/KqMLzQ4d5a+S2NqQQzuLhKX7QTDR/o3LF4pOYxeP+9PjtbiEEWWwl2Xk1ev%206ZDX9FqU0sY7RJ5SNpIxN21JmiLb8Ny3axI1HtU49yDk3cjN9zMnCwVCeywy6OIyXLh7jGHXXUYw%20cmfr01ZWTENrmsLhbM/vNvatrpfyLt935WRT8Xxvju3+Tr+n7N974/8AqnEf9Jd/yQrPdZ8b7z+U%20451/dOb/AGfx/wC4hWvz9b7/AMp+P+L+yGe3jjU3J/bdyzAQOw2cjauw1yJ3YWletC8eunw3s2qv%205JnWeO6a3lA+wnfep2pizPGeVYu4Vc7LzMNYQezBaBmilikimOFtrsDffas7eD69JmWJZipT217s%209y+4vfqWbAX7dDiUhNLcxsrhPDFQrMzMzgbGEUs5MzE8ehal9p2bVNJ1ybVo/dVyK/8A748fjuRR%20z2eJY8KliLFxyFEM8JvrYIXbTSQ9Cj3N1Zm8WWdcZ5a26TCL9zuZdqM3xKvhO2vCZcZFj5fnMnmL%20UIFaCJ3cGApxktSvGUkzdZJdGfaLN4aVI6p9tcsMnZPjLxNowxTCTNo3mGxIxeH0ut79fpP2ZizV%20hRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQzjXZztx%20xnkc3JMLiPl83YaVprp2LU5P65bpH2zSyAzk/wAWbVJxwXlM0ELvdmu297mI8ys4hy5KM0VhsgNm%201G/qwMIxl6YSjF0YGbTbo/xScF5b/kvFON8nxZ4vkGOgydE9X9GwDFtJxcd8ZfajNmJ9DB2Jvg6L%20Ki/Fuw/aTi2VDK4XjkMOQjb8TPNJPaeN2diY42syTCBs7dDFmL61ZUT1QV3n/b32bz+UlymS4zCV%202d9Zjry2agmTu7uZR1pYo3InfUi26v8AFSQymuDwGEwGMhxeFow47HwNpFWrgMYNr4voPiReLk/V%2036utWpI0XN+1Hb3nB15eUYaLIT1W2w2GOWCZh6vseWA4jINXd9rvpr1WcNZbbi3E+O8UwsOF4/SC%20hjIHJ44Aci8xPqREZuRmT/STu61azIiOe9vXZrO5E8jkeMV/m5G/GFVksUwJ9XdyKOrJDG5O79S2%206v8AF1mTC2ppgePYLj+NjxmEoQY2hF9itWjGMNdGZydhbzE+nUn6v8Vq3KSYcy+5/mXMeP8ALDx+%20bxFDkXBMpFFJjK2QrFtgmBts7QW65V54530d9fUfyl4LM68t3pwqrPd4uKycEyPD+G8Gg4xFmZYi%20yV352XITyhCTGMbHNGEjNuFtNTdm82g6lqr1SXDq/wBtvDclxTtRjaeUhOtkbhy3rFaRnE4/XLyC%20Qv1EvTEdWfqzrW3kxG35b2P7VcuyT5TPcehs5Am0ktRST1Tk8Osr1pIfULRtGc9X06LGGst/xThn%20FuI4tsXxvGQ4ykz6kELPuMmbTdLITlJIWnTcZO61lMNTle0XbzLcvg5hkMT63I6xwywXvmLIbTr6%20ek/pBKMT7dPiHX4qTjotuWy5nwTivNcUGJ5NR+fx8co2Ah9WaHSUGIRLdAcZeBv010RZWVxjjGD4%20vg62DwVb5PF02Jq1ffJLtYzcy88pGb6kTv1dW3KNLzTtJ255tNFY5Ng4b1qFtAtCUledxbXQCmrn%20FIQtr0EidmWcGWVwvtvwfhNaSvxfEQ40Zn1nlHfJNJ11ZjnlKSUhb4C5aN8FrKYZvKOI8Z5Vizxf%20IsbBk6Jau0U46uBELhviNtDjPaTsxg7E3wdRUPwvt17L4bIx5CjxeB7MOvp/My2bcbO/x9KzLNHq%203wfbq3wVlwWJtyLjuG5HhbWEzNf5rF3QaOzX3nHuFnYtN8ZAbdW+DrNmVlwweF8E4pwrFHieM0fz%20fj5JisHD6s02spCIuW6c5C8AbprotWo0/L+yfa3mGQbI8g49BZv9d9uI5qssmrCOsx1jheV2YGYd%20+ujeCg2HC+2XA+FRSBxjDQY4ptWlsNvlnIXdn2lPMUkrhq2rDu0b6FcmEnUFK+7z9TVn+PVP3brG%203We/8VrXpWt7JdtODc37E8Yh5TiIsi1YrZV5XKSKYNbUuojNCUcjC/xHdo/TVujLrv1ZlXFxLhXF%20eIYtsXxvGw42lruIImdzMvwpZDcpJC06bjJ306KZMNTyDtH295DyipynL4n5rPUnherc+Ysx7Hrn%206kX4uOUI32l16j1+Kk4KmCCN8y7ccG5pXGDk+Gr5L02ZopjYo5wFi3bY7EThMAu/iwmzP8VMGWHw%20ztD224XYO1xvBQUrcnjbIpLE4s7aOITWClkAXbxESZn+K1lMIL7vP1NWf49U/duue3We/wDFb16V%20reyXbTg3N+xPGIeU4iLItWK2VeVykimDW1LqIzQlHIwv8R3aP01boy679WZVxcS4VxXiGLbF8bxs%20ONpa7iCJnczL8KWQ3KSQtOm4yd9OimTDU5XtF28y3L4OYZDE+tyOscMsF75iyG06+npP6QSjE+3T%204h1+Kk46FuUuliimiOGYBkikFwkjNmISEm0cSZ+js7JYK4ue3DsncyRZGXi1cbBmMjhDLZgg1HTT%20SvFKEDD06iwaP8UhVg4/HY/G0oqOOqxUqVcdkFWuAxRRj46AAMwi33GQRel2i7eUeZyc0q4n0+TS%20ySSnf+YslqcwuEj+kUrw9RJ2+wk46FuXvznthwbnQUw5VjPziNBzeo3r2INjy7d/7xJFrrsbxRc8%20YZ17hfGb/E/0St0/U498vHT+S9SUfxETCwB6gm0vTY3Xdqm3PVJcPPhfBOKcKxR4njNH834+SYrB%20w+rNNrKQiLlunOQvAG6a6K2jU8w7L9r+Y3hv8h4/BbvNrutxlLWmk6MLerJWOEpdGFmHe76fBRct%20xxDgnEOHY58dxnFw42sT6yemzlJI+ruzyzG5SyO259N5Po3RuitqPDmvbjhHN6sNblGJiyQV3cq8%20hOcUseum5gmiKOURLRtwsWj6NqpgywKPZvtlQ4rc4rTwMEGEyLM1+ASl9WbafqB6lnf8wWwn8usn%20l8G6JeSXDc8Q4Zxvh+GHC8dqPSxgGcoV3lmnZjkfUnYpzkJtX66a6K5MN0oCAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgx8hj8fkaU1%20HIVorlKwOyerYAZYpB/BMDZxJvusmBp8X284Bib0d/FcZxWPvQ6+jbq0a0MwbmcX2yRgJNqzu3R0%20EgQEBAQEBAQEBAQEBAQEBBhZfB4XNUno5nH1slSImMqtyGOeJyH7JbJGIdW+HRMD7xeJxWIox0MV%20Sgx9GHX0qlWIIYQ3O5FtjjYRbV3d30ZBlICAgICDCy+DwuapPRzOPrZKkRMZVbkMc8TkP2S2SMQ6%20t8OiYH3i8TisRRjoYqlBj6MOvpVKsQQwhudyLbHGwi2ru7voyDKQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQR/KdwuAYm9JQyvJsVj70Onq1LV6tDMG5mJt0chiTas+vVkG9r2ILEEdivIM0EwtJFNGTEBgT%20aiQk2rOzt4OyDEvZ7B4+5UpX8jVqXMgTx0K080cUs5tpqMIG7FI7bm6CzoM5BgZPkGBxUtWLKZKr%20QlvSNDSjtTRwlNK7szRxMZC5lq7dB6oM9AQEEcn7lduq906E/KsPDeikeGSrJfqjKMrPtcCB5NzE%20xdNNNUnJeEjQYMmewceXiw0mRqhmJo3mhxpTRtZOJtdTGF39Rx8r9WbRBnIMCzyDA1cpWxFnJVYM%20rdZyp4+SaMLEwizu7xRETGbNtfXayDPQEHlbt1adWW3bmjrVa4FJPYlJgjABbUiMydhEWbq7ug02%20J5/wTM3RoYjkmLyN42cgq1LteeUmFtSdgjMifRvHog3yA7szav4II3W7mduLNuOlW5Xh57kxtFDW%20jyFU5TkJ9rAIDI5OTv0ZmZIXhJEBBpc3zbhmBshVzmex2KsyB6kcF23BXMgd3bcwymLuOrO2qGGw%20xeWxWXox38VdgyFGbX0rdWUJoT2u4ltkjchfR2dn0dB627dWnVlt25o61WuBST2JSYIwAW1IjMnY%20RFm6u7oPPHZPG5OlFfxtuG9RnbdBarSDLEbM+moGDkJdW+DoPaeeCvBJPPIMMEQucssjsICAtqRE%20T9GZm8XdBj4nMYjMUQv4i9XyNGVyaO3UlCeEnF3EmGSNyF9HbR+qDLQEBAQEBB4Xr9HH05rt+xFU%20p1xeSxZnMY4owHxIzN2EWb6XdB6V7EFiCOxXkGaCYWkimjJiAwJtRISbVnZ28HZB9oNTnOXcT4+U%20I57NUMSVhieuN61DWeRg03bPVIN23c2uiDV/72O1n9csH/8AqVP+EQbnCcl45noJLGCytPLQQl6c%20stGxFZAD012kURGzPo+ujoPnOco4zgI4pM7l6WJjndxgO9YirMbi2rsDykG52+pBlY7J43J0or+N%20tw3qM7boLVaQZYjZn01AwchLq3wdBkoMOxmsPWyNXGWb9eDJXmMqVKSUAnmaNtTeKMnYz2t47W6I%20Pe3bq06stu3NHWq1wKSexKTBGAC2pEZk7CIs3V3dB547J43J0or+Ntw3qM7boLVaQZYjZn01Awch%20Lq3wdB7TzwV4JJ55BhgiFzllkdhAQFtSIifozM3i7oMfE5jEZiiF/EXq+RoyuTR26koTwk4u4kwy%20RuQvo7aP1QZaAg1ec5XxfANCWezFHEtY3NXe9ZhrNI4abtnqkG7TVtdEMPTC8h4/napW8Hk6mVqg%20bxnYpTx2IxNmZ3FziImYtHZ9EGwQEBAQEBAQaXNc34XgrQ1M3n8birRg0gV7tuCvI4O7sxMEpiTj%20qztqg3IkJCxC7EJNqJN1Z2f4sg/UB3Zmd3fRm6u7oNJh+ccKzdwqOG5BjcndEXkKrTuQWJWAXZiJ%20wjMi0Z3ZnfRBu0H4ZhGBSSEwADORmT6MzN1d3d0GNi8tisvRjv4q7BkKM2vpW6soTQntdxLbJG5C%20+js7Po6DBznMuIYCWKHO5zH4mWcXOGO9ahrEYs+jkLSkDuzP9CZGFU7ndtrlqKpU5ZhrFqcxjgrx%20ZCqchmb6CIAMjuRO/RmZBJUGit894LSyr4i5yPF1ssxhE+Pmu147DSSaOAekRse4tzaNp11Qb1Bg%2047PYPJz24Mbkat6ehJ6N6KtNHKcEratslEHJwLo/QuqDOQYFHkGByF63QoZKrbvY92G/UgmjkmgI%20tWZpowJyjd9r/aZkH7BnsHYytjEV8jVmy1QWktY+OaMrEQFo4lJEz7wZ9zaO7IM5BgByDAnmDwgZ%20KqWZjj9aTGNNG9oYun4woWL1GHzN100QZ6AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICDS5rm/C8FaGpm8/jcVaMGkCvdtwV5HB3dmJglMScdWdtUG5EhIWIXYhJtR%20JurOz/FkH6g8rdurTqy27c0darXApJ7EpMEYALakRmTsIizdXd0GuwfLuJ8gKYcDmqGWKuwvYGja%20hsvGx67XP0iPbu2vpqg2yDwvX6OPpzXb9iKpTri8lizOYxxRgPiRmbsIs30u6D6qW6lyrDbpzR2a%20tgBkgsQk0kcgE2okBi7iQu3VnZBrM5zLiGAlihzucx+JlnFzhjvWoaxGLPo5C0pA7sz/AEJkYVTu%20d22uWoqlTlmGsWpzGOCvFkKpyGZvoIgAyO5E79GZkElQaKvz3gtnLfmetyPFzZf1Ch/N0d2udn1Q%2013x+ixue4dr6tpqyDeoDuzM7u+jN1d3QRyl3J7dXrsVGlynEWrs5tHDVhv1pJTN+jCIDI5E/1MyQ%20vCRoCDFymWxWJoyX8rdgx9GHT1bdqUIYQ3OwtukkcRbV30bV0HvXsQWII7FeQZoJhaSKaMmIDAm1%20EhJtWdnbwdkHlkcljsZSlvZK1DSowNuntWZBiiBtdNTM3ERbV/i6D6pXaV6pDdo2I7VOwDSV7MJj%20JFIBNqJAYu4kLt4OyD2QYN7PYPH3KlK/katS5kCeOhWnmjilnNtNRhA3YpHbc3QWdBnIMDJ8gwOK%20lqxZTJVaEt6RoaUdqaOEppXdmaOJjIXMtXboPVBnoNXnOV8XwDQlnsxRxLWNzV3vWYazSOGm7Z6p%20Bu01bXRDD0wvIeP52qVvB5OplaoG8Z2KU8diMTZmdxc4iJmLR2fRBsEBAQEBAQEFFd8+YctzXM8N%202j4ZcLG5HLg1nM5WMnE4KvmfYJA7EPljIi0dnfyjroTqSZvpFzierZ4b2m9lqONiq3cXPlrQM/qX%207NuzHIbu+v2K0kETM3g2g+Hi7v1VRG+L8Q5n2f7qUcLgY8nnO2nItfVjaGSy2Ond9u+Q4xcY9Ccd%20TfbuB311cNVdb2pfONp30/W72j/nKf8AdQK6fL6U2+P1i8lkUN7mf6Tdrv8AaCH8rCpPlPHkt+N8%20ea+VUEHPHcrKcm7o91ZO1GByEmK41iYvW5XdgfQ5mIR3Q6t9odJGBgfo5O7kz7WTWZ57LbjjvUoh%209qHZGPGjULDTy2Bi9N8idy005Ft09VxCQYN+vXpHt1+906JUjTdpMTz/ALc9xrnb23HkczwKxE9n%20AZk4JJIapaOXoyTCzxx6sxCQ6s25mJhHe6suZz2SzD25B/e441/ME3+Wwrp39v5i7dJ7/wALyWRQ%203cf+9J23/ilr8nYU1+V9v7Xb4z3/AKXyqjzsTw168tiYmCGECkkN+jCItq7v9xmUtwSOZOLcbyfu%20G5FkOU8pu2avb/GW/QwmBgN42lKLR3KTo7NqBfjDbzvu2iQsKsnGau17RN+Se03tNdxMsWBpTYDL%20j56eSgs2Z3CUWfZujnlkEh3aO+m0voJk57I23YDO9wrXHLuD55Quw5rAzvVjyVuGUBuwNqwSBMYi%200zi4Ozm2u5tpO7u+qt5mU7q8zY5/v13Gy3Ga2SmxnbXjErQZEqz6HdsCX1s4k++N9jkxCLCxaO7q%20azM+6/Rra44Tex7UOyMuOKpHhp685R+m2QjuWnnEtNPUYZJDh3fHrHt+pKkRTtxl+U9qu6EHarkV%20+TKcXy0e/imQnbzROzPth11fQX2vG4a6MW1xZmJXW54vWFmOeyV+4PuPn8BSxPEuJP8A/u/lc3yt%20GRn0KCJ3YDlZ/AScjYRd/DqXwWcZuFziZa7ivtM7cVaDy8uGxyfP2n9a/fns2IR9Y9Sk9NoZIidi%20J9XKQiJ369PBauOzMz3RXuH2ryXZqQu4va61Ygx9aSP8+8dmMpq5VtdurOTuZAzv13uRDuchJtFJ%20tjr0axn3Wxyrk2P5R2LzPIMe7/KZLA2rEYv9od1ctwFp98Bai/1sm8wfjvMeHtz/AFLcW/ix/ljW%209+v0n7Ma9Et5z/QrP/zdb/IEuW/xrpp8or32pfqQwv8Aprv+tyLdYi3VFEEK5b3J/R7nvEuJ/m75%20r9KSsj8763p/L/LCJfvfpn6m7d+EOiTml4iaoCD8IhEXIn0EW1d/qZByD3z7pc17icQylvjuNnxn%20bbFyRBcyVn8WeRmKcYgAG66gEnXaLv4am7PtFTHStdOHUXAv6D8e/m2p+QBdPyfK+7np0jerDSJ8%2057VcB51JTk5Vi/zidBpBqP69mDY0ri5/vEkWuuxvFBSffHtR2N4Hw958fxX5jkeVkajgqrXMgblZ%20kb7ez5h9zR+OmnV9B+Kl8os86sLtZwmj2e7TWrOQJzvRV5MtnTZ3cfVCLc8QN4aRiLBr8X6rW98k%201mahHars5hu5mIm7i9zYpczleQyHJRqPPNBDVqAbjEMbVzjLro+jOWjDp011d59uD7s30SDt52s5%20T237sXa3HIZZu2WZrvNMMtiIvk7Ys7gwgZ+sWm3YxML6iTbndx1VnS5L2wuHNZjHYXE3MtkpmgoU%20ITsWpn67Y4xcifRur9G8Fm1ZMuT+H5vlHJPcxxTlWcjetWz1ezawVIi1KHHNDYjgYm8Gc9jn0fru%201+K1pMZ9jbmZ7Oku6/6seV/zTd/IGs7dF06xofbn+pbi38WP8sa6b9fpP2c9eiW85/oVn/5ut/kC%20XLf4100+UV77Uv1IYX/TXf8AW5FusRbqiq5779zpuAcIK5jxaXPZKUaOGiJtzetI2ryOPxaMWd9P%20iWjfFS5txOtWedQnhHta4/crFne501nkvKcmIy3hlszBFCTs2gscJxySEAttd3Pbp0EW01WrJOIz%20m3msDuJ7fI+F1Zec9pLNrCZvDxPLLjAlOxDYgj80rN6zyG77W1cDIhLTTazrP3Y57NSZ4W32m7g1%20ufcFx3I4wGGxMLxX64+EdmJ9sgtr12u/mH9q7LW0ZlTBRRBCpO5Ozu5F28/N2vqYr86/nT1vD8Y8%20fpeh6f7XXd6n7CTnJeMJqgIIp3V5hJw7t7m+RwsJWaNd/lRNtReeR2ji3N01bebaqVrWZqo+13tx%204XyLhtbk/PIrGc5JyONshYtS2Z43iaw28GFoTDcW0md3Pd18NG6LV1xwzm3msrsY+R4J3K5J2it3%20Zb2JrQtlOOSz6bhhNxeQOnRtfVbVm0bcJEzNuSXM9YWYvuv1QUN3/u5blXOOK9o8fbOjSzu67np4%20ukhVYtztGz+GmkRvo7eO1JM30i3iZ82P3F9r/Bcdw6xleEw2MNyfBxPep3o7M8hzSVh37TaSRxAi%2026iUe3aWj+HRS7Y5NZnhZnZrm0vNO22Fz9h2e9NC8V52bRnsQE8UhaN4biDd+yt7MxAvcpzPLzY2%20bt9xYtczeoWMlm52dxGtiqwEUm4mZ9HncdjfV0++Zc7z9HTWdPOt57XP1Icf+7a/1uVdN3OIPzfj%20GD7ie6Cvx3NwPdwuEwfq3KrSSRM5k7kPniIDbrPG/R28FnXu1tnE8eOixMV7b+y+JydTKY/jvo3q%20MwWKs3zl49ksRMQFtOchfQm8HbRWXCPr3D8rzHF+0uaymHkKC+TRVo7IO7HE1iUYikB28CYS8r/B%20+qzWtUO4n7Ve09zgtF8lXnvZm/TCabOBZnCRpbEbHvijYmh0By8jHGX7bVa2mLhiXPL29rGdzD4z%20k3DchaO/BxDIlRx14/jX3GDRtq7+UXhdxbXoxaeDMr11lW8WxUPHeTci4L3c5hzqFnl4nByCXGcm%20gj3EQw2p5Hjm2M2n4sh8r666vt++U06c9Ku/X2kdl07lW7UhuVJRnq2YxlgnjdiA4zbcJC7eLOz6%20slmEUZ2O/Xf3c/jdf93Os6dPr/a79fp/T34L/en7gfzbU/cV1vX433/tNus9v5XksihsR/fCzP8A%20s+P+Wupp38eS79vHmvlVBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEb5t%203E4jwmtStclu/I179hqsErxySD6ji5eb0xLaLM3V3Qb2jepX6kV2jYjtU7AscFiExkjMX8CExd2d%20vuIPdAQEEU7q8wk4d29zfI4WErNGu/yom2ovPI7Rxbm6atvNtVK1rM1Ufa7248L5Fw2tyfnkVjOc%20k5HG2QsWpbM8bxNYbeDC0JhuLaTO7nu6+GjdFq644ZzbzWV2MfI8E7lck7RW7st7E1oWynHJZ9Nw%20wm4vIHTo2vqtqzaNuEiZm3JLmesLMX3X6oOee5NWz3T74Vu2k9qWvxPj9RslmoYC2FPMTC4i79W6%20NKDN06al8dE1mc29l2zJJO7C7wdjOPcBwAdwe2wzYLNcakCzJEE808c8LmwHu9eSQm2sXVmfaQ7h%20dn11Z92CTK/eJcgg5HxfE56u22LKVIbQh+D6oMTj/wAl30V2mKzK5491PM8vnamV4hx0v+y+Nww3%20+X2tXEd00gBVqNo3mLU/UdvDp+1dY9XSTt3Xl2l/VfxP+aKX5AF0361zinOb8YwfcT3QV+O5uB7u%20FwmD9W5VaSSJnMnch88RAbdZ436O3gs692ts4njx0WJivbf2XxOTqZTH8d9G9RmCxVm+cvHsliJi%20AtpzkL6E3g7aKy4RofdRyDM4/g+Nw+MtPQHkmSixd28zkzxwSCRG2o9dC2+b6R1b4qSZsi/d9stY%20ma9pXaVuHWKlOvPVzENZ3jzpWJjkeWMd2+SIj+XcSdvMwxt08NH6qbU1jde2HmWZ5V2qqz5iQ7F3%20HTy0HuSu5HMETCUZET9SdhNhcn6vpq/Vb2nSsxAclDnO/ncnM4B8nYxnbbi0ny1qOoTCdyyJuzF1%20YgJ98bkLkxMIs2jalqs6zMy1tccROMj7UOydrHS1a2HmoWTDbHfhuWjlAvwmGaSWJ3+6GiVIx+ws%20vcfAZTN9v+XwXrtDCluwHI5oJWrz1tWb0msEzg+gkJAO8nHzDroLK5zM90xirnUVVXuh/UjyH/3X%20/WolK1qnHAv6D8e/m2p+QBdPyfK+7np0iLe4n9S/Kf4qP5UFy36fo6adf1/Zs+y/6peH/wA0U/yI%20rdYiZqK5s922Hy2Z5P29xeHlaDK2rFoKMxEUbDNrA4FvFncdCbo7JM54W/H6rQ7Idyi5vxJvzi3o%20cow5vR5DSJtkgWY9R3uHizSbXf6i3D8Fq+cZ6cVCfcz/AEm7Xf7QQ/lYVifKePJq/G+PNM++/c6b%20gHCCuY8Wlz2SlGjhoibc3rSNq8jj8WjFnfT4lo3xS5txOtJ51CeEe1rj9ysWd7nTWeS8pyYjLeGW%20zMEUJOzaCxwnHJIQC213c9unQRbTVask4jObeawO4nt8j4XVl5z2ks2sJm8PE8suMCU7ENiCPzSs%203rPIbvtbVwMiEtNNrOs/djns1JnhbfabuDW59wXHcjjAYbEwvFfrj4R2Yn2yC2vXa7+Yf2rstbRm%20VMFFEBB52JfRryzabvTAj2+Gu1tdFLSIl2l7if7weFVuTfm/82fMSzRfKet8xt9E3DX1NkWuumv2%20VqxJUxUVzzxUXk943KitPukhxIvTZ9X2i8VVumvh0IvD6U16Vd+zoZEEHPHuer8hs867aQcctRUs%207Jbsjjbc7MUUczvBsI2cJW0b/Mf7ia5zx5Lfj9YyP0N95P8AXvB/9DF/5YiIB3Fwne3G8w7fF3H5%20BQzVaTO1mx4UQAHjNp4t7ntq1Ojtp8XSfKLc/bXTPOu4GD4ZQr2MhFau270rV8bisfC9m7alfq4Q%20Qs47to9Xd3Zv2XZnGGNwXudx/mEtynWr3sVmcewlfweWrlUuwhJr6ZlG7kLibdWcSfxbXTVXHGUV%20P7dBc+7vdma0+68ORYNz6u7RvZs9Gcuv3o9Nfgpr8V3+ToZEEHNHeKjzq97kMDX4Pka+K5CWDJ4L%20lsWKIQY53kZ2KKy3UejeRNc8rt0nu3H6G+8n+veD/wChi/8ALEREKeK7qY73IcDj7i5mnmcicVkq%20c1EBAAh9CdnEmGvU67uv2X+6mvVds4+q+eb92ePcTyVfDlSyWdz9mP5gMLhKpXLY12dxecw1ARj3%20Np1LX6vFEaLN9yMRzHtTzWXCjaoZfG425FfxGQiKrfqSvAbi00WruO4W1Fxd2+vVnZptOGtPlGL7%20U4q4dksKULNrJLcKZ9NHc/mpB69G16MzLezEW4sq8rhENScg+2MZOP3WF9FL0WKE9mLtJ2/zdg+t%20qbMylYJ3dyd/Qhfza9fi61jiYS9a6AUHPHueb0ue9q7EDM11sttA2fQtPmKzs2urdNU1+S34Xx5v%203m0hS+7/AIVDP1ghxhHXYnfTe4W3d21fTXysrp3NukdDKIi/dOKCXtpyoJxEonxNzcxeHSA3b/Gp%20t0b/AB/KKf7UyTn7RMn6ru7Bj8yMTu+vkYpv/Tqrv0Z/H8vqjfaji/uft9vcNY4ny7E4/j0kRPj6%20dmKMpYw9Qmdjd6E7/a1f7brW2e7MbzknEfdzFx7JyZLm2FnxwVJyuQxwxsZwtGTyCLtjg6uOrN5m%20+6sbdOW9c5mEz9qX6kML/prv+tyLVYi3VFRLubku5GP4/HP2+xVXMZt7ADLVukIRtXcSczZynqtu%20YmH7/wDYRZhzVzjkXuKn7mcHtZzi+Mq8mrHb/RujDIDw2SIB9b1na7IzbR001kD9lJ1S9F39s+Q+%204PIciODuBxnG4fBtXMwtUpAOV7DEDAGg3LT7XFy+8+HigtNAdmdnZ21Z+js6Cn/dNBDB2JzEEEYx%20QxHRCKIGYRERtRMwiLdGZm+Cl6rFh8C/oPx7+ban5AF0/J8r7sadI3qw0IOfse3+8f3MW7U347j/%20AG7haKrG/mjK+b6OX1E0jE//ANmKunS36ePHddu0WD3+OQOzfLHjZ3J6JC+j6eUiFi/xOue/T6z9%20106/qpntZ2ayvdPt5ibvN87eqcdrQx1ePYLGGMMQx1d0XzM7TBOJySFu67ddPjtdhbpZ5sy9kh4A%20Gf7Td3KfbW1lZsvw7kNeSfjxWn1kqyR7i9L6GbyOxMLMLu7EzC+rJLnMvUsxixu+408vcvuFW7X4%20+Qx49h/TyPN7IasJszsVegxN8TfzF/8ASLspr1z5LeJ61q+Ywwwe6/gMEIDFDFiJQijBmEREY7TC%20LM3gzMrr1vst+M9/6Wp3X/Vjyv8Amm7+QNZ26GnWOfe1HF/c/b7e4axxPl2Jx/HpIifH07MUZSxh%206hM7G70J3+1q/wBt1vbPdiN5yTiPu5i49k5MlzbCz44Kk5XIY4Y2M4WjJ5BF2xwdXHVm8zfdWNun%20LeuczCVe2TJUcZ2Ax2RyE41qNN789mxI+ghHHZlIif7jMtbXhidWyqe4zh0tivJZxGex2AuStFV5%20Vex5w4mT1Hdojaw5OTBK/wBkiBv221tdIqGe5SX1O5XaevI+6jJlN5s7vscvmarNr108HV1+S34u%20h1EedkIzryhIzFGQExi/g7O2js6UUD7Myk/QrkUTf9WjzMjQsz6s2sEerM2v1Mr2i7/KuglEQLur%20mO8ONjxz9t8FRzRyvL+cmvGINGzMPpbN1mp9rUtfH9hF4w56l5F7in75w3y4vjG502FeKPFeoHyz%200PVJ/V3fO6b9+rfv3/JSd0vZf/arNd6slNkm7kYChhYohifGFRMTeQic/VY9tq39lmHTw8figsNB%20T3uyd27J5VmfRnsU2f62+YB1m9lndZXDhEeI4QRZmFqFVmZujN+JFdfyfK+7GnxincpqPvDxHpff%20cfL1tOv/ALfx+jwFZ0/68eS79vHmvlRVDXfN7xKG7rs48WzXrp+++H+FXT/rx5Jv/wA+PNd+VYHx%20lxpPsPBIx6vo2mx9eqzt0a16uevbzzXHcM9ul/keWd/lMfdtPFE3QpZC2NHEH1nI+3X4fcZb3vE9%20v5rOk5vjs3nHOGZWj2p5tzPk+p8w5djLdy/vZ2etXesb16gsXUWjDTc309PvVnbiYdPx3O8vq3vt%20c/Uhx/7tr/W5VrdziMZD248k5J3L5RyLkPIixuCzgvANTCTGFqaswtGMNg5otghtjFzBmNif7mqz%20OjVvPCO8q4Db9vkuM5lw7M37XHJLcVXkeGvGEgyxya6SN6QQhqzNoL7Nwv8AHR3ZJtzJeifbmZnV%20bne/lfDMR2wv2uS1HymKycY1q+OjLYdmWZt0QhJ19PTbv3/e6aszv0U2nZdfNTXGu3/urj4K1bA5%202PDYM4Jfzdx+/PHJlYq5M/pQ/NfKN6Z7NGD8ZHs+iPwa1J1T72xZTikfHsnxfH4mzhOR4ay/6RU7%200jT2JJzdxaZ5mCJjZ2DTTY236/tFc5mZ0TnPPVqeyGFxuczveHEZOAbGPv5qWCzCXgQGczP9x/od%20vBMZ0nvf4atxv9Iz+yOZyXCuTXuzfJJSklo77fE7566WqBu5vG2v3wdX0b9s3gLJOZ6xLMX0rH7H%20frv7ufxuv+7nWdOn1/td+v0/pEcxiu6eR9yXNI+3WYp4bJBUqFcnvAJgcPowttFir2+u7R/st91X%20XOL7m3b2Sj9DfeT/AF7wf/Qxf+WIjQdpKHO6PubydfnORr5XkI4InnuVBYYiBzgeNmYYqzasPj5E%2017rtnjx5rj5l3gwfGs02DhxOY5HmBhaxbo4Gm92StET6Ac/mjYN/3vV3+nTVtRhI+JcuwHLcHDm8%20FZ+aoTuQsTiQGJg+045ANhISF/Fnb/ErZhG4UBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBBreRcawHJMVLic7RhyOOm+3XnHc2reBC/iJN8CF2dvggoi92p7odp7k2Z7UXjzXHCJ%205bvD7rvITN4l6H2d76fENsnRm/GIJ92w798O5yf5sNywnKIncLOBvPsl9QfttCTsLS6Oz9NGNtOo%20sgstAQU97snduyeVZn0Z7FNn+tvmAdZvZZ3WVw4RHiOEEWZhahVZmbozfiRXX8nyvuxp8Yp3Kaj7%20w8R6X33Hy9bTr/7fx+jwFZ0/68eS79vHmvlRVDdr/N7me5pF1JoKzMT9XZtsXT/Erp8b7/2m3ynt%20/Sxe9TA/aTl7H4fmm27avp1aJ3H/ABrOzUVxxXuI/CfbRxq/HEVrOXoPkMBREXI57k0pjCzC3iwt%205n+nTTxdlv8AJ1xPT9mfx4xnt/8ALD512+Lhftn5JBel+b5Dk3hv8gyBdSmuTWoiPzeLiH2R/wAP%20xWdvKdG/x83N8r+y3O0v6r+J/wA0UvyALW/WsRVuQ9uPJOSdy+Uci5DyIsbgs4LwDUwkxhamrMLR%20jDYOaLYIbYxcwZjYn+5qszo1bzwjvKuA2/b5LjOZcOzN+1xyS3FV5HhrxhIMscmukjekEIaszaC+%20zcL/AB0d2SbcyXon25mZ1Tz3J8i4b+glPDZbFz567yKaMMDjqR+jYeZtNJo5dk21xaRmb8WW5y26%20aO+iznHddemeyvMl2892UnBPkshn4r2I+XjG3x+vYiHKnXZ29Sv858q+6TZqxP65MXh5/B1vma+n%20C1uwnIeIZXtfFX4nQkxIYr1Kl3GWC3zQ3GHfI8kjMPqOZFu37W1/BHTa12uZlmTFwhvsyAX4NyCe%20TzXZMzI1k38XdoInbUn6v1J36p2mGtvlc9XQSiCCt+Qd8MbieS5Lj9Xi3JM9axRRhdsYbHjcgA5o%20hlEHNpRdi2m3RxZCo936z35+9uuYy35uu4r5lq7/ACGTh+Wtx7boB+Ni1Pbrt1br4aJtMNaItxni%20Pu4l45ipMZzbCwY06kBUoJIY3MIXjF4xJ3xx9WHRn8z/AHVrbObljXo03dXi/ugqdvs1Y5Xy/E5D%20j0cLPkKdaKMZZA3izMDtQgfXdp9+yxs3rnstzhHKf0Z7G8PyX5oyeb/7NoxfJYet83Z80Lef09we%20VtOr6q7VnWMG57kMXRKs2Q4NzGi1ucKtY7OKCIZJ5X0CMXOdtxl8Bbq6smbganvm+vdztG/hrkp+%20j/50Cuny+lNvj9Y8u6dG32y7iVO7WHgI8DkNlDmtKLX7BkzBbYW6bmfb/wApm/Dd1nXi47VbMz1j%20H9xl2pfzPae9TlGepazleavMD6icckkBCTP9Ds6mMbzx5H/F8ebx9yshH3M7T1ZetM8rvkF3dgcm%20s1WbXrp4Ota/IvxdDKI87IRnXlCRmKMgJjF/B2dtHZ0o549ouUqYvt1yu5enCtiMflJpjnMvJHGF%20eMpH+pmEWdM/5jW0/wB2RN6nuM4dLYryWcRnsdgLkrRVeVXsecOJk9R3aI2sOTkwSv8AZIgb9ttb%20XQytRnZ2Z2fVn6s7ICCjeX8q91EOWy9fC8Ow9nj8cswUbkssbSnVZ3YDJnyEb7nDr9hvuKduWr14%20Vp2O5H7jqPb2pX4NxXF5XjwzTvBctygMpG8jvIzsV2s+jF0byLVYjpf5/nn+7v57821v05/N3q/m%20rc3y35w9PX0d3rabPU6a+t/yvigp/vrSyvAe5mB7w4yrJcxsYtj+SQRszuMTs4Cf1bwPazu7NuEW%20++U1uLfVqzM9lmYPvl2kzGMiyEHK8bWjlbrXvWYqdgHbxE4ZyA20f46aP8HdlazFX3u4eT7ud2MH%20heAXr1XifHpPm+Q5usctQbAE4l6PR45Nh+n6bMXUnci27R1TWc5a26Ybjvp+t3tH/OU/7qBXT5fS%20pt8frF5LIob3M/0m7Xf7QQ/lYVJ8p48lvxvjzXBluPYyTKQ8mbH/AD2fxVWxDi9ZSDpMzOcYsRei%20JSOAjvIdW+nROmcHVWnA8rmMh3jv3+a4g+McmsYgK2Dw++OzBLQjm9SeRr0JkE0wyu26PYGwNPta%20u7anSpb0RDm1uz2a75yc5lrTT8L5fH6OVkhHe8Fno76eHXcDSMzv5mc9PsqaccLtM8rdi729opMU%202THl+Kas8Tz+mVmMLG1m10+VJ2sb/wBps3fDREnKtOE8w5B3W70fpBgLN+h264zE9c3aSSCLIWfM%204NJEJDubWTewkz7RZtzC56K6zrTa9mfyD+9xxr+YJv8ALYV07+38w26T3/heSyKG7j/3pO2/8Utf%20k7Cmvyvt/a7fGe/9LibC8cxWUynKDjjq3bcEY5PIyyEw+hUYnDdvL04xBiJ3dmb6XV6HVXvAo4+b%208z5dzEKpxcVylKHBY2U22PfigKX17TD47HeTZGXxZPt/zc90z/qY7K67Tc7q9mOR5ftjzo5KWMe2%20Vnj+Zkjd4TimfazyELdAPaz7tHYS3MTtorLmc9SzFz2q3uUd++03H8RLkZOS0ci4M7RUsZYiuWJT%202uQgIQkW3dppuNxFvi7KLhGvbt+m+bizvO+TWLcVPkdh5cDhZppCgr1NxH6kUTlsFpNzMz7Wd2Hd%204ErjEwluaheNzMvYPujmqedhn/3ecssfN4/JxgUgVp3dyISEWd327nEhbUtrCTM6zrZj7V265XLY%2071dpK+OLIScvxLwBH6zhHbiln26a6NXjIpnL9owbvqVqRUHFrd3vZ3pp8xhrTV+B8M1HGSTjtexb%20+0zs34TltMm1faIjro5K6Szm9zbySX3G8P5I0/H+5HFITs5viM3qWKkbORS03fcegszuW3R2Jm+9%20In+Czn7blcZmEl4Z7he1XJsPHeLPU8PaZha1j8pPHUljkduoi8zgMrftgd2+nR+i1YzKr/vZ3mx/%20K6hdsu28v5+z+eNqlu3U89aKAvNKzTNqB7g+2Q6iI7tS1bRZku1azhPstxGvw/2+5TjcB+oONwNu%20OSVm03yvAZSnp8N0hE6u9yfjnMfftz/Utxb+LH+WNb36/Sfsxr0S3nP9Cs//ADdb/IEuW/xrpp8o%20r32pfqQwv+mu/wCtyLdYi3VFEFec47eZrPdzOD8ppz1o8fxk7ZX4pikaY2sAIh6IiBC+m3ruIUnF%20LzFhoCAgqL3W/qQzf+lpf63EpViwOBf0H49/NtT8gC6fk+V92NOkZl7kfHqGRq4y/lKlTI3n0pUp%2054o55310/FRmTGfXp5WWI0yMpejoYy3elfbHVhknN/oGMXJ/8im1xMrJm4Uv7RsdK/b7I8js+a7y%20LKWbUsrs2pMDsHizf+03v+ytYxJEtzbVqc8423JuF5vAbmEsnTmrxm/3shg+wv2D0dZ2nC63lTvt%2007r8VxXBh4byzJVuPcg41NNUsVsnLHU3B6pELiUriJELk4ELPr018HZatzyzjFw8o8xQ7l+5TD3+%20OyNe4/wmnK9zKwsTwHZl9QGjCT7JNqTbXb7W0nbVlNZ1rW3SR9Te2HmUWay+Swvc/I4Ucxclu2K9%20OCeJnKUyNt7x3Y97ixabnZJ0wl5uVa8i7Sc1p98eN8Xn7hZK3mMhSknq8lNp/maoCM7vFHraI9C9%20N/CUftP0+m691s4jo/mGKu4jsfmsXeyEmVuUsBYgsZKbd6tg46xCUp7ikLcbtq+pP91Z26Lp1jE9%20uf6luLfxY/yxrpv1+k/Zz16Jbzn+hWf/AJut/kCXLf4100+UVb7ccBieQ+3jH4bLwfM426d2O1X3%20nHvD5yR9N0ZAbeHwdbs6Myt73uzVX9Fj7fYiuN/k3KIPkMbio9HeKA/KduZv+bhhEXdjf75vqfSY%20+64WcTLX9+O12Y5D24xo4Ezm5LxQobeNcf3yZ4AYJBHXXzuwsY/STM3xTa/6+5NZx9r17be47gPJ%20MQEeeyVfjnIqgbMpQyUg1BaUPKZRSTOAEzl97rvb4t8VbjrEmelavu/7h+MUsPNx3hN0OQ8uy4fK%2048MY7WY4iseRj9WPcBG2vlAHct2mrMyzi3iNTjlMOxnbuXgPbqhhbWj5OVyt5NxdnFrE2moM7dH9%20MWENfjpqt7VmJ+sqIK8l7eZo++cPPmnrfmePCvi3g3SfM+t6pSbtmz09mheO/X6knGS9lhoCCD97%20OJ2uV9ruQYWmDy3Za/rVImbVzmrmMwA31k8e1vuqbNa9UR7M98uA2e3eMqZzN1MNmcLWjo5GnkZw%20ryudYPT3g0rg8m9g18urs/R+q3tc8sSdmk7RXQ7id8eTdyakcn6O46qGHw08oOHqk+1zNmfq3lEi%2006PobaszqazEt812ubPReD8j482abBPlKjZsg9UcW88XzThprvaDd6m3RtddFIKR74THwjvBwzud%20PDJJgo4zxWZmiFy9IT3sBFprr0nImb47dG6prcXHmt5nskPdPv8Adu8XwHIWMPnqeVyuQrHXxlOj%20ME83qzg7CUoAW6IQ3bi36P00+10U2meDW90ZxPt3yWb7H8T4zNmJOPZKnYfM2zaB5jaedjIY3FpY%20NpxNIza69HZa26z0ZnS+rW8w7AdysdxPM5C13dzOQrVKNieejK1rZOEcREUR7rxttNm2vqL/AHFm%20t6TNjO9pvBuQ1uOY7lsvKbdjC3K9qCDixtL8rAfzOnqhrMUe78WT9Im+0/X6d3hhKMB30ej3G5Jw%20zuHLQwB0ZfUwN091aCxULUheSaeU497g4u2m1nfc3i2izMWeq3iov7guZcf5/TwnbbhmSr5vMZrI%20QSWDomNmGCtHvcpDli3g21/M7a6sLO7/AA1TXNnoucStp7p+O5H/AHc4bJY6u9uHi1+vctQMzu71%204weNyfTV9ovpufTo3X4J92NpU+3OtiaYPv12lyvH4sz+k1CkJRPJLStzxwW4yFtTjeubtIRM/Rtg%20uxfe6peCK+7FTycw7wc57k0IJION3Bjx2PkMXD5go2jZ5NHZvAYGJ/o3My1ONfelub7M/wBuv9NO%206v8AP5/lJknwnvf4Nvl9IkPfnt7keQ4GryLjhlBzPihvfws0f2pGDQpK+nXdvYW2s/xbTwd1jOLl%20ZzxVce0/kk/Jud9ws/YgatPknpzzQC7kIGRT7mZ3Zn01VkxE2vKTcF/vT9wP5tqfuK61r8b7/wBm%203We38ryWRQ2I/vhZn/Z8f8tdTTv48l37ePNZWcx9vitbLZvhnGPz7yHM2Y5shVe6NV5XEPTaR5rT%20mAjGAszALM30MnoerQdg5IH4/mhs+pByaTMWrPKMdLE0D1b9h2J44wY5mKHYwvHIxvvbzdPBtXpE%20t5WcoCCl8/7XON5rO5LMTcmzsEuStTXJIILEQxAU8hSOEbPE7sIuWjdfBBgf2ReLf1r5F/Kof4FA%20/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+t%20fIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wK%20B/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39%20a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/g%20UD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv%20618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/%20AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReL%20f1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKCGdx+0PZ/t9Q+%20Yz/OOQtbMXKrjILMElub/Mj9JtB/bG7D9aCHdtvbRyrm2V/P197fG+MHI01Wa8bS5OYGfUXDQItH%20fT98IRbwcWJB2hiMaGMxdXHxzz2QqxjENi1IU057W03SSF1In+LoMtBB+9nE7XK+13IMLTB5bstf%201qkTNq5zVzGYAb6yePa33VNmteqI9me+XAbPbvGVM5m6mGzOFrR0cjTyM4V5XOsHp7waVweTewa+%20XV2fo/Vb2ueWJOzSdorodxO+PJu5NSOT9HcdVDD4aeUHD1Sfa5mzP1byiRadH0NtWZ1NZiW+a7XN%20novB+R8ebNNgnylRs2QeqOLeeL5pw013tBu9Tbo2uuikFE8ny1Xtj7ki5RmmOvxjmGPGrLkdrvFD%20ZiYB8+1n8PRHX6GPXwZ01vWLt0lZvuC7w8SucGn4lxTJ18/yHkzhQq1sZLHaYQkkFjeQ4iIRcm8g%20jrq7v4aaupZnglxyyuSe3LJZrAcIp4/lU3HbnEaPy4T1oCkMrBiDySgYT13jfcD9W+lavXMZnTCv%20u7/ZLuBx3t1l8zlO6GWz9GqMTzYm01n0pmKYAZi33Jh8rkxdQfwWa3rM1afty4NyHAcTq5bJcpt5%20ylmsfSloYuy0vpUB9Nz9OHfNMOmkjD5QH7K3txcMR84Dvo9HuNyThncOWhgDoy+pgbp7q0FioWpC%208k08px73BxdtNrO+5vFtFmYs9VvFRf3Bcy4/z+nhO23DMlXzeYzWQgksHRMbMMFaPe5SHLFvBtr+%20Z211YWd3+Gqa5s9FziV6e4qvY4ryPt3zr5U7mD4zZ+XyIxjuKMDePYb/AA6sBbdem7Rteqsv+s+a%20XX/OPJZE3fftDFgnzX6V446zRes1cJxe27P4D8pr8xv/AGrhq3xUvBOUG9rdDI26/L+a2Kx0qPLM%20qdrG1T6fihOQnNm000cpdu5vHatdNZEtzai2I5BD2F7uZ7Gcgjmj4LyuT57G5IIykGGTc7kzsDOR%20NH6jgbDqWmx9Oqzr0x5NbTnK58j3u7R4/GSZGbluLlgjFjeKtZjsWH3aMzDXhc5nfr1bb0+KVJyg%20PZLN8u7gc/z3cSaW9j+EkPyWAxEspjDMYbQKcoRP0yMGDzFo7bi0Yn2KyYnuW5+jJ49gu/mKucjs%204TF4Cn+dc5cvSSZuzPLNPXLYFb0xoiQRi0YffyOWv3o/GTpFtzWJ3j5iHLPbhn8kVQsfdhmjp5PH%20GYyFXt1rscc0W8dGJmJtRLRtR0fRlNuy69atrgX9B+PfzbU/IAun5Plfdz06RFvcT+pflP8AFR/K%20guW/T9HTTr+v7Nn2X/VLw/8Amin+RFbrEaHE7ea94cjk5dZMFwNvkMWPX0pMtYHW3N8GcoItsTeO%20m53U16Za28ke76frd7R/zlP+6gWtPl9Km3x+sXNmsPjs1ibmJyULT0L8J17UL9N0cguJNq3Vuj+K%20xYsuHF3I4eUcU5/w7tjmXK1jsByCtb4/kjd90lG1Yj2Bpp1YSF/uFqPgzK63NnnDaYlx0rof3G9u%208vy/hcNvAMT8k49YHI4wI/tyOH24w/baMxD9JCzfFS8XJOZh5dtvcdwHkmICPPZKvxzkVQNmUoZK%20QagtKHlMopJnACZy+913t8W+K1cdYzM9K1fd/wBw/GKWHm47wm6HIeXZcPlceGMdrMcRWPIx+rHu%20AjbXygDuW7TVmZZxbxGpxykHazs5jsF2ii4XyKBrT5ISnzsAyGAlLM7E8bHEQloAiIasXXT61rbn%206M68Pzvdmqv6LH2+xFcb/JuUQfIY3FR6O8UB+U7czf8ANwwiLuxv9831PpMfdcNTiZWNiqT0cZTp%20PI8r1YI4XlfxL0wYdz/d0V2ublnWYmGUorytRFLVmiHRikAhF38NSZ2UqxBux3AcxwPt7U43mJq8%2096vNPKclQjOJ2lkcx0eQIi10fr5Vq1mRPlFfE8EFiCSCeMZoJRcJYpGYgICbQhIX6Ozt4s6Ctsj7%20a+yGQuy3bHFoQmmfUxrT2qsTOzM3khryxRB4eAiyCc8e4xx7jeNHG4HHV8ZRF2f0K0YxsRbWHeej%20ambsLakWrv8AF1bcjGzvCOL57L4jMZWl8zkcFKU+Kn9WUPRkLa7ltjMQP7DfbZ1JwdsN4g0PJuC8%20V5PZxdrOUfnJ8LYa5jD9WaL0pxcSY9IjBi6g3QtWTvk7YaLn2a51xzN4zPYylZz3FI4pa+cwWOhi%20lvDIbs8FquJbZJdpeQwE/B92j+LTurS4B8/zvuJiOYWMFkON8f45UtQ04cuA1r1q3c2hJrWEpHCG%20OMOjk/md+nh01OM+qW9lm5HG47J0paOSqw3aM7bZ6tmMZYjbXXQwNiEm1b4soK4k9svY6S2VouLx%20tKcjyuI2rox7nfdo0QztGw6/esO34aaJOCrFxeKxeJoxY/F04KFCDVoalWMIYg3O5PtjBhFtXd36%20MmRrbHCOL2OXVuXzUt3Iqdd6le96srbYS3ah6TG0T/bLq46pOCt4g0OS4LxXJcpxvKrtH1c9iAKP%20HXPVmH0xNiYm9MTGMtWN/tC6HbCn+7vIs3luetxzMcW5Pke32MGOW1Bg8fLMGUtuwyCE026IXrRa%20/ZAupt18G0arenCyeA9wYORTnjK/Ec/xuClALxFmMc1Gu4C7AMULsZtqzfe6eCvqy3fKuFcT5ZQe%20hyPFV8nW0Jo2nBnOPe2hFFI2kkRO33wEzrOFyiOH9ufZXEXwvVOLVznjZ2BrUti5F1bTV4bMs0Tv%209DuPT4LUuBZDMzNo3goMPLYbEZijJj8vRr5GhLo8tS3EE0ROLsQuQSMQvoTat0QV7V9tHY+tciuR%208XiKWI2lEZbNyWJyZ9dChkmOIx/akLj9SQqyKVKlRqQ0qNeOrTrg0detCAxxRgLaCIALMIizeDMg%209kFf8k7Bdn+R5EslleM1yuyavLLWOen6hETmRyDVkhEzIid3Mmcn+lDKQcP7f8L4bTepxnEV8ZGb%20MMskQuU0jMREPqzm5SybXN9u8n0+CuRtsti6GWxdvF5CL16N6E69qHcQb4pBcTHcDiTas/iz6qLL%20hj8c45huN4WrhMLX+VxlIXCtX3nJtFycnbfIRm/V38XVtykjLvUqt+lYo2w9SrajOGePVx3RyC4k%202ouztqz/AAdZsysuGv4pxLj/ABPBwYPj9T5LF13Moa/qSS7XkNzPzzFIb6kTv1dVG3QEBAQEBBqO%20V8S4/wAswc+C5BV+dxVlwKav6kkW54zaQPPCUZtoQs/R0GwoUauPo16NQPSq1Iggrx6uW2OMWER1%20J3J9Gb4urbkkaXOdvuIZzkOK5FlaHzGZwr7sZa9aYPSfdu+xGYxl5vwhdScXJeZhucjQqZGhZx9w%20HkqW4jgsRsRA5RyC4k24HEh1Z/Fn1SxZcMHivFOP8UwcGDwFRqWLrObwV2OSTa8huZvvlIzfUid+%20rplG2QQ3mfZztnzS5Hd5JgYbl2NtPmgOWtMTaMzNJJXOI5GZm8rG76fBMLlu+LcR41xTFBieO46H%20G0A6+lCPUi0Yd8hvqchuwszkbuT/AEplG3QaG9wTil7ltDl1qj6nIcZEVele9WYfTjJjZx9ITaIv%2030upC/ikXPGG0y2LoZbF28XkIvXo3oTr2odxBvikFxMdwOJNqz+LPqhLhj8c45huN4WrhMLX+Vxl%20IXCtX3nJtFycnbfIRm/V38XVtykjLvUqt+lYo2w9SrajOGePVx3RyC4k2ouztqz/AAdZsysuEMzN%20Sv2x7Y3IOC4Ge4VADfFYas1i4ZT2JPtOzlLMQCcjmXXw+hLaSRWHbnm0XGI7GVyvAudZjmWWZjzm%20dlwupSF4tDCzzN6cEfgACzdGb6mbVvaJzea6CoW/nKNe36Mtf5iIJfl7A7Jo94sWyQNX2mOuhN9K%20WYIiPL+y3a7l91r3IOPV7N7VyO3E8tWaR3ER/GyVjhOXQQZm3u+nwUMsrhnart5wpzPjODr0J5Nz%20Fb881nae3cHzE5STbH2M+zdt166K5ErUBAQEBAQEEB5T2H7Scpyx5bNcdhmyMrfjp4ZbFV5H1d90%20jVpIRM316kTOX1phcplh8LiMLjocZiKcNDH12doatcBjjHV9X0EWZtXd9Xf4v1S1GqPt9xA+ZhzU%20qGvJgh+XG/603SLa4bfS3+j9l/HZqk4z6l5bjJYzG5SjNj8lViu0bA7Z6tgBliMdddCA2cXQQfjv%20YDs/x3LxZfFcbhjyED7oJZpbFpoyZ2JjALEkoCYu3lJh1b4OkpVgoMbJ42llMdaxt6P1qV2I69mL%20cQ7opRcDHcLiTai/iz6osuLlh8W4tgeK4Ovg8DV+TxdXf6Ff1JJdvqG5l55SM31Infq6tqNfzXtt%20wfm1eKDlGIhyQwPrBKTnFNHr4sE0JRyiL/EWLR/is4MvLhXazt/wlpX4xhYMfLPq0tnU5p3Etuoe%20vOUkuzUGfZu269dNVrIlJCJC4kzEJNoQv1Z2dQVte9t/ZK7kTyE3FoAnkJjIIJrNeDUdGbbXhljh%20FunVmDR0nBVg43GY3F0oqGNqQ0aMDbYKtaMYogZ310EAYRHq/wAGQazjnCOL8cu5W7haXytrN2Ht%205ST1ZZPVmdydz0kM2Dqb9AZmTtgvXLeII9xzt7w7jeXy2XweNGjkM4bS5SUDlcZTEiJnaMjKMPNI%20T+QW8UnBeXrR4RxehyrIcrqUvTz+UiCC/c9WUvUjjYWEfTI3iHTY32RZCt4g0MPBeKw8xm5lHR28%20ksV/k5r/AKsz7oG2+T0nP0m+w3Vg1ScF5Q3K8651wvkuWizmAzHK+P35Rscdt4CnFakrR7WaWrZi%20B4SHYTbgMt25n8emjSLWw7W4HPhkeTcuz1QsZd5Tbimr4gzE5K9SrC0MHrbHcGmNtSNmd9OjeLLX%20SYTOVgKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAghHdk+6T4GvU7cw1nyty%20w0Fu9aMBapXIX1nAZH0J2LT70n+gH+ARntx7duP8ev8A6R8psnyvmUxNLNk7uskUcnR9YY5HLUh0%20bSQ9X6eXb4ILdQEBAQQHlPYftJynLHls1x2GbIyt+OnhlsVXkfV33SNWkhEzfXqRM5fWmFymWHwu%20IwuOhxmIpw0MfXZ2hq1wGOMdX1fQRZm1d31d/i/VLUao+33ED5mHNSoa8mCH5cb/AK03SLa4bfS3%20+j9l/HZqk4z6l5Z3I+Mcf5LiZcTnqEORx0zeeCcdzM+jsxA/2gNtfKQuxN8HTCyo3w/sp2u4dkXy%20fHsBDVyGmgWpJJrMkfR2f0isnM8buxOzuGmrdHTKJug1fJuM4Pk+Es4POVvm8XcYWs198kW5gJjH%20zxEBt5hZ+josuGTicVQxGLqYrHRehQowhXqw7iPZFELCA7jcifRm8XfVW3KNLzXttwfm1eKDlGIh%20yQwPrBKTnFNHr4sE0JRyiL/EWLR/is4MvLhXazt/wlpX4xhYMfLPq0tnU5p3EtuoevOUkuzUGfZu%20269dNVrIkl2lTvVJqd2CO1TsAUVitMAyRyATaEBgTOJC7eLOoK7h9t3ZKHJtkg4tA9gZXmYDmsyQ%20bnfXR6xylA4ftNm36khVj168FeCOvXjGGCEWjihjFhAAFtBERbRmZm8GZBh5zj+Cz1Asfm8fXyVE%20n3PWtRBMG5mdmJhNn0Jtejt1ZSwygFH20dj6VyG3DxeI5YCYwGezcsRO7fhxTTSRm31ELsqLJq1a%201StFVqxBXrQAMcEEQsEYADaCICLMwiLNozMloqyv3I53xWzZwXKeKZ3kt1rMr4zOYSnDPVsVJJHe%20B53AoQryAz7DEm8G3fHVJ/5W+fZsOIdrKtnt9fwnNqQTzckvT5fN4+KUxCOazM0wwtNAUZP6LCAu%20Ql1dvoVvaeSZucrBoUauPo16NQPSq1Iggrx6uW2OMWER1J3J9Gb4uluSRi8i47h+R4W1hMzX+axl%200fTtV95x7xZ2LTfGQG3Vvg6zZlZcPrFYnHYLCVsVi4Hhx+OgGCnXZzkcY4h0AWc3Iy6N8Xd1bUiG%209isRkMf2/is5WrLTzOXuXMnk4rEZwzetZsG7b45GYxf02FtH+Ct4knot5tqS53hHF89l8RmMrS+Z%20yOClKfFT+rKHoyFtdy2xmIH9hvts6k4TthvEEe5P294dyjIYrI53GjcvYWZrGMsb5YjikEhNn1iM%20NzbgZ9pat9Sd8nbCQoIVy/st2u5fda9yDj1eze1cjtxPLVmkdxEfxslY4Tl0EGZt7vp8EMsrhnar%20t5wpzPjODr0J5NzFb881nae3cHzE5STbH2M+zdt166K5GR3E5FmOO8NyeWwuLnzOXgjZqGPrRSTm%20c0hMAO8cTObgDluLT4Ms1ZjupntzzaLjEdjK5XgXOsxzLLMx5zOy4XUpC8WhhZ5m9OCPwABZujN9%20TNq3tE5vNdBULfzlGvb9GWv8xEEvy9gdk0e8WLZIGr7THXQm+lLMEe6gICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICCg+7eT5Pz7uhV7RYDJSYjExVHu8pvwO/qFEbfvHTb5XExb%20broW/r0bRJM30i3ietRrmnZ7J9kseHPe3GcvyV8fLEWexN6QDjtV3PY25oY4gIR9R2djF3bXcJM7%20dX3Y9kxl0lgMzTzmDx+ZpFuqZGvFagf9pMDG2v8AhVsxUlePK+QVuO8ZyuesjugxdWa0YN4l6QOW%201v8AO00WbeGpM1zdwXsvk+9WPPn/AHJzt5hyUkj4XG0DAAr1xNwfa0wTCAO46CAjq+m4idyWvtx7%20pnPsl/a/Lco4D3Qm7TciysmaxVup89xbJ2XL1xjBnZ6zuTl0YYyZm3aNt6aMWjJcznrEsx7Ve7uz%20Nq/gorkfuZ3FyfMe9HDvkNz8JxmfgpY60z/ird2GaL5mYevmYPUEQLw08H8zq/j6592tumP1dcKM%20qd9x3cbJYLjZcY4zul5Vmq88mkL+etj4AI7Nkn1bZ5BcQd/rdurLN5a1/wDpme1z9SHH/u2v9blX%20TdiK/wC7HD6Hc33HYzh+QnnhxeMwpWLZ1CAZRIiI/K8gSC2rnHrqLrGslt8eOrW1xJPHjhJuP+0P%20ttg87j81UyWZO1jbEVuAJZ6rxucJsYsbDWF3HUeujstS4RMe9vdSv244XLlxjCxlbJ/LYqqbvtOc%20md956ddkYtuLTx6Nq2uqza1I5Wwfanvl3shLk+QyInScj+St5exIEJO5aSDUghCb0wYh67QEPo1d%20nV+3DNuX3j8x3c9vXMaWOy8pz8fmL1DoxylNj7cDu3rHW3sPpyi7+O0S103M4v1s27VLO6+vdDkK%20mS7B2sjTNpalw6FivI3gUcsoGL/ss6zvMXHq1reGd7Uv1IYX/TXf9bkWqzEI9739FeNfx6b8iud+%20U9r/AA3Pj49V09pf1X8T/mil+QBdd+tYiVrKqg9xveibt1xyCtiNhcly+8aRGzENeIOh2HB9WJ2d%202YGfpr1fVmdnmecNSd3PeF9vPe/uZSj5Xlr8IlcASqT5y1OViWAvMBAIR2HCPzPtEtv1Nor9uGc5%20bDt13D7j9me4dbhfNJpj4+Zx15ac0nrQwwyk4xWqZk/ljZ+riOjO25nHe3TWtzwlmHRvfTuvF254%20UeSgEJszdP5bEQH1F5XbUpTZnZ3CMer/AEvo3xWLezUjlfjnaPvb3ojk5ReyDSVnIxq5DNTyhHJq%20bvIFSOOObbGJfggIa9G8HZtfbhMvYb3en288lp1rszz4SZyKOkMxzYu4D7Xm9JiYXilZ3bzbBNn+%20kH80m3Y+3u7QwHLMNm+K1OT1ZhHFW6rXPVN2Zgj27jY/ocNHYvodlduDXlxxzDuF3R75c4n43xEr%20EfHycwr42I3ggeqJNrZvkzsxa6M+h6s3QRbc/mk1z1W3HR4532596+3GPl5Xi78JnSEnszYO1YC1%20DBtdzkffHWIo+nmYXd/pbTV2fdhJMr+9tney53DwdrH514/0lxDB68oMwNZgPoM+xtBEtzaGw9Nd%20HbTXRrjjKZ5VN3//AL0PFf8APw/+uOs6dfqu3R2AqOP+P/31LP8AH7f+pGp+Lpfr+679f0dgKoII%20vyLuHhcDy7jvFrkFmTIcmKcaEsIxvCD1xYj9YiMSbXd02iSTkvCUICCie+ed5dyHn3Hu03F8keGf%20LwldzWThcmkGq2/yM4OJbdsR6iztvd2F301STN56L0nqjXMfbHW4Fx23zDt7yPLUuQYSI7ZPPLE4%20ywRDvljb0Y4HbVm10LcJabXbrqzOCa54XZ2k5pNzXt3heR2I2it3IXa2AtoPrQmUUhC3wEiB3Zlr%20aYrMSq5ZGrUnskzkMEZSELeLsAuWjf4Fi3Eakcu8F7YWO/da7zvnmdvhTltzQYPEUJYxCrEDixM3%20qhMI66MOjAzlt3E76q/biJds3jskPa+zyPtt3kPtPfy82a43kab3ePnYdylqiDE4xdegjshMSEfL%20qzELDq7K68y+hZhvO/XLuVWM/wAb7ZcQuljcxyY3ku5OJyGSvTjd9XBx0Jtdpk7iTPoOnxWZM3C9%20JlD+T+2ix2/4/PzDt3yXJwcmw8T2bTTHH6dqGLSSaMRijB9C2btkjmJabX/CVtxz2JM+68u2HNI+%20a8Dw/JREQlvQM9qIPshYjd45hbX4NIL6fUrtGYgvuO7jZLBcbLjHGd0vKs1Xnk0hfz1sfABHZsk+%20rbPILiDv9bt1ZYvLev8A9Mz2ufqQ4/8Adtf63Kum7EaPgv8Aen7gfzbU/cV01+N9/wC126z2/leS%20yKGxH98LM/7Pj/lrqad/Hku/bx5r5VQQEHxNKMUJylq4xi5EzeOgtqlEd7d8+w/POLwckw8NiCjY%20kkiCO2IBKzxG4Fq0Zyjpq3TzK4TKSqKxcrkq2LxdzJWi21qUMlicvoCIXMv8TKW4iyZuHNHDu2GR%2079QWed89zF+tibFiaPjuGoyAAV4QJgImeUJQ67Nr7QZycdzv8FftxPVLtm+iQdsLHJ+2fdf/AHV5%20rLS5fjeVqPa4rZsuTyQtCz6V21+yzBETOIvt6M4sO52VlzPWFmOezoFQUN325JzHkHOsH2j4jfLE%20zZeL5vNZONyEwran5GIHEtu2IiIWdt/lHVhd9ZJnPktuJ6tFyT282u1+As807b8jyUOaw0XzV+pa%20KM4LleHQ5Y3CEIujMzltPez+HR/Mr92PZJrn3XVxHuFjc923qc3NmgqyUSuXIxfc0RQi/rhr8dhA%20TK78GvPCiuHdsMj36gs8757mL9bE2LE0fHcNRkAArwgTARM8oSh12bX2gzk47nf4Kfbiepds30SD%20thY5P2z7r/7q81lpcvxvK1HtcVs2XJ5IWhZ9K7a/ZZgiJnEX29GcWHc7Ky5nrCzHPZ49xi5L3S7x%20TdrqWVmw/E8JVCzyI6pbZLPqMBPE+nQtWlERE/K3UnYtGZSTObVvGGg592XudlsQPP8AtzyDIAWN%20libL4+6cckdiA5BAWL0QgEgEi8wGL+O5nFx6s4JrleeX7n4nE9rR7gXIiGmdCC7HVZ/OUlkR9KFn%20+kjNh1/ZTfi4TXlTfGu03N+8+Oj5X3N5Fdp4TIa2MRxrHOMUccbu/ozaSNLEPlImbWMjIXZ3P4K/%20bg+7PTo8+WdnOTdmMXJzTthyC9LTx22fOYLIEMsdiEXdjkcYghjJgF+rOG4R1ITZ20U+7HsYyvLj%20PcPBZrt7W5wUjVsWdMrltyfX0PSF/XAn+LxkBD9eiu3Bryo3C4PuH7gp7ObzWXtcb7aPKUNDDVH2%20yXIwNtd/3h6EDfjJGNmLVgHxdSa8cl254bS77Ty43CWV7ZcsyuJ5HC2oPamjeKwIuxNAZV44HESI%20Wd97GL+Dj8UzTCa9hu7F/nGIvY3kMDU+Ycfl+VzFZh2b+riMrB967uBCbN0Ym6aM7MrcWZh0uKtJ%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFDdsmab3O9y5pPPLFWrRxm/iIOMLbW+rysrp8b7/2m%203ynt/SxO9kQS9o+Xibas2KtG33Qjcm8frZY2ajA9vM0k3ZjipG+rjUcG8fAJDEfH6mXXfr9J+zGv%20Rvu5uAtch7e8iwlNtbd+hPDWFn26yuDuA6/WTMy5bThvXqqz2894+DQdvaXGs/lK3H85x5ip3KmT%20lCpu2yFtICneNif4GP2hduraaO/Ta55ZkxwiOV5tR5b7pOG5bCicmErPLjamU2u0VuSGOUrBQuTe%20YAedg3fHxZZ06rteMev9LU73cvyoRY7t/wAVmYeYctJ4IpGfrUosz/MWiduo6AxMPx8XbqKYzcLO%20JlXvdviWJ4jmuyvHcVHsp4/KtGxaaEZvNWeSU9PvpDdyf7q1Lnb6Uk/xfefy6C5NyPE8awF7O5aZ%20oMfj4imnkfx0HwEW+JE+gi3xd9Fi0kypPj3HsrleBc47p8nj0zvJ8PcbFVi6/JYloDKCEPoeRtDL%206enxd1dpiY792tLneeWUp9rn6kOP/dtf63KtbucQi32j7y5vvHy7kNPINw3FZSL5KvmR9G3akqiA%20RsNeOORjic/SY3NyAx+966rOvRra8x5ZJ+6vY3JYvM5nl1jmnCsjajqZgb7SevWI9dskTyy2SFhF%20nfpIzE/Rx8HVl5xUs4zEe9796U7nEawSa1ShtzsLP5XJyiZi/wDV8FjuvZ0l27oVqHAeOU62noQY%202oIO2mjt6I9en0+K67/Ksa3iNtdw+IvWalq7Rr2rNA3lozzRBJJBI7aOcREzuBafEVhpVHuz/Upl%20P4zT/wBYFZvWLO7mrt97m+ecF4rV41iKGKno1ClOOS3FYOZ3mkKQtxR2Ih8S6eVaRqu6ffjl/crH%200aOdp4+tDj5SnhKjHNGTkY7XYvVmmbTT6GUxzlc8Ydtds71Kh2j4zdvTx1adbC1JbFmYhjjjAa4u%20RmZOwiLN4u63v1rMfHD+9HbHmOVPE8dzsV3IgLn8sUU8BEI/aeP144mk08X2a9OvgpIt4uHMvuxI%207/e/EY2zI7VGp0omb4CM1iTe/Xp8U/Hzt9Te41dmQxRwwxxRswxxiwgLdGYRbRmZQY8mHxEmTiys%20lGueUgjKGC+UQPYCM+pAErtvEX+LM+iDlH3wWZiz/Fqrv+Jjq2ZRH9scgC7/AOAGWZf9ePVrs6c4%20Hj6mO4RgKVQWGtXx9UImHXTRoR69dH6+PVdN/lXPTpFX+7+hVs9n5bEunrUr9WWu7+O43eImb/kS%20Oud6x0nSoZ28ydsPZzn3E+teHI14n+LRyyeZv/vSWvy8SeO7P4+t8dn37H8fUbC8oyLC3zZ2a9dy%2066tGEZGzfRo5G61/yz3dOGAmBATaiTOxM/xZ1lpxd7ZgHF+4fJ42mTfKMGSqtp4PFFKzhpp/o2T8%20fOv0PyX/AF9Xx7q8rYw/ffHZasIHZx1ShbgCRncHOCY5BYmFxfbqPXR2U161duj9/tq90/8A5Vg/%205Pc/+LVRq+x/KMhyr3K43kWRjiiu5Ka1PPHXYhiYnpyNoDGUhM3T4k6ukxL47m1y7oUES7m8zz3E%20ePx5PCcatcqtnYCAsdSeRpBAhInlf0obJbRcWb7Px8UWRzVzjvFznKdzOD5u524yeNyGGO29DDTP%20Y9a+8oCxtDuqRl+L01faBfsJOqXou/tn3d5ty7kR4vN9u8lxamNc52yV153icwIBaL8bVrjuJjd/%20tfDwQWmgIKU9w/ceeKkPbTisb5DmfKB+U+XhdnetWlbSQpPwXOPXTXTaOpu7MzazGbhqccrF7acM%20j4XwXD8aCRpjx8DDPMOrMcxu8kpMz/B5CfT6lra5rESG3NWhqzTWjGOrGBHPJI7MAxi2pOTv00Zv%20FZqxyZ26z/cvG5LP1uxWMPkXBXtlJGOchjrwwWCfQhqTFarFKLiIvo7sTNpuBn8xWZxyu2MpJ2Wv%20hd7zZa73IktVO6hwlDQxViAYKUVVt2o0TGSX1dIx6O+mou7s5+Yldelx9U2zmZbvIs03vDxjS+dq%20/HyKBn+9d2m1dv8A1nTT/rx5Jv28ea7svEE2KuwyNqEkEoE31EDs/isbdK1r1UR7ZOU43j3YC3ms%20zO0GNxNu5JIb+O1thMAs/iRGWgi3i7rpvxJ7fyzpM2+Oz749x7K5XgXOO6fJ49M7yfD3GxVYuvyW%20JaAyghD6HkbQy+np8XdZ2mJjv3dNLneeWUp9rn6kOP8A3bX+tyrW7nFXZjK908d7kuaSdusPTzOS%20OpUG5BeMQAIfRhfcLlYqdd2jfaf7izrnF92tu3slH6Ze8n+omD/6aL/zNEaDtJf53e9zeTsc5x1f%20FchLBE09OoTFEIMcDRuzjLZbVx8fOmvdds8ePNdnNO8XbXhV2KjyXORUrso7xqjHNYlEemhGFcJS%20jYtfLvZtfh4KZMJFx/kOE5DiK2YwlyK/jbY74LML6i7eDs/xEhfoQkzOz9HbVasRsFBRvL++/cbG%205bL4ip2ozGRpVZZq8OVie16U0Yu4tMO2kY7SbzdDf7qnZqzFVp2O7y874v29qYfD9tcpyWjFNOYZ%20ao9hojeSRyIW9OpYHUH6P51qsR1VxjK3cvx3G5S9j5MVcu1457GNm3erXOQWIoj3DGW4HfR9Rb7i%20io73slki7R8uOMnEvzXZbVvHQo3Z/wDE6zt0XXqwPb1DFF2Y4qMYsLFUc3ZvwjlMif8AZd1136/S%20fsxp0/VCu9r+h317S2Y+kp2bERP+03xNp06+EjrOk/1fb+136fX+l8qK527q5WPt97huO8+zEUv6%20M5GgWMtXQE5GglbezvtFi8BIS2t1dtzszuyaXFs8zaZkvklvdbvDwSTgmTxmBy1TkObzdeXH43F4%20yeO1MclmNw3GMTn6YAJOROenhp4qbNa3FygnbieYPZxmiEnFwp5UBdujsxSHr+6dXfpPHdnTrfHZ%20aft6hii7McVGMWFiqObs34RymRP+y7re/X6T9mdOn6oV3tf0O+vaWzH0lOzYiJ/2m+JtOnXwkdZ0%20n+r7f2u/T6/0vlRXPnfrll3nWar9meGaWchcljl5JeB2KGpXhNicDdviJbSPr9AdSLRkmb6NXier%20x919AcD2XwGAoO4Y+C7UpE7u371BXk2btfrBnS/625TXiVf2HqwVMRSq12Ya9evFFCLeDAAMI6eP%20wZXa5rOs4Zaiqr9z96en2S5CcLuJTfLQE7fgS2YwJurP4s6zs1rcJF2aqQVO1PE4YBYI/wA11Tdm%20+JSRMZv0+LkTuum/ViJksq554k3yHvC5XWqs4wXcW01kG8HN46x73/5X+VNOli79qsrlHfXtPxbM%20Fhs3yGGvko2b1a8cViz6bu+m2Qq8cogX0iTs/wAUnKYTajepX6cN2jPHap2QGWvZhMZI5AJtRIDF%203EmdvB2QeyAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIOfHyVLgnupyM+XmGlieaY2P5W1I7BD8yHpg%20wmZaCz7oSb7pN9Kul6w3xxfHjolHub5ri8F2xyWIOYSzPII/kcdQHzTSNITDKbAzO+0Q16+GujeL%20ss2Z4izjmpr2x45Nxvt7x7B2P+s0aMMdlvolcd0jf+uTre15Y1nDd5e5ZpYm7crV3uWa0Ek0NRic%20HlMAchjYmE9Nztprtf7ixbiNyZqmeH8f7Kd8Ma3MspxqtHnxJ4crTjtTjLEYE+x53geq0rmDM7GY%20eHl18q1jHMTPZq8FJheX+4vG/opBB+ifb/GyQtYpDGNT5iyxj6cTxts0/GdNv4JKa979F24xHtyz%20tJ36PulmeacP5HiaDX4wq1CuM808VUBH8Uwy07IRs8guT7H6/FScF5Vl3Z4/7gKnKeDxct5Njchl%20bOQ2ccsVowEK9n1IW3zM1ODUdzg/UT8PD6da9T/m+S2+e9q+9HMO12H49ks9jLHJa98rWXtG5R07%20EQEb1w2RVWE9moaiUTM7t8VO8TtUZ5bxD3Y1+I5g8tzPCz4eGjYe9VhhiEzrDEXqAGmOj0dw1ZvM%2033WUrWmczDP9puL7oBxzHZC7l6kvAJK9oMfiAAWtR2PmftmXoCW3cMn/ADz+LdPo3fVhYvCO79Xk%20POuR8LyNAcNmsFM4VoJLHqlcgZ3f14xeOLb5Np7dS6F4qSZmVvFwhnuuydfIcZxPBMfIFjkmfyVU%20a1ASZ5RiZyb1SFn1EN+g6v08fodZ+3NjWcS1rfdr24u5Pt7ic1QAp5uKi4WoxHcT1JAAZJOja/iy%20iEi/a6v8E2vOU1nGGF2T90fA6nCaGC5jakxORw8EdWOz6E08NiKNtsbj8uMpiYgLMbELN8Wd/Bt7%20XPLMQDvL3yzHcHneFxnbixfqR0pDrY+3WOSrPasWiEHNmBxMY9oszbtH0d9zN4LOstrW1ki5vc3X%20v1vb9PXyFl7l+IseFu24iPqyjKDGe0GEW3Fq/RlN+vHma9Gx9qX6kML/AKa7/rci1WYhHve/orxr%20+PTfkVzvyntf4bnx8eqxcNwXGc57D8b43k7VqpQtYvHFOdIwjlJoogNh1kCUdrkza+VdfyT/AEzr%20cKiylLg2R7+8U4vwrG1ONy8Pt6ZfIEVWodx4nBxiiET32TJgcdXZz8z6tozuppc233/k2mJh9e9D%20gl97GJ53SAjrwRjj8iQjr6TsbnXkJ28BIpCHV/jp9KzLZWusTTgfu27Z3uN1S5Rdkw2bhAYrkBVr%20E8chiLbpYTrhM2wn+B6Oz9PDq+rjsxFQ5PutzXuh30xT8Et38LVd4adZo5HB/lYpHmmnsxi5REPi%20TgW4dGZuqfjnPK73tFme8fgN/McRx3J6IFPJx8pBvAI6l8rY27pdBbwjMB1+hnd/gsXq1OjB7Ke6%20fhNbhtPB82tSYvI4iEK0Vz0ZrEVmGNtsb/iBlMZBFtD3Do/iz9dG6bXPLEQX3H9+cb3CGlxHh8U1%20rFx2AlluPGYnbsaOEUcMJM0m1t/3zMRF8Omr4xmt5xHQHAu1UlDsRFwPJP6Fu/j7Ed9+hPFPd3GT%20dOj+mUmn7C1v5RnXhzR2T7m2uzHOcvgOV1Jgx1iRq2UABd5K80Du0c4A+3eDsfXTq4uxDrpo6XML%20MVeHPPdx21x/HbB8UuHm83KJR1IWr2IIojJuksxWI4tRH8ENXd+nRurZqzHdBPZnwnKz5vL88vxm%20NUojpUpzbT15pZGOcx+lg2MLv4au7fB1uTEZtzWD3/8A70PFf8/D/wCuOsadfqu3R2AqOP8Aj/8A%20fUs/x+3/AKkan4ul+v7rv1/R2Aqggq/uHwvkuX7t9u8/jqfr4nBHdLK2fUiD0WmjAY/IZiZ6uL/Y%20F016m3RaCAgqnvh3VyvGhocT4hC17nnIn9LGQNtL5eMn2vYNi8v07N3l6ORdBdndbhZiTNZPZvst%20R4JXmy2UnfL81yrOeXzMrvIW433HFCR+bZu6kT+Y36v00Eb7Jeeas1QRTuvjsjku2nJ6GOEjvWMb%20ZCAAd2IieN/K2nxLwWdujWvVC/a5ynjeU7U4rFY2eNsliAOLJUdRaYDKUi9Vw112SbtWLwfq3izr%20pt5ueqMd0MnQ5F7ie32J45KNjM4OaWbNWK7iXowMQkUMpM/iwRnuF/Dd+2U/H1t9GtumHt3ZuQcL%209wnCub5A/l8HkKsuJv2/vIybewvI/gw/jxLX6Bd/gprebPNdpxL5eP7WX3Y59guKdvclmbVyJvmK%20skeKFiYnszzRu0QxM2u/XXc7t0Yer9FnedjW857KWxPZLnWd9u/FcBhbdWhcsW3zORhyBSBFJFLu%20OADAYp92jPGTgQ6fSt7dZ6M69L6vflvEPdjX4jmDy3M8LPh4aNh71WGGITOsMReoAaY6PR3DVm8z%20fdZZremczDP9puL7oBxzHZC7l6kvAJK9oMfiAAWtR2PmftmXoCW3cMn/ADz+LdPo3fVhtuC/3p+4%20H821P3FdNfjff+126z2/leSyKGxH98LM/wCz4/5a6mnfx5Lv28ea1sNw/jvGclyDkQm/zuame5lM%20haKPUI4o2EYhkYQ2wxiGrMTvp16q9Idah/Yoa1ouX8gxNZ6fF83mCsYKHY8QSRxwhFLZjB2HQJ5Q%20cm6KyY1kS/KrTUHjcjOSnPGDamcZiLfS7i7N4qXosV37eOH8i4j2vo4TkNT5HKQz2Tkr+pFLoMkr%20kL74SkDqz/StW9GYspRWi53gi5BwrO4QGZ5MjRsVo9fDfJGQh/8AW0U26Lr15Vt7V+X0Mn21q8ck%20nYc9x05qt+hI7DMANMRRlsfzbNCYddPtM7LdueWcYuGjzOSo899z3HaeGmG5j+E1Z7OTtRPujGwT%20u3pMbdHcTeNn0fx3N4s6zp1tXfpI6CQVb3U55xilynC8C5lhYLPGOUxSCeWty7YYpgd2EHD030Lc%204aSNKLi5a9NNUkzcL0mUf57x3s92Z4Tmcpg8VVo57KVZaeLGSWSzalklB4tIXsSSyCA+ruk2aNp4%20/BTbmY811nOfJuOCduL1f26R8OtRPFkb+JstLDI2jhPdY5WEtGbqBSMzrX5PRn8d55YftX5fQyfb%20WrxySdhz3HTmq36EjsMwA0xFGWx/Ns0Jh10+0zsrbnlMYuGjzOSo899z3HaeGmG5j+E1Z7OTtRPu%20jGwTu3pMbdHcTeNn0fx3N4s6zp1tXfpI2/ebuPym7yGv2s7dE36V5IN+UybFtbH1SbV33trsNxfc%205eItptZyIdEma10TPtP2l4724wT0cdrayVrSTK5aVm9azK3+HbGOr7A16fHUnd3rPq13uF4Jb5n2%20uyePoi8mSpuN+jEzavJJX1d4xb8I43IR+tY282tb282N2H7v4Dm/E8fSO7HHymjXGHJY2Qts5FCz%20A8wCT7jAtGJ3bXa76P1XTbnlznHDO70d28BwHi115Lsf6R2YCDD40CYrByyMQxyuDeYYxJndzfp0%200bzaMsXyjpPO9Gtx/Eeac07Cy4Xmtv1uT5umcpSTQxQ+hIRerVA44giZnj2hv6a66q7zyZ0vLQe3%20HunjnwNft3yaUcTzDj5Pjwo2naIp44y2xjFufQpAHyuLdX03N0V6zMTpcVbXLua8X4hiJMtyLIRU%20Kga7PUJt8ps2vpwx/akN2b7Is7rNrUimvbvjspyvmvKu72TrFVgzZPSwcRt5vlgIWIvj0FoYw1bx%20JiWpMa89aluatDG8d4V264nlprEjBizks5HNX7uw5ZynIjkeZwAPU+1sEduumg9Vm9MLOa1PYHH2%20qfbmA5Kp0Kl65dvYvHyNtKvRs2Dkrx7fh5H3N91asxJL1wz3tWMoogICAgICAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC%20AgICAgIIzz/txxLnuG/NXI6frxA5FVsRl6c8EhDt9SKRvB/qdnF/izqYWVCeCe17tfw/Nx5qALmV%20vVyE6ZZOWOUIJB10kCOGKAXLr0c2LR2Z20fqtSosXl/F8fyrjOR47kJJYqWTieCeSu4jKwu7PqDm%20Jiz9PiLrNmVlw8+F8SxvEOL0OOY2SaajjgeOCSyQlK7OTn53AYx8S+AstW5ZkwrfmXtT7Wcozk+Z%20P57E2bTvJaix00QQySkTkUrhNFPtIteuzRvq11WZMNWrD4RwLivCMKGH43RGnUZ98paucs0j+Mks%20hakZP9fRm6No2jLVrMiQKKiPNe2WB5hmeO5bJ2LUNnjVr5ygFY4xA5NwHpMxxyO46xN9lxScXK54%20wlyIwc7iK2awt/EWiMK2Rry1ZzidmNgmBwJwcmJt2hdNWdLF1uLlreBcJxXCeK0+NYqWeejR9T0p%20LRAcz+rIUhbijCIfE300FW3KI73M7E9v+4kkdrNV5a2UiZhHKUTGGw8bf82bmMkZj9G4Hdvg7dVn%20C5eHbX2+9ue310sliYJ7uX8wxZLISDLNEBszEEbRhFEPh9pg3dXbdo+i1lFkuzOzs7as/R2dQU1y%20v2m9o+QZIshFDcwkkjkU0OLljjhMifXd6U0c4hp8Gj2j9Ski25SPtv2I7ddv5Wt4WlJYyzCUb5a8%20frWdhu76DowRR9H26xxi7t46rWWcN73D4Dh+ecXn43l5rEFGwcchyVCAJWeI2MdHkCUfFuvlWbGs%20vrt9wTEcF4rV41iJrE9GoUpxyWyA5neaQpC3FGEQ+JdPKqjV90+0XG+5WPo0c7ZuVocfKU8JUTij%20JyMdrsXqxTNpp9DKY5yueMNZ3GxHOOM9pYqXbWzO2V4/DXCsDww2rFirXH0zj2HGQlI4ebyAzu7a%20N46K7W5ya4UryruLN3xyfDuOcbwFyrnsTeiu5vIzxgIUmjZhm2SATk0e/r59ju4izM5P01r8s9mb%200s7urrVOrcqS07kIWas4PFPBKLHHIBNoQmJasTO3izrKqVzns97RZPIHcrlksRHJ406NiP0GL4kL%20WIrBtr9G7T6GZSRbU+7d9o+Cdvqxx8coenamAI7eRnN5bM2xvEjLoO5+rjGIjr96tZZwmJgEgFHI%20LGBs4mBNqzs/R2dnUVTPKPaV2hzuQe7BBcwZG5FNBi5gjhMjfXX0547Ax6eDDHtFvoUW1vu3ft77%20Z8EtBfxlGS7l4t3pZTIm084MWn72IjHCDt4MQxsWmra9VrLOFkqKg/cXsv297gC0mfx3/aIRvFDl%20apPDaAX8PO2oybfvWlEmbV9G6qYXKDYb2ddosfeGzZLJ5aIWdvk7tkBhd38Cf5aKtJ0/z9PpZ1qV%20F1UKFHH04aNCvFUpVwaOvWgAY4owHwEAFmEWb6GUFfcw7D8Q5XzzH82yNzIRZXGvWKCCvJCNd/lJ%20PVj3icMhvqT+bQ2/YScF5WQgren2G4hU7nydx47mQfOSTSTlWKSB6m6WJ4SZgaFpNNpdPxnimvBb%20lZCAgICAgqbuJ7a+E8+5NLyLNZLLR3JY44WhrTVxhAIh0ZgGSvKTfF383i6ki2oz/Yq7Wf8AzXOf%20yin/APCKotTh3bfB8T4M3DMdPalxbBYj9awcZWNLRER+YI4w6PI+nkU2mZgnFydte2+D7e8cfAYW%20e1YpvOdn1LhxnLvkZmdtY44h08v4K1blJEM5t7We1fLMxJl5IreHuWCKS3+a5Y4o5pC01Mo5o5wE%20un/NsOru7vq/VZkXKU9tuz3Bu3daSPj1QvnJxYLeSsn6tmURd3ZiLQQFv2sYiz/FtVrKYb7lfEuO%208sws2F5BSC/jp3ZyhNyF2IfsmBg4mBN9IuzrNjUqq+Oe0XtLhcvFkpWv5doH3R0shNEdbexMQkQQ%20wwuemn2SJxf4s61LhKutmZmZmbRm6MzKDBzuIrZrC38RaIwrZGvLVnOJ2Y2CYHAnByYm3aF01Z0s%20XW4uWt4FwnFcJ4rT41ipZ56NH1PSktEBzP6shSFuKMIh8TfTQVbcoxMT23weM59mOcV57RZbNwR1%20rUEhxvXEImBheMWjE2f8W2upukvGC8pWoIlW7Z4Gv3JtdwQntPmbdNqEldzj+VaJtnUQaP1N34tv%20v9PqSTGVtzj0UrzvvDwDlPPL/GeXZ98Pwbj87RWMbFBakly9yE/O0514pNlaIx02as5P1+ja1vcv%20HEXZ2/7icB5jRmbht0bdPGenBJHHXnrBEzi/pgIzRxdNo9NrdFbnqz6JWoogICAgqnuD7Z+2fN8y%20WZuR28Zkpncrk+NkjiawTszMUoSxzhubT7Qszv8AfaqSLalXbrtdw7t9ijx/HKjxvPtK5dmL1LNg%20gbRilPRm6fARYRbV9GbV1q1HjyrtVx7kvMsBy2/YtxZHjhbqUUBxDAb79/40TjM36/gkymvFyXmY%20Z/PO33FudYMsNyOp8xW19SCUCcJoZdri0sRt4E2vx1Z/izspYsqBcJ9q/avimaizEYXMvbrux1By%20csUsUUg+EgxxRQCRN8N+5mfq2j9VqVmxcCiqp7g+2ftnzfMlmbkdvGZKZ3K5PjZI4msE7MzFKEsc%204bm0+0LM7/faqSLalXbrtdw7t9ijx/HKjxvPtK5dmL1LNggbRilPRm6fARYRbV9GbV1q1EC5Z7UO%2033KOSZDkOTyua+eyUxTzjHPVaMXfowgxVjJhFmZm1d+izJhbctT/AGKu1n/zXOfyin/8Iqi7OMcf%20pcc47jcDROSSni68dSvJM4lKQRCwi5uIgLlo3XQWQV7z320drOZZCTJ2ak+Kyc8nq2rmLkGEpndn%2019SOQJodSd9xEIMTv4uphbXnwX2w9quIZMMpDWsZfIQSDLUnykgTNAYs+jhFEEMTvr1ZzAnF2Zxd%20nWsotlQQLuP2P7edwX9fO0Sjygh6ceWpn6NoR1Z9HfQo5Og6N6oFtZ326KYXKJcb9onaLDZEb1gL%20+a9PR46uSnjKBjEmJicK8Vff9nRxNyF2fqLrSLkggp0aYQV4grU6sbBFDELBHHHG2jCIizMIiLdG%20ZS0cxN3r7W815dJlue59qnG8Laf9HOLNVtzRzHH0a/eKKGQJCf8A5uPXQW8fjuutxz3/AG/+V28u%2037//AB+7ofhvN+L8yxH5341d+fxzSFB6/pSw/jAZnIdswRl03N8EsTLeKAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI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DiBgr13dy1KWObyvIZaMLNo+r9Xfp0vZmV49w8dSxnur4zjqMTQU6djCwVoR8Bjj9MRFvuMy%20n4rna/X9mtpxPb+Vge8XuNlcHx/G8VxcxVjzrSnkZoy2k9WLQfR6dWaUj82niw6eDusd8LOJlW+Q%209nnKq3An5DBlguZwKzWz4/FWMndtN7xRziZEcm3wH0updNfitbcVnXle3YmPuxD2nkx3JKRU85Vj%20IOPS5ExZzgKJnrtZEPVljeI/KTGDEw6dFd+Z6prxfRTOJ9ofPuQXMxlOc8hjxNz5gya3sbIPabq5%202SP1oPTB/vd/m+kR0bWYkjV5rUe2G9c4530m41UyIXsZba3UmmrHvq2flhKSKcNpOL/vb7S69Cf6%20VrTmVNpiu2VkEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQcYe4I8t3M79VeE4MwI6ADj67yk7QjM4vPYkNxY3ZhboWjP8AZU1mbau1xI8v7FXd%20P/5rg/5Rc/8AhFUbT2n5i5xPunn+BZQ2GS00sO1nfa9zHmTPs3ML6FHvfXTroy1LnVLMVru4eTm7%20Ze6Z+U5KvJLjZpxvh6ejnJWswPBK4a6NuA9+jO7eH16rP4+OGt+eU57y+7HDw4mhD2zy3zOUOw0l%202ydQ2iCvG3WIhtxhq8hO3UG6Mz9WfRO52bXvdS5hy722VcxmaUUOdg+Xy9+nWGSMIovMz6BIchM8%20cMrEbET+DpvMXx46ml4qoO1N72unw1g7gY2WLk1R5GkkY8mTWxd3KN42qyekDsOgOxbevVXbHZmd%20Vp+2m32ez/IrmQ4pwi3x/M4yI2O8V2e5WaCZ9gC5SzfvsjM77fSfTR/MrOhcZV93dzNPjvuvr5vJ%20l6WPqWcbYsSszlthGGMTPaDET7dHfRm1U/Heb47N/kmZPHdPfcxbxHcXs3S5dxGd8pjcRkHOxMEc%20sbjE4lDK7xyiBttNw1dx8Ovgs7TFlSXMsevZn3N9s8d26xWH5LdkxOUw1cKTxfL2JwmCEdsckZQB%20IzbhZtWPb5tfh1WqzFe8Av2+6/ueDllClJDiakw3pd+jFFXqxNFA8js7jvkMR8rO/i/izappxmrv%20c4jy7lZSTtv7pi5RfqnLQexHfEQ+1JXsV/RlKPc7M5CTno2umrLP48Rd5lM/cF7iOAck7eW+N8Ts%20y5a3k3j+amaCeCOtDDKEhOfrhG5OTiwttbTxd38GdV1uGP2o49d5D7TOTYqjE81yWe1JXhbxM4PS%20mYR0+L7NG+ta/J0njuz+O83x2Vr2Tt+3h8Zdqd0KJjkQl9Wlkd+QeM4SEW9HZRLoQkzlq4dWfx6J%20xhO6zeyd7sHn+5bU+L8Fu0sjjZDs4nMNdszxejCzt69iOacfS1d2ER2ydS66JrnGTbHRpveezP3A%204yz+D0tH/lDqfj//AE/Ru/H9f4Xd7kmZuxfImbwaGszfymJTZfx9fpf2QL2s4o8v2F5Jig0337V+%20sO7Vm1lqRA2rt91b/J8Z7fzWdLjbKi+0Ddn8dnstiO7mMlZo39OvZ33G+WngIhmikjpGxvufTrtL%20R2+CkssS5lWPxK97Zcx3Oq8c4/wW7cjOaNsTmYLt598wOxlJJWsTwlHDGwuTk7u+jfYTTKbYTP3D%20c87Sy8mocN5zxm5PIBg7Z9iau1WtZBxezVkieSWdgP7URht1HXQnZmeTmtXiKX7vdp+1HGcOWY4f%20z6tmXI4oocH6ta3ady13yPNVMWERZtfNC30btdFORcMeV5BlPZtbuZ2WSe4VOQI55nd5Dgjt7ISJ%2036v5Bbq/i3VPy/0fj6/r+zM9od75DszmL3y8tr5XI2pvlq4sU0mytCWyMScGcy00Znduq6b3ie38%201JM1AY/7NfdjkeZmtjN2/wAgBPPBdmtwVorzmLMRywzNJWiMJG1eOM2c9XLV310xjjhc88oTxzFl%20wbvtgMZwjkwcjYrVSGbI0B2Qyx2DH5iAmA5wMWj+07ETN9Tj0unVnbo74UVR/vD/AFQ/+I1v8hrO%203WNa9L47oT7ePcX2+4529g41yu2eLt4o5GrS+hNPHPFNIUrbfQCRxIXJ2diZm8NHfrp02uWIiXAM%20tJ3M91EXJsdXlhxwWHvO0jNvjrVK7RRvJt1ZnMmDVtfEtNVNOM1d+eH17gMsPHPczj89ciN6lI8Z%20dJhbUjhhdt7hq7av5CZuvip+O4t8dmtuk8d2y90HfPgvNOL43j/FLh5F2ttcuWHglgAGjjMBj/Hj%20Gbk7ya9G00bxU7kuIvb27tr2S4y3/wDayflpF036/Sfs569HMvtx7hcV4F3C5BY5Vc/N9SxXlrhP%206cs/44LAvs2wBKXVmfrpp0WdbPt/R0/JP92+7f8AvEswWuc8Ss1zaSCfHjLFI3gQHO5C7a/Szp+O%20Y/J+n7pbnWePJcHuu/Uhkf8AT0vy4rF6wnSvf2pfqQwv+mu/63It1mKb7q/3vMF/HcR/lBPxfK/X%20/wBW9+k8d2497mAyG/jPI4gcqcLTUZ5G8AlJ2li1b9swn/gWZxtk6xJsh7t+Bf7tpLeOtSxcyKl6%20cGJKvITx23HYxPK4fLlGJef7fUfvdfKrv6M6+rG4L3o7pX+xPJ+aZeGtNaxYehhroQemc0jOwy2J%20g3eiTRlI32AFvK7aJvxF0map/t/mO0PJnnzvejkuXv52tMY1cfMVmWvNVINwgxwRySBpKRPtGSMW%206fDVMSRM2vb26WMBY9xVefEVTpYiU8gWJqSkRnFE8MnpAZORu5NH46k/3XWtOl9v5ht1mHcyyCAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIKy4%20h7feGcY53Y5tXuZG/m7BWDJ70kBxDJad3kkEY4YiYtHcW83g6a8TBeas1BWN32+cNs9yx7hx3slU%20zjWY7bw15YBrPJGDA7OBQEe2QR8/n66umvBeUk7hdsOG8/xgUOSUvX9De9O3GTx2K5mO1yikH9h9%20pM4u7NqL6JhZUD4n7Te0/HcxFlCG9mJYHYoK+SmikgCQSYhP04YoN7tp4HuH6lZcM2LklhimiOGU%20BkhkFwkjNmISEm0cXZ+js7KVVJ5/2gdpMtlJb8D5HEDM+4qWPniGuxO7u7gM8M5Drr9li2t8GZSQ%20WbwfgPFOEYUcPxuiNOpu9SYndzllkdtHklkJ3IifT7jeDMzdFq1JEY7n9geBdxr9fJZn5upkq4NC%2092hKEZyRC7uISNKEwOwuTuzsLF9eizhrPCQ8F7c8a4XxIOLYuOSfFs8jzfOEMxzPN++ep5RB9zdN%20GFm0+C1blmTCuM97P+0WVyJ3K/5xw4SN5qdCxH6G7V3cmaxFYIddfBi2t8GZZkWrK4L274hwbFPj%20ONUBpwyOx2JXcpJpjZtN8shu5F9TeDfBmWrUkc7e5/m9CHmJcZ5rxUMlhBgiscfy9Kc6WQh9XQbB%20NMQ2YZG3A7emUbN4O/wdZnVu9IrPMc07KYngGZwHBcRmJc3nHiitZjOfLb4q0cgzPHE9Y3HqUbdG%20AdddSJ9osrU1uHTftW4/dw3Z3HPcAopclNNfCMm0dopSYY30f8IAYm+p1rbtGJ3fHM/ar2p5RmJM%20s8dzDWZ3c7QYuWOKKWQvE3jminEX/wBHtZ/F216rEmG7Uw7b9puFdvMfJU47UIZrDD85kLBerZnc%20fs7z0EWZvwQER+Omq1lnDU9zew/EO4uZoZbN3MhXs4+L0YQpSQgDjv36k0sMz66v8HZTXi5at4wl%20PN+GYvmPFLvGcnLPDQvCAzS1iAZmaMxkbaRhIPiDeIpSXDX9se2WB7dYCXB4SxasVJrB2yO6cZyb%20zEQdmeKOEdukbfBW3KI53E9uHbTnWTfLX4LGNysj62ruNkCEp9G0b1QkCaN3/bMDE/xdZwuWw7Z9%20i+Adujls4OvLYycwvGeUvG0tj03fX0x2DHGA/wCYDO/xd1rLOGz7idquE9wceFTklH1ZYGP5O9CT%20xWa5GLs7xyN4/TsNiB3ZncX0WcKrzC+zvtHjsjHcsHk8rHHq/wAldsRegT/By+XhryPp9G/T6dVq%20Uq0uU8JwnI+H2uJTsdLEWoBrbKXpxFFFG4uIxM4GAs21mZtumim3Ky4YHbHtlge3WAlweEsWrFSa%20wdsjunGcm8xEHZnijhHbpG3wVtyiH839rXarlmXPLSQ28PdnIpLj4uWOIJzPTznHNHOAv01/FsOr%20u7lq6zINx227A9ue39n5/EVZbeXbcIZTIGM04AbaOMbAMcQdNW3CDE7O7O+i1lMLGUVFe5PbjB9w%20eOfo/mp7Nen6wWPUpnGEu+PXRtZI5R0834KliyoJmPaf2oymJxtAgu1bGNiGBsnWlijs2Ix3OzWN%20YihN/N9po2Loza6NorUnTCa9tu1HDe3eMko8drE0lh2K5fsE0lmdx12+obMLaDr0EBEW8dNXd3uT%20DE7n9luEdyIazZ+KeG5U1GtkacjRWAAn1KPzjJGQu7ffA+nw01dZwuUVh9p/aiHi9jAxhdaS1IEk%20+ZeWIrztETkMYmURRAHXqwRtu6a66K3lIsrhfEsbxDi9DjmNkmmo44HjgkskJSuzk5+dwGMfEvgL%20K25STCtOUe07tXyDkVnOSlkaEty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Tbo5DEm1Z9erIN7XsQWII7FeQZ%20oJhaSKaMmIDAm1EhJtWdnbwdkH2gO7Mzu76M3V3dBhYjO4TNVXuYbIVslUY3jexTmjnjYx+0O+Ny%20HVterIM1BgYjP4LNRzS4fJVclFXkeGwdOaOcY5RZneM3jImEmZ/B+qDPQYuUy2KxNGS/lbsGPow6%20erbtShDCG52Ft0kjiLau+jaug969iCxBHYryDNBMLSRTRkxAYE2okJNqzs7eDsg8sjksdjKUt7JW%20oaVGBt09qzIMUQNrpqZm4iLav8XQfVK7SvVIbtGxHap2AaSvZhMZIpAJtRIDF3EhdvB2QeeTyuMx%20VGW/lLkFCjDo81u1IEMQM7sLbpDcRbV3ZuroYa/C844XnbRVMJn8blLQA8h16VuCxIwM7M5OERkW%203UmbVBukBAQUV3z5hy3Nczw3aPhlwsbkcuDWczlYycTgq+Z9gkDsQ+WMiLR2d/KOuhOpJm+kXOJ6%20tnhvab2Wo42Krdxc+WtAz+pfs27Mchu76/YrSQRMzeDaD4eLu/VVEb4vxDmfZ/upRwuBjyec7aci%2019WNoZLLY6d3275DjFxj0Jx1N9u4HfXVw1V1val842nfT9bvaP8AnKf91Arp8vpTb4/WLyWRQ3uZ%20/pN2u/2gh/KwqT5Tx5LfjfHmvlVBAQaHnfLqPD+IZTkl1t0OOgKUY/B5JH8scbfWZuwqWrJlGOxv%20GbuP4l+kOadpeUcsNsvmbDs7EzztuggbdqTBDE7Cw66M+ui1ZjjyZznlVuShznfzuTmcA+TsYztt%20xaT5a1HUJhO5ZE3Zi6sQE++NyFyYmEWbRtS1U1mZlra44icZH2odk7WOlq1sPNQsmG2O/DctHKBf%20hMM0ksTv90NEqRj9hZe4+Aymb7f8vgvXaGFLdgORzQStXnras3pNYJnB9BISAd5OPmHXQWVzmZ7p%20jFYnBf70/cD+ban7iurr8b7/ANrt1nt/K8lkUNiP74WZ/wBnx/y11NO/jyXft4818qoOzO2j+CCn%20OFWP0B7vZPt6Xk49yQDznFw0dggmd3+cqB8GHUXkEW6M33U15mPL9l2658/3XGiIl3W57BwTgmT5%20IcbTTVQYKdcn0aSxKTBEL/HbufUtPgzqWrIqHtx7fa3NKMPOu7Fq1ns1movXhx5zyQwV68r+pE34%20l45GJmfVgEhAWLTa79Vq644T7s8vTuR7dafF8e3MO0bXMNyfCs0wUKss1prUbPrIAjKUsjm4/eau%20Js23b11UzYuMrWxPPjj7YBzPktCfDzVqJWcrQsRHBLHLCztIAxyMx+cx/F6+LOyb8JrMqW4D2wyn%20euw3cTuXbnPDTSyfmDjkEpRwjAxbS1JtCAC2aeTaZu25y8FZrjr1Lc+yXcn9pnbG5j9eLxWONZuu%20XrUsjXs2JmaUeoeoM8kj7WLrrG4kz/H4LNz2OGT7e+5HJM1HmOF8zd35fxWX0bEx6brEG5wEydtN%20xA7aOX3zOL+Lu61nMyWYuEd7o5jlPc3uWfaXjGQLF4LHQ+ry3JRO+4xJmYoOjjuHbII7NdCJ33dB%20U1mee0W3HHdJqXtQ7I18fHVmw01ycAcSvzXLQzG/4ZDFJFDu+5GzfUlSILj4897f+4WIwhZKxk+2%20HJJfQg+a2uVKwZMzvqLMIuLkxE4sImLu+3cKutz/AJv0LMTKUe7T+hvHP9oKn7iVXT5z3L8b7LwH%207LfcWRSHvD/VD/4jW/yGs7dY1r0vjuujG/8Ad1X/AEMf7llu9WJ0RLuf3J/QaHAy/m784/nvKwYr%20T1vQ9L12J/V/e5d+3b9np91Sc3C3iZTVBX3d3uuXBalGnjsTYznJs28kWFxlcCJjOJhcyk26ntFi%2010Fnd/qbzNObcRZO9VJ7eA5kHfXmY8zlaXkj4+E8htJjECleGQYhcfLpGBsOg9G06a+K3rP833/t%20na52jpxZVh5rD47NYm5iMnD8xjr8J17cG4g3xSC4mO4HEm1Z/Fn1QVlZ9svYKrWls2OODFXgApJp%20Sv5BhEAbUid3seDMyWkitfbx2041n+f5HuNicWWI4ljJzr8WovJOZSyCOw7JnMZm7MLv5ddNxafe%209brxM+Zti3Dfd2cdJ3A784DtxmLclbitWg+WnqQm4Pblbf0d2bTwDRn+A7tHZ3U1mbb5LbiSebUd%208uzHEO3PGIOf8B9bj2bwNqEgaOeaYJmmkGLR/XOQmdt3gz7SHcJM+vRnFMcOiONZgstxjF5maP0C%20vU4LckT6+R5Yhkcf2NVreYtjM6OVO+fdLmvcTiGUt8dxs+M7bYuSILmSs/izyMxTjEAA3XUAk67R%20d/DU3Z9orGOlb6cOouBf0H49/NtT8gC6fk+V93PTpFGZHjNTuv7h8/g+XTSScd4fWi+RwsckkQyl%20MIOUhEG0m1c9ScXYn8ja6Msazi1va9I1fdngOD7L8h4tzjgHr415rwY6/h2mlmjsQmzyG2sxSSec%20Q2kLu7a7Sba7dbp8pPNL0Wd7n317H8gfw1+VfT/3qJZrWic8C/oPx7+ban5AF0/J8r7uenSIt7if%201L8p/io/lQXLfp+jpp1/X9mz7L/ql4f/ADRT/Iit1iJmoqje+fNeW5PlmH7T8HtPRzWZH5jLZMCI%20DrVOr6CY6OOogRFo+7TRm+0pJ919ItuJ6szAe0rs3jsZFWyWOnzV0es1+xasQkROzasMdaSGMR1+%20y2jv9JOtVmINyfjWZ9vOfpco4rctXO3uStNDncJOTSNC8ngQv067W/FnoxNtYSImdTW84vRbO8dN%20U7de5Ugt1jaWtYjGWGQfAgNmISb7rOrZglQ/lvcn9Hue8S4n+bvmv0pKyPzvren8v8sIl+9+mfqb%20t34Q6KTml4iaoObjwEXevvZyCpyGaWThfCCGpXxcUhRDPZInEyMhfd5ijPVxdn0YWZ26prOM1dsz%20hi9z+3eK7K5fB9yOB+tjsdBbipZ7EerJNFLWmfUnYpTM/Nt0cSd23bSbRx6pcXF6VLMzh0xBNHPD%20HNE+6OUWMC+kSbVnQRfurzCTh3b3N8jhYSs0a7/Kibai88jtHFubpq2821UrWszVR9rvbjwvkXDa%203J+eRWM5yTkcbZCxalszxvE1ht4MLQmG4tpM7ue7r4aN0WrrjhnNvNZXYx8jwTuVyTtFbuy3sTWh%20bKccln03DCbi8gdOja+q2rNo24SJmbckuZ6wsxfd49/sbS5d3g7ccIuA89CUrFzI12Ig3Q9HdnIH%20Eh1Gubas+v0Opr8ufJbma/Xx+6Xj7XexQkxNxnR2fVn+eyHi3/vCSotMBEBYRbQRZmZvqZBzH7qe%20Z5fO1MrxDjpf9l8bhhv8vtauI7ppACrUbRvMWp+o7eHT9q6z6tydu68u0v6r+J/zRS/IAum/WucY%203dvuAPCeJSXa8b2c5fkGhgaItqU16fyxNp9A/aL7mni7LF8o1PO9FP8AtLpZmjyzuNUzc3zGZgtV%20wyM7E577DHY9Qtzs2upa/BbnxNs55fvu2w+WzPJ+3uLw8rQZW1YtBRmIijYZtYHAt4s7joTdHZZm%20c8F+P1Wh2Q7lFzfiTfnFvQ5RhzejyGkTbJAsx6jvcPFmk2u/1FuH4LV84z04qE+5n+k3a7/aCH8r%20CsT5Tx5NX43x5sj3a/0N45/tBU/cSrWnznul+N9l4D9lvuKCkPeH+qH/AMRrf5DWdusa16Xx3XRj%20f+7qv+hj/cst3qxOjIUUQQrtr3J/TWbkkX5u/N/6PZWfFa+t63reg+nq/vcezd+D1+6k6ZO+GV3V%205hJw7t7m+RwsJWaNd/lRNtReeR2ji3N01bebaqVrWZqo+13tx4XyLhtbk/PIrGc5JyONshYtS2Z4%203iaw28GFoTDcW0md3Pd18NG6LV1xwzm3msrsY+R4J3K5J2it3Zb2JrQtlOOSz6bhhNxeQOnRtfVb%20Vm0bcJEzNuSXM9YWYvuv1QUN3/u5blXOOK9o8fbOjSzu67np4ukhVYtztGz+GmkRvo7eO1JM30i3%20iZ82P3F9r/Bcdw6xleEw2MNyfBxPep3o7M8hzSVh37TaSRxAi26iUe3aWj+HRS7Y5NZnhZnZrm8v%20M+2uF5BZJnuzQvFfdm2s9iAnilLRvDcQbv2VvZmKR7N9r+D9z8zzrlfK8c+Tjmzk0WOf17ELCDO8%20j6ehJFu1GQG66+HRZ1+Ma3z91i7uF9mO2vCcpJleMYf8335YXryTfM2ptYiIScds8sg+IN101Vyi%20U5rMY7C4m5lslM0FChCdi1M/XbHGLkT6N1fo3gs2rJlyfw/N8o5J7mOKcqzkb1q2er2bWCpEWpQ4%205obEcDE3gznsc+j9d2vxWtJjPsbczPZ14ojmL3U8zy+dqZXiHHS/7L43DDf5fa1cR3TSAFWo2jeY%20tT9R28On7V1n1bk7d15dpf1X8T/mil+QBdN+tc4qPuVlOTd0e6snajA5CTFcaxMXrcruwPoczEI7%20odW+0OkjAwP0cndyZ9rLOszz2atxx3qUQ+1DsjHjRqFhp5bAxem+RO5aaci26eq4hIMG/Xr0j26/%20e6dEqRpu0mJ5/wBue41zt7bjyOZ4FYiezgMycEkkNUtHL0ZJhZ449WYhIdWbczEwjvdWXM57JZh7%20d8+a8tyfLMP2n4PaejmsyPzGWyYEQHWqdX0Ex0cdRAiLR92mjN9pZk+6+katxPVmYD2ldm8djIq2%20Sx0+auj1mv2LViEiJ2bVhjrSQxiOv2W0d/pJ1qsxBuT8azPt5z9LlHFblq529yVpoc7hJyaRoXk8%20CF+nXa34s9GJtrCREzqa3nF6LZ3jpqnbr3KkFusbS1rEYywyD4EBsxCTfdZ1bMEr1UBAQEBAQEBA%20QEBAQEBAQEBAQEBBQ/Ku4XeXtlyjIZPk1AeU9u7dg5K9yhGEdjHwkXkjJhYfsD0/GasT6fjGd9EF%20r8J7gcS5timyfG8hHdgbRpom8s0JP95NEXnB/ut1+GrIJCg/CJhFyfozNq7/AFMg5m7e8KxnfLlf%20I+dc29W9gqds8ZgMQMskMIRRtu3O8RDI3lIX8pNqTu76+CScZ71duuPJ7ZHitTsf3e41kONTTQcN%205fO2MyeJkMpY4pndhiISMiImYpGIXLUh8za6Fo11vOKlnGXSigpj3McpztbD4LhmAnerlOZ3hx72%20Rd2IK+ojJtdnZ23FILP+11Uxm4anEtYeT9ofa4+JHjsdFYrcgCH8RninlOQpx6sUkDm0G0i6OwgP%20Twdn6q2+TM9W+9t3N8ryft78vm5SmzmAtS4u/NI+4zeHR4zIn+0WwmFy+Ls7q2yyWdzGLYrzDcE4%20r3Q9wXcGfktN8licKNenXh9aaFhmFmj13QHGXT0ZOmunXwU16W+q75zJ6LY4v2E7TcWzlbOYLBfJ%205Spu+XsfN3Jdu8HAvJLMYPqJO3Vlcon0kgRxlJITBGDORk76MzM2ru7qDjrm/L83zfvBwnlIahww%20s7HjuMiTuzzNVsQ/MWtmnhKZMzO/Xppp0V/HOWtul9HY6jKjfcpzPLzY2bt9xYtczeoWMlm52dxG%20tiqwEUm4mZ9HncdjfV0++ZZvP0b1nTzree1z9SHH/u2v9blXTdzjQd8+YctzXM8N2j4ZcLG5HLg1%20nM5WMnE4KvmfYJA7EPljIi0dnfyjroTrEmb6RrOJ6tnhvab2Wo42Krdxc+WtAz+pfs27Mchu76/Y%20rSQRMzeDaD4eLu/VVEb4vxDmfZ/upRwuBjyec7aci19WNoZLLY6d3275DjFxj0Jx1N9u4HfXVw1V%201val846GUHna/wCrS/5hf5FKKW9of6q5/wCdbf8AkBbvSe380vyvuuwvsv8AcWRRHtH/AKN8u/2h%20s/kolNPjF3+VXwqiqvdD+pHkP/uv+tRKVrVE/bXzLMYcw7YctkYchDUhyXGp3d3GxQsRtL6UZEwu%20Xpavo31E3gC6WfrGJ+6d+4n9S/Kf4qP5UFy36fo3p1/X9n7295Bj+O9hMBnciTjSxuBr2Z3bxcY6%207PtH6y8G+ta2uGdZlVXAe2GU712G7idy7c54aaWT8wccglKOEYGLaWpNoQAWzTybTN23OXgrNcde%20pbn2S7k/tM7Y3MfrxeKxxrN1y9alka9mxMzSj1D1BnkkfaxddY3Emf4/BZuexwyfb33I5Jmo8xwv%20mbu/L+Ky+jYmPTdYg3OAmTtpuIHbRy++Zxfxd3Ws5mSzFwuNQEHPPFReT3jcqK0+6SHEi9Nn1faL%20xVW6a+HQi8PpTXpV37OhkQQc8e56vyGzzrtpBxy1FSzsluyONtzsxRRzO8GwjZwlbRv8x/uJrnPH%20kt+P1jI/Q33k/wBe8H/0MX/liIgHcXCd7cbzDt8XcfkFDNVpM7WbHhRAAeM2ni3ue2rU6O2nxdJ8%20otz9tdM867gYPhlCvYyEVq7bvStXxuKx8L2btqV+rhBCzju2j1d3dm/ZdmcYY3Bu53H+YS3Kdave%20xWZxzCV/CZauVS7CEmvpmUbuQuJt1ZxJ/FtdNVccZR7Sd1O2EUhRycwwgSA7iYFkajExM+js7PJ0%20dlBVXuezlHO8M4njcRkILeL5JnK9c7VWQZoZYgchfSSPcBMMjtr18WSfOSluNbV7SRNDQKKBmFo4%20nGIW6M20dBbolIoT2ZAL8G5BPJ5rsmZkayb+Lu0ETtqT9X6k79Ve0wu3yueroJRBByxmMV3TyPuS%205pH26zFPDZIKlQrk94BMDh9GFtosVe313aP9lvuprnF9127eyUfob7yf694P/oYv/LERoO0lDndH%203N5OvznI18ryEcETz3KgsMRA5wPGzMMVZtWHx8ia912zx481vcr70cewOemwFPE5nk2YqCJ5GpgK%20RXSqDIzFH8w+6MRc2fozO7/Tp0SIkXC+bcf5lhAy+EmI4N5Q2K8ovHPXnD98gnjfqEgP4t4fFndt%20HQVP7kyLFcm7a8ogP0rNHNjVI28XhsODmPRnfTbGTfspr8p6m1/zVp3u5XbrH3JqV/lWHqXK5OE9%20ae/VjljNvETA5GIX+p2QUr7teRYfOdqcdawWUq5LGfnmKG3YozhYjZxglLY5REY6tqz6OmOZlqdK%206ExkcMWNqRwswwhDGMYs2jMLCzMzM2mnRW9WJ0ZKiqo90k88PZHPvC7s5vVA9uv2CtRMXh8NFK1q%20lHZ8IQ7VcSGFmaP8003bb1bV4Rd/8a3v1YiXrKueOMN6PvH5OFZmGOXEsVkRfRnf0qr6uzP47tE1%206Vd+3jzfvtvkKfup3Znsdbf5zYNSd9zA1myzN1fXTysrr8Tbq6GURQXvOCL/AHY46V2Zp4stD6J+%20BDrDNrtf9hTvG9elfHur+dl7X8X9MmjvSZWlsMurDK9eTR3+14F91b/7mPNjX43PkNw33kaNpzvB%206f6GL/yxZFc9+uPe4ahwT1+fcnxmXwPzcI/KU4wCX1nYthajSqvo3X7/APYUvZqZ5dQcnucvp8Fk%20s8PowZLkccEHyFK07DFI7uDHud5IG6Buf7bLW3VnTHdzH3j5F7irlfjTcy4vjMbHDmq0uHerIBPN%20fFi9KKTS7Y0Auuv2f85lJ1hei4OD8n9zlzlVCty/iOJx3HJCNshdrSxlNGLRk4ODNfnfrIwt9h0F%20vvXgecbDxg9gBKMJnFt7ATs5CxeLM7izu31IKI7df3qO4/8AEq35Osta/G+/9pt8p7f0vpZUQUx7%20ouT36nDaPEcST/njmNsMbCIvoXoOTer+wTkMb/UTqYzZF6S1Z3DOL0OK8VxfHqIs1bG1whYmbTeb%20Nqcjt9Jm7k/1utbXNZiiu+1n9Ju6OF43wWhZPuVhwGf9Ia9hq0NCA3YnGzqEnqx7Ddyby6bmFt+5%20weTrmN3pyjXcjjPebGDjM33enbm3CcbYaW9Qwk0dUYnchFpbEbVK3qjo7szfsbwZ+rMlTFs4dRcf%20yuJzWBoZPFE0mLvV45qjsO1vSMWcW2/DRumnwVsZisPdNBDB2JzEEEYxQxHRCKIGYRERtRMwiLdG%20Zm+CzerUWHwL+g/Hv5tqfkAXT8nyvuxp0jn7m5ZnmXfCw/aKvNjeV4IPleQcsOcY8c7Mzi8E9coZ%20vVdiEQF+urs/kdhYxxr5um3lWs5HR57xHnPH+Ud8t3LMDVlCOhkMZKA0aNhyImOamNeu8haiJa6D%20qzeJ6bFdbJWbLYtr3OSxy9jM9LGTHHINQgNvBxK1E7Oyzs1ognGeI+7iXjmKkxnNsLBjTqQFSgkh%20jcwheMXjEnfHH1YdGfzP91b2zm5Y16NN3V4v7oKnb7NWOV8vxOQ49HCz5CnWijGWQN4szA7UIH13%20affssbN657LY4dzrj3DOxvDspmpTYJcbSr06sAFNYs2DgZ44IIh6lIenTwb6XZlq9WNW24j3l4/y%20HOjgLWKy/GszPG81Gjn6b0jtAGvqPX80gns+Las/0a6PpFVtw6Qp/eHy97HU4MUIVtzv0H06n2dX%20/bP4K69Ku3Z0MoirPc9FBJ2R5F6oiWxqxR7vgbWotHb61K3p1+lYOEy3c+n2F4Za4Li6uZz5UqQS%201rxsMfy3oPqe4p63m6B9/wDHwWturGvS5U9zjkXuKn7mcHtZzi+Mq8mrHb/RujDIDw2SIB9b1na7%20IzbR001kD9lSdS9F39s+Q+4PIciODuBxnG4fBtXMwtUpAOV7DEDAGg3LT7XFy+8+HigjPte65XuU%20b9TLkMu4n8X88r9X/ZV1+E8eSX53x5t17r2B+yOZcvFp6bh1+PzUbf5NVm9mosXg7yFwvAPJr6j4%206o56to+voBr0XT8nyvuxp8Yrj3ZO7dk8qzPoz2KbP9bfMA65Xs3O6yuHCI8RwgizMLUKrMzdGb8S%20K6/k+V92NPjFO5TUfeHiPS++4+Xradf/AG/j9HgKzp/148l37ePNmc77Gcv5h3fj5UefbCYCvTCn%20DJjZZQymxmJ5BEnj9OLeUps5sReXpt6upO7VvTCH807GS9n8HLz7txn8lHdxBBJkqN2SKSG1V3ix%20ATQxwM4jrq4kxfVo7M6fdj2JrlaXMe8dTF9qcfy3HwlPleRQQR8fxos5nJduAzxx6N4+m7u5fTpp%204uybTnENfOoHzrt8XC/bPySC9L83yHJvDf5BkC6lNcmtREfm8XEPsj/h+KbeU6L+Pm5vlf2W12qk%20CPtXxWSQmCMMPTIyd9GZmri7u7rW/WsRAeAAfdDuLY7kW2J+K8fOTH8MrSC7DLK3lsX9Hb4v0D/0%20OKmvEz3v7NbeTX+339bHd3+dQ/LWUnx+tX8nX6T9mT30/W72j/nKf91Arp8vpWdvj9Y8e6dG32y7%20iVO7WHgI8DkNlDmtKLX7BkzBbYW6bmfb/wApm/Dd1nXi47VbMz1jH9xl2pfzPae9TlGepazleavM%20D6icckkBCTP9Ds6mMbzx5H/F8ebK94A2C4HghrEwWSzlZoDLwE3il2u/R+jP9SuufumD/m+zFbhv%20vI0bTneD0/0MX/liIrnv1x73DUOCevz7k+My+B+bhH5SnGAS+s7FsLUaVV9G6/f/ALCl7NTPLqPP%208wwfEeIx5rMyEFaKKKOOKIXkmmmkZhjhhjbqchl0Zv8ADo2rrW3VnWcNVwzu7x/k+YPByY7K8ezr%20RPYhxWdplSsTVxdmKaFtTAhYun2tej9NG1TAjXP+S+5Slym3W4VxTFZPjgNH8pdtygMpu8YvJuYr%201d+h6s3kZRbhTXaPkXuKp2OWvxHi+MyMk+asS51rMgC0F93/ABsUWt2DUB+H2v8AOdJ0S9U+743+%20c3fbVbsc2oQYrkUluBrlKoTFCIDcb0tHGWw3mBhJ/O/X6FNuyzuu3hwiPEcIIszC1CqzM3Rm/Eiu%20n5PlfdjT4xTuU1H3h4j0vvuPl62nX/2/j9HgKzp/148l37ePNfKiqGu+b3iUN3XZx4tmvXT998P8%20Kun/AF48k3/58ea78qwPjLjSfYeCRj1fRtNj69Vnbo1r1Ud7VAyc3Yq3FQcBulavBQKfUYmkIB2O%20bixFt3v1dmdb3nE9v5rOmM33ajiPtA38ZbF845NekYbJWYcbhp2CiEjs4+qXzMBPJKQ9N+wXZvL1%20ZSryz+Bjm+03d2l21nytjLcN5DWOfj723Ypak0e4niZ26Mz7HZ2FmF3dnZmfXVrc5l6lmMWNz3Gn%20l7l9wq3a/HyGPHsP6eR5vZDVhNmdir0GJvib+Yv/AKRdlNeufJbxPWtXzGGGD3X8BghAYoYsRKEU%20YMwiIjHaYRZm8GZldet9lvxnv/Sye7vcIOD8QlvwRPazd4xo4GiDORz3Z+kQsLeLD9p/p008XZZv%20lEnnVW867fFwv2z8kgvS/N8hybw3+QZAupTXJrURH5vFxD7I/wCH4q7eU6L+Pm5vlf2W52l/VfxP%20+aKX5AFrfrWIqT26C593e7M1p914ciwbn1d2jezZ6M5dfvR6a/BZ1+LW/wAnQyIIOeeHSFP7w+Xv%20Y6nBihCtud+g+nU+zq/7Z/BXXpV27OhlEVZ7nooJOyPIvVES2NWKPd8Da1Fo7fWpW9Ov0pw3n2F4%20h2N4hl+QzSazY6nXp1oQKezanKH8TBBG2rnIbD06s30uzLW15c9W24j3l4/yHOjgLWKy/GszPG81%20Gjn6b0jtAGvqPX80gns+Las/0a6PpFT1AQEEc5/zH9EONy5v82Wsv6UkcfyVEd85eoW3cw/QPi6C%20rf7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+%201L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/%208P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQfh+6IDA%20gPt7yIgJnYhetqzs/R2dnZBR3PeS4nG5NuZcB43yDgWbiMXsSPC0eOkYibViB/KG59PJo4F4bOuq%20C+Pb339zPcNpMVmcLMGQqBrNmakb/Inp4NLq/wCJlL4CzuxddNvgguPNO44a+7Po7V5XZ28WfY6z%20t0q69VP+0ARbs5C7MzOV+07v9PUWXXbpPb+axr1vjswvdx04/wAPMP38eQ1/TZur/vcng3x6syzp%2084u/xq+W10bXxUVQ3ejzd++0wl1Fp7DsL9W13R9f8Sv4/lfb+03+M9/6XyoqhfbJubkHdAI/3geQ%20S+l8R19Sb4/c0VnwnjyS/K+PNrMH7VszkrfJJ+cckmgqZ66VyTGYCchilIpHlErJ2YdD9MifYHp+%20XxYlJ0w1bz6PGHBZHsJ3B41SxeYt5DgHKrPyFnH3iE3rWjcRGYXBgBncjZ9RAdRZ2LXo6utzcX6J%20ZxlNe9WcyWfy2N7S8cmKHKchH189djZ3+TxIvpKRO3302mxv8D6bmUkzfRc4me6J98MHjcDyjszh%20sZC0FChlQgrRN8ACWs3X6Xfxd/i61Lnb6VcY0vvP5XXzzmeK4XxPI8kyjv8ALUY9wxD9qWUn2xRD%209Zm7N9XisWpJlVfHOGZWj2p5tzPk+p8w5djLdy/vZ2etXesb16gsXUWjDTc309PvVduJhr8dzvL6%20t77XP1Icf+7a/wBblWt3OIfxUXk943KitPukhxIvTZ9X2i8VVumvh0IvD6VnXpWt+zoZEEEC5n3g%20xvGORjx4OP53P5L5UL0oYOmNxooZDKMXkb1QIdSjf73T60G64ry39KcDZyH5lyuC2HJD8nmq3ylg%20toMXqDHuPUH3aM+vizpZwRzB2N497hb/AA6afgPJ8ZiMF89YF6lyMDl9Ztu8tSp2n0fp9/8AsK84%20i7fK+6wn4b7yNH153g9P9DF/5Yojy9pNizR4Hy+xaA7lqtmbMk8dYd8kskdeJyaIPJqRO3lbopL/%20AJmFsv3XKWWvcPWqVpbVrt9zaCtABSTzy4dgAABtSIyKdmEWZtXd1Ukarvfympyv215LkNOrapVc%20iFaWCC9G0U7B85GwkQCUg6GzbhdifUXZ03mGtHzz3t7ks/2t4lybjTenzPitKnexMoa75QCECkrd%20Ptb9NRb4v08Cda/Jcb2sac64fPOe4ON577Zc5yCm3pSSVGiv1ddXgtRyxtLE/wBx+o/SLs6x+Sfx%20+7enX9f2afnk88Ps3x7wu7OeKxIHt1+wUkLF4fDRXZNFt9nwhDtVxIYWZo/zTTdtvVtXhF3/AMa1%20v1ZiXrKueOMN6PvH5OFZmGOXEsVkRfRnf0qr6uzP47tE16Vd+3jzTvN9/eM4/KXqGOwud5IGKMoc%20rkMJQe1UrTR6+pFLM5xtuBm1LTVvr8Ul/QwlP+8Thf6Gfpr+dYv0Z9H1/wA4+bbt127dmnqepu8v%20p7d27y6a9FcM5U531pZXgPczA94cZVkuY2MWx/JII2Z3GJ2cBP6t4HtZ3dm3CLffKa3Fvq1Zmeyz%20MH3y7SZjGRZCDleNrRyt1r3rMVOwDt4icM5AbaP8dNH+DuytZir73cPJ93O7GDwvAL16rxPj0nzf%20Ic3WOWoNgCcS9Ho8cmw/T9NmLqTuRbdo6prOctbdMNx30/W72j/nKf8AdQK6fL6VNvj9YvJZFDe5%20n+k3a7/aCH8rCpPlPHkt+N8ea4Mtx7GSZSHkzY/57P4qrYhxespB0mZnOMWIvREpHAR3kOrfTonT%20ODqrTgeVy+R7x373NsQfGOTWMQFbB4ffHZgloRzepPI16EyCaZpXbcGwNgafa1d21OlS3o2dj2x9%20j7FiWxNxvdNMZSSF87kG1In1d9GsM3i6zJhbcoT7iuIYniHb7iE3H6fy+G4rm4J/l98suyKUiMvP%20IRk7PLp9ovitS/7lvjxhLM62OhIZY5oQljdijkFiAm6s4k2rOoOZMRyCHsL3cz2M5BHNHwXlcnz2%20NyQRlIMMm53JnYGciaP1HA2HUtNj6dU16Y8l2nOVz5Hvd2jx+MkyM3LcXLBGLG8VazHYsPu0ZmGv%20C5zO/Xq23p8UqTlAeyWb5d3A5/nu4k0t7H8JIfksBiJZTGGYw2gU5QifpkYMHmLR23FoxPsVkxPc%20tz9H3wX+9P3A/m2p+4rq6/G+/wDZt1nt/K8lkUNiP74WZ/2fH/LXU07+PJd+3jzWydbh/CqWaz0r%20xYurbmLI5m7NIbscziIbneQi01YREQH49GbV06Qxmot2Xr5G43JuY2qUmNrcsyTXsZQmbZI1SKEI%20YppA+9Odg3uy1jEwzeblE/ckD5bk/bXi0Asdm9mxtEPXVoa7gxk7N102yE/7Cmvynou0/wA1L877%20d+zudzFvMZXj/wAzkb0jzWp/nLwb5C8X2xziDfsMpJhbctZzjsLxeXtJmOG8Ro/m/wBSR8jRh9aW%20Viuxs23U5zkJmkYNj9dG11TbnHoatF2U9wXFZ+P1eL8zvBx/lWEj+TtjknarFI1b8Xu9WTbGEmjM%20xAbi+7XRnZbtzyzJjhmd4PcLw/GcfsYbiWRi5ByrMR/K4yDFmNoIzsaxDIcsTkG4X+zGzublt6aP%20qsWZ4bnHLf8AG+22Zu9k34dy/JWbuZylORsjctTHZlinn1MBYzKTVoH2j0fR9v1q7zPEZ1uFf9lu%207tfg0Ldr+5Zvg8vhjeHHX7OrVZq5E7xs82jCAt94ZaA4/Fn8bn7p6pZhY3LvcF2n43iJL78hp5Wb%20q1ehi54rk8hs2rDpCRjGz/hSOw/Xr0WbWoiHty4vyG/k8/3V5PA9bJ8sL/s6qTOxR0tWIX6sz7SY%20QENW6iLP98t4+2YS3Ny0nNpcn2b7zWe4DVJrnBuVAMWceBtz1rOreZ2+ncO8NX824h+hY1snF7rt%20M8rbpd6u0lzHx34uX4kIJAeQQmtxQTMzfAoJSCYS6fZcNVakUtyDkDd/+5OGwHHI5j4Dxqcb+Zyk%20gFGE56+URE2Yh3CzgDFoXUi00ZXSXP3eRt0wlfu0Zm4Zxxm8Gz9PT/o5VdPnPcvxvsvEfst9xZFI%20e8P9UP8A4jW/yGs7dY1r0vjuujG/93Vf9DH+5ZbvVidEE7x9vM1zWvxqPFT1oSw2arZS09opAYoY%20GJiGP0wk1PzdGfRvrUnWVb0wsNAQUL26/vUdx/4lW/J1lrX433/tNvlPb+l5ZDIY/HUpr2QsxU6V%20cd89qwYxRRj+EZm7CLfddZyr8x2TxuTpRX8bbhvUZ23QWq0gyxGzPpqBg5CXVvg6CjeTh+kfux43%20jjf1KnGMUd849GdhmPfo/h9JxP8AsJp1t8eOTbpJ48cL7Qc3HyPH9svcxnr3KtamE5hVifH5cgL0%20gMWjbaZMz6NvBxN/vfK5aC+qaXiw2nMqU97+9XbuHt3l8ZjMzSzuVzVaXH0aGOnjtk5zj6bkfoub%20Awsevm03eDdVLzws45TLspxrJca7Wcdw2TYgv162+xEXUoymMpfTfX4hv26fUt73lnXojHut/Uhm%20/wDS0v8AW4litRYHAv6D8e/m2p+QBdPyfK+7GnSKG7VcuwvbPupzjiPMpgxB5nIPkcXlLP4uvLHI%20RkLFKXlAXA9WIn26sQ6sXR8a3/OPJraf6z5tj7ju5/EeQ8NHg3Fb1fknIOQ2K0VaDGyDaGNgmE9x%20HE5gxO4bWHXXrr4JjNwucTLed98VNiPbVaxM5+rNj6eNrSya67ihmgAn16a6uKv5Lm59T8f8LM4F%20/Qfj3821PyALX5PlfdjTpEW9xP6l+U/xUfyoLlv0/R006/r+z97VcbwuT7b9vMlfrNPdw2NrzY2R%20zNmiklrNGRbBJgJ9j6eZn0+C3erE6NbyTJxcy7r8cwmCH5mDhtw8nyHLx6PFXl9GSGKi0jeMpkWs%20gfBm+p9GvXK7TjCK978Xn+Ddx8R3iwdSS/j68XyXJ6cXj8vo4tI/R9BcX+14CQjr4rMuLz0q2Znr%20FjYDvp2kzeMiyEHKcdUGT7VbIWYqdgC0bUSinIC6a6atqL/B3WrGZVQd2O4Ad5MxR7XdvTO7RksD%20PyHNiBNXCGAvvXJm3ABebd0Yi2sLvqprM3N6Rq3EdIYnGVcVi6eMqDsq0YY60A/RHELALf4GVtzc%20syINzjt5ms93M4PymnPWjx/GTtlfimKRpjawAiHoiIEL6beu4hUnFW8xYaDnLiPIcX2r76cxwnJ5%20mxuG5bMGTxGTn/F1d5EZkJG/lFt0pC5O7Mzj18WTW8Y8l365PcBzzA8+bB9sOG5CLM5HN34JL1mg%20Y2K8FaN3J3KWN3Byb7bs2ugi+unTVJm+kM4i/wA5sVgsOJ2rEVHGY+EROxYMYoo442YWczNxEW+6%20lvepJ2Qzu3ha/P8AtBm6mBniybXK3zGNlqmE0c0lY2lAYzB3EtxR7ej+KmzWt5Rrsz3y4DZ7d4yp%20nM3Uw2ZwtaOjkaeRnCvK51g9PeDSuDyb2DXy6uz9H6re1zyxJ2aTtFdDuJ3x5N3JqRyfo7jqoYfD%20Tyg4eqT7XM2Z+reUSLTo+htqzOprMS3zXa5s9Emy3ei3xfvFLxPmTU8Xxa9VCfAZkhkj3SOwsY2Z%20jkeJmYmNtdo6eXXx1U1xc+Ztxhpu/wB3X4dkeAW+LcYy1TP8i5I8dGhRxkoXCffKG9zeFzEPL0Fi%20dnd/DwfSXXPDUuOX3yP26ZfOcf4PUqcrl49kOIUGrDPWhOUnnIQ3yxyDPXKN2cH8Fq9cxmdMK/7v%209ku4HHe3WXzOU7oZbP0aoxPNibTWfSmYpgBmLfcmHyuTF1B/BZrWszU57T9pOSTdprtW/wA0uXqn%20LsLWioV5wlOPFhLCTuMIHYISbbIw6Ds6Ctbzszre7Ax/tf7h42lFRx3d7L0qVcdkFWvFZiijHx0A%20AvsIt9xlBB+yfbLlt3uhyuKvzi/TPjWWgfLSRtNrlvTnkcvmNLI/b9Itd/qfaf8AZs6ZXec/RZvf%20T9bvaP8AnKf91Arp8vpU2+P1i5s1h8dmsTcxOShaehfhOvahfpujkFxJtW6t0fxWLFlw4u5HDyji%20nP8Ah3bHMuVrHYDkFa3x/JG77pKNqxHsDTTqwkL/AHC1HwZldbmzzhtMS46Vdnu1/obxz/aCp+4l%20V0+c90vxvsvAfst9xQUh7w/1Q/8AiNb/ACGs7dY1r0vjutSbjOEzEOCt5Kt8zPhyjuY53OQRjsel%20saTYJCBuwk+m9n0+C3euWJ0ViOaz+R7zcbs85wMnFq9QL1fijjLDdju2px2yevahPSAngHWKEo/M%20+7z9GZ2l/XDW1xPTK6lEV52j7eZrh1jlsmTnrTDns1YylNqxSE4wzPqIy7wj0P6WHVvrSdMF65Zf%20ezidrlfa7kGFpg8t2Wv61SJm1c5q5jMAN9ZPHtb7qmzWvVEezPfLgNnt3jKmczdTDZnC1o6ORp5G%20cK8rnWD094NK4PJvYNfLq7P0fqt7XPLEnZpO0V0O4nfHk3cmpHJ+juOqhh8NPKDh6pPtczZn6t5R%20ItOj6G2rM6msxLfNdrmz0Xhe5Hx6hkauMv5SpUyN59KVKeeKOed9dPxUZkxn16eVlIKR74THwjvB%20wzudPDJJgo4zxWZmiFy9IT3sBFprr0nImb47dG6prcXHmt5nskPdPv8Adu8XwHIWMPnqeVyuQrHX%20xlOjME83qzg7CUoAW6IQ3bi36P00+10U2meDW92Z2j4nyPhnYypRo1435R8nPejq2RfZ85Puljil%20ESAvLqIF5m8PFa3v/hnSMbtZ7hOJcj4wE/K8tjeP8lqyHBlMdamGiIyCTszxDZk3EO3TXzO7Pqzp%20cdYeiL18pR7m+5DE5TjszXeOcIpyfOZONn9GS1M8gNHGemhs7kzi7dCYSdtW8ZrOta26SP2b2w8y%20izWXyWF7n5HCjmLkt2xXpwTxM5SmRtveO7HvcWLTc7JOmEvNyrXkXaTmtPvjxvi8/cLJW8xkKUk9%20XkptP8zVARnd4o9bRHoXpv4Sj9p+n03XutnEXPzvsDn+VU+IsPOLdDK8WqvB+d2gkksWJyYGKzv+%20ajOM39Pr5ifr4qd8p2wrPu/2S7gcd7dZfM5Tuhls/RqjE82JtNZ9KZimAGYt9yYfK5MXUH8FK1rM%201afty4NyHAcTq5bJcpt5ylmsfSloYuy0vpUB9Nz9OHfNMOmkjD5QH7K3txcMRCubW7PZrvnJzmWt%20NPwvl8fo5WSEd7wWejvp4ddwNIzO/mZz0+ys6ccNbTPK3Yu9vaKTFNkx5fimrPE8/plZjCxtZtdP%20lSdrG/8AabN3w0RJyrThPMOQd1u9H6QYCzfoduuMxPXN2kkgiyFnzODSRCQ7m1k3sJM+0Wbcwuei%20us602vY734vP8G7j4jvFg6kl/H14vkuT04vH5fRxaR+j6C4v9rwEhHXxWZcXnpVszPWLGwHfTtJm%208ZFkIOU46oMn2q2QsxU7AFo2olFOQF0101bUX+DutWMyqg7sdwA7yZij2u7emd2jJYGfkObECauE%20MBfeuTNuAC827oxFtYXfVTWZub0jVuIv0OEcaYcAx1PULjAsOFIjNmhf0fQ3bRJgJ/T6eZn0+Ctu%20blJ0wgvJMnFzLuvxzCYIfmYOG3DyfIcvHo8VeX0ZIYqLSN4ymRayB8Gb6n0a9cm04wtdQEBAQEBA%20QEBAQEBAQEBAQEBAQVZ3O9wXFeHWnwmNiPkfL5CaKDB0dTIZS+yMxgx7X/aCzn9XxQQ3F9me4fcy%20/Dn+8WROriwL1aPDqJPHGDfD1XF32Pp0fRyk0f7Y6aIL3wmCw2CxkOLw1KHH4+u2kNauDADfS+je%20Lv4u79X+KDMkAZIyjJtRNnEm+p20Qc49h+YYLttluTdtOX3I8LNUyMtvFW7xtBXmrSCzNtkPSMdR%20BjHUvNu6dWVlzPWLt8vSvruHybDd1u7nDeGcYsDlMXgrf52zuRr6SVWGLaTCEjO4m2jbHJumpszP%20rro1nOfJNumPNf2Y5Hx7CDAWZylTGDZP0qz3J4q7SSfgB6hDuL6mU9BTnuex+QoDxHuDRrnabiOT%20Ge9HE3m+WkICItfg26Jh18PMk2xVxmWJVlPcN2mp8RPkUPIKlr8T6sGMhlAr5yO2gxPV1aUC3dH3%20MzN4u+nVLwk5aP2v8cylDt7cz+Rj9LKcruzZXZIztpHJ0hd/joXU2+olbMSQzm2v3tn3/pX5czhO%2041vG8Z5VhrckEsEh/JVpIhdhEoytSnuLdrq27w0duiTFmS8XCN9yM/h+6PdbhHFOJXIstVwVx8vn%20chVf1a0UcTxmItMGoFuZtuou7biZvHXSaznPku3xx5tty325cny/O8xy3C9wrvHJsw4erBSglEmj%20jAQGMpYrcDmLbNW8qThLyqXuz2k5rx/lPB6GT7hZLO2czkPl6F2y0++hJ6kI+tDvtTPu1Nn8pD9n%20xV16rj/Nq5+Tdgc/yLt3hOKZDnFufI4i8d889YgknmmInk9MXE7W4Xi9TQS9R/D4Kd8p2wh3MOwH%20crHcTzOQtd3czkK1SjYnnoyta2ThHERFEe68bbTZtr6i/wBxStaTNjO9pvBuQ1uOY7lsvKbdjC3K%209qCDixtL8rAfzOnqhrMUe78WT9Im+0/X6d3hh9d9aWV4D3MwPeHGVZLmNjFsfySCNmdxidnAT+re%20B7Wd3Ztwi33yzrcW+rVmZ7LMwffLtJmMZFkIOV42tHK3WvesxU7AO3iJwzkBto/x00f4O7K1mKvv%20dw8n3c7sYPC8AvXqvE+PSfN8hzdY5ag2AJxL0ejxybD9P02YupO5Ft2jqms5y1t0wlNjA96K/cXl%20+c4zjcNDHkSoQUcjnLEpAdWtATGEUFJjlF/WN3d5DH6hfxaTp9S1MOEcyyGfoZfHZunHj+TYCV6e%20YrQG8lcjKJpI7Fci0P0ZgLcLE25uovrpql6ZTugftD/VXP8Azrb/AMgLV6T2/ml+V912F9l/uLIo%20j2j/ANG+Xf7Q2fyUSmnxi7/KpT3WlLkvI+Pds4SL5XLkWS5K8bkzti6b6+kTjo4tZn2x66+Gqsmb%207eIdJ7sf3Oxxxdjc/HGLBGDVBABbRmFrUTMzMpsuidcC/oPx7+ban5AF0/J8r7uenSOZvcNgcx23%20s8gsYWN5eG9wo3jyFTV2CrkgNpfUHo+nqaETN8fM33orl2w6evjx47ro4dxaryv274Xjtk3jiyeA%20rweq3VwIoB2G3+aTM61vMs6XCBdlu7tfg0Ldr+5Zvg8vhjeHHX7OrVZq5E7xs82jCAt94ZaA4/Fn%208bn7p6pZhY3LvcF2n43iJL78hp5Wbq1ehi54rk8hs2rDpCRjGz/hSOw/Xr0WbWoiHty4tyG/k+Qd%201eTwPWyfLC/7OqlqxR0tWIX6sz7SYQENW+yLF98t4+2YS3NysbI3eEdruHzWNrUMVDJLLFVEylms%20WrBlK8cXqERySym76Nr/AIGbpn0XGblW36Bcv/3Hbvzb/wBv/nj9Kf0d+G3575v5Hb9Ppfe/hdFr%20HH2+mGf+vu565XpPBBYgkgnjGaCUXCWKRmICAm0ISF+js7eLOsqrbI+2vshkLst2xxaEJpn1Ma09%20qrEzszN5Ia8sUQeHgIsgnPHuMce43jRxuBx1fGURdn9CtGMbEW1h3no2pm7C2pFq7/F1bcjGzvCO%20L57L4jMZWl8zkcFKU+Kn9WUPRkLa7ltjMQP7DfbZ1JwdsN4g0PJuC8V5PZxdrOUfnJ8LYa5jD9Wa%20L0pxcSY9IjBi6g3QtWTvk7YaLn2a51xzN4zPYylZz3FI4pa+cwWOhilvDIbs8FquJbZJdpeQwE/B%2092j+LTurS4B8/wA77iYjmFjBZDjfH+OVLUNOHLgNa9at3NoSa1hKRwhjjDo5P5nfp4dNTjPqlvZa%20qg0XOuJUuXcRyvHLugw5KAomk0Z3jk8Y5GZ/iBsxN9xSzKy4RTsTyK3c4f8Ao3mG9Lk3ET/NGXrk%20+pfiW0gmbXR3CWJmcS069Vq3PPmzjHCc5zj+Cz1Asfm8fXyVEn3PWtRBMG5mdmJhNn0Jtejt1ZZs%20XKAUfbR2PpXIbcPF4jlgJjAZ7NyxE7t+HFNNJGbfUQuyosqrVrVK0VWrCFetAAxwQRCwRgANoIgI%206MIszaMzJaNPR4RxehyrIcrqUvTz+UiCC/c9WUvUjjYWEfTI3iHTY32RZCt4g0MPBeKw8xm5lHR2%208ksV/k5r/qzPugbb5PSc/Sb7DdWDVJwXlSHKOVZTNdyrcvL+E8syvFOP2NnHcRjsVJNTsTxO4let%20EZxNN1b8UOjjt+6+rW9+67eXZc3B+dNyuC3L+j+a4+1QhHZnKfyRSbmd9Ym3ybmHTqrhEB4PUbnf%20eHL9xXb1OP8AH4ywXGZH6jNKLv8AN2o+mm1iIgEhfqz/AFKa8TPn+xt1x5fuuVAQRDmXaHttzOYb%20HI8DXu2xdne4O+vYLaO0ROeuUUpizeAkTspgy8+Hdm+2XDbZXOO4CvUuu+o25HkszhqLi/pS2DlO%20NnEnZ2B21+K1kTNQR/mHb/hfMqbVOTYivk4wZxiklHbNExOJF6U4OMse5wbdsJtfihlH+N9gez/H%20MiOSxXGa43Y9HilsnPc9MhJjE4xtSTCBiQs7GLMTfSrkWAoPG7Sp3qk1O7BHap2AKKxWmAZI5AJt%20CAwJnEhdvFnQVvb9tHY+1cluS8XiGWY3kMYrNyGJid9dBhimCIB/aiLN9SQqwsThsRhqMePxFGvj%20qETu8dSpEEMQuTuROwRsItq76v0Qa/lvCOMcup1qXIaXz1apYC3Xj9WWLbPGzsJ6wnG76MT9HfRJ%20xcnbDeM2jaINHzHhPGOZYf8AM/JKXz+O9QZvQ9WWH8YGu190Jxn01+lTC5bqOMIowjBtABmEW8dG%20ZtG8VUfSAgINDjuCcVxvKslyulR9LP5cBiyF31Zi9QAYWFvTI3iHRox+yLJLxgZ2fwOJ5BhreFy8%20HzOMvRvFar7zj3g766b4yA28Pg6lmVlfPHOOYbjeFq4TC1/lcZSFwrV95ybRcnJ23yEZv1d/F1q3%20KSMOvwTitfmFnmMVHTkluBqk995Zi1hbboDREbxD+9j9kGdSFuW+QaflPD+McrxZYvkWNgydEtXa%20OcdXAnFx3xG2hxnoTsxg7E30oI3xbsT2l4tkxyeF45BDfDR4rE8k9soyF9WKL5mSZozb8INH+tWU%20wnig1HK+Jcf5Zg58FyCr87irLgU1f1JItzxm0geeEozbQhZ+joNhQo1cfRr0agelVqRBBXj1ctsc%20YsIjqTuT6M3xdW3JI0nM+3fCea1I6vJ8RBko4v3mQ9wTR6uzu0c8ThKDE4tuYSbX4qDX8N7PdtOG%20WjuccwMFO4f/APVmUtmcW0cXaOWwcpxs7P1YHZn+KuTDe8o4tguU4Oxg89V+cxdvb8xX3yRbthsY%20+eIgNtCFn6OosrOoUauPo16NQPSq1Iggrx6uW2OMWER1J3J9Gb4urblJGLyLjuH5HhbWEzNf5rGX%20R9O1X3nHvFnYtN8ZAbdW+DrNmVlwq/vDkeQ8R4ng+I8Fw2X+QsM1SzewtWa/Zo46BhEhhJy6TmJb%20QKQ+mjvrr1a9+ScR+9tedYDERY3iWC7d8uw1KSRo3u3sV6cLSSP57Fqd5SfV36kbt/iWurK3yESF%20xJmISbQhfqzs6yqt8r7cOyWUvSXbPFq8c0mjEFSWzTibazM22GtLDEPh10HqgmnGuJ8a4xjhxvHs%20ZXxlJtHKKtGwbyEWDfITeaQ9oszmbuT/ABdW0bVQEBBoeYcE4hzLHNjuTYuHJVRfdH6m4ZI31Z3e%20KWNwljd9vXYTat0fomFyweE9qO3nCDml4xhIaE9jVpbLlJPO4vpqDTTlLIIPtZ9rFt166aplG8z+%20BxPIMNbwuXg+Zxl6N4rVfece8HfXTfGQG3h8HUsysr545xzDcbwtXCYWv8rjKQuFavvOTaLk5O2+%20QjN+rv4utW5SRE+U9h+0nKcseWzXHYZsjK346eGWxVeR9XfdI1aSETN9epEzl9amFymWHwuIwuOh%20xmIpw0MfXZ2hq1wGOMdX1fQRZm1d31d/i/VLUYPLOF8V5di3xfJMbDkqTvuEJWdiAvDdFIDjJGWn%20TcBM+imDLS8O7MdsOG3iyHHcBBUvl0G3IctmUOji/pHZOYo9zE7FsdtfitZE0UGr5NxnB8nwlnB5%20yt83i7jC1mvvki3MBMY+eIgNvMLP0dFlwycTiqGIxdTFY6L0KFGEK9WHcR7IohYQHcbkT6M3i76q%2025RlqDQ8e4JxTj2Wy+Ww9H5XIZ6VrGVn9WaT1pGIiYtshmIdZC6AzJ2wtuX1neEcXz2XxGYytL5n%20I4KUp8VP6soejIW13LbGYgf2G+2zpOE7YbxBHuT9veHcoyGKyOdxo3L2FmaxjLG+WI4pBITZ9YjD%20c24GfaWrfUnfJ2w9eW8I4xy6nWpchpfPVqlgLdeP1ZYts8bOwnrCcbvoxP0d9EnFydsN4zaNog0f%20MeE8Y5lh/wAz8kpfP471Bm9D1ZYfxga7X3QnGfTX6VMLlqe4U/N8TUxOV4nEV6pirDFm8DEMRT3K%20DhtJq5Str6sX2xESFz001fwe55JOMIjJkc/3P5Jxp4eM5fjfH+OZBstkbmcgGjPNPDGQ14K8LHIZ%20iRSamfQWZtPHorrxcpbxhcCgICCA8p7D9pOU5Y8tmuOwzZGVvx08Mtiq8j6u+6Rq0kImb69SJnL6%200wuUyw+FxGFx0OMxFOGhj67O0NWuAxxjq+r6CLM2ru+rv8X6pajVZzt9xDOchxXIsrQ+YzOFfdjL%20XrTB6T7t32IzGMvN+ELpOLkvMw3GSxmNylGbH5KrFdo2B2z1bADLEY666EBs4ugg/HewHZ/juXiy%20+K43DHkIH3QSzS2LTRkzsTGAWJJQExdvKTDq3wdJSrBQQXlvY7tTy3KPlc9x6GzkTbSWzFJPVOT6%205flpIfUL4bj1fTopgykvGuK8c4xio8Vx/HQY2hHo7QwCw7iYWHfIX2pDdhbUzdyf4utW5G1UGhvc%20E4pe5bQ5dao+pyHGRFXpXvVmH04yY2cfSE2iL99LqQv4pFzxhvkRq+TcZwfJ8JZwecrfN4u4wtZr%2075ItzATGPniIDbzCz9HRZcMnE4qhiMXUxWOi9ChRhCvVh3EeyKIWEB3G5E+jN4u+qtuUfeRxuOyd%20KWjkqsN2jO22erZjGWI2110MDYhJtW+LKCuJPbL2OktlaLi8bSnI8riNq6Me533aNEM7RsOv3rDt%20+GmiTgqxcXisXiaMWPxdOChQg1aGpVjCGINzuT7YwYRbV3d+jJkZJCJC4kzEJNoQv1Z2dBW+V9uH%20ZLKXpLtni1eOaTRiCpLZpxNtZmbbDWlhiHw66D1QTTjXE+NcYxw43j2Mr4yk2jlFWjYN5CLBvkJv%20NIe0WZzN3J/i6togHfvlPM8XicdiOMYzL2Hy8pBlMrhaclyzTpht9T0WHaIzybtAcibTq7ddHad/%20Re3qw+2vOsBiIsbxLBdu+XYalJI0b3b2K9OFpJH89i1O8pPq79SN2/xLXVlcCyogICAgICAgICAg%20ICAgICAgICCM8e7acG49m8jncRiIa+Yys0k9y8+6SVzmJykYCkcvTEifVxDRvqQSZAQEEX5t2v4F%20zcIR5Rhocidd/wATO7yQzi3XytNAUcuzza7d23XromFy9uGdveF8KpSU+MYmHGxTPrMYbpJZNHd2%209SaVzlNh3PtYifT4JlH7zDt/xHmMdKPklD54MdN8zTb1Zodkumm78Sce7w8C1ZJxc9zthvp68E8E%20leeMZYJReOWKRmICAm0ISF9WdnbxZ0FeQe3XstBmPzvHxWt820hTNGZznW3Frr/+VOQq+3r0H09r%20fBknBVjMzMzMzaM3RmZBEOa9ou3HNrEVrk2DhvW4W2haE5a8zj8BKWucRmLfASd2b4KYMthw7gPD%20uGUCo8YxUGMgPrMUbOUsmju7erNI5yybd77d5Pp4N0WsjfqDQ8k4JxTkmQxORzVH5u5gp/mcVL6s%200fpS7hLdtiMBPrGPQ2dki54w3yIxsnjaWUx1rG3o/WpXYjr2YtxDuilFwMdwuJNqL+LPqiy4uWHx%20bi2B4rg6+DwNX5PF1d/oV/Ukl2+obmXnlIzfUid+rq2o2U8EFiCSCeMZoJRcJYpGYgICbQhIX6Oz%20t4s6grbI+2vshkLst2xxaEJpn1Ma09qrEzszN5Ia8sUQeHgIsgnPHuMce43jRxuBx1fGURdn9CtG%20MbEW1h3no2pm7C2pFq7/ABdW3IgeV55zfhnIstBnOO5jlOCuzNPx69gakVqSCJwZpKtmIHhIPTPq%20Eha72fx6LMWtl2049lmucl5XnKT46/yu0E0eMkcXlr0q0LQVgmcHIWlIWczFifbu08WdavEwmc3K%20RcQ4Vxnh+KLE8cp/I48pTsFD6ss34yTTcW6Y5C66eGuiZPVu369FBoeI8F4rxCtcrcdo/IwX7BXL%20YerNNvnNmEj1mOR21YW6N0ScTBeblGuL4rI2O8fMs9fqSxwV6uPxeGsyxSABw7CsWPRMm2m3qmzE%204/FtFZ096t7eyXco4tguU4Oxg89V+cxdvb8xX3yRbthsY+eIgNtCFn6OoSs6hRq4+jXo1A9KrUiC%20CvHq5bY4xYRHUncn0Zvi6tuUkYPJ+LYDlOFsYTP0xvYuzt9aubkOrgTELsYOJi7O3RxdnWbCVk4X%20DY3CYiniMZD8vjqEIV6kG4j2RRttEdxuRPozeLvqqNXzDt/wvmVNqnJsRXycYM4xSSjtmiYnEi9K%20cHGWPc4Nu2E2vxQyj/G+wPZ/jmRHJYrjNcbsejxS2TnuemQkxicY2pJhAxIWdjFmJvpVyJ+ZbAI9%20HfazvoLau+n0MoOasRzbKX+az8v5xwHmWRuUpjDi2MrYeQ6WPr/CVhkOJzsyeJG49Ph4NpZcT1Nv%20/C3v96f/AO0P0l/RDk3/AFn5X8y/m7/tPw19b5b1P3r9tuTCZThRRAQEBAQEBAQEGLHicVFkpspH%20SgDJ2IxhnvDEDTyRh1EDlZt5CPwZ3QZSAgICAgICD5liimiOGYBkikFwkjNmISEm0cSZ+js7JYPH%20H47H42lFRx1WKlSrjsgq1wGKKMfHQABmEW+4yDIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQRfhHcPC8xlzceMgs%20wlgchLi7j2RjFimhfQii2HJqH0OWj/UnbJ3wlCAgqDu/3xLAXS4Xw2rJme4FsdsVWKNyiqMQb/Vm%20d9Bd2B97N4M3U3ZvGc3o1J5sH2h2bFrtXPasyFNYnytuWaU31IzNgIiJ/i7u+q3t0nt/NYlzau1Z%20VA++POchwntnls9jRZ8jG0cFMyZiaOWwbRtI4vqz7N27R/ipauqqMN7T6uewNbkmf5XlZOc34I7r%205MJY5IorBAxQv5hKaT0vK25ph108u1asxcMy55S3258/5BlcHyDj/K7b3cvw22dKxkidzKaEHMRI%20zLqZCUJtufq7aO/XV0vxlXHOFe8X4ZmfcRlsryrlmXt0eF1LJ1MDh6RiDs4Nr6mkgyRi7AbbzcHI%20nd21ERZlJrxm9Vt5xOiQ8eiz3ZXubg+HS5ixl+3/ACrfBiWvFrLRsg+gxi7Ns0IjFn2sLFu12s49%20brc8VmzHMb3v1y7lVjP8b7ZcQuljcxyY3ku5OJyGSvTjd9XBx0Jtdpk7iTPoOnxWZM3DXSZQ/k/t%20osdv+Pz8w7d8lycHJsPE9m00xx+nahi0kmjEYowfQtm7ZI5iWm1/wlbcc9iTPut3jfdSlkuzsfcO%20cGYYsdLbu149dGnrCQzRjr1/fAdhTfjomvPVS3Bey+T71Y8+f9yc7eYclJI+FxtAwAK9cTcH2tME%20wgDuOggI6vpuInclftx7mc+yX9r8tyjgPdCbtNyLKyZrFW6nz3FsnZcvXGMGdnrO5OXRhjJmbdo2%203poxaMlzOesSzHtWL7nu+uU4eEHEuLy+ln78Xq3Lw6EdaA32gMTddJZNH6/et1bq7O2etw3OJlUd%20X2qd7eT1P0gy9upFkbrerJDlrc8l89G8jykMU47iFm0YpNW8C0VswzLlJuwXdznfF+4I9teezWZY%20ppfkq4Xj9SanaYW9IBldycoZG0EW3OPUXDprrqf690swe+L/AL64n/Frf5SJc+7XZ1fjf+7qv+hj%20/cst3qzOjkfvR/ex45/GMP8AlmWfxfK+OzW/SeO7sBVBBzB7ju+fKR5OHbngU0sGQ3xxZC7Td2tH%20Yl02VYCHzBpubcQvu16ato+sn+q1eIgJ+0jvUVIs8diiWWdntlSe5I9959d7t6vp+i8u7ru9bTX7%205Xp0Z6rE9sHerlGRztrt9zSxNayULSljrVzV7QyQO/r1pyPzmTaOQuXmbQmd/DTXWJeKz/dH30y3%20Fyh4bxWw9bNXImlyN+LrLBDJqIRwu32ZZOr7vEW006uztic3DfSKpx3tR70cnpNyDJ2qda9f1nlh%20y1mw94nLqxTbYp9CJvgZ7m++0dWzDOct12h7ydwu3vPY+B9w5Z5MfLPHUlHISetNRkMWGI4p9x7o%20H1HUdzgw+YdOu7Uv3JZh073N59j+CcLyHJLgtK9YWGpW10eaxI+2KNvqcupP8B1dYtakcc4ji/e7%20v9kreTmu+pjq8hO096WSHGwSuLfia0QDLoWzTXYD/SZavq9+3umXpluLd8OwF6nlYbwti55Rc5KU%200k+Nnm0JvQswSDC7k4M+jkDdPsFubo+7sfb3dgdr+f0ee8Kx/JKotCdkXC5VYt3o2I32yx69H016%20jr4i7OrYkrmr24f3k+V/5mV/16NZ0+P0Xfq6r5X/AEWzP8Rs/kSWfyfG+zWnyjmn2Ofb5f8Aco//%20AI66/wDLHd1WsqIIvwjuHheYy5uPGQWYSwOQlxdx7IxixTQvoRRbDk1D6HLR/qTtk74ShAQVB3f7%204lgLpcL4bVkzPcC2O2KrFG5RVGIN/qzO+gu7A+9m8Gbqbs3jOb0ak82D7Q7Ni12rntWZCmsT5W3L%20NKb6kZmwERE/xd3fVb26T2/msS5tXasqgffHnOQ4T2zy2exos+RjaOCmZMxNHLYNo2kcX1Z9m7do%20/wAVLV1VRhvafVz2Brckz/K8rJzm/BHdfJhLHJFFYIGKF/MJTSel5W3NMOunl2rVmLhmXPKYe23n%20XJM3iM7xnk1l7+b4jdLHy5EncymiYjAHMy6mQlEbbn6u2jv11dO0q9LhB7+Nz/fvubn8Nay1jGdu%20uKT/ACklSoW07VgSIdzsTEBE5xkTEYkwCzMI6k7qSZmau3HEeuR49lfb1n8HksLmreR7eZe4NDL4%20rIGx/LSStr8wDxiEeuguWrAL+Xa+7Xpdbm4rNnGYn3uG7g5zjfG8bh+MHt5Lyq0OOxs4v5ohPRjl%20Do/m84iz/Ddr8FnGbhqcTKEW/aQdLFHnMNy3KN3EjArLZUpmCKW0TO8nUB+ZD1Nzjv8AVJ+urs/g%20rbjok56pp2v7xy5bszd5Znm3ZbjkVmHNRszA5z0w3s+1mZhKUXHXRtNzvom14zCTnFVpwXsvk+9W%20PPn/AHJzt5hyUkj4XG0DAAr1xNwfa0wTCAO46CAjq+m4idyV+3HuZz7Jf2vy3KOA90Ju03IsrJms%20VbqfPcWydly9cYwZ2es7k5dGGMmZt2jbemjFoyXM56xLMe1evfT9bvaP+cp/3UCuny+lXb4/WLyW%20RQ3uZ/pN2u/2gh/KwqT5Tx5LfjfHmvlVBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBBUXP+9PPeM8pt4bE9s8ryKjXaN4stUew0UrnGJkw+nTnHyuW1/O/gi2Ka7R94uc%208esctPGduMnniymasXbgVnsa05pH1KrLsqTecPju2v8AtUnRL1dP9vuT5fk/FauZy+CsccvTlKMm%20It73mjaOQgFy9SOAvOw7m8jeKCRoNPJx7CUpMvlatGGLJ5KN3v3RFvWl9OPYAkb+baIj0Hwb9l1L%200WdVS+zr9URfzlZ/cxrpt0nt/NYnWryWGkD75ScJbtjmY+ZzSQYWaMQcoGYrDzsTFA0Av0KT1BZ2%20Z+n4Wg6upWtVIcU5d7qoO38UfHMAGS4/DWMMRmr8MUOUKoAu0Mg1fm33EwMzxt6Um7p1PXV9bZ7s%20yeSde2utwi3wTNVMNdt2uQXJpf0pPIR/L3RtSsQNujE5dofacXYy6666FqzTaZ1xOhLfuzeqPe27%20uFxvheLyvbrmVyHj+cw16eRiyBtXhmjNx1cZZdoMTP1ZnfzC7EOra6XOZE+3FrSd+u4OG5V3E4PF%20xuRsjjcDl6wWs1A7SVHt2pojCCKVtQkcY4NxOLu3XRTX5Rdr/mxNMizTe8PGNL52r8fIoGf713ab%20V2/9Z1dP+vHkm/bx5ruy8QTYq7DI2oSQSgTfUQOz+Kxt0rWvVzt2Kw17kvtdz+Bralasvka9MdXb%20WQgEwHXXwc3W/wAk4njuzp1vjs3ft57x8Gg7e0uNZ/KVuP5zjzFTuVMnKFTdtkLaQFO8bE/wMftC%207dW00d7tc8kmOERyvNqPLfdJw3LYUTkwlZ5cbUym12ityQxylYKFybzADzsG74+LLOnVdrxj1/pF%20OWg2X94cNa+e+CPL0QAS6iwQxRGAaP8AByH/ABq/i6/qfkvH6O0lBiRYfEQ5OfKxUa8eTsgMVm+E%20QDPJGH2QOVm3kI/BndByn74v++uJ/wAWt/lIlnuvZH4Peh3RhhjhHF4NxjFgF3gt66C2nX/80tVI%20ilHuHmuf98uL8izMNavdPI46B46YyBFtinFhfSQ5S169fMr+OYvjyNrw7n5dzXi3D8S+W5LkYsbQ%20YmjGSTcRGZeARxgxySFp10EXfTV/BlDDx4X3B4dzbHyX+L5OPJVoT9ObaJxyRl8N8UoxyDr8Hcev%20wVwmXJ3ZoGy3urv2r5+pNDey1iPd11MHkAWbX8ES6fcT8fxvsv5Ly7SUGJRw+IoT2rFGjXqT3pPW%20vSwRBGc8mmm+UhZnMvrLqg4zzMMWY94bQZDSSFs3AO0tdHatEDxj01/9myfiv8/yfl/p2ug4997d%20GtDzDjt+PRrVijJFLp47YJtY3f8A6UlmXlq9Eh92+Stz9qeFeoX/AFyWKxPp8Tanq35R1rfjfHuz%20p8M+y2fbpj6lLsxxgawszT1isSu2vWSWQjN31066votb9WdXr7g6FW92a5VHZ02RU3sA7/CSAxkD%20x+O4WXPZ01Vl7I7Ux8O5FVJ9YYchHIDfQUkLMX5Nl0vSOcvKhcf3Lzvbvu3ybPYSCrYuSW8hUeO6%20EhxbJLW530ikhLdrG33yxp0b26pdkPeR3Ov0LNGbGYQYrURwSEEFtiYZBcXcdbTtro/0JtMzBLi5%20TH2Ofb5f9yj/APjrf/LPd1WsqqLn/ennvGeU28Nie2eV5FRrtG8WWqPYaKVzjEyYfTpzj5XLa/nf%20wRbFNdo+8XOePWOWnjO3GTzxZTNWLtwKz2Nac0j6lVl2VJvOHx3bX/apOiXq6f7fcny/J+K1czl8%20FY45enKUZMRb3vNG0chALl6kcBedh3N5G8UEjQaeTj2EpSZfK1aMMWTyUbvfuiLetL6cewBI3820%20RHoPg37LqXos6ql9nX6oi/nKz+5jXTbpPb+axOtXksNIH3yk4S3bHMx8zmkgws0Yg5QMxWHnYmKB%20oBfoUnqCzsz9PwtB1dStaqQ4py73VQdv4o+OYAMlx+GsYYjNX4YocoVQBdoZBq/NvuJgZnjb0pN3%20Tqeur62z3Zk8lg+1t+E/onkmwty1b5DJbKXlD5GJoLjWicmbfExyswdC2+cuuuuhaiztMdE73PVF%20O1HLcL2z7pc44dzCccQ2XyBZLE5K2ThXljNzIWOY9BHcBNoZPo5MQ67tGea/HHku0/1nza/3Y9ye%20Ncj4rX4/xm1Fm/k7EeRyuQomM9WtF5oIhOaNyjc5Tl6Cxatp1UalxL6t/wB0Sez3d7LxT/jI33TO%20D+HqaQlu0+nUWXSfO+1/lzt/xPp/DoZYacwdrsDbznG+9/GKLfjLGRuxUo2fb+NJ5hAemjdXjFnS%20z/8AnPHksv8Au+PNJvbz3j4NB29pcaz+UrcfznHmKncqZOUKm7bIW0gKd42J/gY/aF26tpo762ue%20WZMcIjlebUeW+6ThuWwonJhKzy42plNrtFbkhjlKwULk3mAHnYN3x8WWdOq7XjHr/SQe56xyGtzr%20tpPxyrFdzsduyWNqTuwxSTM8GwTdzibR/wDPb7qa5zx5Lfj9YyP0y95P9RMH/wBNF/5miIB3Fzfe%203Jcw7fD3H4/QwtaPO1nx50TA3kN54t7HttW+jNp8GSfKLc/bXUPMOc8S4bjGyfJsnFjaZFsjKTcR%20yFq3ljijY5JHbXV9ovo3V+imTDH4T3K4PzivYscWy0WSGqTBZjYZIpY3JtRcophjkYS+BbdH0fR+%20jrWESVQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQVf2Q4XyXjNrm5%205un8oOXz9q/jn9SKT1K0r6hJ+KM9uv0Fo/1JOkhetWggIMfIf9Qs/wCiP9y6m3RZ1Ur7Ov1RF/OV%20n9zGum3Se381idavJYaUR7vath+D4TJPCVjGYvMQT5OIfB4nEgbVvDRyLb1+LpLjaVbM63C4cFyn%20jma49DnsVfgnw0kXqtbExaMAEdSaR9fI4ffsWjj8UvCTlSXZW5X5B367icn495uMSRxVvXj0aGxa%20bY3qDp0fV4pCZ28WLX4q6/H6m15+jY8fHtX3xv5MOXcXgq8q47ZlpT0vmphtPADsLSFJC1MzDfuF%20hJn2P9G5STjK7cXDRcro8Wy3djgfbbhFSuGL4naLLZv5JheOuUDizDKbbt0use2Rz1JyJtX11V15%202z5G0xMebP7s3IOF+4ThXN8gfy+DyFWXE37f3kZNvYXkfwYfx4lr9Au/wU1vNnmbTiXy8f2svuxz%207BcU7e5LM2rkTfMVZI8ULExPZnmjdohiZtd+uu53bow9X6LO87Gt5z2RrsHhMlxHsTQleoVjJSV7%20GVGi7vGRlNulhi12m4uUbA32X0f4Le9x9GdJm+7UcP4/2U74Y1uZZTjVaPPiTw5WnHanGWIwJ9jz%20vA9VpXMGZ2Mw8PLr5UxjmLns1eCkwvL/AHF439FIIP0T7f42SFrFIYxqfMWWMfTieNtmn4zpt/BJ%20TXvfou3GIr73RcbzHDe7OM7i4+PfWuy17ASuLvGF6kwt6Ru34YRCTfF/N9Ca3FXbmLdxfu47PWcC%20GQvXbFDJemRS4cq08s3qCz+QJYwKAt7t5HeQf223rorMVF2w533B7j+4U8vhb1zF4OWVrWRohK5V%20xo1o/SAJo31iI5Og67dWIncdNNVdJxybXyZ/vi/764n/ABa3+UiWO69nV+N/7uq/6GP9yy3erM6O%20R+9H97Hjn8Yw/wCWZZ/F8r47Nb9J47uhe43bbh/IshjuUcn+Yt1eLxT2QxLvEVKZtu83mhkB97+R%20tG3s3Tr01S3HJOeFTe3AsJn+6vLuY8ar1sHxuxWCtT4/HJAE/Qo9ZjqQkXojrG/w26loLv1W5xr9%20UtmVc9ya+W7Oe4YeWR1nsY27akydXVtozQ2tRtwiWmm8HlJvq1F38VnS44q788ryue7js5FgCyNe%209ZsZH0mMML8rMFj1C0/FlIQ/Ls46+Z2ldvo3fFSK09sPIO43L+6ObzsuStxca1sW8lQ9QjpvPbLW%20KEIz1ESHTXcLMW0dNdH63WY1Ta5rTe5vjuc4P3go9wcaLvXvywXIJ3F/TC7UYRKE3bT7YxsXj5mc%20voWdbirtMxcmB923Z+9hIbmUvzYnJOGtjGSVrMxDIzdWCWGOSIhd/su5N08WFWpHPPLeQZfv73jo%20VsTSlgxz7KtWItHOClGbnNZncdRF/M5O2rt4Czu/jdJzyu14xHR3uZ7d2uT9qThxURS3cAYXqtYB%20cikjhAo5IxZurv6ZOTM3i7aLO17mvkqn25+5LjHGuMBxLmcslKvQcyxmUGOScHjMnN4ZQiaSRiEi%20fY4i7adH0067tyy+vcT7leL8j4vLxLhkkl2HIbHyWUKOSCNogJj9GMJhCRyIhbc7izM3hrr0xZlu%20XC1Pa3wPIcS7YxFk4Sr5HNTlkJa8jaHHGYiEIk3izuAMWj+Gunit7eTEU/7cP7yfK/8AMyv+vRrG%20nx+i79XVfK/6LZn+I2fyJLP5PjfZrT5RzT7HPt8v+5R//HXX/lju6rWVEFX9kOF8l4za5uebp/KD%20l8/av45/Uik9StK+oSfijPbr9BaP9STpIXrVoICDHyH/AFCz/oj/AHLqbdFnVSvs6/VEX85Wf3Ma%206bdJ7fzWJ1q8lhpRHu9q2H4PhMk8JWMZi8xBPk4h8HicSBtW8NHItvX4ukuNpVszrcLhwXKeOZrj%200OexV+CfDSReq1sTFowAR1JpH18jh9+xaOPxS8JOVJ9lblfkHfvuJyfj768XkjirPPGzNDPabY3q%20Dp0fV4pCZ28WLX4q6/H6m15+jd2sn267o89zfb7nHG4IspxyVixJy2ZBsW4SZyI4TiGtIA7NhlGx%20kz66/e6qSZmVvHCH95sDwmjU4/2Z4Fj68ORzWTgnylas/qzRV4tT9S1KbySuW09zeo76Az/DRWc7%20TyheJb3rd+5WE+P5bt9zsAJ6PG8mMN84x1IYJXAtdG/awkP3XUm2NvcxnXx48lu5TnfE8bxE+W2M%20nB+YBh9eO8JsUcjO3lGNx13kT+URbq79PFLwk5VN7aa2Vpdt+S80Om893kN65lKdHVweUI2fYDOw%20lpvk3szsL/cdL/nWQmLta9+H8f7Kd8Ma3MspxqtHnxJ4crTjtTjLEYE+x53geq0rmDM7GYeHl18q%20uMcwz2avBSYXl/uLxv6KQQfon2/xskLWKQxjU+YssY+nE8bbNPxnTb+CSmve/RduMRs++n63e0f8%205T/uoFrT5fSpt8frF5LIob3M/wBJu13+0EP5WFSfKePJb8b481s5Dg+EyHMcbyu60k+QxFeWtj4D%202FBE85CRzCLjuaXQdu5i8PgrEqEQzY/M+4UbWBiF/wBH8TPU5RkYh8kk9g43rVDNm0OSJgc/jp4f%20BNe98ZNuy10BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB%20AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHxNEM%20sJxFqwyC4k7eOhNolEX7a9t8H2944+Aws9qxTec7PqXDjOXfIzM7axxxDp5fwVbcpI8O5Havj3cC%20LFxZmxbrjiLPzdZ6ZxA5SaM2h+pHLqPT4aKTiy+S3phKr+OoZGjNj79eO3Ssg8VitMLHHIBNo4kJ%20as7OgpO97Nu0dnInbhmytKAiYhx8FmMoBZtNREpoZZtH066yO/1pCrd4rxHjnE8NFhuPUQx+Nhdy%20GEHIncifUiMzcjMn+knd1bTCB9xfbd2253mfz1kAt47KSf8AW7OOlCN7GjMIvKMsc4aiw/aEWd/j%20r0WZFykfbjtPwvt5jjp8dqOM0+nzmQsF6lqdx8PUk0FmZvgICI/HTV3Wss4bnlfEuO8sws2F5BSC%20/jp3ZyhNyF2IfsmBg4mBN9IuzrNjUqq+Oe0XtLhcvFkpWv5doH3R0shNEdbexMQkQQwwuemn2SJx%20f4s61LhKutmZmZmbRm6MzKCnOZe1PtZyjOT5k/nsTZtO8lqLHTRBDJKRORSuE0U+0i167NG+rXVS%20TC2rD4RwLivCMKGH43RGnUZ98paucs0j+MkshakZP9fRm6No2jLVrMjZZvB4fO4uxicxTivY60Oy%20xVmFiAm8W8fB2fqzt1Z+rdVLGpcKWyHsz7S2rs1iC1l6EUhbgp17MJRRt+CDzwTS6f5xu6ItXhPb%203h/CMaeO4xjQx9eUvUnJiOSWQ2bRnklkczLT4M76N8NFbUwjvdXsZxLuZax9nO279Y8aEkcDUZIY%202dpXEi3+rDNr9jppos4aysGCIYYY4Rd3GMWAXfx0FtOqtSK65P2G4hyPuFS53euZCPL0DrSQwQSQ%20DWd6hMUe4ShM+rt5tD/wJrxcluWo71837gcD5BgOT0Anv8Cj3Rcmx1aCGQw8dszyEHqA2hdPOIbh%20YXdtyS88rjjjqh/bDJ2O5XfufuTg8VZxXFaWO+Rlt2QGM7dhx27S9MiEjbd10ItogOumrMtazEvq%20m3OPRe/K+HcZ5biDxHI8fFkceZMfpS6s4m3gcZg4nGWju24CZ9FnCyqfD2ZdphvDZe3mDhaVpHpF%20Zg9JxYtfSd2rtLsdvL0Pdp99r1SJVxcW4nxziuHiw3HqEePxsLu4QR6vqReJGZuRmT/Eid3VtSR6%208g47g+RYmfEZylFkMbZHbNWmHcL/AEE3xEh8RIXZ2fqz6qNSqZyHsz7S2rs1iC1l6EUhbgp17MJR%20Rt+CDzwTS6f5xu6Is7gfbDhHBKclbjOMCmU+35q0TlLYmcWZvPLI5Fp8draCzu+jNqramEpUVU/O%20PbD2p5dkDyMtSfD5CaR5bVjFSDC0xO2j74pAmhbV/M7gAu79Xd1MLl+cH9sHajiWQDJRVJ8xfhka%20WrPlZBmaEmbRtkUYQwvo/mZzAnZ+rOy1KzhbKiq34T2H4hw/m+Q5jjLmQmyeSawM8NmSEoG+alaY%209ghDGbaEPTU36JOJgvKwchSiv0LNGZyGK1EcEhBoxMMguLuOrO2uj/QptMzCy4uUG7Vdk+K9s3yT%204G1es/nT0vmPnpIZNvob9uz0oodP3x9ddVrPGEWAoCAgICD4miGWE4i1YZBcSdvHQm0SiL9te2+D%207e8cfAYWe1YpvOdn1LhxnLvkZmdtY44h08v4KtuUkencbt7hef8AGT47mZrNelJLHOUlMowl3RPq%20LayBKOn0+VZsy1K2kHHMSHHIuO2IRu4uOqFI4LQjI0sIA0ekjaMJas3XotbXNScKevezbtHZyJ24%20ZsrSgImIcfBZjKAWbTURKaGWbR9Ousjv9akKt3ivEeOcTw0WG49RDH42F3IYQcidyJ9SIzNyMyf6%20Sd3VtMIn3O7EcB7jTQ283FPWycDNGOSoyDFOUQ6u0R+oEsZDqWvUNW+Dt1WcLl99suxvAO3RSz4O%20tLYyczOEmUvGMtn03fX0xcRjjAfp2Azl99roy1lnCaZjD4vNYuzisrWjuY+4DxWa0ragYv8AB/8A%200O3Vvgs2ZalwpqD2d9oYsx8+T5Oaq0hSfmqSyHyu19dI9wxDY2jr0/Hbvpd1YlXXTp1KNSGnThCt%20UrAMVevELBGEYNoIiLaMzMzdGQVFzL2p9rOUZyfMn89ibNp3ktRY6aIIZJSJyKVwmin2kWvXZo31%20a6qSYW1YfCOBcV4RhQw/G6I06jPvlLVzlmkfxklkLUjJ/r6M3RtG0ZatZkYnK+2+D5PyPjufvz2o%20rnGZzs0I4DjGIzNwd2mY4zJ2/Ft9khSXFyt6YStQRLnXbPA8zvYG7lJ7UMvHbg36Q1TjETlAhJml%203xyO46g32dH+tMc5XPGEB79d4KvH8tjeEx5n9HTysXr5jkDRSzy1KTu4sNaOEJC9eZwIRLTyePjo%207JzTpM9217R9xOxrR0uEcCyfrTsByBA9a3HJMQjulmlmmhjEpC01d3f6m+DLXVlayyogICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgIP/Z" height="418" width="1276" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>According
        to the above equations, acetogenesis indicates two pathways: propionic,
        through which propionic acid reacts with water and ammonia, producing 
        biosol, acetic acid, hydrogen and carbon dioxide and then, there is 
        butyric, where butyric acid reacts with water, ammonia and carbon 
        dioxide, generating biosol, acetic acid and gaseous hydrogen.</p>
      <p>Finally,
        methanogenic bacteria are responsible for producing the enzymatic 
        biochemical reactions of methanogenesis, according to the following 
        equations:</p>
      <div id="f5" class="fig">
        <div class="zoom">
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LcaSbY22m%20gfjNyVQhQibZZUTFPIK91xEVfMi1dJcU3mYtPP8Ay1l+MFgs3DX+5HvrxG5CVpo/WNr2Saa3OAZB%20v7mmoKi9aYv8sLMfxz46q/L5F59wTkvGomdzLdcbLlUhGG7fAbFG4/ddBtRBxWmnt7PdHTeZoqa9%20VXqib4S7ZWfljlPPHc/hcYcbJHZyKS0ki4XeUImEUFTuIiCSOAmjY6mpNl0JEFN1SS230W6Tu4MP%205K5XxHkm34Byk7Fu3z4d9pvkIRBENU0RtUBuOJBuDb1bQkJddVHSrNdOqctNejNfk3Mb31NXyJZ7%207BjZX2jdW4OgKsfL1Rsm2dqxnE3oyrYqvb8UXze1X9fr7rz6f4/y0Hlzk/la0c0WzC8QlNEN3trQ%20Roj7bPaCW+bwLKJwmyd0aEN+3XTp8K+Cya5S3GK+eU8i8zYTbbPhEu4Qsj5NyeS56WW002MaHFLR%20prQUaioZqe4kJxvami67kSm9xF2ma4rXl3LnDeQWa1Z6lquWKZDIVoJFojsxhivmf4hoLEeGikqu%20IZoQLuT4S11q8cW/xTlnGUb9XkLNVynFn2rhHGyPPg1ZoqincZnoSdx5xe0uoLqGnnLw+H354/Ke%20f+jl8b5f7WPkHNeYsHj8b2u6X5h693a4ux7/ACYrEc2ZDSyWkbEe5Hb2aNO7VUAFf+GtTF5RbPxt%208dUxyxyZyG/yFB4x43WNFvkiOkufd5YiYxw13ogoYuAiIA+dVbNfMm1EXrUmufQuk7u3iy68/Qsx%20m4zyDDavNrbaF9rKIgNMsgTg6g2OgRUdHUCEkFreBdS8qotWYwlcuSO87y3shvkrJIXHOOWtVCzx%205DFvm+qAddr0mQ64YsK4SiKdfbpt1TUs50y1jNwm/p25NvPIOA/M7022NzgyTgyH2U2C+rYAaOqH%20gBEjnmROmvVNE6JvlGGoVlSgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH5vscFqb9YGWx3erTlnIHB94nHigqfu%20FUkzLGuX/PjzVj6cbfdpma5BAuTndZwm0zLJBVRTVtX5bhKq/wB15TT/AJPSrnPC3rZEunKTpl7c%20I4hNy/6ZsxsEBN0+TPcOGCqg73mWo7oBquiJvINvX31ee08dThdVJsl04Rttli2HIeMrrO5EYIIk%20qEMmZHF99TQddBf7oOGK69sY/wAXROi60mLsmMbtd+oTEY0T6d7ZExyyybXbLdLYmHanlN1+Ky4L%20qn3l3yFTab3m1NUT31Od1mWuF0vb7qvylyc7nHGeM3K0x7pHwaFPC35oDaCDqo02wqCXacNCaIXD%202Keib9uui7a1yn5S3a/uzx+OOqDyyXxaGe8byuPbUUHEoNyaGTfijSGWX3zlNmTZSpQo68TAjqu9%20V2oXTpU45/kXGGlcmf2sOPf9D/45NTjuvP4Tv+xn39r3Bf5uL+8mU47nL4zv+yHnXm5cH8zZRkd7%20tE2dhmVl3WrlDATUHzJXhbVSVttCQ1cHYRoqj5k1pxullOUzcpPi8bzyZzg7yt8rkWvFLfDWJZnJ%20QoByF2kzqmiqJab3FJRUhFfLrrV4zEueqcrnGEJIyh/g/nDKLpkVsmS8cy5SkQZkMQIiNT7u0UMm%20wVQNwgId6KiaF11Spx2wvOZsvjxo9uMLxdch+qm9XS52p+znMtThtW+Smj7cZW2BZV4U+AzDaRD9%201V0px2qc7t481AZsPGvG+RXyxctYdcLmRSTdsF0iOvNi9G10TRBkRWyHTRdyKRIqqJeFSXTHVrlv%20npW04Fa8RHg3Lr5j2Hy8PS7WuWr0eXIekpIBuO4rLzJvmRq2oudC2Br7NyIi1rntg/r+c7o3iL+y%20Pef9CvP/AMSpz2T+v5e6r2zBLxmH0g2uPZmDl3K2zpE9mI2mrjotyXgcAB+8WxxSQU6rponWnLoc%20OsVuyXf6erk7abLF4ru8/KH3AYukBmZLTYQovqCYT1RGagoqu0xbTTXcQ6VZi7bM7TVqX1CNWiyx%208UiXrBUu3HNtY7Uqeyb5XCB5UZbabebdBG0TyfxpkDq6J0VEWpbm3LU20ZnwpabbL5kss3ihu/Bj%208Mf/ALll3hWERGy3KrRrF0bUTQU2CSqSl1RPLrWuPrszy203aXZNf/zMvunVflCaIvT/ALPHrPHr%2048m/7P8Anx5sszuXxqWTXpjlPDLni+RnNckRpOMqAtyoy7hQnBnOKwe4h3K8y2O9dVXRddZNk5No%20+ka0ZZb8DnFdwkx7NKl97HYsxV7gxiHUjAV02tuKqKmiIhLqSeOq7u2u7PW42WX6mP6kcl/6uP8A%207U1WK6f17+1+iW4N/qgxH+bGP72t8nLiy36aP6wuW/51L/aZdSfCNXdUeF8Tn5bwXyRYbf1ny7gp%20RAVUTe6yDboBqvRN6ht1X31n/mePJu3H9l8ebzY+cZrXEr/FjWL3N3OIlvftZs9oUZbZQVA3ntVR%201vtNEqkit6dOpJrrV5XMyzwzxvu54/8AYmk/6en/ANSCry6ePNnj1foHBrI3d+C7LZENWW7hjzMX%20uJ1Ue/EQN3XXw3U/smtjXC4srDON+ZpHCuOysDzjHLiF2iPvPWko4N9mQDpL99w29QV1F0cbQ9UX%20w1TqzmTG6fxxfRK4Lw3mdz4bz126RCgZHmjqzYttdTtOJ2HFfbExNU7auuEQ6FoqJprUsxxka48v%20ytQtg5wmjw7P40Zxi5O5harZKgS0VsBjR4zQkDr8giIXGlabVdRJvqWibutOWsThLxvrl87Ngd5y%20/wCkaFHs8c5Vyt9xkXCPEbTU3hbecbcFsfvFtMlRE6qqaJ1py6HDr48kBZLv9PVydtNli8V3eflD%207gMXSAzMlpsIUX1BMJ6ojNQUVXaYtppruIdKsxdtmdpq0f6kbfDtt24jt8JhY0OHcAYjxiJTVttt%20yKIApKR6qKJpruX9NJc82r8L483X9Tv9YfFH87p/tMWpPkX41zcoDfONOdGuVFtcm6YnPhjGu7sU%20UMo67BZXXwEPgbIVNUQl1HVKcbjOepymZPRx2+8TucuZMZySzWmZBwzEl7rlxmgIK5IEkdVtFAjB%20SU0bTaJqqJ5l8dKvGYtvonK6SRy5tmMXjX6o5uUX+FLctNytwMxTjNiRHuaabUh7hNASCbWhaF0q%20cNbY1z2njzTeWo299YuHnpqPyneHs/5qZpV4Tdm7R2fULYsmsufYnypZra9d4lgFWrvFYTcbbAER%20q5oKKSCrbjiEfgOiKtTjcXXZbM8cKlmGaO/ULf8AG8dxCzT2LFa5gzL5c5rYALKL5URVacdBPw0P%20ainuJfBOmtXhMcpy8kt0x1WX6tURJPHyJ4Jd9E/daqcPnPHkc/8A53x5n1U/+bOMP52X/HRqcflF%20vwvjzc3Kh3jjLnNjlQ7W/ccTnwxh3d6MiEbBKKM9dyoIr5W1DcqIS6jrrTjcW56nLWT0WnjXnq/8%20iZvIi4/jLw4S0wqFeperTrUoB3KJqCvMHuUwEWhLciedV06JZNKlY5hs7DAyHKj5YtM698pjKdCz%202mTHkzu8htEjbLDA72STcuodxNiBsVtazj8dN2uXy9Gk/ReYt8f3qC4uybGu7nqIxeVxvcw0KbxX%20qnUCT9S1u3MjHV+gqypQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQZDnOCc9JkMqfx7m7MS%2013Fzvv2y7ALqRnEAA2xnDjzV7ZbVLYmxBX361IteeIeG8kx3J7rm+b3lq9Zjdm/TuORhUWGmtya7%20VUGdykjYJojYoOmia1qYkwl1a7UCgUCgUCgUCgUCgUCgUCgUCgUCgjcls715sE+1MT5FrfmMm01c%20Yhk2+wZJ5XGyFRXUV6+NSxZWF3ri/wCqi8Rpdjn57an8embo0g+wLUg4hLtVVFuEJIZB4ij32bvb%20V33TONmx8d4Rb8Iw624zBcJ9mA2qHIJNquumSm65t1LbuMlVB1XTwq25SRY6ilAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFBRsz5gxzGbyFibgXPIb+raSHrRYohTZLLC9EeeTcAgOuifFu6p00XWi4%20SeB8iY5m1vkSrQr7MiE6se5Wya0rEyI+ni0+0uuhfoVU8U11RauEWVxwG2yccJAbBFIzJdERE6qq%20qtQZQ59SmDC4ckLZfHsZbdRlzLm7c4VoRdUFS7+7ubUNdn8X4+GqdaQq/wB/zHGrBjbmS3We2xZW%202xd9YiqYmLmnb7aBuU1PVNqD40uhNVRxnnXGrze4VmnWi9YzMuiL8pW/QvRtTCRNVBhxDcEi0VPH%20TXVETqqJVkTLR6iqvhnI2N5jMvcaxk48FhlJCkyiEUZdc26qrBIRKQoqKmqon2ap1pNsl3w6cYzW%201ZHPvsKC0+27j80rdMJ8QETdEENSa2maqGhfeRF+yk1mS6XBnGa2rDbCt6ujT70VH2I2yMIE5vkO%20I0C6GbY6IRdetJrZPMu2U+i6pr76BQKBQKDPcr5sx2w356ww7TeMmusMEcucewQ1mrDQkRQSQu9s%20RU08ERV8OunSpKLRh2ZY9mFhYvlhkpJgP6jqqKDjbg9DbcAuomK+KL+lNUVFrVmBI3O52+1W6Tcr%20i+EWBDbJ6TIcXQAbBNSJV/RWbcEjNbb9ReGS50MJVrvdps9yeRi25JcYBR7XIM1VGu3I3EujqJqK%20kKdPi21qTI06VKixIrsqU8DEVgCdffcJAAABNxERLoiIiJqqrUJEJg2cWTNbEl8sndW3E+/HaceF%20AU/TuK2rgoil5C26jrouniieFDqr+U81Y7ZLw/ZoNqvGUXKEifNGMfhLO9GpJqCSD3NgBH10FFVe%20i66VJVwsWLZzi+T40GSWiaDlpUTJ55z8JWVa/jAeE9O2Qe3X9PhotaswkUU/qTwkV9YlpvxYwjiN%20rlw21z5Tpu2Kfe17m1HPJ/F66+ypCxa8/wCT8bwjFWcnuQvzLU+4y20cAW3SJH0UgNN5tioaJrqi%200ulxVkzMrJbLnAului3K3vDJgzGgfjPguom24KEJJ+lFpYkqvReR7HJl5XGbYko5h+nzNSBvRzVh%20X/wNHF3eVNPNt61Lfxz40WTNwlcUySDk2N27IIAOtQ7mwEmO2+gi6IGmqIaARii/oJa1YzK5Llmt%20qt+Y2jE3mnyuN6YkSIroCCsCEVEU0cJTQ0Vd3l0Fak1z6LVgoFAoFB4MwbAnHCQABFIzJdERE6qq%20qtBlLv1JYMDzj4229vY0092HMvat5nZ0XcgKXqELeoo4uzVG/Hw1TrSalanHkMSY7ciO4L0d4RcZ%20dBUIDAk1EhJOioqeC0FSzfkn8qTY8X8rZDfvUNq737JA9Y03oW3Y4Xcb2l7dPdUyuFdtf1BWeblF%20qxqTieT2m5XlxQhJcreEYVQepuLueU9gJ1JRFdK1JlK0+RIYjR3ZEhwWmGQJx101QREBTUiJV8ER%20Kgr+AZ9Ys6sRXyxo98vSQ9FA5ACBGrBbVMUQj8heI66L70SrhM614v8AyFjdkyex4xLeJy9X9wgh%20xGdpEAABGrzyKQqDfk2ovVVXwTouki3bLsy/MMfxCxP3u/SfTQWNB1RFM3HDXQG2wHUjMl8ET9K9%20NVosmVaxPmfHr/e2rFLtV4xm7ygJy3Q7/DWEUsQTVz067nBNQT4k1Rfdr10qLJl2Z4xiFnO8ZHcG%207dbwIW0dNCIiMvAG2wQjMvboIr01XwSosihr9RWORSB6+YxlGPWkiQTvd0tRtQg3fBvMDdPzrog6%20B7aRGl/N7T8q+b+tY+Vdn1Pr+4HY7G3f3e7rs2beu7XTSl0IzVfqJx2SRu2HGMnyS1IqiF5tNqce%20hmo/GgG4bRrsXoXl8aLV4w7OcUzK1LdMbuAT4gmrTqihtuNuD4g404gOAvtTcPVOqdKInaBQKBQK%20BQKD0efZYbVx5wWm0VEUzVBTVV0TqvvWg96BQc1zudvtVuk3K4vhFgQ2yekyHF0AGwTUiVf0VLcE%20jNbb9ReGS50MJVrvdps9yeRi25JcYBR7XIM1VGu3I3EujqJqKkKdPi21qTI1OoKnnnJmPYWENqc1%20LuF1uRqFtslsZWVOkqOm9WmkUegIuqqpJ9mq9KmdcD54JyljuZPzYMWPNtN7t21Z1ju0dYk5oD6g%204rSqaKBe9CXTprpqlaxpkRuV82Y7Yb89YYdpvGTXWGCOXOPYIazVhoSIoJIXe2IqaeCIq+HXTpWZ%20RaMOzLHswsLF8sMlJMB/UdVRQcbcHobbgF1ExXxRf0pqiotaswOS/wDIWN2TJ7HjEt4nL1f3CCHE%20Z2kQAAEavPIpCoN+Tai9VVfBOi6SF2ykMnymwYvZn7zfpgQbdH03vHqqqRLoIAAoRGRL4CKKtTKy%20KfjvOWN3a/xLFcLPe8YnXHclqW/QVhNyzHqQMHvcRS0VOhaeKInVdK1JlKteXZnjGIWc7xkdwbt1%20vAhbR00IiIy8AbbBCMy9ugivTVfBKiyKGv1FY5FIHr5jGUY9aSJBO93S1G1CDd8G8wN0/OuiDoHt%20pEajDmRJsRmZDeCTEkALrEhokNswNNRICHVCRU6oqUEVmeWW7EcYn5Hcm3noNubR19uMIk6qKSD5%20EMmxVdS9pJUtwsmUrEktyojMltFRt9sXQQvFENEJNdNevWtWYZlyhI+a2p/OJeGg0+l0hwW7k68o%20h6dWXXFbERLfv36p1TZp9tSayrVgoKZjHLGKZFmd8w6Ir7F7sJKkhqQICLwiW0zYUTNSEFVN25BX%20qnSk1mS6XCUzjNbVhthW9XRp96Kj7EbZGECc3yHEaBdDNsdEIuvWk1snmXbL65bmmMYhZivOR3Bu%203W8SEEdNCIiMvAG2wQjMvboIr01XwSiyKGP1E46wKSbzi+U2KzeLl8uNpcCE2JfARm0Tp6GqoI6A%20vVUojTrfcYFygsT7fIblwpII7HkskhtmBJqhCQ6oqLQdFAoFAoIrKMpsOLWOTfL7LGFbIiIrzxIq%209SXQRERRSIiVdERE1qW4WRTcZ51xq83uFZp1ovWMzLoi/KVv0L0bUwkTVQYcQ3BItFTx011RE6qi%20VqRnLR6iqVmnLOPYvcm7OMK5X+/G33zstjilNltx/DvugigIBronmLVdU0TSplcO/BOQ8dza3Py7%20SrzMiG6se5WyY2rEyI+Pi0+0qrtL9Cqnj11Ra1YisXv6gMSt02W1CtV7v1vtpE3dL3aIJSrdFcb6%20ui7IUgTVofMexCRE+3pUlyti1TeRMMh4amZv3RpMbJoX256blQxNdBEQRN6mpeXZt3a9NKctN0mq%20t4zzrjV5vcKzTrResZmXRF+UrfoXo2phImqgw4huCRaKnjprqiJ1VEqyJlo9RVXwzkbG8xmXuNYy%20ceCwykhSZRCKMuubdVVgkIlIUVFTVUT7NU60m2S74Q3JfOvH3HhhGvcp2RdHEQxtUEBeko2q/GaE%20TbYJ7t5oq/dRamVw4eOfqM41zy5fKrc/It12NV9PAuTYMuPoKIqq0TZvNEvX4d+7oq7dE1rWGcpy%20+8rY9ZeQrNgkqPLO73xrvRH2gaWMI/ifxhE4Jov4S+ALUmrVmJlI8g51aMFxWVkt3ZkPwIhNC41E%20EDeVXnBaHaLhtD8R9fNREljt7iX6w269wwcbi3OO1LYB5ERxAeBDFDQVIULReuirVsxRIVAoFAoI%20DOc5x7Ccbk5Bfnlahx00BoNqvPOL8LTIEooRlp0TX7VVERVplZMpqJJblRGZLaKjb7YugheKIaIS%20a6a9etWzDMuX1qKq+S8j43j2S2HG5puOXfInlZgx2UElBETq69uIdrevl1TVVXwTouia3BdJl7Z9%20n1swq1Rp82FOuRTZTcKJBtjIyJTrzokQiDZG3u6AvgtFwicS5Z/Md6atX5Nyizd0TL192tvpYg7B%203aE73D0UvAenjVkRO27NbVPzK7Ymy0+NxszEeTKdMQRgglIqgjZIamqpt66ilSal0w6sqyODjWOX%20HIJ4Ouw7YwcmQ2wgk6QNpqqAhkAqv6SSpbhZHVaLkxdLVDuccSFicw3JaFxEQ0B0EMUJEUk10Xro%20tasxcMy5faXMiQor0uY8EeLHAnX5DpIDYACakRkWiCiJ1VVqKy9fqJx2SRu2HGMnyS1IqiF5tNqc%20ehmo/GgG4bRrsXoXl8aLV4w7OcUzK1LdMbuAT4gmrTqihtuNuD4g404gOAvtTcPVOqdKInaCsWfE%20Mexa7ZLlHqnBevrgTLrJmON9tkIzaiiAW0NjQBqvmJdPfSaTBjNUbiB5cn5FzTkK3smzjNzSLbrS%20+Qq2k1YSKLsrYXVUQvKBaeHTxRUqyYndeW89I0bNrczcsOvlvelhAZlwJLDk51UFtkXGiFXDVVRE%20EddV6+FZuy8LrH55g80lD4PPH/ylcpDcWC5ZhyFmK4ePONgqxFlrL2ofbXqaj2tdfLV5fl6ZTjpe%20yfvlrjx2ODsOWc1dLb6puQ5KjqjkaStviobZAWvmbUj8v2VqfL2qY/C94tf1NtIPFMq5trsm2ebB%20nQH0TUm3m5IChD7l2mqVmfKd1kzmeiU5Gv8AdJo23CLA4Td+yZtVlTARUWDbB0SVKXp0NULtta/f%20X7KYzcdPH1JcTKu8BWS2WLJuR7Pa2Ej2+BdmGIzI9doBGRE6r1Vfevtq8bnj78mbMcvaK7hvJP5U%20zXkSJ+Vshv3qL+676iyQPWNN/hAOxw+43tPprp7qzx+PvWufy9o5eaeWfzHhY2r8m5RZu7cIBevu%201t9LEHZKAtCd7h6KWmg9Oq1rh8p3Z5fG9m93XK8Xsr0WNeLxBtsmZ0iMzJLLBuqioP4YuEKn1JE6%20VFStBn/IfNXHOIPybJfL0sC9HFV5hkY8txdHBJGyRxlowTzD++6Vm7XCzdUOE+esDm4vjGN3TInZ%20eYyGxjPtSGprzrkgjXRDkE2QEumnmU9PtrpZm6eNGJpNW3Eu0VX3JrWWmTfTRtlYNcr6a75t8vVw%20mS3SREIi7ygiLpr4IH6qT4zsvL5XucWD6Hl7lK0MLtgeqt9wBgR0EX5cdVeJNOmpqKKtWfH3py3z%206PP1LOk5gtutCkosXy9263ytE11aN7eSL1Tp+GlSfKdz/m30WLma0wpnEWUQnGx7DVrfcaHaioBR%2021caVE/uSBNKnJeG+ELbsLY5G4+wqRklwlu2wbbHk3G0tGTLU98mWiBZajoZgBCpbE01Lr7Ou+fy%20tYm2HN9N/bicUF2wQW49wuexsU0RBCS5oiJ+qsS/jL6NWflZ6qNwjyFkyYQ4/iGGyMsvE+fLuGSz%20Sks2yOEmS8Sg2L0lF77gtCCkIJoKKPXrpWrMSFxba0DDbbx/neEZRbrVDmY+V7lyGcstyGoS49wN%20ESQmjivNDvRE6gO0k8U11RJZp6Gsuu7p5SvmOYPxguPA36qTOhLZMesyD3HpbpNdhsEbBEVRTcim%20qIifrVEVyzy914TGvkpPImKv2bg3A8ZvIo+9Hudmiz2jVDFVI9HGteqKI7lD9FXli8p3+zPHTje3%203TPH0h/jPPHeM7k4S4zeCdm4PMcVVQFVdz9vIl9oKu4P/wBSRKTWY6z6HLzctj/785z/AEh/9NKs%208v8A5/8A9Ncf/pPZw8Vc0fKeOMdtn5Ey+4ekgtNetg2rvRXdo6b2XO6O8F9i6VqsR7xs6/NnPuFu%20/l69WD0kC5j275D9Ebu9sV1aTe5uQdPNTh17fc5dO7aouT41Lu8izRLtDkXiIilKtrUho5LSIqIq%20uMiSmOm5PFPbUipKgwHmX6hMCWxvWjH8mfj5BDucUJIRmp0cxbjyhSUPdRoBUdgkioheZPfTjdZe%20hymlnVpmEcwcdZxOkQcXu3zCVFa777fp5TG1vcg7tX2mhXqvsWrgyj/qBuj9s4bymSwSg4cT06EP%20iiSDFkv/AOLi1jk3w3Tllx22N8bwsf7QlbvlLcQmlFNpNlHQC1Hw661v+zW1z/ruMVWPpsmyZfDG%20PLJcV044vxQMkVF7ceQ402n6BAURKvJcYtjS3XG2mzdcJBbbRSMl8ERE1VVrIyPhhh7LshvvK1xT%20eNzdO2YsBJ/E2uK4obx1RFRX3EUi/R7lpJietLv2SufPvZhkrHG8Hd8tQG52ZygVR2QlJVZgiSeB%20yyDzddUbRffSefku09ajvpqjts8e3CPHFGW2r3c22RFE2gIvaCiJ7kpPhx7M4xy5d1YvnG9oxLk/%20jiaMmTdb/dLrKK7Xye4rkh9QiFtH9622GugAKdE0TrpTj8sela5ay31ja77imP36RbJF3iJLcs8k%20Z1u3G4ItyQRUFxQEhE1HXpvRdKTfKMey7MG8n5Xw+0TrdOxa32O7OvMXa8xnYw3GU0htBGgGiG0Q%20u/EhG4O5NNE10Rbw3z6HLbHqnXY7OQ/UcTFwFH4eJWRuTbozibgCZMe80hEXVNwtigovsqcOt9jl%20dp7tVmRIs2I9DltC/FkATT7LiIQGBptISReioqLpQlwxPP8ADbZZrPx9xXbXn/y/dbztnBIcV03Y%20kffLOORaJ5CPRERNNNEpLnlM+X0XaWzxlt0eOxGYbjx2xZYZFG2mm0QQABTQREU6IiJ4JRGTXKPH%20xn6ibG9bQRhrNrdMavDDaIIOP29EeakEiaefaSjrV4Tf9Tl0aQzleLv3pyxM3iC7e2kVXbWElkpQ%20IiIS7mELuJoKovUakHdNmxIMN+bMeCPDitm9JkOkgNtttipGZkvRBEU1VVoKp+2Tib+mFn/11j+F%20QP2ycTf0ws/+usfwqB+2Tib+mFn/ANdY/hUD9snE39MLP/rrH8Kgftk4m/phZ/8AXWP4VBGZNn3B%20WT2OVY75k1lm2uYKDIjlOZHXaqEKoQmJCQkiKiouqLQZenJTfGGhWDNLbneFN9Fssq4MLeIbev8A%202V7dpIAU8AJNfBBTxWg2nj/lDC89t3rcdni+4AosmC5oEphV9jrSrqnXpuTUV9irQVH6lnScwW3W%20hSUWL5e7db5Wia6tG9vJF6p0/DSk+U7r/wA2+ixczWmFM4iyiE42PYatb7jQ7UVAKO2rjSon9yQJ%20pU5Lw3wkuM7hJuPHeMz5Rq7Jk2uI684SKhEZMipEuvtVa3z3rE2UnHFG5fUnlkh/znY7NBhQ0JE0%20AZK99xR/StZ47Xu1y6dvuZ3/APL+fePLhGXtvXKJdIE1RHVXGGmUfbElT2C51q8d72Lt7vP00bZW%20DXK+mu+bfL1cJkt0kRCIu8oIi6a+CB+qpPjOxy+V7vHF4FC5c5Ts8Yu3C9TAnttCOgg/LjKrxp7N%20SIUVaT4+9OW+fRWb5xvaMS5P44mjJk3W/wB0usortfJ7iuSH1CIW0f3rbYa6AAp0TROulOPyx6U5%20ay31iU57yS327POOId1ZelWwZku5FBjMlIekSorQjDaabHqRk86iDr018VSrx39jo+93zU7ldbJA%205UwB/Hra9cmSx27/ADBqWAXEFVY/eWGTZx1LwTVSRV6L0RVpx39UvXydjsdnIfqOJi4Cj8PErI3J%20t0ZxNwBMmPeaQiLqm4WxQUX2VOHW+xyu092qzIkWbEehy2hfiyAJp9lxEIDA02kJIvRUVF0oS4Vm%20yW/DOMsQhWl26N26yRDJqNJu0oA8zpk72+66rY+1dop7EpaSKvzjfLLeuCsonWa4RrnCWOgJKhvN%20vtKQuhuHe2pDqnt61nnt+n1a4b/r9HFaOeOzaoTP7O82c7bDQdxuzbgLaCJuFe91RfZW+W7HHZEY%20JmsW9865FfZdun43Fj42wj7V+ZSC8ANSFInSEjIRb0X4lL2LTj8b3n0LvOzVrZyLx9dZzUC2ZPaZ%20859VRiJGnRnnjVEUlQGwMiLREVeiVFYAOE3Wff8APs0xVNua4rkzsm36a/yqOjAK/DNE+JHBVdE9%20/TprU4XEz61rlrcekWzljNbTmvAsTIrWWjEufbe6wXxsvDLbR1k/7oC6fb4+C1uTHPj3YvxvZNDE%20ayX6h5A3Da/Cw2zx3bdEcTcATZ7ikUlEVNN4tggov66zxu99muXSe7WHWmnmjZeAXGnBUHGzRCEh%20JNFEkXoqKlLEZNwsrNhyPkHC2C7dlx65NyraBKiBHYuDPqCaFemgASKqfpqz4y9y7tJseT41f2nX%20bFdoV2aYJAecgyGpIgSpqiErRGgqqe+oPpfL3bLFZ5l4ur3p7dAaJ+W/tM9jYJqRbW0I10+xKWjB%207x9SXHDvKGOz4eUvpi8eDObuoCxPBlZDmz0+9jtIrhdC2lsXb9lOPXsnLp3bVh2b4vmdo+cY3N9f%20bkdJjv8AadZ/EDRSHa8DZ9NyeyrYuVA5oUZ2d8YWF/rCl3lya80qIomUFne2ha/adTj8varfje8f%20X6m2kHimVc212TbPNgzoD6JqTbzckBQh9y7TVKT5TuSZzPRqUdxXI7Ti+JgJL7PFNfCiR+d8Az67%20jl3IUnHcYkZXlsq+PNSWhdbgsR7fC0jxkdmPp2txKh7Gx1VdCVdNKT4xeWMrFHzOxfJOR8hZsT2M%208jW+2qWSW551XV3MxjWI82QF2HQ08HBFFX29NNVn46LN5lEcX53kdt4zsMTDMAl5HYYkMfmt1WSx%20ARySSdyZ6aPIRXZWjhmO5ERCNFFNfGry39GZ/lyTpGC3b9kNoxBk42JXC9ybj8ud3krb8MScJlwX%20TcUVB4y8iKo+7ppSacp2q343vF2+ptpB4plXNtdk2zzYM6A+iak283JAUIfcu01SpPlO5JnM9Epy%20Nf7pNG24RYHCbv2TNqsqYCKiwbYOiSpS9OhqhdtrX76/ZTGbjp4+pLiZVzgSy2yw5LyPaLWwke3w%20LswzGZHVdoBGRE6r1Vfevtqy54+/JmzHL2il/TJb42U8iZ1nV5aGZd2ZqNQXXhUijo6Tm7t701BU%20bAWxXxQfL4U4/CXz8fdrn8rPJs2T8RYRkuW2nK7nEP5vZy3sOxzVjukKiTSvk3tcPskOoedPai6p%200qTS5S6zDD/qAyy3Yj9RGG5Jcm3noNtt6OvtxhEnVRXJAeRDJsVXUvaSU43VrlPxnf8AZE82fU3g%20Wdcc3HGrRAurE+Wccm3ZbUcGURl8HS3E3IdL4Q6eWpUfo3idUTi7E1VdES0QlVV/6ga3z3rMWG1X%20e03eEE61TWLhCcUhCVFdB5olBVEkQ21IV2kiovWsqpXIfNXHOIPybJfL0sC9HFV5hkY8txdHBJGy%20RxlowTzD++6Vm7XCzdUOE+esDm4vjGN3TInZeYyGxjPtSGprzrkgjXRDkE2QEumnmU9PtrpZm6eN%20GJpNW31lphf1E8bWqRiOV5ldZUm5T48UBssN41SJbxVWwcVhlOnccVFUjLX2aaaa1nlpGuOrZrD/%20ANx27/RWf8WldOW9c+O0emR5BbMesU693NztQLeyT75Imq6CnwintIl6CntWsWtyZYBdbBc1zjjv%20M8jY7OT5JflccjKqqsKCDBelhDrpooCu5z3mq/ZWuOnLHpyZ53PHPrF45hHNpOa4LHxqyfNViyJk%2045EnutwI8gY6sx3JT7YntEFdI9nxHpoPWpx39mtMa+brsmcciWXKLXj/ACRDtA/mAnG7NdLE5I7C%20SGh3rHfbledCMdVExXT2adaTG3VL5qjLzn8p8+5i9+X71f8A1Vutgduxw/Wm1sEl3Opvb2oWvSpx%2069/svLp2+758qc0/NuOMjtv5Ey+3+rgPNetnWnsxmtw6b3nO6WwE9q6U5Eahj2S45YcAxqRfbrDt%20TDtviNtPTpDUYCP04rtEnSBFXRNdErp/Z8qxw2irc3GF9fwbEwfQrTk93bK4K2W4JEKK2slWtR8Q%20dVB6otYnyxfX/DefxzPGWqx47EZhuPHbFlhkUbaabRBAAFNBERToiInglEZNco8fGfqJsb1tBGGs%202t0xq8MNogg4/b0R5qQSJp59pKOtXhN/1OXRrlQfmHkrlnC8q5Em4hluQFY8Bx95AnRGGpbj93lt%20l5mnDjtOduO0Y6KniSpqnsUHHG7V0bPx1yfxflInZsInNvt2pgF9GzFkRW2WEXYCAjrTI6J4aDVx%201Yz0R+Zy4XJ/E2Sw8KnLKeebehNmgOMbpDCoRsL3xb6Hps3eHXxrNmZK3x0uKq9u+oXjyDiUfH50%20KbHyyPDbgHhS2+SkkpCNo0MYBRtWtrnTZ5vhVOmvStc9c41Z4zG6FHAM1xvirALuUB6XfcMuBXKd%20Zoyo6/6GU4avMNCnxONtmPl196Utksvphd5enV2ZxyRjfMFugYLghSLqdymRXr7KSO+wzBgx3Rec%20J83QbTcWzaKCqoq9NfDVxmsvSJnT1WW68Q8gLm94ynHeQPkhXYWWfTFaI04mmI46AyDr7uqBu1LQ%20RFFVeutSbFVrgqwZtG5Jzl2flXr48K5I1d4/oGGfXvlH8j+8CVWNn7wOi04fH3qcvl7RaeFv/M/J%20n/qRz/EBU4/H3rXL5e0PqW/qwP8AnK2/7W3WuPy490vxvZ3ZlGsNrfvLMWJ8+zDM46Ro9neVs9Y7%20TXZ0LUdGYTSkTjhHqm4lRNSIRrO+kXPVc8WtMiz41arTJkLLkW+GxFdkrr+IbLYgp9evVR1rfK5t%20rMmjruMc5NvlRm1RDfZcbBS8EUxUU10199Y5TMal1V/i/FrhinH9kx24uNOzbbHRl9yOpE0pISrq%20CmLZKnX2ilb5XLHGYWhevSstMFxDPLBw5IvmH505ItkMrlKuGN3JWH348uHJJHNgEwDn4jRF+Iio%20njSXSTyXlvnzWLiRJSnmfJd7iPWmJkcgZUOPKAkkN2yAxsadcbTcQqY7i2onh1TXVKt/HjipvdH2%205QjDyRxKN2wp1bg808xd7IqCbSvnDe3KCC4IGikgkg6onXSpdLL5arNZZ5qvmfONgzbDZmG4jHnS%2084vrJW12xnFfZdgk7+HJKU4YI0AsJuQlEl0X3JqqP452SXG7Z8cszdkxu22ZtUILdEZiiSdEXsto%20Gv69tXlc21Jsz36cAFzjA2yTUTudzEk+xZbiVmfGdmuXyvdWOP8AO8a4btUvBs8J6ypAnSTslyWL%20Jdj3CI853RcaNht1N7fcQXB+70Tx1q50nmWa2+buxjIH8Ux3kPle9W9+FEvMxJVqtckSZkOMMAka%20Mrgqik2sg19qdE6+FLpxx41JM8vT9lJ445X4fG7lnvIGVDcM6liqMR/RTzi2lgtdI0QewQoSIuhu%20Ivv0VdSI7pNi3K/803+0ZDx9il6s7/qrZOyC0uxZGw294eoVNdjggaeHtSpjHLj3SXPHl2+64ct8%20eBnOJOW9h5Yl6hODOsVwFVEmJrPVstydUQvhX3a6p1RKnrFnlWQcP3q93qz8v3G+xfRXpwEbuMVO%20mx9iC4y50Xw1JvXSrz/+enqcM/zmfRrfBv8AVBiP82Mf3ta5McUHmCa/UFgKL7bbdk6dPuB7qnD/%20AK7fdrl07/Z05dbGMdk4gyzAZh4harpHUJjDpuzRmS1cjtiYOiOjTjshO893jcLcqKHVSpN/Hl4/%20wXWXx1aZUFO5Ww655dio2i2usMyRnQpSnJIxDZGkA6aagLi7lEenTxpNLL5VOWss84uNFVnkzFXc%20rwG+48ySBIuERxuMRLoKPIm5rcv73eKa/ZU5TMa43FZfB+oSyQMLaxuZDuCcmRYg25cW9I+UpyaL%20aNiQmgK0rZ9HEXfrs66LWuX5bdWeMxut2FlZ+J+J8eg5XLSETSNx5Lgg4+nrZZk4Tf4IuKvnNU3e%20FXlc2T2SZxbXdzlezs3EeUTmiUHfQuMNGnihSdGBX9Xcrny2b4bp3ArGzYcKsVnZFBCDBjsqieCk%20Laby/wDeLVa6c93PjszuLw3yhbLtep9i5M+Xje5rk+S2VkiSXNx9ABXn3SMhbBEAU6IieCJWZthq%2075R30uWjJ49iu0ydf/W2orlPYC1ekaa2ygf/ABJXfFd69z/+v4R9lOPwnZL8r3T3K39ZvFn86TP9%20kWpPl7Vq/H3iyckZRlGMQ7deLTbEutpZlCORsNtuOy24RJoUiOLZJqrRdSTaXl93VavXXYxp6s3z%20nPsX5dgW7EsBN69SjucOTcLgMWSxHtzEdzuk866+02iEYgQgidS6/oW8flL5JdrPNY+QoN/xTPoH%20JNktMq/QzhLaMktcFEcl+n7iOsSY7XTuE2eqEOvh7k1JJLjK3Wer4S/qd40fjGzi7kzJchcFUhWG%20DBmJIdcQVXRVcaAUEdNTVFVUTVURadju5rngnKF042s1xny2pXI9jnpfYDDqNi0Bakq27uDoij2j%202blL4vvaaKl2s9P8kxc56uxj6muM4zQx8ocm4xfgREl2O4QZfqGjVEVOrTTgEJa6guqapouiVOyY%20s3MMh5JmvIi8hXi1SbBZbZDdtuM22eHanGr56vzHml/itUHaArrqnX3KqaZ9S9J5PLthtD0qxYPi%20bfqvy1c2bnfL85sMorrZq84JuoI9yZMUlFwQ6iBKp6IooV43r0n+jl9fH+mpy4kWZFehzGW5MSS2%20TMiO8KG242aKJgYEiiQkK6Ki+NQVr9k/Fn9DbH/4bD/ydA/ZPxZ/Q2x/+Gw/8nQP2T8Wf0Nsf/hs%20P/J0D9k/Fn9DbH/4bD/ydA/ZPxZ/Q2x/+Gw/8nQReT4dwfi9jlXy+4vYYdrhihPvlbIpabiQRRBF%20oiIiJURERKDME47Pk/y2XCrTgWEueN2ftcNL1MbX2x2u3pGEk8DVd3gQqvhQbLgXGmGYJbPQY5bw%20jbkRJMsvPJfVPa66vmLr4J8KexEoIfnPE7vknH8hqyArt6tsiPdLcwi6K47EcRztp9pBuQft0qZx%20ZfJZrLPNRcz5xsGbYbMw3EY86XnF9ZK2u2M4r7LsEnfw5JSnDBGgFhNyEokui+5NVS/xzskuN2nx%20rvjOD23FsWuMxGJMptm1WkEbdNHnWGxDTUBNA/Saon21q3PJJMRRcvuQ8ccuvZ1dmn/ybkFtagXS%204stm+MKZHc/BN8G0I0bcEtoqiL5lrPG4zPNq64vk9cfvcbk/ly05TYmn3cOxKHKbYu7zTjDUqfNR%20GyBgXUAyRptPMqp0X2dUVbJjN80t6RGYhnlg4ckXzD86ckWyGVylXDG7krD78eXDkkjmwCYBz8Ro%20i/ERUTxqS6SeS8t8+a08KwbpPuGWZ7cYL1tTLZrR2yHKHZIGBEa7TBuB9xXNVLT3deqKlXGJipbm%20+j05W/rN4s/nSZ/si1mfL2q34+8eeaLLdGL1h+e223O3c8TmuLPt0VtXZBw5gI064yCdTNrRCQU/%20T7Ks0pjMwrWcchYzy7At2HYE8/eH5Fyhv3aaMWSyxBiR3UeN15x9todS7e0B+8vT3VeO8vkl2sWP%20kKDfsUz6ByTZLTKvsM4S2fJLXBRHJfp+4jrEmO107hNnqhDr4e5NSSS4yt1nq+Ev6neNH4xs4u5M%20yXIXBVIVhgwZiSHXEFV0VXGgFBHTU1RVVE1VEWnY7vvZcP5YmWvFp17usJL9AemXCWs1kpIRnZTa%20tsx22YzkbvI0064CkT6aKvTciVdv0wn7ozljJJd14a5Bt1wFr5pYSCBNfjiQMPEQx5AuttmThNoQ%20PpqCmW1fvL41jnt7/drhv7fZrVh/7jt3+is/4tK6ct658dozi1/2lr5/6Zif7UVTjte8+jXLedk1%20jjQ5FyBesjkIjkTHzWyWMddUB1BE7g+idU3GZC1r46Aqe1aTbPn4+v2W+XjxhDcLf+Z+TP8A1I5/%20iArPH4+9OXy9oyfnrFrxg1ylJaGu5heb3OHKlM6rthXVh8XTIE8ESQKKv6tOiCiLr+v5Seqc9eNv%20o1fPbfkmK53D5HsNrevcB6Glqyi0QQ7k0mBPexJjN6p3DbItpD+9+zqMmmfX6rjM9Y9HPqb4vkME%201YHZ2QX0hX01ggwJiy3XETUgTe0IeRNVNd3REXTWl9DHmYZxrMk4nkUzPSSFcsvmpdL5FYcFAjxW%20VFW4TjpIQE2jTe133iRJr7abSempvc+yXxRAyHO3MwtUYY2Nx7b8qgzUFAW5avC53Wx0QvTsbFFo%20i+LcSh5dFKza+qfZoNQU68Ydc5vKGO5W06wNutEGdFktERo8RytmxQFBUVFNi7tSSnHTPrE5a47r%20jRWZc32a9K1jWX2aG9cZeI3MJ0i3xk3PvQzHtyRaD7xoOionu1pLi58arvMKfnHJGN8wW6BguCFI%20up3KZFevspI77DMGDHdF5wnzdBtNxbNooKqir018NbxmsvSJnT1bHIy7G4WTQcUel9u+T2DkQoXb%20dXey1ruLuIKtjpt8FJFqTU2ZLaMjs/DmY5fFy4HrfjmRXFbxZr+EZ9+ObskfxYbisA6ougoKQoqd%20R1X3Um2F5TXL72GyryVk2bZSwy9Fxe92QMfssuSybRSwISNyWDTiAfaQjTYqp5v1LTF/jfUzMy+T%204YHzNjGC4jbMLzVqXZ8tsrKQG7SMOU8U1GVVth6IbbZtuDI26Cu5NS19nWrbnZMYQTWB5lZ8Dx7N%20flchy+WzIpGSzrAymsoYM81R5gQ8SeFraSj4+KeNPjjPSYXGc+tylM45IxvmC3QMFwQpF1O5TIr1%209lJHfYZgwY7ovOE+boNpuLZtFBVUVemvhq4zWXpEzp6rLdeIeQFze8ZTjvIHyQrsLLPpitEacTTE%20cdAZB193VA3aloIiiqvXWpNiq1wXYM2j8k5y5Pyr18eFckavEf0DDPr3yj+R/eBKrGz94HRacPj7%201OXy9orDEm9fT5yPkVxuFnlXLjzJHe83cIQoRR3NxG22W4hBCEnSb2mY7k8wr0Uacbifxa5a3KwW%20XnbP+R87tEbjazOxMTiuKl+uV2jiTRIQpuEyaNUAmxXVsAe3Gqpr5davGa67Jbppu+fJn9rDj3/Q%20/wDjk1OO68/hO/7LX9Vv9SF7/wCthf7W1UpFfu2ZRIfEuC4YN5YsMvJrPHGVdpDzccYtvajgskxN%20xRTuuovaaTx1VV+7Wv7NeVicdJlN/ShNt7vD1vhxpLTz8KRLGSyBiTjW+S4TfcEV1HcHmTXxTrTp%20C71rVxjnJt8qM2qIb7LjYKXgimKimumvvrPKZiy6q/xfi1wxTj+yY7cXGnZttjoy+5HUiaUkJV1B%20TFslTr7RSt8rljjMLRWWmc/UT/UvlP8Aoo/40Kzz2/Rrhv8Ar9Fxt82LAxWNOln24sWC28+5opbW%2022UIl0FFVdET2JW+dxaxwmZFLzPH2+XMPsszFcm+W25JbdyYlrCWS3I9OpI2LkaQTGoi6m7QxVNU%208KYsq5zGZ8lYZyxFyvAmblyL8yly7sTdslfJobHo3uyq97YBqL3TptLpU4/L2py+PvGpZnnWQYHM%20sMm9NfMMOKOTGRX1iK4T8aWIj25LjbBEgMOLruRG12r7fBFZmb0MaK1JyazctZliJ4eT06wYzPO6%20Xi9Kw9HYB5tpRYigsgG1NwycQiQU6D1q8d8+n1LthKYl/aEzv+a7V/wHWeO17/ZeXTt905zh/VDl%20382SP7ypy2OKIt54zYLDjeUzxdn32TY4lpstoDY448ZNI4bURpU1Q3lUe6altQBRS2iirXT+z5We%20bPH4z0Rl04uysOMLA3axjN5li81b1a4SKnphM3XHStwn5U7aNvdoV6J5U+FPCW4svlp/hZi5zpl0%20sfU1xnGaGPlDk3GL8CIkux3CDL9Q0aoip1aacAhLXUF1TVNF0Sp2MWbmFRMkzTkb9od5tMiw2W1w%203bdjNsuAK1NcV40V+W+1r+Fqg7BFfFOvuVXHTPqXXTyazQKBQKBQKBQKBQKBQU97jp78xXO/QMnu%201tmXbtJJBgLY6AgwG1ttspUGQ6LY9S279NxEviq0hVriMuMRWWXZDkpxsBE5LyNo44qJopmjQtt7%20i8V2iie5EoPrQKBQKBQKBQKBQKBQKBQKBQKAqISKipqi9FSgqMPja2RnITJXCbJsdscB+2Y+8sZY%20UdxpdWVFRYGS4jS9QF14xRdF08o6IWrdQKBQKBQKBQKBQKBQKBQKBQKBQeroKbZghKCkiohjpuHV%20NNU1RU1SgpuM8byccjxodvyy8Lb4ziurDdbtJC6pGrjnecSAL5q6Sqpn3N6667tetBdKBQKBQKBQ%20errLTwK26AuAuiqBIhJqi6p0X3KlB7UCgUCgUCgUCgUCgUCgUCghb/i7F2kRZrU2Ta7rCFwItzhd%20lXgbe291vbJakMkJ9sddza+CKmi0HRYbDDs0VxpgzffkuLInTXtqvSJBCgk872xbDcqCiaAIiiIi%20CiImlBJUCgi8cx6HYLecGI46625JkzDcfUVNXJb5yHOoCCaIbioPTwoJSgUCgUELmOKxsqx+RY5U%20uRDiylDvORFa3kIGhq2SPtvtkB7dDEgVCHVF6LQeLHjt0tkhXJOSXG7MdvthEmN21toV1TQh9HDi%20nqiJp8Wn2UE3QKBQKBQKBQKBQKBQKBQKBQKBQQ1+wzEMhMHL7ZIF0daBW2XZsVmQbYl1VAJ0DUev%20XpUwI/jrjfGsAsPyaxNkrROG69KfRr1DpGSkndNptpD2IW0dU6D0q5OuVpoFAoFAoFAoFAoFAoKp%20esAW45QOSRsguVruARUgtjFG3utg1v7h9tJkSUQK4Wm9RJN20dfBKCw2uFJhQW40me/c3g13TZQs%20C8eqqqbkjNR2ungm0E/doOqgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgyjKvqTwPGM6LDLnEuXzFt5hhyU00wUYVkiBCSkr4ubRRxN3k19yLTjrcHLS%20ZXDkbkOxYBjLmRXpuQ9DB1tlGoggbxG6uibUcNoenivmqWrI5uMOUcf5HsT96sceXGix5BRDCaDY%20OKYgJqqI048m3RxPbWrEXCoITMM0xnDrK5esjnDAt7ZC33CQjInD+EAAEIzJfcieHXwRaZWTKWiS%20W5URmS2io2+2LoIXiiGiEmumvXrVswzLl9ailAoFAoFAoKvyFyJY8FtMe4XRqTLObJbhQYEFsXZT%2077vwg02RNovh++/9tOuFwscR834rL7jDkY3QEyjPbO42pJqoH2ycDcPgu0lT3LSo+tAoFAoFBTIv%20K2PSeTZfHTceWl7hx0luyCBr0qgoAegmjiubtHU/5uk1WzGPVc6IUCgzqTzvhEfk9vjlwZfzpwxZ%209UgNejF02u6Lamrvc3Kmg/xfxLpTjqXRotAoFAoK/ec9xaz5HasbmzUS+3olS3wAEjcIR13OFom0%20ATavUlTXRduqpSF2ysFAoFAoKZh/K2PZXleQ4zbo8tqfjTvZnOyAaFky7hN/hEDjhKmoL8QjSbZX%20lMXD7ZryXZsTulktD8Obc7xkDxM263W4GnHl2Iim4fdcZEWx16kpdPHwRVRNbhOmVtTw932UCgr+%20XZ7i2JDBS+TUjvXR8YlujCJG6+8aoiCAii9NSTUi0FNU1XqlJvg6ZRmf8rY9g9xsMC7R5b72QyPS%20QiiA0YgaEAauq440qDq6nwotJrcLZplc6IUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH4x5Ux%20oMg59z2Krfcci2R2bHVNNwvRoLLjZD7ddyInTr1pNrfL941d+M8dWg8kXiNyBZ+MrS6AyWLvBlX6%20ewJKS7oVvJRFdvs7xkPX2pT+zfljpL/nZOG07z/1G/TTl0TD+AspyWU33mrbPfdFhF29xzsMC23u%200XTeZIOulXncSeOqcZmvl+efqlDEP2pnLta4yo+t/LSshu9IS7UPo13e3ou//Od2nX7Km25vs5/q%20eyG85dxPiWWW59tjFbgQOTLYehPpNMC7ehdv4WkF0C86a9Oi+xymKvC5laLbg+oe1cXxoUc4N/yy%204SACLcwVhqPb7cbQILhgYRO442uuiIB/bu+Fdct8fqnHGFbn8i8k8f8AK2NYxe8wh5rEvjgRbhDS%20HFgyIRvOAIGoxlUxXRxCHudCHXp4Ek463BZiZSPMXJ3J1g5jxzGMQNmS3doabbXJbb7ByHXHW0dd%20dQe+INoKGSAadBqcdbhrlpxl9f2cOFch8z45zTC4+5EnRLy1eo6vRZERptsGdAdcEmzBqMRIqtEB%20i4Kr4Kn2uLPLzdWX8m8q5fyVcMA4reh2xLEO+63yYIuIrg+U203tyRQd5oGiNKSki9UHWnGW5vRb%20pp1SPE/KOfNZ9N4w5IBh/IozJSYN4iiINyW08+hCIth8BagQgPQVQk3VZrL6JdLPVEZTyNzFmnJ9%200wri6VEs8THEVLldpYA4jjvwkJK41J2pv1ARBvXVFVV08JNdV5aaPbjjlPlO6c7TcNywmYUe3W9z%201VtjA0bByGkb0ktPK2j+x0T3iJH010WnHXKctMIR3KOaeXMnuVywArTabHikpyPa5s+Ow++49pop%20tOvR5ZA4QdfIgIgkiKq+NSbZXlpf4rtgPMl/ynijLLjOZC25hi7MxmYjQooI+yyZtOi253ETzCqE%20K6puFfYulXltmLwn5YrNLTyL9TmScWO5la7pBh26xjIKZKNhhZs9Gl3uGDSxzjoDI+VEFAVdF+Ja%20ctNWZro0QvqElRvp+i8iSoTJXuUpQmYfmSOcwXTa36a7u3o2riju19mvtpy9F4zPsp9xzr6mcBtV%20vzrMJNvu2NS3Gkm2NtpoH4zclUIUIm2WVExTyCvdcRFXzItXSXFTeZixc3805NbbzjWN4hcoNhTI%20ooTlya6Inp2m3F1aHUweAELboZG2Wm5Ph8amL/LHkun8c+aQ4gv3OjuQdjJJlqzPEJKEiZRZpEIm%20474Dr20Rr0xmmqbTTsqqKqKi6a1WX1tnIeXvfUxdsMdn78Zi25JLNv7LCbXeyye7uoCPL1MuinpU%2049WuemPX/wBZk3zNzFm94uz+PZlj2Hx4ckosKwXM47Mp5EVe2QLKjyO44fwLoYpu+6PismbMnLEu%20PJ+h+MblyDOxhtc9tIWnIWTVp1GXGXGnwREUXhRlx5AVddCFV8U1RERUStXDMWK73OJarVMucs0b%20iwWHJD5r4IDQqZL+4lZtw1Jmvxd+Urxd+K7zzQ3qGSDkKXaI8KbiCKy6oEifYLx6/oCr8ZPHj/0+%20Vvjxo/VT3JdqY4qTkEgVyF8tG4dgVRCIyBFRnX2F3F2fZTnonDViMLKfqyvuMpyLaZNv+TOKkmLi%20seMDr7zDZIKo2HZceIT2qqp6hDXrt08qVbMEudl85P5jzDFcBx9wLGETPslcGHHtLxg8DD/QXDTt%20mon5iHYil95N3gqVOU1xF47ZqqJnvPXGWR2BeTJ0C/Y5kEgIbj0RtsHIbhe3c0xF83m3KioaKgro%20qLV44twzdsqpzJbOTnfqWsrVru8Ri6y20LFJDgircWPtcRQfRWD3LvF1eon4p19047tctp5f6aby%20rynnWKQ8VwiyjHuXI+QMttPzFQVZbcUUaN8A0aHU3dxBuDYiCuo+yrdeWJsbTNV8eROcOL8qssXl%20CZByHHsheGME+CANlFc3bVVFBiJr8aEQkC6onlVFRacdbhLpMp/ljk3kN/kKDxjxssaLfJEdJc+8%20SxExjh8aIKGLgabB86q2aruTaiL1qTXPot0nd28WXXn6FmM3GeQYbV5tbbQvtZREBplkCcHUGx0C%20Kjo6gQkgtbwLqXlVFqzGEqq8DGbfNfLhttq8YSiIGhUUI1SS8qCikojqvh1XSpPjfHm1/Z8p2/Z8%20czXm23WS6cl5Bf7Vh13ho6zZ8fODbJTyx084xguLiuub3thF2wUty+xPAWyb9om759QN/ifT7beQ%20Y9uYS+3J1Ifb0MorTyOONm9t3Ie1UZVRFS6KqIqr7XPQ4zOfRW8Qy76j3rjBnW3Jse5FhKgOXGyW%202RAbkMxz0VTc3NQDaP2DqS6F8Q1eurKO+rGHmzme4W7HnMMwJLwN2KOaCpx56Ot9x11UaLUFUmvv%20GnRfL75x+TV+Pp/tZ+RM25fwiPxta7lfWHb3drg5HyGTFYjmzIb9S0gCPcjt7NGnduoAK/8ADV0v%20KFn42+OqW5Y5M5Df5Cg8Y8brGi3yRHSXPu8sRMY4a70QUMXAREAfOqtmvmTaiL1qTXPoXSd3bxZd%20efoWYzcZ5BhtXm1ttC+1lEQGmWQJwdQbHQIqOjqBCSC1vAupeVUWrMYSuXJHed5b2Q3yVkkLjnHL%20WqhZ48hi3zfVAOu16TIdcMWFcJRFOvt026pqWc6Zaxm4Tf07cm3nkHAfmd6bbG5wZJwZD7KbBfVs%20ANHVDwAiRzzInTXqmidE3yjDUKypQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQfm+xwWpv1gZbHd6tOW%20cgcH3iceKCp+4VSTMsa5f8+PNWPpxt92mZrkEC5Od1nCbTMskFVFNW1fluEqr/deU0/5PSrnPC3r%20ZEunKTpl7cI4hNy/6ZsxsEBN0+TPcOGCqg73mWo7oBquiJvINvX31ee08dThdVJsl04Rttli2HIe%20MrrO5EYIIkqEMmZHF99TQddBf7oOGK69sY/xdE6LrSYuyYxu136hMRjRPp3tkTHLLJtdst0tiYdq%20eU3X4rLguqfeXfIVNpvebU1RPfU53WZa4XS9vuq/KXJzuccZ4zcrTHukfBoU8LfmgNoIOqjTbCoJ%20dpw0JohcPYp6Jv266LtrXKflLdr+7PH446oPLJfFoZ7xvK49tRQcSg3JoZN+KNIZZffOU2ZNlKlC%20jrxMCOq71XahdOlTjn+RcYaVyZ/aw49/0P8A45NTjuvP4Tv+xn39r3Bf5uL+8mU47nL4zv8Ash51%205uXB/M2UZHe7RNnYZlZd1q5QwE1B8yV4W1UlbbQkNXB2EaKo+ZNacbpZTlM3KT4vG88mc4O8rfK5%20FrxS3w1iWZyUKAchdpM6poqiWm9xSUVIRXy661eMxLnqnK5xhCSMof4P5wyi6ZFbJkvHMuUpEGZD%20ECIjU+7tFDJsFUDcICHeiomhddUqcdsLzmbL48aPbjC8XXIfqpvV0udqfs5zLU4bVvkpo+3GVtgW%20VeFPgMw2kQ/dVdKcdqnO7ePNQGbDxrxvkV8sXLWHXC5kUk3bBdIjrzYvRtdE0QZEVsh00XcikSKq%20iXhUl0x1a5b56VtOBWvER4Ny6+Y9h8vD0u1rlq9HlyHpKSAbjuKy8yb5katqLnQtga+zciIta57Y%20P6/nO6N4i/sj3n/Qrz/8Spz2T+v5e6r2zBLxmH0g2uPZmDl3K2zpE9mI2mrjotyXgcAB+8WxxSQU%206rponWnLocOsVuyXf6erk7abLF4ru8/KH3AYukBmZLTYQovqCYT1RGagoqu0xbTTXcQ6VZi7bM7T%20VqX1CNWiyx8UiXrBUu3HNtY7Uqeyb5XCB5UZbabebdBG0TyfxpkDq6J0VEWpbm3LU20ZnwpabbL5%20kss3ihu/Bj8Mf/uWXeFYREbLcqtGsXRtRNBTYJKpKXVE8uta4+uzPLbTdpdk1/8AzMvunVflCaIv%20T/s8es8evjyb/s/58ebLM7l8alk16Y5Twy54vkZzXJEaTjKgLcqMu4UJwZzisHuIdyvMtjvXVV0X%20XWTZOTaPpGtGWW/A5xXcJMezSpfex2LMVe4MYh1IwFdNrbiqipoiIS6knjqu7truz1uNnb9V+WOW%20bi9y0xVX5hkcgLeyA/Ereu97RPtEUD/3qxZmyNzSWqhbPpTzwcZatK8n3CHbXmNj9kbZfWIKOpud%20Z7aTQbIVIl18nX3VqsxFcUwLpknEWfcOPqn5hsLrwwmzXaJfjKYiiqvh6lktV8EQkqcteMrU/Hlh%206Yp9SczCcCj4FLxmf+0G0AlugQ3WU9OZqSJH7oIYSNVE08gAu/poXm1S252ZkxumefMbzPNOOcRz%20KfjJpc7S4r97xps3Dc9K/tU9diA6OqNDvFE3NoS6r5VWpyxL6LxzeOOqo4e/9OWWZXarLjXGF3mO%20SFUrg/6ySnpETagu7UlmJNIa+czMNE8EJV21rjvlm3RafqDu6YbzlhGb3CHIesUKMrThxwQiUxJ7%20cAqagG9BdQtqklY43HL2b5a8Z3/Z1cyjezyHA+bsatkm6WmFFbenwhFFeaimivIZiG/b+E8aEXUR%20VE9la+PLVPlxxEFmGaO/ULf8bx3ELNPYsVrmDMvlzmtgAsovlRFVpx0E/DQ9qKe4l8E6a04THKcv%20JLdMdU3ykV34w5yj8pla37jic6GEO7PRkQjYLajPXcqCK+RtQ3KiEuo661ONxbnqvLWT0WvjLnq+%208iZ09FsWMvDgzTOjl6latPNSQHcQmoK8walvERaEtyJ51XTolk0SqTxUt6Tkvm5bGO68p6hbaK6d%20ZHef7SeZUT49PGsz43x5t8sfzmfKfZnmOSOOneOMkZu9ouF85oktzmJLMuNLmSm1UtPU+dDba7AJ%20uNwtHRVC9lXltozN9Wh4hKur/wBJMRmx4/Fy14XX2LhaZCOO7W/VmZkLLKg6TgookOwxIdUNPDre%20d2Tj1YzdY/G99nQQ4qtOSws3fkMnHtvcZOJHUB1cWO6JHL1Ax3IZmm1NSXTSmL0O7bvqjZvNstvH%20OQXFk5g2KWBXl9kVVO8nYNevwj3CaJB1VOtLyk5+iyX+FnXT7ozm3NbTmx8R5LaW32YM67O9puUI%20g8nalMNluECcHxD2EtJMcoX4Xx5pflQ7xxlzmxyodrfuOJz4Yw7u9GRCNglFGeu5UEV8rahuVEJd%20R11qcbi3PU5ayei08a89X/kTN5EXH8ZeHCWmFQr1L1adalAO5RNQV5g9ymAi0JbkTzqunRLJpUrH%20MNnYYGQ5UfLFpnXvlMZToWe0yY8md3kNokbZYYHeySbl1DuJsQNitrWcfjpu1y+Xo0n6LzFvj+9Q%20XF2TY13c9RGLyuN7mGhTeK9U6gSfqWt25kY6v0FWVKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQZDnOCc9JkMqfx7m7MS13Fzvv2y7ALqRnEAA2xnDjzV7ZbVLYmxBX361IteeIeG8k%20x3J7rm+b3lq9Zjdm/TuORhUWGmtya7VUGdykjYJojYoOmia1qYkwl1a7UCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUFNzvk62YrLhWePCk33KLohLbLDbx%20QnjRNU7rxkqCwwhdCcLw6roqCWhcdaq7/NOY48oTOQOPpeOY+ZC05eYk6PdgYMyQUKQ3GETba69T%2069dERFVasTC2ZFyFHtN+xG2R4wz4+WPuMszQeQRaAGe8LgogH3ENP7pKnXB0yt1BVeO86/ONtuU3%200Pofl9zl2zt93vb/AEh7O5rsb27/AN7ounvWnSXzOti1KqImq+FBlsnme9XadKjcc4fKzGLb3SYn%20XZZbFtgK4n3Yr8hC9Qorqh7UTTovVCRaLZjuk8K5ZC9X5zFMissnFcwaaWQlqlkDzL7KKqKcSW3o%202+goibtETrqia7SVLhHnMuWGrPfUxbHLNKyvLybR47XDIGmY7ZKm0pstz8OOhDqo6ovs103Iqxce%20aIHmu+WORHTkfC5eIW6Y6LMa8Ny490hNmuqfyt2Ps9OirtQVVF11XwQVWiNFvmQ2WxWWTe7tLbiW%20qI33n5RrqKB7NNNVJS1RBQeqr0SlWTLNmOXOTLu0Nxxji6bOsLyIUSZcLlEtkh0dE1P0jqOGgr9x%20d3mTrTHmmnRbcC5LsGaMTUgtSYF0tjnaulluLXp5sY11291rUvKaJqKoq/u6pQe/Guc/nXGfnfov%20l/8AKpMX0/d73+bPE1u37G/i266adKTaXzLpbPJ4zbOvyxcsZheh9X+YrmFs7nd7XY3gR9zTYe/T%20b8OqfppNbgu2VqoFAoPjNmxYMN+bLdFiJGbJ6Q8a6CDYIpERL7kRNaVZMsiXnvJjgHk8Xj64SOPg%20XufmBJTAyiij0KSNtJO6oa6qi79NnmVU9ieuib7NZtV0gXa2RbnbnhkQJrQSIr4+BtuChCSa+9Fp%20YRXOQ+Q4mHQ4YBCeu99uzqxbJZIuiOyX0HVdSXVG2w++4qLtT2LTrhemUNi3LF3kZTHxXNcWfxG9%20XFs3rMhSmZ8aWLSauAMhhBEXRTzbNPDrqmqa2RHnKeV7rGyeRi2F4u/l19tzbb13AJLMCLFB1NWw%20OS+hCrpJoqN6fD116KlRbElx7yVHysbnCnW16wZHYnBavVmlkJkypopA426OgutGiLtPRNf0aKt6%20ZRVV5wyq6BJuuGYBNyLE4huNle/WMRDf7BKjpxIhibsgNE8ij1JfLoipU7rZ5LDc+XbMHE7/ACPZ%2045XGA1H74QnDSO5uRxGjacJEeQDAtULovVP105aHGZSnG3IFnz3EYeR2z8MX0UJURSQzjyA/jGTX%20Qddvii6JqKovtq2YZlekbO+/yVPwn0O30VsaunzDu67+66rfa7Wzpppru3/qqTWW+S3o9uNc5/Ou%20M/O/RfL/AOVSYvp+73v82eJrdv2N/Ft1006Um0vmXS2eTxm2dfli5YzC9D6v8xXMLZ3O72uxvAj7%20mmw9+m34dU/TSa3BdsrVQKBQKBQKBQKBQVS28nYfOyydiRSihZDCNQ+XzQKOb4+KORlPQXgLRVTa%20uunXTSgtdBGZNkloxmwTr7eHuxbre0rshzTVdE6IIp7SIlQRT2rUtwsmWZjzrksBuLecpwGdYcKm%20uADV/OWxIdaB4tGHZcIBR1gS1TfuJdvh5l011J0qdmvCQmKGKoQkiKJJ1RUX21BSM/5MPHLlAx+x%202Z7JcuuYk9DszDoRxGO2SIb8iQ4hAy34oKqnUunTxp1Xpl88E5Qk32+TMXyOxP4tlkNlJa2t55uU%2029FJdqPR5LSCDqCS6HonRenXrpcaIi7nzDkcy93K24DhcjLmbK8UW7XFZse3RgkiiKTLBvoffIOq%20HpptXTxRUWp6rYn8S5SxzIcQm5K4jtpZtKvN3yHNHY9CeipueB0U1+FOqe9PYi9KXTVJLspp875a%20ls/NIcc3EsC2o/8AO/Vxkmek8FkfLf4zb9749Nnm10p3XHk0mTmeMRsT/Nsie21jyxhmJPLXYrLg%20oQKiIm5VLciIKJqq9NNaXRJqoDfLvJl0jpc8Z4unT7A8PciTJ1xiW6S6CJ1P0biOOIK/c6+ZNFTx%20ptuunRccA5FsOb26RKtoSIkuC8Ua52qc32JkV8fuPNalpr4oqKvu8UVEtiLQq6Iq+6oKtxrnP51x%20n536L5f/ACqTF9P3e9/mzxNbt+xv4tuumnSk2l8y6WzyeM2zr8sXLGYXofV/mK5hbO53e12N4Efc%2002Hv02/Dqn6aTW4LtlaqDNM/5vtGEZ/YMXu8PbAvbe9y8q9tGMpGrYb2lBdQ3Im4t6bU6+ynHW4W%20zEy0SbKSNBkSkHejDRu7ddN2wVLTXr46VLcQkyqeMcn2e58ZRc/vAhZLa7HKTJBxxXkaETUNN6AC%20mpKPREDVVXRE1rXKYTjqrLHLnJl3aG44xxdNnWF5EKJMuFyiWyQ6Oian6R1HDQV+4u7zJ1qY8zTo%20t2A8lWDNWZgwWpNvulsc7N0stxa9PNjGuu3utal5TRNRVFX93VKC10CgUCgjMmyS0YzYJ19vD3Yt%201vaV2Q5pquidEEU9pESoIp7VqW4WTLMx51yWA3FvOU4DOsOFTXABq/nLYkOtA8WjDsuEAo6wJapv%203Eu3w8y6a6k6VOzXhITFDFUISRFEk6oqL7agoOd8qvWLIImKY5YZGU5dLZ9V8sYdCM0zGRdO7IlO%20IQNIqpoOqdV6KqajqXGjqwXkksguczHr3Zn8ay23NBIl2eQ42+JMOEqA9GkteR9vwQiRE2l5auNM%20omc2zCz4djE/IrseyHBbU1BFTc4a9G2g1+8ZKgpWbcLJl8cDzAcrwi15QUX0I3GP6govc7vbRFVN%20O5tb3fD47UrXKYZ43LP7LzDy1f7Yzd7Fxas60S9xwpi32EyrraEoofbcbEx109tTF6rcdGjXrLrb%20juJnkeTqlpjx2AdnNKXeVpw0ROyJAn4hby2JtTqtOWhNWKF9Wd2dYcvMDje7ycPA11v6mYgjIltc%20MkCO4whCuqbe/pr03JTudmp2jlfHL9xzOzmwbpkOFFfkOQ3fwXhdjNK4cd3o4gF4Jqm5OuqapS6R%20eMzcPfiXkT9oOFRsm+X/ACz1DrzXpO96jb2TUNe5sa1101+GrYzKjLDy7825gvvHXyns/JYySfmn%20qN/d1FktvY7Q7f4/x7i+H20kzMrWiVAoFAoPjNmxYMN+bLdFiJGbJ6Q8a6CDYIpERL7kRNaVZMsi%20XnvJjgHk8Xj64SOPgXufmBJTAyiij0KSNtJO6oa6qi79NnmVU9ieuib7NZtV0gXa2RbnbnhkQJrQ%20SIr4+BtuChCSa+9FpYRXOQ+Q4mHQ4YBCeu99uzqxbJZIuiOyX0HVdSXVG2w++4qLtT2LTrhemUNi%203LF3kZTHxXNcWfxG9XFs3rMhSmZ8aWLSauAMhhBEXRTzbNPDrqmqa2RH1yvlO4w8iexfDsbey7Io%20TYSLpGbkswY0Rp1PJ3ZT6KHdPootonVNV16VmLh38d8kMZa3c4ky3PWLIrE6jF7s0khcJgzTcBg8%20OgutGKaiaImvu00VdWaZRWJPNuST0lXLC8Fl5NisE3G5F8GYxEV0mFVHlhxXBN2QIonlUdNxainh%20WZeq2dOqeuvLlmb4ne5Hs0crlbwjJJaiGfpzVe4jZtmW13YQFqi6Iqap099XnocZldIEr1cGPK27%20PUNA7s1103ihaa9NdNatmKzLmK5Fzrv8lzsI9Dt9FbGrn8w7uu7uuq32+1s6aaa7t/6qk1lvkt6L%20VQUHMuWGrPfUxbHLNKyvLybR47XDIGmY7ZKm0pstz8OOhDqo6ovs103Iqlx5ogea75Y5EdOR8Ll4%20hbpjosxrw3Lj3SE2a6p/K3Y+z06Ku1BVUXXVfBBVaI1QSEhQhVCEk1Ek6oqL7UoPNAoFBmV75eyB%203IrhZMDw9/Lzspdq9TfWsW+My+qIqMNuPiaPOCmu8R029PH2SLZhZ+Ps+tebWMrlCZehSYzxxLnb%20JQ7JEWU1p3GXR96a6ovu9y6omrEdeZ5hZMOxuZkN6cIIEMUUhbHe44ZKgg22OqamZKiJ1RPeqJ1q%20LJlQYnNuRwvSXDM8Em4xi9wcbZi3s5TEpWifJEZWbGBG3YoEi+Yj12loPtqyZ06pWrm42DZOGSC2%20KKRGq6Igomqqq+6oKPxhyza+Qn8gW1Rlbt1lmDEjTVc3eqFRVe6gbR2Cqp5U1XVOvTwq40yluuEV%20euVM7/N15sGI4IuStWMmG5s75rGgojshlHkDtvtrroJewlqNVcsOu+T3SzrKyWwflu4o4Q/L/Vsz%20vw0RNrneZQQ83Xp7KtRSpPM96u06VG45w+VmMW3ukxOuyy2LbAVxPuxX5CF6hRXVD2omnReqEi1F%20sx3SeFcsher85imRWWTiuYNNLIS1SyB5l9lFVFOJLb0bfQURN2iJ11RNdpKlwjzmXLDVnvqYtjlm%20lZXl5No8drhkDTMdslTaU2W5+HHQh1UdUX2a6bkVYuPNEDzXfLHIjpyPhcvELdMdFmNeG5ce6Qmz%20XVP5W7H2enRV2oKqi66r4IKrRGqCQkKEKoQkmoknVFRfalB5oFBlHGIDO5c5Nu0pN06PKhW2Pu6q%203Faj7kQfagmS7l99OPx97/g5X8seUaddLZAuttlWy4MjJgTWjYlRz12m24KiQrpovVFpYSsY5kZk%2043kHFkfFbKNwdtkyQza7ID4RRMW4mwW0fd3CG0Oupe6pn8varj8feJv9onO3+6P/AP0Vv/gVUcH0%2073ZqJgOQ3S+K1aAC/wBzenpIebRqMSuCpib6qIKgEu3d4LVunHj2+6db3WblLKIzvDeTXvHpzM5k%20rdJSNOhug831RWjIHG1IV2ar4L7Kxz2b4bprja1wrXx/jsCEIjGZt0bZt00JSaEiLp7SJVJV99de%20fyrnw2SFwxiwXC8229zYTb91s/d+Wyi13s98dju3RdF3CntrDTPfp4abk4/kGQuqp3S+X64PTnC+%20Mey8rTTXVVVBAB6Iq9NacfjOxy+VaBltot94xe62u4gLkKZEeafEvDaQL1/V4otZ5bNcd358tdwl%20ZLx7wnaLwZlDuF0T1u/VUeC2I56dtxV6Eh7B6KnWul+c7Z98Mbcb3w/TNZVk2TCNs+onEZUIdrt/%20tVxiXZB8DaiCLzBmnvEl0Rf1VeE37HLopPDOYcp2zDnYmPcffmG1jcrgrdz+cQ4W8ikmpD2XhI02%20r019tZ4/Gdl5fK93RmuUci3fMuO2cown8rxG8hZNiV80i3Duuds07exgRIfLqu5a1w+XtWeW3vH6%20HqK/O/O3Kvr8aes35PyeJ6a6w1+Yyrb24Tnppgr+E93F3d3bo1082qU43WX1OU0s9GrYRyT+a50i%20J+VshsPYa7vqL3A9GyfmQdjZ9xzcfXXT3VcCL+omXIi8L5S4xu3nFFotvRdjroNn4ezaS6/ZWOTX%20Df8AX6LVZrdEbwiDbRD+SDbWo6N/9GjCBp+5W/7NbWOF0ilfTM66fC9hFwiLtLKaBTXVdjcp0RT9%20CInSryv0WzFsc191lfUxjDDwkrMDH5sqKq/CjrrvaNUTTx2eP6qzx3vb7ry2ne/R559FW5XHs1rc%20MljK4ANmCohbXkMXB6+wkTrV4/L9TGlXR2DhOEM3/KXkbtbU40m3ye444SGYDsFdpkei9dog2nVf%20BNam0wYzVE4nt0vL8gyrka5wTh2bKWGbfY4T3kectrIKKvuoGmnfVdR666eC6aKq8Z/HHmW6yzos%20GVZRh3EeEw7fBirrp6PHLAwRvSJL5r5W296uOKm8/MS66a+1VRFW2nHj+jPr7ht0xL6V77brxtS8%20yWnJ9yBtUUAflSRcJtNvl8iKgrp01TpU/sxJJOmPqvDW2+efo6JILxNlNszGMKt4JlbcaNlLAJ+H%20CnKCIzORE6CBqujn6/FVFK31sYnxlWK1kJfUlfCFUISxiIoknVFRZJdUqcdr3n0OW87KPwzmHKds%20w52Jj3H35htY3K4K3c/nEOFvIpJqQ9l4SNNq9NfbWePxnZrl8r3dGa5RyLd8y47ZyjCfyvEbyFk2%20JXzSLcO652zTt7GBEh8uq7lrXD5e1Z5be8brFyfGpd3kWaJdoci8REUpVtakNHJaRFRFVxkSUx03%20J4p7akVXc35AvWN3FiJAw+7ZE08yjpS7cAE2BKRD2y3Knm0HX9dBXf21ZX/uwyT/AAbX8Kgftqyv%20/dhkn+Da/hUD9tWV/wC7DJP8G1/CoH7asr/3YZJ/g2v4VA/bVlf+7DJP8G1/CoH7asr/AN2GSf4N%20r+FQP21ZX/uwyT/BtfwqCuZtk45rbkhZBxDkUjt+aLLBtpuTHPxQ2XhLeC6oi+5fai0FR43525Ds%202brglws90yWGBoEduSLa3uK2qJ/nBAXacQNfMTiivtUk+Gg0z6kyN7DLJAIS9NcsgtkaYCL/AM0T%20qkqFpqnxCn66cflO6/8APLstfMEVmRxVljDo6t/Kpa6e5QZIhX9SilTlsvDd9+KpD0jjPFX3yInn%20LTDUyNdSVewHVV61vnvWJsp2K6yvqPzZ98S7kC0W2LFIvBGndXT29PBTT92s8dr3+zXLp2+7zyAK%20s88cZSWtwuvt3aM8oqibmkjoaIXvRC61eO97FmnustymcfcSYhOuJilstPfdlGyJm66/LkLuUGkd%20MiI3FToOuiePQUWs7STyJM1WOLcAfu2KZPOzW3dlc+muXCVZlM2zZhmiIwy4TXbIXNqaloqL79F1%20SreMxjxlM65js5azK341jbODY/H9blV+irbMfsjOhkDZNq133t+u1loUVdT8dPchKi/lcebXCfx1%208lWzLFPkWO8RYDLNHoKXiG1cyTVWnjjNE7sXciagbqqqIvurWc8/a/4jG3G+N28VlUOzYsXslxu+%20ShHYgzLiDbl5uRlsQwigqAThEuwUANdV6fbQ3eLLmWIX9x5mxXy33Z5kN7zcGUxJIBXohEjRGqJr%2076DCeGcw5TtmHOxMe4+/MNrG5XBW7n84hwt5FJNSHsvCRptXpr7anH4zsvL5Xu6M1yjkW75lx2zl%20GE/leI3kLJsSvmkW4d1ztmnb2MCJD5dV3LWuHy9qzy2942KXybxtDlOxJeWWaPKjmTb8d24RQcAx%20XQhMCcQhJF6Ki1FZxn+M2XK+cbZY7q0Mi3XHFprZ6aKqayBUXAXroQroQr76kmt7T6tW6Tvfo6eN%20Mnu8C337jHK3VPJMZiOrAln09falBRYkDr4kCaAf6tVVd1Odzxt6pJjlJ0USwtt3LjfhLHpar8su%20V1V6aH3HfRq6620eq6KJn7FTrXS/OdvtGJ8b3+79PVhpk+SCNs+ovEJUIdrt/tdwiXZB8DaiILzB%20mnvEl0Rf1VeE37HLo0RnK8XfvTliZvEF29tIqu2sJLJSgREQl3MIXcTQVReo1IJSg/O/O3Kvr8ae%20s35PyeJ6a6w1+Yyrb24Tnppgr+E93F3d3bo1082qU43WX1OU0s9GrYRyT+a50iJ+VshsPYa7vqL3%20A9GyfmQdjZ9xzcfXXT3VcCr/AFKKTuG2WASEUW45BbI0xB8FaJ1SVC6L03Cn66nH5Tuv/PLstXME%20VmRxVljDo6t/Kpa6e5QZIhX9SilTlsvDd9+KpD0jjPFX3yInnLTDUyNdSVewHVV61vnvWJszrIch%20g8Zc0XXKcnYkBi+VwYsdm/NtG+1EkxEJFjui0hmKOiiEOg9V8E0QlHPHq1dcXyccXNByf6hsSu1p%20jSGcek2idHg3J9so/rwQUecJtlxBe7IEQbSMU3Frt6JrV48d76fdnldu/wBkzf1XkC8XycaC5h2G%20My2YILoQTbyLBI4/46KENC2B/wBIqr91Kxz+NvpcN8d5P1/Z9eN2r299M9vZsTSv3l6yPt25pCAF%20J80cFvzOKIJ5l8SWt/2zP6T6Mf1XH636ouyYbzzjeFQJjGVQIxWW3NqmGpbGnIq+maRFYOcLhSFM%200HUjDpv+Hy058sW3fx4wvGZ02Ub6l8zazDjjj6bF3RrXkMr1MhslRe2YgjagS6jr21cNPd0191Jx%20/OTx0WX8LfHV+n4VugxbWxbmGQCCyyMdphETYjQigICD4abelS67pFLyHDMWxLifKLbjlsZtkNbX%20OMwZHzGaxz8zhkpGZezUlXp08KnK6N/1/Kd2AcHcy53i/HsSz2fjW6ZLBaefMLtEWQjRq44pEKdu%20JIHUF6L561XOJjgvILnkP1LZVebpZ3rBPl2xSftEnf3mFH0oIh722S8wihdQTxq8fjVu79NSrxaI%20k6JAlTo8efPU0gxHXQB59W03GjTZKhHtTqu1OlZHXQfnfnblX1+NPWb8n5PE9NdYa/MZVt7cJz00%20wV/Ce7i7u7t0a6ebVKcbrL6nKaWejVsI5J/Nc6RE/K2Q2HsNd31F7gejZPzIOxs+45uPrrp7quBF%20/UTLkReF8pcY3bzii0W3oux10Gz8PZtJdfsrHJrhv+v0WqzW6I3hEG2iH8kG2tR0b/6NGEDT9yt/%202a2scLpFK+mZ10+F7CLhEXaWU0Cmuq7G5Toin6EROlXlfotmLY5r7rK+pjGGHhJWYGPzZUVV+FHX%20Xe0aomnjs8f1Vnjve33XltO9+jzz6KtyuPZrW4ZLGVwAbMFRC2vIYuD19hInWrx+X6mNKpfG2Q8j%20T8g5Bawu1wXLu5kUorhe74bowQZZVGI8VsY2r7rm0CL2CCe/clST8YXGU9Kzme3j/IkS/WSFZ+R7%20NZnHpk+3pq1PiqwfYkMPGKPqAFqmw1Xavt11RJZmaLNLMuLjO68yu8bY6eEWKzRsfhQGmxavbkgZ%2008wBFedYGN+EyDrm9G1dLVfjXRFrfLdiTR9syyPH8g+mbIrhZbUFiDtutT7ODYNrGmhJFJDZI2IC%20pb+u7ailrqqIvSufOaTy0+rpx3vv9EtaOQecQtUIGeJ+60LDSNu/mC3jvFARELaoapqnXSt8t3Pj%20sjOPb1klx58v87KLEmMTgx2OhQSmMzURoZKqjqvsoIJr16ezSnH43vPoXedmwWTJ8avzTr1iu0O7%20NMKgvOQZDUkQJU1QSVojRFVPfUVnn08NNycfyDIXVU7pfL9cHpzhfGPZeVpprqqqggA9EVemtOPx%20nY5fKtAy20W+8YvdbXcQFyFMiPNPiXhtIF6/q8UWs8tmuO6p/T9dJ1z4cxeVOIjkJFVjeeqkQMOG%20y2qqvj5ASuvPdjicjcnfl5yXZ/ynkd47kMj+Y2q3+phj3BIdpPdwNFHTUunRK5XWVqbxSeA+UdmF%20YnjP5RyUvwgjfOxt2ts8xl+L6nufxaa9S211ut9vsxx0njzbuaqgqqeKIulYaZP9MqK5xzInuISS%207jeLjJlqfUldKQoruXROugJSfGdl5fK9zjQVY5r5Tit7kjk5apOzVNiOuxi3qie8tOtWfH3pyms7%20JDn7Hrvd8IYk2qG5c5VjuMS7LamupymormrjIonUlUFVUREVV06JrUmllOlnnFD5R5vxLN+J7/bs%20RYl3W4uQ0O5xjjOsDbmU/EdclPOiLKKCNqIi2ZKR9B18anKZJcVZbldLllVnxbjy3yCR+7WqLOyy%204CXnYtfbBDbQkVFR2YerYr7B3LW+czyvlKzwuOM8/Gr6cJQokHMuTIcNkI8SNeGGmGG0QQAAjIgi%20KJ4IiJWeNzx//XIs/L2iMx/AOcXrplMxrIo+Fs3G9SZkfbBi3STKYIQbZJ0jdVtsAbaFAFE3fFu9%20lJtGrdX0u/IeRyuJOQ4N07Y5bijUi3TpMRCBp1HGtWpbYlqobmz1UfYqLp00rPO545xvp+68dOWP%20Jo/G1rhWvj/HYEIRGMzbo2zbpoSk0JEXT2kSqSr7668/lXPhskLhjFguF5tt7mwm37rZ+78tlFrv%20Z747Hdui6LuFPbWGme/Tw03Jx/IMhdVTul8v1wenOF8Y9l5WmmuqqqCAD0RV6a04/Gdjl8q0DLbR%20b7xi91tdxAXIUyI80+JeG0gXr+rxRazy2a47qPwpl0Vrg/GrzktwZgMtxvTuTZzwMt7WnSYa3OOq%20I6kIDpqvWunPfx5McZo0a33G33KE1Ot0pqbCkDvYlRzF1pwfDUDBVEk/QtZV0UGVZVZsxw7PJed4%20nafn1qvTDTWV2Rk0CZuiIqNzIiGu100a8qtJ1JdETx1FL0W6uC98o59llufsOE4LfbXdZwKy5d8i%20jDbYkRlzQDfElNxXTDdqgD1+9oWm1WMkuH0v+GXi2X/iSCx668s2KU+NxurguvqielUe6+559gkf%20Qdy6exKuc8s+lTH449Y2CoMm4dw81sF1C/2t5p6NlFxuduYmC6whF3F7D+xdqOD5twKokmuhJ1RF%20q/8APHt+51vd3Yzbm7tec8x7Jojce43gI71xt8Q1dhrDkxlituNPkLLjjhenNHDJpvqiIiKiISzG%20njx4q5xcoLHctz/jW2M4rk+JXbJLfbhSNYr/AI4wk5ZEVpEQElR94GwYAojqvxLrprpuK25TDusz%20vIOf5var/Mtk/D8KsXcfhw5Z+nuNxkmit/ymOBKrTIaL5D+Lx8yF5U01Lth8n4eacY5ReLnZ7LJy%20jBb9IK4zLfb9pXG3THVRHiYjkorIbeJUXaK+XqvTTUpLphbrq+V8zjkTkC2vY5h+I3bG254rGuuQ%20ZIwMFIkd1FQijMbzckOEKEnl+FdNfHVJeOexLjXqn8p4kCTx1aMaxuX8uumMFGk45cHERdsqImgk%209tTqjupIeie3XRfCtW65TjjZFsc15VbWhg5NxtkqXxpESStmiBcYBqqIqG1JBwR0LxUeu3wVVVKh%20jDqwbFszu2aSeQs4iN2qcMUrdYMdadCR6OMR7nHXng1A3nVT7ngPj7kTTPnS3PaPt9P1pulr499L%20c4b8GV8yuDnYktmy5sclGQFtNBXQhXVF9tTj8Z2Xl8r3eOXrTdZ9/wCPHYMJ+W1CyFp+YbDRuCyy%20jRorjqiioAar8RdK1x+XtU5be8aVUFY5Fwr85Y6Nm9Z6DbLiy+/2u9/mrwvbNu9v4tmmuvSk0svk%20lmZZ5rPRUFneLM5Xh14x140bG5xXGAdVNUBwk/DPRP3poi1LMrxuKyiJyJyXbsQDCCwG8v5rGjDa%202bk20JWUyRtGwlLPUkFB2edU0+LyqqezXL8vTKcfxXbHoicXcaWG0Lbp98dhCzEkN2eP6lxXniUn%20XtiqGjSGSqpexKtuakmiN5UsOQwcpx3kbHbcd4lY+EiNdrQwukmRAkD5lYRfjcaLUhBOpa6VmXF7%20tXWdkR6rI+Us3xqQuMXPHMTxaUt0lPX1hIkmTNEFFhpmPuNVAN25T108U6LpreOmqXbCpZvfbtkH%20KMn844ZlV2wnHXtths9stTj0WZJDUTlyjM2kdHXXtimoqPj03Ic43r1avk1jH+VSvMO6utYbktsK%201RDlNs3O3LGWSoIujEZBNxTcXToKJS7ZZm+GO4Fldxi5FKzfOsCzK8ZvJUm4psWYyhW6LqqAxCFx%20wFTUV8xqOvVU9pKVziLblo3JF1uOccF5E7bcevEKdJaVlizz4ZNTzUHQXUY4K6SoqdU0rPOaePNe%20F18eS8zMYtuQ4QmPXqP3IU2C3HlMmmhCvbRNU16iYEmqL4oqVrnraxwuJGN8H4hn+Pcq3yFkrD78%20G02dq02i9qyYMSYrLyHHRHdNhGjZ6KKLqmmi+GtWXMud8xeU1nkvX0/Wm6Wvj30tzhvwZXzK4Odi%20S2bLmxyUZAW00FdCFdUX21jj8Z2Xl8r3evMFoulwv3HrkGHIlNQ8gafmuMNm4jLKNGiuOECLsFFX%204l0Stcfl7VOW3vHjLrYxjsnEGWYDMPELVdI6hMYdN2aMyWrkdsTB0R0acdkJ3nu8bhblRQ6qVJv4%208vH+C6y+OrTKgUCgUCgUCgUGYZHZ+Wszvc20LKTC8LjuKyU2G4D12uIJ95ox1CK2Wv8Ay006oqLp%20QW/C8BxLC7Z8vx23tw2i6vupqb7xfv3nS1M16+1ens0oIrmHCJmZYJMtVuMWruybU21OOLoKSoxo%204CKvsQ9FDX2a60ziy+SzyvVn+UZxyBneLv4LBwS82e/XYPQXi53FlGrVFaVdkp1mXu/lCaa7EFE3%20Iuqa+CsZSXDUCuEfE4+OY9HtVxuEd5G7c1Jgx+8zGBlsQF2WaEPab0+9otW3NSTEUrNYOQ4byYPI%20tossrILRcoA2zIbdbR7s5sm3EJiSyxqne/eEKL0TrUlxmebV1x6PTGG8jznk2JnVysM3HsexyE/E%20ssS6tozPkSZWiPvFH1JWwEB2p183RUVeqJZpm+aXXDPoOVXW6chScwz3A8wuhW18gxG0xbO4cKEw%20i+WQSOG3vknoiqqjoi9U10HYl09WuXl0axI5Wu83BL9fbNh1/j3a2gjcC1XO3G0/Ied6ATbLZOG4%202BLqap7Kl2TjuzLjDLBxZZV9vuBZxes6vHnvV8OyqvjoqR4yK6PbYDRERERNdE6IiCI23pEty1LN%20MflcjYDAnWxh+x5BFeZu9hC6tKw9GmRjVQGS0KmooaaiXj0XXRabUl0QzPNuVW6MkPI+NcmS/sjp%20JS0RBn28j01EmpYOabS6KqaLs8NV0qdjDlgYRydktoyu7ZKTdruuTg1BhY0co3YcKA2aIfdJjcJv%20uN7vMKf/ALdVQbNP1yfsutsvt/gZRGxa/vQ50ifCkToMy3xnYYCEQ2mnGnGXX5iqv8oEhNHPem3p%20qsEL9P1pulr499Lc4b8GV8yuDnYktmy5sclGQFtNBXQhXVF9tTj8Z2Xl8r3eOXrTdZ9/48dgwn5b%20ULIWn5hsNG4LLKNGiuOqKKgBqvxF0rXH5e1Tlt7x35m0OR5lZMPc0O1sgV7vrKr0dajmgQ2CRPET%20kLvJF6KjelJvny8ePZenfxXBc7TdD+oGyXQIT5WtmwS2HZwtGscHSkCotk6ibEJU6oOutZ473sct%20p3+zj52wC8XSBGzHEg0zXHAcWKIBvKXEcFRfikKdT1AiUE9+qJ1LWlWeSGxfjS+3rgDF7UKu2HLr%20IQ3G0uS2jaOPNYecUEebMd6AYkol5fBddF8F3zuss9Poxw2xUsxzXlVtaGDk3G2SpfGkRJK2aIFx%20gGqoiobUkHBHQvFR67fBVVUrK4w6sGxXM7vmknkHOIrdonJFK22DH2XQkLCjEe5x154NQN51U+74%20D4+5E0z50tz2jmdsNoelWLB8Tb9V+Wrmzc75fnNhlFdbNXnBN1BHuTJikouCHUQJVPRFFCvG9ek/%200cvr4/01ioKxyLhX5yx0bN6z0G2XFl9/td7/ADV4Xtm3e38WzTXXpSaWXySzMs81noqlcw4RMzLB%20Jlqtxi1d2Tam2pxxdBSVGNHARV9iHooa+zXWmcWXyWeV6s/yjOOQM7xd/BYOCXmz367B6C8XO4so%201aorSrslOsy938oTTXYgom5F1TXwVjKS4agVwj4nHxzHo9quNwjvI3bmpMGP3mYwMtiAuyzQh7Te%20n3tFq25qSYivZrk+fYnmDV2btM7JMGlQ0Yet1oYbfnxJwmqo8jfkccbcDQV8+g6a9Om6StYRuIWj%20JcyzyTn1+tMjHbWxbnLTjltlqgXDY8e5+W82mvYJfhEFVV/Voqsb+v0S3b0Rkn6cINoxmXDs2aZi%203HYjPrGtbNzEWCJRIu32G2BRUMl6onjrWed0rXHd9eI8CzCycKqxbbtc4GVXGFviRruqG1b5Ibtj%20bMZ9pey2S/GJCvvrfP0Y4er6Fyrnlwsp40XH1+azORGKG5KdjtDZhkqCibyz0c7atJ1Pyj1+FKnK%20Z2Xjcbvjm30/fOeFLPhUGSA3vHm23oEslVGjkoK98SXRSEHVMtPcu33U53XMOO2KrDHM31CW2zhj%20UnjKbKyZgBhpfRF44ZO9BB4kbaNgumm4kkIGuq9E6UtzsTRcMXxjk+FwhkEHNbg/ecknQJyx4SbJ%20DrKOsnsjo40ik84pl++JE6CPRKctmv67+Ut83R9MNlvFm4it8C8QJFtnBIlEcWW0bDqITxKKqDiC%20SIqeHSrejE6q3idjvlv+qDNsinW6VGsDlt/CuzrDgRD2NxVJAfIUbJU7ZeC+xfdSXHGrdapQZvas%20j5zwfN5d/iJDmSZ0eFa1ks//AC+E0wTcZZIoX4T0pwyPQuvUR9lTjNV5WY7P1hRFY5Fwr85Y6Nm9%20Z6DbLiy+/wBrvf5q8L2zbvb+LZprr0pNLL5JZmWeaz0VBZ3izOV4deMdeNGxucVxgHVTVAcJPwz0%20T96aItSzK8bisoicicl27EAwgsBvL+axow2tm5NtCVlMkbRsJSz1JBQdnnVNPi8qqns1y/L0ynH8%20V2x6InF3GlhtC26ffHYQsxJDdnj+pcV54lJ17Yqho0hkqqXsSrbmpJojeVLDkMHKcd5Gx23HeJWP%20hIjXa0MLpJkQJA+ZWEX43Gi1IQTqWulZlxe7V1nZEeqyPlLN8akLjFzxzE8WlLdJT19YSJJkzRBR%20YaZj7jVQDduU9dPFOi6a3jpql2w8tOZFxXl+TSQxq55HiOTzEucV2xshLlxpzo6SGno+5s+2Wzcj%20nwp0TxWpNsLddXVi2I3fMb9lmXZHbJFjgZHbAsdqtcraM0YO0lcekNipo24Zn0BV1HTr7KY0s8zO%20svkjsRzbNsAx2FhF6we93i62oPR2y52eOEi3So4ErcVx2R3BSOqoiIaGmop5l8dKtuUxhzXTjzJ7%20T9OWR2mRFOZlF5J+5TYEISkEkmXIF0mWhbQlPtjoi7deqLp0rPOaSeWPq1x3t88/RtVlbcbs0Btw%20VBwI7QmBJoqKgIioqL4Kla5b1jjsym94Wt75kyIrwxKj4xKx6E3IuAirUZz08zvOxyfMVbUSAdHR%20112Kvh41JcS584t3narDiiBkOduZhaowxsbj235VBmoKAty1eFzutjohenY2KLRF8W4lDy6KVm19%20T7IF+HmnGOUXi52eyycowW/SCuMy32/aVxt0x1UR4mI5KKyG3iVF2ivl6r001KS6YW66vlfM45E5%20Atr2OYfiN2xtueKxrrkGSMDBSJHdRUIozG83JDhChJ5fhXTXx1SXjnsS416tQxbHYGNY5bbBb9fR%202yO3GZItNxI2Om4tERNxL1X7a1blmR3To3qoUiNu2d9s2t+mum8VHXTprprWbMxqXFQvH+J/lDDL%20TjXqvXfK2EY9X2+13NCVd3b3ObfH98ta5XLPGYWCorD7Hccj4iuN8sT2J3jIsbuM9+6WCfYY/rSb%20GQqE5Gkt7gVrtl8JKvm9nhSXTHkt3z5rHxZZMitcTKc4ya3HGvmTSFuBWWPo++zFjNbI0fppveUU%20Xp71ROi6pVukxum9S+QXXNb/AMcFdsKjyLLkbohIh267sNsSFRp1FcjvNu9wGydbEhFVXpqi6p40%20ulJqomU5Nm3KNl/JFsw28Y6NxJsMiu96ZSLGjxgMSeGKWpLJI9qgO1E9/h1SYl7LnHdPz/p9sr99%20nXm35Vk1ifuKMjIYtNwCKyoxmkZaHajJEqAA9NxLpTKK/wAL8X3Wxcg5fcZl0yEo8Wf2oPzB81Yu%20TZsaLJf3NikkwXoJivSnG/j71OXy/RLM8j5/h0u4WjL8XvuUKkp12z3ywQmZbb0Iy1aB8GVYRl1t%20PIqKOq+P2qm3qt39ElgnH8yVa8vnZdDGNLzqQ45NtYuI4seGrPYZYMw8quI3qpKPtWmNMGdcoHHc%20tz/jW2M4rk+JXbJLfbhSNYr/AI4wk5ZEVpEQElR94GwYAojqvxLrprpuK25MO6zO8g5/m9qv8y2T%208Pwqxdx+HDln6e43GSaK3/KY4EqtMhovkP4vHzIXlTTUu2Hyfh5pxjlF4udnssnKMFv0grjMt9v2%20lcbdMdVEeJiOSisht4lRdor5eq9NNSkumFuur5XzOOROQLa9jmH4jdsbbnisa65BkjAwUiR3UVCK%20MxvNyQ4QoSeX4V018dUl457EuNeq0ScXwbDLLjky5SHG7fiDCxbUyeho5IeAWhcRkQU3ZRaELaB1%201MtEXWtXlqkmmPd18ZWa6QLbdJ1whpa3L5cn7m1Z0UFWI28ICgGrfk7h9vuubem8l6r4q6SHquNQ%20KBQKBQReQY7EvcdgHXXYsqG8km3z46gj0d9BIEcb7guNquwyFRMCFUXqlB8cexaNZ3pcw5ci53We%20oetuk3s99wGkVGm9I7cdkAbQl2iDYpqqqupKqqE1QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKA%20qISKipqi9FSgqMPja2RnITJXCbJsdscB+2Y+8sZYUdxpdWVFRYGS4jS9QF14xRdF08o6IWrdQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKDgvtkt97tjluniRMOEBiQEomDjRo404BJ4E24AkP2pQcVlxQLfO%20K5TbjLvV1VtY7U+ekYXG45Ehky2MRiK0gkYoSrs3L01XRERAnKBQRcbHocfI52QC46UyfGjw3GyU%20VaBuKTphsRBQkVSfLdqS+zwoJSgUCgUHq6Cm2YISgpIqIY6bh1TTVNUVNUoKbjPG8nHI8aHb8svC%202+M4rqw3W7SQuqRq453nEgC+aukqqZ9zeuuu7XrQXSgUCgUCgUCgUCgUCgUCgUCg9XWmnmjZeAXG%20nBUHGzRCEhJNFEkXoqKlLBQp/BPGMrIbNe2rHEgO2U3HG4cOLEZjSCcFBRZLaMqrnbVNzfVNq9aT%20Sl2wv9AoFAoFAoFAoFAoFAoFBC5jisbKsfkWOVLkQ4spQ7zkRWt5CBoatkj7b7ZAe3QxIFQh1Rei%200Hix47dLZIVyTklxuzHb7YRJjdtbaFdU0IfRw4p6oiafFp9lBN0CgUCgUCgUCgUCgUCgUCgUCgUC%20grOU4OF/u1ruqXifa5dn7qw/RjDcBDfFAJxQmRpY9xA1ESREVEUk9q0EtZbZNt0UmZd2l3hwjUkk%20zRiA4KKiJsRIjEVvb016jr9tBIUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUH//2Q==" height="224" width="921" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>According
        to these chemical expressions, two pathways are observed through which 
        methanogenesis develops. The first corresponds to hydrogenotrophy, in 
        which gaseous hydrogen reacts with ammonia and carbon dioxide, 
        generating methane gas and water, while by the acetoclastic route, the 
        input biomolecules are: acetic acid and ammonia which, when reacting, 
        produce biosol, methane, water and carbon dioxide.</p>
      <p>This research 
        analyzed the biophysicochemical effects of organic matter from pig and 
        bovine excreta, acting as tributaries in membrane biodigesters, on 
        anaerobic fermentation processes and characteristics of biogas and 
        biosol (effluents), in four farms in Sumapaz Province, Colombia.</p>
    </article>
    <article class="section"><a id="id0x6f5a280"><!-- named anchor --></a>
      <h3>MATERIALS AND METHODS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x6f5a700"><!-- named anchor --></a>
        <h4>Experiment Location</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The installation of the biodigesters was carried out in four farms (<span class="tooltip"><a href="#t1">Table 1</a></span>)
          near Fusagasugá Municipality Cundinamarca, Colombia, with conditions of
          altitude: 1600 meters above sea level, average temperature: 19.1ºC, 
          average relative humidity of 80%, annual rainfall of 140mm; the 
          municipality is located 59 km to the southwest of Bogotá. For the 
          execution of the research project, four properties were previously 
          selected, as already indicated, from a total of 21 agricultural 
          production systems surveyed and characterized. The chosen productions 
          had the willingness of their owners, easy to moderate access to the 
          facilities, as well as the generation of enough amount of organic matter
          suitable for anaerobic fermentation processes in energy production. The
          intervention process on the selected systems was divided into four 
          phases: adaptation, installation, operation and data/sampling, in the 
          field, which will be described later.</p>
        <div class="table" id="t1"><span class="labelfig">TABLE 1.&nbsp; </span><span class="textfig">Selected production systems-Fusagasugá Municipality, Cundinamarca, Colombia</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Farm name</th>
                    <th align="center">Sidewalk</th>
                    <th align="center">Municipality</th>
                    <th align="center">Productive purpose</th>
                    <th align="center">Abbreviation</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">La Meseta</td>
                    <td align="center">Bermejal</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Dairy cattle</td>
                    <td align="center">LMS</td>
                  </tr>
                  <tr>
                    <td align="center">Santa Bárbara</td>
                    <td align="center">Jordán Bajo</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Pig farming</td>
                    <td align="center">STB</td>
                  </tr>
                  <tr>
                    <td align="center">El Mirador</td>
                    <td align="center">Guayabal</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Pig farming/crops</td>
                    <td align="center">EMD</td>
                  </tr>
                  <tr>
                    <td align="center">La Saucita</td>
                    <td align="center">Tierra Negra</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Pig farming</td>
                    <td align="center">LST</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
      </article>
      <article class="section"><a id="id0x7ae4200"><!-- named anchor --></a>
        <h4>Experimental Stage</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>According to <span class="tooltip"><a href="#f6">Figure 3</a></span>, once the first phase was executed, the biodigestion-geomembrane system was installed (<span class="tooltip"><a href="#f7">Figure 4</a></span>)
          in the indicated properties, later, data were recorded in the field 
          (Temperature (ºC), humidity relative (%), pH, biogas outlet pressure 
          (kPa)) and sampling (excreta and biols), which was carried out at time 
          intervals of two weeks (15 days) for 90 days, for a total of 6 samples (<span class="tooltip"><a href="#f8">Figure 5</a></span>).
          Likewise, biogas production was evaluated in a hydropneumatic tank, by 
          means of the water displacement method in a test tube, and the 
          concentration of gases (CH4, CO2, H2S and NH3) was measured using a 
          digital multiparameter gas analyzer A-ALT5X-ALK;</p>
        <div id="f6" class="fig">
          <div class="zoom">
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0VuP1EqKh%203khoLFrcePOtxdO7G/HFYaXvZ2w7JU6iYlLchwOSgY6VOd2YuW2WXMyS0rMvI4cpzAcrUzyNjPs5%200ttcNSg0tUUwykGM33hEiuRcuJwCy/n8h+Gmece0qi2vZWLtKVrBfbjxwwwjw6Cm6GWmh1E58q03%20jJzJKbkHKTzF5s8B3SvZ6X5BkeNj+LDQaWz4NsxiCh9Dh8MHE5cJB6Zzd22N8xui+RI6HsyHpE5q%20VHd6i2hKQpRQkLdTLU0R1HAbrKRHA8t/eqTfM70lYSRxvhY49uJN+I7L+7DCoHeTslqFAXHjKluj%20UWAGErQhRJC04LcITXbp/MWrWjX90hCR6rP4DC0uGf8A8le5t69YN0/4WkfncP6SoHrBun/C0j87%20h/SUD1g3T/haR+dw/pKB6wbp/wALSPzuH9JQPWDdP+FpH53D+koHrBun/C0j87h/SUD1g3T/AIWk%20fncP6SgesG6f8LSPzuH9JQRm4927rhaU5JToi9PW2pJbeffivIUomwaLaHOoouHugI71+FUadlTN%20d1ka1On6c5oWsLdiOq09x1DhbWmMiwWtvApWPuSLgcQDRx17Lrrftml0bv34wvdHYoFAoFAoFAoI%20XdX4tD/K2/8AyqrppeZJQSOAxA4XxwHwe98Hv19CWXz+H7WmkO6inWtO9HeDKUx4YcUZrqnJIjMp%206bqGWlBwlKg606ptNxdQrlGrHaMu+2TQWlrWuJJVFWxGfhpQgeJdVIS+t5BaUpCB0ExlqNl97gm9%20xdzYKJRftJ0ENTZTcTUHtOiKSz49uP8AMvSVqbSmK0SpJ6pMhKbLSkXKse6bWNVaObVPaKI7i4DW%20my0aw+xHXA05xgqkF99cgKbW1nSizaIriyepYjgeFTmcEhv0r2mbd1TV4mmRGpbgnBsMagWgmMpb%208MzENlRXnSpTQUT3cCMTjVjUjYLck3UCcScVC3kKuZ932K2Oz2Z/qnF+Hn2Dtr5s724WqoFBSmge%20pK4i8uXbl/zChe9vLxrwa3mliWy/E/Dwt2kY+77NcsYx+iKTu/RN2ahq4VES87FaLa4C0vtNx21J%20jvIX1WV99bheWjKoXw5ixzdLboiMYx71iUZPHtAgSX5kxyRF0NIabkhp9ClKQH2RmYIJ6KlM9S5y%20oSnmeCqsTbPtHrR4XtGlaTG1FmbLamLSEx2JrqCjoqakpzvN5RdzqKYxt5RzpdNu4mjpiaXvmPJ0%203wfiWtMaklXo9+SwVpZWWeoZLrSu8cxdUjKF4GxAJFk3RNeJSGjR9A3tp0ODGyyhGYDSHW25bLbx%20dbbCQ648vqZ2AsLKkm5IKcDa1JujeUTW14+80bg1V7WczelutnwrS30vhLyX1jMgBSilPRyYZUi/%20K9zWbpimwWvgb3y437Lc+3yfY+DCIfc4+Y00WOM+OMvkOfD3D9qu/T+b3NRvfR2vvSP3o+1Xulp6%20qBQKBQKBQKBQLD4OFBU2IuqyNw7hGnTUwXEyIpccWyHwpPhEd2xUi2ON6Dt9E7w/xAz+YJ+loHon%20eH+IGfzBP0tA9E7w/wAQM/mCfpaB6J3h/iBn8wT9LQPRO8P8QM/mCfpaB6J3h/iBn8wT9LQPRO8P%208QM/mCfpaDXI0jdxjuhWuNPJKFBTQgIusW+KLvAY8MTQVvStF3bpelga9qHiYz01lWmaepIU5DbC%20FAoXICl9W54C5y8Ao100fNCSkAogAgm4tbhgQDw5Y/s19BlUtQ2j7NdLYcVqLESFGlXbbMqQttCS%20Xevlilx0JY+dQHLM2xAPLDnktVq1HQ/ZapLzM9yElcRMdmQtyapDzQQFpYCneqlxCiHlj4wKwo3w%20q0t+Q06zF9lUfWZcaeiO5qk5l0zYzbriyEtIbcWtbYcCWVlLaCHMFHKO9hjLssI6JG3fZeGZTMhU%20NPo8NNzXFTFJejFK3HGitzqdRtZXIc7xIKsxvcYUpatUrp+1tpoci6hAhMDIpmTEeYUS0C3HMVpx%20vKVIsmOSgWFrY8asWxvhE4m9xc8ACcOYubm/l41vGP0HZ7NP1Ui/D9gV8ud7a1UCgpTQsqVy+ty/%20PjJV5B7vLavBreaWJ3tquJ8hJv2efnwrljGP1Rgj43mxPDiOJ+G/Dtpj5DIuCSm4ONu0Y3PD3qYx%20j9gcffxN+Bv8PaKEACjwBueXH3ef3FjGP2NLsuHHUEvPtsqIwStYQq17cCbkkfsVYtmR5E6Oo2aD%20jx5dBl50G2IylCCnC/bW40ruCtmd8puiFMPYPDrTxH7vJ5B7sNci4pLmn6RqeqOwY6IT8dCJbb7j%20ryWwhCW0qN+6tRPEACuulpXRNZWIlfEpypCewW+CvS0zQKBQKCN1PXomnnK5cqsTwNharR5tbq9P%20TmkztRp3zpXbhj5/Jh74pSXL+w0+J686UTbMMbW9/wDzilD+w0uLHr1pZGBF7cPOcPti9KSf2Glx%20Z9etK5HA3sSbYcqUk/sdNVNs+1Paczd+6YkOSXZbLrBfaUhxGTpMpZXcqSBg4CPLypR0v6uy22Lp%203XblrO+dKx72GONKS5/2GmevOlXtmA92PwUof2GlxY9etLtxF7cDyufdelJP7DS4s+vOlcjhjbjf%20yYUpJ/Y6XF6b3vpa1hN/jWAx7f8AOKUat6/TmaVT7TqHWw4g3SrEVHse6BQQu6vxaF+Vt/8AlVXT%20S80JKDyLAAsQRbje+AHu81e9lU9+7R1TcLmiohOtRm4j8pUuQ8y3JCGn4jkfusrsFq+csPk8cbVz%20vszUEPJ9i+nr0c6dHmKQUTTMZeda6oKPBJgKZeCVtFz5pBxzDE9l6k6UcVeZfsXYefkhvVCzAebl%20BmMmMhS21TWWmnLvleZxtIjpLaDw4dlOVt2TjGJSpM9jDD7cxB1MgL6no7PFTdjrTUz3Oq42tpx9%20fWGVtYUkoHnvTlQtV227oytG0SBpJkLlmEyhnxToQlbhTjmITgMTyv79dLYpFESKG1YC3PDjxxA8%20vZVHb7N2nG9qRM6SnMkKSD2ECxr5strRUCggX9ru9V1yHPUyl5xbq2XWkOoCnVFSrW6a8VK5qNcr%20tKLprLM2tB2/rSCMr8V0DkW3W7/+N2semjiZXk6Jr+ADcMjnd13jwOHSNZ9N3mU9Ba8oY+DQTYEl%20Trth8Dd/hq+mjiZW5G2dQWoKf1FKBe6kxmEpN/3zqnu0/c1qOntMrpb2ppV7yFPyyeT7yyjD/VpK%20W+Xya6Rp2x2LR3xdL02JYxYjLBHAttpQfsAVtXTQKBQKBQKBQKCja5DizN0sMymUPtFmSoIcSFDM%20C1Y2N8ca62Ux7ny9KInXvq9jbm3eWmxjjh82k35itUjt+T15LeEeEA25t7lpkaw43aTyIPZTLHZG%20MfMyW8I8Mf5a5Gg7cYjOvL0yOUstqdUA2m5CE5iBcCrljhHhjHxTZbwjwhB6fq3s+nKay6c2yl6E%203qAU8wlISh0LJaVa9nUJbUVI+zWdnCPBZsjhHhDXDPsja1SW5GTp3pCfIaYklKcynH0IKGkgWOAS%20gju4XBvT7e5Zsjg9t657L1R0vupiRUqOXLIZU2sKUopAIUj9yT5scBV2YjGOLPLt4R4QlIMXZOoL%20fbhRYr64xs+EtWtioXBUkBSSUEBSTa4IvVi2OC8u3hHhDuO29vk29GRiSeTaePPG3kqZY4fDGPZK%20ZbeEeDHq5t4i/oyNwP8AJJHl5Crljh8DJbwjwhCbn0zTITmmLiRGWHHJCkFTbYBIDSzjYcP8lYut%20ijydbbEadd22H0bSr+AavfhheuT6On5Y9jro2UGqTFiymulJZQ+1cHpuJC03HA2UCKVHINu7fAsN%20MiAf7Bvnh8mrWQ9Xdv8A6Mif8Bv+L5Kgerm3v0XE4W+8NcP4NWsh6ubexPouJjx+Yax/8NKyHq5t%2065PouJc8fmGsf/DSsjPq9oF7+jIlzc36DfE8fuaVKMerm3rW9FxLcLdBrhe/yaVkdzTTbTaGmkBt%20tsBKEJACUpAsAAOAFQeqBQcE7XdIguhqVKQ06bdxRsceFBzet+27X8e1j+6oHrftv+ftfD2An9ig%20yd3bcvbx7V+QvQPW7blr+Pat23w7fd/noA3dtw2tOaxNhjz93u40D1u24bWnN97hjxvQBu7bhtac%202b8MfJf9mget23OPj2refyX/AGRQem91bfccS2ia2pazZKQbk3oJUEEXGINAoFAoFBS9Qv64R7Yf%20V5OA5d5muluPg+Zo/wA9/ud/EcLg3t2Y2A+3XWr2HHG3mN/NQh4eaS8y4y4LtuoUh1PAlK02UMMR%202YUnGMfqIN3Ye2HWlNeGcbS4VZlNvvNq73dUnOlQVZScCL8KlFqhdR0r2ZafNOmSyI7ryjqDzIdc%20CGg185dWVVkhSlXCRiVGpNCqXa2jtGfBYdZb8RFU4JkZ9Dy1YlJTdtWYnJkWU5eyrSCspPTdD0zT%20XXnIiFoVI7qgpxbgQgKUrptJUohtAUpSglNgCTSKJLvuT7/l8t+fnqmPnjs/QFjzwPn5ny3qUVWd%208yWI7OmvyHUMMokLU664rK2gBlZKlKVYJSAOJNZvx4PH1sf69n5QuW2da02fo7MmM4Qwq4Qt1Kms%204SbZ0BwJUUH7lVseWFcXv04pbHsSpkxhe7qBbA94caNhkxhe7qBbA94caAZMYXu6gWwPeHGgGTGF%207uoFsD3hxoBkxhe7qBbA94caAZMYXu6gWwPeHGgGTGF7uoFsD3hxoBkxhe7qBbA94caAZMYXu6gW%20wPeHGgGTGF7uoFsD3hxoBkxhe7qBbA94caDYCCLjEGgUFD9Hae8/LcfiMuOKlyh1HGkrWfn18CU3%20wCa8OtdMXMTKs7qivR5SPBQLMpZQqOzDiMLTIeLpC23VrZfCUpbAyjuBWY94WwzbdPbPzN7ie1XU%20CVujbaGhHQsPo8AVJLpUlJCgQlS0IzZroVYi+JtVr3/HH7LV6my9Xd2/o0hjbzEWfPQhc5rwSnVN%20rS+0lTQGQ9MqbW4vM5gAO3GkTtnbNPaVReo6ruNpt9bW3kZ0R2+nHTpynFBxJUpWdzJZSnkNgXQC%20E5gCM1aie/4kSko0vWUu3kaHHUlyQtBWqA4UpaLzgQ2EtIWokthA6pOTmRjWa9/xSrDOo6zKiS30%207aYjKjT4rbSFQVJU/EcPzycqgqyk2CVLFwOYpXdFZ8VefSW43UHobb08hDeZTq4LzYcUpBWUobXl%20WMqk5Df43EYVaxxnxRKbWluarO1BrUNusQGI6W1xVuQy0VFa1pW0eoCFkBCe8jkeArN003TPiVo7%20tw6fAjtwFx4jLLvj2QVttoSqxSu5JA5ke4V00Lpm7esTtfTmvvSP3o+1XsaeqBQKBQUzUP1vj2xs%20xKw5/GZ5V0t/T6PmaP8APe861rkLR47L0pLi0vOCO0hlAWpSyhS+BKcLION66zMQ9kOKDvXbc3Up%20emtyS3KgoSuSh9ORKcyA4pIWTlUpCcVjlxrMYxjgrqc3NtptRQ5qsNKut4Wynm0/PEE9PE/Gtyqo%201Mbv2tIjiSjVYwaLPiSVuJQpLGbJ1ClRCgnNhj5KVjjjGO1aS4tX27tDVpnWnvlb0hLbiWEyMral%20uZG2X0t8CtXRSlKv3PClKkTRhzdu09vQjDLriW9Okt6b0UNqW4p5bfVATlAzd0KKlJ4EK7LUzFJT%20C9e0NC2kOahHC3lIQ0kuJBWpYCkpTiL5gMKtRxp3ptJarJ1eItJaW+XUupU3023EtqPUHduFLA7a%20lYKSkIuqaZNeeZiy2ZDscJ66G1pWUZ7LTnCTwKcaJSiu+0TTNP1SDp8DUoyJUJ+QoPRnRdC/mljH%20sNzcEG96zfR5usum2ysTTbG1Z9t7G2tG0lppyBGmgElD0mPHW6EnFKCsISV5flK73bXGYe6yZywk%20/U7aN7+g9PuOB8Kz/Fo1U9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44Hwr%20P8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+4%204HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+/D8VZ/i0Kqt7P9I3L%20A3xvVc/VG5WkuSIqdP01tpTaYiUxkdNDV1KSE9EpSoAWKhmwuRQfQKClMgByUbf85KPC/GQo9nkN%20eDW8047GJbE4W5nhcEX4cr9uFcpRQYG/t0Lnw2l6QhbMuUlkgdZsMJDbYWyC4hOd5CnFZj8XukA9%20nWbLSXfq27NzQtQmNtaQ3IhMOuIQsl7rLShKe9ZKFJ7ylj3gfJUttiYVyP8AtC1zxjjcDRg/D8PJ%20fjSXlPM9XoFYQsJUjMEq6ac/d+6pkjtKPMffW5VIflr05HhUQ0TQypqT1UNlgLWmwBz5nsB+5vTL%20Gwde1t761quqRIsvSPDIkQ3JBdb6pPUadU3Y5wAhC+mMubjfjS62IjeNOjb43TPTGce0REZpT/Tl%20JK3lOIbU8y0MoyWzt9a682FkKI44JstjHtF4tY2HEcB5iMLedPuxrmIXc9hG07Du+kI5T5QEqPYe%20Vd+n83uWN76Q196R5hXtrVp6oFAoFBRtdkx4W52JEtYaYDMhBWoEjMotFIwBGOU2w5V0tfL07ojX%20vrPBwa5I2trMdhiRqRaMd7rtONBKiFhCm8UutPoIKXCPimulYxj/AC9XMt4x4oqZouxJTokO6o+m%20SApJkNryLIW30nE2S3kAWjumwHktWdmP8LzbeMeLEXbvs6jB8MyilMhTilAEApDpJUAoNhRF1EjM%20SceNqbF5tvGGle1/ZwpT61TVl2QyY61qyLNu7ZQK2VG4CQn5NhwvjV2JzbeMeKTbb2u1qGjSEaiF%20MaEwtiK271VurUoBCVvOK+PkCSRdN8xvemw51vGPFyDQfZ0lRW3JLTjoV4p1taguQtRdV1Hzl76w%20X3LHy28lNhzbeMOdW1fZyuS3IdnuvusrCm+ssOBLYy2ZAU0fmx00WxzXHGlIXm28Y8WyZtz2ey46%20WHZqw2hDaAEqBF2ENJaVlU2oFSRHHEWNzccLSaJzbeMeLv0SNsjRp8qbp8woclNNMraJs0lDQyjK%20lCE97DFSrnzCrsObbxjxh63DPg6k9prMF9L7qH1qWlAVgnpqxNwOJ8tS6axjg8nW3xy9kxvh9F0t%20JEFq/wAkfari+jpx9sOqjZQKBQR2pbj0TTFBE2Y2ys8EKUM1u21Bwevu0/0i1/CH7dFoevu0/wBI%20tfwh+3Qoevu0/wBItfwh+3Qoevu0/wBItfwh+3Qoevu0/wBItfwh+3Qo79L3Fo+qrWiBJQ+pAurK%20QaIjtvfrPurySoo//os0FioKUzguUeH1yXb84XfiPd9ivBreaWJeJ8lUSBKlJZVIVHZcdSw3gpeR%20BIQL3GPAC3w41zhFOk+02Qy/CitQEy3ZbKllTDj/AEr/ADmQoccaRmbPRylVrpJ+HcaceGMexdof%20aPqbUluM9owD7uYpZZecUtxKXA2oMAsjM5dZVlVlTlHEcKTpxihtdqd/P+rM3WVxUpVGdbZQlC3V%20suLdym2fpBSS2XMjndslQtepNkRNByte0qS5C8WdPQx3WF5JDzqS112g6VycrKsiCTkby5ipVrhN%20XlxUl4ne0LXGxGUNIU2l57CMsuKkvNtqKXG0thAb6tx3u/ZIIONIsjjjHibyT7TJDO2IWtL0pRel%20yHGUxA4pd0Ni90ONoWMxBwBtjcY0jTitCi8kC5SLlIsMOxPmrnjGOKIXc9uhpxJ46gwCfIQsk383%20k+xXfQ8y2vpDX3pH70far2tvVAoFAoOZ/Tor6szie9zINqtXn1emsvmt0NXoWD8j7Jq5nL+v0uB6%20Gg/JPwmpU9BpcD0LA+QfhpU/r9LgehoPyD8JtSq+g0uCE0bTIi9xbibUFFKHYoQnMrD6qgm3IXpV%20Z6HS4Jv0LB+R9mlU9BpcD0LA+Rh+xSqf1+jwPQsH5H2TVzH9fpcD0NB+QcPKalV9BpcGUaRBSq4R%208NKrb0WlbNYh2gACwwAqPWUCgwpSUJKlGyUgknyCgpc7XtX1UfVF+jtMcHdeGVUl1ChgpPFDVwb4%203V5BXo09Cu2dyTLkj6dDYCsjKVKWbuOufOOLIIF1OLzE+/XptsiOzGPBl811HT/akjcs13T2VK05%20E6TLgJcLRZcaMZTLMdSM33rqpSu3aeVcss49i0SKNR9pz2otBrQ47EBbjxzSGGw4EADp9RKXMLfc%202V3uBtViJnsjHvSkNWnu+1F+Rpy5cJuK26lLU4eFjltBMxAdeIukpPhs2QfY51IieBSHlnU/av1Q%20p7QmOj45KeiI7KXTFITmSXM6mxlObv8APt7bEdxSH0Yx4t8Gmym/HpoxCb9iTXXLHAoxtFIRvHVE%20pSEp6EfAAAX6eOAAFePXj7moTO3v1n3T+Uxf6E1XFVioKU198l8vrkryC3XXxIA4+7hXg1vNLEtn%20Hz4ecWt5yOGPuvyR66irYk25+cDyk+736UxjHwVV9d3U7puspYTpRlBlsBU0OhK0pcT1HEIBQT8V%20u/xhc289bttigiontN1F/K+uChlhbjyAqQ8loIIWylrqKAcyBtLyi+SLi1x2VZ04KMq9p8gy2AIa%20GWFourryAgpcJZKHHlhHzUYh0kOWOfkBTlwJnbG8hrk6TE8E7DVHaafSlxedSkugHvBAyoIKhYFV%20zxsL1LrIg2rEHFXvmufJjew+H3e9WKIwRha2bDLgMMPe8v2fNTGMfqILePjDC0/wZa8QdRj5C+Fl%20s4LtcIxx/Zt2V20PN7moWtA9oGRNlaTawsMsns/feavc09ZfaD8vSf4Mnt/fUAj2g8l6T/Bk+X91%205qBb2gX+PpNuXdk8P4VAt7QrfH0i9vkybXx/deagEe0HkvSeeOWT733VAt7QbnvaTbkMsny/uvNQ%20Le0K3x9Jv+9k/wAagZfaDf4+k2xxyyfLb7rzUEZuJPtC9GLyKi9bMjw/o5Mjr9TMMvxldPLf43U7%20lvjUHNsrVNS05equb2mafD1hx2MmQtlzpR1LEVJCUF4i6sg71sOzCgs3rhtL9NwPzpn+NRaHrhtL%209NwPzpn+NQoeuG0v03A/Omf41Ch64bS/TcD86Z/jUKHrhtL9NwPzpn+NQoeuG0v03A/Omf41Ch64%20bS/TcD86Z/jUKHrhtL9NwPzpn+NQoita9pOzoCgzK1OMmLIRkTqCXmXI6HVkpS26ULUpsq5KUnKe%20F74URF6WbaZCJ5MM+93G6+lbujHFiXSMCOAI4e9YeTsIrVRTtd1rf0fW5zGlaW3I0xqEXIMjpqcU%209J6d0pKgUpHztmyFWsDn5VzuuurQcatf9piop6elBmWYrDjbSoi1tB9xQS/mcDwt0TdIRY50gLuL%204ZzXSrXJ1v2piZII0xKYkWcUNmPH6jkiKEv5SMziUlLikMnMk93PY87Wbrh70LcPtMf1DSGtU0VL%20USQ661qS0sKaU22CQ26S4uyBlUnu8b3sDSL7thK/X5nsx+wed/lc66o8bT/XPVO3oR8ccfm/KK8O%20v5moTG3v1o3T+Uxf6E1XFVioKU1guVx/G5drYG3iFX7PLXg1vNLEtn2LYWHkw5HkfL+xXLGPgiA3%20XudeiOQENR1SOu6VzsiFL6EFpQD75yfFCCtIBUMvbyrdttaiEe39qaIy3GWok6ZJbe8DpcYOLfYk%20JeDTTMoBSlKz5ipRCUkZVWzCry4Wjexv1cgOTEuQ2Y7LYV6LfK0z3V+F6zik48ELu0RkPxVkqBFq%20mSMY7d/vJa9Q3rq8SXJjpk6UpDC0sOySpzJGcCFOZJAK03KwgJwyhtSgm5NWLInsHrWN7atCjSZB%20jRo7bbcF1Cns7ikIlsuuLDyLskqC2emLHAHMb8KW2RIsehatI1Fp8vM9B1hbaclzYB6M2+kG/wB2%20nq5VW7L1mYpjvSUlha/3PHhyx7cPh/YrIiNzoX0NOSBj6QYPbwzHnx/Zrv0/m9y2ztfRmr9JF8DY%20V7W3qgUCgUCgUCgUCgr2jtNObl3J1EBYD0W2YAj8VR20E54WKP5FH8EftUDwsX8Cj+CP2qDPhY34%20FH8Ec6FDwsb8Cj+COVCjHhYv4FH8EftUGfCxvwKP4I50KHhY34FH8EcqFGPCxfwKP4I/aoIvV9s6%20LMeE+XGTIcitqMZlzvMIcFz1Q0e4XOxRBI5WoKxplvRcM9kdont+9Dz9tfSt3QxR61CQYsCXJGXN%20HYddAVgklCFKF+GH7FWd2wUTTd776lxNOknQ8yZakHrCNKQHUuCMS2kKVmYyh9z55wlCunh8aucX%20yod0+0JWntqc0kIlvQkSkoYiyc3WWVZkBZKkNqYypzJWMys102pnntx8xpmb49pEaF1BtxD8hTja%20kIbYkqQGVdbO2shSz1LMosv4vexAGJZ7ijrd3zumDo24NS1PR0sp0aUgR0BDrQkxVOKQpLC3SC4+%20BY/FsomwBvTmTTalF2gGaqFGM4NonLaSqUGr9NL1gVhGa5slRNr49tbjcNm0/wBctUIGBYj4D/Z1%204+o8zUJjb360bp/KYv8AQmq4qsVBS2EnNKNjl8ZLJPEfjC+wCvBreeWJe7HHkcLj7HLt93KuSBCT%20cEA5hYggWsbjncWt5wB5sSsBtsLKghAWSFKUEgEqAIHLNcAW7caRHBHlUVhSVlTLZGRbalKSD3Ff%20GFxyJPe5UHJHTpBHSgxUTO6lBRFYD10pPdStwXRgR90vjXSNK6ZISadF1qVmCojEdCrXMpQdWbG4%20u213Tbl85XW3puMtRa6o20VNlxTk5SOqsuLEZlpoKWqxUpRcD6rmw+6rrGhatHQNpwCrM5JmOHh+%20MLQPgaKBW40rY7CkNrO19GZfafDbrjjKuo31X33UhWUpCsri1JJAOGFWLIjdCpWtBQKBQKDy4802%20LrUE+c0KtfjYv4QUSsHjYv4QUKweNi/hBQrB4yL+FTQrCibK3vB1X2gb20pEKVGc0t+MmRJkJbSy%20o9EIQG1JWonqBJWnD4tFXvxsX8IKJWDxsX8IKFYPGxfwgoVg8bF/CChWGRLjE2DgJNCraCCLjEGi%20lAoNcgKMd0J+NkVa3bbyUkfPdOmw0adCQp9CFIYaSUKuCkhtI8lreevoRfFN7Df4/TsR4hux+15R%20YcvJ9urnt4jl1XUmWdInOQnkGY1GeVGSkZiXEtK6YCeffsMvA1mdWKbJKKLB9o26VoYL+mgXZbQ7%20PLUlMcuEMlbymQ2Hx01LWgpTzGGGIxGsrOn+0jeCp5Zf0FQbkLcda63UQGEdBK0MBTbar5HB3lEX%20se0VI1ii07T3P6b0JqbqkdMCUXFIciuBQAyK7qkFdyU44K8htXS3ViY2ylE34+Af+YQb4HE44Y8s%20fdwrXMjiOnaEZ1zcep6giy4q0MNpdHAqS3jY2APHGvHrTE3bGoSe3v1o3T+Uxf6E1XJVioI6Vt7R%20ZTinXYbYfWSVPt3acJPG7jZSo/DUmK7xynakUfepktoXuB1Eu2J7C8l01idG2exKNCtqzLnJqzoB%20xsplg48uCE1nkWmVsb2qcerqcleN7JSw2PsN3+zV5FvBMroZ2roaFBTrBlrTwVLWt/j2JcKkj3hW%204tiNy0SqEIQkJQkJSMAkCwArSs0CgUCgUCgUCgUFH3MZ83W2tPYk+GC0OuFwoLmUNlAASApu18/E%20mukRV8i62dXWuiZmIt4I47X1nj6bPkuwrmf9t2VqLG/Qx+V3iz6ra1e3prieHQV28rvc6mQ9Fb+V%203i8jbOrZ8npy6rZijonMRwuR1uHvVch6GPyu8WPVzVUvBo68nrEX6ZaOcgXxy9a/I0yVPQx+V3iy%20jaOqpWtwaulK3CC6tMXKolIyi5S6L5U4C/KmQ9DH5XeOOIjbOrqQhbeuZkFIKVBgkKBFwQUvC/vY%20UyHobfyu8Xo7W1r9NYjH7wqw44j56mQ9DH5XeLB2vrFyPTfO33hV8Mb/AH7jbtqZT0Mfld4h2trJ%20wOteQ/MK5dvz1XJQ9Db+V3i4tSh6vpL0JbmpeJQ+8W1J6ZQQMhWDcrcww7KzNtHHX6fl25ounfD6%20ZpayuC0pRuSMTXN9iyaxEuqjRQKBQKBQKBQKBQKCu7e/WjdP5TF/oTVBYqBQKBQKBQKBQKBQKBQK%20BQKBQUvUP1vjjn0JWHZ3ma6W4+D5mjP++93p5W8/G9r8Pt11l7HnqNhYRmT1CMwbKhmKe23GkzjG%20OxZqr249rPaxNTIblmO0hkNOpbW60slCXim6mlJUEhx1C7H5NSYmZKoQezvXhJlyVao0p6SlKHF5%205KVPhKnCQ8oKKmwtLmQhq1k4pxqUWpL2HuiVqch9WtNGO4w2yqEHZaErSgN2S6UuFYF0Od9Ksyr4%2087yYImHRB2Hqza2239WHh2w0l0suSApzppGQLQXOmgMKAyJRbMn496tEq8aLsLckCTpD7+trkmC8%206uYHHnnEuodSkEBBCRmUpOY3+Lc8aRFFqvPZe4B48eY/y+7lrsxjHjk5Y87YW58P83ZQxjHirm8s%20PRXAEyVWJ/2Kz9odtYu3Rjsl4+u/j98L7pP4g15uFcpfQ0/LDrqNlAoFAoFAoFAoFAoK7t79aN0/%20lMX+hNUFioIrc70hrSrMPKYW68wyXUZcwS46lCsuYKF8pPKs33UiZglTTt25P9qT7nhdxnicDf5v%20hj9uvJ6i5nMx6ug/+6T/AH3WvovLj79PUXY/yVZO2yACdT1AJVzLjQ4/7vlf7dI6i4zMHbnbqc8c%20wC6zb3/mvL9unqLjMHbn/wApPv5XWuHG/wB6vzx9+nqLsf5MzPq3cX9J6hlPE9RrC/H+T5X+3T1F%20xmY9XMLnU59jwu41bzH5ry/bp6i4qHbox/tSffG93Wvor88ffp6i4qHbox/tOfbn86zfnf8Ak+X7%20dPUXGZ37LTIjbk1KCqU7IZaQ0UdYgq7yMx+KlI+MTXp0rputrKxK810UoFAoKXqH63xx/wBPKwN/%20lM8q6WY+D5mj/Pe7+NvLbsJ4X511exUNybO1PUNTl6npk3wkqTHbjh1LzjbgDaXLBKglxKLqcGIT%20UmJWrwnbG8s7a16q2HCypLjzb0hIbeLCG+qGu8l+6knBw93iMTapRXC/tTfyVslnUyAtakpbEySt%20ERGR2yVKUAqSlaygqWvvItZIIpSR2u7S3RKeD8rVOg44suOoivvoH3zMG+oAhS0obUoJv8FKI8sb%20S3k0of2wlRLLjYd6z6em4WwhLhQBZ8qIFy4e7bMO8TSkrVv0jbe7Iutw5b+pDwDbbyHoJkvyQhKy%20otBBdShTqkFST1HD5MvOrSapMuXQ9nbwi+HXqevvSnmHA4CH3Qhai6ypZUkJQClTaHB01ZgjNged%20SIlZleMBew8w4YjgPsVdjKubysPRfZ4lXwdJQxrN+Pi8nXfx++F90n8Qa81cXv0/LHsddGygUCgU%20CgUCgUCgUFd29+tG6fymL/QmqCxUEPuq/oxu3HxUX/10VjU8spKGOFxwB7cLdnmwHuth87GMfNh6%20TgoEjC9rW5/5k+61MYx8xRoe3N3afLMmEwyqSMJ8jrnqageuFZitQV0/m7ghY7vxUG1dJvicbtit%20kfSvaAzqWlr8QhEVL4e1ZaXU2dBCUuJKMneOVHcy/YpN1s1NjxN0n2iP61P6WoKh6O6fqnSfQFhK%20AvplIW2oozEoCxh7/wAamaKd/sx3lGhG3PaA7rEmVKdbTHW8282OsFpSUBbalhJTgOlk7pGBHDmW%20e2nbjGOxsF6L7TfRxUmaDqaFKS2+p1tLi0dYLQl5QQQkG2IRfDhxy1c9te7GPEX0FRAue8QL2OF7%20WwPv8ew+auUIHhxwPI9hHHgO3H36DTtYH1z1a/4Jnsvi2nsr3aHlbtXeuylAoFBS9R/W+OMQPDyr%20geVTPuxrpZxx2PmaP897vxOPP7ZxP+autHsPJY3sML+S1DGMeJjfDzY+U+Tz0iSFc1zS91SNQkv6%20dKCWHYgajNqkLYQ28SrPmbQ2rMpeZOVwLBTa1qzMLFEIja3tCRADjmturntNqslEhRQopUlTYKS2%20M6rBQN+OF6UkdGiaDvtKtOfmz1BpJaW9HclLcUz8VUhLnzVn+t3kgEgNfck0iuMYkXa1/N2W93b9%20qtbUPPh2/a/ZpjHwDHDDHhx40qK7vEX9FW5yVdvAtqPKsX/r+jydd/H74XzSfxBrzVxl79Pyw66N%20lAoK3qG9IiVrj6U0dRkoOVa0EJYbP+sePdHmFz5K3bZN24QklzcctfVkaoY6vwUZtPTSONgXDmP7%204gXrvHTd7NWnwut2H9tyDbj3GuVuNX03eVBF1q//AHuQQML5G7cAfPT03eZmBG1r9NyMMfiNeT4K%20em7yrPhdbH/vckkce41ytxp6bvKgi61f/vcggYXyN24A+enpu8zNujydXjblgxXtQelNSG3FqS4k%20JAKFJSPiWwOa/wAFcdXTy9qxKe29+tG6fymL/Qmq5KsVBD7q/wC2N/lUX/10VjU8spKGGH7nnzHu%20w8n+T5zEq1uaFulzU4b2iFaWjHcZkd9pLJUpxsgutud4goCgkt94KtyvW7ZiN6oiZou/Z7fQkPOo%20bYcQ6hKXo6W1qbSvppRkAc6dy2HErNyvEd2tRfbA2Jje03JKLxKlNvuGMttUVDyo6gjuspUFNJUA%20FBBdvjioCpmtNna9T0e0tJkrjqWWwhK1IaXCzrTkQU+GzJwfzZ+qXO4R8SkTaPLbftHlw0KKA0+2%2031WZCiykrW4hxSFdK10FvOhOVY+MDx40rbGP1x2bhl6D7RmisolLlhOYNvAxESOmXRfo5k9ILLKA%20odRNrk+SlbTYmdGTuwavIVqpUNPDZKMyo5Rm7hbLSWgly47/AFSs2KrFFZmY7ET9rEgX7SBfyj3Y%20fY4ZxjH7nPtUf/uWq2wHRYwtb+TTyr3aHlbheK7KUCgUEBrG2BOlplIdcadQFBKmnFNqsu2YXSRg%20corUS8Gr0upnm6y6lXCdmyrWE+Vft8S6OXn7a1m72OR1H5R4R9A7NlG48dKsf+pd7MOdSvecjqPz%20jwj6B2bKxtOlW/KXb/bpm705HUflHhH0Ds6TfCfKHZ9Zdx+E9lM3ecjqPzjwj6IzR9AnzJ+tR3Z8%20jJp0xMZgpfduUqisv97vY9548KZ54tTodR2XR4R9En6mysLz5ZPP6y7xtzx7aZu9OT1H5R8PoDZs%20v+fyvN4l3s8/bSpyOo/KPCPoepsq349Lt2eJd4Y4HGmbvTkdR+fwj6B2bKJ/HpVzx+su/t0zd5yO%20o/KPCPoDZBW+25IkPPBolSEuvLcAJBSTZRIuQTTMT0utfsvu2eyPotTDKWWktp4JFhWH0oikUe6K%20UEPu2/oF5IJstyO2sAkXSuQ2lSTbkpJIPkrVm+ElXgltprK0kIaaByITZISBiAAME4dnw19HczL5%20Jo/tW3XrStGEKHDkPyZkAOswnVNtKRLYkqXCfcfQvpOt+HC1FI+KfPfhOrNMd60XbYWuzta2tHc1%20KQj044JCpTKSguNJ8U8w0QkAiw6eVKrWNueNdbJSjn2NN1JR1JOsa27qDw1Obp2nNSksNqLcNXxm%20wy20VrKLqXxFhw41nTniqM0/V98yN8ao8ZJb2ppWpSGZ65CoqIyIjURtYDQCfE9UOuZlLUrJluKk%20ZplHV7Qdy6/ob0CRpa/ERdYjvaZBZS2laU6q8UqgPEgFWRSSu4PdwFW+6Y3duP8AKwt8F5tUcNJl%20pmuxvq8p8FFzIaSA5nCe6lRUcxTha/CukJQjgDeGlDh8y+Rf9+jljy/z15ep7GoT23v1o3T+Uxf6%20E1XmVYqCH3V/2xv8qi/+uisavllJU3dru5WtHX6uNlzUitKQB0jZORRuQ9ZBGfKDzsb8OHgtpXaw%20rcOH7RIOozJSQ7Kb1BZK0OLZU2ysrUEZELWAltCeITicONazWzFJ7F2OiKPae8yTJdaadS4pSm22%20mLLBW2koClKUenkU6pCrZu0nmmbYxj5jnaHtUaiPthQWpphlMda2oq3XHEhrqKUvPl6iiHM1wRwI%20FK2VFhbma8vcGnwlgIiLhpl6mQkK6LibhTXVAyq6q1gi2ICFcL1nZSorTun+1CcGHpjpalRJDjzb%20MctMtKUcvTC8qiXGvjEZseN71vNZXYOl6T7VHZF2IzUdgtOltpxEZbgc6ZCQ5lcKQMwBRlPkVUib%20CjExr2msSXDDeL4UtCA64iNlDSFvnqJaBRZa8zWfycLEGkTab0/t1e5lOaijW0pKA8Tp7gS2kFtV%20yQEN5u6nDvKUVHHnhWbqdg2aJA1GTvTWDG1V+ElTbBShpqMsAdIX7zrbhx89ezp/I1atnoPXf8Ry%20/wDgQvoK7Keg9d/xHL/4EL6Cgx6C13/Ecv8A4EL6Cgz6D13/ABHL/wCBC+goHoPXf8Ry+X8hC+go%20HoPXbfrHL8/QhfQUD0Hrv+I5f/AhfQUD0Hrv+I5f/AhfQUEVuXauvztJXFRqj2oOLUnptvpiMtoU%20DdLxcQx1Els94dPvX4W40ETsnUkbYXruka7qk3WdRYnNqd1IwnnFOg6fFtm8K042MoTlxObDHGgs%2053zt8Xv43D/46fyv/qPJTGPEDvnb4vfxuH/x0/lf/UeSmMeIHfO3xe/jcP8A46fyv/qPJTGPEDvn%20b4vfxuH/AMdP5X/1HkpjHiB3zt8Xv43D/wCOn8r/AOo8lMY8Q9edv3t9dv2ej5/0FA9edvf9Z/d8%20/wCgoHrzt7/rf7vn/QUxj9OIrGq+0nSJ8x3bi2X2ZjrkeRBcLD4adYTJaupZcabLKh2LGU/cqVwr%20VnmhJd5AOYcb4HlxNsb37Tx+HlX0mVS1vdWh7JGk6MIpY01yFKcidJLrnSEFCMjSUIQ8rv8AV+MT%203bYnhXO67LsiBAaV7WETd0wIDWitiTqQgNryPOGSGZUVMxSgjodFbUYPHqXcCvustZ5m3ZCzC17q%203Fp2gv6c/PjdVsiY8uVwVGbiRFPvOpSQSpakIypAsca3fdREZrftG07TI7rWt6U7GW7p5niEp1ha%20n2XHm44ZwP3xXWxSeQPkrM30WHQ1v2CrUX9NhwFuR4OoRNKVJzIQ2oS87aXWQM2ZDa2Cg8L2wwpz%20EWhthlkOFtCUdZSnXSBbMtWClG3M2Fz5a6UGqOP/ANw0rn8y/hzwW32XHu415ep7FtT23v1o3T+U%20xf6E1XmaWKgh91f9sb7PFRb/APHRWNTyykoaxOHPy444jHDhx+z73zmHLqq5adLmuQU9Salh1cRB%20xu701FHO+Kkj3cLG/aKgtO+HZMh9Bfc0SahlLDLDlprTEdSQ44M+QIdlIWs4LzYclVusR7Yxj5LR%20gte0EPMvaeHU6fES8hpic4kyXUSiUsKdvnCjEISs51XykjFVxStuMdom9BkSIkV5UmLq3TJbwnlM%20lzqBFnSgJK1BBJ7ct75QBWbqcYFdEfeDis0ZOspaU+rpsynE5kP3bDbrxKu9GWkOFbaboTgLXxrc%20zHbTFTY7NZhb2TJtAflOX1N5Ua7iW0JZUlktKcyZbst2dT01CxvdWNryLo7eGPebFl0F2S5pyFv5%20lHqvhhbibLUwl5YYUq9ji3l8/PjWLqVRIWww+Dy4DydifdwDTtW53lqxvcdJjHt+bTXs6fyQ3C71%203UoFAoKtuXc8uDKEWKw686oEpQ0hTirJtmV3eQzC9ai18/U6q+b5tsiuVCeum5f0VNt5WVjhx5e7%207dyTiGY1ep/GPFgb03Lh/ZU3l/Ir528nu+2yTiCNXqfxjxPXTcv6Km/8Jfk8nu+2yTiDm9T+MeId%2057kIIVpU2xFjZpwHhjY2wONMmKJzup/GPgqm0tT9o2navqj2qRZzsbq/VFJZVeVdhlnxD6R90EMB%20IA+6zHCmWXTU1dakZbdtNu3djitvrnuUm3oqaLm1vDrPO1MmMY+LHN6n8Y8WBvTcpt/ZU3G1/q6+%20dr/bpkxjHxq5vU/jHjjHxz66blP/ALXN/N1+S326ZMYx8aud1P4x44x8Q3nuU2/subja31dd7G3L%2036ZMYx8aub1P4x44x8cDem5Tb+ypuNr/AFdfO1/t0yYxj41c3qfxjxxj4ym2d2zdQnORZLLjLjRC%20XG3UFCkn42IPDBQ4/arMxTGMd7p0/U33XzZfFLlwqPcUFe3HpunxNJmPx2ENOy5UV2U6B3nFeJbs%20VqxJty7K1Z5oJRSsbjHEjjYjEjn24dvv19HGMe5hwy9I06ZOZmvtlUlliRGZcC1JIZlhPWThb44b%20HeOI9+9SbYneI5vY21247LLcPKiO9FlRyHHQpp+GyiOwtCwSoZWkBsi/eF8170yQMyNoQpLejtSH%203ZLelIeZUl/K94puTHMdxEgq45kq+MMfs1JsiVefUfbJjrYWw6805EEBXWkvuK8L1EupZBWsqCcz%20aSOdsO2k2Qm15e2NoHjUS4TKNPdMuLNkmOhKQ+YalqaQoK7qU5nCpSk4ntpNkKsJvxtjjYcTwI+z%20eto5o/64aURiA0/YnHHqIF/s15Op7FhPbe/WjdP5TF/oTVeZpYqCH3V/2xv8qi/+uisavln2JKGt%20fDAcsOF7geWvnYxjixUJwvwvj79jb4Le7kGSSMb8Mcb2BBJHb2e7kgYAAtbgLJ7eHDDzj3XoMi+F%20iSRax48Rx937NJxjHwHh5xlhrqvuJYaAwcWoJQBy7yjbzf56sRM7h4bkda3hI78sKNgphpWTlwdX%20kb/8XZ2V0jRuldrqGn66sjJp4R2l99tP/ph/t7a6R008Vytg0PcBwKIafL1HV/8A401r03eZXXoW%203nYM6XqEpaFypWRIDebKlCGwm11Yk3F67WW5YosRRO1tSgUCgpeo/rfH4i0eTw5d5n3cK62dmOD5%20mj/Pf7kgSe3jx42sMONdKPYZrcbjHmeZ5dlTZwMYx4lzzuAedzz8/DiabBxydXgRp8TT33unMnh1%20UZrvHMGUZ3LqGCcoP3Vr8KUgo0q3LoOVhxGox3US3jGjradS4lToFykZSR3fuqYx+hMPDG59Cfjp%20ebmN5XG1uoZWoJdW2gZlKS2o5yAD2UrGMY9yzDtiz4UsvJiyW31sK6b6WlpUW12vlXlJynz0iEb7%20/Djbj2+e/A0pAE8ftHHkatKmPiX42vhx7ePZ56ggNAx3jqfP58cjx6aOeNcr9+OGMbHjs/8Apn2R%208n0SsPplBzajAanxFRXVKQhSkLztkBQU2sOJIuCPjJHKkCN9VWP59K+Fr6OuvOu4pQ9VWP59K+Fr%206OnOu4lD1VY/n0r4Wvo6nNu4lIPVVj+fSr9t2fo6c27iUPVVj+fSvha+jpzbuJQ9VWP59Kx44s+b%208HTm3cSh6qx/57K7Ti19H5KvPuKN0HbkOJLEsuuyH0ILbanig5AognLlSnjlFYuvmd6uLb360bp/%20KYv9CarIsVBx6tpw1CH4fqdJQcbdQ5YKsppYcFwbXBy2NSYrFBCO6FrrZORUWUntUXGFfBZ9Nef0%200dks0aTB1oJGbTXCrn03mVW8xWps86x6eYTLLyljVlKt6Jkpx4lUUcSTx6x+VU9PcUl7RpmvuEBM%20Jtr92++B9hpLpPH5Vajpu9crqa2vMcKTL1AoTaxaiNhr4XHC6v8Ag5a6xoWx3rFqRh7e0aI4HWoq%20VPg3Eh27zt/I44VKHvGusREblSNUKBQKBQKBQKCl6j+tzF/5vKt57s10sx8HzdH+e/3O82ucR5ce%20PuvXWKYxir1wyQU3J7tvjH7J8wFjQeEONrYTIQsFgpzoeSbpyWvmSrha2N6CB1jZsbWZo1Nct9Es%20JjnTlsrV0mgworuG0nI71CtQOblw7amWq1Qsz2VaXIXHjo1BTISlkhgNJsow24yA4lIKRm+rJzEg%20/G4A41JhczYr2ZQ2VNuelHGE9NcZag2EKc6qVoCCvMkWu7gkgqv8UpxuoVTm29qDQn5xbkLdamu9%20VMcNhtDZKlKJSMyhmUpXey2Th8UYk2LWZlNhCuGU4i9vIBjh71WR5UpKVobUQlbt+mg4FVhc5QcT%20lHG1J3qwHEF1TIUkut5S43mBUnN8W44i9sKdiILQCPXHU/8AbjHHh026439rx2f/AEz7I+T6JWH0%20ygUCgUCgUCgUCgUFd29+tG6fymL/AEJqgsVAoFAoFAoFAoFAoFAoFAoFAoKXqP63R8P+XlW7OLNd%20LMfB8zR/nv8Ac65Lbjsd5lt0suONrQh8YqQpQsFgXGKSb27a6y9j5tpmxt2tOSWgtiPG6jLTiFSZ%20KkKba8K8t5klKirrLacCkqtYniazSjUy6G/ZrqyAl0zUeMQ2lIc68gJ6iFMBBCb2A6TbqBh91zpl%20Kun1H1vwrzLnhZZW8h19S5cxvxiEJWltp7LfpBgqRkCAc2UXtSiVSWsbQn6jH0ONImB9nT0NN6qp%20S3m/EpSthbmKCCc4aVe/bx40mCJQSPZvr/UWZL0eWi0Jdn3nlFTsMtZSlWXMgJCFWBKsbWy3NKLV%20tT7O9bbTGgsymhpgEVyUfESA6txthtmQkcbpcUhTmYrub8OdShVzP+zDcFmG4mqFmK2tDqo6ZDyb%20vDOkP53EPqzNoyBKQBw4girlmCsPTvsz1pKkvsSWHJIQ8St16Qfn30vodeQbLyqLbraLWthzAtSm%20MY94sOxNrajt+PKanPofLuVLORanFIbbcdUltSlIR8VDoT3QB5AKtsJMurQLjeWpnh88CeWPTRzu%20Pt1yueKz/wCmfZHyfQ6w+mUCgUCgUCgUCgUCgru3v1o3T+Uxf6E1QWKgUFdn6trcxbidESw3HaWW%201S5JVZxSCQvppSCbJIIzG1yMMMaxdfEJVH5faAB+OwL2t8V62HHlU5hUtv8A5TYHkwd/aqcwqW3/%20AMpsDkBg7+1xNOaVLb/xtO0/hhg7w+CnMxjHEqW3/j9dgdgwd5ceXGnMKlt/8psDkBg7+1xNOaVL%20b+sSJ0C3AGzv7VXmFWiZrm8dFCZmoCNLgBSUvqjlV2wogAqC03Cb4ZgTbmLcLbfUqukSS3KjNyG/%20iOpChfjjW1baBQKBQU/XYeota43OjMJkBDbzam1LKL9TIQQQlfyOyulr5N106WrdMxMxPBp8Zr3P%20TG7X5SFc7/6qtRe16638bjxmvG39mN2/KVc/9zxpmxjHuPXW/jd8PqeM14ix0xvh/OFWxw/A0z4x%20j5Hrrfxux72PG68Rf0W3jy8Sry9rXlpnoeut/G5pnazqsCG9NlachuNFQp15YfWqyUDMo2DNzgKZ%20ljrYn/8AN2Pe3eL13EDTEYHD6wR9pn4bUzJPXW/jcz4zXePotv8AOFfQ+QUzk9db+N3w+p4vXQf+%202N+fxB83Do0zRjGPanrrfxu+H1Y8Zr9hbTGwbW/GTy/3PbSL19db+Nx4zXeA0tvkPxg4A3/1NIuP%20X2/jdj3vW3NHnempOoSGksqkOFxTaVFYSMqUi6sqL3yE8K53bTppm/Wm+ImLaLrWX1CgUEXq+5NL%200uzbyy7KX96hsjO8vzIH26sRIrcvX93yVZ4yYsJs3sy6VrcAA+6KElN+dgTXeOnuSrQdU31j9Zhi%2097XS8Mce1NPTXFQ6pvrH6zDH+i/5f3PutT09xUOqb6N/rMPn9y8bcf3NPTXFQ6pvrH6zDF72ul4Y%2049qaemuKh1TfWP1mGL3t3XvL+591qenuKt+j6/uUa/Eg6i6w61KStY6AXgEFIxzj91yrnfpzbvKp%20bb360bp/KYv9CarmqxUCgrWjAnRIAIxMZpRFjfvN4nDtv+1XmneyiN17umaDqGmRWtEk6p6VfEWM%209HditpTIyuO9NYeW2q3TaWrNa3v0iBph+0/ZcyPCkRZy1s6moNQHjHfQ265eyUpccbSnvqBShRPe%20INuBplKOXSva/sfUNv8AptMxxhhplp2Wwth9brKX21OgqSlBzIytqu6m6MD3quWSjrd9p2zYy1ib%20qCY6RKcitqst1JDSWip1Sm0qyN/PtjqLwF+ONMslEhqW8ttaXrMTRNQ1BDGqTAksRyFEWUopQFLA%20KEFxSSEZyMxBCalNlewo87X3ntrdLLzuhTfGNxun1j03WyEvJzoVldShRStOIVa2BxNLomN+MYoT%20CazE2sceIPHib/ax/bqSI/cdjtzVgRcGE/hxB+aJHE2NW2NpG9K7Yv6BhXN/mk/ar0tJSgUCgUAg%20HiL+egxkR8kfBQMqewfBVqGRPYPgqBkT2D4KCt72nQF7Y3FCbebVNY059x2MFJ6qUKaVlUU8cp7a%20JKyZEfJHwUUyJ7B8FAyJ7B8FAyp7B8FWoZEfJHwVBkADgLUCgUEZuWVIjaO87Gc6TxWy2l0WJSHX%20kNqIuCLgKNq1bFZiBSZsnR9v6fJ1KWvox2yky5awtxxZWoITnIzOKKlLAt28q90WxZDCt6p7W9rQ%20HXmgsvuhplyOyT0nX3Hpi4amUtrCVJcZW2SsKHmqTqUKJ/cOvOaVIhQokBep6rqK3UQ4SHEMAhhv%20qPOLdWcqEpRbzkgVbrqFETC374rd/qyrTfCy20sqkCRKYDzanWPEFKI6MxcyfFUUqtz4Uz7R3bj3%20FqWkzdJixdIOoI1SQmE28mS0xkecC1gFLgUrLkbKsw8nOl90wID/AO1smnrmyNvyW23o8iVpQada%20dMluNITFfKgjvM5FLStWZJ7l+y1Z5i0WzbutM67osbVWWw0iUlRDaXEPAFK8pAcbJSoXxBGPaBwr%20pbNYR0x/1w0o/wCqfJ/4jZ+DGvN1PYtqe29+tG6fymL/AEJqvM0sVAoK1oiT6F08Af8ALM8B+4ve%202H7FeaZ2suXVImh6jq2lsSZGXUNKcOrQ4rbiUrKUocjdRaT8Zuz2Xz2xpArbfsx2RJlabDamSXX9%20qNxIqI6X0LLfQX4mOXkqQSlSwu6inLnT8a9hVm6RpV7ENoOaYNPkTNUkIS03FbdfkpcWiKyy7Hbj%20JBRkKECU4U3SVBWINwKTdI0R/ZNoKi7F1vUVeO1GRMDbMJ7o+I09wMByE6FZ1upyxW1OqTYgk2IB%20tSvBVi17Y+2ZuvsbqmqcZkw2EodKS30XGWC4411ErQv72VqUOmpJ7b4VInsR07W2jo23mlL0xbzi%20XokGNmeWF3ZgNFtg4JFiUE5jbjUmROWsbHh5TbC9jYYfY5mgj9xi+3NXvfvQZFzcg/ejfh+3Vjf7%20xp25s/RnNEiLLk8KUgE21CckfAHrCvS1MJL1L0b8LqH95T+f+/oUPUzRvwuof3lP+noUPUvRvwuo%20f3lP5f7+hQ9S9G/C6h/eU/n/AL+hQ9TNG/C6h/eU/wCnoUPUzRvwuof3lP8Ap6FD1M0f8NqH95T/%20AKehQ9TNH/Dah/eU/wCnoUPUzRvwuof3lP8Ap6FFO9oHs006Rp07Vn5cro6VDfegNJlS1Ol3pKzd%20Z1x1wqaP4JICT91eg+nUCgUCgUCgUCgr+6dRguQJEFuQ2qaw7DcdjJUC6lK5LeVRRe9jyNas80e1%20JUH2ivaQ5oCtI1B6Q2dUWEx24TDkqQsRnUyHFNtNXXZKUYquLXvxwr33zFGYQbEz2WvPL01lMh9j%20Vkw23ptpSo7qpLyp0RL0u9kuvPOKV37KUTlPKsRl2Qq1ztr6XPgMRdQckSFQ3XH483ruMyULcKyo%20oeZUlaRlXkte2XCuk27EUuJqfs3daf1GDL1fT33Y0ZLbQVqDTklDrfg4j0eMonxKjbKlQB72Jxrl%209u9UzO3rsdcfTZMl2S+5pzqpobRHkrkRFwwWHnprKE5mgjqKC+phc3rczbI06jtr2b6Fp7c2c48i%20FqLrUSHMVLkuhlcx8SGzGdzKMdK3srhWgjgL4VJttobU3tODojEVcnRXH/ALU6yph1biwZDMh3xD%20yuqVKU648VJWs/GsONatiOwSkYW3fpIGNmX7WIt8dF68/U9hCf29+tG6fymL/Qmq8zSxUCgrWiAe%20hNO7PDM8sMUJN+Fq8072VT31sXWde1dOoQJERDCoLUGRHlpUrOlMxElWOR1IOROCilWPLmLE7Cqp%20af7D91NPx1u6vFjvtxY0detRzIM9sxtNcglDZVlBacW4HDdQIyjjhl1nV36P7GdTjvw35T2nNoiG%20W9H01kPuQ2JLkJmKw82hzKVHqsqfcvbvHA3Gak31Ko5v2GbkUwnqT4DUwKndKQ31SYwnQY8ZS42V%20DISrrR1EpSE3Ss45uMzpV3s+xfUFoeVIdgNlULVmtO09gvqi6fJ1BDCGFRswzZG+ktajZJClnKBS%20b1ql9p+zXWdG3gNakz2XWUpfu82XTKkCQ0y23HkZu50YvRV0rY48E97Mm7YlX0HhwGUkWHK2It8F%207c6wI7cdht3VbWH1KTYn5PTPLDh56tu/wIS22AfQMK/4JP2q9LSUoFAoFAoFAoFAoILfgB2TrwPA%206fJB4jAtKviKDz6j6D8uf2f9z1HkLfzigeo+g/Ln/wB56j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB5%206j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB56j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB56j/WKCr7o9nO%20npmxtbVJkZNLfjK0+OZMl1Wdx5CHOq5IddughWDYATgCb4W1Z5oRz7g287qUmFOh6i/pWp6f1kxp%20rKG3TkkJCXm1NPZkqv00EE4pUB5q991tWaq/D9lUGE821H1WSNISqE49phbaPWf003ZcckWDneds%20taUgAnyVnl7VqsL8iXpsFmbreqMtwokRSNWfWgNoXIXkQl4G3zYvmGXnfyVr3op+j7C0V3RI2ps7%20oenJ0uO0zoettIYQmEzBWpw2QgZXSFZg51OIwwrFtkTG9e00rYenvCa1A3dJkalLYUNdnNJYdelQ%20tQs4hLoUFIbWpI+acQAcp+KeNSLIntKrNL2hGnaVF0ue4F6dp81qRDZSkAeFjpLbMVwn43dzAr48%2063krsxjHejVtjaWo7ciQdJh6op/RoalZ0yW0Kfc6i5DjuZ3DG7zePGyD2mrbbTtE7Hud4aTe+LL2%20PlzN+7/JavP1PZjGO1qE9t79aN0/lMX+hNV5lWKgUFYaKtLaEGW06ER+5GkNsqdaW0CcmLaV5VJT%20YKCrYjDCuN2nNdiUe/SsLC/WFuyPIwHCw+buewY86zklD0tCuDd0n8nkYi+Y2HT7acuSjHpaDhcu%204XBHQkY3wP3F8acueC0ZGrwb3zOk8SfDyBc2t8jyfBTJPAox6VgWtd0gdseRjj/s+z4acu7glD0t%20CItd3HH7w+ce23TpkngtGfS0IH+VHMDoSBytb73wq8uSjRODuqwntO09t0mWgsuyXGltNNNLslZJ%20WlGZWT4qU3x7BVtsmu0WaLGbjRm47Qs20kJSPIK7K20CgUCgUCgUCgUFD9sGp6kvZOraXtuU2dyy%20WCiHByddbyVYONhA+KVtkhKjgDQYgb13HpWnQhueAouBhvxuoNhHTLxAzqIbUtLQKjgCeHOrMSzF%200St2ma7pepthcR9K7i+W4zWw5e/Uad9AoFAoFAoIrdDL72jOIYaU84HY6+mgXUUofQtVhzslJNat%203wUVs+JuT6PmHydBXHHy+WvZz7eLFA+KsQYEzHD8XV5RfA1OfaURO7NCna/oUnSkR5sVUhbKvEBh%20V0Bp9t85SLEK7ndPI4+SpdrWzFK/MhoibemQYeoaRA0+YiBMZfc8bIQ49JXOlqc6zrylH5z4yVXO%20PHlWY1bYiiuPYuy9R2nGe09tEyVpzzTC8rjDq3kzEMpZfX1FklTboQlSUq+JiBhwWaltvaUWr60T%20cwJgN/wCvtg+Xt5Vvn2pRj61YfUJoNvwCibWHutV59pSWzS9LmSdxRJpjvMMw2XAtT7ZRdS1oICc%203HgT+zXn1r4u3NQk9vfrRun8pi/0JquKrFQKBQKBQKBQKBQKBQKBQKBQKBQKASALnACghtS3XpkN%204xWs06dyhxh1HONu9bBAvzUQKUSZoinTuLVPx2R6MinHwsUhTxHHvPkWT5kD/SreTi5XavB0QdOg%20QEFERhLWc3cX8Zaz2rWq61Y/KNbcrrpl0X4jtFvODxq4xjtRBzto6c66ZGnqOmS7lQXHFmio/KZw%20T76bGsTa6W6kw8tbj3ToQy6tF8dCQDebHusAJ+Un46ffFvLWZtl1tviVn0fc+jas2lcSQklQuEEi%20+HZY41ltK0CgUCgUCgUCgUCgUCgUFd29+tG6fymL/QmqCxUCgUCgUCgUCgUCgUCgUCgUCgEgC5Nh%202mggp27oLby4untr1Oaj47MexDZOA6rhshHD7o0iKpMxCOej63qWOqS/Dx73ECEopuPkuv2StXHH%20IE+eukWuN2rwdUSHDhM9CGwiO18lAAue1R4qPlVWoc5mZRepR9fkakEsIQITK47zSlOZEqLTmZxC%20soWvM4nD4uUAcycEdxDVpul7oZ1Jp6ZqKXogU51mQeIUDlUE5E2N7WF7DHiTQ2I57be/XHW1HXG+%20m2pK1JSFIv01WAsEqtmQO8e0k2OFJXNDY5oO9FoSW9dAuFh0JNrKAygJVkV2WJte/e4k02lYWiKJ%20CIzIkKSqQlCQ8pFwkrt3im+Nr1cYx7mUXqW1NLmOqkM5oE44mTGsnMcT84g9xePaL+UVnLEt26kw%200Napu/QcJDQ1aAm/zzAUVpSBfvN95Y/0c1Yyy623xKxaLvDQ9WQnw76UuHDpqIBv2cay6JsEEXGI%20NAoFAoAoKXuH2ktaFq0uDKgqU2wW/DvIWCX7sqfeQlJAAcbSkHKTik3+5NBNaBrc6dIlwtQjsx5s%20RLLqvCvGQypuQFFuyyho5hkNxl7DwNBNE2t5aBQKBQV3b360bp/KYv8AQmqCxUCgUCgUCgUCgUCg%20UCgUCgUA3thxoKTNEqbJKdxPOwm1KUlrTkKLcZSTZIBkoPzpVf4uZH72tREOd90x2JViPHjMpYjs%20oYZR8VtCQlI5mwFq6TucN+MY972aqRjGPYCpjGPYK1ru19NdkSdUl6i5DbXkLqgUpQnKnIlV1cF8%20knlfDHilqrnlx9teghorGsRmmQ8Hwpa0Odxp1LjiQkEA8OH2xQ273A3oOzlO5mtcu40pTK0uLQvq%20OB5RPUQqwcupWU4d6wPKlIKy7jsvR1ag42nVHRKz51xwtHUzXLgXY3UFJSvuKA7oxtQmZWxvq9NP%20VIU6AM5QMqSrnZNyQPfq4xiGXr9ugXtj7uNQxjHghtd0XQJBEmZ9Ulq7rctg5H1EfcgAHqnD4pSq%20pdEN23T2M6A1vqEVJQw3N0/+QMx0xHlXA7xaS3Iy++oH9yK5vRCb8fvH9Dw/z9f9VqKeP3j+h4f5%20+v8AqtA8fvH9Dw/z9f8AVaDsQ/rZQnPDYCj8YCQogHz9EUGh2G+84HXtJhuOBaXgtbmZXUSkthdy%20zfMEEpv2G1B503T16UwqPpukQobCllam47nTSVniohLIuTQb35OvpbJZgR3HOSFSVJB/0uiq3wUR%20y+P3j+h4f5+v+q0U8fvH9Dw/z9f9VoHj94/oeH+fr/qtBjbunaoxP1fUNRaaYd1J5pxDDLpeCUtM%20IaxWpDWJKL2tQTlAoFAoFAoFAoFAoFAoFAoFAoPLjbbram3EhbaxZaFAEEHiCDQRD23ej3tLf8N2%20RXAXI/bZKbhTf+iqw+Sa1FzF2nEuF2W5EOXUmDEx+/3zxz2HrAAJ/wB4E1uJiXK7TmHTjx7cR5u2%20tb3OiG3NK0ARfA6yguRnUKfUnKVABhSSFmxvgspAtzNSVt7lWef9nnXS43pzynUPlLywXG+ipIKn%20HL5+LfDu8+HbU2LSWJOueztZfddjPrYW6kOvLU5lU64SFqAzk5srVyq2KbWPKkzC0lMx9w6HI1Ua%20nAYdlTHkx4K7gNlLLqypBQhXeXdVyogWsk4i2NmWZiVqPPh79Wg0yZkeMpKXVHO597aSCtxfLutp%20BWr3vfqVilSImXtiDrMyxKRpsc815XZBGHBHeab98q/eisze6xpcUpA0bT4Ki402VyVAJXKdJceU%20PKtVzbyCw8lYq6xFHbUUoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoBAUCCLg4EHgRQ%20RD23GUHPprpgruSWkjPHUScbs3FvOgpNWLphi6yJRktJYKFaxBQA0T05oSH2E5hlUcxGdq4NlZgE%20/ujW4uq5Xac+5sYh6b0WywwwWCAWlNoQUWsACmwt8Wwwrbm8o0rSmzduDHQQCkFLSBhfNbBPbjUg%20rVrWrSYbwaaYR4tQSURo7YW8oJSUoOVIuAE3AUqyR2ilaNREy7WdL1eXjIWNOYP8m2UuSCMfjLIU%20235khX74VibuDrbpcUpA0rT4AUYrIQtduo8bqcXbhncVdSvfNZmaukQ66ilAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoK7uSBC03StQ1mIFxnojDslaGMoQ6W05yFtqBbJVltms%20FeWrEzDN1sS2o0LUXzlmy0tsDDpxElClgcy4sqUgHsRiPlVqb5ZjTolYWnQoLRbiMpaSo5lkfGUr%205S1HvKV5Sb1h0iHRQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCnaDv13%20UtaXpj0VppRkKaZLbpcPSSl8hzME9NdzH+5VhexAy4hY9dAOh6iDiDGeuP8Admg7qBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKDw9IYZSVOuJbSMSVECgg3997UZdLatRaKk/G%20IUkgW9+g8f8A2DtH9It/COPZQaGN4bCYccdYkRmnHl9V5xCUpUtwgjOogC6rE4nGghvaB7WtqaNs%203VdRQ6qcW2VI6EfKpfzvzYUQpSe6CoZjQS2me0/aU/TYs/xJiiW028I8jIh5AcAIS4lKlAKFxcXo%20On/7C2j+kGseHeTjb3/LQZ/+wdpXsNQav++T2XHPy0xjHsGB7Q9okX9INWwxzJ5+/QP/ALC2l+kG%20uBI7yeXv0EppOu6XqyXFQHg8luwUpOIx8tB30CgUCgwpSUJ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height="333" width="319" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 3.&nbsp; </span><span class="textfig">Stages developed to carry out biophysicochemical analysis of influents and effluents from biodigesters.</span></div>
        <div id="f7" class="fig">
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7V6D4LXw7bQtcrqjCGJf3kZjKk/j3rzqa6heUvJM2M%20fJmTOfbFUby+vY2X7M0ePumMOMZ711xr80rpFW6nvWlePvDsGoLb2KOkUhOZ3bgD1xWzF4+0ySRx%20tmPzbUCRFt49cgcfSvnRdTjsgkkdq0kinLKW3Jn2FdfZ/EDWLOwxBBaRDOQyw/dNbe3tuPmPoG3n%20NxbiURsm7orcGs/Vddh0eRDegrC5xvHOPc15HYfFzUrNnkvpFuImGFIjOQfXFT6/8QpLzR/LuYI2%208zgnbyRW0akZQ5/+HHzLoeja34ysNIsfPeZGLf6oqwYSD8OleV6v8Qp766NzZ3cka78rESeB6Zrz%20m71VvtIWBpBEjHYkx3IB6YqE6rbyxurJtfdwAOBXPUnKS00FfQ9Tu/itrssZt4liJk4DBM4re0G7%20eNYdR8S+I0hbbujsgcBR7814a+pzeZ/ouYdrbXY84PrUkuqm5kXz4mu3J2iQDNSq0uupHOfTNv4+%200J7UXD3myHoGdCNx9RWZefFXRkuBFp7G6IOGwMY968RtL2+161SHUbcW9pD8iuDt2/hW/pN/plk3%202TTbJZbtV2meYbkIrT203oaKV0eh6t4/ujp41DRYJAgGJBIpIVvSuD17xrr+pXiXSRz2Ri6CNiol%20+oq1e+IILLSEs3uWnRm3v5R2oG9PQ1zn9oJchZLi9dnz8iB+MU3WXcfK31KGq6hKbh01uEieQZZW%20+8R659aijgl1FNli0jKD8sZbkV1kkaw/6ZqlhHqCynYZhIJWh98DmszxBYReHJ4LvStQiuI7lNyL%20CuCvsaV4lezsZcukanY6YLmBWRm/1zl8EewrN/sx5JkjimUSNzIz8bPbmlvNR1O9VhNPId3zbFbv%20VK1e7ubrbMjO8n8bHg/Wm5R6GfK0Mecws8T3Dsq8P/t1r6f42uLGztrYIwFu+U8t9o+v1qNrSOTZ%20Fcw4J4Z0GOK1T4asILSJJIJLgs33o1INZ88dk7fgDg7XNhPizrl20Ud48MkOQm0LznPU+tfQlg7S%20WELtjLLk4GK+dYdCW3vI0hso2MqBFkIACnOea+idOR49OhSU5dVwTjFPD1YTk4qV7edylBxV2WaK%20KK7RhRRRQAUUUUAc38RFDfDjXgRkGyk4/CvjmTTIjjKOnfPSvtDxi8ieC9WeGFZ3W1crGy7g3HQj%20vXy1N4hRNWuY/EOlhbO5Xy1aFMfZ29f/AK1c9WTUkjGc3F2OJk0mReYWVyPUYNQmK8t2ViZFx2zk%20V2eNBuQRaTTyEPjzAhChfU+tW28Nw3TbNNvTIMgjepw30rGVZRdpfkNVEzj7XxBcRfLMgK9M9Dit%20WDxJasyiRmSQngEZGK2tS8GalphhF7pKP54+VkI5/wAKw73wnOtyVltJrYjkhgSB71Xuy1NLJmlF%20qEMwzFhh061ZErcZGAec1y8nh+7tgzwXAOzoFbGagF5q1pzIHaPPRjnNLlT2DlaOx3EnGQc9xxUc%20jnadiCRgM5IrBg8SQoNt1GUYdO/6VoQaxa3SnyZFHH8XGBS5WhaljfdcfciXvggfhTdxYYmueen1%20qldTWp/1tzjA5A9aotrOn2/C5kx3NNIDa/cjoxf3HFPEkYGFiJPUEnNc2/imFPlhgPBx0zmoz4gv%20p2It4CM9tlVysdjqC7s33VXj0xTS+3BknVQT13VzRTXbvIwQvclv0py6DfSY8+4ULjkdadkFjckv%20rKP5pLgMc9AKpyeItOiPyo0nphsZqvF4YgAAnuGYA5JBxmr0GiabFjMIcL0zySaV0h6FCTxS/W3t%20Vwx443YqA6xrlySI0ZOONvFdFFa26nENsihvRasqspH7uJPbIo5n0FdHINZaxdsDNLKV9CSfwpw8%20O3TksxOT1zXWtFcFOZFjAHaqs1svPm3cuMZOCaOYLnPDw55SgT3USjr8zA4qNrHSYcifUDIR2SM/%20zrVmgsUb/UNLxncwrOuHiRP9QiA98dK0UguRGTSUx5NtNIcckvgGi0vFF0xESLx8pfnFZ9xfJghV%203EnChfWqkszPnjHQZz09fyquS47nRSatebvmkSIDp5a0JdTSAebcyNzjBbOc1ziTzBCN/uFPcCpV%20uJFPB7jj0quWwnqdXbXCxnKDOODWtBcSNGNoC+gJrhob6WPJR+p71o22uSIB5y7/AGzTcbk2Z2Sy%20Hq7rxjBAzirUMkYGZJCQT0UYzXN2uu2sgww8sn/PWtmzZLlTJA5YDqQOF+tYTgCeprK8bMAsTMeg%203vxTnkKE/LEnTjbnOKrxxx7fml3eoxUyRRZHlozDpzXMyxDOz5PnHPfAxj2prK0pAO9jjjJzVhIX%202YWMDnq3NTLBJu4kWPseKm4iktu2DhVHPUjpUoiJ6uAw6ANirItV/iZiR1w3Bpxt4QdrgDIyOMk1%20NwKxijzksxwMliM/hWdqksdvatswWYE4BxW0WC5UIc4+72xXF+Jrx7q5jsbePEjMFCqvP1rSneUr%20BFalDQdMl1jV5JsZ8o5BbpXf2lpdeWBJKnLfwrjHpUXh/Rm0uwjjOAxyXGOST710VhbfaLuGEqSG%20bGFGSB3qpz55WQN6lOTRb290u5FnC0vlLvkOcAD61Q0iEJc2meW3L17c17fqdja6J4AuVsk2Boss%20zD5mz614zpbodUs8cDzE6n3rrhHksjWFkj6Msf8AkHwf9c17Y7VPUcGPs8eP7oqStTMK8X/aFAZf%20DwkSQx5uMtG2Nv8AqsV7RXjnx7m8qfw2FJLs1wApHy4/dZJ+lZVtYMifwnisemXlwWmsdq25GwC4%20XJY96fLoLsQ07pbMqHG1OpAq3capZyTvbvqG0RkHcqnGe/FT2+p2V6zRrdb5FXJkfjIH1/lXnObX%20vMz0exzUtqEVTkTj+IheVP8ASq09vcnbJBaS4GS4IyCO1de0mkwsriVUyhMgH8XHBIqVfEVvHHC8%20TJKMf6oLjPoTR7Wbfuq5UaiS2OIis8wsi28rOw3CNkOAT6elI1vFbqPtUeDgBlB5Fd3HrriM7rRB%20ltxcR5K//WrNhutG1Ga5ijgWJnyWaYfxd8ematVajdnHT1G5t9Tk0t7dpD95I8n5sZzTjEkSkwuH%20PdhwcfStuaxktLZ2aaLyx9xQmaqw2kLQtPJJHGUXnCdc9sVrzxe5PMYG6WMCRJGYZPUHH40q3e6c%20SxKY5VHVTjpWoLV5P3cTLInOFBwSazdWtJ4Nj/ZvICjkBg2fyrZNXsUmmX28WakIAiyIzNwwcZ4H%20Sn2niOYn/S1VgT823jNcyDHcyLuZlI544q1CkZlwxLJnnbSdKna1h8qOxg8TQtIYYrdiuOGZ+BUw%20ufthEUvmQeX8yOj5XJ9h/KsO2GkRzxiHzt7YDIcsOa1v7PTT5t0byG3c9Oetc0qUOl0Z6LYuRWc9%20wxjuJhGGHEwbiT047Vh30Wq6TesL20T5+FKj73oa3BKI3SS3t2ljXgqx4HvW5p2v2l6wiv4ElA+Q%20FhyuPeuGdapRldK8TWKUtDkbHUrvc6xabGSFwwTAOe5qeExX0RgntmQ5+VH6EiuuOl6ILh5baV4J%20JDkbW6k/0p66bZrHKl1fRzShgMhCpXntWLx8G/haH7KSWhyFxpWm+W0siwq8g27FwGB78elZTaBA%20xIhnjUn7oZc1ua/4aMWoCeyniKA5Mrygtjt71mqGgnA2iaF+C6jOG9q9CjU54c0JXM2mmZ0umR2U%20qxXG2SQsflA28VaWyMMasLc7MncFbBx25q9LDp8l0sOoySMwXCuMgqfTNUlsbi1wJb2SSM/cGCQV%20/pWkajasxMbHOrllRpEjK4AkUt+tUbe88uZlnjfaRjp1rWAY7Zo3MygBQnTA9ag1C3nDBrWMsWPA%20PUe1WpK9mCK1qm+RZIrrLt/AR0Hoa04I7S6mLtIFGcEngGqNpo15f3DPDblGX75U8flW7Z+Erh4/%20OEsTbjta3YYYe/NZ1Jw6sdu4wGOD92VR8H5X2dPxrOuBb20jTSXCvuORsPIroLjQZoLMW4udkLnn%20cNxFZMvgeBNx+1NhhlBtJ3Cop1IJ3lIbcFuwtvEdhDGIdrA9SxPANQz+MPLZ4o1zGD29ail8Hxo6%20RvfDcy5AxVm2+HM91CZI7tVT3X9a2lVw0PelLQqPLfRXM+TxXOX3fKMDoBxUg8T3k+n3UjsrKmNm%20/nnPatmH4c6cjv8AbNVZ415ISNlI9q1IvB/hyz08q7zXMczYUbtpz+NYyzDDLSN38n+tjdJnFW/i%20+6hUrJDb3CtyQ6Cl/wCEhtZyzXOnsHboYG2gfhXax+H/AA2sZZbbGOiuQT+NZN1pdtBaE6bAk0pb%20AQLz+fpV08dTqOyiyHdGGLmwuJFWG6nt1Ycs4LZqygurV86VqMc/oNm3P50+DQ5JC32sLC6tt2KQ%20MGnx2ccUjNHCzsOA4GQPetpVHskZSny7jnk8SZMkihgwyyhxjP0p2n+K9d0SRwljby7l2N5ihhj2%20rQmnuZI3jED4b5dyqc/hVaz0K5VmjujI0YbLdQ2Pr/SlRVSrvH8DmniqdJc02ipdeKr77P8AZrrT%20vKgDbwqr3qne65HcRon2Z7UIOqLjNdW+g28pxJJdFV+8GkzVyLRrRYtskXmA9A/OK9BYB7/5nm1M%20+w0Vs2cr4e8SQaLG13PdXS+YdoCsQr+1belalaeJdWlMYW3Tb/q0+8B7Vp3nh+C6ggtFtIfLRM42%20gEHPUCsS5tdK0m/b+yw0FxEMGQfeJrkxNNUoOVz0MPmEK0lBRZrDRrSK6luI7maFSflDktn/AAq6%2019o9jh44gQVwRI4H5A9K56O9eTd+/d2dcHKkjOaq6hpwu9xuP3jAZPHavBlCVWVqk2elzQS0Ok/4%20TjSrex8x4LeUg4UbBnPpj0pIviVmOJIbQQnbgzY4/AdjXJQaLY7V+0xyGUnhkBq7HZKkKiGBj/Dt%20l5BHr9aylgsO94ti55PUfc+NNRub0eRbzSQ8D5JMZ5619a6UzPpNszkljGCc18lRRyloxHbeW24Y%20IPGM9vSvrXS1K6VbhuoQZr2MBCEHJRjYjct0UUV6gBRRRQAUUUUAYnjK4+yeCtXuNzJ5dq7blOCO%20PWvmWH4haPHbXsl1on2vzhsRXlUqG9elfT3ixLaTwhqiXyl7c2riRR1IxXzHc+HdF1GKSeysPLQH%20y9kcgUKf7xrmruKacjnq/EQzeMNNvLVLC10+CGOSM48uPa270zTrG5uLj7Pp9lJCkVscySNhWHfj%20PWs+98KX8LQRWwjlBOfMRNpQ9gf8aE8Pa5HJHOLJZZ5fljUMOvvXLH2EW+V6maitzsp/El2kVxZ3%20cgaRCCm5txC4657V1Gk6vZX9haiG8t9Q1B+Ft7hMcejOeK4GW01Fr+2i8VacNPDx4kliX7656nH8%20q6XQPCfhvbPM/iKEOrApCBg+1bufKnJPTz/zLV73NHWItOk1KDT9X8LJBKG5+xMpyPUFRTrL4M22%20r2st1BdT2YZsRx3Kl8D36U69vf7N1gX1jdi53KEUqhUKfYfh1rvdF8bQyaYsuoS7SgwwZeX/ABqY%201qV7NlwnZ2bPF/EXwK1u38yS2gjvkAyHhcIfyrzDVPCmoadcPFNbSRPGwBBNfZd5r8lqyy2enGe1%20KbzOrAY/CvOPFfiH4e6xfSW2u/arO4I/ePGCu09iRitZafAzV1EfMcmnXMTgyF2A6DOfzqAw7Dlw%20S45weK9nXSfhtcW8kNnr1wk4Yspk3NxXE6vpG7SY74eXLGLjykkQY3jJ5x26VWqVxxlGWxi6cbJY%200WcLHJ2YjNbsQXyg8UsbADopwSKyLXRor37R5lytuIV3ZYZyO/41ND4eX5ZINTUKfuuFNS0t7jaN%20mPzHUMW4z024xUqIGOSe/I9qyyY7Eg3uozMOnyRNzUi69o/3WuXBBAIMZqGn0JsagESjuTg0/eAR%20sjHTPTp+NVba/wBKlyUuWJY4Paryvp/GGkfHTDcUgGCQtkKu3IzxxzS+Y7nGeMfTP40/fZZBCTMB%20zw3SpFW3PJt5duchTJ1oEVyDg5OCO5bOfaoWiZsYOQRkYrSU2g/5dDnPdxxTb26hsbCW78lSYx8o%20qrXHY5HWNVt7FTGJDJMT93d0+tctcXrzuCZC2WyoHb2rcm8QwyStKdDtiz53Mygmmr4idSWj0awQ%20YwN0IOR61tBWQzAGdwOGXk4KqTz/AJ/OnxwO33YZmIzgCInr1re/4Si+TmLTtPT/ALYD8Kcni/Vo%202ygtUZhkbYvumtbvsBhPE8JUTQSxbjhDLGV3e2TTgu05Ax2we/8A+qu603xlb6ratpnjO2hntDgp%20PHH+8jPqD2rm9Xi0aDUpV0KWa4s8fIZs7ge/WmnfcDN2kehHQY7Z6mnAe/A7Vc03TbnU7lYbaMkt%203A4FaWoeHJNK+a5cc9QOoq7dSbmVDHuYIOpr0bwvZ6nBp5RI4Y4JwFZnXJJ7c1595ixNmMEDt6it%20WDxJqKRrD5zMij5VU4qo22YmewR+ELhtOMttABLCu503A+YPY1jr5rlsJ5ZBwVPGCKn8D+LALNG1%20G9uImhO5CqNIPoQO1WfHbzW3iKOfS7Q3VvewrKHDBFDYyflPua4sTRS96JcSkytn94wGcZwKcIo2%20bnfJgdAcYPpWUi+Ibg5VbeBW/vgNinjRNRmb9/rCpxyIkKn864Wl1Y7GuEhQlZXCZHJ3AY9veopL%203TYcs91CuPlJDjIxWW3hyy3AXd5dzg9/NPNH9k6NAuVs0ZhkbpU3UrR7k3G3nibSIYXdbiQsueQh%20x7D8a5jRdVV9ae/mtnmuZMrBFjoPWrl6q6rqVvptrBHCm/MmwY4Fa1vYpFr/AJkahViAUY4raPKl%20YtG7pKaxqF9FAbRYPNPJeQHFe2eFfCdpotuLiQi4ujz5pX7vsPSsHwL4VtrqMapf5kcH5IyMKPf3%20r0MgKuMbV7Yroo00ldrUhanMfEafyfA9446HaMj3NeGeH8SeILBZDkGZf4c9xxXs3xYlMfgaZFxl%20nXt71494QT/isdNVmypkBxW/2kar4T6VQAKMADjHAp1J34paZmFeLftB3UFtN4bN3uEbfauV9f3X%20avaa8K/aTeJX8MiXri7I/Dyc1FSzi7iep5fu8P3MLYMasR8y7dpHvmsl/wCztNYNbA3LMeQzg4Hq%20KzZ0tfsZlUZmZhgOc5BpkNz9jkBa0jkDDGQuAK5YwiZcsV3JLmGG/nZo5TB/EHJz+FWrad7faz+X%20LtBCkJjNSRpZ3UZjlsXgmbBVU4z71qDTmmsmgiiU+UoII4bPcE1ompaWKjysjstWlilVt2+QgfIe%20BipTDpl8Z0ldUmdtzqGGRn0NVobJIbcy3UbFWG13J+4T04qM6RYrGsqybm7vWbUVqQ+UuNp9xFNG%20sNxHPDGuMEcgdualjtnDsHtFMZHzSEg5NLp0l1bW7SXVrFdQj7jRsF+lWEkkmtpFIFuZM5QsMDPt%20WTeuhJhC0hjmaaJXgPmBVUjOTnk/SludyXrbkY8fKrjO7PvWmkcyoYXmjZ1A+dhnjtVK/wBTv7Yb%20biKGQciOQLkAf0pxbb11Gc5q1hLHKZzbhEx0TovpVGBlhkPmdxkhDjrXUQatBNGEuQidQ8brkP6Y%20qtcwaf8AKtvEglPUY3Dn/CtlNrRovm0M22voQ+QTFjjco5zVk6nes29rlpYUIwBwxqBtCnZWMcil%20FY/P93OKhtXKq+8BihOABVe6wstzdlvw0ataXL/vD80RydtXDP5EK+fGCHOVkQf+y9aydNWIsk8j%20LGzHt61py6hYJqESXTtC4+bzBypFc03G1rXCzubcEYlSOaFt2xAclsbfQ4q0LSa9ti8y4PUSq3O7%20/Cs/Nvcq4VGFu4DLJGcE56E1ftrFreBJZJ5RKvBwcqE7HHrXj1eVO8Waxv1K914dkurbeJYILhsq%20WaLIY+gHauYuNE8Q6Mu25TyE3fKUbIP5V2F1LJHAZ4bnzOc7ZAQCPXnoazL7xet1Ytb3UYY/dXY3%203ff61vh62IvZWa6+Q5Ri1c5v7ZdvP5VyyFyTjI5+tXbQzwr5Em6WPGceYBk/Wsf7Ikt2WM0qSPks%20xOcVYtrEGQLLcS7FHyjdnmvWko2MuRvY0jIQUXyGQ9C4kHIrasoY7jh7lYNwxuPJArDisfLCb7jb%20ngqQSKnTS0Mo8ud95AADHpXLUipq1ylB31R0sENjo8LzPqm+Jj8vlnBz9Kns7zR76489blxcE9SD%20zWGdAt3n/wBI3qG4KoevvWrBpljAqpHE6HO3JcZyPeojQhy3lJtm/wBWTdwu9egS5FvPAzQhsswb%20nP8AhRN4j08YS0VndRgktwtSG009mdZomY46q/IH1ptxpWhSxKI4niBPOx+o9/WmqdG1pDdGCVmc%209c+TNMtwJ/k4ZgDg/St2DxHAQcuFCr8qg4IFWbfwxotw3CzqCcjJ4PtVtvAmmcbIZZO3BrdU6U1Z%20pszlQv8ADKxhnWdOuWklu9ReJ2/2Sc0mq6rYJZ2eGd3x5ikNjiumT4eW0pz9lwF6bmGD+Fa0/wAP%20YZfJuJNNQRogQDcDmuhYanaypox+r6+9Vk/u/wAjy6HU5r26eOGNcN8x5p0OsTNIFRDEucfIuCvv%20mvUV8E20bDbYxR4HVVGc0w+GreIN/o8foMpQsO4/CrF/V6LVm3+J5k91MSwZA/OCxXkmpo76WPdH%20GwRcfMqpgEV6ENIs2Yg26emCOBTbTQLa9mkaW+sYIYM+Yvk5P4kGsp07/Hf7y44ehHY4GXUbhVVI%2053jMf3ArYwagh1zUYof9YZQfmbe2WzWZr+tqvia7WwiR7ZGKpvGcD1zUml6wwhCtZRlwMGRlyTXX%20SoKHvQdjKdKi/dlG6N+x1C+mtby6nYLDbjOB1/8Ar1Hp+pahc3wC/NCTuJx0X/8AXWa11M8uF+SL%20bkopwGH0rBm1PUfMf7E00Snj92cZrSUaj3kyFh8Mvhpr7kd4+pXoMcpLNMRlXX+EVnlfMmaZ498j%20tuLEZyawPD9vrOs3RjS7khgQ5dy2PwFdeum3Il2+YY4Y+jbs5FedVjaS11NeWW6IV3GZkY+SkQw4%20jXBc+xq2XjRWEcDKv8JdwTn3qSW2ht5ULzEeY2VyetRzzOWZmihdM+oG73rCUHJ2uauDbIjqnkbj%20LGsYbnpVC71Iy6nHul2xZyqAdaZdX4u0eNodz45GP5H0rNW4dyEZON+Q3XbxWkKUYlxpRS0Ngaun%207oxbgWcYJXPGa+stJO7SbY5zlBzXxwbpyiwIu0bxjHHGetfYuj4/sa12nI8sc11YeEY3sRKCilYu%200UUV1GYUUUUAFFFFAGX4l2f8IvqPmqzJ9nfcFGSeO1fOOr6nbW3+mPol1ZRucmBIztJHG44FfSWv%20XDWvh++nQgNHAxBIzjj0rizfazcxRNLZ2F3Ay52vGB+hNceIqQg0pMmVNS1ZwnhK9bV7db6WKGx0%206Ndsl1drt4+hxuP0ratfEnhl53fw5JHdzrw88q7VjHqqHkn6VqX7yaxbR6Xqnhi2ltlPEaOgRD64%20rO1LwXpUs0Bh0KWzkUjDwSgD8gK5L0W703Z9+oKnZaMwdY1831/cBriMmQbVNwmQf8Kz9O8PWk9w%20Hk0lJb6VSxkhcLGoHfFbn/CO6Z9pCX5mdCfmV7dnAHp0qG802W3fboF95DAbdroVVV9QDWUqfNHl%20t/X6mTpzWtiARHTiYpZo5YF5XKfNn61XfUnju/ImUOoGQN4wtVdQ0zX3uCnlK8Mg2+YXAwO/41Yt%20tKgs4Sus2kg2kFHWQOz+5I/lR7NRi2Tyu1mjtvD/AIiZbRYFvfNjJx5LKUwO/J61LcadpF5cT3F7%20pcFzcSrtaV0B3fX1rlbvX4oEhddM82FiNq+QQy49TWU/jlpb6GBpjaqpOVP3sZrjiq797mZXPZGP%204l8BapqdzcyaZpNrby7s/wCjBYlI7Cq0vha90D4UvBqcXl3QulcEuHB69xXdN4n+xAzXki4cg+X1%20IH/16r6xfprHw9mlnjWKJJwAcZU5zjj1r0MPVrN8s7NWKho9zxG4hR2RJZPLjk4dsfd96vWmiW82%20qCy/tXyrPjypChAJx3/Gm3iBLYyoo+Q5AcZB96r2uvN5CwTwQSJvDldnJx2rq95q6LqrUSfUJNOl%20nt2uFmjjb5Sy53Y/pUYubO+iBkgCM/AwPmNRXEtnLHIdhDlvlQ84HepNKntF1KP7dCxjPBweV96d%202o3S2M1JpDm0A7d0G+3HYTNhiaSNNQsmEiMsqKcYDDn8Kv6/d2eo6XHKb9zfxP8AJC2c7Af730xW%20TDaSlVmhlPJyR0yaqDco3kaRlzRuzRg8Szw5W8t2HPBAxWra6xZ3Ix55DfXFYkU81vGW1CL7QhPQ%20jcT7Cm+QtwpmOmTKueCnBX8KTUQ0Z1QmjOQhDHHBJzmoL7MunzWz/LuXgHmsJ9OubXa9vcvgjuCc%20VA9zqe4+fICF6Ec00uzGl2Mq6tPszBJGw392kjmCjaQGx684rStYl1Jpmuj+9RSIzjPNZd1p01nN%20tIZl+80inOfauiMugzVh1O0MflXVpGwbA3KuCtVHgsXZjGxQZ+UHmsoOeUVvXO7qCelKJWHQ8YOe%20PTvWl2BeREibKtnacgGkyXcuAACaqGU8f7pPTrSiYjjqMDIHandgb9jr0+mx4tgqnsQMVSvdVur+%20QvcytJnnms7zePm5PYU5X3NtGT6rRdsViXzGJ6k/U9qdE7Kyuh5U5APekitpJGUbW74rZ0zQZ7nA%20fbGzdM+lS5Rjqweh1Hhi8NzfW0UXnwXTFcCF/wB2QeuQK9S8dQGKex+zgeWsKrzwN2OcVyfhjTLT%20Q4k+zENOR8zHkqTXfa3ZyeKfB0JtWVb6zcA8Z3An/wCtWUqsatN2CO5w8cLtnLHOOR64qRY4VUM0%20qg/7TYx7Vdj8FajIymWadieAEfbWhD8NZJZSt8Wjxg/PIGrzL83wlHMyXFlFKxMw4+6QeM+mKyNV%201S2jtWYTMGAJ+6cZr1ZfhjpdvCJrm+tFVxtA8vn8PetS1+E/h+/gRrhnliB+6o25x65rSFOTZPU8%20C8NrKztJHC0lxKd28jAAru/BVguo+JbaK5jUgyEsjfMOPWuy8IeGtGPjXVbNIzJa2pCxox4B5yMd%206raRDBbfFR4bSMJEJGAVeAK6FC0uZmiWrPXIoUghEcSKijgKgwBTv4eTmmCWPfjeM5PGacGRFJZl%207nOa7CDgvjA+PB684zKvOcdxXlHgKUSfEPT0K5UlsjGe3au9+OeqwL4ds7eKQO8sp+UH6V5d4MN6%20vjSwGmzKt0oZl3dDgcis5Plldlq3KfU0txDCf3jqpPbvUgIZQynIIyCO9eV6j40tLq4+z6wWt7pA%20V3RPivSNFdJNA094m3o1rGVY9xtGDWFHEe1qShbYz5ruxdr5+/alSMr4XeVioT7Xjb1P+pr6Brwb%209ppVP/CMF03qv2s/+ia6Ju0Qex4bYvpklkhu/MMuTjDdPSrNncKqyxt5M0a5K5GCKyEgSSYsimJu%20oB6VLDZB3yMrKpO4D3rnkvMXs2zdnnedYZrKdVnjA+Un73oKk03UrxL9o9QRgZshvL7Zrn02i4Ze%20UA4Yg9/XFTrqMkEwxNIwTjdn9Kj3oslU2mTM2pprEsNxcb4FJxGx6p2/SnJci3jKQ3CiNmOAykkD%200p+pf6Q0N9HEx3rh/U4qhHE0rg+U5H8LBTVVLpu2xTp6iPqd3FclIZsRDoijCc98VbluFu1jkmlk%20aZRhgjYyB0po0qWd8xo6jocD71Kuj3VvIzJDIRgBcepqVNDVO60L8MkbQN9mLNOoBJk4yPTJrP8A%207RngmkEflsHOGt35T2pY9A1i4fY5dI+cZPWp4PDF2svlvFncuQfT3oXKne4KkRySG6RY7m1iQc4K%20DkGs+WylEjLl4QMcpwT9K6S38PMih5JZOCFKnPPvWnD4YEKyGe5L/wBzd/Dms3VS2KjTZ59Ol0UO%202Sby1PCs/b6U2J5zI0cI2kgZavRZdE05VJuGMjYC7s8nFOitdEt02/Z0I3HcQuTR7ePVDtBbs84j%20trsvzktuJO0YzVyHR73UtvlJJKp4KtwBXo6PpkUIMVtHt6htnT2xTDrVmjH7LGYdo+7jgn1pPE9k%20PmpLqcFHpviC2kkW0jnMcfy4L4UfhWzZad4y+zbluY0DnkOeCPpmuoTU3u4tkcEshwCoA3ZPrV9W%20EUu2+2wqEBbcckZ74rGVWMt4/gClBvqc++jaq9kLfUbqKbzBkKgx+frS2fgSJk3tIm3qRnGT9K3h%20BpjsJba4ludpI6Ebj7Z6VPZaLe6lujs1VWUZ3SHHH41MajirQVjTTsZaeFrK1bdIVmMijCjjFTt4%20esI5E2Kqv2OeK24vD905HmGNSVH3mBz/AIVZl0zTrK3WUzieUHaYjzt/GneUjW8bbGFHoNsVlEiC%20Rd+w9lznqBXVR+B9KihgaG8hAkXbI8i7irD0rDumhaVSkhVccZNVBehDgzuxB6HnFdMKE5bkSlFP%20Q259N0myuBCdTimckgEW7YH1rOa0syWSVSSjbSR0ceo9Kref5shUPkqfnBHJq9Z2ElyPm3Fc4GBj%20FbRwit7xMqt9kRxWUJAWKBNuTkEZP4mtCy8PwAhnhXGPugdK2tO8NuoXcmF7YPOa6O10tYVDkDOc%20D3+tdkKUI7IxfmY1hoaMq7gEUngFeta8OnRRD5MBiMYxxmrrHDbUAzjn6VHlsEbD14Gf61qA37PG%20F5Vcse/akf5lAI+TOAAcYHr7GmPNGDtZMYP3scD3qhc3PDPnryVFK+oD5rtdwC7kPWsq6vAVxI2T%20nIPrUV1euMhjjjjjg1j313hXaNlc9D7Ug9CWdWvUO1vLJHUdDXFxujf2tFvZWeUjEZwT05rp7a9E%20i7UHGCcVyGkl7htVvAoZRdsuc89BXJX1iaxMRPDE4lJaNZGx90d6tw6TqcPSwDA9xjArprOWSJhu%20VSW746VsJdBdoYgE9FzxWTrVVsx+zicK2mXps5d9sFuGHyjpgfWs6LQtRXapAj3HkqwyK9SjEU+5%20SACBwJOc1HJYQR72jjTBGSCvU1Ht63VoPZo5awiWOAwRWwjWI4YkjOfX3q7JMVXYNoJPBxnmrcti%20whKRjbuOc55Ptmslm2EqyFQr4Yk42ewrld29S0kJdCCePdcsDtO5ADgioZHs/LEwCNHtxyucU97K%20xur53ud6ll2qQ2ePWrjeEhtBtJGeLqRu4YU1p1HZGJcSQMozJ5ILbsLyMY6HFYqOsUsskTMwK4C9%20NtdBc+E7oNw4SL7pAUk/nTYvDawWLm8nzvO1XHGBTU+5nzStscr58txMhZto81cZHvX2voo26LaD%20GP3Yr5ctfCliXUecyoWGWc8jntX1RpyLHp0CIcqqAA124eSlexFS7LNFFFdRmFFFFABRRRQBleJ0%20kk8K6kkKM7tbOFVDgk47V4Osnia1vJfME7oqZVSCeK968Ro8vhrUEjmaBmt3AlU4Kcda8cjsdRSO%20dBrN7IyLujlaQ4J9Md68rHSgppPsTLYqaZ4j1eO1m+26bc7wMqdpyPeuih+I9rbIi3UNwjBc8xNl%20j+Vc1Jqd1aQp5+t3b3PdFDYX3NUJtduIJmF/qCDHQvCzZ9q8+KpvVX+SF7SHex6fD4rsZlRhd/Kx%20BVSpXP1zS3LWl0HMX2SYAYO8gtj615wJ9UugUi+wzkDLfuc4H0zSve63Y2rTLptlLvGVVEAyBxzz%20Wjpq1rlrVXudnPq9rb2nm3dpbiNj8wkwMAcdDTmvfDMsYm3YbIZVjH3j6V5neeK7nXDHa6joTOFb%20D44KfQ1Y/tJbSdITpckLxjdHtkHy/j61CouO8t/6+ZPv391pnoY8OW91cLJZ6vdNEzBmikYsF9qh%20u/AMBne4txYtMehuINxI+tcjoviNdHmmlWO/KTA+ZDLcBhn1Arp4PF8N5GrPZ3C8YTMwya0tO/xG%20iUuol34e1CRFiudKsJl6/aYYwpyOgpNV0G3tvBtxp7Msc0jiZ1IyqAD/AOvWr/wltsLEpFBKGxjK%20tkj34rm/FR1mZhMkRe22/MyN9/3I9qiVSrSXubm0aUftHkF5ahlnijbeuSOuM+9Ztv4KvmRLi3uY%20pQ+doPBHtk1PqcV1aa/cRTxMYpuVYccd67Lwz4VfXvDtrdQaxDaPBIVa2kQnAz616PtJRgmuplNX%202Rw3/CJa19oXzYLcx8nCToCf1qOTSrlRzaNG0ZwWzkt+Peu7174bvHdST6fqCBEwfv53nHJA+tX7%20DwkU8J/8fEsupRSBiGnHzj2o9tF6ohU3JOSWx5sFsyG8+A/aGIVBtwFpzALNEiDliFyPWt3Umt7n%20TZVaynt7mKT/AJaSAgn1rnbl9lusy7wynJ/2vpW9PUcI2Qy71qTTb8pEF8yEcGQZXJ7gVXPiXVT5%20jJMGeQfeU8D8K3XunvIYHm0izmjUf67ywGB9zWdDc6HeXQhbRLiKUtgmGdVH8qaUHrbUhxT3ILO7%20a6Uxz6jIr4yygHax9K6iOa005YpoII7+QgAp5eVY+mP61Baaf4cn3Y+0WsgIADnd/IVt2+g2aAi1%201qOC5bDbipAXHQ4rGpJN2Rk076Gd4O0sXHjJYGiji+1kqYXHCsx4FeoX/wAFp5A0y+VbsAcgEFT+%20FefadA0HjTTppZ45ZI7hN0qfKH5619DxXYWRvO+ePg9ex9K1jyP4jodNyd0eDeIvg1e6WIZZYEuo%20Zzw9vhCp9D9a5DUPh/b2UgEuoNZsD0c7+fTIr6Y1i8ll8N6uA6rtTfATGTwAeteBaxcO+mym68ue%20WfqFjP7vHcelRUqTp1EovRkNtSSZyF14JvbUAidJVPO4e9RL4VuduSyn6cGuiiv7LTbZbbU5J2RE%203cP3PIFaNjDp9xYvcJPIpKllWTJx6CiVepFXYnJJtHKw+GkVsTyF1I5wOQa1V0y0gtlWK3WXy+7D%20nmtybTGh062vVcuk5IXAyAR2NVZbYDe6soCgFucYp/WJPS5fNYxmOHyY1Qjpx0qRL/ypBJGcyDrn%20+layaBc6i6Jb7ZC2Apzxz0q5L8NNQtY1mvrmGBWyABzgj8an21NuzepDkhNN1MXHML7Jcciu/wBM%201u50/R1ZdsMmQSx6fU+tcAjaV4etnaIrPe4+aRhkLj0FZ0Hii4fSZ0uroZEhkWN0JJBOetYThzJq%20FyGz0X/hPdQtr5bdp4JopWy0oToew9q6TT7/AFO4YG8liigkDBCw53dvzr56GpSTXUlzFKsa8HyQ%20M7vX6V2Gg+I73UNsrtIUt+AJT0HbH0rGWDS1igjds9aultXkR7y5CSQkBsyDAP0966G01C/tow7z%20losZVVbPHrXiAgbX/EUly00yQqFDHfuEjeuB6VtC41LTb9bOS/nIAyJlf5efugr1/wAKFU9ltv2e%20n4jWnQ6zw2zP4m1S8jYoGfJbOD1PSs7Q73Pj57mR/lErjeBk4pvhm8gV7q3vZsOSWaTaTn1qv4ZE%20f/CUM9o25d8hUnjINbfWYq93qtWdN020ekXF2X8x4MIXzhhxmqpuJpQqyytuC8ANjJrEOn6gLuaS%204udsEhBGGyQPT2q3cwiS1jKOoQZBcuNxxWkMRza81zK55x8Wmk+06csxw4ZjgDjHFcrpF+2na9bX%20UJ+aNX+ZfccV0PxWkUX+mhXZiEPybvb19K5Dw/BcXGqNDBNDCzAgtIu5R7CtpyTi3J6Gn2DpYdX0%202OSW9uGF5ezMTIZfmEQHYV9JeF50uvCGj3EaqqS2MDqqjAAMakAV8oTeHLyzvp30yEX0KoxncMOD%20j0r6m8Dkn4e+HSRgnS7bIxjH7pajCxV24u6MIbm7Xiv7Q+k3mqHw59iClYzciTJwRnysY/I17VXk%20Hx31afTZPDyW1skzTG45Zc7ceV/jXXU+B2No2vqeDzeFLpZSZw+1cAYGce9SDSra3kGWuAw6kIw/%20pXVaZ4yv1uDC2kLLIMgnhcfTNaUepeI9UvFhsvD6nzCArOo2r759a4pNpWZ0WitjgpLHT7eQGa3n%20SR+TuBXd6HkUYsgAI7UM+eSRnPvXtX/CKCdY73xnNaF4FKrFGAG+nXmsi8fTHAtLLRbe1gJOZWjB%20dvxFZe2Tdldi9nJ6nl4M4DFF8oDsRkY9aswtcvHlPk3dDjg16GtjZTQvFJZxIhAUsV5wKcLS1iso%201hht5SHAVSnA564qpS5krk+xfc88El+koUoy7c9Birtr/aUn3A3qd/avQrVmSRv7StrNVVvlPl5q%20dbvTnaQPaRrg/eC5z/8AWqLISo+ZxNjHeTsRPHkDJypwAPWtS1lFvgHYxYfdaMnHvW1dXTwMWgtr%20URjGAI+tPTULtj5qWVk+R/DHgj0qbLobKLRivc4YGWz3MhyoCcfjUs0kV3blTp5J+8Nq4x+NbMuq%20ukYFxBGuAA2wYwapnWmLGBbWV1AJXYOPriiyQ7PqY66BHcLvCyBWGWwp+WnQ+HrC3bfFFKw7hoyc%201fg1XUUXItpyrZEYDYJxV1b7UmiRpVe2jx826UcH0xRFX2TM9N7GaNMsTIjG0l3YzgIcL+lXDp2n%20QJHGukm5ZjvdtmBj0ps2v29kxMupTMxGDEueMen1qivji6lDLZWtyoB+9LINv5VtGjKXQLrsbn2e%20do/PtdOXTYBwpjXDH2JqMy6XHC0l/p0NxNu+aR8E1yeo+LdTuBm71KRUHAjjyMCsZ9aJU+UjyBjy%20ZTuOa3WFTJ50lZo9EXU9GwWRLa3UDIXyuR9DWZNrtnGWEBaQE7gWOeK41jcTSIpdFyvAJpsMoX5M%20EupwccDNaxw1Nbq5LqPodHP4gll4jTZVcXkkjMCuxMZb1qrDazSbN5Gc5AXqa27bS2bAl+YY+Zz6%201vGCWyIbbMhIpboIvzM2T1NXrLSnLggMVzypPUdq34NLRRwAN3Vga07e0jiUFUGQMZFak2Kmk+G4%20d4ldGZnOWJNdVZ20Nvx5Q4GScdaox3O0bPLwE6knNTx3nzANuBAwAO1AzVSQBtiABsZJ7D2pzzHd%20uVM8cgHg+wrNW4jaNN3pgDH606O7IYqhXKjgY4//AF0rgW2uEDlW+Rg3HHemPOUUkYO3v7/SomuQ%20VXHPHOeoPrUEsir1w692A5NAAZmK8k9cnJ4NZd7MAT8v3ePc1JdSKVb59rKcbfWudv8AUPLJ3SZc%208gGlsF0T3czNE2zqF4BOaxYZEniliQr5i+3JqObUCX820kV2HDIxwSfxpmlzCO+knnh8sOMHIztP%20tWbkWkI119js57pRuMKneO+MVj/DhRqOh3txJgs1yzgeoxTvFJksrW4uoHzHKpBFVfhWznw7KRlV%2034Y+lY1PhHHc6Sa1MNz+4PmJt3EHsakhFs+Tc5jc8DA4qW/uDb3EflxqoJxuBwT9ar3IcqWCkHPP%20OBXHzM1TLIjhI3CUtjkHvUbpKetwxXH3c9KjSGRUDEg57AU5REpxMsnoeeppS1C3cgdnKqqTbz1w%20abJp41GFftDDC8Db94+9SFoftGIkwFPBc8VH5RcM8chRl6urY/KsnfoTZ9DOuNLaxjeQEtGDt2Bs%20kUtvq81vIIxIfKZeh7e9WIlaMHLbhnjPNQ6nZRyoZYSS23O3p+HvUNy3uYy54+9FlxtddsLHIG7M%20Khmmjuyv2kqFI64yBWCgaE7dg3DoPT8aj+0Y+QSNgDnB6VEpOWjM3Wk9zpUvLONVMsizsxHyMuQo%20z196+ltMYNpkDKu0FBgDtXyAjt5iGIkEOMfTPavr3SeNJtv+uYruwd7u4KTb1LlFFFeiUFFFFABR%20RRQBm+I3WPwzqLOpZRbuSoOM8V4ZHdTToCLllA6Kjf6s17N47kaHwDrUiHDLZyEH8K+Y7W+uoGDu%20rRvIuCVbK4968nHQk5ppmc7to6K9t9QSYi0d5GY480yDms+DSdU+2TSaleQvtT5RsJ5qK21d44VV%20Gwp6hu5960V1bJYSqqeaRt7kew9K41Uqw0I965b0P7To6E+Vm4Z9pI6nPNbomhcE8heqru6NWCuq%20OFKTxGTPCyIdpH41CdWSMjMaiNGwZEGMGpc5NXL53E6EyWcMbgCR5XcKAG+YZHU1HOtpIVxgRZA3%20Ou4471gr4hj3loYVLBsNKONwqT+2leciNw6p0KDDEdxVKT7FKobrSWkA/dxQSSRqSWMJ4/xqussv%20nsTFCrOPk2x4AXvj0NVjqnlRwMjJKrck9Mc9KY955cjEs8qlfMXa+OB1/wD1VEpLpEftFskW1V4n%20zHI8KhD91sYNbHhi5M2qR2v2kzW9xG0TLIckkmuMGoi7kE3zMzcFC2FH1Bq7oWtWdnrumyFCki3K%20q6buevr6VdGUozUrdRKozL8cQRLqMMSqvmQMyt8vAGf51W8I6iunW16DAkzrICsLrk4x1zXQfE1I%20oPEE8AVY5GKyqo43AjP9a4/TL2LT7qSScYjkXbI2Pu+9dlXSMl2Zrze45djo7jxmIiCPDGSwIULg%20n8xVafxtarKnm6FNBJjDD+o44pkGr28eNtyqEjC7O6nqfrRfP9shdldmZlyST1A71zKd3rH8WZe1%20bWpjeKtSsdXtY/7Ns54XB3OZJAVx34rl5XnbTfK4OG49fwroH0zBANwzPnBDHjmorrT0t1MUBEkW%20QS7LyPUCuunWUVyoXtXsdTZ28U+kRo1raKnlAEHG5zj+dZcPgK2cmfyZoWZW+aOUDae3FZEe9ABG%202FXruPNX49QuPlBuLjAH8L1l7SUb8r3FzS7mTceHhpxDyXd6m1iAWRnP6CrMGlafqMLSLqzeZ03y%20QP8AN7Vux69NHMhuJpncEBQz5BFaaatZucNbQptYHG3OM96r63pqvwBVI9Uc7b2NpFfW9vDdfaky%20MSAFdrfjXs+kanaSzLb/ANoW5uo413JJKFxgdsmvKtUFr/bEL28CLCBudY/l3e9c0uo6XJqkk97Z%20PIJ5NsZTh1A4610UsQuVpLRmzlH3Zn0ZcwTLY6nK+oQy20lpIFjDhvmxxgZr59k1TUpYJ4tRtYbf%20DFF2R4Zx2NaGn6W108kmn65dW6g7lVpc4HpinanpmozTwQ3MyT+VE8zSqpBfHIFZ+0pydrk88W9C%20hFoumxLFeaq5nlUbzE3IKjt+VdVazaE2lzeUEihCZYumduRwBXJTaddNpVvqB3zpubCL2welTraX%20mpW0gs1JdtpeAKQvHaomlJe89DKcW5O502h3Lah5+nW7QLp0yYiyRlZB0OO/NR/2PZb4LeeNhe27%20kyZ/1cgB6EehrmrLWbXS544pdMZJgSCAMFGHfNdPrV0upR2urWV+sETp5dxb99w4BP1pOi3Gy0sJ%20JuPoVby8v7ZpZre2tYFhBKxREA/hz27Vzuo6xeXNirvfuTNIreRI/wAyEHufeute20/zIpLiS3Bj%20QMBsyWyO/rVDUvDWmahdxB1ixMC3mxkLs+oqFKlD4g5XY5K6tRK0lwl9CZGX51Ucj1qgbMS2yKsz%20vLnO9j8uB2Iraf4ewHUjDa3jowOVHmjDfj/SoLrwpqmlO8hYyLEdzHdgAfjXX7SNlZit2OcNxNa3%20AgXyoyDl28sjAqyNfL3IhinkWzcgTHOCcenpS3mn3i2p1K5jZjI+EQtuyueTUL6V++UxRsQQp+ZT%20znt+Fbabmjjy6s7DTPGUGhyL/Z0e6Ag8yDJ/E+tdFZeOtCuJ1uNRSSCTqjDkSN/tetclp0NrFcLY%20skdxCyhgNv8AF/ED9K0b7Q7rznksbG3ezVVJdgGMZ9q4JRpu8WiFLodno97CLma7eeOKObc2wxkl%20lPYelQ2qpNdSG1eSBPmZGEgUqPrXP3NylrpscbsyiRNryKOR9PrWnHsTToSQJEVVIDjO9feolBWk%20/Kx1aXkvI6jS9Vw6bPOumYYHUD6knrWzN/Z9pse/3BmVn8sNnBI9q4aPxZb2hhiaGZYslUEb8Jnj%20GPSro8UWCk/u3lu0woLKWU+1eS6dWDvC6X9fI5VZbHJ/ETVYdT12FraJVSKIKMfT0rA0q8t7SSd7%20qN5GZMQrFxhvetDxjdRXuvtJDarbnYodQu35u9UNMMcYuHeN3lRR5aoMk+te3S0oJP8AHc3f8PUt%20w6/JbNHJpDG2uX4mR2wHx1z7Gvq/wnO914L0SeVI43l0+B2SMYVSY1JA9q+O77QruRzfx2Ny0Eih%20i0oJOTX194HUr8PfDqkbSNLthjGMfulrsoOD0iZRN2uD+JXhy78QXGk/ZNqLAJt8rf8ALPdsx/I1%203lebfGDVtU0620uHSmdRcmUSlGwcDZgfqavEJuk7G8PiOeTQfC3hlRNrd+bueI7v7yk/QVXvfHGq%20XFnJD4bsYrOIk7HcDp6j0rjt13HvkjsXl/vGVwTmrNobg2b/AGpTGzHKqG9PWvJVJ/a1Om+ossd6%20WRtQuHuJR824vnk9celXLZTNbrI1wQEY4DHPP0qHEUKqXJJYfMp5x7io7W2iS4aVWbaRwAMZNa7a%20JBd30LbXtsodZbnz3PRV7U6O9s1KxvMqS4OzYOn1plr4eEl0ZUgKs4JBzjr2Fa1poEFm3nTxwo/T%20LYbb+FaKnJhdorwQLJGytJkj5j5nQj1FX4NLmnhSS28jymztIlUfXvUsMWiTDy5zcTsh+ZegP5jp%20SXFnZWbJBZ6eFWYkpvIYL649KtUZBzofHoTyssktzHGn3Wxziln0vStPlJlvnU4HCHGcVLDaNKoj%20Vgi4/gG3ke9U7+fRI7eRb6dTJGflYndlh7VXsu4uZi/a9JmIjtVeWWQ8CUZ59c1ZkhntIzLja6A8%20qwXHtXNX/i6zlsxHZ2flSjpN7+3pWDd+JL242tLMz7Rj5m6/hW8aXkRKT7nQ3msSsm2GZkYHJI42%20k+hrEu9SXzA91cPMejhzuHtWFPf3dw2zLAM3ToGqP7NMsrbxggcjOa6FCxk5GlJqMYfHlhSPuk8n%208KguLi6njAIYYPGWzUUUEXlCSRz83yg55BFOMDMigZO48f41VhakKxSMpzGX2/7QxUbJIHGXUbeP%20lHSrZtpLeM/N5jE4IHGKhCiNiGhYDOCeuaBE1lCE3SSxiU4wjMOM1dS3e5lVlRS2BuCDHNJa27lN%20gb5UIIU1t2ziIlhGqHoq44b3ppAS2OnGBvMkwuRgj0rSim+blQD/AHT2FZzXZIUDp3B9aRrrK7A2%20RnIYcc+pqrMRtxsjHjIZVwMHGTUygsq/vSOMn1rn1ndm25Yn7zHPJNSxXTqF3E7fc8k0WHqb8ZlA%20GH3A8GpRPcKvLbj3rIiunLOC+TnIweoqRLtsK+4kHuaV0BsfbnBIKhuOQOKVLtBIcA4x6/rWd9r+%20TBAzmpEniVOPl9hSuPU1ftcYDYJ64A/vUNcqoZd4yDxxxWYJdwzjPGarzXRjVs9P4SKLi16j76YD%20IJB4ySe1chq6ytGZny0PVXU9DWtqOoxhH5Un+IEZrjrrU2CsgdlTPKAcU/MAN3b3LiGQZnY8OOPx%20rasprqytFlugtxavxu6lD71y7xtJEZPJyucggc1dhv5JYGMLeUyfK6EZVx9Kykikyv4xkkgt7pUc%20fZLjgDP+rb/Ctj4NwRHwtfpIfNHmdAOnSuM1+883TJYZshx93J7eldT8GLgwafeRRP8AMeQo/irG%20p8I1rI7C/sFncN5YkZOiGq1wrTQOsifOvQZq7q+oXMUnnwWDg7cYA6msa81RwqPHAUkc8qR1+npX%20K4mugz7fdNIUWAx7Ry2elJJc3r4b7KzAjGAw5rSsZ7G6gP2k7JScZHQ1aS0VJwwuV2DsTz9aXKwO%20fl+0mTa9o4HUkfyqpJMRlJreeFwf7p/nXXiaJI2SGdpmzg84wKb9pmMeJzvAGAGOf0qOVMTTfU48%203sQ/c/Mo9h0qBriSVxsPmRKcKZD0H0rr57OFoWkS3jH91wOlZE1nEspJtYznknb96j2XYlxkZd1C%20biNltzH5mM5yMCs+awvIVLtCoU8ZU5zWw1nZjetvCyBj82OMe9RwtFZqsReQw9t/JBqfZtbkOmm9%20TAgufKmjdYzhJANzDpz6V9haa27TLdhzlBXy1NZW7xqyTx/eGN3Vue5r6k0oEaTbA9dgrqwySbsR%20a3Qt0UUV2gFFFFABRRRQBheNtn/CDax5i7k+yPkZ68V8vR7Wl2R58vd0Pavp7x4jSeANbVCAxs5M%20E/SvmG3SSGMecBKFGGC8c1wYrdEy0LclvB5ZG0sezDvUEYikOHn8tjz06Gkk1CONgpR0z0weaDd2%200kjGWELjksep/GuNLuCs9xTcXUcogmkwM9W6H3qMSSieRFmHA3Fd2QanlmgeF28tpQ3ZudtVDDYF%20h5e6MFeSvUGnZb2DlXYmy4GLgRxoTyRyT74qOSSSEPNbkoFH3kU/MPSpbu0tPkNrIXJGPM7j8KFn%20RMokjsAu0H0PrSsiWl0M63uJ/PzOGjjblAxzzVkSSGMie+8hc8lQTx7YpDcBpjAMSBVJLYxiqctq%20n2Z5EnYTBvlYngD6VqlrroVG6JN0fmlVvZJIyRgtkFjVpLmJZo7pMuYWBAJzyKkt/Bvii9W3mt9M%20ScMQFG9V69+TV9PA3iK0Rlv7aGzjkOHl3B9g7nAPWtHSvqkNRuzqfirbLcX+kar5W7zrUfPnkHA6%20VwSQfaGChC2/gR9Sa9Q8a6fajwN4euZtT+W0bYJnRsyDPTHUfjXm1ncm11uGe1J+WXcjdMHPWqqp%20qZtCOjRlmGC2vmEUbQ4OAp/iP0q0mqrCpMnmH+8SpworbvLmyubW9mW3ja+BzI7uCF/3R1ya5a41%20DUdoMBSSLadyzDII+lYqEZ25jmdtjT/tO3uGG1Rubq24ZxSHWYUfyZl3ZH0BFZVsllqtykY26beY%20+X/nnIfTA6fjWdeRT290bW9jZXTIU54P0qnhutyeU6kNaSBHeD5euSRx9ajuJ1iIaFV8pjjGK52F%20b68YrFn7uPvY3D0rSW0vDCAyOmxTj5h19KylCMX7zJbS3HTTLxHEPMlc5xnn8PSka88o7GSRWQjc%20e7Z9KjjtpZtQUJ+7bbzleT681dnlBmWG1/ezrxvIyRWipK13sLlJ7Lz9Qu4okXLFgFB46/WtS88J%206ppFl9t1GwVbQsQlzG6tsJPfHSsy3sNRttuUmkdjncFPJ/pXonw9ttUtmuLHXo/O0a/UrLFK4Pln%20+8PzpKnGaUY3LaU4qJwlrPDbyAxwK2770mPm/A1pR6sHhYOrncCu4HGBXT3Xwx0y31BvJ1x5oNxM%20SKCNoPY/SpT8OtJgTIvrmQEZIL9fasZZfUlqSqM1szl9KuhpVsLWMLJljIqS/MBznH41p22vwW23%20ZHDHIGJk8tOuT/MdjWxF4O0xUUqZSR/ebIx6YrUt/D1jGC8MEG4DHzJT/s+tLeRap1OrOXmawvVJ%20vbNHDH/WBMuwPqfX3qD+wdPs5JY7aF5re4XDh0OUyOoPtXoMOhskbPDaxFduQFxWxYaJJcAfNGvy%205KuvP0rengK1Pap+BcYuPU8Lk8JSW7hYrqR92QuVPA7Umn+Hb4XDiSWMTIRkSDO8V9HQ+G7UAG6h%20R2AxwOBmo5/BuiNIJXtQpx95MDFavD1krXT/AAE4tqx4WdInezkgh0+EzRZbchChj2Iz6VieJ4dS%20i0Fzrd3GkaqNkcRyXPvjrXs2u/DWC73PYXsuzO7yY32lvbPvXK/8ITFqM3kXfhm+2QtgEXaDcazj%20QlG3OhRpNs8js9QtxpMEcshLHqndR7elbX/CSaZbWkaxoryRj5Sybjz6+tdnc/C2S41YBPDU1tas%20QvmNdxnHvXSaZ8FfDELMTdytMBhstwvtW8oJ7GkoS3PJbPVtMmlM99pTh4yXUWvyZ9yO4rQtfFNh%20qqyQ6bG9r5rYkw2F46fL1r1Gb4H2BVjpmrzRSMpG5m3YBrgZfhMi3l0dO16C4ubLPmrDGyN+Z69K%20zdC/xIzUZMjs723t99tdi2YzAqpljyceo9KjujBFp+2eUrCuPmQ4J9Kw76O1F5DNqBlHlEpleshH%208vxrU1K5S30MS+VbnlSi3Kb1Hpx61lGlGMr9zpafvXAaWl9aJd6M0ss653wuhUexyeDVix8PvZah%20ENc1JrKV1EqxxPlfUE4rG03xRrH2t/tV0HhZMJHbnbGv4VlT6k95qavfzOIYyQWVTn/6+KmpSq3a%20ht30OVwtqkWPFDsdcmV7gXPQiUDG4e9avgG+06xnvH1N1Rgo8oEffPpntXM3vkm5JtZZJoiOHkBy%20fzq/4cudOiuni1Szmu1mwoWNgFH1pzi5UOVs2a/d2PQfEGsm/sj9kuhBH5YJjSQYUjnFe3+D5Wm8%20DaFLJ959Nt2bnuYlr5e1TwVps00q2usSWMWA6wuC5XPUZHavqDwZBHa+A9Aghk82OLTbdEk/vgRK%20Afxp5fRhSvyu5nFJG1Xm/wAWkmkl0ZYELHE5OB0/1dekV598VNdOiJpjrsDSedhmGcY2f416FX4G%20bQ+I85/sbWLhQEiYqRneePzpLjRp7GEG+lSN2HVeSR36Vnal4/uBAWN4XbHEafzrmZfHhmDKqO8g%20HKluprkUE9lc2b7no2j2Wk3qOHvFDovAkGSB9ahilR72W2soQ6oMLKwwD9K8qbWb9Gjk80QCRtxT%20rgehrp9P8Zfu44WXcjfx7sYrXlcSeY7jZcFFikutgQ/dUc/gakQ28bMXTzHxjc3Nc/P4l0zTLQS3%20V2ryMpIRTkn24rlr/wAYalqny6VD9lix95+Sa0V2iObU9CudbtrCMtctGiYOeRn8qwLzx9aYVbKO%20S4fGBt4A/OuMWwa6mD3s7zyEZIdsir8ZhtcLFFk+hOAtaKArl19e166ZjPfNFERwkZIwPSqRa2D7%205GaR+uTyc0yS7Yyche52hc0LdB0CrEA/Uv6CtLJCuxkk8srBUjCq38XcU2KOEGQS75G6I46E/SiG%20QeZIZgMHhUPVqal0xcAkx7T8qpwR6c07iLH7yRUUHGwYIY8io/NityR5/wC87kA8+1VpTOshPDlz%20lsf1pqskTEyZLdgBkUwuWldd3C4Zjk1I0ksjKquQM8npmqJW4fexIUHrx/Kpo4ZWCCZiy9D2P1os%20Fy2ZczlWkLD0HSrKKr/MHIHXPpVVII43ALNjoPp7VcWRYkKbW2Z7dTQtAvcngcKdz7nZj0q4l2py%20Cp29z/dqiZ8qqCMrjGSen1FPM5V+B8xO5T7mmIueerEcEbiR+HrQk0TOMcbuN3TNZ4MpkdnbJTg5%20OTUisvyhyMqeCwzuHpRYLmpFKsUhyQ2R8vvT45FKR72BAY/hxWaGyWjDbCe+Og9KlgG3IUcE+vQe%20tFgNVCmQQckDANTI42g8DIyFxnFZqP5TggZPep45RuIB2nqoHGKVrjuaOCVGMbs9alRdzADqf1ql%20EeQQRnHBP97vU2919N7nHqF/+vTsIs7mXKhsrnnHeoJpgsZx97HTNRSXDruYLtB+4T3rG1a4dX2o%20ykt1YUhla9YSnMfIU/NzxWDfMVJVgfm6GlnnlGedpBxkHiq73DuSoG7B/i6Gk29xhFe+UAI53Vc/%20MhOQD7Utw0oVbi0ypIywHQj6VHcRg/v0jEabfl54b6CqRvZrUZiZlI/hbnIqQKHia6Se03CPy32j%20J67a634WOIUnjB2kxggqORzXBaxJ9pR1XCFjn6Gu/wDhlP8AZ5nG1cvGF3N9awqPQcdz0e7lmESz%20w3Mkyr8rRbu9ZmoZv42U2brsXOVcDFXbyPKqsT4L/e2nHPpmnRkxae7tGsmFxkHmue+hscgYxA6m%20MNgLjAPH5VoW+2dQMbnB4UnFV3hK7iwcr6d81CC4k+YMmPXniluBrS2MigD/AFZAycNnIqG3meRw%20FRid3JLAEmq0czNKnlysWzjax4qxNc5m3zQRhiOdlKyAlnEwmKglVx03cH3pm2d8KwLD0z1omXz+%20EVlOMpk8GoFnlBI3ncp7GiyAlntLoKFjgO7HYjmqc1pKTsuIjkjkMKnj1C6WTcPMVg3GT196tXWp%20XNyytIwZgMYPWh6q4jJ/su1nmiWaAEKwxt4719O6eANPhA4AQYr5zjnZZoyI0+Vhzj3r6MsDusIT%206rXRR3ZnNWLFFFFdJmFFFFABRRRQBgeOn8vwFrTkZ22chx+FfKDXhi8uW3kJDHAD8gH1NfVfxCDH%204c66EAZvsUmAe/FfJVvFIc2giaNpBuy5yM+3pXJiIpvUlxuX5JjNKqsyl9ucqME0k8tx9mK/ZkCt%20wSe1ZaR3sEwjk2zIv/LVOCB6VbuMPZxi7kmbjG1GxgVg4WegcqQ37XdW+y1R1Ak53Pzj8as3Dyqp%20eIKTjlV9fWmaemkyRst9cuihf3e4ElT61qW2i6fFAZ4dRmnEqkxscg//AFqmTjH4iXJR3Ob1O6vY%20poprYmJgQCM55qD+0b+bcJeJVXO1OMj1rTGw3EqTQumDzuYEE9qrNYyyzxTqyqvQbRjFaJx5Slqt%20CjJqt7sAaJo88ZHekgmnO1i+VHOT1Fbv9iyXH795N7JyqqcBhUbaGZ5DGs0Ucm372Pu0042Gotq5%20T/4SbXYJFMGpXwAGMeZgAVLD4n1xm/fancOvXlznFaK6M6LFZyXMT/KQ7kcn2qeHw1GskaPKmFB7%20cmnzaD5ZWFHia5Xy5tXuLjUVjYFIZHyn0IqB9WgutT+0rF5AZgfLXgJ7CtgeG7hbUShrVEY4jLjJ%20HuRmsn+ynjk3XgimO75jGMBh7elZLXcqEqi3Rk6jpEy6lJNZzpM8jAhOjKfrUZ+2NIPtUJV4+MYz%20+ddIj2YlMkFrJPc45TGcY9DXT2GlahqG0JpscSsu5mlwapXb0QuVXdzzScwW1wzXEOFOADjgEitD%20+07SaOGC92zgf6qUD54z7+or0GbwjbSHZq6wOrH7qJgipYvDHh62mDrYxsyjAZscVvGjIl01fQ4W%20DQr26mCWkB29Q23GfpW1aeDNTkz9vult4MfJuO5gffFbGoajcW8ht7UmAdECnqKry69DaW7mTzI5%20WG3L87m7GrWFj9p3F7NdS9a+G9Hs4xJdXck7gYYluB9BT4ho2nyNc21lGW6bmjzurmYdZ80N54DS%20dNy8L+I71bgvy8e0TNyCFQnhTXRGnBKyWhoklsdLJrjhMRTQojdVIwRWJceJ5kLLGgIzywPX6Vzj%20yK9xsuo5ApOGYnIH4VJFFImVEKGNTkMOOKsrY3W8U3LxBY8xehzzVi31e5ul4uZS3oSayLa186QO%20seIm6Z5zXaaHoUtxsEVuRuODgdBTsK7LenJOYkMjFnbHSuv07R5bu2HmRgKO7DvV3Q/DgsVEhi83%20B5HTFb322C3j2yx+UAecjpSdkIwzpElmN0ZKqMABTTvOIGyY8j+M8kelN1LVFLEwnKdsGsg37uxB%20AXjqRkH2pjOk/tS5itv3ZDuBwD3rHk1y7un23K+TuOA2emKZb3YlUoRsyOfasHX9ZS1RlwqzopG4%20jII7GloKyOjEk0Dh0fftUs5HQj6etefePvEOo3NkbTS72S1u7eRZI/KlAJRjk5/CsuXx7MPC935U%204k1OQmKNEOfYH6V5paRzLdNJfXk013M48wu2Nmep57CpZa0PRtK8SXzReVe6rK02cgMxIH/666q1%201OTMYa6DyOQcFs5/CuY8OeGPDlq487Wn1GScbmWMnAJ7YruNOsdC0yRWtbXzZHO3fOuSv0PauWUq%20W9jePM9DftLia2kW4aRQzL8q9m9RRLBparLdLZR296FYgwjAdm/vetLHc2bwOsQjfaeBKuNp/GqY%20nlvhJAtt5dxH/GpA49fesm5W0YuXyPHbvwvqjXV6l7FIrPKZhIjDaMnOMU4aaNUtfss8KusYAkz0%2046V6VJZTWMrS3lwZFl48sxkg+lZ9/pekzW3+iyfZ2Q5nxwSf8K4pRqJN3MZUpLmcep5zb+CUt7hw%20kvkxZ37ieEP+FE9jelFjefTJlMu2N47Vlbr65rrL7R7+QH7HLa3VuwGVBG4gdO9Z6WdxFeRRzRvD%20DkZGNxH4jpipVWulqro5X7RLU4TVbd01iS3YjzFGCQOPwq5pWmTtp812CYbdX2GUKSM574pniJVi%201y5ET5CNw46sa0NF1J7Lw/KlzJcC2Zi21Hwpb3FauS5Fc6Kn8NGdeSXkOoQD7d58Un7stFEyhQeO%20c19W+E4BbeC9EgHIi0+BB+EaivmCGB9bjeSa+e23L+7WM4UgdPxr6e8II0XgfQo3fzGXTrdS/wDe%20IjXmunCuLbSMIJdEbFeS/HGwkv5dASOIyYFyDg4xnyq9argPie2xtKYJuIMv4fcrsnZR97Y1V76H%20ilv4Q2SESKmWGCw7CppfCGk2eHLR7l5ZsgVsajIXJ+wzLHO2ckjiuSuvC+s6lK4Sdbg5B2oCAc+t%20ZqpRWly/fKOrnw/bMzQma6uxnAiO1Rn61zUGk3d7OXjZo0znOcba7u3+G2suq/uFJ4wewNWLj4e+%20KlUhLHMQ7K4+b9a00exOvU4yLSbe2kBDGaTqWFXokdvvsVXn5VOK3X8CeK4Ity6UwXuA6k1Sl8Ke%20J1JzpMqgcs+4Y/KtEkIrLIsYBjCg9Pm5NRGWOWVtxeR8Y/8A1VL/AGVqVsd82kzKw6/LnPvVaW8k%20jcqtrNHIPvfuzx+lUIuWqXkqskO1E4DODhvpVtrOTToT5vlykg8Eg1jpd3KZb7PPsIyMofzpjahK%20m13hIU+sZ5+tHLcRcS1Rv3k8jKCeMnp9Kka2i8lsT7WB+XnO6s9tS3zDfGzbR90jjFO/tGJGAjtA%20Bg5YkcU7ATsdm7bKPrjrRHOVPyAdOp71UXUFyRJCCOPmJHNSJe24yPK5zk88mnZC1LhuGz97I68e%20tONxuZS5LADmq6XCMSVUfN29KcWjIAX5cdSaVkO7Ly3g+5sXgfKakFwVYBvlOM1nLGWA2NlvQCpx%20vjUNPtfBwAeSKNgLZuc/LJI3XPWh5SY8q2ecHnpVaaS3Yx+Rbs5PLsTT5IDFsZZY3dwDsjUjr60r%20jsThwrZyd44GO9OG7HLL+NVLiG4jm2zsFJHBDcUkaF1bym3OBjBoA0kZyCFLMSOOakiaUpvLbRnl%20u59qzI5ShZZJlGOOOgolvfssm2Q89QeuaLhqbMNxI/ykjeWJ5HAFW0ZivQEMM7q58atGg8wyEbvv%20HHU1atdXV1JETkZwB0AoutwN1ZQPlGfU4/z0qyszLIFR/vfN061jjVLaPO5mif0xmrsd/HIv7kjI%20XHI5NFxklxcOU5Jb37GuavS7SllwRzg9q3JpHKkgrsUYUms25iyuSp3ZwCOg9qNRHOyLLjCjpy3t%20VeS4lClXGCe57VpXKEDfGG3k43Ht9KozsWYMyB2AxtIzipYC2f2cy7ruUhVHy59ao6jIGuHKP8rH%20O30p06KIcyIQx6Dv9az5VkK5kYhOm5h396h7lGffEbd64POD7mu68CRtJqBiVgD5fUjNcBqMckUq%20bQAGOeegHrXo/wAOESbxAifMAY+dvUisag47nfwRvJBFA6ZC9Sxzipvsh0ncG+ZGX5G6g/hTn0z7%20NJiOWXZI2RuNTXNlJaZcT7i33lzwK5rGpiajHkfbIZcI3Re5rGXymnZDPM7A7vmPB/8ArV19/pS3%20+l/a7OJoriHiRFPDe4rmvNYLsaJGQ9SVwwqNVsBCkcUJOApY8tkU0oVcbVAQcg1aMCg7lAcnke31%20prQsI+FOB6dKLtAAuGZtsjfIT6dKlWCKONQNjEc4XinW6yIpKwI+7u3pWgLbTpAzSjY456dT6U+d%20bMDLdnJ3kgYONmOtSLPDwZI1ZiMNxyK044reIBHAkXrkHpThbaW2HaNg+PvE8Glo9Rla2FukixgZ%20+cDnnJr32zx9jix0214M+mKZUFlcj5XBVuhr3mxBFjED1210Yd3uZ1L6E9FFFdZkFFFFABRRRQBz%20/j3zP+Ff635Kb5Pscm1fU4r5bjhKXAScbpNvzEnofSvqjxq7p4H1hozhxaPjjPavlf7HqMzgmMMr%208u3pXHiL3QmpPYhGmmWSTypTFkZAzxTLuxlicZMhJXCDOQx+ladtBNJIYok3AHLZGM1cNtfHDtAq%20Kn+sdiOPcVzc0gVOT3RiHT1EXmbCQxGd3OT6D2q69leSxkxuQFwrLGMbauXG4M5jQPL96NV6Y9aU%20ai0UIjZGUYzJhhz7n3pOzWquPlh9oprolxtwVDFBnczDLfjQNJuDM3mFEgUZHOTn8KdNPcy4FuAU%20bnDjPHvTHMhjcxSrCByCTz7/AIVqowatc0Xsth0FrMP9XGz7QdxQ9Kbc6WoEfmM6yZyMH7w9M1c0%20+w1KSN5recQoRl4VGAw9TTGsL6aArPKrl2zEiqTz6e1FoA4RvexWFobFd7yIzA8h/mK/jU8jxhsy%20zHdt4SPqavW3hG6fJ1OZIbdxnbGMOD9auxW1lYyMunWfmzKQomn5ZvxrSOHb1TIa7GdY6RPfSKxa%20Qoy5LNx+FbNr4UtHkY3EzBWI+ROKkOoGMD7TPsZuAqj7tW4bpZM/6TGcLkcda6Y4eK1Yzb0/TLC0%20jXbDHbxL/Fj5j7Z960HuoCm2CPbjkF+TXMS6lHFMBI/nIoywBxg1mah4llkT/Q1PlMdpYHnHtXQo%2022DXc09W1m2txuZRIytg85A/+vXE6nrstxvCbtxyODj86tXV8s1uYLewaI5ydw3Fj68d6wzGHuFE%2029CD/H0Ip3HsTWWoXXnKrkyEj7r87fcVfnWOdClxLIzOOCxyo9hWftWGISRyKJASCuMkj60xZwke%20ZZGUkHgnJFIXqR/6mZFKAhDyeuRVxru3f5ooivIHXke9UI0LFlgmLlznafSp4YsSBHh2k9c0AXVt%20pZSXibeMZwetaulWbSkCWNmzwCOxqfRtMa62iPPJ6r/KvUPD3heKwhFzc4OP4e+aYGZ4Y8Eec6S3%20AKp1x6e9elaZY2mnQhLZRkdX7msw30UUYWP5doPTuKguNYjgjwze/wAvSk9Qtc6KW7SE5Axn8zWJ%20qmpxyITKcr/drnr7xLuLFXOOPmzXP3/iNHZlLdqSQtjTuoYpZt9rI9tIDnOeBVWfV5NPXbqiZ5wl%20xEPlz2yK5268UxBtiOJNq8jP3R61Rh8YNPvhWHzbYjawbnOabdtx7s6+TVpEQSShWjI5IPb2rzH4%20ray9wlo2mXUsbSI6J5WQeOMGrv8Ablrab42kY2jE7VY/cb0HtXKeNtXEVhCul4Eygs7lSSQe2az5%201JspWRzmhy3Vk4LZikb7zM386uX15ObkyTSJOB3U4xWdpSx6iubx5/MJBwARn1rbGi6cy8RTkKfu%2055agau9i/pGqWscQFlu0+43A+ZH1J+ort4fGV+ba3humEohYkPHxvPvXD2unRqG8mJoo/Q9RVoQm%20zk/dSlty8DP51ElGW5abR6RB4qW8lVbwsVcjLA8Litc6jJOPNimZ0ThTGcY+teU6TqPmXDw3TrFj%20hVH8Z9K7bRIr+OGSJlMAYZRW/i9eelc84cqujaMk2dVH4ov0h8s+XJg8bhnFYV/c3V1NJdT/AGVe%20cEBDuYfWopEmtUKOAkzHgk5zVR7e4KlS4IbJPvWN2zSyXQm0rRkvtVjfTg0R/wCWgRscfSm6/qGq%206LeGNHiEascnYTvXsKpW6apY3Qu7WZchSu704705/EN5IfJ1W1t5wfuMiYYn6mpavoTJXZwl9e/b%20dQubnylBdug+UfrVvRb23gsp4b2B5YnJITb941N4siafyIrDSfkLh5pkYArjmuls9R0b7DBamJo5%20tvJZc5pSgnHU55QU1ymBFcWTWrWojlMigvFsUgLnt+FfTHg8FfA2hK33hp1uDn/rmteDfb7GJ2+b%20Dofuouf1r6B8OyifwvpUy52yWcLDI9UBrTCQUZOxlKiqaunc0a80+LumeINUl0WLw4FAHn+e7H7o%20/d4/rXpdc34wnMMFufMWNDu3Fh9K7KkFOPKyVozznS/BAtYk/ti5F1NgkqvCgnrwa37XTLWGERWs%20ccSZ+bGBmsq91uKI/uW83HO9+oPtXk3iz4h3z6yYLWVo4oDlipxuJqIUoU17qL3PoWKxCqAGCqBg%20AHIqx9m2L8gY4Hr1rwDSPHV7Pbh4tSmXIwV39K34PHOqoo23khPQlmzmtkI9h2narIGUA8+1Hllm%20HOR9OleXR+PtUUcTxtn++CcVah+IupBlzHC69M7aWoHovkK3ykZI9e1VpNJtHOWtIGkJ6smSa5O2%20+Il1JhWtoTjqwFX4viCM4ksVIHcEc0WDU2H0hGbb9jt9vYlOlQnw1ZShhNp9q2e5jqqnj21bHmWL%20Kc84YVYj8d6UwYGORDuAz6YpWfcL+RC/gjSJv9dpdqARjISqN18OdAZc/wBmqCfYVuf8JfozZLSM%20oY9wamXxLo7DJu+e3B4o1DXscTP8MdDkzusCADxiqz/CXRXYkW9ymeCyuOa9FTXtKkjyb6Mb/bpU%20sWrac4JW6jA6c96Pe7hp2PLJvhHpKyEwzXi4GB8//wBaq5+Fdike03c/Jz82TXsP22zcBVuIyM5H%20zChnsiP9dE7dxuGRReXcenY8XufhXcyv/oerCNP7jKaif4Pa6VJg1W3ZgOP3Zr21Yrcr96M57Aji%20pljj2DySjDGcbhxTUpIl2PCG+Evi7yQi3VmfQhCD/Oqx+E/i2GMskiO46BDjI/Ovf/s4JUnBGOOe%20tCxAJlMMM4FNydwsj51l+GvjrO4aZCxC8NI4J/nVZ/AHjGJh9ptHwBnbEwAFfSn2f5sFQQOMHuac%20gVB/F83cUcwrHzGPC/iCy3b9CmnD9UfkN71FNp2tlgF8PXCqowMjpX1Mhc8R7shRkY6ewpshz80i%209DgcZJp8y7BY+U49M1EY+02Uqc5DeUeKmkNxbqxljkKpyf3Z596+ozEknDxqw7ccEVXksrGVfn0+%20Fs/eyv8AKhzCx8tnV8IZdkjOf70TZP6VGutlMbnZMrydpG019Tf2PpLAk6TZkgA58vr9Kp3PhTw9%20ch/tGh2DnPP7r9aXMOx8wP4giiRX885UdexpV8XxBfMaXjPTPevo6b4f+D5laObw5ZhSeixgVnt8%20IPBMmSmiohbjjA5p84WPAl8V2LlVnVigbJRe9PF9bX04NmjxLJxycY/Gvcv+FM+DQreVa3Kq3X5x%20wPbis67+B3h+5bEd7qEa54CygD+VDkI8Tu70QSFZg0ijjIOSKqXFzHcxhXyUzu5Ne3N8CtIC4i1O%20cHH3nOf6Vh6j8AVmz9m19Mk8BkbmoepR4ZeHztQiB5VTwT/F7V6d8OPKi8VIbif7P5kfD1PL+z74%20gtr5biLUrW6jRvlXaR/OrVh8PvFOia7Fc3NhHcQhvnCMACv0zWVRS6Aj0G8nhurgKbouzjOOw96b%20LaRT2rCG4JuCMmM/xVRFpdQvI72rQRA/IOpA/CoLfVYEk8p1bcrZVzwf16ivPnVcfi0NTUsp9TtZ%20lt/s6yQuPmP91fUGsbVLa1ivHiabzMtggDG010EepebCsFiA745wcbB9PSud10h72L7QDFcD+NB0%20HvSdVxWobGY4KXA8yLAQ8nv+dLb3Dpc5jTHt61elW2jhIlutzIPnTHDe9Vf9FlZFhugJguBx9z2J%2070e1SdmK6H3UomaNgFiLHBA5wfWrEs3lNtliMioOGHQ1WhVlZZFiUsDuKn+L6elS+fLtEYQMf4x/%20SqVS+wyZLm3bahg7ZBU4C0zf5sPmw9N2FGf51Vl8xFEjwMrbedvQmkhdJ49qqyzDsDjil7rVxF+z%20X7XcD7OVdlkBI6GverP/AI848+lfPMcsJkhMDCHkBtvDdema+hbDmwhyc/LXVhVqyJliiiiu4zCi%20iigAooooA5/x3cfZfAOtzjP7uzkPH0r5btvElrsYsZY2YbQS2Rn3r6e+JAz8M/EH/XjJ0+lfFx3l%20sBiFB49jWc6UJ6yE1c7Q+I42udjXLRRkYLitRtVtnieOW5GF+ZecFjjv7V53cxyxW8U0aKQ4w3ua%202b4RXvh1ZhbrHOBliO4Fc8qNOytsyXJWs9To5L63WzjuILyKNpOJEXgqKilv9KjRpmuY2ONvlqMZ%209689eJ/LVsKzHovp+NO0lH1PU1tIrVpzu+YBeo+vaq+rx3uPlW53a6pbrgLeL5ZPO7+lNvLmDUrp%20La2tVluMhRHHGSW981d074aTavdR3XiDbYW0bDyoI/vEe5Feg20OneH1aLR4I0nbAM4X94Rj1pxo%20a3RS01Oe0jwzfwKs2t3sluCmBaxtyw+vStuAxxtIul2eMfeI+/j696r3txLIp8pZHJPVepNVonvr%20OaO83PbFOiKep9/auiFKMdUV1GX+sLPIYY9qBByCOPxFUb3U40gQwRthVOG6gmrN3qltqVyzHT1a%20cDLPGuFY+prOlSZXAkCWlpnh+pBrZWEZyXd3fXJ8xVRMfKSOpqzeyi1jiC/I5HzFTk/pWpH4Y3mS%205n1EH5dyjB5rFWyWSBrizuIxcAkNE/B+vNO4WFt0m1LzY49+8KWbnrj+tZz3LwSiG1Di5Bw6FD0q%205YalqllJKsVtEnIdyULE4+narN14xmZZDfW1tvUj94sRDgYpXYyGfVdUgZRDavEwT5pEXHHvWfd+%20dcwp5shbJ43DK8+tXD4ukuEAF5vBI3BgTkelWDqcF3C0TQokbL8yRrgZ7GkBjJA9urxwLlj9454+%20tNKIJ1+0/fbgY61ekt0aA3ELFY4yFYen4UiWcVwQ6nd8pySOc9qaQh0NhBNJkkow+6R3roNK0c3M%20qkkOg4ORmotH0oyzIcbgRgj0rubC0is1DKoUjrgfpVCNLRtMi02BJFjReDgEcj3q7c6yqEKinPUk%20GsLUtVWOInLA9MZ61ztxqkjKxMmwDpzyfWkUdbPrCqfmk2E5zzWFea9klVYsufWuSvtRMzMA5Ycc%209zWTNfvH8sjEjHBP8NIDpLzWQhcvIdvsetYt/f3U1o8llh4x1wfmFYct4Hl2HcwPQA9KW2ufKiZI%20WaPruOevtScrIVihNHd3EgNpI+5jg+nNdHpsI0+xZbmRgwUqxB/iPSk09EhEl0+4xxKGCDo7emKz%205r+cXD3KwZhAJIxwD6Vy1J8qdynaCM6XzH1Vopw/kqQzSH7uPpVm4vIH4iVXiPC7hmpJby3S7Rby%20Y+bIgYptO1QRwKuC00+QoJHSMAEnZ6VMVdqUiY66szbSSUzKE2g5wox0rYE80E2yaRFXGSdpNPTS%204igSyTcrnIkQ4I+tSR6c75hlZmUHoa25rm6uCyvLgxPGemdw6iphGuTlIlHfbxjNRDRjHjyXbGas%20x6GzMZZHAz3xSbiCuUJ9Ktgxl8zGf4l9a6TRvFt5o8MFtqITUbIMAvmDLKD3z6VmpZLDJlwWTODn%20vUlzYp5IjgZJN57DAHtRfoOx6kbnQtUiCXVusACBkZcfMD2rldTitrRi+myNJGzYMbnkf/Wqfw55%20j+H/ALNc6eHkhO1ZOCCOwqeeCC5CRXEGxwCA6Lj8K4pb2NkuzORvdYNvJsSM+aDz3WnQ3y3EJify%20/tDYO1h0Fbf9iRiQKjqzA5KsOn406bw9aP8AO6bJCDhgOQD3zWfK9zP2T5r3MKZ4Ys4jXd/y0csC%20CfpWcLtWnLA4YA4JPAz2+laF14PMch2XAIbnPqPWsi98L3EMR8udTIeQR39qUr9BT9o9EtBqXcdu%20yRxvLuyWJTgAnrX094Wbf4O0Zsls2EByep/drXy3p2p3Omp5WqWPmR9FZcb1P+FfUnhV/M8HaM+M%20brCA4/7ZrXRh4uMmc7b6mrXnnxXvDaw6aM8P5ufw2f416HXjf7QOsNpMGheWMvL9o2/UeV/jXaJb%20nn2san5NqZXuPLjznjqa821u4tr698yzQjuX/vGpr68u76TM0jY5O3PANVljYLxwfbqKQ2yjG88E%20m6KRlPsa0oNcv4iMOGI4DN3qMWqlsncT3qT7KO6fKOgxRoTcvR+Kb2L/AFsaNz6VoW3i+N3/ANJV%20oj2asBrfccBTk8H2FAtdxwRuIBHP6Uh3Z10fiKxkGDdMqk844q7Br+nphfte05zj1rgmte7hm4A+%20lKLMhuBwB+PNAXZ6fBrdpIwMd2u4989avR3aud4lQknnnrXkawMpGCQuMA9zUyR3lumYrh1H93PT%203phc9gF0ChRnVuR1qUXCsMELtFeQwapqdqCPtUkhOOpq1D4j1RHwXYgk85qQuepCRVXMcajPI96b%209oaRiXTGO9ebHxLq6ZDFWA5OR0pw8U61tAJiXnKtj9KY7no0tzJtXauw9c0iy7UAaRwd2SQea85P%20ivV1OA69OOKVPF+qKoLFC2MZxQFz0RtUvkuSI5W24wOatJqlzHjFzID6huleZ/8ACWakV2YjOR1A%20pr+KLjZ8isH69eCaA5j1FfEN5G2BeT+/zU9/EuoKgMN5OM+/NeXx+KLgRkyI3mYyMHil/wCEyvVi%20G0MX46npQFz01fGOrCUAXMjAHk5q7H421YsQlyw2nkE968nTxlehiJbddpOcAdat/wDCYRgofsxf%20I5wORQO56xF431ggBp1wOCKenjvVEYAmIkDptPFeTx+NLdCQbeUE+/Wpl8b2m8lkfg/xdjT0Fc9X%20Hjy/2kFYCcAAAfpT4fiBdhiTFGWU9NvGa8oj8bafyHhIbqP8al/4TexxwCD3z3o0Hc9YXx/c7stZ%20K3cbeCBUn/CwQ3H9n/KBknI4+leVxeMNPlxtfJHUev0pzeKdPLBTOEJ5Ao0C56oPiGhJZ9PPvyMf%20Wnj4h2T5H2ORs9WJGa8pk8Q20mIxcKM8tinHWbSIMfPXewHQ07ID1mPx/p6g5hlUZyPmG0/hUg8d%206UcI0cmByeegrx99bs3b5pgG3dc8AUHVIFAzcIVPHB6CiyFc9hXxxorLuIdc9c8496VvGOgPgyTH%20Dcjg8V4rPqqAfuJFzjP3h+VZd3rt1ExEbqAePvUtB6Hvh8TaE783GwZwCelaUUdvcxLNA24MMq1f%20Kk2t3tzexFr0/I4O1T15r6q8PqD4dsZQo+eEHA7UIBZbNHBUEk7enrXPeIfDumNYfaNTPkrECRIg%205HHT6V2YQBScAFTnB9Khvbfz7SWExLNHIpUq3Q0pRUo2BM+fbbXbSeRX0e6lBJOGP3j7Gug0S+nv%20J3j1OPBVeARyx+tZ2oeGv7O1aWGOy8mSN96ImASKkngvbdTLLNIFf5kU8n6cV47h7BuUdjS2hrXO%20ks6pK6o6kcoo4H4VHcwWNpbJJPYsIyeNowT7VXsda1O1ZZUtkYY5Lf1puseLo76BhIhMp4WHHX3q%20PbQqQ8wunuMW6Sd1jjHlAtuG3gp9akntJmjjljjd3dcROrDpnv71mReXP5n2hmSTqHzx+NWdO1hb%20OZIZg0oZslR6VzRclIe+5YH2u4k53hozhkHGR60+XS7uLIniUq3AlB+YNTpNZ2ST5kYyFMHnKt7U%20tnrmT+8hVlROS3Qe9bOXcDM+xMZk2HYrMMBxyea+krMbbKIFQuFHArwOa6+23EU0EKs4YbmHBkGa%2097sf+PGLt8td+D+J6GcyeiiivRMwooooAKKKKAOc+IUZl+HOuxg7S1lIM56cV8X3Nu8bmO4Plyg8%20ZGcCvsz4kf8AJM/EHGf9Bk4x7V8owL9vjhiuo/JULnz5Odh9PXFZzmo7hchhtUnMck1s4sbVPnfP%20BPpUXiC/t00mG307dEI2xKqc5J5HT2rSvdVTfHpFooe0BAPHLn1rd8MeBGtbo3+pELG/zbTz+XvW%20EU5SuyEnexzXhTwNe6wqT6lMbG0lOVXB3MK9N0fSrDQbXytItF3FSGnI+ZvatOONUgCxIqxnhS3O%20KtQWjOFDAE7s9K7IpGlhYR+6O75mP3hmmJbiNXZApdjk4PX61Ynh+zxjgJx1/uisyZzIrNnYm04Z%20R39auyAguLj7LMWhlycZf+6oqG51mOWLa8G53+UH+tVLln83bjAX7oPaqkk6xklhhv4WPNOwXJnu%20BawMhdY4pDhmA6e9ZV4bG9tWKXrbY2GxSDljVO9vvOBDEnB5jA4qOKRHjTZHsweS3alYDqDYancW%208dzp7N5Cx8uWAJ9sVl6joIuWiuZ7iOaQ8bAp4NUY7i7u7e5gTWfImUgKWzhh6VDdXWoC6t9tyiSQ%20kKWj6N9aVmVobthpWqCUT2c6zSqPmjHBC/jUevMIJv8Aic6V5Usi4MhwQ/0qEy+TJk6ptuNuQEUg%20/StTTJk1LTzZ66ZbiE52SSsCU9xRruGhzNpY6FczNGA1nnB39q1F0WG2T91cRy7jlW9veqV5ozWV%209Lbxt5iKNyMBjI9fwqOOEnZvwvODmtNyNjStrVkJn+yrcxjIbHY1ctNLS4kSWNTgNk4GCPY+tN0u%20CZF8uNpFRuCM8EetdZp8JhQGSMqRjBPUil1sF7j9LsoYVbawwRndVtmyp7bjxjocVOkdvIBu/cg/%20d/2jUEkRifHUetUMxdQtpW3M53jPy4OOfeuR1NZfO24+6DjB612l+UdGB8sOpHDKTmuP1RmVjiPB%20J5NILdzEaY7cEkrn8qq3joFHm5CkcN6itAoYwSMfMOhrKvY2JA3Ek/dx0FZPQokFqsXlyFTLA3Tb%2094fWr2jaVaSXt19uBcKm6PB+6ccZqKNpra8gZTtXYAykZzU2rXq6RZC8h2MXySSM4/8A1Vm2ykup%20T13Unt5razgPlSA5dgfvjsKy4dUuHbyY5dtuJNzo/JJzWXq9ybxo7lJRLNIQwVBgrWdby3SahJME%20JLYDY7/hWCipu7MJWnK51crpeSnzg2/P3s/Njtg1PDpFkAv+kSpIckM5/SqMEoXaL5PIR8bRn+db%20NrDBcxNPLeiYD5Qp+8uPSujToaxsWNMtf36pBeMsh5HUA1tJKbdgbgsRnB8s9/WoFtLYwrueSUbQ%20cpxiqUm9XZrcMEGBgnOfeodmzTY2baYzl4YmaQklo3Y8r61Bci7jnOLksMDoeprOhmlEwAfcG/j2%20kY9quefHHGWmQtg4BjOM/Wnaw+a5E89y7mMzsrEZA7Z70kcj/JHMfMAOSRwc0SXcTQlkAGD+XtSp%20fpLIm+JW29cDHHtRZBdna+EtQM0klnaS4bG7bJ0z3rp90kibbkoUPB2DpXm6ajBBcRXNmuwxH51B%20+Yg12mnahb3cAuLO6aQEcqT0PpXLUjrc2WqL0ywyAIIl2rwuRzVVizxG2ViYz9zPr3qy2/arMEIY%20cjqwpJ4R5Stb5aUDgE4AzWdmUY8sJx5TxtlOVcdSapyaYJ0lErAOfug9c10FuJSu2WFzt+8SwNOK%20wy7iyZdexHUUDuefXHhWRrneL2QEcsQe3pX0T4Yj8nwjpEed2yxhXPriMV5TLp7SOXBjVSM7cc16%205oi7fD+nLjGLWIY9PkFdFHc5q0UtUXq8K/aUUlvDO0ZI+14/8g17rXiH7Rf3/DfTOLrHH/XKuk5z%20wyO3ycscnrzUyW+W+UAZ9BViKBmxu+Ud6tpGEKqq7uuCe1ICCCyBGX457VZFjECM53HjH9amQMvY%20YJwaer5Ztw6cZpgVP7PQ5zuI6daRtOUgqrMMdCDV1ZFY9MY9aVQoX5fuk5GKAM06a3JEnfqBTDpz%207sBhuB6ntWqW+YY+Yn07UhOVAPzYJ49aBXMn7E+cHB56+lIbSQN9zJHRq1igYDI2j0PelMe7KcYz%20nj+GkMyPspUfNGd3ek8h1wFTGa19o3HGAB+nvTfLVVBckk9xQFzJFq5XIyvOR70x4McsD1rXaEcc%20+5PpQsEbZzyT60AYhXH3kbGehpxiGMKo69xWybdTyB9SaQW43Y4B5OPSkBiG3DfeG0Z49aYLbaxA%20wR0HtW41srgBzkHofSgWY2ghBn9aAMX7Lj06enej7OcfMc9//wBVbP2b5gM89ge9ILP1GTjbzTAy%20DEcBgWDfXmlRGQkxyMDnv3rUFoD9xcnHQ0hss5OCABxj+dAGYY5Mnay5J6kdvSo/LJf59pxxjaea%201VtGzgqDxj5eMe9O+y5bccsR60DMYQ5z+72jGOnf2p21FfHynHBG01sC2yOM+tAtMMflyOgzT1EY%20/wBnz82B9B3o+zYI44xzWsLYBixTHqp7Uv2YNnI6cfSgDINurcbGAz1zUZhOfmJO0YxWybMY43E4%204561E1tk7VJHHPtTAyDbvg8kj27VC8P8JLEMOuf1rYaHCcfMuccComh7EYI7HtQBjyRbEO1n5PPN%20QSK24nzWZunFakkHUoTwcYqu0fGBx65pALoUMb6gBMNw4+935r668LShfCenr12RADHc+tfJ2iAD%20UIAYvMDNyp6mvqfwnLv8M2a5+6gwKTKRvM6nd8mCTke1KxYpvbau4dB3qIndyetJ0qNSrHnvxQtW%20S5i1SG6e3k8nyyqgkHnOeK43Rtent7INfvJcWZXcrY+Za9X8XRQyaOJZnWPyyf3jdAMV43Dd3FnP%20LZxzxPa7iI2I5kHtXHXfLK6ZaVyprPigz6g/kBYUc52AYD+5qhHf77dZyzNIGwhzx+Nac0NjKu17%20EbyMySNg5/8ArVVbR7Zl+UyQKDlVJ4x/hXA5K93uJxki3HqEUkZMjBWHBx3q4JtO+xYN4qyk4AUH%20kelUbbQbPaqvfeTIyYaHsKcfDUKLGYrlpkJxnPJPpU81tikpEbmCAAx3mY2PBXPIpyzxIIykw8s8%20cjrUkGgxMx8p2Jx94np9Kil0QmMm3uDhV53elLnk9w5ZGkbiG1MZhuskuGCjtX0pp7BtPhYdCgr5%20M/sjUI5wY2BRGGfU89q+sdMDDS7fzPvbBmvRwb1ZnNWLVFFFeiZhRRRQAUUUUAc78QGZPh5rjJt3%20Cykxu6dK+SbFRdTCCadHIQrI5B5BOeK+tfiFEJvh1rsbAENZSAgjjpXy9o+lQRhpXTyYQR8zHlz7%20VzVt9BPsamkaLBaXy3F0olu5BlWC9V/xrqxfhZ9rlpD0wO1cjJql67N9jkVAnCN3NXIru48xPM2m%20UDkIOvvURvZXdik0lbY6i0kF5c7UfyE9XGcmtZbx7BWgnHzt0kHQ1h22p28ESibEjkcRrWxFILuE%20wOFPmDhSfun/ABroScVdO4uW4lwZL1DDM22I8nn5iPTNQXMi7UVAoVBgYqpcTrFC8SyjegyX9Kxb%20W9l1KbEKKUiOM9mrWLjLVMCe6bJaR8SBjggD7tY15Oxdk2tg/dA6A1s3sq27fZ04ZyNxPb6Vzr3/%20AJcskXmMF5yfWtdkMlFjIIVnIG09mPX3pl1pc5Akx5iHkhWAGKzZrud5hHltin5cng1MyStalA7B%20s5wtSBFeaTdyXSizRN7rhQGGAKu2mnFLKFbpFXy3wcdT71CtuREDtcd2b1q1ZRyzbYxmQ55PoKYC%20bzDdM12qzBeN5Gcip8pKFa2diSfkXPC1J9gM0ojhBVU+/u5yasWNk4lI8odeOOppgaFpfJcR+Tqk%20ZDxDl07Cp7zR7VJFNt88TrlZD/EfSo309raQox2lhkKe9amnW8i25yyqgHzK3OPcVN3eyDQXSLWI%20OoB+YcbW6rXRwwlFKlFfkckZrPgQfKUjG/8AnWjaXYW42ksNw4UdsVYItxQJLCZJI1jCnhMcGo5w%20mMAFVAz9PpRNexmQ7jjb0HpVO4vEYMBkd8rTC+pk3yxhWOw4Jxuz69yK5e+hIJULuPOAOh966K9u%20USPJK72OV4+8O9YzXAZssobrSBHNtGrzBHODnG33qtc6ddW77Jo2XcCUc9K66bw3cX1qt9ZxjzYw%20WOON49Kfe3pOkx7rcTeWMMG6K3aueU77Gij3OasrOYWG92zOUYiQ/wAKiuR1S6F9rXlWIKxpHjaT%20wWxyfzrqb7UYtFtprW8nVvtC5Xb1UHqK5mPQr2BZLmERSRTDMeOy9z7GsJT6CnouUyZVi0yHzLo4%20ZyQGj5YDuAe1aGguXAl/s1vLJIjk43n6mq8dnHaKIIV+0qxZmSX+Jvb6VJBq+oJI8UKb4wArRAYQ%20D05pPVNIxVtiCQlryQzkyHefkJzgZ6VtabbLfXqFVWJFGWA44rPtYbGaYi6U2cj5w0ZG1T64q/8A%202Jc2dus4ulubUk/vYux9x1rdSWxsjvbG90yzsCLv7RImCsSw8YJ9eKy7a2UXirGGDu24jadq+n41%20i2Go3igRpdMUUEqCeBXT6bqd6YsSKsxkwVIHSs+TlNFqR6hY3EjFhKoUDABGDmqohgijH2i4+cAA%20IAcCrN9eSm6QXqdDxyOKlguIBMUWJZAec46fSqu+oWRnpb2spPmSqQe+OaiksFMq+VICMjOR0Fa0%201rb3E2UhWDHU9j/9esTU1n/1kTMiIcA564pqVxNWLsmhvdDzrE5LceVGdrtj607w/qd3pOomGW3L%20x52SRSfeB7GsC31GdJvN82RZc5V1PIPatXT9TW61aE6lI7TsfmlH6Ck00ncaeuh6CmpRglVXypsZ%20ZccYqWGfz42DF5lPYMBVOBY2nWXzcuoPI9D61pRpYTQbYo2STqCO/riuQ6bgP3SnZvIYAA56GlZl%20L7HmkDYA+U9fWoXUCZBF5i44IJ61ELcCVmkd4hnahY5pBbQnIWF2VpPu/wDLM9xXrmjY/sGw2/d+%20zR4/75FeLyw3Frcnc6zqo4HqK9n0Nt/h7TmC7Q1rEdvp8g4rejuznrbIvV4z+0FH5g8PjP8Az88H%20/tlXs1eL/tCOV/4R4L/08kn/AL9V0nMePKuFxnPpTxw2BzjGTUauAVIx8wpyt85LdMcYp2IuTE8F%209oGOBjvRuUg+vBJYd6iWQkcHvzUhdpFy3QdqQ7kmNxBbnH8PpmngsB8i8A4xUJY7jj72OMHtSlyd%20pJJB6Y9aAuTFiFI6eo7UgAPzrxxjn0qLzSH9D3J9aFOeg69c/wA6LASkgDoSPUmlOOdowfaoRtQF%20hlj3NKThRj5eOnrQA/adpxjb1PuaI1JHD59D600PhSHww7kULJlgEwcfdpAScc+ue9OOC21TuFQK%203J2ggg8j+eKkQgsdo4PUe3akGg7gZyw+nrSdjxjtx/KmjDN/Dlf0pQ4TLAkk92oGOyFJDL2HFPCf%20Mee/Q0xTlhn9e1LkjoOTwPei4DtqgjPfp9aRVDdBz15odtvO/PPX0pCxAXksT0we1FwHbcDlvlP5%200mUx8xwfSmfvMDbyOhGaaQUbC9ulO4aEoCnHzck8e9L5fQg96h3KpIyQO3+NPDBScZBxzTuFiTYP%204W5HrQIsj5h+FMXcWX9RUi3CZ+cEe1MBrR88jOe9Ajyc9OcDPcU8OG6H3pMK6Db07H0pgR7BzuA9%20KiZEHI6VOTyAP+BUwgHGQD9aAIDF25qCSEMThAT0yatOwU8NzUD5GQMZxyTQMpyxhQxAGOgqncIj%20R5xuI4z0rQmAHPQ461SnXgqzbsnkGgRFpjLDqNu57NnPavpjwLKJvCsEnHoK+ZYJPKvUVQMbsg19%20GfD593hTYVKgNjrwOKhmkTrGdt3y8gHnFNa4CthiBn7pI61GSVA9Md/ShyHX5vmwMf8A16zsyytr%20VhHq+hXdi/IkjPy+9fN7pe22oizvN0ctvIW2A9ulfSzNhcAjj16V5L8RtAj/ALQn1G3hMcindIR0%20da5MUtFIuPYwNLuLeRns5Q0RJ+Z5DnPtxVqSeDywVwcDG8+lc9azxsqu4UwhuIk4bd61fje3kuFL%20AeVL9xTyTXFY0uT74fMkaVN+efmPNPN6g3ncFVBuC+v0qlcSQYVyrEq2FT/Co7kRuyjzAF3Z55Gf%20YVDSFqaRvPPjQ+YUMXAyeg96jS+m2lW4j9u59KzVMDtIs0pi9PRjTo/3i5VsMxwqt/OosCsbVrKf%20OUysDhx93sa+m7H/AI8Yf90V8qQxyxXC5DurOAAp+4c19U6cxbTYCwwdg4r0MDvIyq7Is0UUV6Zg%20FFFFABRRRQBgeO93/CA61s+99kfH5V8y3Ub3axuibhEvIiOCB6mvpX4iEj4ca8Ruz9ik+716V8qa%20fGtpGbmXUyBIm3yRkNj3rhxV001uY1Lp3RLKsFixeC7TrysgJKGrFvezRwyOzEtIMmUD9BTPItJL%20pXR4bgHo/Qn61K159mlEYj2gHgkZ3VEKl/d6hCaehf0qVVH2slpCPXjFb+n3E95ceauNqcqgPP1r%20i/7SLzMXjDDdjCjkVq6Xq1tDeR4YgsdjAnnBrSbsrNlOTJ7m8m1G9eK2jWO2ZsSBeMn1rbWa10/T%20gLaNQegDd29TWNZXGn3ontIZyDkkuFOB7Co3DQl4TC7xSfc8w55HGauFd2S6lX0RKbxpFneQB7iY%207FX096yl0+SaZUJLvnknofanTztbsFlaPkgDAORWvpO+a2LsoVc9u49a64z5noh3uZbacylVYojF%20wuxuw9a19H0uSa6fDxi1XhyRjPrVbV4xFeIYohL8uVfH3ferT6gLe1hiTLIR8meh9c/jQ5qOsgeg%207VNs10kFqucnaUHc9q14bCLStPIO03DDC7OCCfWuSh1yPTFkvUhMt052xIRkAd2q3falEMxQzzS3%20Y2yPMx+VSRnA/Oq5vd13KSua0UyoYoIlUuzfO3485q++o2mmIqyGITSH5cdKyzNZ6b5s9wVRfLDK%20rjO846/nXKWkx1C+a/KM6B/lZz8v0AqVNNXQz06DbfCKS4CzqAeV/rUzL5coKjCdHUDg+lYOjK0U%20JuHPlPMceWvSr738kTsfMAjjGXY9BRFNNvuDZo285tpCSN8R4PsKs3V3EiEwkDbgr7H2rl7DxIl7%20cEJjqTu9QOtP8yW7mboAuW+XuKtPoJmnPqaKWXdk4z8vXNUZtQc4Me5iOpPI+lYAu5Zb6ZRkCNSQ%20G/rSreXixmWKZQh4wpxV3SJ0vqXby6zLuYtvfopqrPcCELuwMqTzzzVGS7mkuEluZSuTjd6irlqI%20ri6NukiMqqWDt1b2rKVRIpa6F/TfFt3ZW62xjDhjhZD1GfWsu51zyNQuba+ARVXeQPuup54HrVyK%201iNw8UjRMSQEUA/LWPrmlW1zd+fqd8LcINnyfxelc0p09zbmcdzmb6C11rxOgtrgC2Ch/Nc/dx2q%20yFaC8mshdGO1mA+dgdme351De6fHY2aiysWaKXcGuJRkN6YA5FatnbNeNFLf4ltoIgyK4+8yjgVh%20UlszGXvGJqkUOmC2E8puZpHCx7OFUepzVDVjfxXBjlk2q2NqpwGBroNRt7bUY1edVN3MSFjXoP7o%20Hp+NR39xHPLEZbRCbRBHI0g9BjA9TxRTqaq6M+a0tjnbSwNyTggIv35D0X/GtbT9Ym0m9E1l5bAj%20ZJFg7J06cj6Uy6l82HbEbZIQcrEFPHufeoYrZZQUM8YPXcB09q6lNvc0UjrdA07RdU8QJcGea20y%20YbZFBwYJT0A/2c1ansr/AErULoW88k1pASDKp52/1rP8NQJJLJbzs9ym3/VggZ9+fSuhivPsNxJp%20eoLM+2MvbyE5GCPuZ/SsnN83KbdDm/tC3jJsyX5wz/xD396kS5ltgWj+Qr930PrUr21t9n3wZLM5%20L25HzKfb2qsphaYyRzMwjGWjPb2rZNMWxZGpXNzMryKWKryw9KazvPliHRBxgHj2zVpGN26vbxxx%20sR1Knb+NSRxRySLG0wjLSAMSpKg5qOZW0KWpnJp8JkV5224BJx+lJZ2l0l1HcRWolhSQAsfQmtnU%20bRFnMfySDIUmMYDfnTLfzred41ZoLXHIJycj6U1O6BLU6/TraOAEx4Ruqn+9ntU0moQWk6qUMT5P%20LDI57VT0O5iurTfHMPNjIBA6gVp3b2rKfOzMzj72OBjp+NcrVnY6U7iJd+apaSIH5sL7H1qWYC8g%20XyG3yIeVxzVO2AtW3bvMiIyBjvVo3XmkSr+6mH3SgxkUtB2ECSQq5nTYuBhj1Hsa9a0Rt/h/T2/v%20WsR4/wBwV5DfXtxcxMkuJcDg92+tet+Ht3/CM6XvGG+xxZHvsFb0d2c9daI0a4P4meALvx1/ZgtL%202G1Wz80v5iFixbZjGP8AdNd5RXScp4OPgFq2NraxaMM/88m4/Wn/APChNXz/AMhq0/79N/jXutFA%20rHha/AbVsktrNrz28pv8acPgPqq/8xe1b2MTf417lRQLlR4d/wAKI1U5/wCJvZj0/dNn+dKPgTqo%204/te0/GJv8a9wooHY8OHwJ1ULgaxa8djE3+NO/4UTqgxnV7RuMH903H617fRQFjw7/hROrDI/tiz%20I9fKb/Gnf8KK1QJhdXtATjP7pscfjXt9FAWPDz8CNWPI1q0Dd8RN/jR/wonVfunWLTbjtE3+Ne4U%20UBY8PX4EaqoIXWLUZ65ib/Gl/wCFF6pgY1e2A9BG3+Ne30UrILHiA+BWq/LjV7Reef3Tcj86B8Ct%20VDHOr2pz/wBMmxj0617fRRZBY8SX4G6pznVbXn1ib/GnD4H6rtx/a9sB/wBc24/Wva6KLBY8RPwK%201I5I1a1Bx2ib/GgfAvVA246xa5/65Nz+te3UUWCx4mPgZqi8LrFqo/65N/jT1+CGprx/a1qc9f3T%20f417TRTCx4k3wM1Rmz/a9r9DE3P60H4Gapvz/a9p0x/qm4/WvbaKAseJf8KM1UY26xaj1/dN/jSH%204FaoQSNYtgT1HlN/jXt1FMDxM/A7VdgH9r2p9R5Tfn1pV+B2qDg6ta7c9BE3+Ne10UXGeLt8E9Vy%20f+Jtalcf88m/xprfA/VGA/4m9sP+2TcfrXtVFF2I8R/4UXqu1lOrWgz6RNz+tMb4EaqScaxa7T0H%20lN/jXuNFFwseEt8AtWJ51m1IPUeU3+NQSfs+6y2ca3adeD5TZ/nXvtFFxnz4v7OWrKw/4nlpjqf3%20Tf416l4U8FXGgaSbS5u4pjuyDHGQAMe5rsaKW402jGbRJGUkypk/7H/16b/YD5/168/7HT9a26KV%20kPmZhSeHnkjKmZcH/Y/+vXP6r8P77UVmVdQhAkGBujPy/rXe0VnOlCatIpVJR2PBx8AdYjbK6zZt%20znmJuT780sXwB1cThm1y1RcYOyJs/Uc17vRUfVqfYXtJHhp+Beul1Y65a5UfKfKbI/WmL8BdYDEj%20WbRT1z5Tf417rRS+q0uwc8jwkfAPVy+463aDjp5Tf407/hQ+sgkDWrMKx6CJv8a90opfVaXYOeR4%20wPgtrnmof7dtQigZURNyc9etexWsJt7WOItuKDG71qWitKdGFO/KJyb3CiiitiQooooAKKKKAKGu%206e+raBe2Ecphe5haNZAPukjrXhtz+zxrdzcPJ/btmC7csYm3Ee/NfQNFRKnGTuyZRUtz53H7OGtP%20KC+t2Cp3Cwv/AI1pf8KJ8QQyIbbXLIhRj54mPH517tRU+yh2DlR45P8ABfUVx/Z1/Y28nG6Uwtub%20171WtfgLNBcC6fUYHm2nOYzjd69ele2UUOjBqwOKe54/YfB7VdP3Na6jZRs2ckQtk/rRH8H9YFw8%200urWzFuq+Wef1r2CihUorYOVI8Yu/gpqd2eNRsox/wBcm5/WrEHwc1K3g2Lqdrn18psH9a9forVa%20bFHkr/CHU5EA/tW3U55IjP8AjSS/B69nQ7tQtww4UCM4H6163RSnFTVpCcU9zxyP4JXqCTdqdoXZ%20dqsIW4B6jrV/UPgpDdNC8GpGJlUK/wAnB45r1Sihq7uVc8V1j4Iatq8cUT63bxrCCFIjb5h2zzUE%20XwI1SBY449XtfLj5UeU3X1617jRTWgXPIz8JNaVw0Wr2w2jjMbdfXrSah8I9aubJYbbVrSJsHexi%20b5vbrXrtFO7EeN6d8Er+yLNJqls7GMquIm4z1HWr0Xwl1JVwdVhX0Cxnj9a9WopdAPIrn4P6ndM7%20nUrWOUoUDrEfwPWqFn8DdUTeL3V7aQEYXZG3X35r2yilbS1wPFD8E9amZftWsWTqp+XETZXHTvTI%20/gTqUd4kx1e2cRtvGY2zn869uopcqSsgWh4tN8F9e87z7bW7SOXzAzDym2kfnSJ8FNXkfN3qVg53%20FgwhbIP517VRUexhYDxu2+DmuW+d2s2k0eT+5eJtv481Jd/BvUXt2W11CzWQspUvE2E9e9ewUVPs%20KfYDwqX9n/Uft8dxBrVuqsQZ0MbfNj0rPv8A9nfXtSvGkm8QWqwZPlxeU3yivoWitFTincSVj58h%20/Zx1OKMhNZs1bG3cIW+Yd881Lb/s5XkOM6vbHHQeW2M179RT5UM8HH7P+rkxuniC3gdCSDHGw/Ct%20y3+EOstaxWt/rVu0UTbkeKJg2fQ57GvXKKn2cQWmx5K/wh1J7ppP7Utl6AMsRzt7jrSx/BcQTiZb%20qF2ByVaM4f6816zRT5EXzyPKZPhXqnmv5F5Yxxt0Aibj261FL8I9WeP9zqlrC+3GVibnP4163RSV%20OMdiU2tjyS3+EOpwxIJNUtpWA5LRNz+tJ/wp3UkkkMOrwAP6xn5fpz0r1yiq5EV7SR5Nofwg1DS7%20uaa41O2lMhH3Y2GR6da3G8AXbsEe7hMRbJxGc4HQda72ipdOLd2UqskrHAS/D2/eRSuoQLGrEiMR%20nGPzq0fAsxXcLqNZF+6Qh6enWu1opeyiP20zgZfh5dSOWF7CM9R5Z6/nXbadbGy0u1tWIYwQpGSB%20wdqgf0qxRVRgo7ESqSluFFFFWQFFFFABRRRQAUUUUAFIzBVLMcADJJ7UtRXbQpZTtdkLAsbGUt0C%2045/SgDh/+Forfald2vhnw9qGupZyGKae1ZFVXBwV+cjkVqeEvHlh4ruLqyWCax1KzIFxZXA+aPOc%20cjg5wehrjPD/AIZ1GFJtR+FXim3k0q5nedrS+DNGkrHLAKoBHUdau+G/FV3F8QZdE8ZaVaQ699m3%20pqNouI5I1Vm5yxIwM9fWgD0x54oziSVEPozAU7coAJIwehz1rxBhYa/eavParrXigtPKFuIpYhHa%20kE/Iu8A/LXNr4l1+++Elqn9q3cdyniH7Ck7OplWLzUUKT0yBQM+kRLGzlFkUsOqhuRWTJ4q0qPxS%20nh5rpP7RdN/k55AwSD+hrzP4gaDP4HtdL1/RtZvvt63sEM7OVxcK8iq27A9Caiu/DtldftLwSyNI%20G+yJPgEYDYdu/bIoEezyTRxf62RU/wB5gKcrBlDKQQehB6143qc+na9421WGN9W8Sukhhks7R0WK%20zIJ+X5wPm9cGrPwY1jU59c8SaNey3JtNPmxbQ3Tq8kA3EbCV44A7UAesXM62trLPJ92JC7Y9AM15%201p3xefW7ae70Twhq99ZwzND9oR4lUsOvBbNd7q+P7Dvs9Ps8mf8Avk14n8IbPxrceDbp/Dup6TbW%20f9ozbEuonZ88dSpxjpQB6l4S8d6X4vku7az3wX9kcXNpKPniycDJ6c4PT0q14m8TxeG4LdmtZbyW%20eQIsMLKGIyAT8xA4zn8K8z8CXF14f+Kmuab4tdJ9evLcTC+hA8oRDewUDqMYY81VC2XiKbU7u1TW%20vE582Ty7mKaJY7cgfdXeAeOtAHt6SZjVnHllhnaxHFYPizxnp/hHToby9SSdJp0gUQkHDMwUZ56c%2014WfEuv6l8IbPdq91FeLrz2KzFl8xYl2DaSBjOM810vxU8IQeHvAUNpaahdSvdX0QNxcMpZCZF+Y%20EAc0Ae3CWNnKK6lh1UHkUPIka5kZVHqxxXkPjnw4/gPwf/wkuja7eDULOSLe8jri83OqkPgZPDE1%20J4p1az1nxNp8N1danc3Js0mbQLIqAN2cu5cY9uvagD1pJUkXdG6svqpyKTzY9wXzF3HoM9a8J0HV%20NR0X4j6volvDfafp76M1wlleSI5jkwx3Ls4HQcGtj4O+G5rzwtpfi3W9cvbq78kuqyMpjRCvQ8Z4%20ye9AHrzzxRHEkqIT2ZgKeCCMg5B714h/oPiHUNVuLQa14o2zOFmimiEdtx91d4B4610fwL1rUdX8%20HX6arPNO9jqUttE07BnVFC4Ukcce1AHplFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU%20UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmUXjXxXrvjzWdD8Ow%206dFb6WyK0l3GxZiyhuzV6bXg2h6FHrnxq8Z7tevtJKGIYtZlQv8AuxydwOaAPUY7rxLaeE9Tutde%20yF7FGzQfZUZVAA6nJOar/CzxDfeKPh3Y6rqhU3UskyuVzj5ZWUdfYCprrT00j4d6jaR6ncaj5VrJ%20m4upFdzwTyVA9axvgV/ySDS8f89bj/0e9AFH4j/Fe58DeL9J09LNZbGcGS8lKktFGCMsOfQ16K+q%20WsWinVJZNlqIPPZz2XGc/lXlvi3S7XW/jxp2mX6hre60W6ikHfBKDj3rCsNbvbnw6nwylaQax9u+%20z3SHr9hd2G7PsrLQM6jwP8VNQ8YyeJY0sYoG0sMbYuMBuCQWOeh/Diu70nVpDo8E2uS28FzIzKdj%20YU4OBjk/zryG3sYNN1/4o2NmFW3t9JjjA78W4FYt7YW2p+Dfh1YXaF4LjVdjoCcuDNgrQI+g7fWd%20PureSaC7jeKIkO+cAdf8DUVj4g0rUZ2hs72OSReq9D+vWvOfiHa+FPC2l6ZoEOhNL9vu42htLfCp%20I4bALlj0yeeR1rjvGljc6P4l8HTzWOjabM2rQoiWSsJAu8ZBO4jHSgD3y91ew0+WKO9uo4nlbaik%208k/5Nc74U8aN4j8WeI9L2xiHSXhWN1H396knJz2xXD+ANM0zxB4w8VXHjWCG61iO6VVFzgeXF820%20J7FcHiud0ox6NY/FkeBixECR+WVPMZ8t95X3B6UAe8N4g0pL8WbX0PnsQAuev49KsXOo2lmFN1cR%20xBlLqXbGQOpH515Vp3hfwDN8HReyw2zrJYNPNdN/rRLsJdsddwbPbtXB6ZZS+K9W+HMHioS3UQW9%208oT8GaFJEEe4dwVxQB9J2V9b6jaJdWUomgfO116HBxU9UtJ0fT9DsFstItY7S2QkrFGMKMnJq7QA%20UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFI6LJGy%20SAMrAhge4paKAOCb4UWFtqNxdaBrOqaGtw5eSGwkRUZick8qTWj4d+HelaDPd3U0s+p315H5U95e%20EGR0wRtyAOME11lFAHC2Pwts9MhubXTdc1a00+4laU2UEqLEC3UY29DUdr8HPDdpoS6VE959mS+F%208g8xflkDBhjjpkDiu+ooAxPFHhSw8W6dFZao0yxRTxzr5LBTuRgw6g8ZFUNZ+H+nax4ostfF3eWW%20oWYCiW1dVMij+Fsg5GMj8a6qigDil+Glra6pfXmj6zqmlC+kMs8NpIqozE5LYKnk96t+Efh9pPgy%20/v7zS3uGl1DaZvNYEEgk5wAOSTzXVUUAR3EC3NrLBJnZKhRsehGK8/sPg9Y6RFJBo/iTX7G2klaY%20wQ3CBQx6kZSvRKKAOU8PfDvR/D813c7pr+9vEMc93dEGR1OeCQB6mqFl8LbTTLWay0vXNWs7CaUy%20NZxSqIxnqoG3gYAFd1RQBwVr8H/Dlp4fTR4nuxaR3zX0aiQDZISOBx04HFb3jDwbpvjbR/7N1gzC%20AMHHksFOQQR1B9K36KAOG/4VXp08tmuq6pqOp2dm26Gxu3VoVI+7wFB4471c1X4f2l/4nbXrLUr/%20AEq+kiEUz2TqnmqCSN2VPqa62igDh7L4VaNaa/JrL3d9cXs0DQzSyyLulDAgljjk4Jrf8O+F7Dwz%204Zh0Kw8x7OGPyx5rZYjGOSMVs0UAcJZfCuy0qGa10bW9W0+xmlMj2kEqiPJ6gDb0wAK2PBvgjS/A%201jc2mimYQ3M7XDpIwIVjjpgcDiujooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo%20ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuW1f4beE9c1SXUdS0W2%20mu5gBJKUwWwMDNdTRQBiaP4P0LQNPuLHStPht7e6/wBcij7/ABjn8Kv6TpFhoemx6fpNrHa2sZYp%20FGuFBZix/MkmrlFAFCTQ9Nm1qLV5LOJr+GNokuCvzqpwSM/gKjTw3o8fiOTX00+FdVkj8p7sL+8Z%20MAbc+nArTooAy28N6O9zqNw2nwebqaCO8fbzMoXbhvXjiov+ES0LybKIabAI7CXzrVQuPJfdu3L6%20c1s0UAZ2t+H9L8RWX2XWbKK7iB3Ksi52t2I9xWRD8OPCkQjP9jWzyRMHSRkyQw6H0yK6iigDntY8%20CeHddu47rUtMhmuI1CiUr8xXpj9Kt6P4W0TQPtI0bTLezF1jzxEmPMwMDPrxWtRQByc3wx8Hz3jX%20Euh2rF23suzhmznd9a2pfD2kz6hZXsthA1zYRmO1lKcxKcZAPb7orSooAKKKKACiiigAooooAKKK%20KACiiigAooooAKKKKACiiigAooooAKKKKACq1/qFppdo1zqE6wQKQC79AT0qzXG/FPRrTXvA01jq%20AYwtNG3ynnIPFJuyuBrHxp4dHXVrf8zQPGfh1jgatb5+pr5wvfg/pkoP2O7uIsjoz8VhX3whvohm%20y1OOU8fKS2ayVVFcp9YL4t0F/u6nAfxNSr4j0h51hW/hMjdFB618XXPgLxVp+6VLeSZed0kb9u2O%20azFOv6TN5phu4jjAZsnBp+0FZn3fJf2sX+snUfjUcmrWMShpLlAD0r4cg8a61FIfNvroSjhXYnBq%20/Z+Pru3ZjNIbiRjz55JwfUYo55C0PtKLWtOnYiK6VivXg0T61p1sMzXcaj86+QI/HdzcSbJbyTGM%20lYmwv61dg8SmZg8LLnHXcc4pe0Yro+s49Y0+UAx3SEHp1pja7piNta8QHOO9fKra1cSpuErsueCz%20cULq864wzr1Hymj2jHdH1Y+tadGu57uMCmrr2mOCVvIyPxr5SGqTdWZiemcn9akGoSlhtlP1yeKf%20Ow0Pqn+3tM8wp9sj3DtzQdd0wEA3ceSMjrXyyl5Mx+V2PXPNSpezgY8xlBA/ip84H1IdZ09U3G6T%20GM55obWNPWMO10gU9DzXzFDfEsTLcyjaOFVqsLqAyOXZhyGkbpRzAfSR13TQATdoAfrSf2/pf/P5%20H+tfN/28SsPtAYgdPLPFPMW6MPC21SemTk1XMgPo0+INKHW9j/WmnxHpAGTfRYzjvXzdJp7sh/eM%20RnPU8e9ZtzbvE/LucdOadwPqE+J9GB5v4v1o/wCEn0b/AKCEX6/4V8pOXBA3v09etR+ZIM/O2evW%20ldgfWP8AwlGi/wDQQi/Wk/4SjRf+ghF+tfJxyQDuP0yaidiP4mJIxtB/WjmJufWx8U6IOuow/rR/%20wlGi/wDQRh/M18hOzRcDLHtyfzqBmfbg7h/Cfmpi5j7C/wCEs0LGf7Sh9OppjeMfD6ff1WAfUn/C%20vjeTG8lpGUgf3qoXD286lZJCePvZNJtoq59rr4x8Pt93VYD+Jp3/AAl+g/8AQTh/M/4V8IFpLY+a%20kjFepyxqwl7MUBLSA46bulHMPU+5/wDhLtB/6CcP5mg+L9AHXVIPzNfDaS3UrKsZlYn+7nirdvo2%20q3a5it5ME9S2P60cwep9sf8ACYeH84/tSD8zQfGPh8ddVg/M18bL4Xulybu6jg2/eDOSR+VTxaLp%20SY83UJJmH3hGxwfzqedhdH2B/wAJn4e/6CsH5n/Cnp4t0J/ualE30B/wr5GWLTLYH7PaNLgYzI3/%20ANerC6nPEf3Hl2xznamelHM+xLdj65XX9LZSwvY8Dqc1G3ifRUba2oQg/U18jE3t46pG9xLjrEob%20ANbFh4F8T6oc2+lXb7j98nAH5mrRi6sukT6f/wCEq0T/AKCMP5mmnxdoI66nD+ZrwfT/AIHeJrll%20894bTjkyMTgfhWd4y+FEHg7ToZL/AFrzruRvliiYgEfjSlLlV2awc5bqx9Ef8JfoH/QUg/M0f8Jf%20oH/QUg/M18YXiJAxETswB6lutVooUaMzXUzpbKcIdxy59qn2hpY+2x4q0NkDjUodpO0HJ5NEnivQ%204gpk1KFQ3TJPNfDsupXNxcx/Z3aMKf3aqx4qfUkvFgV7y7aQIcL8x4PpS57OzHZvVH28viXR2UMu%20oQkHvk0f8JLo/wD0EIfzr4Q/tS9C7ReS7W7FuKY9/cMMvcSHA67jgVV5En3j/wAJPov/AEEYPT71%20aFrdQXtuk9rIJYnGVdehFfn2bmbndI5z0+Y819kfA8lvhHoxY5/ddSfeqTfUD0GiiimAUUUUAFFF%20FABSNnHFLRQBRaa7QEeTuPUEGqrapKrYEffuTxWueeP1qKa1imOXUFgOCatNdUQ0+hktrUq8NEB+%20Jph1+X/nhjjpmtUWEHQxjPrVafRraUl8MpbjFaJw7EuM+jKf9vvhsxAD1yaeNebb/qhn6mmHQX25%20SQDPU96z57c207Rkgn1HertB7EXmtzUOuN/DGMY7k0o1pyDiIE9uTWKN3Qdj1Pen7mByDznr6+1H%20JEXOzZ/tog8wn6A9KUazk48ls46ZrKDH7pchTwGPUn2p6uDg7gUxjPfNL2aKUmav9rf9Mz+dH9rf%209M/1rNMm3ADbh04pgZjyBxS5EVzGxHqyMQDEwyfWrkc6yjKcisGMhxzyFBIFWUmdWAO7AHQ+vapl%20FdBqTNjzBx79KcCD0rHM7vg/dBGOexpyXMgO3vkcelRyj5jWoqks5dcHr6CniUr0PTtS5WPmRaoq%20BZSFG7J7mnq+c4OT/OlZjuiSim56nJ4HIoHYZ6ikMdRTc8AZJ560depxjrigB1FNBz079jRnA6k5%20OPpQA6imnuM4x6UZ549OPegB1FNz/Fn2xRn3+vtQA6im9MDJOec0deS2Oe1ADqKbnr/I0d+pO7p7%20UAOoppzz1wB1FMLlWUnOP50AS0VB5nPHI5zmmCTbzjaM0+Vk8yLVFQ+aBx8xyc59KQzHoOpNFmPm%20RPRUKzZYBvlJ9amHTmlsF7hRRRQMK5j4gySReEZngGZBIm3866euX+Icay+EJkk+40iAj1GazqO0%20GwbseTW97fT3Gy8QMSM+Yh+Ue1SxahEsjwu3luP1qnHDbaZbv9ibaTnKg9arPcreWhLx5fIwW715%206qS3M/aS3NqC+glXdHPGeSuT6irL7LgjzQkoxjkDArh5bdYt7RW5hhZgW55U9/zrXs7S4vtNkhMx%20j2Izxvn5lAGRmtHVS6Fe012NK68N6NfgpdabA4PVgOa8p8ceGdP0TXFgtbd2ikXcMYyPWt/RNU1R%207z7FHfvvkcqpY9TVXxxHONTVb1jLcpGAwPTIHGKcqiTt1IrVHFaHEPolkyqY5po2A4B7ZqEaFcIp%20+yXkeCcFeetdPGZFtM/Z45/lBYjqp9KQvC+wtCYzxkL0qlKS6nMq8rHObNetFUhPOjjOAFPH1qZP%20EmqWZb7XA6k8ZIzgfhW0Y7RS/wAzxoW4HfmpVtSZNtvqGdqjCsPX196fM+qRqsRfdGZa+NrXP+m2%20RZV43KMMfQnNa9vrfh+5VfLvTFJ1bf0Ws6fTXkwbq1t7hA2N4HLVQm0axdiG0+WMhjgxEYquZdi1%20VgzsIII70j7FeRzZydu7B+tElheQYLwnBPBBzmuFbQ7VS3k6hNAx7SZ/pVu1bxHZKDp+r+btHCZ7%20fjTUo9zROL2Z1JeQZDbhjqMd6ctwV+uPwNYK+KPE1tg3unx3KZyWxn+tO/4TjTZs/a9Nkt5BzwOK%20tFWZ0a6hjGVyO+asx6qVAAOfSuWj8S6BJEWMs0UmAQp9ail8WWMbE28MsgH94cU9A1R2y6w6jYWB%2057jvSST/AGg8jcM5wfWuE/4S29m/487Q47fKc05LrxPeg+VBIqngZFLmGddLaspBJCfj09qz5pbe%20FcySrx15rKTw74huMfaJ2QMfXnFW4vA0pYtc3bN+NLmCxHJqtnFjMmfpVOXXohnyoXJPU1up4Q0+%20JhuZix6mp4dHsIWKNCXB6FsVPMKxyD6vcStiCPax64FVs39z8wEjZ9BwK7n7NEu5YbaJQDt3bSTV%20WJNRudQbTY3ZZFHyIoA3D2zVpti80crFomo3JDGFvYsRVoeHTGoa7vreEH+E5J/Su2t/hp4n1QAr%20YXMoJyWyMCug0/4C63cOBc+VbD1ck8U1Eep5T/Z+jRMwlu5rgDr5XT9aab3TbIbrfSjICfvXHUfl%20Xv1h+z7Zwsp1DU+P4vK4/mK1pvhB4FtYGXUJt4xyZHHFPlYWPny21S8uIc2cUdtGRgLGhyKuxaPr%202qLgR3U3sFxk1674Us/DHg3VLnT5/s2o28jGWC5xkqv90+/Fad58dfCunZh060klI4ygAANKLu+z%20G4Janktl8I/F9/gx6XNEp/ikYY/nXV6b+z5rk4DX+o21sufuqGzj0q1qH7Q2oHcmm6bAg6b5M8fr%20XKah8YvFt5yNRa2BHCwcfzrWxF0elWHwE0K1VTqmqzylfvDeAp/MVqw+E/hn4d/4+/sTuP4pm3H9%20K+c77xNrepSM17qVzMDztZu9UGaSTG8sO5yxpJITlbY+m5/iZ8PPDsZ+wvbs45CQR8n865/Uv2it%20NikZdK0meUAcM+ME/nXgToVzkYPU+1VJpsMQJF6/lVaIyUpN6Hquq/tG+Jbksmn2NpajoCQxI/Wv%20Pda8Xa14nuvtGtX01zIFwBnhfpWA7R/Qmp4GjijM8h4HCqOpNRJ6anQrgSAGuLzIgXlQf4z6VTvd%20Se8cgABU4Ea9B9KiuLl7mbMkpGDtVB0FRqpZ1DA8N8pqUkDZqeHbYy6zCgG1YxvLDtVzxPOJFWNQ%20NrNnnq49T71P4YhC2N7cvnk7Q3oPSsrXSZtRIP8AAcMV7n/Cua/NX9DqXu0fUyz0bPJJ/L6UBiPu%204Bx36Uoik67CDt4z0H196UwSnO1cDGAW7+9dmhyjBwPlBHGQD29q+zvgaQfhBou3p5P9TXxutoXD%20+YRjqB619k/A9dvwj0bjH7rn86EwPQaKKKYBRRRQAUUUUAFFFBOKAEP3hyfpSYBJ55/lQD1IOR2o%204A4OAOtAAGyAemT3oJbnGPY0E5P3c45FZF3qEm5lX5U6cU0riehZm1NI5AMdOGb0rAm5kLBtwY5B%20ps1yXRckFQCfrVRroHeDIqrjaSPvBj0xXVCFjCUrk/mpuZd3zL94elHmhW/kaxXv/s0nnyMVKn98%20vdh61Wm1RN5khfMRQusa9VYdDW3IjPU6NZAu3Hyk8D1A9qeJNwwTy54Hr9KwrPVzdKpmws2drxjo%20fQ0651ePTrrzJXZoZRhGHQH+7S5SdUbyyIwJDc52+5qfgfe9RjNcxZ6hKkkfnOCN+FYds84HvW7E%202GG98gt36ken1qGi1Jrc0EZQuO54P09qvhY44d+0EqOlZEUmGAVicZOW6inSziRRGyZOcjHas3HU%201TJvtsZkyVzuPIHanfaslo4cDnp71SkSKJN0udp4wadBE1xIgHKg8D+v4U+VE3dzVhvomVQoPofr%20U8bbgTt6dMUyK0SCP96V39yKhEkkbHH3c5JPT8Kz0voWXApOME59DTwrcYHNVv7RVEAXGc801tTy%20u2NDnPBPrU2b6D0NLJ2kgjpxSbm46Yx19TWcL/HG7BHc1Yin3uSFJGRx2qeVlcxb5pCW28DmkHTb%20yQc8+lKGGBg8dKkoXJz07fnRk55HFNydvzMAQecUm4N1OQM5BoAfk+lJlvT/AOvSArk4ODwSKXGA%20BnOTnmgAJbIwOO+aXJ9KMnkDGccUZIAyR/8AXoAATzkfSkye/HNNY7VG7luSD6Uwy/N8hBJHNOwr%20j2kxkAjIPemmbnjgVE8o6EgGoXuEVgCc8c4qlElyLPm44zjOTxQZMj5vTqKz3vMYAIGOophuyTwe%20cgADt6/nVcorsv7lA5wAfSmh1zwcj+VUDdHL5HLHn6elN8/qcDtwev4fSq5WI0ldW+7xg849amUI%20rfMfm61jec7HP3sHlu59KmRbl+Bzk/xdqlxGmaLyJuG459cVYHKjFZbQSjhnUk9h/D7VpRLtRen3%20QOKh2LQ+iiipGFcv8QSB4UfcQB5qDJ+tdRXKfEgxDwfI1wCUWaNuPY1nVV4NClseRzaSWvHuA4OR%20gBqx47aVZpBErq0eWfH3cVNdawtxG5MuxixEKjr+NS2N/wCbC0UhxIV52dSa87lklZs5ryI91wdP%20kmktwFZCMjpUFpqrxxKuW3sFU56bav3F2rWEdlJE04B3+X71X1FIvs8d1HAsM0WCTjt6VLi7Du2r%20HOXoksNVeSLCsriRdw7E9a0PG1tJF/Z806FftcQchejEjg1B4gmXVAswYjcoB29qDcProtrC+OI4%20lVY5B1UL2/GtHFuz6l1qbqQV9zl0T94UdlTbnOf5UuxwqyrlQc4weDXX3+i2VtuNtBuHAy3Sqcem%202bcTW6hh2T1/wrX2ckcyozSuc0rs3MnUnnPQ00ZUOFVBk5yc5966G40O2U+aqsm7pjp+FQJpFu//%20AC3lXkg5xj8aXJJD9jMxd3zqV3YBIJXpS+bIG5Z04OwnH5it2LRlhckzhkK/8tOhPoMUxtK4BAiD%20YyBg01CSBU5GOLtzGFd4pBgZDDrTXETqc20chyVBTjFXp9LIkG2La68so/izVOWwnVf3cTbfryPa%20j3kHK0XdBJhsJtvGGOd3NTyRWlzHm4s1fdwTjqaZbWN/aaPttlQzSMWkRuir2FWo2lhskkNkzSLn%20KJ0H0rojG6SOmF0jkvEGgw2cwmSI+Q46DqprY8KaSNR02O2thGk8jk+ZIO45IqzqpW98P3DtE8RQ%20A4fqOareD554LUy27cq7Yx1FTJWdjW+lzVufDviy2lD2Utu8ajG1FOaamp+NbTat14dadegeJOfr%20XR6Z4i1m3lT7My72x8zDk16Honi3xCYyWms2RDgxzKdx96lWejF7aCPJrbxPJJPHbXml3VpMWwNy%20cE13+m+AdR1aNWju7WJXUH5ycgV0E/i3UNUNxb3Vjp8fk45ZT69awJEvL66kktGjV4ycmEkYrJyi%20tU9DRVKb3ZuRfCEgj7Zq0aJjpGcY/OuP8X6p8PvBExtRJc65qWdrRRMpWM9Mt0/SvPvH/jq8uJjp%20ttfzBbc7XlDdT0wK84kkLNwc5Ybt5JJNdEEpK9gbXRnfa5461DRpDb6Xb28aXK+aJWB3oD0FchP4%20m1q61GG/mv5Rdw5CypgFR6CrPi35rjTHBJLWynI/GsRRkBf4XYkAdz/hWsVoZrY7HT/ir44sFH2X%20xFebc4G4jGPfiuk0/wDaD8YxxrDd3UcwzgyAfMa8sUkHcQWGcsD/ACokCnBC45xj+8KepR7daePL%207xHGTNq9xlj/AKst0q7BpVzqDN/pazHPCyMeTXhmm6lNp95HLFJ845H+1XsWjeIo7rRY7mMh1b5W%20Q/eRu9K0r7hzE+reHdbtlDGxkWNeN8ZyCPWvNdX077Ldv5cx8wtyjKQTXs+ieLJ7J/kkOzqUPP51%201rQ+HPGFnnUdMtzN3kxhz71Fne5Vk0fMlvcQxuRMj785KAVfEkrLthspXJ6sccV6F4v+H506YXen%20MHVTuQ45X2NY+kBNQuRZGO4kvWHMceAB+dDk1uZONjlDbakzcWypj+/UkOharcuCZo4cjPfp616T%20B4U1OVAINLYhzgeYvb/Ct2w+GOtyRqXto4x/s9/fmlGomYz57e6eOSeGJQgea8ldGb+H+L6VlvpA%20SXY5YkcdK+j5fhZ5NqbjWL+3tYkG5iM5X3+teY+ILa2sVnOjSm6iwSkzDg+9OpUSV0gpwqp+8zz+%20WC1sVUvGssnZO/1NZroROxmj3P0Ge1aqxNcSeZcsWkJy3vUUsSGZiEYnOahS1sdVvduZhZepSnpJ%201PlqB1q28YQfc5HA46//AF6kitEeaKHYzO7fwjg1fMtyTZtCLTQ4M48wtuKds471zMsdy8zMSAN3%20zM1dTfudvlRJ5sg+6oHKj0+tYy6XqDtk2srMecgc1y0Xq5PqdFd2tHsZedpwWZmz07UyR3kIXkbe%20lbaaJqTLlbObGeMAVPB4cvygaW0mXIwRx1rf2ke5zXRzbxOykfMOwI7V9kfBBSvwj0YE/wDLL8ua%20+X18OXob5bN+vfFfU3waheD4XaVFKu11jwR6c1cJqT0BHdUUUVqMKKKKACiiigApshKxsVGSAcCn%20Vzfj7UU0rwXqF5K7okcTElOvQ0Aa9vcl2CtEyDrlmGc0+a7SPcuRu6DceCa+a7P4p2Frb7Y7m6dz%20yd5GDU1p8WbGPcbmW4dWBAUkce9UoLa5nzPsfRf26OCFW1CaGN+uFPFY2rahp15H5sF9EQvJ55H0%20rxNviToUzIXuZgiOCAx5pieNNBcgG5XBBJPOTz2rojTpr7RnKc/5T1WTY+cyoVzgDPb1qtJaK2WF%20yduMcsPyrzP/AIS7RpGyNRHzcEnPNA8UaM2NupRkHvk10RUVtMzbk/snoyaSszeal1iNuwIyp9qr%20R6Aljr8hSeCSOSAkNnntXBL4o0c5zqCLj1Jpr6zpdwytBqCEng8nkVE6ae0xxlL+U9Zj8Nae08Vz%20YbJN0R8xCw+U+tUf+EafUdVaQShdOt3BG9hhj3xXmMt6otEW01RYpCcOUc8itWDVV+zrGNQUx7cH%205+prONJt25ipTSV3E9Jz4Z0zUAtxerI2wkDrtNOOoeHrps2uoqCf4WzxXl4mVLpJIpEI6fe6VMJk%20OcSKfm5JYc1uqCvbmZk6r7Ho3m2/AivrdwDt5zyDV6z895QbZVkIOAVYcfnXlvmf53Cnw3UsLiSF%202RgOofpVOh5gq1uh6vO8hj23EDbQCeecVShvZLeXKDjpwDjFcPB4n1iA/u75yvcMRg1ZXxnra8mZ%20Hx2x1rP2EkrFe2jc70anIIQJImwTjdj7tIt4ZpAm1t3UEjpXGDx5rWB+8T8qlTx7rAXDPF0PJHNT%209XmtkV7aJ26tgDcACwOMjgetQyT7CAflUA4wOBXJr451YqFlETMeeR90epoHjm/dxlYMbgOQc+5o%20VGdwdSJ1EVwZpFVRkjoVBwKnWR4t2CwOcniuVTxvqfKCOAPuxjHJHYClHjPUndsmJcKevt/hTdKQ%20lUilqzsYrm4kbKR7vUgVbFzJGd0wI44yOK4M+LdRZwv2jyVwGBXoR3pF8Vany63TEIeR9e9S8PLy%20L9qkehi6jRPwydtDXDFcrGWz0rzoeJdRRsPMxZvm5PX0oXxDqQUN9rf5iSPbHUUvqsg9vE9FilaR%20RmI5Bwc02SRlzubKg1wq+JLqXaZZnBPGV6U4a9e8N9ok5yuBj5vQj6Uvq8rh7ZdjuVmTacsw6cnv%20Uy8qCAB6V502r3Lgbp5DLyuB69s0g1m6Q4a4k27dpUHlT3o+rS7h7byO7nmYSbChzg454+tVvLkI%205faME5z0rjhqtwo+eZ8kYwx7dj/jTPt0hXKySNg8EHkH0+lUsO0J1U+h1zqiY/fgnBPBqAybeA44%20H865tb98FcgsDkjt7/lSrfI6naSxzkeo96r2TW5PtH2N4yYPVfc+lHmr/fWsM3iswwf93H8RpDOx%20YnaSOh57/wD1qOQOdm55i8fvB05qSBWnDeS4Yg9zxXOG5wgJ4OcEnoMUM4YEqnLdyfyNDgNSZ1yW%20M4586IDqcGpRaXGMiVSDznNcVJKeOWJUDkHlfrTDNJuxvl+bng/yrP2TfUtT8juUjkVtsrKDjglu%20K0oSDGu1w4CgZHevMPNO7LzMcBgNx/T612PhIsbMhiSQg+8eep/SonS5Y81y4zu7HRUUUVzmgVxf%20xVmMHgpnH/PzED75au0rh/i7bLd/D+4jaTy/3sZDe+aT2JlpFnhWoeYlwbny1WHftKZ+5z1/Gk06%20+Rt6weWJWLBXOcg+9YwstgctcMBnhGPcd607TEdifsa7Hk4dyRnHf86ycU1ocnNY0reG4t286V1L%20KpaTNaFvKstmZcm5imBAB7fSsy2uIoVZHmiaNUOVfPTHIHvVu0tbW5SS5tbhlk8sbV7KuK5Z2i7M%20SqJaPc53xFatb2K3NqQsasVdf4xipdEmWeCJrRmkUj5w3VfU1eubnTbGLymm+0M4O/cOB9Kq2trH%20Z3lu9rnypedvbnpTXK9V0OmjP2ietzVnSZpGMG5lKgbe1UntLgS7ye2MV1kOnPMhbcEjHUn+VVvJ%20iuFkNtIJY42KyYHKmt9Wro6HyRdmc39lZlG2VN+eVPamyWT85ZXB9Oua1BbKl0zShdo/jHQ//Xpx%2006ORSRBtUsWX6+v0rmdfqdiwknrdFC2sZlAOCwI6+hqxNp9wYeFC7hg+1ToLu2uVX/lkBuP+0fT6%20VNfOPsfnTMXKkuI4/Uc4Na06imtDCrQdNq5im0kdPKliLMMAGq02lyQyEqjk57VvaLdzazbSXDWz%202xQ8Iw6/Slurp8mOOF89GzjJPtVuVviIVNydkcnq+rwaLLbRXMT4kXJZOw7VG+tQie1+ySq6zkhi%20O3FX/FOlvqlnC8VvvuIP+WZ/iFZ2j2enDet2/kTxrnnovsPetIONSNrmcouDH6rBK2myEFmXoSe1%20ZXhwiG3n3EDy2Bz6c10U/kX2lSm2czEKM7/4ayooodKjMke2TcA0gcfKfauTnUG1Jl1FzR0Ogubh%20ohDcwbsyAMHPc+orVbWbmOxWa+QMzsMOfvY9TVbSli1bTFmmgKKGzGB91Pat0abYziJpkMmzkFfu%20qO1FnucckluKjm/ninskG8rtwp4kHvmqXiO5n0PTGuYS0EkymLg/KDjk/kag1BFF9FbpObe3VxLM%200IO3n9azPiZfQy2Ft9muDLDESu7pk47U4UU5qUuglBN3PH7xc3UuTuXOd5/ipkNu8zZJdehLe3pR%20xJMSPmCjHPQGrkcf+iBEGPUj+Vdx0PY1PE0Eclrp4wTsgUKTWHEiyZDgLJ936j2rqpYU160tbewY%20JdW0Ko0ZP3sd65a4heLUGilwzQuRvToaS2EkNe3CMEYEnGCfWojG0f3Tz7/xfWtOJg0HzKGwfypk%201sr5I+ZT09zVR1dguZWAWwDkH5Mt6jnNbGj6nLZTmJJmMchyU7VlSxGMncy/MMYPb2p1tKftAYDa%20OrA9/ehod9D0u01DGwM2c9q6vR9ae3lBVz/s4P6V5/YyR+UrGTGB19K27e4gj5MoAxk89Ki1i4s9%20Cu9bSaE5+bcOV9K4XUrhtN1ODUrI7bi3feGHf1WpJdTgWNS1x827jPpWPeX1rPMo88GID5m9faiw%20OSZ1eqftE+I21m1/syytra3LKnkSKfn5r3e78WLBaW4K4vJYg5gU/dPvXyzFpsEsKXPlFHYbomPV%20feuh0DV9SbTX87UFaIEBVcncGz1qJuSjoZyla1j12+1KfVXY3ewWwXd8p6VyPijT7eeOIWIHlyqF%20jYDg89av6LGb6a4nmLNcNCAxH3V5qw9tjxTp1htZ0ij8xh6jkZrn5ZThr1dv6+Q6L9699tTzTxd4%20STw3pasIFDvJsSQfxVqWfg3S002082LfcOmXz2PpWv8AE1GvPEGhaXC7us8gdl7kc/4V28mj2jZ3%20wqwAAyPpW8cOm2rkTk1BHn8fhSys4TMkEar0GexqldWEGleHTcyqolPRiOB7V2esaDYLF9lt/PWS%205bA2kYX3NcZ49tY9At7eGK7knaf5nEvQcd6mtRjCm3bUdGPNUSZieDrEah4gmdg3lW8eUU4456fr%20Xbm1hSby2x15PHAqh8NPC8F94XfUJ3kQ3MuEI6Fcda7mLw7o0WzEH2l1GMnpj0rSlQjyK6HWtKbk%20zk2t0LkWy+c3Taq96lk0S72hpkNup67utd1HZqiFYoktI+5Uc4qOSKCJTjhmOAW71p7CPYjQ4W30%20ATeXhmHUAnqtesfDqAW3g+3iBztGM+tczFp+11KNt3A4z/F9a63wOpTw+qsMENyPwpqCjsVE6Oii%20igsKKKKACiiigArmfiFDFceBtSiuEMkTwsGUemK6aua+IVwLXwNqUrNs2wt83pwazqScYNrcD5tv%20/D2jQzR/2fA0gZcZYfdNSQ+E9GkjzcDy5D1HYGo/+EhhKnY5kZvlZx3rPm183bmMSbTnhl/lXkxx%20OJn9mwWs9Gaf/CN+G3lEZaVD1ycUr+D9BbIS6lBJwMEcVj3Fxd2srMHVz3I6ikTVJFtSVRPMHcZy%20frXXSxNZRWikiHF97Gy3gXTy3yXs7HIG1SOKp3Hg3TkBC6jLnPcjmmW99KsS+achvvFTyPpUE0/2%20g71YyqgwRmtPrsm7ciX3kWmupK/g2zL/ALjV/lx/F2P5Uh8CyyQ77fUUdCOuelUBqixyEfOuPu1c%20h1Fyx8twe5GetX7aondxTQXl0ZDP4EubcoZbqNDKwAwTihPA99L5nk3UO1ejFjiuittZ820EEuwM%20vILd/aodRlxpflxykGXqvfFddOtTqLYIupbU52bwvewNg31sSvJIZqcmkSJGfM1lUI+6ATzULEof%20kHAPBBPNIsrn+8MHJA9Kb12NU3bUmWwucFl1bBBxtYnmnG01lBttb/z89DGeP1quuWXcM8Z5Hb61%20JFIY2DE7VPT1oAmEHixfmTzzt6YIx9KrprXiFJjBFcTmZcl0GM4/wrq/DWrQ72trq4k2H/Vcfdb0%20qtZJs+IFw4CoBESfRq2ik0rMhyavdGEde8RQbPNnmjLcKG70/wD4SrxCnDPI3pxXSeKm/wBO0aXA%20ZRcLnp610Uhhyf3KD1BHNaqlJya5jN1IqKfLuefx+MteSPEnmP6DHQVJ/wAJ/rUcn74llPBDL9wV%20232eJmZkVfm6gjmmXNrGI1Uxq+5hxgc+9U6M0viJVWF/hOTtfiVeW8h+0W/2hQCBlTjFXE+KcSrt%20bS+ep2g4z2rp/wCz7fHEC5GM8DmoZNE0yXDTW0QYHJo5Jr7QueH8pij4sQbWD6bJlsYIHQ+1TL8U%207FifMsZUOBwMYHuKvnS9FdsCO2JJwIz39aH8MaQWY/YYwOwAoXtL6ML0+qKqfE7SNoD20m3Ocep9%206nj+JmjFsnzgy/dIxx6j6Uw+FNFwA1gsag9/Ws3UtA0O1YxfYk81hlSpqJ1JQ3Y1GEnaxtj4jaEy%20kK8wUMDhcYHqRVlfiNoPGbkiPBO49SfauFvNH0WOEGLcX4544rNl06zQ/uN+TywOOlZfWnexp7CL%20PVYviHoBUr9rALDO1u/vVhPGmjj54r2MgqfmPT6fWvHV022aBsK+c8Ypn9mp5e0zlRjhCenvR9aD%202C7nsj+LtM2qYbyGT0BJ4PvVOfX2ncrDeQLG2Mtu6E9q8j/spcjbMysRzz2pq6dE+dkzf3cE9T61%20zVZKrvJ28jSMVHU9mtdfWMqJp4ZVB2na3atRNasGKmOde5yGGV9M14L/AGaS20S4PQ5Y4q3b+Hpp%20JkQ3bCSThQpOa0hV5dFJkyppnu66tZFgUuYtzjnLdPenjUrVWYC7jztwCG4NeSN8M9XGQupqcKG+%208cLSf8K48QqqmPVYSMZB3HvXTzT7GXIu/wCB6+l/b4ytxGpIA5PT/wDXSi4jdmG+J3U8ru5xXjo8%20CeJYcqurwD1+c9+lQy+CvFqA+ZqEYC4+YuaXPLsHIu57UJI/4HTHVmLcc9KaZUw21kOOuTy1eKSe%20EvF2wmO/SXaOQr9KiGh+NY23reuCwGcNTVR9g5Eup7ashBLDarKPmXPQev413Pg0/wChuBwMBgPT%20JNfLw0zx1EpLPI/TJ3Dj0r3D4Gx69Ho94viIP5mQYy5ByMmoqTvGzRUIWdz1aiiiuU3CuP8Aieok%208FSobZ7kmVNsUfVjmuwrl/iHfHTvCb3AV2xMi4TGeT2zUz+FkVL8jseH3HhS7uI2u5tKmQGMgQAj%20cDj61yk2jzfaikVpPYRqB5hlIBJ9q7fWdf1C3jjn0yzmnu5m2oJyOAO/FcXf6tqOoahNbauHnlXD%20MVxhB3Fc3PZJJ3OBqSiFirQtJHdzCVBIuxpe3PtW82p29g4Wxg+0ySEBnXop9K4O9klt5kVmUQnL%20Rk559jW3pOjXd9odzfrIjQAYkgQ/OvowzUVE2tBSpyk73sa93dtINmpRxStI/wAu4fc59qtyQPqN%20gBtVHtpEICfxAHvXH3msX8fl7E4jQRqxHOMYz9an8La2E8Q+SwkIuU2ybj3HQ1appK6OvDx5Jq56%20pazvPGIluViG0ZVuholhGmW0jRyxbpMgrH1cms+S+jhURPFlQAOaaup26LxahTjBJ/SpjXlFWsd8%20qcW7kRgCSgBQHdeW9CO1NEjI/ly7txXgL0+gqaOX7SxdtsQUAZ7GonZN21rhcjgEdea5HGTbaR6U%20MRTjFJsb5fnyRnay7iMkfw47VA1/cyaxJHHpTeSm5fP7ZFSPLJBKoCK4H/LTP3sVbt7ohWURDJG8%207O/vU026d+oV+evZwTMmy16+kiuUks2jmhYBEx1XPWq/+mfa3ulVyJAeP4v/ANVb0ckdxI0kY2T7%20QMgdB7VU1jUI7KLZeXPkhxwCP8805VpSeiMoc1B2lFX80ZelR6nPqDTXI8qNQAA/WT/9VVNX8K3N%20xq0l5bAOGXLKOpNMbxCYrecWTyMSF6/w89aojX797h/MZy7R7TJH1I7V2UofaehxVPe0NjTNNex8%20PXQvEUyyEkKP4BWVqcgWzQhHLGEA9Oa6OyWWbwsHnMpZcrzjj3Ncurl5LhZpA0Sqig+xOK5XTlO6%208ynZRRHotxqdlbpLZuRbFhuV+me9d7pvinTjI1reQeW+0FDF29zmsO701IbSNbcBVRAwlXpWdI7S%20wxSMoWRDjzF/5aLWyvFbnHUSkro9I861Kx6jYskxJxLsHJPf8a5n4k6fJrOhx3TwfZtrHZEo5IPQ%20ms+x1UaaoWMOXd8qqnj6/WuqOvi8R4NU8qRJosJCfQDOfrTjJ6Mx+Bq587S25tpjC4AMfGB2NSo2%20I9pOe+K67XNFQTGeGIrE/wAyAjqKxJbGAqMjYScjFdqkmro7OW6ujIEc3mhk3L7KaBaMW8wrjnOT%206+tWprfyVLCTIxnmq0k0aKSX+vtVEWY92AAjjOcdac0giTJbB9KpNdoCTECR0U+9V5ZzKf3hwfuj%202NNIVh93LukByAQcA+h9/altEUzEbRtU5z7+3tUG1vMbA4J4HcH0q3aBVGVO4/dPt7U2xW0NuCbE%20Y3YIA4A/lUovFXIJ46Ak9RWdbwXN7II7WF5W9FU11+nfCnxFf2yT3Hk6fA4BD3Ldvwqb9QszmJ9W%20lZ8gj5eFrQ0SzvNTdDco0dkpyzkY3+1eh6P8K9F069RbrULfVrpRuCZPlZH5Gpddkmt3Zru3itG3%20fuouihfaphOM5WQ5QaV2c5NeQRW+znLfKqHsK01Gi6Xa2yXMu5JI9yysflLVyWq3bT3xkikBEY+V%20l/hFc/qM91qbIlzctIIz8g7UqsXLQyacz6e8F3+mweEd+oask80r7kjkYbgvZRise88Tx6D4snvG%20gMsnk7FI+ucmvmuNJbSaO4huZPMibcm5uhrtrTXNS1RY5dTm82eQbnb+9TStDl87mUlKE1O+mx1u%20oeL5dT+JtrrFvpqvJZRZ+z+3P+Na5+Mt7NMVTwyxkAyxx1Hr1rl9GtjNcNMkYV3+VgvatW7aOMMu%202NFDZ3KP88VUITSbbM6mNg2oxjqiS+8eax/bkWpm3jWNE2izrjfHXjGfxFfJczWqWrCPy1Rf4ec5%20+taV24lQq+QQ2Nh7+9c3rWlG7cywMUkPDZ6Y9aionNWNcNW5Ze91Oi0L4vXfh7TLayt9Ktnht02q%20rZ5Pr1q+3x51Yx7RpFmgY5xz1/OvLZtKu45AqSeYNvftUQ0+8YjaQxUd/wCdCm1omdvs762PSp/j%20ZrrRFGs7ZhnODnmqx+M+veaZGs7bOcDrgV529tIuA0o4OM9x/wDXpBayNkFgO3FNyb3FyeR6J/wu%20vxOJQ0cVqirwQc8e1fSfwm1GXWPh3p+o3OPNuU3tt6A18UyWkibckENyMdcev1r7J+By7fhFo3Of%203XJP1pxYmrHoNFFFUIKKKKACiiigArkfihF53w61VOxgbJHbiuurlfiVby3Xw/1SKAhZGgbaT64r%20Oo7QbA+THto4lCDeWPC+9INMkTEgcMy8gDrmtW30SeRT5kzIpYK2/oTVmbRlRN4uJAVGN/Y146rp%20aXJWpi3UOd0ykxy5GGPfioHF1K6opy6j5s1c1OMWSC4SbzxjGD1U1hx6qqTHdFuGcfNXXT5pK8dR%206stRedBcNLuII42jofanG4lkiwMqmenoaqvq7uzI3KHlR6VYU/ID3JBxW/LreSGI0bOm4MytnqB1%20rWsdPQxRzzajBAD94PnNO0u6jgWVZSGdlwAa5mfUryaZ4Sx+Yn5VHSqSc9LaD5Va52KR26Eqt+ly%20g6GM/e/Oo9Z1u3tIVVxlyPkjXsPWuastKufNWba6jPY9KsXel+dK01wx8wjDex7V0woKOyMXVprS%205EviRg2fscLHsTmp18Vy8CWyh2dsA5qjLpXdGDc9DUT2Eybm4bkYHoatxa3LU4PqbkeuaZN8zq0O%20eWBHerBv4YxlB5ik8YH61y8bMrHzVHPAyK3oCr6O8qgfKpJBpa9DRKPVmhdXOo21sZrTy4AFyHI5%20rm5bzUL8yzTXbSMo+ck4z9K6+CIXeixy3PMbxFQ3oewrnZLC3bVEsTuSDbkhO59aTvG3N1E5QbtA%20qaZqdyLy2RpGmi8wHy5D0r1yFrm5tw6wOQQMlRwK8xns7exjU2y5KPnzD1HtXX2vjfVba1jt4dSm%20jVQAixgYBPrkVF5SkuWVkZTlFR5nG51IjdHycoAvJI5B96kbTJL6aAwTKu8E7mPp2rj5fF+szNuk%201GZnOcswHb8KqnX7h7rfNcz52EbuOv8AhXUqqW8jmcrbU2d/qHh/XUh22E0TyryRn8q4vUdK1uyu%20Gn1C3kcd9p/Oqf8Awkc52757gMDy6nqKsN4oL2ohSaSQZ+Zm6iuapiU+7ZvBP+WxkK6tcv8Awr1B%20OcpXRWmuNHLGrXc8sSKMjA59qntdW0aGzBufOWQ9doXFUpta0uRysUcpgIOWAGQ3ahVVy3Ro49yv%20rWvyXO6OMsqD5kbPNZUss00Ya4uW3YyuDT9QhtZyZLB5FXHIfue9Y7tIEIYn0wf6Vhdyd2Xaysi7%2050WwsZCr+3eopJ4jDkMT6gd/rVJSr/KeNvU+tJuiCsCpbjoO1UkItC4fAEZIzxuaiKdnlKuDkccd%20/eqg3K2VbCY7UguPLkG3O7GeOwqgNETEsVCtx1qAy/NknYynp6iq6sLgf6wgZzkVZS3hkADySbiQ%20Cq45zUSko7gAl35KqQQeoq1Za7eafIJYCokXoT2pZdICjbFN8pHJ9KauitJHtS4RmPBUHk1j9Ypb%203E0dFD4v1FVEtzP8hGQuevrUVxrlzqMo2u4UrztPb0rnV0+5gG94iyI2Bg1pRSuqr55ZPQf4U4Wc%20uZSv8wcUlsXUllk+9IVUgD5iecdKnlVzFvnvN2PukE1nPekEiOFvm6Z9RVZri6WQlsOWHGegrvU2%200ZJI0fO44dn5Oeeh9aVtQnG3DysV9Tx+FZyzyMp34Q8fd75pr3Hlqcygkdh1o9p0YctjfXV1eHbM%20Zi+MblPHvXsvwWmWbR7nYzEKQAGPTk188LfDnOckc47V7z8AphPol4wOeQP1NQ2yo7nrtFFFI0Cu%20O+KE9pbeDvM1CFpYPtUQIXsS3Brsa5vx5q1jovhWW81S2+026yIDHjOSTxUzsotsmWx4rq2oeFLq%20+FzPf3cCxKURExtc98d81yk/iXw9AGj0vSJGeQtHJNcdDnjdwetbHi7xB4X16F47Dw7dwanJzHLG%20o28d+tecz22p20R8+xnUOfvFeprnTvtscyjdHY6NZx6sF06CwkuGZwWaMZOAe/tWnN4U1Oe+caDo%200sPlMquh4ViDyetYel/FLVfDFjFb6Hp8NpGqgTOVO+Q+prRi+KXjnXpWt9OljV5RxgY2jv8AnUNJ%20Lmk9Co6aWudJpKx6Mkun+OdAW2s2kJF+BlQSejf/AFqoeJPhzZzeItLvPCMkcfmuHlUH5QnBDD6i%20r0upalFpscOr38ottgWS2t13bmIw3UdarG8g1u1XTbGxutP+xoTa3k4wwbHTj1wKmFaM4fu/vLcW%20pX6l3xDbfYdZWzaYviMMPfisuUbYzsViTjp2z6VevDe/ZdP/ALVb7RclCskqdBgVVl2ou6SQjdgA%20r39K9/CxXsY2R5mJb9rJv+tCMlII/wB42edu5u5rPu1VreSOJcRu2dw6hu9XJECTYVZy5GS4AyQO%20x+tRtOzRmN41Un5yCPuKfX3rsile5yyaZZtrMzW0W1TGcAbyfTsanmDwzOfuyKigbe2fSp9Nijk0%209f7jDg+oHQimTLHGygEksf4z+Zr5Ws1GtJeZ+k5e3LCUubsO0bY15IM8jhs9qxPiPYTparqNsjSJ%20GF3Ioz9Ca1rW8tbW4kaS4igQ5GM9cd6oyeLLGBHEmo+awYgeWucg+vFcsLqpexx46XPWvHy2MfSb%20GDxRClwIpLaZYQkpAwHOMfpUcXhbWLWYxJNH9l3bDKeuwV0dt4sUxm203Sru5TAw6RgZPvV2Gz8S%20agwaLw/LCWOQZe49eDXSqtW/uqyOFwj9oZMttp+irbRHeANsfqx7muWs4A2uSoyeZxGGH97LYrsp%20/Aut3Ewvr6aKIRKWeI5ywArnNM8qbX7l1OVxEOO3zdaKcWtyKjTWh2N74QtVSSG1naKeQDCt2Pcf%20Sln+HV1daVDBb3EK3Kk/IuduK7WK2t02M6B1HAk7nFR363UUiTaXCk6n5nDZ3DPYUNI579jyHWvh%201q+kRiYT/aifvrD/AAfnULaVrHkWrjT5SwAKNjqPeveLSV5YY/MiWOTHzxkdParUskSoJJDGiLxj%20HP0quVD5VazPHNO8PaheMP7UtQlnOSJRjmMgZyK5nxR8M9QsA+p6HdJqVsw/1QB3xnuD2r3jUNcs%207VUMm0BuELD/AArj/EGr6pceauk2gjhMYU7Ry/PU0k/Z3M2vZq8T5l1UXcIIuYWiJ6nHC1lkHcrr%20u77So7elfS1xomnad4YWLUbWK4eRt7xOPnZz2T/69Yd34D0tbdX1S3SF5MPHbxf8sx6H3rojWurt%20Fx5pbo8BXdISoDlmA6jvVqLTropuMZh3sFXI617zd6Xp/wBjZDFBZ7BtVgvP4VgXllpO+GLXHE6x%20ANAy9GOe9aRmpRuKKk1dqxy1j8OrzaJLueNVcZyc5I9K6GDwt4b0+FTcJdXkmMtwNtat34mhZiIy%20oCnGB0FZk3iHIJj/AA44NTGUramvKl1NGXxJcafZCy8O6SLVCP3mFGGHpXOSzeK9c1ETzwzCGAbR%20DuwJKSfVLuRv3Mm3t9KpHWdShbctw5K9cVnKLk7le0fLy9Do1g1bT4JHulkkUphFU/cb0rC1a61C%20+ti2sTtKypiMt/CPQ1VPi7U0ky125DDHOOKk1HUNXfTA+pSIY2G5C33h7jFXh4ONROVjOo1KLsZm%20nqv9hSoWbfJKQzHsMVWeFVPVse1VXvDb2ZaEhlZ93FRSak+HJQkA7TjtTlF8zsYe8WGTzbmOJCN0%20jYXHSuntLZxLKj8sgCqe1cfZXJk1RXIxsOAw7e5r0eygO2KSUiVtuGx1Y+laQjocuIlbRmvZS/ZL%20HgbNw+f3qC7naVvMkLKT949z7VPcgrAVTJfHGe1ZNxKplf7vXO4VT2szjSV7jXlG47yGZx19DVC5%20Idww3RyKMAmp3cuNvAI5OehFVZRyC3Ldj2I9ahlxdiq9uksPlMoDj+M/xfSqE1pLGT5Y3MDuZe4r%20RYYyVYZQ5LHuaSGQh8uA5J2/P/D7VLSb1OuGInTXumQCqIIypEncDrmozKuQUGMHHutbcunW9ymZ%20Pvj+I1TudLnhJZAsiEfkKl03ujspYynU0ejKZbA4UDHG09a+uPgoc/CfR8gD910H1r5ClfaGDAhs%20Ywe9fXfwQcv8I9GZsgmLnP1pwVjaex6BRRRWhiFFFFABRRRQAVyXxPZl+HmqsgJZYGIA+hrra5j4%20iBT4F1EOAVMLAg/Q1E7cjuB8uWmtRZzd2xZR95iamudYa4md4/kAGNo71afRYJQ5SLfH3K9Kgfw7%20ZE7mnKYYfMv+eleJz0GzJ1L6WKE7tNFIrEOCP3YPasx9ECwsUO+R+VH92umTw/YuVaG82oBjDHmp%20m0LTUVEW5Yuo3EKeg9B71vCvCK0Yc7OHh0O5glV7mMPETyB1/CtQWDsN3lSZHGQOAK6WO2sIIzI7%20tJzjHce31qhe64YlEUI2MvVvau2ip1pc3QiVa2i1ZVGjgIkl3ILc9lz8zfSllOn2Z/0O2KbR88hH%20LH3rFub9p/mcueDz/UVXN3JgZlOD+tenGMY7GMuee7NiW+k6odvoB3NRtdvK2BzyPz9ax2vWI9B1%20wtMF1gbRwPXvT5w9m2a32rHBwx6ey0wXCspUKAAcZ/xrPilUMVXo3UjtUjHcpPpx+HvRcOSxdcW8%20y/vFJU8L7VLG0bWJtYipJyNncVQDspIU/KBnnopqdYUn2ycBwwwB3+lRJNrQuMnDfY04J5JLT7Fv%20+VeQO2apxIw8SIsxBYRnGO9dvD4RuruCKWO2aP5QAze4pT8N76bWI737RDFCi7WHOc15qlObejOy%2066HLatZvHZPkcKQTjtRa205gUiF9pxgjuK9El+H0N7atb3F+WDH+GtG08EadbWscLzSybB9/jJA7%20VPLX5baXElKx5ebeVfmeGRcHG445qIxb7iT5yuABjFeyxeFdFQgvGxVhwXqzF4b0CFhs06PcTnPr%20ihU6vVoLSZ4iQY1wFLE9eOoojjTJMkZAI6bTxXvcWmaRG67NOiBz6VchsNP52WUI6n7ven7GbWsg%205ZM+cL2zuXj3W0EjDrt2mpLPS9TSMObKb1BC9BX0rHFZqN3kxJjjlRUwe1A3bohnj7orVQaVrlqL%20R83yaLqb7Xis7hs99vSl/wCEW1h1Yrpt0xbHVRzX0ZLd2gjLQSKzJ95cDkd6yLnxjp1tIU8xRKR8%20qYyfpxVRphax4O3gjxAXJt9JuOcfeAqEfD/xYXLx6LcFRn5SBx+tfQkfiSYop+zEBh8uAOvvVu31%20CaQrukiDekfb61SjYVj53Pwy8YOq40aXaR+Az+NPj+FPjLkpo7E/7Xb3619Hh5HbLPgDsKXzDHnL%20M56//Wp2HY+ek+FfjCNcHSwC386mT4V+MRz/AGcFfsewr383LBiCQMY47jNPXUFUFXcq2flB9Kh0%20k9xWPAP+FV+OSx2xKNw5z3qSD4Q+Mc5a3jXPIIJr3ptRzgJ85zgsv8NNW9bPzEjdnnPYUvYRsOyP%20FU+FXixTuZFKjGVY/rVo/CvxDIMTW8eccHmvYl1BAvzOcjofQU46gqjJk4POfShUIp6aCaTPGx8J%209c8vy1ijU925pE+D2srncY2xjGSea9lOoptBD5JzTRqWehyPWtOR9xcqPI1+EGs5wsluigHB54qA%20/BLVnYSS3lvntkng17Eb8s3DHaaY1+uDg8dKXKg5UeSf8KW1Jf8Al9tRz79a9V+FXg648IaZcQ3U%200cpmO4GPOOpok1ErxwSeuO1dP4fn8+33dwoB/M00gsjYoooqhBXL/EK/t9O8KPNdweehmRAuO5PF%20dRXH/E+xk1HwW1vC21jcREn23VM78rsTL4WeN3uuazPqyva2tvBHGCFlgX9OauQahrVzEqTFbhWJ%20DIyDd/KtO28NzRs8bzDsAR39q3dJ0We2LuWdVbCjeBkY9K4VvqYJLexwt54UurhJJJrBFi65I+7W%20t4H0LQ7W/eXV0RTGMwnnbXaS6c8reRK3mc8Ie49aRIbCKby47dfOQbST0U9qUuVrlLiktWSTanYM%20Y47G2Z0ZvnZFHzfnUF/qC3UbWsFlFGMEPvXBUevFTJcWayCN0DSAEMB1zRLKjQhzCxWL7wUdc+tQ%20qUdjXVnB+JpLXS1sbedykx3MNvQrisdtVsdoYeaVI4O2vQbyDTtUvIrtrQzSQjZtkHbp+VMtm0eC%20+ayewj3j5twXhR2rtjiKsVywlYX1ejJ3lG7PPhqUz/8AHpp09wc9VXhfrTjpnirUZV+xaOF83qZB%200r2C1jS3RmsrXardVCjvVtbYvbmPYDnkL0P0qXWqy3kzRU6MdoI8iXwF41vCgnvYLdBwoTOEHetG%20H4Pl1H9o+IbqYZzshx369RXp0FhMl2JHdgu3hG9BUiuvmNlCuD1HQZqLI2dR2sjz60+E/heIM0kU%20l0Yzj98ePrxW5ZeEPD+ncwWUSFeFCjOceua6Zo40YshG0nlh3xSQYlujIiBAvAL9WHtU9TNvm3Zk%20rZ3ImAskighZeW2jdmrtsl1aOJDcCR1Xnd6VbeMGZjt46D2pjywovljERx971NNEKBj6pqKX+j3w%20gjm3qp3MQMfh7V5T4csxNreoGZN6JDCWb0+avWtSuGawmgWF03RnJx1461534btEh8Qaojq202sO%20fT7x/WnCzZry2R6BaiztIke1R8J9xWPY06TU7vbJJ9lZCoCqSOozT3jtItPEsPllQo+Zj0FYlz4n%2006H9084nQ/wx5yCO1Z3voJJG7bWlxKGljlCMFLysT82Pasa01W2kaeS1uzOY3/eRN2qrZeJNWbR9%20UvbXTURIx/y3zyueMY71wuj39wbG9LFo7i9lZpEGNka+rd/yqFGXNy9C+VJWZ6DLeJLcM8kRULyV%20Pce1ZWq6/BaWrNEWDyNiOIDlj/hXIyeJoNKtRbpeSX8iDaM/dX6Vz17r91eTFnfZjpjsPSuiMVfu%20PTodU19DBdG91S4Et8DxzxAP7oqleeK/OkbZkq3JLdce1cbJcnncfrk1VmuWkyhOBmteXqxXsdHd%20auGwd+RnjB6Vj3d9GWKBhyeQOlZkgc+uSeg6CqTKVb5snJ69z7VZLkaMm1mygxjpSxxsXJ3YZv4T%200qvakO2X42/kKvxfLGu4ZCnjNJiJI4gpAwN391qpanH5Sh26dcGrzybcAHpxnvisvWLtZYxBFlpc%20Z2j1oRLOavZDLOU79SO340rTztGtqZSYkHCE/wCeKsLYXQ+eWNizcn/CpfsAB+8R61QJMqwpbbQj%20qzYPAH8NWEsIMoQG+UZGas/YnWMBdrccHvUwijhj3yE7s4G7vUNlcoul2NsbqRXQhZhgH0b1rttI%20ljhttsjKGtxt3Huv+NcU4DMux9rA5U+lXbkysh89wSOVkz94egrenLTU83FUryTudVd3YOBHk5Hz%20K3T/APXWSrAyqT643f0NUrG/a5RoJmLMP4qmc7HkAyOMgDuKN1c4UuR8pIxL4w3z4wGH86rnDbie%20OM7anl+cjnKAcn+8Peom5GM9OGJ6n/69Ow4uwQtGJlF0heI/eC9aZcJHLdyNGhVGPHuPQ0BWcfMN%20zqNrAfxU5I94CK5Py5yOp5pco3UaViJVZAQDkdt1WIp2VxvXPbI9PenCJGYADcytzjsaQow3CVWc%20kZIHT6CrjFrYxnNPcSa1s9TjPmBWIGNw6g19NfBuFbf4Y6ZFGzMiR4Ut3r5o2iP94cA4wxr6a+ED%20+Z8NdMbJOY+rdaJ7bHXgZNycb6Hb0UUVkeoFFFFABRRRQAVzXxCCHwPqXmTCFfJbLnoODXS1zHxF%20WJ/AeppccxtAwI9eKiduV3DTqfOlvJBDJHJFrES7hgFT19ulPvZHvpUxPbbFHABOT7msV9Lt5GUW%20qyj696tQ6KAh3IwXPQnoa8z91HZhaHRD2tUU8yqTnOFPb1pJljitTKFbbn/WZ60XumCxhV5g5jI2%20lAeST2rn7q9iEe0LLGmcCJugrqoYeFS0uhjUcVpG9ya6vbg8PIXOMFT0A9axpbhZNpIcY546U6Qr%20keVtdOo55qI5GN2D3yO9er6GEYpCM5K8ls54P92ml/mYtkD+VJhivy/Kc5pCr89Bu7ipNNBrMMty%20vuR1IqBl5yuc+1TsSCNxXIHI9aryNwQOuOhqWUh0U2eN3K+narCS54OMsMDHaqUUkMd0DeZEGOWj%206g12GmaZ4euYUkb7ZMjHDNGFyDTW17lcjl8KMMOCmRhgODnsaWI7TsyeoOD6e1dXFo+hopDWFwWO%20cNxx6d6mFlonnKsGg3DtkDPcn86OaH8yH9Xq/wAp6bpWoWtzotpJbyeanlhdx9QMGrTXaDkYz3/+%20tWT4esLQ6UILBhbGPkwyHlSatzadcoCEVJcKf9WawvG+508rSV0WTfJnHr2pBfKGwc57CsG6lnt8%20iWNkHX5h1rOm1KZVyvy4P+c1aiI63+0o0UGR/XmozrFuGA8w4wcn0rh31CbufUk+tU5L07PmbA7E%20mnyIXMegnxBHCGZZVIJ5GenvUE3i9FwrufbFcXp1jqesSf8AEut2dRw0jfdWtG18I3F1drEdQjcb%20gG8vJx69ado3KtKSujYHit7m4it7bMkjk4VKm1GPxciFrbTA27/lpI2Av15rqtL8DW2hqLbT0W7v%20HAZn7rn+9UHi+TwvoGnq3i3VmuLnBKWUL/56VM5wp6yIV29DiItH1a+kI1/WX2r963tmGOa2bC00%20/Sxs0+BVdeWZuSffmvOU8Z282uKuh6O0FozkMEJLPzx1PevQrcYhDhGUsAQrfw5pRnzq9rFcttDV%20RmuAxl4HrV2G5+yxj7PJyv393SsXLYAGee47U5VY5O4kcCgdjeTVXlY+a+0+p/Sp11HcOF56An+t%20YSRscoM4IyR3FPikZUIVW29C3pS0DQ397yqd7CLjPv8A/qpvnKI1EW7I7t2+lYyk7OHaQU7eABuw%20B65607Emp9q+bAbGOMjsTTPPXGWI7jnufWs1p+uWwOM/0qJ5sNyBjqD60wNRrzbnMpPGMCovtijP%203mbGMms37Vg5UDNMafceckdTQPU0W1FV6ZDd1NNGpY5KkBh26Gs0yDdkKBTjdfQHsKANA6nuBAJ2%209QpqNtRw24Zzj8qzjc55LfjUL3KqMc4HSkwujXbUnAAYNg9ff0rvvBVw1xYszdh/U15ObvqGPPYe%20lelfDpy9nMT/AHR/M0hN3R2tFFFBAVkeJoDc6M0XOGdcgdxmtes/WrUXmnGJs43qePrUy1i0Hqef%206hcazg22kWOyKMY8wDk+wpoj1MRQTXfk26MdpZ2O7NdDLbRxyeXJG0aAj5x2qrHY6TcXLzt5dy0Z%204JY4X3rg9mw5CpADJGzeep2sQr+/erNvp0e0nzSvVjj3rSWxgmjDNInljnC9BTJreCa1ADhfLb5C%20h6+tNQsPlaKkWnIHZoLcSSZG5m9OxpZ7XZ86xlpW4G3oKth9sYi2MT1AH65pAiN80ashzg+9Vayt%20YuxXj00zhPtKRArj5ec5H+NTyWaG43RIiZx5nHKelKZTERHAm/uWPY9qVWklYbwFYtgt2zTsFiQv%20aWkbNLKNwJKk9qrxahaXafaLZ1kYHDMmcCpH0a2n1BXuY1Ij9Seamkhs45N1tEtuueQnV6Y9B6XJ%20ZdpYqccF+hHpTifSIScc47Cq4lMUnyQM69t38zUomlaMpKcgnKkf1obQ7CvtdkEyZxyo7Cop5RG2%205yx7KFHFK+pH5o4o1+RcHd61WbUPIhUtKglJyV9ves5Ssri21HS3jLG3lIGcj5Se1VEvrzejXzRg%20AYLqOc/4VVv9WcQO8cIMmRtduh9ahiuZNQ5WNpBGvzKeMVnKT6Ddy7d6mj200EbK2RtJ/vfSuNtN%20G1aTxTLHp1kzxTWwV5iPlHXH41vabqei6frkcOtXMEJc5iiJO4t3zU3if4t6L4c1D7Nat9ukKhUt%20rcZLGuilSc7t6BzPaxFB4CjTS1fWtX8y8QYAdsIAOmcd64688U2Gla02mNJbuBlVMYyHb60mveIN%20U8Sq736/2dBJ0gQ/MR7+9c00EdqipbqAB/GeWP1reVKFgszopfG93DpVzppt45VnP+sHUY54rhJ5%20pWV1RiPMO5gOmatSo2SVJIPQ1UkjVWO9/ur1759aUacYjSsUvLLkbiM9sdvamyAr0Xn261K0O7D5%20yMc7eppskIKZ5Hfn+VaWHcqZZ2GPl29T6e1MMfYAjnHNWzFtz78gf40jrtC4HXnNFidClsLLnsT1%20FROnmdsc4ANW3wMM38PY1XkZTlP4h90jt7UWJKwHkuNpHPT1q0s20kscP05/nVSTdn5s5XqBTWuA%20rfOw3KKLCuWru68u0Yk4LDCis2zt3lc3UkpBIwF9feqN1czX0wjQMqLyWNXklnCrHb25OOOelGw1%20uaERLOf32BjAJ6UCNW3eZjIHAPes9455SrSHYTxtWtnRZLSPVUk1IExBRhPU1D7lo0NJ8K/bo2mn%20m8vjKMejCpj4eQs8Cst15bZAz3reZHmkDwzLGMYRV9PSsqXT7m0ul+w22+Nvmkck7s+1c8nKRryx%20REdBgggAdHim7EAYFc/eeGbmFGnsJg6qcMhPNdcryJs8pJmYnawYDmsXWpdSspHuIdyLja4xyRV0%20pWl7xliKfNT9zcw4kazlDsf346jsvtWqzJIFZCGRhnI/maoQRPdMoRcJ/GR3+tPnIhujFCu6N+i+%20ldytseFUje0i/br+5A353DIx396c0RH3CM5yM9Kdbn5SmfunA9RVkW4eIMDwerdl9jWsYto5KktS%20iF2SZIyoOct2HtUsY2sMvuIXJp7IVOCMH09KVIiF+YnNPlsyFK6GgbVwWz3zTxufCEZzUiWxfOA2%204D7o61Kih0UupYk5b+9j/Cq5U1oQ5216FYRuuGCnpn8K+kvhIvl/DfTU7BOD6188RReUy/vSg67h%2029/pX0T8Jl2/DvT+c/JyfWs6qsjvy/WpJ+R2lFFFc57AUUUUAFFFFABXKfEtnT4faqY87vIbGOvS%20urrk/ibMlv8AD3VZZCAFgY5P0ND1Wo1ufMAuNSaMb5SR6Yq1FHeOPNMjKqnBJPAFZkOrxysI4ZDL%20IfTtSS6wkatG4Z4yeQvUmnCnDsRWqOC93cs3V3aFmjkmZZ+hBPGPasO5kLbiNz84JWn3d9bXu3yw%20VJPIaqWwgZicJnjg8ZrfocSTvd7jSjOwbYDnuv8AWmYJGWjVjgknNO5KfOGIPBK9z60hjH98kdcH%20+I0jUYYhty2FwcEg0gCFvlye231pWTb93nJ+U+pqN0bPX3JFIpeYNjkfKMc59aiYxkEKMjFBHHzE%20UwhDztzxzU3ZSI5CCWKq3px3966Hwk163npFbM1tkBnf7q1ixwSzTBYImkkbhQOp9q9S8P6VHpei%20i1kUtJcDMoP8NRKHMnc2pT5ZXK9vKGVXC5AONp74q9bS7fuoFZgcf7X/ANesh0ksL+WK6chXYGNx%2090j+7Vy3uCcSW0iEngFj8v41wO6Z7cZKSuX59P1yzmabT7iLy5MbY8nPTmo/7X1uxaPzrKfYp529%20M+1T2OpyQxrbz/voyeFU/dPtU0l0Uctbo8o/hxzg+hrop8stOpyVHUp6rYiTxnPFvWeCUM/qoIH0%20pX8T2Nxn7RZRsQOS2Rk04S6gU3O0Fmnq455pq2Ud6D59zNdZOCsKLtNa+ztszD21943KkuseHZgf%20MSSF+4jq3Z3PhO4iwFLvEN/JwT7Gmy22iaUu+5hiZ1Odkh+da4LxPeWmsagz2MDCTpmPgYpq/cTl%20C2sTr7v4n6baMsdonyoGX7PH92qFp8VLmC4YabpfkTyAhZpByufSuNtdAuWYGV44x3C+ldxoOlW8%20Mi+Wil9vMj9R701CwOs5dC3B4j+JOowyy2l0kUM/y73yGPbIrOh8Aalql6bnxFfFnkI3fNktXc20%20OzBdieMgj2qz5ojXnJ7jPWs/ZwUua2pN3bUoaP4c07SI1+yQrvXI3kda10UAEcDvVQ3DMMYAHt3p%20yO2OXwP5VdxF1RGOpycfhQHCn5QMGs+WcDgE57D1x6VEbpVTls89PQ0aga3nEHg/X3oM/UL930rM%20F4iY3bQfeka/UNw2fXHQUwNXzv8AaPTg+lRGfPQ4/wDrVlteIV4Unnig3wBH8XGPpmmFzRa4ydpJ%20PemGYbcjcBnj3rPN6CBhcY6U03QbLnkjGAaBXNIvuwQWGPTvSZCj5Wzzk56VmtfSK3Y5AwR0FRNe%20u4ZXYHuR6UkBqSTqiYOSc8D/AAqJrsMp8sH5eOetZL3I2/ISwf09qjN0DGDnHOAe3uRTFZGm0/Iw%20OM4YGonuMZCevX1FZrXHytlzjp9ahM+cZKkL05pgaMl4OdjA44Kt2r1f4VS+bps/LHAHDduTXibT%2046MdwJzn3r2P4POJNKuCPQD9TSewmek0UUVJIVT1Tf8AYzsXcdwyKuVU1MMbMhDg7hz6c1Mthrcw%209TVprUpdTLHCRjYO9YkelaW0qbPm/vLu6/WtaWxjnuh9o3SnPGTwDT10SK3R1ZFCMc7iehrm5b6m%20uhEbRynlWzJE7Ed+oHahtMy0e3amGJLAnOfSpo7Wysrc7/mySSqHO6pIriEWwEcfluzYXntVWQDD%20BCs223JZ8ZPrnvSi2URsxlKknlB1pkkkUOZLlSjRE4kHQD1NKurWt5bAQtvJbCgD7+KnRD1LDLEn%20EJYkL6fzqus/kTYjkDsVBKnsac0M0sEkKcb8E7eq+1Zslj5UnmMCpjAwpPBPrUyuSXnvHkLIFZSM%205fHf/CkhacpvEA+XC4PQn1qJ7l0CNgfNjgdqklvHOWa4WOPkFV7073L8khs90ySMtxIikngjofas%20W61G6unNrGTagN99v4l9qqa94nstEhcxWs17O+AEiwce9c1D4w1m5Jkj0BLS1zjfdEhj9MGj2c5b%20bBdHT3umSXU8MsV5IUjHC5ADH3qPzH1B/sU15GwjbLRwHOD7k1zupa+b9Y4dkUSxcho2PfrWGNRs%207aOaG1lKGUnzTnlvXNaLDye4m1Y7pPEfhG3u3t7vVFuL2E7GhtznbjtzXLeJtY1DU9R8vTLuWLTQ%20AogwAW/KovDmjNdK8el2ywwPgvMwyCfXJ5zXVQaNBp4IjiEsg4Zm/pW0aUIbCWhw0Xhy6upvMnRL%20CI/KWyTIR+PFXrfS7TSlb7DCqt0EknLH3rrHtsnO0PkfeFZl5awM3GUOPvHpVbjuc7Oodx83zkZO%20ehNZ81v5a7pX+csflXtWy9tGZMYxk5DGoZbMtlk2sc8hegqbFGE5boQCRwR3qk9syclywzz6fSuh%20u/JibyZECsev09az5ITKzeWwbaOAPSmriuZQhRQSV+bGKRYUZSw+TPO01YltySUkQnBycVC4VcPI%20MbeQaCSvJEu4kjPvUEikoOMknIHpVlpdwHGQehHYVVdhuz1/2j2oDYgnjCSFhknoM1TmQmIsByem%20avTDep24HOBWbcSeUpB7dD6CmSyrLcqybicHHbvWRGHvbyTZhY1bGTTLi5Ds20MoLYUD+KprddhI%20+8cZyO9FiS7BarAxJbcemKlJKAiNs4HPtUaJ8uWclic4/wAKVc5wnzHP+TSLJYgxcsTntzW3octl%20FvuL3Y7KdiB/4T61lbNsQODxz9BUlnem2kdm2iJl2OD35qJRutC4SjB3epevdTMWo/8AElildFOX%20f1NXE8QXDQ/6RG8Izwy9zWU2pb5AtrbeXEDgZ7+9MubmVhhMkMMEY4FZ8ttCnK+qLcXidLW5Mks/%20mMOD7ir0mqLqekzyMSlvjAJ6ye1c6NMW8lMRYbx9516GtG400ShbSKTMaJ90d6LIm8kinoU0CyzL%20AvlKx+VSfu+1TzqQ8hxIsZ5JwOvr9Kq/2Q9lMZfvRk5YL1HvWgqR3HzbFYg4Y5PPHau2k4tHh4xT%20pzu9mWLaU7jkqxH3l9K2I41MancNpTlX789/audt8pJGrMeeCrfwn0HvXSWLCRI8ZJi5ZT3966ae%209jyq2lpIY8BPmBQSyDII9ff3qEIQ6gqTbjks3f3rRYFP3oCoQNrA/db3qOW2+XzMqcD7z9R9fanK%20DSMo1V03KKW+3Y4DMrr26k57VciXzoxNLGWGNoUdW/8ArUkYeMrHG5UBdwDduelXBAF3JGdobr7m%20lFocn1RG672QqoIxtCnuvrXvPwp4+Hun/wC5Xg8PyKc7lXoYz/DXvfwuGPAdkAu0beB6VFeKUVY7%20crlerJeX6nYUUUVyH0AUUUUAFFFFABXG/Fe3Nz8NNXjXGTA3X6V2Vcd8VmVPhtqxZd37huPwpoTd%20lc+SPsiwR7Q5Q7cqyd6rvGEYfvc45JP86dJdR/w79oHG7qPaq8kiuW4kBxz7CtLo41d7isdxVWG4%20E4pg+VdyZU8596bu28kEDGMUoZVbiPBXn6/Wi5aQGQ7vkY8L2phztAPKZ5I70/AKfNlcdQO9MYZL%20EkkdARTaaKQ1m3nnggdfWmtjJxnHrTn2844PqOlMywPy+mDUj9AVAX7nPUDrUqW8ku1YkZ2/ugc1%20HG5Z1Rl3Z4UDrXa6LZxafaAnmR+XY/youNJtieGNHOnq11eoPtDD5B/cro/tTncTt+YjIrMN0Nxb%20dgelL9rBXOQPSi5qlYuzlJ4fImRXSsabSBDnyWeSEjHP3l+lXftQHcdOPelF2+790MEdz2qZRjPc%200hUlDZmck7RlcSMpk6o33uOAB9a1rHVJLb93cFSsiklR6ev1qtKqTNuu5A7Nxgd6g8grzDLiMHOH%207VzOg1qjqjiItWkjpomt/LE1hbLOepEhO5fwqCbWL6T5baJpW5+WNehrEgu3t3Yyqck8vH0IrpbD%20xykFuIXUBFHXaNxq+aaVmiXTpy1izn7vwZrPiOX7TJa/ZEGMmUkbqkj+HslnxPqNvHuGVGemOtXN%20V+KNrbSKm2R5Nwz5Y4PoKwZvFF5qRcfZYbeNjuKuxyapSmHs6K3dya506xs1O3V4J7jOPKUnJ/Sr%20VgLgMuCeeme1ZsDBnDXcwkxysSCtVNQePbti2L3z1rS7tqYy5L+6dRaiSRAGmKY4zVsSwLkMwY9O%20a5H+132YZ8c5GO1QtrOQdrliagVzrHvVQbVHI4z2qnJqgj4Lgnn5R1rlpdVZjgkg9jmq73jE7mOQ%20ev8A9emkK50kurBgMADbnIJqEakcfeHvXP8A2temeccD1pjXTNyp46ZqhXOjOoFhyQQab9uOcK4U%2098VgI0p+Y8A9TUolWLOcYOMAetAG2LyQ8h8kd/SnfaWwPT07Z9awhdueEPsKmSR+NzYPpQM2PtOQ%20OxJ59KPtTAkE5HIx2xWWJeg64pDOuMnvRcRp/aWxgHjvnuKa91kYOPf3FZZudx4YY6YFMa4/XjNA%20XNJ7oFsluemPSo2uADgZOKofaFJwOo700T5znAx0B6mnqBeM+W/UYpvnPzk49MVT8/dj15+lO875%20RjkdyvY0agWPNO3J/DNe2fBVt2l3eQO3T6mvCTK2ePlHfPavcfgc+/Sbw4I5HB+poa0Bs9VoooqC%20Qqjq7bLAkcfMP51erM8QSCLSWdkDhXUkHp1qZO0WxrcxJLu3t4WZJivzc7efqaow391eCWS0DTKG%20wGH8VSm6jvJENtCryt95IucD1OavxfaY7cxRxqgYnGwVxtqRqzEfSdQaHAvPs25yzbeTz25q5b2s%202EiupmlKZ2yL1Ue9XvKWFH+1zZdgMgdAKha7WLENhEWxgnNRt1GTiztwx88tPuXBz39KckgijwsX%20kIo+RgB8o71lanqU0BjNrEHlY4ct91frispL/VdRiDBYmKylHOThVB4P41XPFbbit3OkW+KLIu7z%20FzuDL95vrVW/lEtrIVm8sFM8+uKqK7QXARmViw4ftn0rn/EutNOj6ZYuN7f609tw7VVNOo+VMGVl%201ea3dTdXXyjOEJ4zWXq0y6uy+feSrg7lWM/KfasS+sJtMhS7BmknfISJOdx79e1ZX2zVRGJJYHAZ%20sbVH3T6GvQhSpwJu2bJtJEjYpPJkMdxJ5H1qhe3iQwbZHkuG5wAehqk2sTpIVnRlByCj9Kiaee8l%20gs7aFp5pmPlhR0/+tWmgtCH+1rmSLyFgkd3IVRjqfQV3fhfwDPPGt74nZUiUhorROo92rd8KeEYt%20BVLi/ZZb9lyxYZWL2FdRGjXL+a5IiTIT/a9zUN9ikRlYo7YRwDy4uihBxxVWWNYY9wkxuHIP8qsy%20fvYpFV9yg8ueB9KyGumnlkkG17aMbR659KiwbEc00r4ESqoHqetU5roMrpJGd2ecjg+9TlndgM4V%20uue9RXiqLdsHIHU07DuZEqIhMkmduf4aytWufsVji3XfJcPsQL1B7mr90o2fIpKscBfX3rJt7b7X%204q3OSyWMOcDsxyOalodylqMU1m8MSS+YUQBz1IPeomY8cg8cYrQlsZpZJG4Ac9fX3qhcskKlVG5i%20cZ9KYiNpFCjk7jyfTFVZrkN8g4B6E9/anyyRmZbdY/m2/Ow7iq/kqsQwGcdAopgV2JaQK3H91vSq%208z7JMKwxnn2qeZAoKOudvIVewqjdSfuiUbqnPrSAedoywBAPf0rnNYmZJCkTcuOM9K04LoxwMXbK%20EYFZbRrcakXkG8L29KRG4yw0pFjLzBnJ5JPb3q8bWGBgyyEsw+UYq+sEptVLNhSOM+lRAxrIMc9u%20aZVkkUPJfdgnknqO1SRxuSoH6d60vssZU9c9AKcIXXYV4BGQDQFincJ5aKwyARzmtmx8HQa9pfmy%20XBimif8AdhOn41n7irOMDaeSDXWeFNb0+DT10vaEuS26SRj1FRK6Q42bszKn0uxsY0tNSlZJQMBw%20ByKmi0vSnbCPll45PWmeLntY/mkkVt3+rIPINcisszf6tiSvU55NZW7DbipWsdVdaN9kTzbZwpX7%20yN3rGN1MbiMzAgfe3djTm1y58hYZ8Fk+659KSW8iaETuwERO0huM07Dui5cajGYRgr8v6VRs50iv%20GQOpV+ODxmkePTpTlrhcD5sA/oKzLy2LCS40+MqmcgnuParptxldGVeCqwcJdTdnj8qZZVjDc5Yj%20qDWxpcu9YmV1Lk8gdz/hWRp92L7T45DjeBsf61oaK3lXTQMCCo+Ujrj1r0F0ktj5SonZwe6OgQKc%20r8zAjgAd6QW2ZVSQBSrYye3FSW8XnLk4+Xp6mrUVu8jFGAkd/lXPauzlsjxZVXfQyZbYP5aqi7Q2%20Bk9qmyVkVCQRtxj+LNaSW0Xl4lD+b5nDKOoxVC6VpJDM45U4DD1rCUddDrhU93V6itGs2MOFk7+m%20K9z+Fuf+ECsQV24XpXhKn5irHbjjcOle7/DEg+BrPB6LWFe/Kj1cra9vL0/VHX0UUVyH0QUUUUAF%20FFFABXIfFFtvw51Ug4IgbHHtXX1zHxFYL4C1QsqsPIb5W78U1LlfN2E1dWPkOSyjncFF2EkHC9zV%20G4sTFuIBYBSS3vXQ6hYG1lWWBjJE3BVf4frWbhyi5aTnK8gZHua7I+yqrmicrjKD1MeSNo2w0XPX%208KI1LMhfLJnBA/lWjIFVsEDg4YL0A/uj3PWqsmCc4DfN8znoPamqCTGmRSuBsSL7wPzH1NQZwOM5%20PXNTbQV6jPX/AOtTljiKOSM46Duf/rVMqUpO5V0QB89flOfvHtS7S+0bgx7AVYMMYEnykEcgHr/+%20qr+nqEuI1UJlhuXb0P1ojh23uS5W2JNL09LRfMdQ0+Rgn+GtQzIilmZizfkKguF8uVcfUgd6aGVp%20PlOS3OD2rnkrNpnSrWLD3W3vjI5HrUDXJJGMdM/T61WkDLyDk5zmoS5JIPHPI9qQzR+0qvLYIHYV%20Kt07L8zbFPIA9Kylm28Kc+lPEoGfemBrLMg4UFu4J609pt3I5Y9fTHpWP5rHk7ueKsC5jtY/MZuT%203ouBffhd82QPb0oW1nuEM0zpbWmP9ZJwW9hWQ/iN1cfY7ZTJnh27UwWV5qTm51e7MUQ5IJwfwFK4%20WLFxfaXbuYdFtjcXTDBlYZ/EVU/sy8KG4un2bupqz/bNlpkfl6Tbh5B1nkHP4VRZtQ1aQvcSHHU9%20hU+YzQt9RtrBCg/eOR19KkfVTNkDHAzWX5UEC4X5n7k0zGAM9+QB3pga32kEAMSc801pUDA8YPHX%20pWeJSvKdP1NIZs9FIA7DrQI0vPRe2O2aQT7zkLwO/pVBWJwNuM8gDvU6s4+hHftTAueYuBuIPqTR%209rCKdqjjp6VU6ZGCc4B96tRQvcMkIIAHQUttxjftE0rfK3birMVq2Q8rY4wQe1QG5W1LIiqGUkHH%20rUD3UsjAZPHajVgapmihXqOO3rUTXpPfGexrPXcTz361KHVQcA5osBY80t3288kUpfGc9jVYyHk9%20zx9BQpLN9eOepFMCx5vzY4z/AJxSeY3Veeen86hIHfkA9B0FKX6YPzE9vSgCXeT8uTuPT6UB8YOc%20qODnrxUTNhjz16e30oBJAJGD2Pt3zQBOJO2ODyCO9LuqEEEFl9R19BT94GevPIx3pgSZGPUGvd/g%20Wc6Nd9Oo6fU14H55UnHXgjPpXvPwHbdot4fVgf1NKWwj1qiiioAKztceOPS3e4x5SkFvYVo1R1iF%20LjTykhO3ep4HXnpUT+Fjjucrb6rZ/YjcWKeVGrHlxjd7imw6nP8ANcO7CGT+E9PrV+azh+zyLEpB%20znkDGfSqRsI7i3E11iJEBDOD0rh1Wh0XiC6nam4S3iYvNIc4HPFMlbzL2TNxvVBgwL/D/vGuRt9R%20edprXQoXuFWR99yByMHgV0UWdM0VSzhRJzPJL1Ynt+FHNzOwmuxcbUrKys1MiRghiQWJqk9xPeXn%20mDb9mxvRhxmqkF/JfTFII82cS5e5cfKPYfWuJ+IPi6SytYbTTVBadsMAcHYOuPwqo0udkONjtbi7%20SISSQzxgA5LytjbnsK52bV9C062nvJWkvJQTllA2qxrzJzqetFLmaWS3tI/kwxIwo71X1rUL/W0t%209G8N2c4sIzh5Av8ArW7n6V2RpqOiC9jqP+Ethvr4wx3G9nPyooyBWnaTLaSy+WiiQIWkkkPCDHau%20f0fwlqEMKiyjS3KcTXD9TntWo2iQbJrGTVIyjAGWG2bdg/7RP9K00SsVqzj9a8W/aNQEWjwC6mJw%20r4+8x6Yr1/wD4Tl0fTo9Q1pFfWbqMOwX/lip6D6+tZ/g3wDpGizJqjQebOcm3jYdfeu0TzDJI8rl%20WcZkI/h9FrS90Zk0s+ISIyQyZ3Ad6ge9kktURfllbGEX09ahWB5isYUqrn74/WrczxwpGkS52fKW%207t9aljMfXZ70WccUSOs0rBVwOMdz+VDwi3t/KV2Y7QCcdT3zU13cytciRDgIu1f61VLFgADgDnmq%20SYN2M7UL2Sxs55YcylF49jVW1muV0yGQqTJMPMJbpk9ql1+1abTVt7ZiHllXcV7AEGp9QTbp5haR%20QoAAJ4ocQuZOp6rJZ2IkmUBjzjso96TwusiaZNfOnzXkhYH/AGO1YPiS9l1rUrTQ7BMBiFJHXA5J%20+mK6bUZ10jSiQDDFboIo0P8Ay0xUpNg2kVb9ZLyRl2nbHztH8Vc7cMqyEFPLIHzA+orftNReLw69%203dp5Tyk7Q/GR6iuWEsmp79v7wMdgx1NDVgux1pGRbT3R5a4bbHnuKcYWt1JQkA8PuHetG9ZLNbOz%20lUP5KhI1X7zH3qjq1063gt3J/dp8+BwKT2KMqZWZ2WRhjsax9RYQW8ivw/JwemK17mULGpVht9R1%20rmdeu3ZDGh3PJ8qZ7VJLZjx3jCFUB+Q8gGtvRrR7lZZyu76UzS9CWKFZblCzN3I61slGjQrCQqMP%20lFUJLXUiUrzHcFsg8LSOBt+XgnpnvSiCQSbgc4OC3tU0b7ZtoQ+YDjdjpQUQIHeUhwQ/YHrirDxi%20QDcxPr6AUiiSW4LKcuDyakvI2ihClWeV+AT0IpK4yi0wtm3bBIq9Ub1qhbjdO1zNG0KyHk+g9BWh%20PZzQwyrKpDgfd7/WprGC6+xJ5qeejLwHGAvuMVFQlI1LTwvp93YrOk00iyc7m5IqhqPgpol36bKx%20dTna3etDR5p7EFIpP3TcmJ/Wrlx4kjLHzoRE398fdJrnUi/ca1OFnt5rWRI5YmMyn7jD71dZZ+Ex%20dxedq27OAViUfKoqpqDfa7xGidXY/dZepNa+i+IB9oW11n5E2YV+w9zWgJJaMkXwzpcMckkFgGK5%20YM5PpXBHVRJdy/aIAwViQg6L9K9Mv7uzutLuIbO+R3KYCE43fSvM7eBXwGYRMDj5qpaahK2yJ9L1%20cnU8JEFSbtjhD61u4MFwJowSwbbuXoBWcLCS00m4lBAVjt3gcA9cVoWf+kWaSSHG7gHsTXXh5qS5%20DwczouElWXXRnW2jM8YcOBgZ/H0q1F5hVIwFVid27NY2hSs0flXGF8n7+30rbG6HZNDu4OMkdD6V%206lN80fM+OxEXTqX6MWRh5ILK4kZuDjgiobqEljv+Vl6J3FWSsiRnKqu35WYHO49cCpGjG3zdm4NH%20vYE9OccVVlbQhVmnzL+v6/rUxXjdVLNGUU8Be1e6fDDA8C2QDbvl+9614u6Ln5dzgHIJ+le0fDDP%20/CC2eV2/L0rhxUeWKPpMlnz1Jen6nX0UUVwH04UUUUAFFFFABXMfERtvgPU2IJAgbOPpXT1y3xI/%205J/quP8Ang38qmfwsaPmMyBwfLP7s88+tZtzA8twZEh287mLcZrQDBWwhBK9cdqbOpmiMeeOo9q5%20IVHB3TKdnoYLq0KNFLkNnOD0x9fSqkoG35lK7VOEHQe49q17uL/R1WbLNjge3vWRJA0bqrbck8c9%20a9elXU4+ZzyhZkTtzlydrc9OtLG58zduXn5WDdxTSEJAPynBB+tHyZBx26dq2UhWJSp2HcOEUj5u%20gPbFW7cMXGGdcYLYHX2PpVePyireXkZQq2719fpViCcqCcbGYjds53ex+tac2hDTLeqOI5YtnDsv%20X1qotztH+10bNTanMhkj8xSpxwD2qgwAO5zgk546Vw1X77NofCi2J8nkkD070rOkqgHgHuO9Zyvx%20uJPB61IJCwyeVI5Hasyyy6t/yzbPI61EZimFJ7457VE7DGdzYxjIqPexXcW4z1A6GmBbHC7nOdoP%20eqyq1y2XfCKe/aklcsQnOT1B71FlmbBJz0pAX4rmG0B+zR+a/Qu1QSzXF5Id7M5z1Pb2ogt2GJJP%20lUdc1J5/lr/o4wG6H1oAkito7faZSGbphe9JJdscqh+UdAvYVWl3biJPmPX6CkRegYlcfdHrTAkZ%20jkdumTSB8Y2nJGSd3UUsikcMVfI49aXGSGPYYx2H1pXATrnqMcjHUUoG7ORnpjFOGcgHkdfrT04P%20zjK0XAcigsQOcY6dakJw3ygbep57+lQswUdeM5X/AGaQyEkHjK9x/OncLFpJlRW+bHc5phkZju+b%20PtUOwu3Tdnk1NFAvWR+p7fypDBe46MT0XmpwgByef60jbVJUD5ccn1pqtnGNw7igRLuO3A+XnjFG%20eme3U0wMpy2TTy4wM4+XnNMBQACDxS5zyBjn8Wpu4/w4BzkU7bu6tx1xTAQk5+cnIPy/4U5c7jnj%203pBjjLcE84/SpQjyZEfQc8d8UgI+cnncCOn0pV6qQMEg9P5U0PkqByeevvRt+buexxQBKJCyggcd%20APemtjIAwG7+xp46jccZzgUoxg4/ye9AEZzjHXHJz/DXvvwFx/Yd2R3YH9TXgx+gxnnPp2r3n4C8%206Lennlh1+ppPYD1uiiipAKpaq5SzyBuO4cVdrO10f8S0kttCupJ/Gon8LHHcwprq4abMxITPCgcV%20jX11I+oG2DvGuMmQjhlPVan1HUvtG2K0zIc/IAO9ZmpSrYxRz3Uo39GVedxPYVxP3tDc07K5htYj%20DEmQxwoVQAPrWPqVjHqVz5uokEWp/dW+4hXPrUN3cyTwQrYMy7csyqPmq/bLb20Cm9LeZcYwW659%20KE+bQL9CldSSyWY3MkZT78cf3QvYfWvNPEWhXereLrW3yQGAbyx1RP8A64r0qS+0XS7PUL66u0Z7%20RS5jc/eYcqv51yfgaS81GC+1/XV8m4vH3WqOMBUPT9DXZF8sSHqaFzptrZ20MIX7RIo2xwRjKrj+%209Utp4bAVrmeXfPjf5cAGFB7UPqkNrva3hLS/xEcj3zVRfE06jK2+89w3GPenZsd+xqnTYLuz23eW%20jIOI84wPfHenwaNp0aRGxhjUABSSeD9T1rKttQnucPIRMAeg6CpILxJrzLSFpVbAUfdSlyu+43I7%20KCMRKh4ZUBC46L9KsLMsiiPPzsMk44rEXUpFfn59qgbTT4dUjjnWZuAo+ZO/NdNuxlsaIaOObMs6%20oQPlXsfYU/zg5IJDA8sEGduayr24WaeKRtgjc44PT60+doba1lbzgEXkKDzWbKQyQwpPMGQtjIXH%20TNZ11KLeAs7jAXLAevanw6uqRSFCoGNxJ/hHrXN3F99uSWQTIyNITwfvVpG9xOzNFZzNPbOjAGKP%20cR/eLDAFVtanNppDt/F9+THTNUo5hdX8VspYfKA4HYDvWZ4ivF1i8j0bStzJuCzSDoADz+lNoE9S%20bwHYs11da7eNkzMY4N3ZR6fnW1rrSa5qNtZhdkcf3j/epbN4YrdreGQJbWy+VCf72O/1qvc6hb6Z%20pM9+xAlwQMnrn+tEdEEu5zPj+/3XFvptkXxD8hAHBNaGg6Umnaf9qvdoESl5Gz0OOn1qj4b02UzJ%20rGqKZGnY+RCed57n6d6l8R6odR1BNHtCvJ+cxnjP+FLzEvIXRFk1i+n1y+/1cKnyAfTsaxLm8F3c%20Su6tmRsmtXWNWg0/RV0vT/mKDF1Mv3cjtXFz61AJAVIK4yQp5JpPYZpzTi3065uZR8igqnrWN4d0%2059QuUvbvIVTwh6kVYtI/7WkD3ch8iM/LAnUmukWRVhXyVMOOzDBH1pNAkaLXhkheGC0gSLG0Nzms%20h7YeYwdec9avrMXiVT86sM5Who/LT93kxr8pIGQKS0LepnxwNAQHTcpPemOpjZwI85PGOtbSMjLm%20ZA2BtAH86qvGk83zc4GVIo0EUoofu/L84GOPSrLL5gjQH73BEnUCo7jfZSKwVsMMH0x61Qub/ALw%20kMSuOvKilYZaFkk98tpNcIgLYGTwR161qEpbRENwB0YDoa4YiWXUVjt5MrB+8LA859K6SHxD580S%20zRMPlCEgferz8Vzcya1RjKTTNHzhNbzMipKSoGB356CoItDgvpWW43x7RjDDgVHNqOnQ3LiC3nU9%20kjXPNWmvdQm03amlXRgJzukTBA/Csqaqxeruio3T11RZ0abQ9JsLq1v7Nr/BPl3HeP247Vj3GjG6%20UvAd8R+ZQOoHr9aie9kDCKKNRGR88kvGPb61vaMsrRiOKRPJZeMn5q7Vaxsmm7I5ZtOeFsQM8eBn%20nriqlxp8NtCrLP5jScMf7prtdX0NRYi7ELh2PATnA9axr6y09FjCy+cjdBHzj603disznr+9hvNP%20t9MUiNLduqEkOfU+9bGnafdxxRGSZRCqYWJec/WscJFDOU2kbhyAOUatfRLt0YW9y4kLcrjpj0qq%20ejMqsFODjLZmhazmDUBJGWYYw2wZz9a6sSDCFSDu+YuvLD2I6VylxGYFWYAKqt1bgAV0Om3cjWvl%20jYu05OOcn1r2KM9bnwmOoODcH0LoUwsHjJBVNwbqHOetSiJ929/vL95geg9aUBfLDhWXyk37V5V+%20cZphUAMqBtmPlz1Le9dtrnz3NbR7BNB5kanbgLw2OoP90fzr134a/wDIlWn0ryoDM2YcEmbcNvPG%203qPavVPhrj/hDLbHXvXDjF7i9T6bh13rz9P1OtooorzD7QKKKKACiiigArlfiTL5Hw/1WQgttgY4%20Hfiuqrkfij/yTnVvTyGyPXii19APloX4K/KmSR+tRSahcKq7EQHPOD1FNSMumNvAHGPWmy7ACXZQ%20n+0ahUYLoO5YAJY7sOxGQOxFVrmyQQGWZDjGQB1pLbUIoX8tf3y91Tk/hV2Qu8EhlQxk/cVu1Z6w%20le4aNHMud0bMDkbu4pFyXHGAw6DqasxDf5gZQgjBLD0+nvUYiAYbssuNxYdx7V6kPejzGD0dhFJR%20Fdf4T1Pb2qyiKrhckDzACR1yRnP4VCqDeN/DHk/7I9T71bgGxsZCSqMqD1Ht9D1rVJkt6DdWZXjt%2032kbQQQfr3rOMjPjAxtFLe3MslwwmBUr0XtUe/8AdgDgdTXDUlzSbNoqyHxEGQs5xjkVaEasoCDj%20OT71T+XaOvI5q4jskOQCw/iIqSiMxsf3o3AZwTim4KBgV4wefWpXdzC2On90VHPNKyxxk7UAwMig%20ZFgySDAyPRalG2EASKGAOTio87QFB56AjpQAzMGZvz70CFEkk8m0tkdgamCCPGzk56eg702KEZOS%20QxHftVkQq24ZwQOp70DIXhO0EjO49B1FNCNlkdOcg49Kecqw7YPP9KmKZYnBzjOTQBABgDJ49fT2%20p3CrkDH1o+9+fakAO7PPtmkMcrhQeBgcmlZwwGVIHUCm46rnk9TQ7KrYTPPc0CFA5Hv2pyLk5J69%20BTA4TB988d6Qyb889+g7UAWFZEGMEmlWbecKFGTwfSqwZmzj5R6+mOtT23BOec9AO9CAnCKq/MWY%209SewqQRpIo2KehyaGkwo/hPfPSo45F6kkkmqEBjOTkZ44xTkhZ2G7IPapUaVhwNpBxmpDOqHjk/y%209aAGfZDjlsHPamMjLyeR/OkluWl+U5wvpSCQ/dLZX070AOJ9QF3dPam7j1U8+1OY/KDnk9j2oAXO%20SR04J6UACKxb681KMHquG7Co/MweCM8fh9KTOTznIPWgCXcV64xzyego3bsDr3IHU1GnUtjODSjl%20iDgc546mgB5YEHJzznPp7V718AyDol5j+8P5mvBE2jcX3cHA4/nXvnwEGNEvOv3hz+JpMD1yiiip%20AKwfGepLpXh17l0D/vEQA9Mk4rerm/H0tnD4SnbUc+SXUcDnOeKmfwsa3PN18QXN3M9vbSqjs+DK%20o4UE/wBKtCKbOI4/PZSQtzJ+uB0zWbpqwWKNdoVjWTAijfq9aywPNIjW20D70mGOQfTFcV/I1dxr%20Si0uJbhVdpfLABA749KZDci9tHa4h2SoMmSXjOfSrtxHFAkG9/IkmbDN18z2Pp+FLeSK3+jyviMk%20A7AMce9HLJbCa1ucpY+HbNLuS+vVW7Z2OGkYgRj3HStkywZiEZIt0+VQANp+lOvrW2soRHHmTzsg%20EH7u7u1V7eyljaOG0fzrdRh5B0JHpWkJJWUmF31ILm2XzpPIBkD52gD86pS6QEgwHBRh85P6gV0k%20EDXB8qLB3Zz2xjtWbfC3s7eWZtoCZDAt0NbproMxZYTHarb2rGKCRtvmH+Q9aq3rJp1xb+XIJdp2%20rg9MdSaqXniKWedFsofOdhtBbhY19azNdeS2j8y5n3StHthiHYY5atVvqJnTpPqN7M92ikoPuyJ0%20IqrLq0smpLHDKzSOuGyOmK4XRvGc1kkWhJNJNbMxd3Xqme30r0HRE0q/jRhdI06sSFB5A9D9K0QP%20UcusS2V2IJraV7gjJLD5SO1JdeIJDIJMZiXgheQpHrXQy28d1amNyJNv3WAGRXF3dkBNIIphIoY7%20kQ8j6igWnUZrmrTT29uI2KJLkkDjPFYNrqYSz8r5iwkJIHet50tb68tPOQRbB5ZBPp0qDVdC/wBI%20McKpF1IY1XMRYyJ/EMlnKxid3upDsVQOo9K07KaLRdMuLx5VF7P8giP3k/zmsVtPkt9Yt5jBsnVT%20sbrk4rTsPB+qeIb4yXcjQIzZllx0+lS2upSuWrHUDFAEkPGPmH9frUWrzf2tc28E22Oyt13Pz98+%20la958P7/AE4EWV4sqKMgN95hXO3kWpW0yRz6ZKGdtuAOSaFJS2Fa25cl8TpY6ebyZdkm3ybGFekY%209fyNcxBrY0mzu9UuG33kh2RjHJY8HH510J8HyXT/AG3V7lVKjEdsn8NaFpoOmRwGQ26oIl+XfzzQ%205IFFs82Emq63dppqQugIywxxz3zXXWHgywsrERyxrPcgZaRycj8K2LG1ito5vlEc8jli2OdtJJJi%20YEsJlI4IP86nUpRSKlnHZx5R41hdGyjDoR6Gta/hivLdZmRcsg+ZOxqCKBfJLNAxLnClhxnvioJ1%20MMoeOTYEODg9ffFFtShjeZbWiSwxksp52j5WHrTrSeSaV/upxnHY1KbuUqrSpujP3GIxgVUa3kkV%20ntX2LjJHc0vUCw99HCXVOspweOaaxiKqx+Rl9OhrCubqW1DC5iZXAxyOT71Ui1KeSN9zh1I65+7R%20YXMaerXvk27huCPuHs1c9qV6kbopjEJZcmQntU5u2nhKD5mB+Ut0FYU6NqOptlzIkZ27v6Um7IW5%20d01reS4lKo3lqceZ/fP+FdDEVjceRnMZ7jpVO00/MSq8QWOPnPTH1rVtoYdjOVab5eB6e5rll72r%20NIrQvaLrJTxXDc6lCtxA/wDrHKgY966XWdRaaIvaN9ohlOd8XYfSuZR9iblBKNFg/LzmpdI8P6hq%200cq2KsqqMZYkAHNTbsXFroUdQgtDJuDYkJyV/vH0qOFZ0/fKzL2VfSu5tPAclnsku7hR8m1kTkFv%20XJqpqng1bexZ7W4cnbjZjpzWilbciSd9Dnlv7+dGt2nZVZdzbumPQVRup4G/0eJBGxPBboD7+1XU%20drGVxdnPmc/MOCazbvVI7syM6KIxwPLHIpuzJbsUnjhkkRURnkjGCqDIPvmtM+HrnWdPQ6FYMlyr%20/LKuduPeqQMymOZ42S34dxj5mGa9c0HVdL1PS8aGm2JRlrfo6/Wpu0XozgL6zvLCKK21EIJ1+ZsH%205D261Jo5kSSZQx8pPvHuBXR+N/s0mlrPcSeVJGcAfxE1yUMzMwMLhk+6SeM13Yeo5K3U+dzbDpNV%20OnX9DrIXyrMgBVR5mAenbBqaSIopGAq7dm4H5Qc5zn0qpp7boikRzLjDL2kX/GtBkWRiMCQsuXcn%20Bcf7I6Yr26c+Y+AxNF05u4RsVkfcowZMqDxnjtXqnw3Ur4Mts9cdPSvKk3CZl24KnEmOecfyr1X4%20bgDwjCBjOecHNcmOXuJnu8Myf1ipF/yr8zrKKKK8k+7CiiigAooooAK4r4uSTRfDHV2th84gbHtw%20a7WuU+JiRv8AD3VROcJ5DZ/Kk3ZXA+NVi1C62iSRskZ44q/a6KqMXnLSbT8yE9a3l8hI9kMYVDgg%2096mZkLblQA4wQO1cMq8h7GfbWcVqT5C446YqeTLJjlyeOf61JvKSD5NwzzTDPGshZl2DOOehqbt7%20lIwrm2+xyORuPnDa+B29qqu29c8KJONrcY9xW5qQSewLAZ2nKla54NsY4ww6D1FepRxDUbNGUoJu%2048y8qIhu2DapPU+9OlkYhwnyccE/ex3qBp/k2qqrxjjrULMxPr65rR4hvZAoobcMDtwSQOmetRbh%20jPPHQCpwodvm5B9e1Oa1wR/Dzj6Vha5QivnaTyB2rQO0xjDYPp6VnGJoRk8hufenLIoUEHnOck/p%20RsMuzydO3PI/vCoSS+G2ZPTPpT5CJF5XJ7etQgPjPIYCgNR4TqfmGOSoFNVQTuAHIOB6e9TIAx5A%20x0680fdXgZz096AGZ5G0ksOoPQCnpJ5bjd83OM+maAvGQeBxz3oIXblRu7A+vtRcCd2DruXr396L%20dVb/AFj7QOw71AVOSfusOjdj7UrthCe/QY7mncCZ51ORAgx0JFRtnpkbj0B7VF8zr8nXpj09c04t%20jgHDZA//AFUALtJQkNgdDjrTWOMkjgYFJu2D7hxnHFAYcsiHJ4+lACK7N0IyeM9hT+OoPT07etKS%20eMgCkynGOBnn2pAPVtuOuDnk1J5rHt2x71BkjJ+6cjI7AU4EqvXnPancCYN8ozk47HtSo2eQwqNR%20kgAjB6k04gKSKLjLHm/KAG4z0pOJMDcMc1CCF6gH09qVVDqeQuO5PWi4iTzVRsDnjBI70nmEZK/e%204yRTVAXBbkdvQ0h4bCkClcB4kPHPJpxmJIHHJ6HtTUiLNtQgHHOe9Kcodvy8DoDTuFiQMcHdj6Uu%20TwSy/hUIYNyv69qerZQgNjkcelFwJd3THB54pQ25QDjPrUJIHU59D3NKH3d+QOKYibzCG6D0x/Wv%20ffgE2dEvc/3h/M18+7/l4I+le/8A7Ppzod7/ALwH6mkwPYaKKKQBWH4uWNtAcSxmT94mABnnPFbl%20Yniy4jttE33DokXmoGZzgAZqJ6RY1ozhINPQXS/b4BIy5aNR0T3q/PNaWiFziFmA3SdhWLPr+l6Y%20XWG/tZWllzuDk7RnvTZdX0Zrj7XNq8LbRkRk8e+a5FodF1a5eS/81v8AVGRScI2M59xTZoTLIPmW%20R0cF1fgYP0qhLrel3F4k01/Alvs+VFODnFSSa5oLTxGbVLd5YV+4rHBB6ZqebmWlzCT5loSG0/fy%203ICxQtlFWQ/eNLo0lrf3UlvCWkljUiQL92MDriuf1rWtOuyIF1aD9+SDEGO0ehz1FZ0txbeH9CvU%200vUrWOaZdjzmQ554OKTjJ2b2Ki0jc8VeJLey0do7eHaSxVWBxjHevNbvWpJo2leSSXA4QdG9aa13%20byaJ5c96tzNDn7xPziufiuQY3kiKInOA2eRThGV7lTkmTN4nvrfaYLaJ9zZUZO6qGoHU9fuzPeys%20CABtT+FfSi3lj+3oyFNzr85OcY9q9Y+G3gTRpJP7Z8XanapCT+4shIRkerd66lKT2MpStocR4G+F%20WveK78vpyC3skOGu5QQDj09TX0J4V+DnhvwwjzzI99fSKBJcSEj8gDiuitvEfhmxt0gtdSs4YkAC%20ojAAU/8A4SzQVHzavalicAl631Fcz7j4e6LOf3CSQMTncrHmsHV/hfp877obuSOTpvUDLV2P/CWe%20H8/8he2z0Pz9aifxV4dK7v7WtAvTO+i7GmebzfB6xuY2SbUbiTnIYADafwp7/DDybUKt/K235CZQ%20BkDpXoX/AAkmgsoV9VsgBgna/btSSeI/DjMfM1Wz9QPMp37j5jzG9+EurzNHc6dqNrcTxICkErYx%20+Qrn9cvdd8MX1pa65YBI2+cpASd//wBYV6Zr+t6XHYiS31q03xtviYSEdOcVk+KtW8O65odlrF5q%20Ful7bp2Od+RggCpvrYpM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height="533" width="816" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 4.&nbsp; </span><span class="textfig">Membrane biodigesters evaluated in the experiment.</span></div>
        <div id="f8" class="fig">
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iqn3ELFARnAOOlO2MynC5VT1HvQqsVxEhYg4wvJNJB%20vuNDgDttHt3qySF0cM4BLSEjjpVZm2Fg4KsB0xVu7AjtLaBiM43be4BpS3Q1exXSbL42rk8gEdKC%20yeYR5YIqMY4Kk7gcDFKQmW2dzzzTsHM7DgsZGMYGScY60mEC5TgEAYI6fWhEJDYBPPAH8IphDAsM%209PWmK+g5gy4YsmCKt6IxPiDSiUGBeQj/AMfFUc9+vGB71d0NmHiTS8Z3fbIj9PnFMR+g1n/x4w/7%20g/lU1Q2f/HjD/uD+VTVRIUUUUAFVr3ULTTofNvriO3j/AL0jYFWa5H4hqh0eJpFVtrHAY8Z4pxV3%20YTdjZ/4SfRMZ/tS1xnGfMFIPFOiHP/Eztv8Av4K8aGWXGMZ68dT3p4jGAFTG8ce4rX2aJ5mexf8A%20CU6Hkf8AE0tf+/gpD4r0IDJ1S1/7+CvHZE8pGZ49wY4AA4JpqRLLEWCnOMHj/PNP2cRczPYx4t0E%20ruGq2pH/AF0FKfFWh5x/alt0z/rBXicUIhV4yANh4B61YEHmcKBnGT9KPZoOdnsn/CV6FnH9q2v1%208wVVvvHvhfTbfz77WrSGIdWaQYFeQzxiCIuyZwcYA5NNMMU0eJYlZGGCGUGj2cejDnPTx8XPALdP%20FWm4z184Uf8AC3PAQHPinTR/22H5V8yeOfh5HbRtq2hopjzme3Hb/aFefLaqQHC5QDqB3rnk+V2Z%20rFJq59uH4ueAR97xVpoGevnCj/hbngL/AKGnTc46ecK+JzZRrG+8MSfm5A4/+tUcEMfzNEoJA59h%20WftFa5XL5n23/wALf8AZI/4SvTeDg/vhUi/FfwK9t9oXxRpxiB2s/nDCn3r4qNlEzEsEVkGCCOp9%20a0rC0T+xrlJkCRCTfgjg9uKXtkP2bPr8fF7wC3A8VaaTjOPOFA+L3gAtgeK9N6/89hXxZNZxW9/5%20BZFAOC2Pu06YWSuhj2lehGOtHtUHJ5n2l/wtvwH/ANDRp3Tp5w/KpIfir4GuJDHD4o05364Ew5Hr%20XxdJBZBWEaBHX5Ru7mrmk2og1GICPYWjxnHWqpz55JEVFyRufYL/ABc8BRyFJPFWmqynBBmHFL/w%20tvwHjP8AwlOnfTzhXxLqaLFf3IVFVN2Bkd6AltEVCxkrjPI7+1Ep2KUbq59sn4ueAQRnxVpoycD9%208KUfFvwEf+Zq00cZ5mFfE/lBnVo4jnqMrwPpTo7YtJsCKWxzuqfaD5F3Ptf/AIW14D/6GrTf+/wo%20/wCFteAv+hq03/v8K+NLfS/MlCSRIiEY/GrQ0i2jXMiKMDJFZvEIr2Z9gj4s+AznHinTT/22FIPi%2014DPTxTp3TP+uFfHl3p8UdnIy7YmXgMR95apwWEJVF3qzzHYFA5A9qft9Li9nrY+0f8AhbHgTn/i%20qNO4/wCmw5q5pXxB8J65eraaRr1leXDfdjilBY/QV8TSeTbXT29yh+1g7PL29K9O+Dtoq/Emwdk8%20vaQOF4Jz/OqVVvoJxWx9XUUUVuZhRRRQAVkauV+1xhh1T8+ta9Y2skLdKW6bBz6cmmtyZbGeXwo2%205wF7d/akPzZB4B4FISduSOT8v4UZ2vjGNxzn1qmSea/EC2Wa8TzY94TgsRXk9/oFs00iw3Ij53AN%200Fe6eLysSpK8atHuwVb+tc99k0ieE+bZIVblj6GvPqtqTse3hak400os8bXQDKu9L+MDGQVbg07/%20AIR+KNl8y9LA87UOSB7163ceHtLuIm2WyxpnAA9PSse68HwR7go+YcYFZczudLm2eWa5aW9vYxpD%20gPvwcms2yuVkaOC9hVwp+Uy8ZH92vQdT8HsluN0cciY+VSxzXn13ai2uGt5zhkbAbuK3hLQ5ZrUd%20dWVrBcl9PZ1Cn57eUfMD6/SnWs45+z3MlrPuzneQgpHLq0a6gknlkfu50HUe3rWzD9gubNl1e0aX%20YnF7ZDcw56MDgVTvcrlSViOHUtTR3Fy73UYPWKNWyfrT5NRtZ2WO48lgqZHmjaS3ocUf2BBIwbRd%20ctmVhkJPJtk/EDvUN9o2vKhF3YSTIOkioMUXaL16FWWe2lZgLKOF+ilSSHqURR29oLq3e4iuY13s%20sgGwr6g1SiiSJSjztbMPvLMMDFQPdpE7W84EyEcEMcAeootfQSqOHUvReJZIiiz27SfxBl61eTxB%20pxkCsWTaONwx+dc9LMZWVrSBVUDnBJzUuy2+yZy7XBOSCo2qPrSdKL1OinmuKhpe/qdcl3aeWJFu%20EMSDBYHkip4bm1+RhLEynsWI/Cuas7iWK1+zWduEZhkydcn8auPp17HamaaCB4E437iA30rJ0kz1%20o5vVW8Vf1OlsxBO5itLiGSRW3DDc1Y+02cUiIbhThvLwp5555rmNO8L6nquJLPTDCqt8squ2M+lX%20pfBraVfGPUpwzx/6wQsSCTz1NKcFCPNIzrZ/Kiryii2/ifT7eTyrdJZZM7EVRwD6Vla9c61dWcce%20oWb2fnNmFF/jHvXQae9nbwotvYqI+u5hzVHxjZrqd1CJ9VW3kUYjmc4i+hPasqVaMp8qR4tXOsRi%20pezei8tDjodMugTFFMkaM2GEjd/6VvabbaxFDtTV7O2hHygSPtDfiBSRaNqVrErDTINQiUcyRyMQ%20fc1YtrC8ZFl/4RXz0wejt+nNehbXYcIxsSf8I6s4NxNrenRqTnBnZs/TNXorWygRQ3iaIKpB2xY/%20wos9K1JsCDwUzsFL9W4Hr1rotK0HxPLIj2/hO3hZjuzJn5cdzRrc6opJa/oJp1n4UeQvPdahqsjE%20DJUBCfTg1s63IyWcOk6baR6ckh3Nnltvvmrq6LeQxb/EN5ZW0a/MLS3xuZe5HFc/rQa81N7i2bMT%20YCkHOQBjFc2InaFl1OXMq3LRUYu/N/XSyPTvgnH5Wl6rGDwtyo56n5a9Pryv4IFjZawrxyKY7hRu%20YcN8o6V6pW2G/hI8KOwUUUV0FBRRRQAVi+MefBOs4JB+xy8j/dNbVY3jDJ8F6xjr9jk6/wC6aAPg%20e7UG9nwcMJH5/GoSrjG7nb3PvV/U0iN3JIG2u0rBs9Dg9qhjs0lXG5iP9n1rO6KsQgNk8k8csB+l%20OVT/ABEDPVj2FS/YimFUN9PanraNK22IFSeCanmRSiVjFhxj7pBpER9wJIAOQOetStayICDJxn+V%20OezmU53ZPH3e2emKLom1uhD83GOR2APT3phnY4zvJHXmpHjZsp0YcEUxIpUyE6DpnvT03G1rY0LS%20QyafdMzZZWXOTyaoFfMZjyASOBWhpkcxt7xSFPyZBPc4rNj8wKo2ZHORmmkugtR4XHC8c9xWhZr5%20Ol3E7Yy/GfSs4ykD5kyCeDWuysfBpZBnMvzD05rSmrtvyM6krJIxzJ+7J4AOPxppckBkwAOuTSny%202AwrYA5GOhoCoWydw4HOKz0NBxkYYwoBPNM3OxyV3Y6gelK+xV4yQfzBqNiUYYzyOvrTQakjM33t%20vXgcUm/AKheo5B7/AEoVckHOOOc0uCrDcM/WjQBUfGEHy9+e9TW109pdLcWzeXMDw2M/oarqADzn%20FLn5QOwosF7GvFOl5M7yhXvpHyJ/bvkdOlU79Wub13ibYqfJg9eKmsQLS3a8kXJPyoh7+9VVJkcl%200JBP3qzjrIbdkRNG0eCXDHPQdee9BtmDLu+dc8juKlMbSzpHBCSzHAA6sa0/+ET1kLzZSqWy2Mc1%20oQ5aXYtjBavI0ttbvGoQBvM6E+1U9QsikyTISsLHaxA+7610+naX9ktYxLGWd/lZB95T9PX1pkkE%20dtqQhnTCfdIPqeAazleMrnJDFqTaWtjjbqOOK6Edq7yRj7jsOtW9GhmTxDpheJ1U3kOMjr84r0Pw%2054fsby5e0uMfakc4XAwy+td3pHhmws9atpILdZJo5Iyjyj5R83b3rrp0ZTV0eXiM+w9Cp7OSbZ9D%20Wf8Ax5Q/7g/lU1R27F7aNm5JUE1JWZ74UUUUAFcb8SCP7Fiz/eOP0rsq4n4n3MVtoMTzMFG89fwq%204fEhS2PNoCw2l6soc4ZMqTxj0X1qrbzpMmRwXHANTiQAFsFfmyCa6DImDZy2ACOMt0+n1pSTjdHk%20gdVPr6VCXPG5/l3E4XnJpyv8reYMbTjGeo9BTFbuJNEgkDxfLzhu4FOjXrGFx6gnk+31pWztdhkH%20uSOntQg+cbicgZUf3R/jSH5MAN+Pk56tnsaiaP5BnIOwYz65qUuNy7sKdxAHcD1pj4diu4k/dYnt%2070wuMON2HCtG2QQ38WR1rxDxr4ek8O69L5JZbSc74Cw6Z7V7dzwCAOcY7AelYniXSk1rTAkqqZIZ%20PMRj39q58Qkqbk+mprTvzW7nik+m3sMKSXFpcRo/ILrjcPb2qGFUkdSvzYOG/ugepNexXemS63JB%20Dq08s8cSbFi8tVKgfStXS/h/oYs4fInWNXfOyTGSPevma2dYWmuv3HcqE+tjzzTPAWsX9m13YaXd%20ywleJ4k3D9an0bwH4sutOuYV0W5QTsPK89MFzkcV9IabqQ0fTorOO7iWBFxCMAfLWbd+LLiS6hRN%20UsQY3JAVuenfis8LnWBrtq7Vu6JnCpHex4p4u+E2v6dr2lvL5SLqUghVz0STGefbAq/c/B2+tfFd%20rpM32aZmh3tcQklIx/telbHxV8XWl+mjXFprtvqFxbXwkEEb9EIxnj3NeqWCYtEkZlkklUM8gOdx%20xXHmWeRw9KM6UG+a9r3W3luaUYNbnz947+Gdx4Os7K4fUoriOeTErr/Bx9Kx7DT47qxfVHukV7c+%20Wlvn5pB6j869Z+NkbP4Utc/NGZ8Mp7cda8z0aEf8I/K5U5DjBx0HFexk+P8ArdGnXcbNysceKXLG%20Sv0OO8SWL2fiKWEldsjAhvTOBmvToPglZajqltp2n+IC0wgE1xIwG1M+lcB4/WODxzOkeAq7SQDn%20J45r1e51rwnaWlpcR3qx3i24EjNIR5v+zxU4zHTpKEowb5r7fqb0aaas3axW1P4IaPoWmNJceJXm%20vJG2wKAuAferUfws8DWUoi1bV7i4kCfOYACC1Jp2u6bfB3lZUjK5CBixbnoc9PwrXa90OFn33MUr%20FcJDn5iPSvIqZtXjK3IdUaEGtWcu/grwxp0F1d2tvczSBS9pv6Rr03Nz1zXAxtEVC7gWkyee/Nep%20+IdWWaCKK0t1XzFxI4P3V9K5mCS1MY+waGJAqHLjJBGetaYXG1pQcqqv80hTpwTtF2M/wtoieKtS%20k0wY2j/Wnvt9B716jbeAdKsLa3SXSVkjtjvB5yx965Lwnrclhem/MUEFqqEs6fexnpXcyeIL02q3%20FmPtiTOA0Z6NXmZlicZHEWpO0f1Kp8nLqeM6v4L16+8a3GsXNtHFaGfeecYUDFeyfBTT7WPTV1G5%20RPPubgeW7deOMD8q5L4uXsul+HbaOws2sZricM0u4nPHTmtb4GobyK2vNcmw1tMLfT4i2AQfmJHq%20c5r1aWLr4mhSrSla8ktN2vx3f4HNKEYyaXRH0HRRRX1pxhRRRQAVg64f9MQZ5EYIHfqa3q57xBJt%20vowAM+WCD6cmnHcUtiiXG8biBknk/wB3FR7xt5yPk49+ajMh5xgKRjHtSeZuU7QAG7+1aW0Mylrm%20lrqmnyRAFWK9/X0rzSxmaK4mtbhvmhcxup65r1fzRGSd2MetcV4x8KyX3/Ew0YBbwcsAfv8AvXNX%20p8yujsw9VQdpEFrK00flo3BODuHWrXl70+ZfmxkY7LXK6RrOWMV23lTI37yM8EV2EMm/y8MWVhnA%20HUe9ee1Y9W6M+807zYT8oK4yH9R6Vwfjbwb9p05r6zU/aLdNwAH+sHp9a9SlAMYIU4UZGOo/CoJb%20NZFZFAKuuQG7Gqg+V3Ikkz5ktdSlslPmNgK2GRhlfpV2IWVz89rK1qzHICnKA/jWh410BtF8Tzqi%20HyZjvjwMgmuYMCxv+5LIBxzXoqmmrxPPWKlCXLJbG9JYzSEuBDc55Jhb5l98VNHPPY5eC8vIGUZU%20SqCB+faufW8uoScfNnjIOD+NXoNXuWZUVyUPCjaDxUOjI61jabVmbzazqcilZL+0uVz8yyRqP5Cs%2068R9RUZhtxMx4MZ/SprKfzraW6aOTaHwpdABnHWqcusqiOxgUs52bx1b6UlTmV9Zw+36FWPQJlA8%202QKoGcA8tWzaR6PGgWW2E5UZPnMVBPpxWadTCFBJYhGxnO48fSpl1maV/kCRBed20VoqVRmLxGGj%20qkbdreMyAWFpDaRouC6EsQPxq1bwJNN5kpa5ZeSo6Ae4rES4lfAnklkB5yqAZ/Kum0yWOFQgXDZy%20M9/at44VfaZzVMwe1NWOg0+4nhiEcLrDCBwin9aZ4o0G7nvTf2sLSwSRbH5OPr9amikt7uJCgMbK%202TkdT6fSu10O5T7KyzqUHYsOCKvGUU8O7Hmxk6lT951PK4ons7cx+UwKf89BjIrnPEt6k8MMUbCR%20M7mZhx9K92v9P0+5iZVt4ZkClmO7BFcBqmjaXqV5PZvZ/Z1YfKf4g394CvApw5al+p6eGpxjVUzz%20wPZCRWie6t8YyqMSo+nPNdFprzW3zab4mS3P8KSkdfT6Utx8OL+OR3sLuKZOyOcGqY8Ea0uWa0L4%206IvVvaurmPoKdOE1bmXzOjtX1SeHF54rtdznjypOQO/atuyhtYl/4mXiSafH3vIfOPY1zFv4Q1gu%20oOnvGrY3EDJArqNM8FXcMbG8KW8YXc5zn/Jp+1R3xhSgryqL5JC6xqtlpGi/ZNNtpH88ENcMSzBT%201PPSuT00StaBLaZpRHlm8s5CjNdDb2qaxqjtezrb6cJBGH/iYdxjpXZ6jH4d8P6YltoUcfl3KbZJ%20l5JNc8qUqzblsfG4ypGvXcm3boa/wLuXutC1IuzDZcBRGRyvy16pXmHwYi8m21hR3uFJ9/lr0+uz%20Dq1NL+tznh8IUUUVuWFFFFABWN4vBPgzVwqlmNnJhR1Pymtms3xEN3hrURzzbv0+lKTSV2B8FajE%20YL+cXSNE3mNw45PPTFS2kAnfZh144wOteny+B9JvdTlluZWWUyE7n6Yz/Oum8P8AgoWWs2l1Hsu1%20tz5iwsowccj614NTOcHF2baXodfsKh47JoV6gDgSIcY3OvFImn6jDLEJY5DlscJwRX2BHrEU8ard%20aJCCe3lAgVZ+1WDKfM0y2z/DiMf4VP8AbOWta1V+JLpVU9j4xuoRb3ctqygMmCM9MHk01do0trlZ%20NrJKEYYypBPGTX01rfhr4cXGtz3OraGWvJQN+1mAPHoDWYmm+CtIJXQdEC29wcSCTLAsOg5rulWp%20RpOte8bX06oV29LanzKHHmNuZcbjk+laFxbS2gU7FdJFBBBrr7zT30n4n6pFJZxPOsPmRWhHyMpX%20OKXwh4eh8Ua3L9us5pYoWzJbwc+X/sir+sUPZe15vdsn8nsQ+bmtY4vTzHLdTxyfKPJYgA+3Ws+A%20osOwx9z+8z1FezeJ/Cvhfw5pMF5oVrcQXbSMk6XI6qT9T0rI8BeBfC3xA0+7bVNVOl3dnMQYxjDK%20Sfm59hVRr05Q518Pc09m++vY80VehWNsZxnH5Vt6XG0+jXkDAgrlgMcHFemr8JfCp1W5gh8RsmnW%208a7HIGZnI7fQ1k6r4Q0rwyYm0rWpb+Gc7ZfMRQsR9iOtb4WvTlVUebfQ5sRCSp81ttTy/ao4lUgY%20zwO/anrCdoC27FuT0656V6JeeA2SymbRNSNwTtYLKigMT6H2rn7qGW2m8m5bMwQKwUDqOorkjiIT%20k4Rd2tzp5Wkmc0ltty00RAzjpwM9ae2nrI+SqqEHXPQe/ua7rwt4U/4S69fT2v47DywsjO+MN3wP%20esSGwvbvxld6DYiKWSJmWNf+em3v+NbRqXb1Rm9DBaygVQRMMbeMd81F9lhO2ON/mPVj0z7V3sPw%2058QGW4a90rc0aAiMZGw+1bF38M9Qs9NhcPZyTvEJDb7zuPGcDjqKzjXjLaSfzQXR5edOVFBlk/eZ%20x7c1KNJhkwFkBxwQOgPc13eveAX0jR7O9vrm3RbnG1Q3zBv7uPWqF7oR8M6EmsarCJQ8gUW+cbgT%20wTW9Fusr03fzWyOXEV4UHFT3k7JdW+xx+tKlukARsqq4AHTNd14Z8C6XNpdje6mzSNdKxK5wAMcA%20e9cT4h1eXVTFK9tFbwISsMUXOB+PWuya61nwj4K0tpZUmluDvgDdEQ44PviuujGCu5apHmZjVxLp%20Qp0nyzm2rdeuz8upJrekaZp3jHQIdGiggm3HzQXJI4GCw9a9G1C2ggsrmaVSzsNrOByT2P514pou%20reb4+i1LUuqbiVU5wAO2a6PV/iRPqU91b21v9nsDhQ7/AHic9a6qVWlGLb36foeJmOAx1apSpq7U%20UuZ38/xZZ2MftEgc7BtX5hjLA8n8aytetxJItwqFgyBd6dEI9PWs6fWZ1j2W8YYggb2PUe/1qtPe%20XFxt89wqckKp+6O1edUnBqyPYwuBrQqKb0Rct9SAhVpZBb3Nq26MbuJl9Ceua7vSfiJYG+07/Q5P%20tM0kSyIuSqAsAB9a8waRVXckZcHkkDODVzR1kHiDTmZ/l+1QkbRycuOPwpU8VOmrI6MRk+HxDTqX%20dvkfc1p/x5xf7gqWorT/AI84v9wdfpUtbHphRRRQAVwPxblMPh6AhlBLsMMOvSu+rzH44tKvhe18%20j73mN/SmpKLuxNN6I850+4V49pLAKMbwODWjFOgTPnB9v6Zrz/TfFyRX32ApK1wBgxxrnB9K64pe%20xRpLd6fcW6YyPMTAx610KcXsyOVmxGcAjqAfyqVg3BABKnaPUfSseG7ikKskgIHI5rShV5CGibqM%20hvT3qxExkIRgVIwcoO4+tBcFkIDKF4KntQqXycHa0ZGC78E0pWSVTkI56gA84oF1H87VXHOcKO2f%20XNMCnpnbs4yf89af5Mu1R2CjinGOXnJ4zg0hldhn5enO04qs6kHeFDfLyD0Iq/5Y5DYXcPlwf0p6%20wtKCkSFSwySw4pNKSswvZ6FSKKwvbKJ3nhgkZflk3/c9q5eG5tY/EZu9YvFaNFwkYfHOeuBTfEPw%20hGou91omoyW1wxLPE8hEZNebar4L1/SJCupRsTjiTcdp9818cshdHm5qmj8tvmemsVzPY9qvNe0y%20W1cR6xaZVcLmT5ifTHpiuc0dNFu5ZHg1K0+1tub5JiWPHcGvKP8AhHrrcFMqfKM53nGa1PD3h+4i%2012CRpNiYIYqeWGD0p4fK6eHd4VGTKo5fZKbeQs89tNdRyJHc7lljOSR6ivcvC/xS8Nador2+pa0H%208h9kO/AYpj/GvD38OzpdTFuAHJCAcCox4aZnzLJ945XCjitsdl+Hx0FCrJ6dv+GFCUo7I9a+InxS%208OazoEVrpNw084lJIwCAMY5rznw5qLTRmxYkhPm3Z6j0qgnhuPpvbnnAUVr6Jpa6dcOuxneVcBT1%20HuK9DJ8JQwnLQpNtK71OXFyk6bbOb8TXsOqa7dXNkjRxtgbG6giuih8d2qaJDZS6NHLNEu0yMPvn%201NRL4ZiLmRoCoJzl+M1PH4egjk/1aquOec1lVVColGSvbY6I80dipd/EG8vFAiso4WL5LKMY46Co%20P+Ey1SZ0l/s9GlQ48xc5Nbi6LEpzHFg55AGQKf8A2asYB8sYVumKyVPDxVlAv39uYyrfxx4hW6iu%20Y7VG29VI+VhV0eOfGMls9tBHDbWkwOI9gwPocZq7/Ze8DPy7R91RUv8AZtujEyZx0GT+grOVLDN3%209mh3n3ZzenXmv6baGC2uUjQ5BYjJIPPORV8a54qKQxHXnRIjuTy41wD+VayW8WQYlY4GOnQUyQRB%20CruM46ADpVzVOcuaUU36IlXtYxdUfUdeaJte1We+aM/IGAGPyrv/AIS2EcXj/Syzu2zBjG47evp6%201yTrEZfmiLZ6kdK6/wCDImfxlYGVtxVvyG6tKSScVHRJ7ClsfUNFFFeucoUUUUAFcr4ocrqkOP8A%20nkD+prqq4fxrL5esRAdTbjH/AH01VHcT2KJulCDGc4yPb2pTPnKrvcdMgfyrIEzsTxtVRwTVC51G%20Xy9kQZCRye4rUzOlaQCQh3AYDJA6Z9KTzCpDJhgPunPBrh7hbiZ/vkEckliMe9Qx3d5EzBLiRX7D%20rij1C7MH4iaU9n4p/tGxBSS4jzx0Jz0FQeHfGAfba3kghmjPzLIcEit7xFL/AGlowe4jO+IcSCvO%2076y+0xpLEymRT99eoPp71FXDKceZbm1HEyhLlex7fpt2l/CrorBT7dPapZ2W3VpJG+VRyRXnfgLx%20bJDvsrxh56jCKf4h7V6BBDb6im+8kCQkYYZ5A9cV5Uo8rsz1oy5ldHlPxUvbTUdJtpLZ/nik2RsB%20wB1wTXA6TpWp6wT9iWGVgfmVjgj3r3XxH4K0LUdN+zjUViG/ckhx8retefeIPBi+DbOPWbDXoriR%20WxLCWCl/ZQOprdVJqPLTepl9Xg5801p5HD6hp0+nX0VpqUDW00p+WRhhG/GrMmh6rpiSXN3YF4UO%20SyZzt/vY9K6PW/E+leItD+y6lYyrORmKVV4Q+uaz/D/jC+06x+w3xE8ScI0o52/3T7UKvinBS5de%20q/yJeHwvO48zt0f+ZJo8ljeWt00DfuoznYfXH86zLq7skaeJVVCj/KexFVr4wG6+0WJaJZW3vCOM%20+1eh6H4e8G+MtODJZSWb24zNhiW4HcE11qsklc5PqzbfK7o4mV4ym9MBmPpnioSUDKyoh7kHpWdP%20LEmoXEdjOxtlcrET3+tLE25VEeFGflBPzD8K642scMkzftbsDCl4412/MT2PtWkm24ZT+9PHA24y%20fWsKx80uBgqc8kLn+dbMFtcXChtruQ+0kDHFap6Gbvexu6JMVvtuVQMP4jyPpXZwypFYhlY+YqHd%203xzXn1ralZo3kUkRtkAnBNdnNPGmg+ajDDSDc2enFVN/u2TFPnRU+3P/AGpa+XuC+YMHJ59jU97J%20JP4lnkmCMI1ALdNvHb1rOs5Ga8to2UsWbfnH3a0WO/xBNkNKuRtGPbvXjVklC56+H+MlVikeEHzZ%206A9KmtdQlOSy5JPUHpU0lp5tqJI25B4GORVW3tHwGELK56iuCVz01obdrelciN1J+8ct19qk1Hzl%200ucRytll2jI4Ge4qK1s0uWVnBQgccc0/XYmtfDl187fu0LZI5FJPUt2NTw9p9hb6Akd/YQTJ97eW%20I+pNRXDaFfrPbDSY0hhQn5ZG3E140nxC163jksoNXxE3CqyLlR+VdT8PtVnv7x5NXvGkhYbYo9oC%2059SetdjrQUbJamDjhXGTa16HoXwNaSVPEMssBhDXihFYndgLjkdq9ZrlvBCxpa3YhXavmjkKMHgd%20+9dTWtLWCPI5VHRBRRRWoBRRRQAVQ1xVbQL5ZBlTA4IzjjFX6xvF4ZvBeriM7WNnJg+h2mpmuaLQ%2007O54FqtnJYTmezVZ7ZnYlC3v0q94Yu7y5NuZr5UmLMUCEEKoPRq8Hul1gXdxEb6Tb5jHb5h557U%20kd7r8DKY7uZWHI2j0r5apksp03FzTfex2rEK97H1bcaneRC282TYsgbc0YBLYPpXH69rPiCTWr0a%20Hq09tII1kS2WJW3hRz17mvBW17xQrLI99dZB4z60ReJvE0Nz9qS7uPtHQttGQPSuOjw5Kk+bmi/l%20puOWIi+56lp/i/xJ4luB/Z2qySXVvIEljmgQGPnnt7V0ui+IdRmbUG1RZr3+ypYy7pAoG05LE49M%20V4NpviPW9FuZ7jSrmSCe4yZiIwdx/GrWn/EHxVpcl09jfsjXoAnzGp8zHGMEV2YjJZTTjTUUtLdH%200vql6marNb3PS9UK6l8eYLy1keZby3TaXUAqNo4p3wrlWy8f61BO2xS8w688E15TbeKNZj1NdWFz%20i9h4RyAMA9qLHxdrOmatLqdhdCK5m3eaSoOc9evrXX/Zk5YZ4dvRwUfudyXUSkpHvnxFmlvfA8Nx%20GrKn2tYhIyAN97GD7V5V4O1G2sYdYhuLO4uTHLuD265KkE8H2qhe/EjxH4hay07WLkPZidG2KoHQ%208dKzTq2o+HfEN8+nMsZmJ3KPmBU9+e9Z4PLKtHBSw87XburP9SpVk6imj1jTNYgvj5t/a3ewx5XZ%20ENqADr9a1rzTtN1PwzdGynGCgkVQAWyoz+teNSfEXxRKgiWdRHgAqsYGcfhVa08aa7aSSuh3iQ8j%20HArnWU4iM1Vg0mmmte3yNZYiMouL2eh7BpWvxR6Ba2ZXybmUspkUZwB16965LUrbRbvUme6uZrfy%20yQ7FRkj1qqmtXSeFU1SC2WS5t5QTHzyGPNc5b+Jb0TXrnSkmF2QdpJIjIr1sRgJUcTUq09p2e63b%201OLD1+akoy+zoej+D30LQ/E8F5bzTylhj51+XZ2b8qnN7pdj8Z7dbe0Jnum8xJzwCG5rjtI+I2u6%20VBDGui2s7RE7XcckHt07VUvPFesaj43j8TjTYIrmFQixKx25xgGvJlga8605SWji1fmWvY63UTil%2059j6mnuLcNcRvKm9F/eAnoD0zXIeLtQtND1DRtRugXtdrqI053PgbAPqa8wtPi14ot7WSGbSrWSW%20R2aWeRyDID/D06Cqd7418Sazqljf3f2eKHT+YbeP5wme5yPavFy/IcRSxCdb4NU9e6tpb1HVqRlC%20yX9LU960jwsbxDrnipY2vJIGe1gUZjs1K8E+reuemK4vxWNKW1jsNbntrmScB0hZsF1HO7joO9cn%20dfEjxFquftusnYqFfLhRcMp7GubudShOZWWOR8AeYZCxA7DnpX6FhuTCUvZUEkrWPDxmDp4yUZVm%207xd1ZmN40gttS1xIvD9iYrOKMA7MkFh6GpdUurvV7Gwtrl2VLOMJtHIOBTLzUZpHITA4H3BVJhcT%20ryDg4xnispSk92dkKVNKNo7bdfxKzQQ20o2Lh3PUnjFSGSLcqAZH92g2caEmaQsT0zUyqu35AAVG%20Onas29DWxDmR+Iwq7uSCegpQi9XYuynr61KFZxlhtQdeOlJlY+gG/t71IWBQSp2Abece1WNK2Lre%20nEkEfa4fvHGPnFVNxLEAAA9eauaWmzXtNw33ruEbQMn74zQlZhufcttj7LFgADYOh9qlqK2x9lix%20nGwdalrvMwooooAK81+NOf8AhH7LA/5bEZ9OlelVwPxbtXufDsBRc+XISfbpWdR2gy6avJI858K6%20IlvLPLaCOG+uMAXGwNgA5IGa2fEcfii28n+yLxpYwMsrwqc+vaotJtC1rH5TeXKv3JAa7bQ9Yjlj%20/s7VY1huAu0uej/Q+teXF3luevzcsNrnml94KvtXsVv2hbTZJk3Ax85Prg9K4u8sfGeiN/xLL0ag%20FOGRxhjj2Ar6Me1+xKsMU4aLHyKedo9B61h3GhW11IZ4gEkzlSO/t9a6I1atN6M5p06dR3seDWnx%20R1q0vFg1i1S0YH51nyufYV6Np3iHTdYhQpcpDLJ/ASBj6V10vhnRr21e11rTob2Ho2Vwy/iOa8w8%20Y/CP+wt2peC5pki6vZZ3bR6AnmumGMfU53hlsjtxatEMeewT0wDSG2U/K7s/Hp0968VsviB4k8Nz%20iCaRZo4m+aKbjPtmu70X4r6JqSqupRyafKw53jCD8a7Y1IyVzllBp2OzSKNWA8sc8nBzg1IvygAA%20KD0BptnNa6hCJdPuYrmPHDRNkGrIhdW5X9KsixCVKAFeB70lxsuIyk8ayR45BGSas+QdpJBPy5+l%20NW33Pkc8fpS3HY5jUPAdndyGaxf7O6/whQQa5+XTrjS9U8mcRh15xjtXW6/4qs9EgZbd1ubv7oiU%208Rn3rzu3uJr/AFczXc5MjMSWzxXlYmNPmXJudNPmtrsW5bdpJnZVQLnge1ILD93IDLEOfyNZs9z/%20AKW7Zw2em44pizgdPmYHJINcDTbN1axrfYY2wS8Y+bgd6ptAI9ct443XgZ3f3aqeefMLLkluTz+l%20OhZ1ju3bzSzHashX7v8As13YBOMpz7Rf+RyYt3jGPdo2BZQ7/muUx3bPFRmKzjAzdLjHQYNZO2Xf%20lvmOcEg9KTyyytlfofauDlsdbNC6utLtYA7M80gOFjiGSxqqdUgjc7LCQ5OTvGDWdqEGbywwDnzv%20uqPatFrOcrnax4zyKqyshXKc3iCVciHS3c7sZ5xSNqd9sUraKjdR3xV7RtJlk06J0GxSTtLH3rTT%20SYU3+dOkfH3M5P0FDcV0B9jkZdUv/MdpbF8bsAoOvHWq51aW3X/SrRoyT8oAzn3ru0isYhgB3mzn%20kcYrKQpd6zK5hAjtxtRCvyg9c5qozj1Qjn3vrhUby4I5Np4AJ5X1+tdv8GL1j41soltTGNwUs3Xr%20mqE4U28oYIAEJ+VRk+9dH8HIU/t6xcptfdkk9/m7VpTlFtadRStY+jqKKK9U5QooooAK84+Ik+zX%20oEzx9mUkf8CavR68w+Jcgj8SW5JA/wBEXr/vvVR3Jle2hz8N7JDljtJBxgnior2985ScALnt3+tZ%200l6gYqW+VW5J9PWgTxykYcgfThj6VqQONzsXoQT1VvSoVuoIpCSC4zxjrTbi2mcckAMcEmq/lbQH%20baTtyQDyKBMs6mWvNFuYIc52ZCgfyrzW3nlgt99tGXHRh1JNd7ayvBcfvj8jjhh0rjZov7G8QzIC%20skErFlXPb1raEna3UzmktSptW92PAzQXCtuWToR7Vf8A+En1VU8vU9whxgSIevuar3FlubzbdtoP%20IPr70+K4SRlhuEI46sOtYVKMam5vRxE6W2xtWRtLqPdYa0wVzzFJgkGszxH4N1DVljmtJGuvJHOD%200/Cs+40ZJS7wN5Z65VsDNNt7vW9Nb/R53eMHnHcelczwlSLvFnd9ehNWqI5pn1Pw7cOL60fapwrS%20r8ualm8USIm6eytwki/IFOTiu2Txg15D9l16wiuY/wCIMMHPrTLbRPDuq/Nb6UyxxDA3Mee/FFqk%20fiiQlSm/dmvxOfX+1xoserN4cLae5/1yg4+tWdNs/FerxzSeF9HmtnaMrJgHdIvsO9dQIbe9tfKs%20fMgKrsFuXPln6+lZ/iPUNW07w7v0m6e0kgb/AEgJwQvqPakudvYrlpRTvLXyPO3tZLa4ltp4zFNF%20zJG3BBpTbtuGeqnOc/rUU7SyTvJvZmlXcXbqxqzaXjJMqORgcfMP1ruR5zuSW19e20wIc46E7eTX%20WWV5JdWAZ5s/Nwo4rKg09byNZFIYFuCPX1rU0/Sbq1mLROjIByM8CtVdGUtTWhuo1McaxtIEHzHu%201a63rSaY8NzG0ADfLKy9/TFY3lXm7ylkVsnIKgdavXqXVppFuzyM5D/P5i459KJ/w2KC99XNXR7I%20y3SzxNujVCuM8g1d0395q1yxO/DDaTxtGOlVNEuAliJipXd94D+GrWmgm4eYPmOZsouPu15lf4Ee%20rhfjZ1KSoVxGi/MeCf8APWop3IkXYpyw4XH3TVQSoAuBuwMkA/eqPfNcXQ3HAVhkA815zXc9NI1I%20Jo0b5wIyBwQeDSarJus1jdTIrHsM5FMQxxxnY79c8qCaqX7jyo4chfMcEENyajqOekWyd/CPh/Vb%20ON59MjVmGCyHrTrfwBb2YjFopjjA5HtV2J5Y4EadF+TAUk43VbS9kbftDMycttPH4U3ZnmNnTeAt%20LbTLO8Vt3zygjcSewrra5/wnI8lrOXbJLjr1HAroK9GgrU0jCXxBRRRWxIUUUUAFZXicBvCmqBuh%20tZM/98mtWsbxfk+DNXx1+xyY/wC+TSewHybeaPGZ7gRRjfvOGz0zVZtN2Da6Mc4G4DketS+fJI0j%20bjgyEde4P8qk+0PtGFwuecnpXlao6RgsYwRuiPy8rjnp3pDp8LMWRVJI61YS8K42/d5wCOtPF6cY%20G3g5PH6UrspFWPRYJJcMvybeu3vUp8PaecnzCoA4G0fjVxdRcdkAHSnLqcgBLRIx/u0XYjKPh622%20nZKCOuSo4qNtAjVQyujdgdo71t/2oGP+oRSBilGqjobdeO9HMx6GHHoKq0ZIHyyqxyOmD1qzf6LG%20+oSyNIN0gGSFHNayammQBEpyafJqEEMzJJGrtwTnqPaqUpcotLmAdEVvv4OBxhRyBQmkIpG0DBz/%20AAjp3rc/te37WucZ4PemDW0Ax9jTj1PaleVihNEskksb61Cj5l+X+lZSaXsULnbtO1vl4PrXR6Df%20pda5CJIljUdwe3vWZq8upW2s3duJUVN5ZDtH3SeK9HEpzw1KouzX3Hn4eXLiKtP0ZQ/s63X5MdD0%20z1+lNazhVSSQmDz9fSm3VxqjlFiuYvm+XaAMt7002uqFY8CB5gSCC3B9K4LPud6IXghD4DsxySAv%20OKa+YpV2RlPM4O7owqwLXXUYD7FE+CSSTjj0qveTX9u0LT2DlFfICDOParSdxOww6Y3nht/lp3Ve%209TRaPvYqkZkxyQO9TQeIi7SbNEuGZThyVOBUx8RuQqtayWykEnK8D8ahqoCSGjR1ifEu2MEbsZ+Z%20fwpJLWAfJDEXO3qeM0sOs2EsxS4kCHAbex+8DVo6zokI3NeoccDn9Knln2HZGZHpEZbO3zCRyrdF%20p/8AZ0EKYm+fnKlB0qa48TaUf3aXcQGTnB5FQ/2rpr4/0yPLdAT0ocKj6BoElpHIDhFww6A8jFQH%20TowuSoLcYwc/WrX9o6eoPl3EZ7AlqdFe2RA3XCqCSFYngn0qbTQcq6laPSkaSTKkAD5R3NWtMskG%20vaZt+ZvtMWSRwPmFPmuyIGFvhsL91eSTVvw7pGpXGrafPiRWM0bNGF/2hQlJhotj67thttYgccKO%20lS1DaArZwg9QgqavYOQKKKKACue8YTWEenRpqU8UKyEhfMbAY8V0NeTftAgHwfaZz/rWwQcY6UnT%209quTuVGXK+YI9MXTW3xMZLOQ5Rx/Aa1LiFbm0WURhpY1+bB+8tfPmgeMtf8ADsy/2ddNNB1a2n+Z%20WHcZPIr0/wAM/E7TNQdba6VrCZm4D/cyfQnqK4q+Dq0lfdHfTxEammzOvtrxY7PYjloR9znJx6Zp%209terJIfLbDKSBWdqkE1szX2mr5keP3sI/iPdlrIi161lw0UhVg2GXHJNcPMzssmdos48rZITg8Hj%20oKnimhQEt8xI44yCPb1rnbbVYrkFC24bsZ7n6VoLOyoAAXDKOg5/+tVqRDpnJ+OvAWm61/pEMIil%20HBCr0Hv714nqfg24fWDpVpHILdWzLdMOF9ga+k7/AFAx2qgMu7OAG6iuO8S67/ZVrN50cLs3zRxI%20ozIPU1rCo46RFKnGS9443w/4Fl03b9l1WO3GMttnJLH6HtW8Ne17TLgw/bI7pUP/AC0wCfbiueFz%20dTSGZbKUeYd2FzwKVpLn7zWMzMeSSDx7mk6tXeLOapKnJWSOkPjfW1BH2W3JxwQ5rLvte8RarG8U%201ysEb9Vj/lmqWLphlNOnbHoDzTzHfNyNKuFAHoeKbqVpbswSgUP7IuCzEtlxySxzzVu10ua3lacM%20p8sbiufmY+wppa7Vgg025Zuh+U5qrdpqpj8yKxmhj3fOxB6etRGL5kNu6CHTTNGJHj8tn58tzyPr%20Vj+yiOske3p1/wA8VU1qOewZTbMEupY87GY7dvrUWnaTq+o25kEWOMBwxINOcJJuyNoRhJX57GoN%20OjVXDSoAT83vx0qGztidPHnSKEmbzAAeT2qrc6Vq9jbRSX+FjzhueC31+lXhpWqTpG9lCgt9vGGJ%20z9K7acJQws21rJpHDW5XiIRTvZNk3kWKYyXLL0JHapNtnGy7LcsMY5PWq66ZriqcxqvPI604aJrE%20hIwAP4QTiuD2cjo5kU9VmYXmnC2hjQifncfY9afqGo3ltbs5MR3cFVP3feq+p+H7s3en296qsZZc%20qquck4PH1qDWNA1GwtYiJlEO7/VynBH+NWqbdroXMJZ3M9ppVilrcb45G2ru7ZJNXbg3sG0+aXaR%20wo+UHJqpbagVh0q1nt1sW3/JLPwrDnmtjUbHVZZrBEe3dZpsqytx0NN03e9hcxV1KK80+wkuJbjZ%20Gi4PA496zbKFk0U6h9sKtdTDaAM+Zx1FaHirSL19I8u7ukYO2Thu1Wb3RHvYdDW3mVVYjCAAAdac%20YO1gurFXVY47TR7qdbuQOsWfujg11nwc1m0k1vT7SJkErYJ55PNct4x8PzWHhe5kN15zP8gX1ruv%20hVoIg1fTr1ZlAKqfL2DI/GqhTel11Icke90UUV6JkFFFFABXkfxZdR4mt1bJ/wBCQkf8DevXK8R+%20NOf+EwtAXYI1igIH/XSSqjuJ7HJNIjHnbxyRmop9Qh2MqOWHcgcZ9veseV1BbJyx4Yg8H3qLzyg2%20rjitLmZpWviN7TMEpLDsW6iro1W2mBJm2MwwV9K4q+k/0kNu4C/N71AtxjBhOG67W60hnV3UySS7%20PMZrcHqeMN7VUlEGPnKySRngN/GPQVhjWGXIcE+xGMVq2FzHNsFvGs284jJPIPpVRvcmVrEMM0dr%20dCG6j2xSP+6yeAcdCaL+02BXf5SH+6fvHj+VXfEOmz28itJa+ercSgdm9qrFJ2jKzI11bDliB+8j%209sV0uFjmUrlO3aWCTyp2+Rx94c02SYq2xAwyevr9KmGn3e0fZJPOH/POQYI9qpzF4wVeGSIgbSSO%20Pwq0mLQa5W5mUkAHoPQ/U1r2c4gtCufKaI/MoPBFc5b3EUL/ADPudDny15NPv7qPTmS5yw804eNz%20z9R7VnVXumtPexuxX3k6kl3byLIsg+fB6GrNw/mCVi3mcfdYfeHpXBNqka/NGSEY5APG32qRPEMs%20bDeTsAwcHJ+lcqaOiz2GXUCLduluMwF9yhuo/wBmqr2x/gycDnI5HtUsbebKfIky6/KM9MdcmpWW%20e2ZWmG5W64rdWZlLQZpuoXOnvGEyyds12uhazFeyfZ4SpmZfmjJxmuTiW3n3YBU91PXPtU8Vo42y%20Qsd4PDLxz9a0SaWhm9Tv1e4W+iLafIkURweKs6pNNPYTy7AsPUE9Vrm7O/1+0UfZb5SMZbzVBAP1%20qz4l8RX0vh+0tr0IkzP++EY5f61bnFQaIjFuRp6DKJNPuN5KnHzD0Na+lXCR2qRZDHnnPGPQGsCz%203WOmW9mn7y7uyD5fdRWnbwG2YwSnEkDAk+nsPWvGxC91HsYX4mjdS681wrRNg9McYq4nMYYts5xl%20e59KxEum3IjffJwc8GtiO3TywUbeCOcnGPpXnu56sbdSZ2bywISHH8RzwB65rGuZP7UvRAX2tE45%206DNSapfJZQKIj/pEykKinr/9ao3S00ux825Ri23cBnkmujD0nJ8z2OXF1uVci3OlsLqe7gW2v4wk%20nQEHOPStGRJIMEZ+VclsYz7V5VH4m1CZJEt7ZxIp+Xk5I9P/AK9O1LxZq3hA2zXcrSwXvzNbnkp+%20PWqqUnvE4IyTPoDwPLFJb3nlsXbzQWbsflFdVXnvwh8T6f4o0K7ubCGSGVJgs6OuADt4x+FehVvR%20TUEmRLcKKKK1JCiiigArK8UjPhPVAQTm1k4H+6a1ay/E67/CuprnGbWQZ9PlNJ7AfI9vbSSQu5ib%20IlkGPT5jTxAwIMiHHQZqfS5o4EuIVutxSZwC3fLGtFLzP/LaIZHVgMV5jTudBhg4Xa3ODwcdKXI6%20hfrW4JFP/LeDH4U5JkGAohIwTj196Wo7owDx0wRkf/XpDvypBA65/pXQLOqggRW/PI+amG7XnKWu%20AORup6hcwNszLkY46mnhZM4OemcelaUusJGRuFuB2APpVVfEaSswtII22kBs+/ejY1jTnPZEdtbv%20JdQ/KxXeMgd6kuYxPqEzQneM7TjtjtSp4lRRL5KYaIgjA4J9c+lWTeS29ulwSqRTfNnaOSeuPWrS%20bi7GcoyhK0tCuNMnl5MbcDHFSrpUxKhlwMY+bjFPOpxMm43AUdcA1E9/Gy8O0g6jmo1C5oaRaCy1%20aCSSWPCkjIOSPw71ueMbLT49Wt7uaQgTxDCgdSB1rm9OuPM1S3wBjeAx6kgnkV1HxThSDRdNvZYD%20GiyBN4/gBIAzXpU48+BafRnmVHy4+LXWJyN1PYLqVmIlyfnJ9Pxq82porfufKRcduSaw5zp8uqaa%20YbmOVPn80xtnb06/WrayabBqs5EZdcLtBPX6V5/Ij0r3LDXyu+0zgnvziqurzBNOVlcA+Yu0k9ea%20z7bUV+z36mBRskJTBycE1H4guVn8PxKh2s8ka57jJ7U1C0kHM2bmlKn2EyTMcvISQBVprlAMRwrj%20J6qDWO73GnlbZIxLGsakEH5mPfIqJ9Ytos/ao5oCeAxXg0cl3oJtli6eObWbdZIozhWONgHanPZ2%207Bj9lg299wxWZ/adpNrEb20olMcZGQfatBd0q7n3HjOAKTi1YdytNp+nyKyfY49vG7aPvH61B/YO%20muMm06HbjJ4q9JOsBI8l5Gx94Doe1UprueVdvlSKAfmGOhqPf6FXTIpNE0lYgRbEgNggMeKqTaJZ%20veRxwhyuSWGeP/rVaLuVKtDMpbJJ29fSmRyy+ZL5kLAeWgA9+9XFzXUWjCfFlCrxSMsO7bgDOT9a%20uaNdX8WvWKRalIG+1xblx1XeKybzdL5UTwuEJJbdwBjnNSaXHG+t2UkRf95eQkFTnI3iri5WVydL%20n3BbHNrEf9gdKlqGz/48oc/3B/Kpq7znCiiigAryj4/5/wCEOttvH71snH0r1evK/j1g+ErUd/Nb%20H6VpT+NCex84LmMb1yoxwp6805uEww3oAASDzn1qXZ3AyV+6PT/61KsR2j58jGCcdRXoGR0vh74i%206noXl2V+HvbFQNrN99B7ev4102sJp3jTTzeeGWJ1AKP3cP8ArG+q15m1muMsCD94YOf8im2x1DTb%20z7Zpd2baZPutGeQfpXnVcDTlLnjozsp4qcY8r1OgutW1Lw4Ftry0vLKYAuWkU4P4mrGh+M9d1S1K%20xuQFPGzkmqZ+LPi+6szZ639luvl2sZYEG9fXOOKoaZ4nudHuDc6fZxLHIPmi61zzwcrXiXHFOO7O%204h8ay2U0Vq1h5kso5kdicGsjV/FDXmo+cyJJIibCichayZvEKeJtTtYmgSzkD5QxtktnitXU/Dt0%20t9AljaeTbRMfNlPVxiuOUXSlaS1NXUdWN2zq9IvJ7nTbU29g7jZtLFMAn61dkurtFDNp3yvwDt4P%20tU3hK4STQ4bb+GL5OO5FbjtGsamQbdx+Zev/AOqtI3ktzmkkmc3LeahCFUaUxbHRQf0pFuNVZAU0%20xyPxro5buPHONyn5TmsbVteXSLcyfaEjAOSjN2qnzLW4tOxnXE2vOFKaZsyew5rC1Oy8SyQM08aQ%20DG472I4qa7+JFmysIZy8nohyRXNan4rk1RykQmcSL97JwKTb7jSuX9X3XNrp1yrq8nkCNsDODkmt%20rw1FrNxp7Lp0ULqX4y5GeKwLO8Sbw/HZOuyRZNyyDnjFb/h3xKdDtXhaDzecgjt7Vkpe9e9jVx92%20xQ8WPqQ+zWGoiNJGIkVY2zz05roItG8QW9uiRmBUOON3J4rmtQ1qLVvG0N5dIyW8Jxtxk4+n1rs9%20P8WR6jfSqsLZj+4MdV6V6Nf3adOF/P7zioxc6spJdbFGLQPEouJDcXdsISuEQNyP0p9zouvW8Su9%203EQpyAD0rZuWu1hk8+6htFQZYK25h+BrmlW5vJDHFJcXJJy744B9a8+UkluelHC1PtWRyPiXXLvS%20tQtJriUOsbfu2A6NWXe+KL3VdJme5kjzEMIinJP1r00fD63vdk16nmso4BPA/wDr0x/hx4fn3RtA%20YxIfnG4jJqFUsP6ueaP4hvL+1tIpY4meEbQpAyq1jprl3purq+m3jN5JyqE7lH0Jr1S6+D+lupFr%20qDwlhtV0O7bXNX/wT1KCV20+8RwR8oc4ya1jUju2ZukzPXXL7W9IS7vcRwFtiyIMoD7nsa0nh1Se%20S3ms9S3x2o/d+UoIHvXPWnhPxLoSzWN/bmTTZm3SIpJwfUV1lxp+ksqTabetY320L1yB9VPFKbu/%20dY1G0feRgaoNbvZFtr6+wIB5xLABevf869N+E1jdQ6tp0l2tyo42FF3RkZ7mvPL651NJ9VS4tl1C%20V7XyhJb87eQckDpXr/wo1bT7tLK3t7pXuI0AliLfMjZ6YrWF9LnPLyPY6KKK6jIKKKKACvBfjldp%20b+OLVHZgG01OAP8AprJXvVfOP7Q0hT4gWXPH9lx8ev72WnHcT2PPnvlMgAyEA59agk1DbhYjkMOD%203NZwJC5BywHUc/gabklcDoOfpWl+5NiWW5eTd7jGfT3qNH4w3Q857ilFvKdoYAE9eeAaeLIsoL53%20A8e1TzD0KN1uZ9xyc8cVWfUbnTVEttNjBAAz0PrXUQ6C0gy0g+lc54p006dM0a4ZR0J4z7ilzsZ1%20epX09zp1tdSvI4lQNIAe/qKzMRuw+zXro+OY93U1c0nVI9R8K2vlqrPbDZLk8/QVA5S8Up5UII5w%20Gw2PWvSSTSaOB3TaI3OooxjE7EY5K9agWTUREGlfMecMh5Iq7HZzWy5ifCt1XOcU5NPZYgzSFlJy%202fWmoivYqWTS/aAJYUJb5t4HWsbxDLbXOrCS03BsYkDHI/Cunt41iQyE8L3rldcu4LnUzJCoj3ff%202+vv6VhiG+VG1DdmVIpXPP8A9eqzkqM5wKuFV2nB6+vYVWljO0Y4OeK4bnWdL8PfsF/rr6dqyoft%20MRSCV32iN+xqu9rdrcShJfOKSFGY/wBK5mPKyoVYqc8FTgir7Xt1aTAxSkns2M5NawmluRJN7Gyh%20umkQFAVBwzAY/wAmtmAojIWLkZ4AFYi+Jt1qYprNS5OPMB7euKgttYnmuFjjCAs+1TI2Ao963VaH%20cw9nJnd6cS0rNJEZADlAxx+BrRFqmu6mNXu7Y7UG1IB/GwrKtbJfspN5r9qzcYs7Vw7N7k9RWzqf%20i63023SGwjWeZUwFAwE/GlUqpqyHTptO7NbT7aLS55dR1J1a6ft2iX0rLbUV1PWJ5bSTgDCns3tX%20E3urXV27td3bYZtxXpj2roPDFrINMjkjJLM20ADhgfeuDESTjod+GT5mdpphVCJbmMls4UgZrXmk%20SOwaZnAVAXOOi4p1tZKtpCmACVxgn+Vcl491VbPSf7Mt1Jmn684wvc1wRjzSserKapxbOcPiD7T4%20jN7ckmFW2r7V1QvIL2+R5HaSML8qEcH3FeZWscjTKiI9zJ/dQZC13mlRQ6YqS6vdqspHywv8v5V6%20cVZWPFlJyk2zsbWVYk+0XVhFG+NkZ6ViePPC8mteG41iZkvIn3Q5Xhx1xmoZbLWtVb/QUmlhY5jK%20DIrXtfAfirUmiaa/jthGMgO/IP0NS5ISNL9mBZItH8RQ3KmOaO8QMjcMPk9K92rh/hr4SbwxDqcs%2014t1PezK7lVA2kKB2ruKcdgCiiimAUUUUAFZPivd/wAIjqvl/e+ySY+u01rVj+Lcjwbq23g/ZJMf%2098mgD5s0PQ9MvbzURNt+Vhna3TI5z+Nax8MaI4wJBnI2nd93FY3gHS7W/vL4XEsjjexUA4yc85Nd%204nh+xV8NbkjHUOa50k+hb06mD/wi+hqvzkMcjB3nmhPDmhDng9v9Yetbkfhqza4d3RvL6bGYjHuK%20jbw3p6MT5LEf754p8vkK/mYk/hfw8AGlnWMZxjzTWfNpHhaFXwCzDv5h/wAa6z+y9BjdYZbXMrDc%20oaQ847/hUM+maEpDvZgkdPmOGp8vZBzeZ5Xrt5Yx6hbx6fbERFgHAG4D6n3q7pi2UepxvdQq0TOA%20VHAxXT+INT0q0s5I9O0yNX2n5uprj7S4jmgDSOA3Oc9qykrM1i3Y7l7bwuJCWSLGeitRs0eTTLeS%20ZVkiR5FiJOMc8DFQ+D9f0K0tntNcNumw7o53xz7VdsNc0d9YuicPZEgw/INvH3sVakrXtYlxbe5k%20ytoECSSGDcqjLbRkn6UsA0VoUlgtnZJOeV5H4V1sWt6DIfl8g7TlUKLx9alOoabj5Ps4yc/dAoS9%20BbHJW8mlm/t44YWjk81cPjoc8Zrs/HsMS+BPOu18xEuIgSBnd83JxXPXG268RWaWMazPvH7tF6jP%20WvRvGHhe71b4a6hbWZC3TIJQrjAGzJxXXTlahJPqzhq05SxMJrZLf5ngGtXnhq81LTQkCrCrOsxi%20ON3TA47020n0231S5Gj3m0MAI4LlR19MnmuPtvt15qqW1jZtdXwbYYIF3FmHXArs7L4PazFE2oeK%209WsvDYlYSotzKBIMc9D6VzWbR6DsiCPWmt5JoLzSTvc4Vol3Zx1NS674k0W+sLewtocS4COdnQ13%20VrofhLWZrWI+OrO4uoE2sV2KJMjrxVPxR8MdR0yy+36TDBq9rHuYyWvzPg98D0qPeT1Q0ovZlLTp%20JLqyigt9MaUxRqhcjrgcHNUNc0TWtTiaGHT0jwAFLDham03w+L7So7vT9VuLG7c7WVuxHYgnirb6%20l4s0GZYJGg1aDbkFWw59sAVfLdaky+J6HDHwbrDX0yG2DyQxoWVOOPwrTtvCmvRwLIqeQpIwdxbH%2051Yj8ZSW/iq61TU7a4tQ0Sx/Z41LdM9c029+JVhcxzRRi4i3AhQy85PtTtfZklGa91KymeBb2NpE%20PzeZGoGfrVlbjV7pNgjsX2jJ/eYJ9+lYtxJjYUUsJEDNjk5qKOXZzE5Q9QQ3rSvIdoml/aeoyS+W%20bI/uyVZohux/9aoI7v8A1slxdRW0gfb++IBI9ce9Lb6hc27O6OFG35j6mmnZd26vdognkkJPGQB2%205pPfUaVrmT4g1y7hvI0hkinjCEKyYI5GDVPw1cSRa/pkW1mVruHIz0+cVe1Lw3eXkzz2UkTJu+4T%20jHsKb4c0m7j8X6Ul3bTRIbuMq+3gYYd6a5bWF1Pu20/484v9wfyqWo7f/j3jz/dHapK2MwooooAK%208u+Ow3eFLXAyfNbH6V6jXmPxxGfC9qMgHzWwD36VpS+NCex887TnHegJuHy8k9BVgoWOD16+xPrS%20eVnBJI2rgYH3q9AyISuMEbunen/fB3fKq9gOlWApGDwxxkgHp709I8Afl/vCnYZQltlMbZX5duM4%20zj2qhJYvGVaEN8oyAe/tW8IlyCRggetMkmEZIlXJ7YGaloZz6XD297BMyKrwyB9x4J/CvQdS1+fV%20oXTRpVcEfPKzYVR6A9zXLT2kN2xKlC+cZBrFvU1DRoiLSRjEXyyIOT7152Mw7qWlHdG1Kajozu/B%20fia1tre8sA4jnSYnbK2C309q65te3IGHzZXPXvXgi3F7LcXDnTp5WkUFmVSGVs9eOlWB4n1jT4tt%20zHKGDbk3rjIrh9nJbGjcXuexT6nPuOZenPHauE1fS2uLx7qa+kuAzZ8tjgD2rnW8dX4+Ty+QMEnv%20VWXxZcueUAYjjnoaapyHeJda9s7K8EMkTK7vj7vU/WtaSZ7GdYF0+c5P3gnFcNNqRmk3yJ856uT1%20PrW14XuL/VdZjtZLhzFGu5wTkmm6dldjU+x18NxI0bN5e1UHO4Y3fStXSdObWLS4uY7tIfITJBPN%20UzZjdgEsM4HPSrsk32LQZ44PkaU7SQOo9KinBVKiguoVJuEHJ9Cp4e0YazeOZJjHCgyz5969A0zQ%207LSLN5dMuTcyyDhmH3f8a8cbxjc6JPJZ2kKyKGzICcEe1OtfiNqsl5bpBZgSSSBQVc8jPpXZio81%20aTa0WhjhJOlTTT1/zPaH8IxWc0N5FeyalKy5mizwoqzLqerKFitNIWO3DfNhfmIratlt4VTLFH2A%20tj1x0roIdPtzo73mW+7kMay9hHdnU8XN7nGx6peuhQabJGu7DEZOBWP4h8VaVoildRvVgvY+ltkZ%20NeV+O/iFrMPjbULW0vWjtbWXYoTo3HWuEu9akvLxbnUczyg43OckipdGL0Q1iX5H0toPivTdWCm2%20uIZSP4d2CD9K6uExMo2d+eTXx/bS3816ZtLSSJkOQ0bHj8K9L8M+NPEtk/kXji4VBgkjBY1hKnyv%20c1hVU+h7rLYRzHDBXJbBA5zWHfeEtPuDvMAODkqBjP41gad8Rra4kWKdXhMZ5cjAzXV2HiS0u40d%20JVb0I6Gs7Kxrdo5C48ARrM7W8ssLMOoJ6e/rWh4D8Ef2b46ttRMjFkYAgfKDz14612AuIZ13qVI7%201p+Hdg1FQoxyNpxwRn19a0impaMzm04vTodrRRRXeeYFFFFABXzb+0SSvxEsCP8AoFR/+jZa+kq+%20efj5pkt78QrGQBvKGmRqWUZ582X/ABpoDyKFRwcdueav2umtMwLDAIzhRnmtnSdMgWUW5dC/Xnri%20uosdIkCkW8SrFnDMepNJyQkjl4dAdZdxQn0HpWvaeHo4V33ERYbOMdq6aKx+ywqRkuOTxnPtWfqe%20pfZsh49qnqR6fSouUYU9taQBjA5Hovp7VwfjKRJdqxtyvBz2rY1vXollcRMAG7A9K4zUrxbnduJO%20W600Bn6Zf3FlI5gckE8p/C1bemaheajfrbQ26TTM3yfNjA9OOtc5CwS6bPAqeGR4ZVkhkaOQHhgc%20YrWNWUVa5m4Re56pYeF/Fd0Gb+zY1Qc7y5x0+lcVqGt38c8toG2lW2uQPummjWNZewCSaxcFJBho%20lcg/zqjIhST96cluSc5JqnWn3EqcV0CW/v7sLbtOwDH7oGMfjTGtHBYHBJOTk0jDCCWJSI/4CTyT%20QizTH90rOO+3nA9axcpPdmlkhrR8kM30I7VSlOOIzk+9aQ0y5miaXymjRDh5G4AqlLbFSTkEKeua%20kZQIJOec9TxWnaOu9Y5VSRCuDk4INV2hE0ixrti4wSzUtuoSXC7Xx33d6GFi29rbur4Lqy8DjqKB%20aPNHttgr7eSQfmP4VNbLKLhJIRsJOMsMjPpg0xyYZmL5Rj95UpXYzU8N2u2SWdwVAQ4bHJNaMlpc%20sVcgorHCrtyak0aWGzsIw8U08Eh/dbEyxb3rq4tM8S3dn5tjYQ2cIOPNuD0H4jrS54pXbFZ3OMk0%20OY/6uOQhjgErXqvhDQ2ttMgiCbWA3ENWPbaQun3trLqGqpPck/NbqBt/A13FrqKRQocqFYfLxxn0%20zXPUqKWiO/C0nbmZpR2QEBAzufg4Gdp9q878Y+EL3UfFCssbyQsmEDfKF/GvUbGeOSHBz+8PFTCO%20Myf3jnAzzj/61Yxcou8TorLmg0ed6R8MbmNVS6vIo4wMMtvhmANdjpHgDRbNndLYzTAhg87FiPwP%208q3orRIlTy8q/wDEfQVfhJ8jbjaM596pc7fvM8qy6CLYpbxKlvtHGcRqPlpz2yBd6K2e0hPf6U5N%20okJZ2VSOwqyYCxBaXII7f0rTlQGjoShYJQCD8/UfQVq1R02NYxLtXaS3PPsKvV1Q+El7hRRRViCi%20iigArM8Sqr+F9SWT7ptnB+m2tOsnxU5j8I6q68lbWQj/AL5ND1A+btBurbT/ABo1lZIFh8uRmJbB%20BzXfw3yNgkhz2IPSvAE1mWz8ZpdW07RzSyNHISu4EE9MHpXd32tSaRKsc5cxXONkijjJ7e1YRvFF%20yjfVHfT6msPLSA5OBiqMuvJ0LDg8CuLbW0JzKsnHcDioJb2aWEtbxSSFjwAvNVzSexNkbGt60Gki%20mR+VbBUdQK8y1vxbrl1fzeRetFbI+0IoB2/jXRXltqt4MR2Mp3KQeD1rJsfCWs2+pO1xp4kjlXDg%20k4x/jS1vctK5iW2rXE5YXc8kzZ4JGPxrWhSycAtKBtOd2/gE1NfeGr7TrSV0sB5Wc5ydwPb8KwrC%205zePHdqRvwuCuM0pJtFqyZ2FrZ2MaqZZQytkjIBzXT+GG0iPUkW5QOoBKx54OPWsuximuNLgQpHJ%20HAcRkqAVz6+taWnWx84rcIi7gV3AYzn+VZWV9WaRm4vbY9NtvDXhvxbZj7HAthfDPzxncvHSuI1v%20w7d6Rqy6fdxnzpMiJh0lHqK1/hzcNa3D25cqkUrYyevPrXq2raHa+ILa2nkTNzbNuik/u5601r6m%20tWMIyTWif4HB6Pptv4H8LT6xqW37TGhk3D5mAHOMGtfQV1nxf4bXU9f1b7DY3eSlrCoO6M9Mt1BI%20qz8RfD9tcfDbVBLKsJhtmkDs3UhScVwnwb8danqeg2tprGhXc1pbJsjvY4iUIA4BHT8a3glHcmUl%20OKUF1/4Y74eAdJ8PaDqFz4Gt4bLVJISY7ph5h3Y6/NnGa+P9RHiTxHrN4t79t1a8imdJSGZgGBwe%20Ogr7Sl1E3ukTWmhQvHJIGH70YwD1x/SuH0YaX4UulkvEtbKQOzTSzYBPqeetTKpFOyClhZSTbe3T%20qfMVlpNzpl8kt9aS2+zIbdkFT2z6V3Hhnxrr/hrXrabTr15ojzPHIco8fp+Va/xf8d6B4q1qFPDE%20A/cBlnuQuFl9sdPxrz7TY3Fyz5YbY35zwCRwKJPS5NNWdme9/Ee606y8OWPivSIgLfUABIkQ4Rzj%20+prz+z1+JwHuw7Socqy9vrXY+JoU0r4B6JYavtMt1Isyc4xyCK82ly77bdMbhknFKSuyY6J2MrxI%20t9q9zdXVjhvMYfIp+bg1hrfX9kPL1TTvMRiBl02498ivQLC2ihjDRgEn7zZrR8qGaP8AfRCTsVK5%20FVr1M3FHnE09mcBLmSGQAZxyvPvT3WcKsTeTcL28t+W9eldNq/gWw1BHaxJtJgdx5yG9PpWW3h59%20LtVWW0lkkAO6SMkgUk7i2M1b+OEN5iNAxyuH6EHoPwrSiktxLHZBgzpCrsQc5zVNtQ8qLbGgO0Ab%20ZIwdx78npQH0+Z1k+ztBPj/WIxOaq1h2bWhpRHIALFUB+RVP9a2/DuJfFmkpO29TdqVRmxzuFc4t%20veonmxzxTxt2chCPpitLw9K0viXTGWNomt7pD6hssBwaG1uEYNysj7QX7g+lLUduSbaMsMHaMipK%200MQooooAK82+NShvC9v8uT5hx7dK9Jrzf41HHhWDr/rD/StKXxoT2PAW+V/XnjP9aRk+UZHPfHYe%201Kw2HIOBn5s1JlVGWOAO9eiZkahlLcfMTkHtipFXO3LdO54pFm4zGASOc54oJ3rlWwTyGpXAkbC8%20AcY4PeopJ1VuI8Z4+YcfnUe87dsoJyOo7mnNGzx8AMuM5Jo1BDJxbkEMmzdyrA8g0tlcm01G2uNi%20XccR+aOTgn3qKSEMhDo4JOeKy77zNPjDxlpID/B/F+dRJK2pUfI9dgu4b6JZrTTwVkG4OIgAB6Gq%20mo6at6AsunxgL8wyo+Wn+F11O38IWrWygI6Bljfr9Ki1DxJNZTmHU4/s6njewwPzryrWZ3JprU4f%20VvhpJc3stz9qKvMdxVUAAPtXGa/4auNESP5C4TiVhzivWJPF1m6PHHcQtLj5fn461zfii5j1WFo4%20CpD/AHlU5Yj1xRqHs0zy88Htj09K6v4dwefrdwzZ/dxZBHbmuc1HTptNmWOV9wZcjAz+BrvfhRaZ%20iubmQFEL4yR1GP1pTfuGEVaVmdQbd9pYKBznGap6lEywpFhpGA3sB0HvmunljQSExxFizYIPFcd4%20iL+Ze+QGYpH+8CsR+fpWuAj+/wCZ/ZTZjjJP2XKurPObu48++llYh90hO7pxVjw9CLzxRpkDcLLO%20MqDjI+tZKylYwTgDt7V0/wAOrWe++IGkskDNCs3zPt4HB70m7u5a0Vj6WusLcMAMhFCgD6Cuukdr%20fwQh6ZjOcDPrXIXL5dyOPmAweP1rpdfk+zeBoCfvBOmetaPZEdT498Q6Lepr99cXsc0aSTFgdmcj%201qjFa2SqnmRlyR8oz1PofQV7sNZs5m8vVrZGjPbaCQPeub13whot9vudAu4bW5Y5C7gykenPSud3%20Z0pI4beNLVLy0WJCq/NAHyJF+vrWpKst3phv9BvRKI13SQYG4f8A16vWnhm0/see/jV2ns123CSD%20/Wf7g71XiItrNtY0Ty7d0XFzay8eYvrj1qeVGq51sYcEtzdwJGkrB5XzIQOn/wBate3+3aVJhJTD%20Ioz5W8lQfXP9KxbTUJreEvaRoqvl1Zj79vWtAXsEzlri4ku5twwqJyOPbrUOOpummdbo3xFvLZTF%20eQ5kQfMCcEj1A716d8OfHVrreuQ2g3K7YK5HHX+deCpZ3c9x5ix79j/IO44/zxXafB4TxfEmwiuV%20YPnJwvH3qSirmcpPldz6rooorrOAKKKKACvEfjJpWpXfji0ubB2CLp6KRjIz5kh/qK9ur5/+PPiy%2060bxxZ2FuGCvpqSkj1Mko/8AZaAOfitfm8vWtPkIzgSxAgj34p6/adJmFxYXE1xbZwysvKe5FefS%20eK9UkIKXMgAHRh1NMXxXrSQOkd2FWQ/NlB0qR6nc3vjOWPcOqHjgdK4jV/FNxcGRSSpfoc/dH0rH%20u57m5Cxjczsf4epq5pfhK91OQfaWa0Q9HkHf05qW0twSbMWaaSfdwSM9WGBmoRDAVY3EzByeiLmu%203/4QY7vJ+0vK6nAMSZpt1pGh6RA/28qXx9zd8/5UudXHys8+kFsZ/wBzG+z/AGuM1IiEsDjC+pHF%20WNT1CKVmW2twqA4De1W9IuLiXQrmFoFkgD5aXHMdWIhh2qQNpbnj1p8z7iFQYA7GpfJt2BeK4JXH%20GB1+lNjjeR/3UbEE/KMZyaQiydPYabE5cLubcD6Covsiwq7KZi+3GEHBras9O1M2ojimjjikOSrq%20CR+fStNfDcuwPLe7wx5wgGDWLrwRVmcjML0RGIiVbcHOJOM/41Hb6dfy7Y4bNnHUEZIxXdxeGk88%20qN0zZ5LMf5VrW2iS2kImLFY14IA6e1ZfWV0Rag2eZPYXwVoTabXY45Wqy6VewZJt2ZTyPl6V7MNH%20t5bhFmUoB8xcc5PoKkfw7ZyM6gkhuVzxz70vbs0dJo8QN00XBBVuwrT017SaRpbjmTGMDkkfSu91%20PwLDdRyCIAkj/WKOF+nrXneraHcaLcgurJAx25/iFdFOopaGUotHdGOy0jw9Hd2Ucl1btKA645T3%209q9Bt9csPEE2m22j3Qms9oluYA3zNjjFeX+CfEkdmzWV5iW2kXPzj5foa3k0HTL26+2eGNQGm3Kn%20cEDcZ/wqp4dS95GfN3PaZrHT9SsntzZwgsNkZCAMhx3PWuFsospPY3Ctuhcjd2HvWh4P8TXF0ZNH%201IldShXCzBeJB603VPDdw+oW1gb1o/tkmZPlwdnfmuRwlex6GHqqKfMc54F1q7umnsVkkn+zuxEo%20GQcH1r07T5WvEG23JEXXB4J9M1l6Z4N0XQHZdNvP98Lzz61pT+KdH8N26RQ7JS0g3xq+Wz6n0qo0%2023dmtbERatE20ORuKkdsY4HtV4xwpHulZEwOkjbfxrynWfi9It0yWgjW2BwHwOfrXFaz8RrnUmdp%207o7c/ukjb+da8qPOeh7vfeJtHtIN0+RgEKy8jNYt/wDEXS7NYhDch3z8qKATn/CvnTUPFM94oAuX%20RV+ZRnOT6EVnvqt7OzNENpyAc9RxTsM+uvhz4xi8WR6mYY2QWs4QlurZUGu2rw39mcSf2Rr5kyT9%20rTOfXZXuVbx2M3uFFFFMQUUUUAFY/i7P/CG6vt6/ZJMf98mtisbxeXXwZq5iIDizk2k+u00AfGek%20eGJtZ1a4N6RGyTMywZw556nuK9E0mGS3jXT9VsirICY2I3gr9T0ryC61fWF1aSZrgxSpK2GAxnmu%2058H6lr2uRyzX920ltGQFQIMn1561PKup0QklpY9Bs7HTrhY3MasobBBHArRMFlHzHDGChxtXofQ5%20rmJWi08LLHc+XtOXjY1BrrzPpMmp6TebmiQsYRyc9uO9LkKVRWOz320W5I0GWHz46fgaqXOqWyti%20PblBjk849CK8KuPE3jEWf2id5YbcNjzDHgEntmsmTXdavZI42undy2FVeC2aq2mhPPqe53Wp2s0D%208bgwIAP8q8a8UygeKFMPyAYIQDoau3viOTRbmG2VmkQqpnjbqp781na8ILhLfVLTJ3tgsTnPt+FI%20cpJo9A8K6gWRY3wUlXnJ4U11MlsUPy/wjI9/evOPDdw3loiHsTj0r1nRCNQ00GQjcoCkkdRXOo9C%20ZaalHRJpIfEZDjrtJUnGfSvZ9K1b/RwJDkAgE/yFeI6mW07xQ0kXyoUTBByeBXdaFriSIpj2s7Dk%20E/rWb0lodyip0lc9E1Gws/EGnNY6lAZLaQgsgYjOPWltrWw8P2It7aFYLVBhVUYFVtKvRKgX5iRz%20uI4NbDolxHskTIb1FdEdV5nnyvB8r2PMdS8Rsmq3EmnEQQqdu0nkk98ViSfDXQPGEd5Nql/PHe3E%20Z/0gzHYnHGQTgVq/Ehbq1khttF0lXu3Y/wClEkJGvcnsT9a4fTdBie8lbV9TuL+SUgTRI5iAHphT%20+tcvM4SvI92NKOIoqMI2fc8UurQ6Zrl5pEMsd0LSZo0niPyuAcZ/Guu0LTReaxpOmqm17mdCVHO4%20ZG7NbHxT8EeEfDMNpe+Gr77PPdNiSwklLOnvknPen/BTTr7WfiXaeWvmQaarNLMRkAEcfyrq+J3R%205EX7PSWjOy+MMWo3viC00vTNOubmy0qBRlIiY1yMHn2xXmYGZswuYSpw6N3Pp7V6T8UPif4q8K/E%20gWcIgtrCFRII2jUidD1ySOpFO+IGkafqvhaw8daJHHbQ3KqbuLoFY4xj8TVW1JvZK5wUNy6oftKe%20Ufp8v1zV+B9ygxuCPY8Gs6G+imKpI8ZU8jJzuqwsUcZLWGY3bnGcgn+lAbmvDnI8s8/xcZz7irTQ%20o4YbxgDdwc5zXPR6leRSIt9CYRk4ljG5T9T2rUhu7qVfNjKSJ03IAcCno9xculypq3he2v4BsHky%20dVAH51iReEJbaTfJIAi8njO4HoK6x55QhYHrjaepNRlwVHTdnkFuR68Utg1OPaWCa4e0iJBiIBJG%20OQa2dPgEWsaeyKAslzHhs9DuFW5Le2kuiyRIpB6gdag0KX7V4hXnEcF5GgwM5O8DgUTleOhtQaU9%20T60tQRaxAnJ2Dn1qWo7cbbaMYxhRxUlaHCFFFFABXmHxxuFg8NWe5iA0rDgewr0+vJv2gQT4QtAA%20SPNbJHbpWlPSaE9jxJnH3VIZ8cA/zqry0zbvm56A8VVtr2GU+VHKM/7XBq4uG/ixzkEjGDXcjMe2%20RyMBs49lFOU8fKCv8Pvj6UAZzkfKW7/zp4Clgfvbv0FUIlC7yOx7A9qmSJFwCrADg57e9RRgjGOM%20fjVqMdep7kdSR6UMYyYF4hx93rng/lWTc2krlo92CME8Z4zWyVBTgEsRjI5FVbhd25zt69mqGUj1%20Pw3e2V94eto4JkDwII5EJwVI7+1Y3ixbGWzkW6EdwACQWOMe1eazreuyLbs8UbnDhHKsw/CtW98P%206XLpLXUOoXICplllc5z6YzXDUp8p0wndnkt+vl6rcJA7eWjnBB7Uo1C7VEMUjAqOuetXdXWFFWez%20wyEbWY9T71nCdxzuAI6ZFQZu6ZoX959t02KWQk3I+U4HX3r0vwEH07wzCMqBJ87Z5IryJ5DyVbJJ%206+ler+HHFro1qrEvKycjHJ9sVlU0RpC8npudjFd7cDeAxzy30rnow089y07xrHKGZQTy3H8qmubm%206EIM1pKi5xuKYJqo/mRQgr+8ZrfEa7enNb4VpUasl2McTRqe1pQcXqzznwtA41xY7lAtvITuEqfe%20Ge2a968Kf2fDdeXYrCMLlfLAyK8Vs9O1uWVhqMTBR9zauDn2rvvhdpt9B4rup7i3eCCOHaoLFgzZ%20965+ZN7na6FWMG3F29D1QFSqgnkuBjrXS+NZlt9Fs1lKqgwW9uK5cITeQLjO6Qc+gq58X4xcaGlm%20zkBkAyrYIrok0ldnJGEpTUYq7OXuILC7iK+UhAbbjuR71RfwVY3MJa1DQk/cO4/rXIroGmxKFa7v%20i3Zg7f41JHYWaZBvNRO1cDazY/nXN7SK3ken9SxN7qmzrLXw7PHYpaSqVjjm3KwGfM47ntSatp+n%20PeNLJbQoqD744D+xHSuXEVkZiDrN9G5+X5icfzrC1+0srKHJ16SV2Pyxq+SfwzRHllszOr7SnZVI%202M/xNo7R6l5+kQvNADl4YRuEY/pUck9o1xGUZY4403lVHJPTGaowXOpNn7FdPDEPvPIMFh/WqDSJ%20p90LhpBch2zLHjGV/oapx0sZwq2e2h6Hpd/JYRoqaUyxno8xIJNdv8PLWe7+IFpqHlpHECBgd+e3%20rXHN43sb+xgwiSRsgjWIfeU+/pXX/CbUb648VwJLAqxZHIPQZ7U+V3uXOa5T6GooorQ88KKKKACv%20mT9pGK5f4kWBgDMv9kxjG3jPnTd6+m6+fvj9a6XL4wtZdRvpreVdNQRoi5DfvZPfr1qZOyuNK54t%20p+j6lqJK2kLOCeuOD7Zon0XUbNQ1zbOsbHghc59/pWnIuqxi3Tw9KYrQ/NulO1vypI2vrZmM1686%20Om1Y2GdprF1LFqDMJVlilWZDsZeQT610Ntq2usy7vKKY6cdPWu38P+GtK1TQYLmI+a6nEgZMYPqa%202h4QtjHKbdUjiHysR83PtWMqzfQLWZ5beXmsSxPFFM6qThpUTGR6ZFc7c6Y5kzL5jSMcF5CSf1r2%20pvC8aKke5Wjbk46j8KguvClukbNsCuoyjN0I9alVZBr1PFh4euZJFhT5pZRleOD7V1mm6PZafbnT%20rkiNmG6VVbO4VvywwadazNZxrLcr8gyeh9qoeH/Ds81ws1xLvkP3mPOf8a6qcZT1ZLdmc7FpFlNr%20Tw21wkMY5SNsZB9KueHooG15baZZAyclNnQ/4Vrx6Vp1v4mHljeUb5uf4vWpdAtzL4h1eMGNX358%20xj246GqqrliEXdlsWJlmeV48IW6DtWrZ2MEsKpIu0FstJnr7fWtC1sVl3biVYddoypq22leWh8iW%20PJXzChP+ea8iS1NNCnaWkYkMSgLGTuXHJH1NXvJhBZZAvljgkt39xVW0Mjud8yISeMAZY/Sp40a4%20kjkkUFUPzE8ZPr704qw07Eix22GLKXGcJz/L1q5DZW84jUoc529etQCSCNgZ5kSLOQePl+lVJ/Fm%20l2Nx8jSSbD8oK4BP1q0mzTnZvxafAmGdNjKcCPs1RXnhqw1Ow8i9tVdj82SmP1rm5fHF0GVbe1jj%20HUFnyV9+axLrxpdLGJJ9REQU7u3zH2raMWQ9Q1r4XaS8n2nRLsQMo+eN24U+9c/H4alg1MLC/wC8%20ztXbIQM+tLfeMrue3laFjIzjP3cZ+tc7da5PON0twIAByVfmuiKnbczdj1fThZ+GAb3W9atzOq5j%20SIhip9DXM6v8RlvPEDT+ZKywphCBgj2Arz64uIXLGRZrhj/HISBT7FdTuJnl0y2ZyeGxHv4quXuF%200jpL7xpqc6mXEkDMcAOxTI9aw5tfu5Z2eS6Y7uoUZH51p2XgfVdVbz9SuDCG67hyvtiuj074eadA%20C15O821eFVMAVXL2Fzdzz6W9lvFCLGdwBGAx598VoWHhjU9SRpBbSIByrOu0H2r1Kw0nTtMjUWth%20HIV6SOMmptburlNKlis/mmIxsVMYHtT5dCeZnlK6VbWF3svSrhDh1U5I9q1pxpT2MUdlG1rNncpY%20bt/sc0wRqLsmSzJCKRuYnlj3JqtIXhby4SMFskMuSD7e1Ytl2Z7r+zpvOn+IC5Un7VHkj/c9K9or%20x79n6NYtO1tY4pEzcIWMi4ydg6V7DXRD4SHuFFFFUIKKKKACsTxn/wAiRrOMj/Qpegz/AAmtusbx%20eSvgvVyvUWcmM/7poA+CriRxdXOWLAyngj3/AEr0L4V63Z2SzQ6sxFtn+H+EmuGvnE99P5tqysXb%2050Hv6Vd8OiSK+eHDiORd2XTAJFFmzSnK0ke76dY6Fr5KvH591CxKMzbcqeRx34rb/wCEc0SzRhNA%20wuJEJBUnav1HSvN/C2uwHY5dbUxZGXON2Peui1r4h2VnGtrHi4nuMKpTkL7k9qlJ7WN2vtnHfGbV%201g0/T9As7PyYSTI8hGC5Bryy0u5LGQywKrSYwpb+Gup8ealPr+up5cbOtumDIDlScdBXM/Y52GDs%20UnsxxVW8jnlO8rspSb5naSbLyOSS2c81dh1LytEewKbiWyGAzt9aQ2ZyTNcQqP8AZbpTPKt4z808%20jE+iU7EJ6m54buGWWNu6DAJPb6V694X1LZMI2TekgzkHoa8Q0qeGGfZGrOxb5STgE9q9N0aWQ2aq%20X+bBYlfX/CsHH3jW90dn4psXmgjv4lUyRHDID1WsXT9Qe3nUOcbjkEHAx6Zrt9CmhvNHjMybztKy%20AjNef6zb/wBna5PbRKdpPmRd8Z5rKrH7SOzC1Lr2bPX/AArq/mKu9izJgEjsD7V6DBIrRDacj3ry%20fwRaMbIMRgsAeTj616VZIUjUKzEdgR0pU5a2JxUE9S1eWcFzGRMile+a8T+N3i208JR22maDaout%203C7luNg2xxj9CcV7oxHlnd6d68M+MvhK11VW8/csmwvBNnlWx0z6GtJqN05LQww7qO6hKzPmu7lv%20dQ1Ay30sk087gNNJ/Dk9hXpXhA6j4dkuYNEvmhEsaCV8ffx157V5Q8c0NwY3YmWOTaRuzkg9q9e8%20FSBfEVnDqETqJ4QHRhg9OK7KVudK2hhOT5G+pa1a2/ty6S51yQ6hcKpQNu+6o6VLHbwGzS2W5kFo%20B/qHkO0ke3SvRj4L0OKSSVkYAnccuRs9qjgsvCcJwluWIbnDFiff6e9dnNBbI4HUfVnI+GtI0261%20ZbVliKzRuI+B8jY4rGe2Ftfy2kuQYZGjJA54rrfGk2m6RqWh6lo4SMNcbWKHO7BGeKx/HEUcHi6W%20aIbY7mJZxz97dzXPiEmlI7cJLmbTKoREibaQU2j5XHWueu7lbNi+lM9vNk5X7ysfoelRahrYCrGr%20F9oztX7xqgZmnZZCpCkZOeorhdjtaS2NB9a1CXb9rTZHtwWReh71etEhu4w0E5kOBuAbJzVW1mLx%20EfKwwNqGkFjbJIWj3RS53EqxAyad0Ll7Fu4ZrFiWSTYOsgGcE+vpUfhJ3bXkiwpxeo7ODwMuO9U9%20V1S7S2W3u1LwO6r9oUcrz3H9a0fDb2sniCN7IMITcRRe25XGT70mEY7n1xbnNvGf9kVJUdv/AMe0%20f+6KkrY5AooooAK8x+OW0+FbbewC+Y2Qe/SvTq8j/aIhE/ge3XYzN5pK7WIx0q6fxIT2PBrzQ4Zw%20WjJjdhwR3qhFPcafMLa/H7nok3r9az7fVtS0xsP++gz9xjyPfNbj3tnqtguCpz/A3UV2xkmZsvxS%20eYq7SrKRnIPX8KlAwB9PSsyxkS3SOEt9wcKOcVppKsiDafl6g4qyVsSIQcg569fSptxDAo2T1I9T%20UYIIJLYXpjHanZLIBtyM8D0FUMsxqzwsCeOp7fiKY9mnyqH74bjp70RsVVl6jaBlecVNuDyYUhTj%20BDcZ9qQym6tBtMbfLngsOlbPhrwtN4s0nV/MP7mzh3RSDgF89Pfil0jw5f8AiW6FppkLuGbDSlfl%20iPck16vb6RDoNhZeDdKbfPLiW+nUfdHqfxGK5q0kos2he+h8ga6rQaxJbmF4fJ+VoXGCh9xWd655%20BP5+9fTvxq+EL+I0TxB4XgX7fEoWeAceavr7nmvCG8F6xbBhe6PeoynB3REYrgjOLRpKLvdHNbd0%20igjjf+levaDEEslkxluNpPYV5oulTQ6lCksVwi+Z8xePGK9PjfZZSywbRsGBtOQB/WuPFy2SPpMg%20pJTnWkttCz4huZZrACJm3yDDsT0PqKr3Bz4dsLmMEFhsZs8ke1YV1qE99Zq8khQt90KMjPvVvT7y%20O68K3dhcPtuYDuQ7sce1dWAjeFSl/MvyHnVZQq0MQk7Ql+DHbpDMP37FQcZP8z6V2XgaRwLyQ8hR%20gZc9fSvLGk3Mp89gens3vXd+ApTFY3QLMC8m0K46jFclGnaornVjsSpYaStueqaS3n6xax5I3c4Z%20e1VPitdZuoIFkCbuCX4AH1pPDckk/iW2f5gEffjGe2MVyfxmvRP4hW3cn5PnUA9D713VV+7Z4GD1%20xcLdDmZby3XeBMjBRgjdzn0qodRgyUecbW+4yt1b1rJlSN2xAvB53E9veokCfMrFVUjGcc/hXlck%20b3Z9f9YZZ1K7Qyfe3s5ySD933qm9uJAZIwof+JiNx+vPSqjHyLjDjKE5HNXIpCArjGfbkVacoaxM%20KijiFy1FoyrdN5kLRvJtCDIwO/pWS9pHG+2PLseXPUfnXQX1tmIvCV4G4jrn2rnBfTvI4gjBB4Yt%20xivRpTjUjofJ4zDzw1Tll8mOiUabqEd4sW9EOXjzjivcfhFqUV54qs3tGUxuQODz16Edq8MNvI77%20ppeRztHQ+2a9E+ByyWvxRtVtGKwSEB4zznnr7Vqn0OKXdH19RRRSMwooooAK+ffj5tbxxZK6xn/i%20XJtL9j5ktfQVeC/HK2abxxaNsVlGmpjccDPmSVlW+E1pfEeYWTtGD5jiX+FStTpZ7P3zIT2x1xVu%20wsPtlsr3Ef2Un/Vqo+9W5DBALJhbxSTSK21g4xiuO6Ols0PAkE6zX9tb7WQR/PF7Z9f612dtaiK3%20jViBIvzSIDnNc54DhmTUrxpYvKaSLG4HqM9K7E6fO0/yOqjGCBzmpcLnPLRmBb3cEFxOhszG2cjL%20Fs/n0qG/jfUYQkQYYXoB93/GtyXSTKWMvyr0DEY2/U1Sc2lmrRJqEUanqMgtTUXcR5Jrlld214rQ%20sY5A+VicY3j3Pap3vmj010td8Nww5XHA+hrtfEy6BqcDRSyGWYD/AF0R6H8K8t1K3mtGdYbwNEBh%20TnJH1rqp1LLVEuFy5HeRaZYw+aguLxmzlW5H1rT8NaJLItxd3Eqwy3L72DNgEf0rh49QWGVvKBkm%20D/fboff2+lOuNcuZ2AkuGDo2AFbAI9f/AK1VU5p6CUUj1pdUsdKb/SdRgi5wIlYPk/WrT6tpyW/2%20l5kVzwu9sZFeHy3L7R5waTH8ZXrSTagxTY8wEY+7mTcR+FYKj3KuetN450mJHSUR4U7lYY+Y+xrD%20k+JdtbgxIGkRjgfLivNZLq0UEyM0rdeeAKcmoySs6WNqPn+XCrvJqlTigudjqHj69vIxFb2ZEQGc%20svOfT6ViSeIL0qwuFhjcD72/JA+lMs/Cvi3WZQtrpF/ITx/qCq/mK7DSvgX4y1UI1zb29oqjBMkn%20zH8CKr3Auzim1aa7uFgedliLfLjjn3PpVOd54ZniYLJtP3925fqK900n9m6JBnWtZyWH3YkGFP1z%20XdaP8IfCGixogtPPI6mRidx/H+VDqJbAk2fKMEF1ezIitJK8nEawryT6YFdRpfwp8W6pLHDHoMyq%20zDMs4Krj1zivqex8PeHdKYyWOmWyOvIbYCR9KuSeKtNsnMUl5CTt+SNWGc+mKI1YylZMHGSR4Ivw%20bv7a+gtRZ+c23zJiWOMDtVv+ypdFb7L9hNlJ2RlwWr3LT76CFpJ55vMuJ2BYLztGOBXJfFe/sGs7%20SzZR9vZw6kfeRfet00ZNNbnn2wqoZw2T37U5lZULIM7eDtOT+VRw3Ui/c+XaOCwzz9KVH25BbLN1%20YcUySRWLICOCo4B700R+bHJ820kct3HvTXfqEb3570A4l2sMYHI9aQ0YEvhtZ45Ck7tdSHDq3yxn%200bd2rJl0gaYDFIuLlTy79D9D3rt5CChReYzzgda5fW5GuLiGK9k4J/dyRfMFHvWUo9jVM9Y+AW5t%20M1l2m8wm4XOf939K9dryn4H2R0+01iJmD7p0YMvcbBXq1aQ+El7hRRRViCiiigArH8XZ/wCEN1fB%20wfskmDjP8JrYrG8YZ/4QvWMHB+xyc/8AATQB8J39xfRajOshMZ81j88e3Iz6U+y1O6szI8n73cpA%20XH3T60s+pyG9nW9RbiLzGU54br61QY7pf3YMaE/IpOeKpgtDb8NakyeJIhfhXhm+XYzYGTWudOi0%20nx1PFetttpIy8e9uBkZxmuPjZopVlSQBozlCw71JfXs+pTCW9uWkkGAD/hUu7LuuoXO0X04FwxjW%20QlcNweagkKnDB2bPUE0mF2Lnk5x0ozxxHwO9MnqMbZ12/ge1N3DJxwKc3APTHeneRKFz5T7T3xRq%20AkLBJkYjgHPBxXomi3f7hZEb5GGAAeledshQDerDPqMV1Xhy/wDMtRDwChxzxn6VnNaXRcT1nwpq%20yWsxhucrFN0YtwPao59mv+K5biAnyEHlRkrjpwa5u2klmt0gi5LnB/2R/SvRfCejbFDMPlwO3JNc%201aStynXh6dm5s63w3ZrFbqgDEADBz6enrXbWq/KvtisvS7IRKCFwoA2r6HvW2q7BgdcZII61NKPU%20zxE7uw7sQTwT9a8m+M99Hp2jySySbMIdvGee30r1lzlduMnjHrXyf8ePFlx4g8VSaLpkMklvaEea%200YLbmHb8MVu1dpGdGXJeR5Lag3uuW4LbzPdLk4xyzCvcPHdquhfFDRZEIDfYLdSBwAQvpXkmh6Dq%200niLTmGm3EaJOkm6SMqMBgev4V6P8UdQfVPFdtqhj8jbGkKrnOdnGfauiMlGaRPs5yg5LY9ca4jm%20Xy2Kl5omIJboSP1rKisNTLCRbWJTEgjAPG/PGaw7TxlDHZ2rNa+bKsQjJ9eMA1O3jueJB5NqOBgF%20pCSD3JHvXY4yueVZi/EDwuLrwlDdoohurFt7qjZVh7enSuO+KMkt18P/AA14itpWLANbygDHAACg%20n8a6y78a6heWEts9iuyZCrHrwRU/hLR7LUvh3eaLqi/aYobhZY43425b19OKmafs3c3oycZKx4Pp%20uoWzuGaYpM2BsYZz9DXU2lrcXUXNrIu44+76V7IfAGmaM63J0SFkZQVlUbwAfwqx5GIxHBDEY0Py%20kRgGuJRjI7vbculjxqLS9TikIS0kMeflcqRk96dILq3cx3MLRseu5ePzr2WaLaUMsPy54IXilk0G%20HUgbea0Uq/O4+h6c0/ZrYlV3fY8M1GYLAsc25kzkpjlsenqK0fDMtr/adiLdPLjN0jj5uuWHNV/G%20ulDQ9YuLHzWIjO5GI5UHtVTRGWDXtGIfINzGQ3TksO1YuOp0KWjsfaNt/wAesWOflFS1FanNpEcY%20+QVLW5yBRRRQAV5X8elum8I232N1VxK2Qw4PSvVK8x+OLSDwvaiKPzGMjcE+wrSn8aFLY+b3R50E%20d3ZqCerKeM1Ql0eN2+QyR4GAVGM1v753UqbXvz81QSNciTK2RK+oY8V3aGJzTQ3tm3l5d1UA8Dn8%206s2+rTpIouAdzHAHQV0dvMJr/D2rR7U5Djqar3OkSXbj93HAAc53Z4qPQr1CK7nRcMhHPR+OfWr1%20td3Mj4S1aXI6R859q0dC1m80NVV1tdRjU4WOeJQf++q66w+KsmnxMLbwrYF253Bh19Rx0quZ9ELy%20M7RfB3iPWShtNKeEE53TgpgV29p8MdG0uOO78YalGroMmBXx+APU1xHiL41eKJo/KtBFZ5GAkQDf%20jmvNZvGXihdWfUb+5Ny8R3NFJyn61jNz5blxSbsz6bh8QNNb/YPBmmCzt9xR7uZdnGOq/wB6tTQr%20G30qEBZGnnl5muZD8zn+g9q8N8I/GldRlg03Ubdre4lO0FBlW/wr1G31qZxutpYsY+7IQCPqO1eF%20Xq1m7NWR6kKFNr3JXO9jfptxjsc0k1tBMCJoo33cksoOa5W38TshVZovKBPzEcgfStWPWonOS3BH%20CnjFYxrK1mEqM46lHVvDWm3YbfZQeaxzuEY5FcdqfgDTZ0kEUTQ7uflY/wAq9AN2J137gRiqlw26%20TcAMFeQalyvsb0as6b0Z4xe/C64jhYWV304+YY5rkdR+H/iO0STyYC5zjKHJP4V9GhFLYkw5UbSw%207Uw+RxJJIqqp5OelXTqzg7o6J1XUjyS1R4P4X+HF/csZ9RVoyh3CNx0+tddqHh+/+RbRFhlQYJAx%20uNdy3iLRrGd0+1Q+aDubkHP4VWuPiD4cihJaSPaFxg45PrmtVUk5c1zNU5WSUTl/AkmuaP4ukudW%20hzZLHtSMHJLZ61znxC0+6fULzWNRvE3yyfuoDgAD0z3rpdc+IelS/u4mMTbuJFX2ry/xBfi9kIik%20ub1925GdSAD61rKrOorSZWHoeyqc6TM0s5DKTgYy2Dx9M0m47jj5cjPzdveoY0udnFrMwzuJKnH4%2008297uUGznIxtI2HmsbHs37A67vKJG0jqSc4qK3uVic555ween4VLbx3NvNHJNbyiPPzb1/hrqUT%20Q57mKOKHLH5ioHJNPyMJ1nSadjHgdceWw4f+InpVO80pZptsJCK3zsEGcr0zXfP4NsbiBfLhlgJH%20IyTVM+FLjSm85Zln2j5lI/hpwvGV0YYqtTxFFwa16HDS6U1va5ZH3Z4OK7b4KW8w+JVi5ibaCMk8%20Y5qJruy3bJAVdT0cYrtPhfLZt44tlhdTJxkL35rtjUVz52R9D0UUVoYBRRRQAV5V8VrGO91hN5AZ%20LJSCR93535r1WvMviP5Z8SRrKxCvYqrcdt71jW+A1pfEee6XLANJt/NC7mGCOpB9qna4aJWcRqI0%20bLc449Saq213aCDyVhkDxMfLbZxmq01y01r9nO4yPJ8u1eD9fauLU6To9Gl1JLq5k0eGO6Y9Wkfa%20Me1UPFfjfxxp+ny/YPDjW8Y4luowZdv045+taPhHUDZ3ky380ECKu1VLAZNdrFqdpNGFW5jlRuNm%207crfhXXTtynLO/MfN03jW91OKWRtSuDLJ8oYOQCP93OKoxX7+ZJIbyZmYbdxJYEe1ez+LfhFpXiT%20zLzw/bfYNS2/KF4jY/ToK860/wCBvj7UZmSdbWyjXguZByPYUWS0DWxxk94IZBHA06/Nuy0pAz/U%20VVuNUmBZpLlBu6hcEGvaNL/ZmMi79f8AEDF/+ecacfnmux0j4D+BdKIaa0lupM9ZJWx+VTzxiPlk%20z5bjvvN+WG3e4cnpHn+la9h4X8VaucaZoN5tc8M0Jx+eK+vtN8K+HNJYHTtHs0wOrRK3H5Vcn1XT%209MjIlube1UdQCFxUPERQ/Zs+YtM+BHjnUiDdLBbRZ53zYP5V2Okfsyx4J13XCeMeXHGOPxzXqF38%20QdBghLjUUmG3IaFg4PNc/e/Fi0Eu21tnc7sqZCUyMVn7WUvhTHaK6jtL+BPgXSyJJ7OS6b1klbH5%20V1+n+FvDulLix0a0jA6FowxH4kV4rr/xp1QsYNCSPzyfmBO4IK8+1Lx34o1ZWa/1ybc74cW67Bn2%20waX76XSw/dR9Y3XiPSdMRmmv7O0xxy4QGuV1P4yeFNPmkjN+bsx8E237wfXjtXy1L5s0am7uZ5lx%20lmeYvj8D1qacpCy29ptMIXkiMBm+vtTdKbeshc6WyPoOH40DUYS+k6VLIu7apmBQt74rOv8A4h63%20cYigeGNMZLKQSB7VxWi272ukW6XZLPjBKNxj+n1q5ImSDHgBWx04H41vHD093r6mbqyvoy9qHinU%20irz3+oShEbLCEYPT2rj5PGEcGpJ/aFvKn7wPExY5x7mtvVoBHoVwinflCQccg+9cFa61qO0pMkN2%20kfyjdEPl/Gr5IJWihKTPb9I+K1jLbm30y0ka7C8O6nC++ayLq7ur+8a6vZTPdOeWb09vaud8KLc3%20WnST3ECx5bC7Vxgf1rdC7FJLYft3yKuKJcuhM5DuGXsMU9VQJnzMMeMY7VAGPKNjA5JFPfKhWZCE%20HDYqyUPwEbI+apmkja3DZPm91I4I+tRxAcujhl9O4pxVQ7eW6njjJoGIrDBIGQentVS7sftQSMBQ%20g527cfrVsMqDZwD1JpScrg8Z7iptcd9T0P4M2/2bTdTj27cTr1bd/D616ZXn3woP+gX49Jh2/wBk%20V6DVLYAooopgFFFFABWN4vIHgvV9xwPscmT/AMBNbNY/i4qvg3Vy6b1FnJlfUbTQB8HXUX+mTMPm%20VpX/AA5qMRls5BOOg/lVy/a0e4uZIZDGVkYGNuM89Kofa9y7UXnGODzVNC1JPKVDh8bemfc0eUud%20wAJBAGDU1vp+p3RP2XT7iRSRhvKJGau23g/xLfbRb6Pd/MxALRkZNIZmFCU4XA5wf5mnwW7XJ+U7%20FHDE9v8AGups/hV4tvZgklutuMctI+AK7HTvgzcW7RjVNSjfAyUiAOfyqXJIDzi006JWQrH0J+Zz%20gH8KuvJCbv7PLKgwPlJAANerD4R6OyrL9tldP4kbK49utbOmfDPw5ZsHltjcuOhc9KPaaCsup4QU%20gl3K0pfB+UiMHNJbaNfm6SeG3kW3BBeVgVU+wr6ct9F0G1iZn022ESqdzNGMIPXNea+IdUTX9XW2%2006FYdPt2KxhFwGPr71jUqcqN6MXOVkR+HNMDsjhN2f4t33vbFexeHdOMUUYC4BGSSa5HwzpqxsiM%20nVeMDivTNLthFAnOeO46Vw6yZ6VSShGyNS1i+Ud9uO/WrZTkc8ZzTIV2px0PtUtd8Y2R40pXZR1O%20X7NYyuG2HacMBk5rhrfTtOidriOytmnlyzu0YJYnrmu21SH7TGId2MnPPasIaWhmJlwVQ4ABxuqo%203u2hv4UjMuNLtL6ye3njSNHXG5FwV+leR+MPCOoxeGLy91OREFnNtgj6mWMnAbPriventrS1tpZZ%20MlI0LkemBmvnbx9q97qzS6jcTOkSsUhh3YTb0z78U52TV9zow6qSjKMXp1KHhZ/7Qto7dWBPfccb%20R611umWWiNqctt4mkns4wg8qUR8SgdTXDeCrsRajsKgK6EBm47V6b44vrC+0jw/LalFu7SRQ1sVB%20afbjj6GvSUm4qx53KuezdjE8Q6d4faSzj8F3t59umbaEuAdrD2ye9bPg8Xq6hrGk38X2a8+yEtHn%20JYqp2ke2ak8V6nc61Jp99o3haeym0+RJZXEJXgEEgDHPSpB4t0/Xfivp1/p8ZUyQ+Vcg8FWIxg/Q%201MbyhZruOcVCXuu5c8D/ABF+06eNO1Eb/s37mSKQc7hwfwrrDbWVzH5sD+UvXaB0Jr508Vy3Phz4%20hanHHN5QM7uFUZLZPArpPCnizVLmNfttziMnPlryceleTJNKx7iVOqk9me7RaBFLaB1/eso4XPB9%20TVdbaKGSNS+G3YVScfWl8Jaw13bG5nPkwABEiPcjvmtLWrQrGby2Cny1Mjjbk9O1dFCa2Z5uJpOM%20tD5i+LF+s/j27ijyPKAUjb1wetczZXGzUNLkAwWvogf++x+VM169OqeNNUumbestyyg56AH9KoJd%20BvFGnWyfdS+iH0+cUpazZonywPvS0/484cDA2D+VTVDZ/wDHlD/uD+VTVRiFFFFABXmXxwI/4Ra2%20BkEZMjYJOPSvTa8w+OcMM/hW2Sfp5jY/IVpT+NXFLY8C2z4UrIT24p6tKTt3MNwwapNbz2sgEE+0%20Y4L9D7VOt5coP9IhEnHDRnIArusY3HO8vmgHd8vG7HWp2R8KPMOR7dada3FvdRgxduqt1x2qQRs+%20M5GMgnFVYVzOluoIZfLYFn7heTSm4mzx+7U85AyR9fSpGs/JUhIiZGOWcjn86gNpcPIwCtyME5qR%20lcbhL5xViFzkkda5fVdWk1AmzsVLbm+dgOW9q7WKykWP99KBkYC+tR2VjZabGywwKXLYLkc5qJRc%20tExppasxfDWgyaXdQa1quFS3kXZFnlzn/wCvX1jF4d0/UbG2vrcAfaYww29xXzDqgEtvIFlbKjfg%20ngV9K/CbUpNZ+GGkzSBke3jEJZ1wGx3+lcdaitGOm5Jtt3u/uHS+D40uGEe4o3QmQnH+FZ2oeHpr%20UJ9ncrk4BLZ4+ld7vIfcy7R/EcZGaiMUEjrJImWHA9BXL7CNjojXknucDc2l1aqsceoFMjC5T+dc%20vqt54nsVVoL5bjbxIGjCk+4r1680W2vIdjrtKty3Q5qJvC1nMqtImWPDfT1qlQpdUWsTWWtzyCTx%20QUmEFz5yMsYLbc8nP6/WoZNSsZ5QHjuJt3DASsuK67xp8Lbm8vYdQ8NsGeNNssEjbd3vXPp8PfFL%20BQ1nHGyjHyv/AFrza1GcZ+4tOh9ngsXg61BSqSUZddbGMZNL2vIunkF+rFycn+7mpWnsfmH9mQ8v%20j94oA6fStqL4Y+JJNoZIVQ/MR5vI98VJF8MPEMsQeV4fmPygSbs/Ws/Z130Z1vF5dH/l4vvMGO/i%20kZfK0u2dt2AuwEk+uMVpyRW0GmNNLAYzGNxX7GMMf7uewra0z4f+I9M1RbyK4sfNxjYxUr+HvW3P%204Z8UXunXGny3NiIrgbWIClse3pXTToy5X7RO55WMx1L2sVQnFR6vd+mx5rHq1vFYlpYlluW6xRwD%20Cj1z3qCbxBFJanyrWRZV+Ur5HX8a7O1+EV5ZzNMdXQPIuw5QY/8A1VJB8KrmDe0mriTzeceUOKcK%20NRr3kc2KzCjzN0qmnz/yR59P/Z2oWYlnyjdDu+UH2qXR9JsLSTfGqvg/KW6n8a7GT4W6lbZWC+gm%20hIwyyIB+tZl14B8RWB328MM8UZx5fmYP1zWnsprocP1qEtHIsmYbCJeMjIweorFvrpHBG/ndyexq%20/FoXiNjHHJYspb+JhjaPekuPh/r15GPMhiTccnEuMH1H+FZqFS+w/b0l1OUYWt4375VwQWIK4OPS%20un+F1lbReNrSSMYbIx+dQx/CbWHUG5u47dgecHccV0XgPwLrmg+Morm5nhubXcPmBGVH0raNOaad%20jCeIptOKZ7dRRRXWeaFFFFABXlfxLv47LxfAJgu2SwUZbp9969Urx34rwi48eadE+CrWa8Ef7clY%201vhNKfxHLxpNNaPFGAseS7My4JPt6VlQupCuyyR4OAFBY5rsba3RFaO5kXYFwOeSfpWW8thb24RJ%20gNp5cr1+hrjudJb+Hmj6fqmsXUWqqZ/JXdGpOCDnqa9RhsNNtTtgsowVGBhQcf8A168R0nV720vr%202+0iPEsacM3AcUybxJ4z1i2S6l1aK3tozmS2hQbyfZhzWV5t2Qnyo94N1FBjLJHk4BIxmsi88aaP%20bA+ffws4GNiSAkH0xXlVlpNxqrC7l1O7l8w7lhEjDb+tdBo/gi2uI2W7RY2f72fmYn+laxpVZLVm%20bnFPQs698XtN0yyMtta3N8MYPlRkkH147VwGo/tBapdll0bTY7dlGQ0j7ufoRXrdj4N0rTXzFabm%20A2/NyD9RXI+Nvgzp2vwz33h0LY6rjIjziOQ+mOgrRYaK1epHtX0PItS+J/i/VoSLrVzED1SGIJtH%20pkVzl1dajqcxZ7y6lwnzFpmPHuKk1nQtS8NS/ZtesprS5Jx8ynZIPUN3ql8yoeWUtzxxurRU4wfu%20oXM2dNY65a6dY2phts5XEozkD/CmXniKTZcQSQrsZcIu/wCb6g9q5+OTbDJERuVznjikjb98GmbP%20GN2M4qnJk8o84XLDKOByoOCfxpWTowRlXdk5GMmmMxZT0I7N1qzNdmS2VWXM3SRgOPwqdWMhC43b%20VOwn8AfSr2mrKdUt9qL1zISOMfWs92AUoSwjXlhnv6+9TiS4eMMsu1Yl2navXv8AnTjowtc9FLBQ%20TM0arj5V3YAFUpNesLdyLi6AK8kKMhh6fWuOitL+7R/3kjmI5AZiDj6d6nt/D97dKWNq2ccF+Kvn%20J5TTudRTxHK1lDNJYWxGUkYcv+HeqEkI0bVZIoiJY48csMbxitDS9JksNSi/tEBY5FwuefwHpWpY%20aDG1wbq5kZ9xzsZKyi5SlYVmnfoW9BmuodNJuWz5rfKqrjbWlHh5VEjYUnBNRxhkb/R1U4GCD2H0%20p24FssM+3Sukllgr5Bb5geeCfSiORiu1N0me3r+FQg9D9456U5ZGEodOGByMHpQCHgHzApULu44N%20OYKgAOGIPUdqWRJEXdLtJk564pGEbKG3bSOo9aQyTB2gr8xHc96lThVdW+fqRjhTUEczRnj5iDwP%20WkJBcyZwW9DxTA9U+ExzY6j6+cM8/wCyK9Drzv4SHOn6hjj98P8A0EV6JVDCiiigAooooAKo63ap%20e6De2suQk0DI2PQir1QXyl9PnUZyYyOPpQB4LN8FfCVpqLPJbTzOX3FTI3euksPBnhqwtpRbaJbg%20kAF5AGI/MV00ljcTXsgCsTnAJ7UlppM6RuZSWfd82ehHsK5nN3RKTa1M2HTbdIjHBaxRKi8BYxmp%20BFKnyo6ZA6g4xW6mmvLbkRJskc4ZmPT0qaDQIYFDyyec+MFR3NON2DRzP2CWdXZ2crjk44+tNt9N%20l854kgZhgbWxya7MqqoFjhVVAwcng05GY42BQV7gf54qlFsLnIw+Hr9pleaLAc8R/TvWzbeHHORO%204B6Ba2RIyybnfnGRk9MdvxriviX48g8JaSYbQ+fq14u2NFb/AFYP8R9MVfKoq7GvedkcV8U/EcVt%20MPDmhTBmyPtcw5H+4P1B9K5zQdOLlVx8569semKwdMtXuboPIWeSZmd2Y7sknk5r03w1pq/3ckYx%20nvXn1JOTPZpU1TjZHUaDYGOGPaOARuBrsrdMDGep9Ky9MtfKjBPDHjGfyrct1+YDOCPanSjqcuIn%20ctAYUD0pPdefxpTntRkDPHSu884ydTJkn2KxUgdR39qz9vloCj7gOoJ5Bqe4nY3L7iNueG/pVfcg%20O1QQSc5xmuiEdDOTd9CS4kSWynjbJJiIZcdcivnvxw1tDpM9vGyjDsAo+Yivb7a9ma+uLW6TEu1m%20hkHHmD0/CvGLzw3/AGze6hC0bLcNM5JLHjnpj3rnxDStI9TL21zpnnOjz4MfYAjJ38kdsV6RDbal%20qMFrd21jNP5D7obhIyQCO3vXm4s5tP1afT5tqPGxBHXAHQZrvfD+u6vBovkabLMsSZ3KoJAPr7V3%20UJXp6Hm148szr7vxH8Qr21FuVZInBUulqMj1BrB03Rb7RryC/ksvKAn3yu5wznPU+lZra5fswLX9%20wuSd2JiOagjn1LUrtYYrmaaRjuCvKSCBzW6SWxzvzJ/iVZwzfE23uX2+VcwK7e3GaxntZYbp7rTU%20ZYAcFumfTA71P8SrqYzaJfkfMB9nf1yAB0rf0yH/AIl8UbfMMhlJHAJ615WIvGZ7eDblDQ6fwhqM%20lw9jaPIyhBuk3HvivY7F/MiG4qRyPYj0ryLRysNyihVBYndhef8A61er6JIklmm3JA46Vzrc0xS9%202587/G74fR+GdeTxFpqBLC+f97Gi8RSdz+Oa8stdQtZPFdgIrNVP22EM27O75xz7V9kfEnRE1v4f%206paBFd1i81d3bbz/AEr4x0p5ZfEGmkwxxj7ZDkkjP3xWsdHY47uUU0fe9pzZw4GPkH8qmqGz/wCP%20KH/cH8qmrYxCiiigAry/47TtB4StysJlBkYHA5HTpXqFeUfH+7Nn4QtZAjN+9bO3t0rSn8aFLY8F%20W6hKmON15GNkvX9ajVTFIQqSLGehBJFQW93Y3y8AHJz83DCphbyLgxXBwO2c4H9a7djEGt7eSQOJ%20mV24ynHSpNjFfLW6dUc5Bx0NRtNLGhE9srqP+efUe/FKl1bzriJ9jdQkg2k/hRoGxJIkoBjW8aM+%20rLnJqtAmrKW82/Ro/wC/tANW5rSSaBZWDDcMknjFVJPIjyDICdoyobPNGgE7BRgy3JdgxJOO/tUb%20y7YwqSFzuznHWoRMo+7CXwOrcZFDO7AbQsZB49qoVyPyHvb62sYB/wAfUoQEtjIzyK+u9Fs4dD0W%20z0q1UIlvCExjg+9fI2nTK/irSsbgFuBnbztr65mnXeNx64APpxXJW1Za0Rfjugq4cg8cD1FIrgYB%20bA6fd7etZkrevIJ+h/CnC5CqW3Fgpxx3rIDRklO4hSCMYwDn9f60vnL5e3B+9nGe31rKErru5XB+%207z2qYXJ3AHnseKEBfE21WXdyBwwOcn60v2obtu9ioG3/AHv8Ko+eqkGM8r0GOhoM2EOwYHqetOyJ%205i8JF+XcZPlOAcYyv/66z7fUpJrue2vU8iZRmEr0cev1pRcAsm3dgDoT2qKV4ppYwxBlj+YHv9Kl%20+Q0+5buJoVQtOSkajoFzgeufWlhlWWENbv0j+8R0Gf1NVZJUdTGR8vQA9zUbzbDhOE64A6VQi7lO%20hBZicZzkfTFMPytuzjDcjPb6VVa44O/g9Tio3uPMyVO0nue9PcRO0qtkkjBPrQ0jNgs2Ow96oM4O%203uq/w0x7gZ5yT9envQgLklwzPuDscrjJPeoXuRtGQQoH3d3T8apSzjBVHGcZxnrUBcBsiU5YYxtz%20QFy7K25MmQ5x1PatHQm/03bnoRj35rnZGCqxXJ287y3X8K1fDbbr5CGz84pMa3O4ooorM3CiiigA%20ryf4oJOnjKxubNY5pFtFV4WbDbd78gfU16xXiPxUfy/izZvFKyTDSI888BfNl5xWGIv7PQ1pfEYU%201lf3LeZJL9lgBwc9RVae3sNHsVe+uo2GeWDb8D6VUeafbM0sk0ozlNxIVjRq1oJtIFnIkZlnAOw4%20DLXDZvdnQyrqutW0Hhu5fR4pPMnXi4YkZXP9yqfg3V4bqRbfUR5Mn3Y23YV/c1Dfxsmg3KkqgVdp%203HGPpWR4ZkS4Rbe5G192I2K9ffNacqsZSu2ev6aby0u/3DRO7DACgbR75711GmXn2mEfaV8m5x86%20k859q880TWJtLkVb+PzIU4Vh1T/GvRoYLPV7GGe3uFDPzHIhz+B9KulKa06GUl3NRbqVFzkkj1PW%20rUFykkYcoc9u2KrwaOEgAEr5fs3PP19KemnSs2HlCgeh6+9ddzIr+ILLS/EdmbHV7KO4jIwrsAWT%203Br578c/CDVfDMkt9oZfVNLHzqijMkY9MdTX0dd6WkkGyCUpKB8rnoxqikF1ZQ/vD5mR8/P6VEmu%20pSufHsQzwFyxODGThkNTRQkwEAbpP4UxyRX0H4j+EuieMDLeaaDperEElk/1cvtjoDXhWu+HtV8K%206k1jrcDW0q/dlVso3vu/pWa1LuUAnzZDYboEA/n6VLFGbiRIotqORx5jY3H+lMto1lnEPmCDd/G5%204H41e0kiO/SGeFWidtrXDc5H9PrVWEatv4cWOOO5EyTd2ifgY+tbUem2iKGS2G9+hHIPvj1qdYkY%207ET5WGR7D0HrUx3LsIbheuB0rVRSIcmNWOL5sInTAPTC/Wnk4i3FmGeVGe/rijaACxAYnkkdvwps%20/NvPg4dvu561QijZac7XP2vUJ2uSzful6BPfFbJlZSYlycjOQvb0qvDF5VvFGRzjGM9PepFB+XAP%20J4w36Z/rU6AN42+WpYKTjcD1/GpkYMyxIAwYffz0PpUalAuOS5PcYUf59acGVXCKGXuCVwKYE7wl%20JAqcn1FIVJwD8uB17GlhlkjmJTGxxhgw/r2pu9mZ1Zg2DgAD7vtQBI+9YBu+dQflYmkwwYE4JPH0%20pwwIdqtuGMjI4FJCgdiDJt43A4zmkMlZEEQZX+b6f5zSKyc7vmGMgAdKc1rsPDAjp1qS2j+z3AZ1%20Bibr3pgen/CaRJNO1Dam0iZc8/7Ir0KvO/hKMWep4UgGcYyOvy16JVDCiiigAooooAKZL/qWz0x3%20OKfUdwpa2kUckqccUAypJ5YuJAnDbTkE9SemPWqn7yGQ8Ehhy3UCmzq32hvKPzrn5mOCfp6YpUuJ%20PKCMR8pzjrzVezRje4iztkYbG08ZHf8ArSicCQSPGwUtg4PT3quz7pWYnGOoI70yOWWDlJPMDHPz%20LkCny9Cbl3zlVTtTcA2CSexqKOVg5BKjAbb7juPrUP2glSdg6889TWT4g8R2XhrSZ9S1BwUQfJHj%20l27AU7JBe70GeLvGVj4Q0N766PmXTDbbW56u3Y/QV873up3eu6u9/qkzTXUzZ3KvCg/wge3Sl17X%20b7xPrU2q6kxMhOIof4Yk9MeuKtaTZeZNuK/Lt+Qjpn/GvOrVud6bHsYajyLme5teH9P3OgVSrcgH%20dkH/AAPtXqWhWQCIHGzA4IP51zWgabsZHkCgAADHr613+nQFFwU9McVx3vI65u0TXtEKKoA4xya0%20rcZ5wMD9KpwggDA47+1XIARnHHrntXbSPKqu5Oc9jiq99KYrViOuDjJxk+lWCAw/XisbX7ry7XgF%20/mGIwOprqSu0jm21MiWfOGKAkH5hu4UmonnY4HVSTnnDLjuB3FV2uNrOGYCSUZzjg/h7eveqaXiD%20cwBJXCks3I9/oa9BR0Oc0DcrJcBJMCQDcpHYfX3rB1MxadqDaoYP3DgGXaM7SO9Wkng85jCjk4Pz%20Hnn6elNkuFe3MZVXiZWEgY9ePSsqtFVI8prSqOlPmR4D45lN34vOpW0JjtpiAJMYDf59auaHr11p%20i3VvZXESpMuG3gHPriu08ReAYdTtZY7KdljcKyxSHb5Z9j/TtXn1x8ONR0ptl3fCNGPyNjI/OsKU%20pUVaaOqpCNeV6bLDXsWGPmL05HXNQtqccOJIrnymwcMDgisyTwldRuUErNGpA8zOM1bj8ExsF+0X%20D7SX3Ke+OnNW8XHoQsFVDxDrlnqfhOGATb76OcFAT1yRXc6TK0emQefncYxvwMhT61wcPhaytLwM%20yNIBt5zwhrs7WSTbsJ+UfKO2cd64q9ZVWrHp4OhKknc6Cyu2WYEsOcchuTXpPhPUAZDGJGIbpk9T%20Xkto+yXtk9Af8a7Dw5cGO4DbiSpHfGKwd+W5tVimrHrpiW4tpIJMFZUKkHnORivinX9JTRPizJpz%20KxEeqoydvlMgxx6V9n2F15sK4PbIJFeD/G7wVJB410fxVptu8sc91DHd7Bny8OMH8c1tGSdmeWk0%202mfQ1qMWcX+4Oh9qlqGzx9ihxyNg/lU1dJiFFFFABXkn7QrTJ4OtGg25ErZDd+BXrdcB8XfCOq+M%20fDsFloqRPKkhZvNk2DHFXB2kmJ7HyP8A6S/zPAqYJxtOMinRyXtu2UDEFRgbs4r05fgR43Vm32tn%20kjbkXWRjscYoX4D+OQSPLs2IUD/j4xk+vSuzmj3MrS7HnkWo32Du2nuN3H4U95nnVXmiUEdWXr9R%20XoDfAbxwrcw2LqDkjz+3YDinD4FeOXIJtbJF4youuo/Lijniuocsn0OFZ7nyRFNIyxkbly3B/GoG%20XyigXGWGd2M4PpXrtx8EvEtzppgMNosijMbmf9DxxWKPgT44I5gsgO4+09ffpx9KcnBPcmN3ujzn%20zHI5kwM45OOPSk3P1Z/9okDP4V6MfgT45Zm/0ewxjgm47/lTR8CPHJwpt7H7uCBc4A/So549y+Vn%20DeHoVPi+wMrfIJQZWHGK+pZLyPLMMvGAOnNeR6X8DPF1kTK8Vn5rNwPtGcAc9cV6vY+FtcTTYFuV%20gE+wb1WQ4B9OlZ1eWyaZKcm7WJhdqsOHz83IPcUhn/2gOc8dqe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m3O%20t+D9H0fwrqsVh9nCrNJHgGVRjHfvXn1HCC5Nea/y0NPZySvJWPUk1BWztTchOAVfNct4l+JVt4a1%20mLTZ9OnmdlDs8ZJVV7nNc54M12e2GqeHr2cLc2DZ+0Ocg5zj+VUNS0kX0Oq6nNqv2qUWrjaDtG7a%20cY9KTilLluZwkpq9ia7/AGjvDEF79njtriSMMUMmSMH6Vbs/2hPCdywSbzYcsUyc44r5TOdzK4Uz%20bjuz2/HvTPKEskZdMrnb6YPqa9J4amtLMZ9uaR480jxCrtok63Bi/wBYm45Hp3rkvix40vtE8Eyt%20pU/2a/lkAibJOOeec15P8DN+n+I52JJSZWjVRwpZR3rf+LD3epR6baXCxxyickxqwIK8VxTVGlWt%20Nvl/EqEXOVkj0b4Q+KL3WPACzapL9ovUkbziXJI9O/StLVdW8TPqNl/ZEcQtfM/0gucnb7c1w3hw%20HwR4Zmk06AyxXR3Ssz/dPXH0rc8I+K/tdjLd6jdKytMVjjC48vB4BPesor3vaLp3M5NX5UehNqmJ%20jH5LA9sk4P41SXxZp8mpHT4p4nvFGWhEnI/WsLS/HFr4h1m60+0ljlaz/wBbtH3T6ZqrZ+E9MtfF%20M3iVI2F9KCCSeAD7fjRFQ15m/L1K1O0j1JpJFXYEy6jJY+v1rYHSuYtCDcx55w6k7vrXTjpURBhR%20RRVCCs/V7l7WFJE7ZyM1oVkeIv8AjzX8f6UAYf8Abk4GevOPvn8+tOGtzcZzgjruPX86yOQx6Men%20TFOB6d/61IGv/bcvXn/vo/40DW5e+f8Avo/41kqQPlAPv7UoOcADjHWnqMXxJ4lvLLRXmtsq+eu4%20kj9a5MeNNZ4zck/if8a1PFZB0E8kfN2riwc89sVLEdAPGms8ZuT7jJ5P50n/AAmus8f6QenIyef1%20rB6/nj6U0n5T69aBHRDxrq4+9cE54HzHr+deoeEjeyeH4bjUX3zT/P1JwPSvD8Z684PatrTfFOra%20YqJb3LGJOAjHPFA7XPb5ZVhiaSQhVUZJJryzV/HV9NqExsAVtxyMsR3+tQal8QL7VNIazeAJJJwz%20qe30rldwLhckgDuetFwS7nSHxprBJ+bnH989PzpV8aayzcMOVz/rD0/Oua8wfXcMY9KXgtznG7kA%20YpajOkXxnrB2jdg4yMuefY80638V67ezpDbsS0h3cOTgevWucd8IzcDPGcV3OhaZHpukJdDEk067%20uB0X0FZznyxuNK7G3t1rcM0ZivSVHUbzyfzp9v4ovYo8XjNvb7o3Ef1qC+1AIYiSuPMy67eRx2rL%201G9ify8lSfvHsQPSuaNedzTlTN+Px5bf20ulPORduu5QSdre2c9a211qUZG0nPH3j/jXlt/FavfW%20UsW3zklDIcc9K75Se/XArqpzc1qTOKibH9szHPy8Hryf8aP7Zm3E7e+fvH/GswHt1xT+2e1a6mRo%20jV5sAbe/dj/jSjWZs8KOefvH/Gs4/LnODz9aU8blGCBzmmI0Rq8vAUDr3J/xo/tiXbyuV6feI/rW%20ce4/hByf/wBdIR29elAGi2szcgqOPRj/AI0xtZmOfl75+8f8aoE+3Uc+9MJoEdDo+oyXd46OMDYW%206k9wK2q5nw2c6jJ/1yP8xXTUykFFFFAwrzv4gLu16AHI/wBGXBB/2mr0SvPfH+f7ftsf8+4z7/M1%20JjRyY+YZA5xuxnj0xRt+TAJ242+/1oADR9xxtwOlPHJPoTjr2oKG5B5Ud8qCOlLgf98j/JpfvfXr%20+NHb2oEL296X8cj6UmOgx7Yp/U88A/5zQITkMe/OT9KDySCM/T0p2e/Tv9aB9R0oAQgnp3PGO9By%20DnjrxRj5fQdTilwe/I70AGMH5unSgAZweuOfQ0uOvvRjGcc0gFAGefzoAxTtuOv86COwwOaoDE1g%20f6cMD+Hilsf9WM9cdAadq4zerg7Tt45os/uDO3JHULjNIRfTJXjnJzinDhex/HBoUYzzkg9vSnY+%20mPf+dAxvbp3pPr9etOPI4z6D3/woYcMTjGc0xDcYPoe+eeaYRnoMcYx6VIR09f5U0jdxznGBzQMb%20jGNo4z1I600j7vbnOaeRl/Tjt2pOpxjnPPvQIZ2I696QDkcZOeh5pxyckfjikx8w2n6HpQA0dtpy%20MHPfNIVBD5AGe570u0AYHHbilIB98kAj2oGRsOoO0jbxxSnGR2/HHNKSE3MeQvoORSYztzgnrnFA%20Hq3gsY8LWp9Qe3+0a3qwfBZP/CK2uRxhse/zGt6gQUUUUAFUtZj87RLyMkgNCwyD7Vdqhrt0tloF%209dSKXWGB3KjuAKAPn3TtLt49R1K4uLX99HIRG8g7c9DXU+EILm401miZ0USEhyM55rp7LU9B1zSE%20vrO1WaGYkHC/cYHBB/GmPqAS2NvpdsLeMA5471hGPKki9wltZL68gsnCnzFIbvj3rF0/4WwaB4qN%203dldQt7g/wCrKcK3aqniHxT/AMI9pMd9CxkuIpNrDOOprMsvjJcSx+ZJCCuCVJPJ9fpWcq8KcrSd%20io05NaG74j8NaFBqF/A9tHGZFVlUL7c4rY0/SdMstFt59Kj2iZcMGHK7eK56D4m6fqUkctzp6ySq%20Mqxjz+Ga17Txrp2ryfZbOELKoLFEHbvVLEUakrc15A4VI6W0KfiaEXk2n6VJGWW5DSA9gV9/xrz3%20492NwbXQ5oI2lFtGyM+Oh4wM16rqmpaPNYpp2oNJBODujmU4Zc88VzHjy6sLrw7bWlrI9zHG6s0u%200nOOufet6EuWre5M21DY+a3W7MfEbgZBYlDz7V2Hw106+ufFtu0MTHapZ0ZMgr3zXTSJp0gUiOTa%20PuqYT075rpPA0kNn4jF/aW83kW67Zf3ZyQfb2r0nVXK7I5o1JNq6PRNGW0LMLWyEDnJZhHtzj19a%20zLzm6lz/AHumK3YPF2iXcuyF/LKscgp1Hv6VjXsiS3krxD92+Sq56+9efG19DrlFx3RYsj/oi5Hc%208Vx/xe0yO88DvPuWOSA53betdfYc2qg88mua+IeqW40T+ynVZHmOSufuj3p1JqEebsRFXZ8zKJFt%20VcEMM5xiuk+Hmmz6j480lbdE8wTiUl2GCFIJFasugjZhI0VGyAQvSul+HOn2On+I0ur5fImgx9n5%20yr+uayhmCm7XKcLHqXjDwra+L7XVEs7GGG/dFKuFA5TPFcj4T+FPibTruz1KTVHQW4LNbF+D6DrX%20p2iXE1xqtxOU2hxkY6c1IzuJ3/f9SQBu6VtCo0rr8u43KVrNnmumeGvEdl4vvtQ11EfT7hmOUxkZ%206A+tahs1fTtUiRfLaSJlQg8YwecV0N95yKqmR5FOTtLcE1kTSyR2Nx5Nvumddqxucbs9eazqydSp%20GViI+7Fo+dm8IawrFlg85fMbYw43DsaryeHNVjkCy2siu3zHH8Ve4afcy29r5N9YNC6E4XqB+NV7%20/UbVG8yS2kBxjcoJx9K9iNVWOL2tS9rGT8NvDF5DfWF3LI0axliYRx1HOfU1znjvUdRk8X374Zxb%20yMtuB25716dod9jTheQK/wC5LHa6EHHrXmmqeKLC81ma48k7/PO8djzXhV5NyfN3PZwivK9uh3W3%20Um+Gel+SxeSVWe4RhycgYrA0DTNel8N6lZqnkPO/yOx+7z1Fek2FhPqfhu1e1jwoiEmB2BHSqkRZ%20Y/szjaSTyeDVJvY5nZu5xXwx8I6t4a8WPf3F0JYJCwmAPLnHU/jXqF14maNJNkBO1wFGPvZNc5fX%20sPhjSxqDncC+3BPP1rndS+ItlDp11cxsjOjAqmeWOe1En73LcFBuPNY9nsnLSQmTh3ZD+vSuuHSv%20EPBHxXsteito5INl6ZI12Fv9oV7eOgrZwcdzK4UUUUgCsjxCM2a/j/StesfxF/x5r+P9KAOOHOQu%20eOP8+tL39un40Kc8jp2NAHynPrx7VIxRnHXGf85p2eMscZ6c9KQ8knn1HFOx9OT064NAjG8Xc+H8%20f7XJBxXE5ypGcjoDXaeLyU0H5V3Av0ril4Ix8wzg0mA/JLYxkeoPWhccNzwMHnimrxjBA7jigE4/%20CgB6n5cdG70u4c49eee9R5x05HTNOGN2e56EDvSAduxjBI7daaJAc9evcU3bxwe2MH1pBnIzxntm%20gCVGJGSMH0qRWyRltueagUnGcdeMn1p+4DAHbnkUALcTCO3dyMkHhR3/AAr0+xJXwzYKSGIj5A4K%20j615hFF9qnTbymeMevrXo6XUEWiWsZuo1ZUwU2/zNY1ouUbIpbmFqdmL6TBlaEx8iQD9MVz99oty%200nmw3fGMBSM4/GukmmQ3DDzCUPGCMYoitldhvxsVcsfX2qYUo2u1qNyaehyGgaVf3fixH1EbbW1G%208Ybl29K9JiYsx3c8etc7oy/vbi4cnDyblyOg6V0EJ+YHsTit4xUVZCcmy4nPX6U8dT70xMdR0/lT%20wMsAOKszHDgHGDxzxSHgcHqOOKUDPAJOD1xTWcAF5GVQT34pgObvz+FNOeOe3FU7nV7G1yJJgWzw%20R/Ksm68X28RcW6AgHaWJ/pQB0PJ49KjlkjjU+ZKiAf3mxiuIuPFN5dpiFiCR/wAs16VTWHU9RIPl%20SBTwPNf7w+poHa56h4T1O0utclt7eTe/2dn4HGAyjr+NdjXkPwphlg8Z3qSuGAs3xt6D50r16hDC%20iiimAV554+XPiCHrn7Ko6/7TV6HXAePImfXImVlXFsoyf95qBo5JeFA9B6UoXA2ge2P6VMLZuhdA%20O309KpG/gD7PmLdMjn8aQyx2J79R70FcnA4HT/69O24YFuOc59aOvIPOM0AHuMnnI9qdjnjsOppA%20B0JPSjPTqT19M0xC5yuB+A6UDB7ADoPelPUZ9fSjGSCRz/KgA6Z+tLjAo9ByfSjpjP54oATHX17c%20UtKD14+vFLxzjHHHTtQAowF9+vSlxzjGCOnvSjjHPA49zSD/AGuAD2oEY+rjNwD0Upgkj3otB8oP%20G3GNoPNSasuLtMnouQuOM+tR2YHl4XjnuMUAX0GNufTHFPABA44pFztGMcfrTiM4wehoAaOpYc8f%20SgYA9vp2pfUAZ9c96OSfagBvfpgYzn1ox7c+mf5UvAz2XHagjnP5E80AMA6Y5xxTSOAPu5PHfinn%2027+tIQdpPHA4NADDjoevfHakP+z0xwCafjDYAxjjP+NN9uMkelADQMgHGfXnrTexI/D3p5GV3Drn%20t2puAOByO1AxoBLEBR1GPf3pPvDufm47YpzA4+Xg4wPrSNkYx8xDD2zQB6p4M/5Fa1HcA/8AoRre%20rC8GH/ilbT1w3H/AjW7QIKKKKACqOt2wvNBvrZ22rLA6EgdMir1MlG6FgRnI6UMDxTR7OTwHc3Om%20aXbz31ncOXAfPyMeuPxNPu7/AFm9kWGDTpLUE/fPORXrklpEbhmCKMe1DWydGVSMjjHWsI03azZf%20NroeCfE/Q7uy8DxXlqrSfvlFwCmTz3FeYR3Pk6O7Iv7wdAV59v8A9VfY09ja3UJiuI45Ym+8jrkH%20FYl34N8OTqZG0i2Vk+cYQAEjpWFbDObTTNqdZRTTPDvAnhjxLeabPdXmmMImUGIk7S3HXFdh4X8O%20XOiNeXiwKLyQgKj9VXvXe6LfRwCRppW2pkIoPAx0GKtQrb3Uxk2s9wwLMcduwqIYCEKzrp6sJYiT%20hyW0Mm7tLS90Bb+7t4WltgQ+VGefeuYPkXFuIIo4YYs5PI5J70fFDU59C023srSTMl/IN8YONvPG%20fzrgdM1rR4tSmsfFOpS2a+VlGhy2WA6ZFdLdnotTDpqdFeR21jKdjxO3ICswxmpdF1/7Bfh2VMH5%20ZFQjGK83ude0155MtK8asRGcnketWNI17SW1C1h/feXLKEb5jkEng0o1p3tYu0bWOo+I+jlbiLXd%20EnkjtZv9bFC2ArDucV1eisX0OzLkyO0YJc9elcTqGsTWOnm2nZW0+a4aPOdxUBsdPf1rt9LXy9Ft%20lU7Qo+U/7J6VpBP2jfkdNSt7TDRg90/wsaS3IstLknbB2khc92PSvMdWaS41SaS4kE7t12r09h9K%206PxhqBjt4LONiF3b3YHBPpXO2l/Pavvt0icMST5qZ/WvMzHELm9n2M6UNLmcMl0LKcdME4/StDSN%20Jl1W6MNrjzIgZPvY6c8VWuGaWRp5UVS5JIU4/IVpeF7wWXiW0kkYKjZjf3DcV5NKa9or7G0l7p2n%20gjxWNFjuLHWEJdG3I7N1BroB4h8OTsZh8rEk8SdDXG6g1kNRjuSEkMN1sk4zlC2MY+ldnN4P0K4U%20OLbZE2HAQ4znpX0MKlW1o2djmcY9SX7do92ymO4BO3IXduzXOSuLnUzH5q4RsjLdBWD49k0zwVNA%20LB2jnkDM4LZCrj0rirPxTc38q20drLJNckeUI+XYevHNdMJScfeVmZytfQ9H1ue4tovMtES5Xd8w%203jp9aztKuZ7m6X7Zp6/Zy+3CsD1OM5rltQvrjTLsWV8s9tJt+aFmI61BH4m+zAwRyyI2MjLHA/Gn%20zNdCNLHr8tmkCrhFUAtHnHUHhc+teE6p8JfFsviy4kisi0Mt0HDI2FCbq7ofEGD7HGJC0jvCEYHs%20VHDfU1atvHOqfuI4HkkZ49+3fnIx0/CorVKdL35s0pqT0idFqY8UaFfaJZaPblrZIlWcqvDcciuH%20+Jul+JobeK8to7n99cudkAOUXjHSult/H+qiMPiZudpwC3PcVYi+JtyP9YhcAlSJIicGsVicPKz5%20kV7KouhwngTwT4h8ZeHtUTUp7iN1YCEXWex7A1v6D+z/ACSNcQ+JplMbAeU8RxtPqMV1Vr8Tgr7T%20DEpxztTbmtO2+J9q6jdFGSCc5cD8PetVOlN3TTBOpGPL0M/w58B9B0TULa9hurhpoJFfO44fB7iv%20XB0rjNO+INjeXEMKxFWlYAAHpk12S/dFbJ3MncWiiimIKyPEWPsa8c849ula9Y/iL/j0X8f6UAcf%200zjhetOHbP4imD7vB6Hr608c9MH0BHapAXnbnB9OtKCCevfsKF9M8deaXPyk57+lAGV4jtjd6WIQ%20xBLdQK5JtFlUDD98gY611viKS5h01TZLvcv90mueTW72Jtk9huxwSKQaWM19PuYhuZN3uO30qFop%20F+9GwAreTxFZsR50DxuTjlSRU63uk3TFI5wDtyAwxRoM5fjJ64/lTUbsWw2MgA11f9nWNwA8bx4B%207EH9O9U7jQo0ICr8xONw/wAaAMMMQOcHHWlYAjPv1rTbQZeiNlz04p6eGrwvtkdYxjByentQBlIw%20ZcEjI6Zo2vLIIoY3c/xEDIro7fw/ZWxLSFpmAyT0GfpV8LHCmyGNY16nb1JpXAzdN0owIqSjYTwQ%20KvXWjzSuhjZWRDkjpn2qdXPnLj5iW9avsrNgI+31JGaLiM+58wSFZYFlU9Cq84+tMiuYvsU1vEjp%20J93a4Oc+xq+Rcq3ylXXvximSSFXVpLfJ/vA5IoApacMbgfmDSYA9BjvWvCMFWdlAB5JOKobYNoWI%20mMk53Ywazb3Trq4kX7Hcs+9fmDvjA9s1Q9zon1axtSRJcKPYd6zZ/GdkiHyI2b0J71z66TZqqNqW%20ohHbgRgbiBVrRLTSdQ1OK1sg0iw/NM7ndkfSjR6D5SefxXe3BZbRGII6ouKqN/a16xaR9qK3G98V%20n6p4tEEcsltbx26ifylCjtiue1fxJd5s4/MOJYtxIP8AtelO0uiHZHVtpscQP9oXyrluFAzk/wBK%20hN1olm4hIaa5LbWLN0PpiuV1a+d/FCQbmKGRVbnvtz0qlcSGTximT964APcn5arlfVivHsdpL4rt%207e5jtrWGCIbtgwgJPfr2rI1bxPcG5eNJZAqSBVXJAHFcsjI/ixVViAbkAg8jpUGq6gDrzRqS374e%209UoIOY+gvhlFCmpTMMec1uSeMcbl/rXpNed/D61WLWRLnLGxI/DcleiVBIUUUUAFee+Psf29DnOP%20sy/+hNXoVefePjjXYMfe+zL/AOhNQBzGOeme5NYT5WVio4D8FeM1uNIIwSeFHX6VhzZE0oU8E9PQ%20U4gzexnr/P8ASgdPUdaYrfIp45GRn1p3G/19SakYpxnnJGcnmnc5557imqcLu6ZOfrS5wPYfjkUw%20HY4GT0ooPv3o6AA9euaAF/iBHXoeaTkDG7kHkYo4DcDI704BiuQM5HQc0AA5wTkEjBGetAyMbgMY%206jvSHgnKt6jJ7U48EjuR0xSAcoIX5uvXPrQQQMdB0PsKQEhTxuHULTsHGPbOaYjJ1X/j4VWJ5Xrj%20p9T6Uy0GYxuYlifmB5x+FSatlrgc4UrgjPT61FaHCtjIIPORz+fegDSX7vP4kGn4BJ2846+9MAwO%20RnjGOxqK/vYdOsZbu4b5IxwO7H0o9AGajqEGl2jXF2+AOijqaz4vFOmvcLHIXgLcKXUgH/CuEudT%20e/vJbu8uWdnOViP3R7CqtzdrcQoj7iyjks2RXXGjG2u5ySryvpseuDaygowIIyCORSk5A5xk8Vw/%20gjxEWujo92xPy7oGzn8K7fsNp/P1rmnHldjpjJTVxp2njkjGSaQckZ47HHrSkkjjAz0PpTexIPTt%20jr9KkoMH2J6HJpoHA5x7EUp+7jGeOPakbHIJyMce1ABzj6enGDTCAe5UEcYPNPYHOW59RTTjdk/k%20KAEPrznr+NA688+tAxu56U0DO1ifUDFAz1Xwb/yLFt64Of8Avo1u1heDcDwraYORhv8A0I1u0CCi%20iigAqjrl2bDQb67BwYYHcH0wM1eqvfwRXWnzwXC7opIyrr6gjmgD5u1T453817OtszcEqoVemP51%20a8GfF7V7jxdaWF3BPNa3TBGZkJ2Z75r1E+BPC1peOYNHt87s7ygJzWha6TpVr81pp1vER/EEGSaF%20cehukAMO468elMmiSZNrbgO+DUMTysuAoY7TgCnedhVZsqD1yOhpiM+30iGwnldY/Mik/gPY+taa%20RMGjEEaxLx82OvtT0cHkcipPOEFpNKxGI1Lc9sVOw7nzZ8S7+TX/AIjXNnBOEe3G1XZsKvrXmVy2%20ZpI5cSiNmUsepOeue4rW8V3Yutevpt5d5bl8bGxn5j3rECb2D5wuCMY53Vk9SyCWZtpKYwuPpSwT%20OJUkT5XQh1IPcVbjSBrcwvGCCDzjGD3zWaS0UioOPQeo+tWooTN2HxJKdWuZ9TUNFcQeWqAfKr4w%20G+ua9p8F3327wnZb23yR/KT3IFfPd6RuQN8qlcjnPNesfCTV/M0a7h3EtChbBHTFJS97UHsP8QXv%2023X5cHhDt+lIVVYgMbsKcDHBrLhuPPupJTwHmflhnJJrTLleQeBhR6Z9TXyOKqOU2d8I2RA8eG3g%205+TnIzg1FC21xgZ5z78ehqyZRghcZye2Prz71TBxKu0YXOc/3axhc0ZZW4YM+9nG9txBOOR0zXtf%20h29W80G0mz0TDAnPQV4XK29n53n+derfD28jk+G+pz3BCyWkUhG0/d4OP5V7WXVHzOLOSvGyueMf%20E/WZNf8AH1zCjq0cW1UHTO3rzWVcanDpWqWd54euZ0lhj+eXJBVyOQPpWMbk3urXNyX3F5CwLc5y%20as6tqQ1G6jZLaO2jhiWNRHgbjjBbHqa9qOquc70LWoa/ealc/a9QuXuLhhgySEsxFVBf+aRGzEnj%20rxj61Fb25nDMDtHT8qr3DmIrCw3HJYPjkj3oULsRqC7k2tkjHOTj8vpXd+BXFzJFcHloYJ1LZ4GE%204rzq0JngkQ/MCp4z1rvfAMnlaXqEDkb1tsoy/L2NY1oe479NTSnK0keteBreIeD4GkijzKxfey5N%20a8unWEq4ezhIJyfkHWs/wkvleENOXGCYg5J65IrVZ8dDyaKcI+zjddBSk+ZmbN4a0eb79moOchlG%20CPb6VSk8D6BLKzG3dCechvu/Stzdx3OfemtIFjkZuAFOT+FKWHoy+KKBVJrZnm+mWHkeNYbe3lZl%20FyiKC3UKw5r6IHSvn3wsFu/iBDJksxuflBOMDPXFfQQ6Vx5UnyTfmbYr4kgooor1zkCsbxGcWifj%20/StmuS+INzeW2kQmwC72chiy5wOKAMEHk4I/nmn57Y4I4NZqLjbtZsYx16H/AAp4llG7bLjnP3el%20SM0c87ueRnntSkgcrk4PrVATyj0bBx6ZrD8Y+L7rwxY213b2qXAlcq6kgdu1EU27IT01Og1PmAAn%20J3Y49KobVOAemc/hXED4vxXESpd6O8RPOUlHH6VctPib4fl4lSaHj+IE1bpTXQnnj3OpNnDJkNEu%20QcEEcfnVaTRrKReIlHYELgmq2m+L9A1SZILO+LSyH5YmQjJ/wrawVZQRk9Dz+lQ4tPUpNPYw38Ox%20Aq1vNJGQxGA3Xiolsr+3dkjvSxP3Q/zYrfKjcQeWz9PxqsY915kjCgdqVhlKzm1iK8i+0CNo92CQ%20ORWxOd1y+c43dahU4IIPU96rzzn7TKMnaW6DtUsC0z56kDPI471EZkxk8nocdj61VaQn5u/bJzUb%20MTwf0qQLsEu64TOCAe3Fa6nDAnP4GsG0I+0R+g68VuJ3/UGqQh5xt989MU3PpT8c96ekXzKScgjP%20SqAiEQlJyoOB3rD8YhrDw080TeW27aCvWuriQcHC9OwrlPiUzQ+C5HiXL+eAFJxkYpxWoHns7s+s%20aV+8YsUy2T1HNdb8Jfm1fUpCMsFYk/h0rkjDN/wkOmful2+Rz84OOtdj8Jopo11d5o9gQsF5yW46%205rbSwN3PONWnc6LFzkvdE+nGTS6/g6vp8IXEYgC8cHrnrUut206aLZIYCSzs2OufmPWl12It4psI%20vLfK7QeCR0pu4upFey7viAitnm4Vfr8lRRSib4hwADj7R2OO3SpwrS/EeAqjH/SATlCQPlqjpJL+%20Oo3IYIJiTlc8c9PSltqBHp0ok8YQFsktck9OnWqr3FpLriRtuR3uxhh39qfoDNJ4vt0Cn5pW2knJ%20zk1lW6tceKbBVB2/as5/E8UdA6n1J4FDL4rZcnZ/ZxwM/wC2lejV534N3f8ACcvj7i6aR9Tvjr0S%20sxhRRRQAV558QMf27Dn/AJ9l6d/mavQ681+Il3HD4lt42yXNopGFz/G9AHOcFSfvY7H+dZFz8s75%20/vZ/Cr0uq2MA/eytG3oymsiTUrG4un+yTCUdeexpoGdDH/qUyQxxyexFLnIB69gf61DAQbaE8H5f%20TgfhUg6DBOcetIZIG5/HP0oilSWMPG4ZB3WmA5zjgFTxj2rO8PAJpO1CchyBnvQBrggcZzzgUoOT%20mo88e2fxp275h2JPNAh5OFLEhVAySewri9b8XXPnTnSCsUEXy7++fX6Vr+J74waa8ELhJpFycnt7%20VwWoyCGExBBtgGXcLzIfSuujSuuZnHWrWlyLc6Lw541nkuUtdUYPHL8qSdMV3JwpznPHGO1eGrFO%20WSZiIwrZOe/t7V7Hod8dQ0C0umGGkX5vrUVqajZo0ozctGaQHy7eh7n1oOCc8jIwADTQfl5POOnp%20S+5+Xmuc6DM1babgKoAYrwP8T6VHanMfJzk8HPX8O1SapzNGRgHofcfSoLQOF5C/INv179aANVOn%20uOMVyPjW9U3UFoyExou98Njd/wDXrrI2B6Hj3715742V4dUlk2ngbvmbt7VrStzXZjWvy6HNXM6p%20a7xgMrcEDoKoS3pO7nhhkcU4SK9uxQ5O/wCfP+FROitCYifnX5lwO1dVrnLp1LGn3v2W6sZoyySx%20TD5x1xXt0Fwl1bRzp911B/8Ar14NbMVhRjx5cgz7/wD169Y8G3cjWElvLn92QyAjtisqsbxua0ZW%20lY6I8Lk9xwKQnDc+nagH7vTHY5po6EEYHc1ynWKCQ+G/Kmj7pHY8/SgtkenHX1pCQRxn2FABkbsn%20j0zSZHHH1oLEjnn3o6tzxQAlFFIWOBsG7nnB6UAeqeC/+RUtPo3/AKEa3qwfBf8AyKlp9G/9CNb1%20ABRRRQAVFdb/ALJL5f39h25OOalrN8RvLH4Z1F7bPnLbOUx644oA+ffEvxn1nT/Eeo2htooZLNyB%20HgN5h7c13/hr4gaXrkOnxI+7ULlNzwovCnvmvD7jwXrus6xeXS6fMtxcORJJOcge/wBa9R0HQI/B%20/h2C9tLRZtVgjKs4wo57+9Qr3L0D4x+Ntb8IXWnRaRJGIZjvlKn5uD0PpVXwb8WbyaG9fVbS4v5Q%20oaJIVJA474zXH6p4S8VeJfE8mqTL9pW4wDG7fIo9geleieBvC954Iiu7kss8syZZAv3cDoKvVvQW%20iWp1fgjxJd+KNEn1C8h+xSCQqsZH3QD3FbGrTsdBvzg7ltmzj6daydG1YqnmNpwV5GyETjPqTVm+%20uZrvRtRiRQu+JhnOMcdKrcm6eqPkXWpNmoT7dqbZCfu/eJNVIrkLA5lYrJkdOpqzrlqyavcKQ4Ku%20QVY57+tZTHPAxnBHrXOali6uZJCwj4BXgHv71TVpAwExzgYHOOtW4jH8nmn58dDVa8CXEi/Zhvwf%201rREi3T77WMj7qttz613PwquGS51YKTj7MxKduFPavPGeTZ5bfKqnlfeu9+EbZvdTyQoaBlwRz0N%20ZyWoJmtpsuEMnUsx5bkY9hWm+NmDwQAxz6e/r9KyLTgsiEAKzAfL0/Gr/nH7GZCrOE4c7tuT2r5K%20rG8j04iNLuUDI2AkrxjrVctmTADfMeOcZx1pm/cx385AO31z0xTFbdNyxyo2k+hNNRsMsbtrNnAP%20d8dPT612HhO4+xfCjxdjO7yxk54O7POO1canK/OCexyfTuBWvDq9vpXwx8QW0mWa+2CMjhuCc5/O%20u7A6VTnrbWPHLSbaqFeuMVJFMDdFJEPsc1BEhZNi8AAYPf8AGlAKBgTkg544Ir6GOxx+pqnVY7Nw%20NpK4646GoLq6F2gkTBOeQOOKrCNbhAHJIY5OO1NeNYo9nBGQQemcVcW7idjV0nId8KCPTPQdq9J+%20Fulx674wl0idmSKW3LM6nHY4rzPS2Q3MkqEncnHHoK9Y+ATA+Mry+nLBIoAMkZ6gjFRVnBRcp6IF%20dPQ9qtfDbafp8FnBN5iQIEDN/EBTJNMukJwoKjvmtVdTifcCpA7H1ot9QtLlmjgmBaPAZT2rloYv%20C4jSjNO3ZlSjJayRgvbXEe4PG3B7Diqd9IYLC4ZkYYjJII9RXaFmZtvDA9Peo3jikULPEjqwwwK1%200yjdWEnrc8Y+HhW58Ywy5GEZRkpgtz0zX0COlc7baJpMV7HPb2ccUisuDGuO9dEOlc+Dw7w9LkbL%20rT9pPmQUUUV2GIVgeLVDacue2f6Vv1g+LCBp6g98/wBKT2A4MdACf4RjH9adnO3JySSCfX8KiBzH%20wBg8DPWnE8knjJ4IPSpAfk7R0J7k1xHxW2nw3aM3I84849q7XOMqQM45zzk+1cP8WST4YtWHJ87p%20n2/zxWlL40TP4WeWDOe4PUg/40ZbPIHI5HpV1o0Wz4B3EZBJrOdycleSG29MfrXpnIbvgoKfGems%20VUsCcNjnGOle6tjccnhm546V4V4MDt44sBuHDk/d6jHSvd2Ulmz/AMC964sT8SOil8JE3+sHr24z%20+dRhWMrgAYUcnPWrJGCDgbien/16bGv72UHbgcYxXKbDDAwBLHJDdu/FZErs80nlrk5x6ZremXbb%20MeRtHBzzWA1zDufM0Q2nHLipYD/LY4zgUojx359u1QPqNjHjzL2Bc9/MHNVpPE2iwRktqEYA4wDn%209KEmK5qwoouY+v3sD5sZreQbnAxn2zXHaX4m0fVNaisrG5Es7DcF2HAHrXaQjL89O9OzW4EijG0n%20kt39KlQcYAyAeKRRgDHX0NSJxnGaYWJFABwOK5P4lQ/aPB5iAzmUYx1rrl4OfT1rF8S6Y2saStsk%203k5fO7bmqiUeUuhTxNYgcARc96674TyyHStWlmbc3zHPSpf+ELjbVIr5rggKu0pg1qeG9Ct/DFjd%20WltM863WdzP1APpWjkthHlmuXcw0/Sv3jbnRt3PX5zzRqF07fEC2gWRuZFAGcADbXpr+DtBnWFbi%20OVxAMRjfxjOen1q0vh/Qftn2x7APcA5V2IOKOdEs8i0u+nfx0ybtwE2eF5246+9M8MSXM/ixSYiR%20hjnyzzya9ojsdIgk86DTIEnUf63yxkVKBaxj/R7G1hkHSRIgDQ5CPDPDmmXh8WrMlnNsVmcMYyoz%20k1BpHhXWJfElrOdPmjijuC7OyleMmve5LgtGVCRxhuMoMfjTJLiSVSnmsVIwQanmAveEIph433ov%20+jDTHVm9X8yPH6Zr0KuJ8FgLq0irkgW7dT/tL2rtqRQUUUUAFeb/ABCIXxPa8YZrVQrf8CfivSK8%20x+Jkix+JLDc3BhHH/AnoA4DxDtlu0Q+WZSuQrDJrnrOzW0keUKEVOSQK6PWbaP8AtVLr/lqE25Pc%20VTVcKcjIJxjGc/WmBv6fKsumwSRklXTIPqKs59foQKpWJ22MYGFVeMBcY9hVlTgAAM/OCxPT/GkM%20lGeVGScHoe1UdEObSUDJxMc89OKvRSRJvEsgQleOaqQCGztZIobhZJZm3A7CBn3oEXtwwepwP8mn%20A/Nlu3OfWogeNvQ4xzTg3IwOc5wT1oA47xZP5WrjzTEjGLMfmLlcZ/n71zkF5vjmljZHj38BvmZ2%20x0PtXV/EKwS68O/bfIMz2pyyDoV9x3FeW3E8EEkclmWEkg3RrF8q4/2h3Ndccd7NKDjdHK8B7Vuf%20MWJ7yS4mTcGT5+Vzxj6V6j4AvPM8PSW7cCCX5TnOVx/nivMIbpJzHM7JHK65KsOldx4Dvkgvns+P%20LnG5So6tTm1Ug2tSYJ052eh6CDnpS87styP50wcxjr+fNKWP+FcZ2GdqeBcRnJDFcZxnA9veobIb%20UGM/MMnLdDn0qXUz+8jbLcH7qnk1XtGACsCvJ2H5Oc/WgDTjOAuepPHsK4nxY8WoX8gZGCeUVRiP%20vc9a7WM4BB4B61yfi3bHZNLICHtflOOPk65FHPKGsQ9nGo+VnmsltNayNvPy55fFDTKlzGV+bHX0%20rQvLiK4gLQyBUC/eI4NY7OJYt0Y2q5/iHI/+tXVCrCexyVKU4aSLKpmSePncDvTAxk/WvSvCcjNq%20C7jndDz9fr3rzyzkaaAFl5Tjd612ng2/tjqaW0suy4WIlEPO7nt6VrVXuXMKTbqWO5PckDnvjpSZ%20B7npz70FsNx69DTa4D0hSc9OnYUlGRnGefSoy52HeCpxnHXFAElNLfKSvzEdBnrTMgbjuIPHJoJA%20UcbdvzEAUAOy28Hjb3HcUihSFUZHOeBikz+8YnpkHjjH+NIW25GWIDDPbFAHrXgz/kVLT6N/6Ea3%20awPBQH/CK2pBzkH/ANCNb9ABRRRQAVFdf8ekuem01LUV1/x6y/7poA5i7VftLgr8vOMetVXtoZV2%20yoDjkqO9T3kyC8lClmO7jjFIo7kY7j1pobCKOGJNkSqqemP0qO7WU2bCzxvIwuexqQg4wcH0OaY0%20oT7vpzxRcDkfsfie1v0nDrsDfvMHHFXr77b9ivHinUK0LFlIzk44+lbDSSXDfNwoH3fWq15HEmn3%20QldUDRMGx2GKhy7DsfK+tXck188LfvHR2Lv0zz0rIYq8nyFUPoR0rW1ddmoXLRlWUytt+YHIBrFe%20LcxOMA9R/KoW5RMY0EgLqWbGOvFI9wLeNjCirg4GRQ1wIxGsg3HIHFQ3c4njaKNMYPLZxWi8ySvJ%20c+fKxIG7HXFdX8Nbs22rXw38NbsBuPQ49K48IUY5xxjoea634cCGPxNLPfwlrc28i5ZejEcVEgXm%20dDZSENtRmJLEkMeB/wDrqa5uS+ITkJn5gaUWMltPGbhGEbNwQN25T6Y6VXunDXkhXIQHaobrx618%20xKDUrs9OLTJRJtYNEOmdhY9vekWcAbkUK2eWIznNRrtEJJ+YnouOfzoSMK27czbhkqeikfzqLIss%20RySSSjzMEEnbgbSuP8areImhOhSSmfZIvARRkN65NXI0VgSzYYjIlJ656jHarU+mWj/CzV9QJXbF%20KEViOc5wf/116WX005OTOOtI8ogkIfOB7kelSSkOCYyu48YqG2+bnAPHGKG/d/N8qn+8BXso5i5a%20lURd5CN3GagvivmYX5uKfFAJELyYJYADA7VDcs0UgUAbVGMVoiS3o6yl9gLbCBkg44Ne3/CqSHR9%20PvJ0jaVpDs2qfuhemT714jp0z/Z5AoGWIwQv3ea+lvgrpca+BbmS6iWTzpSCWXlsHrXBj8Isbh5U%20G7X/AEZcJcsrm48E2pvFPFeNAHUHyUfmrsX2e3QtGhGG2M235if6/Wrs3hyzcKbd3tpxzuU1Tl07%20WLcZiaOdFxtGPmP41+f4rh3HUf4fvJdtGdca0OpaW4kiDfvWQdMlqli1V0QtKwZF4O4Y5Fc62ryR%203slpc6XMCMOAzbgSa2rfT3um8+7+WJwMQnrmnltHOXVVOnKUUu+y+Tv9wTdNK7NnTr0XmHX5V3KQ%20cYzzW8OlYdquyUKFx865x9a3B0r9JpxlGCU3d9zhluFFFFaCCuf8XHGnp+PfHpXQVz/jAqNMXcPX%20HGfSk9gOAXtj6c071GOSePY1Gh6g9B/LtT+fx/r3qBjgw/DHTH8q4f4rtjw1a8/8tjxiu2z+Wc1w%20nxMnhv7aDS45VE6tvbd0Qela0tZozn8LPOVkM0DQk7SD8pPf6VUcnIB5Ibnnj8v6Vcl0y4jGRKjs%20D1z3+npUJs3ZsjA5zx2r0zkZs+BefHViOc7iSAeBx/OveHwWbrjoQOK8I8Bof+E9sFYA5YnI78Ht%20/Wvd2Hztzz1B6/hXFiPjR00vhFGN5U8DPCgVHZk5k53fN0I5p5OGJwcsMZB6VBA+BKE3Al+pOea5%20jYsX0gTTrgYBwpw34V83Xc873txuuJSTIf4sCvoW7k3wyqP4ge/tXg0/hjXHvb1rTS7maITHB6/l%20WtOUU3ciab2MkorcMSx/hz2oWGJnOFUkDqa0X8MeIRnOjXXsdp5/SoW8O68M7tIuQAeflJ/pW/tI%209zHkfY6L4UIT44XcF3bPlIP6V7zAD82PrXiPws0fULTxt9pv7GW3g8naDIhHOa9shOep4B5NctWz%20nobwVolsevTnjPNPXOOBk4qEHgdz/Kud8Wa5c6fttLNvLd03tLnJHPSlGLk7IJSUVdnV5x1IHsTV%20SadVBBBJHOK8nOvXk11K0N5O/lcsDJnd9K3/AAx4qOpyNbXWfNX5lJOc/Wt3QlGPMjKFdSly2Oxl%20k3Mo6YHSo8njOF9Qar+bunVW4Ud+uaivbs2kZCJ5szLkDtWD3Ni7kZ5+9j0prMFXJAAHYDOKzIdT%20kksVJtZHfGeuPyqX+0ucm3cDOeD+lAi9u5IY9u1NycjACswzzWZf6o8NnLJFA4kA4JPQ/SpbfU4X%20iQTlgxHLY6H2oEXDt45wnXbjrRlsgnGRye3NN+02Lbdt3tYngsh60yQsucDzE6Ag5zTsI6PwUc6x%20N1I8huT3+Za7euB8DXDS+IJkZCNts3OePvLXfUFIKKKKBhXknxdlEfifRlLbS6gD82r1uvGvjUce%20JNCOQNpByRnHLUgMDWh++U8kEY+lUF4QcnLccDitPWs+YuBnB7nis442EAnGOo7Cr8hGjbTrBpgm%20fd5cXzMANx/ACvPrv4majHrgaNIBpolx5ZI8wr6+xzXdxNt0qcBmG5SR5Zww49a+db1VXVJiytuE%203JZsnr61Iz6E1WZbqyt7m3BXzlBUEcrVGzN2l4jTncnfP3R+FT27NJoemMzHd5Izlt3696nG0gfM%20Cc9KXUDdf7570BiMd8etRhwTjnjjpQHBbAznGelAEGq2ialpF1ZPK0C3CbPNH8AryaXwLqyf6FDI%20ivbnabosMMPUCvYZI1mhaN9xDDjBri9Sm8u78uZmRFX7n94Z/StoUVV+REq7pO1tGcjqHh3+zlgt%20XkWe5lHlFieIx14966/4eeHrvTw93ehkUcRIx5+tYWvXMC2YmEZ8yDmMufmLV3nhLWn1/wAPQX06%20eW+Nrj+971Eo+xm4rqilP20FJm8p+U4/GlL8ZznuAKiX7ox36f4U4Hng47gnvUjKt7az3MiG1Tcy%20jqOv51VhSSF1WSPkNgkN0+ordhkFq28EpnnrgUkAtba0Z5wHIBdnxkmnYCqkbnChTk/MOOMVmeKt%20BW/0RpbmY28kXMeOd59CPSuntrsNbq7KqM3CgDoKzteEl1pc8qru8rlR6+9Uo6ibaV0eRQ+H5tRj%20MUEChVbDxZAX8qzL7Tt15jdiRDtdfQeldujRxtvt2dXlO75Tjf2rBvbOZb66Z0xGvPmE/fqatF01%20zIqjXjVfLI5Oa4vpr+LTNIi2SlwGduh/+tXZeCfAus2Xig634hZUaMfu1Vs7j/hT/DeiM1/c6xdR%20hPO+WJcYwPXH4V6HHIHgRh0xgA0+ecormZLhCMvdRIxB56euaYW7Dr0HFMLAZVshmGcEZFNYHcwU%20sQxAbnG36VIxwYEh8jpwSvNISSjYLZAxtzgk/WgndIPm+929D6g00sO+Dz3FACkn5mJA+Xjjp9fU%200u47zjpjI5+9/hTOOmT8p3Dnkn/CgkZzjI3DP070ALgrxnGPuljuyTSsxQDOSQcL33H+lNGcqoHz%20nPGev4+tAYjJzjjAIHQd6APW/BQP/CK2pOOQf/QjW/XP+CP+RVtfTB7/AO0a6CgAooooAKiuf+PW%20T/dNS1Fdf8ekvT7p60Ac5dqpu3wMDPcVUuJDED5Y3N3GelPvbgteSnIznopzVRnIUu+I0HVmPFTz%20dirDhIXG48N7U3LgkyYC981h3fi/SrW6a0tC17d5A8qEEgn/AHulaVtZ3moQiXUh9nRukKnnHoTS%20SbB2RRutVnu5ntNEiLuuA85Hyp/jUtj4Zkgt55tTu5J5HQkBjuX3GK3oIIbWIRW0axBeoAqQgmN1%20yQ204x0quVId9D5v13RNJlllZoRbASsXKjGOawk8N6bcpm3vGYE8sT19K6rxVEqNfoSXy7BVY5y2%20TXKWcBhtHV1EVyXjLovAUdj+NCVwB/BlkFKtPICOSxbikTwppQy0skzoRwQ/X3q5czMLR4mkyJlY%20HJ5B7c1aSLy7OFcDCxjkHjOKLCMlNG063wIbbcwHymX5vzrR0i2a/wBUgsIisQmB3beMEfzzTLh9%20oXJwT1A6iqUd1Na6tbS2qsblFdoiOeR7etTK10UutjvWu49LsZpLoM0VrlHGMnjjIFZst/o2t+WY%20l8uVlDIpTaXHrzRcXEt1oyxHC314QcsOhPX+dZMMEsH+k3jxzXsDiFSq4ULnBArllBSVpGqdmXZ9%20OjziKfbg9PT6VUe227lEpcAgsQeV/wD11H+9e6OqSu0ZWTy1iJ+UjOOlPtV3faJdxUySfoDXP9Xp%209i+eT6ksqKse8g42557e9dVaWCx/A25llRXFzegEMOo31y904+ysc5wOMjrXb3okh+Aenw7lQzXp%20Zs85+YV00VZcq2M57o8tvfAhlYzaLMqHqYXPGe9c5qXhzVrQ5ntGIzgFORXp0W1Qedo24BIzmori%209Nvas80jCNRlh9K6kjE80t0eGIpLBKD6FDVG4guJrv5LeXkfL8p5969EtNbg1GYRrAYtwJQyLw49%20RVtZAshZlUbQFG3ritNRHH+HNC1G5bb9nZec5ZscetfU/wAOrJNO8GwWwLMCzMzk9T7V4xp1wsgd%20oXGEO1mI6e1e7eF4TB4XtFyMMNw49amwzXOd3TqMkk5NNDsGJBOT6UgJA+bAIJ+bHSjOPb+lAAQC%20QXVWYf3hzSk85YFu2M80zcBzyw7Me9JknjA3E9etMCe1Y+cozx5i9vet4dK5+2O64UKx2CRcnPfP%20SugHSk9xMKKKKBBXPeMM/wBnJj/azg49K6Guc8Zc6YgGByeSOnSk9gOAB+QEjJ/nS87Wwec85/pT%20FA44bkcjNOBJPJyQeKgBwYcnPGOB9K8M128fUPFl4krHD3Oz0IGf1r3FgcH5Rnpk9xXi/wAQdLl0%20XxE18pxBdPlTj7rdcV0UGlIzqbHR3Xw6tVg/0S6mkmxhBvwM1RT4fTx6U819cvBcRqT5aHOQPcVx%206+KtTU/LqEqjPqePpTz4x1ZlYNfuyt1Uk8it1CovtGN432Nr4fZfx/YMP9YAeRxgYNe6vgl9vH04%205rwb4bsr+PLQ9iT8zDOeDyPSvdWb5icZYjBJPFZYj4ka0vhGySqqySSELEqZJPGBXnF98RZjqjxa%20SqNaqeTIPvn1rQ8f+IRFp76TZSFZ3OHYnoPSvJrl5Ibh4ZBhgPu5ziohFdRyk9ke36T4gh1u0DRg%20CQfeT0rqdBeeFcrKcZPyA459a8S8EteWN6twx2wOdpVjyx9hXtGmLJ5Eg6g8ggfxelcmLiklY2wz%20cm7mx9qmVeZ3zsxg+maY9y+8kMD7gY/GqkSvFCqyStI4HLMc1DPPI0BFqVEhHyM/IB9xXnux2Il1%20C4MixCRsAybiRx2pIWyqt90HsR0rMvNQS2a0imbzXY7XYDKofpS6jqY06Yx3EiqWPyr3x6130INQ%202OapJORsK4GCSevOa8y8b3N9L44iit1MkX2f7oQgZz3bpXdm4LRKwYcnd7YrmfE2oH+x7kWwYyng%20MoySK3UW02uhCavZq9zjbAR2t/P5LiZmUrtUYG70p2mP9llQBzHcyttkA6Y9jVN7GaDT4blJvKlk%20f93F3I9TWz4T0298Q3EuyFQIDnzWX5cf3R713UMRTqRcZ6P8GcGJwlSlJThrH8TqZ53h0iJmuPLa%20MbnKnJ/SqXhG+l1Waa5eR3RuVEvUVyXiT+0tE1RdWt72JUkjMAsphkOc5zW58PbmaTTmmvJofPf+%20EDaoHoPWuBnb0uegHKJ15x0Bzg+lLuHTqobPSqkUjn7wUYH8I6+1TBgGzn/vntTEPb5kIYKxbrkd%20RWDg/amZTkAcjPANbUj4ifdt5Gc5wKwo2VpJBG6O55wo6fj3p2EPVYxGVbczbsgMc0Jcz225opdu%204/KGb5WP0oXJbaRxjlh29qy72zN7cD9+UCHKqBxmqSbYrno/w/u2uNenV0UEWzZKjH8S16JXl/wv%20SRNcuBM4eQWzZIGM/MleoUilsFFFFAwrxb45PjWNNKqS0KI/Bx1dh1r2mvDfjvc7Nbt4NpYNaRFs%20Ht5r/wCFAFPWh9w4yd3X8KzgMDjpnrWlrBLQq49c8cdqyl54PXP3e1MOpahz9jmXqGQjNfPOrA/2%20tcYC8y/dx09q94tdR3a5JpTx42wGUS/3h0xXhWsgf21e5bnzTyvA/AdqOoHtOlzq3hHSWUrtEePl%20XaO/GKWzmuHx5qqmJMcelYcGrSaf8OdCnEPmJNOInLMCQuOtdHJCY9cS2Vl8gYO4jkUX6COiaQhw%20eduMj60sYLui7mJ3ZAH9fWoVbB2/Nu27chud3+OKsWkipI87coiZA9aW4yO8Y28nkxSEys2X77R7%20Vw3jbWLSwuYJYI5Alwm3dKORz1rs7GJ5C93OcPOc49PpXB/GjYi6VLKJDHv+ZVbHY1pGUoO8SJQj%20PSRzLzXviLUorW3AdrhwFGcmvZdMsrfR9MtrAMqGFMED+I/SuB+Gfh8ad4bn16+BW5vT5dmG+8q/%203h+Rrs9M0tdPnWWeaS6uNu1TK2c96zSbd5O7NPdSUYqyNoEDIbI74HSn2F1BLqctqybpIU3tjovt%20UElzFG/lvyAdrFe59K5S1vLzR9Xubu4kRvMk/eAHhk/xpSkoascYubsjsdYZFt2+bcNuVB9Kz7m7%208jQYIt22WdthHXisPX9ZbCzQH58fKOuRWfear9utrOSINH5Y3EHqDmrJO1029E2I5htMR5Georct%203M0TLPGiqekZHVa5bw3s1C/W5ibMe3nj+ddTIoVHnP3mGPoKaB9meaeJ57fRtW2WSZMwJWPsi59P%20rWZodrdeIb7bcMTBB88mOn0rqNY8O2WrarBd3TzJMo2KUb7wz0+lbdlpNppFgILaPYM5PqxqXKc3%20aT0HGNOmrxWplyQ7AFA7YUY7VNatui2EfMnQHt71rLaqW+YZJ5zWdJH5Uo3Yy/y9KqRI7zDv6EjP%20PP60zI+UHcSDj5jnmgMeCQRn5sE56cUm8bV3E7fYdqgYox+74Hyn04/L1pDnvjKnKsehPrQrcqzd%20T8zBfbjNJ/EoJH1xxntQA5cbskAHdjA7Dv8AhTQCUAY5O75gO3ofpSDO0nGQFOAfTuKOjkD7pIXg%209iOTQA8ckcjGc8jp/wDXpfvZxycdc81GJOhIxwW57EcCjAOePmUgL/tA8n/9dAHr3gn/AJFa1+h/%209CNdBXP+Bx/xSVpz2bj0+Y10FABRRRQAVV1OD7VpV1AGKeZEy7geRkVaqK7/AOPOX/cNAHjV54M8%20R6TNO2ka20pZiQsxJrLs/CfinU2a313VJYrXPzojEl8+46CvS7p83Lk8ZbGQKaGI68dqnkiXdlDQ%20vDWm+H4AthAofbzIy5ZvxrXXHXqOtMU4PzZ5p+OBv47fQVpokSOXlQMZOTz6e9Sou7HJPGPrSKY4%201w4zkHaFo83YQwYLjoSP0pDPn/xpaqurXysxhSOXzGYDpzmubsTZm8uJpXaVY1V2lJyCMZAA9a7z%204i2bJrt4sWQLhQfm5D8c1wDW1vbzzRJG0MDmMMV5wccnApLYB/2fThNJG7vILkeYA/VF6/hVWGez%20sYi8c8z2zEhA+TtI9KvTxSHUpWWFfKaDy93/AD04wPpVW1iUaGYFTLh2Xaw6ZNAFO51NEsmuFUqW%20OF3nr71d8ISNeePvDwSMlZZwrdi3IzVe+sEuLNI5YvNeNCETcAPrj2rc+Hggi+JWg+cOF4AI4BGO%201TIZ0WuQWlz4k1W1X9y0Nw6qA3zIMnkVi3YtbVrS1aUbVJOW+85Pc1o6pHFc/EfVbsKY5Fncb/7/%20ACeKxNfktDqzNOqeZt2pkZO41zy3NY3sQz210jOk21rePc0AB/1rN0/I1BbwalBEgvriGONzkxIm%20CD9atNqFiHjhmLFrZNx7hmx2qpe6jO7W8tza7YuZMZydvUE/Wp12K0Ll02yyPcbSMV6D4w2ab8Fv%20D8e3mSRWAJz1IryG81G9uGlhjjSJZCpVmOcK3T869e+KMH2T4d+ELZ3UBYlZyeATha1pxte5nJ6n%20KQPhRkgg5yCucfT61keILhLbR5pCpKlgu0ck5OMVoWt5b3ttK1s+xIh+8LjGMdxWRcXX23EthE1z%20FG2CrLtyexGa3XmQZc08nlR/aoWgIjVbZc9B3qWJZLeKKdpm89i3fjb2qzLp81xKk99J5kzE7lz8%20qD0qrLaX0N7HmNbhGPyN0CAVWgjrNCsxBboSGCyNvOf4mPtX0BpKeXo1mueViGR6HFfPWjPPbanG%209zP5ocoCueFGewr6Isbm0ks7dIriN2EYDKGA7UAWS2QSBuzjKt3ppx8x5O1sEnqPanBGOWGCCPlx%20yAP8aQ5Q4YHhc8HBHp9TSAQ5yMEDrwai+6OTsOecd6c2VwWHzDHzHmmnjJIJwTznpQBJbD/SEAAY%20eYDj3zXRjpXN2R3XEeRg7lx7jPFdGv3R2pdRMWiiigQVzvjEj+zUBzzn+ldFXOeMyF0xCTg5OP0p%20PYDz5WHGT26elKp/hOAQOlMHAAIH4jIpRz8o9cjNSA8Y4J7Hqea4P4sJE2h2ZmUsfNJHPU4rus7g%20cdDzjHJrifioA2i2h7iQ9fXHpWlL+IiZ/CzybyomOQgOeCAMfh7UCGM8bRgKMHHb1qWQ7txCkDAL%20AHqf8aaT8zAkZH6//Wr07HIdL8OTnx1bL0ZQSQOABg8V7eWy3qo6DGBmvEvhwjyePrRIxuITBXGS%20OD3r6Bi0WJY/MuLgs+PuCuKurz0Oim0oni/xE+y6driTXhdRdHcrgE5NZFrYRX94htYd8ki5DtwT%20XqXxC8OQatoDNFEXa3/exDGOPQ1xfhoWkkkdw74ePI9/rXPJTlNU1obLkhBzkZ2gadqc3iqKK6jY%20W8bZLEdPxr2zSpPLs5CG4Vtwz9K4+zujJMiMpVlHXsa3vtottMmUyKhb5VOcAn0rlxFL2b5bmtKq%20qi5rWNMzwvaiaOeHa/3SXFYmteIE0uC4mtLRb905k2EBVHv6muauLOS101Y3smeaY/KA4K7vWpL9%20pbHRLO0jj8tt/wC9BH3jjq1cnK72R0qUb3ktCrqfieeKFb6yjjxI3zRsufLrPuvE0uqSb5beN7nG%20G3Y5Hsa2W/su5iNvLa7A67GMYxg+tcbrPhF9Niumi1J3kLfu0wcr9DXfBzvdbIwn7Ju213od2upb%20/CodWKjZgYPI56VREjRR/vvNRAMgjrVSKCXSvB9rb3L+ZIqguzda3tBZNWaW6uCyRohRUPIL46j0%204raMmpaHM1dHmz30mqauxhIneR9qhf4R7V7noOmRaHo9vZxgFkQF88ZPrmvJfh/4dSy8XXN88Mgt%20LSYiNTzvfr/I162Y5Lx/MnLiPsi8cU4wUW2aVJtpRWyKHibwfoHiyHbehUuAMoYzjaf8fevE/Edt%20N4b1Gw0vSzM32GXzWjduXXp+PWveHhiXAhjMZHOR1FcN4/0CK41az1dBItwF2Md3yk59KJrqZp9D%20a0q8ku9Ot7mZPJlkXcyA52+1XdxCErx269K4vVfEsfhnT7aWeUIhITbtJLH0FX4/FbxaotjdWiuT%20B5okQgAD0+tTZ2uTfWxqeILO41DR5LezuPJlB3Bj6elcPDZavAyS2MkhZOxfg/h6V2Fpra6lbzss%20DReWpPzfxVy3/CfadZySLd2kiNGfmZeRiuilWqQVo7ETpxk9TrITILNTM22TGWIGcH0qs8vl3GGZ%20R+OBVfRfEFnr+mSXmnB/LjOG3DBz6Ut/b2citJqUgijRx8xbA6dDWd2ncs734Y869ctuyDbNgZ6f%20Mlen15b8LlCa9OFIYfZGwe5G5K9Sqb31KQUUUUDCvBPjyWHiqBkGSNPhP/kaSve68K+NTK/jy1gk%20+4+mxlsjII82SgCrqZ36fC46OAf0rKjJ3AdsZPtWreqP7IiG44VRt96yU4fP5UxFOLyx42hOSJGt%20cE5wMZNcfrHww1C+1iW402ZDBKdzNIwyDXR6rcfY/Ey3MahnS0GVPcZqvbeKp5biKOS2Uh2wWXtQ%20MzvElsmkeBLDS0y8lvdqWb346HtXZ/e8VFTgfuQ2DyM155451QxznTmXdFuEr+o5rt9Mvl1C+sro%20Kqia2DFccUn5AdAp5AbK9ye4HqfepnXGjENgPcvgBR2quuZCEQjdIf4h+la19GI2ghxyp7d6Igxp%20j2qAqjagwPauD+Kmj3OuLpUFttP7zc2eMda9E8tlX58ZY9u1YXiHTku9W0kszr5HzHbwD16+tULY%20kt7PzI7fcuILeMR2yf3U/wAc5q8Y8bJGAyp4PvVgWroY9m3aqcKGANZV5OwlggKuO7e5p9AK+pSi%2020mZlbmOTcxUcsfQHtXN6nNDFZF7ny0eU4CHlj7fWt/WlaHQ47c5Ely/z4Nee6gPtWuafb6g2z7O%20fNlI7gZHPvXdhpRcHFq5w4hS51JPY7W106OGxgmlYTM4wAeQtVpdKeSZ5IXDBjkL6VF4V1KXUtDL%20PH5cUUpWIkY3D1rYi4UgYIPHSuGpFRm4o7YScops3PBunmwt7jzWy7uM4OccVt6ou+wlByvGAVPJ%20rJ0a3kg1H7Ski+VOmJIwuPm9R+FbN7JHFCZZv9Wh4H940LYZk2ky/Y4rq8gaE4+Vc5x71H9pNzft%20OwZUQbUX+971oRHzLY3NyNoPKqelVLZDMySuCrSHdgnhR0pdBlpjsQbidzdfb2rF1BSArk52t94D%20mtfUJkg2gqZJewzWLcXZe1K9A3TmhgJu6kdxjHX8AaC+GznAzv8AwHemK2I1IXAC7wB0GKdj5tvG%20Acc+/P5VIABtb5cgj5RzyM84+tBPynBwhU/l6/Sm7hz14GT6/wD6/SjcDnH8JweOP/1UAOOS3Aw2%204dOvTp+NJkBemRtP4jPJpplUK7c4X88/4+9LyJGVscY6eh/z0oAeD8wz1yD+PakDYxx3wMdee3/1%206YrZAJOcgnI9v604rwe2fl3Dtn+nrQB694H/AORTtec8H/0I10Nc94GOfCdpjOMEA+vzGuhoAKKK%20KACobz/jymx/cPSpqiuv+PWX/dNAHJXK4vHP3eelIF6E5A68d6sXKf6W5POSfwqMEqMge2T/AEpl%20GN4h8U2fhyHaQbnUHX9zbIMlvrWP4Ot/ENxqtxrHiOYxpdL+7tVPCDt9K2X0y0TUnv1tw94wwJWG%20SPYHtVyCGcyMzcA44rLllKV2zs9rTp0nCnHVrVv8kXVbZwgPX1qeO33MXmOQO1Lb2qqhLkDbyWPa%20kaUSAhThV53AYJrU5Dyn4uTGx8U2kip5kMsW0xjqpwORXCGS1tBLOH85pMKFHUt2Fel/FjTWvrWx%20kgAjmBIDE84zXl+pWDwRpJpsamdOCrchj3J96nqCM211przWpbWSNY4FHDEjKnuKm1O/SC0MsG2b%20awUhT0rOs9Kmju2kvIAPMDGZiQevYVfm0y2kiSMAxIpyUTjd6ZpuwFZpI5r6OUNnbH09CRWx4ETz%20viVpIbkgSEn6YrPksoY8mKPAwBgdq0vh6yTfFDT4IZctHDI5XrjAFRLoHQ37q4hPii8guiql55DA%20QcZOa568tHuJp4Y7QC7beGuJMEKp7j3p+qxK/iC7vroBg1zIkZA5Vt3HNLqpvZkggn/cDG/dG2Cc%20c81z76o2sZo0W4kWC3nCxrEPkkU/Mff2zVq609pLoEygRGLy5AxyWGMcVVs7m5fVLqWMNKHjVY9x%204JUc06+kQ3tv9pl2TJGxdEPGSPSgCu2lWwkhhXzGBljCktljg/LzXpPxRuYdWOh6K6+ZHaWyMzk/%20dfaOv4iuAhaRWgxxtYOufWti+mmu7xZrg7pCBuY+laU9nczlujLgsCukXltfS7S0hbzOwCnIFZd1%20rE93DHBauLcJtRdqEF+2R6CtvVJw8tpayBWhbc0qAYbC8g0iJZalH5tsmFVgAwXBGOg+ldCIMqXU%20ntWLsgfbiMJ3LdGP41Zgkngi8y52t5x+WMf8sxT7jT7Pzrh8gMVzKc/cx0IpNPt7Y2iTJcGZFJIk%20dvvH0qgNbQdNWQTXF3I0ku75QPuhR0wK6OG0vlC3MDPzzhX5XPTHpWVoFy4hmkkiC7QcJ/Wrmla9%20p95f/ZY7l7SYABhICQ341UWupnLnuuU6AeItSs7Vfsd5LDcIf3kczZD/AEqe0+J1/ENt/aJOM4yB%20yKzL6J4lD3zQXFtKdqEuNxI9D2rMu9MhXS5r2ylkaGFx5isclST0HrRfm3RXL7NtN3PQ7P4laLc/%20LNHJbnvj1rdttb0zUFH2S8iLP8wBYAmvDWw4Leppir9muY7hOGjcNkexpNFeZ9EW2RPHgY+dcE9u%20eldEOlctod2L+ysbpekqo3411C/dHas+omLRRRQIK5vxp/yDY8HByf6V0lc141/5BcfOOT/SkwPP%20c8fj0FGcE0mcZ/M+1JuHXt61Ax5POFz9TXFfE4b9Lsh6yE5xyePXtXZg8cd/SuI+KbY0iyHmEDzS%20WKnGeK1pfGiJfCzzGZwsh8sdDkgDHP8AWoWIXGFzgbeD09v/AK9OlfdIG5xn+Hj/AD9an0mz/tPW%207TTx8rTSgMFGeBz+VemcmrZ7L8LNATRdBXWZ4V+2XhyGI5Rfau+a4ZXQtn5hkgH9KzdiWlvDaxf6%20mNAq4GKkglMqlCcEHAxXHJ8zudCVhZTcLuQkTQPnaGGeK86j8EXFt4wiukciwDlztOAV/ukd69Ni%20ZnTCj5lHODiqUsBWUHny1OcZ71EoqTT7FqTSa7kF9aW01pHJaRqnkHd8q446Yri/HF7EujiCVmQy%20SfLsPzV6IED4UABCp/HjvXkfiGObxDJcyWE0aSWr+UY2H3TWdSMXUV9iou0HYktvG9pbWNrZXcN1%20K1uf3Ribn6Hiu7k099R8MrLOr29zN+8USHc49ia8csmvNM8SWaXdtJ56T/MIhlCPU4r6AuruOXTj%20ddfkBKr1Jq6uGowalDqZ061WStM8pbUPJvPIn/0eZTh1Y9/TNejRwaVc6TaWup2q+aVDCcjLD2zX%20O6l4W03WZhe3Ak+0SEM6o2FU5rpLqNJ7WPyeHt02ge1YQi09Tabi9jJ8QeE764sHfSpku1UYQDhm%20FJ4XtLy28Nus1syuTnaw5z0rS0u/ZJAsZ8vPGB2NaceqybMSHG09MdatJJ3M9WO0fTBY2EfmqiHH%20CAfr9asTXFwP9TsYd29PwqGa+R8YBxnBFUpGVslS0ZJ+9nqasQsrybS7uVDDgA85rG8TbZdKiUnc%204fOT2qzJK08rLGxIXqzc4PtWJ4vuNQt9AD6Rb/argPkZ/nSlsNbmJffYbi8W31G2jnEa718zGU+m%20ay43hufEF5JbsQgXaOc8cfrWR4qlnluLZrne9464LxRkBR6EVLoUc0cE8zhi8xz8qlcUacnmZe85%206rQ67SX22V0S7ONv3z3rjPE+mTz6oDZKEiJ/eADHFdhpwxpd1LKQu8cZYcn6VDNEJTMSN3y8AelK%20maSIfCUkOm6NdWzf8sV3kdgP8apXfinwt4g0s2+ozOls5wVIOd2euau2lkY9N1G6Ugo8JXCjAzXj%20bMJLXDYKCQkY6Hn0q7K4kfWfwnlgn1h5LNhJB9iIR/YMnFerV4p8BcLHGqgAGxY4xj+NK9rrMsKK%20KKBhXiXxllhj8aWhlIVvsEeCR/00kr22vEPjKsbeObQTqGjOnp2yQfMk6UAULsl9FjP+yD9ayYgS%202R2Na5+bQ1B6bBzWUh+YEnOBzkc0wMLUbSKfxon21mS0lswjNnAHzE/nU8eg6Msyul6VKHIHmjBq%205q9jHqdm9pMSqOPvDqKwf+EKsQ4dZ58hs4L8UadQOK8diRPF0hbOGUBWHcZr0Tw/A1tDpKuDn7KD%20jPHU9RWH4ztI5NNurlok8yLaEcjJ+8K6mJgbnS5AREXjGSBx07Ch7agdFpi775JHDP5Y3YzWne28%20d3dRmaR1CHePKbaT2/Ks/RLqK3uJBJHu3rgHFLcXZ+2jcqr2VjzkelCAvW8KwuVR3kA5xIc4omAu%20rxBg7UOQc1RgvvN3gZD9cd8fWrtj+6t1fPOep61QhNYm0+1txcajMLYj92rqcHPt7VkWkJOr/Z/t%20pvGx5oLc7FrlfH2p28vilob2GSS3hXyokj6B+u+t74ebbyw84Ykkjj8vzD1YZz1qFLW1h9CTxOxN%205DHGyjamcY5zntXnvjiyibxS8VnK+Rb77gg8oc9K77XjG+rs7HEcbZI/CvLLq5e71nVbi4lMcl4N%20kbA5OeO49hUVJuK0djajBSlqrnoug3cF74P054RsES+W8Y/hbJq5GxweMnPArifA9+0WoXmnTE5Y%20+Yq9ecY6120WegPPaiD5opsmpHkm0dbZuIrcNJ/d+U+lPlDahzIoS0h5C4+9UEaB4IlY4Hc4q4JB%209nZH4DHGBxkVsZ2KN1qEV3pm+xmDxYxx1X6irMBVVDtjai8+4rnLnRwl5JP4dulSXdmWANkfiK3E%20jlkgQbMYH7wDtSAikYuss7csFIBPasJj+7LYC9feuh1ICDTDkbQx7cc+lc1KSqJxg55NAF1PmjTP%20PG3Hr7UilWwTnLNhzjt6U2Mqy9PunPXgU5mIILP19B2qeoCDIXpkN85Y9QRwP/1UpIBIwWKjcwz2%20pozsKkYx156H1pdwLLt6NwB60ALn5RyTnhm9D2pVH7zAO0FwxHU4Hem5OC3HTH1FHRiSRncMbRjP%20FADlA2gcAHIbnqM9aUfN1HGQNo7+x+tMAG3GFHOTgdu/FPQ525bqevt60Aev+BT/AMUjaDBBUNkE%205x8xroa53wIc+DrPp/F0H+0a6KgAooooAKiuv+PWX/dNS1Fc/wDHrJ/umgDm7vC3EjDOCeBnoaZj%20kfUHr+dSXZH2tyQB82elQB0U5PPPTufemWPUKSXCDDNhc0CRVwBknPI9aiMxY8D8O1AIjySQW9+4%20oESmQvjzcAdlHelQmZwrfcXuKrqPNbvx1+lW0IiXavPGR70rgcJ8Z0u7fwbbatp0XmtYzDzkx1Qn%20k/gBXkEnjHR2jU3AeFnUNgcgk19Ha1bR6r4d1CylXck0DJtPqRXyFf2T2Ur6fcQFHgkdQSQeM8Vn%20K6ZSemp0N14q0mNWdJDISOFA5rIu/GWHVLW1+bbnc/OPasMrEknmGHJU8nP602fbJOs68A8Ed6pN%20iLN1rupXMJcyFEweEbGa779nSykuviDc3hVnWK3ZXkJ5G4V5jcgsDn93t+6g7177+zxYrYWF4WVT%20NKVcsOw6gUdRMwNSlTSvF2pWkiC5tROZApGdhJJzTLuSw1Xy1a4aEo27g4JHpS+MI/s3jrVBGWKS%20EE4PU81gyxHILKCQMj1rw3XnTqOK2O9U1KKZqxWkNpdSTi4Ux/8ALOP+761WlSxF8boKjXEgwX28%20gCqWxmHzkhSMAenrTwUi+4M/KF+bmqeMl0QeyRMgM1wzkFY0xl6Zc+IEtZ7Se5iaOykkaJ29xwDU%20tkkjxSjJ2D/lmv8AEazvHaiPw3axRptTf86OO9d+FlKVNyl1ZzVrKVkbOp2U92yTWqRyQj5kukI3%20Y/u/0qG3gu5F81WNqhb/AFR5ziuK0vXNS0a1VtPl3wkkGOTlfyrfg+IFrcZF9bPBIowWTp+Vdq2M%20hJBCPNlYu0sjyhxnAAHTIq1plij6RDJsLFFJjh/hZiODiq8niHQMyPKh3SKN5xy1Vx47s7fFvp1o%20zfwq7fwgdKu4jrHtdRg8NyQwHzdWvFURxocFfX8q5F9R1bRlkttSt/Nlj+QfLhw3fmtzwXql9/wl%20Bv53E8iJuVXHCg9MV1Oum01y6854ljl25YkdW9qlO7tYrkXJzc1n2PI/EXiWe8tra3RpoJITl1JI%2059aj07xprumjy4tQeaHqYpyWBr1RvBGneKprG7c+TNZAi4UIR56gfL+JrzPxP4Wv4dUuJY9Mkt7d%205WManqF7UdSbaXNa0+JJkkSO/sVUN954yBj3rrLa9gv7Nbi0l3wtkHua8aNs0D7LmOSNs4PGBivU%20/DNna2GhotjMZY5fnbPY9xVRYkj3z4ZXxvPDFsjtl4LjZj0AxivR1+6M14l8Ir/y9YuLIPlZCjgZ%209+te3DpUvcQUUUUgCuZ8b/8AIKj+p/pXTVzPjj/kEp9T/Skxo863ENx/+um5GOPu54x3qMsT9B2p%20Sc9QMZ7VIEwPf16+9cD8WZFGlaeMKxMpwCuR0rut2PbjvzxXAfFgsum2IHQseM8ZxWlH+IiJ/Czz%20ZfvDGSU6nPJ/H0rtPhLZi88arMyZECb8Jx1yK4onpwV43BQeM/0r034RqLWzvr9l2mZ/KG1eBjmv%20QqaRZzQWp6tdxkDerZ7kelZcOoeRcvEkbSP94leBTbq8EVo0lyzRkD5W7H3qCxnlSMeZtw5zvxnN%20cttDc3beXjDA5Y52k1NcIGyOmDnPp7e9ZyvuXcHyuMVP9sZsBj249qSYydyvO5vu8bvX6VxMmgw2%202r6oJoljtdS+Y+WcNnP3v0ro7q8xC4I+Y9K5LU9WDeIILeMl3VMSsegqZPQaVyTTPCVvouoW11Dq%201zPBu+WKZi2T711xZXURIyqz9EDAZHrWKP3tn6lTlTnFUIVF1q13MS8c0KbYmz2zU6LYL3OmkhCo%20YYRsAbJx3qlNM9t80LHeWwOeG9qqSaqZbd8BgG5JU4K1mW19LqOM/KwO3APSldBY13uYZZQYxskY%208hR39a0Le7WYHexVsYYHuaoCBLO2M0iEOeCueQPapZgrwI3cDg+lHoLYvfa1UfOCGxg89azpbqe6%20kEVspwDjee1U7fz5rhUdsYbnHetmBAqOsfAB4OKpeYhARBbfc+X2OayPEu6XRUe2vHgKPv3xZ5GO%20lbq2jThvJJVl5A/pWPelWjaBU8mQHEi9setD2GcDJoniK4l+1pqStGV2b3BJJqCXRtUhXdNrMhXq%20QrY/yK7ieLy7JF2leeg6GuH8UeH7vVrqOa31JrOFE2OgJ+bnPasnruUtyJbN4f8AWXkkxJwfmytd%20FYkNppO5jxwT3rnbGwOnaatt57SlR99jya3tPYjSwXLFR6dcVrAiRoWsUkujSrAwVHG3aRxj3Fc4%20/g/TpiY7m08kbvkeHCiursJCtqBKdw3fNj+VJPxMQV2hjwPSpbswVzsPhBbrZ6w9sjMyxWThSx7b%200r16vJ/hZ/yNFx/15t/6GlesUjQKKKKACvGfjFpl3P4qtr62QskViqkqeQd8n+NezVwvjiMvq8WO%20c24Bz/vNQB51asz+HIiwKnbyrDkGs4dAxz788iuhuxujfnGV5xxmudB+XPAIOOO1MQjOiEB8F3GE%20B9arqJvPO8r5JORgdParPkxyFGlHzRHdHz0NR7e5wR7GjUehyXjE7PDl4dnV1wfxFdGfkh06QqGK%20oMY7jFc94yUjwteZOcOp578iugTabPT8Ic8YPbGKTA6PRJlkt3lUfK46nuPSub8UeMLLRbWKSYrM%20skn3IjyD9avJqVvZ2Wovfh1to4iNinBJ9RXj+qFD4Jszsyy3pBYHkDBOD607Adba/Fu1hv2D6bI9%20uThiGGcV6FoviKx8S2qzaNMJUXmSPHzJ9a+cVODwMbhnjvXWfC7VJdN+IFrHDJ5K3Y8lwo+93x+l%20UB2vjOS/stee4i0ySWCZNpkUd/U103hPT5LDwvGqxPboW3bAwDtV157pJPJlmZ4yeVY5FQ/aXEit%20I7P8mMk8j2FRZJ3Qa2Kd9CLq+DIhxMpXa5yPqa8n1LSNU0LatzBlXYiMoM5Oe9er2832m4Vd28xn%20gZ6VDqS+daYRYy6tlSR0981nOCmrM2pVHTd0cP4Ktr46x9rntvKgMf3jx37D0rvYPmlCg4JPHPes%20qyErS7mbKqMZI4HsK0bTb9oVSd21v4hmnGKirImpNzlzM7OJMW6y8jjAAPf1rO8QX76ZoN3fIdzQ%20QlkX3q/FJ5kCKMfKMcVk+K2kHhq98i1N05jIaNeu31rW9tTM8+0HV4bbXLabT3kEvniG8UniQMN2%20a9Yine2jXtk968q0Sxg1TxLpcNvGLd0mFzdCQdhxgCvVXV7q7wOVU4qIbDe5S1+9ilhgiGd5O4bq%20567bCKytx/E3qPSrWv3IbUiFyBGdqjPWspS7MqA5Uv1J6irEaVmCLRfM+Uuc9M496m7hWyDnaQp+%208D7037kZ4OBxkHof8KaxBZxvAXrgDgmpAdk8Fuu7gDvQDxkH5R8pJHXPtTeCoYqQoOGwep9qUfd3%20kNndwc9qAFY7VJUZ2/KAece4pzHO7aSTxtPvTMdiuMDAwep96XcWdhy3GQc85oAeG6svBJBGeuRT%20gAcCPkMwAJ6H1BqMNtAOMcbsdQxFAJHR+/GBjBPegD2TwGQfB9oQD/EMk9fmNdFXOeAznwfZ59G6%20f7xro6ACiiigAqO4GbeQD+6akqG8/wCPKbJx8hoA5m/k23cuAN2eg/lVcfOcyHHHT+lMupFF3IRl%20sHgnvTV82UgDgUih7SbRheuOBSpG8rDsvTHvTo7dduS2WBxg9akPykhfu8HjpmgB6fIpCHIwQT70%20oJDMQeduCD3NNDfLgqcZyv1peV5U+5BHU0MBHQyWkybsFoyCD1z9a+VvGEDpr1xDeYTZI3lyIPvc%209D719XJtPy8Bipzx0zXzD4yi8vXL+zvNyP5rPCwYfPzUSKVzhJ7dixx8w9aQxR26gqxd2HzZ7VJO%20JEjG5TuBwyimBHkYOR5cI6nu3tQmIp3UvmxsuME8L9a+ifgMoi024jCFQBGSTzk18730gacOQNq4%202gDp6V9E/ABi2g3UkpPnM65bvgdKd9Q6HMeM0WH4jaivCBwucDpmuekxGz+i5/Kuh8eIv/CyL1JW%20OXUEE9qwZJGV9rKrlcjNfPV/4sj0KfwoageSMEZKgZFMKFGJO0FgOaNztDtZyBnOAaY4+Q5OQelY%20s0NOO6+waaCkRlVWDStGM7RWd471W01jQ4zZnzI0CkMRhga9A8Aab5+m3RWL5MAMDzuzXM/FvRLb%20SvDsTWtusMkkuWKcbhmvfwumHR51R++zzO1XZCqt80cnJz2NE9n5RJRj1zn2p9h+8tAkox12kUtz%20HJEgDSbh2zziukzI4Le0mbbcO0jnnHp9Ktx6fZQ3AeFt+3kKWBx7Gq1qyPcKjN1HVf1rRhtbW1iM%20scBaQtgZ6tVX0E1ZnS6Izw6XczQqQrrg+qHviu28LaZDe6RHqOoF2hh+WON2yZCK5y0gRPDImTgj%20jJ966e00+7s9BRo2zFNEuwH7oJ6nFZOTsaRim0iS88T4uxb2KRwkfdCjj3rM1DVZ7mJ5NQdJEBwN%20wzjFUILOSwkdrjaVYnDe/r9KlKxTDy22kHkjFJRSWu50SjBS01Qlvqmj6nbrBqmkW8ttkhZQAHz2%205q4vhe3jtt+gzb0PLW7n5lPsaxb3Qozav/ZhIkZgxjc8PzU2k3NympHZKwSEDe/9xv7oqYuUZWRd%20SlTlHngzf8DzSaT46s5JkaLfII2DDHevpEdK8G0+WPXtTsYdQxFcx3CPHMB1+YcGveR0rZS5jhkr%20BRRRVEhXMeOjjSU+p4/KunrlfHo/4lEZPQMc/pSewHm27PTnnB9qNwwPfpTCRu9weCBSZO4j36Dj%20NQUSg5A968/+LBH2XTxz98/hxXdM/wAx2jcRyFPp9a8/+LJH2fT13N97rn2rWj/ERE/hPPCTggZ+%20bg89a9L+EmtKlvd6czlvm8xQ3cewrzEllk54X+6OufWtLw5qzaH4gtr1cbN+GB9675q8Tmi7M+jb%20lIbuwkhWIujLyGrG01biDMEy/wCrOMY6rWxpuoQTWyO4aVCoKuD1qe9srhQ15bR+edoITp+XvXMn%20dG5ViXy0IwVP1pzKGDL2PGBVRLqW5YnyzCoPT+lXCCFbaCCTnpSe4ikTvuAikZxwCOBWN4pghguI%20JREsRxtDIMH61rRlbrW1hO9Qo3Mc8A1R8Zx5jWRQxGMBs9vT61MtiluVdIuhqFqwYrGVbBVuS3vV%206SwjtfMnmlPluMMBXKaKhXylzjzLk7HI+6Ntdrb6dPIwaZlliUcfX1rnuytDM3ae0bEFm38bcYNX%20rLTrOytHeIKY2ONvfNOuLW1lyz7VLdWz1qhpiSwX0wmhc2jDeDnIz6U0xegmo6gxhVAu5Wb7/wDd%20FaO7MftjORVqVLWOGNzao4YfKh5AqK7SOGATK20MPu46VSYmVrfb50WBw3etK3V5JZURTgdBVS1e%20M/6xVJ6rxWvbzLs2qCCOT7mtCFYWVHtIA9vIPNJ5JGQK5vxDLeK8UkJtd0g2EScBvYEnrXUXJxb9%20QeePUV558UdN/tHwcPLPlyQy70wcYOKe5RVN1qUGiizks7ia7Df6/eGAH1qndx63NlLawjEZGfMk%20IPHvXn+n+LPFXhoCNbszQkYEU+XX6Cur034uWk5VNbsDBuGTLH0P4VLi1qPctRaRrBnVrya32EYV%20EQ8+9dHDZxQWAj2ys6jG7qKLPV9G1qJn0S9ilmxnax2k+3NJH4kksZGTU7aewbHJb50PvxQnYl6l%207TY1ESCY7HV+ARyadfKpvm2nce9Oi1C11HMu5Jj2aNgrD8DV1LS2Mu8mTcfWp6gb/wALxt8VzDBG%20bFz16/vEr1evLfhyY/8AhMplgztFg/X/AK6JXqVBaCiiigYVxfjEf8TmE9f3A79OW5rtK4jxgD/w%20kMB7C2HX/eagDirgZV16gpzmubwNpxz3yK6Hawa53AkFyVz2FYBHLA4x3+tMCKYqsO9sYA5OKyBF%20cQzJGtu5i8z/AFiuB264rb274mR8EEdSOtVZLdHl3MGOxtyexxSZUWlucz4xCjw5dK3IMijn6jmu%20u1Kwi0+OyjS8jkL7QyqeY+O5rivHFxHB4ckgc5eRwFAPJ5HNLolvJqX2gsWcTIquxzliCDj9KHot%20STV+INwLaxjt7d0Ely4Vo8cgYrnH8IT3eiSWLyJEYZvNjY/x8YxWr41s57nVIJWjOTceVHk5Awua%20Lm4a0tNOLymRmuArDuwx0pegHHr4A1dpDFA8bgHlvWt/wf4ImsvF9vfXt6Fhsm3OUB5k/uj8DXob%20abawbvs5wzdQevTtVKe0bTLeB0zKkZ80AcZbpz+FVqI17wxv++gY4LYOeoNZV5dJGSAwQhepGaz3%201+T+z7xjDs8nkZHU1jJqU19NIjHZk7goovoM6PSFWUzTP8gIIyB97jrXmmn+MLzS726inMl3GWYb%20Jeic9q9PEzQ6KJYY8skfC+tcbPPpVzN9kvreJDPESSF+YnPY+tVGm6jWthe1VNO6uJ4Z8T3F5fLa%203SBvPbK7OFVa7SzlVdQTO49y3p7V594b8M3+neIJJZXAhtPmjGeZB9fxrs7a73ySS4DLG2wuo7dc%201Sw9WMHKS0QpYijKajB7ndQKUYxgggHcPpSxzLlyfvZ9Kh0BZdUh8yP5UAwXI+8farTafJO7CE7I%20t2N5POKgoztG0ayfXprl4CtxsOx/Rc9K2769t9Ms3ZCDLjamRnmo7mQWkwEAwVTZn1rC1OcvIsWc%207B831qUkloNtvcxJyWuA0vJJzk9M1BAGbUY/L2lTy5x096lk+aQfX1/Wm6efMlmmxhc7U+lUI0gQ%20rAgZx69DSUhP5+lIGGCegqQHUoPzA52+/pTAw78HOMU4HHoaAHAgngZfdx6Yo4YDIPHXntTaXlvw%20FADgT0UY2qd2D1FKX3KN28qevPU9qjPJzjH0pwfjDcgDA9qAPZ/AZP8AwiFpnrg9ev3jXR1zfw//%20AORJsfo3/oRrpKACiiigAqG8G6zmB7oamqK6/wCPSX/cNAHKTwKLqTAyM8Z9akVCoZVHQfNk0tz/%20AMfcnt0qP+EHGSOc9zQUOPzHOP4efpSAFmbgcL9OKUgcD05B75NKw3Ody5J4OO1ACKMgKGyoGOR0%20Jp6bmUEnkDGBxik+7nPb7xzVG51OKNWxxGvLue4HYUwNSBTJIQeF/jboqj3r5k+INov9uX7GZJTH%20MSrKP4Se1eu3viDUNemW0tQ9tZb8COM4aX6n0rxvxlHLHqk8iERzRMyEHkAH+tZTsNI41nbGS2W+%20nb/GiHY+HlBPYBj0NOMjyAsAqnuAODjvTLeMXG4vnYD8ue5qUOxQ1Bke6GzGFHI6V7/+z44OkXcZ%20ym514FeA6nCIp1UsG7//AFq9x/Z3vUBngx88pyAB021XUXRmZ4/3S/Eu+CYLBVAxx0rAecOPlj5y%20Qx9xWx49kZ/iXfvETkAAgHmsR5EZuQQc87vX1rwq6XtHY76fwob5jGEjYvJ5wOn/ANems5wAg7dK%20ezLtHzYOe1QsdvUAls4K9PasHuadD1r4RKX0u98ty6Kw4PRTnmuf/aExDoWmYRfnkbJI5HSui+Dk%20yPol9bgDzA4Z29Oelct+0ZcMDpFou4xuGY89MAV79D+BE82fxs8jsMT2wGWGDjryKS5RossX384C%20nv61JZwiaxBjbayEHPp6UXMMhGbpd2T1B6+9bk9SK2TMmYog2Dytaq75njMqNGNwUZOTx/SqOnAr%20clmKgdNp71r2yJd6rbxeYMmVUJx15pvRXF1sdDdPq+n6WkM2nGS1kYFXUdF9a9Q0p45dGtbeT5Vk%20gUKX7cVovoZW1t1V8okahVI64rJ1RdqsMYZSMexrGeiLWpxHiW3v7PWHtLaLfEFLbiOvpzWJbX96%20rRI8e2Z2x5QHYd69INzBrMB07UpBFcDHkSnvjsa53U9Mn024Y3UBO37sqjIA9qmLud0ay5eVxIgQ%20u1mbJJyQO1OSSNVZTiIk5IB5z6n61SguklO5SFYkjkcn/wDXVK4s57W5a6D+dExy6/3farbM40+Z%20uMnZnWaZctbapp7geazXMak/3fmFfSNfNnhGZb2+tCxUj7RGAi/w4YV9JgYUVUO5jWXL7r3QUUUV%20oc4Vyvj4j+xkye549eldVXJ/EA40aM8dT1/CkwPMSfvIu4N16849qQnLAkjCng46fSmeZny8N1JI%204zgH0pAHOFSJ2kHABGceprMoeWJY5yfmPU5B+leffFVgV04fKTnIwODxXosen30gxBaMQvI7Af8A%201qwPGHw58Q+KJbMWMEaRQj5mYjA9+ta0mlNNkT+E8WbAZuM5GQfSmOQMgcEHqOles2nwF1Eg/bdX%20gjPdVQ1q/wDCi9Mgsp5n1Ge5nWMkIrYUkfUV2OtFGCizM+HniaU6KrXJYC3byg+eoHrXpNz4hK6c%20jQuimTo3oK8S0d10nbEzFIxLukiIyD6givcE0DSNX0u2nthJFbyL5kYjO3j8a5pT7G6Vtzmb/W7p%20ppTYzQcpiPzUJw/r9KzLTVfE8tvFb3N5anbJiSVImyy+g9KvaxZ2VlqLWcG+Q7RkueBz0FaaNFbw%20xsxhiJk2+XH1b3Nc8Z1Xfsjnk5OdlLT0/wCCVHstfs7u5uYoCGdQFGei571LqMk02ly+bGIzj5Wc%2055rodUmv4beRi5aPb8rKOorhri/N7p824klkw0YOMHPWvPxWJrUasVupadrf5nbBJooWd6AsaSpt%20KtkMBhTXTSXMl8gktpXhjAwVVsZ9j7VzOnKs6pbSuSv3c/3a0ZtJvNLt1cSebbuflYD7vsa9DqZt%20It3MAaFow+QBuKntRplnqGnwtKl3JLaSjPkyc7agXzxaboopHidfmdmHHsKtJe3a2CwRxyb15Lvy%20G/8Ar0KwWZn2N9cLqZlkmZwzkGJjgAegzWjPdyzWgZ5F3A9FHT2qjqFjeX5DOscZxlSBgg1Jouh3%20Wo3jxx3HkPs+Zm5Rhn09acZakyjdE1pfAsFI74DLxtrcttRhUPC8hD9g3RhTbbwJb2xLXN9I+X3f%20IcD6fSrs+lWUVuXMZZ4xkFu1bcxjFS6kt1KDZhtuA61yXjUJJ4ZuSRkD5hkZOa6KaZWtIstxt5rn%20PEhkfwzeC3yzou4AcE+1Poao8Z8QgeTb7cgFuo/iOP5VzbHETKBjHy5I6e1dBr8ytYI0UmcNkL3N%20YDIWXYhOBxnPA+vrWtL4CZbmnJocsLJLZyFGwP8AVnBrQtPG/ifRx5FzKb+2Bx5VyC4x6VZtrqG8%20jZbY48tBGwI6e9FwcRTSEKVVcup7H2rHn7mnKatj468Nag4/tTT5dJuc5NzanAJ+nWut05LrUIid%20D8XRzqfmHnE7h/8AWrxK+/dpEzR4M3zlT0Haq8E4hm328j27jo6nrVcqeqFsz62+E2lalZ+L559U%20v/tLtYOoUA4H7yM5/SvYa+Zf2avEes3/AI8vdM1O7a4gTSpJl3nLAiWIDn6Ma+mqhqw0FFFFIYVw%20HjyVk1qMK2D9lU/+PNXf15r8RrtLfX4Qy7mNqpwO/wA70wOZimMyNv8AvKuGHpWE2MkHoTwK17J1%20dZZFVlyfXmsiYkTS5/vc/WgAj+8Ccvk8gV574v8AGGqaL4qnsdLaEww8bJFJz716ALlLRvPkPyq2%20CBWP4h8CaZrd0L2ZpVnkXDbGGKa8xHm+kPP4t8YWVvrEx2TSZkZfuxj3r3STTNP01rMWJQnzdrAd%20Mbf4fasTwd4U0jSLySGKDd9oQozv94cdq5fQ9bWy1q/0S/uGc6fIfIuJDyy57/nUyUZSTGjuptKt%20dTtjaygiWB96sP73r+VY1p4Zt59Y+zu/mtEfMTd0HartnrEUXiIeZJkXUWVI/i96R9SFl4guJbcb%20jFDgFzjHNXHQlo3zp0MAzP8AMQPzrH1i5yJrK6i8pVOYmb/lqPasj/hPDqGv2eleHoDeTtJi5nI+%20SMV0vjCMXVnFcrD5hs23BR24pXCxzF3LFp+jT/aFEjTdI2GQa5NZI01QPEQIWPI7itC8vXupt7MW%20eQ7UUdvpUjeD9Qlh8yEckbmA6ketRuWjo7Jw1jGDyCvIPeua1Twsmp3i3EIVDCfkI6/T6Vu6eskO%20nxxXCsjp8pDd/ep1DIQHxuA7dKqMnF3IlHmVjl5Te2Cjz0YALsweQR71o2dzDbaPHMdzOxyVB4Ue%203tWneMDDiRd6jqvbFc3f2ss0iRQShEh+ZEXgMPStq+JnVpODRnh8PClVVQ9U8KX/AJ3h7zUyojUq%20yE5x3q1aTbrOOdshcnAJ7ZrkfAs0kGn3tuWHzPvGOwxW3JfLFbx7ZFS3c5zjj6Vzxuoq50z+JtF6%206ZAjzSdAOpHNc/MQSxzuYnJp+oa39rg8iD5I4z8xHVqzyZNu99yoEyeeKq9yTPuX+Vkjzlj8vt7i%20tCIBIkQdNvI9ay7cia6LZ3bRgbuwrU3HvyaGIeDn8e/oaTPqevT/ABppODjHA9aOV9j1pAPzxnr3%20pQ2MgHkflUYyGAxz/OlDYH9BQBNu9ucUbgcYqIcHnjufalz19cZNAEu8YxnjrRmos8/QcH2pfvMM%204JPIoA9s+HzZ8F2Q9A3/AKEa6WuZ+HpJ8E2WeeG/9CNdNQAUUUUAFRXX/HpL/umpaiuv+PSX/dNA%20HMXWTdycZG7BFNXaw5LZwQST0ouv+PyQg4w3FIrc88Y546D3oKJNuVAySfT1odgG6gnHI9a5e9+J%20Hhiz1SGwk1FWubiUQosQJO7OMH8as3mqFpTBZKXkzjIpXGXtX1WDT4QsYNzI3AXPTNYS211qbfvc%20rGeR7VdtNMMj+benzHz0PStmGFEGTn/doWoFPS9IhtpF+Rcg5LY5rwbxk1vH4h1EXO1YZZioYD7p%20ycfjX0fE6rJx82OSf6V81eM5B/wkV6GVnhkuDlyfunNRPYEtThpZFM7HhQSVHHUDjJ96jhk8xzHA%20SWB6GrMkcJDP9oSSQOcIVOcZ61DA4h3jZjcckn9KmI35mfqCN5o38nkHHrXrH7PF75fjAwSEqm3a%20oz0ryvUpDIqHOVB5yK774FO3/CwVBYBUhZmGOvHFV1QuhN4pnf8A4WVq8iEN++ZSV64BPWs8vG7M%20c57YNF7OX8aaxKSGDXEgZh1HJxzVSYNHKGXLq3BOeDXj1VeTZ2x0RPNEI4Q+CzDhMHkZ7fSovurw%20AqrwBj+Lv+VIszmPy0Azk53dvTmohK23B3ZB+bJ4+lZSiy7nr3wRY/Y9TRgduVIJPBPOeK4z9oe9%20WXxVY2hKlYoQ4IHOSORXS/A6Yvr17bnbhgu3261538Y9TOo/Ey8Q/ct8RD3xwTXr0HekjhqaTZzl%20vGyWsc0RzxkxdeKbdTee0ZjBC5yQex9qs2qtb7YyAilAVK/xA1HNGhl8tyFXqCe1dBKH2MdvdFlm%20jy6ngmtjR7eOfxNptvBgKbhc7eM4IrJsrIshdZwgyQQOprc8OJFB4v0toiGJmUAY6HIyaHohLc+n%207iEIg4wFTArz7VyC0u7kbu4zXod7KRDJnOCuT7V53qLHcWBYAk8g/oazqDic1cD5+BkZ/WtPTtbu%20IE8u4RbqDPKSDP5VQlX5zgYweB6nvTowAwwOFJx/WsTS5b1e00a5t/tVpbFLhTkxLxkmqdjYwX00%20dvsZGkXbuftxzmraYVsnHTjj8qZdSz28IaBSzFsMf6072Q+Zs3/CvhbTtF1K2K3IY+eoPPTkYFe3%20DpXg2ipjVrUKDtM0fOep3CveR0rane2pnUk5O7CiiitTMK5D4g3MNtp9qbhWdWkI2r36V19eefGL%20Wm0bwzC8dsZ2ldk4IG3pzzSewDLfT7Hy1eGGNlPIOKuRxRJgLGkYzngVy3gLVxf6KtvI4MkI4H+z%202rrBxhsZqY6q4NWdmKN3GMjsMUY7M2FHOaMlQM8jqM9DQPmwuM8Y5qhEIGRkDd6UfMVwI8cdDT8e%20W6oTjdyKlV4VA3sOvB9qQ9DFHhrQ/PMraRZlycksn3q0Vt0SBYkARFGFC8BaJ7m2Q7j8zJ0wOppp%20vVbgx4ye1AGZf6Da3Q33EQLA53KOTUNl4e063v2u47VXlb7xI/zzW2s4IOzkdCMVBNIwIVWIGM5p%20cpFlcvB7ZIR5u0x9GVvT0Ned+K9G0mytbi50qUcg7oSDx/u+ldRdkGFixPP61yniKRV0uZRgFhjJ%207VnOnCduZbGkdNjjdEvWSWJ5VO4D5tvFdiPEsP2N1ETFP4QO/vXIRxPInmRcB+qdzT0lJMn3skcZ%20PSmgsdNaXUc1vDA0ZxGc7ietb3h3UrW/iVI1Bk8453L0GPWuc0+3Kjc6hg0OMeorS0aaXT9OhRJY%20jbSnc5CkvEPelDVjkjR15BJNEEt9wzlmXgL7mo/DVs1rq0r+aTCU4T0NFxcSSEIsqSW7clgpy1av%20heASXs28DhP61f2iehcMm4AomRnJ471XvbeW7s5Yw2xnGA/oa3zAuDgEkD9arXT2ltk3E6IPQnJx%209Ksk4RrO+sIHW/jaREbhxzn/AOtVDUnefSbwEAfu8Lnv+Fa+seKdfm1CXTfCPh97lQv/AB+z48v8%20uDVu18J3t74fYa7JHb6rMMM9uMIPrV37gfOXiSOJYYWVP3hfbu/vfSueJ+RcZ4bdx6e1eh/EPwTr%202gW8bXNk81ur/wDHxCMjHrj1rz1WyyCM4feF5ranpAh7nYW9vDEQwGGlwzBeh4rM15mDRxIrNJI2%20XCngitsJsCgjBUDKjtx2rPtwlxfXNyXUhPljBHCj1Fchuu5zutuzzxBl2hU24P8ACKoIC0qKDznI%20NafiLI1JBtYELjk9azIB/pKc9+WrVbEdT3r9mqPHxIv3xz/ZEgz/ANtoa+n6+Zv2bQP+FhX5yGP9%20lSDdj/prFX0zUjCiiigArx34u6k1n4qt444GkY2KMCD/ANNH4r2KvnT9oXV7yy8e2NvbMqxtpiM2%20ep/eyj+lTJ2VzWjTdSfKh/hy9numumuQodeiA52iobj5bqRT13Y4/nXN/C26aa91RXOcxg/Q5ro7%20w4vpeP4uhpp3Vwqw5JuI1VRztm5jI+f3HrVTTpZFtZkikY227CA9SPWrN0siw/IQJHXj2rJ1vWrL%20QLHbcSqkvl5hTrup9bGRv6dcImo26TNtZyVT1Jwa4a9s7C7165k1iZYmhXYXxgsM5rl9F1vW9V8X%20Wcq3JN00h8lG5jU4PBH0rb8V+D9amke61i+hZmO5lgUgD2xVNWA2NQlhd9J/s1yl5HFus8HHmrk/%20Kf1NRT6Zfa1Z3A1WcWtxK++cDoF/u0t7pKw2eg3iMxnt0Clh0HXmrDPJ9mu7iV9wX73HOacdnYR0%20XgSz07TftDabEUKDYZmIJf6V1M1wjqUC/KykEHvXF+B7G7tdJuHvSEa4l81dw524xiupLfN82R83%20HvS0FqYOjeFbfTpXuJWFxOxJV2HCj0ro0jyvHCipooVKggZJ6g1KlvngZHGRQMqy2cMseZkBwOvc%20VkXmhXESwvBtLPxyO1dI8YEJLfd9ajmYFVVs7c8e1IDhtRtri3XbcRNgcdM81gyysLzO4cfeHqK9%20caNXjIdQVPBDDOawNW8Fadfs0luXtJieqnjPrSsNGRpM0NjP5kbZSVPmDdCPWktLuFPNsZys8GTh%20Cf1plz4e1SwiEdzF9ohA++npWS9iobfEfn3bRxgigeh0MFjbxsPs0+UY8BjyD6VR1aZraAWsDb3k%204JBzxWOY3xw5z3q1pyBJfnOTjqe5oGTPaiDTtuWLA7jjvV4HKg4xwKZcY+zsB1Y85/lUSthdqsQy%20jbjsDTJLBIHU03f8xBBB6j3qIsnmHPDfe+vvSA7pEDkn5STnp/8ArpATBuSCMYOAfWn5x3qqpBKq%20dwZm3cfxD3p+MMHztZmxhucD0GKAJxwaM8VCjkIAVYtgnBPNPEi8DPJGcUASEkcj5scfWl3dDjvm%20ohKvUHvjp3p1AHt/w7z/AMITZbhj73Pr8xrqK5b4c/8AIk2Rxjhv/QjXU0AFFFFABUN2cWcuP7hq%20aorr/j0l/wB00AcrdnF5JjPNQT3MVvDJ5vKsuDjoalu2zdOe2T0qtLCswCycjHT1oKPB/C3w3vB4%20zu7+WFo1+0PJHIewLE8e9e22VgtqoWMAnHLN1NTpb7G4AAHA9xU64TG3t0pWAVfl6dqcZPl+UnGc%204PrUbN75PpUZcs3fpx9aALCSfMO2Tgmvnjx3E9v4gvIZ496F2bc3IAr3t5NnIxkc4ryb4o6aYr1N%20UtxvjmG2RR/CfWpktBrc8iubcpMsijYWHy55BFJDG0i/vPl2t8zZ6+n4VbeJFfBaQoW3AZ4X1zVd%20rZZPMYFvvj5gflVfpULQoqX5jljPl/MqnjHQf/rr0r4CaY73uq6zLkRRWzomehbBrz3yRl41AK9e%20R19DXs3wuYWGgPCgCCXhwBgkmqEea24L3WpA8hriQsccA5NRRzbJNobIHVT/ABCtHUrObTdWv4iz%20FnnZwT3Gc1lvCWlEqYyDyT2zXnOOp0J6E0kkc0JSSLjOcjpx0qESMVKLnbycCppJR5Dq52pjnb2q%20mJFk+SFiSADkd6l09CuY9P8AgdLjxde+V8xitSzE/wAPymvJfEF0dU8b6rPdfPm6dcLx/Ea9h+CV%20n5UOraq8YDSIYEPfuK8du4mi8Z6gr8GO5kyW5zz3rtorlgkc03eTJ5VJtFKZdoeAe+Kpspmbd8u/%20A3ZFXxILS5fgKhG7A6HPQiqEwZ5ywyQwIyOlbkx3LNjDMwMSEImeX9PYV0XhyNIfFWmMGOFmXgnk%20nIrnrETeX5cHVSNzHpW9oUZk8V6cGAOyZCT2zkdKp7C6n0tqspFtLtO0svPvXn17KrqeVYZwQRzm%20u41eXELDAPsa8+1I/ZJmbnZITkg96yqLS5USi+SxJ9AMjtipY1JwADjqCTUKYwB/FjcPb1q1GQyh%20h8yHnp0zWJbJEAwPvZPGR7d6mUfNknqPmI6N6GoxlR1+b7vHoPSngAbQB8p5AHUU1e5JoaJG39q2%20u4EN5yZweD8wr3IV4louTqloR1MycntyOK9tHQVvTJkFFFFaEBXlvx2QN4Xs8puAlbn+70r1KvL/%20AI5gnwzZ4Qv+9boQMcCpn8LHHc8p8Ja0dL1S2cM3ls+1hnrXtJuk+zC6XlCNwxXzsSUVQDtZTkkd%20q9X8H6+up+GfsruTJFj73cVx4WpzR5Wb1o2d0dSdTd03RwkA8qCelV7q5v5oikcqIxOd2DxTU4UZ%20Httz0pk0yfdD4Oa7DnJY/OkwhkL9ue5q2lttO4sHwPujsaylvkSVmBK4XO33qIamzA+XKAG5z3NK%206W47M3DIkSqBGpkJ+bjoKakqm8Vwq43Z5FZlvd5UeexY+p71qpPbGElojn+EntVXE1YdeXLvMQIQ%20h9QODVSSGfjYmWJ6ntVyKdrhgGXkclvWrSwg45//AFUhGO+k3NwCJZlTHBCisXxPpiw+HniKBmDc%20S4+bHpXZMwC/LkY4A9/WqN6nn25Dg9O/THpSeo72Z5HZaYwVozcKCw4QA5HuatTaOojEquVI6E/x%20e9bes6HJbk3Nkm4g/cHQ1k/2gslo8cpO8rtK++ajYoWGZmgGx2jIGMD19qs2trLb6guqWlyiMV+a%20NuVx7iq8fAfC7i3fHSn29pKkOZFCZ659Pesk2VZM00cCZ5vNZjcNkL/Cv+76Cul8I5zdsygkHA+l%20cqZIbVFUEgR8DB6n0rpPBzCa0vJVBGZcYH071rHcl7HVZwcjnjJz6VS/sbTxdSXUkKyyk8tIM4+l%20WgxPDcMex6f/AKqfjGCGyAdwHtWxmLllTZH8ijgKvcVGVzuC9zjB7VIRt5HHH3j3+tJjGBgg44x/%20KgERsBJE0cih424aMjg+1edeLfgt4e8RN5+kqukXuc5jGEc+4r0cqTkEcAdu/tTcd8bsjr/jTTa2%20DRnzn4k8Ia54V817u1MsCD93NGuQRXL2iCHTtrDDHl8fWvrJgrW8kTgSRMu1lYZDVxHiH4V6JrbN%20Jp//ABL7k9THxG31FTYq+h8x+IQW1g4G7C54rPtRi6iB67u3pXZ+Pvh94l8M6i1zfWck1oeI7mEZ%20BH864y1Ob1TtBw341a2EfQH7N/8AyUG/xyP7LkwfX97FX0vXzL+zWV/4WFqAGD/xK5DkDr+9ir6a%20qRhRRRQAV8y/tIhj8RdPKnBGlR/Q/vZa+mq4fxt8KND8eatDqOsXWoQzQwCBVtZEVSoZmydyMc5Y%201E02rI6cNUjTqc0j58+Fku3Wr5c4zbjp3+autv8A/j9f616NoHwN8M+HL57uxvNUeR02HzpYyMfh%20GK05vhZok0pke61AE+kif/EU4pqNmLETjUqOUTyNGDMgPJzjmuN+Kmjx2emwXTSK0v2k7UxyV219%20Fj4UaGrAi71DIP8Az0T/AOIrP8S/A/w54qkgOoahq8SQHKxwTRBSfU5jNUtHc5z5V8BX8Nl43sJr%20vciZ2oy8AH3r3ZtNWefFxHvYchux+tbcn7M/gyRY1/tDW1Ef3Qs8PH/kKuuPwy0z+zY7OPU9Vj8t%20NgmSWPzCPc7MfpTvdgeX/wBkQ3tjcWeAqRtsQ/rxVWx0aK0uo7Zx54LZcv6V6knwl0eOONV1PVt0%20Zzv86Pcx9/3dXj8ONIN0s5uL3cpyBvTGf++aE7AedsmNvYDoKoXd8o8yID7pwxNesP8AD/SnOTPe%20A+zr/wDE1A3w00R5N7S3hPX76c/+O1LuCOKsoyLGEyfe2ZbdVhRtRskgL1Hc13KeCNNSMIJrogDA%20y6//ABNOPgvTiCPOugD/ALa/l92qA8hutan1HV5bO3ICQjDDHINUra61PT9WW3u5ftUM5zE4Byg9%20DXry/DbREneaN7pJH+8yuvP/AI7Tz8O9JJyZ7wn/AH0/+JrBxk15hq2cfGwdUbs36UjFUwp4I4x6%20V3EfgfTYovLWe7Iznl1/+JqObwDpswbdd3ylv4lkTI/8dre/cDkFUggLkgn8GHqao3uk2V8refbL%2083SRR0967+PwLYxxqov9QIUYyZE/+Jpw8E2IP/H5fe/7xOf/AB2kB4vfeELq2ZpbCYSwtwVPWqBR%20o2zLG0Rzghh19695HgrTs7vOui2c7t65/wDQajn8A6PdKVujPMMY+dl/+JoHc8Ll+ZFUBeWqqkjP%20G+3k4+Xd3969rk+EmgyEYudQQA5AWRMD/wAcqFPg54fRAovdT9cmWPOfX7lMR44WBxgghjk5HUU0%20HC45P8WT1/8A117O3wf0E5IvdTUnussf/wARSf8ACnvD+MC71IDOf9bH/wDEUgPGt+VUk9HDe2Pa%20lU7QAvDA/L7D39q9k/4U94fzn7XqX/f2P/4ilHwf0AYP2vUs+vmx8+33KAPHVf5flAK7vlCj7vqT%20TgcDaOGwcDvXsH/CoNB/5/dS/wC/sf8A8RSj4Q6CNu291IYOeJY/y+5QB4+GJYYyVxncD39KC33V%20+bIbnmvYD8IdAO7N3qOG7ebHj/0Cl/4VFoPH+l6j/wB/Y/8A4igDQ+GxDeB7NgBg7sH1+Y11dZ+i%20aLb6DpcdjZvK8UecNKQW657AetaFABRRRQAVDef8ec3+4ampGUMpDDIPUUAchdwzG5fbG5BPBaox%20b3BUbYzz1rrzawE5MYJpPsdvkHylyKB3OQ+zzDG1Gz2FIYJ26xuMcH8a7A2kB6xLR9kg/wCeS0Bc%204xrW4DhTG3PT3pjQzD5TGwI4rtjZ25BBiXmkNlblcGFcUBc8+uIpncYjLYIxx0rlfEljLqFrLaSx%20syEHgjv6ivaf7OtP+fdPypjaRp7nL2kZPuKQXPjPVtLn064ljnhYImMZQndWR9nv58yJbyLHjCgI%20elfbc/hnRbl91xptvI2MZZKYPCeggYGlW2P9ykopD5j4xsNK1DUbmMGCULuUHKngD0r17R9OurGx%20SNYX6Z6da9zTwzosedmm26564Spxo2nKMCziA+lHKrBzHzR410m4S4S6jgba6fNhSQD6Vw8lvI5+%20aKVDkcBDivs19E0yVCkllCynqCtVz4T0E9dKtv8AvisXRu7lqpY+OY7V2kdfIkYkgklDg077HLys%20du5Zif4D+lfYf/CJaCRj+yrbH+5SjwnoIORpVtn/AHKHRuHtLHkPgq2k07wnaxpCyqGLOpHUnrXj%20/inRprfxtfzRwlIp23LtQ4B56/WvsdNF02NcJZxKPQCoJfC+iTSF5dMt3Y9SUrZRsrEN3PjDyjJC%200d3byl1GSNhzjtisuSO4JcxxyKmR8uw7sV9vnwj4fOM6Ta8dPkph8F+HC246NaZznPl0WGpJHxRB%20ayM21/PUE9Ahzj8q7fwPpU934q062gtpAiyb2crzgcj86+o/+EP8PE5OkWuf9yrFt4e0mzmEtrp8%20EUgGAyrg07E3OJ1aCVt4EbfeOOOcVx1/pclyskckfAHdTnPtXuD6fayffgQ/UVGdI08nJtI8/Siw%20XPnRbW8tJliuIHIwdpC8AVpRW07Rrtjc4UDgda93bRdNYENZREHr8tIND0xQNtlCMdPlrJ0+xfOe%20G/ZpgceW6k55I4//AF1Asc0ZxskBfnp0Fe9DRNNClRZRYJzjbSf2FpeGH2GHDdfl60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height="532" width="817" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 5.&nbsp; </span><span class="textfig">Field and laboratory data collection.</span></div>
      </article>
      <article class="section"><a id="id0x7b1a480"><!-- named anchor --></a>
        <h4>Raw Material: Excreta and Sampled Biols</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The pig and bovine excreta used in this experimental study were collected in the four farms described in <span class="tooltip"><a href="#t1">Table 1</a></span>.
          This biomass is a highly desirable substrate for anaerobic digestion 
          due to its greater biodegradability and biogas/methane yield, due to the
          amount of material organic they possess. Furthermore, nutrient content 
          analysis showed that the samples contained well-balanced nutrients for 
          anaerobic microorganisms <span class="tooltip"><a href="#B3">Appels <i>et al.</i> (2011)</a><span class="tooltip-content">APPELS,
          L.; LAUWERS, J.; DEGRÈVE, J.; HELSEN, L.; LIEVENS, B.; WILLEMS, K.; VAN
          IMPE, J.; DEWIL, R.: “Anaerobic digestion in global bio-energy 
          production: potential and research challenges”, Renewable and 
          Sustainable Energy Reviews, 15(9): 4295-4301, 2011, ISSN: 1364-0321.</span></span> in Styrofoam cellars with ice and transported to the nutrition 
          laboratories of Cundinamarca University, at Fusagasugá Campus, where 
          they were stored in a refrigerator at 4ºC, for subsequent 
          biophysicochemical analysis</p>
      </article>
      <article class="section"><a id="id0x7b1ae80"><!-- named anchor --></a>
        <h4>Biophysicochemical Analysis of Excreta and Biols</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Total
          solids (TS) and volatile solids (SV), chemical oxygen demand (COD) of 
          the substrate and digestate were determined according to the standard 
          method (APHA, 1992). Total dissolved solids-TDS, electrical conductivity
          (EC) and pH in affluent, digestate and biols, were determined using a 
          Hanna Instruments multiparameter meter (2019). Organic carbon (CO) was 
          determined by the modified Walkey Black spectrophotometric method 
          according to <span class="tooltip"><a href="#B7">García &amp; Ballesteros (2005)</a><span class="tooltip-content">GARCÍA,
          G.J.; BALLESTEROS, G.M.I.: “Evaluación de parámetros de calidad para la
          determinación de carbono orgánico en suelos”, Revista colombiana de 
          Química, 34(2): 201-209, 2005, ISSN: 0120-2804.</span></span>, while 
          N-NO3 and P-PO4 were found in a Hanna Instruments multiparametric 
          photometer - HI 83399. The composition of CH4 , CO2, H2S and NH3 in the 
          biogas was measured using a digital multiparameter gas analyzer 
          A-ALT5X-ALK. Biogas (Vac) and methane (μCH4) production values ​​were 
          analyzed using modified Gompertz and Moned kinetic mathematical models (<span class="tooltip"><a href="#B11">Nopharatana <i>et al.</i>, 2007</a><span class="tooltip-content">NOPHARATANA,
          A.; PULLAMMANAPPALLIL, P.C.; CLARKE, W.P.: “Kinetics and dynamic 
          modelling of batch anaerobic digestion of municipal solid waste in a 
          stirred reactor”, Waste management, 27(5): 595-603, 2007, ISSN: 
          0956-053X.</span></span>; <span class="tooltip"><a href="#B14">Pommier <i>et al.</i>, 2007</a><span class="tooltip-content">POMMIER,
          S.; CHENU, D.; ACOSTA, M.M.; LEFEBVRE, X.: “A logistic model for the 
          prediction of the influence of water on the solid waste methanization in
          landfills”, Biotechnology and bioengineering, 97(3): 473-482, 2007, 
          ISSN: 0006-3592.</span></span>; <span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
          B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
          temperature on biogas production using a lab scale batch reactor”, 
          Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
          0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>).</p>
      </article>
    </article>
    <article class="section"><a id="id0x82c2100"><!-- named anchor --></a>
      <h3>RESULTS AND DISCUSSION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x82c2380"><!-- named anchor --></a>
        <h4>Physicochemical Analysis of Raw Material</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The
          analysis of pig excreta indicated that they have a pH between 8.36 and 
          8.53, electrical conductivity in the range of 1.04 mS/cm to 1.85 mS/cm; 
          total dissolved solids in the range of 0.98% to 1.33%; dissolved oxygen 
          (3.16 g/dL-6.10 g/dL); humidity (52.54%-70.45%); organic carbon in the 
          range of 1.89% to 2.57%; total nitrogen in the range of 1.97% to 2.98%; 
          phosphorus (0.57ppm -0.75ppm); potassium (0.11%-0.13%) and chemical 
          oxygen demand (55.65g/L-62.76g/L). These results are in the ranges 
          reported by <span class="tooltip"><a href="#B8">Gutierrez &amp; Ochoa (2019)</a><span class="tooltip-content">GUTIERREZ,
          N.L.C.; OCHOA, N.L.D.: Determinación del potencial energético para la 
          obtención de biogás, a partir de la co-digestión anaerobia del 
          co-sustrato cascarilla de arroz con excretas porcinas, Universidad Santo
          Tomás, Facultad de Ingeniería Ambiental, Tesis Ingeniería Ambiental, 
          Villavicencio, Colombia, publisher: Universidad Santo Tomás, 2019.</span></span>,
          who determined the energy potential for biogas production, from the 
          anaerobic co-digestion of rice husk co-substrate with pig excreta.</p>
        <p>The
          analysis of bovine excreta showed pH between 7.70 and 7.6, electrical 
          conductivity in the range of 1.33 mS/cm to 1.76 mS/cm; total solids in 
          the range of 15.33% to 17.04%; dissolved oxygen (3.31 g/dL-4.00 g/dL); 
          humidity (52.54%-70.45%); organic carbon in the range of 1.84% to 2.01%;
          total nitrogen in the range of: 1.77% to 1.98%; phosphorus (0.32ppm 
          -0.92ppm), potassium (0.52%-1.05%) and chemical oxygen demand 
          (51.76g/L-60.97g/L). The values ​​obtained in this experiment are 
          similar to those reported by <span class="tooltip"><a href="#B2">Ampudia (2011)</a><span class="tooltip-content">AMPUDIA,
          M.M.J.: Investigación de la condiciones óptimas y de la cinética del 
          proceso de biodigestión anaerobia de desechos orgánicos agroindustriales
          y estiercol vacuno, Universidad San Francisco de Quito, Tesis de grado 
          en Ingeniería Química, Quito, Ecuador, publisher: Quito: USFQ, 2011, 
          2011.</span></span> in an experiment that investigated the anaerobic biodigestion of agro-industrial organic waste and cattle manure.</p>
      </article>
      <article class="section"><a id="id0x82c2e00"><!-- named anchor --></a>
        <h4>Behavior of Temperature-T(ºC)</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The
          temperature averages of all the farms for each day sampled did not 
          exhibit wide differences, nor a clear trend in relation to the days, as 
          shown in <span class="tooltip"><a href="#f9">Figure 6</a></span>, the 
          temperature at 45 days was 25.26 ± 1.26 °C being lower than that 
          presented at 60 days with a value of 25.51 ± 1.43 °C. The highest 
          average temperature was reached at 30 days with a value of 25.66 ± 
          1.51°C and the lowest at 45 days with 25.26 ± 1.26°C. The temperature 
          variations did not present great differences, being the coefficient of 
          variation below 10% and La Meseta property the one that presented the 
          lowest average temperature during the entire experimental phase with 
          25.20 °C followed by Santa Bárbara with 25.47 °C. Although some 
          variability was observed between the averages, the analysis of variance 
          determined that no statistical differences were detected (P&gt;0.050) 
          between the biodigesters for the variable temperature. </p>
        <div id="f9" class="fig">
          <div class="zoom">
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pwAUuRRN%205BYOcDeC5hieQgDBpGkIdZHBdw67hlD99Y5zto9PsW1QgQD5sFu8VI0fNm4xJxP1cABDJ1y993sd%20d1bCwgL2pA/0gBm2AhJBxXPdkm3tqHm+xwKTQGkRZmklmRSpMxXeAoq5tJEA0JERZVAB0xLBxpRN%20yRILcEwMlCO7ASMAADr4MDHFuFm1lROTMG8BdnM5WRaFI5MuYWByaRJBKRlKppMu4Q7NsS4kk4LX%20GBYFYiEBIFudoxwDYRriGBeREk9KoXn/t4xmMY821QLcKBOYBVMPEJk84Yk7NCgCKZmutRLDqDQm%20JBJO4yRUpZfxo5gn4YftlZnEJI1KNjEwaIkTQUkBA3l5+DUpJeGHJElMalMp7nJQgeRmnFZhh4Et%208qhWQNFCFeRduvkSOoZ/2zGYo/+onSuBLywwLaTVMMaJErCHGAWFcUFRP0bBAlagBe1VlGxIhQHD%20XfNnF89lCIRgCFN3RvmZZtJmFN6CS0rhD4IQYb7jE3xjAFHISi0hD/jgnw9UJaxZFJXRmDRRDxGW%20WgYaEu7QDyb6cO3ljHjhH9PiFpSBYEcyRhMqEqn0mkHBAi8KoyXhDmGwAitgLSoxCclWDz6piHXh%20H/oQCg56lzZBXStylhZaAM9pFPwwbqTEYCIhBqMABqOACjUKny1ZnWO5GEKDD0KCAF2AZi5oJO5i%20FB/EojjBD3GGT/+DAF9AA2KwAmDApGAgBWLwBY7aBTQqHHv2DiTRDzizAHFqH/j/8y2J4qNHkkqZ%202hJuQqTAaVoWMqNd4KhfIAZhkAUKEAZgYAjtYwhDcArjAAZDkKhSwKQrsKu8yqjcdQVf0A/9IA/3%20EhJHCRjfZi+kJox/VAi/+Z1WYmBEgZUt8QW7KgYYdy/EmqqrKgZSEK68uqhMOg6MCgEuIAZjoA9l%20mgCm4AKlEK390AX64Kg0EAYuAAH0MA7jwKu9Gq5iQANfcA+HggCuhGXucKhS4KRzuRLxwBf1wFHA%20MRnM+mFikoo/2gLAeBMZyZ6IugKjkGfe+q3h6qsf26u9KgYq+wVdAKl04SljqgCeUlxy5D6iMBIy%20sl7Z6Q7y0A9foA8qC64o26+k/0Au9wCwKzus/YCmYGABK1CjHlqQzRIK0ToYpFEsBfCwIGEsvOhj%20d8KTHDJTvXYv8kCvjnoKiZqrieqvJcuoqgqp7rCGs8gPf4isTiibowYSojhiTjOvXbBBpIAK4dqv%20/pqoicqwnURgAUB4E0sPX7ZUw3JgIwGRxgi1ZgEZv1SxLzEaPOI0ZauqKiuu/uqvabqm9Uqsx4oT%20cyezISEK/WOBcxQF3EWSM+cS8oBfAUMAZisFozAEo7ACp5h0LGFQBbFzBHEpUQO2eMMU2CoFX6AZ%20kMgr/tAF4fq8KMGzxOqoVdQCJTu6TIq0qoq6BCAGuCoFlisTfCeAIPEAE8RFjP8oCOTQXRSwSHFo%20SvVGLfUUEvKAqGAgBmvHdoSlpbTzm6XjnXv6UEvRBbiaplp5GPlmEv2wAoOAq1+AqvUauqLLti0A%20riorsPpAozXqDmMwrEShs56CT/g4brtWDy4UBeRQs3NUv1yUtyQRPI6hvy3brJOZunJRCM1EVe4i%20EE40APByjEbhD1+QprnKqI2qqj/bsv2gUmgmD6wavJ9hL+xmp04cumu7tif7r0z8s8MqD9YaExvL%20E+KBYkiks97kYC7UT/Qrw3flKe5ASJfBnUFaEh43MhgKEpXhPANwAPEALAOAuykVmDfBAl8wCEz6%20uybrxaO7qyXLwUn7xPrQBcb/isWmAhL7q6YrcDzuAJVO47nzWq/aG7SMKq4muwIFgAqG+6uNrKbO%20y7LFysM50rVnsbqqA5+oxMJwpAXArE9y7JYtYCj517AqYWDxQKfwYh725IiU24K8u6h04Q9k262m%20fMqnAK4lS7iQHMmTLAVdPA5hwM0Z7L28aq7hGgbbXMmWgskHeyriPAQrYDaQiEdmsbr9dQ7KFWCJ%207MsuHMwRmA8FwEYVmrh0iaDmiT55DBxf4AANDBL+iRnkYS9l67M+C7qhewq+usD/egrlXMnDqrT3%20EsrvgWXeQiXu4KgRbRKSaxdY6HoQ8I2J3E1vbCjf8pOa2hIG4EehGhLRjIyb/7UCFvC7o/NtZxwS%20KSoTUtnQPSFkRqecQuGJHzfIO80SzRGmLeF0r9EPYRAGVkwg9HC+MoXPdaFxDQCI7bglb2mSwuhH%200Oqp2EHWjqLVwHTMd6FkAajWmaM2+haxN4F5dwKLHjk/4ylu67kZTeRHyEBYdo0SQZ0gajYrN5wZ%20/OCnVao2OuYAD5Bvz0iATp0dL/0SHctbs6E2ezMxYY0+pFoi+oDLWkFWph1NLNGbf3l8ukKnjz0Z%20jjvbOeLXjz0QrzRypqkrB9wSpe3bb7GdSoN/KeEubKJOVhiT2jLZWM2cvj1CkKJv6wcAk7LUcdLS%20ZTLa8VPZyk3bKzExULkS8mAgGs1hncCByCriJiOW3Oe9lwNll975T9vWF8WdLMpLEqN636ctM1Ia%20AOINEj09Hs/0OpkSLwvlPQGu3BRSGqXz3KkxEOP137oSvSjRpwRe4Ol9KN7ip1w9rRG6l/TQTCH/%20jt7JPDEfJN/DZTBAWhKj0cct7nHH9NlxIuMq4qUkEeMtLuLrlzHDKdfactyTcdA5TjhPeSo+FNrz%20UTgsXh6yN+TLvRKDpTTyFditbSSsWZZY7uIngQ/gk1WlOYgl0wU/pSdf3lr34Q84juTaQp7eneIh%207lQ+gbEG4y6FLLFjTuRLYcQGwyqustpYnic9NhiuASwJUMQ+viJj9SjtFOi/zYbDiFwBYAi4lG/2%20vbwlU038ZumCbjmsYWcZY2APDBxSPuWPcig8zlSyEhqskhq4dFKG8JCtPh/LA9+knuXF4xbx0NP7%208GEz1QWF8OC/vjp5khxzEcqYFFwLsCPmGdnL/y7pPE4QVkgXw1lyRHXtmMOF/zTj4O5csW7Gu17u%209SHuW/3m6v6j5y6h7w5f8d6F6T7vNlPv3Xjv+K4p+r7VCd7vd8LuLCHYAq8rBL8S1n7wu8IxkD0j%20DB8vig4Y5DEanpEA7aDrEQ9o2R4A+WAYhKEoqjEA9mTwG18m53M50KHgk5IqsEQA/oAq9RkcMR8c%20Mw/zMo8qNT8sOp/zNO/zOG/zPS/0P0/0Qc/zRY/0R3/zO8/0QN/0Q6/0UJ/0Tm/0U7/0UV/1Uv/0%20XG/1Xb/1Xh/2YD/2Wl/2WX/2J07mM3FO4yO5AINfelwP8iD3slX3CXP3dp/3eL/3et/3fP/3fo0f%20+IA/+IJf+IR/+Iaf+Ii/+Irf+Iz/+I4f+ZA/+KKa7a+Sb5/EG3OB3Zv8HiFTNAgC+jIK1KNfHqVP%20nJts+hJN+quv+qmP+qLf+rDP+q8f+rQf+7V/+rbv+rjf+7f/+7wP/LMf/MQ//Ma/+8ev+8ov+8i/%20+6GM1Tze02keXMEVsVR68qEe66QiH+tNKtj/L2PfT+AJH/6CM/7kT+9PIZN4OhlqvllPHend0uiP%20aB6zhSplAy1AvVsjYmyjoioAESAAAIIFDR5EmFBhQgIO9iVYGPEgvnYHAOBbYACixIgEMiIAgMBA%20PHccF3o0MDCBAQcsTEZ0YABAAAMGCLxkeOAARJoHbuJE6HEBAQIHDAwAetDfgowBUP5MWnDlAnwE%20DAyNajBARQIYDYDMyiLjxZUJxH5dKDDrWoMiCbRAyhYAAXqFAOg7UK9FPbZVE9Crd1Rj34aCBzyU%20+7YFvpQOLK59y5cFvX7xFsg9gDWeA330oEbtWohmgL9s6QZGcCDAWLZwHSxIsCCA56wECtil/0lX%204+zPWgfKXYt2nz7gM2UeAIlWLs3UAFYub4HgNQCmch28rlcAwIB8fenJphlS5lp8LWDbxgeghUu2%20NFkUwOevhVwDhVTvAyCPnml60vMdBSCltQaQaQEHAIgnFJf2Ukit4qLaZ6B9wFoOvwkBuJAtdwBr%20zjG56knAssuqGzCfvxLQ7q2SIAughZhm2q81BBYw6qYWektqJ/UAYOFGyA5oYZ+x3mIvq3poLKAA%20vlr4DbT54oHoAENuKiCAFQ9y8EGgMnoLx6gSmG+BeOTxca0eF3BnNhZYMo0AMlciADHIHIiHkAAi%20pLNNxhLYp6jLzIyQz69mk2uAQlyiRx8E8P9bq8UAm8ozsc0MPMxLk7qwC04DXGyxSCyb1PIlfHSi%200LR4WkjAHaNKdXIz564qVKeBYjoQOHcu68IAn/rKCKKpLH0pgALGrMcovtqr9c5dyctoKJpsWg5W%20qwSs7dQEvEo1HmoTyjJUnIAFyp2b2ANXVHEJKtckAopMN6l2OYLqXYncWTG9K4tzx1PICkoPuK4M%206ndf9vo9Ny1QvUU4YYUXZrhhhx+GeOFuI6a4YosvxjhjjR+ceGOPPwY5ZJFHNqljkk9GOWWVV17u%20YJZfhjlmmUU2eWabb8Y55+Jq1rnnit2pBwEEbgqgVp+Pbs9lpJd2mB6W+hxgIBZWnJppqxuXVPpq%20rbUU0NhUF3gIo7y23ppnss+GkLjZVmKBgNEK+Rdtps2Wu26J6BmoCxMtEqkQd07tx26k6Ra8cIOi%20I8BEBCyjJwG4bRvP8JwJl7zwjFwt2ioxPTogrspvpvxzu908iIAV4xbd5tBTZ7111bN2PXbZY159%20dttv37h23Hfn/WHdewc+eC1/F75444Ei/njll0coeeafV//eeeinD1566q/H3Xrst49de+6/F917%208McvXHzyz0fbfPTXv1p99t8/2n3458dZfpWJQhfd+P6VV+F0Ub8J6i4mwIIAMGAE9Bb/5hKwoCgk%20Xgws4MnspyV3iCEMX3AgVQhiFKnAbSZwA5sDChOA8kBpJahyDm2iUo8oROFYCEkAWN7yGxY4BiIz%20ZMGufFKUdgjEQEEiDmtA8xpLIcCDBBANaVYioBbdJCODCcAB2nGZmPQwK5NgwCT0RRB80CQBlWnB%20rlBokAUUICUsaCIAjOKTKg4kjQcwI1/+0j+Jwe5jUgDDKFbQBX80bzyKYY8DDAGSBYQiO11Ao126%20GLkDxIP/IPWhI4+0MIMZaEEhynFAIZJ1qPQEwBAOcMdi1HMYEmJkAe+5YQvWAxoghdFLCQgFAsRi%20SKZsRiQAyCRIEoUPIe2jH2tKjXQih5NJNMCYk1CIaFzSDx8FoBCONAjeqnMA0ainWHRKQJ4WUM0b%20ZSZAHvTYBJPiji+IwZzmlMIKhrACMKzgnOc0DkFiEw+wIMA8jMmHPDY1tH2spx+FkA11LlOZ2EiE%20BYJoYUKjsAWGboEcCo2CIBAEkjWFZy4GoI0BcnWnmzwkctVBy4ygZNBsljQ2TsuHkEwa0ADkwycH%20yAdpmBIkK9FTJgJy3Hhec6oISeQcFWAAUIGqgAZAoKhC/w0qA85BnUKAJE7pgU0BPrMpJlEkTy1w%20GkXogcKdyGQfTpOHR0L0MXEChQDpHMcKxpFOdq5Aj2hdwQqksJ3xjCSMBLlOPLrqRfYsAFW+dEl1%20/LpNiRBAC1s4rBYO21CGKhaxiFXjQOTR1GoSpB17cVEhnqOezTrnMsIxgBkLaxRtjWRTGG2BaY0y%20mGyKSDWxmWkA6qHZQjBGJQDF62sWgDeJTAICCvjtb4tqVAgEF7gKmEQfHUdCaNF2I4+MIT0b57en%20+WMnb3Oc5vp0IruE044ac4kURmEBMGDQj/jQy2s8CBtYWuVOIJFHPfrxkBuVxJstgFJlJdLHPhqW%20klpwif9L+kgQpmBkH5m8DD4GQBe/8skoCcjNhIgyFryV5zqFkIdBAXClv6lyWQHG6wIQEIrRJKCR%20ENYVS1zEkjj9xSn7IFAA9DGf/bLAH+zx7TEB4I8b35hH8mDBQ+STyJgc5TcHzlVNwAQ2ArSDTg54%201kM0KVU6KVmz3r2fBbvgwKvoCJd8EciRcNkQIa0mJVYZKQKc8qcEPBcnLIyCpaaCFY8Q+LV88Uix%204iHZkcgjACBJQD3qjMvvMsQBCbBUPdbsHEXHcCAFBgCIYkJP47B2ABi5Yha3SGA2NcQ5SKlhm+W5%20DwMcqSRFu1ZDVqKalkT60ETx5kzcjLGyQqw39zpIwQ7yaLFxMUQh94IgxHCtLo5sutgafsmAI4IP%20Y0uw0PSDNtlqHW1qk2za1cY2WZ+dbW7Xb9vdBjftvh1ucqvs2uVGt8LOnW52D28gN0mPP9ID7x3P%20+yL1nsu95Z3veNu73/zGN733veH83TvfBu9Xwrm4cIQzXOH3nlrE8zVxiVec4he3eMYxvvGIG3xc%20HAe5xl2Sno4rvOQOZ/jJeZQvgPuD3gFcOYhlziOa2zjeHf/4yGner5zHHOUNF3nIhR50ok9cIEdH%20etKVvnSmN93pSNfH06U+dapX3epXx3rWtb51q+ujCzL+utfBPnaul93sZ0d6QAAAOw==" height="225" width="363" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 6.&nbsp; </span><span class="textfig">Behavior of temperature over time for the properties studied.</span></div>
      </article>
      <article class="section"><a id="id0x831bd80"><!-- named anchor --></a>
        <h4>Relative Humidity-RH(%)</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Analyzing the graph of <span class="tooltip"><a href="#f10">Figure 7</a></span>,
          it is found that the relative humidity values of the biodigesters 
          originating from Meseta and Saucita showed similar behavior with 
          percentages in the range of 50 to 55, while Santa Bárbara marked a 
          slight downward trend with data between 55 % and 60%, being higher than 
          LMT and LST. In opposition to this, the biodigester of Mirador property 
          indicated a tendency to increase RH from 30 days, with values that 
          ranged from 55% to 65%.</p>
      </article>
      <article class="section"><a id="id0x831c900"><!-- named anchor --></a>
        <h4>Biophysicochemical Quality of the Biols Obtained in the Four Biodigesters Evaluated</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p> <span class="tooltip"><a href="#t2">Table 2</a></span> presents 
          physicochemical values and concentration of nitrogen, phosphates, 
          available phosphorus and potassium in the liquid fertilizers-biols 
          studied.</p>
        <div class="table" id="t2"><span class="labelfig">TABLE 2.&nbsp; </span><span class="textfig">Physicochemical indicators of liquid fertilizers-biols, from the four biodigesters evaluated</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>
                </colgroup>
                <thead>
                  <tr>
                    <th align="left">Property</th>
                    <th align="center">pH</th>
                    <th align="center">CE <br>
                      (dS /m)</th>
                    <th align="center">TDS (%)</th>
                    <th align="center">N (ppm)</th>
                    <th align="center">PO<sub>4</sub>(<sup>3-</sup>) (ppm)</th>
                    <th align="center">P(ppm)</th>
                    <th align="center">K (ppm)</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">LST</td>
                    <td align="center">7.79</td>
                    <td align="center">19.73</td>
                    <td align="center">1.01</td>
                    <td align="center">2300</td>
                    <td align="center">51.90</td>
                    <td align="center">16.70</td>
                    <td align="center">1440</td>
                  </tr>
                  <tr>
                    <td align="center">LMS</td>
                    <td align="center">7.52</td>
                    <td align="center">13.40</td>
                    <td align="center">0.64</td>
                    <td align="center">3100</td>
                    <td align="center">59.03</td>
                    <td align="center">19.40</td>
                    <td align="center">970</td>
                  </tr>
                  <tr>
                    <td align="center">STB</td>
                    <td align="center">7.61</td>
                    <td align="center">12.85</td>
                    <td align="center">0.65</td>
                    <td align="center">2100</td>
                    <td align="center">49.20</td>
                    <td align="center">15.80</td>
                    <td align="center">530</td>
                  </tr>
                  <tr>
                    <td align="center">EMD</td>
                    <td align="center">7.55</td>
                    <td align="center">19.05</td>
                    <td align="center">0.75</td>
                    <td align="center">1500</td>
                    <td align="center">78.30</td>
                    <td align="center">25.00</td>
                    <td align="center">540</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>When the results shown in <span class="tooltip"><a href="#t2">Table 2</a></span> are analyzed, comparing them with the soil analysis interpretation 
          table of the Agustín Codazzi-IGAC geographic institute (2017), it is 
          deduced that the biols obtained in these four biodigesters are slightly 
          alkaline (<span class="tooltip"><a href="#B13">Pantoja Cleves &amp; Méndez Dúarte, 2017</a><span class="tooltip-content">PANTOJA
          CLEVES, C.J.D.; MÉNDEZ DÚARTE, C.L.E.: Propuesta basada en el 
          funcionamiento del almacén de equipos geodésicos y topográficos para la 
          transición e implementación de un laboratorio de geodesia y topografía 
          en el Instituto Geográfico Agustín Codazzi (IGAC), Inst. Instituto 
          Geográfico Agustín Codazzi (IGAC), Colombia, 2017.</span></span>). 
          Regarding electrical conductivity, the LST and EMD biodigesters 
          generated S3-type biols with high salinity, which is limiting for 
          tolerant crops, while LMS and STB biols classified as S2 with medium 
          salinity, also limiting for moderately tolerant crops. These values 
          ​​correspond to the percentages of total dissolved solids, since 
          increasing EC also increases TDS, a similar effect occurs when EC 
          decreases, causing a decline in dissolved solids in biols from LMS and 
          STB.</p>
        <p>Regarding the total nitrogen described in <span class="tooltip"><a href="#t2">Table 2</a></span>,
          it was observed that the LMS biodigester showed a biol with a high 
          concentration of this bioelement, in contrast, EMD indicated biol with a
          low concentration of N, while the LST and STB biodigesters generated 
          similar residual biomass, with medium concentration. The amount of 
          phosphorus analyzed indicated that the biodigesters of the farms LST, 
          LMS and STB, produced biols with a medium concentration of P, in 
          contrast EMD showed a high concentration of this important indicator of 
          fertilizer. In relation to the potassium content, it was highlighted 
          that the LST biol revealed a very high concentration of K, LMS generated
          biol with a high concentration and the STB and EMD biodigesters 
          originated liquid manure with medium potassium concentration. Electrical
          conductivity and nitrogen content of the biols evaluated in this 
          research resulted in higher values ​​than those reported by <span class="tooltip"><a href="#B1">Acosta (2019)</a><span class="tooltip-content">ACOSTA,
          V.R.: Características físicas, químicas, microbiológicas y efectividad 
          agronómica del abono líquido Biol obtenido por digestión anae<b>robia de estiércol de animales con rastrojo, Universidad Nacional Pedro Ruiz Gallo, Tesis de grado para opt</b>ar al título de magister en ciencias ambientales, Lambayaque, Perú, publisher: Universidad Nacional Pedro Ruiz Gallo, 2019.</span></span> in a study that evaluated physical, chemical, microbiological 
          characteristics and agronomic effectiveness of the liquid biol 
          fertilizer obtained by anaerobic digestion of pig manure. In contrast, 
          when comparing the concentration (ppm) of phosphate, phosphorus and 
          potassium in the biols, it was found that what was determined by <span class="tooltip"><a href="#B1">Acosta (2019)</a><span class="tooltip-content">ACOSTA,
          V.R.: Características físicas, químicas, microbiológicas y efectividad 
          agronómica del abono líquido Biol obtenido por digestión anae<b>robia de estiércol de animales con rastrojo, Universidad Nacional Pedro Ruiz Gallo, Tesis de grado para opt</b>ar al título de magister en ciencias ambientales, Lambayaque, Perú, publisher: Universidad Nacional Pedro Ruiz Gallo, 2019.</span></span> yielded higher values.</p>
      </article>
      <article class="section"><a id="id0x8467d00"><!-- named anchor --></a>
        <h4>Behavior of the Electrical Conductivity (CE) of the Biols Obtained in the Effluents from Sumapaz Biodigesters</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The
          electrical conductivity corresponds to a physicochemical variable 
          related to the capacity of the solutions to transport and allow the flow
          of electrons generating electric current, therefore, the more 
          electrolytic the solutions, the more conduction potential there will be,
          such property depends on the concentration and mobility of 
          electrolytes, such as minerals (cations), salts (anions), dissociated 
          acids and bases, which produce electron flows in aqueous solution.</p>
        <p>Then,
          CE is strongly influenced by temperature, total dissolved solids (TDS),
          pH and concentration of salts and minerals that are present in the 
          evaluated sample.</p>
        <div id="f10" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.8651 0 0 0.8651 0 0)" 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wHT+6BSn%20iDdswYheQIyOuAHqiI5TcJCNSIzo+Ac+AJFJUQ9CYIl9cItASIQWaQIkqWLHk40lORmsF5BpAYdT%20MAhTMAVW0ABIsBMEMAA+8IZTUAWAEImAsJAxYJMSoIw8IZEBoApEwIc/+YJAMI1lOIiYoQ/6J5ZH%20WRQniWRyIQGPiJNOdJXoWAVe8JeIXmCOX1mHSPEn9aAELaCWffiT+jiGpKgXKDR3c2mSSVlsdYEE%20DfADReEELxkDVSCTxFgF6KiOBMCOPdEHQPgNCiAES3CWmQiGGUmNjzkXo+N/k4mIn+WNduEEcqiX%20RsGZPgCTYtCIK+mVYAkUPoAEx0ABjdCQ2rSa+siHmriJYvgFs7kWwXebTf8hW914NncxBA1gBaZJ%20FBLAl1kpjl2gkOcIlvbCiIDwnpEIi5S4k7VoAtD4gpzoidUIYQIwlNopFACJkngRlUMwFQTAlzEg%20jisZmOs5BYH5mQcpn0BBL/fgiUvQk0CYltVZD/eYF++ARHL5n8xHbEdhEHjBe0oBnuJ5FQcanJ4p%20k4FZjMUICH+gFMx4APXph/jpiW2ZF3Unotv4ZQlAAddRgBRgRnIBc2bxA1IJFk7wDlgpozL6lT4Q%20omPZjBWpibgYiEnYoZbolk56g0C6FVBoFP/WHU+QpkUqA/tXFiiqFHhpBb75FTGQDFIKmmJApVYK%20RDqpjzCoo7EpBAOAD/X/YJ9L0KFh0X/X6YsvtkN+kB34gBr4kACdRHRT+KZKwaRTKRaMKAZ2CgjJ%208IYJypWiaZNQ4Y6WKJ1aiolduI9n0Yvd0w/q4AALUBuLBh+0SqvrYk8+EQBWBxbASBSOBhT+SRaY%20mhQSQI5zmhUJupBV8JmT+KTBGZPvqZBf+Q7jCT/3UA+paotgCAQfaRZ6ZpR1syoFmAQ3NAARgKRt%20UYDMIQPKEwDQ1xMGgADF6iXcqBRwl2/Hs6hSoaRngZmauRbaJAFR+p6AcI7qKBUcCQQ/6AK3sIth%20YWt6I7FklQTOEgAXYCQXwK4/gSQDcA9O4CkXVFe+NH2/WJlGER/uaq+a//UXBKCsd8GXn4mQgnmT%20T+EEHdmFSgCmYQGrafMFJhCuwsoO+bJ7TLIPmGQiCmRw9uBJYVQeUuA+muIA4SMDZeQf35EA/kFI%209gMuAtG1DqBadVkUB1RTfuAH5JoVABuwmZmtakGzgLCSeZqOy3oUS2ACt9ABrnoWy5ZKbiO0Q1is%20TsAFPOcPD0cB+yAD0rS4ubJQXJUE83A8DuB1CpItvLIPAeAExiIF6EEsFAQhMOQey+EqDkQBHOIe%2045J21REAFvsTTsAONJQXx7oUBAoYnPmGWlmco7mn96AAXUi0ZnFWQRY00XmJyJuRS8CFtnihyZu8%20RKuuzMEAUtAbMjAfVv+iE/jwBMeXLO7KQ7yhE54yH54rEAjwUwDwBCiiD5pyD+r7SeGSLxcwu0FR%20tkQReHjRtmehooRxoOiInsWIjmGJFEJrAkKQFu1FbUYjBF4IjQ78wDCYiQ88wSYQirYRALXydzLw%20KAJhfgXHfDPARL8zdBvCAQAXKRsMAJdURxFgUx2MLdnhBxcUACQ3HXSpskWhfjISAVGwtllRu7bb%20pIZRnn9ArXSrpz8RR/RCLzvrr0jRD3ulb0BDADs5hla8kzvprUOLxVfsiQfMUMc3ADlEI/NhABG4%20rklwfEjCEwgHAALAHLT6BK5yPpd0S26iwtMReygiw+J7HesaKnSZr0j/gS3ueq9job9nEadwqxdW%20+b+kisQA4AMK+ayf+QdKAAR9SxbLdjy26TVCYJ9CWRTJgr4NwgC5IQPVB7YC8b47IQCHQgHONwPj%20UwAxJCXZoVDzMQDsgCEuPIAxLCo7pB2ye8N5JxQVVD3I7MRRAcRLoamRIa0xYMQJO5gsKY4Jiw/2%20Kbxi0Q/GUwBsBIIsIwS3oM1CwR2eix7OsrEoxABR4AcEOLvvd87jgiIq187M4Xk5gscYOwNJkBNj%200s4RiCGiMg8MkLbXYan1m5tEgXR6gciJLIeLPBgBgJUIGY5SCggxAACfDAQBgKhYMVLV0z8izXVe%20U8z1a0Ck5MY14gQ75JQjYcXGUoDS16sdGWwPFJAdRwoA+hABhAKvOuEEEbCxC+BVTBIlRWIrC0C/%20beF9STEPf6cXzByRACCwnDHRL3rRGQ0AXzCEr6tzB9EPHqYPPjuXAWoUPZUET0BBPnwVDp3IMgsa%20PmCnMorRO3HJSrAWBNBe8zB1QLpjCVfIRcGr4rvDfuCxCyDDn6GujxrYhUHVcG3RB5nVtnHJmYwW%20HfZrfT2sRlEP+dBuZajZQGEA+3BBDEdBKR0jCCAdGXsBaa1wLxfVS8GbDSABEW0Yf9AFyQCq7zkF%20AbXRB+DRYzFhi6XMwv+GGNloEircpkwiHXKiKCc7H7i83DlBpGsF20vBv5xhsA3ZkHU6BTjpBFtt%20Al0tFpNVvGSt0JMBf0IHuUExcAUwARfkB+oAuD0xe2G0Tl1XfUHR1mjhBLdbGlPQBTEQUkvQAncd%20F7fRPyRaksFqFBOAAK5iHUlg0jwB313XgNkyd2QXTGxCSDiiDpCyGCq6p41BAIPQBVMQUohZ2Wpx%20Yp0ymfY7FPaxE/FRrPgtEDnSduULRkTXJI1CyudzSgMB1ozx36QhAQ4q2YUKBD0A3CKFQhNX23bX%204EWxsYDnskTBxz7BIcqz4cJkTPncq1dCP4yBl7N9jX4p2T0whF8sFy7/vtbFLchHwXAbe0BmPT4D%20AEz6UE4rkiT3PT4TxDXKnRfOnBqSTKM7UeA9SxcjZXr+WNY5TMg+XRQ3niy9YSifMYAHOMY7NN0+%201CqNwZsbcLdwPZw1qhN90AJ9MNZnEXqDAueYFuNE8RsdGBQMLXRpfQGWy8M6EQUMIB0urLF8xLpU%20ad1OgZlIIOWQ4QNze+oD8ILkzBaXzRUkjmtULlBIOlV+4Fa3QuNRK05u4nkryBhOINukXuqvqBP1%20MITRjtduNijELWKynjnGfuyZyRp/sJKw+AXjgAf4oOxgcWqYHTV5vi6gzRSsHhbX7jeO4d8NUKCr%208QfECIuKnvB+awD9/0PSTKMAoXuC7OBJSxEADgDruGnBQpHUZfgX/B0X2L0ax9AFVQCR9xC8efHm%20GjMAMJnzwnod+bIfIK+vEqUW3GkU0TEdnEW7kWHkqtHdEAm8TB5x7bUAC64wEvCXydAFXpAMVUAU%209bCxNEQB67ETUf8ZKLQAyqNYtWobRJr2aJ/2H+i6RwHS0vEEMqC2drHyLB+e1Q4ZjJjiWp2Y9+Dk%202Ilq460v4gihCSusFxJB/+bcDMccEbQARepwTFKk2uIpQzI6RYoAfgDw2zn1m7kA/nF+dVHvUFHo%20q0EAMaAMU8DE6KAE8c6wKOQPoB8rV3n7Npn7d1qMuN/7sCiv7+0qHP8QAefEIdGC30kgKjw9vqWk%20IQlwAcFB1G6M5WKhg9sZ+whv+k9h5p4PGQQwBckwBTqx4n/x7uIl+HoiyZF49bgdiem5++wf/5Eo%20BnEkrwZQVZ/EP+whAPsgBQAxgUsSKQD8sOOyAACAAgikSPEjIwmABDIGLAQwwIGMJ/0wfgQZUuRI%20kQUOBCCZUuVKli1TcnAZU+ZMkk6QNPhBU+dOnivfTfESA8A9E0C+9ETK8h2HBf56EEgaVepUqU5i%20XJ2C9WoMMV29itmaNYbYGE4A1EuSoIeUd376zSvo4MlDKRMiAHASZQYCBAUKzJUiQ8rdBBcuFmDA%207uGTHlRVFgigwPH/ZJn3YFLGnFJCgw0SMn9OKqFKF6FfTJgQAhqpkx4CFhh4h0/1bNpSCYhJ5jXZ%20lJUBkhgAIIWCHwALZDCcOJJDBCkFkn/kcBxAEgrAEzw5ULtAj3e1aV/2nvlmzvDlSYoG9AfAFyAm%20LpqPGYCpP5Tw7d9fKEEMoGT8vYjpLYkCAKAAAQeKK2gAxTioiAIAZPCDgx78YCsJGRgUDgAOnijg%20niQiMGABvhqjDbJ8XBqAggQACCACPwbELyTLYpzKiQYa8IxG83zY7w98lABiCR1VGiDEBRJ4b0gl%20MfvDByeb9CHAFf9qTJ2CADAgCb78uChLvqS46IALvkTpHS37aYivAggE/9SOO5f8QOAuKfhCQKEl%20wVtypyEasAKqPGnjMT18TGjhqD9Dkm+BAjw6tNHyulsoySTvGaC+hSi1FK96kgQAn/oqvYhS7QI4%20kaWGZOjBHodEtEjJGR2dyQkrGhgCVtD+AEQMH4QoKjVbM0rANQM4/bVYY++DrJ6WHEBgxSgQaKxA%20EofE89iU9uzTWsdwBcQH9kxQttgAClA0U23PRXcyE5dFwKMknriI2WlpfDXdkWat1d6k/vhPgiVa%206MOsYgcIdoGn9EU44Zm2g3SlhiJoiLgHETA3xmoV3syKHBXWCdcqfABSyGP1IRcyjk9GGaR1WRpA%20S74SeGdOiYesF+UfGv9AIuWZCIgBkCkOKOoA2YwdgAMB7CFxAGJ1ZvpYhl3qR4oLFOoBgd/yvBjj%20GzdumqUYupjCgPbCHbkpeAZQ4Oyu1y4WMsloGsDOJWtG+aac2V6JZ9L+7WNpWwcomQN/ssO78D8X%20LTW+HkgNoB+/78s6YSec2ABHw1PSe4qQ0TWgAH/s2W7xTZXO6HLTw0tWpuvoHNHVyBUe7/SR3qkC%20EEaK6mFoazmYpwABfm9K0QIYTMCAHvQJIHnSZWc+qu0eJ2nOJKafXp87uyag8nybx0i0Ll5oz9dj%20Abfn8+0MSAAeDvyyx7UF3hcenuGL72HxAJS+CPqU7ue+a8j0F8kTZvb/J7qlDFv9+wh61AAEJdzD%20WglYwO/K1zAAEOAdlQqAPnpgAANwYH3+eJ9rRDgP0MEjAfRDnvIG4ECRDABpCGSaSSqmksHA6nUc%20wxcM87MfFKBDCePzIAfUt52W5G8A78jgBju4Pt+BEH7x8yD97DeAHsyDAwDUobbcJpMAPIECC1DH%20+7DonQIakE9+gqEPcuUAo8CQAEdMXgA4uES/hDCCEQTd0WZouB5QwAEOGGNKBjAP67EIP0+LyTxY%20xxfgKOmGHLvZ3XSoRkCswASGymJI3qi0JHLQd56DR/P+Qqe08OQeMgilAxyELFLJZHoRgCUsyUav%20R2ptA2iEIa7EsAhz/wQykwzJI3045ksz3SUjF5AOUvxgTPsg0iUzWGWjaqmwm5Eni7pcRB9Y+MuU%206OOO70vANu1VtFmmJB9JCOWlwskiKczgAnfpQRRQUo8okKgiM7BTBHpwnSfcZQBccGcUfJmUlbnE%20ARNwVBl1ljGuwbBnVXDBF3THTZEEQC3GMx4u03UAg7mECwbq6EK6KIMJwMkBWVKWb1bUAwYI5gkJ%20IEBarpOEBQzgAjPwA5yYqZrUxSQCDuHCBCYghT3aZ5qwwwk3e5aMiFI0Zeg7YVSlmgDfCQCqU41q%20D1iYIjqh6iyNDE49k3AR3wAnAtLxQxSCMyAK3OUeK1oIhUaVOJbc40kJi4SW6wy3Gcv9smeFuEU5%20nWqvAITQAa6xhzrscdijFcAedzysYQXgAHsgak0zQMm4CoQACvQAsyySAXCkcCCMDGAGMIFlpBK7%20/6U2UZAlVPVLbAPJKXxcUCT4cIJtP4I/lhxVYQfk5hQAUYgGDlZhGIxjcsfVPs8pN3lI5B9FormQ%20fRRgAHeNAAcGk6X8XS1DlxqADAbkooxoKUJyLVErWbK4lMCVJH4gLWj5Mo+QeBYBDHCviBwSm5Qo%20lGmywpHAMjmFLsBAZMZt2jv80bvfMaq9dcLIhgqbnJZF4ADsaMwC9tEY5ixkOAOQQihT+xcWzuBK%20s3GmShyQBD/YI38VTEBETiySn0aznfP4qXsXQhB/+GEfKEkAZ+dBEAErx3TY0qgbhQsDTCI4ZQn4%203NEEACOVFIgu+yCMQybwhH1MILxPmIAMEACcfv88gcUQZlMEnuAAlkqBC3dtFYojU0Q43Xcfd93H%20lxwMEt9IIQmk7QFjFlJDjAiAHe+hqUEklgB2FHUovsUhrShKO0A0QnxOPplzHf2RAghGBnIzjnAK%204KAAkNQAFKjPWj69EH0C4AA17PRgEhABcX4GcTHpwQJcxhcH3DBu9/DDKgswA4w4gNjFTiZ5ZaCO%20hRBgBsx+iemcwFCKeu8FgsV0to3V05jgb3ks+e5GMGKcbZJ3IQcFAD4xsupon25Wkvwlj5LxAm3X%2021rPm024n9PpJHX43FJwgroHHd+P9INBBUin6SRQuYZmUd7HmKi9JX646ILmu8ZB9kcocGJl28n/%20tHLb7abkw7xIDpZfyVDPxFWeJxnOJtgLCXR9csrp58jgQGmFuaDby7zs9ZWb+DiGF5IRpZUXnUZb%20VM13bSqFBDBrRf1oTAD2EQUDRGDDDKmTZ2csEgJAum5JdSo+UpEbohvd7OZJcUqqbq61gzua/diL%20gQYtHS/1pdh8ScKmNdS8npedm/d4wW6u8ofBn93woClolfN6VslIi2WcwiBG3pG4AZyEz/qIuEje%20yj3gOlUIMACEF/gTeqEc3vTqchNL5BUcBHRn9Y7kHoC3R1F9eKUKYiDN6XU/lcSnhFnWm0ASJPN6%20HRWtf52nqA+68JVklH73z+cJt1VMMQC8+SIi3ZoXjbyus5I7VY1fCQr0xa+T3pOEWZCRAgMWV6BC%206si/hkOy9//zFUDEwO/jx39K0m5+vNIp+xaDoWryPv7Yj64IPdK4v/xTQIwov5HQNeqBwAvQOzLa%20voXijIZLoyqYgkLgwGQ4hj+ogmRAwCRbQPyIvI9InowIgFrrjYGytdQ7mQrUmdgZrC9QgqIQEgIA%20wS4IigQsQfuohyd4AktRgCc4Dt/4PxoiOFZ6G5pgQVrSIb7CQB3CBwUgikJptj/AvR4kwR/cCQnw%20AQEjgNkbCd9oFgZ0iKEIgC4kCZvT/5Fba4kAWCaYSzSsyaI9sabBEoKxwQgn2EEEdEEvJIkh2B5C%20XIl6QCZmooALKAjLGAACUAsHoAdX+yMHsJQFYLMJIK1++CMSsaim07HMkD4aQgCJEQC+ADko1CHZ%20i5EkY8Py+IIWUIKJGoAdrD8feEVBbIkh8AwfIMMylIGNy59lIo4AYAd9MK29OJK74otW2SwZmBqG%20YEYGGJAs2Qsqe8FAqhoZuEQzC0TQkEGmuQkrwAgCmELQkIAhQKN0VBIlaIEDK60/ILAR1MVrIcR7%20xMchQIIf2Md8zEckyBHfKAA/CCV4iACMCwAJ9BC1Kg7SMoAxCwAGUIgFYIDKEgzZUP+zSmGAJbS1%20ipu+hGO1dtGrLOKrWpEAJMjFzGBHADjJlCSjomgyydtBLqzHkOCrG8HJnNTJndTJySmrtgKAgyyA%20gggAzLKpedEIGdiwYVs3+niCcGkZ4/msErE8llAHBKiWn0pCyPklbEnHVySAsBTLsRRLCTDLs0RL%20tBwCH0jHtmxLJABIlMyTAAifkfDD0fCCKfCBb9S9k/yBvwTMwPwBKxhMwTRMJDALM1ELMPGDABCA%20I0QV04Kr1aEQ9TMOgZGCBfCNJLmAAtCHqZSzJlQJDoiT3ZoevsSM95MdJ7gZKyBMwwxM15TN2aRN%20PrHNWcFNzriRyuFJnIS3IcGHJWD/IOi5y2SgyZpcCV5kyV+sKO8aDgQBgH7IO5tqpBlotUDbJ3gp%20r3m4Lrg6gCHsAW5sLZeQmdi6gH2YLh0Jx6a5yd50z97EzQ2wAvnkE/mkzft0zQ2onB9wyfJwxz5Y%20CXnkQb3sTy8EyO5hTj5jkwI5EIRMggOQzIUgKaN5mQeZAHv4KYXwgydQFAsBgB7Iu7mCmjFhnQFy%20v/XUGZvQRyTwR3xMyxc9y8mZNnM0xxk1y5SwCXO8EY3JkwE4jZjkOhD0AtJIOeQECXP8iGnrjRlY%20EQ5otOJAqAAgqvBqJANgxrOiGi2JgAkYkAH4qVJECQOQAWzDjP1TsZJqjkNB0ZQ5/1AAUE67xIuV%20KLKYsAnPmBzcTND7oEsguLSaENDd2EsjRYokIQCBEZiLqK2PuAdRqSCMcCDIgzzvaEB7Uc0j2xgn%20eNPwKNQkvRlJWxLhVILZkkdlANQCFdTLGcWEWdOTmdM5xY+bwAlTVQ0n4JvM81MCy8tAPdUsmtR0%20qdRdXYgh2M9zNA+iuCSZ0MEpME4CBVYEMlN9WdUflIBZ2QAftA8hcAE+pQl5FL2PQc1mRZheRZdf%20BVcC6NQ8NY9YdI+OUda8LFJwRVUY5JhoFURYlUsdEc4+sNWW4Nbd+INvhdd7m7OTIdeAFVacIFbv%20UIDTUIWe4NZcldWAPRc4jEGJZWiJacPNhK0NbNVWhyUwf4UKJxFZH5hAi4WVVNWXgpXYad0aVzWP%20IJBFMnUJBxrV5uOKXDFA5zNZdME3lKFX5LRXfJXFqHACHwAKnPWK3NvZdPkflFFZk4VV/oyRe3BH%20IOUJefyK/dDZpf+9t6qsWK5liYXjE41VDV45Vqnwgdz4iiqIgT94BwkAWLAdFdFMmKfdWZa1Amv1%20jlgsrqjwgfnzCkAQ3P8YPJKV20Z5Vnv52V3t1N80j3/pW6RIW+bTy7Hoii7oglwRCx94h7A83KNT%20L+8IAAogXRUJCXvwo91SJZAcCbvl2pvYgDwsVpj028zFDTEIv0jxAcKLgdoRPc1t2yb53GaSV9oQ%20EQbYBwZITwpgADV51DnhC39YicUF1j1B2PuoB9oNDc4FQ8PlOie5itsDhGjIFba1P1yM2OElv9Ct%20DXOrLw6liDOUC2VZkyd0VOoFVrwl28z4lrjdiaL9A8ITX9ETA/P/bZL0Vd+WQFnQgK9vG7dkmsPv%20MhNsFAn8zd9ztQ9aBRj79Y5p293e3Y8hLeCsOGDoMcfOlYDORWCLFVfKKDUxK0VO2VKM2LgHsRMn%20YDeSsOBmDVr7qNoe/eApwA0vIODCXcOPuL0C7IoVltjExQzfoAB6gAcI+Qh/AwAHII5oHLgWUoB3%20SJsElomo3d/JqIdstVodCcsg9l3b3dwBqJ2sHWOwbWHQyJKGcd8aFjh8yOGPOIAE4AB62GFwFdsf%20iGOq6N+B+eDeDT2kZb4qYOKAdWLKWCGMQMIHxogIJq2WoeCQCEUwDttZ8dTygFwObhQCAF8Qzlox%20KOSlRbragIch3/SwC/iIBLi6Lhov6XCAQxtNT6YJDDYPd/wGfXGCEMxaXi6JfqCr2XACP1uMFQGx%20FdlQKTBCsmIHguCs6TXmmYjaR9aJ7AWCrTQWIaY/1zLmBf6Me2AOKUgapsMLCoCQJAmAoeJIGQlk%20iz1YQobF9iBlW8GN0csVbgbXnv3abJYJ/RVlWdxnR9ndkcVFgmZAj6zbejZZCfBl73BHeHRojmk5%20n83oWLFXgI6J7D3bjlaYVlYY1+1oJNhPkHaJb6Fbkmba4lVVmJ4Jg66NUaZpfZlja0FpkmbZUJ4N%20JUAHjM7/6XuTaYSRaLm1iRtx3Mzw0TYq6oll34iOam1mapZeCdMAl6oWWJlNl6T+XLHl0dngW//l%206vRKZoTp6aLG2zCcVWA+67Y5amiNa2St6HPW3rpG3KlWa7BW36XGGQFbScfQapkdbJZ0a03VKM/N%206Eg+F79OYOvFZwK418mIRXPg4LVsNsQ0D0zdGMrG6lM1aarW65quHI1hUXOE0dVmbbSctmmTACJY%20BCRhbRY9SbO0URqVALLkbbHsiTH0jNsmaYqd19KmCYp+z+TeSd7UzeXeTfdkbvrMzekuTMK07uqG%20zcOEy+3mbrjkx0xt7ADw6nNZ67qWldOez/SWz/VW7/a240/2du/29oYG8Ib0tu/KkW7dxG/9Vu7+%209m+coWmBLm7jlgnPdtNVpgm+HQleVNHJkQAnKNTXnjZepPC2rPAW9cft5sfu3kcrgMvQ3tWmJVjI%20TuA6XQibcFmqwIc+eMeQaFMThw/lPMkU9+SNHmgCD1uuwVTVIAqozg8dR/CkMPD8qGyCHu2+xnFb%20Mdvxho+GCnKTdWxtIfEk1wm+TWgqL1O+Ttkpx3KZ+JEW73LUmWvFDXNHyesy5yktp1QuR/OW2MOt%20bnPEE++UYfM4X4kEaA+ztvOR2OljKe89n4x76IMgAXTK/4jy3Sl0JSEAQjnjRN+JPjeWP3f0qTDb%20Pp30Rx/zr750HfkWISBq+NBzeD3yLd90GqHV9iB0/KgHJWh0XiZuhanzUgcJbzbjelAAW6+He7j1%20W6eURe31RV2hRX1kqm2PVgdjcwYNUn7CK5d0We+JAQASFyiKFjiNam+PajeBG9T2bOf2G+wDJVCC%20JQD3cB93cV+Cc0f3dBd3VIfzxu6BUEeRZ+EQRJEesLoOBvAybHZ2+6Daoqj2bd92E+gDbCd4bHcB%20akd4QgECaW8BIGiBh4f4iH94aw/VjhZx7/AzLM6r0pKBGXAAaZaMh4wACngCR1CJZt/3nQhOIBgH%20E8gdfP+AedmQeSe4ByGo+Zu/eZu/ByqoByEQghPweSH4AqH3+S8w+qNHehtc+PYA52P3WtroAXZo%20JBnYKSetj0Tztw3ZswpO+fug1ZF2Cd2JuH1ViXe4hWKH6VH/DH84NgKZsRqOK+IYrUi5gMoiCZTv%20ep2oeRp5B7B3d3IGDV3DiHmIM7enYT84JbmRAmgjiU7O+8enuLQGDXfGCHuQgW2KAi4oNi5wgiSg%20r0FLxYXo4xOyh+LBqtNH/dRX/dVn/dZ3/deH/diX/dmn/dbvoNrHfdM3ffTh/d0/fd7v/eDXfagC%20/uIp/g1SC9NXotxXfQMA8Xo79KmwB1leiAVo+yvmOOL/YLd78PgWiiPI0LTwF//xJ//yJ3/PNP/0%20V//1H38OMAD2h//4T//Okf/6t3/legv274f75//kAogC7wAQLGjwIMKEChcybOjwIcSIEhMWCJBv%20IsaECZIMIOjHj8EFSQrKoADATwSCPZ70aMghI8yYCw0QkGnTpr5+N3dmfGeAJ1CJCYISdZigY9Gk%20SpdKrFiP6cIkXPQVQFCAYIABAZ5ECOCAQcsFCDgEkCLD4UuoSxMMVJu0hz63SQcMlVs0rd2gR/Py%207Quz4sW+GxEgSAkgAIIFAAo8IayYYATCLBsSwOvX5t7LNnsE0GwzwE/PMQnUFQ2TrenUngv0aNv3%20XYKWRQUNIA0Q+2CPBJ0d3lOdEalviTWDTxxOHCLw4w4HOFHuXCng59KnU69u/Tr27DxZu9bu/Tv4%208OLHk28aQEH59OrXs2/vXv9tgX6B39Ovb/8+/vFO8/Pv7/8/gHKxllx5CnRX3QDvGEdQgtcl1+B0%20A0BYkFYIHniPhNIRaOBBFQbYV0UEiveOI4SZhKAfhMmgEwA9yEDYVdO9k8Rj76SIwInO9TADYQ4g%20RQFhUojoWz8vIqBOQRw0lgSLx0WQYwA3OoDVjTl+KOABu5VHAQMLOIDAlNRxuUABF3AEgAwzFBCZ%20bM+l+NiYX4Z53ABJROFlYgBwACZjIDknRRIFAHlVPU9EMQ+gQ3pGwJd+AhDBE/4M+ugTeD52pVsV%20oVdenTFGIAV1iMUYADs9rPQUmlYeR4EMNALQKWSgKufADAU5oJgUhhWQhJb/wW0lW64AOHABQe88%20UVpqA8hwgQyGbVXXRwOwk1YUsmIKX2vpkbrbRnFNZw9SdQZgz1kEUWDtcQnIcIAMSB7AK0EcwHuc%20HxTQMwEXu8lgT7GBKnePFCYFoOZJhgEQbHDzvEOBnz0k0VYBMsiLFDzzXstUdORV9sRuPVzQK3VR%20pMRqQQuUe9zAQyXBbwJPbOowyKr50SqgSfQgbVpO7OtcAoQhIGvABTmiqsyGidQcAOoOi5QBFyh6%20MVDcpbfRbvrM0CZ1n3Z0bsknB0eAH1EQdMGUVBP0bpPBSfEEi9H6C8A9MsRI3ABSSOGAA09chTAA%20UYjtpJ+7oqquSG3BDDXG/xald3jSFmvohxS9CXsy18cZ4LPPFJBKcRKbEvdRQREDQDAA9bxN3AJP%20IEXrowZPQHRqERi2EVLklonUrk8jftN+nL5NQa3UDfC6QQmwgxTfwQ3gJd5P+JGAE3qb63VwJE9/%208OwcK5d66CNZX+c8ykXgJ6mhRcDFjHWdK/nuRWVcnh8sVTXnc/f4YXMCBiRAwABPSNEDkLDmnAsI%20wCNPMEBVkKScHhTGAEoKn1gKYIAkOIo4AWDA8wrAgJQcAEcGmMCZ6GWwNCVALOEDlAHEcqn2EUVq%206RnAjSr4HAZiDgFD2ZFjqjODMA2AC4T5G88ag6OCAAkBMoiZb1pGGD/gbnUfCDigc8ZHISmYiEFU%20LAwLoaO49fQDicrRSgC6GIAADAeM1smKQboovDEeJIxIe44ZDaIVVH2RQAEQYAAOkEXoZGuPfvwj%20IANpF00JspCGPCQiIxKf+SSykY58pB97B8lJUrKS/xmQJTOpyU2uJ0Sc/CQoQ1n/nQJkSZSmPCUq%20NUPIVLKyla4MigtfKctZ0rIh76slLnMpy1jqspe+FOUtf2mfd6DxlWwUJogCQEdk0kcBSZDBMi8z%20AHsUQHfaWZ4Ae7CAMSKAiRFJwNyY+ZctivM9C3BaahDzBPZppgehuQmQvFWQyCzAZNFsyJcEWE5F%209nGforzHE9DpGQM8oYA3KRS6CPKlBbwxIgNgABD9qUhySnRxkIuA5BiWALuVZgCskkI4HSADKVzK%20ZBwtliNGSjQO2I0xMuhNlGTgB5A5wA8FmABJA/ApCnTEACB9FcN289HSLMAsE2gJYxBAtg/WVEiP%20sts7PWo3fhmkKo+RKgUGBbYT/4nUbnoEQD+4YLc5+YEBB6ooQ3iJVvEEIAlJkMI+ZNARKs5ACgxg%20wFDuMYGfJWGI94gMoPIkFhlM4An7yIoM9iEFHnmTIAlwYmCJNYAZvPUJTDJIivzHgCcG1iRVOVFf%20OxMFBIAQAQUc7BUPIC8EJMEBVTFiSvyg2CTs4yV65esQ54kA2aSoroSxB2K89zMuMOB4zvRfX7lq%20FXys1SGrbK54UhQWBPDrTUlDgNi+BNp9DICBfmKHDJygTQCIZLfBfVUBkLXXofTsLECCBwDgkVuP%20gIm8PwNAB0HVsxMldgCXS8kAFHsS6raoIgAA0kuqUq7PHqab9t2ulqjYkfYShP+K1TRiixSTNwbY%205r7TrIsA6gvdtMpnxOIxks9S4sPdWHbAu/kSB+ZHECd0JEpG7GsC4oaAfTxBcwbpK1LcOuDNbhZd%20kRmKjBXgv+uGSQZmnUcNuesPwsQ1NEDiF4MPXMMnDFg2Cy0IjzojljCZcAAYLsuNEZCVvj5xAbjD%20rokXIsk4Z2eyT7hVPYey1470j1h7fbFV7CFiBr3IAfcA0lAGMA8jzeseSVjnq8BrPzCpo570wKwN%20H/wqAe+Jv/tQgFgiUM8F+KM3CShifSdVFcMAiQKj9gcAVqzQPAHACY/uyJhnDa6f1alSsUaATurh%20DzbLdTFYpDNCMIls7fiwJcP/Hop1LwcSORHkRXe878GScIAnsKPaNiSAqys8loKkiL0IqFVkXrIR%20g0Im0yE2iZL162BnMoAux24WAAwQgQnf90tXWTVBxGKSOpmE2mjabUGo2BkGlsuH8zCzFBBTrtDm%20gwLwBcAFEKDHLC87dMXs+HV6xhUM/5qCjUl0XyEn4hTha4gpshuMZoTd+L20IAlggPP6OpKt7CN+%20D8P0UATe4LNcsJtXVIDOutlX+AJpBlF4EQRZu4A9GaZOSoei1VVOPzbRVwo3EkA9lHpwnBLGAAe4%20axRS5Ifm+BvkoSul26/TAylcoLHEhYdZ5vbXVoWTVa1lkB9mEAEOtOtVM6s7gYHUpaawMTcAXJAB%20FzynUBm0hHCvmsDsZCCDBZxrIId+ZmkilgTSPapZG53T3ilfkEPPgIAHsSqDIiB4kx0lWFFKAgUK%208NN8PP4CBiurF+P83Lh7x64NfeQ7MEiUJ0yA+Ivpp/Ozo3BLRib4GKlKOEEezOhbpwA+sqRXrD+R%20BNDP7dFq5T760z9Iiqq//e5PypzfL//5y2T79L8//m0J/fzzv/9VZb//BSD+nZ8AFuD7DZ8BJmD7%20LZICNuACKpMDRiD3KZsEVqD2fZwFZqDwwZ0GdiB0eZIHhiBaVUQB2MM8+AOZLIAAqCALrqALtiAM%20vqAMxiANzqAN1iAO3qAO5iAP7qAP9iAQ/qAQBiERDuEPFgALIuEKKmEKLmESPqETRmETTiETViEU%20UuEVWqEUaiEWbmEWfqEXhmEXTqERFqEZliEanqEapiEbriGpqaAAeF9AAAA7" height="335" width="578" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 7.&nbsp; </span><span class="textfig">Behavior of the electrical conductivity of the biols obtained from the effluents of the four biodigesters evaluated.</span></div>
        <p>What is described in <span class="tooltip"><a href="#f10">Figure 7</a></span>,
          indicates that the electrical conductivity of the biols sampled in the 6
          seasons, showed a marked decrease in the 4 properties evaluated, being 
          more noticeable in Santa Bárbara and Mirador. In contrast, Meseta and 
          Saucita behaved in a similar way, in such a way that in this last farm 
          the maximum EC values ​​occurred at 30 days (24.50 mS/cm) and 45 days 
          (25.90 mS/cm), respectively. When the graph is observed in detail, it 
          can be seen that at the beginning of the sampling (15 days) the values 
          ​​were similar, however, at 45 days Santa Bárbara increased the EC 
          (25.90 mS/cm), while Santa Bárbara (17.83 mS /cm) and Meseta (15.83 
          mS/cm) obtained relatively intermediate values ​​on this same sampling 
          date. The final EC values, revised at 90 days, corresponded in ascending
          order as follows: Sta Bárbara (0.67 mS/cm), Mirador (2.65 mS/cm), 
          Meseta (4.85 mS/cm) and Saucita (11.51 mS/cm).</p>
      </article>
      <article class="section"><a id="id0x82c2d80"><!-- named anchor --></a>
        <h4>Behavior of the pH of Biols Obtained in Effluents from Sumapaz Biodigesters</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Taking
          into account that pH is a physicochemical variable related to the 
          potential of mobilized hydrogen ions in a solution, allowing to define 
          its acidity or basicity by virtue of the water dissociation constant 
          (kW), the biols were examined potentiometrically to characterize this 
          property, finding the behavior shown in <span class="tooltip"><a href="#f11">Figure 8</a></span>.</p>
        <div id="f11" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.9671 0 0 0.9671 0 0)" 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UALBhgAo%20pJeEwVkQSgAquhMMo6L61xoOwIucMZDkF5rS2BhjUwA96IMZSI9CCIT4KIgG8AXzyQAcgJwtSHm4%20aJp2gpqWopMkIIqu+RMRcACO534ESRtrqJATSJjTIQIXoDcpEAPd5SIjQgCYEgAk9ABqEooTkGeY%20aCgVOgBYEmQVcigTMgBylAAkFAAVwGUWsJwiVJESCjHaEgAWGnO0Vib50qj5oon/DJWfhhEBEkN+%20XVedgfGA+9iD9OcDR7CBPiqEQAAE9ziUbgkUl4J8Ujh5N9oXQiCEPhACWkmMJnaMp7YrUdlolYKI%20LzqT+9lvFIgdB4ACxmQCLHACJmCsJpA4eyM6yXqsz7qsJhBYBkCiGiBO3tJrbNITI5ABcHolBzoB%20EqoeBnADIiAAIAAlA3Aod1EC7OoAuZSYmvdJjFImHiACAWABFzIYa7aOKloDBACwKyoAvdqNnyEE%20S+B4JLAAS1AEgLGpnJqBmFmHo8oEQPgDrUh/QvAAkjkZEFibohmjIaAX0XYApOcBTWAEQugE/daQ%20BhBtSWocXUaGR9qqz4FYMJAC/znrAjubs9uVV82aszDgAjugs5iWaZgYJfaiJXIkIhUwACDwBAGi%20YViGJquySeCSI3kGAZICAQgwIRhApwtgRzhiJiMiATmgqJgXXp1hAEbQBMfIAUYwsg4Yhzx6sUj5%20ivXoA6XaAwwQBS9QOrVIi5M5GdYGje23AXgSTKa3BDR4jEUQhKRqmuTha+JnpG9YUwcgBQ/wAioQ%20uC9wAC/QuWNTOUPwuQ/AuaDrAKMLHkzHUxOwAB8AAg8Yu3eBAXDKoFr2dLiLGwEwAjkite2qRjFi%20AQJgkneRSxeQARmVABjQJKnSXVXoFz73c7HZGoZpLtN3gRgrsXk7nkBYqrJYnf80kFh3cYF6MZT6%20mZNaqXzFuKsOyZHT1548gKndAYFk2KXQcb08YgLGRHF4dEjj96cHMGRfR0U4NCIBkgHFKCXshAEY%20wAEgoq5ZdBcD4nwo5iipd0gM8C3RxGswdiODUW58gYL5Mk7ylb2DQZWvqJR8i496WBg4VRo4sASX%20YqRL0AQhuz4fsKT1MbM7Gax38bLTMay6eUqCWWF28QGDtwAZJgHsOsTwli8WxiYlerwKQAGS4qCB%20l40U2h8QDDH/VyaBBwDoKm9+wViBwS2mdpGHVLB7ITDJtwGgmRdgSseJuAG8lIhwnGuhgYHhG4vj%20G5X26xeQaRo40ATLR35NMAX/Aca/eIGHHAiQ9gHE6dcTH8AsfVwcMXuTesJL4PGHEfCAEfmcSzxJ%20vJSW4NEe4hOR3dWS2ZRQ9wEAJEAYZtqoMgki+TIlHSovm/wAUtcZGEiLlAsZ3mka7ZeK6HcEZKl4%20LGyV9hGGRdpvXeeW1gWY1YitHwIAMiqSQYEv2gRnQwEehGYAHfCnYaXCf4GBx2Z9kfEBHlZ0mhEB%209PwAOIADULAEVLAE/EwFSIADh0Gak1zM86ECjXJ6cZQ90xnHmqcTDzahh/Eqe2FKeWFLdHsl1xkj%20kloYs0h5HR0ZKxBb7YEDRVDSRVAFRQDQiEHP92zSVfDSVjAFV3AFU1DTNm3T/838sOw5jzzgIMzI%20ADoAyZrDf4umefKyZxRALFr0tJpUQjz3ZaHmHuocTw7oGReQOHZhBTM90zJtBfFEzxHQ0iddBVZQ%201lhwBDW91TZd1lZA1lOA1jGN1g6bGD3wzARtHirgAQvbeJucOYsaxytqcIZRapBaL0+rI1DiaHjR%20SIq30bRRPWdWBTR901YQ1jggBCX90m5902kt01NQ1ppd0vfcA/R8F0XA2TZdBfEnBHToA9aMHIx3%20eiTgATltOv0aILcRknfxgIjhm1H5AD2jAnoJJ5DCnHdRenicHcUUV1Xw1p9d00dw1jWdBVy91m2N%200il9z2DtbTjw1laABWat1f9XUAS1/UU7DQSFWx7n0njK7KVnQ8ItBwAY4MSOOneF0Utw6hcWgAAG%20YAEZ1d+Q6pzs4diz4QA5qwLNzdngfd3Yrd0BVsiC8R4fwNs9kOBVoNKIIdBGeNfcITYz0Kxlt1Uc%209UUZkJJN16jdDBgdEGznEcVmsgAOYN+rsslT7RozRAMJHt1wTc8QThlFoNVTQN6JMX106IflYVLN%20ugKv3TT9JW0K0FidrABdJNgPkH31MgDClEkWHLtwIpOnROCvlQJDgNqfvRoP0NxXYAUYHtFLyo7l%203RijTLI9vhgfIAShg1ZC8OaNc9t8UQA6UQN9vRd+Sjz1QiZwkmG8xB8rKFpzNe4aCFDTca0FaF0F%20rYEDMT0FVaDnrvqPk9exm8HOeAHqm5EEW5BXLyCZc8448K0XJtwfAY5HehIBw3GRQuITg0GTyHHa%20V9AELzuWYL3ki+GOXT3XiPEBzzyUQSnMk+l6xT7Kzi550G6BFripShAARrCj2f/DaYAhAvGyE7oc%206KKR4vAl2VNAAClAccD+GJZe05muGBoOpBkb7/I+7/Re7/Jujz94j/V+i3zL7/1+sQAf8KD6vUjJ%204bLz11omy/jS6IuB68Rh6WleBLgT5aFRBDONBcS+nnq78Rzf8R7/8SDP8UEYhBaLlEBg8OFhACiW%20FzyX0XjEncfTVyJpLwnv8t4hHR8A8WquAHBF8aFx5kdwBRdO1xnYivd49OGJ9Eqf9Ey/9Eh/mfze%209OEpyILsg5K5mT2Y9bI4vvZXAEqQAg0Qi0WZ6tgRAfHSUSBi3ITBAWuyGs+1KzZgABCQjcV3Juku%20kGDeGrre7t6SPrzhAB9QBFj/cAVHIOSF4emDO6P8+AAozxgO8OEt4Ol1rr65TtaW39ZvLmerxqYZ%20oCxCEXsmCyCfzyNVViI+4XKiwecxcuL1zfCLIe4OZ+F6UW83lhsfkOA7Lxj72NORnN6UEQH32NLB%20L31lZmzFjL65zgUyTdMzXd4iEAG+ZC0eQBC1FC8U4i0PlkJy1N8EYsUHCtz5UkKFGWiKZ/0jlC8o%205PqJ4fC7EQFAvuZZwjea7hoQH+R6Xsy8rR9MkAWe3dUAoUDgQIIFDR4U2GLHiQcHPyCEGFHixIgR%20Iiiw+MEixiJXpnz8eORChAcaI5gkaKCCBwEGFBAIMACBAgMZBnhYkGHBhgkM/3QMkPAgA4UQORF8%20SGChQYMJATwQyFCA4tSpDChIjegggogHD0h+eOCA6liyCBeURZuWIg4rV6zgQBhjxwq1ddVGqDLF%20bRG7fSHmPTIl8JQqfgm+SJHigGHGVNlamWIFCxMskNsGhhwYy5HNkytHvlLlooOoMhVgaGA6J4MC%20qQUsADCggIcHHiaQ8NCAAAYFC3graFAgwAQAHhpTXDDA5XHmYx+cbR69YBG9oiGugBFDrPTmbD1a%20544W8hQsIAszVgEjxYqL4aPj8BgS5HyQWgYPFjzfilgDIDosSMADCRSQYCbYAEAQgApEODC2BhG0%20QAEEeOvAgtgCyMA49whioP+lDT9UwIENQDwuL8LaQyiCxFog0TAHqNsLxRYLIqmI8QLDjDEHUIAB%20he1mNIwki7zyqkbB7ANJSJJGErIhjCwo4AMIBghAAdWg7Go2A0QI0YPYsPyggLMQGEFCEB4SYQIN%20QUzOSSCbe2DEN9UyoAqP+JKohcRSeGHOuh4YTzQZQYwAhyKqwCI+8jj76C3DWpjBhEH9ZK6ILOib%20AiOJapJKAgA6nekBCySAKYMAFtCAAAIEgBIDDFS1oIbeckBggQkIGEADAKAD0aotKT2OA2DJ8s7R%20rFbYMwUYWjjgAq+GneqDLtqaoohJoyu0iiogu6JbK7bNL9xvrx0LMT6hfe//CCvWZZdcgh7AQCoE%20ShCIABIEEgED4ggQCIEM/sVKggxiG6iCChwAA4AMCJAAjBYXoGA5dO2Kc+KJijgiC2MjOiCxE1L4%20WNkUTDChhRZeeOEANy0eCAc7CYML2yKmHcyjb4t41opLP+JCP2vTOsCFFFhkObofi26RgQQkRros%20XpsW6AHqCHtoIgde+JiFxGgwIWQYvvY4BhROPkBIi228012yLHJ53W7Ju3kjggrtAQcc6i4UMo3x%20HEsFFHZAAWrBB5eoTcKpiuDppvG6k6ygR27ooQdeWAEFFExQIgUXdkiB85EtXwFlZ6nqCs683IoZ%20rUIPHe9tbX9Gy8aPqkid/yIUEjv6cN0FZ0A2iUgiMvhnLRZRcK/asoLvvmPoEyEHVFBBhhVauDwx%20GFyAwfMTxD75hYZWFiiCE4jujlrRwDrJK7AQMnRb/CIrAge1EUf7RIrMXWx3/QVPjmmDhCJOBiYQ%20QOLIaWIPYIDgcJCxjZUldxT5wAEoR4MYYC4xO1APDE5gAtB94QAfNMGKuNORyGxGMpw5QupWB5gp%20XGpd8YvacfCSsSOAByGPI9/+dMgypfmPRiBIUBARNBOWKe5s1ZlfeB6igslNr3rqERrnQmY9ukjH%20O5i6Qvy0FRiPcKYK8bvAhvDSKNgV5AB/C9wO1WixNnEJIg8wgAEakAELdP/AACowwAOBVbGijbFa%20SQSSRq5GvdslK2TMGmF+MCMfF35Rbi1iS3VwULWB3O4EelxjJoHkK6rkoAKDM+Kw/Kg8wr0gc1NU%20FvPyd5wPgKQ8IEmetb7nJ6m1JTSpw58mdUmp/k1FKAeDWgTWhK5i1U53LzCBek52u6+dAAUFWKVf%20HnAFFOYHZ5icUwSKkKgaRuAA6lkBNnc5Tu70cCoRsMAnoeYAYU0MRg3U3wFKNpALrIAGndMcCrzn%20lwiAhFHVatoHTDSFJqTAR+REKIl6GZELGOABc6zjBT4IyBYVD1ranJ0mwzI3BRxgBSHcE7PAtzaQ%209EwvpGSZH6egg4S2dEMuvfPhuwYmxAS1c2IMuujLUDrO7aigBSFUz/hUhhaBasuotBvcCgighUYZ%2006VPNf9MG9840xxMIAdBDCWl+EipSKYQqjR6AA0+pp6xRfOp3xxa/ZD6VbbWRWkN+B1XcjdSaGUV%20RB8oZlsP8oIWnCCDMViBWcnpgBj0KHzbpKYN9VqWB3BgAwig61gKgJVhLZQiBaiBqihrsedQCkaK%20XSxBrlZI7Okzsmvk0QkK0gMTHaELFA2tQApgIQgNsywSSIACGGDTOXESOULkV9HsKkO62S1bsztt%20bBUwua5xzgWm3WUuDeIyb5XRpQ8oQHINUgEMxLEDFZiAdiXCpVcBawECEC9NiPMEVSlss5saAAUE%20QAEKwMQgCKgv0zyQgAEYMCJbDU8//enPnSr3IA9YQQz/Lliy5qkRreGESCRvCVUDIAC2olqTAyC7%20XApktiHCEYgBAvA9UkHHAx4IQQZWooACzHfESYvYZQEQXAkBoEpTaYDCdKygggQAAMRRk0A2MFMb%20I+dDD8CRfpxq4KwcgHr4dIFI9+cAEzx3IrX8jvwsUqgtwxZIwOtKmMVcGwTQZsxndhMFVNyagTyg%20AgCwwAQ+mZOGeCADJKEtAIQlAJkgiACzVVgGEkDJDVk2IgXY1UC8dIO0IKCOBClAUxQgggwMSFS/%20kYAFtIvADwlYPgBlMlr4CtKRBXYglRPc30wgzndV4QhuodYUmAASqFWYAQjgAAdwvWtdc4ABS7h1%20r3nN/+th7qa2LOaXAQaQAQf4RiAeiFAALMAlMIyowwSq0lMUcINMs/o45pzIBzLt0AJUQAIGAN5Y%20KqQ4f22HAxmAY1TCBwLemuVDHygPZJiaxVCrxQEPKORC+KSnHeTQYuZqMEVIMlD6XMHLLXrOAny9%20AJxQfAEUr9UCGGDxjeOk4xenTUFO/GaXSLsCVTXADSrQkAZY4AP1LQiuTnPjJ4zgzZpW6AAe4MaI%20eImmCJpATCGCAXUShABFL0AODhCCCaggaha4MUSE2Wn8DAZn/bbLC1CAShGyzFxVLEtXp4CkI6R3%20WGJBu0AaoHESaByuAtlO2gdigATwXAEW2MkEBmBHEP88R50eOJgAaCyQAQwA2y+xgOEX4HISWeXt%20EkE0cRJE5MdPBNG2tVLRDWCBEPBEYhiIOli7Um/pfICpgikPv7HeF4Dvaaxgh9YD5HLQtBTBpIPB%20wsMntoHdbrzMFDGAgkrnY938JgEA6MDlIyAwEfjLJQio0hMMj4EnKKAChhdBBeCtUA9RJMxg9oq3%20CUKBohNkAL9hMZQ2YIH2oDP0bd7ATi7e6fiYlAtFEP/qJYJMkCULkdBSNUIri6m5kSkQQN05gItT%20wPhLr5xIkAmYCURDkIEJgbtTGAzQtAjAAKA7iwEQAAXwMQJokAnYvl6JsQ+htPfrlwh5tgyQI3lb%20Lgv/IKKI8K/wKIL4ucEbXDL9Y6zMARlm6pGEA5LJSQyzg4ipQb2P0D1o+bewcACtMMIHgL4A6ICB%20aIAAQAADWAC40rAFaLbtgD4NmY3lCoARuQEEQID/GJ0POS8j7IsCgMGC2IBPEYhMWy5T6ZcJqML/%20Gi4ePJwDOIETqMIzGivoApKO4RM3PIiX8QK9UEI/1CXf2hAMYZoOiDF9YRg9qxcAqC9OtJoahMT9%20eQCnGwgnGysT2KcWySe/6IEuyMEcDEVNghihaw4EGBBIo8OX+7EZBEHiMDyr6cNYFMWfSgwTWAFF%20VAuA24FVE0Zh7BBa1KHaaEaEQrAqUybBYg5zQcZpnGQrQ9OkZuNGauQ/Dfq/5ngB9RDCcFw9cBun%20YFTH/dE6fEIBbKSYwqK9d9Q/wxknacRHhJKC2+EcfWIMZYyBJezHlnI8u5PFg0woByA4kElFf0OW%20FNhGhkyo84JGUSQ9i/xGPSnGiCyLb3IB2ONIJpNEXeLHkiSnD/iooGoBZHyAZEojlQy1NiSnCABF%20mtSkCMCakKLHA+ORgtTJUP87SU3CqaFEKK4AqR75yYFwAOw4gaZESqiaRXICsKkcpzOyHoGECITD%20SoR4gFNJiQCQCgNgADfkAMzrraVBKHf8Sv1xAEL8GkN8F3sMkXe8liSKAASRGAQospZ7L4mwAApA%20F33cpat8y6zsq69BxZ07ozPaAaHExx4QgrnhAeADAZ2IGgqYgJykiPKClt4JzExyy8TUoXoKmZI5%20ARcImYoMNSHogYGATe+7PsKkCQGAgJmIAAKojQDYAgiAI+7qrqghugUogeBaAIPhzZdAgApQQenw%20xkzqLNN8qqfkunMJxQigzO2Eze6kzB+AzR/wgR7gzvIUgvbYvA2ggIaACQH/iEBmIwEAAAEBsA2D%204S6ayAAQqIA4qxK/NBhOFIp0Gs3oKMqFpE6oeoCQCZl71L8P6IEggNAIldAJpdAK/YGHUAkPGABh%20kQCWmInNe447U4AOiEAImIADcLSHaAAQqJLEk60J0AHnfBj0skrPPNDDBCkfNDj964Ef8NEfBdIf%20DYIfAIIgNVLxvIgLcMEAIAADGAGkiMBpm5CB4EztywARSAAaE4AA+ACcEwgICAAMUMtyihiFJM0b%20RdBCGhpuTLs2VQDudBI3fcK7fJIGMAAJYFIFcE/g0DRnA8EKcBgDCC8PHAgMoAAHsIA1cU4xfZgT%20PMzSRFMdioC/2dHJvMw3/+WBAzyI/oCrTGOpAmGxBSETgSA/B1CJK+WJBRAxAJgJgSkAAxCAqBgB%20GyXQ7hunBIrU6pSBkuyBTB2IXtXUgniACZAKAgivw5sjvxOIDpC8N6tAAkCQErAAfnEzCEGA7INU%20v4jONUqcXP2q/AvF9XmXYBWtKKGJt2uAyImSC6AsAzgx7HKSd7XTqMGJ5ciupGFLnqJVb+XXflUL%20w0TJffXXgSVYiXC8tizYhFVY5LBVlMTVhYXYiBWIAj1TibVYhbXJcerWi+XYgaVYNbKojhXZXK3K%20fRTYkUVZnWRH94C2dPIhDxgBELAAQXMSDpDZX5yIbE3ZncXHbW2Od+MuCy4AAf+BVlcBTR9zlSKT%20CE7j2aadymfcEAeoANtUADwkCAnA2YFw0ZcIupx12q/V/0mAlQ7bwC4PkAq7i4AKQAAtedE93Lw+%20nDqwlVuLTEj3YIDrS5DB41PayoGzoDOt1duD2Mi5JdxmxMhJVJBXhQ3egrY0NACoeI4c+BG1PbA4%20kqOTLdzM7bePPQ7YoKwBKD+DAAEGaAANkJgKCFzZOjGc0NzWFcaMDQ/b2EMFeAL0W66VyYA07Fr1%20Ckaddd3ffSrObQxRuUVEHTy/XA5bgavBrJdjLRzghV6sK1n3gA39zAAM4JLZyi4LSKf9vDG/TCel%20/S/Mjd7yRaiVDY8CSAAMGIDt+C6s2A0MeJoCcBVehAgHeFjz1d9uVI4a3d///SqoJafBBeACJk2d%20818DVmXgXTpYfV3gBybNht1J34XgCgYW4Z0y8rXgDTYvGt1HCubgEDbBjIRLDRbhE2YTRw1YFGZh%20dEFfTSLgFpZhNuxfk53hG94kCTZQHObhQkPgD+7hIA6Put2lkBXiI26Mw7VhJGZiw//A4P2J4SaW%20YoZ1zaJBzCnGYop4Yv0B4Sxm4unVJZz04jHW4nwt4i4m4yD22R0CxzR2Y4MQ4F06yjem49744cMc%200zrO4gYepyjW4yZW4sM04T/m4S3eHTQmZBSGXZRE5EQWYUM2DCKRupEiCapoZEfmYDDmjrCcQMwz%20AAjwszYbAAQJiivLX0ye4heODgRoigDwlPcCLzAY5eCC1gAYDgxIoktG5Qpe48a4AFYtGF58t7cD%203eWStN4AgIy84l0+4jjmDmgjUQKwXzNRtAlYChcUiA8AgWk2CF1m5gUW2+gIAO7KgKqSABlZ34HQ%20Xp7YDjd7zq4wgAtogLOMo4Y6AMv/xed81ud95ud+5ueGaqh4rueBFuiCDuiDJmiENuiEZmiBhiN/%20huiIlmh/VuiKbmiLXuiMxuiK7oCNvuiP1miQtuiysVgi5g6/xICGqInBK+ZlhZIFGNpCTV0W24kN%20cKwNOLEF6DwPwOme5umf9umgBuqhFuqiHuqcLsOcxumfpriljr8TW+qdgGqc+Gmepriqlmqmruqn%20/ulaIeqvNuqwBuuxNmoP8OqmhuqrjmqnpmqnVmulnmq0tuqpxomltupawWm55uq1juutfuu67mu3%20puusNusBJdhA5o6ckBgKsF0CKJO2tY32EApulkOkSUmLeVWk8QBwbZFBPjLPpk5IeK4LL/lc23U0%20J0EAEHCADsiQEMO73wFt93BXpGEz4api6VhmYJltiV1k7kinJ4w0IuKS4Eu2DPjAu8OAf9vPT0Qa%20AzBsSvEAEn6TkEup2A4PA6hAiRXtumi5BPlFLzEOv4SQ5bgBydNMry2a3WaZ2i6i24bO5s7jgf/V%20ZO7oAFvmFRGzV1s+mrAMgMq7X6mcEwcIo6LpAPeODgNvjn+zbADnV1WmTjPVXAjH4V7+5gqnFGe2%208AyvrDvW8A73Ez728BCfEcTWpMfy4w+5gFNRnIkbFg5wk8ZagOd2jwLANaapMA6QbqPhgPkjiBC4%20NYO0C+d+F13zLxpHAAZ/y+2GGmhFkPWklM1LkARoiAiggLylFL+EDpWoqTexlQk0sZmKQxJ5AE9p%208vbwMQRZOYgDAfQb8wS5MZ6YQBlPzN5WIy+BLL885YoSmAbQMGDGck6O7/A4EA1JgAxIV4EZcBJB%20tADgCu79t+t1gBW1XRDxS9qodBabMQfwkuf/PHBoI5hNDIEHGGWHygAICJNK81clRxoJQD8JqABy%20le1EI7xPYt+CyS0gUYkBAIEREZUZpJUZ2Q2nRIBIN/RnI1Zgf+yqrRJpGwgC8NIZv5VaF4hp1doA%20SLE9tJUcn8r53iFqX0HOPg5TJQjQs76oO7ohdM4IaG2meLu0nWnuQN3hmLF+udIQO28SaVzhqACX%20oIBbVAAOsABtp5hO/cVhXROsbU51tgDrplszzqQKkBWBWLxEp5Sj+zcZHAhpA3e/eAIIUAAVKA4F%20sA3KkgCqBREMvD6oGBBpcxIRsIA83xAy//QR8PcV9W/3wC175xWg0Phsprd+pfDDEZWoczQJ/2+R%20AXi0B9jmjJ/0DYGKAkgcCBT53VUACIh4EHGzaTN2EgUBerp3ECn0GGflBMr5FpzdDxmBX2SKNYmv%20c7d3Of9KDFejks/4EswmCBhOgZDRWTf66JD5BKEAbdaQLn136aB5glh4OHSSFfVmikBUc/+kAUh2%20R7v58MBafLl3hE9z4Agyfg3nHRKAoru+J0fdgpCAZLdaElk7nPBLKlSAY460QG8OZ3eSSFuKzgeD%20DCBFrF+YgTg/CdF6Akl2EEl7rf1FQd2ASIPfem9wCmiAvtedHJOA5Ah5P8GADIi/i5OKG5ixBXhl%20WmptEAQAMFi8ZweRmhiBi7OA37h+Xfv0Fv/xsQBggPjHzwrgAGg98eOQgOOusVMBCAwTHiiokGEB%20AgAEFDBs6PAhxIgSJ1KsaPEixowaFSwQYGAjyJAiFXiYAADAgpEqHXo46RKABIYJAUy4sfJmgQke%20GD4gcLJCh5siC1g4KUEEQwMQjEYQCvIDBZcBGjYoCmCqU40SKDgMcNLCRwUdMJwc8CEr2rRqVzKg%20EHYt3IoPPhCMi9GBgQgPDDx40JShgw8O7Gas2/CBg8GE5Rpu2OHv4ol6GysQEUFx5Id6HzrY7LBv%205tCiVXakPPo0aolIU7Nu7fo17Nip276Vbfs27ty6d/PurXGBW9/ChxMvbvw4cogMEtRO7vwQOfTo%200qdfXDCgOfXs2rdz7/8+26P38OLHky9ffYBp8+rXs29PvG0D9/Ln06+fuiN2+/r38+9/kbZ/AQo4%20IH+lEXggggmOB6CCDTr4IHLA5QchhRVayNpyE164IYcdomWdhh6KOCKJFTEAXokpqrhiQ9alx+JN%20oME4o3nwrUbjTQlMgACOPYaHn48rGZDBQkFq9KKRsjGYZGEGFFDAAgU4mZdsBXiA5HQG7PSQk31Z%20UEGIED2wAZZMZmWgmRg9YNVLFsg2JABhjvZAAWglhNVhFQDgQUIpaWTABEWmGdeSg1akZwYWJJoB%20V7KBAECdsRlQAZ5CkRXUQ2QtwFdIA0BqKFwSgipXUfFxGcCTBATQmAf/YATgZ0MIBIDqYQEQAAYC%20mM0aAAcRtRpAAxlkEFYBqm7JEhhWqtqUsUkFsAFDHgRwLAK3mqrAA7v2SlJREiyQ7QIeELClrWBc%20cKMB5WLGUAEwNZQuAgZIsCdHfl5w66u13grrBgqNqlaG/0qm55WB1dVSoj+FxYBJJ0EQllcu8RiB%20ni4lgG1ULj3ckANQPApABTlMUOcCDQPQaEM+CfsTm72GAICbCiRUAUOennSQAvK+dLFPX7VLk0IR%20zOszQxtk4BKYDoEBAI8KVPWTSQtEcNJeR7u00AMVn1TkkBmUKfBv14EdUdYnmZxSvwBsIEIC/iJs%20gAMCXKUABwBgIIIB/yd90IC3MmeQA50w11zCW2syrYBXGXTwwAQxkxUpQyo30EEOAAyA+MkKtIsB%20Q3VfzoC/edO8gN0KOCCBBB+1zSOcTfvUa0sxAQpAAw54dTlPUW057+Wk7+mA4B5I0EBPIGMe0wOo%2028CQsHKO/R+Kz3NM1ksokVR6zoL7hFUHE+SggKfbFoAAQQ0kMPRAeQMAgQCwMtSA4AwV9QDpFqBe%20lKCYN6pnfLFrjj3oBKCAeVVgKycxwMtgkoAQNKQGh+veQORnN9TRxAGku5wIHFAUyBVlJxHIwATC%20spQr0YQgOkhAxUZHEwks0CGakt5KXATDwxTlBh+4zMHchS3BecpPDuEAwQREMC/3ceQkAmjABDIw%20mAWUwCUZgFxLaIatCoSQdBmogAUwIIGmMcQrRSrKR9o1gv9xroiXm9eX7Dc8mVEPZoOJCusmAIKz%20GA6LFWDfB7bXEDDu8VMGyIHXGCI3EropIURqlxQD0EYLKOaFMxQJfB7JED1BriEtidnmMMc14/mk%20aR0pQFRS8gEQfmRKCJhXTJIirKasKYQtwZ24rqXJSX6qXTFpV8wSIsC2+alaBJHS+MiykE4qQAUg%20PMAkQ9hFHpGuUSJoXkPIsiX+MURTD6jgBv9XAaQAEwF6wgrBJBn/EiA90nAWAEGiQECzliikAHqK%20I0rcCQDYASADHvhZB3wyvKjMEZd5iUqlhFmAeXntAFH7WW188gQFROBR/StdB+oZrkf1DmTpKh3p%20gPIAsjBAAT65DvwscBaPrs8AcsPa0RBQgLZVqoeRg0kDekbID5AFVXriHOkwEAEDOBKa4txIoaT3%20Aa29JHAVaKLlDlaxDHCxJCcBwU46UDEM6CklMzkJBSCTs6mapE4eWGolMYe7o+0kkyStp9xSGYCG%206RRbEdsau46WAfhNAJmmc+BJnlCXBrQxAOu6E0+GZhCUTA0ATrOaBMBYPKkwpAOJWtdPqyOAr4Gq%20AQ3wwGUzqwAd/1iOJLJUwAes1JwOeCAEI8VWCHZCp7o46Z4RccCTclaAkT7AAx64kWOk9L7ZgtYD%20b7ksUkLwltY+5EkhqKSW4hNbh1gprCRxLZd0yJDUyrYyITAVcSNwJXbd8y2kq1Rk/xOc8D6kX6mE%200byct5GofJa8FBGVey05AdzBKAQ7SssDMkDf+JqIOfxtyGlnhNusDPi/EgGRgROsYOipd8EOJq8M%20HyxhB9towhY2MDkvrGHyBnXDHp5hR7T64RE/bwEEQAADOICABbyqxSiWFQNgLOMAxJjGM64xjm+s%20YxvzOMc93rGPgwzkIf+4yEI2MpGPnOIVB4DJLI4xlF8c5SlLuUjKVL4yi7PcYi1zectefrKWGRBm%20K5P5ymU+85WXMGU1S5nNYm7xm8EM5zDTec5eVnKS84zkPeOZz3ruM6D/LGg/G3nLKGZxQAAAOw==" height="313" width="517" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 8.&nbsp; </span><span class="textfig">Behavior of pH of biols obtained from the effluents of the four biodigesters evaluated.</span></div>
        <p>Observing the behavior of the pH of the biols in the six (6) sampling dates shown in <span class="tooltip"><a href="#f11">Figure 8</a></span>,
          the following can be analyzed: Santa Bárbara showed values in the range
          from neutral to strongly alkaline, Meseta was in the range from neutral
          to slightly alkaline, while Saucita and Mirador biols presented 
          slightly alkaline pH at all sampling times. It is important to highlight
          the variability of the pH in the biols obtained from Santa Bárbara 
          farm, since the values indicate a strong decrease from 8.75 to 6.75 in 
          75 days, ending at 7.49.</p>
        <p>Based on the previous values, the pH 
          averages were determined for the biols generated by the biodigesters of 
          each property, obtaining that they are liquid fertilizers of a slightly 
          alkaline type.</p>
        <p> <span class="tooltip"><a href="#f12">Figure 9</a></span> shows average values of electrical conductivity and pH of the biols sampled in each farm. </p>
        <div id="f12" class="fig">
          <div class="zoom">
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              <image transform="matrix(1.2438 0 0 1.2438 0 0)" 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a7FGROCm%20OzcENLA3NejVjxSmkvu4eLwkM5sWQA8lMMazAA2HifCHjp2YifJHAfxQjtEHUqRWVS/ZQvDFbe6g%20f5l2RvMFbpC1f27llFjzVLxGY2MhAezQFPigABlTAbUBAAMxMgpAgVCRceJYgiNnLdeWUFj1YYp0%20SGxFRgrld4aiU9gzOX8TRWW1l11kjOIzLV3UbbzDKz11mOboiQPAk4wZhEFYD+qwDw+ghDfGPFik%20Q6B3MQGTQ21ZMFH4gqWXkiR2UGuUl5VUU95FbKMkholzHF2BMrSWmv+TlGDXpTnll1tL9z0S0JcJ%20pD/zdlagVmIlFVyyVlwzoyWKNnPjI3MRJiYlVYo6OYRG+ImNyX5GSJkAwEUsiX/5eGFCNFf215T5%20tDNWl18ECJ2MeIgtyQ6odEyAtitHlJVJZEoLZUD5pltqtDv004xXxi23RjmPRZovqGSJpmIGBYKj%20g5tnZkUXQyXOmFdCNXL0IBvxl44/uX7VOQAIwAVDWYJYRjfsklRaMzgpOZBupivrJDGGOHvp+Ujl%205ERaMj9pJV5oyR1R9RkZ51E5iJkUBDfIlJSJRYmoOaI7VFrmU5tCY2GkQ1mX5lv1Bl8D13wPxUsR%20Zjl4FTiV2Invh53/miiEmyiZEEBqYYV81YhdybKcdXZdQEowZIMsTQdzxtJycmYoegOlkcZCTHOL%20nzFVl0M5ZMZOQhQ6nRRvhgSi+7iX/7Izcoqmj4djS/VltzVlAApZErCFmqNmhGglssF+7fh+6LgP%20Pamh76hbwGlU9iZRNahT4NNkK4htqZifsTiASdeMNKRRd9aaSbQOB4CTDERr43ap46I0SuUzjNVq%20lups7wN1mdY0VmelSElpCMhUheNcTGeAmqVcZDOdmAiqoMp+kal+8wcAP2NyQjOlM2Mof8ZzJ+hf%20sOQ8/4KAf3lzPepVB8aPucJM+MSnnmFj7rBOTapWcFZXQTpF15Oi/7LjOhGqgPBTP6xFSVSqSQCa%20VYYKknjTWCdKo6MzQ5LDqaKqoUJ4Kp2Ijpo4mQwAqxEUPf8HP5i6WQo1PnNnZke5WEpWqQIqb3V2%20jFwoLAcJGhnXbRZmSZmzj91TXqn4UIxWrleyLfcYP8bVaQiYTG9lrofakvVUQNjmqshEO7c5NNtq%20iZuofmF7nT2pD/vAHLY0YRCjNUxKaUEzQxREVEt5tWylaI1YNUYTM97HitAycu7ArzX2XioIOphV%20Z66Wl6ZjVE3pLd0SeM35RVsFYO9DMz2aSS8XZXnnZF2oVBNzMAIrGzzprSFbstdpsp/XRCEKj9BG%20LnZ3jVfEd9/jlv/KiT+QSo22qlGoZzka45qBW5UaFrGFFzThKZWpJqVYZoMbN6VWamHklLecJi2/%20izNPOqLX6p5E9YirwzdPdKfM1XBg+n7dOoSS+aXz16saBr18JnVqQlJ4y3MJljcw86ZRyY+Pe7Uz%202WW0VkSiNB+95hk/OzvaKGaf44In1jkTY2Rqkj0guJcnKFlLhDfiAGZfOKyACEAw9KA51FDwNI+n%20+kiFK3kN97GbCIQXKn/u+AABFanDKmYlxYL56MKBWU6jBlTUkqD+WVQ4vFTjBlK8kz68uxa7BocU%20eKNxx2r4q1zPGlfAepPlt6xy6pnOVEb1pKVrKk/456gALHtX7Hj/9KQ72Ac0t/Q0lZh+PSm2o+t+%20ZiuRmDVD5Si9uEmLs0M1+CdMelOcLklbc5WYxuk0R9MZ9ImQw8EaDLc4tjEb5MEaFVds7yU+Akh3%206RUsZ8a9kjTAQ3tITPZ4QpWXNrg5K2iNRnpuZcRbUTQ9WpaYu1NSVOyD4eqTo9qYJBwqANlKflc0%20Kia3g4mix8mERnpRNtpk0vVhgUow61Q98zkfB7eVY0cePkKWS2J2pcJ2XOAODSkVjUMPtfhADAZN%20ehk4V8O6VCecrYMO0IO+S9nCrcRgz7U1yoZl4YmU+SU0NlktG9lADmQ0EGfG57h+4bp+mDiuPTTH%20yQmk+HlLZ8Zi/6rYWx+HQ/ynpFH5uz3jYU12QUhkFhyoD+TxDvZwowHSHASCgRxSxLgriU1FSZ7Z%20hIUDXvwXOMtCrFMiwJkZqH55dyzDsMxDTDglV5gjzFmGw6JWTp2aoUQYf5A5mWNqN9+mwWZEhcVC%20g4IGcO4iZ4TaSHdqg3jzhEmHLIQsHzlaFn/kHqmhDuLgFPQgPOrQAO0BDwcybIqzDnKHx5H2Vg5r%20QeUYQW+db1TaYVcUpPuFgHfaYMtrr3racqa3aPXVfa5EaO17QeeHoV8qtkUotuXLQxOExBAqWZdb%20eB8ZQERjWbzkZ8e6S3dpc9WbdMbqXBONi0yhDszRL0+BIcghdv8eDRUC8CTwEqnEYoKTyFBllDR5%20OD1eZso13UKUQzRXMkm7I5rX5aTehzABW9IzaG02TUZH89NHiI6Prc8mG4q4ik+iRzt/2mQ9FVHi%20KD5LzbYy6GS+DYP7aMDOGIZsQYbusSpJ8nuZcSTj0Rxw5xQSwKvNQzbExLSv6zLZvNlN7c7LZCas%20dNDXtUIkJcbhkj0yib/Xml/8Q0zuGkxcwg/TGX/v16XVGa7jyjRYunw+tDfo+pQCS3jXited5rza%20y7iudK+LRUxYyb9aKRZmKHYKQDwQ+JC5wQATCQH1QMSs8l4DXNMwmy2JBzG9qbkkhXLXVrPNV3qJ%20y3U6zCeru7X/3LNKm7NJ8CRb0/VJ3MkP8rCTJsyJnkq2JkuHuxx+BhNnhAO75t19ztNTWehkNWvn%200v1IDRahx+XDbNFcTSEew0cyTUEBY9oU9sAAfzuM5cRfEY18UPl0f9ZK3SxWZBOtxJ3TkgZ7BSZf%20EEzhpvgrluvgWgLh0j1Z9ryOkH3G6dilHVRyTUg6EtzlAM46/Z21ZDpR9vRAC+ZW7cSDXGJVnFUo%20xexPN94WDZDfWLEy//Mtz/ZEBDS/dH5IM3RbzuRhr/p3UkxZsEpX1j53NfWFClhv5nQ9drOY7ciY%20Qu2TjRkqTeJQB5WDBKV414hLsEVpIhWDWsqZK4q8rcM6++Pc/67DO/srH8e8GDu6t5NovxyJfHwD%20QbJeT4gGcsRuOSoXYH7jniHXkT7zoxBrYeJEavQlwCKG6hK/2Nc5sh7efvNHD8u9Q5hbX0kc4/fG%20vET2cg6ELUojnKZ2fyoqN4LixzZen+n8b0pKZVWEqUXbYDTo9Ld9sCq4eggF3Bvlj3kHg1ULwMnN%20Rt42jhdrjv3MfmhOspsIy601pdyMKwnOKxPzbma0d95GbREmUPS+9aFj25UD6KV0fANprgLolh+0%20kWzUm1Xk1yb3nu0ps1hyRbRUiob2aDNpWSV1Qz2UkoK2SHE813y04WD66tepfp0IisRaZMdJQUEK%20qLDYX6iGyv+uiq7VylhRKepLc+zx0b8K7zgHU9LsMs4fFfZJ9ciCj0u9VUapCV1mFbks7FF03ydl%201tQipo1MJMsBlqRYdn6PPbpGSMLueLJXgg75uFvTAt28w4ToVEuoyu/gfm54zTzntvE+NC3qtbu7%20+nkaO1Aq7WlC455dXDoAQU4cuXzi3OUTeLCgAHb52AlAODCfgIQQDU4U4M6gAAkCOUKkKG4hwYsi%20GU48WNEdRJIrBXwMOZFkxIwUHU6k6VFevXoDBqjTt++nz5/6Bgittw8CAAkZC7aUWbDpyolNF64U%2093HlwZriTDZ8urGpwHwFNdY0O7Hhw6YXITY0GXbrx4YC6AEMwJtX716+ff3+BRwY/7A9BYINH0bM%20d0GCl2HzndVIziJZsgJEPnycNSLCfFazYsUosWBZy1XjWnapcaVnhG+rQjzb9K1Fh6Vpe80oklxT%20dhJQisz6sSnrhyJV81sgVN2AnsuN9qynb/nPfQxeelwYUaBmzN216v7omCBo7CzDP5ybnW3p1bNN%20amxtVThICfcS38efn68CA38l/AewI/v0I3AxrTB6rSzRNDvJIOB+U+sqt6aajyOBdjupQao2wmil%20urIbaKOaCIIrPbpQciq318I7sKa2XCpLMpyQQwConnxqbiigjDqKAn7MOgmuqgiy6KCsKHxtLJxs%20cwtIz1Sc6LIEM0QNrc1sMokkIv83IucAAr8Ec7DC/GKghymmMLOHCMLMb7EDyCousoE+kpIsqj6S%20McPhaqpStZc0+tC2BCWDb73MapvKpEQXks201l677CXZPLswN8pgG0iCI498qYF9jFruU+eOGoBH%206eph4J72RpMUpNqijG82REtDTyKGvpvVpQqtqswd+eh8Kjs46VORTWONBac/vxZYB58ewEkAnwWO%20TawCxhBscjKagNSNQ4m+QivQJF1dK8KNgEMrRJBOBClQCnmL6rKNNvQwwts2fOs0LdUSYAEEmCPK%20p6CIUs4opejBM6q6hKQyWHHaslfRIoONab6OxJKMHZFW7EiudGObzNaOvKS2ZPz/CBNsAAESc2Ba%20vBJIYK8DFBhAArzMGaCCvwzck6r1IA6vW4z2nHQ0BgF9taHKjIsUxZtazQxD+ELc7CHs6nqRwdEk%2021hFqUHayiRgc4NPAE+HqidUtNGWrjqmJAVO6D+Bw3BPiuS76dKrbINPRsxgGg2rYWHFKdL29jRL%20swFNZtww/v56SYB9ZFsZMAHwkWNMAXpgYC+aKdAHAHz2EWGfyvmytlW4XLMJa5va9bjcmlaL6ytG%20M6ydRFY7ggnoVbXdWEiJ6pKTXssAb9XB2edlESZ/SSVqueZ4lF4ppohMKMrViNyQ65YapK1BIp18%20afU9dWcRcaVDvHPviuRrqHH5/wVD2a995FhFDv3lGCCwBAbogQPwgo8pUGAv+5jWBATQDwHuI2Z9%20MdDTVjU1fg2HapwJH7iCJRklxaUyvHIQqz44n/aABjO/cVWesgMbbWUkbDdBD6bAdp7wSOZsAtuR%20dEolHX2AqjovoZqs6AQypj1NQV8rW1s4CCWvja1RMaRa7WQFGvA8TQL8mF8W+5KsvyRAAV9UgAgU%208EDIAYAB9mAKBbhgQL0gwGbqWMAAYjYAAfYldaWx3WeChpV0FclFJwHS7TRlLgvpEUWuu1hIVkKS%20P2qkLd8Bn9I41sdJsopYL6oSvMTxvILpkEcAQ4r1PAMadhWSK65Sl3w49Leedf8lbK7JykNKlCBb%20uU5oRLIIsbS4S73Uzy8HOB1iGFAYcAjAAWzMixsBUI8GyBEAdORLR2BmqStRqoaHIlFXnBYcJcpm%20kfPBCREV9KgiQmRWr/rTHw/FEUZRrTLl+llpsjkWtKClMmbrpPRIpRyfhMo6WmHJrBAHOzi9JjLA%20ytXxBqoazcCnUe4E0aMg8xkHRYY3weTl/B7nlwTsz2WHYYADJGABCkxgAh/lxz4aAIDJMWCOZMQL%20OfCBjzGuC0hWSxxZGCS8uVTUoEPbI5a4lyGPwCVPhTRng4YkpVvZK2FDDN9N8QQc2rVndTfJyvOm%20p8OAPYc6PgraTF7XwZlwKEP/heNKQVu1SLOiiEJInVTrpHLWelJlJvnIKC99yZcBMKACDKhHYt5h%20DwGAQwEIOKleHkCBBOwDAApgQHJsBkHGZEpFXdvQo4T0N3DOTTJNpJDcQtjZqWHoN2fByXpAsjHK%20LGo95Kkia4PXGBV+qFcCkIdQhEIqHqWtVPqsDj2GR5ulDQs83nyPZedWuLyxqjZRXKJVEALCFVUG%20q7MS20OwmNcsctEv/QOAADqHGAXUEQAOqKMDCiO5HuiMpQHc2bVgssiCcEinuNza0/a1WVgFEX6d%20kRRlONWeb9HWMWKBCVXRcVa5TfQpUN1Ygc0nNtk0YAJD4epuQQWqo0CgMXlk/5d0FeoU2wGPvgV2%20mDnBQja67HQ0GuMMIeNqVQXdhbvz2+te+qoACvTgizDFjwTMmxgDHXQ4I4FV8gDqFdOo6AAw0o0R%20BRxXt/YOavNh6nRb9bXLorM27dnVDOsy2sdYxrQPOduNAOacUBmlbZ1DLorgUyh5Jqom5pNV02hF%203Ac1db5B8yYeR/hHQHPkxlncaF/utz/9hY5AL2kTY1hUF5K8i0gd5ArxuJXpKOVyYUDSndi2xyWH%20iExG3qrbifTYvdEAKWGfrh1XLlrljTwPKD4RisF+Cz2l8KOQV3LqQC/5GiHRMj22EtEooaYuE60q%20nucTkUsOLb8c6yVyQIT0jf95JkSq5lmtqaEon0Az0cOJzWi1UdHfyta1hxyAU5HDyMoaYxcAvBjL%20ftuM3AZn5nF9+SXJIRhRpnfr31bnAJi5E9KIJaeqlY9FcloicfN73Ebaap0MHVvervMe4Uxbft71%20uGFSlz32pQudninRwiESV7fYtVv0VeqHuv0asSpgAZGraV0oQMeXfI4fYmVwLl0yyO95LCzhYZWn%201JEjfnoVYEmhwGo7C6+xaqjVWMrsRoyKZIpGrKx4evhYsXOk4TDSQ/MIucmqnXbKBi19Zi4Sd2y6%205FdFJioZv82SIJSnvkVKAv2QA2MkQIHM3SMf/CidAiYAs304YB/2OIBMrNL/t3fBhCMSk+63ogae%20fomqVENBCq51tI8HrDVEHikUq8p2FpbQTWxipddl4ox0GRHkvk1zjKUCPWCRkIztxkq0X4zJjghM%207tB3VFKGGmKkO3XsYewSmsU1Y6t62UpLo906p1i1cwQsgB7gGMAEHABM8QqQARQQgQG50LnVffrK%20krRalfalxz42xcI7yvVQioKjUokyRaRBHIoiEtuqLwwqu3ihmPDhHaOaPkbijNzBvEviCBNhB7T7%20PWNZO71wgAkQgVXgnENbDHqYFNnqNJ9ZLcExKHOjmrUQOpO4JQ8CG45LGkibgHWAtAGAPHKgh/WT%20HAr4u32AI1ehILKxrAIM/xyJAafSqo2duLXlAK7f0iF1+KHPagtDIRQpOhQYO7U8y6kX4xUVCZor%20yTh1A4/iuRWpG47FuUAwATkyUQAgjKPjY4yKYKSp0B5YsiskcxGyMBeHmYsN2RO4wCQqKzB3OCmQ%20qAcHoA8p3AdwsId++CsFMLMsucMkozQRSZg58TMHxKcb6YlPKgo36z8KMLx5IY2E4DhbShE8Wx1c%20upMBnCs8WZThIbZNC0MrEYv0WEMMHJMumoLMGYCl0LZrmQnVegrWEDdOeSSI4RoEIZ64g6EPkwkZ%20ajinWbzIeTwB8LUE0Bl4cAAI6BwIcKytiUCKGyjfWI8iIprc6DzeUpvQA/+KpRsABICzBAPDV0mu%208Zg+zuiV6LsSdImVpjm1Y7zHEpoTewMzOtvFMAm+vhAAewCHeVBEEKwA2/CjRFqIctGXDRqSi/yw%20pwIcUns+SgukApMAB8JGc7gHCliMCdiHfug8dZiAivwstWAerLgT9zOfyigqoBKACgBC0cuRW9M1%20KfSR9wEoZWMYjoMYbzGeuJuLlGO1kkOQnmwV1onFVsoHNVzI/MhAvvA9bbNB18CMhprA21giudEU%20KgobyqMTi7msgYwULEMIEZQApfmPHVwHAFiMCkuABqANR4rBcBItIwKcS4NGGwo9HRFFz+uJH5qM%20DpqM8JkLvzGPEpKntwj/NAtaErUkl8sDw24irsbwjqroSjZUlr84AAqYAnsQgcnyn8mCLCB7LAoQ%20B7xwAAaATcUQvPDZkrVKJxhSDwozuTvDiOV7nbrAReyxt0AsCHpgpJCQB965jniDIp85JKcBKIrZ%20E4nJyYlIjun4RB5yQoDBtQd4G1njN7AQGTwCkVzCNE5BsCvxCOerF6UyxYTZF0Biz0qjiLA8zfv4%20Stz8FBF4gPECjAVYhcJ4QwXoAZhyvAGABwAASgYwnWW5FswQCKLRFco5DXhzh/ASQVlRITKTF8L8%20sk1hjSWCENYJGwsSDokBNtuAmFr5R3zT0OPKCk8hT6Lwqh6ajvCjgDdZ/whciZwaNQ8tsygwpAq7%20a70qszPnopvleVIXzLdumSGN2K4AxY+G5IuQoqk4BIzGsgDzs5nz0wsEYikBgAd8YCn3Qh1JKwjl%20jKGXSIDhyLmFUC/ZUK+bawm6ERbtQzBuwonac0rwwck+E7cQiwmtuylj+zDVcJgUK7t+qRGv2q1b%20y79QgQB3S5EpQ8z5+564qpIkcxieDKSKsDjnwpJWWagRYxh3sEAuFdBeXJY0mQJb7QtyAAAIsNV6%20QKNkshkEciZoartnSy0BiIApGAgK2IcJwAfhEgBnfcmZEYprZBBKKRoW7ZNZGy1STcB4+6yrvDYX%20DU0wpBPEnIu4jEwW4f9RUinPNQtFKexUlyuzdSlM0FwSX/kTOrOKsnSrozkNhqoUrNKNsVjBJNQj%20keBKWjWMNvQLCXiHCKBNMgnWZ0JQALgHZVKHZpqjvdwLO72Wb6m+fNCHHpiAeUiO8zKdlZgAmzmp%20yOrVqJsqfPHWJYIRP7IyWFQUCWiA//hZoAWQnyXa/8ilDuG3PfSWt+OVFyMN8AlPU+kh3wIlUGK/%2025ESR4Ukq6Kw8emW72GY+aOm2kkcFClVWsIeiSGRWXXYw/jKBUAvmFmHBfgowBgmvGAA8ErTlZoc%20Z1IHN7U29Bqjg5S+6aoABcIHdQCABHCjl6AAcGSA1pAcRcQg8igziMlZFQeJrpMQsBjBJwRIm30Q%203dHdBwQgXdFFAAU4OIEaGwe7wkuRDe2bxGlsgH+JjniEHngtuAeIvEaaId8YMBrKQos4yIzLEj3D%20TtriE4TVMuziuyr6oIZtW8D/8NK8mABG05/AEox3KAzQ6Qt4sLnAgqyT3E29CEFK7Qp68Bdj6h/G%20lQ0R6CsGYIcDOElJ/JbzuR0PSSrXARKb9bQFW4AJsJGlI2B5VIcDTpuk6BynfZ2SlUBOo0Wsg8aY%209MSA2a01CwoDWh2crBLO5ZSx45Or8BiEpS/m4t+H0akUgaUp8U+Z+y96m1631VVrk4D0+1keMwwK%20ECCTetaY8aLwmgD4ugd16AERiK95WxVbSYAJIIfk4Ad8UCCm6AGb6QF8qF8AEK4Hq8aBfK4quywa%20sgr7E5Ub0Scc8SoprMd8QAedoiDLxEedgpC5rDx84qq1CVIcgszKs6LAVJG+/9k7JPlC1sCNh0rX%20+fK7uKiVy+sggrw804zhw4BYvlAjvFCANUkMhKG3BKgjG8sLjNoLAwlbzeOHBOgBjpBQYBUAc5CA%20vLXQBjATHpvDcxM0ihEJTKshC7HEIg3g6diRtdE/XFsKjYQRuSw6twCWKywL1+EIGtkRoMingQEl%20CFAVoSOXFZmhfKE5F3QJQVSkjIDF11qSjiFNe+nf6syK8eFcugDQR/aLAeVLNOmBVRiyIPNkw4ig%202SgbRMGHwxu8wpAAfegICmBJY1Ijv4KVgl03Rr4qQ03WzbA99f2XHZKeT4qOXUMALnCVz9QUIbK3%20hFo9bFtSfOItDOMhO1aKyP9DOHma0ryRUZVOZhcRNeNApTbmDnwUw9tJkqxFlAchC3Z2nNT0D3NQ%20gPLNKAPhkE2bxuDQWHdgB3ywDLz4z052iwgboe/kljk9sIR+GL6M6JEuCifEVAhAGAZUkLY0Op4W%20JNfAm5CwNX2ADlKp4OqR5n+dT3D6Cnj5ntK4w4FSFwIklunDCiXBmiVSTj+imJnoEp8ODHfGCy8x%20NLGcG8ABt+GQpIPtMkmSJy+7TiT8HTkbZx0cCE/xPNAjGE+i1yyWTyqcN5kuQyAyrWZ06YagB0+p%206HgVvVE5CgZAGPmgs29RK2TsY/ZYHhY1kn/0t0WRyyvxVwxiqkhhWMUGjEj//uQgNhO9zasI0lrh%20wSBLWsc+EpHdqWrYgYnsOw8QcYcDaGvzJLi3BgoEGFKYY76lSg82ZhH6JuFcamtdY8yi9L8NVrFB%20ySOSw0nYRuS37J6lTb6UUzXrAh9xDqSPgG4xCQwI6AHOET85/BEZSaLgzNGosbI5I8vWMw9K4el1%20TBTr8hPkAEJQvBF+esfOWT0G+TMrnbd/JZ8Xmsx3reNc69E3exMZzAorLQ6HZqFGGdXlqUq7KTO7%20Y2NEnpUUmq3YTdFZiXC/qF69gAA1qoAFmNBhHDFHXR2pCwl6wAhcclU82nBKZB0Fp7IoQT2M8Jfn%20aMIN0+8eMbwN/aOLWY32/yCRZDsetgpnQLJUodS/t35r6xkX2yPnc8GXTBKUbla1CLkqGpePsgJA%20VUsfsbIXoq5yvHDnk4SAM0Gm6x5LJPHNAEH1VAeQ1pAI7HnS2xPDKvIOP+YUpRO93XrMz4vH4MqS%202XioqmzkrUESIQfDHR1tfYpCHcntg7OUBxEH12kfKZmLtzKiWGHedr2bJB2WrihYWT9mf+TVTucL%206e6LaJm2ItOWwt5AAgbC0F26BN6HtOHAlXPPbsNfQaIdrDIeULPUHAm4fuIhg1kKS3+1PpyTnqI5%20V2vaj4ha9da1Hso/pbiHtc4eR7cboIlPlNud+ZC54k7hUSrJSZU7qnvGhv+Q3ir/SpphgJVfeaAu%20asZwMOG4B3uYgARmd+Yg4LRZupN+iNmwlMxESOSxrtjS8KwKytvlKn2CDiksPcBhwY2OcbF6QTnD%20Uk1RzB7P3QsOXd0+kY6fTLwebr9TXqxV7Y6OCe8gVa2ck4uJESndeHH3HJfXiwE4E/zJH+vOqNRB%20ofp8CXPIv7cWPYBpG1I8iFkilq3zI1T8nrGTevBEAIr+PDLOelKUTNX76yVBJPEedpjzF03N3fKc%20Hv9ryhNDZ+3OaD/iZtsrCT4nx/6C4LT1Xcx3sYNHDbjfC3e2hzpagFH/i5/FiwUYar6gqcrxIk7/%20/QRg9sMxjw3UXf2zbQX/rjcV3FzP0DwWWqEAREHFZDP+83wcodcfJ3J8tLvXmsuf2UeANXbzXJse%20AtKC0+3ixXET0pcqdAgk2Rr3JLS+cU+E16YPAQh34gQIzEdOXMF87ARIYCggXz6GEekBqGjxIsaM%20Gjdy7OixIzgDHinsk7BgwLuPElbZA7AAwYB9Ai46mLCPgUuYA2ZqrJDgYT5xEclFZJfvnoJ96gbo%2007ePaT2mTgeoe7qPAgCjArQ2lHBwaFB3D8XRkyDuK8GtEcUSfehQXMMFEwbUU6ePKtWpA2LuHTCB%20wr2GQtUGDUrObWGGaPN1dSiA6OLDDQW87Pv07tKlT6NG3QcBgASFESeL/xb6tWhir4kRDjz4sGFb%20h0QHRgz7GLHDhmILa3UX0WFQAcIND2yo1ei9j8qXM2+e0Z4Cj+J6TKG+wGOCfVMcAGAQfd+6i+oS%20AJgggAH3fRU2Lkig8OFXoUIP1KSLF+/TpZj9UnAr9L1A8MknmWy1tSVQQUItpFtaAjTw1F5W3dVX%20VEvVddUBhxkk31kPFbTQe7V1qNtZjSFEkIIOPbhXhXzV01Rm+DFAjwAppmgYUGcNFmKNbu1WkEAg%20imPUVyAeRM5kXZUoHFpiDRSgjiG6A6RsphXnHJZZammRAiKpJIFyYKIHwADkMdBSRfeUBIA6J5E3%20AHcayfOTYXXOBoACc//pZx+LTNl111VZbZhYaaMJuNuQQe1YoI1iPfaSXX1F2NeeET4AQJ0n+nbW%20b40l6RhwjjkZ0WCHLaBUhRNmdldTTMX0WUNhiUhQcG0ZZxuJu9XoKEScjlWbUYMhhNpYRGXqm3DI%20kkpsqKHVaOiW0UrrEXQciaBAAgxoO0B0H73TEpzddVsRAmDW00CZAEQQp0UC4OOAAhUcwNVbHTpw%20mZ+T3lfhVc/KFupDCwUI7FgCGvQsbcBpdao+dll4n31W8cdPrCc6FlRjuYG44MFSCiUWyIM1gEDD%20rtoHY74XMsDPwY42tlaKFcPn0G5HwmzrswsNtqvBb713o1oKGjTojQv/FXlwQ9MqvTQAIXH0FAXV%20TWEBTh8xAI66+ADwDrsAlAtASekOoDVGDSVAZ2uaQoSUnnrhxerDE4gA2ltiBTtbr3anNltuaXl1%204mqVAdpXwyVTGhNgfCP7N1snSsDPVxXHN1tbrInGED+ndrbXUn0WnpdnAMiHLJFwCRfrrbMNJlis%20PAfH4KZiqTbQ3b7KWixEj8mXmK4Vd1os08FHW63w3uHJgAD7XGcRnO4gAIAI/SnPXgLzAoUbOwDY%20AxNmhRu+j6o33RYyRJJ1mNZgAapf5agBo3iYPBKXvFlMJUcVE/I0F+eWRPwXdJvkwjKgtfjnMA/q%203Oby07CowOgmZRmO/5B+576CMQhpustHQQhEorT8D1EiEgjfeLS79ynMfe+J1YJ4IrwVMqdLHjlP%20DybwF+WcCQDJ68FnAJAAkUigBz3gjgAm0AOsUO81QTuNAJLiMH1wxlWr6gxWXuef4MSOIU7yDc5g%20Uxu/XQ8imZvAqvbTOSfSJVBaAQunUsiO1s1GiwlDDW0cx5ADVOY+kXIVhCIVOqIECzYIcaNtrhi0%20QW3lV1pZDP+CBTKaFUxZtNuQrjJlm9sFyyDJYSEmP0I8jthjFT1AgNywBKaKLKBbDLnIKKnXoZgF%207B71Ad9+7DchqlyFYmk54WMmAyoMQpBRgsmgjRbSgHrcr2Ssoov3NP/DgHncaEQ7k5xZDia0IvHv%20YH1zEIToV7gxbqYqD5giigzEkA5hkDa7IQ7McvcpK+HyZSl0C5JqdCRnlco0b9FQ3z72LIpksp8b%20cVpHFEC2aSUNSz6hh6EMZZQD2ENP+uKLfjazDxHw44hSFI0ioxRHvj1GoajZYmXswhm75MdV90MA%20YHZTSV8x7pY5m1WCBOKpjgqnji1iIl8gZBnAHLJWwSkUk4ITLP395jijQQsKh7Ioo7BjWMAZDJES%20o8i+HfJEpjmKP7OKkU1upJM2maFWMeITWwpGQ0JxJfckxSeULQUBEGDZbyYZHwLmTnZuSao9l5Uz%20ynDve2qFaEy+Gc7/mf1si8vC5604OLPJBKghD7rpfjiHF5WdLn0xs2wH03dLDRrSQ/L0138O4rti%20MbIwtOnj6ZLFTh/VKJVYugc5FtAAAMBWAg1YQEFtqEKMOGgBPBHOCw8QUC9xJE8x7MHcwnqR9gRV%20Ir4SQEPzcj/8nIwpV7kHQ+52rNRuBaoKOVElg5YbjlYGQrOMVF34FKjJrBRXFh3qGRMmGMXI0VQw%20+dOkCtdEksJKOL0Zi8uSpRaHxLdY4J2VaNzrmsbY9X+UQyM83RtAX4mFHyo529lGWZN9TKAlHN7H%20TS5CAfJkRAIx8cxMGLCegHbtOeNSLpbas2B5JokfDoBJi6qi1hb9/+WBPw1hOI2STsSs7lfxbGxa%20TtW5bUplT5lBABdYltEjAydEwjLUsFJo18J8JXPZxAsCydiZSwnnV2U+swB8bLpwsiaevgOQkd83%20mqGgqM64ZKcc5eoWevFutxtRQAyFGB15TABM5Ch0mzKSAAjcIwEK4FYC9OEAcwygIvvgDvJOgrwE%20UABODiiTAAbgWowAtLhTm8IUqgZjl/xEi7gTjgEcii/7xAhQFKgozuobV189uG8HQRTO2qLkwkEo%20VeZtimdoZFjuHml0p3uwWQ2ltwE/ro5/gtH8nOgUePgkAQ0g59kYso6zVYCRrbulpqpkm/iKiG+t%206901qZjaypWVN/8DDpZylDgABEQneu0SgDrAsQB5zLYiDCAPBPaRgLlkxwCXbgCYOI2ubK0jAu9I%20wBDvBb0WX4SrGkkASvTRA1XD2CepNd3d6DOXCRlTMxHjD6YGsqSOFW1ZIPqslXMeHweBka3GlGx+%20METNDPatdRtM0M3CSaizAOBBm9nmMSfVGZtohwHBcXgPFHAqDk9hAfQYGIiIfljNpqY1R0/Rhxpk%20YXrYssJlNh2m6JUQf7mDnwGdi1+io4AXgw2M9Uhud8gjAu6MmE3XYYD4HKB4VUNATGAyDz74fhEX%20LkcCRFw1c2VHoNogRWIMxK/LI9QfiCNLRxMMjXwq1lLAXXDAJzJ6lTbxmJdWiTR0L9Ooroxa2hkj%20SndcDIo8dCJ1WoJ5p6AZgNcpo441OoCfFOgPz0w0WD8OrZ5sCQ4jabWzxIgAxPtQQJmTguLDKMAB%20FBwOtR+iHBGAkcNzw0elK6IACahj1GS6TuEpcB19MKDgFFCA/uHD5TGAmAiHTMD/CydJ3lZVhwWs%20QvxhXqv5SMxoj07phyxRSlVoi01sx/WcSkMwgAw13/t8Sjldjl1dlcgoxWT9XHq9iDJdhC1FBADQ%20SEMcwDxE0M3tSAS1RTl9hQGBzxi9DYu0Ci1dCgXghKl8lW8JQAWUhGIBRzy1zI6IAzsti2l8yv8s%20CQi1xzpMQP6YmAPc1mikmjwNCpKw00J8xKcNAAOoQ5wMwIiRRPKM2NlYxMEBAAVg2psgXgIswJlk%20WplwgQMwwHWIGj2YhwgMVEaU2kY4AIz0g5+Flcl11JOQFjgggAK5CHU1RT1MlHDcy2QMxD70gASY%20wz4AgDnoA2mk1iqOBRb2iJPI/8WfPFFe8AUeQYACRIC2/AQ50Mc7iEBNMQAF2EavrZS7DRixVMbm%20QEVeuFxnQEAQ+dZAYJwEZEcvMgCZAUthdReOuJoPVuJs2FWBIIquAIADqAN2uYMEeCEFPI4EcEEP%202APLFNkznc6W3AMDsOFMgENfIA8pfUYCRByYgAM9JEBU/EScgBwEzEMCkIM5zsT8wYM4JOCqZYnJ%20OZunUKAFdo5mGM5STMBnCICkscxhUNo+QNx13ItqEd2HMIgcZeQCuCAyxVIQ0hJ6KAADTMFPuMsE%20JAUFsMPz6UN0mBZvEND6JMhpDMSDlEzo8QXK0BIFrMNOEIRL4AShhQaomchaSP9JPt2ZhwwGdjET%20gRyAcAzETODSpT0EP8hDD3ABBLxDPkza/2WICUmGwCDEJWVS4S2NPXDc5BEXC9kYPvhZBXRNAvgl%20KSXA1zmGG9FDnnAOJ9qin0xI6KhkjywAF8iDqFlYdkTgItUTqYCMUi2SWFRAWrnc4GRbJxKRAnCB%20WyhAS4AcPigPPqgGTR3jVvrL9dzcsNFeLWoiFHlHhlTjeTzfrTUhe13O0sHHWvhObKSFo5XfAgQF%20PTSAAwymOpqDARRMdviXYczDeThA1oFPNA3VTBmEcPlTJG7JenacAjINScCECmWHF1ZETWTdRpjc%20QsiZadCHTtzPGE2XCwaKttD/jQDAQw/0wxRAYxdWz2EMDHCQxv88i6FMxorgS+glU0yMAxfkxAIM%20pwBgF7eIZz9cGjp8owAN1lUx1bMEyMjQmn1MV4xoRh4u4aeBRj9EQPaUUsAQysaYUMIIzEt9hQhE%20QASQoXAg3gT8BAOIHPTRAwVAY3AsgD2UBXpwQQTEULnJW4gISXpWJCYxokbgw09kSRDNBClaxHiU%20hzuAjVdMwJcuF51kzCOxDWTqEaXYT78oTy6ZhAM8wA/hA0uYhGYdRxpF2HGkxcLc110A6MlUSug8%20GgAECEMEigNEgA7JROql1tCohWukxr8Mm2QuEau0yj6QWVw05ESKTtKcm3ni/04aFcZRjVAvgoYq%20CkcCqIM5lsQprqNWMMB2CoAD/KQ+2MQ6zENFUIA8cpFTcVk+gGk/edwiToEclIn9ecSwGsDlgc1s%208al5uKmc/IQ9hYaxCIDKzaJv1o8T9csDNIC5Xk1FCAAFiEND7QMCWN1dDopglNP/3N5vnAoyjZGq%208MmFfMYAyGM+gOeDdEsCdKgD1AOdgZCVsZuR9AzDUIjUZZs6rCY9WFUG0VWzfQgk0SMBRQkHyUeo%20zY1YOGKmSoAwCqMUxQX0yVY6sWisOErRtCe0TgvldYQEdJ8cTAHytRDUWBgA8MNJGl550MMBfE27%20rAM+gMNO1hsVEgU/2AMQYv8bjC4RzPkXdEXgbdCIDeENgKWWrojX+iwEpOzFVHzZpNBo8rhrEp3E%20KsADt+RDwo2Hv4iIOgUM4CTK/hzEAQHWwKZKVEAZjSxSu13UxTzJ7/xNhZ4cW1BGoZXZjSZAuUDA%20XgBjg4jWEpblCRpK0DjSQ+TlzgaPtGIEQw5AD6zCBEzBBCzHAfTATEzA8niNufgWAsyE01qEBEgA%20mRZIO6FV1hJujDYMhggZI/XrYIkjL4Vigm1WCWJT/XDkCi6ZN1GGV9wDBZgD8CpeqznATorGr8nT%20k8RR9RlICsoSarKtZLkV3XAZp5xW33zsNEng5inuYCgANCbNqRzAOihc7Ar/QA/4FoLYE82MillF%20IVR5Klmc7gqJaUYwQA/sgzlUxAH0h3IkT/YUGvP8xLcqjwQ8j0a0Bz2ozm4+62OaDHpRl3UxGnHY%20lRu9xZ59F80QDYFhn6OEFDPuF9tyRi0NhzgswALwA9OSZUPQyN9KG3Oqm6JyGV+1SMpA5rriBNul%202QGQ5QFU1JlVFI0MVnywHjHuD4Mkj/kJQIapQz/ACTncBFWUmYG4l1OlG7GgHpfFKQQrTeou17Uu%20h3jW5wKExwLEEBFh3A8VUVyB0M7ci2U0mbpK1l/QJUwhzJFhVG3wkpPk8GIQ3cXmmKSAD5ih2Dgd%20hi3dUwmRLzi1zoa44lh4/5n7vjK6RspdGKdxcgEtP58tP9/8QVBi4E1T0Vz1HYZD9OHK4oTLKgBZ%20LgAEcAEKvR2aPfOZMa8EPqvsLpfo6VB42NC2rlrPYhIRV4SjVYQ83K5LkLNY/QSLfhBZNFSkcK2q%20wM11JZaunC0PDkgc1a8hFVlEQEr3IFufeM51iSZL1XO0CYtqLITNouAJWwyhgQ5EYZvEKEU/GIAC%20XMve7Z1FXzRGi9oxKs4UvWoVPU6ZMRdPBEdFeG4fVkB7LIBKpzRL92Ef4lZHpRBSKcenbQt3JIVK%20w0mBukTsQuses9DvZglzFcbHEsQ9mKKA9knojZluQfMzYxc54c4i7Ss+bf+Ia1zoQ5XU24rymeEI%207RDZg54vhY5QJlNJRLwojN6PTH4y8pEpPsD12cQ1XJNpAryDPOyPkWFh+oAdabkTCamGWGiuthQ2%20A8CDYSd2PgpGPb7HYXxE9JApBczNIBpcRXfLCOusP0lwHmfEJKIFFTqGEn1OrTVjnzyfMLqlMD4A%20Baj2Eaq2AxyAJcuco5COJMGTXPwmmA1s7fXv7/4ukvz2b6+RBGwKZCiUYjEYhFGGClaKw8ieSB3c%20dU73u1Q3dV8nAfpN+daJVlxMhFKi3vxH2ZpleAYyhiVAt533eTOAPNDKvYkIso4EtkSnOU5B4eSD%20PVRwPSBAD+xsUIPGp8n/EJyYs1YVNdr5DZ7sw4v8nDY1agaGBHREODhE+N5NOGweoc80cWgsyO78%20qFmsSIU0EdwwEF1kIAP0g2GzYWLrYj5Cn6J0DO90iCIbhmNNQKNW7+C0yOYkgHX3+HXjwzr0nwlN%20865cYZUISftg9VRj0AfaQ1xf92FOt5QnQD/ILcUMStp9xN6djQhQtvL4FvT0w8At3M52M0ZQwCpY%20gFKAWOuSXIGvA6caClF0HmreUTMCijocXFwf5tmIL5DzuF3vEE48m14LCbr1qFmGVPd0zqxl08FB%20LdSKb5/zufiKrwEwwD0gyFMdxhJfT5LkhKRUCmRO100cpo+/i6lTdwT8/1IOVyL16Yiy6NIzk+Uz%20V1R3VDqqU3eu8zk+ECCLoixirN9NUIA6zI09kNzzVcQIx3dFBvW7OKRF0EPkafYKkbQiBxkFFtMd%20dSStlbri9Xh1W/d0I09xG3k00VUuFQwvBd/JUCbQTdZSpPqpT3eqL9MqptC7vYVRGVAnhln1ApZN%209nmuzzuZEmI4xQewOSv6dKNiN3xiX9rA/7iuD6Id8xJGYc5HUMZKP+ufilhytbHRViRn85ZX9HFW%20mVzFIMtYOCYCPMxUkHgYlTqP07vEP7k93Br61Uqr/09vJLpDbTtOCWEGznzEg/t1XjpsAZUffUrl%20bMpDiGoe/bNJ4Y+8G/890VM8+lmMclpVn02GLIJYJ3qf2Cs4iG3sqRO8+Ioak+jzidwjRuQlHsPY%20f4NG606BA4IpSd8SvgOAw0W9ZLUv1X/7daK9oPdovraPSt1Vul+ou+/HgluIPvQD0fu4vI+7mSW+%20xd9lqLhose1LI+fRU1Q+4fffiEyza2wZgdTZUs4ovO92Vfg55Q8+roOcVxhY6udWZ/MsYGpEGwI6%20gWsVyiPVgCVR2+TH5ix6J+o52lu3oIsOqPqgbYwObVBnHQHWMoKetxv9kzM/TgrKOA0S+G+QLlkb%20J2YGV+uRdM975dO++7xM2VJiDicZqsTojhEseMS++sNDNOVGpkA7QAD/EDiQYEGDBxEmVLgwoT0F%20CxNQkDBRAEOLFwkuSCBAQL585ARI6CiO3AEHCAboG6Au5QCX+ljWgzlgH4MEDvA5uJkz506dOA0w%20EAAyJEd34vIJENexqLuO5ESSFLBg34B6K1OydBkTpsqqC37yxDkW386cQvOx4yjSo9p8SAU4ZRuX%20pMgG+9Tpm1m1ZUuZLPf1SyCWMGGdDBoo9QhSqgSSSaN+VHw06d2rLWNadbnV5b6xZj+T7flOngC1%20IjlCZoqRdWvXCsEZgChnlZ9V8F7Te02wwkZ2b5n+7nhPwYTNV/levcrSq82wPXlC16mAAYC0H8XJ%20jStSeFHhEsjl47cA/0FmlXrz6quat2pNn4NDG7bHZaT232/Dm8afnWnaqfsuu4ym47BCzrmeyEoQ%20n7NEOqqj3/gbqSi2InRqKpRWqkollvLKKyW+RAsRwZ4GmCs8CMnJTpzdWGzxIocWooABjRaQoDUJ%209plAqIEEUKcHBwSSAIEeEkBIo5GwE0lJk/gacDOtBqxHHfcUrLKn+ZCkKynJ4PrNraXgGq89rNqb%20abOt3FswPisdEAok/N7yLzKmKHOLI6oGzEzPvqQcIAHQykrwJgcWgGeBtRQTLp+joBrKP6co4+iu%20vl6iySvNAMNJLJ8MK4sBJUNCir+knHLR1FMJUkA2hRTgQh4JFiCntf8BIKCHgooEYoAC8ipSBxwH%201EGoN47Ci/A3cu6xx7j1rGJvJZWedY/TNaNTAAKligopxQmLesudj7BzirzNNiS3Q5UMHLQwTZ+j%207gBvmer2MS+TCgnOC7Uycy9Mm5t20+hw6qfBuLZcyk4VC07qxAuf7ZBZzqqSMqwq4eNpnQgSEy4/%20ePNB1WNTYWSVNtsGaG0fCe4paJ8GANhngZYrmsBGg46c8z6kAFAAJebMrFTDKQ/8CdBpGeBnUbo6%20ogwkRlEDDi4BLOvQqpmUQ2+lqwYDVEGxhIrrQW4jfVokkByDOmKfNdsKpuX8ZNOwBD7dVk5uj06K%20He6SgmvSiKHlEzP/mtjltNPDDl1KSan8w/XjxVuLbSEB/qwAH8UtkqAHCCaAgEeZW05sAt1OPujI%208Iqt9zd+lMVMr67y1IxKNQdH0J4HANCPYGznirMo0vkbNyUB2e7MJSmD3pRie6oDDtRtnToRXscs%20JIcqDruiXsPNALQpdgUTKPGpOMnmSDiEux1fnoc97JPM39VZ19/ovNeOLgp1Y9z+Fx9SSIABKnKZ%20NXKIRI8JVGAgCLDRPiogwIoggGUDoUdvzLERUdEFKkm5x0lcZya2XQUmrxPRBx+gO6S4hVEj/Bpl%20noYnvmgFSg+jiWBiN6KxCKUu3SKYqFSTreuYbWrq4ODfhDeT97hN/yf9KI1SokI3uFioQXCxC4Ci%20ZKZ9QIttntkam+DWAPw05Wszu98XWbWqhDCgOgCgQMkwIo596GYALxOI/xDgjpaB5HMEmUoDdEKs%20LUlIAvQwgHE4ox4CZaYmvaGYoPChAArcQ352K1ixJASpkACgAhgakCAvlRX1qKMfYHnP9oICgG8N%20xTQVEh+8ijVKcYwrPee6nocypD0RdQofn9IWF/WjlhTtUDjskMr0IEapM+llH/Dxl9A+Y8ts5S47%20YHQmQkI2xvw5AI0YQZ7OtgMAcKiDAWikQE3KSLONHG6XKQKJA5gloNZBy4cHet/EzmIUukQKXEhp%20VKQYRQ88MQdKbEnTU5rYRUt20VAxSNGdkupFT6WAZFLoOQ9WpjYTfWCNiLBbx4wU8xSkoNAj2nFi%20RypzNnY6aV9TCii1cHKT7oHnQWw5jdeeGdOB/zhOIQuYwgQmsAp8uEZGL4uIQCjwDlzdg4wJWUAF%20hjIq/QAndethnfDOBlCUEsZd9VHYW5biNdU4JTv1GtdyLsUzv9CkeIKKD3VEOcrmOZI/4MkbeLrK%20ML6MKSvPWg5ABye4AajFKRDCjunq4zVj/UcrAVrfZfJSj4kB6m3eQ01UtNMxmco0mgmRAAUgsNMW%20NcCNrTlSwVDIEQE4AJCWqt7f1AE0wbntLEYjSlHsuagRPuYxiJpU+rBCxdZV5U/cYxMD6GHCOsHF%20P8pzlIRu2zNNqs6HbTNeXjGKJKKQCilN46JjQpo2qf3lSV75YOwS8I7EXIe2dhMAPyYbU1UlhP8C%20FHCAF9ObkXUcgD9OIdW3+EFaiD5rovxtCZUqFjhBzQ4AI4ST3JaiOyRBSJ8IAGuUGmauegTtnWZR%205AFSQ1zv6O47BvMqSvr7YORckqwB3h6DsiUqRkGGH73cY18JG62/XaorxcTiSfEBjzlFz1v5SFl8%20wVjZggRlHz2oyq6ADIAjCVYy+EkWSpTTF0I2y4MChV1QtCQvdzSRHPTg8pZAokKrBZODgPHTiVMK%20FKEoDWmR0pJbwgMZJa9wv8zi54COmWfSLBQ8A8thcU1oUB7K5CVm3mAHdTKiY/YEo8W9j1vYUb8k%2024+mCuEsOjUH5GHB60FbOoA5jGNmDzWJkAz/kNxUE2QALtBDo1wNjkfA5uGlVLK7mumbeQAcOBn2%20hDr3YOvttMMWOJGEPxXAi+tmrNsSAwx2ALtJ3BSsvPBJQDX3sR0rm6UXrKTnOOpgbWgGgxj9TBCH%204pjHpO8n5IKwI0g6mfTomILdEV7QOOVKG9XQJEtnr+nZSa3X0cLGmOmCSgDnK1C5fsZO1aIZYF2j%2050vteUJxEFcc9LjLmIfXktPi+blWWimiivsm2jLPhG/hx8V7JtJmdUYficYxPHXivXw0bcukFA+6%207bdeaO4DABKQw8+LBOTPeslr9zlAU/+rtnKlC+aw+0wib+XI8UnSI12NUIQWYBy2CZK/HurX/7fF%20Mh96jBJUVzVcllLUPIY5S2rnytOEVWpWGcINVDcrFoSADVqvTY+YwaRetA65LhS/VC02xLn91D0Q%20zwBgAnK4Cc81vZG87RE49zBHk+h8qZ950F+AQl5wRVhP2Fpoq0W5S76gVFevrE0wcefJEK90LWyF%203IRR4d3R9JYcjUfx3ixZtJUwCuksPTajhZ+L2VBPqetNEXCuf/nrEQM+QdeJcoc/VaUNog8FKEAO%20JatAP5J8pO+MGyr8KM5+y5zbaOm7ousI5dg4xp/8KCntu1sllJ01YrBq5XVoHgw4gMutRKV0uEjB%20tCUp+A57zgSimguvmi40bIlCxqatjgu7AP8tzKCo6/pLeBqm2RBJULzHhvDuKM7N+jwm8QTCpuSg%20B/onf+Lrs+xpAJOCSTRj/35o84rn9awkKA5gl75EOBxkAvdISebsWc4EStKngyhM7iwGeTIsfMSB%20LaCQaWDLbEpqfUisuUxM8EbjiBztxWCryWKwMnbGajYot9jDASoqLBJAYGivXhrEBD9G5xAiCtGL%20kiZtWNJOqd6CHhRgTLitdUrt1H7Pwm6F4uyLW1LJdjSGPATpXKDlEV2H/aTD6RYEreCvvsYtXCLp%20a8jDQzJDndSmxB6wscquoEbPUUaO0/juMq4QXZpFTWCPYmxp2JxnkuQQVVAwF5VM8vrjNEj/Yh70%20K4igBBZj6fcC5cqK5iNQg6skg24iCS7wZKzwjTnWZx0ED6W6RjXKjtiSxijG0AptTYMMTQlNLM3m%20TtxqT6vGz6VSrDK4i8TQ5mr2gQvJ4j2Cb/KIq/B40VSwDyEUYADICEhcY0bsaAAmIOgkQB0moLMK%20QvwmT6N87Pw4o5Uesb8ArOMIIwHQKqtAxb74g7aOIhHZ4QB8x+3SicQc8MQSqTq4w/7AhVskIBEV%20RhzkIdQ0qVw2kDlqAhufD9y8p5zIq1jqD4f0w0ISkP/yRKKepRQpRubkDzi8pR9BxgUBcgp6ICvD%20CSMWQA7WgSBkZB32oSJ0ZZuMZB0QxaOc/wJ1MOSHfsgaU6vKtMYw0EJpxhAII87LJkSfoqquKCUm%20Fq6ifMJNBC1pwERhUKPTdmnQCs1SWAhTeGuqOAVuDkWrEmx8tuRYssz0zib9QlGTPAM0VmtTxI3J%207GkuqLJF6BAhKMAeWIQcGKAHHDJ0VobxYqb6UlCCuCqyKg7UgskIR6xfClE00EqebJHTlkf+8GUB%205yrjsGcJEeQc28TXSulbluJbUgQ1UAQdBtAm8aJ6NkTb6MoqKLHpSARUKLDH5IVOvGPtwvN36uxD%202GWxRGSlUqkmTacEU/M1djFIekAfuskqGeKCHOAdgk4gJoBlXEYAEKB/Gkgg7gEk/sRr5v9CkpIF%20kOwtCzUDAcpq13ZiHbDkKE4x9CBuCJUMxKSGX4pRtWbJSpCn50AKcTKKMnboFC8OwqDFhcYEGQWl%20NHNH+NrMwLIM5TJjmJwkU0aE2XpUAvghMamP2g5gP3fjHw1CAVZhAnpgAiiANSTgIdqIR2izND6H%20HgyIIMghJxSgMicwUmyEIvtSbQSkypitMKyF1SwERa7zhu5rw+QqJXQS2UZNloZzQQAQUXbpMRbT%20GaMyqz7R3tSJdQCDEk8sKFWEAOFFrfiIHjAQltzOSWqwfX5yWj6O/ijONKR0N/rTjDSLp3ogAqag%20TAVCHV6GgVqmYyYAN3vxKXTInEYLQ+D/Uv1YSFrYpEpo6DqKq0ZT40t80ArvLKzQcAA4lEfp8gBe%20qm4UYzHFED+eyNZogp9YRzl8T1Tjg9EaIMFA8oSQ5jCPJfcuqS85pK5CUyPjo3vGC1vDJx+i9FRb%20YzUPQgGmoD0EdCFWKQF6YEtTBABEYAACUiAeQFe2MiMSIMGsbmMO4I8qhdtgMaqg8+kSROzO1bh2%20Jy3QQXn2aFw2kFlWp7++zn32zR6i7pRUJNg20d9Ei5WMUaTelRR3rVM+zkGuw6+s6vYkJMaQkEDA%20qipuzBI/bvwgRC701TVSNQFwCgEmQARewwBsBB+2FAAYoDZrhybYTXTQkpcmryT1y9A0/+ldzdHK%20wM0eaiXipPA0M0oKzUtM+qnrWkdKAmMwdu23lIJNvSZbUEgoy0+F1IaFumJ1psRAv+uk6I5UkAYO%20Fyoih/KJCA05cjSQOgOelJQ0C2dupPC8npY1qHQg3ssgJMAB8rU1GuBAWWPJEgbvDuAP4ZN6zgMW%2028n5CpE6WA279jBvtKVLPgoBta4YL/ZvqMRxwS0nXlSSrhNuF5NbDOdE/UvbXHG7fI/hZgiuhtA0%20/Ewk460jxqMMOcMIAVE9sHF7hsiWQDI/IAS+RpchdpECLOBfKeAPsbKaWmN1W2NYQoUxEBMAUgei%20rIauOsi5rKzhDgBSEkyrGPivSsg/Gv9AfZxqu1RSMASsc2cofAHOKCML0iTDMs5D1OSR6bSX7srH%20dmSLGd9R+BqguYRHJnqGkPhN7ggnWZnio3A1fvtVjA5CAvohRybgK4TON0ovTrSpPMQz44pWPWxi%20NCmmOAfG9kD23yQEARGAnbQNdwukxNTFSqIDAGG0O+olPxZVKqVxZyAMec23QwMvBO+Dw4D3uq6Y%20sEbKrrjVQxq3YqAvMShkJG2Hh/HnaYdOJidJWVJ0uyRqbTa2b+OpaaoVcejlpb6FHcTkavaFKRHr%20dUTzeAgTfA7HhraoUdLi5L6zfOURXv1kFpMxmbhXKUpUS6ZNP7bl4gADXV4R0UYzrzD/posyTDUE%20mSFKtx8XYL4+qv5AwgCYT2U99TLaozzFdUEIjG7qr+qQJByxWMSM8CITqzzltU0wLBMrkPzi5Ozu%20BMqYGE4hjJuklSxkLu2uynaCUBXzRly+058o5SLr8W2wyHs+yq30I5jlN2Cp8kjsK1Fxpjjabuvu%20jEVj6KTQAgqlq4Ykw2cLD08yKW3UDzngoZ2vhD48irz+KlHZMbvWCVK3jeMalzRZiuK4MYW36GjM%20xrBoLEW7Qg0dmXsarVHkRjjuUKAB0ocLAjd32JmO5Oz+SrRS56ECUZA4CKD4+AFVLbjgb2Hmgnwg%20A5KwrSIT11MdUDTpVPYOMMEW86rt/wtok/IimRkj3Tgb34HaopIRqy3+FnOr87bQJsqkAuwcOUXc%20mpat0oJ/gbogdvFTAMABKmIBHlamDJqBRwIq5gEcmGVMToufqoyIEsAJyQYucKhal/Wx+cHgMmiJ%20N4hF27nfmshrqI+CvGUfoQadI3G3NMi5MPswEsOjIqPkKE9R1KKheib9VDJpnU282POjkEI/B7sg%20hhkA9OGAbKQC9Hey/HdUNmZFaDd48HiEnZivqQUfwOFaajI/qruahZTaBMDYctYINTdSV0tUeQKt%20EnHH7AVRiq5kv/Ncpgx7AnMWiYb4qlqpfCmCler0nLl8JZE9jMn/2qRsYitkVyS5D/9iFwdAVnZE%20AhY7pkZHNYRrtCYgXyLKWzsE7u6xPnECRF1ybjk7zmY0UbBlUvRvX5xkxPj2iiyxTTgCbsExXIS0%20nHubb3DLwO8Mimuc7kIXcJN6S+L7vKhi40bMPHSZCeGpDUvjr8SBryIOwqtUqAliH0SAYBUgIqJb%20pjattiCrY86vgkmMg9LFJ/0PrX6jrxwpiUKapLOuaBNrFJ9zUHh0MJAnnMvajBMqfEnPPU/rbHBr%20JYkobiRWO3yWAn3p1+RBSrjYXJQuXmu7LCIAb7oFOMLjx7B8IHZxH35u1OUA8jACRxaPICDAf2qn%20a+F3IGB3HWcQnfDcL5EwTdi24XL/OE7G5xbvaZkumVtHKnNVa2hQysad0cr/ViaJjYUv2aH89G6H%20x/fWkNHUFIcFPQyT2ilE+JbxLRIRLdc9l8UreoI+nSCWOyQaQAIaYN1/2iIYVAHWgXOASmEhj4zO%20yEjGSRXhfCkUmrSTzgijFaddbi4d4P0C94+zhK0kiWHMl1z2zypEXMHxISjuoSm6l4loNonsojwS%20jtukZq6gmWPVBNroxcCmLnB12D0V0KmciqIqsRQFxjI7UY7OHdQJWiDYwSolgjUEIH9SHQDqYVZf%205lZtU3QSoAfnBHwE2NCP8Ez+ov8qqrVGOuLKdocSZlOddYo45AazF4wDKp4SUUVU/zscGeUpbGQa%20v1UloZ629xyjJJa6JDczwcWctvVnngRT4FV5lVSlous6qBAubl4g+JUgimog+oF2XINXBEIAaDMx%20GhQAYJVHACAB0HKJuGgpfNPr8s9hPsSbx3U6Vo2DkYh0+IiWJwi9l0796IwUo1lBes2RwtfPBBeN%20pQe2E7lv1mMlNbgs4keH9EiXolBCStV3YpxfbtYpmW1pKTcuSmXwBTjnAaBECEICwpwhFoBItpxl%20hl6BJB++RssB0rQpLjNp7kGZHVOjKyXfRjPP+vworLxRMors8clrXFyYXqmHvmLEnW59AYJfPnb5%20xA0UQE6CAAEF3YlLKMAgQXILG//s06dugDp9AzhyrNcxY8Z9DBI4wHcyJcqVKRMwaLAwn4CJEgza%20zJePnMScAhS6E2BxAEiNGDV2JLpR3T6WK1GaZOrAJUyZCg9WZScAgNatXLt6/Qo2rNixYsEZCDtg%20AVcH8Mh2XYAgQVcEDQDsq4tg4YSsXhckWEiwZ8Sf4ugp2LdxwL4BSPUtXgySpMmnKk8yxQcOAj2G%20BRmK+6mQ4E93MjsrXFgBcWLIjBkv5rixXsnKLBNcVsAAAEOEBRsKJldaAGnPguF2dKxxsUjFR+tJ%20jgqVMuUIoXuL+yz8t8GZvbGeXoCY8dDXzD1GXucUqtOWDt7BfIi9oM6C89zav4//Pz8AewrCJpjS%20z0kD9CDXfQL0AEFPumVFAQMO7KMVAxQoMABYfglnEEU/yeTOAQ5MIJRR+mA0lFHJlYTPeupFFZU9%20DKDjHUMUUeVZbxFp+JAE/MgD4ojLJRUSYxztA08CT62oogMMyGgTYTzVlJNEET0J1EUicSReeRkl%20NwBlSTZ1UgL9SEDjaIIptJ1DOE3pEEUSINCaOiWyppRR+7AYnWUqJfCOPAyhSeVu+g1K6KAKnBWW%20Aj30MEUPDuS3wAT7IMYOPv3ZhYA8WuUjqQRgVfCXTDfFKIACIBLFHHOxhfhcZdJVpuQ8MhEkjmAT%20PYTQZzZ2JoBxG+kz1EdCCjXS/2y10dYUbvfY5GZ2nc0XH7QLGffaqq2FCKxQKNKmZ20MoAlcrTJR%201JNOG3K3m6g8utaacq1hiZE+KbqKpJIKzccddsDdU2i//orFH1m1/gvAAvgMeiFwbdLoqT2LHVXU%20tUVlhACKYOJzZJgtcnEAtMDNKG5vMmHI009B1RPxwyRuidE+/djmqsZQLWnmaeD2NuOUMnoKXmMm%20PsxYRvVk9Oq8XyYwgATzYRWlQlXtFpiaMVq0pYmshhTvnSqtOFlUDCwwJXDBFeQpwWYTbNbZZAlA%20D8J/1SoYdgqCg0BSHrHG7pDGchudAglyWONDswqGLrQ/+XqUUYl1pByws3nJtf+lFBygM3CBOR2T%204DFiZxxI2aqK6sOS1aviOtSl+1mG8BFWVa0b4grXkInHie3Qd8JMulNJZ3cddxMJwI/awg8a8PDC%20L7DOQu74dCbbDjNn5bXRt7w36Se5uBDm8EWJU7OYPx1UtSNenaViRV7Md0pL+nSTYKPlOOVBP1UZ%20Megohyge0eypCKZU4ua8nXyAhiGkwlxPqkWsiIFkOYphT9GYIiZ50MMgoLGROCRQH+NpkCyH2uDZ%20LiSf3ZhrIeYA0XIWCJsQReZx6atNZgintDX55oLouhfhKnCqVQEpaEYZ2ju8xC3cOcAeXNhMzXIl%20qtLI7Xu9gtMC38XDxSllW0b/a2HS6EEr5sUtSp4Jl06A08Qs/eqJx3nNPnB3MfWYLjDzIRd23MEv%20D8rRK8WbY78uJJyGbOc0H1Lhu4R2FIpRkUVFmwz2EAKunTDEIYvcHgF39LDxMCcyI/IRR4y0v26x%20h2Z7rNy9TqOmNlbEXUIpCnmiFyJMHks9fPJThn5TFUYOkEqdscgTfUQU2dkJT0GszAK+VitAiUYw%20bbOjMdNmzEKBqnI00kmpEIMl6IUoI1h6ThqhszXcAKAzpMFOMHmjM/nQsFcmRNW1qvYra8bsMkPM%20zbhmNRAbMRFa8pFAj1Q1MSxt5DHV06SX1vGtcMHzWUqcpdwOB6df7RN0WRpa/54e6gDq0MNMNirX%20AZJpxzpiFFKhwoqUfOIhBJLxZ8R6WRXrZZLcGBBw2ounm0amkAXI6Th2E1pRFriYBcjMekvSSU1I%20xiTCgAxwhwuPxDyCrXZ1CX1MRdrTmOa6KTFtqoIRYK2CYslrXc2UhGzhSlwCtua10SAbnWMHy5qf%20ZRpUifMw1a9EVB59KmZvQEQfEekxQjT9JK9xu9dBwpgY2d0ydP1MDy9TpIAispR3uymXfOCpoNjZ%20rjF2U5Vs6npYQp6OIL5xmkCbh53A9AoxnlvoSNOpScNGZ3fl8sy52HFRtGpQo7IlCx5Pwz1yPQiX%20kRERIJ1TEiBiFmN+a56Mdv+lvLBNaTvhi9eWqBkv2EhmuHqizJKwsrCdZagz3elOlarmR/JQ0yiq%20zGz/3EOcAWJIRgRcZI0oYhHnRnO8r2kZbbwkXAbIA1dkkypOaqtBZALYtn/x7HY4yw97TGA1PIRN%20xKYIuerSRpvZUdr/Ujcc9kVpfjhsjed6GzqhqJO6TlEABWpEHFoZjjfbIRx4GMxDO+FPnddkyu5o%209Ruc2QRqj/WMPODkEbuRsjHYRCl0dhdCiooDtgMWHm2b/BVQTRCMsrzOPMBxqmuBxHPSpDGyZKYk%20FjdysfID6kHk8ZggsYxEPSTaxR54vSUR8EmloWUIy2zLaSomujGukxDz9BT/MU2FvdrDEGgCKFX6%20VbZEKEtMZKzXvzHVsEZMiy2UCXZWDQqAAmPqigiSphV+UGAAfPGKWsVVVeHsB06ge9jixDM68yJL%20WY+NKjfDuZ3PIm5oyMlb4ryMUnAwYB6t86Yza509XcENLlva8rASmLXHIclb1aFhuIaTR4TYirth%20/AiQGodCORGSqa56SRdrjRNxXPpsT1YbhSBQoa1Q6AHq0MqoGRDvvoRKau6rlTnoFE0Q43SQGMvk%20elS6GycVEENDpQg/OhcvpfJQOcDuVm2w90qGgfZjCRdMUNS8Z5ZlyWUwk/CKvoUznbXXZtvN0Gni%20W9loAu0iDTzpfVvytYVI/+lZDynmuv0l4OEJYB+e2stW9qEWogPA6EbX90KchZXGGmDBYpTr0Ihy%202S/PC40Urva5MIeve+34xUEWFrtQGGuu4Qkf5ihivsCILwDuXG7UglgP8amRepzvsPyLilP5ga+F%20HRiyUa2Vd5yYKjqhap+87Nqfw7S74dyaKj8nWLvNJoAJkMMuatEKAjy1jwrQw+ifj/JfIAIlCShN%20IaZSDGknJafHvH4x6IEVSlKCexe5nEMS+WRVHeIQ5sHFOUpxjFKOvw/bDQ1OJnEAt3B/e9z0hGEG%20yQmUElLBgwiwiclXyuttpxTiT2oAK7K983Ou4eCTTE3Avz6ZyFn84082+f+Iob/Wyg/984NtID4h%20EzswV3n+kmlCZ3R3oRUCUHp3gYACMA8TUDZaIQHOpwAKMETOZ4HOZwAnYWIbKAITsoEeKAIKEIIT%20wh/2AA4KUIInWIIGgIIGwIIYCIPOZw8yCA4zeIEVeIEeOCEhKAI8yIEi2IMTaA8GUIIoiIIluIIT%20aIEZeIEuKIFMuIQZCIU7qIMTOIIiCIRYaIRFOIRbyIJDKALmcIE2aIEzqAD4QIZleIMUMIJBuIMc%20eIUUQIRbuIX2kIRgKIZQqIYWGID9cnlmo3SlpxUGiHRLJwD3sA+b1xdqwS/3UB+x1Yj+Uh9x1BVx%20FEcXFYkAMA+WmA+PohWiF2VpABCKhWKJWhGJmSiKqcgvmGiK+YAPq6iKAICK/VKKpyiLW+GIufiJ%20mhhHDnCIuziJsriJ/mKLxcgVjbiJwxiJ9lBqfZgfQTc8A6AACQAhW8EA01iNAzCD+dYVCdB5ztgV%20AuCJ4BiO40iOW+EAo3iOvniO+PGHBOMOE9ADauEA/YGAPVABECiP39gVqteOW9Er/wiQ/NiOC5BB%20Agk2AukW/wMoRzqlkA8JkREpkR70jsKzEBOJkRmpkRsZFtDIkR8JkiEpkoRSkSNpkieJkhrJkAoZ%20KfswAWohAOoob5KCAIWoG+9gjhSwAJRoRwewGNZYjQbCk3NEAS6ZG/gxjZSTTAtAIAfoKBJwKWKx%20ABQwlClpHyXZh0Pniw7QA5tmjl0RARRgEOswAQf4lQPwlXa0KJ4ydFPQjGRRJMnkALvDGPphABSQ%20TOsgB1ygFQmwl6k4FuDhc1Z5Hx75jxLQA2XjjVMwAfnAD/h2YtZoDlqxABVSmQ4CABGFD1wAD+TX%20l4zxKPbQJZmZEQQ5KEPHAOuQmYoRIaBWMIzhKRTyKBIwBf/7wA6f9i0eJAJBKReViZYAoAAxGZwA%20IAGM4RfUOAWecm8PODz4MAGaAQAMoA4U4A6PQiFqQSHv4Clz2Q8V0gAD8A5ZIQEUoJ2ECRZY2Ydc%20WTFtwxHi+DU9gCjR2QOS0gP9cY340AOc8i0McEYTIBdo+SH29C3igHT8eZCEwg/SiJchSGoiiA/q%204Cn1kIEUgA9fow9/MQEigA9psQ94uUECMAAI4J9aAaCJ+ZIAkJgAoA4ioCT6cJcTwA6VCR5HaTxK%20opMCICEiAB750AMnJqMD8C0ToCT7MHT2UJQAUAEWwI7m6RUrqZAHtBcU4IkmMQHxyQAisBAJMAGb%20UY+JWYj/JQEAEICXAmAPIuCAgigB5sCf/0IPSKej3wIhEzAh+BidDiIO/FlCeAmmC/BvDzBHpQIi%20usEfDgihhgge1ngSHsqn9eChNfo15pCBJlaZmRc8BWMOQKqmrylTuoEA/JAaTHqeUfmQU7kVaMkA%209rCaIuAoiKoVo5cPDHClPcAO6lAXYDoh9wAPXEABPUAOiUic0tgPQdkvRNoguZEX+xABIsgXLgIP%20/NmDntIlSLObjWo8IlAgQycBEKCrXpoVedEACFCqKJEbCaAPh0Gjw6MkCdoPC2AAOqoPvUqZ0gik%20SgIADaAOC1APAMAPRLqpoOoVhtmO9kQBFTCX+cAF6rCv/99Sn6X6NS5xYvPoABYgAYTYnwvgDhbQ%20AIpiT9uZmAxQlv5yIOK4Cr64pSE4nocIDxXgnA4AAeOpFgMwaknTA366QYqCMRRAAbQpD+DAq/og%20pRaQFfsADkPqfHvBnwK6QaJpFz0AABTwAPiaeW1DAQ7oMvlwRgNQlgjgAKMGAFrqr3Qkqg+Jo7BZ%20r0lTnNf4jUjTGlqhAD4LDvmgAOwAAOswap7YtlIKlXzBAOW6pKQYnAdAAfkwDx7KnwXSABgRm9Ko%20FRXwQ/hmDgWyQWpLs6I5IT2hDxCApcRZmg6wAAfQJQLQD/AwjRvkkAnQH0bCDsyoAMEzthTYtQMQ%20hq8ZAf9ym6Zf2xVOaru5q7u7y25hy7u/C7zB6xYAK7zFa7y/i57Hq7zLe5K4y7zPC70imbzRS73V%20+4/Ea73Zq73kOL3b673fW1bOC77jS74Y1b3li77pC3Txqb7t675qc77vayCudyf20Q/2cA/q4LsE%20IwH3eh8UIr8YJb4BXCgLIAcQ8EurYJpfsQq5MQGoOjx+CblksQ9TQMDGFL8XLBYSsAqqCQBToAAL%20gBtygRsHQ5wTYgG5YQ4w2SBqcQC4QZASICHKqRYiXDBOW8NysADjeQ/ykLlKogBlMyH7wLSZeY19%20OSEabDbYq8T5wcEiALdykA8UIAffgrVc2R8TMAEKIAf0IgAAq3BiU+CzBEIBFuAcpbYAU9AgVBun%20A8ApozYFMSoH7MDF4igH4pihPQCuDDAFBrAoADAgiqKTYtyUTeyH+2vI+pEPctADRPwoFLAKujEF%20XbIoC7AKmjIFEPDBGroKFyUpD1DFEywCq4AScmAPFTAFFdCUJqYPOszBEbgK/OCXqoezFrAKB+LF%20A5IPq4CqDsDLqyCkb5nISMm+wzwotJmTFszBJCGlDpCcKJobIKwAFjCIEEIBU/DMWgEBchABD0AB%20DcAPi8K0CaDAfrkADSAHEmAPkYwPq0AP/eCAfCwAU+DF7+CAU3AwvpwPWioHiGzMY/+Rwf9MnHKQ%20k7eMogNwAEecwgacG6sAxauAwNIsAgaQylthyQlQnJ7CAFW8Hwq80RWAzg1gwC4hB+KgDvPYA5Gs%20y9i8dF56r5R8rgI9vMUs0/bRq/xoAPGWD3OVFTj0AJ6pDgdDjfUrAc5hwluBDzV5Kf3LlvBAEgxQ%20ARO7edJJAfVAD+CxDxAgZ/vwDrCqG/x5lEVJrTVNFgFN1mcNvAOM1mutvGbN1m8NqkwM13PNu25N%2013c9kmqN13ttnnbN13+NkXIN2IMtvf5M2IcdkiLIhVjYgx0oglT42JHt2JMN2ZQt2ZWN2Zet2ZbN%202Znd2Zvt2aEN2qP92T7og1Y4galKrdpauNqt7dqs/dqxLduzHYQ9WIUbGNk/CIJVeIW5/Ya7PYG/%20bYW8jduOrdvDHdypDdzH7dtYWIWQjdsTAt3Pndu1Xdt0OIQUEBAAOw==" height="244" width="402" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 9.&nbsp; </span><span class="textfig">Average pH and EC values of biols obtained from biodigester effluents, Sumapaz region.</span></div>
        <p>According to <span class="tooltip"><a href="#f12">Figure 9</a></span>,
          it can be deduced that the average EC of the biols from Saucita (18.36 
          mS/cm) exhibited the highest value, followed by Meseta (11.98), Santa 
          Bárbara (10.82) and Mirador (7.08) with the EC lower, therefore, the 
          Saucite biols presented high salinity, which can be limiting for 
          tolerant crops. Biols from Santa Bárbara and Meseta have medium salinity
          that makes them limiting for moderately tolerant crops and Mirador 
          generated biols with low salinity. In relation to the average pH, it is 
          highlighted that the values correspond to slightly alkaline biols, as 
          noted in previous paragraphs.</p>
      </article>
      <article class="section"><a id="id0x84a8f00"><!-- named anchor --></a>
        <h4>Behavior of Total Dissolved Solids (TDS) in the Evaluated Biols, obtained at Sumapaz</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Total
          dissolved solids correspond to the mass (g, mg) of solids (minerals, 
          organic and inorganic salts) that are present in a given volume of biol 
          (1L or 100mL), thus its units can be expressed as gTDS/ 100mL, 
          equivalent to %TDS or mg TDS/L, which is the same as ppm TDS.</p>
        <div id="f13" class="fig">
          <div class="zoom">
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UK9RAPGC%20AVixoQQDRIDIM4p1N6vxoF6xL30yAjuAAkmwBCgQAzQQA+ACizdBAoIDfXVCAivABUtgpFyApEc6%20fkxapEeqpEnKBRbnJo0lAWbRnd0xAR0wO/JRABGwHtBJAgKQAZGmTztGcJBxRk2wAEhWAMJBaV1a%20ABYAHKgjobnGZVZSPfFyQ2/DAPXSAB4gFlpkKAQgfjlKA2/ZEhOQmu04E7d2gLRCAP9dOamTOn4l%20MH5eSKmTehIkICNKNgEP4AAoiR+GVQAPUE1cU2MRABsSNS4oIQIY0KkZsAExBTu242VKQpy80SNo%20dQDstAAQcABjqlX0CB4EwQCX4QAJwDtb8QHjZCgXoG6qKASn2RIisJ4waTwo9J6jQgJsqQKkFhPe%20NqAJIGNXCgEEIAAJcqpumhkushx8Q5yvyiBy5TAYkBktBTsDIwAGkGv0sgEFIKwFQAFGok99yBLc%20MhmP+S4UEAENwK1EMZl+ggJcYJ404IqKWgRcdwNzGROihFPUogA2wAQ0gTmNlQGlMTAZgIsOUBzr%20KiX/BCYOkAG6E2khwFgzCwFSYgD/GbBj3DYCtqMAHdpYVUICNoaLrJEAHXASdcWyfLqAwTEAkjJp%20BTAC5/VILiNLGdIfKCQT4Vkn9ukFOsqj/8ioNEFNB7s+l9QgI3BJAys9SaEAyqIyJiECPyQjm4ZV%20DaIAX1MdC5MUyiGg+TFOqHQ9PyRAMcEtDNAdEABJNqEA3bGy8wUfVfqsHsABRKuT30kgNsAFKKBz%20QUBHLUBvLJCt6ZQ21ymPTrGiMdFC9XIS18Yfj3kSCYAflaavUPYSFPCsjHIBZskAoGe6ViWX2soy%20LPN8qrsU2bmqAMAvWGGiXtK4dQZDCdAcC/Ai/apr/6gnlMIEKmADPbCj85SaEMhqqZWURlubvJ9B%20XqzWi5jLWI3FWJXxEiIgAZqzHTMHARzQi5kBVPlhpS+Bc5RyozYwtjMxujnAnjbHRFilARYUAvIl%20pOqbG0vJAB0gARGwARuQAOAUEySwO8SxARDaG94COQIgUwAAsBVCoZdHKRdoAKY5Ey55chJoPKcz%20OBOsgDREFCJMHLRWAE3WIA5gVOiqJRhgjjS2uRwyAuL3BX4nvHdEvtgDwcibwzz/UXYqkQDoOgGu%20oS95lQAlVC9GwwGwAx8Qei6cQgLkZ8A0gcAsUASxecNKHISs2xMjkAAOsL+DglgD677S22e9SBp0%20JLGMQoEqYAI6mqgyTLwz8Y4RbMU5ETAqczsWhBNIWG2T8mDEQchIaV6dcoE70HTVKhOLOnJW2bqn%20EwJzPHb0KGMOoAAES3AB9xUCvCkTwJZUgHg24cadhSGPrC3VESJf22HTFy8w62RFIlVdsbukIgJL%20YAIwsKM3McMop1AqkzarzCF6KAIyID4nZjWko6w6wZoVBrUqgcEF0AT75KY7wxWazCko8L06p8hn%20u45eRzM1HBkG8MuVknYvCHpE/2BwGDwbIBNpNUc6/HHQJHoALCXBBTJ9ikUvThZJHLBrWjHMi6IE%20K2AE4wbFLrGopIt+y4bK2GwpIhB6dXgkGDAA7PQACbAAc9WLXTpwUAa5BCclo+EAqsy48yuEWJYS%20mOO+QWMBBedc2TwjF4gEoocTM4wDCFmFHvsY21QnR1fVRtcD5GZ7Q2DVVX0/iysZC3MAAIAdLXVM%20FIABGgAkYFIuDVAWtVNN5EIAHjAAFNABE+0V3FIzG5oZ8cJRWwFApSIC4xfN9FwTE3CC8zaJlphq%20U0cARUAYKgMAShBSUP2q5xEETlcDeqd37PeCm/3ZhKEBJGOIApA0paFPDhsbA/8AAB/aAC3DAdq2%20GlXCrgxANxFwUV9RrCpht2DxJbxbKmpsBLJX2DKcasPnAyXHiI243JLIAlegA1YwBVCoh5WdEsrG%20mSNtHhhHdD0Ah9yN1TynA3CIfd5ddITBAAAbAAiiAEexMDoLOiw9sI+krCsNAFECGexKGcoBo3i9%20lApQEB4Qj0DhyauiBCrA0Trg0SzRbJFUvpSWf/GmhipYckSg3NF4AzhAiQjJ2B+nh80m4IkxATUQ%20ej+Adxi7OQ4AxCgLHlVCAHRDEA3gpxFAEMIBGzAeAgVQuxTAHLBx10JozjMXqoRIGg7dE4JCKzaw%20AmAgvmd7yicwyh6YsRDeAlb/cAVEMOEYTn/O6Ig+sCTHR3it65MF0AFdQgHfdhkRMDFoPi/jEgHs%20RAIN0LxRQxCO6yjTJ1AxfiEMgAE55hWc3ClMrAIvgKjxhBIoINmTAjRTFwbGmNyqyco/jRK6sxIb%206lu/vSoEcODlBuVRQQFS/ZyH9nVx+ej5xi0ckCUosQEy5c4QWygosAJHoMtVcWtJs0UEwIMFEARd%2017FuRo+6IwA+QhAdUNFf8eekkgQrAAXSrBXsPR/8wS8tMHL5bGXcEr9Dvs5dIWW6Mp4q4HnEHU8X%20xDbyhgN66GqLyRLxqefq3upCcVu6kmYpUALjxulT0exVjJpdB+IixS0U1BMR5xJVCOtP80sAB6Bt%200MO9vxLPA+B3XUEAbaTKLsF1CtzrkX4Slb4TFcABwkoaKtGvBOGgZlG7VcOsK+Gsx5IEgj4DZMsV%20Z+TsLSHxjAYtE6BXPGEwC+MAgBlJ/E0v1eEA9yNX4HbUanKB8+4VDu+cIEY6JteoHEaPjIuzjTVj%20M2G/+hKnC+PmG8ABPRahQQUAXDNTQl808V5uCh4VzR48kEIApEvt06e/BKPBGKDBqK67doUS0HsS%20qF09C7AfAqDCPOMzFdJNLQwsJLAEAsDkMXpBoqOHJqHrOBC6dCICdQVQiRkTD/Atdv9Uzjt8zhZt%20E1SfIt9GsJKzHfqBEl5fMkiCNWGvJvE86N9uFY+kNsKDQVPQdS1QkkCDHonEG6cKAAvgizcxRwB8%20FtwCoDU/WQbAAc6DHJBkvwqQoELi1yqR9M1iA/JOrc6FPAKRITGiAV9kBV1XYgBAoUhyHHgUPRWQ%208zCSHPmBr7BhHDwzMdpTHK5tJX7qAEhB//CP1xWfkwBRQOBAggUNCqzgIIEAhQINBCgQwMEAAQ0a%20TCjQAMKABBAYHCSoQQFIkiVNnkSZUuVKli1Tphgwg4gIlzVJEniYM8DIghNY5MDBoIIBAyE8BAiQ%2000AFBk0RKCBAUsFHm1WtFmTgoYL/ygEOGggYEDVjgwcNMBQY0EBghA4ZJTxwYCBjAIYJKDyIkCAC%20BrFXrxoI69dkhQgRBAwc8MAhhggDCA6I0IBqSQYKMArGnFnzZpUkVLgQEoMzywkETJ++bNBHDh8D%20TSuYWmGogaMhkiZd2hQqgQkVPNAc7VcBUeLFiwcIYVz51oEUIEtwQKEAUQESJKB1XOBAAAbXBY5s%20AKLA2ekGqkvoGzylgQc81aufQEHDe/r17Z9kouIFjR73r05YjYWSSiNgKgY0IA45pDwgKoAKUvMv%20JQJmUy7BEADArcKlolIAooEOiICABiSgAgAIJujgAIEeSMqCglicQIImCIhggwBM/3QvQoMAS09H%20vyiwzEchhxQsCR5mEEIECIk8iYAbchCQpdcMvA2AHJmU8raHrjwoobCmkkAABhwQgYCOCvAAApwc%20CIAAB0Do8DAL2vTIAAgomOAB9LB06AAE+Kzqg8kAJbTQgUawoYMZdFjS0IIIwAHKqhh4yDa5HEWp%20gqQASO5SkxjAwAEHNhIoAVE1+igCB8qCCAQIHJDgIxYLgIuCA0ZFFVAeMV2pKV5/ZfKCz2gQDdiC%20TgDqhEZRwunGSgc1lqDTyixTJdMgJKCJRwW6rLSBJhjhu4G4ZNKABMiNNiR002V3M8+GoCGIdgto%20IYccTnCJwNNMm7ffcgPzlyBfA/8muMgjZwCOXRZwwCHhgh+Olr112aUAWogvVgmLAYRgdN6fcFgW%20Y5H/7dFfkUIeOeVDTXCBv35X8wFllWemzwA/H55Agflo5pmgJkqYId6XWeu56Pp2ffhko3tGoQQa%20dHA4WkglXbpqzcydON2BrZ5ZiSiI7feEJ1vgumyrkC64MrNVRhQI/iaYAAG4o0UWB7LXxlsliXGW%20L++RSQBDiKBnCLq/aMOwF1+/FwcJbYLFYEBmxtmNgXDLhTA82oVviHpyaT0YdKkCcMratQpKx9Lm%20Px8W1HOIYxB8hiEIz1xzoDp3fUwJLlPAqwJESMBikCaAwENgHQ94a9f9HaFyy2n/nxfmpUW4m9vq%20SWIAggioCkACFUcfHbaPCGgqtaYIwOBSAwWigHzpUj+XPgos8uCmAyYLwCLhsUJ9eUybgAHhdEA4%20IXCsByXj1ZNaY7QT3G0CLcAdVhrQgewkYAAqagIGOhQBCCRAAxAAYQNG0hWvSEAuEhGVYhIQqhDw%20CXmbScgD4JKdRzXAAcx5QAc5uL+BKM9/84LdDH6wqBm8YAY1EAISKkCCCwDLSVTDWQtYMEUqTlGK%20PvABC7AoxSpWUVkF0MD21FKBB4QgAb/bAAEEkAESFAAAHiCBqZjiAKhIpDJvKgADMuCBB7hIV+15%20TwPOWICEcAlEENhK9qgiyAFRUQAFPwwY3JRgBDGUiQAkiIEOaPADF5TABihoI6YmEKnr+WsCyLJX%20KlW5SlYCRZVFyCMGRvCACnTAQWoZgQYDoBgwSsACcHkILwsQAU0J0wMHmP+VrgA2GgJA4FIEkAAS%20CmKBBDRzKyHYwEA8sCfsiQCWkAyYth7VgwEKwQU84IINPolAIgUBKKXs1ylPME961nOKJ7hnPfWp%20OFBF5AEHwIli0EeAXY5OAmAQiASGQp7uHEhNAmlAWjyVupsFB5qewgAACCIAXsYKLd6ZTogMkjMR%20iMAAPARnwYJQORq8YAAqUEE6bcCAUBIJI/W6F8SWdUoHtkBxJakAegiQARUFwEUIkIACElMqCFgA%20OofRk0Xioh0ONICDInjAYZTJTsEowJkCIcAGNOoQryDTK5SKwEACsIFGkY8pIehfSsMWAyIQDgw7%20SIEKlqACG+yAAk0k0sL/QDYzAvxUIF8sCUEFAoCPKGArE9CoUMAKlqUwJwADoBRPArAQh7zPhfFT%20T2PY54DJMOAACegjBDDAAArQUSAgCpdUUCpXnJGTcDH4QBKUAFO92kAJYuDqez4WQdpi7IWakQhS%20OoiQibpJOhOwKgC6MtvKSK64BJsAOQUXAxlMoAlKsEEXePtJEgSXMzCz7nX9tbf3GMA63ytAB9Lq%20GskIZAQHsM5EQeJD9aZspUHTgeGaQALwloALXPAkKMUyARI8cjQK7G/KjjsvkUS4ZzKIAbwC3JcR%20MCEJNoipCkywAxRQwARcUMJoJvCkKFkYYqqDWMXS6+KAFYGcNCCWvKSF/wIl5HUFvOUrCoRcMRIU%20WQEXiMoFZiwtUnILBTYwL40NNeF2VVjKPJtAEAY4gxgEoVEKALJeuQDTH4d5zCawQQo8qc4dKEEJ%20JBYyCrSgBTEUmQQ4bcEFlHBgKF85XVjDmc78XLT/Pq0HS1IAiGGqhAbH+c1u7qs6u2CDEqTABF0o%208xIOHNMl7JW3T+gAUIwAZBPUdNCYojK7WLvkU/tLBJkcA5chhKguONhaIxiBCJowggGTQAtx5rGb%20wTuFHNygBLztgmdbPWVAFiw+s122Tm3LZXnBjQB4mpt6fnKFY6fA1NEmVKrTBSRWg9tfPYgBDbis%20SSIiScejOQHDrmCDC//41NyFgjHrdnbvnv33coQTmnqmxoIWtKDc/A6OuKPFX4SrTAQ6ENyWZ3Do%209xQhUi1ueLlAWzAKKDvjM3Oe7Cw3BB3EoAdBUJJmfHKDBX6cSAo3VnVdTrN0P4/LIcexDkp+8pTb%20BJ9w8+nBZy4Y9mK3b0NXWeVmt2UdZ3mlGQ4aDQpIBJOjfMlFYEFqWGBYpNsH5sDqeNdTRiCyDy/L%206M6kEHC83ar3/CCNErrYbZLvgn3A43JfG9yCgG6dD47tPE/NBMigc51Xjrh4z8zXf8VwxPtNBHuP%20Ac45FvkeiEBwBRRcwBuf8I0T7Oibh+Tj+Y4kmz/v3aDfjOJt4pwDMAcYKw8YQP0GAgALLBN7QUI9%20bW087dkRjuu5/yd6s4PDAA4UZiIFSUhkINCAqAxg+RLwSCPvDnxwhtxyp6e+X1TvkgjwUiKxHd3x%20C+DV0zlgZ6ItScfjnn2rwet5NTg8+1lC99GYcCASkP3oDAB+jwRVrQ8dns+TP0g6gSAwwANcvwEk%20iO1jCfKzLwwQD4NAn8MQAPIIKbg7DaVRQEjCiG7ZwL/ovM2IEYwynoEgDK3qHrXiJoK4gAMpirj6%20wBiUMgZkCfwTCEUqCMjwLOK7jANQC8qANhkUQhorutHwgLggjPnylVthCtmICgxoAE2ZqvSbviG0%20whm0vdEQAA6AAGGCDAWwjgwYFUQqABKAi+I5CZm7wjW8MvozpYWKYcM4JMIs9Bf1k8M7VC9A0zc8%205EPaosFCgcM+FMQfKsLkqcJBRMS1+UNCUZtEdES/cUN/EYN9e8RK5JpFBBTGs8RNnBk9xK5V48RQ%207BlM5JPKAD9RREWRKUR/aZ1UdEXjosN+UcNXpMWAiURZDMJa1MUpi8V5Ya1dBEZ28cRIEsBgNEZH%20/yFFLLHDY2RGfBM+i6IL/fqOyxoUBoi9KLO7ZtTGrXqP7LEODtAv4oMA6GCOroA+vviUXNzGdRyN%20W8wMHxSILVS27mMq78qAsZKABTAJK2PHfvSPZByQrxqdDIjA8bsTgSABCCABOxkIAcgmyjhEf5TI%20qwlBzSAB+1uL/OsO5ogRDUhBhJCA1XmU0igf3tiXfRm/10jJAlnJkdgNl1TJl2zJmZRJlpTJm4zJ%20nLRJnYTJnfTJnhwJnqRJocTJnxxKo9wNDiHKpURKpgTKmTyNpyxKqdRJn7TKnrTKAQRIkkAAgQwr%20T1EADqAKMGQAKgCptWorSkEQotCAoZANt3zLJv98S6GYy7ikS9m4S7nES7vkywoAgL7cy7oUzMAk%20TL00zLxETNlwkApoy8METMccTMgsTMRcTMm0zMSMTMycTNn4y8DUzMvsS7oUTc8kzSaUxtxbRc2Q%20AA/pHdcbgQy4FA1Iqu4QiwT4QZIIO1TjlQnhlUY0FE1kEgCIMrnbSpJwvqawiO8YCfxqircogAng%20gAOgAAOYQuyJSCKpgOHUEcfiFabAFH40FNfLPnfMDBKKAJ4YAPLIIe0BDgXgIPEjifiAQf8Qz0Ih%20n96cT/vwzfDUzq4rzgFJD3D5lpLxFpRIwIlE0JMYxgRl0OX5zwaF0Bd7xgilULx50ArFUGGsKIL/%20CYEFyD8mIQAPWIAASA2lGoDrrI8J2ImBAAwaEhIQGIABcI8JiNH6jBARqFGBiVEUHQ3vNMEY7YsK%20iNH8BLcLtQ8akQAOgq8hoYBxVJUGoAkTwQAJyABK1BEacS1acQAOmi8fyaEIgL758KokZRMh8UYM%20IJWI2FIqVUfMoE4aupUN0B4SoFEHmNINEEnirEh2CQAOaKPeGashsYAuJRUJyI4HkKUhwa/oy573%20yQAXvQ8D4ICBsKACsE2BkAge3Qx4dCMHGIEY0Sqr8g8aURWtGhOq2Ag3YQ4M8CO8M9L6SIBBopUl%209ZGTGogG2AkJCKXsoVMfSQw9GqEuXYBW9Y9//zKA7qOKjLq/EryPAMAAPEGtPMqA2Aqq/ryKDhkB%20XMXULh2AOenSimi81EwXsvgQYmWStJgAYBUIEYg+HVkqr4qKS43HLi1WCfiKW5GL1RwIwxASVRGV%20rbAT4GgoHeFXtLDA/KkOFj1PxHtV+mgA+DoAWhUSBfglhIAAnhjYCJEIiriVsEgLxLhN/7AACwSA%20s8DIYWJW+4iM8hIAhawACDBBCYg/zogA2ZMvtfqKLv1IV93QfvnYtYBUHwmjEiQthwDAf7QqMIUV%20SrHAf/IRTp2O64gogWiCG7pSgRwPiCjaAqgOaxWMrxAIEAApZKIAboJa4uzFhXMAMXE+Is0MiUCw%20kqagiRERiuUikuz5DghYAAZgCE3VjOzBrKByDIlgisIQkgbIgKZYgIsdpu15Wa2KEAzQKgKITgaw%20owJoKkqp/049dVs+kU0QstEImQAOAiFRaQtLHRWJ1ZEmxVjSPU37+FwIgNwAeJWFFZJbAV2wOkPV%20rY85aY739BAS0Ii13byGLRske87k7QleOUUi6REBxZLmjV4DRT1xzdDrpRnjxd7tdaGe5d7vHRnt%20Bd/x/cc9Jd/znRfxRd/15QzrZd/3Rca0hd/51RXvpd/75Ub81V9dMd/99d9IlV9BNJGU/V9FnNBH%20vKADfY909dsCdgn1xTvTSgywgBEhuaxHSYAOuAAbUkcCaD0H1hv7HUTqFJUSPlr6hE+wEhUREIAG%20zggH8Fr/hWC5kwiAIgAE4JfpdCzuIIgOcRBpQQrxxJAA2P83CkAK4SwIDhKL4QgACsiA65gQsUAK%200bnBKRaLhIBcEC6JBUVE6jyXyhADjAAAWAkV8QuqUfGKqKCAUHkV5hMRWHkVxwABDoC+UZkMN5mv%20JiXjLdVSElWVOoYISS1djyoA64hh/Z1hsSPhEibeMf5B6Lg2WIlH4lWVkWjZrWAQBrAhtYCLwyAK%2093hTgbCAqUo+tIiLEchkVVEMVdGoTxYIDOCAzqVf98VD6jQMsBCT6XAA2WOIk4JPO31NkAKrjsgL%20B3ARBvBX2XWPjX1O6LgM6zBluTiA5YMLtegOUYEADxALG7JSLd6RAL7DUC4IL34t0hoTXhoTFwEh%20sHIQhjhljN7hJaZYALhoVYk43VBZVwfIJibsCogYk++R51EeJA725i0WYUEkYeizDvSgzuKRiD2x%20oQE41qJliAeY6KHY0gqwobRiCMyq6B5ygO8Z4whgD0k2FQOgAq8gDGM2ZbYVP1U5ZPz3TeSue1kw%20Xei0os7T6kKxUKNxFKHZs47tEYgBsA6OUgsCcL5xzOJm6tJtMlRy3SYGGAHnC5OyGB1zhAAkhueC%203uL+tUTqJODg6IrQtQnC5WqSmGnUG+Mspo+h0kfMgMKzRusDFkVZrokRiGmQECe5Poi05mv4Jc+/%20FmwFBefBNuxx9urDVmwWLezFNmxaduzDBgwFjuwCBgzjAAADyGwA2OzO1mzP5uzPFu3QJm3QNu3R%20Pu3SRu3VVu3WTu3XZm3Ydu3Ypu3Z3mzN1pDc1u3d5u3e9u3dvm3blu3hrm3iFu7iRu7jVm7jZu7k%20bu7ldu7ovu3dDoCAAAA7" height="265" width="513" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 10.&nbsp; </span><span class="textfig">Average TDS values in biols obtained from biodigesters effluents in Sumapaz region.</span></div>
        <p> <span class="tooltip"><a href="#f13">Figure 10</a></span> shows the behavior of the TDS values of biols obtained in effluents from Sumapaz biodigesters, in the seasons sampled.</p>
        <p>The
          TDS of the biols sampled in the 6 seasons, showed a marked decrease in 
          the 4 properties evaluated, being more noticeable in Santa Bárbara and 
          Meseta. In contrast, Mirador and Saucita obtained TDS values higher than
          the others, in such a way that in the last mentioned properties, the 
          maximum TDS data occurred at 45 days (0.98% and 1.48%), respectively. 
          When the graphs are observed in detail, it can be seen that at the 
          beginning of the sampling (15 days) the values were similar in Mirador, 
          Meseta and Santa Bárbara, however, in Saucita it was notoriously higher 
          (1.27%); the final TDS values, revised at 90 days, corresponded in 
          ascending order as follows: Meseta (0.24%), Mirador (0.30%), Santa 
          Bárbara (0.34%) and Saucita (0.56%). The average TDS for the biols 
          obtained in the biodigesters of each property are indicated in <span class="tooltip"><a href="#f14">Figure 11</a></span>.</p>
        <div id="f14" class="fig">
          <div class="zoom">
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I2ioQMRm%203fabP3dYkqV/HCgBwUZjhrRTsvZBbNZT6+d38oRsKSFSOpEAk1ISEoAADbAAB7COJOCRxBo8C1IA%20jkV9dqWewzR8oGcciuloq9RSrtKAiTc95OJz/9k4oSh4R+MWa/GlgqvUrbjyrZzIPd9ilfU4WHfJ%20PS9jiegYamrVLSgJgKLlaIq2SG5nR1j6dUkjgZoFjrDKZDfEVc9qg5ZyfqrSouUnooaGSH4aQyUo%20XqM4R6ZJFBKQAhPQAO04AsTxAQ7wGwowsiX7JLSoMjN4AVHSUZFpe9X3QL+TMH1jLouXAf3JLUvn%20qRqFm500qcI5HjuoZGMSL+7ln4qqN8IknHM2fm24k32kQ4f4WPvpZGHGKReUQ7vmZBXFdrX3c6ZK%20X8O2a3jTk9r2sjLbqV6LUYGktLU4Q8sZWDUVqbKCqGp5TY0Yk7VaqzJqj0eZExcgABIwAdJBEv9L%20AinEkbgDwAAKghIzBiHhEkHllVcRSytB6ir4RWmaZTpHZIjUQi4Oa3FAmpOQmW1Me1fZODNxxqBc%20OUg8k7Ckmbft9blB+nKKJkxqpTyfZUeKRLm4Mh4iSB4foB7FW0d1hB40o3DDB5UYYJ+KmUfSY18v%209a2buXbiZZkBhkYGFkiuK3XC5mOWiFIulTbHpCrLxI5HYQGHOwAJEBwjMRwckB3x+7gkcSQRAABi%20d4tgaJaJJWFrRI6FhDhOmUEfhKYcglM29i4JfKKm2k/qg0zRpX8zKHoSsln9yKHryVqmqrNhonNs%20xnCdSS0sarfetFIAakTjUQCT0cIu/MIwHMP/L6wBLRwA+9S08qJoFttEbyaI/dewgZOR+ZmRZYtn%20WwKPMrtG7RldUjuuFtstuooSvKoTFDAoFeAkAwAAE/ABjKvFKDFBH4AkdzdXsWg1D3vGHAa75gWN%201bqovSi9CWd4KxOK3nVMo6qn1BKKm2WWFkKwI4ZTFgmbNRY9kARMocVGO+jHMJpXMxh0jsbIFIAA%20IyDJCEABk2wBkmwAl5zJk5zJnjwCmowAmmwAE8AAW8JKeKSaAXhfDxtgIJZ/hINRVoVrOdOu5+K7%209plLVnmw1ZmZoim2shK4O/GrqQEBIzEB1kEBxjwAE7DMy4o6UqRGOlslavm6eduuiwNtE3JY/5Jz%20lvRHqLWbIRnJR3b0OyWMfMAHRBnSgaZ6acc5dS/USdCGtYWIfEHWQU6mm7gXACMgG/78zwAd0AIt%200H3hvhYceCfVN+nkUu3ERYrZe2GifDUJUEUJhU4Zgg76ToTUIZ/SLcKsExUAG4cShhTAKIFSAMPY%20KMqKEnBEy73Yk4EGVaxLNEFTV9xHVG0FleEqNnZUjb77ljVtag5yAYj4o+NmsdRoNXH7c+IFuxKY%20JTqlKq64acdkvSG2WQNGtuxXAAbwzwfgz10tG2GNALLx1QoQ1mF91mItGwjAALVox3GIRjBKl0SF%20pcbWKc6FsDEEZwzNSdU8x7Q2boe0p8sTQv/2ea8EttIpEWM/EQA8MgAdkJgDAAICINkjIQEMYNkq%20AS2Z1sBgNnrB1k/vhE0o9HbXwobbNl+QFZUChakfTCarPYmwqpbZ1s3FFoXG0WYhNEljtpEPgsBD%20pDcIXGPRxSESCbNL02wSEABkTdYEPdDQHdB98QHHKaehGoshFGgspZJY+KhHfKrqLLmPGngvE7f6%207KS9zAG6JNeQCjhRLCAFChYnEzb2Bzgg0FP1Zi72mV40NWB47YwxhVGaNZcCLpp0CTzZap59CFUw%2067nHBtQaB7O4iC24a7mecn3iZ5Z6KWsAK2kNu4vDlClc/dwAbdZl7c8mbtYmbgBuzZxWctX/f/yu%20Mc1oOBWJF8Cigf1Wfsx95EWC1orOm+a5hEhV1HNT5vXRX8HZ8sK0bTgzNYpT2oxQgRfR1MyDr/XI%20ZNyMgsxl5jKVxAfOZ/eGAEuo2q2bNsbEAx6qEeJAv81GT+faKfqUvruRbtpJy93PCuDcJi7Qzi3d%20A90XEqlDKISmECR25IlbammESY20TK6bNfV7x0mq7QVnHoddUypvakYlSO4V0ARLc3TU5MxggDNV%20N/1fPLy6XMTUN/SKjfOkWTiKJCd2d0lHrrqqnnlKEkCabKSXtsLmTc1gzrpa/hph8CVa3mSOP01T%20Iw7dKv7nzq4AFkC48EmOqJ52wNuIC83U/5irYpHYgFNbcACVyp+6jX7kSVPndk36sM8aaHrnZ4kq%20zpmp3AZmTvUCp1DN5awTR0orL/X+uVs4WzWN3RDE6lTrxFHUf0MrWBmChwovLlnCohDE5O0lWkdH%20Tb+zY/5H3j5WLXV3bcx94ijO7CDv1QGNAF1oV/hI3BICQX84kdJFOclEIRuAzd1sTeglq6vlhz+2%20zku7a/NCLR/QIO9tElOc5NH3Ut9y2zY1LXvlisHJvZ4eujV+d1EVatKGTNNOgrs+4BqkopIoNtn7%20SVlCfXm16y/dM1WKV84LZxGk9jMDAsJWomlH4a6a1iM/8nte4iHvzyNgyl7/1rWOMiz/cv9GRkh5%20hEhjF9RiTp2wyozTg8jeLqovh9VeT7qZs+ld4YLzVGOBFsF+u3Z7w80SYF37hMFIzIeCI5FOi16i%20JXdiu+sfkink7tv0zttTfindNOXRyZJLM27XNc8CnF0Mf1eqjS3q3UeIA/x+WHskUAB4zucCbQIl%20sPd+ftaJCWTzJGIC/nekv5fJiUN5DF49OXL7yfJNnu+9x3w3D0vYhflaEQEL7TcPkprLh70SnGD0%20xNBJ9Fa9G3cAkUBCggwEOwwsWPCCQIYYMCTokKEDQQwZPCA8yLDgQI4JMGSUSDDDR4YeIgrsODHk%20wY4ZEKJkuLDgRIwdMRLkOHAhho4OVWb/5LihwweCDDlIiDBCwVIES0uYWBpVwYGlJ5ZSlTo1qwIE%20Ajh4DCnxq0SbEA165PhRQgcREF9e4KlyrQSeGknSxcuzbluLHjw81DgxYgeQEEPiFUgzLdC6HUkM%20gBxZMmQCASZfxpxZ82bOmiMUsHm4cYfGD09yHHky4sOBgxOPrLiRdIaViSv6dHiY5uvTrFlDvMhw%207Ua9eAuK2C3Yw0biHIEaNot4Nc2Ku+nWFSwQO3biIHrTHTkztnbcNiMY4Jq1qVYTJbZGxfpegQEB%20A14OdCjc+sqRCThsaI04kibSryjn+pPgMIh+Gw645VhSqSjS4spvrds68EC4igyc6ALqAzjobP8A%20AggIsUQTT8QsgAK8S42imor66iyyNHLLo9Xwu8+s5AJbCQThEqhxxoJsxAmml1T6y7ofcdxgLIYI%20a+gu7cKqyKTEgJSoxRlbq6isllq0qbEnNzLLpR9ZimA9+LaySiumskJvqTipokAA6TIAIbWwnCsT%20LbUwEKGAsfwabEvtCsuIOr44svI0AxNoa7YiKRqpJYNoI0kinwJL4IPOAiARRVFH3eyzBI1ySEwL%20yfptIuSYs004vKjLktYFsbytLeOgy06Chdaq8SAyW5uyOGNPXYuw5fQLyUMF6Tpt2cHyI5M6ZF+L%20q0VbHW0wzFNPU02CAOJ08yr5pIrv3AME8LD/oQw2WCjY8AQa9lFgezLKtesaFGHD1gQjc9hMPwrJ%20vwKQm4jB13SU0N/+ZgtxRFInphiyAgpQScoXiS2r32BfmrHXlx6yaLfwftIOP+5gei4nIOeCVK/d%20ykxVsAhNJratMk26D0ca8yqrNCVNplKwlOr6alNLWSpATXWzSleq9dSkD6Pp0JqJWNhgzqtZw3jC%20tywyc+tgrNY2/tFK51piDFi5phyoUf8oeoyzyirGW1RTrbtaPMSGI41eXsXLEDzyOryyUocize9X%20lBziE1yJrEx8YZ3849avhAhOYCGTP9qLQdVCd050xRujbUEJluU4Y9lC4mCir/6+kbUAlFIT/6uo%20o24vvXPpO+rnfTl0iPVYU8LwyZxSNXM4vSIlTzazYi99WMUSvy7DameCzjiAIw41b/E7iyACM5/b%20VKYkQdYLuzHLgsvHw/zqCDlIXSwQobpSiztCD1Pykkcy1bIckQYvbEsZQx61koHgBANjIVCAslMt%20CVaKIq4qAJgC0xEXSaAA5CIXutRTla3EZz0jYMAAPuYqk8SlKHjagJAOpRb8Se98wdIOQ3S1ICVt%20hG05uo3YQEIr3wRNAp8K3/iUiBlTaWhXJpOQks4GOSeWRldDilzWjDK3BAnGN49SjWG6daW5bChC%20Y3SOtMgTILJZkE+/YsuSjBSdC63sZrA5TP9CErMa3rgqAQMIgNPMVcKnRaV3chLAB4ijxw29DmVn%20u9/qCoeqAP2oXokKmItuMyDuYQho1svSy5Ijm8KV7oidkdgSVTkZU4Enbo2iy1eeM62DVKdIQjIa%20/gxTGAA+yZZ8MUnIaLM0CamMgy7LiEHSojIxuVFCTxoLDQM2m7Y96paZ6sn+iMXLnynvg097ylam%20xiapecUsZZol5a5jqLAoU4F8pKah+JIoW2JKJfL7S5fk+BMOgkRVCGngc8C3SoJCJgIAik43bSIp%20DPnlZQXiHmxaWCkuBZMm1jsaF4HkGrMsJHbSO5CmSic4YM2kN9ZjFoCylVCTriSCtmkeYfj/lCDT%20KC5PPjldt7hjQJ7czk1YcU9U2hRCOA0yPV2h3gPdhxqRMPRrw1OJRA7CrYeY7jeaqhZwtrYk1dRr%20JqG8FxmdGJiBFnSVptIntOgSqcsR6oWoec6MZifHtKKzOmHCI2OmObNEXe+lzluJ0uR2MpsstCj7%20o9L0DBSbutBQf5b83I/ORLODZNBVHiTquURoVPlULYiULenMMNVJtKSEItqBYK2KWRe13aZkMipU%20kgRiWVkODW2I6deFcIJKy5hVlQFAKE3CyMeS0mtAR9MYYbZqIUs9bEGpmxBXsbg/zN1HQAX5aEJA%20Q1LanLEuINgQB1Y2POYmVALgKY55G2rG//yl7CeK02l3eWSUQA7ykD/dSgiD+iamsMtfggNjbKAU%20mkUOrZO/seVC65UjaAHpqnHx4GJy4y/halS5D11LWX2rxM/UkmMEgSWnkAQS/XXkLxrR3/78GUxf%204rJnNjLtTFXFMORAMqCf7ZfYNFYSfmpHtvi5kb0O9TeBWCkkAwJx8Xp1FoNUlqhtOpcgoZYVFIYW%20yA1ungA74jl6nRgxCNLmk5TZPrCAbpaYgpahnBORzTEvY6M5Uhd1gsQNL7GJP2voclqV55lkaEJf%20fchcGwxA1lzUI5Ub3cK4RU3RQcqAslqQtF4H6VlVD756Wc52DTeQHEs3gYYT75eFk5DQSP9Iqo/D%20AP18qoD9+g6/I3R1fuszNwPO68Md+c9/LpzGTYJgh9W7jb32lToLmXGYrHEJ4N5JpjzxypYVcpRE%20NFznvDUxWYNyK478EhwzhUdt0fFwYHg5Gk1Csts3ZqOXCBbsZe5MSi0bq4mXDNBgsbUhQ7w1/ogl%206ASjRcxxtSQIMCu1zUYlnOWKitPWU7VHH9iVG8wWoQKU7QvVql7Hitt5C5AAEhho4xfbuJUutlEU%201yi3DRzmRrvbQI5ksG6buRu1xQfc88oRI2CdbPKIPZ5lUre8LcnU4HjVrcCpe0g/+acTBaYvWmM1%20MOReS3DCZTlmvUbTGfGchZ5bnFovCQP/4OWPuKSsWSjLJ2pducBMszzFskCR5SSNkqltozCNT2AB%20FfAKSw7ggAY4YAEUEIEA7u4ACpCUb1OCEuKQV9hpL7EAUynAZQIA+cg8/gCRLxVoQtbumxl7fyFG%20ObxvIkGEuDWxGpRAk7AUIKnaGIxbMpRD/sM9aO1mxzep1w6ZYxpM1mhtUbTkDUfi1ur4E+gePMB6%204rN8ozL/4FuhAAM6LmPfpwp0slw72M5Sy3VDUkouHoEDMKCBBQSAWBv4gAIWUB8FNIAAG9eNO7Oc%20G4iQJiN8cedB6LzKACxgKQvAPMgQPAhQAAeIPALwv737I88AkIPJFw3REyCRpU/jkLAC/5yHqTgH%20LK5Kioira47J2hBdmY7qIJkrSTVPUpX/Ait7gjoKVK5oW6CqA5ioGg3QwJA+0xwa6arnEheicpr7%20Kiqhioo5mQoCcBZDAxQyIg4/q6kFMQ2mQg1Nex0qqqQE8D9AWoAUGggQCYEFgIAB6IAGuDsUsBOb%20m0EV5BBfuqvGGx8K0ADIgIAKkIylgIwKSKEJSKEBQIARyDxMur0EaBQSG6uMoCJE0SiEIAvLIsGb%20qLF4wzdOGZJ2mpE5SsKP6JeLWrIOyCDl4aKMMcRcCrfBaI2b6g8S2K4gMb1tgyR6YiOeKICoWZOy%20QzhCygoLYIBrSYlFqZG/OLfEmSWvc/8bkBG4nWoABcBCBgieI6KABugcD2AAASABFSg/6pmbPcEV%20oLEL9CKQBbSbJFKiCuitAJgAySgAByiBA6AAEpCAClhAAKAAzBgIEFCRtKCXKUTEf8M5DpCNTSIj%20VekVGKw5LokpKvTFuxAupHsuTJwJ/GOzDTCuYTmQMYFAKOSWWIEVXEsMw6oWVXyhapwSlFi1sVuT%20zYJFqGEXT5OihhI6elyeNXOoX4uQXcqAArhCmkyhDziv/vvCBoKM/gMACRDB/PCYZMEwzPkrgcgx%20NhSfCggVcTylAWAACoCAOAyACwBHyrAAzNiAiyEAAFkbjAmgu7qlXcqllpAtPEkvGXL/vTTTkW47%20luBLS4AxE/e5t2dDH7ogCpkqJiyJiBATvf15N4MwiVkSNDHqSIF8rw6IISeTinAqSc3SHf6qGueI%20EU8ksrkMPURkunbCD878iAn8o/YrgBQAwNuJgAGAAACsuQUwgASgANUMkgFCiGGEFpLxsF7jCd4i%20qAmojwEQgHeEDAlYgAX8zQG4StREgM24mC3Mn9FIni7SkUZSKJPJGMm6l73wIo58u+0sllsrHiyC%20KcxxrYcSr9Kol/AElqvCM+kZMI1RmNkBpa2THX8UMrHLCiijisicD4PTLKb4SUKUqtSpTyeaEMpp%20DoCpDtgwlnrByQ0IvwoIAd9cABKJ/8OMBIAKqIAJAI2A9BfmKQhjy6ENGbWKUMq8YYAK2LgG0MI/%20ooDCK4AJOAHUNECa9EZW2lCCET1A/Iuc2aUnSZQACgtRdKHZ+74zqZW1mbG2SbXgqDk28zlAfMst%20dDOdEBMhDdIL2svUCVJnehHhQjmtsQ5pwkQJMEVyecz32J2RpBM7GbAMqqpa4qkyAgkQ2DYaiqsd%20CSDK9AgO+JXzslKgEIGcgCrjAtNK7B89SRSP8BTOABWCkgAIcAAH+MIBKIAKSLsHVQBPuYAUqAAH%20yEMG7KeLOJYl1Yt5qc60yBoQPQknJI6Tspz9wRjI6VAiS5Rty5ChJDmifJWPDMjkaP9CR1kvX4Ir%20J9JA00iZ9CqUMwrTQIu2CiOQC0gKokpTzkI4IJyKk5QzlpG0QzPVDeG5GfyqSHo0wOEccDmvNkqM%20SfoA7cNIt/nILWqQBauUEpU5UZnH2chTEGNSIuk2kOAfTsQk0/KLKn2WBKIgyMKURtpRWQ1IGNmo%20sqi+vBqlk8AT8MgrG0kv5HAtnrG5czq15kEmd1Io5BtJgmM1qOhPWVQAC7CTZ8knBPGgwnQSm3hZ%20AjEp2FIZIXsOu9BRi4Ko2wRMnAI4Kny2ztHNesWbg8qO75ixiKSLJ/m2Sds0gOFVMkJQIkMj4SKJ%20jpWAZrMZ3UhCYKEejEDDRUoo9nr/zvqUlNbIEGfpHgqbsKatEJSIiCbJCBJYNRECwjYZJ99Rk9xh%20F1e5C4EJUMnhnA0Ei7XNJKJrjkLr1c4xUkxUW40AL4JsVyOhV6Q1kQDwt7XjSz9kIIns1yuDxLMk%20mwBSkgmMJX/zlgSCIEQMKOTZvj5Zq+jUki10HY7FPtcgtSRroOqrqSVdWjXDUYFQvS0cuFlU2f7s%20rFuEkiKBNyNjmJqxTIqo3J0CMaNJtvPi3gSZC+/t3vPa3vANX317IQ+7zRlRi0XdjEbVXIpBK0Cb%20FT3azuNoOIO8FN8zQ6+F3L8RqRT0ofS6Dq4SoNo4lSxJCNf5wLNZVRlL0gaBNh3B2MVefR6Wci0N%20dJRFhLP6KtlBUj45GUKS7K9fCV3nYZSWGk8+UQjocJx/+ZECCIDP+AwVgeEC+AwYluEarmEViQAV%204WEeXk79oKIFM68Nydz3JZ+DAYHFVCDnMiAIOi18AQoElk3uRYkMCFTpwB/bgzDsYCYxPVKK2LFk%20QpmCHeKbUasf+T7vulM6Cl0dpcFn8eKIvbez+SZaZN6Ck4o6EV+3awjoYbqMeaXE+9DKut0a4QoE%20UGRFTj5FHgFGdmQESL5JluRKpmQEMIARSIFs3RzFVN9Z4ggQuP8AVKpRJDaRDtvV2Rmw1bjZP4uI%2035ubERlRD6qMmouAEREAAwkr8Zq0VHuZSQvXhOGQiyyNnvgqG4SNSAnXp+si2juLzoRX+nsu7Wjh%20CaKiYbSeJnzaVxEX3FkKIGS+QXrM5TtJvhEuPPLWlLmuIrsfik2cCkmdWczjeeYKCFhXyLlaSguc%20ajliU/YMTUMoLCM+aL4hXhoICuA7dtwXBiC8BUgBSr07DCUA3k0v/dUJtwnSLzWIehpEmRBFWWkw%20jd1eSPkbKxbUp/1o5qw5PRm90qVO1DMy1uOYO6bWmp4yEJYKA5A+tNES76gh0IOJk1EeIQmoBBDh%20V9NP99DPqIH/AO+NCQl+Zk0CiVG2m97yZxShOa7r0MXatOlUi9QEEi/8FZpUgABggADgAMFjgAgQ%20AX28FQUzTJYzo5oi5NwADXKjjlsxC/tJKJ05LwLI5fLUPgYggICkZR3snLodsIaAKdD5Tq2yJKrj%20wLvGrjSJNf0MYafAYzcZgcCl3wYmmQ5VDsI10oKJHJg5gDOlZ1o0gKYutN1rHa9LjH6+6svosPA4%20QR8DCbdKaf3NgAs4gAXoAOOcgPP6AABYAAeogAZgv7trABR1UvCAN2tJpn7VZU405uMTid8DIAlQ%20vwoov651CQKogNecAJjwux5toCccM5bAlSJpi+KpWdfjKTAp/6ym6eAoC8LOalm3QOM5gpJu01/7%20u4ke4zT8ocVwLhcF351NVi0ockvptiCX2L/aPuXt+pyNoJ8RHWbLkQAKsNQEcICsPAjBM8bX1ETL%20sMKmVo5zuk5gccLrvEEyguv/iMhXTgCValxXQsAILe8EKQgHmACzDgCwsbsJUKTH8RXDAxK/JgyH%20aLa5YDbuETRJ4RWI6DQJIABYjI/egUUpCyqqybvPFupCAca0ol8N+TqQggl5RtP+LEkD0AC4+GXR%20QFBfci/aVqHKiDkkvhgB276emEGAXagLUD8J+AAHQIDzEpEsRM3SjLwO8D9guhFBnAn1GeIsDVNr%20Kd6FKjHK5f8JBgDAAVA/t6BJIfc/X0EACtg78yFEBHWdzwSxLuWRt8EyuoYbGEu9zDKX5X0Pkexs%20d40jYw0j1tsRA06vaHId13AKqACqzL5pN9cdB5+lzzld86VqmLPqzEgABhDDBQD35B6BbZc5mjNS%20I8mqaYFbgEJABSDNEBDxW1xuAagAAxgAu2OA4K7KY9pHDbmSfvm1NNRYshVRBSMbZsmNRy2/ATiA%20BnjlCFiAcRT1AhD1AXiACgCB2fkvehka+f7QyZnw7Zs0qgrXgcBbpcAKkcQKIow131l5r0AmsEI2%20t6C7Bi62Yx3REhyI/Ea4oOL1oAJCOZ++yvmVNWdVwOCII0b/gPKm4YuBAAtoAHKvs+UkW3nLJTLZ%20tgD3PRIgAAuYABJJADscAA9QgApQAIG4AAiggCFXoYajDoY1FLU5CNW7GiB9xJmWIZ+4AMGzDIRG%20eys8gEY/0QaYADG0gK8BCjA1y0YBz1WE3ogCihCTqgugabNbbXFiAKKgkqqiN3iTobKhGf0JxUOp%20PwVQCp7XrCeDGgj46EAsYM4ZCRYZjBBxX83gxsv4gA7Idmoz9zBxZzjyXL+pP7eADBJADvvIzeBk%20C1+xD1w8oz7zusVNvOVoKQBp4Lc2klUWHJcogAaIPhW1ysBXPw0A8QSA4QB4zRCwlFVZklLDvirV%20raeFzrpC/2lftk+cxuwFZzX8NySfBwgBHxJIINghA8EMGTokOGgwAwYMBRkylEARocOCGhFKWIgB%20I0IFIhGILHlAZImSJlWqPCnSpQENHRN8TEhwZoeaFXXeHODzJ1CfBAgELRoUggMHED4Yber06dMI%20BTRKJJhgocabDRsqxMAwg4evHsJm0PgVxEezVzGgrdpBY0GsViFmres27lWrEuJmPdiBw9WcC6+C%20JZsA8NuGHwocoMBAAgmRkBlYOFCAhASfDBRwKHjXqt/BdK16rRrRa921ByMGbpgVq0YSBQwoIMny%20Nm7cJ0+UHCFAAgcMIrYO/qoxbALkdL0OF+05ccHWnrPWzv/d8uV17LpTTITrmubw7nkTI4QqlOjT%20AJkHCHCQoIADAObn0w8aYYNFhiJyTkxwwaFgGHEV0VgYjZXAYQRFJOBMBYnw0YINYaDXd3W9JVFV%20VIFEoYIZfSVhAuFt1cGBBSHGkQQXDLBXBxeQsN96LGI1gFceacgQTQYpuBxGDQYG4UQTUuXBhngV%20dIEEEYygUkoK0KadCU2y5FJuBgjAwUUR7YSQjhBxpJeQHWolgUQdVPQlmQVl96R1U7ppkgYr6mjh%20XDpeMOd8Q0GlgAMKBJBACRRUQEEC9Rk6n1RlzfUVRDhmNVeYfOUlQn5xVVXcfmuB8B1gFuEl2F8b%20oJmgX2L/Joblp2ROeKdfcZHn2gadggbYomB+WidyGhWw0FuSZqXcTtFBFFFzqxkZ2EQLoZUkm7dR%20qQBv2tmGkgkl2YYAAwMN5ut3bnX4GmqEVUSadDVWpZ2zKykAU5smqdDqotN9K51VeQZgnggMUOAY%20ASAc+i9UAWwQLFcIHpmTQRWRiNAHezn8MMR7dRbxXkhKDHGGEhprkIkScqTQnDoOFzJHDOmEol6J%20vWWmBwWPS5VaHJXZ15wZQTjhg2WVeRVaCIFk1ofRwRUASc+miy5LJPE2rZNX2pzsjqASGalbAjJ0%20p0UInViwRQkc8KxLRlsX5bolsRmTZyXnlfVrQfOXJ3pP/xEgAAMEHFCBAXEDvPdPUqWpGscIgqDz%20WNAdFsBQiSsOgOKNO/544lN55V9yWS2GUY2tUZTatjYnFpF4FpIp1msw/0Xc513fCdKl476c3Eev%20t/0VRXVeuBeys13nUgnV3tY70rgh8Fu4Hnwmwa7GJ0d7XIZZKl5piCGvqJrU5nYS8GUrkFK0wR/A%20nXiKAqjgc2aqtl56ehvVWG1xSsDABAXwPf8Afoepdmj41QkXBBZQgIAFAIiAERjgAAEMIAEJiAAK%20BNAAAjRAAgW4LwFc4GYb8dCoXgeqw4gqI/sjH5o40LCHUcphJYQMxFb0sIlBjEQU6k7sOgY1swjo%20Sznx0P/aBnQYJbUpWkyDVrtcQgEKFilEgdvIWthSnDG5sEE1SVlFqocSKEkJiO1SV0yQNJ7MAahk%20PpMQkeAGFQqcAADrAgr66Pcv+5FJLl+8GrLixYAfZid4b9JebX5DvsBsoEIvTFBcGrWjheAHQ6Cy%20y14KwDgBEIBxkGvk3BJXN0cy8nF/kpkbbRcujLzqIEEqTOiIM7m98HAkKqEjHql0krC15Deyc9mR%20wKSQrxxPc8iKJeswkEqVdO9o2hPbulLgF3Mt6DTDClpeMgACFUGFAPeCCgREwkw10i8AUwGNwTLC%20ybyg6iYQIEmTWKmu7FSRSesCgBbropACrKwmWeNPxrz/1JCpDMsmKfvSBwTgPwNQwAATOMAE+Lmv%20BVLgAPw86AEI2M8B+g8BE1AoBP5zv4dwhUREohydZvjHrAGSYwFoVnVOecU2WQlJaSnThlajo1q1%20kWs26U/NWiZFpqlSO8A0G0tiMpBjpWZhWruhTElgHj3JbZpA+YA1obKXpiwVjWlsiv0S8yDxIFM2%20WbmABm5qHa3iUQEWoCAIdvKWqZAnXKMEnMqax7xYuWZCtLsAAFCpABaUhK4jvc0IICCBnt3wQ4kZ%20z8vM5ao4FstCckmkbbi6y5Jkj0q2+SruPHPW0RjEK4hZS09TByHDuUpNS7rrm8TGO70OVgJh0ZAH%20kNcf/0u1yDyIg8oBGqAUCDBAAwyowAIcID+mHsABC9ArGvnUAEKtiAK+ZYBQnXIfC30kA+wcjace%20IhEJQKCmiw2puhLrLAAARkTD6YCIjIQmnoZsIqnFUEJOk4B8yvV3oDXJYyCSTIr+7YI0w1KHhBRY%20mJpFAh9VCdnEOU4q9ZJsI3GaF0NEkdiRR2b9adQXOSqYMnnlogm6o3W7eseWaOA/RbSITDk24XGJ%20ESoFUAFuF6BiBQAguU1hgHsy0AAGAAUCFfDJ1wYAgQkgaAECiMpUhkSRsqrKcK5hAEh1U8c2kWSI%20AyBfxgynMgZrzCPmO44HoRsiiXCAAGxqEpi9Z8rthf+UTQjQ64LS6sfobg5wXprQQqDrFsBAWCIF%20uJYVb5NkdLmkl9jCiWSNY5U/Mup1GaNZqhIzEt9tmJyMHjB3aBJln70mObkKjFGbQtT5PGw+FXim%20AG7sEwl8ejMBUFEFIqAZC6RHfyAuEE0u/SlelaW6Y7aj8MY5rQNwt2t2SbBFaoIQEX2oKw5hnVpg%20JoCi3VWxKzlAhzH30ocETdjVphDmUtM1hJUlABS4Xm4MHMSm7XRAw46UYBqyGiEBqbJUWdiOPlid%20aO35JOIuCW8ELBKd5kQ4ruNkBlwNa8EwpZnqo6ZPHICeAkxgPQmowARE4gABiCDVQqGAUQogFQIU%20IFP/Y7m0nLuzK4YMQAM/dGx2+WwdKz2ZLxiiqtACQzCILEbbtRLfQuAKNpuK+dYa1qtWPLJJBG2s%20Qui93biWsxo4bstrXd05dqIF9a4OMTgHQQ6EwhquZMFZyl1CzceLSTsdtclovdSwbvTqM1oKazof%20+bjh7IXwoJAaPQQQ9ZMXEAKfwKcDFSgUezBeFIdZs2M+M9ecJIKyvUTzvUy+DgIAIKNITZtM4aFd%20Sg8TGs/paHwSEMCeHY92Jz1GYaSJXWX1El6r0Nljk7Nhc/ETRaKN05cbFi0FwTUThGCtVBhADolM%20dKkPmjbEnRqXAj5rmyqC1GhUMjBMZHLohBE6mWUq/3F6aPy+Exx8fQrwyRl/MoEf1+/GFEgBjg8A%205JV5p0dXyYqWMI3kX1qvzNYqu9koKGkMxXm/BavhaQ0ajmBOmw2HcDTEBdjNdUHd1LnJAaCZAY7G%20YLSeXLwFW6WJ+SiEsIySO+1RWegObjxJOTXbviHXVlxaqeBFPKVWAsgGhEGHW2nbafgFaDnfdZxd%20MPkKMZkFnXVOXmSaUbyW3OTWAIyAivmYeRTAAiSfbg3ABijABQTAEp5AfAxAADhAoDiABwCZzb1a%20sqRgsqTATeFgTqncKaFTRQwOcSRMcyEMEhkJeEGZRV2USm3E51nAuNleSD2LAcTXd6gUBskSf0BK%207f/ISmSVF2oEwGfpmwNqx5MA0wHk3qjEnK+hjKPEoWe8UMnUl14whnUx4ugtGbT9B4IYopiwhmpB%20TQdgX1NUQAUgz28NAAU0wFM1BQRAAOAlwGMMgAfc4m4NQAEwAASIgIk9F3m8Cud4S1nMH/2hi5Ts%202Z4NUUeMXaMIy1aoxgR2kLE9SvNECLzsBQHQVO2NI1cdAAu00dhlBQe42oDcz+cQhlfAyzdCCvKE%20Hq61C9NAFkWsjl/Ay7ZAF+ekycsR2kIUyzg22oD9jgkAnYwYTldgxVsAC4LI3VMMygAcwAIUCgQ0%20wNz9i8B8in6VV8qw4AWIIWidnJK9BDqpYb+BiSFhcpsO4YjbXB6sgQbq5dOTtJfR3Nt19eHWLEyp%20HB/OcIXQrVmdDMbaZAhDcADtJY2bQJ+6lFNiXQnNCMja6IfB1IzQfcQ1CSTMgAh+OcmbNN++4Z+1%20RBSZYFOm9EWJKMh0Ff+c3HRfjS0ARmKcEuJdR9KH33whrVgKB7TF8C0EBwgA7zDas9DRCD5LSliJ%20vBxWhmzSWfUKRnVLQbCgqzSHW3UZKulbnzGWYSaN2pHOrtCEmbSNrgRS4fyNyiQl2/FMPU5RszxL%20L2UPkzwa6XUNlc0S1w1ZnCGeMi0PeEHHyGHjWoSEZ+ohFiFN2KSAMr2eafjjmFyF8WAAEBaFEDqF%20BJTAcN3JAjQA4OWlXnYlaECkWzoYaEhACrBJvi1ZSl4POuGEkKzWIGUTT/iaYAikF1GewwjAt90j%20T2rP2UFfh7klQWRKhAFITewURRyIy6CJOylMWijiFQGT1PESHg3PBUz/FYWM3ZnkCJxJCDp+3Hjw%20ivFYFIgUxNfgW/D850hB25MRG8hwieEcmgf4y1DJpVM8E3jWh1TMo+7FUVZQCgM4m7oYTZPkpEh8%201UA0F4aIXX9E0Xi2znicjyxtkgQo4Ceq6EHikZR8D+5QT8jcEODEzFhM14JM54VAZmfdGXZhB21u%20qXVII1u0mQqmha1YnpvlkEOOhYPE0V1V6NNZjyo9gKqo5lbgTmLwY3RlQHUGxaZhJwEk0G/saH18%20pISAjp7qROxsC3XpG5uwqLPxmkRRSHh0IJt9zKGezBrajDcWBE6aJQmqBGPe0wZc3oH+iAcV38BV%20nkgejpndBqAWKc9h/0ckXoA80RAXUY6sXERDEMnmoBdbnpdaNKM43VSSdc9JxAQHOKiVeaOjjOh3%20xiVUJIBvNUBuqZiOUur6SYpr3CeCGFtW7gUzJuR63qMjNg2ipgq2iUajdF0yisaWbMpftQgAZNib%20DusqHY2XVgpNZNLtEJ9VwB2kxOClCGSvMEZ7NuBI9eFAMM+GJlGNJCoYFZtVhEcb8dS5iB4kpp2n%20DOTHpQ1clApGwKVTOBNUGKGq+QS5OoC6moff3JOeekSzWhlB2JroiWUzniHuXJ47DaQ9tRTBIMbY%20fYT+xNmYAAAeZge2Hi3pyQqEVJRouBQGjspgYA2GtMz46IV/iWOsUv+rSbxn2HLUNFoFSxqReJWG%20WYTJfn1tm7LLdU1RoPaG9EVIS+HPoTYoKxqFRQIFAyxALfYsULDR23GgqmTQ+5VcwiZtct4VY6pZ%20F0ZHRF4Ea3FF4XRI/71rFIWA8rWnGeIUl4JPWHxXJubQMS0rlJXWXICLsYzVI2KYtICWBZTeeX5s%20nXWMx44L6kkgJ1KFSLXLwbaLAUAAmD7YIHJLXTxuUFxnU0wAoRSA9xaAAiwA5KaH5LgVgfZF9QoS%20VsFqe7JJ5oqq1kTN6KgNcHSljMpXtH5JjrBIQrwF6HEu6+6OHjVR/25L1XDNuqWUtqUghUQh07Bo%20bkzLr1qL/klYkdj/EPmsG020EbRGGdA6RAk0i7g1ybSkxLTgWUjZBpp55fQFm5XZSLjWLI76xAQc%20oQ3T4vg2RQGIyuD8jZc4JOe8BWXcq8IipEpII4iSRkWwVagEZ+ls8EB+Ca2lzlYkoAQT60GSZVed%202ZdSxYRgKkQYoLzIGrax3zWOzprSRmcu1pcxmlzRRueS5ojGo7qtxXfpxfT2L5U67GC4F9fqBqGq%201YjOo8RqBEU6RQIgjiI702XkcBA+V1fWTt7qlw1Rl1xpF0LaIK+JQHA468e4nwxRWzs6aMykqjwF%203nv9kD3eZnF8TE3gFzyVRdD0F0WZjNraDkFIaAQfDQ6iUuQhya2+/5SXXNO6LXC8umWQDOK5YHKb%20/u5i8STauMXUuFCzXtRxEAlZNSpQPKpR4Icjh6eDcNbaYdZVvt+8NvNxtmj+HWLtZMkhtQbrJQAI%20wMzvcRY5g24CYs/9ySrSJKa65NXzEIR4Wi9pNJ2DsIYb9SbMYAUIovBIHWzvKoBjkEC8nkbX1NOF%20KErpLp2JdFZriAbopOxWoXPtdc8jolkdJlNhtOYmxnBTaK9RNIABfDOikNVVuh+EZJu7Ge2ukZmF%20+m2Gva2H4TG8eV7n1Zep3vI7KRhBdMr/6lkNAtgzCq9Z7AddyB59rdumnpV58ZcHJ8kbi0SA4cYJ%20jGAr/QerZNkocf+JOikIIU4fSP8eyiTfmGkVMIkbH8oESGhQOWfKHWOvo87wAEzApwVAAISAYasH%20TUduASxrKPUF5+TLKociP5sTvgps8n7H4knasPBfRWlbDUFoi4Qje/q027JEL0XvNMpFZEpgO/aw%20HFfj2wmaIBVHIh1AlwJrutggFv3GJ+1RLIXz1mFWC89L80jk47mucqcEMAE0T7xgQb/edwxH4hYF%20BdiwDS925A5MCjrYy3Xo8XVqSUBwHZWT0YwAOsGetKkm/hLkoXoRO5GIMa3N532bkTolSenGgCIT%20jyRxf+QMHuvnlnUJyfrXZzWvaVM2OVawGhqWulVa1rQqx0yW7FD/B0mwKEixrR9DW1p2YQd7hBfR%20rKYJNvd+r4kDNuRKBSFi22mYBmu/Dx7uRhliR3tVyY+5nuEN2jF5ZRxVb7eIwMtKJ3Rc6WHiN+Aq%20Zna4xFJ8dJoa02fIVytvSbh47Da6hmyczUin5E05xkBcVv8JS+Fs1q9Mp6uO5l4Td9skgJaCYtvW%20hgo4DP8ZTgSO1dp5hovVbLoahQOon3bn6AWuHd5yTZOCTq0ZDUoaOQrj2S+3VN7iEHllIpYQCZq4%20oUyhomt8XpLVOJzK6mNYdA6ZlqXLEC1RnkU1beclZbfRESiyObVSULpJlszZTok4RIPjUOv5mo7I%20Ckk3LyZXq7NI/5/+IiuFUHTtoPWNjqtL93nfBNkfjgfntIVnYNVNiQ1tOhsSQ3YyFRo9o7GRxLcp%20AqTd5nPtBfXB+noOlmyzSpVwHHS4yAr1EC6uGnSFvCbgHu3z4mvVHCOQ5m6UPqeWNArbtQ6vOJrP%20Ha1q24gZP0fb/PBEupZgKzsXYht9OS3Tvg+SKjgOugRUnhOSpPS2eYsLH26CkcCXBAe3dhQJ6NOu%2019HWrhwDdHwR/Zu3oiKEZhDaGo+NxB9SLckP9brrilOwNk06odunbxCrYpImgUzK7K/XiNabbPxi%20uQQCyMQx56dCd9yIaOCxQzzARBXAk9cL8oUEmFx+By5q65kAUP+021kKvK50HPEKYPmRPX8hXLEt%20lYTetJsE+EhaZeo7REB7tr8hiDrnOJcOvW86ka6Eb4QPEP+RID0PW4jL+4HGN1LH7Z09uOEVadmF%20JA+aC3vLIXO9oViqeZXoEX0R6r2FBiziplf234qqd6iF7RxefN70S3l2fszMVrxq5g8rP++ci2rF%20sW1oToOJN8abE6HtSwHI2uIG1Cf5OBkYy+XtqZvJJKaX/5kJ0TvXd/2Umkd0gt+b324Y2sATPXvR%20uAhzdecligdFw/gsOyHROG/TBlHaOUO/5t5USkAWgSs8QCSQgCFDhwQGMUgQuLCDQoYKIR68kMBD%20RQwLRYgggED/gYIDHRWUMAGSZEmTJxVAkCDBYAYPDR8mmLhQIUyFCQVW7IDBoMIMCSOuPAixwMeP%20CjgqOEFSZMejKD2GBImAAYeDGRL89Nkhg0+WHDZYLZgAA8+BY0VQtJmV586xLBVCJbnUqckSIUea%20RKCCq0+cWIMmEJhw7coBhxEnPhyAgGLHjyE7lqDAQQMIkDVMOCzhgAMHDCIfjlAAosGdPcti5crw%20p8ELKZ4akDv7KUkEAAaUziqw9EWIBSsWBCywcM/VbhdOHChBAAWSR+lGrStd9nMFJu4qMKBhYoYM%20pImfPciVPEHiBX0vdJnAalDCgktLCOAc5dPoII/WNnkAAIed/8RTOwi+DsD7ACcJflKNJq4w8OCt%20nDxIb7gDastvOv3sos4pDQYi7qrjtBpMNQ9KuyC0wwho7MQVIWPAgQ0KaAA0xQhYwAEJBoBgggIK%20WGBGyEYTqiy/tjKvsIMGYEC22pqSrqPqnMxOuqQMEKC9CGuqybsDFSJRwLJgAgxMhhZ6yb0OLiAA%20Q/xAgrI+kKI7IIWVQPgwogPJ2m0srLQiqDAMPsgqzMHESqgoNp207sk3O0rKAtDYioitMG0qwE/4%20BA0RKxEK6IomQbXsoANFZ7uQNhZW8km9oTo16yXzcEqAxRRZrFWxClQEoAIaJ2BAswEqiOAwJUML%20MoFAxRyuA/8PBkvowIY0qLCj+9ws1TYChArMoWUfhAhB0wRkiaBxBV0VLviYk03KREvCztT6uNup%20w4j8M08oUT3M9qAGdesp3/9Y6iqAaveDyl128bMSueV6YjaoDkQwDSIjyWpNwD+vyrgEDC0k1ePa%20tmvPONWWnZjPjOEiYUVabW0ZV9EqwHExCgbwYFcRKghgsV8VSzVIBhvSqSWdtM1KAiWhWvOjpvQ7%206i4KBGCJQYaNjnAoQdPyl08E8XT2r+JWUtPjku5aE9H8VKIJolfHsurIBz3NMtJLI5qop0Ofyrvg%20qO4riUorY1KoUD/vJJy1hQ4Sq7T2booIgbwQRnRsDBGAoL3/SQfzMiJ/15pV55ZrlWACFQPY9bAe%20KchMRgkqkHWA5hwjgUfGNtAS000vSlbe8CDomN3saovzunU9AkAEBec1bTiednPrtO9Ms1pflsLF%2083ULTqLyJL2lMskABi6wfTVVBT+P7p8+ZcnBslh7kCuBRyDp4JLM1jBRBAS4gDze7CXTfGZL9qyC%20eCtj6QmYh5SyPckhrGn44dBy+lea8TmrNzI7EctAxyIDpOAwCrAAYiQAAQgogAINUMEAJqCBw1Co%20WAVwG/+2kqmaqC0BIkDaAq01F+9FDQNpaY2n3sITi3nnJawJ06UGaLQafgpNAPhIUpJCPxzSZk5X%20Ow6oaFJEPeaNxSwURFxayGXAcBWgOh+hC/cUOBuokSBPy3Oe4ALjEvfkTj046QuetiKdoxCMbNOR%20iwFUEhjDpU89dVv/EWMyWKsANKAjDijAABKQAg4gJgIOQNECeucA1wGpdoTEFwjYRyS1QSB+e0Oj%2070jFnwtgAASrUQ1W+kcxvzirIgIZDvXGUh7xrEQAfOSYouanR49wp0iDmeEBuWXLqw3EPBEjjHDU%201hCchC8AUZxNdax5tgvlrzSA2YkBR7YvJT7MYv0al7P8k4D6La1NjCrjVDj0TAb5RkzLyRdxZqWi%20RK7IAx15JCRVYMEC4OYwCejIJoFEmoEAzYcE2Yq2enjDdcoFlRyxgAAg6Snmbc4nZrrKRikiqdPE%200FMt4QlQNsIUyPnxJMIzieXYI5gkjrNiRcOJTkKJOGnuaYnyIiNK/7S3t8i1iQHn0hIQj8SBOmm0%20JWtRniu3OKa4OKl+dlmpAueJuHLiMab29Nw+wRrWxXTyJlhhD4gExAHCnCWEbkKj5Ko6FQDoL2NT%20s9dOKqI5ZapPK65EWUv25SDBvI4+STmjKVnakfl9ryGNvQr1gAbObmYuOO/biQ/3pRrzgEA+8YMi%20VIjHLsrlL4AzLE6zoImgfDnrZKjBnS3HIp35SYulwOuIlD6ynfAByGQPqwk48ylW4WbwZ+OMlUPi%20SJaEMEA/6yIYwTq2RwGwMW5MJJ+ejtOlIjZPVSbtqGmaGNfE7m0paJNUdYXyEzuiDyYgVZZMt1hO%20UEngp1Js1EmadP9byDmNhFErYkT41NRIcXeZbBGUEO3IlgRjhSlpFOpsqgiTl6wlia8cpIlOhMjh%20bphFESBrOMUVMBA7tHelMhsfbTNX5E7sYZozSLgy5x18CS4s3VqWYHn5TmEG860o+d5KgLIgdBFy%20sspRZogkAErwhPhD1UzswY4Sxb71LWEXuOUVqWdPcXnTT7nM6YtVu8tLHcCtIJmtg1EJyN2Kp57h%20WpjagsthOUdmNEkEi2ruhJqNmuWGifrleLm3xg8NmjxxfGhWFOTdtuQpaDoZTJqqSuX8vgskI1DJ%20EAF7r0Mn0T1ZLstfejgoJNfXj1Rm6VNw26aogYp9DfFLa/L86Yv/CKY7rI0hZAPzptDqGNC3TdtN%20wXu1tBRRmjaxYGQwOGdlUxI8BXnzcpJVVxJpoJRmXhc7Hbw9FX9qecoUFYjR95stYoRcEPJOAkjQ%20HLiO7bBC/fFVzArZvRpnNweErOZ6OB5MQdah8skmwv4dV6OQtt4ecl9qEnKyb0F2RMvEK54RiMqx%205XBD+gPMxQfTVQUjD00r0+eyl13c9wLtIGkxtERvW6pqNYm/VTKqHRFsGvMwtXpC8ZJwbjLN5knE%20iZFrIKP8dmliM/MsAu4WjK9LPbGg6aMMIgt9R+C0qw7VNiRx00WBPNKCd/S/FwMwEvUqFovYCycU%20t29+l7bfOeWZ/8gduJxXBruyz4F82QFY8vjUy0ThyIuVEtCANTtWLdp2j34EEEFv4mYvhWe2Wcva%20t7/sDXnepGvifp7OmaPy7mQmFznGZK1NTrMg5hl8QfJxE10Cfuqq+w0AqlX4N8Ndb7wTWsG8ITLK%204hJFC3GvgcQrm3Y4dCQR4yt9G52kx+kO8iAds6kmu4jWHNpniprYjy5fZrNvP2y3zBwuX+uuycKk%20EbOJd1pQsbQETD6YQhdYmoExiFjYkv5NdSlM3irAZ7Nd+al0hAJF3R1MyiWJ3seKyCQDZKcrfAsn%20RKBOvAYDpkilzA4/Aik8CiJr6k2C4M4wMuzjko/DPKx8xAeabP/Pm66ixP5MfmxrvKLiNiyu9ATo%20mXwjOJqlebxE5tyvQQzieu5reLTJ8hDlYBAgXoxpN/wkQM6iCAnI0/aFYvzKdi4gAKptB2sDyh6M%20fvInffDF6ajHXIbjltLDP66sy2yPzKyOVLJDx3aPfoLvlirGPNyGfDaq4y6IAztwuEaDUgKDLAZF%201I4GSngtSiIQai6HUp4O6Z7OJXyjqQiiiDQFT9CLAwigWkzNe6AiTi7ta9SPwCRFbnJpOeiFps5l%20gEgtjaIjv8rMSbDO+eBO1E4ql5yttzrgAIfiL9Knn3wsAhVFJKqouqpLVEQJ7hAK2eauDjfM7nTD%20i1wPQPDMLEr/jPooTeL44/D2qq6OkO8iiIkQbUCWqPvOA90EgCPQULFS0L7SrKj2hd4UwshErBtJ%20UDxGhnlI7juohwScTOLsi8qCKSoOgLSQp+1iDzkyDVwma2IiayE2RgV9p8f2AwLCh0A+YAPQUfbO%20Ec8aAvmI0QMV6hpdEbAozIYEDyQm7SRQ7C6qJGJuwugaZNy0bAinJiYg7iS3YgAiUS6khOVy6AAg%204H2+ztmuxqycak8YkeSAkTwOsCFGsS5scm84YhJ/bKMgaEuc6heHUCGyZob2xL1gAiVCCyH9KD/W%20TkREBSsGsWhugkU07CLtsJOeBz02BxmbJYRQib+6khL9TMUS/04ZIaSGoqpoQKQntuxDXmkoBKDa%20Bg8kSeUjh8lu9JIhmEU5esIxc0mcmMlhBEt50icdI6CU/m0SoQL/kGKu7pImCkBUImRhIK9/wIIb%203y6zxIQgNmAHfbAKkwYCSICrxicsPS8ojg3Z6BAt92k0QMAqiE09dFK5xA39pA/oyE/VOOoC2+7p%201komPmXCNHFV+mIm7WvdJqck5iREKIzbtKYQgagiqDKtjEs3VuL+tnLdEhIq+k9IREVkrmtPIOi3%20QpEtEmSnao449M8eo2Qk8iagfsikTuokwTNLLNI3xepnyK4fDSJiZCxc4DLlqK4MCc93RmDb0NNf%20ROYauYI0wv8pDNELcT7gG4dqOTnme9RKRLpRVBLRQ8aHIcRIPodkQcaCHgmTBwszac7mCpNs8ZLl%2009IifTQrMq3SRgGzKBBzTfwQUYhnO8Tjnk7Gm1rDNwgizhQ0rHikL2CMS1Xl+fBzuVCsY0JyisAx%20amDCKv5iK1bTcKZH39Zm6NRvgNIEShTSQhETP+akIWDtQHcu8SosvQj0NGHCL4+SMxFLv6wuasqz%20FcOklQxsoQYI4b5u+5yneeLNFkulTOUiKc7vqIANgrSQpj5A7rJUrIwRLCuTPWpnADWLNzTATsWx%20pajKJObnNkQACU2LvShoXv6lC5OrSPdtMGlDBQlvUZ5Ehbb/zlIH7VsyJlw4rqSYBULp6H0SIgI4%204t/Y5Q9N4j72UX/Ep3nMAzKJkCDqxPNkSchIZiwOUjt+MDvuYhyrCkoBkPPi7f+0AktPNZGWzzrj%20QyAsBSYF4gKoLVFCS7yw7Umi5kE+5NMkDzWOZP0qrFC7opMKQiahhGmQ1QxpsiMm0DIBLCgLbqcK%20tABfYojM4iGwVVF+TiQXSDYepTzQg2Kb0yWDzCdASZTwsOAebD0Z5SkqR8ucZX86cTcwRyYOqTf3%20tVaMxd5a8xV98VM+oBm1k2Uf0Cjm6q8aJDgadCrDg0xwSUAABDB9w0ThJP/sC7riZVO0dmvjjZV4%20CvIAciH6/wcEvJC+6APoLu/aUukKu9BDPupfw8wGWUvjtDDTFgIp0KwHuVUfOYTLVqU9zk3E3HA3%20ISPZlrZl7tAqlYenFG7v+tBatLVULgqStCSvGLEnhW8hxIJPuii9lAjPJAA7T9Bq0ayKhsSOuqQ5%20C6JVjogswZNQEoCziqI92a1CFRbI6K9Se/JSTKq6mKcV+ZJhnHTqzI5gTFKm7GmkRvNOJCAsasdy%20HYMAhjFzbSUANoCzymVzYJQEW8Lv4jKxPgsIYbN49OXG8gotkG6eEsx2RnZmq0dWiHX1rCMfjVU7%20GOAD0u83VJXLUitfWKz9ACSC5CUAWtZds7MHbYPg2Gyh6P9ohkDpUrWEtfrncNHDPNRp5ebSj4gH%20Q6DUT6IHPQBjhAcie8V3fJXWfFvo1j5NVZBKT8wkOZvLeo+1JGQDar4l31C36zZN8oRCTYvNaFrl%200CQAErGpZysvulTi8+Tm++qojorGdSEKl+gLxVzWGT8CiT9FdqTyKbGkwCqVd2Xq/QwKbakOMYPW%20Iarrv0DqQYfMLHNYuDpAAwQgGCGJkP/pkKPmREQOzO5pvcSpK2CjnWj1KIJJ9+hnruw2i/JqG/FF%20s8YlYIRIzyIUYvTOIEo0T2c1jU6sqAIkIG3slYKtT+rTRvdnljpLcamQK5H3W6O2+yKYDQFsCVlM%209LjMh7L/0h6V5gGtLvi05W77h64EQl/lLAEcwAIqwJESIwAcgAIowEcGoAC6OZsNOTGCBCfkiYo/%20JWsuAGn0o3HbLY2szyZcIq/IQ8C6A8A4MgNAYDh7UVPcLqX+rTpcaqL01J5ghfjYMN9cY309STjo%20CMHsD0pKcaXuFC+qb9UgrjSHmTx+4mRLNkGwMnAqhj8zeDvTttImsJYlxrperLFUZg5BLn5WSAES%20wwEuYwB0ZQAoIKcpgIMiA33RU6YyLsSeBSKodvoYaGPxY64sS0BOpkE0S25LODADMzzAtCrVbbx8%20dpcp+QDixWEKd5VOyuSomiBoGU/ATM9oIiGcjFZ91neoJuxbwxhA3MJSMsfbYo9qaEKWrVSdThBk%20ZDPlgvAp+7qt23KBMSw0/zCXw15GJmMGMTaJAU4AWP4JdiKDR1ZyzcCEDW+ZYHlv/yIwNngIqgfM%20JYYGwI6pwESkhwGrK1DjAnquCrln19QwCVl3eDdHU7TLiQvpt6m4jCmNHFmZTbCOgryIS4ktUD/F%20TnYjfGAu5+xpbMxYqK7tARBkt1t6JysGJr5K2STAAUJgZhYbMSDAADggvP+JAGhGMWSnADaAAJbs%20PebpXl9pyeBXbxX3voA2Qw4AW5AZCy3ifRnCWr+JaiYGlF5SOiGmlywUjf+oqASH78AP5kAqa/wa%20gsznmfaFKKKQ4gw4e4wHIHEMPu6qlvYMgqoVcVRcKyAOecMxxNVwJpBpG/+L8DZviZodW0UIoAJi%20uqAqBzGCZVh4JjGkRqiPpCyyZlSFwiQZAHsmzqATq3QdjoDySp99AvsMtMJ0F3MkwANkW5lXGL/O%20JgWMzF+chVP2BIjc8pOLT/JALT2vWAr3+y4Mi4ARpf9WkyK5hhZF+m02Mj6zwtHcA6ORNa7kdTpO%20wAT2dKHws1JQu1wo5ceDOpDDSkdWogJUKDcg+3NEYABGgGasmaAe4wnnW1JDKd6acyUgIKhQUP86%2006nROisK4APAY4FXA0azZfZOsx0fQgCg3DDtODYReCXCUgx7wptIg6vEjMJbG18FhB4Bz+ymPZu+%20tRvZbL5lzmGgc3vz2if/AStXCYhCinjMQyvEcZIDwtCYCrUySWZgE3TOPuAAKmABDgBHCqB1JqAB%20stkBRuAwRqAyFKC8HWNLh5mf6UZgXyl09aLc99tNZPVMvxxcGquJ9fANuY1u+4SrqlIgNMIzh5tN%20BG6Lu80tVhsq1ZmZ8MifQ3nyfqqqUs/QCXgEQKO7wEQh2Ci9HCpSBMmjFhjJ2tog9NagW9gpVOI7%20F3jQDYIRcwcDKP1yy3fOPODTJXsAcv1YJLsDVqRpSS5rzomZIiamGoJqt9LV8Vw/8OcCBpwWZ+yV%20FfxfngpleAuSreJ1VLldzv33puPHMAvIfPLKJJJKH89z2Ve1GgIK/aZ+/6+DI/SjvAqmSvzDVyXI%20SLwwJSH6gOIGy6oUjgzKPx98qY2YQzC1FXP7y5UFx3RchxlZoeiWeWptixSe4UW7qnyWJEbAv+yZ%20NeJo533iKsdiIm5eT1JD5ppodGs1nh3+SdIGjmN3dSe1s/cQizLwsUhtmRNoU1eqSgJl+G/tofUq%20POkrbpdHrevYQveItrNTTr4FANvG68itpMrZMc5S9c3ywy7ubTeZgRcqv41/RwHigAIFAgcWVGCA%20gAQJHhp6yJBAQoKIGCRg6CCxQ4IOEDNG3JggA0SOHyV0uBiyZEMJAigoKGFwoEyEM2camFnwIEEG%20CzmUxKiRJEmLEk0mwP+AAWIGEBs9aMxw8mfQjhslREBAU+bNgSZg1sRKsObAEzMRCLhgEsPPlCZH%20mvTQtONIqh04asxYtMPDohLDiq3p9a/gsAY0WOxYdyNEDhgVJ/CZF+qAyZQrUyZAwLLmzZw7e/7c%20OUKBxlUjbmicQS1Uj08lMNhaU+dAsIMBIxTA0KFTiYyLpkw98m5I1B02QA158bjyDhdCgrhAQLbW%20v7Kl40zRfHXJkBmpSkydfHv24UchfwR/cqmEArBjKyDr13rYgwUp8Gxd8bfexEq5TzzemE8ffKQY%20BrulNJVGOA0UWGAy5RRTfDhBsBBy342EUgYeXGQcahNdABpmoI1IYon/nwVQUnND2RXRSUgtlp8E%20EECYlV9fzTYQbO0pgAAAF+jW0EZJFdDWRWr5ZlRHSD0EAlVKIfWRcAsJABuNC9bml473fcRYBkTe%20dSRQ4SHJ33aRUURRBhugFcAID2J5pXwP+mhmi7+1SBdUaonQ4pcc5bnRUNsdIOebcP5VmEdkOnRR%20Q8flFdGIIppIaaUjilbhU6UVlZ9bJXHwGpwClWDCYA7KRAFuQDr1aGpSVhTjcEUVsJwEG0g0XFLf%20XSRBdFhKJxB9gh0AwYAcocRrpxZB6VsGnGKonXYZIZUbSuthpZOcpNZGowG4RUsaixIh21inGonw%20XZTpevcYch0MG2G8/7Btm6VMCFBoElHk6QaRCKo1VtQHIQZgacEGWyYaCRF1Z6d3K7oqgQZWcnUq%20fHKCFaxCufEbZUSIQdRcWyCJ0AGfFnGJkW/CnSQClTZ2FW+OosZkAU98nvSQgdul9yhKLPb3lKYi%20e9eRBAHsaCiNFstsI05ngSR0VG3pJVJJeSVF7XaM4anYXSRlVaihfp1qk2EOqxQknxjcTJFFkmZ2%20cNyWiobRi7x+lBTAIEG0GwMWXFkCfLWBRVtN3lbo5HkHVujzuK4i2LVv5wUY0gUA0DbqoYbSaxME%20Pvm3a3cV0drurmAu565veT+ebwHdaj64TDUP+F13rG6YgFOb7p51Xf+2fl7uSBShRF2cM0c4AoVB%20f8dR7SPHmtpzoAUAt9zWk0jArVFC1HbUStYOQeFiYRsvzFfGRyfPQQkK4Fx2euwqrGzZFWtaFQnw%209/jTCWu+TGQfwAAOmORcw6tIUDzgL41AhmcgqZBFosKRDXAABEkxk9HcVLx4WYlsOOrRBZrnGJyd%20hy1tC5OzJuJAgOkFLxU8TAIIFTOkKaB/EkKUYU7mvlf1zCjpIUGIqne9IHamAKPxCYA8BBWhqUsE%20oeKRvbj1nkNZ4FuSawxxkBOSxSUggSM8od44hSQRhKBw4nMPg8RGI2IlSThr+42iyNOR0aSmO0/J%20jxGDtjz22EZsx2v/T6qMcjeSnFBfdhHJXYS3EOHMBXfNCloCAFMqsRQkMHI6yL0eiBfSfdFjGcoI%20iD5DAIIJcZSbwdR2EIMmksFqWUWZ0fmalsGCiK9HKWwj0H4iPJHk51yxEhQHDGgmjLjMiZuDHaJ4%200r5VOgZPMRIOCaSEwtR4rDjmSQr3jIaVMhrOUDKUpABE4CSpHQVJR0FhnfhyEqHAb30kbJqwZshB%20Q9EQIWazUyJbyDXmfUQEAgMlEEkJ0AAQ6W4PnOMIx7WyCzQRin7R5ja9ZaxGGumEVXOkRrBmlHH5%20RG+aclZFJGI5h8Krhu9UQPIk4gHJZTRQqkuM3qRFzjrqCy/rqdKb/zgHy6RxEzcZegpUmAKVR/Em%20TcTxCHgkwja7uUpBMdPJqSb2Ev8ZJAXaMRl5TLJRWaEwPyOiHkC/OpkIaO9M3SuQBL4XEYlFNUJh%20IybYcOIjECBJSWqxIj6JosiTLGtIIuPhdgbQEp2y1ZhONIDNusfCRclFgR3b6MfsicsEDKBNtSEL%20sGKGqLMMVVFBFRJeTumYdF3Ia3SBXwHghMGcwnMwB9BAyGClnIgQqWEt0ktF3gbWr9ItWm07j8qQ%20dAENpPayL4lkW1GFm+U1sLfNUg5SzBO6hZUEKRzhQIckIAIABEuSIy1pewxAIecyjJzknS4YO1bU%20BKioKnoUrFhw6v8/455xBLjJCGpw1RqtFnQq+SHo3nSHuJ4OZLgD/tVY3CuQheRnb40hGa5s1xBe%20/TC3ADXlGyOTNQxjxJU1mWcU3esV+hDgAsKryHH89dhXRZhFOAPQSk9WF7VIdpgUM6OHX2kQ155m%20JA9xTJfs+aLHfNFFfaVumH6CTcxq8MBrlYngbHIWQQppjsI7IHnr2qkWVXBJOXyIRg7QTePheEGJ%20WlEFg8IW83QRtxQepWjaWF2iHgVK0kKha9qTufNZp4wwOdxJjLjcoKyHLxTRzUUHucXzQO+EJIPO%20JD/8FwcdJMxq9CJEMlzOs5oLvXUmZ78mV7v2jpmhDdUKbkoDQmT/JefMzButrDoqVzge9JEzwWBJ%20bcJdWIZXMZ7KTmLSouCiSA+UomxzEFFk3wJxOdFZNehCOFydwdxYkgA4qz0/Rq18BYpdVcMwdVHm%20JY2EjCX5u5JNcy1Yw5rszP3SKwYo6J3V4c1uYFSmebx2QZn0D2NihpO3BpDDNM16WZriD7NgVUdU%20kumR8tmRfOQE3g9W2WGYPt1GPumZSRn7egIFIdtUpqc5XjRlCx2pXwR37oNMEZNXlabqQpIa4xym%20p76RuX4XhmbLHfemkeTjg/CluDIBp44lgxJjDXnO7aW3pk58MrrRGC+s0HelIGRenZXCqW8TEjmP%20Gmfd9MXN9/bc/0YPn6p4J0fCaD0uA13958YPZsqhyPvBSKnga2X0TuKO+okedJ9R8mkReKM3wj/B%20wNYWDiYHu2wreY+0421yn+NExFHWIo840yJOks1xlbs8kmoWEoAygmXae8+RAAS4swdCTkUuTc/k%20eQwcLHsqyCer0WCcDsvtls3aFgXTz/rEGwyw+e1yE40Rk7OyuqinThlg4k3K/vTBmlqfzfJ03szq%20n9XQ6sFWPGqzREAAkZqx30w7QAqWtcXcQFM5SFWMQzwEzWZRV5d3EXXTBCcs+WxLlqcvDdYs1EsV%201G1mUmK6chS6lBROUUfjl0ZMoznmh1COo0VK8VJ3IQEDQ3zWI/tWzVIA/iJaCPIo6RQxOnFuq+VO%20vwIAIqAwkZEg7oM1sHcUIHAuUQFd2xNCM+YS0md7qjUYhoUWaHIhpRNCLndQh9Q12DZ4zhIBbhJt%200Wc+B/Fk3sIYuvIiF2VeO8NM9QMeR8ZGjqIgOxJPYrEVsAEzOaEBA7Aie8M1UnIsLYJxnaFxGWgw%20AuVA/sU89aM7zlJyghGGNjIvtzEAJURnBSc6FYc1BLSCnZJlreZoPKhkr9M0JXB+u+FfvkMRK/Md%20Eyhoc0aIvrUwERBmPudkN1ITf4QRtMIUCfczqAFbapGHrIguW1R5iNYXSnaCZ+Qep2IA50dog6Qy%20yIcgRv/RdnIYNxtYPy10VyTBatAWITTUgBnEIynoQoQ2XuqyRSuUOIV0iZE1aAlAAjRWLx3Wh3Hi%20WmmnV2uhJMEBFxnlekRxfdambRxRACQQejiSFeLzhGNGPt5CYhuBYu9DXtAEMNeEZt6YaCFzhTAk%20itryK+VYXoLCfUAoWRP2VQLgAA5whpWhUBfJAJTBABz5GZiiXNMykqfkfHxoi/GlZH8EcnklJGWS%20LmAiOrsTVGhWF42mXVjiFZImVZjVWthFdFpjHHaoIaxCk0HpYiREAiRgfxnkdMd1AAKgMOr0J8pk%20F8/CEQ1hRY2kHTGmbUbkAaQ2fksWH7zIXKdITs1hh8P/N0oMsADUswAAUBkK4AARIABvOQAQ0AB2%20iZehMVse8UvTeID4plcSwAKPZouTNhMcFCw+YkDQAlpnhWaNdI1ycYQNZGJuFFhk94gmB3kn0x2I%20oVf9ITKaIj83wy6gORfh8QFLaCVNmHsxIRv8OBTAEWjShEoH+BsKx3zmtFLblY/k11aGFY9152Vf%20d4yI8YacEYdClCqTAQAVUBkTADcQQAEDQJ2TAQEW4BlEtBALgS7fKZ7BthDOIhLPESrb9XzzQRgS%20sl0CsZ638QGHUZ6rMZ7l+Z0CJJ4eZZ8Y4VH5Yp7j2QEDQAAuoZ6D9Z40YQDwuT/Px4vfaZ9nJaGJ%20JKAB/+osH1Sh4pkyROEsEsCU5FNY7cl4MsOgDNqeBzACyDQ194mf+TKh97mhLCqjC/FBWVECJnoA%20pDIqpYKjJ0oT8Pmg98kdHTqjCyEpxSZEElABcBMA0jkZGOAAGwCd11kBE1mgm5EARAQAAhUAEdCl%20XxoAXOqlogGmXSoaBQABMqECCrCma5qmbAqnbRqncyqna6oAAkBEXgqmEcCnfBqmemqmZuqnXloA%20BFCoBcClYYqoYxqmXWqoAiUAdDqncKoAaVqndToQbWqnGkBEifqnjaqnfvqpiFqmAhUCX7qoqPqo%20pEqohYoAdhqncmqpmUqnmiqpd9qppIqqXFqohAqqvv/6qbv6pX6KqIvKqBFAADMxq7IqE8tKq5gq%20pwrAqYrKqwIFqMcKpqQqfP70Vdk5ABFQARc4AB9QAaIEACMgAg4gSgTgpBoZFAGwAVADEt9WkBeF%20Eg3UExKgn/raEySQr+Epnv5apOU0cuWkFnU1Z6qBsF6KZnoyr3UnryuzMPmJXeI5n/z6rywKsBo6%20r2hWd8iCHAgLFYWaVUZ3FDY5ryDRQBwQnh+wsRVLsUV6nx/AsihbYvI6LhCrEQTwsQjrM3OmshB0%20shcgQEUroyx7n/s6oz+Isihbd/aqs4g6PW53PRMgAJPBAgZQGRVwtQNAFgMwRZMxEN0prpyxnMQo%20RFn/ahlni7aWwraVsR6e8bZtKzdISrcHc7ZvaxUUSUohsAAQwAANQDAe0JEA0AAMAAELUAAEugCI%20q7ieEQETebcbtwGLO7nG9kF2e7m5pbmb+1VGg4FfVQAWgACiVAAjcIEBQAEGILlHw7qfkQD95Lm5%20ZaSzS7uSa7tfhbu5S0o+wbe8C7zBK7zDS7zFe2xUa7zJq7zLy7zNK4fN6bzRK73TS73Vy5zIa73Z%20q73by72TC73Wi6YPYBiT0Ryf4RqVqgAM8IYE0LWVgafDWwAMYLmTIQDtaym7m7sAAAEPYL+VIgAE%20IxHAG7+Sq1AE41UkAh34+7ydS70a4AA3QQEOsLga/wABJ7IABVEBI/BJEjAC+OsA/Zu7dzkClFEA%20C8CdBSMABxC8EkABEzAQFTABZUspoTQAKdCRvKsAC5AClBEAFzxZ2LsZDgDEG/e91OsANwxYKFIB%20DZAZBfAAAoG7BXCdlNEAi0tr8ouG7PsADgC4ByC5ALATkxGmd0qgAjG+bSYAFVClk/GRCDAZCaAC%20B1A9kZoCE3laB0AwCRDBV5sArjS/d1sADSC5DCBZI6gABEPDgDWRAaAA2PGtWarGTUwQEKDAcqgB%20FUAB4voAFVDBUhumckygYUy/ckwBAMwAAPTG7HsAbEdhB7y9blmporQBE7CkelypBuAAZRsADoAq%20Cv+Ahi4MAQawAAOyAOClxiqAy5JlnRDgwDt8ALwcAC3xABBQAb6MxuDVkRJwL75cAJysAfYxAAcw%20ARqAEARaAQzwzTxLywCQAMD8zJUshyNQzZQ8GRIwAcSSw3p8hhwgxIC1AApgAddpWN08AQJVzd9c%20AXP7dm/KxwewpnnpxiMAzQwwASrQzAOwySaluErqEhYQwyUMXjL8VUVMvWGpAA2groBlzZJ1Wo87%20GQXAyyoQPh08ABeIpoqbAA4AIhNwwxRwhmd1AWnsy2M7AOXLrlNMYS0hxQMAABqgXQOgAN58AAvA%20AXQpv5IFw8w8AQ4AWCUwGRzQHDn8x3cbAipAAQ3/MAGS9QHNoQFvmb6TUcoDUAFyOQAdiQAd+daB%20OFm4LNLEKDERwJ0MIAAM4MvkDNUV/MZBPQEaXAGLewGNLQATQBlznQDhSsQMLL0JgMQD4MCczc0w%20TNhrLMZIPQCpggEVcMRRDRcT4ENxfdh17QAIcMlDfcMfaVgWoMJtRtEDULoKkABUUto+rQGCDSIA%20EMFVWgGtNdyZQdiBiNqhPdZoGwB0PRkTQCEWwMUOfLo3XK7Yibuo/NZNah8HkNCTOyMDYABX0QGG%20bdj/Btt37cKVPZFp3dyTkaIbQNoURtLRq6QTMBoJsKB5qbWXTCRTLbndHK8TsQAhYLgF8AE5HK+5%20/yzXFJCleNm4E+EAKlypk8HJWeoA+V2R3EkADjDCp1zXFbAmBSCXDBAAEsG12zmgIsIAmfyRBVDV%20Lg3IF+7hhroAEfABbhkAD0DhAICXUZ0AEeAAj1TBOXoBB0ABBXABFLAA20q3wQxYvJyXhe3LxDIZ%20GOnhKhzfRF4ACbAABNABDZ7Tff1Vrqy9EkCXamzNAdAAlEwBqH0AFjC/3YzaFymXIlDnyf3kGDDF%20AnHWdD3iaiwQA6ACN8yuMEwoCn09wP3YcgnG2tkAkWzOqF3BF1ACDtAATz4AMK0AJPDn5B3d0k3L%20DsC1A8ABCHCRFEABPgLnBrC4EoDLDiCXgMu47IOsxhlMAR4wuc2d0xFQ1xWMuFBN19Hp6CrsAbRs%20Uot76N0txSJAxEM8vRIA6QPgQ5XBT5qx1ibySWyb7RQG6bLbGdQ+Gehuuwod7t7+GeqevONuGfBO%20fPvdvfeO7/mu7wZj7/vu7/8O8PqeyAFP8AVv8Nrb7wev8AvP8JvL5g0P8REv8f/Pa+0Tb/EXj/GV%20MvAZz/Ed7/Hc+vEAn6VkCs+dkQB5TACsbGxZquagwfIhb2wPD/P4PtULYPONSykGDgD+/XY5jNme%20kQJ9OfNglfBDP705jKdIPuUnnwAEIFlND0RN/0iKywFEkspAVKhOrxlQ/8YoUs8CVdOYIUpt3eJe%20bzR2jBmSe/I3LUpQX7ZQX/JGn3EVL/fRm8OGWgATsAAysgCqXqif/uHCRwAL0ACuvvdBTzBBXwEL%20kNbhvAARXJeV8ZG0HMM97MaKvgC4oepSPsJtjahxOVk6XNeMv/gE47cf7gCP65ZbLcGjT8tMXPcz%20TPexz7yJe/M4n7hyKQELUK7/RO7VfQ/XC9ABblmoOD8Aj38BhB8AIaD12i4CvB/N/4zewj8AF1nU%20DKC/qa9QPV7CclnCFRwALC7lFbz4AjPVBbAB0l/9DkACqR+m70v72PPz8e+8U/2/ozEZKvC4JVwB%20AQ0QFARIWKBgwAANCyQwWFAAwoIOByk0GBDAwIIFFQIcrJiRAgUDGgYkWMCAwIIQAwg4mMDAwoIB%20DAsEWABgQIEFIhU0QMCQwYUFCA4yTABgwcYBChQWOIBxggCOUaVOpVrV6lWsWbVu5cqVAIGuYcWO%20JVvW7Fm0XZVGjPqwwIAOCygM8DABbAUUEgZMWJBAJk2RBOcyEIAhwgIHHOMa/xhJAWzSBhUSD7io%20t8KCCzJxphggoOSGggOMQhgwUS+FhiQNfpAsgQADDiQVpqVd23baAI9v7+bd2/dvqUrfRhU+tAHf%20A3oDRJ6okOFGCJEbHLgwoCkFyUgHXPA8YTqHg7IjHKRZYQJfv0cHOFhgATXpphNeGsTpoPlbht4n%20eBiQwqMDqIATcMCzviLwQAQTJDCB4aICoQC9DnowgagkKCABEgoQoQMID+ogggZHiiCCCKMSoYAQ%20RwpRggAohJDDCFG8SYSDZoJruA8uvClCEUCMKsMWFRRyyKgI0I5IJJNUckkmm3SSSAOflHJKKqu0%208kohc8NySy679PLLLaMEc6tMMss088wCdUNzTTbbdLNLMd+Uc0466yTQSDvz1HNPPruKs09AAxVU%20Ti0HNfRQRL/8M1FGG3UUyiMflXRSSndbtFJMM9U0qwAECCC3T40UFdSvRP0qt1NLRdVUVld1VVVY%20U5W11VhpnfXVW2vF1VZed/VVV2BzFbZXWEkN9VhQkzVSWWSXdbZZaJl9Ftlkq13W2k+lNTZYYof9%201Vtuv+12XHHLLdbZCAJgICAAOw==" height="240" width="438" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 11.&nbsp; </span><span class="textfig">Average TDS values in biols obtained from biodigester effluents, Sumapaz region.</span></div>
        <p>According to <span class="tooltip"><a href="#f14">Figure 11</a></span>,
          it can be deduced that the average TDS of the biols from Saucita 
          (1.00%) exhibited the highest value, followed by Mirador (0.75%), Santa 
          Bárbara (0.65%) and Meseta (0.64%) with lower TDS. Therefore, Saucite 
          biols presented high salinity, which can be limiting for tolerant crops,
          while biols from Santa Bárbara and Meseta have medium salinity that 
          makes them limiting for moderately tolerant crops.</p>
        <div id="f15" class="fig">
          <div class="zoom">
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pn9/MhE7%20Fys6OFdioIMfqUT+h2X9hI8swg+s1ZJnAmzjtAWzNX6XIoAGACdSF44iQmcFSCThB5DH8mtcgFf+%20RE5XgJT5dnfQwzFLAADsoAWOsHRZKJAO/yJ9SsKCe6gvHphSINZXpDZ+kbNz8pAEjqAuLdAxAugh%20F8khVackn+dX+sIOXwhjSMgF6oaWmyMhCeAITrcgB1ABDHCJISKPFUkkmbUFEbOQfSls78d7xdcO%207hgJufiCIYJkXMkg2OUDK8CZPTIAtGaQxlIPKIWaUYkkEyIAH8CGbFcAFVCVcQgi5yiTL2JbEwCN%20x+JTvMUFrFlu6yghwVQBjiCFGaCbFvJ7TVZ7TGJePsCcE6JXd5FbUNkj40aOBqiPEyIGINMActgh%208NggOUeaPzIBQdYiVgAB7tkE7umeDGCTtJKRV8CCAfV+D7l9HOKBkNkkbMUF1CkhF+AEGP+AAY0A%20BkXgBFgABL55IwrwYeywAP80oEMWN2VofuP5IJQlfksSgwW5IvJgARggASYqAfbgAGBQCUoCfkAF%20APKQkYqIfYBCdhbSD2mQkmIQl+T5mQvyditiGXVRFxqyZEV5IhcABg6AoipQDhKAAZXwoDWCAAG2%20hA/3fvxHm7eITRfSD0MQCRWZAAXQAmlTngsSgUqIIlZQCUpQCUAABG4KBBAgpQ1ibz7AoxrSBEqq%20Ag7wABLwAGAQAejJfngVQwSof5eSgAoiAJ3SAmLQAkNwNBVyAEzABI5QiBe3AY6QAgU3lxkiAAsl%20jRLCABLgBGBQomBgoBJApw3SkROQnRvscgE7IAFO2qcq4AQRwKoykn8KcgX+ZKEldoMVYgVJIAYb%20mjFpMADgmUZV2QIaY3Mg4mCLN6ixCgYS4ABOeq1g8AAbyh3/RJ8WsKR/6qcOgAERUCS+Op0Lco4z%20qnvXZiEFwEY/YwAh1ADUsgQHQBjsMnOFySACwA4M4KPeSpkmcgFL+gAP4AAOoAR/qqvrmgUiQFQn%200gQl2qdLWq4RQJ8dIg8eCGUMslr0gKWuSSEDYIpbSmlelAEfIIgXpy5oxyBWYC9st4I88J8nwgAq%20+qcK66dK4LALEpJhWSIWUAQlaqJL2qBFolF69rN4pZ//GIR+YpACc5UCkRCXB7ABcpEEFtADYPSy%20sKSM9gIiQyBhK0KqfWqiKvCkD+CzC7JjJ9KeTVAJ1yoBldAEF9CtLOJkIKUAHuABeGpqUnkhyioG%202mghDbB3CCAJ01JzAyAJIYtDnxlWq1WOBTu3F8uwSoC3ANB+bGshegoGYNAESkJd9JBe7BBOf1tp%20/aI86mUApugIWFghVyAJSyAGPQAsDcAE9poEknpPBsCZAmAFFnABxDu8xJsg4IeXKCKrSjq3T6oC%20nQsACmBaw5khEYABKgoBRXKO1PZ21FpsL7M3AwCpAHAC7dACzioNPKoAPZAoCXIA0vBHNidZAlAJ%20RSAB/9b6pKd6AQryeRp5syoABnx6sWCgBB9CjrCaIQMABBIQASuquSviU7nXlSYQB9ELPglsI8g4%20ISurAB6jIByDgqnIU/JQCY1gokXrBEXAvwDQD9wFrA4iAAZwAUBgrQ8AARcgql0loG/bp+GqBBrL%20IfIwbkDnU/mQup3jsAmAvtqSFxAiD0uMvgmwbt+yIH2ExBPyQdgmAG/SA9LAdkcHw5ArIf1QCdaq%20sGgMBizMikGsIDWMvYkJIsnroSPCABgABFbAp4o6IxoWog/CruClAN8bL9dkTe2SBgdAg1eAlUww%20cAtiLaqiAEzQmCKSlhYCKrcIRln4SfIQAU6gsH9qov9qrCAs6LEskscSoAI7ILohEqAtaQEPXMMs%20HCREmTZnRse641MCKqUKsCjp9iv9oAaeIr1D0E4MwnL80C9JIB5jGhjHlAZKlwDawg7FLB7HZCgK%20UM0Twj/OpAA7KMIWyVP1e8YMC8pxvALr1yI4qwRN4ATaGyIaRoxvkcETAgFYILr2awFDEn5pI330%20/DdXQBiEcQUDkMxbwFpboACNgRsD3SAXpz5WcHEVEHaS8G8fwCYKcALtJDOpAs0bwAQ94M1JIAl0%20lATSwAS9dHQbIDAe3YYV7QhLgGkkyG+xkgYtwIM6OHmK+cRmLK4J+6T6DADkCMEVYrCVcAFF4KAi%20son/vjgiAhABjcC/TdAI7wwkpjmPEHIFI8DDpLMCMRYHTuVUSehRDBUHnhZvYL18B6MFTCANHzAX%20cCQEYiAGCUCJFdkPhWypMofIBuBvBeEprrsECbCyUNwACZAxc6IFLYAAjpoAXbABljiQXpE6CYCZ%20PeAIVdgOXLqVnVXDOmu0o+yi1bshENAITWAF2yoARK0gA8Bao2Z7AgCoiUmiLBok22XBohhO7Yo5%20AmBb3MVeQIaEr/jbItZXNmvFYgpw/HBEoXHTWtAOA3Zxhi2mS2AFXmqvFSAGXtFNpiS9mMfF4EmY%204Mna1XICFaCVD2LJWyjN18x2U5yCn7TAWGC02ooB/6L7eaLpIlDdBALAsHF8Z/TgA317WwNqBSYK%20O3aMx0HCnUM4VBfcNv0QD1cw4dd4Bcq4TP20AgpA0BLuaATNIEPwAb4zABsAqamysg3gbyi4AEsg%20qRqjeQUwBJJwEACwAEmAJ6WkAC0gDSkwKmF30UwniEPABJos2almOjOjAARQuOFcz2+qBBcLp7DR%20gOpaMTU8nyY8yx0CTpUlhnGg0B+C1JWgFqi9qqsdInpLIUPAA/Rw5m6jVhKkT1xtlYKpBRnQAOCp%20BTquBfCbAi3QAxVQkVbA4476ASh9uy2QAhVwAGhnABvAtUlQlSmg2Id5DGIgCmuhBUtAMBUQ2Q5C%20Vv97zA6xedgV0ANtjE/y0N8YUMD/7cJc8M+f+gBOADv2XNUdQlll+W3VyCFDW9uxPco+wrGvTSES%203A+w7jgTjiEKoCha0N0wNydJoAU9gCsM4sXS0Ow9U0rScLsrqQZr8TFacAIGk9Hx+wFqIAaJHC/R%20ngFcK4pzNUAkjkkF0JY7PapoCwb/HQ/kdOy7aA8SoBZDe66Z0xZgyFH/pNYdAgHuvCBmHNQ+4rYM%20KFOj3TzKWDzXCAAIYDBEqiDJnG7Fww9wElZ6FUsM0g9/GVbFk/EwOiGWWSHS7h2KLqoU4qkN0gTl%20AKcY4PBL1gVuHiEGa8AAkKRKkKGplXApRQ1n+SH/AgAEOb8gtf4juiyA7FCXped8EdIAtkiY73hz%209twEFnDPC9Khg7wh8tAERSDwBg4Ge4xw7VUPWAyzgDo+7VzbPbJkuy4hK+AORdh4xbltv0LJI9xj%20leAEDMAAjaDUQ5xn+l0E77z0hC8iyDUBZ/aqH0KqDzA+BgAGQNDGFWJauLyKXJB1VX87JDsEkPpO%20b28h+GQFDGsFqA29CnLQE58hlYABLFzCRcDKtKKXXhbmRTDmC2LHl6+JMSm4cfBepbefkzqRoQLf%20FGLgqxrbEgA7DWgCYuwgA6AE+O70GGDroeYD9eDEG0KiAs/xAfzfNjK2e+95QNp4LzRACLDtJENI%20//UOISQKBHQBBEWQmC7MgQABQOBAggUNHjR4QYIDfgObYACCUOLEgey2mMhCkWIlDBAICgCCgYFG%20kiUP9otjIp5JgV9MTGAZU+ZMmjVt3sSZU6dJBQUKNNQ4gEmLFgWuaBmyE6EBAxqbFPEIIAIWCwCu%20sIjTT+lBBhiUCBjIQIKEAVutmuBypWbICwUhYIFQ1mzJK1zSxrzKRe5cvn39/gUcuOCAAwX2Ukzy%20IcEGLRsS/GUqb6KASkWqAoDQEcAKE10AW3BSiaAVFQzN9pvQWatMK2NHEoTgJKrggv26dJY5YIuP%20x7R9/wYenDY/AgSslEzQY0GKDR8AG+gtUR5bgS8XGkUcwoMe4LezAYAEcwHs1gEsfCiYKVYF0LBY%20gLD/LS/lipm3s7ATnl//fv4l+f9FOkAtklpoAAB20HuuqYlac2A8BsB4YIAseFhBMr8qu2ygyprg%20qwsetjisJAvAiKigB1UYD7gVfABxpizmiaM/GWckSJ4B+LECxwGsGMBCgxIoIDoFGlAwJgUQ/K2n%20Ao4jSYsTfGOKoguKUMLCAZSQgIHU6PNLACVEcsuJCPjSzQQuWcpszIL4eSBL4W7zbKa66hGQRjv3%20g0AJIIDQ8wEIUiyIhAqSGCiSCgqUqYECghuggANCREiAHjZooIEDWoB0qygnaqIRNb/78oI4PECS%20r9YkYHKgKYHAzyx5vpgnH35aLYkj7wQagDrg8jozpn7y4aJXlhTI9E5jWYqgCCf/wFgWCyUkGsKR%20JNBjZ4kNxBCohRSSAmCAoloQqB8xggRAgQwkQW+IAlJIIzDiliRpgCQqoLeCDdr1C7qJ2InACQ4H%20ggAMCDzIp9idugICUAAQWAiBvlKKsySQwDRoqgxp60cBE+IwWCP7ZmKHnjjqPLbkgwQw4IILGLjA%20AAYqWWghFXZQIgGWU2YZrCEy6AHbBD7IANsCnEyiwKEl0UIMeVKQJAOkFNjAETHS0CIJLZjg1q9G%20DSspjSGIamGIjnOKTKIBKsGiLYCLeAGrsXGyAItKfBQIgTZfm4uzfEim6FS8YYPqtwFWSCmjmlya%20QDKwyipLYYIk9MGEFk2mHHAn/zDAHPMdHFiozbEyx9yJIkRLI4MDnCvsgxYM2CDID6aVpAcF0rAi%202gbSWIJQAhZNYIgF0nBk0b+siIQA+KRroLchS51rU4SswDJVAC4AQwK3/4KgkVu/03UueW6bYDWN%20GHDggeMFAi1h2gR4kYV8FrBJARYtiACCSiCwH4IIpCcoCxa4yMc8tsC3yh3LAkpQgRIU+AAsSQBL%20DoCgPRiohAeoAAgqgIA8dvYzIA1BdUNohxZE2IMBDEELjshAAhrgCC0gbQnyWFe3CrCEHgQPMFsb%202wDEsIQKaOEDQ6sAvvrivINQTwmHEYsEuGC4vgggAmC4GMDg4pe6sGAlJLEARP8Q8iAJ0M0v/fgC%20NXxAMPHNRD7UkAAWMACGzF3ubwJRQBfmQbB85INFxCpgHgGgFSeCgXPlUIEEKiEAC4HFQi3IgDwO%20kIElfVAL7RIAAwaAHtxpIRLTWlhTPqAGAPRAEkNQABMQ5Rd+FCASzDvICukVtXb04Hyaik4RR0c3%20fnyJBUzkC0iKoLaCNAEMEXCcUlwComC6BQOfKogV2sS/vnTBB/UAFhe6UCwBIMAKVrCmNQVQxgmw%20gAKcG0s4dxBLAyWABwC0C7A+9DY90ugtGJDADiTQiGchpAVM0GAFCsCOoskjAydIQQ9SsDRGfmAJ%20CkhCBiKxhEURQBoeTEIkMqD/zxs66m3yAJIYoCOEWUGmSAZhR/a2BwQspEBYZmmNCpg5PTCgiIpc%20oMZJDUIZKEaqe325ghx9AEBg+YAeZRSIFYDwAD4pUIGDJMgkfLAQzkHQqW+0yidYQDAAsmALCqBV%20OyvHgPrhD3//OsiQ2DGAUwJADI8ZwAd68AH0/CwDH1CLAoBGAPQoYAmYUmsBGtCCYu5ESSsN6wmS%20MNgkkHMr8iDiYDgSRcxgwKTDg1AwreAAlf5lBdebzE0LsljAXCEf7qsjFzyw0ytkFQCtYRYGHKBa%20LLipW1ZIRwokUA4JPKCp8eRlQbpAjZ4OUKu/BW5NCPMokvRjolWTRgY+2jwD/3hxIFYoxw6gGjAK%20mNYsU5rbQQZQGqhuBSXUwOVBTgVYzAQOMPyIg10AyKLSGqQ1GPCc5xygPwrugI0SbJMDlADO7srn%20f1YlYHAFPGDxFsB4JBGAJX2jAMM+t7bMVIgSXqkUCxQBmZvFAFj7ooD/BTgsC3GuQzAgmsBcdqoA%20RKVA+FEOztk2nBJgIzwtCITOqYC2EqgDiXIrkNtsYQJ7I3CQhTwYU3ZUIwyF0nIJErcLCyQB1WOn%20TTAkEQiY94upSZxEmhCaiTDACVUCzIqwYlX4PW8s4HRAOewhgQg0YWUCYMcKxrCD0tRWAoEsggQg%20gLcvkHaSQwa0kN/lYYN8wP8Ra/1AClKslMTC5pgHGcJClLyVUEnEAo2oRJRtEo96+GAFV0hxlbc3%20Gs6RNycCqEtnrjCBKz5PvhVsUzn4pwBTsDGe9oWnEsCAhQdYwApXiIMPwhtoYv+WHaXkmkb4kQRH%20bKACzW7wRIakIESyVSJlm2klwKDhgWTBCTtgrFL44RqJPAgIDgNMFnbKhQmE6GyWmQznuutXLuAG%20ACEeDYuZqoI2PUBhA2hACiBggSYQ3AIXGMDLijDiA7AIAQIQgBUiLvFiV7yACogEvEhyJI4rAN8S%20+UAFHtOCDXiShEuJtpcwMOk4pCDDfhHLA8jLj+qZeie/+t9LDjOxeQtEHpz/5YtndV4SZcYsZn7k%20nzwmQCGEyKMJD8DADigwQX5TkM0TtnjW+UOYZJMkBVo4wAGEWJIGNKa5Ai2XFsB1kEYHFULMRM0S%20dpBdvlCvRJGC+o6DLtp8eIAFP/2wBNBN5SnOBdgb0zT04Fk+O8vcIH2GCbQ+IIGoO6B6UZdAEVQw%20eK13vj9WKHJJUtDsSPRAC4uG9Ac2CIAMrP2HgLIRAvTFFfdACtgggAjW4TY6ilQ53EqRxwrm4T50%20+iAOCGIAlfoqEF+SmDxboIZvTUI+KFqBAde8/kGuMMZioWQeYoBZzMBJIpt73vyBwSFJECCNBqSj%20BcCL9o+SkAaEpkFe+Prh/2CGkIDVIQQ0GTSIKmqp8quJt+A2gxCp5cOJfrgIYHFALmABLski5ys3%20JwACTSuJAfAQIDMJobIwusgHaggwdlg6mIAuCWoxGIuQ82NB4XgXAmS9xPiAD2iHSTuIkHOaQTGA%201hOIHhAegmAHxLLBCHiEUVsBALqbvgCCmpqIC4AIBcQJCfkfYPEADzgTUdMIA0C6rcgCtJCpiaiy%20yiqJjzEIzqCT7zA6CFIBiIDBFnRDnWgU4iKJIaiXCsAW5DiASPgAafiAAUA7A8AahFCASbuS8DiI%20FZmAkDjAnOiHAZA3iugKl/oL1Pgfv4tAgaCMImAA61qThei53AijS2QJBthQgUbQu4lQt8gjiBWg%20hmARCAaQp/ziHDCQsDe0RcDAOKMwCQOolPibCH7QgpHTggyQhiUoptlLpkc0iCwQgS/AwrlgEJsb%20gAdwgk/cie/5ny7IB4z4jlK0RoFYwlOkCQ6bhyz4uIP4OSxoMoq4Cg84jAHYRiZiEKbCEja8xXsk%20kzzUvYJIg7FqAU6kCMJAN9z5iWubNITJlAnwtAmsOxI5x++oDHHcCnZAiRVghzAKFiuAkH0ER80Q%20roEQvluSiSxyLZPwrLsYiNTYAlrhIn1bCHiSSHyUyZn/QDbUK4gCcITZqYAPeEicaLvmcxwGNIEr%200MhzmwuG1IjuoA25eBUu4IEGgAh2urR1NIku+IJy8bs46Mk1Wa3fmwilo4arbAkTyIdSYZPysS0I%20grFtg8KZdEuJODafYCeh6AGBMDSbJJvmMohK0B7t2o0BEICam4vsocqCmEqAtCwWcLk/waIRowkN%203CnCkRyZoIzraMtlZIE4uQJqEMWBkAcc0SaJY4DMEJi3NE2ZUIDC4MiF8aGyEIMKyBq+QMaKCEft%20sgt2EIC8m4vaHB9aXE2ziDMKcEySeBAlwEuEcCa7YIGhiwkvM0Q5WU4F+BWMQMx7g43LiQAMPE23%20JKuu/6MIHJyXJUgQ90rCMsQKgYgADIhJmlC89XxFeSKk4KhMEPiCtxEAT4wJyOQpCPzCBVnDUSuJ%20FQEglcTAfhgRddzOBP3F0CuJA0iC1uE82VSyB3GATOGMyBO1rWSJU4lQhMiV5wSOaZQAIhA2ktBN%20k7ANCHTAaBJLk6iyr6CJy6rCevMAQmvCeQKCNlTQe0y/DIQOBUCA6sxLL3LCu9Mte7sAdRRSmRAL%20MNOITHRPU4GQLoDALBgbbfNKhPgC9XJA9zlOglAI9aSJLU0nB+xPSMw8JbCC1WDTHTVNK9idLzUr%20R6DTZhu75jEswkROM7k3LVTTrcgiI+29vgwOJ5ybeP+otzg5EpBqgsLjic8CIA+ghpFhCQQgqcKk%20CAWot9AKLRaw0QVRAirxqlH9E+1002KLw7mUhHZIgSVIAbjyqIL4OQwItwFICQGZLDDQUZJoAnwA%200IN4iEwLDiZriXr7grrgGIOoMEwtiJziAhaBQMxyUSoxVZDsNA9QLyvUUPEKCcyJMQzIs2881c77%20jwNTNi0YpcBIrCvZgVO01aHERCVoBHFlCb7MUhNxAn8DDnmIDbBagXqwCw8QIL5BmPITAMkUtsFh%20r+acpyidiCO0ixHgAjn1z+p5sYXY1XEltkaJBCOjiFfFj2qVicQ6lWCqi4LRECe41/wEgnbtwGUK%20jgf/AFEAcKapGq12Gw3BnIicmgfJabUs+FSDyJUPxInL4oJ6oFhQFT+1dAB61diKU5Iv9cMKkAbC%208kWyISfqeQCEqIstEJ/MoECcgB5dNYnp2CXgEABltIotQKe+m1QkuZJ5JYgrkIt+wKh6kyaRHYgR%20EcOinYczZYnchBDxI7entUWum8sPaCEtqFq9HKLlqjKqRBxawS6lcEJJrBWVBY4LKB/2UMi2FS3J%20qROO4CVN5ZIrULeNuYJtxUQL2JNKAIJKsAevyFiJCNoODInaaiAIql3DDbJ3+c1uYTB+YF2aSCxb%20QUeX6AIfeRDH0wnqQSqTqLCwDYxATRENnMKjhcCd//KxeJgKADw8LviCI0SLLlhShOjWtRwLcDOW%20K1lay0MV33XDY8u4KBsAHqqADEha43XcbgmJebuNFgUAflABstUJkYqJVQGOZxwI21g3H+iCLIgm%20E/ABEGCbFViBBlROdhuA8z2ZJTyzhSgHMb0TZRrcNAuk+Spe+SWwvyKJpdlJQ0sCvS2J2Rwv7VLI%20XskVEs6JCGiERewyzunQv4CZ7WGHLjAPw2GHK1iBLIgDAqge8wDdekhWKfMjtbQtHqYRAShFb6W8%20NDqm3mXh30pVkuCHDYgEgXjNOzULIko+fTUIBqSGUnEieMuJs6HV/OSu39C1/pqA5QWpBBgLIsDW%20Ff+do1abCfAIJDuzPIf9DQFoAvyxgK+CgCZIU0ceYwGryXgZxrJIgXa4Wp/8qCwCJu0DFr4JGOql%20ifs0YJbQrL+4T+lCiLHyUCkAgy5IL3Tyuy64XengCAdKQSbUI+jBAgewABrOZMrpUY04AHtxNhdI%20EB9RyrAyvhCZknq6CXmwAgzAXJNIT2bdCiMK3oHQJQa4Ar9j0RU2iCXknNJQS0yWkQHw4Y5w2mRu%20J+I5gDYUAxH6wXwpkukwxYM44pcAKrGo0Jwo0sskiObbI8EIVA92CyzgkHjA1szUCRoLYRg7W+Cy%20gDRSAgYQgMYR6Ya2ZzKWy3iRCx5R1yIh4JJsYGf0srePqKB6tjSibU5aVGicYOCY6JSouCxzvGNt%20gzGnWiN4phFSxAB7qISljgCmvp+SBq5S6liNQCjx7KQTCGWfjA71UJjv2SkWmADTmg4tLkBH3dCx%20EGOZSJaVRYgLsEBDks6dyCIVYAOVsesh1iPKWCMwYCO+BoMigGOo1qM4/NT7PRSBSIEKqMtYrQ65%20oZt+6EKqgmCgmrKbGFqaxhWZxWz2/F+aoNCcdtHCU+dj4Vd4ymgHAm3B3o/ULEhpcwTnGIjEjk3m%20AhhCDZfbAF2wJhmktIncrEaaqAT2BQx54OId6F3ocWmdSL7kHrIkWloSSW3Vzv+P7hwbA6iAAyCI%20BhA5j1IcLH0cO6IqYHEfkinS0f4w86GJnfYLrR3tK3kEow7IygDn4OLczrEzMKA76a6cTZ6MB7U/%20jKraMntcn2uTHRuAbkonaX1FtL4JK3APvNaIuInev7g0VfbmgFaKJEprk+EizykNr4hu/Q5RU3qb%20xagAJtACe2HjNlaQyYrf2pgAgAVrSIEeB9jwp5jvLZIA9eEOK5uJNFGKXDFrYlMIeSqHB8ivLAEq%20ES9hn1hNBegBq0mC2ZbN3kho22SRYgkJtgZDMamJWN5smUAbLm/r67Bcna24Dl8zcKK8SghzJke/%20wtA0856JTSHWg0gAH+DAg0j/ll99YSBoBDKfKV2D75ioJeYexTvbCcoYciLHHBiDdNXKPBVognGG%20c8G4gozb8AGXijw+iNQYtoXmMpt4AFle5X4FDLEAA0tPxla+iREBgxDPIwFQmYOza5XhKgy4DoS7%209BlBNmQecHmQWXeNAxawSQa4jiU3CX94MJuIXMBgb5vYYRs0dCDw8TcUAAt4gEYQmAvAn/vJHwjI%206l73Kwa9kyhRJhsHqc1E2XJzIDG+gB0I7JmYQGCnCFLGiS3PiSxqkJkUgMzAgGXha9N2Al/9DnJH%20v5M2ligxAPgKJmeKGA+1rTefkhyXCI188b6YZmdvdJngB2sXdK2TBwZQgh2Q/yc2Xy2LR/ib4O+/%20mKTDUABTi5JlFegtYLqN+OEChAqIPhmoe3ME8+FCX7JZenXAlnWLg5nb4hzZWPmEl0O/GIIH7QG0%20KoANmD+D7PRR2752B8MiAGKNYIclDPmZemWlIA1X92wHonMT/vp79KWxkMXSbPrhKZ5Nz1Qm6AE1%20yIAM0CFKMb1FMwD0KPsvEAFVnAjQyDSeH4hKswl5iBsIUPwNLTWxXQhWH/oLTNCAcaqY8ci57wvC%20iARlV4oWWGwFkIQEWAJESZoQM4AFSFvmFgB68AEBlogirdZo1Gmbngu7O3pMVFvWkNmxN7/MGAss%20aZPO93zDc/K/IG6BaAC2Sv8C1+vnbtkRppis9RBaO/pSjXyAzVYPyzcRrwB/LFJH0Y8J76aJCnsP%20BQ2Y90X+5N+KXxeMA5Cd+0Ps6beCNOA/BVDgxwMIE1v6ASho8KBBAQ8kMEDo8CGACxiAQKwI0YoE%20CVYscuQoD0KjJh1HAqhUBAJJhxgxXEjp8iXMmDFB7pAAxoFNLChl8uzp8yfQoA4VFCCwUSjEAQWW%20KAAgL4OYgj0KQDSwAMLJh11MZElZCYOFmUUiAOUHpIgBpAiBNGoJ1AIGsmKVDFBr9+7IfgwgNGED%204e9ft3gHEy6Md0CkA1cKD1jyQcEAAQKW9EAgZkMCiFcURAATFuEVLlzqkoT/oBMmu0qegcqrhIWB%20vLsYGQaVCEQATIxoDfPu7fs38OAW+RWIxK9wiwobkmzoIc9AEiYbqCa9oISlwxU+tpAeaWEsbpfy%20gIAR7BOkXLtWwCg5+nP9A/cpI2CoFF44/vz69/NPWqBAd3gp0AKBBBK0gBhDWKRAGg44cJ9BWZjQ%20hUsMYKAEhCPxYxMD7Lw1EUF2XdBIJUIJkFFDFllxwQUMXGBAEzaZ1x+NNdp4I1BWEFCAfDZeQR9F%20CA2Qjw/xuGQFTj12xIAEDgTYE5MPZNgTPwxYsVcRlVz5ZEzjlceRBU6AYRNOYGCwE45pqrkmmwUp%20BaCaCqhxpkNXmABJiCQJy3BWiinZVhYCDNjjgJVWKAnAAIYqaoUBhjrUTxNOSFBTRjaJ9FMlIXFk%202qQ4YSBBXG2KOiqpwfETCQHHpXmFCkV8dtAXJkzgYUryRIDFqyQ1QeJPAwCBU6U4qdCnQQY4MGaw%20YFTCJQSfZnQsqGj2FGl6EEHQ5LPAVlsqt91629ObXOpnRRMQWHCtE5VY0KcAW8yzAkwgSdsROxE4%20MW9MJ34KrAOfKhnjpzfZNFFsCEWK0wPlPOBAVj9dkCWtEMHlgArA2rTttxlrvDFC/0RF0lSNWDmB%20wb4SZGnQAFx4sNhLIy5bq0kz5rsQTg6qAIY9DXkYIpM1O5iREgAIYIUCLlpAns32qCDBvb0ywJ4V%20AkTGZRP7OvDAQvVxvDXXGQ9wwAHi5gfBmD4fi2ascRRcoRMPrN2RFUrQ5pMANTepBLCVQBDBX000%20EQG/TS70QCVAqPCAPSaPWfHPOOH7UhNALCSBEpID0VA/AuxVydIICw4Gxl2LPvqNOvJoI9lXPztp%20eltQ80VM/Cx06EXHil2rAHJjXY7FGJhZRBEYiNkkTnhj67sE5UgAROHF+3xmnqjdWinJJFeyV9Zg%20CGx8mRBETzr44eeHWNioS3r15P8S7DQkFyy/hAAQr3FUF24SSfnThjUfTnPf5+ptvPIWEsAWMcAf%20QgMA2Z6lhIqB4XEuoQ+2HqAC5R0reBJQF1ZsokGThU58HvwgYYgTCff1BwKNk8DCQFeQFXAhH7fb%20FK4KIo/vFcQCeosAEJr0F2LBRB4LQyHvnsVDADDgahXDmj12ECSEmOYm2tNew3jSGeJJQAWJoxwE%20LhAeBlQOCF5k3gMcCMIxkrFX/1EVjRLoIIVlhA0FkRCFXjKAvwBhIn+pRBPeBgArPIBk5zMZBjLD%20kw1prybHGtMQLzAymyjPTEFziAUq18XKqSBXMYnA6hrnPYcIIDae1GMZQylKmRD/pQAgS6PAHmA8%20Og1gCyYw0kuQVISM+I5kGnFIHbFlN5mJR3IPAIISVOkAICiJAapUpRKSqYLQyWNoU4uaZHxCHwfh%20rUyXGiU2s4mUr8EpZEV44g5+V6Ir+CAONOyIAMpWRWDFBwDsiMzQbkbFmvHSJfywAgKGpk/aRc0K%2097zn0H4DQblRblLX1CZCEwqTUxUAjf0xwN72pre9pQWOPTyR3Wi2PAh4UYI+o1yZHCDIUE4TW2MC%20w0EVqtKVPoQdxOkmjhSQFoP0Iw4mgFdu7Oa5gdmSYjpFIU7q6cEpOuhnDWQpUpNqEAUcIBK0448B%20TokoLrDghRWpmwKJ5wBzsYgB/1YyXjXJJFTxVckAXrWSV6ek1LVmUynlS5MBZlqQWHUhYkf6qfLK%20kSEvZQtYQ2QrYAPrQX7sSKo2kqlB2LGVrlw0ozSzh5Ku4zvtKW6sgr0sZjPGUKvmJ64GuQIL8kHC%20I5VjsoV0ggOUdAELrLa1rFVrZmMrW1IxtaFqMsBItcMdnjTBAhbo7QX8ZgFQWoS4sz0ucm2klEhw%20Fj+eLQg9eMDY5FK3uiu1QlEcaqPn9sOVo7UueMNLRm7yw641eu4KWLBb8bK3veK7QiRMeVtBxmoC%207r0vfrlGnLfiyLPscCUs8yvgAdO2OE/dj2cVIJrvErjBDu5PuG6bliHwII4PvhEwhvPzUu2eNy02%20xWmGQyxiw/9EGK4GYEc+RmPeEbO4xT6xQmIMe14FrIAacYCti3Os4458jbkSngALYLfjIROZI6Xk%20MI0QYIA4+EDGRX4ykbnZXOEMIQ7qXTGUs5xjwp4OOAJQwBCeuoIUc8HCWj6zi12amCkjpQEbcEQP%20nMxCLtTDByBGM55H7DEGE0YB0mhAGrSQgiexkAUeEE0c2JznRbP3TUgmzAFEUZAGZAABNE1vaFt4%206C3cmdGeFvBLnUwYAvSgIGmoDMom4IMUp/jQJhADgxKQBlnTeta2rjWub63rXPN6177uNbB/Lexg%20E3vYxi42so+t7GQze9nObja0ny1taIs6uSX2TQFKDYAhJEH/PgPoAgtaSGcurEAB5oaMuTeDbgWo%20ewDpNre72Q3vd6+73fRWN77vze4EtEDe/s73v/Ud8IEDvOACz/cVEjCEgzOc4A03uMMj3oIEQLzi%20D794xA2e8BZYPOMY7zjI4T2EkYYXxrb9jRoyMOkTPIkdWTC0aDq9pgGQXFQKqHmbaK7o/QwgDdzy%207DmRe+3eKGA6LdACdYSUBR94IAFYTlPPuSVT40I9DTvXD825lQCcV1eEB8bL0R2xBLF19wtPV9PV%209SOPr+Mo7Vjnljzczla3yr0nN/803nd8hf/wOe9+/ztJGPpowBO+8B37T7UNr3jAL7fujBlV3IWE%20YxqxY22O/2dMhi5PGKkJiVQBGoDmtbnhNJ06CQ1oUwKWkITHOKUBkojzmtKQgsUMIAWrD71axJAB%200xdEAaovwOTzc2pJNCA2AjiAJJYgVxoRBWQJ6AHxTQ39BgQfsENnfhIyEIkNtGBNCtBCEiKRhCUA%20oAHSKIAokoB7pBR9A3VJwfmZ8IHqA6cFkkjB9rufgQwUYAOnv5ECJMFUMEH3FQATEMDrrV9PCEAa%20SIIjHMf38Z8jcBwTLEH/dR9yYZdR4Ij9FcQHLAH9CUcLqB8AKIAk+B5VDIAWRMWNDMAHaEEGWIEK%20KkigcZ1+WKA79ZsFJEFauJ6l2cjRNUUPfAA/nMDpXQET+G9cfyTAB+xfXYhBEhDEUlCaB2rbcUkZ%20jqSAtrVABiigifxgAzxGBigIAODgjRTAAXChPCSAJNSFAmSABZxdcBhABqjedJQfywGAAWhB4gnH%20ZGTABySBuWmBIPXA//GHPIAZ7KnBBxTEECyBYxTECCb/l8cMXn6kQCNuGwmyyQiymyRg4AdEwo0c%20gCCKASEmQBIsAKJkAAbSiBVIQxJsnemJQQ/UBR0uX38sQAYk3wZYRRIo4RIc4hIKIgAshallwFQ4%20YgZYovX9hxf+RCRoWwdkQAgKhzw0QA+kxRuSYTDeiAMyRwV8QBqQIAIkARnSyBV84qR9QAv0wHE0%20YB8GRwEkwaT1QAJkgBImAQvSCCqqYgEQgSP2ACauHDvIIVtxWTwGxxAQIgAA4prIQwqMHW7IQw+M%20XQJsgBJSHr+JwQc4AgnIQxIcAACIX0L6Bjt8QC1SpClJwxD0QxPiSAFoQV2IHwIIJAC0QC/ayDiq%20Yhpg/yQADOHRZYZDCh0aPqNPDEAPMIEWSELf8YcYKMfukd9CMkcKrAm31YWbMcc+1kgCaIFSnkBT%20pAATJIEWnGONWAFzMAcNbkAG+N+N9COifMBYSoMM9sAGaAEfJheMbSCOCEALHEBJ4kcCNIAYgI0Y%20xIYBHIAYGKR+IMAQhEcaHIBZHlYDKIZB/GVG3ggCNACgLVUBtADV4ccAPKabtIB8Cc1f4mJsuVRT%20GeXivaaIHRlszibhYSFt3ibeaSDb4SZvDhliwFRvBmeWiRAzCqdxjtj1HadyttjeneZyPieLvZRr%20Qid1BpYCoEpxVqd2NlpxZOd2fmfXIZ5y1kVdzNAaHv+ADZoIaWTOdOJGc3EeeN5FcvLmZWyAUt5l%20cxQGKvqcGEiCUk5mm53gSDwfgMbne+yIdyre0W1ABSiHFjQAGoGeDJEnaQxAwdDPk0goQnyA+w3B%20m0lDg2Kg1AQI55UnaZgnoiDK5xVjBYiohrpJd2SATBroNq3ZcsrDFeTnTT6GPMwjPm7bVCzBCYjB%20PA6aABTAB9jeAcTGALie6a1N0TViAVRAVHTl6bng+IHMCH4AkvLDEHxAZtAiP6TeUrCiJAJiD1SA%20z/meJLCeUiTB/VnaU2YmjfpEqD3nADCBygHAB1RAAlxGtrUDmClHCjhCBfRAmlKfFoTjCVTA6RWA%20I3z/QJ+KpCM6QpUy6AccgCq6oCTEZBsmgCNIg1j6aXJ03xL4aRpUABP0Xzu4WztIQyQwgZp+nyP0%20n0w2QDimAFQQUQUkXZ0eZXFMZ5YVnbbB3xBkgCNoYQVIpqOW4QbwwwC0wwfIA/gVBFtagdgVhCTs%20gkFAKhk+H4NKwtY5AhMcwKKmAa6GpSOAmSMoSEcOyLICQApUwALMa2YQQAUoAK76XHIU5qGmoRtG%206q8ChWwuJwKwJW54a3RI6gcMQan+5LMugBZ8QDnuKV4qQAVUJcQexQG0KACIwendXAWM4V0maZz1%20aV10rAEkh4LMK4NQ6UjSKwE4Qlo8ZQJAalNcQQVEDoIAmGIFOEIkuJSeCit0/9qmcr7inr6rXQ5A%20UCbH6S1tlLJDEtAsqH7AACSBNPCDAjjCnt5ku8rroYpBJBxqjpJfAXQhroqBFWjBBrwsgGjBuvYr%20n8Ztr4JkBcRDclTllA7Bl86acgAAqGrswPbEXu4mbOZosbbtRUpHI8ptUi4AAghaOTrCCbSDFqRF%20VzoCW54SxlLFAqSpoYrrx5LrBoikCzbH1BpAP7AtWQpqqkaFy5ahI7CtmsprqLbD6aUBE0iDV0ZF%20GjiCMA5uTMxncG5d7w2BPLDDFRBIadoiGabBAsiDNGSAP3CcQViBgSAEDMoQvyVAdyiAGAhSkxYA%20E9IsorSAVaRB3KWBpS2AEv8KwMi5L2mA70gtr9oWxJQmqPA+BHHub0XoaUq4WXoiRKA1R7JW4/Am%20waD5r0wQ7/4ybYFChDz0W0qkQQGkwFYeBqwxMCkdgHNyMAgjFd2FMAmzlAbqbwmnMPgsV3mpsAuP%20EkK+sAyXkQPPsA1zTSkh8A3vMKnIgwcrAAIkigJYwRUQDREbcREPcRIfsRITjdY6cRMrwBNLcRQz%208RQ/8RInMRYjMRR3cRZ3MRVb8RCH8ReHMRlz8RlH8RVXsRaP8Rab8RuLsRdDsdbWMRUnShHn8RHr%20cRFrLR7L4B77E2QcsR8fsbsVchH/cSEP8iD3cSMT8iM7MgI88QI88SS7MSb/q7G5rTEcb3Imr7EY%20a7Ioh3Ioc7IpfzImk3Ibj/IqlzIqQ3End7Iqw/IsU7EonzItr3JxFEVxNMB//MeO8LIwFwUBHEAK%20AHNRGPOOEACqKLMyF0UzH3Mxp8A0L3M0F3NxVLMxJzM1PzMzTzMyVzM0azM1j/M2k7M1a3M2O7M0%20s3M6bzMvi/M3u7M5t3M3l/M8H3M8E3MxB3My/7IH/0dAE/MvI/MvE4A/E/NAH/RCBzNC/zMaFvRD%20FzRBU/Q+YzNGL3NTWfNBQzMa4vOOeDNHEzQz83I0e/RHg3M8w7NDx5dEx5c3wzRIpzRJx9eOnHRJ%20pzRLc7NB5/RByzRHizRNIj90Sd80OOc0O/e0S7e0Uus0AaQA2OBzCvgyMAd0JERCQAAAOw==" height="313" width="515" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 12.&nbsp; </span><span class="textfig">Methane gas concentration values evaluated in Santa Bárbara and La Meseta properties.</span></div>
      </article>
      <article class="section"><a id="id0x84e8e80"><!-- named anchor --></a>
        <h4>Concentration of Methane Gas in the Biogas Produced in the Evaluated Biodigesters</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Graph in <span class="tooltip"><a href="#f15">Figure 12</a></span> shows the kinetics of methane gas in two evaluated properties, in such a
          way that Sta. Bárbara exhibits the highest concentration at the 
          beginning of the measurement, generating a maximum value of 97.3 at 15 
          s, with a marked decrease until 33.5 in 50 s to then rise to 66.8 in 60 s
          and finish with a value of 45.2 at 70 s. In contrast, Meseta showed 
          maximum values of 56.6; 60.1 and 61.9 in times of 5 s, 20 s and 40 s, 
          respectively, with undulating behavior. Later, methane gas marks a 
          parabolic trend with a minimum point of 21.5 in 85 s, consequently, 
          there is a better production of methane gas in Santa Barbara farm.</p>
        <p> <span class="tooltip"><a href="#f16">Figure 13</a></span> shows comparative graphs of the kinetic behavior of methane gas in the biodigesters located on Saucita and Mirador farms. </p>
        <div id="f16" class="fig">
          <div class="zoom">
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VwLmeBxT%20llyUhVfLoXDCBU7KhANLWRzgpnrIQYy5lmvS+R4epgLzJB30NgOr6KDYAY/hcQHxCZ8L4EEFwwPI%20ASqgUkz9QXLAdBx2ZgITNlSIlxxVeEhUSmGHdBxFp5jKIVZROWgC2R4JcEZaWIEICaRWBaHoQaTE%204S0LEAASBAEe4D+Y2aDtQXKm5J/8BnxEqRzPqU/+OVgvShwuEFrNgQKSFU76JE5sqR6H6JK7VZ5s%20+o7oKSMLAwI8MEpucgEGM0IVxCB5eQIqWRzPJGmStkqytJ/DUYWS1n+79WGA6EYZiRy8KKPtwYbW%200Wp/eKm1VSTwoUu+5DEFUAES/1AB09c7CIKmydECF5kDKqBGjvQCKmCQxXEA0dpVaNZmkfqSzwcd%20RVcCURofC4qGteiaesqmQqqP6LoeN5kgPXkCh+kpTSkdsBSpxqEBbkSbfYmP61od48qDtgmRwGod%200kMm8/keyCMgPtkcLKWvy2EA62Sp00av0cF7AUsdLvBh2NocW+eBBzuTHbIcvUSWE+ABUWIBEiCs%20c8cg04icyLGE9bocrGeVyuGCJAkdsTkfsOqqy3F1G+uggEM+6VM+S2IBC8sezDqGHyaz6ZqN0BGi%20H1scZ3Sqy2F9hkkfqSWypVhvvjiymdaY+qgkFboAR6ItG8YgyOgcc7ijzEGM0ZXIHPNYgQ8rH5Dm%20tdFRgjUrts6BOQxAPgOQAvjDHw0LIIlakAMqohmLj87hTQNYgeI1HwnwVBKbopXqt5SXqc2iMEjC%20H066HxrrHFX4q89xta0ptc1BhlcaHwYQnmm4Rsmouc0BOA/gAB/gAA1AJhEgAA5wq0wLvPzBjqRr%20AwgHHZHYHOhoAsL7qvw4H3lpgqWorrRLZP9kSxxRgrRIq7YwxyCo6xyKaKnFUQCwd7nFYXamyxxF%20ZwNVyx5ZKB22ubXV62xu6gACAQBkaRAAMAUf2jFDKx7X9xycl6bIEYTiuwB5p7fMoZ39yx11yxzs%201jDZhaLzGx1RNwEbuh+hmx9q2bd4eaCk60ZASxxV2b7F4WHVOR8qQI7MkWDT5VQQB1VYW8HJ8ToH%208x9NCyCcZ74S2Imki0YmPBwFAEsefMKZ97/ToWS3WrqoF1iRNrc0vBztugAe4Ef9Ea8HggI2IIjM%20QV8q0LwLwHsjyhwh4IrO4az5QYxgCoj4aGWtFblRDCFuSgAPUMcJo7u628Dccbj+oXCOBx3/NDrG%20cUu9+Za8zfG++aGdQJtdmTVYdoXEWjlH2au9S8K9L6sgptl00OECEBXEwxHAzkGzzoEAlqsfHcu8%20NgtRiKRfY3ZOccwcgIMvAVAeA1AQnAsfOfwfVbgCgswcQTjCbWmq0CGFzCYDk0sfVQm1JKxTlsVT%20HgXJMimk86TH3rHB9DG6z1EACHXACbazTvkCzDZzwKwe2Xe8WApRgNZTh/rKx8E47gIAw/EB5kPN%2028HHTwpRaJegJ9ec/+qji7pG45weCGDGydGK3HldhgTNCjlHDbAkl+kAFhABGLq2CuJh4AwdLiiY%20IUwCyjyjxchsYkrP2fGSQoarEHVxorfO/+z8oLa1HF9ymcShMO/aJWBMHw+cgA+8HKKoyc9Rn8AM%20buUKvSAsjeamUw8FxSu9Idf7PxJUHF9iybanIJUrvz0QBD3QHLyqvFUHHVkaxOy1xvERgt68pCiw%20eDfATiPQcSwQ0BUMOJ1qyZ6kH/a8HxdLYwUgBD9g1YNMAr1ci5KGdtMIzNep0NERdjPcjbA0u0mt%20I7dcI0viAAxAALr0LlilIN3MAgWQ1z4QBHqtHBZnn83xvc/Riibgr8NxpvKrH2jcHGZnAn292Czt%20ssghz9pbASI9PbctHhqAehngA5s9BL9NBMqBAnkGzDgYHZWLsVlbTt8ZH9eZgOMa1LCNLudLTRwd%200ECgas3pod3xUYU2UAScvdmb/QM/YASv7cemvQCDN9bNoQCwqxwx4Fv6kdXNgcKEvZgMCSz3nR3o%20OAMpIARB4NtBANxB8APC7ZmpPbOceMDEUaoEPBz8ysXzIabNu4PTnRxRFyDcDR9wGOA+MAQeDtyv%203TBruhyJas7PgcjDXYb8UZ8J+ExFvNj5HbwJQl9IkABJEOBAAOIBPuJRKMw2i1CebJ0QxRxZytbp%20QXWgDbEJfuFK3SjvWAFEOuUzHR4bjqNMSAThHeA8ftXIcbX4puTOONhB61S5jR0nHsTxvZZOnjb/%20bnraRou0S+sc+FIB3BtKEy1ACSKFBTDgBZ4ECaAEBT4ERCArG6AEw1F0vbccJKerjM5Gjj4cYlUC%20YZsfeVfazcGvKN7mw1Fe+qOsDIAAoY4dEHABHnAwHOAkCYAwCmPbo5ogT5UDPvADPtADSUAcBTDr%20P5AENEIEBr4AZlcC7XtGKq3VMHCrAsofrRiuOk1ISB7HmGMAo8Qd7jIuDTSZE2COCCCZmHnm+YdI%20IMDZXj6+SUDeSWAEPwDgR9CKm97DD46lzi5fkdUfnJfeC4COJ1DTr9yu184dFyAABDAFADCiSAqc%20zIHFACIDNoAD4H3gx7EBvp7XXO4DH6CoyVGY/zHOxiQAtCW+H0plg8yBeWDd5phzAAozARKAMBIw%2058qRAESa8gojAvWCpwswAMmSpwCyAdpjfkWQBHBLHBuQ4wQO4D+wxX3rZWzeZQQ9KeiU8ewRvc0N%20o4TM6YxdsvsS0UgrLNax6hwwohiAKRRA8xqKHB1aPQFiBD4gKYdXBD8vxJu95T4gBENQYH0b2NOx%20dfyciJHGw+9BeKEN5FRPHFVEze1JHPrjlQ5UAUo6KZ+SAGgZH1ouBUnQAwEAUbI9vh/uAzsu3kGA%20jcohijiL0e99HJr+7OkByjmb04E/xQRAAWgC1dNhMB/EMAMgQZH5Aa/eH1CQ7uNdBDhQApcWA//l%20rvkfDgQ+sAQ4oALj4qVJ5OM5a7yXywLqZProYdjMQb7sTfWkcz9Ii/DTkfIN5AH0UgAHg6wSkHVz%207R5G4OcAfvwuWunK0QS0bvxB0ATAhcrIQW/kSh3E/KwAceJEjAUFDR5EmFDhQoYKR5CYQXAhBAUw%20VrRomFHjRo4dPX4EGVLkSJIlTZJEMGAAgoYZpixIEGECgQQEJkQwuaEChQsoDHbAQKHCRgcnTxbw%208SOIDx9LgzgpYQLCRghGggy56uMDjhIFpiZUQQJGSAgqTrxgeGOFVKNGb5yYkRHFihM+297Fm1fv%20Xr599zJQyaBlhCkFImQwmCGCiLYbRDZI4Jf/IxGsTYc09TGjxIwCHDcY+ZGkaZESJOwmfLFChUi1%20ERe2jiy5Y4u1EhfONS1b927evX3zRhAgAMuGBBosiECBZYIJHGL/NlgUekIiPioDsW6DxAiPG44s%20ICIkBYkTGBMamGGCe0i1ML6CVf1++kEWJ2DIaFjf9Xz+/f0zFCGD5zrK4IIKBuisJAJWgomAkQAb%20QLCNAIiAgwguHMC/B+Tjr4emmGgqiBlWQCukJoYwoYT1EIJghhNuEKmFE0ggDrWz/jNoLhNOc2gF%20GBLEMUghTUrgiQEzUsw2qi5IjoKbECOpgAocBGEokVJikKMMmptAuv6gxFEJ65ZKooSLRCog/wgS%20VljxIBROWIFHj+pbAQIOFyjAojb9kwFOORHKQaw7hyS00IZiSCI0AilwDKGaGKgxsQiArMDKBQhg%20gKaCNF0AAdtiQMDBBb5KQCgDCgoVUo4glNDQjBpQ0r8ChPgBCghKY2GkI9JbLSEdXRBJhjX/HNUi%20GIMsYE3zFkptLFefhdagApJYKjQgG3JggiNFoODC5CJtgAMwDdqAQm+LmgDKCi5YYAMNbooAgE4n%20UMJcdh2wEMONghsuowsoIICDCQbmMlLovAwziCCieLMukkwwYQYlEqKNhCM7ksGEOBWKwU8hhT1z%20oQQ03jNak317QgiVV145CSGcSsoHllkOIv8JIgrKgAIOB6jggAIciOABhCrgoOgKjluAgQscMKCD%20CyYIocuCMBgqAQmUA7oBDThgAAIDE0jgAgETqMCCixNi1d+ZimabAwuQnq+BQec7QqkCUICY2I7e%202iGJyJ67gYQSDhApgRFzTSjjFYANssUVjlUIAmNPpty3DRL9IXPNNb8M5iA2B12KHyLLQIKzE/iA%20yXEL0uCDACy0FIIDKpiAglKl42EoJSyQsAERCpDAwUoNgsCAASjgQNSGsDQ4oTvn/g3h/6j1YQHa%20Sjh7thVI+IGIy79bYIT4RFKghBNKtn5G/IKs6EWGYoB42crnl6wHIowg4v7898cMqyFszh///vaX%20vx7gzHYIUUwEqBa0gzhAeQtoQARowiShUIACB5iA0BZAtQWIwAPyCVhneIABmFQgOTx42rUWkraN%20JGAAxwnAALLXG8gIKVFJWEB7FECSN5UgBTVTWAGbNRLJsUkhMjLB+oKkAtUwBAXDol8U57MBKCgs%20CDcjygQcZYGXdFBcBzHhxAoSQQQoRkIVkIABJBCAgkxgKB2wAJQwAAAEAGwBF8hQBJE2gAk0LyH8%208mNCwhaBojCJhP2RXn9mdcUF5GB8IxEWDgKgsJf54AkmOB9JLFIihIhvBtCDTlmMuJAWkMAEGpBi%20Kn/zmSFgcSMfiMAF/mWgDjhpXReSl0FKlcUBWTIpjxGoAA9uMgGgxPICHLDSAIDZLQIgQIIbjJdh%20ZNmtZ2aEhRlxppV0EgG4TUduQULA54Too5IkAAY4KILKgvCyIYwIciF5AUQcYp9TCUl8KpibDk6A%20g3qq0p+7KWBHCFCpXloJAxfgQQMA8IGEFGhdcHOALAdAAAxEhmcfeACYHOogA0yBJVLK0EAvgIEF%20dXMh/8zbCAHiZRBlqjB6QiKC3RbARPR55ADnXMJSrEOr0sgPJCowgQoadZDUcDJInmSIIz/5T6Y2%20tVDXzEi3UlABDCSnn96M1RSt4gPHwCCTUUqRCbDjFACYiQokaU/zmNgrIb1lPwl5yFKdOle6zgeQ%20HCEANZPzwOkkcj4JoBUOQ6AxFgxVJC+Ay1LGSppTkoQ27mGRxt6JI7WQYCEb2GRdNbvZ3UBVI0o4%20gKhAqZsN4QiwjNSAV33Knu0NoXM+WMJaZrgRFkRFiQUxnPuGhMTb/iQsNeVscIWLEpUEUpBTmAIA%20ABCAC/D1Nx8wbId+MITv9Ck3JdFPFWAGFciO5E07Qv/IE0nAOCG5YHu9RZWZJjtc9rbXI569rAm9%20VSHj7qaG/yGCwjrjgjWhFyR4Mw21XmYCHDhrJBpQFkIQvLEhoWBExNKAxsjrXgpXmCF31UgEMZCC%20CTQAj/7x63RAUz3rbW+2HMFbXS5HLRrYALgcKQBdEGeQUjZ2SBkbr0J0pDcL99i98FUIAySIQTy9%20rT/f9E8CblgQHaygBDsspzvbtYAk2OBxJSninljgZJcm2Qa6De9a/OtjMg8XpRpxJmI4kNxqzifE%20v0kTI8Pno9FSRb0GEQHE1vuREEzuIOIjQZ1/o4A1zfjPK5BrmRXNXiArpKodvRAFNJRV6KTpB+C7%2054n/ObJWg8hgeynoskcswtaC3FPQvpEcCXKgkLfAoL6LhjVTMbyRDHRgAQEAwat182bfxFQInZHc%20V02CWLbiJgVHiK5HykICo0IAsUYV0ojQlxpSx9rac220oww0JCT3BzRCiAxmV7Dqk8CmIK0Zwg/E%20KJIRwOU9G2BiDk7tG07Dp9rXXvQBGuCABvS7350yKZoDnpEE3PckZ8YmMIfEa96cFoejkqxRSjmD%20EJQaIgozAknEB4PnGCDihWLiC6ILAZLhu64QSADKVZ5yTStzvgo/6EeG55EMcCDZDwpMC32ZAZ4L%20qD8P0LRsEpAULCYgwSd5IoOLmt8fhHojtDHBcxy3/1ocxZVD6DHBnk3uzxmYkgQQMQF5xmwQAVwA%20AhtAewccczzJNGAChDPKrIvz8gs51zfQ9U8PlAI+6479I0902AJcNIJFPjwkFXuOp08wYXv66Egg%204/HWo4gAU0Yl7GEngdMLMgB2JSTmuhSbCR1Qxy8WZAofwBIH5DUFD3DAAzLcvAUuMAUK2BoBTErX%20GHnmAYYbJNsHgYADMgCA4TvgA0H3S7fnk98gEAcFVo68Rww3ysnV7QcB/a+ZTgPg6M9HRj9CiLDA%20K3n6rVzldipB+tWfohPIwE7nT7lBYEnQSh2H8wiZgAVUEsspmBBpI3UmCggAAsgAD0guCpEXZRIA%20Pv+aAAgIQABQpl+aPbtTCIR7lYMouHnji97TjREziC17q5JAgMk5gELDk89JgpvTiCcavxKbAb/j%20j8fqLaiDQfIbEghggcuDiK6bAc0Iq6iAgdJID1MawogZgal4nX/hCQqwv87DrQkQgIKIAIZCDqTZ%20MATwAMZAIA8AgATwACgJAAlYgCnQooIAmoLjAM1Dm5w7FAIAmghBAATwvyOjtN64HEU5txMYHKNw%20NhJZAAQLPKbrgSh4go8wADNZlvroCkPBDTlRC+yxwcqxiBWgxEqkRCDcjPRLEUvkRBM4FQBwwoNg%20u4OQACiRgKIwAAuQDgzggQMIHlShHSchjARInjH/0qKpMggDiAAEEIEG9Ai5U4gHoDtvgTuT4Dld%20opoM0QjpSYAbGAFnfMYRiEaqOwpacaVm0cCMMIvVqI8kKogNoJWkWBiPiLAVmDFqy0be2DGEQKzu%20ikSTMYAWaAEUYAF6RIEW0AHNMCUa0IyouAF7rEcWcIF5LAjmUogUCEVaLAovFBoE4AANqoBc66OC%20+BfEgIAJkBcOkA4A0KIpEMOCeAAOWIAHkABb64jfKwgA6BYJyJ1KWZ2RCBiRHBUK8AAKsABtyYjS%200qU1oUSNWYtKrMOSsDTwmTMDKzdES59FLIgjeJmXCYJC5IhUI7eiTMfdMIA1Ybwhesd/Mp+o8EpM%20yRotANBI43MABxCaUTSI3LtIxIgJ6aiUA+AALbSgfZOACMgQARCXbNEiLFwaxRiKcFFDhLDAhmgA%20jiqADUC+V0GezpsCCyiIAyCkjJCejoEI7ZiBGoAIU4IyvIipIeiaBFCAkEuAA9hMtJqRBcBGg6CM%20pcAKIXAljZA2g6i3QilHQ0s1aNvK8lOBGcgBFfBNGNjN0fqAoqmQC2GX/sPACxCasBEaDNqjAAgb%204tCAbuEADLDOBegAZaIAAKiAyGAA6pwCx3iAC0jMpP9hQ41QqZfTwpHoAAn4ANqjyENagHV5lQEZ%20GR/cjLCDAfKouLyIqa77Oq/DPBwoTZFwga7TgI1Tzddap6swgqCjNoPwqhfrj6k7iA7ws9zU0EIB%20xpMyzlm6AF1riLCJws+jAGVcgPtrCcHkCrFIERgIK4vJC8AaAsysvB+Ek6oMr69rgdRYD9BQijEJ%20kZrZCLNwlgL4OA7N0AUowfLY0CcdEpRslxBYqbb4FwTogJ04FQqQT7Q8CDfst9W5FcGBARrwyqjA%20ARH9iA24CohZP000pe7TiATYjBEwi/XwECHAjrGyDh/oAU0bgR2ALA3oOmr8D1EyKsVhPChl1OkY%20zIX/KICHbAtnejkPmE/5nDkWgYkEkB4EwAGIMYH9LAEYjQodbQglmC5N5EdN1MTynIivUwGLWBak%20qIwhAIKaCcxzc7wFeCIckNPpKKKp5NXt+dVGNda/OM+MGICHNI5+c1WEKABIGSgJEAwB8IDI0MWX%20RAjlu5UUOdMZoAESINC8OAKFIdMZgAFwTVexM1UJhYuvk5M+HSvs04gWCFf8wJsWLBTxMaot88Zj%20Bdje6FCFEIFhHLiQ4AFJgwkOkAAmIU/JZFES4McgDNWoCLS8gIIfsIIfLA0bAEIT6M+SiKewQqWD%20uJyruArDW0FEw48tk1FX2UbAcTd/etaAlSIpbRfr/xyAFLBODFDTZeyigqgSDFDBgzC4UdHDHwyr%20ffpZjlCypYjRMhWLqGi/k2i3rvtXhKgZq+gejlAcn6iYYiwUtWALXU20KPKQmrXZ+XnU5VHbvZCe%200IxVpfXNF2hXhUCKH/gAr9zPddXEAo0RJ7OPQTk7JbMbTfvaRnokQ2mN9/Aq3KycHvicJnjbtTUZ%20nO0UJuEAt+PAthuUtygBszjbu1ACrDgC9UuPzaCBsFuBGtwIACOBe4NWWgE3jYAAE3wIdywUJLKN%20UUslya0WH8hVy5084RDRUoklgLEAnfkSZiERwDPUkogpHyAArxIciPlUArvYkYgBFECBygqqe3SB%20q/86CMnFw4bIk4vIMmjJwRUoWZK7sihaTetggqUISuJNJZwVMgeopQ5qM2+6mBZxH4sQ1rvYqpTT%20ABSIihwwAA1wYPfTuJ60PNYdN4bg2oxrCFHKgQ6gKWjhPtzqOq17lgSIKYXBjKsQgj/FX6dq24TQ%20AGDKK7LZRUTSMUr0iXvSC8M1PNo4gcqFq7WoPCE0H+Calh8Q3gzWE/iN3v8APMZhwWINkhKmXx8Y%20q88Z3hWOFswNgJezlLi5k9SQ0VJisLsYuivAYMXVXZMAXfUTC4gYJUj9nNpliHZ7gYw5AUMrFCQl%20AfNwgbBbT8rZgPllTcygVyxWpYFViATYkoHJJRr/treCgF8RHglUpS7cWhNJDomrDVUTmNiooNAj%20SDciKIAz7iTVeGJokQHzMY9HvNvly4pbxVVDbirMLRQHOJIY6LoVCQujNIpybbqCYIE4xYvK4tuw%20MxPIRYhEsYzX/EYQvAGIcV3+WN8cOoGyjSIxAQIg+J8rlmVoaeE/OpoUrSgQo5i1OA1zM2AjNsmN%20a2VAsYGIYVUYFTaG6ADrUIofIOWCoI0ZeIjMixY/cyR8UiWrEIIk4OZufhachYBuKQoTelj+UL4c%20Wot+UhxM/ogOWLJRcRFk1rhq1kSKhRgKxZMQYQp8HhDxMtKQdZXMQk1yUqUSPmiEdhVERgglsMtv%209DShpoVbFpkBHCA1xxFpjygApcDguRjjtmiPivVWTKJQMTHiMcG4ofoujRFoaClTtBCloHYVwMJn%20mZ7lZL2sF2ajguSmI5O6SC7lGfDhg8hb8KmsmNYIYlZaM3mxclWYynCKzEmQjAkrXjYUHG4RErBo%20V9mAcJIzr/anb8bAbiGo5PCP1aGCT5WTFsABEojmjYDpgui6ApY4saABGChT0N5PSaZVxRJS6jLJ%20jPnU+IUWBYWfxRnodTJJxFYlzL09b7mAVvHig1AqDrldE+DojzCCmIkMQjNHv/iKeeuA/NLmEybl%20VNtskwmcqOuTxVOlwCpa2j7/GZquwDjEEYQxJz9MCJYuCSNIt4IuNbiAa8l4Wh8AkcpYtxbB3iXG%20kX2GAB25bEIZ6sPW7psFa4ZIAAEAAZWgGp3WC4NDMMFmtWq+342wis/Bw9QslPy6jOpQCuxzJFwx%20mR6KARdg8FRazfXubxxRbNCjOwrkDYTx15LdUdgWCUQJ0hAhAgYwn8GeD9DoDCWI4wQJC0wC3ELZ%20sfYQ8f7Q4ewecWjBWZVqrsIszHYuCZ2cKUQjXBeR3Y3AaKVg0CAIgPN6lg0Akih4mR+IgvD5uhMQ%20W1f52vZwcjijlXw+8srhboNwps5N8VzEJI5GKpBQMilgCtZ0Cs2o6pPpgRQo/wIsuIEXgBhVc8Yh%20l42OiZOQS6UnUIoxf/MowtzrFJL7ijAcWJYjIOVS2uOQKIATwYw9RZE3phwmWpOkLQ1KxOMh8bis%2062ApUua1rnToKHFUuYkllCUDzwsw8SSJ0PGuLohDZO2PgADqwesMqGwoxhGgiorUBUIXN5QDkLYQ%20lqKh4+9bpxycpVT1/DmDSM0eoN3QaJSwqHKOoBanIILUGF2TASqO9dbyWHO9KIsTUIGooG+EiIFC%20no4ewApm5naTiXM5B5uD9/W8kI7w5o66eS089KT1rmcrIoJprhx4C2LNINU7fpY++7q8kb5E8fff%20MIIr8AFbH/jeoGU5pKqEz/+Lb3oTEmABUIaZprCWBXv1yciKjEs6Z/+PHuhHcPVKN953/gAq8rDs%20jviMexZ4OwQCLVDZlCf44uIIoJkvOu8LKBEfE/gAE/bzEBGCETwBzt6Iob4Mg7jaeucNLPjUdA3C%20z8Ykn/eNkU2RU8tbpgjl+dDxbZd6JP/vRL6JBwgVmXD5tmgAxyC2AmC+ywCRrBhzT3rWB1+32Zwf%20s1C/j71kIDGCkecPsq1mQUMUz0kKN9+NEO97yil4CJpCg6AQFN+NohgsI/oMPYVqg9bn7WnwhNC7%20ri0ITzOBoieUHi+Ny0PTFPBTEuZzRs8L0A2qjSD3H6ikWjXi3J/Rl4n600//6L8XpOSIDK+ZYYjm%20VZAfaYUZK8MrohvQwHUHkrcgAeoHOYGAmKTVQxz4odC466cMEqhbXIbwkCAACCZDfAQhGCRIkgIL%20FjJs6PAhxIgPEwT5QUQixowaN3Ls6PEjyJAiR4JEMGAAAo4DIkSQ4CHCAJIyGzpY8GLFDAMLjQQZ%20WHBIkIsLZ6xQ4ZHIjyBHGqpY8WIm1JE3VLxQQdVqVRUNkhwUYjBID4gGEkT1yIJECRMjOBbgStDH%20ECA+hJbtiFRIlLp69/Lt63cvg5MMOgLgwDIAWZkGKlygUHNhAgwUKiTG2MDmChgQFhQ4aMSIjwIG%20FS64caIEaY0b4BbJcmME/2wTJlSMaPH3NsYNXH/4FALUiE6GBoTQxc1QwwkTK2xzTEDQ58DKxhty%20DSJ9Ovbs2rdLRBAgQEruBzhMqEAhwocFCcjzsEDh+kMHDEqcuLFgg5AfoRkq6ZkkBgojkGBCDi60%20cCAKMVBhYAssHOjCDSkUgQQOK5CwggkDXjgDd7etFoRXPxXUkxEMFeCbRcYh4CAKL5hA3wgouHCA%20RkQcxMRBBynB3YlDlNghkEEKyVdgAwyWUQwYPEZABUeShEEEGyw0wAQLFAZZBBlkREALJ6yAwgJE%20AFXcAjz9QBRaNpRg4QptKtfmhWxaaAMJJMyQFp4zkADDkHz18NxbI1ZkRP8PCAgx4g9QQPTEj1Dd%200OYKp+kZp1EYdTZEEkkMcUQSPwgBH249VBRWn6WaempGJqGU0XgRALAQACxdRpIDIjCUAQULVIAB%20QxVUkNEDN/Ep2g9JPPShnnqWUCcMy+JpZwkw2GmDtGjduSdaL5rAJ6pRdRaEXHH5VNEPScH1kxGb%20MXQEUKnJ9GgJM9QwYFoknPCURD0GUUABOyqRFJnGGaGflN0afPCQRToZ0RQRUAZZrByAGhIDHFxG%20QUxT5uqQDC2gIAIKWahgJwofHOQuQ1EEcWee2N6pbb0lyKwtWjDQsG20JeAwg7oIjwQBXAYRkUAU%20oPVkkEFSJLSQqD2l6NCQBk8kEdxGpl0rLQwzmGBDpRFVtxRDuiWF8m3OFesz2mlP5x14GU3gQcG9%20RrDwSA5M8BgFvE55gUMxvLmDhdBa+EOjDxmxg500zNDstMu+yPK1esKgbbMmKJ4Wt2qH1FZPdK0G%201FsDyVVsAWKam1QPPS/QtBEdiGWEdCNkhrmzMEoERbkBi0p4dj0kBbbmwQs//5PCGV0QwXU8RGCr%20TANQQABDPPy6EGMOQVCnzDBMPjMJKeQ2ctYyz0DDzHjGi6fNMOOJ8+PDgwRBEIVzxhUQon+lX1Jy%20ITo00yBWNLVDEjCwJFSmBTiA2fjqha+F9GsBEEBKseJGnYqQzS9i2pf7MqhBjqgqPBIJQAQw4LqF%20OCACGxtJAnzlEAF4gCwEQI9DCvAsmZ3vRdDDiApetKzFvQxPl6tcDUvwQ/Nta4MdkWDYquOD+vnA%20aKCDS7j+t7oh6OdQCBmhepIghf8l5lGQi9edTrAWBoIoAUrIjw8mdqKzsWUkMWgLG40oxzkuoHgY%20gcDxOHCBPcpKJhUwIQUC+f8rPJowAhdAIgTEp8jznUB1ENFazdASL/JRLk80rOSLJpchntFRJDwB%203Y4WoISgFUR/BCmWuXoihEMJYUcJUCJBhCAlHWTofOubzUKGczRWVpAhZgoYRHz3BJEkwQc+eFon%20kzk8tnmwOythiSFviMIpDAADvqpAABYCAQBg4FUPOYDjzgetAU2MITl8XLT2tL6Z0QCIlsPQCZIT%20T3mWQJkhGdh+TPQcJpyrJxUREdKoaIT8jMggCXnU9s4nLbVw5iv+JFW+4ELAjCAFKMDjSAw6lRQM%202rOjabOjRgyAAATQTTsQoFyGsHYhGWQEBqehofmECFOYmuAEtHkBTnOKUxX/2MejHlmaQ0LgloMk%20pACcAkop+/nPgixxXEHAAA5mOjOnEAFQsQRLjYIgBWBqU1RWHAJXIfJKcxGklz49q5A6KLzr6dCW%20lysnZ5xgA61pTTZ0dQIJdjCDve7VBIvrKVr70gGuYMohNgpdQT5DWIB2JQV28itd/WoCEFQEsW8x%20Vm7eMjGkFDR3GzkRU5EK1MCSNkggVdsBdJjAbc11BSzNV6cCZcyDNPEIn/yKWUsbFWNikSE2igtC%20SLOBw/KzfvHjV9B8YlAfHMp+BcmP/IJZkaGFkoEDa27oilVdiIwyKco9JnF0K17tMFN4D6hp9tpq%20LxrlhiteAYpvkhA3GxE1/7fjVYxEmobZhlzQIMATW2iVwrSAAqEnEM1IbDuVmjMW1LjPOXAAcTfb%20cwHqvha+zWnVlkMb3Ew2skFLDDaiKUFF9whKs++F+QKa3vLnIJuCGk8O8oO86HMI/CwIhC11TKD8%20gFQFgAJQ7PcW+0LgCEej7XRTrOS9qHWto7zCc+K3AUdiJMbxi4gRULxk7Phuu2HjiRDI9q2BaJkh%20FCloEzulhRydSyBhbYhoaHuuN2+5zh3JsOZE45PobmRgdLZzn8yqm4s6pKwe0Y1ynWYuKPQAn4ia%20qESiUJ0gB8HLgL50R8qbwRAQ5M8R2QChMZ1MJZSZaQSlsIjCA4FOZRlpqdB5QmogqJRv5VjUtpYI%20noOHgP3eutcZ6Q9tb2zQuBUgywuBoBCGGYVikWVgQAnPETzta1E3WYOPmTa2IaLnn8yZok4b2P80%20ms9sk9shuQ5eA6hc7mnr+SuejvPRTukDKCBx3eTWtLXtbW9OB4GfoZaIo495rlLrG9Dn1lwD4Fpw%20TIut1hARW6CUi8yFY7vaGbw2xbFdOgduRIBHjrgP/p1xUR9cbekeOcoh8ltAFaQA6k45oPF9cZjT%20fF1IxhSLa37pkqct4TqneQGQ6oOc/9zO/xZ3H8aLPvL+8FrpOxeMER/wcqfbO3VUp/Z3mon0q3O9%206+PlOdp87vWxk92eRx+elsqu9rVvEOw+Oznb4y53tMl863O/O95N5XaEiT3vfv97ds4uvKQDvvCG%2018veD+aAqR++8Y7PdNaNSPjHU77yGEm8wfpu+c1zniGCD1ICRsqRyXe+9I7HPG4acB5DKnwBmjc9%207A9fd9BP4AIEeEAEpqCRtMe+94ZH/V8aYIHgAKCFGYG775Of989zZwonFMEEtP6QtJOFLDqxvnoW%20cH3tZ3/73u8++LEvfu6P//vlDz/5029+9aN//ew/P/zfL//107/99o9//fGP/vnfn//6//+//wVg%20/gng/sUd8PnFFExAwRCABMyKQxCAAzhAA2SABEpgAzjAAzSABj6ABWbgBXpgA3DgBmogBmpgCHYg%20CYKgCIZgCprgCnpgCW4gCn6gC85gDJ7gCNKgDLrgBd7gC7bgDrKgDuKgEPqgDargEdZgDhrhEiJh%20EyphEdagBMLgElZhFBahE2IhFMJgFnLhFgIhEXphEIphGE6gpXnd7AFJBlTJQjQAB9jXAzTECElJ%20z0BA3EyZ9eDhfTiSHaqLHjJEHy7EH2qTHg6iAxUiHyJiHvphIm7GY9hhQwTiHi6iIDZiJVLiJEai%20ImoiI2KiIUriJyoiBFxbwUwZHkqJ65RQYiCi4n1cIie6IiBuYix24itm4izCIiHSYiy6HgIwntMd%20YF+4YWIEwHsAS+thGun5mgOSGwFIU9kx33YUgB7dXu5pRDL22jXeWjaKWgNIn9f/AWNfEMDqTc/x%206Rvykds5YhsBeGPXpWFahYDyddIxXpovUh04xiM+5uNIQKM+9qM/ysQ9/qNADuRCuCNBHiRCQkRA%20BokDYMASsGOdQYASgMBJVMC1OUA1hdilOUAzYSQIaKTrncQyppgGmlkGVNMACABZxEAAVIA3UR0/%20IkwFkEdLENx4rQR5TIA3/dEEuMc8khaUOOAfeQAHSABZlBBNjuR9NYDDMART5uSvIEBORoBK2iPU%20uQ8BcMBj1F6vVUDGMMQLzUoE8ECdqd4ERMCsEIAF2AoEeACvSIDemMdPKlMK9eRXOp9DUAkJoSVM%20Rp77JCBDAAAF1KOFJQAFBEAG/wDADRFjYA7mlmEkAkzAYp6QYLohabyQM4pXA2DAAVQACDAEBvDA%20BwBAHC4AB6THQlCAAFilkWQQCJxQVkKkkr0QBUzABHCAlmAA35CQxAAaX+rKCTkABaxhYnTABCjl%20eF0AOdpmbUZACmzA3TDEBeiN0sWkwUgGQ9gNYd4XAmSABizEB3gABFQPCRVjnUXmDelmdlIAAExA%20YkQmcorXBXzmfXzADRXABDgfauqK9/ziVQ6PYDJEeIJkr0GnEgQorLinnXXAbzpPY8bmQhyABcSn%20bk1nRFyA8/AexvRl27gPU37nAlAAWdpaBhwSb3bAA1gAe+UNoGmAB9xQCZHGZKYsgE5OCRsq2XwW%205PNgiQOQZ1iyZklpzgV4AA9QAAdkJqAlgAn5Sn460AVwgHmspZ1twHqU5gJcQHkY6WDEiq9kyZZd%20wIjiEZSax6+80HQa0tVZp8FAgPNdQJAmqXlQgJUugPNcADzGXAWwlwPVKYgugAM0xjaSFgDw3gI4%20H3syhAI0xlf6Z2sm5MjVm6Pqml9GKqVG6kJWKqZanppmKqfC3qV2KqgC/55Bhiqpdt6nliqqst2m%20piqr+t2ptiqspumkxiqt/t5/1iqu+t2q5iqvAmmv8gUEzGVDJICw/uoGjSqnRuBtSCM5fkSsUKix%20JtOrlp5Evo0E1CZuniWS1sUHRECgRgSaRita7Wo/IkAFTIFhnOsFAkDcSEdiVAa8QkYAOYSRDuu8%202mvP/JFsiqscTWvsPWmvXMBRGoZWLoA4mofDCCbrQYAEdGkDqkfDRIDFLAAChKsbWoCCuiFLeFO3%20RsBLaEmsfCu/ug+yOuqTJoZLQABTYgCTRMBIbSyUuAqU1MRLYEAGmBCdwoTduOwLxcQGtAQBCAAB%20MCUPiACUIABTDsDNFv9jCb3kyCqTv8Le8cioxEBJCgDAH71KBHxmxcZEzy6AB2zMHxGAB7BhCTnA%20C+nN8SjmAkBJN0HJFPyoHi3E1z6t2Z3EvppsBDBEbepKSwSS7SlpTDAATLieq9DoxhwPAXCl4dZK%204U6JBRxpCpjQBIhowkUueZQmU2aT3ULtrXbq8STGeWxArGRAsAIAAijprxRA4SbtAkiAt4YAB3CA%203ybc8TBAxf4K6S4A7n1A0y7EFCgB7g3AFDhgCRFq585RySbkeahLbQZrzLLe177QZ24ujd4mS0AP%20A6weDCnpbq7ee0BA9FIAArwQBxDlw6wE8yQvHUWt6SWANGmAkzSjNBFXQGLY732IAFlULgQQQG81%20Ixb90ZE0Y8+U7w3FigiYhLeGKPKwbyeRK0JCase1xEZYr0ZACZO6Z9068By5L6empEo4LUYAAJhi%20AFk0QAXkLQerzfKusAtj/5oHv7AMKxMEz7AN61YM37AOZ1AL77APB1YO/7AQ+0wND7ERt93nHrES%20+1QPL7ETu08QP7EUkxfeTrEV0xECCEAA6O9Ihd5IfTEYh7EYjzEZl7EZnzEap7EarzEbt7EbvzEc%20x7Ecj/E6IoASjFQdE8Ad5/Ee43Efl+8f63H5+vEgA3IhCzIfH3IgL7IiN3IiPzIhQ7IhSzIiR7Il%20T/IlVzImb7ImdzIjU/InZ3Ioc/Ioe7Ij47Edo/IYHwABBAAAnIQApKQsx3IswzIICMAt5zIu77Iu%209zIv/7IvBzMwD7MwFzMxH7MxJzMyL7MyNzMzP7MzRzM0T7Mwp2QA0LI1x0LyNQ/ANnezNn8zN4Oz%20N4czOY+zOYszOpdzOp+zOrczO7/zOsezO8szPM+zPdczPtOzPt/zPo8zNmvxP8tySgJAQAAAOw==" height="306" width="556" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 13.&nbsp; </span><span class="textfig">Methane gas concentration values evaluated in Saucita and Mirador biodigesters.</span></div>
        <p> <span class="tooltip"><a href="#f16">Figure 13</a></span> shows 
          that despite the fact that methane gas in Saucita behaved in a sustained
          manner with a polynomial trend, marking a maximum value of 64.6 at 30 s
          and a limit value of 35.3 in two min, the farm on Mirador, presented 
          higher concentrations of methane gas in the range of 80.7 to 95.7, with 
          marked decreases in a wave form to minimum values with a range of 19.5 
          to 33.8.</p>
        <p>When the average concentration of methane gas in each farm is taken, the graph indicated in <span class="tooltip"><a href="#f17">Figure 14</a></span> is obtained.</p>
        <div id="f17" class="fig">
          <div class="zoom">
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              <image transform="matrix(1.0684 0 0 1.0684 0 0)" 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AnVJGG6a%20FjVGo62Edyo1kAdlWOyFpIPmqBRFnH66qWEKSyfwqboaUxZHZO+XPXVBkkcpjACIWx06QsRWcelo%20q5JBcm30RruakxfJAPDJpJ6oqXhJn19RoycArc23qjsaaHz5eM/Zp8wKGcFmVLtKqO5JmRBqmY0z%20FyggrHoEWEHWcOJkiRnYRON5ro9xS23kqdEqZPAJpam3j4rmk2yhN1S4bjkal1bal3W0d47qI4bp%20r4B+KkkCO7DJ+pzR+TYRSmPBOqXG1JmkBoQzd5GUp4sY6xiReAEby7FOJFMwxqZrUapoMaNuUaPC%20toNZ9JkbyZq2x1JliZS12rKAQVTvKbMpKUAV9aAgC69cQToo0ookAHZgYbNxIqwwcJF/9oNOdacV%20u6xIaxjoFrBMm5LDpkPi/yWfYCElijRnW5R0YfF9MqqqmuWGanWBO2qP4opFAVq2h3FSEjAC55i2%20g8p+H2tKIZsdG2ACVbIkeKiHXmGtZTEAJNtEgQlTmsufHOpwZbqiutSSglsYftWKiIuS4VOzbguK%20MbACF+AvcrcVAMCAYAGncMGzTRmAPah+VcejmhuW7VS0eXK0pftBBlpR9ZW6TrS7Dmq5cvGBH6A3%20HCAcEWKCquIVArAAAhAAuMsmwuqtGthwGipYrxlH3Uq6x3tkx+cCMQCtVzRqTimYKjpq08G2o4oY%20koUCJrBTA0MBDgACEjIcFxCkApABM+NTgCMD2cW3kjeVRzWML2VUgbu+gv9xUoQ5bMM2AeeowRLg%20wSDMwR+8vBrMwQdlX9AbF6eUQydALg4QAB51dPuyh5hJkrtJcUvVg1LpWfsaR8qkvhb8Fy4nVlC0%20wZN4xCpVX/F7UEb1nmeotWmhahzASk+SAfkyXqe6s6nalBRbvzpMexQolOYaxH8RVuq6wQLUlMRV%20wh1swsNmUB4swkq6uH+RaABsazBAKL4GxYLkduKbd+fLmfIWusRWmEBMxh+UMRDAeFhkxDg5eSp5%20uFn0nhXVtgQYo8CjrbbUSosZgIDGdTiUka4KR8SLyEIcbBfUwdPxwSOcSyKsym0cPlSkyjnEwlDL%20uFI7XXQxrx3QqM6Vgcb/BZiyCV8Ghkzv2a+m3D0CUJa7NMLO3MZMpGNqTF9LK0CHy6Kse8nYuhY6%20u2qdvKD0JcptWaZcV65Gm8x8EaiG68q5ZcICFJAChIaufM3hE8vnOMcpDBdOipu7bMNkSpMY2Vnj%20LNCj5KXobBftiLpHHM/Na1B6tJWsPEo5JKp8fBY4exaK2ocUsLuy2qowd58pymLOVcEHjZWY5Yrt%20fI4ipNIHtbZPRMu7tEuHe7gVdQK3XMeNG2JYCSHX+Jh/5n/IlIZb6tA6dMgl/Ra3VDwjEL9vPNMj%20rK4cZs2AVc8fTK3KFJ/abC2a7BUWWqjsepKAZc5fetRrEVbvyQIWxAKH//uesMzKsJxL0BzRNU3H%20iJbTirbTDxADHM2bbQmroyVAyEzWduMCMBvR8lzNbZ3Ys/nSTYyOlpxqCNsWdqvRMRuPbXiBsAqg%205yzYSeQsikk/7CzCbj3aqkxcOkbE50hcrMwCaJfP92HX1FnDmWtMknmiFCdkr2LUnK0WAMt4Ui3T%20pB3cYybVkrzIjbVFBvsWF20W39sWeuPHjfe3gyxxkxRHfHqxu+0W3wSQrhjXiq3YpA3XIszCdN0X%20+6wWFU2SMhCziLtLgZ3dbLFGi/xGzvjOyGpU3+3WIzTahXbcWA3ZmKw/Ww2KurTXzFtxATrghhE2%20kkZE2xpEcCcAQaTgjv8TqDL10qsd3IrdxK4c0yrtjK2NqGM3F9fZy9SKkvrq1e6t26EhfJJCAYtx%20MeEC46CYNJKSVeFCKMlNOUO1yDqE4fid4RBAyavb4UlMUU+kW2x7ATveFstdRBSuFV2tstEdrdc9%201p2hHdgBKeoxJgcgArPCbRdQAV9SMZlSLqnq2pWDAoGqAtSxSyqQ2qt8jhGdxo1s5NSK1geFzyIe%20NzX8AOt94MYkUxLw3i8JHcUCAUuiSIiyId27TyZnMg4AdSQlAGNay+OEhnLewbtkVLvE1sjalAGk%20WxVF0a2byTKqS+wtswLUwpvNGskSAkvyIwIgKZdCMqISKWOOAVjeQZsY9uO1zABvbNos6ozRTFHv%20XN85NB10rlsh/+6rmNfPJi7odyRTIwCgIboaApAsrCQlF9AtdLsVdrYBXwMpP1Isx6JaHgABHxDT%20El3LUTTkT7TKuVXfbxzRcl7JKvDfdhnZ2VoXfgzV1K5SLEDSqbEAyVImUUKFFYAmIHCApXExikQo%20yaEh0CEACWAAGEIS2tu9X8Hx2v49Py6Tqvzmyw7XzmhUq9zEJu/myc7n0M5B8oqd4IPGA6/SKsCn%20vb4ZMKxrGYMBFYIqEwBnCtAn1XYnvnfA22EbhzIoGXRtkfLiXREBSVMBjcgVGmArqkESPs7W9xzs%20QF7VSf7BRS7Lq726DKB7Td6m/o6bUZ6qeT7wG0h5Ca4aTfO4Ff/QALkeLjCQGXYWH4jie5j28JJy%20Am9/GAIwKCFAABggLhifAAmAKGXCKh8QAAyDgqzyb6oRqDE9wp+eQ6kN+vZd5PB+1va9iTdd17kc%20RMcxRL3OxyN5glQqv085v/WrxBPwRj7C4qDhJmVzNfrhvaVTAhmwRtj3+yBw8RngaFOXAaVxbY4G%20btAoLJNjARggJAFgAhyg9aiR0D/u6Vg05+4u9vuN6eOP3zGt9qfOdEgXLqyUAY1vLF412XPhx93d%20yrub/2O2/8s73gAxQSADBhROhDiQUOFChg0dPoQYUeJEihUtXsSYUWEACxgEJBTQMeKDCiwSwriQ%20oYICjS1dMkT/IUABBYITGDSwabOBBBYSJvhkkDPnTZsSdurkCUECwRMXHLx0mUCBggQOFWxAcYDk%20AQEmWHJ8IFEEVJgoHtD8KTDtz6Nrjfp02xbuTroFKSAkm1fvXr59KQbAYGGFQgUVnj4kSSFh4RIh%20KnTwG5nhAg0xar6lu3TowJw9hfaE4Dno0gYMRqSULDEAAAABHC5Q+OCDAAIYSiyOIdHBR71ZHdBU%20gZOFQBVq2QocbnxCcoFGJ8jtScEgwgGprV/HLnmFBRN4E26wwLshgAonPq6osOFBgwoUDmfvreBD%20UPpDMTsfffQmUKRvh444YYP34EtIKqogUsmCpzrYwIOEHrhA/6IM+hrgrBN8wlCt4nDyz6jiRptg%20Q7acK24pu7wjMEUVV2xIpQgXUomBhUJwIKvCWEoIhAs+2GCDCixIgUWXPBAAApr2A62n0uxbsj7S%20JFAKtJvoI4gC1FZcrTWIUOgggg1AcIAD3h7YwCEBHMggA8j2yqoDmkZgAYLnnEvLOf+Mg+un4e6c%20AAIITphOSEEHvU6ACn784IINEOpgpYVOqCAAldJL9ISFHKggLEIv+kimIzVjgL/6Rt1sVCh5ErWg%20D9ZU0cCqGnJNIQoUCGGD6g6YySEUdkVhrL2qO2sEDOnKCafi5sQpqD6Tbe65EOdkwTTpUNy0Wms1%20WiCCByJgDf8AEg4IIIJYE8rgAQFC0LZbTRMK4AFqr4VogCJjOGGEPo1ycielMuMX1bpKZcopFrMc%20d6EJNviIBAyecpSjCHQTj6w2gTuqrbXk5HOnPDNT662lAo0Y3oQ8ICEEk08OIQCTVSYg5ZVbVjlm%20l2VW2WWUCxY555w9hZO+t+QctUmdSCV6ghH+tHJAAl11KIARMPgRgIQcCKyCBiaakC+zDNp3ROHS%208oxjY4/DDNkq79KZIQE0mACAFBBQ4O2pEHCB7rkVoBsAuPFWwIW7/YabbrgLAIAFHNNGfNPqBJjg%20yFJRDQ1VUH8qWrT/rARhYNZwhhEEFFHIIHOsQ35p4hGWDO7/Z59K7Len5PTlmD4jp008oRJmeiAD%20B0TQXQQR0PS9996B31134YE3vngAYji8dudZlGm+J3cazmeldBqqX/2AtokgGARkkenIstZrgK1l%20yPOzue47SgL39119TuQ+poCAA27dmasGKJjgAQc6AOD/BCjADhBwgAVEoAD9V0AHOAABgELA8ySY%20ouos4Co1wSCURlW0UE2pg1HSYPeaQr4UEUwyIsgKX9zEgGgJ5VT30p5R5NQAfjVHXxIAEO1qxzg4%20zYpb3AIAEFlTAG4RsVvdSsERkwgAwnFLAUvZgAKINEEqYkcmKiAIB7GnRWWZqicEGQFKHIC/pU3l%20VX5RGlR2/3WWmnCGLkpin39Y9xY41mUEtEuhzgawAAiESiBTAWQgBQlIAMytkAo4ZAriNhX39WQE%20ALhNFSUpGcZZhotFERrRQOgzKo1Qc1oaH+mg8hsMNmdPz4ojseToNZ4YDVAHcZ6n1AIBDchJA7VU%20ANtyCYFduqBPtezTT3apAOXYhHmR3GEAApCABQTAAAJ4ZjShOU1pVpOa13ymM50pAFFeywMe0MCR%20LjnOUg2NICoA34rE5xdflc8sFwgVXUrUtVS+JShKygn8+ohD2pFRZB4IAASCoxy2NauYynEBLWd5%200JvM6gAOSlwIGNCtAhCuolO5aEYLoICKFiAFGt1oSBdp0f9CuiBxH7EgPJVCTpYCLGmf5JxeMpDH%20vKCAlARpH/Vy8qFnBWWg+jFliPRTkEXFUgExSF9BhblUCRCzqRNgmwZeoFSBUFUgI2AeN2uXgVk1%200Kte/d3uvirWAY4VrGY9CwS6eS0BuECcmXwcSzPpPYGp04ySSWPptPIBGOxpSdfzCYecFdj4Kas4%2019PTlAKFuI8EgCBweSJUiamWJ+Ypspf94wQiiwA5qQVQUjvpAX4DAwD8TgQdOK1pUbva1LIWtbt7%20bWsbiNoHHKx5OiMSBD4wAk6WhjQdbNJvhTslUPUxi57E0uYkk4G1ZmRiwMXQcHhKNP4Qdjk9xRgD%20AIW25m7/SiYnMGiznuoTXcIlT09dS1WNc0cFCMCfOcsAFocTxAjUl773re8P82vfH+I3vwA4p1oR%20NwAizSSLLeRicOM03KJ80ZUUENB7sbPOvpCwphC6TANYdy/5CQQnR4ncYYdFue7pEHEeMIBAcfLH%20p07VJ5FNyxOJCeOnRlU5vHWo80SAlp/sbZF4K4CPOTrIRfpYkYD8EP9qFxMJ0Gs09HEwJ+O6k6B1%20sHt3vJKKTBiZ3bBJtOIUCgd9ayrOBE2DqnpXzkrQuINC1ThSvSWemuPUCUw1s2qBwazcu9U29imh%20xIRAQmuZUF/K2DgK4CWLEY1otRREAt31roGzaJOVjjm4Zwzo41DoA9fjvtSuB4pMO/Nivg5c4AT6%20zE8ckYWZLi5HVNHarv0YCy6BQvbFEphqZKf6AjtHddcshnN6bUKBAuzwy8eSc5sRy8vOCkShzlZO%20QSYQWsbNh0pFyXSVizIl+8huVICqq5b/lTs+muZlhaUsZ4Kry589SauotbsdDMJ7a6juWgPjdSox%20lfoCyhqnIO2FNKF2rKw5QzXRuKy3egvKNvSq198qEPCJPfXYUX1xzOnGuLelxYG8TviuodaaWfha%20n7DVs1/5VNJoflsQWA6Y1n5k8aHp3WbN1tjO5/137arjgBMQXOZqubdmY66ByCqV0TAeiJJrx0d4%20YpqFS4E6cDF4bYr38YtXz6KVLAyfLaMx4Bc59/WonvHsFfdUCz4bQr4upDWDVzky9gm/52znmtM5%207gWd7ECyKmF4ZYC3QB+vm+9N536/uKruQ3qjKRBxxkqa4qVpUpSpHqoo77ODS4HB9zp+/x0K82Xr%20LzEfhp8OP7JXTlRUzjraXM5HONFc11IV5nmF/sRgbyznoeW529+Oa9hXNaq2jnmM0yftxDkoAS64%20wN+dDipvo0qTT5d6aY4b7hKO2y/M7cu5J/d0nV5y+9QDGko+kGaRXfHQc4aLC/jdcLynl98vaPiw%2028v3a8XXXj+v9+DZtuvAw7j2eR82xkub6Mmi3+qebRuzbHM6BJQy0wC3zbOOztsLCHQukasX6jmV%20EEq1GAoK+KEyE4G1E7Af+lOcAJAAeesYoQs+uas5Fsw/O5ss87q9xBmAgTuoJ/o1eiM8yuI9F1S8%20aZu1eem5bHsSbgsVy3MdE6E0qeueKv+hPgLpugorN7LQvk3bNKDgNKSIMs3ILhUwscZTgfRBv8wq%20r6qyt16Tu4YrjQsAAK1KnAzoOaBzMTMsQ6uCO4cztEaDuLVjO/l4rGjxoCaBMuL6IJ6wsqnjiTxL%20p1b5OHbii9AbuSw8wu17HKH5oiwiqphiK3BpAN1TCx8sJhijO6A7qKUYgdvKn984NTmEM34TRRgU%20QxykMX9TurSpIIESJw0yESWkuKXoI6uTusnTLpT4POyIQr7oMhUCM+qKstJLism5o35KnDX7u09s%20s4KCi2B7vxaLvwZgLwGAKMSJL2W5uXxLCzhrKgzJpTmkqvgrCAHUmdtpuuVDMEHMtmj/MURfPEQq%20cUBPY0RQu76Qg5CeOzsoSRJK5KLtSz3ys5Zb9Lk7k0MVfL/gE7Y8wSJic54apID7g8iC+7WYS8cX%20wEFfMw4Nq8W0yS164a1dpLgM6sWWXApA5MWse0Kusz6GeIDAMIHDWAAGsIBMGR0vuykWakCEzDhm%20mZI/ATeGZKvGEUNWZMEaM6iPBMU+uQCAqx0R6LOOycP8S0eBkLt9gz13XDw+hJ6Z4C0E66O5grwF%20nJIxM0CKU0QKlAwJFK0KAIAMmAALQAgIywDyEB2IELULG7mfyDaUw5fSw6RRwbH6uZ8B46OBIsVi%20sqo6e7PLjLYZHEDRikMexJOJvEzY/7M3a3QLFjjJ/GE63irADpq6bSPKy3vLD4K+Ycyy6gMlhsix%20A7hKQ+EN05QQs4yI58JE+8DHUrLCodE0TbOLd0scFAiRh1SOqjw/y6TOqJS/PXtDGCA4MeQ3bDTH%209Zus/avMpINHNfPDQ0SwA8yilVrCMeug4swiL+S48GnEhwiAC0gAB3gRrdjPh5gpNnkngqQy+4gc%20y7u4Q3wc4yoIGGDKTXGQAAiRp/zIa6RMmosW5tE5zkS2mLOzCW0OpcK1mhMIX/I3IwFCiYMAJ1tP%20TGzN1XxNtzRQTLSSwbTJ23SIFVAPrfCIqSmThjgXk6HLjHAT3jIuQ7y0oQEVhcwefv/cEbWbxglY%20RZqT0ilVjo+Zv63ComTr0IVLuLGMwY58OAYAThURAADYANVUT6TAxC+yPKgDxBXFREBZxBSxy4Qw%2006wJE4gCgA8wk5QJgBr5FZEzCHv5IqPUNiNM0tk0CFnbTD7iMSqF1DYLiqYALcTJChucUrnzwfFs%20s2g5zfLjCiNhURPBxAElCECUviLlJEP0nqYIUr84RsK4GoUIicO4AJOKiP9URtM4RKBhMA4CleAy%20Ljlt0GphnK2M1GRVixHAKqx8Q5qwLLDcv8nURuOQTmc7gRgoT5G5nd3KIulrMFJdTZYMxtc0EemY%20z087o4WggAoIjjiZkL08mA3QRIX/oNHSEVSiXDkk9aBLNC5+XTkw+gDHPDGAqrUVU1ZlpY8PqNTN%20VMUUpExNPahek9JQ+VR4ucV5NJFUxakNAtfZPERxLYgLuFdjvEmFAIDnyCI8JQjY+M2+0E8A+dWo%208y32pLx8jE3mW0quOCkoBZGEVdg8u9I3rBfoBFoq/RNtHdMUuR1LQkSYnLSpU1BzMi7jko4cVdfl%20ekQu+YCijdGcfc1L08C4BCPpYFRbjMztPNoppZIPQEWRMZ8d29BkvVaGsgkYeIFY0q2ec7pglD7p%20g1p+ZEnAHdlX7YtY1QsRWFqIOAvtlLpEfUZOwrSYfE99JFUeKdZIg4HU+bAM8dw6/wHd9MoTgmMA%20LxxaxLkpmqtbZb3QCVjc7Cgwp6U8c33JJUSwYGRVBzyBRDFcvqhTsijGllgjU4taD7IJ+Owee7Tc%202eyjbCVYlAQXCaAAO1GLFbNeD8PeweKQFUM2KmHD59kxt3vKtS1Fiz1RnemUCbgA7XxTmqUS44JP%20D8LdLGJWf7TNeh2l13WIs9jIj2W+mXRTikNV1iTcRHFS9OWKxmEBzvUPv/IJBz6K5EgO6MSXrNJf%2068gKruIthCVfmgssBviAbYUXAqw6glDQA2tJKtFHTLQ8BpABCOvdvfhdqCjZlgCWC5CB4uVYQVxC%20K2Q+9zwns3WensxSwmqf62pgsH753EYzmyp5W5GxKYN44A6W0ku82PKDgHlc0xYV1yY8VZd8URU4%20jeC1DsTNC12tqQPoABXAItaEzah7z6dVYbcEkN29gMwllDWDVp26rpxKwSN+FjlBtvtggCjCTsQZ%20OGERL9A1L4P6XNmrE091XRrs1lKFTRYt3uIVWXEFlHT//cd15YsatuGBPFWDjM22PFAr9OH1rN/n%201SNORAtleaENeQsRwwkIIBahKBZ8YYon3kRVnCHnuF7tJZthlp+vUYo+2gAN0LlqE2NMdsvhcsuW%20NCcZhWGYwqsLVoiJcVxMJNVvnrq+TWFAvLLdZU7GYrOgiJ1mOZbM8Jc7sZMbStrTTRuu+hC4cGAk%203t5ivg/5EZVsnWRL9QAF0GJphuYX7VvCDWd0jWG9mOGXIOOMCD1TW0lhdE0AZtPesmbVG7AUQwv2%20cSNWEiwPZJ3RuMTvpcEvO4FVBCyOcQ4JRg6w8ZrrKjN526Ei6dpRLWVEXT6QbVFMzDOSxeZQgtkL%20UIEh/6Rm+XU6wPXiN01hADFgnkVnmtCwetoMnkqd6hmIilnCEXDbQ86ZS30TD5zizhiRnJjiOHKf%20ochWFtBm65DH4TThgz5hUr1dkWUKCvBkOq1PZBTIgVXNaFFQXmxCVh1bBWRNL3Rl3DLBPdYMnuqa%20ZhGsn5XlJeFllCi2JfsNtKgj91mxtZblObkez/ArfpGW882ZxZkAa9viRJXJF4Xjb+XH0vXLob6+%20KXQJ38BhF91XFu0eXhbgAgREqF4UEiQU1aaJfVoxk45QI9wioSpIgNlN496UgfMjkI6nZtuPXfaY%20zPDVaAnht5YMAiNoFnbjUW1fcc5k1gQQzaNPgOwLUf/WiAHogA9o42km1UtzYy9mPmsWwSEWVXWO%20Jw8hG7SOITgKDT0xEYY1NmC2Fw9UFgys7FajC7KWEuJrTpzuZkue4xTu2LrGZOkQ6uSyUWQU74Qo%20NW+W7Tke4LHr2x6G6jt+zKn2mbIrJ8X0o8nNounOyo08gcxYsIG4k/pwo4KMEvghiAt4tB0i6Ps+%2074PuW5H1YuOq4+9hFb6Gb8/ji4+QjaIlZxRmTbyG8hD/wpzxgAEwAOnNUgQvQsX8mWbMIoYNx1fW%20T+28j8SEoQjHc83wDPgxRKtFbVC1oA2479ee4xOGbQ7HxDuKgZrMDjMG3hO3qYHlW3GF46kFVi8i%20CBn/uAAZ36HGKcrqAfLNCLPgQkrjMuQT74tLddxS0Q9UsXHK47CbXbBLDG8mZ2041fXZjeMvVnEw%202t29LqMsn8BH1IoN2PCMnmufhmanZlE2dkzqFpLGYgBLynO0PkxW24zEJJok9+VrmXQVSM/N0JdW%2004x7qQ9m8WxSvYBA/6ciWV8XVWqEBucw9/UsUsTAvN/lwm3hVWP7hnLDhlNLs3cgbopzHkBQ71jI%20McShsDyHb3jZcT7TcNsBkPZBsW7/2G4x4/Yyg3gPunVbPIBudXJMtvQxN/k41euGzouHdgn5di7Z%20WMaAJVVVhWZEB2oKgIEA6PeGhND52ELiwvFT6Xbp/0PpWdNPvlXTzehs75srEHZ3jGUc4kVhvK75%20Ze/bqg3xTof5yID0/BXKCxAnTFZQmXzTp09l7VIUPB4UxoHWyY2TxcTxdEO976FnnRGBVof7BP0+%20VSNyfvwAt2byeB9zhUb5g86za87a8dGaY+9mfoW+k7d6KIeBemF7FrlF6YAyN426cCUaOI9tFbjK%20JROtnG5AV3cS4zVO9QTEdg+tBUC+elHNXYfyS3xyFhVxlieLrw+BdREtTMNfchHvNjH9w593uW5J%206RuBo4awA074sU/UJiH4bbPZdFP7u8+ZHVO+sgNyUSmKoQcQpd0hFxjYX/fwvnX2Leb1HPoAYYeP%203/91AAtQjITQAAtQAQ7AAJeFCN3fEggBCAoMBg6UwKABA4MMIBBMeHDghIYsGlKkcOEEgQMaN3Ls%206PEjyJAiOQowwEAggwkRIyJcmfJlRIMNWMh8CfPhwBEXFIzs6fNnSBQHHGw4UfAmQYMKXSKkedNl%20RII6JwCtanWkBwEQNsCg6JXBxKRHCYZVSHEEBQobHFxt6zEAAAABQEK4cFFjgA0iNG7gKTKDULce%20hTr4gNLmV4eJxT40CyPthxCCJ1stMeHwwswGGdasGdNh1M8TFcLoO2AA5dQihYI4MSJzy4QQJkhg%20AaH27YmfWdoMjfgDBNSqh38UoOCCCq9hwypebNb/64gTaTmwJQ40gQIFCUA6WFBghMYMGzYCuDBy%20L3GhD4pSeE0QIcSGDEdnRrz4xAYKGa3zP+AhwFbx1dYZfbwZpFtjTaW0GUE79dffAER1BdpDE3FW%20nwQMuWQQVC8x1CBVDw6HmgATxECBUYupuGJDaNmVgYgjwSWXSAqcoNEDJgigEVEeeCTAAiSg4MCO%20wwnVwQWYNfQcfCxemFl0FMRwgWTCxUhZiQ1F5RBCNRVEn0K1HaUQczDsNECRV1ImAgzJjQYmh2DF%20qRRsinWm2AkfMJCmmm554MEEF024JIuFEoRiadX12RF22tUI3lAb+HjAA+b96AAIDihq5AOGpWjf%20/1h2yjmQUxQxh1Zaki0qGJAS6EmQSw5dGFVNGhbEEK7PqeDgqm7tWFiKSjEEn2+8xRYnQl1WmNMF%20Ifba1gIaXNCmoV59uGKUH1ywaa8zzhUSAjDgZcG3DYj7V2CqHZnkCO5R1GS1jDEQpV2qPntVCRAc%20tiVOYsKH65fxgdUcaX0JMOm9VYkgHawDx/nSgQ55JmBjilHwwQR8JuyTcRdEFy/I86ZFAXUbN7pd%20SAqosNEFH4DwQAUwokscapVSIANFz5E60LXW7kzRY4bttzHHBwTg6qcSxGbTUkfBp9BtXA480K5+%20Ef1ThBskh+Gwo35YE3040YpTThs4ezVWWhk26KGKPTsHnVoXoHevtyIB4OwCDFhQQQc9iZBuautu%20raLO8jV3+LzSfbBBlWj3pFV7A8HLL9NTM2gWc47tJICVjofU2oR3yhqfsnf6RixBZkKgseckHdDx%20CYOHbGhaJ5Sc8Mkicht4pygarmKp1bqoX+shobaABFyVuuXDAnsZVulun8Br8cUNdRGhCDoU9rXP%20mVX4rhpUDxKaEJyo5OwrQrbtxv91P/h3egcgSQHbv6cvleJUjg9SibI3Dd/SKkYhhTRJTCoojQIO%20tj+PiCAt7wnV0wLGoNjYCikMyNPqFkgSD7ggPyf41P0SEyX6rcVk2UFZf2Q2Ikp5yl0hXExakjQ0%20DaIGQBegiNsoQjl4jQpUFrGaBg8wgCHlh1BPYpBYMvczUDHATGcL4gIC1SYXvhBuFpFb++LyrRSy%20jjI2UwEIq+iVoDHudUHUSIk+4B4xKWY3DVEWzxDXkMdsrnMaBIFh4jOf+ITFJbOSnMQKSJDp7emM%20GinBcRwoxq+M8AMc6BvuTqg766AABTaLHOESo8SvqACMF1mBIXdkgAARamr1YSL/vy4ERzByAACG%20FOIBRMAVr3iPRYUDlRNfmRXzKXKRVlSLCp/lvhQCTjWXvN8tvaI4l73ydZchSM+a9xzeJCRszJmj%20wey4QAd8UEsN+1rFlBVBODYpOheAAMI0+KdAoQh9izQKZEoYSUe9zzo1M8zNfDlGFViEeMUc33/M%20B8KIRNNhttweQfh5AVcakjBJ8gq8rmlK5uTQKxZ54v52tAAI4LN+i2zXyF6URRo9iEjxq1QMZKfP%20xEmnXs0s0SwTU1E4jq2gA3kMBxKozf1lII8NG8vEJBaqibExaIU0JCIFBU99tuuDI7vdvXL3oGCq%20q1MfcM1KG8LPi1HAXhrUqARi/4BVmzCHPhWNo/2oZrsCvBI1EgpjMn22xPtwAKP7K1+SVOAulFDR%20UK8ZK6quuLtFDZM/GejiZC6pUqbSsYw7rZ4AGoC9nIVKk8r5SloMhtjqieADer1s5RTDQ4J55YDn%203GzxAJUkFH0scYl7jUCiA9vXnsS1r5GtdC4mz6hKsqT2pNRqw6jP3E6LBLo0QFjdqckwmUqOVCMZ%20ANK5QLcm6VOUwyFl+bUlyl00lAdYgAumdcB5SSUnZzlviy7YrnnJgJ/aouqqCmsdwJx0tQzAWVbR%20cgIzfQC+C9QKu15YuGtOR6ev7Cwm5WrK9MXwqGcUQAd9l5yPUdgoFbathV1jYf/XbjVRJqRnf+bG%20qdUKZLEvdM3ItJaRx3puRwDy6WLOGq/psFW64yMMeygrr8pCU30k04CNAQrgx4CxXWgRGZKPrOTY%20xhbJWJVOS6EqTC3qDrVtUewgTRwv2TYVRdryahBL9NCsSmWrObWy44SC4LHGS6I+Pq0hPZDUtOAW%20w3a+8GstzOXaLW6wfZJqCn9rVdaO9cl/PXQTc4JVtrmnTTEkXpxNAmOytC1eue2Lf4JcvCGttq8h%20zOF07Do+AQCYnzBYb5ObzOXa3lYgkTuya6Lj6AtwQMTdovJU0WyV9dAZq7cl76/Jy4DkyI7YHG6k%20/nR9NTH3Mr+PIVkClX21njb/m8zPhvMZB8DB6nYyw7V9bZ3rjD8jx26EJPOzmgDNH3S3RT0to9+w%20NYzbebsmOUaR90DwjeIYfmCG/zUaR5Xry7RMCYhfjdRVPe1LMKpF1NUrnwzSMqHYHjrWsVYySGtr%20cXJvldbsjpF8iUNfIwHXgSnqSqObauQL3nS9Ff71s3UL5q9OID8Cf2F0zGxgQ4IguGROKAym5OAw%20JzJ2KZo3uW+b4daeROUtH1kMdvssdVvH1rz7AD6PHO8RENvQWO06lzfe7RjCYOb78wByxctmpqY4%20um11wGo9unCnckB8ofQAAy5wojahGC3zbo90/O5qeo+gTV2PYa1HusV1S/sn/x2wuYZVuuFXf+zo%20w75pnkOqv3+OOlD7/fZKoZ7NV2agZbHTshgfM6UMhlIDHEARP8PdHsBn/GO0n/1r7K2CiBNcyr2i%20usgF/W6+y7rIXcEqodvFd+KDvSsphrQhA8AAwwwO9Qmlmgi3tm+1GPzfRJHOqddeRTBeMNSahiwv%20awcDatFe8AMZfNO9zvLLI/7jIgq5SATgALN75LD8uWTsJJpenV7knRrg2dvlNdEHjddWcVUZnZGP%20RFZ15VyiuVpt0Z68LRUGylbMxcCZsVjx9Jyn5NnHbI0JYl8CnuAAisxTsV4QoYkCvB79nJ5sAZ4F%200pkNNh3uxU74jYxu2d+DAP9fSBDF3jBATwAhUAzRoN3M2O0XGDma0Ukcw7UTBXQS3z1hx/Wbd6Wd%20FDohw20VFhIf/XzhGDph4KVY993V9YyMqR2QG+YWHNaOHFKhGS4fP0Wdw7XOjgBYWryhD+LgH44M%20quSWIMbOGCKef/UJ/hXHBkDAARCABTzASIwccTxe7UxhIGaiJs4hJ36ZGT3YVnAiIQbiKG7iJn7g%20K8EdPskhlJmiKZaiD3KACwYRoMggFboiLpLiyPTZh6HQJI6HRmgABZwHJQEX9eUiMm5iy/ibBknf%20+SQjNP7hBnAAWxkSdV1VIDZgNLqi2bQVH24jOAqW4v0EURQJUYAgElbFA3BoQMukVH4YxvnYHDyq%20BWScyAeciDzGI1ctjv68klZswDzSI1ddjD7qo5Rk1vNV4TtKCQYoAAgWjwiw40GqgDxCxkHOI0Ze%205EE+o83p1tAFkQYApGdV5Dvi40DmIz3eY0quZJJ8QAWko3X/COFHrIdwdMpHBIADZEAGPIBO5qRP%20ZsBPBiVQDqVQAqUDKAAAICVSIkABKAACKEABJGUBMOVTSiUCpMBSKuVUTqVSYmVcIACmEKVYCiVZ%20jqUIlCVajuVYZkpSJmV2xIVVKkAKuKVbQqVbPmVUZkde2iVVJmUEEKVPBqZRDqamEKZgasphJqZh%20LmZYHmV2KKVVNiVWamVVviVUVqZT6iUCuGVeAkCmMKZiFqZoBuZZjiZonqZoAmUEIKVX6iVcMiVc%20XqZbzmVXtmVSbqZsIiUAYEpa9qZa7l9PLKJHgICOaIQCDONHVBIK/I1yNqdzPid0KifRSKdQRKd1%20QmcAAMZ1/25ncx4A561KdXpndY6neJZnJZnneQ4JdXanc4rnej4n2qQneconeponXrAFfebnfM5n%2064Snf3ongP6ngL6O/cmkRywABrhSAFSAJIqE1TUTYUnGd0KoiGhn4FDoTwQAM2LolQxJcOKaTziA%20BWyABZyAlVEih6oJAfBfinJRi/YJCYDAi/bJcvaEgX4ECeRk0cxoh54nj4pI4/2oVZCakMYImgln%20kQbRhCYpkzapk7bFjT6plE4plVbpKyGplWaplm4pl15JlHYpmIapmI4pSGBpwgRACCwegI6EABAA%20mhIA65idmr5U4wWAmtppajzkvRCpVazonF6FAPxp6wyAnf+u6IoaVwDUaeMZQJAGYW+1TgC4ZAVU%20QFd5pwskIkdQwKTujdSlhUeEQAWwqAZ9QBryD4lu0YKei1sMgAKI6r0MwAY06E+EAIlWgAVQgKD+%20BATwRAg45Pgs6KbaKk+QKlAYwAXIKFDEqueYaa9cDKmhwAVsgFBggP0xQLQJAABYQJEIQAQUhwVs%20qPE4jgogQFW4pNXAzMoIBgpYgAg0aoxQAEP9BHKgQKDmx2QUSY7sDwFsAJySmgCUwAGoQKnyj1VQ%20QLc6zpeuCqyejXExwKSCgHHYaiR2BAxA0lBwgHpgAIk2wI5kBwZggAUgAAa8JBrpjQWYgCQKwEFY%20QAcEgKb/juiDXgkFVONGqKwFnKysvo6eIOcBrJ8EaAStVgD7DMXIDm22VkAhOawFAAYL2KoJxGvC%20UEDOGo3SUitJJChHzIUHKEAFjCxPZAeOGKHRXMCtzkUBRACo3ioK0OrNXkCu9kkIXADrwCtHPAAF%20cG2rkmiDCgAMBMADQAAGUIAAwMzNKgDA5kUFHEffSJ+wCkUEsMAGbIC7VgWzrgoIbIAJ3JCqXG4C%20OQAFiMAKAADJboQEWAAHsCODGo3UggAIVIArTcBLZoAFXEAGRECoDoUK6KToroAA5AeRAAADgEAI%20wO7kuoUKQC2l5G4GiK69eMAFPAADsEUISEAErAwkPgAB/xBFCKCA6xJABBghAGwACKzAcQgArXZu%207oYA8xLN3XZEBMAACAQA7C6eiG5As+xHa/BmzByncQ6j88KA547HBDiiAmwAjDAAAmRACHDAB1xN%20AFgABtBatLJF+5KH64rA7DqA6M4FCmAACChAJIZACFDA/jlA6nJA8GoAyUZrBogABhhhB1gAAPif%20lz5q8URA+FaAIx4A7WpEJXXACVTADMUODgOABJiof5gvC8jwAVjrAZAABhQJBTQAR3SApmaEAZNE%20eWzAAjzLCSAvGlmxENfsWtzNAShABzzAjaRABTTACDRtAmHACUCAqkQrWFzxATwggV6xnvYHCkjt%20YAzuB/+YgJqiwGpuQOLWbAacALsWwI0cAAAMowOYgFDo3wGwAE9Y8UbQawPYK9EEgAkoAA5HQATM%20RQUbJzAu1OtYgGQswAaQLwuQRAZoqk5GsUZsSwhgQGCAgAVAMs+qSeX2iXFk7QrvRQZ4LQgH0wjk%20LAc8gAC4pAQoANZGs9HY8gGoxAHIbuJOACvzMLLCDAeECwYYwLPQLUdkQNcqADc3bzMLwAWswAn4%207TAWsAuo8wy/TgF3LQEkCQJMAFIGQAlg0TGbgD9bAExahzlvhAk3JDcPDQFALaimKSJPQAEYtBFr%20RCQfwOV2xAADl0bALgUggCdvDAF8AOsILEcAAKTAgCv/kcDtuvMHhwjiTgACsOzlSnEHgAAGbAQU%20c6vY/pkNo82COgs6YzGM3AUkCzHCsPRGgOrLWEAXhwAT+/MBrIDrGs0Kh4jokkDvImsFHKwEWPOq%20MDVHYAACCEUKkMtGwCpbSBYVZ3QMB4abDi5exOoEqCqMCAAHwMgGiG1aE8D5xcgfT23IfrS2NnUi%2040gFWMYFACw6Z0AKWEpfG41BH0DcBgDY2q1lj3FAq2rCLDA5d0RCn3G6GixlZ4QrrwBVN/EFCMVj%20C8DSWrZBr2uDSgAHQDKkKCKIes4KIHLkWsDBku1ZjijIpu5GOGzkkqgjJsCIbsDIUkVCfJcFLI4F%20QEoE/0Cwc78krMoMN3OACYysq/KHClSAc383XDT3pCqKB2xAt5owW2T0NZP3iCZqDDQ3BSxA79o3%20alxAzNQv5hp3wiAyBny3jmRr5I7spjjAx0KwCbAFL3NAdgPAAtysByInzCAyT2RILFGqy5I3yEru%20J3MqcQ/jKZ8xcl4AWy2oZAgABhBARGgELzu311LK3lAAysrPx4IsjPDvoiTsszjAA7TsRuDkXIBA%20B3TA2i5eCDhAGj+AvfitAwTAAkhGCBiXAECsA4hYBhw5CmTAXNBwNncAW4D5oiz5kTO5jxi5AyS5%20In9LdQQAsmp0BwQTYnIEkKsQThoXUDpzmhJN9oq5mH+HxwOsOQj8U5B3QJqEQBoHyYpjCgnYi6Ij%20a59nM1sIwJaDQAnEecJY+k6msY6KMEeAumVrbXVkOgqsaFMz+QKgqUYQAKJPuqtbLKsT1m6Tqa3f%20Oq5zqY/nOq/3uq83UzD/urAPO7H3YrEfO7In+5nWurI3u7M/u2DsOrRPO7U73HuwVzu2Z/uvS7u2%20d7u3j6kBRGW/JmqgkhqjloS5pzu6r/u5t7u6uzu7v7u/4re/1ru93zu+57u+7zu/97u///u+0zup%20CTyQ1DvBAzzCJ7zCLzzDN7zDPzzEF/zAz/vCE/y5xzvGw7vGy/u6k7v5xqZSPqYCuEAB1HNTkrzJ%20j3zJQ6XKpzzKs/zLn/zKNyVkPmZdijzO57zO7zzP97zP/zzQB/3P1yXRh/xeCj3SJ73SLz3TN73T%20Pz3UayYAaIBUaqbST6ZcGv1T6iXLcz3Ns/zXN2XYd31bvmVUBgQAOw==" height="254" width="468" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 14.&nbsp; </span><span class="textfig">Average methane gas concentration in the biodigesters evaluated in Fusagasugá.</span></div>
        <p>The average values presented in <span class="tooltip"><a href="#f17">Figure 15</a></span> indicate that the biodigesters installed in Santa Bárbara and Mirador 
          properties generated higher concentration and quality of methane gas, in
          such a way that the behavior was as follows: Mirador surpassed Santa 
          Bárbara in 13.49, the same that to Meseta and Saucita in 34.37 and 36.9 
          respectively, then the biogas produced by the biodigesters implemented 
          in these properties, was of higher quality in the viewpoint, followed by
          Santa Bárbara, Meseta and Saucita, determined this by the concentration
          of methane gas. </p>
      </article>
    </article>
    <article class="section"><a id="id0x8628780"><!-- named anchor --></a>
      <h3>CONCLUSIONS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x8628a00"><!-- named anchor --></a>
        <ul>
          <li>
            <p>The
              substrates evaluated as raw material to supply the biodigesters showed 
              appreciable differences in their composition, in such a way that, pig 
              excreta showed higher alkalinity than bovine manure, likewise, nutrients
              such as CO, NT, P and K presented higher values in pig excreta, which 
              makes them more attractive for anaerobic biodigestion.</p>
          </li>
          <li>
            <p>Variables
              such as temperature, pH and relative humidity, significantly affected 
              the enzymatic biochemical reactions in the anaerobic biodigestion stages
              of the four biodigesters evaluated, which was evidenced in high 
              concentrations of methane gas, specifically in Mirador and Santa Bárbara
              farms.</p>
          </li>
          <li>
            <p>The biophysicochemical indicators determined in 
              liquid fertilizers-biols, obtained from the anaerobic biodigestion of 
              the four biodigesters studied in the municipality of Fusagasugá, showed 
              slightly alkaline pH values, high EC and TDS, moderately concentrated 
              available nitrogen and potassium contents and phosphorus values 
              ​​slightly lower than those reported in other similar works, which 
              allows them to be recommended for use as liquid biofertilizers in 
              moderately tolerant crops.</p>
          </li>
          <li>
            <p>The kinetic behavior of 
              physicochemical variables such as EC, TDS and pH showed downward trends 
              over time, with logarithmic or exponential modeling, which is suggested 
              to be analyzed in detail.</p>
          </li>
          <li>
            <p>The biogas produced in Mirador 
              and Santa Bárbara biodigesters presented the highest concentration of 
              methane gas, significantly exceeding (P&lt;0.050) the CH4 obtained in 
              Meseta and Saucita, which can be explained by the type of substrate used
              (pig and bovine manure) and the weather conditions of the farms 
              studied.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ref"></a>
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      &nbsp;<a href="#content" class="boton_1">⌅</a>
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        transición e implementación de un laboratorio de geodesia y topografía 
        en el Instituto Geográfico Agustín Codazzi (IGAC), Inst. Instituto 
        Geográfico Agustín Codazzi (IGAC), Colombia, 2017.</p>
      <p id="B14">POMMIER,
        S.; CHENU, D.; ACOSTA, M.M.; LEFEBVRE, X.: “A logistic model for the 
        prediction of the influence of water on the solid waste methanization in
        landfills”, Biotechnology and bioengineering, 97(3): 473-482, 2007, 
        ISSN: 0006-3592.</p>
      <p id="B15">VALLADARES, C.F.: Modelamiento del 
        proceso de digestión anaeróbica de estiércol vacuno y cáscara de cacao, 
        Universidad de Piura. Facultad de Ingeniería. Programa Académico de 
        Ingeniería Mecánico-Eléctrica, Tesis en Ingeniería Mecánico-Eléctrica, 
        Piura, Perú, publisher: Universidad de Piura, 2017.</p>
      <p id="B16">YU, 
        L.; WENSEL, P.C.; MA, J.; CHEN, S.: “Mathematical modeling in anaerobic 
        digestion (AD)”, J Bioremed Biodeg S, 4(2), 2013, DOI: <a href="http://dx.doi.org/10.4172/2155-6199.S4-003" target="xrefwindow">http://dx.doi.org/10.4172/2155-6199.S4-003</a>.</p>
      <p id="B17">ZAPATA,
        E.I.V.: Valorización de residuo alimentario como fuente potencial de 
        producción de biogás y ácidos grasos volátiles, Universidad Técnica 
        Federico Santa María, Departamento de Ingeniería Química y Ambiental, 
        Tesis para optar al título de Ingeniero Civil Químico, Santiago de 
        Chile, Chile, 2019.</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>Estudio biofisicoquímico de biodigestores alimentados con excretas porcinas y bovinas en la provincia Sumapaz, Colombia</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0003-4060-7547" rel="license"><span class="orcid">iD</span></a></sup>Jairo Enrique Granados-Moreno<span class="tooltip"><a href="#c2">*</a><span class="tooltip-content">✉:<a href="mailto:jegranados@cundinamarca.edu.co">jegranados@cundinamarca.edu.co</a></span></span><a href="#aff2"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-5950-4631" rel="license"><span class="orcid">iD</span></a></sup>Diego Andrés Abril-Herrera<a href="#aff2"></a></p>
    <p><sup><a href="https://orcid.org/0000-0003-1354-5897" rel="license"><span class="orcid">iD</span></a></sup>Andrés Mogollón-Reina<a href="#aff2"></a></p>
    <br>
    <p id="aff2"><span class="aff"><sup></sup>Universidad de Cundinamarca, Facultad de Ciencias Agropecuarias, Fusagasugá, Cundinamarca, Colombia. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c2"> <sup>*</sup>Autor para correspondencia: Jairo Enrique Granados Moreno, e-mail: <a href="mailto:jegranados@cundinamarca.edu.co">jegranados@cundinamarca.edu.co</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>En
      los últimos años se ha implementado la construcción de sistemas de 
      biodigestión, consiguiendo resultados efectivos en materia económica, 
      energética y ambiental, donde se han incrementado la producción anual de
      biogás en niveles significativos con el propósito de producir energía 
      eléctrica y calorífica (Steyer et al., 2006). El objetivo evaluar el 
      comportamiento de 4 biodigestores abastecidos con excretas bovinas y 
      porcinas y la calidad biofisicoquímica de sus bioles, en el municipio de
      Fusagasugá Cundinamarca Se realizaron cinco momentos de análisis de 
      variables en campo (T, HR, pH) y muestreos de afluentes, efluentes 
      provenientes de cuatro biodigestores, ubicados en sistemas productivos 
      (3 porcinos y 1 bovino) del municipio de Fusagasugá, para ser 
      transportados al laboratorio de nutrición de la universidad de 
      Cundinamarca, donde por medio de técnicas analíticas instrumentales como
      potenciometría, gravimetría, medición multiparamétrica, titulación y 
      espectrofotometría, se evaluaron variables: pH, sólidos totales 
      disueltos (TDS), conductividad eléctrica (CE), nitrógeno, fósforo y 
      potasio. Los indicadores biofisicoquímicos determinados en abonos 
      líquidos-bioles, mostraron valores de pH ligeramente alcalinos, CE y TDS
      altos, contenidos de nitrógeno disponible y potasio medianamente 
      concentrados y valores de Fósforo ligeramente inferiores a lo reportado 
      en otros trabajos similares, lo cual permite recomendarlos para su uso 
      como biofertilizantes líquidos en cultivos moderadamente tolerantes. El 
      biogas producido en los biodigestores Mirador y Santa Bárbara, 
      presentaron la mayor concentración de gas metano, superando de forma 
      significativa (P&lt;0.050) al CH4 obtenido en Meseta y Saucita, lo cual 
      se puede explicar por el tipo de sustrato utilizado (estiércol porcino y
      bovino) y las condiciones climatológicas de los predios estudiados.</p>
    <div class="titlekwd"><i>Palabras clave</i>:&nbsp; </div>
    <div class="kwd">Biodigestión anaeróbica, biofertilizante, biomasa</div>
  </div>
</div>
<div class="box2" id="s1-body">
  <section>
    <article class="section"><a id="id0xffffffffff9f5080"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>La
        alta demanda en el consumo energético global y la dependencia de 
        fuentes de energía no renovable, así como los problemas ambientales 
        asociados, exigen la búsqueda de nuevas tecnologías y fuentes 
        energéticas (<span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
        B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
        temperature on biogas production using a lab scale batch reactor”, 
        Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
        0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>).
        La generación de residuos alimentarios equivale a un tercio de la 
        producción para el consumo humano en el mundo, siendo aproximadamente de
        1300 <i>MMt/año</i> <span class="tooltip"><a href="#B17">Zapata (2019)</a><span class="tooltip-content">ZAPATA,
        E.I.V.: Valorización de residuo alimentario como fuente potencial de 
        producción de biogás y ácidos grasos volátiles, Universidad Técnica 
        Federico Santa María, Departamento de Ingeniería Química y Ambiental, 
        Tesis para optar al título de Ingeniero Civil Químico, Santiago de 
        Chile, Chile, 2019.</span></span>; en los últimos años se ha 
        implementado la construcción de sistemas de biodigestión consiguiendo 
        resultados efectivos en materia económica, energética y ambiental, 
        puesto que han incrementado la producción anual de biogás en niveles 
        significativos con el propósito de producir energía eléctrica y 
        calorífica (<span class="tooltip"><a href="#B3">Appels <i>et al.</i>, 2011</a><span class="tooltip-content">APPELS,
        L.; LAUWERS, J.; DEGRÈVE, J.; HELSEN, L.; LIEVENS, B.; WILLEMS, K.; VAN
        IMPE, J.; DEWIL, R.: “Anaerobic digestion in global bio-energy 
        production: potential and research challenges”, Renewable and 
        Sustainable Energy Reviews, 15(9): 4295-4301, 2011, ISSN: 1364-0321.</span></span>).
        La alternativa de energía limpia para actividades pecuarias como el 
        biogás, generado por la biodigestión anaeróbica de desechos orgánicos, 
        proporciona una alternativa energética de bajo costo, aumenta ingresos a
        los productores, descentraliza la adquisición de energía y reduce 
        emisiones de gases con efecto invernadero, maximizando el uso de los 
        recursos para contribuir en ahorro de producción a futuro.</p>
      <p>Colombia
        es un país con alto potencial agropecuario con alta producción de 
        biomasa orgánica, la cual puede ser aprovechada en la generación de 
        energía alternativa. La cantidad de excretas producidas en los sistemas 
        pecuarios puede sobrepasar los 80 millones de toneladas/año y se estima 
        que puedan alcanzar un potencial energético de aproximadamente 71.000 
        TJ/año. En sistemas tecnificados el adecuado aprovechamiento de la 
        biomasa residual podría generar 864 GWh/año equivalente al 1,3 %, de la 
        demanda nacional energética.</p>
      <p>La energía eléctrica en Colombia 
        depende, fundamentalmente, de hidroeléctricas (70 %) y termoeléctricas 
        (29,3 %), desaprovechando otras fuentes de energías renovables como la 
        biomasa residual pecuaria, entre otras (<span class="tooltip"><a href="#B9">López y Ruíz, 2014</a><span class="tooltip-content">LÓPEZ,
        A.A.M.; RUÍZ, R.C.: Evaluación de la producción de biogás a partir del 
        buchón de agua mediante codigestión anaerobia con estiércol bovino, 
        Universidad EAFIT, Escuela de Ingeniería, Departamento de Ingeniería de 
        Procesos, Tesis (en opción al título de Ingeniería de Procesos ), 
        Medellín, Colombia, publisher: Universidad EAFIT, 2014.</span></span>). Según <span class="tooltip"><a href="#B6">Esquivel <i>et al.</i> (2020)</a><span class="tooltip-content">ESQUIVEL,
        M.A.; MERINO, M.; RESTREPO, J.; NARVÁEZ, A.; POLO, C.; PLATA, J.; 
        PUENTES, V.: “La pesca y la acuicultura en Colombia”, Autoridad Nacional
        de Acuicultura y Pesca, 2014.</span></span> la dirección de Cadenas 
        Pecuarias, Pesqueras y Acuícolas entidad adscrita al Ministerio de 
        Agricultura y desarrollo rural, desde el 2019, el crecimiento de los 
        sistemas productivos porcícolas ha sido del 8.8 % en Colombia, lo cual 
        indica un aumento en materia orgánica (excretas). Dicha biomasa, en la 
        mayoría de los casos, no recibe manejo adecuado en instalaciones 
        agropecuarias <span class="tooltip"><a href="#B10">Medina (2013)</a><span class="tooltip-content">MEDINA,
        V.A.M.: Evaluación de la calidad de biol de segunda generación de 
        estiércol del ovino producido a través de biodigestores, Inst. 
        Universidad Nacional Agraria La Molina, Lima (Peru)., 2013.</span></span>,
        generando contaminación principalmente en fuentes hídricas cercanas a 
        los sistemas productivos y facilitando la propagación de diferentes 
        vectores y patógenos en ambientes óptimos que propician los cuerpos de 
        agua con vertimientos (<span class="tooltip"><a href="#B4">Cerdán, 2020</a><span class="tooltip-content">CERDÁN,
        M.J.M.A.: Potencial de producción de ácidos grasos volátiles en lodos 
        de Ptar, residuos urbanos y agroindustriales: enfoque hacia una economía
        circular, Universidad Agraria la Molina, Tesis para optar el grado de 
        Magister Scientiae en ciencias ambientales, Lima, Perú, publisher: 
        Universidad Nacional Agraria La Molina, 2020.</span></span>).</p>
      <p>Los 
        biodigestores surgen como una tecnología alterna en el campo agrícola y 
        pecuario, para tratamiento y fermentación anaeróbica de materia orgánica
        presente en residuos alimenticios, desechos vegetales y estiércol de 
        animales, susceptibles a desarrollar tal transformación; en general, los
        biodigestores se consideran como contenedores herméticos y adiabáticos,
        diseñados con materiales que permitan el desarrollo de la biodigestión 
        anaeróbica (BDA) por parte de poblaciones microbianas encargadas de 
        desdoblar la materia orgánica mediante cuatro etapas fundamentales: 
        Hidrólisis de polímeros como proteínas, carbohidratos y grasas, hasta 
        biomoléculas elementales como péptidos, aminoácidos, glucosa y ácidos 
        grasos entre otras, luego se produce la acidogénesis de estas 
        biomoléculas, cuyos productos son principalmente ácidos orgánicos tales 
        como ácidos grasos volátiles (propiónico, butírico, isobutírico y 
        valérico); las bacterias acetogénicas desarrollan la tercera etapa de la
        BDA, denominada: acetogénesis, con la consecuente producción de ácido 
        acético ó etanoico (CH<sub>3</sub>COOH), hidrógeno gaseoso (H<sub>2</sub>) y gas carbónico (CO<sub>2</sub>); finalmente ocurre la metanogénesis, dada por bacterias metanogénicas, en cuya fase se produce el metano (CH<sub>4</sub>) por vías: acetoclástica (desdoblamiento del ácido acético) e hidrógenotrófica (reacción entre H<sub>2</sub> y CO<sub>2</sub>) (<span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
        B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
        temperature on biogas production using a lab scale batch reactor”, 
        Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
        0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>; <span class="tooltip"><a href="#B11">Nopharatana <i>et al.</i>, 2007</a><span class="tooltip-content">NOPHARATANA,
        A.; PULLAMMANAPPALLIL, P.C.; CLARKE, W.P.: “Kinetics and dynamic 
        modelling of batch anaerobic digestion of municipal solid waste in a 
        stirred reactor”, Waste management, 27(5): 595-603, 2007, ISSN: 
        0956-053X.</span></span>; <span class="tooltip"><a href="#B2">Ampudia, 2011</a><span class="tooltip-content">AMPUDIA,
        M.M.J.: Investigación de la condiciones óptimas y de la cinética del 
        proceso de biodigestión anaerobia de desechos orgánicos agroindustriales
        y estiercol vacuno, Universidad San Francisco de Quito, Tesis de grado 
        en Ingeniería Química, Quito, Ecuador, publisher: Quito: USFQ, 2011, 
        2011.</span></span>; <span class="tooltip"><a href="#B16">Yu <i>et al.</i>, 2013</a><span class="tooltip-content">YU,
        L.; WENSEL, P.C.; MA, J.; CHEN, S.: “Mathematical modeling in anaerobic
        digestion (AD)”, J Bioremed Biodeg S, 4(2), 2013, DOI: <a href="http://dx.doi.org/10.4172/2155-6199.S4-003" target="xrefwindow">http://dx.doi.org/10.4172/2155-6199.S4-003</a>.</span></span>; <span class="tooltip"><a href="#B15">Valladares, 2017</a><span class="tooltip-content">VALLADARES,
        C.F.: Modelamiento del proceso de digestión anaeróbica de estiércol 
        vacuno y cáscara de cacao, Universidad de Piura. Facultad de Ingeniería.
        Programa Académico de Ingeniería Mecánico-Eléctrica, Tesis en 
        Ingeniería Mecánico-Eléctrica, Piura, Perú, publisher: Universidad de 
        Piura, 2017.</span></span>; <span class="tooltip"><a href="#B9">López y Ruíz, 2014</a><span class="tooltip-content">LÓPEZ,
        A.A.M.; RUÍZ, R.C.: Evaluación de la producción de biogás a partir del 
        buchón de agua mediante codigestión anaerobia con estiércol bovino, 
        Universidad EAFIT, Escuela de Ingeniería, Departamento de Ingeniería de 
        Procesos, Tesis (en opción al título de Ingeniería de Procesos ), 
        Medellín, Colombia, publisher: Universidad EAFIT, 2014.</span></span>; <span class="tooltip"><a href="#B12">Orjuela, 2015</a><span class="tooltip-content">ORJUELA,
        C.G.C.: Producción de biogás mediante la fermentación anaerobia de los 
        residuos orgánicos de la cadena de restaurantes Wok, Universidad de los 
        Andes. Facultad de Ingeniería, Departamento de Ingeniería Química, Tesis
        Ingeniería Química, Bogotá D.C., Colombia, publisher: Uniandes, 2015.</span></span>). Las <span class="tooltip"><a href="#f18">Figuras 1</a></span> y <span class="tooltip"><a href="#f19">2</a></span>, resumen las reacciones bioquímicas enzimáticas desarrolladas en la BA.</p>
      <div id="f18" class="fig">
        <div class="zoom">
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            <image 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rWhKjUyYu%207MEtOMalTY8TI5aOzIjY551CXiH0hSUhJ5VHjyjTW1E0RdMyJmsPNlS4kOaxJlQjyzGULSpTarmy%20V2va1iKmgoZpvroDxFj09WtMhFCqQOYeHp6bXsKEo5PuVN8I5roVq/hqt0DTqqN412dsDUJIridR%20QCgFAKAUAoCjluRVxcWOlECPs1hIO4trycFOW4IWSjpjyFsqHaBKgPYGzgBv6Pp1jYM2lFo1cWFW%20/aYm49nYzOxsSh6TLhv4NwPYybDdSh5pQa7Mi6wtB5kGx8W/VrXSOI1mKSwkzTP90G2HNvRNteXZ%20NGAjFztccmUnspQckmSRJKkFSrOq0UghXL01O2da5K9EV2OSmg2TGwsZG3C9mMfkcjjkzJImzsXG%20kBEORICQkuOtqSpQ5kpTzhKwDUbR0pkLbPLUube2TjsLm5WeE2dkctKjoiCXkHQ8tuMhRcS0gpQ3%20cBZ4q5lacetLFbyBYSRq4vdFtSLnWcsxIyCBFyKsvBxnlN4TEty5cU2yUn6506m3Ra+ttvKlCuxW%20c2GA2FjMDkVSMZksk1ju0eeawZkBWPQuQpS3FIaKOe3MoqCSqwNVeK2tBZYdDtcIq+TV/MHQcPZi%209vT9H0a6br8x9nvKbzqLt9xv60TwCgFAcTs8gQMoQeGYyevG3425/wAajetZfuo5Yentf2m9IABF%20hoOAGhAv4vA9HQPDXmqXNJuHaWMz2UwsvIoZkxsQuS4YEhlD6Hi+12aTZdwkoPjDQmpqKlvI7Og5%20CXmnZDxREzOJRhXWGkhPZNNl+60quQLh86W0tRSYNNK7t8lkIkwZXNpdya4MbG4+THi9k2y3FkJk%20IddZLi+0W462nnspKbDxbVN8mpeV3eNvboVuB9yBMemrhP5JD8RTpEiIhCQuIrtvawsNpNlhfLbm%20FQ5MM9w+7xEVtaFZEr5sflYCiWgjTKS/K+0tfg1fltfXwVN4IwVd1b6sri5juZD7OLcxjzKHGCtx%20Ksa2GlNMqLvZtNvKHOuyObmJ1tS8Km72ltN7AScnIcltKGRU2sQ4TKo0RpTYUFvIZUt4JceK7r5b%20JJA04mobqKm9mi0GULAAMOacQPEVoOA0/wCdTDWRVnOdyvwQj/zbf8H0q9uNrvt94wtRdNBINci4%20oDjMvb4w0aXPmZVjb/u0dNerD+X/ABe44T1/YaTc7GRibnwW448B/KQYEebClxYSUuSGjK7MokNN%20qUnn5eyLagnxrKv1iqPPUlI5zdMbdGY3LjchHwEqG809jXo0xSOeQG0S7y0POpkdlGCGRcoCFlxK%20teBtDLGPK2Q63h4Ul/CzMhJXuN+Zl47bi1SF49DsrsOUKWPa0trQUtoOoPL0moebp1kItNbbyqIk%20JOWwOQyO3uzyvmzCMrKpEJx+SlUHtkdqgjlj3ShRUeyJtcUYPTux9y+TzsjLjPS9zRIm3kwZ7Tqy%20pciIQJimzzpQogXC1KHjJ46GlGKoysngMwuYlWUxM3L4XzhnFJhR1nmS7JdQce+oBxs9mG0rCVX9%20rJvppYSi3t/aGZiwfKpeJelZHGbYgxsZBfkKbbM9tp9D7XirSA6UlKFOaGx0NSiKmqa2dkXse8ud%20gH38XHzWMyEfFJjmOewSwW5qo8Vb7qwAq3MCoE2va/GMugmqN75izh3SJAxk0ZlGb8sbzgc5Yowo%20RbyUK7Sw9q9r7Eovz+P9NSmUhPIYLOOn43YW44j0F5iG29E8lnzG1Rpso9qntDKbDjiVLaNk9ukg%20L420ue2Brez3FMXMTHtG/mCL/wBH7pryI9JuaECgFAKA5bvA/IsR/i0L+Ga74Gd9jOOPmXajM0v4%20Dp+7Q4lNb3tr0+tw8NAzhZ+1t1Oe/LHMNQl43c6n3Y8xb7iXWlOQW4yULYDSgfbGfo+BqtC95ZDW%20t7Yz8/cOehJix2cYcth5b2Uc7RMkebY0VxXk6QgpcClNcqFcw5SVaUpVk1yHp7u83MzFUiKMfKfl%204/K4uS1KWtLTKchMclNvN8rayvxV8riNOAsbUppIv6D2/wB3m4BFmYtCoRg5dOJVNyS1qEiKcY0y%202sNN8ig7fyfnaUVp5VKOnWSsJvrp06aDoNr4DN4zPZV5fZRMFJUtyNjG3lSR5U68p12QgrbbUwlx%20Krqa5lDmNx4SRVyT7Tp9COOh0Ivrw4cauVPSbcw4cfG6/U9CoJ0nJ9yt/MjhJuS4sk/0i+rSo3jX%20Z2wNREkVxOooBQCgFAKAUBRXsT6FAjiGHLx2r+N4iLnjxT+++bWBCXwrsNxxys9lfG/p9V/+VWvI%20i6Q/3ld7W49tbtykCJPgRWMbCiS4kCVGdccmvSFlK2g+haOytoeY6cPDXrwcNSSZ48XEcWbnI7o7%20xshvLI4fbj+NjIxuJiZFMKYyt7tXpJUS0ZDTiOUAiwWL9GlUSiopu0vWTlRdPE1ea74dxzdjbey2%2004DJzuZZlzn4b4LrbMXGIWqUAfEJusJSg+GrRwkpNPMiJYjuppdNPiSdg81FzGGgZeKbx8hHalNg%20G9kuoCrE9Y5raivPLI2j0RV5VRnBfAcdbaa3t6tVvIm6bHbp5sis9TJv4brFerc3/cfZ7zzb4vgX%20adHWmZwoBQEaYfdOGw4ycPJqeZkjK5FwI8nfPiOSVlCkqSkg8yVXBBrpjYEptOOai0nnjNKqdrNg%20e8PadjeU8b3N/JX+PG4u3bSwteuXCYlnii21j0THxh7T4CS8AdbCM+OknpRofl04TEs8UNquiY+M%20Lalvyp64BAIiyPRGnJx+ThThMSzxQ2seiZRXeLtBKCVSnAgeMT5LIsAb3OqOom9OExLPFDax6VLE%20fvU2LJc5I+SU64BzcqGJCjYaE6I09kOPzal7lirR9hCxoPM/tMgd4O0k6JlOgaf2WQLWNvtY6OH7%20tRwmJZ4k7WI+MLad/wApeB4/k0jUg8PYcbC3H0acJiWeKG1j0qB3h7UA0lPDqIjSPS05Or5noUe6%20Yj0eKG1iW5PeBtJcV9CZLvOtpxKR5NJFyUqAF+Tw9OgqVuuJXN9geLHoj33ORZMbaUZD7SmVdm2S%20hYKTflHQbfMrpja77S+FqLsO8rmXFAcHuzJRMXvZmZO7VEVzFqYQ62046C55QlfL7WldjyjwV68F%20VhRWnnxXSVeox/f9te9/KXdNL+TSLfe6tspdGiu0XWPf7tW319y2n9mkel9jpspdGhfVngUO/tra%20jyh02ufyaR0XP2vwVOyl0aF9dfcV9/e1uHbu2GgAiybajh9bqNnLo0L66I8u94G0221OOSnUNoBU%20XFRpACQBxuW7UWDLR9vTog8RFqL3mbJlqUmNkFP8tucIYfVyi9gTZvrqXgTWdDaRZfG/trAD8Zd4%20XsIska31+c66jZS6NC+h7/tr9El0XBItFkG5Av8AQCp2UujF9dEPf7tYj8pdKbHjGk6jjbVv6ao2%20UujQvrojS7z3ThcttqXj8e48/MkFkMtCO+L8rzajqUDgnXjV4QadXSmXT1PrKzlVUykkbVaW1g4y%20FpKFBOqVaHifAKzz2G2oBQCgFAcl3lSY0bE42TKcS1GZykNbzzlghCQvVSidAPRr0bsm5OljOGPq%20+1GCd+bJ4DOwvB7cgnW56TV9jOw431aPf5snpzsHqFn0Dja1tanZTsZF+No9/wBsi5Az0G442fR6%20PC9RsJ2E342lTv3ZX7dg6Xt7cjrpsZ2EXo2lp3vE2K0oNrzsQEjghZUAL24pGlSsCby0F+Npd9/u%20yif17C110fQeJ46nrqNjOwm+rSh37sm2udhWP8u3bq66bCdgvxtHv82VcA52ESRbR5A19XwU2MrB%20fjaVTv3ZAVrnYNv55NrD1Dwo8Gdg2itMLuVSrzCpZ1S4pakLHBQK1WII41y3jXZ6MDURI9cTqKAU%20AoBQCgFAUV7E242oEcDHcuw0RwKUm56dBxBKq+Yi8h9JdPfP63R01N4UOD3R3aTM1m8rPjZ5eOjZ%20yE1jMrERFaeUuO3zcwQ64TyKUlZ1CdK9OHvSikmsztPNPd7zbrnLUnuumsZNUrb25H8HGcxsXEOM%20Nx2nl+TxElDZQ6sjkXyG3ME36ahb0qfEqutSHu2XI8lKdOn7Ksdy2zRMimY0ZuOxsBrHYyAtS2wz%20yLU688pbS2ytx5a7quKl73LLTSwt0jpsodFsnbCdrbeZwTUtcuNFceMRTgspthxwuIZOqubs+a3N%2001yxca+6nbDwrqpXp0ob7m46cfla3rneOl02m2VA5R3jcMG+uguscRevfy91m+z3ng39Uiu06itc%20yhQCgFqAWHh9U0FRYeH1TQVFh4fVNBU1+4BbAZPX+yP9P8mqrQzoieZkKdxCWxu9ZQkJ5sY6TYAX%209tY9PprX5kvgXb5mbuL+Jk92Hh9U1jGnUWHh9U0FRYeH1TQVFh4fVNBUoEpTwFqArQCgFqAWHh9U%200FRYeH1TQVFh4fVNBUWHh9U0FTne8QD3h7g/w+Rr1e1nX0q64Ouu1FMXVZG/cOP07l+i8Rjhw+uK%20rR5n908O4aSarDw+qayTRqLDw+qaCosPD6poKlOUfIaVJqVAAFgLChAoBQCgFAUWhC0lK0hSTxBF%20xQGOcZjTxiM/c0+tSooPNeM9yM6/yaPW8NKkUK+bcdp+Ks6cPa0+tQmh5GKxg4Q2NP5NHRr1UqRQ%20iDvjjRmN0YdDTSG21MpCkIQACO2PQBbp6a1dw1JGfvi+OKJgOMxp4xGfuafWrLqaFB5rxnuRn7mj%201qiooPNmN1/FGdePtaOn0qVFAMXjRwiMj+jR61CaF5phhoWabSgdSQAPlUB7oBQCgFAKAUAoAoXB%20HXQHIHZmTvZGSshOiQWkk26Lkms76Zh2y8PI0PqErI+PmU95eV4DJnwHskX4W6vTp9Nha+nsH1CV%20kfHzK+8zK/tIXve3ZItw4eh8ngp9Mha/DyH1CVkfHzHvLytrec78APakdBvc+j0/KtT6bC19PYPq%20ErI+PmDsvK6jznob/YkdJ+T929PpsLX09g+oSsj4+ZQ7Lypv+k/6ts8b+Dw/Kp9Mha+nsH1CXpj4%20+YOy8ob/AKTte/2NHTfweH5Ol9Mhax9QlZHx8za4DASsa+68/K8oU4kJHihAAvc8PDXowN0jhNta%20Thj7y8RUaS7Dd16TzCgFAKAUAoBQGv3DfzBk7cfJH/B9jVVoayKyzMhbuK+F6tSbYt0Am2o7ZjXS%20tfmWou3zM7cdZk81jGmKAXA40A5k9YpQUHMnrFKCg5k9YpQUHMnrFKCg5k9YpQUHMnrFKCg5k9Yp%20QUHMnrFKCgoDnu8T4B7g/wAPkfezXXA149qOeLqsjfuH/X2Y8EVn74qtHmWaJ4dw0k01kmkKAUBj%20vz47DnIu/Na+g66xeYfmDdNzxNnjSuypXM3k9iOscGUlVFvztE+m9SvD+seXet/yy8ieHnYPO0T6%20b1KfrHl3rf8ALLyHDzsHnaJ9N6lP1jy71v8All5Dh52DztE+m9Sn6x5d63/LLyHDzsHnaJ9N6lP1%20jy71v+WXkOHnYPO0T6b1KfrHl3rf8svIcPOwedon03qU/WPLvW/5ZeQ4edhVvJxnFpQnmuo2GnXX%20fdfzRuOPiRw8Obc5ZF8MvIiWDJKrRl19CchQEN99PwswvX2It0a9vWpuGpMz9714kyVlmgWpUgR2%20S6RzAWFh4TavFzHfY7rgSxpJuMLO2mktGN50MPz0j7UfVr5H9fbr6MT+n/kd+Fl1Dz0j7UfVqf19%20uvoxP6f+Q4WXUPPSPtR9Wn6+3X0Yn9P/ACHCy6h56R9qPq1H6+3X0Yn9P/IcLLqHnpH2o+rU/r7d%20fRif0/8AIcLLqHnpH2o+rT9fbr6MT+n/AJDhZdQ89I+1H1aj9fbr6MT+n/kOFl1Dz0j7UfVqf19u%20voxP6f8AkOFl1GZGfD7IdAsDfT0DavrOW79He8CONFNRlXPnyNr3HCcbroXa9xUUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgNfuE2wGTP/aP/e1VaGsisszIW7ivherhpi3RYaj68x1cfRrX5lqLt8zO3HWZ%20PNYxpigMLL/klugqFfL/AJxbXLp0tj/uR1wNdHHy9yYmLuOBt57nGRyTL0iKkIJQUR+XtOZfAHxx%20X5Hh7vjSwZYyfwQaTy25jQbSaRgQt+4CdJcjxG5L62cq7g31IjrUluUwgLcKyPYtDmA5zpevRi8u%20x8OKcmlXDWIvizxeb29RVSj40Nhl9xYnEzcXDllQey8nyOGEIKx2vZqdssj2I5UHWvNgbvjYsZyi%208mHG88uitCzojPkSY0eM7JcPtTLZdWUjmPIkE3AFydBXCDnKSim6t0zk0RpFb1wzTGBdltSIa9xv%20JYxzD7XK6FrbU4kOoBJbulHTw4G1e3gcZvEUZKWxVZNPJnpktK3lk6zYYfNQcrjkz2m3Y7KnHGgi%20W0qO5zNLU2fEcCTYlFx1iuG8YWJhTuOVXRP4ZVWVV0Exo9B687RPPhw3ZPeVCN5Z23Yr8n7PtOz5%20e2tydpfXkve2tRs8TZbW98N67rZa0rmz068wyVoZyezUkKTZSTwIsRXB4k1pZa6joMd+RNegfmmv%203X8vf9DC/cRl4uszTd4nwD3AeqBIPqNnqrewdddqOOLqsjfuHH6ey/5ox98VWjzN6p4dw0k01kmi%20KAUBpcr+WH/pFfkP57/7y/8Azj9sjQ3bUISyHf8AQ4ez9w5FTmOG4sTkH4cPCrf5XHmmZKWQsoJ7%20S5QVK8XTSueF+VZT3nChSexxIKTndyJuLdK5s+Qjb/C3kqdcrvIxUB/cS81JjsQ8NJjxmgyH3JBX%20JZS4hpbfJ4zqlKslLXN4ayVyfExFhLCTcsSMnlupfC6VrXV65UOm0pWug1GL779tuHOS8o6mHh4G%20RZxuPkBt8uuuuxi+UOM8naIWChabFI1FuNevH/LWOtnHDV7ElBzkqxokpXcjrRrKnn68xVYyy1zV%20MnOd7+24WUxMVrIMR2ZHZv5ZyUxK5o0Z9PtAcCEBMdx5akgdupPKOIrluvIMacJycW2qqF1x+KS1%20qZfiUVXVrW0tLFSZbl95s1nK5qEW4kdGLzeOxLT0gvWcROQhSj7Ulyzl12TccvWRVocmg4Ycqyd/%20CnPJTJdrbTJbpsK7V5e038LvH2lN3ArAxpTjk4POxkrEd/ydUiOLvMokcnYqW2B4wCq8GJyjeIYO%201kldonrRrR5ndrWj0ZDoppuhpsZ3vbeTtzFZHMSm1zMk3IfSzjGZMlPYxnVoW6EBvtUoQEeMVJGt%2069uP+X8bbzhhr4YOK+Nxjlkk0s9KvRQosVUTZ3+JlMS/I5UdfaR5AbdZXYjmQsBSTY2OoNR+XoOH%20McKLzqdPtGM6wZ01fuZmigIb76fhXhf5gaf09au4akzP3vXiTJWUaBiZb8hX6Kf4QrA/NH/zsX91%20f7kdcHWREfeTv9/aW59oNuvFvC5N6ajKpQwqQ6pLTAU1yJbC3NHDryp4ca/LOT8qW94GO0q4kFC7%20losry1rkzWs9uJiXWrDm8T3t5HJ5OatE1xOMO58dicaBDSFqjy2yVNuoeLS0BRB8exUOhNaePyGG%20HCKcVf4fEnL49MXnVKp9mbrKLFr3oz853vy5WRw0fb0KU1j5O5I2GezL7LaoklAWpEptk85cB08V%20ZQAbKsdK8+6/l+MYYjxpRc44EsRQTd6PpbyU7VWy0mWLWlLTOY77sO9ipmTGHyTcRh/yCG4ttr8c%20nqeUwmLGSlwlaipN7mwtxrzy/LeIsSML8HJq88r+CFK3pZMhbbdRqk95mcTisNCDr7W5GdxY7E7j%20j5GOyy6GpxUvxEMlxsIWi3ZqQomwua9n0bCeJiSoti8DEnhuEm1WFFndHVPOnTKV2jolpqqmY33w%20xcXBWZwkZSZKzuQxUBsNx4QHkaz4inXXks2SmwSpSwpZ+d41wf5fliy+C7CMcGE5ZZS1lnoo3u1U%20pG0na07zYS+8dtjMY+VJ8sg4xzBzcxLxjsVBcCYikXJcStSudIUbJRdKhrfhfz4fKHLDlGN2U1jQ%20w1JSdPiropm63RrNQl4mVdhtdh94UXeDL70bHSYbLaW3GnnVx3mnUO3KeVyM68kLTbx0KsU15eac%20plubSlKMm6qivJqnVJLJY1nLQxLxI+K/Ikeir+Ea/Wvyp/8AOwux/wC5ngx9ZmXX0RyFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoDA3DfzBkrcfJX/vauqrQ1kVlmZCvcTb33KsSf0Y7qeOrsfjWvzLUXb5m%20duOsyeaxjTFAYWX/ACT98P3a+W/OX/zp9sf9yOuBrohjf20Mjnu9DazjbmRg4+PCnpkZXGrLKm1q%20LZQ2p4JVy8/KdOmvz3lXMIbvuOMmsOU3OFIzy1z5adR7MSFZI5XbOz9z4zIw2FRMg6wxvqZLclyg%20pbzsMwuRuU84CnnQpV/H4X9StXfeYYGLCTvQTe5wjRZlK/VxS0NWFIxaf8RrdtbUzLO4tqKm7eyg%203LDy017dGecQ4qK/2iXwy4HOYpcBSpISpNgnhfWvRvu/YcsHGu4uHsJYcFhwTV6NLtVSlVpyac5W%20EMqqsukuYzu9ykDuv23Jdws56TIntPb3xyC6rISobLjwbbLalBSkICknsk2uOuoxubQxN+xYrEgk%20oNYMslyMmo1dc1Xl+JkLD+BZO0z8FtvcYk4F2NiJ0LAtbtXNxWOlIUXIeOMNaFKdSorLKFPElCTw%20v0aV5963zBu4ilOEsV7soylF5JzvrN6nTOy8YuqyZKmlyO0NxObK263NxuRL0aTly5EcgrnRlF+W%20tTIkxUOIfQpaCOyeR7G/HUGvbgcwwVvWK4zw6SjhZb6hLJFVuypddPvReco4O6s5v3tv7vmlxUzF%205CE29sdqEqPj3FLW3LTKKgy24+shTob1IUrm5dLnjXgjve7QSuzhJre3KslnjdztRWrWxUrloXcW%20/wCU3fcXjstjlZyM/iTCx14xizzEfxpkOBtSXQYTy3AhSCBzLRYKPXXi/M+Nh4mzkp3p/FWN6M7u%20XJ8aSrXQnmLYKarYTrjvyJr0D801+mflz/oYP7iPHi6zNN3ifAPcHR+j5GvV7Wda38HXXajhi6rI%2027hv19l/zVj74qtHmeaJ4Nw0k1VkmkKAUBpMr+WH/pFfkP57/wC8v/zX2yNDdtUhmb3IKk7E3Fg1%20KgqzOWyMibCyi2eZTLT0pDwQVlPac3KkjQ9PVXHC/Mt3e8LF+PZ4cFFxrnai1WmbOHgfC1pMvN91%20GamTMxk4c+Ozknszjs5h0uoWtlLuOjpYDUi1jyr8b2HDS3VXHdue4UIwhKMnDZTw50pWk5VrHs6y%20XhNtvrqY7HdRup/IecspkIKpTu5oO4X0R0PJbDcSOplTKAsnxrkWUeNrnqHSXPcCMLmHGd3h54Sr%20StZSrUjZOuW2pe3V3W7pn5DczOIyMJnB7x8nOXEppa5LBZbDThjFJ5Fc6Ei3P7E8KpuPO8CEMJ4k%20ZvF3e9cutXXV1V7Tk6s4lhOrpmZ6nd0uTdmZJyPNZQxKzWIykdK+0KksYtttstqUNStXZ6G/omq4%20XPcNRgnF1jhYsHmz4jbr2ZSXhO3SW8Z3U7ihd4XvgYmxIEEzn5ktUAymnZrToPIxJilZiXBV4zqR%20dXG19avjc8wZ7nsXGU5XFFXrrUGvvRlS/wBkXmtoFhO9XrNXK7kdw+9PAYlmRjX5uHZltJlueVxn%20WlyX1updjyIy0ueKFAFtaSDbjXqh+ZcHiMTEaxFHEcXT4ZJ3UlSUZKmW1ZUV2LolYS7tLHzcdjMV%20AnTF5GbFaZZkznL87ziEgKcVck+MddTWfybFjic1hOEbkZYlVGxZchbETWHlOxr9uM4UBDffT8LM%20L0e0g6fz9am4akzP3vXiTJWWaBiZb8hX6Kf4QrA/NP8A87F7F/uR1wdZHB53Z7OX3PtzPLkqac26%20uU40wEgpd8qZ7EhRJ8XlGulfjm68weFgYuClVY13LZddTQcatOw0Unulhv5eTkzkng5Jz0PcCkdm%20iwXBQUJYH0qhxVxr3w59KOGoKCyYM8LP69JR4WWtdNTEPc0E5KK41n5SMLCzSc/FwxaaU2mT2hdW%20kukdopClKPLc+L4a6/qH4Gnhx2ksLZOdXW7SiyZq22h4WXPpqZfxSY/3mo24MjIQ7GyK8vjsm2lC%20XY8syFSG1pSeZCuQrKbK4jq6OX16fE7a6qOGzlHRKN26+8bL4aFpruhaU4idkMzIn5pzMQczkMi4%2020jtjjklLEZLTYShtpIUeFzx9K0uftK7DDjHD2U8OMavJf1pVeVsbFabTzL7oEOYeVjmcuUiVlJm%20WdbkQ40uKtU1XMW3Y74UF9n84oKChU4fP6Yim4auHGGSUoy+HSpLNXSqNB4WR5dJ7wnc7j8O3ikR%20crKT5qxUzFNPAIDv466HlPpWQeUoVfkTYpHocY3n8wTxnNyhH48SM9NPhVLtOvS84jhU0mRsPusi%207UzU7MmeZc6cw3FcDUZiEypDaivtHGY4ShbyidXK58053LesOOHduxi65ZOT7E5ZVHqJw8K6Sriv%20yJHoq/hGv1P8qf8AzsLsf+5nhx9ZmXX0RyFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDA3D+oMl+av8A%203tVWhrIrLMyFO4nXdxP/APFu6npPbMVr8yfwLt8zO3HWZPVYxpigLE6OqQx2aSAbg61kc85bLfd2%20lgxd1yplfU6l8OV2VTX+ZpH0aPl+tXwn/n+N/lj3M9XFKweZpH0aPl+tT/z/ABv8se5jilYPM0j6%20NHy/Wp/5/jf5Y9zHFKweZpH0aPl+tT/z/G/yx7mOKVg8zSPo0fL9an/n+N/lj3McUrB5mkfRo+X6%201P8Az/G/yx7mOKVg8zSPo0fL9an/AJ/jf5Y9zHFKweZpH0aPl+tT/wA/xv8ALHuY4pWGyisqZjob%20UblPEj0b1+ics3R7tu8MJu84RpU8k3Vtmj7xPgHuD8wkeD7Ga08DXXajji6rI27h7efsv0/ijGv9%20IqtHmf3Tw7hpJqrJNIUAoDGkY9h9ztFlQVa2hHR6VYXMvy5uu+4m0xVK9SmR0ydGdYY0oqiLfmiL%201r9UetWf+iuX2S/mLcRMeaIvWv1R61P0Vy+yX8w4iY80Retfqj1qforl9kv5hxEx5oi9a/VHrU/R%20XL7JfzDiJjzRF61+qPWp+iuX2S/mHETHmiL1r9UetT9Fcvsl/MOImPNEXrX6o9an6K5fZL+YcRM9%20N4uM24lYKrpNxcjo9KvTun5U3Ld8WOLBSvRdV8REseTVGZdfSHEUBCXfLk8e5u3HoRJbUqE0BMQF%20XLXtvP7YB7HxdfQrW3CLWHLrM7e2nOJNESXGmRm5UV1L8d5IW08ghSVJPApI4isppp0ZoJ1PbrTb%20qChwcyTxHoVwx93hjQcMRKUHnTLJtZix5uhfah6p9esr9Obh/hgX2srR5uhfah6p9en6c3D/AAwG%201laPN0L7UPVPr0/Tm4f4YDaytHm6F9qHqn16fpzcP8MBtZWjzdC+1D1T69P05uH+GA2srR5uhfah%206p9en6c3D/DAbWVo83QvtQ9U+vT9Obh/hgNrK0eboX2oeqfXp+nNw/wwG1laX22kNICEDlSOArV3%20fd8PBgoYaUYLMkUbbznquxAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAYG4f1BkvzV/j/Nqq0NZFZZmQ%20r3E/C9XE/ot03Njf22PWvzLUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B/h8n70quu%20Brx7Uc8XVZG/cP8Ar7MH/tWfviq0eZ5onh3DSTTWSaQoBQCgFAKAUAoBQCgFAKAUAoDndxbB23uD%20IRZ+RYKn4xHNyHlDyBqG3hbxkA6/K4E12w8ecE0nnOc8KMmm9B0KEJQkIQAlCQAlIFgAOAAridCt%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBz++80xh9rz5Mhl91lbLjSlMI7Qo%20K0EBSwCCE30vXXBg5SSRzxZUiQt3RZlnFbujh2O+85LhriMsx2+0UFqcaVdWqbJASbqPAca19/hW%20C95nbnOkmfRNYZqigFAKAUAoBQCgFAKAUAoDju9nL+b9kZNCokiQiZHdjdswlKksqcQUoW7dSSE3%20PEXrvu0L012nLGlSLI27mMwIW65ERMSRKdyDDaEqYSkpaShRK3HipSeVA5hr08ONaXMYVSdcx4Nx%20lRtWk9VjGoKAUAoBQCgFAKAUAoBQCgFAKAgzvp73p+2N7wYsDMswYeAYj5HN45QQXMgiXKQyYyOY%20EhTccLd8XXUUBXdu9c7NzO75qs5lMVt/aC4rTUbb7EWRIUl6J5WudK8pSvmYANgE2Fh6dATPiJIl%20YmFJDpeD7DTgeUkIUvnQFcxSNEk3vYUBl0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoCjjbbjam3EhbawUrQoXBB0IIPEGgOe2zsLbe25UuVjI5S9KUbLWectNk37Fon2LYPR6wrriY%208p0T0HOGFGLqjoq5HQUAoBQCgFAKAUAoBQCgFAeHmWX2VsvIS4y6kocbWApKkqFiCDoQRQGo2zs/%20AbaafaxMfsRIWVurUStdvnUcx15EcEiumJiym6spDDUcxuq5lxQCgFAKAUAoBQCgFAKAUAoBQGkc%202Vthw5wuwEOncg5M0XFLWX0hkRwk8xPKkNDlATagNHlu5bu2ywiibiiTEiNY9KmpMllTkRhPI2y+%20ppxBfSlIt7ZzUB2caOxGjtRmEBthlCW2mxwShAskD0AKAuUAoBQFCoDibUBTtEddRVAdojrpVAdo%20jrpVAdojrpVAdojrpVAdojrpVAdojrpVAdojrpVAdojrpVAqFA8DepFCtAKAUAoBQCgFAKAUAoDi%209397m09p5rzTlUzS83ETkJb8aK7IZjRFuqZDz6mwooRzoIJtQG7XuiGc/Aw8dtUlc6MuaZKFNhpp%20lPKEKVzKC1doVeKEJPAk2FAXcjurbmOxszJzMjHbhY9nyiY8FhfZtWuFEI5laj2OmvRQFiDu/Ezp%20ymI/OuGILeRRlfE8jWy4tSbJd5r8yeS6gUjSgLGG35gMq5nAh0R4+Blphypb620sLUplt8Lbc5iO%20QpeAuba0BuV5PGtrjoXLZQuX+SJU4kF3S/tYJ8fTXSgMmgFAKAUAoBQCgFAQBP3jv7H47dW9G9xP%20ONYHdLuJa26+zGMR+EJTLCWkKS2H0u2eJCgs8OFGDbsd7mRxDsptUVb0N7cuUxz+Wy0pSYcQRnW0%20tM9szHWGg7z2ZS4OUWsVmjDNpJ78WYG8pWGnRIr2MZayTiZmPkrkvN+ame3cS+gsttBa0BXiIdUp%20JsFWvQFjNd4+73u75GSlQIWBk59KfM6hkVqe8nkR1PAthuK64ZSUjRKG1JF+bmsKArtzvcyWZdwG%20Lw2FKok7b7ObmzJE0l6NH7RyO4gKLa1PuhbYsokc2pNqMVOKzfe9uyT3TvM4CPIVJhbeh5PLZ6VO%20SmZHVOcUlkt8jKO3UA0pSzZGnh0II7s98uQbyw5MMmRtlrNN7YeygkWlqyK0pHOiL2fKWu1WEX7T%20m6bWoDfd2XeDL3gzklTYTOLmY94NPYrtnFzYxUVWRMZcaZ7NRCeZJSVJUOB0oDtqAUAoBQCgFAKA%20UAoCIu/efnGsxsyBjPOb7c6TPErHYeWYMmSGYSnUBL3Mj2Ck89idbWoC3tDvGzkbunxz7qZu4c07%20hJeSazzUdTkLnaS840zJfPJ7cgNpbX4uqvRoDRbelz8U73ZZmDuvIZnKbxcSnPQZMzymO+27DW9I%20dajnRgRXUgDswm3sVXoEazY2+e8SbD7rWck1Jax03JyG3c4Z4eXkEpbk8rbzAHaBI5fnyfYjwUQP%20pGgFAKAtSPYiuWNqlZZjkd3d4u2NpycTGzUgsuZqSIsLkQVjmJSkrXY+KgKcSCrw1wjFsrRm8lZO%20JGcDLrqBJUhbjMXmR2zobBKuzQVAq0FVSYoznsv3j4XE7L99U1p5pkxhMTjFhtM0oNhyhorsSkq1%20sbVKjloKM6IZGGZSYflDQlqR2gjFae15CL83Z35relUDKeG81inXX2m50ZTkYKVIQl1ClNhGiysB%20V0hJ4k0oxlMHCbrg5PCx8w6BjY0rnUwiY40lam2yQFnlWpKbpHNa90jjrUuOgUZsXMlCbLAXJZQZ%20WkXnWlPakjmHZ3Pjaa6VBGW0wc5uiBiYM+SQZsjHtB5/HRC25K5FHl0bUtHXe5tpUqLZNGZ6MhDc%20lrhokNKltpSt2MFJLqEK4FSAeYDUamq6CMpsI5ukmvVg6p0jmLtdSRQCgFAKAUAoBQCgFARduzuo%20k7r7zpORyb0mPtWRgWsdJRDkhhUpxMtx1cd8JBcLRbX86U8SL0Bz7HdRn4veXMy8qI8/jvOwy2My%20sV+I0lhhMTsERXULaVMUhsAoDTa+zII9jRg4bu97ps9uTYkV6PgYOKjvbXyEATi4lTmTlSlpXEce%20b5eZssKavzLJsr2OnAwdRle6beuQx7yo+BiY9K8HiIi8ImQyGXXsfklyZMQqbAQEPtnm5uFzY9NA%20eYvdNuyMpWRO0ce5ik7hezCtkIksGO4w/jkxmyFLSGOdh66+Qjl1PL0UBewXdJvXCztnvxscwufj%20zy5B956PJx8aC7kHZaojbTyDIS9HS4kNPMWudD4oFAT9QCgFAKAUAoBQCgOOb7oe7tG4F584kOZJ%20ctWRJdefcZExRuZCY61lhLl/ngi9Aep3dPsSclxEiA4pl+W/PlMJkyUNPvynEOul9tLgQ4lS2kq5%20FApFtBQHuJ3VbEi5hWXaxv42pyU8ErefWwlc9JRK5I6lllIeBPOAjWgMRjuX7u48FqEzj3kMx3vK%20IyhMmdoyezLXZtOF3nba7JRR2aSE8p4UBtsP3f7Rw7rLuOx4Ycj48YhkhbiuWCHC72PjKOnOom/G%20gNNN7j+7CbHiRpOFC48OGnHNMh+QlJjNq520OBLg7Ts1kqSV3INAbBfddsVe4/fErGBWTLokkl14%20sGSG+yEjyfn7DtgjTtOTm8N6Azds7I25tpyW9iWHEyJ3ZCVJkPvynloYSUsoLshbq+RtKiEpvYUB%20vaAUAoBQCgFAKAUAoDCn4zDyJUTITo7LknGqW5CkupSVMKcT2a1IUfYlSTymgGJw2IxEQw8VEahx%20O0cdLDCQhAcdUVuHlGl1KUSaA1mF7vtjYPKP5XD4GDAyUkKD0uOw224QrVQCkjxQrpA40BlR9p7Z%20jR8dGYxcZpjEOKexbSW0hMdxQUFKaFvFJDiuHXQG07RvtOz5h2lubkuL24XtQHqgFAWpPsR1dNcs%20bV9pWWYhnvH7r95b23JnH0zo+OxScQjGYhLjKZRfW655S+sXcR5MoPNNJC7E6X6K5RkkunTp2kJo%20s47ZW9V7rkZnP7ch5SZmMdAQnKuSGS5iZUWItl9DQUlaz2jyi4ktW9lqam+qUqK5Djsp3J76d26j%20HL2/Cysx7b+Mx0WZIktIVi5MB1Tj6GrhZPb81+ZBAJ9lpxssRFkzoZ/dlutvdMqarGMrW1uBW4U7%20yQ4lUwwUMWGOS0geUlX2IJT4hGvGq31QhNUI+2BteVuXbGWw+KjpO4pGHx58qZ8mRF8mjTQ65Aku%20ttJUiU+b8/bhSlJSOfgavJ0eUVJGxHc7JkT9uqyWEthmctkshmcZkXYL6EiVBDLfZsxG0RwhT4Cu%20RI4jm6dKOfWQ2c6ruS3qrH4SNlIDmRjNYVGJejRJUFD8N1qa4+lxDstp4JQptSPHZIcHLbgBU7Tr%20JTsNxuXuq3nNd3zExGLbagbgjOkOznorzz85UhlSXI76Eh9tlaGedbbyrJUByCoU1kIOt2ds7P4j%20vMzWWTjURMDkfKHpD8lyPJfcmOuosuI62hMltlaE3U08qyT7Gqykmg2SpH9ifSrtg6paOYu11JFA%20KAUAoBQCgFAKAUAoBQHHbP70Nvbo3LndvY9t5qTgV8qnXUpDUhAdcYW5HIJ5kIeZUgnroC3s7va2%20xumbuCNG7SGjbzhD8mXyNMvRwtxvyplfNqzzsLHMeqgOnwudw2cgJyGHms5CEslKZEdaXEFSTZQ5%20kk6igM6gFAKAUAoBQCgFAfN2S3DnXdj7h7xUblns7sx2cehY/BoklMNAZmpjt49cH2Dhca8Ykjmu%20b30oDKZ3hNw28si+92stDW6dwKbaXLdbQhETBNykt2Cg2UFQ4LBSniADRg2mK75+8OTg05B/H48I%20ys/GYnBTHI8yIwJWRRzvKeS+vtFtxiOS6Ldor2JoC/I7596RovaTIUGPDxOXmYjcu4ENSJEFoxi1%202LiWm3O2aQ923KpxRWG1CxvQVMmT33ZOFvJ+CtqLk8AEZhTT0NiU04hzDMdstoSHj2UhZ5SlfZoA%20Qq2qqAtZbfO8Mh3eQnMjLxTE7diGzjouMbyEiT5JIiKkLaQiOrtO2QgauhaUBNzppQFdqd526M67%20t3GYnH4+Hin9tM5vJdot9bjbQdciqjxilSdT2aeVSz4ut7mgOEzveXuqf3SSMbizFgQ4O2oE/ISZ%20kmUZq1TnlIQIjxXzEthrivmKieWgJB+N7c7eZC2okFzbrG4WtqLiLU6MouQtsEyQq/ZhIUoHkKCe%20UFXNQHSd1m+M9uQ5aJuJqPAzuMcbEvDNMvNOxUvc5b53HFuNyEOJRzIdaICtdBQHe0AoBQCgFAKA%20UBxHfZkc9ju63cEzBLdayDTCbPxxd5plTqEyHW7WPMhkrUCNRxoCC92ztkRsHvLC7XYZeiuYONOb%20zkTLP5Dylrzgw3+NsOXQ3I5iVX9kBp00B1Le/crAzuSw0HIY3asfJbqzTUzcL7CVtIEGJHdQlaXX%20ENl54ueMpShoPF1pXKDa4/vP37P7xX8ZGXDOKgZNrGyIri4jPaxlxA6ZrRceElbji1hbSENqQUaX%20vrQGDie8rvCkbO2dkcpn8fjVb1lOIOYXDSiPjmWGHFpbs45yuOyFNCxWeUG4AOlAX+67dOS3R3m4%20jMZMtLmO7XnsqfjpKGn0RsyGUSW0kqsl5KArjbq6KAnSgFAeHW+cDwddVlGqBb8mPXXPYIi6h5Me%20v5tNihdQ8mPX82mwQuoCMbWv82mxQuoCPbhYX1NNgrRdRQxbixN/VpsULqK+THr402CF1Axien5v%20TTYIXUPJtb3+WabFC6i423yAj5ldIxoqEnurAUAoBQCgFAKAUAoBQCgMXLDJKxUxOLLYyZYcEEvE%20hoPlB7MuEBR5ee17A6UBC+N7kN87WRhZ+3dwomZSFipuMmon8rTCfLEKe5mFsM9oUpnWd9subdN6%20ZQUx/cdk8Y5DRj8xH3FCXgH8Dl8VknAw2thVnWQy5Ea7QJ8oKuZSrqAOhJqaNEVJH7sdv7nwO2TA%203DMTMkiS6uIkOF9TEQkBiOuQpDKn1NpGrikC/DoqCTrKAUAoBQCgFAKAUBzznd3sVzcQ3IvAwVZ5%20Kg4MiWEdt2gFg5zW9mPouNAW853d7UysGcwYTcSTOMpxWQjoSmQ2/Nj+TPyELINnFteKVdI0oDnd%20odx22MHDycXI9nmI2VajR5MJcViPD5IYIaV5M0nkLpvdTh1J6qA6JXdpsBUXHxDt+D5Li1KXAY7F%20PI0pagtZCbWPMtIUq/E6mgL8bYWy4uaczcfCQ2ss6t1xyallIdK308ryua3Fwez+i6aAwm+6nu2b%20gqgo21j0xFSRNLIYQE+UAFIc4ceUkehpwoDZ4za+1YLiVY3HxWFxo3m1JZQkFEUKLnk+nBAUrm5f%20DQGBK7se7qYiG3K27j30Y5gw4aFsIUGmDr2aQRoATcdXRSgMhOx9kuZ4bjGGhLzQHIMkGkF3xU9l%207O3EI8S/G2lAZO3tpbZ240+1gsZHxyJKgt8R0BHOpI5U8x4nlToB0dFAbagFAKAUAoBQCgFAa1jb%20O3I7chtjFQ2m5espCI7SQ7rf2wBPja9dAXZOCwkphceTj4z8dx3t3GXWW1oU99sUlQIK/puNAR1t%20vPuZXvTmQJkGC4IAloiyxGR5S2mO6ltCUvaqA5VGvdi7vGOEp6WeTDx5PFcdCJGewuGfx4xr0CO7%20jhwhraQpkWN/rZHLx8FeE9ZdbgQWnUOtR2kOtN9g24lCQpLQIPZpIFwi49jwoC/QCgFAKAUAoBQC%20gPDr7LQu6sIB4FRtQFrzjA90N/VDpoB5xge6G/qhQDzhB90N/VCgHnGB7ob+qHTQDzjA90N/VCgH%20nCD7ob+qFAPOMD3Q39UOmgHnGB7ob+qFAPOEH3Q39UKAecYHuhv6odNAPOMD3Q39UKA9olRlpUpD%20qVJR7IgggW11oC7QCgFAKAwNw28wZK/DyV/72rrq0NZFZZmQl3DNNo3espSAVYt0qKek9rH41r8x%201F2mduOsyfKxjTFAKAUAoBQCgFAc53kPOMd3m6H21FDjWJnLQtJIKSmMsgggggigPmmblNx/F1M7%20uBNlkwcc7utWT7RXMcP5uTMZZLt+Ykz3Oz9AUqDupfexuyBLW1EycNpGDVgYUfbr7QXNy6ci0yXn%20kLUsOJI7Y8nIkjxTzUBdjd7XeHGybE6Q5FyWMlz9xY6Ph2I5bfvhmn3mF9tzq5lL7EIUAkC2vGgM%20aD3sd4siA+1js1h85OnYKLmmpCEtRWsfIfkttLglS3S0pxTa1diHlpJWnxtKAtbi7+crGweKyWDz%20JlvswmJs6NLx8eOH0OT1RFdssyQQTyqCUxUr1TzX5ToB0i+9HJpyG9J2Q3JBw8Pbr02FF28YiZE3%20ljMoW3OsXmnXAtSioJCeTl6eJoDk9u94G7ouKkYbBPQok+Vu2JjfOb0ZlxS05eKuU69IbjPutOPJ%20c6Uu9HKbUBsZe987hd1ZnFRp+Pw7+Q3HFx2Q3PJjgtJDeHRIK3UKdbR2j62+RHjAJF7dFEDm9k94%20e4cXsrHY2BnMfg2UQc7nTlpTIdZyEhnKvITFjhxxHKlQ8dVuZdiLdNASHtLvO3Rkt/4iBnHGsfCz%20sFp7GYqMhp89uIKZUpqWvtBJjPNKVdPM3yKRYeyoCYKAUAoBQCgFAKAUAoBQEM7GP/8AcmXH02R0%206vb0a+nWpvH/AF49LTPwfnSJmrLNAUAoBQCgFAKAUAoBQHKboZbkZHs30lxpDaChBKgkEqVc6WHQ%20K9+7RTjVmZvUpbSlXmXvNKcVjALmMABxJUrThx8avRcjYu5HD4rX3s8M4/DPtpdZabdaV7FxC+dJ%20sbGykrIqLsbF3IO9a+9nvzTjfco+qV4Ppqm5GxdyGW197LTMXAPOqaZSy4639caQ6FLTqB4yQu4q%20FGL0LuRNJWvvZdGJxnuYdHzyvB9NU3I2LuRFXa+9gYnG+5R9UrwfTUuRsXchltfezG5dshiS+VR+%20wglSZrvbDlYU2nmWHTz+IUp1VfheouwsXgTSVr72XmIGGkMNvsModYdSlxp1KlFKkKAIUDzcCDRR%20i9C7kQ7y0vvZ5YiYJ9x5thDTzkZQRJbQ5zKbWUhQQ4AvxVctjY9dLsbF4EtStfey75pxvuUH98r+%20N4Km5GxdyI+K197HmnGe5h6N1fuK8FLkbF3IVdr72Z22mWAnNx0JHk/IUlANxq14w436a8WJFbRI%209m7tvCdXadvXlPcKAUAoDX7h/UGT6PxR/wC9qq0M6KyzMhbuK+F6uGmKdFhwHtzHTWvzLUXb7jO3%20HWZPNYxplOZPWKipNBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFBzJ6xSqFDy6hh1tbToS%20404ClaFAKSpJFiCDoQaVQozHVi8QoKCokchTHkigW0G8f7SdPrf0vClUKM8rw+EcmR5y4MZc2Knk%20iylNNl1pOvitrI5kjXgDRMUPaMVi21NqbhsIUytbrKktoBQ47ftFpIGil8x5iONSQYUnCbSg4yd5%20RjoMfGO3kZFKmGksr5PGLjyeXlVa17qqUm3REOiMLGOd3mfWhGPRjMivHt8jSW22XCw0o25UaHkT%20pwFWlhyjnREZp5mbdeEwrkxycuBGXNebLL0pTLZdW0RYtqWRzFPgJtVCx5jYDAxWm2o2NisNNLS6%20022y2hKHEAhK0hKQApIJsRQHuThMNKQ83JgRn25C0uvodaQsOOIACFrCgeZSQkWJ4UoDxI29gJLL%20TMjGRHmWFl1hpxhtaUOKPMVoSUkJUTrcUBcbw+IbyTmTbgx0ZJ5IQ9OS0gPrSAAEqdA5yABwJoDL%20oBQCgFAKAUAoBQCgFAQzsb//AGTLHo58kAr+nRcVqbx/14+z3mfg/Ol7SZqyzQFAKAUAoBQCgFAK%20AUBy24B+llHX603rb6ZXg/d9StHddT2mXvPzH2L3kf8Aetk50HY86PjW1u5XL9niMe03bnLsw9np%20wCSlsrVc6C1Xxm1HJnIwopyy5llIzx+Xzu0MJldrNMS9twIeYhPmQrs5MiDhslzF5xC0dq34jzZH%20Nry83CvPGTSazZfA7uKk08+TxRLe1NwYaWmNiomTey0luGiWJr7SkLfjOOqabdWsIabuSgi2l+Nq%209MZZKHmnFrLmIo2ns/MPS8tuthmJAGEym4JDcxlK/OcpwhxLbLpKQnskKPOLqVfqrzRg6t2VPTOa%20yRtp2Gc5nNyQNvbPdz+6chBx2ehv5DL5tDDQdZlmM2uPCSUtKS22TzcU3UQdatWSSq8jKpJt0WVa%20OnRGjyfeHvlDDfnDNS8Vnk4GDOx+KYipWZmRckOoDbqOyWpPatAFTenyrVWWJK3QXjhxsqqs2uRz%20OU8syWPzMleF23P3FMj5zKMR2iW0N49hxlkqLbiSlx+6S4pJJta4q0pP2V9xVRzUyunvMZW6O8uZ%20hXJTuXl453HbYdzCA3GZQqS8zNdRHW6hbZ5A9HSkrQm1Q5ypn0VJuRrm+9QzZ+6c1HyWSVJmvYPE%20Tc3DZy2ZiR0B6OyvEodCQstL0W/4nOtKrDSplJ5e33EKKyacnvGa3nuZrMyGYObmqyLDmIRtbEmK%20Et5aLJS35TJfu1clXOsqKVI7O3CkpyrnEYRazLTXqJsISFEDgCOOvpn1LCvWeUv7eJ7XNXPBHyuz%200rxYnzUerdvlS/iOzrxnvFAKAUBgbh/UGS/NX/vaqtDWRWWZkKdxPwvPD9VO8P55itfmWou0ztx1%20n00k9VjGmYjp9sIHWdNa8mI3UrKtTntrb62xul3Js4OaJbmGkqh5BPItHK6kkac4HMkkHxhcG1Vd%20UVdTOfzkZnKY/Hdm+6vJJfU1IZbUuOkMAKUHXUkpbJ5vFvx1tTLTOMpYjbrxUjckzb7alGdBitT3%203LDsexfWttPKvm4gtKuKmkiaSNp5Q0Gw4XEhs2s4VDlPoEmq5SMpgZDPMQ5mMhBl6U/lXVtsGOnn%20Q2lCC4t11ZUlKUJHTxJIAGtSq2jKbAPIUsoSsFYF+UEE6HlJsDwvpUVYylA+0ULWHE8jZKVq5hYF%20PG5vp6dKsVZhN52I5l5OLCXg5GjNy3JKm1CMW3VKA5X/AGBUOQkpvcCpy0GU2LTgWQQbg2IOliOs%20ejUwbqu0Jupm17Doc93ifAPcHV5vkX9DszXXB112opi6rI27hh+nsv8AmjGv9IqtHmf3Twcv0kyP%20LKVCxtesTFm1mNKToi0X1fRa9Xp2FcdrIpeZ5dmJaQpx10NtI9k4s8qR0ak6cabWYvMo7ObZLYde%20S2XVBDQUoDnUQTyov7I2BNhTayF5nsvqF/G4fJ1U2siLzKOSg2hTjjgQ2gFS1qNkpSBckk6C1NrI%20XmeWZiHmUPMupdZdSlbbiDzJUlQuFJUNCCNRTayF5nvt16+Nw9H0uim1kLzPK5aUW53AnmVypubX%20PUOs6cKbWRN5nrt18ObWo2siLzMlskoBNetPIdXnPVSQKAUBRwqCFFCedQBKU3tc9V6Ah3ZuN3Gx%203pT8g9h5DTTqpPb8/KlLSZLiVoV2nsHB4pHtZJrTx5xeBGKaqjwYUZLFbazkx1mHvFAKAUAuKAUA%20oBQCgFActuADzso8PamxfTXVfg8PX/x0N11PaZe8/MfYvea4FQFhppwtp1Wt/wAa9JxPLslthlx9%209xLbDKVLdcWeVKEJBUoqJsAAOujYoWsfkoWShMzsfJbmQ5CeZiSyoLbWASklK0kjiLVCdcxLjTIy%20+SSfV4cePUeqpINZjd2bayc56BjcvEmTmbl6Iy8246kJVyruhKuaySLHTSqqcW8jLODSq0XDjcTE%20ysvcC0hqdJYaiyZTjhSkssqUptNlHkFluHXQ0upZSKtqhcGWgKy68Ql4KyLbAlOxwCShlSuRClED%20lTzFJ5Qo38FTeVaC7kqeo2VgS50yCxIQ7Mx5bE5lOqmi8jtG+e/DmTRSVaBxplMoFWmtrjX5Xyca%20kgBar8dfmdfVpQFOnQ2I8GlzcXtx40Bf27btc1Y38U+H7HrXixfmo9m7/KftOzrxnuFAKAUBgbh/%20UGS/NX/vaqtDWRWWZkK9xI/8uVbh5sd++x61+Zai6WmduOsyeaxjTOe3g/m2Nu5Z3BMGVmRGdGNj%20hSEc0gpIb1WUjxVanWvLOl7KVlnIQY7oO8/AQ5mOxcmNIGY2yvEOSoKBDLMuJ7awp8rdWXFvh11r%20tUW1NyBxq19CqM6ZsDcU2LihtjaytnJax+fjmOZDN25cyCyww6Sy4sDtHGykKGunObHjCmDRw+6z%20dgg5ZeN2irCwpEPCJl4QS2CvICDJWuex2iXFJR26PotFdPGrOSrnDNJvjb8/ENxYMvHs4bEZefl8%20jjtvSnI7iIkTyNplRSl11qGl7nUt1pCXSUE6Am9pTqSdJC7v8hks7h8rj4eTO134eCXtuS0iEmTA%20RDAU4h8yFocYKl+2OFhJ7TmIqt7J1kGZD7pd2RsnDyuPhHH5x/Jbl8tyYeSVIizWJAx5Nln2vtS2%20oJTqk66aml9UoKmuw3dPm2tnZKJMxOYZnuMY1mVFYGKLD0qE4XO3Q2XeSWOb64p6xcSesUc8oNhO%207u96TsfJVl8K5HLuFw0fyPCqiKaRLhyn3VNpjPupZcZQlSO0bUrlINk3pfQTJf2BGzETZ+Gi5mHG%20x+VajITLgwrBhpQ4IbAJAAHQk2B0GlqoqXslpCzo6uvWXOe7xPgHuDo/R8jhp9jNdcHXXajni6rI%2027h/19l/zRgX/pFVo8zzRPFuGkmOSLkDwfJxrBxzQlmPmjcm6p6e9R3vBbiTl4Xb+Xj4FeSQEnHI%20xoSuPPK/H5ivyuSFJIRbxeNWUfhoEjN3NvvK5Pau+XcjnYL8yG7Jio2U/FZWI7Eae00zIc5rOr50%20EKurxVcw5dRVVFZCEkWs3u/K5rvCxUeflmy7id5KjRNooZQh5qPFivBmYXbdqoP83T4p5hy8KJUX%20sCRZj982+UYR3LR85Fy0uRgp2SyWOTFQgYWWw6hDLS+Tx/GK1I5XuJTzX5alwiKIZLfW6520WGZ+%20YayGG3HmHscuVIOLC48BuL2iGZS0XhtvSHLghZPicNVVF1dPtBl5Tf3eg1i3VR8zAgOYXabWdkIg%20R2JkaS+3LeZCW3AeVLTrTQ5uTRJ9jpUqK8RQ2sbvL31N7yH8e3MhQocTINRF4eY7FY54TkMPGSht%20f444suL50FB5OUEWvrVbioEjUY3f2XyxwbGZlx8rl4O6IbUqUW4kjHth6JIeQ5j5McDxbJB8e7qO%20BqbqXcEjvO5feOX3BHzEXNZE5LL4x5pMp6OYrmP9uSpaDCkRQkONqCdUueOjgqqYkaFWiVEH2u/o%2016o5jq85EuEhTcriIuQl5vKl99KludnLWhF+ZQ8VIuB0VoyonmRlbSdpmjbq7289Zfq/LV9IOmtR%20VWIbSVr7yg28rT9NZf8Avq+Fr/Kv8nSqrERtZWvvHveWP/vOX8F5znDj1UqrENpK0qNvOAW8+ZhQ%20HAGa5b0dL/IfQpVWIbSVr7x73VgD9NZg8bXmua8OPyf8FVYhtJdfePe6oW/TWXNv+9Xrw1NKqxdw%202krX3lBt5dv11mDbh+Or14cfk/4Kqxdw2srX3lRt1VwPPeYt1masen6lKqxdw2krX3m07pMpk8hh%20VLnSHJKkEpDrpKlEBShqTbqFeXGSU2kaOC24Kp3lcjoKAUAoBQHJZiTHkZFT0d1DrRbSjtEEKTzI%20WtKk3HSFAjjoa0d1TUfaZW8uuI+xe8wRbQdFwBwvw9bwV6Dkcd3sJzcraJwuGiuSp2ckMwCEEpS2%20wtRW+p10BfZoLSFIK7aFVcsat2i0nXBpeq9BHrEfd+ExMvbkvFzsZgoe4G5UzzIp14t4echx0txX%202kIcUlqQLOdmnnSDaw6eHxJU6zt8LaemniSztbLxXg1jWGMkhMaLHfTJyTS0LcQ8CEBbi7FTqQjx%20wrxh016IPJTqPPNachCe1cHunzzCEWJNcmQl7gSWHoJiNQRM7Xsn253K32y3FcgSk3tfS1eaCdVn%200nqnOP2dKFzMN7u3RtOdCciZsiLtSG2+xIbktdvlYstJkcqVAdusovf6Lw2pK9JZnmIi1F1yaxuM%20qzuaTLlR8M7nI2GlObaZhyiZDcpEZXbJmKK3AV86UEFwqGhsT0VdqWitMhVNaaV+IvbjY3NAy+Yi%20A5k7XZyeGZlyIqnnJZxqIK+3Wy6gF1ft4R2ym/GqJJpvPoEWmk8lcpi7lXu5UuSnHK3EiT5JjfeH%20yiQEKUV/jRyWnZ84+yeUfOdF6iV7RXqJjTTTTX3E3621tzWuoC/G1vTr2HkHXbhcH0769FAX9uH2%203N638U8OH1v0a8WL81dNJ693+VL2nZ14z3igFAKAwNwm2AyZ/wC0f+9qq0NZFZZmQT3RZFGMzM/J%20LbLqIWEkyFtotzKDS2Vcqb9JCa2d/jWMVbIzdzlRyfUdV/uJwfTinx1+3Men0+CvJ9Plaj0cYrGW%20V/6g8KVG2KfOp07dj+N6NcZcqbdbyIe9xehnn/cFhv2S+ek2eY9C/suqq/SH6kRxUbGP9wWF6cVI%20t19uxw0ufZcKfSH6kOKjYx/uCw2l8TI04+3scdPpqfSH6kOKjYy1I799sy20tysGt9tJCkoddjLA%20NhqOZR18Y1ZcpkvvEre4rQy7/uCwun6KfI6w+x/G9Gq/SJepEcVGxj/cFh7fqmR4Pb2NTrp7Kp+k%20v1IcVGxg/wCoLDH/AO0yLdFn2P43HjUfSH6kOKjYwP8AUFhv2TIPT9fYNx028en0h+pDio2Mqn/U%20FhLj9Ev6kfZ2D1a+y9GrLlTTreRK3uK0MyP9xOD/AGW/92Y4fVeGu30+VqJ4xWM1e5u/PEZjbmSx%20bWOdadmxXGEOqeZKUFxBTzGxvYXBq8NxcZJ1WRlZb2mmqM8f6fJJfzeZJCQRGaHinmFu0URqPRq3%20MXVIruSpUmt9BURYXrExYt5jQaqjFMFssqYUwhTCyStsoHKrmJJum1tSbmuWyZW6zyvGxlrW4uM2%20px0BDiy2CpSUm6QokG4Hhps5C6wrHxy8XzGbVIPKS8UDn8W/Lra/i9FTckLrtNbuDZuEz2Hn4idE%205YeT5fLFx7sOqUhYcQvnbsrmSoA3JqVCSdRdLG39gYLCMZBttp2c5lnkv5STPUZLshaEBtBcKxay%20UpAAtajjImjNz5vY5ez8mb7Io7Io5Bbs/oLW9j4Krs5EXQcbGLzcgxWzJaTyNOlA5kp+hSu3MBrT%20ZyF1lGcZFjthqPFaaaSvtEoQ2lKQ4eKgEptfw02cnnF1nuPAajNluMwhhskqKG0BAKlalRAFrnpo%208ORDgzNBCWwDoTcAHpNeqJ0ecjDZ+u18aensiDwJ9mrq660cTOYxuPksPk9CqA1e59ww9vYOVl5S%20HHWmORKGGAC6664sIbabBIBUpSrAXo3QvCNXTp0/Yawd4e3htcbkcWsQVhrsW20lx91cggNNNNjV%20bilHlCevWq3lSpbZutDDi94ctc6NEyO3Z2MVPDgxzjymHUPuNpKy1zMLc7NzlF7L8OptUXuoPDVK%20p1MhjvGwb2zXd2dm6mC1HEhUchIf5lnl7DlJ5e17S7dr8ateVKh4TvUOjgyzLYDpbLRJ8ZtWpB6Q%20fQOhqUUZka+mev0KEFUeyGl7nXw3tRBM4LZnd4zunGNPuZF+EqOFNhDSRZQLrirm/L9F0VZ7w4Sk%20qJnrjg34rLoOi+IaN07gmH96B0W6FVHHP0onhFaPiHj3v74Jd+PsB8zmtTjX6UOE6wO4eMP/AL/L%20v18oP/6qcc/TEcJ1lPiGj8PfBLt/0i/y1U45+lDhOsr8Q8b9vy7cfYjiCSPnvDTjn6UOE6z3tvaD%20u1I0jGvShLdccVIU4BygJWSEi/sr8qLnoubCvTDFvqtKHixMO7NrPkXvNstYQ2pbhshA5lqVawA1%20JPoAXq1Sprtublwm48anJ4OWJ0BS1NJeQFAc6CEqTZQCrjwiqxmmqotKLi6M2V1DpsQND4Tw1tVm%20VMPG5nHZTyzze+JHkElyFL5QU9nIaA52zzAXUm/RpUKSZLjQzvHOnED0ra1JBrtv56BuDCxczjFq%20XAmArYWtCkKISopsUnhqk1WEryqiZRcXRmRNyESCyHpj6IzK1oabcdUEJLjquRtF1fPKUQAOupbS%20zkpN5i3GyzMjJzceyh3tcf2XbvKbUlnmdTzhtDhslakpsVcvsbi+tQpVdCGslSsDKRp7kxqMXeaC%20+qNI7RpbYDiQFXQVhIWnxxZSbipUqhxoZfLfiLi50Ouh6+NSQU1uNdfl6G1+HVQkv7dJLub6PFtb%20ToaGuleLE+avZ9p6t2+VL+I7OvGe8UAoBQGBuH9QZL81f+9qq0NZFZZmQp3FpSd2qBAIOKdBHEfX%20mK1+Zai7fcZ246zJ1EWKCCGUXGg8UcPUrGqaVEBFigWDKAOrlHrUFB5LF+0o+pHrVNRRFfJY3HsU%20fUioqKIp5LF09pRpw8UetU1FEV8ljfaUfUioqKIp5LF09pRpw8UetQUHkkTX2lvXj4o6fSqaiiK+%20SxuPYo+pFRUUQ8ljfaUfUilRRARYw4Mo+pFBRFPJIlgOxbsNQOUetQUOe7w40YbEz6ktICkwJJSe%20UCx7JWt+iuuDrrtRTFXwsgjYmO3s9k8ijari2HQ22qR2brTV0FR5bhy9zzc3zOFbG8vDVL6yaDMw%20FN6jO18x9/Pux/0pMXj6lebabtYei5j2jzH38e7H/wC8xer0KjabtYLmPaPMffx7sf8A7zF8Hgqd%20pu1guY9o8x9/Hux/+8xfD4KjabtYLmPaU8x9/Hux/wDvMXqHgqdpu1guY9pXzH38X/LJFr+6YvC/%20odVRtN2sFzHtKeY+/m35W/e3DymLxtfq66nabtYLmPaV8x9/F/yx+1+PlMXr9DqqNpu1guY9pTzH%2038e7H/7zF6j4KbTdrPtFzHtK+Y+/j3Y//eYvg8FTtN2sFzHtNZnsH3z+TxvLXpT/AOMs+TIQ+yoh%20/m9rX7Wm4CePNwHTVoYmBoWgrKOMqVZ0uxw770sWHiC8GSlZsASedXG2lccTWZwSN5+7wqgOC7w4%20e48zn8Fi8R7RHgKXl5M15gvx+2bPYxWvZIBUC4t2xVpyg1SWeiO2G4pNs4r3p7yxLb2IEZeV8wZW%20PmYKWGS21KiPhbjzTAWop7Rhx1fIgr426xVbrXfU6XovLabZWfz2Rz2JG3382hoPJGWx8mEI0FmM%20hpQV47rSXC8pzlICVK4noqatvJXp07CLqVa0PErbmba3WnAIhPKwDs8bgdkpQewHOOYxecaX8uHa%20cl/Y0u5aaM4Uk1X2EsxGAzGba+hSOYi3HpPD5ddDzvKXvDp6PDiRQgqL36SSeHXREmB3K28xrsbj%20nVbq9mrwCuG8a7NLA1ESRXE6igFAKAUBy+4LnKrF9Oyb9LVfh+T5mhuur7TL3n5r7F7zh+8hjPTN%20l5LH4JpTuVyiEQW1JPKGW5Kg268s8eVDalk218FdcWt2iK4VFJN6CNpOyu8DEwtw4VjHIkYqc7jc%20kWsOXGGnGWFJYnQ2S6tK0uvMtIWRzWIuBXC5LM+rMdliRbTrbnJM2pI8nTExMPbczD4kRnJDC5K0%20KSye3KfJlDndWFqHtgF7BOngrthvQcZ5ctasjHN7P3MmNknW8PMmSvfNksjAxwQl2FKakJaS0qVy%20usuNpICi26D4hvpwrjKL8Wd4zVc9MiM47W3e5vXyleMmJzXn9uYjcSXrwW8GG088MXc/o+z7O5Pj%20Xpdd/rr4EX1dzqlM3Wc3ge73eicIYMDCzsRkE4PKxstIlPjsZrz6+aC0yA6oJU3c/Op5emqRhLMl%20of7C7xY566V+02O4dq7p3LGzWQm7ZndmBt9yHjJC0h90QSpud2aEO8oUpCjxUCRrppVnFtN0yftK%20xmk1lWk2k3Y+Zy+eUxIx0xnbcrcEZ9UcvLaIxqcV2SkqUhzm5A4AhYCrk1bZt5Ov3EbVJZM9PeWs%20vtXc3nOUudh52Y2t74pr8jDxnOV16KuC0zDcQkutczTb6VXHMOs1EovTmr7gpKmekqe8ZDam63t0%20rdaxM9GTVk8fIwmc8o5osHEMtID8Vz20+MLLStBSedRvc8aXHe6+n7QsRUz/AOpNBsVEp4E3Ntbc%20NNK9aPKXtu/Xc3fjy/8ApV4cT5qPXu1NlL+I7OvIe8UAoBQGBuH9QZL81f8AvaqtDWRWWZkKdxNv%20ferS36LdsPB2zBrX5jqLtM7cdZk9VjGmKA5RrvKwL+8ZO040bIScjBcbZnSGYby4jC3mg8gOyAOR%20HMg8TQHRoyOPWlxSJTSksr7N0pWkhC725VWOivAaAonKYxXZ8stlXbFIZs4g85ULp5ddb20tQA5P%20GiIuYZbIiN3DkguJ7NJBsbrvyix0oCrmQgNBKnJLSAsJKCpaQCFmySLn548KAwYu7NtysnlMWxkW%20Vz8LyHKMc3KWA4jtElZNhblNyQdOmgM05LHCH5aZTIhnhJLiey48vs78vHTjQGtXu3HtJzjj7Ell%20nAgGQ6tsBLwLIeBjkKPaaHl6PG0oDKg5yI/i4s+XbHGSyh8x5LjQW2HLWCyhSkXuoDxVEX6aA2NA%20c93ifAPcP+HyfvSq64OvHtRTF1WRv3Dfr3L/AJox/DVWjzP7vtPDuCzk01kmiKAUAoBQCgFAKAUA%20oCiuBoiURftC52vjAelr0L3Ws+DrrQnnMY2+vHj09Q1+Q1Qka2sdQOv0iaEUFja3/K9vXoKA66nU%20fudH/CgoDfgeHH0+n5lCaD9ygFvStpfq4UFCoGoHh4HT5ONAYHct+pXL8edXHj7NfWAa4Y+uzSwN%20REkVxOooBQCgFActuH9Zr0+xNkcegq8FvU1rR3XU9pl7z832L3muuBr1XPQBpx+bXoOJq9zbkxW2%20sLJzOVdU3BilAcLaStwqcUltASgcSVKGlVnNRVWXhFydEXomcxUvDxMu3JbTjpzbb8Z95QbSpLqQ%20pAJX0nqqbypUi660LuVyLGLxkvJSQ4YsJlch8Np53OzaHMrlTe6jyg6UlKiqQlV0Na3vHBOu4Jpp%209SzuGO5Mxqgk8pjstJeW44o27NPIsaq6Taq7RZOsts3l6j1ld2YrHjFOFflbWXnt42O9FWhxAedC%20lAqUFAcqeQg21o8RL2iMG69RfjZ6NIyeShJQptvF9ml+a4pAaLjwKi2jxiq6APGKgACbC+tpU8r6%20iLuRdZVGdiOZVeOQFlKI3lapyeUxeXtC2UdoFX7RPKbi2lLyboLuSpkKyWO7Ft8y2Ay+Shl3tUci%201C+iV3AUePA1N5UqRR2GSSb6elc9OvoVJA4jrGlunS/p0JL+3bdrmrHTlPh17PWvFifNXsPXu/yn%207Ts68Z7hQCgFAa/cNvMGTvw8kf8AvaqtDWRWWZkLdxV/feok3Pmx258Pax61+Zai7fMztx1mTzWM%20aYoCKY3dfn3d778zyp8vG+di0nBmPLUiM4fN/kxdkR2/ZFtw+Lza6XFAcHje5HdHvNm4pzDvMZF1%20vDRJrbkjHohy0QJqHX3WxEQ24VdnzHtXz2igbG6qA3W/u42VlZu6XMXhIhZVDwkfaoSptrycxJJV%20LDOo7D2rpFrjQUBbzvc9udk5FnC41CMA3uVrKxsHFXDSh+H5vSwsttSkuRuZL45uR1Njx42NAYs3%20uLyszGORjhy+zG2hKx2HayUiO+/Hyjkxx9hPM1ytJKELHItI5UDxb0FDNk92m9IM7eEmBtvHT5ud%20x+LVGnyjGcBejoZbnxlNuW5nHVIU6lS/a1LA56Awcf3Ub0hYyGZu3Gc1jIe4shkl7TeehNtvRZkN%20DUdfIkJhpLDvOothIFySmgoZ+U7r92ryk3I+YI8/EnOQMkvbBkM9lJis4lMUtguWbUY7+qUuBKVc%20t+qlAYEbuM3DJhMsZjERX47WFzyIOOU626zBmT5XbQI7ZPLfsUKICwAlJ4HhQgm/ZkHI4/aGDgZO%205yMTHxWJpKu0PbNspQ5dfz3jA69NCTG7xPgHuDo/R8jXq9rOtdcHXXaimLqsjbuH/X2X/NGPviq0%20eZ/dPDuGkmqsk0RQCgFAKAUAoBQCgFAKA5ZfdhsVSyvzUhJUeYhLjqU38CQuwHgFduInac9jCxHn%204rNifsz+uf8A49TxE7SNjCwfFZsT9mf1z/8AHpxE7RsYWHC972yttYXAQZGMiGM87NS04sOuklBZ%20dXbxln55Ar17liSnOjy5Dzb3CMYVSoXu6XZG2Mxth2XkYflEgS3m0uF10eIlKbDxV20uajfcWUcS%20iyIndcOMoVaqztPis2J+zP65/wDj15eInaejYwsHxWbE/Zn9c/8Ax6cTO0bGFg+KzYn7M/rn/wCP%20TiJ2jYwsHxW7E/Zg1/ln/wCPUcRO0nYwsN5h8Fi8PHEbHMJjsDghNz8skk8emuUpNurznRJJURn1%20AFAKAUAoDltwj9KqNuDTetuor6h+7/x0d11PaZe8/MfYvea7Xh0nhqbddtfQr0HE47f+3Nybhnbe%20iYt9mJjoUpWRmznkCQA7HbtFb8nKkdoFLWonxtLVyxIOVKHXDko1bOHid3G8sfFwkOfhom6cZt1/%20KRY+OeeaZbfjzAgxZPI92iB2R50FKvGSn2N647OSpVVpU6vFi65aN0JZxbmRd8sYyePbhxmnOwi8%20rqXg/H7MXWoADl1Kk8pPDWvSq6TzumgjDb3dvvXGQc808zEmOY3HvYbZzMlSXWnoj0lcgqkJOgJT%202bdlfQ66a1544UlU7zxYtrtq/sLGA7td4RnW3FQ0xGjuPH5bsu0iI7JhiItl5YaiBLAV2hT4qBqO%20vjSOHLxJlixfcauF3Qbtb2zmce7CcOacxb2PTM8phCLMW7LQ+HFBCESFr0K+d9V0nTW9VWDKnX06%20ZSXjRqrK+7pmOh3h3WZZ6RMZ2zBjRcX5jiwmYSXAw286zkRLfjKt7FLzQIKzxKtemr4mE9C0e8pD%20FWm33GPuHYObyDjUtnZkEQXsXNxrG3jJjhrHS5LvOieLANFSgfG7Hx020vUSw29BMcRLJX2+4lDb%20uPl4zb2Mx0yR5TMhQ2I8mTe/aLabCFKubHXlNia9EVRJHCTq6o2J6b6W1OvXpfwaVYqX9u/Xc118%20v/pV4cT5qPXu3yn/ABHZ15D3igFAKAwNw/qDJfmr/wB7VVoayKyzMhTuJ+F54fqp3h/PMVr8y1F2%20mduOs+mknqsY0xQCgFAKAUAoBQCgFAKAUBz3eJf3h7htx83ybfclV1wdePaimLqvsI27h/19mPzV%20n74qtHmeaJ4Nw0k1VkmkKAw8vmMVhsc9kstLag4+PYvyn1httAUoJHMpVgLqUBQGl+M7u7OIOZG5%20MccUHhFM4SWuxD5SVhsr5rcxSCbUAmd53d1Dgwp8rcuNZhZELVAkrlNBt4NK5XC2rmsrkUbKtwNA%20bHJbr21i8O3msjlI0TEPBBanvOpQwoOi7ZC1HlPMOFAa57vN7u2cVHy7u5MajFynFsx5pktdktxv%202aEr5rFSekUAd7z+7pl2G09uXGtOZFtD0FK5TSS826opbWi6hcKUkgGgM+bvDakHMxsJNzEONmJd%20jFx7r7aH3Oa/LytkhR5raaa0BeVuTbqSQrKRAUyRBUC+2CJauEcjm+unoR7LwUBsaAUAoBQEbd+/%20wZxx4fpBOv8A7d4/uV7uX/M9nkeTfdT2l/uO+B8jS34891/QN9dRzD5hO5/LJCrxHqFAKAUAoBQC%20gFAKAUBp8phH5cwyG1oSChKCFXB8Uk9A8PXXqwcdRjRnix93lKd5UzGJ72pmvtjevHVXT6Arrxcb%20GcuExOrxHvamH7I318VetTi42McJifhHvamfbG/Ruq/zPDTi42McLidXT2D3tzb37Vv1VetU8XGx%20jhMTqI87xNxZ7bOYj4+ImK6l2MJCi6HFnm51JA0Uj6CvVu9MRVWg44sXh5H4HZ7exs/KYDG5Ja2k%20OTYzUhSUlVgXUBRAuOGteaW8xTay5Dqt2m1VUNh72pv21v1Vfuio4uNjJ4TE6h72pnDtG7dQKun0%20qcXGxjhMTq8R72pn2xv1Vej1VHFxsY4TE/CPe1M+2Naaj2XH1Kni42McJidXiPe1M+2N6cLlR8HV%20Ti49Y4TE6vEy8fgPJGZfjgvygQoi/L7HlT4a808VOaZ6cLBccNx0uvibiuB6RQCgFAa/cP6gyetv%20xR/X+jVVoayKyzMhbuK+F6tBri3TYcB7cxpc1r8y1F2+ZnbjrMnmsY0xQCgFAKAUAoBQCgFAKAUB%20z3eJ8A9w9Xm+Tf7kquuBrx7Uc8XVZG/cP+vsv+aMffFVo8z+6eLcNJNNZJoigOP729u5PcWw52Hx%20janJkl+EUhC0NqCGprLrikqc8UFLaFKF+rgeFARXme6ve8IS0MQ52Ymo3BCyXvhiyYTE6XAZhvst%20o5X+Rht6MXeRXtYCwbjwKgwmu7fvIhpwkrzRkx2Cs2XE4yZi0ZJCchKZfYMt2TeK44rkV2nZJ6qA%20k/f21c3ubZ+28fGakRJLWRxkmce0j+VRmmVAvL57KYU639KkgngLUBHEvuw35j0QENY6fkJkDO5C%20XPzGNlQWpc5mVEDMeUkTD2LSggJaca5Pnbp43oDZZfa++n15ZpGz38oncO24eGQ/kJWOCokhgykr%20clKQocx9vQ4THRYkaC9BQt5buw3q1A3FtZrCMZn3zOQ3Gd4PPspVE7CPHZV27a/xglhUcrZ7MG9+%20jWgMmT3ebw+ORvfzeBYcxTMxuEvFqebD7yAyWznPZ9j2qSrlSgjn5BwCtaAnKgFAKAUBG3fuf/Gc%20d0fpBP8A8d6vfy75ns8jyb7qe0v9x1vefII4Ge9/AbqOYfM9hO5/LJCrwnqFAa3cxWnbeVU2VBYh%20yCgt+zB7JVuW3T1UB8tRMZuvC7SyhyDj8B/JbQZlY4RXsjIbnKcUwp919T7rnYyowtdtpKbpWbaa%20UB5emTBgMkwzLKsL58xS/KWXs0cUlK48kPtlbp84XJSkvciuX2Fra0BLbb8cf6d84rCyG1uN47Ih%20D2PXOKQ9Zw+1KmlUu4uOJ48NLUBGWUxG48BgN04zIvLx77jODXGhR38o9BkRTNb8onB9112UlSUr%207F9trl5Ui+twaA2KZGy1M7URmZv/AIyZmYGVdxb+cDPbmMwWAtb6jLvb6blvw4mgLkWW6YuHPeTJ%20zjW2hi5KtuOtqnIfckCc92BkmLZ0yhCDBa7XQ6/PXpQGJuLI94CPe6qXI3AhCcVAPecIZcBaZ7dB%20ZW1ykLRKUi/lAY15OOt6A+no6mlMNqZPM0pCS2rU3SRoddeHXQHugFAKAUBBvfkP/LofX5Aj785W%20xy3VkZm/6yJU2F8B8B/h8W33FNZeNrvtZoYWquw31cy4oBQCgFAKAUAoBQCgNfuH9QZPW34o/r/R%20qq0NZFZZmQt3FW996rCwOLdIHgLsfrvWvzHUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nw%20D3B1jHyCPSbNdcHXXaimLqsjfuH/AF9l9f7Kz4fsiq0eZ5onh3DSTTWSaIoBQCgFAKAUAoBQCgFA%20KAUAoCNu/f4M47/EEf8Ax3q93L/mez3o8m+6hf7jfga8f++e1/eo+T5LVHMPmsnc/lokKvEeoUAo%20BQCgFAKAUAoBQCgFAKAUAoCDe/If+XQ+vyBH35ytjluqzM3/AFkSrsL4EYD/AA+N96TWXja77WaG%20FqrsN7XMuKAUAoBQCgFAKAUAoDA3D+oMnrb8Uf1HH62qrQ1kVlmZCvcVf33qv04t06dHtzGlzxrX%205lqLt9zM7cdZk81jGmKAUAoBQCgFAKAUAoBQCgOe7xPgHuD/AA+R97NdcDXj2opi6rI37h/19mL8%20fJWOP84qtHmeaJ4Nw0k01kmkKAUAoBQCgFAKAUAoBQCgFAKAjbv3+DOO/wAQT/8AHeNe7l3zPZ70%20eTfdQvdxvwPfPXOe19BDYqOYfNJ3P5aJDrxHqFAKAUAoBQCgFAKAUAoBQCgFAKAg3vy+F0Q9HkCN%20f6ZytjluqzM3/WXS0lXYXwIwHgx8Udf2FNZeNrvtZoYeqje1zLigFAKAUAoBQCgFAKAwNw/qDJfm%20r/3tVWhrIrLMyFe4kf8AlyrcPNjv32PWvzLUXb5mduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nw%20D3D0fo+Tr/RKrrga8e1HPF1WRv3D/r3L/mrH8NVaPM/u+08W4aSaayTRFAKAUAoBQCgFAKAUAoBQ%20CgFARt37/BjHcP1gnj+bvehXv5d8z2eR5N91C/3Ha7PkH/vntfQQ2KrzD5hO5/LRIVeI9QoBQCgF%20AKAUAoBQCgFAKAUAoBQEG9+Xwuhno8gR9+crY5bqyMzf9ZEqbB+A+AHVjoo9RlNZeNrvtZoYWquw%2031cy4oBQCgFAKAUAoBQCgMDcJtgMmf8AtH/vaqtDWRWWZkK9xXwvVwv5qdvbo9uYFvlVr8y1F2md%20uOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B1+b5FvR7M11wdddqKYuqyNu4e3n7L/AJoxr/SK%20rR5n908G4aSaqyTSFAKAUAoBQCgFAKAUAoBQCgFARt37/BjHf4gj0dY73Cvdy/5ns8jyb7qF/uN+%20Br3589/BR8nyWqOYfNZO5/LRIVeI9QoBQCgFAKAUAoBQCgFAKAUAoBQEG9+Q/wDLof5gi33ZzorY%205bqszN/1kSpsL4EYA9ePin1WU1l42u+1mhhaq7DfVzLigFAKAUAoBQCgFAKAwNw/qDJ9H4o/r/Rq%20q0NZFZZmQr3FfC86Afot3QcB7cxWvzLUXb7jO3HWZPNYxpigFAKAUAoBQCgFAKAUAoDnu8T4B7g6%20vIJF/Q7M3rrg667UUxdVkb9w369zHX5Kxc/0iq0eZ/dPDuGkmmsk0RQCgFAKAUAoBQCgFAKAUAoB%20QEbd+/wZx3+IJ/8AjvV7uX/M9nvR5N91C/3G395z/wCfPW9JDYqOYfNJ3P5ZIVeI9QoBQCgFAKAU%20AoBQCgFAKAUAoBQEG9+XwtiX9wI+/OfJwrY5Zqvp07zM3/OiVdhfAjAX4+b4t/R7FNZeNrvtZoYe%20qje1zLigFAKAUAoBQCgFAKAwNw/qDJfmr/3tVWhrIrLMyFO4n4XHwYt3h/PMVr8y1F2mduOsydpK%20imM6oEghCiCOIIFYOO2oSasZpSzGj8okX+urv/1q6/RrGvy9Uu9njvstRsiJLKH40rt2HNW3W3VL%20QoA2uFAkHhU3peqXexffSpdEh/7av6tfr+Cl6Xql3si++lSnlLwI9uXfoHOv16X5eqXexfdpUSHx%209mX9Wv16XpeqXeyb7t+0CQ/p7av6tfr0vS9Uu9hTfSpjwcxHnNrdhThKaacWytxp1S0hxo2WgkEj%20mSRZQ6DRua0y72L76VMjyh8fZV6fTr9el6Xql3si++lR5Q+Psq/q1+vS9L1S72Tfdv2lhjKtPvPs%20MTQ69EUESmkPFSmllIWlLiQolJKbHXopel6pd7F6XSpf8of+2r0+nX69L0vVLvZF99Kmq3e86rZW%204kqcUQMbJIuom3tZ18Y17uWSltkm282d9ZdSrF9hxXcP+vsv+aM/fFV9LzPNE4bhpJqrJNI1OXJ8%20oTr84CPRuayd+VcTLZ5nnxnlNO9lMexkI2OekobnTEuORIylWW6hjl7RSB08nMm9eXZqlfM41Zla%209fy+qouIi8yilBCSpSglKRcqJsAOsmpuIXmeWXm3mkPMuJdZcSFtuoUFJUk8FJI0INLiF5nvXr+X%201VFxC8zEmZaBClwocl8Nysg4pqEzZSlOLQguLsEg2CUIuonQepUrDTJymXr1/LqLiIvMa9fy6XEL%20zMXJZXH4uKJWQkoixy42yHXDZPaOrDbaPRUsgCpWGmSmzK16/l9VRcRFWUWSEK8a1gfmVE4pJkOT%20odG0btIP0o+ZX0ENVHvRHHfv8Gcd/iCder8XerQ5f8z2e9Hl33UL/cb8DXvz57+Cio5h81k7n8tH%20VZVR8rIvoEIt6ZV61fOb6q4n8PvZOM6Pp1mpdymPZyEfHOyUInSkOOxoxVZa0McvaKSOpHMm9eXZ%20rpU5VZla9fy+qouIi8yilBCSpSglKRcqJsABrcmlxC8zyy8280h5lxLrLiQtt1CgpKkngpJGhBqb%20iF5nvXr+X1VFxC8zEmZaBClwocl8Nysg4pqEzZSlOLQguLsEg2CUIuonQepUrDTJymXr1/J8gqLi%20Iqxr1/J8gpcQqzEyWWx2Ljok5GUiIwt1thDrp5Ul15QQ2i/WpVgKssKuaviSmzL16/l1W4iKsook%20JJvwBPqDwehUSikmLzOiZN2UH6UfMrfw38K7D3o91cCgIN78vhbE/MEaf0znycK2OW6r6dO8zN/z%20olXYXwIwHT+j4uv9CmsvG132s9+FqrsN7XM6CgFAKAUAoBQCgFAKAwNw/qDJfmr/AN7VVoayKyzM%20hXuKv77lX1/Rbpv6LsetfmS+BdvmZ2467J0l38ketx7NXzDWBvHy5dj+w0ZZmRV3p7slYDZORkQA%20peYmcuPw7Ldi4uZLPZM9mOlSblfpVi7vSUlXNnZ4YZX1EV4PduX2hs3I7RimXhRi8jBTHyGTZQmT%20Ew+Uds9KLd3EHsXu0ANyBzC9eyUFKSlkdU81q0HZpN1Ntu3eOTxruCxWF3W7ksNMdnKl7gXPx7Dv%20asJbLcTy1bKo6OXn5yCjmVwqmHFOray2Ufn+wR61l9pax8zNr37sTJbp3AIs1/Dy0pdiPx/JJi25%20TZaaQsoLalSWiguhHEgcvLRyVyV1ZKrtzeZGh0XTL0+08bf7wd2SHsNMa3CJuey5yic3tl5LQj4w%20RWnS0pSEID7AYcbQlRcJ7S51qZQiqqmRUo7fc/cJJU6jQ4jvN3wvbmXzuOzUub2OMx6JByC4n4tO%20lSUolyWGWeDDTZuhbgsknUEA10lhxqlTS7bPtLuKrRm7hbk3pF2+I0LNtoxUjPYvH46dGlQJ8plE%20xR8saW4wyiOb8wWi7dxfXSuclGtaZVF2rs6e8o0vArmt9b0xTcjADKvPRY25HMW5n33Y0WSmKIiJ%20LbLklxtTDa1uOFAcU3wFqmMIt1p92tPaSkm69RTKb23pjds4TLZrcbXm9iRMU+jGT4HnCbDQtCY7%20qVqbLMlTJUpDzbQSVaHjURjFyaSy0WdOi7bOohUcnTOXc5uDcENW8HIecENiLno7jgdeiwJj8RzH%20h9UaPIea5O1RpypcBPKnlv1oJO7kzx7dOchL7PMl3bGday228Xk2FvOMzIrT6HJKUpfUFoBBdSnl%20TznieUW6tK8WI7smjlPIy7udzn2VuTptjZA8B8Q+h8nVXv5RKuOvZ9pfDdVLsOS7h/19l/zRjj/O%20Kr6rmeaJTcNJNNZJomjz7nJIR4UD5prG5hKmIv3feeTeHlPnHemb3BL31P3tj8TKlYzZcuNDizml%20oS0Go6ledrtLWHHO0S/yBSEn2Aq+HRRUW8suiEKUpadDjNxsyd7ZY5nNTmM+3PUnamEQ8+zBkQlR%200qiK7JA7J4PEq7RSzofodK5y1VRKlMr6dO0q6UTSyHL7Jm7w3Al9iTm1uzZGLyKdyYdcuaZanVNF%20LaW47jDTUNbTxAHZLspN+NdcVxhlS0qjyU765S0qLKvZ00nrb2axUfZ+x4S83kYW0uxea3RNYkSU%20Ox8m3GaLURTyR2rDQVzcqEEJvpSSbnLIr2jsJayu01O5N27yTgcK3mMpk2vLMTOGNfRJVjFpfTML%20cSbPWAjtUmNykoOuhVbW9XhGLbok8q69GVImKXT7Da5HL7xd3cuC3nmYWQYOMZ2s+5KmIjPx1tNl%20TrLDTL7MtElXMHFOL004WqicblaNrLXo8q6WlUlTq09NBtVTdxM5CXnhlskJcbe6MSzDU+4qH5uf%20ebS42Y5JQUWWSFWuNLWqjaaSotSvtDpRZNHmYWzs7vjI7vT5ZnRDzSJs3zxjHpEtShCa7RKUNwCw%20YrYbRyONuJc8bpUSoirYt1RyLJRWfbWomklkzGJjM9kHttux2snOyczF5zDLXnWZkt6JNTJkBLgD%20btlMqCSe2ZAKUqt4KtKiloVVKzp2EyWX2M7Lu9z0hPeJuDDvZGRnVK8okecxJkLjx0pk8oiOw3Ql%20uO8i9kls2WkXtxNcMZq4pZumcpiLIn06dpKBkeKrXSx+WD4K8M8T4X2HFs69n60j/pHzK+nhqo0l%20mI479/gzjeFvOCOP8w9Wjy75nsPLvup7S/3G/A5/8+e1/eN+E1XmHzSdz+WjpM64UzEgcSlPg6VV%208zzCVMT+Fe8jeNbp1nznvDObhl77nb5gYqVLxuzJceFGmNLbS0GGCoZYditSVuFwPhIUhJtyVfDc%20VBQbyyX+gjS6lb0R0GN3G1I3nl1ZfNTmdxtznEbVwSXn2oMiGqOFQldigFp0PElTi1KuD9DwqjXw%20qi+GmV/aVerkWTp07Dl9lS93bhYksSs4t6TJxWRTuXELlzVy1POIWhtKGHGG2Ya23bJShpWqb8RX%20TFcYNZNKo/21yl5tRzHvAZrFRto7GhuZzJQtpBh1G5prEiUlxjJtxWuyiLeADrDIVz8raLJuAOHF%20OrlLInLR2EtZXaancm7d4jCYNrM5PJMGbiJnm58SF41SHhMU1Emz1gJDoVF5StHG1yU63rpCMW3R%20LW/1oEll6dqNrkMtvR/eDkBvPtQckyrHM7YedkzEsPxltIKnWWGWXmZSJKgrtFuOeL4LVzTjcrTJ%20lrmyP3U0ftIyUr0/YbVUzcLWSlZ9GVyZkMb4Tim4SpDiohxr7yEKa8nPicvK4SlVrjoNVvKlKLUq%20Rk8PMwdm5vfGQ3ajy3PJhZxEud55xr0iY4RFb7QJQ3j1M+SoS2js1tuJc8brJNqnFuKORZMmXJ/q%20J0SMXF5/JO7cVGayc7JysTnsKpefamyn409Ep/kWnkkBHZWTbtGfYpVy1Mkr2alYyyUzEtLPamdl%203d56Qnf+fw72RkZ5z8YknJokSFRmUpldmIjsR0dnGebOiS0bLRXHG1E8325s/wDrpKTWROnTpaSg%20ZBPMDwII+S9eKU8jODeQ65j6y3/0j5lfS4equw00e6uSKAg3vy+FsTq8gR9+c+ThWxyzVZmb/nRK%20mwvgRgP8Pi3+4prLxtd9rNDD1V2G+rmXFAKAUAoBQCgFAKAUBr9w/qDJ9H4o/wDe1VaGdFZZmQt3%20FfC9XDTFOiw4D25jprX5lqLt9xnbjrMnSWCqK8kC5KFADrJFYWMm4SSsZpSVUziJMZbjgDrCXFNK%2050dokkpWOBF0nlIBOvGvmVg4q+7LuMy5OxnhURDjhWuO2tbiC0pakXKmyfGQbpN03+dJtU7HFX3Z%20dxOznYyz5ogGH5GYEUwwecReyT2XNrrycnLfXjap2WNWtJdwuYljPbuPjuhpLsVlxLCgqMlTQX2Z%20SPFUgFOhFtLUWDjemXcNnOxlFYxgqfcTHbZflIKH5bSQl5QIIvz8vMojw02eN6ZdwUcSxnN7X7tc%20XgMo7lUypeSmrjeQtOzS2ezilQcU3Zpprn5lAEqXc6ejXbEeNJUuNexl5LEapd8DpGcZGYaTHYhM%20sNpWHEsob5UhYNwoJCQObhY1xeFjVrSXcUuTsZVyCw8h1tyM042/q+hbd0uWHilwFJBItbxqhYOK%20s0Zdw2c7GeV4uGtDCFwY60xfyVKmklLRtr2V0EI06U2qdljWSJuYljKyMZFkBxMiHHe7RSVuF1lL%20gWoCwWQpJ5iOAN9BRYWMs0ZeIu4ljMjlfFhYJGlhYi3yh6VV2GL6ZdxXZy0J9xZzyHhsbcri0lI8%202yBfXiGz121rW5NhTjjfEms2ftOuHCSjKq0HL9w/6+y/UIjA/rFV9VzN6pXcNJNNZJonP7mQ72jT%20iASkDlJAvbW9ZHMd3xJzTiqqnV7zy7xhuTTRogXum9unxD6/grwcFj+l98fM4bCdhQdtpfmvpcct%20+HHXSp4LH9PjHzI2M7CvM+eu51uUHweGo4LH9PjHzJeDMAvdRt/0n16ngsf0+MfMjYzNBuXZWL3G%2042vIrnNlDSmFohyn4zbrLl+dp1DSkhaVdNxf5ldMPA3iGaP+3zLxw5rR9huYcZuFEYhw2ewiRWkM%20R2EoIShtA5UJTc8EgcK5vc8durj4x8yrwZ2F67wB42Gg8U34eCo4LH9HjHzI2E7AS9fgeoeKfDU8%20Fj+nxj5jYzBL1rgH0OU+vUcFj+nxj5jYTsB7bo5vBdOnHwWqeDx/S+9eY2E+lCraH1qCEpUSfFCS%20PBbiTUS3LHapd8V5jYTsO6aFmkDpAAPpV9LFURopUI479/gzjv8AEE//AB3vQr38v+Z7Pejy77qF%20/uO+Bz358/r+9R8nyWqOYfNJ3P5aOg3K295QhxCbpKUpv4bm/wAo181zDdsSeInFVVOrrtI3jClJ%20po0l3ja9+Onin0Df1a8PBY/o8Y+Zw2ErAFPaXCiLceU+G/oCnA43o8Y+ZOwnYLyDrrc9PIePq04H%20H9HjHzI2Mx7aLnlNtTYJI/d66ngsf0+K8xsZ2Gg3NsnFbjcbXkXJ7YQ2uO43ElPxm3mXLc7bqGlA%20LSrp9aumHg7zDND/AGl44c1o+w3USKiJEYhxGgxEitoYjspR4qG20hKUpF+ASLVye547yuLb7V5l%20XgzZdu8OhRtwHLrpx6RU8Dj+nxj5kPBnYCX9dDfrKdKjgsf0+K8xsJ2fYLu8bGwvpy68fR6qcFj+%20nxj5jYzsKXfsAQrpBITpw49PCnBY3p8V5jYTs+w9NpkOLCAlRKrAAgAa+nUS3HGpq+KGwnZ9h3TQ%20s0gHiEgH0hX0sFRI0qHqrAUBBvfl8LYg6fIEffnPk4Vsct1WZm/6yJU2F8CMB/h8X7ymsvG132s0%20MPVXYb6uZcUAoBQCgFAKAUAoBQGBuH9QZL81f+9qq0NZFZZmQp3E/C88P1U7w/nmK1+Zai7TO3HW%20fTST0QCLGsY0zDViYSiSUAk6n0eupJKeaIX0AoB5og/axUAeaIX2sfL9egAxEL6AUAOIhH7GB6FC%20B5og2t2YqSQcRCP2MfLqCB5ohfaxQDzRC+1ipJAw8EfYxfpNQQaXfkVpjYW4Q0kJvj5J0017I611%20wdePaimK/hZHvcP+vsx1eSsffFVo8zzRPDuGkmmsk0S26w077NPMOo0Bb83w/tSfUFAPN8P7UnXQ%206DooB5vidLYPogUAOPhni0k/vR61APN8S1uzTpw0HRwoB5BE+1j1BQDzfD+1J9QUA83w9Paxpw0o%20B5vh/ak+oPWoB5vh/ak+p10BUQYqVcwbAUDe9qAvgACwoCNu/f4M47/EE/8Ax3q93Lvmez3o8m+6%20hf7jre85/p/Hnrn942KjmHzCdz+Wd87Had+uJCh1GvEeotebof2pPVwFCalfN8T7WPUFCAcfDPFp%20J9EA/uUJqU83Q/tSfqR61BUr5BE+1j1BQgeb4f2pPqCgHm+H9qT1cB61APN8P7Un1BQDzfD49kL+%20hQDzfEH2JPqCgKiDFSQQ2ARqDbpoC+AALCgFAKAg3vyv77Yf5gjxb8fbnOitjluqzM3/ADolTYXw%20IwH+HxvvSay8bXfazQwtVdhvq5lxQCgFAKAUAoBQCgFAYG4f1BkvzV/72qrQ1kVlmZCvcSP/AC5V%20uHmx377HrX5lqLpaZ246zJ5rGNMUAoBQCgFAKAUAoBQCgFAc93ifAPcHR+ISNer2s611wNddqKYu%20qyNu4b9fZfS34qx98VWjzPNE8G4aSaqyTSFAKAUAoBQCgFAKAUAoBQCgFARt37/BnG+HIoH/AO3e%20r3cu+Z7Dyb7qe0v9x3wOfPXOe+UlA/cqOYfNJ3P5aJCrxHqFAKAUAoBQCgFAKAUAoBQCgFAKAg3v%20y+FsS/uBH35z5OFbHLdVmZv+dEq7C+BGAvx83xb+j2Kay8bXfazQw9VG9rmXFAKAUAoBQCgFAKAU%20BgbhNsBkz/2j/wB7VVoayKyzMhXuK+F6uF/NTt7dHtzAt8qtfmWou0ztx1mTzWMaYoBQCgFAKAUA%20oBQCgFAKA57vE+Am4LcRj5BHRwbNdcHXXaimLqsjbuGt5+y9vcrP3xVaPM80TwbhpJqrJNIUAoBQ%20CgFAKAUAoBQCgFAKAUBG3fvf3sY49HnBN/7u9Xu5d8z2eR5N91C93G/A+R+fPfwG6jmHzSdz+WSH%20XiPUKAUAoBQCgFAKAUAoBQFgz4IJBfbBHG6hQFPOEH3Q39UKAecIHuhv6odFAPOEH3Q3f/qHGgIA%20718xMnbuUmZCEIxIyWm1dqHUPNhxakvIUEpHKQr0RW3y+KUXR5zK31tyVUSj3XZ2RJ2djkz4ox7U%20WOzHjrddClPpaQEKd5OVPIklPi9foVl7zFKbozQwG3FZDrvOEH3Q39UK4HUecIHuhv6odFAPOEH3%20Q39UKAecYHuhv6oUA84QPdDf1Q6KA9olRlpUpDqVJRqogg20vrQF2gFAKAUBgbh/UGT6PxR/X+jV%20VoayKyzMhXuK+F50A/Rbug4D25itfmWou33GduOsyeaxjTFAKAUAoBQCgFAKAUAoBQHPd4nwD3B0%20fo+Rw0+xmuuDrrtRzxdVkb9w/wCvsvx0iMD+sVWjzPNE8W4aSaayTRFAKAUAoBQCgFAavcmeawmN%208sWy7IWtxDDEdhIU4464bISASkanw1aEbxWUqHJ/GFuq5ttTIWGn1pP4SrXY+qJF9+llPjC3X/lS%20fa179knq8Lgpdj6okbR+lj4wt1/5UyH3JPVrxcFLsfVEm+/Sx8YW6z/+KZDW1vak9PouCl2PqiL7%209LHxhbq/ypkLfzSfDrq4Oml2PqiL79LOH7wGty7leYmsbfyzD7Kh2sY3MdaQCnnCO0IS4m5Fwnxh%20Xs3TGjhvLKJ5t4w5YiyJnvu+98+2e3lPYDLPyH1Epji/kzQNuZQb5wFOLt7IjosOk1XesaGI8jhT%20xG7wcFlTbO1+MLdf+VMh06dknqv9sry3Y+qJ6b79LHxhbr6NqZD7kn0vslLsfVEX36WPjC3X0bUn%209P2JI9D7JS7H1RI2j9LHxhbr/wAqZDr+tJ6r2+uUux9USb79LOi2duhO4sZ5clstC5HIeOhI1Guo%20Itxqs4uLaZMJXlU39VLCgFAKAUBz+/5kmHszMSYrqmX2o6ih1B5VJOguk9BtXXASc0mc8V0izmz3%20XbfUbqmZIqNrkzXb39M+GvPxkrI9x24VWvvKfFbtw8JeSPEEeWOdNj104yVke4cKrWPit27e/lWS%20PT+WOW6uunGSsj3DhY2sDus27wEvJdH9scPD06cZKyPcOFVrLEnuh2fMDYkuznwi6mu0lOLsDx5b%20304VaO/YizUXsIe5xeepeHddtrxbTMlbTl/HHbEWNgOvTqqvGSsj3E8KrWPiu22BfyzJWFhfyxzi%20Db1b04yVke4cKrWVPdbty5HleS/vrnA+n4KcZKyPcOFVrHxW7dB/Kslfj+WOdXo04yVke4cKrWPi%20t27w8qyRtp+WO9Hp04yVke4cKrWPit257ryVtdfLHen0DTjJWR7hwqtZj938BtT26cMp55cNuRIi%20IUpxSnQ0UJGjh8a45jY13xZZFLTdqcsOOdddCTa5lxQCgFAYG4f1BkvzV/72qrQ1kVlmZCncT8Lj%204MW7w/nmK1+Zai7TO3HWZPVYxpigFAKAUAoBQCgFAKAUAoDnu8T4B7g6PxCRr1e1nX0q64Ouu1FM%20XVZG/cPfz9l9P7Ix98VWjzP7vtPDuGkmmsk0RQCgFAKAUAoBQHL7/v5JhyBcjMQfvlvDXSGaX7rK%20Tzr95GzUVXNr2HAa630GttNfRrOPeU5yDqq9jc2BvbXo9Lj00FCnMsaE2PULk9HDr48fVoCoUVGw%20Psr8ttRbjfiLjUcKCg7T56/igi97i2gNzp4unRQUHMvhxtygmyhck8p6KAcyiq3VxA42uR08tvkt%20QDmWeHAi4vccRpcnhqOGtAOYk8oOtzfQ8L9XpHWgHOrX6I8Em4N7Dqvca6kcKChVKvHI6B4fDpe+%20up4UIOX7m+b3ra8O1c4/zivAK08fXZ4MHVO9ridBQCgFAKA5rvK+Aeb/ADZXg6RXbd9dHPG1WZ3D%20kKr6BIJIt8sW4kDT5VZhoIwpeZxEKdCx8uazHmzytGPiqIS48WkEr7FB1JAPRfSpoKhjL4iRkpmK%20jymXMjj0JVNhoUFuMoeT7Vzt2ukLSL26aUFTN05rkDRXjXte5Ite1hp4tum1QBY2GqbKsQs2IUeC%20VcBc6DqoDWbg3Nt3b8PyzPZKPi4ziuRLktxCErURflCb+Na/RrVoxbzEN0PUXcu3peGOdjZSK7h+%20QrOTS6ksJQDZSi6fETa2qTwPGocXmJMXb29dobkMhOAzETJrj3U81FeC1JvoDZHjWN+NjrUuLRCa%20N2RZfDgTYDS59kQPY6qPojSqklCEgWIAAFjoBoCAqwUdE6a0B6AsvXQk2v1nU2udeCr6cKA5Lu++%20EG7D15B/5SUCvfi6q/cR4sPWf7xIdVJFAKAUBpN54ifldvyosDIqxkkoUUSAR2ZHKQpDtwfEUDqR%20qOPgrphSSllVSmJFtZHQhvu025l29yKkP5LzNFx/NFmLDzPaSCChXZNk810GybuDo0GvDT3vGjKK%20SVWeDd8KSk23QnMZrDe74/3ZHr+Gsq5Kw0byHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8%20rR56w3u+P91R6/hpclYLytHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rR56w3u+P91R6/%20hpclYLytHnrDe74/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rR56w3u+P91R6/hpclYLytHnrDe7%204/3VHr+GlyVgvK0eesN7vj/dUev4aXJWC8rTmO8KMnP7ckQsVnWocpaFJ7NLzQbfQoWU0sm/LzA6%20KHA+Cu2A7squNUcsVXo5GR/3TYPIs5h7JysiMPCaPYPxS4yHJK2VnxDcqs2lR1UD43AdNe7fcWMk%20klU8u64TjWroTP56w3u+P91R6/hrLuSsPfeVo89Yb3fH+6o9fw0uSsF5Wjz1hvd8f7qj1/DS5KwX%20laPPWG93x/uqPX8NLkrBeVo89Yb3fH+6o9fw0uSsF5Wjz1hvd8f7qj1/DS5KwXlaPPWG93x/uqPX%208NLkrBeVo89Yb3fH+6o9fw0uSsF5WnI7k3Dh85j8e5jpCZAi56JGkJB1S42+UkEa6aXB4EV0UHFO%20vpf2HO+m1T1I6TlJUbfRHxtNCR7LUdHCsw0SONjd8cTdG+8xtZEAxY8HtVYieVq5ZyIr3YSFNjlA%20AQsaWJuOquksOiqUU02dSxvzZTu4FbcZzcNecb8VzGtujtQpsEqSEgkFQtqga2qt10qWqje6lJST%20c6cyeNybDov4p1B8WqkkdTu+SFG724+xDCK4iyiM9m+chDc95oyGovKE2PMlIHsuNdNnkqc7+Wh1%20GX33svEZZjD5bNwoeVkAdjBfeSlau1JAB5uCVHhe1VUWXvI12W7wMZE35i9otzcd28pK15BEmUES%20EqKU9gy1HSDzOPcxVZXKLai5IFSo5KkXstDRPd+GBkxtzOYUxH5e25bcdbc6U3FbeStxtlcjtAlY%20QhKnOzQTqo6aVNwi/Yddld9bLwuVj4XK5yHBykgI7GG68lDnj+Ik2NkgKPsQQKrddKlqqpTJ792V%20iMy1hMlnIMHLO9mG4Lr6ELHPaySkiw5reLzam+lFFhyRv0ApISNOPi6g2Hi8Oi2lVJI97rN57Sxe%203zHn5aLFkB1wKacWEke2r6wkdNa+Ngzcm0nQy8LFio0qdn8ZewP2/C1tb21PT/zrnw+J6WdNrC1D%204y9gft+F91T8nTTh8T0sbWFqHxlbA/b8L7sn5OmnD4ljG1haPjL2B+34Wtre2p6f+dOHxPSxtYWo%20fGXsD9vwvuqfk6acPieljawtRot5b62nl9s5zGY3JMypaIfbBLagoKTz2Vyq4FSbagcNK6YWDKMk%202imJiRaaTOqSLJQBdJIFr3AvbTQW4cuqRaslmmiIe+hGcd7xu7JGBdjx8uqTk1RHZyVOx0qMdBV2%20iG1BZ8W4FjXTDzM5zz5M5q9mZrMbd7z+8fIbqKcllGmMK0tvCxnVds48ktsNssqUpfMeZIN1W49F%20S0mkkRGqbqSrjtxvbj2k5ltrcqJzofaiNZNt1pDUplxTS2pLaSVjkcQUnlvw00rk1R5S9a5iO+5n%2040/fRus5o47zV56k+ceQyu18oDKLeQ9qOTye9h42vGumI1QrCuZnvdJwyP8AUPh/fX5OnC+990YI%20TuzEUT/KLPBIc8TteysPQt4KhauQh62U5Tf8ju6d2m07tWOWtmDeUU71cZSvyN1I+uLRqptTBVyX%207PS9tOFWin7aFXTxN9ud7Z3xx93y9lmF5xR5WvLuYrsuzGL7G48oLPicvHk5vS6KKtHUtTLVEj7Q%2039hd0vzGIUWbEcittSVMz4yo5diyufsX2knVTbpaURzDm8AvXNxoXUqnScxAvcAi5PjXFxoo8RcD%20m1uejhVSx6SbKAv08libmwBI+e49PoUByXd9f3w7s/xB/wAHzqK9+LqL9xHhw87/AHiQ6qWFAKAU%20Bg57GHK4TIYwOdkZ0Z2P2tubl7VBRzWuL2vVoSo07CJKqaIkH+nuZa3nmL/cj4P5atH6k/T07jwc%20D1lf9vcv9sRf7kfw1PqX4RwPWU/29y/2xF8H4kfw1T9S/COB6wf9Pcv9sRf7kfw1R9S/COB6yv8A%20t7l/tiL/AHI/hqfUvwjgesp/t7l/tiL4PxI/hqn6l+EcD1g/6e5f7Yi/3I/hqj6l+EcD1lf9vcv9%20sRf7kfw1PqX4RwPWU/29y/2xF8H4kfw1T9S/COB6wf8AT3L/AGxF/uR/DVH1L8I4HrK/7e5f7Yi/%203I/hqfUvwjgesp/t7l/tiL4PxI/hqn6l+EcD1g/6e5f7Yi/3I/hqj6l+EcD1g/6e5fRmYo/9iT/6%201T9S/D07hwPWV/29S/2xF/uR6/57qqPqX4encOB6x/t7l/tiL/cj4P5an1L8JPA9YH+nuX+2IvR/%20Yj+Gp9S/COB6x/t7l/tiL/cj4P5ap+pfhI4HrH+3uX+2Iv8Acj4P5ao+pfhJ4HrA/wBPcv8AbEXo%20/sR/DU+pfhHA9Y/29y/2xF/uR8H8tU/UvwkcD1j/AG9y/wBsRf7kfB/LVH1L8JPA9YH+nuX+2IvR%20/Yj+Gp9S/COB6zDxfdpktuuxMnkX+RZzMSNGjxx2aHWUyPFeeR49ybXQm/i3PXpXH3pYiaS+6y2D%20gXGm/USFvd3cDW0cwvbkUzM/5O41jWEqQlQed8UL53FpSAjmC7X6Kw45zXlWhD8HuY7wNojZWYxe%20X8/SNrv8isGiPHi8kWeb5Dkf5wXTdRI59enwVe+nU5XGjabD2pvHBScfteZs+HNax2Zk5Fe75bjK%200GO64pxL7CU3fTKsoIAUNLam3A2mSq1y5yUsFlM5LwRn5XDLxmSSX7YovofUQhZ7KzibN3cABHVe%20ubSOlWQS73Id6M/Zk/LScx5NuabkF7kO3AxHXbJNLV2CBNK+YEN6AX5R8uut9VObi2btzbu/I+Z3%20M+7sSLuFW9Dj5aVzno5jxFtNID8WZzEuFDCgSgt3B6KXkKGsy3dXvVzdOdx8iBkJ+NzucZyzWQhz%20IcWC22ClZU92rT8xLkcp5UJRoRw8K8qEUaZe3R3d72lYzvKwcPb5cOdy8XKYmehyMhp5kPsKW1ZS%200qSpKW1KPNp+7N9ZGLrzG4zO1t443du8RH2bE3bE3a/DkQps1xgRmEsISlbMxLh7Xka5eZvkB9Wq%20qSoS1lNTuju+3ulW+8BG2uxmhvSW3Jx+4y+y23FSUpHI8ly7yRG5SW+QG96lTWQhxdSc8TDdhYyD%20CdeU+5GjtMuPW9mtpAQpRP0x1ri2dlmOE7r9j7Ry23zJyGMZkyS84VOK57mzqgOCrdFbGNjzUmk8%20n7DMw8GLjlR2HxWd337EY/8Ar/jVz4nEtZbYQsHxW93/AOxGPVX/ABqcTiWscPCwfFb3f/sRjo6V%209H76nE4lrHDwsHxWd337EY/+v+NTicS1jYQsHxW93/7EY9Vf8anE4lrHDwsNDvHu92jhtuZvL46A%20iPKEItItcoQOa6lJCr2UoGxPV6ddMLHnKSTekpiYUYptHYJFkJTa45EgptfQ2Go04/8ATprWOaqM%20aTjMXLmQ5smIzIlwVrXAkuJC3GlOCylNLUNOZB15Tw01oQ0abdO038njcoNvTWtv5/LIZalZ9pgO%20SCwg8OZC21ew5koVzeL0a2NWToVlEzNoYKRgNtwsS+5HeciIUjmhxzFY5Oa/is873jC+pKiVG56T%20USdWWishtypSuo2t1kXudL26FDjUE0Nfndu4DPQ/I85jY+TiJUVoZlMpdSCn55IUnQ9GnEVKbWYq%204pnuNhcFFxXmePj4zOHShTfm9LTSY/Z28cFoDl5b8dKirJumJg9n7W26mQNu4iFiHpAKVOR46Gyp%20WvKFcvIpSQRe17dVS5N5yqgkafu+2Xn9tedHs5mmc5KybiX5E5MUxZKnBcEvOKee5kIQQltCeVKA%20NBVpSqIxodgSsG5NiLcdBcnlBAvrfq5vl1QuVF+cC5A6L3JITp0m/E8aA5Hu9+EG7NR+sJHD/pRW%20hjai/cR4cPWf7xIlULCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA5ff/AOSY%20fp/TEH776BrpDNL91lJ51+8jZai1wRYlRtfgNBa3N4NNP3Kzj3nnmIT7K1r3PMCNAEk9Gg6eFAei%20blQva3MbDVQt9KL3439SgKEKFyR4w1+ePC17Eelp02oASoKsNFFRt6OluITcW1OtAASQQlVyQSk3%20HWbai+h6NKAqb620Bta4PA8NLD0COqlAUCtR6I00vci9uPEcT4KCguoDXgNTc6XsTqSPYi41FAV8%20cAWuRew0sfF9Qa2OugoAjl5tLHS4N+Y2PCxJvwTc0DOX7mr+9bwdq7pe+varvWnj679hn4Ood9XE%206CgFAKAUBzXeSL7FzI645+aK7YGujnjarM5IWUJ46pA1uPRvYi3Dq0rMPeeuVRUCRY3sejQG44XP%20y+n0qElAFnl6ekG2tzrfxvY9ItrQFAjQcoAHRcdA1TcWHsT0UFSqUqukkH99YkaX6D4SmgKchCRp%20bxUjgLjXwJI8XiOigqVssa6jXTidSLDQK4Dp9WgASscAdOFyTx8UXuRwGpH7tAOW19DYaA6kg8AR%20fmv7I6+rQAJUbXFrk3I42ULmyr39l/yoAAu4UUm55SoCwFzoeB6B4TQHJ93yF+f91kg2OQkAH0kd%20Ne/F1V+4jw4ed/vEhVUsKAUAoBQCgMfIz4+PhrlyObsm+UEISVqJUoJSAlNySVEUBZhZvGS2e1bf%20Si3OFtu+1uILZIWFoXZSeUjW9AVGZxqp4gpeSp9TSXhb2PIs8qPG4XUeAoC43koS3nme1CXGHQws%20K8W7hQlwJTfj4qhwoA3k4K0FReS3bmJS4oJUAlRQVEE8LjjQFqfmYMJLJcK3VyL9g0whTy1hIuSl%20KAo2A6aAuoyUBSAvyhCQUpXZZCFAL9jzJVYpvfpoC55ZEC1oL7fO0OZxPMm6U9ahfQUBZkZbHMGO%20HH03lLS3HCTzFZXoki19PDwoC6J0IhJEhohauRBC0+MrhyjXU+CgMDIbow2PdlNSnihyG228+kJU%20bJdVyItYa3VQFyJuDFy35DLTh/Fr9o6pKktkIPKrlWQEnlVoaAZTP47GoaXIK1IeStaVMoU7ZDYC%20lrPIDZKQeNAeVbkw4iSJQf52oquV0IBUq9wkWSNSCVCxFAXI+dxz8cPJUpF3hGLS0KQ4l5RACFII%20uD41/Q14UBeGSgl5plLyVreK0t8p5gVNi6k3GlwOigMmgFAKAUAoBQHOb7hZKTjIa8fEVNfhz40p%20UZCm0LUhpd1BJcKU3t1mumHTKnkqmik08lNDRrPPm5b67TnnUa9tB4jQn670jSuPDL1Lx8jrxD9L%20KjPbn/ylP+dGsiJwGv27/nThl6l4+Q4h+l+A8/bnI8bac8gHmt20I9Zt9d6D+5ThV6l4+Q4h+llP%20Pm5R/wDic+4sb9rB4i4v9d6RpThl6l4+Q4l+lgZzco4bSn6aAB6ENAbp4PDQU4ZepePkOJfpZXz9%20ue4PvTnqtci70Lib/wAt6VOFXqXj5DiH6WU897kty+9KfYAJ+uweF7H7L0ga04ZepePkOJfpZXz9%20ufp2lPsQf7REv4x1+zdH/KnCr1Lx8hxD9L8Cnn7c/wDlKeLG4Aeg2vrci7vTThl6l4+Q4h+lg5zc%202v8A4nPJta/bQSdNQdXfnTwpwy9S8fIcS/Sz0M9ufmH/AInPte9zIiehw7anDL1Lx8hxD9L8DK7t%209vz8LttlicjspTnM46zdJKCpxSuUlJIJseuu+NJOTaOWEmopM6quRcUAoBQCgLE+BDyEN6FMaD0W%20QkoeaVwUk8QbVMZNOqIaTVGc78WGxrAebOH8vI/CV14idpTZRHxX7G/Zn9fI/CU4idpOziV+LHY3%207M8P15/8JTiJ2kbKI+LHY2n6M4fy0j8JTiJ2jZRKfFhsb9mf18j8JTiJ2k7OJX4sdjfsz+ukfhKc%20RO0jZRHxY7G/Zn9dI/CU4ido2USnxYbG/Zn9fI/CU4idpOziV+LHY/7MH3Z/8JTiJ2kbKJT4sNjf%20sz+vkfhKcRO0nZxK/Fjsb9mf10j8JTiJ2kbKJtYO2cFBxj+LiREtQZIWH2gpZK+1Tyruokq1Tpxq%20jxG3V5yygkqI2dULCgFAKAUAoDDy+LZykByE8opadKCu3SELCyn99y2oDXvbRxqlOFn2gLababSl%20KSElp4v83jXKuZavGB40AibWaiuqdakK7VxCUOKKE/bVvKKBwQSpzT6GgMV/ZKX0oL+Qdce7bt3n%20SlHjqSGwnQWAIDIF+nX0gLrezYiEPgPKK3S2pKilJCVNPrkJ0+eTzLsQeIFAXHtqNGFFYYkrZdio%20ebD3KlQUiRq6koOgBPC3DopQGM9saIuC7ERLdAeLXO6oJWtQaYLAClWBNweb0aCh7c2VGUlXLJWh%20xRcPaBCL+2Ntt2Omo9qv6foUBab2FDQllAlOcjZSpfip5jyLdWnlUblH19Q8XwemB6948f2pQlKS%20604lYcQhKSEoQhACbexVyti56erhQUGQ2WnJPLkzJSvKHByr5Ep5bJCgjQ/Q8wPoigoe17LYXKfk%20KlrK3FJU34iBqlwOjtrAdtZSbDm4D1aAvObXYluxvOCkyI8MKEdkIDYPaISFFYRYcQbAaa0BblbM%20ivdsUSFMrdU8sLSlOhecbc9MJLItQFw7ccShtflBkSvLUzH3VgI5va+xUEhHsbNnxfDQFIe21xHo%20CUuhyPDWXObkShfislltJ5R4+iyVKUaBG+oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB//2Q==" height="363" width="471" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Primeras etapas de la biodigestión anaeróbica.</span></div>
      <div id="f19" class="fig">
        <div class="zoom">
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height="297" width="464" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Vías metanogénicas en la biodigestión anaeróbica.</span></div>
      <p> <span class="tooltip"><a href="#B16">Yu <i>et al.</i> (2013)</a><span class="tooltip-content">YU,
        L.; WENSEL, P.C.; MA, J.; CHEN, S.: “Mathematical modeling in anaerobic
        digestion (AD)”, J Bioremed Biodeg S, 4(2), 2013, DOI: <a href="http://dx.doi.org/10.4172/2155-6199.S4-003" target="xrefwindow">http://dx.doi.org/10.4172/2155-6199.S4-003</a>.</span></span>,
        citan un modelo integral alterno para generación y vías anaeróbicas 
        degradativas de la materia orgánica con interacciones asociadas, 
        previamente desarrollado en 1999, esto simula la codigestión de desechos
        complejos que tienen diferentes características y composiciones a 
        través de las vías principales; el modelo cuenta con la hidrólisis 
        enzimática de carbohidratos no disueltos y proteínas e involucra ocho 
        tipos de bacterias: acidógenos fermentadores de glucosa, bacterias 
        lipolíticas, degradantes de ácidos grasos acetógenos, acidógenos que 
        degradan aminoácidos, acidógenos que degradan propionato, acidógenos que
        degradan butirato, acetógenos degradantes de valerato y metanógenos 
        aceticlásticos. En el caso de los carbohidratos, las ecuaciones químicas
        estequiométricas propuestas para las tres etapas de la biodigestión 
        anaeróbica son: </p>
      <div id="f20" class="fig">
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oA3qK8%2091z4y6Fo+r31hZ6Vr2utpvF/PpFh50NoRnIkcsACACTjI4POQRVjxf4t0G/+Ek/iKDVdUTSJljdb%20zRJBFdAGRRhS2NpzwQcHGRQB3VFch4m+Iui+EI9PtbiPUNT1K+jDWum6fb/aLqZQOW2ggcepIzg4%20zg1ws/xJHiX4v+C7HSpNY0kh7ldS0i+R7aQfu9yebHnDAjkHmgD2miuA1r4xaJpmu3ekaZpOveI7%20mx4vDolh9oS2b+67bgAeD0yOCOoIrpfCni3R/GmhR6t4fuvtFsx2sCpV4nHVGU9CP/rjI5oA2qKK%2083k+OHh83t7YafpGv6pqNndSW0tjp1iJ5sRkBpcK2BHkgAkgk9qAPSKK47Rvif4f13wvqmtWX2tD%20o8bvf6fPD5d1blASVZCcZ+U45xnjPBxU8N/FrTPFmqWttoeheIJ7W4GTqn2ECziO3cyvLuwCPunG%20eeBmgDvKK80vfjn4dguLz+zdI8Q6zYWLlLnVNM07zbSIj72ZCw4HUnGMcjNdDq3xG0DS/AH/AAmU%20U0moaQQhV7NQWbcwXoxXBBPIOCMGgDqqK80n+OvhyBvtDaT4hbRvMCHXU01jYjnBPmZyQG4yAeRx%20mtbxxrukx6X4dvJdT1aO2vtUt1tZtFnVROz5KiQk/NEe4HXigDtaK898ffEqy0eW58NaKuq3/iKW%203J8vRtP+2SWSkcSOm5R3yBn0zgEZl+GPiXQ77wbLHpupavfXWmZGox6zI7XscgByHV2O3ODgKdo5%20HUGgDvaK8rh/aB8O3mj/ANpaVoHifUreNGa6az00SCzxniVt+0ZA3cE8dcV11z4n0fXPhpeeILC+%20ujpcthLL9osTsnRQp3bN2NrjBxnoRQB01FcF/wALE0Dwt4A8P3txPq+oHUoI10+2dPtGoXpKjqFO%20C+CMnIGe+SKv+EPiRpHjDULvTIrTUtJ1W0UPLp2rWv2ecIcYcLkgrz659uRkA66iuA1r4w6JpmvX%20WkaZpOveI7qx4vP7EsPtC2zf3XbcADwemehHUEV0vhTxbo/jTQo9W8P3X2i3Y7WDKVeJx1RlPQj/%20AOuMjmgDaoormvHvjD/hCPDa6t9h+3brqG38rzvL/wBY23Odp6emKAOlooByAaKACiiigAooooAK%20KKKAOY+JGhXHib4ba7pFkCbm5tGESj+Jx8wX8SMfjVL4WeLdN8T+BtOjs50W+sLaO2vbJjiW2kQb%20CGU8jJU4J612lcf4l+E/gfxdqH2/X/D1vPd87p4neB5OnLmNl3ngctnFAEes/Ee2s/H2l+ENEtF1%20jU7pyb1YbjaNPiGMvJhW55+6cHp6jPnHg34a+EvHPjbx7deKdJ+3TW2uPHE32mWPapGcYRgDz616%2074X8EeG/Bdq9v4Y0i3sFk/1joC0knJOGkYlmAycAk47Va0jw1pOg3eo3Ok2n2ebU7g3N23mO3myH%20+LDE4+gwKAPEfi78JPBPg/wRHq3h3Rfsd6l/bosv2uaTCs4BGHcj9K6r4gXKeEfir4V8baorf2Kt%20tJpl3OFLfZWflHOOiknBNeieIfDeleKtL/s7XrX7Vaeakvl+Y6fMpypypB4NX7m0t7yzktbyCO4t%205UKSQyoHR1PBBB4I9jQBEmqafJpX9ppfWzaf5XnfaxMpi8vGd+/ONuOc5xXlHhfUm8UfF3xV438P%20W5vtM0/SxptpIGKLfTKd7BGI6ZGM+4POa6A/Aj4atqH20+F4fN83zdouJhHnOceXv2bf9nGMcYxX%20d2dla6dZxWmn20NrbQrtjhgjCIg9Ao4AoA8l0Pw98M/jdpP9v3mgWsOsMrLfQW9y0c9vISeZNm3c%20eMhmXn8MVF4MF94O+M//AAhOk+Jb/wAQ6H/ZpmnhvphPJprrgKpcD5QQBhMDhhx3PY+IfhB4D8Va%20o2o634dglu3+/LDLJAZDnOW8tl3H3OTWz4Y8G+HvBtibTwzpNvp8TffMYJeTkkbnbLNjJxknHagD%20brx34x+AM+D/ABN4h/4SzxQP9Hab+zBqX+hdhs8rb932zXsVFAHnPw7+H/8AZFlo2tf8Jb4pvt1l%20G32C91LzLUboxx5e0cDPHPGBXo1FIw3KQc4IxwcUAeE3D+MPHPxr1DxB4HGiyWnhgHTLd9YaXyWl%20YfvWQR8lgcjPHGKhvH8Z+A/i5pXjPxuuhR2OsFdJvpNGafy1z9x5BJ0IIHI4wp6V7R4d8M6R4T0s%206doFmLS2MrTMvmNIWdjksWYliT7ml8ReG9J8WaLJpPiCzW8spWVmiLsnKnIIZSCDn0NAHn3j+KOf%2046fDcSorqrXbgHnkRgg/geal+IFvFN8a/huZYw+2W8YZ7ERgg/gea7ebwno1xqmk6jcWjS3mjIyW%20MzzyFogy7Tn5vnJA6tk1Nf8Ah3S9T1rTdWvrXzb7Sy5tJfMYeUXGG4Bwcj1BoA89+JCk/Gb4bFMB%20zPeAH/tkKb8ALq1h8Eajptw8cesWOp3P9pxOQJA5c4dh1wQMZP8AdPpXoeo+GtJ1bWtM1bULTzr7%20SmdrOXzHXyi4w3AIByPUGsLxL8JvA/i/VP7S8QaBDcXhXa00cskLP/veWy7j2ycnHFAHG/DWaHUP%20EHxP1PR2D6Lc3mLeRD+7klEbeay+oJIOR6itT4CwRL8CNKCxqBKtwzjH3iZHHP4CvQbDRNM0rR10%20rTLGCzsFQotvAmxQD16dznk9T1qLQfDul+GdBh0bQ7X7Lp8AYRw+Yz7dxJPzMSepPegD55i/5M3n%20HZb8gD0H2vpXpvxG8SPpA8I6ZpmkaRfa1qdyqafc6yv+j2bqq5fI+YMcgDaQee/Q9MPh14WHg1vC%20o0v/AIkrSeabX7RLy2/fnfu3fe561c8R+D9A8XaMuleI9NivrNCGRHZlZCOhVlIZTjjg8jigDwz4%20oS+Lo9a8IQ+N/EeivdS61bPHoek2x2Iqvjz/ADJD5nOduDhfToa7fRpYrT9p/wARR6mQlxeaRB/Z%20xfjfGuN6r6nIJ4/umugtfg74CstK/s+08OwxQfaEudyzS+b5i8qfN3b8DsN2PatfxV4F8NeN7WG3%208UaVFfpA26JmZkdPXDqQwB7jODgelAGJrl/oOpL4x0rwsLZ/FSaY4vGtrfEpJjIjV5QuGPou4kel%20U/g5rOiL8EtJmiubaC30+1KX25lUQSLkyb/Tu3PYg9663wx4R0Hwbph0/wAM6bFYW7NvYISzOfVm%20Ylm/EnA4rB1X4NfD/WtcfV9R8NW8l5I4kdklkjV2znLIrBST3yOe+aAMP9n5CfAeo3ECPHptzrF1%20Lp6sMYgLADA9Mg12Pi2y8WXkVqPBmrWGmurN9oN7bGUOONuMdMc1u2trb2VrFa2UEdvbwqEjiiQI%20iKOgAHAHtUtAHm39ifF//obvD/8A4LG/xo/sT4v/APQ3eH//AAWN/jXpNFAHm39ifF//AKG7w/8A%20+Cxv8aP7E+L/AP0N3h//AMFjf416TRQB5t/Ynxf/AOhu8P8A/gsb/Gj+xPi//wBDd4f/APBY3+Ne%20k0UAebf2J8X/APobvD//AILG/wAaP7E+L/8A0N3h/wD8Fjf416TRQB5t/Ynxf/6G7w//AOCxv8aP%207E+L/wD0N3h//wAFjf416TRQB5t/Ynxf/wChu8P/APgsb/Gj+xPi/wD9Dd4f/wDBY3+Nek0UAebf%202J8X/wDobvD/AP4LG/xo/sT4v/8AQ3eH/wDwWN/jXpNFAHm39ifF/wD6G7w//wCCxv8AGj+xPi//%20ANDd4f8A/BY3+Nek0UAebf2J8X/+hu8P/wDgsb/Gj+xPi/8A9Dd4f/8ABY3+Nek0UAebf2J8X/8A%20obvD/wD4LG/xo/sT4v8A/Q3eH/8AwWN/jXpNFAHm39ifF/8A6G7w/wD+Cxv8aP7E+L//AEN3h/8A%208Fjf416TRQB5t/Ynxf8A+hu8P/8Agsb/ABqtqNp8UdL0+W81Xxx4YtLSJcyTXFgURR7knFepVx2s%20/DLRPEviwa34llvNWjiC/ZtMuZc2duwGCwjAG4nqd2ev0wAfPvh3QPHOv+Pn1b4aXlvbQ7ttzrFn%20ZtZWMxB5/dtkS/QJ15x3r0f4n+H017x18NdE8X+TqS3D3SXhhV4EmIjU5ADbl5A6N/hXtMUUcEKR%20QRrHGihURFwFA6AAdBXPeLfh94Y8dC1HirTPt/2Td5P+kSxbN2M/cYZ6DrQB5/4y+C3w58OeD9R1%20mxszod5YQm4tr9b6ZjFKvKcO5U5YAYxk545qn4m1jUfEHww+Guq62gS/u9csZJsJt3H5sNjtkYP4%2011tn8BvhpY3kVzD4XiaSJgyia5nlQn3R3KsPYgiuv1jw1pOvQ2UWq2YmjsLlLq2VXZBHIn3T8pGc%20Z6Hj2oA87+FNxBafEb4g6ZqLomtSasbgLIQJJbYj5CvcqAfoNw9ab4ZuLfUv2lvE95ojiWzt9Kit%207+WI5RrkMMDI6kKCPqDXZeK/hv4R8bzQzeJ9EhvZ4RtSYO8UmPQsjKSPYkgZNafh3wxovhPSl03w%205p0FhaqclIhyx6bmY8sfckmgDyLRvDWsbNU1D4K+PrU6W2pO91o2rWX7qKTP71GdlMiD2Crkfxd6%20wda8RHxF8DLC8l0Sx06w0jxLFFqcGlRgWksSP8zoo42ksO555zzXrOvfBvwD4m1eTU9Y8Owy3kv+%20skimlh3nruIjZQW55JGTXUW2g6TZ6INGtdMtItM2GP7GsK+UVPUFMYOcnOeuaAOI+MusaI3wT1aW%20e5t57fULYJYmNwwnkbBj2YPPIDcdgawLyC7tvGXweg1LcLuO0nWYP1Di2XOffNddpHwa+H+haymq%206b4at0vI23I8kskqo2c5VHYqCD0IHHbFdJf+HdL1PWtN1a+tfNvtLLm0l8xl8ouMNwDg5HqDQBp1%20wPj7wD/b0eoat/wlnijTdlmw+xadqXk27bVPVNpznvzzXfUUAeK/Bn4fed4H8N6//wAJd4pj+Xzv%207Nj1LFnw5+Tytv3TjkZ7mvaqKKAPEvHr+IvHHxksNH8GDTZB4TRb64OptJ9n+0P9xW8vJJAwQOP4%20qy/HMPxH8OeING+IniiHw48OiSiG5/sRrjzHt5DtYOJBggZOMdCe9e16N4Y0fw/eajdaTaeTcanO%20bi8laV5Glf1JYnA9hgD0q3qml2Wt6Tc6ZqlutzZ3UZimiYkB1PUZHI+o5oA8u1y/tD+0T4N1K7lR%20tOvdImTTpyQEaZiTwfUqQB9RXdy6r4WX4gQ6a/2RvFDWZZCttumS3zkgyBflXPYkZ9Kbd/D/AML6%20h4Rg8MX+lJdaRbgCGCeWR2ix02yFt4x0yG6cdOKXwn4A8L+B4518LaRFYm4OZZA7yO3tvclse2cU%20AePNb3t18Kfi5FpoYzf23dMVUclAULj/AL5Br0/Sdc8Mn4NwaglzajQo9LEch3LsUCPaYz/tZ+XH%20XPGK6HR/DmlaC1+dJtPIOo3LXd1+8Z/Mlb7zfMTjOOgwPaucX4N/D+PxB/bUfhi0S9D7xtZxErYx%20kRbvLHrwvXnrzQB4l4ZngsPCHwo1PVCI9Dt9YuxO8pHlxSM58pmJ4GCCcnpg16X+0BdWk3gnTdNg%20kWTWL3U7c6ZGjZkLhxl19gDjP+0K7m18DeG7PwkfDEWkwvozbs2kxaVfmJYnLknOTkHOQemKzvDX%20wn8EeENS/tDw/wCH4Le8xhZpJJJmT/dMjNtPJGRigDrowwiUP97aM/WvPfip4kfSL7w1pum6RpF9%20rWpXpTT7jWV/0ezdcZfI+YMcgDaQee/Q+iVj+JvCWheMtK/s7xNp0V/ahw6q5KsjDurKQyntwRxx%20QB4V8UJfF0eseEYvG/iPRGuZdatnj0PSbY7EVXx5/mSHzOc7cHC+nQ12+jyxWn7T/iCPUyEuLzSI%20P7OL8b41xvVfU5GeP7proLX4O+ArLSv7PtPDsMUHnpcblml83evKnzd2/A7Ddj2rX8VeBfDXja0h%20t/FGlRX6QNuiZmZHT1w6kMAe4zg4HpQBi65f6DqQ8YaV4XFs/ipNMcXbW1viXJjIjV5QuCfRdxI9%20K87+GGkeLdS+GdhdaB8VrfS7C1hKy2Y0K2f7Ey5LK7swOR1y2Mg5717J4Y8IaD4M0w6f4Z02Kwt2%20bewQlmc+rMxLN+JOBxXP6z8F/h9r+ry6nqfhuF7uZt0jxTSwh29SqMFJPc4ye9AHl2radZad+zB4%20oGl+JP8AhIrabUDL9sWxNqm8zR71RSSCu4E5X5eeOldl8UiG8MeAypBB12wII7/Ka9FufDWjXfht%20/D8+mW39kvF5Js0QJGE9AFxj1BGCDzWNZfDHwhp2i2mk2ekmOxs74ahBF9qmbZOOj5L5P0Jx7UAc%20ro8sVp+094gTUyEuLzSIP7OL8b41xvVfU5GeP7prd1y/0HUh4w0rwuLZ/FSaY4u2trfEuTGRGryh%20cE+i7iR6VteK/A3hvxvaxW/ijSor9IW3RMWZHT1w6EMAe4zg4HpU3hjwhoPgzTDp/hnTYrC3Zt7B%20CWZz6szEs34k4HFAHJfBzWdFX4J6VNFc20EGn2pS+3MqiCRcmTf6d257HPeqX7P6k+BtSuIEePTb%20nWLmXT1YYxAWAGB6ZBrc1X4NfD/W9cfV9S8NW8l5I4d2SWSNXbOcsisFJPfI575rsrW1t7G1itbK%20CO3t4VCRxRIERFHQADgD2oAW4i+0W0sPmSReYhXfG2GXIxkHsa8C+IHw1/srxJ4Mg/4TTxfe/b9X%20EHmXmq+Y9v8ALnfEdo2v7819A0UAc54S8H/8InHcp/wkWva39oKnOs332gxYz9z5RjOefoK19W1O%2020XRrzU79xHbWcLTSsT0VRk1crO17QdO8TaLcaRrUDXFjcgCWJZXj3gEHGUIOMj1oA8T+HWnfFWe%2021HxdokXhZB4nn+1t/bBuTMEGQigR8BcdOvBrR+E0ms+B/Hus+BfFK2UMuog6rp/2JnNuSx+dI9/%20OBjoeflPXrXs9raw2VpDa2kSxQQoI441GAqgYAH4Vmap4U0XWdc03WNQszJqOlkm0uEmeNo89R8r%20DcD6NkdfWgDz/wCAtxaweCtZtLtki1Gz1a5OpJIQGVi33mB6DA6n+6aqfEbUvDOq/s76zP4JW2XS%20hMiL9ltTBGXE6biq7Vzz3AwfWuy8SfCbwP4u1b+09f0CG5vSoVpkmkhL46bvLZdx7ZOTjitjUPCW%20han4XPhy602L+x9qoLSEmJAFIYAbCCOQDxQB5zoE8Gn/ALRmoLrUiRz6holsulNKcb1AG9Ez1OQT%20gehpnji9064/aL8D2lpJE+p28Vz9o2EFo1aMlA3p/EQPf3r0TxJ4I8N+L9NisPEmkwX0EP8Aqt5Z%20Xj6fddSGXOBnB5xzVDR/hb4M0C406fR9DitZtNeR7aRJZCys4wxYlvnOOPmzgdMUAcr8Abq2h8F6%20lptw8cesWWp3J1KJyBIHLnDsOuCBjJ/un0pvwhmh1Dx38QdT0dg+i3OpoLeRD+7klCnzGX1ySDn3%20FdR4l+E/gjxfqn9o+INAhubwrtaaOWSFn/3vLZdx7ZOTjiul0rSNP0PTYtP0eygsrOEYjhgQKq/g%20O56k96ALlePfBC80v/hJPHdmjRLq39uTSyKSPMeHdhSO5UHd9CfevYa8W8GfC3R/Eq+KV8deGpHz%204huJrSS4SSB2jOMFXUqxQ+xwaAM7WZLXVPiN8StQ0GRZLK38MtbX0sJzG9ztPGRwWCrg+hBrsPCN%20tcS/s12VvpSlbqXQGEIj4JkaM9Pck/nXXaf4L8O6V4Xm8O6bpUFrpU8TRTQRZXzAy7SWYHcWI43E%205960NJ0my0LR7XS9Kh8iztIxFDFvZtijoMsST+JoA4X4Oazoq/BTSpYrm2gg0+1KX25lUQSLkyb/%20AEzy3PY5715Oy5/Ze8U3MUbppdzrby2CHj9wZ0Ax6DINez6t8Gvh/retvq+peGreS8kcO7JLJGrt%20nOWRWCknvkc981R+MuhzXHwbvtJ8O6XJKymBYLOxtyxCrIvCog6ADsOKANG+1vwvH8HJL957T/hH%2020wxphlCMpTaIwOPmz8u3rnivLTaXll8EPhjFqG8SnXbR1VxyqM7sg/75Ir0q3+DfgGXUoNZuPC9%20ob/Cu4Yv5Zfbgkw58vP1Xrz1rqdZ8OaV4gjs49XtPtCWNyl1bgSMmyVPut8pGcZ6Hj2oA86+FVxB%20afEj4gabqTomsyar9oVZCA8tsR8hXuVGfw3D1qnp9xb6l8fvGN3ojiWzt9DW3v5YjlGuR0GehIUE%20e2DXe+K/hv4R8bzQzeJ9FhvZoRtSYO8UmPQsjKSPYkgZq/oXhPQvDOiHSNB0yCxsmBDxxA5fIwSz%20H5mOOMkk+9AHEfAWCJPgXpgWNQJRcM4x94+Y45/AVzvw8/5NY1gdlt9RAHoMvxXr2g+HdL8M6FDo%20+h2v2WwhDCOHzGfbuJJ5Yk9Se9VtO8GaDpPhabw5p9h5WkzrIslv50jbhJnf8xYsM5PfjtQB434Y%20lis/H3wuuNVIS0m8NmCzkk4UXBHIye5BAx7ivXbjVfC48eRaafsjeKXsmaMrbbpkgznBkC/IuexI%20z6U/UPAnhnVfCkHhvUdJiudJtkVIIJGYmIKMDa+dwOOMg56+tM8J+APC/geOdfC2kRWJuDmWTe8j%20t7b3JbHtnFAHF/AG6tofBup6bcPHHrFlqdwdSicgSBy5w7DrjAxk/wB0+lN+EU0OoePPiDqejsH0%20W51JBBIh/dyShT5jL65JBz7iup8S/CfwR4v1T+0fEGgQ3N4V2tNHLJCz/wC95bLuPbJyccV0mlaR%20p+habFp+j2UFlZwjEcMCBVX8B3PUnvQBcrwP4zfDz+y/Cr6p/wAJf4rvPO1KAfZLvU/Mt03ydVTa%20MFc/LzxXvlFAHJ+EvAn/AAit9Ld/8JV4m1nzYvL8nWNR+0RpyDuVdow3GM+hNdZRRQAUUUUAFFFF%20ABRRRQAVgeK/EGoaFbWi6JoVxrd/eXCwxwRuY44x/FJJJtYIoHcjkkCt+vnfxqdW8ZeJ/EfjbQZZ%20PJ8DSRxaaEzieSNt1z9RjI9wBQB9CwmRoUM6KkpUF1Riyq2OQCQMj3wPoKfWXofiCy17wtZ69ayK%20tndWwuNzMPkGMkE+3IP0rzt/jRqtxp9xr+i+AdQ1DwnbORJqwvI45GRTh5EtyNzKOcHI6c7cHAB6%20xRXnfjnxFoF74f8ACGqz6Z/bNnqOr2jWTfaXg8l3BKS/KPmx/dPB71f8X/EN9C1618OeHdCuPEfi%20G5iM4sYZlhSKIHG+SVshM8445PpkZAO1orwm98U3+v8Ax28CWuu+Hrrw/qtkbozWs0qzIyvH8rRy%20r8rjgg46EEdq6u5+Kur6lrOoWfw/8E3Pie202QwXV8b6O0i80dUjLg+Zjvj8sEEgHpdFc14H8b2H%20jnRpLyzguLK5tZTb3tjdJtltph1Rh/I/yOQI/ib/AMkr8Tf9gyf/ANANAHU0V4l4L+JHiO1+HGjy%20eH/h7qOsaRp9jFFcX/2uOBnZFAcxQkFpQOxHUgjtXW3fxa006N4V1XRbRr+08R6ilipeXynti2Q2%204YbJUggrkfWgD0CiuW8d+NP+EKtNJm+wfbf7R1OGw2+d5fl+Zn5/unOMdOM+tea614j8WxftLQR2%20nhZ7wW+lyRW1sdVjRZIGlG65GRhTwBs+8cCgD3OivNdGXSvEnx38QXN7YSvqHhy3gt7WWWcPEiyK%20WLJHsGxuSCxZuOmKrQfFvXtY1rVtK8J+A5tYuNJvpLa5c6mlvEqqcK291wWbDfIM4A6nNAHqdFec%20ab4l0HSvHvjq7u9LXTZ9NtrWbUtQ+1vL9oXyiQBGRhdo4GPvVnf8Lo1W2sbbX9X8A6hYeErmRQmr%20NeRvIkbHCSPbgblUnHfoeCcgEA9Yorj/ABp8QrfwqdOstO06413WtWJFhp1qwUygcl2c5CIAfvYP%205AkZ2hfEy+k8V23hzxv4VufC+oXylrBmu0uobnA+ZfMQAB/9nn8MgEA9BoornvHuv3XhbwDrGt6f%20HDJc2Ns0saTqShI9QCDj8RQB0NFUdDvpNT8Padfzqqy3VrFM4QEKGZATjPbmrruscbPIwVVBLMTg%20AetAC0V5fB8W9a1lp9Q8IeAdQ1vw7byMjamt5HC8oU/O0MDDdIPTBGTxwam0j42aPqHgnWvFF5Y3%20FtYabfGzijQ+ZNcn5duEIXax3fdJ4x1oA9KorynUPi74m8N28Op+MfhveaVobyKkl9FqcVy8Qb7p%20aJQCOcA5IxnHJwD0XjD4htoGpaZo/h/RZvEOuarG01tZRTrAnlLyXaRuFHpxzjtQB2lFcR4R+Idx%20rniS68NeJPD1x4d163gFyLV7hLiOWEkDcsqYBOTyMfiecdrLKkELyzOEjjUszMcBQOSTQA6ivJ3+%20NGq3Gn3Gv6L4B1DUPCds5EmrC8jjkZFOHkS3I3Mo5wcjpztwcdR4g+JOlaN4V0vWbOC41VtaZI9L%20tLYASXLuMqOfuj1J6eh6UAdhRXmK/FfXdH13TLLx74DufD1rqk4tre9i1GK8QSkgBXCAbQc9c544%20B5xd8W/E678PeOYfCmleGZ9b1G7shc2qQ3Ii8xt5BViy4RQqlt5PoMd6APQaK8I8deKdR0/x98PN%20c8S+HbixvkN6DpNnMt5KzEBUVWUAMWyPpmuvtPinq2n6/Yad4/8ABdz4Yi1OQQ2d6L6O7haU9Edk%20A8sntnOfoCaAPSKK8x8a+O77U9S1PwX4I0DUNcv4oNmo3NpeR2a2YccKs0isvmEE8Y47ZIOLfwj1%20vRW0efwvp2gzeGtS0Uhb3S5yGcE9JfMGPNDY+/gZ+mCQD0OivJ9O+MeveILrVLTwp8P7rVbnS72S%202uD/AGlHDCEU4DCR1GXJB+QA4HOa1bH4gab41+Emu6vdaPMgs7e4g1HSp5SjB0Ql4vMAzgg43YB9%20geKAPQ6K87Xx9pHhH4UeHdSttJnH2+3gg0zR7aQyyO7L8sQduSB3Y8+xPFP0L4l6nJ4utPDvjbwj%20ceGL3UY2fT3+2x3cVwVBLLvQAKwHOOfw4yAeg0V5pc/FXV9S1nULP4f+CbnxPbabIYLq+N9HaRea%20OqRlwfMx3x+WCCem8D+N7Hxzo0l3ZwXFldWspt72xuk2y20o6qw/kf5HIAB0tFFchqviy+sfizoP%20heKK3NlqVlcXE0jK3mK0fQKc4A9cg0AdfRRXN+NvGtr4L022mltLjUL2+nFrY2NsBvuJj0XJ4A9T%2029DQB0lFeYr8V9d0fXdMsvHvgO58PWuqTi2t72LUYrxBKSAFcIBtBz1znjgHnGz4v+Ib6Fr1r4c8%20O6HceI/ENzEZxYwzLCkUQON8krZCA84459sjIB2tFeZ6d8W72Txxo/hLXfCN1o2rX7Seck10siRI%20qFleN1XbKDgg4K7SCOa6PwL40/4TW11ab7B9i/s3U5rDHneZ5nl4+f7oxnPTn60AdTRXJ+EfHUfi%20eTxGJrIWEehajLZPIZt4kCDJk+6Nv05+tcuPi14m1XTptZ8IfDi81fQUDmO+l1KK3kmCZ3MsJDMR%20kHGMk+meKAPVKKw/B3iyw8b+FrXXdJWVLe43Dy5lAdGVipUgEjqPWtygAooooAKKKKACiiigAooo%20oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig%20AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC%20iiigAooooAKKKKAOT+Jvir/hDfh7qeqRH/S/L8i0Xu0z/KmPoTn8K4Lwh8JvHuh+EINPs/iKmmQ3%20CGa4sv7BguAryDLqXdsv1xk16/f6XYapHCmp2NteJBKs8S3EKyCORfuuuQcMMnBHIzVqgDwr4f2m%20p6Bp/jL4S3l0J761tJZ9LnCCMTRSoRwOcYZhxzjcfStT4b/Evwn4b+D9lb63qlrp1/o0DwXemyyB%20LnzEJyFiJDMT7cZPsceqyaPpkurxarLp1o+owoY47xoFMyLz8ofG4Dk8Z7mqt14U8O3urLql7oGl%203Goqyst5LZxvMCv3TvIzkYGOeKAPOvibqy674X8B6pHaXVml34ispVgu0CSoDuxuUEgHHPXvTJtW%20sfA/7RGq3vim4SxsfEGnQrY39wdsStFgPGX6L0zz7c8ivVb3TbHUhCNRsre7EEomiE8Sv5cg6OuR%20ww7Ec0mpaXp+s2LWer2Ntf2rkFoLqFZUYg5BKsCODQB434i8V6N4o/aA8EW/h+7hv1s1ullvbZt8%20W5os7FcfKxAwTg8bhU3wf8W6F4N8Nah4U8W6paaNq+k38/nR38wh85XYsrqWxuBB7ZOMHuK9UtvD%20Og2RszZ6Jp1ubHd9kMVpGv2fd97ZgfLnvjGaTVvC3h/X5o5td0LTdSljXYj3lnHMyrnOAWBwKAPP%20fg5J/bfifxv4tsYXi0fWNQQWLOhXzhGpVpADjgk/nnuDXXfE3/klfib/ALBk/wD6Aa6eONIYljiR%20UjQBVVRgKB0AFMurW3vbWW1vYI7i3mUpJFKgdHU9QQeCPagDy/wD8UvBem/CrSv7R1uz06bTrCOK%204sp3Ec4ZEGdsX3nzwQVBzmvNja3GifDbwr4k1a2ksdObxj/ajI8bZt7ZydrEdQCBkexHrX0NN4P8%20NXFxa3Fx4d0qWazREtpHsY2aBU5UISuVA7AdK07q1t721ltb2CO4t5lKSRSoHR1PUEHgj2oA8U+M%20PjXw/rp8JafoOqWuqyDxBaTSvZSiZIV3EAOy5CkknAJycHjitPXNUsNG/ag0241e9t7GCXw80SS3%20MojVnMxwoLYGT6V6LB4P8NW1mlrbeHdKhto5xcpDHYxqiyjpIFC4DD+91qfVPD2i640La3pFhqLW%205JhN3bJKYycZK7gcdB09KAPP/An/ACXb4jf9uX/os0nwY/5CvxA/7Gaf+Qr0i30vT7S+uL21sbaC%207utv2ieOFVkm2jC7mAy2B0z0ostL0/TXuG06xtrRrqUzTmCFUMsh6u2B8zH1PNAHhPi3Sr7W9d+M%20NjpUby3T2dgyxx8s4VAxUDuSAeO9dpp3xk8Fad8O9Mv11OGecW0MS6TZur3fmYC+WISQ2QfXA9+R%20XocOm2Ntf3F9b2VvFd3QUXFxHEqyTbRhdzAZbA6Z6VSi8KeHYNZOrw6BpcepFy5vUs4xMWPU78bs%20nJ5zQB5t4s1SHwx8cfDPizxAsllo1/pT6eZ51wLSctvAkIyFJzjOcdTnANQeOPEGleOviP4I0Twh%20e2+rXNhqI1K6urKQSx20CdQXXI59M9hnqK9fvrG01Oyls9StYbu1mGJILiMSI464Kng1W0nQdH0C%20GSLQtKsdMjlbdIlnbJCHPTJCgZNAGhXkfxX+EHhjU/DfiHX7Dw9Nd+JJoWlikgmnd3l4AxGG2k47%20ba9cooA888AfCXwj4Zh0nXLHQ2s9aW0QySvcTlldowHBRnIB5PGOK7DxJYT6p4V1WwtH2T3VnLDG%202ejMhA/U1p0ydHkt5EhkMUjKQsgUHYccHB4OKAPJvhb8RPCmifC6x0zXdXs9G1HRY3tr2xvJRFMs%20iE7sITubPX5QeTjrxXCeH/Hd94f+GPivXfD8a2Lah4qeMXNxCWFjHLj96ydyOODnk9D0PXCz+IVp%20c/8AE++GWgeL9atmxb+JTc2sJYDmNijIHG0ntt6cep7T4f8AgSTw54SvbHxI9rqd7q91Ld6kFizA%207ydUCsOVwMcjnnigDxH4rXS3HgW4F98WJ/GOoMV8iy0hIYbdYwyl2uEhLAgcYLEYOMZ5r0Tx+ngu%20+1DwlaeLLzVNBvWtfN07xDZXC26REKN0ZmJO0ng8r9CM8+jW3g/w1Z6fc2Nn4d0m3tLsAXNvFYxr%20HNjpvULhse9W7vRNKv8ASl0u+0yzudPUKq2k1ujxAL90bCMcYGOOKAPHfAfiDWtK+KFh4TsPHcfj%203Rp7Sae4n2rI9jgkqWnDNvJOByx69BxXrnieyuNS8JavY2RxcXNlNFFzj5mQgc/U1LpOhaRoMDwa%20FpVlpsUjb3js7dIVZsYyQoGTjvV+gDx74b/Evwn4b+D9lb63qlrp1/o0DwXemyyBLnzEJyFiJDMT%207cZPscWPiD8R9Tt9E8JyaNcN4Vt/Ec+2XVNUtVdrBMAruQkqGb/aOAM9Oo9DuvCnh291ZdUvdA0u%2041FWVlvJbON5gV+6d5GcjAxzxV3UdMsNXsXs9Wsre+tZMb4LmJZEbByMqwIPNAHzP46uYZda8Lmb%204j3XjTUF1i2af7H5aafbxb8KWSLKLITkZ3ZIzwOK9Puv+TqbH/sWn/8AR1d2nhHw3HpY0yPw/pa2%20AlEwtFsoxF5g/j2Yxu98Zq6dL086oupmxtjfrF5K3fkr5ojznYHxnbnnGcUAeU/FXW7Hw78XvAOq%206sG+x24uzLIsZfygUUbyACcDOSewzUXxa8UaJ400nSfCnhLUbTW9W1DUoJI1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QQPMA5Oc4yOPTrfHHjXS/APhefW9ZLtGhCRQx/fmkPRR+ROewBoA6KivB7X4l/GrxHYnWvC/%20gDTU0iUb7cXbkylQOvMsZfPUEIM9s10/hX4u3nij4e+IdYbw/PpWp6JBKXjuUdoJJEQnAbC8gj5k%206jI570Aeo0Vwfwd8c6l8QfAv9ta1BaQXP2qSHZaIyptXGOGZjnn1rJu/ibrNv+0LbeBEtrE6XLCJ%20GmMb+eD5Rfg79vUf3elAHqVFFeefE/4t2fw8az0+10+XWNcv/wDj3sIW28E4DEgE8ngAAk4PTrQB%206HRXg158TPjV4c08a34m8A6YdHhAe4Fs5EoQjrxM5THclDjviu+vPixo+mfC+38aaraXllHcIPKs%20Z4yk0kh6IucZBxkN0K8+1AHd0V4NZ/Ez41eJLFtZ8MeANNXSJMvbi7Y+ayYzkZljLg9iqAHtmuz+%20F/xetPiDLdaXfafJo+vWI/0iylbOQDglcgHg9VIyMjr1oA9Gorxzxj8a9THjCTwh8MdBXX9YhbbP%20PKSYIiCAwwCOBnBYsoB9ay5vjP8AEDwPqFu3xW8FW9rpl0wRLnTHz5Z75PmSKxx/CSp6nmgD3eiv%20Nfiz8Tbvwb8PLDxL4VWxvlvbiNI2uVZ42jZGbI2spzwO9d3oV9Lqnh3Tr+4VFlurWOZwgIUMygnG%20e3NAF+ivLfhB8TdZ+IGqeI7bWbaxgTS5ljhNpG6lgS4+bc7Z+6OmK9SoAKKKKACiiigAooooA57x%209qM2kfDvX7+13efb6fM8ZXqG2HB/DrXAS6VLbfskm00fJlbQhMdh5bcA8n5gtXquq6dDq+j3mm3Q%20zBdwPBJ/uspB/nXE/CSeW28Kz+D9YRf7R8OSGxnQjIlhOTFIAeqshx+BoA6DwBcWd18OfD8umlGt%20jp8ITZ0GEAI/AgirWseKdG0DUNNsdWvRBdarN5FnCI3dpX44woOByOTgDPWuK/4VPquhXcx+HHja%2088MWNw5kk06SzjvbeNjz+6WQjyx1z1zkdAAK0fC/wxXSvEh8T+Kdcu/E/iHYY47u5jWKK3U9ooVy%20E44PJ74xk5ALM/jbUpY7nUND8PnVdHs7o200sNywunZH2yNFB5ZEiqc/xqTtbA6Z4jxzp+s6r+0R%20olv4b13+wb06HIwvPsaXOF8w5XY+Bz69qzl0jR9J8G63ptwsCePY725OlLOw+2hmmLwNbfxiM5B+%20T5c78/xV6a3guW4+JGmeMLjUAJrTTGspLRYch2Y5L793HJ6bfxoA5fWPBnxKj0O+ef4r+dEttIXi%20/wCEctl3rtORkNxnpmp/hFrFjoP7P+h6jqs4gtoYX3NtLEkysAqqMlmJIAABJJwK9G1C1+3aZdWm%20/wAv7RC8W/Gdu4EZx361j+BfC3/CFeCdO8P/AGz7b9iRl+0eV5e/LFvu5OOvqaAM6y+I1ncfDhvF%209xYXFvD5jxx2bEec7iUxImDgBmYDg9CevGataX4o1BvEkeheJNKt9Mvrm1a6tDbXpuY5VUgOpJjQ%20h13KcYIIPB4rgoLK5u/gMr2cMs72esPePFCCWdIr9ncAAEk7VJwOuK6OLVdO8YfFXQ77w3fw6jZa%20Tp9y91c2kgkiRpdipGzDjcQrNt6jbyKAM74DFIvDGuWlwduqQa5dG/jbhlctwSPQgcH2Nd74puLO%2018I6tPqZRbRLOUzF+m3Yc1zPiT4Yx6j4ibxL4V1q78MeIXULLd2qiSK5Ax/roW+WTAHHI5wTnArO%20f4T6t4gljT4j+OL7xJp8LB00+C0jsIZCDn96IyTIOARyMY680AZ3wz1zV9D+EngjTbbTo7/UtUEq%20wx3V0bdI4V3vvLBHONu0ABT94V6jpcupS2e7WbS1tLncR5dpdNcJt7Hc0aHPtt/GuY8X2/gu3vtH%20j8Y6XbfYoY5Y7a5vVUWNvwv7twxCAkAbdyn7pwQaqeCr6DRtE8S6lLLHb+F7e9km0tgf3SWqxqWM%20fbyy4crjj04xQBzPhHxDbeCvEXxQS4SRtM03UY7xIYsFt868qoJA5bHcCu8t/EHiODUbCLXfDMcN%20rfN5Yn029e8Nu+MjzlMKbVPI3AsAcZ4Oa43wvpt3p/w88QeJ9Z8PPq114mu2vbrS9uX+yMwVU24O%204rGS23GT060lrqGj2Oo6KPhb4qudTNxPBDNof29r+JLbJ3yMshaS32qeu5RlVUqScUAekzeI9Ett%20Zj0i41jT4tTlx5dk90izPnphCdx6elVB4oiXxdqWjXMSW8On2EV9JeSTALtdnBBBGFA8vOc9+2K8%20tvLzT7T4d+K/Dl8F/wCEsvNSunhsW/4+rqZ5SbeaNfvMAuwh14AQ8jBrd1O1urjxT4wtQjzXcnhG%20CPYvzM7nzxgepJoA9HfVLFBb4vLctdoXtV81c3AC7iU5+YY54zxzWH4Q8e6P4s02xaO8sbfU7qDz%2030tbxJJoh7rw2MYOcDrXD2Ov6XrGs/DmDSr2G8e1sp0ufIbf5D/ZANj4+4/B+U4PB44rL0C90a9+%20GXgzQvDrwHxBHf2tx9miGJ7ciTdNOy9VQoX+Y8MHGCcigD1fSfEqalqmv2ksC20ei3KwNM0uRIDE%20shY8Dbjdjqemat6X4h0XW7aW40bV7DUIIDiWW0uUlWM4z8xUkDjnmvJ/E1tfXWn/ABBTT0aQLrtl%20JcoIWm3QLFAZAY1ILrtySoIyARVoxaR4p1TUrq+8Zabqdv8A2HLa3o8N6VKAIGIKl5BLMu5cNtQj%20dgtwRmgD03SPEeia/wCb/YOs6fqfk4837FdJNsz0ztJxnB6+lR+Jf+Ei/sVv+EO/sv8AtPeu3+1f%20M8nbn5s+X82cdK43wbrxu/GcVhHf6B4ojXTMf25pMKpLbhWAEU21nX587gAVGVb5a9IoA+fdO/4W%20l/wvLWfs/wDwiH9uf2RD9o3/AGr7N5O/5duPm35654r3LQv7Z/sS3/4Sb7D/AGpg/aP7P3+RnJxt%203/N0x170yHw7pcHia48QRWu3VLm3W2luPMY7o1OQu3O0c9wM1p0AeW6zlP2oPDrTY2SaFOsOR/EG%20JOPfFJ8azuu/AsMTD7S/iS3aJe5AzuI/MfnXUeOfAcHjKKyuINQn0jWdMkM2n6lbAFoGPUFTwynH%20K5GfXrnK0P4aX6eKrbxF448VXHijULBSunhrRLWG23feby0JBf8A2uPxwMAHoFc341sbRfB/iK+W%201hW7k0qeJ7gRjzGQIxClupAJJx71dttO1mLxVd39xr3n6TLCqQaV9jRfIcYy/mg7mzg8HjmrOt6b%20/bPh/UNM83yftltJB5m3ds3KVzjIzjPTNAHMfB3/AJI54Z/68V/ma5z432NpYeENFjsbWG2STxHa%20yusMYQM7MxZiB1JPJPeu+8HeHf8AhE/BumaD9q+1/YIBD5/l7PMx325OPzNUPHvgv/hN9KsLL7f9%20h+x6hDe7/J8zf5ZJ243DGc9f0oA6S6tbe9tZbW9gjuLeZSkkUqB0dT1BB4I9q8x1CNIf2ndBjiRU%20jTw9MqqowFAc4AFep1y914L+0/FGx8Y/b9v2TT3svsnk537mzu37uOvTH40AYvjvwRpXjjxtoMOq%20+I1tlsYZpG0aGTy57xHG1juDhwmBtOAcgkZGa5rU/DenfCXx94RbwMs9jZ65fGxv9NNzJLFOCOJM%20OzEMueo+nc57nxr4DXxTdafqum6tcaHr2mFvseowIJNob7yPG3DqfTj8sg09A+Hd9B4it9f8a+Jp%20vFGp2Kslgz2cdrDahh8zCNMgueRuJ6cY4zQBg+ILO31D9pTSbO+hS4tp/DlxHLFIuVdS5BBFZGm3%20tz8LtS1L4fa1LJJoWoWs8vh29lbO35SWt2PqCePr/tDHo914L+0/FGx8Y/b9v2TT3svsnk537mzu%2037uOvTH40/x94H074geE7jRNU/dl/nt7gLua3kHRwOM+hGeQSKAPDb+OWX9l7wPHbTeRM+rwLHNs%20DeWxlkw2DwcHnFenf8IT8Tv+iuf+W1bf/FUP8It3w00Dwl/beP7HvY7v7X9k/wBdsdm27N/y53Yz%20k9K9JoA8Y+FBvtC8VfEltavJ9cvLO6ieee3swslyRGx+WJOMnoAK7zTPFuptrunaX4j0OPS5dVge%20az8m8+0EbACySgomxwGH3d44Iz0zDpPhc+DdY8XeJRNcaodWkW7+xW1sPNTYhGxct87Ht92sJNS0%20rVvifoWq+C9QXUrm4WVNXjF19oFpbeXkAhi32dvMCjYu3cc5BxwAemSSJDE8szrHGilmdjgKB1JP%20YVzv/Cx/BH/Q5eH/APwaQf8AxVdFJGk0TxTIskbqVZGGQwPUEdxXO/8ACuPBH/Qm+H//AAVwf/E0%20AH/Cx/BH/Q5eH/8AwaQf/FUf8LH8Ef8AQ5eH/wDwaQf/ABVH/CuPBH/Qm+H/APwVwf8AxNH/AArj%20wR/0Jvh//wAFcH/xNAB/wsfwR/0OXh//AMGkH/xVH/Cx/BH/AEOXh/8A8GkH/wAVR/wrjwR/0Jvh%20/wD8FcH/AMTR/wAK48Ef9Cb4f/8ABXB/8TQAf8LH8Ef9Dl4f/wDBpB/8VR/wsfwR/wBDl4f/APBp%20B/8AFUf8K48Ef9Cb4f8A/BXB/wDE0f8ACuPBH/Qm+H//AAVwf/E0AH/Cx/BH/Q5eH/8AwaQf/FUf%208LH8Ef8AQ5eH/wDwaQf/ABVH/CuPBH/Qm+H/APwVwf8AxNH/AArjwR/0Jvh//wAFcH/xNAB/wsfw%20R/0OXh//AMGkH/xVH/Cx/BH/AEOXh/8A8GkH/wAVR/wrjwR/0Jvh/wD8FcH/AMTR/wAK48Ef9Cb4%20f/8ABXB/8TQAf8LH8Ef9Dl4f/wDBpB/8VR/wsfwR/wBDl4f/APBpB/8AFUf8K48Ef9Cb4f8A/BXB%20/wDE0f8ACuPBH/Qm+H//AAVwf/E0AH/Cx/BH/Q5eH/8AwaQf/FUf8LH8Ef8AQ5eH/wDwaQf/ABVH%20/CuPBH/Qm+H/APwVwf8AxNH/AArjwR/0Jvh//wAFcH/xNAB/wsfwR/0OXh//AMGkH/xVH/Cx/BH/%20AEOXh/8A8GkH/wAVR/wrjwR/0Jvh/wD8FcH/AMTR/wAK48Ef9Cb4f/8ABXB/8TQAf8LH8Ef9Dl4f%20/wDBpB/8VR/wsfwR/wBDl4f/APBpB/8AFUf8K48Ef9Cb4f8A/BXB/wDE0f8ACuPBH/Qm+H//AAVw%20f/E0AH/Cx/BH/Q5eH/8AwaQf/FVwPiSXw0+vT+JPA3xU0jRdZmwZ4JtWims7sgYAeMudpwMbl6em%20ea77/hXHgj/oTfD/AP4K4P8A4muB8SReGk12fw34G+Feka1rMOBPPPpMUNnaEjILyFRuODnavX1z%20xQBJ4b+P2ivqQ0XxrNp+m6gOBe2N4lzYze4kUny8+j9O5r1uGaO4hSaCRJYpFDI6MCrA9CCOoryT%20w18ANFj1Ia141isNT1A8iysbNLaxh9hGgHmY9W69xXrcMMdvCkMEaRRRqFREUKqgdAAOgoAfRRRQ%20Bi+M0lk8C66lvnzW06cJgd/LasH4MPG/wa8NGIggWgBwO4Y5/XNduyhlKsAQRggjrXl3/Co9b0k3%20lj4K8fXugaFeSNI2m/YUuDCX++IpWYNGD2xyDzkmgBPgafMtfGE0TBraXxJdNCy9COMkV6ZeWNpq%20Fv5F/aw3UO5X8ueMOu5TkHB4yCAR7iudsfBQ8OeAf+Eb8Fai+jyxr+6v5YVuXDlss7K2AxPPoOeO%20ldFYxXEGn28N7c/a7iONVluPLCeawHLbRwMnnA6UAea+GP8Ak5Hxp/2DrT+Qr0iextJbpLyW1he6%20gRkinaMF41b7wVuoBwM464rn9L8F/wBm/EjWvFn2/wAz+1baGD7L5OPK8sYzv3c59MCuoYblI9RQ%20B5h+z7/yTFv+wldf+jDXW+NLG0Xwh4hvltYRdvpU0T3AjHmMgRiFLdSASTj3qL4feDP+EE8MHR/t%20/wBvzcy3HneT5X32zjG49PXNbWt6b/bOgX+meb5P2y2kg8zbu2blK5xkZxnpmgDkPhW6xfAvQne5%20jtVXTMmeTG2Lg/MckDA69a5zw18A/BNx4Xt31G+l8SXLB3t9XhvJI1QMxYGJUkKAAknvkknvivQ/%20CfhiPw14HsPDk04vo7S2+zvKY9glHOflycdemTXGW/wo8Q6NE+l+FPiJfaT4dZ2K6c1hFPJCjH50%20jnY7lHJ28fL15PJAOestX1zxJ+zV4qgnupr69083Vkl2zZkuIo2HzMe52ZBPf616f8P7izuvhz4f%20l01ka2OnwhNnQYQAj8CCKueHPDOmeFvDdvoekwbbKBCuJPmaQnlmY9ySST9a4o/CjVNCu5m+HHja%2088MWVw5kl06SzjvbdGPP7pZCPLHXPXOR0AAoA7TWPFOjaBf6bZateiC61SbyLOIRu7SvxxhQcDkc%20nA96y/D3iXX/ABGEvbXQ9Oi0eS4kjS4k1R/PaNHZN4iEBXnbkDf+NZvhv4YrpfiBvE/inW7zxT4g%20EbRx3NxGsUcC88QwrwhI4PPqRjJrmmi8Ji10eP4c2Frp3iddQgEtsNo1C3hEg89bnkybAmQd5K/d%20/wBmgDPl0fxHrH7RHixPC3in/hHJY7G1Msv9nx3fmrtGFw5G3HXIp3xI8J/ECy+G2uXOrfEz+07K%20O1ZprP8AsG3h85ePl3qcr9RXo+l+C/7N+JGteLPt/mf2rbQwfZfJx5Xljrv3c59MCr/jDw9/wlng%207U9C+1fZPt8Bh8/y9/l577cjP5igDI8P3Ot23w+8ONomn6ddr/ZsJlN7qD22z92uMbYZM9+uMe9c%20X468UXvi79njxLql5pUWnwsfLtmiummW5jWVR5qlo0IUnOMjkc966jxpDN4c+EEeh2lzuuJYrbSI%20p8bMmRliLY5x8pJ74rU8U+CIPEHw3n8IWdwNOt5LeO3ilEXmeUqFcfLkZ4XHWgDgvFGi3/hK30f4%20l+EoDJcWtjDHrdinAvLXYMvj++o7+gB7cy+ENbsfEf7Ql/q+kTCa0vPDcEkT+xccEdiDwR6ivWLC%20yFlpVtZMwlEEKwliuN+FAzj3x0rg/Bfwg0/wN8QNX8Q6PelbTUIjGmneTgW+WDHD7uRkHAwMA9eK%20AKXwHKReG9dtLg7dUh1y5N9G3DK5bgkehA4Psa73xRcWlr4S1afUyi2iWcpmL9Nuw5rmvEvwxi1L%20xC3iXwtrV34Y8QuoWW7tFEkVyBj/AF0LfLJgDjkc4JzgVmv8J9W8QSRp8RvHN94k0+Fg6afBaR2E%20MhBz+9EZJkHAx0xjrzQBQ+F2ra9pPwl8I6fY6FPqd7exSMrzyNBb20Idipkl2MVyCoVQpJ+grvfC%20niSTxFaXgvLBtN1DT7prW8tTKJQjgBgVcAblKspBwDz0rG8ceNbTwdHp2h6fc6Zp9/fKUtZNQmWC%201tIkABkbJGQOAqDknjgAkX/ANtodroEi6BrdvrryTtLfajDcJKbi4bBZmKEgHphewwKANLxL/wAJ%20F/Yr/wDCH/2Z/ae9dv8AavmeTtz82fL+bOOleJ6f/wALS/4XlrHkf8Ih/bn9kw+fv+1fZvJ3/Ltx%2082/PXPFfQVZkXh3S4PE1x4gitduqXNuttLceYx3Rqchdudo57gZoAfoX9s/2Jb/8JP8AYf7UwfP/%20ALP3+RnJxt3/ADdMde9ee61lP2nvDjTY2SaJOsOR/EGJOPfFepVynjnwHB4yhsp4b+fSdY0yUzaf%20qVsMvAx6gqeGU91yM+vXIBy/xsO648DwxMv2l/EduYl7kDO4j8x+dep15/ofwzv08VWviLxx4quP%20FF/p6lbBWtEtYbbP3m8tCQz/AO1x+OBjqbfTtZj8VXV/Pr3naTLCqQaV9jRfJcYy/mg7mzg8Hjmg%20DhfjNdXOrv4f8B6fLJFJ4jvNt1JGeVtY/mk/P+nvXb6tqGneBvBNxemBl0/SLTKwwjnYgwFH6CqF%2014L+1fFGy8YSX+RZ6e9nHZGHOCzEmTfu44OMY/GupoA+VtU+IPhHVvhv4ov9V11Lvxl4ggVfs62k%20+20iDqUtkcptAABJOcE+vFd/qfxi0rR/gnpN34evle5uFi0tLqSCQJayrGvmOwK7m2DkbQcnHWvT%20fGvhr/hMPBepaB9r+x/bohH5/l+Zs+YHO3Iz09RWjpFh/ZWiWOn+Z5v2S3jg8zbt37VAzjnGcdKA%20PmnVPGvw80y78AweH9da9i0nU2u9UvHtJ1eRmA3zPuTLFjnpk9BW7+09c/2n4N8LanZO82lS3BkL%20hSFbcgKEgjjK7sZ969c8WeC/+Eo17w1qX2/7L/YV6bvy/J3+fkAbc7ht6dcGtXxJ4b0vxZoNxo+u%202y3NncDDKTgqR0ZT2IPegCfRri1u9CsbjTnR7SS3RoWjOVKbRjH4Vg+NdRstR+GfihtPvLe6ENhd%20QymCVX8txGcqcHhh3B5rzdf2dtY06Oay8NfE/WtL0l2bZYhHIAPUNslRWz3+UV1vhr4L6D4S8F6v%20oukTSm81e1a3udSuFDv8ykcKMAKCSdufqT1oA8b+DuifFm/8C+d4B8T6VpmlfapB5F3ErP5nG45M%20D8dO9TeHLTxRp/7VmmxeO9RttS1dYGMlxaJhCvkNtAAROQP9n8690+GPgL/hXHhD+w/7S/tL/SHn%208/yPJ+9jjbub065rLvfha03xli+IUerZeCDYunG2xvIiKf63fx1z92gCvZfFy/bxdp2m634M1DRt%20N1e5ktdPvruZVlldem+3IDoD6knqOvbgPE0iWP7Y+kT60wS1kijFq8v3cmJlXGf+mmfxNSX3iy38%20ZfEbwve6Lo19pXjyz1D7NqdkwkkFvZAkOXLKE2kNnIAPP0r1b4h/DDQPiTp0UGtpLDc2+fs95bkC%20SPPUcghlPofwx1oA6y5uoLK1lubyeO3t4VLySyuFRFHUkngD3rwL9qZ/tXhjwxe28iz6c107GSJt%20yNuQFSCOCCA2KvP+ztrWoQw2PiH4oa1qWkqy77Jo3AKr0C75mVSOx2nHpXpKfDPwsngAeDf7ODaP%20t5Qud5fOfM3dd+ec/h04oA3NCu7O/wDD9hdaXIklnNbo0DR/dKFRjH4V8/6I6X/7ZeozaIyvBEkg%20uXi+7kQhWzj/AG8D61tD9nPVtPiuLHw38TdZ0vSJS2LERuRhhghtkqK2e/yjNeg/Dz4WeHvhtZyL%20oySz3lwALi9uCDJIBztGAAq57D8ScZoA8m/ZvngtPiD4z0/UWVNWeXIR/vsFkcPj6Ermu8/aKubK%20D4M6lHeMgkmliS3VurSbwePfaGpfHnwN0nxdro8Q6Pqd34d1/erm9tPmDMP4iuVIbA6qw981i2H7%20Okd5rUN/4/8AGOqeLFtwBDBcbkGM5KszSOxX2Ur9aAOB8bw3MH7JHhFbwMHN2jKG67CJSv8A46RX%20WaF4a+Pcvh3Tn03xtoUNm1rGbeN4ULJHtG0H/RjyBjua9D+Jnw1i+IXg+10C31BdHitp0lRktvNU%20KqlQgXcuBz69q63SLD+ytEsdP8zzfslvHB5m3bv2qBnHOM46UAeB/suLOmqeMVu3WScTQiV16M2Z%20MkdO9fRFeffDP4Wf8K61DXLr+2P7R/taVZNv2XyvKwWOM723fe9uleg0AFFFFABRRRQAUUUUAFVv%207Osv7T/tH7Hb/bvK8n7V5S+b5ec7N+M7c84zjNWazLjxFpdp4ks9BuLrZqd7E81vB5bHeifeO4Da%20Me5FAGnRRXJ/ELxuPBOiW8ttZNqOqahcrZ6fZK4Xzpm6ZJ6KO/4dM5oA6yivK5vHHj7wXeafcfEn%20S9Ck0W+nS2e70R5Q1lIx+UyCTOVPT5enr0B9U69KACiuB8c+K/FFn4w0Xwx4Gh0iTUb+Ca5mbVVl%20McUaYAOYzkZJI6HnFafhT/hYX9oTf8Jx/wAIz9j8v91/Y/2jzN+R97zONuM9Oc0AdXRXlo8c+OPG%20Gu6rD8NNP0JdK0mdrSW+1t5T9pmX7wjWLkAep65HI6Vu+C/iGmv6HqsviG0GialoMjRatbu+5YSq%2053q3dCASPp36kA7WivCYvjP4+8cahcn4T+C4LvTbRyj3epPjzTxjH7yNVP8As5Y4IPFbvgH4reJd%20T8av4O8eeE5dM1dIzKbiyRnhC9iw+bap6b95UnjigD1mq97YWep2pttStILuAsGMU8YkUkHIODxk%20EA15ra/E3WZv2hrjwG9tYjS4oTIswjfzyfJD/e37ep/u9K1vjF441L4feAzrejQWs9z9qjh2XaMy%20bWznhWU549aAO8orJ8K6rPrnhDSNVu1jSe9s4p5FiBChmQEgAknHPqak8Ra/p/hbw9ea1rEvlWdn%20GXkYDJPYADuScAD1NAGlRXg9j8WPiv41V9S+HvgOxOjBtkcmoy/NIQTlgxljBHsoODkZNdX8M/in%20qvi++1LRPEvhq40jWdKT/SHSNzbs3oSR+7J4IBY5GSDQB6bRXmHwV+JesfEez1qXXLaxgawuEiiF%20nG6hgQSc7mbnjtimfEH4m6z4T+Kfhbw1p1tYy2esNGLiSeNzIu6XYdpDgDj1BoA9Soori/iZ8TNM%20+Gmgx3t9C95d3LFLSyjbaZWHUlsHaoyMnB6jg0AdpRXhDfET45DTjrQ+H2nLpWPP8o7vtAiznGzz%20t+7H/TP329q9F8D/ABGs/F/gJvFF5ZT6LbxB2nF0DsVV5LpJgB1x3A6gjHFAHZUV4PF8aPH/AI31%20O4/4VP4LgvNMtWKtd6k2PNPGMHzI1U4P3cscc8Vq+EvjXqqeMovB/wAUPD66DrE7bYJ4W/cSE/dG%20CTwcYDBmBPHFAHsdFedfFD4u2fw9a102ysJNY16+/wCPewiYjAJwGbAJ5PAUDJwenWuLuviZ8a/D%20+nLrfiXwBpraREokuBbMVlCEZyQJXZMdyUOO+KAPeaK4bTviZY+JPhRqPi/w2o8yztJpDbXIyYpU%20QtscKenQ8EZB7Uz4O+ONS+IPgMa3rMFrBc/apIdlojKm1cY4ZmOefWgDvKK8tuvibrMP7Q1v4DS2%20sTpcsIkaYxv54Pkl/vb9vUf3elepUAFFZmq+ItL0S80601O68ifVLj7NaJ5bN5smM7cgED6nArTo%20AKKwPG/i6z8D+EbzXdQjeZLcARwIcNNIxwqA9sk9ewzXBXnjf4n+GNIj8TeLfD+hS6CNr3Vpp0sv%20220jb+JixKNtyMhevsMkAHrlFQ2d3Df2MF3aOJILiNZY3HRlYZB/I0+aaO3gkmnkWKKNS7u5wqqB%20kknsMUAPorzPwJ8VZ/HPxI1rSLSySHRbO1WazuHjdZbkFgPM5ONhzkcdOc9q7XxR4lsPCXh+fVtT%20ZvLjwscSDLzyHhY0HdmPAFAGvRXCfCvx3e+N/A1xr2u21vYPFdzRNHEGAjRMH5txJyMnJ46dBXP6%20f45+JPjOyuNf8C6JoKaArutpHqssv2q9CEgsmwhFyRgBsYPcjmgD1uiuG034p6XefC668Z3VtNax%202Kut3ZE7pIpkO0xZ4yckYPHUE4rnE8a/FWHw+fFt94Z0EaGIzdNpaXEov1gxkHef3eQvzYwCRxgH%20igD1yiuO134naBoXw5g8ZTySSWN1Ej2sSAeZMzjIQDoD1z6YNecWvxL+NXiOxOteGPAGmppEw324%20u3JlKY68yxl89QQgz2zQB7xRXA/DH4lzfEHRb6a70K70i90+QxTJKjGJ3A5CuVHzAjlDyvHWs34K%20/EvWPiPZ61LrltYwNYXCRRCzjdQwIJOdzNzx2xQB6hRXlvxB+Jus+E/il4W8NadbWMtnrDRi4knj%20cyLul2HaQ4A49Qa9SoAKKK474oePYvh34Kn1by0nvZGEFlbvnEkp6ZxzgAEnHpjvQB2NFedeK/ij%20/wAK8+H+man4tt4rnXb6MbdPssxq8mMsMsWKquQCeeeg5rjW+InxyGnHWh8PtOXSsef5R3faBFnO%20Nnnb92P+mfvt7UAe70V5/ofxNk8S/CPUfF9lpM2n3FrazSrb3iM0bsikgq+F8xDjGRjkEcYqT4O+%20ONS+IPgP+29agtYLn7VJDstEZU2rjHDMxzz60Ad5RXlt18TdZg/aGt/AaW1idLlhEjTGN/PB8kv9%207ft6j+70r1KgAorz3xJ8Q77wl8V9G0PWYbUaBrcRjtrtVYSxXAIG1yW2lSSOgH3h6GvQqACiuL+J%20nxM0z4aaDHe30L3l3csUtLKNtplYdSWwdqjjJweo4NeeN8RPjiNOOtD4faculY8/yju+0CLOcbPO%2037sf9M/fb2oA93orjfA/xGs/F/gNvFF5Yz6Lbwh2nF0DsVV5LpJgB1x3A6gjHFedRfGjx9431S4H%20wn8FwXmmWrFWu9SbHmnjGD5kaqefu5Y454oA93orxzwl8a9VTxlF4P8Aih4fXQdYnbbBcQt+4kJ+%206MEtwcYDBmBPHFb3xQ+Lln8PWtdOsrCTWNevv+PewiYjAJwGbAJ5PAUDJwenWgD0WivBrr4mfGvw%20/py634k8Aaa2kRKJLgWzFZQhGckCV2THclDjvivQNO+Jlj4k+FOo+L/DajzLO0mka2uRkxSohbY4%20U9Oh4IyD2oA7miuD+DvjjUviD4D/ALa1qC1guftUkOy0RlTauMcMzHPPrWTdfE3WYP2hrfwGltYn%20S5YRI0xjfzwfJL/e37eo/u9KAPUqKKzNV8RaXol5p1rql15E2p3H2a0Xy2bzZMZ25AIH1OBQBp0U%20VR1zWLTw/oN7q+osUtbKFppSBk4UZwPc9BQBeoryGHxv8VLvw7/wl9p4b0E6Cyfao9MaeX+0Ht+u%20Qw/d7ivzdM44xnivSvDXiCz8VeGrHW9MLfZr2ISIG+8vqp9wcg/SgDUori/G/ja+0TV9L8N+GLCH%20UPEOrhzbrcyFILeNRzLKVBJUHsME4PPrR0XxH8QtO8W2mkeOdB0+6tNQU+Tqfh5J3itnH8MwfJUH%20jDcD684APQqK8xv/AB14x8ReMtS0L4a6XpJh0ZvKvtS1p5BE0p/5ZosfzZHPPI+nGdvwN41vde1H%20VNA8S6fFpviHRyguooJN8M6MMrLGTyFPoeRkZNAHZ0V5b/wnPjjxhr2qwfDTT9CXS9Jna0lvtbeU%20/aZh94RrFyAPU9cjkdKvaN8WIH8Fa7qnibTpNM1Pw4xh1OwRg/7z+Eoe6senp6kckA9EoryOPxr8%20VYvD58W3vhnQRoYjN02lpcSi/WDGQd5/d5C/NjAJHGAeK7DVfiPoelfD2DxfI0stjdRI1tDGuZZn%20f7sYH97PHtg0AdZRXmSan8Z9Ut/t9hovhLSIJF3R2Gpz3Etygx0Zo8Jk9e2M4PNbXgP4gf8ACWS6%20jperaXJouv6S4S+0+SQSBQejo44ZT6/zGCQDs6K8xb4geLPGGqXdr8LtF06TT7KZoZdb1qV1t5ZF%20+8kccfzt1Hz9OvA4Ja/j/wAYeCr62X4o6Ppf9lXcqxLrOhyyGG2duAsqSfNjI+9wBkdTQB6hRSKw%20dQykMpGQQeopaACiiszQvEWl+JbOa60S6+0wwXD20jeWybZEOGXDAHj16UAadFFeb61458U6v44v%20fC/w2sNKlm0lFbUb/WHk8hGYZWJVj+Yt79OCPcgHpFFcP4G8b6nq+t6l4Y8X6dBp3iLS1WSQWrlo%20LqJuksWeQOnByRx3yB1Wt6xaeH9CvdX1FilrZQtNKQMnCjOB7npQBeoryGHxv8VLzw7/AMJfaeG9%20BOgsn2qPTGnl/tB7frkMP3e4r83TOOMZ4rptY+KWmad8LYPGtnbS3kN2qC1tQwV5JXOBGTzgg5BP%20PQ9aAO4oryLU/GnxT8IaPH4j8XaF4duNFjKm8tdMlmF3bI3GSXJQlSQCBnPsOR0Xjvxrqmmab4dT%20wZHY3GpeILtIrUX6uYvLKFy52EEYGOaAO7orivDv/C0f7bi/4S3/AIRH+y8N5v8AZn2rz84+XG/5%20euM57VveKPEth4T8Pz6tqbHy48LHEgy88h4WNB3ZjwBQBr0Vw/wm8baj4+8HS6xq9nBZzreywCCF%20WGxVxgHcSd3PJ4+gqXwL4wv/ABPrniuyv4baOPRtTNpbmFWBZAM5bLHJ+mPpQB2dFcd8UfF1/wCC%20fBv9raVDbTXH2uGDbcqzLtdsE4Vgc/jXYId0ak9SM0ALRWF4x8Xad4J8Nzaxq3mPGhEcUMK7pJ5G%204VFHcmuPh1P4z6vD9usdF8J6Lby8x2OqT3E1wgx/E0WF564wCOh5oA9NorifBXxAl1/Vrzw94k0l%209B8SWKLJNZPKJEljPSSJxwy+vpnGTXbUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB%20S1j+1P7Guv8AhH/sf9peWfs327d5O/tv2/Nj6V4VrP8AwtL/AIXX4b+1/wDCIf23/Z9z9k8r7V9m%208v8Aj35+bd6Y49a+gqzLjw7pd34ks9euLXfqdlE8NvP5jDYj/eG0Hac+4NAEPhf/AISf+yT/AMJr%20/ZP9o+Ycf2T5vk7MDH+s53dfbpXDfFLKfEz4ayy4FuNUlUkjjeUG2vUq57xr4M0/xx4f/szUZJrd%2045Vntru3bbLbSr911PqP8+tAHJ/tCOg+Dt+jFRJLcW6RA9WfzVIA9+DXo9mHWxgEn3xGob645rzu%201+Fesajq2n3PxA8bXPie10yQT2tiLCO0j80dHk2E+Zjtn88Eg9nc6drMviq0v7fXvI0mKFkn0r7G%20jee5zh/NJ3LjI4HHFAHF+IvhxoHjn4nz3mua8t7HbaettNoFvMYmVS24NKyOH2k8gYHIXk4rL0rS%204fhx8Z9M8L+FHni0PWtPmnk02Sd5Y7eWPpIm4kjdjB55/AY6jxX8PLjV/EkXiXwv4huPDevLD9ml%20uo7dLiOeHrteJ+CQehzx6HjE3hPwFJoutT6/4j1ubxF4hnhFub+aBIFiiByEjiXhAeM8nJ54yaAO%20f/Z9+X4bTxvjz49VulmGMEPv7/hiuF8TR3V3efGxtKJdRBaK/lDqVX94OPRQ2fxr0S/+F2rWfiLU%20NU8A+MrjwuuqP519aGxju4nl7uiuRsJ746+wGK6HwZ4F07wZoU9hDJNqE17I01/d3h3yXcjD5mb2%209vT1OSQDk/2dLmyn+DOnR2bIZYJpkuVXqshcnn32lfwr0kajZHUm04Xlub5YvOa1Eq+aEzjfsznb%20njPSvH9Q/Z2S01qe/wDh/wCMdV8JJc58+3ttzqecgKVkQhR6MW+orX8CfAzTPCniI+I9c1e88Sa9%20uLLeXY2qpIxu2ksS+MjLMfYCgDy7xPZ+KL79rDUoPA2o22m6wYFMdxdKGQKLddwwUfqP9mofjFon%20xasPAZm8feJ9K1PSftUY8i0iVX8znaciBOBz3/CvaLf4WeR8bJviD/bG7zYjH9g+y4x+6CZ8zf7Z%20+7Wj8TvAX/Cx/B/9hf2l/Zv+kJP5/ked93PG3cvr1zQBxc/irxj4b+GHhy58N2OiwaZa6FDPd6nr%20dwViLeWNsKIjB957EjBJArN+NGsah4r/AGbbHW/sM1ibqW3nurZs5RTkc8DK7tpBPqDW14nl1rwj%20pen+GNQ8IyeMPCg0hLXfYWBnn+1IMAvGWIVOAQcZB6EkYrofhx4UvLf4O2Hhzxrbi4d7d4ri1nfz%20NsbMdsZOeykDg8Y46UAXfhTc2V18J/Db6ayNCthEh2dnVcOD77gc10X9o2V097a2t5bzXFqMXEMc%20qs8JIyAyg5XI5Ga8cb9na80m8n/4Qf4ia14dsJ23taR72+b/AHkkTIxwMgn3NdT8O/gxovgCWfUP%20tdxqut3KMk2oXIxjcctsXnbnjJJYn15xQB4V8GNJ+JOpW+uN8OPEGnaTAlyoulvIwxkbDbSMxP2z%206Va8Tad440744eCE+Ius2WrXjXUBt5LNAqpH53Q4jTnOex+te4/Cr4Xf8KytdVh/tj+0/wC0Jllz%209l8ny8AjH32z19qTxp8LP+Ev+IXh7xR/bH2P+xWQ/Zvsvmedtk3/AHt42+nQ0AZvjXx1490zVNdm%208OaDp8OieH7dZri61hJkN7xuYW5XCnA45zz37V5t8Wdbj1f4hfDPxLqML22jXcMFwUn+7FmVWcHt%20wCuT6YrtfiN4ivNX8XSeH9X8JeL73wtZ7GlXR9LaQalLwdrSEriJeOF5Y9xgV2+t+EdA+J/gSztN%20b0q7sbeSNZbeKWMQXNkcYAxyFYDgqcj2oA67enl+ZuXZjduzxj1zXAfFu6j1n4G+ILnQrqK9hktN%20yzW0gkR0Vxvwy5B4B/I1xTfs6679gOlL8UtYGi48saeYXMflZ+5jztvT/Zx7V6h4M+H+g+BPDj6N%20oluzQTEtcSXBDyXBIxlzgA8cYAA9utAHI/s5XljcfBuwhsXQzW00yXSL1WQuWGfqpWuG/aXkiuvG%203gyx04h9WEjEKn31DSIE/wDHg2Pxro9Q/Z0itNbl1D4f+MNU8JrcAiaG33OMZyFVlkRgvsxb61se%20BfgVpHhTXf8AhIdb1O68Sa9vMgvLwYVWP8YUliX/ANpmPqMUAcF4ini0z9sfSbjXXWO3kiiWCSX7%20oZoii/8AkTj619B6xcWtpol7cai6JaRwO0zSH5QgU5z+Fcx8Q/hdoHxJsIotaWWG6twfs95bsBJH%20nqOQQykgcEfQjrXnp/Zz1bUIbew8R/E3WdT0iIrmxMbgYUYULvldVx2O04oA4/4KxTj4OfEmcBhZ%20vbSLFnpuEL5x+BWo/g7onxav/AYm8A+J9K0zSftUg8i7iVn8zjccmB+Dx3/CvoGLwFpOnfDu78Ia%20BGunWdxaywCQL5jBnUgyNkgsec9fbgVX+GPgL/hXHg/+wv7S/tL/AEh5/P8AI8n72ONu5vTrmgDw%20zwxZ+KLH9rDTYPHOo22pawIGMlxaqFQqbdtowEToP9mvp+4877LL9l8vz9h8vzM7d2OM45xmuCuP%20hZ5/xsh+IP8AbG3yohH9g+y5z+6KZ8zf75+7XoNAHz74/wD+Fpf8JN4L/tz/AIRD7T/a4/s/7H9q%202edt/wCWu7nZj+7zXsHhL/hNfLuf+E7/ALB35X7N/Y3nYxzu3+b+GMe9X9V8O6Xrd5p13qdr58+l%203H2m0fzGXypMY3YBAP0ORWnQB5b8fgR4L0iRv9RHrto02Rkbdx610vxTlhi+E3iZ52UR/wBnSjLd%20CSuB+pFbPiXw5p3i3w7d6JrMRls7tNrhThlOchlPYggEfSvPj8H9c1O1t9I8V/ELUNY8N27qf7NF%20lHC8qr9xZJwSzjpnPXGeDggA674bJLH8L/DS3GfMGmQZyP8AYFeffF/x/oyeKrLwPruqPpGkSRrd%20avciGR2njz8tunlgkbsHcfTj2r0/X9J1W80mC08Ma0NAlhkQ+ctmlwDGowYwrEAZ457YrZHQZ5Pr%20QB8/+DPiF4Nm/aD1KfSdRQWGo6dbafpwS1lRXkXaNgXYNoGOpAHvTpPix4M1j4oXGo+MtZ+xaf4f%20maDStOe0mk8yYcPdPsVlyOQo6gc8GvVbDwX9h+J+q+MPt+/+0bKK0+yeTjy9mPm37uc46YFdTQB8%209/CXxNpepfCTxdoOm3hk1bbqF4IBE4/dOuFbOAOT2zn2r0z4MPG/wa8NGIgqLMA49Qxz+uaveAPB%20I8D+HbnSmvhqAnvJroyGDy8eYR8uNzZxjrnn0rl/+FRa3pJvLHwV4+vdA0G8kaRtN+wpcGEv98RS%20swaMHtjkHnJNAHPeBvDCeN/h78Q9HWdY7fUdeuvs0wGVVgVZW9xuA6VoXF/8T08B32ga/wCH9O0+%20K2sJYbnxIdRWSNolUguluPn3FBxkqM8nHSu9074f6DpngB/B0EEjaXLC8UvmPmSUv952b+8Sc5x9%20BXHn4Pa9d6bF4f1j4i6ld+FovkGmx2UUMzxD7sbXAO5gOM5HOOg4wAeM+Pbe9j/Z2+HUk6SCzWWU%20ygg4+YkoT9V3Yr6w0e4tbvRLK4050e0kgRoWjPylCoxj8Koav4P0PXPCR8NahYRvpXlLEkC8eUFH%20ylT1BGBg15Ov7O2sadHNY+G/ifrWl6Q5bZYhHIAbqG2SorZ7naKAPZ4tRstRtbltPvLe6WFnhlME%20quEdeqHB4YdweRXyh8GNJ+JOpQa43w48QadpMCXKi6W8jDGRsNtIzE/bPpX0L8PPhXoPw40ueDSP%20NnvLtQLm9uCC74HQAYCrnJA9+Saq/Cr4Xf8ACsrbVYf7Y/tP+0Jllz9l8ny8AjH32z19qAPDvE2n%20eOdO+OHghPiLrNjq1411AbeSzQKqR+d0OI05znsa9X8U/Efxv4Y8WW4u9D0mPRrrUVs7Sxa4MmpX%20qHgzRqjFQoJBwRkcA9c1s+NPhZ/wl/xC8PeKP7Y+x/2KyH7N9l8zztsm/wC9vG306GuH+IL+L/FU%201z4avvBM7a5DqaPomv2NsVt4LcOG3tOWJjfC8gEZ44BxkA7r4hfELxB4O1O0tdC8B6l4minhMjz2%20Zk2xNuI2nbE/PfqK8b8feKNV8eeN/h9b+IPD174dR7/5rC73EtmVBu+ZFPIGOn419QRKyQosjbnC%20gM3qfWvGf2jNDul0vQvGWnxtJL4evFkmVR/yzZlO76BlA/4FQBz3x8YWnxn8C3uqnGko8e5pPuKR%20OC+e3Tbn2r6I3p5fmbl2Y3bs8Y9c1y3iTwr4d+Kng22i1WNprO5jS5tbiFgskJZchkbBwcHoQQe4%20rzRv2ddd+wHSl+KWsDRceWNPMLmPys/cx523p/s49qAPTPGt/Z6n8J/EF5pt3BeW0ml3JSe3kEiP%20hGHDDg8ivAPg7onxav8AwH53gHxPpWmaT9qkHkXcSs/mcbjkwPweO/4V7ppHwt0Tw58PNS8KeHzJ%20bR6hBJHNeTYlldnUrvbG0HA7DA4qX4Y+Av8AhXHg/wDsL+0v7S/0h5/P8jyfvY427m9OuaAPCfDt%20t4n0z9qrT08dahb6pq8duzSTWSAK6/Z2KgAInOOPu16HF8UPHVjqOi6j4l8OWFhoOt6n9gt7IrMm%20ow7iQrurfKRxnAAyPSt+++GAPxkT4inVmIt4Np05LMszYiKcOH685xt9q5HR/FNzrnj631zxf4G8%20avdQ3Bh0q3XR2Fnp8bHb5rEsC0hHLORgDgDgGgB37U0Kr4B0m+T5bi21NfKcdVyjE4/FR+VautfF%20rxZok1nbaf8ADXV9fjksYJ2vbYyhGd4wzL8sLDIJx1rJ+PcEvi/xV4P8B6ed093cm7uAP+WcQG3c%20fbHmH8K9ughS3t44IVCxxqEVR2AGBQB8xfFPWrrVPH/w38QeJ9Kn0azmCPNZ3e7/AEcrcfOG3KvO%203aTkDjFfT29PL8zcuzG7dnjHrmuf8beBtE8f6CdK8QwM8YbfFNE22WB+m5GwefYgg9xXlbfs6679%20gOlL8UtYGi48saeYXMflZ+5jztvT/Zx7UAdr8WrqPWfgb4gudCuor2GS03LNbSCRXRXG/DLkHgH8%20jWZ+zleWNx8G7CGydDNbTSpdIvVZC5YZ+qla67wX8P8AQfAnhx9G0S3ZoJiWuJLgh5LgkYy5wAeO%20MAAe3WvO9Q/Z0itNbl1D4f8AjDVPCa3AImht9zjGchVZZEYL7MW+tAHOftLyRXXjTwbY6cQ+rCRi%20FT74DSIE/wDHg2PxpviOeLTP2xdJuNedY7eSKJYJJPuhmiKL/wCROPrXe+BfgVpHhTXf+Eh1vU7r%20xJr28yC8vBhVY/xhSWJf/aZj6jFdB8Q/hdoHxJsIotaWWG6twfs95bsBJHnqOQQykgcEfQjrQB02%20r3FraaJe3GouiWkcDtM0h+UIFOc/hXzN8FIp/wDhT3xJnAYWb20ixem4QvnH4Fa7A/s56tqENvYe%20I/ibrOp6REy5sTG4XCjChd8rqpHY7TivTYvAWk6d8O7vwhoEa6dZ3FrLAJNvmMGdSDI2SCx5z19u%20BQB8/fB3RPi1f+A/O8A+J9K0zSvtUg8i7iVn8zjccmB+Onf8Km8MWfiix/av0yDxzqNrqWsCBjJc%20WqhUK/Z22jAROg/2a9z+GPgL/hXHg/8AsL+0v7S/0h5/P8jyfvY427m9Ouazrj4Wef8AGuD4g/2x%20t8qIR/YPsuc/uymfM3++fu0Ad7ced9ml+y+X5+w+X5mdu7HGcc4zXgXxA/4Wl/wkngv+2/8AhEPt%20P9rj+z/sf2rZ523/AJa7udmP7vNfQNZmq+HdL1u80661S18+bTLj7TaN5jL5UmMbsAgH6HIoAoeE%20v+E18u5/4Tv+wd+V+zf2N52Mc7t/m/hjHvWH8cUlf4LeIhBnIgUtgfwiRSf0rvqr39hbapp1xYX8%20KzWtzG0UsbdGVhgj8qAMnS5rcfDu0n3ILYaWjbjwoTygc/TFcp+z+si/BjSfM+6zztHxj5fNbFUF%20+DmuxaW3h23+I2pReE2Oz+zBZRmcQk5MQuSdwHbpjHGMV2t74ZvLXwtY6L4L1ceHUsjGqSC0S5zE%20owU2ue/97rQB5p4r07WNU/aYt7HTdVbSFutA2teRxhpkiEhLrETwrngbudoJPUCr93b6z8LPG3hq%20K28Uazr+k69d/Ybm11u5FxJG5HyyRvgFcd16H8sdl4z8BxeK5rDUrPUrjR9d0ss1jqdsqsY8jBV0%20PDoe68fXk5zdD+G+or4mtdf8ceK7jxRfaeCLBTZx2kNuWGGfy0JDP/tfzwMAGKdF8cfD7xvrl/4Q%200C38T6Lr05u3tPtyWktrPxuO5xgqeemTwOmOc/wLHrUv7Q3ia41trf7a+kRGeG0JaK0LMPLi3H7x%20CgEnAyc4GK6jWfhtqv8AwlV7r/gfxfP4ZudTC/2hF9hju4p2UYVwrkbWxnJ5z7d9jwP4EtPBVrds%20L251TVNQkE1/qN22ZLhwMf8AAVHOF5xnqaAOX/Z9+X4cXMb48+PVrpZhjBDb+/4YrnoPDKeOPHXx%20a0VJ1jhu1tIhKBkJMqZBP0Zee/Wur1D4XataeItQ1TwD4yuPC66o/nX1p9hju4pJf76K5Gwnvjr7%20AYrV0H4ZaLo3gzUfD9w9xqI1be2pXly+ZrqRxhnJ7e3p7nJIBx09/wDE9PAl9oGveH9O0+K2sJYb%20jxIdRWSNolUgutuPn3FBxkqM8nHSuStEks/hj8IbvU8ppsOrK1wZPujczGJj7dTn3ruj8Hteu9Ni%208P6v8RdSu/C0XyDTY7KKKZoh92NrgHcwHGcjnHQcY73VPCWiax4UPhu/sI5NKMKwrbjgIq427T1B%20GBg0AbNcvrPibT7+TXfC+kXnm6/b6bJMbZInPl7kwmWxtySRxnPNczH8NvHGm25sPD/xWv7bTEG2%20CK90qG7mjXHQzMQT7cDAwB0rpvBHgDSvA1pcixlur6+vZPNvNRvpPMnuG/2mx0HOB/M5NAGN8DJb%20R/g3ocdkwJhR4517pKHYupHY5P5EVZ+M89pB8HfERvyoSS1McYbvISAgHvuxVPU/hVLb69c614A8%20TXfhO+vn3XkcUCXNrOTnLmB8APn+LPHPHJNNtPhRcalq1tqPxF8U3ni2WykD2tq9ulraIR0ZoUyG%20cEnknocEHFAFjRm8c/8ACP6Dp+lwafaJFo8L3OoamjTeZPsAEQiR0ZcYyXJ74APNdB4K8RS+KPCl%20tqdzBHBcM0kMyQuXj8yN2RijHqpKkj2Nc5461q+udaTw2ketadpTwCS+1PT9Lubl5QTjyImijYIS%20OWc8gYA5OR13hxdNj8P2kOh2ktnYQp5UEE1rJbsirxjZIqsPqRz1oAyvFv8Awnv2m3/4QX/hHPI2%20H7R/bPn7t2eNvl8Yx615R8I/+Fn/ANg3/wDwj/8AwiX2L+2Ln7R9u+0+Z5m4eZs28bfTPPrXv9Zm%20heHdL8NWc1rolr9mhnuHuZF8xn3SOcs2WJPPp0oA0xnAz174ry34S5Txv8Ro5sfaBre5hjnaVO38%20K9SrgvEfw2vLvxXJ4m8GeJp/DGrXMYhvXS1S5iulX7paJyBuH9707ck0AZMZ839qiX7OwPk+HAJ9%20o6Ey5UH8wa1fjgkr/BbxEIM5EClsD+ESKT+laHgnwDH4Tmv9SvtUuNa17VGDXup3ChS+PuqiDhEH%2093J/IAC/pfh+/Ph690vxhq6+IhdtIrO1mlsBCwx5e1Dzjn5uvNAC6VNbj4d2c+9BbDS0bceFCeUD%20n6YrkfgK4tfglps13IsUCtcSB3O1Vj81zkk9BjnNVF+DmuxaW3h23+IupReFGOz+zBZRmcQk5MQu%20SdwHbpjHGMVveMfhv/wkHw7t/B3h/VToFhFsRtlv53mRJ0Q/MvU4JOecc9aAOc1q/vPjVM2geG1e%2038Gxyj+0tadSv23a2fJtweoyOX6cfTdq+MvAGi+LPFXhzT73xAllBpdvJt0SCQRzXUTKEOGDhgmB%20tOAcjIyM1Xs/h78RtPsobSx+KsdvbQII4oo/DFqqooGAAA3Arc8U/D+XxHHpN/BrtxpviXSUxb6v%20BCp3EgB98R+Vlbk7cjH0yCAcXqnhvTvhL488JP4GWewtNbvjY3+mm5klinBHEmHZiGXPUf1OciX4%20seDNY+KFxqHjLWfsWn+H5mh0rTntJpPMmHDXL7FZcjkKOo68GvRNA+Hd9B4it9f8beJ5vFGp2Ksl%20iz2cdrDbBh8zCNMgueRuJ6duM13VAHiv7OnirRr7QdS0S1vN+oi/uLww+U4/cswCtuIx+Gc+1Z/g%20/QPFmseOPHsnhbxp/wAI7DHrbrLF/ZUV35rY+9lyCOOMCvUfh/4L/wCEF0G4037f9v8APvZbvzPJ%208rbvIO3G49Mdc0eEfBf/AAiur+Ir77f9r/tu/N5s8nZ5ORjbncd314+lAHk3xc8M+N9L8EJc+Ivi%20B/btkL+3DWf9iw224lxg70ORj0r0/WtQ8bRPqU+j2+j2Om6fbrJC+ohpWviF3PgpIvkqBxlgxJ5x%20irnxB8G/8J34X/sf7f8AYP8ASYp/O8nzfuNnGNw6+ua5jxRqT694juNA1u11yz8N2WxZ1s9Hu5jq%20zYBK+ZFGwWEdCActyOB1AMr4gaxFrP8AwrDxFdxtbaTPqcVxPv6Qu6Ax7m9Ac84r2OsbUdE0Xxb4%20UOmalYebpd1EoFvLC8LKvVflIDIRx2BFcVB8NfGukQix8M/FO+tNLjGIIL7Sob2WNcfd81iCR6DA%20wMDtQBF4kcT/ALSfhGLTzm4t9NuXvdnVYSMJu9t3TNep1yng34e6V4MkuruCe81LVb7H2vU9Ql82%20ebHQbuyj0HoM5xXV0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ%20AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB%20RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFR3FvBeWsltdwxzwTKUkilUMrqRggg8EH0%20qSigCCxsbTTLKKz021htLWEYjgt4xGiDrgKOBU9FFABRRRQAUUUUAUxpGmrq7aqun2o1Fo/Ka8EC%20+cU/ul8Zx7ZxVyiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK%20KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo%20ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii%20gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK%20KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z" height="370" width="1005" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>Según
        lo mostrado en las ecuaciones de arriba, los carbohidratos insolubles 
        presentes en la MO, del sustrato, son hidrolizados enzimáticamente hasta
        carbohidratos solubles (CHOS) y carbohidratos inertes; posteriormente, 
        los CHOS reaccionan con el amoníaco, proveniente de la desaminación 
        proteíca y en presencia de las baterías acidogénicas, hasta producir 
        ácidos orgánicos: acético (C<sub>2</sub>), propiónico (C<sub>3</sub>) y butírico(C<sub>4</sub>), dióxido de carbono, agua y la biomasa residual: C<sub>5</sub>H<sub>7</sub>NO<sub>2</sub>, que constituirá el denominado: biosol, posterior a esto se desarrolla la acetogénesis.</p>
      <div id="f21" class="fig">
        <div class="zoom">
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5Lslkr8NG%20tyiEJ53dgKzBaqxaszv5prEUUQeH3xN9HiiLLZ2dmdn1Z+rOyAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDnn3m8w/N3B8fxqE9LGcs+pOLePy1XQ3/wy%20kH+BZvVqdEf5pB23L2w0+LUuTYafOYitBkI6w5CrJM9ti9WyEYDI5OTtLIIi33Fv8nXx7M6dFg+1%20DmTcg7U1aEsm+9x+UqEou/m9FvPXfT8H0y2N/mq7dqkUx3gHK90vcfBwYrZVsbSlahXdmchiEIfX%20tTbHdm3lo7a/HQVnTnlre4mG77iezq3jmxdntxct3LT2BC6GQngB4BfqNkJQGu7DG7eYREj+I+Gi%20TOUxMLK718o5Zw7sC/5xuR/pVZhr4uxfqGe0ppG2zSxGQxHqUYE/2WdndTe5vuuk/wDDmjgHFvb3%20c4s1nm3M72N5HM8m2lTqzlFXFncY/UdqthpXfTe+0x6Pt8W1VqRN/abnXq8+z/B4MgV7juUrWSrz%20gJxCckDsA2AikbWN5IXfVibXozP4K4zrYluLEO5J2j43jO/9Xt3BZuFhZ7NSA7EhxPaYbEQGbsbR%20DHqzl0/FppM1rfiTx3XX3wCLs/2KqcP4rcssGStyVBt2DB7LQTPJYsaFGEQ+b7HQfsv+ysbc8GvH%20KNdpvaTxzknBcfyDkuVuxXMtE1qrXx5QhHFBI2sXqPLFM5kTaE+m3TXT61uxmVo+z35/7T+4U+CW%20LjWMfkJWpWyZnGOZjieWpOwO77T1Jm8X03E2r+Kutzwu0xy8u9Mea7me46PhIW/QqVZY8fTcn3xw%20h6LT2pWDVmc+hdNeu1mWNOV2uG67xe2/Hdu+D3uT8QzWQf0o2q5ipcKKRp6tmQI3YXijh0YT0J2J%20i+lnZ26qus/VvOyHKJuLe13kOerkwWqU9x6pP8JzGOOJ+v0GbLX5Ok8d2fxzm+Oyle2uE7L5irfy%20Pc3l1/HZOWd/l6tSGaWU2dtxzzT/AC1sScyJ206P0d3d9VMCUdhc9j+J9+4cNxnMnl+LZkypfNPF%20LXacCieSEjhkYSY4pfLrp+Fp0dXTpipticv33H4m3mPcSOIqS+jZyTY+nFK7uzC84jHq+nXTzdVn%20SZt8dm9+k8d2R399ufH+3PDsbncRk7duc7IU8hHb9PYRSRkTSQtGAODMUb+UnLo/j0623lJMx0L2%20V5MUfYDC5u4bm2OxszyEb9XCk8gM2ur/AHsWi1+W459P4TSZ4ci8Mft3zHk+azndjlNvFvZL1omq%20xSzTzzSk7v8AjBgtDHHEIsLC4/FtNGFZkxFtzWx4/mOLcC714W92+5BNmePTTwQzzSxS15fQsSNH%20PXmE44fV0HQ2JgZtdOmrK6dcM74xlMfdrYs1+8GGnz9Sa/xmKpAdekEpQBMAyO9mMJWYthk+jE4t%20rpt+pZ163LW3SMG1ifatzetXp8eyFnt3lmsMHq5SOe1FPG49dxFZmgiFn8DKYPrZ+iuEyv3vBi3x%20Pt0y+M+flynyeMhhbITuJSTMBxsxk4to+rf/AMX8VPyXP6r+P+L+yKe0T5z/AHMZn5L/AK7+cLfy%202vh6vy0Oz/62i3+TP2zHl/NTXry507e5rtjjcxmG7rceyObsym7jJBPJHNDYE39YZYmmquRGTvuI%20pH0dvs9XdZmMFzlevZfgXaKz3QflPbzm0gV64kTcUeKSKw0ckbMcZSWi9SaESfrpG+nTz66OrOEv%20OHTaiqV93n6mrP8AHqn7t1jbrPf+K1r0qpexvtjwfO+FByfk2UuwtcM48bXonEOyKAnjcpSljm11%20MfKI6aM3x16dLMMRr+0tXNdrPcg3DXuPZqW5nx9sgbaM8UsXrVpHB3faQkQu/Xp5m6/FpzmLvxy/%20fdTQsZHvzjsdWJwnvU6NWMh8WeeaSP8A/mWdJm/VdriZdIcO7L9se3e7OYbGelk6lM458lNPPLIQ%20CLPIbiZvEBHs1dwAfobRuit2xKkmXLnbTg+R7+dyc5meSZGWvQg0sXXhcXmYZSIa9aDexCAgIP5n%20F9GHw1fVNdcQ2vLN77dhw7TjieV8Tyts6bWQi3WSD5qvbFiljlCSIIhcX2eG1nF28X16JtirjMWV%203x5RLyn2uYvkE21rOQKhLZYOgtNq4y6N9G8XU/JMbTx2NLxfHdCuxvtjwfO+FByfk2UuwtcM48bX%20onEOyKAnjcpSljm11MfKI6aM3x16aswzGv7S1c12s9yDcNe49mpbmfH2yBtozxSxetWkcHd9pCRC%2079enmbr8WnOYu/HLZ91f73mC/juI/wAoJ+L5X6/+rW/SeO6W+9Hm+Sx2Ew/FaMzww5h5bGS2PoRw%20wOLBEX7QjPV/p2rF5pOIxeP+yzjtniEEuWzd2Lk1iv6hFX9F6UMsg7hF4iB5JBB30J2lHd8Nq3Yx%20K0vtSzue4v3NzvbbJTMVX/8AMv6LO7gN2mbARxa/CSNn1+nQVZcxdpioNyThtjmnuWzPGIrT0xyW%20UsBPYZtdsMYvLJ5dW3Ptj6N9Kx+Ofz+7X5Ov6fs9fcV2RwnbGxhJ8DftWamTGYTC4UZShLA4PuE4%20ghHaTSN026s7eL69LLyY4y6L7pZGXJ+2S5kZicprmFpzyEXi5SNETu/j4u6fmmLff+U/F/H8ID7e%20OSzcY9t3LM/AzFZx1q7NXEmdxeVq0LR66fDe7arX5LjWeO5rOUG7CdiMf3WrZnk3K8peGMbTwsVY%20gaeayTNLLLJLMEzO34xum3V3fxUxiJbbVhdpewXcnt93etX8baifhkTvDJPZmYJL1WUHdhaGJpfx%20kEmmryMDPp5ejumt45TaeSVe4Xsrmu4VnF3x5HWxWFxLP87WtiQRxRE7lYttKxOJGICLMJCLaM+p%20ssyTOa32w54719u+y3FcRRk4Ry0s5lp5tJ6nzNa6DQML6n6lSIAjJi08plq+vRujp3STh1Z7dcjY%20v9l+Lz2Cc5ArHAxE+r7K8xxB9HgIMum/X9P2Zix1hRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQcW93IbPdr3HBxGjbavVqP+bI7W31BjauBTWZNm4Nzse4%20dNza6MppM5q7cYiUf2GP/wDtv/8AV/8A+YqjR+2q9a4H3wzXBMhI+y689DcQ7GOxTIjhk26lpvjY%209Ov3zK63MNpisfvI+Z7W+4yHnI1Hs0Lso36rO5CEolF6FqH1NHZjbUn+Om4X0U0xOF2mZlm94fda%20XJ8Zjsb2+bK4a2NkZ7Vw3CCYtjaRwRjXkm3iZFqTE7a6M2j6pJcpnhZXdrhnOuSe3GGLNyPkOXUY%204crfZoowMiDccsQhCIjujikcfKPXb9afkxL7Lpf/ACpTtT3i7O4DhrYnmHBK2XzFR5PlciFCjYKc%20TdzFrEljaYuLvt1bd5fuK7VmdVv+2XmFHmV7JXou3+EwD41nEc9iq8dZ3eZ221hH03Jy2auZNLp4%20eVtUxwXqq7vfmh4n7oYeR3YjkqVJcddII21M4Y4gE9jE4C5eQtPNpr8VNNsW+Oze/MnjusPvXbrd%205exsXLOJ1LTthrxzlUsRgNl4ohKKfQYzlF9GNpOheDfT0U2mMVNbnMR7tN7tuOcb4Lj+P8lxV2W5%20iYmq1bGPGE45YI20i9RpZYXAhbQX03a6a/UtWsyNN2di5D3Z9wMnP7NMa2Mx0zXLTM7lHF6cXpVK%204no2+ToJP0bwd+nRldZjk2ueGP3pkzXbP3HR82Cp69S1LHkKbE2yOYPRaC1Ex6OzH1Lrp03M6xpw%201tMtt3o9ymP5/wAGu8c4nhrwQyCE+buXRjD0a8UsbjsaGSZn3yuIuRO2nho7v0WLrf1b3srxa1yr%202tchwNNme7csW/lRLwKaNopIx6+G4gZtfgtfk6Tx3Z/Heb47Ku7M9y+2XEKORw/cDhkOZk9d5K9x%206NS1ajLRgOCRrbxuIi4atoXR9eiZliYuVrdhu4OC5r3CtVcd20wWOpUnK1UzVSrDXsUoR1GL1CGI%202OaQtGbYUenXx0TXpk26ox3XZn93eCZ21b53EdH/AM4E/F8r9f2b36Tx3WR7zf1VU/52g/IzLNXX%20pfb+Y3XYTFjlvbni8UTsI36d+s5O2rN6084au3x+0t/lmf0n7M6XFy5k7Ycn4n215XnMJ3I4lDm4%20xP0JGkq17VitPXIm1iG1tF45N3XQm1bR+qk2liWWVZXb7uhw3mHdWDBcd7V4IsLOQlUtHSrV7tYI%20tCltTnHHPHoP3oDp10bemqbJR7hu7tfA8mocU5VwqrleLWDCweRtP8wctYweOYqYbYvQsxObsxeo%2076fRuZ2k5vLV4mYpfu9Q9tbYcr/brJXXzRnEEeJYbXygx9fVkMrsTS66fRM/X73TqpyLeq1M3V9m%20NiPL+o05UTkrjLruGsdtirt1fw9N22/tdFfy/wBH4+v6/sz/AGhz3a/ZnMT0azXbsWRtHWqOfpNL%20INaFxj9R2PZufpro+i3v0nt/NSdUBj7p9lefcjzI92uLQcctxE7Ub9QLfzTGItFJHdlqsMk0oODb%20HOLazM7OzffYxMLzKg2Aw/Gw78ccpdqr9/J46O5UkC9aHZK7CTHafpHXL0hi3M+4B6at4dXumcs7%20dHfaiqV93n6mrP8AHqn7t1jbrPf+K1r0qpOxnuYw/AuFxca5Rir0sMBnNibVIIzeSKaQiNjGaSHo%20Mm7aQu+vho23r0tYYXaO1mO6fuSfmb0/l6dSV79oBd3GGKKL0a0bmzNuNyYfu6E/gmkxyu9zw2Xf%20/wDvQ8V/z8P/AK46zp1+pt0ddXKsdunPVlbWOxGcRs/g4mLi/wDlSzMwsuHD/bTnGR7B9yc5huSY%206WxQn0r3WhYWmcYiIq9mDe4iYmJv5XJtWLx1bRXXbMTacs/vl31bu3+aOJcQxNsapWQlYbIg1qe0%207FHHGEcRyiICxu+u/q7/AA06pM1fuxFk98+LScU9r2M49M4FYxxUIrJR6uDzbnKVxd9Ojm76Kfku%20bPHY0mJfHdCOxnuYw/AuFxca5Rir0sMBnNibVIIzeSKaQiNjGaSHoMm7aQu+vho23rq1lhdo7WY7%20p+5J+ZvT+Xp1JXv2gF3cYYoovRrRubM243Jh+7oT+CaTHK73PDY91f73mC/juI/ygn4vlfr/AOrW%20/SeO6W+9HhGSyOEw/KqMLzQ4d5a+S2NqQQzuLhKX7QTDR/o3LF4pOYxeP+9PjtbiEEWWwl2Xk1ev%206ZDX9FqU0sY7RJ5SNpIxN21JmiLb8Ny3axI1HtU49yDk3cjN9zMnCwVCeywy6OIyXLh7jGHXXUYw%20cmfr01ZWTENrmsLhbM/vNvatrpfyLt935WRT8Xxvju3+Tr+n7N974/8AqnEf9Jd/yQrPdZ8b7z+U%20451/dOb/AGfx/wC4hWvz9b7/AMp+P+L+yGe3jjU3J/bdyzAQOw2cjauw1yJ3YWletC8eunw3s2qv%205JnWeO6a3lA+wnfep2pizPGeVYu4Vc7LzMNYQezBaBmilikimOFtrsDffas7eD69JmWJZipT217s%209y+4vfqWbAX7dDiUhNLcxsrhPDFQrMzMzgbGEUs5MzE8ehal9p2bVNJ1ybVo/dVyK/8A748fjuRR%20z2eJY8KliLFxyFEM8JvrYIXbTSQ9Cj3N1Zm8WWdcZ5a26TCL9zuZdqM3xKvhO2vCZcZFj5fnMnmL%20UIFaCJ3cGApxktSvGUkzdZJdGfaLN4aVI6p9tcsMnZPjLxNowxTCTNo3mGxIxeH0ut79fpP2ZizV%20hRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQzjXZztx%20xnkc3JMLiPl83YaVprp2LU5P65bpH2zSyAzk/wAWbVJxwXlM0ELvdmu297mI8ys4hy5KM0VhsgNm%201G/qwMIxl6YSjF0YGbTbo/xScF5b/kvFON8nxZ4vkGOgydE9X9GwDFtJxcd8ZfajNmJ9DB2Jvg6L%20Ki/Fuw/aTi2VDK4XjkMOQjb8TPNJPaeN2diY42syTCBs7dDFmL61ZUT1QV3n/b32bz+UlymS4zCV%202d9Zjry2agmTu7uZR1pYo3InfUi26v8AFSQymuDwGEwGMhxeFow47HwNpFWrgMYNr4voPiReLk/V%2036utWpI0XN+1Hb3nB15eUYaLIT1W2w2GOWCZh6vseWA4jINXd9rvpr1WcNZbbi3E+O8UwsOF4/SC%20hjIHJ44Aci8xPqREZuRmT/STu61azIiOe9vXZrO5E8jkeMV/m5G/GFVksUwJ9XdyKOrJDG5O79S2%206v8AF1mTC2ppgePYLj+NjxmEoQY2hF9itWjGMNdGZydhbzE+nUn6v8Vq3KSYcy+5/mXMeP8ALDx+%20bxFDkXBMpFFJjK2QrFtgmBts7QW65V54530d9fUfyl4LM68t3pwqrPd4uKycEyPD+G8Gg4xFmZYi%20yV352XITyhCTGMbHNGEjNuFtNTdm82g6lqr1SXDq/wBtvDclxTtRjaeUhOtkbhy3rFaRnE4/XLyC%20Qv1EvTEdWfqzrW3kxG35b2P7VcuyT5TPcehs5Am0ktRST1Tk8Osr1pIfULRtGc9X06LGGst/xThn%20FuI4tsXxvGQ4ykz6kELPuMmbTdLITlJIWnTcZO61lMNTle0XbzLcvg5hkMT63I6xwywXvmLIbTr6%20ek/pBKMT7dPiHX4qTjotuWy5nwTivNcUGJ5NR+fx8co2Ah9WaHSUGIRLdAcZeBv010RZWVxjjGD4%20vg62DwVb5PF02Jq1ffJLtYzcy88pGb6kTv1dW3KNLzTtJ255tNFY5Ng4b1qFtAtCUledxbXQCmrn%20FIQtr0EidmWcGWVwvtvwfhNaSvxfEQ40Zn1nlHfJNJ11ZjnlKSUhb4C5aN8FrKYZvKOI8Z5Vizxf%20IsbBk6Jau0U46uBELhviNtDjPaTsxg7E3wdRUPwvt17L4bIx5CjxeB7MOvp/My2bcbO/x9KzLNHq%203wfbq3wVlwWJtyLjuG5HhbWEzNf5rF3QaOzX3nHuFnYtN8ZAbdW+DrNmVlwweF8E4pwrFHieM0fz%20fj5JisHD6s02spCIuW6c5C8AbprotWo0/L+yfa3mGQbI8g49BZv9d9uI5qssmrCOsx1jheV2YGYd%20+ujeCg2HC+2XA+FRSBxjDQY4ptWlsNvlnIXdn2lPMUkrhq2rDu0b6FcmEnUFK+7z9TVn+PVP3brG%203We/8VrXpWt7JdtODc37E8Yh5TiIsi1YrZV5XKSKYNbUuojNCUcjC/xHdo/TVujLrv1ZlXFxLhXF%20eIYtsXxvGw42lruIImdzMvwpZDcpJC06bjJ306KZMNTyDtH295DyipynL4n5rPUnherc+Ysx7Hrn%206kX4uOUI32l16j1+Kk4KmCCN8y7ccG5pXGDk+Gr5L02ZopjYo5wFi3bY7EThMAu/iwmzP8VMGWHw%20ztD224XYO1xvBQUrcnjbIpLE4s7aOITWClkAXbxESZn+K1lMIL7vP1NWf49U/duue3We/wDFb16V%20reyXbTg3N+xPGIeU4iLItWK2VeVykimDW1LqIzQlHIwv8R3aP01boy679WZVxcS4VxXiGLbF8bxs%20ONpa7iCJnczL8KWQ3KSQtOm4yd9OimTDU5XtF28y3L4OYZDE+tyOscMsF75iyG06+npP6QSjE+3T%204h1+Kk46FuUuliimiOGYBkikFwkjNmISEm0cSZ+js7JYK4ue3DsncyRZGXi1cbBmMjhDLZgg1HTT%20SvFKEDD06iwaP8UhVg4/HY/G0oqOOqxUqVcdkFWuAxRRj46AAMwi33GQRel2i7eUeZyc0q4n0+TS%20ySSnf+YslqcwuEj+kUrw9RJ2+wk46FuXvznthwbnQUw5VjPziNBzeo3r2INjy7d/7xJFrrsbxRc8%20YZ17hfGb/E/0St0/U498vHT+S9SUfxETCwB6gm0vTY3Xdqm3PVJcPPhfBOKcKxR4njNH834+SYrB%20w+rNNrKQiLlunOQvAG6a6K2jU8w7L9r+Y3hv8h4/BbvNrutxlLWmk6MLerJWOEpdGFmHe76fBRct%20xxDgnEOHY58dxnFw42sT6yemzlJI+ruzyzG5SyO259N5Po3RuitqPDmvbjhHN6sNblGJiyQV3cq8%20hOcUseum5gmiKOURLRtwsWj6NqpgywKPZvtlQ4rc4rTwMEGEyLM1+ASl9WbafqB6lnf8wWwn8usn%20l8G6JeSXDc8Q4Zxvh+GHC8dqPSxgGcoV3lmnZjkfUnYpzkJtX66a6K5MN0oCAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgx8hj8fkaU1%20HIVorlKwOyerYAZYpB/BMDZxJvusmBp8X284Bib0d/FcZxWPvQ6+jbq0a0MwbmcX2yRgJNqzu3R0%20EgQEBAQEBAQEBAQEBAQEBBhZfB4XNUno5nH1slSImMqtyGOeJyH7JbJGIdW+HRMD7xeJxWIox0MV%20Sgx9GHX0qlWIIYQ3O5FtjjYRbV3d30ZBlICAgICDCy+DwuapPRzOPrZKkRMZVbkMc8TkP2S2SMQ6%20t8OiYH3i8TisRRjoYqlBj6MOvpVKsQQwhudyLbHGwi2ru7voyDKQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQR/KdwuAYm9JQyvJsVj70Onq1LV6tDMG5mJt0chiTas+vVkG9r2ILEEdivIM0EwtJFNGTEBgT%20aiQk2rOzt4OyDEvZ7B4+5UpX8jVqXMgTx0K080cUs5tpqMIG7FI7bm6CzoM5BgZPkGBxUtWLKZKr%20QlvSNDSjtTRwlNK7szRxMZC5lq7dB6oM9AQEEcn7lduq906E/KsPDeikeGSrJfqjKMrPtcCB5NzE%20xdNNNUnJeEjQYMmewceXiw0mRqhmJo3mhxpTRtZOJtdTGF39Rx8r9WbRBnIMCzyDA1cpWxFnJVYM%20rdZyp4+SaMLEwizu7xRETGbNtfXayDPQEHlbt1adWW3bmjrVa4FJPYlJgjABbUiMydhEWbq7ug02%20J5/wTM3RoYjkmLyN42cgq1LteeUmFtSdgjMifRvHog3yA7szav4II3W7mduLNuOlW5Xh57kxtFDW%20jyFU5TkJ9rAIDI5OTv0ZmZIXhJEBBpc3zbhmBshVzmex2KsyB6kcF23BXMgd3bcwymLuOrO2qGGw%20xeWxWXox38VdgyFGbX0rdWUJoT2u4ltkjchfR2dn0dB627dWnVlt25o61WuBST2JSYIwAW1IjMnY%20RFm6u7oPPHZPG5OlFfxtuG9RnbdBarSDLEbM+moGDkJdW+DoPaeeCvBJPPIMMEQucssjsICAtqRE%20T9GZm8XdBj4nMYjMUQv4i9XyNGVyaO3UlCeEnF3EmGSNyF9HbR+qDLQEBAQEBB4Xr9HH05rt+xFU%20p1xeSxZnMY4owHxIzN2EWb6XdB6V7EFiCOxXkGaCYWkimjJiAwJtRISbVnZ28HZB9oNTnOXcT4+U%20I57NUMSVhieuN61DWeRg03bPVIN23c2uiDV/72O1n9csH/8AqVP+EQbnCcl45noJLGCytPLQQl6c%20stGxFZAD012kURGzPo+ujoPnOco4zgI4pM7l6WJjndxgO9YirMbi2rsDykG52+pBlY7J43J0or+N%20tw3qM7boLVaQZYjZn01AwchLq3wdBkoMOxmsPWyNXGWb9eDJXmMqVKSUAnmaNtTeKMnYz2t47W6I%20Pe3bq06stu3NHWq1wKSexKTBGAC2pEZk7CIs3V3dB547J43J0or+Ntw3qM7boLVaQZYjZn01Awch%20Lq3wdB7TzwV4JJ55BhgiFzllkdhAQFtSIifozM3i7oMfE5jEZiiF/EXq+RoyuTR26koTwk4u4kwy%20RuQvo7aP1QZaAg1ec5XxfANCWezFHEtY3NXe9ZhrNI4abtnqkG7TVtdEMPTC8h4/napW8Hk6mVqg%20bxnYpTx2IxNmZ3FziImYtHZ9EGwQEBAQEBAQaXNc34XgrQ1M3n8birRg0gV7tuCvI4O7sxMEpiTj%20qztqg3IkJCxC7EJNqJN1Z2f4sg/UB3Zmd3fRm6u7oNJh+ccKzdwqOG5BjcndEXkKrTuQWJWAXZiJ%20wjMi0Z3ZnfRBu0H4ZhGBSSEwADORmT6MzN1d3d0GNi8tisvRjv4q7BkKM2vpW6soTQntdxLbJG5C%20+js7Po6DBznMuIYCWKHO5zH4mWcXOGO9ahrEYs+jkLSkDuzP9CZGFU7ndtrlqKpU5ZhrFqcxjgrx%20ZCqchmb6CIAMjuRO/RmZBJUGit894LSyr4i5yPF1ssxhE+Pmu147DSSaOAekRse4tzaNp11Qb1Bg%2047PYPJz24Mbkat6ehJ6N6KtNHKcEratslEHJwLo/QuqDOQYFHkGByF63QoZKrbvY92G/UgmjkmgI%20tWZpowJyjd9r/aZkH7BnsHYytjEV8jVmy1QWktY+OaMrEQFo4lJEz7wZ9zaO7IM5BgByDAnmDwgZ%20KqWZjj9aTGNNG9oYun4woWL1GHzN100QZ6AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICDS5rm/C8FaGpm8/jcVaMGkCvdtwV5HB3dmJglMScdWdtUG5EhIWIXYhJtR%20JurOz/FkH6g8rdurTqy27c0darXApJ7EpMEYALakRmTsIizdXd0GuwfLuJ8gKYcDmqGWKuwvYGja%20hsvGx67XP0iPbu2vpqg2yDwvX6OPpzXb9iKpTri8lizOYxxRgPiRmbsIs30u6D6qW6lyrDbpzR2a%20tgBkgsQk0kcgE2okBi7iQu3VnZBrM5zLiGAlihzucx+JlnFzhjvWoaxGLPo5C0pA7sz/AEJkYVTu%20d22uWoqlTlmGsWpzGOCvFkKpyGZvoIgAyO5E79GZkElQaKvz3gtnLfmetyPFzZf1Ch/N0d2udn1Q%2013x+ixue4dr6tpqyDeoDuzM7u+jN1d3QRyl3J7dXrsVGlynEWrs5tHDVhv1pJTN+jCIDI5E/1MyQ%20vCRoCDFymWxWJoyX8rdgx9GHT1bdqUIYQ3OwtukkcRbV30bV0HvXsQWII7FeQZoJhaSKaMmIDAm1%20EhJtWdnbwdkHlkcljsZSlvZK1DSowNuntWZBiiBtdNTM3ERbV/i6D6pXaV6pDdo2I7VOwDSV7MJj%20JFIBNqJAYu4kLt4OyD2QYN7PYPH3KlK/katS5kCeOhWnmjilnNtNRhA3YpHbc3QWdBnIMDJ8gwOK%20lqxZTJVaEt6RoaUdqaOEppXdmaOJjIXMtXboPVBnoNXnOV8XwDQlnsxRxLWNzV3vWYazSOGm7Z6p%20Bu01bXRDD0wvIeP52qVvB5OplaoG8Z2KU8diMTZmdxc4iJmLR2fRBsEBAQEBAQEFFd8+YctzXM8N%202j4ZcLG5HLg1nM5WMnE4KvmfYJA7EPljIi0dnfyjroTqSZvpFzierZ4b2m9lqONiq3cXPlrQM/qX%207NuzHIbu+v2K0kETM3g2g+Hi7v1VRG+L8Q5n2f7qUcLgY8nnO2nItfVjaGSy2Ond9u+Q4xcY9Ccd%20TfbuB311cNVdb2pfONp30/W72j/nKf8AdQK6fL6U2+P1i8lkUN7mf6Tdrv8AaCH8rCpPlPHkt+N8%20ea+VUEHPHcrKcm7o91ZO1GByEmK41iYvW5XdgfQ5mIR3Q6t9odJGBgfo5O7kz7WTWZ57LbjjvUoh%209qHZGPGjULDTy2Bi9N8idy005Ft09VxCQYN+vXpHt1+906JUjTdpMTz/ALc9xrnb23HkczwKxE9n%20AZk4JJIapaOXoyTCzxx6sxCQ6s25mJhHe6suZz2SzD25B/e441/ME3+Wwrp39v5i7dJ7/wALyWRQ%203cf+9J23/ilr8nYU1+V9v7Xb4z3/AKXyqjzsTw168tiYmCGECkkN+jCItq7v9xmUtwSOZOLcbyfu%20G5FkOU8pu2avb/GW/QwmBgN42lKLR3KTo7NqBfjDbzvu2iQsKsnGau17RN+Se03tNdxMsWBpTYDL%20j56eSgs2Z3CUWfZujnlkEh3aO+m0voJk57I23YDO9wrXHLuD55Quw5rAzvVjyVuGUBuwNqwSBMYi%200zi4Ozm2u5tpO7u+qt5mU7q8zY5/v13Gy3Ga2SmxnbXjErQZEqz6HdsCX1s4k++N9jkxCLCxaO7q%20azM+6/Rra44Tex7UOyMuOKpHhp685R+m2QjuWnnEtNPUYZJDh3fHrHt+pKkRTtxl+U9qu6EHarkV%20+TKcXy0e/imQnbzROzPth11fQX2vG4a6MW1xZmJXW54vWFmOeyV+4PuPn8BSxPEuJP8A/u/lc3yt%20GRn0KCJ3YDlZ/AScjYRd/DqXwWcZuFziZa7ivtM7cVaDy8uGxyfP2n9a/fns2IR9Y9Sk9NoZIidi%20J9XKQiJ369PBauOzMz3RXuH2ryXZqQu4va61Ygx9aSP8+8dmMpq5VtdurOTuZAzv13uRDuchJtFJ%20tjr0axn3Wxyrk2P5R2LzPIMe7/KZLA2rEYv9od1ctwFp98Bai/1sm8wfjvMeHtz/AFLcW/ix/ljW%209+v0n7Ma9Et5z/QrP/zdb/IEuW/xrpp8or32pfqQwv8Aprv+tyLdYi3VFEEK5b3J/R7nvEuJ/m75%20r9KSsj8763p/L/LCJfvfpn6m7d+EOiTml4iaoCD8IhEXIn0EW1d/qZByD3z7pc17icQylvjuNnxn%20bbFyRBcyVn8WeRmKcYgAG66gEnXaLv4am7PtFTHStdOHUXAv6D8e/m2p+QBdPyfK+7np0jerDSJ8%2057VcB51JTk5Vi/zidBpBqP69mDY0ri5/vEkWuuxvFBSffHtR2N4Hw958fxX5jkeVkajgqrXMgblZ%20kb7ez5h9zR+OmnV9B+Kl8os86sLtZwmj2e7TWrOQJzvRV5MtnTZ3cfVCLc8QN4aRiLBr8X6rW98k%201mahHars5hu5mIm7i9zYpczleQyHJRqPPNBDVqAbjEMbVzjLro+jOWjDp011d59uD7s30SDt52s5%20T237sXa3HIZZu2WZrvNMMtiIvk7Ys7gwgZ+sWm3YxML6iTbndx1VnS5L2wuHNZjHYXE3MtkpmgoU%20ITsWpn67Y4xcifRur9G8Fm1ZMuT+H5vlHJPcxxTlWcjetWz1ezawVIi1KHHNDYjgYm8Gc9jn0fru%201+K1pMZ9jbmZ7Oku6/6seV/zTd/IGs7dF06xofbn+pbi38WP8sa6b9fpP2c9eiW85/oVn/5ut/kC%20XLf4100+UV77Uv1IYX/TXf8AW5FusRbqiq5779zpuAcIK5jxaXPZKUaOGiJtzetI2ryOPxaMWd9P%20iWjfFS5txOtWedQnhHta4/crFne501nkvKcmIy3hlszBFCTs2gscJxySEAttd3Pbp0EW01WrJOIz%20m3msDuJ7fI+F1Zec9pLNrCZvDxPLLjAlOxDYgj80rN6zyG77W1cDIhLTTazrP3Y57NSZ4W32m7g1%20ufcFx3I4wGGxMLxX64+EdmJ9sgtr12u/mH9q7LW0ZlTBRRBCpO5Ozu5F28/N2vqYr86/nT1vD8Y8%20fpeh6f7XXd6n7CTnJeMJqgIIp3V5hJw7t7m+RwsJWaNd/lRNtReeR2ji3N01bebaqVrWZqo+13tx%204XyLhtbk/PIrGc5JyONshYtS2Z43iaw28GFoTDcW0md3Pd18NG6LV1xwzm3msrsY+R4J3K5J2it3%20Zb2JrQtlOOSz6bhhNxeQOnRtfVbVm0bcJEzNuSXM9YWYvuv1QUN3/u5blXOOK9o8fbOjSzu67np4%20ukhVYtztGz+GmkRvo7eO1JM30i3iZ82P3F9r/Bcdw6xleEw2MNyfBxPep3o7M8hzSVh37TaSRxAi%2026iUe3aWj+HRS7Y5NZnhZnZrm0vNO22Fz9h2e9NC8V52bRnsQE8UhaN4biDd+yt7MxAvcpzPLzY2%20bt9xYtczeoWMlm52dxGtiqwEUm4mZ9HncdjfV0++Zc7z9HTWdPOt57XP1Icf+7a/1uVdN3OIPzfj%20GD7ie6Cvx3NwPdwuEwfq3KrSSRM5k7kPniIDbrPG/R28FnXu1tnE8eOixMV7b+y+JydTKY/jvo3q%20MwWKs3zl49ksRMQFtOchfQm8HbRWXCPr3D8rzHF+0uaymHkKC+TRVo7IO7HE1iUYikB28CYS8r/B%20+qzWtUO4n7Ve09zgtF8lXnvZm/TCabOBZnCRpbEbHvijYmh0By8jHGX7bVa2mLhiXPL29rGdzD4z%20k3DchaO/BxDIlRx14/jX3GDRtq7+UXhdxbXoxaeDMr11lW8WxUPHeTci4L3c5hzqFnl4nByCXGcm%20gj3EQw2p5Hjm2M2n4sh8r666vt++U06c9Ku/X2kdl07lW7UhuVJRnq2YxlgnjdiA4zbcJC7eLOz6%20slmEUZ2O/Xf3c/jdf93Os6dPr/a79fp/T34L/en7gfzbU/cV1vX433/tNus9v5XksihsR/fCzP8A%20s+P+Wupp38eS79vHmvlVBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEb5t%203E4jwmtStclu/I179hqsErxySD6ji5eb0xLaLM3V3Qb2jepX6kV2jYjtU7AscFiExkjMX8CExd2d%20vuIPdAQEEU7q8wk4d29zfI4WErNGu/yom2ovPI7Rxbm6atvNtVK1rM1Ufa7248L5Fw2tyfnkVjOc%20k5HG2QsWpbM8bxNYbeDC0JhuLaTO7nu6+GjdFq644ZzbzWV2MfI8E7lck7RW7st7E1oWynHJZ9Nw%20wm4vIHTo2vqtqzaNuEiZm3JLmesLMX3X6oOee5NWz3T74Vu2k9qWvxPj9RslmoYC2FPMTC4i79W6%20NKDN06al8dE1mc29l2zJJO7C7wdjOPcBwAdwe2wzYLNcakCzJEE808c8LmwHu9eSQm2sXVmfaQ7h%20dn11Z92CTK/eJcgg5HxfE56u22LKVIbQh+D6oMTj/wAl30V2mKzK5491PM8vnamV4hx0v+y+Nww3%20+X2tXEd00gBVqNo3mLU/UdvDp+1dY9XSTt3Xl2l/VfxP+aKX5AF0361zinOb8YwfcT3QV+O5uB7u%20FwmD9W5VaSSJnMnch88RAbdZ436O3gs692ts4njx0WJivbf2XxOTqZTH8d9G9RmCxVm+cvHsliJi%20AtpzkL6E3g7aKy4RofdRyDM4/g+Nw+MtPQHkmSixd28zkzxwSCRG2o9dC2+b6R1b4qSZsi/d9stY%20ma9pXaVuHWKlOvPVzENZ3jzpWJjkeWMd2+SIj+XcSdvMwxt08NH6qbU1jde2HmWZ5V2qqz5iQ7F3%20HTy0HuSu5HMETCUZET9SdhNhcn6vpq/Vb2nSsxAclDnO/ncnM4B8nYxnbbi0ny1qOoTCdyyJuzF1%20YgJ98bkLkxMIs2jalqs6zMy1tccROMj7UOydrHS1a2HmoWTDbHfhuWjlAvwmGaSWJ3+6GiVIx+ws%20vcfAZTN9v+XwXrtDCluwHI5oJWrz1tWb0msEzg+gkJAO8nHzDroLK5zM90xirnUVVXuh/UjyH/3X%20/WolK1qnHAv6D8e/m2p+QBdPyfK+7np0iLe4n9S/Kf4qP5UFy36fo6adf1/Zs+y/6peH/wA0U/yI%20rdYiZqK5s922Hy2Z5P29xeHlaDK2rFoKMxEUbDNrA4FvFncdCbo7JM54W/H6rQ7Idyi5vxJvzi3o%20cow5vR5DSJtkgWY9R3uHizSbXf6i3D8Fq+cZ6cVCfcz/AEm7Xf7QQ/lYVifKePJq/G+PNM++/c6b%20gHCCuY8Wlz2SlGjhoibc3rSNq8jj8WjFnfT4lo3xS5txOtJ51CeEe1rj9ysWd7nTWeS8pyYjLeGW%20zMEUJOzaCxwnHJIQC213c9unQRbTVask4jObeawO4nt8j4XVl5z2ks2sJm8PE8suMCU7ENiCPzSs%203rPIbvtbVwMiEtNNrOs/djns1JnhbfabuDW59wXHcjjAYbEwvFfrj4R2Yn2yC2vXa7+Yf2rstbRm%20VMFFEBB52JfRryzabvTAj2+Gu1tdFLSIl2l7if7weFVuTfm/82fMSzRfKet8xt9E3DX1NkWuumv2%20VqxJUxUVzzxUXk943KitPukhxIvTZ9X2i8VVumvh0IvD6U16Vd+zoZEEHPHuer8hs867aQcctRUs%207Jbsjjbc7MUUczvBsI2cJW0b/Mf7ia5zx5Lfj9YyP0N95P8AXvB/9DF/5YiIB3Fwne3G8w7fF3H5%20BQzVaTO1mx4UQAHjNp4t7ntq1Ojtp8XSfKLc/bXTPOu4GD4ZQr2MhFau270rV8bisfC9m7alfq4Q%20Qs47to9Xd3Zv2XZnGGNwXudx/mEtynWr3sVmcewlfweWrlUuwhJr6ZlG7kLibdWcSfxbXTVXHGUV%20P7dBc+7vdma0+68ORYNz6u7RvZs9Gcuv3o9Nfgpr8V3+ToZEEHNHeKjzq97kMDX4Pka+K5CWDJ4L%20lsWKIQY53kZ2KKy3UejeRNc8rt0nu3H6G+8n+veD/wChi/8ALEREKeK7qY73IcDj7i5mnmcicVkq%20c1EBAAh9CdnEmGvU67uv2X+6mvVds4+q+eb92ePcTyVfDlSyWdz9mP5gMLhKpXLY12dxecw1ARj3%20Np1LX6vFEaLN9yMRzHtTzWXCjaoZfG425FfxGQiKrfqSvAbi00WruO4W1Fxd2+vVnZptOGtPlGL7%20U4q4dksKULNrJLcKZ9NHc/mpB69G16MzLezEW4sq8rhENScg+2MZOP3WF9FL0WKE9mLtJ2/zdg+t%20qbMylYJ3dyd/Qhfza9fi61jiYS9a6AUHPHueb0ue9q7EDM11sttA2fQtPmKzs2urdNU1+S34Xx5v%203m0hS+7/AIVDP1ghxhHXYnfTe4W3d21fTXysrp3NukdDKIi/dOKCXtpyoJxEonxNzcxeHSA3b/Gp%20t0b/AB/KKf7UyTn7RMn6ru7Bj8yMTu+vkYpv/Tqrv0Z/H8vqjfaji/uft9vcNY4ny7E4/j0kRPj6%20dmKMpYw9Qmdjd6E7/a1f7brW2e7MbzknEfdzFx7JyZLm2FnxwVJyuQxwxsZwtGTyCLtjg6uOrN5m%20+6sbdOW9c5mEz9qX6kML/prv+tyLVYi3VFRLubku5GP4/HP2+xVXMZt7ADLVukIRtXcSczZynqtu%20YmH7/wDYRZhzVzjkXuKn7mcHtZzi+Mq8mrHb/RujDIDw2SIB9b1na7IzbR001kD9lJ1S9F39s+Q+%204PIciODuBxnG4fBtXMwtUpAOV7DEDAGg3LT7XFy+8+HigtNAdmdnZ21Z+js6Cn/dNBDB2JzEEEYx%20QxHRCKIGYRERtRMwiLdGZm+Cl6rFh8C/oPx7+ban5AF0/J8r7sadI3qw0IOfse3+8f3MW7U347j/%20AG7haKrG/mjK+b6OX1E0jE//ANmKunS36ePHddu0WD3+OQOzfLHjZ3J6JC+j6eUiFi/xOue/T6z9%20106/qpntZ2ayvdPt5ibvN87eqcdrQx1ePYLGGMMQx1d0XzM7TBOJySFu67ddPjtdhbpZ5sy9kh4A%20Gf7Td3KfbW1lZsvw7kNeSfjxWn1kqyR7i9L6GbyOxMLMLu7EzC+rJLnMvUsxixu+408vcvuFW7X4%20+Qx49h/TyPN7IasJszsVegxN8TfzF/8ASLspr1z5LeJ61q+Ywwwe6/gMEIDFDFiJQijBmEREY7TC%20LM3gzMrr1vst+M9/6Wp3X/Vjyv8Amm7+QNZ26GnWOfe1HF/c/b7e4axxPl2Jx/HpIifH07MUZSxh%206hM7G70J3+1q/wBt1vbPdiN5yTiPu5i49k5MlzbCz44Kk5XIY4Y2M4WjJ5BF2xwdXHVm8zfdWNun%20LeuczCVe2TJUcZ2Ax2RyE41qNN789mxI+ghHHZlIif7jMtbXhidWyqe4zh0tivJZxGex2AuStFV5%20Vex5w4mT1Hdojaw5OTBK/wBkiBv221tdIqGe5SX1O5XaevI+6jJlN5s7vscvmarNr108HV1+S34u%20h1EedkIzryhIzFGQExi/g7O2js6UUD7Myk/QrkUTf9WjzMjQsz6s2sEerM2v1Mr2i7/KuglEQLur%20mO8ONjxz9t8FRzRyvL+cmvGINGzMPpbN1mp9rUtfH9hF4w56l5F7in75w3y4vjG502FeKPFeoHyz%200PVJ/V3fO6b9+rfv3/JSd0vZf/arNd6slNkm7kYChhYohifGFRMTeQic/VY9tq39lmHTw8figsNB%20T3uyd27J5VmfRnsU2f62+YB1m9lndZXDhEeI4QRZmFqFVmZujN+JFdfyfK+7GnxincpqPvDxHpff%20cfL1tOv/ALfx+jwFZ0/68eS79vHmvlRVDXfN7xKG7rs48WzXrp+++H+FXT/rx5Jv/wA+PNd+VYHx%20lxpPsPBIx6vo2mx9eqzt0a16uevbzzXHcM9ul/keWd/lMfdtPFE3QpZC2NHEH1nI+3X4fcZb3vE9%20v5rOk5vjs3nHOGZWj2p5tzPk+p8w5djLdy/vZ2etXesb16gsXUWjDTc309PvVnbiYdPx3O8vq3vt%20c/Uhx/7tr/W5VrdziMZD248k5J3L5RyLkPIixuCzgvANTCTGFqaswtGMNg5otghtjFzBmNif7mqz%20OjVvPCO8q4Db9vkuM5lw7M37XHJLcVXkeGvGEgyxya6SN6QQhqzNoL7Nwv8AHR3ZJtzJeifbmZnV%20bne/lfDMR2wv2uS1HymKycY1q+OjLYdmWZt0QhJ19PTbv3/e6aszv0U2nZdfNTXGu3/urj4K1bA5%202PDYM4Jfzdx+/PHJlYq5M/pQ/NfKN6Z7NGD8ZHs+iPwa1J1T72xZTikfHsnxfH4mzhOR4ay/6RU7%200jT2JJzdxaZ5mCJjZ2DTTY236/tFc5mZ0TnPPVqeyGFxuczveHEZOAbGPv5qWCzCXgQGczP9x/od%20vBMZ0nvf4atxv9Iz+yOZyXCuTXuzfJJSklo77fE7566WqBu5vG2v3wdX0b9s3gLJOZ6xLMX0rH7H%20frv7ufxuv+7nWdOn1/td+v0/pEcxiu6eR9yXNI+3WYp4bJBUqFcnvAJgcPowttFir2+u7R/st91X%20XOL7m3b2Sj9DfeT/AF7wf/Qxf+WIjQdpKHO6PubydfnORr5XkI4InnuVBYYiBzgeNmYYqzasPj5E%2017rtnjx5rj5l3gwfGs02DhxOY5HmBhaxbo4Gm92StET6Ac/mjYN/3vV3+nTVtRhI+JcuwHLcHDm8%20FZ+aoTuQsTiQGJg+045ANhISF/Fnb/ErZhG4UBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBBreRcawHJMVLic7RhyOOm+3XnHc2reBC/iJN8CF2dvggoi92p7odp7k2Z7UXjzXHCJ%205bvD7rvITN4l6H2d76fENsnRm/GIJ92w798O5yf5sNywnKIncLOBvPsl9QfttCTsLS6Oz9NGNtOo%20sgstAQU97snduyeVZn0Z7FNn+tvmAdZvZZ3WVw4RHiOEEWZhahVZmbozfiRXX8nyvuxp8Yp3Kaj7%20w8R6X33Hy9bTr/7fx+jwFZ0/68eS79vHmvlRVDdr/N7me5pF1JoKzMT9XZtsXT/Erp8b7/2m3ynt%20/Sxe9TA/aTl7H4fmm27avp1aJ3H/ABrOzUVxxXuI/CfbRxq/HEVrOXoPkMBREXI57k0pjCzC3iwt%205n+nTTxdlv8AJ1xPT9mfx4xnt/8ALD512+Lhftn5JBel+b5Dk3hv8gyBdSmuTWoiPzeLiH2R/wAP%20xWdvKdG/x83N8r+y3O0v6r+J/wA0UvyALW/WsRVuQ9uPJOSdy+Uci5DyIsbgs4LwDUwkxhamrMLR%20jDYOaLYIbYxcwZjYn+5qszo1bzwjvKuA2/b5LjOZcOzN+1xyS3FV5HhrxhIMscmukjekEIaszaC+%20zcL/AB0d2SbcyXon25mZ1Tz3J8i4b+glPDZbFz567yKaMMDjqR+jYeZtNJo5dk21xaRmb8WW5y26%20aO+iznHddemeyvMl2892UnBPkshn4r2I+XjG3x+vYiHKnXZ29Sv858q+6TZqxP65MXh5/B1vma+n%20C1uwnIeIZXtfFX4nQkxIYr1Kl3GWC3zQ3GHfI8kjMPqOZFu37W1/BHTa12uZlmTFwhvsyAX4NyCe%20TzXZMzI1k38XdoInbUn6v1J36p2mGtvlc9XQSiCCt+Qd8MbieS5Lj9Xi3JM9axRRhdsYbHjcgA5o%20hlEHNpRdi2m3RxZCo936z35+9uuYy35uu4r5lq7/ACGTh+Wtx7boB+Ni1Pbrt1br4aJtMNaItxni%20Pu4l45ipMZzbCwY06kBUoJIY3MIXjF4xJ3xx9WHRn8z/AHVrbObljXo03dXi/ugqdvs1Y5Xy/E5D%20j0cLPkKdaKMZZA3izMDtQgfXdp9+yxs3rnstzhHKf0Z7G8PyX5oyeb/7NoxfJYet83Z80Lef09we%20VtOr6q7VnWMG57kMXRKs2Q4NzGi1ucKtY7OKCIZJ5X0CMXOdtxl8Bbq6smbganvm+vdztG/hrkp+%20j/50Cuny+lNvj9Y8u6dG32y7iVO7WHgI8DkNlDmtKLX7BkzBbYW6bmfb/wApm/Dd1nXi47VbMz1j%20H9xl2pfzPae9TlGepazleavMD6icckkBCTP9Ds6mMbzx5H/F8ebx9yshH3M7T1ZetM8rvkF3dgcm%20s1WbXrp4Ota/IvxdDKI87IRnXlCRmKMgJjF/B2dtHZ0o549ouUqYvt1yu5enCtiMflJpjnMvJHGF%20eMpH+pmEWdM/5jW0/wB2RN6nuM4dLYryWcRnsdgLkrRVeVXsecOJk9R3aI2sOTkwSv8AZIgb9ttb%20XQytRnZ2Z2fVn6s7ICCjeX8q91EOWy9fC8Ow9nj8cswUbkssbSnVZ3YDJnyEb7nDr9hvuKduWr14%20Vp2O5H7jqPb2pX4NxXF5XjwzTvBctygMpG8jvIzsV2s+jF0byLVYjpf5/nn+7v57821v05/N3q/m%20rc3y35w9PX0d3rabPU6a+t/yvigp/vrSyvAe5mB7w4yrJcxsYtj+SQRszuMTs4Cf1bwPazu7NuEW%20++U1uLfVqzM9lmYPvl2kzGMiyEHK8bWjlbrXvWYqdgHbxE4ZyA20f46aP8HdlazFX3u4eT7ud2MH%20heAXr1XifHpPm+Q5usctQbAE4l6PR45Nh+n6bMXUnci27R1TWc5a26Ybjvp+t3tH/OU/7qBXT5fS%20pt8frF5LIob3M/0m7Xf7QQ/lYVJ8p48lvxvjzXBluPYyTKQ8mbH/AD2fxVWxDi9ZSDpMzOcYsRei%20JSOAjvIdW+nROmcHVWnA8rmMh3jv3+a4g+McmsYgK2Dw++OzBLQjm9SeRr0JkE0wyu26PYGwNPta%20u7anSpb0RDm1uz2a75yc5lrTT8L5fH6OVkhHe8Fno76eHXcDSMzv5mc9PsqaccLtM8rdi729opMU%202THl+Kas8Tz+mVmMLG1m10+VJ2sb/wBps3fDREnKtOE8w5B3W70fpBgLN+h264zE9c3aSSCLIWfM%204NJEJDubWTewkz7RZtzC56K6zrTa9mfyD+9xxr+YJv8ALYV07+38w26T3/heSyKG7j/3pO2/8Utf%20k7Cmvyvt/a7fGe/9LibC8cxWUynKDjjq3bcEY5PIyyEw+hUYnDdvL04xBiJ3dmb6XV6HVXvAo4+b%208z5dzEKpxcVylKHBY2U22PfigKX17TD47HeTZGXxZPt/zc90z/qY7K67Tc7q9mOR5ftjzo5KWMe2%20Vnj+Zkjd4TimfazyELdAPaz7tHYS3MTtorLmc9SzFz2q3uUd++03H8RLkZOS0ci4M7RUsZYiuWJT%202uQgIQkW3dppuNxFvi7KLhGvbt+m+bizvO+TWLcVPkdh5cDhZppCgr1NxH6kUTlsFpNzMz7Wd2Hd%204ErjEwluaheNzMvYPujmqedhn/3ecssfN4/JxgUgVp3dyISEWd327nEhbUtrCTM6zrZj7V265XLY%2071dpK+OLIScvxLwBH6zhHbiln26a6NXjIpnL9owbvqVqRUHFrd3vZ3pp8xhrTV+B8M1HGSTjtexb%20+0zs34TltMm1faIjro5K6Szm9zbySX3G8P5I0/H+5HFITs5viM3qWKkbORS03fcegszuW3R2Jm+9%20In+Czn7blcZmEl4Z7he1XJsPHeLPU8PaZha1j8pPHUljkduoi8zgMrftgd2+nR+i1YzKr/vZ3mx/%20K6hdsu28v5+z+eNqlu3U89aKAvNKzTNqB7g+2Q6iI7tS1bRZku1azhPstxGvw/2+5TjcB+oONwNu%20OSVm03yvAZSnp8N0hE6u9yfjnMfftz/Utxb+LH+WNb36/Sfsxr0S3nP9Cs//ADdb/IEuW/xrpp8o%20r32pfqQwv+mu/wCtyLdYi3VFEFec47eZrPdzOD8ppz1o8fxk7ZX4pikaY2sAIh6IiBC+m3ruIUnF%20LzFhoCAgqL3W/qQzf+lpf63EpViwOBf0H49/NtT8gC6fk+V92NOkZl7kfHqGRq4y/lKlTI3n0pUp%2054o55310/FRmTGfXp5WWI0yMpejoYy3elfbHVhknN/oGMXJ/8im1xMrJm4Uv7RsdK/b7I8js+a7y%20LKWbUsrs2pMDsHizf+03v+ytYxJEtzbVqc8423JuF5vAbmEsnTmrxm/3shg+wv2D0dZ2nC63lTvt%2007r8VxXBh4byzJVuPcg41NNUsVsnLHU3B6pELiUriJELk4ELPr018HZatzyzjFw8o8xQ7l+5TD3+%20OyNe4/wmnK9zKwsTwHZl9QGjCT7JNqTbXb7W0nbVlNZ1rW3SR9Te2HmUWay+Swvc/I4Ucxclu2K9%20OCeJnKUyNt7x3Y97ixabnZJ0wl5uVa8i7Sc1p98eN8Xn7hZK3mMhSknq8lNp/maoCM7vFHraI9C9%20N/CUftP0+m691s4jo/mGKu4jsfmsXeyEmVuUsBYgsZKbd6tg46xCUp7ikLcbtq+pP91Z26Lp1jE9%20uf6luLfxY/yxrpv1+k/Zz16Jbzn+hWf/AJut/kCXLf4100+UVb7ccBieQ+3jH4bLwfM426d2O1X3%20nHvD5yR9N0ZAbeHwdbs6Myt73uzVX9Fj7fYiuN/k3KIPkMbio9HeKA/KduZv+bhhEXdjf75vqfSY%20+64WcTLX9+O12Y5D24xo4Ezm5LxQobeNcf3yZ4AYJBHXXzuwsY/STM3xTa/6+5NZx9r17be47gPJ%20MQEeeyVfjnIqgbMpQyUg1BaUPKZRSTOAEzl97rvb4t8VbjrEmelavu/7h+MUsPNx3hN0OQ8uy4fK%2048MY7WY4iseRj9WPcBG2vlAHct2mrMyzi3iNTjlMOxnbuXgPbqhhbWj5OVyt5NxdnFrE2moM7dH9%20MWENfjpqt7VmJ+sqIK8l7eZo++cPPmnrfmePCvi3g3SfM+t6pSbtmz09mheO/X6knGS9lhoCCD97%20OJ2uV9ruQYWmDy3Za/rVImbVzmrmMwA31k8e1vuqbNa9UR7M98uA2e3eMqZzN1MNmcLWjo5GnkZw%20ryudYPT3g0rg8m9g18urs/R+q3tc8sSdmk7RXQ7id8eTdyakcn6O46qGHw08oOHqk+1zNmfq3lEi%2006PobaszqazEt812ubPReD8j482abBPlKjZsg9UcW88XzThprvaDd6m3RtddFIKR74THwjvBwzud%20PDJJgo4zxWZmiFy9IT3sBFprr0nImb47dG6prcXHmt5nskPdPv8Adu8XwHIWMPnqeVyuQrHXxlOj%20ME83qzg7CUoAW6IQ3bi36P00+10U2meDW90ZxPt3yWb7H8T4zNmJOPZKnYfM2zaB5jaedjIY3FpY%20NpxNIza69HZa26z0ZnS+rW8w7AdysdxPM5C13dzOQrVKNieejK1rZOEcREUR7rxttNm2vqL/AHFm%20t6TNjO9pvBuQ1uOY7lsvKbdjC3K9qCDixtL8rAfzOnqhrMUe78WT9Im+0/X6d3hhKMB30ej3G5Jw%20zuHLQwB0ZfUwN091aCxULUheSaeU497g4u2m1nfc3i2izMWeq3iov7guZcf5/TwnbbhmSr5vMZrI%20QSWDomNmGCtHvcpDli3g21/M7a6sLO7/AA1TXNnoucStp7p+O5H/AHc4bJY6u9uHi1+vctQMzu71%204weNyfTV9ovpufTo3X4J92NpU+3OtiaYPv12lyvH4sz+k1CkJRPJLStzxwW4yFtTjeubtIRM/Rtg%20uxfe6peCK+7FTycw7wc57k0IJION3Bjx2PkMXD5go2jZ5NHZvAYGJ/o3My1ONfelub7M/wBuv9NO%206v8AP5/lJknwnvf4Nvl9IkPfnt7keQ4GryLjhlBzPihvfws0f2pGDQpK+nXdvYW2s/xbTwd1jOLl%20ZzxVce0/kk/Jud9ws/YgatPknpzzQC7kIGRT7mZ3Zn01VkxE2vKTcF/vT9wP5tqfuK61r8b7/wBm%203We38ryWRQ2I/vhZn/Z8f8tdTTv48l37ePNZWcx9vitbLZvhnGPz7yHM2Y5shVe6NV5XEPTaR5rT%20mAjGAszALM30MnoerQdg5IH4/mhs+pByaTMWrPKMdLE0D1b9h2J44wY5mKHYwvHIxvvbzdPBtXpE%20t5WcoCCl8/7XON5rO5LMTcmzsEuStTXJIILEQxAU8hSOEbPE7sIuWjdfBBgf2ReLf1r5F/Kof4FA%20/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+t%20fIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wK%20B/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39%20a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/g%20UD+yLxb+tfIv5VD/AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv%20618i/lUP8Cgf2ReLf1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/%20AAKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AoH9kXi39a+RfyqH+BQP7IvFv618i/lUP8Cgf2ReL%20f1r5F/Kof4FA/si8W/rXyL+VQ/wKB/ZF4t/WvkX8qh/gUD+yLxb+tfIv5VD/AAKCGdx+0PZ/t9Q+%20Yz/OOQtbMXKrjILMElub/Mj9JtB/bG7D9aCHdtvbRyrm2V/P197fG+MHI01Wa8bS5OYGfUXDQItH%20fT98IRbwcWJB2hiMaGMxdXHxzz2QqxjENi1IU057W03SSF1In+LoMtBB+9nE7XK+13IMLTB5bstf%201qkTNq5zVzGYAb6yePa33VNmteqI9me+XAbPbvGVM5m6mGzOFrR0cjTyM4V5XOsHp7waVweTewa+%20XV2fo/Vb2ueWJOzSdorodxO+PJu5NSOT9HcdVDD4aeUHD1Sfa5mzP1byiRadH0NtWZ1NZiW+a7XN%20novB+R8ebNNgnylRs2QeqOLeeL5pw013tBu9Tbo2uuikFE8ny1Xtj7ki5RmmOvxjmGPGrLkdrvFD%20ZiYB8+1n8PRHX6GPXwZ01vWLt0lZvuC7w8SucGn4lxTJ18/yHkzhQq1sZLHaYQkkFjeQ4iIRcm8g%20jrq7v4aaupZnglxyyuSe3LJZrAcIp4/lU3HbnEaPy4T1oCkMrBiDySgYT13jfcD9W+lavXMZnTCv%20u7/ZLuBx3t1l8zlO6GWz9GqMTzYm01n0pmKYAZi33Jh8rkxdQfwWa3rM1afty4NyHAcTq5bJcpt5%20ylmsfSloYuy0vpUB9Nz9OHfNMOmkjD5QH7K3txcMR84Dvo9HuNyThncOWhgDoy+pgbp7q0FioWpC%208k08px73BxdtNrO+5vFtFmYs9VvFRf3Bcy4/z+nhO23DMlXzeYzWQgksHRMbMMFaPe5SHLFvBtr+%20Z211YWd3+Gqa5s9FziV6e4qvY4ryPt3zr5U7mD4zZ+XyIxjuKMDePYb/AA6sBbdem7Rteqsv+s+a%20XX/OPJZE3fftDFgnzX6V446zRes1cJxe27P4D8pr8xv/AGrhq3xUvBOUG9rdDI26/L+a2Kx0qPLM%20qdrG1T6fihOQnNm000cpdu5vHatdNZEtzai2I5BD2F7uZ7Gcgjmj4LyuT57G5IIykGGTc7kzsDOR%20NH6jgbDqWmx9Oqzr0x5NbTnK58j3u7R4/GSZGbluLlgjFjeKtZjsWH3aMzDXhc5nfr1bb0+KVJyg%20PZLN8u7gc/z3cSaW9j+EkPyWAxEspjDMYbQKcoRP0yMGDzFo7bi0Yn2KyYnuW5+jJ49gu/mKucjs%204TF4Cn+dc5cvSSZuzPLNPXLYFb0xoiQRi0YffyOWv3o/GTpFtzWJ3j5iHLPbhn8kVQsfdhmjp5PH%20GYyFXt1rscc0W8dGJmJtRLRtR0fRlNuy69atrgX9B+PfzbU/IAun5Plfdz06RFvcT+pflP8AFR/K%20guW/T9HTTr+v7Nn2X/VLw/8Amin+RFbrEaHE7ea94cjk5dZMFwNvkMWPX0pMtYHW3N8GcoItsTeO%20m53U16Za28ke76frd7R/zlP+6gWtPl9Km3x+sXNmsPjs1ibmJyULT0L8J17UL9N0cguJNq3Vuj+K%20xYsuHF3I4eUcU5/w7tjmXK1jsByCtb4/kjd90lG1Yj2Bpp1YSF/uFqPgzK63NnnDaYlx0rof3G9u%208vy/hcNvAMT8k49YHI4wI/tyOH24w/baMxD9JCzfFS8XJOZh5dtvcdwHkmICPPZKvxzkVQNmUoZK%20QagtKHlMopJnACZy+913t8W+K1cdYzM9K1fd/wBw/GKWHm47wm6HIeXZcPlceGMdrMcRWPIx+rHu%20AjbXygDuW7TVmZZxbxGpxykHazs5jsF2ii4XyKBrT5ISnzsAyGAlLM7E8bHEQloAiIasXXT61rbn%206M68Pzvdmqv6LH2+xFcb/JuUQfIY3FR6O8UB+U7czf8ANwwiLuxv9831PpMfdcNTiZWNiqT0cZTp%20PI8r1YI4XlfxL0wYdz/d0V2ublnWYmGUorytRFLVmiHRikAhF38NSZ2UqxBux3AcxwPt7U43mJq8%2096vNPKclQjOJ2lkcx0eQIi10fr5Vq1mRPlFfE8EFiCSCeMZoJRcJYpGYgICbQhIX6Ozt4s6Ctsj7%20a+yGQuy3bHFoQmmfUxrT2qsTOzM3khryxRB4eAiyCc8e4xx7jeNHG4HHV8ZRF2f0K0YxsRbWHeej%20ambsLakWrv8AF1bcjGzvCOL57L4jMZWl8zkcFKU+Kn9WUPRkLa7ltjMQP7DfbZ1JwdsN4g0PJuC8%20V5PZxdrOUfnJ8LYa5jD9WaL0pxcSY9IjBi6g3QtWTvk7YaLn2a51xzN4zPYylZz3FI4pa+cwWOhi%20lvDIbs8FquJbZJdpeQwE/B92j+LTurS4B8/zvuJiOYWMFkON8f45UtQ04cuA1r1q3c2hJrWEpHCG%20OMOjk/md+nh01OM+qW9lm5HG47J0paOSqw3aM7bZ6tmMZYjbXXQwNiEm1b4soK4k9svY6S2VouLx%20tKcjyuI2rox7nfdo0QztGw6/esO34aaJOCrFxeKxeJoxY/F04KFCDVoalWMIYg3O5PtjBhFtXd36%20MmRrbHCOL2OXVuXzUt3Iqdd6le96srbYS3ah6TG0T/bLq46pOCt4g0OS4LxXJcpxvKrtH1c9iAKP%20HXPVmH0xNiYm9MTGMtWN/tC6HbCn+7vIs3luetxzMcW5Pke32MGOW1Bg8fLMGUtuwyCE026IXrRa%20/ZAupt18G0arenCyeA9wYORTnjK/Ec/xuClALxFmMc1Gu4C7AMULsZtqzfe6eCvqy3fKuFcT5ZQe%20hyPFV8nW0Jo2nBnOPe2hFFI2kkRO33wEzrOFyiOH9ufZXEXwvVOLVznjZ2BrUti5F1bTV4bMs0Tv%209DuPT4LUuBZDMzNo3goMPLYbEZijJj8vRr5GhLo8tS3EE0ROLsQuQSMQvoTat0QV7V9tHY+tciuR%208XiKWI2lEZbNyWJyZ9dChkmOIx/akLj9SQqyKVKlRqQ0qNeOrTrg0detCAxxRgLaCIALMIizeDMg%209kFf8k7Bdn+R5EslleM1yuyavLLWOen6hETmRyDVkhEzIid3Mmcn+lDKQcP7f8L4bTepxnEV8ZGb%20MMskQuU0jMREPqzm5SybXN9u8n0+CuRtsti6GWxdvF5CL16N6E69qHcQb4pBcTHcDiTas/iz6qLL%20hj8c45huN4WrhMLX+VxlIXCtX3nJtFycnbfIRm/V38XVtykjLvUqt+lYo2w9SrajOGePVx3RyC4k%202ouztqz/AAdZsysuGv4pxLj/ABPBwYPj9T5LF13Moa/qSS7XkNzPzzFIb6kTv1dVG3QEBAQEBBqO%20V8S4/wAswc+C5BV+dxVlwKav6kkW54zaQPPCUZtoQs/R0GwoUauPo16NQPSq1Iggrx6uW2OMWER1%20J3J9Gb4urbkkaXOdvuIZzkOK5FlaHzGZwr7sZa9aYPSfdu+xGYxl5vwhdScXJeZhucjQqZGhZx9w%20HkqW4jgsRsRA5RyC4k24HEh1Z/Fn1SxZcMHivFOP8UwcGDwFRqWLrObwV2OSTa8huZvvlIzfUid+%20rplG2QQ3mfZztnzS5Hd5JgYbl2NtPmgOWtMTaMzNJJXOI5GZm8rG76fBMLlu+LcR41xTFBieO46H%20G0A6+lCPUi0Yd8hvqchuwszkbuT/AEplG3QaG9wTil7ltDl1qj6nIcZEVele9WYfTjJjZx9ITaIv%2030upC/ikXPGG0y2LoZbF28XkIvXo3oTr2odxBvikFxMdwOJNqz+LPqhLhj8c45huN4WrhMLX+Vxl%20IXCtX3nJtFycnbfIRm/V38XVtykjLvUqt+lYo2w9SrajOGePVx3RyC4k2ouztqz/AAdZsysuEMzN%20Sv2x7Y3IOC4Ge4VADfFYas1i4ZT2JPtOzlLMQCcjmXXw+hLaSRWHbnm0XGI7GVyvAudZjmWWZjzm%20dlwupSF4tDCzzN6cEfgACzdGb6mbVvaJzea6CoW/nKNe36Mtf5iIJfl7A7Jo94sWyQNX2mOuhN9K%20WYIiPL+y3a7l91r3IOPV7N7VyO3E8tWaR3ER/GyVjhOXQQZm3u+nwUMsrhnart5wpzPjODr0J5Nz%20Fb881nae3cHzE5STbH2M+zdt166K5ErUBAQEBAQEEB5T2H7Scpyx5bNcdhmyMrfjp4ZbFV5H1d90%20jVpIRM316kTOX1phcplh8LiMLjocZiKcNDH12doatcBjjHV9X0EWZtXd9Xf4v1S1GqPt9xA+ZhzU%20qGvJgh+XG/603SLa4bfS3+j9l/HZqk4z6l5bjJYzG5SjNj8lViu0bA7Z6tgBliMdddCA2cXQQfjv%20YDs/x3LxZfFcbhjyED7oJZpbFpoyZ2JjALEkoCYu3lJh1b4OkpVgoMbJ42llMdaxt6P1qV2I69mL%20cQ7opRcDHcLiTai/iz6osuLlh8W4tgeK4Ovg8DV+TxdXf6Ff1JJdvqG5l55SM31Infq6tqNfzXtt%20wfm1eKDlGIhyQwPrBKTnFNHr4sE0JRyiL/EWLR/is4MvLhXazt/wlpX4xhYMfLPq0tnU5p3Etuoe%20vOUkuzUGfZu269dNVrIlJCJC4kzEJNoQv1Z2dQVte9t/ZK7kTyE3FoAnkJjIIJrNeDUdGbbXhljh%20FunVmDR0nBVg43GY3F0oqGNqQ0aMDbYKtaMYogZ310EAYRHq/wAGQazjnCOL8cu5W7haXytrN2Ht%205ST1ZZPVmdydz0kM2Dqb9AZmTtgvXLeII9xzt7w7jeXy2XweNGjkM4bS5SUDlcZTEiJnaMjKMPNI%20T+QW8UnBeXrR4RxehyrIcrqUvTz+UiCC/c9WUvUjjYWEfTI3iHTY32RZCt4g0MPBeKw8xm5lHR28%20ksV/k5r/AKsz7oG2+T0nP0m+w3Vg1ScF5Q3K8651wvkuWizmAzHK+P35Rscdt4CnFakrR7WaWrZi%20B4SHYTbgMt25n8emjSLWw7W4HPhkeTcuz1QsZd5Tbimr4gzE5K9SrC0MHrbHcGmNtSNmd9OjeLLX%20SYTOVgKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAghHdk+6T4GvU7cw1nyty%20w0Fu9aMBapXIX1nAZH0J2LT70n+gH+ARntx7duP8ev8A6R8psnyvmUxNLNk7uskUcnR9YY5HLUh0%20bSQ9X6eXb4ILdQEBAQQHlPYftJynLHls1x2GbIyt+OnhlsVXkfV33SNWkhEzfXqRM5fWmFymWHwu%20IwuOhxmIpw0MfXZ2hq1wGOMdX1fQRZm1d31d/i/VLUao+33ED5mHNSoa8mCH5cb/AK03SLa4bfS3%20+j9l/HZqk4z6l5Z3I+Mcf5LiZcTnqEORx0zeeCcdzM+jsxA/2gNtfKQuxN8HTCyo3w/sp2u4dkXy%20fHsBDVyGmgWpJJrMkfR2f0isnM8buxOzuGmrdHTKJug1fJuM4Pk+Es4POVvm8XcYWs198kW5gJjH%20zxEBt5hZ+josuGTicVQxGLqYrHRehQowhXqw7iPZFELCA7jcifRm8XfVW3KNLzXttwfm1eKDlGIh%20yQwPrBKTnFNHr4sE0JRyiL/EWLR/is4MvLhXazt/wlpX4xhYMfLPq0tnU5p3EtuoevOUkuzUGfZu%20269dNVrIkl2lTvVJqd2CO1TsAUVitMAyRyATaEBgTOJC7eLOoK7h9t3ZKHJtkg4tA9gZXmYDmsyQ%20bnfXR6xylA4ftNm36khVj168FeCOvXjGGCEWjihjFhAAFtBERbRmZm8GZBh5zj+Cz1Asfm8fXyVE%20n3PWtRBMG5mdmJhNn0Jtejt1ZSwygFH20dj6VyG3DxeI5YCYwGezcsRO7fhxTTSRm31ELsqLJq1a%201StFVqxBXrQAMcEEQsEYADaCICLMwiLNozMloqyv3I53xWzZwXKeKZ3kt1rMr4zOYSnDPVsVJJHe%20B53AoQryAz7DEm8G3fHVJ/5W+fZsOIdrKtnt9fwnNqQTzckvT5fN4+KUxCOazM0wwtNAUZP6LCAu%20Ql1dvoVvaeSZucrBoUauPo16NQPSq1Iggrx6uW2OMWER1J3J9Gb4uluSRi8i47h+R4W1hMzX+axl%200fTtV95x7xZ2LTfGQG3Vvg6zZlZcPrFYnHYLCVsVi4Hhx+OgGCnXZzkcY4h0AWc3Iy6N8Xd1bUiG%209isRkMf2/is5WrLTzOXuXMnk4rEZwzetZsG7b45GYxf02FtH+Ct4knot5tqS53hHF89l8RmMrS+Z%20yOClKfFT+rKHoyFtdy2xmIH9hvts6k4TthvEEe5P294dyjIYrI53GjcvYWZrGMsb5YjikEhNn1iM%20NzbgZ9pat9Sd8nbCQoIVy/st2u5fda9yDj1eze1cjtxPLVmkdxEfxslY4Tl0EGZt7vp8EMsrhnar%20t5wpzPjODr0J5NzFb881nae3cHzE5STbH2M+zdt166K5GR3E5FmOO8NyeWwuLnzOXgjZqGPrRSTm%20c0hMAO8cTObgDluLT4Ms1ZjupntzzaLjEdjK5XgXOsxzLLMx5zOy4XUpC8WhhZ5m9OCPwABZujN9%20TNq3tE5vNdBULfzlGvb9GWv8xEEvy9gdk0e8WLZIGr7THXQm+lLMEe6gICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICCg+7eT5Pz7uhV7RYDJSYjExVHu8pvwO/qFEbfvHTb5XExb%20broW/r0bRJM30i3ietRrmnZ7J9kseHPe3GcvyV8fLEWexN6QDjtV3PY25oY4gIR9R2djF3bXcJM7%20dX3Y9kxl0lgMzTzmDx+ZpFuqZGvFagf9pMDG2v8AhVsxUlePK+QVuO8ZyuesjugxdWa0YN4l6QOW%201v8AO00WbeGpM1zdwXsvk+9WPPn/AHJzt5hyUkj4XG0DAAr1xNwfa0wTCAO46CAjq+m4idyWvtx7%20pnPsl/a/Lco4D3Qm7TciysmaxVup89xbJ2XL1xjBnZ6zuTl0YYyZm3aNt6aMWjJcznrEsx7Ve7uz%20Nq/gorkfuZ3FyfMe9HDvkNz8JxmfgpY60z/ird2GaL5mYevmYPUEQLw08H8zq/j6592tumP1dcKM%20qd9x3cbJYLjZcY4zul5Vmq88mkL+etj4AI7Nkn1bZ5BcQd/rdurLN5a1/wDpme1z9SHH/u2v9blX%20TdiK/wC7HD6Hc33HYzh+QnnhxeMwpWLZ1CAZRIiI/K8gSC2rnHrqLrGslt8eOrW1xJPHjhJuP+0P%20ttg87j81UyWZO1jbEVuAJZ6rxucJsYsbDWF3HUeujstS4RMe9vdSv244XLlxjCxlbJ/LYqqbvtOc%20md956ddkYtuLTx6Nq2uqza1I5Wwfanvl3shLk+QyInScj+St5exIEJO5aSDUghCb0wYh67QEPo1d%20nV+3DNuX3j8x3c9vXMaWOy8pz8fmL1DoxylNj7cDu3rHW3sPpyi7+O0S103M4v1s27VLO6+vdDkK%20mS7B2sjTNpalw6FivI3gUcsoGL/ss6zvMXHq1reGd7Uv1IYX/TXf9bkWqzEI9739FeNfx6b8iud+%20U9r/AA3Pj49V09pf1X8T/mil+QBdd+tYiVrKqg9xveibt1xyCtiNhcly+8aRGzENeIOh2HB9WJ2d%202YGfpr1fVmdnmecNSd3PeF9vPe/uZSj5Xlr8IlcASqT5y1OViWAvMBAIR2HCPzPtEtv1Nor9uGc5%20bDt13D7j9me4dbhfNJpj4+Zx15ac0nrQwwyk4xWqZk/ljZ+riOjO25nHe3TWtzwlmHRvfTuvF254%20UeSgEJszdP5bEQH1F5XbUpTZnZ3CMer/AEvo3xWLezUjlfjnaPvb3ojk5ReyDSVnIxq5DNTyhHJq%20bvIFSOOObbGJfggIa9G8HZtfbhMvYb3en288lp1rszz4SZyKOkMxzYu4D7Xm9JiYXilZ3bzbBNn+%20kH80m3Y+3u7QwHLMNm+K1OT1ZhHFW6rXPVN2Zgj27jY/ocNHYvodlduDXlxxzDuF3R75c4n43xEr%20EfHycwr42I3ggeqJNrZvkzsxa6M+h6s3QRbc/mk1z1W3HR4532596+3GPl5Xi78JnSEnszYO1YC1%20DBtdzkffHWIo+nmYXd/pbTV2fdhJMr+9tney53DwdrH514/0lxDB68oMwNZgPoM+xtBEtzaGw9Nd%20HbTXRrjjKZ5VN3//AL0PFf8APw/+uOs6dfqu3R2AqOP+P/31LP8AH7f+pGp+Lpfr+679f0dgKoII%20vyLuHhcDy7jvFrkFmTIcmKcaEsIxvCD1xYj9YiMSbXd02iSTkvCUICCie+ed5dyHn3Hu03F8keGf%20LwldzWThcmkGq2/yM4OJbdsR6iztvd2F301STN56L0nqjXMfbHW4Fx23zDt7yPLUuQYSI7ZPPLE4%20ywRDvljb0Y4HbVm10LcJabXbrqzOCa54XZ2k5pNzXt3heR2I2it3IXa2AtoPrQmUUhC3wEiB3Zlr%20aYrMSq5ZGrUnskzkMEZSELeLsAuWjf4Fi3Eakcu8F7YWO/da7zvnmdvhTltzQYPEUJYxCrEDixM3%20qhMI66MOjAzlt3E76q/biJds3jskPa+zyPtt3kPtPfy82a43kab3ePnYdylqiDE4xdegjshMSEfL%20qzELDq7K68y+hZhvO/XLuVWM/wAb7ZcQuljcxyY3ku5OJyGSvTjd9XBx0Jtdpk7iTPoOnxWZM3C9%20JlD+T+2ix2/4/PzDt3yXJwcmw8T2bTTHH6dqGLSSaMRijB9C2btkjmJabX/CVtxz2JM+68u2HNI+%20a8Dw/JREQlvQM9qIPshYjd45hbX4NIL6fUrtGYgvuO7jZLBcbLjHGd0vKs1Xnk0hfz1sfABHZsk+%20rbPILiDv9bt1ZYvLev8A9Mz2ufqQ4/8Adtf63Kum7EaPgv8Aen7gfzbU/cV01+N9/wC126z2/leS%20yKGxH98LM/7Pj/lrqad/Hku/bx5r5VQQEHxNKMUJylq4xi5EzeOgtqlEd7d8+w/POLwckw8NiCjY%20kkiCO2IBKzxG4Fq0Zyjpq3TzK4TKSqKxcrkq2LxdzJWi21qUMlicvoCIXMv8TKW4iyZuHNHDu2GR%2079QWed89zF+tibFiaPjuGoyAAV4QJgImeUJQ67Nr7QZycdzv8FftxPVLtm+iQdsLHJ+2fdf/AHV5%20rLS5fjeVqPa4rZsuTyQtCz6V21+yzBETOIvt6M4sO52VlzPWFmOezoFQUN325JzHkHOsH2j4jfLE%20zZeL5vNZONyEwran5GIHEtu2IiIWdt/lHVhd9ZJnPktuJ6tFyT282u1+As807b8jyUOaw0XzV+pa%20KM4LleHQ5Y3CEIujMzltPez+HR/Mr92PZJrn3XVxHuFjc923qc3NmgqyUSuXIxfc0RQi/rhr8dhA%20TK78GvPCiuHdsMj36gs8757mL9bE2LE0fHcNRkAArwgTARM8oSh12bX2gzk47nf4Kfbiepds30SD%20thY5P2z7r/7q81lpcvxvK1HtcVs2XJ5IWhZ9K7a/ZZgiJnEX29GcWHc7Ky5nrCzHPZ49xi5L3S7x%20TdrqWVmw/E8JVCzyI6pbZLPqMBPE+nQtWlERE/K3UnYtGZSTObVvGGg592XudlsQPP8AtzyDIAWN%20libL4+6cckdiA5BAWL0QgEgEi8wGL+O5nFx6s4JrleeX7n4nE9rR7gXIiGmdCC7HVZ/OUlkR9KFn%20+kjNh1/ZTfi4TXlTfGu03N+8+Oj5X3N5Fdp4TIa2MRxrHOMUccbu/ozaSNLEPlImbWMjIXZ3P4K/%20bg+7PTo8+WdnOTdmMXJzTthyC9LTx22fOYLIEMsdiEXdjkcYghjJgF+rOG4R1ITZ20U+7HsYyvLj%20PcPBZrt7W5wUjVsWdMrltyfX0PSF/XAn+LxkBD9eiu3Bryo3C4PuH7gp7ObzWXtcb7aPKUNDDVH2%20yXIwNtd/3h6EDfjJGNmLVgHxdSa8cl254bS77Ty43CWV7ZcsyuJ5HC2oPamjeKwIuxNAZV44HESI%20Wd97GL+Dj8UzTCa9hu7F/nGIvY3kMDU+Ycfl+VzFZh2b+riMrB967uBCbN0Ym6aM7MrcWZh0uKtJ%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFDdsmab3O9y5pPPLFWrRxm/iIOMLbW+rysrp8b7/2m%203ynt/SxO9kQS9o+Xibas2KtG33Qjcm8frZY2ajA9vM0k3ZjipG+rjUcG8fAJDEfH6mXXfr9J+zGv%20Rvu5uAtch7e8iwlNtbd+hPDWFn26yuDuA6/WTMy5bThvXqqz2894+DQdvaXGs/lK3H85x5ip3KmT%20lCpu2yFtICneNif4GP2hduraaO/Ta55ZkxwiOV5tR5b7pOG5bCicmErPLjamU2u0VuSGOUrBQuTe%20YAedg3fHxZZ06rteMev9LU73cvyoRY7t/wAVmYeYctJ4IpGfrUosz/MWiduo6AxMPx8XbqKYzcLO%20JlXvdviWJ4jmuyvHcVHsp4/KtGxaaEZvNWeSU9PvpDdyf7q1Lnb6Uk/xfefy6C5NyPE8awF7O5aZ%20oMfj4imnkfx0HwEW+JE+gi3xd9Fi0kypPj3HsrleBc47p8nj0zvJ8PcbFVi6/JYloDKCEPoeRtDL%206enxd1dpiY792tLneeWUp9rn6kOP/dtf63KtbucQi32j7y5vvHy7kNPINw3FZSL5KvmR9G3akqiA%20RsNeOORjic/SY3NyAx+966rOvRra8x5ZJ+6vY3JYvM5nl1jmnCsjajqZgb7SevWI9dskTyy2SFhF%20nfpIzE/Rx8HVl5xUs4zEe9796U7nEawSa1ShtzsLP5XJyiZi/wDV8FjuvZ0l27oVqHAeOU62noQY%202oIO2mjt6I9en0+K67/Ksa3iNtdw+IvWalq7Rr2rNA3lozzRBJJBI7aOcREzuBafEVhpVHuz/Upl%20P4zT/wBYFZvWLO7mrt97m+ecF4rV41iKGKno1ClOOS3FYOZ3mkKQtxR2Ih8S6eVaRqu6ffjl/crH%200aOdp4+tDj5SnhKjHNGTkY7XYvVmmbTT6GUxzlc8Ydtds71Kh2j4zdvTx1adbC1JbFmYhjjjAa4u%20RmZOwiLN4u63v1rMfHD+9HbHmOVPE8dzsV3IgLn8sUU8BEI/aeP144mk08X2a9OvgpIt4uHMvuxI%207/e/EY2zI7VGp0omb4CM1iTe/Xp8U/Hzt9Te41dmQxRwwxxRswxxiwgLdGYRbRmZQY8mHxEmTiys%20lGueUgjKGC+UQPYCM+pAErtvEX+LM+iDlH3wWZiz/Fqrv+Jjq2ZRH9scgC7/AOAGWZf9ePVrs6c4%20Hj6mO4RgKVQWGtXx9UImHXTRoR69dH6+PVdN/lXPTpFX+7+hVs9n5bEunrUr9WWu7+O43eImb/kS%20Oud6x0nSoZ28ydsPZzn3E+teHI14n+LRyyeZv/vSWvy8SeO7P4+t8dn37H8fUbC8oyLC3zZ2a9dy%2066tGEZGzfRo5G61/yz3dOGAmBATaiTOxM/xZ1lpxd7ZgHF+4fJ42mTfKMGSqtp4PFFKzhpp/o2T8%20fOv0PyX/AF9Xx7q8rYw/ffHZasIHZx1ShbgCRncHOCY5BYmFxfbqPXR2U161duj9/tq90/8A5Vg/%205Pc/+LVRq+x/KMhyr3K43kWRjiiu5Ka1PPHXYhiYnpyNoDGUhM3T4k6ukxL47m1y7oUES7m8zz3E%20ePx5PCcatcqtnYCAsdSeRpBAhInlf0obJbRcWb7Px8UWRzVzjvFznKdzOD5u524yeNyGGO29DDTP%20Y9a+8oCxtDuqRl+L01faBfsJOqXou/tn3d5ty7kR4vN9u8lxamNc52yV153icwIBaL8bVrjuJjd/%20tfDwQWmgIKU9w/ceeKkPbTisb5DmfKB+U+XhdnetWlbSQpPwXOPXTXTaOpu7MzazGbhqccrF7acM%20j4XwXD8aCRpjx8DDPMOrMcxu8kpMz/B5CfT6lra5rESG3NWhqzTWjGOrGBHPJI7MAxi2pOTv00Zv%20FZqxyZ26z/cvG5LP1uxWMPkXBXtlJGOchjrwwWCfQhqTFarFKLiIvo7sTNpuBn8xWZxyu2MpJ2Wv%20hd7zZa73IktVO6hwlDQxViAYKUVVt2o0TGSX1dIx6O+mou7s5+Yldelx9U2zmZbvIs03vDxjS+dq%20/HyKBn+9d2m1dv8A1nTT/rx5Jv28ea7svEE2KuwyNqEkEoE31EDs/isbdK1r1UR7ZOU43j3YC3ms%20zO0GNxNu5JIb+O1thMAs/iRGWgi3i7rpvxJ7fyzpM2+Oz749x7K5XgXOO6fJ49M7yfD3GxVYuvyW%20JaAyghD6HkbQy+np8XdZ2mJjv3dNLneeWUp9rn6kOP8A3bX+tyrW7nFXZjK908d7kuaSdusPTzOS%20OpUG5BeMQAIfRhfcLlYqdd2jfaf7izrnF92tu3slH6Ze8n+omD/6aL/zNEaDtJf53e9zeTsc5x1f%20FchLBE09OoTFEIMcDRuzjLZbVx8fOmvdds8ePNdnNO8XbXhV2KjyXORUrso7xqjHNYlEemhGFcJS%20jYtfLvZtfh4KZMJFx/kOE5DiK2YwlyK/jbY74LML6i7eDs/xEhfoQkzOz9HbVasRsFBRvL++/cbG%205bL4ip2ozGRpVZZq8OVie16U0Yu4tMO2kY7SbzdDf7qnZqzFVp2O7y874v29qYfD9tcpyWjFNOYZ%20ao9hojeSRyIW9OpYHUH6P51qsR1VxjK3cvx3G5S9j5MVcu1457GNm3erXOQWIoj3DGW4HfR9Rb7i%20io73slki7R8uOMnEvzXZbVvHQo3Z/wDE6zt0XXqwPb1DFF2Y4qMYsLFUc3ZvwjlMif8AZd1136/S%20fsxp0/VCu9r+h317S2Y+kp2bERP+03xNp06+EjrOk/1fb+136fX+l8qK527q5WPt97huO8+zEUv6%20M5GgWMtXQE5GglbezvtFi8BIS2t1dtzszuyaXFs8zaZkvklvdbvDwSTgmTxmBy1TkObzdeXH43F4%20yeO1MclmNw3GMTn6YAJOROenhp4qbNa3FygnbieYPZxmiEnFwp5UBdujsxSHr+6dXfpPHdnTrfHZ%20aft6hii7McVGMWFiqObs34RymRP+y7re/X6T9mdOn6oV3tf0O+vaWzH0lOzYiJ/2m+JtOnXwkdZ0%20n+r7f2u/T6/0vlRXPnfrll3nWar9meGaWchcljl5JeB2KGpXhNicDdviJbSPr9AdSLRkmb6NXier%20x919AcD2XwGAoO4Y+C7UpE7u371BXk2btfrBnS/625TXiVf2HqwVMRSq12Ya9evFFCLeDAAMI6eP%20wZXa5rOs4Zaiqr9z96en2S5CcLuJTfLQE7fgS2YwJurP4s6zs1rcJF2aqQVO1PE4YBYI/wA11Tdm%20+JSRMZv0+LkTuum/ViJksq554k3yHvC5XWqs4wXcW01kG8HN46x73/5X+VNOli79qsrlHfXtPxbM%20Fhs3yGGvko2b1a8cViz6bu+m2Qq8cogX0iTs/wAUnKYTajepX6cN2jPHap2QGWvZhMZI5AJtRIDF%203EmdvB2QeyAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIOfHyVLgnupyM+XmGlieaY2P5W1I7BD8yHpg%20wmZaCz7oSb7pN9Kul6w3xxfHjolHub5ri8F2xyWIOYSzPII/kcdQHzTSNITDKbAzO+0Q16+GujeL%20ss2Z4izjmpr2x45Nxvt7x7B2P+s0aMMdlvolcd0jf+uTre15Y1nDd5e5ZpYm7crV3uWa0Ek0NRic%20HlMAchjYmE9Nztprtf7ixbiNyZqmeH8f7Kd8Ma3MspxqtHnxJ4crTjtTjLEYE+x53geq0rmDM7GY%20eHl18q1jHMTPZq8FJheX+4vG/opBB+ifb/GyQtYpDGNT5iyxj6cTxts0/GdNv4JKa979F24xHtyz%20tJ36PulmeacP5HiaDX4wq1CuM808VUBH8Uwy07IRs8guT7H6/FScF5Vl3Z4/7gKnKeDxct5Njchl%20bOQ2ccsVowEK9n1IW3zM1ODUdzg/UT8PD6da9T/m+S2+e9q+9HMO12H49ks9jLHJa98rWXtG5R07%20EQEb1w2RVWE9moaiUTM7t8VO8TtUZ5bxD3Y1+I5g8tzPCz4eGjYe9VhhiEzrDEXqAGmOj0dw1ZvM%2033WUrWmczDP9puL7oBxzHZC7l6kvAJK9oMfiAAWtR2PmftmXoCW3cMn/ADz+LdPo3fVhYvCO79Xk%20POuR8LyNAcNmsFM4VoJLHqlcgZ3f14xeOLb5Np7dS6F4qSZmVvFwhnuuydfIcZxPBMfIFjkmfyVU%20a1ASZ5RiZyb1SFn1EN+g6v08fodZ+3NjWcS1rfdr24u5Pt7ic1QAp5uKi4WoxHcT1JAAZJOja/iy%20iEi/a6v8E2vOU1nGGF2T90fA6nCaGC5jakxORw8EdWOz6E08NiKNtsbj8uMpiYgLMbELN8Wd/Bt7%20XPLMQDvL3yzHcHneFxnbixfqR0pDrY+3WOSrPasWiEHNmBxMY9oszbtH0d9zN4LOstrW1ki5vc3X%20v1vb9PXyFl7l+IseFu24iPqyjKDGe0GEW3Fq/RlN+vHma9Gx9qX6kML/AKa7/rci1WYhHve/orxr%20+PTfkVzvyntf4bnx8eqxcNwXGc57D8b43k7VqpQtYvHFOdIwjlJoogNh1kCUdrkza+VdfyT/AEzr%20cKiylLg2R7+8U4vwrG1ONy8Pt6ZfIEVWodx4nBxiiET32TJgcdXZz8z6tozuppc233/k2mJh9e9D%20gl97GJ53SAjrwRjj8iQjr6TsbnXkJ28BIpCHV/jp9KzLZWusTTgfu27Z3uN1S5Rdkw2bhAYrkBVr%20E8chiLbpYTrhM2wn+B6Oz9PDq+rjsxFQ5PutzXuh30xT8Et38LVd4adZo5HB/lYpHmmnsxi5REPi%20TgW4dGZuqfjnPK73tFme8fgN/McRx3J6IFPJx8pBvAI6l8rY27pdBbwjMB1+hnd/gsXq1OjB7Ke6%20fhNbhtPB82tSYvI4iEK0Vz0ZrEVmGNtsb/iBlMZBFtD3Do/iz9dG6bXPLEQX3H9+cb3CGlxHh8U1%20rFx2AlluPGYnbsaOEUcMJM0m1t/3zMRF8Omr4xmt5xHQHAu1UlDsRFwPJP6Fu/j7Ed9+hPFPd3GT%20dOj+mUmn7C1v5RnXhzR2T7m2uzHOcvgOV1Jgx1iRq2UABd5K80Du0c4A+3eDsfXTq4uxDrpo6XML%20MVeHPPdx21x/HbB8UuHm83KJR1IWr2IIojJuksxWI4tRH8ENXd+nRurZqzHdBPZnwnKz5vL88vxm%20NUojpUpzbT15pZGOcx+lg2MLv4au7fB1uTEZtzWD3/8A70PFf8/D/wCuOsadfqu3R2AqOP8Aj/8A%20fUs/x+3/AKkan4ul+v7rv1/R2Aqggq/uHwvkuX7t9u8/jqfr4nBHdLK2fUiD0WmjAY/IZiZ6uL/Y%20F016m3RaCAgqnvh3VyvGhocT4hC17nnIn9LGQNtL5eMn2vYNi8v07N3l6ORdBdndbhZiTNZPZvst%20R4JXmy2UnfL81yrOeXzMrvIW433HFCR+bZu6kT+Y36v00Eb7Jeeas1QRTuvjsjku2nJ6GOEjvWMb%20ZCAAd2IieN/K2nxLwWdujWvVC/a5ynjeU7U4rFY2eNsliAOLJUdRaYDKUi9Vw112SbtWLwfq3izr%20pt5ueqMd0MnQ5F7ie32J45KNjM4OaWbNWK7iXowMQkUMpM/iwRnuF/Dd+2U/H1t9GtumHt3ZuQcL%209wnCub5A/l8HkKsuJv2/vIybewvI/gw/jxLX6Bd/gprebPNdpxL5eP7WX3Y59guKdvclmbVyJvmK%20skeKFiYnszzRu0QxM2u/XXc7t0Yer9FnedjW857KWxPZLnWd9u/FcBhbdWhcsW3zORhyBSBFJFLu%20OADAYp92jPGTgQ6fSt7dZ6M69L6vflvEPdjX4jmDy3M8LPh4aNh71WGGITOsMReoAaY6PR3DVm8z%20fdZZremczDP9puL7oBxzHZC7l6kvAJK9oMfiAAWtR2PmftmXoCW3cMn/ADz+LdPo3fVhtuC/3p+4%20H821P3FdNfjff+126z2/leSyKGxH98LM/wCz4/5a6mnfx5Lv28ea1sNw/jvGclyDkQm/zuame5lM%20haKPUI4o2EYhkYQ2wxiGrMTvp16q9Idah/Yoa1ouX8gxNZ6fF83mCsYKHY8QSRxwhFLZjB2HQJ5Q%20cm6KyY1kS/KrTUHjcjOSnPGDamcZiLfS7i7N4qXosV37eOH8i4j2vo4TkNT5HKQz2Tkr+pFLoMkr%20kL74SkDqz/StW9GYspRWi53gi5BwrO4QGZ5MjRsVo9fDfJGQh/8AW0U26Lr15Vt7V+X0Mn21q8ck%20nYc9x05qt+hI7DMANMRRlsfzbNCYddPtM7LdueWcYuGjzOSo899z3HaeGmG5j+E1Z7OTtRPujGwT%20u3pMbdHcTeNn0fx3N4s6zp1tXfpI6CQVb3U55xilynC8C5lhYLPGOUxSCeWty7YYpgd2EHD030Lc%204aSNKLi5a9NNUkzcL0mUf57x3s92Z4Tmcpg8VVo57KVZaeLGSWSzalklB4tIXsSSyCA+ruk2aNp4%20/BTbmY811nOfJuOCduL1f26R8OtRPFkb+JstLDI2jhPdY5WEtGbqBSMzrX5PRn8d55YftX5fQyfb%20WrxySdhz3HTmq36EjsMwA0xFGWx/Ns0Jh10+0zsrbnlMYuGjzOSo899z3HaeGmG5j+E1Z7OTtRPu%20jGwTu3pMbdHcTeNn0fx3N4s6zp1tXfpI2/ebuPym7yGv2s7dE36V5IN+UybFtbH1SbV33trsNxfc%205eItptZyIdEma10TPtP2l4724wT0cdrayVrSTK5aVm9azK3+HbGOr7A16fHUnd3rPq13uF4Jb5n2%20uyePoi8mSpuN+jEzavJJX1d4xb8I43IR+tY282tb282N2H7v4Dm/E8fSO7HHymjXGHJY2Qts5FCz%20A8wCT7jAtGJ3bXa76P1XTbnlznHDO70d28BwHi115Lsf6R2YCDD40CYrByyMQxyuDeYYxJndzfp0%200bzaMsXyjpPO9Gtx/Eeac07Cy4Xmtv1uT5umcpSTQxQ+hIRerVA44giZnj2hv6a66q7zyZ0vLQe3%20HunjnwNft3yaUcTzDj5Pjwo2naIp44y2xjFufQpAHyuLdX03N0V6zMTpcVbXLua8X4hiJMtyLIRU%20Kga7PUJt8ps2vpwx/akN2b7Is7rNrUimvbvjspyvmvKu72TrFVgzZPSwcRt5vlgIWIvj0FoYw1bx%20JiWpMa89aluatDG8d4V264nlprEjBizks5HNX7uw5ZynIjkeZwAPU+1sEduumg9Vm9MLOa1PYHH2%20qfbmA5Kp0Kl65dvYvHyNtKvRs2Dkrx7fh5H3N91asxJL1wz3tWMoogICAgICAgICAgICAgICAgIC%20AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC%20AgICAgIIzz/txxLnuG/NXI6frxA5FVsRl6c8EhDt9SKRvB/qdnF/izqYWVCeCe17tfw/Nx5qALmV%20vVyE6ZZOWOUIJB10kCOGKAXLr0c2LR2Z20fqtSosXl/F8fyrjOR47kJJYqWTieCeSu4jKwu7PqDm%20Jiz9PiLrNmVlw8+F8SxvEOL0OOY2SaajjgeOCSyQlK7OTn53AYx8S+AstW5ZkwrfmXtT7Wcozk+Z%20P57E2bTvJaix00QQySkTkUrhNFPtIteuzRvq11WZMNWrD4RwLivCMKGH43RGnUZ98paucs0j+Mks%20hakZP9fRm6No2jLVrMiQKKiPNe2WB5hmeO5bJ2LUNnjVr5ygFY4xA5NwHpMxxyO46xN9lxScXK54%20wlyIwc7iK2awt/EWiMK2Rry1ZzidmNgmBwJwcmJt2hdNWdLF1uLlreBcJxXCeK0+NYqWeejR9T0p%20LRAcz+rIUhbijCIfE300FW3KI73M7E9v+4kkdrNV5a2UiZhHKUTGGw8bf82bmMkZj9G4Hdvg7dVn%20C5eHbX2+9ue310sliYJ7uX8wxZLISDLNEBszEEbRhFEPh9pg3dXbdo+i1lFkuzOzs7as/R2dQU1y%20v2m9o+QZIshFDcwkkjkU0OLljjhMifXd6U0c4hp8Gj2j9Ski25SPtv2I7ddv5Wt4WlJYyzCUb5a8%20frWdhu76DowRR9H26xxi7t46rWWcN73D4Dh+ecXn43l5rEFGwcchyVCAJWeI2MdHkCUfFuvlWbGs%20vrt9wTEcF4rV41iJrE9GoUpxyWyA5neaQpC3FGEQ+JdPKqjV90+0XG+5WPo0c7ZuVocfKU8JUTij%20JyMdrsXqxTNpp9DKY5yueMNZ3GxHOOM9pYqXbWzO2V4/DXCsDww2rFirXH0zj2HGQlI4ebyAzu7a%20N46K7W5ya4UryruLN3xyfDuOcbwFyrnsTeiu5vIzxgIUmjZhm2SATk0e/r59ju4izM5P01r8s9mb%200s7urrVOrcqS07kIWas4PFPBKLHHIBNoQmJasTO3izrKqVzns97RZPIHcrlksRHJ406NiP0GL4kL%20WIrBtr9G7T6GZSRbU+7d9o+Cdvqxx8coenamAI7eRnN5bM2xvEjLoO5+rjGIjr96tZZwmJgEgFHI%20LGBs4mBNqzs/R2dnUVTPKPaV2hzuQe7BBcwZG5FNBi5gjhMjfXX0547Ax6eDDHtFvoUW1vu3ft77%20Z8EtBfxlGS7l4t3pZTIm084MWn72IjHCDt4MQxsWmra9VrLOFkqKg/cXsv297gC0mfx3/aIRvFDl%20apPDaAX8PO2oybfvWlEmbV9G6qYXKDYb2ddosfeGzZLJ5aIWdvk7tkBhd38Cf5aKtJ0/z9PpZ1qV%20F1UKFHH04aNCvFUpVwaOvWgAY4owHwEAFmEWb6GUFfcw7D8Q5XzzH82yNzIRZXGvWKCCvJCNd/lJ%20PVj3icMhvqT+bQ2/YScF5WQgren2G4hU7nydx47mQfOSTSTlWKSB6m6WJ4SZgaFpNNpdPxnimvBb%20lZCAgICAgqbuJ7a+E8+5NLyLNZLLR3JY44WhrTVxhAIh0ZgGSvKTfF383i6ki2oz/Yq7Wf8AzXOf%20yin/APCKotTh3bfB8T4M3DMdPalxbBYj9awcZWNLRER+YI4w6PI+nkU2mZgnFydte2+D7e8cfAYW%20e1YpvOdn1LhxnLvkZmdtY44h08v4K1blJEM5t7We1fLMxJl5IreHuWCKS3+a5Y4o5pC01Mo5o5wE%20un/NsOru7vq/VZkXKU9tuz3Bu3daSPj1QvnJxYLeSsn6tmURd3ZiLQQFv2sYiz/FtVrKYb7lfEuO%208sws2F5BSC/jp3ZyhNyF2IfsmBg4mBN9IuzrNjUqq+Oe0XtLhcvFkpWv5doH3R0shNEdbexMQkQQ%20wwuemn2SJxf4s61LhKutmZmZmbRm6MzKDBzuIrZrC38RaIwrZGvLVnOJ2Y2CYHAnByYm3aF01Z0s%20XW4uWt4FwnFcJ4rT41ipZ56NH1PSktEBzP6shSFuKMIh8TfTQVbcoxMT23weM59mOcV57RZbNwR1%20rUEhxvXEImBheMWjE2f8W2upukvGC8pWoIlW7Z4Gv3JtdwQntPmbdNqEldzj+VaJtnUQaP1N34tv%20v9PqSTGVtzj0UrzvvDwDlPPL/GeXZ98Pwbj87RWMbFBakly9yE/O0514pNlaIx02as5P1+ja1vcv%20HEXZ2/7icB5jRmbht0bdPGenBJHHXnrBEzi/pgIzRxdNo9NrdFbnqz6JWoogICAgqnuD7Z+2fN8y%20WZuR28Zkpncrk+NkjiawTszMUoSxzhubT7Qszv8AfaqSLalXbrtdw7t9ijx/HKjxvPtK5dmL1LNg%20gbRilPRm6fARYRbV9GbV1q1HjyrtVx7kvMsBy2/YtxZHjhbqUUBxDAb79/40TjM36/gkymvFyXmY%20Z/PO33FudYMsNyOp8xW19SCUCcJoZdri0sRt4E2vx1Z/izspYsqBcJ9q/avimaizEYXMvbrux1By%20csUsUUg+EgxxRQCRN8N+5mfq2j9VqVmxcCiqp7g+2ftnzfMlmbkdvGZKZ3K5PjZI4msE7MzFKEsc%204bm0+0LM7/faqSLalXbrtdw7t9ijx/HKjxvPtK5dmL1LNggbRilPRm6fARYRbV9GbV1q1EC5Z7UO%2033KOSZDkOTyua+eyUxTzjHPVaMXfowgxVjJhFmZm1d+izJhbctT/AGKu1n/zXOfyin/8Iqi7OMcf%20pcc47jcDROSSni68dSvJM4lKQRCwi5uIgLlo3XQWQV7z320drOZZCTJ2ak+Kyc8nq2rmLkGEpndn%2019SOQJodSd9xEIMTv4uphbXnwX2w9quIZMMpDWsZfIQSDLUnykgTNAYs+jhFEEMTvr1ZzAnF2Zxd%20nWsotlQQLuP2P7edwX9fO0Sjygh6ceWpn6NoR1Z9HfQo5Og6N6oFtZ326KYXKJcb9onaLDZEb1gL%20+a9PR46uSnjKBjEmJicK8Vff9nRxNyF2fqLrSLkggp0aYQV4grU6sbBFDELBHHHG2jCIizMIiLdG%20ZS0cxN3r7W815dJlue59qnG8Laf9HOLNVtzRzHH0a/eKKGQJCf8A5uPXQW8fjuutxz3/AG/+V28u%2037//AB+7ofhvN+L8yxH5341d+fxzSFB6/pSw/jAZnIdswRl03N8EsTLeKAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI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DiBgr13dy1KWObyvIZaMLNo+r9Xfp0vZmV49w8dSxnur4zjqMTQU6djCwVoR8Bjj9MRFvuMy%20n4rna/X9mtpxPb+Vge8XuNlcHx/G8VxcxVjzrSnkZoy2k9WLQfR6dWaUj82niw6eDusd8LOJlW+Q%209nnKq3An5DBlguZwKzWz4/FWMndtN7xRziZEcm3wH0updNfitbcVnXle3YmPuxD2nkx3JKRU85Vj%20IOPS5ExZzgKJnrtZEPVljeI/KTGDEw6dFd+Z6prxfRTOJ9ofPuQXMxlOc8hjxNz5gya3sbIPabq5%202SP1oPTB/vd/m+kR0bWYkjV5rUe2G9c4530m41UyIXsZba3UmmrHvq2flhKSKcNpOL/vb7S69Cf6%20VrTmVNpiu2VkEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQcYe4I8t3M79VeE4MwI6ADj67yk7QjM4vPYkNxY3ZhboWjP8AZU1mbau1xI8v7FXd%20P/5rg/5Rc/8AhFUbT2n5i5xPunn+BZQ2GS00sO1nfa9zHmTPs3ML6FHvfXTroy1LnVLMVru4eTm7%20Ze6Z+U5KvJLjZpxvh6ejnJWswPBK4a6NuA9+jO7eH16rP4+OGt+eU57y+7HDw4mhD2zy3zOUOw0l%202ydQ2iCvG3WIhtxhq8hO3UG6Mz9WfRO52bXvdS5hy722VcxmaUUOdg+Xy9+nWGSMIovMz6BIchM8%20cMrEbET+DpvMXx46ml4qoO1N72unw1g7gY2WLk1R5GkkY8mTWxd3KN42qyekDsOgOxbevVXbHZmd%20Vp+2m32ez/IrmQ4pwi3x/M4yI2O8V2e5WaCZ9gC5SzfvsjM77fSfTR/MrOhcZV93dzNPjvuvr5vJ%20l6WPqWcbYsSszlthGGMTPaDET7dHfRm1U/Heb47N/kmZPHdPfcxbxHcXs3S5dxGd8pjcRkHOxMEc%20sbjE4lDK7xyiBttNw1dx8Ovgs7TFlSXMsevZn3N9s8d26xWH5LdkxOUw1cKTxfL2JwmCEdsckZQB%20IzbhZtWPb5tfh1WqzFe8Av2+6/ueDllClJDiakw3pd+jFFXqxNFA8js7jvkMR8rO/i/izappxmrv%20c4jy7lZSTtv7pi5RfqnLQexHfEQ+1JXsV/RlKPc7M5CTno2umrLP48Rd5lM/cF7iOAck7eW+N8Ts%20y5a3k3j+amaCeCOtDDKEhOfrhG5OTiwttbTxd38GdV1uGP2o49d5D7TOTYqjE81yWe1JXhbxM4PS%20mYR0+L7NG+ta/J0njuz+O83x2Vr2Tt+3h8Zdqd0KJjkQl9Wlkd+QeM4SEW9HZRLoQkzlq4dWfx6J%20xhO6zeyd7sHn+5bU+L8Fu0sjjZDs4nMNdszxejCzt69iOacfS1d2ER2ydS66JrnGTbHRpveezP3A%204yz+D0tH/lDqfj//AE/Ru/H9f4Xd7kmZuxfImbwaGszfymJTZfx9fpf2QL2s4o8v2F5Jig0337V+%20sO7Vm1lqRA2rt91b/J8Z7fzWdLjbKi+0Ddn8dnstiO7mMlZo39OvZ33G+WngIhmikjpGxvufTrtL%20R2+CkssS5lWPxK97Zcx3Oq8c4/wW7cjOaNsTmYLt598wOxlJJWsTwlHDGwuTk7u+jfYTTKbYTP3D%20c87Sy8mocN5zxm5PIBg7Z9iau1WtZBxezVkieSWdgP7URht1HXQnZmeTmtXiKX7vdp+1HGcOWY4f%20z6tmXI4oocH6ta3ady13yPNVMWERZtfNC30btdFORcMeV5BlPZtbuZ2WSe4VOQI55nd5Dgjt7ISJ%2036v5Bbq/i3VPy/0fj6/r+zM9od75DszmL3y8tr5XI2pvlq4sU0mytCWyMScGcy00Znduq6b3ie38%201JM1AY/7NfdjkeZmtjN2/wAgBPPBdmtwVorzmLMRywzNJWiMJG1eOM2c9XLV310xjjhc88oTxzFl%20wbvtgMZwjkwcjYrVSGbI0B2Qyx2DH5iAmA5wMWj+07ETN9Tj0unVnbo74UVR/vD/AFQ/+I1v8hrO%203WNa9L47oT7ePcX2+4529g41yu2eLt4o5GrS+hNPHPFNIUrbfQCRxIXJ2diZm8NHfrp02uWIiXAM%20tJ3M91EXJsdXlhxwWHvO0jNvjrVK7RRvJt1ZnMmDVtfEtNVNOM1d+eH17gMsPHPczj89ciN6lI8Z%20dJhbUjhhdt7hq7av5CZuvip+O4t8dmtuk8d2y90HfPgvNOL43j/FLh5F2ttcuWHglgAGjjMBj/Hj%20Gbk7ya9G00bxU7kuIvb27tr2S4y3/wDayflpF036/Sfs569HMvtx7hcV4F3C5BY5Vc/N9SxXlrhP%206cs/44LAvs2wBKXVmfrpp0WdbPt/R0/JP92+7f8AvEswWuc8Ss1zaSCfHjLFI3gQHO5C7a/Szp+O%20Y/J+n7pbnWePJcHuu/Uhkf8AT0vy4rF6wnSvf2pfqQwv+mu/63It1mKb7q/3vMF/HcR/lBPxfK/X%20/wBW9+k8d2497mAyG/jPI4gcqcLTUZ5G8AlJ2li1b9swn/gWZxtk6xJsh7t+Bf7tpLeOtSxcyKl6%20cGJKvITx23HYxPK4fLlGJef7fUfvdfKrv6M6+rG4L3o7pX+xPJ+aZeGtNaxYehhroQemc0jOwy2J%20g3eiTRlI32AFvK7aJvxF0map/t/mO0PJnnzvejkuXv52tMY1cfMVmWvNVINwgxwRySBpKRPtGSMW%206fDVMSRM2vb26WMBY9xVefEVTpYiU8gWJqSkRnFE8MnpAZORu5NH46k/3XWtOl9v5ht1mHcyyCAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIKy4%20h7feGcY53Y5tXuZG/m7BWDJ70kBxDJad3kkEY4YiYtHcW83g6a8TBeas1BWN32+cNs9yx7hx3slU%20zjWY7bw15YBrPJGDA7OBQEe2QR8/n66umvBeUk7hdsOG8/xgUOSUvX9De9O3GTx2K5mO1yikH9h9%20pM4u7NqL6JhZUD4n7Te0/HcxFlCG9mJYHYoK+SmikgCQSYhP04YoN7tp4HuH6lZcM2LklhimiOGU%20BkhkFwkjNmISEm0cXZ+js7KVVJ5/2gdpMtlJb8D5HEDM+4qWPniGuxO7u7gM8M5Drr9li2t8GZSQ%20WbwfgPFOEYUcPxuiNOpu9SYndzllkdtHklkJ3IifT7jeDMzdFq1JEY7n9geBdxr9fJZn5upkq4NC%2092hKEZyRC7uISNKEwOwuTuzsLF9eizhrPCQ8F7c8a4XxIOLYuOSfFs8jzfOEMxzPN++ep5RB9zdN%20GFm0+C1blmTCuM97P+0WVyJ3K/5xw4SN5qdCxH6G7V3cmaxFYIddfBi2t8GZZkWrK4L274hwbFPj%20ONUBpwyOx2JXcpJpjZtN8shu5F9TeDfBmWrUkc7e5/m9CHmJcZ5rxUMlhBgiscfy9Kc6WQh9XQbB%20NMQ2YZG3A7emUbN4O/wdZnVu9IrPMc07KYngGZwHBcRmJc3nHiitZjOfLb4q0cgzPHE9Y3HqUbdG%20AdddSJ9osrU1uHTftW4/dw3Z3HPcAopclNNfCMm0dopSYY30f8IAYm+p1rbtGJ3fHM/ar2p5RmJM%20s8dzDWZ3c7QYuWOKKWQvE3jminEX/wBHtZ/F216rEmG7Uw7b9puFdvMfJU47UIZrDD85kLBerZnc%20fs7z0EWZvwQER+Omq1lnDU9zew/EO4uZoZbN3MhXs4+L0YQpSQgDjv36k0sMz66v8HZTXi5at4wl%20PN+GYvmPFLvGcnLPDQvCAzS1iAZmaMxkbaRhIPiDeIpSXDX9se2WB7dYCXB4SxasVJrB2yO6cZyb%20zEQdmeKOEdukbfBW3KI53E9uHbTnWTfLX4LGNysj62ruNkCEp9G0b1QkCaN3/bMDE/xdZwuWw7Z9%20i+Adujls4OvLYycwvGeUvG0tj03fX0x2DHGA/wCYDO/xd1rLOGz7idquE9wceFTklH1ZYGP5O9CT%20xWa5GLs7xyN4/TsNiB3ZncX0WcKrzC+zvtHjsjHcsHk8rHHq/wAldsRegT/By+XhryPp9G/T6dVq%20Uq0uU8JwnI+H2uJTsdLEWoBrbKXpxFFFG4uIxM4GAs21mZtumim3Ky4YHbHtlge3WAlweEsWrFSa%20wdsjunGcm8xEHZnijhHbpG3wVtyiH839rXarlmXPLSQ28PdnIpLj4uWOIJzPTznHNHOAv01/FsOr%20u7lq6zINx227A9ue39n5/EVZbeXbcIZTIGM04AbaOMbAMcQdNW3CDE7O7O+i1lMLGUVFe5PbjB9w%20eOfo/mp7Nen6wWPUpnGEu+PXRtZI5R0834KliyoJmPaf2oymJxtAgu1bGNiGBsnWlijs2Ix3OzWN%20YihN/N9po2Loza6NorUnTCa9tu1HDe3eMko8drE0lh2K5fsE0lmdx12+obMLaDr0EBEW8dNXd3uT%20DE7n9luEdyIazZ+KeG5U1GtkacjRWAAn1KPzjJGQu7ffA+nw01dZwuUVh9p/aiHi9jAxhdaS1IEk%20+ZeWIrztETkMYmURRAHXqwRtu6a66K3lIsrhfEsbxDi9DjmNkmmo44HjgkskJSuzk5+dwGMfEvgL%20K25STCtOUe07tXyDkVnOSlkaEty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Tbo5DEm1Z9erIN7XsQWII7FeQZ%20oJhaSKaMmIDAm1EhJtWdnbwdkH2gO7Mzu76M3V3dBhYjO4TNVXuYbIVslUY3jexTmjnjYx+0O+Ny%20HVterIM1BgYjP4LNRzS4fJVclFXkeGwdOaOcY5RZneM3jImEmZ/B+qDPQYuUy2KxNGS/lbsGPow6%20erbtShDCG52Ft0kjiLau+jaug969iCxBHYryDNBMLSRTRkxAYE2okJNqzs7eDsg8sjksdjKUt7JW%20oaVGBt09qzIMUQNrpqZm4iLav8XQfVK7SvVIbtGxHap2AaSvZhMZIpAJtRIDF3EhdvB2QeeTyuMx%20VGW/lLkFCjDo81u1IEMQM7sLbpDcRbV3ZuroYa/C844XnbRVMJn8blLQA8h16VuCxIwM7M5OERkW%203UmbVBukBAQUV3z5hy3Nczw3aPhlwsbkcuDWczlYycTgq+Z9gkDsQ+WMiLR2d/KOuhOpJm+kXOJ6%20tnhvab2Wo42Krdxc+WtAz+pfs27Mchu76/YrSQRMzeDaD4eLu/VVEb4vxDmfZ/upRwuBjyec7aci%2019WNoZLLY6d3275DjFxj0Jx1N9u4HfXVw1V1val842nfT9bvaP8AnKf91Arp8vpTb4/WLyWRQ3uZ%20/pN2u/2gh/KwqT5Tx5LfjfHmvlVBAQaHnfLqPD+IZTkl1t0OOgKUY/B5JH8scbfWZuwqWrJlGOxv%20GbuP4l+kOadpeUcsNsvmbDs7EzztuggbdqTBDE7Cw66M+ui1ZjjyZznlVuShznfzuTmcA+TsYztt%20xaT5a1HUJhO5ZE3Zi6sQE++NyFyYmEWbRtS1U1mZlra44icZH2odk7WOlq1sPNQsmG2O/DctHKBf%20hMM0ksTv90NEqRj9hZe4+Aymb7f8vgvXaGFLdgORzQStXnras3pNYJnB9BISAd5OPmHXQWVzmZ7p%20jFYnBf70/cD+ban7iurr8b7/ANrt1nt/K8lkUNiP74WZ/wBnx/y11NO/jyXft4818qoOzO2j+CCn%20OFWP0B7vZPt6Xk49yQDznFw0dggmd3+cqB8GHUXkEW6M33U15mPL9l2658/3XGiIl3W57BwTgmT5%20IcbTTVQYKdcn0aSxKTBEL/HbufUtPgzqWrIqHtx7fa3NKMPOu7Fq1ns1movXhx5zyQwV68r+pE34%20l45GJmfVgEhAWLTa79Vq644T7s8vTuR7dafF8e3MO0bXMNyfCs0wUKss1prUbPrIAjKUsjm4/eau%20Js23b11UzYuMrWxPPjj7YBzPktCfDzVqJWcrQsRHBLHLCztIAxyMx+cx/F6+LOyb8JrMqW4D2wyn%20euw3cTuXbnPDTSyfmDjkEpRwjAxbS1JtCAC2aeTaZu25y8FZrjr1Lc+yXcn9pnbG5j9eLxWONZuu%20XrUsjXs2JmaUeoeoM8kj7WLrrG4kz/H4LNz2OGT7e+5HJM1HmOF8zd35fxWX0bEx6brEG5wEydtN%20xA7aOX3zOL+Lu61nMyWYuEd7o5jlPc3uWfaXjGQLF4LHQ+ry3JRO+4xJmYoOjjuHbII7NdCJ33dB%20U1mee0W3HHdJqXtQ7I18fHVmw01ycAcSvzXLQzG/4ZDFJFDu+5GzfUlSILj4897f+4WIwhZKxk+2%20HJJfQg+a2uVKwZMzvqLMIuLkxE4sImLu+3cKutz/AJv0LMTKUe7T+hvHP9oKn7iVXT5z3L8b7LwH%207LfcWRSHvD/VD/4jW/yGs7dY1r0vjuujG/8Ad1X/AEMf7llu9WJ0RLuf3J/QaHAy/m784/nvKwYr%20T1vQ9L12J/V/e5d+3b9np91Sc3C3iZTVBX3d3uuXBalGnjsTYznJs28kWFxlcCJjOJhcyk26ntFi%2010Fnd/qbzNObcRZO9VJ7eA5kHfXmY8zlaXkj4+E8htJjECleGQYhcfLpGBsOg9G06a+K3rP833/t%20na52jpxZVh5rD47NYm5iMnD8xjr8J17cG4g3xSC4mO4HEm1Z/Fn1QVlZ9svYKrWls2OODFXgApJp%20Sv5BhEAbUid3seDMyWkitfbx2041n+f5HuNicWWI4ljJzr8WovJOZSyCOw7JnMZm7MLv5ddNxafe%209brxM+Zti3Dfd2cdJ3A784DtxmLclbitWg+WnqQm4Pblbf0d2bTwDRn+A7tHZ3U1mbb5LbiSebUd%208uzHEO3PGIOf8B9bj2bwNqEgaOeaYJmmkGLR/XOQmdt3gz7SHcJM+vRnFMcOiONZgstxjF5maP0C%20vU4LckT6+R5Yhkcf2NVreYtjM6OVO+fdLmvcTiGUt8dxs+M7bYuSILmSs/izyMxTjEAA3XUAk67R%20d/DU3Z9orGOlb6cOouBf0H49/NtT8gC6fk+V93PTpFGZHjNTuv7h8/g+XTSScd4fWi+RwsckkQyl%20MIOUhEG0m1c9ScXYn8ja6Msazi1va9I1fdngOD7L8h4tzjgHr415rwY6/h2mlmjsQmzyG2sxSSec%20Q2kLu7a7Sba7dbp8pPNL0Wd7n317H8gfw1+VfT/3qJZrWic8C/oPx7+ban5AF0/J8r7uenSIt7if%201L8p/io/lQXLfp+jpp1/X9mz7L/ql4f/ADRT/Iit1iJmoqje+fNeW5PlmH7T8HtPRzWZH5jLZMCI%20DrVOr6CY6OOogRFo+7TRm+0pJ919ItuJ6szAe0rs3jsZFWyWOnzV0es1+xasQkROzasMdaSGMR1+%20y2jv9JOtVmINyfjWZ9vOfpco4rctXO3uStNDncJOTSNC8ngQv067W/FnoxNtYSImdTW84vRbO8dN%20U7de5Ugt1jaWtYjGWGQfAgNmISb7rOrZglQ/lvcn9Hue8S4n+bvmv0pKyPzvren8v8sIl+9+mfqb%20t34Q6KTml4iaoObjwEXevvZyCpyGaWThfCCGpXxcUhRDPZInEyMhfd5ijPVxdn0YWZ26prOM1dsz%20hi9z+3eK7K5fB9yOB+tjsdBbipZ7EerJNFLWmfUnYpTM/Nt0cSd23bSbRx6pcXF6VLMzh0xBNHPD%20HNE+6OUWMC+kSbVnQRfurzCTh3b3N8jhYSs0a7/Kibai88jtHFubpq2821UrWszVR9rvbjwvkXDa%203J+eRWM5yTkcbZCxalszxvE1ht4MLQmG4tpM7ue7r4aN0WrrjhnNvNZXYx8jwTuVyTtFbuy3sTWh%20bKccln03DCbi8gdOja+q2rNo24SJmbckuZ6wsxfd49/sbS5d3g7ccIuA89CUrFzI12Ig3Q9HdnIH%20Eh1Gubas+v0Opr8ufJbma/Xx+6Xj7XexQkxNxnR2fVn+eyHi3/vCSotMBEBYRbQRZmZvqZBzH7qe%20Z5fO1MrxDjpf9l8bhhv8vtauI7ppACrUbRvMWp+o7eHT9q6z6tydu68u0v6r+J/zRS/IAum/WucY%203dvuAPCeJSXa8b2c5fkGhgaItqU16fyxNp9A/aL7mni7LF8o1PO9FP8AtLpZmjyzuNUzc3zGZgtV%20wyM7E577DHY9Qtzs2upa/BbnxNs55fvu2w+WzPJ+3uLw8rQZW1YtBRmIijYZtYHAt4s7joTdHZZm%20c8F+P1Wh2Q7lFzfiTfnFvQ5RhzejyGkTbJAsx6jvcPFmk2u/1FuH4LV84z04qE+5n+k3a7/aCH8r%20CsT5Tx5NX43x5sj3a/0N45/tBU/cSrWnznul+N9l4D9lvuKCkPeH+qH/AMRrf5DWdusa16Xx3XRj%20f+7qv+hj/cst3qxOjIUUQQrtr3J/TWbkkX5u/N/6PZWfFa+t63reg+nq/vcezd+D1+6k6ZO+GV3V%205hJw7t7m+RwsJWaNd/lRNtReeR2ji3N01bebaqVrWZqo+13tx4XyLhtbk/PIrGc5JyONshYtS2Z4%203iaw28GFoTDcW0md3Pd18NG6LV1xwzm3msrsY+R4J3K5J2it3Zb2JrQtlOOSz6bhhNxeQOnRtfVb%20Vm0bcJEzNuSXM9YWYvuv1QUN3/u5blXOOK9o8fbOjSzu67np4ukhVYtztGz+GmkRvo7eO1JM30i3%20iZ82P3F9r/Bcdw6xleEw2MNyfBxPep3o7M8hzSVh37TaSRxAi26iUe3aWj+HRS7Y5NZnhZnZrm8v%20M+2uF5BZJnuzQvFfdm2s9iAnilLRvDcQbv2VvZmKR7N9r+D9z8zzrlfK8c+Tjmzk0WOf17ELCDO8%20j6ehJFu1GQG66+HRZ1+Ma3z91i7uF9mO2vCcpJleMYf8335YXryTfM2ptYiIScds8sg+IN101Vyi%20U5rMY7C4m5lslM0FChCdi1M/XbHGLkT6N1fo3gs2rJlyfw/N8o5J7mOKcqzkb1q2er2bWCpEWpQ4%205obEcDE3gznsc+j9d2vxWtJjPsbczPZ14ojmL3U8zy+dqZXiHHS/7L43DDf5fa1cR3TSAFWo2jeY%20tT9R28On7V1n1bk7d15dpf1X8T/mil+QBdN+tc4qPuVlOTd0e6snajA5CTFcaxMXrcruwPoczEI7%20odW+0OkjAwP0cndyZ9rLOszz2atxx3qUQ+1DsjHjRqFhp5bAxem+RO5aaci26eq4hIMG/Xr0j26/%20e6dEqRpu0mJ5/wBue41zt7bjyOZ4FYiezgMycEkkNUtHL0ZJhZ449WYhIdWbczEwjvdWXM57JZh7%20d8+a8tyfLMP2n4PaejmsyPzGWyYEQHWqdX0Ex0cdRAiLR92mjN9pZk+6+katxPVmYD2ldm8djIq2%20Sx0+auj1mv2LViEiJ2bVhjrSQxiOv2W0d/pJ1qsxBuT8azPt5z9LlHFblq529yVpoc7hJyaRoXk8%20CF+nXa34s9GJtrCREzqa3nF6LZ3jpqnbr3KkFusbS1rEYywyD4EBsxCTfdZ1bMEr1UBAQEBAQEBA%20QEBAQEBAQEBAQEBBQ/Ku4XeXtlyjIZPk1AeU9u7dg5K9yhGEdjHwkXkjJhYfsD0/GasT6fjGd9EF%20r8J7gcS5timyfG8hHdgbRpom8s0JP95NEXnB/ut1+GrIJCg/CJhFyfozNq7/AFMg5m7e8KxnfLlf%20I+dc29W9gqds8ZgMQMskMIRRtu3O8RDI3lIX8pNqTu76+CScZ71duuPJ7ZHitTsf3e41kONTTQcN%205fO2MyeJkMpY4pndhiISMiImYpGIXLUh8za6Fo11vOKlnGXSigpj3McpztbD4LhmAnerlOZ3hx72%20Rd2IK+ojJtdnZ23FILP+11Uxm4anEtYeT9ofa4+JHjsdFYrcgCH8RninlOQpx6sUkDm0G0i6OwgP%20Twdn6q2+TM9W+9t3N8ryft78vm5SmzmAtS4u/NI+4zeHR4zIn+0WwmFy+Ls7q2yyWdzGLYrzDcE4%20r3Q9wXcGfktN8licKNenXh9aaFhmFmj13QHGXT0ZOmunXwU16W+q75zJ6LY4v2E7TcWzlbOYLBfJ%205Spu+XsfN3Jdu8HAvJLMYPqJO3Vlcon0kgRxlJITBGDORk76MzM2ru7qDjrm/L83zfvBwnlIahww%20s7HjuMiTuzzNVsQ/MWtmnhKZMzO/Xppp0V/HOWtul9HY6jKjfcpzPLzY2bt9xYtczeoWMlm52dxG%20tiqwEUm4mZ9HncdjfV0++ZZvP0b1nTzree1z9SHH/u2v9blXTdzjQd8+YctzXM8N2j4ZcLG5HLg1%20nM5WMnE4KvmfYJA7EPljIi0dnfyjroTrEmb6RrOJ6tnhvab2Wo42Krdxc+WtAz+pfs27Mchu76/Y%20rSQRMzeDaD4eLu/VVEb4vxDmfZ/upRwuBjyec7aci19WNoZLLY6d3275DjFxj0Jx1N9u4HfXVw1V%201val846GUHna/wCrS/5hf5FKKW9of6q5/wCdbf8AkBbvSe380vyvuuwvsv8AcWRRHtH/AKN8u/2h%20s/kolNPjF3+VXwqiqvdD+pHkP/uv+tRKVrVE/bXzLMYcw7YctkYchDUhyXGp3d3GxQsRtL6UZEwu%20Xpavo31E3gC6WfrGJ+6d+4n9S/Kf4qP5UFy36fo3p1/X9n7295Bj+O9hMBnciTjSxuBr2Z3bxcY6%207PtH6y8G+ta2uGdZlVXAe2GU712G7idy7c54aaWT8wccglKOEYGLaWpNoQAWzTybTN23OXgrNcde%20pbn2S7k/tM7Y3MfrxeKxxrN1y9alka9mxMzSj1D1BnkkfaxddY3Emf4/BZuexwyfb33I5Jmo8xwv%20mbu/L+Ky+jYmPTdYg3OAmTtpuIHbRy++Zxfxd3Ws5mSzFwuNQEHPPFReT3jcqK0+6SHEi9Nn1faL%20xVW6a+HQi8PpTXpV37OhkQQc8e56vyGzzrtpBxy1FSzsluyONtzsxRRzO8GwjZwlbRv8x/uJrnPH%20kt+P1jI/Q33k/wBe8H/0MX/liIgHcXCd7cbzDt8XcfkFDNVpM7WbHhRAAeM2ni3ue2rU6O2nxdJ8%20otz9tdM867gYPhlCvYyEVq7bvStXxuKx8L2btqV+rhBCzju2j1d3dm/ZdmcYY3Bu53H+YS3Kdave%20xWZxzCV/CZauVS7CEmvpmUbuQuJt1ZxJ/FtdNVccZR7Sd1O2EUhRycwwgSA7iYFkajExM+js7PJ0%20dlBVXuezlHO8M4njcRkILeL5JnK9c7VWQZoZYgchfSSPcBMMjtr18WSfOSluNbV7SRNDQKKBmFo4%20nGIW6M20dBbolIoT2ZAL8G5BPJ5rsmZkayb+Lu0ETtqT9X6k79Ve0wu3yueroJRBByxmMV3TyPuS%205pH26zFPDZIKlQrk94BMDh9GFtosVe313aP9lvuprnF9127eyUfob7yf694P/oYv/LERoO0lDndH%203N5OvznI18ryEcETz3KgsMRA5wPGzMMVZtWHx8ia912zx481vcr70cewOemwFPE5nk2YqCJ5GpgK%20RXSqDIzFH8w+6MRc2fozO7/Tp0SIkXC+bcf5lhAy+EmI4N5Q2K8ovHPXnD98gnjfqEgP4t4fFndt%20HQVP7kyLFcm7a8ogP0rNHNjVI28XhsODmPRnfTbGTfspr8p6m1/zVp3u5XbrH3JqV/lWHqXK5OE9%20ae/VjljNvETA5GIX+p2QUr7teRYfOdqcdawWUq5LGfnmKG3YozhYjZxglLY5REY6tqz6OmOZlqdK%206ExkcMWNqRwswwhDGMYs2jMLCzMzM2mnRW9WJ0ZKiqo90k88PZHPvC7s5vVA9uv2CtRMXh8NFK1q%20lHZ8IQ7VcSGFmaP8003bb1bV4Rd/8a3v1YiXrKueOMN6PvH5OFZmGOXEsVkRfRnf0qr6uzP47tE1%206Vd+3jzfvtvkKfup3Znsdbf5zYNSd9zA1myzN1fXTysrr8Tbq6GURQXvOCL/AHY46V2Zp4stD6J+%20BDrDNrtf9hTvG9elfHur+dl7X8X9MmjvSZWlsMurDK9eTR3+14F91b/7mPNjX43PkNw33kaNpzvB%206f6GL/yxZFc9+uPe4ahwT1+fcnxmXwPzcI/KU4wCX1nYthajSqvo3X7/APYUvZqZ5dQcnucvp8Fk%20s8PowZLkccEHyFK07DFI7uDHud5IG6Buf7bLW3VnTHdzH3j5F7irlfjTcy4vjMbHDmq0uHerIBPN%20fFi9KKTS7Y0Auuv2f85lJ1hei4OD8n9zlzlVCty/iOJx3HJCNshdrSxlNGLRk4ODNfnfrIwt9h0F%20vvXgecbDxg9gBKMJnFt7ATs5CxeLM7izu31IKI7df3qO4/8AEq35Osta/G+/9pt8p7f0vpZUQUx7%20ouT36nDaPEcST/njmNsMbCIvoXoOTer+wTkMb/UTqYzZF6S1Z3DOL0OK8VxfHqIs1bG1whYmbTeb%20Nqcjt9Jm7k/1utbXNZiiu+1n9Ju6OF43wWhZPuVhwGf9Ia9hq0NCA3YnGzqEnqx7Ddyby6bmFt+5%20weTrmN3pyjXcjjPebGDjM33enbm3CcbYaW9Qwk0dUYnchFpbEbVK3qjo7szfsbwZ+rMlTFs4dRcf%20yuJzWBoZPFE0mLvV45qjsO1vSMWcW2/DRumnwVsZisPdNBDB2JzEEEYxQxHRCKIGYRERtRMwiLdG%20Zm+CzerUWHwL+g/Hv5tqfkAXT8nyvuxp0jn7m5ZnmXfCw/aKvNjeV4IPleQcsOcY8c7Mzi8E9coZ%20vVdiEQF+urs/kdhYxxr5um3lWs5HR57xHnPH+Ud8t3LMDVlCOhkMZKA0aNhyImOamNeu8haiJa6D%20qzeJ6bFdbJWbLYtr3OSxy9jM9LGTHHINQgNvBxK1E7Oyzs1ognGeI+7iXjmKkxnNsLBjTqQFSgkh%20jcwheMXjEnfHH1YdGfzP91b2zm5Y16NN3V4v7oKnb7NWOV8vxOQ49HCz5CnWijGWQN4szA7UIH13%20affssbN657LY4dzrj3DOxvDspmpTYJcbSr06sAFNYs2DgZ44IIh6lIenTwb6XZlq9WNW24j3l4/y%20HOjgLWKy/GszPG81Gjn6b0jtAGvqPX80gns+Las/0a6PpFVtw6Qp/eHy97HU4MUIVtzv0H06n2dX%20/bP4K69Ku3Z0MoirPc9FBJ2R5F6oiWxqxR7vgbWotHb61K3p1+lYOEy3c+n2F4Za4Li6uZz5UqQS%201rxsMfy3oPqe4p63m6B9/wDHwWturGvS5U9zjkXuKn7mcHtZzi+Mq8mrHb/RujDIDw2SIB9b1na7%20IzbR001kD9lSdS9F39s+Q+4PIciODuBxnG4fBtXMwtUpAOV7DEDAGg3LT7XFy+8+HigjPte65XuU%20b9TLkMu4n8X88r9X/ZV1+E8eSX53x5t17r2B+yOZcvFp6bh1+PzUbf5NVm9mosXg7yFwvAPJr6j4%206o56to+voBr0XT8nyvuxp8Yrj3ZO7dk8qzPoz2KbP9bfMA65Xs3O6yuHCI8RwgizMLUKrMzdGb8S%20K6/k+V92NPjFO5TUfeHiPS++4+Xradf/AG/j9HgKzp/148l37ePNmc77Gcv5h3fj5UefbCYCvTCn%20DJjZZQymxmJ5BEnj9OLeUps5sReXpt6upO7VvTCH807GS9n8HLz7txn8lHdxBBJkqN2SKSG1V3ix%20ATQxwM4jrq4kxfVo7M6fdj2JrlaXMe8dTF9qcfy3HwlPleRQQR8fxos5nJduAzxx6N4+m7u5fTpp%204uybTnENfOoHzrt8XC/bPySC9L83yHJvDf5BkC6lNcmtREfm8XEPsj/h+KbeU6L+Pm5vlf2W12qk%20CPtXxWSQmCMMPTIyd9GZmri7u7rW/WsRAeAAfdDuLY7kW2J+K8fOTH8MrSC7DLK3lsX9Hb4v0D/0%20OKmvEz3v7NbeTX+339bHd3+dQ/LWUnx+tX8nX6T9mT30/W72j/nKf91Arp8vpWdvj9Y8e6dG32y7%20iVO7WHgI8DkNlDmtKLX7BkzBbYW6bmfb/wApm/Dd1nXi47VbMz1jH9xl2pfzPae9TlGepazleavM%20D6icckkBCTP9Ds6mMbzx5H/F8ebK94A2C4HghrEwWSzlZoDLwE3il2u/R+jP9SuufumD/m+zFbhv%20vI0bTneD0/0MX/liIrnv1x73DUOCevz7k+My+B+bhH5SnGAS+s7FsLUaVV9G6/f/ALCl7NTPLqPP%208wwfEeIx5rMyEFaKKKOOKIXkmmmkZhjhhjbqchl0Zv8ADo2rrW3VnWcNVwzu7x/k+YPByY7K8ezr%20RPYhxWdplSsTVxdmKaFtTAhYun2tej9NG1TAjXP+S+5Slym3W4VxTFZPjgNH8pdtygMpu8YvJuYr%201d+h6s3kZRbhTXaPkXuKp2OWvxHi+MyMk+asS51rMgC0F93/ABsUWt2DUB+H2v8AOdJ0S9U+743+%20c3fbVbsc2oQYrkUluBrlKoTFCIDcb0tHGWw3mBhJ/O/X6FNuyzuu3hwiPEcIIszC1CqzM3Rm/Eiu%20n5PlfdjT4xTuU1H3h4j0vvuPl62nX/2/j9HgKzp/148l37ePNfKiqGu+b3iUN3XZx4tmvXT998P8%20Kun/AF48k3/58ea78qwPjLjSfYeCRj1fRtNj69Vnbo1r1Ud7VAyc3Yq3FQcBulavBQKfUYmkIB2O%20bixFt3v1dmdb3nE9v5rOmM33ajiPtA38ZbF845NekYbJWYcbhp2CiEjs4+qXzMBPJKQ9N+wXZvL1%20ZSryz+Bjm+03d2l21nytjLcN5DWOfj723Ypak0e4niZ26Mz7HZ2FmF3dnZmfXVrc5l6lmMWNz3Gn%20l7l9wq3a/HyGPHsP6eR5vZDVhNmdir0GJvib+Yv/AKRdlNeufJbxPWtXzGGGD3X8BghAYoYsRKEU%20YMwiIjHaYRZm8GZldet9lvxnv/Sye7vcIOD8QlvwRPazd4xo4GiDORz3Z+kQsLeLD9p/p008XZZv%20lEnnVW867fFwv2z8kgvS/N8hybw3+QZAupTXJrURH5vFxD7I/wCH4q7eU6L+Pm5vlf2W52l/VfxP%20+aKX5AFrfrWIqT26C593e7M1p914ciwbn1d2jezZ6M5dfvR6a/BZ1+LW/wAnQyIIOeeHSFP7w+Xv%20Y6nBihCtud+g+nU+zq/7Z/BXXpV27OhlEVZ7nooJOyPIvVES2NWKPd8Da1Fo7fWpW9Ov0pw3n2F4%20h2N4hl+QzSazY6nXp1oQKezanKH8TBBG2rnIbD06s30uzLW15c9W24j3l4/yHOjgLWKy/GszPG81%20Gjn6b0jtAGvqPX80gns+Las/0a6PpFT1AQEEc5/zH9EONy5v82Wsv6UkcfyVEd85eoW3cw/QPi6C%20rf7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+%201L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/%208P8Akf8AJkD+1L/w/wCR/wAmQP7Uv/D/AJH/ACZA/tS/8P8Akf8AJkD+1L/w/wCR/wAmQfh+6IDA%20gPt7yIgJnYhetqzs/R2dnZBR3PeS4nG5NuZcB43yDgWbiMXsSPC0eOkYibViB/KG59PJo4F4bOuq%20C+Pb339zPcNpMVmcLMGQqBrNmakb/Inp4NLq/wCJlL4CzuxddNvgguPNO44a+7Po7V5XZ28WfY6z%20t0q69VP+0ARbs5C7MzOV+07v9PUWXXbpPb+axr1vjswvdx04/wAPMP38eQ1/TZur/vcng3x6syzp%2084u/xq+W10bXxUVQ3ejzd++0wl1Fp7DsL9W13R9f8Sv4/lfb+03+M9/6XyoqhfbJubkHdAI/3geQ%20S+l8R19Sb4/c0VnwnjyS/K+PNrMH7VszkrfJJ+cckmgqZ66VyTGYCchilIpHlErJ2YdD9MifYHp+%20XxYlJ0w1bz6PGHBZHsJ3B41SxeYt5DgHKrPyFnH3iE3rWjcRGYXBgBncjZ9RAdRZ2LXo6utzcX6J%20ZxlNe9WcyWfy2N7S8cmKHKchH189djZ3+TxIvpKRO3302mxv8D6bmUkzfRc4me6J98MHjcDyjszh%20sZC0FChlQgrRN8ACWs3X6Xfxd/i61Lnb6VcY0vvP5XXzzmeK4XxPI8kyjv8ALUY9wxD9qWUn2xRD%209Zm7N9XisWpJlVfHOGZWj2p5tzPk+p8w5djLdy/vZ2etXesb16gsXUWjDTc309PvVduJhr8dzvL6%20t77XP1Icf+7a/wBblWt3OIfxUXk943KitPukhxIvTZ9X2i8VVumvh0IvD6VnXpWt+zoZEEEC5n3g%20xvGORjx4OP53P5L5UL0oYOmNxooZDKMXkb1QIdSjf73T60G64ry39KcDZyH5lyuC2HJD8nmq3ylg%20toMXqDHuPUH3aM+vizpZwRzB2N497hb/AA6afgPJ8ZiMF89YF6lyMDl9Ztu8tSp2n0fp9/8AsK84%20i7fK+6wn4b7yNH153g9P9DF/5Yojy9pNizR4Hy+xaA7lqtmbMk8dYd8kskdeJyaIPJqRO3lbopL/%20AJmFsv3XKWWvcPWqVpbVrt9zaCtABSTzy4dgAABtSIyKdmEWZtXd1Ukarvfympyv215LkNOrapVc%20iFaWCC9G0U7B85GwkQCUg6GzbhdifUXZ03mGtHzz3t7ks/2t4lybjTenzPitKnexMoa75QCECkrd%20Ptb9NRb4v08Cda/Jcb2sac64fPOe4ON577Zc5yCm3pSSVGiv1ddXgtRyxtLE/wBx+o/SLs6x+Sfx%20+7enX9f2afnk88Ps3x7wu7OeKxIHt1+wUkLF4fDRXZNFt9nwhDtVxIYWZo/zTTdtvVtXhF3/AMa1%20v1ZiXrKueOMN6PvH5OFZmGOXEsVkRfRnf0qr6uzP47tE16Vd+3jzTvN9/eM4/KXqGOwud5IGKMoc%20rkMJQe1UrTR6+pFLM5xtuBm1LTVvr8Ul/QwlP+8Thf6Gfpr+dYv0Z9H1/wA4+bbt127dmnqepu8v%20p7d27y6a9FcM5U531pZXgPczA94cZVkuY2MWx/JII2Z3GJ2cBP6t4HtZ3dm3CLffKa3Fvq1Zmeyz%20MH3y7SZjGRZCDleNrRyt1r3rMVOwDt4icM5AbaP8dNH+DuytZir73cPJ93O7GDwvAL16rxPj0nzf%20Ic3WOWoNgCcS9Ho8cmw/T9NmLqTuRbdo6prOctbdMNx30/W72j/nKf8AdQK6fL6VNvj9YvJZFDe5%20n+k3a7/aCH8rCpPlPHkt+N8ea4Mtx7GSZSHkzY/57P4qrYhxespB0mZnOMWIvREpHAR3kOrfTonT%20ODqrTgeVy+R7x373NsQfGOTWMQFbB4ffHZgloRzepPI16EyCaZpXbcGwNgafa1d21OlS3o2dj2x9%20j7FiWxNxvdNMZSSF87kG1In1d9GsM3i6zJhbcoT7iuIYniHb7iE3H6fy+G4rm4J/l98suyKUiMvP%20IRk7PLp9ovitS/7lvjxhLM62OhIZY5oQljdijkFiAm6s4k2rOoOZMRyCHsL3cz2M5BHNHwXlcnz2%20NyQRlIMMm53JnYGciaP1HA2HUtNj6dU16Y8l2nOVz5Hvd2jx+MkyM3LcXLBGLG8VazHYsPu0ZmGv%20C5zO/Xq23p8UqTlAeyWb5d3A5/nu4k0t7H8JIfksBiJZTGGYw2gU5QifpkYMHmLR23FoxPsVkxPc%20tz9H3wX+9P3A/m2p+4rq6/G+/wDZt1nt/K8lkUNiP74WZ/2fH/LXU07+PJd+3jzWydbh/CqWaz0r%20xYurbmLI5m7NIbscziIbneQi01YREQH49GbV06Qxmot2Xr5G43JuY2qUmNrcsyTXsZQmbZI1SKEI%20YppA+9Odg3uy1jEwzeblE/ckD5bk/bXi0Asdm9mxtEPXVoa7gxk7N102yE/7Cmvynou0/wA1L877%20d+zudzFvMZXj/wAzkb0jzWp/nLwb5C8X2xziDfsMpJhbctZzjsLxeXtJmOG8Ro/m/wBSR8jRh9aW%20Viuxs23U5zkJmkYNj9dG11TbnHoatF2U9wXFZ+P1eL8zvBx/lWEj+TtjknarFI1b8Xu9WTbGEmjM%20xAbi+7XRnZbtzyzJjhmd4PcLw/GcfsYbiWRi5ByrMR/K4yDFmNoIzsaxDIcsTkG4X+zGzublt6aP%20qsWZ4bnHLf8AG+22Zu9k34dy/JWbuZylORsjctTHZlinn1MBYzKTVoH2j0fR9v1q7zPEZ1uFf9lu%207tfg0Ldr+5Zvg8vhjeHHX7OrVZq5E7xs82jCAt94ZaA4/Fn8bn7p6pZhY3LvcF2n43iJL78hp5Wb%20q1ehi54rk8hs2rDpCRjGz/hSOw/Xr0WbWoiHty4vyG/k8/3V5PA9bJ8sL/s6qTOxR0tWIX6sz7SY%20QENW6iLP98t4+2YS3Ny0nNpcn2b7zWe4DVJrnBuVAMWceBtz1rOreZ2+ncO8NX824h+hY1snF7rt%20M8rbpd6u0lzHx34uX4kIJAeQQmtxQTMzfAoJSCYS6fZcNVakUtyDkDd/+5OGwHHI5j4Dxqcb+Zyk%20gFGE56+URE2Yh3CzgDFoXUi00ZXSXP3eRt0wlfu0Zm4Zxxm8Gz9PT/o5VdPnPcvxvsvEfst9xZFI%20e8P9UP8A4jW/yGs7dY1r0vjuujG/93Vf9DH+5ZbvVidEE7x9vM1zWvxqPFT1oSw2arZS09opAYoY%20GJiGP0wk1PzdGfRvrUnWVb0wsNAQUL26/vUdx/4lW/J1lrX433/tNvlPb+l5ZDIY/HUpr2QsxU6V%20cd89qwYxRRj+EZm7CLfddZyr8x2TxuTpRX8bbhvUZ23QWq0gyxGzPpqBg5CXVvg6CjeTh+kfux43%20jjf1KnGMUd849GdhmPfo/h9JxP8AsJp1t8eOTbpJ48cL7Qc3HyPH9svcxnr3KtamE5hVifH5cgL0%20gMWjbaZMz6NvBxN/vfK5aC+qaXiw2nMqU97+9XbuHt3l8ZjMzSzuVzVaXH0aGOnjtk5zj6bkfoub%20Awsevm03eDdVLzws45TLspxrJca7Wcdw2TYgv162+xEXUoymMpfTfX4hv26fUt73lnXojHut/Uhm%20/wDS0v8AW4litRYHAv6D8e/m2p+QBdPyfK+7GnSKG7VcuwvbPupzjiPMpgxB5nIPkcXlLP4uvLHI%20RkLFKXlAXA9WIn26sQ6sXR8a3/OPJraf6z5tj7ju5/EeQ8NHg3Fb1fknIOQ2K0VaDGyDaGNgmE9x%20HE5gxO4bWHXXrr4JjNwucTLed98VNiPbVaxM5+rNj6eNrSya67ihmgAn16a6uKv5Lm59T8f8LM4F%20/Qfj3821PyALX5PlfdjTpEW9xP6l+U/xUfyoLlv0/R006/r+z97VcbwuT7b9vMlfrNPdw2NrzY2R%20zNmiklrNGRbBJgJ9j6eZn0+C3erE6NbyTJxcy7r8cwmCH5mDhtw8nyHLx6PFXl9GSGKi0jeMpkWs%20gfBm+p9GvXK7TjCK978Xn+Ddx8R3iwdSS/j68XyXJ6cXj8vo4tI/R9BcX+14CQjr4rMuLz0q2Znr%20FjYDvp2kzeMiyEHKcdUGT7VbIWYqdgC0bUSinIC6a6atqL/B3WrGZVQd2O4Ad5MxR7XdvTO7RksD%20PyHNiBNXCGAvvXJm3ABebd0Yi2sLvqprM3N6Rq3EdIYnGVcVi6eMqDsq0YY60A/RHELALf4GVtzc%20syINzjt5ms93M4PymnPWjx/GTtlfimKRpjawAiHoiIEL6beu4hUnFW8xYaDnLiPIcX2r76cxwnJ5%20mxuG5bMGTxGTn/F1d5EZkJG/lFt0pC5O7Mzj18WTW8Y8l365PcBzzA8+bB9sOG5CLM5HN34JL1mg%20Y2K8FaN3J3KWN3Byb7bs2ugi+unTVJm+kM4i/wA5sVgsOJ2rEVHGY+EROxYMYoo442YWczNxEW+6%20lvepJ2Qzu3ha/P8AtBm6mBniybXK3zGNlqmE0c0lY2lAYzB3EtxR7ej+KmzWt5Rrsz3y4DZ7d4yp%20nM3Uw2ZwtaOjkaeRnCvK51g9PeDSuDyb2DXy6uz9H6re1zyxJ2aTtFdDuJ3x5N3JqRyfo7jqoYfD%20Tyg4eqT7XM2Z+reUSLTo+htqzOprMS3zXa5s9Emy3ei3xfvFLxPmTU8Xxa9VCfAZkhkj3SOwsY2Z%20jkeJmYmNtdo6eXXx1U1xc+Ztxhpu/wB3X4dkeAW+LcYy1TP8i5I8dGhRxkoXCffKG9zeFzEPL0Fi%20dnd/DwfSXXPDUuOX3yP26ZfOcf4PUqcrl49kOIUGrDPWhOUnnIQ3yxyDPXKN2cH8Fq9cxmdMK/7v%209ku4HHe3WXzOU7oZbP0aoxPNibTWfSmYpgBmLfcmHyuTF1B/BZrWszU57T9pOSTdprtW/wA0uXqn%20LsLWioV5wlOPFhLCTuMIHYISbbIw6Ds6Ctbzszre7Ax/tf7h42lFRx3d7L0qVcdkFWvFZiijHx0A%20AvsIt9xlBB+yfbLlt3uhyuKvzi/TPjWWgfLSRtNrlvTnkcvmNLI/b9Itd/qfaf8AZs6ZXec/RZvf%20T9bvaP8AnKf91Arp8vpU2+P1i5s1h8dmsTcxOShaehfhOvahfpujkFxJtW6t0fxWLFlw4u5HDyji%20nP8Ah3bHMuVrHYDkFa3x/JG77pKNqxHsDTTqwkL/AHC1HwZldbmzzhtMS46Vdnu1/obxz/aCp+4l%20V0+c90vxvsvAfst9xQUh7w/1Q/8AiNb/ACGs7dY1r0vjutSbjOEzEOCt5Kt8zPhyjuY53OQRjsel%20saTYJCBuwk+m9n0+C3euWJ0ViOaz+R7zcbs85wMnFq9QL1fijjLDdju2px2yevahPSAngHWKEo/M%20+7z9GZ2l/XDW1xPTK6lEV52j7eZrh1jlsmTnrTDns1YylNqxSE4wzPqIy7wj0P6WHVvrSdMF65Zf%20ezidrlfa7kGFpg8t2Wv61SJm1c5q5jMAN9ZPHtb7qmzWvVEezPfLgNnt3jKmczdTDZnC1o6ORp5G%20cK8rnWD094NK4PJvYNfLq7P0fqt7XPLEnZpO0V0O4nfHk3cmpHJ+juOqhh8NPKDh6pPtczZn6t5R%20ItOj6G2rM6msxLfNdrmz0Xhe5Hx6hkauMv5SpUyN59KVKeeKOed9dPxUZkxn16eVlIKR74THwjvB%20wzudPDJJgo4zxWZmiFy9IT3sBFprr0nImb47dG6prcXHmt5nskPdPv8Adu8XwHIWMPnqeVyuQrHX%20xlOjME83qzg7CUoAW6IQ3bi36P00+10U2meDW92Z2j4nyPhnYypRo1435R8nPejq2RfZ85Puljil%20ESAvLqIF5m8PFa3v/hnSMbtZ7hOJcj4wE/K8tjeP8lqyHBlMdamGiIyCTszxDZk3EO3TXzO7Pqzp%20cdYeiL18pR7m+5DE5TjszXeOcIpyfOZONn9GS1M8gNHGemhs7kzi7dCYSdtW8ZrOta26SP2b2w8y%20izWXyWF7n5HCjmLkt2xXpwTxM5SmRtveO7HvcWLTc7JOmEvNyrXkXaTmtPvjxvi8/cLJW8xkKUk9%20XkptP8zVARnd4o9bRHoXpv4Sj9p+n03XutnEXPzvsDn+VU+IsPOLdDK8WqvB+d2gkksWJyYGKzv+%20ajOM39Pr5ifr4qd8p2wrPu/2S7gcd7dZfM5Tuhls/RqjE82JtNZ9KZimAGYt9yYfK5MXUH8FK1rM%201afty4NyHAcTq5bJcpt5ylmsfSloYuy0vpUB9Nz9OHfNMOmkjD5QH7K3txcMRCubW7PZrvnJzmWt%20NPwvl8fo5WSEd7wWejvp4ddwNIzO/mZz0+ys6ccNbTPK3Yu9vaKTFNkx5fimrPE8/plZjCxtZtdP%20lSdrG/8AabN3w0RJyrThPMOQd1u9H6QYCzfoduuMxPXN2kkgiyFnzODSRCQ7m1k3sJM+0Wbcwuei%20us602vY734vP8G7j4jvFg6kl/H14vkuT04vH5fRxaR+j6C4v9rwEhHXxWZcXnpVszPWLGwHfTtJm%208ZFkIOU46oMn2q2QsxU7AFo2olFOQF0101bUX+DutWMyqg7sdwA7yZij2u7emd2jJYGfkObECauE%20MBfeuTNuAC827oxFtYXfVTWZub0jVuIv0OEcaYcAx1PULjAsOFIjNmhf0fQ3bRJgJ/T6eZn0+Ctu%20blJ0wgvJMnFzLuvxzCYIfmYOG3DyfIcvHo8VeX0ZIYqLSN4ymRayB8Gb6n0a9cm04wtdQEBAQEBA%20QEBAQEBAQEBAQEBAQVZ3O9wXFeHWnwmNiPkfL5CaKDB0dTIZS+yMxgx7X/aCzn9XxQQ3F9me4fcy%20/Dn+8WROriwL1aPDqJPHGDfD1XF32Pp0fRyk0f7Y6aIL3wmCw2CxkOLw1KHH4+u2kNauDADfS+je%20Lv4u79X+KDMkAZIyjJtRNnEm+p20Qc49h+YYLttluTdtOX3I8LNUyMtvFW7xtBXmrSCzNtkPSMdR%20BjHUvNu6dWVlzPWLt8vSvruHybDd1u7nDeGcYsDlMXgrf52zuRr6SVWGLaTCEjO4m2jbHJumpszP%20rro1nOfJNumPNf2Y5Hx7CDAWZylTGDZP0qz3J4q7SSfgB6hDuL6mU9BTnuex+QoDxHuDRrnabiOT%20Ge9HE3m+WkICItfg26Jh18PMk2xVxmWJVlPcN2mp8RPkUPIKlr8T6sGMhlAr5yO2gxPV1aUC3dH3%20MzN4u+nVLwk5aP2v8cylDt7cz+Rj9LKcruzZXZIztpHJ0hd/joXU2+olbMSQzm2v3tn3/pX5czhO%2041vG8Z5VhrckEsEh/JVpIhdhEoytSnuLdrq27w0duiTFmS8XCN9yM/h+6PdbhHFOJXIstVwVx8vn%20chVf1a0UcTxmItMGoFuZtuou7biZvHXSaznPku3xx5tty325cny/O8xy3C9wrvHJsw4erBSglEmj%20jAQGMpYrcDmLbNW8qThLyqXuz2k5rx/lPB6GT7hZLO2czkPl6F2y0++hJ6kI+tDvtTPu1Nn8pD9n%20xV16rj/Nq5+Tdgc/yLt3hOKZDnFufI4i8d889YgknmmInk9MXE7W4Xi9TQS9R/D4Kd8p2wh3MOwH%20crHcTzOQtd3czkK1SjYnnoyta2ThHERFEe68bbTZtr6i/wBxStaTNjO9pvBuQ1uOY7lsvKbdjC3K%209qCDixtL8rAfzOnqhrMUe78WT9Im+0/X6d3hh9d9aWV4D3MwPeHGVZLmNjFsfySCNmdxidnAT+re%20B7Wd3Ztwi33yzrcW+rVmZ7LMwffLtJmMZFkIOV42tHK3WvesxU7AO3iJwzkBto/x00f4O7K1mKvv%20dw8n3c7sYPC8AvXqvE+PSfN8hzdY5ag2AJxL0ejxybD9P02YupO5Ft2jqms5y1t0wlNjA96K/cXl%20+c4zjcNDHkSoQUcjnLEpAdWtATGEUFJjlF/WN3d5DH6hfxaTp9S1MOEcyyGfoZfHZunHj+TYCV6e%20YrQG8lcjKJpI7Fci0P0ZgLcLE25uovrpql6ZTugftD/VXP8Azrb/AMgLV6T2/ml+V912F9l/uLIo%20j2j/ANG+Xf7Q2fyUSmnxi7/KpT3WlLkvI+Pds4SL5XLkWS5K8bkzti6b6+kTjo4tZn2x66+Gqsmb%207eIdJ7sf3Oxxxdjc/HGLBGDVBABbRmFrUTMzMpsuidcC/oPx7+ban5AF0/J8r7uenSOZvcNgcx23%20s8gsYWN5eG9wo3jyFTV2CrkgNpfUHo+nqaETN8fM33orl2w6evjx47ro4dxaryv274Xjtk3jiyeA%20rweq3VwIoB2G3+aTM61vMs6XCBdlu7tfg0Ldr+5Zvg8vhjeHHX7OrVZq5E7xs82jCAt94ZaA4/Fn%208bn7p6pZhY3LvcF2n43iJL78hp5Wbq1ehi54rk8hs2rDpCRjGz/hSOw/Xr0WbWoiHty4tyG/k+Qd%201eTwPWyfLC/7OqlqxR0tWIX6sz7SYQENW+yLF98t4+2YS3NysbI3eEdruHzWNrUMVDJLLFVEylms%20WrBlK8cXqERySym76Nr/AIGbpn0XGblW36Bcv/3Hbvzb/wBv/nj9Kf0d+G3575v5Hb9Ppfe/hdFr%20HH2+mGf+vu565XpPBBYgkgnjGaCUXCWKRmICAm0ISF+js7eLOsqrbI+2vshkLst2xxaEJpn1Ma09%20qrEzszN5Ia8sUQeHgIsgnPHuMce43jRxuBx1fGURdn9CtGMbEW1h3no2pm7C2pFq7/F1bcjGzvCO%20L57L4jMZWl8zkcFKU+Kn9WUPRkLa7ltjMQP7DfbZ1JwdsN4g0PJuC8V5PZxdrOUfnJ8LYa5jD9Wa%20L0pxcSY9IjBi6g3QtWTvk7YaLn2a51xzN4zPYylZz3FI4pa+cwWOhilvDIbs8FquJbZJdpeQwE/B%2092j+LTurS4B8/wA77iYjmFjBZDjfH+OVLUNOHLgNa9at3NoSa1hKRwhjjDo5P5nfp4dNTjPqlvZa%20qg0XOuJUuXcRyvHLugw5KAomk0Z3jk8Y5GZ/iBsxN9xSzKy4RTsTyK3c4f8Ao3mG9Lk3ET/NGXrk%20+pfiW0gmbXR3CWJmcS069Vq3PPmzjHCc5zj+Cz1Asfm8fXyVEn3PWtRBMG5mdmJhNn0Jtejt1ZZs%20XKAUfbR2PpXIbcPF4jlgJjAZ7NyxE7t+HFNNJGbfUQuyosqrVrVK0VWrCFetAAxwQRCwRgANoIgI%206MIszaMzJaNPR4RxehyrIcrqUvTz+UiCC/c9WUvUjjYWEfTI3iHTY32RZCt4g0MPBeKw8xm5lHR2%208ksV/k5r/qzPugbb5PSc/Sb7DdWDVJwXlSHKOVZTNdyrcvL+E8syvFOP2NnHcRjsVJNTsTxO4let%20EZxNN1b8UOjjt+6+rW9+67eXZc3B+dNyuC3L+j+a4+1QhHZnKfyRSbmd9Ym3ybmHTqrhEB4PUbnf%20eHL9xXb1OP8AH4ywXGZH6jNKLv8AN2o+mm1iIgEhfqz/AFKa8TPn+xt1x5fuuVAQRDmXaHttzOYb%20HI8DXu2xdne4O+vYLaO0ROeuUUpizeAkTspgy8+Hdm+2XDbZXOO4CvUuu+o25HkszhqLi/pS2DlO%20NnEnZ2B21+K1kTNQR/mHb/hfMqbVOTYivk4wZxiklHbNExOJF6U4OMse5wbdsJtfihlH+N9gez/H%20MiOSxXGa43Y9HilsnPc9MhJjE4xtSTCBiQs7GLMTfSrkWAoPG7Sp3qk1O7BHap2AKKxWmAZI5AJt%20CAwJnEhdvFnQVvb9tHY+1cluS8XiGWY3kMYrNyGJid9dBhimCIB/aiLN9SQqwsThsRhqMePxFGvj%20qETu8dSpEEMQuTuROwRsItq76v0Qa/lvCOMcup1qXIaXz1apYC3Xj9WWLbPGzsJ6wnG76MT9HfRJ%20xcnbDeM2jaINHzHhPGOZYf8AM/JKXz+O9QZvQ9WWH8YGu190Jxn01+lTC5bqOMIowjBtABmEW8dG%20ZtG8VUfSAgINDjuCcVxvKslyulR9LP5cBiyF31Zi9QAYWFvTI3iHRox+yLJLxgZ2fwOJ5BhreFy8%20HzOMvRvFar7zj3g766b4yA28Pg6lmVlfPHOOYbjeFq4TC1/lcZSFwrV95ybRcnJ23yEZv1d/F1q3%20KSMOvwTitfmFnmMVHTkluBqk995Zi1hbboDREbxD+9j9kGdSFuW+QaflPD+McrxZYvkWNgydEtXa%20OcdXAnFx3xG2hxnoTsxg7E30oI3xbsT2l4tkxyeF45BDfDR4rE8k9soyF9WKL5mSZozb8INH+tWU%20wnig1HK+Jcf5Zg58FyCr87irLgU1f1JItzxm0geeEozbQhZ+joNhQo1cfRr0agelVqRBBXj1ctsc%20YsIjqTuT6M3xdW3JI0nM+3fCea1I6vJ8RBko4v3mQ9wTR6uzu0c8ThKDE4tuYSbX4qDX8N7PdtOG%20WjuccwMFO4f/APVmUtmcW0cXaOWwcpxs7P1YHZn+KuTDe8o4tguU4Oxg89V+cxdvb8xX3yRbthsY%20+eIgNtCFn6OosrOoUauPo16NQPSq1Iggrx6uW2OMWER1J3J9Gb4urblJGLyLjuH5HhbWEzNf5rGX%20R9O1X3nHvFnYtN8ZAbdW+DrNmVlwq/vDkeQ8R4ng+I8Fw2X+QsM1SzewtWa/Zo46BhEhhJy6TmJb%20QKQ+mjvrr1a9+ScR+9tedYDERY3iWC7d8uw1KSRo3u3sV6cLSSP57Fqd5SfV36kbt/iWurK3yESF%20xJmISbQhfqzs6yqt8r7cOyWUvSXbPFq8c0mjEFSWzTibazM22GtLDEPh10HqgmnGuJ8a4xjhxvHs%20ZXxlJtHKKtGwbyEWDfITeaQ9oszmbuT/ABdW0bVQEBBoeYcE4hzLHNjuTYuHJVRfdH6m4ZI31Z3e%20KWNwljd9vXYTat0fomFyweE9qO3nCDml4xhIaE9jVpbLlJPO4vpqDTTlLIIPtZ9rFt166aplG8z+%20BxPIMNbwuXg+Zxl6N4rVfece8HfXTfGQG3h8HUsysr545xzDcbwtXCYWv8rjKQuFavvOTaLk5O2+%20QjN+rv4utW5SRE+U9h+0nKcseWzXHYZsjK346eGWxVeR9XfdI1aSETN9epEzl9amFymWHwuIwuOh%20xmIpw0MfXZ2hq1wGOMdX1fQRZm1d31d/i/VLUYPLOF8V5di3xfJMbDkqTvuEJWdiAvDdFIDjJGWn%20TcBM+imDLS8O7MdsOG3iyHHcBBUvl0G3IctmUOji/pHZOYo9zE7FsdtfitZE0UGr5NxnB8nwlnB5%20yt83i7jC1mvvki3MBMY+eIgNvMLP0dFlwycTiqGIxdTFY6L0KFGEK9WHcR7IohYQHcbkT6M3i76q%2025RlqDQ8e4JxTj2Wy+Ww9H5XIZ6VrGVn9WaT1pGIiYtshmIdZC6AzJ2wtuX1neEcXz2XxGYytL5n%20I4KUp8VP6soejIW13LbGYgf2G+2zpOE7YbxBHuT9veHcoyGKyOdxo3L2FmaxjLG+WI4pBITZ9YjD%20c24GfaWrfUnfJ2w9eW8I4xy6nWpchpfPVqlgLdeP1ZYts8bOwnrCcbvoxP0d9EnFydsN4zaNog0f%20MeE8Y5lh/wAz8kpfP471Bm9D1ZYfxga7X3QnGfTX6VMLlqe4U/N8TUxOV4nEV6pirDFm8DEMRT3K%20DhtJq5Str6sX2xESFz001fwe55JOMIjJkc/3P5Jxp4eM5fjfH+OZBstkbmcgGjPNPDGQ14K8LHIZ%20iRSamfQWZtPHorrxcpbxhcCgICCA8p7D9pOU5Y8tmuOwzZGVvx08Mtiq8j6u+6Rq0kImb69SJnL6%200wuUyw+FxGFx0OMxFOGhj67O0NWuAxxjq+r6CLM2ru+rv8X6pajVZzt9xDOchxXIsrQ+YzOFfdjL%20XrTB6T7t32IzGMvN+ELpOLkvMw3GSxmNylGbH5KrFdo2B2z1bADLEY666EBs4ugg/HewHZ/juXiy%20+K43DHkIH3QSzS2LTRkzsTGAWJJQExdvKTDq3wdJSrBQQXlvY7tTy3KPlc9x6GzkTbSWzFJPVOT6%205flpIfUL4bj1fTopgykvGuK8c4xio8Vx/HQY2hHo7QwCw7iYWHfIX2pDdhbUzdyf4utW5G1UGhvc%20E4pe5bQ5dao+pyHGRFXpXvVmH04yY2cfSE2iL99LqQv4pFzxhvkRq+TcZwfJ8JZwecrfN4u4wtZr%2075ItzATGPniIDbzCz9HRZcMnE4qhiMXUxWOi9ChRhCvVh3EeyKIWEB3G5E+jN4u+qtuUfeRxuOyd%20KWjkqsN2jO22erZjGWI2110MDYhJtW+LKCuJPbL2OktlaLi8bSnI8riNq6Me533aNEM7RsOv3rDt%20+GmiTgqxcXisXiaMWPxdOChQg1aGpVjCGINzuT7YwYRbV3d+jJkZJCJC4kzEJNoQv1Z2dBW+V9uH%20ZLKXpLtni1eOaTRiCpLZpxNtZmbbDWlhiHw66D1QTTjXE+NcYxw43j2Mr4yk2jlFWjYN5CLBvkJv%20NIe0WZzN3J/i6togHfvlPM8XicdiOMYzL2Hy8pBlMrhaclyzTpht9T0WHaIzybtAcibTq7ddHad/%20Re3qw+2vOsBiIsbxLBdu+XYalJI0b3b2K9OFpJH89i1O8pPq79SN2/xLXVlcCyogICAgICAgICAg%20ICAgICAgICCM8e7acG49m8jncRiIa+Yys0k9y8+6SVzmJykYCkcvTEifVxDRvqQSZAQEEX5t2v4F%20zcIR5Rhocidd/wATO7yQzi3XytNAUcuzza7d23XromFy9uGdveF8KpSU+MYmHGxTPrMYbpJZNHd2%209SaVzlNh3PtYifT4JlH7zDt/xHmMdKPklD54MdN8zTb1Zodkumm78Sce7w8C1ZJxc9zthvp68E8E%20leeMZYJReOWKRmICAm0ISF9WdnbxZ0FeQe3XstBmPzvHxWt820hTNGZznW3Frr/+VOQq+3r0H09r%20fBknBVjMzMzMzaM3RmZBEOa9ou3HNrEVrk2DhvW4W2haE5a8zj8BKWucRmLfASd2b4KYMthw7gPD%20uGUCo8YxUGMgPrMUbOUsmju7erNI5yybd77d5Pp4N0WsjfqDQ8k4JxTkmQxORzVH5u5gp/mcVL6s%200fpS7hLdtiMBPrGPQ2dki54w3yIxsnjaWUx1rG3o/WpXYjr2YtxDuilFwMdwuJNqL+LPqiy4uWHx%20bi2B4rg6+DwNX5PF1d/oV/Ukl2+obmXnlIzfUid+rq2o2U8EFiCSCeMZoJRcJYpGYgICbQhIX6Oz%20t4s6grbI+2vshkLst2xxaEJpn1Ma09qrEzszN5Ia8sUQeHgIsgnPHuMce43jRxuBx1fGURdn9CtG%20MbEW1h3no2pm7C2pFq7/ABdW3IgeV55zfhnIstBnOO5jlOCuzNPx69gakVqSCJwZpKtmIHhIPTPq%20Eha72fx6LMWtl2049lmucl5XnKT46/yu0E0eMkcXlr0q0LQVgmcHIWlIWczFifbu08WdavEwmc3K%20RcQ4Vxnh+KLE8cp/I48pTsFD6ss34yTTcW6Y5C66eGuiZPVu369FBoeI8F4rxCtcrcdo/IwX7BXL%20YerNNvnNmEj1mOR21YW6N0ScTBeblGuL4rI2O8fMs9fqSxwV6uPxeGsyxSABw7CsWPRMm2m3qmzE%204/FtFZ096t7eyXco4tguU4Oxg89V+cxdvb8xX3yRbthsY+eIgNtCFn6OoSs6hRq4+jXo1A9KrUiC%20CvHq5bY4xYRHUncn0Zvi6tuUkYPJ+LYDlOFsYTP0xvYuzt9aubkOrgTELsYOJi7O3RxdnWbCVk4X%20DY3CYiniMZD8vjqEIV6kG4j2RRttEdxuRPozeLvqqNXzDt/wvmVNqnJsRXycYM4xSSjtmiYnEi9K%20cHGWPc4Nu2E2vxQyj/G+wPZ/jmRHJYrjNcbsejxS2TnuemQkxicY2pJhAxIWdjFmJvpVyJ+ZbAI9%20HfazvoLau+n0MoOasRzbKX+az8v5xwHmWRuUpjDi2MrYeQ6WPr/CVhkOJzsyeJG49Ph4NpZcT1Nv%20/C3v96f/AO0P0l/RDk3/AFn5X8y/m7/tPw19b5b1P3r9tuTCZThRRAQEBAQEBAQEGLHicVFkpspH%20SgDJ2IxhnvDEDTyRh1EDlZt5CPwZ3QZSAgICAgICD5liimiOGYBkikFwkjNmISEm0cSZ+js7JYPH%20H47H42lFRx1WKlSrjsgq1wGKKMfHQABmEW+4yDIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQRfhHcPC8xlzceMgs%20wlgchLi7j2RjFimhfQii2HJqH0OWj/UnbJ3wlCAgqDu/3xLAXS4Xw2rJme4FsdsVWKNyiqMQb/Vm%20d9Bd2B97N4M3U3ZvGc3o1J5sH2h2bFrtXPasyFNYnytuWaU31IzNgIiJ/i7u+q3t0nt/NYlzau1Z%20VA++POchwntnls9jRZ8jG0cFMyZiaOWwbRtI4vqz7N27R/ipauqqMN7T6uewNbkmf5XlZOc34I7r%205MJY5IorBAxQv5hKaT0vK25ph108u1asxcMy55S3258/5BlcHyDj/K7b3cvw22dKxkidzKaEHMRI%20zLqZCUJtufq7aO/XV0vxlXHOFe8X4ZmfcRlsryrlmXt0eF1LJ1MDh6RiDs4Nr6mkgyRi7AbbzcHI%20nd21ERZlJrxm9Vt5xOiQ8eiz3ZXubg+HS5ixl+3/ACrfBiWvFrLRsg+gxi7Ns0IjFn2sLFu12s49%20brc8VmzHMb3v1y7lVjP8b7ZcQuljcxyY3ku5OJyGSvTjd9XBx0Jtdpk7iTPoOnxWZM3DXSZQ/k/t%20osdv+Pz8w7d8lycHJsPE9m00xx+nahi0kmjEYowfQtm7ZI5iWm1/wlbcc9iTPut3jfdSlkuzsfcO%20cGYYsdLbu149dGnrCQzRjr1/fAdhTfjomvPVS3Bey+T71Y8+f9yc7eYclJI+FxtAwAK9cTcH2tME%20wgDuOggI6vpuInclftx7mc+yX9r8tyjgPdCbtNyLKyZrFW6nz3FsnZcvXGMGdnrO5OXRhjJmbdo2%203poxaMlzOesSzHtWL7nu+uU4eEHEuLy+ln78Xq3Lw6EdaA32gMTddJZNH6/et1bq7O2etw3OJlUd%20X2qd7eT1P0gy9upFkbrerJDlrc8l89G8jykMU47iFm0YpNW8C0VswzLlJuwXdznfF+4I9teezWZY%20ppfkq4Xj9SanaYW9IBldycoZG0EW3OPUXDprrqf690swe+L/AL64n/Frf5SJc+7XZ1fjf+7qv+hj%20/cst3qzOjkfvR/ex45/GMP8AlmWfxfK+OzW/SeO7sBVBBzB7ju+fKR5OHbngU0sGQ3xxZC7Td2tH%20Yl02VYCHzBpubcQvu16ato+sn+q1eIgJ+0jvUVIs8diiWWdntlSe5I9959d7t6vp+i8u7ru9bTX7%205Xp0Z6rE9sHerlGRztrt9zSxNayULSljrVzV7QyQO/r1pyPzmTaOQuXmbQmd/DTXWJeKz/dH30y3%20Fyh4bxWw9bNXImlyN+LrLBDJqIRwu32ZZOr7vEW006uztic3DfSKpx3tR70cnpNyDJ2qda9f1nlh%20y1mw94nLqxTbYp9CJvgZ7m++0dWzDOct12h7ydwu3vPY+B9w5Z5MfLPHUlHISetNRkMWGI4p9x7o%20H1HUdzgw+YdOu7Uv3JZh073N59j+CcLyHJLgtK9YWGpW10eaxI+2KNvqcupP8B1dYtakcc4ji/e7%20v9kreTmu+pjq8hO096WSHGwSuLfia0QDLoWzTXYD/SZavq9+3umXpluLd8OwF6nlYbwti55Rc5KU%200k+Nnm0JvQswSDC7k4M+jkDdPsFubo+7sfb3dgdr+f0ee8Kx/JKotCdkXC5VYt3o2I32yx69H016%20jr4i7OrYkrmr24f3k+V/5mV/16NZ0+P0Xfq6r5X/AEWzP8Rs/kSWfyfG+zWnyjmn2Ofb5f8Aco//%20AI66/wDLHd1WsqIIvwjuHheYy5uPGQWYSwOQlxdx7IxixTQvoRRbDk1D6HLR/qTtk74ShAQVB3f7%204lgLpcL4bVkzPcC2O2KrFG5RVGIN/qzO+gu7A+9m8Gbqbs3jOb0ak82D7Q7Ni12rntWZCmsT5W3L%20NKb6kZmwERE/xd3fVb26T2/msS5tXasqgffHnOQ4T2zy2exos+RjaOCmZMxNHLYNo2kcX1Z9m7do%20/wAVLV1VRhvafVz2Brckz/K8rJzm/BHdfJhLHJFFYIGKF/MJTSel5W3NMOunl2rVmLhmXPKYe23n%20XJM3iM7xnk1l7+b4jdLHy5EncymiYjAHMy6mQlEbbn6u2jv11dO0q9LhB7+Nz/fvubn8Nay1jGdu%20uKT/ACklSoW07VgSIdzsTEBE5xkTEYkwCzMI6k7qSZmau3HEeuR49lfb1n8HksLmreR7eZe4NDL4%20rIGx/LSStr8wDxiEeuguWrAL+Xa+7Xpdbm4rNnGYn3uG7g5zjfG8bh+MHt5Lyq0OOxs4v5ohPRjl%20Do/m84iz/Ddr8FnGbhqcTKEW/aQdLFHnMNy3KN3EjArLZUpmCKW0TO8nUB+ZD1Nzjv8AVJ+urs/g%20rbjok56pp2v7xy5bszd5Znm3ZbjkVmHNRszA5z0w3s+1mZhKUXHXRtNzvom14zCTnFVpwXsvk+9W%20PPn/AHJzt5hyUkj4XG0DAAr1xNwfa0wTCAO46CAjq+m4idyV+3HuZz7Jf2vy3KOA90Ju03IsrJms%20VbqfPcWydly9cYwZ2es7k5dGGMmZt2jbemjFoyXM56xLMe1evfT9bvaP+cp/3UCuny+lXb4/WLyW%20RQ3uZ/pN2u/2gh/KwqT5Tx5LfjfHmvlVBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBBUXP+9PPeM8pt4bE9s8ryKjXaN4stUew0UrnGJkw+nTnHyuW1/O/gi2Ka7R94uc%208esctPGduMnniymasXbgVnsa05pH1KrLsqTecPju2v8AtUnRL1dP9vuT5fk/FauZy+CsccvTlKMm%20It73mjaOQgFy9SOAvOw7m8jeKCRoNPJx7CUpMvlatGGLJ5KN3v3RFvWl9OPYAkb+baIj0Hwb9l1L%200WdVS+zr9URfzlZ/cxrpt0nt/NYnWryWGkD75ScJbtjmY+ZzSQYWaMQcoGYrDzsTFA0Av0KT1BZ2%20Z+n4Wg6upWtVIcU5d7qoO38UfHMAGS4/DWMMRmr8MUOUKoAu0Mg1fm33EwMzxt6Um7p1PXV9bZ7s%20yeSde2utwi3wTNVMNdt2uQXJpf0pPIR/L3RtSsQNujE5dofacXYy6666FqzTaZ1xOhLfuzeqPe27%20uFxvheLyvbrmVyHj+cw16eRiyBtXhmjNx1cZZdoMTP1ZnfzC7EOra6XOZE+3FrSd+u4OG5V3E4PF%20xuRsjjcDl6wWs1A7SVHt2pojCCKVtQkcY4NxOLu3XRTX5Rdr/mxNMizTe8PGNL52r8fIoGf713ab%20V2/9Z1dP+vHkm/bx5ruy8QTYq7DI2oSQSgTfUQOz+Kxt0rWvVzt2Kw17kvtdz+Bralasvka9MdXb%20WQgEwHXXwc3W/wAk4njuzp1vjs3ft57x8Gg7e0uNZ/KVuP5zjzFTuVMnKFTdtkLaQFO8bE/wMftC%207dW00d7tc8kmOERyvNqPLfdJw3LYUTkwlZ5cbUym12ityQxylYKFybzADzsG74+LLOnVdrxj1/pF%20OWg2X94cNa+e+CPL0QAS6iwQxRGAaP8AByH/ABq/i6/qfkvH6O0lBiRYfEQ5OfKxUa8eTsgMVm+E%20QDPJGH2QOVm3kI/BndByn74v++uJ/wAWt/lIlnuvZH4Peh3RhhjhHF4NxjFgF3gt66C2nX/80tVI%20ilHuHmuf98uL8izMNavdPI46B46YyBFtinFhfSQ5S169fMr+OYvjyNrw7n5dzXi3D8S+W5LkYsbQ%20YmjGSTcRGZeARxgxySFp10EXfTV/BlDDx4X3B4dzbHyX+L5OPJVoT9ObaJxyRl8N8UoxyDr8Hcev%20wVwmXJ3ZoGy3urv2r5+pNDey1iPd11MHkAWbX8ES6fcT8fxvsv5Ly7SUGJRw+IoT2rFGjXqT3pPW%20vSwRBGc8mmm+UhZnMvrLqg4zzMMWY94bQZDSSFs3AO0tdHatEDxj01/9myfiv8/yfl/p2ug4997d%20GtDzDjt+PRrVijJFLp47YJtY3f8A6UlmXlq9Eh92+Stz9qeFeoX/AFyWKxPp8Tanq35R1rfjfHuz%20p8M+y2fbpj6lLsxxgawszT1isSu2vWSWQjN31066votb9WdXr7g6FW92a5VHZ02RU3sA7/CSAxkD%20x+O4WXPZ01Vl7I7Ux8O5FVJ9YYchHIDfQUkLMX5Nl0vSOcvKhcf3Lzvbvu3ybPYSCrYuSW8hUeO6%20EhxbJLW530ikhLdrG33yxp0b26pdkPeR3Ov0LNGbGYQYrURwSEEFtiYZBcXcdbTtro/0JtMzBLi5%20TH2Ofb5f9yj/APjrf/LPd1WsqqLn/ennvGeU28Nie2eV5FRrtG8WWqPYaKVzjEyYfTpzj5XLa/nf%20wRbFNdo+8XOePWOWnjO3GTzxZTNWLtwKz2Nac0j6lVl2VJvOHx3bX/apOiXq6f7fcny/J+K1czl8%20FY45enKUZMRb3vNG0chALl6kcBedh3N5G8UEjQaeTj2EpSZfK1aMMWTyUbvfuiLetL6cewBI3820%20RHoPg37LqXos6ql9nX6oi/nKz+5jXTbpPb+axOtXksNIH3yk4S3bHMx8zmkgws0Yg5QMxWHnYmKB%20oBfoUnqCzsz9PwtB1dStaqQ4py73VQdv4o+OYAMlx+GsYYjNX4YocoVQBdoZBq/NvuJgZnjb0pN3%20Tqeur62z3Zk8lg+1t+E/onkmwty1b5DJbKXlD5GJoLjWicmbfExyswdC2+cuuuuhaiztMdE73PVF%20O1HLcL2z7pc44dzCccQ2XyBZLE5K2ThXljNzIWOY9BHcBNoZPo5MQ67tGea/HHku0/1nza/3Y9ye%20Ncj4rX4/xm1Fm/k7EeRyuQomM9WtF5oIhOaNyjc5Tl6Cxatp1UalxL6t/wB0Sez3d7LxT/jI33TO%20D+HqaQlu0+nUWXSfO+1/lzt/xPp/DoZYacwdrsDbznG+9/GKLfjLGRuxUo2fb+NJ5hAemjdXjFnS%20z/8AnPHksv8Au+PNJvbz3j4NB29pcaz+UrcfznHmKncqZOUKm7bIW0gKd42J/gY/aF26tpo762ue%20WZMcIjlebUeW+6ThuWwonJhKzy42plNrtFbkhjlKwULk3mAHnYN3x8WWdOq7XjHr/SQe56xyGtzr%20tpPxyrFdzsduyWNqTuwxSTM8GwTdzibR/wDPb7qa5zx5Lfj9YyP0y95P9RMH/wBNF/5miIB3Fzfe%203Jcw7fD3H4/QwtaPO1nx50TA3kN54t7HttW+jNp8GSfKLc/bXUPMOc8S4bjGyfJsnFjaZFsjKTcR%20yFq3ljijY5JHbXV9ovo3V+imTDH4T3K4PzivYscWy0WSGqTBZjYZIpY3JtRcophjkYS+BbdH0fR+%20jrWESVQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQVf2Q4XyXjNrm5%205un8oOXz9q/jn9SKT1K0r6hJ+KM9uv0Fo/1JOkhetWggIMfIf9Qs/wCiP9y6m3RZ1Ur7Ov1RF/OV%20n9zGum3Se381idavJYaUR7vath+D4TJPCVjGYvMQT5OIfB4nEgbVvDRyLb1+LpLjaVbM63C4cFyn%20jma49DnsVfgnw0kXqtbExaMAEdSaR9fI4ffsWjj8UvCTlSXZW5X5B367icn495uMSRxVvXj0aGxa%20bY3qDp0fV4pCZ28WLX4q6/H6m15+jY8fHtX3xv5MOXcXgq8q47ZlpT0vmphtPADsLSFJC1MzDfuF%20hJn2P9G5STjK7cXDRcro8Wy3djgfbbhFSuGL4naLLZv5JheOuUDizDKbbt0use2Rz1JyJtX11V15%202z5G0xMebP7s3IOF+4ThXN8gfy+DyFWXE37f3kZNvYXkfwYfx4lr9Au/wU1vNnmbTiXy8f2svuxz%207BcU7e5LM2rkTfMVZI8ULExPZnmjdohiZtd+uu53bow9X6LO87Gt5z2RrsHhMlxHsTQleoVjJSV7%20GVGi7vGRlNulhi12m4uUbA32X0f4Le9x9GdJm+7UcP4/2U74Y1uZZTjVaPPiTw5WnHanGWIwJ9jz%20vA9VpXMGZ2Mw8PLr5UxjmLns1eCkwvL/AHF439FIIP0T7f42SFrFIYxqfMWWMfTieNtmn4zpt/BJ%20TXvfou3GIr73RcbzHDe7OM7i4+PfWuy17ASuLvGF6kwt6Ru34YRCTfF/N9Ca3FXbmLdxfu47PWcC%20GQvXbFDJemRS4cq08s3qCz+QJYwKAt7t5HeQf223rorMVF2w533B7j+4U8vhb1zF4OWVrWRohK5V%20xo1o/SAJo31iI5Og67dWIncdNNVdJxybXyZ/vi/764n/ABa3+UiWO69nV+N/7uq/6GP9yy3erM6O%20R+9H97Hjn8Yw/wCWZZ/F8r47Nb9J47uhe43bbh/IshjuUcn+Yt1eLxT2QxLvEVKZtu83mhkB97+R%20tG3s3Tr01S3HJOeFTe3AsJn+6vLuY8ar1sHxuxWCtT4/HJAE/Qo9ZjqQkXojrG/w26loLv1W5xr9%20UtmVc9ya+W7Oe4YeWR1nsY27akydXVtozQ2tRtwiWmm8HlJvq1F38VnS44q788ryue7js5FgCyNe%209ZsZH0mMML8rMFj1C0/FlIQ/Ls46+Z2ldvo3fFSK09sPIO43L+6ObzsuStxca1sW8lQ9QjpvPbLW%20KEIz1ESHTXcLMW0dNdH63WY1Ta5rTe5vjuc4P3go9wcaLvXvywXIJ3F/TC7UYRKE3bT7YxsXj5mc%20voWdbirtMxcmB923Z+9hIbmUvzYnJOGtjGSVrMxDIzdWCWGOSIhd/su5N08WFWpHPPLeQZfv73jo%20VsTSlgxz7KtWItHOClGbnNZncdRF/M5O2rt4Czu/jdJzyu14xHR3uZ7d2uT9qThxURS3cAYXqtYB%20cikjhAo5IxZurv6ZOTM3i7aLO17mvkqn25+5LjHGuMBxLmcslKvQcyxmUGOScHjMnN4ZQiaSRiEi%20fY4i7adH0067tyy+vcT7leL8j4vLxLhkkl2HIbHyWUKOSCNogJj9GMJhCRyIhbc7izM3hrr0xZlu%20XC1Pa3wPIcS7YxFk4Sr5HNTlkJa8jaHHGYiEIk3izuAMWj+Gunit7eTEU/7cP7yfK/8AMyv+vRrG%20nx+i79XVfK/6LZn+I2fyJLP5PjfZrT5RzT7HPt8v+5R//HXX/lju6rWVEFX9kOF8l4za5uebp/KD%20l8/av45/Uik9StK+oSfijPbr9BaP9STpIXrVoICDHyH/AFCz/oj/AHLqbdFnVSvs6/VEX85Wf3Ma%206bdJ7fzWJ1q8lhpRHu9q2H4PhMk8JWMZi8xBPk4h8HicSBtW8NHItvX4ukuNpVszrcLhwXKeOZrj%200OexV+CfDSReq1sTFowAR1JpH18jh9+xaOPxS8JOVJ9lblfkHfvuJyfj768XkjirPPGzNDPabY3q%20Dp0fV4pCZ28WLX4q6/H6m15+jd2sn267o89zfb7nHG4IspxyVixJy2ZBsW4SZyI4TiGtIA7NhlGx%20kz66/e6qSZmVvHCH95sDwmjU4/2Z4Fj68ORzWTgnylas/qzRV4tT9S1KbySuW09zeo76Az/DRWc7%20TyheJb3rd+5WE+P5bt9zsAJ6PG8mMN84x1IYJXAtdG/awkP3XUm2NvcxnXx48lu5TnfE8bxE+W2M%20nB+YBh9eO8JsUcjO3lGNx13kT+URbq79PFLwk5VN7aa2Vpdt+S80Om893kN65lKdHVweUI2fYDOw%20lpvk3szsL/cdL/nWQmLta9+H8f7Kd8Ma3MspxqtHnxJ4crTjtTjLEYE+x53geq0rmDM7GYeHl18q%20uMcwz2avBSYXl/uLxv6KQQfon2/xskLWKQxjU+YssY+nE8bbNPxnTb+CSmve/RduMRs++n63e0f8%205T/uoFrT5fSpt8frF5LIob3M/wBJu13+0EP5WFSfKePJb8b481s5Dg+EyHMcbyu60k+QxFeWtj4D%202FBE85CRzCLjuaXQdu5i8PgrEqEQzY/M+4UbWBiF/wBH8TPU5RkYh8kk9g43rVDNm0OSJgc/jp4f%20BNe98ZNuy10BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB%20AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHxNEM%20sJxFqwyC4k7eOhNolEX7a9t8H2944+Aws9qxTec7PqXDjOXfIzM7axxxDp5fwVbcpI8O5Havj3cC%20LFxZmxbrjiLPzdZ6ZxA5SaM2h+pHLqPT4aKTiy+S3phKr+OoZGjNj79eO3Ssg8VitMLHHIBNo4kJ%20as7OgpO97Nu0dnInbhmytKAiYhx8FmMoBZtNREpoZZtH066yO/1pCrd4rxHjnE8NFhuPUQx+Nhdy%20GEHIncifUiMzcjMn+knd1bTCB9xfbd2253mfz1kAt47KSf8AW7OOlCN7GjMIvKMsc4aiw/aEWd/j%20r0WZFykfbjtPwvt5jjp8dqOM0+nzmQsF6lqdx8PUk0FmZvgICI/HTV3Wss4bnlfEuO8sws2F5BSC%20/jp3ZyhNyF2IfsmBg4mBN9IuzrNjUqq+Oe0XtLhcvFkpWv5doH3R0shNEdbexMQkQQwwuemn2SJx%20f4s61LhKutmZmZmbRm6MzKCnOZe1PtZyjOT5k/nsTZtO8lqLHTRBDJKRORSuE0U+0i167NG+rXVS%20TC2rD4RwLivCMKGH43RGnUZ98paucs0j+MkshakZP9fRm6No2jLVrMjZZvB4fO4uxicxTivY60Oy%20xVmFiAm8W8fB2fqzt1Z+rdVLGpcKWyHsz7S2rs1iC1l6EUhbgp17MJRRt+CDzwTS6f5xu6ItXhPb%203h/CMaeO4xjQx9eUvUnJiOSWQ2bRnklkczLT4M76N8NFbUwjvdXsZxLuZax9nO279Y8aEkcDUZIY%202dpXEi3+rDNr9jppos4aysGCIYYY4Rd3GMWAXfx0FtOqtSK65P2G4hyPuFS53euZCPL0DrSQwQSQ%20DWd6hMUe4ShM+rt5tD/wJrxcluWo71837gcD5BgOT0Anv8Cj3Rcmx1aCGQw8dszyEHqA2hdPOIbh%20YXdtyS88rjjjqh/bDJ2O5XfufuTg8VZxXFaWO+Rlt2QGM7dhx27S9MiEjbd10ItogOumrMtazEvq%20m3OPRe/K+HcZ5biDxHI8fFkceZMfpS6s4m3gcZg4nGWju24CZ9FnCyqfD2ZdphvDZe3mDhaVpHpF%20Zg9JxYtfSd2rtLsdvL0Pdp99r1SJVxcW4nxziuHiw3HqEePxsLu4QR6vqReJGZuRmT/Eid3VtSR6%208g47g+RYmfEZylFkMbZHbNWmHcL/AEE3xEh8RIXZ2fqz6qNSqZyHsz7S2rs1iC1l6EUhbgp17MJR%20Rt+CDzwTS6f5xu6Is7gfbDhHBKclbjOMCmU+35q0TlLYmcWZvPLI5Fp8draCzu+jNqramEpUVU/O%20PbD2p5dkDyMtSfD5CaR5bVjFSDC0xO2j74pAmhbV/M7gAu79Xd1MLl+cH9sHajiWQDJRVJ8xfhka%20WrPlZBmaEmbRtkUYQwvo/mZzAnZ+rOy1KzhbKiq34T2H4hw/m+Q5jjLmQmyeSawM8NmSEoG+alaY%209ghDGbaEPTU36JOJgvKwchSiv0LNGZyGK1EcEhBoxMMguLuOrO2uj/QptMzCy4uUG7Vdk+K9s3yT%204G1es/nT0vmPnpIZNvob9uz0oodP3x9ddVrPGEWAoCAgICD4miGWE4i1YZBcSdvHQm0SiL9te2+D%207e8cfAYWe1YpvOdn1LhxnLvkZmdtY44h08v4KtuUkencbt7hef8AGT47mZrNelJLHOUlMowl3RPq%20LayBKOn0+VZsy1K2kHHMSHHIuO2IRu4uOqFI4LQjI0sIA0ekjaMJas3XotbXNScKevezbtHZyJ24%20ZsrSgImIcfBZjKAWbTURKaGWbR9Ousjv9akKt3ivEeOcTw0WG49RDH42F3IYQcidyJ9SIzNyMyf6%20Sd3VtMIn3O7EcB7jTQ283FPWycDNGOSoyDFOUQ6u0R+oEsZDqWvUNW+Dt1WcLl99suxvAO3RSz4O%20tLYyczOEmUvGMtn03fX0xcRjjAfp2Azl99roy1lnCaZjD4vNYuzisrWjuY+4DxWa0ragYv8AB/8A%200O3Vvgs2ZalwpqD2d9oYsx8+T5Oaq0hSfmqSyHyu19dI9wxDY2jr0/Hbvpd1YlXXTp1KNSGnThCt%20UrAMVevELBGEYNoIiLaMzMzdGQVFzL2p9rOUZyfMn89ibNp3ktRY6aIIZJSJyKVwmin2kWvXZo31%20a6qSYW1YfCOBcV4RhQw/G6I06jPvlLVzlmkfxklkLUjJ/r6M3RtG0ZatZkYnK+2+D5PyPjufvz2o%20rnGZzs0I4DjGIzNwd2mY4zJ2/Ft9khSXFyt6YStQRLnXbPA8zvYG7lJ7UMvHbg36Q1TjETlAhJml%203xyO46g32dH+tMc5XPGEB79d4KvH8tjeEx5n9HTysXr5jkDRSzy1KTu4sNaOEJC9eZwIRLTyePjo%207JzTpM9217R9xOxrR0uEcCyfrTsByBA9a3HJMQjulmlmmhjEpC01d3f6m+DLXVlayyogICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg%20ICAgICAgICAgICAgICAgICAgICAgICAgIP/Z" height="418" width="1276" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>Acorde
        a las ecuaciones anteriores, la acetogénesis señala dos vías: la 
        propiónica, mediante la cual, el ácido propiónico reacciona con agua y 
        amoníaco, produciendo biosol, ácido acético, hidrógeno y dióxido de 
        carbono y luego se tiene la butírica, donde el ácido butírico reacciona 
        con agua, amoníaco y dióxido de carbono, generando biosol, ácido acético
        e hidrógeno gasesoso</p>
      <p>Finalmente, las bacterias metanogénicas son 
        las encargadas de producir las reacciones bioquímicas enzimáticas de la 
        metanogénesis, de acuerdo a las siguientes ecuaciones:</p>
      <div id="f22" class="fig">
        <div class="zoom">
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LcaSbY22m%20gfjNyVQhQibZZUTFPIK91xEVfMi1dJcU3mYtPP8Ay1l+MFgs3DX+5HvrxG5CVpo/WNr2Saa3OAZB%20v7mmoKi9aYv8sLMfxz46q/L5F59wTkvGomdzLdcbLlUhGG7fAbFG4/ddBtRBxWmnt7PdHTeZoqa9%20VXqib4S7ZWfljlPPHc/hcYcbJHZyKS0ki4XeUImEUFTuIiCSOAmjY6mpNl0JEFN1SS230W6Tu4MP%205K5XxHkm34Byk7Fu3z4d9pvkIRBENU0RtUBuOJBuDb1bQkJddVHSrNdOqctNejNfk3Mb31NXyJZ7%207BjZX2jdW4OgKsfL1Rsm2dqxnE3oyrYqvb8UXze1X9fr7rz6f4/y0Hlzk/la0c0WzC8QlNEN3trQ%20Roj7bPaCW+bwLKJwmyd0aEN+3XTp8K+Cya5S3GK+eU8i8zYTbbPhEu4Qsj5NyeS56WW002MaHFLR%20prQUaioZqe4kJxvami67kSm9xF2ma4rXl3LnDeQWa1Z6lquWKZDIVoJFojsxhivmf4hoLEeGikqu%20IZoQLuT4S11q8cW/xTlnGUb9XkLNVynFn2rhHGyPPg1ZoqincZnoSdx5xe0uoLqGnnLw+H354/Ke%20f+jl8b5f7WPkHNeYsHj8b2u6X5h693a4ux7/ACYrEc2ZDSyWkbEe5Hb2aNO7VUAFf+GtTF5RbPxt%208dUxyxyZyG/yFB4x43WNFvkiOkufd5YiYxw13ogoYuAiIA+dVbNfMm1EXrUmufQuk7u3iy68/Qsx%20m4zyDDavNrbaF9rKIgNMsgTg6g2OgRUdHUCEkFreBdS8qotWYwlcuSO87y3shvkrJIXHOOWtVCzx%205DFvm+qAddr0mQ64YsK4SiKdfbpt1TUs50y1jNwm/p25NvPIOA/M7022NzgyTgyH2U2C+rYAaOqH%20gBEjnmROmvVNE6JvlGGoVlSgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH5vscFqb9YGWx3erTlnIHB94nHigqfu%20FUkzLGuX/PjzVj6cbfdpma5BAuTndZwm0zLJBVRTVtX5bhKq/wB15TT/AJPSrnPC3rZEunKTpl7c%20I4hNy/6ZsxsEBN0+TPcOGCqg73mWo7oBquiJvINvX31ee08dThdVJsl04Rttli2HIeMrrO5EYIIk%20qEMmZHF99TQddBf7oOGK69sY/wAXROi60mLsmMbtd+oTEY0T6d7ZExyyybXbLdLYmHanlN1+Ky4L%20qn3l3yFTab3m1NUT31Od1mWuF0vb7qvylyc7nHGeM3K0x7pHwaFPC35oDaCDqo02wqCXacNCaIXD%202Keib9uui7a1yn5S3a/uzx+OOqDyyXxaGe8byuPbUUHEoNyaGTfijSGWX3zlNmTZSpQo68TAjqu9%20V2oXTpU45/kXGGlcmf2sOPf9D/45NTjuvP4Tv+xn39r3Bf5uL+8mU47nL4zv+yHnXm5cH8zZRkd7%20tE2dhmVl3WrlDATUHzJXhbVSVttCQ1cHYRoqj5k1pxullOUzcpPi8bzyZzg7yt8rkWvFLfDWJZnJ%20QoByF2kzqmiqJab3FJRUhFfLrrV4zEueqcrnGEJIyh/g/nDKLpkVsmS8cy5SkQZkMQIiNT7u0UMm%20wVQNwgId6KiaF11Spx2wvOZsvjxo9uMLxdch+qm9XS52p+znMtThtW+Smj7cZW2BZV4U+AzDaRD9%201V0px2qc7t481AZsPGvG+RXyxctYdcLmRSTdsF0iOvNi9G10TRBkRWyHTRdyKRIqqJeFSXTHVrlv%20npW04Fa8RHg3Lr5j2Hy8PS7WuWr0eXIekpIBuO4rLzJvmRq2oudC2Br7NyIi1rntg/r+c7o3iL+y%20Pef9CvP/AMSpz2T+v5e6r2zBLxmH0g2uPZmDl3K2zpE9mI2mrjotyXgcAB+8WxxSQU6rponWnLoc%20OsVuyXf6erk7abLF4ru8/KH3AYukBmZLTYQovqCYT1RGagoqu0xbTTXcQ6VZi7bM7TVqX1CNWiyx%208UiXrBUu3HNtY7Uqeyb5XCB5UZbabebdBG0TyfxpkDq6J0VEWpbm3LU20ZnwpabbL5kss3ihu/Bj%208Mf/ALll3hWERGy3KrRrF0bUTQU2CSqSl1RPLrWuPrszy203aXZNf/zMvunVflCaIvT/ALPHrPHr%2048m/7P8Anx5sszuXxqWTXpjlPDLni+RnNckRpOMqAtyoy7hQnBnOKwe4h3K8y2O9dVXRddZNk5No%20+ka0ZZb8DnFdwkx7NKl97HYsxV7gxiHUjAV02tuKqKmiIhLqSeOq7u2u7PW42WX6mP6kcl/6uP8A%207U1WK6f17+1+iW4N/qgxH+bGP72t8nLiy36aP6wuW/51L/aZdSfCNXdUeF8Tn5bwXyRYbf1ny7gp%20RAVUTe6yDboBqvRN6ht1X31n/mePJu3H9l8ebzY+cZrXEr/FjWL3N3OIlvftZs9oUZbZQVA3ntVR%201vtNEqkit6dOpJrrV5XMyzwzxvu54/8AYmk/6en/ANSCry6ePNnj1foHBrI3d+C7LZENWW7hjzMX%20uJ1Ue/EQN3XXw3U/smtjXC4srDON+ZpHCuOysDzjHLiF2iPvPWko4N9mQDpL99w29QV1F0cbQ9UX%20w1TqzmTG6fxxfRK4Lw3mdz4bz126RCgZHmjqzYttdTtOJ2HFfbExNU7auuEQ6FoqJprUsxxka48v%20ytQtg5wmjw7P40Zxi5O5harZKgS0VsBjR4zQkDr8giIXGlabVdRJvqWibutOWsThLxvrl87Ngd5y%20/wCkaFHs8c5Vyt9xkXCPEbTU3hbecbcFsfvFtMlRE6qqaJ1py6HDr48kBZLv9PVydtNli8V3eflD%207gMXSAzMlpsIUX1BMJ6ojNQUVXaYtppruIdKsxdtmdpq0f6kbfDtt24jt8JhY0OHcAYjxiJTVttt%20yKIApKR6qKJpruX9NJc82r8L483X9Tv9YfFH87p/tMWpPkX41zcoDfONOdGuVFtcm6YnPhjGu7sU%20UMo67BZXXwEPgbIVNUQl1HVKcbjOepymZPRx2+8TucuZMZySzWmZBwzEl7rlxmgIK5IEkdVtFAjB%20SU0bTaJqqJ5l8dKvGYtvonK6SRy5tmMXjX6o5uUX+FLctNytwMxTjNiRHuaabUh7hNASCbWhaF0q%20cNbY1z2njzTeWo299YuHnpqPyneHs/5qZpV4Tdm7R2fULYsmsufYnypZra9d4lgFWrvFYTcbbAER%20q5oKKSCrbjiEfgOiKtTjcXXZbM8cKlmGaO/ULf8AG8dxCzT2LFa5gzL5c5rYALKL5URVacdBPw0P%20ainuJfBOmtXhMcpy8kt0x1WX6tURJPHyJ4Jd9E/daqcPnPHkc/8A53x5n1U/+bOMP52X/HRqcflF%20vwvjzc3Kh3jjLnNjlQ7W/ccTnwxh3d6MiEbBKKM9dyoIr5W1DcqIS6jrrTjcW56nLWT0WnjXnq/8%20iZvIi4/jLw4S0wqFeperTrUoB3KJqCvMHuUwEWhLciedV06JZNKlY5hs7DAyHKj5YtM698pjKdCz%202mTHkzu8htEjbLDA72STcuodxNiBsVtazj8dN2uXy9Gk/ReYt8f3qC4uybGu7nqIxeVxvcw0KbxX%20qnUCT9S1u3MjHV+gqypQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQZDnOCc9JkMqfx7m7MS%2013Fzvv2y7ALqRnEAA2xnDjzV7ZbVLYmxBX361IteeIeG8kx3J7rm+b3lq9Zjdm/TuORhUWGmtya7%20VUGdykjYJojYoOmia1qYkwl1a7UCgUCgUCgUCgUCgUCgUCgUCgUCgjcls715sE+1MT5FrfmMm01c%20Yhk2+wZJ5XGyFRXUV6+NSxZWF3ri/wCqi8Rpdjn57an8embo0g+wLUg4hLtVVFuEJIZB4ij32bvb%20V33TONmx8d4Rb8Iw624zBcJ9mA2qHIJNquumSm65t1LbuMlVB1XTwq25SRY6ilAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFBRsz5gxzGbyFibgXPIb+raSHrRYohTZLLC9EeeTcAgOuifFu6p00XWi4%20SeB8iY5m1vkSrQr7MiE6se5Wya0rEyI+ni0+0uuhfoVU8U11RauEWVxwG2yccJAbBFIzJdERE6qq%20qtQZQ59SmDC4ckLZfHsZbdRlzLm7c4VoRdUFS7+7ubUNdn8X4+GqdaQq/wB/zHGrBjbmS3We2xZW%202xd9YiqYmLmnb7aBuU1PVNqD40uhNVRxnnXGrze4VmnWi9YzMuiL8pW/QvRtTCRNVBhxDcEi0VPH%20TXVETqqJVkTLR6iqvhnI2N5jMvcaxk48FhlJCkyiEUZdc26qrBIRKQoqKmqon2ap1pNsl3w6cYzW%201ZHPvsKC0+27j80rdMJ8QETdEENSa2maqGhfeRF+yk1mS6XBnGa2rDbCt6ujT70VH2I2yMIE5vkO%20I0C6GbY6IRdetJrZPMu2U+i6pr76BQKBQKDPcr5sx2w356ww7TeMmusMEcucewQ1mrDQkRQSQu9s%20RU08ERV8OunSpKLRh2ZY9mFhYvlhkpJgP6jqqKDjbg9DbcAuomK+KL+lNUVFrVmBI3O52+1W6Tcr%20i+EWBDbJ6TIcXQAbBNSJV/RWbcEjNbb9ReGS50MJVrvdps9yeRi25JcYBR7XIM1VGu3I3EujqJqK%20kKdPi21qTI06VKixIrsqU8DEVgCdffcJAAABNxERLoiIiJqqrUJEJg2cWTNbEl8sndW3E+/HaceF%20AU/TuK2rgoil5C26jrouniieFDqr+U81Y7ZLw/ZoNqvGUXKEifNGMfhLO9GpJqCSD3NgBH10FFVe%20i66VJVwsWLZzi+T40GSWiaDlpUTJ55z8JWVa/jAeE9O2Qe3X9PhotaswkUU/qTwkV9YlpvxYwjiN%20rlw21z5Tpu2Kfe17m1HPJ/F66+ypCxa8/wCT8bwjFWcnuQvzLU+4y20cAW3SJH0UgNN5tioaJrqi%200ulxVkzMrJbLnAului3K3vDJgzGgfjPguom24KEJJ+lFpYkqvReR7HJl5XGbYko5h+nzNSBvRzVh%20X/wNHF3eVNPNt61Lfxz40WTNwlcUySDk2N27IIAOtQ7mwEmO2+gi6IGmqIaARii/oJa1YzK5Llmt%20qt+Y2jE3mnyuN6YkSIroCCsCEVEU0cJTQ0Vd3l0Fak1z6LVgoFAoFB4MwbAnHCQABFIzJdERE6qq%20qtBlLv1JYMDzj4229vY0092HMvat5nZ0XcgKXqELeoo4uzVG/Hw1TrSalanHkMSY7ciO4L0d4RcZ%20dBUIDAk1EhJOioqeC0FSzfkn8qTY8X8rZDfvUNq737JA9Y03oW3Y4Xcb2l7dPdUyuFdtf1BWeblF%20qxqTieT2m5XlxQhJcreEYVQepuLueU9gJ1JRFdK1JlK0+RIYjR3ZEhwWmGQJx101QREBTUiJV8ER%20Kgr+AZ9Ys6sRXyxo98vSQ9FA5ACBGrBbVMUQj8heI66L70SrhM614v8AyFjdkyex4xLeJy9X9wgh%20xGdpEAABGrzyKQqDfk2ovVVXwTouki3bLsy/MMfxCxP3u/SfTQWNB1RFM3HDXQG2wHUjMl8ET9K9%20NVosmVaxPmfHr/e2rFLtV4xm7ygJy3Q7/DWEUsQTVz067nBNQT4k1Rfdr10qLJl2Z4xiFnO8ZHcG%207dbwIW0dNCIiMvAG2wQjMvboIr01XwSosihr9RWORSB6+YxlGPWkiQTvd0tRtQg3fBvMDdPzrog6%20B7aRGl/N7T8q+b+tY+Vdn1Pr+4HY7G3f3e7rs2beu7XTSl0IzVfqJx2SRu2HGMnyS1IqiF5tNqce%20hmo/GgG4bRrsXoXl8aLV4w7OcUzK1LdMbuAT4gmrTqihtuNuD4g404gOAvtTcPVOqdKInaBQKBQK%20BQKD0efZYbVx5wWm0VEUzVBTVV0TqvvWg96BQc1zudvtVuk3K4vhFgQ2yekyHF0AGwTUiVf0VLcE%20jNbb9ReGS50MJVrvdps9yeRi25JcYBR7XIM1VGu3I3EujqJqKkKdPi21qTI1OoKnnnJmPYWENqc1%20LuF1uRqFtslsZWVOkqOm9WmkUegIuqqpJ9mq9KmdcD54JyljuZPzYMWPNtN7t21Z1ju0dYk5oD6g%204rSqaKBe9CXTprpqlaxpkRuV82Y7Yb89YYdpvGTXWGCOXOPYIazVhoSIoJIXe2IqaeCIq+HXTpWZ%20RaMOzLHswsLF8sMlJMB/UdVRQcbcHobbgF1ExXxRf0pqiotaswOS/wDIWN2TJ7HjEt4nL1f3CCHE%20Z2kQAAEavPIpCoN+Tai9VVfBOi6SF2ykMnymwYvZn7zfpgQbdH03vHqqqRLoIAAoRGRL4CKKtTKy%20KfjvOWN3a/xLFcLPe8YnXHclqW/QVhNyzHqQMHvcRS0VOhaeKInVdK1JlKteXZnjGIWc7xkdwbt1%20vAhbR00IiIy8AbbBCMy9ugivTVfBKiyKGv1FY5FIHr5jGUY9aSJBO93S1G1CDd8G8wN0/OuiDoHt%20pEajDmRJsRmZDeCTEkALrEhokNswNNRICHVCRU6oqUEVmeWW7EcYn5Hcm3noNubR19uMIk6qKSD5%20EMmxVdS9pJUtwsmUrEktyojMltFRt9sXQQvFENEJNdNevWtWYZlyhI+a2p/OJeGg0+l0hwW7k68o%20h6dWXXFbERLfv36p1TZp9tSayrVgoKZjHLGKZFmd8w6Ir7F7sJKkhqQICLwiW0zYUTNSEFVN25BX%20qnSk1mS6XCUzjNbVhthW9XRp96Kj7EbZGECc3yHEaBdDNsdEIuvWk1snmXbL65bmmMYhZivOR3Bu%203W8SEEdNCIiMvAG2wQjMvboIr01XwSiyKGP1E46wKSbzi+U2KzeLl8uNpcCE2JfARm0Tp6GqoI6A%20vVUojTrfcYFygsT7fIblwpII7HkskhtmBJqhCQ6oqLQdFAoFAoIrKMpsOLWOTfL7LGFbIiIrzxIq%209SXQRERRSIiVdERE1qW4WRTcZ51xq83uFZp1ovWMzLoi/KVv0L0bUwkTVQYcQ3BItFTx011RE6qi%20VqRnLR6iqVmnLOPYvcm7OMK5X+/G33zstjilNltx/DvugigIBronmLVdU0TSplcO/BOQ8dza3Py7%20SrzMiG6se5WyY2rEyI+Pi0+0qrtL9Cqnj11Ra1YisXv6gMSt02W1CtV7v1vtpE3dL3aIJSrdFcb6%20ui7IUgTVofMexCRE+3pUlyti1TeRMMh4amZv3RpMbJoX256blQxNdBEQRN6mpeXZt3a9NKctN0mq%20t4zzrjV5vcKzTrResZmXRF+UrfoXo2phImqgw4huCRaKnjprqiJ1VEqyJlo9RVXwzkbG8xmXuNYy%20ceCwykhSZRCKMuubdVVgkIlIUVFTVUT7NU60m2S74Q3JfOvH3HhhGvcp2RdHEQxtUEBeko2q/GaE%20TbYJ7t5oq/dRamVw4eOfqM41zy5fKrc/It12NV9PAuTYMuPoKIqq0TZvNEvX4d+7oq7dE1rWGcpy%20+8rY9ZeQrNgkqPLO73xrvRH2gaWMI/ifxhE4Jov4S+ALUmrVmJlI8g51aMFxWVkt3ZkPwIhNC41E%20EDeVXnBaHaLhtD8R9fNREljt7iX6w269wwcbi3OO1LYB5ERxAeBDFDQVIULReuirVsxRIVAoFAoI%20DOc5x7Ccbk5Bfnlahx00BoNqvPOL8LTIEooRlp0TX7VVERVplZMpqJJblRGZLaKjb7YugheKIaIS%20a6a9etWzDMuX1qKq+S8j43j2S2HG5puOXfInlZgx2UElBETq69uIdrevl1TVVXwTouia3BdJl7Z9%20n1swq1Rp82FOuRTZTcKJBtjIyJTrzokQiDZG3u6AvgtFwicS5Z/Md6atX5Nyizd0TL192tvpYg7B%203aE73D0UvAenjVkRO27NbVPzK7Ymy0+NxszEeTKdMQRgglIqgjZIamqpt66ilSal0w6sqyODjWOX%20HIJ4Ouw7YwcmQ2wgk6QNpqqAhkAqv6SSpbhZHVaLkxdLVDuccSFicw3JaFxEQ0B0EMUJEUk10Xro%20tasxcMy5faXMiQor0uY8EeLHAnX5DpIDYACakRkWiCiJ1VVqKy9fqJx2SRu2HGMnyS1IqiF5tNqc%20ehmo/GgG4bRrsXoXl8aLV4w7OcUzK1LdMbuAT4gmrTqihtuNuD4g404gOAvtTcPVOqdKInaCsWfE%20Mexa7ZLlHqnBevrgTLrJmON9tkIzaiiAW0NjQBqvmJdPfSaTBjNUbiB5cn5FzTkK3smzjNzSLbrS%20+Qq2k1YSKLsrYXVUQvKBaeHTxRUqyYndeW89I0bNrczcsOvlvelhAZlwJLDk51UFtkXGiFXDVVRE%20EddV6+FZuy8LrH55g80lD4PPH/ylcpDcWC5ZhyFmK4ePONgqxFlrL2ofbXqaj2tdfLV5fl6ZTjpe%20yfvlrjx2ODsOWc1dLb6puQ5KjqjkaStviobZAWvmbUj8v2VqfL2qY/C94tf1NtIPFMq5trsm2ebB%20nQH0TUm3m5IChD7l2mqVmfKd1kzmeiU5Gv8AdJo23CLA4Td+yZtVlTARUWDbB0SVKXp0NULtta/f%20X7KYzcdPH1JcTKu8BWS2WLJuR7Pa2Ej2+BdmGIzI9doBGRE6r1Vfevtq8bnj78mbMcvaK7hvJP5U%20zXkSJ+Vshv3qL+676iyQPWNN/hAOxw+43tPprp7qzx+PvWufy9o5eaeWfzHhY2r8m5RZu7cIBevu%201t9LEHZKAtCd7h6KWmg9Oq1rh8p3Z5fG9m93XK8Xsr0WNeLxBtsmZ0iMzJLLBuqioP4YuEKn1JE6%20VFStBn/IfNXHOIPybJfL0sC9HFV5hkY8txdHBJGyRxlowTzD++6Vm7XCzdUOE+esDm4vjGN3TInZ%20eYyGxjPtSGprzrkgjXRDkE2QEumnmU9PtrpZm6eNGJpNW3Eu0VX3JrWWmTfTRtlYNcr6a75t8vVw%20mS3SREIi7ygiLpr4IH6qT4zsvL5XucWD6Hl7lK0MLtgeqt9wBgR0EX5cdVeJNOmpqKKtWfH3py3z%206PP1LOk5gtutCkosXy9263ytE11aN7eSL1Tp+GlSfKdz/m30WLma0wpnEWUQnGx7DVrfcaHaioBR%2021caVE/uSBNKnJeG+ELbsLY5G4+wqRklwlu2wbbHk3G0tGTLU98mWiBZajoZgBCpbE01Lr7Ou+fy%20tYm2HN9N/bicUF2wQW49wuexsU0RBCS5oiJ+qsS/jL6NWflZ6qNwjyFkyYQ4/iGGyMsvE+fLuGSz%20Sks2yOEmS8Sg2L0lF77gtCCkIJoKKPXrpWrMSFxba0DDbbx/neEZRbrVDmY+V7lyGcstyGoS49wN%20ESQmjivNDvRE6gO0k8U11RJZp6Gsuu7p5SvmOYPxguPA36qTOhLZMesyD3HpbpNdhsEbBEVRTcim%20qIifrVEVyzy914TGvkpPImKv2bg3A8ZvIo+9Hudmiz2jVDFVI9HGteqKI7lD9FXli8p3+zPHTje3%203TPH0h/jPPHeM7k4S4zeCdm4PMcVVQFVdz9vIl9oKu4P/wBSRKTWY6z6HLzctj/785z/AEh/9NKs%208v8A5/8A9Ncf/pPZw8Vc0fKeOMdtn5Ey+4ekgtNetg2rvRXdo6b2XO6O8F9i6VqsR7xs6/NnPuFu%20/l69WD0kC5j275D9Ebu9sV1aTe5uQdPNTh17fc5dO7aouT41Lu8izRLtDkXiIilKtrUho5LSIqIq%20uMiSmOm5PFPbUipKgwHmX6hMCWxvWjH8mfj5BDucUJIRmp0cxbjyhSUPdRoBUdgkioheZPfTjdZe%20hymlnVpmEcwcdZxOkQcXu3zCVFa777fp5TG1vcg7tX2mhXqvsWrgyj/qBuj9s4bymSwSg4cT06EP%20iiSDFkv/AOLi1jk3w3Tllx22N8bwsf7QlbvlLcQmlFNpNlHQC1Hw661v+zW1z/ruMVWPpsmyZfDG%20PLJcV044vxQMkVF7ceQ402n6BAURKvJcYtjS3XG2mzdcJBbbRSMl8ERE1VVrIyPhhh7LshvvK1xT%20eNzdO2YsBJ/E2uK4obx1RFRX3EUi/R7lpJietLv2SufPvZhkrHG8Hd8tQG52ZygVR2QlJVZgiSeB%20yyDzddUbRffSefku09ajvpqjts8e3CPHFGW2r3c22RFE2gIvaCiJ7kpPhx7M4xy5d1YvnG9oxLk/%20jiaMmTdb/dLrKK7Xye4rkh9QiFtH9622GugAKdE0TrpTj8sela5ay31ja77imP36RbJF3iJLcs8k%20Z1u3G4ItyQRUFxQEhE1HXpvRdKTfKMey7MG8n5Xw+0TrdOxa32O7OvMXa8xnYw3GU0htBGgGiG0Q%20u/EhG4O5NNE10Rbw3z6HLbHqnXY7OQ/UcTFwFH4eJWRuTbozibgCZMe80hEXVNwtigovsqcOt9jl%20dp7tVmRIs2I9DltC/FkATT7LiIQGBptISReioqLpQlwxPP8ADbZZrPx9xXbXn/y/dbztnBIcV03Y%20kffLOORaJ5CPRERNNNEpLnlM+X0XaWzxlt0eOxGYbjx2xZYZFG2mm0QQABTQREU6IiJ4JRGTXKPH%20xn6ibG9bQRhrNrdMavDDaIIOP29EeakEiaefaSjrV4Tf9Tl0aQzleLv3pyxM3iC7e2kVXbWElkpQ%20IiIS7mELuJoKovUakHdNmxIMN+bMeCPDitm9JkOkgNtttipGZkvRBEU1VVoKp+2Tib+mFn/11j+F%20QP2ycTf0ws/+usfwqB+2Tib+mFn/ANdY/hUD9snE39MLP/rrH8Kgftk4m/phZ/8AXWP4VBGZNn3B%20WT2OVY75k1lm2uYKDIjlOZHXaqEKoQmJCQkiKiouqLQZenJTfGGhWDNLbneFN9Fssq4MLeIbev8A%202V7dpIAU8AJNfBBTxWg2nj/lDC89t3rcdni+4AosmC5oEphV9jrSrqnXpuTUV9irQVH6lnScwW3W%20hSUWL5e7db5Wia6tG9vJF6p0/DSk+U7r/wA2+ixczWmFM4iyiE42PYatb7jQ7UVAKO2rjSon9yQJ%20pU5Lw3wkuM7hJuPHeMz5Rq7Jk2uI684SKhEZMipEuvtVa3z3rE2UnHFG5fUnlkh/znY7NBhQ0JE0%20AZK99xR/StZ47Xu1y6dvuZ3/APL+fePLhGXtvXKJdIE1RHVXGGmUfbElT2C51q8d72Lt7vP00bZW%20DXK+mu+bfL1cJkt0kRCIu8oIi6a+CB+qpPjOxy+V7vHF4FC5c5Ts8Yu3C9TAnttCOgg/LjKrxp7N%20SIUVaT4+9OW+fRWb5xvaMS5P44mjJk3W/wB0usortfJ7iuSH1CIW0f3rbYa6AAp0TROulOPyx6U5%20ay31iU57yS327POOId1ZelWwZku5FBjMlIekSorQjDaabHqRk86iDr018VSrx39jo+93zU7ldbJA%205UwB/Hra9cmSx27/ADBqWAXEFVY/eWGTZx1LwTVSRV6L0RVpx39UvXydjsdnIfqOJi4Cj8PErI3J%20t0ZxNwBMmPeaQiLqm4WxQUX2VOHW+xyu092qzIkWbEehy2hfiyAJp9lxEIDA02kJIvRUVF0oS4Vm%20yW/DOMsQhWl26N26yRDJqNJu0oA8zpk72+66rY+1dop7EpaSKvzjfLLeuCsonWa4RrnCWOgJKhvN%20vtKQuhuHe2pDqnt61nnt+n1a4b/r9HFaOeOzaoTP7O82c7bDQdxuzbgLaCJuFe91RfZW+W7HHZEY%20JmsW9865FfZdun43Fj42wj7V+ZSC8ANSFInSEjIRb0X4lL2LTj8b3n0LvOzVrZyLx9dZzUC2ZPaZ%20859VRiJGnRnnjVEUlQGwMiLREVeiVFYAOE3Wff8APs0xVNua4rkzsm36a/yqOjAK/DNE+JHBVdE9%20/TprU4XEz61rlrcekWzljNbTmvAsTIrWWjEufbe6wXxsvDLbR1k/7oC6fb4+C1uTHPj3YvxvZNDE%20ayX6h5A3Da/Cw2zx3bdEcTcATZ7ikUlEVNN4tggov66zxu99muXSe7WHWmnmjZeAXGnBUHGzRCEh%20JNFEkXoqKlLEZNwsrNhyPkHC2C7dlx65NyraBKiBHYuDPqCaFemgASKqfpqz4y9y7tJseT41f2nX%20bFdoV2aYJAecgyGpIgSpqiErRGgqqe+oPpfL3bLFZ5l4ur3p7dAaJ+W/tM9jYJqRbW0I10+xKWjB%207x9SXHDvKGOz4eUvpi8eDObuoCxPBlZDmz0+9jtIrhdC2lsXb9lOPXsnLp3bVh2b4vmdo+cY3N9f%20bkdJjv8AadZ/EDRSHa8DZ9NyeyrYuVA5oUZ2d8YWF/rCl3lya80qIomUFne2ha/adTj8varfje8f%20X6m2kHimVc212TbPNgzoD6JqTbzckBQh9y7TVKT5TuSZzPRqUdxXI7Ti+JgJL7PFNfCiR+d8Az67%20jl3IUnHcYkZXlsq+PNSWhdbgsR7fC0jxkdmPp2txKh7Gx1VdCVdNKT4xeWMrFHzOxfJOR8hZsT2M%208jW+2qWSW551XV3MxjWI82QF2HQ08HBFFX29NNVn46LN5lEcX53kdt4zsMTDMAl5HYYkMfmt1WSx%20ARySSdyZ6aPIRXZWjhmO5ERCNFFNfGry39GZ/lyTpGC3b9kNoxBk42JXC9ybj8ud3krb8MScJlwX%20TcUVB4y8iKo+7ppSacp2q343vF2+ptpB4plXNtdk2zzYM6A+iak283JAUIfcu01SpPlO5JnM9Epy%20Nf7pNG24RYHCbv2TNqsqYCKiwbYOiSpS9OhqhdtrX76/ZTGbjp4+pLiZVzgSy2yw5LyPaLWwke3w%20LswzGZHVdoBGRE6r1Vfevtqy54+/JmzHL2il/TJb42U8iZ1nV5aGZd2ZqNQXXhUijo6Tm7t701BU%20bAWxXxQfL4U4/CXz8fdrn8rPJs2T8RYRkuW2nK7nEP5vZy3sOxzVjukKiTSvk3tcPskOoedPai6p%200qTS5S6zDD/qAyy3Yj9RGG5Jcm3noNtt6OvtxhEnVRXJAeRDJsVXUvaSU43VrlPxnf8AZE82fU3g%20Wdcc3HGrRAurE+Wccm3ZbUcGURl8HS3E3IdL4Q6eWpUfo3idUTi7E1VdES0QlVV/6ga3z3rMWG1X%20e03eEE61TWLhCcUhCVFdB5olBVEkQ21IV2kiovWsqpXIfNXHOIPybJfL0sC9HFV5hkY8txdHBJGy%20RxlowTzD++6Vm7XCzdUOE+esDm4vjGN3TInZeYyGxjPtSGprzrkgjXRDkE2QEumnmU9PtrpZm6eN%20GJpNW31lphf1E8bWqRiOV5ldZUm5T48UBssN41SJbxVWwcVhlOnccVFUjLX2aaaa1nlpGuOrZrD/%20ANx27/RWf8WldOW9c+O0emR5BbMesU693NztQLeyT75Imq6CnwintIl6CntWsWtyZYBdbBc1zjjv%20M8jY7OT5JflccjKqqsKCDBelhDrpooCu5z3mq/ZWuOnLHpyZ53PHPrF45hHNpOa4LHxqyfNViyJk%2045EnutwI8gY6sx3JT7YntEFdI9nxHpoPWpx39mtMa+brsmcciWXKLXj/ACRDtA/mAnG7NdLE5I7C%20SGh3rHfbledCMdVExXT2adaTG3VL5qjLzn8p8+5i9+X71f8A1Vutgduxw/Wm1sEl3Opvb2oWvSpx%2069/svLp2+758qc0/NuOMjtv5Ey+3+rgPNetnWnsxmtw6b3nO6WwE9q6U5Eahj2S45YcAxqRfbrDt%20TDtviNtPTpDUYCP04rtEnSBFXRNdErp/Z8qxw2irc3GF9fwbEwfQrTk93bK4K2W4JEKK2slWtR8Q%20dVB6otYnyxfX/DefxzPGWqx47EZhuPHbFlhkUbaabRBAAFNBERToiInglEZNco8fGfqJsb1tBGGs%202t0xq8MNogg4/b0R5qQSJp59pKOtXhN/1OXRrlQfmHkrlnC8q5Em4hluQFY8Bx95AnRGGpbj93lt%20l5mnDjtOduO0Y6KniSpqnsUHHG7V0bPx1yfxflInZsInNvt2pgF9GzFkRW2WEXYCAjrTI6J4aDVx%201Yz0R+Zy4XJ/E2Sw8KnLKeebehNmgOMbpDCoRsL3xb6Hps3eHXxrNmZK3x0uKq9u+oXjyDiUfH50%20KbHyyPDbgHhS2+SkkpCNo0MYBRtWtrnTZ5vhVOmvStc9c41Z4zG6FHAM1xvirALuUB6XfcMuBXKd%20Zoyo6/6GU4avMNCnxONtmPl196Utksvphd5enV2ZxyRjfMFugYLghSLqdymRXr7KSO+wzBgx3Rec%20J83QbTcWzaKCqoq9NfDVxmsvSJnT1WW68Q8gLm94ynHeQPkhXYWWfTFaI04mmI46AyDr7uqBu1LQ%20RFFVeutSbFVrgqwZtG5Jzl2flXr48K5I1d4/oGGfXvlH8j+8CVWNn7wOi04fH3qcvl7RaeFv/M/J%20n/qRz/EBU4/H3rXL5e0PqW/qwP8AnK2/7W3WuPy490vxvZ3ZlGsNrfvLMWJ8+zDM46Ro9neVs9Y7%20TXZ0LUdGYTSkTjhHqm4lRNSIRrO+kXPVc8WtMiz41arTJkLLkW+GxFdkrr+IbLYgp9evVR1rfK5t%20rMmjruMc5NvlRm1RDfZcbBS8EUxUU10199Y5TMal1V/i/FrhinH9kx24uNOzbbHRl9yOpE0pISrq%20CmLZKnX2ilb5XLHGYWhevSstMFxDPLBw5IvmH505ItkMrlKuGN3JWH348uHJJHNgEwDn4jRF+Iio%20njSXSTyXlvnzWLiRJSnmfJd7iPWmJkcgZUOPKAkkN2yAxsadcbTcQqY7i2onh1TXVKt/HjipvdH2%205QjDyRxKN2wp1bg808xd7IqCbSvnDe3KCC4IGikgkg6onXSpdLL5arNZZ5qvmfONgzbDZmG4jHnS%2084vrJW12xnFfZdgk7+HJKU4YI0AsJuQlEl0X3JqqP452SXG7Z8cszdkxu22ZtUILdEZiiSdEXsto%20Gv69tXlc21Jsz36cAFzjA2yTUTudzEk+xZbiVmfGdmuXyvdWOP8AO8a4btUvBs8J6ypAnSTslyWL%20Jdj3CI853RcaNht1N7fcQXB+70Tx1q50nmWa2+buxjIH8Ux3kPle9W9+FEvMxJVqtckSZkOMMAka%20Mrgqik2sg19qdE6+FLpxx41JM8vT9lJ445X4fG7lnvIGVDcM6liqMR/RTzi2lgtdI0QewQoSIuhu%20Ivv0VdSI7pNi3K/803+0ZDx9il6s7/qrZOyC0uxZGw294eoVNdjggaeHtSpjHLj3SXPHl2+64ct8%20eBnOJOW9h5Yl6hODOsVwFVEmJrPVstydUQvhX3a6p1RKnrFnlWQcP3q93qz8v3G+xfRXpwEbuMVO%20mx9iC4y50Xw1JvXSrz/+enqcM/zmfRrfBv8AVBiP82Mf3ta5McUHmCa/UFgKL7bbdk6dPuB7qnD/%20AK7fdrl07/Z05dbGMdk4gyzAZh4harpHUJjDpuzRmS1cjtiYOiOjTjshO893jcLcqKHVSpN/Hl4/%20wXWXx1aZUFO5Ww655dio2i2usMyRnQpSnJIxDZGkA6aagLi7lEenTxpNLL5VOWss84uNFVnkzFXc%20rwG+48ySBIuERxuMRLoKPIm5rcv73eKa/ZU5TMa43FZfB+oSyQMLaxuZDuCcmRYg25cW9I+UpyaL%20aNiQmgK0rZ9HEXfrs66LWuX5bdWeMxut2FlZ+J+J8eg5XLSETSNx5Lgg4+nrZZk4Tf4IuKvnNU3e%20FXlc2T2SZxbXdzlezs3EeUTmiUHfQuMNGnihSdGBX9Xcrny2b4bp3ArGzYcKsVnZFBCDBjsqieCk%20Laby/wDeLVa6c93PjszuLw3yhbLtep9i5M+Xje5rk+S2VkiSXNx9ABXn3SMhbBEAU6IieCJWZthq%2075R30uWjJ49iu0ydf/W2orlPYC1ekaa2ygf/ABJXfFd69z/+v4R9lOPwnZL8r3T3K39ZvFn86TP9%20kWpPl7Vq/H3iyckZRlGMQ7deLTbEutpZlCORsNtuOy24RJoUiOLZJqrRdSTaXl93VavXXYxp6s3z%20nPsX5dgW7EsBN69SjucOTcLgMWSxHtzEdzuk866+02iEYgQgidS6/oW8flL5JdrPNY+QoN/xTPoH%20JNktMq/QzhLaMktcFEcl+n7iOsSY7XTuE2eqEOvh7k1JJLjK3Wer4S/qd40fjGzi7kzJchcFUhWG%20DBmJIdcQVXRVcaAUEdNTVFVUTVURadju5rngnKF042s1xny2pXI9jnpfYDDqNi0Bakq27uDoij2j%202blL4vvaaKl2s9P8kxc56uxj6muM4zQx8ocm4xfgREl2O4QZfqGjVEVOrTTgEJa6guqapouiVOyY%20s3MMh5JmvIi8hXi1SbBZbZDdtuM22eHanGr56vzHml/itUHaArrqnX3KqaZ9S9J5PLthtD0qxYPi%20bfqvy1c2bnfL85sMorrZq84JuoI9yZMUlFwQ6iBKp6IooV43r0n+jl9fH+mpy4kWZFehzGW5MSS2%20TMiO8KG242aKJgYEiiQkK6Ki+NQVr9k/Fn9DbH/4bD/ydA/ZPxZ/Q2x/+Gw/8nQP2T8Wf0Nsf/hs%20P/J0D9k/Fn9DbH/4bD/ydA/ZPxZ/Q2x/+Gw/8nQReT4dwfi9jlXy+4vYYdrhihPvlbIpabiQRRBF%20oiIiJURERKDME47Pk/y2XCrTgWEueN2ftcNL1MbX2x2u3pGEk8DVd3gQqvhQbLgXGmGYJbPQY5bw%20jbkRJMsvPJfVPa66vmLr4J8KexEoIfnPE7vknH8hqyArt6tsiPdLcwi6K47EcRztp9pBuQft0qZx%20ZfJZrLPNRcz5xsGbYbMw3EY86XnF9ZK2u2M4r7LsEnfw5JSnDBGgFhNyEokui+5NVS/xzskuN2nx%20rvjOD23FsWuMxGJMptm1WkEbdNHnWGxDTUBNA/Saon21q3PJJMRRcvuQ8ccuvZ1dmn/ybkFtagXS%204stm+MKZHc/BN8G0I0bcEtoqiL5lrPG4zPNq64vk9cfvcbk/ly05TYmn3cOxKHKbYu7zTjDUqfNR%20GyBgXUAyRptPMqp0X2dUVbJjN80t6RGYhnlg4ckXzD86ckWyGVylXDG7krD78eXDkkjmwCYBz8Ro%20i/ERUTxqS6SeS8t8+a08KwbpPuGWZ7cYL1tTLZrR2yHKHZIGBEa7TBuB9xXNVLT3deqKlXGJipbm%20+j05W/rN4s/nSZ/si1mfL2q34+8eeaLLdGL1h+e223O3c8TmuLPt0VtXZBw5gI064yCdTNrRCQU/%20T7Ks0pjMwrWcchYzy7At2HYE8/eH5Fyhv3aaMWSyxBiR3UeN15x9todS7e0B+8vT3VeO8vkl2sWP%20kKDfsUz6ByTZLTKvsM4S2fJLXBRHJfp+4jrEmO107hNnqhDr4e5NSSS4yt1nq+Ev6neNH4xs4u5M%20yXIXBVIVhgwZiSHXEFV0VXGgFBHTU1RVVE1VEWnY7vvZcP5YmWvFp17usJL9AemXCWs1kpIRnZTa%20tsx22YzkbvI0064CkT6aKvTciVdv0wn7ozljJJd14a5Bt1wFr5pYSCBNfjiQMPEQx5AuttmThNoQ%20PpqCmW1fvL41jnt7/drhv7fZrVh/7jt3+is/4tK6ct658dozi1/2lr5/6Zif7UVTjte8+jXLedk1%20jjQ5FyBesjkIjkTHzWyWMddUB1BE7g+idU3GZC1r46Aqe1aTbPn4+v2W+XjxhDcLf+Z+TP8A1I5/%20iArPH4+9OXy9oyfnrFrxg1ylJaGu5heb3OHKlM6rthXVh8XTIE8ESQKKv6tOiCiLr+v5Seqc9eNv%20o1fPbfkmK53D5HsNrevcB6Glqyi0QQ7k0mBPexJjN6p3DbItpD+9+zqMmmfX6rjM9Y9HPqb4vkME%201YHZ2QX0hX01ggwJiy3XETUgTe0IeRNVNd3REXTWl9DHmYZxrMk4nkUzPSSFcsvmpdL5FYcFAjxW%20VFW4TjpIQE2jTe133iRJr7abSempvc+yXxRAyHO3MwtUYY2Nx7b8qgzUFAW5avC53Wx0QvTsbFFo%20i+LcSh5dFKza+qfZoNQU68Ydc5vKGO5W06wNutEGdFktERo8RytmxQFBUVFNi7tSSnHTPrE5a47r%20jRWZc32a9K1jWX2aG9cZeI3MJ0i3xk3PvQzHtyRaD7xoOionu1pLi58arvMKfnHJGN8wW6BguCFI%20up3KZFevspI77DMGDHdF5wnzdBtNxbNooKqir018NbxmsvSJnT1bHIy7G4WTQcUel9u+T2DkQoXb%20dXey1ruLuIKtjpt8FJFqTU2ZLaMjs/DmY5fFy4HrfjmRXFbxZr+EZ9+ObskfxYbisA6ougoKQoqd%20R1X3Um2F5TXL72GyryVk2bZSwy9Fxe92QMfssuSybRSwISNyWDTiAfaQjTYqp5v1LTF/jfUzMy+T%204YHzNjGC4jbMLzVqXZ8tsrKQG7SMOU8U1GVVth6IbbZtuDI26Cu5NS19nWrbnZMYQTWB5lZ8Dx7N%20flchy+WzIpGSzrAymsoYM81R5gQ8SeFraSj4+KeNPjjPSYXGc+tylM45IxvmC3QMFwQpF1O5TIr1%209lJHfYZgwY7ovOE+boNpuLZtFBVUVemvhq4zWXpEzp6rLdeIeQFze8ZTjvIHyQrsLLPpitEacTTE%20cdAZB193VA3aloIiiqvXWpNiq1wXYM2j8k5y5Pyr18eFckavEf0DDPr3yj+R/eBKrGz94HRacPj7%201OXy9orDEm9fT5yPkVxuFnlXLjzJHe83cIQoRR3NxG22W4hBCEnSb2mY7k8wr0Uacbifxa5a3KwW%20XnbP+R87tEbjazOxMTiuKl+uV2jiTRIQpuEyaNUAmxXVsAe3Gqpr5davGa67Jbppu+fJn9rDj3/Q%20/wDjk1OO68/hO/7LX9Vv9SF7/wCthf7W1UpFfu2ZRIfEuC4YN5YsMvJrPHGVdpDzccYtvajgskxN%20xRTuuovaaTx1VV+7Wv7NeVicdJlN/ShNt7vD1vhxpLTz8KRLGSyBiTjW+S4TfcEV1HcHmTXxTrTp%20C71rVxjnJt8qM2qIb7LjYKXgimKimumvvrPKZiy6q/xfi1wxTj+yY7cXGnZttjoy+5HUiaUkJV1B%20TFslTr7RSt8rljjMLRWWmc/UT/UvlP8Aoo/40Kzz2/Rrhv8Ar9Fxt82LAxWNOln24sWC28+5opbW%2022UIl0FFVdET2JW+dxaxwmZFLzPH2+XMPsszFcm+W25JbdyYlrCWS3I9OpI2LkaQTGoi6m7QxVNU%208KYsq5zGZ8lYZyxFyvAmblyL8yly7sTdslfJobHo3uyq97YBqL3TptLpU4/L2py+PvGpZnnWQYHM%20sMm9NfMMOKOTGRX1iK4T8aWIj25LjbBEgMOLruRG12r7fBFZmb0MaK1JyazctZliJ4eT06wYzPO6%20Xi9Kw9HYB5tpRYigsgG1NwycQiQU6D1q8d8+n1LthKYl/aEzv+a7V/wHWeO17/ZeXTt905zh/VDl%20382SP7ypy2OKIt54zYLDjeUzxdn32TY4lpstoDY448ZNI4bURpU1Q3lUe6altQBRS2iirXT+z5We%20bPH4z0Rl04uysOMLA3axjN5li81b1a4SKnphM3XHStwn5U7aNvdoV6J5U+FPCW4svlp/hZi5zpl0%20sfU1xnGaGPlDk3GL8CIkux3CDL9Q0aoip1aacAhLXUF1TVNF0Sp2MWbmFRMkzTkb9od5tMiw2W1w%203bdjNsuAK1NcV40V+W+1r+Fqg7BFfFOvuVXHTPqXXTyazQKBQKBQKBQKBQKBQU97jp78xXO/QMnu%201tmXbtJJBgLY6AgwG1ttspUGQ6LY9S279NxEviq0hVriMuMRWWXZDkpxsBE5LyNo44qJopmjQtt7%20i8V2iie5EoPrQKBQKBQKBQKBQKBQKBQKBQKAqISKipqi9FSgqMPja2RnITJXCbJsdscB+2Y+8sZY%20UdxpdWVFRYGS4jS9QF14xRdF08o6IWrdQKBQKBQKBQKBQKBQKBQKBQKBQeroKbZghKCkiohjpuHV%20NNU1RU1SgpuM8byccjxodvyy8Lb4ziurDdbtJC6pGrjnecSAL5q6Sqpn3N6667tetBdKBQKBQKBQ%20errLTwK26AuAuiqBIhJqi6p0X3KlB7UCgUCgUCgUCgUCgUCgUCghb/i7F2kRZrU2Ta7rCFwItzhd%20lXgbe291vbJakMkJ9sddza+CKmi0HRYbDDs0VxpgzffkuLInTXtqvSJBCgk872xbDcqCiaAIiiIi%20CiImlBJUCgi8cx6HYLecGI46625JkzDcfUVNXJb5yHOoCCaIbioPTwoJSgUCgUELmOKxsqx+RY5U%20uRDiylDvORFa3kIGhq2SPtvtkB7dDEgVCHVF6LQeLHjt0tkhXJOSXG7MdvthEmN21toV1TQh9HDi%20nqiJp8Wn2UE3QKBQKBQKBQKBQKBQKBQKBQKBQQ1+wzEMhMHL7ZIF0daBW2XZsVmQbYl1VAJ0DUev%20XpUwI/jrjfGsAsPyaxNkrROG69KfRr1DpGSkndNptpD2IW0dU6D0q5OuVpoFAoFAoFAoFAoFAoKp%20esAW45QOSRsguVruARUgtjFG3utg1v7h9tJkSUQK4Wm9RJN20dfBKCw2uFJhQW40me/c3g13TZQs%20C8eqqqbkjNR2ungm0E/doOqgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgyjKvqTwPGM6LDLnEuXzFt5hhyU00wUYVkiBCSkr4ubRRxN3k19yLTjrcHLS%20ZXDkbkOxYBjLmRXpuQ9DB1tlGoggbxG6uibUcNoenivmqWrI5uMOUcf5HsT96sceXGix5BRDCaDY%20OKYgJqqI048m3RxPbWrEXCoITMM0xnDrK5esjnDAt7ZC33CQjInD+EAAEIzJfcieHXwRaZWTKWiS%20W5URmS2io2+2LoIXiiGiEmumvXrVswzLl9ailAoFAoFAoKvyFyJY8FtMe4XRqTLObJbhQYEFsXZT%2077vwg02RNovh++/9tOuFwscR834rL7jDkY3QEyjPbO42pJqoH2ycDcPgu0lT3LSo+tAoFAoFBTIv%20K2PSeTZfHTceWl7hx0luyCBr0qgoAegmjiubtHU/5uk1WzGPVc6IUCgzqTzvhEfk9vjlwZfzpwxZ%209UgNejF02u6Lamrvc3Kmg/xfxLpTjqXRotAoFAoK/ec9xaz5HasbmzUS+3olS3wAEjcIR13OFom0%20ATavUlTXRduqpSF2ysFAoFAoKZh/K2PZXleQ4zbo8tqfjTvZnOyAaFky7hN/hEDjhKmoL8QjSbZX%20lMXD7ZryXZsTulktD8Obc7xkDxM263W4GnHl2Iim4fdcZEWx16kpdPHwRVRNbhOmVtTw932UCgr+%20XZ7i2JDBS+TUjvXR8YlujCJG6+8aoiCAii9NSTUi0FNU1XqlJvg6ZRmf8rY9g9xsMC7R5b72QyPS%20QiiA0YgaEAauq440qDq6nwotJrcLZplc6IUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUH4x5Ux%20oMg59z2Krfcci2R2bHVNNwvRoLLjZD7ddyInTr1pNrfL941d+M8dWg8kXiNyBZ+MrS6AyWLvBlX6%20ewJKS7oVvJRFdvs7xkPX2pT+zfljpL/nZOG07z/1G/TTl0TD+AspyWU33mrbPfdFhF29xzsMC23u%200XTeZIOulXncSeOqcZmvl+efqlDEP2pnLta4yo+t/LSshu9IS7UPo13e3ou//Od2nX7Km25vs5/q%20eyG85dxPiWWW59tjFbgQOTLYehPpNMC7ehdv4WkF0C86a9Oi+xymKvC5laLbg+oe1cXxoUc4N/yy%204SACLcwVhqPb7cbQILhgYRO442uuiIB/bu+Fdct8fqnHGFbn8i8k8f8AK2NYxe8wh5rEvjgRbhDS%20HFgyIRvOAIGoxlUxXRxCHudCHXp4Ek463BZiZSPMXJ3J1g5jxzGMQNmS3doabbXJbb7ByHXHW0dd%20dQe+INoKGSAadBqcdbhrlpxl9f2cOFch8z45zTC4+5EnRLy1eo6vRZERptsGdAdcEmzBqMRIqtEB%20i4Kr4Kn2uLPLzdWX8m8q5fyVcMA4reh2xLEO+63yYIuIrg+U203tyRQd5oGiNKSki9UHWnGW5vRb%20pp1SPE/KOfNZ9N4w5IBh/IozJSYN4iiINyW08+hCIth8BagQgPQVQk3VZrL6JdLPVEZTyNzFmnJ9%200wri6VEs8THEVLldpYA4jjvwkJK41J2pv1ARBvXVFVV08JNdV5aaPbjjlPlO6c7TcNywmYUe3W9z%201VtjA0bByGkb0ktPK2j+x0T3iJH010WnHXKctMIR3KOaeXMnuVywArTabHikpyPa5s+Ow++49pop%20tOvR5ZA4QdfIgIgkiKq+NSbZXlpf4rtgPMl/ynijLLjOZC25hi7MxmYjQooI+yyZtOi253ETzCqE%20K6puFfYulXltmLwn5YrNLTyL9TmScWO5la7pBh26xjIKZKNhhZs9Gl3uGDSxzjoDI+VEFAVdF+Ja%20ctNWZro0QvqElRvp+i8iSoTJXuUpQmYfmSOcwXTa36a7u3o2riju19mvtpy9F4zPsp9xzr6mcBtV%20vzrMJNvu2NS3Gkm2NtpoH4zclUIUIm2WVExTyCvdcRFXzItXSXFTeZixc3805NbbzjWN4hcoNhTI%20ooTlya6Inp2m3F1aHUweAELboZG2Wm5Ph8amL/LHkun8c+aQ4gv3OjuQdjJJlqzPEJKEiZRZpEIm%20474Dr20Rr0xmmqbTTsqqKqKi6a1WX1tnIeXvfUxdsMdn78Zi25JLNv7LCbXeyye7uoCPL1MuinpU%2049WuemPX/wBZk3zNzFm94uz+PZlj2Hx4ckosKwXM47Mp5EVe2QLKjyO44fwLoYpu+6PismbMnLEu%20PJ+h+MblyDOxhtc9tIWnIWTVp1GXGXGnwREUXhRlx5AVddCFV8U1RERUStXDMWK73OJarVMucs0b%20iwWHJD5r4IDQqZL+4lZtw1Jmvxd+Urxd+K7zzQ3qGSDkKXaI8KbiCKy6oEifYLx6/oCr8ZPHj/0+%20Vvjxo/VT3JdqY4qTkEgVyF8tG4dgVRCIyBFRnX2F3F2fZTnonDViMLKfqyvuMpyLaZNv+TOKkmLi%20seMDr7zDZIKo2HZceIT2qqp6hDXrt08qVbMEudl85P5jzDFcBx9wLGETPslcGHHtLxg8DD/QXDTt%20mon5iHYil95N3gqVOU1xF47ZqqJnvPXGWR2BeTJ0C/Y5kEgIbj0RtsHIbhe3c0xF83m3KioaKgro%20qLV44twzdsqpzJbOTnfqWsrVru8Ri6y20LFJDgircWPtcRQfRWD3LvF1eon4p19047tctp5f6aby%20rynnWKQ8VwiyjHuXI+QMttPzFQVZbcUUaN8A0aHU3dxBuDYiCuo+yrdeWJsbTNV8eROcOL8qssXl%20CZByHHsheGME+CANlFc3bVVFBiJr8aEQkC6onlVFRacdbhLpMp/ljk3kN/kKDxjxssaLfJEdJc+8%20SxExjh8aIKGLgabB86q2aruTaiL1qTXPot0nd28WXXn6FmM3GeQYbV5tbbQvtZREBplkCcHUGx0C%20Kjo6gQkgtbwLqXlVFqzGEqq8DGbfNfLhttq8YSiIGhUUI1SS8qCikojqvh1XSpPjfHm1/Z8p2/Z8%20czXm23WS6cl5Bf7Vh13ho6zZ8fODbJTyx084xguLiuub3thF2wUty+xPAWyb9om759QN/ifT7beQ%20Y9uYS+3J1Ifb0MorTyOONm9t3Ie1UZVRFS6KqIqr7XPQ4zOfRW8Qy76j3rjBnW3Jse5FhKgOXGyW%202RAbkMxz0VTc3NQDaP2DqS6F8Q1eurKO+rGHmzme4W7HnMMwJLwN2KOaCpx56Ot9x11UaLUFUmvv%20GnRfL75x+TV+Pp/tZ+RM25fwiPxta7lfWHb3drg5HyGTFYjmzIb9S0gCPcjt7NGnduoAK/8ADV0v%20KFn42+OqW5Y5M5Df5Cg8Y8brGi3yRHSXPu8sRMY4a70QUMXAREAfOqtmvmTaiL1qTXPoXSd3bxZd%20efoWYzcZ5BhtXm1ttC+1lEQGmWQJwdQbHQIqOjqBCSC1vAupeVUWrMYSuXJHed5b2Q3yVkkLjnHL%20WqhZ48hi3zfVAOu16TIdcMWFcJRFOvt026pqWc6Zaxm4Tf07cm3nkHAfmd6bbG5wZJwZD7KbBfVs%20ANHVDwAiRzzInTXqmidE3yjDUKypQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQfm+xwWpv1gZbHd6tOW%20cgcH3iceKCp+4VSTMsa5f8+PNWPpxt92mZrkEC5Od1nCbTMskFVFNW1fluEqr/deU0/5PSrnPC3r%20ZEunKTpl7cI4hNy/6ZsxsEBN0+TPcOGCqg73mWo7oBquiJvINvX31ee08dThdVJsl04Rttli2HIe%20MrrO5EYIIkqEMmZHF99TQddBf7oOGK69sY/xdE6LrSYuyYxu136hMRjRPp3tkTHLLJtdst0tiYdq%20eU3X4rLguqfeXfIVNpvebU1RPfU53WZa4XS9vuq/KXJzuccZ4zcrTHukfBoU8LfmgNoIOqjTbCoJ%20dpw0JohcPYp6Jv266LtrXKflLdr+7PH446oPLJfFoZ7xvK49tRQcSg3JoZN+KNIZZffOU2ZNlKlC%20jrxMCOq71XahdOlTjn+RcYaVyZ/aw49/0P8A45NTjuvP4Tv+xn39r3Bf5uL+8mU47nL4zv8Ash51%205uXB/M2UZHe7RNnYZlZd1q5QwE1B8yV4W1UlbbQkNXB2EaKo+ZNacbpZTlM3KT4vG88mc4O8rfK5%20FrxS3w1iWZyUKAchdpM6poqiWm9xSUVIRXy661eMxLnqnK5xhCSMof4P5wyi6ZFbJkvHMuUpEGZD%20ECIjU+7tFDJsFUDcICHeiomhddUqcdsLzmbL48aPbjC8XXIfqpvV0udqfs5zLU4bVvkpo+3GVtgW%20VeFPgMw2kQ/dVdKcdqnO7ePNQGbDxrxvkV8sXLWHXC5kUk3bBdIjrzYvRtdE0QZEVsh00XcikSKq%20iXhUl0x1a5b56VtOBWvER4Ny6+Y9h8vD0u1rlq9HlyHpKSAbjuKy8yb5katqLnQtga+zciIta57Y%20P6/nO6N4i/sj3n/Qrz/8Spz2T+v5e6r2zBLxmH0g2uPZmDl3K2zpE9mI2mrjotyXgcAB+8WxxSQU%206rponWnLocOsVuyXf6erk7abLF4ru8/KH3AYukBmZLTYQovqCYT1RGagoqu0xbTTXcQ6VZi7bM7T%20VqX1CNWiyx8UiXrBUu3HNtY7Uqeyb5XCB5UZbabebdBG0TyfxpkDq6J0VEWpbm3LU20ZnwpabbL5%20kss3ihu/Bj8Mf/uWXeFYREbLcqtGsXRtRNBTYJKpKXVE8uta4+uzPLbTdpdk1/8AzMvunVflCaIv%20T/s8es8evjyb/s/58ebLM7l8alk16Y5Twy54vkZzXJEaTjKgLcqMu4UJwZzisHuIdyvMtjvXVV0X%20XWTZOTaPpGtGWW/A5xXcJMezSpfex2LMVe4MYh1IwFdNrbiqipoiIS6knjqu7truz1uNnb9V+WOW%20bi9y0xVX5hkcgLeyA/Ereu97RPtEUD/3qxZmyNzSWqhbPpTzwcZatK8n3CHbXmNj9kbZfWIKOpud%20Z7aTQbIVIl18nX3VqsxFcUwLpknEWfcOPqn5hsLrwwmzXaJfjKYiiqvh6lktV8EQkqcteMrU/Hlh%206Yp9SczCcCj4FLxmf+0G0AlugQ3WU9OZqSJH7oIYSNVE08gAu/poXm1S252ZkxumefMbzPNOOcRz%20KfjJpc7S4r97xps3Dc9K/tU9diA6OqNDvFE3NoS6r5VWpyxL6LxzeOOqo4e/9OWWZXarLjXGF3mO%20SFUrg/6ySnpETagu7UlmJNIa+czMNE8EJV21rjvlm3RafqDu6YbzlhGb3CHIesUKMrThxwQiUxJ7%20cAqagG9BdQtqklY43HL2b5a8Z3/Z1cyjezyHA+bsatkm6WmFFbenwhFFeaimivIZiG/b+E8aEXUR%20VE9la+PLVPlxxEFmGaO/ULf8bx3ELNPYsVrmDMvlzmtgAsovlRFVpx0E/DQ9qKe4l8E6a04THKcv%20JLdMdU3ykV34w5yj8pla37jic6GEO7PRkQjYLajPXcqCK+RtQ3KiEuo661ONxbnqvLWT0WvjLnq+%208iZ09FsWMvDgzTOjl6latPNSQHcQmoK8walvERaEtyJ51XTolk0SqTxUt6Tkvm5bGO68p6hbaK6d%20ZHef7SeZUT49PGsz43x5t8sfzmfKfZnmOSOOneOMkZu9ouF85oktzmJLMuNLmSm1UtPU+dDba7AJ%20uNwtHRVC9lXltozN9Wh4hKur/wBJMRmx4/Fy14XX2LhaZCOO7W/VmZkLLKg6TgookOwxIdUNPDre%20d2Tj1YzdY/G99nQQ4qtOSws3fkMnHtvcZOJHUB1cWO6JHL1Ax3IZmm1NSXTSmL0O7bvqjZvNstvH%20OQXFk5g2KWBXl9kVVO8nYNevwj3CaJB1VOtLyk5+iyX+FnXT7ozm3NbTmx8R5LaW32YM67O9puUI%20g8nalMNluECcHxD2EtJMcoX4Xx5pflQ7xxlzmxyodrfuOJz4Yw7u9GRCNglFGeu5UEV8rahuVEJd%20R11qcbi3PU5ayei08a89X/kTN5EXH8ZeHCWmFQr1L1adalAO5RNQV5g9ymAi0JbkTzqunRLJpUrH%20MNnYYGQ5UfLFpnXvlMZToWe0yY8md3kNokbZYYHeySbl1DuJsQNitrWcfjpu1y+Xo0n6LzFvj+9Q%20XF2TY13c9RGLyuN7mGhTeK9U6gSfqWt25kY6v0FWVKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQZDnOCc9JkMqfx7m7MS13Fzvv2y7ALqRnEAA2xnDjzV7ZbVLYmxBX361IteeIeG8k%20x3J7rm+b3lq9Zjdm/TuORhUWGmtya7VUGdykjYJojYoOmia1qYkwl1a7UCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUFNzvk62YrLhWePCk33KLohLbLDbx%20QnjRNU7rxkqCwwhdCcLw6roqCWhcdaq7/NOY48oTOQOPpeOY+ZC05eYk6PdgYMyQUKQ3GETba69T%2069dERFVasTC2ZFyFHtN+xG2R4wz4+WPuMszQeQRaAGe8LgogH3ENP7pKnXB0yt1BVeO86/ONtuU3%200Pofl9zl2zt93vb/AEh7O5rsb27/AN7ounvWnSXzOti1KqImq+FBlsnme9XadKjcc4fKzGLb3SYn%20XZZbFtgK4n3Yr8hC9Qorqh7UTTovVCRaLZjuk8K5ZC9X5zFMissnFcwaaWQlqlkDzL7KKqKcSW3o%202+goibtETrqia7SVLhHnMuWGrPfUxbHLNKyvLybR47XDIGmY7ZKm0pstz8OOhDqo6ovs103Iqxce%20aIHmu+WORHTkfC5eIW6Y6LMa8Ny490hNmuqfyt2Ps9OirtQVVF11XwQVWiNFvmQ2WxWWTe7tLbiW%20qI33n5RrqKB7NNNVJS1RBQeqr0SlWTLNmOXOTLu0Nxxji6bOsLyIUSZcLlEtkh0dE1P0jqOGgr9x%20d3mTrTHmmnRbcC5LsGaMTUgtSYF0tjnaulluLXp5sY11291rUvKaJqKoq/u6pQe/Guc/nXGfnfov%20l/8AKpMX0/d73+bPE1u37G/i266adKTaXzLpbPJ4zbOvyxcsZheh9X+YrmFs7nd7XY3gR9zTYe/T%20b8OqfppNbgu2VqoFAoPjNmxYMN+bLdFiJGbJ6Q8a6CDYIpERL7kRNaVZMsiXnvJjgHk8Xj64SOPg%20XufmBJTAyiij0KSNtJO6oa6qi79NnmVU9ieuib7NZtV0gXa2RbnbnhkQJrQSIr4+BtuChCSa+9Fp%20YRXOQ+Q4mHQ4YBCeu99uzqxbJZIuiOyX0HVdSXVG2w++4qLtT2LTrhemUNi3LF3kZTHxXNcWfxG9%20XFs3rMhSmZ8aWLSauAMhhBEXRTzbNPDrqmqa2RHnKeV7rGyeRi2F4u/l19tzbb13AJLMCLFB1NWw%20OS+hCrpJoqN6fD116KlRbElx7yVHysbnCnW16wZHYnBavVmlkJkypopA426OgutGiLtPRNf0aKt6%20ZRVV5wyq6BJuuGYBNyLE4huNle/WMRDf7BKjpxIhibsgNE8ij1JfLoipU7rZ5LDc+XbMHE7/ACPZ%2045XGA1H74QnDSO5uRxGjacJEeQDAtULovVP105aHGZSnG3IFnz3EYeR2z8MX0UJURSQzjyA/jGTX%20Qddvii6JqKovtq2YZlekbO+/yVPwn0O30VsaunzDu67+66rfa7Wzpppru3/qqTWW+S3o9uNc5/Ou%20M/O/RfL/AOVSYvp+73v82eJrdv2N/Ft1006Um0vmXS2eTxm2dfli5YzC9D6v8xXMLZ3O72uxvAj7%20mmw9+m34dU/TSa3BdsrVQKBQKBQKBQKBQVS28nYfOyydiRSihZDCNQ+XzQKOb4+KORlPQXgLRVTa%20uunXTSgtdBGZNkloxmwTr7eHuxbre0rshzTVdE6IIp7SIlQRT2rUtwsmWZjzrksBuLecpwGdYcKm%20uADV/OWxIdaB4tGHZcIBR1gS1TfuJdvh5l011J0qdmvCQmKGKoQkiKJJ1RUX21BSM/5MPHLlAx+x%202Z7JcuuYk9DszDoRxGO2SIb8iQ4hAy34oKqnUunTxp1Xpl88E5Qk32+TMXyOxP4tlkNlJa2t55uU%2029FJdqPR5LSCDqCS6HonRenXrpcaIi7nzDkcy93K24DhcjLmbK8UW7XFZse3RgkiiKTLBvoffIOq%20HpptXTxRUWp6rYn8S5SxzIcQm5K4jtpZtKvN3yHNHY9CeipueB0U1+FOqe9PYi9KXTVJLspp875a%20ls/NIcc3EsC2o/8AO/Vxkmek8FkfLf4zb9749Nnm10p3XHk0mTmeMRsT/Nsie21jyxhmJPLXYrLg%20oQKiIm5VLciIKJqq9NNaXRJqoDfLvJl0jpc8Z4unT7A8PciTJ1xiW6S6CJ1P0biOOIK/c6+ZNFTx%20ptuunRccA5FsOb26RKtoSIkuC8Ua52qc32JkV8fuPNalpr4oqKvu8UVEtiLQq6Iq+6oKtxrnP51x%20n536L5f/ACqTF9P3e9/mzxNbt+xv4tuumnSk2l8y6WzyeM2zr8sXLGYXofV/mK5hbO53e12N4Efc%2002Hv02/Dqn6aTW4LtlaqDNM/5vtGEZ/YMXu8PbAvbe9y8q9tGMpGrYb2lBdQ3Im4t6bU6+ynHW4W%20zEy0SbKSNBkSkHejDRu7ddN2wVLTXr46VLcQkyqeMcn2e58ZRc/vAhZLa7HKTJBxxXkaETUNN6AC%20mpKPREDVVXRE1rXKYTjqrLHLnJl3aG44xxdNnWF5EKJMuFyiWyQ6Oian6R1HDQV+4u7zJ1qY8zTo%20t2A8lWDNWZgwWpNvulsc7N0stxa9PNjGuu3utal5TRNRVFX93VKC10CgUCgjMmyS0YzYJ19vD3Yt%201vaV2Q5pquidEEU9pESoIp7VqW4WTLMx51yWA3FvOU4DOsOFTXABq/nLYkOtA8WjDsuEAo6wJapv%203Eu3w8y6a6k6VOzXhITFDFUISRFEk6oqL7agoOd8qvWLIImKY5YZGU5dLZ9V8sYdCM0zGRdO7IlO%20IQNIqpoOqdV6KqajqXGjqwXkksguczHr3Zn8ay23NBIl2eQ42+JMOEqA9GkteR9vwQiRE2l5auNM%20omc2zCz4djE/IrseyHBbU1BFTc4a9G2g1+8ZKgpWbcLJl8cDzAcrwi15QUX0I3GP6govc7vbRFVN%20O5tb3fD47UrXKYZ43LP7LzDy1f7Yzd7Fxas60S9xwpi32EyrraEoofbcbEx109tTF6rcdGjXrLrb%20juJnkeTqlpjx2AdnNKXeVpw0ROyJAn4hby2JtTqtOWhNWKF9Wd2dYcvMDje7ycPA11v6mYgjIltc%20MkCO4whCuqbe/pr03JTudmp2jlfHL9xzOzmwbpkOFFfkOQ3fwXhdjNK4cd3o4gF4Jqm5OuqapS6R%20eMzcPfiXkT9oOFRsm+X/ACz1DrzXpO96jb2TUNe5sa1101+GrYzKjLDy7825gvvHXyns/JYySfmn%20qN/d1FktvY7Q7f4/x7i+H20kzMrWiVAoFAoPjNmxYMN+bLdFiJGbJ6Q8a6CDYIpERL7kRNaVZMsi%20XnvJjgHk8Xj64SOPgXufmBJTAyiij0KSNtJO6oa6qi79NnmVU9ieuib7NZtV0gXa2RbnbnhkQJrQ%20SIr4+BtuChCSa+9FpYRXOQ+Q4mHQ4YBCeu99uzqxbJZIuiOyX0HVdSXVG2w++4qLtT2LTrhemUNi%203LF3kZTHxXNcWfxG9XFs3rMhSmZ8aWLSauAMhhBEXRTzbNPDrqmqa2RH1yvlO4w8iexfDsbey7Io%20TYSLpGbkswY0Rp1PJ3ZT6KHdPootonVNV16VmLh38d8kMZa3c4ky3PWLIrE6jF7s0khcJgzTcBg8%20OgutGKaiaImvu00VdWaZRWJPNuST0lXLC8Fl5NisE3G5F8GYxEV0mFVHlhxXBN2QIonlUdNxainh%20WZeq2dOqeuvLlmb4ne5Hs0crlbwjJJaiGfpzVe4jZtmW13YQFqi6Iqap099XnocZldIEr1cGPK27%20PUNA7s1103ihaa9NdNatmKzLmK5Fzrv8lzsI9Dt9FbGrn8w7uu7uuq32+1s6aaa7t/6qk1lvkt6L%20VQUHMuWGrPfUxbHLNKyvLybR47XDIGmY7ZKm0pstz8OOhDqo6ovs103Iqlx5ogea75Y5EdOR8Ll4%20hbpjosxrw3Lj3SE2a6p/K3Y+z06Ku1BVUXXVfBBVaI1QSEhQhVCEk1Ek6oqL7UoPNAoFBmV75eyB%203IrhZMDw9/Lzspdq9TfWsW+My+qIqMNuPiaPOCmu8R029PH2SLZhZ+Ps+tebWMrlCZehSYzxxLnb%20JQ7JEWU1p3GXR96a6ovu9y6omrEdeZ5hZMOxuZkN6cIIEMUUhbHe44ZKgg22OqamZKiJ1RPeqJ1q%20LJlQYnNuRwvSXDM8Em4xi9wcbZi3s5TEpWifJEZWbGBG3YoEi+Yj12loPtqyZ06pWrm42DZOGSC2%20KKRGq6Igomqqq+6oKPxhyza+Qn8gW1Rlbt1lmDEjTVc3eqFRVe6gbR2Cqp5U1XVOvTwq40yluuEV%20euVM7/N15sGI4IuStWMmG5s75rGgojshlHkDtvtrroJewlqNVcsOu+T3SzrKyWwflu4o4Q/L/Vsz%20vw0RNrneZQQ83Xp7KtRSpPM96u06VG45w+VmMW3ukxOuyy2LbAVxPuxX5CF6hRXVD2omnReqEi1F%20sx3SeFcsher85imRWWTiuYNNLIS1SyB5l9lFVFOJLb0bfQURN2iJ11RNdpKlwjzmXLDVnvqYtjlm%20lZXl5No8drhkDTMdslTaU2W5+HHQh1UdUX2a6bkVYuPNEDzXfLHIjpyPhcvELdMdFmNeG5ce6Qmz%20XVP5W7H2enRV2oKqi66r4IKrRGqCQkKEKoQkmoknVFRfalB5oFBlHGIDO5c5Nu0pN06PKhW2Pu6q%203Faj7kQfagmS7l99OPx97/g5X8seUaddLZAuttlWy4MjJgTWjYlRz12m24KiQrpovVFpYSsY5kZk%2043kHFkfFbKNwdtkyQza7ID4RRMW4mwW0fd3CG0Oupe6pn8varj8feJv9onO3+6P/AP0Vv/gVUcH0%2073ZqJgOQ3S+K1aAC/wBzenpIebRqMSuCpib6qIKgEu3d4LVunHj2+6db3WblLKIzvDeTXvHpzM5k%20rdJSNOhug831RWjIHG1IV2ar4L7Kxz2b4bprja1wrXx/jsCEIjGZt0bZt00JSaEiLp7SJVJV99de%20fyrnw2SFwxiwXC8229zYTb91s/d+Wyi13s98dju3RdF3CntrDTPfp4abk4/kGQuqp3S+X64PTnC+%20Mey8rTTXVVVBAB6Iq9NacfjOxy+VaBltot94xe62u4gLkKZEeafEvDaQL1/V4otZ5bNcd358tdwl%20ZLx7wnaLwZlDuF0T1u/VUeC2I56dtxV6Eh7B6KnWul+c7Z98Mbcb3w/TNZVk2TCNs+onEZUIdrt/%20tVxiXZB8DaiCLzBmnvEl0Rf1VeE37HLopPDOYcp2zDnYmPcffmG1jcrgrdz+cQ4W8ikmpD2XhI02%20r019tZ4/Gdl5fK93RmuUci3fMuO2cown8rxG8hZNiV80i3Duuds07exgRIfLqu5a1w+XtWeW3vH6%20HqK/O/O3Kvr8aes35PyeJ6a6w1+Yyrb24Tnppgr+E93F3d3bo1082qU43WX1OU0s9GrYRyT+a50i%20J+VshsPYa7vqL3A9GyfmQdjZ9xzcfXXT3VcCL+omXIi8L5S4xu3nFFotvRdjroNn4ezaS6/ZWOTX%20Df8AX6LVZrdEbwiDbRD+SDbWo6N/9GjCBp+5W/7NbWOF0ilfTM66fC9hFwiLtLKaBTXVdjcp0RT9%20CInSryv0WzFsc191lfUxjDDwkrMDH5sqKq/CjrrvaNUTTx2eP6qzx3vb7ry2ne/R559FW5XHs1rc%20MljK4ANmCohbXkMXB6+wkTrV4/L9TGlXR2DhOEM3/KXkbtbU40m3ye444SGYDsFdpkei9dog2nVf%20BNam0wYzVE4nt0vL8gyrka5wTh2bKWGbfY4T3kectrIKKvuoGmnfVdR666eC6aKq8Z/HHmW6yzos%20GVZRh3EeEw7fBirrp6PHLAwRvSJL5r5W296uOKm8/MS66a+1VRFW2nHj+jPr7ht0xL6V77brxtS8%20yWnJ9yBtUUAflSRcJtNvl8iKgrp01TpU/sxJJOmPqvDW2+efo6JILxNlNszGMKt4JlbcaNlLAJ+H%20CnKCIzORE6CBqujn6/FVFK31sYnxlWK1kJfUlfCFUISxiIoknVFRZJdUqcdr3n0OW87KPwzmHKds%20w52Jj3H35htY3K4K3c/nEOFvIpJqQ9l4SNNq9NfbWePxnZrl8r3dGa5RyLd8y47ZyjCfyvEbyFk2%20JXzSLcO652zTt7GBEh8uq7lrXD5e1Z5be8brFyfGpd3kWaJdoci8REUpVtakNHJaRFRFVxkSUx03%20J4p7akVXc35AvWN3FiJAw+7ZE08yjpS7cAE2BKRD2y3Knm0HX9dBXf21ZX/uwyT/AAbX8Kgftqyv%20/dhkn+Da/hUD9tWV/wC7DJP8G1/CoH7asr/3YZJ/g2v4VA/bVlf+7DJP8G1/CoH7asr/AN2GSf4N%20r+FQP21ZX/uwyT/BtfwqCuZtk45rbkhZBxDkUjt+aLLBtpuTHPxQ2XhLeC6oi+5fai0FR43525Ds%202brglws90yWGBoEduSLa3uK2qJ/nBAXacQNfMTiivtUk+Gg0z6kyN7DLJAIS9NcsgtkaYCL/AM0T%20qkqFpqnxCn66cflO6/8APLstfMEVmRxVljDo6t/Kpa6e5QZIhX9SilTlsvDd9+KpD0jjPFX3yInn%20LTDUyNdSVewHVV61vnvWJsp2K6yvqPzZ98S7kC0W2LFIvBGndXT29PBTT92s8dr3+zXLp2+7zyAK%20s88cZSWtwuvt3aM8oqibmkjoaIXvRC61eO97FmnustymcfcSYhOuJilstPfdlGyJm66/LkLuUGkd%20MiI3FToOuiePQUWs7STyJM1WOLcAfu2KZPOzW3dlc+muXCVZlM2zZhmiIwy4TXbIXNqaloqL79F1%20SreMxjxlM65js5azK341jbODY/H9blV+irbMfsjOhkDZNq133t+u1loUVdT8dPchKi/lcebXCfx1%208lWzLFPkWO8RYDLNHoKXiG1cyTVWnjjNE7sXciagbqqqIvurWc8/a/4jG3G+N28VlUOzYsXslxu+%20ShHYgzLiDbl5uRlsQwigqAThEuwUANdV6fbQ3eLLmWIX9x5mxXy33Z5kN7zcGUxJIBXohEjRGqJr%2076DCeGcw5TtmHOxMe4+/MNrG5XBW7n84hwt5FJNSHsvCRptXpr7anH4zsvL5Xu6M1yjkW75lx2zl%20GE/leI3kLJsSvmkW4d1ztmnb2MCJD5dV3LWuHy9qzy2942KXybxtDlOxJeWWaPKjmTb8d24RQcAx%20XQhMCcQhJF6Ki1FZxn+M2XK+cbZY7q0Mi3XHFprZ6aKqayBUXAXroQroQr76kmt7T6tW6Tvfo6eN%20Mnu8C337jHK3VPJMZiOrAln09falBRYkDr4kCaAf6tVVd1Odzxt6pJjlJ0USwtt3LjfhLHpar8su%20V1V6aH3HfRq6620eq6KJn7FTrXS/OdvtGJ8b3+79PVhpk+SCNs+ovEJUIdrt/tdwiXZB8DaiILzB%20mnvEl0Rf1VeE37HLo0RnK8XfvTliZvEF29tIqu2sJLJSgREQl3MIXcTQVReo1IJSg/O/O3Kvr8ae%20s35PyeJ6a6w1+Yyrb24Tnppgr+E93F3d3bo1082qU43WX1OU0s9GrYRyT+a50iJ+VshsPYa7vqL3%20A9GyfmQdjZ9xzcfXXT3VcCr/AFKKTuG2WASEUW45BbI0xB8FaJ1SVC6L03Cn66nH5Tuv/PLstXME%20VmRxVljDo6t/Kpa6e5QZIhX9SilTlsvDd9+KpD0jjPFX3yInnLTDUyNdSVewHVV61vnvWJszrIch%20g8Zc0XXKcnYkBi+VwYsdm/NtG+1EkxEJFjui0hmKOiiEOg9V8E0QlHPHq1dcXyccXNByf6hsSu1p%20jSGcek2idHg3J9so/rwQUecJtlxBe7IEQbSMU3Frt6JrV48d76fdnldu/wBkzf1XkC8XycaC5h2G%20My2YILoQTbyLBI4/46KENC2B/wBIqr91Kxz+NvpcN8d5P1/Z9eN2r299M9vZsTSv3l6yPt25pCAF%20J80cFvzOKIJ5l8SWt/2zP6T6Mf1XH636ouyYbzzjeFQJjGVQIxWW3NqmGpbGnIq+maRFYOcLhSFM%200HUjDpv+Hy058sW3fx4wvGZ02Ub6l8zazDjjj6bF3RrXkMr1MhslRe2YgjagS6jr21cNPd0191Jx%20/OTx0WX8LfHV+n4VugxbWxbmGQCCyyMdphETYjQigICD4abelS67pFLyHDMWxLifKLbjlsZtkNbX%20OMwZHzGaxz8zhkpGZezUlXp08KnK6N/1/Kd2AcHcy53i/HsSz2fjW6ZLBaefMLtEWQjRq44pEKdu%20JIHUF6L561XOJjgvILnkP1LZVebpZ3rBPl2xSftEnf3mFH0oIh722S8wihdQTxq8fjVu79NSrxaI%20k6JAlTo8efPU0gxHXQB59W03GjTZKhHtTqu1OlZHXQfnfnblX1+NPWb8n5PE9NdYa/MZVt7cJz00%20wV/Ce7i7u7t0a6ebVKcbrL6nKaWejVsI5J/Nc6RE/K2Q2HsNd31F7gejZPzIOxs+45uPrrp7quBF%20/UTLkReF8pcY3bzii0W3oux10Gz8PZtJdfsrHJrhv+v0WqzW6I3hEG2iH8kG2tR0b/6NGEDT9yt/%202a2scLpFK+mZ10+F7CLhEXaWU0Cmuq7G5Toin6EROlXlfotmLY5r7rK+pjGGHhJWYGPzZUVV+FHX%20Xe0aomnjs8f1Vnjve33XltO9+jzz6KtyuPZrW4ZLGVwAbMFRC2vIYuD19hInWrx+X6mNKpfG2Q8j%20T8g5Bawu1wXLu5kUorhe74bowQZZVGI8VsY2r7rm0CL2CCe/clST8YXGU9Kzme3j/IkS/WSFZ+R7%20NZnHpk+3pq1PiqwfYkMPGKPqAFqmw1Xavt11RJZmaLNLMuLjO68yu8bY6eEWKzRsfhQGmxavbkgZ%2008wBFedYGN+EyDrm9G1dLVfjXRFrfLdiTR9syyPH8g+mbIrhZbUFiDtutT7ODYNrGmhJFJDZI2IC%20pb+u7ailrqqIvSufOaTy0+rpx3vv9EtaOQecQtUIGeJ+60LDSNu/mC3jvFARELaoapqnXSt8t3Pj%20sjOPb1klx58v87KLEmMTgx2OhQSmMzURoZKqjqvsoIJr16ezSnH43vPoXedmwWTJ8avzTr1iu0O7%20NMKgvOQZDUkQJU1QSVojRFVPfUVnn08NNycfyDIXVU7pfL9cHpzhfGPZeVpprqqqggA9EVemtOPx%20nY5fKtAy20W+8YvdbXcQFyFMiPNPiXhtIF6/q8UWs8tmuO6p/T9dJ1z4cxeVOIjkJFVjeeqkQMOG%20y2qqvj5ASuvPdjicjcnfl5yXZ/ynkd47kMj+Y2q3+phj3BIdpPdwNFHTUunRK5XWVqbxSeA+UdmF%20YnjP5RyUvwgjfOxt2ts8xl+L6nufxaa9S211ut9vsxx0njzbuaqgqqeKIulYaZP9MqK5xzInuISS%207jeLjJlqfUldKQoruXROugJSfGdl5fK9zjQVY5r5Tit7kjk5apOzVNiOuxi3qie8tOtWfH3pyms7%20JDn7Hrvd8IYk2qG5c5VjuMS7LamupymormrjIonUlUFVUREVV06JrUmllOlnnFD5R5vxLN+J7/bs%20RYl3W4uQ0O5xjjOsDbmU/EdclPOiLKKCNqIi2ZKR9B18anKZJcVZbldLllVnxbjy3yCR+7WqLOyy%204CXnYtfbBDbQkVFR2YerYr7B3LW+czyvlKzwuOM8/Gr6cJQokHMuTIcNkI8SNeGGmGG0QQAAjIgi%20KJ4IiJWeNzx//XIs/L2iMx/AOcXrplMxrIo+Fs3G9SZkfbBi3STKYIQbZJ0jdVtsAbaFAFE3fFu9%20lJtGrdX0u/IeRyuJOQ4N07Y5bijUi3TpMRCBp1HGtWpbYlqobmz1UfYqLp00rPO545xvp+68dOWP%20Jo/G1rhWvj/HYEIRGMzbo2zbpoSk0JEXT2kSqSr7668/lXPhskLhjFguF5tt7mwm37rZ+78tlFrv%20Z747Hdui6LuFPbWGme/Tw03Jx/IMhdVTul8v1wenOF8Y9l5WmmuqqqCAD0RV6a04/Gdjl8q0DLbR%20b7xi91tdxAXIUyI80+JeG0gXr+rxRazy2a47qPwpl0Vrg/GrzktwZgMtxvTuTZzwMt7WnSYa3OOq%20I6kIDpqvWunPfx5McZo0a33G33KE1Ot0pqbCkDvYlRzF1pwfDUDBVEk/QtZV0UGVZVZsxw7PJed4%20nafn1qvTDTWV2Rk0CZuiIqNzIiGu100a8qtJ1JdETx1FL0W6uC98o59llufsOE4LfbXdZwKy5d8i%20jDbYkRlzQDfElNxXTDdqgD1+9oWm1WMkuH0v+GXi2X/iSCx668s2KU+NxurguvqielUe6+559gkf%20Qdy6exKuc8s+lTH449Y2CoMm4dw81sF1C/2t5p6NlFxuduYmC6whF3F7D+xdqOD5twKokmuhJ1RF%20q/8APHt+51vd3Yzbm7tec8x7Jojce43gI71xt8Q1dhrDkxlituNPkLLjjhenNHDJpvqiIiKiISzG%20njx4q5xcoLHctz/jW2M4rk+JXbJLfbhSNYr/AI4wk5ZEVpEQElR94GwYAojqvxLrprpuK25TDusz%20vIOf5var/Mtk/D8KsXcfhw5Z+nuNxkmit/ymOBKrTIaL5D+Lx8yF5U01Lth8n4eacY5ReLnZ7LJy%20jBb9IK4zLfb9pXG3THVRHiYjkorIbeJUXaK+XqvTTUpLphbrq+V8zjkTkC2vY5h+I3bG254rGuuQ%20ZIwMFIkd1FQijMbzckOEKEnl+FdNfHVJeOexLjXqn8p4kCTx1aMaxuX8uumMFGk45cHERdsqImgk%209tTqjupIeie3XRfCtW65TjjZFsc15VbWhg5NxtkqXxpESStmiBcYBqqIqG1JBwR0LxUeu3wVVVKh%20jDqwbFszu2aSeQs4iN2qcMUrdYMdadCR6OMR7nHXng1A3nVT7ngPj7kTTPnS3PaPt9P1pulr499L%20c4b8GV8yuDnYktmy5sclGQFtNBXQhXVF9tTj8Z2Xl8r3eOXrTdZ9/wCPHYMJ+W1CyFp+YbDRuCyy%20jRorjqiioAar8RdK1x+XtU5be8aVUFY5Fwr85Y6Nm9Z6DbLiy+/2u9/mrwvbNu9v4tmmuvSk0svk%20lmZZ5rPRUFneLM5Xh14x140bG5xXGAdVNUBwk/DPRP3poi1LMrxuKyiJyJyXbsQDCCwG8v5rGjDa%202bk20JWUyRtGwlLPUkFB2edU0+LyqqezXL8vTKcfxXbHoicXcaWG0Lbp98dhCzEkN2eP6lxXniUn%20XtiqGjSGSqpexKtuakmiN5UsOQwcpx3kbHbcd4lY+EiNdrQwukmRAkD5lYRfjcaLUhBOpa6VmXF7%20tXWdkR6rI+Us3xqQuMXPHMTxaUt0lPX1hIkmTNEFFhpmPuNVAN25T108U6LpreOmqXbCpZvfbtkH%20KMn844ZlV2wnHXtths9stTj0WZJDUTlyjM2kdHXXtimoqPj03Ic43r1avk1jH+VSvMO6utYbktsK%201RDlNs3O3LGWSoIujEZBNxTcXToKJS7ZZm+GO4Fldxi5FKzfOsCzK8ZvJUm4psWYyhW6LqqAxCFx%20wFTUV8xqOvVU9pKVziLblo3JF1uOccF5E7bcevEKdJaVlizz4ZNTzUHQXUY4K6SoqdU0rPOaePNe%20F18eS8zMYtuQ4QmPXqP3IU2C3HlMmmhCvbRNU16iYEmqL4oqVrnraxwuJGN8H4hn+Pcq3yFkrD78%20G02dq02i9qyYMSYrLyHHRHdNhGjZ6KKLqmmi+GtWXMud8xeU1nkvX0/Wm6Wvj30tzhvwZXzK4Odi%20S2bLmxyUZAW00FdCFdUX21jj8Z2Xl8r3evMFoulwv3HrkGHIlNQ8gafmuMNm4jLKNGiuOECLsFFX%204l0Stcfl7VOW3vHjLrYxjsnEGWYDMPELVdI6hMYdN2aMyWrkdsTB0R0acdkJ3nu8bhblRQ6qVJv4%208vH+C6y+OrTKgUCgUCgUCgUGYZHZ+Wszvc20LKTC8LjuKyU2G4D12uIJ95ox1CK2Wv8Ay006oqLp%20QW/C8BxLC7Z8vx23tw2i6vupqb7xfv3nS1M16+1ens0oIrmHCJmZYJMtVuMWruybU21OOLoKSoxo%204CKvsQ9FDX2a60ziy+SzyvVn+UZxyBneLv4LBwS82e/XYPQXi53FlGrVFaVdkp1mXu/lCaa7EFE3%20Iuqa+CsZSXDUCuEfE4+OY9HtVxuEd5G7c1Jgx+8zGBlsQF2WaEPab0+9otW3NSTEUrNYOQ4byYPI%20tossrILRcoA2zIbdbR7s5sm3EJiSyxqne/eEKL0TrUlxmebV1x6PTGG8jznk2JnVysM3HsexyE/E%20ssS6tozPkSZWiPvFH1JWwEB2p183RUVeqJZpm+aXXDPoOVXW6chScwz3A8wuhW18gxG0xbO4cKEw%20i+WQSOG3vknoiqqjoi9U10HYl09WuXl0axI5Wu83BL9fbNh1/j3a2gjcC1XO3G0/Ied6ATbLZOG4%202BLqap7Kl2TjuzLjDLBxZZV9vuBZxes6vHnvV8OyqvjoqR4yK6PbYDRERERNdE6IiCI23pEty1LN%20MflcjYDAnWxh+x5BFeZu9hC6tKw9GmRjVQGS0KmooaaiXj0XXRabUl0QzPNuVW6MkPI+NcmS/sjp%20JS0RBn28j01EmpYOabS6KqaLs8NV0qdjDlgYRydktoyu7ZKTdruuTg1BhY0co3YcKA2aIfdJjcJv%20uN7vMKf/ALdVQbNP1yfsutsvt/gZRGxa/vQ50ifCkToMy3xnYYCEQ2mnGnGXX5iqv8oEhNHPem3p%20qsEL9P1pulr499Lc4b8GV8yuDnYktmy5sclGQFtNBXQhXVF9tTj8Z2Xl8r3eOXrTdZ9/48dgwn5b%20ULIWn5hsNG4LLKNGiuOqKKgBqvxF0rXH5e1Tlt7x35m0OR5lZMPc0O1sgV7vrKr0dajmgQ2CRPET%20kLvJF6KjelJvny8ePZenfxXBc7TdD+oGyXQIT5WtmwS2HZwtGscHSkCotk6ibEJU6oOutZ473sct%20p3+zj52wC8XSBGzHEg0zXHAcWKIBvKXEcFRfikKdT1AiUE9+qJ1LWlWeSGxfjS+3rgDF7UKu2HLr%20IQ3G0uS2jaOPNYecUEebMd6AYkol5fBddF8F3zuss9Poxw2xUsxzXlVtaGDk3G2SpfGkRJK2aIFx%20gGqoiobUkHBHQvFR67fBVVUrK4w6sGxXM7vmknkHOIrdonJFK22DH2XQkLCjEe5x154NQN51U+74%20D4+5E0z50tz2jmdsNoelWLB8Tb9V+Wrmzc75fnNhlFdbNXnBN1BHuTJikouCHUQJVPRFFCvG9ek/%200cvr4/01ioKxyLhX5yx0bN6z0G2XFl9/td7/ADV4Xtm3e38WzTXXpSaWXySzMs81noqlcw4RMzLB%20Jlqtxi1d2Tam2pxxdBSVGNHARV9iHooa+zXWmcWXyWeV6s/yjOOQM7xd/BYOCXmz367B6C8XO4so%201aorSrslOsy938oTTXYgom5F1TXwVjKS4agVwj4nHxzHo9quNwjvI3bmpMGP3mYwMtiAuyzQh7Te%20n3tFq25qSYivZrk+fYnmDV2btM7JMGlQ0Yet1oYbfnxJwmqo8jfkccbcDQV8+g6a9Om6StYRuIWj%20JcyzyTn1+tMjHbWxbnLTjltlqgXDY8e5+W82mvYJfhEFVV/Voqsb+v0S3b0Rkn6cINoxmXDs2aZi%203HYjPrGtbNzEWCJRIu32G2BRUMl6onjrWed0rXHd9eI8CzCycKqxbbtc4GVXGFviRruqG1b5Ibtj%20bMZ9pey2S/GJCvvrfP0Y4er6Fyrnlwsp40XH1+azORGKG5KdjtDZhkqCibyz0c7atJ1Pyj1+FKnK%20Z2Xjcbvjm30/fOeFLPhUGSA3vHm23oEslVGjkoK98SXRSEHVMtPcu33U53XMOO2KrDHM31CW2zhj%20UnjKbKyZgBhpfRF44ZO9BB4kbaNgumm4kkIGuq9E6UtzsTRcMXxjk+FwhkEHNbg/ecknQJyx4SbJ%20DrKOsnsjo40ik84pl++JE6CPRKctmv67+Ut83R9MNlvFm4it8C8QJFtnBIlEcWW0bDqITxKKqDiC%20SIqeHSrejE6q3idjvlv+qDNsinW6VGsDlt/CuzrDgRD2NxVJAfIUbJU7ZeC+xfdSXHGrdapQZvas%20j5zwfN5d/iJDmSZ0eFa1ks//AC+E0wTcZZIoX4T0pwyPQuvUR9lTjNV5WY7P1hRFY5Fwr85Y6Nm9%20Z6DbLiy+/wBrvf5q8L2zbvb+LZprr0pNLL5JZmWeaz0VBZ3izOV4deMdeNGxucVxgHVTVAcJPwz0%20T96aItSzK8bisoicicl27EAwgsBvL+axow2tm5NtCVlMkbRsJSz1JBQdnnVNPi8qqns1y/L0ynH8%20V2x6InF3GlhtC26ffHYQsxJDdnj+pcV54lJ17Yqho0hkqqXsSrbmpJojeVLDkMHKcd5Gx23HeJWP%20hIjXa0MLpJkQJA+ZWEX43Gi1IQTqWulZlxe7V1nZEeqyPlLN8akLjFzxzE8WlLdJT19YSJJkzRBR%20YaZj7jVQDduU9dPFOi6a3jpql2w8tOZFxXl+TSQxq55HiOTzEucV2xshLlxpzo6SGno+5s+2Wzcj%20nwp0TxWpNsLddXVi2I3fMb9lmXZHbJFjgZHbAsdqtcraM0YO0lcekNipo24Zn0BV1HTr7KY0s8zO%20svkjsRzbNsAx2FhF6we93i62oPR2y52eOEi3So4ErcVx2R3BSOqoiIaGmop5l8dKtuUxhzXTjzJ7%20T9OWR2mRFOZlF5J+5TYEISkEkmXIF0mWhbQlPtjoi7deqLp0rPOaSeWPq1x3t88/RtVlbcbs0Btw%20VBwI7QmBJoqKgIioqL4Kla5b1jjsym94Wt75kyIrwxKj4xKx6E3IuAirUZz08zvOxyfMVbUSAdHR%20112Kvh41JcS584t3narDiiBkOduZhaowxsbj235VBmoKAty1eFzutjohenY2KLRF8W4lDy6KVm19%20T7IF+HmnGOUXi52eyycowW/SCuMy32/aVxt0x1UR4mI5KKyG3iVF2ivl6r001KS6YW66vlfM45E5%20Atr2OYfiN2xtueKxrrkGSMDBSJHdRUIozG83JDhChJ5fhXTXx1SXjnsS416tQxbHYGNY5bbBb9fR%202yO3GZItNxI2Om4tERNxL1X7a1blmR3To3qoUiNu2d9s2t+mum8VHXTprprWbMxqXFQvH+J/lDDL%20TjXqvXfK2EY9X2+13NCVd3b3ObfH98ta5XLPGYWCorD7Hccj4iuN8sT2J3jIsbuM9+6WCfYY/rSb%20GQqE5Gkt7gVrtl8JKvm9nhSXTHkt3z5rHxZZMitcTKc4ya3HGvmTSFuBWWPo++zFjNbI0fppveUU%20Xp71ROi6pVukxum9S+QXXNb/AMcFdsKjyLLkbohIh267sNsSFRp1FcjvNu9wGydbEhFVXpqi6p40%20ulJqomU5Nm3KNl/JFsw28Y6NxJsMiu96ZSLGjxgMSeGKWpLJI9qgO1E9/h1SYl7LnHdPz/p9sr99%20nXm35Vk1ifuKMjIYtNwCKyoxmkZaHajJEqAA9NxLpTKK/wAL8X3Wxcg5fcZl0yEo8Wf2oPzB81Yu%20TZsaLJf3NikkwXoJivSnG/j71OXy/RLM8j5/h0u4WjL8XvuUKkp12z3ywQmZbb0Iy1aB8GVYRl1t%20PIqKOq+P2qm3qt39ElgnH8yVa8vnZdDGNLzqQ45NtYuI4seGrPYZYMw8quI3qpKPtWmNMGdcoHHc%20tz/jW2M4rk+JXbJLfbhSNYr/AI4wk5ZEVpEQElR94GwYAojqvxLrprpuK25MO6zO8g5/m9qv8y2T%208Pwqxdx+HDln6e43GSaK3/KY4EqtMhovkP4vHzIXlTTUu2Hyfh5pxjlF4udnssnKMFv0grjMt9v2%20lcbdMdVEeJiOSisht4lRdor5eq9NNSkumFuur5XzOOROQLa9jmH4jdsbbnisa65BkjAwUiR3UVCK%20MxvNyQ4QoSeX4V018dUl457EuNeq0ScXwbDLLjky5SHG7fiDCxbUyeho5IeAWhcRkQU3ZRaELaB1%201MtEXWtXlqkmmPd18ZWa6QLbdJ1whpa3L5cn7m1Z0UFWI28ICgGrfk7h9vuubem8l6r4q6SHquNQ%20KBQKBQReQY7EvcdgHXXYsqG8km3z46gj0d9BIEcb7guNquwyFRMCFUXqlB8cexaNZ3pcw5ci53We%20oetuk3s99wGkVGm9I7cdkAbQl2iDYpqqqupKqqE1QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKA%20qISKipqi9FSgqMPja2RnITJXCbJsdscB+2Y+8sZYUdxpdWVFRYGS4jS9QF14xRdF08o6IWrdQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKDgvtkt97tjluniRMOEBiQEomDjRo404BJ4E24AkP2pQcVlxQLfO%20K5TbjLvV1VtY7U+ekYXG45Ehky2MRiK0gkYoSrs3L01XRERAnKBQRcbHocfI52QC46UyfGjw3GyU%20VaBuKTphsRBQkVSfLdqS+zwoJSgUCgUHq6Cm2YISgpIqIY6bh1TTVNUVNUoKbjPG8nHI8aHb8svC%202+M4rqw3W7SQuqRq453nEgC+aukqqZ9zeuuu7XrQXSgUCgUCgUCgUCgUCgUCgUCg9XWmnmjZeAXG%20nBUHGzRCEhJNFEkXoqKlLBQp/BPGMrIbNe2rHEgO2U3HG4cOLEZjSCcFBRZLaMqrnbVNzfVNq9aT%20Sl2wv9AoFAoFAoFAoFAoFAoFBC5jisbKsfkWOVLkQ4spQ7zkRWt5CBoatkj7b7ZAe3QxIFQh1Rei%200Hix47dLZIVyTklxuzHb7YRJjdtbaFdU0IfRw4p6oiafFp9lBN0CgUCgUCgUCgUCgUCgUCgUCgUC%20grOU4OF/u1ruqXifa5dn7qw/RjDcBDfFAJxQmRpY9xA1ESREVEUk9q0EtZbZNt0UmZd2l3hwjUkk%20zRiA4KKiJsRIjEVvb016jr9tBIUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUH//2Q==" height="224" width="921" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="textfig"></span></div>
      <p>De
        acuerdo a estas expresiones químicas, se observan dos vías mediante las
        cuales se desarrolla la metanogénesis, la primera corresponde a la 
        hidrogenotrófica, en la cual, el hidrógeno gaseoso, reacciona con 
        amoníaco y dióxido de carbono, generando gas metano y agua, mientras que
        por la ruta acetoclástica, las biomoléculas de entrada son: ácido 
        acético y amoníaco quienes al reaccionar producen: biosol, metano, agua y
        dióxido de carbono</p>
      <p>La presente investigación analizó efectos 
        biofisicoquímicos de materia orgánica proveniente de excretas porcinas y
        bovinas, actuando como afluentes en biodigestores de membrana, sobre 
        procesos de fermentación anaeróbica y características de biogas y biosol
        (efluentes), en cuatro predios de la provincia de Sumapaz, Colombia</p>
    </article>
    <article class="section"><a id="id0x39700"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x39980"><!-- named anchor --></a>
        <h4>Localización del experimento</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La instalación de los biodigestores se realizó en cuatro predios (<span class="tooltip"><a href="#t3">Tabla 1</a></span>)
          cercanos al municipio de Fusagasugá, Cundinamarca, Colombia, con 
          condiciones de: altura: 1600 msnm, temperatura promedio: 19,1ºC, humedad
          relativa promedio de 80%, precipitación anual de 140 mm; el municipio 
          se encuentra ubicado a 59 km al suroccidente de Bogotá; para la 
          ejecución del proyecto de investigación, previamente fueron 
          seleccionados como ya se indicó, cuatro predios de un total de 21 
          sistemas productivos agropecuarios encuestados y caracterizados. Las 
          producciones elegidas contaron con la disposición de sus propietarios, 
          fácil a moderado acceso a las instalaciones, así como generación de 
          suficiente cantidad de materia orgánica adecuada para procesos 
          fermentativos anaeróbicos en la producción de energía. El proceso de 
          intervención sobre los sistemas seleccionados se dividió en cuatro 
          fases: adecuación, instalación, funcionamiento y toma de datos/muestras,
          en campo, lo cual será descrito más adelante.</p>
        <div class="table" id="t3"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Sistemas productivos seleccionados-Municipio de Fusagasugá, Cundinamarca, Colombia</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Nombre del predio</th>
                    <th align="center">Vereda</th>
                    <th align="center">Municipio</th>
                    <th align="center">Fin productivo</th>
                    <th align="center">Abreviatura</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">La Meseta</td>
                    <td align="center">Bermejal</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Bovinos leche</td>
                    <td align="center">LMS</td>
                  </tr>
                  <tr>
                    <td align="center">Santa Bárbara</td>
                    <td align="center">Jordán Bajo</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Porcicultura</td>
                    <td align="center">STB</td>
                  </tr>
                  <tr>
                    <td align="center">El Mirador</td>
                    <td align="center">Guayabal</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Porcicultura/cultivos</td>
                    <td align="center">EMD</td>
                  </tr>
                  <tr>
                    <td align="center">La Saucita</td>
                    <td align="center">Tierra Negra</td>
                    <td align="center">Fusagasugá</td>
                    <td align="center">Porcicultura</td>
                    <td align="center">LST</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
      </article>
      <article class="section"><a id="id0x60480"><!-- named anchor --></a>
        <h4>Etapa experimental</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>De acuerdo a la <span class="tooltip"><a href="#f23">Figura 3</a></span>, Una vez ejecutada primera fase, se procedió a la instalación del sistema de biodigestión-geomembrana (<span class="tooltip"><a href="#f24">Figura 4</a></span>)
          en los predios señalados, posteriormente, se procedió al registro de 
          datos en campo (Temperatura (ºC), humedad relativa (%), pH, presión de 
          salida del biogás (kPa) ) y toma de muestras (excretas y bioles), lo que
          se realizó en intervalos de tiempo de dos semanas (15 días) durante 90 
          días, para un total de 6 muestreos (<span class="tooltip"><a href="#f25">Figura 5</a></span> ); asi mismo, se evaluó producción de biogás en cubeta hidroneumática, 
          por método de desplazamiento de agua en probeta y la concentración de 
          gases: CH<sub>4</sub>, CO<sub>2</sub>, H<sub>2</sub>S y NH<sub>3</sub>, se midió utilizando analizador digital multiparamétrico de gases A-ALT5X-ALK;</p>
        <div id="f23" class="fig">
          <div class="zoom">
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0VuP1EqKh%203khoLFrcePOtxdO7G/HFYaXvZ2w7JU6iYlLchwOSgY6VOd2YuW2WXMyS0rMvI4cpzAcrUzyNjPs5%200ttcNSg0tUUwykGM33hEiuRcuJwCy/n8h+Gmece0qi2vZWLtKVrBfbjxwwwjw6Cm6GWmh1E58q03%20jJzJKbkHKTzF5s8B3SvZ6X5BkeNj+LDQaWz4NsxiCh9Dh8MHE5cJB6Zzd22N8xui+RI6HsyHpE5q%20VHd6i2hKQpRQkLdTLU0R1HAbrKRHA8t/eqTfM70lYSRxvhY49uJN+I7L+7DCoHeTslqFAXHjKluj%20UWAGErQhRJC04LcITXbp/MWrWjX90hCR6rP4DC0uGf8A8le5t69YN0/4WkfncP6SoHrBun/C0j87%20h/SUD1g3T/haR+dw/pKB6wbp/wALSPzuH9JQPWDdP+FpH53D+koHrBun/C0j87h/SUD1g3T/AIWk%20fncP6SgesG6f8LSPzuH9JQRm4927rhaU5JToi9PW2pJbeffivIUomwaLaHOoouHugI71+FUadlTN%20d1ka1On6c5oWsLdiOq09x1DhbWmMiwWtvApWPuSLgcQDRx17Lrrftml0bv34wvdHYoFAoFAoFAoI%20XdX4tD/K2/8AyqrppeZJQSOAxA4XxwHwe98Hv19CWXz+H7WmkO6inWtO9HeDKUx4YcUZrqnJIjMp%206bqGWlBwlKg606ptNxdQrlGrHaMu+2TQWlrWuJJVFWxGfhpQgeJdVIS+t5BaUpCB0ExlqNl97gm9%20xdzYKJRftJ0ENTZTcTUHtOiKSz49uP8AMvSVqbSmK0SpJ6pMhKbLSkXKse6bWNVaObVPaKI7i4DW%20my0aw+xHXA05xgqkF99cgKbW1nSizaIriyepYjgeFTmcEhv0r2mbd1TV4mmRGpbgnBsMagWgmMpb%208MzENlRXnSpTQUT3cCMTjVjUjYLck3UCcScVC3kKuZ932K2Oz2Z/qnF+Hn2Dtr5s724WqoFBSmge%20pK4i8uXbl/zChe9vLxrwa3mliWy/E/Dwt2kY+77NcsYx+iKTu/RN2ahq4VES87FaLa4C0vtNx21J%20jvIX1WV99bheWjKoXw5ixzdLboiMYx71iUZPHtAgSX5kxyRF0NIabkhp9ClKQH2RmYIJ6KlM9S5y%20oSnmeCqsTbPtHrR4XtGlaTG1FmbLamLSEx2JrqCjoqakpzvN5RdzqKYxt5RzpdNu4mjpiaXvmPJ0%203wfiWtMaklXo9+SwVpZWWeoZLrSu8cxdUjKF4GxAJFk3RNeJSGjR9A3tp0ODGyyhGYDSHW25bLbx%20dbbCQ648vqZ2AsLKkm5IKcDa1JujeUTW14+80bg1V7WczelutnwrS30vhLyX1jMgBSilPRyYZUi/%20K9zWbpimwWvgb3y437Lc+3yfY+DCIfc4+Y00WOM+OMvkOfD3D9qu/T+b3NRvfR2vvSP3o+1Xulp6%20qBQKBQKBQKBQLD4OFBU2IuqyNw7hGnTUwXEyIpccWyHwpPhEd2xUi2ON6Dt9E7w/xAz+YJ+loHon%20eH+IGfzBP0tA9E7w/wAQM/mCfpaB6J3h/iBn8wT9LQPRO8P8QM/mCfpaB6J3h/iBn8wT9LQPRO8P%208QM/mCfpaDXI0jdxjuhWuNPJKFBTQgIusW+KLvAY8MTQVvStF3bpelga9qHiYz01lWmaepIU5DbC%20FAoXICl9W54C5y8Ao100fNCSkAogAgm4tbhgQDw5Y/s19BlUtQ2j7NdLYcVqLESFGlXbbMqQttCS%20Xevlilx0JY+dQHLM2xAPLDnktVq1HQ/ZapLzM9yElcRMdmQtyapDzQQFpYCneqlxCiHlj4wKwo3w%20q0t+Q06zF9lUfWZcaeiO5qk5l0zYzbriyEtIbcWtbYcCWVlLaCHMFHKO9hjLssI6JG3fZeGZTMhU%20NPo8NNzXFTFJejFK3HGitzqdRtZXIc7xIKsxvcYUpatUrp+1tpoci6hAhMDIpmTEeYUS0C3HMVpx%20vKVIsmOSgWFrY8asWxvhE4m9xc8ACcOYubm/l41vGP0HZ7NP1Ui/D9gV8ud7a1UCgpTQsqVy+ty/%20PjJV5B7vLavBreaWJ3tquJ8hJv2efnwrljGP1Rgj43mxPDiOJ+G/Dtpj5DIuCSm4ONu0Y3PD3qYx%20j9gcffxN+Bv8PaKEACjwBueXH3ef3FjGP2NLsuHHUEvPtsqIwStYQq17cCbkkfsVYtmR5E6Oo2aD%20jx5dBl50G2IylCCnC/bW40ruCtmd8puiFMPYPDrTxH7vJ5B7sNci4pLmn6RqeqOwY6IT8dCJbb7j%20ryWwhCW0qN+6tRPEACuulpXRNZWIlfEpypCewW+CvS0zQKBQKCN1PXomnnK5cqsTwNharR5tbq9P%20TmkztRp3zpXbhj5/Jh74pSXL+w0+J686UTbMMbW9/wDzilD+w0uLHr1pZGBF7cPOcPti9KSf2Glx%20Z9etK5HA3sSbYcqUk/sdNVNs+1Paczd+6YkOSXZbLrBfaUhxGTpMpZXcqSBg4CPLypR0v6uy22Lp%203XblrO+dKx72GONKS5/2GmevOlXtmA92PwUof2GlxY9etLtxF7cDyufdelJP7DS4s+vOlcjhjbjf%20yYUpJ/Y6XF6b3vpa1hN/jWAx7f8AOKUat6/TmaVT7TqHWw4g3SrEVHse6BQQu6vxaF+Vt/8AlVXT%20S80JKDyLAAsQRbje+AHu81e9lU9+7R1TcLmiohOtRm4j8pUuQ8y3JCGn4jkfusrsFq+csPk8cbVz%20vszUEPJ9i+nr0c6dHmKQUTTMZeda6oKPBJgKZeCVtFz5pBxzDE9l6k6UcVeZfsXYefkhvVCzAebl%20BmMmMhS21TWWmnLvleZxtIjpLaDw4dlOVt2TjGJSpM9jDD7cxB1MgL6no7PFTdjrTUz3Oq42tpx9%20fWGVtYUkoHnvTlQtV227oytG0SBpJkLlmEyhnxToQlbhTjmITgMTyv79dLYpFESKG1YC3PDjxxA8%20vZVHb7N2nG9qRM6SnMkKSD2ECxr5strRUCggX9ru9V1yHPUyl5xbq2XWkOoCnVFSrW6a8VK5qNcr%20tKLprLM2tB2/rSCMr8V0DkW3W7/+N2semjiZXk6Jr+ADcMjnd13jwOHSNZ9N3mU9Ba8oY+DQTYEl%20Trth8Dd/hq+mjiZW5G2dQWoKf1FKBe6kxmEpN/3zqnu0/c1qOntMrpb2ppV7yFPyyeT7yyjD/VpK%20W+Xya6Rp2x2LR3xdL02JYxYjLBHAttpQfsAVtXTQKBQKBQKBQKCja5DizN0sMymUPtFmSoIcSFDM%20C1Y2N8ca62Ux7ny9KInXvq9jbm3eWmxjjh82k35itUjt+T15LeEeEA25t7lpkaw43aTyIPZTLHZG%20MfMyW8I8Mf5a5Gg7cYjOvL0yOUstqdUA2m5CE5iBcCrljhHhjHxTZbwjwhB6fq3s+nKay6c2yl6E%203qAU8wlISh0LJaVa9nUJbUVI+zWdnCPBZsjhHhDXDPsja1SW5GTp3pCfIaYklKcynH0IKGkgWOAS%20gju4XBvT7e5Zsjg9t657L1R0vupiRUqOXLIZU2sKUopAIUj9yT5scBV2YjGOLPLt4R4QlIMXZOoL%20fbhRYr64xs+EtWtioXBUkBSSUEBSTa4IvVi2OC8u3hHhDuO29vk29GRiSeTaePPG3kqZY4fDGPZK%20ZbeEeDHq5t4i/oyNwP8AJJHl5Crljh8DJbwjwhCbn0zTITmmLiRGWHHJCkFTbYBIDSzjYcP8lYut%20ijydbbEadd22H0bSr+AavfhheuT6On5Y9jro2UGqTFiymulJZQ+1cHpuJC03HA2UCKVHINu7fAsN%20MiAf7Bvnh8mrWQ9Xdv8A6Mif8Bv+L5Kgerm3v0XE4W+8NcP4NWsh6ubexPouJjx+Yax/8NKyHq5t%2065PouJc8fmGsf/DSsjPq9oF7+jIlzc36DfE8fuaVKMerm3rW9FxLcLdBrhe/yaVkdzTTbTaGmkBt%20tsBKEJACUpAsAAOAFQeqBQcE7XdIguhqVKQ06bdxRsceFBzet+27X8e1j+6oHrftv+ftfD2An9ig%20yd3bcvbx7V+QvQPW7blr+Pat23w7fd/noA3dtw2tOaxNhjz93u40D1u24bWnN97hjxvQBu7bhtac%202b8MfJf9mget23OPj2refyX/AGRQem91bfccS2ia2pazZKQbk3oJUEEXGINAoFAoFBS9Qv64R7Yf%20V5OA5d5muluPg+Zo/wA9/ud/EcLg3t2Y2A+3XWr2HHG3mN/NQh4eaS8y4y4LtuoUh1PAlK02UMMR%202YUnGMfqIN3Ye2HWlNeGcbS4VZlNvvNq73dUnOlQVZScCL8KlFqhdR0r2ZafNOmSyI7ryjqDzIdc%20CGg185dWVVkhSlXCRiVGpNCqXa2jtGfBYdZb8RFU4JkZ9Dy1YlJTdtWYnJkWU5eyrSCspPTdD0zT%20XXnIiFoVI7qgpxbgQgKUrptJUohtAUpSglNgCTSKJLvuT7/l8t+fnqmPnjs/QFjzwPn5ny3qUVWd%208yWI7OmvyHUMMokLU664rK2gBlZKlKVYJSAOJNZvx4PH1sf69n5QuW2da02fo7MmM4Qwq4Qt1Kms%204SbZ0BwJUUH7lVseWFcXv04pbHsSpkxhe7qBbA94caNhkxhe7qBbA94caAZMYXu6gWwPeHGgGTGF%207uoFsD3hxoBkxhe7qBbA94caAZMYXu6gWwPeHGgGTGF7uoFsD3hxoBkxhe7qBbA94caAZMYXu6gW%20wPeHGgGTGF7uoFsD3hxoBkxhe7qBbA94caDYCCLjEGgUFD9Hae8/LcfiMuOKlyh1HGkrWfn18CU3%20wCa8OtdMXMTKs7qivR5SPBQLMpZQqOzDiMLTIeLpC23VrZfCUpbAyjuBWY94WwzbdPbPzN7ie1XU%20CVujbaGhHQsPo8AVJLpUlJCgQlS0IzZroVYi+JtVr3/HH7LV6my9Xd2/o0hjbzEWfPQhc5rwSnVN%20rS+0lTQGQ9MqbW4vM5gAO3GkTtnbNPaVReo6ruNpt9bW3kZ0R2+nHTpynFBxJUpWdzJZSnkNgXQC%20E5gCM1aie/4kSko0vWUu3kaHHUlyQtBWqA4UpaLzgQ2EtIWokthA6pOTmRjWa9/xSrDOo6zKiS30%207aYjKjT4rbSFQVJU/EcPzycqgqyk2CVLFwOYpXdFZ8VefSW43UHobb08hDeZTq4LzYcUpBWUobXl%20WMqk5Df43EYVaxxnxRKbWluarO1BrUNusQGI6W1xVuQy0VFa1pW0eoCFkBCe8jkeArN003TPiVo7%20tw6fAjtwFx4jLLvj2QVttoSqxSu5JA5ke4V00Lpm7esTtfTmvvSP3o+1XsaeqBQKBQUzUP1vj2xs%20xKw5/GZ5V0t/T6PmaP8APe861rkLR47L0pLi0vOCO0hlAWpSyhS+BKcLION66zMQ9kOKDvXbc3Up%20emtyS3KgoSuSh9ORKcyA4pIWTlUpCcVjlxrMYxjgrqc3NtptRQ5qsNKut4Wynm0/PEE9PE/Gtyqo%201Mbv2tIjiSjVYwaLPiSVuJQpLGbJ1ClRCgnNhj5KVjjjGO1aS4tX27tDVpnWnvlb0hLbiWEyMral%20uZG2X0t8CtXRSlKv3PClKkTRhzdu09vQjDLriW9Okt6b0UNqW4p5bfVATlAzd0KKlJ4EK7LUzFJT%20C9e0NC2kOahHC3lIQ0kuJBWpYCkpTiL5gMKtRxp3ptJarJ1eItJaW+XUupU3023EtqPUHduFLA7a%20lYKSkIuqaZNeeZiy2ZDscJ66G1pWUZ7LTnCTwKcaJSiu+0TTNP1SDp8DUoyJUJ+QoPRnRdC/mljH%20sNzcEG96zfR5usum2ysTTbG1Z9t7G2tG0lppyBGmgElD0mPHW6EnFKCsISV5flK73bXGYe6yZywk%20/U7aN7+g9PuOB8Kz/Fo1U9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44Hwr%20P8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+4%204HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+44HwrP8WhU9Tto3v6D0+/D8VZ/i0Kqt7P9I3L%20A3xvVc/VG5WkuSIqdP01tpTaYiUxkdNDV1KSE9EpSoAWKhmwuRQfQKClMgByUbf85KPC/GQo9nkN%20eDW8047GJbE4W5nhcEX4cr9uFcpRQYG/t0Lnw2l6QhbMuUlkgdZsMJDbYWyC4hOd5CnFZj8XukA9%20nWbLSXfq27NzQtQmNtaQ3IhMOuIQsl7rLShKe9ZKFJ7ylj3gfJUttiYVyP8AtC1zxjjcDRg/D8PJ%20fjSXlPM9XoFYQsJUjMEq6ac/d+6pkjtKPMffW5VIflr05HhUQ0TQypqT1UNlgLWmwBz5nsB+5vTL%20Gwde1t761quqRIsvSPDIkQ3JBdb6pPUadU3Y5wAhC+mMubjfjS62IjeNOjb43TPTGce0REZpT/Tl%20JK3lOIbU8y0MoyWzt9a682FkKI44JstjHtF4tY2HEcB5iMLedPuxrmIXc9hG07Du+kI5T5QEqPYe%20Vd+n83uWN76Q196R5hXtrVp6oFAoFBRtdkx4W52JEtYaYDMhBWoEjMotFIwBGOU2w5V0tfL07ojX%20vrPBwa5I2trMdhiRqRaMd7rtONBKiFhCm8UutPoIKXCPimulYxj/AC9XMt4x4oqZouxJTokO6o+m%20SApJkNryLIW30nE2S3kAWjumwHktWdmP8LzbeMeLEXbvs6jB8MyilMhTilAEApDpJUAoNhRF1EjM%20SceNqbF5tvGGle1/ZwpT61TVl2QyY61qyLNu7ZQK2VG4CQn5NhwvjV2JzbeMeKTbb2u1qGjSEaiF%20MaEwtiK271VurUoBCVvOK+PkCSRdN8xvemw51vGPFyDQfZ0lRW3JLTjoV4p1taguQtRdV1Hzl76w%20X3LHy28lNhzbeMOdW1fZyuS3IdnuvusrCm+ssOBLYy2ZAU0fmx00WxzXHGlIXm28Y8WyZtz2ey46%20WHZqw2hDaAEqBF2ENJaVlU2oFSRHHEWNzccLSaJzbeMeLv0SNsjRp8qbp8woclNNMraJs0lDQyjK%20lCE97DFSrnzCrsObbxjxh63DPg6k9prMF9L7qH1qWlAVgnpqxNwOJ8tS6axjg8nW3xy9kxvh9F0t%20JEFq/wAkfari+jpx9sOqjZQKBQR2pbj0TTFBE2Y2ys8EKUM1u21Bwevu0/0i1/CH7dFoevu0/wBI%20tfwh+3Qoevu0/wBItfwh+3Qoevu0/wBItfwh+3Qoevu0/wBItfwh+3Qo79L3Fo+qrWiBJQ+pAurK%20QaIjtvfrPurySoo//os0FioKUzguUeH1yXb84XfiPd9ivBreaWJeJ8lUSBKlJZVIVHZcdSw3gpeR%20BIQL3GPAC3w41zhFOk+02Qy/CitQEy3ZbKllTDj/AEr/ADmQoccaRmbPRylVrpJ+HcaceGMexdof%20aPqbUluM9owD7uYpZZecUtxKXA2oMAsjM5dZVlVlTlHEcKTpxihtdqd/P+rM3WVxUpVGdbZQlC3V%20suLdym2fpBSS2XMjndslQtepNkRNByte0qS5C8WdPQx3WF5JDzqS112g6VycrKsiCTkby5ipVrhN%20XlxUl4ne0LXGxGUNIU2l57CMsuKkvNtqKXG0thAb6tx3u/ZIIONIsjjjHibyT7TJDO2IWtL0pRel%20yHGUxA4pd0Ni90ONoWMxBwBtjcY0jTitCi8kC5SLlIsMOxPmrnjGOKIXc9uhpxJ46gwCfIQsk383%20k+xXfQ8y2vpDX3pH70far2tvVAoFAoOZ/Tor6szie9zINqtXn1emsvmt0NXoWD8j7Jq5nL+v0uB6%20Gg/JPwmpU9BpcD0LA+QfhpU/r9LgehoPyD8JtSq+g0uCE0bTIi9xbibUFFKHYoQnMrD6qgm3IXpV%20Z6HS4Jv0LB+R9mlU9BpcD0LA+Rh+xSqf1+jwPQsH5H2TVzH9fpcD0NB+QcPKalV9BpcGUaRBSq4R%208NKrb0WlbNYh2gACwwAqPWUCgwpSUJKlGyUgknyCgpc7XtX1UfVF+jtMcHdeGVUl1ChgpPFDVwb4%203V5BXo09Cu2dyTLkj6dDYCsjKVKWbuOufOOLIIF1OLzE+/XptsiOzGPBl811HT/akjcs13T2VK05%20E6TLgJcLRZcaMZTLMdSM33rqpSu3aeVcss49i0SKNR9pz2otBrQ47EBbjxzSGGw4EADp9RKXMLfc%202V3uBtViJnsjHvSkNWnu+1F+Rpy5cJuK26lLU4eFjltBMxAdeIukpPhs2QfY51IieBSHlnU/av1Q%20p7QmOj45KeiI7KXTFITmSXM6mxlObv8APt7bEdxSH0Yx4t8Gmym/HpoxCb9iTXXLHAoxtFIRvHVE%20pSEp6EfAAAX6eOAAFePXj7moTO3v1n3T+Uxf6E1XFVioKU198l8vrkryC3XXxIA4+7hXg1vNLEtn%20Hz4ecWt5yOGPuvyR66irYk25+cDyk+736UxjHwVV9d3U7puspYTpRlBlsBU0OhK0pcT1HEIBQT8V%20u/xhc289bttigiontN1F/K+uChlhbjyAqQ8loIIWylrqKAcyBtLyi+SLi1x2VZ04KMq9p8gy2AIa%20GWFourryAgpcJZKHHlhHzUYh0kOWOfkBTlwJnbG8hrk6TE8E7DVHaafSlxedSkugHvBAyoIKhYFV%20zxsL1LrIg2rEHFXvmufJjew+H3e9WKIwRha2bDLgMMPe8v2fNTGMfqILePjDC0/wZa8QdRj5C+Fl%20s4LtcIxx/Zt2V20PN7moWtA9oGRNlaTawsMsns/feavc09ZfaD8vSf4Mnt/fUAj2g8l6T/Bk+X91%205qBb2gX+PpNuXdk8P4VAt7QrfH0i9vkybXx/deagEe0HkvSeeOWT733VAt7QbnvaTbkMsny/uvNQ%20Le0K3x9Jv+9k/wAagZfaDf4+k2xxyyfLb7rzUEZuJPtC9GLyKi9bMjw/o5Mjr9TMMvxldPLf43U7%20lvjUHNsrVNS05equb2mafD1hx2MmQtlzpR1LEVJCUF4i6sg71sOzCgs3rhtL9NwPzpn+NRaHrhtL%209NwPzpn+NQoeuG0v03A/Omf41Ch64bS/TcD86Z/jUKHrhtL9NwPzpn+NQoeuG0v03A/Omf41Ch64%20bS/TcD86Z/jUKHrhtL9NwPzpn+NQoita9pOzoCgzK1OMmLIRkTqCXmXI6HVkpS26ULUpsq5KUnKe%20F74URF6WbaZCJ5MM+93G6+lbujHFiXSMCOAI4e9YeTsIrVRTtd1rf0fW5zGlaW3I0xqEXIMjpqcU%209J6d0pKgUpHztmyFWsDn5VzuuurQcatf9piop6elBmWYrDjbSoi1tB9xQS/mcDwt0TdIRY50gLuL%204ZzXSrXJ1v2piZII0xKYkWcUNmPH6jkiKEv5SMziUlLikMnMk93PY87Wbrh70LcPtMf1DSGtU0VL%20USQ661qS0sKaU22CQ26S4uyBlUnu8b3sDSL7thK/X5nsx+wed/lc66o8bT/XPVO3oR8ccfm/KK8O%20v5moTG3v1o3T+Uxf6E1XFVioKU1guVx/G5drYG3iFX7PLXg1vNLEtn2LYWHkw5HkfL+xXLGPgiA3%20XudeiOQENR1SOu6VzsiFL6EFpQD75yfFCCtIBUMvbyrdttaiEe39qaIy3GWok6ZJbe8DpcYOLfYk%20JeDTTMoBSlKz5ipRCUkZVWzCry4Wjexv1cgOTEuQ2Y7LYV6LfK0z3V+F6zik48ELu0RkPxVkqBFq%20mSMY7d/vJa9Q3rq8SXJjpk6UpDC0sOySpzJGcCFOZJAK03KwgJwyhtSgm5NWLInsHrWN7atCjSZB%20jRo7bbcF1Cns7ikIlsuuLDyLskqC2emLHAHMb8KW2RIsehatI1Fp8vM9B1hbaclzYB6M2+kG/wB2%20nq5VW7L1mYpjvSUlha/3PHhyx7cPh/YrIiNzoX0NOSBj6QYPbwzHnx/Zrv0/m9y2ztfRmr9JF8DY%20V7W3qgUCgUCgUCgUCgr2jtNObl3J1EBYD0W2YAj8VR20E54WKP5FH8EftUDwsX8Cj+CP2qDPhY34%20FH8Ec6FDwsb8Cj+COVCjHhYv4FH8EftUGfCxvwKP4I50KHhY34FH8EcqFGPCxfwKP4I/aoIvV9s6%20LMeE+XGTIcitqMZlzvMIcFz1Q0e4XOxRBI5WoKxplvRcM9kdont+9Dz9tfSt3QxR61CQYsCXJGXN%20HYddAVgklCFKF+GH7FWd2wUTTd776lxNOknQ8yZakHrCNKQHUuCMS2kKVmYyh9z55wlCunh8aucX%20yod0+0JWntqc0kIlvQkSkoYiyc3WWVZkBZKkNqYypzJWMys102pnntx8xpmb49pEaF1BtxD8hTja%20kIbYkqQGVdbO2shSz1LMosv4vexAGJZ7ijrd3zumDo24NS1PR0sp0aUgR0BDrQkxVOKQpLC3SC4+%20BY/FsomwBvTmTTalF2gGaqFGM4NonLaSqUGr9NL1gVhGa5slRNr49tbjcNm0/wBctUIGBYj4D/Z1%204+o8zUJjb360bp/KYv8AQmq4qsVBS2EnNKNjl8ZLJPEfjC+wCvBreeWJe7HHkcLj7HLt93KuSBCT%20cEA5hYggWsbjncWt5wB5sSsBtsLKghAWSFKUEgEqAIHLNcAW7caRHBHlUVhSVlTLZGRbalKSD3Ff%20GFxyJPe5UHJHTpBHSgxUTO6lBRFYD10pPdStwXRgR90vjXSNK6ZISadF1qVmCojEdCrXMpQdWbG4%20u213Tbl85XW3puMtRa6o20VNlxTk5SOqsuLEZlpoKWqxUpRcD6rmw+6rrGhatHQNpwCrM5JmOHh+%20MLQPgaKBW40rY7CkNrO19GZfafDbrjjKuo31X33UhWUpCsri1JJAOGFWLIjdCpWtBQKBQKDy4802%20LrUE+c0KtfjYv4QUSsHjYv4QUKweNi/hBQrB4yL+FTQrCibK3vB1X2gb20pEKVGc0t+MmRJkJbSy%20o9EIQG1JWonqBJWnD4tFXvxsX8IKJWDxsX8IKFYPGxfwgoVg8bF/CChWGRLjE2DgJNCraCCLjEGi%20lAoNcgKMd0J+NkVa3bbyUkfPdOmw0adCQp9CFIYaSUKuCkhtI8lreevoRfFN7Df4/TsR4hux+15R%20YcvJ9urnt4jl1XUmWdInOQnkGY1GeVGSkZiXEtK6YCeffsMvA1mdWKbJKKLB9o26VoYL+mgXZbQ7%20PLUlMcuEMlbymQ2Hx01LWgpTzGGGIxGsrOn+0jeCp5Zf0FQbkLcda63UQGEdBK0MBTbar5HB3lEX%20se0VI1ii07T3P6b0JqbqkdMCUXFIciuBQAyK7qkFdyU44K8htXS3ViY2ylE34+Af+YQb4HE44Y8s%20fdwrXMjiOnaEZ1zcep6giy4q0MNpdHAqS3jY2APHGvHrTE3bGoSe3v1o3T+Uxf6E1XJVioI6Vt7R%20ZTinXYbYfWSVPt3acJPG7jZSo/DUmK7xynakUfepktoXuB1Eu2J7C8l01idG2exKNCtqzLnJqzoB%20xsplg48uCE1nkWmVsb2qcerqcleN7JSw2PsN3+zV5FvBMroZ2roaFBTrBlrTwVLWt/j2JcKkj3hW%204tiNy0SqEIQkJQkJSMAkCwArSs0CgUCgUCgUCgUFH3MZ83W2tPYk+GC0OuFwoLmUNlAASApu18/E%20mukRV8i62dXWuiZmIt4I47X1nj6bPkuwrmf9t2VqLG/Qx+V3iz6ra1e3prieHQV28rvc6mQ9Fb+V%203i8jbOrZ8npy6rZijonMRwuR1uHvVch6GPyu8WPVzVUvBo68nrEX6ZaOcgXxy9a/I0yVPQx+V3iy%20jaOqpWtwaulK3CC6tMXKolIyi5S6L5U4C/KmQ9DH5XeOOIjbOrqQhbeuZkFIKVBgkKBFwQUvC/vY%20UyHobfyu8Xo7W1r9NYjH7wqw44j56mQ9DH5XeLB2vrFyPTfO33hV8Mb/AH7jbtqZT0Mfld4h2trJ%20wOteQ/MK5dvz1XJQ9Db+V3i4tSh6vpL0JbmpeJQ+8W1J6ZQQMhWDcrcww7KzNtHHX6fl25ounfD6%20ZpayuC0pRuSMTXN9iyaxEuqjRQKBQKBQKBQKBQKCu7e/WjdP5TF/oTVBYqBQKBQKBQKBQKBQKBQK%20BQKBQUvUP1vjjn0JWHZ3ma6W4+D5mjP++93p5W8/G9r8Pt11l7HnqNhYRmT1CMwbKhmKe23GkzjG%20OxZqr249rPaxNTIblmO0hkNOpbW60slCXim6mlJUEhx1C7H5NSYmZKoQezvXhJlyVao0p6SlKHF5%205KVPhKnCQ8oKKmwtLmQhq1k4pxqUWpL2HuiVqch9WtNGO4w2yqEHZaErSgN2S6UuFYF0Od9Ksyr4%2087yYImHRB2Hqza2239WHh2w0l0suSApzppGQLQXOmgMKAyJRbMn496tEq8aLsLckCTpD7+trkmC8%206uYHHnnEuodSkEBBCRmUpOY3+Lc8aRFFqvPZe4B48eY/y+7lrsxjHjk5Y87YW58P83ZQxjHirm8s%20PRXAEyVWJ/2Kz9odtYu3Rjsl4+u/j98L7pP4g15uFcpfQ0/LDrqNlAoFAoFAoFAoFAoK7t79aN0/%20lMX+hNUFioIrc70hrSrMPKYW68wyXUZcwS46lCsuYKF8pPKs33UiZglTTt25P9qT7nhdxnicDf5v%20hj9uvJ6i5nMx6ug/+6T/AH3WvovLj79PUXY/yVZO2yACdT1AJVzLjQ4/7vlf7dI6i4zMHbnbqc8c%20wC6zb3/mvL9unqLjMHbn/wApPv5XWuHG/wB6vzx9+nqLsf5MzPq3cX9J6hlPE9RrC/H+T5X+3T1F%20xmY9XMLnU59jwu41bzH5ry/bp6i4qHbox/tSffG93Wvor88ffp6i4qHbox/tOfbn86zfnf8Ak+X7%20dPUXGZ37LTIjbk1KCqU7IZaQ0UdYgq7yMx+KlI+MTXp0rputrKxK810UoFAoKXqH63xx/wBPKwN/%20lM8q6WY+D5mj/Pe7+NvLbsJ4X511exUNybO1PUNTl6npk3wkqTHbjh1LzjbgDaXLBKglxKLqcGIT%20UmJWrwnbG8s7a16q2HCypLjzb0hIbeLCG+qGu8l+6knBw93iMTapRXC/tTfyVslnUyAtakpbEySt%20ERGR2yVKUAqSlaygqWvvItZIIpSR2u7S3RKeD8rVOg44suOoivvoH3zMG+oAhS0obUoJv8FKI8sb%20S3k0of2wlRLLjYd6z6em4WwhLhQBZ8qIFy4e7bMO8TSkrVv0jbe7Iutw5b+pDwDbbyHoJkvyQhKy%20otBBdShTqkFST1HD5MvOrSapMuXQ9nbwi+HXqevvSnmHA4CH3Qhai6ypZUkJQClTaHB01ZgjNged%20SIlZleMBew8w4YjgPsVdjKubysPRfZ4lXwdJQxrN+Pi8nXfx++F90n8Qa81cXv0/LHsddGygUCgU%20CgUCgUCgUFd29+tG6fymL/QmqCxUEPuq/oxu3HxUX/10VjU8spKGOFxwB7cLdnmwHuth87GMfNh6%20TgoEjC9rW5/5k+61MYx8xRoe3N3afLMmEwyqSMJ8jrnqageuFZitQV0/m7ghY7vxUG1dJvicbtit%20kfSvaAzqWlr8QhEVL4e1ZaXU2dBCUuJKMneOVHcy/YpN1s1NjxN0n2iP61P6WoKh6O6fqnSfQFhK%20AvplIW2oozEoCxh7/wAamaKd/sx3lGhG3PaA7rEmVKdbTHW8282OsFpSUBbalhJTgOlk7pGBHDmW%20e2nbjGOxsF6L7TfRxUmaDqaFKS2+p1tLi0dYLQl5QQQkG2IRfDhxy1c9te7GPEX0FRAue8QL2OF7%20WwPv8ew+auUIHhxwPI9hHHgO3H36DTtYH1z1a/4Jnsvi2nsr3aHlbtXeuylAoFBS9R/W+OMQPDyr%20geVTPuxrpZxx2PmaP897vxOPP7ZxP+autHsPJY3sML+S1DGMeJjfDzY+U+Tz0iSFc1zS91SNQkv6%20dKCWHYgajNqkLYQ28SrPmbQ2rMpeZOVwLBTa1qzMLFEIja3tCRADjmturntNqslEhRQopUlTYKS2%20M6rBQN+OF6UkdGiaDvtKtOfmz1BpJaW9HclLcUz8VUhLnzVn+t3kgEgNfck0iuMYkXa1/N2W93b9%20qtbUPPh2/a/ZpjHwDHDDHhx40qK7vEX9FW5yVdvAtqPKsX/r+jydd/H74XzSfxBrzVxl79Pyw66N%20lAoK3qG9IiVrj6U0dRkoOVa0EJYbP+sePdHmFz5K3bZN24QklzcctfVkaoY6vwUZtPTSONgXDmP7%204gXrvHTd7NWnwut2H9tyDbj3GuVuNX03eVBF1q//AHuQQML5G7cAfPT03eZmBG1r9NyMMfiNeT4K%20em7yrPhdbH/vckkce41ytxp6bvKgi61f/vcggYXyN24A+enpu8zNujydXjblgxXtQelNSG3FqS4k%20JAKFJSPiWwOa/wAFcdXTy9qxKe29+tG6fymL/Qmq5KsVBD7q/wC2N/lUX/10VjU8spKGGH7nnzHu%20w8n+T5zEq1uaFulzU4b2iFaWjHcZkd9pLJUpxsgutud4goCgkt94KtyvW7ZiN6oiZou/Z7fQkPOo%20bYcQ6hKXo6W1qbSvppRkAc6dy2HErNyvEd2tRfbA2Jje03JKLxKlNvuGMttUVDyo6gjuspUFNJUA%20FBBdvjioCpmtNna9T0e0tJkrjqWWwhK1IaXCzrTkQU+GzJwfzZ+qXO4R8SkTaPLbftHlw0KKA0+2%2031WZCiykrW4hxSFdK10FvOhOVY+MDx40rbGP1x2bhl6D7RmisolLlhOYNvAxESOmXRfo5k9ILLKA%20odRNrk+SlbTYmdGTuwavIVqpUNPDZKMyo5Rm7hbLSWgly47/AFSs2KrFFZmY7ET9rEgX7SBfyj3Y%20fY4ZxjH7nPtUf/uWq2wHRYwtb+TTyr3aHlbheK7KUCgUEBrG2BOlplIdcadQFBKmnFNqsu2YXSRg%20corUS8Gr0upnm6y6lXCdmyrWE+Vft8S6OXn7a1m72OR1H5R4R9A7NlG48dKsf+pd7MOdSvecjqPz%20jwj6B2bKxtOlW/KXb/bpm705HUflHhH0Ds6TfCfKHZ9Zdx+E9lM3ecjqPzjwj6IzR9AnzJ+tR3Z8%20jJp0xMZgpfduUqisv97vY9548KZ54tTodR2XR4R9En6mysLz5ZPP6y7xtzx7aZu9OT1H5R8PoDZs%20v+fyvN4l3s8/bSpyOo/KPCPoepsq349Lt2eJd4Y4HGmbvTkdR+fwj6B2bKJ/HpVzx+su/t0zd5yO%20o/KPCPoDZBW+25IkPPBolSEuvLcAJBSTZRIuQTTMT0utfsvu2eyPotTDKWWktp4JFhWH0oikUe6K%20UEPu2/oF5IJstyO2sAkXSuQ2lSTbkpJIPkrVm+ElXgltprK0kIaaByITZISBiAAME4dnw19HczL5%20Jo/tW3XrStGEKHDkPyZkAOswnVNtKRLYkqXCfcfQvpOt+HC1FI+KfPfhOrNMd60XbYWuzta2tHc1%20KQj044JCpTKSguNJ8U8w0QkAiw6eVKrWNueNdbJSjn2NN1JR1JOsa27qDw1Obp2nNSksNqLcNXxm%20wy20VrKLqXxFhw41nTniqM0/V98yN8ao8ZJb2ppWpSGZ65CoqIyIjURtYDQCfE9UOuZlLUrJluKk%20ZplHV7Qdy6/ob0CRpa/ERdYjvaZBZS2laU6q8UqgPEgFWRSSu4PdwFW+6Y3duP8AKwt8F5tUcNJl%20pmuxvq8p8FFzIaSA5nCe6lRUcxTha/CukJQjgDeGlDh8y+Rf9+jljy/z15ep7GoT23v1o3T+Uxf6%20E1XmVYqCH3V/2xv8qi/+uisavllJU3dru5WtHX6uNlzUitKQB0jZORRuQ9ZBGfKDzsb8OHgtpXaw%20rcOH7RIOozJSQ7Kb1BZK0OLZU2ysrUEZELWAltCeITicONazWzFJ7F2OiKPae8yTJdaadS4pSm22%20mLLBW2koClKUenkU6pCrZu0nmmbYxj5jnaHtUaiPthQWpphlMda2oq3XHEhrqKUvPl6iiHM1wRwI%20FK2VFhbma8vcGnwlgIiLhpl6mQkK6LibhTXVAyq6q1gi2ICFcL1nZSorTun+1CcGHpjpalRJDjzb%20MctMtKUcvTC8qiXGvjEZseN71vNZXYOl6T7VHZF2IzUdgtOltpxEZbgc6ZCQ5lcKQMwBRlPkVUib%20CjExr2msSXDDeL4UtCA64iNlDSFvnqJaBRZa8zWfycLEGkTab0/t1e5lOaijW0pKA8Tp7gS2kFtV%20yQEN5u6nDvKUVHHnhWbqdg2aJA1GTvTWDG1V+ElTbBShpqMsAdIX7zrbhx89ezp/I1atnoPXf8Ry%20/wDgQvoK7Keg9d/xHL/4EL6Cgx6C13/Ecv8A4EL6Cgz6D13/ABHL/wCBC+goHoPXf8Ry+X8hC+go%20HoPXbfrHL8/QhfQUD0Hrv+I5f/AhfQUD0Hrv+I5f/AhfQUEVuXauvztJXFRqj2oOLUnptvpiMtoU%20DdLxcQx1Els94dPvX4W40ETsnUkbYXruka7qk3WdRYnNqd1IwnnFOg6fFtm8K042MoTlxObDHGgs%2053zt8Xv43D/46fyv/qPJTGPEDvnb4vfxuH/x0/lf/UeSmMeIHfO3xe/jcP8A46fyv/qPJTGPEDvn%20b4vfxuH/AMdP5X/1HkpjHiB3zt8Xv43D/wCOn8r/AOo8lMY8Q9edv3t9dv2ej5/0FA9edvf9Z/d8%20/wCgoHrzt7/rf7vn/QUxj9OIrGq+0nSJ8x3bi2X2ZjrkeRBcLD4adYTJaupZcabLKh2LGU/cqVwr%20VnmhJd5AOYcb4HlxNsb37Tx+HlX0mVS1vdWh7JGk6MIpY01yFKcidJLrnSEFCMjSUIQ8rv8AV+MT%203bYnhXO67LsiBAaV7WETd0wIDWitiTqQgNryPOGSGZUVMxSgjodFbUYPHqXcCvustZ5m3ZCzC17q%203Fp2gv6c/PjdVsiY8uVwVGbiRFPvOpSQSpakIypAsca3fdREZrftG07TI7rWt6U7GW7p5niEp1ha%20n2XHm44ZwP3xXWxSeQPkrM30WHQ1v2CrUX9NhwFuR4OoRNKVJzIQ2oS87aXWQM2ZDa2Cg8L2wwpz%20EWhthlkOFtCUdZSnXSBbMtWClG3M2Fz5a6UGqOP/ANw0rn8y/hzwW32XHu415ep7FtT23v1o3T+U%20xf6E1XmaWKgh91f9sb7PFRb/APHRWNTyykoaxOHPy444jHDhx+z73zmHLqq5adLmuQU9Salh1cRB%20xu701FHO+Kkj3cLG/aKgtO+HZMh9Bfc0SahlLDLDlprTEdSQ44M+QIdlIWs4LzYclVusR7Yxj5LR%20gte0EPMvaeHU6fES8hpic4kyXUSiUsKdvnCjEISs51XykjFVxStuMdom9BkSIkV5UmLq3TJbwnlM%20lzqBFnSgJK1BBJ7ct75QBWbqcYFdEfeDis0ZOspaU+rpsynE5kP3bDbrxKu9GWkOFbaboTgLXxrc%20zHbTFTY7NZhb2TJtAflOX1N5Ua7iW0JZUlktKcyZbst2dT01CxvdWNryLo7eGPebFl0F2S5pyFv5%20lHqvhhbibLUwl5YYUq9ji3l8/PjWLqVRIWww+Dy4DydifdwDTtW53lqxvcdJjHt+bTXs6fyQ3C71%203UoFAoKtuXc8uDKEWKw686oEpQ0hTirJtmV3eQzC9ai18/U6q+b5tsiuVCeum5f0VNt5WVjhx5e7%207dyTiGY1ep/GPFgb03Lh/ZU3l/Ir528nu+2yTiCNXqfxjxPXTcv6Km/8Jfk8nu+2yTiDm9T+MeId%2057kIIVpU2xFjZpwHhjY2wONMmKJzup/GPgqm0tT9o2navqj2qRZzsbq/VFJZVeVdhlnxD6R90EMB%20IA+6zHCmWXTU1dakZbdtNu3djitvrnuUm3oqaLm1vDrPO1MmMY+LHN6n8Y8WBvTcpt/ZU3G1/q6+%20dr/bpkxjHxq5vU/jHjjHxz66blP/ALXN/N1+S326ZMYx8aud1P4x44x8Q3nuU2/subja31dd7G3L%2036ZMYx8aub1P4x44x8cDem5Tb+ypuNr/AFdfO1/t0yYxj41c3qfxjxxj4ym2d2zdQnORZLLjLjRC%20XG3UFCkn42IPDBQ4/arMxTGMd7p0/U33XzZfFLlwqPcUFe3HpunxNJmPx2ENOy5UV2U6B3nFeJbs%20VqxJty7K1Z5oJRSsbjHEjjYjEjn24dvv19HGMe5hwy9I06ZOZmvtlUlliRGZcC1JIZlhPWThb44b%20HeOI9+9SbYneI5vY21247LLcPKiO9FlRyHHQpp+GyiOwtCwSoZWkBsi/eF8170yQMyNoQpLejtSH%203ZLelIeZUl/K94puTHMdxEgq45kq+MMfs1JsiVefUfbJjrYWw6805EEBXWkvuK8L1EupZBWsqCcz%20aSOdsO2k2Qm15e2NoHjUS4TKNPdMuLNkmOhKQ+YalqaQoK7qU5nCpSk4ntpNkKsJvxtjjYcTwI+z%20eto5o/64aURiA0/YnHHqIF/s15Op7FhPbe/WjdP5TF/oTVeZpYqCH3V/2xv8qi/+uisavln2JKGt%20fDAcsOF7geWvnYxjixUJwvwvj79jb4Le7kGSSMb8Mcb2BBJHb2e7kgYAAtbgLJ7eHDDzj3XoMi+F%20iSRax48Rx937NJxjHwHh5xlhrqvuJYaAwcWoJQBy7yjbzf56sRM7h4bkda3hI78sKNgphpWTlwdX%20kb/8XZ2V0jRuldrqGn66sjJp4R2l99tP/ph/t7a6R008Vytg0PcBwKIafL1HV/8A401r03eZXXoW%203nYM6XqEpaFypWRIDebKlCGwm11Yk3F67WW5YosRRO1tSgUCgpeo/rfH4i0eTw5d5n3cK62dmOD5%20mj/Pf7kgSe3jx42sMONdKPYZrcbjHmeZ5dlTZwMYx4lzzuAedzz8/DiabBxydXgRp8TT33unMnh1%20UZrvHMGUZ3LqGCcoP3Vr8KUgo0q3LoOVhxGox3US3jGjradS4lToFykZSR3fuqYx+hMPDG59Cfjp%20ebmN5XG1uoZWoJdW2gZlKS2o5yAD2UrGMY9yzDtiz4UsvJiyW31sK6b6WlpUW12vlXlJynz0iEb7%20/Djbj2+e/A0pAE8ftHHkatKmPiX42vhx7ePZ56ggNAx3jqfP58cjx6aOeNcr9+OGMbHjs/8Apn2R%208n0SsPplBzajAanxFRXVKQhSkLztkBQU2sOJIuCPjJHKkCN9VWP59K+Fr6OuvOu4pQ9VWP59K+Fr%206OnOu4lD1VY/n0r4Wvo6nNu4lIPVVj+fSr9t2fo6c27iUPVVj+fSvha+jpzbuJQ9VWP59Kx44s+b%208HTm3cSh6qx/57K7Ti19H5KvPuKN0HbkOJLEsuuyH0ILbanig5AognLlSnjlFYuvmd6uLb360bp/%20KYv9CarIsVBx6tpw1CH4fqdJQcbdQ5YKsppYcFwbXBy2NSYrFBCO6FrrZORUWUntUXGFfBZ9Nef0%200dks0aTB1oJGbTXCrn03mVW8xWps86x6eYTLLyljVlKt6Jkpx4lUUcSTx6x+VU9PcUl7RpmvuEBM%20Jtr92++B9hpLpPH5Vajpu9crqa2vMcKTL1AoTaxaiNhr4XHC6v8Ag5a6xoWx3rFqRh7e0aI4HWoq%20VPg3Eh27zt/I44VKHvGusREblSNUKBQKBQKBQKCl6j+tzF/5vKt57s10sx8HzdH+e/3O82ucR5ce%20PuvXWKYxir1wyQU3J7tvjH7J8wFjQeEONrYTIQsFgpzoeSbpyWvmSrha2N6CB1jZsbWZo1Nct9Es%20JjnTlsrV0mgworuG0nI71CtQOblw7amWq1Qsz2VaXIXHjo1BTISlkhgNJsow24yA4lIKRm+rJzEg%20/G4A41JhczYr2ZQ2VNuelHGE9NcZag2EKc6qVoCCvMkWu7gkgqv8UpxuoVTm29qDQn5xbkLdamu9%20VMcNhtDZKlKJSMyhmUpXey2Th8UYk2LWZlNhCuGU4i9vIBjh71WR5UpKVobUQlbt+mg4FVhc5QcT%20lHG1J3qwHEF1TIUkut5S43mBUnN8W44i9sKdiILQCPXHU/8AbjHHh026439rx2f/AEz7I+T6JWH0%20ygUCgUCgUCgUCgUFd29+tG6fymL/AEJqgsVAoFAoFAoFAoFAoFAoFAoFAoKXqP63R8P+XlW7OLNd%20LMfB8zR/nv8Ac65Lbjsd5lt0suONrQh8YqQpQsFgXGKSb27a6y9j5tpmxt2tOSWgtiPG6jLTiFSZ%20KkKba8K8t5klKirrLacCkqtYniazSjUy6G/ZrqyAl0zUeMQ2lIc68gJ6iFMBBCb2A6TbqBh91zpl%20Kun1H1vwrzLnhZZW8h19S5cxvxiEJWltp7LfpBgqRkCAc2UXtSiVSWsbQn6jH0ONImB9nT0NN6qp%20S3m/EpSthbmKCCc4aVe/bx40mCJQSPZvr/UWZL0eWi0Jdn3nlFTsMtZSlWXMgJCFWBKsbWy3NKLV%20tT7O9bbTGgsymhpgEVyUfESA6txthtmQkcbpcUhTmYrub8OdShVzP+zDcFmG4mqFmK2tDqo6ZDyb%20vDOkP53EPqzNoyBKQBw4girlmCsPTvsz1pKkvsSWHJIQ8St16Qfn30vodeQbLyqLbraLWthzAtSm%20MY94sOxNrajt+PKanPofLuVLORanFIbbcdUltSlIR8VDoT3QB5AKtsJMurQLjeWpnh88CeWPTRzu%20Pt1yueKz/wCmfZHyfQ6w+mUCgUCgUCgUCgUCgru3v1o3T+Uxf6E1QWKgUFdn6trcxbidESw3HaWW%201S5JVZxSCQvppSCbJIIzG1yMMMaxdfEJVH5faAB+OwL2t8V62HHlU5hUtv8A5TYHkwd/aqcwqW3/%20AMpsDkBg7+1xNOaVLb/xtO0/hhg7w+CnMxjHEqW3/j9dgdgwd5ceXGnMKlt/8psDkBg7+1xNOaVL%20b+sSJ0C3AGzv7VXmFWiZrm8dFCZmoCNLgBSUvqjlV2wogAqC03Cb4ZgTbmLcLbfUqukSS3KjNyG/%20iOpChfjjW1baBQKBQU/XYeota43OjMJkBDbzam1LKL9TIQQQlfyOyulr5N106WrdMxMxPBp8Zr3P%20TG7X5SFc7/6qtRe16638bjxmvG39mN2/KVc/9zxpmxjHuPXW/jd8PqeM14ix0xvh/OFWxw/A0z4x%20j5Hrrfxux72PG68Rf0W3jy8Sry9rXlpnoeut/G5pnazqsCG9NlachuNFQp15YfWqyUDMo2DNzgKZ%20ljrYn/8AN2Pe3eL13EDTEYHD6wR9pn4bUzJPXW/jcz4zXePotv8AOFfQ+QUzk9db+N3w+p4vXQf+%202N+fxB83Do0zRjGPanrrfxu+H1Y8Zr9hbTGwbW/GTy/3PbSL19db+Nx4zXeA0tvkPxg4A3/1NIuP%20X2/jdj3vW3NHnempOoSGksqkOFxTaVFYSMqUi6sqL3yE8K53bTppm/Wm+ImLaLrWX1CgUEXq+5NL%200uzbyy7KX96hsjO8vzIH26sRIrcvX93yVZ4yYsJs3sy6VrcAA+6KElN+dgTXeOnuSrQdU31j9Zhi%2097XS8Mce1NPTXFQ6pvrH6zDH+i/5f3PutT09xUOqb6N/rMPn9y8bcf3NPTXFQ6pvrH6zDF72ul4Y%2049qaemuKh1TfWP1mGL3t3XvL+591qenuKt+j6/uUa/Eg6i6w61KStY6AXgEFIxzj91yrnfpzbvKp%20bb360bp/KYv9CarmqxUCgrWjAnRIAIxMZpRFjfvN4nDtv+1XmneyiN17umaDqGmRWtEk6p6VfEWM%209HditpTIyuO9NYeW2q3TaWrNa3v0iBph+0/ZcyPCkRZy1s6moNQHjHfQ265eyUpccbSnvqBShRPe%20INuBplKOXSva/sfUNv8AptMxxhhplp2Wwth9brKX21OgqSlBzIytqu6m6MD3quWSjrd9p2zYy1ib%20qCY6RKcitqst1JDSWip1Sm0qyN/PtjqLwF+ONMslEhqW8ttaXrMTRNQ1BDGqTAksRyFEWUopQFLA%20KEFxSSEZyMxBCalNlewo87X3ntrdLLzuhTfGNxun1j03WyEvJzoVldShRStOIVa2BxNLomN+MYoT%20CazE2sceIPHib/ax/bqSI/cdjtzVgRcGE/hxB+aJHE2NW2NpG9K7Yv6BhXN/mk/ar0tJSgUCgUAg%20HiL+egxkR8kfBQMqewfBVqGRPYPgqBkT2D4KCt72nQF7Y3FCbebVNY059x2MFJ6qUKaVlUU8cp7a%20JKyZEfJHwUUyJ7B8FAyJ7B8FAyp7B8FWoZEfJHwVBkADgLUCgUEZuWVIjaO87Gc6TxWy2l0WJSHX%20kNqIuCLgKNq1bFZiBSZsnR9v6fJ1KWvox2yky5awtxxZWoITnIzOKKlLAt28q90WxZDCt6p7W9rQ%20HXmgsvuhplyOyT0nX3Hpi4amUtrCVJcZW2SsKHmqTqUKJ/cOvOaVIhQokBep6rqK3UQ4SHEMAhhv%20qPOLdWcqEpRbzkgVbrqFETC374rd/qyrTfCy20sqkCRKYDzanWPEFKI6MxcyfFUUqtz4Uz7R3bj3%20FqWkzdJixdIOoI1SQmE28mS0xkecC1gFLgUrLkbKsw8nOl90wID/AO1smnrmyNvyW23o8iVpQada%20dMluNITFfKgjvM5FLStWZJ7l+y1Z5i0WzbutM67osbVWWw0iUlRDaXEPAFK8pAcbJSoXxBGPaBwr%20pbNYR0x/1w0o/wCqfJ/4jZ+DGvN1PYtqe29+tG6fymL/AEJqvM0sVAoK1oiT6F08Af8ALM8B+4ve%202H7FeaZ2suXVImh6jq2lsSZGXUNKcOrQ4rbiUrKUocjdRaT8Zuz2Xz2xpArbfsx2RJlabDamSXX9%20qNxIqI6X0LLfQX4mOXkqQSlSwu6inLnT8a9hVm6RpV7ENoOaYNPkTNUkIS03FbdfkpcWiKyy7Hbj%20JBRkKECU4U3SVBWINwKTdI0R/ZNoKi7F1vUVeO1GRMDbMJ7o+I09wMByE6FZ1upyxW1OqTYgk2IB%20tSvBVi17Y+2ZuvsbqmqcZkw2EodKS30XGWC4411ErQv72VqUOmpJ7b4VInsR07W2jo23mlL0xbzi%20XokGNmeWF3ZgNFtg4JFiUE5jbjUmROWsbHh5TbC9jYYfY5mgj9xi+3NXvfvQZFzcg/ejfh+3Vjf7%20xp25s/RnNEiLLk8KUgE21CckfAHrCvS1MJL1L0b8LqH95T+f+/oUPUzRvwuof3lP+noUPUvRvwuo%20f3lP5f7+hQ9S9G/C6h/eU/n/AL+hQ9TNG/C6h/eU/wCnoUPUzRvwuof3lP8Ap6FD1M0f8NqH95T/%20AKehQ9TNH/Dah/eU/wCnoUPUzRvwuof3lP8Ap6FFO9oHs006Rp07Vn5cro6VDfegNJlS1Ol3pKzd%20Z1x1wqaP4JICT91eg+nUCgUCgUCgUCgr+6dRguQJEFuQ2qaw7DcdjJUC6lK5LeVRRe9jyNas80e1%20JUH2ivaQ5oCtI1B6Q2dUWEx24TDkqQsRnUyHFNtNXXZKUYquLXvxwr33zFGYQbEz2WvPL01lMh9j%20Vkw23ptpSo7qpLyp0RL0u9kuvPOKV37KUTlPKsRl2Qq1ztr6XPgMRdQckSFQ3XH483ruMyULcKyo%20oeZUlaRlXkte2XCuk27EUuJqfs3daf1GDL1fT33Y0ZLbQVqDTklDrfg4j0eMonxKjbKlQB72Jxrl%209u9UzO3rsdcfTZMl2S+5pzqpobRHkrkRFwwWHnprKE5mgjqKC+phc3rczbI06jtr2b6Fp7c2c48i%20FqLrUSHMVLkuhlcx8SGzGdzKMdK3srhWgjgL4VJttobU3tODojEVcnRXH/ALU6yph1biwZDMh3xD%20yuqVKU648VJWs/GsONatiOwSkYW3fpIGNmX7WIt8dF68/U9hCf29+tG6fymL/Qmq8zSxUCgrWiAe%20hNO7PDM8sMUJN+Fq8072VT31sXWde1dOoQJERDCoLUGRHlpUrOlMxElWOR1IOROCilWPLmLE7Cqp%20af7D91NPx1u6vFjvtxY0detRzIM9sxtNcglDZVlBacW4HDdQIyjjhl1nV36P7GdTjvw35T2nNoiG%20W9H01kPuQ2JLkJmKw82hzKVHqsqfcvbvHA3Gak31Ko5v2GbkUwnqT4DUwKndKQ31SYwnQY8ZS42V%20DISrrR1EpSE3Ss45uMzpV3s+xfUFoeVIdgNlULVmtO09gvqi6fJ1BDCGFRswzZG+ktajZJClnKBS%20b1ql9p+zXWdG3gNakz2XWUpfu82XTKkCQ0y23HkZu50YvRV0rY48E97Mm7YlX0HhwGUkWHK2It8F%207c6wI7cdht3VbWH1KTYn5PTPLDh56tu/wIS22AfQMK/4JP2q9LSUoFAoFAoFAoFAoILfgB2TrwPA%206fJB4jAtKviKDz6j6D8uf2f9z1HkLfzigeo+g/Ln/wB56j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB5%206j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB56j/WKB6j6D8uf/eeo/1igeo+g/Ln/wB56j/WKCr7o9nO%20npmxtbVJkZNLfjK0+OZMl1Wdx5CHOq5IddughWDYATgCb4W1Z5oRz7g287qUmFOh6i/pWp6f1kxp%20rKG3TkkJCXm1NPZkqv00EE4pUB5q991tWaq/D9lUGE821H1WSNISqE49phbaPWf003ZcckWDneds%20taUgAnyVnl7VqsL8iXpsFmbreqMtwokRSNWfWgNoXIXkQl4G3zYvmGXnfyVr3op+j7C0V3RI2ps7%20oenJ0uO0zoettIYQmEzBWpw2QgZXSFZg51OIwwrFtkTG9e00rYenvCa1A3dJkalLYUNdnNJYdelQ%20tQs4hLoUFIbWpI+acQAcp+KeNSLIntKrNL2hGnaVF0ue4F6dp81qRDZSkAeFjpLbMVwn43dzAr48%2063krsxjHejVtjaWo7ciQdJh6op/RoalZ0yW0Kfc6i5DjuZ3DG7zePGyD2mrbbTtE7Hud4aTe+LL2%20PlzN+7/JavP1PZjGO1qE9t79aN0/lMX+hNV5lWKgUFYaKtLaEGW06ER+5GkNsqdaW0CcmLaV5VJT%20YKCrYjDCuN2nNdiUe/SsLC/WFuyPIwHCw+buewY86zklD0tCuDd0n8nkYi+Y2HT7acuSjHpaDhcu%204XBHQkY3wP3F8acueC0ZGrwb3zOk8SfDyBc2t8jyfBTJPAox6VgWtd0gdseRjj/s+z4acu7glD0t%20CItd3HH7w+ce23TpkngtGfS0IH+VHMDoSBytb73wq8uSjRODuqwntO09t0mWgsuyXGltNNNLslZJ%20WlGZWT4qU3x7BVtsmu0WaLGbjRm47Qs20kJSPIK7K20CgUCgUCgUCgUFD9sGp6kvZOraXtuU2dyy%20WCiHByddbyVYONhA+KVtkhKjgDQYgb13HpWnQhueAouBhvxuoNhHTLxAzqIbUtLQKjgCeHOrMSzF%200St2ma7pepthcR9K7i+W4zWw5e/Uad9AoFAoFAoIrdDL72jOIYaU84HY6+mgXUUofQtVhzslJNat%203wUVs+JuT6PmHydBXHHy+WvZz7eLFA+KsQYEzHD8XV5RfA1OfaURO7NCna/oUnSkR5sVUhbKvEBh%20V0Bp9t85SLEK7ndPI4+SpdrWzFK/MhoibemQYeoaRA0+YiBMZfc8bIQ49JXOlqc6zrylH5z4yVXO%20PHlWY1bYiiuPYuy9R2nGe09tEyVpzzTC8rjDq3kzEMpZfX1FklTboQlSUq+JiBhwWaltvaUWr60T%20cwJgN/wCvtg+Xt5Vvn2pRj61YfUJoNvwCibWHutV59pSWzS9LmSdxRJpjvMMw2XAtT7ZRdS1oICc%203HgT+zXn1r4u3NQk9vfrRun8pi/0JquKrFQKBQKBQKBQKBQKBQKBQKBQKBQKASALnACghtS3XpkN%204xWs06dyhxh1HONu9bBAvzUQKUSZoinTuLVPx2R6MinHwsUhTxHHvPkWT5kD/SreTi5XavB0QdOg%20QEFERhLWc3cX8Zaz2rWq61Y/KNbcrrpl0X4jtFvODxq4xjtRBzto6c66ZGnqOmS7lQXHFmio/KZw%20T76bGsTa6W6kw8tbj3ToQy6tF8dCQDebHusAJ+Un46ffFvLWZtl1tviVn0fc+jas2lcSQklQuEEi%20+HZY41ltK0CgUCgUCgUCgUCgUCgUFd29+tG6fymL/QmqCxUCgUCgUCgUCgUCgUCgUCgUCgEgC5Nh%202mggp27oLby4untr1Oaj47MexDZOA6rhshHD7o0iKpMxCOej63qWOqS/Dx73ECEopuPkuv2StXHH%20IE+eukWuN2rwdUSHDhM9CGwiO18lAAue1R4qPlVWoc5mZRepR9fkakEsIQITK47zSlOZEqLTmZxC%20soWvM4nD4uUAcycEdxDVpul7oZ1Jp6ZqKXogU51mQeIUDlUE5E2N7WF7DHiTQ2I57be/XHW1HXG+%20m2pK1JSFIv01WAsEqtmQO8e0k2OFJXNDY5oO9FoSW9dAuFh0JNrKAygJVkV2WJte/e4k02lYWiKJ%20CIzIkKSqQlCQ8pFwkrt3im+Nr1cYx7mUXqW1NLmOqkM5oE44mTGsnMcT84g9xePaL+UVnLEt26kw%200Napu/QcJDQ1aAm/zzAUVpSBfvN95Y/0c1Yyy623xKxaLvDQ9WQnw76UuHDpqIBv2cay6JsEEXGI%20NAoFAoAoKXuH2ktaFq0uDKgqU2wW/DvIWCX7sqfeQlJAAcbSkHKTik3+5NBNaBrc6dIlwtQjsx5s%20RLLqvCvGQypuQFFuyyho5hkNxl7DwNBNE2t5aBQKBQV3b360bp/KYv8AQmqCxUCgUCgUCgUCgUCg%20UCgUCgUA3thxoKTNEqbJKdxPOwm1KUlrTkKLcZSTZIBkoPzpVf4uZH72tREOd90x2JViPHjMpYjs%20oYZR8VtCQlI5mwFq6TucN+MY972aqRjGPYCpjGPYK1ru19NdkSdUl6i5DbXkLqgUpQnKnIlV1cF8%20knlfDHilqrnlx9teghorGsRmmQ8Hwpa0Odxp1LjiQkEA8OH2xQ273A3oOzlO5mtcu40pTK0uLQvq%20OB5RPUQqwcupWU4d6wPKlIKy7jsvR1ag42nVHRKz51xwtHUzXLgXY3UFJSvuKA7oxtQmZWxvq9NP%20VIU6AM5QMqSrnZNyQPfq4xiGXr9ugXtj7uNQxjHghtd0XQJBEmZ9Ulq7rctg5H1EfcgAHqnD4pSq%20pdEN23T2M6A1vqEVJQw3N0/+QMx0xHlXA7xaS3Iy++oH9yK5vRCb8fvH9Dw/z9f9VqKeP3j+h4f5%20+v8AqtA8fvH9Dw/z9f8AVaDsQ/rZQnPDYCj8YCQogHz9EUGh2G+84HXtJhuOBaXgtbmZXUSkthdy%20zfMEEpv2G1B503T16UwqPpukQobCllam47nTSVniohLIuTQb35OvpbJZgR3HOSFSVJB/0uiq3wUR%20y+P3j+h4f5+v+q0U8fvH9Dw/z9f9VoHj94/oeH+fr/qtBjbunaoxP1fUNRaaYd1J5pxDDLpeCUtM%20IaxWpDWJKL2tQTlAoFAoFAoFAoFAoFAoFAoFAoPLjbbram3EhbaxZaFAEEHiCDQRD23ej3tLf8N2%20RXAXI/bZKbhTf+iqw+Sa1FzF2nEuF2W5EOXUmDEx+/3zxz2HrAAJ/wB4E1uJiXK7TmHTjx7cR5u2%20tb3OiG3NK0ARfA6yguRnUKfUnKVABhSSFmxvgspAtzNSVt7lWef9nnXS43pzynUPlLywXG+ipIKn%20HL5+LfDu8+HbU2LSWJOueztZfddjPrYW6kOvLU5lU64SFqAzk5srVyq2KbWPKkzC0lMx9w6HI1Ua%20nAYdlTHkx4K7gNlLLqypBQhXeXdVyogWsk4i2NmWZiVqPPh79Wg0yZkeMpKXVHO597aSCtxfLutp%20BWr3vfqVilSImXtiDrMyxKRpsc815XZBGHBHeab98q/eisze6xpcUpA0bT4Ki402VyVAJXKdJceU%20PKtVzbyCw8lYq6xFHbUUoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoBAUCCLg4EHgRQ%20RD23GUHPprpgruSWkjPHUScbs3FvOgpNWLphi6yJRktJYKFaxBQA0T05oSH2E5hlUcxGdq4NlZgE%20/ujW4uq5Xac+5sYh6b0WywwwWCAWlNoQUWsACmwt8Wwwrbm8o0rSmzduDHQQCkFLSBhfNbBPbjUg%20rVrWrSYbwaaYR4tQSURo7YW8oJSUoOVIuAE3AUqyR2ilaNREy7WdL1eXjIWNOYP8m2UuSCMfjLIU%20235khX74VibuDrbpcUpA0rT4AUYrIQtduo8bqcXbhncVdSvfNZmaukQ66ilAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoK7uSBC03StQ1mIFxnojDslaGMoQ6W05yFtqBbJVltms%20FeWrEzDN1sS2o0LUXzlmy0tsDDpxElClgcy4sqUgHsRiPlVqb5ZjTolYWnQoLRbiMpaSo5lkfGUr%205S1HvKV5Sb1h0iHRQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCnaDv13%20UtaXpj0VppRkKaZLbpcPSSl8hzME9NdzH+5VhexAy4hY9dAOh6iDiDGeuP8Admg7qBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKDw9IYZSVOuJbSMSVECgg3997UZdLatRaKk/G%20IUkgW9+g8f8A2DtH9It/COPZQaGN4bCYccdYkRmnHl9V5xCUpUtwgjOogC6rE4nGghvaB7WtqaNs%203VdRQ6qcW2VI6EfKpfzvzYUQpSe6CoZjQS2me0/aU/TYs/xJiiW028I8jIh5AcAIS4lKlAKFxcXo%20On/7C2j+kGseHeTjb3/LQZ/+wdpXsNQav++T2XHPy0xjHsGB7Q9okX9INWwxzJ5+/QP/ALC2l+kG%20uBI7yeXv0EppOu6XqyXFQHg8luwUpOIx8tB30CgUCgwpSUJ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height="333" width="319" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Etapas desarrolladas para efectuar análisis biofisicoquímico de afluentes y efluentes provenientes de biodigestores.</span></div>
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7V6D4LXw7bQtcrqjCGJf3kZjKk/j3rzqa6heUvJM2M%20fJmTOfbFUby+vY2X7M0ePumMOMZ711xr80rpFW6nvWlePvDsGoLb2KOkUhOZ3bgD1xWzF4+0ySRx%20tmPzbUCRFt49cgcfSvnRdTjsgkkdq0kinLKW3Jn2FdfZ/EDWLOwxBBaRDOQyw/dNbe3tuPmPoG3n%20NxbiURsm7orcGs/Vddh0eRDegrC5xvHOPc15HYfFzUrNnkvpFuImGFIjOQfXFT6/8QpLzR/LuYI2%208zgnbyRW0akZQ5/+HHzLoeja34ysNIsfPeZGLf6oqwYSD8OleV6v8Qp766NzZ3cka78rESeB6Zrz%20m71VvtIWBpBEjHYkx3IB6YqE6rbyxurJtfdwAOBXPUnKS00FfQ9Tu/itrssZt4liJk4DBM4re0G7%20eNYdR8S+I0hbbujsgcBR7814a+pzeZ/ouYdrbXY84PrUkuqm5kXz4mu3J2iQDNSq0uupHOfTNv4+%200J7UXD3myHoGdCNx9RWZefFXRkuBFp7G6IOGwMY968RtL2+161SHUbcW9pD8iuDt2/hW/pN/plk3%202TTbJZbtV2meYbkIrT203oaKV0eh6t4/ujp41DRYJAgGJBIpIVvSuD17xrr+pXiXSRz2Ri6CNiol%20+oq1e+IILLSEs3uWnRm3v5R2oG9PQ1zn9oJchZLi9dnz8iB+MU3WXcfK31KGq6hKbh01uEieQZZW%20+8R659aijgl1FNli0jKD8sZbkV1kkaw/6ZqlhHqCynYZhIJWh98DmszxBYReHJ4LvStQiuI7lNyL%20CuCvsaV4lezsZcukanY6YLmBWRm/1zl8EewrN/sx5JkjimUSNzIz8bPbmlvNR1O9VhNPId3zbFbv%20VK1e7ubrbMjO8n8bHg/Wm5R6GfK0Mecws8T3Dsq8P/t1r6f42uLGztrYIwFu+U8t9o+v1qNrSOTZ%20Fcw4J4Z0GOK1T4asILSJJIJLgs33o1INZ88dk7fgDg7XNhPizrl20Ud48MkOQm0LznPU+tfQlg7S%20WELtjLLk4GK+dYdCW3vI0hso2MqBFkIACnOea+idOR49OhSU5dVwTjFPD1YTk4qV7edylBxV2WaK%20KK7RhRRRQAUUUUAc38RFDfDjXgRkGyk4/CvjmTTIjjKOnfPSvtDxi8ieC9WeGFZ3W1crGy7g3HQj%20vXy1N4hRNWuY/EOlhbO5Xy1aFMfZ29f/AK1c9WTUkjGc3F2OJk0mReYWVyPUYNQmK8t2ViZFx2zk%20V2eNBuQRaTTyEPjzAhChfU+tW28Nw3TbNNvTIMgjepw30rGVZRdpfkNVEzj7XxBcRfLMgK9M9Dit%20WDxJasyiRmSQngEZGK2tS8GalphhF7pKP54+VkI5/wAKw73wnOtyVltJrYjkhgSB71Xuy1NLJmlF%20qEMwzFhh061ZErcZGAec1y8nh+7tgzwXAOzoFbGagF5q1pzIHaPPRjnNLlT2DlaOx3EnGQc9xxUc%20jnadiCRgM5IrBg8SQoNt1GUYdO/6VoQaxa3SnyZFHH8XGBS5WhaljfdcfciXvggfhTdxYYmueen1%20qldTWp/1tzjA5A9aotrOn2/C5kx3NNIDa/cjoxf3HFPEkYGFiJPUEnNc2/imFPlhgPBx0zmoz4gv%20p2It4CM9tlVysdjqC7s33VXj0xTS+3BknVQT13VzRTXbvIwQvclv0py6DfSY8+4ULjkdadkFjckv%20rKP5pLgMc9AKpyeItOiPyo0nphsZqvF4YgAAnuGYA5JBxmr0GiabFjMIcL0zySaV0h6FCTxS/W3t%20Vwx443YqA6xrlySI0ZOONvFdFFa26nENsihvRasqspH7uJPbIo5n0FdHINZaxdsDNLKV9CSfwpw8%20O3TksxOT1zXWtFcFOZFjAHaqs1svPm3cuMZOCaOYLnPDw55SgT3USjr8zA4qNrHSYcifUDIR2SM/%20zrVmgsUb/UNLxncwrOuHiRP9QiA98dK0UguRGTSUx5NtNIcckvgGi0vFF0xESLx8pfnFZ9xfJghV%203EnChfWqkszPnjHQZz09fyquS47nRSatebvmkSIDp5a0JdTSAebcyNzjBbOc1ziTzBCN/uFPcCpV%20uJFPB7jj0quWwnqdXbXCxnKDOODWtBcSNGNoC+gJrhob6WPJR+p71o22uSIB5y7/AGzTcbk2Z2Sy%20Hq7rxjBAzirUMkYGZJCQT0UYzXN2uu2sgww8sn/PWtmzZLlTJA5YDqQOF+tYTgCeprK8bMAsTMeg%203vxTnkKE/LEnTjbnOKrxxx7fml3eoxUyRRZHlozDpzXMyxDOz5PnHPfAxj2prK0pAO9jjjJzVhIX%202YWMDnq3NTLBJu4kWPseKm4iktu2DhVHPUjpUoiJ6uAw6ANirItV/iZiR1w3Bpxt4QdrgDIyOMk1%20NwKxijzksxwMliM/hWdqksdvatswWYE4BxW0WC5UIc4+72xXF+Jrx7q5jsbePEjMFCqvP1rSneUr%20BFalDQdMl1jV5JsZ8o5BbpXf2lpdeWBJKnLfwrjHpUXh/Rm0uwjjOAxyXGOST710VhbfaLuGEqSG%20bGFGSB3qpz55WQN6lOTRb290u5FnC0vlLvkOcAD61Q0iEJc2meW3L17c17fqdja6J4AuVsk2Boss%20zD5mz614zpbodUs8cDzE6n3rrhHksjWFkj6Msf8AkHwf9c17Y7VPUcGPs8eP7oqStTMK8X/aFAZf%20DwkSQx5uMtG2Nv8AqsV7RXjnx7m8qfw2FJLs1wApHy4/dZJ+lZVtYMifwnisemXlwWmsdq25GwC4%20XJY96fLoLsQ07pbMqHG1OpAq3capZyTvbvqG0RkHcqnGe/FT2+p2V6zRrdb5FXJkfjIH1/lXnObX%20vMz0exzUtqEVTkTj+IheVP8ASq09vcnbJBaS4GS4IyCO1de0mkwsriVUyhMgH8XHBIqVfEVvHHC8%20TJKMf6oLjPoTR7Wbfuq5UaiS2OIis8wsi28rOw3CNkOAT6elI1vFbqPtUeDgBlB5Fd3HrriM7rRB%20ltxcR5K//WrNhutG1Ga5ijgWJnyWaYfxd8ematVajdnHT1G5t9Tk0t7dpD95I8n5sZzTjEkSkwuH%20PdhwcfStuaxktLZ2aaLyx9xQmaqw2kLQtPJJHGUXnCdc9sVrzxe5PMYG6WMCRJGYZPUHH40q3e6c%20SxKY5VHVTjpWoLV5P3cTLInOFBwSazdWtJ4Nj/ZvICjkBg2fyrZNXsUmmX28WakIAiyIzNwwcZ4H%20Sn2niOYn/S1VgT823jNcyDHcyLuZlI544q1CkZlwxLJnnbSdKna1h8qOxg8TQtIYYrdiuOGZ+BUw%20ufthEUvmQeX8yOj5XJ9h/KsO2GkRzxiHzt7YDIcsOa1v7PTT5t0byG3c9Oetc0qUOl0Z6LYuRWc9%20wxjuJhGGHEwbiT047Vh30Wq6TesL20T5+FKj73oa3BKI3SS3t2ljXgqx4HvW5p2v2l6wiv4ElA+Q%20FhyuPeuGdapRldK8TWKUtDkbHUrvc6xabGSFwwTAOe5qeExX0RgntmQ5+VH6EiuuOl6ILh5baV4J%20JDkbW6k/0p66bZrHKl1fRzShgMhCpXntWLx8G/haH7KSWhyFxpWm+W0siwq8g27FwGB78elZTaBA%20xIhnjUn7oZc1ua/4aMWoCeyniKA5Mrygtjt71mqGgnA2iaF+C6jOG9q9CjU54c0JXM2mmZ0umR2U%20qxXG2SQsflA28VaWyMMasLc7MncFbBx25q9LDp8l0sOoySMwXCuMgqfTNUlsbi1wJb2SSM/cGCQV%20/pWkajasxMbHOrllRpEjK4AkUt+tUbe88uZlnjfaRjp1rWAY7Zo3MygBQnTA9ag1C3nDBrWMsWPA%20PUe1WpK9mCK1qm+RZIrrLt/AR0Hoa04I7S6mLtIFGcEngGqNpo15f3DPDblGX75U8flW7Z+Erh4/%20OEsTbjta3YYYe/NZ1Jw6sdu4wGOD92VR8H5X2dPxrOuBb20jTSXCvuORsPIroLjQZoLMW4udkLnn%20cNxFZMvgeBNx+1NhhlBtJ3Cop1IJ3lIbcFuwtvEdhDGIdrA9SxPANQz+MPLZ4o1zGD29ail8Hxo6%20RvfDcy5AxVm2+HM91CZI7tVT3X9a2lVw0PelLQqPLfRXM+TxXOX3fKMDoBxUg8T3k+n3UjsrKmNm%20/nnPatmH4c6cjv8AbNVZ415ISNlI9q1IvB/hyz08q7zXMczYUbtpz+NYyzDDLSN38n+tjdJnFW/i%20+6hUrJDb3CtyQ6Cl/wCEhtZyzXOnsHboYG2gfhXax+H/AA2sZZbbGOiuQT+NZN1pdtBaE6bAk0pb%20AQLz+fpV08dTqOyiyHdGGLmwuJFWG6nt1Ycs4LZqygurV86VqMc/oNm3P50+DQ5JC32sLC6tt2KQ%20MGnx2ccUjNHCzsOA4GQPetpVHskZSny7jnk8SZMkihgwyyhxjP0p2n+K9d0SRwljby7l2N5ihhj2%20rQmnuZI3jED4b5dyqc/hVaz0K5VmjujI0YbLdQ2Pr/SlRVSrvH8DmniqdJc02ipdeKr77P8AZrrT%20vKgDbwqr3qne65HcRon2Z7UIOqLjNdW+g28pxJJdFV+8GkzVyLRrRYtskXmA9A/OK9BYB7/5nm1M%20+w0Vs2cr4e8SQaLG13PdXS+YdoCsQr+1belalaeJdWlMYW3Tb/q0+8B7Vp3nh+C6ggtFtIfLRM42%20gEHPUCsS5tdK0m/b+yw0FxEMGQfeJrkxNNUoOVz0MPmEK0lBRZrDRrSK6luI7maFSflDktn/AAq6%2019o9jh44gQVwRI4H5A9K56O9eTd+/d2dcHKkjOaq6hpwu9xuP3jAZPHavBlCVWVqk2elzQS0Ok/4%20TjSrex8x4LeUg4UbBnPpj0pIviVmOJIbQQnbgzY4/AdjXJQaLY7V+0xyGUnhkBq7HZKkKiGBj/Dt%20l5BHr9aylgsO94ti55PUfc+NNRub0eRbzSQ8D5JMZ5619a6UzPpNszkljGCc18lRRyloxHbeW24Y%20IPGM9vSvrXS1K6VbhuoQZr2MBCEHJRjYjct0UUV6gBRRRQAUUUUAYnjK4+yeCtXuNzJ5dq7blOCO%20PWvmWH4haPHbXsl1on2vzhsRXlUqG9elfT3ixLaTwhqiXyl7c2riRR1IxXzHc+HdF1GKSeysPLQH%20y9kcgUKf7xrmruKacjnq/EQzeMNNvLVLC10+CGOSM48uPa270zTrG5uLj7Pp9lJCkVscySNhWHfj%20PWs+98KX8LQRWwjlBOfMRNpQ9gf8aE8Pa5HJHOLJZZ5fljUMOvvXLH2EW+V6maitzsp/El2kVxZ3%20cgaRCCm5txC4657V1Gk6vZX9haiG8t9Q1B+Ft7hMcejOeK4GW01Fr+2i8VacNPDx4kliX7656nH8%20q6XQPCfhvbPM/iKEOrApCBg+1bufKnJPTz/zLV73NHWItOk1KDT9X8LJBKG5+xMpyPUFRTrL4M22%20r2st1BdT2YZsRx3Kl8D36U69vf7N1gX1jdi53KEUqhUKfYfh1rvdF8bQyaYsuoS7SgwwZeX/ABqY%201qV7NlwnZ2bPF/EXwK1u38yS2gjvkAyHhcIfyrzDVPCmoadcPFNbSRPGwBBNfZd5r8lqyy2enGe1%20KbzOrAY/CvOPFfiH4e6xfSW2u/arO4I/ePGCu09iRitZafAzV1EfMcmnXMTgyF2A6DOfzqAw7Dlw%20S45weK9nXSfhtcW8kNnr1wk4Yspk3NxXE6vpG7SY74eXLGLjykkQY3jJ5x26VWqVxxlGWxi6cbJY%200WcLHJ2YjNbsQXyg8UsbADopwSKyLXRor37R5lytuIV3ZYZyO/41ND4eX5ZINTUKfuuFNS0t7jaN%20mPzHUMW4z024xUqIGOSe/I9qyyY7Eg3uozMOnyRNzUi69o/3WuXBBAIMZqGn0JsagESjuTg0/eAR%20sjHTPTp+NVba/wBKlyUuWJY4Paryvp/GGkfHTDcUgGCQtkKu3IzxxzS+Y7nGeMfTP40/fZZBCTMB%20zw3SpFW3PJt5duchTJ1oEVyDg5OCO5bOfaoWiZsYOQRkYrSU2g/5dDnPdxxTb26hsbCW78lSYx8o%20qrXHY5HWNVt7FTGJDJMT93d0+tctcXrzuCZC2WyoHb2rcm8QwyStKdDtiz53Mygmmr4idSWj0awQ%20YwN0IOR61tBWQzAGdwOGXk4KqTz/AJ/OnxwO33YZmIzgCInr1re/4Si+TmLTtPT/ALYD8Kcni/Vo%202ygtUZhkbYvumtbvsBhPE8JUTQSxbjhDLGV3e2TTgu05Ax2we/8A+qu603xlb6ratpnjO2hntDgp%20PHH+8jPqD2rm9Xi0aDUpV0KWa4s8fIZs7ge/WmnfcDN2kehHQY7Z6mnAe/A7Vc03TbnU7lYbaMkt%203A4FaWoeHJNK+a5cc9QOoq7dSbmVDHuYIOpr0bwvZ6nBp5RI4Y4JwFZnXJJ7c1595ixNmMEDt6it%20WDxJqKRrD5zMij5VU4qo22YmewR+ELhtOMttABLCu503A+YPY1jr5rlsJ5ZBwVPGCKn8D+LALNG1%20G9uImhO5CqNIPoQO1WfHbzW3iKOfS7Q3VvewrKHDBFDYyflPua4sTRS96JcSkytn94wGcZwKcIo2%20bnfJgdAcYPpWUi+Ibg5VbeBW/vgNinjRNRmb9/rCpxyIkKn864Wl1Y7GuEhQlZXCZHJ3AY9veopL%203TYcs91CuPlJDjIxWW3hyy3AXd5dzg9/NPNH9k6NAuVs0ZhkbpU3UrR7k3G3nibSIYXdbiQsueQh%20x7D8a5jRdVV9ae/mtnmuZMrBFjoPWrl6q6rqVvptrBHCm/MmwY4Fa1vYpFr/AJkahViAUY4raPKl%20YtG7pKaxqF9FAbRYPNPJeQHFe2eFfCdpotuLiQi4ujz5pX7vsPSsHwL4VtrqMapf5kcH5IyMKPf3%20r0MgKuMbV7Yroo00ldrUhanMfEafyfA9446HaMj3NeGeH8SeILBZDkGZf4c9xxXs3xYlMfgaZFxl%20nXt71494QT/isdNVmypkBxW/2kar4T6VQAKMADjHAp1J34paZmFeLftB3UFtN4bN3uEbfauV9f3X%20avaa8K/aTeJX8MiXri7I/Dyc1FSzi7iep5fu8P3MLYMasR8y7dpHvmsl/wCztNYNbA3LMeQzg4Hq%20KzZ0tfsZlUZmZhgOc5BpkNz9jkBa0jkDDGQuAK5YwiZcsV3JLmGG/nZo5TB/EHJz+FWrad7faz+X%20LtBCkJjNSRpZ3UZjlsXgmbBVU4z71qDTmmsmgiiU+UoII4bPcE1ompaWKjysjstWlilVt2+QgfIe%20BipTDpl8Z0ldUmdtzqGGRn0NVobJIbcy3UbFWG13J+4T04qM6RYrGsqybm7vWbUVqQ+UuNp9xFNG%20sNxHPDGuMEcgdualjtnDsHtFMZHzSEg5NLp0l1bW7SXVrFdQj7jRsF+lWEkkmtpFIFuZM5QsMDPt%20WTeuhJhC0hjmaaJXgPmBVUjOTnk/SludyXrbkY8fKrjO7PvWmkcyoYXmjZ1A+dhnjtVK/wBTv7Yb%20biKGQciOQLkAf0pxbb11Gc5q1hLHKZzbhEx0TovpVGBlhkPmdxkhDjrXUQatBNGEuQidQ8brkP6Y%20qtcwaf8AKtvEglPUY3Dn/CtlNrRovm0M22voQ+QTFjjco5zVk6nes29rlpYUIwBwxqBtCnZWMcil%20FY/P93OKhtXKq+8BihOABVe6wstzdlvw0ataXL/vD80RydtXDP5EK+fGCHOVkQf+y9aydNWIsk8j%20LGzHt61py6hYJqESXTtC4+bzBypFc03G1rXCzubcEYlSOaFt2xAclsbfQ4q0LSa9ti8y4PUSq3O7%20/Cs/Nvcq4VGFu4DLJGcE56E1ftrFreBJZJ5RKvBwcqE7HHrXj1eVO8Waxv1K914dkurbeJYILhsq%20WaLIY+gHauYuNE8Q6Mu25TyE3fKUbIP5V2F1LJHAZ4bnzOc7ZAQCPXnoazL7xet1Ytb3UYY/dXY3%203ff61vh62IvZWa6+Q5Ri1c5v7ZdvP5VyyFyTjI5+tXbQzwr5Em6WPGceYBk/Wsf7Ikt2WM0qSPks%20xOcVYtrEGQLLcS7FHyjdnmvWko2MuRvY0jIQUXyGQ9C4kHIrasoY7jh7lYNwxuPJArDisfLCb7jb%20ngqQSKnTS0Mo8ud95AADHpXLUipq1ylB31R0sENjo8LzPqm+Jj8vlnBz9Kns7zR76489blxcE9SD%20zWGdAt3n/wBI3qG4KoevvWrBpljAqpHE6HO3JcZyPeojQhy3lJtm/wBWTdwu9egS5FvPAzQhsswb%20nP8AhRN4j08YS0VndRgktwtSG009mdZomY46q/IH1ptxpWhSxKI4niBPOx+o9/WmqdG1pDdGCVmc%209c+TNMtwJ/k4ZgDg/St2DxHAQcuFCr8qg4IFWbfwxotw3CzqCcjJ4PtVtvAmmcbIZZO3BrdU6U1Z%20pszlQv8ADKxhnWdOuWklu9ReJ2/2Sc0mq6rYJZ2eGd3x5ikNjiumT4eW0pz9lwF6bmGD+Fa0/wAP%20YZfJuJNNQRogQDcDmuhYanaypox+r6+9Vk/u/wAjy6HU5r26eOGNcN8x5p0OsTNIFRDEucfIuCvv%20mvUV8E20bDbYxR4HVVGc0w+GreIN/o8foMpQsO4/CrF/V6LVm3+J5k91MSwZA/OCxXkmpo76WPdH%20GwRcfMqpgEV6ENIs2Yg26emCOBTbTQLa9mkaW+sYIYM+Yvk5P4kGsp07/Hf7y44ehHY4GXUbhVVI%2053jMf3ArYwagh1zUYof9YZQfmbe2WzWZr+tqvia7WwiR7ZGKpvGcD1zUml6wwhCtZRlwMGRlyTXX%20SoKHvQdjKdKi/dlG6N+x1C+mtby6nYLDbjOB1/8Ar1Hp+pahc3wC/NCTuJx0X/8AXWa11M8uF+SL%20bkopwGH0rBm1PUfMf7E00Snj92cZrSUaj3kyFh8Mvhpr7kd4+pXoMcpLNMRlXX+EVnlfMmaZ498j%20tuLEZyawPD9vrOs3RjS7khgQ5dy2PwFdeum3Il2+YY4Y+jbs5FedVjaS11NeWW6IV3GZkY+SkQw4%20jXBc+xq2XjRWEcDKv8JdwTn3qSW2ht5ULzEeY2VyetRzzOWZmihdM+oG73rCUHJ2uauDbIjqnkbj%20LGsYbnpVC71Iy6nHul2xZyqAdaZdX4u0eNodz45GP5H0rNW4dyEZON+Q3XbxWkKUYlxpRS0Ngaun%207oxbgWcYJXPGa+stJO7SbY5zlBzXxwbpyiwIu0bxjHHGetfYuj4/sa12nI8sc11YeEY3sRKCilYu%200UUV1GYUUUUAFFFFAGX4l2f8IvqPmqzJ9nfcFGSeO1fOOr6nbW3+mPol1ZRucmBIztJHG44FfSWv%20XDWvh++nQgNHAxBIzjj0rizfazcxRNLZ2F3Ay52vGB+hNceIqQg0pMmVNS1ZwnhK9bV7db6WKGx0%206Ndsl1drt4+hxuP0ratfEnhl53fw5JHdzrw88q7VjHqqHkn6VqX7yaxbR6Xqnhi2ltlPEaOgRD64%20rO1LwXpUs0Bh0KWzkUjDwSgD8gK5L0W703Z9+oKnZaMwdY1831/cBriMmQbVNwmQf8Kz9O8PWk9w%20Hk0lJb6VSxkhcLGoHfFbn/CO6Z9pCX5mdCfmV7dnAHp0qG802W3fboF95DAbdroVVV9QDWUqfNHl%20t/X6mTpzWtiARHTiYpZo5YF5XKfNn61XfUnju/ImUOoGQN4wtVdQ0zX3uCnlK8Mg2+YXAwO/41Yt%20tKgs4Sus2kg2kFHWQOz+5I/lR7NRi2Tyu1mjtvD/AIiZbRYFvfNjJx5LKUwO/J61LcadpF5cT3F7%20pcFzcSrtaV0B3fX1rlbvX4oEhddM82FiNq+QQy49TWU/jlpb6GBpjaqpOVP3sZrjiq797mZXPZGP%204l8BapqdzcyaZpNrby7s/wCjBYlI7Cq0vha90D4UvBqcXl3QulcEuHB69xXdN4n+xAzXki4cg+X1%20IH/16r6xfprHw9mlnjWKJJwAcZU5zjj1r0MPVrN8s7NWKho9zxG4hR2RJZPLjk4dsfd96vWmiW82%20qCy/tXyrPjypChAJx3/Gm3iBLYyoo+Q5AcZB96r2uvN5CwTwQSJvDldnJx2rq95q6LqrUSfUJNOl%20nt2uFmjjb5Sy53Y/pUYubO+iBkgCM/AwPmNRXEtnLHIdhDlvlQ84HepNKntF1KP7dCxjPBweV96d%202o3S2M1JpDm0A7d0G+3HYTNhiaSNNQsmEiMsqKcYDDn8Kv6/d2eo6XHKb9zfxP8AJC2c7Af730xW%20TDaSlVmhlPJyR0yaqDco3kaRlzRuzRg8Szw5W8t2HPBAxWra6xZ3Ix55DfXFYkU81vGW1CL7QhPQ%20jcT7Cm+QtwpmOmTKueCnBX8KTUQ0Z1QmjOQhDHHBJzmoL7MunzWz/LuXgHmsJ9OubXa9vcvgjuCc%20VA9zqe4+fICF6Ec00uzGl2Mq6tPszBJGw392kjmCjaQGx684rStYl1Jpmuj+9RSIzjPNZd1p01nN%20tIZl+80inOfauiMugzVh1O0MflXVpGwbA3KuCtVHgsXZjGxQZ+UHmsoOeUVvXO7qCelKJWHQ8YOe%20PTvWl2BeREibKtnacgGkyXcuAACaqGU8f7pPTrSiYjjqMDIHandgb9jr0+mx4tgqnsQMVSvdVur+%20QvcytJnnms7zePm5PYU5X3NtGT6rRdsViXzGJ6k/U9qdE7Kyuh5U5APekitpJGUbW74rZ0zQZ7nA%20fbGzdM+lS5Rjqweh1Hhi8NzfW0UXnwXTFcCF/wB2QeuQK9S8dQGKex+zgeWsKrzwN2OcVyfhjTLT%20Q4k+zENOR8zHkqTXfa3ZyeKfB0JtWVb6zcA8Z3An/wCtWUqsatN2CO5w8cLtnLHOOR64qRY4VUM0%20qg/7TYx7Vdj8FajIymWadieAEfbWhD8NZJZSt8Wjxg/PIGrzL83wlHMyXFlFKxMw4+6QeM+mKyNV%201S2jtWYTMGAJ+6cZr1ZfhjpdvCJrm+tFVxtA8vn8PetS1+E/h+/gRrhnliB+6o25x65rSFOTZPU8%20C8NrKztJHC0lxKd28jAAru/BVguo+JbaK5jUgyEsjfMOPWuy8IeGtGPjXVbNIzJa2pCxox4B5yMd%206raRDBbfFR4bSMJEJGAVeAK6FC0uZmiWrPXIoUghEcSKijgKgwBTv4eTmmCWPfjeM5PGacGRFJZl%207nOa7CDgvjA+PB684zKvOcdxXlHgKUSfEPT0K5UlsjGe3au9+OeqwL4ds7eKQO8sp+UH6V5d4MN6%20vjSwGmzKt0oZl3dDgcis5Plldlq3KfU0txDCf3jqpPbvUgIZQynIIyCO9eV6j40tLq4+z6wWt7pA%20V3RPivSNFdJNA094m3o1rGVY9xtGDWFHEe1qShbYz5ruxdr5+/alSMr4XeVioT7Xjb1P+pr6Brwb%209ppVP/CMF03qv2s/+ia6Ju0Qex4bYvpklkhu/MMuTjDdPSrNncKqyxt5M0a5K5GCKyEgSSYsimJu%20oB6VLDZB3yMrKpO4D3rnkvMXs2zdnnedYZrKdVnjA+Un73oKk03UrxL9o9QRgZshvL7Zrn02i4Ze%20UA4Yg9/XFTrqMkEwxNIwTjdn9Kj3oslU2mTM2pprEsNxcb4FJxGx6p2/SnJci3jKQ3CiNmOAykkD%200p+pf6Q0N9HEx3rh/U4qhHE0rg+U5H8LBTVVLpu2xTp6iPqd3FclIZsRDoijCc98VbluFu1jkmlk%20aZRhgjYyB0po0qWd8xo6jocD71Kuj3VvIzJDIRgBcepqVNDVO60L8MkbQN9mLNOoBJk4yPTJrP8A%207RngmkEflsHOGt35T2pY9A1i4fY5dI+cZPWp4PDF2svlvFncuQfT3oXKne4KkRySG6RY7m1iQc4K%20DkGs+WylEjLl4QMcpwT9K6S38PMih5JZOCFKnPPvWnD4YEKyGe5L/wBzd/Dms3VS2KjTZ59Ol0UO%202Sby1PCs/b6U2J5zI0cI2kgZavRZdE05VJuGMjYC7s8nFOitdEt02/Z0I3HcQuTR7ePVDtBbs84j%20trsvzktuJO0YzVyHR73UtvlJJKp4KtwBXo6PpkUIMVtHt6htnT2xTDrVmjH7LGYdo+7jgn1pPE9k%20PmpLqcFHpviC2kkW0jnMcfy4L4UfhWzZad4y+zbluY0DnkOeCPpmuoTU3u4tkcEshwCoA3ZPrV9W%20EUu2+2wqEBbcckZ74rGVWMt4/gClBvqc++jaq9kLfUbqKbzBkKgx+frS2fgSJk3tIm3qRnGT9K3h%20BpjsJba4ludpI6Ebj7Z6VPZaLe6lujs1VWUZ3SHHH41MajirQVjTTsZaeFrK1bdIVmMijCjjFTt4%20esI5E2Kqv2OeK24vD905HmGNSVH3mBz/AIVZl0zTrK3WUzieUHaYjzt/GneUjW8bbGFHoNsVlEiC%20Rd+w9lznqBXVR+B9KihgaG8hAkXbI8i7irD0rDumhaVSkhVccZNVBehDgzuxB6HnFdMKE5bkSlFP%20Q259N0myuBCdTimckgEW7YH1rOa0syWSVSSjbSR0ceo9Kref5shUPkqfnBHJq9Z2ElyPm3Fc4GBj%20FbRwit7xMqt9kRxWUJAWKBNuTkEZP4mtCy8PwAhnhXGPugdK2tO8NuoXcmF7YPOa6O10tYVDkDOc%20D3+tdkKUI7IxfmY1hoaMq7gEUngFeta8OnRRD5MBiMYxxmrrHDbUAzjn6VHlsEbD14Gf61qA37PG%20F5Vcse/akf5lAI+TOAAcYHr7GmPNGDtZMYP3scD3qhc3PDPnryVFK+oD5rtdwC7kPWsq6vAVxI2T%20nIPrUV1euMhjjjjjg1j313hXaNlc9D7Ug9CWdWvUO1vLJHUdDXFxujf2tFvZWeUjEZwT05rp7a9E%20i7UHGCcVyGkl7htVvAoZRdsuc89BXJX1iaxMRPDE4lJaNZGx90d6tw6TqcPSwDA9xjArprOWSJhu%20VSW746VsJdBdoYgE9FzxWTrVVsx+zicK2mXps5d9sFuGHyjpgfWs6LQtRXapAj3HkqwyK9SjEU+5%20SACBwJOc1HJYQR72jjTBGSCvU1Ht63VoPZo5awiWOAwRWwjWI4YkjOfX3q7JMVXYNoJPBxnmrcti%20whKRjbuOc55Ptmslm2EqyFQr4Yk42ewrld29S0kJdCCePdcsDtO5ADgioZHs/LEwCNHtxyucU97K%20xur53ud6ll2qQ2ePWrjeEhtBtJGeLqRu4YU1p1HZGJcSQMozJ5ILbsLyMY6HFYqOsUsskTMwK4C9%20NtdBc+E7oNw4SL7pAUk/nTYvDawWLm8nzvO1XHGBTU+5nzStscr58txMhZto81cZHvX2voo26LaD%20GP3Yr5ctfCliXUecyoWGWc8jntX1RpyLHp0CIcqqAA124eSlexFS7LNFFFdRmFFFFABRRRQBleJ0%20kk8K6kkKM7tbOFVDgk47V4Osnia1vJfME7oqZVSCeK968Ro8vhrUEjmaBmt3AlU4Kcda8cjsdRSO%20dBrN7IyLujlaQ4J9Md68rHSgppPsTLYqaZ4j1eO1m+26bc7wMqdpyPeuih+I9rbIi3UNwjBc8xNl%20j+Vc1Jqd1aQp5+t3b3PdFDYX3NUJtduIJmF/qCDHQvCzZ9q8+KpvVX+SF7SHex6fD4rsZlRhd/Kx%20BVSpXP1zS3LWl0HMX2SYAYO8gtj615wJ9UugUi+wzkDLfuc4H0zSve63Y2rTLptlLvGVVEAyBxzz%20Wjpq1rlrVXudnPq9rb2nm3dpbiNj8wkwMAcdDTmvfDMsYm3YbIZVjH3j6V5neeK7nXDHa6joTOFb%20D44KfQ1Y/tJbSdITpckLxjdHtkHy/j61CouO8t/6+ZPv391pnoY8OW91cLJZ6vdNEzBmikYsF9qh%20u/AMBne4txYtMehuINxI+tcjoviNdHmmlWO/KTA+ZDLcBhn1Arp4PF8N5GrPZ3C8YTMwya0tO/xG%20iUuol34e1CRFiudKsJl6/aYYwpyOgpNV0G3tvBtxp7Msc0jiZ1IyqAD/AOvWr/wltsLEpFBKGxjK%20tkj34rm/FR1mZhMkRe22/MyN9/3I9qiVSrSXubm0aUftHkF5ahlnijbeuSOuM+9Ztv4KvmRLi3uY%20pQ+doPBHtk1PqcV1aa/cRTxMYpuVYccd67Lwz4VfXvDtrdQaxDaPBIVa2kQnAz616PtJRgmuplNX%202Rw3/CJa19oXzYLcx8nCToCf1qOTSrlRzaNG0ZwWzkt+Peu7174bvHdST6fqCBEwfv53nHJA+tX7%20DwkU8J/8fEsupRSBiGnHzj2o9tF6ohU3JOSWx5sFsyG8+A/aGIVBtwFpzALNEiDliFyPWt3Umt7n%20TZVaynt7mKT/AJaSAgn1rnbl9lusy7wynJ/2vpW9PUcI2Qy71qTTb8pEF8yEcGQZXJ7gVXPiXVT5%20jJMGeQfeU8D8K3XunvIYHm0izmjUf67ywGB9zWdDc6HeXQhbRLiKUtgmGdVH8qaUHrbUhxT3ILO7%20a6Uxz6jIr4yygHax9K6iOa005YpoII7+QgAp5eVY+mP61Baaf4cn3Y+0WsgIADnd/IVt2+g2aAi1%201qOC5bDbipAXHQ4rGpJN2Rk076Gd4O0sXHjJYGiji+1kqYXHCsx4FeoX/wAFp5A0y+VbsAcgEFT+%20FefadA0HjTTppZ45ZI7hN0qfKH5619DxXYWRvO+ePg9ex9K1jyP4jodNyd0eDeIvg1e6WIZZYEuo%20Zzw9vhCp9D9a5DUPh/b2UgEuoNZsD0c7+fTIr6Y1i8ll8N6uA6rtTfATGTwAeteBaxcO+mym68ue%20WfqFjP7vHcelRUqTp1EovRkNtSSZyF14JvbUAidJVPO4e9RL4VuduSyn6cGuiiv7LTbZbbU5J2RE%203cP3PIFaNjDp9xYvcJPIpKllWTJx6CiVepFXYnJJtHKw+GkVsTyF1I5wOQa1V0y0gtlWK3WXy+7D%20nmtybTGh062vVcuk5IXAyAR2NVZbYDe6soCgFucYp/WJPS5fNYxmOHyY1Qjpx0qRL/ypBJGcyDrn%20+layaBc6i6Jb7ZC2Apzxz0q5L8NNQtY1mvrmGBWyABzgj8an21NuzepDkhNN1MXHML7Jcciu/wBM%201u50/R1ZdsMmQSx6fU+tcAjaV4etnaIrPe4+aRhkLj0FZ0Hii4fSZ0uroZEhkWN0JJBOetYThzJq%20FyGz0X/hPdQtr5bdp4JopWy0oToew9q6TT7/AFO4YG8liigkDBCw53dvzr56GpSTXUlzFKsa8HyQ%20M7vX6V2Gg+I73UNsrtIUt+AJT0HbH0rGWDS1igjds9aultXkR7y5CSQkBsyDAP0966G01C/tow7z%20losZVVbPHrXiAgbX/EUly00yQqFDHfuEjeuB6VtC41LTb9bOS/nIAyJlf5efugr1/wAKFU9ltv2e%20n4jWnQ6zw2zP4m1S8jYoGfJbOD1PSs7Q73Pj57mR/lErjeBk4pvhm8gV7q3vZsOSWaTaTn1qv4ZE%20f/CUM9o25d8hUnjINbfWYq93qtWdN020ekXF2X8x4MIXzhhxmqpuJpQqyytuC8ANjJrEOn6gLuaS%204udsEhBGGyQPT2q3cwiS1jKOoQZBcuNxxWkMRza81zK55x8Wmk+06csxw4ZjgDjHFcrpF+2na9bX%20UJ+aNX+ZfccV0PxWkUX+mhXZiEPybvb19K5Dw/BcXGqNDBNDCzAgtIu5R7CtpyTi3J6Gn2DpYdX0%202OSW9uGF5ezMTIZfmEQHYV9JeF50uvCGj3EaqqS2MDqqjAAMakAV8oTeHLyzvp30yEX0KoxncMOD%20j0r6m8Dkn4e+HSRgnS7bIxjH7pajCxV24u6MIbm7Xiv7Q+k3mqHw59iClYzciTJwRnysY/I17VXk%20Hx31afTZPDyW1skzTG45Zc7ceV/jXXU+B2No2vqeDzeFLpZSZw+1cAYGce9SDSra3kGWuAw6kIw/%20pXVaZ4yv1uDC2kLLIMgnhcfTNaUepeI9UvFhsvD6nzCArOo2r759a4pNpWZ0WitjgpLHT7eQGa3n%20SR+TuBXd6HkUYsgAI7UM+eSRnPvXtX/CKCdY73xnNaF4FKrFGAG+nXmsi8fTHAtLLRbe1gJOZWjB%20dvxFZe2Tdldi9nJ6nl4M4DFF8oDsRkY9aswtcvHlPk3dDjg16GtjZTQvFJZxIhAUsV5wKcLS1iso%201hht5SHAVSnA564qpS5krk+xfc88El+koUoy7c9Birtr/aUn3A3qd/avQrVmSRv7StrNVVvlPl5q%20dbvTnaQPaRrg/eC5z/8AWqLISo+ZxNjHeTsRPHkDJypwAPWtS1lFvgHYxYfdaMnHvW1dXTwMWgtr%20URjGAI+tPTULtj5qWVk+R/DHgj0qbLobKLRivc4YGWz3MhyoCcfjUs0kV3blTp5J+8Nq4x+NbMuq%20ukYFxBGuAA2wYwapnWmLGBbWV1AJXYOPriiyQ7PqY66BHcLvCyBWGWwp+WnQ+HrC3bfFFKw7hoyc%201fg1XUUXItpyrZEYDYJxV1b7UmiRpVe2jx826UcH0xRFX2TM9N7GaNMsTIjG0l3YzgIcL+lXDp2n%20QJHGukm5ZjvdtmBj0ps2v29kxMupTMxGDEueMen1qivji6lDLZWtyoB+9LINv5VtGjKXQLrsbn2e%20do/PtdOXTYBwpjXDH2JqMy6XHC0l/p0NxNu+aR8E1yeo+LdTuBm71KRUHAjjyMCsZ9aJU+UjyBjy%20ZTuOa3WFTJ50lZo9EXU9GwWRLa3UDIXyuR9DWZNrtnGWEBaQE7gWOeK41jcTSIpdFyvAJpsMoX5M%20EupwccDNaxw1Nbq5LqPodHP4gll4jTZVcXkkjMCuxMZb1qrDazSbN5Gc5AXqa27bS2bAl+YY+Zz6%201vGCWyIbbMhIpboIvzM2T1NXrLSnLggMVzypPUdq34NLRRwAN3Vga07e0jiUFUGQMZFak2Kmk+G4%20d4ldGZnOWJNdVZ20Nvx5Q4GScdaox3O0bPLwE6knNTx3nzANuBAwAO1AzVSQBtiABsZJ7D2pzzHd%20uVM8cgHg+wrNW4jaNN3pgDH606O7IYqhXKjgY4//AF0rgW2uEDlW+Rg3HHemPOUUkYO3v7/SomuQ%20VXHPHOeoPrUEsir1w692A5NAAZmK8k9cnJ4NZd7MAT8v3ePc1JdSKVb59rKcbfWudv8AUPLJ3SZc%208gGlsF0T3czNE2zqF4BOaxYZEniliQr5i+3JqObUCX820kV2HDIxwSfxpmlzCO+knnh8sOMHIztP%20tWbkWkI119js57pRuMKneO+MVj/DhRqOh3txJgs1yzgeoxTvFJksrW4uoHzHKpBFVfhWznw7KRlV%2034Y+lY1PhHHc6Sa1MNz+4PmJt3EHsakhFs+Tc5jc8DA4qW/uDb3EflxqoJxuBwT9ar3IcqWCkHPP%20OBXHzM1TLIjhI3CUtjkHvUbpKetwxXH3c9KjSGRUDEg57AU5REpxMsnoeeppS1C3cgdnKqqTbz1w%20abJp41GFftDDC8Db94+9SFoftGIkwFPBc8VH5RcM8chRl6urY/KsnfoTZ9DOuNLaxjeQEtGDt2Bs%20kUtvq81vIIxIfKZeh7e9WIlaMHLbhnjPNQ6nZRyoZYSS23O3p+HvUNy3uYy54+9FlxtddsLHIG7M%20Khmmjuyv2kqFI64yBWCgaE7dg3DoPT8aj+0Y+QSNgDnB6VEpOWjM3Wk9zpUvLONVMsizsxHyMuQo%20z196+ltMYNpkDKu0FBgDtXyAjt5iGIkEOMfTPavr3SeNJtv+uYruwd7u4KTb1LlFFFeiUFFFFABR%20RRQBm+I3WPwzqLOpZRbuSoOM8V4ZHdTToCLllA6Kjf6s17N47kaHwDrUiHDLZyEH8K+Y7W+uoGDu%20rRvIuCVbK4968nHQk5ppmc7to6K9t9QSYi0d5GY480yDms+DSdU+2TSaleQvtT5RsJ5qK21d44VV%20Gwp6hu5960V1bJYSqqeaRt7kew9K41Uqw0I965b0P7To6E+Vm4Z9pI6nPNbomhcE8heqru6NWCuq%20OFKTxGTPCyIdpH41CdWSMjMaiNGwZEGMGpc5NXL53E6EyWcMbgCR5XcKAG+YZHU1HOtpIVxgRZA3%20Ou4471gr4hj3loYVLBsNKONwqT+2leciNw6p0KDDEdxVKT7FKobrSWkA/dxQSSRqSWMJ4/xqussv%20nsTFCrOPk2x4AXvj0NVjqnlRwMjJKrck9Mc9KY955cjEs8qlfMXa+OB1/wD1VEpLpEftFskW1V4n%20zHI8KhD91sYNbHhi5M2qR2v2kzW9xG0TLIckkmuMGoi7kE3zMzcFC2FH1Bq7oWtWdnrumyFCki3K%20q6buevr6VdGUozUrdRKozL8cQRLqMMSqvmQMyt8vAGf51W8I6iunW16DAkzrICsLrk4x1zXQfE1I%20oPEE8AVY5GKyqo43AjP9a4/TL2LT7qSScYjkXbI2Pu+9dlXSMl2Zrze45djo7jxmIiCPDGSwIULg%20n8xVafxtarKnm6FNBJjDD+o44pkGr28eNtyqEjC7O6nqfrRfP9shdldmZlyST1A71zKd3rH8WZe1%20bWpjeKtSsdXtY/7Ns54XB3OZJAVx34rl5XnbTfK4OG49fwroH0zBANwzPnBDHjmorrT0t1MUBEkW%20QS7LyPUCuunWUVyoXtXsdTZ28U+kRo1raKnlAEHG5zj+dZcPgK2cmfyZoWZW+aOUDae3FZEe9ABG%202FXruPNX49QuPlBuLjAH8L1l7SUb8r3FzS7mTceHhpxDyXd6m1iAWRnP6CrMGlafqMLSLqzeZ03y%20QP8AN7Vux69NHMhuJpncEBQz5BFaaatZucNbQptYHG3OM96r63pqvwBVI9Uc7b2NpFfW9vDdfaky%20MSAFdrfjXs+kanaSzLb/ANoW5uo413JJKFxgdsmvKtUFr/bEL28CLCBudY/l3e9c0uo6XJqkk97Z%20PIJ5NsZTh1A4610UsQuVpLRmzlH3Zn0ZcwTLY6nK+oQy20lpIFjDhvmxxgZr59k1TUpYJ4tRtYbf%20DFF2R4Zx2NaGn6W108kmn65dW6g7lVpc4HpinanpmozTwQ3MyT+VE8zSqpBfHIFZ+0pydrk88W9C%20hFoumxLFeaq5nlUbzE3IKjt+VdVazaE2lzeUEihCZYumduRwBXJTaddNpVvqB3zpubCL2welTraX%20mpW0gs1JdtpeAKQvHaomlJe89DKcW5O502h3Lah5+nW7QLp0yYiyRlZB0OO/NR/2PZb4LeeNhe27%20kyZ/1cgB6EehrmrLWbXS544pdMZJgSCAMFGHfNdPrV0upR2urWV+sETp5dxb99w4BP1pOi3Gy0sJ%20JuPoVby8v7ZpZre2tYFhBKxREA/hz27Vzuo6xeXNirvfuTNIreRI/wAyEHufeute20/zIpLiS3Bj%20QMBsyWyO/rVDUvDWmahdxB1ixMC3mxkLs+oqFKlD4g5XY5K6tRK0lwl9CZGX51Ucj1qgbMS2yKsz%20vLnO9j8uB2Iraf4ewHUjDa3jowOVHmjDfj/SoLrwpqmlO8hYyLEdzHdgAfjXX7SNlZit2OcNxNa3%20AgXyoyDl28sjAqyNfL3IhinkWzcgTHOCcenpS3mn3i2p1K5jZjI+EQtuyueTUL6V++UxRsQQp+ZT%20znt+Fbabmjjy6s7DTPGUGhyL/Z0e6Ag8yDJ/E+tdFZeOtCuJ1uNRSSCTqjDkSN/tetclp0NrFcLY%20skdxCyhgNv8AF/ED9K0b7Q7rznksbG3ezVVJdgGMZ9q4JRpu8WiFLodno97CLma7eeOKObc2wxkl%20lPYelQ2qpNdSG1eSBPmZGEgUqPrXP3NylrpscbsyiRNryKOR9PrWnHsTToSQJEVVIDjO9feolBWk%20/Kx1aXkvI6jS9Vw6bPOumYYHUD6knrWzN/Z9pse/3BmVn8sNnBI9q4aPxZb2hhiaGZYslUEb8Jnj%20GPSro8UWCk/u3lu0woLKWU+1eS6dWDvC6X9fI5VZbHJ/ETVYdT12FraJVSKIKMfT0rA0q8t7SSd7%20qN5GZMQrFxhvetDxjdRXuvtJDarbnYodQu35u9UNMMcYuHeN3lRR5aoMk+te3S0oJP8AHc3f8PUt%20w6/JbNHJpDG2uX4mR2wHx1z7Gvq/wnO914L0SeVI43l0+B2SMYVSY1JA9q+O77QruRzfx2Ny0Eih%20i0oJOTX194HUr8PfDqkbSNLthjGMfulrsoOD0iZRN2uD+JXhy78QXGk/ZNqLAJt8rf8ALPdsx/I1%203lebfGDVtU0620uHSmdRcmUSlGwcDZgfqavEJuk7G8PiOeTQfC3hlRNrd+bueI7v7yk/QVXvfHGq%20XFnJD4bsYrOIk7HcDp6j0rjt13HvkjsXl/vGVwTmrNobg2b/AGpTGzHKqG9PWvJVJ/a1Om+ossd6%20WRtQuHuJR824vnk9celXLZTNbrI1wQEY4DHPP0qHEUKqXJJYfMp5x7io7W2iS4aVWbaRwAMZNa7a%20JBd30LbXtsodZbnz3PRV7U6O9s1KxvMqS4OzYOn1plr4eEl0ZUgKs4JBzjr2Fa1poEFm3nTxwo/T%20LYbb+FaKnJhdorwQLJGytJkj5j5nQj1FX4NLmnhSS28jymztIlUfXvUsMWiTDy5zcTsh+ZegP5jp%20SXFnZWbJBZ6eFWYkpvIYL649KtUZBzofHoTyssktzHGn3Wxziln0vStPlJlvnU4HCHGcVLDaNKoj%20Vgi4/gG3ke9U7+fRI7eRb6dTJGflYndlh7VXsu4uZi/a9JmIjtVeWWQ8CUZ59c1ZkhntIzLja6A8%20qwXHtXNX/i6zlsxHZ2flSjpN7+3pWDd+JL242tLMz7Rj5m6/hW8aXkRKT7nQ3msSsm2GZkYHJI42%20k+hrEu9SXzA91cPMejhzuHtWFPf3dw2zLAM3ToGqP7NMsrbxggcjOa6FCxk5GlJqMYfHlhSPuk8n%208KguLi6njAIYYPGWzUUUEXlCSRz83yg55BFOMDMigZO48f41VhakKxSMpzGX2/7QxUbJIHGXUbeP%20lHSrZtpLeM/N5jE4IHGKhCiNiGhYDOCeuaBE1lCE3SSxiU4wjMOM1dS3e5lVlRS2BuCDHNJa27lN%20gb5UIIU1t2ziIlhGqHoq44b3ppAS2OnGBvMkwuRgj0rSim+blQD/AHT2FZzXZIUDp3B9aRrrK7A2%20RnIYcc+pqrMRtxsjHjIZVwMHGTUygsq/vSOMn1rn1ndm25Yn7zHPJNSxXTqF3E7fc8k0WHqb8ZlA%20GH3A8GpRPcKvLbj3rIiunLOC+TnIweoqRLtsK+4kHuaV0BsfbnBIKhuOQOKVLtBIcA4x6/rWd9r+%20TBAzmpEniVOPl9hSuPU1ftcYDYJ64A/vUNcqoZd4yDxxxWYJdwzjPGarzXRjVs9P4SKLi16j76YD%20IJB4ySe1chq6ytGZny0PVXU9DWtqOoxhH5Un+IEZrjrrU2CsgdlTPKAcU/MAN3b3LiGQZnY8OOPx%20rasprqytFlugtxavxu6lD71y7xtJEZPJyucggc1dhv5JYGMLeUyfK6EZVx9Kykikyv4xkkgt7pUc%20fZLjgDP+rb/Ctj4NwRHwtfpIfNHmdAOnSuM1+883TJYZshx93J7eldT8GLgwafeRRP8AMeQo/irG%20p8I1rI7C/sFncN5YkZOiGq1wrTQOsifOvQZq7q+oXMUnnwWDg7cYA6msa81RwqPHAUkc8qR1+npX%20K4mugz7fdNIUWAx7Ry2elJJc3r4b7KzAjGAw5rSsZ7G6gP2k7JScZHQ1aS0VJwwuV2DsTz9aXKwO%20fl+0mTa9o4HUkfyqpJMRlJreeFwf7p/nXXiaJI2SGdpmzg84wKb9pmMeJzvAGAGOf0qOVMTTfU48%203sQ/c/Mo9h0qBriSVxsPmRKcKZD0H0rr57OFoWkS3jH91wOlZE1nEspJtYznknb96j2XYlxkZd1C%20biNltzH5mM5yMCs+awvIVLtCoU8ZU5zWw1nZjetvCyBj82OMe9RwtFZqsReQw9t/JBqfZtbkOmm9%20TAgufKmjdYzhJANzDpz6V9haa27TLdhzlBXy1NZW7xqyTx/eGN3Vue5r6k0oEaTbA9dgrqwySbsR%20a3Qt0UUV2gFFFFABRRRQBheNtn/CDax5i7k+yPkZ68V8vR7Wl2R58vd0Pavp7x4jSeANbVCAxs5M%20E/SvmG3SSGMecBKFGGC8c1wYrdEy0LclvB5ZG0sezDvUEYikOHn8tjz06Gkk1CONgpR0z0weaDd2%200kjGWELjksep/GuNLuCs9xTcXUcogmkwM9W6H3qMSSieRFmHA3Fd2QanlmgeF28tpQ3ZudtVDDYF%20h5e6MFeSvUGnZb2DlXYmy4GLgRxoTyRyT74qOSSSEPNbkoFH3kU/MPSpbu0tPkNrIXJGPM7j8KFn%20RMokjsAu0H0PrSsiWl0M63uJ/PzOGjjblAxzzVkSSGMie+8hc8lQTx7YpDcBpjAMSBVJLYxiqctq%20n2Z5EnYTBvlYngD6VqlrroVG6JN0fmlVvZJIyRgtkFjVpLmJZo7pMuYWBAJzyKkt/Bvii9W3mt9M%20ScMQFG9V69+TV9PA3iK0Rlv7aGzjkOHl3B9g7nAPWtHSvqkNRuzqfirbLcX+kar5W7zrUfPnkHA6%20VwSQfaGChC2/gR9Sa9Q8a6fajwN4euZtT+W0bYJnRsyDPTHUfjXm1ncm11uGe1J+WXcjdMHPWqqp%20qZtCOjRlmGC2vmEUbQ4OAp/iP0q0mqrCpMnmH+8SpworbvLmyubW9mW3ja+BzI7uCF/3R1ya5a41%20DUdoMBSSLadyzDII+lYqEZ25jmdtjT/tO3uGG1Rubq24ZxSHWYUfyZl3ZH0BFZVsllqtykY26beY%20+X/nnIfTA6fjWdeRT290bW9jZXTIU54P0qnhutyeU6kNaSBHeD5euSRx9ajuJ1iIaFV8pjjGK52F%20b68YrFn7uPvY3D0rSW0vDCAyOmxTj5h19KylCMX7zJbS3HTTLxHEPMlc5xnn8PSka88o7GSRWQjc%20e7Z9KjjtpZtQUJ+7bbzleT681dnlBmWG1/ezrxvIyRWipK13sLlJ7Lz9Qu4okXLFgFB46/WtS88J%206ppFl9t1GwVbQsQlzG6tsJPfHSsy3sNRttuUmkdjncFPJ/pXonw9ttUtmuLHXo/O0a/UrLFK4Pln%20+8PzpKnGaUY3LaU4qJwlrPDbyAxwK2770mPm/A1pR6sHhYOrncCu4HGBXT3Xwx0y31BvJ1x5oNxM%20SKCNoPY/SpT8OtJgTIvrmQEZIL9fasZZfUlqSqM1szl9KuhpVsLWMLJljIqS/MBznH41p22vwW23%20ZHDHIGJk8tOuT/MdjWxF4O0xUUqZSR/ebIx6YrUt/D1jGC8MEG4DHzJT/s+tLeRap1OrOXmawvVJ%20vbNHDH/WBMuwPqfX3qD+wdPs5JY7aF5re4XDh0OUyOoPtXoMOhskbPDaxFduQFxWxYaJJcAfNGvy%205KuvP0rengK1Pap+BcYuPU8Lk8JSW7hYrqR92QuVPA7Umn+Hb4XDiSWMTIRkSDO8V9HQ+G7UAG6h%20R2AxwOBmo5/BuiNIJXtQpx95MDFavD1krXT/AAE4tqx4WdInezkgh0+EzRZbchChj2Iz6VieJ4dS%20i0Fzrd3GkaqNkcRyXPvjrXs2u/DWC73PYXsuzO7yY32lvbPvXK/8ITFqM3kXfhm+2QtgEXaDcazj%20QlG3OhRpNs8js9QtxpMEcshLHqndR7elbX/CSaZbWkaxoryRj5Sybjz6+tdnc/C2S41YBPDU1tas%20QvmNdxnHvXSaZ8FfDELMTdytMBhstwvtW8oJ7GkoS3PJbPVtMmlM99pTh4yXUWvyZ9yO4rQtfFNh%20qqyQ6bG9r5rYkw2F46fL1r1Gb4H2BVjpmrzRSMpG5m3YBrgZfhMi3l0dO16C4ubLPmrDGyN+Z69K%20zdC/xIzUZMjs723t99tdi2YzAqpljyceo9KjujBFp+2eUrCuPmQ4J9Kw76O1F5DNqBlHlEpleshH%208vxrU1K5S30MS+VbnlSi3Kb1Hpx61lGlGMr9zpafvXAaWl9aJd6M0ss653wuhUexyeDVix8PvZah%20ENc1JrKV1EqxxPlfUE4rG03xRrH2t/tV0HhZMJHbnbGv4VlT6k95qavfzOIYyQWVTn/6+KmpSq3a%20ht30OVwtqkWPFDsdcmV7gXPQiUDG4e9avgG+06xnvH1N1Rgo8oEffPpntXM3vkm5JtZZJoiOHkBy%20fzq/4cudOiuni1Szmu1mwoWNgFH1pzi5UOVs2a/d2PQfEGsm/sj9kuhBH5YJjSQYUjnFe3+D5Wm8%20DaFLJ959Nt2bnuYlr5e1TwVps00q2usSWMWA6wuC5XPUZHavqDwZBHa+A9Aghk82OLTbdEk/vgRK%20Afxp5fRhSvyu5nFJG1Xm/wAWkmkl0ZYELHE5OB0/1dekV598VNdOiJpjrsDSedhmGcY2f416FX4G%20bQ+I85/sbWLhQEiYqRneePzpLjRp7GEG+lSN2HVeSR36Vnal4/uBAWN4XbHEafzrmZfHhmDKqO8g%20HKluprkUE9lc2b7no2j2Wk3qOHvFDovAkGSB9ahilR72W2soQ6oMLKwwD9K8qbWb9Gjk80QCRtxT%20rgehrp9P8Zfu44WXcjfx7sYrXlcSeY7jZcFFikutgQ/dUc/gakQ28bMXTzHxjc3Nc/P4l0zTLQS3%20V2ryMpIRTkn24rlr/wAYalqny6VD9lix95+Sa0V2iObU9CudbtrCMtctGiYOeRn8qwLzx9aYVbKO%20S4fGBt4A/OuMWwa6mD3s7zyEZIdsir8ZhtcLFFk+hOAtaKArl19e166ZjPfNFERwkZIwPSqRa2D7%205GaR+uTyc0yS7Yyche52hc0LdB0CrEA/Uv6CtLJCuxkk8srBUjCq38XcU2KOEGQS75G6I46E/SiG%20QeZIZgMHhUPVqal0xcAkx7T8qpwR6c07iLH7yRUUHGwYIY8io/NityR5/wC87kA8+1VpTOshPDlz%20lsf1pqskTEyZLdgBkUwuWldd3C4Zjk1I0ksjKquQM8npmqJW4fexIUHrx/Kpo4ZWCCZiy9D2P1os%20Fy2ZczlWkLD0HSrKKr/MHIHXPpVVII43ALNjoPp7VcWRYkKbW2Z7dTQtAvcngcKdz7nZj0q4l2py%20Cp29z/dqiZ8qqCMrjGSen1FPM5V+B8xO5T7mmIueerEcEbiR+HrQk0TOMcbuN3TNZ4MpkdnbJTg5%20OTUisvyhyMqeCwzuHpRYLmpFKsUhyQ2R8vvT45FKR72BAY/hxWaGyWjDbCe+Og9KlgG3IUcE+vQe%20tFgNVCmQQckDANTI42g8DIyFxnFZqP5TggZPep45RuIB2nqoHGKVrjuaOCVGMbs9alRdzADqf1ql%20EeQQRnHBP97vU2919N7nHqF/+vTsIs7mXKhsrnnHeoJpgsZx97HTNRSXDruYLtB+4T3rG1a4dX2o%20ykt1YUhla9YSnMfIU/NzxWDfMVJVgfm6GlnnlGedpBxkHiq73DuSoG7B/i6Gk29xhFe+UAI53Vc/%20MhOQD7Utw0oVbi0ypIywHQj6VHcRg/v0jEabfl54b6CqRvZrUZiZlI/hbnIqQKHia6Se03CPy32j%20J67a634WOIUnjB2kxggqORzXBaxJ9pR1XCFjn6Gu/wDhlP8AZ5nG1cvGF3N9awqPQcdz0e7lmESz%20w3Mkyr8rRbu9ZmoZv42U2brsXOVcDFXbyPKqsT4L/e2nHPpmnRkxae7tGsmFxkHmue+hscgYxA6m%20MNgLjAPH5VoW+2dQMbnB4UnFV3hK7iwcr6d81CC4k+YMmPXniluBrS2MigD/AFZAycNnIqG3meRw%20FRid3JLAEmq0czNKnlysWzjax4qxNc5m3zQRhiOdlKyAlnEwmKglVx03cH3pm2d8KwLD0z1omXz+%20EVlOMpk8GoFnlBI3ncp7GiyAlntLoKFjgO7HYjmqc1pKTsuIjkjkMKnj1C6WTcPMVg3GT196tXWp%20XNyytIwZgMYPWh6q4jJ/su1nmiWaAEKwxt4719O6eANPhA4AQYr5zjnZZoyI0+Vhzj3r6MsDusIT%206rXRR3ZnNWLFFFFdJmFFFFABRRRQBgeOn8vwFrTkZ22chx+FfKDXhi8uW3kJDHAD8gH1NfVfxCDH%204c66EAZvsUmAe/FfJVvFIc2giaNpBuy5yM+3pXJiIpvUlxuX5JjNKqsyl9ucqME0k8tx9mK/ZkCt%20wSe1ZaR3sEwjk2zIv/LVOCB6VbuMPZxi7kmbjG1GxgVg4WegcqQ37XdW+y1R1Ak53Pzj8as3Dyqp%20eIKTjlV9fWmaemkyRst9cuihf3e4ElT61qW2i6fFAZ4dRmnEqkxscg//AFqmTjH4iXJR3Ob1O6vY%20poprYmJgQCM55qD+0b+bcJeJVXO1OMj1rTGw3EqTQumDzuYEE9qrNYyyzxTqyqvQbRjFaJx5Slqt%20CjJqt7sAaJo88ZHekgmnO1i+VHOT1Fbv9iyXH795N7JyqqcBhUbaGZ5DGs0Ucm372Pu0042Gotq5%20T/4SbXYJFMGpXwAGMeZgAVLD4n1xm/fancOvXlznFaK6M6LFZyXMT/KQ7kcn2qeHw1GskaPKmFB7%20cmnzaD5ZWFHia5Xy5tXuLjUVjYFIZHyn0IqB9WgutT+0rF5AZgfLXgJ7CtgeG7hbUShrVEY4jLjJ%20HuRmsn+ynjk3XgimO75jGMBh7elZLXcqEqi3Rk6jpEy6lJNZzpM8jAhOjKfrUZ+2NIPtUJV4+MYz%20+ddIj2YlMkFrJPc45TGcY9DXT2GlahqG0JpscSsu5mlwapXb0QuVXdzzScwW1wzXEOFOADjgEitD%20+07SaOGC92zgf6qUD54z7+or0GbwjbSHZq6wOrH7qJgipYvDHh62mDrYxsyjAZscVvGjIl01fQ4W%20DQr26mCWkB29Q23GfpW1aeDNTkz9vult4MfJuO5gffFbGoajcW8ht7UmAdECnqKry69DaW7mTzI5%20WG3L87m7GrWFj9p3F7NdS9a+G9Hs4xJdXck7gYYluB9BT4ho2nyNc21lGW6bmjzurmYdZ80N54DS%20dNy8L+I71bgvy8e0TNyCFQnhTXRGnBKyWhoklsdLJrjhMRTQojdVIwRWJceJ5kLLGgIzywPX6Vzj%20yK9xsuo5ApOGYnIH4VJFFImVEKGNTkMOOKsrY3W8U3LxBY8xehzzVi31e5ul4uZS3oSayLa186QO%20seIm6Z5zXaaHoUtxsEVuRuODgdBTsK7LenJOYkMjFnbHSuv07R5bu2HmRgKO7DvV3Q/DgsVEhi83%20B5HTFb322C3j2yx+UAecjpSdkIwzpElmN0ZKqMABTTvOIGyY8j+M8kelN1LVFLEwnKdsGsg37uxB%20AXjqRkH2pjOk/tS5itv3ZDuBwD3rHk1y7un23K+TuOA2emKZb3YlUoRsyOfasHX9ZS1RlwqzopG4%20jII7GloKyOjEk0Dh0fftUs5HQj6etefePvEOo3NkbTS72S1u7eRZI/KlAJRjk5/CsuXx7MPC935U%204k1OQmKNEOfYH6V5paRzLdNJfXk013M48wu2Nmep57CpZa0PRtK8SXzReVe6rK02cgMxIH/666q1%201OTMYa6DyOQcFs5/CuY8OeGPDlq487Wn1GScbmWMnAJ7YruNOsdC0yRWtbXzZHO3fOuSv0PauWUq%20W9jePM9DftLia2kW4aRQzL8q9m9RRLBparLdLZR296FYgwjAdm/vetLHc2bwOsQjfaeBKuNp/GqY%20nlvhJAtt5dxH/GpA49fesm5W0YuXyPHbvwvqjXV6l7FIrPKZhIjDaMnOMU4aaNUtfss8KusYAkz0%2046V6VJZTWMrS3lwZFl48sxkg+lZ9/pekzW3+iyfZ2Q5nxwSf8K4pRqJN3MZUpLmcep5zb+CUt7hw%20kvkxZ37ieEP+FE9jelFjefTJlMu2N47Vlbr65rrL7R7+QH7HLa3VuwGVBG4gdO9Z6WdxFeRRzRvD%20DkZGNxH4jpipVWulqro5X7RLU4TVbd01iS3YjzFGCQOPwq5pWmTtp812CYbdX2GUKSM574pniJVi%201y5ET5CNw46sa0NF1J7Lw/KlzJcC2Zi21Hwpb3FauS5Fc6Kn8NGdeSXkOoQD7d58Un7stFEyhQeO%20c19W+E4BbeC9EgHIi0+BB+EaivmCGB9bjeSa+e23L+7WM4UgdPxr6e8II0XgfQo3fzGXTrdS/wDe%20IjXmunCuLbSMIJdEbFeS/HGwkv5dASOIyYFyDg4xnyq9argPie2xtKYJuIMv4fcrsnZR97Y1V76H%20ilv4Q2SESKmWGCw7CppfCGk2eHLR7l5ZsgVsajIXJ+wzLHO2ckjiuSuvC+s6lK4Sdbg5B2oCAc+t%20ZqpRWly/fKOrnw/bMzQma6uxnAiO1Rn61zUGk3d7OXjZo0znOcba7u3+G2suq/uFJ4wewNWLj4e+%20KlUhLHMQ7K4+b9a00exOvU4yLSbe2kBDGaTqWFXokdvvsVXn5VOK3X8CeK4Ity6UwXuA6k1Sl8Ke%20J1JzpMqgcs+4Y/KtEkIrLIsYBjCg9Pm5NRGWOWVtxeR8Y/8A1VL/AGVqVsd82kzKw6/LnPvVaW8k%20jcqtrNHIPvfuzx+lUIuWqXkqskO1E4DODhvpVtrOTToT5vlykg8Eg1jpd3KZb7PPsIyMofzpjahK%20m13hIU+sZ5+tHLcRcS1Rv3k8jKCeMnp9Kka2i8lsT7WB+XnO6s9tS3zDfGzbR90jjFO/tGJGAjtA%20Bg5YkcU7ATsdm7bKPrjrRHOVPyAdOp71UXUFyRJCCOPmJHNSJe24yPK5zk88mnZC1LhuGz97I68e%20tONxuZS5LADmq6XCMSVUfN29KcWjIAX5cdSaVkO7Ly3g+5sXgfKakFwVYBvlOM1nLGWA2NlvQCpx%20vjUNPtfBwAeSKNgLZuc/LJI3XPWh5SY8q2ecHnpVaaS3Yx+Rbs5PLsTT5IDFsZZY3dwDsjUjr60r%20jsThwrZyd44GO9OG7HLL+NVLiG4jm2zsFJHBDcUkaF1bym3OBjBoA0kZyCFLMSOOakiaUpvLbRnl%20u59qzI5ShZZJlGOOOgolvfssm2Q89QeuaLhqbMNxI/ykjeWJ5HAFW0ZivQEMM7q58atGg8wyEbvv%20HHU1atdXV1JETkZwB0AoutwN1ZQPlGfU4/z0qyszLIFR/vfN061jjVLaPO5mif0xmrsd/HIv7kjI%20XHI5NFxklxcOU5Jb37GuavS7SllwRzg9q3JpHKkgrsUYUms25iyuSp3ZwCOg9qNRHOyLLjCjpy3t%20VeS4lClXGCe57VpXKEDfGG3k43Ht9KozsWYMyB2AxtIzipYC2f2cy7ruUhVHy59ao6jIGuHKP8rH%20O30p06KIcyIQx6Dv9az5VkK5kYhOm5h396h7lGffEbd64POD7mu68CRtJqBiVgD5fUjNcBqMckUq%20bQAGOeegHrXo/wAOESbxAifMAY+dvUisag47nfwRvJBFA6ZC9Sxzipvsh0ncG+ZGX5G6g/hTn0z7%20NJiOWXZI2RuNTXNlJaZcT7i33lzwK5rGpiajHkfbIZcI3Re5rGXymnZDPM7A7vmPB/8ArV19/pS3%20+l/a7OJoriHiRFPDe4rmvNYLsaJGQ9SVwwqNVsBCkcUJOApY8tkU0oVcbVAQcg1aMCg7lAcnke31%20prQsI+FOB6dKLtAAuGZtsjfIT6dKlWCKONQNjEc4XinW6yIpKwI+7u3pWgLbTpAzSjY456dT6U+d%20bMDLdnJ3kgYONmOtSLPDwZI1ZiMNxyK044reIBHAkXrkHpThbaW2HaNg+PvE8Glo9Rla2FukixgZ%20+cDnnJr32zx9jix0214M+mKZUFlcj5XBVuhr3mxBFjED1210Yd3uZ1L6E9FFFdZkFFFFABRRRQBz%20/j3zP+Ff635Kb5Pscm1fU4r5bjhKXAScbpNvzEnofSvqjxq7p4H1hozhxaPjjPavlf7HqMzgmMMr%208u3pXHiL3QmpPYhGmmWSTypTFkZAzxTLuxlicZMhJXCDOQx+ladtBNJIYok3AHLZGM1cNtfHDtAq%20Kn+sdiOPcVzc0gVOT3RiHT1EXmbCQxGd3OT6D2q69leSxkxuQFwrLGMbauXG4M5jQPL96NV6Y9aU%20ai0UIjZGUYzJhhz7n3pOzWquPlh9oprolxtwVDFBnczDLfjQNJuDM3mFEgUZHOTn8KdNPcy4FuAU%20bnDjPHvTHMhjcxSrCByCTz7/AIVqowatc0Xsth0FrMP9XGz7QdxQ9Kbc6WoEfmM6yZyMH7w9M1c0%20+w1KSN5recQoRl4VGAw9TTGsL6aArPKrl2zEiqTz6e1FoA4RvexWFobFd7yIzA8h/mK/jU8jxhsy%20zHdt4SPqavW3hG6fJ1OZIbdxnbGMOD9auxW1lYyMunWfmzKQomn5ZvxrSOHb1TIa7GdY6RPfSKxa%20Qoy5LNx+FbNr4UtHkY3EzBWI+ROKkOoGMD7TPsZuAqj7tW4bpZM/6TGcLkcda6Y4eK1Yzb0/TLC0%20jXbDHbxL/Fj5j7Z960HuoCm2CPbjkF+TXMS6lHFMBI/nIoywBxg1mah4llkT/Q1PlMdpYHnHtXQo%2022DXc09W1m2txuZRIytg85A/+vXE6nrstxvCbtxyODj86tXV8s1uYLewaI5ydw3Fj68d6wzGHuFE%2029CD/H0Ip3HsTWWoXXnKrkyEj7r87fcVfnWOdClxLIzOOCxyo9hWftWGISRyKJASCuMkj60xZwke%20ZZGUkHgnJFIXqR/6mZFKAhDyeuRVxru3f5ooivIHXke9UI0LFlgmLlznafSp4YsSBHh2k9c0AXVt%20pZSXibeMZwetaulWbSkCWNmzwCOxqfRtMa62iPPJ6r/KvUPD3heKwhFzc4OP4e+aYGZ4Y8Eec6S3%20AKp1x6e9elaZY2mnQhLZRkdX7msw30UUYWP5doPTuKguNYjgjwze/wAvSk9Qtc6KW7SE5Axn8zWJ%20qmpxyITKcr/drnr7xLuLFXOOPmzXP3/iNHZlLdqSQtjTuoYpZt9rI9tIDnOeBVWfV5NPXbqiZ5wl%20xEPlz2yK5268UxBtiOJNq8jP3R61Rh8YNPvhWHzbYjawbnOabdtx7s6+TVpEQSShWjI5IPb2rzH4%20ray9wlo2mXUsbSI6J5WQeOMGrv8Ablrab42kY2jE7VY/cb0HtXKeNtXEVhCul4Eygs7lSSQe2az5%201JspWRzmhy3Vk4LZikb7zM386uX15ObkyTSJOB3U4xWdpSx6iubx5/MJBwARn1rbGi6cy8RTkKfu%2055agau9i/pGqWscQFlu0+43A+ZH1J+ort4fGV+ba3humEohYkPHxvPvXD2unRqG8mJoo/Q9RVoQm%20zk/dSlty8DP51ElGW5abR6RB4qW8lVbwsVcjLA8Litc6jJOPNimZ0ThTGcY+teU6TqPmXDw3TrFj%20hVH8Z9K7bRIr+OGSJlMAYZRW/i9eelc84cqujaMk2dVH4ov0h8s+XJg8bhnFYV/c3V1NJdT/AGVe%20cEBDuYfWopEmtUKOAkzHgk5zVR7e4KlS4IbJPvWN2zSyXQm0rRkvtVjfTg0R/wCWgRscfSm6/qGq%206LeGNHiEascnYTvXsKpW6apY3Qu7WZchSu704705/EN5IfJ1W1t5wfuMiYYn6mpavoTJXZwl9e/b%20dQubnylBdug+UfrVvRb23gsp4b2B5YnJITb941N4siafyIrDSfkLh5pkYArjmuls9R0b7DBamJo5%20tvJZc5pSgnHU55QU1ymBFcWTWrWojlMigvFsUgLnt+FfTHg8FfA2hK33hp1uDn/rmteDfb7GJ2+b%20Dofuouf1r6B8OyifwvpUy52yWcLDI9UBrTCQUZOxlKiqaunc0a80+LumeINUl0WLw4FAHn+e7H7o%20/d4/rXpdc34wnMMFufMWNDu3Fh9K7KkFOPKyVozznS/BAtYk/ti5F1NgkqvCgnrwa37XTLWGERWs%20ccSZ+bGBmsq91uKI/uW83HO9+oPtXk3iz4h3z6yYLWVo4oDlipxuJqIUoU17qL3PoWKxCqAGCqBg%20AHIqx9m2L8gY4Hr1rwDSPHV7Pbh4tSmXIwV39K34PHOqoo23khPQlmzmtkI9h2narIGUA8+1Hllm%20HOR9OleXR+PtUUcTxtn++CcVah+IupBlzHC69M7aWoHovkK3ykZI9e1VpNJtHOWtIGkJ6smSa5O2%20+Il1JhWtoTjqwFX4viCM4ksVIHcEc0WDU2H0hGbb9jt9vYlOlQnw1ZShhNp9q2e5jqqnj21bHmWL%20Kc84YVYj8d6UwYGORDuAz6YpWfcL+RC/gjSJv9dpdqARjISqN18OdAZc/wBmqCfYVuf8JfozZLSM%20oY9wamXxLo7DJu+e3B4o1DXscTP8MdDkzusCADxiqz/CXRXYkW9ymeCyuOa9FTXtKkjyb6Mb/bpU%20sWrac4JW6jA6c96Pe7hp2PLJvhHpKyEwzXi4GB8//wBaq5+Fdike03c/Jz82TXsP22zcBVuIyM5H%20zChnsiP9dE7dxuGRReXcenY8XufhXcyv/oerCNP7jKaif4Pa6VJg1W3ZgOP3Zr21Yrcr96M57Aji%20pljj2DySjDGcbhxTUpIl2PCG+Evi7yQi3VmfQhCD/Oqx+E/i2GMskiO46BDjI/Ovf/s4JUnBGOOe%20tCxAJlMMM4FNydwsj51l+GvjrO4aZCxC8NI4J/nVZ/AHjGJh9ptHwBnbEwAFfSn2f5sFQQOMHuac%20gVB/F83cUcwrHzGPC/iCy3b9CmnD9UfkN71FNp2tlgF8PXCqowMjpX1Mhc8R7shRkY6ewpshz80i%209DgcZJp8y7BY+U49M1EY+02Uqc5DeUeKmkNxbqxljkKpyf3Z596+ozEknDxqw7ccEVXksrGVfn0+%20Fs/eyv8AKhzCx8tnV8IZdkjOf70TZP6VGutlMbnZMrydpG019Tf2PpLAk6TZkgA58vr9Kp3PhTw9%20ch/tGh2DnPP7r9aXMOx8wP4giiRX885UdexpV8XxBfMaXjPTPevo6b4f+D5laObw5ZhSeixgVnt8%20IPBMmSmiohbjjA5p84WPAl8V2LlVnVigbJRe9PF9bX04NmjxLJxycY/Gvcv+FM+DQreVa3Kq3X5x%20wPbis67+B3h+5bEd7qEa54CygD+VDkI8Tu70QSFZg0ijjIOSKqXFzHcxhXyUzu5Ne3N8CtIC4i1O%20cHH3nOf6Vh6j8AVmz9m19Mk8BkbmoepR4ZeHztQiB5VTwT/F7V6d8OPKi8VIbif7P5kfD1PL+z74%20gtr5biLUrW6jRvlXaR/OrVh8PvFOia7Fc3NhHcQhvnCMACv0zWVRS6Aj0G8nhurgKbouzjOOw96b%20LaRT2rCG4JuCMmM/xVRFpdQvI72rQRA/IOpA/CoLfVYEk8p1bcrZVzwf16ivPnVcfi0NTUsp9TtZ%20lt/s6yQuPmP91fUGsbVLa1ivHiabzMtggDG010EepebCsFiA745wcbB9PSud10h72L7QDFcD+NB0%20HvSdVxWobGY4KXA8yLAQ8nv+dLb3Dpc5jTHt61elW2jhIlutzIPnTHDe9Vf9FlZFhugJguBx9z2J%2070e1SdmK6H3UomaNgFiLHBA5wfWrEs3lNtliMioOGHQ1WhVlZZFiUsDuKn+L6elS+fLtEYQMf4x/%20SqVS+wyZLm3bahg7ZBU4C0zf5sPmw9N2FGf51Vl8xFEjwMrbedvQmkhdJ49qqyzDsDjil7rVxF+z%20X7XcD7OVdlkBI6GverP/AI848+lfPMcsJkhMDCHkBtvDdema+hbDmwhyc/LXVhVqyJliiiiu4zCi%20iigAooooA5/x3cfZfAOtzjP7uzkPH0r5btvElrsYsZY2YbQS2Rn3r6e+JAz8M/EH/XjJ0+lfFx3l%20sBiFB49jWc6UJ6yE1c7Q+I42udjXLRRkYLitRtVtnieOW5GF+ZecFjjv7V53cxyxW8U0aKQ4w3ua%202b4RXvh1ZhbrHOBliO4Fc8qNOytsyXJWs9To5L63WzjuILyKNpOJEXgqKilv9KjRpmuY2ONvlqMZ%209689eJ/LVsKzHovp+NO0lH1PU1tIrVpzu+YBeo+vaq+rx3uPlW53a6pbrgLeL5ZPO7+lNvLmDUrp%20La2tVluMhRHHGSW981d074aTavdR3XiDbYW0bDyoI/vEe5Feg20OneH1aLR4I0nbAM4X94Rj1pxo%20a3RS01Oe0jwzfwKs2t3sluCmBaxtyw+vStuAxxtIul2eMfeI+/j696r3txLIp8pZHJPVepNVonvr%20OaO83PbFOiKep9/auiFKMdUV1GX+sLPIYY9qBByCOPxFUb3U40gQwRthVOG6gmrN3qltqVyzHT1a%20cDLPGuFY+prOlSZXAkCWlpnh+pBrZWEZyXd3fXJ8xVRMfKSOpqzeyi1jiC/I5HzFTk/pWpH4Y3mS%205n1EH5dyjB5rFWyWSBrizuIxcAkNE/B+vNO4WFt0m1LzY49+8KWbnrj+tZz3LwSiG1Di5Bw6FD0q%205YalqllJKsVtEnIdyULE4+narN14xmZZDfW1tvUj94sRDgYpXYyGfVdUgZRDavEwT5pEXHHvWfd+%20dcwp5shbJ43DK8+tXD4ukuEAF5vBI3BgTkelWDqcF3C0TQokbL8yRrgZ7GkBjJA9urxwLlj9454+%20tNKIJ1+0/fbgY61ekt0aA3ELFY4yFYen4UiWcVwQ6nd8pySOc9qaQh0NhBNJkkow+6R3roNK0c3M%20qkkOg4ORmotH0oyzIcbgRgj0rubC0is1DKoUjrgfpVCNLRtMi02BJFjReDgEcj3q7c6yqEKinPUk%20GsLUtVWOInLA9MZ61ztxqkjKxMmwDpzyfWkUdbPrCqfmk2E5zzWFea9klVYsufWuSvtRMzMA5Ycc%209zWTNfvH8sjEjHBP8NIDpLzWQhcvIdvsetYt/f3U1o8llh4x1wfmFYct4Hl2HcwPQA9KW2ufKiZI%20WaPruOevtScrIVihNHd3EgNpI+5jg+nNdHpsI0+xZbmRgwUqxB/iPSk09EhEl0+4xxKGCDo7emKz%205r+cXD3KwZhAJIxwD6Vy1J8qdynaCM6XzH1Vopw/kqQzSH7uPpVm4vIH4iVXiPC7hmpJby3S7Rby%20Y+bIgYptO1QRwKuC00+QoJHSMAEnZ6VMVdqUiY66szbSSUzKE2g5wox0rYE80E2yaRFXGSdpNPTS%204igSyTcrnIkQ4I+tSR6c75hlZmUHoa25rm6uCyvLgxPGemdw6iphGuTlIlHfbxjNRDRjHjyXbGas%20x6GzMZZHAz3xSbiCuUJ9Ktgxl8zGf4l9a6TRvFt5o8MFtqITUbIMAvmDLKD3z6VmpZLDJlwWTODn%20vUlzYp5IjgZJN57DAHtRfoOx6kbnQtUiCXVusACBkZcfMD2rldTitrRi+myNJGzYMbnkf/Wqfw55%20j+H/ALNc6eHkhO1ZOCCOwqeeCC5CRXEGxwCA6Lj8K4pb2NkuzORvdYNvJsSM+aDz3WnQ3y3EJify%20/tDYO1h0Fbf9iRiQKjqzA5KsOn406bw9aP8AO6bJCDhgOQD3zWfK9zP2T5r3MKZ4Ys4jXd/y0csC%20CfpWcLtWnLA4YA4JPAz2+laF14PMch2XAIbnPqPWsi98L3EMR8udTIeQR39qUr9BT9o9EtBqXcdu%20yRxvLuyWJTgAnrX094Wbf4O0Zsls2EByep/drXy3p2p3Omp5WqWPmR9FZcb1P+FfUnhV/M8HaM+M%20brCA4/7ZrXRh4uMmc7b6mrXnnxXvDaw6aM8P5ufw2f416HXjf7QOsNpMGheWMvL9o2/UeV/jXaJb%20nn2san5NqZXuPLjznjqa821u4tr698yzQjuX/vGpr68u76TM0jY5O3PANVljYLxwfbqKQ2yjG88E%20m6KRlPsa0oNcv4iMOGI4DN3qMWqlsncT3qT7KO6fKOgxRoTcvR+Kb2L/AFsaNz6VoW3i+N3/ANJV%20oj2asBrfccBTk8H2FAtdxwRuIBHP6Uh3Z10fiKxkGDdMqk844q7Br+nphfte05zj1rgmte7hm4A+%20lKLMhuBwB+PNAXZ6fBrdpIwMd2u4989avR3aud4lQknnnrXkawMpGCQuMA9zUyR3lumYrh1H93PT%203phc9gF0ChRnVuR1qUXCsMELtFeQwapqdqCPtUkhOOpq1D4j1RHwXYgk85qQuepCRVXMcajPI96b%209oaRiXTGO9ebHxLq6ZDFWA5OR0pw8U61tAJiXnKtj9KY7no0tzJtXauw9c0iy7UAaRwd2SQea85P%20ivV1OA69OOKVPF+qKoLFC2MZxQFz0RtUvkuSI5W24wOatJqlzHjFzID6huleZ/8ACWakV2YjOR1A%20pr+KLjZ8isH69eCaA5j1FfEN5G2BeT+/zU9/EuoKgMN5OM+/NeXx+KLgRkyI3mYyMHil/wCEyvVi%20G0MX46npQFz01fGOrCUAXMjAHk5q7H421YsQlyw2nkE968nTxlehiJbddpOcAdat/wDCYRgofsxf%20I5wORQO56xF431ggBp1wOCKenjvVEYAmIkDptPFeTx+NLdCQbeUE+/Wpl8b2m8lkfg/xdjT0Fc9X%20Hjy/2kFYCcAAAfpT4fiBdhiTFGWU9NvGa8oj8bafyHhIbqP8al/4TexxwCD3z3o0Hc9YXx/c7stZ%20K3cbeCBUn/CwQ3H9n/KBknI4+leVxeMNPlxtfJHUev0pzeKdPLBTOEJ5Ao0C56oPiGhJZ9PPvyMf%20Wnj4h2T5H2ORs9WJGa8pk8Q20mIxcKM8tinHWbSIMfPXewHQ07ID1mPx/p6g5hlUZyPmG0/hUg8d%206UcI0cmByeegrx99bs3b5pgG3dc8AUHVIFAzcIVPHB6CiyFc9hXxxorLuIdc9c8496VvGOgPgyTH%20Dcjg8V4rPqqAfuJFzjP3h+VZd3rt1ExEbqAePvUtB6Hvh8TaE783GwZwCelaUUdvcxLNA24MMq1f%20Kk2t3tzexFr0/I4O1T15r6q8PqD4dsZQo+eEHA7UIBZbNHBUEk7enrXPeIfDumNYfaNTPkrECRIg%205HHT6V2YQBScAFTnB9Khvbfz7SWExLNHIpUq3Q0pRUo2BM+fbbXbSeRX0e6lBJOGP3j7Gug0S+nv%20J3j1OPBVeARyx+tZ2oeGv7O1aWGOy8mSN96ImASKkngvbdTLLNIFf5kU8n6cV47h7BuUdjS2hrXO%20ks6pK6o6kcoo4H4VHcwWNpbJJPYsIyeNowT7VXsda1O1ZZUtkYY5Lf1puseLo76BhIhMp4WHHX3q%20PbQqQ8wunuMW6Sd1jjHlAtuG3gp9akntJmjjljjd3dcROrDpnv71mReXP5n2hmSTqHzx+NWdO1hb%20OZIZg0oZslR6VzRclIe+5YH2u4k53hozhkHGR60+XS7uLIniUq3AlB+YNTpNZ2ST5kYyFMHnKt7U%20tnrmT+8hVlROS3Qe9bOXcDM+xMZk2HYrMMBxyea+krMbbKIFQuFHArwOa6+23EU0EKs4YbmHBkGa%2097sf+PGLt8td+D+J6GcyeiiivRMwooooAKKKKAOc+IUZl+HOuxg7S1lIM56cV8X3Nu8bmO4Plyg8%20ZGcCvsz4kf8AJM/EHGf9Bk4x7V8owL9vjhiuo/JULnz5Odh9PXFZzmo7hchhtUnMck1s4sbVPnfP%20BPpUXiC/t00mG307dEI2xKqc5J5HT2rSvdVTfHpFooe0BAPHLn1rd8MeBGtbo3+pELG/zbTz+XvW%20EU5SuyEnexzXhTwNe6wqT6lMbG0lOVXB3MK9N0fSrDQbXytItF3FSGnI+ZvatOONUgCxIqxnhS3O%20KtQWjOFDAE7s9K7IpGlhYR+6O75mP3hmmJbiNXZApdjk4PX61Ynh+zxjgJx1/uisyZzIrNnYm04Z%20R39auyAguLj7LMWhlycZf+6oqG51mOWLa8G53+UH+tVLln83bjAX7oPaqkk6xklhhv4WPNOwXJnu%20BawMhdY4pDhmA6e9ZV4bG9tWKXrbY2GxSDljVO9vvOBDEnB5jA4qOKRHjTZHsweS3alYDqDYancW%208dzp7N5Cx8uWAJ9sVl6joIuWiuZ7iOaQ8bAp4NUY7i7u7e5gTWfImUgKWzhh6VDdXWoC6t9tyiSQ%20kKWj6N9aVmVobthpWqCUT2c6zSqPmjHBC/jUevMIJv8Aic6V5Usi4MhwQ/0qEy+TJk6ptuNuQEUg%20/StTTJk1LTzZ66ZbiE52SSsCU9xRruGhzNpY6FczNGA1nnB39q1F0WG2T91cRy7jlW9veqV5ozWV%209Lbxt5iKNyMBjI9fwqOOEnZvwvODmtNyNjStrVkJn+yrcxjIbHY1ctNLS4kSWNTgNk4GCPY+tN0u%20CZF8uNpFRuCM8EetdZp8JhQGSMqRjBPUil1sF7j9LsoYVbawwRndVtmyp7bjxjocVOkdvIBu/cg/%20d/2jUEkRifHUetUMxdQtpW3M53jPy4OOfeuR1NZfO24+6DjB612l+UdGB8sOpHDKTmuP1RmVjiPB%20J5NILdzEaY7cEkrn8qq3joFHm5CkcN6itAoYwSMfMOhrKvY2JA3Ek/dx0FZPQokFqsXlyFTLA3Tb%2094fWr2jaVaSXt19uBcKm6PB+6ccZqKNpra8gZTtXYAykZzU2rXq6RZC8h2MXySSM4/8A1Vm2ykup%20T13Unt5razgPlSA5dgfvjsKy4dUuHbyY5dtuJNzo/JJzWXq9ybxo7lJRLNIQwVBgrWdby3SahJME%20JLYDY7/hWCipu7MJWnK51crpeSnzg2/P3s/Njtg1PDpFkAv+kSpIckM5/SqMEoXaL5PIR8bRn+db%20NrDBcxNPLeiYD5Qp+8uPSujToaxsWNMtf36pBeMsh5HUA1tJKbdgbgsRnB8s9/WoFtLYwrueSUbQ%20cpxiqUm9XZrcMEGBgnOfeodmzTY2baYzl4YmaQklo3Y8r61Bci7jnOLksMDoeprOhmlEwAfcG/j2%20kY9quefHHGWmQtg4BjOM/Wnaw+a5E89y7mMzsrEZA7Z70kcj/JHMfMAOSRwc0SXcTQlkAGD+XtSp%20fpLIm+JW29cDHHtRZBdna+EtQM0klnaS4bG7bJ0z3rp90kibbkoUPB2DpXm6ajBBcRXNmuwxH51B%20+Yg12mnahb3cAuLO6aQEcqT0PpXLUjrc2WqL0ywyAIIl2rwuRzVVizxG2ViYz9zPr3qy2/arMEIY%20cjqwpJ4R5Stb5aUDgE4AzWdmUY8sJx5TxtlOVcdSapyaYJ0lErAOfug9c10FuJSu2WFzt+8SwNOK%20wy7iyZdexHUUDuefXHhWRrneL2QEcsQe3pX0T4Yj8nwjpEed2yxhXPriMV5TLp7SOXBjVSM7cc16%205oi7fD+nLjGLWIY9PkFdFHc5q0UtUXq8K/aUUlvDO0ZI+14/8g17rXiH7Rf3/DfTOLrHH/XKuk5z%20wyO3ycscnrzUyW+W+UAZ9BViKBmxu+Ud6tpGEKqq7uuCe1ICCCyBGX457VZFjECM53HjH9amQMvY%20YJwaer5Ztw6cZpgVP7PQ5zuI6daRtOUgqrMMdCDV1ZFY9MY9aVQoX5fuk5GKAM06a3JEnfqBTDpz%207sBhuB6ntWqW+YY+Yn07UhOVAPzYJ49aBXMn7E+cHB56+lIbSQN9zJHRq1igYDI2j0PelMe7KcYz%20nj+GkMyPspUfNGd3ek8h1wFTGa19o3HGAB+nvTfLVVBckk9xQFzJFq5XIyvOR70x4McsD1rXaEcc%20+5PpQsEbZzyT60AYhXH3kbGehpxiGMKo69xWybdTyB9SaQW43Y4B5OPSkBiG3DfeG0Z49aYLbaxA%20wR0HtW41srgBzkHofSgWY2ghBn9aAMX7Lj06enej7OcfMc9//wBVbP2b5gM89ge9ILP1GTjbzTAy%20DEcBgWDfXmlRGQkxyMDnv3rUFoD9xcnHQ0hss5OCABxj+dAGYY5Mnay5J6kdvSo/LJf59pxxjaea%201VtGzgqDxj5eMe9O+y5bccsR60DMYQ5z+72jGOnf2p21FfHynHBG01sC2yOM+tAtMMflyOgzT1EY%20/wBnz82B9B3o+zYI44xzWsLYBixTHqp7Uv2YNnI6cfSgDINurcbGAz1zUZhOfmJO0YxWybMY43E4%204561E1tk7VJHHPtTAyDbvg8kj27VC8P8JLEMOuf1rYaHCcfMuccComh7EYI7HtQBjyRbEO1n5PPN%20QSK24nzWZunFakkHUoTwcYqu0fGBx65pALoUMb6gBMNw4+935r668LShfCenr12RADHc+tfJ2iAD%20UIAYvMDNyp6mvqfwnLv8M2a5+6gwKTKRvM6nd8mCTke1KxYpvbau4dB3qIndyetJ0qNSrHnvxQtW%20S5i1SG6e3k8nyyqgkHnOeK43Rtent7INfvJcWZXcrY+Za9X8XRQyaOJZnWPyyf3jdAMV43Dd3FnP%20LZxzxPa7iI2I5kHtXHXfLK6ZaVyprPigz6g/kBYUc52AYD+5qhHf77dZyzNIGwhzx+Nac0NjKu17%20EbyMySNg5/8ArVVbR7Zl+UyQKDlVJ4x/hXA5K93uJxki3HqEUkZMjBWHBx3q4JtO+xYN4qyk4AUH%20kelUbbQbPaqvfeTIyYaHsKcfDUKLGYrlpkJxnPJPpU81tikpEbmCAAx3mY2PBXPIpyzxIIykw8s8%20cjrUkGgxMx8p2Jx94np9Kil0QmMm3uDhV53elLnk9w5ZGkbiG1MZhuskuGCjtX0pp7BtPhYdCgr5%20M/sjUI5wY2BRGGfU89q+sdMDDS7fzPvbBmvRwb1ZnNWLVFFFeiZhRRRQAUUUUAc78QGZPh5rjJt3%20Cykxu6dK+SbFRdTCCadHIQrI5B5BOeK+tfiFEJvh1rsbAENZSAgjjpXy9o+lQRhpXTyYQR8zHlz7%20VzVt9BPsamkaLBaXy3F0olu5BlWC9V/xrqxfhZ9rlpD0wO1cjJql67N9jkVAnCN3NXIru48xPM2m%20UDkIOvvURvZXdik0lbY6i0kF5c7UfyE9XGcmtZbx7BWgnHzt0kHQ1h22p28ESibEjkcRrWxFILuE%20wOFPmDhSfun/ABroScVdO4uW4lwZL1DDM22I8nn5iPTNQXMi7UVAoVBgYqpcTrFC8SyjegyX9Kxb%20W9l1KbEKKUiOM9mrWLjLVMCe6bJaR8SBjggD7tY15Oxdk2tg/dA6A1s3sq27fZ04ZyNxPb6Vzr3/%20AJcskXmMF5yfWtdkMlFjIIVnIG09mPX3pl1pc5Akx5iHkhWAGKzZrud5hHltin5cng1MyStalA7B%20s5wtSBFeaTdyXSizRN7rhQGGAKu2mnFLKFbpFXy3wcdT71CtuREDtcd2b1q1ZRyzbYxmQ55PoKYC%20bzDdM12qzBeN5Gcip8pKFa2diSfkXPC1J9gM0ojhBVU+/u5yasWNk4lI8odeOOppgaFpfJcR+Tqk%20ZDxDl07Cp7zR7VJFNt88TrlZD/EfSo309raQox2lhkKe9amnW8i25yyqgHzK3OPcVN3eyDQXSLWI%20OoB+YcbW6rXRwwlFKlFfkckZrPgQfKUjG/8AnWjaXYW42ksNw4UdsVYItxQJLCZJI1jCnhMcGo5w%20mMAFVAz9PpRNexmQ7jjb0HpVO4vEYMBkd8rTC+pk3yxhWOw4Jxuz69yK5e+hIJULuPOAOh966K9u%20USPJK72OV4+8O9YzXAZssobrSBHNtGrzBHODnG33qtc6ddW77Jo2XcCUc9K66bw3cX1qt9ZxjzYw%20WOON49Kfe3pOkx7rcTeWMMG6K3aueU77Gij3OasrOYWG92zOUYiQ/wAKiuR1S6F9rXlWIKxpHjaT%20wWxyfzrqb7UYtFtprW8nVvtC5Xb1UHqK5mPQr2BZLmERSRTDMeOy9z7GsJT6CnouUyZVi0yHzLo4%20ZyQGj5YDuAe1aGguXAl/s1vLJIjk43n6mq8dnHaKIIV+0qxZmSX+Jvb6VJBq+oJI8UKb4wArRAYQ%20D05pPVNIxVtiCQlryQzkyHefkJzgZ6VtabbLfXqFVWJFGWA44rPtYbGaYi6U2cj5w0ZG1T64q/8A%202Jc2dus4ulubUk/vYux9x1rdSWxsjvbG90yzsCLv7RImCsSw8YJ9eKy7a2UXirGGDu24jadq+n41%20i2Go3igRpdMUUEqCeBXT6bqd6YsSKsxkwVIHSs+TlNFqR6hY3EjFhKoUDABGDmqohgijH2i4+cAA%20IAcCrN9eSm6QXqdDxyOKlguIBMUWJZAec46fSqu+oWRnpb2spPmSqQe+OaiksFMq+VICMjOR0Fa0%201rb3E2UhWDHU9j/9esTU1n/1kTMiIcA564pqVxNWLsmhvdDzrE5LceVGdrtj607w/qd3pOomGW3L%20x52SRSfeB7GsC31GdJvN82RZc5V1PIPatXT9TW61aE6lI7TsfmlH6Ck00ncaeuh6CmpRglVXypsZ%20ZccYqWGfz42DF5lPYMBVOBY2nWXzcuoPI9D61pRpYTQbYo2STqCO/riuQ6bgP3SnZvIYAA56GlZl%20L7HmkDYA+U9fWoXUCZBF5i44IJ61ELcCVmkd4hnahY5pBbQnIWF2VpPu/wDLM9xXrmjY/sGw2/d+%20zR4/75FeLyw3Frcnc6zqo4HqK9n0Nt/h7TmC7Q1rEdvp8g4rejuznrbIvV4z+0FH5g8PjP8Az88H%20/tlXs1eL/tCOV/4R4L/08kn/AL9V0nMePKuFxnPpTxw2BzjGTUauAVIx8wpyt85LdMcYp2IuTE8F%209oGOBjvRuUg+vBJYd6iWQkcHvzUhdpFy3QdqQ7kmNxBbnH8PpmngsB8i8A4xUJY7jj72OMHtSlyd%20pJJB6Y9aAuTFiFI6eo7UgAPzrxxjn0qLzSH9D3J9aFOeg69c/wA6LASkgDoSPUmlOOdowfaoRtQF%20hlj3NKThRj5eOnrQA/adpxjb1PuaI1JHD59D600PhSHww7kULJlgEwcfdpAScc+ue9OOC21TuFQK%203J2ggg8j+eKkQgsdo4PUe3akGg7gZyw+nrSdjxjtx/KmjDN/Dlf0pQ4TLAkk92oGOyFJDL2HFPCf%20Mee/Q0xTlhn9e1LkjoOTwPei4DtqgjPfp9aRVDdBz15odtvO/PPX0pCxAXksT0we1FwHbcDlvlP5%200mUx8xwfSmfvMDbyOhGaaQUbC9ulO4aEoCnHzck8e9L5fQg96h3KpIyQO3+NPDBScZBxzTuFiTYP%204W5HrQIsj5h+FMXcWX9RUi3CZ+cEe1MBrR88jOe9Ajyc9OcDPcU8OG6H3pMK6Db07H0pgR7BzuA9%20KiZEHI6VOTyAP+BUwgHGQD9aAIDF25qCSEMThAT0yatOwU8NzUD5GQMZxyTQMpyxhQxAGOgqncIj%20R5xuI4z0rQmAHPQ461SnXgqzbsnkGgRFpjLDqNu57NnPavpjwLKJvCsEnHoK+ZYJPKvUVQMbsg19%20GfD593hTYVKgNjrwOKhmkTrGdt3y8gHnFNa4CthiBn7pI61GSVA9Md/ShyHX5vmwMf8A16zsyytr%20VhHq+hXdi/IkjPy+9fN7pe22oizvN0ctvIW2A9ulfSzNhcAjj16V5L8RtAj/ALQn1G3hMcindIR0%20da5MUtFIuPYwNLuLeRns5Q0RJ+Z5DnPtxVqSeDywVwcDG8+lc9azxsqu4UwhuIk4bd61fje3kuFL%20AeVL9xTyTXFY0uT74fMkaVN+efmPNPN6g3ncFVBuC+v0qlcSQYVyrEq2FT/Co7kRuyjzAF3Z55Gf%20YVDSFqaRvPPjQ+YUMXAyeg96jS+m2lW4j9u59KzVMDtIs0pi9PRjTo/3i5VsMxwqt/OosCsbVrKf%20OUysDhx93sa+m7H/AI8Yf90V8qQxyxXC5DurOAAp+4c19U6cxbTYCwwdg4r0MDvIyq7Is0UUV6Zg%20FFFFABRRRQBgeO93/CA61s+99kfH5V8y3Ub3axuibhEvIiOCB6mvpX4iEj4ca8Ruz9ik+716V8qa%20fGtpGbmXUyBIm3yRkNj3rhxV001uY1Lp3RLKsFixeC7TrysgJKGrFvezRwyOzEtIMmUD9BTPItJL%20pXR4bgHo/Qn61K159mlEYj2gHgkZ3VEKl/d6hCaehf0qVVH2slpCPXjFb+n3E95ceauNqcqgPP1r%20i/7SLzMXjDDdjCjkVq6Xq1tDeR4YgsdjAnnBrSbsrNlOTJ7m8m1G9eK2jWO2ZsSBeMn1rbWa10/T%20gLaNQegDd29TWNZXGn3ontIZyDkkuFOB7Co3DQl4TC7xSfc8w55HGauFd2S6lX0RKbxpFneQB7iY%207FX096yl0+SaZUJLvnknofanTztbsFlaPkgDAORWvpO+a2LsoVc9u49a64z5noh3uZbacylVYojF%20wuxuw9a19H0uSa6fDxi1XhyRjPrVbV4xFeIYohL8uVfH3ferT6gLe1hiTLIR8meh9c/jQ5qOsgeg%207VNs10kFqucnaUHc9q14bCLStPIO03DDC7OCCfWuSh1yPTFkvUhMt052xIRkAd2q3falEMxQzzS3%20Y2yPMx+VSRnA/Oq5vd13KSua0UyoYoIlUuzfO3485q++o2mmIqyGITSH5cdKyzNZ6b5s9wVRfLDK%20rjO846/nXKWkx1C+a/KM6B/lZz8v0AqVNNXQz06DbfCKS4CzqAeV/rUzL5coKjCdHUDg+lYOjK0U%20JuHPlPMceWvSr738kTsfMAjjGXY9BRFNNvuDZo285tpCSN8R4PsKs3V3EiEwkDbgr7H2rl7DxIl7%20cEJjqTu9QOtP8yW7mboAuW+XuKtPoJmnPqaKWXdk4z8vXNUZtQc4Me5iOpPI+lYAu5Zb6ZRkCNSQ%20G/rSreXixmWKZQh4wpxV3SJ0vqXby6zLuYtvfopqrPcCELuwMqTzzzVGS7mkuEluZSuTjd6irlqI%20ri6NukiMqqWDt1b2rKVRIpa6F/TfFt3ZW62xjDhjhZD1GfWsu51zyNQuba+ARVXeQPuup54HrVyK%201iNw8UjRMSQEUA/LWPrmlW1zd+fqd8LcINnyfxelc0p09zbmcdzmb6C11rxOgtrgC2Ch/Nc/dx2q%20yFaC8mshdGO1mA+dgdme351De6fHY2aiysWaKXcGuJRkN6YA5FatnbNeNFLf4ltoIgyK4+8yjgVh%20UlszGXvGJqkUOmC2E8puZpHCx7OFUepzVDVjfxXBjlk2q2NqpwGBroNRt7bUY1edVN3MSFjXoP7o%20Hp+NR39xHPLEZbRCbRBHI0g9BjA9TxRTqaq6M+a0tjnbSwNyTggIv35D0X/GtbT9Ym0m9E1l5bAj%20ZJFg7J06cj6Uy6l82HbEbZIQcrEFPHufeoYrZZQUM8YPXcB09q6lNvc0UjrdA07RdU8QJcGea20y%20YbZFBwYJT0A/2c1ansr/AErULoW88k1pASDKp52/1rP8NQJJLJbzs9ym3/VggZ9+fSuhivPsNxJp%20eoLM+2MvbyE5GCPuZ/SsnN83KbdDm/tC3jJsyX5wz/xD396kS5ltgWj+Qr930PrUr21t9n3wZLM5%20L25HzKfb2qsphaYyRzMwjGWjPb2rZNMWxZGpXNzMryKWKryw9KazvPliHRBxgHj2zVpGN26vbxxx%20sR1Knb+NSRxRySLG0wjLSAMSpKg5qOZW0KWpnJp8JkV5224BJx+lJZ2l0l1HcRWolhSQAsfQmtnU%20bRFnMfySDIUmMYDfnTLfzred41ZoLXHIJycj6U1O6BLU6/TraOAEx4Ruqn+9ntU0moQWk6qUMT5P%20LDI57VT0O5iurTfHMPNjIBA6gVp3b2rKfOzMzj72OBjp+NcrVnY6U7iJd+apaSIH5sL7H1qWYC8g%20XyG3yIeVxzVO2AtW3bvMiIyBjvVo3XmkSr+6mH3SgxkUtB2ECSQq5nTYuBhj1Hsa9a0Rt/h/T2/v%20WsR4/wBwV5DfXtxcxMkuJcDg92+tet+Ht3/CM6XvGG+xxZHvsFb0d2c9daI0a4P4meALvx1/ZgtL%202G1Wz80v5iFixbZjGP8AdNd5RXScp4OPgFq2NraxaMM/88m4/Wn/APChNXz/AMhq0/79N/jXutFA%20rHha/AbVsktrNrz28pv8acPgPqq/8xe1b2MTf417lRQLlR4d/wAKI1U5/wCJvZj0/dNn+dKPgTqo%204/te0/GJv8a9wooHY8OHwJ1ULgaxa8djE3+NO/4UTqgxnV7RuMH903H617fRQFjw7/hROrDI/tiz%20I9fKb/Gnf8KK1QJhdXtATjP7pscfjXt9FAWPDz8CNWPI1q0Dd8RN/jR/wonVfunWLTbjtE3+Ne4U%20UBY8PX4EaqoIXWLUZ65ib/Gl/wCFF6pgY1e2A9BG3+Ne30UrILHiA+BWq/LjV7Reef3Tcj86B8Ct%20VDHOr2pz/wBMmxj0617fRRZBY8SX4G6pznVbXn1ib/GnD4H6rtx/a9sB/wBc24/Wva6KLBY8RPwK%201I5I1a1Bx2ib/GgfAvVA246xa5/65Nz+te3UUWCx4mPgZqi8LrFqo/65N/jT1+CGprx/a1qc9f3T%20f417TRTCx4k3wM1Rmz/a9r9DE3P60H4Gapvz/a9p0x/qm4/WvbaKAseJf8KM1UY26xaj1/dN/jSH%204FaoQSNYtgT1HlN/jXt1FMDxM/A7VdgH9r2p9R5Tfn1pV+B2qDg6ta7c9BE3+Ne10UXGeLt8E9Vy%20f+Jtalcf88m/xprfA/VGA/4m9sP+2TcfrXtVFF2I8R/4UXqu1lOrWgz6RNz+tMb4EaqScaxa7T0H%20lN/jXuNFFwseEt8AtWJ51m1IPUeU3+NQSfs+6y2ca3adeD5TZ/nXvtFFxnz4v7OWrKw/4nlpjqf3%20Tf416l4U8FXGgaSbS5u4pjuyDHGQAMe5rsaKW402jGbRJGUkypk/7H/16b/YD5/168/7HT9a26KV%20kPmZhSeHnkjKmZcH/Y/+vXP6r8P77UVmVdQhAkGBujPy/rXe0VnOlCatIpVJR2PBx8AdYjbK6zZt%20znmJuT780sXwB1cThm1y1RcYOyJs/Uc17vRUfVqfYXtJHhp+Beul1Y65a5UfKfKbI/WmL8BdYDEj%20WbRT1z5Tf417rRS+q0uwc8jwkfAPVy+463aDjp5Tf407/hQ+sgkDWrMKx6CJv8a90opfVaXYOeR4%20wPgtrnmof7dtQigZURNyc9etexWsJt7WOItuKDG71qWitKdGFO/KJyb3CiiitiQooooAKKKKAKGu%206e+raBe2Ecphe5haNZAPukjrXhtz+zxrdzcPJ/btmC7csYm3Ee/NfQNFRKnGTuyZRUtz53H7OGtP%20KC+t2Cp3Cwv/AI1pf8KJ8QQyIbbXLIhRj54mPH517tRU+yh2DlR45P8ABfUVx/Z1/Y28nG6Uwtub%20171WtfgLNBcC6fUYHm2nOYzjd69ele2UUOjBqwOKe54/YfB7VdP3Na6jZRs2ckQtk/rRH8H9YFw8%200urWzFuq+Wef1r2CihUorYOVI8Yu/gpqd2eNRsox/wBcm5/WrEHwc1K3g2Lqdrn18psH9a9forVa%20bFHkr/CHU5EA/tW3U55IjP8AjSS/B69nQ7tQtww4UCM4H6163RSnFTVpCcU9zxyP4JXqCTdqdoXZ%20dqsIW4B6jrV/UPgpDdNC8GpGJlUK/wAnB45r1Sihq7uVc8V1j4Iatq8cUT63bxrCCFIjb5h2zzUE%20XwI1SBY449XtfLj5UeU3X1617jRTWgXPIz8JNaVw0Wr2w2jjMbdfXrSah8I9aubJYbbVrSJsHexi%20b5vbrXrtFO7EeN6d8Er+yLNJqls7GMquIm4z1HWr0Xwl1JVwdVhX0Cxnj9a9WopdAPIrn4P6ndM7%20nUrWOUoUDrEfwPWqFn8DdUTeL3V7aQEYXZG3X35r2yilbS1wPFD8E9amZftWsWTqp+XETZXHTvTI%20/gTqUd4kx1e2cRtvGY2zn869uopcqSsgWh4tN8F9e87z7bW7SOXzAzDym2kfnSJ8FNXkfN3qVg53%20FgwhbIP517VRUexhYDxu2+DmuW+d2s2k0eT+5eJtv481Jd/BvUXt2W11CzWQspUvE2E9e9ewUVPs%20KfYDwqX9n/Uft8dxBrVuqsQZ0MbfNj0rPv8A9nfXtSvGkm8QWqwZPlxeU3yivoWitFTincSVj58h%20/Zx1OKMhNZs1bG3cIW+Yd881Lb/s5XkOM6vbHHQeW2M179RT5UM8HH7P+rkxuniC3gdCSDHGw/Ct%20y3+EOstaxWt/rVu0UTbkeKJg2fQ57GvXKKn2cQWmx5K/wh1J7ppP7Utl6AMsRzt7jrSx/BcQTiZb%20qF2ByVaM4f6816zRT5EXzyPKZPhXqnmv5F5Yxxt0Aibj261FL8I9WeP9zqlrC+3GVibnP4163RSV%20OMdiU2tjyS3+EOpwxIJNUtpWA5LRNz+tJ/wp3UkkkMOrwAP6xn5fpz0r1yiq5EV7SR5Nofwg1DS7%20uaa41O2lMhH3Y2GR6da3G8AXbsEe7hMRbJxGc4HQda72ipdOLd2UqskrHAS/D2/eRSuoQLGrEiMR%20nGPzq0fAsxXcLqNZF+6Qh6enWu1opeyiP20zgZfh5dSOWF7CM9R5Z6/nXbadbGy0u1tWIYwQpGSB%20wdqgf0qxRVRgo7ESqSluFFFFWQFFFFABRRRQAUUUUAFIzBVLMcADJJ7UtRXbQpZTtdkLAsbGUt0C%2045/SgDh/+Forfald2vhnw9qGupZyGKae1ZFVXBwV+cjkVqeEvHlh4ruLqyWCax1KzIFxZXA+aPOc%20cjg5wehrjPD/AIZ1GFJtR+FXim3k0q5nedrS+DNGkrHLAKoBHUdau+G/FV3F8QZdE8ZaVaQ699m3%20pqNouI5I1Vm5yxIwM9fWgD0x54oziSVEPozAU7coAJIwehz1rxBhYa/eavParrXigtPKFuIpYhHa%20kE/Iu8A/LXNr4l1+++Elqn9q3cdyniH7Ck7OplWLzUUKT0yBQM+kRLGzlFkUsOqhuRWTJ4q0qPxS%20nh5rpP7RdN/k55AwSD+hrzP4gaDP4HtdL1/RtZvvt63sEM7OVxcK8iq27A9Caiu/DtldftLwSyNI%20G+yJPgEYDYdu/bIoEezyTRxf62RU/wB5gKcrBlDKQQehB6143qc+na9421WGN9W8Sukhhks7R0WK%20zIJ+X5wPm9cGrPwY1jU59c8SaNey3JtNPmxbQ3Tq8kA3EbCV44A7UAesXM62trLPJ92JC7Y9AM15%201p3xefW7ae70Twhq99ZwzND9oR4lUsOvBbNd7q+P7Dvs9Ps8mf8Avk14n8IbPxrceDbp/Dup6TbW%20f9ozbEuonZ88dSpxjpQB6l4S8d6X4vku7az3wX9kcXNpKPniycDJ6c4PT0q14m8TxeG4LdmtZbyW%20eQIsMLKGIyAT8xA4zn8K8z8CXF14f+Kmuab4tdJ9evLcTC+hA8oRDewUDqMYY81VC2XiKbU7u1TW%20vE582Ty7mKaJY7cgfdXeAeOtAHt6SZjVnHllhnaxHFYPizxnp/hHToby9SSdJp0gUQkHDMwUZ56c%2014WfEuv6l8IbPdq91FeLrz2KzFl8xYl2DaSBjOM810vxU8IQeHvAUNpaahdSvdX0QNxcMpZCZF+Y%20EAc0Ae3CWNnKK6lh1UHkUPIka5kZVHqxxXkPjnw4/gPwf/wkuja7eDULOSLe8jri83OqkPgZPDE1%20J4p1az1nxNp8N1danc3Js0mbQLIqAN2cu5cY9uvagD1pJUkXdG6svqpyKTzY9wXzF3HoM9a8J0HV%20NR0X4j6volvDfafp76M1wlleSI5jkwx3Ls4HQcGtj4O+G5rzwtpfi3W9cvbq78kuqyMpjRCvQ8Z4%20ye9AHrzzxRHEkqIT2ZgKeCCMg5B714h/oPiHUNVuLQa14o2zOFmimiEdtx91d4B4610fwL1rUdX8%20HX6arPNO9jqUttE07BnVFC4Ukcce1AHplFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU%20UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmUXjXxXrvjzWdD8Ow%206dFb6WyK0l3GxZiyhuzV6bXg2h6FHrnxq8Z7tevtJKGIYtZlQv8AuxydwOaAPUY7rxLaeE9Tutde%20yF7FGzQfZUZVAA6nJOar/CzxDfeKPh3Y6rqhU3UskyuVzj5ZWUdfYCprrT00j4d6jaR6ncaj5VrJ%20m4upFdzwTyVA9axvgV/ySDS8f89bj/0e9AFH4j/Fe58DeL9J09LNZbGcGS8lKktFGCMsOfQ16K+q%20WsWinVJZNlqIPPZz2XGc/lXlvi3S7XW/jxp2mX6hre60W6ikHfBKDj3rCsNbvbnw6nwylaQax9u+%20z3SHr9hd2G7PsrLQM6jwP8VNQ8YyeJY0sYoG0sMbYuMBuCQWOeh/Diu70nVpDo8E2uS28FzIzKdj%20YU4OBjk/zryG3sYNN1/4o2NmFW3t9JjjA78W4FYt7YW2p+Dfh1YXaF4LjVdjoCcuDNgrQI+g7fWd%20PureSaC7jeKIkO+cAdf8DUVj4g0rUZ2hs72OSReq9D+vWvOfiHa+FPC2l6ZoEOhNL9vu42htLfCp%20I4bALlj0yeeR1rjvGljc6P4l8HTzWOjabM2rQoiWSsJAu8ZBO4jHSgD3y91ew0+WKO9uo4nlbaik%208k/5Nc74U8aN4j8WeI9L2xiHSXhWN1H396knJz2xXD+ANM0zxB4w8VXHjWCG61iO6VVFzgeXF820%20J7FcHiud0ox6NY/FkeBixECR+WVPMZ8t95X3B6UAe8N4g0pL8WbX0PnsQAuev49KsXOo2lmFN1cR%20xBlLqXbGQOpH515Vp3hfwDN8HReyw2zrJYNPNdN/rRLsJdsddwbPbtXB6ZZS+K9W+HMHioS3UQW9%208oT8GaFJEEe4dwVxQB9J2V9b6jaJdWUomgfO116HBxU9UtJ0fT9DsFstItY7S2QkrFGMKMnJq7QA%20UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFI6LJGy%20SAMrAhge4paKAOCb4UWFtqNxdaBrOqaGtw5eSGwkRUZick8qTWj4d+HelaDPd3U0s+p315H5U95e%20EGR0wRtyAOME11lFAHC2Pwts9MhubXTdc1a00+4laU2UEqLEC3UY29DUdr8HPDdpoS6VE959mS+F%208g8xflkDBhjjpkDiu+ooAxPFHhSw8W6dFZao0yxRTxzr5LBTuRgw6g8ZFUNZ+H+nax4ostfF3eWW%20oWYCiW1dVMij+Fsg5GMj8a6qigDil+Glra6pfXmj6zqmlC+kMs8NpIqozE5LYKnk96t+Efh9pPgy%20/v7zS3uGl1DaZvNYEEgk5wAOSTzXVUUAR3EC3NrLBJnZKhRsehGK8/sPg9Y6RFJBo/iTX7G2klaY%20wQ3CBQx6kZSvRKKAOU8PfDvR/D813c7pr+9vEMc93dEGR1OeCQB6mqFl8LbTTLWay0vXNWs7CaUy%20NZxSqIxnqoG3gYAFd1RQBwVr8H/Dlp4fTR4nuxaR3zX0aiQDZISOBx04HFb3jDwbpvjbR/7N1gzC%20AMHHksFOQQR1B9K36KAOG/4VXp08tmuq6pqOp2dm26Gxu3VoVI+7wFB4471c1X4f2l/4nbXrLUr/%20AEq+kiEUz2TqnmqCSN2VPqa62igDh7L4VaNaa/JrL3d9cXs0DQzSyyLulDAgljjk4Jrf8O+F7Dwz%204Zh0Kw8x7OGPyx5rZYjGOSMVs0UAcJZfCuy0qGa10bW9W0+xmlMj2kEqiPJ6gDb0wAK2PBvgjS/A%201jc2mimYQ3M7XDpIwIVjjpgcDiujooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo%20ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuW1f4beE9c1SXUdS0W2%20mu5gBJKUwWwMDNdTRQBiaP4P0LQNPuLHStPht7e6/wBcij7/ABjn8Kv6TpFhoemx6fpNrHa2sZYp%20FGuFBZix/MkmrlFAFCTQ9Nm1qLV5LOJr+GNokuCvzqpwSM/gKjTw3o8fiOTX00+FdVkj8p7sL+8Z%20MAbc+nArTooAy28N6O9zqNw2nwebqaCO8fbzMoXbhvXjiov+ES0LybKIabAI7CXzrVQuPJfdu3L6%20c1s0UAZ2t+H9L8RWX2XWbKK7iB3Ksi52t2I9xWRD8OPCkQjP9jWzyRMHSRkyQw6H0yK6iigDntY8%20CeHddu47rUtMhmuI1CiUr8xXpj9Kt6P4W0TQPtI0bTLezF1jzxEmPMwMDPrxWtRQByc3wx8Hz3jX%20Euh2rF23suzhmznd9a2pfD2kz6hZXsthA1zYRmO1lKcxKcZAPb7orSooAKKKKACiiigAooooAKKK%20KACiiigAooooAKKKKACiiigAooooAKKKKACq1/qFppdo1zqE6wQKQC79AT0qzXG/FPRrTXvA01jq%20AYwtNG3ynnIPFJuyuBrHxp4dHXVrf8zQPGfh1jgatb5+pr5wvfg/pkoP2O7uIsjoz8VhX3whvohm%20y1OOU8fKS2ayVVFcp9YL4t0F/u6nAfxNSr4j0h51hW/hMjdFB618XXPgLxVp+6VLeSZed0kb9u2O%20azFOv6TN5phu4jjAZsnBp+0FZn3fJf2sX+snUfjUcmrWMShpLlAD0r4cg8a61FIfNvroSjhXYnBq%20/Z+Pru3ZjNIbiRjz55JwfUYo55C0PtKLWtOnYiK6VivXg0T61p1sMzXcaj86+QI/HdzcSbJbyTGM%20lYmwv61dg8SmZg8LLnHXcc4pe0Yro+s49Y0+UAx3SEHp1pja7piNta8QHOO9fKra1cSpuErsueCz%20cULq864wzr1Hymj2jHdH1Y+tadGu57uMCmrr2mOCVvIyPxr5SGqTdWZiemcn9akGoSlhtlP1yeKf%20Ow0Pqn+3tM8wp9sj3DtzQdd0wEA3ceSMjrXyyl5Mx+V2PXPNSpezgY8xlBA/ip84H1IdZ09U3G6T%20GM55obWNPWMO10gU9DzXzFDfEsTLcyjaOFVqsLqAyOXZhyGkbpRzAfSR13TQATdoAfrSf2/pf/P5%20H+tfN/28SsPtAYgdPLPFPMW6MPC21SemTk1XMgPo0+INKHW9j/WmnxHpAGTfRYzjvXzdJp7sh/eM%20RnPU8e9ZtzbvE/LucdOadwPqE+J9GB5v4v1o/wCEn0b/AKCEX6/4V8pOXBA3v09etR+ZIM/O2evW%20ldgfWP8AwlGi/wDQQi/Wk/4SjRf+ghF+tfJxyQDuP0yaidiP4mJIxtB/WjmJufWx8U6IOuow/rR/%20wlGi/wDQRh/M18hOzRcDLHtyfzqBmfbg7h/Cfmpi5j7C/wCEs0LGf7Sh9OppjeMfD6ff1WAfUn/C%20vjeTG8lpGUgf3qoXD286lZJCePvZNJtoq59rr4x8Pt93VYD+Jp3/AAl+g/8AQTh/M/4V8IFpLY+a%20kjFepyxqwl7MUBLSA46bulHMPU+5/wDhLtB/6CcP5mg+L9AHXVIPzNfDaS3UrKsZlYn+7nirdvo2%20q3a5it5ME9S2P60cwep9sf8ACYeH84/tSD8zQfGPh8ddVg/M18bL4Xulybu6jg2/eDOSR+VTxaLp%20SY83UJJmH3hGxwfzqedhdH2B/wAJn4e/6CsH5n/Cnp4t0J/ualE30B/wr5GWLTLYH7PaNLgYzI3/%20ANerC6nPEf3Hl2xznamelHM+xLdj65XX9LZSwvY8Dqc1G3ifRUba2oQg/U18jE3t46pG9xLjrEob%20ANbFh4F8T6oc2+lXb7j98nAH5mrRi6sukT6f/wCEq0T/AKCMP5mmnxdoI66nD+ZrwfT/AIHeJrll%20894bTjkyMTgfhWd4y+FEHg7ToZL/AFrzruRvliiYgEfjSlLlV2awc5bqx9Ef8JfoH/QUg/M0f8Jf%20oH/QUg/M18YXiJAxETswB6lutVooUaMzXUzpbKcIdxy59qn2hpY+2x4q0NkDjUodpO0HJ5NEnivQ%204gpk1KFQ3TJPNfDsupXNxcx/Z3aMKf3aqx4qfUkvFgV7y7aQIcL8x4PpS57OzHZvVH28viXR2UMu%20oQkHvk0f8JLo/wD0EIfzr4Q/tS9C7ReS7W7FuKY9/cMMvcSHA67jgVV5En3j/wAJPov/AEEYPT71%20aFrdQXtuk9rIJYnGVdehFfn2bmbndI5z0+Y819kfA8lvhHoxY5/ddSfeqTfUD0GiiimAUUUUAFFF%20FABSNnHFLRQBRaa7QEeTuPUEGqrapKrYEffuTxWueeP1qKa1imOXUFgOCatNdUQ0+hktrUq8NEB+%20Jph1+X/nhjjpmtUWEHQxjPrVafRraUl8MpbjFaJw7EuM+jKf9vvhsxAD1yaeNebb/qhn6mmHQX25%20SQDPU96z57c207Rkgn1HertB7EXmtzUOuN/DGMY7k0o1pyDiIE9uTWKN3Qdj1Pen7mByDznr6+1H%20JEXOzZ/tog8wn6A9KUazk48ls46ZrKDH7pchTwGPUn2p6uDg7gUxjPfNL2aKUmav9rf9Mz+dH9rf%209M/1rNMm3ADbh04pgZjyBxS5EVzGxHqyMQDEwyfWrkc6yjKcisGMhxzyFBIFWUmdWAO7AHQ+vapl%20FdBqTNjzBx79KcCD0rHM7vg/dBGOexpyXMgO3vkcelRyj5jWoqks5dcHr6CniUr0PTtS5WPmRaoq%20BZSFG7J7mnq+c4OT/OlZjuiSim56nJ4HIoHYZ6ikMdRTc8AZJ560depxjrigB1FNBz079jRnA6k5%20OPpQA6imnuM4x6UZ549OPegB1FNz/Fn2xRn3+vtQA6im9MDJOec0deS2Oe1ADqKbnr/I0d+pO7p7%20UAOoppzz1wB1FMLlWUnOP50AS0VB5nPHI5zmmCTbzjaM0+Vk8yLVFQ+aBx8xyc59KQzHoOpNFmPm%20RPRUKzZYBvlJ9amHTmlsF7hRRRQMK5j4gySReEZngGZBIm3866euX+Icay+EJkk+40iAj1GazqO0%20GwbseTW97fT3Gy8QMSM+Yh+Ue1SxahEsjwu3luP1qnHDbaZbv9ibaTnKg9arPcreWhLx5fIwW715%206qS3M/aS3NqC+glXdHPGeSuT6irL7LgjzQkoxjkDArh5bdYt7RW5hhZgW55U9/zrXs7S4vtNkhMx%20j2Izxvn5lAGRmtHVS6Fe012NK68N6NfgpdabA4PVgOa8p8ceGdP0TXFgtbd2ikXcMYyPWt/RNU1R%207z7FHfvvkcqpY9TVXxxHONTVb1jLcpGAwPTIHGKcqiTt1IrVHFaHEPolkyqY5po2A4B7ZqEaFcIp%20+yXkeCcFeetdPGZFtM/Z45/lBYjqp9KQvC+wtCYzxkL0qlKS6nMq8rHObNetFUhPOjjOAFPH1qZP%20EmqWZb7XA6k8ZIzgfhW0Y7RS/wAzxoW4HfmpVtSZNtvqGdqjCsPX196fM+qRqsRfdGZa+NrXP+m2%20RZV43KMMfQnNa9vrfh+5VfLvTFJ1bf0Ws6fTXkwbq1t7hA2N4HLVQm0axdiG0+WMhjgxEYquZdi1%20VgzsIII70j7FeRzZydu7B+tElheQYLwnBPBBzmuFbQ7VS3k6hNAx7SZ/pVu1bxHZKDp+r+btHCZ7%20fjTUo9zROL2Z1JeQZDbhjqMd6ctwV+uPwNYK+KPE1tg3unx3KZyWxn+tO/4TjTZs/a9Nkt5BzwOK%20tFWZ0a6hjGVyO+asx6qVAAOfSuWj8S6BJEWMs0UmAQp9ail8WWMbE28MsgH94cU9A1R2y6w6jYWB%2057jvSST/AGg8jcM5wfWuE/4S29m/487Q47fKc05LrxPeg+VBIqngZFLmGddLaspBJCfj09qz5pbe%20FcySrx15rKTw74huMfaJ2QMfXnFW4vA0pYtc3bN+NLmCxHJqtnFjMmfpVOXXohnyoXJPU1up4Q0+%20JhuZix6mp4dHsIWKNCXB6FsVPMKxyD6vcStiCPax64FVs39z8wEjZ9BwK7n7NEu5YbaJQDt3bSTV%20WJNRudQbTY3ZZFHyIoA3D2zVpti80crFomo3JDGFvYsRVoeHTGoa7vreEH+E5J/Su2t/hp4n1QAr%20YXMoJyWyMCug0/4C63cOBc+VbD1ck8U1Eep5T/Z+jRMwlu5rgDr5XT9aab3TbIbrfSjICfvXHUfl%20Xv1h+z7Zwsp1DU+P4vK4/mK1pvhB4FtYGXUJt4xyZHHFPlYWPny21S8uIc2cUdtGRgLGhyKuxaPr%202qLgR3U3sFxk1674Us/DHg3VLnT5/s2o28jGWC5xkqv90+/Fad58dfCunZh060klI4ygAANKLu+z%20G4Janktl8I/F9/gx6XNEp/ikYY/nXV6b+z5rk4DX+o21sufuqGzj0q1qH7Q2oHcmm6bAg6b5M8fr%20XKah8YvFt5yNRa2BHCwcfzrWxF0elWHwE0K1VTqmqzylfvDeAp/MVqw+E/hn4d/4+/sTuP4pm3H9%20K+c77xNrepSM17qVzMDztZu9UGaSTG8sO5yxpJITlbY+m5/iZ8PPDsZ+wvbs45CQR8n865/Uv2it%20NikZdK0meUAcM+ME/nXgToVzkYPU+1VJpsMQJF6/lVaIyUpN6Hquq/tG+Jbksmn2NpajoCQxI/Wv%20Pda8Xa14nuvtGtX01zIFwBnhfpWA7R/Qmp4GjijM8h4HCqOpNRJ6anQrgSAGuLzIgXlQf4z6VTvd%20Se8cgABU4Ea9B9KiuLl7mbMkpGDtVB0FRqpZ1DA8N8pqUkDZqeHbYy6zCgG1YxvLDtVzxPOJFWNQ%20NrNnnq49T71P4YhC2N7cvnk7Q3oPSsrXSZtRIP8AAcMV7n/Cua/NX9DqXu0fUyz0bPJJ/L6UBiPu%204Bx36Uoik67CDt4z0H196UwSnO1cDGAW7+9dmhyjBwPlBHGQD29q+zvgaQfhBou3p5P9TXxutoXD%20+YRjqB619k/A9dvwj0bjH7rn86EwPQaKKKYBRRRQAUUUUAFFFBOKAEP3hyfpSYBJ55/lQD1IOR2o%204A4OAOtAAGyAemT3oJbnGPY0E5P3c45FZF3qEm5lX5U6cU0riehZm1NI5AMdOGb0rAm5kLBtwY5B%20ps1yXRckFQCfrVRroHeDIqrjaSPvBj0xXVCFjCUrk/mpuZd3zL94elHmhW/kaxXv/s0nnyMVKn98%20vdh61Wm1RN5khfMRQusa9VYdDW3IjPU6NZAu3Hyk8D1A9qeJNwwTy54Hr9KwrPVzdKpmws2drxjo%20fQ0651ePTrrzJXZoZRhGHQH+7S5SdUbyyIwJDc52+5qfgfe9RjNcxZ6hKkkfnOCN+FYds84HvW7E%202GG98gt36ken1qGi1Jrc0EZQuO54P09qvhY44d+0EqOlZEUmGAVicZOW6inSziRRGyZOcjHas3HU%201TJvtsZkyVzuPIHanfaslo4cDnp71SkSKJN0udp4wadBE1xIgHKg8D+v4U+VE3dzVhvomVQoPofr%20U8bbgTt6dMUyK0SCP96V39yKhEkkbHH3c5JPT8Kz0voWXApOME59DTwrcYHNVv7RVEAXGc801tTy%20u2NDnPBPrU2b6D0NLJ2kgjpxSbm46Yx19TWcL/HG7BHc1Yin3uSFJGRx2qeVlcxb5pCW28DmkHTb%20yQc8+lKGGBg8dKkoXJz07fnRk55HFNydvzMAQecUm4N1OQM5BoAfk+lJlvT/AOvSArk4ODwSKXGA%20BnOTnmgAJbIwOO+aXJ9KMnkDGccUZIAyR/8AXoAATzkfSkye/HNNY7VG7luSD6Uwy/N8hBJHNOwr%20j2kxkAjIPemmbnjgVE8o6EgGoXuEVgCc8c4qlElyLPm44zjOTxQZMj5vTqKz3vMYAIGOophuyTwe%20cgADt6/nVcorsv7lA5wAfSmh1zwcj+VUDdHL5HLHn6elN8/qcDtwev4fSq5WI0ldW+7xg849amUI%20rfMfm61jec7HP3sHlu59KmRbl+Bzk/xdqlxGmaLyJuG459cVYHKjFZbQSjhnUk9h/D7VpRLtRen3%20QOKh2LQ+iiipGFcv8QSB4UfcQB5qDJ+tdRXKfEgxDwfI1wCUWaNuPY1nVV4NClseRzaSWvHuA4OR%20gBqx47aVZpBErq0eWfH3cVNdawtxG5MuxixEKjr+NS2N/wCbC0UhxIV52dSa87lklZs5ryI91wdP%20kmktwFZCMjpUFpqrxxKuW3sFU56bav3F2rWEdlJE04B3+X71X1FIvs8d1HAsM0WCTjt6VLi7Du2r%20HOXoksNVeSLCsriRdw7E9a0PG1tJF/Z806FftcQchejEjg1B4gmXVAswYjcoB29qDcProtrC+OI4%20lVY5B1UL2/GtHFuz6l1qbqQV9zl0T94UdlTbnOf5UuxwqyrlQc4weDXX3+i2VtuNtBuHAy3Sqcem%202bcTW6hh2T1/wrX2ckcyozSuc0rs3MnUnnPQ00ZUOFVBk5yc5966G40O2U+aqsm7pjp+FQJpFu//%20AC3lXkg5xj8aXJJD9jMxd3zqV3YBIJXpS+bIG5Z04OwnH5it2LRlhckzhkK/8tOhPoMUxtK4BAiD%20YyBg01CSBU5GOLtzGFd4pBgZDDrTXETqc20chyVBTjFXp9LIkG2La68so/izVOWwnVf3cTbfryPa%20j3kHK0XdBJhsJtvGGOd3NTyRWlzHm4s1fdwTjqaZbWN/aaPttlQzSMWkRuir2FWo2lhskkNkzSLn%20KJ0H0rojG6SOmF0jkvEGgw2cwmSI+Q46DqprY8KaSNR02O2thGk8jk+ZIO45IqzqpW98P3DtE8RQ%20A4fqOareD554LUy27cq7Yx1FTJWdjW+lzVufDviy2lD2Utu8ajG1FOaamp+NbTat14dadegeJOfr%20XR6Z4i1m3lT7My72x8zDk16Honi3xCYyWms2RDgxzKdx96lWejF7aCPJrbxPJJPHbXml3VpMWwNy%20cE13+m+AdR1aNWju7WJXUH5ycgV0E/i3UNUNxb3Vjp8fk45ZT69awJEvL66kktGjV4ycmEkYrJyi%20tU9DRVKb3ZuRfCEgj7Zq0aJjpGcY/OuP8X6p8PvBExtRJc65qWdrRRMpWM9Mt0/SvPvH/jq8uJjp%20ttfzBbc7XlDdT0wK84kkLNwc5Ybt5JJNdEEpK9gbXRnfa5461DRpDb6Xb28aXK+aJWB3oD0FchP4%20m1q61GG/mv5Rdw5CypgFR6CrPi35rjTHBJLWynI/GsRRkBf4XYkAdz/hWsVoZrY7HT/ir44sFH2X%20xFebc4G4jGPfiuk0/wDaD8YxxrDd3UcwzgyAfMa8sUkHcQWGcsD/ACokCnBC45xj+8KepR7daePL%207xHGTNq9xlj/AKst0q7BpVzqDN/pazHPCyMeTXhmm6lNp95HLFJ845H+1XsWjeIo7rRY7mMh1b5W%20Q/eRu9K0r7hzE+reHdbtlDGxkWNeN8ZyCPWvNdX077Ldv5cx8wtyjKQTXs+ieLJ7J/kkOzqUPP51%201rQ+HPGFnnUdMtzN3kxhz71Fne5Vk0fMlvcQxuRMj785KAVfEkrLthspXJ6sccV6F4v+H506YXen%20MHVTuQ45X2NY+kBNQuRZGO4kvWHMceAB+dDk1uZONjlDbakzcWypj+/UkOharcuCZo4cjPfp616T%20B4U1OVAINLYhzgeYvb/Ct2w+GOtyRqXto4x/s9/fmlGomYz57e6eOSeGJQgea8ldGb+H+L6VlvpA%20SXY5YkcdK+j5fhZ5NqbjWL+3tYkG5iM5X3+teY+ILa2sVnOjSm6iwSkzDg+9OpUSV0gpwqp+8zz+%20WC1sVUvGssnZO/1NZroROxmj3P0Ge1aqxNcSeZcsWkJy3vUUsSGZiEYnOahS1sdVvduZhZepSnpJ%201PlqB1q28YQfc5HA46//AF6kitEeaKHYzO7fwjg1fMtyTZtCLTQ4M48wtuKds471zMsdy8zMSAN3%20zM1dTfudvlRJ5sg+6oHKj0+tYy6XqDtk2srMecgc1y0Xq5PqdFd2tHsZedpwWZmz07UyR3kIXkbe%20lbaaJqTLlbObGeMAVPB4cvygaW0mXIwRx1rf2ke5zXRzbxOykfMOwI7V9kfBBSvwj0YE/wDLL8ua%20+X18OXob5bN+vfFfU3waheD4XaVFKu11jwR6c1cJqT0BHdUUUVqMKKKKACiiigApshKxsVGSAcCn%20Vzfj7UU0rwXqF5K7okcTElOvQ0Aa9vcl2CtEyDrlmGc0+a7SPcuRu6DceCa+a7P4p2Frb7Y7m6dz%20yd5GDU1p8WbGPcbmW4dWBAUkce9UoLa5nzPsfRf26OCFW1CaGN+uFPFY2rahp15H5sF9EQvJ55H0%20rxNviToUzIXuZgiOCAx5pieNNBcgG5XBBJPOTz2rojTpr7RnKc/5T1WTY+cyoVzgDPb1qtJaK2WF%20yduMcsPyrzP/AIS7RpGyNRHzcEnPNA8UaM2NupRkHvk10RUVtMzbk/snoyaSszeal1iNuwIyp9qr%20R6Aljr8hSeCSOSAkNnntXBL4o0c5zqCLj1Jpr6zpdwytBqCEng8nkVE6ae0xxlL+U9Zj8Nae08Vz%20YbJN0R8xCw+U+tUf+EafUdVaQShdOt3BG9hhj3xXmMt6otEW01RYpCcOUc8itWDVV+zrGNQUx7cH%205+prONJt25ipTSV3E9Jz4Z0zUAtxerI2wkDrtNOOoeHrps2uoqCf4WzxXl4mVLpJIpEI6fe6VMJk%20OcSKfm5JYc1uqCvbmZk6r7Ho3m2/AivrdwDt5zyDV6z895QbZVkIOAVYcfnXlvmf53Cnw3UsLiSF%202RgOofpVOh5gq1uh6vO8hj23EDbQCeecVShvZLeXKDjpwDjFcPB4n1iA/u75yvcMRg1ZXxnra8mZ%20Hx2x1rP2EkrFe2jc70anIIQJImwTjdj7tIt4ZpAm1t3UEjpXGDx5rWB+8T8qlTx7rAXDPF0PJHNT%209XmtkV7aJ26tgDcACwOMjgetQyT7CAflUA4wOBXJr451YqFlETMeeR90epoHjm/dxlYMbgOQc+5o%20VGdwdSJ1EVwZpFVRkjoVBwKnWR4t2CwOcniuVTxvqfKCOAPuxjHJHYClHjPUndsmJcKevt/hTdKQ%20lUilqzsYrm4kbKR7vUgVbFzJGd0wI44yOK4M+LdRZwv2jyVwGBXoR3pF8Vany63TEIeR9e9S8PLy%20L9qkehi6jRPwydtDXDFcrGWz0rzoeJdRRsPMxZvm5PX0oXxDqQUN9rf5iSPbHUUvqsg9vE9FilaR%20RmI5Bwc02SRlzubKg1wq+JLqXaZZnBPGV6U4a9e8N9ok5yuBj5vQj6Uvq8rh7ZdjuVmTacsw6cnv%20Uy8qCAB6V502r3Lgbp5DLyuB69s0g1m6Q4a4k27dpUHlT3o+rS7h7byO7nmYSbChzg454+tVvLkI%205faME5z0rjhqtwo+eZ8kYwx7dj/jTPt0hXKySNg8EHkH0+lUsO0J1U+h1zqiY/fgnBPBqAybeA44%20H865tb98FcgsDkjt7/lSrfI6naSxzkeo96r2TW5PtH2N4yYPVfc+lHmr/fWsM3iswwf93H8RpDOx%20YnaSOh57/wD1qOQOdm55i8fvB05qSBWnDeS4Yg9zxXOG5wgJ4OcEnoMUM4YEqnLdyfyNDgNSZ1yW%20M4586IDqcGpRaXGMiVSDznNcVJKeOWJUDkHlfrTDNJuxvl+bng/yrP2TfUtT8juUjkVtsrKDjglu%20K0oSDGu1w4CgZHevMPNO7LzMcBgNx/T612PhIsbMhiSQg+8eep/SonS5Y81y4zu7HRUUUVzmgVxf%20xVmMHgpnH/PzED75au0rh/i7bLd/D+4jaTy/3sZDe+aT2JlpFnhWoeYlwbny1WHftKZ+5z1/Gk06%20+Rt6weWJWLBXOcg+9YwstgctcMBnhGPcd607TEdifsa7Hk4dyRnHf86ycU1ocnNY0reG4t286V1L%20KpaTNaFvKstmZcm5imBAB7fSsy2uIoVZHmiaNUOVfPTHIHvVu0tbW5SS5tbhlk8sbV7KuK5Z2i7M%20SqJaPc53xFatb2K3NqQsasVdf4xipdEmWeCJrRmkUj5w3VfU1eubnTbGLymm+0M4O/cOB9Kq2trH%20Z3lu9rnypedvbnpTXK9V0OmjP2ietzVnSZpGMG5lKgbe1UntLgS7ye2MV1kOnPMhbcEjHUn+VVvJ%20iuFkNtIJY42KyYHKmt9Wro6HyRdmc39lZlG2VN+eVPamyWT85ZXB9Oua1BbKl0zShdo/jHQ//Xpx%2006ORSRBtUsWX6+v0rmdfqdiwknrdFC2sZlAOCwI6+hqxNp9wYeFC7hg+1ToLu2uVX/lkBuP+0fT6%20VNfOPsfnTMXKkuI4/Uc4Na06imtDCrQdNq5im0kdPKliLMMAGq02lyQyEqjk57VvaLdzazbSXDWz%202xQ8Iw6/Slurp8mOOF89GzjJPtVuVviIVNydkcnq+rwaLLbRXMT4kXJZOw7VG+tQie1+ySq6zkhi%20O3FX/FOlvqlnC8VvvuIP+WZ/iFZ2j2enDet2/kTxrnnovsPetIONSNrmcouDH6rBK2myEFmXoSe1%20ZXhwiG3n3EDy2Bz6c10U/kX2lSm2czEKM7/4ayooodKjMke2TcA0gcfKfauTnUG1Jl1FzR0Ogubh%20ohDcwbsyAMHPc+orVbWbmOxWa+QMzsMOfvY9TVbSli1bTFmmgKKGzGB91Pat0abYziJpkMmzkFfu%20qO1FnucckluKjm/ninskG8rtwp4kHvmqXiO5n0PTGuYS0EkymLg/KDjk/kag1BFF9FbpObe3VxLM%200IO3n9azPiZfQy2Ft9muDLDESu7pk47U4UU5qUuglBN3PH7xc3UuTuXOd5/ipkNu8zZJdehLe3pR%20xJMSPmCjHPQGrkcf+iBEGPUj+Vdx0PY1PE0Eclrp4wTsgUKTWHEiyZDgLJ936j2rqpYU160tbewY%20JdW0Ko0ZP3sd65a4heLUGilwzQuRvToaS2EkNe3CMEYEnGCfWojG0f3Tz7/xfWtOJg0HzKGwfypk%201sr5I+ZT09zVR1dguZWAWwDkH5Mt6jnNbGj6nLZTmJJmMchyU7VlSxGMncy/MMYPb2p1tKftAYDa%20OrA9/ehod9D0u01DGwM2c9q6vR9ae3lBVz/s4P6V5/YyR+UrGTGB19K27e4gj5MoAxk89Ki1i4s9%20Cu9bSaE5+bcOV9K4XUrhtN1ODUrI7bi3feGHf1WpJdTgWNS1x827jPpWPeX1rPMo88GID5m9faiw%20OSZ1eqftE+I21m1/syytra3LKnkSKfn5r3e78WLBaW4K4vJYg5gU/dPvXyzFpsEsKXPlFHYbomPV%20feuh0DV9SbTX87UFaIEBVcncGz1qJuSjoZyla1j12+1KfVXY3ewWwXd8p6VyPijT7eeOIWIHlyqF%20jYDg89av6LGb6a4nmLNcNCAxH3V5qw9tjxTp1htZ0ij8xh6jkZrn5ZThr1dv6+Q6L9699tTzTxd4%20STw3pasIFDvJsSQfxVqWfg3S002082LfcOmXz2PpWv8AE1GvPEGhaXC7us8gdl7kc/4V28mj2jZ3%20wqwAAyPpW8cOm2rkTk1BHn8fhSys4TMkEar0GexqldWEGleHTcyqolPRiOB7V2esaDYLF9lt/PWS%205bA2kYX3NcZ49tY9At7eGK7knaf5nEvQcd6mtRjCm3bUdGPNUSZieDrEah4gmdg3lW8eUU4456fr%20Xbm1hSby2x15PHAqh8NPC8F94XfUJ3kQ3MuEI6Fcda7mLw7o0WzEH2l1GMnpj0rSlQjyK6HWtKbk%20zk2t0LkWy+c3Taq96lk0S72hpkNup67utd1HZqiFYoktI+5Uc4qOSKCJTjhmOAW71p7CPYjQ4W30%20ATeXhmHUAnqtesfDqAW3g+3iBztGM+tczFp+11KNt3A4z/F9a63wOpTw+qsMENyPwpqCjsVE6Oii%20igsKKKKACiiigArmfiFDFceBtSiuEMkTwsGUemK6aua+IVwLXwNqUrNs2wt83pwazqScYNrcD5tv%20/D2jQzR/2fA0gZcZYfdNSQ+E9GkjzcDy5D1HYGo/+EhhKnY5kZvlZx3rPm183bmMSbTnhl/lXkxx%20OJn9mwWs9Gaf/CN+G3lEZaVD1ycUr+D9BbIS6lBJwMEcVj3Fxd2srMHVz3I6ikTVJFtSVRPMHcZy%20frXXSxNZRWikiHF97Gy3gXTy3yXs7HIG1SOKp3Hg3TkBC6jLnPcjmmW99KsS+achvvFTyPpUE0/2%20g71YyqgwRmtPrsm7ciX3kWmupK/g2zL/ALjV/lx/F2P5Uh8CyyQ77fUUdCOuelUBqixyEfOuPu1c%20h1Fyx8twe5GetX7aondxTQXl0ZDP4EubcoZbqNDKwAwTihPA99L5nk3UO1ejFjiuittZ820EEuwM%20vILd/aodRlxpflxykGXqvfFddOtTqLYIupbU52bwvewNg31sSvJIZqcmkSJGfM1lUI+6ATzULEof%20kHAPBBPNIsrn+8MHJA9Kb12NU3bUmWwucFl1bBBxtYnmnG01lBttb/z89DGeP1quuWXcM8Z5Hb61%20JFIY2DE7VPT1oAmEHixfmTzzt6YIx9KrprXiFJjBFcTmZcl0GM4/wrq/DWrQ72trq4k2H/Vcfdb0%20qtZJs+IFw4CoBESfRq2ik0rMhyavdGEde8RQbPNnmjLcKG70/wD4SrxCnDPI3pxXSeKm/wBO0aXA%20ZRcLnp610Uhhyf3KD1BHNaqlJya5jN1IqKfLuefx+MteSPEnmP6DHQVJ/wAJ/rUcn74llPBDL9wV%20232eJmZkVfm6gjmmXNrGI1Uxq+5hxgc+9U6M0viJVWF/hOTtfiVeW8h+0W/2hQCBlTjFXE+KcSrt%20bS+ep2g4z2rp/wCz7fHEC5GM8DmoZNE0yXDTW0QYHJo5Jr7QueH8pij4sQbWD6bJlsYIHQ+1TL8U%207FifMsZUOBwMYHuKvnS9FdsCO2JJwIz39aH8MaQWY/YYwOwAoXtL6ML0+qKqfE7SNoD20m3Ocep9%206nj+JmjFsnzgy/dIxx6j6Uw+FNFwA1gsag9/Ws3UtA0O1YxfYk81hlSpqJ1JQ3Y1GEnaxtj4jaEy%20kK8wUMDhcYHqRVlfiNoPGbkiPBO49SfauFvNH0WOEGLcX4544rNl06zQ/uN+TywOOlZfWnexp7CL%20PVYviHoBUr9rALDO1u/vVhPGmjj54r2MgqfmPT6fWvHV022aBsK+c8Ypn9mp5e0zlRjhCenvR9aD%202C7nsj+LtM2qYbyGT0BJ4PvVOfX2ncrDeQLG2Mtu6E9q8j/spcjbMysRzz2pq6dE+dkzf3cE9T61%20zVZKrvJ28jSMVHU9mtdfWMqJp4ZVB2na3atRNasGKmOde5yGGV9M14L/AGaS20S4PQ5Y4q3b+Hpp%20JkQ3bCSThQpOa0hV5dFJkyppnu66tZFgUuYtzjnLdPenjUrVWYC7jztwCG4NeSN8M9XGQupqcKG+%208cLSf8K48QqqmPVYSMZB3HvXTzT7GXIu/wCB6+l/b4ytxGpIA5PT/wDXSi4jdmG+J3U8ru5xXjo8%20CeJYcqurwD1+c9+lQy+CvFqA+ZqEYC4+YuaXPLsHIu57UJI/4HTHVmLcc9KaZUw21kOOuTy1eKSe%20EvF2wmO/SXaOQr9KiGh+NY23reuCwGcNTVR9g5Eup7ashBLDarKPmXPQev413Pg0/wChuBwMBgPT%20JNfLw0zx1EpLPI/TJ3Dj0r3D4Gx69Ho94viIP5mQYy5ByMmoqTvGzRUIWdz1aiiiuU3CuP8Aieok%208FSobZ7kmVNsUfVjmuwrl/iHfHTvCb3AV2xMi4TGeT2zUz+FkVL8jseH3HhS7uI2u5tKmQGMgQAj%20cDj61yk2jzfaikVpPYRqB5hlIBJ9q7fWdf1C3jjn0yzmnu5m2oJyOAO/FcXf6tqOoahNbauHnlXD%20MVxhB3Fc3PZJJ3OBqSiFirQtJHdzCVBIuxpe3PtW82p29g4Wxg+0ySEBnXop9K4O9klt5kVmUQnL%20Rk559jW3pOjXd9odzfrIjQAYkgQ/OvowzUVE2tBSpyk73sa93dtINmpRxStI/wAu4fc59qtyQPqN%20gBtVHtpEICfxAHvXH3msX8fl7E4jQRqxHOMYz9an8La2E8Q+SwkIuU2ybj3HQ1appK6OvDx5Jq56%20pazvPGIluViG0ZVuholhGmW0jRyxbpMgrH1cms+S+jhURPFlQAOaaup26LxahTjBJ/SpjXlFWsd8%20qcW7kRgCSgBQHdeW9CO1NEjI/ly7txXgL0+gqaOX7SxdtsQUAZ7GonZN21rhcjgEdea5HGTbaR6U%20MRTjFJsb5fnyRnay7iMkfw47VA1/cyaxJHHpTeSm5fP7ZFSPLJBKoCK4H/LTP3sVbt7ohWURDJG8%207O/vU026d+oV+evZwTMmy16+kiuUks2jmhYBEx1XPWq/+mfa3ulVyJAeP4v/ANVb0ckdxI0kY2T7%20QMgdB7VU1jUI7KLZeXPkhxwCP8805VpSeiMoc1B2lFX80ZelR6nPqDTXI8qNQAA/WT/9VVNX8K3N%20xq0l5bAOGXLKOpNMbxCYrecWTyMSF6/w89aojX797h/MZy7R7TJH1I7V2UofaehxVPe0NjTNNex8%20PXQvEUyyEkKP4BWVqcgWzQhHLGEA9Oa6OyWWbwsHnMpZcrzjj3Ncurl5LhZpA0Sqig+xOK5XTlO6%208ynZRRHotxqdlbpLZuRbFhuV+me9d7pvinTjI1reQeW+0FDF29zmsO701IbSNbcBVRAwlXpWdI7S%20wxSMoWRDjzF/5aLWyvFbnHUSkro9I861Kx6jYskxJxLsHJPf8a5n4k6fJrOhx3TwfZtrHZEo5IPQ%20ms+x1UaaoWMOXd8qqnj6/WuqOvi8R4NU8qRJosJCfQDOfrTjJ6Mx+Bq587S25tpjC4AMfGB2NSo2%20I9pOe+K67XNFQTGeGIrE/wAyAjqKxJbGAqMjYScjFdqkmro7OW6ujIEc3mhk3L7KaBaMW8wrjnOT%206+tWprfyVLCTIxnmq0k0aKSX+vtVEWY92AAjjOcdac0giTJbB9KpNdoCTECR0U+9V5ZzKf3hwfuj%202NNIVh93LukByAQcA+h9/altEUzEbRtU5z7+3tUG1vMbA4J4HcH0q3aBVGVO4/dPt7U2xW0NuCbE%20Y3YIA4A/lUovFXIJ46Ak9RWdbwXN7II7WF5W9FU11+nfCnxFf2yT3Hk6fA4BD3Ldvwqb9QszmJ9W%20lZ8gj5eFrQ0SzvNTdDco0dkpyzkY3+1eh6P8K9F069RbrULfVrpRuCZPlZH5Gpddkmt3Zru3itG3%20fuouihfaphOM5WQ5QaV2c5NeQRW+znLfKqHsK01Gi6Xa2yXMu5JI9yysflLVyWq3bT3xkikBEY+V%20l/hFc/qM91qbIlzctIIz8g7UqsXLQyacz6e8F3+mweEd+oask80r7kjkYbgvZRise88Tx6D4snvG%20gMsnk7FI+ucmvmuNJbSaO4huZPMibcm5uhrtrTXNS1RY5dTm82eQbnb+9TStDl87mUlKE1O+mx1u%20oeL5dT+JtrrFvpqvJZRZ+z+3P+Na5+Mt7NMVTwyxkAyxx1Hr1rl9GtjNcNMkYV3+VgvatW7aOMMu%202NFDZ3KP88VUITSbbM6mNg2oxjqiS+8eax/bkWpm3jWNE2izrjfHXjGfxFfJczWqWrCPy1Rf4ec5%20+taV24lQq+QQ2Nh7+9c3rWlG7cywMUkPDZ6Y9aionNWNcNW5Ze91Oi0L4vXfh7TLayt9Ktnht02q%20rZ5Pr1q+3x51Yx7RpFmgY5xz1/OvLZtKu45AqSeYNvftUQ0+8YjaQxUd/wCdCm1omdvs762PSp/j%20ZrrRFGs7ZhnODnmqx+M+veaZGs7bOcDrgV529tIuA0o4OM9x/wDXpBayNkFgO3FNyb3FyeR6J/wu%20vxOJQ0cVqirwQc8e1fSfwm1GXWPh3p+o3OPNuU3tt6A18UyWkibckENyMdcev1r7J+By7fhFo3Of%203XJP1pxYmrHoNFFFUIKKKKACiiigArkfihF53w61VOxgbJHbiuurlfiVby3Xw/1SKAhZGgbaT64r%20Oo7QbA+THto4lCDeWPC+9INMkTEgcMy8gDrmtW30SeRT5kzIpYK2/oTVmbRlRN4uJAVGN/Y146rp%20aXJWpi3UOd0ykxy5GGPfioHF1K6opy6j5s1c1OMWSC4SbzxjGD1U1hx6qqTHdFuGcfNXXT5pK8dR%206stRedBcNLuII42jofanG4lkiwMqmenoaqvq7uzI3KHlR6VYU/ID3JBxW/LreSGI0bOm4MytnqB1%20rWsdPQxRzzajBAD94PnNO0u6jgWVZSGdlwAa5mfUryaZ4Sx+Yn5VHSqSc9LaD5Va52KR26Eqt+ly%20g6GM/e/Oo9Z1u3tIVVxlyPkjXsPWuastKufNWba6jPY9KsXel+dK01wx8wjDex7V0woKOyMXVprS%205EviRg2fscLHsTmp18Vy8CWyh2dsA5qjLpXdGDc9DUT2Eybm4bkYHoatxa3LU4PqbkeuaZN8zq0O%20eWBHerBv4YxlB5ik8YH61y8bMrHzVHPAyK3oCr6O8qgfKpJBpa9DRKPVmhdXOo21sZrTy4AFyHI5%20rm5bzUL8yzTXbSMo+ck4z9K6+CIXeixy3PMbxFQ3oewrnZLC3bVEsTuSDbkhO59aTvG3N1E5QbtA%20qaZqdyLy2RpGmi8wHy5D0r1yFrm5tw6wOQQMlRwK8xns7exjU2y5KPnzD1HtXX2vjfVba1jt4dSm%20jVQAixgYBPrkVF5SkuWVkZTlFR5nG51IjdHycoAvJI5B96kbTJL6aAwTKu8E7mPp2rj5fF+szNuk%201GZnOcswHb8KqnX7h7rfNcz52EbuOv8AhXUqqW8jmcrbU2d/qHh/XUh22E0TyryRn8q4vUdK1uyu%20Gn1C3kcd9p/Oqf8Awkc52757gMDy6nqKsN4oL2ohSaSQZ+Zm6iuapiU+7ZvBP+WxkK6tcv8Awr1B%20OcpXRWmuNHLGrXc8sSKMjA59qntdW0aGzBufOWQ9doXFUpta0uRysUcpgIOWAGQ3ahVVy3Ro49yv%20rWvyXO6OMsqD5kbPNZUss00Ya4uW3YyuDT9QhtZyZLB5FXHIfue9Y7tIEIYn0wf6Vhdyd2Xaysi7%2050WwsZCr+3eopJ4jDkMT6gd/rVJSr/KeNvU+tJuiCsCpbjoO1UkItC4fAEZIzxuaiKdnlKuDkccd%20/eqg3K2VbCY7UguPLkG3O7GeOwqgNETEsVCtx1qAy/NknYynp6iq6sLgf6wgZzkVZS3hkADySbiQ%20Cq45zUSko7gAl35KqQQeoq1Za7eafIJYCokXoT2pZdICjbFN8pHJ9KauitJHtS4RmPBUHk1j9Ypb%203E0dFD4v1FVEtzP8hGQuevrUVxrlzqMo2u4UrztPb0rnV0+5gG94iyI2Bg1pRSuqr55ZPQf4U4Wc%20uZSv8wcUlsXUllk+9IVUgD5iecdKnlVzFvnvN2PukE1nPekEiOFvm6Z9RVZri6WQlsOWHGegrvU2%200ZJI0fO44dn5Oeeh9aVtQnG3DysV9Tx+FZyzyMp34Q8fd75pr3Hlqcygkdh1o9p0YctjfXV1eHbM%20Zi+MblPHvXsvwWmWbR7nYzEKQAGPTk188LfDnOckc47V7z8AphPol4wOeQP1NQ2yo7nrtFFFI0Cu%20O+KE9pbeDvM1CFpYPtUQIXsS3Brsa5vx5q1jovhWW81S2+026yIDHjOSTxUzsotsmWx4rq2oeFLq%20+FzPf3cCxKURExtc98d81yk/iXw9AGj0vSJGeQtHJNcdDnjdwetbHi7xB4X16F47Dw7dwanJzHLG%20o28d+tecz22p20R8+xnUOfvFeprnTvtscyjdHY6NZx6sF06CwkuGZwWaMZOAe/tWnN4U1Oe+caDo%200sPlMquh4ViDyetYel/FLVfDFjFb6Hp8NpGqgTOVO+Q+prRi+KXjnXpWt9OljV5RxgY2jv8AnUNJ%20Lmk9Co6aWudJpKx6Mkun+OdAW2s2kJF+BlQSejf/AFqoeJPhzZzeItLvPCMkcfmuHlUH5QnBDD6i%20r0upalFpscOr38ottgWS2t13bmIw3UdarG8g1u1XTbGxutP+xoTa3k4wwbHTj1wKmFaM4fu/vLcW%20pX6l3xDbfYdZWzaYviMMPfisuUbYzsViTjp2z6VevDe/ZdP/ALVb7RclCskqdBgVVl2ou6SQjdgA%20r39K9/CxXsY2R5mJb9rJv+tCMlII/wB42edu5u5rPu1VreSOJcRu2dw6hu9XJECTYVZy5GS4AyQO%20x+tRtOzRmN41Un5yCPuKfX3rsile5yyaZZtrMzW0W1TGcAbyfTsanmDwzOfuyKigbe2fSp9Nijk0%209f7jDg+oHQimTLHGygEksf4z+Zr5Ws1GtJeZ+k5e3LCUubsO0bY15IM8jhs9qxPiPYTparqNsjSJ%20GF3Ioz9Ca1rW8tbW4kaS4igQ5GM9cd6oyeLLGBHEmo+awYgeWucg+vFcsLqpexx46XPWvHy2MfSb%20GDxRClwIpLaZYQkpAwHOMfpUcXhbWLWYxJNH9l3bDKeuwV0dt4sUxm203Sru5TAw6RgZPvV2Gz8S%20agwaLw/LCWOQZe49eDXSqtW/uqyOFwj9oZMttp+irbRHeANsfqx7muWs4A2uSoyeZxGGH97LYrsp%20/Aut3Ewvr6aKIRKWeI5ywArnNM8qbX7l1OVxEOO3zdaKcWtyKjTWh2N74QtVSSG1naKeQDCt2Pcf%20Sln+HV1daVDBb3EK3Kk/IuduK7WK2t02M6B1HAk7nFR363UUiTaXCk6n5nDZ3DPYUNI579jyHWvh%201q+kRiYT/aifvrD/AAfnULaVrHkWrjT5SwAKNjqPeveLSV5YY/MiWOTHzxkdParUskSoJJDGiLxj%20HP0quVD5VazPHNO8PaheMP7UtQlnOSJRjmMgZyK5nxR8M9QsA+p6HdJqVsw/1QB3xnuD2r3jUNcs%207VUMm0BuELD/AArj/EGr6pceauk2gjhMYU7Ry/PU0k/Z3M2vZq8T5l1UXcIIuYWiJ6nHC1lkHcrr%20u77So7elfS1xomnad4YWLUbWK4eRt7xOPnZz2T/69Yd34D0tbdX1S3SF5MPHbxf8sx6H3rojWurt%20Fx5pbo8BXdISoDlmA6jvVqLTropuMZh3sFXI617zd6Xp/wBjZDFBZ7BtVgvP4VgXllpO+GLXHE6x%20ANAy9GOe9aRmpRuKKk1dqxy1j8OrzaJLueNVcZyc5I9K6GDwt4b0+FTcJdXkmMtwNtat34mhZiIy%20oCnGB0FZk3iHIJj/AA44NTGUramvKl1NGXxJcafZCy8O6SLVCP3mFGGHpXOSzeK9c1ETzwzCGAbR%20DuwJKSfVLuRv3Mm3t9KpHWdShbctw5K9cVnKLk7le0fLy9Do1g1bT4JHulkkUphFU/cb0rC1a61C%20+ti2sTtKypiMt/CPQ1VPi7U0ky125DDHOOKk1HUNXfTA+pSIY2G5C33h7jFXh4ONROVjOo1KLsZm%20nqv9hSoWbfJKQzHsMVWeFVPVse1VXvDb2ZaEhlZ93FRSak+HJQkA7TjtTlF8zsYe8WGTzbmOJCN0%20jYXHSuntLZxLKj8sgCqe1cfZXJk1RXIxsOAw7e5r0eygO2KSUiVtuGx1Y+laQjocuIlbRmvZS/ZL%20HgbNw+f3qC7naVvMkLKT949z7VPcgrAVTJfHGe1ZNxKplf7vXO4VT2szjSV7jXlG47yGZx19DVC5%20Idww3RyKMAmp3cuNvAI5OehFVZRyC3Ldj2I9ahlxdiq9uksPlMoDj+M/xfSqE1pLGT5Y3MDuZe4r%20RYYyVYZQ5LHuaSGQh8uA5J2/P/D7VLSb1OuGInTXumQCqIIypEncDrmozKuQUGMHHutbcunW9ymZ%20Pvj+I1TudLnhJZAsiEfkKl03ujspYynU0ejKZbA4UDHG09a+uPgoc/CfR8gD910H1r5ClfaGDAhs%20Ywe9fXfwQcv8I9GZsgmLnP1pwVjaex6BRRRWhiFFFFABRRRQAVyXxPZl+HmqsgJZYGIA+hrra5j4%20iBT4F1EOAVMLAg/Q1E7cjuB8uWmtRZzd2xZR95iamudYa4md4/kAGNo71afRYJQ5SLfH3K9Kgfw7%20ZE7mnKYYfMv+eleJz0GzJ1L6WKE7tNFIrEOCP3YPasx9ECwsUO+R+VH92umTw/YuVaG82oBjDHmp%20m0LTUVEW5Yuo3EKeg9B71vCvCK0Yc7OHh0O5glV7mMPETyB1/CtQWDsN3lSZHGQOAK6WO2sIIzI7%20tJzjHce31qhe64YlEUI2MvVvau2ip1pc3QiVa2i1ZVGjgIkl3ILc9lz8zfSllOn2Z/0O2KbR88hH%20LH3rFub9p/mcueDz/UVXN3JgZlOD+tenGMY7GMuee7NiW+k6odvoB3NRtdvK2BzyPz9ax2vWI9B1%20wtMF1gbRwPXvT5w9m2a32rHBwx6ey0wXCspUKAAcZ/xrPilUMVXo3UjtUjHcpPpx+HvRcOSxdcW8%20y/vFJU8L7VLG0bWJtYipJyNncVQDspIU/KBnnopqdYUn2ycBwwwB3+lRJNrQuMnDfY04J5JLT7Fv%20+VeQO2apxIw8SIsxBYRnGO9dvD4RuruCKWO2aP5QAze4pT8N76bWI737RDFCi7WHOc15qlObejOy%2066HLatZvHZPkcKQTjtRa205gUiF9pxgjuK9El+H0N7atb3F+WDH+GtG08EadbWscLzSybB9/jJA7%20VPLX5baXElKx5ebeVfmeGRcHG445qIxb7iT5yuABjFeyxeFdFQgvGxVhwXqzF4b0CFhs06PcTnPr%20ihU6vVoLSZ4iQY1wFLE9eOoojjTJMkZAI6bTxXvcWmaRG67NOiBz6VchsNP52WUI6n7ven7GbWsg%205ZM+cL2zuXj3W0EjDrt2mpLPS9TSMObKb1BC9BX0rHFZqN3kxJjjlRUwe1A3bohnj7orVQaVrlqL%20R83yaLqb7Xis7hs99vSl/wCEW1h1Yrpt0xbHVRzX0ZLd2gjLQSKzJ95cDkd6yLnxjp1tIU8xRKR8%20qYyfpxVRphax4O3gjxAXJt9JuOcfeAqEfD/xYXLx6LcFRn5SBx+tfQkfiSYop+zEBh8uAOvvVu31%20CaQrukiDekfb61SjYVj53Pwy8YOq40aXaR+Az+NPj+FPjLkpo7E/7Xb3619Hh5HbLPgDsKXzDHnL%20M56//Wp2HY+ek+FfjCNcHSwC386mT4V+MRz/AGcFfsewr383LBiCQMY47jNPXUFUFXcq2flB9Kh0%20k9xWPAP+FV+OSx2xKNw5z3qSD4Q+Mc5a3jXPIIJr3ptRzgJ85zgsv8NNW9bPzEjdnnPYUvYRsOyP%20FU+FXixTuZFKjGVY/rVo/CvxDIMTW8eccHmvYl1BAvzOcjofQU46gqjJk4POfShUIp6aCaTPGx8J%209c8vy1ijU925pE+D2srncY2xjGSea9lOoptBD5JzTRqWehyPWtOR9xcqPI1+EGs5wsluigHB54qA%20/BLVnYSS3lvntkng17Eb8s3DHaaY1+uDg8dKXKg5UeSf8KW1Jf8Al9tRz79a9V+FXg648IaZcQ3U%200cpmO4GPOOpok1ErxwSeuO1dP4fn8+33dwoB/M00gsjYoooqhBXL/EK/t9O8KPNdweehmRAuO5PF%20dRXH/E+xk1HwW1vC21jcREn23VM78rsTL4WeN3uuazPqyva2tvBHGCFlgX9OauQahrVzEqTFbhWJ%20DIyDd/KtO28NzRs8bzDsAR39q3dJ0We2LuWdVbCjeBkY9K4VvqYJLexwt54UurhJJJrBFi65I+7W%20t4H0LQ7W/eXV0RTGMwnnbXaS6c8reRK3mc8Ie49aRIbCKby47dfOQbST0U9qUuVrlLiktWSTanYM%20Y47G2Z0ZvnZFHzfnUF/qC3UbWsFlFGMEPvXBUevFTJcWayCN0DSAEMB1zRLKjQhzCxWL7wUdc+tQ%20qUdjXVnB+JpLXS1sbedykx3MNvQrisdtVsdoYeaVI4O2vQbyDTtUvIrtrQzSQjZtkHbp+VMtm0eC%20+ayewj3j5twXhR2rtjiKsVywlYX1ejJ3lG7PPhqUz/8AHpp09wc9VXhfrTjpnirUZV+xaOF83qZB%200r2C1jS3RmsrXardVCjvVtbYvbmPYDnkL0P0qXWqy3kzRU6MdoI8iXwF41vCgnvYLdBwoTOEHetG%20H4Pl1H9o+IbqYZzshx369RXp0FhMl2JHdgu3hG9BUiuvmNlCuD1HQZqLI2dR2sjz60+E/heIM0kU%20l0Yzj98ePrxW5ZeEPD+ncwWUSFeFCjOceua6Zo40YshG0nlh3xSQYlujIiBAvAL9WHtU9TNvm3Zk%20rZ3ImAskighZeW2jdmrtsl1aOJDcCR1Xnd6VbeMGZjt46D2pjywovljERx971NNEKBj6pqKX+j3w%20gjm3qp3MQMfh7V5T4csxNreoGZN6JDCWb0+avWtSuGawmgWF03RnJx1461534btEh8Qaojq202sO%20fT7x/WnCzZry2R6BaiztIke1R8J9xWPY06TU7vbJJ9lZCoCqSOozT3jtItPEsPllQo+Zj0FYlz4n%2006H9084nQ/wx5yCO1Z3voJJG7bWlxKGljlCMFLysT82Pasa01W2kaeS1uzOY3/eRN2qrZeJNWbR9%20UvbXTURIx/y3zyueMY71wuj39wbG9LFo7i9lZpEGNka+rd/yqFGXNy9C+VJWZ6DLeJLcM8kRULyV%20Pce1ZWq6/BaWrNEWDyNiOIDlj/hXIyeJoNKtRbpeSX8iDaM/dX6Vz17r91eTFnfZjpjsPSuiMVfu%20PTodU19DBdG91S4Et8DxzxAP7oqleeK/OkbZkq3JLdce1cbJcnncfrk1VmuWkyhOBmteXqxXsdHd%20auGwd+RnjB6Vj3d9GWKBhyeQOlZkgc+uSeg6CqTKVb5snJ69z7VZLkaMm1mygxjpSxxsXJ3YZv4T%200qvakO2X42/kKvxfLGu4ZCnjNJiJI4gpAwN391qpanH5Sh26dcGrzybcAHpxnvisvWLtZYxBFlpc%20Z2j1oRLOavZDLOU79SO340rTztGtqZSYkHCE/wCeKsLYXQ+eWNizcn/CpfsAB+8R61QJMqwpbbQj%20qzYPAH8NWEsIMoQG+UZGas/YnWMBdrccHvUwijhj3yE7s4G7vUNlcoul2NsbqRXQhZhgH0b1rttI%20ljhttsjKGtxt3Huv+NcU4DMux9rA5U+lXbkysh89wSOVkz94egrenLTU83FUryTudVd3YOBHk5Hz%20K3T/APXWSrAyqT643f0NUrG/a5RoJmLMP4qmc7HkAyOMgDuKN1c4UuR8pIxL4w3z4wGH86rnDbie%20OM7anl+cjnKAcn+8Peom5GM9OGJ6n/69Ow4uwQtGJlF0heI/eC9aZcJHLdyNGhVGPHuPQ0BWcfMN%20zqNrAfxU5I94CK5Py5yOp5pco3UaViJVZAQDkdt1WIp2VxvXPbI9PenCJGYADcytzjsaQow3CVWc%20kZIHT6CrjFrYxnNPcSa1s9TjPmBWIGNw6g19NfBuFbf4Y6ZFGzMiR4Ut3r5o2iP94cA4wxr6a+ED%20+Z8NdMbJOY+rdaJ7bHXgZNycb6Hb0UUVkeoFFFFABRRRQAVzXxCCHwPqXmTCFfJbLnoODXS1zHxF%20WJ/AeppccxtAwI9eKiduV3DTqfOlvJBDJHJFrES7hgFT19ulPvZHvpUxPbbFHABOT7msV9Lt5GUW%20qyj696tQ6KAh3IwXPQnoa8z91HZhaHRD2tUU8yqTnOFPb1pJljitTKFbbn/WZ60XumCxhV5g5jI2%20lAeST2rn7q9iEe0LLGmcCJugrqoYeFS0uhjUcVpG9ya6vbg8PIXOMFT0A9axpbhZNpIcY546U6Qr%20keVtdOo55qI5GN2D3yO9er6GEYpCM5K8ls54P92ml/mYtkD+VJhivy/Kc5pCr89Bu7ipNNBrMMty%20vuR1IqBl5yuc+1TsSCNxXIHI9aryNwQOuOhqWUh0U2eN3K+narCS54OMsMDHaqUUkMd0DeZEGOWj%206g12GmaZ4euYUkb7ZMjHDNGFyDTW17lcjl8KMMOCmRhgODnsaWI7TsyeoOD6e1dXFo+hopDWFwWO%20cNxx6d6mFlonnKsGg3DtkDPcn86OaH8yH9Xq/wAp6bpWoWtzotpJbyeanlhdx9QMGrTXaDkYz3/+%20tWT4esLQ6UILBhbGPkwyHlSatzadcoCEVJcKf9WawvG+508rSV0WTfJnHr2pBfKGwc57CsG6lnt8%20iWNkHX5h1rOm1KZVyvy4P+c1aiI63+0o0UGR/XmozrFuGA8w4wcn0rh31CbufUk+tU5L07PmbA7E%20mnyIXMegnxBHCGZZVIJ5GenvUE3i9FwrufbFcXp1jqesSf8AEut2dRw0jfdWtG18I3F1drEdQjcb%20gG8vJx69ado3KtKSujYHit7m4it7bMkjk4VKm1GPxciFrbTA27/lpI2Av15rqtL8DW2hqLbT0W7v%20HAZn7rn+9UHi+TwvoGnq3i3VmuLnBKWUL/56VM5wp6yIV29DiItH1a+kI1/WX2r963tmGOa2bC00%20/Sxs0+BVdeWZuSffmvOU8Z282uKuh6O0FozkMEJLPzx1PevQrcYhDhGUsAQrfw5pRnzq9rFcttDV%20RmuAxl4HrV2G5+yxj7PJyv393SsXLYAGee47U5VY5O4kcCgdjeTVXlY+a+0+p/Sp11HcOF56An+t%20YSRscoM4IyR3FPikZUIVW29C3pS0DQ397yqd7CLjPv8A/qpvnKI1EW7I7t2+lYyk7OHaQU7eABuw%20B65607Emp9q+bAbGOMjsTTPPXGWI7jnufWs1p+uWwOM/0qJ5sNyBjqD60wNRrzbnMpPGMCovtijP%203mbGMms37Vg5UDNMafceckdTQPU0W1FV6ZDd1NNGpY5KkBh26Gs0yDdkKBTjdfQHsKANA6nuBAJ2%209QpqNtRw24Zzj8qzjc55LfjUL3KqMc4HSkwujXbUnAAYNg9ff0rvvBVw1xYszdh/U15ObvqGPPYe%20lelfDpy9nMT/AHR/M0hN3R2tFFFBAVkeJoDc6M0XOGdcgdxmtes/WrUXmnGJs43qePrUy1i0Hqef%206hcazg22kWOyKMY8wDk+wpoj1MRQTXfk26MdpZ2O7NdDLbRxyeXJG0aAj5x2qrHY6TcXLzt5dy0Z%204JY4X3rg9mw5CpADJGzeep2sQr+/erNvp0e0nzSvVjj3rSWxgmjDNInljnC9BTJreCa1ADhfLb5C%20h6+tNQsPlaKkWnIHZoLcSSZG5m9OxpZ7XZ86xlpW4G3oKth9sYi2MT1AH65pAiN80ashzg+9Vayt%20YuxXj00zhPtKRArj5ec5H+NTyWaG43RIiZx5nHKelKZTERHAm/uWPY9qVWklYbwFYtgt2zTsFiQv%20aWkbNLKNwJKk9qrxahaXafaLZ1kYHDMmcCpH0a2n1BXuY1Ij9Seamkhs45N1tEtuueQnV6Y9B6XJ%20ZdpYqccF+hHpTifSIScc47Cq4lMUnyQM69t38zUomlaMpKcgnKkf1obQ7CvtdkEyZxyo7Cop5RG2%205yx7KFHFK+pH5o4o1+RcHd61WbUPIhUtKglJyV9ves5Ssri21HS3jLG3lIGcj5Se1VEvrzejXzRg%20AYLqOc/4VVv9WcQO8cIMmRtduh9ahiuZNQ5WNpBGvzKeMVnKT6Ddy7d6mj200EbK2RtJ/vfSuNtN%20G1aTxTLHp1kzxTWwV5iPlHXH41vabqei6frkcOtXMEJc5iiJO4t3zU3if4t6L4c1D7Nat9ukKhUt%20rcZLGuilSc7t6BzPaxFB4CjTS1fWtX8y8QYAdsIAOmcd64688U2Gla02mNJbuBlVMYyHb60mveIN%20U8Sq736/2dBJ0gQ/MR7+9c00EdqipbqAB/GeWP1reVKFgszopfG93DpVzppt45VnP+sHUY54rhJ5%20pWV1RiPMO5gOmatSo2SVJIPQ1UkjVWO9/ur1759aUacYjSsUvLLkbiM9sdvamyAr0Xn261K0O7D5%20yMc7eppskIKZ5Hfn+VaWHcqZZ2GPl29T6e1MMfYAjnHNWzFtz78gf40jrtC4HXnNFidClsLLnsT1%20FROnmdsc4ANW3wMM38PY1XkZTlP4h90jt7UWJKwHkuNpHPT1q0s20kscP05/nVSTdn5s5XqBTWuA%20rfOw3KKLCuWru68u0Yk4LDCis2zt3lc3UkpBIwF9feqN1czX0wjQMqLyWNXklnCrHb25OOOelGw1%20uaERLOf32BjAJ6UCNW3eZjIHAPes9455SrSHYTxtWtnRZLSPVUk1IExBRhPU1D7lo0NJ8K/bo2mn%20m8vjKMejCpj4eQs8Cst15bZAz3reZHmkDwzLGMYRV9PSsqXT7m0ul+w22+Nvmkck7s+1c8nKRryx%20REdBgggAdHim7EAYFc/eeGbmFGnsJg6qcMhPNdcryJs8pJmYnawYDmsXWpdSspHuIdyLja4xyRV0%20pWl7xliKfNT9zcw4kazlDsf346jsvtWqzJIFZCGRhnI/maoQRPdMoRcJ/GR3+tPnIhujFCu6N+i+%20ldytseFUje0i/br+5A353DIx396c0RH3CM5yM9Kdbn5SmfunA9RVkW4eIMDwerdl9jWsYto5KktS%20iF2SZIyoOct2HtUsY2sMvuIXJp7IVOCMH09KVIiF+YnNPlsyFK6GgbVwWz3zTxufCEZzUiWxfOA2%204D7o61Kih0UupYk5b+9j/Cq5U1oQ5216FYRuuGCnpn8K+kvhIvl/DfTU7BOD6188RReUy/vSg67h%2029/pX0T8Jl2/DvT+c/JyfWs6qsjvy/WpJ+R2lFFFc57AUUUUAFFFFABXKfEtnT4faqY87vIbGOvS%20urrk/ibMlv8AD3VZZCAFgY5P0ND1Wo1ufMAuNSaMb5SR6Yq1FHeOPNMjKqnBJPAFZkOrxysI4ZDL%20IfTtSS6wkatG4Z4yeQvUmnCnDsRWqOC93cs3V3aFmjkmZZ+hBPGPasO5kLbiNz84JWn3d9bXu3yw%20VJPIaqWwgZicJnjg8ZrfocSTvd7jSjOwbYDnuv8AWmYJGWjVjgknNO5KfOGIPBK9z60hjH98kdcH%20+I0jUYYhty2FwcEg0gCFvlye231pWTb93nJ+U+pqN0bPX3JFIpeYNjkfKMc59aiYxkEKMjFBHHzE%20UwhDztzxzU3ZSI5CCWKq3px3966Hwk163npFbM1tkBnf7q1ixwSzTBYImkkbhQOp9q9S8P6VHpei%20i1kUtJcDMoP8NRKHMnc2pT5ZXK9vKGVXC5AONp74q9bS7fuoFZgcf7X/ANesh0ksL+WK6chXYGNx%2090j+7Vy3uCcSW0iEngFj8v41wO6Z7cZKSuX59P1yzmabT7iLy5MbY8nPTmo/7X1uxaPzrKfYp529%20M+1T2OpyQxrbz/voyeFU/dPtU0l0Uctbo8o/hxzg+hrop8stOpyVHUp6rYiTxnPFvWeCUM/qoIH0%20pX8T2Nxn7RZRsQOS2Rk04S6gU3O0Fmnq455pq2Ud6D59zNdZOCsKLtNa+ztszD21943KkuseHZgf%20MSSF+4jq3Z3PhO4iwFLvEN/JwT7Gmy22iaUu+5hiZ1Odkh+da4LxPeWmsagz2MDCTpmPgYpq/cTl%20C2sTr7v4n6baMsdonyoGX7PH92qFp8VLmC4YabpfkTyAhZpByufSuNtdAuWYGV44x3C+ldxoOlW8%20Mi+Wil9vMj9R701CwOs5dC3B4j+JOowyy2l0kUM/y73yGPbIrOh8Aalql6bnxFfFnkI3fNktXc20%20OzBdieMgj2qz5ojXnJ7jPWs/ZwUua2pN3bUoaP4c07SI1+yQrvXI3kda10UAEcDvVQ3DMMYAHt3p%20yO2OXwP5VdxF1RGOpycfhQHCn5QMGs+WcDgE57D1x6VEbpVTls89PQ0aga3nEHg/X3oM/UL930rM%20F4iY3bQfeka/UNw2fXHQUwNXzv8AaPTg+lRGfPQ4/wDrVlteIV4Unnig3wBH8XGPpmmFzRa4ydpJ%20PemGYbcjcBnj3rPN6CBhcY6U03QbLnkjGAaBXNIvuwQWGPTvSZCj5Wzzk56VmtfSK3Y5AwR0FRNe%20u4ZXYHuR6UkBqSTqiYOSc8D/AAqJrsMp8sH5eOetZL3I2/ISwf09qjN0DGDnHOAe3uRTFZGm0/Iw%20OM4YGonuMZCevX1FZrXHytlzjp9ahM+cZKkL05pgaMl4OdjA44Kt2r1f4VS+bps/LHAHDduTXibT%2046MdwJzn3r2P4POJNKuCPQD9TSewmek0UUVJIVT1Tf8AYzsXcdwyKuVU1MMbMhDg7hz6c1Mthrcw%209TVprUpdTLHCRjYO9YkelaW0qbPm/vLu6/WtaWxjnuh9o3SnPGTwDT10SK3R1ZFCMc7iehrm5b6m%20uhEbRynlWzJE7Ed+oHahtMy0e3amGJLAnOfSpo7Wysrc7/mySSqHO6pIriEWwEcfluzYXntVWQDD%20BCs223JZ8ZPrnvSi2URsxlKknlB1pkkkUOZLlSjRE4kHQD1NKurWt5bAQtvJbCgD7+KnRD1LDLEn%20EJYkL6fzqus/kTYjkDsVBKnsac0M0sEkKcb8E7eq+1Zslj5UnmMCpjAwpPBPrUyuSXnvHkLIFZSM%205fHf/CkhacpvEA+XC4PQn1qJ7l0CNgfNjgdqklvHOWa4WOPkFV7073L8khs90ySMtxIikngjofas%20W61G6unNrGTagN99v4l9qqa94nstEhcxWs17O+AEiwce9c1D4w1m5Jkj0BLS1zjfdEhj9MGj2c5b%20bBdHT3umSXU8MsV5IUjHC5ADH3qPzH1B/sU15GwjbLRwHOD7k1zupa+b9Y4dkUSxcho2PfrWGNRs%207aOaG1lKGUnzTnlvXNaLDye4m1Y7pPEfhG3u3t7vVFuL2E7GhtznbjtzXLeJtY1DU9R8vTLuWLTQ%20AogwAW/KovDmjNdK8el2ywwPgvMwyCfXJ5zXVQaNBp4IjiEsg4Zm/pW0aUIbCWhw0Xhy6upvMnRL%20CI/KWyTIR+PFXrfS7TSlb7DCqt0EknLH3rrHtsnO0PkfeFZl5awM3GUOPvHpVbjuc7Oodx83zkZO%20ehNZ81v5a7pX+csflXtWy9tGZMYxk5DGoZbMtlk2sc8hegqbFGE5boQCRwR3qk9syclywzz6fSuh%20u/JibyZECsev09az5ITKzeWwbaOAPSmriuZQhRQSV+bGKRYUZSw+TPO01YltySUkQnBycVC4VcPI%20MbeQaCSvJEu4kjPvUEikoOMknIHpVlpdwHGQehHYVVdhuz1/2j2oDYgnjCSFhknoM1TmQmIsByem%20avTDep24HOBWbcSeUpB7dD6CmSyrLcqybicHHbvWRGHvbyTZhY1bGTTLi5Ds20MoLYUD+KprddhI%20+8cZyO9FiS7BarAxJbcemKlJKAiNs4HPtUaJ8uWclic4/wAKVc5wnzHP+TSLJYgxcsTntzW3octl%20FvuL3Y7KdiB/4T61lbNsQODxz9BUlnem2kdm2iJl2OD35qJRutC4SjB3epevdTMWo/8AElildFOX%20f1NXE8QXDQ/6RG8Izwy9zWU2pb5AtrbeXEDgZ7+9MubmVhhMkMMEY4FZ8ttCnK+qLcXidLW5Mks/%20mMOD7ir0mqLqekzyMSlvjAJ6ye1c6NMW8lMRYbx9516GtG400ShbSKTMaJ90d6LIm8kinoU0CyzL%20AvlKx+VSfu+1TzqQ8hxIsZ5JwOvr9Kq/2Q9lMZfvRk5YL1HvWgqR3HzbFYg4Y5PPHau2k4tHh4xT%20pzu9mWLaU7jkqxH3l9K2I41MancNpTlX789/audt8pJGrMeeCrfwn0HvXSWLCRI8ZJi5ZT3966ae%209jyq2lpIY8BPmBQSyDII9ff3qEIQ6gqTbjks3f3rRYFP3oCoQNrA/db3qOW2+XzMqcD7z9R9fanK%20DSMo1V03KKW+3Y4DMrr26k57VciXzoxNLGWGNoUdW/8ArUkYeMrHG5UBdwDduelXBAF3JGdobr7m%20lFocn1RG672QqoIxtCnuvrXvPwp4+Hun/wC5Xg8PyKc7lXoYz/DXvfwuGPAdkAu0beB6VFeKUVY7%20crlerJeX6nYUUUVyH0AUUUUAFFFFABXG/Fe3Nz8NNXjXGTA3X6V2Vcd8VmVPhtqxZd37huPwpoTd%20lc+SPsiwR7Q5Q7cqyd6rvGEYfvc45JP86dJdR/w79oHG7qPaq8kiuW4kBxz7CtLo41d7isdxVWG4%20E4pg+VdyZU8596bu28kEDGMUoZVbiPBXn6/Wi5aQGQ7vkY8L2phztAPKZ5I70/AKfNlcdQO9MYZL%20EkkdARTaaKQ1m3nnggdfWmtjJxnHrTn2844PqOlMywPy+mDUj9AVAX7nPUDrUqW8ku1YkZ2/ugc1%20HG5Z1Rl3Z4UDrXa6LZxafaAnmR+XY/youNJtieGNHOnq11eoPtDD5B/cro/tTncTt+YjIrMN0Nxb%20dgelL9rBXOQPSi5qlYuzlJ4fImRXSsabSBDnyWeSEjHP3l+lXftQHcdOPelF2+790MEdz2qZRjPc%200hUlDZmck7RlcSMpk6o33uOAB9a1rHVJLb93cFSsiklR6ev1qtKqTNuu5A7Nxgd6g8grzDLiMHOH%207VzOg1qjqjiItWkjpomt/LE1hbLOepEhO5fwqCbWL6T5baJpW5+WNehrEgu3t3Yyqck8vH0IrpbD%20xykFuIXUBFHXaNxq+aaVmiXTpy1izn7vwZrPiOX7TJa/ZEGMmUkbqkj+HslnxPqNvHuGVGemOtXN%20V+KNrbSKm2R5Nwz5Y4PoKwZvFF5qRcfZYbeNjuKuxyapSmHs6K3dya506xs1O3V4J7jOPKUnJ/Sr%20VgLgMuCeeme1ZsDBnDXcwkxysSCtVNQePbti2L3z1rS7tqYy5L+6dRaiSRAGmKY4zVsSwLkMwY9O%20a5H+132YZ8c5GO1QtrOQdrliagVzrHvVQbVHI4z2qnJqgj4Lgnn5R1rlpdVZjgkg9jmq73jE7mOQ%20ev8A9emkK50kurBgMADbnIJqEakcfeHvXP8A2temeccD1pjXTNyp46ZqhXOjOoFhyQQab9uOcK4U%2098VgI0p+Y8A9TUolWLOcYOMAetAG2LyQ8h8kd/SnfaWwPT07Z9awhdueEPsKmSR+NzYPpQM2PtOQ%20OxJ59KPtTAkE5HIx2xWWJeg64pDOuMnvRcRp/aWxgHjvnuKa91kYOPf3FZZudx4YY6YFMa4/XjNA%20XNJ7oFsluemPSo2uADgZOKofaFJwOo700T5znAx0B6mnqBeM+W/UYpvnPzk49MVT8/dj15+lO875%20RjkdyvY0agWPNO3J/DNe2fBVt2l3eQO3T6mvCTK2ePlHfPavcfgc+/Sbw4I5HB+poa0Bs9VoooqC%20Qqjq7bLAkcfMP51erM8QSCLSWdkDhXUkHp1qZO0WxrcxJLu3t4WZJivzc7efqaow391eCWS0DTKG%20wGH8VSm6jvJENtCryt95IucD1OavxfaY7cxRxqgYnGwVxtqRqzEfSdQaHAvPs25yzbeTz25q5b2s%202EiupmlKZ2yL1Ue9XvKWFH+1zZdgMgdAKha7WLENhEWxgnNRt1GTiztwx88tPuXBz39KckgijwsX%20kIo+RgB8o71lanqU0BjNrEHlY4ct91frispL/VdRiDBYmKylHOThVB4P41XPFbbit3OkW+KLIu7z%20FzuDL95vrVW/lEtrIVm8sFM8+uKqK7QXARmViw4ftn0rn/EutNOj6ZYuN7f609tw7VVNOo+VMGVl%201ea3dTdXXyjOEJ4zWXq0y6uy+feSrg7lWM/KfasS+sJtMhS7BmknfISJOdx79e1ZX2zVRGJJYHAZ%20sbVH3T6GvQhSpwJu2bJtJEjYpPJkMdxJ5H1qhe3iQwbZHkuG5wAehqk2sTpIVnRlByCj9Kiaee8l%20gs7aFp5pmPlhR0/+tWmgtCH+1rmSLyFgkd3IVRjqfQV3fhfwDPPGt74nZUiUhorROo92rd8KeEYt%20BVLi/ZZb9lyxYZWL2FdRGjXL+a5IiTIT/a9zUN9ikRlYo7YRwDy4uihBxxVWWNYY9wkxuHIP8qsy%20fvYpFV9yg8ueB9KyGumnlkkG17aMbR659KiwbEc00r4ESqoHqetU5roMrpJGd2ecjg+9TlndgM4V%20uue9RXiqLdsHIHU07DuZEqIhMkmduf4aytWufsVji3XfJcPsQL1B7mr90o2fIpKscBfX3rJt7b7X%204q3OSyWMOcDsxyOalodylqMU1m8MSS+YUQBz1IPeomY8cg8cYrQlsZpZJG4Ac9fX3qhcskKlVG5i%20cZ9KYiNpFCjk7jyfTFVZrkN8g4B6E9/anyyRmZbdY/m2/Ow7iq/kqsQwGcdAopgV2JaQK3H91vSq%208z7JMKwxnn2qeZAoKOudvIVewqjdSfuiUbqnPrSAedoywBAPf0rnNYmZJCkTcuOM9K04LoxwMXbK%20EYFZbRrcakXkG8L29KRG4yw0pFjLzBnJ5JPb3q8bWGBgyyEsw+UYq+sEptVLNhSOM+lRAxrIMc9u%20aZVkkUPJfdgnknqO1SRxuSoH6d60vssZU9c9AKcIXXYV4BGQDQFincJ5aKwyARzmtmx8HQa9pfmy%20XBimif8AdhOn41n7irOMDaeSDXWeFNb0+DT10vaEuS26SRj1FRK6Q42bszKn0uxsY0tNSlZJQMBw%20ByKmi0vSnbCPll45PWmeLntY/mkkVt3+rIPINcisszf6tiSvU55NZW7DbipWsdVdaN9kTzbZwpX7%20yN3rGN1MbiMzAgfe3djTm1y58hYZ8Fk+659KSW8iaETuwERO0huM07Dui5cajGYRgr8v6VRs50iv%20GQOpV+ODxmkePTpTlrhcD5sA/oKzLy2LCS40+MqmcgnuParptxldGVeCqwcJdTdnj8qZZVjDc5Yj%20qDWxpcu9YmV1Lk8gdz/hWRp92L7T45DjeBsf61oaK3lXTQMCCo+Ujrj1r0F0ktj5SonZwe6OgQKc%20r8zAjgAd6QW2ZVSQBSrYye3FSW8XnLk4+Xp6mrUVu8jFGAkd/lXPauzlsjxZVXfQyZbYP5aqi7Q2%20Bk9qmyVkVCQRtxj+LNaSW0Xl4lD+b5nDKOoxVC6VpJDM45U4DD1rCUddDrhU93V6itGs2MOFk7+m%20K9z+Fuf+ECsQV24XpXhKn5irHbjjcOle7/DEg+BrPB6LWFe/Kj1cra9vL0/VHX0UUVyH0QUUUUAF%20FFFABXIfFFtvw51Ug4IgbHHtXX1zHxFYL4C1QsqsPIb5W78U1LlfN2E1dWPkOSyjncFF2EkHC9zV%20G4sTFuIBYBSS3vXQ6hYG1lWWBjJE3BVf4frWbhyi5aTnK8gZHua7I+yqrmicrjKD1MeSNo2w0XPX%208KI1LMhfLJnBA/lWjIFVsEDg4YL0A/uj3PWqsmCc4DfN8znoPamqCTGmRSuBsSL7wPzH1NQZwOM5%20PXNTbQV6jPX/AOtTljiKOSM46Duf/rVMqUpO5V0QB89flOfvHtS7S+0bgx7AVYMMYEnykEcgHr/+%20qr+nqEuI1UJlhuXb0P1ojh23uS5W2JNL09LRfMdQ0+Rgn+GtQzIilmZizfkKguF8uVcfUgd6aGVp%20PlOS3OD2rnkrNpnSrWLD3W3vjI5HrUDXJJGMdM/T61WkDLyDk5zmoS5JIPHPI9qQzR+0qvLYIHYV%20Kt07L8zbFPIA9Kylm28Kc+lPEoGfemBrLMg4UFu4J609pt3I5Y9fTHpWP5rHk7ueKsC5jtY/MZuT%203ouBffhd82QPb0oW1nuEM0zpbWmP9ZJwW9hWQ/iN1cfY7ZTJnh27UwWV5qTm51e7MUQ5IJwfwFK4%20WLFxfaXbuYdFtjcXTDBlYZ/EVU/sy8KG4un2bupqz/bNlpkfl6Tbh5B1nkHP4VRZtQ1aQvcSHHU9%20hU+YzQt9RtrBCg/eOR19KkfVTNkDHAzWX5UEC4X5n7k0zGAM9+QB3pga32kEAMSc801pUDA8YPHX%20pWeJSvKdP1NIZs9FIA7DrQI0vPRe2O2aQT7zkLwO/pVBWJwNuM8gDvU6s4+hHftTAueYuBuIPqTR%209rCKdqjjp6VU6ZGCc4B96tRQvcMkIIAHQUttxjftE0rfK3birMVq2Q8rY4wQe1QG5W1LIiqGUkHH%20rUD3UsjAZPHajVgapmihXqOO3rUTXpPfGexrPXcTz361KHVQcA5osBY80t3288kUpfGc9jVYyHk9%20zx9BQpLN9eOepFMCx5vzY4z/AJxSeY3Veeen86hIHfkA9B0FKX6YPzE9vSgCXeT8uTuPT6UB8YOc%20qODnrxUTNhjz16e30oBJAJGD2Pt3zQBOJO2ODyCO9LuqEEEFl9R19BT94GevPIx3pgSZGPUGvd/g%20Wc6Nd9Oo6fU14H55UnHXgjPpXvPwHbdot4fVgf1NKWwj1qiiioAKztceOPS3e4x5SkFvYVo1R1iF%20LjTykhO3ep4HXnpUT+Fjjucrb6rZ/YjcWKeVGrHlxjd7imw6nP8ANcO7CGT+E9PrV+azh+zyLEpB%20znkDGfSqRsI7i3E11iJEBDOD0rh1Wh0XiC6nam4S3iYvNIc4HPFMlbzL2TNxvVBgwL/D/vGuRt9R%20edprXQoXuFWR99yByMHgV0UWdM0VSzhRJzPJL1Ynt+FHNzOwmuxcbUrKys1MiRghiQWJqk9xPeXn%20mDb9mxvRhxmqkF/JfTFII82cS5e5cfKPYfWuJ+IPi6SytYbTTVBadsMAcHYOuPwqo0udkONjtbi7%20SISSQzxgA5LytjbnsK52bV9C062nvJWkvJQTllA2qxrzJzqetFLmaWS3tI/kwxIwo71X1rUL/W0t%209G8N2c4sIzh5Av8ArW7n6V2RpqOiC9jqP+Ethvr4wx3G9nPyooyBWnaTLaSy+WiiQIWkkkPCDHau%20f0fwlqEMKiyjS3KcTXD9TntWo2iQbJrGTVIyjAGWG2bdg/7RP9K00SsVqzj9a8W/aNQEWjwC6mJw%20r4+8x6Yr1/wD4Tl0fTo9Q1pFfWbqMOwX/lip6D6+tZ/g3wDpGizJqjQebOcm3jYdfeu0TzDJI8rl%20WcZkI/h9FrS90Zk0s+ISIyQyZ3Ad6ge9kktURfllbGEX09ahWB5isYUqrn74/WrczxwpGkS52fKW%207t9aljMfXZ70WccUSOs0rBVwOMdz+VDwi3t/KV2Y7QCcdT3zU13cytciRDgIu1f61VLFgADgDnmq%20SYN2M7UL2Sxs55YcylF49jVW1muV0yGQqTJMPMJbpk9ql1+1abTVt7ZiHllXcV7AEGp9QTbp5haR%20QoAAJ4ocQuZOp6rJZ2IkmUBjzjso96TwusiaZNfOnzXkhYH/AGO1YPiS9l1rUrTQ7BMBiFJHXA5J%20+mK6bUZ10jSiQDDFboIo0P8Ay0xUpNg2kVb9ZLyRl2nbHztH8Vc7cMqyEFPLIHzA+orftNReLw69%203dp5Tyk7Q/GR6iuWEsmp79v7wMdgx1NDVgux1pGRbT3R5a4bbHnuKcYWt1JQkA8PuHetG9ZLNbOz%20lUP5KhI1X7zH3qjq1063gt3J/dp8+BwKT2KMqZWZ2WRhjsax9RYQW8ivw/JwemK17mULGpVht9R1%20rmdeu3ZDGh3PJ8qZ7VJLZjx3jCFUB+Q8gGtvRrR7lZZyu76UzS9CWKFZblCzN3I61slGjQrCQqMP%20lFUJLXUiUrzHcFsg8LSOBt+XgnpnvSiCQSbgc4OC3tU0b7ZtoQ+YDjdjpQUQIHeUhwQ/YHrirDxi%20QDcxPr6AUiiSW4LKcuDyakvI2ihClWeV+AT0IpK4yi0wtm3bBIq9Ub1qhbjdO1zNG0KyHk+g9BWh%20PZzQwyrKpDgfd7/WprGC6+xJ5qeejLwHGAvuMVFQlI1LTwvp93YrOk00iyc7m5IqhqPgpol36bKx%20dTna3etDR5p7EFIpP3TcmJ/Wrlx4kjLHzoRE398fdJrnUi/ca1OFnt5rWRI5YmMyn7jD71dZZ+Ex%20dxedq27OAViUfKoqpqDfa7xGidXY/dZepNa+i+IB9oW11n5E2YV+w9zWgJJaMkXwzpcMckkFgGK5%20YM5PpXBHVRJdy/aIAwViQg6L9K9Mv7uzutLuIbO+R3KYCE43fSvM7eBXwGYRMDj5qpaahK2yJ9L1%20cnU8JEFSbtjhD61u4MFwJowSwbbuXoBWcLCS00m4lBAVjt3gcA9cVoWf+kWaSSHG7gHsTXXh5qS5%20DwczouElWXXRnW2jM8YcOBgZ/H0q1F5hVIwFVid27NY2hSs0flXGF8n7+30rbG6HZNDu4OMkdD6V%206lN80fM+OxEXTqX6MWRh5ILK4kZuDjgiobqEljv+Vl6J3FWSsiRnKqu35WYHO49cCpGjG3zdm4NH%20vYE9OccVVlbQhVmnzL+v6/rUxXjdVLNGUU8Be1e6fDDA8C2QDbvl+9614u6Ln5dzgHIJ+le0fDDP%20/CC2eV2/L0rhxUeWKPpMlnz1Jen6nX0UUVwH04UUUUAFFFFABXMfERtvgPU2IJAgbOPpXT1y3xI/%205J/quP8Ang38qmfwsaPmMyBwfLP7s88+tZtzA8twZEh287mLcZrQDBWwhBK9cdqbOpmiMeeOo9q5%20IVHB3TKdnoYLq0KNFLkNnOD0x9fSqkoG35lK7VOEHQe49q17uL/R1WbLNjge3vWRJA0bqrbck8c9%20a9elXU4+ZzyhZkTtzlydrc9OtLG58zduXn5WDdxTSEJAPynBB+tHyZBx26dq2UhWJSp2HcOEUj5u%20gPbFW7cMXGGdcYLYHX2PpVePyireXkZQq2719fpViCcqCcbGYjds53ex+tac2hDTLeqOI5YtnDsv%20X1qotztH+10bNTanMhkj8xSpxwD2qgwAO5zgk546Vw1X77NofCi2J8nkkD070rOkqgHgHuO9Zyvx%20uJPB61IJCwyeVI5Hasyyy6t/yzbPI61EZimFJ7457VE7DGdzYxjIqPexXcW4z1A6GmBbHC7nOdoP%20eqyq1y2XfCKe/aklcsQnOT1B71FlmbBJz0pAX4rmG0B+zR+a/Qu1QSzXF5Id7M5z1Pb2ogt2GJJP%20lUdc1J5/lr/o4wG6H1oAkito7faZSGbphe9JJdscqh+UdAvYVWl3biJPmPX6CkRegYlcfdHrTAkZ%20jkdumTSB8Y2nJGSd3UUsikcMVfI49aXGSGPYYx2H1pXATrnqMcjHUUoG7ORnpjFOGcgHkdfrT04P%20zjK0XAcigsQOcY6dakJw3ygbep57+lQswUdeM5X/AGaQyEkHjK9x/OncLFpJlRW+bHc5phkZju+b%20PtUOwu3Tdnk1NFAvWR+p7fypDBe46MT0XmpwgByef60jbVJUD5ccn1pqtnGNw7igRLuO3A+XnjFG%20eme3U0wMpy2TTy4wM4+XnNMBQACDxS5zyBjn8Wpu4/w4BzkU7bu6tx1xTAQk5+cnIPy/4U5c7jnj%203pBjjLcE84/SpQjyZEfQc8d8UgI+cnncCOn0pV6qQMEg9P5U0PkqByeevvRt+buexxQBKJCyggcd%20APemtjIAwG7+xp46jccZzgUoxg4/ye9AEZzjHXHJz/DXvvwFx/Yd2R3YH9TXgx+gxnnPp2r3n4C8%206Lennlh1+ppPYD1uiiipAKpaq5SzyBuO4cVdrO10f8S0kttCupJ/Gon8LHHcwprq4abMxITPCgcV%20jX11I+oG2DvGuMmQjhlPVan1HUvtG2K0zIc/IAO9ZmpSrYxRz3Uo39GVedxPYVxP3tDc07K5htYj%20DEmQxwoVQAPrWPqVjHqVz5uokEWp/dW+4hXPrUN3cyTwQrYMy7csyqPmq/bLb20Cm9LeZcYwW659%20KE+bQL9CldSSyWY3MkZT78cf3QvYfWvNPEWhXereLrW3yQGAbyx1RP8A64r0qS+0XS7PUL66u0Z7%20RS5jc/eYcqv51yfgaS81GC+1/XV8m4vH3WqOMBUPT9DXZF8sSHqaFzptrZ20MIX7RIo2xwRjKrj+%209Utp4bAVrmeXfPjf5cAGFB7UPqkNrva3hLS/xEcj3zVRfE06jK2+89w3GPenZsd+xqnTYLuz23eW%20jIOI84wPfHenwaNp0aRGxhjUABSSeD9T1rKttQnucPIRMAeg6CpILxJrzLSFpVbAUfdSlyu+43I7%20KCMRKh4ZUBC46L9KsLMsiiPPzsMk44rEXUpFfn59qgbTT4dUjjnWZuAo+ZO/NdNuxlsaIaOObMs6%20oQPlXsfYU/zg5IJDA8sEGduayr24WaeKRtgjc44PT60+doba1lbzgEXkKDzWbKQyQwpPMGQtjIXH%20TNZ11KLeAs7jAXLAevanw6uqRSFCoGNxJ/hHrXN3F99uSWQTIyNITwfvVpG9xOzNFZzNPbOjAGKP%20cR/eLDAFVtanNppDt/F9+THTNUo5hdX8VspYfKA4HYDvWZ4ivF1i8j0bStzJuCzSDoADz+lNoE9S%20bwHYs11da7eNkzMY4N3ZR6fnW1rrSa5qNtZhdkcf3j/epbN4YrdreGQJbWy+VCf72O/1qvc6hb6Z%20pM9+xAlwQMnrn+tEdEEu5zPj+/3XFvptkXxD8hAHBNaGg6Umnaf9qvdoESl5Gz0OOn1qj4b02UzJ%20rGqKZGnY+RCed57n6d6l8R6odR1BNHtCvJ+cxnjP+FLzEvIXRFk1i+n1y+/1cKnyAfTsaxLm8F3c%20Su6tmRsmtXWNWg0/RV0vT/mKDF1Mv3cjtXFz61AJAVIK4yQp5JpPYZpzTi3065uZR8igqnrWN4d0%2059QuUvbvIVTwh6kVYtI/7WkD3ch8iM/LAnUmukWRVhXyVMOOzDBH1pNAkaLXhkheGC0gSLG0Nzms%20h7YeYwdec9avrMXiVT86sM5Who/LT93kxr8pIGQKS0LepnxwNAQHTcpPemOpjZwI85PGOtbSMjLm%20ZA2BtAH86qvGk83zc4GVIo0EUoofu/L84GOPSrLL5gjQH73BEnUCo7jfZSKwVsMMH0x61Qub/ALw%20kMSuOvKilYZaFkk98tpNcIgLYGTwR161qEpbRENwB0YDoa4YiWXUVjt5MrB+8LA859K6SHxD580S%20zRMPlCEgferz8Vzcya1RjKTTNHzhNbzMipKSoGB356CoItDgvpWW43x7RjDDgVHNqOnQ3LiC3nU9%20kjXPNWmvdQm03amlXRgJzukTBA/Csqaqxeruio3T11RZ0abQ9JsLq1v7Nr/BPl3HeP247Vj3GjG6%20UvAd8R+ZQOoHr9aie9kDCKKNRGR88kvGPb61vaMsrRiOKRPJZeMn5q7Vaxsmm7I5ZtOeFsQM8eBn%20nriqlxp8NtCrLP5jScMf7prtdX0NRYi7ELh2PATnA9axr6y09FjCy+cjdBHzj603disznr+9hvNP%20t9MUiNLduqEkOfU+9bGnafdxxRGSZRCqYWJec/WscJFDOU2kbhyAOUatfRLt0YW9y4kLcrjpj0qq%20ejMqsFODjLZmhazmDUBJGWYYw2wZz9a6sSDCFSDu+YuvLD2I6VylxGYFWYAKqt1bgAV0Om3cjWvl%20jYu05OOcn1r2KM9bnwmOoODcH0LoUwsHjJBVNwbqHOetSiJ929/vL95geg9aUBfLDhWXyk37V5V+%20cZphUAMqBtmPlz1Le9dtrnz3NbR7BNB5kanbgLw2OoP90fzr134a/wDIlWn0ryoDM2YcEmbcNvPG%203qPavVPhrj/hDLbHXvXDjF7i9T6bh13rz9P1OtooorzD7QKKKKACiiigArlfiTL5Hw/1WQgttgY4%20Hfiuqrkfij/yTnVvTyGyPXii19APloX4K/KmSR+tRSahcKq7EQHPOD1FNSMumNvAHGPWmy7ACXZQ%20n+0ahUYLoO5YAJY7sOxGQOxFVrmyQQGWZDjGQB1pLbUIoX8tf3y91Tk/hV2Qu8EhlQxk/cVu1Z6w%20le4aNHMud0bMDkbu4pFyXHGAw6DqasxDf5gZQgjBLD0+nvUYiAYbssuNxYdx7V6kPejzGD0dhFJR%20Fdf4T1Pb2qyiKrhckDzACR1yRnP4VCqDeN/DHk/7I9T71bgGxsZCSqMqD1Ht9D1rVJkt6DdWZXjt%2032kbQQQfr3rOMjPjAxtFLe3MslwwmBUr0XtUe/8AdgDgdTXDUlzSbNoqyHxEGQs5xjkVaEasoCDj%20OT71T+XaOvI5q4jskOQCw/iIqSiMxsf3o3AZwTim4KBgV4wefWpXdzC2On90VHPNKyxxk7UAwMig%20ZFgySDAyPRalG2EASKGAOTio87QFB56AjpQAzMGZvz70CFEkk8m0tkdgamCCPGzk56eg702KEZOS%20QxHftVkQq24ZwQOp70DIXhO0EjO49B1FNCNlkdOcg49Kecqw7YPP9KmKZYnBzjOTQBABgDJ49fT2%20p3CrkDH1o+9+fakAO7PPtmkMcrhQeBgcmlZwwGVIHUCm46rnk9TQ7KrYTPPc0CFA5Hv2pyLk5J69%20BTA4TB988d6Qyb889+g7UAWFZEGMEmlWbecKFGTwfSqwZmzj5R6+mOtT23BOec9AO9CAnCKq/MWY%209SewqQRpIo2KehyaGkwo/hPfPSo45F6kkkmqEBjOTkZ44xTkhZ2G7IPapUaVhwNpBxmpDOqHjk/y%209aAGfZDjlsHPamMjLyeR/OkluWl+U5wvpSCQ/dLZX070AOJ9QF3dPam7j1U8+1OY/KDnk9j2oAXO%20SR04J6UACKxb681KMHquG7Co/MweCM8fh9KTOTznIPWgCXcV64xzyego3bsDr3IHU1GnUtjODSjl%20iDgc546mgB5YEHJzznPp7V718AyDol5j+8P5mvBE2jcX3cHA4/nXvnwEGNEvOv3hz+JpMD1yiiip%20AKwfGepLpXh17l0D/vEQA9Mk4rerm/H0tnD4SnbUc+SXUcDnOeKmfwsa3PN18QXN3M9vbSqjs+DK%20o4UE/wBKtCKbOI4/PZSQtzJ+uB0zWbpqwWKNdoVjWTAijfq9aywPNIjW20D70mGOQfTFcV/I1dxr%20Si0uJbhVdpfLABA749KZDci9tHa4h2SoMmSXjOfSrtxHFAkG9/IkmbDN18z2Pp+FLeSK3+jyviMk%20A7AMce9HLJbCa1ucpY+HbNLuS+vVW7Z2OGkYgRj3HStkywZiEZIt0+VQANp+lOvrW2soRHHmTzsg%20EH7u7u1V7eyljaOG0fzrdRh5B0JHpWkJJWUmF31ILm2XzpPIBkD52gD86pS6QEgwHBRh85P6gV0k%20EDXB8qLB3Zz2xjtWbfC3s7eWZtoCZDAt0NbproMxZYTHarb2rGKCRtvmH+Q9aq3rJp1xb+XIJdp2%20rg9MdSaqXniKWedFsofOdhtBbhY19azNdeS2j8y5n3StHthiHYY5atVvqJnTpPqN7M92ikoPuyJ0%20IqrLq0smpLHDKzSOuGyOmK4XRvGc1kkWhJNJNbMxd3Xqme30r0HRE0q/jRhdI06sSFB5A9D9K0QP%20UcusS2V2IJraV7gjJLD5SO1JdeIJDIJMZiXgheQpHrXQy28d1amNyJNv3WAGRXF3dkBNIIphIoY7%20kQ8j6igWnUZrmrTT29uI2KJLkkDjPFYNrqYSz8r5iwkJIHet50tb68tPOQRbB5ZBPp0qDVdC/wBI%20McKpF1IY1XMRYyJ/EMlnKxid3upDsVQOo9K07KaLRdMuLx5VF7P8giP3k/zmsVtPkt9Yt5jBsnVT%20sbrk4rTsPB+qeIb4yXcjQIzZllx0+lS2upSuWrHUDFAEkPGPmH9frUWrzf2tc28E22Oyt13Pz98+%20la958P7/AE4EWV4sqKMgN95hXO3kWpW0yRz6ZKGdtuAOSaFJS2Fa25cl8TpY6ebyZdkm3ybGFekY%209fyNcxBrY0mzu9UuG33kh2RjHJY8HH510J8HyXT/AG3V7lVKjEdsn8NaFpoOmRwGQ26oIl+XfzzQ%205IFFs82Emq63dppqQugIywxxz3zXXWHgywsrERyxrPcgZaRycj8K2LG1ito5vlEc8jli2OdtJJJi%20YEsJlI4IP86nUpRSKlnHZx5R41hdGyjDoR6Gta/hivLdZmRcsg+ZOxqCKBfJLNAxLnClhxnvioJ1%20MMoeOTYEODg9ffFFtShjeZbWiSwxksp52j5WHrTrSeSaV/upxnHY1KbuUqrSpujP3GIxgVUa3kkV%20ntX2LjJHc0vUCw99HCXVOspweOaaxiKqx+Rl9OhrCubqW1DC5iZXAxyOT71Ui1KeSN9zh1I65+7R%20YXMaerXvk27huCPuHs1c9qV6kbopjEJZcmQntU5u2nhKD5mB+Ut0FYU6NqOptlzIkZ27v6Um7IW5%20d01reS4lKo3lqceZ/fP+FdDEVjceRnMZ7jpVO00/MSq8QWOPnPTH1rVtoYdjOVab5eB6e5rll72r%20NIrQvaLrJTxXDc6lCtxA/wDrHKgY966XWdRaaIvaN9ohlOd8XYfSuZR9iblBKNFg/LzmpdI8P6hq%200cq2KsqqMZYkAHNTbsXFroUdQgtDJuDYkJyV/vH0qOFZ0/fKzL2VfSu5tPAclnsku7hR8m1kTkFv%20XJqpqng1bexZ7W4cnbjZjpzWilbciSd9Dnlv7+dGt2nZVZdzbumPQVRup4G/0eJBGxPBboD7+1XU%20drGVxdnPmc/MOCazbvVI7syM6KIxwPLHIpuzJbsUnjhkkRURnkjGCqDIPvmtM+HrnWdPQ6FYMlyr%20/LKuduPeqQMymOZ42S34dxj5mGa9c0HVdL1PS8aGm2JRlrfo6/Wpu0XozgL6zvLCKK21EIJ1+ZsH%205D261Jo5kSSZQx8pPvHuBXR+N/s0mlrPcSeVJGcAfxE1yUMzMwMLhk+6SeM13Yeo5K3U+dzbDpNV%20OnX9DrIXyrMgBVR5mAenbBqaSIopGAq7dm4H5Qc5zn0qpp7boikRzLjDL2kX/GtBkWRiMCQsuXcn%20Bcf7I6Yr26c+Y+AxNF05u4RsVkfcowZMqDxnjtXqnw3Ur4Mts9cdPSvKk3CZl24KnEmOecfyr1X4%20bgDwjCBjOecHNcmOXuJnu8Myf1ipF/yr8zrKKKK8k+7CiiigAooooAK4r4uSTRfDHV2th84gbHtw%20a7WuU+JiRv8AD3VROcJ5DZ/Kk3ZXA+NVi1C62iSRskZ44q/a6KqMXnLSbT8yE9a3l8hI9kMYVDgg%2096mZkLblQA4wQO1cMq8h7GfbWcVqT5C446YqeTLJjlyeOf61JvKSD5NwzzTDPGshZl2DOOehqbt7%20lIwrm2+xyORuPnDa+B29qqu29c8KJONrcY9xW5qQSewLAZ2nKla54NsY4ww6D1FepRxDUbNGUoJu%2048y8qIhu2DapPU+9OlkYhwnyccE/ex3qBp/k2qqrxjjrULMxPr65rR4hvZAoobcMDtwSQOmetRbh%20jPPHQCpwodvm5B9e1Oa1wR/Dzj6Vha5QivnaTyB2rQO0xjDYPp6VnGJoRk8hufenLIoUEHnOck/p%20RsMuzydO3PI/vCoSS+G2ZPTPpT5CJF5XJ7etQgPjPIYCgNR4TqfmGOSoFNVQTuAHIOB6e9TIAx5A%20x0680fdXgZz096AGZ5G0ksOoPQCnpJ5bjd83OM+maAvGQeBxz3oIXblRu7A+vtRcCd2DruXr396L%20dVb/AFj7QOw71AVOSfusOjdj7UrthCe/QY7mncCZ51ORAgx0JFRtnpkbj0B7VF8zr8nXpj09c04t%20jgHDZA//AFUALtJQkNgdDjrTWOMkjgYFJu2D7hxnHFAYcsiHJ4+lACK7N0IyeM9hT+OoPT07etKS%20eMgCkynGOBnn2pAPVtuOuDnk1J5rHt2x71BkjJ+6cjI7AU4EqvXnPancCYN8ozk47HtSo2eQwqNR%20kgAjB6k04gKSKLjLHm/KAG4z0pOJMDcMc1CCF6gH09qVVDqeQuO5PWi4iTzVRsDnjBI70nmEZK/e%204yRTVAXBbkdvQ0h4bCkClcB4kPHPJpxmJIHHJ6HtTUiLNtQgHHOe9Kcodvy8DoDTuFiQMcHdj6Uu%20TwSy/hUIYNyv69qerZQgNjkcelFwJd3THB54pQ25QDjPrUJIHU59D3NKH3d+QOKYibzCG6D0x/Wv%20ffgE2dEvc/3h/M18+7/l4I+le/8A7Ppzod7/ALwH6mkwPYaKKKQBWH4uWNtAcSxmT94mABnnPFbl%20Yniy4jttE33DokXmoGZzgAZqJ6RY1ozhINPQXS/b4BIy5aNR0T3q/PNaWiFziFmA3SdhWLPr+l6Y%20XWG/tZWllzuDk7RnvTZdX0Zrj7XNq8LbRkRk8e+a5FodF1a5eS/81v8AVGRScI2M59xTZoTLIPmW%20R0cF1fgYP0qhLrel3F4k01/Alvs+VFODnFSSa5oLTxGbVLd5YV+4rHBB6ZqebmWlzCT5loSG0/fy%203ICxQtlFWQ/eNLo0lrf3UlvCWkljUiQL92MDriuf1rWtOuyIF1aD9+SDEGO0ehz1FZ0txbeH9CvU%200vUrWOaZdjzmQ554OKTjJ2b2Ki0jc8VeJLey0do7eHaSxVWBxjHevNbvWpJo2leSSXA4QdG9aa13%20byaJ5c96tzNDn7xPziufiuQY3kiKInOA2eRThGV7lTkmTN4nvrfaYLaJ9zZUZO6qGoHU9fuzPeys%20CABtT+FfSi3lj+3oyFNzr85OcY9q9Y+G3gTRpJP7Z8XanapCT+4shIRkerd66lKT2MpStocR4G+F%20WveK78vpyC3skOGu5QQDj09TX0J4V+DnhvwwjzzI99fSKBJcSEj8gDiuitvEfhmxt0gtdSs4YkAC%20ojAAU/8A4SzQVHzavalicAl631Fcz7j4e6LOf3CSQMTncrHmsHV/hfp877obuSOTpvUDLV2P/CWe%20H8/8he2z0Pz9aifxV4dK7v7WtAvTO+i7GmebzfB6xuY2SbUbiTnIYADafwp7/DDybUKt/K235CZQ%20BkDpXoX/AAkmgsoV9VsgBgna/btSSeI/DjMfM1Wz9QPMp37j5jzG9+EurzNHc6dqNrcTxICkErYx%20+Qrn9cvdd8MX1pa65YBI2+cpASd//wBYV6Zr+t6XHYiS31q03xtviYSEdOcVk+KtW8O65odlrF5q%20Ful7bp2Od+RggCpvrYpM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height="533" width="816" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig"> FIGURA 4.&nbsp; </span><span class="textfig">Biodigestores de membrana evaluados en el experimento.</span></div>
        <div id="f25" class="fig">
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iqn3ELFARnAOOlO2MynC5VT1HvQqsVxEhYg4wvJNJB%20vuNDgDttHt3qySF0cM4BLSEjjpVZm2Fg4KsB0xVu7AjtLaBiM43be4BpS3Q1exXSbL42rk8gEdKC%20yeYR5YIqMY4Kk7gcDFKQmW2dzzzTsHM7DgsZGMYGScY60mEC5TgEAYI6fWhEJDYBPPAH8IphDAsM%209PWmK+g5gy4YsmCKt6IxPiDSiUGBeQj/AMfFUc9+vGB71d0NmHiTS8Z3fbIj9PnFMR+g1n/x4w/7%20g/lU1Q2f/HjD/uD+VTVRIUUUUAFVr3ULTTofNvriO3j/AL0jYFWa5H4hqh0eJpFVtrHAY8Z4pxV3%20YTdjZ/4SfRMZ/tS1xnGfMFIPFOiHP/Eztv8Av4K8aGWXGMZ68dT3p4jGAFTG8ce4rX2aJ5mexf8A%20CU6Hkf8AE0tf+/gpD4r0IDJ1S1/7+CvHZE8pGZ49wY4AA4JpqRLLEWCnOMHj/PNP2cRczPYx4t0E%20ruGq2pH/AF0FKfFWh5x/alt0z/rBXicUIhV4yANh4B61YEHmcKBnGT9KPZoOdnsn/CV6FnH9q2v1%208wVVvvHvhfTbfz77WrSGIdWaQYFeQzxiCIuyZwcYA5NNMMU0eJYlZGGCGUGj2cejDnPTx8XPALdP%20FWm4z184Uf8AC3PAQHPinTR/22H5V8yeOfh5HbRtq2hopjzme3Hb/aFefLaqQHC5QDqB3rnk+V2Z%20rFJq59uH4ueAR97xVpoGevnCj/hbngL/AKGnTc46ecK+JzZRrG+8MSfm5A4/+tUcEMfzNEoJA59h%20WftFa5XL5n23/wALf8AZI/4SvTeDg/vhUi/FfwK9t9oXxRpxiB2s/nDCn3r4qNlEzEsEVkGCCOp9%20a0rC0T+xrlJkCRCTfgjg9uKXtkP2bPr8fF7wC3A8VaaTjOPOFA+L3gAtgeK9N6/89hXxZNZxW9/5%20BZFAOC2Pu06YWSuhj2lehGOtHtUHJ5n2l/wtvwH/ANDRp3Tp5w/KpIfir4GuJDHD4o05364Ew5Hr%20XxdJBZBWEaBHX5Ru7mrmk2og1GICPYWjxnHWqpz55JEVFyRufYL/ABc8BRyFJPFWmqynBBmHFL/w%20tvwHjP8AwlOnfTzhXxLqaLFf3IVFVN2Bkd6AltEVCxkrjPI7+1Ep2KUbq59sn4ueAQRnxVpoycD9%208KUfFvwEf+Zq00cZ5mFfE/lBnVo4jnqMrwPpTo7YtJsCKWxzuqfaD5F3Ptf/AIW14D/6GrTf+/wo%20/wCFteAv+hq03/v8K+NLfS/MlCSRIiEY/GrQ0i2jXMiKMDJFZvEIr2Z9gj4s+AznHinTT/22FIPi%2014DPTxTp3TP+uFfHl3p8UdnIy7YmXgMR95apwWEJVF3qzzHYFA5A9qft9Li9nrY+0f8AhbHgTn/i%20qNO4/wCmw5q5pXxB8J65eraaRr1leXDfdjilBY/QV8TSeTbXT29yh+1g7PL29K9O+Dtoq/Emwdk8%20vaQOF4Jz/OqVVvoJxWx9XUUUVuZhRRRQAVkauV+1xhh1T8+ta9Y2skLdKW6bBz6cmmtyZbGeXwo2%205wF7d/akPzZB4B4FISduSOT8v4UZ2vjGNxzn1qmSea/EC2Wa8TzY94TgsRXk9/oFs00iw3Ij53AN%200Fe6eLysSpK8atHuwVb+tc99k0ieE+bZIVblj6GvPqtqTse3hak400os8bXQDKu9L+MDGQVbg07/%20AIR+KNl8y9LA87UOSB7163ceHtLuIm2WyxpnAA9PSse68HwR7go+YcYFZczudLm2eWa5aW9vYxpD%20gPvwcms2yuVkaOC9hVwp+Uy8ZH92vQdT8HsluN0cciY+VSxzXn13ai2uGt5zhkbAbuK3hLQ5ZrUd%20dWVrBcl9PZ1Cn57eUfMD6/SnWs45+z3MlrPuzneQgpHLq0a6gknlkfu50HUe3rWzD9gubNl1e0aX%20YnF7ZDcw56MDgVTvcrlSViOHUtTR3Fy73UYPWKNWyfrT5NRtZ2WO48lgqZHmjaS3ocUf2BBIwbRd%20ctmVhkJPJtk/EDvUN9o2vKhF3YSTIOkioMUXaL16FWWe2lZgLKOF+ilSSHqURR29oLq3e4iuY13s%20sgGwr6g1SiiSJSjztbMPvLMMDFQPdpE7W84EyEcEMcAeootfQSqOHUvReJZIiiz27SfxBl61eTxB%20pxkCsWTaONwx+dc9LMZWVrSBVUDnBJzUuy2+yZy7XBOSCo2qPrSdKL1OinmuKhpe/qdcl3aeWJFu%20EMSDBYHkip4bm1+RhLEynsWI/Cuas7iWK1+zWduEZhkydcn8auPp17HamaaCB4E437iA30rJ0kz1%20o5vVW8Vf1OlsxBO5itLiGSRW3DDc1Y+02cUiIbhThvLwp5555rmNO8L6nquJLPTDCqt8squ2M+lX%20pfBraVfGPUpwzx/6wQsSCTz1NKcFCPNIzrZ/Kiryii2/ifT7eTyrdJZZM7EVRwD6Vla9c61dWcce%20oWb2fnNmFF/jHvXQae9nbwotvYqI+u5hzVHxjZrqd1CJ9VW3kUYjmc4i+hPasqVaMp8qR4tXOsRi%20pezei8tDjodMugTFFMkaM2GEjd/6VvabbaxFDtTV7O2hHygSPtDfiBSRaNqVrErDTINQiUcyRyMQ%20fc1YtrC8ZFl/4RXz0wejt+nNehbXYcIxsSf8I6s4NxNrenRqTnBnZs/TNXorWygRQ3iaIKpB2xY/%20wos9K1JsCDwUzsFL9W4Hr1rotK0HxPLIj2/hO3hZjuzJn5cdzRrc6opJa/oJp1n4UeQvPdahqsjE%20DJUBCfTg1s63IyWcOk6baR6ckh3Nnltvvmrq6LeQxb/EN5ZW0a/MLS3xuZe5HFc/rQa81N7i2bMT%20YCkHOQBjFc2InaFl1OXMq3LRUYu/N/XSyPTvgnH5Wl6rGDwtyo56n5a9Pryv4IFjZawrxyKY7hRu%20YcN8o6V6pW2G/hI8KOwUUUV0FBRRRQAVi+MefBOs4JB+xy8j/dNbVY3jDJ8F6xjr9jk6/wC6aAPg%20e7UG9nwcMJH5/GoSrjG7nb3PvV/U0iN3JIG2u0rBs9Dg9qhjs0lXG5iP9n1rO6KsQgNk8k8csB+l%20OVT/ABEDPVj2FS/YimFUN9PanraNK22IFSeCanmRSiVjFhxj7pBpER9wJIAOQOetStayICDJxn+V%20OezmU53ZPH3e2emKLom1uhD83GOR2APT3phnY4zvJHXmpHjZsp0YcEUxIpUyE6DpnvT03G1rY0LS%20QyafdMzZZWXOTyaoFfMZjyASOBWhpkcxt7xSFPyZBPc4rNj8wKo2ZHORmmkugtR4XHC8c9xWhZr5%20Ol3E7Yy/GfSs4ykD5kyCeDWuysfBpZBnMvzD05rSmrtvyM6krJIxzJ+7J4AOPxppckBkwAOuTSny%202AwrYA5GOhoCoWydw4HOKz0NBxkYYwoBPNM3OxyV3Y6gelK+xV4yQfzBqNiUYYzyOvrTQakjM33t%20vXgcUm/AKheo5B7/AEoVckHOOOc0uCrDcM/WjQBUfGEHy9+e9TW109pdLcWzeXMDw2M/oarqADzn%20FLn5QOwosF7GvFOl5M7yhXvpHyJ/bvkdOlU79Wub13ibYqfJg9eKmsQLS3a8kXJPyoh7+9VVJkcl%200JBP3qzjrIbdkRNG0eCXDHPQdee9BtmDLu+dc8juKlMbSzpHBCSzHAA6sa0/+ET1kLzZSqWy2Mc1%20oQ5aXYtjBavI0ttbvGoQBvM6E+1U9QsikyTISsLHaxA+7610+naX9ktYxLGWd/lZB95T9PX1pkkE%20dtqQhnTCfdIPqeAazleMrnJDFqTaWtjjbqOOK6Edq7yRj7jsOtW9GhmTxDpheJ1U3kOMjr84r0Pw%2054fsby5e0uMfakc4XAwy+td3pHhmws9atpILdZJo5Iyjyj5R83b3rrp0ZTV0eXiM+w9Cp7OSbZ9D%20Wf8Ax5Q/7g/lU1R27F7aNm5JUE1JWZ74UUUUAFcb8SCP7Fiz/eOP0rsq4n4n3MVtoMTzMFG89fwq%204fEhS2PNoCw2l6soc4ZMqTxj0X1qrbzpMmRwXHANTiQAFsFfmyCa6DImDZy2ACOMt0+n1pSTjdHk%20gdVPr6VCXPG5/l3E4XnJpyv8reYMbTjGeo9BTFbuJNEgkDxfLzhu4FOjXrGFx6gnk+31pWztdhkH%20uSOntQg+cbicgZUf3R/jSH5MAN+Pk56tnsaiaP5BnIOwYz65qUuNy7sKdxAHcD1pj4diu4k/dYnt%2070wuMON2HCtG2QQ38WR1rxDxr4ek8O69L5JZbSc74Cw6Z7V7dzwCAOcY7AelYniXSk1rTAkqqZIZ%20PMRj39q58Qkqbk+mprTvzW7nik+m3sMKSXFpcRo/ILrjcPb2qGFUkdSvzYOG/ugepNexXemS63JB%20Dq08s8cSbFi8tVKgfStXS/h/oYs4fInWNXfOyTGSPevma2dYWmuv3HcqE+tjzzTPAWsX9m13YaXd%20ywleJ4k3D9an0bwH4sutOuYV0W5QTsPK89MFzkcV9IabqQ0fTorOO7iWBFxCMAfLWbd+LLiS6hRN%20UsQY3JAVuenfis8LnWBrtq7Vu6JnCpHex4p4u+E2v6dr2lvL5SLqUghVz0STGefbAq/c/B2+tfFd%20rpM32aZmh3tcQklIx/telbHxV8XWl+mjXFprtvqFxbXwkEEb9EIxnj3NeqWCYtEkZlkklUM8gOdx%20xXHmWeRw9KM6UG+a9r3W3luaUYNbnz947+Gdx4Os7K4fUoriOeTErr/Bx9Kx7DT47qxfVHukV7c+%20Wlvn5pB6j869Z+NkbP4Utc/NGZ8Mp7cda8z0aEf8I/K5U5DjBx0HFexk+P8ArdGnXcbNysceKXLG%20Sv0OO8SWL2fiKWEldsjAhvTOBmvToPglZajqltp2n+IC0wgE1xIwG1M+lcB4/WODxzOkeAq7SQDn%20J45r1e51rwnaWlpcR3qx3i24EjNIR5v+zxU4zHTpKEowb5r7fqb0aaas3axW1P4IaPoWmNJceJXm%20vJG2wKAuAferUfws8DWUoi1bV7i4kCfOYACC1Jp2u6bfB3lZUjK5CBixbnoc9PwrXa90OFn33MUr%20FcJDn5iPSvIqZtXjK3IdUaEGtWcu/grwxp0F1d2tvczSBS9pv6Rr03Nz1zXAxtEVC7gWkyee/Nep%20+IdWWaCKK0t1XzFxI4P3V9K5mCS1MY+waGJAqHLjJBGetaYXG1pQcqqv80hTpwTtF2M/wtoieKtS%20k0wY2j/Wnvt9B716jbeAdKsLa3SXSVkjtjvB5yx965Lwnrclhem/MUEFqqEs6fexnpXcyeIL02q3%20FmPtiTOA0Z6NXmZlicZHEWpO0f1Kp8nLqeM6v4L16+8a3GsXNtHFaGfeecYUDFeyfBTT7WPTV1G5%20RPPubgeW7deOMD8q5L4uXsul+HbaOws2sZricM0u4nPHTmtb4GobyK2vNcmw1tMLfT4i2AQfmJHq%20c5r1aWLr4mhSrSla8ktN2vx3f4HNKEYyaXRH0HRRRX1pxhRRRQAVg64f9MQZ5EYIHfqa3q57xBJt%20vowAM+WCD6cmnHcUtiiXG8biBknk/wB3FR7xt5yPk49+ajMh5xgKRjHtSeZuU7QAG7+1aW0Mylrm%20lrqmnyRAFWK9/X0rzSxmaK4mtbhvmhcxup65r1fzRGSd2MetcV4x8KyX3/Ew0YBbwcsAfv8AvXNX%20p8yujsw9VQdpEFrK00flo3BODuHWrXl70+ZfmxkY7LXK6RrOWMV23lTI37yM8EV2EMm/y8MWVhnA%20HUe9ee1Y9W6M+807zYT8oK4yH9R6Vwfjbwb9p05r6zU/aLdNwAH+sHp9a9SlAMYIU4UZGOo/CoJb%20NZFZFAKuuQG7Gqg+V3Ikkz5ktdSlslPmNgK2GRhlfpV2IWVz89rK1qzHICnKA/jWh410BtF8Tzqi%20HyZjvjwMgmuYMCxv+5LIBxzXoqmmrxPPWKlCXLJbG9JYzSEuBDc55Jhb5l98VNHPPY5eC8vIGUZU%20SqCB+faufW8uoScfNnjIOD+NXoNXuWZUVyUPCjaDxUOjI61jabVmbzazqcilZL+0uVz8yyRqP5Cs%2068R9RUZhtxMx4MZ/SprKfzraW6aOTaHwpdABnHWqcusqiOxgUs52bx1b6UlTmV9Zw+36FWPQJlA8%202QKoGcA8tWzaR6PGgWW2E5UZPnMVBPpxWadTCFBJYhGxnO48fSpl1maV/kCRBed20VoqVRmLxGGj%20qkbdreMyAWFpDaRouC6EsQPxq1bwJNN5kpa5ZeSo6Ae4rES4lfAnklkB5yqAZ/Kum0yWOFQgXDZy%20M9/at44VfaZzVMwe1NWOg0+4nhiEcLrDCBwin9aZ4o0G7nvTf2sLSwSRbH5OPr9amikt7uJCgMbK%202TkdT6fSu10O5T7KyzqUHYsOCKvGUU8O7Hmxk6lT951PK4ons7cx+UwKf89BjIrnPEt6k8MMUbCR%20M7mZhx9K92v9P0+5iZVt4ZkClmO7BFcBqmjaXqV5PZvZ/Z1YfKf4g394CvApw5al+p6eGpxjVUzz%20wPZCRWie6t8YyqMSo+nPNdFprzW3zab4mS3P8KSkdfT6Utx8OL+OR3sLuKZOyOcGqY8Ea0uWa0L4%206IvVvaurmPoKdOE1bmXzOjtX1SeHF54rtdznjypOQO/atuyhtYl/4mXiSafH3vIfOPY1zFv4Q1gu%20oOnvGrY3EDJArqNM8FXcMbG8KW8YXc5zn/Jp+1R3xhSgryqL5JC6xqtlpGi/ZNNtpH88ENcMSzBT%201PPSuT00StaBLaZpRHlm8s5CjNdDb2qaxqjtezrb6cJBGH/iYdxjpXZ6jH4d8P6YltoUcfl3KbZJ%20l5JNc8qUqzblsfG4ypGvXcm3boa/wLuXutC1IuzDZcBRGRyvy16pXmHwYi8m21hR3uFJ9/lr0+uz%20Dq1NL+tznh8IUUUVuWFFFFABWN4vBPgzVwqlmNnJhR1Pymtms3xEN3hrURzzbv0+lKTSV2B8FajE%20YL+cXSNE3mNw45PPTFS2kAnfZh144wOteny+B9JvdTlluZWWUyE7n6Yz/Oum8P8AgoWWs2l1Hsu1%20tz5iwsowccj614NTOcHF2baXodfsKh47JoV6gDgSIcY3OvFImn6jDLEJY5DlscJwRX2BHrEU8ard%20aJCCe3lAgVZ+1WDKfM0y2z/DiMf4VP8AbOWta1V+JLpVU9j4xuoRb3ctqygMmCM9MHk01do0trlZ%20NrJKEYYypBPGTX01rfhr4cXGtz3OraGWvJQN+1mAPHoDWYmm+CtIJXQdEC29wcSCTLAsOg5rulWp%20RpOte8bX06oV29LanzKHHmNuZcbjk+laFxbS2gU7FdJFBBBrr7zT30n4n6pFJZxPOsPmRWhHyMpX%20OKXwh4eh8Ua3L9us5pYoWzJbwc+X/sir+sUPZe15vdsn8nsQ+bmtY4vTzHLdTxyfKPJYgA+3Ws+A%20osOwx9z+8z1FezeJ/Cvhfw5pMF5oVrcQXbSMk6XI6qT9T0rI8BeBfC3xA0+7bVNVOl3dnMQYxjDK%20Sfm59hVRr05Q518Pc09m++vY80VehWNsZxnH5Vt6XG0+jXkDAgrlgMcHFemr8JfCp1W5gh8RsmnW%208a7HIGZnI7fQ1k6r4Q0rwyYm0rWpb+Gc7ZfMRQsR9iOtb4WvTlVUebfQ5sRCSp81ttTy/ao4lUgY%20zwO/anrCdoC27FuT0656V6JeeA2SymbRNSNwTtYLKigMT6H2rn7qGW2m8m5bMwQKwUDqOorkjiIT%20k4Rd2tzp5Wkmc0ltty00RAzjpwM9ae2nrI+SqqEHXPQe/ua7rwt4U/4S69fT2v47DywsjO+MN3wP%20esSGwvbvxld6DYiKWSJmWNf+em3v+NbRqXb1Rm9DBaygVQRMMbeMd81F9lhO2ON/mPVj0z7V3sPw%2058QGW4a90rc0aAiMZGw+1bF38M9Qs9NhcPZyTvEJDb7zuPGcDjqKzjXjLaSfzQXR5edOVFBlk/eZ%20x7c1KNJhkwFkBxwQOgPc13eveAX0jR7O9vrm3RbnG1Q3zBv7uPWqF7oR8M6EmsarCJQ8gUW+cbgT%20wTW9Fusr03fzWyOXEV4UHFT3k7JdW+xx+tKlukARsqq4AHTNd14Z8C6XNpdje6mzSNdKxK5wAMcA%20e9cT4h1eXVTFK9tFbwISsMUXOB+PWuya61nwj4K0tpZUmluDvgDdEQ44PviuujGCu5apHmZjVxLp%20Qp0nyzm2rdeuz8upJrekaZp3jHQIdGiggm3HzQXJI4GCw9a9G1C2ggsrmaVSzsNrOByT2P514pou%20reb4+i1LUuqbiVU5wAO2a6PV/iRPqU91b21v9nsDhQ7/AHic9a6qVWlGLb36foeJmOAx1apSpq7U%20UuZ38/xZZ2MftEgc7BtX5hjLA8n8aytetxJItwqFgyBd6dEI9PWs6fWZ1j2W8YYggb2PUe/1qtPe%20XFxt89wqckKp+6O1edUnBqyPYwuBrQqKb0Rct9SAhVpZBb3Nq26MbuJl9Ceua7vSfiJYG+07/Q5P%20tM0kSyIuSqAsAB9a8waRVXckZcHkkDODVzR1kHiDTmZ/l+1QkbRycuOPwpU8VOmrI6MRk+HxDTqX%20dvkfc1p/x5xf7gqWorT/AI84v9wdfpUtbHphRRRQAVwPxblMPh6AhlBLsMMOvSu+rzH44tKvhe18%20j73mN/SmpKLuxNN6I850+4V49pLAKMbwODWjFOgTPnB9v6Zrz/TfFyRX32ApK1wBgxxrnB9K64pe%20xRpLd6fcW6YyPMTAx610KcXsyOVmxGcAjqAfyqVg3BABKnaPUfSseG7ikKskgIHI5rShV5CGibqM%20hvT3qxExkIRgVIwcoO4+tBcFkIDKF4KntQqXycHa0ZGC78E0pWSVTkI56gA84oF1H87VXHOcKO2f%20XNMCnpnbs4yf89af5Mu1R2CjinGOXnJ4zg0hldhn5enO04qs6kHeFDfLyD0Iq/5Y5DYXcPlwf0p6%20wtKCkSFSwySw4pNKSswvZ6FSKKwvbKJ3nhgkZflk3/c9q5eG5tY/EZu9YvFaNFwkYfHOeuBTfEPw%20hGou91omoyW1wxLPE8hEZNebar4L1/SJCupRsTjiTcdp9818cshdHm5qmj8tvmemsVzPY9qvNe0y%20W1cR6xaZVcLmT5ifTHpiuc0dNFu5ZHg1K0+1tub5JiWPHcGvKP8AhHrrcFMqfKM53nGa1PD3h+4i%2012CRpNiYIYqeWGD0p4fK6eHd4VGTKo5fZKbeQs89tNdRyJHc7lljOSR6ivcvC/xS8Nador2+pa0H%208h9kO/AYpj/GvD38OzpdTFuAHJCAcCox4aZnzLJ945XCjitsdl+Hx0FCrJ6dv+GFCUo7I9a+InxS%208OazoEVrpNw084lJIwCAMY5rznw5qLTRmxYkhPm3Z6j0qgnhuPpvbnnAUVr6Jpa6dcOuxneVcBT1%20HuK9DJ8JQwnLQpNtK71OXFyk6bbOb8TXsOqa7dXNkjRxtgbG6giuih8d2qaJDZS6NHLNEu0yMPvn%201NRL4ZiLmRoCoJzl+M1PH4egjk/1aquOec1lVVColGSvbY6I80dipd/EG8vFAiso4WL5LKMY46Co%20P+Ey1SZ0l/s9GlQ48xc5Nbi6LEpzHFg55AGQKf8A2asYB8sYVumKyVPDxVlAv39uYyrfxx4hW6iu%20Y7VG29VI+VhV0eOfGMls9tBHDbWkwOI9gwPocZq7/Ze8DPy7R91RUv8AZtujEyZx0GT+grOVLDN3%209mh3n3ZzenXmv6baGC2uUjQ5BYjJIPPORV8a54qKQxHXnRIjuTy41wD+VayW8WQYlY4GOnQUyQRB%20CruM46ADpVzVOcuaUU36IlXtYxdUfUdeaJte1We+aM/IGAGPyrv/AIS2EcXj/Syzu2zBjG47evp6%201yTrEZfmiLZ6kdK6/wCDImfxlYGVtxVvyG6tKSScVHRJ7ClsfUNFFFeucoUUUUAFcr4ocrqkOP8A%20nkD+prqq4fxrL5esRAdTbjH/AH01VHcT2KJulCDGc4yPb2pTPnKrvcdMgfyrIEzsTxtVRwTVC51G%20Xy9kQZCRye4rUzOlaQCQh3AYDJA6Z9KTzCpDJhgPunPBrh7hbiZ/vkEckliMe9Qx3d5EzBLiRX7D%20rij1C7MH4iaU9n4p/tGxBSS4jzx0Jz0FQeHfGAfba3kghmjPzLIcEit7xFL/AGlowe4jO+IcSCvO%2076y+0xpLEymRT99eoPp71FXDKceZbm1HEyhLlex7fpt2l/CrorBT7dPapZ2W3VpJG+VRyRXnfgLx%20bJDvsrxh56jCKf4h7V6BBDb6im+8kCQkYYZ5A9cV5Uo8rsz1oy5ldHlPxUvbTUdJtpLZ/nik2RsB%20wB1wTXA6TpWp6wT9iWGVgfmVjgj3r3XxH4K0LUdN+zjUViG/ckhx8retefeIPBi+DbOPWbDXoriR%20WxLCWCl/ZQOprdVJqPLTepl9Xg5801p5HD6hp0+nX0VpqUDW00p+WRhhG/GrMmh6rpiSXN3YF4UO%20SyZzt/vY9K6PW/E+leItD+y6lYyrORmKVV4Q+uaz/D/jC+06x+w3xE8ScI0o52/3T7UKvinBS5de%20q/yJeHwvO48zt0f+ZJo8ljeWt00DfuoznYfXH86zLq7skaeJVVCj/KexFVr4wG6+0WJaJZW3vCOM%20+1eh6H4e8G+MtODJZSWb24zNhiW4HcE11qsklc5PqzbfK7o4mV4ym9MBmPpnioSUDKyoh7kHpWdP%20LEmoXEdjOxtlcrET3+tLE25VEeFGflBPzD8K642scMkzftbsDCl4412/MT2PtWkm24ZT+9PHA24y%20fWsKx80uBgqc8kLn+dbMFtcXChtruQ+0kDHFap6Gbvexu6JMVvtuVQMP4jyPpXZwypFYhlY+YqHd%203xzXn1ralZo3kUkRtkAnBNdnNPGmg+ajDDSDc2enFVN/u2TFPnRU+3P/AGpa+XuC+YMHJ59jU97J%20JP4lnkmCMI1ALdNvHb1rOs5Ga8to2UsWbfnH3a0WO/xBNkNKuRtGPbvXjVklC56+H+MlVikeEHzZ%206A9KmtdQlOSy5JPUHpU0lp5tqJI25B4GORVW3tHwGELK56iuCVz01obdrelciN1J+8ct19qk1Hzl%200ucRytll2jI4Ge4qK1s0uWVnBQgccc0/XYmtfDl187fu0LZI5FJPUt2NTw9p9hb6Akd/YQTJ97eW%20I+pNRXDaFfrPbDSY0hhQn5ZG3E140nxC163jksoNXxE3CqyLlR+VdT8PtVnv7x5NXvGkhYbYo9oC%2059SetdjrQUbJamDjhXGTa16HoXwNaSVPEMssBhDXihFYndgLjkdq9ZrlvBCxpa3YhXavmjkKMHgd%20+9dTWtLWCPI5VHRBRRRWoBRRRQAVQ1xVbQL5ZBlTA4IzjjFX6xvF4ZvBeriM7WNnJg+h2mpmuaLQ%2007O54FqtnJYTmezVZ7ZnYlC3v0q94Yu7y5NuZr5UmLMUCEEKoPRq8Hul1gXdxEb6Tb5jHb5h557U%20kd7r8DKY7uZWHI2j0r5apksp03FzTfex2rEK97H1bcaneRC282TYsgbc0YBLYPpXH69rPiCTWr0a%20Hq09tII1kS2WJW3hRz17mvBW17xQrLI99dZB4z60ReJvE0Nz9qS7uPtHQttGQPSuOjw5Kk+bmi/l%20puOWIi+56lp/i/xJ4luB/Z2qySXVvIEljmgQGPnnt7V0ui+IdRmbUG1RZr3+ypYy7pAoG05LE49M%20V4NpviPW9FuZ7jSrmSCe4yZiIwdx/GrWn/EHxVpcl09jfsjXoAnzGp8zHGMEV2YjJZTTjTUUtLdH%200vql6marNb3PS9UK6l8eYLy1keZby3TaXUAqNo4p3wrlWy8f61BO2xS8w688E15TbeKNZj1NdWFz%20i9h4RyAMA9qLHxdrOmatLqdhdCK5m3eaSoOc9evrXX/Zk5YZ4dvRwUfudyXUSkpHvnxFmlvfA8Nx%20GrKn2tYhIyAN97GD7V5V4O1G2sYdYhuLO4uTHLuD265KkE8H2qhe/EjxH4hay07WLkPZidG2KoHQ%208dKzTq2o+HfEN8+nMsZmJ3KPmBU9+e9Z4PLKtHBSw87XburP9SpVk6imj1jTNYgvj5t/a3ewx5XZ%20ENqADr9a1rzTtN1PwzdGynGCgkVQAWyoz+teNSfEXxRKgiWdRHgAqsYGcfhVa08aa7aSSuh3iQ8j%20HArnWU4iM1Vg0mmmte3yNZYiMouL2eh7BpWvxR6Ba2ZXybmUspkUZwB16965LUrbRbvUme6uZrfy%20yQ7FRkj1qqmtXSeFU1SC2WS5t5QTHzyGPNc5b+Jb0TXrnSkmF2QdpJIjIr1sRgJUcTUq09p2e63b%201OLD1+akoy+zoej+D30LQ/E8F5bzTylhj51+XZ2b8qnN7pdj8Z7dbe0Jnum8xJzwCG5rjtI+I2u6%20VBDGui2s7RE7XcckHt07VUvPFesaj43j8TjTYIrmFQixKx25xgGvJlga8605SWji1fmWvY63UTil%2059j6mnuLcNcRvKm9F/eAnoD0zXIeLtQtND1DRtRugXtdrqI053PgbAPqa8wtPi14ot7WSGbSrWSW%20R2aWeRyDID/D06Cqd7418Sazqljf3f2eKHT+YbeP5wme5yPavFy/IcRSxCdb4NU9e6tpb1HVqRlC%20yX9LU960jwsbxDrnipY2vJIGe1gUZjs1K8E+reuemK4vxWNKW1jsNbntrmScB0hZsF1HO7joO9cn%20dfEjxFquftusnYqFfLhRcMp7GubudShOZWWOR8AeYZCxA7DnpX6FhuTCUvZUEkrWPDxmDp4yUZVm%207xd1ZmN40gttS1xIvD9iYrOKMA7MkFh6GpdUurvV7Gwtrl2VLOMJtHIOBTLzUZpHITA4H3BVJhcT%20ryDg4xnispSk92dkKVNKNo7bdfxKzQQ20o2Lh3PUnjFSGSLcqAZH92g2caEmaQsT0zUyqu35AAVG%20Onas29DWxDmR+Iwq7uSCegpQi9XYuynr61KFZxlhtQdeOlJlY+gG/t71IWBQSp2Abece1WNK2Lre%20nEkEfa4fvHGPnFVNxLEAAA9eauaWmzXtNw33ruEbQMn74zQlZhufcttj7LFgADYOh9qlqK2x9lix%20nGwdalrvMwooooAK81+NOf8AhH7LA/5bEZ9OlelVwPxbtXufDsBRc+XISfbpWdR2gy6avJI858K6%20IlvLPLaCOG+uMAXGwNgA5IGa2fEcfii28n+yLxpYwMsrwqc+vaotJtC1rH5TeXKv3JAa7bQ9Yjlj%20/s7VY1huAu0uej/Q+teXF3luevzcsNrnml94KvtXsVv2hbTZJk3Ax85Prg9K4u8sfGeiN/xLL0ag%20FOGRxhjj2Ar6Me1+xKsMU4aLHyKedo9B61h3GhW11IZ4gEkzlSO/t9a6I1atN6M5p06dR3seDWnx%20R1q0vFg1i1S0YH51nyufYV6Np3iHTdYhQpcpDLJ/ASBj6V10vhnRr21e11rTob2Ho2Vwy/iOa8w8%20Y/CP+wt2peC5pki6vZZ3bR6AnmumGMfU53hlsjtxatEMeewT0wDSG2U/K7s/Hp0968VsviB4k8Nz%20iCaRZo4m+aKbjPtmu70X4r6JqSqupRyafKw53jCD8a7Y1IyVzllBp2OzSKNWA8sc8nBzg1IvygAA%20KD0BptnNa6hCJdPuYrmPHDRNkGrIhdW5X9KsixCVKAFeB70lxsuIyk8ayR45BGSas+QdpJBPy5+l%20NW33Pkc8fpS3HY5jUPAdndyGaxf7O6/whQQa5+XTrjS9U8mcRh15xjtXW6/4qs9EgZbd1ubv7oiU%208Rn3rzu3uJr/AFczXc5MjMSWzxXlYmNPmXJudNPmtrsW5bdpJnZVQLnge1ILD93IDLEOfyNZs9z/%20AKW7Zw2em44pizgdPmYHJINcDTbN1axrfYY2wS8Y+bgd6ptAI9ct443XgZ3f3aqeefMLLkluTz+l%20OhZ1ju3bzSzHashX7v8As13YBOMpz7Rf+RyYt3jGPdo2BZQ7/muUx3bPFRmKzjAzdLjHQYNZO2Xf%20lvmOcEg9KTyyytlfofauDlsdbNC6utLtYA7M80gOFjiGSxqqdUgjc7LCQ5OTvGDWdqEGbywwDnzv%20uqPatFrOcrnax4zyKqyshXKc3iCVciHS3c7sZ5xSNqd9sUraKjdR3xV7RtJlk06J0GxSTtLH3rTT%20SYU3+dOkfH3M5P0FDcV0B9jkZdUv/MdpbF8bsAoOvHWq51aW3X/SrRoyT8oAzn3ru0isYhgB3mzn%20kcYrKQpd6zK5hAjtxtRCvyg9c5qozj1Qjn3vrhUby4I5Np4AJ5X1+tdv8GL1j41soltTGNwUs3Xr%20mqE4U28oYIAEJ+VRk+9dH8HIU/t6xcptfdkk9/m7VpTlFtadRStY+jqKKK9U5QooooAK84+Ik+zX%20oEzx9mUkf8CavR68w+Jcgj8SW5JA/wBEXr/vvVR3Jle2hz8N7JDljtJBxgnior2985ScALnt3+tZ%200l6gYqW+VW5J9PWgTxykYcgfThj6VqQONzsXoQT1VvSoVuoIpCSC4zxjrTbi2mcckAMcEmq/lbQH%20baTtyQDyKBMs6mWvNFuYIc52ZCgfyrzW3nlgt99tGXHRh1JNd7ayvBcfvj8jjhh0rjZov7G8QzIC%20skErFlXPb1raEna3UzmktSptW92PAzQXCtuWToR7Vf8A+En1VU8vU9whxgSIevuar3FlubzbdtoP%20IPr70+K4SRlhuEI46sOtYVKMam5vRxE6W2xtWRtLqPdYa0wVzzFJgkGszxH4N1DVljmtJGuvJHOD%200/Cs+40ZJS7wN5Z65VsDNNt7vW9Nb/R53eMHnHcelczwlSLvFnd9ehNWqI5pn1Pw7cOL60fapwrS%20r8ualm8USIm6eytwki/IFOTiu2Txg15D9l16wiuY/wCIMMHPrTLbRPDuq/Nb6UyxxDA3Mee/FFqk%20fiiQlSm/dmvxOfX+1xoserN4cLae5/1yg4+tWdNs/FerxzSeF9HmtnaMrJgHdIvsO9dQIbe9tfKs%20fMgKrsFuXPln6+lZ/iPUNW07w7v0m6e0kgb/AEgJwQvqPakudvYrlpRTvLXyPO3tZLa4ltp4zFNF%20zJG3BBpTbtuGeqnOc/rUU7SyTvJvZmlXcXbqxqzaXjJMqORgcfMP1ruR5zuSW19e20wIc46E7eTX%20WWV5JdWAZ5s/Nwo4rKg09byNZFIYFuCPX1rU0/Sbq1mLROjIByM8CtVdGUtTWhuo1McaxtIEHzHu%201a63rSaY8NzG0ADfLKy9/TFY3lXm7ylkVsnIKgdavXqXVppFuzyM5D/P5i459KJ/w2KC99XNXR7I%20y3SzxNujVCuM8g1d0395q1yxO/DDaTxtGOlVNEuAliJipXd94D+GrWmgm4eYPmOZsouPu15lf4Ee%20rhfjZ1KSoVxGi/MeCf8APWop3IkXYpyw4XH3TVQSoAuBuwMkA/eqPfNcXQ3HAVhkA815zXc9NI1I%20Jo0b5wIyBwQeDSarJus1jdTIrHsM5FMQxxxnY79c8qCaqX7jyo4chfMcEENyajqOekWyd/CPh/Vb%20ON59MjVmGCyHrTrfwBb2YjFopjjA5HtV2J5Y4EadF+TAUk43VbS9kbftDMycttPH4U3ZnmNnTeAt%20LbTLO8Vt3zygjcSewrra5/wnI8lrOXbJLjr1HAroK9GgrU0jCXxBRRRWxIUUUUAFZXicBvCmqBuh%20tZM/98mtWsbxfk+DNXx1+xyY/wC+TSewHybeaPGZ7gRRjfvOGz0zVZtN2Da6Mc4G4DketS+fJI0j%20bjgyEde4P8qk+0PtGFwuecnpXlao6RgsYwRuiPy8rjnp3pDp8LMWRVJI61YS8K42/d5wCOtPF6cY%20G3g5PH6UrspFWPRYJJcMvybeu3vUp8PaecnzCoA4G0fjVxdRcdkAHSnLqcgBLRIx/u0XYjKPh622%20nZKCOuSo4qNtAjVQyujdgdo71t/2oGP+oRSBilGqjobdeO9HMx6GHHoKq0ZIHyyqxyOmD1qzf6LG%20+oSyNIN0gGSFHNayammQBEpyafJqEEMzJJGrtwTnqPaqUpcotLmAdEVvv4OBxhRyBQmkIpG0DBz/%20AAjp3rc/te37WucZ4PemDW0Ax9jTj1PaleVihNEskksb61Cj5l+X+lZSaXsULnbtO1vl4PrXR6Df%20pda5CJIljUdwe3vWZq8upW2s3duJUVN5ZDtH3SeK9HEpzw1KouzX3Hn4eXLiKtP0ZQ/s63X5MdD0%20z1+lNazhVSSQmDz9fSm3VxqjlFiuYvm+XaAMt7002uqFY8CB5gSCC3B9K4LPud6IXghD4DsxySAv%20OKa+YpV2RlPM4O7owqwLXXUYD7FE+CSSTjj0qveTX9u0LT2DlFfICDOParSdxOww6Y3nht/lp3Ve%209TRaPvYqkZkxyQO9TQeIi7SbNEuGZThyVOBUx8RuQqtayWykEnK8D8ahqoCSGjR1ifEu2MEbsZ+Z%20fwpJLWAfJDEXO3qeM0sOs2EsxS4kCHAbex+8DVo6zokI3NeoccDn9Knln2HZGZHpEZbO3zCRyrdF%20p/8AZ0EKYm+fnKlB0qa48TaUf3aXcQGTnB5FQ/2rpr4/0yPLdAT0ocKj6BoElpHIDhFww6A8jFQH%20TowuSoLcYwc/WrX9o6eoPl3EZ7AlqdFe2RA3XCqCSFYngn0qbTQcq6laPSkaSTKkAD5R3NWtMskG%20vaZt+ZvtMWSRwPmFPmuyIGFvhsL91eSTVvw7pGpXGrafPiRWM0bNGF/2hQlJhotj67thttYgccKO%20lS1DaArZwg9QgqavYOQKKKKACue8YTWEenRpqU8UKyEhfMbAY8V0NeTftAgHwfaZz/rWwQcY6UnT%209quTuVGXK+YI9MXTW3xMZLOQ5Rx/Aa1LiFbm0WURhpY1+bB+8tfPmgeMtf8ADsy/2ddNNB1a2n+Z%20WHcZPIr0/wAM/E7TNQdba6VrCZm4D/cyfQnqK4q+Dq0lfdHfTxEammzOvtrxY7PYjloR9znJx6Zp%209terJIfLbDKSBWdqkE1szX2mr5keP3sI/iPdlrIi161lw0UhVg2GXHJNcPMzssmdos48rZITg8Hj%20oKnimhQEt8xI44yCPb1rnbbVYrkFC24bsZ7n6VoLOyoAAXDKOg5/+tVqRDpnJ+OvAWm61/pEMIil%20HBCr0Hv714nqfg24fWDpVpHILdWzLdMOF9ga+k7/AFAx2qgMu7OAG6iuO8S67/ZVrN50cLs3zRxI%20ozIPU1rCo46RFKnGS9443w/4Fl03b9l1WO3GMttnJLH6HtW8Ne17TLgw/bI7pUP/AC0wCfbiueFz%20dTSGZbKUeYd2FzwKVpLn7zWMzMeSSDx7mk6tXeLOapKnJWSOkPjfW1BH2W3JxwQ5rLvte8RarG8U%201ysEb9Vj/lmqWLphlNOnbHoDzTzHfNyNKuFAHoeKbqVpbswSgUP7IuCzEtlxySxzzVu10ua3lacM%20p8sbiufmY+wppa7Vgg025Zuh+U5qrdpqpj8yKxmhj3fOxB6etRGL5kNu6CHTTNGJHj8tn58tzyPr%20Vj+yiOske3p1/wA8VU1qOewZTbMEupY87GY7dvrUWnaTq+o25kEWOMBwxINOcJJuyNoRhJX57GoN%20OjVXDSoAT83vx0qGztidPHnSKEmbzAAeT2qrc6Vq9jbRSX+FjzhueC31+lXhpWqTpG9lCgt9vGGJ%20z9K7acJQws21rJpHDW5XiIRTvZNk3kWKYyXLL0JHapNtnGy7LcsMY5PWq66ZriqcxqvPI604aJrE%20hIwAP4QTiuD2cjo5kU9VmYXmnC2hjQifncfY9afqGo3ltbs5MR3cFVP3feq+p+H7s3en296qsZZc%20qquck4PH1qDWNA1GwtYiJlEO7/VynBH+NWqbdroXMJZ3M9ppVilrcb45G2ru7ZJNXbg3sG0+aXaR%20wo+UHJqpbagVh0q1nt1sW3/JLPwrDnmtjUbHVZZrBEe3dZpsqytx0NN03e9hcxV1KK80+wkuJbjZ%20Gi4PA496zbKFk0U6h9sKtdTDaAM+Zx1FaHirSL19I8u7ukYO2Thu1Wb3RHvYdDW3mVVYjCAAAdac%20YO1gurFXVY47TR7qdbuQOsWfujg11nwc1m0k1vT7SJkErYJ55PNct4x8PzWHhe5kN15zP8gX1ruv%20hVoIg1fTr1ZlAKqfL2DI/GqhTel11Icke90UUV6JkFFFFABXkfxZdR4mt1bJ/wBCQkf8DevXK8R+%20NOf+EwtAXYI1igIH/XSSqjuJ7HJNIjHnbxyRmop9Qh2MqOWHcgcZ9veseV1BbJyx4Yg8H3qLzyg2%20rjitLmZpWviN7TMEpLDsW6iro1W2mBJm2MwwV9K4q+k/0kNu4C/N71AtxjBhOG67W60hnV3UySS7%20PMZrcHqeMN7VUlEGPnKySRngN/GPQVhjWGXIcE+xGMVq2FzHNsFvGs284jJPIPpVRvcmVrEMM0dr%20dCG6j2xSP+6yeAcdCaL+02BXf5SH+6fvHj+VXfEOmz28itJa+ercSgdm9qrFJ2jKzI11bDliB+8j%209sV0uFjmUrlO3aWCTyp2+Rx94c02SYq2xAwyevr9KmGn3e0fZJPOH/POQYI9qpzF4wVeGSIgbSSO%20Pwq0mLQa5W5mUkAHoPQ/U1r2c4gtCufKaI/MoPBFc5b3EUL/ADPudDny15NPv7qPTmS5yw804eNz%20z9R7VnVXumtPexuxX3k6kl3byLIsg+fB6GrNw/mCVi3mcfdYfeHpXBNqka/NGSEY5APG32qRPEMs%20bDeTsAwcHJ+lcqaOiz2GXUCLduluMwF9yhuo/wBmqr2x/gycDnI5HtUsbebKfIky6/KM9MdcmpWW%20e2ZWmG5W64rdWZlLQZpuoXOnvGEyyds12uhazFeyfZ4SpmZfmjJxmuTiW3n3YBU91PXPtU8Vo42y%20Qsd4PDLxz9a0SaWhm9Tv1e4W+iLafIkURweKs6pNNPYTy7AsPUE9Vrm7O/1+0UfZb5SMZbzVBAP1%20qz4l8RX0vh+0tr0IkzP++EY5f61bnFQaIjFuRp6DKJNPuN5KnHzD0Na+lXCR2qRZDHnnPGPQGsCz%203WOmW9mn7y7uyD5fdRWnbwG2YwSnEkDAk+nsPWvGxC91HsYX4mjdS681wrRNg9McYq4nMYYts5xl%20e59KxEum3IjffJwc8GtiO3TywUbeCOcnGPpXnu56sbdSZ2bywISHH8RzwB65rGuZP7UvRAX2tE45%206DNSapfJZQKIj/pEykKinr/9ao3S00ux825Ri23cBnkmujD0nJ8z2OXF1uVci3OlsLqe7gW2v4wk%20nQEHOPStGRJIMEZ+VclsYz7V5VH4m1CZJEt7ZxIp+Xk5I9P/AK9O1LxZq3hA2zXcrSwXvzNbnkp+%20PWqqUnvE4IyTPoDwPLFJb3nlsXbzQWbsflFdVXnvwh8T6f4o0K7ubCGSGVJgs6OuADt4x+FehVvR%20TUEmRLcKKKK1JCiiigArK8UjPhPVAQTm1k4H+6a1ay/E67/CuprnGbWQZ9PlNJ7AfI9vbSSQu5ib%20IlkGPT5jTxAwIMiHHQZqfS5o4EuIVutxSZwC3fLGtFLzP/LaIZHVgMV5jTudBhg4Xa3ODwcdKXI6%20hfrW4JFP/LeDH4U5JkGAohIwTj196Wo7owDx0wRkf/XpDvypBA65/pXQLOqggRW/PI+amG7XnKWu%20AORup6hcwNszLkY46mnhZM4OemcelaUusJGRuFuB2APpVVfEaSswtII22kBs+/ejY1jTnPZEdtbv%20JdQ/KxXeMgd6kuYxPqEzQneM7TjtjtSp4lRRL5KYaIgjA4J9c+lWTeS29ulwSqRTfNnaOSeuPWrS%20bi7GcoyhK0tCuNMnl5MbcDHFSrpUxKhlwMY+bjFPOpxMm43AUdcA1E9/Gy8O0g6jmo1C5oaRaCy1%20aCSSWPCkjIOSPw71ueMbLT49Wt7uaQgTxDCgdSB1rm9OuPM1S3wBjeAx6kgnkV1HxThSDRdNvZYD%20GiyBN4/gBIAzXpU48+BafRnmVHy4+LXWJyN1PYLqVmIlyfnJ9Pxq82porfufKRcduSaw5zp8uqaa%20YbmOVPn80xtnb06/WrayabBqs5EZdcLtBPX6V5/Ij0r3LDXyu+0zgnvziqurzBNOVlcA+Yu0k9ea%20z7bUV+z36mBRskJTBycE1H4guVn8PxKh2s8ka57jJ7U1C0kHM2bmlKn2EyTMcvISQBVprlAMRwrj%20J6qDWO73GnlbZIxLGsakEH5mPfIqJ9Ytos/ao5oCeAxXg0cl3oJtli6eObWbdZIozhWONgHanPZ2%207Bj9lg299wxWZ/adpNrEb20olMcZGQfatBd0q7n3HjOAKTi1YdytNp+nyKyfY49vG7aPvH61B/YO%20muMm06HbjJ4q9JOsBI8l5Gx94Doe1UprueVdvlSKAfmGOhqPf6FXTIpNE0lYgRbEgNggMeKqTaJZ%20veRxwhyuSWGeP/rVaLuVKtDMpbJJ29fSmRyy+ZL5kLAeWgA9+9XFzXUWjCfFlCrxSMsO7bgDOT9a%20uaNdX8WvWKRalIG+1xblx1XeKybzdL5UTwuEJJbdwBjnNSaXHG+t2UkRf95eQkFTnI3iri5WVydL%20n3BbHNrEf9gdKlqGz/48oc/3B/Kpq7znCiiigAryj4/5/wCEOttvH71snH0r1evK/j1g+ErUd/Nb%20H6VpT+NCex84LmMb1yoxwp6805uEww3oAASDzn1qXZ3AyV+6PT/61KsR2j58jGCcdRXoGR0vh74i%206noXl2V+HvbFQNrN99B7ev4102sJp3jTTzeeGWJ1AKP3cP8ArG+q15m1muMsCD94YOf8im2x1DTb%20z7Zpd2baZPutGeQfpXnVcDTlLnjozsp4qcY8r1OgutW1Lw4Ftry0vLKYAuWkU4P4mrGh+M9d1S1K%20xuQFPGzkmqZ+LPi+6szZ639luvl2sZYEG9fXOOKoaZ4nudHuDc6fZxLHIPmi61zzwcrXiXHFOO7O%204h8ay2U0Vq1h5kso5kdicGsjV/FDXmo+cyJJIibCichayZvEKeJtTtYmgSzkD5QxtktnitXU/Dt0%20t9AljaeTbRMfNlPVxiuOUXSlaS1NXUdWN2zq9IvJ7nTbU29g7jZtLFMAn61dkurtFDNp3yvwDt4P%20tU3hK4STQ4bb+GL5OO5FbjtGsamQbdx+Zev/AOqtI3ktzmkkmc3LeahCFUaUxbHRQf0pFuNVZAU0%20xyPxro5buPHONyn5TmsbVteXSLcyfaEjAOSjN2qnzLW4tOxnXE2vOFKaZsyew5rC1Oy8SyQM08aQ%20DG472I4qa7+JFmysIZy8nohyRXNan4rk1RykQmcSL97JwKTb7jSuX9X3XNrp1yrq8nkCNsDODkmt%20rw1FrNxp7Lp0ULqX4y5GeKwLO8Sbw/HZOuyRZNyyDnjFb/h3xKdDtXhaDzecgjt7Vkpe9e9jVx92%20xQ8WPqQ+zWGoiNJGIkVY2zz05roItG8QW9uiRmBUOON3J4rmtQ1qLVvG0N5dIyW8Jxtxk4+n1rs9%20P8WR6jfSqsLZj+4MdV6V6Nf3adOF/P7zioxc6spJdbFGLQPEouJDcXdsISuEQNyP0p9zouvW8Su9%203EQpyAD0rZuWu1hk8+6htFQZYK25h+BrmlW5vJDHFJcXJJy744B9a8+UkluelHC1PtWRyPiXXLvS%20tQtJriUOsbfu2A6NWXe+KL3VdJme5kjzEMIinJP1r00fD63vdk16nmso4BPA/wDr0x/hx4fn3RtA%20YxIfnG4jJqFUsP6ueaP4hvL+1tIpY4meEbQpAyq1jprl3purq+m3jN5JyqE7lH0Jr1S6+D+lupFr%20qDwlhtV0O7bXNX/wT1KCV20+8RwR8oc4ya1jUju2ZukzPXXL7W9IS7vcRwFtiyIMoD7nsa0nh1Se%20S3ms9S3x2o/d+UoIHvXPWnhPxLoSzWN/bmTTZm3SIpJwfUV1lxp+ksqTabetY320L1yB9VPFKbu/%20dY1G0feRgaoNbvZFtr6+wIB5xLABevf869N+E1jdQ6tp0l2tyo42FF3RkZ7mvPL651NJ9VS4tl1C%20V7XyhJb87eQckDpXr/wo1bT7tLK3t7pXuI0AliLfMjZ6YrWF9LnPLyPY6KKK6jIKKKKACvBfjldp%20b+OLVHZgG01OAP8AprJXvVfOP7Q0hT4gWXPH9lx8ev72WnHcT2PPnvlMgAyEA59agk1DbhYjkMOD%203NZwJC5BywHUc/gabklcDoOfpWl+5NiWW5eTd7jGfT3qNH4w3Q857ilFvKdoYAE9eeAaeLIsoL53%20A8e1TzD0KN1uZ9xyc8cVWfUbnTVEttNjBAAz0PrXUQ6C0gy0g+lc54p006dM0a4ZR0J4z7ilzsZ1%20epX09zp1tdSvI4lQNIAe/qKzMRuw+zXro+OY93U1c0nVI9R8K2vlqrPbDZLk8/QVA5S8Up5UII5w%20Gw2PWvSSTSaOB3TaI3OooxjE7EY5K9agWTUREGlfMecMh5Iq7HZzWy5ifCt1XOcU5NPZYgzSFlJy%202fWmoivYqWTS/aAJYUJb5t4HWsbxDLbXOrCS03BsYkDHI/Cunt41iQyE8L3rldcu4LnUzJCoj3ff%202+vv6VhiG+VG1DdmVIpXPP8A9eqzkqM5wKuFV2nB6+vYVWljO0Y4OeK4bnWdL8PfsF/rr6dqyoft%20MRSCV32iN+xqu9rdrcShJfOKSFGY/wBK5mPKyoVYqc8FTgir7Xt1aTAxSkns2M5NawmluRJN7Gyh%20umkQFAVBwzAY/wAmtmAojIWLkZ4AFYi+Jt1qYprNS5OPMB7euKgttYnmuFjjCAs+1TI2Ao963VaH%20cw9nJnd6cS0rNJEZADlAxx+BrRFqmu6mNXu7Y7UG1IB/GwrKtbJfspN5r9qzcYs7Vw7N7k9RWzqf%20i63023SGwjWeZUwFAwE/GlUqpqyHTptO7NbT7aLS55dR1J1a6ft2iX0rLbUV1PWJ5bSTgDCns3tX%20E3urXV27td3bYZtxXpj2roPDFrINMjkjJLM20ADhgfeuDESTjod+GT5mdpphVCJbmMls4UgZrXmk%20SOwaZnAVAXOOi4p1tZKtpCmACVxgn+Vcl491VbPSf7Mt1Jmn684wvc1wRjzSserKapxbOcPiD7T4%20jN7ckmFW2r7V1QvIL2+R5HaSML8qEcH3FeZWscjTKiI9zJ/dQZC13mlRQ6YqS6vdqspHywv8v5V6%20cVZWPFlJyk2zsbWVYk+0XVhFG+NkZ6ViePPC8mteG41iZkvIn3Q5Xhx1xmoZbLWtVb/QUmlhY5jK%20DIrXtfAfirUmiaa/jthGMgO/IP0NS5ISNL9mBZItH8RQ3KmOaO8QMjcMPk9K92rh/hr4SbwxDqcs%2014t1PezK7lVA2kKB2ruKcdgCiiimAUUUUAFZPivd/wAIjqvl/e+ySY+u01rVj+Lcjwbq23g/ZJMf%2098mgD5s0PQ9MvbzURNt+Vhna3TI5z+Nax8MaI4wJBnI2nd93FY3gHS7W/vL4XEsjjexUA4yc85Nd%204nh+xV8NbkjHUOa50k+hb06mD/wi+hqvzkMcjB3nmhPDmhDng9v9Yetbkfhqza4d3RvL6bGYjHuK%20jbw3p6MT5LEf754p8vkK/mYk/hfw8AGlnWMZxjzTWfNpHhaFXwCzDv5h/wAa6z+y9BjdYZbXMrDc%20oaQ847/hUM+maEpDvZgkdPmOGp8vZBzeZ5Xrt5Yx6hbx6fbERFgHAG4D6n3q7pi2UepxvdQq0TOA%20VHAxXT+INT0q0s5I9O0yNX2n5uprj7S4jmgDSOA3Oc9qykrM1i3Y7l7bwuJCWSLGeitRs0eTTLeS%20ZVkiR5FiJOMc8DFQ+D9f0K0tntNcNumw7o53xz7VdsNc0d9YuicPZEgw/INvH3sVakrXtYlxbe5k%20ytoECSSGDcqjLbRkn6UsA0VoUlgtnZJOeV5H4V1sWt6DIfl8g7TlUKLx9alOoabj5Ps4yc/dAoS9%20BbHJW8mlm/t44YWjk81cPjoc8Zrs/HsMS+BPOu18xEuIgSBnd83JxXPXG268RWaWMazPvH7tF6jP%20WvRvGHhe71b4a6hbWZC3TIJQrjAGzJxXXTlahJPqzhq05SxMJrZLf5ngGtXnhq81LTQkCrCrOsxi%20ON3TA47020n0231S5Gj3m0MAI4LlR19MnmuPtvt15qqW1jZtdXwbYYIF3FmHXArs7L4PazFE2oeK%209WsvDYlYSotzKBIMc9D6VzWbR6DsiCPWmt5JoLzSTvc4Vol3Zx1NS674k0W+sLewtocS4COdnQ13%20VrofhLWZrWI+OrO4uoE2sV2KJMjrxVPxR8MdR0yy+36TDBq9rHuYyWvzPg98D0qPeT1Q0ovZlLTp%20JLqyigt9MaUxRqhcjrgcHNUNc0TWtTiaGHT0jwAFLDham03w+L7So7vT9VuLG7c7WVuxHYgnirb6%20l4s0GZYJGg1aDbkFWw59sAVfLdaky+J6HDHwbrDX0yG2DyQxoWVOOPwrTtvCmvRwLIqeQpIwdxbH%2051Yj8ZSW/iq61TU7a4tQ0Sx/Z41LdM9c029+JVhcxzRRi4i3AhQy85PtTtfZklGa91KymeBb2NpE%20PzeZGoGfrVlbjV7pNgjsX2jJ/eYJ9+lYtxJjYUUsJEDNjk5qKOXZzE5Q9QQ3rSvIdoml/aeoyS+W%20bI/uyVZohux/9aoI7v8A1slxdRW0gfb++IBI9ce9Lb6hc27O6OFG35j6mmnZd26vdognkkJPGQB2%205pPfUaVrmT4g1y7hvI0hkinjCEKyYI5GDVPw1cSRa/pkW1mVruHIz0+cVe1Lw3eXkzz2UkTJu+4T%20jHsKb4c0m7j8X6Ul3bTRIbuMq+3gYYd6a5bWF1Pu20/484v9wfyqWo7f/j3jz/dHapK2MwooooAK%208u+Ow3eFLXAyfNbH6V6jXmPxxGfC9qMgHzWwD36VpS+NCex887TnHegJuHy8k9BVgoWOD16+xPrS%20eVnBJI2rgYH3q9AyISuMEbunen/fB3fKq9gOlWApGDwxxkgHp709I8Afl/vCnYZQltlMbZX5duM4%20zj2qhJYvGVaEN8oyAe/tW8IlyCRggetMkmEZIlXJ7YGaloZz6XD297BMyKrwyB9x4J/CvQdS1+fV%20oXTRpVcEfPKzYVR6A9zXLT2kN2xKlC+cZBrFvU1DRoiLSRjEXyyIOT7152Mw7qWlHdG1Kajozu/B%20fia1tre8sA4jnSYnbK2C309q65te3IGHzZXPXvXgi3F7LcXDnTp5WkUFmVSGVs9eOlWB4n1jT4tt%20zHKGDbk3rjIrh9nJbGjcXuexT6nPuOZenPHauE1fS2uLx7qa+kuAzZ8tjgD2rnW8dX4+Ty+QMEnv%20VWXxZcueUAYjjnoaapyHeJda9s7K8EMkTK7vj7vU/WtaSZ7GdYF0+c5P3gnFcNNqRmk3yJ856uT1%20PrW14XuL/VdZjtZLhzFGu5wTkmm6dldjU+x18NxI0bN5e1UHO4Y3fStXSdObWLS4uY7tIfITJBPN%20UzZjdgEsM4HPSrsk32LQZ44PkaU7SQOo9KinBVKiguoVJuEHJ9Cp4e0YazeOZJjHCgyz5969A0zQ%207LSLN5dMuTcyyDhmH3f8a8cbxjc6JPJZ2kKyKGzICcEe1OtfiNqsl5bpBZgSSSBQVc8jPpXZio81%20aTa0WhjhJOlTTT1/zPaH8IxWc0N5FeyalKy5mizwoqzLqerKFitNIWO3DfNhfmIratlt4VTLFH2A%20tj1x0roIdPtzo73mW+7kMay9hHdnU8XN7nGx6peuhQabJGu7DEZOBWP4h8VaVoildRvVgvY+ltkZ%20NeV+O/iFrMPjbULW0vWjtbWXYoTo3HWuEu9akvLxbnUczyg43OckipdGL0Q1iX5H0toPivTdWCm2%20uIZSP4d2CD9K6uExMo2d+eTXx/bS3816ZtLSSJkOQ0bHj8K9L8M+NPEtk/kXji4VBgkjBY1hKnyv%20c1hVU+h7rLYRzHDBXJbBA5zWHfeEtPuDvMAODkqBjP41gad8Rra4kWKdXhMZ5cjAzXV2HiS0u40d%20JVb0I6Gs7Kxrdo5C48ARrM7W8ssLMOoJ6e/rWh4D8Ef2b46ttRMjFkYAgfKDz14612AuIZ13qVI7%201p+Hdg1FQoxyNpxwRn19a0impaMzm04vTodrRRRXeeYFFFFABXzb+0SSvxEsCP8AoFR/+jZa+kq+%20efj5pkt78QrGQBvKGmRqWUZ582X/ABpoDyKFRwcdueav2umtMwLDAIzhRnmtnSdMgWUW5dC/Xnri%20uosdIkCkW8SrFnDMepNJyQkjl4dAdZdxQn0HpWvaeHo4V33ERYbOMdq6aKx+ywqRkuOTxnPtWfqe%20pfZsh49qnqR6fSouUYU9taQBjA5Hovp7VwfjKRJdqxtyvBz2rY1vXollcRMAG7A9K4zUrxbnduJO%20W600Bn6Zf3FlI5gckE8p/C1bemaheajfrbQ26TTM3yfNjA9OOtc5CwS6bPAqeGR4ZVkhkaOQHhgc%20YrWNWUVa5m4Re56pYeF/Fd0Gb+zY1Qc7y5x0+lcVqGt38c8toG2lW2uQPummjWNZewCSaxcFJBho%20lcg/zqjIhST96cluSc5JqnWn3EqcV0CW/v7sLbtOwDH7oGMfjTGtHBYHBJOTk0jDCCWJSI/4CTyT%20QizTH90rOO+3nA9axcpPdmlkhrR8kM30I7VSlOOIzk+9aQ0y5miaXymjRDh5G4AqlLbFSTkEKeua%20kZQIJOec9TxWnaOu9Y5VSRCuDk4INV2hE0ixrti4wSzUtuoSXC7Xx33d6GFi29rbur4Lqy8DjqKB%20aPNHttgr7eSQfmP4VNbLKLhJIRsJOMsMjPpg0xyYZmL5Rj95UpXYzU8N2u2SWdwVAQ4bHJNaMlpc%20sVcgorHCrtyak0aWGzsIw8U08Eh/dbEyxb3rq4tM8S3dn5tjYQ2cIOPNuD0H4jrS54pXbFZ3OMk0%20OY/6uOQhjgErXqvhDQ2ttMgiCbWA3ENWPbaQun3trLqGqpPck/NbqBt/A13FrqKRQocqFYfLxxn0%20zXPUqKWiO/C0nbmZpR2QEBAzufg4Gdp9q878Y+EL3UfFCssbyQsmEDfKF/GvUbGeOSHBz+8PFTCO%20Myf3jnAzzj/61Yxcou8TorLmg0ed6R8MbmNVS6vIo4wMMtvhmANdjpHgDRbNndLYzTAhg87FiPwP%208q3orRIlTy8q/wDEfQVfhJ8jbjaM596pc7fvM8qy6CLYpbxKlvtHGcRqPlpz2yBd6K2e0hPf6U5N%20okJZ2VSOwqyYCxBaXII7f0rTlQGjoShYJQCD8/UfQVq1R02NYxLtXaS3PPsKvV1Q+El7hRRRViCi%20iigArM8Sqr+F9SWT7ptnB+m2tOsnxU5j8I6q68lbWQj/AL5ND1A+btBurbT/ABo1lZIFh8uRmJbB%20BzXfw3yNgkhz2IPSvAE1mWz8ZpdW07RzSyNHISu4EE9MHpXd32tSaRKsc5cxXONkijjJ7e1YRvFF%20yjfVHfT6msPLSA5OBiqMuvJ0LDg8CuLbW0JzKsnHcDioJb2aWEtbxSSFjwAvNVzSexNkbGt60Gki%20mR+VbBUdQK8y1vxbrl1fzeRetFbI+0IoB2/jXRXltqt4MR2Mp3KQeD1rJsfCWs2+pO1xp4kjlXDg%20k4x/jS1vctK5iW2rXE5YXc8kzZ4JGPxrWhSycAtKBtOd2/gE1NfeGr7TrSV0sB5Wc5ydwPb8KwrC%205zePHdqRvwuCuM0pJtFqyZ2FrZ2MaqZZQytkjIBzXT+GG0iPUkW5QOoBKx54OPWsuximuNLgQpHJ%20HAcRkqAVz6+taWnWx84rcIi7gV3AYzn+VZWV9WaRm4vbY9NtvDXhvxbZj7HAthfDPzxncvHSuI1v%20w7d6Rqy6fdxnzpMiJh0lHqK1/hzcNa3D25cqkUrYyevPrXq2raHa+ILa2nkTNzbNuik/u5601r6m%20tWMIyTWif4HB6Pptv4H8LT6xqW37TGhk3D5mAHOMGtfQV1nxf4bXU9f1b7DY3eSlrCoO6M9Mt1BI%20qz8RfD9tcfDbVBLKsJhtmkDs3UhScVwnwb8danqeg2tprGhXc1pbJsjvY4iUIA4BHT8a3glHcmUl%20OKUF1/4Y74eAdJ8PaDqFz4Gt4bLVJISY7ph5h3Y6/NnGa+P9RHiTxHrN4t79t1a8imdJSGZgGBwe%20Ogr7Sl1E3ukTWmhQvHJIGH70YwD1x/SuH0YaX4UulkvEtbKQOzTSzYBPqeetTKpFOyClhZSTbe3T%20qfMVlpNzpl8kt9aS2+zIbdkFT2z6V3Hhnxrr/hrXrabTr15ojzPHIco8fp+Va/xf8d6B4q1qFPDE%20A/cBlnuQuFl9sdPxrz7TY3Fyz5YbY35zwCRwKJPS5NNWdme9/Ee606y8OWPivSIgLfUABIkQ4Rzj%20+prz+z1+JwHuw7Socqy9vrXY+JoU0r4B6JYavtMt1Isyc4xyCK82ly77bdMbhknFKSuyY6J2MrxI%20t9q9zdXVjhvMYfIp+bg1hrfX9kPL1TTvMRiBl02498ivQLC2ihjDRgEn7zZrR8qGaP8AfRCTsVK5%20FVr1M3FHnE09mcBLmSGQAZxyvPvT3WcKsTeTcL28t+W9eldNq/gWw1BHaxJtJgdx5yG9PpWW3h59%20LtVWW0lkkAO6SMkgUk7i2M1b+OEN5iNAxyuH6EHoPwrSiktxLHZBgzpCrsQc5zVNtQ8qLbGgO0Ab%20ZIwdx78npQH0+Z1k+ztBPj/WIxOaq1h2bWhpRHIALFUB+RVP9a2/DuJfFmkpO29TdqVRmxzuFc4t%20veonmxzxTxt2chCPpitLw9K0viXTGWNomt7pD6hssBwaG1uEYNysj7QX7g+lLUduSbaMsMHaMipK%200MQooooAK82+NShvC9v8uT5hx7dK9Jrzf41HHhWDr/rD/StKXxoT2PAW+V/XnjP9aRk+UZHPfHYe%201Kw2HIOBn5s1JlVGWOAO9eiZkahlLcfMTkHtipFXO3LdO54pFm4zGASOc54oJ3rlWwTyGpXAkbC8%20AcY4PeopJ1VuI8Z4+YcfnUe87dsoJyOo7mnNGzx8AMuM5Jo1BDJxbkEMmzdyrA8g0tlcm01G2uNi%20XccR+aOTgn3qKSEMhDo4JOeKy77zNPjDxlpID/B/F+dRJK2pUfI9dgu4b6JZrTTwVkG4OIgAB6Gq%20mo6at6AsunxgL8wyo+Wn+F11O38IWrWygI6Bljfr9Ki1DxJNZTmHU4/s6njewwPzryrWZ3JprU4f%20VvhpJc3stz9qKvMdxVUAAPtXGa/4auNESP5C4TiVhzivWJPF1m6PHHcQtLj5fn461zfii5j1WFo4%20CpD/AHlU5Yj1xRqHs0zy88Htj09K6v4dwefrdwzZ/dxZBHbmuc1HTptNmWOV9wZcjAz+BrvfhRaZ%20iubmQFEL4yR1GP1pTfuGEVaVmdQbd9pYKBznGap6lEywpFhpGA3sB0HvmunljQSExxFizYIPFcd4%20iL+Ze+QGYpH+8CsR+fpWuAj+/wCZ/ZTZjjJP2XKurPObu48++llYh90hO7pxVjw9CLzxRpkDcLLO%20MqDjI+tZKylYwTgDt7V0/wAOrWe++IGkskDNCs3zPt4HB70m7u5a0Vj6WusLcMAMhFCgD6Cuukdr%20fwQh6ZjOcDPrXIXL5dyOPmAweP1rpdfk+zeBoCfvBOmetaPZEdT498Q6Lepr99cXsc0aSTFgdmcj%201qjFa2SqnmRlyR8oz1PofQV7sNZs5m8vVrZGjPbaCQPeub13whot9vudAu4bW5Y5C7gykenPSud3%20Z0pI4beNLVLy0WJCq/NAHyJF+vrWpKst3phv9BvRKI13SQYG4f8A16vWnhm0/see/jV2ns123CSD%20/Wf7g71XiItrNtY0Ty7d0XFzay8eYvrj1qeVGq51sYcEtzdwJGkrB5XzIQOn/wBate3+3aVJhJTD%20Ioz5W8lQfXP9KxbTUJreEvaRoqvl1Zj79vWtAXsEzlri4ku5twwqJyOPbrUOOpummdbo3xFvLZTF%20eQ5kQfMCcEj1A716d8OfHVrreuQ2g3K7YK5HHX+deCpZ3c9x5ix79j/IO44/zxXafB4TxfEmwiuV%20YPnJwvH3qSirmcpPldz6rooorrOAKKKKACvEfjJpWpXfji0ubB2CLp6KRjIz5kh/qK9ur5/+PPiy%2060bxxZ2FuGCvpqSkj1Mko/8AZaAOfitfm8vWtPkIzgSxAgj34p6/adJmFxYXE1xbZwysvKe5FefS%20eK9UkIKXMgAHRh1NMXxXrSQOkd2FWQ/NlB0qR6nc3vjOWPcOqHjgdK4jV/FNxcGRSSpfoc/dH0rH%20u57m5Cxjczsf4epq5pfhK91OQfaWa0Q9HkHf05qW0twSbMWaaSfdwSM9WGBmoRDAVY3EzByeiLmu%203/4QY7vJ+0vK6nAMSZpt1pGh6RA/28qXx9zd8/5UudXHys8+kFsZ/wBzG+z/AGuM1IiEsDjC+pHF%20WNT1CKVmW2twqA4De1W9IuLiXQrmFoFkgD5aXHMdWIhh2qQNpbnj1p8z7iFQYA7GpfJt2BeK4JXH%20GB1+lNjjeR/3UbEE/KMZyaQiydPYabE5cLubcD6Covsiwq7KZi+3GEHBras9O1M2ojimjjikOSrq%20CR+fStNfDcuwPLe7wx5wgGDWLrwRVmcjML0RGIiVbcHOJOM/41Hb6dfy7Y4bNnHUEZIxXdxeGk88%20qN0zZ5LMf5VrW2iS2kImLFY14IA6e1ZfWV0Rag2eZPYXwVoTabXY45Wqy6VewZJt2ZTyPl6V7MNH%20t5bhFmUoB8xcc5PoKkfw7ZyM6gkhuVzxz70vbs0dJo8QN00XBBVuwrT017SaRpbjmTGMDkkfSu91%20PwLDdRyCIAkj/WKOF+nrXneraHcaLcgurJAx25/iFdFOopaGUotHdGOy0jw9Hd2Ucl1btKA645T3%209q9Bt9csPEE2m22j3Qms9oluYA3zNjjFeX+CfEkdmzWV5iW2kXPzj5foa3k0HTL26+2eGNQGm3Kn%20cEDcZ/wqp4dS95GfN3PaZrHT9SsntzZwgsNkZCAMhx3PWuFsospPY3Ctuhcjd2HvWh4P8TXF0ZNH%201IldShXCzBeJB603VPDdw+oW1gb1o/tkmZPlwdnfmuRwlex6GHqqKfMc54F1q7umnsVkkn+zuxEo%20GQcH1r07T5WvEG23JEXXB4J9M1l6Z4N0XQHZdNvP98Lzz61pT+KdH8N26RQ7JS0g3xq+Wz6n0qo0%2023dmtbERatE20ORuKkdsY4HtV4xwpHulZEwOkjbfxrynWfi9It0yWgjW2BwHwOfrXFaz8RrnUmdp%207o7c/ukjb+da8qPOeh7vfeJtHtIN0+RgEKy8jNYt/wDEXS7NYhDch3z8qKATn/CvnTUPFM94oAuX%20RV+ZRnOT6EVnvqt7OzNENpyAc9RxTsM+uvhz4xi8WR6mYY2QWs4QlurZUGu2rw39mcSf2Rr5kyT9%20rTOfXZXuVbx2M3uFFFFMQUUUUAFY/i7P/CG6vt6/ZJMf98mtisbxeXXwZq5iIDizk2k+u00AfGek%20eGJtZ1a4N6RGyTMywZw556nuK9E0mGS3jXT9VsirICY2I3gr9T0ryC61fWF1aSZrgxSpK2GAxnmu%2058H6lr2uRyzX920ltGQFQIMn1561PKup0QklpY9Bs7HTrhY3MasobBBHArRMFlHzHDGChxtXofQ5%20rmJWi08LLHc+XtOXjY1BrrzPpMmp6TebmiQsYRyc9uO9LkKVRWOz320W5I0GWHz46fgaqXOqWyti%20PblBjk849CK8KuPE3jEWf2id5YbcNjzDHgEntmsmTXdavZI42undy2FVeC2aq2mhPPqe53Wp2s0D%208bgwIAP8q8a8UygeKFMPyAYIQDoau3viOTRbmG2VmkQqpnjbqp781na8ILhLfVLTJ3tgsTnPt+FI%20cpJo9A8K6gWRY3wUlXnJ4U11MlsUPy/wjI9/evOPDdw3loiHsTj0r1nRCNQ00GQjcoCkkdRXOo9C%20ZaalHRJpIfEZDjrtJUnGfSvZ9K1b/RwJDkAgE/yFeI6mW07xQ0kXyoUTBByeBXdaFriSIpj2s7Dk%20E/rWb0lodyip0lc9E1Gws/EGnNY6lAZLaQgsgYjOPWltrWw8P2It7aFYLVBhVUYFVtKvRKgX5iRz%20uI4NbDolxHskTIb1FdEdV5nnyvB8r2PMdS8Rsmq3EmnEQQqdu0nkk98ViSfDXQPGEd5Nql/PHe3E%20Z/0gzHYnHGQTgVq/Ehbq1khttF0lXu3Y/wClEkJGvcnsT9a4fTdBie8lbV9TuL+SUgTRI5iAHphT%20+tcvM4SvI92NKOIoqMI2fc8UurQ6Zrl5pEMsd0LSZo0niPyuAcZ/Guu0LTReaxpOmqm17mdCVHO4%20ZG7NbHxT8EeEfDMNpe+Gr77PPdNiSwklLOnvknPen/BTTr7WfiXaeWvmQaarNLMRkAEcfyrq+J3R%205EX7PSWjOy+MMWo3viC00vTNOubmy0qBRlIiY1yMHn2xXmYGZswuYSpw6N3Pp7V6T8UPif4q8K/E%20gWcIgtrCFRII2jUidD1ySOpFO+IGkafqvhaw8daJHHbQ3KqbuLoFY4xj8TVW1JvZK5wUNy6oftKe%20Ufp8v1zV+B9ygxuCPY8Gs6G+imKpI8ZU8jJzuqwsUcZLWGY3bnGcgn+lAbmvDnI8s8/xcZz7irTQ%20o4YbxgDdwc5zXPR6leRSIt9CYRk4ljG5T9T2rUhu7qVfNjKSJ03IAcCno9xculypq3he2v4BsHky%20dVAH51iReEJbaTfJIAi8njO4HoK6x55QhYHrjaepNRlwVHTdnkFuR68Utg1OPaWCa4e0iJBiIBJG%20OQa2dPgEWsaeyKAslzHhs9DuFW5Le2kuiyRIpB6gdag0KX7V4hXnEcF5GgwM5O8DgUTleOhtQaU9%20T60tQRaxAnJ2Dn1qWo7cbbaMYxhRxUlaHCFFFFABXmHxxuFg8NWe5iA0rDgewr0+vJv2gQT4QtAA%20SPNbJHbpWlPSaE9jxJnH3VIZ8cA/zqry0zbvm56A8VVtr2GU+VHKM/7XBq4uG/ixzkEjGDXcjMe2%20RyMBs49lFOU8fKCv8Pvj6UAZzkfKW7/zp4Clgfvbv0FUIlC7yOx7A9qmSJFwCrADg57e9RRgjGOM%20fjVqMdep7kdSR6UMYyYF4hx93rng/lWTc2krlo92CME8Z4zWyVBTgEsRjI5FVbhd25zt69mqGUj1%20Pw3e2V94eto4JkDwII5EJwVI7+1Y3ixbGWzkW6EdwACQWOMe1eazreuyLbs8UbnDhHKsw/CtW98P%206XLpLXUOoXICplllc5z6YzXDUp8p0wndnkt+vl6rcJA7eWjnBB7Uo1C7VEMUjAqOuetXdXWFFWez%20wyEbWY9T71nCdxzuAI6ZFQZu6ZoX959t02KWQk3I+U4HX3r0vwEH07wzCMqBJ87Z5IryJ5DyVbJJ%206+ler+HHFro1qrEvKycjHJ9sVlU0RpC8npudjFd7cDeAxzy30rnow089y07xrHKGZQTy3H8qmubm%206EIM1pKi5xuKYJqo/mRQgr+8ZrfEa7enNb4VpUasl2McTRqe1pQcXqzznwtA41xY7lAtvITuEqfe%20Ge2a968Kf2fDdeXYrCMLlfLAyK8Vs9O1uWVhqMTBR9zauDn2rvvhdpt9B4rup7i3eCCOHaoLFgzZ%20965+ZN7na6FWMG3F29D1QFSqgnkuBjrXS+NZlt9Fs1lKqgwW9uK5cITeQLjO6Qc+gq58X4xcaGlm%20zkBkAyrYIrok0ldnJGEpTUYq7OXuILC7iK+UhAbbjuR71RfwVY3MJa1DQk/cO4/rXIroGmxKFa7v%20i3Zg7f41JHYWaZBvNRO1cDazY/nXN7SK3ken9SxN7qmzrLXw7PHYpaSqVjjm3KwGfM47ntSatp+n%20PeNLJbQoqD744D+xHSuXEVkZiDrN9G5+X5icfzrC1+0srKHJ16SV2Pyxq+SfwzRHllszOr7SnZVI%202M/xNo7R6l5+kQvNADl4YRuEY/pUck9o1xGUZY4403lVHJPTGaowXOpNn7FdPDEPvPIMFh/WqDSJ%20p90LhpBch2zLHjGV/oapx0sZwq2e2h6Hpd/JYRoqaUyxno8xIJNdv8PLWe7+IFpqHlpHECBgd+e3%20rXHN43sb+xgwiSRsgjWIfeU+/pXX/CbUb648VwJLAqxZHIPQZ7U+V3uXOa5T6GooorQ88KKKKACv%20mT9pGK5f4kWBgDMv9kxjG3jPnTd6+m6+fvj9a6XL4wtZdRvpreVdNQRoi5DfvZPfr1qZOyuNK54t%20p+j6lqJK2kLOCeuOD7Zon0XUbNQ1zbOsbHghc59/pWnIuqxi3Tw9KYrQ/NulO1vypI2vrZmM1686%20Om1Y2GdprF1LFqDMJVlilWZDsZeQT610Ntq2usy7vKKY6cdPWu38P+GtK1TQYLmI+a6nEgZMYPqa%202h4QtjHKbdUjiHysR83PtWMqzfQLWZ5beXmsSxPFFM6qThpUTGR6ZFc7c6Y5kzL5jSMcF5CSf1r2%20pvC8aKke5Wjbk46j8KguvClukbNsCuoyjN0I9alVZBr1PFh4euZJFhT5pZRleOD7V1mm6PZafbnT%20rkiNmG6VVbO4VvywwadazNZxrLcr8gyeh9qoeH/Ds81ws1xLvkP3mPOf8a6qcZT1ZLdmc7FpFlNr%20Tw21wkMY5SNsZB9KueHooG15baZZAyclNnQ/4Vrx6Vp1v4mHljeUb5uf4vWpdAtzL4h1eMGNX358%20xj246GqqrliEXdlsWJlmeV48IW6DtWrZ2MEsKpIu0FstJnr7fWtC1sVl3biVYddoypq22leWh8iW%20PJXzChP+ea8iS1NNCnaWkYkMSgLGTuXHJH1NXvJhBZZAvljgkt39xVW0Mjud8yISeMAZY/Sp40a4%20kjkkUFUPzE8ZPr704qw07Eix22GLKXGcJz/L1q5DZW84jUoc529etQCSCNgZ5kSLOQePl+lVJ/Fm%20l2Nx8jSSbD8oK4BP1q0mzTnZvxafAmGdNjKcCPs1RXnhqw1Ow8i9tVdj82SmP1rm5fHF0GVbe1jj%20HUFnyV9+axLrxpdLGJJ9REQU7u3zH2raMWQ9Q1r4XaS8n2nRLsQMo+eN24U+9c/H4alg1MLC/wC8%20ztXbIQM+tLfeMrue3laFjIzjP3cZ+tc7da5PON0twIAByVfmuiKnbczdj1fThZ+GAb3W9atzOq5j%20SIhip9DXM6v8RlvPEDT+ZKywphCBgj2Arz64uIXLGRZrhj/HISBT7FdTuJnl0y2ZyeGxHv4quXuF%200jpL7xpqc6mXEkDMcAOxTI9aw5tfu5Z2eS6Y7uoUZH51p2XgfVdVbz9SuDCG67hyvtiuj074eadA%20C15O821eFVMAVXL2Fzdzz6W9lvFCLGdwBGAx598VoWHhjU9SRpBbSIByrOu0H2r1Kw0nTtMjUWth%20HIV6SOMmptburlNKlis/mmIxsVMYHtT5dCeZnlK6VbWF3svSrhDh1U5I9q1pxpT2MUdlG1rNncpY%20bt/sc0wRqLsmSzJCKRuYnlj3JqtIXhby4SMFskMuSD7e1Ytl2Z7r+zpvOn+IC5Un7VHkj/c9K9or%20x79n6NYtO1tY4pEzcIWMi4ydg6V7DXRD4SHuFFFFUIKKKKACsTxn/wAiRrOMj/Qpegz/AAmtusbx%20eSvgvVyvUWcmM/7poA+CriRxdXOWLAyngj3/AEr0L4V63Z2SzQ6sxFtn+H+EmuGvnE99P5tqysXb%2050Hv6Vd8OiSK+eHDiORd2XTAJFFmzSnK0ke76dY6Fr5KvH591CxKMzbcqeRx34rb/wCEc0SzRhNA%20wuJEJBUnav1HSvN/C2uwHY5dbUxZGXON2Peui1r4h2VnGtrHi4nuMKpTkL7k9qlJ7WN2vtnHfGbV%201g0/T9As7PyYSTI8hGC5Bryy0u5LGQywKrSYwpb+Gup8ealPr+up5cbOtumDIDlScdBXM/Y52GDs%20UnsxxVW8jnlO8rspSb5naSbLyOSS2c81dh1LytEewKbiWyGAzt9aQ2ZyTNcQqP8AZbpTPKt4z808%20jE+iU7EJ6m54buGWWNu6DAJPb6V694X1LZMI2TekgzkHoa8Q0qeGGfZGrOxb5STgE9q9N0aWQ2aq%20X+bBYlfX/CsHH3jW90dn4psXmgjv4lUyRHDID1WsXT9Qe3nUOcbjkEHAx6Zrt9CmhvNHjMybztKy%20AjNef6zb/wBna5PbRKdpPmRd8Z5rKrH7SOzC1Lr2bPX/AArq/mKu9izJgEjsD7V6DBIrRDacj3ry%20fwRaMbIMRgsAeTj616VZIUjUKzEdgR0pU5a2JxUE9S1eWcFzGRMile+a8T+N3i208JR22maDaout%203C7luNg2xxj9CcV7oxHlnd6d68M+MvhK11VW8/csmwvBNnlWx0z6GtJqN05LQww7qO6hKzPmu7lv%20dQ1Ay30sk087gNNJ/Dk9hXpXhA6j4dkuYNEvmhEsaCV8ffx157V5Q8c0NwY3YmWOTaRuzkg9q9e8%20FSBfEVnDqETqJ4QHRhg9OK7KVudK2hhOT5G+pa1a2/ty6S51yQ6hcKpQNu+6o6VLHbwGzS2W5kFo%20B/qHkO0ke3SvRj4L0OKSSVkYAnccuRs9qjgsvCcJwluWIbnDFiff6e9dnNBbI4HUfVnI+GtI0261%20ZbVliKzRuI+B8jY4rGe2Ftfy2kuQYZGjJA54rrfGk2m6RqWh6lo4SMNcbWKHO7BGeKx/HEUcHi6W%20aIbY7mJZxz97dzXPiEmlI7cJLmbTKoREibaQU2j5XHWueu7lbNi+lM9vNk5X7ysfoelRahrYCrGr%20F9oztX7xqgZmnZZCpCkZOeorhdjtaS2NB9a1CXb9rTZHtwWReh71etEhu4w0E5kOBuAbJzVW1mLx%20EfKwwNqGkFjbJIWj3RS53EqxAyad0Ll7Fu4ZrFiWSTYOsgGcE+vpUfhJ3bXkiwpxeo7ODwMuO9U9%20V1S7S2W3u1LwO6r9oUcrz3H9a0fDb2sniCN7IMITcRRe25XGT70mEY7n1xbnNvGf9kVJUdv/AMe0%20f+6KkrY5AooooAK8x+OW0+FbbewC+Y2Qe/SvTq8j/aIhE/ge3XYzN5pK7WIx0q6fxIT2PBrzQ4Zw%20WjJjdhwR3qhFPcafMLa/H7nok3r9az7fVtS0xsP++gz9xjyPfNbj3tnqtguCpz/A3UV2xkmZsvxS%20eYq7SrKRnIPX8KlAwB9PSsyxkS3SOEt9wcKOcVppKsiDafl6g4qyVsSIQcg569fSptxDAo2T1I9T%20UYIIJLYXpjHanZLIBtyM8D0FUMsxqzwsCeOp7fiKY9mnyqH74bjp70RsVVl6jaBlecVNuDyYUhTj%20BDcZ9qQym6tBtMbfLngsOlbPhrwtN4s0nV/MP7mzh3RSDgF89Pfil0jw5f8AiW6FppkLuGbDSlfl%20iPck16vb6RDoNhZeDdKbfPLiW+nUfdHqfxGK5q0kos2he+h8ga6rQaxJbmF4fJ+VoXGCh9xWd655%20BP5+9fTvxq+EL+I0TxB4XgX7fEoWeAceavr7nmvCG8F6xbBhe6PeoynB3REYrgjOLRpKLvdHNbd0%20igjjf+levaDEEslkxluNpPYV5oulTQ6lCksVwi+Z8xePGK9PjfZZSywbRsGBtOQB/WuPFy2SPpMg%20pJTnWkttCz4huZZrACJm3yDDsT0PqKr3Bz4dsLmMEFhsZs8ke1YV1qE99Zq8khQt90KMjPvVvT7y%20O68K3dhcPtuYDuQ7sce1dWAjeFSl/MvyHnVZQq0MQk7Ql+DHbpDMP37FQcZP8z6V2XgaRwLyQ8hR%20gZc9fSvLGk3Mp89gens3vXd+ApTFY3QLMC8m0K46jFclGnaornVjsSpYaStueqaS3n6xax5I3c4Z%20e1VPitdZuoIFkCbuCX4AH1pPDckk/iW2f5gEffjGe2MVyfxmvRP4hW3cn5PnUA9D713VV+7Z4GD1%20xcLdDmZby3XeBMjBRgjdzn0qodRgyUecbW+4yt1b1rJlSN2xAvB53E9veokCfMrFVUjGcc/hXlck%20b3Z9f9YZZ1K7Qyfe3s5ySD933qm9uJAZIwof+JiNx+vPSqjHyLjDjKE5HNXIpCArjGfbkVacoaxM%20KijiFy1FoyrdN5kLRvJtCDIwO/pWS9pHG+2PLseXPUfnXQX1tmIvCV4G4jrn2rnBfTvI4gjBB4Yt%20xivRpTjUjofJ4zDzw1Tll8mOiUabqEd4sW9EOXjzjivcfhFqUV54qs3tGUxuQODz16Edq8MNvI77%20ppeRztHQ+2a9E+ByyWvxRtVtGKwSEB4zznnr7Vqn0OKXdH19RRRSMwooooAK+ffj5tbxxZK6xn/i%20XJtL9j5ktfQVeC/HK2abxxaNsVlGmpjccDPmSVlW+E1pfEeYWTtGD5jiX+FStTpZ7P3zIT2x1xVu%20wsPtlsr3Ef2Un/Vqo+9W5DBALJhbxSTSK21g4xiuO6Ols0PAkE6zX9tb7WQR/PF7Z9f612dtaiK3%20jViBIvzSIDnNc54DhmTUrxpYvKaSLG4HqM9K7E6fO0/yOqjGCBzmpcLnPLRmBb3cEFxOhszG2cjL%20Fs/n0qG/jfUYQkQYYXoB93/GtyXSTKWMvyr0DEY2/U1Sc2lmrRJqEUanqMgtTUXcR5Jrlld214rQ%20sY5A+VicY3j3Pap3vmj010td8Nww5XHA+hrtfEy6BqcDRSyGWYD/AF0R6H8K8t1K3mtGdYbwNEBh%20TnJH1rqp1LLVEuFy5HeRaZYw+aguLxmzlW5H1rT8NaJLItxd3Eqwy3L72DNgEf0rh49QWGVvKBkm%20D/fboff2+lOuNcuZ2AkuGDo2AFbAI9f/AK1VU5p6CUUj1pdUsdKb/SdRgi5wIlYPk/WrT6tpyW/2%20l5kVzwu9sZFeHy3L7R5waTH8ZXrSTagxTY8wEY+7mTcR+FYKj3KuetN450mJHSUR4U7lYY+Y+xrD%20k+JdtbgxIGkRjgfLivNZLq0UEyM0rdeeAKcmoySs6WNqPn+XCrvJqlTigudjqHj69vIxFb2ZEQGc%20svOfT6ViSeIL0qwuFhjcD72/JA+lMs/Cvi3WZQtrpF/ITx/qCq/mK7DSvgX4y1UI1zb29oqjBMkn%20zH8CKr3Auzim1aa7uFgedliLfLjjn3PpVOd54ZniYLJtP3925fqK900n9m6JBnWtZyWH3YkGFP1z%20XdaP8IfCGixogtPPI6mRidx/H+VDqJbAk2fKMEF1ezIitJK8nEawryT6YFdRpfwp8W6pLHDHoMyq%20zDMs4Krj1zivqex8PeHdKYyWOmWyOvIbYCR9KuSeKtNsnMUl5CTt+SNWGc+mKI1YylZMHGSR4Ivw%20bv7a+gtRZ+c23zJiWOMDtVv+ypdFb7L9hNlJ2RlwWr3LT76CFpJ55vMuJ2BYLztGOBXJfFe/sGs7%20SzZR9vZw6kfeRfet00ZNNbnn2wqoZw2T37U5lZULIM7eDtOT+VRw3Ui/c+XaOCwzz9KVH25BbLN1%20YcUySRWLICOCo4B700R+bHJ820kct3HvTXfqEb3570A4l2sMYHI9aQ0YEvhtZ45Ck7tdSHDq3yxn%200bd2rJl0gaYDFIuLlTy79D9D3rt5CChReYzzgda5fW5GuLiGK9k4J/dyRfMFHvWUo9jVM9Y+AW5t%20M1l2m8wm4XOf939K9dryn4H2R0+01iJmD7p0YMvcbBXq1aQ+El7hRRRViCiiigArH8XZ/wCEN1fB%20wfskmDjP8JrYrG8YZ/4QvWMHB+xyc/8AATQB8J39xfRajOshMZ81j88e3Iz6U+y1O6szI8n73cpA%20XH3T60s+pyG9nW9RbiLzGU54br61QY7pf3YMaE/IpOeKpgtDb8NakyeJIhfhXhm+XYzYGTWudOi0%20nx1PFetttpIy8e9uBkZxmuPjZopVlSQBozlCw71JfXs+pTCW9uWkkGAD/hUu7LuuoXO0X04FwxjW%20QlcNweagkKnDB2bPUE0mF2Lnk5x0ozxxHwO9MnqMbZ12/ge1N3DJxwKc3APTHeneRKFz5T7T3xRq%20AkLBJkYjgHPBxXomi3f7hZEb5GGAAeledshQDerDPqMV1Xhy/wDMtRDwChxzxn6VnNaXRcT1nwpq%20yWsxhucrFN0YtwPao59mv+K5biAnyEHlRkrjpwa5u2klmt0gi5LnB/2R/SvRfCejbFDMPlwO3JNc%201aStynXh6dm5s63w3ZrFbqgDEADBz6enrXbWq/KvtisvS7IRKCFwoA2r6HvW2q7BgdcZII61NKPU%20zxE7uw7sQTwT9a8m+M99Hp2jySySbMIdvGee30r1lzlduMnjHrXyf8ePFlx4g8VSaLpkMklvaEea%200YLbmHb8MVu1dpGdGXJeR5Lag3uuW4LbzPdLk4xyzCvcPHdquhfFDRZEIDfYLdSBwAQvpXkmh6Dq%200niLTmGm3EaJOkm6SMqMBgev4V6P8UdQfVPFdtqhj8jbGkKrnOdnGfauiMlGaRPs5yg5LY9ca4jm%20Xy2Kl5omIJboSP1rKisNTLCRbWJTEgjAPG/PGaw7TxlDHZ2rNa+bKsQjJ9eMA1O3jueJB5NqOBgF%20pCSD3JHvXY4yueVZi/EDwuLrwlDdoohurFt7qjZVh7enSuO+KMkt18P/AA14itpWLANbygDHAACg%20n8a6y78a6heWEts9iuyZCrHrwRU/hLR7LUvh3eaLqi/aYobhZY43425b19OKmafs3c3oycZKx4Pp%20uoWzuGaYpM2BsYZz9DXU2lrcXUXNrIu44+76V7IfAGmaM63J0SFkZQVlUbwAfwqx5GIxHBDEY0Py%20kRgGuJRjI7vbculjxqLS9TikIS0kMeflcqRk96dILq3cx3MLRseu5ePzr2WaLaUMsPy54IXilk0G%20HUgbea0Uq/O4+h6c0/ZrYlV3fY8M1GYLAsc25kzkpjlsenqK0fDMtr/adiLdPLjN0jj5uuWHNV/G%20ulDQ9YuLHzWIjO5GI5UHtVTRGWDXtGIfINzGQ3TksO1YuOp0KWjsfaNt/wAesWOflFS1FanNpEcY%20+QVLW5yBRRRQAV5X8elum8I232N1VxK2Qw4PSvVK8x+OLSDwvaiKPzGMjcE+wrSn8aFLY+b3R50E%20d3ZqCerKeM1Ql0eN2+QyR4GAVGM1v753UqbXvz81QSNciTK2RK+oY8V3aGJzTQ3tm3l5d1UA8Dn8%206s2+rTpIouAdzHAHQV0dvMJr/D2rR7U5Djqar3OkSXbj93HAAc53Z4qPQr1CK7nRcMhHPR+OfWr1%20td3Mj4S1aXI6R859q0dC1m80NVV1tdRjU4WOeJQf++q66w+KsmnxMLbwrYF253Bh19Rx0quZ9ELy%20M7RfB3iPWShtNKeEE53TgpgV29p8MdG0uOO78YalGroMmBXx+APU1xHiL41eKJo/KtBFZ5GAkQDf%20jmvNZvGXihdWfUb+5Ny8R3NFJyn61jNz5blxSbsz6bh8QNNb/YPBmmCzt9xR7uZdnGOq/wB6tTQr%20G30qEBZGnnl5muZD8zn+g9q8N8I/GldRlg03Ubdre4lO0FBlW/wr1G31qZxutpYsY+7IQCPqO1eF%20Xq1m7NWR6kKFNr3JXO9jfptxjsc0k1tBMCJoo33cksoOa5W38TshVZovKBPzEcgfStWPWonOS3BH%20CnjFYxrK1mEqM46lHVvDWm3YbfZQeaxzuEY5FcdqfgDTZ0kEUTQ7uflY/wAq9AN2J137gRiqlw26%20TcAMFeQalyvsb0as6b0Z4xe/C64jhYWV304+YY5rkdR+H/iO0STyYC5zjKHJP4V9GhFLYkw5UbSw%207Uw+RxJJIqqp5OelXTqzg7o6J1XUjyS1R4P4X+HF/csZ9RVoyh3CNx0+tddqHh+/+RbRFhlQYJAx%20uNdy3iLRrGd0+1Q+aDubkHP4VWuPiD4cihJaSPaFxg45PrmtVUk5c1zNU5WSUTl/AkmuaP4ukudW%20hzZLHtSMHJLZ61znxC0+6fULzWNRvE3yyfuoDgAD0z3rpdc+IelS/u4mMTbuJFX2ry/xBfi9kIik%20ub1925GdSAD61rKrOorSZWHoeyqc6TM0s5DKTgYy2Dx9M0m47jj5cjPzdveoY0udnFrMwzuJKnH4%2008297uUGznIxtI2HmsbHs37A67vKJG0jqSc4qK3uVic555ween4VLbx3NvNHJNbyiPPzb1/hrqUT%20Q57mKOKHLH5ioHJNPyMJ1nSadjHgdceWw4f+InpVO80pZptsJCK3zsEGcr0zXfP4NsbiBfLhlgJH%20IyTVM+FLjSm85Zln2j5lI/hpwvGV0YYqtTxFFwa16HDS6U1va5ZH3Z4OK7b4KW8w+JVi5ibaCMk8%20Y5qJruy3bJAVdT0cYrtPhfLZt44tlhdTJxkL35rtjUVz52R9D0UUVoYBRRRQAV5V8VrGO91hN5AZ%20LJSCR93535r1WvMviP5Z8SRrKxCvYqrcdt71jW+A1pfEee6XLANJt/NC7mGCOpB9qna4aJWcRqI0%20bLc449Saq213aCDyVhkDxMfLbZxmq01y01r9nO4yPJ8u1eD9fauLU6To9Gl1JLq5k0eGO6Y9Wkfa%20Me1UPFfjfxxp+ny/YPDjW8Y4luowZdv045+taPhHUDZ3ky380ECKu1VLAZNdrFqdpNGFW5jlRuNm%207crfhXXTtynLO/MfN03jW91OKWRtSuDLJ8oYOQCP93OKoxX7+ZJIbyZmYbdxJYEe1ez+LfhFpXiT%20zLzw/bfYNS2/KF4jY/ToK860/wCBvj7UZmSdbWyjXguZByPYUWS0DWxxk94IZBHA06/Nuy0pAz/U%20VVuNUmBZpLlBu6hcEGvaNL/ZmMi79f8AEDF/+ecacfnmux0j4D+BdKIaa0lupM9ZJWx+VTzxiPlk%20z5bjvvN+WG3e4cnpHn+la9h4X8VaucaZoN5tc8M0Jx+eK+vtN8K+HNJYHTtHs0wOrRK3H5Vcn1XT%209MjIlube1UdQCFxUPERQ/Zs+YtM+BHjnUiDdLBbRZ53zYP5V2Okfsyx4J13XCeMeXHGOPxzXqF38%20QdBghLjUUmG3IaFg4PNc/e/Fi0Eu21tnc7sqZCUyMVn7WUvhTHaK6jtL+BPgXSyJJ7OS6b1klbH5%20V1+n+FvDulLix0a0jA6FowxH4kV4rr/xp1QsYNCSPzyfmBO4IK8+1Lx34o1ZWa/1ybc74cW67Bn2%20waX76XSw/dR9Y3XiPSdMRmmv7O0xxy4QGuV1P4yeFNPmkjN+bsx8E237wfXjtXy1L5s0am7uZ5lx%20lmeYvj8D1qacpCy29ptMIXkiMBm+vtTdKbeshc6WyPoOH40DUYS+k6VLIu7apmBQt74rOv8A4h63%20cYigeGNMZLKQSB7VxWi272ukW6XZLPjBKNxj+n1q5ImSDHgBWx04H41vHD093r6mbqyvoy9qHinU%20irz3+oShEbLCEYPT2rj5PGEcGpJ/aFvKn7wPExY5x7mtvVoBHoVwinflCQccg+9cFa61qO0pMkN2%20kfyjdEPl/Gr5IJWihKTPb9I+K1jLbm30y0ka7C8O6nC++ayLq7ur+8a6vZTPdOeWb09vaud8KLc3%20WnST3ECx5bC7Vxgf1rdC7FJLYft3yKuKJcuhM5DuGXsMU9VQJnzMMeMY7VAGPKNjA5JFPfKhWZCE%20HDYqyUPwEbI+apmkja3DZPm91I4I+tRxAcujhl9O4pxVQ7eW6njjJoGIrDBIGQentVS7sftQSMBQ%20g527cfrVsMqDZwD1JpScrg8Z7iptcd9T0P4M2/2bTdTj27cTr1bd/D616ZXn3woP+gX49Jh2/wBk%20V6DVLYAooopgFFFFABWN4vIHgvV9xwPscmT/AMBNbNY/i4qvg3Vy6b1FnJlfUbTQB8HXUX+mTMPm%20VpX/AA5qMRls5BOOg/lVy/a0e4uZIZDGVkYGNuM89Kofa9y7UXnGODzVNC1JPKVDh8bemfc0eUud%20wAJBAGDU1vp+p3RP2XT7iRSRhvKJGau23g/xLfbRb6Pd/MxALRkZNIZmFCU4XA5wf5mnwW7XJ+U7%20FHDE9v8AGups/hV4tvZgklutuMctI+AK7HTvgzcW7RjVNSjfAyUiAOfyqXJIDzi006JWQrH0J+Zz%20gH8KuvJCbv7PLKgwPlJAANerD4R6OyrL9tldP4kbK49utbOmfDPw5ZsHltjcuOhc9KPaaCsup4QU%20gl3K0pfB+UiMHNJbaNfm6SeG3kW3BBeVgVU+wr6ct9F0G1iZn022ESqdzNGMIPXNea+IdUTX9XW2%2006FYdPt2KxhFwGPr71jUqcqN6MXOVkR+HNMDsjhN2f4t33vbFexeHdOMUUYC4BGSSa5HwzpqxsiM%20nVeMDivTNLthFAnOeO46Vw6yZ6VSShGyNS1i+Ud9uO/WrZTkc8ZzTIV2px0PtUtd8Y2R40pXZR1O%20X7NYyuG2HacMBk5rhrfTtOidriOytmnlyzu0YJYnrmu21SH7TGId2MnPPasIaWhmJlwVQ4ABxuqo%203u2hv4UjMuNLtL6ye3njSNHXG5FwV+leR+MPCOoxeGLy91OREFnNtgj6mWMnAbPriventrS1tpZZ%20MlI0LkemBmvnbx9q97qzS6jcTOkSsUhh3YTb0z78U52TV9zow6qSjKMXp1KHhZ/7Qto7dWBPfccb%20R611umWWiNqctt4mkns4wg8qUR8SgdTXDeCrsRajsKgK6EBm47V6b44vrC+0jw/LalFu7SRQ1sVB%20afbjj6GvSUm4qx53KuezdjE8Q6d4faSzj8F3t59umbaEuAdrD2ye9bPg8Xq6hrGk38X2a8+yEtHn%20JYqp2ke2ak8V6nc61Jp99o3haeym0+RJZXEJXgEEgDHPSpB4t0/Xfivp1/p8ZUyQ+Vcg8FWIxg/Q%201MbyhZruOcVCXuu5c8D/ABF+06eNO1Eb/s37mSKQc7hwfwrrDbWVzH5sD+UvXaB0Jr508Vy3Phz4%20hanHHN5QM7uFUZLZPArpPCnizVLmNfttziMnPlryceleTJNKx7iVOqk9me7RaBFLaB1/eso4XPB9%20TVdbaKGSNS+G3YVScfWl8Jaw13bG5nPkwABEiPcjvmtLWrQrGby2Cny1Mjjbk9O1dFCa2Z5uJpOM%20tD5i+LF+s/j27ijyPKAUjb1wetczZXGzUNLkAwWvogf++x+VM169OqeNNUumbestyyg56AH9KoJd%20BvFGnWyfdS+iH0+cUpazZonywPvS0/484cDA2D+VTVDZ/wDHlD/uD+VTVRiFFFFABXmXxwI/4Ra2%20BkEZMjYJOPSvTa8w+OcMM/hW2Sfp5jY/IVpT+NXFLY8C2z4UrIT24p6tKTt3MNwwapNbz2sgEE+0%20Y4L9D7VOt5coP9IhEnHDRnIArusY3HO8vmgHd8vG7HWp2R8KPMOR7dada3FvdRgxduqt1x2qQRs+%20M5GMgnFVYVzOluoIZfLYFn7heTSm4mzx+7U85AyR9fSpGs/JUhIiZGOWcjn86gNpcPIwCtyME5qR%20lcbhL5xViFzkkda5fVdWk1AmzsVLbm+dgOW9q7WKykWP99KBkYC+tR2VjZabGywwKXLYLkc5qJRc%20tExppasxfDWgyaXdQa1quFS3kXZFnlzn/wCvX1jF4d0/UbG2vrcAfaYww29xXzDqgEtvIFlbKjfg%20ngV9K/CbUpNZ+GGkzSBke3jEJZ1wGx3+lcdaitGOm5Jtt3u/uHS+D40uGEe4o3QmQnH+FZ2oeHpr%20UJ9ncrk4BLZ4+ld7vIfcy7R/EcZGaiMUEjrJImWHA9BXL7CNjojXknucDc2l1aqsceoFMjC5T+dc%20vqt54nsVVoL5bjbxIGjCk+4r1680W2vIdjrtKty3Q5qJvC1nMqtImWPDfT1qlQpdUWsTWWtzyCTx%20QUmEFz5yMsYLbc8nP6/WoZNSsZ5QHjuJt3DASsuK67xp8Lbm8vYdQ8NsGeNNssEjbd3vXPp8PfFL%20BQ1nHGyjHyv/AFrza1GcZ+4tOh9ngsXg61BSqSUZddbGMZNL2vIunkF+rFycn+7mpWnsfmH9mQ8v%20j94oA6fStqL4Y+JJNoZIVQ/MR5vI98VJF8MPEMsQeV4fmPygSbs/Ws/Z130Z1vF5dH/l4vvMGO/i%20kZfK0u2dt2AuwEk+uMVpyRW0GmNNLAYzGNxX7GMMf7uewra0z4f+I9M1RbyK4sfNxjYxUr+HvW3P%204Z8UXunXGny3NiIrgbWIClse3pXTToy5X7RO55WMx1L2sVQnFR6vd+mx5rHq1vFYlpYlluW6xRwD%20Cj1z3qCbxBFJanyrWRZV+Ur5HX8a7O1+EV5ZzNMdXQPIuw5QY/8A1VJB8KrmDe0mriTzeceUOKcK%20NRr3kc2KzCjzN0qmnz/yR59P/Z2oWYlnyjdDu+UH2qXR9JsLSTfGqvg/KW6n8a7GT4W6lbZWC+gm%20hIwyyIB+tZl14B8RWB328MM8UZx5fmYP1zWnsprocP1qEtHIsmYbCJeMjIweorFvrpHBG/ndyexq%20/FoXiNjHHJYspb+JhjaPekuPh/r15GPMhiTccnEuMH1H+FZqFS+w/b0l1OUYWt4375VwQWIK4OPS%20un+F1lbReNrSSMYbIx+dQx/CbWHUG5u47dgecHccV0XgPwLrmg+Morm5nhubXcPmBGVH0raNOaad%20jCeIptOKZ7dRRRXWeaFFFFABXlfxLv47LxfAJgu2SwUZbp9969Urx34rwi48eadE+CrWa8Ef7clY%201vhNKfxHLxpNNaPFGAseS7My4JPt6VlQupCuyyR4OAFBY5rsba3RFaO5kXYFwOeSfpWW8thb24RJ%20gNp5cr1+hrjudJb+Hmj6fqmsXUWqqZ/JXdGpOCDnqa9RhsNNtTtgsowVGBhQcf8A168R0nV720vr%202+0iPEsacM3AcUybxJ4z1i2S6l1aK3tozmS2hQbyfZhzWV5t2Qnyo94N1FBjLJHk4BIxmsi88aaP%20bA+ffws4GNiSAkH0xXlVlpNxqrC7l1O7l8w7lhEjDb+tdBo/gi2uI2W7RY2f72fmYn+laxpVZLVm%20bnFPQs698XtN0yyMtta3N8MYPlRkkH147VwGo/tBapdll0bTY7dlGQ0j7ufoRXrdj4N0rTXzFabm%20A2/NyD9RXI+Nvgzp2vwz33h0LY6rjIjziOQ+mOgrRYaK1epHtX0PItS+J/i/VoSLrVzED1SGIJtH%20pkVzl1dajqcxZ7y6lwnzFpmPHuKk1nQtS8NS/ZtesprS5Jx8ynZIPUN3ql8yoeWUtzxxurRU4wfu%20oXM2dNY65a6dY2phts5XEozkD/CmXniKTZcQSQrsZcIu/wCb6g9q5+OTbDJERuVznjikjb98GmbP%20GN2M4qnJk8o84XLDKOByoOCfxpWTowRlXdk5GMmmMxZT0I7N1qzNdmS2VWXM3SRgOPwqdWMhC43b%20VOwn8AfSr2mrKdUt9qL1zISOMfWs92AUoSwjXlhnv6+9TiS4eMMsu1Yl2navXv8AnTjowtc9FLBQ%20TM0arj5V3YAFUpNesLdyLi6AK8kKMhh6fWuOitL+7R/3kjmI5AZiDj6d6nt/D97dKWNq2ccF+Kvn%20J5TTudRTxHK1lDNJYWxGUkYcv+HeqEkI0bVZIoiJY48csMbxitDS9JksNSi/tEBY5FwuefwHpWpY%20aDG1wbq5kZ9xzsZKyi5SlYVmnfoW9BmuodNJuWz5rfKqrjbWlHh5VEjYUnBNRxhkb/R1U4GCD2H0%20p24FssM+3Sukllgr5Bb5geeCfSiORiu1N0me3r+FQg9D9456U5ZGEodOGByMHpQCHgHzApULu44N%20OYKgAOGIPUdqWRJEXdLtJk564pGEbKG3bSOo9aQyTB2gr8xHc96lThVdW+fqRjhTUEczRnj5iDwP%20WkJBcyZwW9DxTA9U+ExzY6j6+cM8/wCyK9Drzv4SHOn6hjj98P8A0EV6JVDCiiigAooooAKo63ap%20e6De2suQk0DI2PQir1QXyl9PnUZyYyOPpQB4LN8FfCVpqLPJbTzOX3FTI3euksPBnhqwtpRbaJbg%20kAF5AGI/MV00ljcTXsgCsTnAJ7UlppM6RuZSWfd82ehHsK5nN3RKTa1M2HTbdIjHBaxRKi8BYxmp%20BFKnyo6ZA6g4xW6mmvLbkRJskc4ZmPT0qaDQIYFDyyec+MFR3NON2DRzP2CWdXZ2crjk44+tNt9N%20l854kgZhgbWxya7MqqoFjhVVAwcng05GY42BQV7gf54qlFsLnIw+Hr9pleaLAc8R/TvWzbeHHORO%204B6Ba2RIyybnfnGRk9MdvxriviX48g8JaSYbQ+fq14u2NFb/AFYP8R9MVfKoq7GvedkcV8U/EcVt%20MPDmhTBmyPtcw5H+4P1B9K5zQdOLlVx8569semKwdMtXuboPIWeSZmd2Y7sknk5r03w1pq/3ckYx%20nvXn1JOTPZpU1TjZHUaDYGOGPaOARuBrsrdMDGep9Ky9MtfKjBPDHjGfyrct1+YDOCPanSjqcuIn%20ctAYUD0pPdefxpTntRkDPHSu884ydTJkn2KxUgdR39qz9vloCj7gOoJ5Bqe4nY3L7iNueG/pVfcg%20O1QQSc5xmuiEdDOTd9CS4kSWynjbJJiIZcdcivnvxw1tDpM9vGyjDsAo+Yivb7a9ma+uLW6TEu1m%20hkHHmD0/CvGLzw3/AGze6hC0bLcNM5JLHjnpj3rnxDStI9TL21zpnnOjz4MfYAjJ38kdsV6RDbal%20qMFrd21jNP5D7obhIyQCO3vXm4s5tP1afT5tqPGxBHXAHQZrvfD+u6vBovkabLMsSZ3KoJAPr7V3%20UJXp6Hm148szr7vxH8Qr21FuVZInBUulqMj1BrB03Rb7RryC/ksvKAn3yu5wznPU+lZra5fswLX9%20wuSd2JiOagjn1LUrtYYrmaaRjuCvKSCBzW6SWxzvzJ/iVZwzfE23uX2+VcwK7e3GaxntZYbp7rTU%20ZYAcFumfTA71P8SrqYzaJfkfMB9nf1yAB0rf0yH/AIl8UbfMMhlJHAJ615WIvGZ7eDblDQ6fwhqM%20lw9jaPIyhBuk3HvivY7F/MiG4qRyPYj0ryLRysNyihVBYndhef8A61er6JIklmm3JA46Vzrc0xS9%202587/G74fR+GdeTxFpqBLC+f97Gi8RSdz+Oa8stdQtZPFdgIrNVP22EM27O75xz7V9kfEnRE1v4f%206paBFd1i81d3bbz/AEr4x0p5ZfEGmkwxxj7ZDkkjP3xWsdHY47uUU0fe9pzZw4GPkH8qmqGz/wCP%20KH/cH8qmrYxCiiigAry/47TtB4StysJlBkYHA5HTpXqFeUfH+7Nn4QtZAjN+9bO3t0rSn8aFLY8F%20W6hKmON15GNkvX9ajVTFIQqSLGehBJFQW93Y3y8AHJz83DCphbyLgxXBwO2c4H9a7djEGt7eSQOJ%20mV24ynHSpNjFfLW6dUc5Bx0NRtNLGhE9srqP+efUe/FKl1bzriJ9jdQkg2k/hRoGxJIkoBjW8aM+%20rLnJqtAmrKW82/Ro/wC/tANW5rSSaBZWDDcMknjFVJPIjyDICdoyobPNGgE7BRgy3JdgxJOO/tUb%20y7YwqSFzuznHWoRMo+7CXwOrcZFDO7AbQsZB49qoVyPyHvb62sYB/wAfUoQEtjIzyK+u9Fs4dD0W%20z0q1UIlvCExjg+9fI2nTK/irSsbgFuBnbztr65mnXeNx64APpxXJW1Za0Rfjugq4cg8cD1FIrgYB%20bA6fd7etZkrevIJ+h/CnC5CqW3Fgpxx3rIDRklO4hSCMYwDn9f60vnL5e3B+9nGe31rKErru5XB+%207z2qYXJ3AHnseKEBfE21WXdyBwwOcn60v2obtu9ioG3/AHv8Ko+eqkGM8r0GOhoM2EOwYHqetOyJ%205i8JF+XcZPlOAcYyv/66z7fUpJrue2vU8iZRmEr0cev1pRcAsm3dgDoT2qKV4ppYwxBlj+YHv9Kl%20+Q0+5buJoVQtOSkajoFzgeufWlhlWWENbv0j+8R0Gf1NVZJUdTGR8vQA9zUbzbDhOE64A6VQi7lO%20hBZicZzkfTFMPytuzjDcjPb6VVa44O/g9Tio3uPMyVO0nue9PcRO0qtkkjBPrQ0jNgs2Ow96oM4O%203uq/w0x7gZ5yT9envQgLklwzPuDscrjJPeoXuRtGQQoH3d3T8apSzjBVHGcZxnrUBcBsiU5YYxtz%20QFy7K25MmQ5x1PatHQm/03bnoRj35rnZGCqxXJ287y3X8K1fDbbr5CGz84pMa3O4ooorM3CiiigA%20ryf4oJOnjKxubNY5pFtFV4WbDbd78gfU16xXiPxUfy/izZvFKyTDSI888BfNl5xWGIv7PQ1pfEYU%201lf3LeZJL9lgBwc9RVae3sNHsVe+uo2GeWDb8D6VUeafbM0sk0ozlNxIVjRq1oJtIFnIkZlnAOw4%20DLXDZvdnQyrqutW0Hhu5fR4pPMnXi4YkZXP9yqfg3V4bqRbfUR5Mn3Y23YV/c1Dfxsmg3KkqgVdp%203HGPpWR4ZkS4Rbe5G192I2K9ffNacqsZSu2ev6aby0u/3DRO7DACgbR75711GmXn2mEfaV8m5x86%20k859q880TWJtLkVb+PzIU4Vh1T/GvRoYLPV7GGe3uFDPzHIhz+B9KulKa06GUl3NRbqVFzkkj1PW%20rUFykkYcoc9u2KrwaOEgAEr5fs3PP19KemnSs2HlCgeh6+9ddzIr+ILLS/EdmbHV7KO4jIwrsAWT%203Br578c/CDVfDMkt9oZfVNLHzqijMkY9MdTX0dd6WkkGyCUpKB8rnoxqikF1ZQ/vD5mR8/P6VEmu%20pSufHsQzwFyxODGThkNTRQkwEAbpP4UxyRX0H4j+EuieMDLeaaDperEElk/1cvtjoDXhWu+HtV8K%206k1jrcDW0q/dlVso3vu/pWa1LuUAnzZDYboEA/n6VLFGbiRIotqORx5jY3H+lMto1lnEPmCDd/G5%204H41e0kiO/SGeFWidtrXDc5H9PrVWEatv4cWOOO5EyTd2ifgY+tbUem2iKGS2G9+hHIPvj1qdYkY%207ET5WGR7D0HrUx3LsIbheuB0rVRSIcmNWOL5sInTAPTC/Wnk4i3FmGeVGe/rijaACxAYnkkdvwps%20/NvPg4dvu561QijZac7XP2vUJ2uSzful6BPfFbJlZSYlycjOQvb0qvDF5VvFGRzjGM9PepFB+XAP%20J4w36Z/rU6AN42+WpYKTjcD1/GpkYMyxIAwYffz0PpUalAuOS5PcYUf59acGVXCKGXuCVwKYE7wl%20JAqcn1FIVJwD8uB17GlhlkjmJTGxxhgw/r2pu9mZ1Zg2DgAD7vtQBI+9YBu+dQflYmkwwYE4JPH0%20pwwIdqtuGMjI4FJCgdiDJt43A4zmkMlZEEQZX+b6f5zSKyc7vmGMgAdKc1rsPDAjp1qS2j+z3AZ1%20Bibr3pgen/CaRJNO1Dam0iZc8/7Ir0KvO/hKMWep4UgGcYyOvy16JVDCiiigAooooAKZL/qWz0x3%20OKfUdwpa2kUckqccUAypJ5YuJAnDbTkE9SemPWqn7yGQ8Ehhy3UCmzq32hvKPzrn5mOCfp6YpUuJ%20PKCMR8pzjrzVezRje4iztkYbG08ZHf8ArSicCQSPGwUtg4PT3quz7pWYnGOoI70yOWWDlJPMDHPz%20LkCny9Cbl3zlVTtTcA2CSexqKOVg5BKjAbb7juPrUP2glSdg6889TWT4g8R2XhrSZ9S1BwUQfJHj%20l27AU7JBe70GeLvGVj4Q0N766PmXTDbbW56u3Y/QV873up3eu6u9/qkzTXUzZ3KvCg/wge3Sl17X%20b7xPrU2q6kxMhOIof4Yk9MeuKtaTZeZNuK/Lt+Qjpn/GvOrVud6bHsYajyLme5teH9P3OgVSrcgH%20dkH/AAPtXqWhWQCIHGzA4IP51zWgabsZHkCgAADHr613+nQFFwU9McVx3vI65u0TXtEKKoA4xya0%20rcZ5wMD9KpwggDA47+1XIARnHHrntXbSPKqu5Oc9jiq99KYrViOuDjJxk+lWCAw/XisbX7ry7XgF%20/mGIwOprqSu0jm21MiWfOGKAkH5hu4UmonnY4HVSTnnDLjuB3FV2uNrOGYCSUZzjg/h7eveqaXiD%20cwBJXCks3I9/oa9BR0Oc0DcrJcBJMCQDcpHYfX3rB1MxadqDaoYP3DgGXaM7SO9Wkng85jCjk4Pz%20Hnn6elNkuFe3MZVXiZWEgY9ePSsqtFVI8prSqOlPmR4D45lN34vOpW0JjtpiAJMYDf59auaHr11p%20i3VvZXESpMuG3gHPriu08ReAYdTtZY7KdljcKyxSHb5Z9j/TtXn1x8ONR0ptl3fCNGPyNjI/OsKU%20pUVaaOqpCNeV6bLDXsWGPmL05HXNQtqccOJIrnymwcMDgisyTwldRuUErNGpA8zOM1bj8ExsF+0X%20D7SX3Ke+OnNW8XHoQsFVDxDrlnqfhOGATb76OcFAT1yRXc6TK0emQefncYxvwMhT61wcPhaytLwM%20yNIBt5zwhrs7WSTbsJ+UfKO2cd64q9ZVWrHp4OhKknc6Cyu2WYEsOcchuTXpPhPUAZDGJGIbpk9T%20Xkto+yXtk9Af8a7Dw5cGO4DbiSpHfGKwd+W5tVimrHrpiW4tpIJMFZUKkHnORivinX9JTRPizJpz%20KxEeqoydvlMgxx6V9n2F15sK4PbIJFeD/G7wVJB410fxVptu8sc91DHd7Bny8OMH8c1tGSdmeWk0%202mfQ1qMWcX+4Oh9qlqGzx9ihxyNg/lU1dJiFFFFABXkn7QrTJ4OtGg25ErZDd+BXrdcB8XfCOq+M%20fDsFloqRPKkhZvNk2DHFXB2kmJ7HyP8A6S/zPAqYJxtOMinRyXtu2UDEFRgbs4r05fgR43Vm32tn%20kjbkXWRjscYoX4D+OQSPLs2IUD/j4xk+vSuzmj3MrS7HnkWo32Du2nuN3H4U95nnVXmiUEdWXr9R%20XoDfAbxwrcw2LqDkjz+3YDinD4FeOXIJtbJF4youuo/Lijniuocsn0OFZ7nyRFNIyxkbly3B/GoG%20XyigXGWGd2M4PpXrtx8EvEtzppgMNosijMbmf9DxxWKPgT44I5gsgO4+09ffpx9KcnBPcmN3ujzn%20zHI5kwM45OOPSk3P1Z/9okDP4V6MfgT45Zm/0ewxjgm47/lTR8CPHJwpt7H7uCBc4A/So549y+Vn%20DeHoVPi+wMrfIJQZWHGK+pZLyPLMMvGAOnNeR6X8DPF1kTK8Vn5rNwPtGcAc9cV6vY+FtcTTYFuV%20gE+wb1WQ4B9OlZ1eWyaZKcm7WJhdqsOHz83IPcUhn/2gOc8dqe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m3O%20t+D9H0fwrqsVh9nCrNJHgGVRjHfvXn1HCC5Nea/y0NPZySvJWPUk1BWztTchOAVfNct4l+JVt4a1%20mLTZ9OnmdlDs8ZJVV7nNc54M12e2GqeHr2cLc2DZ+0Ocg5zj+VUNS0kX0Oq6nNqv2qUWrjaDtG7a%20cY9KTilLluZwkpq9ia7/AGjvDEF79njtriSMMUMmSMH6Vbs/2hPCdywSbzYcsUyc44r5TOdzK4Uz%20bjuz2/HvTPKEskZdMrnb6YPqa9J4amtLMZ9uaR480jxCrtok63Bi/wBYm45Hp3rkvix40vtE8Eyt%20pU/2a/lkAibJOOeec15P8DN+n+I52JJSZWjVRwpZR3rf+LD3epR6baXCxxyickxqwIK8VxTVGlWt%20Nvl/EqEXOVkj0b4Q+KL3WPACzapL9ovUkbziXJI9O/StLVdW8TPqNl/ZEcQtfM/0gucnb7c1w3hw%20HwR4Zmk06AyxXR3Ssz/dPXH0rc8I+K/tdjLd6jdKytMVjjC48vB4BPesor3vaLp3M5NX5UehNqmJ%20jH5LA9sk4P41SXxZp8mpHT4p4nvFGWhEnI/WsLS/HFr4h1m60+0ljlaz/wBbtH3T6ZqrZ+E9MtfF%20M3iVI2F9KCCSeAD7fjRFQ15m/L1K1O0j1JpJFXYEy6jJY+v1rYHSuYtCDcx55w6k7vrXTjpURBhR%20RRVCCs/V7l7WFJE7ZyM1oVkeIv8AjzX8f6UAYf8Abk4GevOPvn8+tOGtzcZzgjruPX86yOQx6Men%20TFOB6d/61IGv/bcvXn/vo/40DW5e+f8Avo/41kqQPlAPv7UoOcADjHWnqMXxJ4lvLLRXmtsq+eu4%20kj9a5MeNNZ4zck/if8a1PFZB0E8kfN2riwc89sVLEdAPGms8ZuT7jJ5P50n/AAmus8f6QenIyef1%20rB6/nj6U0n5T69aBHRDxrq4+9cE54HzHr+deoeEjeyeH4bjUX3zT/P1JwPSvD8Z684PatrTfFOra%20YqJb3LGJOAjHPFA7XPb5ZVhiaSQhVUZJJryzV/HV9NqExsAVtxyMsR3+tQal8QL7VNIazeAJJJwz%20qe30rldwLhckgDuetFwS7nSHxprBJ+bnH989PzpV8aayzcMOVz/rD0/Oua8wfXcMY9KXgtznG7kA%20YpajOkXxnrB2jdg4yMuefY80638V67ezpDbsS0h3cOTgevWucd8IzcDPGcV3OhaZHpukJdDEk067%20uB0X0FZznyxuNK7G3t1rcM0ZivSVHUbzyfzp9v4ovYo8XjNvb7o3Ef1qC+1AIYiSuPMy67eRx2rL%201G9ify8lSfvHsQPSuaNedzTlTN+Px5bf20ulPORduu5QSdre2c9a211qUZG0nPH3j/jXlt/FavfW%20UsW3zklDIcc9K75Se/XArqpzc1qTOKibH9szHPy8Hryf8aP7Zm3E7e+fvH/GswHt1xT+2e1a6mRo%20jV5sAbe/dj/jSjWZs8KOefvH/Gs4/LnODz9aU8blGCBzmmI0Rq8vAUDr3J/xo/tiXbyuV6feI/rW%20ce4/hByf/wBdIR29elAGi2szcgqOPRj/AI0xtZmOfl75+8f8aoE+3Uc+9MJoEdDo+oyXd46OMDYW%206k9wK2q5nw2c6jJ/1yP8xXTUykFFFFAwrzv4gLu16AHI/wBGXBB/2mr0SvPfH+f7ftsf8+4z7/M1%20JjRyY+YZA5xuxnj0xRt+TAJ242+/1oADR9xxtwOlPHJPoTjr2oKG5B5Ud8qCOlLgf98j/JpfvfXr%20+NHb2oEL296X8cj6UmOgx7Yp/U88A/5zQITkMe/OT9KDySCM/T0p2e/Tv9aB9R0oAQgnp3PGO9By%20DnjrxRj5fQdTilwe/I70AGMH5unSgAZweuOfQ0uOvvRjGcc0gFAGefzoAxTtuOv86COwwOaoDE1g%20f6cMD+Hilsf9WM9cdAadq4zerg7Tt45os/uDO3JHULjNIRfTJXjnJzinDhex/HBoUYzzkg9vSnY+%20mPf+dAxvbp3pPr9etOPI4z6D3/woYcMTjGc0xDcYPoe+eeaYRnoMcYx6VIR09f5U0jdxznGBzQMb%20jGNo4z1I600j7vbnOaeRl/Tjt2pOpxjnPPvQIZ2I696QDkcZOeh5pxyckfjikx8w2n6HpQA0dtpy%20MHPfNIVBD5AGe570u0AYHHbilIB98kAj2oGRsOoO0jbxxSnGR2/HHNKSE3MeQvoORSYztzgnrnFA%20Hq3gsY8LWp9Qe3+0a3qwfBZP/CK2uRxhse/zGt6gQUUUUAFUtZj87RLyMkgNCwyD7Vdqhrt0tloF%209dSKXWGB3KjuAKAPn3TtLt49R1K4uLX99HIRG8g7c9DXU+EILm401miZ0USEhyM55rp7LU9B1zSE%20vrO1WaGYkHC/cYHBB/GmPqAS2NvpdsLeMA5471hGPKki9wltZL68gsnCnzFIbvj3rF0/4WwaB4qN%203dldQt7g/wCrKcK3aqniHxT/AMI9pMd9CxkuIpNrDOOprMsvjJcSx+ZJCCuCVJPJ9fpWcq8KcrSd%20io05NaG74j8NaFBqF/A9tHGZFVlUL7c4rY0/SdMstFt59Kj2iZcMGHK7eK56D4m6fqUkctzp6ySq%20Mqxjz+Ga17Txrp2ryfZbOELKoLFEHbvVLEUakrc15A4VI6W0KfiaEXk2n6VJGWW5DSA9gV9/xrz3%20492NwbXQ5oI2lFtGyM+Oh4wM16rqmpaPNYpp2oNJBODujmU4Zc88VzHjy6sLrw7bWlrI9zHG6s0u%200nOOufet6EuWre5M21DY+a3W7MfEbgZBYlDz7V2Hw106+ufFtu0MTHapZ0ZMgr3zXTSJp0gUiOTa%20PuqYT075rpPA0kNn4jF/aW83kW67Zf3ZyQfb2r0nVXK7I5o1JNq6PRNGW0LMLWyEDnJZhHtzj19a%20zLzm6lz/AHumK3YPF2iXcuyF/LKscgp1Hv6VjXsiS3krxD92+Sq56+9efG19DrlFx3RYsj/oi5Hc%208Vx/xe0yO88DvPuWOSA53betdfYc2qg88mua+IeqW40T+ynVZHmOSufuj3p1JqEebsRFXZ8zKJFt%20VcEMM5xiuk+Hmmz6j480lbdE8wTiUl2GCFIJFasugjZhI0VGyAQvSul+HOn2On+I0ur5fImgx9n5%20yr+uayhmCm7XKcLHqXjDwra+L7XVEs7GGG/dFKuFA5TPFcj4T+FPibTruz1KTVHQW4LNbF+D6DrX%20p2iXE1xqtxOU2hxkY6c1IzuJ3/f9SQBu6VtCo0rr8u43KVrNnmumeGvEdl4vvtQ11EfT7hmOUxkZ%206A+tahs1fTtUiRfLaSJlQg8YwecV0N95yKqmR5FOTtLcE1kTSyR2Nx5Nvumddqxucbs9eazqydSp%20GViI+7Fo+dm8IawrFlg85fMbYw43DsaryeHNVjkCy2siu3zHH8Ve4afcy29r5N9YNC6E4XqB+NV7%20/UbVG8yS2kBxjcoJx9K9iNVWOL2tS9rGT8NvDF5DfWF3LI0axliYRx1HOfU1znjvUdRk8X374Zxb%20yMtuB25716dod9jTheQK/wC5LHa6EHHrXmmqeKLC81ma48k7/PO8djzXhV5NyfN3PZwivK9uh3W3%20Um+Gel+SxeSVWe4RhycgYrA0DTNel8N6lZqnkPO/yOx+7z1Fek2FhPqfhu1e1jwoiEmB2BHSqkRZ%20Y/szjaSTyeDVJvY5nZu5xXwx8I6t4a8WPf3F0JYJCwmAPLnHU/jXqF14maNJNkBO1wFGPvZNc5fX%20sPhjSxqDncC+3BPP1rndS+ItlDp11cxsjOjAqmeWOe1En73LcFBuPNY9nsnLSQmTh3ZD+vSuuHSv%20EPBHxXsteito5INl6ZI12Fv9oV7eOgrZwcdzK4UUUUgCsjxCM2a/j/StesfxF/x5r+P9KAOOHOQu%20eOP8+tL39un40Kc8jp2NAHynPrx7VIxRnHXGf85p2eMscZ6c9KQ8knn1HFOx9OT064NAjG8Xc+H8%20f7XJBxXE5ypGcjoDXaeLyU0H5V3Av0ril4Ix8wzg0mA/JLYxkeoPWhccNzwMHnimrxjBA7jigE4/%20CgB6n5cdG70u4c49eee9R5x05HTNOGN2e56EDvSAduxjBI7daaJAc9evcU3bxwe2MH1pBnIzxntm%20gCVGJGSMH0qRWyRltueagUnGcdeMn1p+4DAHbnkUALcTCO3dyMkHhR3/AAr0+xJXwzYKSGIj5A4K%20j615hFF9qnTbymeMevrXo6XUEWiWsZuo1ZUwU2/zNY1ouUbIpbmFqdmL6TBlaEx8iQD9MVz99oty%200nmw3fGMBSM4/GukmmQ3DDzCUPGCMYoitldhvxsVcsfX2qYUo2u1qNyaehyGgaVf3fixH1EbbW1G%208Ybl29K9JiYsx3c8etc7oy/vbi4cnDyblyOg6V0EJ+YHsTit4xUVZCcmy4nPX6U8dT70xMdR0/lT%20wMsAOKszHDgHGDxzxSHgcHqOOKUDPAJOD1xTWcAF5GVQT34pgObvz+FNOeOe3FU7nV7G1yJJgWzw%20R/Ksm68X28RcW6AgHaWJ/pQB0PJ49KjlkjjU+ZKiAf3mxiuIuPFN5dpiFiCR/wAs16VTWHU9RIPl%20SBTwPNf7w+poHa56h4T1O0utclt7eTe/2dn4HGAyjr+NdjXkPwphlg8Z3qSuGAs3xt6D50r16hDC%20iiimAV554+XPiCHrn7Ko6/7TV6HXAePImfXImVlXFsoyf95qBo5JeFA9B6UoXA2ge2P6VMLZuhdA%20O309KpG/gD7PmLdMjn8aQyx2J79R70FcnA4HT/69O24YFuOc59aOvIPOM0AHuMnnI9qdjnjsOppA%20B0JPSjPTqT19M0xC5yuB+A6UDB7ADoPelPUZ9fSjGSCRz/KgA6Z+tLjAo9ByfSjpjP54oATHX17c%20UtKD14+vFLxzjHHHTtQAowF9+vSlxzjGCOnvSjjHPA49zSD/AGuAD2oEY+rjNwD0Upgkj3otB8oP%20G3GNoPNSasuLtMnouQuOM+tR2YHl4XjnuMUAX0GNufTHFPABA44pFztGMcfrTiM4wehoAaOpYc8f%20SgYA9vp2pfUAZ9c96OSfagBvfpgYzn1ox7c+mf5UvAz2XHagjnP5E80AMA6Y5xxTSOAPu5PHfinn%2027+tIQdpPHA4NADDjoevfHakP+z0xwCafjDYAxjjP+NN9uMkelADQMgHGfXnrTexI/D3p5GV3Drn%20t2puAOByO1AxoBLEBR1GPf3pPvDufm47YpzA4+Xg4wPrSNkYx8xDD2zQB6p4M/5Fa1HcA/8AoRre%20rC8GH/ilbT1w3H/AjW7QIKKKKACqOt2wvNBvrZ22rLA6EgdMir1MlG6FgRnI6UMDxTR7OTwHc3Om%20aXbz31ncOXAfPyMeuPxNPu7/AFm9kWGDTpLUE/fPORXrklpEbhmCKMe1DWydGVSMjjHWsI03azZf%20NroeCfE/Q7uy8DxXlqrSfvlFwCmTz3FeYR3Pk6O7Iv7wdAV59v8A9VfY09ja3UJiuI45Ym+8jrkH%20FYl34N8OTqZG0i2Vk+cYQAEjpWFbDObTTNqdZRTTPDvAnhjxLeabPdXmmMImUGIk7S3HXFdh4X8O%20XOiNeXiwKLyQgKj9VXvXe6LfRwCRppW2pkIoPAx0GKtQrb3Uxk2s9wwLMcduwqIYCEKzrp6sJYiT%20hyW0Mm7tLS90Bb+7t4WltgQ+VGefeuYPkXFuIIo4YYs5PI5J70fFDU59C023srSTMl/IN8YONvPG%20fzrgdM1rR4tSmsfFOpS2a+VlGhy2WA6ZFdLdnotTDpqdFeR21jKdjxO3ICswxmpdF1/7Bfh2VMH5%20ZFQjGK83ude0155MtK8asRGcnketWNI17SW1C1h/feXLKEb5jkEng0o1p3tYu0bWOo+I+jlbiLXd%20EnkjtZv9bFC2ArDucV1eisX0OzLkyO0YJc9elcTqGsTWOnm2nZW0+a4aPOdxUBsdPf1rt9LXy9Ft%20lU7Qo+U/7J6VpBP2jfkdNSt7TDRg90/wsaS3IstLknbB2khc92PSvMdWaS41SaS4kE7t12r09h9K%206PxhqBjt4LONiF3b3YHBPpXO2l/Pavvt0icMST5qZ/WvMzHELm9n2M6UNLmcMl0LKcdME4/StDSN%20Jl1W6MNrjzIgZPvY6c8VWuGaWRp5UVS5JIU4/IVpeF7wWXiW0kkYKjZjf3DcV5NKa9or7G0l7p2n%20gjxWNFjuLHWEJdG3I7N1BroB4h8OTsZh8rEk8SdDXG6g1kNRjuSEkMN1sk4zlC2MY+ldnN4P0K4U%20OLbZE2HAQ4znpX0MKlW1o2djmcY9SX7do92ymO4BO3IXduzXOSuLnUzH5q4RsjLdBWD49k0zwVNA%20LB2jnkDM4LZCrj0rirPxTc38q20drLJNckeUI+XYevHNdMJScfeVmZytfQ9H1ue4tovMtES5Xd8w%203jp9aztKuZ7m6X7Zp6/Zy+3CsD1OM5rltQvrjTLsWV8s9tJt+aFmI61BH4m+zAwRyyI2MjLHA/Gn%20zNdCNLHr8tmkCrhFUAtHnHUHhc+teE6p8JfFsviy4kisi0Mt0HDI2FCbq7ofEGD7HGJC0jvCEYHs%20VHDfU1atvHOqfuI4HkkZ49+3fnIx0/CorVKdL35s0pqT0idFqY8UaFfaJZaPblrZIlWcqvDcciuH%20+Jul+JobeK8to7n99cudkAOUXjHSult/H+qiMPiZudpwC3PcVYi+JtyP9YhcAlSJIicGsVicPKz5%20kV7KouhwngTwT4h8ZeHtUTUp7iN1YCEXWex7A1v6D+z/ACSNcQ+JplMbAeU8RxtPqMV1Vr8Tgr7T%20DEpxztTbmtO2+J9q6jdFGSCc5cD8PetVOlN3TTBOpGPL0M/w58B9B0TULa9hurhpoJFfO44fB7iv%20XB0rjNO+INjeXEMKxFWlYAAHpk12S/dFbJ3MncWiiimIKyPEWPsa8c849ula9Y/iL/j0X8f6UAcf%200zjhetOHbP4imD7vB6Hr608c9MH0BHapAXnbnB9OtKCCevfsKF9M8deaXPyk57+lAGV4jtjd6WIQ%20xBLdQK5JtFlUDD98gY611viKS5h01TZLvcv90mueTW72Jtk9huxwSKQaWM19PuYhuZN3uO30qFop%20F+9GwAreTxFZsR50DxuTjlSRU63uk3TFI5wDtyAwxRoM5fjJ64/lTUbsWw2MgA11f9nWNwA8bx4B%207EH9O9U7jQo0ICr8xONw/wAaAMMMQOcHHWlYAjPv1rTbQZeiNlz04p6eGrwvtkdYxjByentQBlIw%20ZcEjI6Zo2vLIIoY3c/xEDIro7fw/ZWxLSFpmAyT0GfpV8LHCmyGNY16nb1JpXAzdN0owIqSjYTwQ%20KvXWjzSuhjZWRDkjpn2qdXPnLj5iW9avsrNgI+31JGaLiM+58wSFZYFlU9Cq84+tMiuYvsU1vEjp%20J93a4Oc+xq+Rcq3ylXXvximSSFXVpLfJ/vA5IoApacMbgfmDSYA9BjvWvCMFWdlAB5JOKobYNoWI%20mMk53Ywazb3Trq4kX7Hcs+9fmDvjA9s1Q9zon1axtSRJcKPYd6zZ/GdkiHyI2b0J71z66TZqqNqW%20ohHbgRgbiBVrRLTSdQ1OK1sg0iw/NM7ndkfSjR6D5SefxXe3BZbRGII6ouKqN/a16xaR9qK3G98V%20n6p4tEEcsltbx26ifylCjtiue1fxJd5s4/MOJYtxIP8AtelO0uiHZHVtpscQP9oXyrluFAzk/wBK%20hN1olm4hIaa5LbWLN0PpiuV1a+d/FCQbmKGRVbnvtz0qlcSGTximT964APcn5arlfVivHsdpL4rt%207e5jtrWGCIbtgwgJPfr2rI1bxPcG5eNJZAqSBVXJAHFcsjI/ixVViAbkAg8jpUGq6gDrzRqS374e%209UoIOY+gvhlFCmpTMMec1uSeMcbl/rXpNed/D61WLWRLnLGxI/DcleiVBIUUUUAFee+Psf29DnOP%20sy/+hNXoVefePjjXYMfe+zL/AOhNQBzGOeme5NYT5WVio4D8FeM1uNIIwSeFHX6VhzZE0oU8E9PQ%20U4gzexnr/P8ASgdPUdaYrfIp45GRn1p3G/19SakYpxnnJGcnmnc5557imqcLu6ZOfrS5wPYfjkUw%20HY4GT0ooPv3o6AA9euaAF/iBHXoeaTkDG7kHkYo4DcDI704BiuQM5HQc0AA5wTkEjBGetAyMbgMY%206jvSHgnKt6jJ7U48EjuR0xSAcoIX5uvXPrQQQMdB0PsKQEhTxuHULTsHGPbOaYjJ1X/j4VWJ5Xrj%20p9T6Uy0GYxuYlifmB5x+FSatlrgc4UrgjPT61FaHCtjIIPORz+fegDSX7vP4kGn4BJ2846+9MAwO%20RnjGOxqK/vYdOsZbu4b5IxwO7H0o9AGajqEGl2jXF2+AOijqaz4vFOmvcLHIXgLcKXUgH/CuEudT%20e/vJbu8uWdnOViP3R7CqtzdrcQoj7iyjks2RXXGjG2u5ySryvpseuDaygowIIyCORSk5A5xk8Vw/%20gjxEWujo92xPy7oGzn8K7fsNp/P1rmnHldjpjJTVxp2njkjGSaQckZ47HHrSkkjjAz0PpTexIPTt%20jr9KkoMH2J6HJpoHA5x7EUp+7jGeOPakbHIJyMce1ABzj6enGDTCAe5UEcYPNPYHOW59RTTjdk/k%20KAEPrznr+NA688+tAxu56U0DO1ifUDFAz1Xwb/yLFt64Of8Avo1u1heDcDwraYORhv8A0I1u0CCi%20iigAqjrl2bDQb67BwYYHcH0wM1eqvfwRXWnzwXC7opIyrr6gjmgD5u1T453817OtszcEqoVemP51%20a8GfF7V7jxdaWF3BPNa3TBGZkJ2Z75r1E+BPC1peOYNHt87s7ygJzWha6TpVr81pp1vER/EEGSaF%20cehukAMO468elMmiSZNrbgO+DUMTysuAoY7TgCnedhVZsqD1yOhpiM+30iGwnldY/Mik/gPY+taa%20RMGjEEaxLx82OvtT0cHkcipPOEFpNKxGI1Lc9sVOw7nzZ8S7+TX/AIjXNnBOEe3G1XZsKvrXmVy2%20ZpI5cSiNmUsepOeue4rW8V3Yutevpt5d5bl8bGxn5j3rECb2D5wuCMY53Vk9SyCWZtpKYwuPpSwT%20OJUkT5XQh1IPcVbjSBrcwvGCCDzjGD3zWaS0UioOPQeo+tWooTN2HxJKdWuZ9TUNFcQeWqAfKr4w%20G+ua9p8F3327wnZb23yR/KT3IFfPd6RuQN8qlcjnPNesfCTV/M0a7h3EtChbBHTFJS97UHsP8QXv%2023X5cHhDt+lIVVYgMbsKcDHBrLhuPPupJTwHmflhnJJrTLleQeBhR6Z9TXyOKqOU2d8I2RA8eG3g%205+TnIzg1FC21xgZ5z78ehqyZRghcZye2Prz71TBxKu0YXOc/3axhc0ZZW4YM+9nG9txBOOR0zXtf%20h29W80G0mz0TDAnPQV4XK29n53n+derfD28jk+G+pz3BCyWkUhG0/d4OP5V7WXVHzOLOSvGyueMf%20E/WZNf8AH1zCjq0cW1UHTO3rzWVcanDpWqWd54euZ0lhj+eXJBVyOQPpWMbk3urXNyX3F5CwLc5y%20as6tqQ1G6jZLaO2jhiWNRHgbjjBbHqa9qOquc70LWoa/ealc/a9QuXuLhhgySEsxFVBf+aRGzEnj%20rxj61Fb25nDMDtHT8qr3DmIrCw3HJYPjkj3oULsRqC7k2tkjHOTj8vpXd+BXFzJFcHloYJ1LZ4GE%204rzq0JngkQ/MCp4z1rvfAMnlaXqEDkb1tsoy/L2NY1oe479NTSnK0keteBreIeD4GkijzKxfey5N%20a8unWEq4ezhIJyfkHWs/wkvleENOXGCYg5J65IrVZ8dDyaKcI+zjddBSk+ZmbN4a0eb79moOchlG%20CPb6VSk8D6BLKzG3dCechvu/Stzdx3OfemtIFjkZuAFOT+FKWHoy+KKBVJrZnm+mWHkeNYbe3lZl%20FyiKC3UKw5r6IHSvn3wsFu/iBDJksxuflBOMDPXFfQQ6Vx5UnyTfmbYr4kgooor1zkCsbxGcWifj%20/StmuS+INzeW2kQmwC72chiy5wOKAMEHk4I/nmn57Y4I4NZqLjbtZsYx16H/AAp4llG7bLjnP3el%20SM0c87ueRnntSkgcrk4PrVATyj0bBx6ZrD8Y+L7rwxY213b2qXAlcq6kgdu1EU27IT01Og1PmAAn%20J3Y49KobVOAemc/hXED4vxXESpd6O8RPOUlHH6VctPib4fl4lSaHj+IE1bpTXQnnj3OpNnDJkNEu%20QcEEcfnVaTRrKReIlHYELgmq2m+L9A1SZILO+LSyH5YmQjJ/wrawVZQRk9Dz+lQ4tPUpNPYw38Ox%20Aq1vNJGQxGA3Xiolsr+3dkjvSxP3Q/zYrfKjcQeWz9PxqsY915kjCgdqVhlKzm1iK8i+0CNo92CQ%20ORWxOd1y+c43dahU4IIPU96rzzn7TKMnaW6DtUsC0z56kDPI471EZkxk8nocdj61VaQn5u/bJzUb%20MTwf0qQLsEu64TOCAe3Fa6nDAnP4GsG0I+0R+g68VuJ3/UGqQh5xt989MU3PpT8c96ekXzKScgjP%20SqAiEQlJyoOB3rD8YhrDw080TeW27aCvWuriQcHC9OwrlPiUzQ+C5HiXL+eAFJxkYpxWoHns7s+s%20aV+8YsUy2T1HNdb8Jfm1fUpCMsFYk/h0rkjDN/wkOmful2+Rz84OOtdj8Jopo11d5o9gQsF5yW46%205rbSwN3PONWnc6LFzkvdE+nGTS6/g6vp8IXEYgC8cHrnrUut206aLZIYCSzs2OufmPWl12It4psI%20vLfK7QeCR0pu4upFey7viAitnm4Vfr8lRRSib4hwADj7R2OO3SpwrS/EeAqjH/SATlCQPlqjpJL+%20Oo3IYIJiTlc8c9PSltqBHp0ok8YQFsktck9OnWqr3FpLriRtuR3uxhh39qfoDNJ4vt0Cn5pW2knJ%20zk1lW6tceKbBVB2/as5/E8UdA6n1J4FDL4rZcnZ/ZxwM/wC2lejV534N3f8ACcvj7i6aR9Tvjr0S%20sxhRRRQAV558QMf27Dn/AJ9l6d/mavQ681+Il3HD4lt42yXNopGFz/G9AHOcFSfvY7H+dZFz8s75%20/vZ/Cr0uq2MA/eytG3oymsiTUrG4un+yTCUdeexpoGdDH/qUyQxxyexFLnIB69gf61DAQbaE8H5f%20TgfhUg6DBOcetIZIG5/HP0oilSWMPG4ZB3WmA5zjgFTxj2rO8PAJpO1CchyBnvQBrggcZzzgUoOT%20mo88e2fxp275h2JPNAh5OFLEhVAySewri9b8XXPnTnSCsUEXy7++fX6Vr+J74waa8ELhJpFycnt7%20VwWoyCGExBBtgGXcLzIfSuujSuuZnHWrWlyLc6Lw541nkuUtdUYPHL8qSdMV3JwpznPHGO1eGrFO%20WSZiIwrZOe/t7V7Hod8dQ0C0umGGkX5vrUVqajZo0ozctGaQHy7eh7n1oOCc8jIwADTQfl5POOnp%20S+5+Xmuc6DM1babgKoAYrwP8T6VHanMfJzk8HPX8O1SapzNGRgHofcfSoLQOF5C/INv179aANVOn%20uOMVyPjW9U3UFoyExou98Njd/wDXrrI2B6Hj3715742V4dUlk2ngbvmbt7VrStzXZjWvy6HNXM6p%20a7xgMrcEDoKoS3pO7nhhkcU4SK9uxQ5O/wCfP+FROitCYifnX5lwO1dVrnLp1LGn3v2W6sZoyySx%20TD5x1xXt0Fwl1bRzp911B/8Ar14NbMVhRjx5cgz7/wD169Y8G3cjWElvLn92QyAjtisqsbxua0ZW%20lY6I8Lk9xwKQnDc+nagH7vTHY5po6EEYHc1ynWKCQ+G/Kmj7pHY8/SgtkenHX1pCQRxn2FABkbsn%20j0zSZHHH1oLEjnn3o6tzxQAlFFIWOBsG7nnB6UAeqeC/+RUtPo3/AKEa3qwfBf8AyKlp9G/9CNb1%20ABRRRQAVFdb/ALJL5f39h25OOalrN8RvLH4Z1F7bPnLbOUx644oA+ffEvxn1nT/Eeo2htooZLNyB%20HgN5h7c13/hr4gaXrkOnxI+7ULlNzwovCnvmvD7jwXrus6xeXS6fMtxcORJJOcge/wBa9R0HQI/B%20/h2C9tLRZtVgjKs4wo57+9Qr3L0D4x+Ntb8IXWnRaRJGIZjvlKn5uD0PpVXwb8WbyaG9fVbS4v5Q%20oaJIVJA474zXH6p4S8VeJfE8mqTL9pW4wDG7fIo9geleieBvC954Iiu7kss8syZZAv3cDoKvVvQW%20iWp1fgjxJd+KNEn1C8h+xSCQqsZH3QD3FbGrTsdBvzg7ltmzj6daydG1YqnmNpwV5GyETjPqTVm+%20uZrvRtRiRQu+JhnOMcdKrcm6eqPkXWpNmoT7dqbZCfu/eJNVIrkLA5lYrJkdOpqzrlqyavcKQ4Ku%20QVY57+tZTHPAxnBHrXOali6uZJCwj4BXgHv71TVpAwExzgYHOOtW4jH8nmn58dDVa8CXEi/Zhvwf%201rREi3T77WMj7qttz613PwquGS51YKTj7MxKduFPavPGeTZ5bfKqnlfeu9+EbZvdTyQoaBlwRz0N%20ZyWoJmtpsuEMnUsx5bkY9hWm+NmDwQAxz6e/r9KyLTgsiEAKzAfL0/Gr/nH7GZCrOE4c7tuT2r5K%20rG8j04iNLuUDI2AkrxjrVctmTADfMeOcZx1pm/cx385AO31z0xTFbdNyxyo2k+hNNRsMsbtrNnAP%20d8dPT612HhO4+xfCjxdjO7yxk54O7POO1canK/OCexyfTuBWvDq9vpXwx8QW0mWa+2CMjhuCc5/O%20u7A6VTnrbWPHLSbaqFeuMVJFMDdFJEPsc1BEhZNi8AAYPf8AGlAKBgTkg544Ir6GOxx+pqnVY7Nw%20NpK4646GoLq6F2gkTBOeQOOKrCNbhAHJIY5OO1NeNYo9nBGQQemcVcW7idjV0nId8KCPTPQdq9J+%20Fulx674wl0idmSKW3LM6nHY4rzPS2Q3MkqEncnHHoK9Y+ATA+Mry+nLBIoAMkZ6gjFRVnBRcp6IF%20dPQ9qtfDbafp8FnBN5iQIEDN/EBTJNMukJwoKjvmtVdTifcCpA7H1ot9QtLlmjgmBaPAZT2rloYv%20C4jSjNO3ZlSjJayRgvbXEe4PG3B7Diqd9IYLC4ZkYYjJII9RXaFmZtvDA9Peo3jikULPEjqwwwK1%200yjdWEnrc8Y+HhW58Ywy5GEZRkpgtz0zX0COlc7baJpMV7HPb2ccUisuDGuO9dEOlc+Dw7w9LkbL%20rT9pPmQUUUV2GIVgeLVDacue2f6Vv1g+LCBp6g98/wBKT2A4MdACf4RjH9adnO3JySSCfX8KiBzH%20wBg8DPWnE8knjJ4IPSpAfk7R0J7k1xHxW2nw3aM3I84849q7XOMqQM45zzk+1cP8WST4YtWHJ87p%20n2/zxWlL40TP4WeWDOe4PUg/40ZbPIHI5HpV1o0Wz4B3EZBJrOdycleSG29MfrXpnIbvgoKfGems%20VUsCcNjnGOle6tjccnhm546V4V4MDt44sBuHDk/d6jHSvd2Ulmz/AMC964sT8SOil8JE3+sHr24z%20+dRhWMrgAYUcnPWrJGCDgbien/16bGv72UHbgcYxXKbDDAwBLHJDdu/FZErs80nlrk5x6ZremXbb%20MeRtHBzzWA1zDufM0Q2nHLipYD/LY4zgUojx359u1QPqNjHjzL2Bc9/MHNVpPE2iwRktqEYA4wDn%209KEmK5qwoouY+v3sD5sZreQbnAxn2zXHaX4m0fVNaisrG5Es7DcF2HAHrXaQjL89O9OzW4EijG0n%20kt39KlQcYAyAeKRRgDHX0NSJxnGaYWJFABwOK5P4lQ/aPB5iAzmUYx1rrl4OfT1rF8S6Y2saStsk%203k5fO7bmqiUeUuhTxNYgcARc96674TyyHStWlmbc3zHPSpf+ELjbVIr5rggKu0pg1qeG9Ct/DFjd%20WltM863WdzP1APpWjkthHlmuXcw0/Sv3jbnRt3PX5zzRqF07fEC2gWRuZFAGcADbXpr+DtBnWFbi%20OVxAMRjfxjOen1q0vh/Qftn2x7APcA5V2IOKOdEs8i0u+nfx0ybtwE2eF5246+9M8MSXM/ixSYiR%20hjnyzzya9ojsdIgk86DTIEnUf63yxkVKBaxj/R7G1hkHSRIgDQ5CPDPDmmXh8WrMlnNsVmcMYyoz%20k1BpHhXWJfElrOdPmjijuC7OyleMmve5LgtGVCRxhuMoMfjTJLiSVSnmsVIwQanmAveEIph433ov%20+jDTHVm9X8yPH6Zr0KuJ8FgLq0irkgW7dT/tL2rtqRQUUUUAFeb/ABCIXxPa8YZrVQrf8CfivSK8%20x+Jkix+JLDc3BhHH/AnoA4DxDtlu0Q+WZSuQrDJrnrOzW0keUKEVOSQK6PWbaP8AtVLr/lqE25Pc%20VTVcKcjIJxjGc/WmBv6fKsumwSRklXTIPqKs59foQKpWJ22MYGFVeMBcY9hVlTgAAM/OCxPT/GkM%20lGeVGScHoe1UdEObSUDJxMc89OKvRSRJvEsgQleOaqQCGztZIobhZJZm3A7CBn3oEXtwwepwP8mn%20A/Nlu3OfWogeNvQ4xzTg3IwOc5wT1oA47xZP5WrjzTEjGLMfmLlcZ/n71zkF5vjmljZHj38BvmZ2%20x0PtXV/EKwS68O/bfIMz2pyyDoV9x3FeW3E8EEkclmWEkg3RrF8q4/2h3Ndccd7NKDjdHK8B7Vuf%20MWJ7yS4mTcGT5+Vzxj6V6j4AvPM8PSW7cCCX5TnOVx/nivMIbpJzHM7JHK65KsOldx4Dvkgvns+P%20LnG5So6tTm1Ug2tSYJ052eh6CDnpS87styP50wcxjr+fNKWP+FcZ2GdqeBcRnJDFcZxnA9veobIb%20UGM/MMnLdDn0qXUz+8jbLcH7qnk1XtGACsCvJ2H5Oc/WgDTjOAuepPHsK4nxY8WoX8gZGCeUVRiP%20vc9a7WM4BB4B61yfi3bHZNLICHtflOOPk65FHPKGsQ9nGo+VnmsltNayNvPy55fFDTKlzGV+bHX0%20rQvLiK4gLQyBUC/eI4NY7OJYt0Y2q5/iHI/+tXVCrCexyVKU4aSLKpmSePncDvTAxk/WvSvCcjNq%20C7jndDz9fr3rzyzkaaAFl5Tjd612ng2/tjqaW0suy4WIlEPO7nt6VrVXuXMKTbqWO5PckDnvjpSZ%20B7npz70FsNx69DTa4D0hSc9OnYUlGRnGefSoy52HeCpxnHXFAElNLfKSvzEdBnrTMgbjuIPHJoJA%20UcbdvzEAUAOy28Hjb3HcUihSFUZHOeBikz+8YnpkHjjH+NIW25GWIDDPbFAHrXgz/kVLT6N/6Ea3%20awPBQH/CK2pBzkH/ANCNb9ABRRRQAVFdf8ekuem01LUV1/x6y/7poA5i7VftLgr8vOMetVXtoZV2%20yoDjkqO9T3kyC8lClmO7jjFIo7kY7j1pobCKOGJNkSqqemP0qO7WU2bCzxvIwuexqQg4wcH0OaY0%20oT7vpzxRcDkfsfie1v0nDrsDfvMHHFXr77b9ivHinUK0LFlIzk44+lbDSSXDfNwoH3fWq15HEmn3%20QldUDRMGx2GKhy7DsfK+tXck188LfvHR2Lv0zz0rIYq8nyFUPoR0rW1ddmoXLRlWUytt+YHIBrFe%20LcxOMA9R/KoW5RMY0EgLqWbGOvFI9wLeNjCirg4GRQ1wIxGsg3HIHFQ3c4njaKNMYPLZxWi8ySvJ%20c+fKxIG7HXFdX8Nbs22rXw38NbsBuPQ49K48IUY5xxjoea634cCGPxNLPfwlrc28i5ZejEcVEgXm%20dDZSENtRmJLEkMeB/wDrqa5uS+ITkJn5gaUWMltPGbhGEbNwQN25T6Y6VXunDXkhXIQHaobrx618%20xKDUrs9OLTJRJtYNEOmdhY9vekWcAbkUK2eWIznNRrtEJJ+YnouOfzoSMK27czbhkqeikfzqLIss%20RySSSjzMEEnbgbSuP8areImhOhSSmfZIvARRkN65NXI0VgSzYYjIlJ656jHarU+mWj/CzV9QJXbF%20KEViOc5wf/116WX005OTOOtI8ogkIfOB7kelSSkOCYyu48YqG2+bnAPHGKG/d/N8qn+8BXso5i5a%20lURd5CN3GagvivmYX5uKfFAJELyYJYADA7VDcs0UgUAbVGMVoiS3o6yl9gLbCBkg44Ne3/CqSHR9%20PvJ0jaVpDs2qfuhemT714jp0z/Z5AoGWIwQv3ea+lvgrpca+BbmS6iWTzpSCWXlsHrXBj8Isbh5U%20G7X/AEZcJcsrm48E2pvFPFeNAHUHyUfmrsX2e3QtGhGG2M235if6/Wrs3hyzcKbd3tpxzuU1Tl07%20WLcZiaOdFxtGPmP41+f4rh3HUf4fvJdtGdca0OpaW4kiDfvWQdMlqli1V0QtKwZF4O4Y5Fc62ryR%203slpc6XMCMOAzbgSa2rfT3um8+7+WJwMQnrmnltHOXVVOnKUUu+y+Tv9wTdNK7NnTr0XmHX5V3KQ%20cYzzW8OlYdquyUKFx865x9a3B0r9JpxlGCU3d9zhluFFFFaCCuf8XHGnp+PfHpXQVz/jAqNMXcPX%20HGfSk9gOAXtj6c071GOSePY1Gh6g9B/LtT+fx/r3qBjgw/DHTH8q4f4rtjw1a8/8tjxiu2z+Wc1w%20nxMnhv7aDS45VE6tvbd0Qela0tZozn8LPOVkM0DQk7SD8pPf6VUcnIB5Ibnnj8v6Vcl0y4jGRKjs%20D1z3+npUJs3ZsjA5zx2r0zkZs+BefHViOc7iSAeBx/OveHwWbrjoQOK8I8Bof+E9sFYA5YnI78Ht%20/Wvd2Hztzz1B6/hXFiPjR00vhFGN5U8DPCgVHZk5k53fN0I5p5OGJwcsMZB6VBA+BKE3Al+pOea5%20jYsX0gTTrgYBwpw34V83Xc873txuuJSTIf4sCvoW7k3wyqP4ge/tXg0/hjXHvb1rTS7maITHB6/l%20WtOUU3ciab2MkorcMSx/hz2oWGJnOFUkDqa0X8MeIRnOjXXsdp5/SoW8O68M7tIuQAeflJ/pW/tI%209zHkfY6L4UIT44XcF3bPlIP6V7zAD82PrXiPws0fULTxt9pv7GW3g8naDIhHOa9shOep4B5NctWz%20nobwVolsevTnjPNPXOOBk4qEHgdz/Kud8Wa5c6fttLNvLd03tLnJHPSlGLk7IJSUVdnV5x1IHsTV%20SadVBBBJHOK8nOvXk11K0N5O/lcsDJnd9K3/AAx4qOpyNbXWfNX5lJOc/Wt3QlGPMjKFdSly2Oxl%20k3Mo6YHSo8njOF9Qar+bunVW4Ud+uaivbs2kZCJ5szLkDtWD3Ni7kZ5+9j0prMFXJAAHYDOKzIdT%20kksVJtZHfGeuPyqX+0ucm3cDOeD+lAi9u5IY9u1NycjACswzzWZf6o8NnLJFA4kA4JPQ/SpbfU4X%20iQTlgxHLY6H2oEXDt45wnXbjrRlsgnGRye3NN+02Lbdt3tYngsh60yQsucDzE6Ag5zTsI6PwUc6x%20N1I8huT3+Za7euB8DXDS+IJkZCNts3OePvLXfUFIKKKKBhXknxdlEfifRlLbS6gD82r1uvGvjUce%20JNCOQNpByRnHLUgMDWh++U8kEY+lUF4QcnLccDitPWs+YuBnB7nis442EAnGOo7Cr8hGjbTrBpgm%20fd5cXzMANx/ACvPrv4majHrgaNIBpolx5ZI8wr6+xzXdxNt0qcBmG5SR5Zww49a+db1VXVJiytuE%203JZsnr61Iz6E1WZbqyt7m3BXzlBUEcrVGzN2l4jTncnfP3R+FT27NJoemMzHd5Izlt3696nG0gfM%20Cc9KXUDdf7570BiMd8etRhwTjnjjpQHBbAznGelAEGq2ialpF1ZPK0C3CbPNH8AryaXwLqyf6FDI%20ivbnabosMMPUCvYZI1mhaN9xDDjBri9Sm8u78uZmRFX7n94Z/StoUVV+REq7pO1tGcjqHh3+zlgt%20XkWe5lHlFieIx14966/4eeHrvTw93ehkUcRIx5+tYWvXMC2YmEZ8yDmMufmLV3nhLWn1/wAPQX06%20eW+Nrj+971Eo+xm4rqilP20FJm8p+U4/GlL8ZznuAKiX7ox36f4U4Hng47gnvUjKt7az3MiG1Tcy%20jqOv51VhSSF1WSPkNgkN0+ordhkFq28EpnnrgUkAtba0Z5wHIBdnxkmnYCqkbnChTk/MOOMVmeKt%20BW/0RpbmY28kXMeOd59CPSuntrsNbq7KqM3CgDoKzteEl1pc8qru8rlR6+9Uo6ibaV0eRQ+H5tRj%20MUEChVbDxZAX8qzL7Tt15jdiRDtdfQeldujRxtvt2dXlO75Tjf2rBvbOZb66Z0xGvPmE/fqatF01%20zIqjXjVfLI5Oa4vpr+LTNIi2SlwGduh/+tXZeCfAus2Xig634hZUaMfu1Vs7j/hT/DeiM1/c6xdR%20hPO+WJcYwPXH4V6HHIHgRh0xgA0+ecormZLhCMvdRIxB56euaYW7Dr0HFMLAZVshmGcEZFNYHcwU%20sQxAbnG36VIxwYEh8jpwSvNISSjYLZAxtzgk/WgndIPm+929D6g00sO+Dz3FACkn5mJA+Xjjp9fU%200u47zjpjI5+9/hTOOmT8p3Dnkn/CgkZzjI3DP070ALgrxnGPuljuyTSsxQDOSQcL33H+lNGcqoHz%20nPGev4+tAYjJzjjAIHQd6APW/BQP/CK2pOOQf/QjW/XP+CP+RVtfTB7/AO0a6CgAooooAKiuf+PW%20T/dNS1Fdf8ekvT7p60Ac5dqpu3wMDPcVUuJDED5Y3N3GelPvbgteSnIznopzVRnIUu+I0HVmPFTz%20dirDhIXG48N7U3LgkyYC981h3fi/SrW6a0tC17d5A8qEEgn/AHulaVtZ3moQiXUh9nRukKnnHoTS%20SbB2RRutVnu5ntNEiLuuA85Hyp/jUtj4Zkgt55tTu5J5HQkBjuX3GK3oIIbWIRW0axBeoAqQgmN1%20yQ204x0quVId9D5v13RNJlllZoRbASsXKjGOawk8N6bcpm3vGYE8sT19K6rxVEqNfoSXy7BVY5y2%20TXKWcBhtHV1EVyXjLovAUdj+NCVwB/BlkFKtPICOSxbikTwppQy0skzoRwQ/X3q5czMLR4mkyJlY%20HJ5B7c1aSLy7OFcDCxjkHjOKLCMlNG063wIbbcwHymX5vzrR0i2a/wBUgsIisQmB3beMEfzzTLh9%20oXJwT1A6iqUd1Na6tbS2qsblFdoiOeR7etTK10UutjvWu49LsZpLoM0VrlHGMnjjIFZst/o2t+WY%20l8uVlDIpTaXHrzRcXEt1oyxHC314QcsOhPX+dZMMEsH+k3jxzXsDiFSq4ULnBArllBSVpGqdmXZ9%20OjziKfbg9PT6VUe227lEpcAgsQeV/wD11H+9e6OqSu0ZWTy1iJ+UjOOlPtV3faJdxUySfoDXP9Xp%209i+eT6ksqKse8g42557e9dVaWCx/A25llRXFzegEMOo31y904+ysc5wOMjrXb3okh+Aenw7lQzXp%20Zs85+YV00VZcq2M57o8tvfAhlYzaLMqHqYXPGe9c5qXhzVrQ5ntGIzgFORXp0W1Qedo24BIzmori%209Nvas80jCNRlh9K6kjE80t0eGIpLBKD6FDVG4guJrv5LeXkfL8p5969EtNbg1GYRrAYtwJQyLw49%20RVtZAshZlUbQFG3ritNRHH+HNC1G5bb9nZec5ZscetfU/wAOrJNO8GwWwLMCzMzk9T7V4xp1wsgd%20oXGEO1mI6e1e7eF4TB4XtFyMMNw49amwzXOd3TqMkk5NNDsGJBOT6UgJA+bAIJ+bHSjOPb+lAAQC%20QXVWYf3hzSk85YFu2M80zcBzyw7Me9JknjA3E9etMCe1Y+cozx5i9vet4dK5+2O64UKx2CRcnPfP%20SugHSk9xMKKKKBBXPeMM/wBnJj/azg49K6Guc8Zc6YgGByeSOnSk9gOAB+QEjJ/nS87Wwec85/pT%20FA44bkcjNOBJPJyQeKgBwYcnPGOB9K8M128fUPFl4krHD3Oz0IGf1r3FgcH5Rnpk9xXi/wAQdLl0%20XxE18pxBdPlTj7rdcV0UGlIzqbHR3Xw6tVg/0S6mkmxhBvwM1RT4fTx6U819cvBcRqT5aHOQPcVx%206+KtTU/LqEqjPqePpTz4x1ZlYNfuyt1Uk8it1CovtGN432Nr4fZfx/YMP9YAeRxgYNe6vgl9vH04%205rwb4bsr+PLQ9iT8zDOeDyPSvdWb5icZYjBJPFZYj4ka0vhGySqqySSELEqZJPGBXnF98RZjqjxa%20SqNaqeTIPvn1rQ8f+IRFp76TZSFZ3OHYnoPSvJrl5Ibh4ZBhgPu5ziohFdRyk9ke36T4gh1u0DRg%20CQfeT0rqdBeeFcrKcZPyA459a8S8EteWN6twx2wOdpVjyx9hXtGmLJ5Eg6g8ggfxelcmLiklY2wz%20cm7mx9qmVeZ3zsxg+maY9y+8kMD7gY/GqkSvFCqyStI4HLMc1DPPI0BFqVEhHyM/IB9xXnux2Il1%20C4MixCRsAybiRx2pIWyqt90HsR0rMvNQS2a0imbzXY7XYDKofpS6jqY06Yx3EiqWPyr3x6130INQ%202OapJORsK4GCSevOa8y8b3N9L44iit1MkX2f7oQgZz3bpXdm4LRKwYcnd7YrmfE2oH+x7kWwYyng%20MoySK3UW02uhCavZq9zjbAR2t/P5LiZmUrtUYG70p2mP9llQBzHcyttkA6Y9jVN7GaDT4blJvKlk%20f93F3I9TWz4T0298Q3EuyFQIDnzWX5cf3R713UMRTqRcZ6P8GcGJwlSlJThrH8TqZ53h0iJmuPLa%20MbnKnJ/SqXhG+l1Waa5eR3RuVEvUVyXiT+0tE1RdWt72JUkjMAsphkOc5zW58PbmaTTmmvJofPf+%20EDaoHoPWuBnb0uegHKJ15x0Bzg+lLuHTqobPSqkUjn7wUYH8I6+1TBgGzn/vntTEPb5kIYKxbrkd%20RWDg/amZTkAcjPANbUj4ifdt5Gc5wKwo2VpJBG6O55wo6fj3p2EPVYxGVbczbsgMc0Jcz225opdu%204/KGb5WP0oXJbaRxjlh29qy72zN7cD9+UCHKqBxmqSbYrno/w/u2uNenV0UEWzZKjH8S16JXl/wv%20SRNcuBM4eQWzZIGM/MleoUilsFFFFAwrxb45PjWNNKqS0KI/Bx1dh1r2mvDfjvc7Nbt4NpYNaRFs%20Ht5r/wCFAFPWh9w4yd3X8KzgMDjpnrWlrBLQq49c8cdqyl54PXP3e1MOpahz9jmXqGQjNfPOrA/2%20tcYC8y/dx09q94tdR3a5JpTx42wGUS/3h0xXhWsgf21e5bnzTyvA/AdqOoHtOlzq3hHSWUrtEePl%20XaO/GKWzmuHx5qqmJMcelYcGrSaf8OdCnEPmJNOInLMCQuOtdHJCY9cS2Vl8gYO4jkUX6COiaQhw%20eduMj60sYLui7mJ3ZAH9fWoVbB2/Nu27chud3+OKsWkipI87coiZA9aW4yO8Y28nkxSEys2X77R7%20Vw3jbWLSwuYJYI5Alwm3dKORz1rs7GJ5C93OcPOc49PpXB/GjYi6VLKJDHv+ZVbHY1pGUoO8SJQj%20PSRzLzXviLUorW3AdrhwFGcmvZdMsrfR9MtrAMqGFMED+I/SuB+Gfh8ad4bn16+BW5vT5dmG+8q/%203h+Rrs9M0tdPnWWeaS6uNu1TK2c96zSbd5O7NPdSUYqyNoEDIbI74HSn2F1BLqctqybpIU3tjovt%20UElzFG/lvyAdrFe59K5S1vLzR9Xubu4kRvMk/eAHhk/xpSkoascYubsjsdYZFt2+bcNuVB9Kz7m7%208jQYIt22WdthHXisPX9ZbCzQH58fKOuRWfear9utrOSINH5Y3EHqDmrJO1029E2I5htMR5Georct%203M0TLPGiqekZHVa5bw3s1C/W5ibMe3nj+ddTIoVHnP3mGPoKaB9meaeJ57fRtW2WSZMwJWPsi59P%20rWZodrdeIb7bcMTBB88mOn0rqNY8O2WrarBd3TzJMo2KUb7wz0+lbdlpNppFgILaPYM5PqxqXKc3%20aT0HGNOmrxWplyQ7AFA7YUY7VNatui2EfMnQHt71rLaqW+YZJ5zWdJH5Uo3Yy/y9KqRI7zDv6EjP%20PP60zI+UHcSDj5jnmgMeCQRn5sE56cUm8bV3E7fYdqgYox+74Hyn04/L1pDnvjKnKsehPrQrcqzd%20T8zBfbjNJ/EoJH1xxntQA5cbskAHdjA7Dv8AhTQCUAY5O75gO3ofpSDO0nGQFOAfTuKOjkD7pIXg%209iOTQA8ckcjGc8jp/wDXpfvZxycdc81GJOhIxwW57EcCjAOePmUgL/tA8n/9dAHr3gn/AJFa1+h/%209CNdBXP+Bx/xSVpz2bj0+Y10FABRRRQAVV1OD7VpV1AGKeZEy7geRkVaqK7/AOPOX/cNAHjV54M8%20R6TNO2ka20pZiQsxJrLs/CfinU2a313VJYrXPzojEl8+46CvS7p83Lk8ZbGQKaGI68dqnkiXdlDQ%20vDWm+H4AthAofbzIy5ZvxrXXHXqOtMU4PzZ5p+OBv47fQVpokSOXlQMZOTz6e9Sou7HJPGPrSKY4%201w4zkHaFo83YQwYLjoSP0pDPn/xpaqurXysxhSOXzGYDpzmubsTZm8uJpXaVY1V2lJyCMZAA9a7z%204i2bJrt4sWQLhQfm5D8c1wDW1vbzzRJG0MDmMMV5wccnApLYB/2fThNJG7vILkeYA/VF6/hVWGez%20sYi8c8z2zEhA+TtI9KvTxSHUpWWFfKaDy93/AD04wPpVW1iUaGYFTLh2Xaw6ZNAFO51NEsmuFUqW%20OF3nr71d8ISNeePvDwSMlZZwrdi3IzVe+sEuLNI5YvNeNCETcAPrj2rc+Hggi+JWg+cOF4AI4BGO%201TIZ0WuQWlz4k1W1X9y0Nw6qA3zIMnkVi3YtbVrS1aUbVJOW+85Pc1o6pHFc/EfVbsKY5Fncb/7/%20ACeKxNfktDqzNOqeZt2pkZO41zy3NY3sQz210jOk21rePc0AB/1rN0/I1BbwalBEgvriGONzkxIm%20CD9atNqFiHjhmLFrZNx7hmx2qpe6jO7W8tza7YuZMZydvUE/Wp12K0Ll02yyPcbSMV6D4w2ab8Fv%20D8e3mSRWAJz1IryG81G9uGlhjjSJZCpVmOcK3T869e+KMH2T4d+ELZ3UBYlZyeATha1pxte5nJ6n%20KQPhRkgg5yCucfT61keILhLbR5pCpKlgu0ck5OMVoWt5b3ttK1s+xIh+8LjGMdxWRcXX23EthE1z%20FG2CrLtyexGa3XmQZc08nlR/aoWgIjVbZc9B3qWJZLeKKdpm89i3fjb2qzLp81xKk99J5kzE7lz8%20qD0qrLaX0N7HmNbhGPyN0CAVWgjrNCsxBboSGCyNvOf4mPtX0BpKeXo1mueViGR6HFfPWjPPbanG%209zP5ocoCueFGewr6Isbm0ks7dIriN2EYDKGA7UAWS2QSBuzjKt3ppx8x5O1sEnqPanBGOWGCCPlx%20yAP8aQ5Q4YHhc8HBHp9TSAQ5yMEDrwai+6OTsOecd6c2VwWHzDHzHmmnjJIJwTznpQBJbD/SEAAY%20eYDj3zXRjpXN2R3XEeRg7lx7jPFdGv3R2pdRMWiiigQVzvjEj+zUBzzn+ldFXOeMyF0xCTg5OP0p%20PYDz5WHGT26elKp/hOAQOlMHAAIH4jIpRz8o9cjNSA8Y4J7Hqea4P4sJE2h2ZmUsfNJHPU4rus7g%20cdDzjHJrifioA2i2h7iQ9fXHpWlL+IiZ/CzybyomOQgOeCAMfh7UCGM8bRgKMHHb1qWQ7txCkDAL%20AHqf8aaT8zAkZH6//Wr07HIdL8OTnx1bL0ZQSQOABg8V7eWy3qo6DGBmvEvhwjyePrRIxuITBXGS%20OD3r6Bi0WJY/MuLgs+PuCuKurz0Oim0oni/xE+y6driTXhdRdHcrgE5NZFrYRX94htYd8ki5DtwT%20XqXxC8OQatoDNFEXa3/exDGOPQ1xfhoWkkkdw74ePI9/rXPJTlNU1obLkhBzkZ2gadqc3iqKK6jY%20W8bZLEdPxr2zSpPLs5CG4Vtwz9K4+zujJMiMpVlHXsa3vtottMmUyKhb5VOcAn0rlxFL2b5bmtKq%20qi5rWNMzwvaiaOeHa/3SXFYmteIE0uC4mtLRb905k2EBVHv6muauLOS101Y3smeaY/KA4K7vWpL9%20pbHRLO0jj8tt/wC9BH3jjq1cnK72R0qUb3ktCrqfieeKFb6yjjxI3zRsufLrPuvE0uqSb5beN7nG%20G3Y5Hsa2W/su5iNvLa7A67GMYxg+tcbrPhF9Niumi1J3kLfu0wcr9DXfBzvdbIwn7Ju213od2upb%20/CodWKjZgYPI56VREjRR/vvNRAMgjrVSKCXSvB9rb3L+ZIqguzda3tBZNWaW6uCyRohRUPIL46j0%204raMmpaHM1dHmz30mqauxhIneR9qhf4R7V7noOmRaHo9vZxgFkQF88ZPrmvJfh/4dSy8XXN88Mgt%20LSYiNTzvfr/I162Y5Lx/MnLiPsi8cU4wUW2aVJtpRWyKHibwfoHiyHbehUuAMoYzjaf8fevE/Edt%20N4b1Gw0vSzM32GXzWjduXXp+PWveHhiXAhjMZHOR1FcN4/0CK41az1dBItwF2Md3yk59KJrqZp9D%20a0q8ku9Ot7mZPJlkXcyA52+1XdxCErx269K4vVfEsfhnT7aWeUIhITbtJLH0FX4/FbxaotjdWiuT%20B5okQgAD0+tTZ2uTfWxqeILO41DR5LezuPJlB3Bj6elcPDZavAyS2MkhZOxfg/h6V2Fpra6lbzss%20DReWpPzfxVy3/CfadZySLd2kiNGfmZeRiuilWqQVo7ETpxk9TrITILNTM22TGWIGcH0qs8vl3GGZ%20R+OBVfRfEFnr+mSXmnB/LjOG3DBz6Ut/b2citJqUgijRx8xbA6dDWd2ncs734Y869ctuyDbNgZ6f%20Mlen15b8LlCa9OFIYfZGwe5G5K9Sqb31KQUUUUDCvBPjyWHiqBkGSNPhP/kaSve68K+NTK/jy1gk%20+4+mxlsjII82SgCrqZ36fC46OAf0rKjJ3AdsZPtWreqP7IiG44VRt96yU4fP5UxFOLyx42hOSJGt%20cE5wMZNcfrHww1C+1iW402ZDBKdzNIwyDXR6rcfY/Ey3MahnS0GVPcZqvbeKp5biKOS2Uh2wWXtQ%20MzvElsmkeBLDS0y8lvdqWb346HtXZ/e8VFTgfuQ2DyM155451QxznTmXdFuEr+o5rt9Mvl1C+sro%20Kqia2DFccUn5AdAp5AbK9ye4HqfepnXGjENgPcvgBR2quuZCEQjdIf4h+la19GI2ghxyp7d6Igxp%20j2qAqjagwPauD+Kmj3OuLpUFttP7zc2eMda9E8tlX58ZY9u1YXiHTku9W0kszr5HzHbwD16+tULY%20kt7PzI7fcuILeMR2yf3U/wAc5q8Y8bJGAyp4PvVgWroY9m3aqcKGANZV5OwlggKuO7e5p9AK+pSi%2020mZlbmOTcxUcsfQHtXN6nNDFZF7ny0eU4CHlj7fWt/WlaHQ47c5Ely/z4Nee6gPtWuafb6g2z7O%20fNlI7gZHPvXdhpRcHFq5w4hS51JPY7W106OGxgmlYTM4wAeQtVpdKeSZ5IXDBjkL6VF4V1KXUtDL%20PH5cUUpWIkY3D1rYi4UgYIPHSuGpFRm4o7YScops3PBunmwt7jzWy7uM4OccVt6ou+wlByvGAVPJ%20rJ0a3kg1H7Ski+VOmJIwuPm9R+FbN7JHFCZZv9Wh4H940LYZk2ky/Y4rq8gaE4+Vc5x71H9pNzft%20OwZUQbUX+971oRHzLY3NyNoPKqelVLZDMySuCrSHdgnhR0pdBlpjsQbidzdfb2rF1BSArk52t94D%20mtfUJkg2gqZJewzWLcXZe1K9A3TmhgJu6kdxjHX8AaC+GznAzv8AwHemK2I1IXAC7wB0GKdj5tvG%20Acc+/P5VIABtb5cgj5RzyM84+tBPynBwhU/l6/Sm7hz14GT6/wD6/SjcDnH8JweOP/1UAOOS3Aw2%204dOvTp+NJkBemRtP4jPJpplUK7c4X88/4+9LyJGVscY6eh/z0oAeD8wz1yD+PakDYxx3wMdee3/1%206YrZAJOcgnI9v604rwe2fl3Dtn+nrQB694H/AORTtec8H/0I10Nc94GOfCdpjOMEA+vzGuhoAKKK%20KACobz/jymx/cPSpqiuv+PWX/dNAHJXK4vHP3eelIF6E5A68d6sXKf6W5POSfwqMEqMge2T/AEpl%20GN4h8U2fhyHaQbnUHX9zbIMlvrWP4Ot/ENxqtxrHiOYxpdL+7tVPCDt9K2X0y0TUnv1tw94wwJWG%20SPYHtVyCGcyMzcA44rLllKV2zs9rTp0nCnHVrVv8kXVbZwgPX1qeO33MXmOQO1Lb2qqhLkDbyWPa%20kaUSAhThV53AYJrU5Dyn4uTGx8U2kip5kMsW0xjqpwORXCGS1tBLOH85pMKFHUt2Fel/FjTWvrWx%20kgAjmBIDE84zXl+pWDwRpJpsamdOCrchj3J96nqCM211przWpbWSNY4FHDEjKnuKm1O/SC0MsG2b%20awUhT0rOs9Kmju2kvIAPMDGZiQevYVfm0y2kiSMAxIpyUTjd6ZpuwFZpI5r6OUNnbH09CRWx4ETz%20viVpIbkgSEn6YrPksoY8mKPAwBgdq0vh6yTfFDT4IZctHDI5XrjAFRLoHQ37q4hPii8guiql55DA%20QcZOa568tHuJp4Y7QC7beGuJMEKp7j3p+qxK/iC7vroBg1zIkZA5Vt3HNLqpvZkggn/cDG/dG2Cc%20c81z76o2sZo0W4kWC3nCxrEPkkU/Mff2zVq609pLoEygRGLy5AxyWGMcVVs7m5fVLqWMNKHjVY9x%204JUc06+kQ3tv9pl2TJGxdEPGSPSgCu2lWwkhhXzGBljCktljg/LzXpPxRuYdWOh6K6+ZHaWyMzk/%20dfaOv4iuAhaRWgxxtYOufWti+mmu7xZrg7pCBuY+laU9nczlujLgsCukXltfS7S0hbzOwCnIFZd1%20rE93DHBauLcJtRdqEF+2R6CtvVJw8tpayBWhbc0qAYbC8g0iJZalH5tsmFVgAwXBGOg+ldCIMqXU%20ntWLsgfbiMJ3LdGP41Zgkngi8y52t5x+WMf8sxT7jT7Pzrh8gMVzKc/cx0IpNPt7Y2iTJcGZFJIk%20dvvH0qgNbQdNWQTXF3I0ku75QPuhR0wK6OG0vlC3MDPzzhX5XPTHpWVoFy4hmkkiC7QcJ/Wrmla9%20p95f/ZY7l7SYABhICQ341UWupnLnuuU6AeItSs7Vfsd5LDcIf3kczZD/AEqe0+J1/ENt/aJOM4yB%20yKzL6J4lD3zQXFtKdqEuNxI9D2rMu9MhXS5r2ylkaGFx5isclST0HrRfm3RXL7NtN3PQ7P4laLc/%20LNHJbnvj1rdttb0zUFH2S8iLP8wBYAmvDWw4Leppir9muY7hOGjcNkexpNFeZ9EW2RPHgY+dcE9u%20eldEOlctod2L+ysbpekqo3411C/dHas+omLRRRQIK5vxp/yDY8HByf6V0lc141/5BcfOOT/SkwPP%20c8fj0FGcE0mcZ/M+1JuHXt61Ax5POFz9TXFfE4b9Lsh6yE5xyePXtXZg8cd/SuI+KbY0iyHmEDzS%20WKnGeK1pfGiJfCzzGZwsh8sdDkgDHP8AWoWIXGFzgbeD09v/AK9OlfdIG5xn+Hj/AD9an0mz/tPW%207TTx8rTSgMFGeBz+VemcmrZ7L8LNATRdBXWZ4V+2XhyGI5Rfau+a4ZXQtn5hkgH9KzdiWlvDaxf6%20mNAq4GKkglMqlCcEHAxXHJ8zudCVhZTcLuQkTQPnaGGeK86j8EXFt4wiukciwDlztOAV/ukd69Ni%20ZnTCj5lHODiqUsBWUHny1OcZ71EoqTT7FqTSa7kF9aW01pHJaRqnkHd8q446Yri/HF7EujiCVmQy%20SfLsPzV6IED4UABCp/HjvXkfiGObxDJcyWE0aSWr+UY2H3TWdSMXUV9iou0HYktvG9pbWNrZXcN1%20K1uf3Ribn6Hiu7k099R8MrLOr29zN+8USHc49ia8csmvNM8SWaXdtJ56T/MIhlCPU4r6AuruOXTj%20ddfkBKr1Jq6uGowalDqZ061WStM8pbUPJvPIn/0eZTh1Y9/TNejRwaVc6TaWup2q+aVDCcjLD2zX%20O6l4W03WZhe3Ak+0SEM6o2FU5rpLqNJ7WPyeHt02ge1YQi09Tabi9jJ8QeE764sHfSpku1UYQDhm%20FJ4XtLy28Nus1syuTnaw5z0rS0u/ZJAsZ8vPGB2NaceqybMSHG09MdatJJ3M9WO0fTBY2EfmqiHH%20CAfr9asTXFwP9TsYd29PwqGa+R8YBxnBFUpGVslS0ZJ+9nqasQsrybS7uVDDgA85rG8TbZdKiUnc%204fOT2qzJK08rLGxIXqzc4PtWJ4vuNQt9AD6Rb/argPkZ/nSlsNbmJffYbi8W31G2jnEa718zGU+m%20ay43hufEF5JbsQgXaOc8cfrWR4qlnluLZrne9464LxRkBR6EVLoUc0cE8zhi8xz8qlcUacnmZe85%206rQ67SX22V0S7ONv3z3rjPE+mTz6oDZKEiJ/eADHFdhpwxpd1LKQu8cZYcn6VDNEJTMSN3y8AelK%20maSIfCUkOm6NdWzf8sV3kdgP8apXfinwt4g0s2+ozOls5wVIOd2euau2lkY9N1G6Ugo8JXCjAzXj%20bMJLXDYKCQkY6Hn0q7K4kfWfwnlgn1h5LNhJB9iIR/YMnFerV4p8BcLHGqgAGxY4xj+NK9rrMsKK%20KKBhXiXxllhj8aWhlIVvsEeCR/00kr22vEPjKsbeObQTqGjOnp2yQfMk6UAULsl9FjP+yD9ayYgS%202R2Na5+bQ1B6bBzWUh+YEnOBzkc0wMLUbSKfxon21mS0lswjNnAHzE/nU8eg6Msyul6VKHIHmjBq%205q9jHqdm9pMSqOPvDqKwf+EKsQ4dZ58hs4L8UadQOK8diRPF0hbOGUBWHcZr0Tw/A1tDpKuDn7KD%20jPHU9RWH4ztI5NNurlok8yLaEcjJ+8K6mJgbnS5AREXjGSBx07Ch7agdFpi775JHDP5Y3YzWne28%20d3dRmaR1CHePKbaT2/Ks/RLqK3uJBJHu3rgHFLcXZ+2jcqr2VjzkelCAvW8KwuVR3kA5xIc4omAu%20rxBg7UOQc1RgvvN3gZD9cd8fWrtj+6t1fPOep61QhNYm0+1txcajMLYj92rqcHPt7VkWkJOr/Z/t%20pvGx5oLc7FrlfH2p28vilob2GSS3hXyokj6B+u+t74ebbyw84Ykkjj8vzD1YZz1qFLW1h9CTxOxN%205DHGyjamcY5zntXnvjiyibxS8VnK+Rb77gg8oc9K77XjG+rs7HEcbZI/CvLLq5e71nVbi4lMcl4N%20kbA5OeO49hUVJuK0djajBSlqrnoug3cF74P054RsES+W8Y/hbJq5GxweMnPArifA9+0WoXmnTE5Y%20+Yq9ecY6120WegPPaiD5opsmpHkm0dbZuIrcNJ/d+U+lPlDahzIoS0h5C4+9UEaB4IlY4Hc4q4JB%209nZH4DHGBxkVsZ2KN1qEV3pm+xmDxYxx1X6irMBVVDtjai8+4rnLnRwl5JP4dulSXdmWANkfiK3E%20jlkgQbMYH7wDtSAikYuss7csFIBPasJj+7LYC9feuh1ICDTDkbQx7cc+lc1KSqJxg55NAF1PmjTP%20PG3Hr7UilWwTnLNhzjt6U2Mqy9PunPXgU5mIILP19B2qeoCDIXpkN85Y9QRwP/1UpIBIwWKjcwz2%20pozsKkYx156H1pdwLLt6NwB60ALn5RyTnhm9D2pVH7zAO0FwxHU4Hem5OC3HTH1FHRiSRncMbRjP%20FADlA2gcAHIbnqM9aUfN1HGQNo7+x+tMAG3GFHOTgdu/FPQ525bqevt60Aev+BT/AMUjaDBBUNkE%205x8xroa53wIc+DrPp/F0H+0a6KgAooooAKiuv+PWX/dNS1Fc/wDHrJ/umgDm7vC3EjDOCeBnoaZj%20kfUHr+dSXZH2tyQB82elQB0U5PPPTufemWPUKSXCDDNhc0CRVwBknPI9aiMxY8D8O1AIjySQW9+4%20oESmQvjzcAdlHelQmZwrfcXuKrqPNbvx1+lW0IiXavPGR70rgcJ8Z0u7fwbbatp0XmtYzDzkx1Qn%20k/gBXkEnjHR2jU3AeFnUNgcgk19Ha1bR6r4d1CylXck0DJtPqRXyFf2T2Ur6fcQFHgkdQSQeM8Vn%20K6ZSemp0N14q0mNWdJDISOFA5rIu/GWHVLW1+bbnc/OPasMrEknmGHJU8nP602fbJOs68A8Ed6pN%20iLN1rupXMJcyFEweEbGa779nSykuviDc3hVnWK3ZXkJ5G4V5jcgsDn93t+6g7177+zxYrYWF4WVT%20NKVcsOw6gUdRMwNSlTSvF2pWkiC5tROZApGdhJJzTLuSw1Xy1a4aEo27g4JHpS+MI/s3jrVBGWKS%20EE4PU81gyxHILKCQMj1rw3XnTqOK2O9U1KKZqxWkNpdSTi4Ux/8ALOP+761WlSxF8boKjXEgwX28%20gCqWxmHzkhSMAenrTwUi+4M/KF+bmqeMl0QeyRMgM1wzkFY0xl6Zc+IEtZ7Se5iaOykkaJ29xwDU%20tkkjxSjJ2D/lmv8AEazvHaiPw3axRptTf86OO9d+FlKVNyl1ZzVrKVkbOp2U92yTWqRyQj5kukI3%20Y/u/0qG3gu5F81WNqhb/AFR5ziuK0vXNS0a1VtPl3wkkGOTlfyrfg+IFrcZF9bPBIowWTp+Vdq2M%20hJBCPNlYu0sjyhxnAAHTIq1plij6RDJsLFFJjh/hZiODiq8niHQMyPKh3SKN5xy1Vx47s7fFvp1o%20zfwq7fwgdKu4jrHtdRg8NyQwHzdWvFURxocFfX8q5F9R1bRlkttSt/Nlj+QfLhw3fmtzwXql9/wl%20Bv53E8iJuVXHCg9MV1Oum01y6854ljl25YkdW9qlO7tYrkXJzc1n2PI/EXiWe8tra3RpoJITl1JI%2059aj07xprumjy4tQeaHqYpyWBr1RvBGneKprG7c+TNZAi4UIR56gfL+JrzPxP4Wv4dUuJY9Mkt7d%205WManqF7UdSbaXNa0+JJkkSO/sVUN954yBj3rrLa9gv7Nbi0l3wtkHua8aNs0D7LmOSNs4PGBivU%20/DNna2GhotjMZY5fnbPY9xVRYkj3z4ZXxvPDFsjtl4LjZj0AxivR1+6M14l8Ir/y9YuLIPlZCjgZ%209+te3DpUvcQUUUUgCuZ8b/8AIKj+p/pXTVzPjj/kEp9T/Skxo863ENx/+um5GOPu54x3qMsT9B2p%20Sc9QMZ7VIEwPf16+9cD8WZFGlaeMKxMpwCuR0rut2PbjvzxXAfFgsum2IHQseM8ZxWlH+IiJ/Czz%20ZfvDGSU6nPJ/H0rtPhLZi88arMyZECb8Jx1yK4onpwV43BQeM/0r034RqLWzvr9l2mZ/KG1eBjmv%20QqaRZzQWp6tdxkDerZ7kelZcOoeRcvEkbSP94leBTbq8EVo0lyzRkD5W7H3qCxnlSMeZtw5zvxnN%20cttDc3beXjDA5Y52k1NcIGyOmDnPp7e9ZyvuXcHyuMVP9sZsBj249qSYydyvO5vu8bvX6VxMmgw2%202r6oJoljtdS+Y+WcNnP3v0ro7q8xC4I+Y9K5LU9WDeIILeMl3VMSsegqZPQaVyTTPCVvouoW11Dq%201zPBu+WKZi2T711xZXURIyqz9EDAZHrWKP3tn6lTlTnFUIVF1q13MS8c0KbYmz2zU6LYL3OmkhCo%20YYRsAbJx3qlNM9t80LHeWwOeG9qqSaqZbd8BgG5JU4K1mW19LqOM/KwO3APSldBY13uYZZQYxskY%208hR39a0Le7WYHexVsYYHuaoCBLO2M0iEOeCueQPapZgrwI3cDg+lHoLYvfa1UfOCGxg89azpbqe6%20kEVspwDjee1U7fz5rhUdsYbnHetmBAqOsfAB4OKpeYhARBbfc+X2OayPEu6XRUe2vHgKPv3xZ5GO%20lbq2jThvJJVl5A/pWPelWjaBU8mQHEi9setD2GcDJoniK4l+1pqStGV2b3BJJqCXRtUhXdNrMhXq%20QrY/yK7ieLy7JF2leeg6GuH8UeH7vVrqOa31JrOFE2OgJ+bnPasnruUtyJbN4f8AWXkkxJwfmytd%20FYkNppO5jxwT3rnbGwOnaatt57SlR99jya3tPYjSwXLFR6dcVrAiRoWsUkujSrAwVHG3aRxj3Fc4%20/g/TpiY7m08kbvkeHCiursJCtqBKdw3fNj+VJPxMQV2hjwPSpbswVzsPhBbrZ6w9sjMyxWThSx7b%200r16vJ/hZ/yNFx/15t/6GlesUjQKKKKACvGfjFpl3P4qtr62QskViqkqeQd8n+NezVwvjiMvq8WO%20c24Bz/vNQB51asz+HIiwKnbyrDkGs4dAxz788iuhuxujfnGV5xxmudB+XPAIOOO1MQjOiEB8F3GE%20B9arqJvPO8r5JORgdParPkxyFGlHzRHdHz0NR7e5wR7GjUehyXjE7PDl4dnV1wfxFdGfkh06QqGK%20oMY7jFc94yUjwteZOcOp578iugTabPT8Ic8YPbGKTA6PRJlkt3lUfK46nuPSub8UeMLLRbWKSYrM%20skn3IjyD9avJqVvZ2Wovfh1to4iNinBJ9RXj+qFD4Jszsyy3pBYHkDBOD607Adba/Fu1hv2D6bI9%20uThiGGcV6FoviKx8S2qzaNMJUXmSPHzJ9a+cVODwMbhnjvXWfC7VJdN+IFrHDJ5K3Y8lwo+93x+l%20UB2vjOS/stee4i0ySWCZNpkUd/U103hPT5LDwvGqxPboW3bAwDtV157pJPJlmZ4yeVY5FQ/aXEit%20I7P8mMk8j2FRZJ3Qa2Kd9CLq+DIhxMpXa5yPqa8n1LSNU0LatzBlXYiMoM5Oe9er2832m4Vd28xn%20gZ6VDqS+daYRYy6tlSR0981nOCmrM2pVHTd0cP4Ktr46x9rntvKgMf3jx37D0rvYPmlCg4JPHPes%20qyErS7mbKqMZI4HsK0bTb9oVSd21v4hmnGKirImpNzlzM7OJMW6y8jjAAPf1rO8QX76ZoN3fIdzQ%20QlkX3q/FJ5kCKMfKMcVk+K2kHhq98i1N05jIaNeu31rW9tTM8+0HV4bbXLabT3kEvniG8UniQMN2%20a9Yine2jXtk968q0Sxg1TxLpcNvGLd0mFzdCQdhxgCvVXV7q7wOVU4qIbDe5S1+9ilhgiGd5O4bq%20567bCKytx/E3qPSrWv3IbUiFyBGdqjPWspS7MqA5Uv1J6irEaVmCLRfM+Uuc9M496m7hWyDnaQp+%208D7037kZ4OBxkHof8KaxBZxvAXrgDgmpAdk8Fuu7gDvQDxkH5R8pJHXPtTeCoYqQoOGwep9qUfd3%20kNndwc9qAFY7VJUZ2/KAece4pzHO7aSTxtPvTMdiuMDAwep96XcWdhy3GQc85oAeG6svBJBGeuRT%20gAcCPkMwAJ6H1BqMNtAOMcbsdQxFAJHR+/GBjBPegD2TwGQfB9oQD/EMk9fmNdFXOeAznwfZ59G6%20f7xro6ACiiigAqO4GbeQD+6akqG8/wCPKbJx8hoA5m/k23cuAN2eg/lVcfOcyHHHT+lMupFF3IRl%20sHgnvTV82UgDgUih7SbRheuOBSpG8rDsvTHvTo7dduS2WBxg9akPykhfu8HjpmgB6fIpCHIwQT70%20oJDMQeduCD3NNDfLgqcZyv1peV5U+5BHU0MBHQyWkybsFoyCD1z9a+VvGEDpr1xDeYTZI3lyIPvc%209D719XJtPy8Bipzx0zXzD4yi8vXL+zvNyP5rPCwYfPzUSKVzhJ7dixx8w9aQxR26gqxd2HzZ7VJO%20JEjG5TuBwyimBHkYOR5cI6nu3tQmIp3UvmxsuME8L9a+ifgMoi024jCFQBGSTzk18730gacOQNq4%202gDp6V9E/ABi2g3UkpPnM65bvgdKd9Q6HMeM0WH4jaivCBwucDpmuekxGz+i5/Kuh8eIv/CyL1JW%20OXUEE9qwZJGV9rKrlcjNfPV/4sj0KfwoageSMEZKgZFMKFGJO0FgOaNztDtZyBnOAaY4+Q5OQelY%20s0NOO6+waaCkRlVWDStGM7RWd471W01jQ4zZnzI0CkMRhga9A8Aab5+m3RWL5MAMDzuzXM/FvRLb%20SvDsTWtusMkkuWKcbhmvfwumHR51R++zzO1XZCqt80cnJz2NE9n5RJRj1zn2p9h+8tAkox12kUtz%20HJEgDSbh2zziukzI4Le0mbbcO0jnnHp9Ktx6fZQ3AeFt+3kKWBx7Gq1qyPcKjN1HVf1rRhtbW1iM%20scBaQtgZ6tVX0E1ZnS6Izw6XczQqQrrg+qHviu28LaZDe6RHqOoF2hh+WON2yZCK5y0gRPDImTgj%20jJ966e00+7s9BRo2zFNEuwH7oJ6nFZOTsaRim0iS88T4uxb2KRwkfdCjj3rM1DVZ7mJ5NQdJEBwN%20wzjFUILOSwkdrjaVYnDe/r9KlKxTDy22kHkjFJRSWu50SjBS01Qlvqmj6nbrBqmkW8ttkhZQAHz2%205q4vhe3jtt+gzb0PLW7n5lPsaxb3Qozav/ZhIkZgxjc8PzU2k3NympHZKwSEDe/9xv7oqYuUZWRd%20SlTlHngzf8DzSaT46s5JkaLfII2DDHevpEdK8G0+WPXtTsYdQxFcx3CPHMB1+YcGveR0rZS5jhkr%20BRRRVEhXMeOjjSU+p4/KunrlfHo/4lEZPQMc/pSewHm27PTnnB9qNwwPfpTCRu9weCBSZO4j36Dj%20NQUSg5A968/+LBH2XTxz98/hxXdM/wAx2jcRyFPp9a8/+LJH2fT13N97rn2rWj/ERE/hPPCTggZ+%20bg89a9L+EmtKlvd6czlvm8xQ3cewrzEllk54X+6OufWtLw5qzaH4gtr1cbN+GB9675q8Tmi7M+jb%20lIbuwkhWIujLyGrG01biDMEy/wCrOMY6rWxpuoQTWyO4aVCoKuD1qe9srhQ15bR+edoITp+XvXMn%20dG5ViXy0IwVP1pzKGDL2PGBVRLqW5YnyzCoPT+lXCCFbaCCTnpSe4ikTvuAikZxwCOBWN4pghguI%20JREsRxtDIMH61rRlbrW1hO9Qo3Mc8A1R8Zx5jWRQxGMBs9vT61MtiluVdIuhqFqwYrGVbBVuS3vV%206SwjtfMnmlPluMMBXKaKhXylzjzLk7HI+6Ntdrb6dPIwaZlliUcfX1rnuytDM3ae0bEFm38bcYNX%20rLTrOytHeIKY2ONvfNOuLW1lyz7VLdWz1qhpiSwX0wmhc2jDeDnIz6U0xegmo6gxhVAu5Wb7/wDd%20FaO7MftjORVqVLWOGNzao4YfKh5AqK7SOGATK20MPu46VSYmVrfb50WBw3etK3V5JZURTgdBVS1e%20M/6xVJ6rxWvbzLs2qCCOT7mtCFYWVHtIA9vIPNJ5JGQK5vxDLeK8UkJtd0g2EScBvYEnrXUXJxb9%20QeePUV558UdN/tHwcPLPlyQy70wcYOKe5RVN1qUGiizks7ia7Df6/eGAH1qndx63NlLawjEZGfMk%20IPHvXn+n+LPFXhoCNbszQkYEU+XX6Cur034uWk5VNbsDBuGTLH0P4VLi1qPctRaRrBnVrya32EYV%20EQ8+9dHDZxQWAj2ys6jG7qKLPV9G1qJn0S9ilmxnax2k+3NJH4kksZGTU7aewbHJb50PvxQnYl6l%207TY1ESCY7HV+ARyadfKpvm2nce9Oi1C11HMu5Jj2aNgrD8DV1LS2Mu8mTcfWp6gb/wALxt8VzDBG%20bFz16/vEr1evLfhyY/8AhMplgztFg/X/AK6JXqVBaCiiigYVxfjEf8TmE9f3A79OW5rtK4jxgD/w%20kMB7C2HX/eagDirgZV16gpzmubwNpxz3yK6Hawa53AkFyVz2FYBHLA4x3+tMCKYqsO9sYA5OKyBF%20cQzJGtu5i8z/AFiuB264rb274mR8EEdSOtVZLdHl3MGOxtyexxSZUWlucz4xCjw5dK3IMijn6jmu%20u1Kwi0+OyjS8jkL7QyqeY+O5rivHFxHB4ckgc5eRwFAPJ5HNLolvJqX2gsWcTIquxzliCDj9KHot%20STV+INwLaxjt7d0Ely4Vo8cgYrnH8IT3eiSWLyJEYZvNjY/x8YxWr41s57nVIJWjOTceVHk5Awua%20Lm4a0tNOLymRmuArDuwx0pegHHr4A1dpDFA8bgHlvWt/wf4ImsvF9vfXt6Fhsm3OUB5k/uj8DXob%20abawbvs5wzdQevTtVKe0bTLeB0zKkZ80AcZbpz+FVqI17wxv++gY4LYOeoNZV5dJGSAwQhepGaz3%201+T+z7xjDs8nkZHU1jJqU19NIjHZk7goovoM6PSFWUzTP8gIIyB97jrXmmn+MLzS726inMl3GWYb%20Jeic9q9PEzQ6KJYY8skfC+tcbPPpVzN9kvreJDPESSF+YnPY+tVGm6jWthe1VNO6uJ4Z8T3F5fLa%203SBvPbK7OFVa7SzlVdQTO49y3p7V594b8M3+neIJJZXAhtPmjGeZB9fxrs7a73ySS4DLG2wuo7dc%201Sw9WMHKS0QpYijKajB7ndQKUYxgggHcPpSxzLlyfvZ9Kh0BZdUh8yP5UAwXI+8farTafJO7CE7I%20t2N5POKgoztG0ayfXprl4CtxsOx/Rc9K2769t9Ms3ZCDLjamRnmo7mQWkwEAwVTZn1rC1OcvIsWc%207B831qUkloNtvcxJyWuA0vJJzk9M1BAGbUY/L2lTy5x096lk+aQfX1/Wm6efMlmmxhc7U+lUI0gQ%20rAgZx69DSUhP5+lIGGCegqQHUoPzA52+/pTAw78HOMU4HHoaAHAgngZfdx6Yo4YDIPHXntTaXlvw%20FADgT0UY2qd2D1FKX3KN28qevPU9qjPJzjH0pwfjDcgDA9qAPZ/AZP8AwiFpnrg9ev3jXR1zfw//%20AORJsfo3/oRrpKACiiigAqG8G6zmB7oamqK6/wCPSX/cNAHKTwKLqTAyM8Z9akVCoZVHQfNk0tz/%20AMfcnt0qP+EHGSOc9zQUOPzHOP4efpSAFmbgcL9OKUgcD05B75NKw3Ody5J4OO1ACKMgKGyoGOR0%20Jp6bmUEnkDGBxik+7nPb7xzVG51OKNWxxGvLue4HYUwNSBTJIQeF/jboqj3r5k+INov9uX7GZJTH%20MSrKP4Se1eu3viDUNemW0tQ9tZb8COM4aX6n0rxvxlHLHqk8iERzRMyEHkAH+tZTsNI41nbGS2W+%20nb/GiHY+HlBPYBj0NOMjyAsAqnuAODjvTLeMXG4vnYD8ue5qUOxQ1Bke6GzGFHI6V7/+z44OkXcZ%20ym514FeA6nCIp1UsG7//AFq9x/Z3vUBngx88pyAB021XUXRmZ4/3S/Eu+CYLBVAxx0rAecOPlj5y%20Qx9xWx49kZ/iXfvETkAAgHmsR5EZuQQc87vX1rwq6XtHY76fwob5jGEjYvJ5wOn/ANems5wAg7dK%20ezLtHzYOe1QsdvUAls4K9PasHuadD1r4RKX0u98ty6Kw4PRTnmuf/aExDoWmYRfnkbJI5HSui+Dk%20yPol9bgDzA4Z29Oelct+0ZcMDpFou4xuGY89MAV79D+BE82fxs8jsMT2wGWGDjryKS5RossX384C%20nv61JZwiaxBjbayEHPp6UXMMhGbpd2T1B6+9bk9SK2TMmYog2Dytaq75njMqNGNwUZOTx/SqOnAr%20clmKgdNp71r2yJd6rbxeYMmVUJx15pvRXF1sdDdPq+n6WkM2nGS1kYFXUdF9a9Q0p45dGtbeT5Vk%20gUKX7cVovoZW1t1V8okahVI64rJ1RdqsMYZSMexrGeiLWpxHiW3v7PWHtLaLfEFLbiOvpzWJbX96%20rRI8e2Z2x5QHYd69INzBrMB07UpBFcDHkSnvjsa53U9Mn024Y3UBO37sqjIA9qmLud0ay5eVxIgQ%20u1mbJJyQO1OSSNVZTiIk5IB5z6n61SguklO5SFYkjkcn/wDXVK4s57W5a6D+dExy6/3farbM40+Z%20uMnZnWaZctbapp7geazXMak/3fmFfSNfNnhGZb2+tCxUj7RGAi/w4YV9JgYUVUO5jWXL7r3QUUUV%20oc4Vyvj4j+xkye549eldVXJ/EA40aM8dT1/CkwPMSfvIu4N16849qQnLAkjCng46fSmeZny8N1JI%204zgH0pAHOFSJ2kHABGceprMoeWJY5yfmPU5B+leffFVgV04fKTnIwODxXosen30gxBaMQvI7Af8A%201qwPGHw58Q+KJbMWMEaRQj5mYjA9+ta0mlNNkT+E8WbAZuM5GQfSmOQMgcEHqOles2nwF1Eg/bdX%20gjPdVQ1q/wDCi9Mgsp5n1Ge5nWMkIrYUkfUV2OtFGCizM+HniaU6KrXJYC3byg+eoHrXpNz4hK6c%20jQuimTo3oK8S0d10nbEzFIxLukiIyD6givcE0DSNX0u2nthJFbyL5kYjO3j8a5pT7G6Vtzmb/W7p%20ppTYzQcpiPzUJw/r9KzLTVfE8tvFb3N5anbJiSVImyy+g9KvaxZ2VlqLWcG+Q7RkueBz0FaaNFbw%20xsxhiJk2+XH1b3Nc8Z1Xfsjnk5OdlLT0/wCCVHstfs7u5uYoCGdQFGei571LqMk02ly+bGIzj5Wc%2055rodUmv4beRi5aPb8rKOorhri/N7p824klkw0YOMHPWvPxWJrUasVupadrf5nbBJooWd6AsaSpt%20KtkMBhTXTSXMl8gktpXhjAwVVsZ9j7VzOnKs6pbSuSv3c/3a0ZtJvNLt1cSebbuflYD7vsa9DqZt%20It3MAaFow+QBuKntRplnqGnwtKl3JLaSjPkyc7agXzxaboopHidfmdmHHsKtJe3a2CwRxyb15Lvy%20G/8Ar0KwWZn2N9cLqZlkmZwzkGJjgAegzWjPdyzWgZ5F3A9FHT2qjqFjeX5DOscZxlSBgg1Jouh3%20Wo3jxx3HkPs+Zm5Rhn09acZakyjdE1pfAsFI74DLxtrcttRhUPC8hD9g3RhTbbwJb2xLXN9I+X3f%20IcD6fSrs+lWUVuXMZZ4xkFu1bcxjFS6kt1KDZhtuA61yXjUJJ4ZuSRkD5hkZOa6KaZWtIstxt5rn%20PEhkfwzeC3yzou4AcE+1Poao8Z8QgeTb7cgFuo/iOP5VzbHETKBjHy5I6e1dBr8ytYI0UmcNkL3N%20YDIWXYhOBxnPA+vrWtL4CZbmnJocsLJLZyFGwP8AVnBrQtPG/ifRx5FzKb+2Bx5VyC4x6VZtrqG8%20jZbY48tBGwI6e9FwcRTSEKVVcup7H2rHn7mnKatj468Nag4/tTT5dJuc5NzanAJ+nWut05LrUIid%20D8XRzqfmHnE7h/8AWrxK+/dpEzR4M3zlT0Haq8E4hm328j27jo6nrVcqeqFsz62+E2lalZ+L559U%20v/tLtYOoUA4H7yM5/SvYa+Zf2avEes3/AI8vdM1O7a4gTSpJl3nLAiWIDn6Ma+mqhqw0FFFFIYVw%20HjyVk1qMK2D9lU/+PNXf15r8RrtLfX4Qy7mNqpwO/wA70wOZimMyNv8AvKuGHpWE2MkHoTwK17J1%20dZZFVlyfXmsiYkTS5/vc/WgAj+8Ccvk8gV574v8AGGqaL4qnsdLaEww8bJFJz716ALlLRvPkPyq2%20CBWP4h8CaZrd0L2ZpVnkXDbGGKa8xHm+kPP4t8YWVvrEx2TSZkZfuxj3r3STTNP01rMWJQnzdrAd%20Mbf4fasTwd4U0jSLySGKDd9oQozv94cdq5fQ9bWy1q/0S/uGc6fIfIuJDyy57/nUyUZSTGjuptKt%20dTtjaygiWB96sP73r+VY1p4Zt59Y+zu/mtEfMTd0HartnrEUXiIeZJkXUWVI/i96R9SFl4guJbcb%20jFDgFzjHNXHQlo3zp0MAzP8AMQPzrH1i5yJrK6i8pVOYmb/lqPasj/hPDqGv2eleHoDeTtJi5nI+%20SMV0vjCMXVnFcrD5hs23BR24pXCxzF3LFp+jT/aFEjTdI2GQa5NZI01QPEQIWPI7itC8vXupt7MW%20eQ7UUdvpUjeD9Qlh8yEckbmA6ketRuWjo7Jw1jGDyCvIPeua1Twsmp3i3EIVDCfkI6/T6Vu6eskO%20nxxXCsjp8pDd/ep1DIQHxuA7dKqMnF3IlHmVjl5Te2Cjz0YALsweQR71o2dzDbaPHMdzOxyVB4Ue%203tWneMDDiRd6jqvbFc3f2ss0iRQShEh+ZEXgMPStq+JnVpODRnh8PClVVQ9U8KX/AJ3h7zUyojUq%20yE5x3q1aTbrOOdshcnAJ7ZrkfAs0kGn3tuWHzPvGOwxW3JfLFbx7ZFS3c5zjj6Vzxuoq50z+JtF6%206ZAjzSdAOpHNc/MQSxzuYnJp+oa39rg8iD5I4z8xHVqzyZNu99yoEyeeKq9yTPuX+Vkjzlj8vt7i%20tCIBIkQdNvI9ay7cia6LZ3bRgbuwrU3HvyaGIeDn8e/oaTPqevT/ABppODjHA9aOV9j1pAPzxnr3%20pQ2MgHkflUYyGAxz/OlDYH9BQBNu9ucUbgcYqIcHnjufalz19cZNAEu8YxnjrRmos8/QcH2pfvMM%204JPIoA9s+HzZ8F2Q9A3/AKEa6WuZ+HpJ8E2WeeG/9CNdNQAUUUUAFRXX/HpL/umpaiuv+PSX/dNA%20HMXWTdycZG7BFNXaw5LZwQST0ouv+PyQg4w3FIrc88Y546D3oKJNuVAySfT1odgG6gnHI9a5e9+J%20Hhiz1SGwk1FWubiUQosQJO7OMH8as3mqFpTBZKXkzjIpXGXtX1WDT4QsYNzI3AXPTNYS211qbfvc%20rGeR7VdtNMMj+benzHz0PStmGFEGTn/doWoFPS9IhtpF+Rcg5LY5rwbxk1vH4h1EXO1YZZioYD7p%20ycfjX0fE6rJx82OSf6V81eM5B/wkV6GVnhkuDlyfunNRPYEtThpZFM7HhQSVHHUDjJ96jhk8xzHA%20SWB6GrMkcJDP9oSSQOcIVOcZ61DA4h3jZjcckn9KmI35mfqCN5o38nkHHrXrH7PF75fjAwSEqm3a%20oz0ryvUpDIqHOVB5yK774FO3/CwVBYBUhZmGOvHFV1QuhN4pnf8A4WVq8iEN++ZSV64BPWs8vG7M%20c57YNF7OX8aaxKSGDXEgZh1HJxzVSYNHKGXLq3BOeDXj1VeTZ2x0RPNEI4Q+CzDhMHkZ7fSovurw%20AqrwBj+Lv+VIszmPy0Azk53dvTmohK23B3ZB+bJ4+lZSiy7nr3wRY/Y9TRgduVIJPBPOeK4z9oe9%20WXxVY2hKlYoQ4IHOSORXS/A6Yvr17bnbhgu3261538Y9TOo/Ey8Q/ct8RD3xwTXr0HekjhqaTZzl%20vGyWsc0RzxkxdeKbdTee0ZjBC5yQex9qs2qtb7YyAilAVK/xA1HNGhl8tyFXqCe1dBKH2MdvdFlm%20jy6ngmtjR7eOfxNptvBgKbhc7eM4IrJsrIshdZwgyQQOprc8OJFB4v0toiGJmUAY6HIyaHohLc+n%207iEIg4wFTArz7VyC0u7kbu4zXod7KRDJnOCuT7V53qLHcWBYAk8g/oazqDic1cD5+BkZ/WtPTtbu%20IE8u4RbqDPKSDP5VQlX5zgYweB6nvTowAwwOFJx/WsTS5b1e00a5t/tVpbFLhTkxLxkmqdjYwX00%20dvsZGkXbuftxzmraYVsnHTjj8qZdSz28IaBSzFsMf6072Q+Zs3/CvhbTtF1K2K3IY+eoPPTkYFe3%20DpXg2ipjVrUKDtM0fOep3CveR0rane2pnUk5O7CiiitTMK5D4g3MNtp9qbhWdWkI2r36V19eefGL%20Wm0bwzC8dsZ2ldk4IG3pzzSewDLfT7Hy1eGGNlPIOKuRxRJgLGkYzngVy3gLVxf6KtvI4MkI4H+z%202rrBxhsZqY6q4NWdmKN3GMjsMUY7M2FHOaMlQM8jqM9DQPmwuM8Y5qhEIGRkDd6UfMVwI8cdDT8e%20W6oTjdyKlV4VA3sOvB9qQ9DFHhrQ/PMraRZlycksn3q0Vt0SBYkARFGFC8BaJ7m2Q7j8zJ0wOppp%20vVbgx4ye1AGZf6Da3Q33EQLA53KOTUNl4e063v2u47VXlb7xI/zzW2s4IOzkdCMVBNIwIVWIGM5p%20cpFlcvB7ZIR5u0x9GVvT0Ned+K9G0mytbi50qUcg7oSDx/u+ldRdkGFixPP61yniKRV0uZRgFhjJ%207VnOnCduZbGkdNjjdEvWSWJ5VO4D5tvFdiPEsP2N1ETFP4QO/vXIRxPInmRcB+qdzT0lJMn3skcZ%20PSmgsdNaXUc1vDA0ZxGc7ietb3h3UrW/iVI1Bk8453L0GPWuc0+3Kjc6hg0OMeorS0aaXT9OhRJY%20jbSnc5CkvEPelDVjkjR15BJNEEt9wzlmXgL7mo/DVs1rq0r+aTCU4T0NFxcSSEIsqSW7clgpy1av%20heASXs28DhP61f2iehcMm4AomRnJ471XvbeW7s5Yw2xnGA/oa3zAuDgEkD9arXT2ltk3E6IPQnJx%209Ksk4RrO+sIHW/jaREbhxzn/AOtVDUnefSbwEAfu8Lnv+Fa+seKdfm1CXTfCPh97lQv/AB+z48v8%20uDVu18J3t74fYa7JHb6rMMM9uMIPrV37gfOXiSOJYYWVP3hfbu/vfSueJ+RcZ4bdx6e1eh/EPwTr%202gW8bXNk81ur/wDHxCMjHrj1rz1WyyCM4feF5ranpAh7nYW9vDEQwGGlwzBeh4rM15mDRxIrNJI2%20XCngitsJsCgjBUDKjtx2rPtwlxfXNyXUhPljBHCj1Fchuu5zutuzzxBl2hU24P8ACKoIC0qKDznI%20NafiLI1JBtYELjk9azIB/pKc9+WrVbEdT3r9mqPHxIv3xz/ZEgz/ANtoa+n6+Zv2bQP+FhX5yGP9%20lSDdj/prFX0zUjCiiigArx34u6k1n4qt444GkY2KMCD/ANNH4r2KvnT9oXV7yy8e2NvbMqxtpiM2%20ep/eyj+lTJ2VzWjTdSfKh/hy9numumuQodeiA52iobj5bqRT13Y4/nXN/C26aa91RXOcxg/Q5ro7%20w4vpeP4uhpp3Vwqw5JuI1VRztm5jI+f3HrVTTpZFtZkikY227CA9SPWrN0siw/IQJHXj2rJ1vWrL%20QLHbcSqkvl5hTrup9bGRv6dcImo26TNtZyVT1Jwa4a9s7C7165k1iZYmhXYXxgsM5rl9F1vW9V8X%20Wcq3JN00h8lG5jU4PBH0rb8V+D9amke61i+hZmO5lgUgD2xVNWA2NQlhd9J/s1yl5HFus8HHmrk/%20Kf1NRT6Zfa1Z3A1WcWtxK++cDoF/u0t7pKw2eg3iMxnt0Clh0HXmrDPJ9mu7iV9wX73HOacdnYR0%20XgSz07TftDabEUKDYZmIJf6V1M1wjqUC/KykEHvXF+B7G7tdJuHvSEa4l81dw524xiupLfN82R83%20HvS0FqYOjeFbfTpXuJWFxOxJV2HCj0ro0jyvHCipooVKggZJ6g1KlvngZHGRQMqy2cMseZkBwOvc%20VkXmhXESwvBtLPxyO1dI8YEJLfd9ajmYFVVs7c8e1IDhtRtri3XbcRNgcdM81gyysLzO4cfeHqK9%20caNXjIdQVPBDDOawNW8Fadfs0luXtJieqnjPrSsNGRpM0NjP5kbZSVPmDdCPWktLuFPNsZys8GTh%20Cf1plz4e1SwiEdzF9ohA++npWS9iobfEfn3bRxgigeh0MFjbxsPs0+UY8BjyD6VR1aZraAWsDb3k%204JBzxWOY3xw5z3q1pyBJfnOTjqe5oGTPaiDTtuWLA7jjvV4HKg4xwKZcY+zsB1Y85/lUSthdqsQy%20jbjsDTJLBIHU03f8xBBB6j3qIsnmHPDfe+vvSA7pEDkn5STnp/8ArpATBuSCMYOAfWn5x3qqpBKq%20dwZm3cfxD3p+MMHztZmxhucD0GKAJxwaM8VCjkIAVYtgnBPNPEi8DPJGcUASEkcj5scfWl3dDjvm%20ohKvUHvjp3p1AHt/w7z/AMITZbhj73Pr8xrqK5b4c/8AIk2Rxjhv/QjXU0AFFFFABUN2cWcuP7hq%20aorr/j0l/wB00AcrdnF5JjPNQT3MVvDJ5vKsuDjoalu2zdOe2T0qtLCswCycjHT1oKPB/C3w3vB4%20zu7+WFo1+0PJHIewLE8e9e22VgtqoWMAnHLN1NTpb7G4AAHA9xU64TG3t0pWAVfl6dqcZPl+UnGc%204PrUbN75PpUZcs3fpx9aALCSfMO2Tgmvnjx3E9v4gvIZ496F2bc3IAr3t5NnIxkc4ryb4o6aYr1N%20UtxvjmG2RR/CfWpktBrc8iubcpMsijYWHy55BFJDG0i/vPl2t8zZ6+n4VbeJFfBaQoW3AZ4X1zVd%20rZZPMYFvvj5gflVfpULQoqX5jljPl/MqnjHQf/rr0r4CaY73uq6zLkRRWzomehbBrz3yRl41AK9e%20R19DXs3wuYWGgPCgCCXhwBgkmqEea24L3WpA8hriQsccA5NRRzbJNobIHVT/ABCtHUrObTdWv4iz%20FnnZwT3Gc1lvCWlEqYyDyT2zXnOOp0J6E0kkc0JSSLjOcjpx0qESMVKLnbycCppJR5Dq52pjnb2q%20mJFk+SFiSADkd6l09CuY9P8AgdLjxde+V8xitSzE/wAPymvJfEF0dU8b6rPdfPm6dcLx/Ea9h+CV%20n5UOraq8YDSIYEPfuK8du4mi8Z6gr8GO5kyW5zz3rtorlgkc03eTJ5VJtFKZdoeAe+Kpspmbd8u/%20A3ZFXxILS5fgKhG7A6HPQiqEwZ5ywyQwIyOlbkx3LNjDMwMSEImeX9PYV0XhyNIfFWmMGOFmXgnk%20nIrnrETeX5cHVSNzHpW9oUZk8V6cGAOyZCT2zkdKp7C6n0tqspFtLtO0svPvXn17KrqeVYZwQRzm%20u41eXELDAPsa8+1I/ZJmbnZITkg96yqLS5USi+SxJ9AMjtipY1JwADjqCTUKYwB/FjcPb1q1GQyh%20h8yHnp0zWJbJEAwPvZPGR7d6mUfNknqPmI6N6GoxlR1+b7vHoPSngAbQB8p5AHUU1e5JoaJG39q2%20u4EN5yZweD8wr3IV4louTqloR1MycntyOK9tHQVvTJkFFFFaEBXlvx2QN4Xs8puAlbn+70r1KvL/%20AI5gnwzZ4Qv+9boQMcCpn8LHHc8p8Ja0dL1S2cM3ls+1hnrXtJuk+zC6XlCNwxXzsSUVQDtZTkkd%20q9X8H6+up+GfsruTJFj73cVx4WpzR5Wb1o2d0dSdTd03RwkA8qCelV7q5v5oikcqIxOd2DxTU4UZ%20Httz0pk0yfdD4Oa7DnJY/OkwhkL9ue5q2lttO4sHwPujsaylvkSVmBK4XO33qIamzA+XKAG5z3NK%206W47M3DIkSqBGpkJ+bjoKakqm8Vwq43Z5FZlvd5UeexY+p71qpPbGElojn+EntVXE1YdeXLvMQIQ%20h9QODVSSGfjYmWJ6ntVyKdrhgGXkclvWrSwg45//AFUhGO+k3NwCJZlTHBCisXxPpiw+HniKBmDc%20S4+bHpXZMwC/LkY4A9/WqN6nn25Dg9O/THpSeo72Z5HZaYwVozcKCw4QA5HuatTaOojEquVI6E/x%20e9bes6HJbk3Nkm4g/cHQ1k/2gslo8cpO8rtK++ajYoWGZmgGx2jIGMD19qs2trLb6guqWlyiMV+a%20NuVx7iq8fAfC7i3fHSn29pKkOZFCZ659Pesk2VZM00cCZ5vNZjcNkL/Cv+76Cul8I5zdsygkHA+l%20cqZIbVFUEgR8DB6n0rpPBzCa0vJVBGZcYH071rHcl7HVZwcjnjJz6VS/sbTxdSXUkKyyk8tIM4+l%20WgxPDcMex6f/AKqfjGCGyAdwHtWxmLllTZH8ijgKvcVGVzuC9zjB7VIRt5HHH3j3+tJjGBgg44x/%20KgERsBJE0cih424aMjg+1edeLfgt4e8RN5+kqukXuc5jGEc+4r0cqTkEcAdu/tTcd8bsjr/jTTa2%20DRnzn4k8Ia54V817u1MsCD93NGuQRXL2iCHTtrDDHl8fWvrJgrW8kTgSRMu1lYZDVxHiH4V6JrbN%20Jp//ABL7k9THxG31FTYq+h8x+IQW1g4G7C54rPtRi6iB67u3pXZ+Pvh94l8M6i1zfWck1oeI7mEZ%20BH864y1Ob1TtBw341a2EfQH7N/8AyUG/xyP7LkwfX97FX0vXzL+zWV/4WFqAGD/xK5DkDr+9ir6a%20qRhRRRQAV8y/tIhj8RdPKnBGlR/Q/vZa+mq4fxt8KND8eatDqOsXWoQzQwCBVtZEVSoZmydyMc5Y%201E02rI6cNUjTqc0j58+Fku3Wr5c4zbjp3+autv8A/j9f616NoHwN8M+HL57uxvNUeR02HzpYyMfh%20GK05vhZok0pke61AE+kif/EU4pqNmLETjUqOUTyNGDMgPJzjmuN+Kmjx2emwXTSK0v2k7UxyV219%20Fj4UaGrAi71DIP8Az0T/AOIrP8S/A/w54qkgOoahq8SQHKxwTRBSfU5jNUtHc5z5V8BX8Nl43sJr%20vciZ2oy8AH3r3ZtNWefFxHvYchux+tbcn7M/gyRY1/tDW1Ef3Qs8PH/kKuuPwy0z+zY7OPU9Vj8t%20NgmSWPzCPc7MfpTvdgeX/wBkQ3tjcWeAqRtsQ/rxVWx0aK0uo7Zx54LZcv6V6knwl0eOONV1PVt0%20Zzv86Pcx9/3dXj8ONIN0s5uL3cpyBvTGf++aE7AedsmNvYDoKoXd8o8yID7pwxNesP8AD/SnOTPe%20A+zr/wDE1A3w00R5N7S3hPX76c/+O1LuCOKsoyLGEyfe2ZbdVhRtRskgL1Hc13KeCNNSMIJrogDA%20y6//ABNOPgvTiCPOugD/ALa/l92qA8hutan1HV5bO3ICQjDDHINUra61PT9WW3u5ftUM5zE4Byg9%20DXry/DbREneaN7pJH+8yuvP/AI7Tz8O9JJyZ7wn/AH0/+JrBxk15hq2cfGwdUbs36UjFUwp4I4x6%20V3EfgfTYovLWe7Iznl1/+JqObwDpswbdd3ylv4lkTI/8dre/cDkFUggLkgn8GHqao3uk2V8refbL%2083SRR0967+PwLYxxqov9QIUYyZE/+Jpw8E2IP/H5fe/7xOf/AB2kB4vfeELq2ZpbCYSwtwVPWqBR%20o2zLG0Rzghh19695HgrTs7vOui2c7t65/wDQajn8A6PdKVujPMMY+dl/+JoHc8Ll+ZFUBeWqqkjP%20G+3k4+Xd3969rk+EmgyEYudQQA5AWRMD/wAcqFPg54fRAovdT9cmWPOfX7lMR44WBxgghjk5HUU0%20HC45P8WT1/8A117O3wf0E5IvdTUnussf/wARSf8ACnvD+MC71IDOf9bH/wDEUgPGt+VUk9HDe2Pa%20lU7QAvDA/L7D39q9k/4U94fzn7XqX/f2P/4ilHwf0AYP2vUs+vmx8+33KAPHVf5flAK7vlCj7vqT%20TgcDaOGwcDvXsH/CoNB/5/dS/wC/sf8A8RSj4Q6CNu291IYOeJY/y+5QB4+GJYYyVxncD39KC33V%20+bIbnmvYD8IdAO7N3qOG7ebHj/0Cl/4VFoPH+l6j/wB/Y/8A4igDQ+GxDeB7NgBg7sH1+Y11dZ+i%20aLb6DpcdjZvK8UecNKQW657AetaFABRRRQAVDef8ec3+4ampGUMpDDIPUUAchdwzG5fbG5BPBaox%20b3BUbYzz1rrzawE5MYJpPsdvkHylyKB3OQ+zzDG1Gz2FIYJ26xuMcH8a7A2kB6xLR9kg/wCeS0Bc%204xrW4DhTG3PT3pjQzD5TGwI4rtjZ25BBiXmkNlblcGFcUBc8+uIpncYjLYIxx0rlfEljLqFrLaSx%20syEHgjv6ivaf7OtP+fdPypjaRp7nL2kZPuKQXPjPVtLn064ljnhYImMZQndWR9nv58yJbyLHjCgI%20elfbc/hnRbl91xptvI2MZZKYPCeggYGlW2P9ykopD5j4xsNK1DUbmMGCULuUHKngD0r17R9OurGx%20SNYX6Z6da9zTwzosedmm26564Spxo2nKMCziA+lHKrBzHzR410m4S4S6jgba6fNhSQD6Vw8lvI5+%20aKVDkcBDivs19E0yVCkllCynqCtVz4T0E9dKtv8AvisXRu7lqpY+OY7V2kdfIkYkgklDg077HLys%20du5Zif4D+lfYf/CJaCRj+yrbH+5SjwnoIORpVtn/AHKHRuHtLHkPgq2k07wnaxpCyqGLOpHUnrXj%20/inRprfxtfzRwlIp23LtQ4B56/WvsdNF02NcJZxKPQCoJfC+iTSF5dMt3Y9SUrZRsrEN3PjDyjJC%200d3byl1GSNhzjtisuSO4JcxxyKmR8uw7sV9vnwj4fOM6Ta8dPkph8F+HC246NaZznPl0WGpJHxRB%20ayM21/PUE9Ahzj8q7fwPpU934q062gtpAiyb2crzgcj86+o/+EP8PE5OkWuf9yrFt4e0mzmEtrp8%20EUgGAyrg07E3OJ1aCVt4EbfeOOOcVx1/pclyskckfAHdTnPtXuD6fayffgQ/UVGdI08nJtI8/Siw%20XPnRbW8tJliuIHIwdpC8AVpRW07Rrtjc4UDgda93bRdNYENZREHr8tIND0xQNtlCMdPlrJ0+xfOe%20G/ZpgceW6k55I4//AF1Asc0ZxskBfnp0Fe9DRNNClRZRYJzjbSf2FpeGH2GHDdfl60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height="532" width="817" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Recolección de datos en campo y laboratorio.</span></div>
      </article>
      <article class="section"><a id="id0x64b80"><!-- named anchor --></a>
        <h4>Materia prima: excretas y bioles muestreados</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Las excretas porcinas y bovinas utilizadas en este estudio experimental se recolectaron en los cuatro predios descritos en la <span class="tooltip"><a href="#t3">Tabla 1</a></span>,
          esta biomasa es un sustrato muy deseable para la digestión anaeróbica 
          debido a su mayor biodegradabilidad y rendimiento de biogás/metano, por 
          la cantidad de materia orgánica que poseen. Además, el análisis del 
          contenido de nutrientes mostró que las muestras contenían nutrientes 
          bien equilibrados para los microorganismos anaeróbicos (<span class="tooltip"><a href="#B3">Appels <i>et al.</i>, 2011</a><span class="tooltip-content">APPELS,
          L.; LAUWERS, J.; DEGRÈVE, J.; HELSEN, L.; LIEVENS, B.; WILLEMS, K.; VAN
          IMPE, J.; DEWIL, R.: “Anaerobic digestion in global bio-energy 
          production: potential and research challenges”, Renewable and 
          Sustainable Energy Reviews, 15(9): 4295-4301, 2011, ISSN: 1364-0321.</span></span>).
          Las excretas y bioles se mezclaron y empacaron en botellas de plásticos
          de 1 L esterilizados con anterioridad, luego se depositaron en cavas de
          icopor con hielo y fueron transportadas a los laboratorios de nutrición
          de la Universidad de Cundinamarca, sede Fusagasugá, donde se 
          refrigeraron en nevera a 4ºC, para su posterior análisis 
          biofisicoquímico</p>
      </article>
      <article class="section"><a id="id0x65580"><!-- named anchor --></a>
        <h4>Análisis biofisicoquímico de excretas y bioles</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Sólidos
          totales (ST) y sólidos volátiles (SV), demanda química de oxígeno (DQO)
          del sustrato y digestato se determinaron según el método estándar 
          (APHA, 1992); sólidos disueltos totales-TDS, conductividad eléctrica 
          (CE) y pH en afluente, digestato y bioles, se determinaron usando un 
          medidor multiparamétrico Hanna instruments (2019); Carbono orgánico 
          (CO), se determinó mediante método espectrofotométrico modificado de 
          Walkey Black según <span class="tooltip"><a href="#B7">García y Ballesteros (2005)</a><span class="tooltip-content">GARCÍA,
          G.J.; BALLESTEROS, G.M.I.: “Evaluación de parámetros de calidad para la
          determinación de carbono orgánico en suelos”, Revista colombiana de 
          Química, 34(2): 201-209, 2005, ISSN: 0120-2804.</span></span>, mientras que N-NO<sub>3</sub> y P-PO<sub>4</sub>,se hallaron en fotómetro multiparamétrico de Hanna Instruments - HI 83399. La composición de: CH<sub>4</sub>, CO<sub>2</sub>, H<sub>2</sub>S y NH<sub>3</sub> en el biogás se midió utilizando analizador digital multiparamétrico de
          gases A-ALT5X-ALK; Los valores de producción de biogas (<i>Vac</i>) y metano (<i>μ</i> <sub> <i>CH4</i> </sub> ), se analizaron mediante modelos matemáticos cinéticos de Gompertz modificado y Moned (<span class="tooltip"><a href="#B11">Nopharatana <i>et al.</i>, 2007</a><span class="tooltip-content">NOPHARATANA,
          A.; PULLAMMANAPPALLIL, P.C.; CLARKE, W.P.: “Kinetics and dynamic 
          modelling of batch anaerobic digestion of municipal solid waste in a 
          stirred reactor”, Waste management, 27(5): 595-603, 2007, ISSN: 
          0956-053X.</span></span>; <span class="tooltip"><a href="#B14">Pommier <i>et al.</i>, 2007</a><span class="tooltip-content">POMMIER,
          S.; CHENU, D.; ACOSTA, M.M.; LEFEBVRE, X.: “A logistic model for the 
          prediction of the influence of water on the solid waste methanization in
          landfills”, Biotechnology and bioengineering, 97(3): 473-482, 2007, 
          ISSN: 0006-3592.</span></span>; <span class="tooltip"><a href="#B5">Deepanraj <i>et al.</i>, 2015</a><span class="tooltip-content">DEEPANRAJ,
          B.; SIVASUBRAMANIAN, V.; JAYARAJ, S.: “Kinetic study on the effect of 
          temperature on biogas production using a lab scale batch reactor”, 
          Ecotoxicology and Environmental Safety, 121: 100-104, 2015, ISSN: 
          0147-6513, DOI: <a href="http://dx.doi.org/10.1016/j.ecoenv.2015.04.051" target="xrefwindow">http://dx.doi.org/10.1016/j.ecoenv.2015.04.051</a>.</span></span>).</p>
      </article>
    </article>
    <article class="section"><a id="id0x96600"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x96880"><!-- named anchor --></a>
        <h4>Análisis fisicoquímico de materia prima</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>El
          análisis de las excretas porcinas indicó que poseen pH entre 8.36 y 
          8.53, conductividad eléctrica en rango de 1,04 mS/cm a 1,85 mS/cm; 
          sólidos totales disueltos en intervalo de 0.98% a 1,33%; oxígeno 
          diisuelto (3.16 g/dL-6.10 g/dL); humedad(52.54%-70.45%); carbono 
          orgánico en rango de 1.89% hasta 2.57%; Nitrógeno total en intervalo de:
          1,97% hasta, 2.98%; Fósforo (0.57ppm -0.75ppm) y potasio (0.11%-0.13%) y
          demanda química de oxígeno (55,65g/L-62.76g/L); estos resultados están 
          en los rangos informados por <span class="tooltip"><a href="#B8">Gutierrez y Ochoa (2019)</a><span class="tooltip-content">GUTIERREZ,
          N.L.C.; OCHOA, N.L.D.: Determinación del potencial energético para la 
          obtención de biogás, a partir de la co-digestión anaerobia del 
          co-sustrato cascarilla de arroz con excretas porcinas, Universidad Santo
          Tomás, Facultad de Ingeniería Ambiental, Tesis Ingeniería Ambiental, 
          Villavicencio, Colombia, publisher: Universidad Santo Tomás, 2019.</span></span>,
          quienes determinaron el potencial energético para producción de biogás,
          a partir de la co-digestión anaerobia del co-sustrato cascarilla de 
          arroz con excretas porcinas</p>
        <p>El análisis de excreta bovinas mostró 
          pH entre 7.70 y 7.6, conductividad eléctrica en rango de 1,33 mS/cm a 
          1,76 mS/cm; sólidos totales en intervalo de 15.33% a 17,04%; oxígeno 
          disuelto (3.31 g/dL-4.00 g/dL); humedad (52.54%-70.45%); carbono 
          orgánico en rango de 1.84% hasta 2.01%; Nitrógeno total en intervalo de:
          1,77% hasta, 1.98%; Fósforo (0.32ppm -0.92ppm) , potasio (0.52%-1.05%) y
          demanda química de oxígeno (51,76g/L-60.97g/L); los valores obtenidos 
          en este experimento son similares a lo reportado por <span class="tooltip"><a href="#B2">Ampudia (2011)</a><span class="tooltip-content">AMPUDIA,
          M.M.J.: Investigación de la condiciones óptimas y de la cinética del 
          proceso de biodigestión anaerobia de desechos orgánicos agroindustriales
          y estiercol vacuno, Universidad San Francisco de Quito, Tesis de grado 
          en Ingeniería Química, Quito, Ecuador, publisher: Quito: USFQ, 2011, 
          2011.</span></span> en un experimento que investigó la biodigestión anaeróbica de desechos orgánicos agroindustriales y estiércol vacuno</p>
      </article>
      <article class="section"><a id="id0x700380"><!-- named anchor --></a>
        <h4>Comportamiento de la Temperatura-T(ºC)</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Los
          promedios de temperatura de todos los predios por cada día muestreado 
          no exhibieron diferencias amplias, ni una tendencia clara con relación a
          los días, tal como se muestra en la <span class="tooltip"><a href="#f26">Figura 6</a></span>,
          la temperatura a los 45 días estuvo en 25.26 ± 1.26°C siendo más baja 
          que la presentada a los 60 días con un valor de 25.51 ± 1.43 °C. la 
          temperatura promedio más alta se alcanzó a los 30 días con un valor de 
          25.66 ± 1.51°C y la más baja a los 45 días con 25.26 ± 1.26°C. Teniendo 
          en cuenta que las variaciones de temperatura no presentaron grandes 
          diferencias, siendo el predio La Meseta el que presentó la más baja 
          temperatura promedio, por otra parte, el coeficiente de variación estuvo
          por debajo del 10%. El predio la Meseta fué el que presentó la menor 
          temperatura promedio durante toda la fase experimental con 25.20 °C 
          seguido por Santa Bárbara con 25.47 °C, aunque se observó cierta 
          variabilidad entre los promedios, el análisis de varianza determinó que 
          no se detectaron diferencias estadísticas (P&gt;0.050) entre los 
          biodigestores para la variable temperatura. </p>
        <div id="f26" class="fig">
          <div class="zoom">
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pwAUuRRN%205BYOcDeC5hieQgDBpGkIdZHBdw67hlD99Y5zto9PsW1QgQD5sFu8VI0fNm4xJxP1cABDJ1y993sd%20d1bCwgL2pA/0gBm2AhJBxXPdkm3tqHm+xwKTQGkRZmklmRSpMxXeAoq5tJEA0JERZVAB0xLBxpRN%20yRILcEwMlCO7ASMAADr4MDHFuFm1lROTMG8BdnM5WRaFI5MuYWByaRJBKRlKppMu4Q7NsS4kk4LX%20GBYFYiEBIFudoxwDYRriGBeREk9KoXn/t4xmMY821QLcKBOYBVMPEJk84Yk7NCgCKZmutRLDqDQm%20JBJO4yRUpZfxo5gn4YftlZnEJI1KNjEwaIkTQUkBA3l5+DUpJeGHJElMalMp7nJQgeRmnFZhh4Et%208qhWQNFCFeRduvkSOoZ/2zGYo/+onSuBLywwLaTVMMaJErCHGAWFcUFRP0bBAlagBe1VlGxIhQHD%20XfNnF89lCIRgCFN3RvmZZtJmFN6CS0rhD4IQYb7jE3xjAFHISi0hD/jgnw9UJaxZFJXRmDRRDxGW%20WgYaEu7QDyb6cO3ljHjhH9PiFpSBYEcyRhMqEqn0mkHBAi8KoyXhDmGwAitgLSoxCclWDz6piHXh%20H/oQCg56lzZBXStylhZaAM9pFPwwbqTEYCIhBqMABqOACjUKny1ZnWO5GEKDD0KCAF2AZi5oJO5i%20FB/EojjBD3GGT/+DAF9AA2KwAmDApGAgBWLwBY7aBTQqHHv2DiTRDzizAHFqH/j/8y2J4qNHkkqZ%202hJuQqTAaVoWMqNd4KhfIAZhkAUKEAZgYAjtYwhDcArjAAZDkKhSwKQrsKu8yqjcdQVf0A/9IA/3%20EhJHCRjfZi+kJox/VAi/+Z1WYmBEgZUt8QW7KgYYdy/EmqqrKgZSEK68uqhMOg6MCgEuIAZjoA9l%20mgCm4AKlEK390AX64Kg0EAYuAAH0MA7jwKu9Gq5iQANfcA+HggCuhGXucKhS4KRzuRLxwBf1wFHA%20MRnM+mFikoo/2gLAeBMZyZ6IugKjkGfe+q3h6qsf26u9KgYq+wVdAKl04SljqgCeUlxy5D6iMBIy%20sl7Z6Q7y0A9foA8qC64o26+k/0Au9wCwKzus/YCmYGABK1CjHlqQzRIK0ToYpFEsBfCwIGEsvOhj%20d8KTHDJTvXYv8kCvjnoKiZqrieqvJcuoqgqp7rCGs8gPf4isTiibowYSojhiTjOvXbBBpIAK4dqv%20/pqoicqwnURgAUB4E0sPX7ZUw3JgIwGRxgi1ZgEZv1SxLzEaPOI0ZauqKiuu/uqvabqm9Uqsx4oT%20cyezISEK/WOBcxQF3EWSM+cS8oBfAUMAZisFozAEo7ACp5h0LGFQBbFzBHEpUQO2eMMU2CoFX6AZ%20kMgr/tAF4fq8KMGzxOqoVdQCJTu6TIq0qoq6BCAGuCoFlisTfCeAIPEAE8RFjP8oCOTQXRSwSHFo%20SvVGLfUUEvKAqGAgBmvHdoSlpbTzm6XjnXv6UEvRBbiaplp5GPlmEv2wAoOAq1+AqvUauqLLti0A%20riorsPpAozXqDmMwrEShs56CT/g4brtWDy4UBeRQs3NUv1yUtyQRPI6hvy3brJOZunJRCM1EVe4i%20EE40APByjEbhD1+QprnKqI2qqj/bsv2gUmgmD6wavJ9hL+xmp04cumu7tif7r0z8s8MqD9YaExvL%20E+KBYkiks97kYC7UT/Qrw3flKe5ASJfBnUFaEh43MhgKEpXhPANwAPEALAOAuykVmDfBAl8wCEz6%20uybrxaO7qyXLwUn7xPrQBcb/isWmAhL7q6YrcDzuAJVO47nzWq/aG7SMKq4muwIFgAqG+6uNrKbO%20y7LFysM50rVnsbqqA5+oxMJwpAXArE9y7JYtYCj517AqYWDxQKfwYh725IiU24K8u6h04Q9k262m%20fMqnAK4lS7iQHMmTLAVdPA5hwM0Z7L28aq7hGgbbXMmWgskHeyriPAQrYDaQiEdmsbr9dQ7KFWCJ%207MsuHMwRmA8FwEYVmrh0iaDmiT55DBxf4AANDBL+iRnkYS9l67M+C7qhewq+usD/egrlXMnDqrT3%20EsrvgWXeQiXu4KgRbRKSaxdY6HoQ8I2J3E1vbCjf8pOa2hIG4EehGhLRjIyb/7UCFvC7o/NtZxwS%20KSoTUtnQPSFkRqecQuGJHzfIO80SzRGmLeF0r9EPYRAGVkwg9HC+MoXPdaFxDQCI7bglb2mSwuhH%200Oqp2EHWjqLVwHTMd6FkAajWmaM2+haxN4F5dwKLHjk/4ylu67kZTeRHyEBYdo0SQZ0gajYrN5wZ%20/OCnVao2OuYAD5Bvz0iATp0dL/0SHctbs6E2ezMxYY0+pFoi+oDLWkFWph1NLNGbf3l8ukKnjz0Z%20jjvbOeLXjz0QrzRypqkrB9wSpe3bb7GdSoN/KeEubKJOVhiT2jLZWM2cvj1CkKJv6wcAk7LUcdLS%20ZTLa8VPZyk3bKzExULkS8mAgGs1hncCByCriJiOW3Oe9lwNll975T9vWF8WdLMpLEqN636ctM1Ia%20AOINEj09Hs/0OpkSLwvlPQGu3BRSGqXz3KkxEOP137oSvSjRpwRe4Ol9KN7ip1w9rRG6l/TQTCH/%20jt7JPDEfJN/DZTBAWhKj0cct7nHH9NlxIuMq4qUkEeMtLuLrlzHDKdfactyTcdA5TjhPeSo+FNrz%20UTgsXh6yN+TLvRKDpTTyFditbSSsWZZY7uIngQ/gk1WlOYgl0wU/pSdf3lr34Q84juTaQp7eneIh%207lQ+gbEG4y6FLLFjTuRLYcQGwyqustpYnic9NhiuASwJUMQ+viJj9SjtFOi/zYbDiFwBYAi4lG/2%20vbwlU038ZumCbjmsYWcZY2APDBxSPuWPcig8zlSyEhqskhq4dFKG8JCtPh/LA9+knuXF4xbx0NP7%208GEz1QWF8OC/vjp5khxzEcqYFFwLsCPmGdnL/y7pPE4QVkgXw1lyRHXtmMOF/zTj4O5csW7Gu17u%209SHuW/3m6v6j5y6h7w5f8d6F6T7vNlPv3Xjv+K4p+r7VCd7vd8LuLCHYAq8rBL8S1n7wu8IxkD0j%20DB8vig4Y5DEanpEA7aDrEQ9o2R4A+WAYhKEoqjEA9mTwG18m53M50KHgk5IqsEQA/oAq9RkcMR8c%20Mw/zMo8qNT8sOp/zNO/zOG/zPS/0P0/0Qc/zRY/0R3/zO8/0QN/0Q6/0UJ/0Tm/0U7/0UV/1Uv/0%20XG/1Xb/1Xh/2YD/2Wl/2WX/2J07mM3FO4yO5AINfelwP8iD3slX3CXP3dp/3eL/3et/3fP/3fo0f%20+IA/+IJf+IR/+Iaf+Ii/+Irf+Iz/+I4f+ZA/+KKa7a+Sb5/EG3OB3Zv8HiFTNAgC+jIK1KNfHqVP%20nJts+hJN+quv+qmP+qLf+rDP+q8f+rQf+7V/+rbv+rjf+7f/+7wP/LMf/MQ//Ma/+8ev+8ov+8i/%20+6GM1Tze02keXMEVsVR68qEe66QiH+tNKtj/L2PfT+AJH/6CM/7kT+9PIZN4OhlqvllPHend0uiP%20aB6zhSplAy1AvVsjYmyjoioAESAAAIIFDR5EmFBhQgIO9iVYGPEgvnYHAOBbYACixIgEMiIAgMBA%20PHccF3o0MDCBAQcsTEZ0YABAAAMGCLxkeOAARJoHbuJE6HEBAQIHDAwAetDfgowBUP5MWnDlAnwE%20DAyNajBARQIYDYDMyiLjxZUJxH5dKDDrWoMiCbRAyhYAAXqFAOg7UK9FPbZVE9Crd1Rj34aCBzyU%20+7YFvpQOLK59y5cFvX7xFsg9gDWeA330oEbtWohmgL9s6QZGcCDAWLZwHSxIsCCA56wECtil/0lX%204+zPWgfKXYt2nz7gM2UeAIlWLs3UAFYub4HgNQCmch28rlcAwIB8fenJphlS5lp8LWDbxgeghUu2%20NFkUwOevhVwDhVTvAyCPnml60vMdBSCltQaQaQEHAIgnFJf2Ukit4qLaZ6B9wFoOvwkBuJAtdwBr%20zjG56knAssuqGzCfvxLQ7q2SIAughZhm2q81BBYw6qYWektqJ/UAYOFGyA5oYZ+x3mIvq3poLKAA%20vlr4DbT54oHoAENuKiCAFQ9y8EGgMnoLx6gSmG+BeOTxca0eF3BnNhZYMo0AMlciADHIHIiHkAAi%20pLNNxhLYp6jLzIyQz69mk2uAQlyiRx8E8P9bq8UAm8ozsc0MPMxLk7qwC04DXGyxSCyb1PIlfHSi%200LR4WkjAHaNKdXIz564qVKeBYjoQOHcu68IAn/rKCKKpLH0pgALGrMcovtqr9c5dyctoKJpsWg5W%20qwSs7dQEvEo1HmoTyjJUnIAFyp2b2ANXVHEJKtckAopMN6l2OYLqXYncWTG9K4tzx1PICkoPuK4M%206ndf9vo9Ny1QvUU4YYUXZrhhhx+GeOFuI6a4YosvxjhjjR+ceGOPPwY5ZJFHNqljkk9GOWWVV17u%20YJZfhjlmmUU2eWabb8Y55+Jq1rnnit2pBwEEbgqgVp+Pbs9lpJd2mB6W+hxgIBZWnJppqxuXVPpq%20rbUU0NhUF3gIo7y23ppnss+GkLjZVmKBgNEK+Rdtps2Wu26J6BmoCxMtEqkQd07tx26k6Ra8cIOi%20I8BEBCyjJwG4bRvP8JwJl7zwjFwt2ioxPTogrspvpvxzu908iIAV4xbd5tBTZ7111bN2PXbZY159%20dttv37h23Hfn/WHdewc+eC1/F75444Ei/njll0coeeafV//eeeinD1566q/H3Xrst49de+6/F917%208McvXHzyz0fbfPTXv1p99t8/2n3458dZfpWJQhfd+P6VV+F0Ub8J6i4mwIIAMGAE9Bb/5hKwoCgk%20Xgws4MnspyV3iCEMX3AgVQhiFKnAbSZwA5sDChOA8kBpJahyDm2iUo8oROFYCEkAWN7yGxY4BiIz%20ZMGufFKUdgjEQEEiDmtA8xpLIcCDBBANaVYioBbdJCODCcAB2nGZmPQwK5NgwCT0RRB80CQBlWnB%20rlBokAUUICUsaCIAjOKTKg4kjQcwI1/+0j+Jwe5jUgDDKFbQBX80bzyKYY8DDAGSBYQiO11Ao126%20GLkDxIP/IPWhI4+0MIMZaEEhynFAIZJ1qPQEwBAOcMdi1HMYEmJkAe+5YQvWAxoghdFLCQgFAsRi%20SKZsRiQAyCRIEoUPIe2jH2tKjXQih5NJNMCYk1CIaFzSDx8FoBCONAjeqnMA0ainWHRKQJ4WUM0b%20ZSZAHvTYBJPiji+IwZzmlMIKhrACMKzgnOc0DkFiEw+wIMA8jMmHPDY1tH2spx+FkA11LlOZ2EiE%20BYJoYUKjsAWGboEcCo2CIBAEkjWFZy4GoI0BcnWnmzwkctVBy4ygZNBsljQ2TsuHkEwa0ADkwycH%20yAdpmBIkK9FTJgJy3Hhec6oISeQcFWAAUIGqgAZAoKhC/w0qA85BnUKAJE7pgU0BPrMpJlEkTy1w%20GkXogcKdyGQfTpOHR0L0MXEChQDpHMcKxpFOdq5Aj2hdwQqksJ3xjCSMBLlOPLrqRfYsAFW+dEl1%20/LpNiRBAC1s4rBYO21CGKhaxiFXjQOTR1GoSpB17cVEhnqOezTrnMsIxgBkLaxRtjWRTGG2BaY0y%20mGyKSDWxmWkA6qHZQjBGJQDF62sWgDeJTAICCvjtb4tqVAgEF7gKmEQfHUdCaNF2I4+MIT0b57en%20+WMnb3Oc5vp0IruE044ac4kURmEBMGDQj/jQy2s8CBtYWuVOIJFHPfrxkBuVxJstgFJlJdLHPhqW%20klpwif9L+kgQpmBkH5m8DD4GQBe/8skoCcjNhIgyFryV5zqFkIdBAXClv6lyWQHG6wIQEIrRJKCR%20ENYVS1zEkjj9xSn7IFAA9DGf/bLAH+zx7TEB4I8b35hH8mDBQ+STyJgc5TcHzlVNwAQ2ArSDTg54%201kM0KVU6KVmz3r2fBbvgwKvoCJd8EciRcNkQIa0mJVYZKQKc8qcEPBcnLIyCpaaCFY8Q+LV88Uix%204iHZkcgjACBJQD3qjMvvMsQBCbBUPdbsHEXHcCAFBgCIYkJP47B2ABi5Yha3SGA2NcQ5SKlhm+W5%20DwMcqSRFu1ZDVqKalkT60ETx5kzcjLGyQqw39zpIwQ7yaLFxMUQh94IgxHCtLo5sutgafsmAI4IP%20Y0uw0PSDNtlqHW1qk2za1cY2WZ+dbW7Xb9vdBjftvh1ucqvs2uVGt8LOnW52D28gN0mPP9ID7x3P%20+yL1nsu95Z3veNu73/zGN733veH83TvfBu9Xwrm4cIQzXOH3nlrE8zVxiVec4he3eMYxvvGIG3xc%20HAe5xl2Sno4rvOQOZ/jJeZQvgPuD3gFcOYhlziOa2zjeHf/4yGner5zHHOUNF3nIhR50ok9cIEdH%20etKVvnSmN93pSNfH06U+dapX3epXx3rWtb51q+ujCzL+utfBPnaul93sZ0d6QAAAOw==" height="225" width="363" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Comportamiento de la temperatura en el tiempo para los predios estudiados</span></div>
      </article>
      <article class="section"><a id="id0x701180"><!-- named anchor --></a>
        <h4>Calidad biofisicoquímica de los bioles obtenidos en los cuatro biodigestores evaluados</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La <span class="tooltip"><a href="#t4">Tabla 2</a></span>,
          presenta valores fisicoquímicos y concentración de nitrógeno, fosfatos,
          fósforo disponible y potasio en los abonos líquidos-bioles estudiado</p>
        <div class="table" id="t4"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Indicadores fisicoquímicos de los abonos líquidos-bioles, provenientes de los cuatro biodigestores evaluados</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>
                </colgroup>
                <thead>
                  <tr>
                    <th align="left">Predio</th>
                    <th align="center">pH</th>
                    <th align="center">CE (dS /m)</th>
                    <th align="center">TDS (%)</th>
                    <th align="center">N (ppm)</th>
                    <th align="center">PO<sub>4</sub>(<sup>3-</sup>) (ppm)</th>
                    <th align="center">P(ppm)</th>
                    <th align="center">K (ppm)</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">LST</td>
                    <td align="center">7.79</td>
                    <td align="center">19.73</td>
                    <td align="center">1.01</td>
                    <td align="center">2300</td>
                    <td align="center">51.90</td>
                    <td align="center">16.70</td>
                    <td align="center">1440</td>
                  </tr>
                  <tr>
                    <td align="center">LMS</td>
                    <td align="center">7.52</td>
                    <td align="center">13.40</td>
                    <td align="center">0.64</td>
                    <td align="center">3100</td>
                    <td align="center">59.03</td>
                    <td align="center">19.40</td>
                    <td align="center">970</td>
                  </tr>
                  <tr>
                    <td align="center">STB</td>
                    <td align="center">7.61</td>
                    <td align="center">12.85</td>
                    <td align="center">0.65</td>
                    <td align="center">2100</td>
                    <td align="center">49.20</td>
                    <td align="center">15.80</td>
                    <td align="center">530</td>
                  </tr>
                  <tr>
                    <td align="center">EMD</td>
                    <td align="center">7.55</td>
                    <td align="center">19.05</td>
                    <td align="center">0.75</td>
                    <td align="center">1500</td>
                    <td align="center">78.30</td>
                    <td align="center">25.00</td>
                    <td align="center">540</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>Cuando se analizan los resultados mostrados en la <span class="tooltip"><a href="#t4">Tabla 2</a></span>,
          comparando con el cuadro de interpretación de análisis suelos del 
          instituto geográfico Agustín Codazzi-IGAC se deduce que los bioles 
          obtenidos en estos cuatro biodigestores son ligeramente alcalinos (<span class="tooltip"><a href="#B13">Pantoja Cleves y Méndez Dúarte, 2017</a><span class="tooltip-content">PANTOJA
          CLEVES, C.J.D.; MÉNDEZ DÚARTE, C.L.E.: Propuesta basada en el 
          funcionamiento del almacén de equipos geodésicos y topográficos para la 
          transición e implementación de un laboratorio de geodesia y topografía 
          en el Instituto Geográfico Agustín Codazzi (IGAC), Inst. Instituto 
          Geográfico Agustín Codazzi (IGAC), Colombia, 2017.</span></span>). En lo referente a conductividad eléctrica, los biodigestores de LST y EMD generaron bioles tipo S<sub>3</sub> con alta salinidad lo cual es limitante para cultivos tolerantes, mientras que bioles de LMS y STB, clasificaron como S<sub>2</sub> con mediana salinidad, también limitantes para cultivos medianamente 
          tolerantes; estos valores se corresponden con los porcentajes de sólidos
          totales disueltos, dado que al incrementar CE también aumenta TDS, 
          efecto similar ocurre cuando desciende CE, causando decaimiento en los 
          sólidos disueltos en bioles provenientes de LMS y STB; </p>
        <p>Respecto al nitrógeno total descrito en la <span class="tooltip"><a href="#t4">Tabla 2</a></span>,
          se observó que el biodigestor de LMS mostró un biol con alta 
          concentración de este biolemento, en contraste, EMD indicó biol con baja
          concentración de N, mientras que los biodigestores LST y STB generaron 
          biomasa residual similar con mediana concentración. La cantidad de 
          fósforo analizada señaló que los biodigestores de los predios: LST, LMS y
          STB, produjeron bioles con mediana concentración de P, en contraste EMD
          mostró alta concentración de este importante indicador de 
          fertilización; en relación al contenido de Potasio, se destacó que el 
          biol de LST reveló una muy alta concentración de K, LMS generó biol con 
          alta concentración y los biodigestores STB y EMD originaron abono 
          líquido con mediana concentración de potasio. Conductividad eléctrica y 
          contenido de nitrógeno de los bioles evaluados en esta investigación, 
          resultaron con valores superiores a los reportados por <span class="tooltip"><a href="#B1">Acosta, R(2019)</a><span class="tooltip-content">ACOSTA,
          V.R.: Características físicas, químicas, microbiológicas y efectividad 
          agronómica del abono líquido Biol obtenido por digestión anae<b>robia de estiércol de animales con rastrojo, Universidad Nacional Pedro Ruiz Gallo, Tesis de grado para opt</b>ar al título de magister en ciencias ambientales, Lambayaque, Perú, publisher: Universidad Nacional Pedro Ruiz Gallo, 2019.</span></span> en un trabajo que evaluó características físicas, químicas, 
          microbiológicas y efectividad agronómica del abono líquido biol obtenido
          por digestión anaerobia de estiércol porcino; en contraste, al comparar
          la concentración (ppm) de Fosfato, Fósforo y potasio en los bioles, se 
          encontró que lo determinado por <span class="tooltip"><a href="#B1">Acosta (2019)</a><span class="tooltip-content">ACOSTA,
          V.R.: Características físicas, químicas, microbiológicas y efectividad 
          agronómica del abono líquido Biol obtenido por digestión anae<b>robia de estiércol de animales con rastrojo, Universidad Nacional Pedro Ruiz Gallo, Tesis de grado para opt</b>ar al título de magister en ciencias ambientales, Lambayaque, Perú, publisher: Universidad Nacional Pedro Ruiz Gallo, 2019.</span></span> arrojó valores superiores </p>
      </article>
      <article class="section"><a id="id0x255b580"><!-- named anchor --></a>
        <h4>Comportamiento de la conductividad eléctrica (CE) de los bioles obtenidos en los efluentes de biodigestores del Sumapaz</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La
          conductividad eléctrica corresponde a una variable fisicoquímica 
          relacionada con la capacidad que tienen las soluciones para transportar y
          permitir el flujo de electrones generando corriente eléctrica, por lo 
          tanto, entre más electrolíticas sean las soluciones existirá más 
          potencial de conducción, tal propiedad depende de la concentración y 
          movilidad de electrolitos, como minerales (cationes), sales (aniones), 
          ácidos y bases disociadas, las cuales producen flujos de electrones en 
          solución acuosa.</p>
        <p>Luego, CE está influenciada fuertemente por 
          temperatura, sólidos totales disueltos (TDS), pH y concentración de 
          sales y minerales que están presentes en la muestra evaluada (<span class="tooltip"><a href="#f27">Figura 7</a></span>).</p>
        <div id="f27" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.8651 0 0 0.8651 0 0)" 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wHT+6BSn%20iDdswYheQIyOuAHqiI5TcJCNSIzo+Ac+AJFJUQ9CYIl9cItASIQWaQIkqWLHk40lORmsF5BpAYdT%20MAhTMAVW0ABIsBMEMAA+8IZTUAWAEImAsJAxYJMSoIw8IZEBoApEwIc/+YJAMI1lOIiYoQ/6J5ZH%20WRQniWRyIQGPiJNOdJXoWAVe8JeIXmCOX1mHSPEn9aAELaCWffiT+jiGpKgXKDR3c2mSSVlsdYEE%20DfADReEELxkDVSCTxFgF6KiOBMCOPdEHQPgNCiAES3CWmQiGGUmNjzkXo+N/k4mIn+WNduEEcqiX%20RsGZPgCTYtCIK+mVYAkUPoAEx0ABjdCQ2rSa+siHmriJYvgFs7kWwXebTf8hW914NncxBA1gBaZJ%20FBLAl1kpjl2gkOcIlvbCiIDwnpEIi5S4k7VoAtD4gpzoidUIYQIwlNopFACJkngRlUMwFQTAlzEg%20jisZmOs5BYH5mQcpn0BBL/fgiUvQk0CYltVZD/eYF++ARHL5n8xHbEdhEHjBe0oBnuJ5FQcanJ4p%20k4FZjMUICH+gFMx4APXph/jpiW2ZF3Unotv4ZQlAAddRgBRgRnIBc2bxA1IJFk7wDlgpozL6lT4Q%20omPZjBWpibgYiEnYoZbolk56g0C6FVBoFP/WHU+QpkUqA/tXFiiqFHhpBb75FTGQDFIKmmJApVYK%20RDqpjzCoo7EpBAOAD/X/YJ9L0KFh0X/X6YsvtkN+kB34gBr4kACdRHRT+KZKwaRTKRaMKAZ2CgjJ%208IYJypWiaZNQ4Y6WKJ1aiolduI9n0Yvd0w/q4AALUBuLBh+0SqvrYk8+EQBWBxbASBSOBhT+SRaY%20mhQSQI5zmhUJupBV8JmT+KTBGZPvqZBf+Q7jCT/3UA+paotgCAQfaRZ6ZpR1syoFmAQ3NAARgKRt%20UYDMIQPKEwDQ1xMGgADF6iXcqBRwl2/Hs6hSoaRngZmauRbaJAFR+p6AcI7qKBUcCQQ/6AK3sIth%20YWt6I7FklQTOEgAXYCQXwK4/gSQDcA9O4CkXVFe+NH2/WJlGER/uaq+a//UXBKCsd8GXn4mQgnmT%20T+EEHdmFSgCmYQGrafMFJhCuwsoO+bJ7TLIPmGQiCmRw9uBJYVQeUuA+muIA4SMDZeQf35EA/kFI%209gMuAtG1DqBadVkUB1RTfuAH5JoVABuwmZmtakGzgLCSeZqOy3oUS2ACt9ABrnoWy5ZKbiO0Q1is%20TsAFPOcPD0cB+yAD0rS4ubJQXJUE83A8DuB1CpItvLIPAeAExiIF6EEsFAQhMOQey+EqDkQBHOIe%2045J21REAFvsTTsAONJQXx7oUBAoYnPmGWlmco7mn96AAXUi0ZnFWQRY00XmJyJuRS8CFtnihyZu8%20RKuuzMEAUtAbMjAfVv+iE/jwBMeXLO7KQ7yhE54yH54rEAjwUwDwBCiiD5pyD+r7SeGSLxcwu0FR%20tkQReHjRtmehooRxoOiInsWIjmGJFEJrAkKQFu1FbUYjBF4IjQ78wDCYiQ88wSYQirYRALXydzLw%20KAJhfgXHfDPARL8zdBvCAQAXKRsMAJdURxFgUx2MLdnhBxcUACQ3HXSpskWhfjISAVGwtllRu7bb%20pIZRnn9ArXSrpz8RR/RCLzvrr0jRD3ulb0BDADs5hla8kzvprUOLxVfsiQfMUMc3ADlEI/NhABG4%20rklwfEjCEwgHAALAHLT6BK5yPpd0S26iwtMReygiw+J7HesaKnSZr0j/gS3ueq9job9nEadwqxdW%20+b+kisQA4AMK+ayf+QdKAAR9SxbLdjy26TVCYJ9CWRTJgr4NwgC5IQPVB7YC8b47IQCHQgHONwPj%20UwAxJCXZoVDzMQDsgCEuPIAxLCo7pB2ye8N5JxQVVD3I7MRRAcRLoamRIa0xYMQJO5gsKY4Jiw/2%20Kbxi0Q/GUwBsBIIsIwS3oM1CwR2eix7OsrEoxABR4AcEOLvvd87jgiIq187M4Xk5gscYOwNJkBNj%200s4RiCGiMg8MkLbXYan1m5tEgXR6gciJLIeLPBgBgJUIGY5SCggxAACfDAQBgKhYMVLV0z8izXVe%20U8z1a0Ck5MY14gQ75JQjYcXGUoDS16sdGWwPFJAdRwoA+hABhAKvOuEEEbCxC+BVTBIlRWIrC0C/%20beF9STEPf6cXzByRACCwnDHRL3rRGQ0AXzCEr6tzB9EPHqYPPjuXAWoUPZUET0BBPnwVDp3IMgsa%20PmCnMorRO3HJSrAWBNBe8zB1QLpjCVfIRcGr4rvDfuCxCyDDn6GujxrYhUHVcG3RB5nVtnHJmYwW%20HfZrfT2sRlEP+dBuZajZQGEA+3BBDEdBKR0jCCAdGXsBaa1wLxfVS8GbDSABEW0Yf9AFyQCq7zkF%20AbXRB+DRYzFhi6XMwv+GGNloEircpkwiHXKiKCc7H7i83DlBpGsF20vBv5xhsA3ZkHU6BTjpBFtt%20Al0tFpNVvGSt0JMBf0IHuUExcAUwARfkB+oAuD0xe2G0Tl1XfUHR1mjhBLdbGlPQBTEQUkvQAncd%20F7fRPyRaksFqFBOAAK5iHUlg0jwB313XgNkyd2QXTGxCSDiiDpCyGCq6p41BAIPQBVMQUohZ2Wpx%20Yp0ymfY7FPaxE/FRrPgtEDnSduULRkTXJI1CyudzSgMB1ozx36QhAQ4q2YUKBD0A3CKFQhNX23bX%204EWxsYDnskTBxz7BIcqz4cJkTPncq1dCP4yBl7N9jX4p2T0whF8sFy7/vtbFLchHwXAbe0BmPT4D%20AEz6UE4rkiT3PT4TxDXKnRfOnBqSTKM7UeA9SxcjZXr+WNY5TMg+XRQ3niy9YSifMYAHOMY7NN0+%201CqNwZsbcLdwPZw1qhN90AJ9MNZnEXqDAueYFuNE8RsdGBQMLXRpfQGWy8M6EQUMIB0urLF8xLpU%20ad1OgZlIIOWQ4QNze+oD8ILkzBaXzRUkjmtULlBIOlV+4Fa3QuNRK05u4nkryBhOINukXuqvqBP1%20MITRjtduNijELWKynjnGfuyZyRp/sJKw+AXjgAf4oOxgcWqYHTV5vi6gzRSsHhbX7jeO4d8NUKCr%208QfECIuKnvB+awD9/0PSTKMAoXuC7OBJSxEADgDruGnBQpHUZfgX/B0X2L0ax9AFVQCR9xC8efHm%20GjMAMJnzwnod+bIfIK+vEqUW3GkU0TEdnEW7kWHkqtHdEAm8TB5x7bUAC64wEvCXydAFXpAMVUAU%209bCxNEQB67ETUf8ZKLQAyqNYtWobRJr2aJ/2H+i6RwHS0vEEMqC2drHyLB+e1Q4ZjJjiWp2Y9+Dk%202Ilq460v4gihCSusFxJB/+bcDMccEbQARepwTFKk2uIpQzI6RYoAfgDw2zn1m7kA/nF+dVHvUFHo%20q0EAMaAMU8DE6KAE8c6wKOQPoB8rV3n7Npn7d1qMuN/7sCiv7+0qHP8QAefEIdGC30kgKjw9vqWk%20IQlwAcFB1G6M5WKhg9sZ+whv+k9h5p4PGQQwBckwBTqx4n/x7uIl+HoiyZF49bgdiem5++wf/5Eo%20BnEkrwZQVZ/EP+whAPsgBQAxgUsSKQD8sOOyAACAAgikSPEjIwmABDIGLAQwwIGMJ/0wfgQZUuRI%20kQUOBCCZUuVKli1TcnAZU+ZMkk6QNPhBU+dOnivfTfESA8A9E0C+9ETK8h2HBf56EEgaVepUqU5i%20XJ2C9WoMMV29itmaNYbYGE4A1EuSoIeUd376zSvo4MlDKRMiAHASZQYCBAUKzJUiQ8rdBBcuFmDA%207uGTHlRVFgigwPH/ZJn3YFLGnFJCgw0SMn9OKqFKF6FfTJgQAhqpkx4CFhh4h0/1bNpSCYhJ5jXZ%20lJUBkhgAIIWCHwALZDCcOJJDBCkFkn/kcBxAEgrAEzw5ULtAj3e1aV/2nvlmzvDlSYoG9AfAFyAm%20LpqPGYCpP5Tw7d9fKEEMoGT8vYjpLYkCAKAAAQeKK2gAxTioiAIAZPCDgx78YCsJGRgUDgAOnijg%20niQiMGABvhqjDbJ8XBqAggQACCACPwbELyTLYpzKiQYa8IxG83zY7w98lABiCR1VGiDEBRJ4b0gl%20MfvDByeb9CHAFf9qTJ2CADAgCb78uChLvqS46IALvkTpHS37aYivAggE/9SOO5f8QOAuKfhCQKEl%20wVtypyEasAKqPGnjMT18TGjhqD9Dkm+BAjw6tNHyulsoySTvGaC+hSi1FK96kgQAn/oqvYhS7QI4%20kaWGZOjBHodEtEjJGR2dyQkrGhgCVtD+AEQMH4QoKjVbM0rANQM4/bVYY++DrJ6WHEBgxSgQaKxA%20EofE89iU9uzTWsdwBcQH9kxQttgAClA0U23PRXcyE5dFwKMknriI2WlpfDXdkWat1d6k/vhPgiVa%206MOsYgcIdoGn9EU44Zm2g3SlhiJoiLgHETA3xmoV3syKHBXWCdcqfABSyGP1IRcyjk9GGaR1WRpA%20S74SeGdOiYesF+UfGv9AIuWZCIgBkCkOKOoA2YwdgAMB7CFxAGJ1ZvpYhl3qR4oLFOoBgd/yvBjj%20GzdumqUYupjCgPbCHbkpeAZQ4Oyu1y4WMsloGsDOJWtG+aac2V6JZ9L+7WNpWwcomQN/ssO78D8X%20LTW+HkgNoB+/78s6YSec2ABHw1PSe4qQ0TWgAH/s2W7xTZXO6HLTw0tWpuvoHNHVyBUe7/SR3qkC%20EEaK6mFoazmYpwABfm9K0QIYTMCAHvQJIHnSZWc+qu0eJ2nOJKafXp87uyag8nybx0i0Ll5oz9dj%20Abfn8+0MSAAeDvyyx7UF3hcenuGL72HxAJS+CPqU7ue+a8j0F8kTZvb/J7qlDFv9+wh61AAEJdzD%20WglYwO/K1zAAEOAdlQqAPnpgAANwYH3+eJ9rRDgP0MEjAfRDnvIG4ECRDABpCGSaSSqmksHA6nUc%20wxcM87MfFKBDCePzIAfUt52W5G8A78jgBju4Pt+BEH7x8yD97DeAHsyDAwDUobbcJpMAPIECC1DH%20+7DonQIakE9+gqEPcuUAo8CQAEdMXgA4uES/hDCCEQTd0WZouB5QwAEOGGNKBjAP67EIP0+LyTxY%20xxfgKOmGHLvZ3XSoRkCswASGymJI3qi0JHLQd56DR/P+Qqe08OQeMgilAxyELFLJZHoRgCUsyUav%20R2ptA2iEIa7EsAhz/wQykwzJI3045ksz3SUjF5AOUvxgTPsg0iUzWGWjaqmwm5Eni7pcRB9Y+MuU%206OOO70vANu1VtFmmJB9JCOWlwskiKczgAnfpQRRQUo8okKgiM7BTBHpwnSfcZQBccGcUfJmUlbnE%20ARNwVBl1ljGuwbBnVXDBF3THTZEEQC3GMx4u03UAg7mECwbq6EK6KIMJwMkBWVKWb1bUAwYI5gkJ%20IEBarpOEBQzgAjPwA5yYqZrUxSQCDuHCBCYghT3aZ5qwwwk3e5aMiFI0Zeg7YVSlmgDfCQCqU41q%20D1iYIjqh6iyNDE49k3AR3wAnAtLxQxSCMyAK3OUeK1oIhUaVOJbc40kJi4SW6wy3Gcv9smeFuEU5%20nWqvAITQAa6xhzrscdijFcAedzysYQXgAHsgak0zQMm4CoQACvQAsyySAXCkcCCMDGAGMIFlpBK7%20/6U2UZAlVPVLbAPJKXxcUCT4cIJtP4I/lhxVYQfk5hQAUYgGDlZhGIxjcsfVPs8pN3lI5B9FormQ%20fRRgAHeNAAcGk6X8XS1DlxqADAbkooxoKUJyLVErWbK4lMCVJH4gLWj5Mo+QeBYBDHCviBwSm5Qo%20lGmywpHAMjmFLsBAZMZt2jv80bvfMaq9dcLIhgqbnJZF4ADsaMwC9tEY5ixkOAOQQihT+xcWzuBK%20s3GmShyQBD/YI38VTEBETiySn0aznfP4qXsXQhB/+GEfKEkAZ+dBEAErx3TY0qgbhQsDTCI4ZQn4%203NEEACOVFIgu+yCMQybwhH1MILxPmIAMEACcfv88gcUQZlMEnuAAlkqBC3dtFYojU0Q43Xcfd93H%20lxwMEt9IIQmk7QFjFlJDjAiAHe+hqUEklgB2FHUovsUhrShKO0A0QnxOPplzHf2RAghGBnIzjnAK%204KAAkNQAFKjPWj69EH0C4AA17PRgEhABcX4GcTHpwQJcxhcH3DBu9/DDKgswA4w4gNjFTiZ5ZaCO%20hRBgBsx+iemcwFCKeu8FgsV0to3V05jgb3ks+e5GMGKcbZJ3IQcFAD4xsupon25Wkvwlj5LxAm3X%2021rPm024n9PpJHX43FJwgroHHd+P9INBBUin6SRQuYZmUd7HmKi9JX646ILmu8ZB9kcocGJl28n/%20tHLb7abkw7xIDpZfyVDPxFWeJxnOJtgLCXR9csrp58jgQGmFuaDby7zs9ZWb+DiGF5IRpZUXnUZb%20VM13bSqFBDBrRf1oTAD2EQUDRGDDDKmTZ2csEgJAum5JdSo+UpEbohvd7OZJcUqqbq61gzua/diL%20gQYtHS/1pdh8ScKmNdS8npedm/d4wW6u8ofBn93woClolfN6VslIi2WcwiBG3pG4AZyEz/qIuEje%20yj3gOlUIMACEF/gTeqEc3vTqchNL5BUcBHRn9Y7kHoC3R1F9eKUKYiDN6XU/lcSnhFnWm0ASJPN6%20HRWtf52nqA+68JVklH73z+cJt1VMMQC8+SIi3ZoXjbyus5I7VY1fCQr0xa+T3pOEWZCRAgMWV6BC%206si/hkOy9//zFUDEwO/jx39K0m5+vNIp+xaDoWryPv7Yj64IPdK4v/xTQIwov5HQNeqBwAvQOzLa%20voXijIZLoyqYgkLgwGQ4hj+ogmRAwCRbQPyIvI9InowIgFrrjYGytdQ7mQrUmdgZrC9QgqIQEgIA%20wS4IigQsQfuohyd4AktRgCc4Dt/4PxoiOFZ6G5pgQVrSIb7CQB3CBwUgikJptj/AvR4kwR/cCQnw%20AQEjgNkbCd9oFgZ0iKEIgC4kCZvT/5Fba4kAWCaYSzSsyaI9sabBEoKxwQgn2EEEdEEvJIkh2B5C%20XIl6QCZmooALKAjLGAACUAsHoAdX+yMHsJQFYLMJIK1++CMSsaim07HMkD4aQgCJEQC+ADko1CHZ%20i5EkY8Py+IIWUIKJGoAdrD8feEVBbIkh8AwfIMMylIGNy59lIo4AYAd9MK29OJK74otW2SwZmBqG%20YEYGGJAs2Qsqe8FAqhoZuEQzC0TQkEGmuQkrwAgCmELQkIAhQKN0VBIlaIEDK60/ILAR1MVrIcR7%20xMchQIIf2Md8zEckyBHfKAA/CCV4iACMCwAJ9BC1Kg7SMoAxCwAGUIgFYIDKEgzZUP+zSmGAJbS1%20ipu+hGO1dtGrLOKrWpEAJMjFzGBHADjJlCSjomgyydtBLqzHkOCrG8HJnNTJndTJySmrtgKAgyyA%20gggAzLKpedEIGdiwYVs3+niCcGkZ4/msErE8llAHBKiWn0pCyPklbEnHVySAsBTLsRRLCTDLs0RL%20tBwCH0jHtmxLJABIlMyTAAifkfDD0fCCKfCBb9S9k/yBvwTMwPwBKxhMwTRMJDALM1ELMPGDABCA%20I0QV04Kr1aEQ9TMOgZGCBfCNJLmAAtCHqZSzJlQJDoiT3ZoevsSM95MdJ7gZKyBMwwxM15TN2aRN%20PrHNWcFNzriRyuFJnIS3IcGHJWD/IOi5y2SgyZpcCV5kyV+sKO8aDgQBgH7IO5tqpBlotUDbJ3gp%20r3m4Lrg6gCHsAW5sLZeQmdi6gH2YLh0Jx6a5yd50z97EzQ2wAvnkE/mkzft0zQ2onB9wyfJwxz5Y%20CXnkQb3sTy8EyO5hTj5jkwI5EIRMggOQzIUgKaN5mQeZAHv4KYXwgydQFAsBgB7Iu7mCmjFhnQFy%20v/XUGZvQRyTwR3xMyxc9y8mZNnM0xxk1y5SwCXO8EY3JkwE4jZjkOhD0AtJIOeQECXP8iGnrjRlY%20EQ5otOJAqAAgqvBqJANgxrOiGi2JgAkYkAH4qVJECQOQAWzDjP1TsZJqjkNB0ZQ5/1AAUE67xIuV%20KLKYsAnPmBzcTND7oEsguLSaENDd2EsjRYokIQCBEZiLqK2PuAdRqSCMcCDIgzzvaEB7Uc0j2xgn%20eNPwKNQkvRlJWxLhVILZkkdlANQCFdTLGcWEWdOTmdM5xY+bwAlTVQ0n4JvM81MCy8tAPdUsmtR0%20qdRdXYgh2M9zNA+iuCSZ0MEpME4CBVYEMlN9WdUflIBZ2QAftA8hcAE+pQl5FL2PQc1mRZheRZdf%20BVcC6NQ8NY9YdI+OUda8LFJwRVUY5JhoFURYlUsdEc4+sNWW4Nbd+INvhdd7m7OTIdeAFVacIFbv%20UIDTUIWe4NZcldWAPRc4jEGJZWiJacPNhK0NbNVWhyUwf4UKJxFZH5hAi4WVVNWXgpXYad0aVzWP%20IJBFMnUJBxrV5uOKXDFA5zNZdME3lKFX5LRXfJXFqHACHwAKnPWK3NvZdPkflFFZk4VV/oyRe3BH%20IOUJefyK/dDZpf+9t6qsWK5liYXjE41VDV45Vqnwgdz4iiqIgT94BwkAWLAdFdFMmKfdWZa1Amv1%20jlgsrqjwgfnzCkAQ3P8YPJKV20Z5Vnv52V3t1N80j3/pW6RIW+bTy7Hoii7oglwRCx94h7A83KNT%20L+8IAAogXRUJCXvwo91SJZAcCbvl2pvYgDwsVpj028zFDTEIv0jxAcKLgdoRPc1t2yb53GaSV9oQ%20EQbYBwZITwpgADV51DnhC39YicUF1j1B2PuoB9oNDc4FQ8PlOie5itsDhGjIFba1P1yM2OElv9Ct%20DXOrLw6liDOUC2VZkyd0VOoFVrwl28z4lrjdiaL9A8ITX9ETA/P/bZL0Vd+WQFnQgK9vG7dkmsPv%20MhNsFAn8zd9ztQ9aBRj79Y5p293e3Y8hLeCsOGDoMcfOlYDORWCLFVfKKDUxK0VO2VKM2LgHsRMn%20YDeSsOBmDVr7qNoe/eApwA0vIODCXcOPuL0C7IoVltjExQzfoAB6gAcI+Qh/AwAHII5oHLgWUoB3%20SJsElomo3d/JqIdstVodCcsg9l3b3dwBqJ2sHWOwbWHQyJKGcd8aFjh8yOGPOIAE4AB62GFwFdsf%20iGOq6N+B+eDeDT2kZb4qYOKAdWLKWCGMQMIHxogIJq2WoeCQCEUwDttZ8dTygFwObhQCAF8Qzlox%20KOSlRbragIch3/SwC/iIBLi6Lhov6XCAQxtNT6YJDDYPd/wGfXGCEMxaXi6JfqCr2XACP1uMFQGx%20FdlQKTBCsmIHguCs6TXmmYjaR9aJ7AWCrTQWIaY/1zLmBf6Me2AOKUgapsMLCoCQJAmAoeJIGQlk%20iz1YQobF9iBlW8GN0csVbgbXnv3abJYJ/RVlWdxnR9ndkcVFgmZAj6zbejZZCfBl73BHeHRojmk5%20n83oWLFXgI6J7D3bjlaYVlYY1+1oJNhPkHaJb6Fbkmba4lVVmJ4Jg66NUaZpfZlja0FpkmbZUJ4N%20JUAHjM7/6XuTaYSRaLm1iRtx3Mzw0TYq6oll34iOam1mapZeCdMAl6oWWJlNl6T+XLHl0dngW//l%206vRKZoTp6aLG2zCcVWA+67Y5amiNa2St6HPW3rpG3KlWa7BW36XGGQFbScfQapkdbJZ0a03VKM/N%206Eg+F79OYOvFZwK418mIRXPg4LVsNsQ0D0zdGMrG6lM1aarW65quHI1hUXOE0dVmbbSctmmTACJY%20BCRhbRY9SbO0URqVALLkbbHsiTH0jNsmaYqd19KmCYp+z+TeSd7UzeXeTfdkbvrMzekuTMK07uqG%20zcOEy+3mbrjkx0xt7ADw6nNZ67qWldOez/SWz/VW7/a240/2du/29oYG8Ib0tu/KkW7dxG/9Vu7+%209m+coWmBLm7jlgnPdtNVpgm+HQleVNHJkQAnKNTXnjZepPC2rPAW9cft5sfu3kcrgMvQ3tWmJVjI%20TuA6XQibcFmqwIc+eMeQaFMThw/lPMkU9+SNHmgCD1uuwVTVIAqozg8dR/CkMPD8qGyCHu2+xnFb%20Mdvxho+GCnKTdWxtIfEk1wm+TWgqL1O+Ttkpx3KZ+JEW73LUmWvFDXNHyesy5yktp1QuR/OW2MOt%20bnPEE++UYfM4X4kEaA+ztvOR2OljKe89n4x76IMgAXTK/4jy3Sl0JSEAQjnjRN+JPjeWP3f0qTDb%20Pp30Rx/zr750HfkWISBq+NBzeD3yLd90GqHV9iB0/KgHJWh0XiZuhanzUgcJbzbjelAAW6+He7j1%20W6eURe31RV2hRX1kqm2PVgdjcwYNUn7CK5d0We+JAQASFyiKFjiNam+PajeBG9T2bOf2G+wDJVCC%20JQD3cB93cV+Cc0f3dBd3VIfzxu6BUEeRZ+EQRJEesLoOBvAybHZ2+6Daoqj2bd92E+gDbCd4bHcB%20akd4QgECaW8BIGiBh4f4iH94aw/VjhZx7/AzLM6r0pKBGXAAaZaMh4wACngCR1CJZt/3nQhOIBgH%20E8gdfP+AedmQeSe4ByGo+Zu/eZu/ByqoByEQghPweSH4AqH3+S8w+qNHehtc+PYA52P3WtroAXZo%20JBnYKSetj0Tztw3ZswpO+fug1ZF2Cd2JuH1ViXe4hWKH6VH/DH84NgKZsRqOK+IYrUi5gMoiCZTv%20ep2oeRp5B7B3d3IGDV3DiHmIM7enYT84JbmRAmgjiU7O+8enuLQGDXfGCHuQgW2KAi4oNi5wgiSg%20r0FLxYXo4xOyh+LBqtNH/dRX/dVn/dZ3/deH/diX/dmn/dbvoNrHfdM3ffTh/d0/fd7v/eDXfagC%20/uIp/g1SC9NXotxXfQMA8Xo79KmwB1leiAVo+yvmOOL/YLd78PgWiiPI0LTwF//xJ//yJ3/PNP/0%20V//1H38OMAD2h//4T//Okf/6t3/legv274f75//kAogC7wAQLGjwIMKEChcybOjwIcSIEhMWCJBv%20IsaECZIMIOjHj8EFSQrKoADATwSCPZ70aMghI8yYCw0QkGnTpr5+N3dmfGeAJ1CJCYISdZigY9Gk%20SpdKrFiP6cIkXPQVQFCAYIABAZ5ECOCAQcsFCDgEkCLD4UuoSxMMVJu0hz63SQcMlVs0rd2gR/Py%207Quz4sW+GxEgSAkgAIIFAAo8IayYYATCLBsSwOvX5t7LNnsE0GwzwE/PMQnUFQ2TrenUngv0aNv3%20XYKWRQUNIA0Q+2CPBJ0d3lOdEalviTWDTxxOHCLw4w4HOFHuXCng59KnU69u/Tr27DxZu9bu/Tv4%208OLHk28aQEH59OrXs2/vXv9tgX6B39Ovb/8+/vFO8/Pv7/8/gHKxllx5CnRX3QDvGEdQgtcl1+B0%20A0BYkFYIHniPhNIRaOBBFQbYV0UEiveOI4SZhKAfhMmgEwA9yEDYVdO9k8Rj76SIwInO9TADYQ4g%20RQFhUojoWz8vIqBOQRw0lgSLx0WQYwA3OoDVjTl+KOABu5VHAQMLOIDAlNRxuUABF3AEgAwzFBCZ%20bM+l+NiYX4Z53ABJROFlYgBwACZjIDknRRIFAHlVPU9EMQ+gQ3pGwJd+AhDBE/4M+ugTeD52pVsV%20oVdenTFGIAV1iMUYADs9rPQUmlYeR4EMNALQKWSgKufADAU5oJgUhhWQhJb/wW0lW64AOHABQe88%20UVpqA8hwgQyGbVXXRwOwk1YUsmIKX2vpkbrbRnFNZw9SdQZgz1kEUWDtcQnIcIAMSB7AK0EcwHuc%20HxTQMwEXu8lgT7GBKnePFCYFoOZJhgEQbHDzvEOBnz0k0VYBMsiLFDzzXstUdORV9sRuPVzQK3VR%20pMRqQQuUe9zAQyXBbwJPbOowyKr50SqgSfQgbVpO7OtcAoQhIGvABTmiqsyGidQcAOoOi5QBFyh6%20MVDcpbfRbvrM0CZ1n3Z0bsknB0eAH1EQdMGUVBP0bpPBSfEEi9H6C8A9MsRI3ABSSOGAA09chTAA%20UYjtpJ+7oqquSG3BDDXG/xald3jSFmvohxS9CXsy18cZ4LPPFJBKcRKbEvdRQREDQDAA9bxN3AJP%20IEXrowZPQHRqERi2EVLklonUrk8jftN+nL5NQa3UDfC6QQmwgxTfwQ3gJd5P+JGAE3qb63VwJE9/%208OwcK5d66CNZX+c8ykXgJ6mhRcDFjHWdK/nuRWVcnh8sVTXnc/f4YXMCBiRAwABPSNEDkLDmnAsI%20wCNPMEBVkKScHhTGAEoKn1gKYIAkOIo4AWDA8wrAgJQcAEcGmMCZ6GWwNCVALOEDlAHEcqn2EUVq%206RnAjSr4HAZiDgFD2ZFjqjODMA2AC4T5G88ag6OCAAkBMoiZb1pGGD/gbnUfCDigc8ZHISmYiEFU%20LAwLoaO49fQDicrRSgC6GIAADAeM1smKQboovDEeJIxIe44ZDaIVVH2RQAEQYAAOkEXoZGuPfvwj%20IANpF00JspCGPCQiIxKf+SSykY58pB97B8lJUrKS/xmQJTOpyU2uJ0Sc/CQoQ1n/nQJkSZSmPCUq%20NUPIVLKyla4MigtfKctZ0rIh76slLnMpy1jqspe+FOUtf2mfd6DxlWwUJogCQEdk0kcBSZDBMi8z%20AHsUQHfaWZ4Ae7CAMSKAiRFJwNyY+ZctivM9C3BaahDzBPZppgehuQmQvFWQyCzAZNFsyJcEWE5F%209nGforzHE9DpGQM8oYA3KRS6CPKlBbwxIgNgABD9qUhySnRxkIuA5BiWALuVZgCskkI4HSADKVzK%20ZBwtliNGSjQO2I0xMuhNlGTgB5A5wA8FmABJA/ApCnTEACB9FcN289HSLMAsE2gJYxBAtg/WVEiP%20sts7PWo3fhmkKo+RKgUGBbYT/4nUbnoEQD+4YLc5+YEBB6ooQ3iJVvEEIAlJkMI+ZNARKs5ACgxg%20wFDuMYGfJWGI94gMoPIkFhlM4An7yIoM9iEFHnmTIAlwYmCJNYAZvPUJTDJIivzHgCcG1iRVOVFf%20OxMFBIAQAQUc7BUPIC8EJMEBVTFiSvyg2CTs4yV65esQ54kA2aSoroSxB2K89zMuMOB4zvRfX7lq%20FXys1SGrbK54UhQWBPDrTUlDgNi+BNp9DICBfmKHDJygTQCIZLfBfVUBkLXXofTsLECCBwDgkVuP%20gIm8PwNAB0HVsxMldgCXS8kAFHsS6raoIgAA0kuqUq7PHqab9t2ulqjYkfYShP+K1TRiixSTNwbY%205r7TrIsA6gvdtMpnxOIxks9S4sPdWHbAu/kSB+ZHECd0JEpG7GsC4oaAfTxBcwbpK1LcOuDNbhZd%20kRmKjBXgv+uGSQZmnUcNuesPwsQ1NEDiF4MPXMMnDFg2Cy0IjzojljCZcAAYLsuNEZCVvj5xAbjD%20rokXIsk4Z2eyT7hVPYey1470j1h7fbFV7CFiBr3IAfcA0lAGMA8jzeseSVjnq8BrPzCpo570wKwN%20H/wqAe+Jv/tQgFgiUM8F+KM3CShifSdVFcMAiQKj9gcAVqzQPAHACY/uyJhnDa6f1alSsUaATurh%20DzbLdTFYpDNCMIls7fiwJcP/Hop1LwcSORHkRXe878GScIAnsKPaNiSAqys8loKkiL0IqFVkXrIR%20g0Im0yE2iZL162BnMoAux24WAAwQgQnf90tXWTVBxGKSOpmE2mjabUGo2BkGlsuH8zCzFBBTrtDm%20gwLwBcAFEKDHLC87dMXs+HV6xhUM/5qCjUl0XyEn4hTha4gpshuMZoTd+L20IAlggPP6OpKt7CN+%20D8P0UATe4LNcsJtXVIDOutlX+AJpBlF4EQRZu4A9GaZOSoei1VVOPzbRVwo3EkA9lHpwnBLGAAe4%20axRS5Ifm+BvkoSul26/TAylcoLHEhYdZ5vbXVoWTVa1lkB9mEAEOtOtVM6s7gYHUpaawMTcAXJAB%20FzynUBm0hHCvmsDsZCCDBZxrIId+ZmkilgTSPapZG53T3ilfkEPPgIAHsSqDIiB4kx0lWFFKAgUK%208NN8PP4CBiurF+P83Lh7x64NfeQ7MEiUJ0yA+Ivpp/Ozo3BLRib4GKlKOEEezOhbpwA+sqRXrD+R%20BNDP7dFq5T760z9Iiqq//e5PypzfL//5y2T79L8//m0J/fzzv/9VZb//BSD+nZ8AFuD7DZ8BJmD7%20LZICNuACKpMDRiD3KZsEVqD2fZwFZqDwwZ0GdiB0eZIHhiBaVUQB2MM8+AOZLIAAqCALrqALtiAM%20vqAMxiANzqAN1iAO3qAO5iAP7qAP9iAQ/qAQBiERDuEPFgALIuEKKmEKLmESPqETRmETTiETViEU%20UuEVWqEUaiEWbmEWfqEXhmEXTqERFqEZliEanqEapiEbriGpqaAAeF9AAAA7" height="335" width="578" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 7.&nbsp; </span><span class="textfig">Comportamiento de la conductividad 
          eléctrica de los bioles obtenidos a partir de efluentes de los cuatro 
          biodigestores evaluados.</span></div>
        <p>Lo descrito en la <span class="tooltip"><a href="#f27">Figura 7</a></span>,
          indica que la conductividad eléctrica de los bioles muestreados en las 6
          épocas, mostró un marcado descenso en los 4 predios evaluados 
          resultando más notorio en Santa Bárbara y mirador, en contraste, meseta y
          Saucita se comportaron de forma similar, de tal forma que en este 
          último predio los valores máximos de CE, ocurrieron a los 30 días (24.50
          mS/cm) y 45 días (25.90 mS/cm), respectivamente; cuando se observa en 
          detalle la gráfica, se aprecia que al inicio del muestreo (15 días) los 
          valores fueron similares, sin embargo, a los 45 días Santa bárbara 
          incrementó la CE (25.90 mS/cm), mientras que Santa Bárbara (17.83 mS/cm)
          y meseta (15.83 mS/cm) obtuvieron valores relativamente intermedios en 
          esta misma fecha de muestreo; los valores de CE finales, revisados a los
          90 días correspondió en orden ascendente así: Sta Bárbara(0.67 mS/cm), 
          Mirador (2.65 mS/cm), Meseta (4.85 mS/cm) y Saucita (11.51 mS/cm)</p>
      </article>
      <article class="section"><a id="id0x255c880"><!-- named anchor --></a>
        <h4>Comportamiento del pH de bioles obtenidos en efluentes de biodigestores del Sumapaz</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Teniendo
          en cuenta que pH es una variable fisicoquímica relacionada con el 
          potencial de hidrogeniones movilizados en una solución, permitiendo 
          definir la acidez ó basicidad de la misma en virtud de la constante de 
          disociación del agua: kW, los bioles fueron examinados 
          potenciométricamente para caracterizar esta propiedad, encontrándose el 
          comportamiento mostrado en la <span class="tooltip"><a href="#f28">Figura 8</a></span> </p>
        <div id="f28" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.9671 0 0 0.9671 0 0)" 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UALBhgAo%20pJeEwVkQSgAquhMMo6L61xoOwIucMZDkF5rS2BhjUwA96IMZSI9CCIT4KIgG8AXzyQAcgJwtSHm4%20aJp2gpqWopMkIIqu+RMRcACO534ESRtrqJATSJjTIQIXoDcpEAPd5SIjQgCYEgAk9ABqEooTkGeY%20aCgVOgBYEmQVcigTMgBylAAkFAAVwGUWsJwiVJESCjHaEgAWGnO0Vib50qj5oon/DJWfhhEBEkN+%20XVedgfGA+9iD9OcDR7CBPiqEQAAE9ziUbgkUl4J8Ujh5N9oXQiCEPhACWkmMJnaMp7YrUdlolYKI%20LzqT+9lvFIgdB4ACxmQCLHACJmCsJpA4eyM6yXqsz7qsJhBYBkCiGiBO3tJrbNITI5ABcHolBzoB%20EqoeBnADIiAAIAAlA3Aod1EC7OoAuZSYmvdJjFImHiACAWABFzIYa7aOKloDBACwKyoAvdqNnyEE%20S+B4JLAAS1AEgLGpnJqBmFmHo8oEQPgDrUh/QvAAkjkZEFibohmjIaAX0XYApOcBTWAEQugE/daQ%20BhBtSWocXUaGR9qqz4FYMJAC/znrAjubs9uVV82aszDgAjugs5iWaZgYJfaiJXIkIhUwACDwBAGi%20YViGJquySeCSI3kGAZICAQgwIRhApwtgRzhiJiMiATmgqJgXXp1hAEbQBMfIAUYwsg4Yhzx6sUj5%20ivXoA6XaAwwQBS9QOrVIi5M5GdYGje23AXgSTKa3BDR4jEUQhKRqmuTha+JnpG9YUwcgBQ/wAioQ%20uC9wAC/QuWNTOUPwuQ/AuaDrAKMLHkzHUxOwAB8AAg8Yu3eBAXDKoFr2dLiLGwEwAjkite2qRjFi%20AQJgkneRSxeQARmVABjQJKnSXVXoFz73c7HZGoZpLtN3gRgrsXk7nkBYqrJYnf80kFh3cYF6MZT6%20mZNaqXzFuKsOyZHT1548gKndAYFk2KXQcb08YgLGRHF4dEjj96cHMGRfR0U4NCIBkgHFKCXshAEY%20wAEgoq5ZdBcD4nwo5iipd0gM8C3RxGswdiODUW58gYL5Mk7ylb2DQZWvqJR8i496WBg4VRo4sASX%20YqRL0AQhuz4fsKT1MbM7Gax38bLTMay6eUqCWWF28QGDtwAZJgHsOsTwli8WxiYlerwKQAGS4qCB%20l40U2h8QDDH/VyaBBwDoKm9+wViBwS2mdpGHVLB7ITDJtwGgmRdgSseJuAG8lIhwnGuhgYHhG4vj%20G5X26xeQaRo40ATLR35NMAX/Aca/eIGHHAiQ9gHE6dcTH8AsfVwcMXuTesJL4PGHEfCAEfmcSzxJ%20vJSW4NEe4hOR3dWS2ZRQ9wEAJEAYZtqoMgki+TIlHSovm/wAUtcZGEiLlAsZ3mka7ZeK6HcEZKl4%20LGyV9hGGRdpvXeeW1gWY1YitHwIAMiqSQYEv2gRnQwEehGYAHfCnYaXCf4GBx2Z9kfEBHlZ0mhEB%209PwAOIADULAEVLAE/EwFSIADh0Gak1zM86ECjXJ6cZQ90xnHmqcTDzahh/Eqe2FKeWFLdHsl1xkj%20kloYs0h5HR0ZKxBb7YEDRVDSRVAFRQDQiEHP92zSVfDSVjAFV3AFU1DTNm3T/838sOw5jzzgIMzI%20ADoAyZrDf4umefKyZxRALFr0tJpUQjz3ZaHmHuocTw7oGReQOHZhBTM90zJtBfFEzxHQ0iddBVZQ%201lhwBDW91TZd1lZA1lOA1jGN1g6bGD3wzARtHirgAQvbeJucOYsaxytqcIZRapBaL0+rI1DiaHjR%20SIq30bRRPWdWBTR901YQ1jggBCX90m5902kt01NQ1ppd0vfcA/R8F0XA2TZdBfEnBHToA9aMHIx3%20eiTgATltOv0aILcRknfxgIjhm1H5AD2jAnoJJ5DCnHdRenicHcUUV1Xw1p9d00dw1jWdBVy91m2N%200il9z2DtbTjw1laABWat1f9XUAS1/UU7DQSFWx7n0njK7KVnQ8ItBwAY4MSOOneF0Utw6hcWgAAG%20YAEZ1d+Q6pzs4diz4QA5qwLNzdngfd3Yrd0BVsiC8R4fwNs9kOBVoNKIIdBGeNfcITYz0Kxlt1Uc%209UUZkJJN16jdDBgdEGznEcVmsgAOYN+rsslT7RozRAMJHt1wTc8QThlFoNVTQN6JMX106IflYVLN%20ugKv3TT9JW0K0FidrABdJNgPkH31MgDClEkWHLtwIpOnROCvlQJDgNqfvRoP0NxXYAUYHtFLyo7l%203RijTLI9vhgfIAShg1ZC8OaNc9t8UQA6UQN9vRd+Sjz1QiZwkmG8xB8rKFpzNe4aCFDTca0FaF0F%20rYEDMT0FVaDnrvqPk9exm8HOeAHqm5EEW5BXLyCZc8448K0XJtwfAY5HehIBw3GRQuITg0GTyHHa%20V9AELzuWYL3ki+GOXT3XiPEBzzyUQSnMk+l6xT7Kzi550G6BFripShAARrCj2f/DaYAhAvGyE7oc%206KKR4vAl2VNAAClAccD+GJZe05muGBoOpBkb7/I+7/Re7/Jujz94j/V+i3zL7/1+sQAf8KD6vUjJ%204bLz11omy/jS6IuB68Rh6WleBLgT5aFRBDONBcS+nnq78Rzf8R7/8SDP8UEYhBaLlEBg8OFhACiW%20FzyX0XjEncfTVyJpLwnv8t4hHR8A8WquAHBF8aFx5kdwBRdO1xnYivd49OGJ9Eqf9Ey/9Eh/mfze%209OEpyILsg5K5mT2Y9bI4vvZXAEqQAg0Qi0WZ6tgRAfHSUSBi3ITBAWuyGs+1KzZgABCQjcV3Juku%20kGDeGrre7t6SPrzhAB9QBFj/cAVHIOSF4emDO6P8+AAozxgO8OEt4Ol1rr65TtaW39ZvLmerxqYZ%20oCxCEXsmCyCfzyNVViI+4XKiwecxcuL1zfCLIe4OZ+F6UW83lhsfkOA7Lxj72NORnN6UEQH32NLB%20L31lZmzFjL65zgUyTdMzXd4iEAG+ZC0eQBC1FC8U4i0PlkJy1N8EYsUHCtz5UkKFGWiKZ/0jlC8o%205PqJ4fC7EQFAvuZZwjea7hoQH+R6Xsy8rR9MkAWe3dUAoUDgQIIFDR4U2GLHiQcHPyCEGFHixIgR%20Iiiw+MEixiJXpnz8eORChAcaI5gkaKCCBwEGFBAIMACBAgMZBnhYkGHBhgkM/3QMkPAgA4UQORF8%20SGChQYMJATwQyFCA4tSpDChIjegggogHD0h+eOCA6liyCBeURZuWIg4rV6zgQBhjxwq1ddVGqDLF%20bRG7fSHmPTIl8JQqfgm+SJHigGHGVNlamWIFCxMskNsGhhwYy5HNkytHvlLlooOoMhVgaGA6J4MC%20qQUsADCggIcHHiaQ8NCAAAYFC3graFAgwAQAHhpTXDDA5XHmYx+cbR69YBG9oiGugBFDrPTmbD1a%20544W8hQsIAszVgEjxYqL4aPj8BgS5HyQWgYPFjzfilgDIDosSMADCRSQYCbYAEAQgApEODC2BhG0%20QAEEeOvAgtgCyMA49whioP+lDT9UwIENQDwuL8LaQyiCxFog0TAHqNsLxRYLIqmI8QLDjDEHUIAB%20he1mNIwki7zyqkbB7ANJSJJGErIhjCwo4AMIBghAAdWg7Go2A0QI0YPYsPyggLMQGEFCEB4SYQIN%20QUzOSSCbe2DEN9UyoAqP+JKohcRSeGHOuh4YTzQZQYwAhyKqwCI+8jj76C3DWpjBhEH9ZK6ILOib%20AiOJapJKAgA6nekBCySAKYMAFtCAAAIEgBIDDFS1oIbeckBggQkIGEADAKAD0aotKT2OA2DJ8s7R%20rFbYMwUYWjjgAq+GneqDLtqaoohJoyu0iiogu6JbK7bNL9xvrx0LMT6hfe//CCvWZZdcgh7AQCoE%20ShCIABIEEgED4ggQCIEM/sVKggxiG6iCChwAA4AMCJAAjBYXoGA5dO2Kc+KJijgiC2MjOiCxE1L4%20WNkUTDChhRZeeOEANy0eCAc7CYML2yKmHcyjb4t41opLP+JCP2vTOsCFFFhkObofi26RgQQkRros%20XpsW6AHqCHtoIgde+JiFxGgwIWQYvvY4BhROPkBIi228012yLHJ53W7Ju3kjggrtAQcc6i4UMo3x%20HEsFFHZAAWrBB5eoTcKpiuDppvG6k6ygR27ooQdeWAEFFExQIgUXdkiB85EtXwFlZ6nqCs683IoZ%20rUIPHe9tbX9Gy8aPqkid/yIUEjv6cN0FZ0A2iUgiMvhnLRZRcK/asoLvvmPoEyEHVFBBhhVauDwx%20GFyAwfMTxD75hYZWFiiCE4jujlrRwDrJK7AQMnRb/CIrAge1EUf7RIrMXWx3/QVPjmmDhCJOBiYQ%20QOLIaWIPYIDgcJCxjZUldxT5wAEoR4MYYC4xO1APDE5gAtB94QAfNMGKuNORyGxGMpw5QupWB5gp%20XGpd8YvacfCSsSOAByGPI9/+dMgypfmPRiBIUBARNBOWKe5s1ZlfeB6igslNr3rqERrnQmY9ukjH%20O5i6Qvy0FRiPcKYK8bvAhvDSKNgV5AB/C9wO1WixNnEJIg8wgAEakAELdP/AACowwAOBVbGijbFa%20SQSSRq5GvdslK2TMGmF+MCMfF35Rbi1iS3VwULWB3O4EelxjJoHkK6rkoAKDM+Kw/Kg8wr0gc1NU%20FvPyd5wPgKQ8IEmetb7nJ6m1JTSpw58mdUmp/k1FKAeDWgTWhK5i1U53LzCBek52u6+dAAUFWKVf%20HnAFFOYHZ5icUwSKkKgaRuAA6lkBNnc5Tu70cCoRsMAnoeYAYU0MRg3U3wFKNpALrIAGndMcCrzn%20lwiAhFHVatoHTDSFJqTAR+REKIl6GZELGOABc6zjBT4IyBYVD1ranJ0mwzI3BRxgBSHcE7PAtzaQ%209EwvpGSZH6egg4S2dEMuvfPhuwYmxAS1c2IMuujLUDrO7aigBSFUz/hUhhaBasuotBvcCgighUYZ%2006VPNf9MG9840xxMIAdBDCWl+EipSKYQqjR6AA0+pp6xRfOp3xxa/ZD6VbbWRWkN+B1XcjdSaGUV%20RB8oZlsP8oIWnCCDMViBWcnpgBj0KHzbpKYN9VqWB3BgAwig61gKgJVhLZQiBaiBqihrsedQCkaK%20XSxBrlZI7Okzsmvk0QkK0gMTHaELFA2tQApgIQgNsywSSIACGGDTOXESOULkV9HsKkO62S1bsztt%20bBUwua5xzgWm3WUuDeIyb5XRpQ8oQHINUgEMxLEDFZiAdiXCpVcBawECEC9NiPMEVSlss5saAAUE%20QAEKwMQgCKgv0zyQgAEYMCJbDU8//enPnSr3IA9YQQz/Lliy5qkRreGESCRvCVUDIAC2olqTAyC7%20XApktiHCEYgBAvA9UkHHAx4IQQZWooACzHfESYvYZQEQXAkBoEpTaYDCdKygggQAAMRRk0A2MFMb%20I+dDD8CRfpxq4KwcgHr4dIFI9+cAEzx3IrX8jvwsUqgtwxZIwOtKmMVcGwTQZsxndhMFVNyagTyg%20AgCwwAQ+mZOGeCADJKEtAIQlAJkgiACzVVgGEkDJDVk2IgXY1UC8dIO0IKCOBClAUxQgggwMSFS/%20kYAFtIvADwlYPgBlMlr4CtKRBXYglRPc30wgzndV4QhuodYUmAASqFWYAQjgAAdwvWtdc4ABS7h1%20r3nN/+th7qa2LOaXAQaQAQf4RiAeiFAALMAlMIyowwSq0lMUcINMs/o45pzIBzLt0AJUQAIGAN5Y%20KqQ4f22HAxmAY1TCBwLemuVDHygPZJiaxVCrxQEPKORC+KSnHeTQYuZqMEVIMlD6XMHLLXrOAny9%20AJxQfAEUr9UCGGDxjeOk4xenTUFO/GaXSLsCVTXADSrQkAZY4AP1LQiuTnPjJ4zgzZpW6AAe4MaI%20eImmCJpATCGCAXUShABFL0AODhCCCaggaha4MUSE2Wn8DAZn/bbLC1CAShGyzFxVLEtXp4CkI6R3%20WGJBu0AaoHESaByuAtlO2gdigATwXAEW2MkEBmBHEP88R50eOJgAaCyQAQwA2y+xgOEX4HISWeXt%20EkE0cRJE5MdPBNG2tVLRDWCBEPBEYhiIOli7Um/pfICpgikPv7HeF4Dvaaxgh9YD5HLQtBTBpIPB%20wsMntoHdbrzMFDGAgkrnY938JgEA6MDlIyAwEfjLJQio0hMMj4EnKKAChhdBBeCtUA9RJMxg9oq3%20CUKBohNkAL9hMZQ2YIH2oDP0bd7ATi7e6fiYlAtFEP/qJYJMkCULkdBSNUIri6m5kSkQQN05gItT%20wPhLr5xIkAmYCURDkIEJgbtTGAzQtAjAAKA7iwEQAAXwMQJokAnYvl6JsQ+htPfrlwh5tgyQI3lb%20Lgv/IKKI8K/wKIL4ucEbXDL9Y6zMARlm6pGEA5LJSQyzg4ipQb2P0D1o+bewcACtMMIHgL4A6ICB%20aIAAQAADWAC40rAFaLbtgD4NmY3lCoARuQEEQID/GJ0POS8j7IsCgMGC2IBPEYhMWy5T6ZcJqML/%20Gi4ePJwDOIETqMIzGivoApKO4RM3PIiX8QK9UEI/1CXf2hAMYZoOiDF9YRg9qxcAqC9OtJoahMT9%20eQCnGwgnGysT2KcWySe/6IEuyMEcDEVNghihaw4EGBBIo8OX+7EZBEHiMDyr6cNYFMWfSgwTWAFF%20VAuA24FVE0Zh7BBa1KHaaEaEQrAqUybBYg5zQcZpnGQrQ9OkZuNGauQ/Dfq/5ngB9RDCcFw9cBun%20YFTH/dE6fEIBbKSYwqK9d9Q/wxknacRHhJKC2+EcfWIMZYyBJezHlnI8u5PFg0woByA4kElFf0OW%20FNhGhkyo84JGUSQ9i/xGPSnGiCyLb3IB2ONIJpNEXeLHkiSnD/iooGoBZHyAZEojlQy1NiSnCABF%20mtSkCMCakKLHA+ORgtTJUP87SU3CqaFEKK4AqR75yYFwAOw4gaZESqiaRXICsKkcpzOyHoGECITD%20SoR4gFNJiQCQCgNgADfkAMzrraVBKHf8Sv1xAEL8GkN8F3sMkXe8liSKAASRGAQospZ7L4mwAApA%20F33cpat8y6zsq69BxZ07ozPaAaHExx4QgrnhAeADAZ2IGgqYgJykiPKClt4JzExyy8TUoXoKmZI5%20ARcImYoMNSHogYGATe+7PsKkCQGAgJmIAAKojQDYAgiAI+7qrqghugUogeBaAIPhzZdAgApQQenw%20xkzqLNN8qqfkunMJxQigzO2Eze6kzB+AzR/wgR7gzvIUgvbYvA2ggIaACQH/iEBmIwEAAAEBsA2D%204S6ayAAQqIA4qxK/NBhOFIp0Gs3oKMqFpE6oeoCQCZl71L8P6IEggNAIldAJpdAK/YGHUAkPGABh%20kQCWmInNe447U4AOiEAImIADcLSHaAAQqJLEk60J0AHnfBj0skrPPNDDBCkfNDj964Ef8NEfBdIf%20DYIfAIIgNVLxvIgLcMEAIAADGAGkiMBpm5CB4EztywARSAAaE4AA+ACcEwgICAAMUMtyihiFJM0b%20RdBCGhpuTLs2VQDudBI3fcK7fJIGMAAJYFIFcE/g0DRnA8EKcBgDCC8PHAgMoAAHsIA1cU4xfZgT%20PMzSRFMdioC/2dHJvMw3/+WBAzyI/oCrTGOpAmGxBSETgSA/B1CJK+WJBRAxAJgJgSkAAxCAqBgB%20GyXQ7hunBIrU6pSBkuyBTB2IXtXUgniACZAKAgivw5sjvxOIDpC8N6tAAkCQErAAfnEzCEGA7INU%20v4jONUqcXP2q/AvF9XmXYBWtKKGJt2uAyImSC6AsAzgx7HKSd7XTqMGJ5ciupGFLnqJVb+XXflUL%20w0TJffXXgSVYiXC8tizYhFVY5LBVlMTVhYXYiBWIAj1TibVYhbXJcerWi+XYgaVYNbKojhXZXK3K%20fRTYkUVZnWRH94C2dPIhDxgBELAAQXMSDpDZX5yIbE3ZncXHbW2Od+MuCy4AAf+BVlcBTR9zlSKT%20CE7j2aadymfcEAeoANtUADwkCAnA2YFw0ZcIupx12q/V/0mAlQ7bwC4PkAq7i4AKQAAtedE93Lw+%20nDqwlVuLTEj3YIDrS5DB41PayoGzoDOt1duD2Mi5JdxmxMhJVJBXhQ3egrY0NACoeI4c+BG1PbA4%20kqOTLdzM7bePPQ7YoKwBKD+DAAEGaAANkJgKCFzZOjGc0NzWFcaMDQ/b2EMFeAL0W66VyYA07Fr1%20Ckaddd3ffSrObQxRuUVEHTy/XA5bgavBrJdjLRzghV6sK1n3gA39zAAM4JLZyi4LSKf9vDG/TCel%20/S/Mjd7yRaiVDY8CSAAMGIDt+C6s2A0MeJoCcBVehAgHeFjz1d9uVI4a3d///SqoJafBBeACJk2d%20818DVmXgXTpYfV3gBybNht1J34XgCgYW4Z0y8rXgDTYvGt1HCubgEDbBjIRLDRbhE2YTRw1YFGZh%20dEFfTSLgFpZhNuxfk53hG94kCTZQHObhQkPgD+7hIA6Put2lkBXiI26Mw7VhJGZiw//A4P2J4SaW%20YoZ1zaJBzCnGYop4Yv0B4Sxm4unVJZz04jHW4nwt4i4m4yD22R0CxzR2Y4MQ4F06yjem49744cMc%200zrO4gYepyjW4yZW4sM04T/m4S3eHTQmZBSGXZRE5EQWYUM2DCKRupEiCapoZEfmYDDmjrCcQMwz%20AAjwszYbAAQJiivLX0ye4heODgRoigDwlPcCLzAY5eCC1gAYDgxIoktG5Qpe48a4AFYtGF58t7cD%203eWStN4AgIy84l0+4jjmDmgjUQKwXzNRtAlYChcUiA8AgWk2CF1m5gUW2+gIAO7KgKqSABlZ34HQ%20Xp7YDjd7zq4wgAtogLOMo4Y6AMv/xed81ud95ud+5ueGaqh4rueBFuiCDuiDJmiENuiEZmiBhiN/%20huiIlmh/VuiKbmiLXuiMxuiK7oCNvuiP1miQtuiysVgi5g6/xICGqInBK+ZlhZIFGNpCTV0W24kN%20cKwNOLEF6DwPwOme5umf9umgBuqhFuqiHuqcLsOcxumfpriljr8TW+qdgGqc+Gmepriqlmqmruqn%20/ulaIeqvNuqwBuuxNmoP8OqmhuqrjmqnpmqnVmulnmq0tuqpxomltupawWm55uq1juutfuu67mu3%20puusNusBJdhA5o6ckBgKsF0CKJO2tY32EApulkOkSUmLeVWk8QBwbZFBPjLPpk5IeK4LL/lc23U0%20J0EAEHCADsiQEMO73wFt93BXpGEz4api6VhmYJltiV1k7kinJ4w0IuKS4Eu2DPjAu8OAf9vPT0Qa%20AzBsSvEAEn6TkEup2A4PA6hAiRXtumi5BPlFLzEOv4SQ5bgBydNMry2a3WaZ2i6i24bO5s7jgf/V%20ZO7oAFvmFRGzV1s+mrAMgMq7X6mcEwcIo6LpAPeODgNvjn+zbADnV1WmTjPVXAjH4V7+5gqnFGe2%208AyvrDvW8A73Ez728BCfEcTWpMfy4w+5gFNRnIkbFg5wk8ZagOd2jwLANaapMA6QbqPhgPkjiBC4%20NYO0C+d+F13zLxpHAAZ/y+2GGmhFkPWklM1LkARoiAiggLylFL+EDpWoqTexlQk0sZmKQxJ5AE9p%208vbwMQRZOYgDAfQb8wS5MZ6YQBlPzN5WIy+BLL885YoSmAbQMGDGck6O7/A4EA1JgAxIV4EZcBJB%20tADgCu79t+t1gBW1XRDxS9qodBabMQfwkuf/PHBoI5hNDIEHGGWHygAICJNK81clRxoJQD8JqABy%20le1EI7xPYt+CyS0gUYkBAIEREZUZpJUZ2Q2nRIBIN/RnI1Zgf+yqrRJpGwgC8NIZv5VaF4hp1doA%20SLE9tJUcn8r53iFqX0HOPg5TJQjQs76oO7ohdM4IaG2meLu0nWnuQN3hmLF+udIQO28SaVzhqACX%20oIBbVAAOsABtp5hO/cVhXROsbU51tgDrplszzqQKkBWBWLxEp5Sj+zcZHAhpA3e/eAIIUAAVKA4F%20sA3KkgCqBREMvD6oGBBpcxIRsIA83xAy//QR8PcV9W/3wC175xWg0Phsprd+pfDDEZWoczQJ/2+R%20AXi0B9jmjJ/0DYGKAkgcCBT53VUACIh4EHGzaTN2EgUBerp3ECn0GGflBMr5FpzdDxmBX2SKNYmv%20c7d3Of9KDFejks/4EswmCBhOgZDRWTf66JD5BKEAbdaQLn136aB5glh4OHSSFfVmikBUc/+kAUh2%20R7v58MBafLl3hE9z4Agyfg3nHRKAoru+J0fdgpCAZLdaElk7nPBLKlSAY460QG8OZ3eSSFuKzgeD%20DCBFrF+YgTg/CdF6Akl2EEl7rf1FQd2ASIPfem9wCmiAvtedHJOA5Ah5P8GADIi/i5OKG5ixBXhl%20WmptEAQAMFi8ZweRmhiBi7OA37h+Xfv0Fv/xsQBggPjHzwrgAGg98eOQgOOusVMBCAwTHiiokGEB%20AgAEFDBs6PAhxIgSJ1KsaPEixowaFSwQYGAjyJAiFXiYAADAgpEqHXo46RKABIYJAUy4sfJmgQke%20GD4gcLJCh5siC1g4KUEEQwMQjEYQCvIDBZcBGjYoCmCqU40SKDgMcNLCRwUdMJwc8CEr2rRqVzKg%20EHYt3IoPPhCMi9GBgQgPDDx40JShgw8O7Gas2/CBg8GE5Rpu2OHv4ol6GysQEUFx5Id6HzrY7LBv%205tCiVXakPPo0aolIU7Nu7fo17Nip276Vbfs27ty6d/PurXGBW9/ChxMvbvw4cogMEtRO7vwQOfTo%200qdfXDCgOfXs2rdz7/8+26P38OLHky9ffYBp8+rXs29PvG0D9/Ln06+fuiN2+/r38+9/kbZ/AQo4%20IH+lEXggggmOB6CCDTr4IHLA5QchhRVayNpyE164IYcdomWdhh6KOCKJFTEAXokpqrhiQ9alx+JN%20oME4o3nwrUbjTQlMgACOPYaHn48rGZDBQkFq9KKRsjGYZGEGFFDAAgU4mZdsBXiA5HQG7PSQk31Z%20UEGIED2wAZZMZmWgmRg9YNVLFsg2JABhjvZAAWglhNVhFQDgQUIpaWTABEWmGdeSg1akZwYWJJoB%20V7KBAECdsRlQAZ5CkRXUQ2QtwFdIA0BqKFwSgipXUfFxGcCTBATQmAf/YATgZ0MIBIDqYQEQAAYC%20mM0aAAcRtRpAAxlkEFYBqm7JEhhWqtqUsUkFsAFDHgRwLAK3mqrAA7v2SlJREiyQ7QIeELClrWBc%20cKMB5WLGUAEwNZQuAgZIsCdHfl5w66u13grrBgqNqlaG/0qm55WB1dVSoj+FxYBJJ0EQllcu8RiB%20ni4lgG1ULj3ckANQPApABTlMUOcCDQPQaEM+CfsTm72GAICbCiRUAUOennSQAvK+dLFPX7VLk0IR%20zOszQxtk4BKYDoEBAI8KVPWTSQtEcNJeR7u00AMVn1TkkBmUKfBv14EdUdYnmZxSvwBsIEIC/iJs%20gAMCXKUABwBgIIIB/yd90IC3MmeQA50w11zCW2syrYBXGXTwwAQxkxUpQyo30EEOAAyA+MkKtIsB%20Q3VfzoC/edO8gN0KOCCBBB+1zSOcTfvUa0sxAQpAAw54dTlPUW057+Wk7+mA4B5I0EBPIGMe0wOo%2028CQsHKO/R+Kz3NM1ksokVR6zoL7hFUHE+SggKfbFoAAQQ0kMPRAeQMAgQCwMtSA4AwV9QDpFqBe%20lKCYN6pnfLFrjj3oBKCAeVVgKycxwMtgkoAQNKQGh+veQORnN9TRxAGku5wIHFAUyBVlJxHIwATC%20spQr0YQgOkhAxUZHEwks0CGakt5KXATDwxTlBh+4zMHchS3BecpPDuEAwQREMC/3ceQkAmjABDIw%20mAWUwCUZgFxLaIatCoSQdBmogAUwIIGmMcQrRSrKR9o1gv9xroiXm9eX7Dc8mVEPZoOJCusmAIKz%20GA6LFWDfB7bXEDDu8VMGyIHXGCI3EropIURqlxQD0EYLKOaFMxQJfB7JED1BriEtidnmMMc14/mk%20aR0pQFRS8gEQfmRKCJhXTJIirKasKYQtwZ24rqXJSX6qXTFpV8wSIsC2+alaBJHS+MiykE4qQAUg%20PMAkQ9hFHpGuUSJoXkPIsiX+MURTD6jgBv9XAaQAEwF6wgrBJBn/EiA90nAWAEGiQECzliikAHqK%20I0rcCQDYASADHvhZB3wyvKjMEZd5iUqlhFmAeXntAFH7WW188gQFROBR/StdB+oZrkf1DmTpKh3p%20gPIAsjBAAT65DvwscBaPrs8AcsPa0RBQgLZVqoeRg0kDekbID5AFVXriHOkwEAEDOBKa4txIoaT3%20Aa29JHAVaKLlDlaxDHCxJCcBwU46UDEM6CklMzkJBSCTs6mapE4eWGolMYe7o+0kkyStp9xSGYCG%206RRbEdsau46WAfhNAJmmc+BJnlCXBrQxAOu6E0+GZhCUTA0ATrOaBMBYPKkwpAOJWtdPqyOAr4Gq%20AQ3wwGUzqwAd/1iOJLJUwAes1JwOeCAEI8VWCHZCp7o46Z4RccCTclaAkT7AAx64kWOk9L7ZgtYD%20b7ksUkLwltY+5EkhqKSW4hNbh1gprCRxLZd0yJDUyrYyITAVcSNwJXbd8y2kq1Rk/xOc8D6kX6mE%200byct5GofJa8FBGVey05AdzBKAQ7SssDMkDf+JqIOfxtyGlnhNusDPi/EgGRgROsYOipd8EOJq8M%20HyxhB9towhY2MDkvrGHyBnXDHp5hR7T64RE/bwEEQAADOICABbyqxSiWFQNgLOMAxJjGM64xjm+s%20YxvzOMc93rGPgwzkIf+4yEI2MpGPnOIVB4DJLI4xlF8c5SlLuUjKVL4yi7PcYi1zectefrKWGRBm%20K5P5ymU+85WXMGU1S5nNYm7xm8EM5zDTec5eVnKS84zkPeOZz3ruM6D/LGg/G3nLKGZxQAAAOw==" height="313" width="517" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 8.&nbsp; </span><span class="textfig">Comportamiento del pH de los bioles obtenidos a partir de efluentes de los cuatro biodigestores evaluados.</span></div>
        <p>Al observar el comportamiento del pH de los bioles en las seis (6) fechas de muestreo expuestas en la <span class="tooltip"><a href="#f28">Figura 8</a></span>,
          se puede analizar lo siguiente: Santa Bárbara mostró valores en rango 
          desde neutro hasta fuertemente alcalino, Meseta estuvo en intervalo de 
          neutro a ligeramente alcalino, mientras que los bioles de Saucita y 
          Mirador, presentaron en todas las épocas de muestreo, pH ligeramente 
          alcalino; es importante destacar la variabilidad del pH en los bioles 
          obtenidos de la finca Santa Bárbara, puesto que los valores indican un 
          fuerte descenso desde 8.75 hasta 6.75 en 75 días, finalizando en 7.49</p>
        <p>Con
          base en los anteriores valores se determinaron los promedios de pH para
          los bioles generados por los biodigestores de cada predio, obteniéndose
          que son abonos líquidos de tipo ligeramente alcalino</p>
        <p>La <span class="tooltip"><a href="#f29">Figura 9</a></span>, muestra valores promedios de conductividad eléctrica y pH de los bioles muestreados en cada finca. </p>
        <div id="f29" class="fig">
          <div class="zoom">
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a7FGROCm%20OzcENLA3NejVjxSmkvu4eLwkM5sWQA8lMMazAA2HifCHjp2YifJHAfxQjtEHUqRWVS/ZQvDFbe6g%20f5l2RvMFbpC1f27llFjzVLxGY2MhAezQFPigABlTAbUBAAMxMgpAgVCRceJYgiNnLdeWUFj1YYp0%20SGxFRgrld4aiU9gzOX8TRWW1l11kjOIzLV3UbbzDKz11mOboiQPAk4wZhEFYD+qwDw+ghDfGPFik%20Q6B3MQGTQ21ZMFH4gqWXkiR2UGuUl5VUU95FbKMkholzHF2BMrSWmv+TlGDXpTnll1tL9z0S0JcJ%20pD/zdlagVmIlFVyyVlwzoyWKNnPjI3MRJiYlVYo6OYRG+ImNyX5GSJkAwEUsiX/5eGFCNFf215T5%20tDNWl18ECJ2MeIgtyQ6odEyAtitHlJVJZEoLZUD5pltqtDv004xXxi23RjmPRZovqGSJpmIGBYKj%20g5tnZkUXQyXOmFdCNXL0IBvxl44/uX7VOQAIwAVDWYJYRjfsklRaMzgpOZBupivrJDGGOHvp+Ujl%205ERaMj9pJV5oyR1R9RkZ51E5iJkUBDfIlJSJRYmoOaI7VFrmU5tCY2GkQ1mX5lv1Bl8D13wPxUsR%20Zjl4FTiV2Invh53/miiEmyiZEEBqYYV81YhdybKcdXZdQEowZIMsTQdzxtJycmYoegOlkcZCTHOL%20nzFVl0M5ZMZOQhQ6nRRvhgSi+7iX/7Izcoqmj4djS/VltzVlAApZErCFmqNmhGglssF+7fh+6LgP%20Pamh76hbwGlU9iZRNahT4NNkK4htqZifsTiASdeMNKRRd9aaSbQOB4CTDERr43ap46I0SuUzjNVq%20lups7wN1mdY0VmelSElpCMhUheNcTGeAmqVcZDOdmAiqoMp+kal+8wcAP2NyQjOlM2Mof8ZzJ+hf%20sOQ8/4KAf3lzPepVB8aPucJM+MSnnmFj7rBOTapWcFZXQTpF15Oi/7LjOhGqgPBTP6xFSVSqSQCa%20VYYKknjTWCdKo6MzQ5LDqaKqoUJ4Kp2Ijpo4mQwAqxEUPf8HP5i6WQo1PnNnZke5WEpWqQIqb3V2%20jFwoLAcJGhnXbRZmSZmzj91TXqn4UIxWrleyLfcYP8bVaQiYTG9lrofakvVUQNjmqshEO7c5NNtq%20iZuofmF7nT2pD/vAHLY0YRCjNUxKaUEzQxREVEt5tWylaI1YNUYTM97HitAycu7ArzX2XioIOphV%20Z66Wl6ZjVE3pLd0SeM35RVsFYO9DMz2aSS8XZXnnZF2oVBNzMAIrGzzprSFbstdpsp/XRCEKj9BG%20LnZ3jVfEd9/jlv/KiT+QSo22qlGoZzka45qBW5UaFrGFFzThKZWpJqVYZoMbN6VWamHklLecJi2/%20izNPOqLX6p5E9YirwzdPdKfM1XBg+n7dOoSS+aXz16saBr18JnVqQlJ4y3MJljcw86ZRyY+Pe7Uz%202WW0VkSiNB+95hk/OzvaKGaf44In1jkTY2Rqkj0guJcnKFlLhDfiAGZfOKyACEAw9KA51FDwNI+n%20+kiFK3kN97GbCIQXKn/u+AABFanDKmYlxYL56MKBWU6jBlTUkqD+WVQ4vFTjBlK8kz68uxa7BocU%20eKNxx2r4q1zPGlfAepPlt6xy6pnOVEb1pKVrKk/456gALHtX7Hj/9KQ72Ac0t/Q0lZh+PSm2o+t+%20ZiuRmDVD5Si9uEmLs0M1+CdMelOcLklbc5WYxuk0R9MZ9ImQw8EaDLc4tjEb5MEaFVds7yU+Akh3%206RUsZ8a9kjTAQ3tITPZ4QpWXNrg5K2iNRnpuZcRbUTQ9WpaYu1NSVOyD4eqTo9qYJBwqANlKflc0%20Kia3g4mix8mERnpRNtpk0vVhgUow61Q98zkfB7eVY0cePkKWS2J2pcJ2XOAODSkVjUMPtfhADAZN%20ehk4V8O6VCecrYMO0IO+S9nCrcRgz7U1yoZl4YmU+SU0NlktG9lADmQ0EGfG57h+4bp+mDiuPTTH%20yQmk+HlLZ8Zi/6rYWx+HQ/ynpFH5uz3jYU12QUhkFhyoD+TxDvZwowHSHASCgRxSxLgriU1FSZ7Z%20hIUDXvwXOMtCrFMiwJkZqH55dyzDsMxDTDglV5gjzFmGw6JWTp2aoUQYf5A5mWNqN9+mwWZEhcVC%20g4IGcO4iZ4TaSHdqg3jzhEmHLIQsHzlaFn/kHqmhDuLgFPQgPOrQAO0BDwcybIqzDnKHx5H2Vg5r%20QeUYQW+db1TaYVcUpPuFgHfaYMtrr3racqa3aPXVfa5EaO17QeeHoV8qtkUotuXLQxOExBAqWZdb%20eB8ZQERjWbzkZ8e6S3dpc9WbdMbqXBONi0yhDszRL0+BIcghdv8eDRUC8CTwEqnEYoKTyFBllDR5%20OD1eZso13UKUQzRXMkm7I5rX5aTehzABW9IzaG02TUZH89NHiI6Prc8mG4q4ik+iRzt/2mQ9FVHi%20KD5LzbYy6GS+DYP7aMDOGIZsQYbusSpJ8nuZcSTj0Rxw5xQSwKvNQzbExLSv6zLZvNlN7c7LZCas%20dNDXtUIkJcbhkj0yib/Xml/8Q0zuGkxcwg/TGX/v16XVGa7jyjRYunw+tDfo+pQCS3jXited5rza%20y7iudK+LRUxYyb9aKRZmKHYKQDwQ+JC5wQATCQH1QMSs8l4DXNMwmy2JBzG9qbkkhXLXVrPNV3qJ%20y3U6zCeru7X/3LNKm7NJ8CRb0/VJ3MkP8rCTJsyJnkq2JkuHuxx+BhNnhAO75t19ztNTWehkNWvn%200v1IDRahx+XDbNFcTSEew0cyTUEBY9oU9sAAfzuM5cRfEY18UPl0f9ZK3SxWZBOtxJ3TkgZ7BSZf%20EEzhpvgrluvgWgLh0j1Z9ryOkH3G6dilHVRyTUg6EtzlAM46/Z21ZDpR9vRAC+ZW7cSDXGJVnFUo%20xexPN94WDZDfWLEy//Mtz/ZEBDS/dH5IM3RbzuRhr/p3UkxZsEpX1j53NfWFClhv5nQ9drOY7ciY%20Qu2TjRkqTeJQB5WDBKV414hLsEVpIhWDWsqZK4q8rcM6++Pc/67DO/srH8e8GDu6t5NovxyJfHwD%20QbJeT4gGcsRuOSoXYH7jniHXkT7zoxBrYeJEavQlwCKG6hK/2Nc5sh7efvNHD8u9Q5hbX0kc4/fG%20vET2cg6ELUojnKZ2fyoqN4LixzZen+n8b0pKZVWEqUXbYDTo9Ld9sCq4eggF3Bvlj3kHg1ULwMnN%20Rt42jhdrjv3MfmhOspsIy601pdyMKwnOKxPzbma0d95GbREmUPS+9aFj25UD6KV0fANprgLolh+0%20kWzUm1Xk1yb3nu0ps1hyRbRUiob2aDNpWSV1Qz2UkoK2SHE813y04WD66tepfp0IisRaZMdJQUEK%20qLDYX6iGyv+uiq7VylhRKepLc+zx0b8K7zgHU9LsMs4fFfZJ9ciCj0u9VUapCV1mFbks7FF03ydl%201tQipo1MJMsBlqRYdn6PPbpGSMLueLJXgg75uFvTAt28w4ToVEuoyu/gfm54zTzntvE+NC3qtbu7%20+nkaO1Aq7WlC455dXDoAQU4cuXzi3OUTeLCgAHb52AlAODCfgIQQDU4U4M6gAAkCOUKkKG4hwYsi%20GU48WNEdRJIrBXwMOZFkxIwUHU6k6VFevXoDBqjTt++nz5/6Bgittw8CAAkZC7aUWbDpyolNF64U%2093HlwZriTDZ8urGpwHwFNdY0O7Hhw6YXITY0GXbrx4YC6AEMwJtX716+ff3+BRwY/7A9BYINH0bM%20d0GCl2HzndVIziJZsgJEPnycNSLCfFazYsUosWBZy1XjWnapcaVnhG+rQjzb9K1Fh6Vpe80oklxT%20dhJQisz6sSnrhyJV81sgVN2AnsuN9qynb/nPfQxeelwYUaBmzN216v7omCBo7CzDP5ybnW3p1bNN%20amxtVThICfcS38efn68CA38l/AewI/v0I3AxrTB6rSzRNDvJIOB+U+sqt6aajyOBdjupQao2wmil%20urIbaKOaCIIrPbpQciq318I7sKa2XCpLMpyQQwConnxqbiigjDqKAn7MOgmuqgiy6KCsKHxtLJxs%20cwtIz1Sc6LIEM0QNrc1sMokkIv83IucAAr8Ec7DC/GKghymmMLOHCMLMb7EDyCousoE+kpIsqj6S%20McPhaqpStZc0+tC2BCWDb73MapvKpEQXks201l677CXZPLswN8pgG0iCI498qYF9jFruU+eOGoBH%206eph4J72RpMUpNqijG82REtDTyKGvpvVpQqtqswd+eh8Kjs46VORTWONBac/vxZYB58ewEkAnwWO%20TawCxhBscjKagNSNQ4m+QivQJF1dK8KNgEMrRJBOBClQCnmL6rKNNvQwwts2fOs0LdUSYAEEmCPK%20p6CIUs4opejBM6q6hKQyWHHaslfRIoONab6OxJKMHZFW7EiudGObzNaOvKS2ZPz/CBNsAAESc2Ba%20vBJIYK8DFBhAArzMGaCCvwzck6r1IA6vW4z2nHQ0BgF9taHKjIsUxZtazQxD+ELc7CHs6nqRwdEk%2021hFqUHayiRgc4NPAE+HqidUtNGWrjqmJAVO6D+Bw3BPiuS76dKrbINPRsxgGg2rYWHFKdL29jRL%20swFNZtww/v56SYB9ZFsZMAHwkWNMAXpgYC+aKdAHAHz2EWGfyvmytlW4XLMJa5va9bjcmlaL6ytG%20M6ydRFY7ggnoVbXdWEiJ6pKTXssAb9XB2edlESZ/SSVqueZ4lF4ppohMKMrViNyQ65YapK1BIp18%20afU9dWcRcaVDvHPviuRrqHH5/wVD2a995FhFDv3lGCCwBAbogQPwgo8pUGAv+5jWBATQDwHuI2Z9%20MdDTVjU1fg2HapwJH7iCJRklxaUyvHIQqz44n/aABjO/cVWesgMbbWUkbDdBD6bAdp7wSOZsAtuR%20dEolHX2AqjovoZqs6AQypj1NQV8rW1s4CCWvja1RMaRa7WQFGvA8TQL8mF8W+5KsvyRAAV9UgAgU%208EDIAYAB9mAKBbhgQL0gwGbqWMAAYjYAAfYldaWx3WeChpV0FclFJwHS7TRlLgvpEUWuu1hIVkKS%20P2qkLd8Bn9I41sdJsopYL6oSvMTxvILpkEcAQ4r1PAMadhWSK65Sl3w49Leedf8lbK7JykNKlCBb%20uU5oRLIIsbS4S73Uzy8HOB1iGFAYcAjAAWzMixsBUI8GyBEAdORLR2BmqStRqoaHIlFXnBYcJcpm%20kfPBCREV9KgiQmRWr/rTHw/FEUZRrTLl+llpsjkWtKClMmbrpPRIpRyfhMo6WmHJrBAHOzi9JjLA%20ytXxBqoazcCnUe4E0aMg8xkHRYY3weTl/B7nlwTsz2WHYYADJGABCkxgAh/lxz4aAIDJMWCOZMQL%20OfCBjzGuC0hWSxxZGCS8uVTUoEPbI5a4lyGPwCVPhTRng4YkpVvZK2FDDN9N8QQc2rVndTfJyvOm%20p8OAPYc6PgraTF7XwZlwKEP/heNKQVu1SLOiiEJInVTrpHLWelJlJvnIKC99yZcBMKACDKhHYt5h%20DwGAQwEIOKleHkCBBOwDAApgQHJsBkHGZEpFXdvQo4T0N3DOTTJNpJDcQtjZqWHoN2fByXpAsjHK%20LGo95Kkia4PXGBV+qFcCkIdQhEIqHqWtVPqsDj2GR5ulDQs83nyPZedWuLyxqjZRXKJVEALCFVUG%20q7MS20OwmNcsctEv/QOAADqHGAXUEQAOqKMDCiO5HuiMpQHc2bVgssiCcEinuNza0/a1WVgFEX6d%20kRRlONWeb9HWMWKBCVXRcVa5TfQpUN1Ygc0nNtk0YAJD4epuQQWqo0CgMXlk/5d0FeoU2wGPvgV2%20mDnBQja67HQ0GuMMIeNqVQXdhbvz2+te+qoACvTgizDFjwTMmxgDHXQ4I4FV8gDqFdOo6AAw0o0R%20BRxXt/YOavNh6nRb9bXLorM27dnVDOsy2sdYxrQPOduNAOacUBmlbZ1DLorgUyh5Jqom5pNV02hF%203Ac1db5B8yYeR/hHQHPkxlncaF/utz/9hY5AL2kTY1hUF5K8i0gd5ArxuJXpKOVyYUDSndi2xyWH%20iExG3qrbifTYvdEAKWGfrh1XLlrljTwPKD4RisF+Cz2l8KOQV3LqQC/5GiHRMj22EtEooaYuE60q%20nucTkUsOLb8c6yVyQIT0jf95JkSq5lmtqaEon0Az0cOJzWi1UdHfyta1hxyAU5HDyMoaYxcAvBjL%20ftuM3AZn5nF9+SXJIRhRpnfr31bnAJi5E9KIJaeqlY9FcloicfN73Ebaap0MHVvervMe4Uxbft71%20uGFSlz32pQudninRwiESV7fYtVv0VeqHuv0asSpgAZGraV0oQMeXfI4fYmVwLl0yyO95LCzhYZWn%201JEjfnoVYEmhwGo7C6+xaqjVWMrsRoyKZIpGrKx4evhYsXOk4TDSQ/MIucmqnXbKBi19Zi4Sd2y6%205FdFJioZv82SIJSnvkVKAv2QA2MkQIHM3SMf/CidAiYAs304YB/2OIBMrNL/t3fBhCMSk+63ogae%20fomqVENBCq51tI8HrDVEHikUq8p2FpbQTWxipddl4ox0GRHkvk1zjKUCPWCRkIztxkq0X4zJjghM%207tB3VFKGGmKkO3XsYewSmsU1Y6t62UpLo906p1i1cwQsgB7gGMAEHABM8QqQARQQgQG50LnVffrK%20krRalfalxz42xcI7yvVQioKjUokyRaRBHIoiEtuqLwwqu3ihmPDhHaOaPkbijNzBvEviCBNhB7T7%20PWNZO71wgAkQgVXgnENbDHqYFNnqNJ9ZLcExKHOjmrUQOpO4JQ8CG45LGkibgHWAtAGAPHKgh/WT%20HAr4u32AI1ehILKxrAIM/xyJAafSqo2duLXlAK7f0iF1+KHPagtDIRQpOhQYO7U8y6kX4xUVCZor%20yTh1A4/iuRWpG47FuUAwATkyUQAgjKPjY4yKYKSp0B5YsiskcxGyMBeHmYsN2RO4wCQqKzB3OCmQ%20qAcHoA8p3AdwsId++CsFMLMsucMkozQRSZg58TMHxKcb6YlPKgo36z8KMLx5IY2E4DhbShE8Wx1c%20upMBnCs8WZThIbZNC0MrEYv0WEMMHJMumoLMGYCl0LZrmQnVegrWEDdOeSSI4RoEIZ64g6EPkwkZ%20ajinWbzIeTwB8LUE0Bl4cAAI6BwIcKytiUCKGyjfWI8iIprc6DzeUpvQA/+KpRsABICzBAPDV0mu%208Zg+zuiV6LsSdImVpjm1Y7zHEpoTewMzOtvFMAm+vhAAewCHeVBEEKwA2/CjRFqIctGXDRqSi/yw%20pwIcUns+SgukApMAB8JGc7gHCliMCdiHfug8dZiAivwstWAerLgT9zOfyigqoBKACgBC0cuRW9M1%20KfSR9wEoZWMYjoMYbzGeuJuLlGO1kkOQnmwV1onFVsoHNVzI/MhAvvA9bbNB18CMhprA21giudEU%20KgobyqMTi7msgYwULEMIEZQApfmPHVwHAFiMCkuABqANR4rBcBItIwKcS4NGGwo9HRFFz+uJH5qM%20DpqM8JkLvzGPEpKntwj/NAtaErUkl8sDw24irsbwjqroSjZUlr84AAqYAnsQgcnyn8mCLCB7LAoQ%20B7xwAAaATcUQvPDZkrVKJxhSDwozuTvDiOV7nbrAReyxt0AsCHpgpJCQB965jniDIp85JKcBKIrZ%20E4nJyYlIjun4RB5yQoDBtQd4G1njN7AQGTwCkVzCNE5BsCvxCOerF6UyxYTZF0Biz0qjiLA8zfv4%20Stz8FBF4gPECjAVYhcJ4QwXoAZhyvAGABwAASgYwnWW5FswQCKLRFco5DXhzh/ASQVlRITKTF8L8%20sk1hjSWCENYJGwsSDokBNtuAmFr5R3zT0OPKCk8hT6Lwqh6ajvCjgDdZ/whciZwaNQ8tsygwpAq7%20a70qszPnopvleVIXzLdumSGN2K4AxY+G5IuQoqk4BIzGsgDzs5nz0wsEYikBgAd8YCn3Qh1JKwjl%20jKGXSIDhyLmFUC/ZUK+bawm6ERbtQzBuwonac0rwwck+E7cQiwmtuylj+zDVcJgUK7t+qRGv2q1b%20y79QgQB3S5EpQ8z5+564qpIkcxieDKSKsDjnwpJWWagRYxh3sEAuFdBeXJY0mQJb7QtyAAAIsNV6%20QKNkshkEciZoartnSy0BiIApGAgK2IcJwAfhEgBnfcmZEYprZBBKKRoW7ZNZGy1STcB4+6yrvDYX%20DU0wpBPEnIu4jEwW4f9RUinPNQtFKexUlyuzdSlM0FwSX/kTOrOKsnSrozkNhqoUrNKNsVjBJNQj%20keBKWjWMNvQLCXiHCKBNMgnWZ0JQALgHZVKHZpqjvdwLO72Wb6m+fNCHHpiAeUiO8zKdlZgAmzmp%20yOrVqJsqfPHWJYIRP7IyWFQUCWiA//hZoAWQnyXa/8ilDuG3PfSWt+OVFyMN8AlPU+kh3wIlUGK/%2025ESR4Ukq6Kw8emW72GY+aOm2kkcFClVWsIeiSGRWXXYw/jKBUAvmFmHBfgowBgmvGAA8ErTlZoc%20Z1IHN7U29Bqjg5S+6aoABcIHdQCABHCjl6AAcGSA1pAcRcQg8igziMlZFQeJrpMQsBjBJwRIm30Q%203dHdBwQgXdFFAAU4OIEaGwe7wkuRDe2bxGlsgH+JjniEHngtuAeIvEaaId8YMBrKQos4yIzLEj3D%20TtriE4TVMuziuyr6oIZtW8D/8NK8mABG05/AEox3KAzQ6Qt4sLnAgqyT3E29CEFK7Qp68Bdj6h/G%20lQ0R6CsGYIcDOElJ/JbzuR0PSSrXARKb9bQFW4AJsJGlI2B5VIcDTpuk6BynfZ2SlUBOo0Wsg8aY%209MSA2a01CwoDWh2crBLO5ZSx45Or8BiEpS/m4t+H0akUgaUp8U+Z+y96m1631VVrk4D0+1keMwwK%20ECCTetaY8aLwmgD4ugd16AERiK95WxVbSYAJIIfk4Ad8UCCm6AGb6QF8qF8AEK4Hq8aBfK4quywa%20sgr7E5Ub0Scc8SoprMd8QAedoiDLxEedgpC5rDx84qq1CVIcgszKs6LAVJG+/9k7JPlC1sCNh0rX%20+fK7uKiVy+sggrw804zhw4BYvlAjvFCANUkMhKG3BKgjG8sLjNoLAwlbzeOHBOgBjpBQYBUAc5CA%20vLXQBjATHpvDcxM0ihEJTKshC7HEIg3g6diRtdE/XFsKjYQRuSw6twCWKywL1+EIGtkRoMingQEl%20CFAVoSOXFZmhfKE5F3QJQVSkjIDF11qSjiFNe+nf6syK8eFcugDQR/aLAeVLNOmBVRiyIPNkw4ig%202SgbRMGHwxu8wpAAfegICmBJY1Ijv4KVgl03Rr4qQ03WzbA99f2XHZKeT4qOXUMALnCVz9QUIbK3%20hFo9bFtSfOItDOMhO1aKyP9DOHma0ryRUZVOZhcRNeNApTbmDnwUw9tJkqxFlAchC3Z2nNT0D3NQ%20gPLNKAPhkE2bxuDQWHdgB3ywDLz4z052iwgboe/kljk9sIR+GL6M6JEuCifEVAhAGAZUkLY0Op4W%20JNfAm5CwNX2ADlKp4OqR5n+dT3D6Cnj5ntK4w4FSFwIklunDCiXBmiVSTj+imJnoEp8ODHfGCy8x%20NLGcG8ABt+GQpIPtMkmSJy+7TiT8HTkbZx0cCE/xPNAjGE+i1yyWTyqcN5kuQyAyrWZ06YagB0+p%206HgVvVE5CgZAGPmgs29RK2TsY/ZYHhY1kn/0t0WRyyvxVwxiqkhhWMUGjEj//uQgNhO9zasI0lrh%20wSBLWsc+EpHdqWrYgYnsOw8QcYcDaGvzJLi3BgoEGFKYY76lSg82ZhH6JuFcamtdY8yi9L8NVrFB%20ySOSw0nYRuS37J6lTb6UUzXrAh9xDqSPgG4xCQwI6AHOET85/BEZSaLgzNGosbI5I8vWMw9K4el1%20TBTr8hPkAEJQvBF+esfOWT0G+TMrnbd/JZ8Xmsx3reNc69E3exMZzAorLQ6HZqFGGdXlqUq7KTO7%20Y2NEnpUUmq3YTdFZiXC/qF69gAA1qoAFmNBhHDFHXR2pCwl6wAhcclU82nBKZB0Fp7IoQT2M8Jfn%20aMIN0+8eMbwN/aOLWY32/yCRZDsetgpnQLJUodS/t35r6xkX2yPnc8GXTBKUbla1CLkqGpePsgJA%20VUsfsbIXoq5yvHDnk4SAM0Gm6x5LJPHNAEH1VAeQ1pAI7HnS2xPDKvIOP+YUpRO93XrMz4vH4MqS%202XioqmzkrUESIQfDHR1tfYpCHcntg7OUBxEH12kfKZmLtzKiWGHedr2bJB2WrihYWT9mf+TVTucL%206e6LaJm2ItOWwt5AAgbC0F26BN6HtOHAlXPPbsNfQaIdrDIeULPUHAm4fuIhg1kKS3+1PpyTnqI5%20V2vaj4ha9da1Hso/pbiHtc4eR7cboIlPlNud+ZC54k7hUSrJSZU7qnvGhv+Q3ir/SpphgJVfeaAu%20asZwMOG4B3uYgARmd+Yg4LRZupN+iNmwlMxESOSxrtjS8KwKytvlKn2CDiksPcBhwY2OcbF6QTnD%20Uk1RzB7P3QsOXd0+kY6fTLwebr9TXqxV7Y6OCe8gVa2ck4uJESndeHH3HJfXiwE4E/zJH+vOqNRB%20ofp8CXPIv7cWPYBpG1I8iFkilq3zI1T8nrGTevBEAIr+PDLOelKUTNX76yVBJPEedpjzF03N3fKc%20Hv9ryhNDZ+3OaD/iZtsrCT4nx/6C4LT1Xcx3sYNHDbjfC3e2hzpagFH/i5/FiwUYar6gqcrxIk7/%20/QRg9sMxjw3UXf2zbQX/rjcV3FzP0DwWWqEAREHFZDP+83wcodcfJ3J8tLvXmsuf2UeANXbzXJse%20AtKC0+3ixXET0pcqdAgk2Rr3JLS+cU+E16YPAQh34gQIzEdOXMF87ARIYCggXz6GEekBqGjxIsaM%20Gjdy7OixIzgDHinsk7BgwLuPElbZA7AAwYB9Ai46mLCPgUuYA2ZqrJDgYT5xEclFZJfvnoJ96gbo%2007ePaT2mTgeoe7qPAgCjArQ2lHBwaFB3D8XRkyDuK8GtEcUSfehQXMMFEwbUU6ePKtWpA2LuHTCB%20wr2GQtUGDUrObWGGaPN1dSiA6OLDDQW87Pv07tKlT6NG3QcBgASFESeL/xb6tWhir4kRDjz4sGFb%20h0QHRgz7GLHDhmILa3UX0WFQAcIND2yo1ei9j8qXM2+e0Z4Cj+J6TKG+wGOCfVMcAGAQfd+6i+oS%20AJgggAH3fRU2Lkig8OFXoUIP1KSLF+/TpZj9UnAr9L1A8MknmWy1tSVQQUItpFtaAjTw1F5W3dVX%20VEvVddUBhxkk31kPFbTQe7V1qNtZjSFEkIIOPbhXhXzV01Rm+DFAjwAppmgYUGcNFmKNbu1WkEAg%20imPUVyAeRM5kXZUoHFpiDRSgjiG6A6RsphXnHJZZammRAiKpJIFyYKIHwADkMdBSRfeUBIA6J5E3%20AHcayfOTYXXOBoACc//pZx+LTNl111VZbZhYaaMJuNuQQe1YoI1iPfaSXX1F2NeeET4AQJ0n+nbW%20b40l6RhwjjkZ0WCHLaBUhRNmdldTTMX0WUNhiUhQcG0ZZxuJu9XoKEScjlWbUYMhhNpYRGXqm3DI%20kkpsqKHVaOiW0UrrEXQciaBAAgxoO0B0H73TEpzddVsRAmDW00CZAEQQp0UC4OOAAhUcwNVbHTpw%20mZ+T3lfhVc/KFupDCwUI7FgCGvQsbcBpdao+dll4n31W8cdPrCc6FlRjuYG44MFSCiUWyIM1gEDD%20rtoHY74XMsDPwY42tlaKFcPn0G5HwmzrswsNtqvBb713o1oKGjTojQv/FXlwQ9MqvTQAIXH0FAXV%20TWEBTh8xAI66+ADwDrsAlAtASekOoDVGDSVAZ2uaQoSUnnrhxerDE4gA2ltiBTtbr3anNltuaXl1%204mqVAdpXwyVTGhNgfCP7N1snSsDPVxXHN1tbrInGED+ndrbXUn0WnpdnAMiHLJFwCRfrrbMNJlis%20PAfH4KZiqTbQ3b7KWixEj8mXmK4Vd1os08FHW63w3uHJgAD7XGcRnO4gAIAI/SnPXgLzAoUbOwDY%20AxNmhRu+j6o33RYyRJJ1mNZgAapf5agBo3iYPBKXvFlMJUcVE/I0F+eWRPwXdJvkwjKgtfjnMA/q%203Oby07CowOgmZRmO/5B+576CMQhpustHQQhEorT8D1EiEgjfeLS79ynMfe+J1YJ4IrwVMqdLHjlP%20DybwF+WcCQDJ68FnAJAAkUigBz3gjgAm0AOsUO81QTuNAJLiMH1wxlWr6gxWXuef4MSOIU7yDc5g%20Uxu/XQ8imZvAqvbTOSfSJVBaAQunUsiO1s1GiwlDDW0cx5ADVOY+kXIVhCIVOqIECzYIcaNtrhi0%20QW3lV1pZDP+CBTKaFUxZtNuQrjJlm9sFyyDJYSEmP0I8jthjFT1AgNywBKaKLKBbDLnIKKnXoZgF%207B71Ad9+7DchqlyFYmk54WMmAyoMQpBRgsmgjRbSgHrcr2Ssoov3NP/DgHncaEQ7k5xZDia0IvHv%20YH1zEIToV7gxbqYqD5giigzEkA5hkDa7IQ7McvcpK+HyZSl0C5JqdCRnlco0b9FQ3z72LIpksp8b%20cVpHFEC2aSUNSz6hh6EMZZQD2ENP+uKLfjazDxHw44hSFI0ioxRHvj1GoajZYmXswhm75MdV90MA%20YHZTSV8x7pY5m1WCBOKpjgqnji1iIl8gZBnAHLJWwSkUk4ITLP395jijQQsKh7Ioo7BjWMAZDJES%20o8i+HfJEpjmKP7OKkU1upJM2maFWMeITWwpGQ0JxJfckxSeULQUBEGDZbyYZHwLmTnZuSao9l5Uz%20ynDve2qFaEy+Gc7/mf1si8vC5604OLPJBKghD7rpfjiHF5WdLn0xs2wH03dLDRrSQ/L0138O4rti%20MbIwtOnj6ZLFTh/VKJVYugc5FtAAAMBWAg1YQEFtqEKMOGgBPBHOCw8QUC9xJE8x7MHcwnqR9gRV%20Ir4SQEPzcj/8nIwpV7kHQ+52rNRuBaoKOVElg5YbjlYGQrOMVF34FKjJrBRXFh3qGRMmGMXI0VQw%20+dOkCtdEksJKOL0Zi8uSpRaHxLdY4J2VaNzrmsbY9X+UQyM83RtAX4mFHyo529lGWZN9TKAlHN7H%20TS5CAfJkRAIx8cxMGLCegHbtOeNSLpbas2B5JokfDoBJi6qi1hb9/+WBPw1hOI2STsSs7lfxbGxa%20TtW5bUplT5lBABdYltEjAydEwjLUsFJo18J8JXPZxAsCydiZSwnnV2U+swB8bLpwsiaevgOQkd83%20mqGgqM64ZKcc5eoWevFutxtRQAyFGB15TABM5Ch0mzKSAAjcIwEK4FYC9OEAcwygIvvgDvJOgrwE%20UABODiiTAAbgWowAtLhTm8IUqgZjl/xEi7gTjgEcii/7xAhQFKgozuobV189uG8HQRTO2qLkwkEo%20VeZtimdoZFjuHml0p3uwWQ2ltwE/ro5/gtH8nOgUePgkAQ0g59kYso6zVYCRrbulpqpkm/iKiG+t%206901qZjaypWVN/8DDpZylDgABEQneu0SgDrAsQB5zLYiDCAPBPaRgLlkxwCXbgCYOI2ubK0jAu9I%20wBDvBb0WX4SrGkkASvTRA1XD2CepNd3d6DOXCRlTMxHjD6YGsqSOFW1ZIPqslXMeHweBka3GlGx+%20METNDPatdRtM0M3CSaizAOBBm9nmMSfVGZtohwHBcXgPFHAqDk9hAfQYGIiIfljNpqY1R0/Rhxpk%20YXrYssJlNh2m6JUQf7mDnwGdi1+io4AXgw2M9Uhud8gjAu6MmE3XYYD4HKB4VUNATGAyDz74fhEX%20LkcCRFw1c2VHoNogRWIMxK/LI9QfiCNLRxMMjXwq1lLAXXDAJzJ6lTbxmJdWiTR0L9Ooroxa2hkj%20SndcDIo8dCJ1WoJ5p6AZgNcpo441OoCfFOgPz0w0WD8OrZ5sCQ4jabWzxIgAxPtQQJmTguLDKMAB%20FBwOtR+iHBGAkcNzw0elK6IACahj1GS6TuEpcB19MKDgFFCA/uHD5TGAmAiHTMD/CydJ3lZVhwWs%20QvxhXqv5SMxoj07phyxRSlVoi01sx/WcSkMwgAw13/t8Sjldjl1dlcgoxWT9XHq9iDJdhC1FBADQ%20SEMcwDxE0M3tSAS1RTl9hQGBzxi9DYu0Ci1dCgXghKl8lW8JQAWUhGIBRzy1zI6IAzsti2l8yv8s%20CQi1xzpMQP6YmAPc1mikmjwNCpKw00J8xKcNAAOoQ5wMwIiRRPKM2NlYxMEBAAVg2psgXgIswJlk%20WplwgQMwwHWIGj2YhwgMVEaU2kY4AIz0g5+Flcl11JOQFjgggAK5CHU1RT1MlHDcy2QMxD70gASY%20wz4AgDnoA2mk1iqOBRb2iJPI/8WfPFFe8AUeQYACRIC2/AQ50Mc7iEBNMQAF2EavrZS7DRixVMbm%20QEVeuFxnQEAQ+dZAYJwEZEcvMgCZAUthdReOuJoPVuJs2FWBIIquAIADqAN2uYMEeCEFPI4EcEEP%202APLFNkznc6W3AMDsOFMgENfIA8pfUYCRByYgAM9JEBU/EScgBwEzEMCkIM5zsT8wYM4JOCqZYnJ%20OZunUKAFdo5mGM5STMBnCICkscxhUNo+QNx13ItqEd2HMIgcZeQCuCAyxVIQ0hJ6KAADTMFPuMsE%20JAUFsMPz6UN0mBZvEND6JMhpDMSDlEzo8QXK0BIFrMNOEIRL4AShhQaomchaSP9JPt2ZhwwGdjET%20gRyAcAzETODSpT0EP8hDD3ABBLxDPkza/2WICUmGwCDEJWVS4S2NPXDc5BEXC9kYPvhZBXRNAvgl%20KSXA1zmGG9FDnnAOJ9qin0xI6KhkjywAF8iDqFlYdkTgItUTqYCMUi2SWFRAWrnc4GRbJxKRAnCB%20WyhAS4AcPigPPqgGTR3jVvrL9dzcsNFeLWoiFHlHhlTjeTzfrTUhe13O0sHHWvhObKSFo5XfAgQF%20PTSAAwymOpqDARRMdviXYczDeThA1oFPNA3VTBmEcPlTJG7JenacAjINScCECmWHF1ZETWTdRpjc%20QsiZadCHTtzPGE2XCwaKttD/jQDAQw/0wxRAYxdWz2EMDHCQxv88i6FMxorgS+glU0yMAxfkxAIM%20pwBgF7eIZz9cGjp8owAN1lUx1bMEyMjQmn1MV4xoRh4u4aeBRj9EQPaUUsAQysaYUMIIzEt9hQhE%20QASQoXAg3gT8BAOIHPTRAwVAY3AsgD2UBXpwQQTEULnJW4gISXpWJCYxokbgw09kSRDNBClaxHiU%20hzuAjVdMwJcuF51kzCOxDWTqEaXYT78oTy6ZhAM8wA/hA0uYhGYdRxpF2HGkxcLc110A6MlUSug8%20GgAECEMEigNEgA7JROql1tCohWukxr8Mm2QuEau0yj6QWVw05ESKTtKcm3ni/04aFcZRjVAvgoYq%20CkcCqIM5lsQprqNWMMB2CoAD/KQ+2MQ6zENFUIA8cpFTcVk+gGk/edwiToEclIn9ecSwGsDlgc1s%208al5uKmc/IQ9hYaxCIDKzaJv1o8T9csDNIC5Xk1FCAAFiEND7QMCWN1dDopglNP/3N5vnAoyjZGq%208MmFfMYAyGM+gOeDdEsCdKgD1AOdgZCVsZuR9AzDUIjUZZs6rCY9WFUG0VWzfQgk0SMBRQkHyUeo%20zY1YOGKmSoAwCqMUxQX0yVY6sWisOErRtCe0TgvldYQEdJ8cTAHytRDUWBgA8MNJGl550MMBfE27%20rAM+gMNO1hsVEgU/2AMQYv8bjC4RzPkXdEXgbdCIDeENgKWWrojX+iwEpOzFVHzZpNBo8rhrEp3E%20KsADt+RDwo2Hv4iIOgUM4CTK/hzEAQHWwKZKVEAZjSxSu13UxTzJ7/xNhZ4cW1BGoZXZjSZAuUDA%20XgBjg4jWEpblCRpK0DjSQ+TlzgaPtGIEQw5AD6zCBEzBBCzHAfTATEzA8niNufgWAsyE01qEBEgA%20mRZIO6FV1hJujDYMhggZI/XrYIkjL4Vigm1WCWJT/XDkCi6ZN1GGV9wDBZgD8CpeqznATorGr8nT%20k8RR9RlICsoSarKtZLkV3XAZp5xW33zsNEng5inuYCgANCbNqRzAOihc7Ar/QA/4FoLYE82MillF%20IVR5Klmc7gqJaUYwQA/sgzlUxAH0h3IkT/YUGvP8xLcqjwQ8j0a0Bz2ozm4+62OaDHpRl3UxGnHY%20lRu9xZ59F80QDYFhn6OEFDPuF9tyRi0NhzgswALwA9OSZUPQyN9KG3Oqm6JyGV+1SMpA5rriBNul%202QGQ5QFU1JlVFI0MVnywHjHuD4Mkj/kJQIapQz/ACTncBFWUmYG4l1OlG7GgHpfFKQQrTeou17Uu%20h3jW5wKExwLEEBFh3A8VUVyB0M7ci2U0mbpK1l/QJUwhzJFhVG3wkpPk8GIQ3cXmmKSAD5ih2Dgd%20hi3dUwmRLzi1zoa44lh4/5n7vjK6RspdGKdxcgEtP58tP9/8QVBi4E1T0Vz1HYZD9OHK4oTLKgBZ%20LgAEcAEKvR2aPfOZMa8EPqvsLpfo6VB42NC2rlrPYhIRV4SjVYQ83K5LkLNY/QSLfhBZNFSkcK2q%20wM11JZaunC0PDkgc1a8hFVlEQEr3IFufeM51iSZL1XO0CYtqLITNouAJWwyhgQ5EYZvEKEU/GIAC%20XMve7Z1FXzRGi9oxKs4UvWoVPU6ZMRdPBEdFeG4fVkB7LIBKpzRL92Ef4lZHpRBSKcenbQt3JIVK%20w0mBukTsQuses9DvZglzFcbHEsQ9mKKA9knojZluQfMzYxc54c4i7Ss+bf+Ia1zoQ5XU24rymeEI%207RDZg54vhY5QJlNJRLwojN6PTH4y8pEpPsD12cQ1XJNpAryDPOyPkWFh+oAdabkTCamGWGiuthQ2%20A8CDYSd2PgpGPb7HYXxE9JApBczNIBpcRXfLCOusP0lwHmfEJKIFFTqGEn1OrTVjnzyfMLqlMD4A%20Baj2Eaq2AxyAJcuco5COJMGTXPwmmA1s7fXv7/4ukvz2b6+RBGwKZCiUYjEYhFGGClaKw8ieSB3c%20dU73u1Q3dV8nAfpN+daJVlxMhFKi3vxH2ZpleAYyhiVAt533eTOAPNDKvYkIso4EtkSnOU5B4eSD%20PVRwPSBAD+xsUIPGp8n/EJyYs1YVNdr5DZ7sw4v8nDY1agaGBHREODhE+N5NOGweoc80cWgsyO78%20qFmsSIU0EdwwEF1kIAP0g2GzYWLrYj5Cn6J0DO90iCIbhmNNQKNW7+C0yOYkgHX3+HXjwzr0nwlN%20865cYZUISftg9VRj0AfaQ1xf92FOt5QnQD/ILcUMStp9xN6djQhQtvL4FvT0w8At3M52M0ZQwCpY%20gFKAWOuSXIGvA6caClF0HmreUTMCijocXFwf5tmIL5DzuF3vEE48m14LCbr1qFmGVPd0zqxl08FB%20LdSKb5/zufiKrwEwwD0gyFMdxhJfT5LkhKRUCmRO100cpo+/i6lTdwT8/1IOVyL16Yiy6NIzk+Uz%20V1R3VDqqU3eu8zk+ECCLoixirN9NUIA6zI09kNzzVcQIx3dFBvW7OKRF0EPkafYKkbQiBxkFFtMd%20dSStlbri9Xh1W/d0I09xG3k00VUuFQwvBd/JUCbQTdZSpPqpT3eqL9MqptC7vYVRGVAnhln1ApZN%209nmuzzuZEmI4xQewOSv6dKNiN3xiX9rA/7iuD6Id8xJGYc5HUMZKP+ufilhytbHRViRn85ZX9HFW%20mVzFIMtYOCYCPMxUkHgYlTqP07vEP7k93Br61Uqr/09vJLpDbTtOCWEGznzEg/t1XjpsAZUffUrl%20bMpDiGoe/bNJ4Y+8G/890VM8+lmMclpVn02GLIJYJ3qf2Cs4iG3sqRO8+Ioak+jzidwjRuQlHsPY%20f4NG606BA4IpSd8SvgOAw0W9ZLUv1X/7daK9oPdovraPSt1Vul+ou+/HgluIPvQD0fu4vI+7mSW+%20xd9lqLhose1LI+fRU1Q+4fffiEyza2wZgdTZUs4ovO92Vfg55Q8+roOcVxhY6udWZ/MsYGpEGwI6%20gWsVyiPVgCVR2+TH5ix6J+o52lu3oIsOqPqgbYwObVBnHQHWMoKetxv9kzM/TgrKOA0S+G+QLlkb%20J2YGV+uRdM975dO++7xM2VJiDicZqsTojhEseMS++sNDNOVGpkA7QAD/EDiQYEGDBxEmVLgwoT0F%20CxNQkDBRAEOLFwkuSCBAQL585ARI6CiO3AEHCAboG6Au5QCX+ljWgzlgH4MEDvA5uJkz506dOA0w%20EAAyJEd34vIJENexqLuO5ESSFLBg34B6K1OydBkTpsqqC37yxDkW386cQvOx4yjSo9p8SAU4ZRuX%20pMgG+9Tpm1m1ZUuZLPf1SyCWMGGdDBoo9QhSqgSSSaN+VHw06d2rLWNadbnV5b6xZj+T7flOngC1%20IjlCZoqRdWvXCsEZgChnlZ9V8F7Te02wwkZ2b5n+7nhPwYTNV/levcrSq82wPXlC16mAAYC0H8XJ%20jStSeFHhEsjl47cA/0FmlXrz6quat2pNn4NDG7bHZaT232/Dm8afnWnaqfsuu4ym47BCzrmeyEoQ%20n7NEOqqj3/gbqSi2InRqKpRWqkollvLKKyW+RAsRwZ4GmCs8CMnJTpzdWGzxIocWooABjRaQoDUJ%209plAqIEEUKcHBwSSAIEeEkBIo5GwE0lJk/gacDOtBqxHHfcUrLKn+ZCkKynJ4PrNraXgGq89rNqb%20abOt3FswPisdEAok/N7yLzKmKHOLI6oGzEzPvqQcIAHQykrwJgcWgGeBtRQTLp+joBrKP6co4+iu%20vl6iySvNAMNJLJ8MK4sBJUNCir+knHLR1FMJUkA2hRTgQh4JFiCntf8BIKCHgooEYoAC8ipSBxwH%201EGoN47Ci/A3cu6xx7j1rGJvJZWedY/TNaNTAAKligopxQmLesudj7BzirzNNiS3Q5UMHLQwTZ+j%207gBvmer2MS+TCgnOC7Uycy9Mm5t20+hw6qfBuLZcyk4VC07qxAuf7ZBZzqqSMqwq4eNpnQgSEy4/%20ePNB1WNTYWSVNtsGaG0fCe4paJ8GANhngZYrmsBGg46c8z6kAFAAJebMrFTDKQ/8CdBpGeBnUbo6%20ogwkRlEDDi4BLOvQqpmUQ2+lqwYDVEGxhIrrQW4jfVokkByDOmKfNdsKpuX8ZNOwBD7dVk5uj06K%20He6SgmvSiKHlEzP/mtjltNPDDl1KSan8w/XjxVuLbSEB/qwAH8UtkqAHCCaAgEeZW05sAt1OPujI%208Iqt9zd+lMVMr67y1IxKNQdH0J4HANCPYGznirMo0vkbNyUB2e7MJSmD3pRie6oDDtRtnToRXscs%20JIcqDruiXsPNALQpdgUTKPGpOMnmSDiEux1fnoc97JPM39VZ19/ovNeOLgp1Y9z+Fx9SSIABKnKZ%20NXKIRI8JVGAgCLDRPiogwIoggGUDoUdvzLERUdEFKkm5x0lcZya2XQUmrxPRBx+gO6S4hVEj/Bpl%20noYnvmgFSg+jiWBiN6KxCKUu3SKYqFSTreuYbWrq4ODfhDeT97hN/yf9KI1SokI3uFioQXCxC4Ci%20ZKZ9QIttntkam+DWAPw05Wszu98XWbWqhDCgOgCgQMkwIo596GYALxOI/xDgjpaB5HMEmUoDdEKs%20LUlIAvQwgHE4ox4CZaYmvaGYoPChAArcQ352K1ixJASpkACgAhgakCAvlRX1qKMfYHnP9oICgG8N%20xTQVEh+8ijVKcYwrPee6nocypD0RdQofn9IWF/WjlhTtUDjskMr0IEapM+llH/Dxl9A+Y8ts5S47%20YHQmQkI2xvw5AI0YQZ7OtgMAcKiDAWikQE3KSLONHG6XKQKJA5gloNZBy4cHet/EzmIUukQKXEhp%20VKQYRQ88MQdKbEnTU5rYRUt20VAxSNGdkupFT6WAZFLoOQ9WpjYTfWCNiLBbx4wU8xSkoNAj2nFi%20RypzNnY6aV9TCii1cHKT7oHnQWw5jdeeGdOB/zhOIQuYwgQmsAp8uEZGL4uIQCjwDlzdg4wJWUAF%20hjIq/QAndethnfDOBlCUEsZd9VHYW5biNdU4JTv1GtdyLsUzv9CkeIKKD3VEOcrmOZI/4MkbeLrK%20ML6MKSvPWg5ABye4AajFKRDCjunq4zVj/UcrAVrfZfJSj4kB6m3eQ01UtNMxmco0mgmRAAUgsNMW%20NcCNrTlSwVDIEQE4AJCWqt7f1AE0wbntLEYjSlHsuagRPuYxiJpU+rBCxdZV5U/cYxMD6GHCOsHF%20P8pzlIRu2zNNqs6HbTNeXjGKJKKQCilN46JjQpo2qf3lSV75YOwS8I7EXIe2dhMAPyYbU1UlhP8C%20FHCAF9ObkXUcgD9OIdW3+EFaiD5rovxtCZUqFjhBzQ4AI4ST3JaiOyRBSJ8IAGuUGmauegTtnWZR%205AFSQ1zv6O47BvMqSvr7YORckqwB3h6DsiUqRkGGH73cY18JG62/XaorxcTiSfEBjzlFz1v5SFl8%20wVjZggRlHz2oyq6ADIAjCVYy+EkWSpTTF0I2y4MChV1QtCQvdzSRHPTg8pZAokKrBZODgPHTiVMK%20FKEoDWmR0pJbwgMZJa9wv8zi54COmWfSLBQ8A8thcU1oUB7K5CVm3mAHdTKiY/YEo8W9j1vYUb8k%2024+mCuEsOjUH5GHB60FbOoA5jGNmDzWJkAz/kNxUE2QALtBDo1wNjkfA5uGlVLK7mumbeQAcOBn2%20hDr3YOvttMMWOJGEPxXAi+tmrNsSAwx2ALtJ3BSsvPBJQDX3sR0rm6UXrKTnOOpgbWgGgxj9TBCH%204pjHpO8n5IKwI0g6mfTomILdEV7QOOVKG9XQJEtnr+nZSa3X0cLGmOmCSgDnK1C5fsZO1aIZYF2j%2050vteUJxEFcc9LjLmIfXktPi+blWWimiivsm2jLPhG/hx8V7JtJmdUYficYxPHXivXw0bcukFA+6%207bdeaO4DABKQw8+LBOTPeslr9zlAU/+rtnKlC+aw+0wib+XI8UnSI12NUIQWYBy2CZK/HurX/7fF%20Mh96jBJUVzVcllLUPIY5S2rnytOEVWpWGcINVDcrFoSADVqvTY+YwaRetA65LhS/VC02xLn91D0Q%20zwBgAnK4Cc81vZG87RE49zBHk+h8qZ950F+AQl5wRVhP2Fpoq0W5S76gVFevrE0wcefJEK90LWyF%203IRR4d3R9JYcjUfx3ixZtJUwCuksPTajhZ+L2VBPqetNEXCuf/nrEQM+QdeJcoc/VaUNog8FKEAO%20JatAP5J8pO+MGyr8KM5+y5zbaOm7ousI5dg4xp/8KCntu1sllJ01YrBq5XVoHgw4gMutRKV0uEjB%20tCUp+A57zgSimguvmi40bIlCxqatjgu7AP8tzKCo6/pLeBqm2RBJULzHhvDuKM7N+jwm8QTCpuSg%20B/onf+Lrs+xpAJOCSTRj/35o84rn9awkKA5gl75EOBxkAvdISebsWc4EStKngyhM7iwGeTIsfMSB%20LaCQaWDLbEpqfUisuUxM8EbjiBztxWCryWKwMnbGajYot9jDASoqLBJAYGivXhrEBD9G5xAiCtGL%20kiZtWNJOqd6CHhRgTLitdUrt1H7Pwm6F4uyLW1LJdjSGPATpXKDlEV2H/aTD6RYEreCvvsYtXCLp%20a8jDQzJDndSmxB6wscquoEbPUUaO0/juMq4QXZpFTWCPYmxp2JxnkuQQVVAwF5VM8vrjNEj/Yh70%20K4igBBZj6fcC5cqK5iNQg6skg24iCS7wZKzwjTnWZx0ED6W6RjXKjtiSxijG0AptTYMMTQlNLM3m%20TtxqT6vGz6VSrDK4i8TQ5mr2gQvJ4j2Cb/KIq/B40VSwDyEUYADICEhcY0bsaAAmIOgkQB0moLMK%20QvwmT6N87Pw4o5Uesb8ArOMIIwHQKqtAxb74g7aOIhHZ4QB8x+3SicQc8MQSqTq4w/7AhVskIBEV%20RhzkIdQ0qVw2kDlqAhufD9y8p5zIq1jqD4f0w0ISkP/yRKKepRQpRubkDzi8pR9BxgUBcgp6ICvD%20CSMWQA7WgSBkZB32oSJ0ZZuMZB0QxaOc/wJ1MOSHfsgaU6vKtMYw0EJpxhAII87LJkSfoqquKCUm%20Fq6ifMJNBC1pwERhUKPTdmnQCs1SWAhTeGuqOAVuDkWrEmx8tuRYssz0zib9QlGTPAM0VmtTxI3J%207GkuqLJF6BAhKMAeWIQcGKAHHDJ0VobxYqb6UlCCuCqyKg7UgskIR6xfClE00EqebJHTlkf+8GUB%205yrjsGcJEeQc28TXSulbluJbUgQ1UAQdBtAm8aJ6NkTb6MoqKLHpSARUKLDH5IVOvGPtwvN36uxD%202GWxRGSlUqkmTacEU/M1djFIekAfuskqGeKCHOAdgk4gJoBlXEYAEKB/Gkgg7gEk/sRr5v9CkpIF%20kOwtCzUDAcpq13ZiHbDkKE4x9CBuCJUMxKSGX4pRtWbJSpCn50AKcTKKMnboFC8OwqDFhcYEGQWl%20NHNH+NrMwLIM5TJjmJwkU0aE2XpUAvghMamP2g5gP3fjHw1CAVZhAnpgAiiANSTgIdqIR2izND6H%20HgyIIMghJxSgMicwUmyEIvtSbQSkypitMKyF1SwERa7zhu5rw+QqJXQS2UZNloZzQQAQUXbpMRbT%20GaMyqz7R3tSJdQCDEk8sKFWEAOFFrfiIHjAQltzOSWqwfX5yWj6O/ijONKR0N/rTjDSLp3ogAqag%20TAVCHV6GgVqmYyYAN3vxKXTInEYLQ+D/Uv1YSFrYpEpo6DqKq0ZT40t80ArvLKzQcAA4lEfp8gBe%20qm4UYzHFED+eyNZogp9YRzl8T1Tjg9EaIMFA8oSQ5jCPJfcuqS85pK5CUyPjo3vGC1vDJx+i9FRb%20YzUPQgGmoD0EdCFWKQF6YEtTBABEYAACUiAeQFe2MiMSIMGsbmMO4I8qhdtgMaqg8+kSROzO1bh2%20Jy3QQXn2aFw2kFlWp7++zn32zR6i7pRUJNg20d9Ei5WMUaTelRR3rVM+zkGuw6+s6vYkJMaQkEDA%20qipuzBI/bvwgRC701TVSNQFwCgEmQARewwBsBB+2FAAYoDZrhybYTXTQkpcmryT1y9A0/+ldzdHK%20wM0eaiXipPA0M0oKzUtM+qnrWkdKAmMwdu23lIJNvSZbUEgoy0+F1IaFumJ1psRAv+uk6I5UkAYO%20Fyoih/KJCA05cjSQOgOelJQ0C2dupPC8npY1qHQg3ssgJMAB8rU1GuBAWWPJEgbvDuAP4ZN6zgMW%2028n5CpE6WA279jBvtKVLPgoBta4YL/ZvqMRxwS0nXlSSrhNuF5NbDOdE/UvbXHG7fI/hZgiuhtA0%20/Ewk460jxqMMOcMIAVE9sHF7hsiWQDI/IAS+RpchdpECLOBfKeAPsbKaWmN1W2NYQoUxEBMAUgei%20rIauOsi5rKzhDgBSEkyrGPivSsg/Gv9AfZxqu1RSMASsc2cofAHOKCML0iTDMs5D1OSR6bSX7srH%20dmSLGd9R+BqguYRHJnqGkPhN7ggnWZnio3A1fvtVjA5CAvohRybgK4TON0ovTrSpPMQz44pWPWxi%20NCmmOAfG9kD23yQEARGAnbQNdwukxNTFSqIDAGG0O+olPxZVKqVxZyAMec23QwMvBO+Dw4D3uq6Y%20sEbKrrjVQxq3YqAvMShkJG2Hh/HnaYdOJidJWVJ0uyRqbTa2b+OpaaoVcejlpb6FHcTkavaFKRHr%20dUTzeAgTfA7HhraoUdLi5L6zfOURXv1kFpMxmbhXKUpUS6ZNP7bl4gADXV4R0UYzrzD/posyTDUE%20mSFKtx8XYL4+qv5AwgCYT2U99TLaozzFdUEIjG7qr+qQJByxWMSM8CITqzzltU0wLBMrkPzi5Ozu%20BMqYGE4hjJuklSxkLu2uynaCUBXzRly+058o5SLr8W2wyHs+yq30I5jlN2Cp8kjsK1Fxpjjabuvu%20jEVj6KTQAgqlq4Ykw2cLD08yKW3UDzngoZ2vhD48irz+KlHZMbvWCVK3jeMalzRZiuK4MYW36GjM%20xrBoLEW7Qg0dmXsarVHkRjjuUKAB0ocLAjd32JmO5Oz+SrRS56ECUZA4CKD4+AFVLbjgb2Hmgnwg%20A5KwrSIT11MdUDTpVPYOMMEW86rt/wtok/IimRkj3Tgb34HaopIRqy3+FnOr87bQJsqkAuwcOUXc%20mpat0oJ/gbogdvFTAMABKmIBHlamDJqBRwIq5gEcmGVMToufqoyIEsAJyQYucKhal/Wx+cHgMmiJ%20N4hF27nfmshrqI+CvGUfoQadI3G3NMi5MPswEsOjIqPkKE9R1KKheib9VDJpnU282POjkEI/B7sg%20hhkA9OGAbKQC9Hey/HdUNmZFaDd48HiEnZivqQUfwOFaajI/qruahZTaBMDYctYINTdSV0tUeQKt%20EnHH7AVRiq5kv/Ncpgx7AnMWiYb4qlqpfCmCler0nLl8JZE9jMn/2qRsYitkVyS5D/9iFwdAVnZE%20AhY7pkZHNYRrtCYgXyLKWzsE7u6xPnECRF1ybjk7zmY0UbBlUvRvX5xkxPj2iiyxTTgCbsExXIS0%20nHubb3DLwO8Mimuc7kIXcJN6S+L7vKhi40bMPHSZCeGpDUvjr8SBryIOwqtUqAliH0SAYBUgIqJb%20pjattiCrY86vgkmMg9LFJ/0PrX6jrxwpiUKapLOuaBNrFJ9zUHh0MJAnnMvajBMqfEnPPU/rbHBr%20JYkobiRWO3yWAn3p1+RBSrjYXJQuXmu7LCIAb7oFOMLjx7B8IHZxH35u1OUA8jACRxaPICDAf2qn%20a+F3IGB3HWcQnfDcL5EwTdi24XL/OE7G5xbvaZkumVtHKnNVa2hQysad0cr/ViaJjYUv2aH89G6H%20x/fWkNHUFIcFPQyT2ilE+JbxLRIRLdc9l8UreoI+nSCWOyQaQAIaYN1/2iIYVAHWgXOASmEhj4zO%20yEjGSRXhfCkUmrSTzgijFaddbi4d4P0C94+zhK0kiWHMl1z2zypEXMHxISjuoSm6l4loNonsojwS%20jtukZq6gmWPVBNroxcCmLnB12D0V0KmciqIqsRQFxjI7UY7OHdQJWiDYwSolgjUEIH9SHQDqYVZf%205lZtU3QSoAfnBHwE2NCP8Ez+ov8qqrVGOuLKdocSZlOddYo45AazF4wDKp4SUUVU/zscGeUpbGQa%20v1UloZ629xyjJJa6JDczwcWctvVnngRT4FV5lVSlous6qBAubl4g+JUgimog+oF2XINXBEIAaDMx%20GhQAYJVHACAB0HKJuGgpfNPr8s9hPsSbx3U6Vo2DkYh0+IiWJwi9l0796IwUo1lBes2RwtfPBBeN%20pQe2E7lv1mMlNbgs4keH9EiXolBCStV3YpxfbtYpmW1pKTcuSmXwBTjnAaBECEICwpwhFoBItpxl%20hl6BJB++RssB0rQpLjNp7kGZHVOjKyXfRjPP+vworLxRMors8clrXFyYXqmHvmLEnW59AYJfPnb5%20xA0UQE6CAAEF3YlLKMAgQXILG//s06dugDp9AzhyrNcxY8Z9DBI4wHcyJcqVKRMwaLAwn4CJEgza%20zJePnMScAhS6E2BxAEiNGDV2JLpR3T6WK1GaZOrAJUyZCg9WZScAgNatXLt6/Qo2rNixYsEZCDtg%20AVcH8Mh2XYAgQVcEDQDsq4tg4YSsXhckWEiwZ8Sf4ugp2LdxwL4BSPUtXgySpMmnKk8yxQcOAj2G%20BRmK+6mQ4E93MjsrXFgBcWLIjBkv5rixXsnKLBNcVsAAAEOEBRsKJldaAGnPguF2dKxxsUjFR+tJ%20jgqVMuUIoXuL+yz8t8GZvbGeXoCY8dDXzD1GXucUqtOWDt7BfIi9oM6C89zav4//Pz8AewrCJpjS%20z0kD9CDXfQL0AEFPumVFAQMO7KMVAxQoMABYfglnEEU/yeTOAQ5MIJRR+mA0lFHJlYTPeupFFZU9%20DKDjHUMUUeVZbxFp+JAE/MgD4ojLJRUSYxztA08CT62oogMMyGgTYTzVlJNEET0J1EUicSReeRkl%20NwBlSTZ1UgL9SEDjaIIptJ1DOE3pEEUSINCaOiWyppRR+7AYnWUqJfCOPAyhSeVu+g1K6KAKnBWW%20Aj30MEUPDuS3wAT7IMYOPv3ZhYA8WuUjqQRgVfCXTDfFKIACIBLFHHOxhfhcZdJVpuQ8MhEkjmAT%20PYTQZzZ2JoBxG+kz1EdCCjXS/2y10dYUbvfY5GZ2nc0XH7QLGffaqq2FCKxQKNKmZ20MoAlcrTJR%201JNOG3K3m6g8utaacq1hiZE+KbqKpJIKzccddsDdU2i//orFH1m1/gvAAvgMeiFwbdLoqT2LHVXU%20tUVlhACKYOJzZJgtcnEAtMDNKG5vMmHI009B1RPxwyRuidE+/djmqsZQLWnmaeD2NuOUMnoKXmMm%20PsxYRvVk9Oq8XyYwgATzYRWlQlXtFpiaMVq0pYmshhTvnSqtOFlUDCwwJXDBFeQpwWYTbNbZZAlA%20D8J/1SoYdgqCg0BSHrHG7pDGchudAglyWONDswqGLrQ/+XqUUYl1pByws3nJtf+lFBygM3CBOR2T%204DFiZxxI2aqK6sOS1aviOtSl+1mG8BFWVa0b4grXkInHie3Qd8JMulNJZ3cddxMJwI/awg8a8PDC%20L7DOQu74dCbbDjNn5bXRt7w36Se5uBDm8EWJU7OYPx1UtSNenaViRV7Md0pL+nSTYKPlOOVBP1UZ%20Megohyge0eypCKZU4ua8nXyAhiGkwlxPqkWsiIFkOYphT9GYIiZ50MMgoLGROCRQH+NpkCyH2uDZ%20LiSf3ZhrIeYA0XIWCJsQReZx6atNZgintDX55oLouhfhKnCqVQEpaEYZ2ju8xC3cOcAeXNhMzXIl%20qtLI7Xu9gtMC38XDxSllW0b/a2HS6EEr5sUtSp4Jl06A08Qs/eqJx3nNPnB3MfWYLjDzIRd23MEv%20D8rRK8WbY78uJJyGbOc0H1Lhu4R2FIpRkUVFmwz2EAKunTDEIYvcHgF39LDxMCcyI/IRR4y0v26x%20h2Z7rNy9TqOmNlbEXUIpCnmiFyJMHks9fPJThn5TFUYOkEqdscgTfUQU2dkJT0GszAK+VitAiUYw%20bbOjMdNmzEKBqnI00kmpEIMl6IUoI1h6ThqhszXcAKAzpMFOMHmjM/nQsFcmRNW1qvYra8bsMkPM%20zbhmNRAbMRFa8pFAj1Q1MSxt5DHV06SX1vGtcMHzWUqcpdwOB6df7RN0WRpa/54e6gDq0MNMNirX%20AZJpxzpiFFKhwoqUfOIhBJLxZ8R6WRXrZZLcGBBw2ounm0amkAXI6Th2E1pRFriYBcjMekvSSU1I%20xiTCgAxwhwuPxDyCrXZ1CX1MRdrTmOa6KTFtqoIRYK2CYslrXc2UhGzhSlwCtua10SAbnWMHy5qf%20ZRpUifMw1a9EVB59KmZvQEQfEekxQjT9JK9xu9dBwpgY2d0ydP1MDy9TpIAispR3uymXfOCpoNjZ%20rjF2U5Vs6npYQp6OIL5xmkCbh53A9AoxnlvoSNOpScNGZ3fl8sy52HFRtGpQo7IlCx5Pwz1yPQiX%20kRERIJ1TEiBiFmN+a56Mdv+lvLBNaTvhi9eWqBkv2EhmuHqizJKwsrCdZagz3elOlarmR/JQ0yiq%20zGz/3EOcAWJIRgRcZI0oYhHnRnO8r2kZbbwkXAbIA1dkkypOaqtBZALYtn/x7HY4yw97TGA1PIRN%20xKYIuerSRpvZUdr/Ujcc9kVpfjhsjed6GzqhqJO6TlEABWpEHFoZjjfbIRx4GMxDO+FPnddkyu5o%209Ruc2QRqj/WMPODkEbuRsjHYRCl0dhdCiooDtgMWHm2b/BVQTRCMsrzOPMBxqmuBxHPSpDGyZKYk%20FjdysfID6kHk8ZggsYxEPSTaxR54vSUR8EmloWUIy2zLaSomujGukxDz9BT/MU2FvdrDEGgCKFX6%20VbZEKEtMZKzXvzHVsEZMiy2UCXZWDQqAAmPqigiSphV+UGAAfPGKWsVVVeHsB06ge9jixDM68yJL%20WY+NKjfDuZ3PIm5oyMlb4ryMUnAwYB6t86Yza509XcENLlva8rASmLXHIclb1aFhuIaTR4TYirth%20/AiQGodCORGSqa56SRdrjRNxXPpsT1YbhSBQoa1Q6AHq0MqoGRDvvoRKau6rlTnoFE0Q43SQGMvk%20elS6GycVEENDpQg/OhcvpfJQOcDuVm2w90qGgfZjCRdMUNS8Z5ZlyWUwk/CKvoUznbXXZtvN0Gni%20W9loAu0iDTzpfVvytYVI/+lZDynmuv0l4OEJYB+e2stW9qEWogPA6EbX90KchZXGGmDBYpTr0Ihy%202S/PC40Urva5MIeve+34xUEWFrtQGGuu4Qkf5ihivsCILwDuXG7UglgP8amRepzvsPyLilP5ga+F%20HRiyUa2Vd5yYKjqhap+87Nqfw7S74dyaKj8nWLvNJoAJkMMuatEKAjy1jwrQw+ifj/JfIAIlCShN%20IaZSDGknJafHvH4x6IEVSlKCexe5nEMS+WRVHeIQ5sHFOUpxjFKOvw/bDQ1OJnEAt3B/e9z0hGEG%20yQmUElLBgwiwiclXyuttpxTiT2oAK7K983Ou4eCTTE3Avz6ZyFn84082+f+Iob/Wyg/984NtID4h%20EzswV3n+kmlCZ3R3oRUCUHp3gYACMA8TUDZaIQHOpwAKMETOZ4HOZwAnYWIbKAITsoEeKAIKEIIT%20wh/2AA4KUIInWIIGgIIGwIIYCIPOZw8yCA4zeIEVeIEeOCEhKAI8yIEi2IMTaA8GUIIoiIIluIIT%20aIEZeIEuKIFMuIQZCIU7qIMTOIIiCIRYaIRFOIRbyIJDKALmcIE2aIEzqAD4QIZleIMUMIJBuIMc%20eIUUQIRbuIX2kIRgKIZQqIYWGID9cnlmo3SlpxUGiHRLJwD3sA+b1xdqwS/3UB+x1Yj+Uh9x1BVx%20FEcXFYkAMA+WmA+PohWiF2VpABCKhWKJWhGJmSiKqcgvmGiK+YAPq6iKAICK/VKKpyiLW+GIufiJ%20mhhHDnCIuziJsriJ/mKLxcgVjbiJwxiJ9lBqfZgfQTc8A6AACQAhW8EA01iNAzCD+dYVCdB5ztgV%20AuCJ4BiO40iOW+EAo3iOvniO+PGHBOMOE9ADauEA/YGAPVABECiP39gVqteOW9Er/wiQ/NiOC5BB%20Agk2AukW/wMoRzqlkA8JkREpkR70jsKzEBOJkRmpkRsZFtDIkR8JkiEpkoRSkSNpkieJkhrJkAoZ%20KfswAWohAOoob5KCAIWoG+9gjhSwAJRoRwewGNZYjQbCk3NEAS6ZG/gxjZSTTAtAIAfoKBJwKWKx%20ABQwlClpHyXZh0Pniw7QA5tmjl0RARRgEOswAQf4lQPwlXa0KJ4ydFPQjGRRJMnkALvDGPphABSQ%20TOsgB1ygFQmwl6k4FuDhc1Z5Hx75jxLQA2XjjVMwAfnAD/h2YtZoDlqxABVSmQ4CABGFD1wAD+TX%20l4zxKPbQJZmZEQQ5KEPHAOuQmYoRIaBWMIzhKRTyKBIwBf/7wA6f9i0eJAJBKReViZYAoAAxGZwA%20IAGM4RfUOAWecm8PODz4MAGaAQAMoA4U4A6PQiFqQSHv4Clz2Q8V0gAD8A5ZIQEUoJ2ECRZY2Ydc%20WTFtwxHi+DU9gCjR2QOS0gP9cY340AOc8i0McEYTIBdo+SH29C3igHT8eZCEwg/SiJchSGoiiA/q%204Cn1kIEUgA9fow9/MQEigA9psQ94uUECMAAI4J9aAaCJ+ZIAkJgAoA4ioCT6cJcTwA6VCR5HaTxK%20opMCICEiAB750AMnJqMD8C0ToCT7MHT2UJQAUAEWwI7m6RUrqZAHtBcU4IkmMQHxyQAisBAJMAGb%20UY+JWYj/JQEAEICXAmAPIuCAgigB5sCf/0IPSKej3wIhEzAh+BidDiIO/FlCeAmmC/BvDzBHpQIi%20usEfDgihhgge1ngSHsqn9eChNfo15pCBJlaZmRc8BWMOQKqmrylTuoEA/JAaTHqeUfmQU7kVaMkA%209rCaIuAoiKoVo5cPDHClPcAO6lAXYDoh9wAPXEABPUAOiUic0tgPQdkvRNoguZEX+xABIsgXLgIP%20/NmDntIlSLObjWo8IlAgQycBEKCrXpoVedEACFCqKJEbCaAPh0Gjw6MkCdoPC2AAOqoPvUqZ0gik%20SgIADaAOC1APAMAPRLqpoOoVhtmO9kQBFTCX+cAF6rCv/99Sn6X6NS5xYvPoABYgAYTYnwvgDhbQ%20AIpiT9uZmAxQlv5yIOK4Cr64pSE4nocIDxXgnA4AAeOpFgMwaknTA366QYqCMRRAAbQpD+DAq/og%20pRaQFfsADkPqfHvBnwK6QaJpFz0AABTwAPiaeW1DAQ7oMvlwRgNQlgjgAKMGAFrqr3Qkqg+Jo7BZ%20r0lTnNf4jUjTGlqhAD4LDvmgAOwAAOswap7YtlIKlXzBAOW6pKQYnAdAAfkwDx7KnwXSABgRm9Ko%20FRXwQ/hmDgWyQWpLs6I5IT2hDxCApcRZmg6wAAfQJQLQD/AwjRvkkAnQH0bCDsyoAMEzthTYtQMQ%20hq8ZAf9ym6Zf2xVOaru5q7u7y25hy7u/C7zB6xYAK7zFa7y/i57Hq7zLe5K4y7zPC70imbzRS73V%20+4/Ea73Zq73kOL3b673fW1bOC77jS74Y1b3li77pC3Txqb7t675qc77vayCudyf20Q/2cA/q4LsE%20IwH3eh8UIr8YJb4BXCgLIAcQ8EurYJpfsQq5MQGoOjx+CblksQ9TQMDGFL8XLBYSsAqqCQBToAAL%20gBtygRsHQ5wTYgG5YQ4w2SBqcQC4QZASICHKqRYiXDBOW8NysADjeQ/ykLlKogBlMyH7wLSZeY19%20OSEabDbYq8T5wcEiALdykA8UIAffgrVc2R8TMAEKIAf0IgAAq3BiU+CzBEIBFuAcpbYAU9AgVBun%20A8ApozYFMSoH7MDF4igH4pihPQCuDDAFBrAoADAgiqKTYtyUTeyH+2vI+pEPctADRPwoFLAKujEF%20XbIoC7AKmjIFEPDBGroKFyUpD1DFEywCq4AScmAPFTAFFdCUJqYPOszBEbgK/OCXqoezFrAKB+LF%20A5IPq4CqDsDLqyCkb5nISMm+wzwotJmTFszBJCGlDpCcKJobIKwAFjCIEEIBU/DMWgEBchABD0AB%20DcAPi8K0CaDAfrkADSAHEmAPkYwPq0AP/eCAfCwAU+DF7+CAU3AwvpwPWioHiGzMY/+Rwf9MnHKQ%20k7eMogNwAEecwgacG6sAxauAwNIsAgaQylthyQlQnJ7CAFW8Hwq80RWAzg1gwC4hB+KgDvPYA5Gs%20y9i8dF56r5R8rgI9vMUs0/bRq/xoAPGWD3OVFTj0AJ6pDgdDjfUrAc5hwluBDzV5Kf3LlvBAEgxQ%20ARO7edJJAfVAD+CxDxAgZ/vwDrCqG/x5lEVJrTVNFgFN1mcNvAOM1mutvGbN1m8NqkwM13PNu25N%2013c9kmqN13ttnnbN13+NkXIN2IMtvf5M2IcdkiLIhVjYgx0oglT42JHt2JMN2ZQt2ZWN2Zet2ZbN%202Znd2Zvt2aEN2qP92T7og1Y4galKrdpauNqt7dqs/dqxLduzHYQ9WIUbGNk/CIJVeIW5/Ya7PYG/%20bYW8jduOrdvDHdypDdzH7dtYWIWQjdsTAt3Pndu1Xdt0OIQUEBAAOw==" height="244" width="402" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 9.&nbsp; </span><span class="textfig">Valores promedio de pH y CE de los bioles obtenidos a partir de efluentes de biodigestores, región del Sumapaz.</span></div>
        <p>Acorde a la <span class="tooltip"><a href="#f29">Figura 9</a></span>,
          se puede deducir que la CE promedio de los bioles provenientes de 
          Saucita (18.36 mS/cm) exhibió el mayor valor, seguido por Meseta (11.98 
          ), Santa Bárbara (10.82) y Mirador (7.08) con la CE más baja, por lo 
          tanto, los bioles de saucita presentaron salinidad alta, lo cual puede 
          ser limitante para cultivos tolerantes, mientras que bioles de Santa 
          Bárbara y Meseta poseen salinidad media que los hace limitantes para 
          cultivos moderadamente tolerantes y Mirador generó bioles con salinidad 
          baja; con relación al pH promedio se destaca que los valores 
          corresponden a bioles ligeramente alcalino, como se advirtió en párrafos
          anteriores.</p>
      </article>
      <article class="section"><a id="id0x700300"><!-- named anchor --></a>
        <h4>Comportamiento Sólidos Totales disueltos (TDS) en los bioles evaluados, provenientes del Sumapaz</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Los
          sólidos totales disueltos corresponden a la masa (g, mg) de sólidos 
          (minerales, sales orgánicas e inorgánicas) que están presentes en un 
          volumen determinado del biol (1L ó 100 mL), de esta forma sus unidades 
          se pueden expresar como: gTDS/100 mL, equivalente a %TDS ó mg TDS/L, que
          es lo mismo que ppm TDS.</p>
        <p>La <span class="tooltip"><a href="#f30">Figura 10</a></span> muestra el comportamiento de los valores TDS de bioles obtenidos en 
          efluentes de biodigestores del Sumapaz, en las épocas muestreadas</p>
        <div id="f30" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.9747 0 0 0.9747 0 0)" 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UK9RAPGC%20AVixoQQDRIDIM4p1N6vxoF6xL30yAjuAAkmwBCgQAzQQA+ACizdBAoIDfXVCAivABUtgpFyApEc6%20fkxapEeqpEnKBRbnJo0lAWbRnd0xAR0wO/JRABGwHtBJAgKQAZGmTztGcJBxRk2wAEhWAMJBaV1a%20ABYAHKgjobnGZVZSPfFyQ2/DAPXSAB4gFlpkKAQgfjlKA2/ZEhOQmu04E7d2gLRCAP9dOamTOn4l%20MH5eSKmTehIkICNKNgEP4AAoiR+GVQAPUE1cU2MRABsSNS4oIQIY0KkZsAExBTu242VKQpy80SNo%20dQDstAAQcABjqlX0CB4EwQCX4QAJwDtb8QHjZCgXoG6qKASn2RIisJ4waTwo9J6jQgJsqQKkFhPe%20NqAJIGNXCgEEIAAJcqpumhkushx8Q5yvyiBy5TAYkBktBTsDIwAGkGv0sgEFIKwFQAFGok99yBLc%20MhmP+S4UEAENwK1EMZl+ggJcYJ404IqKWgRcdwNzGROihFPUogA2wAQ0gTmNlQGlMTAZgIsOUBzr%20KiX/BCYOkAG6E2khwFgzCwFSYgD/GbBj3DYCtqMAHdpYVUICNoaLrJEAHXASdcWyfLqAwTEAkjJp%20BTAC5/VILiNLGdIfKCQT4Vkn9ukFOsqj/8ioNEFNB7s+l9QgI3BJAys9SaEAyqIyJiECPyQjm4ZV%20DaIAX1MdC5MUyiGg+TFOqHQ9PyRAMcEtDNAdEABJNqEA3bGy8wUfVfqsHsABRKuT30kgNsAFKKBz%20QUBHLUBvLJCt6ZQ21ymPTrGiMdFC9XIS18Yfj3kSCYAflaavUPYSFPCsjHIBZskAoGe6ViWX2soy%20LPN8qrsU2bmqAMAvWGGiXtK4dQZDCdAcC/Ai/apr/6gnlMIEKmADPbCj85SaEMhqqZWURlubvJ9B%20XqzWi5jLWI3FWJXxEiIgAZqzHTMHARzQi5kBVPlhpS+Bc5RyozYwtjMxujnAnjbHRFilARYUAvIl%20pOqbG0vJAB0gARGwARuQAOAUEySwO8SxARDaG94COQIgUwAAsBVCoZdHKRdoAKY5Ey55chJoPKcz%20OBOsgDREFCJMHLRWAE3WIA5gVOiqJRhgjjS2uRwyAuL3BX4nvHdEvtgDwcibwzz/UXYqkQDoOgGu%20oS95lQAlVC9GwwGwAx8Qei6cQgLkZ8A0gcAsUASxecNKHISs2xMjkAAOsL+DglgD677S22e9SBp0%20JLGMQoEqYAI6mqgyTLwz8Y4RbMU5ETAqczsWhBNIWG2T8mDEQchIaV6dcoE70HTVKhOLOnJW2bqn%20EwJzPHb0KGMOoAAES3AB9xUCvCkTwJZUgHg24cadhSGPrC3VESJf22HTFy8w62RFIlVdsbukIgJL%20YAIwsKM3McMop1AqkzarzCF6KAIyID4nZjWko6w6wZoVBrUqgcEF0AT75KY7wxWazCko8L06p8hn%20u45eRzM1HBkG8MuVknYvCHpE/2BwGDwbIBNpNUc6/HHQJHoALCXBBTJ9ikUvThZJHLBrWjHMi6IE%20K2AE4wbFLrGopIt+y4bK2GwpIhB6dXgkGDAA7PQACbAAc9WLXTpwUAa5BCclo+EAqsy48yuEWJYS%20mOO+QWMBBedc2TwjF4gEoocTM4wDCFmFHvsY21QnR1fVRtcD5GZ7Q2DVVX0/iysZC3MAAIAdLXVM%20FIABGgAkYFIuDVAWtVNN5EIAHjAAFNABE+0V3FIzG5oZ8cJRWwFApSIC4xfN9FwTE3CC8zaJlphq%20U0cARUAYKgMAShBSUP2q5xEETlcDeqd37PeCm/3ZhKEBJGOIApA0paFPDhsbA/8AAB/aAC3DAdq2%20GlXCrgxANxFwUV9RrCpht2DxJbxbKmpsBLJX2DKcasPnAyXHiI243JLIAlegA1YwBVCoh5WdEsrG%20mSNtHhhHdD0Ah9yN1TynA3CIfd5ddITBAAAbAAiiAEexMDoLOiw9sI+krCsNAFECGexKGcoBo3i9%20lApQEB4Qj0DhyauiBCrA0Trg0SzRbJFUvpSWf/GmhipYckSg3NF4AzhAiQjJ2B+nh80m4IkxATUQ%20ej+Adxi7OQ4AxCgLHlVCAHRDEA3gpxFAEMIBGzAeAgVQuxTAHLBx10JozjMXqoRIGg7dE4JCKzaw%20AmAgvmd7yicwyh6YsRDeAlb/cAVEMOEYTn/O6Ig+sCTHR3it65MF0AFdQgHfdhkRMDFoPi/jEgHs%20RAIN0LxRQxCO6yjTJ1AxfiEMgAE55hWc3ClMrAIvgKjxhBIoINmTAjRTFwbGmNyqyco/jRK6sxIb%206lu/vSoEcODlBuVRQQFS/ZyH9nVx+ej5xi0ckCUosQEy5c4QWygosAJHoMtVcWtJs0UEwIMFEARd%2017FuRo+6IwA+QhAdUNFf8eekkgQrAAXSrBXsPR/8wS8tMHL5bGXcEr9Dvs5dIWW6Mp4q4HnEHU8X%20xDbyhgN66GqLyRLxqefq3upCcVu6kmYpUALjxulT0exVjJpdB+IixS0U1BMR5xJVCOtP80sAB6Bt%200MO9vxLPA+B3XUEAbaTKLsF1CtzrkX4Slb4TFcABwkoaKtGvBOGgZlG7VcOsK+Gsx5IEgj4DZMsV%20Z+TsLSHxjAYtE6BXPGEwC+MAgBlJ/E0v1eEA9yNX4HbUanKB8+4VDu+cIEY6JteoHEaPjIuzjTVj%20M2G/+hKnC+PmG8ABPRahQQUAXDNTQl808V5uCh4VzR48kEIApEvt06e/BKPBGKDBqK67doUS0HsS%20qF09C7AfAqDCPOMzFdJNLQwsJLAEAsDkMXpBoqOHJqHrOBC6dCICdQVQiRkTD/Atdv9Uzjt8zhZt%20E1SfIt9GsJKzHfqBEl5fMkiCNWGvJvE86N9uFY+kNsKDQVPQdS1QkkCDHonEG6cKAAvgizcxRwB8%20FtwCoDU/WQbAAc6DHJBkvwqQoELi1yqR9M1iA/JOrc6FPAKRITGiAV9kBV1XYgBAoUhyHHgUPRWQ%208zCSHPmBr7BhHDwzMdpTHK5tJX7qAEhB//CP1xWfkwBRQOBAggUNCqzgIIEAhQINBCgQwMEAAQ0a%20TCjQAMKABBAYHCSoQQFIkiVNnkSZUuVKli1Tphgwg4gIlzVJEniYM8DIghNY5MDBoIIBAyE8BAiQ%2000AFBk0RKCBAUsFHm1WtFmTgoYL/ygEOGggYEDVjgwcNMBQY0EBghA4ZJTxwYCBjAIYJKDyIkCAC%20BrFXrxoI69dkhQgRBAwc8MAhhggDCA6I0IBqSQYKMArGnFnzZpUkVLgQEoMzywkETJ++bNBHDh8D%20TSuYWmGogaMhkiZd2hQqgQkVPNAc7VcBUeLFiwcIYVz51oEUIEtwQKEAUQESJKB1XOBAAAbXBY5s%20AKLA2ekGqkvoGzylgQc81aufQEHDe/r17Z9kouIFjR73r05YjYWSSiNgKgY0IA45pDwgKoAKUvMv%20JQJmUy7BEADArcKlolIAooEOiICABiSgAgAIJujgAIEeSMqCglicQIImCIhggwBM/3QvQoMAS09H%20vyiwzEchhxQsCR5mEEIECIk8iYAbchCQpdcMvA2AHJmU8raHrjwoobCmkkAABhwQgYCOCvAAApwc%20CIAAB0Do8DAL2vTIAAgomOAB9LB06AAE+Kzqg8kAJbTQgUawoYMZdFjS0IIIwAHKqhh4yDa5HEWp%20gqQASO5SkxjAwAEHNhIoAVE1+igCB8qCCAQIHJDgIxYLgIuCA0ZFFVAeMV2pKV5/ZfKCz2gQDdiC%20TgDqhEZRwunGSgc1lqDTyixTJdMgJKCJRwW6rLSBJhjhu4G4ZNKABMiNNiR002V3M8+GoCGIdgto%20IYccTnCJwNNMm7ffcgPzlyBfA/8muMgjZwCOXRZwwCHhgh+Olr112aUAWogvVgmLAYRgdN6fcFgW%20Y5H/7dFfkUIeOeVDTXCBv35X8wFllWemzwA/H55Agflo5pmgJkqYId6XWeu56Pp2ffhko3tGoQQa%20dHA4WkglXbpqzcydON2BrZ5ZiSiI7feEJ1vgumyrkC64MrNVRhQI/iaYAAG4o0UWB7LXxlsliXGW%20L++RSQBDiKBnCLq/aMOwF1+/FwcJbYLFYEBmxtmNgXDLhTA82oVviHpyaT0YdKkCcMratQpKx9Lm%20Px8W1HOIYxB8hiEIz1xzoDp3fUwJLlPAqwJESMBikCaAwENgHQ94a9f9HaFyy2n/nxfmpUW4m9vq%20SWIAggioCkACFUcfHbaPCGgqtaYIwOBSAwWigHzpUj+XPgos8uCmAyYLwCLhsUJ9eUybgAHhdEA4%20IXCsByXj1ZNaY7QT3G0CLcAdVhrQgewkYAAqagIGOhQBCCRAAxAAYQNG0hWvSEAuEhGVYhIQqhDw%20CXmbScgD4JKdRzXAAcx5QAc5uL+BKM9/84LdDH6wqBm8YAY1EAISKkCCCwDLSVTDWQtYMEUqTlGK%20PvABC7AoxSpWUVkF0MD21FKBB4QgAb/bAAEEkAESFAAAHiCBqZjiAKhIpDJvKgADMuCBB7hIV+15%20TwPOWICEcAlEENhK9qgiyAFRUQAFPwwY3JRgBDGUiQAkiIEOaPADF5TABihoI6YmEKnr+WsCyLJX%20KlW5SlYCRZVFyCMGRvCACnTAQWoZgQYDoBgwSsACcHkILwsQAU0J0wMHmP+VrgA2GgJA4FIEkAAS%20CmKBBDRzKyHYwEA8sCfsiQCWkAyYth7VgwEKwQU84IINPolAIgUBKKXs1ylPME961nOKJ7hnPfWp%20OFBF5AEHwIli0EeAXY5OAmAQiASGQp7uHEhNAmlAWjyVupsFB5qewgAACCIAXsYKLd6ZTogMkjMR%20iMAAPARnwYJQORq8YAAqUEE6bcCAUBIJI/W6F8SWdUoHtkBxJakAegiQARUFwEUIkIACElMqCFgA%20OofRk0Xioh0ONICDInjAYZTJTsEowJkCIcAGNOoQryDTK5SKwEACsIFGkY8pIehfSsMWAyIQDgw7%20SIEKlqACG+yAAk0k0sL/QDYzAvxUIF8sCUEFAoCPKGArE9CoUMAKlqUwJwADoBRPArAQh7zPhfFT%20T2PY54DJMOAACegjBDDAAArQUSAgCpdUUCpXnJGTcDH4QBKUAFO92kAJYuDqez4WQdpi7IWakQhS%20OoiQibpJOhOwKgC6MtvKSK64BJsAOQUXAxlMoAlKsEEXePtJEgSXMzCz7nX9tbf3GMA63ytAB9Lq%20GskIZAQHsM5EQeJD9aZspUHTgeGaQALwloALXPAkKMUyARI8cjQK7G/KjjsvkUS4ZzKIAbwC3JcR%20MCEJNoipCkywAxRQwARcUMJoJvCkKFkYYqqDWMXS6+KAFYGcNCCWvKSF/wIl5HUFvOUrCoRcMRIU%20WQEXiMoFZiwtUnILBTYwL40NNeF2VVjKPJtAEAY4gxgEoVEKALJeuQDTH4d5zCawQQo8qc4dKEEJ%20JBYyCrSgBTEUmQQ4bcEFlHBgKF85XVjDmc78XLT/Pq0HS1IAiGGqhAbH+c1u7qs6u2CDEqTABF0o%208xIOHNMl7JW3T+gAUIwAZBPUdNCYojK7WLvkU/tLBJkcA5chhKguONhaIxiBCJowggGTQAtx5rGb%20wTuFHNygBLztgmdbPWVAFiw+s122Tm3LZXnBjQB4mpt6fnKFY6fA1NEmVKrTBSRWg9tfPYgBDbis%20SSIiScejOQHDrmCDC//41NyFgjHrdnbvnv33coQTmnqmxoIWtKDc/A6OuKPFX4SrTAQ6ENyWZ3Do%209xQhUi1ueLlAWzAKKDvjM3Oe7Cw3BB3EoAdBUJJmfHKDBX6cSAo3VnVdTrN0P4/LIcexDkp+8pTb%20BJ9w8+nBZy4Y9mK3b0NXWeVmt2UdZ3mlGQ4aDQpIBJOjfMlFYEFqWGBYpNsH5sDqeNdTRiCyDy/L%206M6kEHC83ar3/CCNErrYbZLvgn3A43JfG9yCgG6dD47tPE/NBMigc51Xjrh4z8zXf8VwxPtNBHuP%20Ac45FvkeiEBwBRRcwBuf8I0T7Oibh+Tj+Y4kmz/v3aDfjOJt4pwDMAcYKw8YQP0GAgALLBN7QUI9%20bW087dkRjuu5/yd6s4PDAA4UZiIFSUhkINCAqAxg+RLwSCPvDnxwhtxyp6e+X1TvkgjwUiKxHd3x%20C+DV0zlgZ6ItScfjnn2rwet5NTg8+1lC99GYcCASkP3oDAB+jwRVrQ8dns+TP0g6gSAwwANcvwEk%20iO1jCfKzLwwQD4NAn8MQAPIIKbg7DaVRQEjCiG7ZwL/ovM2IEYwynoEgDK3qHrXiJoK4gAMpirj6%20wBiUMgZkCfwTCEUqCMjwLOK7jANQC8qANhkUQhorutHwgLggjPnylVthCtmICgxoAE2ZqvSbviG0%20whm0vdEQAA6AAGGCDAWwjgwYFUQqABKAi+I5CZm7wjW8MvozpYWKYcM4JMIs9Bf1k8M7VC9A0zc8%205EPaosFCgcM+FMQfKsLkqcJBRMS1+UNCUZtEdES/cUN/EYN9e8RK5JpFBBTGs8RNnBk9xK5V48RQ%207BlM5JPKAD9RREWRKUR/aZ1UdEXjosN+UcNXpMWAiURZDMJa1MUpi8V5Ya1dBEZ28cRIEsBgNEZH%20/yFFLLHDY2RGfBM+i6IL/fqOyxoUBoi9KLO7ZtTGrXqP7LEODtAv4oMA6GCOroA+vviUXNzGdRyN%20W8wMHxSILVS27mMq78qAsZKABTAJK2PHfvSPZByQrxqdDIjA8bsTgSABCCABOxkIAcgmyjhEf5TI%20qwlBzSAB+1uL/OsO5ogRDUhBhJCA1XmU0igf3tiXfRm/10jJAlnJkdgNl1TJl2zJmZRJlpTJm4zJ%20nLRJnYTJnfTJnhwJnqRJocTJnxxKo9wNDiHKpURKpgTKmTyNpyxKqdRJn7TKnrTKAQRIkkAAgQwr%20T1EADqAKMGQAKgCptWorSkEQotCAoZANt3zLJv98S6GYy7ikS9m4S7nES7vkywoAgL7cy7oUzMAk%20TL00zLxETNlwkApoy8METMccTMgsTMRcTMm0zMSMTMycTNn4y8DUzMvsS7oUTc8kzSaUxtxbRc2Q%20AA/pHdcbgQy4FA1Iqu4QiwT4QZIIO1TjlQnhlUY0FE1kEgCIMrnbSpJwvqawiO8YCfxqircogAng%20gAOgAAOYQuyJSCKpgOHUEcfiFabAFH40FNfLPnfMDBKKAJ4YAPLIIe0BDgXgIPEjifiAQf8Qz0Ih%20n96cT/vwzfDUzq4rzgFJD3D5lpLxFpRIwIlE0JMYxgRl0OX5zwaF0Bd7xgilULx50ArFUGGsKIL/%20CYEFyD8mIQAPWIAASA2lGoDrrI8J2ImBAAwaEhIQGIABcI8JiNH6jBARqFGBiVEUHQ3vNMEY7YsK%20iNH8BLcLtQ8akQAOgq8hoYBxVJUGoAkTwQAJyABK1BEacS1acQAOmi8fyaEIgL758KokZRMh8UYM%20IJWI2FIqVUfMoE4aupUN0B4SoFEHmNINEEnirEh2CQAOaKPeGashsYAuJRUJyI4HkKUhwa/oy573%20yQAXvQ8D4ICBsKACsE2BkAge3Qx4dCMHGIEY0Sqr8g8aURWtGhOq2Ag3YQ4M8CO8M9L6SIBBopUl%209ZGTGogG2AkJCKXsoVMfSQw9GqEuXYBW9Y9//zKA7qOKjLq/EryPAMAAPEGtPMqA2Aqq/ryKDhkB%20XMXULh2AOenSimi81EwXsvgQYmWStJgAYBUIEYg+HVkqr4qKS43HLi1WCfiKW5GL1RwIwxASVRGV%20rbAT4GgoHeFXtLDA/KkOFj1PxHtV+mgA+DoAWhUSBfglhIAAnhjYCJEIiriVsEgLxLhN/7AACwSA%20s8DIYWJW+4iM8hIAhawACDBBCYg/zogA2ZMvtfqKLv1IV93QfvnYtYBUHwmjEiQthwDAf7QqMIUV%20SrHAf/IRTp2O64gogWiCG7pSgRwPiCjaAqgOaxWMrxAIEAApZKIAboJa4uzFhXMAMXE+Is0MiUCw%20kqagiRERiuUikuz5DghYAAZgCE3VjOzBrKByDIlgisIQkgbIgKZYgIsdpu15Wa2KEAzQKgKITgaw%20owJoKkqp/049dVs+kU0QstEImQAOAiFRaQtLHRWJ1ZEmxVjSPU37+FwIgNwAeJWFFZJbAV2wOkPV%20rY85aY739BAS0Ii13byGLRske87k7QleOUUi6REBxZLmjV4DRT1xzdDrpRnjxd7tdaGe5d7vHRnt%20Bd/x/cc9Jd/znRfxRd/15QzrZd/3Rca0hd/51RXvpd/75Ub81V9dMd/99d9IlV9BNJGU/V9FnNBH%20vKADfY909dsCdgn1xTvTSgywgBEhuaxHSYAOuAAbUkcCaD0H1hv7HUTqFJUSPlr6hE+wEhUREIAG%20zggH8Fr/hWC5kwiAIgAE4JfpdCzuIIgOcRBpQQrxxJAA2P83CkAK4SwIDhKL4QgACsiA65gQsUAK%200bnBKRaLhIBcEC6JBUVE6jyXyhADjAAAWAkV8QuqUfGKqKCAUHkV5hMRWHkVxwABDoC+UZkMN5mv%20JiXjLdVSElWVOoYISS1djyoA64hh/Z1hsSPhEibeMf5B6Lg2WIlH4lWVkWjZrWAQBrAhtYCLwyAK%2093hTgbCAqUo+tIiLEchkVVEMVdGoTxYIDOCAzqVf98VD6jQMsBCT6XAA2WOIk4JPO31NkAKrjsgL%20B3ARBvBX2XWPjX1O6LgM6zBluTiA5YMLtegOUYEADxALG7JSLd6RAL7DUC4IL34t0hoTXhoTFwEh%20sHIQhjhljN7hJaZYALhoVYk43VBZVwfIJibsCogYk++R51EeJA725i0WYUEkYeizDvSgzuKRiD2x%20oQE41qJliAeY6KHY0gqwobRiCMyq6B5ygO8Z4whgD0k2FQOgAq8gDGM2ZbYVP1U5ZPz3TeSue1kw%20Xei0os7T6kKxUKNxFKHZs47tEYgBsA6OUgsCcL5xzOJm6tJtMlRy3SYGGAHnC5OyGB1zhAAkhueC%203uL+tUTqJODg6IrQtQnC5WqSmGnUG+Mspo+h0kfMgMKzRusDFkVZrokRiGmQECe5Poi05mv4Jc+/%20FmwFBefBNuxx9urDVmwWLezFNmxaduzDBgwFjuwCBgzjAAADyGwA2OzO1mzP5uzPFu3QJm3QNu3R%20Pu3SRu3VVu3WTu3XZm3Ydu3Ypu3Z3mzN1pDc1u3d5u3e9u3dvm3blu3hrm3iFu7iRu7jVm7jZu7k%20bu7ldu7ovu3dDoCAAAA7" height="265" width="513" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 10.&nbsp; </span><span class="textfig">Comportamiento del TDS de los bioles obtenidos a partir de efluentes de biodigestores, región del Sumapaz.</span></div>
        <p>El
          TDS de los bioles muestreados en las 6 épocas, mostró un marcado 
          descenso en los 4 predios evaluados resultando más notorio en Santa 
          Bárbara y Meseta, en contraste, Mirador y Saucita obtuvieron valores de 
          TDS, superiores a los demás, de tal forma que en esto últimos predios 
          mencionados el dato máximo de TDS, ocurrió a los 45días (0.98% y 1.48%) 
          respectivamente; cuando se observan en detalle las gráficas, se aprecia 
          que al inicio del muestreo (15 días) los valores fueron similares 
          Mirador, Meseta y Santa Bárbara, sin embargo, en Saucita fue 
          notoriamente superior (1.27%); los valores de TDS finales, revisados a 
          los 90 días correspondió en orden ascendente así: Meseta (0.24%), 
          Mirador (0.30%), Santa Bárbara (0.34%) y Saucita (0.56%): Los promedios 
          de TDS para los bioles obtenidos en los biodigestores de cada predio se 
          indican en la <span class="tooltip"><a href="#f31">Figura 11</a></span>.</p>
        <div id="f31" class="fig">
          <div class="zoom">
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              <image transform="matrix(1.1416 0 0 1.1416 0 0)" 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I2ioQMRm%203fabP3dYkqV/HCgBwUZjhrRTsvZBbNZT6+d38oRsKSFSOpEAk1ISEoAADbAAB7COJOCRxBo8C1IA%20jkV9dqWewzR8oGcciuloq9RSrtKAiTc95OJz/9k4oSh4R+MWa/GlgqvUrbjyrZzIPd9ilfU4WHfJ%20PS9jiegYamrVLSgJgKLlaIq2SG5nR1j6dUkjgZoFjrDKZDfEVc9qg5ZyfqrSouUnooaGSH4aQyUo%20XqM4R6ZJFBKQAhPQAO04AsTxAQ7wGwowsiX7JLSoMjN4AVHSUZFpe9X3QL+TMH1jLouXAf3JLUvn%20qRqFm500qcI5HjuoZGMSL+7ln4qqN8IknHM2fm24k32kQ4f4WPvpZGHGKReUQ7vmZBXFdrX3c6ZK%20X8O2a3jTk9r2sjLbqV6LUYGktLU4Q8sZWDUVqbKCqGp5TY0Yk7VaqzJqj0eZExcgABIwAdJBEv9L%20AinEkbgDwAAKghIzBiHhEkHllVcRSytB6ir4RWmaZTpHZIjUQi4Oa3FAmpOQmW1Me1fZODNxxqBc%20OUg8k7Ckmbft9blB+nKKJkxqpTyfZUeKRLm4Mh4iSB4foB7FW0d1hB40o3DDB5UYYJ+KmUfSY18v%209a2buXbiZZkBhkYGFkiuK3XC5mOWiFIulTbHpCrLxI5HYQGHOwAJEBwjMRwckB3x+7gkcSQRAABi%20d4tgaJaJJWFrRI6FhDhOmUEfhKYcglM29i4JfKKm2k/qg0zRpX8zKHoSsln9yKHryVqmqrNhonNs%20xnCdSS0sarfetFIAakTjUQCT0cIu/MIwHMP/L6wBLRwA+9S08qJoFttEbyaI/dewgZOR+ZmRZYtn%20WwKPMrtG7RldUjuuFtstuooSvKoTFDAoFeAkAwAAE/ABjKvFKDFBH4AkdzdXsWg1D3vGHAa75gWN%201bqovSi9CWd4KxOK3nVMo6qn1BKKm2WWFkKwI4ZTFgmbNRY9kARMocVGO+jHMJpXMxh0jsbIFIAA%20IyDJCEABk2wBkmwAl5zJk5zJnjwCmowAmmwAE8AAW8JKeKSaAXhfDxtgIJZ/hINRVoVrOdOu5+K7%209plLVnmw1ZmZoim2shK4O/GrqQEBIzEB1kEBxjwAE7DMy4o6UqRGOlslavm6eduuiwNtE3JY/5Jz%20lvRHqLWbIRnJR3b0OyWMfMAHRBnSgaZ6acc5dS/USdCGtYWIfEHWQU6mm7gXACMgG/78zwAd0AIt%200H3hvhYceCfVN+nkUu3ERYrZe2GifDUJUEUJhU4Zgg76ToTUIZ/SLcKsExUAG4cShhTAKIFSAMPY%20KMqKEnBEy73Yk4EGVaxLNEFTV9xHVG0FleEqNnZUjb77ljVtag5yAYj4o+NmsdRoNXH7c+IFuxKY%20JTqlKq64acdkvSG2WQNGtuxXAAbwzwfgz10tG2GNALLx1QoQ1mF91mItGwjAALVox3GIRjBKl0SF%20pcbWKc6FsDEEZwzNSdU8x7Q2boe0p8sTQv/2ea8EttIpEWM/EQA8MgAdkJgDAAICINkjIQEMYNkq%20AS2Z1sBgNnrB1k/vhE0o9HbXwobbNl+QFZUChakfTCarPYmwqpbZ1s3FFoXG0WYhNEljtpEPgsBD%20pDcIXGPRxSESCbNL02wSEABkTdYEPdDQHdB98QHHKaehGoshFGgspZJY+KhHfKrqLLmPGngvE7f6%207KS9zAG6JNeQCjhRLCAFChYnEzb2Bzgg0FP1Zi72mV40NWB47YwxhVGaNZcCLpp0CTzZap59CFUw%2067nHBtQaB7O4iC24a7mecn3iZ5Z6KWsAK2kNu4vDlClc/dwAbdZl7c8mbtYmbgBuzZxWctX/f/yu%20Mc1oOBWJF8Cigf1Wfsx95EWC1orOm+a5hEhV1HNT5vXRX8HZ8sK0bTgzNYpT2oxQgRfR1MyDr/XI%20ZNyMgsxl5jKVxAfOZ/eGAEuo2q2bNsbEAx6qEeJAv81GT+faKfqUvruRbtpJy93PCuDcJi7Qzi3d%20A90XEqlDKISmECR25IlbammESY20TK6bNfV7x0mq7QVnHoddUypvakYlSO4V0ARLc3TU5MxggDNV%20N/1fPLy6XMTUN/SKjfOkWTiKJCd2d0lHrrqqnnlKEkCabKSXtsLmTc1gzrpa/hph8CVa3mSOP01T%20Iw7dKv7nzq4AFkC48EmOqJ52wNuIC83U/5irYpHYgFNbcACVyp+6jX7kSVPndk36sM8aaHrnZ4kq%20zpmp3AZmTvUCp1DN5awTR0orL/X+uVs4WzWN3RDE6lTrxFHUf0MrWBmChwovLlnCohDE5O0lWkdH%20Tb+zY/5H3j5WLXV3bcx94ijO7CDv1QGNAF1oV/hI3BICQX84kdJFOclEIRuAzd1sTeglq6vlhz+2%20zku7a/NCLR/QIO9tElOc5NH3Ut9y2zY1LXvlisHJvZ4eujV+d1EVatKGTNNOgrs+4BqkopIoNtn7%20SVlCfXm16y/dM1WKV84LZxGk9jMDAsJWomlH4a6a1iM/8nte4iHvzyNgyl7/1rWOMiz/cv9GRkh5%20hEhjF9RiTp2wyozTg8jeLqovh9VeT7qZs+ld4YLzVGOBFsF+u3Z7w80SYF37hMFIzIeCI5FOi16i%20JXdiu+sfkink7tv0zttTfindNOXRyZJLM27XNc8CnF0Mf1eqjS3q3UeIA/x+WHskUAB4zucCbQIl%20sPd+ftaJCWTzJGIC/nekv5fJiUN5DF49OXL7yfJNnu+9x3w3D0vYhflaEQEL7TcPkprLh70SnGD0%20xNBJ9Fa9G3cAkUBCggwEOwwsWPCCQIYYMCTokKEDQQwZPCA8yLDgQI4JMGSUSDDDR4YeIgrsODHk%20wY4ZEKJkuLDgRIwdMRLkOHAhho4OVWb/5LihwweCDDlIiDBCwVIES0uYWBpVwYGlJ5ZSlTo1qwIE%20Ajh4DCnxq0SbEA165PhRQgcREF9e4KlyrQSeGknSxcuzbluLHjw81DgxYgeQEEPiFUgzLdC6HUkM%20gBxZMmQCASZfxpxZ82bOmiMUsHm4cYfGD09yHHky4sOBgxOPrLiRdIaViSv6dHiY5uvTrFlDvMhw%207Ua9eAuK2C3Yw0biHIEaNot4Nc2Ku+nWFSwQO3biIHrTHTkztnbcNiMY4Jq1qVYTJbZGxfpegQEB%20A14OdCjc+sqRCThsaI04kibSryjn+pPgMIh+Gw645VhSqSjS4spvrds68EC4igyc6ALqAzjobP8A%20AggIsUQTT8QsgAK8S42imor66iyyNHLLo9Xwu8+s5AJbCQThEqhxxoJsxAmml1T6y7ofcdxgLIYI%20a+gu7cKqyKTEgJSoxRlbq6isllq0qbEnNzLLpR9ZimA9+LaySiumskJvqTipokAA6TIAIbWwnCsT%20LbUwEKGAsfwabEvtCsuIOr44svI0AxNoa7YiKRqpJYNoI0kinwJL4IPOAiARRVFH3eyzBI1ySEwL%20yfptIuSYs004vKjLktYFsbytLeOgy06Chdaq8SAyW5uyOGNPXYuw5fQLyUMF6Tpt2cHyI5M6ZF+L%20q0VbHW0wzFNPU02CAOJ08yr5pIrv3AME8LD/oQw2WCjY8AQa9lFgezLKtesaFGHD1gQjc9hMPwrJ%20vwKQm4jB13SU0N/+ZgtxRFInphiyAgpQScoXiS2r32BfmrHXlx6yaLfwftIOP+5gei4nIOeCVK/d%20ykxVsAhNJratMk26D0ca8yqrNCVNplKwlOr6alNLWSpATXWzSleq9dSkD6Pp0JqJWNhgzqtZw3jC%20tywyc+tgrNY2/tFK51piDFi5phyoUf8oeoyzyirGW1RTrbtaPMSGI41eXsXLEDzyOryyUocize9X%20lBziE1yJrEx8YZ3849avhAhOYCGTP9qLQdVCd050xRujbUEJluU4Y9lC4mCir/6+kbUAlFIT/6uo%20o24vvXPpO+rnfTl0iPVYU8LwyZxSNXM4vSIlTzazYi99WMUSvy7DameCzjiAIw41b/E7iyACM5/b%20VKYkQdYLuzHLgsvHw/zqCDlIXSwQobpSiztCD1Pykkcy1bIckQYvbEsZQx61koHgBANjIVCAslMt%20CVaKIq4qAJgC0xEXSaAA5CIXutRTla3EZz0jYMAAPuYqk8SlKHjagJAOpRb8Se98wdIOQ3S1ICVt%20hG05uo3YQEIr3wRNAp8K3/iUiBlTaWhXJpOQks4GOSeWRldDilzWjDK3BAnGN49SjWG6daW5bChC%20Y3SOtMgTILJZkE+/YsuSjBSdC63sZrA5TP9CErMa3rgqAQMIgNPMVcKnRaV3chLAB4ijxw29DmVn%20u9/qCoeqAP2oXokKmItuMyDuYQho1svSy5Ijm8KV7oidkdgSVTkZU4Enbo2iy1eeM62DVKdIQjIa%20/gxTGAA+yZZ8MUnIaLM0CamMgy7LiEHSojIxuVFCTxoLDQM2m7Y96paZ6sn+iMXLnynvg097ylam%20xiapecUsZZol5a5jqLAoU4F8pKah+JIoW2JKJfL7S5fk+BMOgkRVCGngc8C3SoJCJgIAik43bSIp%20DPnlZQXiHmxaWCkuBZMm1jsaF4HkGrMsJHbSO5CmSic4YM2kN9ZjFoCylVCTriSCtmkeYfj/lCDT%20KC5PPjldt7hjQJ7czk1YcU9U2hRCOA0yPV2h3gPdhxqRMPRrw1OJRA7CrYeY7jeaqhZwtrYk1dRr%20JqG8FxmdGJiBFnSVptIntOgSqcsR6oWoec6MZifHtKKzOmHCI2OmObNEXe+lzluJ0uR2MpsstCj7%20o9L0DBSbutBQf5b83I/ORLODZNBVHiTquURoVPlULYiULenMMNVJtKSEItqBYK2KWRe13aZkMipU%20kgRiWVkODW2I6deFcIJKy5hVlQFAKE3CyMeS0mtAR9MYYbZqIUs9bEGpmxBXsbg/zN1HQAX5aEJA%20Q1LanLEuINgQB1Y2POYmVALgKY55G2rG//yl7CeK02l3eWSUQA7ykD/dSgiD+iamsMtfggNjbKAU%20mkUOrZO/seVC65UjaAHpqnHx4GJy4y/halS5D11LWX2rxM/UkmMEgSWnkAQS/XXkLxrR3/78GUxf%204rJnNjLtTFXFMORAMqCf7ZfYNFYSfmpHtvi5kb0O9TeBWCkkAwJx8Xp1FoNUlqhtOpcgoZYVFIYW%20yA1ungA74jl6nRgxCNLmk5TZPrCAbpaYgpahnBORzTEvY6M5Uhd1gsQNL7GJP2voclqV55lkaEJf%20fchcGwxA1lzUI5Ub3cK4RU3RQcqAslqQtF4H6VlVD756Wc52DTeQHEs3gYYT75eFk5DQSP9Iqo/D%20AP18qoD9+g6/I3R1fuszNwPO68Md+c9/LpzGTYJgh9W7jb32lToLmXGYrHEJ4N5JpjzxypYVcpRE%20NFznvDUxWYNyK478EhwzhUdt0fFwYHg5Gk1Csts3ZqOXCBbsZe5MSi0bq4mXDNBgsbUhQ7w1/ogl%206ASjRcxxtSQIMCu1zUYlnOWKitPWU7VHH9iVG8wWoQKU7QvVql7Hitt5C5AAEhho4xfbuJUutlEU%201yi3DRzmRrvbQI5ksG6buRu1xQfc88oRI2CdbPKIPZ5lUre8LcnU4HjVrcCpe0g/+acTBaYvWmM1%20MOReS3DCZTlmvUbTGfGchZ5bnFovCQP/4OWPuKSsWSjLJ2pducBMszzFskCR5SSNkqltozCNT2AB%20FfAKSw7ggAY4YAEUEIEA7u4ACpCUb1OCEuKQV9hpL7EAUynAZQIA+cg8/gCRLxVoQtbumxl7fyFG%20ObxvIkGEuDWxGpRAk7AUIKnaGIxbMpRD/sM9aO1mxzep1w6ZYxpM1mhtUbTkDUfi1ur4E+gePMB6%204rN8ozL/4FuhAAM6LmPfpwp0slw72M5Sy3VDUkouHoEDMKCBBQSAWBv4gAIWUB8FNIAAG9eNO7Oc%20G4iQJiN8cedB6LzKACxgKQvAPMgQPAhQAAeIPALwv737I88AkIPJFw3REyCRpU/jkLAC/5yHqTgH%20LK5Kioira47J2hBdmY7qIJkrSTVPUpX/Ait7gjoKVK5oW6CqA5ioGg3QwJA+0xwa6arnEheicpr7%20Kiqhioo5mQoCcBZDAxQyIg4/q6kFMQ2mQg1Nex0qqqQE8D9AWoAUGggQCYEFgIAB6IAGuDsUsBOb%20m0EV5BBfuqvGGx8K0ADIgIAKkIylgIwKSKEJSKEBQIARyDxMur0EaBQSG6uMoCJE0SiEIAvLIsGb%20qLF4wzdOGZJ2mpE5SsKP6JeLWrIOyCDl4aKMMcRcCrfBaI2b6g8S2K4gMb1tgyR6YiOeKICoWZOy%20QzhCygoLYIBrSYlFqZG/OLfEmSWvc/8bkBG4nWoABcBCBgieI6KABugcD2AAASABFSg/6pmbPcEV%20oLEL9CKQBbSbJFKiCuitAJgAySgAByiBA6AAEpCAClhAAKAAzBgIEFCRtKCXKUTEf8M5DpCNTSIj%20VekVGKw5LokpKvTFuxAupHsuTJwJ/GOzDTCuYTmQMYFAKOSWWIEVXEsMw6oWVXyhapwSlFi1sVuT%20zYJFqGEXT5OihhI6elyeNXOoX4uQXcqAArhCmkyhDziv/vvCBoKM/gMACRDB/PCYZMEwzPkrgcgx%20NhSfCggVcTylAWAACoCAOAyACwBHyrAAzNiAiyEAAFkbjAmgu7qlXcqllpAtPEkvGXL/vTTTkW47%20luBLS4AxE/e5t2dDH7ogCpkqJiyJiBATvf15N4MwiVkSNDHqSIF8rw6IISeTinAqSc3SHf6qGueI%20EU8ksrkMPURkunbCD878iAn8o/YrgBQAwNuJgAGAAACsuQUwgASgANUMkgFCiGGEFpLxsF7jCd4i%20qAmojwEQgHeEDAlYgAX8zQG4StREgM24mC3Mn9FIni7SkUZSKJPJGMm6l73wIo58u+0sllsrHiyC%20KcxxrYcSr9Kol/AElqvCM+kZMI1RmNkBpa2THX8UMrHLCiijisicD4PTLKb4SUKUqtSpTyeaEMpp%20DoCpDtgwlnrByQ0IvwoIAd9cABKJ/8OMBIAKqIAJAI2A9BfmKQhjy6ENGbWKUMq8YYAK2LgG0MI/%20ooDCK4AJOAHUNECa9EZW2lCCET1A/Iuc2aUnSZQACgtRdKHZ+74zqZW1mbG2SbXgqDk28zlAfMst%20dDOdEBMhDdIL2svUCVJnehHhQjmtsQ5pwkQJMEVyecz32J2RpBM7GbAMqqpa4qkyAgkQ2DYaiqsd%20CSDK9AgO+JXzslKgEIGcgCrjAtNK7B89SRSP8BTOABWCkgAIcAAH+MIBKIAKSLsHVQBPuYAUqAAH%20yEMG7KeLOJYl1Yt5qc60yBoQPQknJI6Tspz9wRjI6VAiS5Rty5ChJDmifJWPDMjkaP9CR1kvX4Ir%20J9JA00iZ9CqUMwrTQIu2CiOQC0gKokpTzkI4IJyKk5QzlpG0QzPVDeG5GfyqSHo0wOEccDmvNkqM%20SfoA7cNIt/nILWqQBauUEpU5UZnH2chTEGNSIuk2kOAfTsQk0/KLKn2WBKIgyMKURtpRWQ1IGNmo%20sqi+vBqlk8AT8MgrG0kv5HAtnrG5czq15kEmd1Io5BtJgmM1qOhPWVQAC7CTZ8knBPGgwnQSm3hZ%20AjEp2FIZIXsOu9BRi4Ko2wRMnAI4Kny2ztHNesWbg8qO75ixiKSLJ/m2Sds0gOFVMkJQIkMj4SKJ%20jpWAZrMZ3UhCYKEejEDDRUoo9nr/zvqUlNbIEGfpHgqbsKatEJSIiCbJCBJYNRECwjYZJ99Rk9xh%20F1e5C4EJUMnhnA0Ei7XNJKJrjkLr1c4xUkxUW40AL4JsVyOhV6Q1kQDwt7XjSz9kIIns1yuDxLMk%20mwBSkgmMJX/zlgSCIEQMKOTZvj5Zq+jUki10HY7FPtcgtSRroOqrqSVdWjXDUYFQvS0cuFlU2f7s%20rFuEkiKBNyNjmJqxTIqo3J0CMaNJtvPi3gSZC+/t3vPa3vANX317IQ+7zRlRi0XdjEbVXIpBK0Cb%20FT3azuNoOIO8FN8zQ6+F3L8RqRT0ofS6Dq4SoNo4lSxJCNf5wLNZVRlL0gaBNh3B2MVefR6Wci0N%20dJRFhLP6KtlBUj45GUKS7K9fCV3nYZSWGk8+UQjocJx/+ZECCIDP+AwVgeEC+AwYluEarmEViQAV%204WEeXk79oKIFM68Nydz3JZ+DAYHFVCDnMiAIOi18AQoElk3uRYkMCFTpwB/bgzDsYCYxPVKK2LFk%20QpmCHeKbUasf+T7vulM6Cl0dpcFn8eKIvbez+SZaZN6Ck4o6EV+3awjoYbqMeaXE+9DKut0a4QoE%20UGRFTj5FHgFGdmQESL5JluRKpmQEMIARSIFs3RzFVN9Z4ggQuP8AVKpRJDaRDtvV2Rmw1bjZP4uI%2035ubERlRD6qMmouAEREAAwkr8Zq0VHuZSQvXhOGQiyyNnvgqG4SNSAnXp+si2juLzoRX+nsu7Wjh%20CaKiYbSeJnzaVxEX3FkKIGS+QXrM5TtJvhEuPPLWlLmuIrsfik2cCkmdWczjeeYKCFhXyLlaSguc%20ajliU/YMTUMoLCM+aL4hXhoICuA7dtwXBiC8BUgBSr07DCUA3k0v/dUJtwnSLzWIehpEmRBFWWkw%20jd1eSPkbKxbUp/1o5qw5PRm90qVO1DMy1uOYO6bWmp4yEJYKA5A+tNES76gh0IOJk1EeIQmoBBDh%20V9NP99DPqIH/AO+NCQl+Zk0CiVG2m97yZxShOa7r0MXatOlUi9QEEi/8FZpUgABggADgAMFjgAgQ%20AX28FQUzTJYzo5oi5NwADXKjjlsxC/tJKJ05LwLI5fLUPgYggICkZR3snLodsIaAKdD5Tq2yJKrj%20wLvGrjSJNf0MYafAYzcZgcCl3wYmmQ5VDsI10oKJHJg5gDOlZ1o0gKYutN1rHa9LjH6+6svosPA4%20QR8DCbdKaf3NgAs4gAXoAOOcgPP6AABYAAeogAZgv7trABR1UvCAN2tJpn7VZU405uMTid8DIAlQ%20vwoov651CQKogNecAJjwux5toCccM5bAlSJpi+KpWdfjKTAp/6ym6eAoC8LOalm3QOM5gpJu01/7%20u4ke4zT8ocVwLhcF351NVi0ockvptiCX2L/aPuXt+pyNoJ8RHWbLkQAKsNQEcICsPAjBM8bX1ETL%20sMKmVo5zuk5gccLrvEEyguv/iMhXTgCValxXQsAILe8EKQgHmACzDgCwsbsJUKTH8RXDAxK/JgyH%20aLa5YDbuETRJ4RWI6DQJIABYjI/egUUpCyqqybvPFupCAca0ol8N+TqQggl5RtP+LEkD0AC4+GXR%20QFBfci/aVqHKiDkkvhgB276emEGAXagLUD8J+AAHQIDzEpEsRM3SjLwO8D9guhFBnAn1GeIsDVNr%20Kd6FKjHK5f8JBgDAAVA/t6BJIfc/X0EACtg78yFEBHWdzwSxLuWRt8EyuoYbGEu9zDKX5X0Pkexs%20d40jYw0j1tsRA06vaHId13AKqACqzL5pN9cdB5+lzzld86VqmLPqzEgABhDDBQD35B6BbZc5mjNS%20I8mqaYFbgEJABSDNEBDxW1xuAagAAxgAu2OA4K7KY9pHDbmSfvm1NNRYshVRBSMbZsmNRy2/ATiA%20BnjlCFiAcRT1AhD1AXiACgCB2fkvehka+f7QyZnw7Zs0qgrXgcBbpcAKkcQKIow131l5r0AmsEI2%20t6C7Bi62Yx3REhyI/Ea4oOL1oAJCOZ++yvmVNWdVwOCII0b/gPKm4YuBAAtoAHKvs+UkW3nLJTLZ%20tgD3PRIgAAuYABJJADscAA9QgApQAIG4AAiggCFXoYajDoY1FLU5CNW7GiB9xJmWIZ+4AMGzDIRG%20eys8gEY/0QaYADG0gK8BCjA1y0YBz1WE3ogCihCTqgugabNbbXFiAKKgkqqiN3iTobKhGf0JxUOp%20PwVQCp7XrCeDGgj46EAsYM4ZCRYZjBBxX83gxsv4gA7Idmoz9zBxZzjyXL+pP7eADBJADvvIzeBk%20C1+xD1w8oz7zusVNvOVoKQBp4Lc2klUWHJcogAaIPhW1ysBXPw0A8QSA4QB4zRCwlFVZklLDvirV%20raeFzrpC/2lftk+cxuwFZzX8NySfBwgBHxJIINghA8EMGTokOGgwAwYMBRkylEARocOCGhFKWIgB%20I0IFIhGILHlAZImSJlWqPCnSpQENHRN8TEhwZoeaFXXeHODzJ1CfBAgELRoUggMHED4Yber06dMI%20BTRKJJhgocabDRsqxMAwg4evHsJm0PgVxEezVzGgrdpBY0GsViFmres27lWrEuJmPdiBw9WcC6+C%20JZsA8NuGHwocoMBAAgmRkBlYOFCAhASfDBRwKHjXqt/BdK16rRrRa921ByMGbpgVq0YSBQwoIMny%20Nm7cJ0+UHCFAAgcMIrYO/qoxbALkdL0OF+05ccHWnrPWzv/d8uV17LpTTITrmubw7nkTI4QqlOjT%20AJkHCHCQoIADAObn0w8aYYNFhiJyTkxwwaFgGHEV0VgYjZXAYQRFJOBMBYnw0YINYaDXd3W9JVFV%20VIFEoYIZfSVhAuFt1cGBBSHGkQQXDLBXBxeQsN96LGI1gFceacgQTQYpuBxGDQYG4UQTUuXBhngV%20dIEEEYygUkoK0KadCU2y5FJuBgjAwUUR7YSQjhBxpJeQHWolgUQdVPQlmQVl96R1U7ppkgYr6mjh%20XDpeMOd8Q0GlgAMKBJBACRRUQEEC9Rk6n1RlzfUVRDhmNVeYfOUlQn5xVVXcfmuB8B1gFuEl2F8b%20oJmgX2L/Joblp2ROeKdfcZHn2gadggbYomB+WidyGhWw0FuSZqXcTtFBFFFzqxkZ2EQLoZUkm7dR%20qQBv2tmGkgkl2YYAAwMN5ut3bnX4GmqEVUSadDVWpZ2zKykAU5smqdDqotN9K51VeQZgnggMUOAY%20ASAc+i9UAWwQLFcIHpmTQRWRiNAHezn8MMR7dRbxXkhKDHGGEhprkIkScqTQnDoOFzJHDOmEol6J%20vWWmBwWPS5VaHJXZ15wZQTjhg2WVeRVaCIFk1ofRwRUASc+miy5LJPE2rZNX2pzsjqASGalbAjJ0%20p0UInViwRQkc8KxLRlsX5bolsRmTZyXnlfVrQfOXJ3pP/xEgAAMEHFCBAXEDvPdPUqWpGscIgqDz%20WNAdFsBQiSsOgOKNO/544lN55V9yWS2GUY2tUZTatjYnFpF4FpIp1msw/0Xc513fCdKl476c3Eev%20t/0VRXVeuBeys13nUgnV3tY70rgh8Fu4Hnwmwa7GJ0d7XIZZKl5piCGvqJrU5nYS8GUrkFK0wR/A%20nXiKAqjgc2aqtl56ehvVWG1xSsDABAXwPf8Afoepdmj41QkXBBZQgIAFAIiAERjgAAEMIAEJiAAK%20BNAAAjRAAgW4LwFc4GYb8dCoXgeqw4gqI/sjH5o40LCHUcphJYQMxFb0sIlBjEQU6k7sOgY1swjo%20Sznx0P/aBnQYJbUpWkyDVrtcQgEKFilEgdvIWthSnDG5sEE1SVlFqocSKEkJiO1SV0yQNJ7MAahk%20PpMQkeAGFQqcAADrAgr66Pcv+5FJLl+8GrLixYAfZid4b9JebX5DvsBsoEIvTFBcGrWjheAHQ6Cy%20y14KwDgBEIBxkGvk3BJXN0cy8nF/kpkbbRcujLzqIEEqTOiIM7m98HAkKqEjHql0krC15Deyc9mR%20wKSQrxxPc8iKJeswkEqVdO9o2hPbulLgF3Mt6DTDClpeMgACFUGFAPeCCgREwkw10i8AUwGNwTLC%20ybyg6iYQIEmTWKmu7FSRSesCgBbropACrKwmWeNPxrz/1JCpDMsmKfvSBwTgPwNQwAATOMAE+Lmv%20BVLgAPw86AEI2M8B+g8BE1AoBP5zv4dwhUREohydZvjHrAGSYwFoVnVOecU2WQlJaSnThlajo1q1%20kWs26U/NWiZFpqlSO8A0G0tiMpBjpWZhWruhTElgHj3JbZpA+YA1obKXpiwVjWlsiv0S8yDxIFM2%20WbmABm5qHa3iUQEWoCAIdvKWqZAnXKMEnMqax7xYuWZCtLsAAFCpABaUhK4jvc0IICCBnt3wQ4kZ%20z8vM5ao4FstCckmkbbi6y5Jkj0q2+SruPHPW0RjEK4hZS09TByHDuUpNS7rrm8TGO70OVgJh0ZAH%20kNcf/0u1yDyIg8oBGqAUCDBAAwyowAIcID+mHsABC9ArGvnUAEKtiAK+ZYBQnXIfC30kA+wcjace%20IhEJQKCmiw2puhLrLAAARkTD6YCIjIQmnoZsIqnFUEJOk4B8yvV3oDXJYyCSTIr+7YI0w1KHhBRY%20mJpFAh9VCdnEOU4q9ZJsI3GaF0NEkdiRR2b9adQXOSqYMnnlogm6o3W7eseWaOA/RbSITDk24XGJ%20ESoFUAFuF6BiBQAguU1hgHsy0AAGAAUCFfDJ1wYAgQkgaAECiMpUhkSRsqrKcK5hAEh1U8c2kWSI%20AyBfxgynMgZrzCPmO44HoRsiiXCAAGxqEpi9Z8rthf+UTQjQ64LS6sfobg5wXprQQqDrFsBAWCIF%20uJYVb5NkdLmkl9jCiWSNY5U/Mup1GaNZqhIzEt9tmJyMHjB3aBJln70mObkKjFGbQtT5PGw+FXim%20AG7sEwl8ejMBUFEFIqAZC6RHfyAuEE0u/SlelaW6Y7aj8MY5rQNwt2t2SbBFaoIQEX2oKw5hnVpg%20JoCi3VWxKzlAhzH30ocETdjVphDmUtM1hJUlABS4Xm4MHMSm7XRAw46UYBqyGiEBqbJUWdiOPlid%20aO35JOIuCW8ELBKd5kQ4ruNkBlwNa8EwpZnqo6ZPHICeAkxgPQmowARE4gABiCDVQqGAUQogFQIU%20IFP/Y7m0nLuzK4YMQAM/dGx2+WwdKz2ZLxiiqtACQzCILEbbtRLfQuAKNpuK+dYa1qtWPLJJBG2s%20Qui93biWsxo4bstrXd05dqIF9a4OMTgHQQ6EwhquZMFZyl1CzceLSTsdtclovdSwbvTqM1oKazof%20+bjh7IXwoJAaPQQQ9ZMXEAKfwKcDFSgUezBeFIdZs2M+M9ecJIKyvUTzvUy+DgIAIKNITZtM4aFd%20Sg8TGs/paHwSEMCeHY92Jz1GYaSJXWX1El6r0Nljk7Nhc/ETRaKN05cbFi0FwTUThGCtVBhADolM%20dKkPmjbEnRqXAj5rmyqC1GhUMjBMZHLohBE6mWUq/3F6aPy+Exx8fQrwyRl/MoEf1+/GFEgBjg8A%205JV5p0dXyYqWMI3kX1qvzNYqu9koKGkMxXm/BavhaQ0ajmBOmw2HcDTEBdjNdUHd1LnJAaCZAY7G%20YLSeXLwFW6WJ+SiEsIySO+1RWegObjxJOTXbviHXVlxaqeBFPKVWAsgGhEGHW2nbafgFaDnfdZxd%20MPkKMZkFnXVOXmSaUbyW3OTWAIyAivmYeRTAAiSfbg3ABijABQTAEp5AfAxAADhAoDiABwCZzb1a%20sqRgsqTATeFgTqncKaFTRQwOcSRMcyEMEhkJeEGZRV2USm3E51nAuNleSD2LAcTXd6gUBskSf0BK%207f/ISmSVF2oEwGfpmwNqx5MA0wHk3qjEnK+hjKPEoWe8UMnUl14whnUx4ugtGbT9B4IYopiwhmpB%20TQdgX1NUQAUgz28NAAU0wFM1BQRAAOAlwGMMgAfc4m4NQAEwAASIgIk9F3m8Cud4S1nMH/2hi5Ts%202Z4NUUeMXaMIy1aoxgR2kLE9SvNECLzsBQHQVO2NI1cdAAu00dhlBQe42oDcz+cQhlfAyzdCCvKE%20Hq61C9NAFkWsjl/Ay7ZAF+ekycsR2kIUyzg22oD9jgkAnYwYTldgxVsAC4LI3VMMygAcwAIUCgQ0%20wNz9i8B8in6VV8qw4AWIIWidnJK9BDqpYb+BiSFhcpsO4YjbXB6sgQbq5dOTtJfR3Nt19eHWLEyp%20HB/OcIXQrVmdDMbaZAhDcADtJY2bQJ+6lFNiXQnNCMja6IfB1IzQfcQ1CSTMgAh+OcmbNN++4Z+1%20RBSZYFOm9EWJKMh0Ff+c3HRfjS0ARmKcEuJdR9KH33whrVgKB7TF8C0EBwgA7zDas9DRCD5LSliJ%20vBxWhmzSWfUKRnVLQbCgqzSHW3UZKulbnzGWYSaN2pHOrtCEmbSNrgRS4fyNyiQl2/FMPU5RszxL%20L2UPkzwa6XUNlc0S1w1ZnCGeMi0PeEHHyGHjWoSEZ+ohFiFN2KSAMr2eafjjmFyF8WAAEBaFEDqF%20BJTAcN3JAjQA4OWlXnYlaECkWzoYaEhACrBJvi1ZSl4POuGEkKzWIGUTT/iaYAikF1GewwjAt90j%20T2rP2UFfh7klQWRKhAFITewURRyIy6CJOylMWijiFQGT1PESHg3PBUz/FYWM3ZnkCJxJCDp+3Hjw%20ivFYFIgUxNfgW/D850hB25MRG8hwieEcmgf4y1DJpVM8E3jWh1TMo+7FUVZQCgM4m7oYTZPkpEh8%201UA0F4aIXX9E0Xi2znicjyxtkgQo4Ceq6EHikZR8D+5QT8jcEODEzFhM14JM54VAZmfdGXZhB21u%20qXVII1u0mQqmha1YnpvlkEOOhYPE0V1V6NNZjyo9gKqo5lbgTmLwY3RlQHUGxaZhJwEk0G/saH18%20pISAjp7qROxsC3XpG5uwqLPxmkRRSHh0IJt9zKGezBrajDcWBE6aJQmqBGPe0wZc3oH+iAcV38BV%20nkgejpndBqAWKc9h/0ckXoA80RAXUY6sXERDEMnmoBdbnpdaNKM43VSSdc9JxAQHOKiVeaOjjOh3%20xiVUJIBvNUBuqZiOUur6SYpr3CeCGFtW7gUzJuR63qMjNg2ipgq2iUajdF0yisaWbMpftQgAZNib%20DusqHY2XVgpNZNLtEJ9VwB2kxOClCGSvMEZ7NuBI9eFAMM+GJlGNJCoYFZtVhEcb8dS5iB4kpp2n%20DOTHpQ1clApGwKVTOBNUGKGq+QS5OoC6moff3JOeekSzWhlB2JroiWUzniHuXJ47DaQ9tRTBIMbY%20fYT+xNmYAAAeZge2Hi3pyQqEVJRouBQGjspgYA2GtMz46IV/iWOsUv+rSbxn2HLUNFoFSxqReJWG%20WYTJfn1tm7LLdU1RoPaG9EVIS+HPoTYoKxqFRQIFAyxALfYsULDR23GgqmTQ+5VcwiZtct4VY6pZ%20F0ZHRF4Ea3FF4XRI/71rFIWA8rWnGeIUl4JPWHxXJubQMS0rlJXWXICLsYzVI2KYtICWBZTeeX5s%20nXWMx44L6kkgJ1KFSLXLwbaLAUAAmD7YIHJLXTxuUFxnU0wAoRSA9xaAAiwA5KaH5LgVgfZF9QoS%20VsFqe7JJ5oqq1kTN6KgNcHSljMpXtH5JjrBIQrwF6HEu6+6OHjVR/25L1XDNuqWUtqUghUQh07Bo%20bkzLr1qL/klYkdj/EPmsG020EbRGGdA6RAk0i7g1ybSkxLTgWUjZBpp55fQFm5XZSLjWLI76xAQc%20oQ3T4vg2RQGIyuD8jZc4JOe8BWXcq8IipEpII4iSRkWwVagEZ+ls8EB+Ca2lzlYkoAQT60GSZVed%202ZdSxYRgKkQYoLzIGrax3zWOzprSRmcu1pcxmlzRRueS5ojGo7qtxXfpxfT2L5U67GC4F9fqBqGq%201YjOo8RqBEU6RQIgjiI702XkcBA+V1fWTt7qlw1Rl1xpF0LaIK+JQHA468e4nwxRWzs6aMykqjwF%203nv9kD3eZnF8TE3gFzyVRdD0F0WZjNraDkFIaAQfDQ6iUuQhya2+/5SXXNO6LXC8umWQDOK5YHKb%20/u5i8STauMXUuFCzXtRxEAlZNSpQPKpR4Icjh6eDcNbaYdZVvt+8NvNxtmj+HWLtZMkhtQbrJQAI%20wMzvcRY5g24CYs/9ySrSJKa65NXzEIR4Wi9pNJ2DsIYb9SbMYAUIovBIHWzvKoBjkEC8nkbX1NOF%20KErpLp2JdFZriAbopOxWoXPtdc8jolkdJlNhtOYmxnBTaK9RNIABfDOikNVVuh+EZJu7Ge2ukZmF%20+m2Gva2H4TG8eV7n1Zep3vI7KRhBdMr/6lkNAtgzCq9Z7AddyB59rdumnpV58ZcHJ8kbi0SA4cYJ%20jGAr/QerZNkocf+JOikIIU4fSP8eyiTfmGkVMIkbH8oESGhQOWfKHWOvo87wAEzApwVAAISAYasH%20TUduASxrKPUF5+TLKociP5sTvgps8n7H4knasPBfRWlbDUFoi4Qje/q027JEL0XvNMpFZEpgO/aw%20HFfj2wmaIBVHIh1AlwJrutggFv3GJ+1RLIXz1mFWC89L80jk47mucqcEMAE0T7xgQb/edwxH4hYF%20BdiwDS925A5MCjrYy3Xo8XVqSUBwHZWT0YwAOsGetKkm/hLkoXoRO5GIMa3N532bkTolSenGgCIT%20jyRxf+QMHuvnlnUJyfrXZzWvaVM2OVawGhqWulVa1rQqx0yW7FD/B0mwKEixrR9DW1p2YQd7hBfR%20rKYJNvd+r4kDNuRKBSFi22mYBmu/Dx7uRhliR3tVyY+5nuEN2jF5ZRxVb7eIwMtKJ3Rc6WHiN+Aq%20Zna4xFJ8dJoa02fIVytvSbh47Da6hmyczUin5E05xkBcVv8JS+Fs1q9Mp6uO5l4Td9skgJaCYtvW%20hgo4DP8ZTgSO1dp5hovVbLoahQOon3bn6AWuHd5yTZOCTq0ZDUoaOQrj2S+3VN7iEHllIpYQCZq4%20oUyhomt8XpLVOJzK6mNYdA6ZlqXLEC1RnkU1beclZbfRESiyObVSULpJlszZTok4RIPjUOv5mo7I%20Ckk3LyZXq7NI/5/+IiuFUHTtoPWNjqtL93nfBNkfjgfntIVnYNVNiQ1tOhsSQ3YyFRo9o7GRxLcp%20AqTd5nPtBfXB+noOlmyzSpVwHHS4yAr1EC6uGnSFvCbgHu3z4mvVHCOQ5m6UPqeWNArbtQ6vOJrP%20Ha1q24gZP0fb/PBEupZgKzsXYht9OS3Tvg+SKjgOugRUnhOSpPS2eYsLH26CkcCXBAe3dhQJ6NOu%2019HWrhwDdHwR/Zu3oiKEZhDaGo+NxB9SLckP9brrilOwNk06odunbxCrYpImgUzK7K/XiNabbPxi%20uQQCyMQx56dCd9yIaOCxQzzARBXAk9cL8oUEmFx+By5q65kAUP+021kKvK50HPEKYPmRPX8hXLEt%20lYTetJsE+EhaZeo7REB7tr8hiDrnOJcOvW86ka6Eb4QPEP+RID0PW4jL+4HGN1LH7Z09uOEVadmF%20JA+aC3vLIXO9oViqeZXoEX0R6r2FBiziplf234qqd6iF7RxefN70S3l2fszMVrxq5g8rP++ci2rF%20sW1oToOJN8abE6HtSwHI2uIG1Cf5OBkYy+XtqZvJJKaX/5kJ0TvXd/2Umkd0gt+b324Y2sATPXvR%20uAhzdecligdFw/gsOyHROG/TBlHaOUO/5t5USkAWgSs8QCSQgCFDhwQGMUgQuLCDQoYKIR68kMBD%20RQwLRYgggED/gYIDHRWUMAGSZEmTJxVAkCDBYAYPDR8mmLhQIUyFCQVW7IDBoMIMCSOuPAixwMeP%20CjgqOEFSZMejKD2GBImAAYeDGRL89Nkhg0+WHDZYLZgAA8+BY0VQtJmV586xLBVCJbnUqckSIUea%20RKCCq0+cWIMmEJhw7coBhxEnPhyAgGLHjyE7lqDAQQMIkDVMOCzhgAMHDCIfjlAAosGdPcti5crw%20p8ELKZ4akDv7KUkEAAaUziqw9EWIBSsWBCywcM/VbhdOHChBAAWSR+lGrStd9nMFJu4qMKBhYoYM%20pImfPciVPEHiBX0vdJnAalDCgktLCOAc5dPoII/WNnkAAIed/8RTOwi+DsD7ACcJflKNJq4w8OCt%20nDxIb7gDastvOv3sos4pDQYi7qrjtBpMNQ9KuyC0wwho7MQVIWPAgQ0KaAA0xQhYwAEJBoBgggIK%20WGBGyEYTqiy/tjKvsIMGYEC22pqSrqPqnMxOuqQMEKC9CGuqybsDFSJRwLJgAgxMhhZ6yb0OLiAA%20Q/xAgrI+kKI7IIWVQPgwogPJ2m0srLQiqDAMPsgqzMHESqgoNp207sk3O0rKAtDYioitMG0qwE/4%20BA0RKxEK6IomQbXsoANFZ7uQNhZW8km9oTo16yXzcEqAxRRZrFWxClQEoAIaJ2BAswEqiOAwJUML%20MoFAxRyuA/8PBkvowIY0qLCj+9ws1TYChArMoWUfhAhB0wRkiaBxBV0VLviYk03KREvCztT6uNup%20w4j8M08oUT3M9qAGdesp3/9Y6iqAaveDyl128bMSueV6YjaoDkQwDSIjyWpNwD+vyrgEDC0k1ePa%20tmvPONWWnZjPjOEiYUVabW0ZV9EqwHExCgbwYFcRKghgsV8VSzVIBhvSqSWdtM1KAiWhWvOjpvQ7%206i4KBGCJQYaNjnAoQdPyl08E8XT2r+JWUtPjku5aE9H8VKIJolfHsurIBz3NMtJLI5qop0Ofyrvg%20qO4riUorY1KoUD/vJJy1hQ4Sq7T2booIgbwQRnRsDBGAoL3/SQfzMiJ/15pV55ZrlWACFQPY9bAe%20KchMRgkqkHWA5hwjgUfGNtAS000vSlbe8CDomN3saovzunU9AkAEBec1bTiednPrtO9Ms1pflsLF%2083ULTqLyJL2lMskABi6wfTVVBT+P7p8+ZcnBslh7kCuBRyDp4JLM1jBRBAS4gDze7CXTfGZL9qyC%20eCtj6QmYh5SyPckhrGn44dBy+lea8TmrNzI7EctAxyIDpOAwCrAAYiQAAQgogAINUMEAJqCBw1Co%20WAVwG/+2kqmaqC0BIkDaAq01F+9FDQNpaY2n3sITi3nnJawJ06UGaLQafgpNAPhIUpJCPxzSZk5X%20Ow6oaFJEPeaNxSwURFxayGXAcBWgOh+hC/cUOBuokSBPy3Oe4ALjEvfkTj046QuetiKdoxCMbNOR%20iwFUEhjDpU89dVv/EWMyWKsANKAjDijAABKQAg4gJgIOQNECeucA1wGpdoTEFwjYRyS1QSB+e0Oj%2070jFnwtgAASrUQ1W+kcxvzirIgIZDvXGUh7xrEQAfOSYouanR49wp0iDmeEBuWXLqw3EPBEjjHDU%201hCchC8AUZxNdax5tgvlrzSA2YkBR7YvJT7MYv0al7P8k4D6La1NjCrjVDj0TAb5RkzLyRdxZqWi%20RK7IAx15JCRVYMEC4OYwCejIJoFEmoEAzYcE2Yq2enjDdcoFlRyxgAAg6Snmbc4nZrrKRikiqdPE%200FMt4QlQNsIUyPnxJMIzieXYI5gkjrNiRcOJTkKJOGnuaYnyIiNK/7S3t8i1iQHn0hIQj8SBOmm0%20JWtRniu3OKa4OKl+dlmpAueJuHLiMab29Nw+wRrWxXTyJlhhD4gExAHCnCWEbkKj5Ko6FQDoL2NT%20s9dOKqI5ZapPK65EWUv25SDBvI4+STmjKVnakfl9ryGNvQr1gAbObmYuOO/biQ/3pRrzgEA+8YMi%20VIjHLsrlL4AzLE6zoImgfDnrZKjBnS3HIp35SYulwOuIlD6ynfAByGQPqwk48ylW4WbwZ+OMlUPi%20SJaEMEA/6yIYwTq2RwGwMW5MJJ+ejtOlIjZPVSbtqGmaGNfE7m0paJNUdYXyEzuiDyYgVZZMt1hO%20UEngp1Js1EmadP9byDmNhFErYkT41NRIcXeZbBGUEO3IlgRjhSlpFOpsqgiTl6wlia8cpIlOhMjh%20bphFESBrOMUVMBA7tHelMhsfbTNX5E7sYZozSLgy5x18CS4s3VqWYHn5TmEG860o+d5KgLIgdBFy%20sspRZogkAErwhPhD1UzswY4Sxb71LWEXuOUVqWdPcXnTT7nM6YtVu8tLHcCtIJmtg1EJyN2Kp57h%20WpjagsthOUdmNEkEi2ruhJqNmuWGifrleLm3xg8NmjxxfGhWFOTdtuQpaDoZTJqqSuX8vgskI1DJ%20EAF7r0Mn0T1ZLstfejgoJNfXj1Rm6VNw26aogYp9DfFLa/L86Yv/CKY7rI0hZAPzptDqGNC3TdtN%20wXu1tBRRmjaxYGQwOGdlUxI8BXnzcpJVVxJpoJRmXhc7Hbw9FX9qecoUFYjR95stYoRcEPJOAkjQ%20HLiO7bBC/fFVzArZvRpnNweErOZ6OB5MQdah8skmwv4dV6OQtt4ecl9qEnKyb0F2RMvEK54RiMqx%205XBD+gPMxQfTVQUjD00r0+eyl13c9wLtIGkxtERvW6pqNYm/VTKqHRFsGvMwtXpC8ZJwbjLN5knE%20iZFrIKP8dmliM/MsAu4WjK9LPbGg6aMMIgt9R+C0qw7VNiRx00WBPNKCd/S/FwMwEvUqFovYCycU%20t29+l7bfOeWZ/8gduJxXBruyz4F82QFY8vjUy0ThyIuVEtCANTtWLdp2j34EEEFv4mYvhWe2Wcva%20t7/sDXnepGvifp7OmaPy7mQmFznGZK1NTrMg5hl8QfJxE10Cfuqq+w0AqlX4N8Ndb7wTWsG8ITLK%204hJFC3GvgcQrm3Y4dCQR4yt9G52kx+kO8iAds6kmu4jWHNpniprYjy5fZrNvP2y3zBwuX+uuycKk%20EbOJd1pQsbQETD6YQhdYmoExiFjYkv5NdSlM3irAZ7Nd+al0hAJF3R1MyiWJ3seKyCQDZKcrfAsn%20RKBOvAYDpkilzA4/Aik8CiJr6k2C4M4wMuzjko/DPKx8xAeabP/Pm66ixP5MfmxrvKLiNiyu9ATo%20mXwjOJqlebxE5tyvQQzieu5reLTJ8hDlYBAgXoxpN/wkQM6iCAnI0/aFYvzKdi4gAKptB2sDyh6M%20fvInffDF6ajHXIbjltLDP66sy2yPzKyOVLJDx3aPfoLvlirGPNyGfDaq4y6IAztwuEaDUgKDLAZF%201I4GSngtSiIQai6HUp4O6Z7OJXyjqQiiiDQFT9CLAwigWkzNe6AiTi7ta9SPwCRFbnJpOeiFps5l%20gEgtjaIjv8rMSbDO+eBO1E4ql5yttzrgAIfiL9Knn3wsAhVFJKqouqpLVEQJ7hAK2eauDjfM7nTD%20i1wPQPDMLEr/jPooTeL44/D2qq6OkO8iiIkQbUCWqPvOA90EgCPQULFS0L7SrKj2hd4UwshErBtJ%20UDxGhnlI7juohwScTOLsi8qCKSoOgLSQp+1iDzkyDVwma2IiayE2RgV9p8f2AwLCh0A+YAPQUfbO%20Ec8aAvmI0QMV6hpdEbAozIYEDyQm7SRQ7C6qJGJuwugaZNy0bAinJiYg7iS3YgAiUS6khOVy6AAg%204H2+ztmuxqycak8YkeSAkTwOsCFGsS5scm84YhJ/bKMgaEuc6heHUCGyZob2xL1gAiVCCyH9KD/W%20TkREBSsGsWhugkU07CLtsJOeBz02BxmbJYRQib+6khL9TMUS/04ZIaSGoqpoQKQntuxDXmkoBKDa%20Bg8kSeUjh8lu9JIhmEU5esIxc0mcmMlhBEt50icdI6CU/m0SoQL/kGKu7pImCkBUImRhIK9/wIIb%203y6zxIQgNmAHfbAKkwYCSICrxicsPS8ojg3Z6BAt92k0QMAqiE09dFK5xA39pA/oyE/VOOoC2+7p%201komPmXCNHFV+mIm7WvdJqck5iREKIzbtKYQgagiqDKtjEs3VuL+tnLdEhIq+k9IREVkrmtPIOi3%20QpEtEmSnao449M8eo2Qk8iagfsikTuokwTNLLNI3xepnyK4fDSJiZCxc4DLlqK4MCc93RmDb0NNf%20ROYauYI0wv8pDNELcT7gG4dqOTnme9RKRLpRVBLRQ8aHIcRIPodkQcaCHgmTBwszac7mCpNs8ZLl%2009IifTQrMq3SRgGzKBBzTfwQUYhnO8Tjnk7Gm1rDNwgizhQ0rHikL2CMS1Xl+fBzuVCsY0JyisAx%20amDCKv5iK1bTcKZH39Zm6NRvgNIEShTSQhETP+akIWDtQHcu8SosvQj0NGHCL4+SMxFLv6wuasqz%20FcOklQxsoQYI4b5u+5yneeLNFkulTOUiKc7vqIANgrSQpj5A7rJUrIwRLCuTPWpnADWLNzTATsWx%20pajKJObnNkQACU2LvShoXv6lC5OrSPdtMGlDBQlvUZ5Ehbb/zlIH7VsyJlw4rqSYBULp6H0SIgI4%204t/Y5Q9N4j72UX/Ep3nMAzKJkCDqxPNkSchIZiwOUjt+MDvuYhyrCkoBkPPi7f+0AktPNZGWzzrj%20QyAsBSYF4gKoLVFCS7yw7Umi5kE+5NMkDzWOZP0qrFC7opMKQiahhGmQ1QxpsiMm0DIBLCgLbqcK%20tABfYojM4iGwVVF+TiQXSDYepTzQg2Kb0yWDzCdASZTwsOAebD0Z5SkqR8ucZX86cTcwRyYOqTf3%20tVaMxd5a8xV98VM+oBm1k2Uf0Cjm6q8aJDgadCrDg0xwSUAABDB9w0ThJP/sC7riZVO0dmvjjZV4%20CvIAciH6/wcEvJC+6APoLu/aUukKu9BDPupfw8wGWUvjtDDTFgIp0KwHuVUfOYTLVqU9zk3E3HA3%20ISPZlrZl7tAqlYenFG7v+tBatLVULgqStCSvGLEnhW8hxIJPuii9lAjPJAA7T9Bq0ayKhsSOuqQ5%20C6JVjogswZNQEoCziqI92a1CFRbI6K9Se/JSTKq6mKcV+ZJhnHTqzI5gTFKm7GmkRvNOJCAsasdy%20HYMAhjFzbSUANoCzymVzYJQEW8Lv4jKxPgsIYbN49OXG8gotkG6eEsx2RnZmq0dWiHX1rCMfjVU7%20GOAD0u83VJXLUitfWKz9ACSC5CUAWtZds7MHbYPg2Gyh6P9ohkDpUrWEtfrncNHDPNRp5ebSj4gH%20Q6DUT6IHPQBjhAcie8V3fJXWfFvo1j5NVZBKT8wkOZvLeo+1JGQDar4l31C36zZN8oRCTYvNaFrl%200CQAErGpZysvulTi8+Tm++qojorGdSEKl+gLxVzWGT8CiT9FdqTyKbGkwCqVd2Xq/QwKbakOMYPW%20Iarrv0DqQYfMLHNYuDpAAwQgGCGJkP/pkKPmREQOzO5pvcSpK2CjnWj1KIJJ9+hnruw2i/JqG/FF%20s8YlYIRIzyIUYvTOIEo0T2c1jU6sqAIkIG3slYKtT+rTRvdnljpLcamQK5H3W6O2+yKYDQFsCVlM%209LjMh7L/0h6V5gGtLvi05W77h64EQl/lLAEcwAIqwJESIwAcgAIowEcGoAC6OZsNOTGCBCfkiYo/%20JWsuAGn0o3HbLY2szyZcIq/IQ8C6A8A4MgNAYDh7UVPcLqX+rTpcaqL01J5ghfjYMN9cY309STjo%20CMHsD0pKcaXuFC+qb9UgrjSHmTx+4mRLNkGwMnAqhj8zeDvTttImsJYlxrperLFUZg5BLn5WSAES%20wwEuYwB0ZQAoIKcpgIMiA33RU6YyLsSeBSKodvoYaGPxY64sS0BOpkE0S25LODADMzzAtCrVbbx8%20dpcp+QDixWEKd5VOyuSomiBoGU/ATM9oIiGcjFZ91neoJuxbwxhA3MJSMsfbYo9qaEKWrVSdThBk%20ZDPlgvAp+7qt23KBMSw0/zCXw15GJmMGMTaJAU4AWP4JdiKDR1ZyzcCEDW+ZYHlv/yIwNngIqgfM%20JYYGwI6pwESkhwGrK1DjAnquCrln19QwCVl3eDdHU7TLiQvpt6m4jCmNHFmZTbCOgryIS4ktUD/F%20TnYjfGAu5+xpbMxYqK7tARBkt1t6JysGJr5K2STAAUJgZhYbMSDAADggvP+JAGhGMWSnADaAAJbs%20PebpXl9pyeBXbxX3voA2Qw4AW5AZCy3ifRnCWr+JaiYGlF5SOiGmlywUjf+oqASH78AP5kAqa/wa%20gsznmfaFKKKQ4gw4e4wHIHEMPu6qlvYMgqoVcVRcKyAOecMxxNVwJpBpG/+L8DZviZodW0UIoAJi%20uqAqBzGCZVh4JjGkRqiPpCyyZlSFwiQZAHsmzqATq3QdjoDySp99AvsMtMJ0F3MkwANkW5lXGL/O%20JgWMzF+chVP2BIjc8pOLT/JALT2vWAr3+y4Mi4ARpf9WkyK5hhZF+m02Mj6zwtHcA6ORNa7kdTpO%20wAT2dKHws1JQu1wo5ceDOpDDSkdWogJUKDcg+3NEYABGgGasmaAe4wnnW1JDKd6acyUgIKhQUP86%2006nROisK4APAY4FXA0azZfZOsx0fQgCg3DDtODYReCXCUgx7wptIg6vEjMJbG18FhB4Bz+ymPZu+%20tRvZbL5lzmGgc3vz2if/AStXCYhCinjMQyvEcZIDwtCYCrUySWZgE3TOPuAAKmABDgBHCqB1JqAB%20stkBRuAwRqAyFKC8HWNLh5mf6UZgXyl09aLc99tNZPVMvxxcGquJ9fANuY1u+4SrqlIgNMIzh5tN%20BG6Lu80tVhsq1ZmZ8MifQ3nyfqqqUs/QCXgEQKO7wEQh2Ci9HCpSBMmjFhjJ2tog9NagW9gpVOI7%20F3jQDYIRcwcDKP1yy3fOPODTJXsAcv1YJLsDVqRpSS5rzomZIiamGoJqt9LV8Vw/8OcCBpwWZ+yV%20FfxfngpleAuSreJ1VLldzv33puPHMAvIfPLKJJJKH89z2Ve1GgIK/aZ+/6+DI/SjvAqmSvzDVyXI%20SLwwJSH6gOIGy6oUjgzKPx98qY2YQzC1FXP7y5UFx3RchxlZoeiWeWptixSe4UW7qnyWJEbAv+yZ%20NeJo533iKsdiIm5eT1JD5ppodGs1nh3+SdIGjmN3dSe1s/cQizLwsUhtmRNoU1eqSgJl+G/tofUq%20POkrbpdHrevYQveItrNTTr4FANvG68itpMrZMc5S9c3ywy7ubTeZgRcqv41/RwHigAIFAgcWVGCA%20gAQJHhp6yJBAQoKIGCRg6CCxQ4IOEDNG3JggA0SOHyV0uBiyZEMJAigoKGFwoEyEM2camFnwIEEG%20CzmUxKiRJEmLEk0mwP+AAWIGEBs9aMxw8mfQjhslREBAU+bNgSZg1sRKsObAEzMRCLhgEsPPlCZH%20mvTQtONIqh04asxYtMPDohLDiq3p9a/gsAY0WOxYdyNEDhgVJ/CZF+qAyZQrUyZAwLLmzZw7e/7c%20OUKBxlUjbmicQS1Uj08lMNhaU+dAsIMBIxTA0KFTiYyLpkw98m5I1B02QA158bjyDhdCgrhAQLbW%20v7Kl40zRfHXJkBmpSkydfHv24UchfwR/cqmEArBjKyDr13rYgwUp8Gxd8bfexEq5TzzemE8ffKQY%20BrulNJVGOA0UWGAy5RRTfDhBsBBy342EUgYeXGQcahNdABpmoI1IYon/nwVQUnND2RXRSUgtlp8E%20EECYlV9fzTYQbO0pgAAAF+jW0EZJFdDWRWr5ZlRHSD0EAlVKIfWRcAsJABuNC9bml473fcRYBkTe%20dSRQ4SHJ33aRUURRBhugFcAID2J5pXwP+mhmi7+1SBdUaonQ4pcc5bnRUNsdIOebcP5VmEdkOnRR%20Q8flFdGIIppIaaUjilbhU6UVlZ9bJXHwGpwClWDCYA7KRAFuQDr1aGpSVhTjcEUVsJwEG0g0XFLf%20XSRBdFhKJxB9gh0AwYAcocRrpxZB6VsGnGKonXYZIZUbSuthpZOcpNZGowG4RUsaixIh21inGonw%20XZTpevcYch0MG2G8/7Btm6VMCFBoElHk6QaRCKo1VtQHIQZgacEGWyYaCRF1Z6d3K7oqgQZWcnUq%20fHKCFaxCufEbZUSIQdRcWyCJ0AGfFnGJkW/CnSQClTZ2FW+OosZkAU98nvSQgdul9yhKLPb3lKYi%20e9eRBAHsaCiNFstsI05ngSR0VG3pJVJJeSVF7XaM4anYXSRlVaihfp1qk2EOqxQknxjcTJFFkmZ2%20cNyWiobRi7x+lBTAIEG0GwMWXFkCfLWBRVtN3lbo5HkHVujzuK4i2LVv5wUY0gUA0DbqoYbSaxME%20Pvm3a3cV0drurmAu565veT+ebwHdaj64TDUP+F13rG6YgFOb7p51Xf+2fl7uSBShRF2cM0c4AoVB%20f8dR7SPHmtpzoAUAt9zWk0jArVFC1HbUStYOQeFiYRsvzFfGRyfPQQkK4Fx2euwqrGzZFWtaFQnw%209/jTCWu+TGQfwAAOmORcw6tIUDzgL41AhmcgqZBFosKRDXAABEkxk9HcVLx4WYlsOOrRBZrnGJyd%20hy1tC5OzJuJAgOkFLxU8TAIIFTOkKaB/EkKUYU7mvlf1zCjpIUGIqne9IHamAKPxCYA8BBWhqUsE%20oeKRvbj1nkNZ4FuSawxxkBOSxSUggSM8od44hSQRhKBw4nMPg8RGI2IlSThr+42iyNOR0aSmO0/J%20jxGDtjz22EZsx2v/T6qMcjeSnFBfdhHJXYS3EOHMBXfNCloCAFMqsRQkMHI6yL0eiBfSfdFjGcoI%20iD5DAIIJcZSbwdR2EIMmksFqWUWZ0fmalsGCiK9HKWwj0H4iPJHk51yxEhQHDGgmjLjMiZuDHaJ4%200r5VOgZPMRIOCaSEwtR4rDjmSQr3jIaVMhrOUDKUpABE4CSpHQVJR0FhnfhyEqHAb30kbJqwZshB%20Q9EQIWazUyJbyDXmfUQEAgMlEEkJ0AAQ6W4PnOMIx7WyCzQRin7R5ja9ZaxGGumEVXOkRrBmlHH5%20RG+aclZFJGI5h8Krhu9UQPIk4gHJZTRQqkuM3qRFzjrqCy/rqdKb/zgHy6RxEzcZegpUmAKVR/Em%20TcTxCHgkwja7uUpBMdPJqSb2Ev8ZJAXaMRl5TLJRWaEwPyOiHkC/OpkIaO9M3SuQBL4XEYlFNUJh%20IybYcOIjECBJSWqxIj6JosiTLGtIIuPhdgbQEp2y1ZhONIDNusfCRclFgR3b6MfsicsEDKBNtSEL%20sGKGqLMMVVFBFRJeTumYdF3Ia3SBXwHghMGcwnMwB9BAyGClnIgQqWEt0ktF3gbWr9ItWm07j8qQ%20dAENpPayL4lkW1GFm+U1sLfNUg5SzBO6hZUEKRzhQIckIAIABEuSIy1pewxAIecyjJzknS4YO1bU%20BKioKnoUrFhw6v8/455xBLjJCGpw1RqtFnQq+SHo3nSHuJ4OZLgD/tVY3CuQheRnb40hGa5s1xBe%20/TC3ADXlGyOTNQxjxJU1mWcU3esV+hDgAsKryHH89dhXRZhFOAPQSk9WF7VIdpgUM6OHX2kQ155m%20JA9xTJfs+aLHfNFFfaVumH6CTcxq8MBrlYngbHIWQQppjsI7IHnr2qkWVXBJOXyIRg7QTePheEGJ%20WlEFg8IW83QRtxQepWjaWF2iHgVK0kKha9qTufNZp4wwOdxJjLjcoKyHLxTRzUUHucXzQO+EJIPO%20JD/8FwcdJMxq9CJEMlzOs5oLvXUmZ78mV7v2jpmhDdUKbkoDQmT/JefMzButrDoqVzge9JEzwWBJ%20bcJdWIZXMZ7KTmLSouCiSA+UomxzEFFk3wJxOdFZNehCOFydwdxYkgA4qz0/Rq18BYpdVcMwdVHm%20JY2EjCX5u5JNcy1Yw5rszP3SKwYo6J3V4c1uYFSmebx2QZn0D2NihpO3BpDDNM16WZriD7NgVUdU%20kumR8tmRfOQE3g9W2WGYPt1GPumZSRn7egIFIdtUpqc5XjRlCx2pXwR37oNMEZNXlabqQpIa4xym%20p76RuX4XhmbLHfemkeTjg/CluDIBp44lgxJjDXnO7aW3pk58MrrRGC+s0HelIGRenZXCqW8TEjmP%20Gmfd9MXN9/bc/0YPn6p4J0fCaD0uA13958YPZsqhyPvBSKnga2X0TuKO+okedJ9R8mkReKM3wj/B%20wNYWDiYHu2wreY+0421yn+NExFHWIo840yJOks1xlbs8kmoWEoAygmXae8+RAAS4swdCTkUuTc/k%20eQwcLHsqyCer0WCcDsvtls3aFgXTz/rEGwyw+e1yE40Rk7OyuqinThlg4k3K/vTBmlqfzfJ03szq%20n9XQ6sFWPGqzREAAkZqx30w7QAqWtcXcQFM5SFWMQzwEzWZRV5d3EXXTBCcs+WxLlqcvDdYs1EsV%201G1mUmK6chS6lBROUUfjl0ZMoznmh1COo0VK8VJ3IQEDQ3zWI/tWzVIA/iJaCPIo6RQxOnFuq+VO%20vwIAIqAwkZEg7oM1sHcUIHAuUQFd2xNCM+YS0md7qjUYhoUWaHIhpRNCLndQh9Q12DZ4zhIBbhJt%200Wc+B/Fk3sIYuvIiF2VeO8NM9QMeR8ZGjqIgOxJPYrEVsAEzOaEBA7Aie8M1UnIsLYJxnaFxGWgw%20AuVA/sU89aM7zlJyghGGNjIvtzEAJURnBSc6FYc1BLSCnZJlreZoPKhkr9M0JXB+u+FfvkMRK/Md%20Eyhoc0aIvrUwERBmPudkN1ITf4QRtMIUCfczqAFbapGHrIguW1R5iNYXSnaCZ+Qep2IA50dog6Qy%20yIcgRv/RdnIYNxtYPy10VyTBatAWITTUgBnEIynoQoQ2XuqyRSuUOIV0iZE1aAlAAjRWLx3Wh3Hi%20WmmnV2uhJMEBFxnlekRxfdambRxRACQQejiSFeLzhGNGPt5CYhuBYu9DXtAEMNeEZt6YaCFzhTAk%20itryK+VYXoLCfUAoWRP2VQLgAA5whpWhUBfJAJTBABz5GZiiXNMykqfkfHxoi/GlZH8EcnklJGWS%20LmAiOrsTVGhWF42mXVjiFZImVZjVWthFdFpjHHaoIaxCk0HpYiREAiRgfxnkdMd1AAKgMOr0J8pk%20F8/CEQ1hRY2kHTGmbUbkAaQ2fksWH7zIXKdITs1hh8P/N0oMsADUswAAUBkK4AARIABvOQAQ0AB2%20iZehMVse8UvTeID4plcSwAKPZouTNhMcFCw+YkDQAlpnhWaNdI1ycYQNZGJuFFhk94gmB3kn0x2I%20oVf9ITKaIj83wy6gORfh8QFLaCVNmHsxIRv8OBTAEWjShEoH+BsKx3zmtFLblY/k11aGFY9152Vf%20d4yI8YacEYdClCqTAQAVUBkTADcQQAEDQJ2TAQEW4BlEtBALgS7fKZ7BthDOIhLPESrb9XzzQRgS%20sl0CsZ638QGHUZ6rMZ7l+Z0CJJ4eZZ8Y4VH5Yp7j2QEDQAAuoZ6D9Z40YQDwuT/Px4vfaZ9nJaGJ%20JKAB/+osH1Sh4pkyROEsEsCU5FNY7cl4MsOgDNqeBzACyDQ194mf+TKh97mhLCqjC/FBWVECJnoA%20pDIqpYKjJ0oT8Pmg98kdHTqjCyEpxSZEElABcBMA0jkZGOAAGwCd11kBE1mgm5EARAQAAhUAEdCl%20XxoAXOqlogGmXSoaBQABMqECCrCma5qmbAqnbRqncyqna6oA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height="240" width="438" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 11.&nbsp; </span><span class="textfig">Valores promedio de TDS en los bioles obtenidos a partir de efluentes de biodigestores, región del Sumapaz.</span></div>
        <p>De acuerdo a la <span class="tooltip"><a href="#f31">Figura 11</a></span>,
          se puede deducir que la TDS promedio de los bioles provenientes de 
          Saucita (1.00%) exhibió el mayor valor, seguido por Mirador (0.75%), 
          Santa Bárbara (0.65%) y Meseta (0.64%) con TDS más bajo, por lo tanto, 
          los bioles de saucita presentaron salinidad alta, lo cual puede ser 
          limitante para cultivos tolerantes, mientras que bioles de Santa Bárbara
          y Meseta poseen salinidad media que los hace limitantes para cultivos 
          moderadamente tolerantes (<span class="tooltip"><a href="#f33">Figura 13</a></span>)</p>
      </article>
      <article class="section"><a id="id0x25ec680"><!-- named anchor --></a>
        <h4>Concentración de gas metano en el biogás producido en los biodigestores evaluados</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En la <span class="tooltip"><a href="#f32">Figura 12</a></span>,
          se muestran gráficas comparativas del comportamiento cinético del gas 
          metano en los biodigestores ubicados en las fincas La Saucita y El 
          Mirador.</p>
        <div id="f32" class="fig">
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yL9l/wBcl757U3xN/wAilq+f+fGb/wBFmnaB/wAi/Zf9cV/lQBo1%20zXxD0e+1/wCHus6ZpT7Lu5tmSL3PpXS1y/xI12+8NfDvWNW0sKbq1ty6FhnafWgDxG71i4vvhpB4%20ET4aaml/EoihkaBvLjmzzIG29cc5r3rwXpt5pHgrSdP1SRpby3tUjmZ23EsFAPNfPd1Y+LYLi4iv%20viG0O/SRqkD8YlBYhkBx97ANe9/Du6S9+Hmi3Mb3EgltI2L3P32JUcmgDpaKKKACiiigAooooAKK%20KKAMvRyftOpDb8v2tuffArUrL0cAXGpEHrdtkZ9hWpQAUUUUAFFFFABRRRQAUUVHcSCG2lkY4CIS%20T+FAHmFsf7Z+NzyEny7JWUjb0Izim/DsfaPiLr938332Tn/eo+HI+06j4h1liSDuMbH8cmpfg8rT%203GvXb5Je6wp9ua1x38aEOyOjLrrCV6ne35nqFFFFZHOFIwyhGM5HQ0tFAHzRqERh8RX0Eiqv+kMW%20jB6cmq1xIY7WVRIyI6/MpPDH0PvXc3WiWl/8XdQ0m9BVbiLKMn8LEAg1g+LfCt34bvLe3vJVlW4I%20Ksg4yTg5z7V0UsRFYGdNvVX/ABZ31sO6ma0avRqL+5f8A9k8CW723grTklXaxiDYznrzXQ1S0aMQ%206HYxqchLdBn1+UVdrmirJI5KsuapKXmFFFFMzPKfiMnk/ETQbkjqyLnOMYbua9VByoPqO1eYfGFT%20FcaFdIQNtzhsde2K9JsnMmn27nq0Sk/lWMPjkj0cT72Goy9V+J5fbD7X8epsA4twcsOOdv616vXl%20HgRhf/FfXrkfwDgdQOcV6vRR2b8wzDScY9or8gooorY84KKKKACiiigAooooAgv13adcr1zEw/Q1%205v8AByQodbtv4Y7gEA8Y69q9NkXfE6/3lIryz4XssPjLxDbryPPP4YJrGfxxZ6OH1w1aPo/xPVa8%20o0QG9+Ol9JyVgWRc4x/+uvVZGCxsx4ABJryv4ap9t8e+Ib8fMqylVbPGCTRU1lFBg/dpVpf3bfez%201aiiitjzgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo%20oAKKKKACiiigAqG7s7e/tXt7uJZYnGGVhkGpqKNg3I7e3itLdILeNY4oxhVUYAFSUUUAFcDqPwY8%20IanqFzez29yk1zJ5kvlT7QzeuMV31FAHHSfC3wxN4Zh0Oa1kktoJTNDI75ljYnJ2vjI6U7Qvhf4X%208O6nDqOl2RjvYgR9oLZd8/3j3rr6KAKeq6TY63psthqtrHdWsww8Uqhga5DTfg54O0zUYbyOwedo%20G3Rx3Em9EPYhSO3au7ooA5XxN8N/Dviu/S91S2dblU8sywPsZ0/use4qOx+F/hLTtL1DTrXSoktN%20RjVLiHA2ttBAb/e5PNddRQByWifDLwx4evba802xKXNtny5mbLAemfSm6/8AC7wr4k1g6lqen5uH%20AE3lnaJwOzj+KuvooAyIvC2kQataajBaJHcWVubWAoMCOM4yoHpwKyk+GfhdI9ViGngwas4e5hJy%20hYHIYDscgGusooA4Sy+DXg6xmjnSxkkuIZVlinlk3PGw9Djiu6UbVAHYYpaKACubT/kpn/cMft/0%200jrpK5tP+Smf9wx//RkdAHSUUUUAZnib/kU9X/68Zv8A0WadoH/Iv2X/AFyX+VN8Tf8AIp6v/wBe%20M3/os07QP+Rfsv8Arkvf2oA0a5z4gamdH+H+s34tre7MNszeRckCOT2bPaujrzD4yfEO08I6JNYa%20joM+ppeQHYWjzATxw7dqAOT0u7+E/ir4f6DD4hurGCSxTcIVbYYzuJKc849q9u0d7CTRbQ6OYzYe%20Uot/K+7sxxj8K+bH8YfDaXQzPZfDi7l1Fo/kiNrmIsePven4V9B+CGeTwPpDy6emms9rGxtE6RZU%20fLQBu0UUUAFFFBOBk8CgAorF0Lxbo3iW71G20e7W4k02XyrkD+Buf8DWCfjD4LXxCdIfVkWUS+T5%20zACHf/d3569qAO4oo69KKAMvRwv2rUiPvfa2BP4CtSsvR8/adS4AX7W3PQk4FQa94t0nw1JCmrTm%20IzAlMDOcUm0ldlwhKcuWKuzborjh8U/C5xi7fnp8nX9a19B8WaR4laZdJufNaHG9SMEZpKcW7Jmk%208NWguaUWl6G1RRRVGAUUUUAFYnjC+OneEtQuFOGWIgc468Vt1wXxcuxD4TS373EwQVtQjz1Yx8zK%20rLlptlPwLajT/hZqF2cK80cz7h1I28VJ8GYyfC9xcMm0zTE5x161b1SMaN8H/LjGCtqqtgZ5I5NT%20fCiDyfAFowJIkZm5P+0axxEufEt+p6OHj7PLn5tflc7Siiig4wooooA8q8R4sPjZpVw2MXG0Zxk8%20DFV/jAH1DXtK06Mbm2lwq9STkVY+KqG28T6FfBtu18ZHHfpmk1//AImPxq0uEEhIIQCMdSMmuN6N%20rzR9DS1VOr2hL8De+Gevvf6TLpd6VW709vLKd9o4H1xiu4rynxRBN4L+INv4gtQTZXZxMiDAX+9n%20612XhnxtpviaSWO3JhmRsLFLwzDHXFezXot/vaa91/gfKUalv3cnqjpKKKK4jqPOPjPGP+Ecs52G%20RDPn6ZxXbaPNv8M2Uv8A06oeuP4RXMfFyDzfAdwwXdsdT0z3q3ol9/xa6K5Gf3dnjg56DFYLSo/Q%209OSc8HT8pNffY5n4R5uNY1y8KgbpSueuefWvU683+DMI/sG9uAQRJct/nHavSKdH4EZ5i74mS7af%20gFFFFbHAFFFFABRRRQAUUUUAFeUeCf3Hxe1yE/xl2A/GvV68o0wm0+O15DwBJFuzjBOaxqbxfmej%20g7unViv5T0+/lEOm3EjHAWJj+leb/BuNpYtVvZRkyzDa3X14zXb+Lbk2nhLUZh1WE/rx/Wua+Dtv%205XgjzCQfMnfp0olrUQUvdwVR92l+p31FFFbHnBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU%20UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcV4ul8crq8aeFltxZ7RlpFBJPfPHFTKXKrmtK%20n7WXLdL1O1rlL34leGdPvp7S6vXWaBykgWJmAI9wK5gT/FYKDttDgZP7sc89Olebar9p/tq7/tMK%20l40x88IuFD55+lc9Ss1sj1sLlsKkmqkk/wDCz3Gy+JHhrUNQhsrW9d5522ovlMMn8q6qvmbRxeLr%20ln/Y6q18Jf3GRkFq9H874r85+xk5OD5Y/wAKdOs2tUGKy2EJJU5per/4B6lXl9v8RfGWsX19/wAI%2034KF9ZWk5g85r+KMswAPRj71t+EZvHD6ky+KY7f7JsJDIoU7u3avNPC/ho6xeeIrhPG9zog/tRg9%20tCQADtHONwxW8Zc2p5NWn7KXLdP01PQbjxx4j0bwhf6z4n8NjTpLd1WG3W6SXzM5ycqa7izuRc6d%20BdMNgliWQg9sjNeTeLtM/sf4RapA2vy683nIxmlOTHycDqa9LtT/AMUfCf8ApwXpz/yzqjIsprOm%20STxQJqNo0swzHGJ1LOPYZ5p9tqVjeTSw2d7b3EsJxIkUqsyH0IB4r5utfCumRfAuy8Qo9wmqtqEI%20S8EreZErSqGVeflBBPSu2ttDsPDHxv8ADa6IjW66lpcsl3iUkXDBkwx9TyfzoA9Mt9Wujrd9BfQQ%20W1jbgeVcG5Qlz7rnK/jVxdY0x7aW4TUbRoITiWUTqVQ+hOcD8a8K8dDzL/xzF58sSNNaAlHIK5mj%20Bx6DFb3jbTPCvhPw7pOiw6JJeyalMHitVumijncYyZGH3hz3HNAHq9jq+m6nu/s3ULW82/e+zzLJ%20j64NZXinxfZeHtG1C5ilt7q8s4TKbJZ1EhwPTOa8Y8NRPo/xuW00yDTdMDaXI32LS7syqr4JAk4H%20zVRbSvC1z8FNQ1/Vb5j4lk3G7maciZZ/+eRGcge3vQB9BWeu2reHLLVtSnhsYrmCOUmeQIqllBxk%20n3q7Df2lxaC6t7qGW3PSZJAyH8RxXi09npWu+O/D+meNJyulLoEUllayylYZpNseSR0YjJHNQQJZ%20aXqfjvSPCl4ZNBg0kSmNZCyW9ySQyp6cAHAoBHtttqdheTPDaXtvPLH99IpVZl+oB4q1XCfCvwno%20+i+DtK1LT4c3l7YwvcXDMWaRigJyT713dABXNrn/AIWZ7f2Y/f8A6aR10lc2v/JTf+4Y/b/ppHQB%200lFFFAGZ4m/5FLV8/wDPjN/6LNO0D/kX7L/riv8AKm+Jv+RT1f8A68Zv/QDTtA/5F+y/65L2x2oA%200a5n4i6hJpHw91jUbazhu57a2Z44po96sfpXTVieMdPg1TwfqVneag+mwSwMHu0faYh65oA8i0Pw%20J8TNS0Oxv4/iJb2/mxbljS3QrGD/AAg7e1e0aDaXthoNpbape/b7uKILLc4A8xscnAr5j02w8IjT%20rxNO+IfiO20/TQu50idYsM+0FecY3GvpbwvaJY+F9PghvpNQjWBdt1IctKMcMT70Aa1FFFABXlvx%20T8e2+maxaeFJ5riwgvEEt5qEcDv5UWfurtB5OMH2NepU14o5CC6KxHTIzQB88eA9d0KGy+IGm+FJ%20JEZ7d57MeU6l1RWyxJHB5HWupOk6Qf2aAslvCsQtN+8gZD+bnO713V3Ph/wPY6FqWuXSsJ11iQPJ%20G68KOfl+nNcsPgpbCaOxPiDUm8NxzeaNHaUmM87tpOfu7ucYoA7XwZNPceCNHmvCzTvZxmQt1J29%2060by7mtivk2ctwD1KEDb+dWIokghWKFAiINqqowAKdQBj+H5HmOoySRGEm8b5G6jgV5x8aMDVtKO%20FJ8t+o6cjmvTNHOZ9Swc4u2HXOOBXH/E/wAL3+tvbX1mUENlE7Sb3x6Hp+FZVk3B2PQy6cYYmLk7%20LX8jxxok+4mDu+YECvS/gsMahrBCDGIzkdutedJDM6xShQsckvlK54Ut9a9j+G/hDUfDU9/PfvCy%203SpsMbbs4zzn8a46Kbmme/mVSEcNKDer/wA0d7RRRXonyAUUUUAFeRfGG+3avY2ikfuozL9GzgV6%207XhPjqQ6t4s1WRMNHaQjJPIHIroorScuyYlZ1acH1kvzMO78SeINR042l/qc09sw2mIgAY/KtTwd%204j1q38QaRpkV/MLHzwpgAUArzkdK5hXBX5pOD3B+6a1PC0oPjTSEJDs1yoGPmzXhxlLmWp91VpU/%20ZSjyrZ9PI+kaKB0FFeofDBRRRQB5t8ZbcHRLG64BS5VMkdM5P9KyPCNx/bXxbbUc5KwEsB0BIIrq%20fiosVx4JnIljLQuJMbhnjP8AjXJfB0RLquo3ckiRoIlUF+M8+tcc/wCMkfQUH/wnyl1V199g+J8+%20tvq4i1GNY9NH+pKA4PuT61x1m93HqcT6ezLd7h5e3qfavonUNPsta057W8jWeCQfXB9QfWvLNc+H%20994WsF1fSrpru4tpfMYbcYXPp+lfS4bFQ5PZtWZ8XXw81Nz6Hpnh+TU5NGhOtxql3j5gn+etadYf%20hPxLb+J9Fju4SBKAFmTurd+PStyvJqJqbTVj0oNOKadzlviRD5/gLUExu+UHH0Nc3o96U+BUsm75%20hBInPbmu38Uxed4W1FP+mDkc+gzXk2n3pX4FXS7trmcxnnHUn8646mk7+R7WEj7Sgo9po7f4S2/k%20eB4n2hfOkL8d67iub+Htv9m8BaWh6+VkkjBPJrpK2pq0EcGLlzYib82FFFFWcwUUUUAFFFFABRRR%20QAV5RqP+j/Hq0baMyxqOPoOa9XrynxgxtvjDok+7Cu6KT1PbpWNbZPzPRy/45rvFnU/E+5+zfD/U%20T0LqFH5in/De3Fv4EsABjeu/n3rH+MdwI/CMER/5bzhPpx6d66zwtCLfwppsYGNtsmeMdqFrVfoE%20vdwMV3k/wRrUUUVsecFFFFABRRRQAUUUUAFFFFABRRSMwVSzEAAZJPagBaK868SfFCPTtajttLjW%204t4HzdS54I9Frt9H1my1zT0vNPlEkbDkd1PoR2radCpCKlJaMzjVhOTinsXqKKKxNAooooAKKKKA%20CiiigAooooAKKKKACiiigAooooAKKKKACsWfwd4fubqa4n0uF5p23SOc5Y+vWtqik0nuXGcofC7G%20La+D9AsryO6tdLhinibcjrnKn161tUUUJJbBKcpu8ncK429+EngXUb6a8vPD0ElxM2+R/NkXc3qQ%20GxXZUUyDmdO+HXhPSdKudNsNGiis7pg00O92DkdOpPrXRLbxLai3VAIQnlhO23GMflUlFAGR/wAI%20rof9hpo/9nQ/2fG6utvztDA5B6+tTy6Dpc2r2uqS2cbXtnEYbeY5zGhxkD8hWhRQBkXPhXQ7yS6e%20506GRrwq1wWz+8KkFc89iAafrnhrR/Eumiw1ywju7YEEI+Rgj0IIIrUooA5zSPh/4W0G4gn0nRoL%20aa3z5ciliy59yTnr3plz8OfCV5q0+pXOh20l3cDEshLfP9RnH6V01FAGJrPg7w/4h0uHTtZ0uG6t%20YABEjEjYAMAAgg/rTtP8I6DpehyaPp+mQwWEoIkhXOHB9STk/nWzRQBDZ2kFhZQ2lnEsVvAgjjjX%20oqgYAqaiigArm0/5Kb/3DH5/7aR10lc2n/JTOvH9mPxn/ppHQB0lFFFAGZ4m/wCRT1f/AK8Zv/RZ%20p2gf8i/Zf9cl/lTfE3/Ipavn/nxm/wDRZp2gf8i/Zf8AXFe/tQBo1heNfDzeKvBep6Ikxge8gMay%20D+E1u1zPxGuNUtfh1rc2g7/7QS1YwmMZYH296APEV0P4nvPcaL/wiWnRwXFiumHUPlEIQOW83Hdu%20cdK998J6I3hvwjpmjvMZ3srZIWkJ+8QME14BqHi3whJ8F7PS7PxNfjXrXE0Kjd5zXGfusMdK958F%20XGpXfgfSJ9dVl1CS0jafceSxUZJoA3aKKKACiiigAooooAKKKKAMvRypuNTx1+1tn8hWJ8TtVbTP%20A935LKJbj9yAeuD1xW3oxzPqWB0vG7Y7CvPvizMdT1zRtCtzukkk3Oo6g5GKyqu0GduBp8+Iinst%20fuKd/wCGnX4IWkyhftEBF03GCTnFegeBtVGseDbC4AAZYxG4B/iUYNaFxpsU3h19PdNyGDZt/D/G%20uB+EF49qdU0K5dg9rMSiMfc5wKhR5Jr0Omc3icPN9Yyv8men0UUV0HkhRRRQAyeUQ28krcBFLGvM%20PhpCuqa9rupXMayRM5jw65HXPIrtvGOoppvhW+laZYnaFlTd3OPSuP8ABE39gfC291aYY8wNLk9+%201dcPcw85PrZGDTqYiEEZej2Vp4k+Lt2Y7aM6bYgrsCAKSM4PHvXqUei6ZDMksVjbpIh3KyxgEGuH%20+DumyR6HdarcjE17KeQfvKOh/WvRq82lFct31PZx9Rqt7OL0irf5hRRRW55oUUUUAfN3il3bxbqS%20NcykeccozkqB9OlZTbo4jiVkDDO1HK/yrovEejao/izUmj026ePzcq6xMQwPvisuTQ9X8tgNLu+n%20QQNz+leVJO7Pu6U4ezjqtke4fDmQyeBrFmcucHkknv710zoskbI4yrDBB7iuc+H8M0HguyS4ieGT%20BJR1wRz6V0telT+FHxmJs68/Vnkt/bXHw38ax39mm/Sr5grrk4XJ5/LNeh6N4n0vX5Jk025WVosZ%20Hr9K4H4peIL4yf2P9iMVpuVmuGGQ/pg9q8/sLy40m+hu9NcwzRkkHPLc9D7V7awzxFJTl8X9bnie%203VGo4rY+i9Uj83SLtP70Lj/x018/fa1j+H17pob5jqK5z1x82a9t8N6vd6/4c+031g9o7qQFY58w%20Y+8PQGvArpG/tu5sVHyPfHKEY53H8q+exUXCVmfYZO1UjL1T+4+ifDsH2bw5Yw9NsIFaVRWqCKzh%20QdFQD9KlroWiPEm+aTYUUUUyQooooAKKKKACiiigAryv4nj7P408P3R+UCT7x9QRXqleXfGICOfR%20bliQI5TjHY5HNY1vgPQy3/eUu9/yE+Llw0y6JZjkSTK5z054r0uyg+zWMMHA8tAvHTgV5Z49P2/x%2014as0Y5EauSPrmvWqKes5MeK93D0o+r/ABCiiitjzgooooAKKKKACiiigAooooAKw/F2kX2s6DLa%206beNaykH7v8Ay0H93PatyiqjJxkpIUkpKzPmi7sZ9MuXtbyF4ZkOGiPJz2Nei/DXwzqsFwNUkuHt%20bFxxbY/1n19KieFPFnxgdSiyWlko3gcbsYBz6816sqqiBUAVQMADtXq4rEy5FC2rWp52HoLncr6J%20i0UUV5B6QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU%20UAFFFFABRRRQAUUUUAFFFFABXNr/AMlM/wC4Y/8A6MjrpK5tP+SmdP8AmGPzj/ppHQB0lFFFAGZ4%20m/5FPV8f8+M3/oBp2gf8i/Zf9cV7e1N8Tf8AIpav/wBeM3/os07w/wD8i/Zf9cV/lQBo1h+M/ES+%20E/B2pa29ubgWcJk8ofxexrcrD8aaTea54M1PTNNuIra6uYGjjllGVUnuaAPFrDTviNqSxa5YeC/D%20EUlwPOikeFA656Z+TrXuugnUzoNmdeWJdRMS/aBD90PjnFeAaX/wm2nzxeHLD4raCbi3/dJCysTn%20rjdtwa9+0CDUbbQbOLW7mO6v0iUTzRDCu2OSKANGiiigAooooAKKKKACiiigDM0g/v8AUjnj7W3f%202Feb6c3/AAk3xumucnybAfIeoynFd2t0thp2u3TybfLmkIYkcfKMfrXm3gTXbTQNI1XX9QPm3VzM%20fJjH3pOTms3F1KkYRPQw0lRw9Ws+1vvPaa8mcHwz8bg2MRakc59Wc9qxLTx/rNp4im1aWQSxSECS%202/hC+g961PiNfWWs6XpXibSX3/Z5B5uD8yZxgEfnXRjMLUoxU2YZViYVqrpfzJr/ACPYKKp6ReR6%20ho9rdRHcskSnP4VcrM52mnZhWX4h8QWfhzSnvb5wAOETPLn0FalU9UsLPUtPlg1KJZICpLbv4feq%20jy8y5tiJXt7u54L4m8R3/im8ee8c28SHEUA5Cj3q7qPir7d4Ds/DtvbyR3CyhJCvKspz/jVA6TJq%20HiOax0FJLqETbI5SM8Z4JPpWpovhuOT4oW+lK3nxWA8y4cdGP/1icV6OZSpxw6px3exOSwnLFOtL%20aKbf6fiew+G9NGkeHbKy2gNFEA2BjJxzWnRRXlrRWNpScpOT6hRRRTJCiiigAooooAKKKKAM7W9D%20stf057PUI96NyCOqn1Fed2nwlnb7et7dBQDi1Kc7h2J9K9VoreniKlNWizGdGFR3kjzLwj4su9A1%20I+GvFrbJI+IJz90Dtk+nvXCXEcD/ABNKPKqW8l9u8zOVwSec1ufF9o5vFluqjLJAA3bHJrhmj2jD%20cYHua8/F11VqfDY+rynBexo83NfmX3H05ZXtreRn7HcRzhPlJRs4qzXlvwYAWHUwoOPMGcknHA4r%201KtoS5o3PDxVFUKzpp3sFFFFWcwUUUUAFFFFABRRRQAV5v8AGeNR4atZyuTHcL37V6RXC/F2ES+C%20ixBJWdCCO3Ws6vwM7MC7YmHqcwJW1X4t6OpwTDbLnHQfLnkV7DXiXwyY6p48N2wOYrfv6d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height="468" width="834" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 12.&nbsp; </span><span class="textfig">Valores de concentración de gas metano evaluados en los biodigestores de La Saucita y El Mirador.</span></div>
        <p>La <span class="tooltip"><a href="#f32">Figura 12</a></span>,
          muestra que a pesar de que el gas metano en la Saucita se comportó de 
          forma sostenida con tendencia polinómica, marcando valor máximo de 64,6 a
          los 30 s y un valor límite de 35,3 en dos min, la finca El Mirador, 
          presentó mayores concentraciones de gas metano en rango de 80,7 hasta 
          95,7, con descensos marcados en forma ondulatoria hasta valores mínimos 
          con rango desde 19,5 hasta 33,8.</p>
        <div id="f33" class="fig">
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UUAZXiXVU0bw7eXrnBjjO3A6muf+F+kmy8MfbplxPfSGZsnOAaz/ibcvqV5pfhy1yz3MweUL1Ci%20u/tLdLSzit4hhI1Ciup/u6CXWX5I5179ZvsTVwXxXtW/sG21GIHzLO4V8gdBnBrvayPFOnrqfhm+%20tXGd0RI+o5FZ0J8lWMi60eam0W9KvEvtLtrhCMSRK2Ac9RVyuN+F9/8Aa/BsMMjZmtWMT+2K7Kpq%20w5JuPYqnLmgpBRRRWZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF%20ABUdwjyW8iRPsdlIVvQ1JRQB52fh94haQsfFlwu5y2Ap4/WqGr/DvxB/ZchGvTX/AJa5+zuSA+Px%20r1OiupYuqnfT7kc7w8Gv+CeN+FPAniC6tHuo76bRlc7fK5ySOpxxW+fh74g+Yr4ruST6g4/LNei9%20OlFVPGVZSvp9yFHDQSsZfh7TLrSNHjtL6+e+mTrM/UivLvFl94dbxberrM2p+E9SUYivrWVkS7GO%20pxjcR0r2Wq13p1nfBfttrDPt6eZGGx+dckm5O7OhJJWR4Zc3MmseA7S88UQtqlnYaui22oywYaeH%20cvzkc9ee9cz421XStTs9YlsNPt9PnicfZsxCS5kUdCvQoMdCK+nGtLZ7b7O1vEYe0ZQbR+FRHSdO%20Mvmmxti+3buMS5x6dKQzHy8vw3JG5nbTz97kn5K8LhPhj/hBYTF4n1ifVUQMmmmZmR5QOI/LzjBP%20FfSojRY/LCgJjG3HGKpx6JpcUwmj061WQdGEK5H6UAeIeNNVtbjVVtdZ0m1tbhdNXE93EHbO0cRx%20kdfcGo/hrpVvrt94eTW7eS6+zWTMguF43bTjg/y7V7zPp9ndTJLc2sMskf3WeMEr+dOjtLeJg0UE%20aMOhVQMUAfN6J4f/ALC1K2W0uB4qk1NxZMiESKwc7SvcLit34h6jYt4iurPWNNtY7qPTx/pl3GJD%20I2Okanqc+hr3H+z7P7Qs4tIPNXOJPLG4Z96S406yu5llurSGaRPutJGGI/OgDwz4daRba3qnhxNc%20tZLoW9nI6JcDIjYBccHofQVzPjPU7DUIdVaDTYNN1GK6VYl8oSXT4YDOeCox3r6djtoITmKGND6q%20oFRNpdg1w07WVu0zdXMQJP40AQ6C5k8P2LsWYtApJY5J471oUgAVQFAAHQDtS0AYPhbhtZwMD+0n%20wMf9M463qwPCoAbWdvT+0nx/37jrfoAKwfCp+XVR3/tK4/8ARhrerA8Kj5dVOP8AmJXHf/poaAN+%20iignHXigD5l1rwPF5+q6xrPh+51u9t9RZLhYXyZInLFWHB5AwK9u+GVpeWPw70q31CzWylSLiBV2%20lBk4BHrXmum23xL0LVNdm8MnSbywurxpd81yWMeCeOQcV674Tv7/AFLw3bXOrG3N2y/vPszbkz7G%20gDZooooAKKKKACoL3/jxm/3DU9QXv/HjN/uGgCLScf2XBgYG3+tXKqaVn+y4c9cf1q3QB5v8Tib7%20XNB0kAuJpw7KD1x7U3xjnTfiX4cvx8qOPIJI4PbH60lznVPjhbKAWSxg3Z7A8f41b+LEfl6Xp1+N%202bW6VzgdsiuWV7Sl5/ke5SfLKjS7xf8A5Nf/AIBHpAW++M2qTgf8esIQHGeo55/CvRK83+F8i6jq%20us6pzumkHXuOa9Ir08S/fS7JfkfOUPhb83+YUUUVzG4UUUUAFeaeN2+2/Erw7p6ljtfzGGeAMivS%20681tj/anxxnb5itlb7ckcZxWVXVJeZ3YLSUp9ov/ACN/4kWX2vwNegDmJQ684xirfga9+3eDNOkL%20b3EIVjjuK09ZtVvdFu7eQZWSJgR+Fcf8Irkt4UltHPzW1wyY9uKHpU9UEffwbX8svzO9ooorU4Qo%20oooAgvrOHULGa1uUDxSoVYH3rz7wNeTeG/EV54T1RvusZLNmP8B5wD36ivSK4f4kaHPPYw65pSn+%200NOcSLtHLKOorpoSTvSls/wfQwrRatUW6/I7iisjwxrsPiHQoL2F1LsuJFH8LdxWvWEouL5WbJqS%20ugrzj4pym5vdC0xMnzroFgD2yO1ej15pro/tL4y6ZaksEtovMOB3HNYVfht3O/A6Vuf+VN/geixw%20hLFYD0WMJ+mK89+GDtZ61r+kNhfIui4XHQHHevSK800Zv7O+NWpW+dqXcW4e5onpKLHhvepVYeV/%20uZ6XRRRWpwBRRRQAUUUUAFIx2qSewzyaWuT8c+LLXQtIuLZZh9umiZYY15bJHHFXCEqklGJMpKEe%20ZmF4YB8R/EzUtZkBMFkvkQ7uRnjkH8DXpNcp8OtHfSfCUHngie5/eyZ9TzXV1riJJ1LLZafcZ0U1%20C73eoUjqHjZT0YYNLRXObHnHgJ/7J8aa9ojEENL50Y9Bk16PXm2vEaH8WdOvx8kV5GUkbGAMf/rr%20tP8AhKNE37f7St8/71dOJabjPuv+AY4eMmnFLZmrRVGx1rTtSfZY3cc7BdxCHOBV6uY3cXF2aCiu%20N8YeP7fw3dQ2tun2m43ZljX+FfWuk0fWLPW9OjvLCUSRuM8HlT6GtJUpxiptaMzVSLk4p6l6iiis%20ywooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqO4mFvbSTMCRGpYgdTigCSkL%20qv3mA+przpvi9aLNKg0i+whIB8vqa43xl42n1/UoJdKN3YpHH8yP8u73rGVaCWmp6VHLa85WkrLu%20e7B0PRh+dOr5y0TxNqGma9aXl1d3NzBE2XiDE7we1ejH4wWYbH9kX/sPL5xilGvF76FVsrr02lH3%20j0Oa4ht9vnzJFuOF3sBk+lLJNHDHvlkVE/vM2BXkXxRvG8Y/D7SptPNxZyXF9GEX7r7sj07VV8ea%20tceIfhrp2nW0skU5UNcujEMojbYQSOmSM1smmrnmyi4ycZbo9pBDKCpBB6EUteNeIPibd6HLYaBp%20E9tbzW9ilxPPdkkP1+QcHk4/WrGsfFfVf+ES0fULG0isWvmZJru6B8mEqcc8E89elMk9dpGZUGXY%20KPUmvJda+Kt9pfhbSP3lg+pak5UXMbloEUDO48Z7dMVk6p4517xV8N9SWxkt4L/T7qJJLpSRHMrE%204KnHt6UAe49elFeWeKfFXinRrGwhtrzSrR1s1kle4ckysAOFG0113w/8UyeMfBlnrE8AgllGHRTk%20ZHpQB0tFFFABRRRQAUUUUAYHhUgnWcEkf2k/JOf+Wcdb9YPhb7+tYGP+Jm/H/bOOt6gArA8KjA1X%20rj+0rjv/ANNDW/WB4V+7qvX/AJCVx/6MNAG/Wdr+jRa/otxp000sCzLjzYThl9xWjRQB8ljQ9F0q%20+1PStOn8VatFHMUmmsThCe68r1zX0X8N7e0tfAOmw6fY3NhbpHhILo5kXn+L3ry5Lnx54Q8SarYa%20RPoEMd1ctcJa3FyBIqkk7unfNex+F5tWuPDtrL4h8j7e65l+ztlPwNAGvRRRQAUVyvjLx9p3g6fT%20re6Vp7nULhYY4Y+WG4gbj6DmqXin4hyaJq40vSNFudYvI4vPuUgziFOOScdeelAHb1Bff8eM3+4a%20qaBrlp4i0S31OwbMM65APVT3Bq3e/wDHjN/uGgCLSv8AkFwc546/jVtm2qWPYZqppX/ILgwMDHT8%20abrVz9j0O9uM48uFmBzjtSGlzOxwXgHOo+PNf1Mj5Vbyl9v84ro/iLZi88D3y/xIoZeO4NZXwktf%20L8Mz3bDJup2fcep5Pet7xxcC18G37nvHtA+tZ04OcLd/1PQxNVU8XzdI2/AwPhBbvH4O86QcyyHn%201xXfV5/8Hrzz/CDQHGYJT0Oeua9ArRTc0pPc5cRTVKtKC7sKKKKZgFFFFACMdqknsM15v8PVN940%208RaixyFm8tPTqa77VZxa6RdzHjZEx6+1cX8IrZl8NXF3IDvubhmJPfn/AOvWUtZxR3Ufdw1SXey/%20U75huQj1GK82+HmbDxp4i004VRLvA6EnPJr0qvNCRpXxwxuwL2DdjHfmipo4vzHhfehVh3V/uPS6%20KKK1OAKKKKACkdVdCrgFWGCD3paKAPMtLZvAvj6bTJ32aXqbb4MDAR/T9K9NrmPHnh6PXfD0jbtl%20xajzYnzjaRzXLeFPieZZ7Sw1qLyk2CMXOchm6ZPpXdKEsRD2kd1v/mckZKjLkez2PUK808L/APEy%20+Lms3n3hagx57DORXolxOq2Mk6sCojLA54PFcD8JojOmsao/JurojdnOcf8A668yesoo9nD+7Qqz%208kvvZ6LXmvir/iXfFrRL1ePNQxkn3yK9Krzn4sR/Z20TUhx5F2AzY6DIoq/DcMBrW5O6a/A9GoqO%203lE9tFKOjoGH4ipK1OEKKKKACiiigDP1y4vrXR55tKgW4uVUlYycZr55vbq4vbya41KQveE4cnqn%20t+FeueNvF1xFcr4f8ODz9UuhtLKf9SPWo9K+Fmn2/wBjuNQmkublCXuN3IlY+tephpxw8Oaot9u/%20/DHn4iMq0uWHTc0Ph5f6ve+H1OrwbETCwSd3X1xXRatdvYaRdXUKhnhjZwD3wKtRxpFGqRqFRRgK%20BgAVn+Iv+Rbv8f8APBun0rzqs1KTklY9CjGzjF6nkg+Luuvz9ngGenB/xrd8KfFF76+uE8QtFaW8%20abkkH8R9K8nUjkEkgf55rtPhro+na54guodSg81EiDKpHGc15kKlRyWp9dicJhYUpScLem5o/Erx%20XoPiPToItMuHnuLeTcGVCAAevb2rzsW6j5Uzg88Gvf8AXPCelL4XvoLCwt4JDC211iG4HFeW+Gvh%207eeItJ+1Wt+kYVyjI68gg45rprU61SCdrpfqcGX4rB0HKMW4t66ve3ojS+Du2LxJegkruhXGWxu5%20PbvXslxF59tJEGK71IyO1eU2vwj1O3zPFrJguYxmExjv6H2qK98e+JPDdpPpHiC3BvNhWK5U43D+%209SotxtGenmY46EcTN1aEuZ9uvy7nJ+ILI6T4hvLNbtr11kyZhyWJ/hPvXpHw38KX+mq+pX08kS3H%20KWmeAPU+9c54Y8SeEtH0bGpxy3d5PJ5ssjRZ+b6/hXeaB8QdH8Q6odPsfNEu3cu9MAivWxGPjOPs%20oO/n3PCp5XXp/vZwat+B1VFFFcJoFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUA%20FFFFADDDGwIMakHr8tch4x+H8fiq9t7hLo2phUqwUfeFdlRUyipKzNaVadGXPB2Z53ovwrXSdctd%20QOotMLdw3lleG9q9B8mLj92nHT5RT6KUYRirIqtiKlZpzdzB8R+GV1+TTGE5t/7Pu0uQFH3tpB2/%20jisBvhhB9q8RTR38q/2yAEXtb9Cdv1I/Wu9oqzA4DVfh1em/t9R8Oax/Z18LZba4d03LKq5wcY68%20mrWp+Ddan0OzttO8QvFdwhhPJLGGSfJyQQB+VdrRQB5jF8H1tNIgbT9Ta31qG4Nwt2q5TcRgjaf4%20cdq1pfAmo33hK+07VdaM99dMsiXCoFWJ1zjAx05ruKKAPMtQ+Fmp3OrDU7XXjFeTWot7qVkJJwAM%20p6cCus8EeFv+EO8LwaMty10kJO2RhyfrXQ0UAFFFFABRRRQAUUUHpQBgeFfvazk5P9pvnA/6Zx1v%201geFSS2sk4ydSfof+mcdb9ABWB4V+7qvIP8AxMrj/wBGGt+sDwqPl1U886lcd/8ApoaAN+iiigD5%20r1vQ9f0PxtqPn+EJ9amupW8u/WbiSNjkKcsMY4HbpXt/w90XUPD/AIF03TtYkEl5FH+8IJOCSTjJ%209K8iufGP9n2/jHSfGWpaxa6reTlbJYY3OFGdnl49sdK9b+HM2sz/AA/0qTxKrLqBh/ebzljzwT74%20oA6emvu8tvLxuwdufWnUUAfPfjHT/Hdis17qmm2F1JNqkTRXWWJVd42Rgdhmuth8RW3hTx9q114t%20P2M39lC8UmwsrMsagoMA9/5V6lPbQ3SBLmJJVVgwDjOCOhqG+0qw1JY11CzhuRG25BKgbafUUAcp%208KLWeDwPFNcwtAbqVpkjYYKqenFdNq1o89u7rcyRBUPyrjBq+AFUBRgDgAVDe/8AHjN/uGgCLScf%202TBt5G3+tc/8S742XgW92nDTr5Q/4FxXQ6Vn+y4c8cf1rhvitM040fS0fH2q6G4Y68jFZ1HaDOvB%20xU8RFPvf7tTpfBFl9g8G6fCVCnygSB71lfFK4MXhLylba08yRj15IrrrOH7PZQwj/lnGq/kK4P4n%20P519oNipbdLeKcZ4wCK68JH97Fdjhxk3KM5d/wBTN+E+7TtZ1TSpsh1CuBXqleaxr/ZXxtMcaqkV%201bADBxk4FelVyU3v6s9HG6zjPvFP8AooorQ4QooooA5r4gX32HwTqL4OWj2qR6kgUnw8svsPgbT4%20/wC9HvJ9c1jfFy5C+Hba0VsPc3Cr0967PSIPsui2cH/POFV5HoKy3qPyR3S93BxX80m/uRcrzX4i%20Z0/xn4d1Popm8knHTP8A+uvSq4L4uWvmeFYrtc7rW4RxtGT1FFX4GxYFpYiKfXT79DvAcqCDkEda%20WqOi3IvNEs5wQd8KHg57Cr1aLU45KzsFFFFMQUUUUAc94z8PTeI9Ce1t7uWBh8wVDgSY7GvDLjTb%2063uprGazk+0QAmSNR0A6EV9KVX+wWv2iWf7PH5sy7ZH28sPQ124fFujFxtdHLWw6qu6Zw2n6lZWX%20wlubiwv3vBFCQ7sfmVjxitL4X2X2PwHZnvPmY/j2rifiP4a/4Ri3ku9InaLT75tk1oD8uc5yB+Fe%20i+Cb+xvfCtkunyq4iiVWUHlD6GuSslKu5w1VvzPTptwwKjLRuX4Jf8E6CuM+KlqZ/A1xIi7mhdXB%209PmFdnWR4rs/t/hXULfAO6FjyM9Bn+lZTV4tE4efJWjLs0HhW5+1+FdPlyCTAoOPYVr1xfwruxc+%20B7dOphYoTmu0og7xTDEw5K0o9mwooqrqOpWmlWb3N9MsUSDJJPWtEm3ZGGxarkPHPjD+wbZbHTUM%20+qXR2QxrzjPc1xF58UNVbW5L6yjBs0QokB4LjnDfnXSfDzQYrySTxPqVyl5qFwcja2RCPQ+9d31b%202K9pV27eZye39q+Smafgbwh/Ydq19qRE+qXPzyynkrnsK6+iiuOpUlUlzSOiEFCPKgrg/iR4int4%207fw/o7btR1A7NoGdqHqf511muaxbaFo89/evsjiXPTOT2FcP8PNHutX1O48Xa4mZrgn7Mp/gX1Fc%209Rt+4up6OFhGCeIntHbzf9as6bw14PsNE0KC0mt4ppguZZGXO5u9bUFha2rl7a3jiZhglFAzViit%20FFJWRyzqzm25PcR1DoVPQjBrzr4fs2leLte0RzgeZ56A9QP8mvRq8q1/V7Tw58WIr+OQSRSxbLsR%20n/VfX1rsw6c1Omuq/I4qzUXGfmeia9rdr4f0ebUL0/JEuQo6sewFcL4b0CTxKbzxN4ohMguUYW1u%20/wDyzj7fj0qIed8S/FwbDL4f09vlB6Tv6/yr0wQRi2ECqFjCbAo7DGKJ/uafJ9p7+S7Dg3UqKfRb%20f5ny84BmcKoUeYwA9Oa6/wCFoA8bqOBiNhiu7b4SaCzMTJdYZixAl9aztW+GR0eAaj4SubhNQgwV%20V3zv9q8aNGcWnbY+xqZhhq0HSva+mqPTKK43wX46j1zfpuqp9j1a3+WSKQ43n1Ga7KuyMlJXR83V%20pToz5JrUKKKKoyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK%20KACiiigAooooAKKKKACiiigAooooAKKKD0oAwfC2d2s5GM6k/H/bOOt6sDwsMNrIPJ/tJ8n/ALZx%201v0AFYHhXgarzn/iZXHGOn7w1v1geFAAuq8c/wBpXGf+/hoA36KKKAPCktfHPjrXtVvYNa0rTorG%207MMME1tG8kYBIySVJ5xnrXsHhm21O08P20Ou3yX98q4lnjUBWPsBXzt4qsPCx8X6rPpGj+I9Sgim%20zqF7ZzhY0buANvOOele9eAI9ITwRp3/CO3Etxp7RZikmbLke/vQB0lFFFABRRRQAVBe/8eM3+4an%20qC9/48Zv9w0AR6UMaXDznjr+Nef+Iy2q/F/SLFfmW1Tzio/P+ld/pRH9lQ4GBtP864DwoP7V+LOt%203+7ItMxLkdM5GKyqa2Xmd+D932lTtF/joel1514lH2/4t6HaMu5IUaRsHpwcV6LXnVjnUPjRdSFt%206WtuFAPY8134fRyl2TPIr6qK80RePf8AiX/EDw5qIwu+Tymf0BI616SpyoPXIrgPi9bZ8OW14B81%20tcK2fbvXa6XcC60m1mGDviU8fSuCOk5I9av72Gpz7XX6/qW6KKK1OEKKKKAPNviK/wBt8X+HtMGS%20DL5jDHTGf8K9J6dK80nxqPxvgQsStnDuwemcGvS6yp6uT8zuxXu06UPK/wB7Cue8dWX2/wAF6hCO%20oiLD8Oa6GoL2H7RYXEJ/5aRMv5jFaSV00ctKfJNS7M5v4bXpvvAtizfejBjI78cV1ded/COUxWOq%206c55tbtgB7EmvRKim7wRvjI8uImvP89QooorQ5AooooAKKKKAPN/iexvda0HSVw3mz73T/Z5GaZr%202hXfgjVF17w0Qun5H2u0LHBGeSKNQDap8a7SJiWSxiz06ZGcfrXWeMfD0viPQ2tbe5eGRfmUA4Vz%206GqwlTlqO+z0Z04+H7ilFbpX+9nL6X8Vre98QrFcQNBp8wCxyN1Vv9r2616DOq3NjKqkMskZAIPB%20BFfPlv4c1S81xtF+yMLkHEmRhVA6HPpXb6bJ458HWYtH09NStIzlW3ZbHcDmvTxGFpu3smk+1zx6%20OImtZou/CiUQf2zprH5re7bAA4Aya9FrxTw14ug8P+NNWutUt5LSG+IfyyMsrc8frUtx8TdTbxQb%20+3TOnou1bZj95f731rz8LhatSLS6XPVzLEU41ub+ZJ/ej2KaeK2haWd1jRRksxwBXmvifxSvjAye%20H/DlgdQ3HElx0WP3zUFnYax8TGa41C7Wz0dJeLeE/M/sTXo2kaJp+h2gt9MtkhQDnA5PuTXQlDDu%2071l+CPPvKsrR0j+Z41H8PNbXX49JdQqFQ7XK8qEPUfXrXsOg6DZ+HtMSysEwo5Zj1Y+tadFRWxM6%20ySkXSoQpttBQTgZNYvi69uNO8K313ZuUmiTKN6HIrxJvHfieWFo5NVlIcFTg9jXBOqoOzPXwuAqY%20mLlFpWO012WX4g+N00Ozdv7KsCHuZF6OR2r0+3t4rW2jgt0CRxqFVR2FeX/BqWQtqcbEMNwYuR8z%20HHrXqlKlqufuPH3pzVBbR/q4UUUVsecV7+CW5sJobac28roVWUDO0+tfPetaRqGia1JZ6irS3EjE%20iVufOB719GVTvdKsdRmglvbaOZ7d98TMPumuvDYn2Dd1ozmr0ParfU5T4a+H9T0bS3kv5PKiuAGS%2002j937k+tdvRRWFSo6k3N9TaEFCPKgooorMs4zxv4Kt9Yi/tSwb7HqdsNyTpxuA5wa88j+KPiSKI%20RMYmZTjJHJI/Cvb77J0+425z5bdPpXzIUkM8mIJcFzwYzha4694O8dLn0OWKNeDhVV1Ha/mepeBP%20Hes+IPErWWoeUI2iLfKOcjFeoV8++BNXtvD/AItiudTEkUD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f2hH9aD468PgZN+mO/t710NFAHPDx14fIyNQjxj%20OfWkHjvw8TgahGSOCPQ10VFPQDnv+E58P8/6enBx9aP+E58P5H+npz+ldDRSA54eOfD56X6Ug8d+%20HmBK6hGQPSuiooA53/hO/D3T+0I84yR6D1pV8d+Hm5GoR47H1roaKYHO/wDCd+Hi20agmR1HpSnx%2014fAJ+3ocfrXQ0UgOeHjnw+cf8TCPn9KT/hO/D2cf2gmeuPb1roqKAOePjvw8v3tQjHp9fSj/hOv%20D+M/b0610NFMDnh468PMMrqEZGMg+tH/AAnXh/AP29K6GikBzzeOvDynB1CPJOB70Hx14eXO7UIw%20AMk+ldDRQBzp8d+Hgcf2hHnqB7etK3jrw8oy2oRgevv6V0NFMDnv+E68P7c/b0+lH/CdeH9xH9oR%208d66GikBzx8deHlGW1CMDuT2oHjrw+Rn7en+NdDRQBzw8d+HmOBqEZ5wfY0n/Cd+Hs4/tCPPp7et%20dFRTA57/AITnw/8A8/6dM0DxzoB6X6V0NFIDnR478PMu5dQjYeo70f8ACd+HhnOoxjAy3sPWuiop%20gc8PHXh4jP8AaCY/nR/wnXh/IH29ORn6V0NFIDnj468PgZ+3oeaX/hOfD+f+QhHXQUUAc6PHfh8k%20gX6bgMkdxR/wnnh3AI1GMg8KfU10VFPQDnf+E78P84v0JHUelKfHPh/B/wCJhHjHWuhooA5zwdcQ%203cOrXFtJ5sUmouyvj7w8uOujoopAf//Z" height="476" width="778" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 13.&nbsp; </span><span class="textfig">Valores de concentración de gas metano evaluados en los predios Santa Bárbara y la Meseta.</span></div>
        <p>Cuando se saca el promedio de concentración de gas metano en cada finca, se obtiene la gráfica indicada en el <span class="tooltip"><a href="#f34">Figura 14</a></span>.</p>
        <div id="f34" class="fig">
          <div class="zoom">
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AnVJGG6a%20FjVGo62Edyo1kAdlWOyFpIPmqBRFnH66qWEKSyfwqboaUxZHZO+XPXVBkkcpjACIWx06QsRWcelo%20q5JBcm30RruakxfJAPDJpJ6oqXhJn19RoycArc23qjsaaHz5eM/Zp8wKGcFmVLtKqO5JmRBqmY0z%20FyggrHoEWEHWcOJkiRnYRON5ro9xS23kqdEqZPAJpam3j4rmk2yhN1S4bjkal1bal3W0d47qI4bp%20r4B+KkkCO7DJ+pzR+TYRSmPBOqXG1JmkBoQzd5GUp4sY6xiReAEby7FOJFMwxqZrUapoMaNuUaPC%20toNZ9JkbyZq2x1JliZS12rKAQVTvKbMpKUAV9aAgC69cQToo0ookAHZgYbNxIqwwcJF/9oNOdacV%20u6xIaxjoFrBMm5LDpkPi/yWfYCElijRnW5R0YfF9MqqqmuWGanWBO2qP4opFAVq2h3FSEjAC55i2%20g8p+H2tKIZsdG2ACVbIkeKiHXmGtZTEAJNtEgQlTmsufHOpwZbqiutSSglsYftWKiIuS4VOzbguK%20MbACF+AvcrcVAMCAYAGncMGzTRmAPah+VcejmhuW7VS0eXK0pftBBlpR9ZW6TrS7Dmq5cvGBH6A3%20HCAcEWKCquIVArAAAhAAuMsmwuqtGthwGipYrxlH3Uq6x3tkx+cCMQCtVzRqTimYKjpq08G2o4oY%20koUCJrBTA0MBDgACEjIcFxCkApABM+NTgCMD2cW3kjeVRzWML2VUgbu+gv9xUoQ5bMM2AeeowRLg%20wSDMwR+8vBrMwQdlX9AbF6eUQydALg4QAB51dPuyh5hJkrtJcUvVg1LpWfsaR8qkvhb8Fy4nVlC0%20wZN4xCpVX/F7UEb1nmeotWmhahzASk+SAfkyXqe6s6nalBRbvzpMexQolOYaxH8RVuq6wQLUlMRV%20wh1swsNmUB4swkq6uH+RaABsazBAKL4GxYLkduKbd+fLmfIWusRWmEBMxh+UMRDAeFhkxDg5eSp5%20uFn0nhXVtgQYo8CjrbbUSosZgIDGdTiUka4KR8SLyEIcbBfUwdPxwSOcSyKsym0cPlSkyjnEwlDL%20uFI7XXQxrx3QqM6Vgcb/BZiyCV8Ghkzv2a+m3D0CUJa7NMLO3MZMpGNqTF9LK0CHy6Kse8nYuhY6%20u2qdvKD0JcptWaZcV65Gm8x8EaiG68q5ZcICFJAChIaufM3hE8vnOMcpDBdOipu7bMNkSpMY2Vnj%20LNCj5KXobBftiLpHHM/Na1B6tJWsPEo5JKp8fBY4exaK2ocUsLuy2qowd58pymLOVcEHjZWY5Yrt%20fI4ipNIHtbZPRMu7tEuHe7gVdQK3XMeNG2JYCSHX+Jh/5n/IlIZb6tA6dMgl/Ra3VDwjEL9vPNMj%20rK4cZs2AVc8fTK3KFJ/abC2a7BUWWqjsepKAZc5fetRrEVbvyQIWxAKH//uesMzKsJxL0BzRNU3H%20iJbTirbTDxADHM2bbQmroyVAyEzWduMCMBvR8lzNbZ3Ys/nSTYyOlpxqCNsWdqvRMRuPbXiBsAqg%205yzYSeQsikk/7CzCbj3aqkxcOkbE50hcrMwCaJfP92HX1FnDmWtMknmiFCdkr2LUnK0WAMt4Ui3T%20pB3cYybVkrzIjbVFBvsWF20W39sWeuPHjfe3gyxxkxRHfHqxu+0W3wSQrhjXiq3YpA3XIszCdN0X%20+6wWFU2SMhCziLtLgZ3dbLFGi/xGzvjOyGpU3+3WIzTahXbcWA3ZmKw/Ww2KurTXzFtxATrghhE2%20kkZE2xpEcCcAQaTgjv8TqDL10qsd3IrdxK4c0yrtjK2NqGM3F9fZy9SKkvrq1e6t26EhfJJCAYtx%20MeEC46CYNJKSVeFCKMlNOUO1yDqE4fid4RBAyavb4UlMUU+kW2x7ATveFstdRBSuFV2tstEdrdc9%201p2hHdgBKeoxJgcgArPCbRdQAV9SMZlSLqnq2pWDAoGqAtSxSyqQ2qt8jhGdxo1s5NSK1geFzyIe%20NzX8AOt94MYkUxLw3i8JHcUCAUuiSIiyId27TyZnMg4AdSQlAGNay+OEhnLewbtkVLvE1sjalAGk%20WxVF0a2byTKqS+wtswLUwpvNGskSAkvyIwIgKZdCMqISKWOOAVjeQZsY9uO1zABvbNos6ozRTFHv%20XN85NB10rlsh/+6rmNfPJi7odyRTIwCgIboaApAsrCQlF9AtdLsVdrYBXwMpP1Isx6JaHgABHxDT%20El3LUTTkT7TKuVXfbxzRcl7JKvDfdhnZ2VoXfgzV1K5SLEDSqbEAyVImUUKFFYAmIHCApXExikQo%20yaEh0CEACWAAGEIS2tu9X8Hx2v49Py6Tqvzmyw7XzmhUq9zEJu/myc7n0M5B8oqd4IPGA6/SKsCn%20vb4ZMKxrGYMBFYIqEwBnCtAn1XYnvnfA22EbhzIoGXRtkfLiXREBSVMBjcgVGmArqkESPs7W9xzs%20QF7VSf7BRS7Lq726DKB7Td6m/o6bUZ6qeT7wG0h5Ca4aTfO4Ff/QALkeLjCQGXYWH4jie5j28JJy%20Am9/GAIwKCFAABggLhifAAmAKGXCKh8QAAyDgqzyb6oRqDE9wp+eQ6kN+vZd5PB+1va9iTdd17kc%20RMcxRL3OxyN5glQqv085v/WrxBPwRj7C4qDhJmVzNfrhvaVTAhmwRtj3+yBw8RngaFOXAaVxbY4G%20btAoLJNjARggJAFgAhyg9aiR0D/u6Vg05+4u9vuN6eOP3zGt9qfOdEgXLqyUAY1vLF412XPhx93d%20yrub/2O2/8s73gAxQSADBhROhDiQUOFChg0dPoQYUeJEihUtXsSYUWEACxgEJBTQMeKDCiwSwriQ%20oYICjS1dMkT/IUABBYITGDSwabOBBBYSJvhkkDPnTZsSdurkCUECwRMXHLx0mUCBggQOFWxAcYDk%20AQEmWHJ8IFEEVJgoHtD8KTDtz6Nrjfp02xbuTroFKSAkm1fvXr59KQbAYGGFQgUVnj4kSSFh4RIh%20KnTwG5nhAg0xar6lu3TowJw9hfaE4Dno0gYMRqSULDEAAAABHC5Q+OCDAAIYSiyOIdHBR71ZHdBU%20gZOFQBVq2QocbnxCcoFGJ8jtScEgwgGprV/HLnmFBRN4E26wwLshgAonPq6osOFBgwoUDmfvreBD%20UPpDMTsfffQmUKRvh444YYP34EtIKqogUsmCpzrYwIOEHrhA/6IM+hrgrBN8wlCt4nDyz6jiRptg%20Q7acK24pu7wjMEUVV2xIpQgXUomBhUJwIKvCWEoIhAs+2GCDCixIgUWXPBAAApr2A62n0uxbsj7S%20JFAKtJvoI4gC1FZcrTWIUOgggg1AcIAD3h7YwCEBHMggA8j2yqoDmkZgAYLnnEvLOf+Mg+un4e6c%20AAIITphOSEEHvU6ACn784IINEOpgpYVOqCAAldJL9ISFHKggLEIv+kimIzVjgL/6Rt1sVCh5ErWg%20D9ZU0cCqGnJNIQoUCGGD6g6YySEUdkVhrL2qO2sEDOnKCafi5sQpqD6Tbe65EOdkwTTpUNy0Wms1%20WiCCByJgDf8AEg4IIIJYE8rgAQFC0LZbTRMK4AFqr4VogCJjOGGEPo1ycielMuMX1bpKZcopFrMc%20d6EJNviIBAyecpSjCHQTj6w2gTuqrbXk5HOnPDNT662lAo0Y3oQ8ICEEk08OIQCTVSYg5ZVbVjlm%20l2VW2WWUCxY555w9hZO+t+QctUmdSCV6ghH+tHJAAl11KIARMPgRgIQcCKyCBiaakC+zDNp3ROHS%208oxjY4/DDNkq79KZIQE0mACAFBBQ4O2pEHCB7rkVoBsAuPFWwIW7/YabbrgLAIAFHNNGfNPqBJjg%20yFJRDQ1VUH8qWrT/rARhYNZwhhEEFFHIIHOsQ35p4hGWDO7/Z59K7Len5PTlmD4jp008oRJmeiAD%20B0TQXQQR0PS9996B31134YE3vngAYji8dudZlGm+J3cazmeldBqqX/2AtokgGARkkenIstZrgK1l%20yPOzue47SgL39119TuQ+poCAA27dmasGKJjgAQc6AOD/BCjADhBwgAVEoAD9V0AHOAABgELA8ySY%20ouos4Co1wSCURlW0UE2pg1HSYPeaQr4UEUwyIsgKX9zEgGgJ5VT30p5R5NQAfjVHXxIAEO1qxzg4%20zYpb3AIAEFlTAG4RsVvdSsERkwgAwnFLAUvZgAKINEEqYkcmKiAIB7GnRWWZqicEGQFKHIC/pU3l%20VX5RGlR2/3WWmnCGLkpin39Y9xY41mUEtEuhzgawAAiESiBTAWQgBQlIAMytkAo4ZAriNhX39WQE%20ALhNFSUpGcZZhotFERrRQOgzKo1Qc1oaH+mg8hsMNmdPz4ojseToNZ4YDVAHcZ6n1AIBDchJA7VU%20ANtyCYFduqBPtezTT3apAOXYhHmR3GEAApCABQTAAAJ4ZjShOU1pVpOa13ymM50pAFFeywMe0MCR%20LjnOUg2NICoA34rE5xdflc8sFwgVXUrUtVS+JShKygn8+ohD2pFRZB4IAASCoxy2NauYynEBLWd5%200JvM6gAOSlwIGNCtAhCuolO5aEYLoICKFiAFGt1oSBdp0f9CuiBxH7EgPJVCTpYCLGmf5JxeMpDH%20vKCAlARpH/Vy8qFnBWWg+jFliPRTkEXFUgExSF9BhblUCRCzqRNgmwZeoFSBUFUgI2AeN2uXgVk1%200Kte/d3uvirWAY4VrGY9CwS6eS0BuECcmXwcSzPpPYGp04ySSWPptPIBGOxpSdfzCYecFdj4Kas4%2019PTlAKFuI8EgCBweSJUiamWJ+Ypspf94wQiiwA5qQVQUjvpAX4DAwD8TgQdOK1pUbva1LIWtbt7%20bWsbiNoHHKx5OiMSBD4wAk6WhjQdbNJvhTslUPUxi57E0uYkk4G1ZmRiwMXQcHhKNP4Qdjk9xRgD%20AIW25m7/SiYnMGiznuoTXcIlT09dS1WNc0cFCMCfOcsAFocTxAjUl773re8P82vfH+I3vwA4p1oR%20NwAizSSLLeRicOM03KJ80ZUUENB7sbPOvpCwphC6TANYdy/5CQQnR4ncYYdFue7pEHEeMIBAcfLH%20p07VJ5FNyxOJCeOnRlU5vHWo80SAlp/sbZF4K4CPOTrIRfpYkYD8EP9qFxMJ0Gs09HEwJ+O6k6B1%20sHt3vJKKTBiZ3bBJtOIUCgd9ayrOBE2DqnpXzkrQuINC1ThSvSWemuPUCUw1s2qBwazcu9U29imh%20xIRAQmuZUF/K2DgK4CWLEY1otRREAt31roGzaJOVjjm4Zwzo41DoA9fjvtSuB4pMO/Nivg5c4AT6%20zE8ckYWZLi5HVNHarv0YCy6BQvbFEphqZKf6AjtHddcshnN6bUKBAuzwy8eSc5sRy8vOCkShzlZO%20QSYQWsbNh0pFyXSVizIl+8huVICqq5b/lTs+muZlhaUsZ4Kry589SauotbsdDMJ7a6juWgPjdSox%20lfoCyhqnIO2FNKF2rKw5QzXRuKy3egvKNvSq198qEPCJPfXYUX1xzOnGuLelxYG8TviuodaaWfha%20n7DVs1/5VNJoflsQWA6Y1n5k8aHp3WbN1tjO5/137arjgBMQXOZqubdmY66ByCqV0TAeiJJrx0d4%20YpqFS4E6cDF4bYr38YtXz6KVLAyfLaMx4Bc59/WonvHsFfdUCz4bQr4upDWDVzky9gm/52znmtM5%207gWd7ECyKmF4ZYC3QB+vm+9N536/uKruQ3qjKRBxxkqa4qVpUpSpHqoo77ODS4HB9zp+/x0K82Xr%20LzEfhp8OP7JXTlRUzjraXM5HONFc11IV5nmF/sRgbyznoeW529+Oa9hXNaq2jnmM0yftxDkoAS64%20wN+dDipvo0qTT5d6aY4b7hKO2y/M7cu5J/d0nV5y+9QDGko+kGaRXfHQc4aLC/jdcLynl98vaPiw%2028v3a8XXXj+v9+DZtuvAw7j2eR82xkub6Mmi3+qebRuzbHM6BJQy0wC3zbOOztsLCHQukasX6jmV%20EEq1GAoK+KEyE4G1E7Af+lOcAJAAeesYoQs+uas5Fsw/O5ss87q9xBmAgTuoJ/o1eiM8yuI9F1S8%20aZu1eem5bHsSbgsVy3MdE6E0qeueKv+hPgLpugorN7LQvk3bNKDgNKSIMs3ILhUwscZTgfRBv8wq%20r6qyt16Tu4YrjQsAAK1KnAzoOaBzMTMsQ6uCO4cztEaDuLVjO/l4rGjxoCaBMuL6IJ6wsqnjiTxL%20p1b5OHbii9AbuSw8wu17HKH5oiwiqphiK3BpAN1TCx8sJhijO6A7qKUYgdvKn984NTmEM34TRRgU%20QxykMX9TurSpIIESJw0yESWkuKXoI6uTusnTLpT4POyIQr7oMhUCM+qKstJLism5o35KnDX7u09s%20s4KCi2B7vxaLvwZgLwGAKMSJL2W5uXxLCzhrKgzJpTmkqvgrCAHUmdtpuuVDMEHMtmj/MURfPEQq%20cUBPY0RQu76Qg5CeOzsoSRJK5KLtSz3ys5Zb9Lk7k0MVfL/gE7Y8wSJic54apID7g8iC+7WYS8cX%20wEFfMw4Nq8W0yS164a1dpLgM6sWWXApA5MWse0Kusz6GeIDAMIHDWAAGsIBMGR0vuykWakCEzDhm%20mZI/ATeGZKvGEUNWZMEaM6iPBMU+uQCAqx0R6LOOycP8S0eBkLt9gz13XDw+hJ6Z4C0E66O5grwF%20nJIxM0CKU0QKlAwJFK0KAIAMmAALQAgIywDyEB2IELULG7mfyDaUw5fSw6RRwbH6uZ8B46OBIsVi%20sqo6e7PLjLYZHEDRikMexJOJvEzY/7M3a3QLFjjJ/GE63irADpq6bSPKy3vLD4K+Ycyy6gMlhsix%20A7hKQ+EN05QQs4yI58JE+8DHUrLCodE0TbOLd0scFAiRh1SOqjw/y6TOqJS/PXtDGCA4MeQ3bDTH%209Zus/avMpINHNfPDQ0SwA8yilVrCMeug4swiL+S48GnEhwiAC0gAB3gRrdjPh5gpNnkngqQy+4gc%20y7u4Q3wc4yoIGGDKTXGQAAiRp/zIa6RMmosW5tE5zkS2mLOzCW0OpcK1mhMIX/I3IwFCiYMAJ1tP%20TGzN1XxNtzRQTLSSwbTJ23SIFVAPrfCIqSmThjgXk6HLjHAT3jIuQ7y0oQEVhcwefv/cEbWbxglY%20RZqT0ilVjo+Zv63ComTr0IVLuLGMwY58OAYAThURAADYANVUT6TAxC+yPKgDxBXFREBZxBSxy4Qw%2006wJE4gCgA8wk5QJgBr5FZEzCHv5IqPUNiNM0tk0CFnbTD7iMSqF1DYLiqYALcTJChucUrnzwfFs%20s2g5zfLjCiNhURPBxAElCECUviLlJEP0nqYIUr84RsK4GoUIicO4AJOKiP9URtM4RKBhMA4CleAy%20Ljlt0GphnK2M1GRVixHAKqx8Q5qwLLDcv8nURuOQTmc7gRgoT5G5nd3KIulrMFJdTZYMxtc0EemY%20z087o4WggAoIjjiZkL08mA3QRIX/oNHSEVSiXDkk9aBLNC5+XTkw+gDHPDGAqrUVU1ZlpY8PqNTN%20VMUUpExNPahek9JQ+VR4ucV5NJFUxakNAtfZPERxLYgLuFdjvEmFAIDnyCI8JQjY+M2+0E8A+dWo%208y32pLx8jE3mW0quOCkoBZGEVdg8u9I3rBfoBFoq/RNtHdMUuR1LQkSYnLSpU1BzMi7jko4cVdfl%20ekQu+YCijdGcfc1L08C4BCPpYFRbjMztPNoppZIPQEWRMZ8d29BkvVaGsgkYeIFY0q2ec7pglD7p%20g1p+ZEnAHdlX7YtY1QsRWFqIOAvtlLpEfUZOwrSYfE99JFUeKdZIg4HU+bAM8dw6/wHd9MoTgmMA%20LxxaxLkpmqtbZb3QCVjc7Cgwp6U8c33JJUSwYGRVBzyBRDFcvqhTsijGllgjU4taD7IJ+Owee7Tc%202eyjbCVYlAQXCaAAO1GLFbNeD8PeweKQFUM2KmHD59kxt3vKtS1Fiz1RnemUCbgA7XxTmqUS44JP%20D8LdLGJWf7TNeh2l13WIs9jIj2W+mXRTikNV1iTcRHFS9OWKxmEBzvUPv/IJBz6K5EgO6MSXrNJf%2068gKruIthCVfmgssBviAbYUXAqw6glDQA2tJKtFHTLQ8BpABCOvdvfhdqCjZlgCWC5CB4uVYQVxC%20K2Q+9zwns3WensxSwmqf62pgsH753EYzmyp5W5GxKYN44A6W0ku82PKDgHlc0xYV1yY8VZd8URU4%20jeC1DsTNC12tqQPoABXAItaEzah7z6dVYbcEkN29gMwllDWDVp26rpxKwSN+FjlBtvtggCjCTsQZ%20OGERL9A1L4P6XNmrE091XRrs1lKFTRYt3uIVWXEFlHT//cd15YsatuGBPFWDjM22PFAr9OH1rN/n%201SNORAtleaENeQsRwwkIIBahKBZ8YYon3kRVnCHnuF7tJZthlp+vUYo+2gAN0LlqE2NMdsvhcsuW%20NCcZhWGYwqsLVoiJcVxMJNVvnrq+TWFAvLLdZU7GYrOgiJ1mOZbM8Jc7sZMbStrTTRuu+hC4cGAk%203t5ivg/5EZVsnWRL9QAF0GJphuYX7VvCDWd0jWG9mOGXIOOMCD1TW0lhdE0AZtPesmbVG7AUQwv2%20cSNWEiwPZJ3RuMTvpcEvO4FVBCyOcQ4JRg6w8ZrrKjN526Ei6dpRLWVEXT6QbVFMzDOSxeZQgtkL%20UIEh/6Rm+XU6wPXiN01hADFgnkVnmtCwetoMnkqd6hmIilnCEXDbQ86ZS30TD5zizhiRnJjiOHKf%20ochWFtBm65DH4TThgz5hUr1dkWUKCvBkOq1PZBTIgVXNaFFQXmxCVh1bBWRNL3Rl3DLBPdYMnuqa%20ZhGsn5XlJeFllCi2JfsNtKgj91mxtZblObkez/ArfpGW882ZxZkAa9viRJXJF4Xjb+XH0vXLob6+%20KXQJ38BhF91XFu0eXhbgAgREqF4UEiQU1aaJfVoxk45QI9wioSpIgNlN496UgfMjkI6nZtuPXfaY%20zPDVaAnht5YMAiNoFnbjUW1fcc5k1gQQzaNPgOwLUf/WiAHogA9o42km1UtzYy9mPmsWwSEWVXWO%20Jw8hG7SOITgKDT0xEYY1NmC2Fw9UFgys7FajC7KWEuJrTpzuZkue4xTu2LrGZOkQ6uSyUWQU74Qo%20NW+W7Tke4LHr2x6G6jt+zKn2mbIrJ8X0o8nNounOyo08gcxYsIG4k/pwo4KMEvghiAt4tB0i6Ps+%2074PuW5H1YuOq4+9hFb6Gb8/ji4+QjaIlZxRmTbyG8hD/wpzxgAEwAOnNUgQvQsX8mWbMIoYNx1fW%20T+28j8SEoQjHc83wDPgxRKtFbVC1oA2479ee4xOGbQ7HxDuKgZrMDjMG3hO3qYHlW3GF46kFVi8i%20CBn/uAAZ36HGKcrqAfLNCLPgQkrjMuQT74tLddxS0Q9UsXHK47CbXbBLDG8mZ2041fXZjeMvVnEw%202t29LqMsn8BH1IoN2PCMnmufhmanZlE2dkzqFpLGYgBLynO0PkxW24zEJJok9+VrmXQVSM/N0JdW%2004x7qQ9m8WxSvYBA/6ciWV8XVWqEBucw9/UsUsTAvN/lwm3hVWP7hnLDhlNLs3cgbopzHkBQ71jI%20McShsDyHb3jZcT7TcNsBkPZBsW7/2G4x4/Yyg3gPunVbPIBudXJMtvQxN/k41euGzouHdgn5di7Z%20WMaAJVVVhWZEB2oKgIEA6PeGhND52ELiwvFT6Xbp/0PpWdNPvlXTzehs75srEHZ3jGUc4kVhvK75%20Ze/bqg3xTof5yID0/BXKCxAnTFZQmXzTp09l7VIUPB4UxoHWyY2TxcTxdEO976FnnRGBVof7BP0+%20VSNyfvwAt2byeB9zhUb5g86za87a8dGaY+9mfoW+k7d6KIeBemF7FrlF6YAyN426cCUaOI9tFbjK%20JROtnG5AV3cS4zVO9QTEdg+tBUC+elHNXYfyS3xyFhVxlieLrw+BdREtTMNfchHvNjH9w593uW5J%206RuBo4awA074sU/UJiH4bbPZdFP7u8+ZHVO+sgNyUSmKoQcQpd0hFxjYX/fwvnX2Leb1HPoAYYeP%203/91AAtQjITQAAtQAQ7AAJeFCN3fEggBCAoMBg6UwKABA4MMIBBMeHDghIYsGlKkcOEEgQMaN3Ls%206PEjyJAiOQowwEAggwkRIyJcmfJlRIMNWMh8CfPhwBEXFIzs6fNnSBQHHGw4UfAmQYMKXSKkedNl%20RII6JwCtanWkBwEQNsCg6JXBxKRHCYZVSHEEBQobHFxt6zEAAAABQEK4cFFjgA0iNG7gKTKDULce%20hTr4gNLmV4eJxT40CyPthxCCJ1stMeHwwswGGdasGdNh1M8TFcLoO2AA5dQihYI4MSJzy4QQJkhg%20AaH27YmfWdoMjfgDBNSqh38UoOCCCq9hwypebNb/64gTaTmwJQ40gQIFCUA6WFBghMYMGzYCuDBy%20L3GhD4pSeE0QIcSGDEdnRrz4xAYKGa3zP+AhwFbx1dYZfbwZpFtjTaW0GUE79dffAER1BdpDE3FW%20nwQMuWQQVC8x1CBVDw6HmgATxECBUYupuGJDaNmVgYgjwSWXSAqcoNEDJgigEVEeeCTAAiSg4MCO%20wwnVwQWYNfQcfCxemFl0FMRwgWTCxUhZiQ1F5RBCNRVEn0K1HaUQczDsNECRV1ImAgzJjQYmh2DF%20qRRsinWm2AkfMJCmmm554MEEF024JIuFEoRiadX12RF22tUI3lAb+HjAA+b96AAIDihq5AOGpWjf%20/1h2yjmQUxQxh1Zaki0qGJAS6EmQSw5dGFVNGhbEEK7PqeDgqm7tWFiKSjEEn2+8xRYnQl1WmNMF%20Ifba1gIaXNCmoV59uGKUH1ywaa8zzhUSAjDgZcG3DYj7V2CqHZnkCO5R1GS1jDEQpV2qPntVCRAc%20tiVOYsKH65fxgdUcaX0JMOm9VYkgHawDx/nSgQ55JmBjilHwwQR8JuyTcRdEFy/I86ZFAXUbN7pd%20SAqosNEFH4DwQAUwokscapVSIANFz5E60LXW7kzRY4bttzHHBwTg6qcSxGbTUkfBp9BtXA480K5+%20Ef1ThBskh+Gwo35YE3040YpTThs4ezVWWhk26KGKPTsHnVoXoHevtyIB4OwCDFhQQQc9iZBuautu%20raLO8jV3+LzSfbBBlWj3pFV7A8HLL9NTM2gWc47tJICVjofU2oR3yhqfsnf6RixBZkKgseckHdDx%20CYOHbGhaJ5Sc8Mkicht4pygarmKp1bqoX+shobaABFyVuuXDAnsZVulun8Br8cUNdRGhCDoU9rXP%20mVX4rhpUDxKaEJyo5OwrQrbtxv91P/h3egcgSQHbv6cvleJUjg9SibI3Dd/SKkYhhTRJTCoojQIO%20tj+PiCAt7wnV0wLGoNjYCikMyNPqFkgSD7ggPyf41P0SEyX6rcVk2UFZf2Q2Ikp5yl0hXExakjQ0%20DaIGQBegiNsoQjl4jQpUFrGaBg8wgCHlh1BPYpBYMvczUDHATGcL4gIC1SYXvhBuFpFb++LyrRSy%20jjI2UwEIq+iVoDHudUHUSIk+4B4xKWY3DVEWzxDXkMdsrnMaBIFh4jOf+ITFJbOSnMQKSJDp7emM%20GinBcRwoxq+M8AMc6BvuTqg766AABTaLHOESo8SvqACMF1mBIXdkgAARamr1YSL/vy4ERzByAACG%20FOIBRMAVr3iPRYUDlRNfmRXzKXKRVlSLCp/lvhQCTjWXvN8tvaI4l73ydZchSM+a9xzeJCRszJmj%20wey4QAd8UEsN+1rFlBVBODYpOheAAMI0+KdAoQh9izQKZEoYSUe9zzo1M8zNfDlGFViEeMUc33/M%20B8KIRNNhttweQfh5AVcakjBJ8gq8rmlK5uTQKxZ54v52tAAI4LN+i2zXyF6URRo9iEjxq1QMZKfP%20xEmnXs0s0SwTU1E4jq2gA3kMBxKozf1lII8NG8vEJBaqibExaIU0JCIFBU99tuuDI7vdvXL3oGCq%20q1MfcM1KG8LPi1HAXhrUqARi/4BVmzCHPhWNo/2oZrsCvBI1EgpjMn22xPtwAKP7K1+SVOAulFDR%20UK8ZK6quuLtFDZM/GejiZC6pUqbSsYw7rZ4AGoC9nIVKk8r5SloMhtjqieADer1s5RTDQ4J55YDn%203GzxAJUkFH0scYl7jUCiA9vXnsS1r5GtdC4mz6hKsqT2pNRqw6jP3E6LBLo0QFjdqckwmUqOVCMZ%20ANK5QLcm6VOUwyFl+bUlyl00lAdYgAumdcB5SSUnZzlviy7YrnnJgJ/aouqqCmsdwJx0tQzAWVbR%20cgIzfQC+C9QKu15YuGtOR6ev7Cwm5WrK9MXwqGcUQAd9l5yPUdgoFbathV1jYf/XbjVRJqRnf+bG%20qdUKZLEvdM3ItJaRx3puRwDy6WLOGq/psFW64yMMeygrr8pCU30k04CNAQrgx4CxXWgRGZKPrOTY%20xhbJWJVOS6EqTC3qDrVtUewgTRwv2TYVRdryahBL9NCsSmWrObWy44SC4LHGS6I+Pq0hPZDUtOAW%20w3a+8GstzOXaLW6wfZJqCn9rVdaO9cl/PXQTc4JVtrmnTTEkXpxNAmOytC1eue2Lf4JcvCGttq8h%20zOF07Do+AQCYnzBYb5ObzOXa3lYgkTuya6Lj6AtwQMTdovJU0WyV9dAZq7cl76/Jy4DkyI7YHG6k%20/nR9NTH3Mr+PIVkClX21njb/m8zPhvMZB8DB6nYyw7V9bZ3rjD8jx26EJPOzmgDNH3S3RT0to9+w%20NYzbebsmOUaR90DwjeIYfmCG/zUaR5Xry7RMCYhfjdRVPe1LMKpF1NUrnwzSMqHYHjrWsVYySGtr%20cXJvldbsjpF8iUNfIwHXgSnqSqObauQL3nS9Ff71s3UL5q9OID8Cf2F0zGxgQ4IguGROKAym5OAw%20JzJ2KZo3uW+b4daeROUtH1kMdvssdVvH1rz7AD6PHO8RENvQWO06lzfe7RjCYOb78wByxctmpqY4%20um11wGo9unCnckB8ofQAAy5wojahGC3zbo90/O5qeo+gTV2PYa1HusV1S/sn/x2wuYZVuuFXf+zo%20w75pnkOqv3+OOlD7/fZKoZ7NV2agZbHTshgfM6UMhlIDHEARP8PdHsBn/GO0n/1r7K2CiBNcyr2i%20usgF/W6+y7rIXcEqodvFd+KDvSsphrQhA8AAwwwO9Qmlmgi3tm+1GPzfRJHOqddeRTBeMNSahiwv%20awcDatFe8AMZfNO9zvLLI/7jIgq5SATgALN75LD8uWTsJJpenV7knRrg2dvlNdEHjddWcVUZnZGP%20RFZ15VyiuVpt0Z68LRUGylbMxcCZsVjx9Jyn5NnHbI0JYl8CnuAAisxTsV4QoYkCvB79nJ5sAZ4F%200pkNNh3uxU74jYxu2d+DAP9fSBDF3jBATwAhUAzRoN3M2O0XGDma0Ukcw7UTBXQS3z1hx/Wbd6Wd%20FDohw20VFhIf/XzhGDph4KVY993V9YyMqR2QG+YWHNaOHFKhGS4fP0Wdw7XOjgBYWryhD+LgH44M%20quSWIMbOGCKef/UJ/hXHBkDAARCABTzASIwccTxe7UxhIGaiJs4hJ36ZGT3YVnAiIQbiKG7iJn7g%20K8EdPskhlJmiKZaiD3KACwYRoMggFboiLpLiyPTZh6HQJI6HRmgABZwHJQEX9eUiMm5iy/ibBknf%20+SQjNP7hBnAAWxkSdV1VIDZgNLqi2bQVH24jOAqW4v0EURQJUYAgElbFA3BoQMukVH4YxvnYHDyq%20BWScyAeciDzGI1ctjv68klZswDzSI1ddjD7qo5Rk1vNV4TtKCQYoAAgWjwiw40GqgDxCxkHOI0Ze%205EE+o83p1tAFkQYApGdV5Dvi40DmIz3eY0quZJJ8QAWko3X/COFHrIdwdMpHBIADZEAGPIBO5qRP%20ZsBPBiVQDqVQAqUDKAAAICVSIkABKAACKEABJGUBMOVTSiUCpMBSKuVUTqVSYmVcIACmEKVYCiVZ%20jqUIlCVajuVYZkpSJmV2xIVVKkAKuKVbQqVbPmVUZkde2iVVJmUEEKVPBqZRDqamEKZgasphJqZh%20LmZYHmV2KKVVNiVWamVVviVUVqZT6iUCuGVeAkCmMKZiFqZoBuZZjiZonqZoAmUEIKVX6iVcMiVc%20XqZbzmVXtmVSbqZsIiUAYEpa9qZa7l9PLKJHgICOaIQCDONHVBIK/I1yNqdzPid0KifRSKdQRKd1%20QmcAAMZ1/25ncx4A561KdXpndY6neJZnJZnneQ4JdXanc4rnej4n2qQneconeponXrAFfebnfM5n%2064Snf3ongP6ngL6O/cmkRywABrhSAFSAJIqE1TUTYUnGd0KoiGhn4FDoTwQAM2LolQxJcOKaTziA%20BWyABZyAlVEih6oJAfBfinJRi/YJCYDAi/bJcvaEgX4ECeRk0cxoh54nj4pI4/2oVZCakMYImgln%20kQbRhCYpkzapk7bFjT6plE4plVbpKyGplWaplm4pl15JlHYpmIapmI4pSGBpwgRACCwegI6EABAA%20mhIA65idmr5U4wWAmtppajzkvRCpVazonF6FAPxp6wyAnf+u6IoaVwDUaeMZQJAGYW+1TgC4ZAVU%20QFd5pwskIkdQwKTujdSlhUeEQAWwqAZ9QBryD4lu0YKei1sMgAKI6r0MwAY06E+EAIlWgAVQgKD+%20BATwRAg45Pgs6KbaKk+QKlAYwAXIKFDEqueYaa9cDKmhwAVsgFBggP0xQLQJAABYQJEIQAQUhwVs%20qPE4jgogQFW4pNXAzMoIBgpYgAg0aoxQAEP9BHKgQKDmx2QUSY7sDwFsAJySmgCUwAGoQKnyj1VQ%20QLc6zpeuCqyejXExwKSCgHHYaiR2BAxA0lBwgHpgAIk2wI5kBwZggAUgAAa8JBrpjQWYgCQKwEFY%20QAcEgKb/juiDXgkFVONGqKwFnKysvo6eIOcBrJ8EaAStVgD7DMXIDm22VkAhOawFAAYL2KoJxGvC%20UEDOGo3SUitJJChHzIUHKEAFjCxPZAeOGKHRXMCtzkUBRACo3ioK0OrNXkCu9kkIXADrwCtHPAAF%20cG2rkmiDCgAMBMADQAAGUIAAwMzNKgDA5kUFHEffSJ+wCkUEsMAGbIC7VgWzrgoIbIAJ3JCqXG4C%20OQAFiMAKAADJboQEWAAHsCODGo3UggAIVIArTcBLZoAFXEAGRECoDoUK6KToroAA5AeRAAADgEAI%20wO7kuoUKQC2l5G4GiK69eMAFPAADsEUISEAErAwkPgAB/xBFCKCA6xJABBghAGwACKzAcQgArXZu%207oYA8xLN3XZEBMAACAQA7C6eiG5As+xHa/BmzByncQ6j88KA547HBDiiAmwAjDAAAmRACHDAB1xN%20AFgABtBatLJF+5KH64rA7DqA6M4FCmAACChAJIZACFDA/jlA6nJA8GoAyUZrBogABhhhB1gAAPif%20lz5q8URA+FaAIx4A7WpEJXXACVTADMUODgOABJiof5gvC8jwAVjrAZAABhQJBTQAR3SApmaEAZNE%20eWzAAjzLCSAvGlmxENfsWtzNAShABzzAjaRABTTACDRtAmHACUCAqkQrWFzxATwggV6xnvYHCkjt%20YAzuB/+YgJqiwGpuQOLWbAacALsWwI0cAAAMowOYgFDo3wGwAE9Y8UbQawPYK9EEgAkoAA5HQATM%20RQUbJzAu1OtYgGQswAaQLwuQRAZoqk5GsUZsSwhgQGCAgAVAMs+qSeX2iXFk7QrvRQZ4LQgH0wjk%20LAc8gAC4pAQoANZGs9HY8gGoxAHIbuJOACvzMLLCDAeECwYYwLPQLUdkQNcqADc3bzMLwAWswAn4%207TAWsAuo8wy/TgF3LQEkCQJMAFIGQAlg0TGbgD9bAExahzlvhAk3JDcPDQFALaimKSJPQAEYtBFr%20RCQfwOV2xAADl0bALgUggCdvDAF8AOsILEcAAKTAgCv/kcDtuvMHhwjiTgACsOzlSnEHgAAGbAQU%20c6vY/pkNo82COgs6YzGM3AUkCzHCsPRGgOrLWEAXhwAT+/MBrIDrGs0Kh4jokkDvImsFHKwEWPOq%20MDVHYAACCEUKkMtGwCpbSBYVZ3QMB4abDi5exOoEqCqMCAAHwMgGiG1aE8D5xcgfT23IfrS2NnUi%2040gFWMYFACw6Z0AKWEpfG41BH0DcBgDY2q1lj3FAq2rCLDA5d0RCn3G6GixlZ4QrrwBVN/EFCMVj%20C8DSWrZBr2uDSgAHQDKkKCKIes4KIHLkWsDBku1ZjijIpu5GOGzkkqgjJsCIbsDIUkVCfJcFLI4F%20QEoE/0Cwc78krMoMN3OACYysq/KHClSAc383XDT3pCqKB2xAt5owW2T0NZP3iCZqDDQ3BSxA79o3%20alxAzNQv5hp3wiAyBny3jmRr5I7spjjAx0KwCbAFL3NAdgPAAtysByInzCAyT2RILFGqy5I3yEru%20J3MqcQ/jKZ8xcl4AWy2oZAgABhBARGgELzu311LK3lAAysrPx4IsjPDvoiTsszjAA7TsRuDkXIBA%20B3TA2i5eCDhAGj+AvfitAwTAAkhGCBiXAECsA4hYBhw5CmTAXNBwNncAW4D5oiz5kTO5jxi5AyS5%20In9LdQQAsmp0BwQTYnIEkKsQThoXUDpzmhJN9oq5mH+HxwOsOQj8U5B3QJqEQBoHyYpjCgnYi6Ij%20a59nM1sIwJaDQAnEecJY+k6msY6KMEeAumVrbXVkOgqsaFMz+QKgqUYQAKJPuqtbLKsT1m6Tqa3f%20Oq5zqY/nOq/3uq83UzD/urAPO7H3YrEfO7In+5nWurI3u7M/u2DsOrRPO7U73HuwVzu2Z/uvS7u2%20d7u3j6kBRGW/JmqgkhqjloS5pzu6r/u5t7u6uzu7v7u/4re/1ru93zu+57u+7zu/97u///u+0zup%20CTyQ1DvBAzzCJ7zCLzzDN7zDPzzEF/zAz/vCE/y5xzvGw7vGy/u6k7v5xqZSPqYCuEAB1HNTkrzJ%20j3zJQ6XKpzzKs/zLn/zKNyVkPmZdijzO57zO7zzP97zP/zzQB/3P1yXRh/xeCj3SJ73SLz3TN73T%20Pz3UayYAaIBUaqbST6ZcGv1T6iXLcz3Ns/zXN2XYd31bvmVUBgQAOw==" height="254" width="468" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 14.&nbsp; </span><span class="textfig">Concentración promedio del gas metano en los biodigestores evaluados en Fusagasugá</span></div>
        <p>Los promedios presentados en la <span class="tooltip"><a href="#f34">Figura 14</a></span>,
          señalan que los biodigestores instalados en los predios Santa Bárbara y
          El Mirador generaron mayor concentración y calidad de gas metano, de 
          tal forma que el comportamiento fue como sigue: mirador superó a Santa 
          Bárbara en 13.49, lo mismo que a meseta y Saucita en 34.37 y 36.9 
          respectivamente, luego el biogás producido por los biodigestores 
          implementados en estos predios, resultó de mayor calidad en el mirador, 
          seguido por Santa Bárbara, La Meseta y La Saucita, determinado esto por 
          la concentración del gas metano </p>
      </article>
    </article>
    <article class="section"><a id="id0x25f9d80"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x2946080"><!-- named anchor --></a>
        <ul>
          <li>
            <p>Los
              sustratos evaluados como materia prima para abastecer los biodigestores
              mostraron diferencias apreciables en su composición, de tal forma que 
              las excretas porcinas mostraron mayor alcalinidad que el estiércol 
              bovino, así mismo, nutrientes como CO, NT, P y K. presentaron valores 
              más altos en la excreta porcina, lo cual las hace más atractivas para la
              biodigestión anaeróbica </p>
          </li>
          <li>
            <p>Variables como Temperatura, pH y
              humedad relativa, afectaron significativamente las reacciones 
              bioquímicas enzimáticas en las etapas de la biodigestión anaeróbica de 
              los cuatro biodigestores evaluados, lo cual se evidenció en 
              concentraciones altas de gas metano, específicamente en predios Mirador y
              Santa Bárbara</p>
          </li>
          <li>
            <p>Los indicadores biofisicoquímicos 
              determinados en abonos líquidos-bioles, obtenidos a partir de la 
              biodigestión anaeróbica de los cuatro biodigestores estudiados en el 
              municipio de Fusagasugá, mostraron valores de pH ligeramente alcalinos, 
              CE y TDS altos, contenidos de nitrógeno disponible y potasio 
              medianamente concentrados y valores de Fósforo ligeramente inferiores a 
              lo reportado en otros trabajos similares, lo cual permite recomendarlos 
              para su uso como biofertilizantes líquidos en cultivos moderadamente 
              tolerantes</p>
          </li>
          <li>
            <p>El comportamiento cinético de variables 
              fisicoquímicas como CE, TDS y pH mostraron tendencias al descenso en el 
              tiempo, con modelamiento logarítmico ó exponencial, que se sugiere 
              analizar en detalle</p>
          </li>
          <li>
            <p>El biogás producido en los 
              biodigestores Mirador y Santa Bárbara, presentaron la mayor 
              concentración de gas metano, superando de forma significativa 
              (P&lt;0.050) al CH<sub>4</sub> obtenido en Meseta y Saucita, lo cual se 
              puede explicar por el tipo de sustrato utilizado (estiércol porcino y 
              bovino) y las condiciones climatológicas de los predios estudiados.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
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