<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><head><title>Raport</title><style type="text/css">/*<![CDATA[*/
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */span[class*='ff']{z-index:999}div[class*='ff']{z-index:999}#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  #page-container {
    background-color:#9e9e9e;
    /* http://philbit.com/svgpatterns/#thinstripes */
    background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
    -webkit-transition:left 500ms;
    transition:left 500ms;
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
.ff0{font-family:sans-serif;visibility:hidden;}
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:1.115234;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff2;src:url('data:application/font-woff;base64,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')format("woff");}.ff2{font-family:ff2;line-height:1.172852;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff3;src:url('data:application/font-woff;base64,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')format("woff");}.ff3{font-family:ff3;line-height:1.172852;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff4;src:url('data:application/font-woff;base64,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')format("woff");}.ff4{font-family:ff4;line-height:1.115234;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff5;src:url('data:application/font-woff;base64,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')format("woff");}.ff5{font-family:ff5;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff6;src:url('data:application/font-woff;base64,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')format("woff");}.ff6{font-family:ff6;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff7;src:url('data:application/font-woff;base64,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')format("woff");}.ff7{font-family:ff7;line-height:1.104492;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff8;src:url('data:application/font-woff;base64,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')format("woff");}.ff8{font-family:ff8;line-height:1.104492;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff9;src:url('data:application/font-woff;base64,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')format("woff");}.ff9{font-family:ff9;line-height:0.682617;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ffa;src:url('data:application/font-woff;base64,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')format("woff");}.ffa{font-family:ffa;line-height:0.949000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ffb;src:url('data:application/font-woff;base64,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')format("woff");}.ffb{font-family:ffb;line-height:1.217000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ffc;src:url('data:application/font-woff;base64,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')format("woff");}.ffc{font-family:ffc;line-height:1.217000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ffd;src:url('data:application/font-woff;base64,d09GRgABAAAAAEDQAA8AAAAAw5AABwDIAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABWAAAABwAAAAcfdWlkkdERUYAAAF0AAAAHgAAAB4AJwegT1MvMgAAAZQAAABQAAAAYFXbqv5jbWFwAAAB5AAAAI0AAAGCQLMl22N2dCAAAAJ0AAAAaQAAAOgzuhu2ZnBnbQAAAuAAAAZwAAANbU0kjnxnbHlmAAAJUAAAEUoAABvs8FNo1GhlYWQAABqcAAAANAAAADYf+9WEaGhlYQAAGtAAAAAhAAAAJAb3Ch5obXR4AAAa9AAAAYUAABxipJUKhWxvY2EAABx8AAAAygAADzYMzAaebWF4cAAAHUgAAAAgAAAAIAjZAQduYW1lAAAdaAAAAt0AAAZd/tH3ZnBvc3QAACBIAAAfyQAAYuCAiI81cHJlcAAAQBQAAAC7AAAA1c1LrMAAAAABAAAAANGrZ0MAAAAA1gv+RgAAAADWHkAIAAEAAAAMAAAAFgAAAAIAAQABB5kAAQAEAAAAAgAAAAB4nGNgYZrBtIeBlYGBqYspgoGBwRtCM8YxGDE6AfkMHAwQoMDAxA+kmKFchlAfRwWGBqBwFLPX/wlACS+GAgUGxukgOSYpoJkgLYwAALAK0XicY2BgYGaAYBkGRgYQqAHyGMF8FoYEIC3CIAAUYWFQYNBncGZwZfBh8GcIYQhniPr/HygLEnUEinoy+DEEQUT/P/5/9f+R/4f/H/i////e/7v/74SajAEY2RjgUoxMQIIJXQHEaUiABcMQVjZ2Bg4gzcnFzcPAy8fAwC8gyMAgxMAgjN3SQQYAu4ga4QAAAHicY2AgE8wDwgaGBqY9DAxMUgwM/+2YTvz/wqT0/8d/M4b5QNjI0MhkD5Tz+v8VwQeJAMXsQaJAcWQzniFMYRaGmgOVZ7T+Pwcmz+j8fwpU3g6u/xmjO1z/O0Z7uH4JKFRkqgQACxg4jwAAAHicrVZpdxM3FNV4SULIRjZapqUyilMaawylLAEMhJk4LriLE6CdgdLOxA7dF+hG933Bv+ZN0p5Dv/HTep9kmwQSetpTf/C7kq70Vj0NCS1JXAmrkZT1u2JkuU59l66GdNSlg1F8Q7avhJQpJn8NiAHRbKpVt1AgEZEI1OK6cEQQ+x45mmR8w6OMli1J9xqUm726ftDZHVSbVeqrhgXKFqOVa2FBFdx2KKnRwNRC5EqaZzQfRTK17KRFBzHVGUk6zOuHmXmvEUpY004kDTbCGDOS1wYZHWd0PHbjKIpcWEuDQZPESkiizmSwArdO+xntryd3x0STGXfzYjWKWklETimKFIlGuBZFHmW1hOZcMYEv+aARUl751Kd8eA5q7FFOK3giW2l+1Ze8wj661mb+p/642qTsXAGLgWzLNhSkh/NFhGU5jBtushKFKipEkhYuhVhzORgd/R7lNfUHpXWRsbHtw1D5CjlSfkKZ1RvkNGEF5ec86teSTR2CLzmxKvkEWogjpsSLxtQBvd4/JIKqP1foZWuX3pq9QXuKU4IJAfyOZbWtEs6kibBwOQskXRjZtRL5VMmiVbF7h+00g13Cve/a5k1D2ji0vnswi/JwVSGaK3g0rNNMpkqtZNGjEQ2ilDQcXOTtAMqPaIRHKxiNYOTRKI4ZMyGRiEATemk0iGU7ljSKoHk0puuXwzTXWoxmaHhN3fZoj64vh/VLdtItYH7CzI/rVIwFV8J0bCwgJ/FptMRVjmry02H+G8EfOdPIRLbYCFMOHrz128gv1I7MFRS2dbFr13kLLg/PRPCkBvtrmN2aqh0SmAoxoRCtgMTZdcdxTK4mtEhFpno5pDHlyyoNofh2KxScL2Oo/3N83BGjwvfbcTreV6I7JfcAwjQJ3yZKHk3p1GE5jTiz3KvTLMvHdJpj+bhO8yz36bSPpavTfpZP6HSA5ZM63cXyGa26cae+GBFWskzOdb4gHs1tWpzuLd60i6VNi7O9xVt2cb8WNFz6D/49Bf/2wy4J/1gW4B/LA/CPpYJ/LGfgH8si/GM5C/9YPg3/WB6Efyy1lhVTpp6G2vFYBshtHJhU4upprtWyJq9EHm7hIVyAmtwhiyqZV9xDH8lw2fvD3dSmQ8NVrjQ6NJfmnalqiP7HXj67KTw7cY5oecxY/hxOs5zqwzpxWbe1hefF9B+Cf4tn1Xx6xJliX48iHnBge/txSZJ5j47p8t6KR8f/iYqCboJ+AikS00VZljVuBAjthXa7pmroHCHeGDRadIfjjjM1iQjPo2NN0x7QcmiiRUNLB4VPu4LSWruspKy0cebJrTRZtudRTvldtqSYe8nCcriRkVnpbmRms/sin/vrAFq1MjvUEm528OA1jbnH2QcoE8QtRdkgaWE5EyQucMz97cE9CUxD11dLyLGChiV+nAYCowXnbaNE2U6aQ/NAMvIouPxDp+JE9qpojMB/w3bQ+7pQCKe6sZCYzc92YqEqCNPp3hINmPUlVWOlnMVKL4TsjI00icthWVbwdrP1nUnJdnVSQX1FjC5s/kywSdyu2jvZUlzyZzZZEnTTFfO3xIMud1N8Fv2jzFFcoj1B2HDxkspKVE7LziTu7bktqytuY8vqwrZ7H7XjvKb50qMU+ppOltqwjWsMTu1IRULLVMaOwLjM9TlrI5/QoPKt61ygCtenjJtnz19EY8Ib093yL0u69n9VMfvEfayi0Ko21Ush6thZRQOeL3WjsoTRyVJBdeLS8aYXghpCMGWvPb5BcMMnynQUt/z5HeYv4DhncoKOAV/UdAKizlGsItxyCQ9uN1ovaC5oqgO+qNfRwgBeAnAYvKzXHTPTADAzy8ypAqwwh8El5jC4zBwGV/QGeuF5oFeAHINe1RuOnQuB7FzEPIfRVeYZdI15Br3GPIOus84A4HXWyeAN1skgZp0MEuYsAawyh0GTOQxazGGwZuzygW4Yuxi9aexi9Jaxi9Hbxi5G7xi7GL1r7GL0nrGL0fuI8aleAj8wIzoL+KGF5wA/4qCb0QJGN/HWdji3LGTOx4bjdDifYPPp3qmfmpHZ8ZmFvONzC5l+G+d0CF9YyIQvLWTCV+BWeud9bUaG/o2FTP/WQqZ/h50dwvcWMuEHC5nwI7hneuf9ZEaG/rOFTP/FQqb/ip0dwm8WMuF3C5lwR2/symW6X7R+iQbWKDvTuN19or2/AWwj08h4nJVZCXRT55X+7/+eFi/YfpJlebe1epEsWZYleZUeeMG2JAMGYxxsDNjYkCELEIcYOwS7ZCEbgQAFCoaYwIS0SQtNaNM6k8kkaUnPaUJmpj2znZnOnExmznQmaU9gGpr4ee7/JNmygTTj5Ul67+n/7/Ld795PIpQYCIFSepJwREUcl4A46y6r+J3/U3FJqfinusscxafkEsdOK9jpyyrlrq/qLgM77xYMQpFbMBkg4T9//nN6cmbQQNfhcrP/MnsKXuPacE1BTMET5FsE4AEhjSZm2MANJih5SrryFNf2VQfBHzr7B0I4NZ1GCxKJTSxOAJ5CmwJ4fCtPBgmly4IcADRASK1WJ6oTBUFIUyZm2iwGlYmtl0RpofRT/wWoOgvVL++4775jx+j0TCMIkCxdRytW4ya/wvVTiJ4UkDqxOkXegVDCKyi/RQkcB71o4rKgChQK0otGNZBQZmZqamZBZn5eTqo+NaPIYFYn6m0kQ5euNBkEQwV7orLo3BVeT6XVpMGjDXRueqjx4AHpGKzdd8Bll868UOf31/UsHX/zTejuXtrTT6c3r3Gv1P/6fGlJSYlUVWrvegXDUzR7nb5Dr5IcUim6EgGIHj2CTOAoBhFf9qFBLUGMA9fHo62tXAhP5JBsq9mqQJt4B3gq/eCuyNCrrCZjCujS8/GVT5+Cofa90t//yvb1z1dsXb5t6WB19eDSbcu3VhxZn9x7fuvW871i3cYOPIdXVm+sF9EWFqsdGKsk4hTtGDtewfFbcOtogJRxAcJjEkkS2I8qMctm0WFYdJFfumPm36ggPQdN0k8nJuj0xPG9UyzX8vrkBq7PEa2Yhs+XBYmc2Qg6tAin1VNTLHuIo9/NXodreG8qs4UDAhQ4QllIaK+MCnx/fEhSSYqgMbOQZFiLfBnuCo9g8hgETNgzu613Vbf2/y98e99Ysse1PfwAhCekmvHxmE30M9nnAjE3AeGAO7RRYP7irsxVjUbQ8Ig4UOlMglsAdwKGtmPDCy+A9zXpn8H9Jmg3X6LT0huwXLoqjUXXXINrKkiWmBHzk25AsxtoCPHLoZXoLQZr9RT0zcyiy1f3R9/HsJpAzKJBzVGCQOU5yrwFiIU9gSQIGoE5CoIJ/wQ3CPRXj0rnzj4GPTL0L0pdaE4XXMTlGL44C+IrFdFvF0vQhiikFAz5GECAVgilYTrSCtLyMzNYIK3KRN08svIRU4gmP/VUOmAOYlD9/f7+799zz6sDA6/e4x+orh7wR47JG84PDZ3fEDk+GcFX5MjqXfbxLTmvmcQtlqcAUWA1KjAVCrKF8Hw0u0qOytAgJCNdK+DdqQgwFTptKMJSM2ENMrOUKj21stLDQqTC4+pnpsDZe6At2HT6Uqh1//7W0Dvv0Gn/zvb2Hfn/CjcD18UaOee5WHObMSYlrOYyEVlZLNYMYFhz+NiH6WpZDLASUmwus8QAxorMywJS5KDxBajUpWfo86kcsU++4/SVjfmblhXVV64cbF326MaGfeUVmzY1Lg2G8XXDYxuTy8x7DMUlxixDerLWuqa5vr+mMH/UZzebTYLW2tFc11/D7EUypIMyR+aImRSREC1IwnENXIgxIsOnFvGOkTF9/Bu6+TdTtGr//pmrkbpDDPLD+P5kUiSak9Qcx4Cl4DluIbKSSTJCXWDsCpwpCUycOwfwjx/+91dPnnnlk5cmzx87e06G2D9IVoRYOvy3lAa/k/ewoo1PytjFelUj3LF6uPh6ZZGMY495GCN3eMCAtgN9cuYU7JOeoGFpfP/+bfDh/m2SCzFTjGubZN5QkRLRynCELmzBFQG4Tj5K4RyEeZ5X8SqNkKZYghWGiLFgmyqGLyUFfFc6zyxvpuUz16J1z22VY+IQbQk8yDHBhYES2MsBs1jBxzAYDY2GhcbAAsPKLgHcWnoNPmj95fHHQAn0UQovShdglbQFQxOGHyKNoe1hPHyIWGP9p0J0YpMhDPIM6lwf6z6WIMuogYRSU5HF9Kn6dA3evEQQ0tUq7DkIcyGSWIYyLes3RmUewGfPrZyS/vLsyuc2nVnbFuykV0NHtknjL70Ej2w7EpI2D3R1d3cNRPvLQRnrtWJVOmJdh60lEXiuBBQ83xbP8gz2liBBkmcMYSUhs8FsthuVqmybBeFsZITg9S1sOAzvtViQ8hMsCR89WPHtzruPhPzekrLmZ4caJ8rLeobaV3i8b71fv6xznX/MVme0evrqq9bqMkLO6g1VOfoxm7PYUrSvtLjUachnuSnCw7TMyZhtpYJyHN+L8SoMzmHfAAs6kCoLydCNOHLLsYKGEenP9uyBo7RGapmYgB9PTDCMYk95Dj6UuQeZMK6nEJZ+rj+G1UKIayiqWxvKU8PWddUtAzewoTx8f6ShXJqY+TVrKDKu+Icw3kay9kpBFgVkt+APtCvXiRlsjFH0qVVKTqEoDPJIxCzrOWI2Ya/ZVSVepUqlZe5it9wmjcSAdGDC3wRVDptCEH0yDBY8cesiWcEj9+mTU+FAU8dUi7+xY+p04d1NLdvzzMOt9OqhA1IHXGwLrlgpbYo90um1TrenosIz1w8ZXrUk9HoallfMfC1Gh+vDkuC4whhic0Q9YS/xEt+HMxs/h+VucQmupiUaZrdSlbnYatlY2vD01Irmtu6p0+btzfTq6UPSIBxd07m+W3qQTneWu+Sc3UB7npDrJ0/MTlGrFFTBOnQEqvJeVi1V4WxpLcJ1laqiSBToqruGpobW+1pe6r7r4nL4ojJ15j1am1o5YrPbbczP8Ox1fgCxkEfKxFIVchW0qZSs2RbKnZFsZLxolakqj+QZNSat2aTGSgCGAKO1iBWE1YPzQLoMDXxkD/zA5KGWHWbL/csPTU41Nz0z9SxyotR/+ESp1Vp64jCclrZ2rroAx6WtF/DI7EBjsD6niUDqxZpk4HjEpYriBEyVACqKRDGHfjWoVDKDGmSzBCIgg7J/BgvGoj6Tx+1jTKpy60wqenDm1IX7/nqvtI+2Tw5efXxiYsMvRk5M9L790IvIS8bZL+h2+glJI7nkuJiYilMx7qygmG4NpjuPUVNjkDXkPiyJYGQ67os2i5zgD/LxJhO7KXryjreKhvkryrkeIN8kM04IQt3dYrogoEe5Qo5ehyalWY2COjLheJQR4mFp1QvUGyFARjZ0+9Gae0Ojzc2joaGaYHt7bV17ex39ZCbb39y4d/XqvY1LQTFzeFVj4yr2z2Ldgodj1EiWkO6IA4lLgGUeSb8tR37BRV5ELwvyAM7GwGAwMrzliDrMR1MwNpnHzndfEbRGgXVhjdeti1A0Q/nNPn92QkPo1FH4Y/FzGACJZi+f0z30OA3cWfc4ZEpwLtA96nnd4wQV/FL6vPwE0FPAnepb27VzJw3MvP3xtWtscJH7zi5cn/Wd/K/RPY553eOM6p78zLzc7JjuUX+N7onKHr9ndFj6BVjve8Bikv7xQZujzD7cc/AgZLdUBlfTQEdTiah9caQgL79AOhMI7I3MJKbZG7QHuTc7pnsymO7RL9A95fO6xyXPYNkky4K6R32L7lHGy56Ew2vWHF6/esSOwqa1zxYuX109aBvtSAo/0dl5IFzh623aEKoIlzb1et1yLuRYncNYJSJjWUUTiYLUgTNLVPxgGpKTNGlJWhzTChVqFCuG2FxssMjRQKyGIXXzkVWrjmyWfg+JK3t6Vm6ngeaJdV0TzWOd7e1rpTdk3sG9cnGv22osx7zGci7UWOpFGitXcsG70t+BUvrjyAgNjGzbtSMSV1yf/BbXj2ksRzBiPmosdURjhScnGVCQWz+fvQEn8N47aCzH/AjsitdY6rmWWA/RljgyVNBjq259HwZ33pNUVrq5tuvLPdLJOJvos7LPizSWQ9ZYzqjGYuiWNZbO5+a0JihdeurUf7362Vc//tuGQzRw48Yskd6eW4/H9WL6yjGnr5wRfaWO6avwJGRJrTQg1Y1G3/cZvu+OM58jMvM5F8x8aJaBU5lYe2HzsJauh5PLTzy//4P3ceKrmflcuobrX4Z2DGl0D1Z3t2g4hzxpO+OHX/UCDbdrQvrDdyYggSUH6qV3cNW/Aj/DJ6uVi5iXRRquPE7DuW7VcOo/reESn1+z5vmeHvnoCJaWBh2OoM0WdERLJXygs/OJ8Lg9XO4K2+1hV3nYPlcvm9DHJagskLuSbqvh5vjLYMwwMO7CKdIkKzeZRfSmtJhyg9CmSVDufrq+at/LVb7eXl/VyZM0sKM/0Jv9OhxzXHbYMK5ZGIM0jEEx4ws9IjXzVs1WvhiwxaTIbLfEABvVbNavkWw/e7TYV7TVW1FWVd+wNuAfXlFzb7G7Zb3LWVW/rCtQ/+CqJGPucHZ+jj47KzmloLneu8aZlTVsz8vMzsTXTbW+Nc6oXkuWuT1erzmYXnNG9Zp6Xq+98TpVvz4J746OSnWRetGhFx/JOL1Fr8WjKKbX1Iv0GvfRX1wcfujiW+dG9h7es1eG03bpCMLpCXhIGodH5D3MaKNNxult9ZpjXq8thmycXrPN3ASH9PdwXfpodLQfNo32S2cQH9ji6L24Fus95WIZK3hGc0Nz4ucbKB7TLYrnew83Tf52smms48GAz+enbeJYl/T++Dj4usZE6dIK/9Kl/hWR+BUgVpwyVqpFb7zmKY5oHkD9CHRojn3jFY/pGyiehYLHaR9v6hlfWm4zGOtH76q9t9TetN5f3/bnl2xly5pcQ6ay7PyyFZX2Jo1QZylfWa7TPmg25lc+kJ+bb8zVy/bipAsHZX7EfBOeKR7Cc1u+qdpxbpSmNm6EDfAz6YcjIxAeGZG5/VyU21F1xnE7Zd7jVMmaXFesXAi34msVD6N3e1WE3nuR3mu6ILRHaonjd+4qrl1AOq/k6qOaR4cDlB4pAPPdFRE9pHde9GQypcOuKmGIxF+KSJ4Cko+Sx4i/cZInpngWCB5Z73TtmBx0VZ8ZqKiZPJm3znOft3BjLW0bvlc6Ab3bfVWoyiMPNFBjNIUtxVGeZhjVkOCczmEmpxM2EXbJQof0zgkdHRvNsLLR2rjzEZmjwUH8TjLH64abw5NVbl/D5PF63G98l/QytNf7G+qlH9GAb9mcximT62WxxomN+7fVOHCzdeXkilZP/aH29sN18GzJEqkO3l1SsstssZhZXpbP3uDeQwzIGkc5r3E4+q3baBwTahxjnMYpUi5WOAzvHoF776mHd4vi7rGn0a+hSU+Fuwq55aVdj/j9+3bCOum7NTUPQCd7qK2GzthnQ2Voh8A+g5jXOMiTHEWcz2ud/6/CKZu5OdL9k/XS38Dnuza9s3FkpPeZnXePbHhs5/1yn8qFc7CNfkoycb2HRA2yAI9swGWDErUHUfKY8jKmdfBWhZIqhtSgZIgk/Uxz9alQ0G7lMPcYSyUocUSIu4/grQtu6xZ1WVmEZBmyCvNycEe9wYx6PZlBAqWAJyIXK721wLAhZ1Dj85iMjERA0zWwxGutb2gJtkMo26u15HaU2DX++rws+mlLy5Uind5nK3PXCimN2gzpC4vBJGhk/zLRv+fRv1SSwz4pwZzyDMn9sQFhK40MBTlp2RnpkaEgWWfTLB4KYF5Tne1yubq83rUu11qvxeGwWJxOC5yzBcudodLSkLM8VLq6zGq1263WMsRtBSb38Tt+ni9/25O2WzLulj/SR3tds1+Q38v3pxKLaIzhe9n8mB/iQjzPp/IpFiFNIX9KzpkyWNzc8tRgqvxJwZjO5y0t9fpKUFj7vvRYrW631eohZHaWuOAs7KfTaUblOvSaw+MHEX6Fs+TKnJ2xXee/d+BMrkeT7sf1Ppb57M7fYalu+x1W1K/AYr8cC+TLvF/qW/3yvZY7pqmstNs8HmzK0tn/qDCayl1GY0XUrzb0K4B+HZX9OjrnVxv6FVjol2N+1ldF/Arc+D+v6wLtAAB4nGNgZGBgYDc2LusKeRbPb/OVQZ75BVCE4V6PvieM/m/0fwJLBbMXkMvBwAQSBQBydwyp////////////////////////////////////////////AAAAeJztmb9Lw0AUx7/3cmNBF0VpRGqlKTjp4uCigljQTFn9C8TJP6CToOAguCo4i4MIBgQHXezkvyAVFF0LIp30vFgLbTWxzbU5f9wHjtyPl/e+l8sjD8LWkIGEubKlZdsSZXoVVXqBRzdw6AAeK8j+iKjQvbyuwLPysi3LtbIcF2HTKjjfxqC0zdES8u/+0jD8MqxzeLo1GJLBsuHqiEt7cHTErcPu1OOTLSqNY35Vyxv5TDvOHyqKZ1U9ceEn8d8BOsREN7X0AjrFmG4Nhp8FO0ZBtwaDIS60I6qJx9yFS+vIhq6Xwr8jNK+nzugUNt0dnexWPNX7tNnsk1Lfx7BmajZ02Z4eug4/F53QRrR+cjDcsc9+8PiKuoP1iAGV+2kO45/mfCyq+IylYxajScdshV1gUtlHQ74F8L6P/PHbz2fK6qvBA3gq/vnTAnKtc2wfNjvCkJoqg8FgMBj+MGdiStUFy3xdxzBfzj+E1zjBvxbV2L0gbD9NNn6ETcSeDf+NN2GtQ4cAAAB4nGNgYNCCQieGIoZDjByMFox+jE2MaxhPMH5ismKqYbrC9IVZjTmEuW5Yw00jEn4iH7L4UAgrCMJVEMjKBYRBOGEdRfAQXviP2pCtYhRC4b5RSFP4jlzIbsfeggJ3ocBX1IccDERAEzCMgcIKDLgKCK9gQk4ZKsIwNLgGJzxDMfyHH3LpwGEO2fAIxfAdIcitAoV1QHgEK/xAGeQxwQsL4PABr8IoHIWjcFBBC4IwAwmW8PagwCVUhFcw4AMU+G0UjkIQBAD/pW5sAAAAAQAAB5oAKgADAAgAAgACACgAOgCLAAAAhACYAAIAAXicrZTNbtNAEMdnExe19AMhuLQgNHAqUut8qKJSI5BCpUitUqVVP8TVSbaxW9cO63Wt9MILcOBBOCC48gpw5gl4Dv5eb0hbRQghYiX+7ezMf3dnZkNEK+IVCSo+b+izZUF3xVPLJXLEC8tl+L+17NA98dHyDC2KH5bv0FLJsTxL90ublufAF5bnabn0xfICLZeF5UX64Ly0vEQrMw5WFM4cRp/M6jkLeijmLZdoVqxZLtOGaFh26Il4b3kGe/5q+Q49Fj8tz9Kz0gPLc+Ady/NUL72zvAD+ZnlRcPmR5SXacL7TNsU0pBEpCmhAPmliqlOVaniYjmCReO/BK8JcgpHC4xm/fVBMZ7D1zLhJKd4+bAqeTKtGT0M/oS2q4BlgldwjpS65iIrpAtZdjEPMSMx5dAz2YJ225nOi7Xg4UsHA11yv1mp85EveiyOdSKU8zfsqPpM9zc1U+7FKeNXXephsVSqDQPtp1+3FF5XdNAyk9o5DrzKJhPK0BWniQfQaDiH1AXGI300cIU9VlRrYdBvHZ9A0lfVJ6KZbr1Ybx+0mNybS64Xg9Cz/Dr12zML/xPglyFwex9c2RCdSJUEcsVluuvIU3UL2ZjnYFiSC+yUEztEsZFPIyGEUXybno3+NGjdI0R6ZeVy6Mv5F1LhNXKgp+FBeURQ0yzL36nwElbyorqcq/1stb/7ANHLLpo/pEHQKykx8fjUKj/zkPYwjk+I+LCm4b9LNpuWlid5BnzB1sEdpSjZRbt9QWIPldnlr2HX+5Ws7u7nueDcecu6B8wp08ZvPZPbqsalOC916YFgjW3wrcwk08z+EoWkZ1+whxDu/2APMdxDfRoL8IOEWuocP41OdeUoyDGHQk1Ei+5xGfalY44Ie7rS5M5RR4dwuHNZ43KQ1t+ayEbOxuYx36QWh1w0lZ7i67HGrecCe3mJbsaSngqFO3CQI3VgNKp1W+3YD/OUx/iD4C3CDQFIAAAB4nG3WU5SeWReu4Vp+k3baVtJOOu/yatvp7rTttG3btm3btm3btrH/scfOfObBroMa86TW/X0HzzVqQA7835//Rg/4gf/Pjzvzf7/EgBxQA0MGhg4MG5hlYLaBuQaGD4wYmHug/9/fpIE8UAbmGZhfSKGEFkZY4UQnBonBYhwxrhhPjC8mEBOKicQQMbGYREwqJhOTiynElGIqMbWYRkwrphPTixnEjGImMbMYKoaJWcSsYjYxu5hDzCnmEsPFCDG3GCl64UUQUSSRRRFVNDGPmFfMJ+YXC4gFxUJiYbGIWFQsJhYXS4glxVJiabGMWFYsJ0aJ5cUKYkUxWqwkVhariFXFamJ1sYZYU6wl1hbriHXFemJ9sYHYUGwkNhabiDFiU7GZ2FxsIbYUW4mtxTZiW7Gd2F7sIHYUO4mdxS5iV7Gb2F3sIfYUe4m9xT5iX7Gf2F8cIA4UB4mDxSHiUHGYOFwcIY4UR4mjxTHiWHGcOF6cIE4UJ4mTxSniVHGaOF2cIc4UZ4mzxTniXHGeOF9cIC4UF4mLxSXiUnGZuFxcIa4UV4mrxTXiWnGduF7cIG4UN4mbxS3iVnGbuF3cIe4Ud4m7xT3iXnGfuF88IB4UD4mHxSPiUfGYeFw8IZ4UT4mnxTPiWfGceF68IF4UL4mXxSviVfGaeF28Id4Ub4m3xTviXfGeeF98ID4UH4mPxSfiU/GZ+Fx8Ib4UX4mvxTfiW/Gd+F78IH4UP4mfxS/iV/Gb+F38If4Uf4m/xT/iX/GfHJBCSqmklkZa6WQnB8nBchw5rhxPji8nkBPKieQQObGcRE4qJ5OTyynklHIqObWcRk4rp5PTyxnkjHImObMcKofJWeSscjY5u5xDzinnksPlCDm3HCl76WWQUSaZZZFVNjmPnFfOJ+eXC8gF5UJyYbmIXFQuJheXS8gl5VJyabmMXFYuJ0fJ5eUKckU5Wq4kV5aryFXlanJ1uYZcU64l15bryHXlenJ9uYHcUG4kN5abyDFyU7mZ3FxuIbeUW8mt5TZyW7md3F7uIHeUO8md5S5yV7mb3F3uIfeUe8m95T5yX7mf3F8eIA+UB8mD5SHyUHmYPFweIY+UR8mj5THyWHmcPF6eIE+UJ8mT5SnyVHmaPF2eIc+UZ8mz5TnyXHmePF9eIC+UF8mL5SXyUnmZvFxeIa+UV8mr5TXyWnmdvF7eIG+UN8mb5S3yVnmbvF3eIe+Ud8m75T3yXnmfvF8+IB+UD8mH5SPyUfmYfFw+IZ+UT8mn5TPyWfmcfF6+IF+UL8mX5SvyVfmafF2+Id+Ub8m35TvyXfmefF9+ID+UH8mP5SfyU/mZ/Fx+Ib+UX8mv5TfyW/md/F7+IH+UP8mf5S/yV/mb/F3+If+Uf8m/5T/yX/mfGlBCSaWUVkZZ5VSnBqnBahw1rhpPja8mUBOqidQQNbGaRE2qJlOTqynUlGoqNbWaRk2rplPTqxnUjGomNbMaqoapWdSsajY1u5pDzanmUsPVCDW3Gql65VVQUSWVVVFVNTWPmlfNp+ZXC6gF1UJqYbWIWlQtphZXS6gl1VJqabWMWlYtp0ap5dUKakU1Wq2kVlarqFXVamp1tYZaU62l1lbrqHXVemp9tYHaUG2kNlabqDFqU7WZ2lxtobZUW6mt1TZqW7Wd2l7toHZUO6md1S5qV7Wb2l3tofZUe6m91T5qX7Wf2l8doA5UB6mD1SHqUHWYOlwdoY5UR6mj1THqWHWcOl6doE5UJ6mT1SnqVHWaOl2doc5UZ6mz1TnqXHWeOl9doC5UF6mL1SXqUnWZulxdoa5UV6mr1TXqWnWdul7doG5UN6mb1S3qVnWbul3doe5Ud6m71T3qXnWful89oB5UD6mH1SPqUfWYelw9oZ5UT6mn1TPqWfWcel69oF5UL6mX1SvqVfWael29od5Ub6m31TvqXfWeel99oD5UH6mP1SfqU/WZ+lx9ob5UX6mv1TfqW/Wd+l79oH5UP6mf1S/qV/Wb+l39of5Uf6m/1T/qX/WfHtBCS6201kZb7XSnB+nBehw9rh5Pj68n0BPqifQQPbGeRE+qJ9OT6yn0lHoqPbWeRk+rp9PT6xn0jHomPbMeqofpWfSsejY9u55Dz6nn0sP1CD23Hql77XXQUSedddFVNz2PnlfPp+fXC+gF9UJ6Yb2IXlQvphfXS+gl9VJ6ab2MXlYvp0fp5fUKekU9Wq+kV9ar6FX1anp1vYZeU6+l19br6HX1enp9vYHeUG+kN9ab6DF6U72Z3lxvobfUW+mt9TZ6W72d3l7voHfUO+md9S56V72b3l3voffUe+m99T56X72f3l8foA/UB+mD9SH6UH2YPlwfoY/UR+mj9TH6WH2cPl6foE/UJ+mT9Sn6VH2aPl2foc/UZ+mz9Tn6XH2ePl9foC/UF+mL9SX6Un2Zvlxfoa/UV+mr9TX6Wn2dvl7foG/UN+mb9S36Vn2bvl3foe/Ud+m79T36Xn2fvl8/oB/UD+mH9SP6Uf2Yflw/oZ/UT+mn9TP6Wf2cfl6/oF/UL+mX9Sv6Vf2afl2/od/Ub+m39Tv6Xf2efl9/oD/UH+mP9Sf6U/2Z/lx/ob/UX+mv9Tf6W/2d/l7/oH/UP+mf9S/6V/2b/l3/of/Uf+m/9T/6X/2fGTDCSKOMNsZY40xnBpnBZhwzrhnPjG8mMBOaicwQM7GZxExqJjOTmynMlGYqM7WZxkxrpjPTmxnMjGYmM7MZaoaZWcysZjYzu5nDzGnmMsPNCDO3GWl6400w0SSTTTHVNDOPmdfMZ+Y3C5gFzUJmYbOIWdQsZhY3S5glzVJmabOMWdYsZ0aZ5c0KZkUz2qxkVjarmFXNamZ1s4ZZ06xl1jbrmHXNemZ9s4HZ0GxkNjabmDFmU7OZ2dxsYbY0W5mtzTZmW7Od2d7sYHY0O5mdzS5mV7Ob2d3sYfY0e5m9zT5mX7Of2d8cYA40B5mDzSHmUHOYOdwcYY40R5mjzTHmWHOcOd6cYE40J5mTzSnmVHOaOd2cYc40Z5mzzTnmXHOeOd9cYC40F5mLzSXmUnOZudxcYa40V5mrzTXmWnOdud7cYG40N5mbzS3mVnObud3cYe40d5m7zT3mXnOfud88YB40D5mHzSPmUfOYedw8YZ40T5mnzTPmWfOced68YF40L5mXzSvmVfOaed28Yd40b5m3zTvmXfOeed98YD40H5mPzSfmU/OZ+dx8Yb40X5mvzTfmW/Od+d78YH40P5mfzS/mV/Ob+d38Yf40f5m/zT/mX/OfHbDCSqustsZa62xnB9nBdhw7rh3Pjm8nsBPaiewQO7GdxE5qJ7OT2ynslHYqO7Wdxk5rp7PT2xnsjHYmO7MdaofZWeysdjY7u53DzmnnssPtCDu3HWl7622w0SabbbHVNjuPndfOZ+e3C9gF7UJ2YbuIXdQuZhe3S9gl7VJ2abuMXdYuZ0fZ5e0KdkU72q5kV7ar2FXtanZ1u4Zd065l17br2HXtenZ9u4Hd0G5kN7ab2DF2U7uZ3dxuYbe0W9mt7TZ2W7ud3d7uYHe0O9md7S52V7ub3d3uYfe0e9m97T52X7uf3d8eYA+0B9mD7SH2UHuYPdweYY+0R9mj7TH2WHucPd6eYE+0J9mT7Sn2VHuaPd2eYc+0Z9mz7Tn2XHuePd9eYC+0F9mL7SX2UnuZvdxeYa+0V9mr7TX2Wnudvd7eYG+0N9mb7S32Vnubvd3eYe+0d9m77T32Xnufvd8+YB+0D9mH7SP2UfuYfdw+YZ+0T9mn7TP2Wfucfd6+YF+0L9mX7Sv2Vfuafd2+Yd+0b9m37Tv2Xfuefd9+YD+0H9mP7Sf2U/uZ/dx+Yb+0X9mv7Tf2W/ud/d7+YH+0P9mf7S/2V/ub/d3+Yf+0f9m/7T/2X/ufG3DCSaecdsZZ51znBrnBbhw3rhvPje8mcBO6idwQN7GbxE3qJnOTuynclG4qN7Wbxk3rpnPTuxncjG4mN7Mb6oa5WdysbjY3u5vDzenmcsPdCDe3G+l6511w0SWXXXHVNTePm9fN5+Z3C7gF3UJuYbeIW9Qt5hZ3S7gl3VJuabeMW9Yt50a55d0KbkU32q3kVnaruFXdam51t4Zb063l1nbruHXdem59t4Hb0G3kNnabuDFuU7eZ29xt4bZ0W7mt3TZuW7ed297t4HZ0O7md3S5uV7eb293t4fZ0e7m93T5uX7ef298d4A50B7mD3SHuUHeYO9wd4Y50R7mj3THuWHecO96d4E50J7mT3SnuVHeaO92d4c50Z7mz3TnuXHeeO99d4C50F7mL3SXuUneZu9xd4a50V7mr3TXuWnedu97d4G50N7mb3S3uVnebu93d4e50d7m73T3uXnefu9894B50D7mH3SPuUfeYe9w94Z50T7mn3TPuWfece9694F50L7mX3SvuVfeae9294d50b7m33TvuXfeee9994D50H7mP3SfuU/eZ+9x94b50X7mv3TfuW/ed+9794H50P7mf3S/uV/eb+9394f50f7m/3T/uX/dfN9CJTnaq053pbOe6rhvUDe7G6cbtxuvG7yboJuwm6oZ0E3eTdJN2k3WTd1N0U3ZTdVN303TTdtN103czdDN2M3Uzd0O7Yd0s3azdbN3s3RzdnN1c3fBuRDd3N7LrO9+FLnapy13pate6ebp5u/m6+bsFugW7hbqFu0W6RbvFusW7Jbolu6W6pbtlumW75bpR3fLdCt2K3ehupW7lbpVu1W61bvVujW7Nbq1u7W6dbt1uvW79boNuw26jbuNuk25Mt2m3Wbd5t0W3ZbdVt3W3Tbdtt123fbdDt2O3U7dzt0u3a7dbt3u3R7dnt1e3d7dPt2+3X7d/d0B3YHdQd3B3SHdod1i3/IbbjBk1ZsTIsUc/9vBjjzT2yGOPMvaoY482aOyfj6Srp8vTFeiKdCW6Ml2FrkoXNTw1PDU8NTw1PDU8NTw1PDU8NTw1AjUCNQK9F+i9QO8Fei/Qe4Hei/RepPcifeZInzlSI1IjUiNSI9LLiV5O9HKilxO9nOjlRC8nejnRy4k+faJGpkamRqZGpkamRqZGpkamRqZGpkahRqFGoUahRqFGoUahRqFGoUahRqVGpUalRqVGpUalRqVGpUallxu93OjlRi83ernRy41ebvRyo5cbffrWBtO2RuLscXqcAWfCmXFWnHi3x2M9HuvxWB9x4t0e7/YFJxI9Eh4f3aPmkfBIeCQ8Eh4Jj4RHIiARkAj4QgGJgERAIiARkAhIRCQiEhGJiC8UUYuoRdQiahG1iFpCLaGWUEuoJdQSagm1hFpCLaGWUcuoZdQyahm1jFpGLaOWUcuoFdQKEgWJgkRBoiBRkChIVLxb8S0qEhWJikRFoiJRkagsgW/RUGuoNdQaEg2JhkRDoiGBzXts3mPzHpv32LwfGXEmnBlnwVlxotajBhQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwXvU4IOHDx4oeKDggYIHCh4oeKDggYIPSMAHDx88fPDwwcMHDx88fPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwQMFDxQ8UPBAwRfU4IOHDx4+ePjg4YOHDx4++IIaqPCgwoMKDyo8qPCgwoMKDyo8qPCgwoMKDyo8qPANNajhoYaHGh5qeKjhoUaAGgFqBKgRoEaAGgFqBKgRoEaAGgFqBKgRoEaAGgFqBKgRoEaAGgFqBKgRoEaAGgFqBKgRoEaAGgH/VQQAEgBIACABgAQAEgBIACABgAQAEgBIACABgAQAEgBIACAB/2AEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYAlAZYEWBJgSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYQlEZZEWBJhSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYIlCZYkWJJgSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYYlGZZkWJJhSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYElBZYUWFJgSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYUlFZZUWFJhSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJgSYMlDZY0WNJaG+f/nf3IkSPZ3bPbszuwO7I7sTuzu7C7spt1e9btWbdn3Z51e9btWbdn3Z51e9btWdezrmddz7qedT3retb1rOtZ17OuZ93AuoF1A+sG1g2sG1g3sG5g3cC6gXUj60bWjawbWTeybmTdyLqRdSPrRtZNrJtYN7FuYt3Euol1E+sm1k2sm1g3s25m3cy6mXUz62bWzaybWTezbmbdwrqFdQvrFtYtrFtYt7BuYd3CuoV1K+tW1q2sW1m3sm5l3cq6lXUr61bWbazbWLexbmPdxrqNdRvrNtZtrMu86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zKueedUzr3rmVc+86plXPfOqZ171zCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88swrz7zyzCvPvPLMK8+88syrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8C8CsyrwLwKzKvAvArMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvIvIrMq8i8isyryLyKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrxLxKzKvEvErMq8S8SsyrzLzKzKvMvMrMq8y8ysyrzLzKzKvMvMrMq8y8ysyrzLzKzKvMvMrMq8y8ysyrzLzKzKvMvMq+H7TZ1ntsv/n/rkBXpCvRlekqdFW62tgrjKSLXg6eLmoEagRqBGoEagRqBGpEakRqRGpEakRqRGpEakRqRGpEaiRqJGokaiRqJGokaiRqJGokaiRqZGpkamRqZGpkamRqZGpkamRqZGoUahRqFGoUahRqFGoUahRqFGoUalRqVGpUalRqVGpUalRqVGpUalRqNGo0ajRqNGo0ajRqNGo0ajRqtLGNMnIkXT1dnq5AV6Qr0ZXpKnRVuqjRU6OnRk+Nnho9NXpq9NToqdFTo6eGpwatu3hq0M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOC+280M4L7bzQzgvtvNDOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzivtvNLOK+280s4r7bzSzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzhvtvNHOG+280c4b7bzRzlv0/wcsSe2mAAAAeJxj8N7BcCIoYiMjY1/kBsadHAwcDMkFGxnYnRw4GbKjva0Z1NkZtMB8gQKmBI4ADgcOEzYdFjl2dg6ocBFDBlsEmwebFYsBkyorWJjPyZFTxkHCQcRBwIHXgduB/QADOwMnUEIUKMHggALBEswMLhtVGDsCIzY4dERsZE5x2agG4u3iaGBgZHHoSA6JACmJBAKQfUlsQWxObGYsekwKrOw8WjsY/7duYOndyMTgspk1hY3BxQUAjwQuZAA=')format("woff");}.ffd{font-family:ffd;line-height:0.954000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ffe;src:url('data:application/font-woff;base64,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')format("woff");}.ffe{font-family:ffe;line-height:0.847000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:fff;src:url('data:application/font-woff;base64,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')format("woff");}.fff{font-family:fff;line-height:0.708008;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.500000,0.000000,0.000000,0.500000,0,0);-ms-transform:matrix(0.500000,0.000000,0.000000,0.500000,0,0);-webkit-transform:matrix(0.500000,0.000000,0.000000,0.500000,0,0);}
.m1{transform:matrix(2.000000,0.000000,0.000000,2.000000,0,0);-ms-transform:matrix(2.000000,0.000000,0.000000,2.000000,0,0);-webkit-transform:matrix(2.000000,0.000000,0.000000,2.000000,0,0);}
.v0{vertical-align:0.000000px;}
.ls23{letter-spacing:-0.492000px;}
.ls16{letter-spacing:-0.204400px;}
.ls19{letter-spacing:-0.190000px;}
.ls1e{letter-spacing:-0.179600px;}
.ls1c{letter-spacing:-0.173200px;}
.ls21{letter-spacing:-0.168800px;}
.ls1b{letter-spacing:-0.162400px;}
.ls13{letter-spacing:-0.154400px;}
.lsc{letter-spacing:-0.120800px;}
.ls26{letter-spacing:-0.119200px;}
.ls14{letter-spacing:-0.077600px;}
.ls7{letter-spacing:-0.071200px;}
.ls27{letter-spacing:-0.061600px;}
.ls25{letter-spacing:-0.059600px;}
.lsa{letter-spacing:-0.035520px;}
.ls5{letter-spacing:-0.024960px;}
.ls9{letter-spacing:-0.023040px;}
.ls22{letter-spacing:-0.013440px;}
.ls3{letter-spacing:-0.012000px;}
.lse{letter-spacing:-0.011520px;}
.ls18{letter-spacing:-0.001920px;}
.ls0{letter-spacing:0.000000px;}
.ls4{letter-spacing:0.024000px;}
.ls12{letter-spacing:0.026880px;}
.ls11{letter-spacing:0.029760px;}
.lsd{letter-spacing:0.067200px;}
.ls2{letter-spacing:0.072000px;}
.ls1a{letter-spacing:0.082400px;}
.ls1d{letter-spacing:0.090800px;}
.ls15{letter-spacing:0.137600px;}
.ls10{letter-spacing:0.138400px;}
.ls1{letter-spacing:0.144000px;}
.lsf{letter-spacing:0.170800px;}
.ls24{letter-spacing:0.204400px;}
.lsb{letter-spacing:0.240000px;}
.ls17{letter-spacing:0.275600px;}
.ls1f{letter-spacing:0.311200px;}
.ls6{letter-spacing:0.408000px;}
.ls20{letter-spacing:0.444000px;}
.ls8{letter-spacing:0.516000px;}
.sc_{text-shadow:none;}
.sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em  transparent;}
@media screen and (-webkit-min-device-pixel-ratio:0){
.sc_{-webkit-text-stroke:0px transparent;}
.sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
}
.ws0{word-spacing:0.000000px;}
._27{margin-left:-2.549760px;}
._0{margin-left:-1.015680px;}
._21{width:1.272320px;}
._25{width:2.652320px;}
._24{width:3.705120px;}
._29{width:5.019840px;}
._2a{width:6.561280px;}
._2b{width:8.463520px;}
._20{width:9.584000px;}
._26{width:12.908160px;}
._33{width:14.026240px;}
._28{width:15.497760px;}
._3a{width:17.326720px;}
._2d{width:18.485760px;}
._2e{width:19.601280px;}
._32{width:21.226400px;}
._23{width:22.472320px;}
._22{width:23.505600px;}
._2c{width:24.780480px;}
._34{width:27.609120px;}
._2f{width:28.748480px;}
._3c{width:30.333120px;}
._1{width:31.664000px;}
._3d{width:32.916640px;}
._3e{width:34.728320px;}
._31{width:37.004480px;}
._39{width:46.991680px;}
._38{width:48.528640px;}
._37{width:51.801280px;}
._36{width:159.684960px;}
._35{width:168.975040px;}
._3b{width:349.655360px;}
._30{width:350.984000px;}
._18{width:734.303680px;}
._17{width:997.636000px;}
._d{width:1019.560000px;}
._16{width:1074.827680px;}
._a{width:1093.576000px;}
._4{width:1096.604000px;}
._1a{width:1111.468000px;}
._3{width:1125.784000px;}
._8{width:1142.372000px;}
._b{width:1152.868000px;}
._c{width:1155.568000px;}
._12{width:1159.636000px;}
._14{width:1189.552000px;}
._1e{width:1196.615680px;}
._7{width:1211.620000px;}
._13{width:1230.599680px;}
._5{width:1253.836000px;}
._1d{width:1257.556000px;}
._15{width:1295.608000px;}
._6{width:1308.683680px;}
._11{width:1331.608000px;}
._1c{width:1351.780000px;}
._f{width:1359.652000px;}
._19{width:1365.628000px;}
._10{width:1386.344000px;}
._1b{width:1403.572000px;}
._e{width:1405.660000px;}
._9{width:1451.740000px;}
._2{width:1470.608000px;}
._1f{width:1503.760000px;}
.fcc{color:rgb(34,34,34);}
.fca{color:rgb(64,64,64);}
.fc2{color:rgb(54,95,145);}
.fc3{color:rgb(255,255,255);}
.fc0{color:rgb(0,0,0);}
.fc1{color:rgb(4,27,82);}
.fc4{color:rgb(217,217,217);}
.fc8{color:rgb(0,32,96);}
.fc5{color:rgb(33,37,41);}
.fc6{color:rgb(0,176,240);}
.fc9{color:rgb(11,33,75);}
.fcb{color:rgb(89,89,89);}
.fc7{color:rgb(20,20,20);}
.fsd{font-size:18.240000px;}
.fsc{font-size:20.160000px;}
.fs2{font-size:24.000000px;}
.fs5{font-size:25.920000px;}
.fs9{font-size:27.840000px;}
.fsa{font-size:30.240000px;}
.fs6{font-size:32.160000px;}
.fse{font-size:34.080000px;}
.fs0{font-size:36.000000px;}
.fs4{font-size:39.840000px;}
.fsb{font-size:42.240000px;}
.fs1{font-size:44.160000px;}
.fs7{font-size:51.840000px;}
.fs3{font-size:56.160000px;}
.fs8{font-size:72.000000px;}
.y1{bottom:-43.920000px;}
.y0{bottom:0.000000px;}
.y3fd{bottom:3.360000px;}
.y1fe{bottom:4.800000px;}
.y61{bottom:5.280000px;}
.y2fd{bottom:5.520000px;}
.y468{bottom:6.240000px;}
.y12a{bottom:6.280000px;}
.y124{bottom:6.340000px;}
.y11e{bottom:6.380000px;}
.y8{bottom:6.960000px;}
.y51b{bottom:7.200000px;}
.y119{bottom:7.920000px;}
.y3fe{bottom:8.400000px;}
.y39e{bottom:9.360000px;}
.y4e0{bottom:10.080000px;}
.y4ad{bottom:10.560000px;}
.y497{bottom:10.800000px;}
.y480{bottom:11.040000px;}
.y484{bottom:11.080000px;}
.y498{bottom:11.280000px;}
.y2fa{bottom:11.520000px;}
.y315{bottom:11.760000px;}
.y2fc{bottom:12.000000px;}
.y372{bottom:12.060000px;}
.y36c{bottom:12.240000px;}
.y371{bottom:12.300000px;}
.y29a{bottom:12.472000px;}
.y65{bottom:12.480000px;}
.y8c{bottom:12.720000px;}
.y343{bottom:12.960000px;}
.y340{bottom:13.200000px;}
.y393{bottom:13.440000px;}
.y39a{bottom:13.680000px;}
.y306{bottom:13.920000px;}
.y312{bottom:13.980000px;}
.y27f{bottom:14.160000px;}
.y392{bottom:14.400000px;}
.y332{bottom:14.632000px;}
.y323{bottom:14.640000px;}
.y365{bottom:14.680000px;}
.y5d{bottom:14.700000px;}
.y2f6{bottom:14.880000px;}
.y403{bottom:15.120000px;}
.y335{bottom:15.360000px;}
.y3b8{bottom:15.600000px;}
.yc1{bottom:15.640000px;}
.y4bb{bottom:16.080000px;}
.yd1{bottom:16.280000px;}
.y303{bottom:16.320000px;}
.y311{bottom:16.380000px;}
.y117{bottom:16.420000px;}
.y30a{bottom:16.560000px;}
.y469{bottom:16.800000px;}
.y325{bottom:17.040000px;}
.y322{bottom:17.280000px;}
.y361{bottom:17.512000px;}
.y354{bottom:17.520000px;}
.y364{bottom:17.560000px;}
.y35b{bottom:17.580000px;}
.y594{bottom:17.760000px;}
.y2f3{bottom:18.000000px;}
.y331{bottom:18.232000px;}
.y31b{bottom:18.240000px;}
.y337{bottom:18.280000px;}
.y390{bottom:18.300000px;}
.y495{bottom:18.480000px;}
.y4c6{bottom:18.720000px;}
.y334{bottom:18.960000px;}
.y3ca{bottom:19.200000px;}
.y5dd{bottom:19.260000px;}
.y396{bottom:19.440000px;}
.y4be{bottom:19.680000px;}
.y4ac{bottom:19.920000px;}
.y3a6{bottom:20.160000px;}
.y39c{bottom:20.400000px;}
.y3a8{bottom:20.460000px;}
.y59d{bottom:20.632000px;}
.y558{bottom:20.640000px;}
.y4ba{bottom:20.880000px;}
.y482{bottom:20.920000px;}
.y49b{bottom:21.120000px;}
.y445{bottom:21.840000px;}
.y587{bottom:22.080000px;}
.y5e7{bottom:22.140000px;}
.y569{bottom:22.320000px;}
.y51e{bottom:22.560000px;}
.y481{bottom:22.800000px;}
.y33d{bottom:23.040000px;}
.y3c7{bottom:23.280000px;}
.y499{bottom:23.320000px;}
.y476{bottom:23.520000px;}
.y475{bottom:23.560000px;}
.y5f6{bottom:23.752000px;}
.y3d1{bottom:23.760000px;}
.y60{bottom:23.820000px;}
.y523{bottom:24.000000px;}
.y3d6{bottom:24.480000px;}
.y405{bottom:24.520000px;}
.y43e{bottom:24.720000px;}
.y4d0{bottom:24.780000px;}
.y483{bottom:25.000000px;}
.y493{bottom:25.200000px;}
.y526{bottom:25.432000px;}
.y3d8{bottom:25.440000px;}
.y54f{bottom:25.500000px;}
.y408{bottom:25.680000px;}
.y6b{bottom:26.160000px;}
.y3cd{bottom:26.400000px;}
.y578{bottom:26.640000px;}
.y59f{bottom:26.680000px;}
.y533{bottom:26.880000px;}
.y518{bottom:27.120000px;}
.y467{bottom:27.360000px;}
.y601{bottom:27.600000px;}
.y3ba{bottom:27.840000px;}
.y5bd{bottom:28.080000px;}
.y574{bottom:28.320000px;}
.y4bd{bottom:28.560000px;}
.y4ab{bottom:28.800000px;}
.y46b{bottom:29.520000px;}
.y556{bottom:29.760000px;}
.y5bb{bottom:30.000000px;}
.y544{bottom:30.240000px;}
.y511{bottom:30.720000px;}
.y443{bottom:30.960000px;}
.y5c5{bottom:31.200000px;}
.y582{bottom:31.240000px;}
.y552{bottom:31.440000px;}
.yba{bottom:31.820000px;}
.y4ca{bottom:32.160000px;}
.y566{bottom:32.640000px;}
.y5a{bottom:32.940000px;}
.y5c{bottom:33.180000px;}
.y607{bottom:33.360000px;}
.y402{bottom:33.600000px;}
.y43f{bottom:33.840000px;}
.y4c9{bottom:34.080000px;}
.y3c6{bottom:34.320000px;}
.y110{bottom:34.760000px;}
.y53b{bottom:34.800000px;}
.y492{bottom:35.040000px;}
.y4df{bottom:35.100000px;}
.y33c{bottom:35.280000px;}
.yc9{bottom:35.320000px;}
.y57f{bottom:36.240000px;}
.y54a{bottom:36.480000px;}
.y4d1{bottom:37.020000px;}
.y4da{bottom:37.200000px;}
.y589{bottom:37.680000px;}
.y52c{bottom:38.640000px;}
.y4d2{bottom:38.700000px;}
.y67{bottom:40.072000px;}
.y63{bottom:40.080000px;}
.y6d{bottom:40.120000px;}
.y4c4{bottom:40.320000px;}
.y4aa{bottom:41.040000px;}
.y535{bottom:41.760000px;}
.y58{bottom:42.300000px;}
.y54c{bottom:43.200000px;}
.y563{bottom:43.240000px;}
.y561{bottom:43.440000px;}
.y60e{bottom:44.700000px;}
.y5b5{bottom:44.880000px;}
.y531{bottom:44.940000px;}
.y27e{bottom:45.360000px;}
.y173{bottom:45.500000px;}
.y5f8{bottom:46.120000px;}
.y51d{bottom:46.320000px;}
.y5ad{bottom:46.560000px;}
.y1a0{bottom:46.840000px;}
.y5a9{bottom:47.040000px;}
.y522{bottom:47.760000px;}
.y541{bottom:48.240000px;}
.y525{bottom:49.192000px;}
.y53d{bottom:49.200000px;}
.y5ce{bottom:49.240000px;}
.y54e{bottom:49.260000px;}
.y442{bottom:49.440000px;}
.y5e4{bottom:49.680000px;}
.y596{bottom:50.640000px;}
.y529{bottom:50.880000px;}
.y517{bottom:51.120000px;}
.y600{bottom:51.360000px;}
.y59{bottom:51.420000px;}
.y57a{bottom:52.080000px;}
.y5c6{bottom:52.320000px;}
.y60b{bottom:52.560000px;}
.y47e{bottom:53.760000px;}
.y6a{bottom:53.800000px;}
.y47f{bottom:54.000000px;}
.y510{bottom:54.720000px;}
.y551{bottom:55.200000px;}
.y612{bottom:56.640000px;}
.y614{bottom:56.880000px;}
.y606{bottom:57.160000px;}
.y444{bottom:58.560000px;}
.y4c8{bottom:59.280000px;}
.y549{bottom:60.240000px;}
.y57e{bottom:60.300000px;}
.y55d{bottom:60.480000px;}
.y5f{bottom:60.780000px;}
.y4d4{bottom:61.432000px;}
.y4d8{bottom:61.440000px;}
.y4d6{bottom:61.480000px;}
.y52b{bottom:62.400000px;}
.y572{bottom:64.080000px;}
.y4c3{bottom:64.560000px;}
.y2a7{bottom:65.040000px;}
.yca{bottom:67.000000px;}
.y560{bottom:67.440000px;}
.y68{bottom:67.672000px;}
.y64{bottom:67.680000px;}
.y6c{bottom:67.720000px;}
.y5b4{bottom:68.640000px;}
.y174{bottom:68.880000px;}
.ybb{bottom:69.800000px;}
.y5b{bottom:69.900000px;}
.y1a1{bottom:70.280000px;}
.y5ac{bottom:70.320000px;}
.y5a8{bottom:70.800000px;}
.y521{bottom:71.520000px;}
.y553{bottom:71.760000px;}
.y111{bottom:71.900000px;}
.y540{bottom:72.000000px;}
.y4b6{bottom:72.720000px;}
.y554{bottom:73.200000px;}
.y5e3{bottom:73.440000px;}
.y5b8{bottom:73.740000px;}
.y5ea{bottom:74.640000px;}
.y528{bottom:74.680000px;}
.y516{bottom:74.880000px;}
.y5ff{bottom:75.120000px;}
.y5c7{bottom:76.080000px;}
.y473{bottom:76.120000px;}
.y60a{bottom:76.320000px;}
.y9{bottom:76.848000px;}
.y490{bottom:77.520000px;}
.y58d{bottom:77.760000px;}
.y543{bottom:77.800000px;}
.y4a8{bottom:78.000000px;}
.y51a{bottom:78.480000px;}
.y5e{bottom:79.020000px;}
.y605{bottom:80.920000px;}
.y10b{bottom:81.840000px;}
.y53a{bottom:82.320000px;}
.y5df{bottom:82.620000px;}
.y4cf{bottom:83.280000px;}
.y548{bottom:84.000000px;}
.y57d{bottom:84.060000px;}
.y5f5{bottom:84.232000px;}
.y55c{bottom:84.240000px;}
.y59a{bottom:84.300000px;}
.y588{bottom:85.200000px;}
.y5a3{bottom:85.680000px;}
.yc3{bottom:86.680000px;}
.y11d{bottom:87.800000px;}
.y571{bottom:87.840000px;}
.y4c2{bottom:88.560000px;}
.y5d7{bottom:90.280000px;}
.y55f{bottom:91.200000px;}
.y5c0{bottom:91.680000px;}
.y175{bottom:92.300000px;}
.yc4{bottom:92.440000px;}
.y2a6{bottom:92.640000px;}
.y592{bottom:93.400000px;}
.y1a2{bottom:93.640000px;}
.y5e6{bottom:94.080000px;}
.y5ab{bottom:94.320000px;}
.y5a7{bottom:94.560000px;}
.y299{bottom:95.272000px;}
.y28e{bottom:95.280000px;}
.yc5{bottom:95.480000px;}
.y53f{bottom:95.820000px;}
.yc6{bottom:97.200000px;}
.y5e2{bottom:97.240000px;}
.y577{bottom:97.680000px;}
.y5c4{bottom:97.720000px;}
.y2{bottom:98.000000px;}
.y123{bottom:98.200000px;}
.ycb{bottom:98.640000px;}
.y537{bottom:98.880000px;}
.y609{bottom:100.080000px;}
.y48f{bottom:101.520000px;}
.y5d9{bottom:101.760000px;}
.y52f{bottom:102.240000px;}
.y5b1{bottom:102.720000px;}
.y7{bottom:104.688000px;}
.y604{bottom:104.920000px;}
.y539{bottom:106.360000px;}
.y129{bottom:106.600000px;}
.y4ce{bottom:107.580000px;}
.ybc{bottom:107.720000px;}
.y547{bottom:107.760000px;}
.y57c{bottom:107.820000px;}
.yb4{bottom:107.860000px;}
.y55b{bottom:108.000000px;}
.y112{bottom:109.100000px;}
.y570{bottom:111.600000px;}
.y5ef{bottom:113.560000px;}
.yb5{bottom:114.340000px;}
.y616{bottom:115.500000px;}
.y176{bottom:115.720000px;}
.y1a3{bottom:117.080000px;}
.y5a6{bottom:118.320000px;}
.y5cb{bottom:119.520000px;}
.y2a5{bottom:120.240000px;}
.yb7{bottom:121.100000px;}
.y5f0{bottom:122.640000px;}
.y298{bottom:122.872000px;}
.y28d{bottom:122.880000px;}
.y52e{bottom:126.000000px;}
.y5b0{bottom:126.480000px;}
.y479{bottom:127.680000px;}
.y585{bottom:128.400000px;}
.y603{bottom:128.680000px;}
.ycc{bottom:130.320000px;}
.y546{bottom:131.760000px;}
.y56f{bottom:135.600000px;}
.yb6{bottom:135.840000px;}
.y5ee{bottom:137.320000px;}
.y177{bottom:139.100000px;}
.y1a4{bottom:140.500000px;}
.y5a5{bottom:142.320000px;}
.y5ca{bottom:143.340000px;}
.yb8{bottom:143.420000px;}
.yc7{bottom:144.820000px;}
.ybd{bottom:145.680000px;}
.y113{bottom:146.260000px;}
.y2a4{bottom:147.840000px;}
.y6{bottom:149.088000px;}
.y128{bottom:149.900000px;}
.y297{bottom:150.472000px;}
.y28c{bottom:150.480000px;}
.y584{bottom:152.200000px;}
.y56e{bottom:159.360000px;}
.y122{bottom:160.460000px;}
.ycd{bottom:162.000000px;}
.y178{bottom:162.520000px;}
.y8b{bottom:163.200000px;}
.y1a5{bottom:163.880000px;}
.y3ac{bottom:170.208000px;}
.y301{bottom:171.168000px;}
.ye1{bottom:175.008000px;}
.y2a3{bottom:175.440000px;}
.y9e{bottom:175.728000px;}
.yfd{bottom:176.208000px;}
.y28b{bottom:178.080000px;}
.y296{bottom:178.132000px;}
.y2b0{bottom:180.768000px;}
.y2ce{bottom:182.208000px;}
.y56d{bottom:183.120000px;}
.y114{bottom:183.400000px;}
.ybe{bottom:183.600000px;}
.y10c{bottom:184.040000px;}
.y360{bottom:184.128000px;}
.y4d3{bottom:184.608000px;}
.y11c{bottom:185.900000px;}
.y179{bottom:185.960000px;}
.y330{bottom:186.048000px;}
.y66{bottom:186.768000px;}
.y1a6{bottom:187.300000px;}
.y3ea{bottom:187.728000px;}
.y25d{bottom:188.448000px;}
.y14c{bottom:189.168000px;}
.y50c{bottom:190.368000px;}
.y524{bottom:191.568000px;}
.y11b{bottom:192.380000px;}
.y387{bottom:192.528000px;}
.y5f4{bottom:192.768000px;}
.y121{bottom:193.160000px;}
.yce{bottom:193.680000px;}
.y59c{bottom:193.728000px;}
.y127{bottom:195.220000px;}
.y292{bottom:195.408000px;}
.y3cb{bottom:201.400000px;}
.y4c{bottom:201.640000px;}
.ye0{bottom:202.600000px;}
.y2a2{bottom:203.040000px;}
.y28a{bottom:205.680000px;}
.y171{bottom:205.720000px;}
.y295{bottom:205.732000px;}
.y2b{bottom:206.200000px;}
.y56c{bottom:206.880000px;}
.y172{bottom:209.040000px;}
.y17a{bottom:209.320000px;}
.y300{bottom:210.520000px;}
.y1a7{bottom:210.720000px;}
.yfc{bottom:210.760000px;}
.y43b{bottom:211.720000px;}
.y1f1{bottom:211.960000px;}
.y2af{bottom:215.320000px;}
.y170{bottom:215.800000px;}
.y2cd{bottom:216.760000px;}
.y35f{bottom:217.720000px;}
.y3ab{bottom:217.960000px;}
.y32f{bottom:218.440000px;}
.y5e0{bottom:219.400000px;}
.y115{bottom:220.560000px;}
.y9d{bottom:220.840000px;}
.ybf{bottom:221.520000px;}
.y3e9{bottom:222.040000px;}
.y10d{bottom:222.680000px;}
.y25c{bottom:223.000000px;}
.y109{bottom:223.240000px;}
.y460{bottom:223.480000px;}
.y14b{bottom:223.720000px;}
.y50b{bottom:224.680000px;}
.yb2{bottom:224.920000px;}
.y11f{bottom:225.120000px;}
.ycf{bottom:225.360000px;}
.y125{bottom:226.080000px;}
.y5b9{bottom:226.840000px;}
.y386{bottom:227.080000px;}
.ydf{bottom:230.200000px;}
.y8a{bottom:230.640000px;}
.y10e{bottom:231.560000px;}
.y17b{bottom:232.760000px;}
.y120{bottom:233.280000px;}
.y294{bottom:233.332000px;}
.y126{bottom:233.620000px;}
.y1a8{bottom:234.100000px;}
.y5c9{bottom:235.240000px;}
.y11a{bottom:235.960000px;}
.y421{bottom:237.880000px;}
.y4a4{bottom:238.360000px;}
.yb9{bottom:239.240000px;}
.y47d{bottom:239.320000px;}
.y2a{bottom:239.800000px;}
.y610{bottom:241.000000px;}
.y210{bottom:241.480000px;}
.y580{bottom:244.120000px;}
.y55e{bottom:244.360000px;}
.y3aa{bottom:245.080000px;}
.yfb{bottom:245.320000px;}
.y1f0{bottom:246.520000px;}
.y2ae{bottom:249.880000px;}
.y2ff{bottom:250.120000px;}
.y16f{bottom:250.360000px;}
.y32e{bottom:250.840000px;}
.y2cc{bottom:251.080000px;}
.y35e{bottom:251.320000px;}
.y59b{bottom:252.760000px;}
.y5f3{bottom:254.920000px;}
.yc8{bottom:255.400000px;}
.y27b{bottom:255.640000px;}
.y4b{bottom:256.120000px;}
.y17c{bottom:256.180000px;}
.y27a{bottom:256.600000px;}
.y10f{bottom:256.840000px;}
.yd0{bottom:257.040000px;}
.y1a9{bottom:257.520000px;}
.y25b{bottom:257.560000px;}
.y116{bottom:257.720000px;}
.yde{bottom:257.800000px;}
.y14a{bottom:258.280000px;}
.yb1{bottom:259.240000px;}
.yc0{bottom:259.480000px;}
.y289{bottom:260.880000px;}
.y291{bottom:260.920000px;}
.y293{bottom:260.932000px;}
.y29e{bottom:260.940000px;}
.y385{bottom:261.400000px;}
.y401{bottom:264.280000px;}
.y89{bottom:265.500000px;}
.y9c{bottom:266.200000px;}
.y4f3{bottom:268.120000px;}
.y62{bottom:270.520000px;}
.y2e0{bottom:270.760000px;}
.y50a{bottom:271.240000px;}
.y4a3{bottom:272.920000px;}
.y4cd{bottom:273.160000px;}
.y20f{bottom:276.040000px;}
.y249{bottom:277.720000px;}
.y45f{bottom:277.960000px;}
.y520{bottom:279.160000px;}
.y17d{bottom:279.560000px;}
.yfa{bottom:279.640000px;}
.y1aa{bottom:280.940000px;}
.y29{bottom:281.800000px;}
.y32d{bottom:283.240000px;}
.y2ad{bottom:284.440000px;}
.y16e{bottom:284.680000px;}
.y35d{bottom:284.920000px;}
.ydd{bottom:285.400000px;}
.y2a1{bottom:285.640000px;}
.y420{bottom:286.360000px;}
.y53e{bottom:286.600000px;}
.y288{bottom:288.480000px;}
.y290{bottom:288.520000px;}
.y29d{bottom:288.540000px;}
.y2fe{bottom:289.720000px;}
.y279{bottom:291.160000px;}
.y25a{bottom:292.120000px;}
.y5cc{bottom:292.840000px;}
.yb0{bottom:293.800000px;}
.y60f{bottom:295.720000px;}
.y384{bottom:295.960000px;}
.y5de{bottom:296.440000px;}
.y88{bottom:300.540000px;}
.y1ef{bottom:301.000000px;}
.y3a9{bottom:302.200000px;}
.y17e{bottom:302.980000px;}
.y1ab{bottom:304.320000px;}
.y57b{bottom:306.040000px;}
.y4a2{bottom:307.480000px;}
.y4a{bottom:310.600000px;}
.y9b{bottom:311.320000px;}
.y3c9{bottom:312.280000px;}
.y45e{bottom:312.520000px;}
.ydc{bottom:313.000000px;}
.y2a0{bottom:313.240000px;}
.yf9{bottom:314.200000px;}
.y5f2{bottom:315.400000px;}
.y32c{bottom:315.640000px;}
.y287{bottom:316.140000px;}
.y509{bottom:316.360000px;}
.y149{bottom:317.080000px;}
.y2df{bottom:317.320000px;}
.y35c{bottom:318.520000px;}
.y2ac{bottom:318.760000px;}
.y16d{bottom:319.240000px;}
.y2cb{bottom:320.200000px;}
.y43a{bottom:320.680000px;}
.y599{bottom:321.880000px;}
.y4f2{bottom:322.600000px;}
.y28{bottom:323.800000px;}
.y278{bottom:325.480000px;}
.y3e8{bottom:325.720000px;}
.y400{bottom:325.960000px;}
.y17f{bottom:326.400000px;}
.y60d{bottom:326.440000px;}
.y1ac{bottom:327.740000px;}
.yaf{bottom:328.360000px;}
.y383{bottom:330.520000px;}
.y248{bottom:332.200000px;}
.y41f{bottom:332.920000px;}
.y2fb{bottom:334.600000px;}
.y259{bottom:338.440000px;}
.ydb{bottom:340.600000px;}
.y22e{bottom:341.800000px;}
.y4a1{bottom:342.040000px;}
.y286{bottom:343.740000px;}
.y20e{bottom:344.920000px;}
.y1ee{bottom:346.120000px;}
.y45d{bottom:346.840000px;}
.y32b{bottom:348.040000px;}
.yf7{bottom:348.760000px;}
.y180{bottom:349.780000px;}
.y1ad{bottom:351.160000px;}
.y148{bottom:351.400000px;}
.y2de{bottom:351.880000px;}
.y35a{bottom:352.120000px;}
.y2ab{bottom:353.320000px;}
.y16c{bottom:353.800000px;}
.y57{bottom:354.280000px;}
.y2ca{bottom:354.520000px;}
.yf8{bottom:354.760000px;}
.y9a{bottom:356.440000px;}
.y3a7{bottom:359.320000px;}
.y87{bottom:359.580000px;}
.y5dc{bottom:359.800000px;}
.y3e7{bottom:360.040000px;}
.yae{bottom:362.920000px;}
.y2f9{bottom:363.700000px;}
.y49{bottom:365.140000px;}
.y27{bottom:365.860000px;}
.y247{bottom:366.820000px;}
.y3c8{bottom:367.540000px;}
.y285{bottom:371.340000px;}
.y277{bottom:372.100000px;}
.y181{bottom:373.200000px;}
.y55a{bottom:373.780000px;}
.y5f1{bottom:374.500000px;}
.y1ae{bottom:374.540000px;}
.y5b7{bottom:374.980000px;}
.y439{bottom:375.220000px;}
.y22d{bottom:376.420000px;}
.y508{bottom:376.660000px;}
.y4f1{bottom:377.140000px;}
.y41e{bottom:379.300000px;}
.y20d{bottom:379.540000px;}
.y32a{bottom:380.500000px;}
.y45c{bottom:381.460000px;}
.yf6{bottom:383.380000px;}
.y258{bottom:383.620000px;}
.y598{bottom:383.860000px;}
.y359{bottom:385.780000px;}
.y147{bottom:386.020000px;}
.y2dd{bottom:386.500000px;}
.yda{bottom:387.220000px;}
.y3ff{bottom:387.700000px;}
.y2aa{bottom:387.940000px;}
.y16b{bottom:388.420000px;}
.y51f{bottom:389.140000px;}
.y2f8{bottom:391.540000px;}
.y3e6{bottom:394.660000px;}
.yad{bottom:397.300000px;}
.y1ed{bottom:398.500000px;}
.y284{bottom:398.940000px;}
.y382{bottom:399.460000px;}
.y2c9{bottom:401.140000px;}
.y246{bottom:401.380000px;}
.y26{bottom:407.860000px;}
.y3c5{bottom:409.300000px;}
.y438{bottom:409.780000px;}
.y22c{bottom:411.220000px;}
.y99{bottom:411.460000px;}
.y329{bottom:412.900000px;}
.y20c{bottom:414.100000px;}
.y3fc{bottom:415.540000px;}
.y45b{bottom:416.020000px;}
.y3a5{bottom:416.740000px;}
.y5c8{bottom:416.980000px;}
.y5db{bottom:417.460000px;}
.y358{bottom:419.380000px;}
.y48{bottom:419.620000px;}
.y146{bottom:420.580000px;}
.y2dc{bottom:420.820000px;}
.y86{bottom:421.500000px;}
.y2a9{bottom:422.500000px;}
.y16a{bottom:422.740000px;}
.y2f7{bottom:425.860000px;}
.y283{bottom:426.540000px;}
.y276{bottom:426.580000px;}
.y5b6{bottom:429.460000px;}
.y4cc{bottom:430.420000px;}
.y4a0{bottom:431.620000px;}
.yac{bottom:431.860000px;}
.y1ec{bottom:432.820000px;}
.y49f{bottom:433.540000px;}
.y381{bottom:434.020000px;}
.y245{bottom:435.940000px;}
.y47c{bottom:436.900000px;}
.yf5{bottom:441.700000px;}
.y257{bottom:443.860000px;}
.y437{bottom:444.100000px;}
.y597{bottom:444.340000px;}
.y328{bottom:445.300000px;}
.y98{bottom:445.780000px;}
.y2c8{bottom:446.260000px;}
.y25{bottom:447.700000px;}
.y20b{bottom:448.420000px;}
.y24{bottom:448.660000px;}
.y3e5{bottom:449.140000px;}
.y22b{bottom:449.620000px;}
.y45a{bottom:450.580000px;}
.y579{bottom:452.260000px;}
.y357{bottom:452.980000px;}
.y282{bottom:454.140000px;}
.y145{bottom:455.140000px;}
.y2db{bottom:455.380000px;}
.y169{bottom:457.300000px;}
.y2f5{bottom:460.180000px;}
.y275{bottom:461.140000px;}
.y478{bottom:465.460000px;}
.y507{bottom:465.700000px;}
.y4f0{bottom:466.180000px;}
.yab{bottom:466.420000px;}
.y182{bottom:466.840000px;}
.y60c{bottom:466.900000px;}
.y1eb{bottom:467.380000px;}
.y1af{bottom:468.200000px;}
.y4cb{bottom:470.020000px;}
.y244{bottom:470.260000px;}
.y41d{bottom:472.420000px;}
.y3a4{bottom:473.860000px;}
.y47{bottom:474.100000px;}
.yf4{bottom:476.260000px;}
.y2a8{bottom:476.980000px;}
.y327{bottom:477.700000px;}
.y256{bottom:478.420000px;}
.y436{bottom:478.660000px;}
.y56{bottom:478.900000px;}
.y97{bottom:480.340000px;}
.y281{bottom:481.740000px;}
.y20a{bottom:482.980000px;}
.y85{bottom:483.660000px;}
.y3e4{bottom:483.700000px;}
.y5da{bottom:483.940000px;}
.y3c4{bottom:485.140000px;}
.y356{bottom:486.580000px;}
.y144{bottom:489.460000px;}
.y2da{bottom:489.940000px;}
.y183{bottom:490.220000px;}
.y23{bottom:490.420000px;}
.y1b0{bottom:491.620000px;}
.y167{bottom:491.860000px;}
.y380{bottom:492.580000px;}
.y28f{bottom:493.540000px;}
.y49e{bottom:493.780000px;}
.y2f4{bottom:494.500000px;}
.y274{bottom:495.700000px;}
.y4c7{bottom:497.140000px;}
.y168{bottom:497.860000px;}
.y506{bottom:500.500000px;}
.y4ef{bottom:500.740000px;}
.y1ea{bottom:501.940000px;}
.y243{bottom:504.820000px;}
.y459{bottom:505.060000px;}
.y22a{bottom:506.260000px;}
.y2c7{bottom:506.500000px;}
.y41c{bottom:506.980000px;}
.y29f{bottom:507.700000px;}
.y53c{bottom:508.180000px;}
.y46{bottom:508.660000px;}
.y595{bottom:509.380000px;}
.y326{bottom:510.100000px;}
.yf3{bottom:510.820000px;}
.yaa{bottom:512.980000px;}
.y435{bottom:513.220000px;}
.y184{bottom:513.640000px;}
.y96{bottom:514.900000px;}
.y1b1{bottom:515.000000px;}
.y47b{bottom:517.060000px;}
.y209{bottom:517.540000px;}
.y3e3{bottom:518.260000px;}
.y355{bottom:520.180000px;}
.y143{bottom:524.020000px;}
.y2d9{bottom:524.500000px;}
.y166{bottom:526.420000px;}
.y37f{bottom:526.900000px;}
.y3fb{bottom:527.140000px;}
.y3c3{bottom:528.100000px;}
.y49d{bottom:528.340000px;}
.y3a3{bottom:529.300000px;}
.y55{bottom:529.780000px;}
.y273{bottom:530.020000px;}
.y51c{bottom:530.260000px;}
.y22{bottom:532.420000px;}
.y4ee{bottom:535.060000px;}
.y505{bottom:535.300000px;}
.y1e9{bottom:536.500000px;}
.y185{bottom:537.080000px;}
.y1b2{bottom:538.420000px;}
.y242{bottom:539.380000px;}
.y229{bottom:540.820000px;}
.y2c6{bottom:541.060000px;}
.y41b{bottom:541.300000px;}
.y324{bottom:542.500000px;}
.y576{bottom:542.740000px;}
.y45{bottom:543.220000px;}
.y559{bottom:543.940000px;}
.yf2{bottom:545.380000px;}
.y84{bottom:545.820000px;}
.y255{bottom:547.300000px;}
.y608{bottom:548.500000px;}
.y95{bottom:549.460000px;}
.y208{bottom:552.100000px;}
.y3e2{bottom:552.580000px;}
.y353{bottom:554.740000px;}
.y434{bottom:555.220000px;}
.y142{bottom:558.580000px;}
.y2d8{bottom:558.820000px;}
.ya9{bottom:559.300000px;}
.y458{bottom:559.540000px;}
.y108{bottom:559.780000px;}
.y186{bottom:560.440000px;}
.y165{bottom:560.980000px;}
.y3fa{bottom:561.700000px;}
.y1b3{bottom:561.840000px;}
.y37e{bottom:562.180000px;}
.y3c2{bottom:562.420000px;}
.y49c{bottom:562.900000px;}
.y81{bottom:568.420000px;}
.y47a{bottom:568.660000px;}
.y4ed{bottom:569.620000px;}
.y5d8{bottom:569.860000px;}
.y504{bottom:570.100000px;}
.y1e8{bottom:570.820000px;}
.y3a2{bottom:572.260000px;}
.y241{bottom:573.940000px;}
.y21{bottom:574.420000px;}
.y2c5{bottom:575.620000px;}
.y41a{bottom:575.860000px;}
.y44{bottom:577.780000px;}
.yf1{bottom:579.700000px;}
.y254{bottom:581.860000px;}
.y4c1{bottom:583.540000px;}
.y94{bottom:583.780000px;}
.y187{bottom:583.880000px;}
.y54{bottom:584.260000px;}
.y272{bottom:584.500000px;}
.y1b4{bottom:585.220000px;}
.y207{bottom:586.420000px;}
.y3e1{bottom:587.140000px;}
.y141{bottom:593.380000px;}
.ya8{bottom:593.860000px;}
.y2f2{bottom:594.340000px;}
.y228{bottom:595.300000px;}
.y83{bottom:595.500000px;}
.y164{bottom:595.540000px;}
.y3c1{bottom:596.980000px;}
.y37d{bottom:597.700000px;}
.y593{bottom:598.420000px;}
.y3f9{bottom:599.860000px;}
.y80{bottom:602.980000px;}
.y4ec{bottom:604.180000px;}
.y503{bottom:604.900000px;}
.y188{bottom:607.300000px;}
.y575{bottom:607.780000px;}
.y240{bottom:608.260000px;}
.y1b5{bottom:608.640000px;}
.y107{bottom:609.220000px;}
.y2c4{bottom:609.940000px;}
.y419{bottom:610.420000px;}
.y10a{bottom:611.520000px;}
.y433{bottom:611.620000px;}
.y43{bottom:612.100000px;}
.yf0{bottom:614.260000px;}
.y20{bottom:616.420000px;}
.y321{bottom:616.900000px;}
.y1e7{bottom:617.380000px;}
.y93{bottom:618.340000px;}
.y52{bottom:618.820000px;}
.y271{bottom:619.060000px;}
.y477{bottom:620.260000px;}
.y3e0{bottom:621.700000px;}
.y53{bottom:624.820000px;}
.y3a1{bottom:626.740000px;}
.y140{bottom:627.700000px;}
.y2d7{bottom:627.940000px;}
.ya7{bottom:628.420000px;}
.y227{bottom:629.860000px;}
.y163{bottom:630.100000px;}
.y189{bottom:630.680000px;}
.y206{bottom:631.540000px;}
.y37c{bottom:632.020000px;}
.y1b6{bottom:632.060000px;}
.y557{bottom:635.860000px;}
.y3f8{bottom:636.580000px;}
.y4c5{bottom:637.060000px;}
.y7f{bottom:637.540000px;}
.y5ed{bottom:637.780000px;}
.y4eb{bottom:638.500000px;}
.y502{bottom:639.700000px;}
.y2c3{bottom:644.500000px;}
.y418{bottom:644.740000px;}
.y538{bottom:645.220000px;}
.y2f1{bottom:645.460000px;}
.y432{bottom:646.180000px;}
.y42{bottom:646.660000px;}
.y49a{bottom:648.100000px;}
.yef{bottom:648.820000px;}
.y253{bottom:650.980000px;}
.y1e6{bottom:651.940000px;}
.y51{bottom:653.380000px;}
.y270{bottom:653.620000px;}
.y18a{bottom:654.100000px;}
.y23f{bottom:654.820000px;}
.y1b7{bottom:655.440000px;}
.y3df{bottom:656.260000px;}
.y3a0{bottom:657.460000px;}
.y1f{bottom:658.420000px;}
.y13f{bottom:662.260000px;}
.y2d6{bottom:662.500000px;}
.ya6{bottom:662.740000px;}
.y226{bottom:664.420000px;}
.y162{bottom:664.660000px;}
.y92{bottom:664.900000px;}
.y3c0{bottom:666.100000px;}
.y352{bottom:669.700000px;}
.y3f7{bottom:671.140000px;}
.y472{bottom:671.860000px;}
.y7e{bottom:672.100000px;}
.y501{bottom:674.500000px;}
.y457{bottom:674.980000px;}
.y18b{bottom:677.520000px;}
.y591{bottom:678.340000px;}
.y573{bottom:678.580000px;}
.y1b8{bottom:678.860000px;}
.y2c2{bottom:679.060000px;}
.y2f0{bottom:679.780000px;}
.y431{bottom:680.500000px;}
.y41{bottom:681.220000px;}
.yee{bottom:683.140000px;}
.y5c3{bottom:683.860000px;}
.y5b3{bottom:684.340000px;}
.y252{bottom:685.300000px;}
.y1e5{bottom:686.500000px;}
.y602{bottom:686.980000px;}
.y50{bottom:687.700000px;}
.y26f{bottom:688.180000px;}
.y3de{bottom:690.580000px;}
.y417{bottom:691.300000px;}
.y205{bottom:691.780000px;}
.y4ea{bottom:693.220000px;}
.y555{bottom:694.900000px;}
.y320{bottom:695.380000px;}
.y13e{bottom:696.820000px;}
.ya5{bottom:697.300000px;}
.y37b{bottom:697.540000px;}
.y225{bottom:698.740000px;}
.y161{bottom:698.980000px;}
.y23e{bottom:699.940000px;}
.y1e{bottom:700.420000px;}
.y18c{bottom:700.900000px;}
.y1b9{bottom:702.280000px;}
.y39f{bottom:703.060000px;}
.y351{bottom:704.260000px;}
.y3f6{bottom:705.460000px;}
.y7d{bottom:706.420000px;}
.y500{bottom:709.060000px;}
.y5d6{bottom:709.780000px;}
.y4c0{bottom:713.860000px;}
.y40{bottom:715.780000px;}
.y91{bottom:716.020000px;}
.yed{bottom:717.700000px;}
.y251{bottom:719.860000px;}
.y1e4{bottom:720.820000px;}
.y4f{bottom:722.260000px;}
.y26e{bottom:722.500000px;}
.y474{bottom:723.460000px;}
.y18d{bottom:724.320000px;}
.y2c1{bottom:725.620000px;}
.y1ba{bottom:725.660000px;}
.y416{bottom:725.860000px;}
.y204{bottom:726.340000px;}
.y4e9{bottom:727.540000px;}
.y456{bottom:729.460000px;}
.y13d{bottom:731.380000px;}
.ya4{bottom:731.860000px;}
.y224{bottom:733.300000px;}
.y160{bottom:733.540000px;}
.y2ef{bottom:734.260000px;}
.y3bf{bottom:734.980000px;}
.y430{bottom:735.220000px;}
.y350{bottom:738.820000px;}
.y3f5{bottom:740.020000px;}
.y23d{bottom:740.260000px;}
.y7c{bottom:741.020000px;}
.y1d{bottom:742.220000px;}
.y37a{bottom:744.140000px;}
.y3dd{bottom:745.100000px;}
.y31f{bottom:746.300000px;}
.y590{bottom:746.540000px;}
.y39d{bottom:747.020000px;}
.y18e{bottom:747.740000px;}
.y1bb{bottom:749.080000px;}
.y3f{bottom:750.140000px;}
.yec{bottom:752.300000px;}
.y5ec{bottom:753.020000px;}
.y4bf{bottom:753.500000px;}
.y250{bottom:754.460000px;}
.y1e3{bottom:755.420000px;}
.y26d{bottom:757.100000px;}
.y519{bottom:757.820000px;}
.y415{bottom:760.460000px;}
.y203{bottom:760.940000px;}
.y4e8{bottom:762.140000px;}
.y455{bottom:764.060000px;}
.y13c{bottom:765.740000px;}
.y90{bottom:766.940000px;}
.y223{bottom:767.900000px;}
.y15f{bottom:768.380000px;}
.y42f{bottom:769.580000px;}
.y4bc{bottom:770.540000px;}
.y18f{bottom:771.120000px;}
.y4e{bottom:772.460000px;}
.y1bc{bottom:772.520000px;}
.y34f{bottom:773.420000px;}
.y3f4{bottom:774.620000px;}
.y23c{bottom:774.860000px;}
.y471{bottom:775.100000px;}
.y2d5{bottom:777.980000px;}
.y379{bottom:778.460000px;}
.y2ee{bottom:779.420000px;}
.y2c0{bottom:780.140000px;}
.y31e{bottom:780.860000px;}
.y3be{bottom:781.580000px;}
.y1c{bottom:784.220000px;}
.ya3{bottom:786.380000px;}
.yeb{bottom:786.860000px;}
.y39b{bottom:788.540000px;}
.y24f{bottom:789.020000px;}
.y496{bottom:789.260000px;}
.y536{bottom:789.740000px;}
.y1e2{bottom:789.980000px;}
.y3dc{bottom:790.220000px;}
.y26c{bottom:791.660000px;}
.y190{bottom:794.540000px;}
.y414{bottom:794.780000px;}
.y202{bottom:795.500000px;}
.y1bd{bottom:795.880000px;}
.y4e7{bottom:796.700000px;}
.y454{bottom:798.380000px;}
.y7b{bottom:799.100000px;}
.y13b{bottom:800.300000px;}
.y222{bottom:802.220000px;}
.y15e{bottom:802.940000px;}
.y42e{bottom:804.140000px;}
.y3e{bottom:804.620000px;}
.y8f{bottom:805.580000px;}
.y56b{bottom:808.700000px;}
.y23b{bottom:809.420000px;}
.y58f{bottom:809.900000px;}
.y378{bottom:813.020000px;}
.y5eb{bottom:813.500000px;}
.y4b9{bottom:814.220000px;}
.y2bf{bottom:814.460000px;}
.y191{bottom:817.960000px;}
.y619{bottom:818.540000px;}
.y280{bottom:819.020000px;}
.y1be{bottom:819.320000px;}
.y5c2{bottom:819.980000px;}
.ya2{bottom:820.940000px;}
.y2d4{bottom:823.100000px;}
.y24e{bottom:823.340000px;}
.y1e1{bottom:824.300000px;}
.y5b2{bottom:825.020000px;}
.y1b{bottom:826.220000px;}
.y470{bottom:826.700000px;}
.y3f3{bottom:829.100000px;}
.y34e{bottom:829.340000px;}
.y201{bottom:829.820000px;}
.y4e6{bottom:831.260000px;}
.y31d{bottom:831.980000px;}
.y3bd{bottom:832.700000px;}
.y453{bottom:832.940000px;}
.y13a{bottom:834.860000px;}
.y7a{bottom:835.820000px;}
.y8e{bottom:836.540000px;}
.y221{bottom:836.780000px;}
.y15d{bottom:837.500000px;}
.y5d5{bottom:838.460000px;}
.y42d{bottom:838.700000px;}
.y2ed{bottom:839.660000px;}
.y618{bottom:840.140000px;}
.yea{bottom:841.340000px;}
.y1bf{bottom:842.740000px;}
.y118{bottom:843.840000px;}
.y23a{bottom:844.220000px;}
.y399{bottom:845.660000px;}
.y3db{bottom:847.340000px;}
.y2be{bottom:849.020000px;}
.y4b8{bottom:850.460000px;}
.y494{bottom:851.420000px;}
.y4ff{bottom:852.860000px;}
.y5fe{bottom:853.820000px;}
.y24d{bottom:857.900000px;}
.y29c{bottom:858.140000px;}
.y1e0{bottom:858.860000px;}
.y3d{bottom:859.340000px;}
.y377{bottom:859.580000px;}
.y3bc{bottom:859.820000px;}
.y26b{bottom:860.540000px;}
.y413{bottom:863.900000px;}
.y58e{bottom:864.380000px;}
.y192{bottom:864.760000px;}
.y4e5{bottom:865.580000px;}
.y1c0{bottom:866.120000px;}
.y452{bottom:867.500000px;}
.y8d{bottom:867.740000px;}
.y1a{bottom:868.220000px;}
.y139{bottom:869.660000px;}
.y79{bottom:870.380000px;}
.ya1{bottom:871.100000px;}
.y220{bottom:871.340000px;}
.y15c{bottom:871.820000px;}
.y42c{bottom:873.020000px;}
.yc2{bottom:873.120000px;}
.y5e9{bottom:873.980000px;}
.y2ec{bottom:874.220000px;}
.y515{bottom:874.700000px;}
.y34d{bottom:876.380000px;}
.y31c{bottom:877.100000px;}
.y46f{bottom:878.300000px;}
.y239{bottom:879.020000px;}
.y5af{bottom:880.940000px;}
.y2d3{bottom:883.340000px;}
.y2bd{bottom:883.580000px;}
.y200{bottom:884.300000px;}
.y82{bottom:884.540000px;}
.y3da{bottom:885.980000px;}
.ye9{bottom:886.460000px;}
.y4fe{bottom:887.420000px;}
.y193{bottom:888.200000px;}
.y4b5{bottom:888.380000px;}
.y398{bottom:889.340000px;}
.y1c1{bottom:889.540000px;}
.y1df{bottom:893.420000px;}
.y3c{bottom:893.660000px;}
.y412{bottom:898.460000px;}
.y451{bottom:902.060000px;}
.y5d4{bottom:903.500000px;}
.y4e4{bottom:903.740000px;}
.y138{bottom:904.220000px;}
.y78{bottom:904.700000px;}
.y31a{bottom:904.940000px;}
.y15b{bottom:906.380000px;}
.y42b{bottom:907.580000px;}
.y19{bottom:910.220000px;}
.y194{bottom:911.560000px;}
.y3d9{bottom:912.140000px;}
.y24c{bottom:912.380000px;}
.y1c2{bottom:912.960000px;}
.y238{bottom:913.820000px;}
.y26a{bottom:915.020000px;}
.y34c{bottom:916.700000px;}
.y3bb{bottom:916.940000px;}
.y2d2{bottom:917.660000px;}
.y2bc{bottom:918.140000px;}
.y4fd{bottom:921.980000px;}
.y21f{bottom:925.820000px;}
.y58c{bottom:926.540000px;}
.y534{bottom:926.780000px;}
.y1de{bottom:927.980000px;}
.y3b{bottom:928.220000px;}
.y2eb{bottom:928.700000px;}
.y1ff{bottom:929.420000px;}
.y46e{bottom:929.900000px;}
.y397{bottom:931.100000px;}
.y106{bottom:931.820000px;}
.y4b7{bottom:932.300000px;}
.y411{bottom:932.780000px;}
.y3f2{bottom:934.460000px;}
.y195{bottom:935.000000px;}
.y5ae{bottom:935.420000px;}
.y1c3{bottom:936.340000px;}
.y450{bottom:936.380000px;}
.y137{bottom:938.540000px;}
.y77{bottom:939.260000px;}
.y319{bottom:939.500000px;}
.y15a{bottom:941.180000px;}
.y42a{bottom:942.140000px;}
.y5c1{bottom:942.380000px;}
.y237{bottom:948.620000px;}
.y34b{bottom:951.020000px;}
.y18{bottom:952.220000px;}
.y2bb{bottom:952.460000px;}
.y1fd{bottom:953.900000px;}
.ye8{bottom:956.540000px;}
.y48e{bottom:957.740000px;}
.y617{bottom:957.980000px;}
.y196{bottom:958.420000px;}
.y1c4{bottom:959.760000px;}
.y4e3{bottom:960.380000px;}
.y1dd{bottom:962.300000px;}
.y2ea{bottom:963.260000px;}
.y376{bottom:964.940000px;}
.y24b{bottom:966.860000px;}
.y318{bottom:967.340000px;}
.y3d7{bottom:967.580000px;}
.y5d3{bottom:968.540000px;}
.y3f1{bottom:968.780000px;}
.y269{bottom:969.500000px;}
.y21e{bottom:970.940000px;}
.y395{bottom:972.620000px;}
.y136{bottom:973.100000px;}
.y3b9{bottom:973.820000px;}
.y159{bottom:975.740000px;}
.y429{bottom:976.700000px;}
.y410{bottom:979.340000px;}
.y46d{bottom:981.500000px;}
.y197{bottom:981.800000px;}
.y3a{bottom:982.700000px;}
.y44f{bottom:982.940000px;}
.y1c5{bottom:983.180000px;}
.y236{bottom:983.420000px;}
.y34a{bottom:985.580000px;}
.y105{bottom:986.780000px;}
.y2ba{bottom:987.020000px;}
.y4fc{bottom:990.860000px;}
.ye7{bottom:991.100000px;}
.y1fc{bottom:991.340000px;}
.y76{bottom:993.740000px;}
.y17{bottom:994.220000px;}
.y317{bottom:995.180000px;}
.y5aa{bottom:995.900000px;}
.y1dc{bottom:996.860000px;}
.y2e9{bottom:997.820000px;}
.y375{bottom:999.500000px;}
.y4b4{bottom:1000.940000px;}
.y3f0{bottom:1003.340000px;}
.y268{bottom:1004.060000px;}
.y198{bottom:1005.220000px;}
.y4e2{bottom:1005.500000px;}
.y1c6{bottom:1006.560000px;}
.y532{bottom:1006.700000px;}
.y135{bottom:1007.660000px;}
.y550{bottom:1008.380000px;}
.y158{bottom:1010.060000px;}
.y428{bottom:1011.020000px;}
.y514{bottom:1011.740000px;}
.y40f{bottom:1013.900000px;}
.y5fd{bottom:1014.860000px;}
.y24a{bottom:1017.260000px;}
.y394{bottom:1018.220000px;}
.y349{bottom:1020.140000px;}
.y104{bottom:1021.340000px;}
.y2b9{bottom:1021.580000px;}
.y316{bottom:1023.020000px;}
.y491{bottom:1024.220000px;}
.y4fb{bottom:1025.420000px;}
.ye6{bottom:1025.660000px;}
.y44e{bottom:1028.060000px;}
.y75{bottom:1028.300000px;}
.y199{bottom:1028.640000px;}
.y5d2{bottom:1029.020000px;}
.y1c7{bottom:1029.980000px;}
.y3b7{bottom:1030.940000px;}
.y21d{bottom:1031.180000px;}
.y1db{bottom:1031.420000px;}
.y2e8{bottom:1032.140000px;}
.y46c{bottom:1033.100000px;}
.y374{bottom:1033.820000px;}
.y16{bottom:1036.220000px;}
.y39{bottom:1037.180000px;}
.y3ef{bottom:1037.900000px;}
.y235{bottom:1038.140000px;}
.y267{bottom:1038.860000px;}
.y4b3{bottom:1040.540000px;}
.y134{bottom:1041.980000px;}
.y157{bottom:1044.620000px;}
.y427{bottom:1045.580000px;}
.y40e{bottom:1048.460000px;}
.y314{bottom:1050.860000px;}
.y19a{bottom:1052.020000px;}
.y1c8{bottom:1053.400000px;}
.y348{bottom:1054.700000px;}
.y5e8{bottom:1054.940000px;}
.y103{bottom:1055.660000px;}
.y2b8{bottom:1056.140000px;}
.y4e1{bottom:1056.380000px;}
.y4b2{bottom:1057.580000px;}
.y391{bottom:1057.820000px;}
.y4fa{bottom:1059.980000px;}
.ye5{bottom:1060.220000px;}
.y44d{bottom:1062.620000px;}
.y74{bottom:1062.860000px;}
.y21c{bottom:1065.740000px;}
.y1da{bottom:1065.980000px;}
.y58b{bottom:1066.460000px;}
.y38{bottom:1071.740000px;}
.y3ee{bottom:1072.460000px;}
.y234{bottom:1072.700000px;}
.y266{bottom:1073.420000px;}
.y5fc{bottom:1073.900000px;}
.y513{bottom:1075.100000px;}
.y19b{bottom:1075.440000px;}
.y615{bottom:1075.820000px;}
.y133{bottom:1076.540000px;}
.y1c9{bottom:1076.780000px;}
.y56a{bottom:1077.740000px;}
.y15{bottom:1078.220000px;}
.y313{bottom:1078.940000px;}
.y156{bottom:1079.180000px;}
.y426{bottom:1080.140000px;}
.y40d{bottom:1082.780000px;}
.y46a{bottom:1084.700000px;}
.y2e7{bottom:1086.620000px;}
.y48d{bottom:1087.100000px;}
.y373{bottom:1088.300000px;}
.y4b1{bottom:1088.780000px;}
.y44c{bottom:1089.500000px;}
.y102{bottom:1090.220000px;}
.y2b7{bottom:1090.460000px;}
.y4de{bottom:1092.860000px;}
.ye4{bottom:1094.540000px;}
.y530{bottom:1095.740000px;}
.y3b6{bottom:1096.220000px;}
.y347{bottom:1097.900000px;}
.y19c{bottom:1098.860000px;}
.y21b{bottom:1100.060000px;}
.y1ca{bottom:1100.200000px;}
.y1d9{bottom:1100.300000px;}
.y38f{bottom:1101.260000px;}
.y54d{bottom:1101.980000px;}
.y37{bottom:1106.300000px;}
.y3ed{bottom:1106.780000px;}
.y233{bottom:1107.260000px;}
.y265{bottom:1108.220000px;}
.y73{bottom:1109.180000px;}
.y44b{bottom:1110.620000px;}
.y132{bottom:1111.100000px;}
.y310{bottom:1111.340000px;}
.y155{bottom:1113.980000px;}
.y4f9{bottom:1114.460000px;}
.y425{bottom:1114.700000px;}
.y14{bottom:1120.040000px;}
.y5bf{bottom:1120.520000px;}
.y2e6{bottom:1121.240000px;}
.y19d{bottom:1122.240000px;}
.y1cb{bottom:1123.640000px;}
.y101{bottom:1124.840000px;}
.y346{bottom:1125.560000px;}
.y4b0{bottom:1127.720000px;}
.y5a4{bottom:1128.440000px;}
.y40c{bottom:1129.400000px;}
.y44a{bottom:1131.800000px;}
.y3d5{bottom:1132.040000px;}
.y21a{bottom:1134.680000px;}
.y1d8{bottom:1134.920000px;}
.y466{bottom:1136.360000px;}
.y5fb{bottom:1137.560000px;}
.y370{bottom:1137.800000px;}
.y48c{bottom:1138.040000px;}
.y38e{bottom:1138.520000px;}
.y568{bottom:1139.720000px;}
.y36{bottom:1140.680000px;}
.y3ec{bottom:1141.400000px;}
.y345{bottom:1141.640000px;}
.y264{bottom:1142.840000px;}
.y5d1{bottom:1143.560000px;}
.y30f{bottom:1143.800000px;}
.y512{bottom:1144.280000px;}
.y2b6{bottom:1145.000000px;}
.y232{bottom:1145.240000px;}
.y19e{bottom:1145.660000px;}
.y1fb{bottom:1146.200000px;}
.y1cc{bottom:1147.000000px;}
.y3b5{bottom:1147.160000px;}
.y154{bottom:1148.600000px;}
.y449{bottom:1152.920000px;}
.ye3{bottom:1153.160000px;}
.y58a{bottom:1153.880000px;}
.y72{bottom:1154.360000px;}
.y4dd{bottom:1155.080000px;}
.y2e5{bottom:1155.800000px;}
.y4af{bottom:1158.920000px;}
.y100{bottom:1159.400000px;}
.y4f8{bottom:1159.640000px;}
.y424{bottom:1161.080000px;}
.y13{bottom:1162.040000px;}
.y36f{bottom:1166.120000px;}
.y19f{bottom:1169.080000px;}
.y219{bottom:1169.240000px;}
.y1d7{bottom:1169.480000px;}
.y131{bottom:1169.960000px;}
.y344{bottom:1170.200000px;}
.y1cd{bottom:1170.440000px;}
.y48b{bottom:1172.360000px;}
.y448{bottom:1174.040000px;}
.y40b{bottom:1174.520000px;}
.y35{bottom:1175.240000px;}
.y30e{bottom:1176.440000px;}
.y263{bottom:1177.640000px;}
.y38d{bottom:1178.120000px;}
.y52d{bottom:1178.840000px;}
.y3b4{bottom:1181.720000px;}
.y153{bottom:1182.920000px;}
.y231{bottom:1184.360000px;}
.y5be{bottom:1185.560000px;}
.y3d4{bottom:1187.480000px;}
.y4f7{bottom:1187.960000px;}
.y54b{bottom:1189.400000px;}
.y2b5{bottom:1190.120000px;}
.yff{bottom:1193.720000px;}
.y36e{bottom:1194.680000px;}
.y447{bottom:1195.400000px;}
.y3eb{bottom:1195.880000px;}
.y342{bottom:1197.560000px;}
.y50f{bottom:1198.760000px;}
.y567{bottom:1200.200000px;}
.y218{bottom:1203.800000px;}
.y12{bottom:1204.040000px;}
.y465{bottom:1204.520000px;}
.y230{bottom:1205.480000px;}
.y423{bottom:1206.200000px;}
.y48a{bottom:1206.920000px;}
.ye2{bottom:1207.400000px;}
.y4f6{bottom:1208.600000px;}
.y30d{bottom:1208.840000px;}
.y34{bottom:1209.800000px;}
.y2e4{bottom:1210.280000px;}
.y71{bottom:1214.600000px;}
.y3b3{bottom:1216.280000px;}
.y446{bottom:1216.520000px;}
.y152{bottom:1217.480000px;}
.y4ae{bottom:1217.960000px;}
.y38c{bottom:1220.840000px;}
.y36d{bottom:1223.240000px;}
.y341{bottom:1224.680000px;}
.y4f5{bottom:1225.400000px;}
.ya0{bottom:1225.880000px;}
.yb3{bottom:1227.360000px;}
.y4dc{bottom:1228.040000px;}
.y2d1{bottom:1228.280000px;}
.y1ce{bottom:1231.640000px;}
.y262{bottom:1232.360000px;}
.y130{bottom:1233.080000px;}
.y70{bottom:1234.520000px;}
.y1d6{bottom:1238.360000px;}
.y2b4{bottom:1241.000000px;}
.y30c{bottom:1241.480000px;}
.y3d3{bottom:1242.920000px;}
.y1fa{bottom:1243.160000px;}
.y11{bottom:1246.040000px;}
.y464{bottom:1246.520000px;}
.y2e3{bottom:1248.920000px;}
.y5bc{bottom:1250.600000px;}
.y422{bottom:1251.320000px;}
.y36b{bottom:1251.800000px;}
.y151{bottom:1252.040000px;}
.yfe{bottom:1252.280000px;}
.y22f{bottom:1253.240000px;}
.yd9{bottom:1255.880000px;}
.y217{bottom:1262.120000px;}
.y2d0{bottom:1262.840000px;}
.y33{bottom:1264.280000px;}
.y40a{bottom:1265.240000px;}
.y4db{bottom:1265.960000px;}
.y261{bottom:1266.680000px;}
.y3b2{bottom:1267.400000px;}
.y545{bottom:1271.000000px;}
.y1d5{bottom:1272.920000px;}
.y30b{bottom:1273.880000px;}
.y38b{bottom:1274.840000px;}
.y489{bottom:1276.040000px;}
.y33f{bottom:1279.400000px;}
.y36a{bottom:1280.120000px;}
.y463{bottom:1280.840000px;}
.y409{bottom:1283.720000px;}
.y1f9{bottom:1285.160000px;}
.y150{bottom:1286.600000px;}
.yd8{bottom:1286.840000px;}
.y10{bottom:1288.040000px;}
.y4d9{bottom:1291.160000px;}
.y441{bottom:1293.800000px;}
.y3b1{bottom:1294.520000px;}
.y5d0{bottom:1295.960000px;}
.y216{bottom:1296.680000px;}
.y12f{bottom:1297.160000px;}
.y3d2{bottom:1298.360000px;}
.y32{bottom:1298.840000px;}
.y260{bottom:1301.240000px;}
.y309{bottom:1306.280000px;}
.y33e{bottom:1306.760000px;}
.y5e5{bottom:1307.000000px;}
.y1d4{bottom:1307.480000px;}
.y5a2{bottom:1308.920000px;}
.y50e{bottom:1309.880000px;}
.y4a7{bottom:1311.080000px;}
.y613{bottom:1311.320000px;}
.y369{bottom:1313.720000px;}
.y462{bottom:1315.400000px;}
.y565{bottom:1317.080000px;}
.y6f{bottom:1318.280000px;}
.y1f8{bottom:1319.480000px;}
.y14f{bottom:1320.920000px;}
.yd7{bottom:1321.160000px;}
.y5fa{bottom:1321.400000px;}
.y488{bottom:1322.360000px;}
.y38a{bottom:1325.720000px;}
.yf{bottom:1330.040000px;}
.y215{bottom:1331.240000px;}
.y12e{bottom:1331.720000px;}
.y31{bottom:1333.160000px;}
.y33b{bottom:1333.880000px;}
.y25f{bottom:1335.800000px;}
.y27d{bottom:1337.960000px;}
.y308{bottom:1338.920000px;}
.y1d3{bottom:1342.040000px;}
.y52a{bottom:1343.240000px;}
.y368{bottom:1347.320000px;}
.y3b0{bottom:1350.200000px;}
.y3d0{bottom:1353.800000px;}
.y1f7{bottom:1354.040000px;}
.y14e{bottom:1355.480000px;}
.yd6{bottom:1355.720000px;}
.y389{bottom:1360.280000px;}
.y407{bottom:1360.520000px;}
.y4a9{bottom:1360.760000px;}
.y461{bottom:1361.960000px;}
.y50d{bottom:1362.920000px;}
.y214{bottom:1365.800000px;}
.y12d{bottom:1366.280000px;}
.y583{bottom:1366.520000px;}
.y487{bottom:1367.480000px;}
.y30{bottom:1367.720000px;}
.y440{bottom:1368.440000px;}
.y25e{bottom:1370.360000px;}
.y307{bottom:1371.320000px;}
.ye{bottom:1372.040000px;}
.y5a1{bottom:1373.960000px;}
.y4f4{bottom:1375.880000px;}
.y2cf{bottom:1378.280000px;}
.y4d7{bottom:1379.720000px;}
.y367{bottom:1380.920000px;}
.y5cf{bottom:1381.880000px;}
.y33a{bottom:1383.320000px;}
.y5f9{bottom:1386.440000px;}
.y564{bottom:1387.880000px;}
.y1f6{bottom:1388.840000px;}
.y14d{bottom:1390.040000px;}
.yd5{bottom:1390.280000px;}
.y388{bottom:1394.840000px;}
.y1d2{bottom:1396.520000px;}
.y213{bottom:1400.120000px;}
.y12c{bottom:1400.840000px;}
.y6e{bottom:1402.040000px;}
.y2f{bottom:1402.280000px;}
.y2e2{bottom:1403.000000px;}
.y305{bottom:1403.960000px;}
.y2b3{bottom:1404.680000px;}
.y3af{bottom:1405.640000px;}
.y3cf{bottom:1406.600000px;}
.yd{bottom:1414.040000px;}
.y366{bottom:1414.520000px;}
.y339{bottom:1415.720000px;}
.y486{bottom:1418.360000px;}
.y5e1{bottom:1421.480000px;}
.y1f5{bottom:1423.640000px;}
.y406{bottom:1424.600000px;}
.yd4{bottom:1424.840000px;}
.y586{bottom:1427.000000px;}
.y611{bottom:1429.160000px;}
.y43d{bottom:1430.600000px;}
.y1d1{bottom:1430.840000px;}
.y5a0{bottom:1433.000000px;}
.y27c{bottom:1434.440000px;}
.y304{bottom:1436.360000px;}
.y2e{bottom:1436.840000px;}
.y2b2{bottom:1439.240000px;}
.y542{bottom:1440.920000px;}
.y527{bottom:1444.040000px;}
.y338{bottom:1448.120000px;}
.y4a6{bottom:1450.760000px;}
.y12b{bottom:1455.080000px;}
.yc{bottom:1456.040000px;}
.y69{bottom:1458.200000px;}
.y1f4{bottom:1458.440000px;}
.y212{bottom:1458.680000px;}
.yd3{bottom:1459.160000px;}
.y3ae{bottom:1461.320000px;}
.y3ce{bottom:1462.040000px;}
.y485{bottom:1466.120000px;}
.y4d5{bottom:1468.280000px;}
.y302{bottom:1469.000000px;}
.y5cd{bottom:1469.480000px;}
.y2e1{bottom:1469.960000px;}
.y5f7{bottom:1472.600000px;}
.y2b1{bottom:1473.800000px;}
.y562{bottom:1475.480000px;}
.y1d0{bottom:1477.400000px;}
.y336{bottom:1480.520000px;}
.y363{bottom:1481.720000px;}
.y404{bottom:1486.280000px;}
.y581{bottom:1487.480000px;}
.y2d{bottom:1491.320000px;}
.y59e{bottom:1492.040000px;}
.y4a5{bottom:1492.760000px;}
.y1f3{bottom:1493.240000px;}
.y211{bottom:1493.480000px;}
.yd2{bottom:1493.720000px;}
.y5ba{bottom:1496.640000px;}
.yb{bottom:1498.080000px;}
.y3cc{bottom:1503.600000px;}
.y43c{bottom:1504.320000px;}
.y29b{bottom:1509.360000px;}
.y333{bottom:1512.960000px;}
.y362{bottom:1515.360000px;}
.y3ad{bottom:1517.040000px;}
.y2c{bottom:1520.880000px;}
.y1cf{bottom:1522.560000px;}
.y1f2{bottom:1528.080000px;}
.y4d{bottom:1528.320000px;}
.ya{bottom:1530.240000px;}
.y9f{bottom:1531.920000px;}
.y5{bottom:1551.840000px;}
.y4{bottom:1573.680000px;}
.y3{bottom:1595.760000px;}
.h7e{height:16.351875px;}
.h6b{height:16.503281px;}
.h63{height:18.073125px;}
.h8{height:21.515625px;}
.hc{height:23.236875px;}
.h26{height:23.928000px;}
.h7d{height:24.890156px;}
.h1a{height:24.958125px;}
.h68{height:25.189219px;}
.h37{height:25.680000px;}
.h3c{height:25.920000px;}
.h44{height:26.160000px;}
.h45{height:26.400000px;}
.h49{height:26.448000px;}
.h48{height:26.640000px;}
.h1c{height:26.757120px;}
.h38{height:26.880000px;}
.h27{height:27.078720px;}
.h35{height:27.109687px;}
.h36{height:27.360703px;}
.h30{height:27.600000px;}
.h1f{height:27.756480px;}
.h5{height:27.840000px;}
.h53{height:28.080000px;}
.h5b{height:28.320000px;}
.h18{height:28.752422px;}
.h20{height:28.800000px;}
.h10{height:28.830937px;}
.h51{height:29.040000px;}
.he{height:29.097891px;}
.h76{height:29.280000px;}
.h4c{height:29.520000px;}
.h4e{height:29.760000px;}
.h50{height:30.000000px;}
.h3a{height:30.480000px;}
.h39{height:30.528000px;}
.h3b{height:30.720000px;}
.h72{height:30.835078px;}
.h3f{height:31.440000px;}
.h41{height:31.488000px;}
.h46{height:31.680000px;}
.h47{height:31.728000px;}
.h8a{height:31.920000px;}
.h34{height:32.160000px;}
.h7{height:32.273438px;}
.h3d{height:32.400000px;}
.h2{height:32.572266px;}
.hb7{height:32.880000px;}
.h42{height:33.120000px;}
.h4b{height:33.408000px;}
.h7b{height:34.080000px;}
.hb9{height:34.320000px;}
.h8b{height:35.280000px;}
.h13{height:35.618672px;}
.hb{height:35.715938px;}
.h4{height:35.806641px;}
.h7a{height:36.000000px;}
.ha{height:36.046641px;}
.hca{height:36.048000px;}
.h40{height:36.240000px;}
.h78{height:37.008000px;}
.h29{height:37.072320px;}
.h2a{height:37.440000px;}
.hd8{height:37.680000px;}
.h4a{height:37.867500px;}
.h64{height:38.640000px;}
.h62{height:38.688000px;}
.h59{height:38.880000px;}
.hcf{height:38.928000px;}
.h6f{height:39.120000px;}
.h2b{height:39.588750px;}
.h5a{height:39.600000px;}
.h24{height:39.626016px;}
.h1e{height:39.720480px;}
.h15{height:39.955312px;}
.h3e{height:40.320000px;}
.ha8{height:40.560000px;}
.ha1{height:40.608000px;}
.h58{height:41.280000px;}
.h4d{height:41.520000px;}
.h54{height:41.568000px;}
.h55{height:41.760000px;}
.h75{height:42.000000px;}
.hc8{height:42.048000px;}
.h61{height:42.480000px;}
.h56{height:42.960000px;}
.h4f{height:43.200000px;}
.h52{height:43.248000px;}
.ha5{height:43.440000px;}
.hb2{height:43.488000px;}
.hb4{height:43.680000px;}
.h6{height:43.922812px;}
.h6a{height:44.208000px;}
.hbe{height:44.880000px;}
.ha3{height:45.120000px;}
.hd1{height:46.320000px;}
.hae{height:46.560000px;}
.h14{height:46.904063px;}
.hb1{height:47.520000px;}
.h87{height:47.568000px;}
.h69{height:47.760000px;}
.hc1{height:48.000000px;}
.ha9{height:48.048000px;}
.h6d{height:48.240000px;}
.h85{height:48.288000px;}
.h43{height:48.480000px;}
.h70{height:48.768000px;}
.h57{height:49.440000px;}
.h9{height:50.346562px;}
.h81{height:51.888000px;}
.h6e{height:52.560000px;}
.h82{height:54.960000px;}
.h12{height:55.200000px;}
.hcc{height:55.440000px;}
.h77{height:56.880000px;}
.h93{height:58.560000px;}
.h74{height:60.000000px;}
.ha0{height:60.048000px;}
.h5d{height:60.720000px;}
.h5c{height:60.768000px;}
.h5f{height:61.200000px;}
.hdc{height:61.488000px;}
.h91{height:61.728000px;}
.h2c{height:62.160000px;}
.hd7{height:62.928000px;}
.h5e{height:63.120000px;}
.h71{height:64.080000px;}
.hc5{height:64.560000px;}
.hba{height:64.608000px;}
.h17{height:65.144531px;}
.h8d{height:66.000000px;}
.h99{height:66.048000px;}
.haf{height:67.440000px;}
.h92{height:67.680000px;}
.ha6{height:68.880000px;}
.hc2{height:69.120000px;}
.h9e{height:70.560000px;}
.h9d{height:70.608000px;}
.h86{height:71.520000px;}
.h9a{height:72.000000px;}
.h7f{height:72.480000px;}
.h60{height:73.680000px;}
.h83{height:74.640000px;}
.h84{height:74.688000px;}
.h8f{height:79.200000px;}
.hd5{height:80.880000px;}
.hf{height:82.800000px;}
.h11{height:82.848000px;}
.hbb{height:85.440000px;}
.h79{height:85.920000px;}
.h8c{height:88.368000px;}
.h9b{height:88.560000px;}
.h9c{height:90.000000px;}
.h65{height:90.288000px;}
.hbc{height:90.528000px;}
.hd2{height:91.440000px;}
.h8e{height:91.488000px;}
.hc3{height:92.880000px;}
.hc6{height:92.928000px;}
.hd{height:94.128000px;}
.hbd{height:94.320000px;}
.h97{height:94.608000px;}
.h89{height:95.280000px;}
.hcb{height:99.408000px;}
.hd6{height:101.040000px;}
.hb0{height:101.088000px;}
.h7c{height:101.760000px;}
.hab{height:102.000000px;}
.hb3{height:102.480000px;}
.hd0{height:105.360000px;}
.hc7{height:107.088000px;}
.h9f{height:108.000000px;}
.hbf{height:108.480000px;}
.h73{height:109.680000px;}
.h67{height:110.160000px;}
.had{height:110.208000px;}
.hce{height:110.880000px;}
.hb6{height:111.120000px;}
.h96{height:112.608000px;}
.hcd{height:114.048000px;}
.ha4{height:114.480000px;}
.hc0{height:114.528000px;}
.h6c{height:114.720000px;}
.h88{height:115.440000px;}
.h94{height:115.680000px;}
.hdf{height:116.640000px;}
.hdb{height:116.880000px;}
.hdd{height:116.928000px;}
.hac{height:118.320000px;}
.hc9{height:118.560000px;}
.h80{height:120.768000px;}
.h95{height:123.168000px;}
.ha7{height:124.608000px;}
.hd4{height:139.440000px;}
.hd9{height:139.680000px;}
.h66{height:141.840000px;}
.h90{height:142.800000px;}
.hb8{height:143.280000px;}
.hda{height:145.488000px;}
.h98{height:148.560000px;}
.hd3{height:154.128000px;}
.h28{height:154.848000px;}
.hb5{height:159.120000px;}
.hc4{height:160.128000px;}
.haa{height:169.008000px;}
.h31{height:220.800000px;}
.hde{height:234.520000px;}
.ha2{height:247.440000px;}
.h2f{height:276.040000px;}
.h1d{height:283.920000px;}
.h1b{height:284.160000px;}
.h19{height:286.560000px;}
.h23{height:297.360000px;}
.h21{height:298.080000px;}
.h22{height:298.320000px;}
.h2e{height:303.640000px;}
.h33{height:328.360000px;}
.h32{height:386.440000px;}
.h2d{height:496.840000px;}
.h16{height:614.260000px;}
.h25{height:1268.880000px;}
.h3{height:1546.000000px;}
.h1{height:1633.000000px;}
.h0{height:1683.840000px;}
.w7d{width:48.000000px;}
.wb5{width:49.200000px;}
.w92{width:61.440000px;}
.wb9{width:67.680000px;}
.wb7{width:67.728000px;}
.w50{width:68.208000px;}
.w9d{width:68.928000px;}
.w85{width:72.480000px;}
.w58{width:73.968000px;}
.w98{width:74.880000px;}
.w25{width:76.368000px;}
.w81{width:78.048000px;}
.w9a{width:79.488000px;}
.w99{width:82.560000px;}
.wae{width:82.608000px;}
.w82{width:85.440000px;}
.w31{width:85.920000px;}
.w1e{width:86.880000px;}
.w5a{width:86.928000px;}
.wad{width:88.560000px;}
.waa{width:88.608000px;}
.w4e{width:88.848000px;}
.w5{width:89.280000px;}
.w9e{width:90.000000px;}
.w87{width:90.048000px;}
.w9c{width:91.440000px;}
.w9b{width:91.680000px;}
.w66{width:91.920000px;}
.w89{width:94.608000px;}
.wa2{width:96.000000px;}
.w32{width:96.480000px;}
.w43{width:97.680000px;}
.w34{width:97.920000px;}
.wb8{width:98.400000px;}
.waf{width:98.880000px;}
.wab{width:100.560000px;}
.w8d{width:102.048000px;}
.w33{width:102.528000px;}
.w5c{width:103.008000px;}
.wba{width:103.248000px;}
.w83{width:103.440000px;}
.w86{width:104.880000px;}
.w26{width:106.560000px;}
.wbf{width:107.568000px;}
.w4a{width:108.000000px;}
.w62{width:109.440000px;}
.wb6{width:110.880000px;}
.w23{width:111.120000px;}
.w61{width:111.408000px;}
.w63{width:111.648000px;}
.w84{width:112.128000px;}
.w47{width:114.000000px;}
.w52{width:116.400000px;}
.wac{width:116.880000px;}
.w44{width:118.368000px;}
.w36{width:121.920000px;}
.w5d{width:122.160000px;}
.w1a{width:122.928000px;}
.w27{width:123.168000px;}
.wc{width:124.608000px;}
.w35{width:125.088000px;}
.w7c{width:126.000000px;}
.w97{width:126.048000px;}
.w51{width:127.680000px;}
.w7{width:127.728000px;}
.w24{width:128.928000px;}
.w22{width:130.320000px;}
.w8e{width:130.560000px;}
.w46{width:130.608000px;}
.w6f{width:133.200000px;}
.wc1{width:137.760000px;}
.w6d{width:138.000000px;}
.w65{width:142.368000px;}
.w5b{width:144.480000px;}
.w6e{width:144.768000px;}
.w8c{width:145.440000px;}
.w3b{width:147.168000px;}
.w74{width:148.560000px;}
.w8b{width:148.608000px;}
.w8a{width:150.000000px;}
.w64{width:150.480000px;}
.we{width:152.400000px;}
.w4f{width:153.600000px;}
.w1f{width:154.368000px;}
.w49{width:154.608000px;}
.w9{width:155.520000px;}
.w75{width:156.048000px;}
.w96{width:158.928000px;}
.w45{width:159.120000px;}
.wa4{width:159.168000px;}
.w77{width:160.320000px;}
.w3c{width:160.608000px;}
.w94{width:162.048000px;}
.w53{width:163.488000px;}
.w88{width:164.880000px;}
.w42{width:164.928000px;}
.wb3{width:166.080000px;}
.w91{width:166.560000px;}
.w7b{width:167.568000px;}
.wa3{width:169.728000px;}
.wa5{width:170.880000px;}
.w1b{width:172.608000px;}
.wb1{width:173.808000px;}
.w59{width:175.200000px;}
.w72{width:175.728000px;}
.w7f{width:177.360000px;}
.wb2{width:178.608000px;}
.wa9{width:181.488000px;}
.w95{width:183.120000px;}
.w7a{width:184.320000px;}
.w3d{width:187.440000px;}
.w80{width:187.728000px;}
.wb{width:188.160000px;}
.wa6{width:189.168000px;}
.w6{width:189.600000px;}
.w1d{width:190.368000px;}
.w3e{width:190.608000px;}
.wb4{width:192.528000px;}
.wa7{width:194.928000px;}
.wa8{width:198.000000px;}
.w70{width:198.048000px;}
.w78{width:198.768000px;}
.w93{width:200.920000px;}
.w1c{width:204.240000px;}
.wf{width:211.720000px;}
.wa{width:213.160000px;}
.w7e{width:215.560000px;}
.w73{width:220.360000px;}
.w5e{width:223.200000px;}
.w20{width:226.560000px;}
.w79{width:230.440000px;}
.wc2{width:230.680000px;}
.w71{width:230.880000px;}
.w90{width:232.600000px;}
.w4b{width:232.840000px;}
.w55{width:233.080000px;}
.wb0{width:234.040000px;}
.wd{width:237.880000px;}
.w8{width:240.760000px;}
.w38{width:242.880000px;}
.w2a{width:246.040000px;}
.w2d{width:247.720000px;}
.w29{width:252.040000px;}
.w2c{width:253.480000px;}
.w15{width:260.160000px;}
.w16{width:264.240000px;}
.wa0{width:265.720000px;}
.w67{width:281.620000px;}
.w6b{width:282.760000px;}
.w14{width:283.920000px;}
.w2f{width:286.840000px;}
.wbb{width:289.780000px;}
.w37{width:298.840000px;}
.w2e{width:299.320000px;}
.wbc{width:300.520000px;}
.w21{width:306.100000px;}
.w39{width:307.780000px;}
.w4c{width:310.660000px;}
.w6a{width:316.120000px;}
.w68{width:316.840000px;}
.wa1{width:319.480000px;}
.w6c{width:331.240000px;}
.w5f{width:332.500000px;}
.w56{width:336.100000px;}
.w9f{width:342.040000px;}
.w30{width:346.840000px;}
.wbd{width:350.200000px;}
.wc4{width:350.920000px;}
.w76{width:351.880000px;}
.w57{width:369.640000px;}
.w3a{width:378.040000px;}
.w40{width:380.980000px;}
.w60{width:384.760000px;}
.w28{width:385.480000px;}
.w2b{width:386.920000px;}
.w41{width:403.720000px;}
.w4d{width:407.560000px;}
.wc0{width:448.420000px;}
.w8f{width:538.660000px;}
.w48{width:553.580000px;}
.w12{width:799.200000px;}
.w13{width:799.440000px;}
.w4{width:803.420000px;}
.w10{width:843.020000px;}
.w17{width:869.760000px;}
.w11{width:891.360000px;}
.wc3{width:929.720000px;}
.w3{width:947.000000px;}
.wbe{width:949.000000px;}
.w69{width:950.000000px;}
.w19{width:951.000000px;}
.w54{width:952.000000px;}
.w3f{width:959.000000px;}
.w18{width:969.000000px;}
.w1{width:1186.000000px;}
.w2{width:1190.639982px;}
.w0{width:1190.640000px;}
.x0{left:0.000000px;}
.xc6{left:2.160000px;}
.xf4{left:3.360000px;}
.xac{left:5.520000px;}
.xfd{left:7.200000px;}
.x97{left:8.400000px;}
.x1f{left:10.080000px;}
.x8{left:11.520000px;}
.x33{left:13.248000px;}
.x49{left:14.540000px;}
.x17{left:15.840000px;}
.x48{left:17.420000px;}
.xce{left:18.960000px;}
.xa2{left:20.400000px;}
.x3c{left:22.128000px;}
.x88{left:23.472000px;}
.xfb{left:24.480000px;}
.x24{left:26.160000px;}
.x1a{left:27.840000px;}
.x115{left:29.040000px;}
.x26{left:30.240000px;}
.xf{left:32.400000px;}
.xa3{left:33.900000px;}
.x1c{left:36.240000px;}
.xcc{left:37.440000px;}
.xa0{left:38.880000px;}
.x11{left:40.320000px;}
.xfe{left:41.760000px;}
.x13{left:43.200000px;}
.x7f{left:44.200000px;}
.xf2{left:45.360000px;}
.x1d{left:46.560000px;}
.xb4{left:48.480000px;}
.x16{left:49.680000px;}
.xe2{left:50.880000px;}
.x8e{left:52.360000px;}
.x1b{left:53.520000px;}
.xc7{left:54.720000px;}
.x19{left:56.640000px;}
.xe7{left:57.840000px;}
.x52{left:58.940000px;}
.x27{left:60.952000px;}
.x3b{left:62.200000px;}
.xb9{left:63.600000px;}
.x9e{left:65.040000px;}
.xb7{left:66.060000px;}
.xbc{left:67.680000px;}
.xc1{left:69.420000px;}
.x2a{left:70.792000px;}
.xc8{left:72.720000px;}
.x14{left:74.880000px;}
.xb6{left:76.552000px;}
.xbb{left:78.540000px;}
.x25{left:79.672000px;}
.x8f{left:81.640000px;}
.x2b{left:82.792000px;}
.xbd{left:84.960000px;}
.xbe{left:86.940000px;}
.xbf{left:89.280000px;}
.xc0{left:91.020000px;}
.x23{left:92.460000px;}
.xdf{left:94.320000px;}
.x57{left:96.480000px;}
.x11c{left:97.672000px;}
.x53{left:98.740000px;}
.xec{left:100.380000px;}
.x11d{left:102.000000px;}
.x4e{left:103.440000px;}
.x92{left:105.880000px;}
.x43{left:108.000000px;}
.xe8{left:109.920000px;}
.xa8{left:111.120000px;}
.xef{left:112.620000px;}
.xa6{left:114.240000px;}
.x7e{left:116.540000px;}
.xa9{left:118.360000px;}
.xab{left:119.520000px;}
.xaa{left:122.440000px;}
.x35{left:124.940000px;}
.xad{left:126.480000px;}
.x7d{left:129.020000px;}
.x95{left:130.800000px;}
.x2{left:133.000000px;}
.xb5{left:134.880000px;}
.x9d{left:136.140000px;}
.xcb{left:137.340000px;}
.x34{left:140.300000px;}
.x5{left:141.887982px;}
.xe4{left:143.808000px;}
.x4b{left:145.060000px;}
.x55{left:148.080000px;}
.x50{left:149.560000px;}
.xe{left:150.768000px;}
.x81{left:152.060000px;}
.xaf{left:156.480000px;}
.xdd{left:158.400000px;}
.xb3{left:160.800000px;}
.xed{left:164.152000px;}
.x4c{left:165.640000px;}
.xd1{left:167.040000px;}
.x89{left:168.280000px;}
.x86{left:169.920000px;}
.x5c{left:173.280000px;}
.xd6{left:174.480000px;}
.xe9{left:175.912000px;}
.x9{left:177.887982px;}
.x80{left:182.600000px;}
.x91{left:183.940000px;}
.x51{left:185.860000px;}
.x56{left:189.600000px;}
.x28{left:193.967982px;}
.x83{left:196.940000px;}
.x4a{left:202.320000px;}
.x85{left:205.240000px;}
.x42{left:208.320000px;}
.x4d{left:210.000000px;}
.x87{left:211.720000px;}
.x29{left:213.879982px;}
.x90{left:222.580000px;}
.x8a{left:228.820000px;}
.x82{left:233.900000px;}
.x8d{left:236.200000px;}
.x8c{left:239.660000px;}
.x11a{left:241.960000px;}
.x118{left:247.000000px;}
.x119{left:252.040000px;}
.x44{left:254.020000px;}
.x36{left:255.740000px;}
.x96{left:256.840000px;}
.x2e{left:262.180000px;}
.x8b{left:271.240000px;}
.xf0{left:276.520000px;}
.x84{left:282.720000px;}
.x2c{left:291.172000px;}
.xc2{left:303.880000px;}
.xf9{left:306.520000px;}
.x102{left:309.640000px;}
.x10d{left:313.240000px;}
.xf1{left:324.520000px;}
.xee{left:326.200000px;}
.x10{left:340.360000px;}
.x1e{left:341.800000px;}
.xca{left:364.120000px;}
.x110{left:365.320000px;}
.x9c{left:368.440000px;}
.x103{left:371.080000px;}
.xe5{left:374.680000px;}
.x2f{left:384.040000px;}
.x37{left:386.600000px;}
.x45{left:396.920000px;}
.xfa{left:401.140000px;}
.xf5{left:402.580000px;}
.xdb{left:412.900000px;}
.x116{left:421.060000px;}
.xe3{left:427.059982px;}
.x6{left:429.172000px;}
.x98{left:432.340000px;}
.xa{left:434.259982px;}
.x6a{left:436.520000px;}
.xd2{left:438.340000px;}
.x61{left:439.480000px;}
.x62{left:442.360000px;}
.x6c{left:445.240000px;}
.x6d{left:451.060000px;}
.x5d{left:453.980000px;}
.xc9{left:458.500000px;}
.x68{left:459.740000px;}
.x6b{left:462.680000px;}
.x12{left:468.100000px;}
.x20{left:469.540000px;}
.xd7{left:476.500000px;}
.x6e{left:479.860000px;}
.x67{left:482.840000px;}
.x6f{left:485.800000px;}
.x4f{left:488.400000px;}
.x112{left:489.940000px;}
.xea{left:493.780000px;}
.x11b{left:494.980000px;}
.x107{left:497.140000px;}
.x71{left:503.000000px;}
.x38{left:517.400000px;}
.x30{left:519.360000px;}
.xff{left:521.859982px;}
.x69{left:526.120000px;}
.x58{left:527.859982px;}
.x5e{left:531.940000px;}
.x3{left:538.659982px;}
.x79{left:540.680000px;}
.x46{left:542.680000px;}
.xe6{left:550.420000px;}
.x76{left:552.340000px;}
.xa4{left:554.020000px;}
.x100{left:556.419982px;}
.x5f{left:558.200000px;}
.x101{left:563.619982px;}
.xc3{left:566.500000px;}
.x104{left:572.020000px;}
.x10b{left:584.020000px;}
.xd8{left:585.940000px;}
.xf6{left:591.460000px;}
.xe0{left:596.020000px;}
.x7c{left:601.540000px;}
.x63{left:607.240000px;}
.x66{left:610.320000px;}
.xd3{left:613.540000px;}
.x10e{left:619.300000px;}
.x74{left:621.880000px;}
.xb0{left:626.260000px;}
.x70{left:633.320000px;}
.x73{left:636.240000px;}
.x99{left:639.700000px;}
.x31{left:641.180000px;}
.x60{left:644.980000px;}
.x39{left:648.200000px;}
.x113{left:650.020000px;}
.x94{left:651.699982px;}
.x78{left:653.620000px;}
.x77{left:659.320000px;}
.x59{left:666.819982px;}
.x64{left:668.160000px;}
.x5a{left:674.299982px;}
.x65{left:679.720000px;}
.x72{left:682.420000px;}
.x47{left:684.860000px;}
.xb8{left:692.540000px;}
.xd5{left:697.580000px;}
.xd0{left:700.460000px;}
.xf3{left:703.580000px;}
.x7b{left:705.600000px;}
.x15{left:708.860000px;}
.x21{left:710.540000px;}
.x7a{left:717.360000px;}
.x117{left:721.580000px;}
.x75{left:726.100000px;}
.xae{left:729.980000px;}
.x105{left:734.060000px;}
.xde{left:740.780000px;}
.x54{left:750.480000px;}
.x10a{left:753.740000px;}
.xdc{left:759.740000px;}
.x32{left:769.780000px;}
.x3a{left:774.200000px;}
.xf7{left:776.060000px;}
.xcd{left:802.460000px;}
.x9f{left:804.860000px;}
.xa7{left:806.060000px;}
.xa5{left:807.740000px;}
.x114{left:816.140000px;}
.x108{left:825.740000px;}
.xb1{left:828.860000px;}
.x3e{left:831.019982px;}
.x9a{left:833.180000px;}
.x3f{left:838.219982px;}
.xc4{left:843.980000px;}
.xfc{left:845.180000px;}
.xd9{left:848.060000px;}
.xeb{left:852.860000px;}
.x18{left:864.380000px;}
.x22{left:865.820000px;}
.xe1{left:873.980000px;}
.xba{left:879.980000px;}
.x111{left:883.820000px;}
.xc{left:894.859982px;}
.xd{left:899.659982px;}
.x3d{left:907.819982px;}
.x10c{left:914.060000px;}
.xa1{left:915.980000px;}
.x106{left:917.180000px;}
.xcf{left:918.860000px;}
.x9b{left:923.180000px;}
.x7{left:945.320000px;}
.xd4{left:947.960000px;}
.xb2{left:954.920000px;}
.xf8{left:971.000000px;}
.xc5{left:974.600000px;}
.x10f{left:977.960000px;}
.x109{left:986.120000px;}
.xda{left:990.440000px;}
.xb{left:1008.439982px;}
.x40{left:1010.599982px;}
.x41{left:1016.359982px;}
.x2d{left:1036.039982px;}
.x5b{left:1045.639982px;}
.x4{left:1077.559982px;}
.x93{left:1101.799982px;}
.x1{left:1186.039982px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls23{letter-spacing:-0.328000pt;}
.ls16{letter-spacing:-0.136267pt;}
.ls19{letter-spacing:-0.126667pt;}
.ls1e{letter-spacing:-0.119733pt;}
.ls1c{letter-spacing:-0.115467pt;}
.ls21{letter-spacing:-0.112533pt;}
.ls1b{letter-spacing:-0.108267pt;}
.ls13{letter-spacing:-0.102933pt;}
.lsc{letter-spacing:-0.080533pt;}
.ls26{letter-spacing:-0.079467pt;}
.ls14{letter-spacing:-0.051733pt;}
.ls7{letter-spacing:-0.047467pt;}
.ls27{letter-spacing:-0.041067pt;}
.ls25{letter-spacing:-0.039733pt;}
.lsa{letter-spacing:-0.023680pt;}
.ls5{letter-spacing:-0.016640pt;}
.ls9{letter-spacing:-0.015360pt;}
.ls22{letter-spacing:-0.008960pt;}
.ls3{letter-spacing:-0.008000pt;}
.lse{letter-spacing:-0.007680pt;}
.ls18{letter-spacing:-0.001280pt;}
.ls0{letter-spacing:0.000000pt;}
.ls4{letter-spacing:0.016000pt;}
.ls12{letter-spacing:0.017920pt;}
.ls11{letter-spacing:0.019840pt;}
.lsd{letter-spacing:0.044800pt;}
.ls2{letter-spacing:0.048000pt;}
.ls1a{letter-spacing:0.054933pt;}
.ls1d{letter-spacing:0.060533pt;}
.ls15{letter-spacing:0.091733pt;}
.ls10{letter-spacing:0.092267pt;}
.ls1{letter-spacing:0.096000pt;}
.lsf{letter-spacing:0.113867pt;}
.ls24{letter-spacing:0.136267pt;}
.lsb{letter-spacing:0.160000pt;}
.ls17{letter-spacing:0.183733pt;}
.ls1f{letter-spacing:0.207467pt;}
.ls6{letter-spacing:0.272000pt;}
.ls20{letter-spacing:0.296000pt;}
.ls8{letter-spacing:0.344000pt;}
.ws0{word-spacing:0.000000pt;}
._27{margin-left:-1.699840pt;}
._0{margin-left:-0.677120pt;}
._21{width:0.848213pt;}
._25{width:1.768213pt;}
._24{width:2.470080pt;}
._29{width:3.346560pt;}
._2a{width:4.374187pt;}
._2b{width:5.642347pt;}
._20{width:6.389333pt;}
._26{width:8.605440pt;}
._33{width:9.350827pt;}
._28{width:10.331840pt;}
._3a{width:11.551147pt;}
._2d{width:12.323840pt;}
._2e{width:13.067520pt;}
._32{width:14.150933pt;}
._23{width:14.981547pt;}
._22{width:15.670400pt;}
._2c{width:16.520320pt;}
._34{width:18.406080pt;}
._2f{width:19.165653pt;}
._3c{width:20.222080pt;}
._1{width:21.109333pt;}
._3d{width:21.944427pt;}
._3e{width:23.152213pt;}
._31{width:24.669653pt;}
._39{width:31.327787pt;}
._38{width:32.352427pt;}
._37{width:34.534187pt;}
._36{width:106.456640pt;}
._35{width:112.650027pt;}
._3b{width:233.103573pt;}
._30{width:233.989333pt;}
._18{width:489.535787pt;}
._17{width:665.090667pt;}
._d{width:679.706667pt;}
._16{width:716.551787pt;}
._a{width:729.050667pt;}
._4{width:731.069333pt;}
._1a{width:740.978667pt;}
._3{width:750.522667pt;}
._8{width:761.581333pt;}
._b{width:768.578667pt;}
._c{width:770.378667pt;}
._12{width:773.090667pt;}
._14{width:793.034667pt;}
._1e{width:797.743787pt;}
._7{width:807.746667pt;}
._13{width:820.399787pt;}
._5{width:835.890667pt;}
._1d{width:838.370667pt;}
._15{width:863.738667pt;}
._6{width:872.455787pt;}
._11{width:887.738667pt;}
._1c{width:901.186667pt;}
._f{width:906.434667pt;}
._19{width:910.418667pt;}
._10{width:924.229333pt;}
._1b{width:935.714667pt;}
._e{width:937.106667pt;}
._9{width:967.826667pt;}
._2{width:980.405333pt;}
._1f{width:1002.506667pt;}
.fsd{font-size:12.160000pt;}
.fsc{font-size:13.440000pt;}
.fs2{font-size:16.000000pt;}
.fs5{font-size:17.280000pt;}
.fs9{font-size:18.560000pt;}
.fsa{font-size:20.160000pt;}
.fs6{font-size:21.440000pt;}
.fse{font-size:22.720000pt;}
.fs0{font-size:24.000000pt;}
.fs4{font-size:26.560000pt;}
.fsb{font-size:28.160000pt;}
.fs1{font-size:29.440000pt;}
.fs7{font-size:34.560000pt;}
.fs3{font-size:37.440000pt;}
.fs8{font-size:48.000000pt;}
.y1{bottom:-29.280000pt;}
.y0{bottom:0.000000pt;}
.y3fd{bottom:2.240000pt;}
.y1fe{bottom:3.200000pt;}
.y61{bottom:3.520000pt;}
.y2fd{bottom:3.680000pt;}
.y468{bottom:4.160000pt;}
.y12a{bottom:4.186667pt;}
.y124{bottom:4.226667pt;}
.y11e{bottom:4.253333pt;}
.y8{bottom:4.640000pt;}
.y51b{bottom:4.800000pt;}
.y119{bottom:5.280000pt;}
.y3fe{bottom:5.600000pt;}
.y39e{bottom:6.240000pt;}
.y4e0{bottom:6.720000pt;}
.y4ad{bottom:7.040000pt;}
.y497{bottom:7.200000pt;}
.y480{bottom:7.360000pt;}
.y484{bottom:7.386667pt;}
.y498{bottom:7.520000pt;}
.y2fa{bottom:7.680000pt;}
.y315{bottom:7.840000pt;}
.y2fc{bottom:8.000000pt;}
.y372{bottom:8.040000pt;}
.y36c{bottom:8.160000pt;}
.y371{bottom:8.200000pt;}
.y29a{bottom:8.314667pt;}
.y65{bottom:8.320000pt;}
.y8c{bottom:8.480000pt;}
.y343{bottom:8.640000pt;}
.y340{bottom:8.800000pt;}
.y393{bottom:8.960000pt;}
.y39a{bottom:9.120000pt;}
.y306{bottom:9.280000pt;}
.y312{bottom:9.320000pt;}
.y27f{bottom:9.440000pt;}
.y392{bottom:9.600000pt;}
.y332{bottom:9.754667pt;}
.y323{bottom:9.760000pt;}
.y365{bottom:9.786667pt;}
.y5d{bottom:9.800000pt;}
.y2f6{bottom:9.920000pt;}
.y403{bottom:10.080000pt;}
.y335{bottom:10.240000pt;}
.y3b8{bottom:10.400000pt;}
.yc1{bottom:10.426667pt;}
.y4bb{bottom:10.720000pt;}
.yd1{bottom:10.853333pt;}
.y303{bottom:10.880000pt;}
.y311{bottom:10.920000pt;}
.y117{bottom:10.946667pt;}
.y30a{bottom:11.040000pt;}
.y469{bottom:11.200000pt;}
.y325{bottom:11.360000pt;}
.y322{bottom:11.520000pt;}
.y361{bottom:11.674667pt;}
.y354{bottom:11.680000pt;}
.y364{bottom:11.706667pt;}
.y35b{bottom:11.720000pt;}
.y594{bottom:11.840000pt;}
.y2f3{bottom:12.000000pt;}
.y331{bottom:12.154667pt;}
.y31b{bottom:12.160000pt;}
.y337{bottom:12.186667pt;}
.y390{bottom:12.200000pt;}
.y495{bottom:12.320000pt;}
.y4c6{bottom:12.480000pt;}
.y334{bottom:12.640000pt;}
.y3ca{bottom:12.800000pt;}
.y5dd{bottom:12.840000pt;}
.y396{bottom:12.960000pt;}
.y4be{bottom:13.120000pt;}
.y4ac{bottom:13.280000pt;}
.y3a6{bottom:13.440000pt;}
.y39c{bottom:13.600000pt;}
.y3a8{bottom:13.640000pt;}
.y59d{bottom:13.754667pt;}
.y558{bottom:13.760000pt;}
.y4ba{bottom:13.920000pt;}
.y482{bottom:13.946667pt;}
.y49b{bottom:14.080000pt;}
.y445{bottom:14.560000pt;}
.y587{bottom:14.720000pt;}
.y5e7{bottom:14.760000pt;}
.y569{bottom:14.880000pt;}
.y51e{bottom:15.040000pt;}
.y481{bottom:15.200000pt;}
.y33d{bottom:15.360000pt;}
.y3c7{bottom:15.520000pt;}
.y499{bottom:15.546667pt;}
.y476{bottom:15.680000pt;}
.y475{bottom:15.706667pt;}
.y5f6{bottom:15.834667pt;}
.y3d1{bottom:15.840000pt;}
.y60{bottom:15.880000pt;}
.y523{bottom:16.000000pt;}
.y3d6{bottom:16.320000pt;}
.y405{bottom:16.346667pt;}
.y43e{bottom:16.480000pt;}
.y4d0{bottom:16.520000pt;}
.y483{bottom:16.666667pt;}
.y493{bottom:16.800000pt;}
.y526{bottom:16.954667pt;}
.y3d8{bottom:16.960000pt;}
.y54f{bottom:17.000000pt;}
.y408{bottom:17.120000pt;}
.y6b{bottom:17.440000pt;}
.y3cd{bottom:17.600000pt;}
.y578{bottom:17.760000pt;}
.y59f{bottom:17.786667pt;}
.y533{bottom:17.920000pt;}
.y518{bottom:18.080000pt;}
.y467{bottom:18.240000pt;}
.y601{bottom:18.400000pt;}
.y3ba{bottom:18.560000pt;}
.y5bd{bottom:18.720000pt;}
.y574{bottom:18.880000pt;}
.y4bd{bottom:19.040000pt;}
.y4ab{bottom:19.200000pt;}
.y46b{bottom:19.680000pt;}
.y556{bottom:19.840000pt;}
.y5bb{bottom:20.000000pt;}
.y544{bottom:20.160000pt;}
.y511{bottom:20.480000pt;}
.y443{bottom:20.640000pt;}
.y5c5{bottom:20.800000pt;}
.y582{bottom:20.826667pt;}
.y552{bottom:20.960000pt;}
.yba{bottom:21.213333pt;}
.y4ca{bottom:21.440000pt;}
.y566{bottom:21.760000pt;}
.y5a{bottom:21.960000pt;}
.y5c{bottom:22.120000pt;}
.y607{bottom:22.240000pt;}
.y402{bottom:22.400000pt;}
.y43f{bottom:22.560000pt;}
.y4c9{bottom:22.720000pt;}
.y3c6{bottom:22.880000pt;}
.y110{bottom:23.173333pt;}
.y53b{bottom:23.200000pt;}
.y492{bottom:23.360000pt;}
.y4df{bottom:23.400000pt;}
.y33c{bottom:23.520000pt;}
.yc9{bottom:23.546667pt;}
.y57f{bottom:24.160000pt;}
.y54a{bottom:24.320000pt;}
.y4d1{bottom:24.680000pt;}
.y4da{bottom:24.800000pt;}
.y589{bottom:25.120000pt;}
.y52c{bottom:25.760000pt;}
.y4d2{bottom:25.800000pt;}
.y67{bottom:26.714667pt;}
.y63{bottom:26.720000pt;}
.y6d{bottom:26.746667pt;}
.y4c4{bottom:26.880000pt;}
.y4aa{bottom:27.360000pt;}
.y535{bottom:27.840000pt;}
.y58{bottom:28.200000pt;}
.y54c{bottom:28.800000pt;}
.y563{bottom:28.826667pt;}
.y561{bottom:28.960000pt;}
.y60e{bottom:29.800000pt;}
.y5b5{bottom:29.920000pt;}
.y531{bottom:29.960000pt;}
.y27e{bottom:30.240000pt;}
.y173{bottom:30.333333pt;}
.y5f8{bottom:30.746667pt;}
.y51d{bottom:30.880000pt;}
.y5ad{bottom:31.040000pt;}
.y1a0{bottom:31.226667pt;}
.y5a9{bottom:31.360000pt;}
.y522{bottom:31.840000pt;}
.y541{bottom:32.160000pt;}
.y525{bottom:32.794667pt;}
.y53d{bottom:32.800000pt;}
.y5ce{bottom:32.826667pt;}
.y54e{bottom:32.840000pt;}
.y442{bottom:32.960000pt;}
.y5e4{bottom:33.120000pt;}
.y596{bottom:33.760000pt;}
.y529{bottom:33.920000pt;}
.y517{bottom:34.080000pt;}
.y600{bottom:34.240000pt;}
.y59{bottom:34.280000pt;}
.y57a{bottom:34.720000pt;}
.y5c6{bottom:34.880000pt;}
.y60b{bottom:35.040000pt;}
.y47e{bottom:35.840000pt;}
.y6a{bottom:35.866667pt;}
.y47f{bottom:36.000000pt;}
.y510{bottom:36.480000pt;}
.y551{bottom:36.800000pt;}
.y612{bottom:37.760000pt;}
.y614{bottom:37.920000pt;}
.y606{bottom:38.106667pt;}
.y444{bottom:39.040000pt;}
.y4c8{bottom:39.520000pt;}
.y549{bottom:40.160000pt;}
.y57e{bottom:40.200000pt;}
.y55d{bottom:40.320000pt;}
.y5f{bottom:40.520000pt;}
.y4d4{bottom:40.954667pt;}
.y4d8{bottom:40.960000pt;}
.y4d6{bottom:40.986667pt;}
.y52b{bottom:41.600000pt;}
.y572{bottom:42.720000pt;}
.y4c3{bottom:43.040000pt;}
.y2a7{bottom:43.360000pt;}
.yca{bottom:44.666667pt;}
.y560{bottom:44.960000pt;}
.y68{bottom:45.114667pt;}
.y64{bottom:45.120000pt;}
.y6c{bottom:45.146667pt;}
.y5b4{bottom:45.760000pt;}
.y174{bottom:45.920000pt;}
.ybb{bottom:46.533333pt;}
.y5b{bottom:46.600000pt;}
.y1a1{bottom:46.853333pt;}
.y5ac{bottom:46.880000pt;}
.y5a8{bottom:47.200000pt;}
.y521{bottom:47.680000pt;}
.y553{bottom:47.840000pt;}
.y111{bottom:47.933333pt;}
.y540{bottom:48.000000pt;}
.y4b6{bottom:48.480000pt;}
.y554{bottom:48.800000pt;}
.y5e3{bottom:48.960000pt;}
.y5b8{bottom:49.160000pt;}
.y5ea{bottom:49.760000pt;}
.y528{bottom:49.786667pt;}
.y516{bottom:49.920000pt;}
.y5ff{bottom:50.080000pt;}
.y5c7{bottom:50.720000pt;}
.y473{bottom:50.746667pt;}
.y60a{bottom:50.880000pt;}
.y9{bottom:51.232000pt;}
.y490{bottom:51.680000pt;}
.y58d{bottom:51.840000pt;}
.y543{bottom:51.866667pt;}
.y4a8{bottom:52.000000pt;}
.y51a{bottom:52.320000pt;}
.y5e{bottom:52.680000pt;}
.y605{bottom:53.946667pt;}
.y10b{bottom:54.560000pt;}
.y53a{bottom:54.880000pt;}
.y5df{bottom:55.080000pt;}
.y4cf{bottom:55.520000pt;}
.y548{bottom:56.000000pt;}
.y57d{bottom:56.040000pt;}
.y5f5{bottom:56.154667pt;}
.y55c{bottom:56.160000pt;}
.y59a{bottom:56.200000pt;}
.y588{bottom:56.800000pt;}
.y5a3{bottom:57.120000pt;}
.yc3{bottom:57.786667pt;}
.y11d{bottom:58.533333pt;}
.y571{bottom:58.560000pt;}
.y4c2{bottom:59.040000pt;}
.y5d7{bottom:60.186667pt;}
.y55f{bottom:60.800000pt;}
.y5c0{bottom:61.120000pt;}
.y175{bottom:61.533333pt;}
.yc4{bottom:61.626667pt;}
.y2a6{bottom:61.760000pt;}
.y592{bottom:62.266667pt;}
.y1a2{bottom:62.426667pt;}
.y5e6{bottom:62.720000pt;}
.y5ab{bottom:62.880000pt;}
.y5a7{bottom:63.040000pt;}
.y299{bottom:63.514667pt;}
.y28e{bottom:63.520000pt;}
.yc5{bottom:63.653333pt;}
.y53f{bottom:63.880000pt;}
.yc6{bottom:64.800000pt;}
.y5e2{bottom:64.826667pt;}
.y577{bottom:65.120000pt;}
.y5c4{bottom:65.146667pt;}
.y2{bottom:65.333333pt;}
.y123{bottom:65.466667pt;}
.ycb{bottom:65.760000pt;}
.y537{bottom:65.920000pt;}
.y609{bottom:66.720000pt;}
.y48f{bottom:67.680000pt;}
.y5d9{bottom:67.840000pt;}
.y52f{bottom:68.160000pt;}
.y5b1{bottom:68.480000pt;}
.y7{bottom:69.792000pt;}
.y604{bottom:69.946667pt;}
.y539{bottom:70.906667pt;}
.y129{bottom:71.066667pt;}
.y4ce{bottom:71.720000pt;}
.ybc{bottom:71.813333pt;}
.y547{bottom:71.840000pt;}
.y57c{bottom:71.880000pt;}
.yb4{bottom:71.906667pt;}
.y55b{bottom:72.000000pt;}
.y112{bottom:72.733333pt;}
.y570{bottom:74.400000pt;}
.y5ef{bottom:75.706667pt;}
.yb5{bottom:76.226667pt;}
.y616{bottom:77.000000pt;}
.y176{bottom:77.146667pt;}
.y1a3{bottom:78.053333pt;}
.y5a6{bottom:78.880000pt;}
.y5cb{bottom:79.680000pt;}
.y2a5{bottom:80.160000pt;}
.yb7{bottom:80.733333pt;}
.y5f0{bottom:81.760000pt;}
.y298{bottom:81.914667pt;}
.y28d{bottom:81.920000pt;}
.y52e{bottom:84.000000pt;}
.y5b0{bottom:84.320000pt;}
.y479{bottom:85.120000pt;}
.y585{bottom:85.600000pt;}
.y603{bottom:85.786667pt;}
.ycc{bottom:86.880000pt;}
.y546{bottom:87.840000pt;}
.y56f{bottom:90.400000pt;}
.yb6{bottom:90.560000pt;}
.y5ee{bottom:91.546667pt;}
.y177{bottom:92.733333pt;}
.y1a4{bottom:93.666667pt;}
.y5a5{bottom:94.880000pt;}
.y5ca{bottom:95.560000pt;}
.yb8{bottom:95.613333pt;}
.yc7{bottom:96.546667pt;}
.ybd{bottom:97.120000pt;}
.y113{bottom:97.506667pt;}
.y2a4{bottom:98.560000pt;}
.y6{bottom:99.392000pt;}
.y128{bottom:99.933333pt;}
.y297{bottom:100.314667pt;}
.y28c{bottom:100.320000pt;}
.y584{bottom:101.466667pt;}
.y56e{bottom:106.240000pt;}
.y122{bottom:106.973333pt;}
.ycd{bottom:108.000000pt;}
.y178{bottom:108.346667pt;}
.y8b{bottom:108.800000pt;}
.y1a5{bottom:109.253333pt;}
.y3ac{bottom:113.472000pt;}
.y301{bottom:114.112000pt;}
.ye1{bottom:116.672000pt;}
.y2a3{bottom:116.960000pt;}
.y9e{bottom:117.152000pt;}
.yfd{bottom:117.472000pt;}
.y28b{bottom:118.720000pt;}
.y296{bottom:118.754667pt;}
.y2b0{bottom:120.512000pt;}
.y2ce{bottom:121.472000pt;}
.y56d{bottom:122.080000pt;}
.y114{bottom:122.266667pt;}
.ybe{bottom:122.400000pt;}
.y10c{bottom:122.693333pt;}
.y360{bottom:122.752000pt;}
.y4d3{bottom:123.072000pt;}
.y11c{bottom:123.933333pt;}
.y179{bottom:123.973333pt;}
.y330{bottom:124.032000pt;}
.y66{bottom:124.512000pt;}
.y1a6{bottom:124.866667pt;}
.y3ea{bottom:125.152000pt;}
.y25d{bottom:125.632000pt;}
.y14c{bottom:126.112000pt;}
.y50c{bottom:126.912000pt;}
.y524{bottom:127.712000pt;}
.y11b{bottom:128.253333pt;}
.y387{bottom:128.352000pt;}
.y5f4{bottom:128.512000pt;}
.y121{bottom:128.773333pt;}
.yce{bottom:129.120000pt;}
.y59c{bottom:129.152000pt;}
.y127{bottom:130.146667pt;}
.y292{bottom:130.272000pt;}
.y3cb{bottom:134.266667pt;}
.y4c{bottom:134.426667pt;}
.ye0{bottom:135.066667pt;}
.y2a2{bottom:135.360000pt;}
.y28a{bottom:137.120000pt;}
.y171{bottom:137.146667pt;}
.y295{bottom:137.154667pt;}
.y2b{bottom:137.466667pt;}
.y56c{bottom:137.920000pt;}
.y172{bottom:139.360000pt;}
.y17a{bottom:139.546667pt;}
.y300{bottom:140.346667pt;}
.y1a7{bottom:140.480000pt;}
.yfc{bottom:140.506667pt;}
.y43b{bottom:141.146667pt;}
.y1f1{bottom:141.306667pt;}
.y2af{bottom:143.546667pt;}
.y170{bottom:143.866667pt;}
.y2cd{bottom:144.506667pt;}
.y35f{bottom:145.146667pt;}
.y3ab{bottom:145.306667pt;}
.y32f{bottom:145.626667pt;}
.y5e0{bottom:146.266667pt;}
.y115{bottom:147.040000pt;}
.y9d{bottom:147.226667pt;}
.ybf{bottom:147.680000pt;}
.y3e9{bottom:148.026667pt;}
.y10d{bottom:148.453333pt;}
.y25c{bottom:148.666667pt;}
.y109{bottom:148.826667pt;}
.y460{bottom:148.986667pt;}
.y14b{bottom:149.146667pt;}
.y50b{bottom:149.786667pt;}
.yb2{bottom:149.946667pt;}
.y11f{bottom:150.080000pt;}
.ycf{bottom:150.240000pt;}
.y125{bottom:150.720000pt;}
.y5b9{bottom:151.226667pt;}
.y386{bottom:151.386667pt;}
.ydf{bottom:153.466667pt;}
.y8a{bottom:153.760000pt;}
.y10e{bottom:154.373333pt;}
.y17b{bottom:155.173333pt;}
.y120{bottom:155.520000pt;}
.y294{bottom:155.554667pt;}
.y126{bottom:155.746667pt;}
.y1a8{bottom:156.066667pt;}
.y5c9{bottom:156.826667pt;}
.y11a{bottom:157.306667pt;}
.y421{bottom:158.586667pt;}
.y4a4{bottom:158.906667pt;}
.yb9{bottom:159.493333pt;}
.y47d{bottom:159.546667pt;}
.y2a{bottom:159.866667pt;}
.y610{bottom:160.666667pt;}
.y210{bottom:160.986667pt;}
.y580{bottom:162.746667pt;}
.y55e{bottom:162.906667pt;}
.y3aa{bottom:163.386667pt;}
.yfb{bottom:163.546667pt;}
.y1f0{bottom:164.346667pt;}
.y2ae{bottom:166.586667pt;}
.y2ff{bottom:166.746667pt;}
.y16f{bottom:166.906667pt;}
.y32e{bottom:167.226667pt;}
.y2cc{bottom:167.386667pt;}
.y35e{bottom:167.546667pt;}
.y59b{bottom:168.506667pt;}
.y5f3{bottom:169.946667pt;}
.yc8{bottom:170.266667pt;}
.y27b{bottom:170.426667pt;}
.y4b{bottom:170.746667pt;}
.y17c{bottom:170.786667pt;}
.y27a{bottom:171.066667pt;}
.y10f{bottom:171.226667pt;}
.yd0{bottom:171.360000pt;}
.y1a9{bottom:171.680000pt;}
.y25b{bottom:171.706667pt;}
.y116{bottom:171.813333pt;}
.yde{bottom:171.866667pt;}
.y14a{bottom:172.186667pt;}
.yb1{bottom:172.826667pt;}
.yc0{bottom:172.986667pt;}
.y289{bottom:173.920000pt;}
.y291{bottom:173.946667pt;}
.y293{bottom:173.954667pt;}
.y29e{bottom:173.960000pt;}
.y385{bottom:174.266667pt;}
.y401{bottom:176.186667pt;}
.y89{bottom:177.000000pt;}
.y9c{bottom:177.466667pt;}
.y4f3{bottom:178.746667pt;}
.y62{bottom:180.346667pt;}
.y2e0{bottom:180.506667pt;}
.y50a{bottom:180.826667pt;}
.y4a3{bottom:181.946667pt;}
.y4cd{bottom:182.106667pt;}
.y20f{bottom:184.026667pt;}
.y249{bottom:185.146667pt;}
.y45f{bottom:185.306667pt;}
.y520{bottom:186.106667pt;}
.y17d{bottom:186.373333pt;}
.yfa{bottom:186.426667pt;}
.y1aa{bottom:187.293333pt;}
.y29{bottom:187.866667pt;}
.y32d{bottom:188.826667pt;}
.y2ad{bottom:189.626667pt;}
.y16e{bottom:189.786667pt;}
.y35d{bottom:189.946667pt;}
.ydd{bottom:190.266667pt;}
.y2a1{bottom:190.426667pt;}
.y420{bottom:190.906667pt;}
.y53e{bottom:191.066667pt;}
.y288{bottom:192.320000pt;}
.y290{bottom:192.346667pt;}
.y29d{bottom:192.360000pt;}
.y2fe{bottom:193.146667pt;}
.y279{bottom:194.106667pt;}
.y25a{bottom:194.746667pt;}
.y5cc{bottom:195.226667pt;}
.yb0{bottom:195.866667pt;}
.y60f{bottom:197.146667pt;}
.y384{bottom:197.306667pt;}
.y5de{bottom:197.626667pt;}
.y88{bottom:200.360000pt;}
.y1ef{bottom:200.666667pt;}
.y3a9{bottom:201.466667pt;}
.y17e{bottom:201.986667pt;}
.y1ab{bottom:202.880000pt;}
.y57b{bottom:204.026667pt;}
.y4a2{bottom:204.986667pt;}
.y4a{bottom:207.066667pt;}
.y9b{bottom:207.546667pt;}
.y3c9{bottom:208.186667pt;}
.y45e{bottom:208.346667pt;}
.ydc{bottom:208.666667pt;}
.y2a0{bottom:208.826667pt;}
.yf9{bottom:209.466667pt;}
.y5f2{bottom:210.266667pt;}
.y32c{bottom:210.426667pt;}
.y287{bottom:210.760000pt;}
.y509{bottom:210.906667pt;}
.y149{bottom:211.386667pt;}
.y2df{bottom:211.546667pt;}
.y35c{bottom:212.346667pt;}
.y2ac{bottom:212.506667pt;}
.y16d{bottom:212.826667pt;}
.y2cb{bottom:213.466667pt;}
.y43a{bottom:213.786667pt;}
.y599{bottom:214.586667pt;}
.y4f2{bottom:215.066667pt;}
.y28{bottom:215.866667pt;}
.y278{bottom:216.986667pt;}
.y3e8{bottom:217.146667pt;}
.y400{bottom:217.306667pt;}
.y17f{bottom:217.600000pt;}
.y60d{bottom:217.626667pt;}
.y1ac{bottom:218.493333pt;}
.yaf{bottom:218.906667pt;}
.y383{bottom:220.346667pt;}
.y248{bottom:221.466667pt;}
.y41f{bottom:221.946667pt;}
.y2fb{bottom:223.066667pt;}
.y259{bottom:225.626667pt;}
.ydb{bottom:227.066667pt;}
.y22e{bottom:227.866667pt;}
.y4a1{bottom:228.026667pt;}
.y286{bottom:229.160000pt;}
.y20e{bottom:229.946667pt;}
.y1ee{bottom:230.746667pt;}
.y45d{bottom:231.226667pt;}
.y32b{bottom:232.026667pt;}
.yf7{bottom:232.506667pt;}
.y180{bottom:233.186667pt;}
.y1ad{bottom:234.106667pt;}
.y148{bottom:234.266667pt;}
.y2de{bottom:234.586667pt;}
.y35a{bottom:234.746667pt;}
.y2ab{bottom:235.546667pt;}
.y16c{bottom:235.866667pt;}
.y57{bottom:236.186667pt;}
.y2ca{bottom:236.346667pt;}
.yf8{bottom:236.506667pt;}
.y9a{bottom:237.626667pt;}
.y3a7{bottom:239.546667pt;}
.y87{bottom:239.720000pt;}
.y5dc{bottom:239.866667pt;}
.y3e7{bottom:240.026667pt;}
.yae{bottom:241.946667pt;}
.y2f9{bottom:242.466667pt;}
.y49{bottom:243.426667pt;}
.y27{bottom:243.906667pt;}
.y247{bottom:244.546667pt;}
.y3c8{bottom:245.026667pt;}
.y285{bottom:247.560000pt;}
.y277{bottom:248.066667pt;}
.y181{bottom:248.800000pt;}
.y55a{bottom:249.186667pt;}
.y5f1{bottom:249.666667pt;}
.y1ae{bottom:249.693333pt;}
.y5b7{bottom:249.986667pt;}
.y439{bottom:250.146667pt;}
.y22d{bottom:250.946667pt;}
.y508{bottom:251.106667pt;}
.y4f1{bottom:251.426667pt;}
.y41e{bottom:252.866667pt;}
.y20d{bottom:253.026667pt;}
.y32a{bottom:253.666667pt;}
.y45c{bottom:254.306667pt;}
.yf6{bottom:255.586667pt;}
.y258{bottom:255.746667pt;}
.y598{bottom:255.906667pt;}
.y359{bottom:257.186667pt;}
.y147{bottom:257.346667pt;}
.y2dd{bottom:257.666667pt;}
.yda{bottom:258.146667pt;}
.y3ff{bottom:258.466667pt;}
.y2aa{bottom:258.626667pt;}
.y16b{bottom:258.946667pt;}
.y51f{bottom:259.426667pt;}
.y2f8{bottom:261.026667pt;}
.y3e6{bottom:263.106667pt;}
.yad{bottom:264.866667pt;}
.y1ed{bottom:265.666667pt;}
.y284{bottom:265.960000pt;}
.y382{bottom:266.306667pt;}
.y2c9{bottom:267.426667pt;}
.y246{bottom:267.586667pt;}
.y26{bottom:271.906667pt;}
.y3c5{bottom:272.866667pt;}
.y438{bottom:273.186667pt;}
.y22c{bottom:274.146667pt;}
.y99{bottom:274.306667pt;}
.y329{bottom:275.266667pt;}
.y20c{bottom:276.066667pt;}
.y3fc{bottom:277.026667pt;}
.y45b{bottom:277.346667pt;}
.y3a5{bottom:277.826667pt;}
.y5c8{bottom:277.986667pt;}
.y5db{bottom:278.306667pt;}
.y358{bottom:279.586667pt;}
.y48{bottom:279.746667pt;}
.y146{bottom:280.386667pt;}
.y2dc{bottom:280.546667pt;}
.y86{bottom:281.000000pt;}
.y2a9{bottom:281.666667pt;}
.y16a{bottom:281.826667pt;}
.y2f7{bottom:283.906667pt;}
.y283{bottom:284.360000pt;}
.y276{bottom:284.386667pt;}
.y5b6{bottom:286.306667pt;}
.y4cc{bottom:286.946667pt;}
.y4a0{bottom:287.746667pt;}
.yac{bottom:287.906667pt;}
.y1ec{bottom:288.546667pt;}
.y49f{bottom:289.026667pt;}
.y381{bottom:289.346667pt;}
.y245{bottom:290.626667pt;}
.y47c{bottom:291.266667pt;}
.yf5{bottom:294.466667pt;}
.y257{bottom:295.906667pt;}
.y437{bottom:296.066667pt;}
.y597{bottom:296.226667pt;}
.y328{bottom:296.866667pt;}
.y98{bottom:297.186667pt;}
.y2c8{bottom:297.506667pt;}
.y25{bottom:298.466667pt;}
.y20b{bottom:298.946667pt;}
.y24{bottom:299.106667pt;}
.y3e5{bottom:299.426667pt;}
.y22b{bottom:299.746667pt;}
.y45a{bottom:300.386667pt;}
.y579{bottom:301.506667pt;}
.y357{bottom:301.986667pt;}
.y282{bottom:302.760000pt;}
.y145{bottom:303.426667pt;}
.y2db{bottom:303.586667pt;}
.y169{bottom:304.866667pt;}
.y2f5{bottom:306.786667pt;}
.y275{bottom:307.426667pt;}
.y478{bottom:310.306667pt;}
.y507{bottom:310.466667pt;}
.y4f0{bottom:310.786667pt;}
.yab{bottom:310.946667pt;}
.y182{bottom:311.226667pt;}
.y60c{bottom:311.266667pt;}
.y1eb{bottom:311.586667pt;}
.y1af{bottom:312.133333pt;}
.y4cb{bottom:313.346667pt;}
.y244{bottom:313.506667pt;}
.y41d{bottom:314.946667pt;}
.y3a4{bottom:315.906667pt;}
.y47{bottom:316.066667pt;}
.yf4{bottom:317.506667pt;}
.y2a8{bottom:317.986667pt;}
.y327{bottom:318.466667pt;}
.y256{bottom:318.946667pt;}
.y436{bottom:319.106667pt;}
.y56{bottom:319.266667pt;}
.y97{bottom:320.226667pt;}
.y281{bottom:321.160000pt;}
.y20a{bottom:321.986667pt;}
.y85{bottom:322.440000pt;}
.y3e4{bottom:322.466667pt;}
.y5da{bottom:322.626667pt;}
.y3c4{bottom:323.426667pt;}
.y356{bottom:324.386667pt;}
.y144{bottom:326.306667pt;}
.y2da{bottom:326.626667pt;}
.y183{bottom:326.813333pt;}
.y23{bottom:326.946667pt;}
.y1b0{bottom:327.746667pt;}
.y167{bottom:327.906667pt;}
.y380{bottom:328.386667pt;}
.y28f{bottom:329.026667pt;}
.y49e{bottom:329.186667pt;}
.y2f4{bottom:329.666667pt;}
.y274{bottom:330.466667pt;}
.y4c7{bottom:331.426667pt;}
.y168{bottom:331.906667pt;}
.y506{bottom:333.666667pt;}
.y4ef{bottom:333.826667pt;}
.y1ea{bottom:334.626667pt;}
.y243{bottom:336.546667pt;}
.y459{bottom:336.706667pt;}
.y22a{bottom:337.506667pt;}
.y2c7{bottom:337.666667pt;}
.y41c{bottom:337.986667pt;}
.y29f{bottom:338.466667pt;}
.y53c{bottom:338.786667pt;}
.y46{bottom:339.106667pt;}
.y595{bottom:339.586667pt;}
.y326{bottom:340.066667pt;}
.yf3{bottom:340.546667pt;}
.yaa{bottom:341.986667pt;}
.y435{bottom:342.146667pt;}
.y184{bottom:342.426667pt;}
.y96{bottom:343.266667pt;}
.y1b1{bottom:343.333333pt;}
.y47b{bottom:344.706667pt;}
.y209{bottom:345.026667pt;}
.y3e3{bottom:345.506667pt;}
.y355{bottom:346.786667pt;}
.y143{bottom:349.346667pt;}
.y2d9{bottom:349.666667pt;}
.y166{bottom:350.946667pt;}
.y37f{bottom:351.266667pt;}
.y3fb{bottom:351.426667pt;}
.y3c3{bottom:352.066667pt;}
.y49d{bottom:352.226667pt;}
.y3a3{bottom:352.866667pt;}
.y55{bottom:353.186667pt;}
.y273{bottom:353.346667pt;}
.y51c{bottom:353.506667pt;}
.y22{bottom:354.946667pt;}
.y4ee{bottom:356.706667pt;}
.y505{bottom:356.866667pt;}
.y1e9{bottom:357.666667pt;}
.y185{bottom:358.053333pt;}
.y1b2{bottom:358.946667pt;}
.y242{bottom:359.586667pt;}
.y229{bottom:360.546667pt;}
.y2c6{bottom:360.706667pt;}
.y41b{bottom:360.866667pt;}
.y324{bottom:361.666667pt;}
.y576{bottom:361.826667pt;}
.y45{bottom:362.146667pt;}
.y559{bottom:362.626667pt;}
.yf2{bottom:363.586667pt;}
.y84{bottom:363.880000pt;}
.y255{bottom:364.866667pt;}
.y608{bottom:365.666667pt;}
.y95{bottom:366.306667pt;}
.y208{bottom:368.066667pt;}
.y3e2{bottom:368.386667pt;}
.y353{bottom:369.826667pt;}
.y434{bottom:370.146667pt;}
.y142{bottom:372.386667pt;}
.y2d8{bottom:372.546667pt;}
.ya9{bottom:372.866667pt;}
.y458{bottom:373.026667pt;}
.y108{bottom:373.186667pt;}
.y186{bottom:373.626667pt;}
.y165{bottom:373.986667pt;}
.y3fa{bottom:374.466667pt;}
.y1b3{bottom:374.560000pt;}
.y37e{bottom:374.786667pt;}
.y3c2{bottom:374.946667pt;}
.y49c{bottom:375.266667pt;}
.y81{bottom:378.946667pt;}
.y47a{bottom:379.106667pt;}
.y4ed{bottom:379.746667pt;}
.y5d8{bottom:379.906667pt;}
.y504{bottom:380.066667pt;}
.y1e8{bottom:380.546667pt;}
.y3a2{bottom:381.506667pt;}
.y241{bottom:382.626667pt;}
.y21{bottom:382.946667pt;}
.y2c5{bottom:383.746667pt;}
.y41a{bottom:383.906667pt;}
.y44{bottom:385.186667pt;}
.yf1{bottom:386.466667pt;}
.y254{bottom:387.906667pt;}
.y4c1{bottom:389.026667pt;}
.y94{bottom:389.186667pt;}
.y187{bottom:389.253333pt;}
.y54{bottom:389.506667pt;}
.y272{bottom:389.666667pt;}
.y1b4{bottom:390.146667pt;}
.y207{bottom:390.946667pt;}
.y3e1{bottom:391.426667pt;}
.y141{bottom:395.586667pt;}
.ya8{bottom:395.906667pt;}
.y2f2{bottom:396.226667pt;}
.y228{bottom:396.866667pt;}
.y83{bottom:397.000000pt;}
.y164{bottom:397.026667pt;}
.y3c1{bottom:397.986667pt;}
.y37d{bottom:398.466667pt;}
.y593{bottom:398.946667pt;}
.y3f9{bottom:399.906667pt;}
.y80{bottom:401.986667pt;}
.y4ec{bottom:402.786667pt;}
.y503{bottom:403.266667pt;}
.y188{bottom:404.866667pt;}
.y575{bottom:405.186667pt;}
.y240{bottom:405.506667pt;}
.y1b5{bottom:405.760000pt;}
.y107{bottom:406.146667pt;}
.y2c4{bottom:406.626667pt;}
.y419{bottom:406.946667pt;}
.y10a{bottom:407.680000pt;}
.y433{bottom:407.746667pt;}
.y43{bottom:408.066667pt;}
.yf0{bottom:409.506667pt;}
.y20{bottom:410.946667pt;}
.y321{bottom:411.266667pt;}
.y1e7{bottom:411.586667pt;}
.y93{bottom:412.226667pt;}
.y52{bottom:412.546667pt;}
.y271{bottom:412.706667pt;}
.y477{bottom:413.506667pt;}
.y3e0{bottom:414.466667pt;}
.y53{bottom:416.546667pt;}
.y3a1{bottom:417.826667pt;}
.y140{bottom:418.466667pt;}
.y2d7{bottom:418.626667pt;}
.ya7{bottom:418.946667pt;}
.y227{bottom:419.906667pt;}
.y163{bottom:420.066667pt;}
.y189{bottom:420.453333pt;}
.y206{bottom:421.026667pt;}
.y37c{bottom:421.346667pt;}
.y1b6{bottom:421.373333pt;}
.y557{bottom:423.906667pt;}
.y3f8{bottom:424.386667pt;}
.y4c5{bottom:424.706667pt;}
.y7f{bottom:425.026667pt;}
.y5ed{bottom:425.186667pt;}
.y4eb{bottom:425.666667pt;}
.y502{bottom:426.466667pt;}
.y2c3{bottom:429.666667pt;}
.y418{bottom:429.826667pt;}
.y538{bottom:430.146667pt;}
.y2f1{bottom:430.306667pt;}
.y432{bottom:430.786667pt;}
.y42{bottom:431.106667pt;}
.y49a{bottom:432.066667pt;}
.yef{bottom:432.546667pt;}
.y253{bottom:433.986667pt;}
.y1e6{bottom:434.626667pt;}
.y51{bottom:435.586667pt;}
.y270{bottom:435.746667pt;}
.y18a{bottom:436.066667pt;}
.y23f{bottom:436.546667pt;}
.y1b7{bottom:436.960000pt;}
.y3df{bottom:437.506667pt;}
.y3a0{bottom:438.306667pt;}
.y1f{bottom:438.946667pt;}
.y13f{bottom:441.506667pt;}
.y2d6{bottom:441.666667pt;}
.ya6{bottom:441.826667pt;}
.y226{bottom:442.946667pt;}
.y162{bottom:443.106667pt;}
.y92{bottom:443.266667pt;}
.y3c0{bottom:444.066667pt;}
.y352{bottom:446.466667pt;}
.y3f7{bottom:447.426667pt;}
.y472{bottom:447.906667pt;}
.y7e{bottom:448.066667pt;}
.y501{bottom:449.666667pt;}
.y457{bottom:449.986667pt;}
.y18b{bottom:451.680000pt;}
.y591{bottom:452.226667pt;}
.y573{bottom:452.386667pt;}
.y1b8{bottom:452.573333pt;}
.y2c2{bottom:452.706667pt;}
.y2f0{bottom:453.186667pt;}
.y431{bottom:453.666667pt;}
.y41{bottom:454.146667pt;}
.yee{bottom:455.426667pt;}
.y5c3{bottom:455.906667pt;}
.y5b3{bottom:456.226667pt;}
.y252{bottom:456.866667pt;}
.y1e5{bottom:457.666667pt;}
.y602{bottom:457.986667pt;}
.y50{bottom:458.466667pt;}
.y26f{bottom:458.786667pt;}
.y3de{bottom:460.386667pt;}
.y417{bottom:460.866667pt;}
.y205{bottom:461.186667pt;}
.y4ea{bottom:462.146667pt;}
.y555{bottom:463.266667pt;}
.y320{bottom:463.586667pt;}
.y13e{bottom:464.546667pt;}
.ya5{bottom:464.866667pt;}
.y37b{bottom:465.026667pt;}
.y225{bottom:465.826667pt;}
.y161{bottom:465.986667pt;}
.y23e{bottom:466.626667pt;}
.y1e{bottom:466.946667pt;}
.y18c{bottom:467.266667pt;}
.y1b9{bottom:468.186667pt;}
.y39f{bottom:468.706667pt;}
.y351{bottom:469.506667pt;}
.y3f6{bottom:470.306667pt;}
.y7d{bottom:470.946667pt;}
.y500{bottom:472.706667pt;}
.y5d6{bottom:473.186667pt;}
.y4c0{bottom:475.906667pt;}
.y40{bottom:477.186667pt;}
.y91{bottom:477.346667pt;}
.yed{bottom:478.466667pt;}
.y251{bottom:479.906667pt;}
.y1e4{bottom:480.546667pt;}
.y4f{bottom:481.506667pt;}
.y26e{bottom:481.666667pt;}
.y474{bottom:482.306667pt;}
.y18d{bottom:482.880000pt;}
.y2c1{bottom:483.746667pt;}
.y1ba{bottom:483.773333pt;}
.y416{bottom:483.906667pt;}
.y204{bottom:484.226667pt;}
.y4e9{bottom:485.026667pt;}
.y456{bottom:486.306667pt;}
.y13d{bottom:487.586667pt;}
.ya4{bottom:487.906667pt;}
.y224{bottom:488.866667pt;}
.y160{bottom:489.026667pt;}
.y2ef{bottom:489.506667pt;}
.y3bf{bottom:489.986667pt;}
.y430{bottom:490.146667pt;}
.y350{bottom:492.546667pt;}
.y3f5{bottom:493.346667pt;}
.y23d{bottom:493.506667pt;}
.y7c{bottom:494.013333pt;}
.y1d{bottom:494.813333pt;}
.y37a{bottom:496.093333pt;}
.y3dd{bottom:496.733333pt;}
.y31f{bottom:497.533333pt;}
.y590{bottom:497.693333pt;}
.y39d{bottom:498.013333pt;}
.y18e{bottom:498.493333pt;}
.y1bb{bottom:499.386667pt;}
.y3f{bottom:500.093333pt;}
.yec{bottom:501.533333pt;}
.y5ec{bottom:502.013333pt;}
.y4bf{bottom:502.333333pt;}
.y250{bottom:502.973333pt;}
.y1e3{bottom:503.613333pt;}
.y26d{bottom:504.733333pt;}
.y519{bottom:505.213333pt;}
.y415{bottom:506.973333pt;}
.y203{bottom:507.293333pt;}
.y4e8{bottom:508.093333pt;}
.y455{bottom:509.373333pt;}
.y13c{bottom:510.493333pt;}
.y90{bottom:511.293333pt;}
.y223{bottom:511.933333pt;}
.y15f{bottom:512.253333pt;}
.y42f{bottom:513.053333pt;}
.y4bc{bottom:513.693333pt;}
.y18f{bottom:514.080000pt;}
.y4e{bottom:514.973333pt;}
.y1bc{bottom:515.013333pt;}
.y34f{bottom:515.613333pt;}
.y3f4{bottom:516.413333pt;}
.y23c{bottom:516.573333pt;}
.y471{bottom:516.733333pt;}
.y2d5{bottom:518.653333pt;}
.y379{bottom:518.973333pt;}
.y2ee{bottom:519.613333pt;}
.y2c0{bottom:520.093333pt;}
.y31e{bottom:520.573333pt;}
.y3be{bottom:521.053333pt;}
.y1c{bottom:522.813333pt;}
.ya3{bottom:524.253333pt;}
.yeb{bottom:524.573333pt;}
.y39b{bottom:525.693333pt;}
.y24f{bottom:526.013333pt;}
.y496{bottom:526.173333pt;}
.y536{bottom:526.493333pt;}
.y1e2{bottom:526.653333pt;}
.y3dc{bottom:526.813333pt;}
.y26c{bottom:527.773333pt;}
.y190{bottom:529.693333pt;}
.y414{bottom:529.853333pt;}
.y202{bottom:530.333333pt;}
.y1bd{bottom:530.586667pt;}
.y4e7{bottom:531.133333pt;}
.y454{bottom:532.253333pt;}
.y7b{bottom:532.733333pt;}
.y13b{bottom:533.533333pt;}
.y222{bottom:534.813333pt;}
.y15e{bottom:535.293333pt;}
.y42e{bottom:536.093333pt;}
.y3e{bottom:536.413333pt;}
.y8f{bottom:537.053333pt;}
.y56b{bottom:539.133333pt;}
.y23b{bottom:539.613333pt;}
.y58f{bottom:539.933333pt;}
.y378{bottom:542.013333pt;}
.y5eb{bottom:542.333333pt;}
.y4b9{bottom:542.813333pt;}
.y2bf{bottom:542.973333pt;}
.y191{bottom:545.306667pt;}
.y619{bottom:545.693333pt;}
.y280{bottom:546.013333pt;}
.y1be{bottom:546.213333pt;}
.y5c2{bottom:546.653333pt;}
.ya2{bottom:547.293333pt;}
.y2d4{bottom:548.733333pt;}
.y24e{bottom:548.893333pt;}
.y1e1{bottom:549.533333pt;}
.y5b2{bottom:550.013333pt;}
.y1b{bottom:550.813333pt;}
.y470{bottom:551.133333pt;}
.y3f3{bottom:552.733333pt;}
.y34e{bottom:552.893333pt;}
.y201{bottom:553.213333pt;}
.y4e6{bottom:554.173333pt;}
.y31d{bottom:554.653333pt;}
.y3bd{bottom:555.133333pt;}
.y453{bottom:555.293333pt;}
.y13a{bottom:556.573333pt;}
.y7a{bottom:557.213333pt;}
.y8e{bottom:557.693333pt;}
.y221{bottom:557.853333pt;}
.y15d{bottom:558.333333pt;}
.y5d5{bottom:558.973333pt;}
.y42d{bottom:559.133333pt;}
.y2ed{bottom:559.773333pt;}
.y618{bottom:560.093333pt;}
.yea{bottom:560.893333pt;}
.y1bf{bottom:561.826667pt;}
.y118{bottom:562.560000pt;}
.y23a{bottom:562.813333pt;}
.y399{bottom:563.773333pt;}
.y3db{bottom:564.893333pt;}
.y2be{bottom:566.013333pt;}
.y4b8{bottom:566.973333pt;}
.y494{bottom:567.613333pt;}
.y4ff{bottom:568.573333pt;}
.y5fe{bottom:569.213333pt;}
.y24d{bottom:571.933333pt;}
.y29c{bottom:572.093333pt;}
.y1e0{bottom:572.573333pt;}
.y3d{bottom:572.893333pt;}
.y377{bottom:573.053333pt;}
.y3bc{bottom:573.213333pt;}
.y26b{bottom:573.693333pt;}
.y413{bottom:575.933333pt;}
.y58e{bottom:576.253333pt;}
.y192{bottom:576.506667pt;}
.y4e5{bottom:577.053333pt;}
.y1c0{bottom:577.413333pt;}
.y452{bottom:578.333333pt;}
.y8d{bottom:578.493333pt;}
.y1a{bottom:578.813333pt;}
.y139{bottom:579.773333pt;}
.y79{bottom:580.253333pt;}
.ya1{bottom:580.733333pt;}
.y220{bottom:580.893333pt;}
.y15c{bottom:581.213333pt;}
.y42c{bottom:582.013333pt;}
.yc2{bottom:582.080000pt;}
.y5e9{bottom:582.653333pt;}
.y2ec{bottom:582.813333pt;}
.y515{bottom:583.133333pt;}
.y34d{bottom:584.253333pt;}
.y31c{bottom:584.733333pt;}
.y46f{bottom:585.533333pt;}
.y239{bottom:586.013333pt;}
.y5af{bottom:587.293333pt;}
.y2d3{bottom:588.893333pt;}
.y2bd{bottom:589.053333pt;}
.y200{bottom:589.533333pt;}
.y82{bottom:589.693333pt;}
.y3da{bottom:590.653333pt;}
.ye9{bottom:590.973333pt;}
.y4fe{bottom:591.613333pt;}
.y193{bottom:592.133333pt;}
.y4b5{bottom:592.253333pt;}
.y398{bottom:592.893333pt;}
.y1c1{bottom:593.026667pt;}
.y1df{bottom:595.613333pt;}
.y3c{bottom:595.773333pt;}
.y412{bottom:598.973333pt;}
.y451{bottom:601.373333pt;}
.y5d4{bottom:602.333333pt;}
.y4e4{bottom:602.493333pt;}
.y138{bottom:602.813333pt;}
.y78{bottom:603.133333pt;}
.y31a{bottom:603.293333pt;}
.y15b{bottom:604.253333pt;}
.y42b{bottom:605.053333pt;}
.y19{bottom:606.813333pt;}
.y194{bottom:607.706667pt;}
.y3d9{bottom:608.093333pt;}
.y24c{bottom:608.253333pt;}
.y1c2{bottom:608.640000pt;}
.y238{bottom:609.213333pt;}
.y26a{bottom:610.013333pt;}
.y34c{bottom:611.133333pt;}
.y3bb{bottom:611.293333pt;}
.y2d2{bottom:611.773333pt;}
.y2bc{bottom:612.093333pt;}
.y4fd{bottom:614.653333pt;}
.y21f{bottom:617.213333pt;}
.y58c{bottom:617.693333pt;}
.y534{bottom:617.853333pt;}
.y1de{bottom:618.653333pt;}
.y3b{bottom:618.813333pt;}
.y2eb{bottom:619.133333pt;}
.y1ff{bottom:619.613333pt;}
.y46e{bottom:619.933333pt;}
.y397{bottom:620.733333pt;}
.y106{bottom:621.213333pt;}
.y4b7{bottom:621.533333pt;}
.y411{bottom:621.853333pt;}
.y3f2{bottom:622.973333pt;}
.y195{bottom:623.333333pt;}
.y5ae{bottom:623.613333pt;}
.y1c3{bottom:624.226667pt;}
.y450{bottom:624.253333pt;}
.y137{bottom:625.693333pt;}
.y77{bottom:626.173333pt;}
.y319{bottom:626.333333pt;}
.y15a{bottom:627.453333pt;}
.y42a{bottom:628.093333pt;}
.y5c1{bottom:628.253333pt;}
.y237{bottom:632.413333pt;}
.y34b{bottom:634.013333pt;}
.y18{bottom:634.813333pt;}
.y2bb{bottom:634.973333pt;}
.y1fd{bottom:635.933333pt;}
.ye8{bottom:637.693333pt;}
.y48e{bottom:638.493333pt;}
.y617{bottom:638.653333pt;}
.y196{bottom:638.946667pt;}
.y1c4{bottom:639.840000pt;}
.y4e3{bottom:640.253333pt;}
.y1dd{bottom:641.533333pt;}
.y2ea{bottom:642.173333pt;}
.y376{bottom:643.293333pt;}
.y24b{bottom:644.573333pt;}
.y318{bottom:644.893333pt;}
.y3d7{bottom:645.053333pt;}
.y5d3{bottom:645.693333pt;}
.y3f1{bottom:645.853333pt;}
.y269{bottom:646.333333pt;}
.y21e{bottom:647.293333pt;}
.y395{bottom:648.413333pt;}
.y136{bottom:648.733333pt;}
.y3b9{bottom:649.213333pt;}
.y159{bottom:650.493333pt;}
.y429{bottom:651.133333pt;}
.y410{bottom:652.893333pt;}
.y46d{bottom:654.333333pt;}
.y197{bottom:654.533333pt;}
.y3a{bottom:655.133333pt;}
.y44f{bottom:655.293333pt;}
.y1c5{bottom:655.453333pt;}
.y236{bottom:655.613333pt;}
.y34a{bottom:657.053333pt;}
.y105{bottom:657.853333pt;}
.y2ba{bottom:658.013333pt;}
.y4fc{bottom:660.573333pt;}
.ye7{bottom:660.733333pt;}
.y1fc{bottom:660.893333pt;}
.y76{bottom:662.493333pt;}
.y17{bottom:662.813333pt;}
.y317{bottom:663.453333pt;}
.y5aa{bottom:663.933333pt;}
.y1dc{bottom:664.573333pt;}
.y2e9{bottom:665.213333pt;}
.y375{bottom:666.333333pt;}
.y4b4{bottom:667.293333pt;}
.y3f0{bottom:668.893333pt;}
.y268{bottom:669.373333pt;}
.y198{bottom:670.146667pt;}
.y4e2{bottom:670.333333pt;}
.y1c6{bottom:671.040000pt;}
.y532{bottom:671.133333pt;}
.y135{bottom:671.773333pt;}
.y550{bottom:672.253333pt;}
.y158{bottom:673.373333pt;}
.y428{bottom:674.013333pt;}
.y514{bottom:674.493333pt;}
.y40f{bottom:675.933333pt;}
.y5fd{bottom:676.573333pt;}
.y24a{bottom:678.173333pt;}
.y394{bottom:678.813333pt;}
.y349{bottom:680.093333pt;}
.y104{bottom:680.893333pt;}
.y2b9{bottom:681.053333pt;}
.y316{bottom:682.013333pt;}
.y491{bottom:682.813333pt;}
.y4fb{bottom:683.613333pt;}
.ye6{bottom:683.773333pt;}
.y44e{bottom:685.373333pt;}
.y75{bottom:685.533333pt;}
.y199{bottom:685.760000pt;}
.y5d2{bottom:686.013333pt;}
.y1c7{bottom:686.653333pt;}
.y3b7{bottom:687.293333pt;}
.y21d{bottom:687.453333pt;}
.y1db{bottom:687.613333pt;}
.y2e8{bottom:688.093333pt;}
.y46c{bottom:688.733333pt;}
.y374{bottom:689.213333pt;}
.y16{bottom:690.813333pt;}
.y39{bottom:691.453333pt;}
.y3ef{bottom:691.933333pt;}
.y235{bottom:692.093333pt;}
.y267{bottom:692.573333pt;}
.y4b3{bottom:693.693333pt;}
.y134{bottom:694.653333pt;}
.y157{bottom:696.413333pt;}
.y427{bottom:697.053333pt;}
.y40e{bottom:698.973333pt;}
.y314{bottom:700.573333pt;}
.y19a{bottom:701.346667pt;}
.y1c8{bottom:702.266667pt;}
.y348{bottom:703.133333pt;}
.y5e8{bottom:703.293333pt;}
.y103{bottom:703.773333pt;}
.y2b8{bottom:704.093333pt;}
.y4e1{bottom:704.253333pt;}
.y4b2{bottom:705.053333pt;}
.y391{bottom:705.213333pt;}
.y4fa{bottom:706.653333pt;}
.ye5{bottom:706.813333pt;}
.y44d{bottom:708.413333pt;}
.y74{bottom:708.573333pt;}
.y21c{bottom:710.493333pt;}
.y1da{bottom:710.653333pt;}
.y58b{bottom:710.973333pt;}
.y38{bottom:714.493333pt;}
.y3ee{bottom:714.973333pt;}
.y234{bottom:715.133333pt;}
.y266{bottom:715.613333pt;}
.y5fc{bottom:715.933333pt;}
.y513{bottom:716.733333pt;}
.y19b{bottom:716.960000pt;}
.y615{bottom:717.213333pt;}
.y133{bottom:717.693333pt;}
.y1c9{bottom:717.853333pt;}
.y56a{bottom:718.493333pt;}
.y15{bottom:718.813333pt;}
.y313{bottom:719.293333pt;}
.y156{bottom:719.453333pt;}
.y426{bottom:720.093333pt;}
.y40d{bottom:721.853333pt;}
.y46a{bottom:723.133333pt;}
.y2e7{bottom:724.413333pt;}
.y48d{bottom:724.733333pt;}
.y373{bottom:725.533333pt;}
.y4b1{bottom:725.853333pt;}
.y44c{bottom:726.333333pt;}
.y102{bottom:726.813333pt;}
.y2b7{bottom:726.973333pt;}
.y4de{bottom:728.573333pt;}
.ye4{bottom:729.693333pt;}
.y530{bottom:730.493333pt;}
.y3b6{bottom:730.813333pt;}
.y347{bottom:731.933333pt;}
.y19c{bottom:732.573333pt;}
.y21b{bottom:733.373333pt;}
.y1ca{bottom:733.466667pt;}
.y1d9{bottom:733.533333pt;}
.y38f{bottom:734.173333pt;}
.y54d{bottom:734.653333pt;}
.y37{bottom:737.533333pt;}
.y3ed{bottom:737.853333pt;}
.y233{bottom:738.173333pt;}
.y265{bottom:738.813333pt;}
.y73{bottom:739.453333pt;}
.y44b{bottom:740.413333pt;}
.y132{bottom:740.733333pt;}
.y310{bottom:740.893333pt;}
.y155{bottom:742.653333pt;}
.y4f9{bottom:742.973333pt;}
.y425{bottom:743.133333pt;}
.y14{bottom:746.693333pt;}
.y5bf{bottom:747.013333pt;}
.y2e6{bottom:747.493333pt;}
.y19d{bottom:748.160000pt;}
.y1cb{bottom:749.093333pt;}
.y101{bottom:749.893333pt;}
.y346{bottom:750.373333pt;}
.y4b0{bottom:751.813333pt;}
.y5a4{bottom:752.293333pt;}
.y40c{bottom:752.933333pt;}
.y44a{bottom:754.533333pt;}
.y3d5{bottom:754.693333pt;}
.y21a{bottom:756.453333pt;}
.y1d8{bottom:756.613333pt;}
.y466{bottom:757.573333pt;}
.y5fb{bottom:758.373333pt;}
.y370{bottom:758.533333pt;}
.y48c{bottom:758.693333pt;}
.y38e{bottom:759.013333pt;}
.y568{bottom:759.813333pt;}
.y36{bottom:760.453333pt;}
.y3ec{bottom:760.933333pt;}
.y345{bottom:761.093333pt;}
.y264{bottom:761.893333pt;}
.y5d1{bottom:762.373333pt;}
.y30f{bottom:762.533333pt;}
.y512{bottom:762.853333pt;}
.y2b6{bottom:763.333333pt;}
.y232{bottom:763.493333pt;}
.y19e{bottom:763.773333pt;}
.y1fb{bottom:764.133333pt;}
.y1cc{bottom:764.666667pt;}
.y3b5{bottom:764.773333pt;}
.y154{bottom:765.733333pt;}
.y449{bottom:768.613333pt;}
.ye3{bottom:768.773333pt;}
.y58a{bottom:769.253333pt;}
.y72{bottom:769.573333pt;}
.y4dd{bottom:770.053333pt;}
.y2e5{bottom:770.533333pt;}
.y4af{bottom:772.613333pt;}
.y100{bottom:772.933333pt;}
.y4f8{bottom:773.093333pt;}
.y424{bottom:774.053333pt;}
.y13{bottom:774.693333pt;}
.y36f{bottom:777.413333pt;}
.y19f{bottom:779.386667pt;}
.y219{bottom:779.493333pt;}
.y1d7{bottom:779.653333pt;}
.y131{bottom:779.973333pt;}
.y344{bottom:780.133333pt;}
.y1cd{bottom:780.293333pt;}
.y48b{bottom:781.573333pt;}
.y448{bottom:782.693333pt;}
.y40b{bottom:783.013333pt;}
.y35{bottom:783.493333pt;}
.y30e{bottom:784.293333pt;}
.y263{bottom:785.093333pt;}
.y38d{bottom:785.413333pt;}
.y52d{bottom:785.893333pt;}
.y3b4{bottom:787.813333pt;}
.y153{bottom:788.613333pt;}
.y231{bottom:789.573333pt;}
.y5be{bottom:790.373333pt;}
.y3d4{bottom:791.653333pt;}
.y4f7{bottom:791.973333pt;}
.y54b{bottom:792.933333pt;}
.y2b5{bottom:793.413333pt;}
.yff{bottom:795.813333pt;}
.y36e{bottom:796.453333pt;}
.y447{bottom:796.933333pt;}
.y3eb{bottom:797.253333pt;}
.y342{bottom:798.373333pt;}
.y50f{bottom:799.173333pt;}
.y567{bottom:800.133333pt;}
.y218{bottom:802.533333pt;}
.y12{bottom:802.693333pt;}
.y465{bottom:803.013333pt;}
.y230{bottom:803.653333pt;}
.y423{bottom:804.133333pt;}
.y48a{bottom:804.613333pt;}
.ye2{bottom:804.933333pt;}
.y4f6{bottom:805.733333pt;}
.y30d{bottom:805.893333pt;}
.y34{bottom:806.533333pt;}
.y2e4{bottom:806.853333pt;}
.y71{bottom:809.733333pt;}
.y3b3{bottom:810.853333pt;}
.y446{bottom:811.013333pt;}
.y152{bottom:811.653333pt;}
.y4ae{bottom:811.973333pt;}
.y38c{bottom:813.893333pt;}
.y36d{bottom:815.493333pt;}
.y341{bottom:816.453333pt;}
.y4f5{bottom:816.933333pt;}
.ya0{bottom:817.253333pt;}
.yb3{bottom:818.240000pt;}
.y4dc{bottom:818.693333pt;}
.y2d1{bottom:818.853333pt;}
.y1ce{bottom:821.093333pt;}
.y262{bottom:821.573333pt;}
.y130{bottom:822.053333pt;}
.y70{bottom:823.013333pt;}
.y1d6{bottom:825.573333pt;}
.y2b4{bottom:827.333333pt;}
.y30c{bottom:827.653333pt;}
.y3d3{bottom:828.613333pt;}
.y1fa{bottom:828.773333pt;}
.y11{bottom:830.693333pt;}
.y464{bottom:831.013333pt;}
.y2e3{bottom:832.613333pt;}
.y5bc{bottom:833.733333pt;}
.y422{bottom:834.213333pt;}
.y36b{bottom:834.533333pt;}
.y151{bottom:834.693333pt;}
.yfe{bottom:834.853333pt;}
.y22f{bottom:835.493333pt;}
.yd9{bottom:837.253333pt;}
.y217{bottom:841.413333pt;}
.y2d0{bottom:841.893333pt;}
.y33{bottom:842.853333pt;}
.y40a{bottom:843.493333pt;}
.y4db{bottom:843.973333pt;}
.y261{bottom:844.453333pt;}
.y3b2{bottom:844.933333pt;}
.y545{bottom:847.333333pt;}
.y1d5{bottom:848.613333pt;}
.y30b{bottom:849.253333pt;}
.y38b{bottom:849.893333pt;}
.y489{bottom:850.693333pt;}
.y33f{bottom:852.933333pt;}
.y36a{bottom:853.413333pt;}
.y463{bottom:853.893333pt;}
.y409{bottom:855.813333pt;}
.y1f9{bottom:856.773333pt;}
.y150{bottom:857.733333pt;}
.yd8{bottom:857.893333pt;}
.y10{bottom:858.693333pt;}
.y4d9{bottom:860.773333pt;}
.y441{bottom:862.533333pt;}
.y3b1{bottom:863.013333pt;}
.y5d0{bottom:863.973333pt;}
.y216{bottom:864.453333pt;}
.y12f{bottom:864.773333pt;}
.y3d2{bottom:865.573333pt;}
.y32{bottom:865.893333pt;}
.y260{bottom:867.493333pt;}
.y309{bottom:870.853333pt;}
.y33e{bottom:871.173333pt;}
.y5e5{bottom:871.333333pt;}
.y1d4{bottom:871.653333pt;}
.y5a2{bottom:872.613333pt;}
.y50e{bottom:873.253333pt;}
.y4a7{bottom:874.053333pt;}
.y613{bottom:874.213333pt;}
.y369{bottom:875.813333pt;}
.y462{bottom:876.933333pt;}
.y565{bottom:878.053333pt;}
.y6f{bottom:878.853333pt;}
.y1f8{bottom:879.653333pt;}
.y14f{bottom:880.613333pt;}
.yd7{bottom:880.773333pt;}
.y5fa{bottom:880.933333pt;}
.y488{bottom:881.573333pt;}
.y38a{bottom:883.813333pt;}
.yf{bottom:886.693333pt;}
.y215{bottom:887.493333pt;}
.y12e{bottom:887.813333pt;}
.y31{bottom:888.773333pt;}
.y33b{bottom:889.253333pt;}
.y25f{bottom:890.533333pt;}
.y27d{bottom:891.973333pt;}
.y308{bottom:892.613333pt;}
.y1d3{bottom:894.693333pt;}
.y52a{bottom:895.493333pt;}
.y368{bottom:898.213333pt;}
.y3b0{bottom:900.133333pt;}
.y3d0{bottom:902.533333pt;}
.y1f7{bottom:902.693333pt;}
.y14e{bottom:903.653333pt;}
.yd6{bottom:903.813333pt;}
.y389{bottom:906.853333pt;}
.y407{bottom:907.013333pt;}
.y4a9{bottom:907.173333pt;}
.y461{bottom:907.973333pt;}
.y50d{bottom:908.613333pt;}
.y214{bottom:910.533333pt;}
.y12d{bottom:910.853333pt;}
.y583{bottom:911.013333pt;}
.y487{bottom:911.653333pt;}
.y30{bottom:911.813333pt;}
.y440{bottom:912.293333pt;}
.y25e{bottom:913.573333pt;}
.y307{bottom:914.213333pt;}
.ye{bottom:914.693333pt;}
.y5a1{bottom:915.973333pt;}
.y4f4{bottom:917.253333pt;}
.y2cf{bottom:918.853333pt;}
.y4d7{bottom:919.813333pt;}
.y367{bottom:920.613333pt;}
.y5cf{bottom:921.253333pt;}
.y33a{bottom:922.213333pt;}
.y5f9{bottom:924.293333pt;}
.y564{bottom:925.253333pt;}
.y1f6{bottom:925.893333pt;}
.y14d{bottom:926.693333pt;}
.yd5{bottom:926.853333pt;}
.y388{bottom:929.893333pt;}
.y1d2{bottom:931.013333pt;}
.y213{bottom:933.413333pt;}
.y12c{bottom:933.893333pt;}
.y6e{bottom:934.693333pt;}
.y2f{bottom:934.853333pt;}
.y2e2{bottom:935.333333pt;}
.y305{bottom:935.973333pt;}
.y2b3{bottom:936.453333pt;}
.y3af{bottom:937.093333pt;}
.y3cf{bottom:937.733333pt;}
.yd{bottom:942.693333pt;}
.y366{bottom:943.013333pt;}
.y339{bottom:943.813333pt;}
.y486{bottom:945.573333pt;}
.y5e1{bottom:947.653333pt;}
.y1f5{bottom:949.093333pt;}
.y406{bottom:949.733333pt;}
.yd4{bottom:949.893333pt;}
.y586{bottom:951.333333pt;}
.y611{bottom:952.773333pt;}
.y43d{bottom:953.733333pt;}
.y1d1{bottom:953.893333pt;}
.y5a0{bottom:955.333333pt;}
.y27c{bottom:956.293333pt;}
.y304{bottom:957.573333pt;}
.y2e{bottom:957.893333pt;}
.y2b2{bottom:959.493333pt;}
.y542{bottom:960.613333pt;}
.y527{bottom:962.693333pt;}
.y338{bottom:965.413333pt;}
.y4a6{bottom:967.173333pt;}
.y12b{bottom:970.053333pt;}
.yc{bottom:970.693333pt;}
.y69{bottom:972.133333pt;}
.y1f4{bottom:972.293333pt;}
.y212{bottom:972.453333pt;}
.yd3{bottom:972.773333pt;}
.y3ae{bottom:974.213333pt;}
.y3ce{bottom:974.693333pt;}
.y485{bottom:977.413333pt;}
.y4d5{bottom:978.853333pt;}
.y302{bottom:979.333333pt;}
.y5cd{bottom:979.653333pt;}
.y2e1{bottom:979.973333pt;}
.y5f7{bottom:981.733333pt;}
.y2b1{bottom:982.533333pt;}
.y562{bottom:983.653333pt;}
.y1d0{bottom:984.933333pt;}
.y336{bottom:987.013333pt;}
.y363{bottom:987.813333pt;}
.y404{bottom:990.853333pt;}
.y581{bottom:991.653333pt;}
.y2d{bottom:994.213333pt;}
.y59e{bottom:994.693333pt;}
.y4a5{bottom:995.173333pt;}
.y1f3{bottom:995.493333pt;}
.y211{bottom:995.653333pt;}
.yd2{bottom:995.813333pt;}
.y5ba{bottom:997.760000pt;}
.yb{bottom:998.720000pt;}
.y3cc{bottom:1002.400000pt;}
.y43c{bottom:1002.880000pt;}
.y29b{bottom:1006.240000pt;}
.y333{bottom:1008.640000pt;}
.y362{bottom:1010.240000pt;}
.y3ad{bottom:1011.360000pt;}
.y2c{bottom:1013.920000pt;}
.y1cf{bottom:1015.040000pt;}
.y1f2{bottom:1018.720000pt;}
.y4d{bottom:1018.880000pt;}
.ya{bottom:1020.160000pt;}
.y9f{bottom:1021.280000pt;}
.y5{bottom:1034.560000pt;}
.y4{bottom:1049.120000pt;}
.y3{bottom:1063.840000pt;}
.h7e{height:10.901250pt;}
.h6b{height:11.002187pt;}
.h63{height:12.048750pt;}
.h8{height:14.343750pt;}
.hc{height:15.491250pt;}
.h26{height:15.952000pt;}
.h7d{height:16.593438pt;}
.h1a{height:16.638750pt;}
.h68{height:16.792812pt;}
.h37{height:17.120000pt;}
.h3c{height:17.280000pt;}
.h44{height:17.440000pt;}
.h45{height:17.600000pt;}
.h49{height:17.632000pt;}
.h48{height:17.760000pt;}
.h1c{height:17.838080pt;}
.h38{height:17.920000pt;}
.h27{height:18.052480pt;}
.h35{height:18.073125pt;}
.h36{height:18.240469pt;}
.h30{height:18.400000pt;}
.h1f{height:18.504320pt;}
.h5{height:18.560000pt;}
.h53{height:18.720000pt;}
.h5b{height:18.880000pt;}
.h18{height:19.168281pt;}
.h20{height:19.200000pt;}
.h10{height:19.220625pt;}
.h51{height:19.360000pt;}
.he{height:19.398594pt;}
.h76{height:19.520000pt;}
.h4c{height:19.680000pt;}
.h4e{height:19.840000pt;}
.h50{height:20.000000pt;}
.h3a{height:20.320000pt;}
.h39{height:20.352000pt;}
.h3b{height:20.480000pt;}
.h72{height:20.556719pt;}
.h3f{height:20.960000pt;}
.h41{height:20.992000pt;}
.h46{height:21.120000pt;}
.h47{height:21.152000pt;}
.h8a{height:21.280000pt;}
.h34{height:21.440000pt;}
.h7{height:21.515625pt;}
.h3d{height:21.600000pt;}
.h2{height:21.714844pt;}
.hb7{height:21.920000pt;}
.h42{height:22.080000pt;}
.h4b{height:22.272000pt;}
.h7b{height:22.720000pt;}
.hb9{height:22.880000pt;}
.h8b{height:23.520000pt;}
.h13{height:23.745781pt;}
.hb{height:23.810625pt;}
.h4{height:23.871094pt;}
.h7a{height:24.000000pt;}
.ha{height:24.031094pt;}
.hca{height:24.032000pt;}
.h40{height:24.160000pt;}
.h78{height:24.672000pt;}
.h29{height:24.714880pt;}
.h2a{height:24.960000pt;}
.hd8{height:25.120000pt;}
.h4a{height:25.245000pt;}
.h64{height:25.760000pt;}
.h62{height:25.792000pt;}
.h59{height:25.920000pt;}
.hcf{height:25.952000pt;}
.h6f{height:26.080000pt;}
.h2b{height:26.392500pt;}
.h5a{height:26.400000pt;}
.h24{height:26.417344pt;}
.h1e{height:26.480320pt;}
.h15{height:26.636875pt;}
.h3e{height:26.880000pt;}
.ha8{height:27.040000pt;}
.ha1{height:27.072000pt;}
.h58{height:27.520000pt;}
.h4d{height:27.680000pt;}
.h54{height:27.712000pt;}
.h55{height:27.840000pt;}
.h75{height:28.000000pt;}
.hc8{height:28.032000pt;}
.h61{height:28.320000pt;}
.h56{height:28.640000pt;}
.h4f{height:28.800000pt;}
.h52{height:28.832000pt;}
.ha5{height:28.960000pt;}
.hb2{height:28.992000pt;}
.hb4{height:29.120000pt;}
.h6{height:29.281875pt;}
.h6a{height:29.472000pt;}
.hbe{height:29.920000pt;}
.ha3{height:30.080000pt;}
.hd1{height:30.880000pt;}
.hae{height:31.040000pt;}
.h14{height:31.269375pt;}
.hb1{height:31.680000pt;}
.h87{height:31.712000pt;}
.h69{height:31.840000pt;}
.hc1{height:32.000000pt;}
.ha9{height:32.032000pt;}
.h6d{height:32.160000pt;}
.h85{height:32.192000pt;}
.h43{height:32.320000pt;}
.h70{height:32.512000pt;}
.h57{height:32.960000pt;}
.h9{height:33.564375pt;}
.h81{height:34.592000pt;}
.h6e{height:35.040000pt;}
.h82{height:36.640000pt;}
.h12{height:36.800000pt;}
.hcc{height:36.960000pt;}
.h77{height:37.920000pt;}
.h93{height:39.040000pt;}
.h74{height:40.000000pt;}
.ha0{height:40.032000pt;}
.h5d{height:40.480000pt;}
.h5c{height:40.512000pt;}
.h5f{height:40.800000pt;}
.hdc{height:40.992000pt;}
.h91{height:41.152000pt;}
.h2c{height:41.440000pt;}
.hd7{height:41.952000pt;}
.h5e{height:42.080000pt;}
.h71{height:42.720000pt;}
.hc5{height:43.040000pt;}
.hba{height:43.072000pt;}
.h17{height:43.429688pt;}
.h8d{height:44.000000pt;}
.h99{height:44.032000pt;}
.haf{height:44.960000pt;}
.h92{height:45.120000pt;}
.ha6{height:45.920000pt;}
.hc2{height:46.080000pt;}
.h9e{height:47.040000pt;}
.h9d{height:47.072000pt;}
.h86{height:47.680000pt;}
.h9a{height:48.000000pt;}
.h7f{height:48.320000pt;}
.h60{height:49.120000pt;}
.h83{height:49.760000pt;}
.h84{height:49.792000pt;}
.h8f{height:52.800000pt;}
.hd5{height:53.920000pt;}
.hf{height:55.200000pt;}
.h11{height:55.232000pt;}
.hbb{height:56.960000pt;}
.h79{height:57.280000pt;}
.h8c{height:58.912000pt;}
.h9b{height:59.040000pt;}
.h9c{height:60.000000pt;}
.h65{height:60.192000pt;}
.hbc{height:60.352000pt;}
.hd2{height:60.960000pt;}
.h8e{height:60.992000pt;}
.hc3{height:61.920000pt;}
.hc6{height:61.952000pt;}
.hd{height:62.752000pt;}
.hbd{height:62.880000pt;}
.h97{height:63.072000pt;}
.h89{height:63.520000pt;}
.hcb{height:66.272000pt;}
.hd6{height:67.360000pt;}
.hb0{height:67.392000pt;}
.h7c{height:67.840000pt;}
.hab{height:68.000000pt;}
.hb3{height:68.320000pt;}
.hd0{height:70.240000pt;}
.hc7{height:71.392000pt;}
.h9f{height:72.000000pt;}
.hbf{height:72.320000pt;}
.h73{height:73.120000pt;}
.h67{height:73.440000pt;}
.had{height:73.472000pt;}
.hce{height:73.920000pt;}
.hb6{height:74.080000pt;}
.h96{height:75.072000pt;}
.hcd{height:76.032000pt;}
.ha4{height:76.320000pt;}
.hc0{height:76.352000pt;}
.h6c{height:76.480000pt;}
.h88{height:76.960000pt;}
.h94{height:77.120000pt;}
.hdf{height:77.760000pt;}
.hdb{height:77.920000pt;}
.hdd{height:77.952000pt;}
.hac{height:78.880000pt;}
.hc9{height:79.040000pt;}
.h80{height:80.512000pt;}
.h95{height:82.112000pt;}
.ha7{height:83.072000pt;}
.hd4{height:92.960000pt;}
.hd9{height:93.120000pt;}
.h66{height:94.560000pt;}
.h90{height:95.200000pt;}
.hb8{height:95.520000pt;}
.hda{height:96.992000pt;}
.h98{height:99.040000pt;}
.hd3{height:102.752000pt;}
.h28{height:103.232000pt;}
.hb5{height:106.080000pt;}
.hc4{height:106.752000pt;}
.haa{height:112.672000pt;}
.h31{height:147.200000pt;}
.hde{height:156.346667pt;}
.ha2{height:164.960000pt;}
.h2f{height:184.026667pt;}
.h1d{height:189.280000pt;}
.h1b{height:189.440000pt;}
.h19{height:191.040000pt;}
.h23{height:198.240000pt;}
.h21{height:198.720000pt;}
.h22{height:198.880000pt;}
.h2e{height:202.426667pt;}
.h33{height:218.906667pt;}
.h32{height:257.626667pt;}
.h2d{height:331.226667pt;}
.h16{height:409.506667pt;}
.h25{height:845.920000pt;}
.h3{height:1030.666667pt;}
.h1{height:1088.666667pt;}
.h0{height:1122.560000pt;}
.w7d{width:32.000000pt;}
.wb5{width:32.800000pt;}
.w92{width:40.960000pt;}
.wb9{width:45.120000pt;}
.wb7{width:45.152000pt;}
.w50{width:45.472000pt;}
.w9d{width:45.952000pt;}
.w85{width:48.320000pt;}
.w58{width:49.312000pt;}
.w98{width:49.920000pt;}
.w25{width:50.912000pt;}
.w81{width:52.032000pt;}
.w9a{width:52.992000pt;}
.w99{width:55.040000pt;}
.wae{width:55.072000pt;}
.w82{width:56.960000pt;}
.w31{width:57.280000pt;}
.w1e{width:57.920000pt;}
.w5a{width:57.952000pt;}
.wad{width:59.040000pt;}
.waa{width:59.072000pt;}
.w4e{width:59.232000pt;}
.w5{width:59.520000pt;}
.w9e{width:60.000000pt;}
.w87{width:60.032000pt;}
.w9c{width:60.960000pt;}
.w9b{width:61.120000pt;}
.w66{width:61.280000pt;}
.w89{width:63.072000pt;}
.wa2{width:64.000000pt;}
.w32{width:64.320000pt;}
.w43{width:65.120000pt;}
.w34{width:65.280000pt;}
.wb8{width:65.600000pt;}
.waf{width:65.920000pt;}
.wab{width:67.040000pt;}
.w8d{width:68.032000pt;}
.w33{width:68.352000pt;}
.w5c{width:68.672000pt;}
.wba{width:68.832000pt;}
.w83{width:68.960000pt;}
.w86{width:69.920000pt;}
.w26{width:71.040000pt;}
.wbf{width:71.712000pt;}
.w4a{width:72.000000pt;}
.w62{width:72.960000pt;}
.wb6{width:73.920000pt;}
.w23{width:74.080000pt;}
.w61{width:74.272000pt;}
.w63{width:74.432000pt;}
.w84{width:74.752000pt;}
.w47{width:76.000000pt;}
.w52{width:77.600000pt;}
.wac{width:77.920000pt;}
.w44{width:78.912000pt;}
.w36{width:81.280000pt;}
.w5d{width:81.440000pt;}
.w1a{width:81.952000pt;}
.w27{width:82.112000pt;}
.wc{width:83.072000pt;}
.w35{width:83.392000pt;}
.w7c{width:84.000000pt;}
.w97{width:84.032000pt;}
.w51{width:85.120000pt;}
.w7{width:85.152000pt;}
.w24{width:85.952000pt;}
.w22{width:86.880000pt;}
.w8e{width:87.040000pt;}
.w46{width:87.072000pt;}
.w6f{width:88.800000pt;}
.wc1{width:91.840000pt;}
.w6d{width:92.000000pt;}
.w65{width:94.912000pt;}
.w5b{width:96.320000pt;}
.w6e{width:96.512000pt;}
.w8c{width:96.960000pt;}
.w3b{width:98.112000pt;}
.w74{width:99.040000pt;}
.w8b{width:99.072000pt;}
.w8a{width:100.000000pt;}
.w64{width:100.320000pt;}
.we{width:101.600000pt;}
.w4f{width:102.400000pt;}
.w1f{width:102.912000pt;}
.w49{width:103.072000pt;}
.w9{width:103.680000pt;}
.w75{width:104.032000pt;}
.w96{width:105.952000pt;}
.w45{width:106.080000pt;}
.wa4{width:106.112000pt;}
.w77{width:106.880000pt;}
.w3c{width:107.072000pt;}
.w94{width:108.032000pt;}
.w53{width:108.992000pt;}
.w88{width:109.920000pt;}
.w42{width:109.952000pt;}
.wb3{width:110.720000pt;}
.w91{width:111.040000pt;}
.w7b{width:111.712000pt;}
.wa3{width:113.152000pt;}
.wa5{width:113.920000pt;}
.w1b{width:115.072000pt;}
.wb1{width:115.872000pt;}
.w59{width:116.800000pt;}
.w72{width:117.152000pt;}
.w7f{width:118.240000pt;}
.wb2{width:119.072000pt;}
.wa9{width:120.992000pt;}
.w95{width:122.080000pt;}
.w7a{width:122.880000pt;}
.w3d{width:124.960000pt;}
.w80{width:125.152000pt;}
.wb{width:125.440000pt;}
.wa6{width:126.112000pt;}
.w6{width:126.400000pt;}
.w1d{width:126.912000pt;}
.w3e{width:127.072000pt;}
.wb4{width:128.352000pt;}
.wa7{width:129.952000pt;}
.wa8{width:132.000000pt;}
.w70{width:132.032000pt;}
.w78{width:132.512000pt;}
.w93{width:133.946667pt;}
.w1c{width:136.160000pt;}
.wf{width:141.146667pt;}
.wa{width:142.106667pt;}
.w7e{width:143.706667pt;}
.w73{width:146.906667pt;}
.w5e{width:148.800000pt;}
.w20{width:151.040000pt;}
.w79{width:153.626667pt;}
.wc2{width:153.786667pt;}
.w71{width:153.920000pt;}
.w90{width:155.066667pt;}
.w4b{width:155.226667pt;}
.w55{width:155.386667pt;}
.wb0{width:156.026667pt;}
.wd{width:158.586667pt;}
.w8{width:160.506667pt;}
.w38{width:161.920000pt;}
.w2a{width:164.026667pt;}
.w2d{width:165.146667pt;}
.w29{width:168.026667pt;}
.w2c{width:168.986667pt;}
.w15{width:173.440000pt;}
.w16{width:176.160000pt;}
.wa0{width:177.146667pt;}
.w67{width:187.746667pt;}
.w6b{width:188.506667pt;}
.w14{width:189.280000pt;}
.w2f{width:191.226667pt;}
.wbb{width:193.186667pt;}
.w37{width:199.226667pt;}
.w2e{width:199.546667pt;}
.wbc{width:200.346667pt;}
.w21{width:204.066667pt;}
.w39{width:205.186667pt;}
.w4c{width:207.106667pt;}
.w6a{width:210.746667pt;}
.w68{width:211.226667pt;}
.wa1{width:212.986667pt;}
.w6c{width:220.826667pt;}
.w5f{width:221.666667pt;}
.w56{width:224.066667pt;}
.w9f{width:228.026667pt;}
.w30{width:231.226667pt;}
.wbd{width:233.466667pt;}
.wc4{width:233.946667pt;}
.w76{width:234.586667pt;}
.w57{width:246.426667pt;}
.w3a{width:252.026667pt;}
.w40{width:253.986667pt;}
.w60{width:256.506667pt;}
.w28{width:256.986667pt;}
.w2b{width:257.946667pt;}
.w41{width:269.146667pt;}
.w4d{width:271.706667pt;}
.wc0{width:298.946667pt;}
.w8f{width:359.106667pt;}
.w48{width:369.053333pt;}
.w12{width:532.800000pt;}
.w13{width:532.960000pt;}
.w4{width:535.613333pt;}
.w10{width:562.013333pt;}
.w17{width:579.840000pt;}
.w11{width:594.240000pt;}
.wc3{width:619.813333pt;}
.w3{width:631.333333pt;}
.wbe{width:632.666667pt;}
.w69{width:633.333333pt;}
.w19{width:634.000000pt;}
.w54{width:634.666667pt;}
.w3f{width:639.333333pt;}
.w18{width:646.000000pt;}
.w1{width:790.666667pt;}
.w2{width:793.759988pt;}
.w0{width:793.760000pt;}
.x0{left:0.000000pt;}
.xc6{left:1.440000pt;}
.xf4{left:2.240000pt;}
.xac{left:3.680000pt;}
.xfd{left:4.800000pt;}
.x97{left:5.600000pt;}
.x1f{left:6.720000pt;}
.x8{left:7.680000pt;}
.x33{left:8.832000pt;}
.x49{left:9.693333pt;}
.x17{left:10.560000pt;}
.x48{left:11.613333pt;}
.xce{left:12.640000pt;}
.xa2{left:13.600000pt;}
.x3c{left:14.752000pt;}
.x88{left:15.648000pt;}
.xfb{left:16.320000pt;}
.x24{left:17.440000pt;}
.x1a{left:18.560000pt;}
.x115{left:19.360000pt;}
.x26{left:20.160000pt;}
.xf{left:21.600000pt;}
.xa3{left:22.600000pt;}
.x1c{left:24.160000pt;}
.xcc{left:24.960000pt;}
.xa0{left:25.920000pt;}
.x11{left:26.880000pt;}
.xfe{left:27.840000pt;}
.x13{left:28.800000pt;}
.x7f{left:29.466667pt;}
.xf2{left:30.240000pt;}
.x1d{left:31.040000pt;}
.xb4{left:32.320000pt;}
.x16{left:33.120000pt;}
.xe2{left:33.920000pt;}
.x8e{left:34.906667pt;}
.x1b{left:35.680000pt;}
.xc7{left:36.480000pt;}
.x19{left:37.760000pt;}
.xe7{left:38.560000pt;}
.x52{left:39.293333pt;}
.x27{left:40.634667pt;}
.x3b{left:41.466667pt;}
.xb9{left:42.400000pt;}
.x9e{left:43.360000pt;}
.xb7{left:44.040000pt;}
.xbc{left:45.120000pt;}
.xc1{left:46.280000pt;}
.x2a{left:47.194667pt;}
.xc8{left:48.480000pt;}
.x14{left:49.920000pt;}
.xb6{left:51.034667pt;}
.xbb{left:52.360000pt;}
.x25{left:53.114667pt;}
.x8f{left:54.426667pt;}
.x2b{left:55.194667pt;}
.xbd{left:56.640000pt;}
.xbe{left:57.960000pt;}
.xbf{left:59.520000pt;}
.xc0{left:60.680000pt;}
.x23{left:61.640000pt;}
.xdf{left:62.880000pt;}
.x57{left:64.320000pt;}
.x11c{left:65.114667pt;}
.x53{left:65.826667pt;}
.xec{left:66.920000pt;}
.x11d{left:68.000000pt;}
.x4e{left:68.960000pt;}
.x92{left:70.586667pt;}
.x43{left:72.000000pt;}
.xe8{left:73.280000pt;}
.xa8{left:74.080000pt;}
.xef{left:75.080000pt;}
.xa6{left:76.160000pt;}
.x7e{left:77.693333pt;}
.xa9{left:78.906667pt;}
.xab{left:79.680000pt;}
.xaa{left:81.626667pt;}
.x35{left:83.293333pt;}
.xad{left:84.320000pt;}
.x7d{left:86.013333pt;}
.x95{left:87.200000pt;}
.x2{left:88.666667pt;}
.xb5{left:89.920000pt;}
.x9d{left:90.760000pt;}
.xcb{left:91.560000pt;}
.x34{left:93.533333pt;}
.x5{left:94.591988pt;}
.xe4{left:95.872000pt;}
.x4b{left:96.706667pt;}
.x55{left:98.720000pt;}
.x50{left:99.706667pt;}
.xe{left:100.512000pt;}
.x81{left:101.373333pt;}
.xaf{left:104.320000pt;}
.xdd{left:105.600000pt;}
.xb3{left:107.200000pt;}
.xed{left:109.434667pt;}
.x4c{left:110.426667pt;}
.xd1{left:111.360000pt;}
.x89{left:112.186667pt;}
.x86{left:113.280000pt;}
.x5c{left:115.520000pt;}
.xd6{left:116.320000pt;}
.xe9{left:117.274667pt;}
.x9{left:118.591988pt;}
.x80{left:121.733333pt;}
.x91{left:122.626667pt;}
.x51{left:123.906667pt;}
.x56{left:126.400000pt;}
.x28{left:129.311988pt;}
.x83{left:131.293333pt;}
.x4a{left:134.880000pt;}
.x85{left:136.826667pt;}
.x42{left:138.880000pt;}
.x4d{left:140.000000pt;}
.x87{left:141.146667pt;}
.x29{left:142.586655pt;}
.x90{left:148.386667pt;}
.x8a{left:152.546667pt;}
.x82{left:155.933333pt;}
.x8d{left:157.466667pt;}
.x8c{left:159.773333pt;}
.x11a{left:161.306667pt;}
.x118{left:164.666667pt;}
.x119{left:168.026667pt;}
.x44{left:169.346667pt;}
.x36{left:170.493333pt;}
.x96{left:171.226667pt;}
.x2e{left:174.786667pt;}
.x8b{left:180.826667pt;}
.xf0{left:184.346667pt;}
.x84{left:188.480000pt;}
.x2c{left:194.114667pt;}
.xc2{left:202.586667pt;}
.xf9{left:204.346667pt;}
.x102{left:206.426667pt;}
.x10d{left:208.826667pt;}
.xf1{left:216.346667pt;}
.xee{left:217.466667pt;}
.x10{left:226.906667pt;}
.x1e{left:227.866667pt;}
.xca{left:242.746667pt;}
.x110{left:243.546667pt;}
.x9c{left:245.626667pt;}
.x103{left:247.386667pt;}
.xe5{left:249.786667pt;}
.x2f{left:256.026667pt;}
.x37{left:257.733333pt;}
.x45{left:264.613333pt;}
.xfa{left:267.426667pt;}
.xf5{left:268.386667pt;}
.xdb{left:275.266667pt;}
.x116{left:280.706667pt;}
.xe3{left:284.706655pt;}
.x6{left:286.114667pt;}
.x98{left:288.226667pt;}
.xa{left:289.506655pt;}
.x6a{left:291.013333pt;}
.xd2{left:292.226667pt;}
.x61{left:292.986667pt;}
.x62{left:294.906667pt;}
.x6c{left:296.826667pt;}
.x6d{left:300.706667pt;}
.x5d{left:302.653333pt;}
.xc9{left:305.666667pt;}
.x68{left:306.493333pt;}
.x6b{left:308.453333pt;}
.x12{left:312.066667pt;}
.x20{left:313.026667pt;}
.xd7{left:317.666667pt;}
.x6e{left:319.906667pt;}
.x67{left:321.893333pt;}
.x6f{left:323.866667pt;}
.x4f{left:325.600000pt;}
.x112{left:326.626667pt;}
.xea{left:329.186667pt;}
.x11b{left:329.986667pt;}
.x107{left:331.426667pt;}
.x71{left:335.333333pt;}
.x38{left:344.933333pt;}
.x30{left:346.240000pt;}
.xff{left:347.906655pt;}
.x69{left:350.746667pt;}
.x58{left:351.906655pt;}
.x5e{left:354.626667pt;}
.x3{left:359.106655pt;}
.x79{left:360.453333pt;}
.x46{left:361.786667pt;}
.xe6{left:366.946667pt;}
.x76{left:368.226667pt;}
.xa4{left:369.346667pt;}
.x100{left:370.946655pt;}
.x5f{left:372.133333pt;}
.x101{left:375.746655pt;}
.xc3{left:377.666667pt;}
.x104{left:381.346667pt;}
.x10b{left:389.346667pt;}
.xd8{left:390.626667pt;}
.xf6{left:394.306667pt;}
.xe0{left:397.346667pt;}
.x7c{left:401.026667pt;}
.x63{left:404.826667pt;}
.x66{left:406.880000pt;}
.xd3{left:409.026667pt;}
.x10e{left:412.866667pt;}
.x74{left:414.586667pt;}
.xb0{left:417.506667pt;}
.x70{left:422.213333pt;}
.x73{left:424.160000pt;}
.x99{left:426.466667pt;}
.x31{left:427.453333pt;}
.x60{left:429.986667pt;}
.x39{left:432.133333pt;}
.x113{left:433.346667pt;}
.x94{left:434.466655pt;}
.x78{left:435.746667pt;}
.x77{left:439.546667pt;}
.x59{left:444.546655pt;}
.x64{left:445.440000pt;}
.x5a{left:449.533322pt;}
.x65{left:453.146667pt;}
.x72{left:454.946667pt;}
.x47{left:456.573333pt;}
.xb8{left:461.693333pt;}
.xd5{left:465.053333pt;}
.xd0{left:466.973333pt;}
.xf3{left:469.053333pt;}
.x7b{left:470.400000pt;}
.x15{left:472.573333pt;}
.x21{left:473.693333pt;}
.x7a{left:478.240000pt;}
.x117{left:481.053333pt;}
.x75{left:484.066667pt;}
.xae{left:486.653333pt;}
.x105{left:489.373333pt;}
.xde{left:493.853333pt;}
.x54{left:500.320000pt;}
.x10a{left:502.493333pt;}
.xdc{left:506.493333pt;}
.x32{left:513.186667pt;}
.x3a{left:516.133333pt;}
.xf7{left:517.373333pt;}
.xcd{left:534.973333pt;}
.x9f{left:536.573333pt;}
.xa7{left:537.373333pt;}
.xa5{left:538.493333pt;}
.x114{left:544.093333pt;}
.x108{left:550.493333pt;}
.xb1{left:552.573333pt;}
.x3e{left:554.013322pt;}
.x9a{left:555.453333pt;}
.x3f{left:558.813322pt;}
.xc4{left:562.653333pt;}
.xfc{left:563.453333pt;}
.xd9{left:565.373333pt;}
.xeb{left:568.573333pt;}
.x18{left:576.253333pt;}
.x22{left:577.213333pt;}
.xe1{left:582.653333pt;}
.xba{left:586.653333pt;}
.x111{left:589.213333pt;}
.xc{left:596.573322pt;}
.xd{left:599.773322pt;}
.x3d{left:605.213322pt;}
.x10c{left:609.373333pt;}
.xa1{left:610.653333pt;}
.x106{left:611.453333pt;}
.xcf{left:612.573333pt;}
.x9b{left:615.453333pt;}
.x7{left:630.213333pt;}
.xd4{left:631.973333pt;}
.xb2{left:636.613333pt;}
.xf8{left:647.333333pt;}
.xc5{left:649.733333pt;}
.x10f{left:651.973333pt;}
.x109{left:657.413333pt;}
.xda{left:660.293333pt;}
.xb{left:672.293322pt;}
.x40{left:673.733322pt;}
.x41{left:677.573322pt;}
.x2d{left:690.693322pt;}
.x5b{left:697.093322pt;}
.x4{left:718.373322pt;}
.x93{left:734.533322pt;}
.x1{left:790.693322pt;}
}
/*]]>*/</style></head><body><div id="sidebar"><div id="outline"></div></div><div id="page-container"><div id="pf1" class="pf w0 h0" ><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKIAAAZhCAIAAAAJ5avuAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7RtWV0f+O/3N+fa+5z7qrpVCCpRRAHB96M1JnZUiK1i0DZGREJaE0VC4qMjQYeRqBBFHQZNCL6iwdiSxBhNQFEUCA8ReQhagAgIYkEV9aCo5626956915y/b/8x1z73QXFvCd2O0T2+n7FhwK1b5+y99lpzze/8zTkXJcHMzMzMzMz+/yJ8CMzMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzBzzzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzMwxz8zMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzBzzzMzMzMzMzDHPzMzMzMzMHPPMzMzMzMzMMc/MzMzMzMwc88zMzMzMzBzzzMzMzMzM7P/Tqg+B/eUkAIACOpiAoIAKEAIyMpGEKJGEICYFkgBSkawQAJDgBw0zsHeUFJRYCYAQ7MS2pSKOKFEvPS6hbWZGKeM3pFJSREgkQBQRBJfftXyYBAQgEdu5TAATUQEBhAgQzOWno/Sec8NqxQKBTKABBSh9+akIQAKB3lsttedcSkEHEIgDsQFrYEIiMSNSWRpirWgdZUJLVCI03hRAgAJ5wacUJACIcTT67m8WJObDo0sFkwBQLn3QgERKDDA49y2iAhQ53kMSIaHlaipKIJAAlcEOdGDvIzqbOhgA0TMrY/ksyweHeJYsAruycIJElPGWQagjAHBGHAAE1pkTElHQ86CUnthLBMAQKJGCOiSU2hGXPio9G5iFmPvBVGqKwSpQYCIBlF4ZzJ4ASRIQAUDRgRkogelSP78hAgTUxMpxpgFJBfJext/Gl87lG1MUCshcTgONd3b4l3nBGdJbQllq1XbDOiEDkSpbQcCKKgQyN2IkJwqVaB0sAFCYECGCSCrRqqaP4AvvUIpoKTICEVw+ahIJcM5SQ+ocR2G8id2ZKBFA69uoqwKqITguVYENcZmzsY8zTpuJ695ZgxjnD4is59o3AQVCR0hIgFQhArz0qbxceWKOb0bQaBACzOVfDooQSKiDsfsbo0EFUlAs/4ME1KGM2J0OgsbPw7l2bDk3EhFoHaUetgjL7zqvYRpnkYIUd/9qpJZPXJZfkYrgaBZAQGi1A6UA6uOMErj8CoGjkdHSZgUEamm4hC4wVCR0gIGA2twKpwh0oFFr3vthlQSA3AKRUMssQWguHPeNCaqd24Cys8QKQgosSCggIkYb/pfSWkYgxofsIqjxmQgATSrB7AggAgkFOb44AWAmFCAVy2GPS7e7B9R6ObkDmQedm8r1QUMte7VtUSPVGUEEM8ZdIKlEp4heglDPmM77pDo8gRNsmUVZyrRBBjAlAB0EVrs7x4d6Y4277/fwHjo+zPJ/sebSXrXd7wuOZkEAMfdN1KkrSQVQxmdc3mFcdFykC/sA3B3P0Y4t11EKKWSAdbk9avzI1lqNyi5yhdaxJhTS8p6gXbscmHtO02UKG3NvpdQcN2wpzr3HAMl2BnFESMa2t2DuRYxD3TtK0WW+b5zX8zj8uePz9g4UtewlCsjx57vbFpfL28wxz/4qHDZS3LXXXBpiAKHRJaIgCiCZ56IhhSKMG6OUEC5uvBiju7TcJQkoU63EJCGYF98TLmpIc+KugytgRALm0o/grp82OhBY7lRlvD0JU+3n0mkst3hCinG3qL11BgvRmmo5TKk6PCq7/1ZmL4WpRmq7PZjKenRHBY7OulKlRGYKWEWo9zohhVoie0YElMDSc9dF/QXq3L1QBDUyhjLJkEboGPe2DiVwmX65gChMZW9ziVh+8HIbhYRQlkpljm5cEAITJIIf4dnELqWk0V9ijEQxjlNKVUDLVmPqvZfd2bIk0PFOGcBq954zgpmKqBLILEtI5+iwSiOoIjPLJW+cZAWUyqkc7T1LxDgnABSGIFCttSgBSSIjeG4AoVx+okQ0EPNmU9d7PZMMQLtsE7lcMrtzSiIZpHR4fgkcfwblLhWD505CnusuM0BG9jlWU7YWWIlLn3/8/dGT66lCkC17llilAHRxJgisJAIdnHXJYYPzgsWH6LuTPbOWKomHV+rhv17Ye0YAQfXOXdwHO5gjnZQIqCfIMUKwXBKxi0gf+r0lwCxgzx6cUuDSSRXGtxi7cSCBSyeRy5DU5TODwMMxoQAUiHODSuNY67ClEkKiAGR2IYlSIsgx/EVCSgSCLNn7LoLx4nZ4+YGKYM8skzJ7CUoCUjxso0IpUgxohKFzP2W81fOGCMYJMZqp5fzoSCVKCWbPwwESgfdyUHRBj5ZoQhNWJJWtaTNNk3pvnSg5UZdpnfqUgBC1IHuPKMrRQJTlKtI8xaq3DMYuX+rDa4sk1RqSMpPj5EKntBtLQIECRehkZCfqBYOGQuDcZXtfxHKrEpCKKMoqcB1FEmvtOYOjHRYkLoOUDIaQEW03hKddaN/d0xACWptLFIb6vAVXJIAepWQbI3WXuIRDudzZA3WMoizDRigk89y1EOdGEZYBF/S51Tr1ngxBlDROr+WU+uBfHbq31EdhCXlBCLF0J0AgyCW9pXKqq+ydERr5WxtwDyTQE40I5CQAaqW2Sw8DZeYUdW5tfE7kGB8e76ILKKw5Z1nF3Fste+Od9t5UEii69LfPcbmf1wiMtm206QGCU3AM2nA3fHBev8jMMc/+imLeYT+G5ypOSLADYq54rg3b3XjG6JrGUF4fI9WjpUYuw9zLX+ckFC3FL/StpgmjuNSFTEW95P2JRYByKRVqN67Mi/8al6S3/JMCgNz0vqllIuvS9+RydxuD5/MmV+up5TYQKOcNpVMcOexcu5wl2DMjAqxRd+VMhkCwUMiOnllWJVDOnmn7+wdgkLWpkQALds38uHXeW+1g6YsxBCR6glVaBQp2g5iiwB6XiXliYWstArXWi7tsgrqCIBNKiCpFyzEtF9cZP5y+1RZUplinnnNdCqkSMtGDR1rrU93fbM+uV+uL+29UcoR5jkHliEYGEUDNrMF5dDVHBSXI7AEqlT01XSbmAeA8MyJidKb6eScQ1NDrVDhu7bvTBAQRug+T4clNitPeqvW5lLrLdQRFZlz0jXNUWXaD1BHBgDKzcdR6FKOzoN0Xo13PVUSqE4xaEkItu6ILhDKGQrLNmZtpvQ+gz9uySqBSkeipbeE0hhPAJLQb6b/sONC9d21nsZTa0Xuf13V1GAtGNVosHZ1gm3utddcudKoDyNZiqm3e1lUNFLEDBaSIRFx2xDuI3jMKt3NjnSIO+8UandcZOUW0eTtNFUtXkktbx/vQMBLLkR3l9HHVLykScZhJpUSLYKKlWmcPRkUfZaOeAqKW9VJ/JILlcHTrXB/4/IPNnrllcJ5bKdOZzXZ/vb8LYokR+CJ7nwmUMkk6bJ+xDBlx16FNQYhQ5tzbNE0kNatERFCJKDFKeVpmGlx0YMbPPT8pzqTI6ElwWyKBjmAtpWsGulR5iVakR1SASEEsh1WNXfGcrVPqq7pCF+Pw/YTwYbZNuwkgEho5LxNBRtJRdsy1FKlFjdxFaOzuMnEYMu/DryZWy8GilnoOVhE1pRIEiKhdWVjm7XYde4dfOBlim+d7at2LUgG27BFlF/EI9LnlNNVMFUIRJNsMEZnJKOB8ySNQRs+QS/l3Nx57GCZjDP2MwaxdWN0N9ZZS0VVrbTmXEtoFFo07PjMwX/o6EpR9SXSlVIgYyfK84QkuNcQyb7d1TPIpSwxc3gcUy5Bxk0C24ObSMS8Yue3Tqs5tjqmO43buRgixAIxtb7WuR2OsGBdBkiS2lx5L1bkzMrm7SBijf4HUyHqElCP2g9gV3umep33YfXZJPgr2l7gLogEfNO8CCXQho5FgUgKDkUtdZukkMbVU84KSsvdSxxDs0tUTVskUOlBCQUF5EBWtE1iLunTxqIujewVBWuaOAlkYykSZDrszF8ygWO5SGzJbpzQpypiidv7fq50t21RTGYV1V1OaQZw/XwXIMbuudbHWTWu1ViQ45ttQUESiCIEeYzZilMTdLcF6ZO6IUogx70cJ6l4GY3RY7ZQgtUBy9BeSUERMWGJeCr1eJuZlzx6MRKQS4JiJdDjwmkCQvW2jMAoyBQY4JhF9pMOMmjcoZc5UmcBl5qGYS++iTUFlqpaM0ePlYQEZiZYAUQpGDVfCLBCceiOJikyygbkr0RRI6l29ljqxXPI8761vI+rce4116nCC1jKTaGYhQfQCZfZaCkConNcbutQHn/Meci9VtBuqxuEUXYAXDQxzmd4zSsySYunwJSQpGTEKXeOEmXQ4Qp6JBGLTetSaEsiaVEjsAoFSOqpEbpEpTSydBdu5lFrnVCBLCKpYTuB+6blJl85DCcxdpYSyT0V93q6m9e5IdQBzzxI1xZ4Kxnmj2iNhMrtQlMiIcawCCCHGLM/1pc+2DmHb1aPszw2IMcdu6RN2oCMncIKoLmWUApAo2E1IvKTReR2RLC44BQShkxqNHqOC7IkxQNGVIksuBdvMkdfFcT1HIHuOtmv8JO6K+IeVj2yFmQihbDtKWdI+zpUPCGWgjyGQMcd+5KTDTiSXtqtnZkR0oSVKrXPXhBjF32AKLPVwQmcRELs+9XJp5GFLKBGJmQA0dZWMTiq7StQgs8+p7RT7XGY9f1DhFyCy92SdNm3M+RxTUbuABFOoUdSyjlkcod30gvjwesajjrcbAxyDTctJLVCdwQQQzN5brSUOL/ndLNFziQaXCZrKEWn6bsAlMiWhFGZHlqXUM899v5QyIgIP6/ZbMluHWDsqY5l4wqWAyyYoz6zKSoko21Sg74mtqYPrKfqlq9Jj2GjJjWO2iFKZEZQySifq7izafd1MoAOJtkYIRCo3c6urlcjDqSG7W9slfntiubswu2LMGBkjE0u2m87PTiQyM7MDKqUk2TO6wEhSEouCQKAnTtc4cen2YQzCKDDPyVLIMbK1DERxuSGK2kwsoZpdUWdEnN1ifbkZobvz4XDG9O4/KaWilDFnehRol+nRLGDk5RZemLmaZ//PDQycWyeyBA4uFQxCSioiuFu1Njdsmg42m01rZKxZj62n1YrqYLCsYlnPghzduN1P11gRlilGOdhsUkduuOX0kSNH+6Unxaw2UGbmalWPHVnXQAmU5cdlnDeWdt46gcM7xtSB02fbqTOpUqQxynq4iAXrnO9/vylzU4O9oZTz56+el/GwjD2j1ndff8vR41fNvXMM+rElQaFmHJlwxdEEtawDwd40Tbfcvj3IMVmO3PXRkmOd4gU3CxI9eyk8ciSmWiJQR4+jtACEGapjxczl1xRJQYHlYDNP62m7RSlLl+lwJqoCLVbZtpNYCmNZLsiPfIiIZS3gnrN590b98CtiAJnEHpB9+zH3X6OBReevqiQuXNs53o/Wm467T+d2Bkj0LkRjiCRyPZH9zFUn9gt02bumNNfSty2nevTs3FZT3e76zuOXnu3Ym7Dd1iMr9Ox1rBlkH4no8h1K7d9489k6HUPltp8bC+EyOSou+LtSKSUKpwlHjixzAYOILDUAtWV607iIAHDFXTEPiJYo0/TeG+5cHzmWLKVDzIwGRShq15VHcypttVqhoef0gdvuUhzriSSnVWmbNhboJalgvY9LUO7Ntrdpr1Zs7n9yvd0e7K/2dpfhshZtZLmeKLWc3apOo8AJ7BaFjTm3m9b3VyWxrUwsJe37UHBTAogynZ1x2x0HKHtiiuNcmQ7mef/oqp89/bFXHymIUkav8r6GhcN5A7w4DgohqYEazUKibmfEhIMturCZS+/IlgD21rFeYb2GOlYFRQB6RgOmXc1zDFnkLtCMmQIVjNZw3ftuXR25SmNa3dJSJJF10lVXTEAB2lJtlHbB4fxK4TjQZbPtrCtWnplx16mzaiuSUh7ZL1ee4G7Z5mEMwIXtYN/9SQEo7G0Tp+7CZlZUonBuDLEAm83BA+53vE79EtW8uW+irE/PfZrKdlmYSHAJmoU4fYBje9HmPpVlhE8fwcZymVlrlRTB99929qCXLpJ13ClWa2zPqoSOHYtjR/e1VG9y1HQumNbLvhSBL1v1JjrQFGdO93tOlzFyFqFGbuY2Fawr5thceXTv3PCkoCysq1P3nDnTeDBnTKGluroMi5S6/ZirjvS2rXWagUDJntOqgvW6m89M5cglx2IaYi4EoNVU9/ZqUKtaxnLmufe9JfruPvLhJyGByN4iCsjetdpb33zr2Rljks7IeIwLW9+LvnwyponThFXFasLBBvvrUfjakrqo5VZPlCADIQnvv+32A129LKWIUEG2ZMe6oG1PP+Cj1pdZ289da9tV1/WGm+9B2RNrxphxmkBMZGYe3dPRlSaoTtESc+sHB7j9rumDxynOH+HKwyI0EEqSe+s6TVhNmCZsOlYFFLL382ZzJC++HZi5mmf/L5fzloEvjiFVAZMUvQPALXfMb3nLn7z9nde+/e3vfN9NN91+x113nrr7jjvvPnOwmVbro3vrK48fvfrqq6666sqHPuTBn/zQj//UR3ziZ3zKw1YTqLGkj2ATZojkiqKgjHjB777qm775u2M6cfG6oAvvEMltFK5qPXHi6BUnjl154vhHXX3Vpzz8YQ/7pI//jE//lIc++KPGgjuOxQfBzE6WMZ9SqS7+/H/8H9/79GeX1bHt3Bk5BqRH7+KhDyivfvULj0wZErLuQsYMgKoj42lZMR6JuP30/Plf+BW33blR2VMPUuI85nlU6bM+5RNe+tu/OEWqI2JKYSv8na958hvf/O5EQRBKQWAkouiCfpiQJCJ47NjRkydPXnnFyauuOvnwhz7wMz/t4z/r0x/ykE/4mDrWGIlKRQSoZUrWsqvBRdOsWmaKq0786v942XN/6VcU62UXAyjGmDMauX3kF3/B9zzlSSsmc44oQoAf6dq8nNXAZ/7EL/7kzzyPZZ27VYfjE6/yroc8+K+9+pW/VqRY5grWw86B1LEbZwZrMv74Tdf+6LN+7o1vfvupe07PmRNDjCZNU8l2BvM9T/i6xzznWc+YgqlWyiWLnGqtd3D6wB0HT/on333PQW9LPwZUQBQTOT/wo6/+qX/7o1ccU2EnOgVgWoYPLnlrPpv4nM//2hs/cNAglkSKqlQVE5x3nYHDsZScptX+/t6JEyeuvvqqkyePPuTBD/y0R3zio77or3/s/a8oQI0xcSgzOyiOPRJGpU/RFH/yjuu//Kse27k390JVcRbHNgMR8/aXf+FHHvMVX0j1wDQznvhtT3v+b7yS00lRqU2Q1AQVsSsa88MfWY7oyjOf91kP+41ff+5+BXLMycNuQ6MUemrVwFf8/lt/7FnPTpQkd/PaGGMeALaf+7mf9iNP/2chhbaFo2xdGbzMPL3sYM6IX/jl5/+L73sW64nOJjYgqFFzODixj9e+/PkP+pirlDlmG45S2HkB/0OWf8eamnMb4FBSiqMNYSJ68qb33/HGP37rX1x785vf8o7rbrjtttvvuu2Ou86e3oh9tZ5OXnn8qquuuOrksU940Ec//KEPeuQXfd4nP/RBddl3SLvSSUJgBEDtJo31xLXv/cCjH/P3bz21VRwRp0QSnZyBfr+Txz7vcz/tKd/5xM/61E+aIuOilX273uTY1SIVTdgmfuXXXvp//ef/+o53/Pkm10Fk33zSgx/4yC/6vO996j++8tjRyiwci0lDu5BL5dKhFcXaxbf9xc0//m9++XWvveaWW25TSQUTpeSktlnVsz/wtH/+nU/86vOreTmqmbvTd2a8+jV/9Ixn/qTKkZa1RA3muCJEhPqJvfrzP/PjH33VcakFx7zNcnH8vM93tUyNal52PeX7f+IXf/V3oBiVKy0jYgm0hz30Qc/84ac98gseVEbZK5OclqLfUrPquzW6H1qTomVgq3jRS1/7jB/+qXdf+4EoVUihgZVAaM525p9/x7d+//d8a5GIvixYUwjxrOf852c+6xdQ91qCHCfaaCHjYz8Gf/ya39hnEOhsY6AuCl/1h9d87eO/fc7jl+wVJphSTqUcP3H0xLFjJ08e/9iPfsAnP/xhj3jYgz/90z/1IX/tRC3LLJygpM6lReZur7UewVRsxEd++ePe9q4bEyuBjGSPi6oLF3VB13vro0eOXHHi6NUnj1918tjDHvLxD3vIx33mpz/soQ/9hNWKRaoMKQOR2RkxPnQHBD7pyf/0v/3W20vZD0aPbWJsHbQq/eCTPu7Kl/zuf7n6xOrSY3uZnaSinDqbf+OLvvJ9t9yj2EuRSCJJUFO2e57zb773Hzz2q8s42UtPlh/5sZ/71z/7gkv9bB5O2Viqg0FcffLKkydP3v9+V588edVnfs4nPOJhD/qcz/iU+11xZAIKU8pRz5NErtz3NFfz7K9CzsmgIoHelR0h6Pobb3/ZS1/7whe+7I3vuOnOO+8iqQjG1CUxhCtBnp15qvWb7tnETTeK78PvvamgraKdPL73qC/+m0/+lsd/zmc9ZEr0xlpDylAHq8AGbFEOeBTcz0v3tPIKpNB0+4F4y+nA3dD7XvDiN+Vme/TokUc8ZP9rvvrR3/KPHnfi6Ioie68EmcutnSFyDm7K/twqypoYE8GQKGJssYQaInf7No4iw9ioM3G4KIBIMLk6aOsN9lrfJ0JKoIsZiK555l6PCCTLGACHAltMB1plrAWKbfQspXI42eOw3w8KqbtP9ZtO3aq8vbD+zitenwd3XXli/Ykf94C///Vf89Vf+bc//oFXki214aXnso0aKvG+m+/5wR/9qRtvOa3Y66y7rlKqd1Cl9j+77je/4Qnf8OAHnCgiMonRyfyIBhpVuqLO5AbTbmPMUUIdx3U7axp7yHA3x2U3owpUqAnRQc3Aa173jic++QduuHXOstJUO85ucFzZo8Zmc2aF1Zd+8Zf+4Pd/dx3bvFx+HkwprJuGH3j6z73iD/58i0nTahc5KsXQmVB705vf84W/9rJv/Yd/m6jBJMc5cPljkoGDrAc6MoeALRpiN6kAACAASURBVKnQCqrJBCmsDr+bsXLsbNepe3TzPXfghjsCiVe+UTlfdWzvsz/t4f/gG77qyx75hfc7WdvZvlrFOD93h4pLOZfHtu3ozKNNa6EAPdkplkThmYaSUYsgoRP3ZG6n/VkrRFFUSkDdbY/UyUvG40uu3CvKqmi5V8uYGHxu1dlu0lsnecedm6c94yff+s7rs66SFJYd+5gZkerbt77rpq977OM/+xEPCFVpZleUQOfltuKFGB2BcnyDY8KJLgkdCmjFIPJg7k2YICxbgC7beF5+1qa0W7CrsSsgeh8LbaMlr7/h9hf/z2v++/N/8+1vf9fps7NiYky51LsCsZ+hg4a7PnDwnlvPUJ2v/VOircvPP/Bj7v+Vj/7fvv7vfN5nfPojpjKCbsEYUBhtEJEQgn/tQR/1N774i/7Hb72yc51YdQBsRCX7zbeW337pNbfc8pO/+5s/3TNizPdcdnJa5vvthlaKGHPHC37r97/9n/9QWZ1oeXJer5hizG+99o53vfc3948f/5dPfRITxEyBZUJC5yJ2SmLU1pnEDzzzOb/54j9cra9QOd4wJ4gMcJpquf9HXfm1j/uqe43mksYauQPgeb/+8te95fqYjm9bmcp67PMLQWTFQTt7ywtf/Pvf9PivXMVuvfdHMHg5VuUFGZWbnM7gGBBg1cgwSIaC+aY/f/83fONTXv6bP/mpD/9EjFsV2kWTCS+bM6VZioOZb/iTP/uWb3vame1+1pOJMnZqRRZCoW1F7djrBDFCJgSKmhMz69nY79pDkOrBFEIoQN2kGIU5vtpCsJISohw9yCMHPHrppg8qkNB0122J2w/KdWfzTTeVF79pnrcnThz/zE+836Mf/ajHPfZLP/ajr2BvZK8kMWUPBlDamFqeoIKbXB3oeOMRCUUSdXGF/ML/d7blnac2N9x1ENfdSnW+8hrNB+uJH/dxD/zyL/vSJzzuUY94yMdWInIuAWWPUlMRZEvMvRxwv2AdjI7oIWJCL2tik6G4bOMw6tSZCNQ40PqA0XVEYiADSXRkKUBqOtzpKsce49g7fcmjqvNq5yOqU7jn9oP33n4T/vxGSP/td84w+9VXHv/sT3v4Y7/my7/iUX/r/levQ4neUr24q24f9uiqD4H95c6YGki1OVM1uY/Yf/2b/+LLvur/eOoP/OQfXPOuD5y6O9fr7VRzWm0DWUuWUEAhRIKBWGfsqRzVdEzTiQMduf10/PcXvvIxX/uk73zqs2891XIqHTVKBQ/jzejthjh+1Id8IXJZnhFQiawlS20Ajh453fMt77z5h5713Md/4z+7/W4kI8qksSMoBCXUQGRkpxRUMANaFrsJRMdqNyXuguLaYfDi4T5nu4VViSJOyVXHKlmTK2GvYyVMudtfbLcFREtA0UVlMANJZWhso6IYr/ExpYBIBVWoQq4qVlOPVa6vvnt77Jp33P4vnvGzX/AlX/eK17xlk4lSzx8uvZdO1eiJCq95/Rved+PtWY5ssdex6lh11Iapx17G3jbXH7hr++9++j+JCNZxkFP5kZ5OsRk7w2Xh2H5bgQyJUrBx1VmXAeZzj744771HIOqM6aZbTz/5/3zaDbedyXq8HSizgGupoqwzVad40Md99M88519ffeUJQsiMermSFHPbNjffeuev/cbze63Y22sRGcpQZ7ZAizVWx3sc+Xc//dw771522bi4RnKplrdnqHN8lZnMMSsyAxn93DdOiMu47vg7KuyK5D6mE/fM61e87k//8Xc94zFf9y3X/Ol7p/1V6wHUwy0Wz027ZQglse5cJUtyAtbCunNPWOXhNhwj20SO479cdzHW8i0XwqWvwd07v/dXZ+lY5bLp0XLBjNUvu+eElLnjDX/8tje95d2xvqJhL7EWVolVaqV6JHOl6cRdZ/Ts5/xSE1KFpSDG5ov35XY2HolRE1Ni1TklV8kpOSX2Oibdy9DnfUoPXHZPEJikekplYqkHWX7l+f/zyx7zxKc9/Wfe/Ke33L3Zn3lFluMz1jM4Aw1zw5zoiS5Cqsm9LMc6TmzyivfetH3Ozz7/UY/++n/x9H8zMw56EQu5AuPwCRuBbP1MLfjGf/j4/WOr5NxLV6RCGUyy8WhdXfHOd99ww80NgESdSyKHu0cRu51Ly4SXvuJ1R6+4/ybXsX8SKGJVOaJydNbeK171RxlomVEmBs7Ngb9gH/zoxD0H+KM/eRuPHW3ZsiDVUQOrKaqSB5/88I8/eUW5tzYhSJZSMvOus3jFq1+LOs0k96Yt2jY0E41s5MxVOXL1i1/+egTEsbQY57XDH84w5vnxQ0uLNGqxqUhOJSFEuVvxay94WQKJYC3jcQPnBZe47FtgpBh1Kr/66y9rOtrLfsYkVqACK3ASpsSUnHJ5rIiWoutuaE6RPaRYdm1KKpmjjUqucG6TtN3XO65trC99kYop5jh/VEYhEFliDnBvferMmWveccMPPPM5X/G/f/MrXv3WXqZEFaugUsdzJi7YOjMxtZjECRwfh5f+7YmeyIQay8z13Ndl7/73bI9de/2Zn/0PL3jM333yu659X2NJrpatcS/Y2rUokJEZOTY5GXfJTog9LrcPqs67IwpIlIZJXAHrxEqYGteJVaKe13NOLJtiT5f+XLtlBsJyK2dSOaqEEVlKx5FWTtx2D37vdX/67d/9w1/ylY9/8av+ZItIrlr30jxzzLO/Kj03qkKdZtXrb77nGT/2H5/wD5/6/jt1gL3TmriKZAcy2dE3SymOuxdmqEEdvTEje0CrziMzjpye18/71Rf9vSd812+99PWnt+hZx54aRA+gKKkZ6uei1b2+sAW2wAaYoa1yBjunAqRCXSe3uvIP3vDOL3v043/v1W9piZYxbxMgoxAqEJeF3stai2VTZwFiourC3sB5t5c8DKBMjFy2bCuKDjRwXv7HuW3Vd30RBRKBtuttjX3W47ynMxDK3UuH278vS7E6NG/Vt6O02Mua07FcXXn3vPrW7/jB119z7Zkso9v0oSe0MUEFXvSS10z7R9turTzQwAbMVBcLUKH627/9kvfffHcmlMvWlh/p+aRzK/OFXWUUnZiJlqiJ0LL0MYHMc4+pgtRFbToU8e/+/a+85+Y7e50653psHymqkHNwjjwz4eC7/9m33P9KVECaUS4/WT0hTOXlr/6DrdSIWYloiA7O5CawydCWauD1N97yujf8cT88X3aH73Itb1ISypjsdF4BQGCe943n0osYp8qI+FEgIbnN2sr+lkff+hc3fut3/MvfeukbMNVk1Xg4lQglx5QqtDHlEuzgBtwA8y45a7eZoEbhqmTGSJyHe3Usu59y2RjoUi9e4jVqr4fHWGg8dykJzAap4OWveuP+8Su3DYiKCARIFSSy9RJgkcorXvWa915/GytSRC3jUrhsH37ZW+jcQE0u5zk34/IUG5fc0nHBU+cu12tfzua+zCesZZt427ve/81PevpTvucnbrmjNdQzrfeomGqHMsgSCDBiPBttt6UngVAHo6YoFJSK9QOf+7wXffGXPfF3X/aHBx2zIIWWhy+IbOsSyvzrn/uQBz7w/mBfvtlxWak08szc7jh152te95rzrp9x4oVUpHLuQiQ2W/zxm998enOgEpt5C81QqiUUwfW119543XV3R5lyecDN7tlmu/gCsAEKvPp1b7n99lM5N0Zp2+20t4d5gyK1TeT8Jf/r595LpCZba5nLQ1ae97yXfODWu+eMBFIdbIgtuFVsgbmDLfbfcM1br7vprna4acsH99vva8DTheGekWCKGs34DPTsMxDZkbNe9Dt/cOsdcwKtp5bdss4/HS5zwvTIprjuxrtf8tLXbrcVWaQOzciOHHeNvjSGI75q+Q1UKRqbLI1lgeWwPnS4+9MycKOO8yb6jm+rM3YPjP0QL87gwdJKcAvOjL57RF7Gqp7JgqMn33PTXd/0rU/5D7/0/K469wAi1cemvlx2PblobauARvXLNCAXPpyIpcytlygdsWm64578xm/+vjf80TsT6CoXzvDAuYb03BY4y9NvefGDG+71EiZ2m2hfcGMLkU3aCszlOVLLwxTANjYGT1y2YezLU1sP/4SHY12CRK6i7HWttjgyxxXvvvHUN//T7/35X37B3Q1aecamOebZX90pMzPUgbtP89u+4xn/9qd+5ZY7tY3juTrWp5V6SDXKmqjooSaKh6/IuWpbNAekbNrOLOvtVl17GUdmHnnjW6/9pid9z08/91dmcNty9DoqUJBVcwhQvcSrJMvud0FExtheLnsQU6tXx+rqxLHrbrz9KU/9wevfd6qUiJgy2Q62RMTYyCErsIIqNYXKeEElGcuMzHHL/KBOHkWq7MZyxxyPRszkDG7JDbjcuXcbKjLGfsm7VBejPKdKlbGj/VKwEy58Hf55CU6FtY6np/WziY2OrPpq2jTedMf2Sd/5QzfcEoeR5t7nR4EqvP6Ge17/xjfOrWvpDo9ouiEPiuaSHYmI1e233fn6119TamB5avlHejYxJwqRa+aa46vW8kSCUGbsHhG4bG+T53ffGOiRqPG7r3zr8/7rC1vZ6+jCgbhB205gjU2evW2/br/x67/qcX/3UesAc8NQ79vLPm02URH1hb/9yjpdIe6De8iKXBallt4R29TckUeOHXvR77wK5x4jFvellBBQUQ1MUAUrUJl1fKdQ8NwZFVSMIV9kUIVZQijM5VFd05GMvZxOvPVd1z3hW77tJb/3hnZu3VUc7t1JzuCcMSMa4iy4AWewgW1sJnd4jCmUZM1S+xRaIVe7yngtquNRZ5d4QeVSLwRjt6EqEmxi7npiAtVRTp3Gq1/zh4oxqtKhGdqGNlUbahOh3ral1lOnTv/e7/9RArOyg50x35cd9LXsIksm2JYhGG7IDWKLGJFvPKo9zz2C87LrrJZD3g/TQkv+3u+/+ZFf+rgXv+yPzm6PN06tHMQqM+ZsZ2MVYzf18XWHIlotOZWsVCD7NBVpKx1st3eW2g7mY71+1Fv/7KYn/tPv+4ln/6cObDUifxPn8eC7Sq4rvuB/+fzKsrxhVWiiViiKVSTzpS//n9uWPFxkqiVBAEtaICniDde87br3vXermZXcX1duCzuJgoDKbbfd9fJXvh4ES7SLh0uWrNh6nxv+y3/9tZ6BszN77NW93MzIQBNSa+Jvfd5nr+5tOkApZUyevOWWW577C/+tzfu1nAD2oAlcndtuEgRXLevNH7jz3/+HX04hoox9aHf/fR/nGuS9BsJQ1Cw1oybLsmc0QoXJ9XRsir13vPO6Z//U83qilNUHpcrLxzwyZuGHnvlz733vB4Lr3SjHJrSpGs3vHGhFGejl8PG0Y6rJKLWrnPctT6GILJHLQzsTADvRgFyeD0mNOeGXrciff9emqK4aq/V0JDChR9apNWA6dnZbf/BfPfvXn/8qgakEG2M7dmEe8wdGFo3xvCXO5JboPPcR7uUFFeZE1ZEVSwjY7h9fze2evaPoDX/25x/4e4/9J9e+5wNS7ZkXJHsKKFQhRrNZoQmokTWyhC73jYwt11RiacrGFI0OzuC2YDtardwFbnL8o748euWSnysURSxiUYwXOpdXVqhSzCb16DN7OVqOXn3nAZ/6/T/2Xd/7I++/a6MP4q6oOebZh1dcWR7GelgiG4+pbm0U07oQZ3te87b3/Z3HPvkVb3hHq0czCrKFEk0oExDZGjNZuColukpnUWWv1Iq9VKxyVqiWaV8pKBU9o2VJ1r3tpl/37muztzrtNptMUewoQuHyHJ8EZyDJfeQU2q50sO49FNG56mVqpfYoWSonoFKVWdUO2ny2kwdtes9Np/7Jdz3t5tvv7gxGlLoeu/gvhY1liiASFTm2WesYextKUBWRSAoxpnwuz9ga3YWCsUs+RIRUxw8UCjOoTvROJkfZrkBMdqAunfMcj4Dru01QOkDkFYy9irZCi9aDgnpIkeNh5WRmIbFaIdgP7s6+qcf2FdN7rr/zCf/o+2689VRLKRPZurLvHiUOpYQu9Y6XvOL3b7z5dk77GA8tGI84QiHWKoS2e1PJHnMc/62Xv3abGKuD+BE/zkeoEHab+3NX7SyJIqi0adybEx0IqTIRwPgQc7YOvOvaW5/2tB+/604wjzAmRu/zGdbIRGnYi/jrn/3wH376d65Ly96iFKKARUhhNxFU5woSOXYtUab0zvfe8cZr3rPpe4DALRmYa3AdMaUY6FAwjtx5pr/qD99w6mzviaUknO3yD0pWdCCXdTgoOSWl2AK95IrYjwzmtrKVVIwxZGWQwSlYciwV6+I8A731jnIsy5U/+qxfvPlOzEJmg/pYPcnlzCrjiRIgMMYOMC/P6xoPDUiOIiOwDgraVHWmIoNKoofmUFu1vkqUrMQKy/ylc0smoaPo3EOb2rYmQ4VgEWuyKEObii0lJTKpLOpL13JUbBvxqtdc87Z3XZ+EYstIItAIlD7WHfV5iuzKrPsvevlrzzQUBu/LAQeSElCk0BZgjjK2CpEaU6iyL3tqYBb6uU0Ax17xaEB2ZZcO90Lf1daXdDGSf1P86Z/d/O3f9UM9jjYUFZZSCPXeCMRqr286xoap6oW9sEVsS2lgI3op0fqWVNRSpr3eudqb2jz32D/djzzz3/7S03/8l7YzRkjrLaWiXqhGbP/m5z+ib06XrtHM7A7Lps/JOP47L/6DW+841dX+b/beO17TqroX/37X2s/zvu85M2cKHSnSpSugNBHUkBBbFOwmMRpNYozGJOaaaKreG1PUmFyTGI0RGzYUsaCgIG0oQxmKNCmhDjCFqeec932evda6f+znPXMGE+EGufr5/WZ/zh8zMJ+Zt+xn77XWt413/nyXTfPIDjSGj//7F0e5Fhm4WzSb3TyyiFUeYuHarz/z+c9vmDYPJCWKpcs4hqCDtcI2z7TLr73V0JOJSadlbx3CNECmgnvtvusB++yjUYTJFmFj9xYnc47WyMuuvu3+h9cEkzDRBUgwYdQpTcCVkgCnEOx/6SvfeeChdblkmXXPdOQfn8+25cnv6H3zje7HXX507jJBiRK82QYwakbZAr0l//rvn//BD++3LVnyMY/H7xEesMJCjAgvL8xLXGxujFdde8tXvvbt3sSiHGUyWTgBZcyVgUCoB8afbWyJMmIQoJdpjwHFazdFpAAZxgjxMtOQktZqJWXUwfBxqEF024CCYKKotYNoK28YLm7JvDJIiyoqb9k09Jy8rWgjSX2zaraVWave/RcfuO6muw0R3QDUI1jCXbooCi+aNEOQoSkUUSFUzAewnrWVubiIqZqkaCq2Fb0CJGAWITo7HGoScdOqH9rbPIp//8w3mSCqhdcxllNU4iiYW/kc6QEPL8Zrj3Vbbdk6Ywsfdq88A3BRCQ/mIOBFqAygKrax0VF4OiqQBOkkarBWhowe6aMp2u1iIVRCcYQqrIRJmFRBQlJCXUdruUUO1d7S07/w7Xe8+x/WbrK2SH675yRibj7x31akblvb2rxt6//Hnd6W6aS7R3hK2uYWCMpg42z9zj/94NW3PuD1gix0mCDTogMYLPf6taBZtCDZaB3yRvqmaDfCNnk7E549j2qBwiuJ8BZCVQ1hwKwdLZro/85vvr5fpehS98pkUQwaFMBJAw3SIHm0kbSa6OWp/mhRbQsXxOLJmOq1C+umsmnxmbDZWiJEXAQcBkcukaVuueCS5Td9+4IroXA4ReacxUvoLthGp2gvEXlGeqnLEFUIQJeAlCS/MXsKAkDH8dQB1Ih6bFJSMyoJBN2pUWJsQZK+JRfHAQQLW7LcMxnwmFpcY7RkcrikN7Ognl3QGy5aOFo0aBbUI8V6H62rVRCBtkUQogiz3LoHpHfDTXd86eyLIMy5gUTn3jUuZopp26bp9u8++L9N+4ZKUy+mZ5MoWgcqj2QqAsSo8UhDDC666sZVGxoHhCFP/HYRcUFIHhu3GRgBDSQnkqeu0y+5v0xw5janxI0b17voyPmvH//cLbfcq7IwokZIwJEEmljVybUSf9fvv3VhD4ysWnLnk2rVWWfP3ZBz0wPSzEjkiE+f8bU16xtHMrSIzfSRpj6h2d2qRAuJFDJAvfCue1eee8FlImJZcraC0j4mqlRkeGBmgEgu4amhmFryduOiKe64NJZMDBcNmu0W6dRkXjSVNTYwbwRH3jQCTdRoZoUeHkiTORZedf2d733/R63ANW1LJlBLpLKhCtQMAROiFq8ID4azMKyCIRA4YtQOm3Zdpeu9XdXjDPNm+kbEOvh6xLpk02yH4S3JaNsunlE86EGg6qk0la/t2fqUN3uzIWwD80ZpN9LWVbGhnVkbeQhARHMbZagQOUcIWM22+PA/nd5abzg7o5LDLUyAGkisB84qAHoORMPq8hW3rlkHZgopj6PNK6mdAkhYgEEHRLzPUHQBIsJIY3KcjhM0nAEarB0B3mazMkwn5vPFI4r9Tg6mB9fYO975tytXtzMmrDS8cXdvhaiq1IuIqlfTXbyt2UazPvI6+LpmZpXKMEm2PFNiSN0J9oMD8emQnKk5TTZp6h8/esYH//dnsxGRUqoBpSRKFrRPP2TfyVpKmgqiNI0KtGZiPrlxE394xz2Qwg8sfHWEF8WXFaPMh1dvvnz5Ta0NVCcAIo+CGkVdDJoiVG+69fa777kfXhhnSsi4FSGZJKJOcve9D9z/0IZslQfKFA8URFImeH7ZS35x8VQFb8sn3FEkHCRLGKmRF1x6m4mHukcDGK24VqFtDaLuFjYEjGmw8uHpy5b/IFhFeEd15GM/g9hKoDgXBhsdU17Ciz5tjH5GBAqCquH0BvVM5lnfOBdzUXtbNRMd0blQ9ObsWhHIuSUg2vvKWd9tkYatoUqdNQfpVGMCg5BA8tDowDgBtXPXp48D2UsT0kaXc6GBALNEaADUKNLVUBOJ7jL1cS5dB1DCLPV6eWbz4sm0uJcXTdiSKS6exEQaDnRY+TTy5lR5VYkIq14l0bLcDlK37K1aP/z8Vy/IVGGyzHHmZ8eq6fTvABgODWfbzDKp9uoFAy7sjRb3ZxdODBcM2oWDdtGgWVAPe9ycbLONNldCDwYVWkcRIzpdwLr3jW9/f83GLnaAnRFaIBLDQ2DdcRaMXPjqLvDHrHY7TkLHH2GIROp0BGSwpjskO0EvCUkK1BKSxtmU0amgpUQlOTSg4aM9dpoccNNUv53qtVOD4cLBaGowWrzAJtJsxc3qG1PMRB7GcFNVK9qhVIIIQXL0pb/dN7996eve9LvrZgLC3BrD4Rnbmrtt6/GtbfY929Zj1uEIwMxUkzkeXLfxrb/3lytW3AxMWg6Egh4BJ0s7RVEbzkzU2Psp2x/xoufsu9fuixb1VUhi82y7fv2mW2+788677r/t9nvbrJXUjmQtwQHMFi1sP/A/37vfPruFGwp8Ni/DFwGyo64gAM9MQJ6+6JKzd1la9QCX8Bye47777r/hplvOu+jqs751voerTIRHzElWSj3H6vwLLnrtaT+XKG4/AZXZk7eqzXe95pXP/cBfvK0KC9a5MHgaX7t2/TU3XnfBhdd885xlo3bI3iBblrr24jdOUsXDv/Dls974yy+Z6tUIK250JTW+c9sTXnr51Q8+vCZ621ubISITE25tVSfzVjVlF4M5smhliJUrV33yU1/4o7f/itDAwBMG9H7svdugSyjWgnoFrK6lbfPCqSWzFmd98+Ivf/Wc/uSEcRQkIpNKSLSOFHXVvv/9//PYow90t1S62i4u7Efi0DjX6pGUCDz40IbPf/7MgHoYRck+mBAtYqhJrQU1BeF5tuppjNJHPvLxXzzx6CUTdVfaePxfWZDGPP+5iDhs78nzvvPFnhgjgMocjecNmzfcevNtF120/Ovfufi+VcOIkUelg8ojIyJKryfVl848+42vfe5xh+4P1YgwDxGZ06TNy0n7LzYb43fefNpLTjm+daVUAQkGOkOiAOCZm4f9D/3z6SvXbGIvddS4whENYnbl61538nOeviddUA2GYWCkgDhdrQC3O22/NCycrlVJPu5yCyJwzYobrl1xA7CEvYGjQUBT8twE3LKTCVF0RwJg/br1H/7wP33wL96qkRF8Yp6v3SHjxWYQVRc+zwDbkNIbVwFVCaG4uygfNS0NB3Tw4OqNv/OO/3X1dT9gtUBFcs6kivSotdvImulKImbW77h40XFHP/PAA/beeceFg74GzF1XrZm56+4Hbrrltptvu33YGqvJnEfCqmEKyBgSgUM+8OF/2nWnhW983UvcoGX6xFDKXnvu+vTDD7n0qtshNUVAzbmFkiLl5Lz2uptOOu4wKexZHwchjB9ki7jl1tsfXrU61UvbJkMJ0cJUBiLYEu7GUSNXX33L4fvvOc6wiEdt5YBef/0tlk366nPmmEB4TlU1UfVe8YoXRxeWONZidVEqXmRx6zbliy+9vEzQHBKdFA2EqWjOxpSYJNxzNpX+9y5Y9vKXnJiopb9xj5AnblwxF/SOoIxZ6uwSUxiael8965y3/NrLd91hoRRV7Ra6ZvHIkbKz3EOF7iFChbrH6vWbvvWd87UeuNexVeqjP+kF/Lin7ILcRGI0zZj93On/8syn71XeZHiYce2aNT+8884Ll6345GfOHNnmQBXRi85lpwt4BeW737vgfe/+tUZzneof/+IpkJoRs7mZ/dU3v+rP/+ANymxEQISuYZum5eGH19x+x13nnHfl1771PWPKIZYBpqEFtQqaWTz08KpzvvXd17/6eeP+LMZ62p/efJxjLyIGwiICVITvufsuV5z3ibpzuZrDjDFq8yNr1/3wjrtuvPGWSy5ddtmK+zjRn5lZr1U/LBdQt82NVsmzX3rFir/70L++7z1vqVMNZAoRJUJz68DGbWvb2tbmbVuP51oLzt37xbNYh+aqSaif+8r3v/GdS6qJnYBKWHlklkwhEHT1zUm4YFI+8Nd/+aJfPKKnSAIFPHKJvnZoazFs+O3zlv3Jn/3NX7sikwAAIABJREFUQ6s31r0pQzUajuoFC045+ahXnXqcGpJ44ZvNe11OBELQjY5FNeVN04NJDlKzqJ8w4qA3HbUIq+0X7fq0A3Z79atOOeGMZ73rz/5uZphTb4l7jOEyeiRFfc2KH8y2UfVYJ/4sMx/6yQdslw7G+CqDNCZsVy/df8/nnfaik17wiy/6rbe/c6a1Wac1DaDhbgTpgbj1jnuWXXnjyccfWlcaNi5+yoiZPjI99/zLgjW1gglINxO4W57s1Zs2r0dve9CYYMiiNb33iU9+/rff8KrFi6pxCvCTtVxasKgvOmIYmc2DUo9G+I/71/322/7CmVhXlkeitQciR5WESfJo+OJTn/3LrzoODiXlR+zvvNOuybjRi4DnbKK1B5dfdeOaRza7TIV4uIP9yFHXllI0o1xxkN2kDjDMjaxXXHfbDT+4+cRjnh7mMOUTGxtos35BhYnK29mZqlpI1TbHTgsX7bPDUS957nGn/MLJp/7q2zxym5GzQYmkcKrWlptmZnj58uuPPuQApXogqXinORlzqP4LUKN8Nol+wrMO5dHPkNSz6EpBzqteh4GNs/jYp06v19soO0S3eBIQ9M3HH3Hg615+Yo/iUo0Cwg7gHrukEBHNcBZJVQVAziZShSOACy+5ZtigHtQx2sx+klTZsE0pqoSmaUq1HYjohGR61llf/6Pf+ZWn7DQBFBnSE7vRuKUWLQcgGQ5zGgh65c6icBWV+edFUboRkpE+c8a3zv3+lUxLG89VXeVh9Kp+0yLysB6o2NBmH3nRKc//o3f+7uGH7KQBcwgRAVW4IQTrNsVFl674qw98+OY7HmD0JKUcdWFplSSX7Kr1wvd/+N9OfekLFk9UpVcSqsHrii976YuuufEfZ4xmzqTQCj4rKtG0EXLd9TcHaS4idHcRVUq4UaWMhi69/FrVOiRFiaZDBJ3MQQI5CNGBRP+ii6/7zdefgh8NMg1QKgOvWXGTpF6hYCCkC7mne57da/+n7L3nQpYhYme8NB7jEYEU0G+c8/277nnAtc8CtFIIl8j9fpreuDENJp303ECZqr6Sy5atmJ4J7XsKU6lVJJ740TRGoqJLExGMEwIBBiw7731g3Qf/8dN/+763KUA0xeyDXVRG2UvlBAsQKMGWqi74zvcvfWjtxqFNsmKYdS+W81y6nrzpGSBBsJgulRFHjpiZGviCGm5tShJmSdOOC7fb+6lLn/+8Zy1ZuvC97/9wb3KHppmBjL1PCAc11Q+vWnvfytUHPnUHay1VP7bnKMcFperXvUp6KSaTA2agoBHkhdXSXZbsst+eu7zkRcdXPX76S2dLWmieKMkDsBJBJE2Tzz3vgl97zc+NJwgeKPZvP71V/nUKwggXFWtHSKjVF04gWUl78bnUpaixtL94r52PeMnzjp5+02s/8/XL3v57f6j11Gh2yHpBMDlIqXJuFeK68BOfOvPnn/+85x97gLsSLbWDHYPzjq5ta9v60Wdu20ewbf2Y2XZxljLLvboXonfec/+/fvLL0l9irKpUe27ZTSGdyGQ7Wa1/22+89MqLvnTqC4+YVNSwZK16U8FT5BRZfTiQWNTHaS8+/spLvv73f/s/Dtl/xwqP1NX6A/aY+N23viYMCWZNG7F1XV5cnlmSd4gQz57q2pphT71i26syrRZPCKj5ghRVxOtf8/Nvfv3LVVraDDG2HQsJaLC+/4HVD6xc1Zr/jJPbh0N69CIUuasZzBkhQYQFLH7+xAPf/c7fmN60RsIZBIVaUzQIqAyzfvaMM4OMkM57YQzlBSQ7vr/sauktyJmgICAigqjgL3/ZC56yw6JS7bog4G6tmaxeO3v5VTcGxf1JvlaZo1yKnWegBywYIWgdH/yHz2YsMOk1gDMczlCVWgEbbtx/353+4HdfJ9F5m0SBm0ByKyuaGG/1QIhAVQoL6pxzL9J6obFYgQiiSlqHDY955kGHHLBPAkVqsww0QJC1pKnvfn+5dZjgf8vRfc4+Akj1QhGaiaQJQK11kRRBlYTAs5918OdO/6dFk0m0BC4EzNwdFEeS3sRV1/yg9cJQpXUj5kenfWyFvmzVW0edqkpU3NVy5blCrqJNYeqhBoXDTGJk7Ugo8x7SAFwsesqeEN6K5Ro5YZS8FYO6V5HV24Q8OahiLA9VVZIUDoejSy69RrSfzXUwGUFvo6pUkV/8gucesM9ujAYI7wiWEJGH16y75PKrrDMyeYLxHt1e6BLHI8ZKq8Js00xaICLath1LXLeMCRA5O2+57YHTP/t11kuz1kzajIaprkezjQD9iYGPNu+zx/af/rcPfPrj/+uIg3aU1iWiolcSFVuaJURlsf0kXnLKEWd+9u9/8fnH9itHnoYoSJZMCo+Q1LB3/5rpL559rgFWSKMWDCbKL734xEUL+0SmauQgSVFrWydSXd90y52zQ6eI5Swq3abrADe2jiuWX8tUt9koGuYE4SUAvThIoc1E9H5w8x3rNnjxRx1LkQtajtbRZvzgph+qlJJfYhwcLrB2uPHYow8PgIzwFlvO+QCzu2XH+s3N6Z/6giF1zQR07GvVvu4VL1m0qEeYNyMmRbjlbKhWPrzhU587y1lR4THq7DR+EmdQJzbkFh/UrngqrH6Z+Mznv3H1dXfm7i2OZaJzAWkd3hKRRyQgYoGZmeazX/yesaf1gCLwvCWaBwE+yW1eWIwdbgEVqoQncbcmMfckJ8spHNaKNwPagPGWN77y9a95NdoskYpxWPEEJiW3PrN5tOrhVV4kAz/+GesUucxDInNCSUv0Wr0S6yNP0EZshwv6RvPfeOOpEz2ENZpSmCMEksJcUzLHcLaZHXUSk/En/tNs8xhb5OUAwoxl3OetZSgBjzkzreLRplL1qsoy+v369a866Ttnn37skQcM6lAxEYYjgnCK0GVyupE//OP33XHPagrJVD5KbDNj2ba2tXnb1n9nnD2v03PLIjLK0Rr++E/ff/eD65gmPNDmRpOw+4MmGCXO/u173/bnf/zm3XcYDDQkGoWpFreuhKhhquwzqAF1bDeFN/7yKed/+2P/9s9/9vd/8/Zvf/OjB++/u9JAV52HOrAbjAa95AIVPbyHCFNKybIhTEVgNbyGV2SPFik8Aa986c8PariP5v1tCIiH1r0FV11zQ1I1N/4sT8P6C0ahrSBSckEGTDQDVJgSsH7CK0994VN33UFgotp5eXYDV8+o/uO+BzduHmVzbqG2ddXVbXesvPuB1cOZVrSGCMzcs9CHM+tPfdGxJxxzONsmIrxkzbmTlWPw7fMva+xHuY8/8WXzKx5SRARMBvnK2ZecefZ5hhqpZzPD1Bt0X71BIy+Z4j//7/fuvefOiejS6UqJNs+UTebvd4KE5bZUdes3+bIrrhu2EqR5C5CsIjt89pijD37WEQczNx6oaxVkt8ZCwIlLL19hALSOJzg2IGfds8I1oapCkaU4/KlRLJASfu6EA5993JE5j1K/FxEgVVMzOxuiBrnrnpVaoW1tHnNtzDR77FUe1URI8QYYi4C0VPIJYc1IwErT2JpPx/WNCwfhCZ4IhUMpUiLaAwwRRyoyWINKxRJ4F+ER2eP6m3+44vrbpZpw0pqMYJVqb5pmdv1LXnjca1/5EsaIiCi9ZYjlWLRkx7O/fYErA+Pp9hOdbhlRDPQcRLgYKkPfICtu/I+PfuJzTRtVUpGuzp0DosoE6k///IN33bcO9SKjlvMpN7me6LuN1EdP23u3c772mRf9wnGTFTVGVWXCLOLZG8BFndGQroy+YI9dtvvoP/zlKc89WmxT2a2M4rSBcIm0IHTy45/84iijExRRCnV++6W9px9+ALxhBDQVCjEkVKQNPvjwutvufCiHlEYLHoCLaoRYyKYZ3HTLHaPWmFJ53ggQieBcRjyZnOme+x5acdPteSsjEwCwcAhXrW1vu/0epmRWZMYlthuM3Ev52GfuWwlKivqWQ5kOOFUp1a0/vGfF9bdZpGKKShGAcKMPX/vKEw/cd3dvZyESZqIKitaD7PVHP/659ZsacByt4D/BW1Hmvc7yjsMZ4Qj2p5vqq9+42KMEccSjLTdj7OufFIA5c/Cq625eduWNkSaKPQvrquRl/7+x1AixEOvMN8EyOQvrnnNCwB6lR1SkWpsTfKpf/cm7/mDR5KKJahLzvLeCrHoDSLVq9YYfG9szb4zkI6onhTKsLU6cylB4jehTRRIlcq2y7957Hrj/vhLGcCl70TKTeqCqeitXPhwxN8JC8Elvjx/HPmEXQjMORwl3a3MvIQLoHLLFhS4MUScaABUy0COe/cyDP/w3795+UZV86O1Q67pQ/wk2LaNacMsd953z3WU55m7eGJdG20rXbWtbm7dtPW5IoVRdVsb8YSLiDk1c8YM7zr/k6pA6F/tgmnsLGDwLRvCNb3/La379Na/qh0tkCUtCKbQQSUEpJlsoriNEpZCIFNEXP+0FJ7z5tS/eccIIT9K5jXFMSYj5TeeWZDKCkl3NhVKRVae5LlrsCAiFrhb777PH1KCvMlfmxpg1IU1jmzdPe0BFf5aHYtlHktxKoytwemAkak4PtCpGaxYvSK98+am5HcK9FDodUTECWt9z7wObN0+nJMVdM9xBRkgbuHDZ1dmramKRe8CdSQlX+t577nLQ/k993WkvXDhQMiDqZlA1B+vBhcuu3jCdyeonf1XOKxSK52cBW8MDZBuSkZZfd8ef/9UHRh6uaC1jMJmbgCdFpWHIm3/zTa846rAdexWIpoRmSykoudVAIxA2dkwLtwIrNY6PfuKMh9ZsolTRGRXAzZQuNnr6wXudcOxByYcibJtRwFNVARrau+Hmu8698JruDv6/v3cLz5NkREgK9+L32ARdUxlUj8CGyQWuwLOOPBQIdy/2sObGqi70tkfWbdo4jVSrSCdt3Jr//OgPnFuHWwFjLp7AMc+8u5ADIUn6dHHTcU0DwEEH3aCtAyJgxZRsbGswLiEVpuIVJY2Tg7u3PPL4u3/4SPbKQ4LFelasyYk+NamHHbjXLzz/mO0XDwQG6zwwNVUbppvl191674MbIMrgE7Ea77KLEYCbz4LZHIaYHaXvnHv1W9/2oVe+9k0XXnxFqqTM6ksYd+du7h5IV1zzg4uWXZv6i0fDEYhwQ5BC85ykHaTh+9/7ezssQV8JH5EF+5IMDemFVF1EHgOR3VsNX7JA/+Fv/+TEow+BNypd3BZJSPLszvqHdz3wsU+e1TrbNkfoeMaPo486FN5IODzgXuK5MlwkbZpuz7/wcgecEnAKI+Bm5TT52L+dsXmmReqZR7h5B76EBLR48LqD0noO4Rlf/HIbRZJEgQgIGMjsOPOr3xy1yNlFC2mTAJUhyFMLqiOfcZigeFGOw//Kc8/wwLDFd793pSFFSqLKiDAr5ls7LBnst9dT3vDLp/WTA0YRdw/GaDQK7T3w0IZLLruqdUiSYrr5E7gPH/WklFsksggZLlWdkVwG3zr3ovseWp9NAHUPdw+U8UZ5vugRTTMKEorV6zb96Z//rbFnQQgRFt6KZxarKXvSZ45dADp9nNsmzhShQAqkCI3oxjIBSVVieAXfeSl222mH3MwA8xxcwt2CrDZvnonHRTfNmix85DEb3qQKEIN4CCIF1CI0vKRPeq/CDku3owUbE3O0jZLhTtIsT00tjO4Z/E/ujp9G7STsAkt1LhYdoKgyQHowB3J0qLiVgCUVD7gmD28S/aD9dvv7v37v4oU9oXtkhIuquaGecE9Mk2d/6/x1m7vQPWydlrhtbVvb2rxt6/HUOmOm9/iWjAiIjAyf/Nw3Z2MS1OI0XCLgwo1K+vD1r3rhu976GnERF+kSwFJJfy4onNGdFszBHCwe0CZh6qZuyT25C+bMGyVYhpteNFnF2XGeiqjLFXMoIgUSgpZGWXNWc82QFpErjYme7rrLblHyhSBlfImxfYgyCWA5/ywflZVF8qi8NMaoIipAPMSRQoqfijAOPfSgCJun4J8rdGT1mrXT09OWTcgIAzQMBplu4jNnfJXVIIcTATdEritannnPu97xlO0nXvhzRx156B4SrWqCK8wD3lJ+ePfKT33u6+FP7gHiliK6+i/gAeZI9z60/g/e89cPrm8s1cG8JSIMQW8qzL79La9959t+tcJQUdLH5yQo8/sdcjz/LW7cJEBmi3sfWPvhj366Rc+pQCc8U7SC0ZHPOOB5xz/rpOOO2mvXBbAR3SVoOUPQmM/k3nv+7EOPbBy64AnO4yuPKlAVlZJ3+RIKaIQ6xLO67bzDwgiYxVwI2tgeHatWr5+ZyY5w2pxvRPdAPbYFaJc32Zmu0IJeotULXbY436IkhfxIO+vaurgzQiyIkgoc9BAYS8tZHu1xfF3AzSFy/iXLz7v46mDfWTziDREJFG/e8Mun7bP79gfts/T4ow5RdShJIGfPSP2pex7c+L6/+bfZERBPzHLDI0EikClZBrNe3XD7vX/y/o8f/ZzTfvXN7/nCmZesWjdkmnSHlNZ3HEZWTsuW8i+f+ELDQRsqgz6shUWKxIDb7NRk/sjfved5zz44dWQ/QDSYHNqdpBCHGNRLsFYYkSvGzourD/2vP9x+kszTIgGRHAIHWoPTov++v/7nO+/fIHXqEjfAWuIFP39czSxzoe3Fv0TgUkMXfOLfv7h2/UhUI+ZkY8yOtetH/376Fw21QYOEQOhE7LBkMFEXw0YBpfg7ZfLsb333trtWevE28mKk7xaxaTaf8aWvmydJ5Y0U2iMjImz4a7/88j133Q5mUlicfBRtQ2Zm8xlf/AaqyUx06RWkgBX9lOcdt92C9LpXPv9p++5W0WHF89Ah5qKGwRe/cn6wNo/51f8TAnfn7XCBh+WwtqKrDZFNU/KIDN51/6o3v+VPNmxqPGoweXHxnSeaIlDVdRtogX/5t69cd8sDgV6UyBy2ylYZzFlBiIT7/4urfsubI6DRhaMQFGiYoCWM7tECIxUXYsmSXnA4JqPGWJArbkgpBYKPCaFGgvcQNaIMf8tNZpnZ2YaMAMmegqlpLGdYS0ZFKNx6tXjkguu6tXvs+ZReT4remAA7WsFPE8vDHEGe7Fi+xe9zbnNv/aMRGtHlYIiLGK19wcnPfPOvvlxsiDzszJVItG1ALPUuW3HTp7/4DSM6ffJc5Om2tW1ta/O2rcd7WsU8KhsEEYSMWlyy7NqoFha8rDvmO105d9lhu7/4499fMpHmTz4hHUxQospZLBg6FUcXN0sRsiIroiKqLRFGKO7kPmYKQUIRaQtg1/135zytETEaSyNK8R4IN8Pa9esNBBJC0fmhOeBK7LH77j99rsdjLXVVVwnAtcSZSyRG6vKyoxJJ4TQreNQctBLjEg6qVKHnLAg3pwhT5eSZZ59/130PWc61JniWRGF4tDvvuPQFp5ygAKN5/olHILIbKUkCZOTIkap/+dfTH1q16Um+OGsylTDrYG6Nw0Z+711/veKG27MOzDHHwQVMOUo6e/yxB//ZH/96T1B3hcxcq1ZCo7oemPMx4thyGJJ60aVXb5p2YzEWKvQbJ0eK0W+96Q0Lemm7RdUrTjuFklXIEBEJz1CF9G7+wd3Lr7ph/j/w3/zGrdIui7mGC40MJSpGBReJkEA4CUV0RvBEKf8dnc99SezwrWa9fGx6D+lzqb3do9ihGjH+ADtAAPAuK7L8a2WYzRLXFgyfs1CMccZbMaMrZ0Gg/DJUq+z4/qU3ZF0QpVCjAy6EklOTg7e86fUS1hM8/6Rjw0ZkkBQhKaMGLhNf+9b5Kx9ci/yEPnMRacwzKtP+mhl9x7s/eNIL3/CPH/vy/Wtnh+i1WgV7BlHCLVP4qApv3WZcteKW0F5U6sNN0EhU5MLWsyOPfNrLfum4SsEwQYgoomLnQAKdM/Xv8rpEtQYR3laKA/fb6x1vfaP4TCA7RFINEXSYS9o0wqVXXpu9G1wUxGyvPXc78IC94VlZhmRSMKUIBuv7V66+++57A1tYzBGigltvveO+B1YF0zgDJiLMvX3xC5+90/ZT0WZxUDWEVIBVa/WVy2/aanYSEJF771t5+x13Q1KbM2W+b2QsmOi98uUvrQQIc3dKBdi8ZoOt81Of+fqqVRtaCyrDW6rAncLh9KaTTnhWipwCJz372DBTqoYSBmmDCKmuWH7DphlvTQAw/UQuwy2PTBDC2HXH7RVW0ZNW7ewM6wrhBrnksmsvWbYiO93LQxlbgejCJhtEpkf48lnnjbwfEIQDpnSFJ/GDDzzQc5tSwpPt+1xCAufGpuMLcXxuzYWqA6BQipFvANOz00Um2Z0JLN6nQnLx1MR4lPTj0dHKYwLRR9SImgEgEUqkYl1jgVRJAL1eNTPjt9x6O7UXTFAd5YZCIEQxuaD3spe+WFhqABDSdXo/zTbP5yufO8k3PbqKShDpP/tRhCIkRD1cFX3lC3/hxAV9SalwsaW4x0WE5UCqP/KxT2wcYS7nA2HbshW2rW1t3rb1+C+ARyvAKWqOW2978IFVa7NXP3JbCEKefdyx2y+qxUYu5mou5iXxtlOJiYSqK0MJYSmdY8x/4fjG6Uw0U7GOGHsCFvo9AaqrWlKTLiS93EbMJSodgERVfugVvAJqhD748CNrN6xzxVhBRKAM0K2u00FP2x8OVf1ZPiddWpfsDEgGUaDR4kRjJbm3pSgeeOCh+aS1DsMKcbeFk5O9upcqCURVVe7hjpmR/fvpnx02makys3BPAkRuhzPPOvqoqYUQGGjPOe4wDYuR0cXdi4dYQB9evW75FTc86W0eCjSWI4yMr37tvO9dsAzVgoAwVZ2BZEDQCGZENr3n3b/ZNqg1hZX6udj0MbpNM2/Y7I/uxaI1kOd9b1nqLwwR0IsGDAiifeqeu5z8vGPhuZ/iFS87ZWpBH+YMjWyQADyH9hfvfMFF11oX0vwEvnG6d2oTLy8hCp7JKBWaik5vHkKqMRA5hy05EIsXL+31kncWJ4Y5X7zHUQ5wDsp3Mjo1yZbMAMxBfLkLeKSX4GOUQYwX6iMRCQ4NESRBYsfOcxMzFhTJAYviiJ9x0aVXtzHRxdQXvD08N80Rhx+6+25TFc2b2eOOOTLRixWQSCHEKbS/cdPsJZddBX1C15mF1/1+k+Uv/+rjxz/35ad/4bszzcJWF02jalVMYVSRKgdYPDGxlQbzsitvenjNBofAM1IAmRZwqNBHm04++QR4RGTSPUp4ZTfs0rAUrYaVB7YMG7J7ACK0nBH+ypc9f/slC1TFQc+GiLrSaBtSmSaXX3MdBR7j7iDyRI+nnfpSiWBE5NyBlZ3Dj1Lqa6+7sc1t2TUkgaBi2WUrev1JSJpTWhae+BHP2O2Qg/ZKggiEOdwiHEyzQ15x5R2OLWS9gur98M57RtkDFFW3PDd3CPfdd991v713DjcViKj7VrYZAdm8aXjG576UXbTul63LCIjCbJeddzjqGYcJ21rtxBOOjjyCASHdDqQ70iPrZpdfdX1KVTB+YpjYXGy6ZSGeuufuhx1yUOSGAaiGjdBL0NQfTH3py9/JLUAhmL2dtzsEAVHNjg99+PSVD6+jTJSnURiMDGtPOP64ww45WCnl+31yyz6vxJOUWQsc4URL5u65DEO4lBzTUESN6AE6M+OrHtnUer31sRkAIvtOO+2EcIQ91mdpIQ2kjUJcRCfplYBEgleCLsgxW1x8yaUPPrzGoSaaha7hhADWtIce9LQTTjicMEQe2938lNE8FFkvDMWbtxOWB8aHeXdZ/Sc/EQwrV5RbWD5wvz2PPuoZ7WiIMhmnk0E6k2bn6nWbbr7tdiPmh/BsK123rW1t3rb13y61SeLMs77WNFbKSoaMTcyoVT9ynHTCkQIILKQJNsEGtHFOHRBSBvh0Hc+udFyCd/y2eXOw8Yyqu0O2/B+CEqJBiRLkO0YIu2se9L640kEnQuEK8IrlV0wPZ6QLLudcKazC/fbbd+nSQVLgsePEfqptnjYmrUsLaYM5szW0Jq2ncIaHs9JRgyuXL5eUbAtcOVe1+6677jw1NVVmsG3bFq3Ubbfdec11N1RVHxE557pOzWhIYDA5cfyxh3edgzcHP22/pYum6okJD1aaqOLNCJSqHpz33WVP7swhxr0qXISrV294/9/8Y6onA4qqDi8WfFLolmRz8snHHXrIfv0adIjU2IoQNmdVHv/VgIMpbd48vPKqa0dtfpTpAuFHHXXEoJ9U6O77H7DTwYc8LSKkW+U0TcNhXLrsyuz2BIVBrq0LjG1IG7TQMJqhNbYm4UC433fvg6QUc/NuJNJVFbHddksHg3HZPb/Y5eOAGQMIpQtLKnPnc6gFOWTIGNYziEXpx7q/uthdsstFdkV0LV9hVws0WLSWMSeRZYSI3H3fyltvvyuYSGFnO26AR/hzTjhGCLdRVae99th5t92fAriIkDRzaCIkTSw879zvP8FJjabUZGsNX/7KOStXz7osymmxRQUkqDjdnVEUlBGQR6OiF118RZth7kgEDGFCqVNdPCyPPubIQCsshvpsRnlMrHaGE0V3twX/USnWKa5JSOy2Y3XI0/bPOSMg/QHcvWl6VcrZq8GCG2+8KeYadC9kSDvttFMnJyfcvUq6ZfoTBMUDN918W0p1ICBdKLllXHPN9YBaQUdYrE8owqOOOPiYYw43a4REYVGTHtKrFy6/8gbMDQ+6ttevuGJ5CeAmqUlJwo1kXdfPOPywft0BheRWzoTlDdx44823336XSDJzkEmEBJqGwqOOOnKfvXeE59wMDz5o/9332MOzjYFAB7u8vu+df0nHIpEneqT7eMI4h/e6Wbid9tLnhXt0fOmAwN0tePFFy2655f4AR3moj0LkSBG94857/uVfP94Yqv5k2eqCYJh7+/JTn/PII490BJgnu80LkZA5MKiwP8Z0gHLrkgGNsa0S6nC58OLrVj64wTzNnwiXtXBq4V577fW4dGLMkCFkGDIKaTv1OLvId7hEuDAQcc899733fe/v9Sayh0N47rA5AAAgAElEQVTgIb0+I9zM3d78G6/uVeOdt8VT9afa5nXH77js6Ubm3ZHrcGM2Zmf2YiZH8+635jTzEFGSIlLX8qpXndavEwDPLUh4KyKRs1T1zHD2ttvvcBQ4PgjHtrVt/ddrW27etvWoG0CKK6GOz6kAGsONP7g5gPBWaA6NKDcrfTTqycxhhz6VdPeJAAQmkRGCch8onA3pbiIdEW5cVc+d0nM2DjIbViOTlUjB/aKGuLFxzSEWoItBAlEhAlUTNuKoUid8I3wqIksFiDnTyGXNxvzJz5/f0+1GQ01YFZEsJt0jxYjN2hOOeu6CBDMPDZFkgRAHM2IwhnuyS0QoUMdc3T8+VssV//jiSQVwSgE9hJLBkm3agIWM10l9TBDzvEWdASFHCbGgiRpoJbyH2gGyNYyE/aA1kW+9fdX3v3+d+WJoBY7AEcIrq9Wr1qqdd1k4sYhmSY1VFa1sHnLiqxcsj2rP3PaoDkVjdSULqma2n9eefPShAzQBElOLFvjhB+z7vStul7rfeiuBFFVl6ozvXrPiofUzSxdNaGSEAVSpuyqFwU4493gPmXh00DK8bh9YPf32P/pUM5wZNaNrrrvhvnUMTjBERiMogBEVMK9yPHW7nd/3trdNMUfkNvXbwORW38vWr6QzwFMGFA4MTcx84YVX3rBuEwFJ4TXT0OFSiRhl47OP2XtBXRKekCVe8KyDl196SUt1h7pU8Owt+nrLXfd94xsXvvplJ3m0AXUWbLqEbXchFl5i2R7VW7kXyxMhIoYgLPrmllhMuGlWQdQ8RHurN9n3ly0jMlEF64iRqVfBOou47rOjJCJcqxhAWhN35toZrWZN+PHpUsXHUv+TgSDnchMgET2PAVAjKMhEdlpQCz87CEqGpCAcrVIoSoRAA1KISgUANNYGnHvhVc6KjhQ5uwG16qLIo1rXnXDCvhLDJAqrphKefehBd//HFZ4G7Wi26kUb6yEO9Uuvu/HW+9buucfiHlt6bZSGoZxNrmK9IFrdXFMjMIqq1QkREw+jZDEgAW7tMLEG4Jh0RKgh1iIIS2IiqHq2eWogFtFKpIIRe4iwdUzPDpctv8mkByVyy0xhbyTVKLJytPcOS/bebvuaFQAqAfQG1bwPdivP17lfKisoIoLKGnjafk+96NrbR6Y+nFWxkJghUYs1Gx5avXHtpnaniQoBSm3RArLnjjjykKeev+Ku1ggKYPSRALBeqpZcdcM90xkLNAkMLi68c826q267J8tSoJU07UB4v8px9OGHHLzLrrNHNhIbLAQygAs8B33Wh/et86uvv/+IQ3fXkBgRg5Sh19/8kFdTLi0hbhUlU7Vys03rnnvMYWyRNFM8w5wkNAVoMMRI5KsXXDPd25E6xciSZ3Jyhmglk9X6P3j7qRERHKBud965PvnZh53+pfPbcAmBk2AoR1Kfe+n17x5icaLQ5vz9x1neHEuX4zHH3IzQQLiEtiEtUJn3apVm5uGXnnz4Vz/OFQ+wCjNY2bCNp9Wj+B/v/fsvfPKvli4ciHkGjVGxlRgRaRSDz3z98g3cTsTE1yESdTKPqn7oMUfueMrzDjrjc2dl70kvpOWTWrlntTGlZTz7MVGpPZDbUdIEV9JJD0amtpSb71r1R+/7K+OoqpEMbTSm/bC+MMPWHPGMA5YMEI14lUTsMWrO7IlG4/p1zaXX3a3MDPOIgHhg/caNKx9cf+FFKy64+Op1m2tLitooG8PBkRDtogn7/d/+9Zf+3DMm2BLuVAsKRA09n5aOSLqVq/KY8/GE0TopQ+viG9sJAEh44QjFICSDgajgCrZECyR6Pwyq/PFdaJ9ukFAlvIIfe8RePRkObQAZRLQQWIwgEXmikp1XrtwMICLDK2pEbPPa3La2oXnb1v/FUMofhebNzjbr168v8p+uA5mb2jFUZffdniIiscVApVMjj4da9MCocUDpSlcxFe9+TVOawhSmrSdKTa3ycLR1JlvXEkZpssp0DBDRlPqoBjkS0gJUQJ1ypNlcDU3vuf+RV776LZdfef1Mk5EU9cC08lx0NRbWvugFJ6YEFSoZbj+zX0jypi9WE/CWuSUCbYtwBeneeD2SwT997HObZ2fqSlRKOyGByphaEZX2RS/4xUoq1YJpuUEEct65F6qqo3U21ExpKMPsm4965iF7PHU3gMVrgbQTTzpGmMMaVMUPsGeoWksPrFz/ne+cHwQoQsqjJSV8guLwZjScbZtPfeaMr3zt6+d857v3r3yo+IEEQQkVgpWNIEg7br/wnHPOOPCgnVnqY/PeY4rQOh7NeMANheCiS5a3OTOloDTmFEGEeFhrxxx9lABEP9Aj6uOPPxzF4D4Y0BAJ94A0jg9/5BObZ4OkuSXSzLeIj37MkVsS/UgAFUId0eYUJgg1l0CliY5EaRx//y+fveGWu9wtmhGsLRPtNltLzJodfNDTKJBS3v+M0ZFlC6Do6FIAcM63LwBTMHkyixEqyz4NzOy73+4HPG1fYXg4GExx9LGH9AfZ8ibWbM0l9cGJPKzWrY9/+MiXCCUFEd4Ztcjc6CCKcwo6nKltm07eG50HKInMxuhBpScMva4nBEgpC2eUG7ffbvLVr/ilKtHdChQyt983bd50yy23RARFCaSUvHBlCbjvu9/eixcNnlBd3sYee+zibnBDHm35TkNImZlt1qze4DF3TIpSzHH0s55Oa1H3xnuPhUNviPsfWPnQwxutU/RFBL72tW8//NAaEUaYz8wQCcORe/uGN7y216/222evvffaw72FGwBKUlVNaXp6+swzvyGSgGAtQc7M+G2336mphjkYFEbp5iKnCkc98+mqmJNss2ONFranWOC88y6AsruDQhGD5DVGzYF77XPcMw6sjGJaeV25/s6bfmNqskeNXtWLHJJSREbk/7j7visuv8khXer8mJEyz4aRW7rrH4tqP+oQE2HbtoHYbbdd3vOed6sMrR2yiCvNPee637vgwouvuOpGqEAEYUmK71AVqDdtwjfOPg85RKucXahhIyarUv7Q371/ydSi4cxMqlL2DPl//MxSNLmoS0LVM9C0zWKZkZlcZKbBb/32nz6wckRu384uaFh56kV21IkSYaNTX/YCIXo9xWMiS56ZIFWVWX3yU2c956RXP/fkXznp5Nef9HNvOPH5b3ru83/jZa96x2+//S+/9s0LNs+0ETWiD5+M2ar2qvaQvOmv3/uud779Nf2UxMHQuSR6F4TY/0dKsMAuO+240047FqNxmUtBEinhRg8/tGqMEROQbWab29a2Nm/bevwrHl2mU6anZ9euWcfOOWr+n/X0f9h783DJqur8/33X3vtU1Z16ohuaeZ6nphGaQQQc0AgiQkRFEzTBMYqJMZNPvsbERPNToxJjHBNN4iwKAirQzQwyz/MgczdD0/O9t+rsvdb6/XGqbjdDbAwa4/Pc/dTDw9DcunVOnb3X8K7PG8Kc2bOGOpV7FhLrTWkbtDuKubkbqlanrX1vczeZAg67h/UvY7suMINUbQyU64MkT6YUPgMMqJTi3cJHHn/qvkdX3f3QijuXPnnbg49decvdZ5x7xf/7h6+fcNKfXnfLAypDUZKBtdKYUEXkySTl/e99x8J994ICUHfl/+Gdst2KWjQriFZIHTcyVoaWeayL3HHv0j/98L/+8JwlUlVqXa3HA0AL8GghaJQt548c++qXweDFEODB4enya+64/4GlWjLEHeo0Q1af6AzhTSedkFIfVUeBuR566ALN60iFWaNKKWB2IrQ/+89fWbm66xB1c5tCmKLvIPTCioyx1e7lkjrDtbFGVFYu0UmDKYqWHgsjOov2X/SlL/7DnHkFUsMUJSSEYM8/VKJDzOO6yXLxZT9jrNygrpZgkoEJ98mjX3nktlvOHTwgoo5ddtlu5522pRkkmbOoIQXQGNq337P02uvvNJMoydT7FmuN3XYf9P7M3803EOy5wy2qegxRjfBUvDJIUUB4/4PL/v6TX/v057/RQyvEmBKTkNmpbLU6HsAWDth/n9jP6J0iU77L9rym836d4cv692/cmanA3fc9cesdd2uBSMpUtIIhh5BjyCe98bXD7Yb0JAaal0WL9nJbG0JusJOWAY9ojRXvnHnOpY8ue7Khq4oM2sN0d6PAEeviCimGVStXBwkkAyikuAQECkBzWOOzEWK7dGtazbx2h21mvOvtr/v+d7946CF7u1okzAc9A4CCtWvXTHbrmKomiwIQQmguuWlvkzmz4gtTk1WRW281v/QmJTC02phSYIIAu5PliSdWkADNXRt8bBIcvGgvWMGkTmFlMdDxrl0zfsllPxMRGBAx3s1nnb0kVsOllBCI1rCbIMRN544d8ZK9TG3maPWqo15WiYfGOd69qJExpNaPzl7y+PJ1EIeoGX909nlr19alVxgrq3twj61hlmx58uVHHrrF/Nnsm/b006cgseQexBz45rfPW7rsqZgSRN2VUlFpebKT9NCD9pnyrEex4L7bziN77LIFvVeyolBLBjMERcOnPv2FyV5Wt2aiddC+m/L34/OrQHED0mYzW+gxBsDgOOqVhx9y8B4jw8kLYQkeEJjVR2bM/ep/nN4rUHMhSjFhVA11lk+f9pUHHnqMoaMqkJZBIHUM6475ncN22XELekmxslLgBVL+Nw76Da6KOo2tR54cv3/Z6rsfXXXPsnX3LF170z1Lz1x85WlfPeOY333XzXc+VFul1mIcViRnRIqSu6FMHrBgz1e+4lChwXXjpE0JblYXk2oYnRlp1mbe2cSH5nJ4XhieF0fmSXu+DM0tEjIVEVAXk3aqhqO/7LB9v/ovH33T8YcHRYJDAQ90aRp3RhTJv8WpXeMuij7It6owa8aMRtEKt8E3VtwhIk888cT6xNlsmrU5vX5RHDV9CabXxgIz5pzXrRuHj071I3QQnMJt1szZZhriYKfxBqYyNQilLjCTlWuQi+dnBd8bFi5LDG1H5XmTOSlvSOt3EmINPQWQ/tEtrq6hdcJJfzTcsoBch4lSc9XKibrHVA1L6DDNMjcLgeIuAa7oTbhNHHrQ/n/zoZODAVoYnOT/5RnmNbWuK+mxlWgHiWQurkC3173zrrvOPuvcs5Zc+fgTq0bnzXNbxxCQ1Q0SWiDUMrwcdsj+82YPh74tvJprtta///vpExOm7oDAEmBwDdQtNp979NGHNSYTUSpXSKj23G37/ffb95qb7gQpIVkvM1UMLK53/3zZtdfd/PIjDkh9LoVtMF35Qrt5RTW1271ul6EqxRFT/4d7JpwSdVyrdvXkY4+vXdurYixldSsOoWeM0geNbryo0fyZ5OSFl159130PqM+EBESxPImAkEqyyXef8oYkzRiVgpU5Z85sn3jCMR/5+FfgialycZQuqqQaVMaWXHzNYQftIc2Ik7ibcj2ETvgcZzx9ClBOTProslWoIoQpADnrylWrV61Zd8aZZ5/+wzMfX1VyZxPxknvdGJPVJYYWiZy7nsd32mu3gw/cr8FiUOimjXjS18erv9kNhY1EuXmsDfjcl762cs0E01wtRKrg6qYpYOZw521vPlYUElODyKdwh+23PPTA/ZdcfmvuOVsdb4C6OSPFx1evvvq667eZf1SENdYP/cwmSFFIqiRVkxmf++J3T/v810Si+oYGE+7NKKEbTcU8ipcyOdyx1x//6j/7wNs3nTtWGYRwq5sUcX27h+h2J0gxgwdBDAYVJ7wgCpXtdnqhRSS3TqsTA9Symsb195EBoWRZuXIcAlBhjTDU1cq+e+7UiZzwqKgb3TgApwlcJH7/e2ec9Lqjqiiq+cFHll1/w10e56mrWO43eER32HazTecE0Uzg5Def+JWvfbeYGZQhuUqxDPDxJ9bdcstdmx62Z4RBqnN+elFdg7EynUztKmcrPY2BQfJJJ72uXREoTajahLV0xihmOlmHL335m7mEEpVCCNQEgYj1+OQTBx2yh6InCdDgdEqpe3rooXteft1NlKGqM6rsIcGKkq2rr7ntxtvuPfCAXVs+KLI8d2n7eW76fdysuxvMVSXACt7w+pctXnxRe3i7bg9sB4i7Wq1y8WXXXXb1vUcs2g7wVgiqTkl33vnA5/71a542cScZa3dAQsjaW/n6172kE1BAN6cQYnDFr7/suIGTJs2IGn/ylx+jTYYQ1UKdu5OT471er6hXreGMGFpS8oSktrt4KfDcavnckeHPn/bxLTed0Wz+bsoQf2EyI5DoapoVQRSGKKDCS6P1Z5gJm4RkL114gVchVrm37s//+J1/euoxpqgCggMFja0nZD0vyOS3mkTSuCiauxEhAJ1Oh0HohBsY2T/SGELodrtTxleN5c90qDq9ptO86fU/3XscZqbqJGGNYXWTFjkBUxVhjKLWi4h0elNVHkROIaA4Hl++6tjj/vDuh1ZYGv5FoaZODAEvf/G+X//6Jzdorw2g7nSHh36bEE6aECLLV6xbnQirNRQ3xjjDKy9MmjVW0YoR7mZkFisxdF+0767/+JH3JYebOc0bQyf/v1sR8/aMb57+k+/+6BzoJNzIqA6GmNUEQTXEsflrV61lCr2SQ2dYM6lC1Cn2RPQPfu+1ocGyBMKzMdx51wM/Pe9yZ5XaVa4JrwgE5ii26EX7tCNoJhIbJZubdCLeetLrb7z1b5WulqUlZhMwpXhozTj7p1e99IgDcvEU0E/zXnCC11+hyt0Sq44VdRi8kUI17vbBDHG4Y0Xve+C+d7z71FNOPuaP333yJiMkVZ7H7E3fYqGxVHCumyyn/ctXFYkhOAALsIrBmXs7bL3lwr12SSSKQgSGIDDPb379K7/4pW8vX80aUMtM9DxJpKy86LJrsr0VQBC3nEUIBvSlg//9kzbApN756Lo9Fx3tVkTgZo0yJ6sDwS0wjUkNC8KqpcVCapdaU0RCnjlv+B8/8t6x0Y5rpgR33/A+/OYHOHx9+cchCt734OPn/HQJ05B7g5NJsByo9eTaQw87ZKSNBLdsEpIqhKFFvucP/+DyK94vVaxd+yh1zw6whbN+ctnxRx8FETPt43wJtyIhLV/dveSKa7/1nbPPv+hKQ9tDu5kxdjbeD029w4WeOClSNttk5quOeu3rjz9y4cKdg1uEOkwaF/vmf3OhwAFVL8VSbBUS2neYcDggDV5FtbzAoJ1kioghOIMVlRhs/YMGd05O9ACHl2b4zx2BeeaM1i47bH3jHSuQ+g12JwAzd/N4/Q23P/74is7msxnCNdfflrWKrSqIksEdRIhWDj/sgAYTL8D2W4/uuev21972ABHMDCIwAUy9fd3NP3/Z4fsY9PEn195w/Z0MLYASqlJPSuhYcbrO33Tmohft1u+8UMAooBrMNES68Pqb77j7vkddhgC6FUryAiAYsMXWm+21z55OKWZBgjNky7GShQt3S8HM1BVKBXtEgCdF+4JLb9j/gN3Qr6308TacGqd+vt9W2bAcRBLmIdAdVcIrDn/RgQv3vPm2lTEOqxV3U4qTEzl/+O8/ucd/fmr+zAqAukP4rdMXIw5740ZPpwSxaDr5qpcedOiiBXQ1g3hwBUNw/roDd9+wxmoEYpKZcx57alyQ4aVYECFlBHFIIgopgUUzRNx6oIrkaPWMKnzm43+967YzaA5oM0exsXpFM7BNabVMa7Dpjk4dGcFLF1FQSGmR4oFZc9WKn/z0Z08//RsvOXS/U05+4+47bUUipuBWBpNxDUzgtzqgtYE1zuD0Y3A3txzc3VwSGy2Tma1HbE6BlqfX9Prvy1TTa3r94ghjahMR9AlpfWYAgRSjaiHQTMT0z8LmRCVBVy1CibE1PmmFVU9ij6EL6TJ0nV2GDV/KkbokQ5JAyrOIHFO6/wbxYQYzd8TOaFYijoCbIMzMGhAqRCK6WhfUEEAtHZ9gd8VRL973vDO+sNdOWwf3GDyGQAZnaoIbgKYKs+dgnTlsAA5v2i7eFxH5cycQ5lVVNV52zz6z+5xAEm4bVRcqWcJQ14a6GOtyxiSGao71fMzCrBJGPQy5Nm7LARKVAQykRJRQr/ibD55ywMI9YnMfhUo3iecuuWbtuAtb3j8hIxXBXLtrX3bEfkkQgwsNyPAsRACOP/bgzWYNoe41JkqAQwQeepYuuuzqboaEaioz569KAksJqXJVaElR4EZ3wAVRJLmjePFQEGVdN5z2+dO/8O9nFYmeHFRsDKfe/HezmoQ67rrnocuuutFC5STMoJFhBnJg5qJ9XzSjHcQJVvBIkg6ybDFvxsK9d6lEYTUI1ww29g7pxtvufWTZk01nUxtUWtONIkk+9yzFemoAi4z2MFxztIvhnox2MdL1EQ0zVMYszXC2rGRYcYiHqiA46VaCTb75+Fe8bNHOgYgRpJHg1FyHO55LL/q/XDNqZsEAFHUHLr7i6uWrJ40JEvrOKkxQ9Tz58iMPqQQiLlFIjwkAguOwRbtvuelMK13CSacXEXMahZf+7IbJGr06i4BoWnrS2Hq/7/3/782nfPjHF9yQMVZkSKUyF2fzp8wF7gKvglvC2qOO2Pu8M7/4ib9758H77TwEtNlnvQdSGMgKiAMhH2Jgii13dzNoab5YpkqhU0JM3W5vqh3UfHb/ZcQDjT94XWvO2d3hUzxDNjLgIBJCNOun9OZwK1EQoAcs2GMoGtxEhCA0gy4pqnOii5tuub2BFF9+9U2t9kwDm5FCGgNhOrHoRfskKIRCJMHCfXZvBbiXQc2gQVIMXXHljY3V2v0PLlu6bLWBLm7qDMnVqlbLSm+PXbbddHaL3th9BYB0BEEIQU2V4cfnX6aeDHFgpGMUgSU6Tzz++HlzZwWkIC0nHYxSBcYDF+636dyZgWiYtygK0l1andGLLr2qBoqqws2wfkPy593Ia0Sw63te4gBFGtyFEJvMGvnExz4c2Gsnwo0hwcFYKdM1N9x1+dW3GFCXHKI8scJ/dN5FtcfGR8MFLm6qs8eGPvGxv5k5kqAuHiRWjoa7/2smRrLBKK0vxrm7qrlUxZNK7NuzSDQmNYG0tUiKQ7DoyuTjSdftutWs837wH8e+/EUVEegiQsaNmxXShUpqoIkRhbQWbUh0RHQsljGoVowBQ163oG2ggsQeQu2j9zww+W//tfiYE97+nTOvyIFdBSPMa0FRtQBokf78vruzqUY7RYIEVX2ez1pz+Kf0tO/IMx5Y9tXDv/L+atPQC83pmnNNkNI8u2w+kpu6uwzEBOxHaNPdvOk1neZNrxcQmrXbrVmzZqrm2EogvZk+cRrcgDVr1mlxQDhlqjswSBAwCN1UzVO74wj0DT0VIjb8Rw/KqjAZg22QL6Hveboej+YQOEUIOixb6UqQkmtkoUVC4OpegihRgphrLeIzO+G9p7zlS5/5SMstIgMZrj5lIN2kpQ1HhHy2ZqbfwezznzeexVCYc6aIPVe+0eeJP6Pb8t+uGq4w0iKnZhTdYQ418cLcFSHUmlk60ugT0dad+vY3vufk10J70hfYZjCo4eJLr4vVkMJLr5boRDeImo7PnBH33Wc3YUZzfSR7qM27kNJpY+GC3arAvs2SJ1pbbATSeWjp8nt+/oj1EyeuD5J+BdGIQ7PnyYq1lLXJ1lEnkivdtJspEXBjMcIwXDDvy1//8aPL12QJJtw425vBzCSIqqph8YXXMY0oY396Du5lMqBE5Jceub9ZM8GnEO1bz1uA4+WHH5i7a6Zgq8GNaPB06dwLr2aAGlK7jaZE0HQyHBsHFUyVD6bMlRqVYHPTSzdFBAKmEBI1JbdT99hXHnrqKSe2rfTdxgbvuP6tn198++uML5s8xLTOQullnLfkmoKWenAt8AyfpPeEeWxEFizcwVGAHrw4sqFr6Dmsijhw/z2qCqbFTViEKrSk3npyVe+yK29KraSmAggjijnt/gefuvraOxBnF45mbxVL2pBuBxYUToeHWFgJ/+1Ln/jm1/5xq/kjrcYtz/Vpri5TzL6mAEYAaFWdUuoghASQNJDiBkLqrGq0KTfLX7IA0tQFVH3lmtXOaAyMSbVpgPTz9hgwe86YCL04IE3Ok3MdBAcduHdvYjnpbuYOSRHQUnqGJHH01jseKUCtuPqaWwqTurlnU0uh8lLP33Rsnz12oBd3hxUBDlm0oJ5c27cnNG32yuJy130Pr5t0Z3XdTfdIGAbRiOqaAbxSckB58UH7CSDiG5CVQW/0IFVdeMElVyqTN0STvlmqtpnnDMsbX/fKjnswp5m4B0MwBLdZo9WJJxznnl3USaa2KyDs5XLLHfddce0D3syTk6UYnnd+99ydLzzTUTaB++yx7e8cdXA9+VSgeQYZVbNUlbL1n9/6YU8DJI338Kl//sK9Dz+mMYIgciNQrFiOOerwbTabhYxGpDLQEEt4hj/tr6PcMrDg8MZnyDVVCVqCxMbjhERjfEuptNaYYqm7kRpYtpk34+1v+d3vfv2ze+64CUoNZKB4Mzm2sZCShFkJtDyxRqzbCbnS8Zauq3S80vGk4xVX28STSbstEppda6DAUEKn9tGas5etkj/64Ec/9S/f9oRsjeWSBxBAZOu5Tm1viq3Pp7TSVKcdeO6ssClTDZq7v4Z2Hr0fX7DuYXyia2qEqJmE4Fr6VULB2Iyx3/xmPr1+S9a0aHN6beyMI8fGRubOm/PQU4+V3I3C0oSsQijN+cSTy1etWTcyZ9i90chYY6xKwN2FNFcR1nUWF+Qpu3PgWX7NLtGaIuOgVt3U5gD3ho4Aet9gHeYqoqClQORCcbMuIHWupYqmTdfR3T0IFy5Y8K+f+JOdth2r1OHFvTTaGKcMlE9ND8/QlGztmfmXuSUBzZ/n9k7SzMig1sz0PEf0BjM0rR3/xdnOOnoraJuAizqLIXjjQy05kHWxFGO2QnGxnqAMVfbn73vr+9/5xlaCDbgfDKE2O++iW668+jZj26lgNOtRkEJlZm/+/TdusdVmhkJEkAZzKElzjTEee+wrfrzkOkhsDALcE60qyc3id777473/+u2O9LMmpbwAACAASURBVDRN1NSB+D+uQml30zlj733nyUOpCLh2XffMn1x8/S33ge0qtTMdVHeqi0gbrJYtX/2hj/7Llz/7l8Etufp6pdZznal9X3V1pPEJ/eZ3fhzSzOwmAkDgE6wybXzLLUZe8tIDihSIst8RE0CclSte+tLDxj755Se7ACL7kZqrWEH65unnvunEV8+okLu91K68rwsEuPFCsDQMTwA0DrScHKhhhRYINZMgJa8W9Hbcet6HPvC+E489ImoR7+eIbLo9TaQL0iHuht+oOpmulklK1cmKm29fduEl10gaUw+giRcERQGRX/rKI3feddvMEj024jKDKz2SpnrCCUf/15kXIgzBorgKQ0FwSZl25tkXHHnY3pHI5hFESO65p9YtrYzQzCsCGPg4+2CGk4JgpdcZ5n777FKJwXpCgYUBBj0COgBBDS5uX0vOWTNnzp45tmqiJymZi5ZaKBKSuYfYvuPOe1evznNnpqm2wPNM9qZaf0a5464HweguVaul3XWD/9/oNjwSd9x+vispHTMLAXBLqWMFhx2y/zZbj937lMGlkZkaFBKpsS52/kVXfuCP33D9zfc9tHR10TYimCgac61Bun/y/vfNGmvD+6ZqdBx0wL6bbzbngeU9xPYULjN2Og8vffKaG2477OAFl1x6I9OISw9Sw9qwhEZGGfwVL31x7NcAw9MSKKoiXHXd7Xffv7RGBAEPTTpA9mhrjjzs4N122jS60WnouRBs011QAvmed//+6Wdccv/SNW5CaRFqVig2kfGBP/v7y3746ZljI24eY+zfcQ4qdc8n6m7yofUP7PqZYxBioR38j959/OJLLljTjZQRtwyqGmJr+IJLb7r6xrsO3G+3iy6/9vP/9q0SZzorWqGrg2AcrbqnvuP3El0aenSkSnEWEmLx1+wA1xgiCV2MgBeJzBMrU0zIPWFFiepshrzhxgi1CTBLxD777P2FT35ol+1mRnX0d0v3AblUNra7uAcR0VIPt3j8a45421uOCTQ2JuAgEIrr+LqJhx9+7KZb7v3JBRc/9PgTkCFncnPEjlqgjI6X/PF/+tqKFSv+7i/fNRRbDXBW/Tmnnp925j7fc4fQ0ugg/JlJowihfD6b+P+oBjb1zXziqYmHH1kKtht+r5tKDOZKuHnZZpstBwOJTePSp3Wb02u6mze9fpl6+/rDwOHWasnmm2/mpiEGbwa2+pUtcbgZli5dBkZzNN6gvn67DKWum2ERM3XWCBMSJkPsNn+FTHCDF/i0eunTs8DGBr1vOGpsCHpG5NxdBV0XdDzGVWarq5bAUFWjIYy4tTS7BLnqmqte89oTr7vp50pKTNr3eJd+fd4bO2bE0G/qPXvP7HV72t9TsdEt3uG5rgcfwZ/dG6yqaoNsb6P3RNmXaoXGec0bkCkhVKN2Robq7uRYp8XJ1VVeffQR+11+/vdOffdJVZJer0dKySYBda6zh3/9wn90a5cQzIuE4KAzFE+zN9n8xDe8DURBLB4LQvFUo53ZytaarHHAgYtiHHYJEIfUkK6xZwaEdMFFlzaTGfCwQffVXmC5sZV8xkh679uPeefJx73rra/9wHve8P1vfHbPXbeKwUJswm6HR3rlrs6uB5x1zgWLl9y4YeH2vxPIUfopkHk5/QdLHnn08XqyRohWiriTQXtZQnrLyX8wMtrpMdZo9dCu0c6oMmIGDNhi6zkHHHyAlgJG9wQEI0EzyA233HXf/StBxJh8QyuF5yOcFDQAOUKaCIoEpe9TDnGDEW6Ta2ZW+kcnH/ezJd/53WOPQKlFIjytp+CQ60dbm+7ob9hL15smvKmT+Nw/f3mii6LB1eFKqmUNIaZq+D3v/dMMFMSMVBCKB0U0puyMKey594JZczeHCUSa3pGLQrKxWnzR5SHQ+gpJNNcum8dqBMgQJQqRCQVyv63hQg/u7uK93ngQAhBJQHTGphgE2WDitD99XIDiUACjo6P7LdgX1qBfmkY9rVhIbfPw8/seWrFy9dS38ZdVbLo7A+6+535JLUBUbf0PoIPotGXe3FFhn70pTcPRIQzz5g6/+uiXeKkDEGN0d8AYRJ2hGn7w4WUr1/rd9z08PqGx3aIUt2LqMcaxkdarf+eIKAINDTCUxKZzRxcd+KJ+ASIITGne7a6LVeuqa2524Lbbf+4ejQWSAQKJLmr1/M3m7rDtVrBCf/r5wgJxAy659OZaidhUvAI9CkCWydoWHLCom1G79JQldCbR7gI9sIe2ozUyHPfdby+TDNAnChEp6jQ1ufueR66/8cbigMhAhm+/nG6Z1ndH28ARhVO+prVU0ffbb6c3vuHVZPHiIVbQniQWRS+ns35yTTacec4lGjpMQ81t4aBe8+KD9txpu80S1Isj0AUm2UMmlL/mIdopgnXTggOD5e6MmaPIk5LHK9a5Xg2faLcFVBexOkuoJFVFce31N/ze295730MTThqo5v29aYp4tJH3jlZ7qlq97sT8TWYs2HPHgxbsePCC7Q5asO2iBdseuGDbQ/bZ5VWHLXzbm37n0x8/9azTv7L3rtt7r1vFJPTAWkKhI8XO5Lh+9SvfuffeR4lEj01NWNJzEIybM3bdunWlPC8OZyO+qWttar7PWXqpqsp/9dA2NiN3CrrzjtvvGp+YBOlFG7cqc4UWiSH3uvPmbeINOJl0nyZtTq/pbt70+iUjsadhG+AkjjjiiHMuvDFbHsgMHXCShIC8/sabXrTXLkG4wYnY3xNjqty100lHHHn4t09fPFljCj6IIM6nWQNvOD/Bp1UeNxwrapCbDkEQp+UP//WfjbW9El/Vy9/+zk/uuPNRyEg9oQgV4JJY110J8vhTq977/r/66Q++Mnu0HWM1OL0Z3OHqjhAQU3J3zxnPwoVNTEysXLlmdMbQ8wwSxsfHzayfMT7rwGi32/0o3N02Vm5xiDIIKgMANTZDfVFhbjQzse6c2bO3mDf7yBOPfsUR+xx0wL6dlpCmitjqwLsxiqoj4OYb7/jZlddKnJ0tky4ixuAegPbKlfUHPviRytdEV5QERA/qwVBCDD1z7+kwQ8sacDm7YHAUyIipPfjQw2efdeEJrzni6b+24YUB46z0BLU7oCWEQvfZY+0vfO4fTnzLnz66fNJdQcASEBw1pGawuvYPfOD/7fCNz+6+03z5hcy3gc2Aj4/nr37139REWh0bSHJNo8RNSj3xozMuveDcy6VvJSxwYTPTEiao4zHGOx5aLu2WWQLEUbyxlGDMRT7xqU9//fMf6VTRLLusB7qDGzmYDaH/hacPbJGcDjUHzK3MmDVj83nzjnvVi1/98oV77b59J9ZEYYpmGz69T6OvcCAZ/Q2CWJonTRwk777nkSUXXgJ24KSIeA6uJq1Sohv+8kMfbYV10euoLeqQkyY9Cx4sJ9gkqrqQqeP9Ak0NKZCI0ln+1PIvfPk/3vWHb6QIFY1zMCX2ahMqCDeF2WCYzeCNCFwIl+CpSmaW1ZOEptcxdbn6fMv+gK46mqgxuqPTiosOfNGSSy53UwejiCnAqNkEwRluuPGmHbZ6SQjhlxJt9g0byFXr9Nbb7lAjIGoQCU4dbIm2/fbbpggxwCBRzPOgz8cQ8dpjX/Wlb13W7RqV6jUCvGSGyk1WPLXi1tvvuv6GWyW0DO5TjE3ITjttP2dWx91gdCCIlFwzVm8+6U0/WnL1ul6N0O63MmM0y9ded9NDj65bsXKteQssaBT9hYw0t9122zklgM8QNTQeH97r4dLLriqKfppnpDc1joLWZl//1vmLz7+CE06jVRM59dxHpLSj10HGFX7Pw09S3B3ojKDUIYhZFkYFLrn0Z4e/5FDvD0H3hdAOa7SR3FjDy55zr9+AsApXYe/UU085/4K77ntoUktmO2nJ8BDS8AUXXnnKW4+75LKr3UPzfSA1uDnEjW856TWBBQ4JsWESuRQwA8L/pahd1uevUVY/+fgH/+SdW80bQ0DX9NzFV1144c+kNabmUnWsgNIi3a3cff9Dx5/4pu9+/Z/33nkrMFk/c2w8wnXjfcgUi+ZOTAHSiQhGIA3KJ+IOZBPRENK2m8/+50/+7Rt//8PLV3ZZVMQNGS6mbLVHS2/VVVfetNdOW1Ko5i5sDVfP/RCZL1++fHJyEjPbz7PXOT4+3uvVQOuZd96MZLtT9dnIv8osb72sRx3f/f73VI1JvIqmvWYixkkzbXXaO+64jXppdgAzCxIwvabXdJo3vZ5fZA0MZDqARRQCwXjcq176kb//zOpur0iAF5gJQmON1uvJhZfd9YdvoYgX80CJEk1NBK5grGA6u83P/e1b//itr1yxenKytzZUqWvp3e//8LKncsEwnGCXzLSgAiWDIwBKMECAysQ9wofAnmDSvW100FXbHfD1R790x82q4ADqYw4/6MjXnLxyYjxUQ1b3CINTYyqsSnv0pntX/td3fvqBd55AuLo72SvWEiQCVLe4+bzNK8YcsuqksIK1nUTIkG4xPPyIzRuJba+T0CEqgFM8UdE1VImBCo67imH48WVrxyfg4mCIGq2YpeTeY7JYT242OksUapVUDtQ2YOGJDxybm6pvv5+6eQdPzBr6eTRVJgsO5KGQtpy/1Q677LTLDlvtseMOe+211+abby6hoRH0gXIDfVrLpHaKoX3Oktt6HKtDgRhMfBIBbaAEnyB55dV3mRQTbeI3sUBnZdaACI00RCKxtCAjYCMxeoocWtede9oXf/LSVxwxY6gXobCoHhmiu8fnHbE0GciGCtYeh8Cq5UgiYCjBxXXfnTf94Dtf92cf+iRbs2oLwp4USGgpZhtT9qceXdf7xy9+64un/VXHakDAaOvFoyZwIsAQM7yKNeLP7rz7mvuWxWoLt8Q8AbGCLkNFMzDdeMdD7t7UJbieCAdhr6m8NpZulEkXVzazWw7JkjpnnHP5nfc/sdN2s4aqInB4C6CTDvOnR0McDH8KSPdOWTUyJNHHg4HouKEzVm0yd2y77bfbY5c9dt9pq912nr/11lt3Oh3vAzkqoAIanGfjaRIG1YOmB55NzEJwxA3NtTfoTzwrjP2fxo7ra9PP/GkilsTZY10EP7zsxie77RBGyeKYUHFFbC5dgV994x3NrFLzMFjTe2VpGOoNW4UOkiZt9ZY3VQVZN17G/uXflpz4hpPmjjRaTzJW4r3Kn+wUF+tuvcXc3fc78PRzL7LUgSldHQWonHTPjhrQKoBeICIIgBu0mYMETPpiRTaIc9KdkxS87PD9Pntar6shy1DxCOaIdaKuDN202Q+W3Hzc615WHBUNloMFeHSBChRmKAG1IDli8NAM6HhDWhAWs+9fuPS+x4q7V1WvzrWHULVaNjGZohS1fffYI2lWMlZRVYMk96ar6MHt0H123XyzzgP3r8reQhgCevBeCD03dLW65Oql19663KO5rQICbCg46CuOXPSSYYGbaxJjFWAxFIMdccgO28/v3PXw6hp0pCIJpedVdes9k1/73lVroXVcCxuiCwWhNUGjrlt96KI9U7RS91I11KRPAqcLSqsX9brbH7n6pnsho6gnkApFHcmYNIwm1XvvXnrv3c/ozD85eGpU4M4oGDYiaM9RVN2YHAEx/eSSB96fMSZFXOEVvIHwqgCi9OC/cDsK4oEocCmewICQnaYNJIaqQcRTC2HbWfKGYw/6+Gn/JbJJrmdEmHpP0bvpvoePPulvHnmcrsMUd++auEFjPb5gjz2PPnx/ejSBVKD3gseqHg2lrbFXh96vudySAAdr0IFAhFhiKfVrX37AogU70HrqePvrj/mDd/3VOedfmVqzay9OhwRXa1dVN8+998FVH/vcN7702b/oUCqaW3ZzxGR8Wjmrv8lgvb6D3gXdwB6jOVPzjIeghAMBxSWISzCBoS31Pntuc/hhu/7grCs9phxMslLaPS0QCZ3WtXfeeXJ8dYIlBz3sv/ue30j3uE+KoKh7HKNRsrdCUOfS1Wu3nj9kbkAwd4MESRvUw5zu9eRE7HQmEX++dPWayQIZgiUwQHoWelCitsTJuXPGmCkMCHVhNqTk0S0QBqjDPIiTsFTlIBo8oPhzRdtTO7HDXQIh6HmQWx5+8vsX/6zuzPASaR4t5UqpMZpEm5w1bPvuvmOiGHoBIUrCtGZzek2nedPrlyi4b6hQcbqbQGbP5sIFe1105Y1ggptIaMhjMIut9hVXXHX3Pcv22HF+oAAouScSzIwhDMqebA+N7LrrDiJS3F24LmPWzBnLnlqx3rL2BXcZDNx+u83/4aMf/sBffKybNaQIC9rgD9ygpaqGvvYf3znu1Uduu+Vskm7ejiIOU6NIFM6fv5nmXhqZoU7YBoRMZ7fk//zmt/b/+3e50UthTINwD6RXkTBDMOvnBH7LbffWOaNVkW6uqUo9K2y1vV4XAubOne0OCXA34cbG1q134u8e+08ffQeKO1EEEOtQgtMjKkGcSmLM3P3Z3UGhZPPasWTJhRv0SmkEmMHsTgEN7o2bPeAIDghYizW+Sg5xNP4TgDfmTgqDuQt5w0033nX3fQfuuw3czCwEyWoxyAv+NvoGCYQ0RfjXHvuK75+x+Iob74vVkOYeU6xLhgTkHlux5Mkf/+SCs378ytcdtY+Qbi5Ccr1cqv/lDihqGnne+Zek1M7an0HqF5VhRsUAIUs2Af1UGtOgC5pr0rdOBvsMWAAwV9cqpnPPv3TPPzpBPccBstZ943SYbbaas+S873aia10CI8iQ0LCBAhHpcYAWEPktE96bllClVT1bfP6FKVVqU8re5v6UKVCMNQXugQ7RSYUOjAQEfeMC78NI3EGSgcTDjz5y/Y23vOzgfekg3QyBEqTsvNMWRx91+MlvPv7ci2/+/jnnQdpNu3TgyRlgFdzggj6XoqE8NcJq54YbYz9JJtwaLuLuu83bdust7npwOaxISq5i3v9CAHrF5VfeeMvDe+62BWK/r0QhPDSjxgQDOgQHPCh3KwxwihqfeOLJT3/6MwBFqG4M0cHeZA4SXHOkLjpgYUqpYQlu2C2c+vsDFu73wP3nB4E2tYoQ1DQxiYSzzz7n4YeXscmc0S9cad078MCF5h6A0HcA8QGkCgsX7nf7/edK6igJ99hua65XrFzxrW99O+dCCU56s0e4UW1kdGjB3rupaquqTPs/x+nNjxzv6j99+rRs7nTptK30+gRjKuAqT9dBPEMp53AX66sF3QZqEkHzSeXunz+wZPG1rztqIeCmRfphvf9KVJEhNvdXzf21rznqS1//4VNre1XVyrlIFEBF5OGHfl4KWq1OVwslEDU0zxzr/H8f+2BMUbmBV+b/BZpG/xDxGKsq8e/+9oM33/Gehx5bC7Qowc1jCJOT65haoTV07rkXnnnWoSccfSjcEhlCcAMRGvrOf7+j9y2XHM908uxfgsEDBTgpCRwbGyuluEQgDBxzpTHPXb16rXlfmSnEnnvtEeMZZpLVhKl0e0AlwqwaQrr55rsO2Glzd3FAJIWnw1fdCUdqpawOweLFF+Q6U3TgaOqwAFACYTZz1oz+r+1Tp4r6M/TA/owjbDDFQF+/4/XvO0G3bM2WkzVedNHP6i7MDcjurij0ZFZgdfD69a8/YdaMNpC5gSB/ek2vjVVep9f0wjP23MaRSsgAIApeduTBWq8hBBAzmMMJExqwYs34337stIkMQaBLCIFCCUJx0BCk4bkB4uYBZpqTwErNRl/exM18ocIDkSiGNx13yKEH7E3tqpbaXa3fFwupMshd9z/2Fx/+xNquZ0UAQ4N6ixEUODafP7c9FOtedgvGYOINA4MeDTx38ZLlKyYJkRQBFxjhZIFkAiHALFMCJCDymhtuc6G6SqB7bSjQQoqQqr1ddt0CBIMButGHsEoqkofbmDnCsWGOtDnWCq2AVkQ7QAaxD4kQJMawQZDnDb7L4YZ42+2P3H3P/cYBuR4A3VmcaqLaYOykmbUITSZjjDkgC5U0ulMhSrGmv9LoYWJqUcQZFl94RVY6AhkID/IcatVfLsmjYcOoFRTSss6eOfyVL582b5OZXmc6c+lJJfAJSI+W3aVY571//JH7H3qsmEBoVgQmsPVjl7SmsKDgBRde4awghBSnO8QRHNJMino/6zAPTX0fLnSBMiqTUZqope/S1r+wAQ4JoTjOX3JxAcBqPV3weXzwGaPe6aAV61mjYXSIY8MYqrwV6xS6QUqTSAMIITS5/W/R9iKRddaVKydvuul2b0gQ0AZTCq8Gk4RsRhMhfQmbS4Pxo0twCS5EAMUojYhWCROYawA8xdbi83+GQVYThXWve+p7Tzn7R1/70J+fvMX8Ua3Ximnj/Sne3ELSEzzCKw5yvP4wlaM/nOdsXlM32o2wQA/0MNzCiw9emEIh1N1czSgOAY3Up1asOfXUD3d70s1FAikZyEQRs+hICMGCmIiTULIXUq02UbRQ5NvfPeuO2++UEPqTtCCQgMqUkTZjRA5atF8ppZnik4b4//R16EF7w4pYIY2Aq5LMRQ249Y471qwbhwxmOGmwMmvG0D577R7JOHC/6LebiQAccvBCN4WrNPNzqk6f7HaXLl022EgH6jtIipg7e3j3PXaLQbToAA4PwBr9/z33PHjpZVcT0elWdyF90xEKKTDa017iT3uRhcFEmhtiTrBpUDfMGO1l+/RnPz+ZUdQkpA3Azb+CyMfoaj3SA233XbY49Y/+MKBXT6yiuJqaehApmmOCIUOLq9KsLfqKww9YsNcWlA18Vcj/Mw8oQ4haNAq33mrOca99pWk30OgSJGquEQBQYnuiyz//i797+NGnJEaHlFIIcd3oli5AAINRHO7SRw9z/UsHbB4nJBd0Op0YY4POYegXl2FOl1JU+jMg7u777LVHpyO5ZMtuFiERdA+OwFANL77wOkcEkzBZAQ0cUJPpzbffGUIIcfny8e995wwKIYWNAhmEEV6RMjo6NGeT2YPabBwghWwDskC/Zk13wvpBTjPn2Wx3UKAAGajB2tkFezEqg6tXCPzO9xbThsQjiRDVY7FekRhT8E3mDL3jlLeII0DoEc3w9vSaXtNp3vT6ZXZ6G9TVAA9oOJEFr3r5AZvOSl73xC3EAOk7fZnTpf3TxZd/8/vnm1MNZHQzh7oX8+KuFIQAERPrBWoKDdmyASE05Xx5od080iFJXApO+b3jo3eDNGU/aWqEplayx86sM8+94syfXOIE1OgWhA1s3E1HR6vtt5vfzFY5xKFAJgAPElvLHln2ox8vyWTO/Y5M4x0MV0FpLEzVU+3xwWUrF190mTVHZq9millrpgpNyU/rvffaGVJUu2jcvX7h0t54kkx11xwcERY8JymBLijumexr9Js18IOY6pOoudQFn/rM5yd76v1mhQDuVCACFTwBUTzRK3qb1qZ3greCteAVvIJHeKRHWnAL0Ojacu1QWjlnhSPE8xdf6gzqwd3NLPBX4p+3HjcBJ81T9EjbdE543zveEsqkQKuhIbMGo1jTizBM1nHluHzmc99qgu4YxC33J6ocgCm0WE2RH/3oogcefKJo83sqqA0+EJ6aF/sfvIJFWIBFWqRFoDmwjVBSydJMFBGkCxFLMUi49c5777rncfPoHgYp3sZnOurx1RUssYj36Jlq4jkgJ5RoRWANKLxJ8H6rGnpqbs74r5//94kJNYdTnQVweIBHeBtWwVrUlniLmqiRGmiBFmEVrIJGWmSJ1CCWqJHWcmubtoAIwUSvvuDiq8cnweDOUnLZfedt3v32188ZMfESYRE5SCOfFXGhS+Ny0cRkfT8Nan/GrK+c9vXe7v2xSRu0JQBA3F/z6pdYPZ6CwxQxAo0UjYA50u33LPvs5/+LKfWM6mwCPsLoTve+Z4P3yS7qqoyF8aLLbv/q18+u2iNuyFYMBgqURJVConXf9843z5khTc7f0H2fDYd40b57JmahSv+dAIo7JVQSEmNQb+oZFFct48cfd/ScWUMwczgak0z3JjFzx4K9d4+u4ub9S2UgnYgpadamKzIoPbmWiRN/9+iZoxGNyqBfkTD3ZiISF1x6fS9LVieAFGHq7nCjGTXT0i94AQIxeAEKvBDqcOtnws11r26/+4Hrb7pNUktd+7aW+BX5R7rHENxKFIf5ySe9eq89touhkAqQiFacdEepS1dSDBITyNL9vTce0xKsZ/E44L9hN8sBy7c5Kj2EANdIvOWko7fbeq5Y8WKlLh4DgjiRe1nC0Op1/pV//4ECBRQJcMhGN3xnv1WOZupzUOjpc4Ocg321GasNAU8+saKUAoII1jRimx1PrdMe6pNrRdxtqBN3323bKoYYO7CAUCGIWre4dXt+8WXX33THzzPgQIyEK7zAS/N23jgRGdVwxpmLH1m6XKQCzFH6HX5PRCKwxRabzJzV0WYyfKAsINSpzcO1vhKE5hnXZkNpztD+yYLGezMC/X9jll3S6l557wc/d9OtD8HbwQItq2VDYWsYpsDkS168cJstO4lNFzs2bXHntLPC9JpO86bXLxlWiw8mkRibbt4OW2/69redWEW6FlgBDKZQ9RDq2jszN/voP37hljseRpBuQYMw4f/P3ntGW1ZVacPPnHOtvc+5qYoKUFSRUxEKyVBEyUhOigQBRUVaUVBbERMgSreNiUYFBdFGbDG1tq1tApGML0gSgSKICFIEgQr33nPO3mvO+f1Y+9y6RWsVao/37R5frXF+3Koao+4+e6891wxPIDS9dlU2kBuxu2kuHaPESXqM9NfsxomjMpc15uzaEhy893aHvGpPWNUkZ0TMxJ6kKHsWUxy65IpvLh0DM3tdo6/FAvMyYPvttyTvK6dTw1IUY0vw9pRPXPSlF5YaxUI9aKMiPdGIZJZ2QnTmL3z5355+bpFLYe4kYn2hN0/mddpi04033HB9oto9Ma38iw+0S3ZlmGsid4EHsgkDO+HMEDLAiDwrXE/OYswMJAsefvzan99MUoK4mVQQgZTYyZlNRetgtWjiVHGqQ6okdUXHSSkACAAAIABJREFU4T22SjQFrYPWnGoxZQRGSRiQ2AKIhJPj/od++4ub7gULSIhhmui/ZT8uM9ggYYGba1UGvP6Eg7fbcoNIddXrgIRjFJbg0EoRWhYGr/72T66/5VHts8QyDBBNum4cZWmnvuQLV3YrARXIk+dGHIXYjbVircRqtpqtjpaipah1sDqYio+KjwZbGmw02BjSOFtPyImyJXcgklC2F412v/Clq6o06SmTr1RiIUrblQOXpiQUmRjGjV0hF0wxGzxyI2f+v+eMJ4fwE08+e9W//puhEAmNYk2m+UKiQ9QlpZBSSHXeckHrkKqQqqC1eAqu0eroSSyxqYCFSqaSqA1jYhjkscef+eF/3uJMxCRMURDFBD1Lo0wehIWaNpU1/Q6AanDlXDu5wUAVqAeqQAlIQK76Jn8UVBMnYmVW0mqXHbbZa/edrBorA6NWgIGYO1jJKXHrny+96pIrvl9Z6TyUvARFkPQB1A42cAKRURzrMWTw1jt+e+IpZz+x0FNSiJAIiDgWkOAOr9OmG8x+66nHcePz6A167b+U/RusM3vreZtAK1iNpByCOThEI1IzNQVN4FR1oEWvfc0RgWCmBKLlM3cC1l9nzlZbbgZL3Hf5gjsT16oUir4sbBORpwy3jnn1IeyAQ7J3tmcUNBJQJVx3413qkSTALcNHmFmIgidJ1bIN8Kc+Yl2yUbZRtlHxrnAN0v7AE3maONa1n9/wq66ChdBMfYnw3wB2awpmuLsW5FOHwrFHHRw5eeqBmUmEghMMSjGYJiFKvc4rd52/0w7zCqn/x4LtiAUQWEp1b4N1Znzkw2cJaauIMIcpEVjAZSslIhm86up//+Wdj4EbnITry/81E/W4gYwnGiZ5Hkuec5BujQceeIRImNi1D/QkYrcgtPqMmRPDP2G42267bp16HSjDA9SaKi4IQmvx4vrkU09/8rkXE6FX12AFJ3AFqp2SsyYi4/DsC9WlX/wmaKi2PML3CawBJfdU7bTTtsKqWi9rhedtQNYvt/Kr5LTciG9CWi7DPcQ9AhFo+onJYw36l2/87Krv/EhliKjgTLUWgkTvjAuUvfOao/YJAOXK03L6ob7KQG/V+vNrFTdv1frToxNMcJjcHS6MCJz+ppN+8NMH7/nN/bn3zbFlBiSV9uALizsMf90b337uOe878FXzKyUhIag0EBknNwcg0Z1USYE6K4MvI7z8hWVeNirwZX8kFlgN64rHC8454677z3z4qaVAcBjMHMmNXAKsvOf+Ry6+5MvvO+Oktgj6wmsOI7fddtr6yqt+wNQ2MLEzAHVLjlYrqS98bsl7P/jxD7z3tLXXmh4IZiQIRGLKTnDBk8+8ePmV//HFK75BxRAhApSZXS5CDtK6XYRjjjp8ZFCIKmZxJ85mDi/5apN+7nZrR3CiIKGvdJor8JzlG6DUx66Y2Uuy/0xzue76X3aSmIgTQS0LzTkUOr7umjNesfnW7JVbImoALARjB8FTnntM5OkSnnjquXt+/YjLEFCknoJEXYtWe6wzfullV+264z8ORoFb36GK/sKnuryjxmRuHjUUiiAA0lCbP3/R+1990pm/f76nzuiRJQJLKEPtCcKdqnz7O9/379/67CbrrR6bcfEEBo0Ucv+DD9/7m0eIpiE5BTgU7kJkasPttM8e27mZWt0A4dwnlfTN8Ce3ks3ZKf78+ts6tVEc9NqzPmZlSULx7e/95PTTTt5k3RmsJmKYxOD7c++gJhGGKgVu5RvAHEDi7jAG/WX2a/9P44lP3tQGgOSmW+4c7wAh1qYk5KbgQERuOnu6brv1Nu5qWscobjp5B1iz9fsaDxSfXzx22+33QAbc2CmAQlJrtYd7ne7nL7/ywAO3XW1QzEkURJWxF7F0gznVCpNmnxubUw0gBKirESWQQLJIO4EnlwVZQcQzx9KNCUzmZkUQr+28D7zr/gfe/dQLPZbSiT27NRAbUwpSK3/o/M/cc+8Dbzr51VvP27AUCMGMhZ05mZMjOCg51Si//d0bz/3oF14YZ46DsMrdXRPFaN0O8yBZHSiddMLRw6WTpxBWpPA+UODIQ19172++SJynJJYNpU0NoIZ+58LksN66662+xeZrCiMgAJo5j/3X0RloFzjqsIPuvf+zRKbE2WQmuROzm+XUNLtrA2nephttsPYMRmKW1NMQ2U0pQEHq9NCjT9x5z0MuLQc7GVIC3I3YFdo5YJ9dIqc/t53ys2ARTSmG4pnnXvzlnb9maSsFkLgqiIlEwtAvbrj9PWecXJEXDd2c/lvcrZnYYUSRzJ08Eg7af/4/f+6yPzzfA7EpnEhiK2kXbhxi6nXnrD7jnA+9a7DF5uNMg9mHMwNi/2uivixI/N/q4/jEuQoPgeGq7gfut81eu+9wzfX3hhg1j/6sgkcOoVv3bKx31vvP/cbXLp49ddBNhWXFJQe5EdibpoQbIA0XmsgBiIKYGr/Cbo3LLv/egwt+SzJgqkwxQ4tca0YK0E02mMOSVcoMBHLfc7etPvUpc3HXrNjqTafZBVQ8+vRTZ551/kUXfnit1afWZsLWp4GSgxLosd89+/ELr/j9M0tqj84CJpgSkSsBFDhZXe271y7uVVGE5Q2D+t4bmUWRjyqGqiKElJGd1Dg35ohuloWyYAQzPPXc6GVXfePSK7/btUAEcg3s6k6IDkggQe+1rz5kt523I+8yhdxk8Inm5aq1aq0q81atl9VioywKMPkQZCIHVECrjQy8++3HnfSGM5hHytZIr1eBApjVnDg68Ptnl576jg+c9pZT3vrmY1YbiYFYAFPNgr/uVCUCAwFVF6Ecch7NiRZB/opI1YgCTGS7ufBxkPvas6eecMxh53/iCwllLItUGRMZEhDBnEwuvOiSvXfferedtiFor+61uAxBaq/323OXtVaf8uRzXZVCq56XBeDtgXIsVcItg3/n36+9+ZY7znj7W4577ataBYpAZgTG4iV+8y/vveDCz/z6wd9B2krBm8JV3BRMgbwoZL01Rk5741GSVcqbmmplpy8XjuBo1AXzkSJNz1MmJ/sv8eHzvueFAz+59jYOg5UTE2UNT3dHcNHxt51y9FvedEQAZFJd1SecmTeglOafeo5fL3j6yGPe+NzicRZ24wy16SWN0v7FTXc8+ruFW206Bw4S+Rt75gShhvngjaEWKLvXAloKNtlwzlve+Nr3feSzxlNZBhkwVyMFKaibPCz84+jFl/7rxR9/p1rM7ApiVjUX6iiuv/lX5u2UgBAz+AUgMmsVssf8zb702Q8FoRiaycBLnhMvO96hQEdx0OFvuf3uR8lKlxJE5nW+xS+Odm665e656+7bSLAnkxBXDBpzZgcg7H37bm+8c2niQb/kh/+h8WSiKm4M6iQBN9x0p1EJiQ1c2pkh7gl178TX7HX2WWcwgQkpoQjNHX7Jnc+7IQFPPa977Hv4whcWQYakFOs6sVTqBLn7NwsefPjxHbeeS+x1XRct96btwoaYZ85gN7fMwGMOlhjUcm4pqLaS+24vZGDPqDLYpOAoDHK4GRG7aZBiq83WecMJx1zwyS9ycEWLiOHiDgmSkOAiAzO+/p3rfvDDm/bdc5fzznnXrDXKMlINIoUI1wmjXfz4mjs+/omLHvv904lKtAaTKzlb3S0HB3tjo8XAYLVk8dSR4eEYj3v1wV53Y4wr3gkBetThB3/mc1c9vbgbirKGAZS9Q8ABUCJhilZ3y4AtN99gsARp9lxkN+PGGM2yJJcwHXnIAf98yZeferHDxYhNxAxnbyoWBynBBLr53A2GWpkc7KGIMJCQA8lciT/3xX9ZMp4cRWNVQU4QT4nIX7Xvbldc9uGhuLKyxEGEqsKjv3vmgMNf9+J4sjzcZIEDxMnp/gd/d/d9v99pm3WAtEz6g/72vc2UGbxs5OQJ686e8eGz3/2Osz5Wk9ZGHEPyBGKYMWp4vd++u83bYnZKKYYs9vTnnxnR/zskZyOTE0kYTkKnnnLkNdfdwjzoIqqO4ICagwIr4n0LHvveD659y4lHxgjrw98n9emW34pMajWFwCxFIZ0uBovggGb/PqeeQwSpRixx1dev+eRnvjheORfGLMRiyUicLAWvLI3O33Gr/nSP4UZE22+12Tpzpj/62FJpTdFelYWN3AFmNUn14I+vvf3Vx5/5vr9/+357btcqmAidGlLg2efrH//k5x+74FNj4zzek/bUaV2tvLuUWi3v9aQotTayJVtvseHuO+/ANEaNRF2zmzyjY5qCi8jhAjOLIlW2BCKipp1LDXqIuVbUFRx6x69+/fcfvPiu3yzg4WnUGvReooK1rohgSmAeiN3Za0z9x4++b7CsAxvMltOkXlXmrVqryrxV6+UH+P96mjlAzoDC/IBXbvfWN5/w5a9/d7SzlEPbGmy4OciJx60g1Ysv/epPr7l+/31222HbTTdef+01Zs4Yags5Fnds0ejSBQseeeS3C6+76fbfPv6MIfRHTkrLXMX6Nkd/YQo7weXOU7hjj9jja1//1u+fXlx1FSEoGvskAEpBwuDnr/jOdttvUwgXIQJQBbNMHwoXf+IjJ5/2nqW9LoqoVZIQxjpLIIFiUWsADzyzqPfB8z558ee/vN56a7UH2gTvdas/LHzmoYd/J8WgYYC4Zb7MDps4MFTrcbXxU15/YrsAZ+Pml5drZDjXRJLrffsuajp5tByBDZOLsozm4vsfevaeex+uqQCxeU0EqOeSOBJ23nbzEmAzZjdzyiY85OQ1kQIFmTSNdEIE5m08a505a76weKFpfyRIBrCiqOp03fW3z5s7hxwwJfnbIozzZL2yJqtrDlSGa8F6/KsP+P4Prrv9nsfcywRSYkMmOJHHokr1d79/7aGv2m/fPeYB2cQrASQeHPjhj35B0iJEIIEISYWEYVot3n3+NiNlbrhm9FpOyRrlbTS0TAd5tuh2op222/Le+x+tPHFoW68iyWZ1MRTh57+468TX7Fuyg0DMjj8xwV1+JQeyZp1zIJBDHcogUPxfd6ZPbFBz/P4PS2/5P/eAC3M3T3AHArkwq0p3/jabR4ebBeHAlhVDeBlq1/v9awBizrOny9yNNnj+VwtqZ+0avOfGzMGD10n+82c3b7P13ECQQHAGhQkCcD9LMjRzZzIFU9nrpXec+cmhEsY1oMhMSxdyBtVO7OBsfw7teRr7+zNO3WGbuWRGzExe1fSGE19148233HrnA+PuoNJBQWKVumBHKEeX1DGOLOlV//GzW6+94agNN5wzZaQcGGyRSlVhdDT99rGnXli81IQttJ3cfBwAvEVBeqPjXBTV2NKBARlb9MS5H3vP1JGiEF2pditDZ89qz9tik6dvuktNGmrTxB3IHDtiIfLU22O37TNq2c1dQZwjTm6vmEPFwzprD2660bp/vPPR2hJ4kr1ck/MquzGp1uM777Qt1PrtqTz5c3NTik8tXPy9/7jOMNzH6zmcs668IB1/zOGDAWGFpY67Z0WZwRA3Xnfmdltt+rOb76NIXimJuJtZEmmNdUY//Zkv/Mtl58eCm9OMsAzK/dfvamtwKi6AS3ACDj94j0svv/I3jzyDEGurYNZ086wabvnRh+7uChEyE/6f/LpSY+bKTgHYdactN91kzQWPPZe0JC7deoCB3R0Kqby89EvfPP7VB4XBEmQrFlIzU7i6iynd/9CT3//RNYFgREos5gIbVSLSJ3//zI033X7HnQ8v7UGKISUzVx8blXbbtCLtETqHHrjX+uusQc2UrGmGlaInHHPYhZ+5spPGpCzVEniCpW4s09z1gUeef/2b37/h+mvNnrX60NCgui1eOvr4E08ufPppSFQVHhzsVD24oxx0rSkGSx0RnjlM//DRs4ZbxI26LybQwf3TfNKZnlE8HLq1fOt7NxTc4+VOZ66TLn6xs2DB7+677/77fv2bDs8IgzOTOXpdMLspCzucrUbCQBy94JwPjrQgDtVauDXp7V4ltrlqrSrzVq2/OM77BELKwZ7JRCbsNtLSj5/7jhmrTzvnn77IXIKInbQBWZCixYHG1e5esPCeB75Oru1WDMLuGkIw9/FOD6DueBUHRxSlTajcmwqx9lN692aG+JcWqd7nugiw3qxp3/7Kp486/m1PLao7Jg2OwhPA5EHD1O/99JczPvL5j37gLVNaAdBskxXd999j3tnvPPkDF3xWaJpS6eRcwF3Vek5ce2kOWHjij90n/viwuoGaDnYcnlVVyjEkmxBvIIDdLAQS7pz2xqPfeOLB4onBhNAf0azM9abxgG6+ITXSgjJJoI3+1P/Q/OVYN73vA/+wtCJlAWqwkTJTACyprjVr1iu22CQ44M5mTKGhxhMBBbkqCTtl1UmQBSYFHXHIQXfc9YVQBEIFsqwM4SjAuOrq759y8uEjJYHkb4RGNUpiaHIyJycwPKARaFNhzJo69J1/+fRrTz7z1rsfhQwZRyDAXVyN3blYMq4nnvLub37tolfuvGlyCwL2YIovf/Wae+77ncqIwblgSxVRZGPGWAzdg1+1FykEWaxdsuUGYfmCmhxuREYQcT5g7/mXX3F1CO1er8ss7g5X55A8Xnf9bf/njsf3mL92XVcS22mlNkeNxKjnXwGSLCU4qcD/39I2cu8jd4lQG86/4JInFy7WMKBWSxm0NqYSqu5LNt187d133V0I7uRmjZAQiJaxW6jfyjHAC8JYD8ceeehNtzwQilibkIy7ty052LmI3/jOz04/7eSpA8xsQCSfgDsbZbpdo5hJ6gxmNzcur73+LiYDmbMZOfoyLc4VwOaBwJxNJ6sX33DysckQmcBBVcsos6YNfPuqT5917oVf/uaPFAAXVbdHUQjqCVK267oOoaytWlLh7gcWuhmLuJkbA8GdwW0nuFe5BiNiRw3i2Br0utsKNG3QP/W5fzpov52Z3BKxrFSjuGIqDnrVXj+/6c4JaeOMf25cCUHaq8pAA6XstecuBIU5cQCQbRWa3lsWQTIll0MO2vuG2++n2GpQ0MuCteajwutq9qzpu83fnkDuziyacoGpAJj4G//2s0WjZCUtm/YS2FmYNllvzUP234q1y7QiP2sjM6+DsFsVJZ5/3odvPeKkFzuJQuEpFYxaXCswlT+95sabbvnVAXvugAw7ZDeo4G/TdvYEikYT4/YEx0ARPnz23x174jtCGHIuFMLuVneHivqc971j713nkdUEdg//Y4URsgElufTdKXy4zed+6PTj3vDugFZVZVZnRkyQe6jTwGOPj3720u+c9c7jJ9AXK4rpIVROoOL7P771Zz++DlonlkSRPQk0eQs+HoSI2ubDKgWgJDXVVRxoV1UdAth7228996JPfnigxZQFnPqeTAXVb3vzsc+/sOSSK75BGFFII60KAyU3EY7JVMLAgsdeeOjxRWp1CIGI1Mx9REiM1VHDHFKgNmZmqxg9cv3Q+07bY6cN2IxdJh1MCgg8Lu8LZUTmQPK48Lmlp77tPIKBynyCNzeCmSnAmVjUpiEUDmUkZFg1WJ3EOmKdLeau95WLPj137vpiSuQiZYPuaN5lWTXNW7VW2OZbtVatPxftYci6c40fEYFEOBUBbzvtded84OyCicyA/oFAKmVLK+XYTilKe0bNU8Zs5IVe+WLdenaMXxhFhYHxumivtmbVIw6DoJAp++TObiDyZQJkf0VV4CBSEiMGWRF43sazjjnykPEliyY0BrJYPiCGVuLBS7709RtuvpMbyTyHw5MGwtvecuyrjzjYUoqxsDpxcOLkdUeK4CKJgoVWr6e9GioDycsUB5KHTiepkWb7rnwQQkHKjKqzdO+9d/3Yuae3SwuitGyYY0C9sm+WlQMAJBCYnJuBVX+m9Ofyfgcc9/1mwS233WEeIAHCLAAsMNyMWXbefaeyhRoVhx6kMlTLFOOzXwSRCSBAUEht6Ihgt922LmLtPs5N4ZG1xEJt/LvH/3DbL++0vrb731bm8TK56v4oJwcuBwEBFoR45tTyzNNPYoyBqtybYHBQca1DURKV45Vc+OkvjFdwdjOFY3Rx90tXfM29UCUKYp2lJCQSYYDWhx+635y1pqkn9aSmxCYRJAYx5FshWRk8S6URAGHabputN9lww9TrtYqC3T1LsYXCKSwZ7V1++RVVlW07Vu6bxxZyeZlHSfAGv0oQ+P+m3u1L6vyHH3nmpz+7gaVwzurrBhCbsDOxvuHkY4u2OMNZRUCcIArJSgkGNnCWR88PIhFbDNh+23mtQl3HGZV7L8PIwZ5ATzz13NXf/kkuTbzpjxjghERZVTW7Z1iGPrtLUiQXdikqSIWQIAlSgXtEFVFFnEhqSM/ZQ0yEniWJgNS1JhEAiaweauOC89+z8fpruvfcrWy1AokguCq0loBUjylpgtTehqyWdKpysCAoIrejImVaH1EpPOx1C55YuO71UlUH8vPPPeuwV+1ScBJ2opVDo1WTMHaev43BJ+w3+pOFvButiC2t6iMOP2T2rOkMgxsmqGMvMauzuhDsuMNWIu6e+kqD1Awy3JngpuTpyMMPXn1mm4mYJbP2zBRETlQZfvKT60MxnNs3E9cjRbQ67b7r/MCIoW5Urv7Mx0kghROpqQTacMOZ8+bNyxl2IGc317pstwlikBtuuO0lReLfvLmzMn6Ok07kbt1WtD123eoTF54/PCiWxgWWOt3oetKxR5/+piMLQRlJCET/ozvsllnHWVAW5t7bc4+djjryENVUlm02kQn3UZLW8HTT8vIvXf3EwsW1rkyDhanSBAOkJeWUrrZqGa54qvFIkik9GVYZkvZqNVoeBl0GSNpWW46bAAYGByzVReB3nXnKtCmFUO7XWH+STMwYGYznffj0vfbcxazHjd1lBgRoq0UpjUO8soQYlZliWSXt1TVFkaKsxmuW4F5RBFyLsiC1VuRA1amnvPbE4w4TwJNn+H+zB8h82TSvv5HJ3czNRAr1WJRTXIaTjCQZSWE4xcEUB6wYrEm83aqYtCxVa4MGmGgSA1MBMJOvs+bIVy75yJabrhfJA8PVAXEs88z772GarlqryrxV6/+Xe4P78XHSyeoOSq2Q3vV3B15wzulzpknQUXITCrCYej0ui7ruURG7nTFnSpbc1d0Q2aIkM4pxvNtDLKqq6pO+zYUSI6KW1B0ZGHDNB4wCVgEVwdEj6uWmnJPBwQhizl4HJoeBuhP8jty2V6+NcMwxB64ze2aRumwqjT81iMitZnirGLjs8qvHKjTm2HCOZF6T+8UXnv3G4w7D+PODgaSq3cFFqXWdndZNE7dKKoJbAilSD0yIDCEzM2eiCGUmRkotjB6y17xPnHcGzIUavvgkjx12JPMscp4nNqHpDDK5ZEXmUCvcGa5wM7CCjTJXyPuQxqYyN9P8F1nv/8fX36UcwAmpS8jd5KCuzCl4d+fttiR3ya5TCJSdZ6nfvieIq7tl0XcnZXag3nD9OZtuso74eEIF4cYLiCoOGKv0sq98Y6zy5AlkK67bHZ1GqT3//twlJXMyBzN6BFNAERoN+GVDylyEwl0duuceO5x0/GHBRgMSkjkVWfzbrep5FzH+8vYFV371R6lid0uwex9c8NATz9RCHBTa4bLlyQBy1nbhxxx24EAgEWIhkWxTOyGj3/damrgCZM0JGx7k1xx9cCty1ak8ZxzM0No9IdBPfnHTA799nLhwq2FjMARUbF04uUcCi5oY4GasZlXWLzTnxhHY4Z6rHF+prhrlWqapjfPdDMQwS/AIGEiNssO7EzoGrQEjg+tKZ+iKBDKGsSFLFHnjweKAiRo7aocRmWVWmwC1kfZq/OLGe5bUVpE5asChDrC7Clezpw8fdeCeQQieiPIMcFmzorn57llxqO8+UAl04/Vm7bXbDoRaBKASSKAEGBxq8tWvfuvFJeMsAnTIu+aVEypVJmVLoGTESuLOWT3YrDKqa++5WPOgmwozC+s6OFeeqlCQZ+qmai9KMHMQSRB4Gir8K1/4xMF7bl/qkhb1NI0n7UmklLqKRDGQCISBKlkH1DVPgKfUS3UPBK0TUXB1U6XAkQJV3YI6W81d82tf+cQxR+wu0FyMEa+cwxW4gGOtOTO322oz0pQTYid3zhO9wlVCtBjTUYcdHLL0rmT9GyN2UDKYNhacxMRwbLDe2uuuNYu9gijYnNRInRzmIFFou8UH779HyHIb6lnoihhqXjvdec9j9zzwiFHo58bkFGFBqx50bI9dt2CCKy1zG/uTHygBZi4hunnB2HGbLcQqr9W4VXtL2HvdpVZwzcU1t945nrK2fQVkLx9avqGp6MfR3PMzgpEb+qpXns0AzVA79YCAPo891xISSoDaQd5w7F4/+NYXL77gXRd+8M2XXPju//jGZ8//0FuzGgic0MxfndzIDcjxnBw9oIKLE8GYJLhrCJIdva2Zs+VoT3AQmyNBlSgQskFQArmTsEnd+JSrGQNOsNoVUoqyszWhhSb8EpsOlDUjbloGWCAPjEL0Q2e9bYM5U6MuBTsRkwWoELg3NkoFvzg6eubff2hRx5Jlql1FXjeHOOU+ZiSwmwcJHMCpZ1WXY+EcmTgrHTEFcKrNPMTKrLaeaofKqL1EUhCgnRfmrCYXXnD2fnvO5+bEEzjDOQ/S3Nyhgf3j55+5zy5bFjYavQ4g9wAqU1WFQG4Vsyp6TpV7LZE5sFVJU80DZaprcAFjJqqWvFhK6i354ynHHX3+2W8uJSBZCEScqfGWzHNzyKjqo23MKTklEEFCSqMudeVumRTfKJISgaDKIlbX5MYwRCZmc2Eu2ViqXss7xxy824+/f9XcjWYT58YEhVioWp/UuWqIt2qtKvNWrb+4+z4R4Bt3tWVtWgIIyTlpCvAW4dQT9v/Fj/51+63WF3RL4aCOLMecamaEdiRWEs16kKhrdpAIZa1pZqQEczKLwsxwck7PH3rAzud94O2aADPWGvAEVMwxBvKqMXrI0VRZayU3VVcnZ3MGNZZwBMDZO1ZtuNGsCz7yvlJu1HSLAAAgAElEQVTHXZVBTlIMDmuq3BLD1PzWO35z6b/81FjgXNc1idepioQIfPJjp539jtdTd1HbLM8sAzM0hcAi7OaeElyzIh/MoAZuqC+WaiFvsaO76E3HH/SVz5678dozxLN6ecxINEI2HI7mqg5mKWKABxg3YDcnuKl2AaEIkDTVEKJTWCZwQcsNYImQNOWy3Ag/vPZ25VKthiVXDnHYVFjYUydatecuO4q7IDK1gZIQCcRNr5AI0r+f2TM9EgRuIwPlYQcdQN7jdtvMiAsiJ0oUAqT902vvePChJ8DBVpaBEmVRyhhjAQcgyN+LiKhg6hqqniO5pJSNsieyKs/VspMRe7vNHz3nrB3nbUJVJxbBU9LQZi3MaoRUM3V16EMf/tztd/wWUo6pf/fHN1ZcJuJkNbkjgWUgVZVzmj17xoF7b08ZWQYGhClgYorXWA4SkTe68cREYJiwv/lNxwy0pIhi7s4CL+DiUGdZ2sUNt/6mkyIB4jVI3Curx6EMtBrPJoM5jK0sKY/RnYi4mTT3peodKyvFGi3BRmOV3RhcGBKRI03QWNi9EKdACcIGVoKZrbTMq3IxAyEDaiMKzuLETMzgYJZ/v+XhuhM7udeVm0Rcf/O9PRPN4nbmUA4UzGtGb5ftt16tFdmZIYxAEKaY56WE0B9mEoEdwVAYArEEqwcjTj35dZEoJWUagiV4BQNzKaF1968feuD+3zmicSKtiaQmUooEZnKCGEeVaCKgQB6IgzNB+hbdEAL3lY0CiMEEyvK4TmAzJkAoEiAcAAEHZg6ELTde8+orPvb+d59ajS0suBcLAltreJBZnIIrQQ1C4GS6lClka2g3IgSiSM5wi4Uz99pelzZ+6L47ffcbn9ln9y1ajACX7CAO0MqOcXdmwvCAzN9xy4JdJvxryEEEahGHTmfRnDVGtttmkwDqf2sQOcNB2i8zuJF5Mps6WBzyqn3gXQiDGUxEDBKEFiRoldacOW3+tpsIHGzZEpvMXRVcVBb/6VOXdCuoM0iIgydD7Uwhkq02HHbcYcukTtLCCsd5QiIAkxAxEwXCrttuPBAdcKtdi2E2ByyZK5X3PfTUT6671/LJYErO/fA5yQUxU3C98UrM4jsGBjEoZFAFkzhBvQZiLvOk8aiOhDLzQAtgu83mvOWEA9/+hoNPPWHffXfddLhFzAAJSBqZLMqK+Nl5UBQMrphqQuHM4JZXKVcwpn2EXv+yTAkE9WQwSISyWIAb50qaYoRonlx7YmJVD2TErE6iPunYmPAEkhiKJuZM9pwggFw9MWHOGsMnH3eojS90VgO5sUjLkzlr8q6yXHPjr773o1tApTpgpmrdMc2892xIAA8gMWc0HSAyYmt4FnlTCrmxFKASEiAGqTyNC6FkqjqLB2Tsq5d9/ORj9415j0IIgRAbTBDDKTBIoBuuNfNbV3762MP3qUefjagKEUI0DsnJcmNR1VUtX5uJJqi71T2WAiqeiF1nzBwKvuSfP3HOP553eulgJ8kKZiCQGZS5MI9mEMkmTPm09KasdSEBiRkxhImz/0oiVmJ1JNOembqbaQJSEAGgqUbqRFvy9jceffnn3r/61BJeg5gl5FxMpIGQ/PcY065aq8q8VWvVWr4x3CJjASOpwNZao/21Kz751lOOWX2KBX9BxK3qSBGRau8mJEYtbCVZi2wAVpAHMkYy1HUZQuEpao+6S1crcNArd7risvO/9MWPrD5roCgSOGVGGDnYOCQhE2RTsqzAzJAoSpKoTCQ1Wpjw0GkwHC4wIRx4wA777j2fYMZQS72qiyJCWFkScUftHy785G8eeJoFEoIbogSzVEYPgneeecLXrrpol13mDjFC3ZO6VzJ7tyZjIBC34aVbdGXmFlEgVUFNNl7ymKRnt58360uXnnvuB942MjJY14mJ/iSUkb0UQHtGqsFczMVdjESZncpgjBoKU88sNVquMF8ehAW4u7CYwwy33vqrBQ89AWpJGCApyQjdmpMGs2B63NFHrjlzZGXPfML2J/d7KZJE9hNPOHSNmcPWS6TMiUJiVvHK2Uug+MlPb1RDVldfETpIS3ZAxXo1O0idk4eEkBCSk/dCY1zkwnBbDmdFTADU1OGWdLCFM95+askVeouDJNKlSuQkoAAEJbFQfPbyq0YT91R+duMd8BahFbwVPAYEJCMJ5Nhl5/mqL0f9ZznzkaSJDGXA/B23trQ0kHNiUmJjtmiJy2L4pz+5RRhmLdCwAoYQ2oMIDKsdZoA357bUVZWTULP0km/98ro19JIrDZxIuwE9icYaWUVSCCpBGTW8ys5QubJaGbkGpdbiLmQQETIlMzaQ5pFEzZb5XyYC0zz/Z2Y88sgz/+eXtwvKwC3WKBQZYskCQbXefrut2uVKhUMndBLBYFelEAjYYYdN11trZhFq1E4QQoAHaHCVocHpP/jhTepwHwINwIMbYmjDmJTIQOqszo0+K63gw2qckDv1kii4oBa2AgZCOekas2NcyiZib/u71/znD6449qgDZw0PhF5HR5dIXbN6vkjSwF5KHDaP7iVJSS6kiCBOqYDa6JJB9vnbb/j5i8754ufPmzVjqGBkn4nMK3x5PX1PmoqIU15/7JShMngVrGZLbMZKVI1H6g1E3XbrzaYO9XVRyV/a+ls2R3d3C4JjjzlqqCWoAiWRRJJIkgeQd3vtWOyw7bYDJdzdyJwnLGCCOR559IlbbrktcHDzqNYwjoKLjns9dvJJr50xrRXIbGUubN6IsEyIXmD77bYaiIjU41AjjXpdBBkmKyGDVodLP//lpUsq98KpBbQmZUF9YZ5J75o4BaWoHsxZjZIGYlawBqTIPvQy3sImDf+TcAZvwH7LGnTilCM/m7OmjGu2qlfIRCuvif859rmKIAiEwcjSQGZkBlNYh/NsyRkAE5kb3Oq6I1yTESuxQcyDWTCwmlaWAdPkxUu+h1Ak98g45uj9522+gXtXqGZWTV0KxCQOAZVFMfL5S69+5tnFhmgoRMqylLoycqYc29VgWOF8lsiGvCpRBVREamJ19K6kxSNF57WH7fn1K/95h+02JweR9arKM/SaFKS5LcoQVy9ICuZC8I/nv+eyz39sy7lrcnou2h/VEpghBXEEtxAGQFGdjZhiIRQDimAUrG5z1aaxXXfY5Otf/fTrT9wvhiqEzgRFfWIO7Kq5FWRasfFLPpOjB8wNNvlDGSwVgOBgLa2ysT9GX7zRusNvPfXwH3zvs+9/78meMNiKYrIq81y1/vqkfdUtWLX+ouVGIRSmFiR7F2DWtJELznnz2087+ZIvXHbJVT/q1J1AhRmECwe7syYjcAgBpGo9S1oIm9biiGwiutW8TS/46Ie33noNQyVIAtNUCxNz0YCGavVuJw60UCtl8xlnc3KYokNwIWJEoGrqikwscGOCuw22+H3vfcOtD3xw4R8WxtZAPbYEoQQZCZUFp153XPXTn/7MVy/7RwIRi6sLU6/uOceBluy/19b7733Rv/3Hrz/+8QsXPPRoaA1xiFVdswQKhREBLK5aj4uQpQpeDxS+9qzhM08/84hD9pky1Ip5zCiBANXaYZIZNX0JQgG5gjRZb1SkFjhIKbO4nEQ6pN0moWPKDf9JeddkffD8RyMiV4Pjc5+7OKU6ubGEQA5Wq1I7Suq8MHv1KW994+sGWi8f+kEEASGlmjnMWWNo/73nX/71m4oYGKSmZMxSaN0Vqn9+7Q3vfeeJGXm5wj6TABBXQRcpMVMfGiXkXIqSdkoBklPgZbQ0msjyLIZY1d0itg04eP/tt99q41t+eVcZR0ikV4uhSvDsrlv1utde94v77n/w/ocXPvHkUxFT2U2g1J+ccSCvxo84fG9VFMVKb4ZNapNRkKJWa0UcfOCeP7/uBgPYC6dML2RAe93uXXfd88QT3bXWbAUROCxVEZ7qHiAMY68pgYgSqNfr5kGLuZPw8vX8y3hJqd+Ndye4CBWkBVWVLmVO5AU3GSaJJ7AXjVKFgxqZ1RVvgsFBIqsjV/2+Qt0MGyCR6zJaSlUgBTey9g4m4osvvnTpohfbrelJe6o1MZvXZdnS1B0ofM9XbpcjClbsEtEXWm02T0rEMtCK++0z//Err65riVEoiqoJiNy0qn/+8+vVTs0YWlU4oHVPkMirCdlaaryuVnSTxWrLijzORC6WyDVwokZWf7LRGcOTeS+GFpe80/Zzd9h67osv4KP/cNH3fvjjFxYtKtuDdWIpSiJRVVMDM9iE8v7X1BsvAgrY5ltufPb7373/KzcyRRSQu/a6IWRhiZcr1UsiETxe+9z1p7xis/Vu/dV9wc0m9I1YvV5qaXy3neZJf8jXZ+RlYB/T5M4BIUfeLTaZ9orNN/rlnc8STNzIyUhT1SvFOkuf2Wu37aRxbnYmkGS0MRPh5ptu86RaV0XZsqpn8IJZ4OadNaYPvPkNxwUCTNl9pd/Pl+nzGIOnTx3aecctf3rtba02d+uuUGmqRGRuAXzn7Xfee++De+zyClM4TxASlrW8JwwSzcBel6iBjEFkUHIz8UpgZWgC15+r7vpD1Maw/k/uZ59wy3MwEAjQXkleiHe6HWaPwlHAjNQdF5/k6d7/z1qlFGJVGmewsLOrkTNgCJlA4F7nHI+Z1Z2Zyqiw0VARLzN9yz00rbujZE4G5oz3ngg7DCciZYR11l7ty1d89qATTn38gQXFajMdwWq4cQxsqdepO79dMH7W2edddumniNgAiRCGeEUuTCBU2mDF//yJoGABKAty9toBwwN8+CGHnXLSa7fYbDYxXD0KwSiWQbWSbJwHakwZjIWDaxLmyJgxUh5/9H6HHbTP17/5g4su/vxjz407QBIlFKogmHkGQDqRF0QtptGlz7cK32i9tc4/57377D2PLJGOxQAgAW0iuOV5XrYFJk0mxO0yRl8Rx95Atly1ZiKiptqrAWeRQe6uu/Hst/3dGw46+JXDbWbWksxV2SLLqkR91VpV5q1a/9fKPGS7b3imssALlqQ8Z3rxkbPfevKbTrrrrrt/fd9D99+/4LnnXvjj84uXLB4b7/TMJHJRtnjqtMHBdnvqyPDq01ebu9H6G22w5pabz91w/bVaBZElIyO4mwsHYnJ3oA5SzNts3Q+cdSrHQXPJZV5fJA6Mesagcg0JPgn7AbgQWUFUW4LJlptv/IvvX3bjzb/8w8LnQWJO7s5ZiURrgk0ZkBcXj40MDViyICGlqowhWWJ4coXjyIO23Gf3r9x9773X/OK2+x94+PnFo398YfELS5aOjXWdaaRFIzNHpk+bttrUKZttsuG8zdY/cJ/dZk4dKgRkWTeL3DzDEZnjf5nGmRCf8voj9n/mRSAAng1Z89TS0d1q8w0ZYDK4mztP0CcmDBaWyzMyY4R+/8STzyx8eotN1soeWUlVWISoFMycuvbrjjty3ubTYSsbXdEkLpgzwRlOZLXye9/9RoSRhx5aMLp0qZqTFO5MZNBx+OjvH//DxuvPXlnXIBHCRuuvfsDeWzkFuFGj7sru4jw2Z43p4mCGpwRmIkYjbcdErpqYiVncEnPBji9cfN4PfnTDPb++f/HSUfa2SU/Z4SVrUZJr79nbb77l4Uef3GD2tFRMYTeGsrsROWFwqHXwgcfuPn9epMqdViaT4MuSIaeUEjO54/CDdh0ff9dPr7nh+ecXp6w74Qz3QCDv/Pu/f+OMt5+c3Arjd77lhK6GbnIhFnfyRE5GYk5rTE1EcDMhdvcJ+Tp6eSX58jvC2akVfL895yePRkVwdxcgkAOU4KPTpgzF4IzUF6nlFW4Hh+nOO2224cajmqXFs5YJiFxofHT1GdMCkRCbOhGpKYssfPq5x373yKZz11RuwTWXS8mcGbNmrv3a1xw0b+7arjVJXMlWnGhmODUQSngR/Iy3Hj8wFG+7dcGipYsMDjBzFKOqOzplkG686fY9d99OvWIOQmGt2SP77rktScsggLODcmK/whcheGo0KfLjUA1UTx0ZJIchUTO47nOZSUrxKnVYggKFxDWn02c+fsa73nH8r+558O77H3rwoccef3Lh4sWjS5Z2li4dBXFBYcrw0PTVpk6fOrLuWrM2m7vBnrttv+kmGw20gVSVQeBwTUVRNrbSL3uZOguioKpx+CGvHB4q3QsgwHOzSYGOoN51p62EAM+0t2XBtHHO7BvcuDuRCdRdDtl/96lTHmJ3cQXIiJM7sxWy6U7bbw7UxGbgxnMbAFAne2TB/ZtuvK5hSK2I3uMganUIWH31qW8+5fh1ZrehSZiz+c1KRsuTXgiCF+wXnPeuGdO/vODhx0c7PbaiNnCMYKJ6zHvy+OO/9V3mMUPdXpL/uGemqBORmc/bbL3993wFkGnJUDCBydN6a85QBblRsaLXJE/wmHni55cUew4BlmGk2bHDNltMGVmN4lAyZld3C27k3S02XY+XV8IhtmQ0Z80p++zxCsiApRRgxAZYAhw0a6ioqjQQuU9o9ez0vd46q7/n709zLrMpd74scyJC6i6dM3t6n/o6+UIz2BRmSk4brDPlh1dffNstdzz/4pJuz0QK02yzZ+xOBOYlixYvmjVzCpkCYYftNpk1Z5ZTQXBBvZw50J9spgQR4alTp8xafeas1afMnjVj21dsNmvmFHaPBDUHu6sSuZk3txcTaq/O5pnGRjBNRsQFZOqAvOX1hx196Cuvu/nuBx/8/a/uvPe55xe/sGjJokWLe6lHjHa7nDp1yvSpw6tPH9lq3rw9dt12/o5blYKQ3VqlVKuI4iTEDOUqnql5LmutOXP/vbZcYeiSvuVn81LGEFabNnX69OmzZs2cPn1om002WH/9WSHCvYpcM6nDmQtPiSiuStVXrb96kfsqEueq9RcsNQjDNLEgi+3D4er2/7F3B0uSHEmamP9f1TwiswrA9MzKzF4oXL4Dn4I3PhTPPFOED8AD34Z33kiu7HB2ht1AVWaEm+nPg5lHRBaAKgCDHqB7/q9bqtGoqsgID3NzUzU1s1HZTteMXtUihgDiv/7z64eXy+vrJfIUkdvGr79+Prd4/8QxcEqMwilq1CVDRI3xLjPGqMyoGhFrt4m919bOvavdlh7PPdEHWoJDgY4oRXs8Zr33vW0zRslRSkYVGBTnEXlrSmYmq4cwIFblXLNDjXFtLfaxk2rZhhKMIZBxLewdf/ru+vH18vH1NXM7t/3du3fffPP+nKukVB3nXAfbSWCbwyOOsUfEcQjbEeSNl2IozvsxfDu2rcNcz45R5wyqY+xoiePsdX4/aQhUKSL7qA+vr62dXquRGKjIqAEIW+DdGaoe2INJNf54mb+wa174dfSDUGOokK0QRVyuazeNOXDadzydgPHK/vL1+6/nB/rRF+8vbNtrRUXo+NS3lYYFsHAKcOxMQkK0Yz+E2Qjj+HUwmhQiC2uNZBuomHvUIAYwkCGwf/thz+3dyzzZ+NawgecnhLRhR//Q2jvg9NmZpR2g0G6nLIy+D2lki4xrx75XH4qMuQDxlBhd15c//d0fnrekXge3p6sQieDa7OOYgUMl9n20VIsYY2RscyNucl6Vuc/ajw/r55Ir1Bz/7F2xtSGI6IUWb8JBFsjeZoPPVsWI02dffB9FZuvAqNvCzfWttYE+1FoPKnBSgYmu/fWqyNPrjgqw5r0ANkpoDRsU48PTlsDz57ufY3wMCBid86tv2+uQgiq8vFaeo8asgkVLaPQt9+dzNuwSi5uwXUsRfJNsEeqz6Y6m1Zb08FcSpXrdUsBpruS81zhzrxpz5WaNPTPHEHMr5AAK+Piqjy/99fVyve6X0bdTfvX87t3z+f0Tg2izLI8SRkP0vZNkpPaRp6fbXBZ+wlRvjR3Mghh52Udux5vUvfShzc6qekvMsz7nzh/zsJjVNglqoDoigfxwHdup1ZGOmsfHjxVQ6IRLi31e7UQSkEZJiPb/ffu6nZ9eLiDRiN7x9IxeeP+EEhqA3qG+tURsn09nrAqTI+fSBwqJhssVBYyBPOHlFQJOgeeG/vrh6/cbg1UVcX54pXX6WZVmV7gL47Yb6ZHUybnL4X7ZtgC3LydcHsZXn/QkfR26V7f+vgsF9IICIWRi7GBh25AUMEBxbu2rHcTLQMW2D2y51i0f+0QhC+Ro6okNCpSwqVSXkZk8dr05TrMEhtCIUG+z04gNiodPMcTRe888C2gaEIvJueovWbW6pCrUhkCNujTyT999fP7672Zrn/ft3MboM/YoIubcHIWNGGNQdcqt90u2U0FJXPfLaduOZ55uk9Cp+URA7ddoiYj9urft9HrtWzu1jCr0gdcLPnysl8vler2SOJ3z3bvz81cbE404E6gKre3aEDGGos2FzvP0eJESRu99a0+jWAPjs80hvzeJqbelLhqItQ/zKF2DHGNEnIiUkl5fZQ7z7N/GsU3bGvAcW2HHfMgrO1b0NB8jBFlvDxC9LaSYA9rjCV2AqPePkxFCYR29fezur7ht84y1zUOFao5BxG0dXT27fQmQ5ghaJG4P1DiOWl7zk7MQQ4y1rcZj1KS5HGKdoQzNmpNjl8yjumk+MY+VGLctyh6mw+JxcCLybcGVLuJ9qD/P3J2jeZGjkuvUittilRBzpmh1nBset+c27yMXAVFaL7cOQzzO+eYg+lrL9LmhStcsMZ3pfAEawphFfutItLnvmDCOP5EYgbkqfftcsDReChwRxbh/N3N+BeiYx1FXYBBChI7t44m15+LD6fC3Cx/ziL2sgShBQEPNpfMDMYCUssd4O0im1pLPnTM6+cIwboZ5OQ9zU63T0ovRiZRi7YcHrV3r16Hq5E4MjjYHC+te0L2ACuCYR3xQRGnuePImkv9CeeHQvDfFtbFs3jaVEJB8Pd55HD+95iKnYGBuOPG5CdgriHkuiWYB37zcIEXV3Bakk6LaHDIXasy2rZplrDzOa5tfdKpCO1GInxLmxSqvK4EFrR0nRcydENcSGhA1h79FDqwGyVIKUYqIWJ2U8GbFzdEtfPKzQ4G5MaJWk0/MeYNOzOq4ALZ7yIDSOoObQCeH1ih33jX5GAnoYdvHW2TBuY4JCJxu/3qetHDEHiUowPj8MvvZQ2mebrqu0fGCK347Gsw8MXU2sNT3J1NZa3coUEwRhStvm3XM21eCKtCTM2rb5t1KaqZu1inz66i8Oj6LAhSU65khkp+v+Z57+HLdZzOUmOUPR//MvY6Ng49Lf2t0wGem67VO3uDahBPHFCdDShVLaKd/zZP04TYex5QUVyey9uS83+erPcx9ejQ7ny60gXY7lJJrw+UCIOXMZ7KOg+NiFEtIKYKD0m3WbpUir7ndknjbfe1+Ofiw7r3qqCZ5fIqtacDiBswTgwqIWovP5vNjhL6QohIu9y0+uT7WwzuZe1Id2Ynj3rnfx3MTsvsiXs57e7bM0EcghUZkvXlVARrQoBKavTc0S42PJzlRVOhhneTaC2BdYUV9Uvf0yb0Tut3fx3au985C0Hn9wXkzPjwxV9bOzGGe/ZuEeQP3tfjzH/JxMHHv9PlmignA2vj4YTg108S3nHSgoHybrK11Jjgo3jdgmCcJ3MZQoQjhlnJ+WNMxI7255fut5GINDMQjMLuHRUd/+mY3dwFQkI855Jrhm44ogw9nJAirHuY+RPzCsbGqh6Ic3c9I4JvUJ28TfGu8AZJvwrw3QfLxt/YZPxbWIP7xZFXct8/+3Hu7TTXhOLxhYBb7rE+8KlK0vs2iRElHzPCjYV6NWYpaQM61ZEcWeZ43nECsswFuh3zFEToPsKBYwT91HGNFqAHkGproVoh4tKj5CrelFLEa52NhFL+4QVU/EtOBGeOuMK8KCs1yxhW2z8gTx1gHKPGEW/M+zkhYC/mE47sctw3oHgL4L4d5tfIvPzCNIIC4PGRdAjM40q2BfWlu6H6JHoY1t29tzvfOKccjOq0j40KMXFmblfOpYww0x2JzcvSzP1sPd/Hj25DWQO/4NglpXof7zolHYDOP2Lx93bfEzOd/+O1A5PV+196MMxu12tVjmPcwBp2x5w9eSelh1H8bPb/J1zz+1bWOcM3VFlaYl18M8+4DU82DW46fouR9idu80VZJwZvO52H67Oj65vW6SgHO7zR4nIaxts+6XVPW0Xr12Mg0t/0/GqRWbJWYX1DwJ8yV3Z4LdXyLtwv4OlcUa/USb3rInxAaz/8p3O/VoBR1VDf/KzxcmnGEZ3X7rbinRt/cqrcjiO5ngn9yahprJkBiPSxuS5rnlw4hYk6A3Z7LRDFvt74E3hI995t93O8+bQ8/cd6384E8L9N2bBWjdafzoQ185pTX9dffNP6jra59T/kjT9LbITPifjSsuRHyQ2MQwBesFFyWGG9XPBRQc4yi44CYoBRAHBUUerOz9a1/Vr4Z5/zw980fXhxxG4HHvrY3F9/O1c/A1VWb9gu56djPTAzcf+VKoR0jhIfV8Lg/kN4EdbzHQbctQx6CG6CDBbSHKIS3AfrAbR/7NXa8Pabmscep20RV6c0WlIJYR+6WuNfh3N5OCPm4wJ2P73PNtUiPY53bWFNrRnBdk2MK7xhZ6vaHv9fR36/Q2+j3GAvpeEe7QDKPD6VPaseAzy6vm3uT3pbU63ZRjjf2hdHt+lB1ixHns5NzdiZ5j41vA+efWmIiJVeodKTO7y8gzuB8JprnHMEck7x5fb75rm8tTOzMI6Z//LqPo67uCYVflChVrtPz5ozimtQ89iJfO2SsRMBDs6eUYOyr9cQxjL/PBscRd/7IQrz44gK9WMOeOeZ+k7EgNOdXH+9T/qwDmH7wHr+3NT0MQO9Fa8cXQaA97Jf5yc4eX/zJt3v3GNBzpSmOUzYekkb3ZrFCO3yaMXncuAhfPnd+rVQ79uq4v37MxU14/IGPd+j83kH8YCCpe4t9fAU8pHQ+ufZcswviPcP0EyOK9b5vd9AKMe/zt/FDSQQ91AnMDpi898En4u1lv+e+5qEax4QEbic53A+ivJ/wvL6F4FrwSSnJJesAACAASURBVOEntIjHkPreLdwSixuP09vXBdbPv+FrDe/Jh31QfoUU++1/+BgGrNLs+xMojl/XpdJKUcQP37Q12+e4JVNmlvT27ROlGdQpbz/nMYPJx7bGT2LiAtYS3ocOl4/9UluvkY8t7viH0Jfus/uU2GoUa9+vo2b2B+P8+5iEt8cc+TiNcVzN83qugCK+n8WIVXYx93eembnxds+zH9/3SJ+dpaT0NtEzz0K9tdm4HQ16FAhB8ByeOcyzf2u5Fo0fA/ujAohrTBI/MjB9GG69eYrcZ54IFhpwL5ukSmvDlbnhWwXmRuS8PbLWWOE4qfqxznMWn3ANAnF7qs4JsOMNzxGBiOOIVY177n9FjbGSnLjVj1A8KuLmk+4elWktbb9tIn4MrY6XjU9Hy/duX+Lt0LM5ZK1Ctfu0Jh8mMm5zmW9DvOPxcHu8zv29OM+G0n1E9TDqjC+E9prZXBQiOE+fnwOI6uQ8LWhd/KMUi7fKus8/qFiFI8y5JZ45p0Nn7Q2loG4pgk8eg7dau1tWewBJBh4qyeaiIR5FZbGmX5oeRuSc08OMYs5U+BdCVRHkXJMIkMz1EY6Ji2NvvHpo7by921m1doTrnOHRvfxMbWWoiV9SrqNxHwXqcRw3D0y/dftFjJms4awHXGPCz45X1kCsjgt8TJNyXuT51TTptqApjrVAs/gteN8dXlpzmxEIKH7Ch73H7CILAa7QknNCQbdR83G+OWKm23UEf0fgcR/Jvk3S/9gNOn/0OAKQYyw772u1t8HU7LtExZwc+943ecT+QT3OOPAhJL93DCtOPG58HbML8cnuiz/SVPvRZ8Zt06ZbmDXv5+/PZq66eDyErMzbHYjZU81tS+6tbCbc5lItDq7OXGuyO1aSRXFMvpWOTYyOSef56iUOPkYLP9gUiIceda6lul24AlBoXE8CKThPPF/5I414PAbjh+dZxDdBb614NeJXOJia+0PYEEfChQ8ZvtUD3Eu+jzdfQCHJolaT15vTbedMddzjndX7zC9pDOwkieRR1SLVaqBvlnuOI+y4te28ZXc+eZLfkxRH/bPePv6Lq9KXn43zRhbfhG23qbnbeo36fpx/Txop34aqt+upWyS2ToN8yFzc4q97OEc+3vXUTCbV7SLMtPUsGl9p4E9zuPpe91Hf72B475/bkRYec6s23W8HR3vmMM/+7dxrF8X7sFurLr8+CRvizaK0W20FHjZ0vj+VB85vujQOYA7UhhCBsR66lQAZxVuPv+LEhnsBVR7jqLx38LploG9PovlYOGZIVvL5XllU6zkRyf2oYiIQs+pF6xQ7gv1NSlOEkniTBP98tDMLWo55oZzhR2EUxhFGsd7uUHIsxvhCJNDXsL0SQ/dEPo+PGT+hekmrdnZd2Htqs1AA55YyMzDTepg18idUNcWYs2FrjMcjZzxPQ1r7ua/VQp+bdppn+h6Bh25P4+M84dlUuCKxAXTEXCOmggIF7McrbQMtf/aZoo9bkN9GoGMtFGGt0s1jaNLQ7hPS5DGhMmO8cbTkX0q3NSn8sdmPOaZawxEekzMYYOKzw9/CmFMGun9fIUjowEhQyu9/TTwqmXVbXcMZD+y1ttrJYL6dafz8J8TbAdAcAhdvk/2rK9BRQJ4DxXt2Q7jP8fInTSZGAD2OwgJEPEzXfzJHOutHB9Z+wD9w0KXWah0WH+vn1jRXI9/+6bwv3XpzDfjFmuvjhuJjWbKO+gvdq7H5pav96f+5pc9uEWOgiB1ruV0ISRKcewxJR4tc6ZaZKroXfq98ybwjjv4kf2Jz10OEfRxkUqsQgSte0tquo8c8b+2z7VxHIe7DKerj+PiNv8KeGHVMbOZj85sJLT1O7N0iv3W9q0BhBAbXeXFZsx4FDBZRofY23ngTghT2QHJlMHksAZ1LwOJhVvleC/lmBcKtzvb2ANfDHNdKCN7jqltB7fzt+HyYF1esshHGLZGk41fqsWPk7W3eL1M+dg/rHHrVirI0M7bjWDTN4+ZaBxHdFmA+RIrxcCveKld/4CMUP3fMI0VWw/fmDx8y6Lcfscp3uQYU9AHX9q8asnttnpmZmZmZ2V8TJwnMzMzMzMwc5pmZmZmZmZnDPDMzMzMzM3OYZ2ZmZmZmZg7zzMzMzMzMHOaZmZmZmZmZwzwzMzMzMzNzmGdmZmZmZmYO88zMzMzMzMxhnpmZmZmZmcM8MzMzMzMzc5hnZmZmZmZmDvPMzMzMzMzMYZ6ZmZmZmZk5zDMzMzMzM3OYZ2ZmZmZmZg7zzMzMzMzMzGGemZmZmZmZOcwzMzMzMzMzh3lmZmZmZmYO88zMzMzMzMxhnpmZmZmZmTnMMzMzMzMzM4d5ZmZmZmZm5jDPzMzMzMzMYZ6ZmZmZmZk5zDMzMzMzMzOHeWZmZmZmZuYwz8zMzMzMzBzmmZmZmZmZOcwzMzMzMzMzh3lmZmZmZmbmMM/MzMzMzMwc5pmZmZmZmZnDPDMzMzMzM4d5ZmZmZmZm5jDPzMzMzMzMHOaZmZmZmZmZwzwzMzMzMzOHeWZmZmZmZuYwz8zMzMzMzBzmmZmZmZmZmcM8MzMzMzMzc5hnZmZmZmbmMM/MzMzMzMwc5pmZmZmZmZnDPDMzMzMzM3OYZ2ZmZmZmZg7zzMzMzMzMHOaZmZmZmZmZwzwzMzMzMzNzmGdmZmZmZmYO88zMzMzMzMxhnpmZmZmZmcM8MzMzMzMzc5hnZmZmZmZmDvPMzMzMzMzMYZ6ZmZmZmZk5zDMzMzMzM3OYZ2ZmZmZmZg7zzMzMzMzM7DfTfAl+hCChBKIHBphCG0QBAQQR9dm/TYC+iGZmZmZmP9dHYsPY0AujQ0BsldwJBVhogUxfpc+jJF+FH4zyAKBqhnkdANSAEDo5gGfUF6+tr6KZmZnZ72RY98uHy3+9H/x3+9GqkgIhoCrQCSpCBFAUieaRtsO8X9i2ZrsvrRYUmheK9+hu81UyMzMz+0sY8P6mYeLv9oP/jj+XBOoYkRMieqCOt9xckegw7xcbwABCaBJq3iWllCCWKKhtf53dgZmZmZnZb+ojR0AJNiEEAD0kVAChIhroQO8LfIF+NFAjAOq2yk6MDhSVgRSA62fDZ19AMzMzM7Nf4nnOspBco2pRVaw5PPdI+6fwbN4PK5RQBEMJAQMAkKhdkUQHnrwFi5mZmZnZn8Ecez+cCTBKkVRBQqYH2g7zfjEVNACK0UEBUeC1Z0KNXSPr7ItkZmZmZvbrywsUhSgGoCi1ki4Dz+cXoCVODvO+xEWbPxoAQwEJqcHB0uX/+i/v//FPeL2Sez5lvHg2z8zMzOwvcZT3Mwdpf7mTIp980r+gD7J9RGWggYEA6opdjBP+4z88/6f/ZjSfpuAw75fqpDJaARrnUXzd/4//9X/7z//L//7ffrgWX14bU69fiBLNzMzM7Pfn5wY75F/JJ/0L+iAsbRWJdiFfWgH7M/JPsf3hf/wf/vv/+X9q+YTmKMZh3i9uXiAFMIs7tT+N/T/163/3+qeN9f/i45OefInMzMzMfv/iX/fX66/0g+t3vDd8j3qqOEM7+JFD2EPj797//T4AjGoZbtYO836ZBKCaSY+e7ZStAt+Nl2/ZO6/XbYuLL52ZmZmZ2a/vmr0DlxoFXoNAtuKH8TFDo8UOeL7FYd4vJ2odpIANVTlOTyOgamjb5SzsvkRmZmZmZr+6pz2EUSwosjaBpWugtxqJlJdH/QSe8DQzMzMzM3OYZ2ZmZmZmZg7zzMzMzMzMzGGemZmZmZmZOcwzMzMzMzNzmGdmZmZmZmYO88zMzMzMzMxhnpmZmZmZmTnMMzMzMzMzM4d5v9LFqS4AFFhgAYDC183MzMzMzP6sJEn6ZX+y+fKZmZmZmZn95SL5yb9xmGdmZmZmZvYX5jZ99/0YDy4+NDMzMzMz+yvj2TwzMzMzM7NfwfeX0v3gVNuv4vOv7DDPzMzMzMx+18gjqpHqe7HUny+U+nVDr58SFv700FHSJz/usYzTYZ6ZmZmZmdlvHxbOOO0Wxf1rXs1hnpmZmZmZ2e8r6iP5xUjvx/6AZ/PMzMzMzMx+Gz8Yp/3i2bxHDvPMzMzMzOwvBn8/S/H+DWO/n8sHKpiZmZmZ2e888jmCn7+uGI9vff93b/usfLLhyuMqPod5ZmZmZmZmv+uo71d5KYd5ZmZmZmZmv6Ng7/v//HPDP6/NMzMzMzMz++09rsr7/rF4P4tn88zMzMzMzH57PziP5zDPzMzMzMzsL9JtV5VPVuj9so03HeaZmZmZmZn9vsxI75O1ebcI8Ptn630y++e1eWZmZmZmZr/reO/n/hmHeWZmZmZmZr+979dnfr56cx6s94O/5TDPzMzMzMz+aoOlv64D1b8QFjrM+43t2bfBhgBYiAEWEEBCCbxyUCQYECChCCUARIEDLCIloAgmIhECO9iBop6O73sAAxABIqSUAriul6359Sd4QV6SWXiSAtiBnQBwFk5gR30MFbWVTkJHBkRIQIEACQI1WD30PJoArkWfnO9WKGEoRiqo2IOt4h1whT7meB5K8CORothDLOZgUkhpUNcGCs8dIDqQkgARJ6EBO9gJCvNyFRjAhajA04AAQBswgFpvTIQAFVQgAN0/BQeVEoACA9yggK5QjwKSAoEQCAAP290CCXZoDxTRik0RCEKCBgpEirUuGkQAIBSa/4AeDCEUAAY5iIKaatNsD+snChAJBRUJ5NE2CA2wZqG2AMx/y63UoAuU4AB7RCuewCt0TZ1GbcCgrry9GYYopIAEgOoEIIpCJBDggAoSS0RKm2KARBDUahgaIUEUKMR82+D8pASEeYUFggpAcTQYAAPco8BqpZ2nU6kBV+qazMEnAVBHVYyoTKQgYbaI+RWzgYEQcEElRKzmTsS8jJ01QudxEhRQQAQLKFAorP8GkIM1P3wKAQLcqaJSNbjdHx5HWyA420VDBYagAAawh8jIEYn5L8bA6daGHn+d3/RJKhSAQAgBkKjZAIggqlACB9dPLGJQBFppAy6hLBIhBCGgBIkCSKHHoBiKQARY0KBECIyiWKE6gQF+YF4yTkPPGgNVUABA5rqhiOO2SkDzOn/vMTq/m/lrq7FJQtyWhReqONsJY31x1VFFxWwgx20b0GuCFe8UBC/AJQuo01ADChykpNn5HC1hfTk8mtYgAIRU1PxnihQSFDs1iIj1h+dtNHvm2MDO2olBtMETQLBDHRIRR3edR2Obd1CCA9hBsGL1UfNeEFE7IEYqCBI7oAGMAICtcIICuACvgffV9vWAwA4KOAECdiIFonaWEE1R4DWwqZ5UA7gGKObsB6ECiUjEBgawo67QiGqlEwRwB+afETBCqWpSoRW0p1I4FQoY5CYE4kPgXLeeUERxfXoWohACCQQqIKJ0tJP5pQj4uPH9zga8kiORAynMGyehQiNUQKEIEBqEiBAoJDIRhaHVxOabp6AeABSl2bWmKLAwbxhQ2EPnCqGEAtd7Fghxdq0D7MGiALRCigDn/bKzEipoT0Zxq0iwgQKu0AgBolaPqoe74OHTY1MUGgChD0YxU2jaAyW0efvfruxsk7fXKQCYXwEJBWpAfXb7CIChPvv8wdzEAF9Dgp5KG/BKFkXNd0TOxzSVqmKB2IpYXx8aQFStb4FFgnUqNOCKeGlB4d0Q0MfxoClq9gMppOY3Mu/0EkEwKwLU8YcBcL536Eltjlt4DH4CSrAjNJsGNN91CCcggBfqNZHSVgidGsaAEirgNRkDDRL0BLyuR0BxPoAAgQTnEGle2gQKuAI9QLCV8hjwvMT2TUHQdwlArYogVfN3X7c4dTZxAINMiNI1KcRWbEKhxmoRuj0ZA5xPrmI1oZMQGzSw+uQiT0ViAOyIHtpKZ0hABwvoKSlSKVRKDWogwQ6Mo/d9jdm61gMRUN0feQREMjQ7TF2IHsrCWRFIgTterhlUtEKurwYFdBLge7V99gpAh2qO5YAeAmo+if5Mkc2/kzjtJ/4Bh3m/L8UCg8IaCQNBhgBUh0YwimexgYXRgRGaT43OLKJViSoWELWesiFwDv7maOweUWgOBVjQAHqyDQXnQJwB9OBL42noqc9ROEaAgMZ8EVIKgGIBIlMisAMKcA3rGCIxdmq+lTnMGusxz0DfKaBS7EEgsiTgteE8tAEjo/VoqkJSDDDEhGoGqkI7hpU8Hn73YDKYJSqEDvAMXGcoNFTACM5n5ncbUng3sGkGe1jPLVAIzkEA5iiCxwhbO8Ye2hOnvsaMjzGJ7mEeNMe+a1zKOcos1IDm+ABg3d9/CXyMEygIGIz5eG9CriEFzuKABhUAi4MAKaFQgsCRClIjSGETBVXwHm+TKQTQZ08sJNDmkGeeyAKRFIta77yOkKyoXKGktppRShHq6zdLYGekcr5bYYg1UhRi3Ee6WM/X+ZaqIIKaj1sCmrkIztZS66lbPXEq5HyokA1McA6AeM81rNeaL8U1tFoDiJMEaKxXjjnYJUqcwcZ6JzMGqFuYkZWKqCjOEFVYg5X53ioLx0gmHqKzFU4AIGKgCBU4qJGcfw/KwEiMeBjD1UNEtBoHNANNQQMQIiGi6hiUrGCRTESTKKxxLZDAiMpK3puV5p0jUCpyYHYJiiM5MmMtBkISMUe6ADgiUWoaRUFqiB3kMVaNOUADYgUSaLpfjfvAVOtrCmmG5ZzZChRnBMt5l89hBwZVWRhMYZBcg+XZomcgx1ztE+IcSq5wf2W4AoSyKGgcb3gDhwBUACEIqpXdPUaiZIgDAahTZGSpgpyjKO2DGFIRV4DETggrmQJgQD2gGRUAbXUpsydBZbHmbQZCEkaiKBRDmdoDDCAKO3FJ7MUmENgKAQ6ihAQG0QPbAIA9wFGJMfv5huiIPYHS+4GALmQFWkeuBoNOstpsGB24tCEihRDXnUTOfNMcCQdUx6UOzH5YBSQiQBF7KIsbSNRYcb4ASgByTxSxFZ5qNMSM9AZUyIIIpPC0Up/oLc6ldtwGs0u5dfWECOzzG68VzB89gJoKwIjMmnehSG5AP/66wABKaCBQO0Q0oBcLrFBphXKsQoJBzQ8IqIEzLMl1gyo0QBVzpicSuYEdAoagPIJ8YMZdM2iro6tYgU2gCaOoClGNEPFKDKDFPXe0wrw4UrdaD1gJ0ckZaczkGkVAxWia3SYvKY54Ek7FAnJlsKgZf2N9tUWCogSufBBW3iQSlSuFh3nzRM20Cwh0MsHEOHKjKwQV9ZC44soCsEYQig0zRRszURWq9VfIEHewUwkSYw+dqmaDLOTMI5DcqR7QQIKdFcDzwNfAd0gBL9nPhRQAnqEAP4RaoUeGNHuhQShYUhNOig0cqH1lKBCIVgjU0dlSwAhuBYLfUUUNoQEpNaBDs1M6gR0r30QoC4MIRUBCzOdpHBFmcWWNiwC1KXYEwQ0q1Pwa9oynioHaAIEfE4Tel2p1xZpBdesUUaE+s+9ggXUEz+IMzWYqTVptcT5NIiFJ4upHCiKqKRLaEZfIc/URLTSvh96m8liIK5AYGzBCg2wrSaZU/TliPP78Wbm/4nk8h3m/U9s4l/RKQgJHSCGK2kN7SGIjhmZKJveIQZHBilCmBlBzUDKIynoVQqOVUkrh241bYRv3QGg+WDq5J7NQFEVQ+0oB7qdCQB0QNJ/4Anaykx3aiieFwB3o1JNQwM6ZxVcHCZ2A5xH/vPU5JpsRC1XbyCcJiFHoWURvlYP1EbGzBFySGoyKhmzIF4SAs5QYHZWqb3bNEKUUJ8R8aHTgCuxAUVEzKKqPMZNi8a74ijXq3YnvmrJwKkLYoRHHMA8IITRT7CVg0xw5aD5lX8nXFgDanILQGljc+rn7sFKdUCtEQaw9aiiGRKg4g8k4hr8KCYgC+vE6m0YBxSGMJp7WUxAfki+b/vCaLxilaKgzqoQrMKDB0dsYiK0jwE6FeJrTt7XmkV6Dg8yBJxRr/7bpT8D7jmfFhfw241x8LpVqgLWy2pXHTPK5AOASGIEhpCKAgOZzoaFeIsTOKgkjsOIiaRs4CQXuyCPHvLLl83oXJcbTAI50Oo804WnMqZh86itBmMK7vRpCyIEAkEUBnWOGoKE5XKaAC2uEeiALHLMli1CInQHqVHzu8ZHXOazZqREUmIptQGBnE+IMtboHbx0rr98wZ0THMe7iJ40B4M7s2GY8GcJpR4A745LYKp+07exvHkJvJwYvSUpbaZDX1GDfSlkockRRPI0VGeWo03wTY0744wJEzdukCuqBEDahVRTQEefRZvnAgAYQMwc8biEnO+IDq6lOusR+na8558k62VEzYEihSU3YqbGusIAkHsLft8Ge5r1OiorRm5AYufqTElHsKVHahkKs2XjIEkJxGhrUH5ta1Vbahq4N12QNUE2MJ/Ud2qlBENgpASNme9BX15gzDO241HNIK0AIikQbiB6zA1SqZh6kEJeZzCqcgDnrRyqlW35BGHvgmkghizO7ceUYx7hqAKTGmvWaP0EhUjswXiOBNT1+FvbCS+KFfN/xTnxBXVIE0NVTnboWQijWmLGL2KSGmr3QYF2AE9gKr02FTCggUeK4hrpisHqOQJ0GteopRJBSQQ3YSgPYic5xqlUcMbMPTbpiiNWKPUcqZoS0Iy6BOVjPkQGeCrNf6cidqDWzuKbjgPqqKyEB20CrcS4SunJNuPTY51xcrPTTkcUBG/ia9ZIjVVmSBMXAnGxnagVap9LsaUOVR4GGoE0D2I6kZEBBRCgGuYc6qomt1FYWVX2VNty+Pp4k7Kttd4xOXqP20KnrrPUAndODvGWBjllHAHuMrF7sPa9Z7VQ7gc7qCZZKoSMcpO69zOxeT1CoXkOXPPI4xLnjLAgaGoWcM1pg/3jucdXfVAzEtxHfNvz9dSQ0pFrRu5oYUkKt5u3DgkaMwpDUpZBmSmgbJOLCuqKa9q/2axE7OVOEHdmAVM0csW71REKCrZKiMHMHLI6UTkDMiXEhhA+cc5vrbwkY5FUYkLinIgFJT6pBXBteQzn03LEBO3CNKzH2PKZUoQEO8JosqlXdag6IAsjAkF5VXeysHqR0KmyajxtcgQsDQoBif4E24F3nJTDm8A3zm+I3OwbYAUIbtLNC9bUEjQtm8ogzDdfmhCHvaWKtLpOFaFjjwlA14FoA9O0Jf3vFBmVxRFyLBe7Ek/DUo7MSVwo9dG34GEFpE6NWUuFpCEAnLuQAFEmhFTZxgwh1aAgjVFRUnQZOGIV4adcPJ371MZ/2GMTMDd2eVjO79+123VlPo3J2EeRsrlHclIG3j7rfdLrs32ew5zDvN7ruOl1RFaONahoC9qZihPC8q4EDGtDHRCdARmUrnMQn6ApcCCqexsx/o1gCmqqhEjiPFqsju0dcYmimTmvNI4VSqwuonMk41IZo0IUoIoe2ghivjTXyLD6D/xLX+bAdiTbEWdsDbMUN+dz3WWS2E9c285prVomK0N5qBHhlAjqJ7/vMxMemdgJfsL02AIo+hKpYpREAexJQGysOI9gTg9gGtvVERwJ76GNp9oYETgBK322g8A9jDOAF8craW3ZCQBZa1VZr2uqk6qhLIitCs6SKp9GehE7NJ8OM8cYqHblltGZmOgKYVZoj+wComM+bPSq0ktCxnl9ahQ5EaZaT6VQ6QYR28EK2yj+84orcgR4jaj3UG9RQ0LjU7Loa15N4desEmtCJS4PUXjDOQ+9Q1xofTrUrMPI1swffFzdwxxqAikqtgOEo3QxxVKhLMZiIOUmbUCKaECViF+d/goo2eAY24BXc7wUWvM2ArmgQR96R6lzTLwmdwUB04BvVFbhSglKcU6CJBHKgAZ0YqZr57VnyB7CrVLUJ12QMjNVWZw1qzRmJBjZp1tXsqJmjnCGcEBrzoVsN4MqgY4QobIoNCWCw15to/xiazIFgxamCwJAa+A4I4DvVgAJKtD9t+2NcF28nwU595sixS7HaCBPM4rx6s2YpjsKuOXrYgA7uMWdmMGsF5msm0BCF7EBDzETJTohDQkhz/l7QQBR5ySj1d2Nsqtfkrnaq6IyPLdu47okotqMxQ7rESNUGfNfiNjvNY/b7FkGGIhElKWpQIQVmLhygeiKrmnASNmAgBhg1K8rmfOSYkyADytKcBoE4IgeyRzztEkbNymMgZkQ3atTo1OvGNpCVAwhFm6XO6xvUBjbkDs4ysmP+pKgCNAK7sqkC2KQ5l7smWJidGBznwtcDMx32IVWYBRoaFIVWydtobhbdrWlAAQVte6KTHDojnoXsuHJOMM06NyAGqG2sSecGnIdSIxCrLgNF4GngmtpjTgOiEwPZMAogKoVWc/CMNupdVSK/Y1xatYFTVSJm59agTrw2ZIHAJlyJK7GtTAQqx9OOp1EQdqQQg7P+uXRUCDxpbOo78JF5zdiDAFN1QmxjsOJDG6OjAc+aEyPawVfi0tCLGR0VMWKWU19jTTjOms2s/qyaZXW16gJW2WhTErgAg7VnrWTH0KmQQEWnSqxjWiOKDGUgIYi1J1m1Dcx8XweuoUqNmbXpHIiGaOCOKEDQvtUlBWob3MTXwMecoUYACs3Sa2HNoktErur3QXBW012CI1YMfJs3mdUKj8WfKc2026nPaJ9gPJXOwD6rxNn2qKfR343+IdGjqrKjvWwsxkzhDWgVwmKcFG1VMCZUV4YIqgJQ1A60gYSoaNAVcU0Q1Xo9YVyBS3LrG5EvGV+PCszcwypvqWAUQtmATcJa4KBCnaUz0BE7QcRZ/C72FLYBRESRyFmclxBVCXRQqCfovfTasRMhNeBj8MMpzmN/6vXVrpU8SszaqFCcB88Ys7pVrBBirAUg18SHjCi2Umj1xgNDc+YSc9aZ4stLAzs3YNSM3zmADvTgVrwCe6IVAF0STdJQgwYxqFZ5zM1ilmdnrSG4hA7sAFgFds2FOQxoqypoBAeR0izsvCLFqhAGzmCqChWIrRCIKkI1VwDNykZirDRPQIg5xaZAjepAZwV4kqpwCSioUomApah55gAAIABJREFUnvpoBaCdgS5ciYr12Mri/Dzv9nGN8VQ4I6tmVcis35kLIv5dLwv8PQSWDvN+KyTQhhqqofocYUlt5BPijHEF/5S6prLiqaOpCrqwrlFRCWRPsuI0lyqp5pqindihP1R7gV6imuo8CyylTgWQA1+B35IvGVsxxT7XgKHmypALKOCpK6FNRSilEbpA0W81aXOufy3EKmKrnJnCU0WDAoIq9rWOYJbDEfk0MoErc7CFSCBqpswhqYNXRlYFNMOZFAfyQzSRArI0oBWeCQLIaEKAV0LkqbZOfHvS+12bsEOJGfxoBD5WF1DaWjGv8+UljlnuEkITBnBJhNBUndgDrbavlO8R3+l1BdVaKe3HkpRC64xrRAih2kaPGldiD55HS6Igrg73Voa0RisgUllRRe0xWIK0M4D2JDwh/kuu5U/XwJWguBVOyEKUhrgNboROYwQ0ZtCyCqJ4HmQBiAuC0FbMoQFu4KnwNEYqrqvof8xqsgAC/BBxjThVPFUQ16fRQ0qixI8tB/lun2NxntCFUaoG9mpQI+ICvYSo2uaMyZsVaGsOBEdJVR1FPjMTH+CO9scT//ZaF+oaNedVrixKJynQrgyR55pXhh28cks0CoP9pP6s8Y8ZeFhzI6gC24iB/DbJgqREUdVGpWaFCYF4Vuz3N8xbNeX8rl+YHzK+7pWCHqbyeF/qub6vAsWStGNWZF3P1YX8Lk/nvb0padKb8iagEdxRg/2pD0CdOdAS0Qp7okeoKjUAvQC11mixz+I0cZaMNlUTB6MjB1qxXcmOkaqQUl2SAgOQVIAioArxPII6DfSd40JuOp0RkD6in6UhngoEX+Ysi9QZmN3FaGt5ED6t3kygkFI0DI2aq5dG3RPDrZAVc60yEB3UClB1XTN+qYrTPqu8KqXnWSAl7RSl6womV03yzqB4QqbGWX3H2EQCr5GhjFkpNQufMFsIBLV1U86VcnqqIsY1KvvTHBUHuBbQMkNsxSfxY6xgdFY6vOaRtRmVJSFyTVAxwI64Js9jFeUCeAdxzHsBF4yXQA8FVKW9lDifS5I2VQIvlT2CRSCLJUFgR11TTXpX2AYvwSskrSDtur4CZs3mGiwGoqEGMhTt+CYIgaODEDqxB7/aY5Y9d/KaOHc9qZpGDTyrAvUKvmRSmFUknRoBYmxQj/7CXUgozsXzXHsE5JrmUavcUddEBbZe78QGPBVrxB54GjkQA20gRnCwnsZYSzGBpmxaw6hOCLPbRxE1F6wCTRhaNXKXbD3YVATPtV9ngHZf4xMNcQLmFS3GJSIrRO4sop/7qFCIUH5sbQyEcAkG8FQ995IKApU7GqvO6lgVias++eG20EueCq1VPytSMZA7W0exlGNrK/XxuPL3eHwIQl2IFM5KIvt85EIfYhQKUBRUEPJcGFddUt8RITzt9bV04cw8okLULa8XHyIKmcA1RNRzr4baVXuAa6HDLNWucw9wA3glXlOD+YxTgB9Z12AUElnzOU5FVSg68kqeEE14Zd+jn2quUNWF6hFbUYgsbVIiemUhYs0n17n2DRiol8TrxtPQzBGHkEjOMtJijMtQVCCkDfxqV4KSrqECBqoTl0BlZnHraiBFduYAkSEN1DUqgFaz+Lao7FQnnkcbnDO4ITDXEKX2EIELJKCJs2YzRSE/RoVWomcOli6BGhjkHjgPJuI663o4XmaoLb3MRLZA6azqoW+u22BdUCexjVYkEKG+U6ls4BUY4FyxOdcB9lV5jgRKFyg2baceRBTWbO3e8Bol4V2fT3Ps4GD0IApztc658MfMb0bF/FdHAW5wNjS8B1kNyIHQWnC4FsruYN5mK/88oZS+VJz5207i/R6mEB3m/UbfPbSh5tKgK9EQzyN2tJc8/cvWPmx7j3ppAPEfPuL9x3jGeMX4mNXb/tQlbP/8lJc4bzUDiPXIHMSe8YcXVFRq/M11JMZAXRt61FPXO0jY/utz/uf37dy35z32EFXnsXZ02QNb1T+81FZ1wbWjEni/65rjmuhaWVUBWzEkASRS8W1s/+ff5jeXZ1YlihrPo3+17yfVHtqjnno2bH86nf7v963Qnq8UK1DfXPt51AjsVW3gSaswQGChfbdt//IUQvzNazzrVbiMgIBtaCsWmMAF+U/v4tL41ctpUN8+DWL83XV8zN6h88BpoIjO3CM/tvYSuc+lJVComgYx3u9ohR4F8F0pUJeovRE9vq32R7Q/PmvWud/qSdaKkTmVVPmaec2Wpab+zfXyt/1S5J+2U+QzMXr2YxS1Vq/Mac+ZUf3DJbOG2Hvqso0UTn1eCnwAR9bzXifpNfXaQshttD9GfnfKuTBGEedef/9xbNhfQj117mulzfuRRAf4T9v2/5yeIPbEu2u9H+Op9oG6UAMxAgVuR9yyI//p+fQvp9NTb1/1SvA/vOKkIuLbaP/4bntp2zevfLfjX57rP37YT/8/e+8dbdlVnfl+c8611t77hBsqqYKqpCpJJZVKVUooIRWSUAZExgKDTTLRRGMw2GD72d3Y3f3spv383I0DbbuNjdu0MckIbAmZJCFAAqFQiqVKqnzrhhP23mutOd8fp6Smx+vxxkvdvNeD89cd495x7jl3nLv3nnt+v99nSoAqD0IxkAB1jbPaW6GxSjr5EynR008/ucI3hk01ySsmrOEzTE6GDJ17qs/HWlayoHm6yZxSKzGJosWEu0iEluGVAVry7lhVZPKscBZXjjGVje1EsNIpnMEYAnImQwmPLuNO41ghULZU5TjVJIccyTK0mrCOUDZWkCETJhIjAHS0dPv7vHoQ/ouzi/0XY5pRAiyzZWa2ya5Ie6mZjnnJucOdYnYo/5XDwtOng5bZwJlzlduVdS5MF3xYCBWZiGUjS4KQdc0QjDxyZoSQJltHckoeNGYQrFQj0IDdvHMt+yQuMzei/TbPNrGTskwufZgmaBzEWHPIDAtDCYMiN04zYbYppFHYOFgSM68SjGu4fT3XOAqJ2cyZGVlI8r/jkH/ka5Az68XcyREWVVyEZkAmtgfV46FbezITEEW2KuUVdao0K6EV1FJEDmRK0ErTdBu7mlqghhaW+iaLbE7VTAU8cO5Qp1C4KppDLJMGGzilEfujlW/ZORWAyeCzGVliTaJOLeTJZxWNQ2asGmkvaeNTN2VjjgQGiXo2juwWPQ89N0TJ2WTr0mttprZemwUpUVIQ4+lwHJAYMF4M/ljliihOrZFJGCB2I8poDIuSmdSrhZQy6SBY1XpB1qdDdmMnc1Xhss9sRuo0d1srU2xdSqa91gJcMrRMXhHUHLRhBeCME9OSk6F3Cplgt6w22+RSNbJlzkGJTdpJJm3CSnFxuCIYZ+KRR5XyypEGbQOyh0XwBHF0hvIEQToJ8SLAMrQVjixD5yL5bLBsouoIAiXY6tq1yK3p2OtQTFv0lSoYZYyMhlKOnUQKRpIFPrdrRk1peQRrGC27oQ8TnHrsrMpp9SiLpUnONwq5jC40ZMSMmt186VvxYuQszowzccsKskmulBQKIwYcVM0WvRuGAuYmQPRM23SbmjMMfFyKA10vSiFTI6hyWjtCZcoRiXjswrwrYHmynnmamZ38L/xnorsW7xTLGp1RS3BHi3KxcKxcJiUuoq8n54gT4BY/TcYZ2NQphZyKxDX5hcLXzsOQWRsfp5u4Ypw8sjdecO6YLxNT7WyqziubVGkW6FEvrFCGwZwpyNSoJtnX87ULnUjKWuQYRm1XITY5dvPE+QSDRwb8iMLx0sY+taySHbJ0NIrFzJJPjNlkTyMVBpoP7njpxKRQVaMqI6hGQuTJcQMGGvCEG6QWMl/6ofOSuXFIElcOMR2jwhhUKACumSNL411N3IhrHEdx/Xap06KXyKs6pGARsAioWSIbs7HBK5NKIjcM0jCPHTVCkclldVm96VTK/aSM3JK2AoMWWUvlRMVCSeOCRJlAIVupKppAiU0N5gA3obdBKfv5wg0DAdaNWqRY5GiExj1zyiABN5C5wI0Hww+DOVWnUCImzmBnuZNyy7p2QENniVM3shiPQJnVqybGgrCZb9ktFWiFi5Sn2lxpgkUlELGBOgk1yVLgJe9qEhNmtaDqNYvlIk8+oDZJfkWSJL4lbk9kbK1xWiykCdLCMDJWAk1sEYxD0l3yaJw4E9NU5bysSd4ySCPD8n8jActPHj8Z8/4/PuZR68wiUhQosyZxVC52qtEZG/xFZ89s27hizRrxyE1z9HsP287D+79338KRAx3Y8kQ+29FC/I4L/fatgJiRWhawy5YA8wyYH9R+36FD9zyQjxzpETjVQU0pJ+Ghmt9x/rKLz5I2lGOJnk2UWbIq2IV2nA8dbg8v7n3ksWa0MD1s1ta51BxNic2lluDjxGKnABAdE7QB+XPOWH7D+c66gJoY5ej2HDh26x1rBg3QGoPYkkr3/O29K7cSnLRCgXg8sHsfmrv3gU5sGs7T6qNFhrRkS96l1aunrn1Of0VfI4qj44Xbblt2+JBYVpgH2CwrMrt9Hamuv2T6lHXqpkOMy7h1/3Rv/t5OB2nJAsgbhqB9vuCVy6avvNitW75u6+Yw1Rclrzj88KPN3qcWHtp5+OFdnYVmRZsZMZJlR6WKmeDGSwcXnEoqcuJS9YQChv8zr86uieyDT+ycJxuHI4cO/M0XI6hz01Vhw6YIc3JC9aIwEFFWVqOstjhYnDs+f99Od/D48uQkN8LORNVMM5RlkXI/oTRzMFVkIzN/nKV//Y5w9gavUkTVAu7Y3OFP37Z6UVWQLBZ24m55aTrm5Cyk884M119mSUoS3ntw39/dtnI8TDaKjkIGwGxwSonQgHK3P33z1bx+TdEG9bFz8Kljn7l1ZtQY83D57IpbnrfYLzrRS5u7hZX3P7l4x20hx2xOt23uPfvSRCEEOI6FA2WdEGonZBdMMCUmalM7dyx+6gtUTzIx5A1ZjCFJ+Xghq15+U+rPAhYy2n/4pj3ypKQsTpNEp9olGZA2LBMRgtt+1sxzLqpDIUYhjtuvfuv49x/1ljNoQtEQkJ1QzpElnn7yyhdd5lNPyTKrI62OHD/2mS+vGgyjxcYZ2sTEE3FIZMAomJGl4DpNUrfl1JOuvcBx/0eAvIkIAQBMJzc6E9TMsVlD2bIvNSf6/vfmv34XTtvUv/Zacd6IaaI/ZALI6ETMw4BSE7HPKU3v2l1/+Q4e13b6xu5zr7CyI8icUyarH3p48JXvTWUDlE0dqBWYocgT+YcZKxvXJof75fSOi8tNmyKgweXKdw4eH3zuK8WRudJorKYTQwxA2UA68NauWtm9/po4W3ChDt4vGg4ePvjlL6yKgCrIGWSxX83+zPPG0z0fhTOxIU0sASfeixIRmMiMiBQGNU/khzV974HBd38wlV3OUZkUYmxsmo3C86/l9avVCQXJqe4cmx989naZW2w4aeF56xnl5c82NlgTH9l14PZvnzzSVnTRa0et16oRMZSZYqbhipnpl9/QTE+H1ihHHDs++uv/JOqO9MrZn7ppPN1jeGUmkGQzmBPNopwsREzYRilIYi23f6f+4U51vva5UDhFQ37J+bpT9U45pXvuGXLKypnzzwqhoJQ44+A9D1W7Dw3u2Um7nizaWiwpqzHn1Ar7JU7JSf+KC/N5m2GlgEmyCEYhakKblJq2WByUxxbnv/9A+9RhpwnMtUOZlDyabMZh6aTZ2Rc/L0lJwTfUlk0c3nEXHtotuSVBI0BGPhE+RVAwW9IUxKnSXBHclReW2zZH8t4oi/m2HfzZZ4u5ZGbZM1otwRGqJB7ESRcv3hp2bGPxiCjFpG0Xvvod99ATy1XGuW1hBIQMgSp0ssQjNRNegDVwsZrSk1eGqy7qbFy36ozTomqhiAtLB+5/cHjk6ON33CdH55fH3G+ayNKKDqClMgFOUT/30urM00KvZ8librvjweInP5cHi6PCLYY8fdllxbnnRBgROUnl0QX97B04cmiSVUuKCRfJUAaPnSx7+QuGK5dzBjfNwW/evXLnzmAqCicY5QjHOedJqqDlXF10rj7rPJKC2COOy4efWPjHr1VGI7A85+LuRZsdWEap6PpqYVB/5vZ88EBmHnkXt27yOy4179QyiCa6iMnGlZ8RYQCVgRXl93449427RuzCC64qN61zGku4qKxVQjY2MjURNjMWspzJtBCuv35X/O79JC5uWlfetCNVpWRnlCtq/B13u+88VrsRJ9+et5mvuSyoI2i+7+EjX/vuiqZuMMomTpmMYOrMEvMINlwxPfvy65rp2bKmZE05d+z4336lMxxPoHSGZJAZDDaSZjFIb8ezw9ZNVrbBKETnjg13ff6zyxaHvWgA6cQlBmOzgtwSQ7dumrny4uxdANOBA4f/8Wv+2MDFWlmCUgWrWceFqxqgKI476d70nHzyWieVo8yI9pVvLD6wM8BmsyCnmju7fPZbTutfsK06/dRVW06vhcn5hZ0Pxe89Mvf174+OzE/nJHkIJKNcKHmdKF/c2HjJe113Uu/cs/LGtRu2nVXO9LMTF/PRR59o9h9cuvPe4eP7O8OxR87WwpJjx7lt+yt7L79al5cOnjJJjrZr75F/unPFKDemHUMUyoDLBvPHO1X54mvp5BWacjlohl//Zn74iQpkqRWIyxrYZZI9lfjLtna3na1c+aAZbTFO6dgir5xty+AiLMd08ODh//TVEhom0RCwgGtKJakR75opl+24othwSlWRSipTdktt/tIdsntvX/1QaCh8YHo6Lp9eedkF5fpV68/eXExP87gpWzu88/HmsV3HH955/PFds+M4HdlyGpSd1TdfP3/SMvGsxAzMHDk4+uSt0ykbUoCYIrNMcvitB15xQ3HSLJUFRQttmnpk1+j2O6cbFaLaorD7z5Kx/3eCcGT/V6STk2Xaj3bK/Xderz3zYn9ca72fjHk/pjFPdJQSg8QY5oedag9s25teufW9b8Z0mdiJEAJapGU33cRDW3fw2IOf/o9Pfvbz7vEDs2oH43jLDVeuu+XFCB14BwaaFnBwgo7HaIQmwRRH5/Z+/iv3/+Ffnj3XduYXl7B0uGs2tFU3Xbnl514K7WIgmKpgY6ipKbEnEOoRsp155NCDn//Sw3/8qe6ewXLXqMZSUVhqzSWiiSYkAcTMGfPenffKF617w/OkXAEmDdliK/uPfvP+h+sHdwdQhLZICh44veAdr8XULLgDawHDzt3ff/27ykefTDkbuBXJZK1zc7PTV370g7j+Ckz3MM7IYf+vufbffVJy8gxBAmRoTePLqSsv2vYvfxWrV0VX+vEShouP7vln9v3Hi5yqfn+8NKAwdWCK02tf8ZyffiXWLsPymaEmY/IZBfGpzTUQwfxR3Hn31z727/WeJ1YMR16kbZb6kLFg2UufW73pppOG/R/JaQJtBAgTKT0AGUEFrYcIymT3ff/WL3xJwGe8/PkzN16FsjtxUBh0shJ0zJOaCcSMNuLQ/n1/84XH/uoLJx0ZytLxHhWR01gs56ZkV+kJZbYY9Vqp2c13wyXvfWO+dKvUBBDKFnPz39vz1MLX7vNtnCjhMyETsqF26lsrLj9/8y+91bgHEhoOj5656aHf+6OZ+boj7KNNbs65Ce9OGHXL7W96Nc47G9bTbsN33/ulv/1CvyiaOi6W5bN/4a15dU+SgASs4z/53MHb/7Enfj7ZzEXbT/3g29GbgUZQxCStNoHL+Bl3NECMpj18/4Nzn/kyxUyZ2MwjK1IyZJL97fjFb30tVp2EXok252uuvv3179089KgPCbOxJo2UIXAAInH37DNOf//PowwA0I4fnp9b2Ll3uh4mhlMKkITcxmjGR8W233Kze9ergGmIouPSaMnNN3fe+wA/9pQbHW9hWfB0cNiUBGSULbDk1CrczPYt63/xbShnn573CWBMVGp4xiyZTzQ7UItk2bxYOvSJP9317R+s2rJ923veh+V0grQHIDxBF/HMacBn1AZlfO4f7v2Hrxbkis2bTvvI+ybsIZihyZ548ht3vnH5MPi05IwckJ6OEwuQNYvwyLDUrXDROWf+7v+E2T68m/B82Hf8H7/29eKoFTkLgY0m1gqCwfFhj/Ly7Rt/8wO6zDfWFio8BuaPP/Hod/N9O8WVo5QIZV67atsvvMnWLafGT3oAcgmJT4tmJ30iqicWnMxQBSkWh3v/1z879MADfqkuQZpFmRSc2BLQffENG256LgLDOaQhnth39213rliqW1VVXXXZBSs//A44Q0HYtefOd/za3q/eM0U0apdCUc2jBipCNmWT0CyfueTdP4e1a1AnEC0+uPPJz/59m+1Q8Je8961YPYuic+JFpqdLK5iQDNHgGQoUjOMLS/O/v+/eJ9Kw5mDdSA7+sao6duHpF7z1NctvuAYwBK8ebc5l2UfMy298LnKLxcEj/+YTP/z4X26N5fK6bTiacJubots73ubtL3keXn49iikoUMFSpBMy88nyOELThoNHH/uDP9v917euPDaW0FbKGiMJompaveKs970VvRk4QiGoR7j54Xt++j3r5jBol5rA7WSVryzIDhhbLHxATOyn21NWnfvPPoSzNlgGcQlnOj931xe+unZRxzlGpJKILQcTJWZI0pZeecO2N79CM4l6kKKpj63/2wd/++PlkQXPmPhXCBRPAEjaMRWTo4V/NCR3/rbnvPaNvauvwPJOLZaClOI4aaibra96ERR44onH/8Nn9/2Hv9twIFeaarbE1ioMaAW47vKzfvYWTPVOfLL37Lnzc18qRtKUfKBZ3Pai6zo//VOQSVy6we7D+7+zM84dJlUmo4lMRTVBM3ihkHPe9EqcsxkcwNjzua8cfOsH+nVegcBaAwnkIyNnzUyx9Cddft5pH3o34CEeTY2/+fyd/3jH8sCL4jfcfM0pr71Jqh4NMkrDwaP3ffOezrGjxnlQuPL8M8/+8DtRlJACZsh6wt14orWHn97YtzwYpT/51P7v3Dso/LaX37jipdejbUCcjcUmlkQGOahCnlZBp4y2fXRUtw/vaRfaYtvm037hDTozzVoi1/D61OK/4m/vSk4bUNhx4ekfeRdRV1PDR45/+y2/WN/9/Rk1N7bCoCYATSyR0ft6xeyz3vVGnLweDcNq7HzoP/3tZ1cXnbZZUng3EemTklkK8mhfbn7fzxWXXxBd40GoGfNL+5f2xlvvKKIBlg2T3DsbgVEL8/lbzvnlt0MExBgNT/qLzQ/89sdPXXQa66LwliOT8XjckbLNNJgut73mxXj2hXB9CLA4t2vPwdGDjzjHozzuYOaJKdd/zfPPfdvrcPI6QNCpDGpJT9pxEV5L2H3k4K3/cOfH/+jk+dgdp5C0Ao1JSysWnd+3YXb9i64943W3YM1KlKUBJAEsiHH2hqsQW9T14PZv3PX7n5C7HjhbuiHXA07DDs9rc9ELr9arz+UwhbEZN7QweOJNv1J+495hTki59W4p1tNUkg+9qy7e+C8+gFWzGNbwxfDP/uqH7//nxVh7vihiLKFJ7Rjz0lknX/MvPyQbT4HOIo+tirj/sUf+8e4z3/rqHFisaHwq5prH539h8E/fLEcRztcpFVzN51odKRcrbrxq2z/7EFasypK4FCws0N0P3PW3XzxHpkdxcNCXsuXUlW97/Wk3XovSoddNzDG2VSgB2zAeIzg7eODxP/nT7//RJ8+czydh5jGrL/yZF6+7cAum+jBBHfGDe+75qy8vC55jyzrxdk3EoWjFNr/uluKCs1OvdMqYW8IXvnrn7d/oWDY17+XECvh/INzu/yAg+n/+uz+a57T/xs0QPxnzfjyP1jJ5JybIGCMc33DSpb/67t4NO9puj8kNnfSMzLSVYty3qk+0sr/lzHeue/YFD7/71+XJw9rhpiowO2tcKANiXHmKlsQNHFVTlRhULa3or9rw6uuu3rH7Y5/Y/YXbljW9IjXkexqKUdUJ6DnvGlHyHalrc2UCkRC6TlR1ReesU9949vNfsOt3/vjIpz67kruahpPSvMTgTApE4ia24op4xjq84EpdsZKjmJPGUQzF1Dpec/UVcw/tWm3CmtTUCfY8+sgZh45U604ewxtXHOtqy6krz9+OB3d1i1KbRAoQqfips8/ElZc2y6dHkG7XvOYV11320B9/ajYp28QjrOTLuZJ2/OwtafUKLsvM3lwR5updjz5yujYl0aFmtLhypv/sC7e95aery3do6bOTpOa5cAqQGVNbchLmVcvLm66+4lkXPPS//PtDf/65VUeO9bgT2R2yuKLbVYSmKp9JaZLByuKZNjDViTzb+TGx40SAopvJuQDhPDs7NPL0jIdkYvUwnlgnjTRnP+vXvP/n1t3ywt1/+YXFT36R9x4slRM3nVBwU7eQyczmFA42ZFt71UV2zmkLnc50cI3GOlRFkHPe/jPf/v4vnzznWDWTTaTmI6Iik4cbkaRQiFQNUyzdip//mek9T8a/+qLUI8HExD2phdAMjJHQk/FMWWYeuDBVFd2qI3ODafItebiiKbqu9GY6pFxOdT3Y1bUXP3bUdD33HMw5lUSSRZyeoDNtQssQOAIS2m5fhVRPFExNcixEBEOYnkK/wknLG0INq64475L/+dfue/+vb267Lrc1ac0mJl01NZh3WpWYqupOR4x8I1H8pNBizCRKOgH3ScAyOnW1e9F17dS0p2BE8wzMLJvixfXPu+7Ab//bNebK2Hry0TKBPCjpCXgumRI4cBgboVshdJ4+nE9ePp1IvTBglJGVJBKC+ZAJYG2RxDWmkR16vbZnk6M8EVJKTuRHKxlGNPad4MdJqkKMBFY7RhHaftVSFICIXCdMPfeSo1/4Vs+YkQEKeQJXgJAqH3JuGxd2BWx50Q15zTItSjgZWQQVU53hHNnKwsVUM8Qp3ESrDVhC2wlrnrsD/So5Nh+iwhUkouuuuNw9uKfViF4VB6iZU+BBWXULRyYgzJMtexoTOnECU+UTpkkQ0YhyJ9Ag0BB5pROk5ED9ZyDBAAAgAElEQVSqYoTI2rK62Z6VkrqdVjWEji+8OcltcmwazYJHt0LhRkjF6ZvO/aV3373nV8rdB1frVB43zpeTeS3CzCyK5LKoQ+gWXbR1W5UyjFV0FQcwo+qg6IzJAJTZFDmTZBan5hS1EBmUEarUtuhSOUYuWxu5Yr7X3fDhd25/8dXtKWuOEzrkPSGblpCsGUKpKMcUMNVf9+G3br7l5gc/+vHdX/l22S71UqooNIO6rHrIuZnqUFGK0khM4MokYDYzYYqmY0s0M7XxI+85/YUvuet3/8S+dtsUOUJ0RqKiEjBVpW4wHyKrlL447+zpG6869MlPL3flYhyxF5/Z6aRxRFuxMmWlYo/o2pfchE0bRr0ewZUZZBmdYhh8zOqcbyxP9DNiSFmXBLpq5pQbrhkXPWZPiZhMg1/+ghvDn37Gz41KUzEzWE0YO1NCJ4lZscB8+OSTtr77Zza84CZbfXLDZMKaUUE4wdSkU43JEtDZcvppv/LW1c+58LEP/w7d/+hURmkgUE02FrRVyJ0ydUooMbJ3bAk9k3aY1nanPQS9ThQSQjRf9AajnAXcaN1BIKIi06RJwk/mjdmp4VTlqDCLJ7/g6lUf+cVv/d7H5dioP26npTefxsbenES2mtCGgKJQLsiHxCrie+JlPJLAHKrxzDKnVPVdCtFVlXe+yEDOFXt2Bbxrel0DT/Lq8iMXus+oNhuTqsfkghDHOpoPA0LZ60jSkQti5ABOk7YlZAAEIVCbqahQVMPhsAMHFzA9XU9NhVaclNBh7bigSVbfj8XlonLm28pL5bZ++N3fescvdR8/IGifDumdSOsl2Eio7XfqXqdbcmbXdByvXLa0e67jfGsWsuFpc1hWXnbxecXWzS1T9lVi885xkMve9pb7br+bhkuTO1gwSmYAaotRKu2UKIum20sx6nQ5+6afWr3rwNwf/90KKobNGJ6rpKvhctYW2aw7cuRn+6SVevLUkvcddhbTMPQfnynO/vX3zr7yxuH0dMUlNycy0TEgcFlXKLafetIpL3vJVeff+8HfHNz93ZUSUtLE7oGp/tT2zc/+6Pvc9tPqTieBCzjXqjrOTE1gs9xRz/1OeMUNV1963v5P/f2hP/50f+9TrMqZytzu/Mptm665wIquF4xcp9uppi48f/iVuzpiHXCMWrhgLc1bPumyC8Zrlrfie+KNsr/qosVVsyv3LXKqeVJRCFssaO1NV+lZmzhU2YJDSHHhgdu+deRz3zjzeTfx1lPH7IaBHOy0D77rG488umx33WgrXCXVbtFbSgNat3rbO98a160W56O50EY6tPStf/2Hbqk5ktPRqe7697/55JfcaKeebiLZIRmEqCw6WY0ct/1eJtD6kze+/+3rr7l8z8f+Yv8Xv2n9DnrdPNWtq44B1Ck73cqcq4eL6k2ziU0aWZlMDdBOxzrdJecq4rKTECSXBZpIrJqyGP0YJ7Ef7+/60Unvv/rD/33IvZ+EZn9cbB53k5TJL0r15CnLt//uh3svvXo42xsxM6TMmYcDt7TYawa9lHwyVjNGNd1vFpeCUek6mgEIMRlh3I4xHOPAcbfr8My+RX9sgY+PQuuL6Km7rH3WWad9/FeXf+TnHiswlULKTOSNu3nSjudYBmPZP+/2HCsPzoejQzchlLkbq6m0ddP6f/WLetOO+VC0FIbsJoowJURQw8QsLWH5K663LesVri6Rc6oigrF2O6tfcM3c6pkFR5zQMXbWrmyGh2/9Oi2OCRIU6srFji+efUEU91QaNcyVoVI+btq/4iJM9dh8H+xB8HAXnjlYv6KlkIQics156Gxm82k4d1vq9FP0rlHX5OOf+MxJjx7wLh8u4v71U6f95rvO+/Pfc9fucIVnwMdYxSaMxzwc8eKQFoc+ppBaTx5herx+3cbffPfFf/Wx5pJzjnoaCzsuihGtiT40MdTR1VHGLTet1I2LUVLLqWXEUokmt/8z3JiOff37q4fJxqPMRlEr06C5TNppcjWI5SgXg+hH0Y9bpzEIsu+Np2dH55xxyq///Ja//lh++bX7pgsHSc1QyRKkEVYWBo8JRzZOn/PhN+lM0TNKORXiu60Il8UVz5q57DxVMDDwIEJhGHt4dQbmieretMwok6HX3f7L7yh+6vkHu90ETuBErFAj9ZQLJLM2k1LOvcwwTblOHBO1jgyqAkibw6RMVxNLTqiBlqGeRRLYYMxsSWItzVhi5CZyG11saDxCrDEa9EeDSUvrpEEoQTNrk2tnEqNmcZFBSh0L6HU7L7/mnI/9yqPdMGBn5kGFgQwxUR4haiEgM7BkRstV4m79dHskSQupmQFOLCtedp1tPVUpDLkl1Vllr5Sn+mteeN3x9SvmHbGJZGMCGwKoNDglg0WHhjM0F9khO9QZdUaT0URqI9p6Igk3U2NlTcUo9Rr1KaIey5Jxk4nqMS1k34CMLDpS1uhyqlR9E904unGUYSvDtt9qOUjSEsYj45QkZ1aAfebCmE1UfVv0znjPG/bPFJndmGng4YECNnI2ZINlp9b4sOo5l216yc1N1TUL1LJDISDSsgzdrFCwkjGYwBE8EpoPLp25ad2NV5v3IXOVI1tW5nq6v+YF1z+yrCtOBrFmZj9K0li/zX6YXR3dsJlpmqitcQZlm/S0WaYYqY3UJoybos4YWKflUiGmImCohwbLDDVK0EziXItKhY1Q1yqSiSK7BiSZQFK3OVggdMrLLrzqr35/4YIzF7xzVI2jshLAWWiiICWSIB7RAJCmhiOQRAgEI0amkLjKTA1Jg1CjGmZfRxo3VdOWTQ6jmlPTdSnrYNSrF333/s2r1nzyt/pvu0U3bKy0M9t2ihy4Ua4zlkYyitJaUdNMG/o1F50V2H7O2f/uo2v+/KOPnbNhwXNN5H1BbQZxZE4GUVSqnUHNh47wwcOy/wiODf1SnIquNxaZXq7P3r79j3/jlBdcezjImJ2ZeJgYZ+QsToxCUmTEmZmT3/WaQ2esWcrahy8ShUwOlAg1Q5ScYdHJ0iVnrnvTK5rpXlDvTqz8mJrsVWC5VPbZCBwncBHo8LLilPe8srd+fZWKkISUFdL6Aif117/s+jmfW7KJSMmgnWz9SCbFzl4xd9MVF//pH5z2+jfQ2g1efCAJUTtRZXFMC2Me1Dxoqib1UoJ2hr1+d8clMxeeX3BRGgPUkqWJwLlNYvDRQoaQGDtyHgZPzjfkJl2iOtHYM0gyUcvGvmCQNyfqMniyKi2UELOwuGQOTJ3g3vKyM3/13Y/MFAs+jHJbwbuskowTszqnDiqMEBPBF2rkDcHMGyQjUiAERFIVEKDmkIKajFufCJndpKPcoiBxjhwbbmpuGqkbN27dOPZHcEupULLUll445i45ykZGlZK3Rtqxy4lj4rp1bZSmoeGAUo3RYm9cV0bKlAnIliaOZ2M0mVhqy8nEwE7JKZDUZzNI7+Jzrv/LP1g6f9soxJpyw6khzcggCyl3zbGKqHAiyt5LZYt1j0RTDcoGzciTyp/Fk1bu+PAv6ux0gC9zZksw1CG487aWOy5ZCGnEmp/ut1SaVA6QU4/Wi3rWgqmzMN0/7ZfftuwdrzrQKcV1W7MkKpRGlJkkgDjBqTgTM8B5A2JsFTS3fuWlf/Rby1/9QppaXmqFhmGE8RjDYTEaozVlPybTXg/Ts36cp1CZcQzV8elu8cE3XPBn/6bcvs11l0sueqnyNVEWHtQ8GEndltlLFLTeoZ82bVz3/jee9pmPHX7x5QercqopOjZ66m++KPfv9kYcuUiu9p3ZKy96orSaxODKxDPRtUxHV3VW7bgALGWCZNaUseGk9S+6fuBcKzxyWCJbkByXT5/x/ButmLK2FEIrjdu799BffHrFfTu//bp30mO7yefe5Bx5/vZ1r7tlTy+0YOIC8L7Jo6qQ173QTjud4UjNZeX5evcf/E1xx4Nl1kc3dE/9/Q+uee8b2zPPmoibHdTH2jU1LS7J0ogXxuUwdsex00rsLS8uv3jNTc9tgiMCYs1A0Fwk46zJe1H2EM15Iv6alCuckJDmRFlLYgEASUBDllgm/icH+skF///tjd9Ptnn/f2YiyU2ZU7jFQja+9LreJds0+K6yIGjWYufOJ+68++jSsZltm9efd37VX8FCQPze5z5bpFRmTeOW2WUFC1rVMoQf3vbVv/vI7yxvnZjz66aveOVLzrz+OpldJgqHgG5/4/NveOw/fObozqfUEFkUJsRQCPDY17712Q99tBA5mpvLr7nhOS9/WbX9DAgKuNY5XT518qtv/s4d3zxdpKMEtM/04SQmlxTBbbzq4kWHbpI5jFe6AkvKHdLgOtu3lJvWtsNhb0krk0ba0KbhvT9EQmHgFslh0ZerN596KPCoLHiMTo1MGHT88gu3wssJN4MQoLyiN3PWJt1zrM2tY1bhWtOqdWsxNUMmQREDNXMLu754x/o6N5THU/K8n389Xn4zREotF4sRLHdiHh869NQPHtr9gwdme9Oh1z3t4gt6G0/WokdadJ0cL8rOjm2nv/s13/qFXyuPxDXcSQ/vfuR7961caiYV9hNvQSa0bFa4/qrl1ZrVKErybgwEhex96muf+vQlTI3LbYCl1olXaygr5gfHd+/XYQ3CiHK5fKq/ZmXR64CXdcwhWO1zeeHpZ/7eh7/7s+9qv/qdZa4c6NBZOZEXe9iCw/KLt9CWtRALURF8bFBMusx61UmXXTL8/J0gap31sgVQYozNgVzjMQ7mYMHgawabbli19Z+/7769u9Pt31GiSXVg1liFMM6ZHAeLsBKajHUU8lIFURsGRaEtaeE9JgoTooZi7SIkiICzTeomlI0GS3Hv/vlj84WKqSoDQtamLrGM2/G+/UzEIBAra87IasEFylZIQSQDame1QgMEbjqdqeddMX3lBcdvvXM2U2kh2rhGtlJGHAMrmBjELUHFWu3DRTwdogRlkZKkMWx8ziXDIpSN1C6SehyPnRlfA8XpG1ZccNbC8aPFmCkmwkTGgAye0JgJBjIGxnML+75zb4muEpShTJGx4fRN1O+ScyfqkZaW5h/cs5RjduNObZXNjseLg32PhWlW34KzzwZTEOnCYG7f/npp6BWcTQxkqF1d5a7GmPftNWeNxBNr7nH2HVGNBVx03p+35cLnX3voT/82eySH2QgDWmdkLCkHMHt/0Zt/LvV6TC4oMIbrEwAkh1EkAwmrZgYpkBiNw9FAl7/5Z+vVU1UARooiG3GbMRZafsHZzfaNevu90ikl0rT5xe89MN5/sNtwEnjVRrRz8TauKpoIZRXt/OLc/gPt0rCAIGXHrji2KE8emA2VDQdKCjiGMsipiphLCWpERAlwhKqqLefgR2jMh6SmyDmEGLXnuemW5bkbz3rvG+5956/SfF1Jt2htUiBoOmFm2U0WKY4hOt+1ingeLfpenQmBCVDEueNPHdxHo3GhAMWQdOzFZxlKLtOwOfBkKtulcizT62/8nd+IV2wfl50ehBISg8Y1du+fu/sHe48dGKe0auOmky88H6uW+07lEgCHCqtuuvLig/uf/OBvyzgCJsEDTKqSCa06RBw6+u9f/bZmqU7iNj/38q0vfd7ay85tiAIxs5QrZte+5fV7vvHd4ZGxT1SaEZF4r2QclRnSat2B33LKJa972d5f+/1e5DrrpGVuUjRfqvOgVJXX/fzrm/UrswRfGwsrErESsW/RQzXKC5UE1dzCjIh8iMu7/Z+6sSl9EaEZk8aeJZhNl6uvOv/BPxA3ammIRAiGnkJAR8j5c8+4+Lc+hM1ntOKjwZw5JD8cHH9iz/77di4cOMhFue7sM1efszksnyX2hfrm4X37/+6rW1ow6KijoZgDFRlJFJrYsSnGgA+0IDoOMvA2YEQHYSOlE+beCebqeDQaTqPfZG3ZR1DtSCY1l4VPpqW5NtaOdXFqau2Lb+jv3Pfo739ihkuz1oMnouWYhUmQWlRdJWiy1unYwRnXHm0hNbRgAdOYEAKNvTlk5szdbg6MskjaFjCo6sLisX376oWBA8mJtkBiQ029qh3gyMGxT+PgwUaOYYpsLmUcObyw7ykbNJzJhOscQ+EotkXOoYk4eFhijoUjAXLOIHNAQ2DPxAosia/gIptJIu+hCCCtgm5es/mX3vz4a+4skhkb1HxC1FiiGgxbMQktKMEn6LCdYVfoyIPbSfyaoaywXF2wxW85ZVxJNQRcNtLkcg0nXd+94fK52/7eQBzBhhOhaMAZWyRIl1pUTnSgvt9r19j6D7yFHnwi/9N3fKIIHViug0jWlFMpfqJPdcSWJ47KzOJXXXph8dyL626pmTrEOevikSOP3PE13bNvXae3ascVet4mCUUeLS7c/s38w93r69yADgU66WXXbXjbGxECyOXMSTipxeHisR8+PHfvA8tGiYpy+bO269aNvHLWZ/jGuKyqbWdc8tFfvmf/+45997GGR50hH7zvwZUXXxwUDByHLTtzzfjMtcee3O8XJDBiHrVTfXfGurDllDG4YEKbQukT+y0vfdE9f/pFS36QRoVocuxn+sXadWrMQ4mFNpyWHt9JB/dOZZl7cvf9n//0+nPe2UvCpQDFKc/d8cgf/eFJo9S2qUKo4JPLp7/kekx1kWIsqdG2d+TwDz739+e1GPeK6z/yXrv5Kut0w4hG3RSgGCy5xdGTd91z+OEnQNxZu/LkZ20vT1njpM8x5IXRN//6MxulnE8tSpc5exBaeLWkYHBCBJHqCbGWTCx0ZkljEHqmpdmVxSi15tga61KZLP2POpX9P9wcPvNs/62jmz8Z8348j05K+10LUDO78vQbr0WYoVw0bJWNFm796uG3f3BpYRFExyPyplOKF+5Ye92l7eMHO3/+D7NLqtwWDFEvIsjRMYbIU6Pm0iee2rhYt85Gj04d+M43mlfcuOVffCyWPY/GwLzu9NNf9JKFx38ntCMfLaAAMkRqwppjw+c8upecVVHLB/7wzk//x80fec/6W14F3wmK1nWWbz6LpvtpfKxFW6Ia+baP4XTSbvQj6e7dcoZtObuAHzldadzs2mNrVmcJIVle1bvwQ+/dc8v7jxfxOOJMlOUtDe9/GIf2cn8qszQ+LUOk08/YvXbZs5440LAtOlSZw5p1dNG5gyL0aoNvWhamMgWbOv9ZC1+4ZxY+clNESmUVL7sgz5ZCmkMj42LpoYeOHd65jNJ86PVuuhmv+tk80ydyLbSM3h8d/PCjv6u3fT3v3n1y1iKLJnpk1Wy6+Iyz3vX2qR0XD4Q61hm64F94zZa9g32/8W+nxscO/euP4mPlQbKBp2DkVI0MilFRzZ168nN/97fiKZvEBcsoOcme+3d94KPbfvAE6Tj6LmklJKYAdZJEObb7rte+5dTHDkeWxse2m6sNG1ZfuGP2na+qTj/fGtHSHQh59bKVZ7/zQ/ff/cZVS/MkNHQy3UZDWzNHqVZdedV8f203OjGNT+1vWLBylUOGdU66+jlfPPUP+seb1XXH5cUGcbaeIZ4HImd0Uh+Z1OWmlCoRrEkrl532q+/79kPv2XxwKej8gjdFhQb1TIG2YlRatKYC7lbRTQ+NLKu20AAUsJSJDcGoLpuyn8JRrlVhVJCHGZidjUdfeveHT/7mIxWl7KxskMGtoFQtcgRyT8Uos3lkI5jXKsIpjdiyZTeTC3VKnjWpi4xyxYaPfOCfdr+7+8BeTsfFOdaqaXOPtYiCWElBuUrSOrDMFccldhdC20sjl7SMDujOn7mRzzvPqWiwCjK/69DMmlUkTbcx63a3/cq7vvvN+3Q8GhWDXpsUYRH6jIu+iGKEMUXcemv75VsXSUN24yKH1B4uKvkXv7b2Da9hH2qKDs7Nx396zWvPfuqoqhsbO9LIqLKeZp1xGxA0iSMipSyDuS+/8efXP/rUbNOwmcE3wq0rnM6X2ULurE25YR5ZASVUZtQoexZVjGOYmX7/O+6/91un3beHWzdPWhCtqV0GKdXHCwxe9hxcvFXKLqc8kfGTOWagrMdFdEY5s5A4NClQysbWzVvO9s++2mVeoliVEp+qGxlOr5jugdCbveSXfuPJ777aj+suRn7P/btf+/aWEDJPRRh014yd+xd/Vl1zuRUdGBqH4tjRb9z8mk1zS0HbkCF2Is/lDEouP22zj6SJPSUmK+ChPrJ5REFkbxbaUZ/SkLujwrOim1N2RpGCueinezfecOavL+3+9X+14vB8lNbIcysZPoUClMxa8oKs3Ba+LUKMHW6xUMu01wIjBgmWHnvo27e84ayF6LJzSqOQRz4zUj9z3RiDSfxJ8z185NV62XmuWDbVSCzV8lJzzw/3/JtP4I57cHxpCuZcHkL3LluOqy5d/YE3+63bCvHIXsn6r3qB27mHP/53/fbYoaodd1JlPota2VBy9aLbumcXD0adRtNDO3d+9vP5XW/e8IbXtN2uEFkGXbg5bDz95P0DpYUFtrG0iCaZTVglqmdJRq4/9apXNl/6+tGv38WeVLnKRaEoDDWlI6ETr3oWdlxJ6CSgKXORIrGDBdNeDO1xt78l6cTpPrAgw6EbBy02XHRVWrcxaJorZWo0P37yWG/9acs9sSac/b+x995hllzVtfjae59TVTf07TzTPT1RmhnlnFAgKSEQIggwyTK2DBiwjcMDP2ebZxvz7OeEMQZ+z2BsTDbIoEcQSAiRpFFOjHIYzYwm9XS891bVOWfv3x+3R8h+2PoBfj/s93G+/uabr+f29K26Vaf2XmuvtY6MF15QferLDVtS8132ByTCbEeTT3rTG3Xr0RWp55QZ/FIs73vozrf9QX/bTY35pVWJgvG+ZrF3/eqZ858x/IYXt3q48w/+vNldrh1JpFZkn6xmimQlmiAPCkbSAqNyolSEOBpTv9kIzJmxrsTcODhvvNzqIclwN/XB3iEMKZZCw6Fm9BBZ4MAhuBbHpJD+6GjnLZfn+3bv/tjnx6PnLOulGkjM0TTCd6BaSNCISK1kOlRzRQrtj0IKAAUKBrqWJ4LzLqIsIycgxixvQ02lirt2XffCn9m4Z0EQjSArsQEcnbVCv5/rdMgeMY7CqEwoi5nWqJoH9l/92resf2hfloIHxURMkqC1T40UW0E7SlUdIlWQbFiJGZpF7mZIpL6bG3INKSFK7utIhuUs80lzabfOO2/jH/7mre/44JGPdzOdO+iCcCsG6w45GFsOcwoOVKTK0iI1FBANRqVAE7JZl3fOvwiZJCq14bCAvY8+uvaYw1pS5y6fOu/i/Z336YG5jGNM/YY255mDkA8R6MMthaKNqNx0LqKSdn8qH/lvP3f9m35j8q4HR1UrR0M1+izgHIFrsZijEY36qXS+nw0PlRh/+pmL7RHRrGVIodTtd9z5hl8ZuvtBZ3YgpcWR0eLVL5i59KLqzocffMdfNGiuR1Fde37r5i2/9PPgvHRMBF9X+b4DD77n7/r/9MXu7h3NMqaaSraFoUa2ZdNhf/ob6aSjqRjR2lV+uNiUb/r5N1z3lt8/fl81nPpLt2yb6b8C0gCFCVMZWzX0jLPHvv2xFuI8p1Hl5VqP+fnLu2PDrZ5ZQ+tClRxJx22a0aPX6U33ttDysV8jLp12IiZnIqVstGdcDC2lh756zxpt+rQ4Xqalj32p8+pX99fPFH1CY4mOPmLjZa9feOd7V9eLFdO+jPzZZ6d1x5Q+sqghb+87cM/P/vIRu3c8WviJn7gML3hFahXQ1G/FrILb9/gdf/Ze+tx1eGTHCIgCOfWPjLWLi5+2+pUvGp2Yvum33j627dvcC8XwEAIp+2WmoglS44rmGmF134pEs4X089QOPVYJyNU6JBmUiojkkAqTGIZIUiozQm21/WBsnh0yKR6k34Aw8PQa/K/6f6ZP+78sRf1HQ5s/NFxAzAVia+Y8OQkgCfoEpHTPddvswOJwxLBhosjkwZ0H//JjN7z8v9z/q3/aObi8GJeXfCy9Jl7h1DJFK6FRoxm1SNpQ21jVa+b7+6+4xj802wwwkj40tbNN553TbTeUJAmXQBAapF+TJUFsxTBSxTHB1Gzv4KeuQVVpgYqRiDDW2TK9vggpd0WfqBGJTZZYFpmXmsX4KcdhdISMhyK7Xu/Bz3zJ7zpYRAMxkW+cfoIev8UHHks+c85SWt61r3/HPUjJcuQgHwzD7cnNGxUcTL33B8iOPe+Z7ZEJxwKnYPZJJcGRDJ2wdamdmYF9FohqxsjmDSyCmKJjFuy9+S6b6ynkYOE2XHoR2k0GAqIAWRXu/sBHZ//2M8Pbd0730TaJKXImxXK5+IVv3fRf/xh3PNQMSUBExHlz8hUvyE7euijkJaOYiiTjFcS0mdAOrOSWDEdf9tLsGcd5OE4JgCz2Hnj/J3ddd8sgcTtP4BU9HxHTYJ/KlJrKnSQjfRtftuquR3d88FPX/9If4oGdxHAax+FUrPnME9snHdW1FInIsEyoID2SfWvHp846NRuMQoS6f9f9j117g9dk4nuO7Mi1m158MZJr1knBIOehBHEqbJyEjIkhSKpEkR25vHXGcYdffMFB57tOioBWIkCzpCBVBlff535HBCIipHEL0xpGbXkidUfR7XB/3MqGloSqeCqcj5QicU2JVYVgTJ2jtlzy+785OzMeXOFUakEQKhJlwVZ4OzbkMEetGpnaRN9aNZQoivQ8T55whEyOaYxZZflyfOwzX8RdD1Bl8I4cy4b1rVNOQErNytj+ZTAAPekLgAd5sDfyYA/mJ0WcD+4qb+SInJGAxDB4ARlEAYOLIkYexL2wqsZkP43VcTiE4VCPVfWJy7q5p51anSZFjIOgYiKAKa14t7jI7IBNU9Pnnzff9HMUCpd7RUVln5IZ5rzb+ooXo90GgbyUFthxEAyGWflQhCMzR6gHa7K+d2tPPQHrJlPmm/C+V5e3f3vnVV/nhMoo5tnYsVuKYw93ySVFICnADaWMSMBg1xy40Rq+kwNugxALciABsa0QL/SkU/q9PaRpxdYlekBNlsuL14kAACAASURBVKIbaky94vyJH7tof9FmLfpkgS03k7I2RaTBRCoxIU+UJ2JjCA9C4nPVVkzDvbh5XtfV/eE037L5sXpput9d1e2O9vojqWqgVon9Bg57ycXcHCKl5A0U6+0Pfuq1v7j/i1/T/fvFgiVrwxVB632zu6788s2/+xeNgz0OYOak6odHT7r8J6rJkRLC7AAGPbE5GDNG+vn4shsKrm0ysWPxtt9/Lx58rHYxSXQWydP4ujUlGyBJowOvRJMwjNmBvKdEwPjE2PPO3d30LnEnGciCoGshQPY0ZOOPPQ/DrUwpwyD1mcKK9Q+xMRs7U4KWUGWSRAcyG3/2mZzlBmknczvn7vz4Z6geeKF4NIcvetmrGsj7sqIp9Ymj0fQ5p44+8wz2cMIWo9eEWm/5vT+LV904tndhMlBuBDYXgzywa/+7PvK1c37qpovflF99e6ssQ6x60J5o6UzZ8O/h0GeH5HAEQARGZioAGSb68OoxNXrsz//43IbRlPlYd43UmDTSytPx+3/CG6hmVBnqEa0mYn9C+2PaHcbyMJZHsNQJ0SOZRbOY2WA2cSW10CvByql+tb63OFrNt8Jcxy2P69KGsLyu1x0OfR6Et/0b+L2xEhuxgcHC5HNCZJgXl/vx1734sOecu1+w5GhYs0Y0hhUJSQZ2uzSQE/Ig/AwKIjLN4Eqgnhhee87ptc8Ywsa2a+91f/RXsm8+CcMoXzO55SXP6XomIyOXPGdApqpsSgRlJg5mFWkZQkMpq1L7+COe9Tu/WE+MZZYH5yIrYKIDf2aKQBKA4FWdadcjmxnHwOi7hkTZ9pEr6nt3TvW5VWnDu+zAYvc9V9xwyc/f88t/uGrfcpZwsCF3jbmT3nJ5sWEGHp7MxZoD7vrDd9//ng/1H3ykU0VfB88oWPxi2b313q+97c9k/wJSrNmIjJKOnn2aO/uY4LjhW7tv3Y4qQcDCTCzN5ilPP6tuNGqCQQM4jQ9PnXqKsIOQUjJCg9gnYLQ9dvKxNcyYwJSIJo7eDMAbg1lUsdw9cMttjV7N7Mi5pXse2nvtN7NUmyMKBTX9ET/1Y3HD+uSbTsN+jVOXPl8ybign9o2qmvvCN3Z/81YxWSrksEsvxEiDjZ2RIPr9c1e/+W17//qTjfsfH4okg+d7zrS0PPfRL930yrd++cLLsuvvHK9TzlJaAIONC7BLJJFjI2UxFkgFdLQME73YjLVHyVRFWY5P3tPtkM4e/yfz8v4vHeB88vqeXv+jNu8/4krIWIlNIhE0giCKwggs40dsZnaSiMtAVd2IYSrE6aXQXlpqhN5qS+2UdJAwPUhuU3IJnAZOzUaWQL0h6NhSnXbtSQI1LpAjKlatIvgsiovsATHDIIqbolEQjWLB6rLdq/KDC4i9JYqewbDkbTb0iNxyqIzQCczKpbi+y3dZmnzGmcqSmVBfMbvngS9eNfuVbyQLNVtNrh5uuXNPI7gxy0JdFS5r1brtbz+RFpZKQAwcGZnrbDms5Cx6QhWXp0ZWveACMWZFdAhlj5JSjJJk6LgtvU2ronBIqfbUnJ6YOHaLsjhyFZAsxFvuW21F8FnjxKOGTjsGuagRWDhGfOvmnX//ya29sAqWWXQpCZFayqvyyJit+vaOb73lbfzY44PI4URsY3njwjNnC7aEjLxXypK1Q2KLWeKIfPyS56x52cU9nwWGWd/1y6Wv3bz341dN980xKYgVg+TolSwBAwyZUW5UqI6ZjNe0Nvk1QUa/fvdX3vq72LXXk2UpMqjf0s7zztnjCMhaIZATBtVUzLzwIl0z3YyAmsb+nZ/49P4vXo1uX4MBXDeLo1/+yuH2RKZ9Iw6S9xHJ3GC4qSZODJR1BlZCIqpirMWt+8XLw9NPXM4KwJGahyklwFx6kvfj97BdPelPY41ekwQ4BAuKyjgFF6mopKXWeooSjTiZkik5pKoHh5Q38Myzpt542YHOUKWoocaWDbwOZBAAheARCQ3jDDZsJkAkjsy7c2qee6bBGj5DTFhY2nXNl3Z++eraaB9bEkOj2XzGmcbaJvdE2M8/60ls5XNkhVc4g1O4BKeQtAK7DHo5JHMGF9SpeYWoOYUYxMAGGBJbn9CDIfdiEKhSDJKS1Iy6hPY49TKtvBqZU/UJUAZx6biGWVTmjFPoCq2+5OKHRvLUlDqaEkVarnxS9nLsUZ2TT1TvE1S1zohiigqLAAwuDdIfETUJZbFOLmvucmn12aegyCrxGhVLy9s/fcX8tddZTArPLOVwwz/jVOVMIerFx9hIliVlQIka9aEsXAMNYiEVkkzUJJkkiIIHX7bSFX9vV5ZCRRQqhhRKc8aF9Cz2Rkc3vfEn95x5zELWCs6zgKjKaRBHLkqsZNBYCoEGqeIrZYiQlRL6DV1oojZEolLI4IroW9byaAlaVcr3FkOHvfrVtmlGB+nZYr7fv/MvP7D1kYWN3XqV80zBgfIqNRVt4vWlFVfdMvelb6KuTCM5rySYGms+69S5hoSgznmsGC8ayMy0cjxkWdOsqTRCMkzQhYOFVWJ1yPuWojrrc6yhnaxNcZCsMqipOGlACg4E52YuPm9p8zpjpygDVwmp9LyUN4tnnTb5zNNhCUYSAqcIo6imUGhihejgkkh9UoUR+aX1qybOOQnw0QnKfnXt9Xv+6UvYtSuoRd8IRYETjsxPOqbrVtI7EgydzlFv+Ik02kwRlMw7wezs3X/yJ/XXtq2v42r4QlOWYk7kLE2EtCnF42fr6T2zI71uk8BCIGUzn8yr+R+4y7NDbMDKiokIK/uxGhIEtJgsHLPlGX/9jv3rRlyeNcwSWZ9Wrt/vewWmPmc9yo2ahgas0JQllWASQAFoanJIRNFZys1ID6FEIFEBmokaPWl2iyKI1EnnBAdFKvaRMiP/b/92rxSJFQxjY4bBunAkyxoUWM6KjW95fXz6SUvOg5yZsqWaoqiymhEA4kRkCiiQFFHAorLss5kLnuXXTkUuYIK63H/brenr2/oPPKTmkFyd8/BrXlRPjlUak5elUHqNeUqRNTEN8ijz3BNS3mCEWiirswae9bRNb/rJWee5ZoPCYqIENgHcIGyQmBPYbNmFCrVHdAAUyaXDzj6dhztK7EwoIThr1f2ZXn9Cg1rpFVxL68gt7XNONZKYMVuSFHtfuDpccc1R3TiZ0kjQDoiSSorNFNcmyI3br/y136O5eeeM1OBzjLfPePPl3YZfCqXsnEuP7QZMU2KjCG0ed3Q5OdZ1iYyWhIrjjkBeOHhANUakhAhRjl7Gzj65l7mkVkNLoenTTlA2UixDLSge2lFvv7+RKiOuqzRj2f1/9xG3ew9CCfWRgTWd0eeeO5vnlRM+7siJc8+CgGujFGnv7K7/5xNrgquAIy56tjth89xgmjlpVoVH3/9huepbJ9Tc0RoWyZIAwcqmxS1BT10sT1jojS/OZbFnlMAE5YGgF0ogJBQ+NEsMzfFQnzoRQ31uVygInjULDCNbAVOe2PwP2U7rf6TC255q/Wss37/x4v+Pv+4p38wPciw/avP+I64+KZiziKI29CtAKaAZAVdsffnFm9/25oe2Tu0baiwxGVhiIgtUSA9VDmuk5EwBKAMe6smIQaQEJROzRR+Dxaha+lQKWMkFdsYwZJHZiBM1Dd7sUCCzkZEzMiI4nxq+HGsglwzEFVxUUV0IZV+I86xQK6ACdipmvlo9OXbScWQ88Em0G27Qu75984c/SsvLSkTkNGuuftYZpfcLscfkiK2t3Nt2F+/arYMR7ygostGTjtsHBIZTLo48DEdvGuhqOKZvX3tdf/8BECgBG6ZWn39mH2wRXUbniI1pvGNCWieCp1Au3HjXSPSLRCe86iVxciT5TFjIotTxwN/8Q2fHzhZsHr3SS02UgbzCETJBp+rzvQ8s3n4nQsgVnvJ+K1919snLnlmRkR8k1OaqBEQWOXLrib//X3XNmmZXasfkIm1/4Atv/p2xxxfyWPqoZAgDCNMMaofq2hU2w0EUCSkWykPqRstluv72xVtu5xSJmEmiSOf04w+Odox8BlVVj0bqjG6+5LncHkUXAouPPrLzyqvsWzfh8QMctQlmzrFxS+uIw8nlRpaMEqmSEIQH8DgZHEtC7+BiA5SBM8rLLetOec/v9zatWc58ECJoFMMgEtDT91NbPfEni3rXZ0LAcHIdlSJQblQk9gZaSS//19EQIgfKiOreojRJNSi5utXe8NM/vuqFF+13PhlJsApaOx2YfQ/aMGcDEidGoGICcSC3f6w5/bRjyblkipxx063x9tvv/PgnbWFRSVQVvj119tlLOZeWjOW7Unm8woMNXE8hyQbNmxw6ZH6ihTAMooG90aC74yc1jQrwgARLkkpl84zcmSuSb5ufR4hqeSI2ijDl77iVEYjM+ouL/X6f1Bou96ecuOXyVyzWgY17os4FcTigYfJ552NkjIlqUYmKHXucsJkNTrqYkZlBjRBNCVKD4/qp9snHAIRkDmQ7Htn32SvLb14f+t0igSvTwq8+9+xZgkoeU8yNipR8MgIpkY/8JGexgVzKSI2SicIbBGB85zx8r9cWxQTm5Bl1yhM09GquM3bNivyGw899/5/NbVpfGbkYiZKxkiEzMiARaJAyPeDRiI0BMzbLjQHqAgY0VJxxbpwhU3M1ogBCsjzU6Lzs+WWekzCIBCnc//Dil75xTOBhVcfGqmSpMBJTtXo46qYq7vnM5xGDCtQI5DBUtJ59+pwTzz6FgXXi4B5TJQOlZQ5d1ijoa70nLvNkhyESuRRPVR2WF5MYnOvVfe88LGEFhKG4tEia2Cw51o3rTn3Nqw94Di6rUeUgVd7Tbp365tfp1ASaOTj4qsbBRQhnxmSGjAk8EKMaknKCcU/8ia95ua5dpSpqTN2l7R/75PgDO+LNt7KmChLE21ARn3dWJTw4isqJO3wdTjy6buSicEKxLtP9D9zzsU+OLi9B9AB65HwGlhDFVCk5lkhVjbqnpYnVqZeZFYMGzxD536Ou+06tyRi0UgPMpV/BgwktV2jR8Wefetiv/Mx9dZdSMlJruMQ/0OCWAszkiS1ZClqbwShL3I7UCtRM0ocqUcbegRCVsALbEkBK8E5ZkJDXPBTdcMyKGpIUmiQpPRVNwgYQbAVfJIAyD+lHH4I4tFO73Lz2tL/6Pd26aV8KlDUSWS06aDVNYBA2FoCQQBFkHiLw/aGhNS9/oTUbTjkHow5z115zxOLS7htuREqDzEwcs6lz4rFcdKKhaGYO8FAjS0wwhiFFzUKqZveCA8SSSuiMjf/0y8sTjjDNxEyA2sO8sVozQWxly2BopmrdugEYEgrURT598bnH//rP3rVp4ttDfm+rmXHBTBZ6QkEt5EottKeOOA6TqyjL+rEmFj2w79YPfqSzd/dkHbzWEmvWxGbeqAA1VKeWy/i1W3p332d1H4SYFI1i9IRj2kds4qLdma0W7n8QPol4NjGXY2ZKtm6MHgzM5+zPOB6dYQOQ4u67ts898ijqgEShKIZOOabXbiQCxPXaDb9pDWdktSkXZLb7c19uHZgtIGbUpmYeyrTttsc/9k8SgmUwkr7n9Zc+b3fud3Xy4990ma2djmwQaS5XO9/3wXjL9pbLFgvZ/NIXxaIBkWiAKS/2lq743Jo6sPZK1Ci8EYlZljQjJQS1bmlziWJ02otlxg6BKTEMJig9ipQy1YBUqznjJpw3IWaGMWnybLICpgyMsp+A8PRQifmfmkD7/9O98/vuV3/U5v2HWx4WkZokjT0Ls9dtM4t1ZomQlMJwp3rzZc/6zN+u+51fzi+58MDh6x5vNCMyLo3EzUqsmHwCGxSoiQOIjCkRjMjIJ3aBQa3lkRG/drVT+MTQlCTq3D4jmi+syiwNzJEJYoD5RFlC0ZXGXsq259Q572w0WnkweIim7q336u4DYuaiMkIJCwSfpBR31utejZkJZVScgvYeed8/HDa3XNxxX33z3T7WmcLX1Dn6mP7hU4veRWhV16ZpTYW9225m9KEKdoFo/OitcxOj0RDhJk463saH+46Sgfbsv/rP37vnjjsGRhilz4689Hl1Z4jNdzN/+PMvsFYjGTgTS3W4517eM+uj1qOd5snHluKCmapKrb3d+3Z+/uqJaEvar12+DIU4MSdJkVLPQnQaFmYfu/4GmEJBtam51ob1Wacj5FQ1DULQBAbZPZSv/eXXhDWrvWZwQiHi4IE73/X+wx9fbsY6c1nTyAG1cFo5w4NCg2BQQk3WI6tISqIuUslG3kZDuevq61AmA5BSnqyzYdNip1WB5qQMkua9FGed6I47SiEQsNZ7r/3GuuV+Z+euuc/8ryToWSQFhlrFC551X94zpjxxAxoJCUZmYmakEDUND3ztG49/42ZXVhrgOatnJrb+zs/uHG0si+sxDxinyN8Xm3eovDIzA3VHmns2r35849TumTX7pqf3bZiaXTteN10j1QWqpyhWIpxxSHFh986vvvf9fmnZCIlIhzobfvXn+LxTy0ZD4KNwLyMTgJRIXYCLqIEIWxD0MpbkSnYn/vilun6aQHWo+6G/8P4Pr5tdHnno8fpbNw+nKOrR1+bWjXTUYd1mVn+3FpQOcXr0RLuyop5+kmH6oRfLoLwievI/PPFCZssSfCRkeX/DzM6NU49umt6xcd2udRt2zmw4cPiGODreit7VlEiSsGGFe88VGRD2HLjvmmsMxj2gkW153WuGjjnOO2+UoloVQtywbs1zzkf0FgDVfZ+7Zv9dDwZNzmjgjM5PaCYIyhxAC96f9ZOvTjPjEBQgjnHP9ds2zy6M7tpdbr+fKh20mK3jjx99+ukLsIZ6NmOYhynMwGSs/1v3NqBPeCVecIXHY/v+tk2hpAkc2dCvbv3wp7KlHpd9sQLml2bWbHnrG7utNkBmViHAjHXweRHInCpMlQBDIjIGIlGPSIbqmTX7169/bP30rg1Tu9at2rF21e6Nqw9ODpeimaWh6TFsWtVI0GgQo6q38+qvjc1167TUQ5hPPScuF5+g4lxldS0xpt6eu+/GwQMphYwdJ+rnfvjow+vMOWWKRocuBSOrOYlqnduCp8e97h1pPONNr7WZmUozoCjqDDtn9999L5mqGrOLMJgOfp7N7rn2G/bQQ7AUIsQ3Vr/sUn76SQe9ZiAzbVg2ct7T3SnHJ7gaWqMu77rv/m231EwUiI16lBLBQAokNq9GoDAzNf78C6usYCIfY3rwwT233zrR7d7+0Y+7hUUCvAI+W33+2aHZjOLIrN9gOuowDLVXgP2gRDR7y+2r55eaiEupRJEvaiDKPCg3rinNUmmsKkZegqaCcgYROBJ1Pc/nP2iFSAY9xOaxrQxtgmCxfvju7Xf/40dTf0EV3pxmQxPPu3DLL/z0bKthqqZBfzDrCA9kIfo6WCbdtaP7D5vatXH1/rXTB6fX7J9Zu3vtzPyqsR57RHbq4LwyKR8a9oQaU7WqszCzam569f6ZtY+vmVqcmaln1oSxYXPk9Ck4El25vGzF24FV+/HGv/94sRSs6oPyDHncNL3x11+/d1VnTrVmzhTKKAW6QssQDfI4YGopEPXYT5x0Ik461jw5A5eKAwd7225a013qfv36VjAwPNly0Vp9/jN3IqoR9YMhAitW4aBByCwoxANfv2nXTbcAUZhcgk6MbH7r6x+Y6vRFAEpMpTcYUIETIJzEyNJobUvfvBXd7uCjzSOiZsM/+ZLzr/7QaR/6i/xVL4onHHOgldeZ46Sjlgfl/Q6No7akXCqLLRRRdXnXnr033dZmt4DlIKYEgoBETWtJiy60TGf2LR/4xk2eSZHgxEiEi3jYmmXioWAHbrgJdd9SsmgBBq2zU45PKSn4YO6nznlaGozLltVtH/n0I1+6DimAta+qq6cmTz8hsUvg5pGbbbRjBBKOAB2c2/HFa0dS7FLpwKIKs+mqvu2d/3N5223LBDYO5N2Rh5/ympeXzzhl9JJzlSkxI2n86o3b/+bDTQ0lJ960BoevFec9YA4I4fGb70z3P6xU9ZwyOSsDQWBoJnIhzUmY9RqLrO80CpE4jQTjAY8XyQJSzNLsYe19G0dnN47Nrh3fNzO6b/3oro2jjxw+smvTsLlB9ukTD/4VjM/oP9/Q5nfl8X4ondv31KD+az3q4Ps/smD54azMQklmZlPBb3vP3z33kvOrozaYy3OQi1I3xtxhY+tfsxY/HjA3t/d/XXX733x01aP7271lFrLB1JWt+MUzgG5lKtHnlVOLSXzrsbAop52czcwgArVpG6nuPX7TjRJCElWvFSFjYoMHHWDeMdra27f20MgcqpN/+hWH/cSrNJgWbpHQjmHv566drjQjhcYeKTfyFBKbS+tXjb34fO0UiUkRuw8/3L3lzlZtFvjgzbfNnH9GhLoAtNvF2ccfeOiBw5KUMDOMBOveesdUeUlwwyAyYpqZKres1xt2LbSKqWOODC5XMAHV/Q9P3ru7f/t2POtsZEMw9ls2NY44PF4/L1Or/NmnJBYDIGiEtOObNzVSMlC+dgrjo7k4JoKZ1Lawe2+z23fMBvURjlxgROMcDEvRdEli7kx27qGkCjBJRkCnMzQ+GR7Z5znLgGWtheSg8NTll45cemGV5V6hyZqVhk9fdfCqr24oS4dUW3TGBhqAqWQEI8hA5qDGlJgijGBElABLGiVq6tnsAfQitVqaMUeg0e4ctiHuOUiwXHlfwTPPPbtu5SKwNlJddW+4ZSgGtnDrlZ895w2vqvOhPAHipi8448Y/L1bvioVoSP1ArYgEWGYpshoC2I8u9W/58McvfsdvV+tnGnXWVR66+Jmn7X/z3b/1bhxcMhZoSmqev7dsU2YeRKCTwMx4ZNUL//p9GNSQZUQitBy6S3vf8valT39eOazg6/+cCDwUOw6uLDJKb7Jc3v6uvztmct3IC58r8EwZDp865rfffMVLXndE5X00SkSDlCoalHUUCNFSnbkQQ0tau0daW196MUY7qLWZ+eX7Ht//9a83AAm6cN031l30tCgdzhgi+Zkn9x96rNmfNzjCQA1m/7LZMxxSg9tg+I54kH0MIyiMB09JZtOBVoEMpjAmSgQw1awN5b7CbVh9ySfei9BfQeBjBhM0lg+8/2Nzv/qXFDOSRKnOjEBmjgwWRYZrzF7xhfTcC5zBV5QmxodfcOHB29495qik5nzuz3rLz+DorSmYNCifPXjFH//1i97y5sjsa4IAxEbgwVCAmWPfcyKb1k5c/JzUKhIlkCDWs7ffNqQ11HZev+3o084yZ4Kow8PHv/aV37r+1pHl0oiNIIY0EMQPJiIPdXorcYKEJxTzA2Tx+35sMkAkgEVHLoTdn756aS4N/fSL0K5BGYHHX/Scic9/bvazX5gI5NiDxWigQ4PBSh96DokIiSRScnBODNI844RLt/0T5gOogCQEQAmpxi2333z5WzoL1fCarWhNeCVkZBaprPfdemc7phrcE4h5imymEZYsZiIlapIsHpzF7j1YN2nJOBLyPJ8cScwcgieBGcGiqoMERw8OuXbwxP6xTE+4/GXTv3i5tocGdK/vJnz2K37PrIQEMlOqyeAFg6szUbpnx733PnLkL2xCIiHGyNDwy5+76+bbRvrdUlgo3/SqS0vJcpfPx6XhXu/KP/gfJ1328gquDQORYuCQLomSqrZN+uTyU4/BuhnHnhSU4o5vfCuv+rm4B2+6/sSHH5WRcREi58Y3bTpw7NEHv3XHeFVFyuqpETBnkAGALMnm7n24s9BrwhMoBk5GXVOCy2p1xAZrmdWgWs2Iow0kkyAw20DN/IQZ3RPbAn1vtRM0wQzfATVAJsZhYfG6X/2tNVOTQ+c+S5O4KDY+vf4tb1x6bGe68to8Jh7Q3morN+b3PmBMycE72Xr0i/7xI3AOGVARIsExkB5/93se/5P3duo6R14ZoqPIODR/Dlp/1IWf+ihiDy5HP0EJHujPz227YfsbfvOw5VqfkOd9txMSODljHkh6QRXFHProZ7989IG54de/bGmyOVQh5UXnBc8+fXbx9l975+puMCJmqjUW5J/YlcmMoCzcS1goaOrcczDWCQ4+AabV7XeUux9L1Ju97z7beyBsXCt1JGpMnnHqtvH22D5V6xI1owVnFhkQYqBiOI2rZ7tXvv8jL3n/O3XUuygibviCs4/677+065d+d/RgaFIWqrox6B0MYAQGmeaGHdd8Y+2Oy2xjIzWcVeSkiOx7G5uttRtPO+dc2OKBj37m5r/7cPvenev7qCPNN7MjD1+bRCQKVxRaUu6eXV1RgAXPBlUwgQfO4WamHllVr+VG9eDOgbMPiC2BIoXp8SXohMl9N27b2u9Ro4CwIaHIR08+cZ9xKS6uWdXccjjyPKri4MHu1dfHE5bxioBG3ubcmnbMC597y9XfUjh/9FbOijqoCHJQef9D/YcekRjMiSYTUIXUjmHdge6eD35y87NPR/SuyGIepn/ipQcfOiJNjhZGy9Hystrz95+YmFt0Qt26xuQIJkc8OWfoG2VmN33hmi1lZYIUrG0SDSXECM7goBURjHzJwt7AjNxIQAZHRnDQDOaPPO7ZX70CsYQrEPwA8YYlQACHkSyY6cAQfQBxEg0alX9HLxP6zh28MoYC+3dmCp8y5u4/yyKiJyfy/YjN+2Fp8yIjJUSK/am9i3f/0fuGHtiXlSWZMWwogAFttdAZ1k3rRt7wyvP/8X3tN7961/SoSQNJIomC2ExMzQxZEYaa+zasenDL1EPHrHvwuI3jb7jslN/5lVBkUGiG2kp5dPcjH/p0VpaTfc2CGcygSHCKVWed8vT3vP2sD/yPp73vj15y5Uc2/sLrbWQktdt9RKdluH37ns9fk5UlUmSyOjNFcsEqJ52nn4KpkUQEqF9c6n/l1rhUJs+Zp4Pbbo6z+0uK8Gxsq5/39CpvmKoxs3OS6t7td2HvQYEmNiayTrt96nGWNR8ez8dOOtYbSwJbmL35tq2zPb3hLvTLqUri7AAAIABJREFUYNYwRpZnxx/Zy5v5YZuwZoIlI0XS5KsYb7hVYm2w1MjhnK+NFWBGsnK5q4YAA0sTrmHkEisRwA7MIAGaBjfbhZHmMEYATHhodBgsNZJYRNaozWcXPX3jW18HnznCvChrtfjV62/53XcOzS+bJObIsJoJhjxClDDAVA8hWwMZzIoYRuEVucGHJBq7SwswDskqGDPDu9HNGzmF0SSNaLpqbPKsk9jlMMyjtqXFpdvubSTkKrjvsd7Ndxa2EkUq0zOnPP8Fi84tU9TcDURfUKVoBMBRjOVwv9//2rbH/ucH6cCe6KwhuWWNkVe9cPXLnq/5cA8M8j5Bn2qu8t+GvowsTjaXVrWWJ4f668ds/Wg1MVRNNOfbUov2sqfCyzMTM0HWgZ9+fOGBP30vHt8nCYHQFdFjtl7w7nfMrltlXDRjZnWCgRJAlgbsF0sWdDIUc6HfPuN4HL4hJTInWOwtXXtbvbjQdayw+W9ej7mF4Fm9pYbNPO+CfXVdwBmRAop/dkj0z+eynhD/pCeYMaz8fYClpxUTgxVoU2nlYlBNVqeCuSbuj7XD6rFqcqyemEirxuLq4d2j42W74TT3JCsG1jCQKSmrcQKWy/5Xvlne93CXEgHgYuKSC+Y3jZVJGSNy6nF48fnGGeVU2/LOT3/OP7grOSsBZRNbeZ+DtyksdUrzDWmcfjwmxowdzMwiHts9e+OdknlAy1u24+D+4FJew8Hjacc1j9sa4SqiwPQELziAxp84zAGBPfjOv5Dj2/cl0E80gN7JGYNscqm85e3vWv7StZXUi6LeI3bydb/wmrkj1y2I5+SUUPIKuwFisZTYItvg/alQSIkY6v1is11OjVRTnXJyVKdHy5mRsG4sDeddn0AmTpDlQEyICkVdze3bHwQlExvnicgoQQMZK+URkgywZtD0+H42MqPBbCac7zRbnmUwp5nMhBgiQ9Orz3znH5/+t+8860N/fdnVnz3uv/xcHOn0hI0Vy0uzX7p227s+MNoNOTODFDbYVFbAhmTjFe5+/8eWrr+xKAAhNFprL3hWb9Nac82lvMCZx46dfGxRtOsYOywL13xd77hH6qBAcASDU01sSpxIBlDJ/oInnncexLtoKcVAVl59w2R0GuJ4t3r0i9fldSzJUhbRyjf/1KsOjrYaEJS1NRuAmKLyUDaUyXVDgzwlzY2KZGJSkyjYQTJjMRqwrYk5MUdiAwm4MG7XGO394KXhP2P2oDaQtZOpUztxobz3T/7KPbBDTaMAzsVVqw77pdctjo8oxBQDihrfl925wsBQQs+Trhsrp4bmJ0fj9Aimh8P00MGZkYWcYlawuQhNQlHIDrWyxrAM5bifnR5dGG/Vazu99UNhzVC9YergsF9qZOmpbp3I6tRowK0MhJJWr+uHG//8PfNXf4WsF33iZJY1R17xgumXvaDKmj0WBO2wtxVJiB2qrQnGZZE/PlxMnnNGKW6gQaDFpRs+9k9FqdERZue79zwQEJg4i4QN00e/4pIFR020StMIEqUV932DY07QvFflN973rV/+b37vfnKmKaV2sfqlz5287CWLQx3raweFslmGJCvsEClqJNrx+PU/+9ty744U+r0sJoYkaiBjztBo7Bkfm7js5c/55Admfu2ND4+0iPKirz7LV7bxhAjgYLezHA2mkDw6NgdIAieQsCBpRmKhshiBBDMGlGHe5WMjmnkzDY/uSHffgxhBYCPzvnPYBgx1DuT+1B+7FONjZshAC3ffNfrgTrttOxYWlRL6tYPw6SfK2qk559xRRxA7QMlT3gv7r7+JQw0mNkpmgUCOFRhKqXvV1+a/cI3FhJgyz3r46o0XPkfgNVTNhLnPfG7vdddlsVJLI1x4X6CRm4EShIEy1nPLbOQgsnI1E4wUHEAEaURpJp/DNdTlKqycGBAksQSQWm5asysnx7rT473J8eU1Y8vTI9XqVXFqKqxeVa8aA8vAYs6eNLRyiJdeEbT/aP0Q14/avB/O6grliYlIWcf7df2hK+95/a8X19+Zzc9Tucz9VBPKnABmdVljWLds2vzW18289hW7VBP5KGwDszXSCqkvtuY5T3/l5z980TUfefYXP/TMKz+w9b//hj96CwpOol3qFuXy4pXXDG9/NHIsFAKLsDQA3Q1u3erp5587+fxzW88+Ixyx0TqdACfEQ73YvnvPI7/5zs7OAz5VDVA7kTDlpXWQz5INn3NqzAuffK7wyeuXbhoJrbx2I5ot3LzdHej6UIOhmZs8/aT+2EglBYRJySz27n8AdzxgdYoZEQyNxokveO585tsXnikz01TDm/LSUv/229eHVN58FxZLc5DEaLf8iUcc6DRbRx6hzSZMvAKmWOrG279dAIoVDwwCQQ1QkCWQOV8L99kqqAEMZYNCIxAIZtZQlynUqCaoQwASmwgpUrAIAtWYbbU2vvn1cWxCOI8h5JQwu2/H+/9h0+7lIdUqN1E4s1JgxK1AogM3PKRDFIfYQK+FzJArckUDyJO0AwiAcwEiAGlKlEIumaaUsOzy4XNO8YdvcOQ4mUu13vNo9sjBoZiPafPwWepfd3vRrQLFWoO1mutf/LLl8VEBuIqGNMCzYTwgEYWtzbS2X9/1vr/d/9nPpbrPOfng0Brd/AuvPbB1fZ01ATYZaJi+x9mDJ7V8JOa4ztFraukRUNd5LD3VHhWjhDzF0GYslMyaKih1ApLftn3vR65AnSKpB/tGc/iiZ6x91QsXmkWKQpybEdQgqAUMM1gzYghuMcvb5z4t5hnDBSSw9L9y43gccpXLA+L2Hbh/F9cVCZUiQycd29i6uSYBkcHSyhjKdzlMe3ID/7+pzWygBqPv8lMgUAwDk4SGwdfqa83rlJVJSnMVpus4VPlhFW/KmpQ1MsBGRojkA4Fp6OD8gU9/ofAwU0GWH7t5zU++eF+rXaLZufS5abRNTlRSVi7uv+KqaRPNOQFElOmgJRvIXQA1E7cns+HzzoJziMyqUofel2+afHBxqJSpXqbX3YnFXqz6SAw4zIwNnX3yUqPoEyvJIZ811UOTO/8CZH0y6Ppd+z0c0j0+ZekcyATkAsPMiU13+7f88bvyh3cWiMtAVBSnHfPsd/zm/OrJHjkduCABSGrGjQjRgaMDDaoPEUFEo0Snl4qAXFFYYA3OjBAl15arCuk2tERVJbE0YHhEKmglMKZcqTH4PDkZGRly5TwxJ8uIB6wWMQA4BRF74giNpKCB/ydbUj/UmrjoAnnxhf2Lz0lHbabhCSd5xiIHD+C2u+759beNzC63LMHAYAd5gh4enLCm8qpdC3s/9QWU8yYJCW588rRfesP+Rmuh09n0W2+00RZqZMQyt7T/E58fmVvIHRugApgWNrBOIDYRla53czNjU2edBskJxF5p75zc/Vin5JZma0ryX7sNexeNY1/M8lzOO5uO2JiARjSfABIFIiENttdaOSsCcw1EUFo58zyIX49MPaJSKBGt0OKDdgw60J7/gGtgX2lPuiZX7mUyUTSqXn7dbXe89e28f7byAzgma5xy0tRLn39wqBWzbGBpi++Ll2BSSDCUZH1G7VFm6LGWSJWLoRVrC4HNCEkgRgDZIEiaiJSIJOQUh7UejpGAQTpiFkpX9RC6hKceKJXBPUkEmCeiqjec0pbEN//Ju5sPPcRaUcY+5GiNbP3F181OjnppgASAC8qH2jwGjISVF7yMnne627xWnHfJUIX4wE792t3re9lE2Vy7QPPfuqtR1SmpV6Dd3PSqFy6Ot6NrDsYXCSAzIDEjhFoyp2xjS2X61Ff2/v0/Snc+STCXSTa09U2X9486vCwaSKSmpUM9YIZtYDTME/3Y+Oad29/6e9nXb+3ML0q9ZJn2LERGzRhOHr6zPDS88Wcvf8bbf32unXki0VRCbaVdJ6SUGyhplqgw9hAFDZxvXUQeSFQIWZdVWZ0RGyIhZqAERICoMT839/+y995Rll3Vue8351xr731Chc6tbnWrJXWrJSGhLFACkYTIyGByEIZrkrHBJvjZvjhxMc9+4IR9MSY8uICMARtkriwkghAKIIGEstSSWqGTqrornrT3CnO+P06J4Hif732PN8bTGufPGlWn6uxaa805v+/3XXsDgo492ImpfdiGzjHbD62dXH/+ecpCADVh7uYfbm1S+fABu/1ujrFw3kxw+IbO449dmGx3T3icmWOBWnJB6+tvanvJ4wxZ1kQZSVUk5bBqbun77/tjeuDhNgurjbpFbnW4MSbwA3uu+cAHW4Oe947ViqxVZqiqI2QIAUSasoFEkYkW2fpMGSClCK7BDFaTGi6CdKU7ZyDFeDMnwJhhVY6dZO1h3a21O7RyGF0dfNJizOiBEZDHjRRa2fD/R7b0x9b/E6O8x8q8/28ogKVyxmpoSGHDzSmUV9943WvfdvOv/ObuT34Ot91a7t/jmj4owiyNEqnUrWr7a17SPm5nZK8roqhHj6DKaenSmonBmunBpg1xXRelK1zpYuZUd3vD3uXf3f3hT02HRhlLQsGtkJDGsxIGIWUbRRgJOUkQQh4Obv3UJVe/6s1y1Y2rcmixM1MB+wBWHhKHIzetP+d0KtrIRErN3n133HfHkp/oufYs88JwdPslXy5rAFAp8vSaMy9+zf62ywleYWytUf3wly7jYMbjnimtOfZY23nE41/6fHRacEBW7JkZ3HlniPPV/PL85ddoSDBDtvVnnb67JeXOY5qiUiIkcIy9O++MB2bLmFggwxrRDAoxIoNDa2oiEgEE4VoQoAQV5ASrKSc2gYxyjpMdEpMxoQxACL2Dc5SVmOcwiu1q4gVPmzzlVCfdKKjYqv0zD/3lJxevuqa0zCl4QkAU8mowkCi5jMhI/GM54lhCRj8BoVIAEE9eOl0UXkicEYQ449DuhzzpwFcPb5o8+uIXo91RBcQmou3+9veXRWaqaq8US87tvuZaGNeOU0nBFTjxhIlTT2kldNB61ArFRgwVNDCSxabfinHroLnjzz7hdu1Jg6G5Ag3rkZuf+qk/th1bRkKBgfR/D5T1o0cSY29ezHH3I8WuGd31QHr4obTnQX1oL92/P/djREV58t/+bsEagDSCfDunONUM93zk481l3yyaUGRklL1Wd/svvmr6eU852CYlJow74ia24j715HuEvWtbG5/+BHOeEhlRWJy7ddctCzw18OVy6XqQaz//pWIUqAFrESc7J138yvl2Kz8qCrGffv3zcQH99HxqTFP40SdOj37BGN43ds2wK1GQMnIMzYED+sCDeGC3PXxv3nt32H8v7d6f52ZnuZ8oe6hTJVMok5GJKDNYhWj+b74iu/cZEaDR61Gve3n/jBP6W9cfdsHTxE+CSOqFvZ/7YrzxVvT6kuAsEhkSQEiPqieZSI1oy4YNZ58Uy1KUSbwtLl35+S8NiedcayjVcr//vS99sWUMYWIOhvVPe+J9RUrOw5yB2SyTsWXWR3/rManQVtCj9NOlna7cJv6l9sC/dWv/iUEqEDhaHFR33n/1m37D3X5/F7kg6ZcFnXfG1je+au9EmVULzYAaj2HGbEQ6llIrWEOmUHPU0tCMUAfUI2v6GA1dP7j5gIVgQWujmAVNoSRCnsgZu9XrNpEy6wrGJnNmM6cAOEEY4iDLolg7yWbj7oowMByOBr0gqm7cgyIosYkx1CJiKFQMDKMMaH94x4c+9q1Xvnlq376OKTRTwdGSh+ekGD/fBIBV0yq1ua9+HXffS2iQjMru6qc9mZ90+tTTzo5nP84qb2TUC70rrpu56tp2ThSCh7GNZeRgMzJxmZ3xTEknvP7nsX4tHNRSQJz54V17+r3ZVutAWSyVcvf9uzC/WCQtgJRN167edN7Zix5m2TV5fCsss4EUpXdTE4sWE1FNqD0ZpUKNkCNZ5PFYEqLwGUU2MVNYgzziPCzyoIj/C6d5DIx/YyMbj8ZD4VbVSS6/ds9//USxvEhIBZPCbXvL6+PZZ8z5AqoG+o/5kxWs5gKcCxzv3C93P1Lcvz8/+HB++MG850F+cPfU4rBsBk6swZCQRJWzPrqHMBqifnZ1QBpy3UcYQodIoWWurQX9e3YbNmYwGaexqjNmFGWdRmlpcerufV990ztxz4Ox3zNhxEJ3HLHzV35hhqzxFCzBCDCV8afDADN83a1Ofv1LdbrlMogY0F3XfS8O45KUB8uy4eKB627gfhRxAFAKtm3snHn8DCVQwSRGxJZh2RTeO83RKk8pbG3i/r/8lH7zOg4jzVaEMm/d9pQ//4PBSUfWnIloHN+BBFYysFdrpbg2Bvr2DTe+5M13vfrtD3zkU4PvXt+e2e96C4XV3rKCMLmm15mw55/nLzx9oUMhBwJMx+5ek1WtxdIELLpSzWRSp7nMAHKbygAMma3TUfEMgULMxEznB20VZZ0a1vf+w5VY6qUMR1AQJrsbzz/HTtiO7VutLDQaRs3y93/QzXVrOLzt7y6PvSEI2QiTHT79hH3dcs2OnQwRAqWEg/Pp5js6AWqSATFzGivy0ShnKzV27nz44Uu/il5P2SvKEgbxaLD3ki+uP/CIi42YUs4qXkYZgUgVDMoG7yc3bMhMUS0TglhmYzOGJrJGEIgCo5FciybKmRMhwfTRKRwZsY3qQ1fcsHzF9w5+6/qDV18/9+1r566+dukb1yxfcc3816+35WVeof2AmH/8X2f/Ec7WY+t/vsb7J9KDx7x5P5vVDcWYBOhYo8XMw6yjzQcafO7K/PlvXC8N1q9pP+msLRe/ovvEk3PVNtNclsWG6VN/5XU3/upvGwyPEo1KcBGBhplLJtMsgqEGgG10YP/ea25Y+MLl4dvfPbJuWjlWCbNF0U0ylcdtGmsI/b37dl179VRn/c4nn2vdthn6pXYkH3XqsbdNYLFVU5NBpCbLkCpiWBbzVXXau94ctm4KxBMeEQgldr73DS1zHIJWtIZyrrrIKTIyU0nt6mUvfuBrX3PfvaOVeRHWNtt1+VXr73lAz3wcg9RMqvbRL3/+2jNOgSsHAm5S/ZWvp10PwBPneNOn//6MC88vDttIwm771rNe/4oNJz/epLQEEGip/+VP/7dTQmhpTsTLD+3T+x8KW9c4KkQ1V7z+iM3D6SlbWGqHKAxDcuAErR0B1k6WROZaxcRJO8xLqUDO5FXmFwaPzKwHZbam4PSck0/7zbej6jaEyNTt9R7+k0/O//ln1mtc8LkVTQcjOD+E+ixkNj6mMkEJxU/cZQ1IBGUYQw1FAtgtcp46bjtQlDXlFjWcW3uX7LaHBhw6sbPx6edXp5+CKCoYOu40uu60Eyf/4jfYVKVQNJNtbpq+dNrtpNl8s2719p97/szl31xwbjImZxzIJSEzcrkQanLXg/LGkMp7Z299+++f9JEPLG1fZ92yk1EcefjJH3rPIcNmJVDAo+/9P3LXWTj4d2/95TXX3DmNFClMpSIZNyLdqKuUQhP+7VOgnTU5rYVbTaoAonrNvgM3//J7Nw3ftfXVz2Flbz6sW3Xsh96z6/a749hIxIQElygKEWgRabEqzn33L2L7FiIHhTMaheHJ73xte1hMVz3inLTsTRZqA8GEZNZCOi945vQXLtNrr2Va8QTZvxTy+qPq7sfwdVtBs+Cn9SoroXl4lDRtWImaU+WHZi59+RvX3b93MtYOCaBEHHRi0hanKBLgNQTkKAoDZ4AkSC4E2bDqvvt+8J4/OPlP/nC0taVQt379tjdevFU4H3k0Bmjaubnl1rv+y18c0a8XqGoPiVEE0nE8VuKVniuDqJAL3vFmPWwtF55qzU7rwnb80ou6ZEUMRdDtbd+f6Fq2upJC4ckXpx274+cvHH3mH8nIYA4GMrEsj9axeLTMox+9/olck2D203fxf6/SY0WRKTO0IBZzObUtVyMdffuO29/9h4//i9/JW7d6K3sd3vq2V591wlGZuAymorU3MFdJygQYwwGsji1ZLc4fvPHW7733gzt7UaxuikatStZxQHXw4fW9pcS0+6FdO5cW3LpJEiQCVe0zn3jufX97lVM0krJaI9SJzoEiYeSojGwssn0Tjt06dsdnQQp1eOSRUNfkLJCW40eqUbCbWxzsueLSsqadTzknbVmfmMXItcujTjvpnkv+XnLISszWS02XnMBK8I8ZdkJCUqfGzc5e/2u/d8ZffyjsONapFNNrtrzt1e3Jbuh0AfMl0017vv1bH9w4GIAyq5aZxnCLRnQcaVhCAHLHbj3iZc+xqqSEWILIulsPO/bD76qs1BwFg0nfWmrFCVjWzNIZijv6GU+74SMfa/XRf2gvQpCqxSNtOmZtWXfisQ9pXmdcGPVzqMyVyAEUGV6tqwjQnxjq2liSytAiw6vW/4vKvDHcZAxFAgympJYCjxxNhf7chz91P+rt73i9ddeQq+L2bRd+7MOHbrtj3Lj6F+Xo/yOiTebcQg637/rqC9942FxfJQKxslTCRHUo5UZLwUbCpYdKypRXgupgrHvv+/p7P7jloZkpxjA3IyGnXCpSf3nrKDBC/jd79F7HZF+JAFg4Mvp1bDsVO6qfq2vvvuUd7zvxLz/Q23FY03VTCZtfe9Epx28KTN2YAQFpIrWVfpUQ6Khzntg6beegkE4AmFOZO2fvOP4jv84atFAe5olyMuUI5y2DiXjC73z582/82g1TI2bjTONoBgNygHkRCgnego2m9gy+/4Z3HfFH71n1qpdDYb6Mp24/50O/PrN/3xFEbTMb252BxGgAI0XuTyeZPDQYXnHVwre+s2iumlwdd27pPvucTRe/opxe3zYE83G6u+35T5//+ncfuemuI555fiYow5tOHLN5djXWBzNFIPIZmbXM5owUEiyPfFkbbTrueKFCM5DNO8MgyJ7ZTqRsaVXS2Vvu3XfTDze98EIoIBSddC569lFHb8Ca6URUCoUHHzp4x52rc91if+tl3zrmja9wp0xDfOPcYeedfo5GXr0GBiZCCtd94e/XzBycUqml6Flcbega+qZsheMcKE4P0q6PffLw889MZ5xZGhUWI3k3s7znk59dv7xI7CqTQLpY0dzM7LG7Z3VyFQrAYJU/68IL9n7sszoatTNaY8APqAaDzUzNrGVKyIqQx64hjkDicZNTGQTd9YM7XvHGVc1o4OEieSBIYktGbr4szrzi76bXrP6x65oepW7isTLv/6250U848f75TvVYmfczqrnBGTpqU0L2OStT9FSFMJFjnfNxKOcfPhAuufSuK79z9qf/ojjrDHCJogB1cMQRvdKlJoEBUdSxMMm55oVF+t4PeDTiQjBqaGF5dOtd91z57XxoYYqcVwuUGyEAwY/YwlCgcBORnLPmB98bvPU/Z6v2/dLLt/7624mL6eRRTOYzzzrrQx/61otftX52sWzgoHPlgGx1t4nzZxzXvug5wXem6gZUl26iPHy7O2ZrKwoGBObQEYWowtfwCbFd+G0b22efdeCHd/qmmUyxZyLDwdwPvr/5tGMjiafKJnX1i38uuikvknPTmV+46zOXbhq2gytHZO6+O8obb7cXbwyszNXRr3xpa1UboVFroYTd9/DhV153WJ0eaUt3hO0LDS67yp11wkHv16AqBjY6zO146Qu/94nPrU6etF5iWi7zVLKNMTOwWIhLo5q73aeew/CBkZ2bWJ7v3XRLMWiGhZv32W3ecsb/9qvYts40OKGy7uG6m3qf/MKmxgJoUJZrYmTYIKUOtKZihDJmza1BFRZAU0ZJuRZuWHMbqWujhrgXR+SrppN73NlbyQVPO3OxNZzWSYmsJXr337JpZnZVLO5pVSc/6+lLE+3ShNI4Frlc+8Qz4VmN4CrLJh6AoiZEjw5FQ/vcM2/dsHbH7LJKWp2RQ80WVBxayI2bGJX7TBbEwTdT111165t/5eTP/pUeVjZAPT29uvP4NWRRG5YqExWRpmrqGAeIWgmUKxUORYFXtMFaWaxyu6HKCOowJJTIRR6tyvW2kCfDspVCTZ+hglaGKUQZBG48FVFAWHZaZpvMqshREBwqV7ospSJ26oVWOKzuBpRrlhYOvO9/3/rEo/mILVWYRmyh0zrm3I2Rg5EQSmAEoZwnt2C4D6O5nZtPe85FRquUNRXR1UV3y7HNUTtXRzICJyADDHNAQhFS7hbYsjY/9bQ9t9+0bhQ3ZJIYDAA8QQCLaDJlMpfRtBUlHJv3Fo3rJAJ4NkBSIrhcMHyPVcU4sYMbsUaXocMydpYLKYAqDTdT2jCc3xAGGTYQjizr4mAZoQUmXyzoJHJ71aiELcVi0qdKs6PaT2a/ILH55lWDKy6deMNzBtkxutued6FRKF0xPx0nRsuLn7z0sH2x0hItHwqNxN540EbnEG3udziU7J2LKZ5wTHX+WZB2JvTJulE6U+uPf8nLbRQIDmxdp0rgbK1+qAuuVOLq6Z2ve8XNX/gONQt1pZN1WK3TCzlxLhEKq9AQChgoDcqGKBXKEZ6g4znij8InVgyrBiMoQ6EIYJbsAGIBGNq1QGaIidiMNEAcU2FFZJ+q0jW9th8213zj0MWHpv/xk4NyVUYLk61tz3u2h4IiWNtKc0AiT6btpLCcHAzsrUS2cjBo3XBLZ7GOpBUrkMeJiBmaiok5jdP7ZnHlVWnny7wre4CVtPpppzZbpor7FyezH8CmoiNUEQHQImciW/a07sST0J0IhS8jRopWKg5ddfeWOG1N0x6m2gXJFagNjmn+ofl3/+bGR3T3G1+w5Q9+lTqHRSoQZeL8c7e+75fve+vvcXNoEmVJPhk7aycIPOBiQ46ZFirO3h09SLPX3XXgyq+t2b6mz9Ori3L1k56kZZNRu9zxYfnApZ878sEHW8qz3Ymm9JCmQwUrwK6M3CU/x8ujqVXtc8/LG44xOKepbAiuWx5/3PRxR4IDiACxxCQFyDgZ4lKnmsqnnLS448ht199Z3343wrxyl018DWpp94yjFo7sLu8ZHD2UpP3MRfSuE5RznYvuflGXaJJ8E8JaIrU1sYS6AAAgAElEQVSmD0wbk9EcFyMnnYpGbTP17QBUQGomk0Xvq+h8UHUCHSc5s1MgmJoQNZUWDbnG5+nGMfoe1obMEcPBE7jpmGgq84amUp+Dq9cNhot/+om5ydUb3v7GIVkrCyb9mrNPUOeToQiJg04FLZKPKBqUUHSggXKLhEDIUiTnIgmByJQULJyZVWOhhcQjesMto0HkutAcRAGsz9hb9NhWVdZ2ZlIXLlfZq9iI1TXky2GvuOkOt3vfvK+92lQQNo4scFYksBUMOIvZCJQaTgQHcpWLPmkVfSJWCDRNaAJSLrN0vI9oRakhEzYaXnPdLW9992mf+jPbvH7gYFPTO865ACJBzXnJltt12Qplw0SwIfy6F1w469tTVpgDNeK8bD3ryXSqQQmCSBY9OQYGyF1ILajWrzrtbN68jXbtZeQAiBXQlAQMx1aJ+TLGKqShK1w/3P3+Dz/5/HN627Z0ayLvprftmNp6VBLHhIZiq8yivoqrgEUvjRoRuYhQpqadzMjS3JK/5kFc+917egeO+Z3fCDw1lQiJsWlNKE13P8RLA+5WYKIMt/Hwnc9+ztyn/35T0BFGTSW+EYG0UPQxKkmU0n1ryhPOOlYBdSREqANy1tvvKdJyQQjc2TQs0reup2c+IbbaJfyiM3/ylqlj1gOVUyy5Rm+7a9v+1CtbTHZkMxjcdHN10uPY+RrUPeHxj59eh8IWywzY9L7l4itX+5gaZAK6cMmwBAVQ5rGg2q0HDWZ7/MhBtgSSzDSiODmaW7s0LLW9VCAguaDTo7q3dy/uvctOOrwWV0XLhZt7yk4+fke888FqGF2uR+DlllZN3JBhwCHvH3HJWdNyRnVwWTpNgdBF8OQAU7KRea6ydUKcbmS1+ho0W0IU3cSFadEIZSeyElYDlSIJm2S2SIkhPv9P1Xor6SAwHjcK/pVx/WNDvH9S4/2IgvOYaPNns/pSl7DVQ3SHzrmpoXR6Ui25Yg40cG7ea1M5Vkt188M7b2laoh5GSEhI9YSiGxObDrzGCrFSnaju/cFNn3j7b1z1tv981Rvec+U7fvuq3/3gbV+6zM0srbOiE7SVrEwoMrxSleAiKkNpQIZklA2mEq3P8oNPfKF33Q1WSC546JENOGbrppc8a4gsSA3FKkl0izOuv/bsY+GiMMxzU1Q1WS6Lxtr7fTWcLEcTvi/ciDYupSJo2cBF0/72ZzxhYVWryTAipLguYnTzHej3VCwLRkKT69b6qkyWC+HFu+5anp1NiM50QlENQm/XbglmOWZGefhanW6NGLmAhTxz823dxTqAWGGmmvM1V15JB2dbUEWGR5UZr31278QjD5IOiBNb25gVi8CclAsJBztTW1544dTjTkiMYoQiZ7DNfv+HNIpQXpeq7b/+bhx93MB1BmWVkx/dvu/Sd71veVTPe9TMZq0ltPf7zv5WZz93Frk0tEgLy+2Rn1D2JGWkyqSab3dmXGdBppdyUfG6MnWqUYdz9bjXvVxOPrYrbWRTgcR65qZbLOcRYbBzYtUJmycsldHYo4HGikOX+u1iuSobz3VbFp0Gb6nMTScHskrAa8sjd2xcpU0GBrDosGLxHyvNTI3Mm1W1ZtjSLXfv+chnaLnPbGJILCBhlh41BDNng0KXRJcLHfkMl+OjwxdDNsqZNCJHypkzjcP5YGQGKxpqL8AP3fRBdX032cf0IrcHPNnndi1tgFbI/mqFGSkSoCCfyWdKYwGTQiKqYGXIE2rTTerunfv6m349PLA3Fqnf0tBCZjiIKBllUDJOymGfpH63s/60E7G+GwU5p8gaipw4M1K/SI3PqZVjJy+3c6/Iy27YTHDDyCEf86Rzky9cohxjTTkBATqkPEJuGMOxudDRyGEEJDIFYOpsTO03mI3pO+MoC5eNTROgRKI0lgyzkSkgE6PkRtTuoTPgTuBupMmHnC63q774nibmxGhAGYRIUIeCAIPEtDqhszx65PKraXaJwcGUveeqnbIJMj8y9+A3rhVHifJY9pmRxz161TRyORZoEOYcJp9yhq2dykSaspQ8YB057pON2m7Qtn6LGu+Ck1C4WElyDGGD8PYtcvLRPc9ZbShuGbV6HhYZLqdxN3fFvCgrRPt/71QmQxYdzz1pDIUXDApaFlkkXiyldkYwZ/AKJC0SJGphKANaIzvww117P/z56WEzHUM3mY9GgBGRETIrIUoOkjMZFGw/FpOaaWYzKNk45nds4VIhZrWSJQ9H81+9jPo91HEyWpdKHLZp8nnP2NOZWAYawv5WHlEcOiy61DANQYvdztEvek5sVQFsBKJk9fLMbT/MYVBr4Hb547CSZBO1bhsWrZAHX/xO6+pdVR2rxgqCTrY3nn2ePPUM63ZU1amao0X0BQZVJWLAZ2vF7E0DzMd04EvfaD+03A2mCQ6uCK7SEqbpgb0PXP7NCZGCyGe4hAJwGahRJF1s60BHzmh/ao54yjkiEGSreFimSDGUNKxa/WJi2XeXfbvfai0zjyCxaDWtCQRQm3c8+ex+WR6YOxhu2WVNndowRzmoHXPc6W9864H26v1WaHVYQ2WKMkIFXt/EqptWOWsvhURSzgPzZTks/SHhZSmCWS2YXru2Sq4dgQgFkGNAGmmskYPHkLOJgrKuBNao8orNT4zKzDVoxNQIaiDSiqVxPMpjzYHMYJqygnXY3Pu5L4+uvqmIeSgrYs1MlgTBQwsalNa4lJGUcxIbgAolZCIAbCNv/VKHHlFACkSQIbGr4ZTKuuouU2vZdZalM190D5adQ+j2i3KBte9SQzkXZsisMKaVCE5iMrgMn1nyj+5y453SElmgXIsqARmFkbdx2KBFh2WHmnPNOTMoj0PJCQoljCQHyq2GJGt90x0P//VntbckljzYWqIe5JBIE8NYyXLgtFDo0prW1BkndlqT3iwyhmUcutzjMGjrcif0WmlYauA4gsZWIjXzFIC8YfUZr3/xTNsyZfaUEFH8mOE5FgU6syrlNdEmDizu/qtLJvb2G5cTZxMm8hKJMwRAToZU+4bENcpNd2q2csOqE+DZvFcv5mPhlyqib+1yDRdEFmHMjadhrA9872bMLmcEwKK4vGpqx6t/vn/kpl7hkkkk7nuryQ5KGHRa85RnW+3Hve6luvOoIRx0fFqGW791xdLMTKIEJEdEGg/dfidGDZMhWWXoaHtbZw0ypLapQL077uUYKzXfJB7UMzfeimFADgqkdokdW2JBCq2A9MCe5TvvZeZ/I7ttCBs5gMFjXIyiBKCIhEYMhtwkcQWpTTS4+cuXUx2CRYCkzpvc5ORrXvhQiTlg4MqlImdNxtyH60vLorRieyp2p/vS1SKTjJzBmTprBFmQmVwip0TKmceAMWNVr2ODBgdR4zzW4SsZxi4VIjK4zCu7/2PrZ7ceK/N+Niv7JkINbkTt3a3O5rf84pkf+sDCqcftaZfG5UREu7YWtfpJqzWrEtnYyUqSsLxQNiNnEZTF4MAeTpow3U87h3TMcv24QTy6jyN6OHxIG7N0Y26ZFaYOELAY2BjGY0kHGMTkY572lR8Nd9b88Ge+TId6xq7OqAxoy1GveWm/2w0YRdRtrhx0ZsqvfuLJVBSsWIxBiaqlRvYuTe9b3LRwqD1/qHXo4OrZg1Mzc61D8y4H45RjIGlVxx4jR2xmFhg55uk6Dm65E00QTRKtHOP5IkAoQ7N4291FGKkztVSl1AX233oLQmxR1VJmAyeqqMUGCqPBPfdMGjWMCiKACNd7Duz/5vXToWEhFCRKdvSWY9/yur3dIvhiQv10nScyA+Wyb+/zrd5Tzzrqj3+/6XZUx+HlETOzs9+4vg052JJNzziv86Kn5omJCLIQikGY+fPPHL17dkNqXF6ezoPVTdNGbkWbCFQYBMmkTlUG5TERPzsVayjnKkROyZsKsXnX924fh+lXvnD7b/5SnlrvGqdmwSWePzS47NtrqRgY1r3gGdi8mRtQRDTtDPt+72yxsNA9dGh6bqk1u9SZWZhenCsWFlxvsXRWAS6D2n79OU9s1LFaIMqOnYkokMARXk2ArmqlQuY212n/f/20XfZ1afqZMI7tJvKePaDZ5SxQVmeplRN0ZSBjIIGSqVgm0sxZKJMqR1QZPgGJ1o3yJMgl9REt8wUcqTq1lubpaApm5XFAU5mVYQ0jg4pMLpABUBKFT6gSBJZyBOKqFFu37b75zz7ml/sOeTh+s0YAZTMgsoXCQl3yIbIt55+HiQKkhboi5aK/7PbOrtp/aGL+YOvArNs362dnJw8empydm8w6Sn0BBB7bt02dcYKKV5FQugHqTLmRnFnFFEBbWWwMR3g0Q8+M1GAKzpnIr5R5YFihSkAk03HVoaJUe9IWK0b9WA8MykBLaSpiTcD61JkelkUu2LiAMuroEhgEJgKxAXUsrVJbZ275iu/iO7f5mKxiEoKSCE2NdP4fv7f6wCJRDC4RRXCKUFJrGZg5ScxoJOfltnTPO1WrFkH8KPpYdzhX+w50Dy62HznUmVvszs5P7J2d3DdXzC74lMZWlCILVk93zjs1uKKK1AjASpaMEix5Q6WgAGQWHQfIA//MjvdPajwCklNwBpQVbgVRyhliJGP7B1F2pqQKUwYSWYLUKbV8WRjN/smn3d33lzlSSlRQYso0zoCCZDQuBacMoBFuuEiOMiOBsiXOxupgj5aZSoCAOeU2cRe8+8ab+rfeiVCP5et1d2rr2y6+58ztD0y2TcpKBRY4xU5kyW7elWsuukDOPnngKhjBoQgN3XnPwrXfXQsqC85h5Awy1tOYtoNStlDyYTOjW3/nw3RokclIoeRQTW36T6/Zm7TwnSJH0iCMQvPYrVRm46CdOrWNatYuuLrh3vg333D9qB4mAFxGyXXv9o9/tnpgP8UmUAIpyCKQmMDMylmyRy6tmDzl8d3Tjk3NiAjJUqHJL84V+3vtR5a6B3qT+3uTj/Qm9i1MLo5ah0Y+okdEIyDrEU84bcaRa3Dfp78sc4sj0QGb+BKtiS2v/4W1z33qwVXlYrNUwMRCAUuaBoWbW93e9J5fGj35jIVWqeIA38mttk1q9pV0adOGdY87nsgjAQVqpGbxEKckMAG1pHBmZBk5S14RJpFBiTKLQMpEJbhQ9llo/HyZypjGSxnQWiIRCioS8VTRnrxn/7Vv/226e1eQhMLBaOVPSKJCSRJxKFFXOYiZgdgYmZwC2byaVxVdeX5gUFbhOIHMZgi1szwRbHXG+pGtHfIUaEu/vT612lHJmiRRWQkrZWP5qJi9MK4SnI6TsZgNUGQYmxbj4EQDlNggNkbfGFQzqzcdA4FgDHYEgbKoMbSwzCZF1sOHYf9ffyZ+7VvFsM8gdRwcwUHMHIygHTNveViSnHBU2ryWU+ImM3KRh9X+fZMHFzv7HpmcW5w4ODd18ND0/rnWwrLv9Xg0MM4KGMvUs8/tb5osvbgYxB5NMASMEISSmMLEcivrupD2fvwLuORrnqxHoXaG0pE4EwoY0z1idk3NemjN6umLX3jsh/7zzKk7D65bO0K7QDGdq04sKtee6K4zOADkQYULy0s+polHlmY/+yXVZl4oE1HRweknbbn4JfdMtFBNFSOaRlUYWsR5EBbbrdZFzzjiLW9o2tMAKUCWaf/MXR/+P8smWEGCSIils8Gu3XjkEFtGtiozslIGCoATeqOFm2/zgkpzV211pqWb70KvD0sV4MwBIhkTStVgMHv7HVP6r9pQV/QOMDZbYaOMw0jBMBJDqdbOUpqokYDWZtn/nR/k+x+qiLMZmS8b3vTzL1j3/Gfum6wGwmWw6QadhAYyYzIztWrti19QXHDBQWondKyoohAkK1sAlCBGLjqnzIASAlShY4acgGBcaCbNkrWwMaBWMyMTkXEBkscoLD/r9Zho82ezylSPpJVY9k52j3vnm1df/KLU4rOeduZDl/zd4PLrcPvuRYrLa7obnnHOMU97Cqu3rOQMg8G9X728aJolTwYrlSiTAYQCzDkMjfKQU5GZQWRQqBFlW0k5zWRGlIizpxGDQE6ohmaRhXqwVsTXw/krrgkvuNld8ORVExVljez4qB3ti54++7nPrw++n3JGy598+tTJZ8C31KyqOm5h4YY3/Nra+/cThGjUMLGRUxmKe6RTPPHtb2pf+CQuqpiI161+4mtfveem9+uohkOVU2/3g/Wdd5fnnGEQjtR4LjOIlEb14Pu3ViEEa9qaBX7K6N7bb8fSknZaBognU1aDapLF+YO33jqdM5PLTXTiQhptqKvZz/7Dlic/WY6QZUKrLK1ae9jznlWN0vKXr5j54W08GpnxiJ3tOGrrs8475lU/t1iVXHQmMiDJZmfu/aOPul37jJ086aT2n76zP1kVoZ6kAkb3fe2Ke26+acNEtdTySSaaBpI5kwskYCY0rWHfL/UTg1KUTNEhIJSmMMW61Yv9ZklsWIlNttecdNyJFzy5fPpTw8S0jICMUCXOvd5Xv1bd9WA/hHTMlhNe9Z9Sa41TiWIMXfzqVTN/+BGHWlL2vp1DyEhLHWIpJs8985j3/hpJF+b7RXf62c/6+kcve9z8nsiUhSIRg0BsnGuHwApYLSJGMhpOx/q63/wvp6ybKJ96PkUZk1zLWoMnELFZoeYzfK1IK8d1AiWY4/EVXoMocwal8Ulu7Ii5P90JG6daplmwFNWxbygztJ0Nw1G330gMBChyqQagYSawKI1BFFnAadxZp8Q8cuqyFhmrh83MV66a33rJqte/zG1c05iJYzJkIi8AqVhKkejIbWtOOyWOiyuC9OINv/Zbk7fuloz5iqdqKzKGHplkJHLiL7x0+pXPjYRIkPWTJ73hNTd/b1e5nLKmFntWY5gYWkYUrQIlRWYjMMCBoULjUNkAYiYyVlAmkGkBi7DM43sOgWDegjUC8FQVj1g/m+sQglOwssvevCCQESktd+ZmJVntFCxkQmRGGRXmS52smwkq1wzq6z/00VNOPw6bKsCT0xwaOdQ79MXLpuomlbkhSmxGNqZuUADMaorOE0XTDWunTjqptqLKQOlk+eB17/+j8IN71g+Uc0pOOaNlfsQ8MyFPecsvFBc91wSUXcxx87OeevOH/7YcNg0SDMqx8WYuJxiDhAFwAhvEfhw/gX/Vi2dQZjBhJQ0eyOQzOyUxriIbJBIntspAhCAYZvXMZGQpW7bVYf6mD3/01N/7Dd2wtsdqoApCZEIGI0Ye55mBxZgigyBeFQRnyqoEYqg+qntRiwKRmFsAaXzwk58/+Q+OrruVMy8JvHnby/7mkw986m8G//Dt0a7dvVSDXRQ3deyOHRc9e/XPPbPxrW5iUWTL9PCem3//D9cv9aBpAGdVMY4PTgzyqB0tVGTBiljXd9+75+//+5Y3vCy7tsui3c7hpz6x9dY37P3wZ7elVm117WLNGWCDkBI4C8FyNkcU8mR/dMPHP3fGhefX09vNcUmcoPaDH+7/26+eOAoqFgTji2IDsIAqpD5VKRnbfOEf97rX9NetqpxXVVPDPQ9+7d2/tXGul+HakdtRQbn2OmSLWzad8afvLzdOApNBqDj1+PKc0/LVt+7/0je2PO8Z/kVPzW5ilOFROKof/7vveHD9xIFL/3FxeQEpt6iKZXv1c59y4ht+Xo845tS3XHTLb31g+W+ucBHNqlUDc2oYtHH0xc/nzZty4TRo8AY083ff314elhnetKgzmSWCIzOyQCgZCjZwBjtY8ahF1GcmcCQCoyZU3tSQhbxnjarsUs6S4nqD3rP79j/96+M+/N7YmfSOGPAGmEAVBiAIrNBCMglQM5eETPCwMqlEOFDjKTPDI3H2GqE5Ol3aMs1TpdM8FSwRAlOTyawYcN1OLIsLtYTMyJAIKKjIY1InO4CUFePGLEhNyIyUDTRmRopAJBCD4AAZ69iMnKVArIwolJjVpCucmcisgNYohXOT+t2Dwx++6/0nT03TU86TKCrERGJmmWCIrKzaMG180hO87xRwQM6pnvvy12//6CXrF0PVBDgiIWkU4g+VtPoJjz/mfe9Uy5TEcYmtm9ecc9rgocs4qxghKLcZK5NSBKbIAHGyqJonBnLDH/7xzhM3tZ9yyqiUQL4QCJBBIBLLRY4DKde+6oVrf/stg5Kf+uJn3XfJZfNf+eahO3dXo7rntXvUprXveDkVhTM0gmI0OHTjHesiudHSTZd84azzT/bPeLpPQDKFHPn6V00fedTMF7+6cP33uakthULK0arJqeeed/zb3oT1G1sqeWwXHQ4PfvG/b7/5wW62BpFgKTcQbi/05r5+7apth1FZIVpst6JpIG2bFTfdu3j3rg7FIsXKnBlj30xzyy104ZPGIT1EzGBKCU0+eOONJTWWV1igP0mn/CkoMQGEzBQEDI4wT6QEMaYMQWuYElNhljYO0q7P/cPx27dTt5O8g5M0Nf2E/+O3Hzn9pJlLvtK7+36XgkoxLFvFaY8/8qXPnbjgScXC0uBPpu/9/FfW9BLn8U8zD7BxIF+YkBEZMmkAGOQMbgyzMgpi7TFoYBzI+qNpHmiMGs54rNR7rMz7/9+aUBkBI6bi+KM2XvyiuG5S2FHVOeqdb8IvXYz77tP5Hm86DDu2ZnUENAVKTrJ7z8zV3zs8ZXaOwAonollkoKlhbUoZxUwtsYGZqaoC4PHFnkhX6NvmszeSCBQGKJxnNm61WnnQaArTS/jmB/7omaceHye2mFAhTis54hdf8Z2vXbFqb7/tJh5qNye8+kW6eQMTQS1llHvmh9feJPP9OuokUmYrlEqQkrQ65R3/7fNnPuk0alfk0E/V9DOffv/Oz+U7livEbuHKpr7zC5eeeuqJaaLigJohDJhhvje8495JYSGWrARGiO39B8ODe3nLYXF8UxZqDFUCbrpd79rdMcdZGeSEobo25gPX3vLg7/7xtt97e+eoTQfj0Pmun+ysetXz1170DMweSrsfcK0u2h0cf2xODXdWTRfcAyg0QH3oy1976K8u2Vat2dNxp73+NYub1rTQ8gAlwPP25z1/+7nnAxnekCNiAR7CecCBCGGw/yOfrd//0RJtl7pQJwQHp0WFE046/4ufRlkgDldS1aYnULoMk6EzT6MS3rK78Y77PvLpNbkZbFhlZzy+2HyYYWUIVGl4+JvfwU13TXmiUAPeQA3nac852CODcMxbXqsbWwyfSYpjj2w959z4mc+XJkaShMUgHpl45BGEGlADGLRi49TYI4d2/dFfnbLxMGw/GlSKEnwhOamRGkcSG5P9BQmAihAilEQAASQT5XFOhUNmKDk+YvNZH//TjlVoGvCjmXEC5ICk2HX/vS/+RRcDkSkrcmasQMUVnB0YDBpbuJhM1EhVjYVz6jYqC4MbPvjn52zbPHHRhbF0Ga7IKETGTFElimV10uteicM3e3hVmIM+Mr/4je9smB8s1mGtuVYGwYxJxdfAbV+49InPeTIf3o2gjLJ18kmTO3fgpttbTSiVMlEmCgzJBPAANihMCUVGIiRmJQY5NnIEEI/DzQxGpGTjmA9TImWCI9F2KQiK1qatF33m0wgDUAYTSJAFRQ+xjdpw7Tdvfcd7pg712QhaOBUQKCvIIymELeWOItx+z77Lv3n0S16EiW5OifNo9I9XHrzl1klSaaIXr54o8RSElFECRI1Q0JwNG859gq05jLJkZ46z7p/d+3dXHrGYql5g0p6OqqJVBspGruMe/Pjfbr3wgjTpPVOkojxux6YnnTW89BuccrYYSiqZVbghgNBlgmNlMTA9Spb9URAF/zOXBQG+8cgCRz/yHCSWKJxzjoKCiOAAMiQCPKQF5zU6EIEcWCwd/Mq3lw4/auItr6CNGwgojMc8HDYaC9dBBM+NR49RgNulQNgr/Fhh+6P3w2Rq7v9i793iLbuq885vjDHnXGvtfS51Tt0kISGhCyDuBhtjMBhjMNhxMAbH/Dpu2uk4dn5pX9K+JHGMEzuO74ltaCfEAWMMJgYbEDKyLXETICEEqJBUkkr3kkqXKlVJVXXqXPZea805xxj9sEvE3e5OHvKQB2v+zsN5PWfveRljfN/3Z1GrXEiIjl71uZ0XPG/pbT9g090MgAWruy/6iX/IP/y/4OHjOH4cgfCMC3zf7iE2lpaisWcl8TCO933gw499/ouXcptb2YyYOe0yXox9lEIlmSDI4Bx5ZXv++AeuuOB7vj0948KhYDZN6yHt+6f/+PANt23cdFs0VvJ5JARxBAi5YBbdhL0a4A0Bx48f+fgnnvmcH9+KHIzaeb7rTz+x//iZqfsJVEZcytSM1IDIEBTmYvAzLY+XXbbyba/ZShOgOhA9nj54T7zx9nbYHqmRIrGao1DIkxgef+gRHDjYfPcrfJ2LhXzu3gvf+qaHvnz/M4Z6+++99+UvfX49h0q7akyz1NXJ+Zf885++5Gd+yu6+k6PUUcOlz+x3tVvT6Ypitoznvf1Hr//abZdf/Oxz3v5T2c1nY7OrwyV7EJoMlI4r8uo8n/zCgV3VwTQ65lxLCBkigkyYA02AEQMCsKMCvsUuQCWqSoUJDAWMOWQONcRcFiElIo0Ub6FPq3rvR68ev+8N7Xe+orRxIZ8Mi+yOJ6NAHCCXsEiLJYygGDFEapjFsEj+d4FTLCYDW/ec53/31X+GJICiAMIIBCWYoZyZfeD9d/zGu0AgY9EgcvaMxAJtvkAcgKrDHQKIAYSBUNmNiIzhIgsKBUMSxkhDpOAOgjGDEEEFApJKVJl6d3ItrBRpdfRdx7cf/Hfvvfx5z8a550SFO48L7TthI/huinV5+dzXv5o0utCYSnA787kb0y13xjPDMsvchuq6TE1Vm04nO5un8bM/bNPOGVBGu3TO677t8BXXrI1kDqTkjmSAIikl5WisBGcntkkZw2x46Nd//wVP/2W+7LwxIikkIyaGCoBotL3SfMPb/t64a7mgHRMuedtb6Qe/H8dPjA8/GndN+dLzx/XdsQaMKFJpVreuufE8xMzD3lNbT7mmOLwAACAASURBVPzO+y594Usw7XLXgmIKa+vf84b1174C/Y7ee6+kYAZ+wXNz8MpLAcKAGuIw4OaDh97/X86fbSd3pECoLGRky9kO/dlfvupNr8dFu53hhsZo4Eq1nrrmutXTMxc3g4FHx9I8P3jVpy977StqQh/PvskadTlyfHbrnecMPRMR0f8f8nsr8k5yW3TOAAYCGCR9kEZIwFE5OMagWm0tl0c+/Ffyym/Fa795Z2U6QpvUusR9/9v3n/OW78KxY9jczKrpgqfjnP2zNmlsbWVyyb/4UQw7Jz94TVrMvQ2icKI5xxC4MjHA7hUeFl45gjoTqLIYS2FWIBKR4CzY86n1VJn3t3kNzoGiar38u17lk7GIxcFRA6ZxJzX9S164ewAqagzqPJQag/vxkw9/8Ep5/KQGUhY3ZiWAmClUih7aKm2VMi8GAYHkbLIqL0TSRk++ssPibgswgM0AojKUDiQsopjc/8iRK6+88Cd+WMOE5rCEyeXP/MYf+7Gjv/6euLldL96/51tfZsxeijBPsxw/cM9ku68oNaUtQxbn7MGNyNZyfeQrN9fDh8OuSdG4FCPabvWVL928595JRiafjvb41V/GjzzOz1thl6mCXakfyrUH9IFjqoXde8LQoICWRz11653nvvybnAw2MtoAkq189OOfWd/IVWsDZpKcC4Mi6t5Kx/78U3Vt6dKf+Yfr5++tQDBGszS0Ha/tipde6g5N4qbROxSgosWIzdMbV3/28O/+wcW8NCd/7tvesvKyl5R2T/DscApiBmuonDNVXsTTkSi2Q5PRRAjDo4e60jjZKGOVAblIiEzI5Jk0nLdaoJmaxjmZmGEMlMaZN2FTXEzrx699+Fd+p7vzcEBzep5f+J2vJa6xMoSiDnj4+Olb7lhJPNbSoamQyjS6N4XXkE4/vHHqi7esv+kcF5kqSdu9/Aff9OjHrgrbNWUIALOFNy8WXyrM4KTmQm4WEZo+D9d97Z7f/g8X/+rP4Lynk8a5YLmASmi8gTrYMy9SFQFjgTdCXGla48S1rZEHkIk72CCMHoy9e8ycaWq0QGVTISOqaawnj4acpIWTexVUdQEFEwJq9FF04mZFaYG/YnanhlMpOTK5U+tlz2w89M73vOyiS7oXXurBYZGDQwM4woOeu3/tDd9RUwqDu4CETt1+eP2JbRpnMaV2KEZQWtQAOk3dfQdv6++6P+7bjdiICVaXl1/9zccP3HqJJ8YwBzuoEo9Mwc3hYh6ABuiMUnZRpkKoCzMJZzbDAm7mThQkKKC1QAAyFI9EzHA4rXfuqYiVs/HlpOiSxtgXm05t8Na5qCAjNEBWioLB13tpMzUOwFbm8xN/9JHz9j6tu+zCQHrmzrtv/M137huGkWoHgUtxMo55UeQDSThCgsV+pT331a9gk9YxU2LT+Y237du26WDRWaFNbEzVXDqKq5lO33zvvnseSS+4pEhoJHjTXfj333jb9Tft3ygVPrg/bVNkm6crZIt+jRGKBbBBKzSQwL8eSnoWK3I2idudgHZsMDIiGy+sSEzmZkbklWpTKQwU0qIMYVRnCCEW0oo6j8rQ3Wdmt/7HP37+xResvPXvcGzZxQRQDbYY7PhSFRSPFbsYomerTWJxuJ+1E5IDi3pQTQEL7uJY3x5v/rX/9PzCa//HD5auE2NCUJ7qro6XdskzL/ZAJYZCgSqj0ihGE8ORh068/8on3vvRy6iL6mOuXZouWaIFmtMgxE1lrhYMUvIqwnjogWPv+fC5P/0juntvWGzZfXsu/qEfuOv2Q8+dJS81WYAGrrAICA0CbRobcwVMfJfZEx/+xNOe8fSVlzwXo5/+ym1n/uJzFxiPNvqkiSMDgRSxnIW6iFBA2GxC98pvwMrqUoWRiwE9Tn3mK0/bKi1SCY16zFAnJmIuNNmRe6647lmv+g4nLCtrs7L66tecedqfprvuaW4/fOjnfuXZb//Z7tnPzqAmyqSaTToW5pe8GAZueC4I4G4oDplyAhhrK+e8/tv1WRfU5ZV2NGeHVFJitwZo53299qtnPvvlvY45sodmSzQoT0aGWhOACBQ0RmJQ1sJevDgJm3WGFpyMMHqniMaYUTdriirFqMZc3eFzKgJcOMN9v/XuFz/zUr3s3NG0EYYCxTuPQYOjEgKZENAt8NJhYXcGuQTHpMiQiQqa6mIUmAuZn7c2uBpx66SggSiC1D3U4KtrqcgSRTFBRWRQWGQxq8KUyc1oIR0kYqcFCVCJyGVSoDmgUCgO2IKCKM5dEQY3lVCQCmAI5CjoKk1UnAxeozH3IIT50Jfrbzl55TVr/+jNLlMlGcENYEpI7chl5fJnTy67GKCBYCztibndePPSMLbQocwRweRF+0AxjrPxWD56/dfOe+P+soQ6IoSw+yUvuPWic9v7nkjOkGCMvHiCcCCjBuJORdUdwUxKv33g4G2/+Bsv+PW384WJKEGBAkgcQywSL37Ws7C2K1UXppAF3VKJwMo0PeMCj9wHJIXDyCxubJ36w490B4/IvA/ie3b6nWu/fOCf/LMX/vyP1RdfXr2NRiDJK8u2tpz278W853ZSzCNHcgKsstKYZ5++/rZf/K21Y6c0GGVqK2V3A6l5cKu3H873P1ouOk8lLSm4YLUhPrXx0F99YXevNbE5jaBBKGZ95LM3POvRJ5qLJi7h7Ny5YOtzX5ke3RCtoPD/Kddc/MLEYsrZuHCQRfQzIRuBycgIBYXgA6pFtHU873H94s/+4vP+/c+1b3x1CG07gEkQp2XvxPashaKBxaKY+lQjZg4B2oZj6khm5JDqVKlEImoDavDMSvDF188ISihPah7Wt0R6lgYaQAauSEUjsXGZWREObE89+Z/y5v3tWx6XsiOaHvrgh8cbDnSnn4BkndBmrRFhaYjsjaW2pzBjCo2k0zvjf/740fd8dA9kRtqnABEEILh5DWasHp3FOdXQKBpFWvwYomLRq46gCOrdFFXhRgVclM0jDbVUtWLOjv07w8af/wUfOxqHgojKtS41+370fz31HS86vtKufvOrsP40R6wSPBLXodzytV11W+qZDtuB5hPtOx8IGZybUpdOzY995XanSE00M12RyatfsAHrVMh5xWXlyIn5obt3YrHG2JSC0/bO4U9c0xUl51Sl8WjOwbgd8uy++2FK0BgYyALQsROHr70hVq1drITqttDTZ5jTeG71E3/88bv/1TvizfdOTm/HvjcmpTB6ypI0JSJh5hp0s8vbdCbO5sfe9Ue3/ItfmR47xeJztv2v+qZh3/ImfKE0R1ROTmyVVeERkAooGmDJfWVAV0FqrjpgPEHbw2REOw5SB4GzSyAiCAnDmQRCNZARqDUaN3edPlPef+VdP/lrawcf3I9katO9e/e+8mV9TMZhHmUUwsH760PHgJwsK82HNAPtTDh3npPnlc3+yJWfpVkpSUCB0LYvfJFfdsGOkIkblL3CMllpJbDCOBWyiRogGbKMsGcsD378qoc+fiVmj4+cuWBozBsZnRpuI5I5QKwENNZHa0EeQkGoiFk9eUCpzmchBB186s5wmLM5EZiQwIkCiIUkwxwucGeuwgRmAzPGOkB0m2Z9snlCbny7pbGNrNx6MCN25lrW8rh66KED//JXcexY5r42pQ+kDY0heJp0L3kuLtyXE6GlMaIf+vnBe87NYWK6dyQHhuA5Ipl31aa5Xmjx1JdvNS+FvLLVtcn6G77psVUZ3AaoubRVmirJeNklwDv1trosHnlCyl7IPAECuBkqCyWJEkLvambBEJnJFGqzrs7FMiGLF7YqcFAEdaBOsVRCqkIcBDFoMrRzATreSdBOSzJAF/vdgQra3aa1W+6/5Ud/7mOv+4GrXvPWW3/kXz/7sdmesSaS4qYclEMR3yDfEswJNViQlFke37u8+vLn2YQhQDTenvWH7l7rd6Z53vl8yYb1PKzUnDDA5531afv047fcHjTnYE7w6Pxtz9143rkjMaW2MLEHSCD2QgZxRBAbrDZBYqSzePG/9nwhPCljBYQ5CxB0S/I218IZVEngrkLeeGVyJOSAwgoqc669eCYURmErokZYcr9wq9z5u+8L9zzC44homzzmps7TGDjBuS/jIsTAiy2ceUY+jPksmJvOMg4V5BSUIBCCMzxaOX9jOPSr75xfdU3st1i3LNYq7BSkJvAS+ZRKI1WaQMba9Tvtw4/e/WvvfOTfvevijdl6kWiSkNrM3udCpSQYV5e6FWwIPkZvHOI6qeXwBz5md95dbNYBllxTs+97X1O+5TmnGLvbvWSEYXSrQ3AiBOJaNVIgsJtO8rj2wNGv/fgvfOJ1P/CZ7/n79/3LX9tzfLszUyYzBuQU5VlThziWWKzBKFUrTqCufc8rZiuogplQJcfRk2duuWsVcWI2LXVJ6xTauXXVJkZt1fu/esAeeKiSEqOoY30SX/HcecvL8/7MVdfe+s//LW69Nw47IZ8hGjgAIqAAbmAUmYVqEp3TSCdn9//unxx/+NGyZ4nNJgZWJpLsUmV09OHMabr13qt//Oe7E6eF0Cil6otrDgwsBGRYQAAhzGyupLVBMo3uzWJHEkEryEauLpojQZjck3EEOzAX1ITomW+956tv/y158LFJJF3EAiXKbhbSDLwllNswAiBoGc1HsGspzFLgHoOJgUoNBqlkmtwBbYim5jIiDVgZ0Y2YjtRYTCVMLNWheOSdoDliIAwdQKET7j2PMGJ2OtsQWaBZBORWyFGhmIgmRVSTChtT9l2FWo8TDyAfycBauYCzunYI0WSM3hkmSAVRkFbGfN9//oDc+9A4nlFADNt1LtNurnZ6dfKif/TWcSl4QhYgD3jwOB453vVlAqyAl4vvymgV5Jbcu7Hc/qGraGs+AGUCDaRPW197/StOt4kmbS7znvOMapa67WNOYTzbD1wAyolBy3k4/cnrHv3TT8h8ayfkYQljYxDfEeolPHjzof5Tn6NSNc/Pdv8MAYGkgydCM3Ldwg6oHPvQlff+9h/um+cARLXWtNGSPnvDHf/slyaHH1nJvbFTAyjXubk3aHehpjg2ZJxjLbQdzpzK7/vQHT/7b/bfcWT3bGyUAG4USlEtEAkL75vZ6S8fZB3V8ynK3jhYtx5+cPPY0QA2cEAkZ0EUdd7Y2rrrfh5HJgsAoaLfuf9zN8R+5C4BgDv9jRnYIrKgzdS6wACvGpCjlZARoYTWG3EomS2ar+SCumLD6oPHbvvld6Sb7p48dpJthNg8oJKINxImXBsuIShD58AOtrcP/857T/zpJ9fHOu93ehr7Frl1wAMAK5ykbWI4S/1lAxWGCgkIkRbedFvoVpgTkZa+eiUJTyWwPDXN+9sawVIoEO925nuP3fS//9zK6165703ftfaNz+/27uXKTW005iIIo6X5rB66/8H3fDRf8ZkLeiNkitQSN7Pe+x2jkSQEF/ZaBRkcRILqIu7AcNbhArjT2bdUkdKOZdc4ku0gexsb74dpSm1BIEEep006eduhR3/3Pef/xE+WfastFxMuXF70tu/97IEvfdu3fStq4REksGHOhx9+4sbr9mkRACUryaKkHIgcFNymwOkbD5z/1r/Ly6vktca698XPPO95zyw33WlEbnUV8fShO3aVVwwmrbJb9QcffOzgwd2m0bBklMA+UoInivfcfCseO4Y9E2NXRtGtnXtuz6c2I4dex8IQY3ZS2BBhhLbOzhvDqY988sCtd7Xf95rLvvPV4TnP6poOLDVFK1VqBY3qQ7O5s3ngjsN/dvV41Rf2jTlYcSNwhHHanK90IG1g7mImyuYd4GzsDHNjpE1eTCwogIldUwi7VgWxhxdbBFcQwPBF+G3DQiU7JFaNOePeW45+6Y4z19wwv+nOPfPZQLmy1+nk4td+qy6HOPZUEHLh06cf/dAnljaHhYCoki1mZ4GlwJyoqXj8ugPDLbfhld9AnlCJA1Zf99KHHzwy5czjjLRizFwxgWeyWUNaeSyeiQGu7g59euaH3/H+fRddsvLSbwGtDUs7PPRFsxm5q0CxM18el13nwhRM+zJspBpNSqIWRiVzv0MOkMKDUwNyMnMmYyMlMiAA88oWyN0J7kZm+iRrDe7LjHY+1pmDxTxIGYmsep1Y6MAKB2ggb1IM852dW+8+8M53feMv/rhOljl0XrPX2rvuf83LUfs4h5Owjc2xJ8588fo9WjOaJfAAhzuby4JoZzXN5ptf/ur5Z96CpSweSHT6jHMufOGz8ucPdjYtbq3x4tCM8E0mEIxd1XvRgMpjr+4KCmAf5lMzBIxjn1KjHNU0saTAYczYzDG0gBLVxdYkEBPRIlLCoLJDaKGFtVSiMYQAYJgjqZL4OCKxiVdQ5LTDZZ7n65mXC+1hWlGwu6NWFGLOHAxYqt4NJY1zqZVcuZ9Pqxrwkjd/N69OMR/MuaMR9z909IYvTUsODFcQdKEHK/DChYkao41Pf+ai131T2r8LxWMAlvmCb/+G2Y23R1KSsJWGvZhVSzA1V+o3GyF3Va0Ei/ivjV0n/PU3zSKCRWwbNKSshBBGYBwTzAGDMYnZoHmGqmIV/fZUKOCsGasBxQHiAFlX57vvfviGn/j5l/32L/hznjFhE63RB2QnCaVzdDrWzciEoSLXOOZWCGA7e1gSwUFn+X8LUQQRNU6Ry3mzcuif/tLqR6/a+33fvfbSFzX7z6khOUdSAqlHl6o0Oh09/sAff3zjimua+w+f5yWrV8Q5OwOJKTlqGSywW4XqhEYx7YxbdwW66rtO7hx63588/3kXI2QNKapgyt/xr37q8EO/8Oi9RwMZck86yADkOpnlrvgiVSsYzGyJy2TQc4dsBIJPq9DZAFuw0xArxSJ5ZFW20NSxJT7vmc8+77KLrIwYmcMmbZbZX366P/roho3ryAIjGs0dUIcSu8Bw6pHjn//UnufuV2mCcQ1l7xu/5cDHPvL0uZ8L3rn+ls//wA+f+yNvufjNb4jre3x1d1YVIcAFTNuFrAynTs0+/fkHPvAJuuXu7qIuXrAGV4yjBeZsgZVppGOnjn/uKw/9/p9c+MSsMc2wCHbDKkTqqD4DRi9CTiijB6tmrceiVoIpw4CiqPAcKkhlvo0IcGvcZ5bWODoYXgFy9FpTCG0Zt//quqPPOPdpP/NPeDIVLp4twVWtctIYvM5kHHwchdDkgn4nJN6WKuASauTqw5a3rBqlwhkL4TBsQSzzJy10GXme4TuRRBLyPNWeVZWhIJzY7vrsgVRhUHZZTJh98ch2Vw6lEU2GcasOgRaBK0ONWh06ujubs3KdOSubog4csc2VlI14YHaIOQf3jDq5/+Evvu0nX/buf89PJ49Nakbb2moqLV9+YfsNl6vmSrOktT22ecu7P5i2dxqGqglYFrZ/oDDAlBx+0x35plva13+zG5NaDOFFb37jl6+80YZ5GuYSqsNlcBkLaS7sbkRgJaoMqwDlC+bx6Ls+2Jy7vuvNb/BmGgBsbi9XHxRL6l/65d/Bl294xutfe/FLv4XWVyWJEwECWFCivF3vfODOD1518s+vPXfWV+iii2SACXb12zvX33LrD/7Uypu/6/xvf6VcdGHTNCmyWR7AkSFUVXU8cXz7Szedet8n6IsH17a2I5MTk8PJ2dkWkkVDRVl16W/82jlnvj9xKQ2RsuT+5IGDPJ8pVVYkZwa1CifbVeqpG766+vIXaipcao2wE0cfPXTH5WaaR0b8bw0GxM0KvCLPy2xOEdAK64dQa3RUd3YjiFGsi9Eur1iVu4585R/87P7Xf8eeH/o7k8suQtOJB1BQZyLn+QDPbrPH7rj7yG/+4eS6gxft9CnEacvtmMv2JkJ2CjavsjNIHsY8KCxRgoMNKg5YA2x3w7JvubXI5uOM+u3glaBJBKBS9al50lNl3t/GlUjU8hgker14u2xd8fk7P3rt0nMvu+y1r1x5zsV4+iUyJZn39cDd91//pSNfumnf5mxfZUMV9y7r+ta8ve5rauroBeQa5Na7dlUTkSJE+l89MIuUWyc4AwQDVhpJX7oVHDLOBPAQOvry1/ZWcNEGnJBOjvP9Lht/eOVwYmv3y1+8OrgxdNrsOfb4i1b2N3fftnPiCDUTH4w2N+/79Ofag/dOdHmEAzSyCGyEFWhQ7wiSx6NXXzu7cF+zd0/0Fom0DhdNVk4R76AEkWA+fOp6PndNPFSOg2Q/cNf6ic2kmYkLuIAKwd2Ll3DwnvquP+7P26depIFBZ589eP4YGsslzyl0vJgMkBiZUg1EyfuVkTfufujYO9534F1/8pzXvW7tm19Ez74kdQkhQHM9cuT0LbdvfunW0/fcv5T1/H6YBW1JolrrVq/5XLj/EUphM6ZGbQxa2ZaLiaEyzN1I++AhixHFIs7IUiZfOxhyuXAuzdVf1PuPQVLguLiiFwHXBg8pudqJBx4++sCR7c99oZnXvbH1cbs2ks2ShKK2v2233n9FSd5RF2azJw7cvvXRT52HZjOmSgGGNJIABVTIFbTkcsET24f+9W9c+Pe+s5NWCheva49vbLmnOw5v/f6HJ64dk41Ubrpj3Un6oUGzlUwcXbGZIJKc01M+svHpt/2fr/0HP7R6wUXEtT58+kKlqauiYOzx3g9hzzmo2xx4lMAH71lnSlp3Z1o69LB98BObiSdOTMU9KMXK2largiFIqNQuSAla8MRGrNUYUA8V7FKBDESqe5F23v+xlf1dzS240wcPP327TMYiEAPmvPD+iee6G5G3t49++Jp7Tp585je9lL3RUpZvOyxlXH/gqP3Bn3G7PM8mpHd98jO48SvKPoMwKDlLtYWysDBA8HF744tfPfkb/3HtvKc5NydpnEq9rFs+6d5bMQmLjVXY3AweolkRZdhqLvylg5ZtTG0l69SaJ7a62aCkTWj6nIUoUWCD10xHjuK9H03LLXih6XQjOMmT6kUDvMDcfKTSHHpgnwqbNQ+c0N/7Y19bdvhWrsuPn0qlpyCjoXezyO6hlqGxGGE9zJlNIqoWdta8Xpmu+cL8iUeXx6S18Hx2/qMbK0M9R1P/oasDLWetdGbjgT+/Ohw6soKJmWWQkivgTOTOjqYaAxt/8Znt5aVw+SWpnWbPlfPTT2xtgPtxtrs27V9+qd5+2JZbtdJbDifP7N3uJw5QMOavY4/8/zHQW3jziAi7PvlFO/agBRdlssaOPr778Z11p6KGgubgffqeP1VWtyrz+epjp9qqypTByeCABtmUup59LW+Vm++8+ad/6QV/9/Vp0tF8aI6dSCGR5X1Dru/7SFhdCwHQ6k7DQ49M3AZk9nT2wUi2SDEEyAgLUnCwhcJdVza3tz91/SPX3VTXd33jG79HLj1/+bmXiixDLJVhvOXOMzcfuu/Gm/DI8XOztTU3zCPBRRhZDNOhz1/4ctFZiQ1VS1bDE2d4LEEtAwFh4mZjPnrFtScnK3uf/Wx1NJ52YmlOPr67W5oJl2On8KE/31me5BRk1HTz3a2qLCai4AqDSFJfcp5R2ebq1KmbO5KiNT03TPzzX93Z3IqZJx4H1faxk8859/l6xafNboiFY6fbDxw59F8+sb4z3zVdzjPP4k4LIAsHijmXqTSXznHyHe9bKRa6CVHcwriyvb23aWVjh2H7mOLxkw++8z0Hf+/d3/KKbz/vda9qXvI8iEAdwzg++NCZA7ffefUXpg8dOR/dpNTHH6+nPvqZ3c95DJdfNEzDpAZ/5LGt+++75S8+bbc/cMFmaUrPjQxFiVMGAOTrbhJVRR9MKmLc3Gof3xA3ggnJDsZVo8pkBHJdGwx/dvW4ewkNaUnTu+7dIgboSdI8iVJou1nORPnCbMf+0wf9+ObTXvx8TTVX5wP3PCNHmIfBl6/9ykAymWeobS3p6pnZysbOtltI3IxjuP1+/YMrxqVWWSaFK2EMYKeoqIxBXAlMNB0dWuYHbm9zbR3x8zfZiTOhjIGgCDh6dHl7cFJjI+PgKISv9x2Ce0xxu4zT+x7V91xZV5hYa3GuiPceiSnNS8+u01vvqe+5wmmoZJMdXz96ylyJeDnLyYYBXR21soXIK7PeDh258x+//flv+d4aMHi//MT8kjnt4VY/cvU4SRpTHPXx626dffK6vQZTM9AccAkGcvJgHhWt4QUnth/41XfsO/z6RrqG46B9m+0iauyWe/CBj0ugwREq80237eqrGBbzIjcYnz0JlrUsndj62k/922+844G1c84rTJKH5bsfaoAW9aLHt09/+NpjV954ZNfq5W96XXzehXuedQlC4uKzR47Pb7/97j+6Yu+p/hnuW3VHm9AURCOA2oJt31mXXf1Ndz1x+wMPvOMPX/S616w+97L4wstkzy6pBAMeOtrfc/hzV32cHnz40jkmJWsng0EKDdovU1KIEQcDw0aqgmHn4G3ju/+EupUxIQwe5rPxLz61Z2ckL0kRzkou1V13zcpwzRfme9dpklTLvJHNQw/ufWxz2VxRlOLfVGx+/ZyMqqtD1mtvoGNbLqBUtFo+dnq9VK/5yQBTjoYEz0AR6po4mdfJgyc23v3h2//yL5/zwhed/5IXpZc8v+5eMdPoqEePbd11/8PXf+WRW2+7cGPcVwYnfkKs9YauuSkdfBAcimCLanf4xBpIImdwzdohwTCyO3lQ5Y99Mu/dHak1oaJ9vPnu1bE2kLFWCYlZYE/59P5nLvqbxPSn1pM1krM7VEuIcTbc8SvvHP+v9+6fzwAmNI7xf8ibx5gAMyokIVViD0YCt0J+ZkKztXWDTvrcbfUTdbEahedWTGgFkXUGaU758ulUJ1Ka4kWDmO9CddWcYii+aI0zFp/uWTk1CE7o09zLeqY2xy0TzNDsHcd9ecghkXLyCg5qGNlPJ1WOE+16LqPOdiO2lU427I3nrBFLTSnLurMEL7YkYVlrP7B3ZgavpK0bUJvYzev8VJIs1GkyipXKLnAYByUzInEyyBzgptky04S9s7xq3pOxwYjGQOTGjlF8TXkOOZMm0eC+LGQvOwAAIABJREFU5Y1187iqS46Z0RZ7QwiGoIByDaKhVnaAmjkTmSdwpXCCLe9dyYFbjlKUNudLfVk2JzYnj1pLYDNtjWdBTkc2ClKx05RGzdjFbFK4MMZIbbHGdBbNiAzUVmmMRoG47x7d4DuRByZnUhg7sYMN7GTkOcBhrfrEWT1NQujrLCShUtncnI1iH2QncvIRY2lSQ7nutUatjkzBFiMQAF5QAwdyEzcGbURstFhwCGqgptqeMW+npVOxCZYNVajrhrwqYyo1oNtkB9WgrgxxFmcNzYBxEN5odHmIgna9bnWGDN1pymlZJeuWdEcJWxJXtK5ZL6pwVpk+Jty3YVIr2bhIflayaS1ZfBa5GXlqosRGJlUTc7RxqiHDmUm96wMH20jkjzZ7J3q66pLF5bbOducNARckBnaCKfOkIBK5h8all3ErmiqJTUtAo/N1qw/HLokPTqPKitNy2ZiIZp5WZfFi1EwMAT5HVfbgAHMfeOYeQxqq1661Otuj2pWqYHVOJoBlqU7a1OUGdaRC0OCyKWEnyOBuDaWcly0JZ6598iU1D2yNS0UeOO/E6YD1iA2COZk5nFic2YncnUzZOu3cfaPR1YJzRivk8yAjYSdSLKDQwofd4xZCM8s8kQZSai3mIYqYZpfYVKvs7hZEHCyOU6InO1oaKVkYo+2Z53U092Au3TIp99FXc57UUVi4UgA7yCguNGNRTRaVNbyK7TjPmnZQT1HYy9IwrBkyIBR2EAdxFjbVUZSjTObjbo87XqlJlOvZzE06G7uyoCYaoAwQKcdTYSR4q2n0yMS7a16xYYSV0PRGOwJiOLm0cXJm2AXeDCiEthKDlL1PdaVoo7RNPEtpLIghuJYpyF067ccGM+OJd5WyEQrHgX21DKtKavx1uN/iCliIqBZlHhOPpEpuLMbsLl7dmLcbH9e7mUym7iv9GM5sLZkvwBdDHqaxsToGUETc4aqwzqVP8TTQeBzZmWxpXtqg6mSGKSU2LWxOvCnoo4QCpmaU0rkvDzkw7wi8abZLIW5CsSX2UMdkJK4Aj3BnJEdwG8lz4lioMR8Ixr6k7MDjiTcTM0KDoGr7S7W6fSYJ8VRqRGKt28uuUxdUG9E4FePFiUPk3HFTtTiUiU4EbTkNRtYmHvulWqaAezWIiQBE1TTQ6cB6zq4dNlJrR41bw3Tw1sCxhgpwKIgzsSHG+Wo7Nhycmp0ss37ivFS8U1UqOVCoJiGegXrRRiZ9IvUxVRmlca8rtZ96grNSPdMO+/tuTr2jm7hVsse5s8jqY9Gwnz1bbZyinv0+OpyJMzkEojVCNij1iZ2HntNajwvqvKeUIcb6wKTbldGCH2vrstqFO2NlZK/LCGc4bEssUcnKpCALzSOCoqtUGIU9GCLAKqBUQ96fS3Qci92m2xoZlWrUjh2vz7Jyb9FXRoenvAgfIhPXBl7J+1DJlmcIJbr6yBx7xarX/bVUxEj1CUp96IznBt+tbZt3LBR4u6pxgzVLTqoMFyNQGkk08BMYQxtCda60u6SRdKelkSvcUtZd3sIpYE6KQKE6ZWYnEkN0DTDAVyF3N3mni8tzJE8Du5WyHBrzmlGVaQytQ1bHYcWG0atQ1xoBuZKId0WGKcVR81aUUULIPG+pNNi1OV8xLygJYeINiDe9bKVwunNanZZqU+7GMztr2XapBc0JNiTehk8KB6fCmJjPGufijSd3ZLKZWN/w2ESZTNUFqOHM1u4ewUmgQr7DRQnLRQAaU2pyD3ChkBwMLaTCPBc5IQjU5lbSbFx2tLUuiYyayb1xKKgwOWk02qTYL01D3yf4RvKlmnaP7pgJaqYG+H8HUy3SqhxoHWPQzZRmOmmZUGaFmc33+zx5LM4GhYcAYXiGllig1riYJ6VUkRtIL9hebban0SLLqGGeu61hjwZiFc8BPhfpydXYU1ezdsQzGncmvDS25/Vbmfs+xi63yy4GnbMqQ5TmwUeROMYistP6Wi57clXxwYw4kEL+h+JYGFCQkbMjKpxRNluOb3njs/7Db5bV6VOjqv9OjUf0VJn3P6fMK4KkymACEawQj4HJTVQVxtyILlIHFs4lMrgzkzNUE4xAmVIfHD5GI5HGzUWVAeOFSxbkZxOZnrzDzv5dO2lYKpPGQ8WgQOUkVohtxiQkbEYKpjCT2pE1hTKnihJY1VwsNGgURYnMF+b03kSNJl6pBQwaAAWUEB1KlN0nkEykTO5ubokIcDFvwBVWhEkNRHNooqimUxDghSAOBykhuRN8J9K0WAPZQWA4I1sw1OBolCvZrEFyiEL8rFKmElyJspuzqLgBgkVh6cZCZqESg4pQZW+IUWoAwasSC1jcM9NIaI3EXQCDL7Ig50Q5cKMezQb21rwQjBCcjagwp7qIOHNlMtInPwGiJyFiFUaExhCBuQTSGgjkpYE4pCdfaH2cORop0YBqUXLNnYRYLbo7vC6UZW5hgRkncnMndmI1gBkhcunbBbDXkyMrnCmpVw01GSWLATSiKltrUIimlnNt4ANGD2zKSoExwkABmarQhDIiCjFXDq7FUZy8RWALmdmYpeYgyArj4NBkpuyZWaq3EAcXGANODrJkZwVyFcGCkM0mhoLJkHrXVE0a0s6KwYAQgAoncAAqqCcKQdxytpwkUmWSkCkblaZ0jKwcFKF1Cz72Uqo30QKTbccwLZ4cGQbyBM5eTEQMTOxGDDDMoQp3EnISEMEVpmTuXYBlqYBFJYCc2AmFjbW2HitU2dkiwAQNYIcpV/co3mUeCO6wszQ4BzstzBlGHsAwH0QbClKsCptpIhrIibhTETejcSRm6oLWCGQYUVRXh4OocxQYgQ2qRHb2vw1xkHMfCaUGYmtT6IuARkEyBaEPRtVaiqRGi6w18IJ8q+TGMHhCNGUTMa0NnNl68gwXjqIOQjASt4VFtqXA7kqivpAU+Ne5CvTXgOlGAJFZ0USsFlWUYiGKULZqwqN7Aou7OBaZpdHBi2QIpwYUQIBnFIEpeQYxxeBcCVXcTSeagNpLJUgwUjaHiwpxYMsELIhbizPTzh6Yjq8XfgRyDwCDFAaIgQwLjayqtLGqQItgYGXF1AMjDK4uzObsViKNVhI4IpB6Ag/wyt4aEmxOUgkRom7mKkQGGKF1gpPDBJzJtJWaS+MUXdydICObw6IRn9WnLc57Y2ChnAaRuBeCsjdKAQ5wgStIOMBUYQjupqCw0IdZUJBG5WghQ54s8heAcVHACMTumnPiWNwl1lonCM5QqwKq5JGYjQqkBKJaIzDCKEhbkUA9YTtS54NUcgrJCKCRLDkikEEOT5CKSmCDUwxjGTuwg0ZGa+zwIRhcG2VFUHKBwxEggPVcW4sjF6MQ1RmmFAUOaIUEzxWRiABjdwIxiMEV1cnBYDN1cmKmOkrgiuR1TMnVWy0lNDAkp7lYUl9x76GVScyNQwWTu8CDoxCNAWxIthDXeDQEYBZULPasjdUlCwOIgrhmA4wjuyQrhc3FU3FA6sL/RM5uAlfCEDSVmBCVrHoWCtWJBK4DU0OkZsJg5Qr3iQdDnYsK0lSjQHuUMeikOoELJSZWKyRetXTtZCcXC1HURRVs4t5Aevj/zd6bh8uWVHWia62InXnOvbcmqpgKUAZREBsVSkFEBlHQVlFAnOhGUEEQPuFTn2gL2nQ/JxTHtmmHVlF4PlsU5YE+9VFiN7SMAjIqCIIMgkVR0733ZO4da70/dmacyJh27BzOOfdWLD+LezJ37h07xvVbw291RIymWVTh62lvcZEYCWJQGuSbG1EMl7bIAAYUkz6nmbpuXwQE5wBIkwlKxwedQhA9YSAxAoTQALQtARN2YqaspiIzxLbBSddplk6BGJ7StGMDSEaMUtSxIWoMS6Mbas15xahhf2YQYAaoQAHgXMGeEe6DsUUAoFM8Q6MB9jskoAPEVrMW1r0Vp0+uUYTG7APNAM5q2u9agyRAWoBAGFgUsBEFpEHdTDIBVNw1oA7AdAqUoO5puBAYRQkANIw4ZcPQHRBNWTMYICAwzBqc/dDz6RGIQcNKo0yUYYKWkRiBeCZAgIoEEBQCMYCgYTACAoQoWrgvPgWauenPWeyLIpAB6Y3apwRQ0AD339wi7UQ1yrSAeKD4dLev4eA8dF2jdaf2BBGkBWEUEDDaGIF90wjQOeKJSCNsQEg1YhiBBLjCvArzbnUwr0qVKlWqVKlSpUqVKhXm7Qjm1czIKlWqVKlSpUqVKlWqVLnYgHKVKlWqVKlSpUqVKlWqVKkwr0qVKlWqVKlSpUqVKlWqVJhXpUqVKlWqVKlSpUqVKlV2LTV9sUqVKlWqVKlSpUqVKheMCIDHIom4QlYaftt/0l+WYqD0Lsvc7YLoperNq1KlSpUqVapUqVKlSpW1MOdJLVtQvXlVqlSpUqVKlSpVqlSpWGvNu0V9gBXmValSpUqVKlWqVKlSpcoRSYjHRuG6DSHlkYWAVphXpUqVKlWqVKlSpUqVW4vsKMxSRE6UQ6/CvCpVqlSpUqVKlSpVqlz8uC4P8DaHf9E75LFf1LlnP7S/DT+pMK9KlSpVqlSpUqVKlSpVjhlkbvjbklhT95rKtFmlSpUqVapUqVKlSpUqJw4WbgIRqzevSpUqVapUqVKlSpUqVU4WxoNV71wJ5HNjO3X+1nDhVACsUqVKlSpVqlSpUqVKlYsYAW6Um1dxXZUqVapUqVKlSpUqVaqcHBmL0WpuXpUqVapUqVKlSpUqVapcVKIzUZ4nrfhDlSpVqlSpUqVKlSpVqlQZlOrNq1KlSpUqVapUqVKlSpWLSiK5eZ4TL8P3UqVKlSpVqlSpUqVKlSpVLgCYB+NLxV+k2K9/O1z8VxAEl59LnTpVqlSpUqVKlSpVqhy5hi5VEV8f5hVCO4vuLlK8JwAISEuwhwvIhwJ1dlWpUqVKlSpVqlSpckxAj5k9MNL/e2zVgQrz4v0b9uAguvZ+kr++jlCVKlWqVKlSpUqVKlVSeKSHDC4wqSySa8K8vh9tJ9p+dAH04GBUqVKlSpUqVapUqVKlyhqCq96gii+2A/NSjCxb6d+KvKtUqVKlSpUqVapUqTIKNdg/3UjOCvNGw7xU3+3CQ+pm/Xmxti6w3NVwiixz85YfLClZqlSpUqVKlSpVqlSpciwSMoOEqGFt0Jh6xEUO8zLvWdIFo3LzjrdbERBAABEEoFoFqlSpUqVKlSpVqlQ5qXivHF/cSkQf/UiUIzfXfVdY2mF7EFHsrSvGq1KlSpUqVapUqVLlVoUbL/TgT32MfVelSpUqVapUqVKlSpUqJwTaHf2zdgcm9fF2ZT6G0/02jLId9PKNqtbgXSwAgIIigCAAtVBelSpVqlSpUuUC0FZhVVkaQyng/Xbsz4+x5dt99BE//dY52S4s7Hdryc3bitgaDOUFGHaR+FelSpUqVapUqXIxySaq9vGq6cf49Arqar9FMcWFDiX0MT57VJG9VEl7dxhGDUYmnU9EAIREiQALKGgBbp7pg+v2z0zafZm0NzXz/W4PcmYMGV4abmPy14vfSARa+a33a8zmMcIup6zksPcKOarTA7ZJ5PGaXixAPWImzPuxU/smxod8p/us/6y+5VL0Iv5Mv7UaXqqdeCdTMehF4dULCMtZ1/y7BdcKZvc6zLVNZKXt4UEmwKP21VHCOHAUoezs5rLRRLedeNibK706/HsRwSWfWjB/Bs7lfNN55MGaX/L5LT1s+cAGktCXiqYTCgAvHnK4qx/+yZhrqpL8gHO4cvLravXHwsvPEDDscy25AR2aq2HTVz7osi+eHxCSgVVmKDKCqe3F+5IANzlQJNzcxujqWgbGm3H9hSDI2kyUTFviTs0bkb1u7xNIl+2dhumNAgbgkmMBKf2Bko9MzHunIqfAbtyGxwnzNu/03UFthBZAEKYE2Cpt9i+7/LGPe+Yv/N7tLrndjWY+2weaN8s2rCzxZWOG1rTQ6ovkFjjRamEQBvLw0urP55CPVt258cMdL/ddFKBabuPuYu5fABFZOL8MLlBh9Hc6XtVHJ4JZZQMlr0XstJ8k99CB+HLbblm+SSU0qrK7mRlqjI7lLT/3Yvaylb9ahPJNO9XWZRtCmGcyP1Z8tPv40e6NeSXRLYTlbTgEQFn9lPGQ9S1CxIe580uCTvbuQJKHK/7f/uGYVyiz+6pBH2t5T9Oyvo6E4dxmBqDCn7c0ZNJCyL7pNPMtCaOYzLFkFJVvGIF1VfKGnkZyP+9o5NTP7iDezZug/7doPmVcWQvhbGmEMkisw0kW33bLIYvrq/mp3qqDpmsaM2mJz08OWJm9Vk9l8lBz+hq6s2YDR6jQlkPfNfQcl59yu9XpLjCYN7av174bgyB2hA2y0oIz0jdcdsVbLr0C1WWwf8nctJdM4sOzXsOYV45xpVTmVowglJsBykj5s7YrRFSIdqJevosVAyALZaeDd0J4/WCHLNU/O+236Ey2H+ZH/KIf2bX7sMLdXXRj5oKSDTk/KI2UZpL3a9ar7Oq1JFXVt2R/uIDCHGRIB51kjyPMukCZgAkLd07xjI7BgA7OB+/nrcIBsDQAYLMnaXbmSxrn91dOTe7Q59UxISJ3G2/FtNboIAiAWutM23yNYvVEyCyEBPptcxrFEpHYReSjAjOC1sK7uciKpzGcMLQ6aF636OyIGvT9dV6/7UlOG2/R7FBtEyDJzfz5AErssguBCFSmV5XKrjI9m7bNpJsImJmezZo5CZ5hdddmHwiIUdT6m+HgKXz0iWBr1Pq7yGHe7jqdAQW0JiABMrInOFW6JaRGwxwaVjfrecyM0nulevOErD3bREz+5FuJeAyNlHrLZoYxI8IZ89lhy72gC4z3llwsQX5C4ansnR9ZDZLs7IqFQMluOwpDm8LCSSLhi/gtOYy0wotpQMd34kAUVpX1uhEwt2OE4GocQFmVA0VZmLd6tYKI6c9toOeNkVK0s+iHMbv4YEym7OxMGOz0uSpqOWLskJCIV3T1vWRphEUB8bayGUl+I81Hl+GQN2+LPee1nBjIiDfRF1MMAADO6pVGeS/iYWOQFWcyAiAq9685mxUNx+vlVTW9McbHhO7jQtzvhfCsDoqwWVXMyJA6fDHxb9f4qlQWe3HOm4eBW7Nb3QE6D6pnZzKxqM4DmSs3v0VltT6QzLLC7a/TbAixePavrF8BpEXOtHXl2+AC7NQclEFSgtoYEJgrcxa7W5q21YC840imwMXqusdDELiJdp25860a5u1OFGgBZCQiAWNQsOlazTOQuTJ4CvDTOIsf74tRGhdU46sgQbSHfyYLJtULACE+FmwM3oYe3UvkME1FhsDnxePvwKHY9zIbpJfhc1TQfURRShy6SfViXWxz+3i70fcMrGoYzL0K3JuQ857nwRHivOM6cM/Ek2lwnZ3T29EDg/hGk012ySQtQ4+XMvzphW4equlZLwSgU/k26DMOuwmx/KTUsENL/7CbOubGlGWHic4FiOazCumw12kVbVMcmHlNVYOTMT8h8qFMDGAObTfB9JGsi5UGOBBEUNZeVkzjbu6jXcpZkUKdbjXAmAdWklB+lflZI+gnCuUUUmmyL25g1UM7SgdoGFuUWSMKYMqKRLSoOZxvGzhHsDfg1Bit22yon2w32LLCvB1rD4ZIsNMwJ1DIBCAaOmRUItAdiGhzbF3HiHnMoLsTqkMuAi5w9GF/wU8nBjUm/VpG6mu77b2tjBfeKgZ6Q8UupSlKECeA4Dg4CvVLRARgEbyg+sSfdSJJdSP8OSmLNBA3nXvNwL66w3716RnGPkrWWeP+9Eskeh1ynCRuPBC0aQZmwPCBklGdBTLrY2KOdVCSQ4E9c8zKKgjSwFrvN6te673sXOWBY1rY4qHoge0xpa1+OSfYaLZlL0YhlNyGN6cNjArIPqDJWlv86dSF6PlQ6e8I847raZvruE4nkt4PAXk2hotyKZpaBl4t27RBh/wKZeBYHQARWAloMCjnDGlugAVxqrtm34AS3Ig/agwUDHe/6L/LzeJr2L5LUm3D21aYl94IBUCgRegQFKgWFMie4J5RdAA8kDkuQyYr3CBBTgZwniE+ob0qu16SJ/a9A53A3wrrkrvVgbqIrpwvKOo5hKQn3R22INqfIyJdUOy1HnrAYzUOGaRdbekwYG5Xm90bB4mccZ1JG52c43s1+zXleCkQIH8U4iicNlIU72xnEB/mBdB6Fd+KD/O6/IYwRDipWQIdxv0z++a04fvPsm1TlM1hy/vUBtzaMgDzVPbmPrIOCFbyelk+P3/TySaQgQcSNt578XzsK7bZPqeBIZP8kJ0nACMEIkoEBRlIC00MTlpgBNkqiEmBNBkbQRHcNlomwNYIKER6YzPM++srzMsdjAigQAAQQSlWuptIOzGIQEayWaeAUhAps9mSXXcTr3IsMK9G6VXJKQEggI6BNtAY4oUB8PC3+WctohaRPEfBSUe/J8n7y7tkQRhAiZspebTZ7iSHQxPj/jAyaqoHvZq9OP/nyBz4gUePnqsD3Yrjj2m0n2fzOFTAmeFdf6DyRZU4P1tQXNtA7zMt7efGbGiT0JkhZxTJLsMmyzA3NGID72jIrDGd+irRioFMjntmrnJZ7nlzRoGCwZkXFCwosZEbcZ1/8EAobHZAWzIAMjGgmLUYRnWetEHTqbZrgNhsbFcoxWYbBmTmf15oq3Uz9wYbYw/6CvOS5ot+YWlgAkERJagZkPlAMUKnWIZOtk14tvKHE3J2gDWfUG8e40D8+sUqxEOWPFWX3EWP63LZMv02b3U1iWTcrn5lWZ4QCww/C5WT+4AnvHC65SRJM+D92XDXzToKNts2zVZHyh8jSgY1RdVZv1clhikP/8z1asheOEr0EMnngDNw0LYy3sZhf+JSM2OczCeiz9krVVl5j9R3h8e0eLxfvWKTRYmbWZFQ9rJt65i6rGGIN1miOKR65aZTKm3eBtpTDlXq/FSnoUIRODziqShBZBlKKsl9Td0092DqOAuP834JoxSx0owkIACMPSblTsmBgslGRJvD69FdX5sn3WXImUu4+t240HKMV2FeZgcXRlEgWgSEAQjBCM6FDkR1oluZbViTcQO9fvD4gZMKGmTTyKYLVEQGNK1bZ7fcylDegK3OuukwSCNzjxlbAbz/ScnZ457uzHyicsQvIEqeIbC0w1332MPwcQnzIm4dhlWYF/9hUnWmHABhVFFjh71YbeCS21Dp3+6geKvez80LFOMu4D50u3ogLBMGqLyJV99eYNVyrbImCbM2wgQAUgc5zViQVlgb/aTQbjCZJvviA20bKtKYw+1AeVMOZh9PA/McBYfDx0RS2HjAs01Zr0anzudbNtj4XK+a08BkkJk6wE6AyDQTUdN2ohlQdq7r7gjjrXEIDhbxS11QYV7ixBalABmYUYgVoAhxh/tAUwSjD64yagaOI9XD5cccFlXjA0+cjl/hzcBOV4iF8sXKoiltKdNXqmGDFR1Tdc/s49Y4GHoN2bEeRl9zJWTO/bDg5os7E2He37ICKUXC3vMp4FbNzJ5Lp8C3I3UVF+gIu32tfCFvdjXFiA64nDOEEnABD2ap5zsZh4dAdjeea0RdwhDdQuoa9usKuDyKYV6QELiJIeS3SUaV5csFSy83hEVxAiLyCr75O+HATKaVSw4NnOJckJ0AmBv7KFayFrGBUcCVDTDc/CUehIHRi70GIhrPUtT/hIiWRwZC2uEmDngexcPh/sTeMqwzkddaJXvOEuQ9jYPacC4cgPAsoULQAMKAgoLUoRjAVhOAYW8yF+oYbgxkf4R5Z5ZH7evOeTdm0r0PDBHkpr5NlWfYBEm6N68wb8uKLFxQtWurVDkaY9h6F0ezljdcnkfwmhdT0YixQ+AWpK6T/8JYoVtdAnjhROGe8IW2Fgjl9awReVeDpz5ud2mP0owHG5C5fvAkCuMj8mbEsJdcbFCCN2QpJY8YdZIOmttG3Twk1z0yVWFp4+jLvogsjY9yaFXlUY/w4Fkf4ZJqgP3Wvd7+1xs4O3b9T0riMI8GOFSYt4Udyl3S69nyq1SpS2lwp9sE40Uj3QdP5fIn2lW/lYW/091j8Ob5bhnLCVZ3wgsO6RUaocNvT2bZqKPuzIKZP7ajIhdLiPfE+S9u/XW2tPuI13rn/pHwhLjqv6UmheglhAGZIXDD7N2o+0wMSAZYcp48xo30GPn6x+t4GEsOWQLzlh0RZKkWtydJOrqqFZRzbIaa/4bdPir7Lv/zCvO2OY8rwKtSZdTmdZQnUPjoqpUO9tLY/tnWIVflSDHeENP8KF15dUKs3H3DsO0tT/VjmqGb6wkS1NlGjyRDsHzIoMBPtVUtP/jEDdREKey6kobZHX5soGNoy0hRYlic5nqYSvoh+i4Z+LGJmQCK7TjbmJxy9Cti1Anledvs8IVW2mgApwcC7Sd93nsY9HvsUmHeFvbrqixWqbKJ3hbdRrfy6LV9Sq5+UAII6w5QO+TiPuYyI5tZHbKa0DcW5q3tTD4JnZZX2XkMIXbQLRY8L+PNvLvJuAGN9rMVr6lDwJ6HHr3ib0S/tPewchwmSg3ih/LeHhsbqZTqO7BtWxgT0OH28Ci8OpgvPdgtqZ+n/FcnbNHhJnuXF67pzQ2bpycilq7MxYHhAve8f7CWx3WNXbdwjSilKszbgh5ZFZoLS1k5CeOVNxp5rb2AHCNrO3+OvT2hFysM3qgA5tYDTbe+6DbxYzNIanIWqQiy2arB4X01la3glfvAQRWNZeDJ2xsXGdLvSxie1p4J+SCgDTaZZHBgGFge9SD1FxORF7zd/zfKRbH6Lrlg+CVda//bnjq49OxOWQMzviAvHnLUcRDq2cGbglKqfMjCt7AGRBdc5QnDCpMLPOtk+dBHExTdbDQR6d+6PPFv6zpA13V9BSLDjGV18zw4179Oz3/jBcR60yxjg47qDNZVuF63hEO2ea9WmLcRZgiXTZWLBoEcDeYc/LbOq10PRNoRIev9MH+6n7TJtl1AcnFYgnbrAy7PAAAgAElEQVSxvWyRxmA0ocJgkVfIjvgGLEoX03zY8NW8AMIQLI3vVUkNZ7n2EtmdUBAFkA9rch6CdVnxzR7+Y4kNxOX/THJRwCLRihcNFg8Hrt+9o9JKMwg8ZNcIMd6GViH3BOFt1zruPVEhRAnjFaNoNsR+7g89zpJRR9sa/vxlLYg+D2/9Y3SNJXb0p/YuIpsqzNsabPBMdIVbQCEH1AnvhAui/dtt6oZRE5nw/TBkPP/04+38HRm8LwiNv+SQqyi9yi6mwTZvuFqItc7YXU+AkNgj1LYLtGHvAQQgKb9t9LzIFN5cOwii5BewEroJh80eXXzjiJZqdIxSRRqOq80ZY2XvttoE1bif9x6wNVqyPnrJPc43dqRCyj1nqfthagkc8ch6ft18P4/SQyrM21S7zYcTjLrJMZoQqqZ1vOgopQRccCrX1q2SJ39ijNqL60qp20tt/EnZhAu26W11aZ7lYnz/iwAfvoTgIgZSxjGpxAPRxUeAmXfxAt5sOhOkEr1cLIerHYywRgGOUbrTtmiQtxKg4YXRrh3jV3guhyGIbpZaqJCkakHnGao3r3gU43DatEO8QgijgG5hcv52dUKbN7iVLbrCvO2MzYaeogsd111Y+WNHoxhtGACWz+I9Ob19q4UEF1DQZpUTe3AczSobeJZIvim8wbO2Euaw9qvl70bZpspuxjckcthMB1jQmTiNp3DQxt0ct9b5MW8hrtY4D8qjb0CwsRVdvCSG32KGTE7dhoUENj+I3drfThH2laFJhQ65QZ42CzGa15dP9tt8c1u2culQRfBCfBGKyr1475tSt7yEySM+AtxmlNQ9KuzzCvPK5yKICMjiH4W8t0ehIofsxHkv9uAzceTTlr8qeRsc9ypb/fmFQ6ExGMCTN/OMHvGNtiq3a9cek5W7pb6FjczrG6gzqR+vJKJI4v5LHfr44PCoTuujqdw2I67U6EIYZ9LCI5qJa20oW5wRIzevQqM1IpaUhhraGGWHC0XGKW3btQ1tcivOJ98GG1BJ+qWr9XrhYamOW4yOIKy7TFcw0oLoUvwJ0CvIGAMtgLJahs/lDIw65aKHTugDjJCOOL26UKeKNysv6A6SWX/iUSNGf7gh3s6YtsvjO1LMlqmS7qlzP0OUaql0bFqdmyMaZVuBIDzNYsX+Q2NMai2Hdwjh8TgIhOieQAg46LANaVS82hVeD1vJA/V87lV6mcPY6eQFCafcqplWeZfpsdvodn3i23UFbOI+juWs95YDEVnNEd79i2x6CufHaEO9KIMgBvt7tzBu4OcIF6o7ZcNFh7udeyg5b8CgRWpr+OS4lx0eR/fvAO30pnZxmr7kP5d+sslmj8b47N1iYMyhQXTMASFbnQ1jR0Byq1s2HF/Z5fTBkUNzcqxssta8ym+87gsSUR/EHlcPlnl0uLlN4jAlL5OjxYfBkkGhsFSKdYhaPb3ZjQYMs9cg8EvgaswmBDajKNyK1hKIetK8K3tkEmVEzLh9QoXbvqzNmOrhk0VBPfIZfEp05oTZYhAQ8+QmUuxZtnkW3UXdeuB44bwLol2dqQ3oTvtw1WRQdAi/V94IkRARSYR7b94C6S3ug9Fu9P7t4tLUELjdlennFTuRQ0uTmvyFCl7USuJ1oOe+yxOBjmPaHBWYdIyWuZMGvS5W2WlJ2Q1vjiOLBY2aPDXobrCjjjhMpcoRjzLS9sduFxxOF2IMeXLvYhkMqrwQt4uLIM4/GiaXStw6Mnw7KpvAopR8zpJXV80jWgydJ6Nu7m0CbiGHKDwIy5Sl1n6fK2hRRzgELp9+hjLd1a2jvpTo4Gaqz0X9XX3H9rDZGgggW+Mug9XDWEpjTFgI0W2hMcarGmf7080Tc8GeB1QgXVglnEVRaAcBxYvDtDl8jngWB4tdCwNxPTg9as1GeW4KF2bexOkG35ZrYiswL7Oky9WyfMWPDTWAKlWOfjrVuXc09pSx/Nd1XI5/EW1VO/c4G7aytDPkaXUEY92322DarZSBuhB3xZNWaTO09xOR1ewzTfX0ci8+zbuDvd4CvFC/Lz8UXOBh2wxBfCykozHd7cWDEDbxLPSieHewGMANfQSHxzKsuOCFRA4m27sQBZYV+aKgDlY9pdH1FQWlXpWF6G4cxT9d1/VTJeXQcxvmApKw1qIP4YLaFW5Y6eIaZgBKFFRY5fcJdv4eu6Zy7Vw/bX8jO8Thi4TdZadT/xaeR7c8uy/v8k2VXI9ayqLOeT1WRSv0ZlZcd3LU7tqrFx+OGpebd1IxHhwJMVqVrQzxoZ5xfMaX8nsuzvVxG+MJ8i5dQM6uQuYJb8u6CGJtkMJE9cPi4MwsID2ZJC6yPzYKJxk1YQZLOXuadL6AuKvEu9AIVp11hcla+beOevOirrwQ/9gXCbEExOoEhmFyoWru4VvrHeov7h/nBnOGv0ph1ygKzc8B1zPpPSj8yuv8aN1zGEpTtK6ksG9TCz8TyuiNqUVWdtDDCub+XMKwgELcj+pJBl33CM0zXoTFEr0C6+GtemS+9glrfx5dTWH4dPnpOTo377i02/Ig18JmD5mvVlOSq1wU6mr22Dvq1uQncvKPoLnht8LbxPmSbfDSwCYJzfkET4cNlbwTA72yr9aPT246RQgGMZXti9tqfDT5B0Ynerk3BEQCXC0LBrjNCYHJtygaIAHrCvWIi8KERxvGU3T+Dl2C6PZYrMQwJgEAOIyUboMPP8EBbSHaUSWvFrZkEDZs0YFW4BOWqOcHYnSag+g3P9yZyZZJM3PDvaI0Kq5XCmKpR2EwHgTV1VNM/a66HHUTQcxT4fHIQ4LW0rtbqt/su9scLTcFTinl8bWE0Nfz/oWkJt7wee7BzCQPQV3oQgyZQqLU7h6CDXMmM7awzIdhLYEwvDBTld5rauqHKc6exVeLjHBcHGYS2e+iG4XrZ4NE6GP/YT8rwrmUWcWh6ziMTE6R8HtknhkzvUcPE3ILlZhl4eJj2twWKPUp9C4opFd9IAklLcc/iUffnB1iCtlBS/MVmQKN8uQbSTZsmZzoue7uYxti7wU/3oI+ASGRXhU17mLAfy2JE3rxX1lnDETWYYcZOyMk6JYSrIIOpMOlQWS5F1kSDgzJMMcFmZdufZHDTIbajwGjI+YIZnONH6QLt36DFLtGFN6E6mNUGRqVCJpPLuotCynkmdHw8nfOd2DGRzeIK6J0gp666cEtcDwYUT3YBWBhEpcb5gexOEZYjZfzVparmlvAGSaJhRArnCGeR87rkOiEjL4sOPl+IXoJnWPWW+V1dZQxxXMJev9QSrleMtfJlmHVt7QxFqO6N0mZIdxw3NQcHpzS+U9C/2oSvfeecJAF2306aSBThiraSC+TNkpi6SYoQoJnxZtR7iBGSVO8iZfqn9AKMwryjGPaPEa0NrZ4RYqkqMpWx+YINamt/7zKxuaDjN2uCmzVn7BhGwo3T/8aHNb7yynFRFYLKhyryWzrcYMrN9kpneXw1VgyH8a+3WIKyfozMDV5UsyBbvRgSivN4JlMqNjWF7jnK4OYdyVUHF3fWvlqGkzUiTLypyqVR91iUVYML1EKEjGZ7gXWY+Yqcj3GCDPQIBvlG1V2XcegB01TaCSEdv3N27b1GuPht2iHuC9iXzZkvbcav+1D943ccXFZMT1q/hB+p3hWvOjZsGdsfKl9aOhPc00tIZYee8ylqllEYVKqxoNEdr549YgUWI26XjNgPlzgtkl99l3Kh2xdhe4u5FXhy+Sphq7a1DLP728hf8xJhHlbKTJ+Qeudo3gpcBj97MJPsBNNZqcY8NaGx7YuKUNgSSDBrQcDn6hO8I/MfuvYhgacjLpMeyFOVDrWGkgg43LZnJkG0zApZmZec++LW2pW99Y+m8wa0LdCr+oxRrjxVF5Cixdq5QZZDZLRpfSntduciR7s+yzlwIkGOmaKuUGMuz8607z+KVSBLDgJMZ4XEmk/7IsEIGLvR8pTvbupcV4ZCe9iG/fo5eCFQ+kmAXpclB5mg4JMsCgoDe0+bhmG1GSwvRFN+fNUfPdBfcstbLC9ZHGg6+5zv7WOPnfteI13hxiCjER7Nzv3+sENz3Qb2urmSUaZXWx7oiSQqcDOVDULb1s4HFNaKY+Oy1ACTBjdPDvCYFhvZr1Ha6ZnttO+3+z873e2kAfV3qfvXo/9JWPiGQxWT9WEOFkwLxW3DeNz8+AiKqiw0xeJVemtcOkCmw9HAC1K6LZPONKTfC32E7xIRz8afevgikp0pGBJggLpeCydE+aQjObAwBFw94inVkns6KjluclCzjCnh0/x8IynqHmZWiGd4GBo5Rqd5paETrUtimFc51Uq1cfTZV1ElAkDzoSnRvk8XIIQz6fXJ6SFMZxRv42l4gz7xwu2tONoA24zeDsaeGV/1SMQN30uRGKFMzxEy9GY1Wg/hK8c4vnoS0HW5eCaMNwJ47l5vRa6LsHo7M3Hz4e5vu4M8TIYXcKVDOnI4BYRFqJI5Rbmxihy2+QijpZ5zCwobyFnAEh0vUfrmHsOSQ/wR8fC43FN+ZMhW1UyAwVPbm7eGipjKsp868fY0XgGStV62eqzbjVgqZAgroo971Ony0VQAmuLuvjRbyyRJ2KStzokJimhYCnZqE/gjhpW5i2fqxFMQlhuc9kpA+0RdJpX7mxHW4qtXGzFde6lVMPQeZLSttd48TBsLGXqiipwsJrSE+XZD1VMz7E5yNfi5b+Fg+UGOnrZXB5rYtSfY505/bavlOo9FaHmatG466OwfolUupT1PqXmuYcVXW/eoKodjkioOoe0MW7lhihkCt107r9dN05Kv/eQTLTagX3xKLp2XaBug93RgdXag9G4Vu/m/UNtCYewBkbYJ4NWrbDnU1qEO3Psix8ujQXR0TI3b3lGidMW9+a9jQCCzIWwLF6qkdFJntmW81UNXIOOh8dsoULv5iExUsaRGy3a4T1Lj9r+YK0a0+udWImE/gFn3RrFauLTdFGRUQD6qWU1JLH8WnkT9kD8IW565B92yLJNDuN5Ln5sQ0L0UT+PdJSsr8rgVmHodjUYwZ3Ph8MGo4/z8z6KDdsGLIgBRYT91YnPzTt0YC3IMIqiFkNKDI+v0ANLEXOJw9Cw2Eucmcy4gUlLhjqchZaMJn0GOyFyrNlhyxEAODL5EBC5Z2ARdNP0ARftkZXJZgPbxHYmOv/PggA9pQvQ8soCbswMm9nCIt4vh8CZkMlzgIKI09CzlDeMeafyem6lXZhNS57lKXZewFjUbRJSd7iozDouPM3Y5i95qkwe2ES/df08GR0gSjfvad7LVwDA1QA/5JUxl2Go75meU9yJIZt8Xgfzetv6ZGykpUfX4WrPfUJaCFajdQXsxSFE7/1sXn0FCPLEUvq0d5mdJy6Qc7sl6veLQrvMnA+9ry7Ag4Ka5pB16YQDFA3oDWe7Vw3CwmDbRW7eV8pj6WYMKqVc2BAGbUI60sGrVThInxvSY0a9VZBwn7qGlcGtEgmBERGFGQFEGIAyGRPRbQEC+o+oBcftWLtNud3uJeN5G6ANo42SaoZ22HCIvQ50tz6PiwiCBFT3+hEFFU6Iwf64moEL3Rq3Ffq/LRP+YCTSCSyjV5Jisa2mJuHuyNDHAUVt9/b4lD9tQSW/s9UR1w4TxBNDtcqGEk13MjllyWIfXzKhIhKlnejLVCyyAwanRzb4WRIzc7Ak0eG9Ybje4C46M8/csAKGB+eUPVDd4kcyZkRjGMPL5soYHAsXSyaqZ5Q1c5Mq8Fv0DRam769pgEhk03lAwp2f1ps3CglHaSpgiMIkvEnuoXj4LlHmz8G9K2V0H3tCpazbXkaTnfzR6mqeQyDcK6LzPFrNDGLBkClyl7Cfw7C96EO927oRcSmyDVilD7G/Sh2d7udeXmIUlxZ6NaKIJczRiiZ6QczXFyZ3eW7YTKZ0KjAyVYPeK8bgpV+62NimltmcSTfmMyzMMGrri8fEggh7a3ylbGCU7AQSIZepVZlyBkajT0s2KK/bo6URxua0hxye0dTEOMzL5PXmQ8aPDONt4iHc7NELb95JK+3qHckpcueTAOdKuF8HbrhW51wc7CDp3gMBsZ6qXaQ/ici2bjlKmdvSqMWiGjFH3X803pUMANiQhiqlA+107Kz7rrypuAyNkOXeijDC1BLVvPMcDMdlYdxwJm8xwjxq3iqpab62FbIQTA7u0qE5vJy+L+X28erCrVwvEddQ1EtTuK1lCB7yw1RCrwcBPWbhaRi+RdTfEnr88jMzqoR4/iJIB0lGPeGpELsUjU15PJfXM57va41VkK8yX2JuDqNMw7oRKT7MaHbf4JERTrNMqcZoMXcvZ8qtqFG4ycQzqB2rax9hF40x9up5lOiBqQ0kjNiMdrtLxhM9d6JJvNEqIPna66l+8+o9pELZdeF8LXS/rHHAjPr5qOSKHYG9sgFYCY4a2+CSQz1Vz2RQUT7i3is5uQ/HFLOoTtZ5+sXEABm37y70EXfj2+Fobu5YiMaNRA9s2Q4n5GGPZG44WHjK3z3zdLhjemOQF8Q/AGSjRbfhDIwmfzv0g6UswYcwTwS2FI4dhkvB9uj1wwCwNUxpW0lhgPHF30pam6eCHDVDXLN65rkutWCUejGaYJOyibiehKhi530bBVSOCiu2jGNY4CvkPilxm6SW/yD2Tnl+QljbYzw3ELFwEnqgLuzqMDoxY2j2Lg5nVF7vdxOuvAzG0NUGCadWqKw3TeN2V9d1KQQekhYWuuvzqnKUhid6pVsTL7q/QTq2AgpixVO8HdGRDUsd2j8tX457Wtmy4y7uyoPG3HRdXEMLc7a4yJ9ZDq0G0fTI8JwN45NT4SEeeWwUiZU7wFKl28utqOWniTsB9Kizc9cQ6wSGF/rtQRTAE04neKLIRbZOAbctnDk6MzB/Pe68D3N5zy6f+y57cmW7L3pxDxnJ4FzdemWCKDn72hNmW6spxfucKRS2gvNkBBjYvCdT1bogDGrCkrsdWsFwtd56CdrLeBKi8Tap6snlS8+rkHb051S+SNqot3BzTkJlKLUw10N6obUiVUDcngL5QgKZRrrE8SlsGbi5zOpuuYztJiRCABQBj0wldJQV9lVYR7tEwU1NsOh6zAQ9poY7rKcHaULRjNciCjhT7kqv/F2YadYD/mjoqQezU2UJ3Xluy4uHLsRMN7pcNYV0D6NsPdE8UvffUY9i3k1XrviFRoSU3lhSp9FNI/Tu75LxQMK1GDWfHQIhZhCiPsV7eXCICC/DQPp0Kssi4y7S0N7kHa/RfS9aut0NZw2TOaNhdNHIzDC9eRO+qNQadNMCIzBvEDKOhRAb5TttFkni2TZSSl7CCOdwSyz+AYiIhIIF6XnpRN6cmlYG2UvcIHYCpbzYJweUZvSDsS1n2MAOLTtEaj2Nz+YRUKlX26L9pbA41RoYFRLBNvkNa6z2GTNMLv7Xbz9LCENd3C55gzdkjfT+akdY3X6QBQDEsPg/RAAQ9hMhXPV3Wf3Ot9mnjNxW44laiPPjYtnPUsE/ruW78DgQFsQgEgGTQxwyLuaZuFNxDYWlkwqjTvJ5lSEtoZthH46CLY01SrMvUT098JNPRwmHPuoZSykoXq3wVGK/O44sBgDMwlgu0lfqk8URKYxRPd5RxRa8suIGq+NyKbnhXk7ACCEBAgClDlZm7t0UNoqv6zpbCMvVAl0ekSgIzA9T6B/I+/FSIanuiGQOfYte3ALZANC2rTdVwGF2iSr9bg+4Fec8fBJdwva2IVVMFA1Go5YyGNKF5TaRrOenscjNvoLtLne6Wu7K0LGTR7ApX1xopY1y+nsQLlrV0B3NlMMtmgqbUR5CJJb60+0it7C71wN5Q1JYQjOcKu6C7eGc/a3WWhExg1IKBO3m6RavT5WmcP/hxZSmQgbC2AQ3NzJzCmdqYORtlN66g1j+akhEZO/W17q0F5/cggolOvFWQmXiX4UEDLawMBbkfggMMVEMK6mbGFYzhAEnalijVTJPBuTcTuWoLd7NJR3eCgDbxU12NFsKOSHiukXZzYNTBz0C/fI1lSi5VmTy9zBtitcecR0uqPJpmQ8v2dBIEX9cLOSppFxVubtvi4fOIJdjzxcASzVoEHNa8vq8icpTv1IbQqgO5leNq1iEimY+aSTKZ5BSNCHOILXCG7wgOVq41iiqvC5Vc8tgK4Ext8+uczVLB1RgMlfHLrqQpiJqs3f7KhoUCgl/aYoXJD/r1vYAuOYYt/BdOKNgKOQsak9xOTBSv4pSnkBAJOjOvRK7njfxvDBdF5bkbYIeg0WKQyXsqNC47NGobpLdlyoFEZY9gCB0JSzFBmm+zWgGZqEnxotG8Y5Ur3hGWFMxbN7hwCGTEIFaeO0ASBDtDfpgztXF5ZWdSAWyeq7alHaRyl0MLRopi0xhKor34mEhlkElP7X09Fg9YLtp6BtGvxQe+YU7Y+RNMbDTrFo3t44worh/vRCdlO64FeCxIywhLEuf/ELr2x0SO3YjxdYU5cNPEg/FzZfRyUDeCVNI9MgvjBYODbHW9+fVFUCnpAcG6DEPLUK8iUPnZea0gDSH4RoKRObpWwmdHUVoaYM5B8+wwQEda2OCAhbKzAUu3FrGrw5zvkXbVhIC45quR3V+tOZQCEI8BbFwBEOTeQlsyNit8pwKgIKrypPHMx7yiFi9M2NRjWKw0BXj+kjtT0K1PhrOEPVjDPZt3gRWsuhGxR9mZqn7ClaTHgwiDe/Te9g89GIRo1dAzOsN97mw6oLOvHLKQe2W/isv7J5/U9e5vd65H+XbDAuBQEBz4K7f0DIVpgaEXspRGC+FZAYpUpk5LJXpjiYSKSFCBSBIiAjEpARIKURAUt6R4UFKr6/cuJgMdVNqK45WKClZdPmk4qgpIRMaMKgUeUeVHut2yCeNbMg1sl3X0NhHrKyoIe14d8z1sCX67PUYAo5Yaw9rdvUWWrRm3SicuQCgWQ6braGX56nh/UJOwe9LWnoy0V4+z6RQOxllDUmlchUW9lkPGuXjV6OGz7XHK2MjTIX3bJKenTdSiETimTPG8sJNb40qryUzx63km4oRTVGxu66ezCTJgKsUyV5hz0drQw82Y3A+u9F3rq4cqqSDrvjYnzluTOsJjBJ+RLUf9w5hweJeA3ZV3lTYFSJa9TTKujlqsu26smJYNNwrCF6y2bqRkN5lIe0+JAIaQ2dp6C3xQHjK39IPgV1W/a+iDByDwdgpc1IGy6WyRkssBeXbZtRL6a3lqAvd62qXRyS8YdRLWdhsrwCdZ/Lw9oEw4S2Fny1mUwptziwgECEBUX8rACS06RBexc7B1pbb+KI79moaxcCSLznIUvUbU2yLQwn8h59sGrS5XdUwdV4W4rpB49MmLzgqYSlEifncvPzNNyFn210SV/T1t5WjDCe74vYmS2ON/o9WyHHRL+5g9Z0E8fJpB+0gnupw2FeY3C6ip0LUh1BeQXQwaLOw5EWU6Dz6phvO0syZt/mOURpmGaujlefjGYSpazR1sD8tDIAE/XcqIiOPzD3CmNRycDOLMiMYxhHla1V7455yymU6zQ1hypyeYzcZz0fqr9xE4JnnivSCTvOhdKF67QZOhyFb7k88/JMP0skQDudx2hoSPUFcTJ4ikc/sQlHwXFj+K3SspZg5M94hW7otfEpq97bTKRqs65pjom/hpn5lrOqQCN3cyukc2omire3r13ud009aW1/Rdf3BWiWyw/0hWocjg3PcDSec6ojIbIBRwCxsOrIgRnJuK67hxmtYJpIiTG9LvaDbeDsH+hr0kA0YHOUG25zZKxU4rcuP/80hR3laRXRXGgxOSFmPYGRu/UJ3FhESxAV/xgKY9ZWdWGzKgOcy9qBecggLdY70xS6nQjDamLGLp+qFeTtpynfv76oRL+iqk2mVyQzzE2PIwJxakIeb6XJQrAUrDANwK8nm91P3uYe6Avl+AwYhjvBKx+8PGDreGFZqzviH0LKctnccLuITEv15+I2MXqqRnrf2Cc9a7xAPuGdkmGUekutE+b5yWwc6iTgAKEAADCB4ONNQEGXhFjbLN0deTE5LnUIAnOb7SmmlqV1x0DnjjQIOhZ5CLAAjqppENfuQVKCQDTxvcIV0EOBhRoFAlLUvblV1e4XFvtVgivIa9ayi6XCpMmjRVexO5p5+YNCaE9KyR8fOE6tARBWUXlcL64OHjcyT2qXmhnc3V5UJzwIR6dmERERpJSKkXE16oYStfgKAh/FI9v4JLcdZposLpGdnPVxYCT/q4HmRgqxeXmLPxRI9fzO+00HP58pNRHA1fzJVDjczuG4gmbdLRzOmYDWDy32Qa+cKAS0MlbgInTweeLNd6nrFYbVyXaZSnz3Ew1XsttZyroT+5FRmoDWjuH4wSCSgeqmb/Uu5J2BhGnkeoOZdjiGPtOUU9c7iPjjWG2UA0Fq7SC9aRTA6r7ypmEoB8KZryGYJS8oQW5vBth8RjYgRJmHDhpAaNQFCRFJELIASiVXKcPNArLxkRgnxrEXuZNZaFzrxoraSvP4TNVhn6FjCVVYE8zaxd679qwy6y2hRg3nDa1Xbs8dzaTZYvnhrxjlQYj+GIC04V4wo2PrHQvSBEMHEsjkCb/Aa13snzWBq5WA2i6x2OzMDrnI0rhWzl4mPCtXuQq19W+s3o82Ue9RTn5T4CpJLwwVOztSXnVW4SNGU7e4RKc0vpbWsR88QlnwtfLt8UtkaUf2FGQ4lxtFUWS3vrT2LcjSNau0Y+FSUZgon9P91E5YyE2CNyZM5O1yL+OAEOAxOc5JJPM0yT0bq9sOoJMy8Mz9UjMr7ygtaG0WhkdkJvbrboR2hxGWaUniizpPQIWkjG60yHVJihKpXyDaZsuBEzybPYZIpxR7iwxQHo4WgHmYOhyAMLvVSN8Npbx/tpXgNejuihSLzltPCGZU5cKOxrz2yjZbEiBpY+zfN0CylAkddTjiPvQmyaQjRAlGhhXFhfXBC35i56wwtKueJy96UgTPqKjYAACAASURBVJSjNu1BtTDl9ihUA1wLVDTKIOzDvD2lhEtf598zQ/CyC7qUqPU6xWOTdwKEu16JjXnV3r6OfpYKUxnbyZDIkPHsgvGfI6TM3oPnVeYIWcPvXEgwuMakip4oGTOYZ1MPXXkZPoZhQwOsyewXfVbGqVUYqpfJG4btsYBGebEy+GfQPFGg3q3MJg/Loe8gdZ5VsF2M3cdKkgY3gX/RBKdokMzJibMNzdjbrc+xi9zvFKte9LL1fIlhqbpUM1KOvqheDgGHRGpCDhbazpf2jvpDQicSrIaVRm21CVbbcWdBdCfJQ8qMkT48iKMsF+Xpc3nOJBd6gcO8H4I0r9SeDR/t4+6iPhOvzEPU/TVISudptK6VOQRL4TY4mIgezvDU0EQJS926du6B7vVYdBKGaMRrkvfuYRqhGzLaV6GILqUwXy4KyTJ7fmGcSwjybTyhx24yaPrxctu8RWotOJm6L4NB6VGSHo8SxjPKHx7eCCLSdZ0mFBIWEQFahNtJudF8lGUw+l4bqhCFcCZjLMg47opgXrgdb3ji5iMZMtZEO7EKj+o85Wi0uFOubZLkrZAxDMiFfVVI71Noa08ZrQsbED3Io+y94xN4IlSZoxZM/ghJaRUwxJKXP1d8A2poKcCefF8gwRODZe+Vb2RYUGGU6WRb2nM0GjAKiaPvkgozS03dtVzxgaq3A9/edvlgvJ8MBgJEcz+2kg46ivMm4xnL1HkbZLNcG8iNZS8MrWaQJUDLXJN/qfKSj257PJpyTxOCBFdqdAPPaM/ghO2tMedDN06UyTCM5c6vl3zOYQpHpX6ejyHP62Ep0tFBmpyMhcgrWwfpzGFI10rNwFoPn3uklK7DBxL1qaPKZf8Pl3smNccgXsI07o8aJA3OBX4nsnlTSXErfc4MaWb/lBqZMrWEjoQoQWjhFjdYhj4DrW3cvo2I9q73WBw9l3We8SvM3c1MFe/D6DVuYQ83bxCc4Kn+EBdYFFw1xrAxfWaVmzYVdT6HymF5UEnGh7S2jXVUA1In7KizUg8WORh1DG/o4nPrukQdu6MMt57nOlVZJYGsYMmHfVieo9+b+/kom/XAKLeMeyyV9EbGpyySrOocjfvKW7gHI21k/F62RVt+RtcsP068wxgR+4zJlSsdp1F8PAdZUjBLszvScpbSqrdCshK1MqbCD/KkSiVeka3EQ4Y+hE3cayktc1sAstB1kKIx3PwdM/V/jwAeb4iTvZiuQhtHytvmAYP1JmqhMS5ltfVQaNR6tXapwJTtbCVVmGRp+LT/AFnWrHKf6JafHsTGUad0IePLYOzD2OGIPiIaT+hi4+jaCbcFL9jBKspeylx0FCCob5HylILD4B8Cp2gqaXhZqCy5ib79nW0Bujz+zBsE3Te14ZfWq+NxY7gbuDVJeBQygyRDPeyxFEpm+RopvhlMpPC5WXDGGLccX+hHitHDxvuhJLwww72UcnGHQdGQLvHnzZMUa6h1LMNqjLerMkXP3JAX1MvRDRUJAQFhQEBCpRSS4k4MG15m6opAyEFaGAk4VtkYtD1teO5DzMMZVnUP0woGYF7KCDR4KucrCZaYADP23ZLsqfKAnLyfJ77S3E/w0BuAuODKKJ8NmYzBwnNoqCSX5NADiPCSn0IiKUtRvofwtIv2Up4wI/L64nu7So7bkhIuJd1erpdHdZTDiYQDcS/xTsv6CgCz365bonqLGGnUaTQKh4ejFk1E7jm13D0dMOzbFePCYct3ENU4VumXkTM/lQwAZQHVu6OaHOVY23C+rXGTqFFsUJVPWaxSbCUZO3rG51CYUturkl6wXLSRNh1ui/VsUwgn5UZLZQHl/RIhO39JLeD8XC3nsYzGYXp8el6vhmxnmUamBsXtJaWUO/08VrBolqPn60jBKo8xMm/ISDkKoIz5HYYcpxCQ4XkBCG5gYY++onVcIEZdm6l8HX26RzTi1c5euXj5twdgegbLkLQGEmH2FpG6A1c+mVN7VMlm0jNtWmAcRV99h1ikmk+pcOeVjZJ1eWije12mEiwEruNIbUP7f0u6bGE2xoAIIYCssF96BqOQASich/kjzBsXz7Hvomiv8CCkU1ijir2H31xbRrS0fXSBpMCCDi1M0ajrlAnZm6NebElJHFcUhkXz6AqNcJAl2nJrzOd1DRAREBYmJsCFjsksQAOTeJTvMbrsvQIaJcktq6EI4niRAqU428IN6eyGdAgZW41wvTiiPObPaMYZenTHvBQDhDHy9MN5G+v/1D1DhYCKc7FCG/AR45l8QGmhBzWVe9abK1zzoaXcdHGeYNyT6e+wxdFBJUXY8jQPGVvJertHJl56W88Ks4NK2laSEb51v19q7WQcCOG33tEQpZVzMUCK6iMVtOYFKYXFQkIPhleBygvbDsnQoyd1JoZzuRAOiaOX34KAcTatiA3ee/FMKkSqmEQmcx6K6QfzxqMo5QYMUYuFEYAZt0zUuZeqLeHhwMyinkwmPV1Kyt6aouV0IXQhu1vYFa7e7FocokMWZeUNS2+7KrJLsGkDCHuANyo2NTwpUuG1UWUyzFo/5P9UyjVAuCaJvkNolRnV8t+G+rfbk15FhBT3aSrZxDFcCi/LPKb2QEs0GjrcXHdoj13dQey5Ol12TRd7R3vey4T0Fq9bpNEyFXtgr+cuVstud0IJcHHoC7AwAICoHm0jgggLH7LIpNoZLTNYwunlvYiX8hrSiIS8TRl/gGcMihLSpDo832DvKz3o13J99yUWCC+ZNZ8cFZ3o5YbeVKBm6MoP1fdoGrGbzIOItAzX7FXHRSODsNISTu3Ui2SSBMrrB65hnh9lYx4LBspvWH5lqppNJibEzRuGRMpyuOZD9cgl+bUoYsUI3acCJ2C8iIATKxuPQ8akkr1wIqd1qcwiL2dvy3hEt1vtcKzPZ8OI08UIxqboUfKWjF1iG/b5qBC+sT9PWZ1LDFjHKIMZRy7ZACQS2MKIpij4gTRH1GChQvdKTz/zQhtSoTclIaaZpT22FEfmzqk6yG6PhQGNUbtMxvRWqCGEJcJT12cQaZ5FMLToZ/owVPQ99gvr5rJabLSCX2jUdgFJlODA+g9djviMuTMaG2knp6vBR9NtoowRXqAmFKewhqomhLwdy0/ciEpYDfuEWNE2FyNFnQdelqNr8bGcOh6tjnvPHor0NQwAoOu6EEX0ze4BT5jznDINQCIUE5waMJ4TLwOHrCewx2P9VPT8gSFHEcQCQft1YWMy3Vr2K2YCZiCyLu7DmW89kwoNGNMZt8yYMWZBuxkYICCWG+xO7yhCHjwNPSjk8ti7czIsYRcdu/yu6y6uEvb71IGrPc9Dnng6c18PwmY4lwZzwFJYCMpqyYeRrNEXCbdL91sCEFAGGYGRF/UYmRmZBRhXC25EzeeDqlLm3Qd5LAqN2XBURcZTnDGIK+Fya5Arpt4rqq7l+f3zscRRi6l7zWFCAo5oeSH/MkMkm9y+DgtH3d0p62zol4C1RqFk7o2FbWHw/aCrP9m3HoXmEg/HChMenSvpJEho5DoCyDo2zfuIcXVUAYUY+1Em+DCsEDVYgy706JbE3nvKtK10HAYThgeQ1d1DxRc2q2mRerU17pMP0UyVUR5rwIIsibHrp4JVKojQ/B9+HoUQXiQOJAowiojV9b3tsf/VfD7vNcjetbISwhBE8YXldlygGNIguzMk5YgLo3Cjsz3lOXfZX2zUoucnd2PeCkOHUn4FD315JpsQ0VkTcIZVyMXAnpemHzt3uHvARkvxypHbFhpjmqbpX7zrOq11qDNb6GuDJF2U5X7l+Wxd36ydNiE9prVYuUPjFky379W3xKsH6C1P784ukozyQnm5uxZJQiJUXphBCFzbOmLXdsYYFui6jk28pGF0cL01XrLLeeEY0VjTqH3f0ycHo9PtlIum8g46gcIZbtusS+x2Ga9UHsUVwsW1i4AVeq6gmLbI+TkSosKFcYVAESERIVHv5O6GKN3ydM8es1k+iXmNQ3RwEoeurQ01s6j1TlYpSXAk52G+xl1ojwkJeWFkJqd7/IelPzMrRTBrdWbB9EuJiCB4u/CK2QX8UhB5lbqEc2JwOadIe8eWospfkKl6FHNKeOb5Rc/goWnmsE76gpkrOJnWTj87GovJtkDO1qv5Dc6ubRXq2HwXSrmpQ3137IqIhiQNVmeKZkPkE7dCD5grsBpiEEYi5YNNgrThlfJBg2W4U/XB8g7eQVbJqH81447LGBcGk2GsVT6liWbmZCaFJMyxiaIaG8Togg237plbP71H+P1h1/s6ouXaPf2SmXsIEY2E7J1FqRdJKXKpPrctdN10EGOscWPe+j+bpolaLkZ5jPPKtKst9HhpkKi8b6cXltmjux4+eRjY1c49JObq7tZNR0Q9jFdK2RvaSu79z11nqSXM7O9pIx77by0kC1V8G1/aD5O9oIearmPKW1xt24JThc8OsSwjRd3XdD1OXpRcPnIydAN2Xedn6ymFQiDAhgEX1y2fBcwrKopFtvnITPtGJUV93WWSsrJBIiTKo1nyQJB112eyZ0ui4qPizl6dUvE3L6UFmxFvjqoLkWrGIACLJmD0ZA8swiAorJigL9LYJ+z1I0eQLyUEBaSrg+VHCkPaBoNCR9llt2KDX+yhm6l3JRzcI2LD0HuWfy/BBX0cgwChWN0HQRwch46rCK1fKbQjrKTr+RQsvndu1flkH5EaunzSnecKSIVF5beMDWsYlPtYBlu1qo4svuyTZV0F1e3tZR/2bGmxt9sqqIuowsIIZABBAZg5kAJp0GjhltRM6Y7bCeKeERDVAc4BEUSjaOmMVmKWkSBgZtQoFgFWRHvMBtCgSEO6E2ZhUpq7DpRCADEdoihNnTSAcwADjAhaAAANAKMggGpMywo7pUAUtEYTC6FpibQmOQAUZgACUo3psD/dkFoUA0IouqOp8IFGFhakqUEEMiCGBBXrrmHpGhBF1CLNEYAZSAEDAp9iA6RbJWfBMKpL5qxBdQAdioBoAAQxSBMx3bRh7s4iQQf7hqegFJiZQmbUYgQUKJlp6IwxqPc7A0QNdwa1RmQgYJS+0FLTsUKYAxutUABECQNLi2hAGEABTonAcCfUikJoQUPDrUESalTHDAIIGhhEGQQlLIwdKkE2WhBZMagOoc/ZBkBARmEEBkBAMmaR+oYgKAIoIsACiCRG1KQxXaeIDBgkhZ2gQYVLjxCxQCeapDuNNEOck2juGkQRmgt3CIoADc9oqk0rhM1S5TL9zGeDhIqkYT5HujMooKfAGo0oMYDQgQD2m52gKIRGABCZcS5gBAlEERtGA6SlEw2KxaBGAdQ4kRaMNsioBRAMIxtAAS2gAAzAjAhAGmFCIoSOABVN2k4Md9AYpFa6SSqdJm+tSB0WGUxSWLgo5ch1HTV5atbQgeDW8naRm+cYsV640G+cComEGCuB1x6vXogXfhw6P0P7aZjfFRolM8eN62qwmXhW012vwICnN1uw5A5l35MeCPfOFC/Z1d6qHyZbpZCIAITZOIq79DDD6TpenOewQCD9ZbDYVRefMnM/LQBAlqAdHRjm+VqNMUqRBUQAZI2eREjUww/uiWN6ljJjOgsRmY0xHOLbvq/cjMGlIVWYTU/gR9Q/TqTPiwPbe6gUuU21RhMPvYTuNReXeqUdwlwqNgaBQJjFCDEgCbPq48RkydAS6EUpon6PlnZURr3FeC4qS5mt3cpnqRKXLiyPkvSkkgsyxsQodtDhbhUtBpIyScLIGDDvH16JvMGAkMJy2JkXCf08EE8n6JV7q3ALLrVFSETeRynOM+bbDP/vWJW6hJgUysJ5x1aWi84/n11zFfyUv9cmPOYRklWvhryH+pb5l+LaTlZ5PmLPKgoQzNgql6hlJ46jTO7NtggVt+XAif7Q45H3URysxARLYuJhdBqvZbYob7wmZCO6mbYygykoMcpoaFmTIprPZtdN1e1mLUyavRY7o1oQBJxIqyZaEZ9v2ZBQ0zQGDJubNKLwHphOowgeiAGBBkD2T5+ZG6MmDYgy3AmA1tS151EBn//U9LRmA8KNAAC1AB0AIevTjTrLrTBRc7lSEzRniRRN97nrpDvXaJm1AkpYJgovUZPTpr2FzVmEuZKJwmlrpnvThudnERQLCilAA2jIkGJkDcLatIpwZuY3IqKwYhFQU9PuN3uXIn6qMTc3Cs/OG2muAGLAThkCQAY10XAw4/3p/vlPf/jMqXk3a/WpO4o+zfMWETVhCySA0z09v/G6Rs0mRDMWkamivcmk6UQQxKAIAZCo1uxj1547d/ltLrt+ftbAHjAQTLQWrQQR53Nsmr2Ds7fgFBkZEBul9dxM9mjenp+1MwAmNSHT7DX7N5sOWCEqJBE8IGz5/Ll92psDUNNgy4IiKAiMYIA7RXo+B5yeJnXKzFrQCkF6siYGBAGcTLtz59V0Asw4UdKZCeGEwBycI2Lu5kYJ7jXAc5HLtMJ2dn6iLhPTAHXNnu66jhgaxZ0ctAczPbkERXem07oBpPnsYG9vjwFBELqDS0/jTec+PTm9P5sZwP29puluuUlrggbFCHM70VpESbcnRk5ffvqm8+exUcITEaVEOjKoANoW2nN7e81c5iLAXTPpGkNzZNSmQ2w7lBYabG4jrQYNAJ0CNJ00eq+bnSVlFPLBTQfN/hWm69R0YthgySGyVumdQS6iVN2gVApGqERCuhIGxJISwwROix777c6iFE/RD/keYTW/0fXMuNum9dp5pm0IODzzMRehBT+0DnvJS148Z4+43KQs998uu2De3xCGw0U9bynrYZjO46K7XtvWWluXnXXTISKzsUfLEprZNlAPhBDtCdtjpJWIHkIEZsMMIp7l16zOcG/g+hQYWAZkWnjs0pks3wK11sxsTGeMfV+ywZmhkxkARHj5Xq4Si3ZauiSlbuaYbRisFqn3HuF6IK2n0Wt5aKlhth48pL6LCACEkJbtXTGCRDXG6HTyQFoqksjz+YezyAbH9rPXeto9cwMERCEp7q5U3dooH2mG5XglaDNDIRrdWDNGHSgOMkwR+I4t7p73bmXKCEZz5Vd1RLEBhr3Rptx/mMLDxy7llfryETib0Iuv5xEadMxuARG5AaWyZQr+Den1yyF3iYR23E26cWydgM0ncP4s39FiySfQhtIaQ3pqWoPC+1p49qkrLr38nvf57Pt/wRfe4erp9BTxTH3047e89a1/994PvPcTn74BmyvYIKAyMOtovgdTELnn1bf79id+q6YOwYA0bIiUCLSk1Cf+9fw/ffgjf/3aN15/w/m5mQDtE6KQ6kxLSj/j3z3ys+5xW9O2SohIGwFRBoARAFhB23aTyavf8O4/+7M3KLpEoGEBwx3A7Fnf++Q7XTUxov/27X//8lf8JfOsPQCS2VOe/Jh73PX2E1Lv/4d/+bXf/0vuDKJGNWFGBBYBBMVIhsAczBs91Wp+5zue+d5nfIeZHwjsvfIv/tfr3vw2bBDaG5/0pK//nM+cENMb3vrhl73yjR0bQkABYEJE080neh/M7Pk/9oOXnz6nFPzpa/7hz/7q7agaJSzckdLSoLTnnv8j33f53gyVvvb17/6TP3utcNsyCCklCoRBDEp7hytPfe+3f9OZKZ0Xfts/fuCl//drSDV9UM+sYxHTqNPzg4PJ/r7S3WxmqCXi+V1uf9m/+dy7f8597n7l7c4QAAt+5J8+/s6/e+fb3vexmz59o55cesAggLe74rIfet7TsDMdYqvMabMg9RE89O8baF72J3/11re/p1WnGBQsyLwWlkRp582pqXQzTWRmrZjzd7rjFV/4+Z99n3vd7YorTiulbz5r/vmjn3rTm972/n++7pZbPr0/2RM2pLtOZvPOEDQo8sgvf8BDHnRPlu59H/jUb/3uHxNMGYk7afZOt91MoSDBE5/w0Ht/9p1B03mZ/tf//vJPfPy6u9/5yqc+8VuZ56BVy0ajdNwqmFx/w8EHP/CRN77pTV13dtY1iFOAfYQDjQJm9i3f+BXX3OeuCN0BtEopxdQwzbUhQSUgIAbwvR/89G+/5FVz2lcgp/b257fceIdLL7vv/e/94Ad/viJpSD75yevf8uZ3vO8Dn/jnj9/cNGdmZGAoudE7ZDO2v1SeTIqOPGMj9mBAryW7AZPRFJpo4V+PUrL/R68I9pquDczzItCiOpJLjRhCuDBFzab2rX3gZkjbByvUh0Q7tgqIqw3bhDdXq/Z8KVFN3T3R3JjYqD3aLVJiVfNQfbeoxvO+WjdU39o+stGNfnRHvx8m6zFDBcB+WprrYFRK9fCs7x+vCoIxne1Vj7XSczDYWFA7tRCRSLnVGl1EsexwKTzpwmi4vruiaqFHL5yfJyG+7SkPU7uBSA6eZfaEsPRC1O6zwp6wHDiPhSjsVS+QyvMbhx5Lbxy9PScMjcyXo4xyPuvBMPQM13/JfjHW7QhbqjaYYnzKOP08587JycTZMOllVLpUybPc4yRFgFl4t3KixTWYtTfp50jDZNMJuXXsNOhfjboxeekOE5FFXk5BLl/yW4x4N5MXh68gsP6jE7S92116hUVcfGk0GFagJwraG/7lMY9+yHOf8+zPuvtd2IAgCAIBKAWG4SMf++TPvPC//dGfvPbmecuEdAo7Zp7zXqPvdufbPvM7HqsRFLIxaAw2DQDCTDpADQAf+PB1P/b8X/rTv3z9ZO+Sm8+1oJCAAOHrv/yaB3/p/Rvdx+6hILBaxCagAAnc0MFNB3ztn79eER3MmUixsMKDxz/2Ufe665VTDS/9gz99+R+/UulTZt5OGvmKh33pV3/5F3YHsj/Ft733/W9487tAXTIXBUSILQKgaEHstEybU+bgvMxufvK3feN3PeFrwIAA/OP7PvzX//sNep/l/C2Petj9H/lln9so0L/9qlf+v284J53qi9T0xm4C051XyE990tdcfgpQwfU3vewvrn0ToCIEQtW2LWo1pe4p3/7oS6fQdnCu5f/vr954803nTp25fG5ahEkDhHKAfPNDHvjFz3rG46iDTsG7P/ihP/jDv27bmaIGiBA1YCMGSStpW4F2n3AK9EX3v+9v/drzb3tlY4ygwrMH50/v7aOBhuAN7/nIf3r+C//qNX+r964QxNucOfXdT/oGmYGe8jmYX9rt9S/By0XRMswB3vmu9737Pe/q2g6xcR0SQIgiKO20wYOzN119+d73fM8zvv2JX3fZpYrAALQKtIgGAdPBG977sec854ff8+4PzVpALZPTzWzWmVY10D7gms99yhO/jgRe/bq3vvglv6+mZ84fGECNDIpQzE3f9PjH/uxPfFej9w7m8L0/+PMf/9BHGeQud7zsaU9+DJuuI4OsiQSRW2kV7ncGUeFv/s4fPu8//lzbdUrRTAQBoT14+Jd83hO+4SsVmfN8FlXTwJQY59QSKAVKAFqAa//mH17+ildff/28Qbzpuk888iEPeOGPP+/u97zCCE8UIYAxM1L6Yx8//5M/+eKXvPTP5ZIkaUHUh1MCCMNzKkqfkOJ/yhc/tBq8l3WTaXZ0s3LzKkOeGC9y0jORR2nPwQm5DEk4PE+Ry+cxeDx5MZ+jgoa8sh/eS4VOFU9Nt2lpbuMtPvQKzYcOYVc/Cf2oIQTtFfoev9nP+0w2FzV517upa1bLtzwrPd2OQpLln+414FDy9E/sUZOXSei+iEvJ46Xt2Tt4PelGVLr68HJc2D25U7nKXlkIi4SJFAxVr3F/5QY0Ln0qi+fBMnF0ZV2vxuig5GZdlCIr5Y1IRTvbAGCXnjSEhb2D2h1TiNVsc+1EXv6kl0XpokSvEwbLaK0G367GFuXN2HkvyibZO9EQ5M0V91SVwDyw3FYoWtSDtzsuhC2qqmM9SGM7pPBZhdmlqem0IaQc1WmbY/VtfTtWgpMV8Khe84gdbltpajlD1cqHLAZlgge3v2L6U7/4wkc94gFnTk0Ms26oY2AAFiZGDXD3q2/7X17wo4/4stf9p5/81Q987HqlTrcG5w0acyA0FwHDLSn8xw9+7Nx5aA2jgmaCd7z6qktPn77HXa76b7/8/B/5j//lt176Ct1c0hkgRd3cTCeoSFjMh//5E9ffMINGMbIgIwCK0t18Rnjdp64zzMZ0ejKdQ6cborbj+S2n6EpgIOBufr5RV+hmYrrz+w03wJPJXIv+tm/8inf+3btumhmmhhoAYRIEUYwg1M1m3QS7O119yaO/6kv20IiAoJoqavRk3h3sNdLIfEIdGNifTs+fvZFO7QEwiBIURiYEQJxO6OYb26tOKQIi6YDnhptmqrv5TOmGuZtM4JYbzt/2DvvTPeDWzNuDyanTB7M5NAYMoxBBp3D2bx/xIGJG6aaoP/vOt3vMo7/yZS/7UzFzFgJCQEBm1WeRdbMrL5v+4LOe8k2Pe9hlZxSIIHTSNZdM9s0cFLHp6L73vsOLf+Onf/W//9FP/dLvmT68W6BRDNxd94lP/NO/zgWRERmBAQXAMIhqrr95dt4oIbUIWF9EGyMiIBhpzzO0X3LNfV/wo0+9/zX3NgZQoGNW2BhgYqOVUiT3u8/Vf/CSX/qN3/jDX//tP77u7Lw7N4e9fRRN3YGSmWZuELUY0543NAN1BoQ0CnYHX/HwL/7xH3v6VM1J8Pde8so/+oM/JzrTqA6MkVb2NMw68+EP/+stZ9tO5pP95o5XX33m1FRM9+Rv+4a7f8bdnv39P3Pd9ed0o+bduQnIBKgBQDaNmbzjPR8kmChQc+xIiIQEoUX40D/9y7lbzp2enm7nNz30wff7lV/6kbvc/oyAfOzjn7rphrMTre56t9sTmqvveOZ5z336a1/7xvdcf0Po/kqVX4JYYa7UuR8WSfPukEcm+aru4X0ypaQs+4jHPOFmtXnG/lR1NasHpypRuSq4Wxstg1rLTZ8hc4bnqUiVI4IYKXzoobXcGNHtN8Nwm6olMFiIPDrNXE4Rr/iWVdlns1nvfgytBja7so//7LrODaOmYgAAIABJREFUGMNgUCLRcPbpbduG+VohaZD3RLeyudv5XqKXVyJ8Mpn0rVpSuWpLb+blB/aozL5pj22s+673ano0dbF0OPTqW6wE9CXCgBeA1vHdeZoKs884mh/00Htvi/V5gdmu57zvJYvEPPZ1N7LXjUG1VSiiUDN0KoYcth65bkohSeWIrZRHX083Wo8APUSc0fnhboJr4Bl3lwmLTkRrGsYdj4iWtw8TFG0pgDdYsHi7jqBBFDeKXGeQWTFqLMnbMkc9K2qWG1tWMfawXTnfLiy5aF4tzzSwa8w5ZOpChJmGs7/y87/4yIfcF/vSiYivff07/8fL/+RfPvHJ6XTy5H//hId8yRcQwJ6Gx33dlz7wgdc8+lu+610f+iSofeA5N6oFIwpEqAX1nc/44Tf+7QcF91ozO3MK7nnXq/7Dc571tV/98EtO4Xc9+etf8Wd/cd2NB01zxrSMhljhDEkTPeP7f/R/vu4dB0xMItihELC+BM7PFM4MTS77TG7RoAEiZlZCp3VDYIBRI0z2ThvQCFqRVojGzKZgQMm3Pe6rfvoFL5pDc46JeaZQUAiEABiQG1LAtzztad99r3veaX7203v7l7ctgBhALVpDOyMRZAMMYmZaowFhJERgECFjkPRUd925M6cbBNPOzitiUgJataYTIBBEpbru/CWn9xCg66CZEDN3wHp62tDNzKgE9pTeb/RDHnQNgFEa2bR7mp7x1Cdd++fX3nwe50Cm39tJgeFpI93BuZ/+8ed+/Vc9iIiBcGbw2mvf/NLf/cP5DO5whzt80zc/7gEPuJvh7tQle1/9tY/4iV/+XcEJAzODUmTM5Bd/7jd/9cWvYEQGJdgn5IigEiFoTuH0jFWiUKBnUEAQknba8AOv+YLff+kLL6HZbN4q3cwN/D+vevPv/4+XEfIXfv69HvP1X33Pe9xlX4G+9MyPPOc7bnu7Oz77h16gLr0NM4K0iPOpgolCAiQUIRBEYIPCUwKtu596/vfd5oxm0H/z+vf8zM/++tycpumlHd+E1CChaXGqTj37WT/4mte9XZ1CI/P7fu69nv7dT/qWxz+MOn74l93vKU9+/P/5E788n1zaTDTNQElHAMKTv/3bd33N477jlnOgac+oFlkpQSFjiFlNmunlRs5feenkxb/xi7e9TSvAr3jVtT/w/S/810+d3ZvwA7/kPj/0H559zf3u9bb3vvUDH30Xnrqzd0yHeRxR3SO6+txoxqh+4p7ULj9HqpR5NFvBAxVeulqI8Tw+BusMDMPtfP6JJbumV7LMJQ6JRmmCk8LXhwJ6lj6PmBHStem9N+qf62VhhdXYo0URo4qW7Q3XQWp1XLf2gztPXP0+LI2QotD0/LFea73UIYuQPZTeN6/34VgCTxvQ6yYiImLXdZZdw3VOek/sX8MOiuums8eJR93pQhFw6PjdDjlsOQsJKCKFJCAkoACV0n3ZcUDgGMdP/2fXdZPJJFw4mZIzqxhm0fjUMeraLCKLESwdxlIbd/x7Vs93J2SGfsmj23GrcVgQ6+IrF/qGGad991rSTq11jxtdA0HUjQwxiimvxKW32xTGUXrhdf2/tYtQM4Uyo7WGQo6TkIYkLDqRGgZ3AFKhpCnFLuVisushmigcLdvqqmli28IsIERLMjVETgOSVO541H0M6aoGa6C76A+3otaHdMkwPoQyrOs6WMtuK8GNJfGB/f5xLF6pnQOzgV8P0OJsJd8ys9uuXYp9sKmFxHrrOQ8HH32qMT/zEz/80AffFwFmc/jr173lBb/0W295x7vnXcsEwurPX/32z73H3Z7x1G/95sc8TCm+0x30M5/+zc/+oV/oZK/TE+S5FlQACNQC0N5ldPqqTqaIZibmvf908Jzn/uzDH/ag02em9/zsz/i8f3OPv37dO1EMMRJNGAAJOgB9+iqYXqVpzyAIMooi1iIHQB0qmrMiAiQWEIRGCcKcdE/KKTg3As0EoVGg2YBWEzZz6HC/gV//rz/3hKf+yMH5uQAvZpCIIjTAYrovuv/nfeeTHs/c7p06DcxKgwAYRhBAUGI0KQ0IqLQRYCFAZkIGZgJgMIyo9bwVQJlMp4aZgToWJBIUAIUgQNR2HVJDAIbFAALplgWwRWJuuZNbHv/NX3vVlZd1An/1mtc+4Iu/6NQpfe/Puuxz7nGnN779I6j2FrSXKIoEunNPf8oT/u2jHog470D95ov/6MW/+/L3ve9fWPY6I9O997/0la++2z0+85nf/dgv+9Iv/YkX/NrMIJMRBULAAIygJ1fJ6TsDIpFiQQBGZgBBVAY0i0ZggE5EjBCCIJFwizLfn+Lzn/u9UwIBajv4lV//vd/5v1714Y/f0LEGNNe+/p2/8Osv+apHPfw5T3vKve99J+GDb/7GR7z6NW/50//5FqUVNExdp0kJswC2LKrZYxGlUXUzbM8/6xnf9ll3uT2B/M3fffA7n/6c625maE61wKi5w1YQSCsWkOZSvOQOLbKAvO291//wc3/u9lde9fCHfR4APOTB99HqHKpLu9YgCyABACiQyWV4+va6mYIQEINBESAyoFpAZNDYzq+53xfe7jYkgh/91I0/9LxfuPHgMtm7bEYH177x/W954v/xqK/+yne8+x146R4xpWIxovbsVMAOpEunhuSKEKNMS+G96LdeUTWr2XvBV64WaOuhuf/t9UI3CtQlI7E1sl1VyitgYAGVm0jmQsdQ885oCIeMoCK9dVuYZfmVC1DdxA03nczFM16Q4TLsrm9DfyvjtOcwGtMNPLF+nJ4ucnl/N81pgaZtPyull7jL3bd7ThTo6UlWQzoPSSB77spF1V8REe66logmk0kUZtuJ1DSNpxC6A0pLhdK+mqd7G9MhaiISgZ4800vODIlnBiuOWGOBxj6Ys2Puk0vFBnYSUR9e4CEZC+bdGeWOvq14DrHYY2fp8ZL80yCiRYy9K7LruiVGw2iYKINGaDTotp11PF+ockuixL5qiEfeE0bVwmolKs/qYaecZ5WwL+vVP/P8ul6gZljOPprZlKro6PI8eX6vqAbiQk3PA2ffS4dOZA/vhi6yVF35PCRwx8DiXctRk/INeiMXrVAR2pBSjYyavuJaoHg/tMUUFn+MTQRKgbqwwTv1+8H4FKZR7SlxwEZLiBy7SKwowolp22bMJUNfH6V3zzuKMBslXujsHeRj8BiQN6ScKakvqrn9pkc/4tu/5ZFK5rOu+c8v+I1f/rU/atWpOV+qJg1Lh7R3c2fe8vefevr3/fT/fv2bfvzHnnbmtHzrNz7yH99/3S+/6E+65lQjPDUwMSDIjApJgISlA+wMnukO9j756Rv+/u8/eP/73YtQHvbwL7v2f70NiVmQWBSwAmAAEBLRItMlGiOR5hyeYZoJtr1bqYdqIgCiln45ECAGDUAkCNBT7qtbzkk7b6+4rHnQF9/zyf/ua37+Rb8j+rQRLaSBWcwcod1X7fc/80l7DUinPvSRj9/lM+7cIhhgYQImFsUw6VO9BECABAkXDJU9dZoCQBFkROnfGUiQQFAWlREXc1aQBID7+ds70AQBSKRTDdzt6iuf98PPRACD8KLfevnfvPn9P/B9Tzqt4Dv//WPf8tafZWoQAVEBd8DzRzz0i378x54CzAYmv/t7r/qB575I1OWCt0OtYWJu7M7RdP/tH/zo9zz7RZdf+uIbbrxZmlNaiUDHCAbaFpsWtIEpgBKhfiqgdCQdAGgERmFgIPj/yXvzeDuqKnt87X1O1b33DQmZSALKIIMKKJMDoK0iCogMggMNogjSgOLcrTat3dDOtuLQoKICKqKCqIi084ABGVqQQZmVeQhhDEneu7eqztn798e5r3JeVd2b9wJo+/3VJ598kvfureHUqVN77bX3WsSG+np7agyPJcmXTv7YDttsSt7fvmLV6w9/58233e941JuxnAwZoz6z0O/97Lqf/vDwL596wr577TR3rHPaFz940Bs++PvrrhcIMZyDkjhl5sQXZFtk0R3vFB/+wLsOe+0+UNxw421HHHfCgxMuN0aMV3ZKPTGFZ3iFEHJTdJNMOQHaidBjk4995nNf3G3Xk1tt89RNnrp0o4U3PyAMq2SUIVwIUWF8brRnBJKDCWSggU5kYkMCA/+85+xIAiVz1dV3PPhIUZDVNuVwabrooYn8nPMvE+l6jNtauebwRMxwkbYh+WhMVzmvy2/Uq0MrQh1lpBin/yuvvArTVW9LqfRKxVrqGCQINz1ujj/fmLcKnwnVdOU/YnXEsm1v7QiUgtIApqikMiKM8+nOuXg0YjRb0lB1ojKSaqSyPjAukItF9uOLKvfWiE7jELxvHlC4hE1igpaJEvX5HxUVEQ5QvP+qJ1JQMC+BevEAplac0MtATKyq6jwM4MVOiYWSqAFJgJ1e4IVArP2Y2xKHBY5AMrW3tXFkbbr2r05VnSdLBATybeo01noCUeVBAEimFDjDX2HAVbkEgYpK3533PsuyMg4PLu1pmoqIK4ppiMIYw2yMlelwIMYkgdUsuccwtWIqO+5Mi8nMUNEaJmfMYVayEkzqXeg2lLLQrrL/iqNGIy6qV0jWmadSYKmsvA3TLxZiaTQgaOT/K26ZGGC01li9WGfnGkPrkFyoI+Rqq2GUw+BKzUC91rxSJ924xRcf1wY05tjiU1+P/rfGs62soUPSe+vBF00BAjQWKszktOt8ZqNIzHpEokPOp36DhtzHdQ7IE7I9SRCiMtdnfl1U+8NE8Z+/4+JGHfpnXV/n6dvsdt70h8P7VfseFXVxhVklIOK6i+HT9clmVqdNM8kO2v+lwajt3hWrzjjrPGc7GSgZHXcO4lqGjKjmHrmkXz/r/GW/uyorKGV+21vftPHiUSLDRKweBIIXQNSrelLPksN3TccqFYaIlAzTbbferaEQ0YJTYpFwZ7l/VkoMIs/kmQqlqdpBVaOwygCDWAhCstYtWxXqoTnDeecI6OXuQ5/4nKqxjMMO3qvNkxaOYL0qWA28yfP9XrbrHi/agYFbbvnLxb+7SpiFoCSsMFMvOyFVkn5gogwQwxpKiA1DIUr9eIb6vfka3lXBjw7lKOuUXDkpCMoQFssMY/IX/cNOc0dTAH+5feJ//3DT6Wed++jqnoW8cJfntBI2hlQhLmdWn0+8+oA9WMEkheCUU882rcVFbh3ZopgUysmSiCKDw+hDK7PWyNwkGRFPRtVACAUFAA3HWpAGg8G+rikDBM/wRFNvOqap6MRvu+3We710e0vSsnr6N3913c33ee6kI+NCUIgUGdtW4dhLG+1Fnz35G9aOk6e5Izhgn10SZAZESIRZmSjcaa9tY4qJR446/KAjXr8Psdx6+4OvPfSdd9+/cnWvMKllq4aFqT9yU8I3PaJcKVcqPDmwd75HBCbkuctzMBhqABOS8goBeSIhzsEZqAfkgFMSJRUowFAWLyRIiXfd8TmbbrQB4RGvj4qb6GU9a1PvVLTVbs1vfC3OkFevxC1x2CdTW+OrtrIsNJIA5apSBnyVRSZIIyZJkiRJmqbBO7uu1lBinrCHEOyGADf4gwcWKPRKle09sQN1Y/zQWBUVvhIwVSOgrdSMhfNP07TVnto6nVarlaZpkiThisKpGmPCJzudTvhW5e/y7VA2bsW3KRoWGRKP1RP6oeixEoKWEjJ1CB1XcpYn1ljSWfl5/dVWYbdKQqK8qPKqS8HJQZZa8Yyqk6L1cGUI4zooCI+fhXj21qP6+FVeaecLmKESnA+KG8uzChO45P0wXRKmXh9bf3fHD1c9wg+k3xSpvDYbXw5UuNEVt/c68VCZePESUcEL4SEKxy2bGOsSqZVxkOkbpittxqA3tmgvWc1GVBLLeMZ3M05CVSpXGws+ucIM1iPjukFKDN4a23kryafKJ+u0Jtal6lu/E/Etqb8k4gEdVDk5aLkp64BL6+ppn2zCmTOMRysPW7nuNwa7s4KRQ/gxmv0Jz/aIM3xJN97Qv2El5MxB4P+ft78CPm+ctBVH3UGVXcMh4myzGOucMDMZBxHptO32z9qGAZD5xCdPmcy1JwUn3vVWWTYpEu+6ZDy3yVurZu7Pf/mHVjpO4EXzsfWWS5Rzz86xKMETeYKnxCNVTaAtYvH+kTmjtOXmT2HBww+sXrbs0qQ15rwX9pmfVAR9EAjBkwqLcqHslDMxOfOkocxQbuGtCAuRGlV4iDdeSFVBKqACyElz77qJQV4oJ+2f/vzCC397uQo2f+qifz/+HXCZCMDW+9ySbrJkyQnHv73DCucuOP/noi0JXCGJAayoEVH2BCE4QAiiInAED3iwgxHl4C0u01IJrGpUjHhWR1NGwKVkLKs36o0IF4Y9iolVe7/sHxgeqt8/74JHV+cPPPzYVdf+ibVYuuEGO26/bTYxQaScGHU5wT/j6U8zmhPJsouuvvPuewsBUkvGcVIYdMnlqbaAMbJZa0Sz7krN80RglE0gHwFSw5ozCkMe5ECiJELqCY7gAI+yBaA/dURk5x23BwD18N1fL7skHZvjQJNZD5DEgC1JPmFQGM0mvbn+z/f97rLroMyKHbbbRPwq9fA+cSDvCybRQjpJy3cnX777C4598+vEF4WX9/77Z5avNII0TUbEEauVgoxPrU/NVIqHRIxYVksAwavPX/qSf0hTFsUDDz786MrVTGAwSfCXZwaxJ+PYerIC6zkRTsRYsUatJRvuy2233goAhd9oAZ180vuevc0GY63CqGivx77LftKq82uySmTWqD6CwWbog/Is9Tis3ljRGJY0Ljj16invfVEUJTYriqIkrBqz3vUwtyLMWAE5cTNYJaqpV7FWPhkQCKa7L1Ray0qYWsbHcXgag5kSAoULLGUn6qMXywaWSGwqRpdGF8HKXSvhdFzSVtln/IH46OFAPtoqZGOsHRIupM6clKRiJUcQaKsQiwc41Gq1AvotlT9LNOicK4oiz/M8z0uEsE7KAU16gTPvaqm7Y8f+43HSobzw2CQgXK/3Ps/zcmKXfw95TRtjmMkY7stZQKeMaeM//TlZ5g4aKffGFEwE2i2XNoXToXg5b+OmwRh4V3jIQYmSCqleh3bDUUnjAxsz25UTjkt2K4ceVAbYKD7UmOwo0z0AuHyupt82rkiLVjo7KypAg1zjKugl3uILG16ZVs/TD+GIZhLGrV/ASgOENGeO9Mqlqqx1bqxCGdK++HhYuEGMxDp5tuGL1ONh254kJDa8nmfm2/8dWEhP5vbE3oXZ7rzeTD+r7Mlw3DWcOV+/cR6SoYjXtKduvHTOWNsQVq4sbrjptsms4JRFe4IM4iwMowDlIj2vCm7ffPO9RY7Q/bvV1hvDOMfOG/EERyZXeE28piIt9an6QmXVu97xT3PHRyzj5z+7+I7b7s27OVnr4dV4JQ7K/h4sQCEq6kULB1dowZQzMkvOqBiF0X4BpZAXcqrCpJiy+Sa41JLLXZqE6iE685vnsEHL0tFHHrLFZpswGRUlS6T+gFfuu+UmGxrVrDv53bPPJU4CLUesBmqAKYCnBE9QUrHGWhNUXgyTZYhRIQUIHCrI+n+UVQyUVKYqI0seD2FXBj5Bqt5v/rRNn/ec7RPWRx9ZdcbXzlROWp3OL399IcS1Erxwt904NPZ4r4Sttths46WLiXxR+PPP/6FTVVJYIs1Ie+p7LWJk6JgxMV2vE2ScuCwhY5WtMsEYgGFVC6+FF+fFizgBAnnqqa8fWrbAElPI7W2zzeYiYOiDK+67e8Xybq9nEpuwUSfqxao3cFa7rJO5k57jC5f9ngAmbLbp0sSogVVYBdgQxFuDNatWvXDXXb/5tf9aMH/MGPzy1xcuu+RKNeMkxnAKJfLEmhptsbT69WkACyc+ZbEsrM5tueXmb3/HESpgwqWX/sH50KLF1OeGmZSNJOSZC8vOsrOUExVMjsmxOJAay8kll1xCBMPKmu/2vC1/fsFZZ51+6pte/4bRtO3zSUtFoo6n9UQxr0vqrDGlMkj/vaR94hCqwjLVRdoakV74d18ycSrT37heNVZkle4FZTBdEnclIDFTW9hn6dBdJ7gqn6wcvfxVCclisZY40guRdzlE5VbuuWThyrglDsYq4xMupIRDAepkWVZCnakdcjUmDGgkYiDLY8UecSFgrVCm9UU7Borhk+UVAUjTNE3Tkq6sTIyyqjBmY+L5EIBxfF/iKVRWJJaOeQH8D+In6gHwrDp3hqcqYoxX5+UaMXb4eQzGKq4b9bzq1D1F+HjoflQVIoRBCrO+zDXU0T6avB8rZYDTFVmqVZHltAxzr0LKVf7RWAXQeDKVu1zv9qo3H8XHjZ/0xmzUOuFPhYaNhyV+Iko4FydZKuVXNlRaN1Y8VloqB9WzNnY2x6Xwg/DAoHrrSs/xIAmsuBS+MUU0yC9lJg9S/zik/XrnpsKAmUOd8rTjptW4rbP+IFUusFEJaoYnMCQP2giM16mw/HjM6+u9lEMUOIabtK5fZd16Y9Thh3hCFET+VqzmkMqlGV544zgMGeFBPZx1B9L6oQf5YaJJLHvml79OE5TK0hHsB4nW9j6GlZiJRHX+yFgHEPGP9Vbf/vDDvjVCHol6AudkHLWA+aQPG+TCmhM91H2452WO9R1KlsxbimLCkDASAInSmPp3H773/XuvUlZGvmDu2A7bbbPlVpuveHTl93607DNf+g6PLvLeGGX2YhQebAWJZP90yItfuvu2CjAh/LyAue5P95x7/k8cjagRoMdgwBDlKXIjCZN6Q6It40eJbcG8GqlppVZhlJHO+Z8rl1/w62v3332bUXFvOWzfd33oNJ+OiWRjHXndvjsT9VZ2zXHHf/nWlSY3sIpEYVyasTrjOk7aPEKewaTwQgYyClKlCWUvsK3cZmnSs1kXhSgsBORzgLkt3V7LpMLkqfAkwg5kKFR0svFsC2UlM+onj3ntaxaNciFYdvkfH3yoILuBsFx48U2P+U6bsccLt/qvz63MZAHIku/OG/EjbZOh1c2x4r7VhqjAJPs2a8dqR+ELk7vOBHi1yVJRJbauZSdIekyZaltzo7r/3ts9ZYujmcSQJxUACvvTX/3posuvLmAcCqOWhZ3JhUHatmKsy5bOaaWAUnrXcs6ybpq2XdFymoJUKBd4MImOkCTGTsJ171lx94TmKSHpjD51o6fddscqg0x9D77NHi/aZbt7b/thu52MmS771jV/uOMjHz1r0owre6PqPCvD8yowe0cGVh0ocV7tRhsv3OqRlTCy4cIFuz1n54MPfOlYWhSS/eWuVd/41gVOFxN6sJOCrpCKWFG/ySajJ37gEBFjREAQEjV6z4rVZ5z5w142It54R/c+MHnEW074xIffs3TDOQwZx+Q+z3nK3ju+/gNvfvlvLr38lK9998bbHs5hpuTMAvAGM0MVVH1FVpaUWIAxXlVitYOKzlmlKa6uSlIRPyj13yv+eyUuLWsj4zWtIkRXnufazPr0JjTvnLE2LpYL2KxsgUMkolh25QXhFgzVZK/gE0xzPgi0bAjElZm8l0j808RjG4BTqRvpnCNCLCcY9mYMT0kmminWKKgQQcTH6yjKvrIgzRIGNoJzMeiK4x8igoSz9b4o+r0VU3104bdlqWcM3kqP8ljgNHQtBiQWq0rW30dxXN7r9UI7GSJX9/IMS1HTGFHEQiylLGd5X0oMHLtflGcY1/7FdFDM+jamMGI3v0F2lHG5ZuN8DokAImKQqDIxKaB9oU4RURWoioeg38KqPEVaBBrPgxTqvPfeWmuMZQp6HOqcC9O+nyYI/1U456d+BVWBVQNAxTsBCXFo6w75wv7twQCbgVisqMSZlWRHnYgaot1aMb7DlExLmQ1Bk7B/fHfK1Mkgdm6QqdggSYs42RTvKg6xbN1Tb5Ar4vD4bIYAoC76VBmLdbrZDGK3hxcxzzbon9rFlNdRmZNjxnqROYMSAEMgR71VoI7Q1k8GZojDxkwMzYccej389IazK4Nsc2Z1uL/CNohzn+3IPCEQdD1Ovi7htX5n2Fie1Hg3G2WCGzWy6rVYs0pwzEQxZSarWbOL15SZT1XqKTFqFao+y1etXEU6j8iCfOjUEmRARtpnjlTJFciznDuJB0wnBRJV0b4gQgFy+x+wZyHMrKK9lrEWBoJlv77k05846ZFJ2xpZLGxcbzJt+zxf7cDewyjtu/fLPXPh0VIYLaBwsN+44I9nf+9n3ims5SCnrYbAKpbE6pSNOnFfWHH6ushrVq/+jxM/utv2py1ZNLb/q/Y85Zs/uuXuVZaTN73x1TvstFUh/sprrv/OOd+fM3cuW7P2VYSwfmqOnhIMpapkDDvqgTw0gxiAkRROpU3SsgnUgwyrgXrVAqYQLpRJWaFEMCpTlB9E4YkMXG/RgvFDX/86YiuE8378ax6f47SzevUjN9/z8Lnf++FhBx+04w7bveD5O//2qlvFE0xiWyPExhJUsGai5z2xNWJJikyhHLhCSTxU2bCasnORAGYSp8ba3V7w/Be88PnEgaVkFXaC5ff4Sy+6CsztTifPnZAH0Fe4UQUoSVrGAIJHVz7YzbwICxwRCZxqDhSsRGog3nMKMUWv0MInaWIM0taIl9WJZRVHIrDc4nRue4kqROFcsf0OT9t2281ufuCPk2XdjQZvYep0RsqXHBNO/twJ6tFK4QukFl5QEK665d79Xn3k6mw81zRBEgyUiZSpYOrNn2+OfNNrDRtSmAwwKAh/uXfl6WecW3in1OLOKIG//aPfrFxT/PfHT9z4qW0v3pIhi6VPWXTIIfu/5rD9jzjmP3/xm8snfbJW3RFceY5i9chG1iJ+hAc16M7klTc8pVhhP+LEeV1tpaJdF/fVxKFLgATh0koddkRKD3WRmBIHVjRO4jiqhKZpmpYVd40s3DShC+ZwPkFhskLlxW98Y8yUWmPDoIULqdd/NrwKpxfTxoRJXEEX+8KVh4iVFeteEXFbGiJ5mIqUS6llWjHhiLF9xYOu/saJ+dLKra8DxYrLV6Pct7DOAAAgAElEQVSkR+XDFQXFxnmIJjWyksBsfF1WqJFG+fSY1G0MDyrQpfw7xhRhUpUTKRZciSdhmQSplBCGrICo0tS7EEysHJd9xskUY0yY8EOEN+NZWr+nJYccm1LEz3i9mDzWUKmUUFas9uIxZOY4lVM3/atXs1d+GE/OcFEVT7+1MK+Se2ishh8eajfSAkMixSE9eHU/zeGxcuNRZhhPz8pKDlFnxXpH4UM6DYZjwkFOQesNBoboE86cKxuUIlo/km1Q2/E6WZ3/I9vj9fT7m55qo2vNbN3DK3TcoORC3RiqTscNopqHZ4WGXN2QiTfzRojqachUajqalzx1UT1fZEodopFWe+H4vPseS7ymQp7QZeSENUQeCk9too4RbZm0k6QqkhPW+AxIACfKCihIvN5x5z0TXVXAGPWSz5mzweL5C1796n1f9JIXf/Ws73/yv8+CmWdabUc9SVMiMRbkzZ13rXhk0jNpop5VVFXBDz64ik07TceLwrUS63JHZJiJmQM7yaEXburGTPVc9POzxiR33fPwef/zq6MOP3DB/M6HPvj2Y9564qabbPa2Yw4h45wkXz/rRyPjC0DK3EfBChAxK5sE3XxC2eaiYAY5UI9QgDw0gSY9PMZJC8jzbpfntiEUZPmUCqTikAkZkIUyi+0rtPTvgwKSkN/teTvM38CKyKOru1ddfa3zhYfnOakruuece/bBB75iJG0fd/Qbf3fs8d60Coeep8L5UTUJ6fz5C5hMAXifGwOVHGBWy8Lw1pNHqEUKknmioiBOnJh7V6ycePSRoACqYAELpQ88skpNSiZxThTh9W90ShAHim6WBUZn4cLRVntscrJgpsL3TALVjCCslkRUWb2xtpNyq2NTo8LKayZzIePEWUOUeBV//U33f+Vr35u3cMERbzxw4w3HBe4Dxx/760uO1ck8Cyb2TCoMULfbE1FmiErwy7JGjEPK6h3ffueK/z79uz++8IrH3HwHw6Mt73PAGVBfDJWMz7I/33W7imGQVRXAge+8b5U1bSKoFt47L86Mzlt2yXV7vOLw7Xfa/LDX77PNM7bYdOPFrYS9zxIkH/7AsX+88vJbH2n0GdJ68dI68791zeq6kDgGSEpUloI4999oHFWXcyhJnjpbUmKPWLezojBZhqcVHQvU7OOGLI/1AqtGIb3yoI0dMZUhKtmw+ug1otCiKGL59DpEGRTblINTgbLT2NrgaDz9HCqXVtEdiXvw6ib14aaEgHuI3mkJUWJYGB+x0dggvlOBUC0ZxZKPrSQOBsX9MUatKH80vq8rTmODMF4MLAMtGe8qRlPxEQN4C0QfpiuyVGT549rCvhTqdMq9/Fh5y0pwXmITay0ziXghKBPJQDuQRmvNysQrrd7D+ddlcuKTqdSOVvBwXXQjfmBjic6KJ2Q9m1AvW6h4adYf/HIixQ9yY+mvbVzphrSuDTLpa7SGaKzkHE5YzZCrGcR0DcFvQ8LWpjNHfznB1CmVJnqzNG0fXlc2WwCw3ths5qTrTEiMQcedrQvZbOtF1wlT/+bYaT2yDLO9oY/XX2EAcl4/ocvhP68LBgxnOyuvpUG9OpUyqkG3YFbzfCbDvs4d8tROHnxslQBMumB8dN5Yet8jBSUjSi1ADBzgAFVKFG2lFqNYsMGckZSJVAl33r8chkmpDyiQWJMcc+xbr7t+eS/3XnK1bvHSxXvstsvJn3r/kiXtd73rdQW5z33hR0jn9DKAARHvNDHmuHefcPFVt/QKYojRwgGOEmQ6tmDDNZNrzMhoL++2kkRViZVVEAQwtVwAwUS8VpKbFGwS413rrHN/cugbDkqY9n35c3Z/7tNf/OKXzB1JFdklf7jrl7+9wlFLfJcsK2mQ1GSwkoVqq9PyioSJQYQClIeYXpSFLFn2vsdGWolB8F1QGMMOzpMQiRAYCamB9LlGUQ0S7SKq+eQr9n4hqVPFb3524aPL7xlNR5Qoz7KR1sjV11xzy1/+vPN22+69+3O2fOrim5d3nU/ufWjVRK9YMIZOxy/ZcL6qV4d0dLTIVpMFiye1JAlr4m1PoGU3IBMbggoJ06c+8+Uzz7wAUIEos5DxYhWGR8eURMnbxLAHBYMKJVUlNvevWAmCqt9k0yVBRh3q2520cBkRQwnESiAiGOvzYtONNk4Nk/rHHlt97/0PCEa9UKeVEAqncu/9K8745vnO089+ceEF531lg3HZYvMl737rGz7ysS8U6TgRq/a1P4siz10RBlYK/fCnPvfnm24+7DUHvGrfPQ3lCxbOv+KKq++751EzutDppLhVoDRI3pASJAGSG667e49XHuqkLQW59qS1qYoh02LbhmFFrt63O6kv8okeCp8/dNmfLvjVLzdcuMFuOz/r1FM+MXfMGvBWmyx+39vf+pYPn7Y2tFCq6+nXIUpjIqke4Q16chubdWNMWMdRFQwQr051d4Ehi0lslxyIoBhJVg5Xb2Sq15s1euLFQVqSJKEyMMYScQQZa4HGcK7cc0wqNuLqitpCkiSlekdjXBcfvbTGrmDUxpqy4LZHhiuiKY1CgOVZBR3Iskuq/Ln3PkmSxnrXCu0R34IY5gUytuTNymi7oaNseqVlo/xjBZNXwtq4Xa1C01UM0+rAe9CcqcChug9ePbxvJJAHmSHFHHtF1DT+YqOhSIm9jWXD1sDkeSbqtZTeCoeY3l7baDYYn1uSJJ1OJ0CjcPcrtyDme8sJEz/ssXN9pU2u0kc6BH3EpdSDQpFK0qouhhILzFRI14o9g61fXrUFZXpCaxBuGUSwDGfbaF2eOY8zih0SfK8raAuJb5Qw73FyMbPygK6XqNVzbEMkZ4ajr7o7/Kxg56zaAmdS0TeE+x1EXQ7SNfobbk/smaxfLe76neo6i29n50E//c0xK9WiRjGDxldXveykcbeDclL1FWwmF7jOh1dVXcg3M69Y8dDDD6+es2BkJMUBe7/kltMvyLgDsCBlBKNcAlkQqxagyWc/a3MmFVEwbr31LiY2QY0f8EDmYUc28HYNmzZIKNXlj058/4KLdtpus7e99VVjVo5586HfPfeSu5bnNjGFesPKhkTRGV/oeTmNdAjQfueKHR+b7LrCjra9FpyowikRyHtyngoFRMWLeu9taKGZfsWFK9pJ+9qb7jjl1LPf/dZ/TBRveN2eW221ZWLw8MrJ//jIZ1Z1VU1qrS+Kou8IBVWAFUT88MOPGKh4/5SNFxkqhNqqVpWVLQARk1iaO0pjLQMVBfeynIightgoAcpQy1SwggAncN6JCDGxmLmjZucdnsUsRs1B+++97ytf4QhkYBXi0GvpqIFKkTC/9B+ee/O3fwFOlz+48r4VD268wSJmfvVBe577ox87IZ971cRDFdIvFiIDFhLPIK+eS8qJDYC0PSLtDVUhFAwITT8ISa3Le2yseK/9hYsoEIHEN958W6GwRHPmjj5jq02uuvpPbLjoqhqrMIAvVJkAI+DJsVHeZ+/dA5C88657uplXk7CayYlMlYxJHMiJsSNzrr7u9o99+gsfP+Fdou7wQ/a58pJLzr/sBlIiGK8AUdrqWGuJIKLW8u//cNPvrrjud1fcnMxZsPsLdxifa8867aTXHPLev9z9SJqKp8xrSlPuFv0ny46Nzt1oTZYkSKW1BmTJMZNVFWYi+IJ83usZcDragk0mXW5Glzz4aO9nv7nmJXu85tSTP7zLc7eHYPtttjHGhIAkhGn1h7TipTYo3qg7htdfHxVr78qzHOub17FNNaHDLN5rk7ZnLGBYIpnKPssT6MeyU6psZadWwEiDlM/iaLtu3FcJdusdy+G3Zc1YWeoZR95xU1xsshe3IFbeyDIlpqIiwThHof2Su75aEsXwTEQ07LZPy4d8EGmwSil7nkGl2nn4Qsz7lddbgS7lYMZjEjOE8QfiS1vbNjkFU8NYBWBQD0JCsF45eqUFtBJRx6V35VBXakrrNXSx6imaBMMqxtR1qDMkARrYxSEtDJUawrroa2ONbgXfDuKs1rK10+llZlaV3BUW0i/6JzVsLGCtTVMStTS44yxWLSrFe0Sk2+2GnzTy/JWSoniopzoM1/rphXGItXbC/W1khmN8W5eNHE5K1c3nyhxNvfOushOul8lWUlwVBryy5sbFuJWu6ArQHCJgGJdcz0Qws5HKG4ToGo9edwJs7E7sVznFz7CqDBACGtLiWE8KxnpWsTxO6VFTEbaqq83W0WBdDXW4CCHWy2JhOMabuT9e7CSB9RLhHIKl17lVbt9ff3sC1S9LGbR42sTDG/+krqtWd9ppfIIq0zVWNmvcYf2s6qc36DQqhf6NBkHDRS/rGdDGOdD4ARmwDZrh8YwK/JuoZplce811rIaNvuXYQzZakgKrmL0rPFGryMkjJU4Mq+WuuIf2fNkubDyLrri/d+MNt0IIqoZZFR5qDJzJM8qKlivSIrPepx2k4z/+yUWEtnfJ4g1GN9tok5SFdHVqJou+1y9CQwQrs8KIJPAWnighkzhREIuoQELbVuGcEgHMhns9NSbxa1f7EGOBmW3CmS8K2M+c/PU/37qCgX1e8YJttttECD/+6WVX/fEWz21l672aELkRQBwUalT4umtuYSKX9bbY7CntFlo2gU8sj6oITM7UYsGztt6yZYkZheDeFSuIDGBIW0bHkNl20jFQQ6IEp9rNMg8i4ZZtbff0zZ626WLvldimiR0ZNXPGzHjHjLXN3FHTalljLcgYq/vt/SJyXcOs3LrqT7cUwszYdddtd9hui5TUZ445VbUmHXHiKYFza0h6RnPyuWWouCAj4b2CoMqSeEl80AMNRSCGyHWzFqWmIC1ExCPYNauCIUSXXfFHBZwQs331fi8yMkGux6AEbZIOtANvhKHsoQ/vuP3Ttt9hc+9z2PQ3F13aandABjCJbTFbpZYxDEMebMfmnXHmD7959k+Y7dzx9hlf/fTWmy8daRGksEwUavAIyiBiJrAZR7p0lZ/3wU+e6mzq4bbaZP5733LIuJnQbPVIOyURUog4UQHg1BUmn6SJvFV0k0yVvQfUimcRm+eqsNBEkpGiIGdNnq1R2/I0LrxQaOE9yyf/56cXOQdVtFt26vWNup4KolarmKqqxIKxT1q9fLHiW1DhTOIHvM5BxdoGsRJ9X2ljyncuKBPGapx1Sc/wyTL4KwW3K0KgleWrvOS4wCyOmxsFV0TEuSJUMnvvRLyqeO9C8MLcJ7iC6H9RFCFILS3CRKQcnvB3EE4MX1+roRLdlzIIzPO8yHKXF+I9AQzqK9mJQtUaY41JrA3vEmuMIVYvfVgYit5VGWSIEdpMRcMeGKHUea1KfukbUS71ZRwfLsRaG6zAA6CtKJfEeqelAH2FwCm1Z6KBdQH1lSCtKApM7yEMRE18syphfSVPUb6a46OUUWW73Q7SoK1WqzPlahgrhVZkP0tMGP83DuNL+c1yzofDBWXUYmoLhhBZlmVZ1u1286kt/CR8ICiphllUjmfFMKBubVIOUeVFX6qhBgfHsbGxVquVJEm71Wq1Wu12e3R0dHSkv3U6HWbEZiHxwxJXUMdpFGttmd2Ib1llkSnTPRWwV7+ucomI8whxR2WI58uu2rDPcnHDdFuLeE0r9XIR9U/WTeNKj/tyTtbpaDs8aV1BQXUZ0HoF9pNHcayTyqikExobfmZSsqWqZcFmaMEgjconGpUY1qUWMwgRVdJLjV2hj5PPWeeFr3erIWbZk1Yhx9fPAn69geiQutknm52b7TZDr5F13ppK1XgjpVwpt16P6bEeM3bGV7KOAmnC3+w2lXyONo0b284PfvDbfV+0qyU/f1776KNe86FPnZ7nRceOepen7SQv1CJTP9luu6OOO3SXXbd3hctz++EPfbo3oQRPwZ2cQECmypY0UYeCE+PFJablXd4eGe3lmqTtXOC9JxRGvYgzbAnwHgoBBagogCcQqfS6HknbJC0peu2k7bKeYfJKSzfceMP5C1XJKVY8/JiSBRkypu8eSiCowHtxHpqaTjfz3/rOL7f54GFkOZdsskffOedCz4mSIWWCBighQGhGA4k4s+yiK+5ffuhTloxuvCR5+1uOOOm/zxmxC5zXNNEca1Ix5Lr7vOzFY6PsRFZ7f8W114nCsrHee2XLbb9mzaKNxxYsYFEhw/cuf6jTHs97UuQT++31MhUh0zrjWz+6/IobhRPPXuEYYEm8MS3OP/CeI5cu3GDn7bfZ4ZmbXX3LA2qSH/3Pb444+GXeZwm5dxx35FXHnEjp3F6R29T6rJe2TZGvgvEt5DvtsO1tt97x0MqMTUIgUViiwsEwHDwQAK0JPoGkrsWAy1OTkLUOru8oAa9Qr7jxz3d99weXvfbAXQvFq/d7ySXLLlp28TVOXFFkBEsMNWCjzk0uHnfHHXMIGQDtB1d1f/Gbi3uFD258AlI1CI7qlIMdNFEa++B/fn7JokWv2OM57Y5+4iPvPfyN72zZVg6vYKAvgRj6LY0nK2m3yG6444F//ejnP/beY1qcHbj/Cy/4xa9/fMkfJnKwKsEnhsLFqVKhDglp5lUVaghE1Jc7ZEqcz22S+LxLiWo2YdJUCk9soYaoILJkmVKo4I7775x6a/eXpXoaCzXblXomsaJPMKicp66lOfwNFXfXVMixOEgt+ZDA+cT1n7FKZIVCLBf5kluLT6PRVBqRKdbwSvgYmZTcV3kOsd1z+d21puqANQGJcV+CTgGAiUBMDBncNc3MJM3uuPX3cqXrqUIMIPKvC6PUarUCdZbnefhhpS60xGaY7kAdx/HGmIBnULOALgPr4doQcQKi7LOK70gjFTxIu67CkZY+EI0iQ6g5ltU7VzFdxqMuAdLYQTo8NCpRa+Veo6lFbYgcXZ3bHFQ/WO7Kk4IMKxNBp4jfqc+DmXUKYoV7V1ZCVmie4PDRarXKyRYH2/HDHnsh1AOqUgu3Mo1jSdVy2tfdFOpJmfiRr+ek6lW+Qx6rikBLeQvsrAoI1zsUXr+geZCWQ+PDMysgNFzbo19FQMTEoQeDaGqBnso6aG31H479Bp183UBvJoWvf7WCwHXeytlScMMr3x7PzuvTdUi13uOxhfh7QX2DBnM9HuRGocu/faHslDjI3+joa/+ug1GF+fGvLjv5y+e+5ZiDDOMtbz5kl+c957RTz7n4oitW9rLJLDOmtWRs5Hk7Pvuww1/14t2fTyLC7a+c9r0f/uR3YkdhvHqvUFYoqKVAz7R1JJfEi0vUWOQd6h5++AFJSoX6W+957Na7/qJQwggKkzIZBQyEnBhxgAOzJgKjZOclvZ4UrpCElXrdFEpEvV7vNfvut3heSzwmBRddeiVsG5z23yjBQoJE1QnEcOrFkNivfetHL3jBznvs/ozMy3tP+OzlV91CbQZCK6AaBSkEECIhEIkmrT/efO8PLvjtW486gBnve+eRC+Yt/tIXzn7owUdXdVfOn9/ZarPN3/+u9+310l1UMSl00qnfueXOB5XaVnOS3qhpFUUhsvJNbzg2ZCdWTmDZxdcUjqyRTpsP3O9FTLxyAv91ypn3PLi6J4nndMr0lMbgXLFq+x2fddQh+8wZ00+e8C8HvvHdq71ZdunV7z/xix86/uiR1Oy5x/PP/MpHv3LGd6/+080PPPyoMXC97oYL52y22VPfdezRr9xnl4svveWNR/3bqsli6tkk8mrUK9r94k5ShoJzLz1mFmNzcUGklARQD/LCIsZ2nXnHP39oyZLPveQFT1+yYM63zjjpnO/9/OtnnnfLn+9eNZH5QkZG7dzx9gEHHPS2I/fdeOnGTvDwqvwN//Se6/5yH3gei1dxAohy0BxnKoTFq1Ed6Yo/9l0n/up/Tt9isyUv2WWbH3z71Dcd/b7lq3r9hkcS7SN3GChLL0lScfK1089/6rwF/3L0P3bG7Wmnf/xN7/jYeT+/OGUSlcI5VVKFqrE0ynmLsiThVmacQoEuAPIgUKJiXPedRx38tqPfeNqZ3/3SGWdP+EKdb6djrvfo2Bz3qgP3FOhkrzjl1NO898w2Tp8Gjf5GRe6KKUKcpYrbYwYlGRs7lwaVCFU4q8pO6igxUHwVkYaQaK/gjUpFX4lY6iIc9RKqetHQ2l+FKLPP4SCmvMqSs+BiV4+sKkYREGVmPzXCcfirqgKtO7A1nlL8CqtUtFZuU+yth+n9eyUGS9M0DHIM0ko8XFI0IZQPhF4J+WL+pP6PmFCqa9XEJS1hMCNVUip78ypgfkjIh6ils96yGFOIlSaryrfqOtWN+gVDlCxmGD41atuW3ZWNLfRD4E0jZG0sUpsGY8IMhAYwhKkSgJI0K+nExpK9OD9SJhHCRKosBSXkjqt2y1RI+HqjZXwsrhuTT4OasIYAv1hIs75M1dWMKnV8lefLzuQOVaSrGts313lH1xtUDNe7a+wnnIndQuM/1g609gPIPqQjrpeITCt+Hfx2GVTrPCSf0SiaNAS2NTYvPVnRba3he+Zgoy6bsR7E0ZAPD9cyHY4h/0/pdj5+JN/o2Nt4yXHz7WwTPbOldv9f3SLzvJD9hrLpevPRz35lfN6c1x28V5ri+dttvetn//2hh3tX3njD3Q+toLSz/wt33Xh+ywM54Jh/cuENn/3yOc6OZFAQSelbpfAOqWTFqhVJeyxhBym22GzTd7/t7Qe88oVO/equ//hJp9z/6MM2necKCFKX54bhvVrq5ZMPmHTMqLKKgh0lefcxTtrtpDN3rLPb83a5+LcXMvsTjn/34QfvacWRxUUX3/iHa69vjyyZmOjBMq0FsxqUYbzX1La8y7qud+y7/+Xzn/uvP99211nn/LQzstAjA4SUjCpU+r3NYCWAIIZ9Z/QLXz37wH33XrTEevVvfuMrjzz0lf972c33PXDvRk/b+LnbPr1NMKy9nC7+32s/9bnTYeeMjo/ObeNlL3jR+d/7/habLX3zkUe+8dD9RD2zPe20Hz70UCbeiFt56GtftckmGzngwmXX3H3fw7lpCVtQG7CAMDtxqYP86uIrjzhkH1J5ya7bbLfVZlfefL9HespXz972Gc844pCX+kL2fOlOL919pxUr1vx22eVOkaa84w7PfPqWS1XBwLOe+bTR0c5EHjRqoCIta13eNdkDBGOUmcAolLyiKJTAI5SMqjKmGh2DKAtgRWwyNv/d//Kf533vtE0WjbDFoa/b65CD97rjjkd+97vLWklr0002efa2W4+PgSRXoq7HJz971mVX3aZ2nNQSPLODCZRLQJhMMI5Z2Xj2j02s+fDHv3jGVz5EvrfzDlse/77jjn7PiXZsnkJpis0D4BmOiqJwxAnx/P8++ezDX/ePGy5Aq4Xj33nYRb/59SOT4JTZMAxEkBj43spE1rTFsDNqHMgT5cpQTYFWyyYbb7j43W9700YLWh/85zf80xGHfuLTn/r2t38okzj4Na/64AffsWhhJ3O47Pc3XPPH5UQjjRnSQY0rFa2RRu/ZxoxeY7tLnQ+pWMbVD10pzaoUdNVf7mWbRoXQG1RwXg/XhrzLqi5exoTqUO8dpjdNxQKGlVrWWFowVDGFEr44fIw/4J2rW3UNOdsKU4cmLfH4kiu6FxUjilh5Iua+yosttW3Ko5cFtwHrBrRWRuqxc8CQmKHSQcPMeZ7HpZLliVXSEHWftHpZTdn3VTZAlWXAdbAxSMEFAxyJMFiNs1GIFdNlWuvscaWDY1BLWCU7U+cMK+4RAymZvgufEgcCZuo92ySuWwFFoao2dInH8Kyk+Orfqme0K5pwsUZrY2Q1SJJgkMBv5bY2DnulNrUxgRUr5cQfsOvUnxyk1VEpNca69FeeEBJgCLlXd4GcIWU0ABioiAgLqfKUSxL1ted4nXoqjYpGw5EeBgvGDK+jGw4CMXvJjZnfguEWi8Nv00xopfWGDTORuvk7wiTrLbLSqGhSL9qc1Z4HlUbjSa3e/PvCfIBCHdkM6cdP+uKjqx867OBXLJkzh5WXzLcvf/GOhRUPM+YUeQamLPOnfftHn/rMmRNZkqmlhEUhJAEkkfZS67/1jZOE270iV7jE8Eg6MtYGvIia004757zzlyEZ6fmeSYyKmKTlvTLky5//2OfUqCBVYXGkENiMyTF/+WtnP/TA8k997PjJVe8xSTI6mrTgE5289Mobj3v7vxGPTvQyGAsSlAtk3zAAiW17pzZhIb+qlx37jn/L88S2NsglU3KghMkopK+bQH3mFawCAdvlD686+NA3f/pT/7rjc59J6lJrX7zL1oKtxRLEWXjv5PLLr/mPD51K6VxvRnq93pGHvOqD//L6E//1KJvYuRu0jBYk+NnPL//il77RyxOyZt7cOUce8TqB9DKc8oWvMlkDUZ8zp6zEKEi6IgvBnd9fdf2jXb8oVfHY48W7Xv6n70qrnY7N/9gnT37o3vuOPurAeXOSBG6TpZ3DXveyEFUwKXwhsMuXP/DvHznpwQdXeBoJiiEq4lVO/I9/fu/7j2Eww5CEWERzhTPpB//zS+ed/6ucWJgYhiGeVZmgLLa1ek1eTKw87LCjTnjfMXvu+eJQAfm0Teduuele8GwETNACxHzrbfd+5KRvnPfLyzyPOCGGQjyRCLyQEJiDnCkYSgLx6pmTX1546cf+69v/9va92u3OAfu95JKrD/3WeT+eMoUAFA4ooC4hFGBKfGG6zh/2hrd868xPbrhofPutn/LJf3v7uz559uTkamZyzhPn0GyX525+9e/PJyRWiYWVvBhxxAWSS35/x3HHvYds+rsrrt53r10SIxtvSCd95J///X3HAXZsrGWMGMM3XP+Xj33ky1lvHG0/JS7fD8HDW6UkoBrN6OrYrFHruzGVHufmGzO2g4KzUhmlwvnUKyoDvdDIyDV61lWiugp2iqFvaW9QCcBiMBlQTVwSGcQ2B/EGJYPUP4pMswurZPYx1J8QTb0zgwKYISILcUtLDCrKwsvSk6A8yfK4zrlY0aTsjEJkmxbfMo7UGuunFPdiIVJJLdsCGydno58EmuyqQ70AACAASURBVPyiK5gn9qIou8hi64K6+OqglEEd2pU7KfMXdQOSxqA9nh6V4w4RYm0suKsHz4OyGGvvWuS1yCAmJhIOqwSTSZKyuLdkWeOUQVyiWYLnipVlXDxcTjwMUC6N+eEK91uxSag8KY2CrpUsVb2bJn5aG+vSK2mR+pDaQbRSPZPRGCwOoowH6WcOil8bnZTrS/yQqVCnvxto34i+GLQYTc0nIbUKJe5BPdSCQCYHqSqBM2KlKH3feHHM5SRuTNqF38aM/KB4vX5d0wvEqt+qVZAN++3wq8Dsdg4elCl4Qkr+Zi5VOpxpXG+x0EFZtNmWUM4SOQxtUQtEySy+riXpVE79meZWADaVNX1ano+YZjujhs7G4delMzxK47SpXPRsZ4IMuMsU3vdqlZI8Gb93TX7ip8/+5rnL3v8vb9tnz2ePJMwE40zbojCU2dZPfn3LSZ//8tV/vJFsR4wBDAk6xcpWogLfJTC3E8Lc+eEISRie3KEwuPn2lR/55Fcu+PmvOZlDZBI24oVUE3XGkIiZPzZmTKWbGDlDBfPIL1z6lBFgbN6IEpwTJXPeT29473+e/FC2iIksC0lBzhGwxrcfo2SSYDQjHfeag1EA0DahU2TlgFrGiBRd6ERiRczcbuigUJNCsswgIbI6AXPlfSv3ffPx//iaA97/nqMWjsEkQaQFhbEPTtiPfvLrp552TtKeK9q2PrM0seUmi+GxYFGHwA7oSvLd71/yHyd83LOxdlWa8LO3237LZyxZLfjTrXdcfctNmozkOdi2BRDKGQoklLDk2SMPPHDmN7/1lqPfyAa777XLSV8+Q5AWfvyBx7of/dwZP1t2+cmfP/EZT1uYKRIDrwJiEXhOvvS1iz/zmc+smZwAS4LHwCMFI0e7zeiM8ZyxDYC1y58ICoUQxpJi1K4SlxYYVXZCxNSmEIrQhE8wgdE/3pP/49EfePkeLzr+/cc9Y8uN24khABaFh2E8+Eh+6neXnXb61x999DFBYmwCL6qebJEr5bzBGjI9YAKsBonpat4TWKMp02jXdU465fs7bLd4n332aI2akz72lvvvvvaKK680vMlqQcIsHgnbpGgnDJGcEsnhfnvVDaeefdE7jntVYvHaN73qsj/d873vfcewGIMJTi1SAyxZ2CEoTT2EAghQAEsWGTaP3Xrfqje8/fg999zzve84YqenL0Fqxxe2GMhEle3p3/7FB0/8hPPWtQzQYQ4hMmzCU46EKCUThhd0rLNKrRLKx3rxMSVVen+H8Dp8vt76NT2Q8CVRNj13GTqs2DnnfV8HrzRAny5cGeiastRzmlMfc3iLrT2sMRy0YKYk4jwxG8Olyn/oKipPrEQO3vs0TddSQ6KsYDYlIRawDABjWKB+uh5pLBBCRBZrVfesMf1vegERK2Q67Kk4s5c6hOGgFRxbxpmxGl8ZsIUgPqiPrFmzpmzEGtKlWSYLKneqBLExJ1yfPOEQJUKuOE+UOi6h3w9TvVgl/xnDp1BVWG8MW4uX1CXGFHnhvGeiwnlVZWKQGBu9VVWDPGnchKbBuCZiF8IgBxarJDxL8rOSao+tIOIa3RhvDOEzMEAStqJ1FBOAYRqUSjOx3GAI+9dCFKcFNIcYIgtqwxTQnKRgsAKifmo/sUVBrDdb3qxGTqgirhaXNMd5kDhNE+NzmboXFTuWWBumMQkySKwx7pWtO4VU4FyjBGudQaVutzucQZqJdXJ9BlQg/qD0zxATuYq7PNblq17fz6w6mmp78NCWJ2XuGZ+Q2pvvvm/7Fx2q7cXKufFWzJPOWqy38/vflHji4RTQbC3+ZguZZjtoTwjMe9I1XZ5gmPekzLoZIvC/wk6GIP8hV/qEHHRtCRkYIFJleAMP12u3eOmG85759KctXbJwdHSk6HWXP/DIDbfcftc9D6yeLEw6qpzI1BOUkBXJnrJ03r57764yaeACxIYyYAgK1dvvvOfSK695bHWGpOWVg5plqMV79Z7bL168ZGoVrWNoYUqvvOLa1asnt932mYs2nKvoZXl+9R9uuOP25St78EkHAKmSCqk35Pfa84UbL13sXXbOd7/zmJs/FKAnRn1qCnKTL/mHXbbaYnOvdNnvr/7jTXd6pEJsUuvzPLHwvTWW/VOXLtrumVsvXTxvJLWq/sbb7rju+j8/8EiXW3MLz2wTdT0p1uy43dO2febm8+eMiOqaSX/lVTfccdf9vVyJjUK9y3fa6dnbP/uZI9b/4Zrrr772xtzbtD3Wy/3UqiSAOu0YylJ5cPH89Ifnfm3p4qec8Y0ffP6LZz6yRjUZhypJIb47b9xut82Wm2+2UafTYiabtG66+c/X33jjQ4/AOQfDUEDd3DkjBx+0v6FCfTc15GCg4H6OgkVJKBUyv1l22Z9vu1059cSN3rB9vQ0v6nvjI8nTt95ki802XjB/AwatWZPdf/9D119/0wOru1nuTNp2HmxbrihMwvC5L9bs8vydd9p+Oymy+x945IIf/4xMm5N2ETz6QBCFYrONkz333FuUVfWOO+9edtGyxYsWHXjgvr1ullg+74JfLX9wEkRCQgDBWSMjqXntQfslDGv0pttWX3TRMldMvnT3F2611aYQxxTI5n5GFKSeICBFeve9D/3mt5dmhSixUze3Q896xqabb7bpBnPHieihh1dec+0Nt965XDSF6TiBshtSHTCrFaMxVmnmByKxhzj0x3THqkqJXcUvS8RXWqRiNq+EMXFAUmE2pimXTDcAqEQmMSbJsqxioFdPqVc4LmZO0xRAURTOOQMqY+uYxonLO2P9ifiTZUwZExrlacdiJIMk1mNviYpOe3xFsZBg2MP4+Hi4hLBVClwHGb4ZY0ppnFarFXr26nKdce1cvb/LGNPpdModBtBegqhYv7EEpXmel4MQEgcl2q9Xn6kqG6RpGtRl4i6ykZGRNE3r2Y1pT4dSqVUb77kunVjPvKPmboWmTrmZvCsr8L4RLMTq1pWwsDyrEjynaWrhHRkPYoDVs6o3iUqx/8uf89VPvUfzXuFcxVEw5oHjRyDWRoob0FCr/6zzupWnI8Z+daw7xL+t7jlZh0L1EoNGacaKxWL8lfgpGB0dXQvzhpd4zTAWHOSuXgqMDg+C61aV6+QDG0HaLBFdYyD4eGHeOtmemdBBT3jV618f5g0x6HsyYN76AZX1AHvrhHlP5P16MmHe4wTGT7hh4BM+z2cOU2c+DWZYnhoWLwKgjljE5dYSk2ZZt91qeWHn1alpt0ed075imALQIp2PvGfYWyNa5NR/HbIqKxFrDuoSWbUpmdR5DXYFUGEFseYCYlZVQ0RTicaIBM2hlpASbOFymzhQISLiE0MjZNVrBg2NeDBEIkUnMYZ1YnJ1u93qaXvIfPCaGNKERYpJw0IqSuyFPbVgUvHEMMyAeGYyrBAHcQoxBOcKm7IxSc/7rBAiNq2WL4rUwKhYAziFksCKGg/jiUAk3qUJiy+sNZStVraFh0nbvWKqsIqEVUHCyZi6ybasPvnTHznwlc9/23EfOu9HP6X23IxbvULJjqhNLalKYckZIjbsnHNe2CTE7IvMFT5ptYkTAyKSojvRssxaeJe79hwoiJRUCeoBpzBJi22rVziWwpDUwUm5ejjaQPJJYiXJjIGBqCqxFSE2VrI1xiZkjJIJQoYi4oueYVWfM0BEnZGx3Gvhla31omFd4KC0ZpOi8GBjbWtyYsIkSZIkTOqKzBVZkiQhPxBiJSZKmNXlqUWR9wxpzy6F+iSl7uTqhJmCPooXKAGwxEQkKgplts6xtakTMoZFC1KfGOp1J9uthIkK70WZbOoEDsbaVHRlnV4Y0ug1pHCjsRKsUSmk0YS6Uj4XB20hnqtRi82uypVu57josVJ8VInCKz1dcUhaRrFxS1hjX2LZKlYJo1utVmCf8jxX5wNPVRdOL0++/EdMFVZMd+ICyBDjBbnR2K8sbmcKn481aUowHA91HLD2vSuAALSYeWJiIs/z2Ka8UtVWh3nlSCZJUkr/lwRvid5jIqgCZZMkGRkZKYqixIRJkuR5XqLlsoi01Hrp9XqlQkxRFBVYHk+2/lXAp2na6/Uq9vHtdjv07FVWj+k/gfgGcBWH8fUTqOON+pM4kxhgUEtXjD3q1kSNEXuFSTPGWHgxCYwNMI9EHFuo2+9lO3/1U+/SPHfTje/LLENJ9pbzJ87XlKxyhayrqH3WO9fi6uiiKOInZYg2RCwfhQHKkRXnw7iGtlG8o1JEXflVeVajo6N2eGIMg4VM6kXGjydirmsKVVJZ64w7GxWfGks3B/GKTx6TsN5bo6Ty39EWP3Wz6gF7PLxTPQRvFGFbj6j9/8mtToMPB3LDC/GfQMmlGRDyBF03vh2E36oFxtAocpv677TP09rDqk6P9KZ9i0AEZYKKCkFBgPWFs8lYBohzsJ3V3hOFlzf1cgUxiSDEygQUj1JiVdSpAgxjpsA8K5EogawCUKOe0beX9gQAAlHDHVVlAKIqfaHMtY8DE1vjCwELEnaqxrCIkDVehPo2egQSYht6vXpODRHZuYVAVAatUQAMMaCZd4ltO/UKYbZOhU2iisQaOA+BFyG2uVfAEqeiHiBOyUmhzpNNknbwKC2MZefh1BbK8LAmKbwokQYY5gtjqACIKfO+zXMEALnCI0lTEU8RuMqyrmW/y27PO+jA5z/6YPeyyy4cGbF2rNNbndt2W9iDcu+disAY51WdZ5uoJScqAmvYsBEi8V5NKh5Je27ucstttT6DASlBiAQQkJKhwudaFJwmlEtQtmic56oq3OWORZEpWw8RJWKAyasArmVaSlQUnjiQhSQixrZUvILBhpNkMhchy4Zz55nD0Xzws+gVIDYgFOooTURR+IIIILLttqhDX02VyRgR9JyktpN5b5KWc07QY4Ms9yYxotoXEzXBCZ4chZRCwOpk2rZwjjg4xftCVKhFnZFcRcWzTUDIJefEGPJCBXmqg6UhGK9x/WkMP4a8IOKpW2kJG5Sa1OmObUMWqzi4bBTiq+sI1NmtiodynfpDrZ+nImIZi+8BcM6VmKoUIKHIarzi6hSbRtRj6BipVkY71oEoo/yYl4jtIupi8ZX1JETS4dx6vV6SJOHE4iLSevzW4IGsGmz94sa80KlVlwBpbAjKsqy0Posb5+JmrbJosFFJv7GuOLrdXOnlK8nMkiMdWPMyxebF/tWDauJKfZcKT1UX1IltBoe/5Rt9xoP8SYW4Q61DKq5frRh/e++hTpSY2BjDxAQYNmXdsjGGoqRAPFB1Z8J4t+U8jNm/Sr1uIxMT7nsowY1R1qB+XdSsyLEukcsS4g5CZ5W/4yxM4znbmbvJDVlbh2Tl65JQlUd6yFIe+wYOsSioy+A0UmHDQ/m/Pocw84qUv3cUsd5Xsd6I4kly5JsVOfx/GXs/nmH//9h70yjbsrJKdH7fWvucE3HvzZ5sICHpe0HpREUFhg06REuoh4q0NogK8iwbFC2xgNJSy9Lnq1cDS4WSzmZgqQN1PJt6itjTigg++p6EzCSbeyPinL3X+ub78a29zop9TsS9aWYC+ggdjMi4p9nN2nt/85vzm/NTsFCP6hlNv4U495vVlkfRYZhXJthkvH3h3MQqcqghKuvgL3g0mXnkHKSbn0gET5/GyZOiijQw07oOJIekwe183XXFQtcL+5RSlDifzXMylAwrM0E2gcwsZ9FQH9aACorFdJdX1WC6DYotaEeSrVZg6LpdACkNue+7+QLMQ04wleCjh+KTVxI6SwmOEyw1gyLb2Lw8hBAAYYi+kRqjSAIRYuj3T3ddiDHmnBIHM3Sz+TD00nWqYRgGlU66Ga1Pq1WI2s1mfT9YsjBbUAJgB8MQuhg67Yel0ZBWevLkcNNNMp+HEPqkIQaqqDLlXoNwTP0ClYgx8MILdwFccNHOa37/VZ/45P4nz+Cp3/H9BzlYXoWQKYxdDKop5aFPZC8xUqhA5hC6WRqSxG6wpUCSRCqhoqoqCXD3lSygKlIauq5LQ28H7GYnkMNWUU15VOOM7ffznV2FpJQ8g84sxYghpcEW824eNGSmnDMSY9cFjUwxdFFDGHIysZwz1As+dTGlm/jELqfUS2ai7OycUNW+X6U0xE7n8/kwMA2kB6MhQKCxG4YUQpdTnnU7yhuDhCDmdJBKEI200nc44AqAagaycRjyMnZRIKvhoOuCREnIaRhmcS6B/bAysTgLVPQHe3F3R/ICR6u1z9qEmpR0bUWxmQi6WUbjaD+zFsZsWilszQbY6sJfi8tW1dk6NGyqDTdz0lpKcKshZAs+J4Z77RBR2V9BO7I1YZbqMF6NGm93qtagrSyzhRATl4QJQVTh2aYRfJ2HbLFK67PiQs22Cm9dQzcZ4M1TthW942hPlM0tbPdogskr+HT2r92LFma0H4VDSr9D21lZoxqD3q6HjYUH2KG0Sf9XP3fVmMRdWNsjOWGE6sqcVOmbuW1HlfETB50WQG6Obm11TGwPqYgolRW+wpjSIARTTjlnWEpsvrTGcrSUbE2f3+z4T8xyJyd0q71cHbDEKC71U1/luMeULlv9CI/qSmxFUluNG6sn02aG4SGYd0gifBgsHS9t2ip/39y+o4RtRwUhtOcAh+2qzl3ftTV27xy1lLKl9z9RtJ49kfyshpzHA5hjlLG3NUa9dTHeMQLgT82WH1/9fwqA0y3/hlv277xZ+3JWzfNZ9RufogaByEQkvDm9e8yFQx5nGXpLFpiIELVwKJLa3K80dDh5kiD7QYJoDDCjWYiRLOHadJublEBd6AJZ8hJu7SGgiYkgQIwICghFxNxOf4wuyKCqLvshxqhR+5QmfcFg2sWZINhAwuZhZhKQQMNcY4ncHllLgEbTUvJlDWc5KREWRLP6oJGKhmE5aBQw5z7N5koMvfUaghlikGwHISqZLUEUxAykinZhDnI4SCFEBFgeQoRh0BmpqyEliYBlPRHTam9+aicNZjlr6Ab0ECMtRDHLzoKWLAOTlPiGN77pdX/75oc/+AF3uOryCy7nu99/3Xy+OHPTECQEwrIJlTBFWISAINmyKiBIIK0XEeQsIQokD/sagolkWrCOoPiEDMFk8zC3nnPZyUIONBw3nzwnEOcykIauuH9JBkGbSyezWZ96UQCMnXqlntJA02yU3GemGDtAaCkGeLwdCIGKEklm0mkMKWf2KUOEnGvHzH5vRSAgOOVLZhAaQDVVNTDnYcaOmSHMUkpBYk70ZQ0IYJ1GIrsHHghQLMMUGucGZmaIiWo2AzTEeVRNaSUBIS7Yb8lu3pqYt/lA2er3tlV+dlSasKqU3o6UKdax1C5/8bfWKmb8vRjIbjULmGCPKglrtYitlV97o2v78cqx7Bu59eI/aqz/hHocvJNUY5+suHQACBBB8SdU/7wQnc9xtWHFUS26OGbWqMVLVcbZlvLY8Ijf1AF6rl37vb5JLTVatZRtkkGVRE5mz9ZaNaZ1pSbFH4jIot7zCNWRpfVBab8OzRxmu65qHV91m77vNb+ByGi0fyEKMujWKEqIQQRuzUvSRt/UccKz065d4ceEOlYt6FauWEyq7Z8x5ZyJ7AfNmELcyZb7YTn52Pl8LqJDWq1xrI2yyRCF0uY6tFC2HsxJuEg1PjkG2m39z83r1LfcRtFmVgA55UQijzCv5aUnmK1ibGzLvazQvV6Dm2t10krIOQ/D0MZytNEXOCK7BdsGfI4qn9oe01GSyc0w9AmVWr8oYmP0EDcnnezcC6Otdj1bU8u33p238pvnKCfbKv0/e8XGc6UFji/7zqVkvFlzrrfWhNttwlLKpux2zXncQgSydhy9dfbkLEfpHJH5OR3ds47P3RIYx5v39nOZkr21GNdb+PlnefGaqTkaBx73abchgU/oCJXgusGgAAcvOkTU62mHdmAayxGFgLDAXVCNKiKgZ4yTYpDshiIRySCkWan1vMAuy6xHRNf1vildN7kmO4swJdRfzUSpxquECoESjOxPKIxfEIQGAuGYgxDUYEkdgApJahCQCop6VHpERZKEgspcj1qSlYiKqVLAoAAyRZklkwdQERC0gqNFkC1IzAMCIyA59OVAwkZ2Vsu+UHdP7C73+vd98NonPfV773W3O5136vxrrtt79wc+vrdCXJxH0hJRyjEhACGM5tHwROCcBmX2nh9pEkVgKKggjLV3FECgNBGIGQVCSdCMbQEkpWmdO0DBIEXz6/VhpGSQGclreM+m9jJONLhprkju1IhBi8+tgKIQowhEqQYhkQmRGccrw8bD7nukPscn/vGDKolBQahZ3gWYMowd4dWDu7UIgM5ACMVEJANkV3JAaBkGZoUREIQgHUnLECqS++IAYlsfl2dtDW/+8Sg5T1swbVBhrPfww0Vz/U+PBKlliWyd6Nvsx7fl4yQBYmvE2eQTxNjqG9uRueM73ROU244kObJqt21CbmxuWPvtLcuxyXW0O7LVb6blHND4tbQW9pOcA8d+9fcJEtsUappZe1PfNJMkrWU7Xezgf6n8m//dBa7tYKEX94e+C/BC38Fe7NZUJA47z1U4XVmgrWFodX99jNA3oJUXTixtWsKwQuUaQ6LNz9Yo3cmRd+a2/RA3aPV9dDzT6gOdJHSnmZYr29nZmeh1zz1Wd0o7t4rHilP8/zy49HD+nhOYFaq143m+Jb4XVbHsu9MOqbbdopaNnGxnNc7dtJGfpHdsndk7Xo7eWnduvqBVB+CIkciN3uvRmOSoTdk6trc1pnyTItiK6/55UOSoWbutsRA3y1/hVpcX3tZv/1SSS59KHemnV7N6/LffujNpt6mvyS2FoDfHqPOW48ZP5Rm+TSlkrw49iloJAUcnRgEyYP4aL78BUEabRtHEgPG0iPMynlknABiNgVSKQYqtdOn6j3wEjjtlSWX0wD+8AMQACqHQ5gXlq/0XBexYmCdOaQFKmEBoEGpZ3gYGMI6HxWcr6bnhZTtCqnsJQiAUAqY0ExMKEEoSX8G1AgahAgoI9EybxiHlIIoBIlge7IUQY7zk9P7Bm976Sdr1GrshdXExS/3KNFDDepfXO27+e2eL4CgIBiNhQADNT/agHkuIMmPju+hMqwiPoKbrH/2k+AeMQA5UG8/QKDwVoWFUY0LEIOIDgSU5uBivGMRFYjBav8Z/DUiAAEYgmA96ooDLgu8pQihJS1ogb/FoCSDGjRCZUUhmGiAKNSefKICKIxy4oBhEcgDuHi4iQURMhnPRvExM5zbTorc+6I8KktrEgZOSZpMqnDAnmzFoVTA2kVxuEpWlkoOM45pVyTmuV8C2lUyTWbjW+2GiSKz12CTIq8V1R4nTJoBtM4F6QuJNPq217K9ESiXrWv/MCaXZIr12IK21NIQw58Rx3HhUZFQgYFuV/FVN2s2CmQ1DoreBCGRz7JVyv+ZJmI3l5uFbJJBsQ7Y8ASRW+kKA2DDko44empAw58FqrGJdWi6zb61lWkub+XxeFaH1NNUZs/bo1aPt2HVrir3brk6GAEVksVi0HFEIoeu6EAKx8lujlNaiiSqRIRSliqjC/O8iEPP/Jykq9H5c+8CdZhnp5NKYwIp6RQnkeMf+titRWxutvHbiDet+PBMGu7LcdZ1XZWYdCGzTFzaliK1/0lGKwq0yt013iXOHiJsZEnXbopzt8XNU3bZpbzUF39s+6qyK1WPSb86Fi5vcgjcnA49y6TgHnsoVWGM34VYFJJvA/V8NMPuXNbf26UIvtyxuYQpYpp/2KTwFn9LTfc65eUe//baEkA7tRpDsd588yr9tTBiUkmIoCssC8QBy7StPzPWQXHkxRYfDhORageCTMzwXmNe+NQCG4h0imaENVvSC/xxXURYtN0sgkCPoK1wla1YjRjGa/89YA+jYjjdNzd5RoMHEoDWaTtftCWmwmUNRxxhymLjNUULOaRBFd8oQREKfLe5IyssQQSZKLovq0H2s8FaEWI2clNFVmKFIauWAKOjVRqEfg0MakW3iw0OPAMl1d9cEU12ipkXBZ66kddRk9OQ6n6krT6lRUyjr3aD01VRIxlHO8mUqEDFTGStaPx0szQMFA/XAz76M52o81EJhDyUyXLcJIc0ht8AERqv7mYxZIOqJFKXHUTB+a1OJm5O7O8E2E05vUpNsor5N35fNG9qmqUm1VZx8SPvhk2E8YIN5ME568O1bJqq8TReDShJOrFDqRrZsQ2vqUPFetY44SiJYy+IWYBx1XiZCzUpAtY72OJwxOMlwqzh5k0hcH2ccso+vb5l4vUxyvWOMs9msAiEXrE5m7SZkjpNp7RqbeHjWhHE084poAgO2pqfUXfOovRZo1eNQSdcajtdqAidB7fVb2qFHN5uZUHZtKl0bH1+3ygMJ21RA5/f29vYwSlXrYm6T7iZs3lEiu82VNrmKtw5MkqMAnaU52Bz2Qx/iV+XE/GYixaxbWI1M2yLcl1w115lsjH/+1vbHJDN9a+N+Msq7OfE4SZicrPBj0homK7+uhzWb10L5reDyGPfLrTnxk63cuilbQd3NJbWO4YLPGu53Dsi2rKqyzUT9j9re+YzluD6NyOpfK6j7NB+3s2gXBZ897J9hP1pG6cbSR0Z+j4qieTOvc7UhS3VERcGwoSp2fKigZkHWQs5Ufkab24IhHrNt8dAtXUDnxxQyuMDURoTEsrpARxHOnkk6rmMloUwKgdUIlRBCKRBawDAeEH+9lC9SAIh5DskmGTAWxKUCFaowiBBOcFEpYy9fKusIRSzHHsE7z96xd6KSWWIMA3uJKROiHQJWe/uL3d2csxJBwuH2gcJUUGxOLfZ0rSagoqSVLwIB7awrzx0Rlo0pw40Yt2PrzH2pERkq2K3LRizIyOK54BXUxl02gZlqJkEZC9/bDJezEKOIJkqZLqly5IWECQvMg9vNuEet03USuQKJQsr6IzvWpZZEiSCSHQrTREuvwiBmFoxRxIgEBMIK4SJq4zN2kyyaTPscf89sy6PWCr89wm2FZAS06wAAIABJREFUMynF2qj0zU/YDNBrKax2ZmwCL7eGlR2V07VZX02G0FxHhyNsQramRxw1PndULTFxYdnc5aMCnbfuVFtYb85MYpvhZPtPjjQqlGpy1UPXrW9uXddNastNq5iKdvwza5KEW4+6fq8tGpugedsMnGitU9oBvwm62LSmbE+3M0XurbK5jCuWmIg/WwVgPa0tDqzi0r7vaxAFmpyM+peKGA916HKuvjsY8wNXq1Uap7v9l5yzyzL7vq8thjD+YJvH7FH1//El7tgNyZuES/NKVORfmxcV8dZL1eGfr4dNQnuy0o7KWZlMrk6MXtq5xLY7s0lcH9khbdyG2iXXjrxOhlSPuiXWvkwhijeJr00adKvk8ijCbZOhOibE/Bj8di66/HOx+pxcvZN/Pa4bX0ewuQZ5Tf/w5tla3Kwqf2vf7lNn+k8BjtTxybECP966QrgtbvU3wx1kG+11HLUjZdfZ9KuFa/YgFCVb0XGBa15CSgd83SX3JGuU9rsHZR8uSW8W7URh87ZSxDmhUZvvFCHWCsyxxnOj/bW9QLE695eIjNs8zvE32+fNjGCBIMRByzjaw7LjtnV5yCRvgBv0UfkqGY/kejjM4QEBobGKmHzX6lC9CViJFDoNtfEVSm3O4/QnIBWKaXRUGjdGxsvAj01LGa0lhkohxGq5U1wWR+WkFApmvKCEUNZfYcqSuUAEQS7nV3wSTiabO5bXjptYDxRgHL+35Z0OL3Vh3amyBGR9nOuqBws9VQghKVyL+nTe2slTzYEfR7jhkj4b12En69VKqXNP/ifNGSMIKp4XBROMtw4nzJSF7SOghLCYzHDkstYcJyiAUcpWFt7TP6+c/wKyRJlzFhUOWTQg9Qgh7i4GG0JQlstCxivXkZqASnHkM8h4ndjIpEFMoICRHQt56wBeFALRQmjSjrL8GasZrVfKeI5l5D9F6bYNXtOMr6TWBThyplLdXjmuYYiodfCOQEHOBX5CAnJQyZTsLjUVfZFUiErJdPfDQkO2sRcO8VIQQUVEEEHSCBErqy0IlKIUGilUERbNrVODBEHlUPZIAhFIIxkQhFQiM4sPGBb0DnF1K83tTNc3Ez/hGsrFIz5OFsdeAJyL5WhPIaJVwSoot86mxmxaZ1LuLSNbiyAO4df0joqoKEeTXhWls/LlLqZjRVGGbAlEhHLfVorAzKimgKgokHQAVRhUgooGFPLWCJpA1cdTWbSy4/wofAaTkBk94HCkVtsbryCo2HiRjKveRb/l5pdBanF5EZch0Bc1MANgvpj8dJcLEUVPPCfNBEQWEVGoH2AhRLJLHOAya4KSWW544n75FolsSAYjgyIGiSJqsAyKERL84JMm0IAAgZHZjMrODmGeOlXoyMp/nM3bdLDw11eibxiG1uykLYlbUmgTcm/mB2ydJ6ysS8WTXtNXL8fJ4GL1TPYX+BvbLob/4jLFCl9rNd4ejcmMZWULa/5Bi2FaXsghaM2WaJF5O8d4PN20WTSWkB53y7HsF1EIQYNSCVJIIQ3ZfL7BDJZJZEuVeMJhi/4WDrV9nE0GezLrWF858RNqJ04nPPxmZd5a+EyQ4VGR6JNHwyZnuHUsrv3XyY7UXYibIvJJq2YCPI4P7G557U2d+rnDoVuOZ85lYO+f97mfAo5rK+q7JY7/Nw/j3QJqSHBrjqhtQWlyC3acevyWj/Zx5k+58dkl46MxuqSNrrwr1bdAAiiKbGVUn6CwKnup4oYWBUsIxQ6BjlLB82ziRH9M1qrfU6/GCnkUCFZNlReaAhMgCwFYedzngtJYKCai+ClMlIwV/GhWKzNC1qJAv98iDNMGQYvwZBPm+V+1Ed1t2XnnkKSMq7kGz09fXs+MiSM9B9L1W0rNB0B87GeEImtE0+wpRyTvR0aJLKCosBJqFXQpRzmenw3fMJNDTJrLFQ1ZCwNSSmSBLy8jEiQHiyhI1RsMMLWCGyl5gvNkegwVWI/PCWtnoQz5HXo7bVx8fglQc32+OiRj0UA6NhZQzGtiP5QKKYOBpegbq9URPVLHATxr3FxkREHma5FiBj+pKhSBrmGwZDqokyzl7EtTe6LMe1TJZin61cSXhMILSA5lGa4FFzLel4SSBSoMQIfsI0OEZEgwGLR4FZaFUfWSKJ40KgGArtMTrW0/UQJBqkGS+Jm3ICxRelCN0KPc88a+oVUqj61KliJ05ZuKqJudlOkBRMLIjDK55JV9cMpxrO5FACt3N/GiqTr2AFQzwEihBKiOvCiDmAqjSBI6B0cRqkCE6uN52cQCBh87NSvRYRlWHEdFJSAKLJOZoAQRuAePGJQiEkxENKOweijRWFQzMSAiuwgO1NABEA2O9oN472Ds3ooIlbRsJgIyhyhmSmYIgkPbddmmANVb+LXn5J9j9OaEiqpXjcgOQjxlxGfqYKCoyviJZTjMEw+hEjLHO5VB/VAIDdnUSBNBCHMrxxWi6oOX5foyIhgowqgWFWDuS7sDQu0KO87svbwgapAAUo2e3mgFEktZqCaiAl/zEKhHbvhkqT9Z1FlnUxV/nsk4A6oZVdIkoiLJcvldfeHKGAkgAjFNTIYkAVGDBlUTM5iRIUM7QRQblFSShBkRfMVmksEiAjIShOb3siI3gEZRK93S0oswCkygqmpqEsQGq/xSpRNrcHlb4tfhK3+l/55Sqoaf7qbYCvwqz9ZyhhM3lKNU2RPDeQ/X9u9ylqwFISmlFuzV9Ih26qwlPCvT2CK6yotORJ5oPF3bfakHBIdnC/2NKSVXmXZdV+1Y/H99a6scFNsCYzahRBWOmuV2B9cCQ4UQAxKSibdEZciAGKMNabnsh9SvVgKp3jY4nB7ZutpO/HjQGLRMMFsLZyapDO3mtVa6rYnOUdV7exa2Gti2wL5dwBPUh23+w5Pcy0loR9yKubeSaVtFj7eFdcS5G1p+9uc2kA/exs4Un6k/FBDjk3yUzwkgzGPVmuoL60wxRmsNUNWLPI4AkVYcJkoTPVc82SS0jZXX2ajl0YwDazwjVozfyvaCklukzdGMO5oRWubCxi6/YyM20SDtJNMhNKSpWomwkn4yQqr1fq05uil2E2vJyFLBi8d3d7WSnZC4dN8GB2A0qTeH9cQWgX4EwWzI1RH7yFC2dLyVVC9KAGQYGQ8HeNlb+musDPiYEVtMNR4UL3MF/imVIy0AyU+aQKywXQZqE74eTExGf/by2DNHjHr2ZgZ11AraenlUG3ZKloTRB+Vw6ASFYsYJ6PVayalGoSjFmRcK6XCN6jgJBNUoGFlEbeSaImVMq8T/CQ/TjM6+TCWdTno4mvJ2/eHaaEJr+xqW7O41Y5+knJrA2Zo6rIzxmp/NqOrZsnHleneynRVhjTJW1NdwzIUfl6D72HMcdYtMFG8jC0YWDnXlEMYjH3Zuqzmu5MoZ27gbwWSgALTS72i8dqS4/psUxWlpVBU3zhIVMGipmiEMRV1ZHD2zsfh3ii+EMjipECMkEdkvfya/uIIGoMzciTjmB+vxcJqsUICG7ExsCAoV36rBAI7zi9DoN0yajVe50ZtTBPMIR8VgQ7nG1dmksjRrIVQ8hMp/B9C7Wn5PLj0WoTeYoJDMXG/jViUzzixxfWXSVBzejP0WpxyNhjAdKDImgdByppfdUgTaIqICenKKQGEsx5CiZgKJIk7s0WiC6L0hhzQZSct1rkDyek8xsuGlh6QigYgUhAJRHeArLYMkk4iqIHNY3+UFCq3SFIJQ34o8tuossIBpIgthklgcdx3oenIJnWIUDAFG0OMk1eMYLZMJAhULmt0HFoSN4JbkqFXozaBUEqLgkBzGCbP7/ijEl6yrq7JlhZEQpUqgWCtDW+vWmjzrScpi+4sneqtq3/cVJjm8mSTmTSamjpoD2gR+1SJlNpu1rEsrlcRhu/z27xXCVTKtBRjtHrUgdhMhTOwPJ7K+TZejVvBZUVlFie5v6eriViSJxuVyqxflRGM8kUPnnE1N6IqoilDskNYaUwfadmhwE2ttjtFu6jPRmKlsMrFbP7/13pzwZJsJGVvDG1uxZQWuk5CSdhc2zZkmVNaaB96MEN0kmjc5sWNcLm8V9umzAO/ThnZGOeqn5RSc/Utvs41imWwpIkiFVCN2L/z6kMZqddTFuZbLxSyMbiQoYlYysUu9JhRKZin0tcgdS+vTcA4iTmkoR6NU5Sc1E0ZErqVqXJvpiRoEgs7c85AN6ipPeYd5Yx0snshk1V6i6MFyUZJVZOBRbV7+2s7hLZXDlX0xCTSxDSmu6y2TFPagqjd1jcdYvlkljxW5F4/KQuBYc1LKXo2aNRp3J18pKEhulB15XcgCj0bd0sh71Nq4AJJCkfhgmFRKx7QgEGJ9lMQnkcZz7MjEy0QduwZCmHKNTgPFzoEU50go1j7dIfZOjNqI+AAli+SukJKFC7RR31Z0kqNis57tUjt6qcoCmDwWW8o6WgvZADOpTpUg/aSLUijiZpgynugRGLJpLMi2XT8sX5e2ibAl4VSgh64XObQsrZDDflmYyKEVOz4kpTZ6ZH1plClK8/gtKKQEwYlbpJKBvRWbGaUTXpAROzk4kaOqQI8iAJxDLtelOt1OilgeNeUEjdkVoesO7loG6fecLBKKievaKsWhT/RbmpGiNDEKCTFTEKKOcegWeWAofo+iIgxKMsMMzCiQXkj1hQ0wBHFeysZLWUSEQdEBmcieGCZO4kD9jmUIMvbJgOzKxCwyNrU6EVO/o7L06ZXBiETByAhLpeScEBcVcbZhIIWkv9B/GaWOjLF49hBtgJN46Vi0ZIVEDxFqtCJVhWXLwXsfPtxaS5cglScHcrFZLRyprx4FldRx9jGMAhIrqLBMJMXSyhLSh0uDB4hkGs2TC8VpQO8vOf/rU6ygJYhr4czjAUsyJwxQk15ECQ3OD7vWUoo+2/z+rqEsKZpCFEaXcRKDmgjAXJQN4paqRcuqpROirING3vQklSrM6gjNJDln7brEnBRUFWoGRdEBomS2nmGgf6oVkF9mRhE0qCNGMpMIhDXavBJMl7OHJbSE3ubcXYuXqh7SkcYkS0BVV6tVOwN2Vi/EiaelQ4LKgAHoum61WlUQhdGIxb+6spFbJaDtrODErRSHrTQmfpuTQa/JRrbmJRN4U40o6945GHag4rTnBOTUr5jMUm2Ck9bW0tWngRJktPMBojjhrGN+9SGX0XYwb6KhbfFSOwu6GfG96Wfr/+kLqR2Bm2hEJ45Q7VDlJpKaEFrt5GcdUZ44G21l19qDOcmiXLN5m5adOMJsd2uXYqsA9xbScUeJ984a6PdZnHZrgK0Rn+Az7Xjytnz72soQlYRpJpDKxAxB6lhNcj2CJnkc7JPCAI2FtkHI4B1koZJBRocO+pP1XLdbi+siQ+35o5SVQSRrmSuyQg4V4ZoYu7HsKNNfa3qjlJUYhY51wmlNMGZpLA29JKKMI3+U0ZWxClBHFaqO2TasKsz2FJAjbSZlTKciJEKIQJ/fcmpinNYDy/4CwQtpmIoX4awZBhU8h2lg42hBCCBLEKjQtBCSZYaNdTRP1N3fC6xy+M8iejXJbl3vjAKLDaEcJmZ13Jj65wIATMw54SzFNNJ78goA+WxrwoqGcvxUa9SvXKteSw/U2RKTMBJEwlaqBh2z3AvoY5mukgq82MydUmIFQuXb6SNiwQqKK4pgig/oHCKuC3U3mjaOHxpGoXElh9m0ONp5zjoEa60GeOxYHEogKPszLmBjN16VeSTHIDXZoa5P+jhZkTtWItqg4sC9LHKtdI+4nJgKARjcscbKZozThDz0SG6rzFGBWfdU15LwcmLcqsQvcbrbg47DiiYCqBnWMdmO/hhGMlEUEHE8YwKVMg9agJ0hg6aGKmfA6LuKUjQk14yiFCIKUderV5GrP/xrfeasnFDMUhmAVZ+pAl00OMoKhCI0LeuFhIkEEtAQdZbzkLKpMMZmUrcIJl2O6MykZ08b3I6I4wDe6IxaezDQMaCCVZa7jjunis+kUXIBtBRx7q7KOpEomZhTaCDTeAoVLKDRb+7jeHFA0AiSmSrBb3g5Dj76aQYpulmICr1Nk32ghiLwYs0IhUrFOACg2UxcSwsls1lpJnZjs5ISRDTnHg5A/XQG7yFIpqqNghKOqS3rxlGRbpcRz7qUK+1ZdNsU0dp9FGYpi02zCczUBZ4MpKi5UlQGv7FKwaBSxviUOlhWYSSFwhhnxGDMEI3Sic+4FuWsH/1yEiyXaxQbXgzuGOmc3oRAm8zRVfGk/7FClwoOsc2DsNVJbiU5WkjmEMiNUiqSadP8WgVma/dfkZUD0Qo5qujUxZMtCGmljK2R6aZb/iYuan+p++5knecQbALIuuWTQzRBBxXFtTLRuj3u9olmwMw17VYpCB90Ncs5D0NS0VZbuxmpMvEZafHqJIiiPWVtPoofyZZxrcYtrYnLZvjKMRmeW4mx1kboGF/NrfaeW8k93/44SSSf8Gmt2HSrs9MxX3/LMd5nYdung09rlyn/pW38sU6tcvzgn8/Zu9pKITAJLgvTsZgrBeWY3EXk6rIuBeaFDdlrKH8sFnmhgBeQovDMNDmLZtO0YjEdHS9QZDPCksTNAOZixujVyhjFlrQTD6GWwo6N8lQTjKHIGDHeIYGcP/UjKNKqMYXwQX9QpK/sCqonh0yMfA43n9B8D8PaJLm62hQmpI5YZSCImJMrBeOJgnGsibUqE8sZK/K8vshaWzpvJPzIRSHiXE0mwVCcPwq5svZvHot1rjnPrEFGnECKuUtEgQp5rItkzCrAaGDpxjCBEKiNs5zqDOFI+plAj2XzzMTU+bD2EEup4kOBfepCUd8gIbVA1rJCzGveamkjpoSJoxbikER4fcrICp5ZqFbvXxScFSAGBLjWb91BoY6dlKpNRB3tgygDSh6DNQFL446sPXtY5jNFiqi2lPEKKCX5+XC8R5+RK4Hj41aPnkNrKoxFkSdigDjpZ0W8N74CpKqL1woe98vFLIxw0qE+EQj1yLrKQK6vscPjMev65jDAWz/gCz3iXaJiOKSBLspz0GR+Y/HIO3HHCP8qbSOriCw0IKuqR4+RwS8cDSgM0dghd2p6tHtR0gwGCTGA5mJZKV/BMNLUXm2LmQDBoZcoVV1PaWXBul+JqLPKCXnUY+figeNtNKqoWjZAVBXi0NwcuYmoM5a1KTm6mdrYPxqz3k1HoScomSJKFvMpX/8jULC8xkFl/wKUYC6DYMHpJZgpRLXwc+XciaEmNwNikpmzGU1VVOJs1gmQU1YJapJzllkAVKk5Zw7wUDgKKUJU3856FQXvEophTMEAAFeJCIiQYYWZJHNWN8ShQEGycPIlUFplbkKa0MisTrF6TKIoHcHnnP0WUWhZapFSCJ1hrIJtM4agQmTHS7QsSgRCzIrbqwahqANqUcuUDPVeau77GEREDErKqAVXyYAigQi+AiJNSWP5cJd65IIq1VtYYQTF6xqg5tFNzAkdUfiFViME0KQg1ryHOsHlfxmGwfWWk+rcMWSLG7fGJ+Kwr2HL2Lj0sR0D882on+kpdn3fm9lsNhuGwSWm/mL3jJnNZs6n+bdUCWhb91dEVPHkJIds0+GjRvC1OA2H3T5ak9UJApyAzIoG/bzUI9yegrLBOt4tC7MNy1Z7jqoSQ6wTjH4q271zUrRGjzhub+cD0ZjrVky76WuyGW2PDXuVOp1Y4fEkMMNZ0Mm3bxWXbm0ZtHYyWzHkBD3VUJB41ET4hOQ9R5vHWwjwzorujg+PP2sy3rnzh59RAHOzLLjNdZv/chWn/+yDDHrrlVQIzBA7TcMQVROzxigZKmLm7gNWLBOFxpHFEQQNOWWAQUEm8erTYKI+Qmw5q0uoFGZZ4lhPGCfSkZbZHykZKkhLKsFylhDH0YjR2IwCBFV/RMXBrBRrqpIGBFjq/V3+pUoE+nRTEQ7Vg6gqtKwCwCWbTmL6sBkBpSHOu77vZ6UBn81MVESUto5mdsiwjh8RgYplahg7oypmBoqRMUZ3oSMYQ5n3KG1m0SwltFRFSQaBGb3YYmbw8kYlM4uOhoSZUYMxBVWWNqeMZKYYUhRhTiEEoxCaKSqqkiKQmaCRYsU9UA65kOq6ae01ZycSjSBzVHMSckjDbLabjNmgQcxMIJ0G53EVYjnHGJKlEII35SEZQkGmyaaOfX0H8Ea6SBDkoY8x0uCThW4SIZYhgQKaOqdBZo8aL9jFmGldXAwplSWEHGigUUJKErsIywRppkGBEGIchiSqSjWaahCK0dmJQEIVsDyXmDJDF4fs4LAiNnNvSAoO+9U4CJCgPu/lw4AjHWdixtjFPqXYdbkfqBS3NLRMQsQEbuDPqJIYyrWUbfSicaEoRVTFck5wPaOIjcY9o+TRnH8qGI/FlCkEHfq+1LrIGqJlE0sQEVDo5ZRliUYhXUU2ABbURGRIhEanELcOPtTWyCi5pFs5khTVnBNVO3Rrg3XQzCREWjZSVG1IAGNQZtMIYYb5qlXVaEbIPKWVRoiaWYpBrc8iUUVBFYXRJAbkBCDlHGPMZoRZGsJsThtkVD4O2USEOQNm2Z3Wo479DSNzvxKNMibDUyz7LBWk67qcUgwx5yxGIotRAo0ZRBeUI1I1wOhutEshVMUgqiG7LlbF8kCW1HcJyuKbUmglWg4amFdRO5pBMAw5xABR0jKz0FShpo1n8tjjV7+nwxKN1Bhz33caYaQaKRI6/ybTnC3F2A19irGzIYegRbFGzLtuGAYNXWbO5GCFx+yEFhhiSJlCJzxVmFWUkJwtm4U4E5iLNURghqAzECLBjW5CsNDpMFhhaCWbJQeigqAQU1pmyfbIWSFd7ISWhr5DHKwO8lYphVHVmMWEzDOlgUPuYzf3wQBHF0EFZiKh67oysQajmYOyDKoKLEDdTgq0FBWxECoxUUUkg9Q4DEPXdbC8mAeliepAgQYXcM60Y2C2LIrBTDWaCZOBkKgCyUMCGdSiuI2LZsQgkbZsLTFaN4utKk0czmx0Yi3G6OYonmNR64rqejKJFqzkSU0snEjkWteNqgN0CFet/GssW2XtKkBq0Ze/yzGhyz67rvM3Ovh0t8xNO5BWEDhBFFVjOXmBH4qKXR3pOS/qBJdnKrS8Vj0aDqFb0m8Ck+ro4MSSpFUbOtUZvVVBkwBVZWa2TKB6irYBkq2SdmIz04pa/bt8XybEYwvSKu/n3xVCiDHWWc02hbxNVmijKeuRrErgFoSb2WKx8FOJxoilfW8rCsVhj5mK99rwjBZvV3UDJ4EHR2VfnnvqxacRDp015uHcAcNn/v5+hiCr2+5AybE/t/J3od78CCB0OqRVCMy2CtFsOD1H1rQ81clchojVLGbklSCHqKLCYDnnfljlnHZmXe73IpeRB4EHkatoq5hXc6SFpA6rRZcCVl0wy4PlVG8Km9r68XKtKQLD7gxIZ07uyFyHDsM8kqu9gBSEMURA+kQJsyEbjUF1FoPl1Ww3IB9cdMEura+e9SB0dN0bg93gkxJBkJYHQZlWe9H63ci5pmgHwfZDXi4iRazfX8bQ7XY7+WCQgdFkR7uYLRpjZszWGaMhGjpjJCIREqW3jhqzLKRTE5rFEACBdoaQs4QQOkXEoHl5YmaLkC2noBrDIg2cdYs8rGaaF9qHvL+jXEjejVnzfsSq075TxKAaQs55EeboUzTRnpESDMEYM7qMmDnjsrO9kzPm1WlLS2MSVRFyOAhpby5Dh4FpFYKqeKHq9IWoUJWdpoA+Ms2CpJQIBWV3dxe512Gvw3Jnjn65bymrxhh8OASqtJxi0AXSTjAbziw69Ad7Wtwsio2hbvzUB4Pzh0qdSZQhzRU69CcXs4UGDOxkgaRBNaoqRAUxKG2IQWKwRVTkA0tndnZENaV00HUh2wBILBJERsQu7NgqI9k8xJlKMGOfVqcPOl3kXnJKQlj2waMIBJDKHDF0GBbSz9D3Z26cqRNwoTjq0Yhk9P83958wgkMfxBR9J72m050tOy6jraL10XoZ9jsZJB2IDTG4r/zoLSJxNtvpuoVKEDKqWF7ZYJKR9ledhBPdLCTjMEQiLYegs2F1+uSJmaM8mknV0gqxHtUrZX8IYtaT/Wp502LGnTkES+EqD3sxMNsgLhf2dGCgz9A4m826ILbouBMHtT1Le4t5nM0WoxejHK2Uz5Z6ITsNymzDMopxOFAbOk15/wbN+3MMHXu1oVPmtHJb1pQGhWG1H2U4MedcBq5uijzouOywwnB6t8uB6eTuwmzINkgwY4ozMC817ctwRvOy61SFoYs+dJRSIjjrQux0OH292p7k1TwIzQSRJl2M84i59sHOxLwf0kHIe5GrGYYTncw1zzTvzpTW98NSI8XXoqhqWC2XQRiZFpIvPNkpB7Gk8GklM6i5BJe0NHTY63Sl0ncxDCm5tFKYxPZ3Z4l5T5AsrbogMHZxHiQyp1kXLC0Fedi/fqZ9h3TBqV3Lg8DMzIetU86H7/6iARBTyND3sxAWcb4TdvIyXXjiVDTOITMEt5BULKLsqqrRhmGYz2dd1MU8woa8PC1p/0Rntrop2CpItjx0IYAO4fIq9dlSzv1Mdzp07FMEZiIzUUl5Ll06M6jNvK9nSD5H2PeZCdYnsXT+yUXEEsNNYv1ON2M2N1UKQUQpkjWI0ThGLACMQZYHpzvJs5Ctv2nGNGPqMARbIe9H6S0v5x26LnRdl3PqV0umHGNMaVAVFQ79/omdKFwJ+o79XJIM+1ydiRwWMxlW+2DONoiKdt2QLecsYKemdmD9abVVDKKxS5kaZmnITrB2mjv0nfRISxFv8HU78xhDH7jPvCcYRIOgg0SIxq4z98AUOXViFtkHLKMMJ3ZmISjGOMejapJauG+af1Q80FJDW1/juGjysG5f6eN8lSH0Kb6WYqpIr+r9KnPY6gk36yv/5FZM2H5CzdBr2ac6VBbHn5Zuavd6QtP5ltTM8YoiHDk4pJzP544D/Y3uK+Nvd6YxpeTnMffqAAAgAElEQVSHok2N3xol1+57/UsbS1COfINn1nKn8cMrNKrfWIWmrdi1ijC3clQORP1Y+RGou1Bp3ppv0bpx1uPferq2u+av8R8/CF3XOXjejKlsN2wtXm1OVt1x3+B2cbokuB7eeNbQ8M/8ybfNzNlzQR3nuDvr3Lz/HwO5Y47bUQmH/+J4RYP4QIgPwDMPneRgKQQ7tTO76p53vOyiS8QMqld/4pp3vfs9q4EnZotlSsxzh4bdbJ6H3EUZlqcf9YgH7y6ykMogNqOoMavCzD7y0Y9+7OqPf/KGm5LMQ5yTIQ+mUTel1evB39ABSW3oZOj3rvvc+9/78ssvUwnXXHfT2/7xHYuANCQJ0asjDZGiRuuCWlqFqDPdv/TURQ942INJe/v/+/4PXXsjXfRooXBnzQQbzURplk6ct5P61WIe5nJw73vc4fJLb5dTH2P84Ic+9o/veNd8cVKjMDPG5WO+/GFdp/3BXuhKnJasI8xGy30ooX0/XH31x+90pzuJyP5y/w1vfMNe2nXGhBL6IXVBgBzQ2+rg3ne/y93ucvlqZYsTF732r9505mDoZl0elicWwuGGRZT73fcuV1x+e9Cy2Y03nf7ENdd+8MMfC3FmNqMhUh/6Obc/77yToAUxoY3CLTUUhoCWYNAwv+bGgzf/47sPUt8F+ZIvedAJWb33gx99z0eumXexH5YSF0qFBtCHtnI23vset7vzlXc00ze/+e2rYZU5aAzL0598+IPuebtTKkHf+LZ3Xzcss0RjGPpBNZI5pRTjLPWrz3/g7S+86DwGeed7P/Dhj16f8pA5Wwf4Hf6pjtveUFSztDqIM73ffe5y6SUXdF08c9Peez/88Y9dc2NKB1E7A4yZLLaMnQwz4MSiu8fd7njh+ac02nWfvPEf/vGdywGSc6dh7T4i0XK/Owt96s8/MbvH3a+8+MILcs7XXHfT29/5voODm07OdxKFwmQj3WI5gAGD2tCpPfSB99k5eV6y7q/f8PdcWZ+d5lOgKLrkkDDYQsRd73i7u191e7XlLGjv7MbYeFyuhg986KMf+sjHIcLVKkinIXpEupHDkMRMFYIMS0HYaba0us8973zp7S46seiomjI/8pGr3/nu93N5/TzkYXlGoZDgrjT1Meo2F8X9FQYm5jzTjLS8/KJTd73zlRddeL5ZuunMwXve/6GPX3vDoluYJUFwVpAQ1WDZ8tB3SEFWd7/rFVfd6fZ7S/ubN/zTqkeMYXSm4RH3H84W89z3/epg1oVZzKnfu+zCU1dccemll14y12hmB6v+wx/96Ic/dvWQeHLnxP5yFbsFs8w7PvAB973owvOjWh4Odhbz1fKgm836lK/++DXXXvvJT1z7SQ6zucpAwILRRPI973r7e1x1x8B0zfX7b3zbu2iCEKXrBifJLefVCjY85CEPuv3FNFm85W3vvvaTZygShSfn3UMeeF/NZ+bzkDnnOFkHETN88MMffff7PjD0mHddDpozc6KGxepgGVQXUS882T38wQ9kOnjnO952415vmdp1yYDQmUEVQURFLKcvfMjdFifOk+7UG/7+HZ/45CAAOFxwavdB97+f5GVi/Ms3vM0oOWWapCGRjBqG1UFQLubxS7/oQQidsXvDm/9hpsntWAritqJRL+URDODuzs7yYLkzj0N/MI/d6uDMZRecd8+7XXnR+afyMBys+g9/7JoPfvQTOQvIDOniTEimgcwKm6M/ef78Xne/y8UXXzD0/fs/8OEPfvjjcbYYcp+SO9ZYcIUHzZY3quR73uXKKy69uIsqEj5+zXXved+H5GRH6z2MwycAVFSjckgxiKJPq70Hfe7dT5xanNmTv33DO2OYJwyCSGbLGaYUg4YxpDML86KbPfqLHq5cKQdFzlwAjCGsVgfXXHvtRz529ellsrxSCSlRfLIgBFUNNLEVmBeaVtddc4973f2Od7xyt4t9Sn0/3HTT3jve+c681BPdLKuRypxWIzcrw/Ked7/yqttfbOxvOn3wxre+X2MX43y12pPQzUDlKuT9e9zlDne96k4DwtU3Dq//+7dLzhdfdPIB976b2DBQXvs3b4x6EhJoFOShzyYy7zqx/qKd3Qc89GEpHfRD/ou/fWs3uzBDQuhq5d1moE2cS7ZWgF6+T2xCJhTCVpnVhAhqS6Ocp+nerS9/JXlav41W+VlpGW/zeaL6JHigApsyiBVjK/BrecjNHd9MA98qI2x5yNaY1BEFydVqtVgsFouF83ubFiNb7TSxYRwyYascL/k8agjBkL0cX+PYEAXSUn8tRq0wuxqBbspK29nF+q+Tib5WwFk5Q/9MHJGTPlFBTnSYbYDHcrnMOftZmzhztsLOumzOqmds5w/98MZzUV1+5s/IHSVOvVmYYeLd/dnZwHM8+/86DhO9iywQZGHSvDy5kK/9qkc98QmPue897n7h+bsxmHgnPMt1N9z0prf+08te+Zo//+u3nN5fzWa7CYFDlgSVdHKh/9fP/siVl+8E13L6rIh5z9j6hDP7/Rve8rb/8n++8nV//fdxdp5qoGxx6V1f8EPq1GzY/67v/uanPunrrrz84gALQZLJddfd9Du//+c//XO/dMOZJVWGpBLmeRhOnDqxPHND0JRW/TOf8pU/9rzv3+3MqD/047/w0t/8gySRiFaEVVZC+EbH4gChDWmVT52Y/5t/87Xf+c2Pvve9rkKGajJqMrn6E9f/0Z/93cte+Ttv/6f33uHi+JL/9qMndsNoj1BcwGH0eL4yGEeB4KabDr75yU//iR/71qvufKVlvOJVv/m8n3j5meWedDuQoDFQ8jDsq6zucNnJV770J+96+wtMwst+7U9e+9o/tUE0zOYxPfoRn/ekJ3z5Fzzk/heef7KLkrIJ1CAHq/S2f3r3C//TL/7V6/9h0Z3cW6YX/OjTHvx5nwNDp2unESu5AIU1IGQgPvDx/uGPemyncdGFX33xj5/f2dXX3fS/fctz3/aOdy/m5x2kLLqwXJw0yAGWv/UbH/30p33zkPDkp/3QH7329aIUBvD08773SV/xhZ/Tw57yXS/6wz/5O8mmcWY0t+6LUYeD5eWXXvGqF//YxZddnFX+7C/f/G+/8bs1XgyJ5mMn7jW+0UzxPuJqubz4pD7lSV/7xG/8uvve44ogKSd2XbzhDN7ytrf//H99+Z++9i/S/DIX2Ar7YMOd73Dp93zn07/yUQ+55IKT804J6zOuub7/v//4z/7Tf/mlj193xsIJ/2qACzm4w/n64z/+o1/8hQ8+uSuLDtnYp3j96dUrX/W7v/Bff/GTq5MUxK5z8U2cRev3hQcn5vjJF/zwEx/3qAzureQxj/2Wd7zn6hhOZC9XxSMZOII4BRiYJO9/3Vd98Q9/3zfNxALM9cO1Q0DB6X1+4trr/uCPX/vq3/79t779faYnKRGIng6nQWGrLkoa9k+dOvn0xz/qqU/+xisuu3h3x41HaMRykOuvP/0Xf/V3L/mNP3r9G94sMrdsonNDTWIkkQ2dIXjOe0Cv+eCB9737D/27Zzzs8+570XmLKJbNMuMN+6uX/frv//TP/+KSoc8BOoNEFM8Wm4udmtuzn/HUb/+Wrz95Yn7tjfyCL308GPaHJOG4B5AJV8NBVM7VOqy+6PMf9KRv+OpHf/HDdxZxZy5GC0GHjNWA93/4Y3/5t3//0pf91jvf85G+X55YnOTq2h949pO/7NGfq0CUmmgomcgmZ/YOXv/mt/3qK377f73uLUxzctHFuNq75kmPf+z3fMdj55r/+M/f/nVP/Hc7p84/6BOhEiLd2sKSMv3wDzznq77okgHh6c94/u/94es0niDTVXe788t/5fmnZpDcQ2deXLiyfEiWGG48vf9nf/X6//k7r/nzv37bjWfyfPdkv8qdhojMtPfQ+9/nf7z4uZ3g+uuu/4Zve+E//NO7EmVlpEb3WlCwI4acfubHn33P+9yrhzztmT/5v/789X2iIl91+QWv+OUX7kZcc4Zf+fXf/t73ftggwqjaAQYOlobZXJ77g895zpMeAQ2DyR//6Vuf8d3f1+cMxmyOIuOo2KSrw2PQvb0zO7OZmO108a53uuiHv/8HHvTA+97hslM59SHEIWM16Gv/5k3P/ZGf+tBHrgZv13XRhlUXaengTre/5Ae//zu+4ssecWpXBYOKHKzkne/5wEte+ZpX/Nrvqe70WUNQEck5zbrw+Q+98oX/4bn3uusdgmRVE2B/qR/7xPW/8eo/ePnLf/3a/V0PcXA7ZzFIZBf7O195/gue/5xHPOJBUfTv3vLur33csyGdueo+M2eoBTJoN8aWMAlXl5y/+9IXP28REMQijIjuUEhiMD2z3//Wa/7kF3/lN971vo/v7F60RzIIAUtJkRX9pRec/IHnfNtXPuphF59/anenMwwhhJSRsl59zQ1/8/o3/vKv/s4b3/quKF2fQQ0KSp81Hzzl337Nd3zLV6viT1/3xic89QczO2qczWb9MMwiZNh/3GO+5D+/6PtP7u7spfyUZ/1HDvtMds873f0Vv/KCmeKj15554MO+SsMJt3IJYI5CjZEJw8GXfdEjf+5n/vcY8KZ/eP+jv/obdHbC3aFaUqjNTsCGF+JmGVkDwTdtKrfqHo+ytKjb0LJMLW3lf3SiqU2x28o9tlrEdsu7rqsQzruBjhbqXyaeK9N7zoh2KiU4QQstVqzoyCmpGiFYH0wppf39/Rr3NzFWqf4lrUxpYspSJZ3tjJzqaE5eXHfKzK/zcdaUS064+ea1+M0hXKXmJnC6njjH2xOPUByOT2h/cWa1nVFsVZetRKsOSbaS3clJr3zjpndrffGkAbEZUDEZ8Vgj1Qnmnpyeo2xPP5MByVGo46ySv0MGtTx0pU3o3c/+/OsTbfp8EKA0Whpuf9ntXv3rr/iFn3nulzzsgZdfsNjt2EmOXAUsF126/aXnffkjH/byl77wRS/80VMndtknGgVBjUp2QmUOsIhVxCoiRUuzMEQsxQ52Yrro/PmXfOFDXvXyn/vu73qmEjONOJxxWTUe/rM7mzOnn//Zn3nec7/lLldevIh5N+bAg51gl1104tue9jWv+d1Xnzq1ILMosg0y687ccJ0EUdizn/1dP/n879sNtht1obBhX5Gk+BaoiYzFbnXyIIBZF4n0zO98xote9PT73euqmXAe+3nIOzHvdvnS213wtG9+zMte+uILTs01awQkoQM6IFIiJRqCIWaEzJARE0JGSJDMvU/e+Gsv+/VomAm+9UlPeMAD77e7MyNzpkmQZMN80XWRP/WTL7zzlRfPAz/43ve/8Meft9y7adGFnPoX/Yd//5Jffv5XfcUXXH7JyZmuIvudmGahX8S0u5AHP/Der3r5zz3j277V0nBqZzcYZkA0yICQTU2CSdkwQ+RS8rJTi8Qb//avhb1wOY/GYbXo5LJLT/7mr/33O97hir5fuQm7oM4YSFCJYh2wCEDan3WYdUpbzoIJh6hQMZEslgGkPsGDiWnDMMQuPu3pT73isgs6SXPBA+9/3/vd+27CrGRwJxLTrc9j51pj133Ps57xouc/8z73uKLDSvLpRTwQ7p13Ij30wff75f/+E498xOe626sIVUyY/o+f/bGnfOOjL7/o1ImZRlt1MixkuOOliyd/02N++9WvuuySC2ElgC4lfs797vmXr/ufX/uYz7/kfO7EfeUNEafncf/SC+bPedYTfv3l/+3UyR0RI5jyQHC1d3q2mF1x+SWv+Z1XP/5xjwL2othq/0BkNYuSh1XVQ3AdZqcCt6yhIgXpIzCTIci+2irYKthKuVIuMfTn7cpdr7rkmd/6+Nf89kse+zVf3nUKZFqiJfVhOZE0rO59z7v9/u/91gv+/bPuceeLTsxXwfZnYT9iT3nm1Hy44+Unn/D1j/6t3/jpZz/rO1O/WswX6xg7So1nMPfFBQE+9CGf93u/++KveOSDrrhwMcMQJM8w7HR28YnZs57xuJe95Jfm8yDFoEJNNKgKOCwPnv8jP/S9z37ihSfnHTAcnJlH6ZcHCjn+PmlCUc025LR80Qt+7FUv/6mv++ovvfTC+Xlz67ichyXTmUXIJxdyz7vd4cnf9NX/zx/+ypOf+IQoMhysZsrc39Ap5ooIzjTNNFt/pmMf0V983vzRj3zor/zSTzzxGx6fhywWVgdDlJCW+zNBJyvkvVkXaCnEqDFaSWZnjAJmpn6hqQO6MMD6qAxK5JVmaB6iDoo+chXRB/SB/W4nOx1vd/Hu4x77pf/jl//z937vd4sGGObdLGpQcHcWxA4C0SHf7sLuB3/w24flnmWLXZeTcbwJO0OB4fRMpRMwrYKKwKIiSu6AmYDDAMugmSURXR2sLNNyijFcccWlj3vcI2ey6jDMAx71pQ+4/33uIRz0/2PvPcPkqK6t4R3OqeowM8oZSeSMRJAQCCSTbMCYZHI0mGDAJAMm2GCMkcGYDCaanA2YnHMwiCBAIIIASSAQynFmerqr6py93x/VUyr1SAL7++77Pvc+t37o0cxUVzhVXbXXWWuvpQpOJa7nC4hqltKRxHGhEELd9BZuuPaSXX4yamDfMkNkqap+QciVUtHtuO2mf7ngtHLJh6YYVRNQcLV47TVXf+qxu3+++9iezRSwTwXkxUA23nD1C/500jFHH84IBWMNEIhaNn16973lxr9suM4gwPbQ1ApUJai0lNyqg7uffuqhv//d8d7LUm8sAFXPrKWiufbav2y19QiDDsGBj5iUEK0JiBiAiAxzwByQGkY2xNZwaJA1sQykajFiqBqNDUQWfUC+aJJuzebQA3/6xKO3b7T++osXLAqDArAlNtZaa7lbc+mB+2487ICdVhvYs6XAFnxAkYEkIF80MHhg95/tvP29d109cpPh4lzABkBJtRBa1sRIEhBYBFZVSQLLABLXotBakGT0yM2u/9s53UrF0MDjjzzz0vPPFEvWEBQsgQcCEVcljdMHoyEKLAXWGAJLyBI3hWwUGABdtRQaldgQNJhhQhefjJVXgPkSuaHIkS5LQ6HSkJme7wfLxzPkzUicc1EUpb4gDZFomVwwVWlmVUGKLtJtRlFUrVbzJisZQMob6zco/Ro6vvIQJRX7pcxhng7KqxNTOJQemDEm88zMWhlTgWimVoVlLU/SzaYBDHl9aYaFUkYulVam+LZByalQV28mSRLHS3WhDd1n6dby5xhFUbrfdP30ADKVY4OsNNOg5rsHVTUVQ2Z9lQ1CU1jWNrMhWC+7dtn1zc8sZHdLvgjMzijvEtRV0tk11SPfBmm+V56Xt6b9Nwmx/weM08qRXv4CrPxQM48/QfHgl3rXZU7i/0v0/ddf8f+rMwvkQBKWUiGhfj0K11508tiNeztRLzhnUW3ihxPff/+rtva4UGzaevR6mw1bvVd3JHCH7LFx/x5n/faMK2cuWOCwgKXmqm+z1K5QM64sUvzZQSd/+NUcp2qQfaJ9e/bcbPgau+y4yXZjh/col/585r69bHz55Xdi0L1mXUKCXgywcepIhTwKG09Uqx77y50O2XsDA0lH1Vxx/QOPPfevObPn7bPrDicft1e/fqV1hga/O/5XZ/7xBiwUwCh434zlci067fSDf3X8nqTeQqwOmQoiRS/NBAGBoHpFBGUEVYwFBZBVrAC5qG3EekOP2Xfr3uLmVFp/f+6149+c0t6eDBrU+6e7brn7btv269f30qv/trgSLYjN2qMPYbAOEjBsBXbeeqObrjgdMREIDj7+ohfenlTXtYFRT3FHefZjEw48bMGag3uy1k46eJfDT5qkWAboQEUW470ZuclGP/7RsCaBmqHr7nlsngwEKjcl0eE/G3Hs3sMEnEee2wafffLVuxM+m7VgARgatuHqIzZZf/WB/ZotHnHQTk8/9diMuYt3OfJC0wmb1FvvDbNRqKq2rrv24MeuO7W559BqTJ9Nn3nG+Vd0uBbEUFySGnYUAYaU3QVnHHfosb/TIgJHAAbFqhiD4H1HLGw9OACPxvmCCgiVfeQDTTw4owZA24ImSsoliUBaO9SJKaLHAd3g0D02AoK4Awol6NMtOHD/n5/351sF0Wk7m0CTYpq9DhgBiiqzCdS55gL6jrnbjNn46P3HcCILWyvjLrrrqeffUkMbDBt00q/3HbvpBs1MN5x/5o8OPmPmbBUwLWHrDZedPnb46grw0fTZV15z19vvfOiqlZ12/PEJJxw0pH/TsNXo9yftddLvbot8t9DWjMw4+8STWyyIwBtvfXnzHU+/Ov79sIUO/cWPjz/ioGICP9p4nX12/dEtdz2qVDLWkm8PTaUPJLdcdNnGq7UoOKuhIgXFovPlapyoUcUIlUEtYOLRiSILAmhCEgGFWNDEWfCi9p+Pjj/xD1cTFUUI2BPF6629+tabb7LHzmPXX3tgDxNdNe7o76ZPmTBpnseCoIpGhSCQanX9VfvdeuWZGwyqOaWa548//eb9SVO/nDoDQFcbOnCTDVfbaP01m4qmCLXTj/nJrMnvPvDk2xT0ToAYI4OxF0qgqJQa9mvBtRd18YWnnt/dO2V64V8fXXPr46+//VGvpuaRI4ae/ptD1lh96JgthuywzZZPvvBakpqt+sBSrW+Lv+yC32233QjAmCFGCAWbKlr2poroV/5MU+JAXP9i8NdxZ+206yikCpL5bl70yeRv3p04eX6lyl7XXX3IhusM3Hj46kVyNWf2/NlWt935IJZMNbZsewTqCPzzr3x42Alna6EZ1ZSs3Xnn0YccsutGQwYH6E48fNvnnv7HtwvYUzN6QogJUbQsWPQK6AsCgOQNKQIhF0A9UJRIVdUSisRWqXtF2YBnDFgBGZZUzE8POmXa1O+QWxQ8UjR0cP8RwzbY82fbjBy+TtHqyYf+ZHCLPW/c3+Z02Cgogtq4WmUJCwCK6g3uNGLta/9yzml/vKpNhDgOKDFiQY2QuIJx2IOkHuqexN6qrYE6w6yKXgsqxkcJF1RNAWrFECMuChLEc7bdfJ3BzUCOFrdFhRZbtjhm1AYTJ34pYegKkRUJq9aRQXAADkgFWI1RYXLVXk3R9VePG75aMzt55+NpV97w4Hsffe2d33rLtU8+dq911hyy85Yjjtlr/0v/8YQNe7tqVMLF5/7mwEHdoQb6/pdfXX7tXW+++mmvbk1HH7X7AfvtWjT+vNP2mvPVh4++OMlxd/BuSO/wgVv+0LdcWLSo7Y67n3jkiTemz1wwaGjfvffa9uB9duwW8n47bnPfE6+88daHPumGSAEmxrWP3GCdy//y27VWG2ixw4saKgfMQMaTKHSAt8YzcVU4AS0pJkZCQvTkvRYEipiAtZJocdzFN99275tkqkDtA/r02XSDTY8+fM/11unbtzk57ZhdTjxxSjWJw6ZQO3zgktEjV7niklMHD7IKvsPzR59+/fFnUyZ/8a0CDBncb7ON115/raHdy7bJ+BuuOOW0sy978Y33i6FNpFCjoik6NAmJB08IgeEejOxZga2PakP6NY075xgCn1j914QvLr3hQS71FUFfUK9kPBjrAa3HZsKCaETsI7AgKASODQa2Ju1MgkpqwkpMXAjRa9b31UBrrCgKvOH72BAvnq/RGzw5GpKlM7KoAWKlMstsmxlPmOcGUyoss0bM+vS69msRURAEeXlhPnItg1V5XijPGuXRZsOJZ6gvQ1x5cJhP6862g4hpJkQYhulnU1vLlOvLN/6lH0z74rr6neZRUKZdzM4xcQkrkoKqKGrqustAKOmWNYOCeXOXhjbL1Jkm4zm75ghkXiwNMCk1Ms2uSIoGM14ua5tfGiGTuyKZtWZePNwQlpAPFcxu2sxktQHa5NnXBkIScpY2DZxkI8xbUR3fILH9n9d49t9Cdvi/EtL/4lsBCQ2jGFO74e9XbzliqFN1iuPf+vyEk07/ZuZ3ptTkvUUIrrq2ttaq3S+96HdjRm9sLe20w2YfHbzbhZfeSDYQFYY0yjN9TENHpbpw8SJAY5Diqtba42lffv7Qg/ccc9Te5/7+NENwyikHf/zJZ4++MMmERhDTKVwRQSIksmwg9miqBx20BxB6MVdcfesV198bqbFB4Zrrb5v6xaSbbhzXsyXY5+c73H7PIx99PQOUkbStsni//fc8/oSDIu1gKlXaai2FIhIAqmC9L79+/y81ptfUNFS8LzD97szT+/RuJkxuveOV+x94HbAbMi+Y/NXHX3581TU3jBo15pWX3wfo5c2SSkcVfSRGnYgViaIICABIPFSrtda2Sj2ZCi2B1UTmzF/0xz9dcd0Vf+rRXNzxJ2NGbfb4S+9OZmOSOCmZAH3lqEP3Dg0kNffeJ9MffewFGxTUucH9u517zsnOO7bFjyZNOf2sv741/v0gbLblUiWKGJ3GbeecccpRRxx0xNFnfDNjMYRN7W1VRqnnk4s1ppBE7QUb16pzj/jF6d1693eOyMBVf7tzSWuFuBkkfT1D3d3Omp12Gn3W6cdfdNVNLrJgOYnioIDiPIJBxNRgcOm7ASF9wxOSTyMRCFItJLFNbRLAJ2O3HjNoYLOIe+n18dvtMJYNHnLQnjff8ujUGYsgwEQdotfOwHIhVVXnEgaodsQtpfJpp53R0r0ZEG66/aHb733QFHtWosrc177paJ034s4bmgwMXm2VzTbd6LsnJgQWhw1f/2e77EgKNYHz/nTZ86++bbgpZL3rvn9+NGni3bdc0qvF7rXnbuMuf2j2IqeaDN9k49Fjx1ScfPH51wccelxrjTUsuvb4/POvWq3/Kvvush0IbL31hnfe+1DknAo7F1vtuODC80dtsQEZiByQ+tSyfulEOCikmW6QGmmqqKZR4USEkqYSoQo451rbOpDECQILYfzWhA/efOOtqy6/9v57rt1q1PotLT3/cObJex9yGnOx5oQNVdsWDh3Q+567b119ABiUWOmkU/907z8eQ1suNfeoVTsCo7X2Rbvs+KNzz/ntqmv0KhcLZ5156uMv7LvE143OiSsAACAASURBVJhLCATK9dA1TJAUE+M1HLHl6A023VgDnDhx2kGHn1FFropvryTfPPolSseNf7vQMGyz1YYPPfKkxzKHhjiSeP4NV9+41cj1ghAUIOqIwzCdedWUL2+IIW2cfPWxFX/k4b/Yc48fOQAPwdcz5hx0wHGffPGdKTWLGhQsskFpHz58yOWXn7/GGoNvvOkJ54u+ggGHXo2AITC1COfMr3KxCIBFY2666eHHnn7hrUdv69e3ZY3VVt1h+x/f8o9/IQmKh04fVFwavsjErOBBO2MZlPIu8MwM1hoVZs64gcWtlSXtHWQMEAJFn3057YP3J954w83nnX3KKSceYDDcf7+dPv9i5lW3P+qjSlgqWWvTtPK6lQTjAQdsO+HTz2++7+myLcVxkqhXjdIQDCLKgi7rpXldfLA0SYSQlBnT6HNUYjSoO2y7pXfg1dx4y63HHX8cE2y3zejrb34kVjEUoAoaQERK0/9AEViExPtSsbDBRuuOHTtSPLR36Klnjvvw85mm2MP76IGHJ3815aP77ri+R0v58CP3uu7x56NqVAhk6y1GbrvtGAWYOWv+Qb84btbcCvlu1bbknHOv7t9v6I7bDguY9993r4eeGW/CplrSOna7XVZbu18icMudj4y76JpyS/+FbZWFHQs//MNbPZuLB++1IxaDX/7ioNdefTss9SQmFy1ed71Vrr7mD4P79WaG9iqExtSjU3X5FUJWjQv41L/Ue0CLgNDR0bFw0fxSCy9uX9jW7iZNfHjq51P+ed8lxQJt9aOtis3XOTFLOtqCBNj4s88+bcjgoapu/oLamWdf9vBjT5rAqikIAnqpVhbu8dNtLrvwjwP6dxu6Sr9rr7roJ7vsN28JJzXBsEBQUVUgAVSH3kGi4KIobioWm8v+1msuGrbOEBH47Mvphxx96rzFcRC0WLQdGkFnsBOlhXg+IVowfZRA3b01azWoqwcFfUPt2rWjZyV9PfnOujz9lXFQed/IjNLJKzPzargMtDRgwnrHlDHQxUM/M66EZcNX8ql9qVaz6x7zQCUvJsy3dS1Xn5knlPI80nL767IuOMglCjaAkLwSMm872eComR1wGnqRIdI8yhWQtDTx3iv6PGSFzrjKBr5xmY/nzEsa0hQbQFRXg490ydIIgyCI4zgPCNOBzU4/A3UNRpewrNtqV9otO+C8/U/epKerOU0DBd1V/pb356QfDof+59lOrsyyRSEv4Px/e+7/FRrF/126qKZInaDWdttt65EjBgOJB7zvgecPOuzk7+bFHA6okvWFcsSFJOj+5bcdJ5x60fh3popgksBhB2236pD+qM7Fkdbj9RDrRu4AwAqkwmQCrxZMNw4G3Hr7s6+8+j4gEOuf/nhs/75lFKfeWxumjv1IBEoCHsBvs80mq60+iMB8Mnna3667K/ZholzzWOzW/6kXJrzx5kcgSc/u9rij97NYIYgD448/4bDzxh0Xe+89/uWSGyZ+9AWwdQrIAOAV0nkvyd5u9cZmJVJEcc3lwtprr0og4qOPJn3HQfcINCb1xiQYtFfNi6+8R0E3D4EqeQFVEgVFdGl2swCkmVKY6lhZlMWTEwQOlIpPPvfqc6/8qyYQ2mTcuSf16x6CKIPVqLbZuqv/eMzm3klrHJ/zh7/NnVt1cbUQ1C655My+fUtsg4kfT/v1yedN+GBKqfsgxy2RlLnQR0wvLg686PLbf7bXiZM+n6m2e82FpKRCToyT0IGpRgmiaFI57IC9dt5mVOIDD3TfA2888fSLXtFLGu+bKgxVkROVwOIJx+yz1093sB4DCDAwik4JvOBydMvZW7AufSUAVXKCPhFlDsEp+2j0qOEGQJHufvCx7+a2OtHuRdhq8w0QY2V0ogoJoFKahaGEQNZaYsNBsOpqa6+/4SoxwMJIH3vudWeb2p1Ta70W3ntv6tdfL1FQD7U1Vh8IWIvj9p/tvF2cJInTJ55699XX3wMtApZqnp0WJ3741Qsvvh3YYnM52HLUholfLJgcfNjhasAxPfPKhMU1hmJTpKBcYu596aW3xIkC+9VXHVAMIWRiB6sNGXLvfX/fZbetgeHTydMvuOCq3Dt+GdF7fsn+tsyjGEFEHJAgK1lB69E6sBS0iG0669y/TvtuDgBuMWKjg/fZReMlBhx5X7Z04N47De4P6sF5vPCyf9z/8Gth8yAx3durrNy9Iy7a0sCnX/jgVyf8ecY3CxKvQ4b2vvSS8wqhB3SoCMqoSCiGE3Q1AmYu7bLn3mJwiYf7n3hrSVSsSSg20GKTKfaZOHEaChrVVQf069nUVC6Ug8Csvtagpx79+5jR6wUWZsxYcNxxv//k068ACRCUfNr+2rBkbm9ppRiIW3+NgYfst6OPQREmT5t51DFnT/m2vdRrSGLLHJQ4bK54dqbbB5/N/snuv9rn0POefWl8mnyLIIregwgqGuKgADbksBx7E5T6zJxTef+9id6Jeh09asswMHVFMSmoACRLg+Y7Q8ZVpcEGPb3NO3/EPMBAY5WtoHFIXk0lElvshkHzdTff888n3xQEF+v++/3UYlIuF8W7IAiY020aBAMEzvmTj99nlV4lrSUEFojAeCSfhUxkdT/mu4gRVUW8pEEcXjFRFFCSWp8exVEjRxDB9FkL7rrvkU+/mKIAwzZad721hxgVdUaVPSYizksq1lLvRbwnE7RXo1GjR1cdJAhPvDj+kylzNOje7nxNnCk0v/Pulx9++AWQDBraNGSV/uBrQRCffOIRYaiE8Nhjr8yZV2PbwqYU+dBDy2lnnD9r1mLv/Rajhq29xmCVdu/bthg7MlGIAB5/4W1T7l8R4nIJTIGDHu++83k1Ahu4Yeut0793L0mSJKrs8tNt7rnvmkGDe5kQ3hj/4UknnFNpXzos2QzCMnLEehKM1H1c6gOYRjqSDahSi4rNfWpStOU+kz6ZNnvmXABsag5HbLlZpdpWNGxNcvSR+6+/3lCv0N4BR/zq7Geef9cW+wg3xVh02ORNS7n74Odfnbjnvr+c/MW3kkDPMhzzi5+3L+wwEEgsSZwkLlYUQa8Ekbi2qFYqWF+Ze85ph4/ccCCL1mpw/sW3zG33UCw5kagapyzUsoI00RUsmaqqa0PHcv/TtaDKfyr/jOpag2UOKCnkSEPqMgPGhrIeljXe7CopzKihBlVnQ7dUts2G/qmVhEvnCbeMiUoliMakQty662b6y0ydaDuXBqiWtydNByfbQhAEKZXXYGGaH7SUxEs/kveZzAxIG/rfGpWxOTFqtkJuPDGTeuYJzLzZaQOMb5A4doX02SXLLEbTDabuMplRZzpQ6ZGk/zYcQ0OXY9e+u4absIHB6zrs+eHtuqn8u7XBYIb+ByONLk+ElQkCuzw/NI/4/hcE/Y9fGJkEGeIdfzwqYBVIFrZGF116c0dcFNMTbIvjYkw2IY7VJtzjmznxYUefOXPW4tBCv97hWWecAhqXQouqIgoIqqnBCSFbL6TAxCZyTimMfbnmW268+SHvwaJfa7Ue220z0icVAk06aml3MdTFFQkbOfjAXcJABfDl19532oTcJBQ45Zo3LT2HPPf825ZCVtzxx1v36dEtpDCJfK8+PcstxSWttYMOPv6Kq292EAhQahWRxjojZdHV9TcTIRGQeCna0BrTq6dNI6qamkziFhkbKUVgwIGBsAwcVGpLHFVUSZUE0XkVUWsDNhYYANAJeBUFUiVQVjSi5IETJeHipVfe6hAIZZMNBu2z23YSd1imXs32ij+f07scAtPDz73y1rtTybYgykYbDBm7xVqqcXuHO/aEcz6dMkeDbpEYKhZjpMiDUKHq2FFp4mdfUbEcA1JgEQDAeAg8GEFmS4DJ+msPvuri07sXA8/2o8nf/OaMPyRi2Bbr2dadGX8LFrUqEoILyZ17xq8G9mzyHe1IkrhIBJmKyz4b05Fc5sFCQAii4BwkoiSODVLRyvZjNgNw8xd3vPjmhFvueYQI2en2YzZV6HDem0IBwaXdQQT1FCwA8iJR7Kd+PePwo8674NLbjvz1WZ9Mm5lwqDYQZJXAu7DSHrNBZl8qhSBxU4m2GLWptcYpXHbFdYIFLnZPxETIakqVmP/1xiTxoN6P3nJYEHo2eM31N5/w2/Pvuv/ZG277pwuaHYdYLJMtG9uj0uYBMfHVcjFIogqKLxQCw7zWusOch/ETPtxz70PHT/i4QWK0XIy3zPuq7mrT+apDFGQgA2iALNmSg6AS0ZTp8//0l+uqkYQE55x53IA+xYA1QJSkutfu24cERPDp5K+uvO4eLLZoUPbAEIYJUdDcrcNTofuACZOm/vr437sE1bs9dh+z6pBeBAkqkRpCQlB1jlSKIScq1/39rgOP+t0Rvx532/2PNfXsTbZobbMSmbDoEhCnhBhVO1zkmEwcx0BurTVXFa+LFrnjjj/3ocdf8moVEdABCgKuROWfvnBCjU85/ohBA7sbC5WKP+7X50z8eKanHlWx3hRjcN4oFWwVsaKmisWnX3lDAhMUsaUl8NpBJkIUBScogA45UUxiqXVEtbBUWrBgnjGEyv369kMQojT7Xf0yDbm5AHfCBhuG9KbuvLdz5QWgUxUlD6RKHrm5ey+hkil0b4vwpN+eO2tOmyFcZ83+ozcfFlVaKaVcvBcERJ09c3YlipHigX1azvrNURK3GVa0SNagIc78eBDy90929xCRNWyNMcYiW2AmUvEdRxy6X9/eLZZg/HufzJjX/vpbHwNCc1PxxGMPQx+jmiAoKCfMzPXwEWY2QaEQJTEH4YMPP3PsiX+68LK7zjj3Igy7S9AsZG1Tkwe2QVN7pcakTioBG2v8Wmv232rUWipSi+Hl196v1azHIpiAC2GkOGfhoomTPi1YbmkqHHzQPoawqaXndTfcecSxZ4y7+PaPv5xZkcBx6JAVA8stbW1xIQQPtebmQiEIAiJS36t3S3NzwSO+9uYHRx5z0pdfzQUqLIW8iJAbH0IiIiYkqmdYYL2STnsRgQC9T2xQaK95Cps9WO914fwF3iXioWffHoVCECCsMqDbKScdzAhe4OlnXxk/4cuaFsG2JBSqLUSe1TZ3uFBtr2/ndlx57R1EQA723Gn7nt0CxsiQNwaRKY37E4FCoWjIuGrbEQfvcfhBu5JG6vWMsy558dWJEHZP0LAxhTBchrhAyPeo56dFOtuiIN/01bUabkBuy62Yu1a5mW9HhhbyHXH5EjxDel2ZwAbY2ZVuauBzluuR0eDy37Wzbrl9gxmwzDfdNZT+eXKvK3jIZ8c1oL48hZg26WWcXoYeMwDZMJmVXYt0hez/2XYyhnNp62CO0erkGPMAaRlg3AC2l2sLv1xHiQYbla7pVinMSwnMDA9nUeypZ2Y+Hr1hkPObWm5qQoNhz3K9VZYL8rOxzfok89eijqJ/CFhabtr6f0dc1/Wv/42sZf53+a8l80QD5tDo2NEjvNYI7WVX3jhjdiuELZF3ESQoVpwAgRJ65AQK381e8uzzb4KCQb/9thv379NDfQIqlhg0CxIA74XQeC8CHo04SByTp+K770/+7rvFIh4h+tHYjdXXQIFNEQA8iPdeAUQkDM2WIzdkdQz4+eTpLrECho1lUrK2I5YpU2d7BwDQq3vYp2dv7yxA01V/u+3GWx77xS9/9+ZbM2zYoxZjJ38nWhdtLp3iBQJMg5KVLJk4riVJNGPGEgEUpZOP223dNZo1mWOhwupZLCZWgTkwaGNkI4AAhMRInHifeOc8KAARIJGCKnbyhggCAtZ4NJOnzbj25ue8J/V60D47NgUe3ZLddxm7yYa9UbRacTfd+ajasgCJj8aM3kRdwgDj3/rw86mzPJYcWUeSaKQaKXknMYfWM2JIkY+QY5V2SGlFREVSVJGqxeopJx6BHhh9VeDya+/zVErERIkicudrQwFg6vTvzvzDRR01HxAO6d98+03jhgxuIomMsQDGLTVuSIuJ5bRigyIhAouyorXgwKocfuDeA/v3IPVvvf1Re2Tue/jZufOqhDpqxIZDB/UDBJd4YkJMqSAkQERKDSo4CKqxf+7F1/923Z0vv/qBgxDIqDJhYNn27Fbu37+H9y7xydw58wNjCGTwoAGkMmPGnPmLliRKiagSU2A8UbGpx5RpMxCBCVYZ1NPH7S6RqV/NefChl8/+42XzFneAtV5JY5QE1EXDhq2N5JlxzoLFNiwDqpfk62++Pea40+568KVfnXDekipG3ja8n+qvzGULEe36As5EWQAIdcMWEfACgNYEZSf2yWdfnT59jkHp3mzWXmOVOKo5L6NGbLbmqgPFJ7XYn3v+xZUoilzS1tGqVhOpCsaVWqspmCWVVlMqTPhgytvvfBgYDNBvt83m6BNQAE2T/YTAGBNWozay+PkXM154+cOnX3iztaN9SetscIlUPNYWuMqcjTZaw4YUeZg46RuPYew8Ik6d8tVJp559+31P/niX/d54f3IMhahuOpOAePEI0vWBI/l6om+vHmPHjgTwSPL6m+9+OGmqQhm44LyKekSOksQTCVsx5UqEheaetSSJkqhSabWGU8kJKTICgAd1zlUKAVqj1fbWfv16qiggfPHFl4oeU5inhEIAqQFopqTKarv01a9ElKLArvRIvfGjjpbqgKOjWvOKSoHXoLXDvzH+HSYhgFEjNwoNpmUIGfYeVGHhwiW33/1PwpAV9txlzJG/2JWwHcEDWIYiY9C5xzyxgHlBMNTdfRGQBBFJ+/cqH7LfHqQiAq++/RnY5vHvfigAqsl224xaf80hAQaqSAHWBdYpikQUkTAMydivvp31wsvjb7zl7kqsiXLigE0picAgNjXzgIG9vGASY3t7hICrDOirAIY1TvzsuUuKzb0BjVcXS5VCFUymff1VnHgG2GKzzVBJtfjRx989//Inf7/lgQTYFKxHIAxIGVyy2tBBAIBgvpu1qFqNETUMg4cfffK6m++/+OrbDj7y5MUV8Rj4zECojsqpMXWNFCkNV6/L0FXqdrcIGrJFr+VC2cUxkWsqc/++vRgZFb6Y+pV4lMRtNWrTMFQmjwCPPvka2mbloKYejFHxhULonHDQ5CDscPal19+Zv6RmAujXr2WPvbYRXaRYQfKkCGAIDHvgJG4i2fOnY84/90RR9LZ06fV3P/D4cx4NKBsNvNQbCurT7F34q2Ull0tn41WXER92/ZZ1rfFWlI7QIPDLSLB8jnkeM6REWcaY5V1YYFmrxq5+MA1O/StSz2UJ75DzxlyJKWCWvpD14HX1AmmIMs+fdcPBdMWWWS9iak/SEJ/QFRDmKbgUzqVEaAO9mZc+Zr9P4UteN5tXgeQD6/IgP7tYXYmvvGlKJqTMo+IGJC8iSZJkGDuKoiiK0hXSvsRUqJnBv4YGvLyxZ0Ms+XJRdz6tHpY1E2kAinmc3LDkMXY6DvS9yswMuzc85X8I9mgwn/2vwy0/BNct97B/0IkoZGEd+J/C3RXZoa7kG7uiqPoVzQes/MT/bwL15aojlqt7XtFDebkrLE+z8Z9cggZLq/RPhskltVWHrNKrRznEwuIl0YP/fAZtOUaFEDxVWYxRJHVIiWLiAWyp5Y3xH4ACgu3WDKsNHSQuNsRERqUOn4jYcAjIQAzo0cbAsZATxo7Yv/LaBAIGMeuts2pgGZUAU02UIqJ4Ncy9evfo16OFVAhg+tezAALxoOoEE/ERGfhu1tzYARAYhiGDh6KGiuVKTOeOu+rt97920NepQROSoTQ+AREUUNN0aJDUcg4RU5dxInbOLV685NXX3hRED8EGqw169uG7brr6wjUH9TRJ1SRJOShhQsVCM3gGAGaTTioRESiCAnNnLq96QAFQYgQQQEkT2TkoeAr++OdLJ30yFRCHb7j66JHrkV9wxOG7pk/f8/587QcffetAgcCwH7b+WpaZ0L70ygRb7K2mIKRoANmTBUNiDCCpIgoqkgI6MkIEiAguMRZRq6VANlxv6K4/HZPEEQDcfOcLjz31klLBKRfKTYC0THM82htvvvf++58Wz8w4auQavzpqD40XWzCMtuF7J3Xpl+Q4KlAF8KKSKPq0oOzZFP766EMtIyC/+vqHsYSz5rW9/c574GnogF4H7r+HigQcgiiAiqqkOeJeQDV1E0sEgYuALc6XEifio0JYJIfWxxtvtOqA/oaIgYsfTJwcJ9q7Z89SIVDwM2fPnjNvAbJFwwJJIpFTF6tO/3am80AIgwf2LxZKisb50PtmJy0eOImqIuodsojEC48//lAmRQw+/HhaNQIldOA84hvvfHzK6Rd/OyeJtZSgyc+bOOfES362uet0aX3CIbPFEo/qUQVAQH0Sx6mHLaCp1fTLKdPTsn74sA2RSAnGbL1lMUSV5LtZ855/7V1bCNGQCRgx5aw8M3nxZI0IMjf/640PQL1BP2z9NVETREiT5IlIEZ0gEHpRDspkykQFYgoNYlLBuL0Z2tcZ2nTB+b8RhCUdcP9jr3ouKTORYSk8+cIHp51z6VdzOpKgydnAEwI6BM9IFgJK1ZVdFGJZHTlk1SFNLQbYefAvvPR6UOhGVFD1TIKoiEWmAqIRIZcQc1m8NRwicGCb0IfkCyAGvPERWjUWkMSxT9gnqw0cMGyzYdUoSjzc/89HnBcniVdFDBhRhRE4bdKDNPmijteWTiojYJe0oVyFgMqohMoITKiixMQciFKx2PzZ5ClMhOo3GbZWUquYNIMchFLre7QXX37TO+99xWTLRXPRn48fNWJ19DFpKIlhDLGuIm1kOer3GKiApjATkQCRUEYMX7dv7xZCqNTcv8Z/EJS7TZj48czZFRVsKdltxm7O6kREEQSlsweMCOrw0Ysgh4olwbBYakYG8QkLF7nIGq+/bv8NNlgdkN5+a8rsmQsIzJBVVkk7pebNa581Zz7ZUFCFEmAnmNhi+PX06RwwqA4dPKhfrz6IIWIzUDfCZgVViJgQPQRAHW1zR2y6hnhALDz+9CuL2jvIsiJ2VOnCv9581dUPxtLTcTlGJ7T025R/aTb0R6UNl5rCPICUcFKVAltyQi4OKCJZtN66AwcO6GU4mP7NnPff+yi96TYZvn6ASugrNffBR596ImfUQ6LkwNfAR4ygKh5JTThzwZIpX09TBGbYdvvNOUiQ0jG2JIQKIaBvnze4txl3zvFFCwnQi29Pv/iGe2MbACJ7RIdkbKyx9zkHS8iLhBuYjZScrAsBMvP9fHGVT3vLC/CyZ1GG0PKWGFnLWfaYype+2RMsNWzMN19l1pqZ9K5BrZc1TcVxnHZ55T1Rsga8/GlmriqZwUaGBLINNvipMHNq05KCvbxDYzYy+Y9ngDCPCbPBzKwvG4jBrjl4+QyJZSb1lkUB+Rj3/ChlhFj6Y7padhb5IPhUqJkKUInqADsIglRBWiqVsvzDBsOS9OOlUqlUKhUKhSyxsAE+pfrSrFku7+KT7hQ6Q9IBIAOBWWRClrmXwf5sWLJjSOMN05XT4c0uU4NQdhkVTOfBZF/zfNp79m8G//4N0aaudPnelRvaEPMo/N/d1/cuKy/rG+YPvmdTnY022ZQRZgr3/8hkM09DLzfhfiWjsRJM+0NOvIHk7api/7ew03JTDbr6Fy/38Lqu37DrBqlD1x85tzT8tatIbOUZDA1SZgEXFLl3r54M5D3NnbOwVlMBRgKhWKkaAFnEAL0lR+yQvaIuWLxEAEBDgzBk8ABrDCEv9QeQ+kwjAjEzkhJ6Mg6tQ6se4dkXXhI1IGHP7i3WEKEFIEAlVlHPxOJ8r27dyItBFoElS1qJ2QaGCZiEyKO6Re0L2mMRFC++T59uHhIP4IAdhw5DB4ECp0nQnQHoaTMOdhZ2mr8FvCTFpjJae/nfrn9/0rRYGZz2bC7su9s2Lz11x6P3X3X2bw9db43eBY6TSpU0lDoWSS2OpS6Xz8+RgKQW20iC4BWcgjpFAQMU/v22JzyA87rfnj/Z7+fbr7n6AGF4+/0vHnz0ZcWSKVonEYEO6tfPKImn2fNbW6uxqLJRFVHP4Ak8ggfwCEqgFoRJCJwqiJeELfu4YiFOOuaefvKRAGqL4RsTJv31kisdBbGgEre3VVSzkD8FAFFKJLzy2rs/+HhaIglC9ZB9dznulwdwXANJ1McNX4sGKY7Wm/wARURcHNeMuDFbbDywT1EVFlei18dPBDS1DnnqmXeAQJkO3Gfngb17uChCQK/Oq9elW05LNQRkROO9RShYYwnUtbdyUg2weuC+OwcGvOoDDz33yWdfGVPs3q2HNQ4Rl7S2J6JOJImqiJ4JEFVB2mvtCxdXAKCl3NyjW3dUq2Ks7RbVQAWCQsioISi79p/vNnb4sNUAeXHFP/rUu54KTiB2CRqLpgymu1Kzo4InkxOTIDMjYVet1IrmsAGgMxTak3oEDa2h+pBiqVSe/MWXyMRMvXr39qBkeNjwDUEkMMHXM2ZKUAS1oAbVEBhSg8KgXPf5VBZjv501BxEYdJUB/YkUQKWzJFZUJQUNUQNArxCpOnUMCey07dbXXHrqUw/c/PKzDw7q3+2Rx5/f58CTps9aFCMLoiqwFrzp702fxLY4DhICRSUQUiFBAPreV23/AQMVU6si+nbmLEFW9AQxQcLqwYtBUddutKPICUTt6CrgKghOVBENeGZFVGDxmtR8tNj69l5NsNfPtrnj7xe09OpJhcILr0z49PNpSlyfQVBSrSO7VP+W9y1QUZG05HIr6XdQUBAFFVIB8KnlKKqCqDFGPEyf/q0oEEHP7i0Bk/eiQPnP13zppFP+9N6H3wAqQO38c04e0q8bRbGlIKu/VCHfspXjywEQQQXVgwqooiY77zCGNRGFhx5/bvbchdUoWdzacfOt9yGwYRw7erj6asDGe6g/s0RFVHz9OaaqTtAJO+HWSkV8XA7ZaILVSr+eTef/8dTAyvz5lUsvvSNxGMfao0dvUUDE+QsWdNRqtaiKCAETKxKG6u3CRZVUxl8sUnNLCOiUNPZpFKJ6VzXq/TMzPQAAIABJREFUKIkwbjvsgN23HDXMi34xdeYd99zPQSl2IhgIFJF7OerppNmpFVIgWeEEK3Zq8ZdRhKEIiAihR/DVtsUGIpO0Dukd7L7T5uPO+w0we6D7/vG4oRKjQcD+/XopOBGZOXNONUocOq+xkld1AQGjZ0gIPIJ6QLThrPlLBEARhwxZtVRsRgysbQIMFVATWWuNQX+/dtyD9169Sl/rJXrmhbcPP/b0Nm88G4CEk8R4dYmL1ecx6opEa5k+ADv1Fw2TtvlY8ExUmZUc2Y8ps5T1yGWNdnmVYL5GaigkGiIT4lqkXiwbQ6xe1Ev97SoKouIlg4UpFZa3OVFVRlIv6cogSoCokG4HRBuCHDIbydRAElTTNX3ifOLUiyFO955uJz2MbGvZ/7MfOVXjIIGoOJ9uJD0AcT4LLcg7mmTda+lfGySp+XFroMjyFVr+jGDZKL/U7ASWtWzJoG8nmGms+vJkVwqBUoFl2nxYLBZTFBeGYVNTU6lUKpfLxWIxDMNMipmPcMjPxKVKyOwWSuFZBobz8ywNDGfXts+GG7uB112uM1ADjZweVdYQ2PB9aSj7TVfm7d9NFV85Fb4iQmm5brb/mYFKV6HzD9SgrpzAg6zdJmfHgumL8f/DMTdwdCtJd1jR6awovP57Kbvl7qVr++kP3N2KWhxhpbEWK1Enw4ojPWB5Lq/fe68ut5G66/qdthkS+6hULqoDY3jRgoVeNPGJJKCYsFXxHiR1UwAFEA+h0SWtrXXgRNDSXIqiKnHoXCqZUEhj0UUVxKkgeAQRAkCXKIhLFi1eLAJAQVO5pJI2UlhiB+ANWeehqdgUGgtqEJUQFIUsRd4ppjVN+k6IO5JKi1pmNlYMJ06NEqqQVwVI0lDAFDHU5+uBSQEIU3IPJDUsVgDvRKKOqBDahe3x0cef8+zTdwcBOpcEATaX/NiRa2y+yRonnbDPueNuuvKaO03Y3ZvOJkTQTIyXtv2nPSOQSodST2QUVZXUYwYMqD7wxMuHH33o+mv23n3nHUYOX6cQUsXhdXc81BaTItWiShgwJNJcKiIAESxqazcFGyuQ96iMGHZaDAAAJD71ulD0CuA9CbNNklpzybhK2wlHHvKTbbckhPYILrn6tiU1B1Q0FDpfDQqhd1qv+VPjQwdBofnrmYsOPuq3jz98/YCBxZam8K9/PHHq5Jmvvv2pMH7Pl4sACRkMohB6UJGkNmaL4cUQEtXXxk+cMm2GDYvWBG+Mn9Bag3JRhwzoMWr4ei++9lEceTVIgIQG08cPSgYmBZmUbRDUfGIQLDpLHQfvs9Neu2/rFb6ZufDcC651GgKlToKAKdmoyKlS3zlxQojAgKSRiwFDZsNgEDwRKwCzRYNJUjMqAWuoHSef8IuipSj29/zjyXfe/1jUEBvD5MUxGUFGYNBYFfOGGUQEhEoCPr31ljInoECkigC+i3wEUVTTyy3qUMmwBSGv2trWpoLioam56CQpGOnbtxcDgeiCRYvRBAiWtDMJb6k/A6UROB5cR7UGwKJJc7nMhJr6D9XD/ASUAQISAKoKRYghuwKKHzp00AH7bRcKIEGU1F56+aXJX3xqbLdqtWaLBfXovWjY4rEK6Dz4NHAbFUkJATov38qWUrFkCAQgEVnS2gGAikLoCByJLYbifHvfXgG4pBwGSSy1JELGeYs6kDBxHWw9opPIbb31pi8+94AziupawqZ11ugdO40FlyzyF/z12ljDWFAJNe2RzJFzSNgpgRNEqsvmdLlvMWkgVVQUUUBVyTunrOglEZHAcFulJggoWiyESRwHIacOTQJACIQkVP5qxqJxF11/9+1/LAa80dqDr774vMOPOKs96khctBwx2zJt8+QBVBxCitZVk9r2Y7bQJGlL9O+3368CibpiGNx7z8PH/2LvVQa0bLbZei0ttKijRmi8CirWbRwAgQDT7BcFUUIFw+TVJ9XFBTIdS2b98jfHjRw2rCbx0y+++cEn36gtg6DhkABU0XkPqMYaL7GCEAQuBuZQ1BIhiIo6oli0BhAgAapxcdKje0vrwsXdiuH6qw68/LLTAQAZbr3rmQWtlYCKiuScgAm8J4RQjZJngHT8OD/L1Oh+Ue8ZIFACTHOcwRhSwGN+deTP9z7S+QgpGjq4V49uoTgRoqeenXDHPY8BlVC5FsWlYgFFmeycWQsS55FFxTMoeiVEEPWSvlmAWJ34jmo1vUKlQg/DZUTjXNX5Os4YOLDX3nvtFCcVRgXEqdO+njtvAZWbVJUREDwhJ6J1R6H6u6qekAYidR9oVVFJQQqmeKM+jwoiAt6rIrDki+x89dy106xBA5kn7hoqhK5G9nmlW32PIHklYUbQ1fujEBSwq8ZtKaaFZTrusvK9fgpMDSxFnmlEQGZKP9UQY9BQYTawnQ2Dk9GS+cFhZsXGRrL88OYdMhuMH7uK12BZJ8z8mhkPlpd3QR4pMZC1QMZIflO0IhST+ZdmTE8msKxruIxp0K/mPW9SUJe/JeI4bkg1yA9annTNn0KDRrRrsZq3UU05xvywdDUmTc8lnaHIk1h5vJc/BtMwrD8QKa1EFrwiViob8eXKOP8zZWCDTe33rp8XcP+7wtG6/lv1B5J5XUe1q93TimBnw7fuh298RWBm5Zd45aO3XOi1fKS0LKRv6GpdbtfpSnbd9cH0784yNNyN2YOvYe/17wkKIjlJYY+GoTFGjICyFQ1QJaG0VjWgRECAXiQmVhXo1F04rOeOp7e6IgCCpJV6+lkEJI9CFlQVvQevaciBF0QGJQ8KPiFy4gEkTOIkJXVSR7xYo0hjQVYFTIWXCgJKxhBaFSAR8QlQmOY7AjqFCEGWqaaVIDX4AA8gnRblKdYFJCg0NyVxzdqmqd8u2Grbg3+2w4jdd9t+2IbrtZQNgSswOK+n/+ZQ590ddz/iwCDI0jnkbBJZsx4aAk3HBRhSdwdAYFJGpIqLjjvljIfuvnJQc/P6a62VqI7/4PMnX5mQYMhQFbbe11hAvaqqB+BAvSaIgUGbTudSJzupKUxOaV1QAExACDA0VqrVsZtvevapxwag1VivufHBl8d/hmy9U6eCiElUYypArhxnNtVaXCi1fDNvyYWX33blX39rVUnh7N8e+d4hJy2pfc8jJ62SUZkQGIEZTAHHbjVcfEd7Ta+85rZERH0Vwc6e1/b4s6/u//Otxbufbjfq8cdfDsotAgqIktJLIAia3kygCErArhpVyVj2gNKxz8+3O+/ck1SgFusFF9/6zZwYwgBBTUig6DQCIFCjyuqVgRhsKoxSVCD0Kd8MBBoLRIqKAYugNQX2VYuVk3594HrrrO4Bnn3x3T9ffINyiGgIjIgwaz2HQJkRMs+M9GkpIkKqIgj1btWldZuKgGiX77QieQRVUhRUQCQA9KKoQGTSzjMC0ESJVSGpdSwh7YtCxSAUElGfcZ8ZyhNIe34AUaXz9pN0+hXTsdWUy8MUDNZnxwmsiUVCw9Nnzn76xbcH9Oyz6tDBvboXL7lo3B57f3zKWZd8NxciJ4jAIXj1CJ7AMzoCsIogBsUIqqcEkFZO56lzoMDIgkxoFUjJKThVBrC1yuKDD9rtovOPZVH0apmQYV5rdcvt95m/2AUhK8YCaotc9rTRBoNihBCBvUCcfPf1F4+++fnN1907a2YbFLsjihohT53ltIAmXWZjBbGeM7G8B28eToAoCZICKXgFBFCvAoCM6MQrsgBwveuGVTCNPeicdaJIkKx94/2Jz74wYbedR7OT0RuvcfLx+/350htNGHYW/NDY96qdjxtVkNRyXUDd8A3W69urJWB45633Pv78G0vNNlDnfWslGf/mR/vsNaZbix05Yt1nXprEJgRyqWyTFAHU1z2OIfU/QiTnEsMchmC1cuRx+x96wK7Owew5rVdccycUi6oCHgApxYip0tV7B0CspAIGkYTFkyhwGuwMQqiSGsRLtRA2tS7qKFpuKbk/nPNrQxA7ePjJt+575Hm27JywWmZyPgZUBaeAoAkrotJy+kqyHrU0JkdTDAtaj7QG7x0g9e/X1HcAqDShQEDKAB9P/frefz5/052POih48IweCZ1I+voKbIk5IEVWZLUoJiGPiuoV0ANC4iP1Ln1PoSIK+MTFccJaE6o5dZZ07sL2d977dNCAvsM2WM0yH3HoXnPmL7npzgc5aE5iLwhEnhVUrYBbjnapsxc6reqJCGkZC5bsne6XZTby/Ela4udT0VZUzOThXFZGZ9kAXQFJ9ss8N5XvEBMRzYVfNBCDed98yGUe5IMNBJYDn1J+SVWlU/KXSgqzsIcMNnRNC+ha3WWr5fPK6wfG1DUuIi9HbMRmy0YOLFeMli/AGhrERCQ9EeecJ7IYkJL3iOwBMaU2EZGZPDEodK0zu+rXsj1mGtdM0Zo/1Dzxm41AV3IiS8zL/prvtW6YX4BcLGF21RrutNS7NQzDIAjyG2xoFm24Y/OxGQ2a9vztbVZy1VdC12SnkYeMsIIckob8vmyu5f+vfryVh6Evl/37fsDQ2Y+g2Q8E9QIS6Xs7+laifuwKMruORleiciW0WFe2rcFGdrkTJz/c4mVFx7bcBs6GGYuVbDn/XPsh4O3f6qJeyaE2cN9Lx5lRPMxfMB9AAf3AQX2ZE1QPSiRF8JxYIWX2TGoAEDBBiAf068MEqB7AfPPN10SkSMYYrRsDACEZhAQQQEkDVlSlRInYs6WtxowCEtV4wYKF3qsiQ93mLgEgQlLn25a0KoFXFcRCt0IM7cglAANKCgwAhUJzMSyCAgu0La5ZNA4I1IAqokd0AB7THg1AVGJgQca6FllAqU591NegmkuIbaXDG26evSC68R+v3HrfK92L4cbrDtlp2xEH7rtLrz5FLMF55xzz2Wdfvvzh54hKCoLp9DxmbHcnm8cAdTLSp8YaQAAknlApMfTxlClXXXvbJWecCJFM+fbbQ446eXGtGVUCrhIUyRtGM3fOXFh3ECj0HtBDqe4mSEACHtADJnXuFFmAUKDTdp1BCVw8eEDfK/5yTpM1AHLvfY/+5dLrY9MbtAOwM9EsZ/KPnYaDouqNJlj4xyOvLZ5dufmqM3q2mM03XfXcP5x4wql/rteanZ/SbAIonX4CURBUAkmLOnfyScesuXpfgMr/4e094+SojrbvqjrndPfMbJBWWSsUUCKJJDIYDAaTbIwxNtlEG5NMBpvMTTbJYHJOBpNNMCKJKARCEgiBQBFQTqvNE7rPOVXvh16Nh9mVgOe5n3c+8Fu0szM9p3tm6jpX1fX/dMacNS12w9GjBIsEEVj/2JPP7LXXZn3qsvvvtfPYDYfMX9aEUVjW5gi4tve16wkYiqgdSJjJZM47/Q9/POpngU6+XrDqlLOu+eiLJSo3yEmnsG9uWQ3AhJjN1ShlrFdAgGwVGs9KUMIwqO2VY4B8vpDP5wkRyHuKHSjCOmYc1De86rKzD9h7Vxu7R594/eob7srbUFSJKGSLiBo4AZUIFgkMCRD3MMGVfoym10U5SgMAkajSF1oryRShAUr1B6QZguIFiazn0WNGAQgJrlrRqhUwF+fPnbXX1iOBaUjjYJsUKYxRSJBEkIAk1dvYtenvwA0cPFCECNWypcu996I8kxcGQUIOABixSCDMhFTjRbF2JY7feG/SK6+/lomCnII/HfOb884+fs+dN//bFacffsyFhLVBJizYVoVGcZHYAQqwKI/gCcUIglOJAg28Pkrt6iVLlQAKaaJ+fQcJrFhrLiuWKEP1zctbFy9YHklRORnSOCTMhREq9AY4Ykwca0ANzPPmLX34qedVBnbabuu9f/ITFMm3FG+45WGXV2B6x16z8iIJgwdwgAKQIHFlcnfaCgdlj6GHT3usPMketIACIP5vdj+RMiDOA2wwdETaeNXS3JzuLnHFZgohitKWY0A56/wrM3jNvntsodGd/IdfW2WvuvFeZi6/y5gZhCsFztpWZiBIh6/sb3+zv0IBho+nzRw2alzouYQFpTLGBtOnzz341z9BSg4/4sAJb3wClANy3/nKF2H2AkhgEJRnVjpythRFcvH5Jx1z+H4h0Px5S/983vXLmzuLwEhCCppbWtI3aH19vTYKAZEBvCGwCmMWV1Ob9QyIYK3L54sKA+EQBMh0equVZHbbZdxN154yuCFC9v+4/bEbbv9XTDmvrFEBeiWWyThQJYFUT1vyCllV1yvlWnbtnCUACKBUKGRE8exef3PyBzOm9M5mjjzoVwP79UGdXbRo5b2P/MebPo49kEVkMrB8xUqircTDhhtuGIXZztgH2pBFRaZIJRQg5QmAFAgGLqYhA/sbARRcumhBErdpE6EUMYyFXCzw6awFx/zhYkPB5ReefOJxBzRk6dqL/tg7F95421MU1nkDXpIQjFgsSKHMwiOkMAwxCBgcEiArFEJKN1rX1mfYFcSqlErr3h4rse6khMqd9LQ0LfPoKhVduaqpLFwrN+L/K3XWQtK7F4Fa67XMIqw0l6ASyL7W60szJysDGxGxzDipoquvbR1UUNHRmmLKy6T49G7dkXFlDVn50spdiN851O/O0VVmq3S3TCvtnCpvo8oPqBoCKs/slRdHKYUqbTlCrbVgF6oJuqIvrbWWkKq8r+6NvlXVaSVwouo8lu2+smauBDaUiXZVoPnKRauUi1VmaaoM01NT9l0ra2atdS6X6z71VukMd/djuxfJVR3IujIZprs5070Q7y5VeyQe/hArfD1Ff4/6rXtL3rq2KHrs2fshU2f/vTOTiGNi9BpYC1gARIlEBIkZDED8vQ/e46vosaGx+6GuX3p1t8sqb+WtgspPk3UdwP9uKMv6Zdu6Inl+SGNt9wDi79Wl5bdiFUukx1QrLmVD1fDNNys7nNQFuEHffjtvMv6tKXNabRtmtc+aTN4WbTtm0CJCEmZUrtQGm288Hj2gds1Wf/XNCtRKnHdFbyQA0YjArNlllcuFiqzuTEynkwQSCSDKODhg971DZiT3+bzlgKBkVZSpKyQsUE+CBjyyLFveBoWFqnaAg2jIqLFTP19GXtXr0JYKELg4gA0G1feOwAFYgrnffmswBgYnGkgryiRJ4rPZEqgYkBA89Ik5A8oKFQgNSS/PPrUCugon8ZFSzieshYkd+2xcH1NxBUQTZja//el/psz69qE7zwXVHkGvDTcc+M6MJYCOVUlQMzBjwqokaysMQIfiGUhU2eIjAAF0op0AiIrQ9V+xZCVrcFotbG5Z05zoQIkqMIeeIlTs0Mz6ZtFuP91GI+yx5UZPP/KMzw4pml7GduYoYRbB0DE7L4RKkUIBo3WpWPS9ctKxZlDOP/SPi0cO71dSsCoPV9z9VF5yIRktvZ1PNDGAdqwRhACUaOQABJisKEEfaBcSwpsfTbv9qf+cccrBIfAJv9l98SdvhXHsECyyCvPOlYzJBMxKJAblQRRrLYC+zZlesQtHDFQnHrN7hHkgtdu2W814+yHFTpQTIACFQgjeuqR3Q3DqaYef99cbvAcFaWSOFkZnOYzCxFoVaBb2PmuEtV3xl9OOOOMPe8dCRYKjz7tpxqwVGmulKCZEAFq9vD2JTRBJ4wYNtb11S57RG4XWAynQPrGNg4Zks8ZBfvmShcWmZor6x4SeQgq0KbVB57Irr7vuoH1/WgS485lXLrzyZoO9FUTaNXifmACTJDYYcmICpQQdEHulABUAoQNDSlEiYAAzoAASVJIDzYxFxFhIABUQsSSowAkhgoPYUQToADwQe1SCCBBTpJXLI3dsMnIUeygGMG3eXIRa8vrVt2ccfdSvI4RRjQO261//ySoMw4CdT79H005RHQRC5JzLtK/eaeuNO1A84ozZKxU3KAg8WyYLABqypU6vao2FYhQYnzhMBBAtgFPE2UwxCR0GtzzyynHHHtbYN7vjuC21iopY40QAxSLaMMtsDUOooKigGHhrPLLRHHm2JmAQctYiCmA604cABkSDqM+//tYKoFNKYNMRgye8Myk2vRhDybfmTN5G2Rff/fj516dqn7jOFR+8+dj24zdSwojslCX0XfY8ydfLF9324DMqGnTT7a+/+cLQHbccvPX2Y/5y/BHX3PRIJ4DVJdTGuCDgbCkuWpZIRYMHDqzJcGd7Z5TtXcwXjIIoysRxkglV0RUHD8wRW+fDlmIs6CNhcomCokdIxHgshL7B+GahRNALaKLAe/Y+iQKxcbz5qL6hxDHrL79uYV1DKkFIPCqX2nRQAPHoakR6dWDpuDPOf+WlezYZM1gL/OWEw5q+nANJJxNYABLSgVgpmYQCF3oERtSeIyAH7AMjngfVhj/fdiNSsSBedPbvLzrNUOg8MQMjkAaFLg7E7LTJyE027PXVt52aNKIAOkZBUAQa2LAQaZ0ksWTChIu9Ms03XPHnw361j4CaOX/lAYefv6bAoGsAfSYuBULLFyxBgCL53JCg94DazkUSBAFji4uUtba21LJFY31GwAM0tXQsXbXCB71im4RRzrveyi0eM4ju/NsfGhpqi0BX3vTIvfc9E0T9dSyeAhGFijEFdbpIQ6glMNwRSqg9kkMQkyA6CkiUUSzs0IdKRcVSEmYNqBgFiOtSmxG1CClA8+HHi65/bEoG+eVXv/z3E7f0qSvtvedWe/90qwlvz9FBziFZz31qBsz9YikdjIzSMID6DwtXfdMm3gQBQtwWhjGDdt54MeDYMNaGuZEjhnoEVm7SR5+WLDqjA6jhOEcSKRQgthHGmLn0jodGbDn2p1uPCLh07h8Pn/L+J5O+WFg0gRdHxEoBO9PubCeL8qohCjffsP8X36xxKkIDFloxND7J1kEAVg/t24iMqCEpMVsytabk2YjvNqSXeiMiIsaE1tq1eR7CXPZtQISlKzMagT2UG9AlzSsFEBYuk1EBACjtr0sVoKQdm9J9qEREvF87spUOFazN7CpzzJm5nN2sFIp4a21lKa+1Tidm/2v6MacHJpIORaYSy69t2BNmV1aSxigRSRehvCxp20M6maiUQkzL+3LFXp48lBRfTkqlohqE/1vbA0i5gRaAiDStjb1xvqvn87vyCdfuQqRLQFp1tfNjKvDSA0s1CAdWHPoEgcQZYRKwSE5LSRw7EecTcZW+Vhoymb7Mck9jdw+2MtimUtSUw05SF7Qs+FMVV17PqnZQpVQq21LhV5lGU2kJlo8n9e4q+XhlH7jKYEw3DsrtpmlIaVWZXan3KnNlypqQujfpdp+S7B6DUf7v95IJKndBesSJVKWklEOEusNAqh6/koFYxQnpMWRlPWkc6zrsrjC0dB2+e6jd5U33W3lws0d41Hpu33uHdfE9q/69Stv8/wA//CEZOeuxOqvifX+sv9dj4kvVqkIFFad8XTEzYJK4lnzcMevLr7yAIJx9zsk1OcgGhKyxE12iQ9MgSRaTjCYDtjMbJbvvPo4ImHnGJ0tXr25Lx/ozWeM5YYwtJqLbWLeJWZ3QCqG8d05DoJRB9mNGDR+3eSODEgmmfzbXek9ax3EMgunYsWdmkKJNZny5lDkgD6MbBwYoCjBfYouhZcWJGzVsZBILeGha45pbOhOPlhkUerGJdKKJjbcR+BC8EdBSMFw0wpoBbUy+SGU+sqTJ5EEcC0mI1qDVIWRF5TG0Ih2GSmyLH7z//rz536BEXkBhXVfzvCgQRNAAmIZtonwXorzOCwaRy+EwsJb1gGmXq1FW2IHQjE9nM4N42W23nTZo7EM+r7kkRLFgSXTMxkOowwiUgLJMtpQkOsyoYmevgI84aJ/xmw9TwuTh6X8+vWb56oxGdMVEiqAdK5dAzMqCTgHLFtABOgRB0AiC6IW8EN13/2MT3/nEeSSlL770kh132AHS0XoPWocgXYlwCJB2cXkWMgGLDwK1y47b9aqrZQqYA0+6lECCuiRhDCYWZQU9K0QjjAfsu9vwDQaKKMcIpC17UKBDY71DTem3uMaEpH333bY7/rijBWjh4qUHH/bnz2fN1qF2mCjDVpgVJSzLV6wmxEH9+jT27wU+Rg0OxGIH6Fhr2WDQIBBQkFmxqt2DAY0UegXOdOQH5IK7/37Nwb/cSzN8OWPBHTffF7AJiEOVMBZV6J106sh7FYMRJxaRGWOg2LoOAQYC5pJIQkoEE4EYdFFUniFJFwpFgRAJEChmJgECIGQNeS0lzXHgJfRgnAohDEs+innzYSPHDB8MBIUCzJ39DTN662d98dWKFe0CUFsbnXvenwMtzrsEJAbyJnI6YGMse+8T5mTE0H7bbrGpAgkQPvnkk7SvDbpIfsqLD2o1SKwhVj4/etjA+iyBizUF3oUCtVoZ732xmF+5arnnRGkcNXI4sufEajJGrLLFDDrtY7QFAxyIN2K1j41PAhJ24p1HUAAKQYuk5IgUY+1aC/k33vuCNbO2e++1o/axTryKKYzqWVTiEzJEAZhI9R/YB6jr3UXgCaQS1yBAjJQ4F4TZ62+6N/bKQ/Db3+4zetRgDXHaFw5CnnHm57OtBwEeOLBPJopqe9cXnTM1dSVUeS+idckljY2NjYP7s3eFklvTvIaU4rVmEaYWniBDu1AHYEzCJCLWB0AZRWRtTtP48VtZa1GpSR9Oy2azwIJrkd0EQEBKMZIDEgDFEFxy+Q35onhAx3Din46tr61l71RqyzIwQ9qviAIIgqQS6wBJmJHtz/bYedjwQSy6xMaKAQMWtQNjIUjAJKw8hJ6xT5+6gw76lSYnQAKYQv88oGVBrRCBfZyNlIk76n3nJWeccvB+vxBPSxY3XXzRdaViSXlvnNVx4hQ4hU2tbbEDEOmTq9mgf9+AxHsvSrNTAWXj2DcOGQIAXmDq9FnOaRdTpGt8AuBbd95hy+eefaqhd18rdO+DT973wCNOoORLHmP2RcRYaeuhIGhNiE68Q2cpSbDAKhbygF4rJvSITtgSWaGSk46oVrjr2xDTCwyRIe1PFgC2YaC0pq/mzPvXUy8wBEjBccceEpoi+E4CAITWQuunX35WcgCR1TbdAAAgAElEQVQgWuQ3+++NcQkS5x0CZdhmkWsV1opTwCwuv9mmwwf1rxeBzvZkwoSJpAIQRYhpw0n6aU6oiExc8meccf6sOUuEskGkbr/jyrGjB4VgQ9IoGkSFxqxcujQulQghisKRI0aIZw2BK5qMHsClDDnixNbVZPbcczdGdl5WNa3SAVpbULq60ktr4nLR3BVY8t3ouwpZ2HPEXVVUZlWqX+qelYNeyuZPOdylXB9WlaPljJDK35ZrlTQppJzHW9Ukmd5cxa1SR5U7VNMqNI2sTCVNma5WzqeBCtxctfJcS5UoB2B2r9C6swGrHKP08MpFe2WUS/ml9UgPr/AnegjPKwerhGFYDlApi6IyhaJqBrIq/rSqtbI7PaLynpVxl5WrkS5jZRxL5SKUtUlVKkfl2U9PTRRFZb1XGXWTPlF64iqZ8t3pfJWHXZm3Sd3VVDl8trIU7q64umcTfWdgtKfhy0pXt2rksXsQ5feKnEoptTZctRqgsZ4YRvXdW7dQR/wubpSqDqj7n6+TBfwDbutXYutPjFyXmlqPDvzeR1iPPP5Rh7p+y/SHvNJ1bQqsa1m6x3J+7zBh11WnEgvtTtzEdz8sMXiUrbcbccghe/liU+iEikSkNWQD7hW5nC7F5FouPO/YrbccRQqsVdf/7VZvwVlWSiVJLAo9OiaHyqkggbCgsnFcaM8GvbikMyoboD3qqF8aA1awGNMrr79jwiynwRPYNawtIKgodu6eR18XoIyCn22zCXU2GXEmV8NBjj1AKb/jNltnAkSCWbO+Xbq8CXREQdanbG30LBatgLMoFiAB6dRKDCqDoUbNYkXs2pl3BWBcLAZCYi2xD1gZB4wWyEnbmiQuhAGy9XFR2GuFUMh3hbshKIQu8h6JUl2jgYDfl1eUHiWhQgGNqSGRFpKKQSVxK4E1Kvxg0qctLQCAjQN733LjpSG016gSQlxCAZ0BynlW3llURWtXAxZUIKQoK8mw/rVn//k4hY4IVizvuOuOJxTmFBlC78FacYlYUSAKPQoTp8NaAB4FSBQCA1khZlTN7faPfzzvq3mLPaAyarNNNiIBgxqYIO1bSwvQtSkVKjSxswge486f7TLeEFgxb0769A+nXXLCqZce8adLjzrpkqNOuvSoEy87+sRLz7nwb16MVlSXDXbcciMlmkCzgAqMRxEloITZkQg4n9Vus7EDbr3xktqakAUuuPDmSZM/J5WzLDogT7EOwpLjgpOp02ciqPpseNhB+2eMc7YTAxXUGsZiLuIdth6XQfAWP5s5P8jWM6EHR6XOiJPLzj/9yEP2VuhbWuIzT7+k1GlCXUsgIiUdsGAsypZcJ2jwKKCMtVYREnij03wGIQJh9tZ661icYAI6EXRpOzMIoRgQA4Li124FiyPwSsCAUT4wLsz4UMVST7oW3E1XXtSnXjvwzz03YemS1ZmoltCsWdM+6f3pzoM2uN8v9/jJzlsDxmE2cooSJEtkERNfNGSzxl53xfnDBjUEqObNWzZ92gwgBMWgEEgBaCBBSgBKm40d9s/7b33/9Tseu/em3jVU6OgQCVE3CLNWhOIyWSNoScm3X8+OtJCIYkLHAQE4i85pEPAsLOx8RquAmNiz9Up0qCMNAYhG0AhqLe+NOxN39c03tMV5ocJWW254whEHUaFde7Alr3RWKeM9B4FBBcVSJ4tP+/RISIugcFc3U9e7BxkV6HDiex9N/XxuUaL+/esefuDmfnUQsScL7AFV9O7kT5auaAbg2pzZZeftOjrbVMa02xJms1aBGOzMt++6y/b96w0ovXDp0q/mzpWuKQZKS2IFoIS9SbzyQiRoEHRGR8g+RNZcOOqwX24+bigF2aUrO6ZN/9R7D5BGCGJX8i8TSCJgBZwDdJyZOm3+OeddJUAdhcLI0RsMH9pICgiBvSAYBF2OHkFgz0xaA4N4rsvpU086OjDUXuKLr7jpD6ddcvTJlx/3p/857qRLjzvp0uNOuuzYky4576LrVzR1eICjjjp4YL9M14ohCSpGwrSzDj1wCaVUp4o3XHDaqb8/KKPUooXNvz30pMnTvkwcREEYsA/ZxcBgzGezv1q8rF0jRgjbbjI6q5lAKMoxG+Opb+8+G2+2aewhEbj7gX8R1SrMoqOcifrU2ttuvKR3Xb1z+PgTr173t/uCqAF1ZMWCdtnQKORSqcO5GFKzR5vEe4cCIXplUTGhkAh6rwSQBVFUiGCshXzayIdd7egM4rtCFwEALHGiFUW1vW+96/E537SXnOy0wyaXXXgiJE0ZRAbhgGbOnfPq2++xcIh4xIH7D6oNI2RksR5DrPdFo2wQgMlpMdB+yom/0QRxESZP+uSrOd+IaPAAIkZTaospQBRFooii5SsKV15zrycdC/buk73kghOMa1clh0yIpFhWr1j19dz57EkrPPWUE+tyQVIsKQ7J1oUuF3ow4LbfdtPNNh8myE7B9E9nBKEBhFKxs7KwrNz67z6s0b0crdxhr0rRrFR6lX2elUDqyjqzPAZWmadSfsz02VNnpnyc3XPzK22M7u5LufIsl6/l4yxDCMr1z7pEaXeqW1VTVWV8ZRn8kIrYlAlRlnBVGrJ7hVbJD+wR6V7ZYdtjvmBl2ZZKk+79meVFS+NSqkAsVfqlvDhVhWIlhKNS3FYNTFZeKlXIiqrroftvU2maylRYi91L/bqU1dHdwarK8+w5yKenHkzqMWCjx3D8Hs9cFeR+/Wig9CKo/LmSPllJ9FuXcFpPZV/ViFjuZK0aJ/2B9IV1URN+FISguwP5w1sfq8LHv3c6sfua/PDhxvVL0B+FW+h+5+7whvWnevaItuv+1D0SWrorzKr+5koHr/pkiVNKI2affHri8pVtFsT60umnHvGn4w/sl3M1kidcA65FuU5jO4b2jS4859hTTvwdkitY99Kr70+ZOgPQKKVFhEgDKJQs+AzbnJSyYoNSgTNRP9+JWQmks22bccMO/vXuiUAscutdj32zeLkTJaDYA4FSaW4lIivyhK999Pm8RWvAwk5bbnzwPjtoaSnFLYnvIF0cPbTXvntvz+g6i6X7HrrHAzhR1hNAAGLI6xADpsCC8qQ9akviEEoeS97EEDqdRRXg2jwDAVEGtfGGihee96fT/nhAfZRHH0GiopqGCJFsMqyxccyoUYI6X4Iv58xJTTjoMvQIWX3nvSP8fRdM6lmiMIAACVBXVwwyUhQAocQlbmouXvu3OztLzrtkt522uvVvFw/IuUDalOS1FDBpy0JBJau322yDDyY+efrJh2dUiVxn75rs7bddW9dQa7Va0dpxyjkXLWtOShw6Ci2iBjKkFWphAjEAoXAkEoFo4AC8BhEAZrAevQWyEhZteNkVd8ROwIQI3rs0eB4QVKpq18a8C5L4dMILXf96s+t2m5NA3uLf73vyqZfffuHVd//9xrR/vz7t369Pe/H1qS+8NvXRJ1956dV3mSVUsOeu2yTFUvlbQhAtO0QJA6XAGbHjNxv5zKO3D+xTu2p5yx+Ov/iD92cEqhY8oXfi8iSFJO40oSYTvPnuVO+BgI4+5Fejh/bNZUR8Pi55JVKXxf32HA/eMsfvT/nIArJgQGFdXebG6y868MDdrMDsBYt/c8Rx85asKHjnFDoSC96VYoWKvdKqhjlEyABTpCO0oL1iZxCUEkyvvQBDDYGSECQASWv0LusundgkUYaUovRiF8eRg4zHrIeAhbx4RYn1raefc/wOO4+y4Od+s+zGv99DlEtiL4ie1UOPPtPcWoy9VwHedOXJW44dxMWVyrUYKgZUxGRNlvKDG+j6y07bc4/tEbi9tfOsMy9yTIzskRmcCIgQgEJUKCTWjx83wgjsvH3jz/fYIhcWAyy5QqvGGJL2TceOGDxooHOycNEi76xPYg0gXjyoxAPpALRxoL0ynkKLQSxQsjEiGAJKG6k8IBOkI75pvhIyq+jzOYv+9fwbTDlmf9G5fzz+0L1CvzqDBedK4LwSUezQJ2nPEzN4JmGDXhMjgU9jTQRIQAGp2DKa7N/v/GdrEUR4yODozJOPDGxnJEzCrFTBBa9NnJwIGuRzTz1mq40bJV5toBNda4B5SJp+sdf2Z590pPLOg35t4vtkQtQBkAZUkKZ0MpB4DxFDhiUSMcDkbKIoKRaX77vfdhdfcKIXLDC+/PrElo48YxrH6ykluqQJp+IRHJATIlaR5dx/Xptyz/3P52qzDr0KFHQZDsQsawd9U5Xo050lIq3ZbzVu9NhRDQg8b/7i+x/5z/MTPnh54kcvvT71xdc/fumNj196ferLr318/2MvTvlkFgD0rYMdxo+Rrsk/EkAGdMzOW0IXaudLa8487ffHHrkPACxekb/gilsXrOpwQdYFquALjAmIRYKityUHd97ziHNIzh20/8+yUCDJFwsdgfLa5488/MARozdIyE+fteDrRUsFtAYm34F2zfWXnT2ob22k4fHHXvyfy24SHyUFYMcBMUrMsVNehaouGzawDQgyyDoyWUQdWxYJ2BMwaYehU9opAwFK6BJiMU6MZ2EvLCBsQSykO0RdH1KOfOKd7Yzdqg5/8lmXN7cWydvDfrP7vj/b1pfaNajYQdGbK6+/c9mqdvY8oD5z4+Vnbzy8nqDNBLG4Vg0dBjoCaR0xJHvrzZfsuceOLMwA99z3EuhM4oCMdkmi0pQwSdNcRFjYURD2ee/D2aefd3tnbIPA77r95uec/Pv6ABWLc6yAApN7482PUrN9s82HnHXm7+trSpHqxKQ15FLo20cNqzvrrGNRsUdY01p4d9J0wEjrKIpyVWVkOsBSbn5Ly9+0v67HUqGKQNi9HKosrsoleFUBkxa9aYJ/ZVRGWWCkdUj3KrfKEyvX1ZU8vSrMeuWrqFSMPfZ8lTVPOQgk9XyqqrKyN1gWq+WlS3+oqudhHfDG8vGXnaiyIuh+hFUjNt/V5D36q1wl5iudp6o5sirWQjkdp5IJ0V00poI2ffBKQVtZ4VfabqlUS897+pLT/03hGVUSsTzXV9nGaK2N4ziV0OVT0H1eqVwbp39SloXlAcKqtMvvrHulYKv84XuFVo90iMo7dzdke/Rzqk7/9z511b9XYeB/FFTtB/QjQtnW7y6N1q8J/w9aH9e1Yj9Ec1YhO/5XOi3/F5s2/++H9ypboitvVcKvcifm+7OFmBAj6zKLlxUO//25y1d2JmIb+mQvu+Tkia/ef9YpB24wxIZ66bBBcuVFJ06c8Mg5p/2eJe8EWgr6hjv+pcOsEyRjRFgpjQDM6EoICUHJ+3ycUcblO+pDX2sKp55wwGMPXldbS4QwYeJHV918nyeTMAHp9DNNKwUiQuiARdHCprZX3/5IGchl8J47rtp5u5GRXkOyesMh2X8/dVfjoHoP8sGUqa9OfItJIWr24OIEbQJxngvtwokIe1axeMu2VGhxroDkvTALCmrsyt0WQAtYUqaw626bnH3GPhf99YhXXrhth60300nBdjaF0lGXcZdfelqYAaXgiWcnzJr3BWBX0CUJIhBWGXjfd/URCnUlZAJhV8dn2vQpCEmcMIOOMqCiu+5/7OUJkwRCrczBB+416e1///2qc7ffeHANNA2I2vfdeczjd13z4j9v33jowIvOPOqg/XbHpPW3v9l3qy039CCC5sHHn35n8ofOJYjW2U4bd0KhzedbfL4NfULiIS0iRYOoteC39HNWCRiPAaiMyfV6/8NPX57wgSAistGEAEoZTSYNWE1Z8OlUh/OJ0iiueORv9x8xsAEYvpi98PVJn1GuL1PG61rWtazqWNezqvdUe8+D/3SCcSn56a7bDh86gG0BmJ0T9mCCyFovPhGXH9w3+48bLx/QkDEIl1xy+dvvvB6F2LvWhFjoFdmGrK8PillKSCwY88b7H89f1Eai+jdkrrn8jMC3+WITxIXGfnVPP3rv2FGNpODDadNnf7sIQoMi3NFxwdnHH/a7nXQI7Xn/14v/Z97Cr6MchLlCGOUjk9TmdE1IXCxlTU5BjmPxNhEpJsVmSPLGeZIIGX0i4mJwJXAl5R04MRARR8Ak/23SLX9ieBAAYR0o8QXn8s51ON/upQWgeeTIXg8+fOMpJx/WkbTGIDfe9tCaVh97YmBRbDLRZ18uOPsv1xYSxRiNGdLv1WfvfvAfl++zy8Z9VEstr9pvl01uufLsjyc+d/Rv9wYDlvn+h1/8dObXHkNHxGkHIQABcSwIkaK6eXMWPfrYiwAQlwpXXnb67juPMbwq4CaxTUMH1Vx1+blBEOig7o13J+swq7VGJahIwIkkhUKrTfIC3gs7gNg560px3O5sm3DB2bz4RKUTAF3QtxRdKYHKlErhzbc/N+XzZgwiHdIN151++sm/6J0rkmu1HaswaUHb2qden3ziUWPHjmICxq48MAKvhMs59CkgAJVyoN545+Nb7nlahAKSY484cNtxYxSXtHYevZjsg4+92NyWENK4kYNfffaemy//8yaDwz6qZbcthtz1t/OfuPfqEYP6BN625P2Tz7zCEAioUpJ4kDTQiRAIGYoFKOUx7sS4DeMWSFb2rfPXXnn2bTdfHgYxg/t2Wf62ux+3jiSNTxFO84fToCQCjQgM1pNzCKyyoHtde8Ndcxas9KAAeG1qKlrbNf2ytm+UkcQ5Ryzg4z123RZ8kcC/+dZUVr0x088FNWJqwNSLqYegDsLeYOrfmfSpIohju9+eOyN7Yg/AiAiEpFBr0uTEdpx/1omn/ulgltKSZSv+ePJpkz6aHGaDKCeo2nM1cRTFdXWgJDGaElFPPPfKF7MXKhVuPW7MLTdc2q8OwbZQ0vTr/Xe84IITVAhk1LMvvV6yPpuNjIprs8WH773iV/v8RIO8/OKrd95xRxSoXMYEWBrQ24TY2ZD1USAEGOqc4mwurDMiZDuT/GpyRQ0Ags6TODZsIenUPtbMJBQEOaNrAl2njdHaaB0Yo4xBrRWiBiFEIA21UU2gAwxCiXIzZi984sk3NEFdCGecfHSkvRYJdC1T/bzFndfd+k+HJEJ7/3Sbia88cPutF+z983GBWt63vmP78f1vuOa0F5+566AD9tQKPdB1Nz08ZcYc0qEKQgBQBMwWSdLJsbQ4BcH2zhhM7qGnXnj8uQkIQUbJX844eu/dt/U2byITOy5ZfPr5V7+cuwIJCfn4Yw985aU7fnfQ+Ppcy4D6wtWXnfzk43/fcovhFlwhwX/c8fjMLxZaGyZFEGvYeXY+xcERYBd0zvmUEafSDD1ATar82zJfbm2N951AxTKirVKEVPbOVUqgqpGfKs2jK25pwx6sgwdW5X2Va+OqgrNSWVX2AVYGOVbmLlb2l1WF65Y3wWEtYD3tj6t0LMuWXZVIq9So5Z10WAd4EL5LqGfmlNdHgOkPKayvfPrKxXv3kItKx7WS5F7O0flvTmm3nf2yO5e+nPV0wFXaIZVVZfpiKxn3qaIra9pU45X1njGmUtNWqtPuhor3vlQqpcKyUnBWCteq1sUqdVPmGQKA/t5Aju6L22NufncJ/qMUTlUa5I9FO3TvVPyx2ICeRF0XmhUqWD1d/9ItrP8Hxkv+qAX5X7/n+tfhBx7/D2RXrOtPqqRp9yaBH6Utq+5ZFTH6Iy9C5RxoCpnN7AWrzr3wpqsuO3XYkGxoZMig3IV/PeqU83+DYpQ3kSKjwQprVTv50/kXX3rrjLkrmCLSynmvyHtJAJnI1dTAuWcd1tLpHLBnp4Qaamu3HLdR4wb1Ikk+4Tffm3TJ1Xc73YdBo0bPopTqGlFLR94YgFCHmbseeHT8uA13GT82zAYP3PP3jz75YlVzy+47bb9B/3oRXLzK3XDzYyboX3IBodJkFca/+/Ueu+6wEYjTorbZdHggPkA89nf777TtVoAhO77/oZe+XLDUW9UVOJnGpqArdLaM33ojZkD0G41u/NejF3/w4eSm5qY+9X3Gj9tiYP96LzB91vzrb7ndIor4rtE+9IhKALywILCIAHpJPwrWE2nrvXeC6BEwpUEp9OAZnKAKTT2zOBELPtfQ77Jrbt9oo1GbbTyEiHrVwZGH/PyQA3+eftIHCrUmBsgn/tmn33z3rYmjxww9/Y+/VF5CAgDZYuNRt1x3AeqMZwy09jYhBc4LKkqEpn628MmnXxAUQOXJedGCiSIBQc+GKCIiBttR6AwAb7rtoXFbbLHJkBogYEAWSJyFgDC1WBC8kALUSiNAfU105G8PAhHxMvWTL5lN4lQQ5hR0IbsQNBDErD77cv6MWXO22mRM7z69Djl431tvu5spQCAB7Yoc6lD5/KabjHzgnuuHDQqMSpwvXX7lubfcPsCBSjxqA8KggRH5+ZcnnXzeNbFQU8mdevZld9904ZAh/XfaYcuP339h6rRPOm2yy/Y7DO1fDwzLVrtrb3mCdV/vJKeTc848/oTD9tTcojBbiIv33HZTTa96hwIKvRcFiIxNhdKhh542e95KoigybILSGacd3dg7l1G6LsoBsQD1asDzzju6NR9bUMubkrvufqS9MwYwSCCQjmNCSolAAiTFCIy4ycab3nP9aan2AQEi3Hjs6OHDhvSqjYQlkNoHHnv+hdc+cliHRjMlDEmn5wCDF1+b1Oeq288847ihvTJZQ7/aa6df7LFjmkwqXqKMIgBmKSJOeHf6bfc9hZn+JS+iRLDLhCWRIAjQk0tYsOaWux/ZYectxm8xvCGjH3vg1ilTv1i+YnW2Nrft1lsP7FPDAtM+//rBx16MnWZCBu/AD6mjk089ob7WaNRok42G9g8hHj4gd92lpxa9c0jzvm15+OEni6V0OrFchHVFRKjER6b3shXuiOMvuPKSEw/af1uDyV/OPeGII383Z8Hi1atWeO+HDhs2asSwxgG9WJgR2osdCZSECMBimsupuipqRcA+CUl7DO954F/777DRTttvkssEd9x6xa+POufrpmYRTSo7/9vVZ59/9dUXnzJ00IBcAMcdut+hB+6ptBb2YaAJBASc1bfd/a/Fy1q9hEBgghDYCaEH8Yg60Nf+9ci2tlYiSreohjQOGj1yxKABvUFEkuD1yTMvvOqO5asKJqxzLApBIaHqypFlIg05VrEi8OgQlLfAaETVnHjK+Xffdc1mG/T3wA6AjAojLUqxZ06zg4GYfRiGRpUio3fYZvMo0M7Dx1NnKlMrpAkdEJMCQkIwSpRSOHPW3JKVXGi22mzTfn3qO/MFCo1l9CJECl0pRPrDscecfsqhJHlNvr5WPXTPjbm63g7BoqASdj5ELV5Ov/gf/5nwfibXK0nUbfc+c8vV59SEtO/e40eMuf3jL2b2qq3dbYetCaBo7TuTZ7762ru5bAM7Zyi+4rIzdtt5I42x97L51iMnvvUcBhnX9YEghhDYtVp9zLFnz/6qmRAR4u23HX3A/rsa8Qoll9G5DKGSERsOvPqqU1GFjOr5F97+5LMvWecAFIFSmsiTiAgSEiutALryX0Fp4lBpIWLUYZTNPfX8hKMO/mm/PtGWW2x01f9ccNGVt4cmzJdEZfo+9Z9JYZQ556TfDeyT8T7+xZ7b7/WznfR1f2UBVBAolRZExRhv/sfDdz/yL8jkFClA7bwjAmYvjB6QEZFQI3qWTG225BOTzdx13+PbjNtou83HgIXzzz3hvemfrWwritFh2Gtla+tJZ1x0+22XjR072KCMHTHwpqvPK1yUZIKs0kAEibdA4dPPvf7gwy+asEEFWXGJMlq8qmw4LGfTV7Ld0so+RQ6sixpVlmflLqHuVLBKVkFVH1k5isMY0/2heoRsVT5UeV6rMlSzMgGxKlWyEglYFeZZZt+VcyxTIzFdk7JCqGwlK9dgaT5nJVqgvJiVCqpSA5djTipn88q+6HrQYpUZmN8p7KnnCEPmtWZ8hfKpSnovn/TKmcMqT2xddOUqcVEZZ1h24Sod11RZVbIrqqAU3fEVlcyPypG3sm6vmoPrnk5SNcpY1VH831DG7iqux8GtKgG9rsq+7GD+H0Q4rh/D/b8rdX6cLvourgflR2uh7wV59xiG+aM4AT9cla3ryH8szLBHRd09OfeHIBB6VPjdM4t7XIofQt77YS9HtFYIjklprnn9zU8nvXfUVZefe/jv9tAEhDZSOQ1daLBSAiWHDz7+4hXX3R5jjQ/qvBdkUURGm85CC6Q8MfD77bs9Q+i6mhpRrUU3F11wyWU33/Pw86ZmYIl1uqOPKZZA2HW9j7peY1JyS1a0/+rQE//1yB0/2WGzutq6fXbfyTkwCoDhqwWtvz3qjEVLVqLOKR0oJIFYU36brYYdfNCegWLDRjODBxDYaZutttt2K2FQAK88/8qcUgdFda4rpw9B0DmIMr1uufW+pd8uuuQvf66vranLxfvtua0FNhCxJ0GY+eWS4048rz1PoGsoPXLkNM9AlIAyHsGniVyYbpWtHYcovxfWYsiRJHFJwpIIeA8s4IW1QofsAZhrBB2TFcQCsG+Lf3fEmf9z8TkHHLA9KgkRsxF08cMBrANQcNFld973yONkzCFH/3FA36xWDsEIwN57/LQLMd4VvABWCRGWGBKGuropzz7zmAdkNKwoRgKDpUJHLtOgMOPZsCtB4MiIIvPFnMXH/OHSl564uFfvBocYx04pRA3ecylJLIOgKSYAoNjGW++w4+Ah/QCADLw5cbJAoEzgkpjIpYUupCl4pJo74vemzNh687GJg6OOOvipZ59aurwIOotCCgNwBc/uoAP3Hz6kDtk58UKq78C+AmmHLiKQFiQBBNpsw8aMYtbKSnbyJ/NPOuea++68sU8f6lNff+A+u4uCdDJq9vxlhxxzzsLVcSK5mqzeaFi/M0/5bYQxgQGBfg31awPZUz6vAHsAUVG06SbDFsxfCoSW8ygdB/5yp6EDetWoXEowYAAg3m//XR2QB1q0onDnXXdoirxzqDSQAAtCmgkBntkJOgABteHoMRuPGsJdo6koAOxAUaQQvl3Yctnlf3/53ckl0yCiBRnIC4oiHbMu1nYAACAASURBVMeYren/4D//M+GNSffccuGO244LFKrUOkDEEKyHGKG5rfi3Ox9++OFnhPp35G3UqyZxeeyC5wmAJXGORYUZUjVLVi459pTzH7rnuq02GlET4m7bbqMVFLWQoBZ4+Y3PTj/votYiWMiKoBA4Ep2sOfKgnwcB1mYicGCMRSnlgswhB/6cEYoIU79quu/+BwRC0h4ZuesNISnlzwgn7FEHK1rzJ/z5wnfe3/Oc044e0dhvWGP/DQb3RwQWSKyLAo0AAjR15ldXXHtLR6EYe20MmSCTIigE0VobBqw1EQCLLpT4hpsffPbJmzzAgMb+Z5x1wukXXGGCICl6xswLr0xatnTZk/+8M5cNQpLabAAC+UJMZPIJtLZ1nH32pe98/C2pugC1kGLviHRsRTQ6BNLhL/fZdi02Mz1r2jlAhHweH7jvhb/f/+iqgiedATFRaBRZAvECiYBBYB0QZTQi6ATBIzpGbZRxJbNwadtNtz5x9/VneVR5C8oYUAjIudocGpWA1xgIWq0C75Lx2283fvxo721TS+HzrxZE2X75UpEIARgUCzCAIlYmCOd9vXDBgkUbjxk2fPjQA3+5/z+feIKtBGHkRTmbGCICOejAfUAA0bDo+roaLCNAlRP0oBBERNFGw4e9pSe3duaDMPfSa5NXrzrn1usv2GBg3zGjBm4wbCChGI2O4Zl/v3naWZfV9R6ZJCowOLBfv31/vqcmETGoZOiIYQwowKZrVhmUICngAIYO7zN//hr2wL6jcUBwxG9+Zm0xImOUTiFsDX3rDzlkfwB0AB9Nm4Izi4oCX3QmqnM+6QKuoifwjpX1oBEKFhJGZ9GK40BQbMn5JSs6H3t8wpmnH+4ZDvjVTu9+NP3f/3k7W9tnTWexV33vx557Y9rUKY/dfW3joD5KOKeQyCScfjaQAOTzcM3fHrj30acwGzm0BqBUirUxnsWjtoBA2gom1tXmyDop+ZLJUBy7Jctaj/j9Oa8+/+DYkX2HDhtwyGG/vuaGu0xtQ2cSR2HNF/NWHHn0eXfcfs3WWwwzOgD2vWtqPAMQCEBngW+85e6HHn7RQY0HESihTgDT7muoFCqVnU1l1llal5flQVXcYlVafZV+K0drlJNRypmKleV12T0rP2NZ56R6IA3PTP+wTGKoBKlVop4rme+VL6dcOlbFRVbKwvLdKjVhOVWlUumVE0QqrciqPL+qob6yoC2vT6ohy7yH7gONPb7SSphBZXOm9yxIAP9FXACms2fpHTx/9zRZa8vJLmXVV2kA9MjVqLweKh3CskqspO2VTc6ql1Y+U5VVfSU2vLLOT1NV0sugAoxBlb2gcRwDQOrQpkE45ectb0ZUGWxpzlBl4y6UuXnrlyiVF3fl3sb/GZLu/2nM4//rp0g3mnv02dfVTvlDDu9H6br/S/uuR4T9eh5zXQfT3Y7r8XpYPyq9ezhqZZZRZS9Ezzs962VXfO+F/d3fewELAALagkbMJj577gW3PPPshE02bhy3+cje9YOIUNg3NTV/NnP2lOmzZi9Ywqa+VExUjgAcijjv0Pq6qPc773/Wvz5U4AWUIHEKTUcCgRXLm7/+dvm770/7cv4SbQak+M+1ewkMXXy0FHALIogCQVQnIPkETzj1yp233WL3nbfYYGADIrS05j+cNuPN96YvXNqswizpILHeJVYjCtPceUveeftjTeDAG0/EihETxQ6cRhSHHUXnTShd3YYAogCMUtpbh2KefOq9ye/P3mabrXYcP3pgY39SaBPb1JR///2PJ388Y3V7HDsFoQGwZTK6gHjBlWtaJrzxMYvzOmhqLfSQfwP/RcWyc5lszeqW/IS3pxDwl/O+RhUlnnWkJf1KBwQARgZRCeDqNn/mX66+55FBu/xki9EjRvSqrUcSUtzS0jZn3tIPPpz16ecLTd3QQlKYt7z1lXemAyqQNJdQiBiBKa1PhJg9KWIAjzRzxmyUAER5bya+Mz0buAWLVmZ7NwBqcKCoa4+dCBPPJqj7YvbCS665e++9fwbatecTzwLOInKurte0z+d579HT6jUdADhoUOM7H0wJvFvRVPjs89kmCJz1WikERnAouHYgkUy29rmX3hw0sLFXNiwCDhw4eGXTQudZUyqViR0uXrpswptTAiQUJSgCHjBVuSktjoQBBb9etBSQ2MaIWTS5D6Z99YtDj91lx6123mbLhmzkEZqaWz/7fPab7035dlWz07UIEieFOA7feuvjLuIzesG0pCIShQyILsUw5ilob0uEAxEkChUkkz+Y/k3feiMBWBSlATygZ2QG8KBWNzuCSFgLBtgl79Mzy4xExixcuvK1iR+yolioXoQRfNc1Kc66eXMXfTV70XuTPl3dGnvd4EUjSRfUHVBQgaai9VrVrFid/O74v/z0J9vvuuM2g/rU1GQCFhSCrxc1Tfl01oyZsxYsX4KYY9ZhTSZJCqQkbRlGRAQGsOwtisSWagcMXrKq+dCjztzzJztst/m4IQP7Btp06mLz8tYvZ85/9uW31sTAFAkoQiFEQpWo7BvvflRbGygg8AopRmQQI6IQXYloweJ2VBoYrHOkTPqO6fo+ARBxSrNFKwhkMo8/O/GtiVP2+9kuG4/dsHFwH+DAGPTer2lumzN3wedfzf1gygzRWSf1gQmtb//4szmx7STEGV98bcKMgJB4Ee9YPONHn8y56Mr7d9phHCnSYTBixPB5C1cjW1BhkO336dzVex78p/1+/pMNN+i3YWNjUrKkccnqNTO/WjDpo88WLWnSQS0CRkonzptQ+wQTpjfenR5gohAEAwGBLrode+HFS5vmzl38wQefLl3WYtmYKEIKrIeSdcglo3xLR/zmu9OJ3aqVzcwiKVKTBMQDQKHkjNIW5I13p15xw4Nbjh/jyTQ1t6VoSud9W0f87gefKnH5ArW1F6Ka3FbbbfvaxKmR4inTZnXG3qqCVgDeihJCZmBhFMHYswL90BMv7rnrdprMmLFjokyUL5bAWevY6EC8s55nfLHg628XR6H2TChCzAqEgBEFEFjQC4nAwkVL4zjJZno7UCbTa8rMecec/Jef7rTVVptvlouMoJr/zYr33v/w86++6dN3rOeMNprIBlH2/cmfZQKnOBQUSb8DwSsk6treQBBo1b6luWTT2k+HbW2Ft9/5iIQNqiRxOgwZUMCLMCMwqDUtBcZQnAlMxJZIp+UyohIkcEzvTvokMhSLLGnq0FGASolJ28tFm+ipFycOGDKooW+tDs3mW4x876MP2kodvXrXxbGLwtqvl3Uceuy52209bvSo4SNGDCfUoDj2ydJlTZ99NnfatDnLlrdEub4+8F4K5P4/9t7nR7YlSRMyM/cTkXnvfVX1iuoRw2iEZg+9GBYgRCNgM+wRs2LFjn9hlqzQSOzYjPhH2CEhjcQKCSFGopEQGjUw0N1V9arey8yIc9yMhUdYWJi5+zkRkXnfq55K1Y9782aeOMeP/zCz77Pvk2lKS+Gc9v/nP//L/+6//x8X4f/5z/9vTNPr6w+UMvNxPkhOOU1Pv3/l//K/+m//4X/6H0Euf+/v/d0//dN/45/9H/8cUnpbytOnn/9ff/n6n/zD/+I//LN/+9/9d/7+3/07v9pNu7yD//fXv/5f/td/9j/80//pz//8X+T9tywCeFj4WHjGggl+ZiNv5z7nXLtsP1g0WFOyouolRo0N23Bk246UmGchMtXT18zKYTgandufHIAB9prWY8zCOxHjUskQy6K0XCqLdOk3LfKpKYdV0bdooc0ta5Zimxhtdm0fQfPwq5fFJbSGWWEYIhTXKee6GW0LXL15S5e1QazjJ0aep74vywh1ij4uKnaD6fJtvbH61Mq21bajeqmaBOoMifGzFdrRhsPLKB2Px3FYb/M6ixfDtb/kH0qetjWdEwCgUuNCngDK//4Xf/1v/fv/uXz+FtNbLt8s9NZkbPYIpT086is8+Ma08KZX2fOm632iy+XiNNU1YIsQKlTV08t6z3HDE41IgECmBHsolJB3uRzeflOWH3h+JpKlzNPTRGna7b/88DYz0Kef/ezl5YXTkgERCJZln+iH734zAROAnBIVrKY0AET5GWm3e/ryMh/2n/avh9/np1zOgsNw3rPwhHURAEjKZV6maQ8843yg8nJ4+e5pPy1Cef8ZpvRyPDw9fz7MzAyfP3+ReVkOr4Tl+PJ7Qp6nhUpOZSqEnI4ACyHs8XnBT/D5W+YjlQWAQKpynmRMwgWlZKLj8ZCOXOQw82G3y4Dp6fmbhbEAYc5HPhJCkgWBF0oF85QRX3+z59fXw1F2Xwrt0rS/yJMInRWOztJVWRI/H17+hZRXLgfIsN/9HaHPC32PidL8qWARKowCgJlTLoAy53wo+HJ8nZFpLgeGOU9PKX/Ku5+/vsj+85fjciyHH7D8FWCSk9WBEHB1SqisuSfMyzznnOYi0/6L5E/T/svh8LYcfrccfp+f8tOXXxwPxLynPAksQDPAgkhlxgQTLL8W5oV/8+n52yn/7QXnuRyW4xH4t+XlJaUv+29+Tvvnw+v38w+/fc5wPPKnX/yrR9hNT89vby+ElOBAIMA7hqeSSsqHMn+fS1ne5CjL/vkz0DOmp6WAcNlnTDC//O4vExXiHcKzgDBWtmNJUIPls7BHeuHnz/j0M54zzSWlRXZlmb8vP/yQXue0+waSpKep5DR9+ebtyFASLPMk5fjD75mJMQstmGrCNwEnZACcAQ9Ii3BG+rLb/Tzlp3l5RXw5HH5LMhOnhPtFJoAZ6Fjdt0vJhfdPn36Zps8sOMuR0pykAMiRJoG8pxlffl3eflfSjvZf4LXy8ZBTISk8v37+5mc//O7106/+tZdX2X/+LMsrQSEoIrAAzocD7XZTnmjGLPmNfkhQyvFF5ldCKcvCSM+ff/E287R75mmZj3mXfl54SXRkOYIklB0CIx4SMqU0sxTIIkgsT4SwHMr8VuY3kaXsyr6kT7vPx/zp90KUd4kxiQDJDJwYlsNfY5qXQ3nef/M2f08EIM8giPgmWMoCz5++ff78ix9e5yJCmVCYhEAAAUFeIVFKCYmKUDkyCeyozG/fHV5/97T7W1yO0zQhggAtuJuevznMgpSPZZ7SXI5/lcsrgRxpv//mTwrTJAWBD5JmyV/o8Pb2Oh+/f/qUDsc55S+Az8e5/OxnPxOhRYTldcqHSfjlu5fn/RfBRbLAbg/4heWJyvK0n46HY85JQFKCl9ff8/x6PHz3+Wn3Br9ghnP2vmBaGHGantP0megZS4FyKJIQJhF+fpqkvM6H35f5pSxzItp/+dcBWWABrIQoIJxSSrXNdfn9X0M6FsHCnz99/rzIPNEXnt9eXv6C52NO3/z82z95mQ8/vP5uLwsty5df/Oo1fZmePi0vP9DyJtMz4gGJhTOXHRfYP8P89lewlOWwvC7pZz//Wcq5AKa8B0Zm5uPrcvztlMvCe8HPC8wkDFAS8oQJRACIkQATpbLff8Nlmp4///6H33/+kg7H75Ic5h++x5mXAp9/8as0fVoKvc2U8x6QUOZdnt++/2uRI5UvjACEpcxclqcpIQhBOgkUPc0Cn2n61WE+7Hfz4eX/2wEmwXmZl3JM0x5whzILLAzAmFn2z5+/BdgDpuXIMn1PkoBhTgw453LE778nwQPBcTd98/QtAyBkRABZZDk+5fzy8jtCRixvy+Gbn/+S89NcMkvKKeVS0nKU+ZAIvvvuO5AJk0yf99Nux5xRdm+HwsTTMx7lAG+vjE+COzm84fF389tvX99e87d/kujzMyUk3H15/u6730zTfjnIRDuZf2D5YV7eaL8n3JX8adrtEQiZEiAunKTwMs/Ht8PhBRPiJE+f9t//sHz69LdYCPCIuzfAWZgQ9suMVuVCeZX6V0s902TACpMo486R4uov1pyhNlzVviwbDGtQbpl4FVyKztKO+2dTFBW6h7MRXO3OUujPPmD9eZuF2mY8xbIsYKU3ZpMNTeT0iTQYq0YULoexjXZO3VEz1WmaNGnR3NK6zzlIwMV1IpJBFkwLkiyHCThRkvycM/+Df+/f/Cf/+B8dvv+rIlfGGCoqYzMoayIX1Wv0MaPzuMucozeYxegUK1aSsIK0jhBrebzPz8/LshwOB0sztoUDN4djCO0SVEWw6wV/+ctfohqJbMw3mtnLTwTN+0ppXn7LyzclHe5IX2/KuAb4203jvP2d3oQlNumgsZKxirxFpePI4VwV73mPN04iKFAES0XTpul5OcwAnFKCZcGTPwAySErpuCyZEogs87ybpoUERRCyFHmadstxPlk7wUnKLRGxSGWqcVkgUT0TqLqbIgrKiX1YRcsFSaoUIb7RYco7WarDAvKypASCzIKAuZR5v0/zUrhInqZSGJGkppREiLTgIXNKjEy8UAHgNEviLHl6S0LAyIxnqzrA+gchxNqSSiVBYpFZgJFISkbYgQBgEZqFd0kWxGXBNFMGXp5hTuUNaffCU5oywCxyloWoYuhndzwAYF4SfoPwA8qSEyxyAPmlyFTwO0w0MRQgRuKTuIuQcAIosghCIpKFAUkqWyafODMEVErJKWMhQC5UfRCRJIEAIAstjAXKEwJn5GWeU5qE9ocjT9Mk/LqfeFlYkOpI1k4AQKKUl1IoExcmmFA40XfLUXL6V4ochAQxAbxk2AlPCyyYaSlLzgmWQoCIVAQKEqVUOGf4IUlBngo8ccICb4QLHJbn/HnJtCxFSFJO83yYcl7mhQAnTLwwIWDtTUKqjvYnxUZEBmLExCA7FC7TgkmwEB4yMzIVeeIMjJygUGHEMs/Tbg9lzoSFpTBlJBQWJD7NT0ZgAREghiQABAtRKkuhlLlAolyWOSMUmadEBZ4QFoRKSUWEqRTCnGc5Yi4gGRkSLIIww1QwJzlO8w97giPsZ9zv5VgwFUwARLBkYAIpiIcCvHtGkQleshyQiXm/4I4RJM0kJcmEM8rEAiJSiFCEEVEKI6AUnqbdK74RPJHsubxROiCw8DPDHoCBXoFhl57ncqREzJxhKjPnKTOVgjNTgXm/Z96BvJAcdxmEp8L7ggA0Cx7hKaWXRAeSiUsGEgYG3pMg4SviwgUxTcdFMOeUqfARhQkABVFomRgWyZJhEUGAjEWYgRNAwiQCIksiERaBROnpWCDlXJa33cSz4LKUz5mlHDk9vUnKSDtZgJcj7BbaT/L9NP1s4fl4/N0u5yzPvMjz53SUWXBfSto/A5cXhJTwM8IkMAu8YAbmaUrfHJcfqCwToggT5bnSTREACkjhhCgJeEIhlKXIYdrhvCyCSWDicnx6nsoCZSERoATC825Kx7dDokRAkgUEhDFhrngd5TSXOU154bLnp+Py291+OrwhkFBiWZ73++l4/HXKmXi3FD7SLMhPmGFBxmnZpZfX3/1il59B3vAbhDfEWQrOZVqYIC8Ix33ezQcWWPZPexGZF57y09vbTJSmhACHaUJeCGFXcF5wKSAguE9PUBCFERmTvCFkgcwAjIJ4hFKwpIRw5LwkyumN50S5cDUvn0s5AgthmjAT5TK/FkiIuRSWskw5IQogApEQPRVeIB0QJJWUeMJMxwl5WuBAT3MphcqOkLFOH0yQ8lJ7onnJCYssxJMUWLIwLXme02F5mp4OCK8TTukNl30qzwkT0sx0nBky7qZEPL9ISgtOOdHr6+vTfi/MzEiIZV4SEQvnDEBUEFiAEBOQlIKCx2VZlpLwh1n2BZ6x8A5ngvkocqSMgvn4hlA4pUS7sogg54mYgWha5plwZj4m/KbAUmjePU/zYSbOsuCUd4UXQBYAxCLIU/q0LImIgF6Q3gSQ589QPi3ym+giUHlxFtyzbgo2aNFkz6Z5qvemuVmkUCre5YEUE9XoR7iGMdXhdDGSet9ps59KregVYkClH2dVPVwa5piKkSFl0Sen+GL5mfbxFR6sd1LJk5ZWanHOgYCCtR0HgAlhQZqBSJYJmAsX2ufM//Gf/ek/+cf/aH75a7l+cCccakX4MPyk9RK08GbsyrMJeY+2VhUvNc2rEiyrUoU5Z5VXsW2llndqX1NsNXRAiyJz9ce+/fbb3NSfGXPwIkHufWPuARPy7nRlVY3D/y5U7WYCrLSoBAhAhRIBJkRu5kIxq3GWD/dlYq4f8tZn2ZJV3oHKNqHtuNfoCrGdqbG80RQX3YgQ3v0DbpgREiBWHWcimZcXyhmEGADyDuCARLWxawamVOUOZL+fgIEEQSAlWrgceMaMgMDAACzIhaUgAWIRBgScQMpcZSaZKdHEspiJZ5pCURiAEpZyJEoIWBglp4IgjJiSMFPalUIAKU9YykJEhYsQIUBBlDIjZREoVRWFESEhVcNhTlLOOtsnb3IRqTSIRRirOzjWngdGhKpRUua3lDPznAAAWLCClkDCSLSUxPgEkNO0LzyTqZ2dHu6ksgcAQGkCYZZEKc0igNXgdklpV0phYhBGOM0YRGFhAcA0AaSFS0pJILEgoIAA4QxQhJdMScoCsgM8xU4gKAKVwCkV+koJihSgtNszUilL3iWWmTK9lUI0ASSBQom4lJQzM3IRosRlyVMqSwKkAp/SDpmZ8rSUBSmJPC2SgHKtaFLaF0BMO+ZCCMwLEXIpSEkgMxAmAiinwFkmmqZDAV6QUgZYluWYc1rKTCmD4MzEmHJmgVmgSkMhnl4fyEnBEEqZZFmIEEgKSwFCSAQZEs0AjEdABMgAlNIkC0+0O85vaTcJAmPJLABIQAIiUJEWEUkCJJAFZeYlTcBwFKCFgabdIgyIRygAC4CcTBQBRGB6mt6OrylzgRlBEHciWDcGgoKAkJ+PIgUyUi7wvUBCyBVxZQYGIaJMIDyXsggutZ0RAKnOVQFhEZlT3i1cAJGFmJEoAyLDkglBSuGSUgYBkGPO1b+NBAGBBRgw5TwdD5xSQmYCFCk05UUYKTMwYEJ6KrC88cJQUmUWnUVUCGFCRiGSSQoiEoAQpFMjKmQW3D99ej0cn/bTXGZgJkFEQjnj3Iw57WSGenYvMlMCgLQUFMiCb5TwyEwJEXHmA+UkMBMdWQrCbrf7NJcDYmKhiTLCyYccCZMUTFkQmNP+6RfL8UCALPz9ywtNxHDcTU+wcLWkW0q10oac98vxkAlKeUkEmBJzQaLCXFV1RZAoi0ji3wJkwopESYIkc9lhBkDmAjnxqdsnC0OiLJiXInn/CaRymY5QZS4hiQigMBciLGVJRAtA3n+z8LLbZyQp5QgZWJimz4UZKKcMuS5/nFKeEGBe3n726RPPx0JJhAWIIAsiEuymxAACuAjl/R5gmZfqMEYsvN9PLEApFZZjYRImeZOTsTgCYOECDCiMUFCk0A5BCIHLDERLKZDoWIBn2uc9l0WQhFmAl8Mby5wSAuLCUCDJXPLEIojEgCBERynMBRCYEQiWI0JCmWA+HhDxKBMJCDNmPr68EQhxIUQEEkDKQiKF5/0uCRwLc0rPzEKZckKGlHLaZQLKBLIjyMQAOVECAURCyikh0TTPy7T/XBiQCRg+7564LCJMlAoLJ6REKU3H5fsyQ2GZlwLCU8IECIxEEwox1hJmPfrzIkCJMkCZ5wJAlBDzsggR5SkVmBeAclwSZgBgKciMCZBlPhxFhLFAJpgEhQqLiHABonRcZkRZWFAYCoEkYBKRqmcYcQ+N6Wt6o6qMLoxu0hfrFSqYpqmR5mBOPrGmDfXPrutPsR3V6lCKpvKYFB2yVgdVL1HRHmv/bdMw/Swb7dRcS2/GZqeOhhpDL5XNVKzPGd/pYNo01fUi2kGw3YAWcLPkT02P6z/NXIpIIkpElaIswjIXWU7aoGBuqQ5mTPZiu5BjI+rjOH4ZXMuZWjc8C40qVVJNFzQzdy1O7h6YuXon1FdpGyCPx6PF96JY5jzPzW4vR8AUEaxNfvepJn50i90AONoSuD/S4UbAAPuCgvSGPCHn/+0v/p+//x/8Z/j5byMd05IL8fb+ug8aNDdvHh/zB69mOQ+9TNI16dku1Y9mq94EWq6qzmwsbXzQqx+7KX7QuDVh2NWP+1EQ/vclk39Ul+9octJN7/TGvU7+QN9FdVobfDHedmNXFUxz8S074a0byLjsOK63OjEqG6C45iLbx68qEc6Sy4UyVQ8w1tRc2Ge7gGzQieTljmM52Kkv9KqWUbivRj89UMKdO7F47wI1J3zvLmsHsNd57py+bEDcdIt1GIVe34FIloPXbGpwqYtV2nCJSuykqrdX85PzCPig84o9WAqXCyBQcxtnNGfFJG0M3ezO6DXz29YMnTzKSLQ4WL0BqyWorDZ7ZRvc64OryvzxeKywnqZ5VQYzSl+6sN4+jgKDFYexQJYVd7ENZjWf1G4ulfeoUI/l+NmYXk3MVaDFtXhZ4ROr8ahyHa5zzGpjjpXtbA+eHW19U1Ff1M4iRU3tbKn5T2W6VqhKcVG9ms60q9dBIowZJkrMWAoIlGni+R/82Z/+N//1Pzq+/hpb9EV7hZi6Q8v9wq1rfVlWsEf/7Ozi6svSzNnasqv/hE354FrRFK61Upugn6PU9ihy8Rj61a9+lX9SoU+P3BiPtC0Bbo9AuOlO1Efh1CN9GnOQk3rErdDi+0acqwnwTQG3vUg8RMcqoG6yQkt4076+nozKR8TlNyX2t77Qn8hK2QJ7vleY3rzyT5Cn3Wuh/gof+gii/kEZxY/+LmxgGuftbQOFgPBu5TMbrBjTnK13Nd4Yb93/b31lLka3IY4V44brHhgbzWvUaMNlewUbe1kkQbGF0xWSD6pc3KzbvvOq1ejW8d/ACDCodoAFVaLaQYzU3W1YTT/rrAUt/XS1xnIVfZe/Oe6Z5bbpdeyv2CSkBr7umo6mBdd9U/aWYsXNAlOHw6EmFTX61KzSaH6IhY/gmvEF4WE1nXNNazp/9G068CG+VtvQpRG2DqOVvLdVCc2ULFnRhcVWTaTepF3g9p5ts5Z7m65dDYxqgM3A9T4V72LmmrbVj9Y1ZVE74J/wLQAAIABJREFU63Gn6I1WZNR6QaG/2thmoUi9YQXKHE5oZfrtd+oP1Cmn0952ysXahE5pK61pM2p9F/X2cs4qBWkXo24XcPapV0FOm03ZTclOS0FGIuCrCumV8fX1lujkUgedddHNwirrWHzS1jhUeLP+uc4Eld6pS94WfZwCqt0NYv5piyZRWHUVRooNUPXP62ne1w+VLAk1St9sz3BiWn/DQSugN8FS+V54LbbLHxcU2txpjGS+l0efO6LczQwiM2dVBx2equ4U9nT86ED8fYPd+1KpXo70jq2GPZrrR8TrsYb04CeOJ8AdsW8vCr/14uqQ2f91euzOx9jyu43Dj1uhaAZ5TbHc7eW3Dy2dDBxQH6EDxIDj1l/v/VgTi3Dq8G5FxGO0OcEc8clV6y5MJ4MpRSQNAllj3JnjMlWNfd0TWW0JJ0hoGXFOQcHBX1YWwgKh0GpGGOwtkfvndO1tjOiwUH1k7exymJ4bQwtz2aP25IOcs4g8PT3ZDB+MuP/5jbN92CiGQYmg5WlkiXYaxFdgShMkBzs4IRNrXqcwiMb9NsyN9l82t3QTIEJ/Vf9DRVPsj+nw1kxYE0hlNtpkTzVOcs7H49E6K1QYXJ3onG6+BQBjyK6ol6rzWzXOZjnJmaTZDLneuSpM2hekeZSTGLFv08Hp+oAKwVl8Ul3CdfLUnz8ej27H0PKQgrHW5sGKwcS081IJggIiCMSFmVgQCPEUn7eU+cbRWtRZ6eFpNu+yCYilxeq60/ngVpPyObX6YN3MbfksdjNZAVJXehvXtR3WDU1DhUcgkfdNEceUiQfvYezAdjb4qv0TqBQrQhrD3L1/vSOcXXWZvyPCboYXN6Vbq4d0rDHHitGDsOQtkfo7Z333JTY9w8B3T402VjRuvfgY0PtJfW23LVmbcvLg5vbYVvlQnvZB1ppfYc//ykij/+stENxNdYTIvvuIte/kti1Mp9GJbX2xssbu+k1CoP2gZvYI1ww66HfFNOvoEDif9rZjdqrwV5OH1hxqV/B2OYxChYMdNfInozh+84CzgKemZC7eVYjGMgbts58P09PvmZdeL3LKEpd5PsXZlOoPn38d6jQnJAQU4ZNJJaDd9GJpxr36kx9Xzra5SGGiyA+qnUtNQXIVEnQ1fcXELNXWDbJltcV4xtmIx2Rbpee1lFD7nZyUSDRGr3eyLIt9aguCWX1Li6ZGvFdvRi3mXLOfLZ24So2mWJUJGQsBke1cJ7ndJVz24iZqzUa0L9FN0V4Y7MbfPp1Nk+wo2YVg7woIiIiAREr9icKchOvLmueZrpe8Dq/Vp9GPm6YJgk57ExyOIqtWTkZRbruJqfeda4zUfM9C03ZWN/MaVy5xQqa9g6B5yuRbz8KPDtHsUnelHbdCNqZ8dkKPD+mrrfwsgn/6L15FX730ZsCKvCPmi7vSxiN/EKk38w2HnW6PkFzxw9VpYlMBBF7QO+Yng1f/XgHoHQP19VHKB+PI1cw56pL9dN7RHwqx9qec7XzQ1XqVV09keOwFjn89btpXoRteOia3+LXcNG7vQqseaGU5JrxjCbIsgABQy8lQCrNwopROOANXx+G6eZ8L0sLMZ+wUC5cL5QwBT/9BJIy1ZEc7tAd6rJdH2MfFQG4WabRq1eRsCdyiHC4SVZTP5Z8RzWtybp3aXqTbxGPRJSSOR2r/qqiOoihwTZus/3QOSYGqwpHU2FG9tquWQ8kXE7OzP7VJHk7DgggCiYiQXA6jZCb31Jqa1tC/Jkj7/V6Thyi9rq/DjoDew36/ByMxYlOa+q5VulCvY1Ev5SIqMKuUyPrRljGo3Ff7zXpjikTphKlXrmbTNZ1TxqN97/M8a4qiV6hvap5ntYyrY6U3pjepGaa7suYP9ZuVhdsE5BXxrmmPtXCwO1idP/Wh9OLOD8BxqpdlqQmJzTbrDddkyfrUVV5oTZL1VvVX6nfqFK3a/soV13et34dzC98ZgWRBBEHmeZYjY9VbLWe6bBG4gi5d/Bmx5Qjv98A6aHUpQ5C3qf9qqexux1ZKdp3qCoRWRrrFPC25d3xYxDDPMrdtRropzfs6gVSTj65rwOr81AGtU8cVI5sGhS5lH4BvVyUoEAAREC4FmUgSXhK8RtQSK3ljVGFLANF0FxiDEoNk6SaO6+Aj7CkL1zJEzU+JAh7brTg+lBD4yNW+cqZ3U+b27iu0J6b6jpnz18y7zP0LBEL/Leio3ISJDUgXrUX9EOP0DyKZHFSjvtpKGbcrf03qyuBsapKla0inx7lNYGwXkOrgOfTDwhGKt0TRgoiZDGxvmgdxjLF61qnQEYWPAEgkd2ksC0YHIpbqreZHT3ijB9/1eKe9AYng4VXHkQgXPteQEQCEWX+Z6ivQmB4AQcoynyBnvjSSIlaGkZRlqR/OpQAgh5F38KwCpzUhaW7sbu45rRQNKKskoAPB7KtM5y/bL3rOS08wV9Xff3l5ceDYsiyacdUkQRmA9YL1rqZpqiloTfW177GSLTVhqy1wasOtIzBNU/0BK7ZRV5mdb9p3Z4MZB05o295+v69LrNmCqH+tLW3WxaH2udnr21zF9Z5ZYRirtmJfkK2GqHKM64m1hoH1g6ZpqpRUbe0D01BXb1JfuhJx475RP045yc5jQAVFd7udJmaa5JdSGApCTpIQE+AkhCT7J+TdbpdSmqYJ5Gr9Kns2ZgQ6MkphtbAEXit2uupVJPPbrNJm6TryLl2siVzN/DXBsZKndWZa5m0vPu8BgD0QJX8oHWj7QWuH0iL4akLicgy7dcYKXPNRBzfQKI4Cg7DQpeG//oicJVhc0LbRrXvcbvd4HPMubKs4vZrzKdJ4fnQk4Q8I9PjQ+PV9YSVf6L2O5z40T3tfPmFzSN1efPdYrfJyHe79N8Zi9CY8TQAEh+Mm7zxh7l4It869d6lJWT29WIV05Tbbe+bkvK0tLxGxMFzrG9dgwuqza20++ie5obCdY3EFNb/frHE40QubJ9gkrZnxNts7m5XKa67j1XWax3dEseI52Hzq+J1IA7u6SWZAFFBa7FWEkNKV1sg5BKkGKubezgmmubnLKmoKKsZV4DQzBp0UUbBUWZcKTzkuknLzXJuWJXyKSE2KPn/+7CJvjX3rrKhZQY3Ua/6gfuV1zh+Px2maNJSvlmh1mu12u3o/9Zu2GcyqaKiMkOJvduY7yMH6DTS5zfVuISjx2B+rmY8ShhU1ddUBi2E2g0m7UixZtP5V4SYVC7WomqvvWDFPy/223YBWNMgqsui24zAYW7upw6WADQT14EtihoSACVLK05TyIoKcEpwy55TSqUpyHlLdnXQE9KGcbmrlcEZFQOdhGANgW/WwK91up+7n1XHByQjbB68TQMVd6jRQc46mEnLzzxAY6fnHpTk1G+Rs8mb5u3bHtIpMUZS/J4V869lssbvTXzdUhQdh3EaN0PsiiXfvc4u1VfemegjkH7/e92tMMF6NRx/PKHrKyx/9ut8rF4qae3BtadBJXMefLqtb2Soc+jcGrLvhWXC89b1PA+3jw/heTeAbr99bWW7pOc6b1bu3Kog1CL7EHHgpkur/2ojNRSeuJNFzhXUxUNPywf1TbMqIKmvN+rrDTyBIy6w240FLSjSaWcWtdRVZbX6ic5IYYMXNK2jfl+MaOLmXOLzN3ExTlwF5OLo/u7Q5Dr5T3HGtoW7Q1KqusgcV6qmBryY2ViK1AmjzPGt2V3+9hn8123GTTfMHzT2qb7ULLGspRDFtLXm43Vs/y36Qqp7aJFatIMAIzlnGo5UktcNYfR3cOVVRL+fYYUcy8qcUD3Q6k1Z8xTk6aHahnFg72bQfr7Ix7WdpKqK/a2/VddU6SqSOib6OOiua9SxmLrIkAsKEKAyFAaBwgVNVi0shJNt/qNiy1Satl6qIsX3F6uFuuwTtCrXAkpMRdhYjzdJSLDzpiOnMd0Ivjq+hn+hMcWJrtNtM7HzOP50gwOXQdg5pccLterZ4ELv1tidFDZ5G7T8AcYKtqzAXbOBlrYIGt9KZ3iWs7+Vpscv5b3ZU+gcHKvaqTTfNrhE+E6RWv1o+/y5Z5b3YI77XrG527zzS9/XT9gMcSVvJx3v2veM29TWLGhH2GUB5rtFfy/za/uGtijM60UWXbwyEK+BaA6MXxA8M05rjGbUHnCNcM2+J4zDmzzdtsprGS70zt4eW9JJhB0cMpHeajc1mPK+glaa0TOSVQUf4Z0wj6v2MzSui05INNPVZLI3NojdOVqSU8vT0pEmONtHZTjOnlVpv4Hg8VhpnjZKt87i9E9vaV2lyy7Icj8f6oYr1qZW2Cl1ajXv3ppQwfEowznCildlwgbjyRW04rumE8jkt6dcZVFg1EWV11vuPNQXnXW7lze3kVB6s82BwE1U5mZrUuQRScVQwjXA9trZ9TTabtdm4tRQ3pAYiSoQkUEQECZEI5Wwz2GlR063P1h1s764+ux1MMBKmtqAWHTudqo2dKu2e8/NbVp5FZPxalFilaNVRpk4M634ZkU/XS6Wf/s5Km/eRrGwCqg9vtZvAiA7FTA8MTdaZdY4RkoFzq4hwtQglfQ1Xc8j2QjQRvEE702pn1yPi+3e3jTmfg6bjTc+Z0G06f/z6uNC5V6/dDgbeB1P8KIIiHxFYx62jE9tJRZbGzXv3ZeYb2d1/iF9j5Hl9cH4ypE14J1fS3qV633Hl4WhUAGez8iiVDoaTaaOrprqybeFzzCUn2unwqF5G6o6PWE51QvMxd4rBU5ME1RvDXlt+L9ho5tI9EtTqbjxgWDR3AJaRUGGcBs10tMlfjRBrcx+Lz2jzK4dfDSqAFt2KL70Hh1YgRbMdvUI1LXCPqfmYImbagGcxQGUAKkxXxRi1LHI4HKyyq7WGU80Pe5/1m3Xeao6nM1nVIxWKsCmBDRTtZNb0td5ApZjWe663Gl+Q5plW9aQXkkV5c2exYDcHparCNSpu83Nlk0b9IWutqdG7U39x8aQTonSAmzujiQgxI2DtRz3leIDI5zdIJCzR/RyuxRfdPdi02UX1ztPCpiRN2D8KmTYR7wj0uYZe7cfTNwvXpoK2lVQp9zBkT+hg5vfK0wbbYtN7Pubfbruxqq/RxTK+S7i2Yly9bVt2atwSpIwAVFAQCwkdBARkAgDABeATURkH4mNMD3EcQ9yJzg1Kks2Dp9lcPj4dB8XO1egnVgo3WgxvRJDGPzbulXq0li80fFkCeJtd8jvmVDHGuCNL2cg3jjHWRgztI0DC883YWQdeNnftF887mx83Wp+M5weXm590lQn2NVPr26bfOKkDtw4Ah/fwIP5244P4RXrrXjfc7lbKDQoeCxRA8zcAAEkZmYVZqjVw/Yd5PpwPMhAoIjAvcsLuEhSeBYQSiTBAcmeTS5/caegOUIfmKcXGVUgH9JaYXTg74JiTuNp5z5TcIQxNWib0KQ+Wl2WzWSco0uFtst1S/KQ9t3gISAUfAE+9/QiAVH+Fodtj4/lgzuWvN6WtwqTrd7L0MNcgYz3i3PUdmzHWdFyJAc7iq1yxFzhtncyMgIkSYSqlHI8nViqRGktASrmOqkXPamqnBmU10dIHrLHifr/f7Xb1n97e3jTpqnmj5kUJJSWsd1LmmYjKPJ+97xY6G0sQEhEuS0EpwMxSACCnJFIIEaRkQmu+Vy0uELguFAAtWAAiVcVaTTrO861MCau2DkpBxMKl3oC6dlX92/NCwFKKsEwp1etXM4wp53onJ1QKT3tqKaxyqdVvI+V6nfrSQRAB8ESwQGDmqjpBeEmcgIWZUQShJocCAAgV70oiZ6OIs4Anc0lEiaAUpnRSSU05I2EVtagZbn047dKcuRDVNXtKwlLG2sTNXCAzSZIiy8I4ScqIiYUXSpRz5jkBFhe1KthoTSDsZqVApcK/VWpVpXHsxHZlDptsu4KXNqDG7l+F4+qNaWJveb9wbaFRO0iVuV1vtf6uqpJW50atL0QvlhOa914iB82tvMnIHySdjvYQgemxwcDd4NWI9XF7+Lvl9t4xUOsRNpo/ECGaZgb4Xmof8Jha3bs4TfVix1WFnvsysc5vPcRWe9Dp+6Z39F6WBqsI5N/4r1t9UGKZ3BVfemTvj8mNv8ZkW82pfgrk1Q8CrpvyGIOCmtoWn5XEr0r1EfHTgL5J0YSh+VgzI9Ura9ihGgwRSRgfST2n+NiA1yyB9+KNXh2zeVA2K+69BdUsxiNCDxaDk0Mdbqzd9Orgzj7KdQRFnRsVe7DSBq6S3nx26PRhOiyoqZIdSjlYzzo668qcPhcQBEphhCvbut1uZzVRjsc31c+sD6uymTW6jYtF2+fUBkA5nIoynUUyLwbWdYgqNa4KtLgGM/u7EFqzVIFTo3bV83CE6iamZDMQOCujxKXhnMT1E3XVKwDrGskcpOZK+a4008SClLvYJGE6hMY+tVoR6oSMfY+qQWqFW7TWYGsTRYrweR9DXpaFkKCU+qJVkFaTK020FPjVpeHa2+zMdwsqWoM217i1PbQ/bAfE1rNsF2LsQ3aVl/qhqiHkKPdqvF77TutP7vd7zVRtwPCoocJq/jbOhZyzqt2AXD4KLYGsx4/kja0y4zjso6PY+x5qfExuB7Le0TzqJxJgfYTgYW0DthDQx43M46LzH3fx3oM/KD70debbTzZFHAtKrVaa3nfQHnllq/Ywj1cb7x5VARkP8oOb/DiCdwlVvHNHHFKZQYu22fhY9Q/H6zHy7Xv2Bm6NO9hnPEubR3lkN8EGn6gYJ9mbjIwyaGmRQ6dJr1fubIpzKu7UmWZSoZvVZtGomuBQONuQYtUyerAkBNP5ZvQSpaHi8oyf0iwTXH3/8h0SuDB16RKEXPXdiZR5VvWL1LxhaBkgu8ZF7emqUvuKdVicJNNVVUIRv+Zycx6Pig3Wy9rXpOiQK7U0xflsGmPZg65jTYN7a3WgD6vRfG/tuCKOtay0uJblZ0LLgWDsMhLns8WptA/N9akaCPRkKGI/y+u40iScCPM0pYLzIoWQdoi1pTMRCXrqkJWriemDnU62dOWWZFPwIqof2YTctYxZnVI7LD0MxgqxOO9Bi3upcqzOFm2efH191f18v9/r+Odxx/xNUNJqCDIoGrmiQqyrRSeKB4ODWxEMfCxRvAn0u894d3A8RyrwlqG4laR0R0T4IB/1p5M93hSXw40qKeOrPZgp3Yq33Jf236cl+zVxqpsF9O+dn48obW5sPP7QZLgXh21cFxtf8bs8wvuSJh7c63pUhfivvcTMGelqnFRr584YzaaF7oK2jWRL1SD2erkitBNpjB1ZvWGMeU4zSI0pVjMYGMhgOkJQE3602VEU4YSGoEtXWfR0YRxBiDD0JXL17qZ+QfTYiNI4Np0YtGM4jcTBHNhiNRlbm/QimqxqzKou4ZGyaym4GjTHN2gToQprKL6hGptaHLHShSmlKuNZb6kmb24oLI5nhTdVgsXZn8AaHB2hMNcu6KJfiyI6a74mzWesSARnm4pxsuEAGHtjMeuLj++KR06ExlprAECi5Nwvr658JjCDSGWxolSjBXQgvCthQKsrL+6EPQnfnoaw3Vq1pmaxO/fGnW+nzisnBOqy7rjo9OMsf1vtNyyJtJo9Hg6HOpJfvnzJtx5O4+6pQVIXa2O2KxTW+qe3uGnfFwG0iY4AgicRBiuvXns3cC3RXR9G9Waoyi7g6sp3PoijYjabs8f39qP7KN7xsu6L9d+X8PaVRTUeudqDS/6+T7nvDa78sNymvo8r/xqwHTcOcKdsUk9z4qZxiGp+Xy2v+1A0b5xN3b4d8QMPIgOzh3cf4UgiGrMcXalYmWxWJEPF5bSeHWl7Pbr+ar7dTCHs1xb1nZglOu0Epx3XiwGclD90DN96+UCs6McSMyIgwtm0XAAwJVKDJRFBS8t0Fnlnf0grsdC09Yu5kIvsVbTD1vJ7/SzRnLOp3WJzmNi7GD0bYagn0WOTWs6w1WhxPgTq8KF/dSqdCnYNtOzdIyvnTXMJazJu7afV0VsdHaAjOqq/pS/UOqfHYgeENlQ35vYpHJnQxvRKEG3i2AN53tiYavPGXk+sK99EHaam7YHTe9TlFl+WWwLMLISuhnIVu2JBJhEBYTwf4pdHQHR7/qD60yRYNhmbvVPJLSVX8Ry0N9uFqbmPb2oNOi52B9BKh1LlbfZkDXJ0CSuEmG+NtOJu2MS7ozTz4FIDYGoVubq7Wt/ztm8EhmdvUqyvQaBpGG6/MwhOTm+lE8adBhAaxZJIGm5u7iJyPpnuyeIQfTx8Y0Apg++4i6/iJ7fmBncATWbk70FIzBzuMqNWJW0QMZiwtTOU/rq4IcGJ+90dqdfGV9MLFx7M0lUWheDDmLHwNcU/HqtJtUg1W17ZBwmZPoKJNd07BkljeNQR7y7GXhGxiBfv//zWPL/5IqwfVwSy3G3bOE9lqCuFzAYNjp1Vr6AxgRUhbKJJjpi0haQz0At1v2v7WwbpX2zjcSrh0V0gTjD9ODuqcZlEKenroRMAURzDNoBpmmefzmGkvWTJDZ2W5N00s+mcpi6Ovxfl06Cjt+kSIedeCC2VxVgIsG7Og7M7hvvV/KDCC4SIAgRwMr5WRZ+LrHFBABau51a9uYpp1vsyGoNQPSFP8xkBpYgIISIgEVxc5QFK4SpBYvNACP7jEcB0IqJ2AljgKGq8W+gyjjB0FD506Ow3XSFAE7AoBGKVeF0JpqloGOX3ogRGfQr79ptscP2roqlOzd5OoavPEo2YT6RfMA7VCwjWtYaIgAKAgMyFUppyPs6AJhGNqX5PHtNtvD1XSZcmuGGElpVF053CvSAFM2tpw1ag7A5mqzwV9I5OM+rPob/rKkGNNC+u3sG5O1CG2KJ1+eOWme/s/XhM8bv3oY6xcJ0xSjwgY2fFgJP5x68f62vQG/Oj4DCDcO1ufAnlxmRJXHVk+OtRo9Kl5D+ZTr0ffd0NXqVjYcW6zztOwved7a1RlSvEdVDPiK5927LldznItnQW9IS2m0RB26GhlVr7h5TSfr8/9SCdjcWq7ry66kXUCFo9Wr16ENyo0OOIo4O+FOeIffdOFWRaymUvuQzg2TWYEqCtlInexNWGI4AAUlhdlU5R7DUgqfCLfjOqebv2JOiroMV2HQiKBgPYuZm3NNWPo+Oz/XNNMOzP9Cq/Dhu00bAaxJ239KtYxQ4dEbEUK6TB5y9LAdNCSXPZRiU/x9zTOWn5gV75trU3Nmeme7PNdtMmWHRT81EESKHDoB4s2KaIV7N/yg2grZj0Ejxnnu6Yt03PTGiJJLkPSkggVJehiAAKIiVAAnQ7jLuOzc+jUUpTV6bJXGi+30gugDUCeXPN2rRNJ2q094Cz2cY8z2qr6GpYqvOpSjb6r/nWY3hVht7VJO4oef5EYqPTu0eInSgkUG7BxBrb4hAiGy/Xpp7Kx43kjyh68V4YyMYpfcenm59Z9cV6Nwt7GGdOX+udnvYgeejKBYYLwY3hGqLi/J1cRfPrz94fRQpy/LmRlvMVlvwgmVyVwfBT3U64xmO2XRB7Qcbq2fRIGtzre3eH463KzGo4pEXcWkGvXzXN01DANm9YJpUTmmsv7bUmn1tny1iIe0v8sHGyaY5kJWpdqOpwp55gaZwMsYoXo3+HDTZ7KHpCiHCN10GLedScSLE63wOim47zPU1IY1R9KTQ4auLVfbLAKT2W+p96r6neErI7M5ISzKrnBEuPv9ds+mqaBPbol05TxOn89YLbpnWqzWNXmx6jHUjcBFYj6iafa/DREeJrbvgxI4U1Yoj712iw7voMm8YnzY0RYlMcJQBCIAGBC5u6sZ83Uc24CmLOaVMs2NBk0RRicdyBjXu7s7+LhvVRBUezPru9O/PGWuDTZ8lbDqdBYbg3Y3qGwj81rCmWcDRYUJxBWpjBrfnq9mqoXe/jopFruP+jNfnd0eq/VEMXI5hHSJsfOoaDQLmdNP54ed2YEnyzvstdah8bz+aNIv5f5ytG3sNRvrkoCfe24zpyzh2rbNBpHOMJZ83co1VrCFUTPOVuVeZPtQjT3jwLyECLVzYALpq8zTuWQy+hjWdWdDWI+qKrrZvKZIOA6jQK9gLug5yggBN+s6ATtORGYtQ+CIF6LL6mCPk45Fj9c/TKg77bBARhhagKOwDJVdkeDFn38tGASBhdzuI+2XMts1M6IlERVRvnNlHbr0dj7klL9OprTqUzZqRRQaep5m8/tJmWw1BFr6fcG3/FAV92hB3hswk+u7vSxdIUPWrOnMhXPw3FiU9PQiQoBARQ8PKLjTG0EkoDKia0BHV7khaWCqu+ji496025VZa7tVJwCafWqqpTiBotVJy8kjW0wVXlWGxTQH5f/9nmJBtsyl9Np/HWT3k46sG7y+R1J+zdZK/1duD588evj06WBgfJrcnSV0tIesLBcAuM+fj9v68x2tcUJrlJsPSj6wh3JI3j2fvVbm/sCel/UW6j6TpSVq//bXxjvTj7kaMzJi2912EbvSwKUau2lcmjwtmuGmvlE5Sx6fTueq10sVzdPMpX/TBiXBhpVGP5ol5auHHHaNb1z0UDjDzG2GM2KAQ0seieE+Ag4HPaMHAtDDOAmJqhavPZbV4R5TRiM46bAJa32euHPN1Sq+dTu0NTSkhXeEVNgdT/o/cIljsKZ7UhNWawQi/NEobDQ2yD2XgMm6+7p1w6yFts95drXXPX7AF00eEgZoCDB4lxY/Po7wnwbuwA72W5PUlFuy27veLy19NHnxryrVIrdGwne0yBsfmkS6QdW3jgiAPXUDP0W5SbR0/klEJgCNeLu/Y8LflVfod6qTu/xww302Zu22RXO/Ifz9AeUQIc/a6AIKCAU9g4/VW6v1X/74Quw6WdtE4KaAUqcZqedViC5vI1UakdOvgK+PXsXB+tO14Kbs7k737jGC//jtGpCFyrxeBqAebGXEjCs8jZPXY1XekjGuPZeJ4zfj4goNQJHu4rXq31AuviwOtm1TtI2pd2u1ar1epZl2cMAAAgAElEQVS+8WDk/e7loffb3GTwBscYV+MV4tUlzzvLe48V+kzsPMvMtnaePZdfot7FcOOUGARng36S7aWcLZY5g/JtM0gaaE1FCTvXna8SgrW6XCu4MXjSEXD9XTCUgR1kLPHobIIhrZYVgCtRMb8fNuUKWu6vAYcUZgY3ouY5wZT89UC+hIJjMMH5d8UYNBKdxqFUc3r0aHI2RW++lzi7roCF2pRYlx6e+ppU3e0S1riBxdPGXocRARlERBKSaqKASGXNaZqUCC+xich5U9ewx8Y8IsAgFwZj/VK8zjUHwrVMpU5m+xYcg8ONjGJKFodRqnPQRGi4dDiItUfrdee1iIQ3fPVL5+RF9KWFFAVELu0/IqzSEHYhnP9Vvw8qB3j+GQSon3oZOSI0P39ZmCL6f2IWiIhcYdrjNoEYzcJQqRX64HDtk0UWlALAwksRIEkowMKlLKUscO0S6VKmXjrjEmzrn241UTbKRjY7bLeUFN08hxbVQm0z7dNF1n3EVPVn8hYR5L+RX1tMsdCeGbrgWiU+hNYbchWXEMT12u2Epdc4gWupWjUlfd8cbktENBCcfKf3pbveR11/+803W4oHPxyl212Cd0ttRRoZ6rBBrqODcplEq74FzW+eXziuxrij78vwPm983Q+ieTdJ+b8vDjnO03CYt19iKcTOsF35wOCH7QSIKFEiBcMN44ZCAILbQt/xkFqt8Q0E/TeWMLY7BEKwjbX1/prO1U4Mm+9ZQ4WK6Wlu4PzTmtBWFPNwMptNOOjWV3CmVMklzb+kMdH8QKNPi6ddzWH9l5MYCp2KRO65rgNoiwdencYS3o6za3NuDTGbcgFWb7TjHHBi+tHtfcC2aPLQQoEDTbwOlSdZpec1i6jjZHPv04cyo+CpFUoERDABnQ7IyrtkREBqCurARS8R9aTQAPQkA26fOooHRu5lFFl1DXtRHlYHsLLaqs2dOkzCNZq9WqaM+UnrvTQ9UQS9Wxba2d4s5upwiWjSOFh9Foy6avmpF+kpx+DJjk5xYzIl70Zzsu3PhKH0brMt0A5dD35sPKBUgVQG4LPQJilv161x6MCzvS+to7nbq33ONd9rXnNjP9q4vrZaK7Sf7gw/KjtdqftwZmk6p7768/lfwgRvO7Zz2iVFNuIM1lNlNeJv5u6xSvTVhBweDJju7mD5mz0DB1WcR0h9OAT4bjVbH+81q9XoR97d+OPexX1h4zg09e6+TkoJa5SKWyfb+xrBb//oZqvzYHOIwt/Qap/oRcnQobs0Z9d2TL4XU45xrUjh2+4jNygkaYuFCg/ai+vZH/XxxqYIvXtelcmxIVqzc6mHhwx2j2ix60RTYnakx7RTpe71F/UQsyiOEvMr133Xa5Fqmmg19S2aY+Uoiz3n27isOq4JjcF33YPNpYGIlAjXoH6rWNO7n17VQP+cUrIej67kEXGJAQrUU9eoOKHO9loQsdo5qxtvs4m0t6tYu7+eEUh02Gu62DVLLXBLY7ZVuHWUUXeppmlEk3fdFOxVxNVqPPY2lgEgtnbwVSFWuPKrvL64El97WZnr3HM+Ls6/vkfb7kGXzXfk5NatXGqvi9LVLCJTNzL53Yav3dqNNO+PX3fDXwMZzF4pNPZ8u5nxjp7gH/fV08Z9H0zjlsj4was9iPYM7CXHWMGY/rElIUF5KAOJToy3xvdjzcDboc6tCcmDQr7vy7rcEi5s//kVePXGi/9ETDuagoE9CZY1l8s7Xea3/9hYL8TFCgP1lMEbabbBON8tAFBHBM15alg2TZNt2R98nOtc2qiTadMbaBGrHKkVQoMKdEDO6Au8Rf+9ZTqHhOQC1qj6EN/O+B315qRy9qxXNXQUL93I9PIHi0StZhEbRWLPgNuo78hZ5129SgE8k/Qqfgeu1wTJ5Q/jLTpmznb8K+W4qX5p3cN0XkU2nW2miq9mmiZlNfcsDZv9e26sYjEChqLo0VEt5iQRyVyth/ZY39EdTteCrQ1Fx79BItRcNb0Ht4Yizb3CSUAplus869zHERHwRS3JBeTMXEHIqKMzACFi42tzE4gdmM1X3HPkbqav4wxwMMFioBVNs+3psNvtqiIXAOSmy8cfU7sH6+i9GkAzJl7Vs37ffObWCPLj4r+PTuQ+CLJ4l4zU2Y9GBYWbnoseljLaPjjNcjtstk0fk91vBdDGRLKohPbVpvrD0lZyx8VvSmPet7zSc2BzfWKrR8zq1tc7X3uh9uCpBz1pTsqvmcC4iMHZFkHoDFw1HI+Rtzvsa8yqJLR6P6q6aSN1uyoH9L8ty7+pKHitmnDVPhdmC0YvGWcT7wTKVzlXl38SiJCa4/5FVcymxRlct4FBkE2341B/JsJQg6igOT97y0Fft6ZAzTfVKxEiIsvi4IKNxYua5lEImntpgKWNNQH2mDPEiMjimTHNczKGMXyqy6HpNKDdVk2xRJelN1PHwXCFjKuLY483IudOAa1GwY0VT33qmkO6OpTLyd0TqZ5N1DhpCjI1ZXugw2VzTWVxY2wiw3WJI9ZqDsupy/bKmlK3lyY3tRcDuLlqu6CtMal7FltHaL7iJsjZnAk97qvesGVqQEsDKdppqj26Gk6e7HZu9TwYOJwOorevmWIN7m072hCc7braOK420MzLoaPDsxEk8XuECMo943NaGyzDppSbB/90S/V/V6/mX8rVb5SOd+fGGXUrNHS17KXbCNa8ZEMDcDT5Qwokl+5nBBS+ps3g9QkN7rn8Iu/Nlo3J0uDHeqHAFk32LbNx/NbGXdSrn97jqGzZ3NblqpGHEw+t46brOSEiQO65uaze3qqq58ZX7JCEjUFJLz9fwZw7+UYvmomVx6aNb6+UPhadWy2+aG4waN3ReLFeuUbkEQQYp1KR92jlKGy85ZQ/HSJhOzd6r8+hc9s3AWW+WVDLPJeswstjAGpLq2T710UQcFx0sH92hQb7A4OcxIFdzWLuahbdMAwAxlN71PkG8LTbA4KwmZN6xJxkr06Nb07Q7UpUFhMingKFsxLH6cpnkZWTokd0psQGttM0CmsSAptOJD083OUYcV3r3DuvC+/xoNncGXthK6ogAoiUkobaQoS1KY753OGJ9ongfJE2+HOdYNP1sI9YXRAowQGavkLYmij3RqdTN8m1DGSrV9GqrhaM1HItVDrkmiDN12vk4nHrRs/ou0gT/nBtoqr7cn471U7RBD/n1+G4plHRdKA/32yE0y2iSlY2DTMGCOGDwIB7KdaeobkBup3KlTbAuqq+S9G65xbylYHB+3pO2qzoaMijpY6WNFZP4cdxhe8e3kEd5Y4h2khXG/OStyhc98Lu7b18NzVu3aoKu9GEd9CvssUtbZVps8qh2rKD9Mxhbh23Xty8ESEZT6cm4AMtafJePAqBiD/Oc2yl9m6vy/Ybb/X5mLOIBlbdNXQbZCyrFgjjHawZxzdr/05augkdRAZgxLiavZpj4vp4N7ZBZM+Odlx3aMbu4wngTJ+2Tw+XxG55XrcNWk+2KCKfc1axbA3FzCOzg0las87DDk30OMT3dqbroSCIWzO6KpiwksudhPhHwmKdNQhjAK0pBKp/jeS9bhEwkDNXqQRbKtFn/FPzK5OnpYvOIV5NYAEEYY6yWxe1xLOY5CWdu34jgwEEbJwIcRzqdI1drIPgcNxstuV1nO/Pb2IazjYD4giJx212I7bRc+DssaZ7aW0PFdjCPhjXrWKIFYm7TcS1lpOqsJPuQk0CZM/nY2ME0owrYmnM1KRQClhDhbN8kBa4uXm1Qfg64BXbcy3WHB3vdOCqFeWIx4jO2PkQWo7lPZ2bmO/lmw4z2NCS1Kt/bNny3verhzKPoXDdKMMxqKCJiAhSQ7LMcsS3A0qrYXGTqNCLqLassVV4ZNwv22s8W836miDnDUldgDF9TyNuEn5wC0zORVGU0e+OXVN6hRZo0cRjb95g6sbVaz9lQO3o9akPottmXjpoL4z71BYJB0tjiEz0MY7njL82ZrY3wZjNOdDoIgMZ9GIBoNXD1X9SrAZxHVHpvakBp3cLqtmsxwWVwm7TkbaUwDWTZGPNZeA04Gay/SDoiFav1qEciDquc/Wi24372x3HU9zDLaxRY69pmnTaV2NcW3E/y+Vxr4x1d4WxuS0M7H3bZxNgvJPejhdX2U2Fv43gZG+9RL7cTWXlW0ngSNi8B6tj0XwuZsbW69DFaD3inYrD9sLcoMxnJUaidXj8XbeR9hDC8w/zfdVe57Vg+76a1a7VMnHPJmRjfhhlV1ax3+YM3MhKi6d8fXZrFQAd9iD0yUExAYsbrAXJe2unF8T2sKzWRYz1BF4sKHq1vNj4am1RNrbpxrMvskV6emDQb9tzM3bw4NEEDzqiNYMewkfRvDtEFz40r9uST27iGjW0+40AMBEHOaxBABHZMncwYyHIPY/xvcFnPahtGGGZ7S0xMabc/mbVpa3X4ijXetw9tKdd0JI7D+xmWa6pwTNIp7cUe3TbshbJVoNhCwC7+t43MvduSvMGuas9m3u6WE2IpkcrghahYFxv6t3tGALSNK/z2hBgWOFuNQutQqxREi3i5LDWC7rK8FzVuYmI3+otjcfc7pBuTCqQBQDLstzUsxoLYXEjfQTd3di/sPH21IrXEkAs4V+tk+C6E6aqqFuWabNUFx9/9c5Xu4OaXwMFOReIP3LE3+Gc+V697h/0NaZR+JCOhUGaoXnsNBvY3G/J8eL0iAB+s/jbMxNrVi2NA540kbrBO7XShU3tEOiI5PWKrc1+qrGKHgQhU1vXWxVNhT6lM8ZdsKF7X3u0nCZNEz61qaB7fWCoaq66h90QueF8OAYVYiJqrFbhcsnzf3tsqYELaByE5tahg9BswtzI8hgbbMZ2GKeU4yDfXkfuKn33YqjQ07O+aW+6yW/qwULdHfH3dmWCy8wGEEEGRmBgBuRlWZZlgVKAF1iWhZaet+MYJ9x4ZK7iaduhwh6YswVYHzxFk+J1EzOqUS/v3MapORvwcnS0qrASbm9jHfdUKpJ3m4pNQCwmOWOdPVdEcJbHllmxerZtTCm3P/WqQ9T2/D92bY1vI4q+6CHUk6jdUru9Ff1zcFwQPKCe69+5N+/qeW3VuUn/luuZ36wF9B62eQRu6WJt2sP0euWbMzkW7welx8GhuL0i1tMY6KHivfz2qxUrbQuNqiDYcEo79FRPwuIV2vHi4JotBNdVlLK5mYx5In76GTciG2w8niT36h2rKc1qRHhTufPugKdHnFm1U0JEoBP3pBm8jhGVLZieuTdR0239jpVdWV0vA0sP3TmdhP2WcW4qI1htMAVFe5YSUd3xpmDG6mQ2T/ztXLZb+9u3jLaLsixCEDOKmEsPGD0RonQpzard6KCiMawD4ond3cmgBo0JzROn2SHZLJePg4c7pN3GqdqWLGCAYercu6i53F0fbQYZzUpJM++6Q0f+pmL8+DhvrgRbdDxp7QgjFOECWOpjMTMgl1KKFLetRNpJc2JtnAS9qGg7xOyEkqDj0Qe3UFzgmmV3d5Jv45jtZc5KVonbzSUMxa3gVQNGCD++RQF/AKuOMV573vQ602yoZ39RA8Em18hS3bbQL5sKHHbyNIPCqNbd2+Kb6otNnDOWPKM2cXMyx5y5CTfdROmM1CPf201o5d22GCrYTjZpnZ0R97Ai+KpEB7dIUPbCO9eyOOicHBcs3f1sISyMEcL4oqvb1U2Ojs2r9UTPVqGGW+P7jay/uDoUorcCAJrgNadZ09TLbf6qCemCvI0n/pZe3x4OX1VSevHcqlbqGAKFoUzl9hfnCi6PFLzGk7xZ0xx7kCrWYTmZwAJD4l8EbLf79+jdqaG8lxtrkb3jITKmc/co971+7ME4N+tldefMOesWqqXAHhg1CBSbokrWvWNgCG5vYFBRajI1muCY22l7AQZ0nB7hmjTRjGPdTm57pKFPjnDSqTZKsYfXIMBrHnBnSw9TQz0LbG5pcexlQT1jOsfwj6MaxYfsr8S0YtB317x4c8sKDI5G02mUBTmlebfKlmwMlVa7gO6opkPffreXSW6P1+3rKaUQMMtOeJJ8QJlRdsIIeABkgYR0jJvmVXyAcmmtvto3V0bybFxDq2WeJoQIHeHvHoo4kOAbhOnjIH613F7pGbHHFxHJvZq67Fs9aW3FDjHZXn+IrtCYs1iZGKvdHvqxpTjXc/IdZMuusdMmflb6qY6YFeJrhj7RnmFLYWn8nY1Pveol2jjgSQCEL/KV519paj+c/qxLSeoV6CT2V04uT3ASnDj1bddjptOZZoYOrg9RFNEmbAQASljKopVFYbAdUzaR6PRMiwBQqv+0xMkfOyLq9etigSDAtYoG98oxbd3qfnPvFlmgGBKtZgj2V5zdWbNcsgU8GUfMaxxg0dhbRfM6H4c2UL/MtLMqr8hG/FxKYauxmRISASKUMtedGBGZl+voRCdMOWknX0cbjgFl2VbtsPusM9yNy6/71clFXU7wUbzJGnT6f+IMHEqV4PYoZfzDA6kPW65FvPIkvWwFl00GB3GbQCxmXT048UVFEM/hggSB79P4M6fzsCNfSQD0CGa9BUtE2v/WkxmvV421++a+oeIvcJIov0HmDTytt9HsBx31kZ7ak92NdfO024jaVPSKmM0yXwwAbHoD/d6qZhnUGh6A0cN0nO1oVuGSzAFzodd93csbVYi/WR22pudut7FVJOhodDeLs67w5Fxkzs6NIidJM0AUIoJy0ZNy58UAW+oB5m5iW31Lu68OClvxBB/s/ANQZPDX7b2CzWQn95xAN6Zeq+1w4xDhViXMLaXrZnI8vkgULT3v0RfVlR4e1S6eAW+zVW+sTxgq+DdLlTYrGHT3DhDqWyumd3/F2G7L9Xs77yrIvKUc2Fx+cUeIp8W4fj+29hpkVsrLsqX9iEo9aJ62pX6/pSy93eViS7ZgDY7GbyqeglsOM1u5bApyRK8bvRNLlrNnQET8oGN1pehf1HZ3c8Yao0UxhlVNzt6mF12t+znPeiQ9CGsG4wlrAnSDO3mXrqqmFtcda2e8SW4846w2Ty3l2HmiRXTdAWwU6LhzTefr3sl4PUNwzHYZn+mrpcMtIpYbQcI7TplbsbjLJEQZ90etfmKEyu0/VZX/jcuqN2mVPbSx0/h8J9SzKhnQN5qWErEmOBDRWSVLj9tBm4Mf6QMxtbDLqudhaBfFFXDaKn83cWOX9Q16B2IJ2OFszqYixg899+3V8GNQfG+W55oAw9h5yCWBTbpKNLfsoc1ICEIEJMJSa0yIhCfl+xOZs5PUwRq7csv2MoAxNnrA9FrZHX7oqja9xp/eBBhs+/kj2pEHW8Dd2GCzmjvmBd1UT+o9Cqhxx/DO/V9NYXjL4eea0BDSKqq5PcRv6lts1EW8SZxw4/1YaLvJKOhBkc3IHtaMdHtp2OrEiNIFG/OZuOpit5VjAKqXZY2Jc8629a4pgQh9avuDPuARoN7+flcP5jGpdbspUK9O4RjUbk8c9BXAmsSzS7fqO4p0gJ5M7iCLdnlgzfFgQ5fpuKzTBPFWWX/bEbON9LZx50lvpUSU+A71jtUmjR5c0Nyit1Rb71tlNWdzsU6t96tyfaza9sbExf2rUGqdjuM+t3dp6N1S0r4JtYMNtp+9cuFAJPlMyblgU7DNYAY6HPgte+aty6pXwN1YSm7G5e/7Cu6oKq6eF4Mp3VvXCjcpHmXry/Esbg7LlohrfAo3o4veZtJEIHqniW0UwiANCB0L8i2AjfTFTsYzbRDLufMuDl1D0fr0AwRnJgNcjeGmNhlLalglA/ZOjSa+Eo1MYa1RsPkK4kscF3DHEqn2vedHNugtANp7SXFu8S7rGbJtzLmvVizU5hmAW06R+wZti+zkKnq5WnIYDEuzcNhcq07i/NYn7UFbvV4RxzoYyDD28klokXLHifdq5rmRPBb38bjHKR1Ca/lNyuU4tYNb0H/YQCQY58Z3L962ozpefVCEfcaWLc0Dpg6s8x9zDQCu1c1dxHZTWHJ8r1TveHEDFLSpvmONsCODMRrmbIGMBj1L7wKO3VFpGqQ64x11I/3+1pu3r+ymMtC7HJf2ddTl77YdIqriorXOKMwsdVs75WUgV5YdcO2aeBUggm+u0iqmXmrLXveIOETM2+87WMeCPb3ZtVpljzUgONPCb9rfLtuCUj6VwetYQdgI18ZN2jFw3xiKBF6ZDAhsA+WquP3eZAC9cf6MZTA2yrzZ+W93+y36HFHKZcsDuuyx10wLwci7B+5FUaWmxlITDu3lDC5IjoTDplmXG083Q6yCDoQm9h6otUVaDBFZuCdmDf1upkF3+n3oHKx5rLtjui0FP5TCdsM4Bmbj24yRjH7oo715qx6OjxwbUaA2ygaMncRGoo6BqBBJm5fQPD4IiZ1qwRP2SohvkGPERljoWMeYsxwcTr0Kig6apnpyCE0fzIGw3vZYcAxnjwsY0CHzbKGurd7qgPo/9rEZ53hOS8NqQtZTp7YKDEplPb7u2P15e2LWS79PtyrL6FS+Rp7DKmNAsS2T2rhTc7xojBYPzl6Pe0/s26qHuUPRlg9VxlA/t5Z7mwUFVUEAw6uxN6y5pVt0tr2+ufnUP1dfWjBNGlty3V4f5rjw0TQaadK3xnDQ2I4vllp6bpBOInyAsTS7ju9GD8Kkug2w2tiYABvoBjHHq3PpcDjUMcwplVJONuiA1YxOGwhZpLaK9XAq9PFokBfaoFW2XQVntS7W1GruYbw3Ka/aELNZeWmGBG15LWjPiMG9XWE1Jrve3i+wqjXSLMO1+ji67aDuVmOv71i0A1pabjeVNlYPo7G468aTt27XegpUTG+eZy2pRB3OZq+j3aZ6+09TEbG3h290u7H7oRMjjQp2rqs/MkTqk2rfQXQ9aXrl2YqYzce0kNSjQUKnp9q2KqgRlOWow7X9IwAkSihEQiLCl6Y8iFzN1WMrTq2eCuvGU6BduW4d8c38ZaCvAecmkXFeWt+pza4dYjnyzYuiLoOPaWb5g2i4xx2ClpBR73d7B8/An6RZM9veLiwnb6JNQia3dpCPwbpQA1gf5NVX1qRBjps+b2oGu8kQz0bS4z10O5i5ettjNbYteambhFHNTFuT3YJn5uoGpuHdaqq5/fFvDbnGD6uA292YyWqS0Cwe92K7wdHi1MCcjFDlvzUlIq32EgQLPpuu5Jx7nMyeJ8SgPKEInnYkwlAoGdZazFfDqQGTrQcRrwbcUZ67ebg2+UJN1oA7evXUL6VYFMIUvho10U7rPFwX0ezC5Ph2mryGjQaMW/SHT6XWKgjBzCyIdd5iyul4OApLSpQo2YdqlZzqec/VZgUBrQ6KMAOlHowJGwy7Vi3LrzLGPuewJwQ9mM+1xjQoRrhfSWTVcSTmQpdri1C0Tq5TgvA00yomFztapf71QhdDRGa5/LVfnVltNGjuANY7Z0AvNDfZqDK4lWVLXeMkM5oYjSsCG1Oyce49TvCa3V/2Ya25jh0ZOz/1zw4Ab/pcu8DJnu86jE1oZcyWajZGOqVHlz02m7ji2WrjZ3XGg5ZveBPtiByf5h7uwjbXc+4wA2vTB9dsUghao6dBuEgZXXRXKrxif34sqrRF6L4OV875cDi4cG5LwDyARuNsHyi76G81e/KjIkCzsuCmax6Hv2NbZOgbsVvL5sGJOGjMGDio9NK2R0jD/tcFLuQGEd3nQPj8L90kagDgrqZGgxr89cPqwQNuT18N+qtmERjbpeuXKFZerHUKDUmbpIPTOhWCZ7Qn5VNDabMX0jW+IwQdXt8WO5dBfNbzfm0maU5ZWEtx9c81u/NnKnI4YI00q9ymkxSGiS8C/adNWQaAoaVDAABhO/duIs/XW/xlvo35+r2zalxs63Ul9QpPVmANOu0Hiqe5fcMRKceVv167l9PynudZtXa2Z84DdbjthZ6NecjA/bxXAu+dfLYefFOlILwdiNud+eirBdp5cOj5SjttkuYBb+OwcWo9aDK0ha0zxw8ToYgQEiIu88ylJKIpT5W9CcG69ypiAAHkROl8VyYOAInKFs1uqI1g3TitbcbisYLTsxLt+XMM6o/Qp0PH3cAuZ2qxJAZRR6yUO+LDeNycsuLqMF/rcjMipEShIqwvzj7yhUy0qtdlA/Fe7u0iS7uJRf36jb2IWyrgY7xoNc9s1kx7vc29nogmlc6uXPW0bFJq3fRzTkUxWdoo0tjcc9xwRZ+DseK6mrhEN4hYjW0qzPdq070ux7oStWcytiows9Ap/D55igqIR8l81mSzD0ddGVD87PZeyTVWwmfM7eotqx6Qo7k6bFC0iuWzceIav5k3pmG9alOP/LAqXbo9HBkfNrdySAYnmZ2F1CXl49hDZgt2d/dXc4e6Q5bAxSvwfl89evHWiOGxm+npf4xpq9BRlnfb2fhtWlaelUXWbUKFVVx4p4f0SD3l4WHpYUTNdvzVNGCLj1bkBTRRymbXcuScNM+VmIo0q86x1D04GnvKkGMJuNVd1JFqKoI3kH3rFcjuI87dZAN9t+nzoOM8vtnVhmH3dhxtydUyN/bwjOOnQS40NgWJUVcsBjmov/7Ybre7EID5KkY5HA4aAC3Log40PYRhMGFcYjk+BzdWJAfVri26zbf8SsN9IapS9UKLZnv5rXJuka9xX3frfZTXWMZqMkrisGiwOwD8fa9K/wBdZROM2VuDQsAqEh5TyqbY4AD000vVTEbLbZEPYguF8bZ7BIeBEulgyx3k/HGTHIye+3T3TjX/dHlFfO+q7dw8W2PJw2XCzdJnDw6NVUurkWNrIix8tkRnYVbbq1jtgpbwiZu9A/EVy6/R/DPunM1OyOZagL5ddq/NspeP9MJstzSiD8fJUGFwzK8Sr5tFQelY1MPQ5WljmtcjNG6vQd4gGyWNBJ0IBZCICpSP2Mc3bpTjzrSVaqvhnTa7dB7MKHp9Eeca84iS4aChu/tAmvaR46HuCRxH1mV8F645Xmd+zlnhuxqnKhzvNycATSkAACAASURBVOLWdNo4STZ2O7hDcVB7djt7VJEeTPjoUtAsqTY3ytgeEFVVXDeaO1wH3ZiOrhM3rkjpcad4s/g6rjLEWVT7Q2rUXr9czLEKktzdIjXYCTc4vHU/uu1m268y9HSiB2merXO7G7AISa/4OJiczRC5t+TBaJyMc0jXkOmSMR3//X6v8UQ5m+NVdrH+2XbU2GM+FlN63VPxQO/tdauaJeOcthfUjqGhscBjPRF6doi9WTRIzuvKreE+cqMF/Vb0svszTba7/SC6R7a6F7PGVGRLP1tU5ujVOAaSJL1EcSAdsd2GZ+zZ20xu3Vg1ewGcb5tLlppbt1tBdt+raF7vU3q8hoEE1OBEizqcvf7zJq7YXHGOhRRxxV6qr4+jG2MPLrPkpnHSojieucmTY+QJvGOW+j995EnVqgd2dr3NR3WPe/FJPbgHAECP+DqAqXsrXV+NDRodh9+9qUhLyS6GG7DeewmGVTLYEoKMXYa276Q9ksaWwuSAAt69ebG5in9/zQDijlxuYyl9S7taL1isZeN3tMLrvdyNSOOtJmyjf+303G+sArgNtDm8TRVZK7JS19g0TUrOdHuZIwDAmvzD9shjddeA0P+2sedtIzMBAoWvIW4UNAOURtW8k+gvN/Zu0qOiifM0eVPNXXVQ8xobW/XO5lJKPXtsob2nMXvT5vl4ISnOUgiuU81wZBzG9eQiNtYsoaGQ5sd/e9AJwx45mzjFQYhirb1G4mYK3YyT1ArvFPqktCyL9vzU3M9N18ge1PupkQd0mOpNi6ot82EMug4w9iY6uoqYNapI1BWvG2jJ9mbCdZ/n2fZ9rabczHzsKu6iUp3zfcvJGEPzQYjSNKvcclI0eRCWm2q/01RfvCnCaY52r1M0bj69jqEtxA2XoV1Rt0zHmmXs27QkDlHU8Y55uD30lY/gKK92Og2cVJvToNFIP5zDMedx08w+bAyBmmmb3vnY9SECs809Kpak6waZMAEgYGFAEAIuvZPXlSqaNxY1PnpYd7MUYulavYtHtkUsHzjj6IEchv1h6HT62SDHtfBlDYluQpOhL80EGzo9eqWmXjPVKrMrcjmgJcgbdfZ6+DUCIhKAgBCCfT0MyEjQNK+ENRmlwcG22uvfjM570XZvm4Bz/5tODpWdgEurG7rW5KvXityrl2sLez/eivUPGIhWb2GUXdHh4JpHjlcfscYPqWF30UHVwa5b/7IsRCRyotu56VdKSSnlszXC+T6La4g/fRuAEmnYykNoqKqpQ0eCbBPVB7siaRuV+pvnqD2coj2d8h+i9rf9CCUxNo/8LaJtTUlDjaSVi6LtE4NaJgRfsh5y5fI02z3b9Ei0QpobOU6rAdx2dqW7n3qzzZ3fLej6HeZlbGoXpWtUuOI66LXnHzRdgE9ikuc5VkUOzvyZEpd801VyPGd62FqUWIAWC3078/DqvGchxFRtqQUIcZcnqGgSoJQLTWie5+PxqK6MVoozJlGRSNZsM4tpod3bm41wA31jj/BjPSwam3nVShA8rT4upTbXXA3daQ/hixKvmTLN2d1LIWrN+2oVs2BVFtW8yyYboeWsWcZyYrymHFAcSnP1dkDYLq6zdMvpmiDA4Ii419ERujR+Sxba86c+Ho8Vw2yy2qDjKxPjV/2rqgH3WqbHMn5NfUv3KiOHomlG6hMDKDqRENFEO6eXwMwAclYirXfCpzdywmCRkACBWYjOTRZIKmzELABc/1Ip14lOep7MLFAVpFFEKF32VUSgS7B+GqJ0yv3qMJbzEFyvYoBEYJDt0yrhUk4CThLkhQIeLnzeK0TAxBtEeOYZAREwS5UZq3oUAIBkXxlebuDUZiLGt4jO7f+mYbgOsqnY6iqzSxWuhWEsC3SBIwEhojACEkIhEikFALgQQHJqQzA0PKzXdJoUsRZQe6Et3qt5XWSrqmqoPqCTAXPgWxMjrXuXHsqOfmkZrc0GMYdSqPrDSVfGEXbHsKN9sI0cyC09J5G3M2gIvtXep2dGOba+PeHDevB0ypkD+tMW7K4XczcluXoOlVsEpmNJppfJR6vWgVsdPOySdBNYt1rC7CHy4/EZADKu3m8LOW4Rfvr0qbmSt6yLcby+JYrdcoV34fhZCmXP0iC2OqxmNbH7YtUnM9ZZYqJlX64rcY2dgnpoZ1NP1UIusbFQuf4wdOJe1X2N59ZGkfH4k8zlJlSw1xaij2O9K5rkUifBYq9ja+dNaGggbdI7vMZ8kC2KwatKDz2CSaR7RUihBtzug7QVpBJ6oWWB5TYuN7wPwrw3/e5YKc0l9xhnRZ/N4XKtsa6J2/Mdk0pE6JrC1FSvXY0lmv2W0LfGdmzAwRY9wBPGhtTR4qjpsRbzLghqHzcxdcero7nwNx5YsVYYm0thg74DIAyo9YO8VHF1rQm6kiV0RDvcPFGidbPgYl/riTncac9er96e3XF6LNO4e9t/svPBPqkK9PcYvDq9I0XThQdnpW661jTuYkLRvvyM55+kNe2KqEsbBFi4R1PqVZ97+Utk7cZQvBlLR3OmGKWsaqrbak5shRggZ65oEhdO7uHmG5O3QSv2xt+6LjPTmOCxxQ44pigbY5frTUdnZjuAdsjAakF37Ie2JY3Z6Gcw9tloTuiNiYfTDr41Vngvr+1efAB38T9jqTKS96pghkbt9ZullGmaavcdmHa7Qcf5ODjolQ/cWd6Me7ajfDe1dQ0KAVacrVeegGu7oSY+FsmWt+af4xg0uh41Jcibqf4qPcxe2RLndKooS3Oc48Fa10pTDHCLn3jnUutb1mqw28z6msyiXmtWUyp5tVmrOZL3pSirp9XYun2spdYsc2hdoBIyXYyec16WpbIGBj087sTUaw5qr+5txj0kVhPGB9bVS0SGNRkMFMEKfZyQLughottVZ6HTgnUV18q6kObgQBlMvIrJrOpArs7hcW1icHy7fbj3vupPOpHhmBtsWQg9P4PmdNriLtsL9rbrBvfarnpcXNc6G5/Vxut2Px94hukI1BTR2p1p4O6qybajr6JnlbbQLIT1ZP3dUzhLupiCOqJKL0KOujK9WepO0njK9yIiy3i0F7eptY20kUFBKkSEgkSEREiCVPXbwdYNe3iGZYjYIqObirqvNuH93hHs/Ccd22Jg5NY7H5uD3yR5ahOB9auwqGMe+DkO1glsoLfCZhMVfRjLVd2uarWlu2PAFB+5kZ5/DreFws3e0y0FrRgxuNm/vdITtZKagex2z9me4vbAT3kccD9YYN6oCbQ6Yk0cL/qExnWhQiD6h4g8DxjqA0xgrFK9xWdpsL7uaOdbDa1icQtCM9JYFa3JOoChTsytbu9uf2hCQFs46r3Oh3L+qrEUm69YBRxXqe5+xdvrTatGQ6tPHVe0y+7GvazOD2pc+mnWOJxbyR0Te4vO55gxsTos4fHPuhtGRsj29Go5SdWbYKg/AYHJOd6KYQMDZYuGeytUWAeWo2BGc5+8o+oX59LVVIfbtFLHhIsYNUJwt4Mge9MU8h2r12wp6UYAx4n198q4FoppBvHjYGALN2d75yF06EVjkYzB1dRYYqRc3QqNzkzyK6Emhdab/WzORGFg8dUrk2nWUXMYZQzFvK5pmGY7EZobsoMlmg/ijgY7h61yWJPWB9cd77rDX895ULWUsUBxM2AoZUFBEEYQvPAzBTohZVNo1LIrbXWs5/HQa8J3CgIDJLZ3CDYhVmiJvTdnQlT/HnSD63dyr7Ax7vd1Y7pxd141TG+GXM3a8Gqf0sDGvSnq2j3MmAlSM0kY9LLfNCAwVNodSGZvifB6atQWYYcbNU63exXeYhP0KLjXa03e+FnacefKTrYbQQ/IWKR3NJibHqc51Z23qR7M0KKbb0kSbuKy9vJhN8jWFtZC3NFa9FZeykChZIw2RIHjpgZ0HLpeE3mzTcW1niPibrernH5tw3ON+EG3s1w/1ErWZ5tFr6OTZpfsCi9gYxzWfPDmS9G6dQ0IVEc06tCOQQkLDjjVIuspD9s8/cbaj1sII+Ng0d4AwVn4R4+qs0AcCGiOV8WZYppXu/KYeZom20bfhEosGhPHoSkB13QHgQ2CmT1H8ksUBWWclsTUrgcF37fnO5LVFdmVZVDz1b9d9Z7jaQWp+5x+R4S1pwsAEKkHLPdi+lh+7XEKthQgmo2msWmzmakOsrVVaNfanFink/g2G8EecB0h/Xy69KCZn4KqSgqE6P/VtW9emn4F4NT4CoCuO/h8Gd2xAS5Trr4CrpfR9ejmZIWJnKJmD4p0TVbNtkkIVE97hvZowO6osofLuGfEIZNN5QV3D9EaqulQEnUuLMcVCZHFdpxeTM5PHYB8XmJslmGF/wUREOpeKsyFUVBQoIpt1o/uJkLu2eNIuuSKmed5PhwO+/0+upNDp4VKN2q3GAdYaK/8OiDfNpVgotlgkzKTm1FRs/NVZYKsylBT5giGvue9Qv64gDooQve0sOPuEyVemq9N5FQ2OO0FLCCnllMRqCHHdr5Qs+MZAvXZSVls0YtbnT1NkTdXqdIl2ovmVQKhxz0YJMz3uRrGqT9AaWDNLLI5hdwqtQrmOjh1r6/0KpvardZfBwBybzk0T2WHkMQKUC/Dr7wv6PsWNAulsSbdDPWsFawNQx2Hsxm6NbOXWIaMNUgY6irpphQT4NVSxaqnXGxx0eWgH6EqmjGladbw6uE0XjtN9bbmAVAjj14bbU8zepVMFVGCqLhtvS40GLIcQitKuUVfKroMQxBBtfGKGwoXcLjjX2/bTtRm1dLFqVEiKEpE4LVIXUpJS+B6NaV527CJmXPOdQq5bs+BdpH9XVfBbMXWBVw/HF5Fypa/En63hsdWo+tysaoytVqv0THPOTt2U9JkGM6nbicLbRQfNcZCRMOOU8llBnFWCtdTTq6f0jJo8NK2cZotp3yg+irZYoqTuYMNLnx2tjdDpi0XdECT3Yqh41QWM8w4wmOfQ+tjOTBP6sUzejvNuNz+lt0KLh/x/7P2pkty40jWqANkLJkpVXXV9DWb93/ArtaSmbGQwPfjkCec7g4EpbmasTZVKjKCQQIOX84SV9Rps5ZZoqfG+C4pYZXHHk/a0VRWDi1+i5ZInljUomloCyUf6qFcZZSQtGi+0Yv2+EbdROubHxJ8ZCoTc1tut5tsSb+y9a0Nk16/hEz+VuZiHvEWNar2dRBJ0jAMqaZcchKZsWfTsorWZ1F1rcX8xFe8BNCyXOdNho0NU2JEb2JxZWvXIVu8aysfC5kIEokXaOudVqOEy6mFFwtjBV4zdoquDhZCl/hhTRimp/0B1H5Aduvd9Hy2I3jd8pZp/clpERHa1IG5F0k9LqWTZOtb+nQa89uGDa0JWzg1Nh3iFpcmBBz2IVj7x5shFVsaMpu7nuO2DOAN12kH/86m+1MD6xZvobMS/I3yipQtW9LWDFz/8URBjzSQtoi5OdQpqsapZqflHw7bO/q3niTdAfaEX7/FZHiawWuNWQOj6tNl2cDm18RbbZu7NSVzcukiv6ejG7p+78GEtLRSfmma16HKtJwPW3OGzpio1SMzypamidCqSE2R09o1FLqUWtMqJZdNK4QpyCK5LJjULQcKfqtWqTWtUwN55jPBwo/NMr2EEGe0ZkOn4WIWucFt9l//fwRT/DbUotWt+FXMpDRI8p0V1YLBd1B/rR7Nr55lnQLPdxs7ku6he0erzWFG7pyr61jXf7L/fxj/Qm4xMQzqHWn6BynJkHNdBTZqqRyuEpqXUqqlUCdVGtGs1doOg15rXoqmiYbPtGwen+rJiwPxhtHPdD30m7TUYtiJDneHT948fFfP65h+0BY81Bz2Cb8X5pUtZNR0AXhWtsTzzANiCZSlQrYz51xqSV0OkS+Pw1TcvOZ2u83zDIFN014PTTXDbdKX8g6nEV6FwbBnTY/SFFY73YPGcKv4WZxskbsmEnkOtJfA8hWwz2k6NsG/hC6LO5rP2vabNVFXK8blttbHPX/mptpPs/Z4YoTndMvFdY8muzQIWuaBGlh2eKktzPceMNjOSzV1ewdS0pqYhYc0o5ivrnUoHMfRz+v3aGbsLH37UjR+B4Wxvo+GDTH3PpQ8HUH7v/scWs9PNH/96czTQ03606eOGFJrZu5FvTqcyT3NJgAy0dmdponSyej/GWMA7xTSh5t2hp/9qzIgRn//WwS2/fDmDoLAz98McNd3E8KWlm8zt8bOsjV6MurV/sJCcfaQPNNygfO9Ht2T7hcM7NNTrom5FCEDGkZFpT5NIGktTqIMOnpa8iskednnYdsKXAGfrUquEF9JuUqu+Nkqsi5PNKgl8qFqXVVLR7Hl1/wYTm5j468qvrYO/f550ZkBPvVD6yeXJkH0xCqumT5w4+kyCBnU6wjN3swAPPXokhC/t/zPA5GJ39XrJJpjPJ0km1xZ3zoDGTDERUrgthhWnQVpVmMHSt1K7QxSPTxBDM5Tawfok0u2viPms5jzYJBlYg6POb9JWzZsrW6g8cj1r9EaNimlmpa+mnAClnIqBYMWj4sxz5cd2JZPOhpw9/v98/Pzer2iB3e/382qJmSmpR5iVG12ahz6F7O5w2ekMdL8CC+O4C+YVzjuDCXhMSxOrz8UYJUG9YWGSx3U1v6e305e3M6GXIKOz7qypEpHPugpr7ST3O+xHGihVTtcrBYFfH8N1te/CnUX9lfXnROrlXr+kj9YqPNr7E0RaxDdNDKzozn0lD7REuj3E/IWntAPAfpPOXy4Rv3ZuzPt6VC0fFRbF2Bku/tY+RBT15/5hMiip9TQFu+Z6nNPx4D8A1imKMFVfZx0xOv2eCd0bNn32MH17fj6aiu/JHP3dD/6mNDy7Q0LGGNG3Ifdssxu+Sb7RET7HP6SYqd+sRfJ7OTx2k+ZdQiVe2UFjRtkrGn89UmGIRTCHGe/8SifztZ2/SQ9KQ73aPe3ImHLRCdEJD1Vrezcww4A+7dnm53mab/780sb0+yjVj/ON5VMZ3lPP3Ezp3vWS/K3eo+njn/QHvcRpvIhMVKj4EySEBoISVtuNPym3rRA2hyTTifOmKeHVmkGz+nnQvq2EJjK16Aiaqk7suTQ8VMjD3UV2gdn6XcLd7H206u1zvOU8lhqqWWuMpdUqiSZp3mapulWytzpc/U9t0Tkdrtxgod84PPz09/YkMfoEfLGT9j3ND0hQv+d/UqWRWbPSiQQEIZHY4g9egWOUAM6XFWGkCpdrU7tMNiZXcgOleF+W6vzJvKMWP/4pqB41lrzqrRZH9y8nHNNZU9J2WEW+dDQyZxCC8GnEJQOLtxbOfXF08P22NOI/xtqH17PV7oW2NIQWwsbHmxlIdbogOgHER4y+nQO9htq3f3cfX8n3r/GD9590rDHzCP8ezjw9xJknUo1PNrNMEfbi/UrlnDwZSB/COg7uzPhH4hf833CgnNn4dSXgHsKyuq0q1q75vfWbb871vJW7vQOzD4Kg7afnrV8lvcA7Vona+urtcAUREk9jfm+3a4dFJjoYGQ3TZNm8XHldwaGLR0/+S3J66ezkX6fouUXL+QARve/lRl73IGWsti5PsNhfvTm8hRVEVKFW1JYe9in0rZvbg36+rO1vtOJ8RI0o5tWXH3q7xJiKFjlGVmIPuPAO7BLxAqWhvZMp0H51LXVpD2hUTu534Z17OOzv+DWwM0AGj1I228KQ3o33gNem9Goo3kumeeD6d/19GDfBNckRq+I0VdR1kfGkxJRHn7FNU0lSUqVi8x4kfMxtRazqVBKKdfrdZ7nYRgOh8Pr6yu+FEjUYRu6Q6blxYQgAs+1C2fsOviHx0qLC9YBQ42+H+CZeC0eiKkjPdcrDA2dgyd0TuyYLHWGIa0hTIvR5F6WJMkwiAzHQz1gmeV0SEkk1SSDSOlnaXuEMVvE+qdOEntGr+EzCkesLXT7npak0Xx72poNk3sPOGndH48u1k2m1r9ygIY/2EXS0HjoeA13fLSeyjfvGUSH+LEWaE3aNhU7OV1Pr9Ds5VYS09LCNdbh4X73Db+WvnDrKUgkYhTuayfXMbeKhPCe5wwMzww8UohgUe+wa+S7s5oy52sLhNbqpO73IvsNwUOPNpFnqo+dRxmma5u2Tt1ODPT6V2y6FXqv/8WaJbpIWxMoINTpS8vf8Zdai5BiBK1+9P94MUv+URfIP/4vyTDmYQCTr9LmqdY6Hga9olJKwwgJAaQsCUuu1lI3UqupSsE1LhJ0UuWhCVJXWsHmi+9/1j6kZHFn5SOlr0k9iHB6Z9Ik9cMFoueWBx8396zOtzZbTLEpF3nMVShlsYhc43nVyjPmiGu1Efsa6CFwoGVx6VNP6yIdtQlaenKd2p53rIp6IljXaUE/1loejyotmiUgrfI168OqUmtOIrXUlci6SGUuL17fZyuk0emndHr6IWK2j2wM0SVhYPRTiqcNslCdznjWhQOW/nBVGr4RoQ68zkm0FFzLeYJBmJWer3xaDUTvuxAy/aSt72U6vL6o8wzVkFH8GGOmJLVABFGqVJmnktI8z/Pk+cxowvrmoxlv8kaN43g4HICngAgNZDbDRowXKey0FENPC99C6jA4Wm7srTrI+Obp9TCaR6hfETIIOzJQRvNdv5vpVso+u7MO8yrM534P1RBnqxWHaEkpJxlrvUiqw3AskqqUWvPT1nXrBN2JDgqHHjvb8C1nzBBWZxpavzSiNHtpD6imP/fQ7dIOt0Hv7Y7gr97wOefj8fh0KNdH2+9s1kpE89g/LXk6yt5pySj7JGqeCjbspOVIm0u9c+gRrhMPdm81xSmNpb+aWZ/bEJ9FfNx8iO/xE3EN03RX75BUniqiRQgb8gD7iU9h67qzSluDFDMQ6Juwdfpl4VTNd6DZ9g4vsoVON9hXv7U3l/r46FQfeax1QFkz1JRYViD0dSmLj7puqSu2/Qipw6hxOyWnvNZ4qKWWfDqtvK8qtS4OyEMeWL0gn1661PM8pyw55Xmecx5SklpLrfUwHigjl1OaS5FEa/tVPj5JyrpwSotmeVqKPZZVe0JQTw7Er9jN6GZT+5nnpffG6kagc6Da4Oty7W1AgCmlWsu2h7JUdGrcwRv1+PtqaJFa7KZWe0ujtlrSeZ7D2RnitXao4b88bc20lIe5kjeleEp19TDY7OW10luEhdZbnbfxcLmwWlMeUOCBTJcXp/tKy/tHs6F7Vu4x7Wh9u7DnGN4Eg1QKgdD+Ov34EU/nfr8fDofWp7QcLP1BYEwvDExdIrC3F0RpmTpycxl+neYw+9/CZQzDcDweMdqSLSWs5QVi5Dl8oeITzpbMuG/yLsOxlGWu0OZZm27JIB1Mk5FngXb7gAKWn4BpMMX1eqXqpiiXIINeDAs/aYhq+lq3ZYhtklijVdsRLgmnl9oecNRzbQ0J9ZNBjx/wUc8I0HVSlo6f+C8VZrJDcOVXK8AEn495LnWWUqTmWh8E1hRVULLbxr3TEX96N8LP6tib7sHThxpxv8RU+dXe/04huD3KE35v6ys/HA4aLmUW81OKfOfmdwg5LU1q2eFBH4rBPm3Gd3CYLRhbZ6AkbUT7r2LV+t801Evoj9xNF42OPUTzt0gUHieDFdSZUvKIMtSpnXWsj4EdIPTTm9yB1oc1pD+V92gjdRQddemlB2LGnDfEX0nXMkfntX607jbXkvS36Ox9k7edsMaQWy7PlJP9rcO9Oh6PmkzPeIVFxX6oVvH2wq3LFIVq0sAmpJRDgH2tj583DDY6Xedf/dNSYngaKDrjRI3Y7Azn9+ARnk4vWxjpjofqzu3j1X07mytvDTn61r6tXvwjcubamZx3OokcmPelbjrpx2973HcC/i/JU7WECbzBbMd12lcm5nyR1TxG+wz18SYh9MPbrug6n/K8Xq5WM42Ne00HZ2h+QmWRUso0TeCn+XzeQEBJe/EOzC0oUIjDD6llVt00j0kOgCvIMKZcRYZhLsMwcrbJO+BhUKj0TI2kC6G3t7fX19f39/dSyul0mqbpdDp5OxBzKlGX1RzTLQ2eULDdI1/0M8LC8PF5T21pyqIxFCjTr/bUT/21W8IDxjC6lWL2peR+qYrbo9a9c4ixWDrmcQY2p8BQ4fnApAOjb/XCn06TfNOx5XLT6U2a59LyLN5DidS9mZ3iEC26raZr7unk6VVnNp6e+Rizu1bF4olAO0XGOl8qzLw70qmto26nonq4olqSlS116V86p1urroNeCBufO5XKPXbAwGtx0oRIvLD21nGplOoHwua3mItr4EfH+yTE9nRoYP2+bKduDxOjjkOG7KAIPnWs9seE5niE6cXTuxSGkZazy9Y813bQDYOgb7kWr7TUo+ehBtMqfLJlJ3qj4XEcASLQCZMh5csWdazNmrzXi37xHr3cVpT2APX9sHO3ZmrHKVRPA/q6r7p5F27MThLZOVs73k6h+GqrfutMqqXLL9g1L11d1J6SkM2F6avabIS2xslOGJE07G1ay+npbfztJkKfLuh5QyGWsgWv6B/ifalVIz5PxqNWvwibfQxWmu5rzOWolukJYEb6xViAhq7fBtLCJpSGwFD715stizMv1fwxfz561Z9Ot6XFnV7eP0uVLDKKzDVLGqrUMdc5p5zSkPMgUskb9LuGjeDwMuZ5hgDyz58/v3//ztTRfCPZykbwKxtJdv2f4T0MG/qtJSpdcTWd9mjKUji/GfUS8aeXgTmFcNU29aV4EYt+77C/8Tw7Kxxqhen1U5K6/Se8YU4F1Aglj14bMKpOy3ynJdfTtmi/uP2lYZoGovxSXG4Fyj4mbae6dN97yhR4pl2KPYlNq/enh1V4S67wzOj0ocNR+86xZJ888EunY8dt6ZcG451x1h75kJ25gu+3tXqxLf00eBiE9i2c6XUWLdNNozDuCRvaQUi2/uOdx/eryU2I0Qq7+E9tMJ8+8V/FSrS4K7LVmTT9y3AO3Kq6YwJ2rbVqt+OFZrTygIJAqu+S92OQroLI5u+rZndrZTKt8U70Eul2/jAJBAAAIABJREFUAgRlbghzIIivsH7wuFO9WZh8aEevp/E2LN76k9u4xbBvkLJHv9d0ZPZDAJ56rjytiJ6yIUw88UdMOCcPp5T9blpYUZhp3tOzIGWpBYDMzb+WB5ez5za0P2FozVFbmUBHHff3MpanMKX+geLnck/ROszaW8mDf/raL75FY2vZipqGkRmQmJyHd9iIwejN5avHlhlJaODsTfZ8daFLC92ZMnhRk78ZJQV9n803enx9qSIHkVyr1FxLAli4EBsMHLLXPjF1TTjhHIYBt/d4PKI+N6ZieFu6KO/HN4UlibS1xPprNQTNhsdcqMsy+hPF61iYqs93MVv9Hr4VbWGlIRPnOxDhgRQCqVujvFaVuCvFWW/Kus2WvdYanXXkiVsFT0fbqiXRs38E+rR41iCEPTOojjxxB1vSKh48hMBwzT1wS+P0GHr4v0bLLoSJt7S5PK+vU3P6l7Xg8n0UaL82MPKDO9P0/gHWEnTpt2m9+mjYXgr9lzyITvfJ+hHKNyDMyKhPw+tvgfWVyTfeANE0Z7lnNbT6I34BeDBhv5budDp8ZrxzCtpnC+/crUZamjuxlTr72UULw7mBa5ZtZbhQ3moSySBcpVqlJHlopSzUuVRTkrQuUkkqt5BFfyLDHj0trL6cspD6lURqvCnCrMgMdQG5NCyU4/EIVI/uilIR4X6/A6WJpkNOqazdh5wyvnjOQ6klSeqH2XCSv9nXFKfB10wLR1BE6vr+i2IMVTqogyKJQ07FexTNCdzf8WnRE8yg2DTCW1LpXsApBIC1euqtszUMF1rnPazrzFy0NakwiVYoleQNrN2dBIRXcsr2S9WcFnWeNVGuJUvSVnXL2yZ7mpduQDNkp50AWhPqW7ws6UrrhSKWLZnfDldZszqNDziJoyIVf2+sSfr7YSwfRGNyRPjhtVZ0DuUhMlRTWmTbHZpx3ZiP7bYUM1rqk5ehv7ps9R470DP/1ChT6Vuo6ub404HvUNdImN1uSqYSa/XpPFgmpzGlIaWhSq4pzWkuknIdsfLR0hfl9GDkRUyqyV4wPghERABW397eDofDPM+32w1Repqm+/0+juPpdPLTy/Bc83tcGs49LbndTk7Vge2EtIKHb17Lus2wDLXQs0/QO/bfLXNS3SdoAaP7Xe1Q+9hgWHVHxIy/PfJqE501ybwq3/A2gbgF6w/j/p6HFwpnP+2K7RwB7ewNtJpzOwFgHUeHcNCnZykhqIa9bew6amaGjYmWJ2yYGz0FQfU9PZ9+06cjDmnJTvyKx1RL6Vsimoppu+xkSPpqqsXI6qxbBUC/b5lXrOdFRMY8cN8pCUWoDRZJSf/Qc+3UBfCwrCIlJTFrjOM7I5rvbXD6vaT9XeQWIp+m0rIUNjooLUOttXBp3thkjawq/3dX3DAAdVkdiqF2NhcCw/DDzRU+BBuWf82U0ajL8jgMo5+ElFIYRsNglVKqUlYhxqrnfQ/9D2hsqC21/CvSFJSCsnaysoZoUCAwVr7xLnktbDxj1DiO7BabmKA9GJfIUyBxkYacIcm5JFiSUkq3aUJG4rW2JRIusqIgDxnMtK6dx/1jAbCo2qQHQUs2N7OnWytdIY2QqLkHEeqjqG6372kpdvroLSdbU6539OG6DLqFIFe3EpSLZk9KkhK1W1mBMb4t++dRllTb3ZfkzUIevbDaawLqai3EcBlUmJFGo0THntyj1ZaSturjU6OInaCwqBGgH+JiQr3dIkJloJSSkR/C2sPmXW9g9bgh6rvqbDnnhAKEcQnglJZszzrjSqoXxu5n4TpZQ9hm3bLaka6BrcmdhvVPtPLnNsyqrFxifN86Tfft90o5D0/LvFYrudQp1ZxrrrXIIDnlPAyHoRwOh8PhkMoB9yHUWtNjA41KZerIGezhcDgej0BY4Nchx4IYrlNTv3RDbCPXiRl1GvuHTubgx/s+VeiEQT0qGD3FORxW+Ka+6SuTSh4ajhmt4VYVa0D5ffEiMxbwe96PgEPoajzsUofhGmpFV3r9m9YvnPoyd52w2Ies7PxD6NpT8+WOYfQeWsieCaomYPhxmUbo6Z1pgA2hVX0rC+l3xDv31sh7dIQNWlzEPlnC74uQmtg/XDs+jS0JAS8K6ldvuMv6fuJP4TEhnQ+oCc35DpsOfeP1/uRTAzLZPkT0b3nTd4BDfQz2r050DVRGOrq7qdc7l1I7BqFPe0BmkGJ6Z3u0kfxsVjdZfUz2MMgQ6/soQhrRMpz5hI0JLT331GVHmwhTscC8rRYwgwsTPoIQJkMfwgonib9Oc1hX4LeO42FKKUkacs4pV4kS3LKUZEn3P+rzDtFT/56df35D7LrFswj3+1MkSxhh9P+Gwu5+6YYo35D30bI5eZRzDSsgfw06Xck511ktsEqEkUpCNCBBhIMVcc2+1vpv0Zh1H6FFgfGO2H1Iakdx16T4rQe00/ma0/JGNyGA0rUgCWGLGYvEcNgMzEEafHgjdwkp/9ZhEeL5TRKuZ4yaVtBarmYraZAdA5oRVml1OgxPj+AOwxZDmZdSCS3pzRi8ud1WwEWt8yKDKBVKxeEJaIymffjVFqZLgD0e2eTl1kCrTktJtwZaZvCutQNMhmPM31tREXAPeeZN0CHc6T9ja1GGs3JSfvuSU+LsL8lJbTmimFC7U6yylZuGL/Y4sVAq00o4i4Qwdy/aGw4rOmy6jtxIJ5z9ElqvVSu2upj9meQvneitg1ycWGIHmiIrVF1bmbf6ymzMeB2OPTSqFlTdzLFD5UxvyNNH34VdnL4SYyc7aZHUWzV2C9HUUmXYgjdy3zbD3IGOx9SKsrBetMbUtTPc3qQ5v/JHOyWge9c64M0R238Qv3EZrf/MQ+7BWdUX7xgnhoj/UJe5owfbMiz1+Z/fm6ajRCq8/kkrWQz3wgIqfIZHCgXu/aVaZGP7tvQtYX0nAnDNEP/JKlHfIo1Cj1W251lKrVKl5DRIWOUtEyA1slAXUDtg1LB989TtcA9i+em/mvsfLqH+oeOjfdjzDhdAC5HRUTDac5pwrUqEL+0f3N492UjIhKjXDvo9REh1FnznbPLxsxVDNKu5P3wLS1+/PaWtDe6JJ3qoFRIx9OoKH71uLutPMcxYrYjbaimGfQo/T9Mw3Q7Oy1ulrT9cgJF6tRgLe0PS0e9JjV+ehkbB4QF7aAjVGLaFgz88egeeQm9s/Sw5MEkqY6q51FrTUHIRSbkgysFxNOtpM77IHk0p0vNkq2sFiwVtnvH0VA3zxl+Sem4tktYm7bgv+g8df2nsEOLF9yAJPdfoKWoxVM9rdcI6Ez89zZB9BmKbx5M2uKcWda0lchoOmjoOGHv6o08NuJ5C+0xZEkbYToiXrs5nePaYv3tRYLM98MfoqbQw3HqRtASp99ROrVzn6SjGwzZ2ZvZ+RfWRRU8Py/16aOG0xPvhiKMhhcrO/Q8Nr0GTJR7xaBV0fgwo2pSetAEM7uUo6j2rx8X9N+mYjz/N2GSHYUxrjhR3wUQkPfm+5j735eDDaj+s4U1breP4Z2byvvXICWq/T7lttj03rfHN4PAvYWbcGlDrnNXoyPk/WgPd3xzNadSix4c86LTS3DH0lcPe/36ERads26+j4+vDp7N0n76YNEWeseNa1+YPhf640svC9b0BpKvf8+QOi+lIxKPIp6TrnQdKuB93Cq6ErledQtHM3zoJbidF7GzPzkJqUbvDhaQFRUgk23O4txri3J6GUKcvQO9902by2MLO8MNb5uhGNkOBApcmTUDwnamWTwx/Mo7j/X73qJZaQXaI0bBmegYc7PbX7aTE3HNTfNpnmgrAdSlJygL+Rs415ZRzLu10ug+a4/3UQjt8K/xQT6coghW6UvenC/0+y84W584eXNj3H59GGYNW97qlvjAzQB3eNb3+SEbXF9pijkrbOnMnVayTHJuaITrPHvCXToG+04usM0lraXsY1S+JhFZlh/ObfoJP55Ohh2MoEx8uX4ML9VWBMULgZyGh4aw8zCfC+2AmFd6708thh2DxkLWoJ9JP+75hDv20f6PXYSjB0l9j5raHrZMWa9EUdWaDc4DPgRu3rWfPG2hE48xI6vtOJq1nx9Qn009HBP0BOEF08zxP0xTiP1vKeH2Y1lNcw56yM6zKfJ9r7T2lVnhEn9NgOfp6sFoAzYz+pAHrbfWVdBdZIm623kqguXco2SbaaLFN7eXQwqH1ZYS1aIpRU/SZlhnEtS4Yb2v8lEwM1KZYOgy2NJa56fB6X2GG/IjO9Cac0D7VPwvbSU+Xegik75xcISskxIaEEgVG+cBo6vr3DAdNniGP1WUszsywyOLu0l4efg13a918HaN9IhF8vT8O6vSA+olNOMZsLQ99u/yhr4dj/gIMNFoaGkgmpnETdc59dfGp1YUPkV9hfkuMCZm3muVlqhdDiQyBi345+Z6URgf4zmxnWqUZLvp7GV1Q9FiJwDSf4vWWzO9qmIZYvYxFpiVsEWpXCW0ZT787GeZcc5YM9RtJC3NyHMZxHOs0WMfI7tyiNRfF9esNLiI8m/oSvn7AoKfBPhdq9Q7CmVAr1WwBi0J9itGfCgbgKzv03AxwGa/BLdPwX58KhHm8fiuv5Bl2bVs5bjgFftrdrLVWmaTmVMeU77XcSzlITUOeai2pppwvdfmgqmd9siHy4cZu5g2maNz+bso5ac0i9wLQtje8W3kwcUUpzPYavatdmMa9lVJ0FbS5wu0Tl1qTtwrsiOfKFtZsfk7fMy2p4k2Zpa3b5g0x9XxV94/NNL/VpjUpdb+sfdpqDVcj80u1h5eLwkPQjGfqbgF/31II2FQBamPicatUONVaUsJTE4Xv4lot287LvFUYwzXM643COoE0WS1l1s8F05oI7rVRaA+7jLrw8HFQtrK9KSUoNGpX6M2HVpEqtRQpdbrfjVlQC5j6VPqok7OGX2oThepsNo0WWEuDUGBtIzmSZBiaPMmVuyMprz4EUqvMkiQPVKmRKrMHgNXlBFWhCoIdIsOQay2l6oVBPYOSUoLUxLoM0oNCVAuO+PXAq6sODG5OLbWkzB8+3pzrFlITtdZhPN7vd6+35FFSHdW+lv16K/01KQuWN5LGWos94EuVWg+Hw2kcZVVYSSlJKUnkdr2CzX+73apCbM7zLKWMSx62/D+l6uZ5wgE6z/PtdkWEVHp94aFTw+5Gh6vjLQfF8T3Cwt4nbSF3V2N3fbPJu+9uhJfrBBtbfdqudVRZdHRk8/WrOjdT1oqFpmO7eT3Xs4hA9+Zxn2tNSfIgZVmYJcmAS9LrCzEQH7zBlbfsBME5Wtn+VRZ2ZU5JUiq1hEyHjt86CWO6AjRoEVO0GDOP9fIKN4pIYm4wDEgVJpGBCwfKIly6Kzy4bm/yY9uta5KSJ1UHExHJWZZAUTdPQavR4MUI4XixWntpHdkJr5k/7IwNOhW4bDkFRGwyHGkLAT4gSjhq3zbDDTNKBK2EBIogsnJYQuSnSucSG1LqfupegIhU1GV8h8NhECnjuBTFXNIpZXlmKmggl3rL8x+XGs0pfWyvRNfSEx4iZO6XAg+CpaXca7nf7/f73Rv9tYR8df9Up6+kJvo2JepeD9nTkc1bsfdDayeH6R9Pel7qIXW+BaAnGWOILezY2rgheAC5aYF5wpmP7rj4MrevAqLPdTfF/r/+8dbMaYlkTwaPT0OGOD2PvhpKR6PZtyiegsfCdl2nnnELziKywhxdN9q1YoEeWCFr4Z89xtOhjlzYrPUR0FD7zM0Jrag6Hobh5EcXDy2Dx8aCeUIanFXi2Op9GASFnqWbN2wBs30u6OWwQ3EO7SDcV9LbiVDS1Zpv0/hMMeRG6mMS4zumQTnnItVHSen68IYjLK840hEEDldmH/UalisteeFwtuChCn1gmG6O6CGGtFUTO4Oa0MSyD7IIze5DZwvznrpE7whRhADp0IqztQA8krmWknOG8so8z/f7XT8dvXlDJ/dwkE4xCWxhz9xrDbJaHc8+5rDVSjPFs7nPHeBfiCMKHZtMq04NIoYWyCX83JYol8kWjDuLmbc8xV2Hgti6SdTiom8ac93t4x3YWgpY/XlpGK7DN9zSsWIp5rA60qx1zzELFfv6DHP9QS03VNMObnVpQ9GdTuu2A70xyhRmbukvT28E1ISepxdaWmvITDhLNN42YRzTt84PQo1lKyXudNXk44DXgOmP7v1ILUQCh/jPrQVCTmXpQ6eUcHDPZUZSFGLHWijiDqWtBRh8ekqGBOMw+Osgwzrcj77Ds1LPq/xUzOgPmyNm7CAwQ/xGa9YRqjbpBOgp5r7TWw0HOyZP9floS6yvFcGNocLit1RKroMoY+6UZCeUtkU/6Gtp7qn0Wjdtj8n4/736bU3PPETTc52BDUBj2/RCWAqGiKmwCd3pLfWRDNLlZ4c4lp23bo9UZlRsN7kB5tgzlaRE7gitgqTPPDEbynNZW6qw2h7TgzZlh2utaaQ9YtlcQrvC1hmj6xl8OsWvucCeEuFaZeoeuHzoRRs3GqWGljMd9kJfy67fVutEmPDGclHpyWcH9tYCKDK5CVP/pzK/SD5gI24aqDpr98WPPw5aXaRWptuRluHJshlSiQBYBQa/hqUdDgc0hvFFaIyuceBmSTMvxOqlBlVnKbZKi5A68jSItShk/ghuFcPhQNU/gjCverz/1kg6TA/2H5epYdexR4KbMUR26Dp04N+P/DXlp2V2eMCZIyD0VOhbcpkBiLtXG+yGiaihn4en3xupQ/MVwgZoZyYsz5xmQ3X+DgDtKcA+7IdyG2pUnlkVmuWl/9Wbx/oxVMsLut8Eb+EVQ+h7H5S0RymnDxN9SlEJq0RdwQatzxU6tDYgUqo1iT1w9wg39j3uW4V6ixYUhllfaJmX6R3EteE9MMzd1h9tcldf/pivM3Z4PuF/hr7G4YT0adodMmU70xIfK3kQPgAwLpj6TmQLfLKdrQCm9nCIwl+pTz0M+Wnt1Omndowi9iMAwzZV/xBq8bJCrZ5w9YePSWfS+kPxRMYVCsCpnSZ3hUPglj5YP63ptOdlq5oYpua/NwRumSs8Pbl3Pmt9PIS3pVXG932xfaLjt7DhPoX9FGnoKHhz8HB1teaf2Ne54TvfOq7MMGde/0jbF/63d1krw3h6zHSEQCSSk+6j456q/khbrNV/BNcYp8d+Br7fquEpHKO/oUyzvNOAb7nWdhSPO7ALT2jsuF8+HlZKsHIClAgjUFR34IISoI4AqGEsvlnAFntnUNBp8Jn+bl/GqcP6MGlHh2ncUjHtdz/Dzh2+OwYLErXnf++U9F+kMxrdc7x2QEYt9K8hBIY2Ax1fLGL29sg2dHqXLZK2CinBcEaL+Hs4Q/9IejrJ8aPjp5yoX0L6hGsy1I8NZXU1wcRHHq1N7b+ptihoXYZeln44Iw1nMn8EhDY8ulVhENT+9AwZnn2qgilB/XHfR0iFwhyPxODxWxWU15wyHBqMHXwIwQifeGv+FC7RPR5dejEvgatRLrU0hOpmkvT4Inyg9/ud4I5QtscfSYxvYys0E/fVShE0sMc8784q9DlNR7IsTGhMksePI0gmLFn3OO3odbbKvC+spyQpAbIcxYV+F6GjudJaWL8HK90DyOkkSf1WcdhcZCuC9YD5XlpSxaMvOg28Pcbi/XF/CNiggkIEBSH3g7ex7ivY8JrcweOJUiRqBOL6tLPbapX52xLq9XViWRjOHgtSm7BVkbIdnFYhw1o9ubR2SNRBJU57Th5amnj9Y5q3ugXrxEIayij+yIHzrFHNsd3ZEmm4V2nJOda5PILC+gq0hB5fUCX9ZKgJo5ZoEtXcgbuYfWRkBmQrI/R04/ezOv2aTQxUJV/HKLI1s/UyUTugy2JwKaKkKT0OjSmv7p0vz7ZYllopdb2Ny/NxBGm8bVY0obQu7dJBJeHv42nEMaSPedR7pZTb7XY+n0+nE+4wLLPIFjZoVZ1sMViZ/N7nVU+j9x6R8RBqZcKOBj97cSw/MH9a3vs0SGUzvUKxBZAJufpm8NLJTx4XWeu6HqTWIimDtieib0hdiQwl5bwGkKreQyWvq2ShSKpb1cTwpA4JjV7uv9NzbylhGtXT7SS5p56vz/oWiLo1NgxTHQ9p29+raq1n7WLnUd+yz4Hdl2Fm+RmSfKsVrm+Xhqv4R98xz2hp4XjehIZ5h/W2H5wgxrI5JREtwpLh2yp0GixqWh6alGhAFh5dtaxGmZenmZZDM+c8yJBXE+X90aY1jvPYw9BdrMW3NyuZWQduqTkytLkiDzsqcukVpd07aq3H47GDMpAtL8B8kbEllrVHdkKbh/gyozU379DnjHW9WQFGBUgf7dTYaHWUveKT8QO0x4aUlFIVHFoyDEvGU6Q+0rfFrqRmpdWr9TnJGrblHpLA6khBy1/SXOY9cAVTweo2TGg52ppqGqdgjWlkIvIg9dbCRb62Hx6FSi2VpLvVDiGhRN7yrUw0rI+KermGoqVEOtiA9UsVUvQfx1spS7mQ1tCPqf/DWUo6cCPZMg1ysjRudZPXHHH9tfV5yqp6KFLLkJNIr3/8KDBKoZTi5iG6hgnuuQg8YfOSxS6xbNHhMCI9qKnAk6+1UGonSVolNFYPLjyiwYEoIlRbBwEfmq2bFU5cSsuirTU7NWmEoWWHzRTj5yaRRIHIRpLET1YNNWt585xXhQDqmuD+F/zVi4j0td0p+SURu6zFEA6LoqZHaAOo38E+hYHFhBQT1UM6U8dlVL8Sa4MsQX/K8OykihX23dY5Ck8BK9CKu6qSr1B1IEz1tIqmhlYeDodpmmA8hau9Xq/H46IcAxGFeZ7R8IL1bdjz0redWRdMnDwevi8Nbyoc/oqRPOmDIdG0qaX5vBbry1TRD0VJXCmIKillyXiLWlKW5a1ykkVSYV3DEPdKAM7g4O7hjDqu5a3bYipDLza4+fuyd/EXSSlLKrISOtLW9GyJ3w8DppTzmr1EJoHLK5yTmGdPNfrpD+kR31WnaBZ7SqssiqhDlrallTooayjOxtZSIj2FFvfEDyQloihzxsWkzmB8dNnAPNCIGrSGYybZi9oHPTpDv/vZKi/NoaB7MQviek2bkPoNQ14PenyipCSLno1A+CdN92kjr7VJAVJKaBwkUaG6llpKKXMZxzFnKEPVxzpc1NRKSlkWaRYp81xLud/uOUP3cuFnYn8uxxmefqmlzkCnPzRvZLMwmIebfvFTK+M4vAw5SU7lcRibPk5nZhs2sLSWiU8pvTS0RP4ZIWzEiN/qzDmUtCWplW+uTfz0AJZbw8ODdePAZFnTNOG0Gn1wN/6GprlilG06Iv6hXYFvWpjhhtfkNc2YkGIYYoQ6cwwOr33Wsv6lJsmzqLhct28owYrchI+q03dJKVe1Q9O6t5dPV1BRqyf2DIjiQU0GZBvSCTozImPZqXsPuHdsVy/Xr9gjx9MBBZ5prq9aeq15ApWWqk853Ou0ipew0a7qZKW1VlR+v0zqlpLGNPtTkpQHPaK0Ls/bX2Fzbj2EjJKXKA4nOi6UC9sDE1LjuM0xZryPFxU6Q2VR0zxJIrVsuxi15sf+zXBgW361LElAZFIX61709Xs6YiQe39LBxxNrwYLHUOFxAbfbzXTr9fpBkm04AM1heNrb/OprJ4THmAk4T5HSfpr31EimL7fQccj0pJ2nqk6dNnbUil5ma7rvxebOMIz63ShZTlk2v4q2+sMpjIS6fa67nl60ti+yCtg54yHF9JiqilLGMwYS0zTd7/fj8Xg+n6F2oFFwxk4DP6STlYfWt6iqnaes848+zNjsuyplaXmkMCc2qbnR7ZCcU4FbuBSRmrJKAKRqfenlOS6fVeUZrKRvQ9zqNHVAZbYmbLB39AyWj0YrFXlWarhDQyeJcO05MGEND0dT0kibsrUH0q8vzDDnZWv9EvaVRJlM+maW4X6HGR1vtVH2MvJgoZyYVoxXX7ysitaJU3qKQOIWdn1BCmRIFUKF0/6kG75MUfi5/K1aaylzKVVk4Dq53a6Y2GSl8ipSReZpmjnSMI8g5xwpAtZVWhNHvUUurGiFBX+Tcy6ljmMeR1Qaad3Fjxb8uqnzuvDmzUB76VZk3kk2I2Bfbqzbn4re21Np7arUlGcpj/5Rg6LvSRxmwKMnny1HUP1DFq56yYVVmXSJ4n6sF7oy8ND3rBnPymuh89hwFJFR65SECYEBh4TKiiZLaBE/THpnOuheNUhPkFuspND6veWb6cvufmtnXWG1lKLqtr0mhh3aiU8rt8HoCRuhpfnrs0ljTNfZV4YGiueOpYZVvjyyuhkmIPU5nU7oUnvVoO13z61rWSefzSzWLyGfQ6fdOYFP9GsEsdh8aKNc6ROj/YjjN3C5xhyiRXNt6b6YgGKeUQt67jsvncptjz61NCxiwo3TwpWZKMGZM5eof58QmNHCsG2XWc/Gs8NWb+GQn9ondkATrWa5qanCxPEpQKPP8Al1WfsFZ+jUx6la6OYnz1xfEUDCpWLwCOGjl4bCSghj00e7Cbb4OYRhdOJ1u91oqssJJP4JvQlfaxkyiSmJUUDO84xRXh+73pLzDQ+1pyBeP/roYHC8z2r4cS3ZSZPi6EcZshL2FCchxcCfHX5rbN48KjM7eNHAoeTZnm2NH/vC2k8DiAYH7tGl6DS8dJnXv/PhZXdGYTql1IDtUN09/LJGZVHatophwPfVYz8tDBd8aJTXsTXT+0LntxjvY6eHeBazx42qfktP3/dBtP23/kZo0wOeoFN0XasQ9myfYHugGk7R+6vXcvZWbkhdIUbycEB8Yojt+whGQKifwBu9ANn6LgA6RDvTUFHfoNz9sNrMYLTOBd+2I1zSsjzAWsLx8Zjm+Ym8V8uUrsOVRrh1om3YSTLb2wd3HJNPKWQd5RjPGDGHk167tdYkBatdjEiUoxf1734LwxZGUlPm7RFXCGs8/2j672CIbWYba6qJflvkMcfjkeM7P2t1hLG05+uEtUcHnKPnXGFRvS+xrhy3A4o/AAAgAElEQVQbyNa9fWm3O2YOwiI7bZ1DVGvKhydZ5ywJ0chPW9F+teuz7amaiH8HcYrAT+fMHoZkZvstDqHJAPzEXp9nWmelz+tg3AzTAtv1kGbK8tRVr+VTH7Zp9hx1rcjZKdV8rNZgh9Y4qM+iCSNbnCI39xqJTMHl+QetKb5UOQ5FvUP0h/doJjbMk0Y6TiH8w2EyXobkDMAYjauBuqbH5BDhic69LoqMIRB+AsJ5K863CjN5JigVwnCeTnU8Lac1OvMlVmtoLM7tQ2sP7FHW6dur9rlJ4YDL3MlQtT98Z152h7sVWraEXhReSWJ7u6pDo6ROwd/CNO6RlzDNFC01KU5DK6zr/IhYf7RmkWkomSapam5Op/noJamN3Loub6J+3KaR1K8E/BJqAUnC2Q6PdfLijsfjOI6aT45knc0jHbtaUmQhmcJwaMO5q7ZQN2C3sP+7ycNd/eakhoL93rnDmyOGU7vlXSSnnHPeAFW7W14a8r994XFzBoXeD+wyt4qOMMxq0AenKaa69l+t1etvOexxBpNSGk+nE5bO/X6HboFuCLUaHv1Wk66bG/Lxm2SILoTeyh2bQc8fj8djy4xO9olHG/hBKA3/yCQAH9mCMKXNJ+ljjr20o8k7l9/KqZOuPe3MtbSqOnYLBqnFD6WU+SNTGXLOGaoqLRO2rsFR7l+/Pz9MSy/EyKmH9bysbWUyODgp02I8agzuaxxHTRh4Wkx6gOLOEas4UlZn63mArnenFMc2boGaWu1541TZnxRJ26VaGq5Z/lm3pNs4akYQ841Gc6rxZZoAHPb+AR4LYVStbn2r1eobSf6OhUuohZLqAyb9AE1HPKOl1p8zhAryBtARMuDDMUXOeWtk/KDeIZUppWwFbmL3Mw9LM3SLnaWLR5dp2+g+5OFyubBgw+09HE+fn590M+eyxMvYCAN3VB95nu2Dy0CEQYMfSZ7hmZseiodRtFRGOs8rDCyGoNUSOQgpDAaS6l1GQo+T8DQJD7LwlOkXtK3CxiRYSVLYD2rxuHwtZyQAwjfxjfXQ0KWvEmn2soYQy9YGWnbrS4cYs1Z+xe3jM6vWSKDTIXrKnQsLS9kKROvWqkTa0RFjqPlMO7gMj6IKNeF9tc8i4Xa7wWmz1cjWAGBTr4ZHQKg6I5EWqJk4mS6q/idfE4Z5rOa9t+AGexBMj1uRH2VeyrmmstNjo58b7+EjSEOo1s/eW7CUsPkikXy6bMVsO2CEENcWJg+IA6WUEXVUKJqkObhhqDUsPt+219OhDj6+1e8BEgbXcDqdbrebrOb0t9uNLw4BsjrS7RERtraGRUq9ieRaRkn3Irdas6S5pqnOh1rvksZQQqpfCpooqaPzJpUXarfUunKrcs6yiPhtfNZM3qbfyisFtVBtj4GqPO5CKUX40VXGYUCN3cCI23urhSXV9YRZMq8nU/rDXHPeMuMXqqT+C20wnAhEZ8Nr/Z4yzxDxL6WWWg6HQxpGVPhZErngyOG0JyyTuRAbZmRIW7lCKIlm7qqprFohhsUMm8ota3gD3ujMP33Rxa6kkWcMMQYGfR3amqGtYDgt3peZlfY8oyrI23REtSrTpA4qLJMyjIugRMqJ7UKDlF4JnqmVgnhYf6jBpR+TuUsdGLY8E7Bmf9RXlWFtvAotLF+tlFlFoeWHqyrJQh1RazsbmN+sm15JalmANKWWnDN3qaFsrXvfxklO6tbl+hBhWl9ZhyGLVOw8Pw/RuZSR7JJIn7mzT3XJ54/YMeWU8mE83O/36T7VlM7nM1qQh2G8XC7oSKKoQ6xAwJymiWug1no6nQ6Hg0mn8rDSCxMwVOP1ehnGIeUqIqkmaci0AMpKfFNOMs9l3QjlsZ7dAUQunCY8b5ccER1x7ms4/IbT4TM2A4rzXfOOqIyZjPnCWEeGxwWUnNwufqQ0qQQz9lXRQut0hQ1cjcuNUM1VpOQsajFnziSYGaH3ATk3dZ1S67yF+KZaTYLb1EACazTEhoWIDBALTR7lDwJIB43jOAwP9PI6o5aVfzWbkqkBYmeUSBS2FanzPOe0aKVR0bTWKnVeNW+q4n0JaPabJVGXnKCsY7FEOTKpNGETeaD/ZPOTslb4kBGqUnsCMyIytHWtDc9HN1uJDH9/fz8cDtfrFcvJu8xTRt/IZ+imjxG2wTGqDcbCK2cHCqm1JgabR882E21UPQeKa2xWEpHrp5dFCEBRedXFZF1o6AHgmpFWQVJW5ywylHmokpOkIdfpMTfQN0dfW4fV1fpD4rTJwbjmdX2kxSCJa8WD+O9//3s+n8/nc6c17GG3pngOMSmtTJ6+AyJyuVxeX19FZLzdbl7wrWUQbHr5HuXvPTE7s53+ryMHBSiOgyMkgqE3q0GcGj50CCUK1UGXtEkegWFzUKVUc8o11+hAakEIWtDEVic+nPKrX38kQ2EL1nfRTMYZVj5Yr9mpVI3jeDqdqJ9pkqRwF2m7mJBI1hoOdwQhpEth6ngtdOCOOlEGjpmh0xBscAriYoCj6DCUOjMfccLo4TBH32dxPlq6A2Q60B7lGOLRfQbc8V3s4wnDQNNp0AZdc/V6RKVQh4AQTb2qS7HGo5vL3mLRWfRGdho91ykdXkKMrh9ThFQoafu7hGGkddvNPvCGxd6P2LfnNIOcB4nGvkZ6ttXfz3EYSqk5pZSHlNK8zv/7nVSto0BZLz/f4N0+HA7H4xGllKEY+HL3N2ZBIarHgKMglMojCREDdZ3m7EH5GoM4k/2j/KNbOuDuS74vG6UKPb6TxdohZoKhoNBoE0+d6MyCOnKFIXJbGjIeLYiax0CGBtY+EHlgucY1mRmFcQMLAclefMW0zzxooo+N73hGc92FX8SLY7fYLqHVhERmTubxofvgETHhjmidSnuu5GkQ60hT8mKQ6bHl2tNKiHyYOrO1EKDYac/tmQj18ZwtuZ1Qw4Ir/+Xl5X6///z5EzIH4Zsb/5iWswJSFPSjr9fr169fw2GDxxlxrRpXG0phaZV7Xb0zJnOYzCAGI5lW5Anb36ZDJzIPa1GfUiq1lFpSKYjDdXXI0Z/er19aUcgUrn3LdbYCGcOJPdQiF5+fn5fL5d///rdsGXqhNXxHgkS68mb6h0hlr9crOAU4g0bf5unnfL5O87He48T6A8ewBsNNwTOjhnVZ/+hBdseHvXPOtb7dBttQN/Eo5yw5p5oGGarY8Yj2sNcdjpYzaQf00omwSwe9NhNTf4Z50J35LBQti8WTpJwSqjsMqWh5p2++Fw8wQFzNwmoZj/ZhGKFeQj/UdkjwIRBC22uatgXjF2HDb29vGr/eB1tK23zTzNb0I+AFoJdBPUnW2P16gNkP5/NGJ6rzFFruZ7KDW9/n57QyNpbN+LuGpxsuoq46qCxPxCa+LIP+tp1fzbfzrJI9Zso+QeTQ0ueprb3Wx7XKDlld9WiSGTV00q8w7pliSdqk+SD/fkjayuqROJea0OMPNQ9aPQIjxxdiWjQ0d1YdeoncpcJiw+TQvujt61TxnWHVhDbBMt8bR+xWMmd4WmNZsjHBb4TXvL+/o8XLdth9KnpxsszTKy2EZItybmwlCjp19geEbxj7IGzouHxYnlf/FA21s5yQhmtIC4NqUo516ZaUYXxXFxF5EYhepxQo4PnG4lPiXzs8PgZuodh4K2B63GD4T3qE4t9W83P8MRQK3PelKfSN9Yegv9TQMbzVStN3IzxbQzxwB3fqF1uo/tCqJDsEnKdaka0L8wUG+0T4J6Tmb29vOtD5azMm2rrFibCDh47a4/Pz83w+gwbscypN9hPFEkTpojegxivp0zlEPiN7SSl9fHxcr9fT6dTCCRu4ky9glm0rJUkptVSZ60OttLDM08lba4wRoih1FWO6PN66IIxLWmhA17ec+/GmGSiKXml6nxp0iXGrDzsU/CL3+11rKJKFN4a4r53w2c4EqSXTZwKi11PRYZFJ9v1+xxdgvceuc8fB6ekgqDVsYX645DQp5bzACNaRc6DZzaGtTh89rPkpTct3qixHXMTrQxggeKtnoGUkDQ/zcDgcDoch5yEvOTdvIEcopF9LwxvNK9j6syecgoZrT9vptIwZjTSrtHU4Oug4JlW6iaAXMFIxTWX2iZTpX/oBXZiomYNWB18WQuHgLtw1uAxAwtiWYxDUKjvhrWgZ0Zj5bacC8TkTd0Re/4gzPWdR7YkELbkCNCD0AJPvwO87l7uW4w/FpTo1c4h01S1V83cvCBH2UDsU2VZPyv1T9TSScMzSCndteGf2N0oapnmtOjCc+bTYX+zih/w0/JCZEKFlIVUsPIx91tWi/PlRv0lS9SAXjVKN2EFuBNcE/ASITed4tmR4IPLp6KpXMpqbnisujvkJEinHfbrTH2qftLTvOzMQ09XVV0J0k27T9Husrdf01WvFsVIN+SokC9VI4dPnHl6XMjQZcsvMONHhI0oYSL0AEtEu2AXmBdJwsuYP2akJyxvtMPw0nnTaPeGGkoj+bWA+LVBGmJDw/PWua+FC7QTP1vTGn1xPc8JOC0y6whBePCyEV1yvV+RdOWdYAeEXAbnU1kFhUqH1VHX5x44nruRyuVCqt3VGa1ody0Xm4bADPZ1OuDDj5KbXrVkDn5+fWrW400nsHDGLY5SktPrYptVDYp7n6mgsT6l6+lmYfR3qF4YkwxCaxB13uVze39/RARyGAU09H8xN48wQ9sRRK8PywUPk0Dsg0mQp88LjvOOq1CfXmb/31Q5Nc4gLl2sdy51Bjc1dIhMg9tjRSetfgzQsFJMyQV+UW4mxTimnXCS1Kl7vcx9CU4yMj6+UtDhbCAe1x7ZU+FQa2IOSh172Sak10Z0opSzpOB6QVegGg6G1GCsCTajoT350J9ujJcPvpen7TxERpjsQ0h3D32ITRT8X0w9G1aRTrlAzgNUFV7KWSxalWexhV0ySvHyWiUpGiSG84VqRHDec5ZD3LDJV0NPmTqvjq7kx+mTiV/Pj91ZhzwGmPmzC+oTfiHuEMLnlmeZlEISng6gHKXzPQOg01AkrYl/TPFx920OtrdCt6ymWOPzXLTWlp4//VLraWL1plHJnWm42C+4kgSu6DeyjqylCZKvu4GekzJm4inz+HZqAt+5AC1zdUtDetLTyg2Z5u91eXl4WoHvOKaXz+UxoN94QidFyQg0JTKRSJxE5nsac8/E0SnoECr4Vkn4it2kxRzdN5YSVVmHxXbK3nT+t1LnjQi5OgdPE8/BtW+WlD0EtNdoQkhAW7Ul6hkyt5d0aSvskNWxTPtzStyHL2Do/xUyFoq/hV5a2FFx4jLYeTQfg4D0DzYTZz8xbTfasb5pJIRrih94doYNpb2PdU2uIagz3woHJ0zacpz6GWqa8BqS4h8PhdDqxQ03mv7YI8pvLYMf0E7zdbqgrXl9f0XsygymdqzBus52ttX+hyygiP378ABQQyuoYCfipI38X3+Lz8/Nf//qX4W35doCn0jWZPqj2JLFlPLd5Ja32n0Si2aYP3okYshVx1HwH3BP2AanD/M8///zv//6vf6a+va7HDEZMyC9dr82rp8Q6dxo9DMajLsNOs2nsGbhdi5ri+WC6kaCxZ/iDIR4hXpxLIn/Fz42QMTNXP2Dpc282JB9Fn6V59GblpSbkVz8zcfzUUAzXPDnPHfLgzxZavWWap6MY9jNNzA+Hg27edO6VWdYeuVHazRV9sOn8spNWeoGQ8N1kKwNgQKqdaV4oksFyi5FXL7N+liBbRQf9cagVzVzrKb7OzGBbnECzAk1c0LgCzX8IW/XX69VrOfY5Y9yJ+BNqPfu5ivEywT9pWgKYokjUKLGjElvJ8HaXukgmVEFvDy/IKUuuBuwK3+ofP36EbGaJpIl431AfapCMR7x3GuGt6UorL+nmfzG2Ihz++PBO9kL4WaaVprlzpt2DdASjY6MHoEcNIQZbGkZVRkzSHAr+9K0ND5Vw8oyYXkrJw5BTfmAilhZYFWf5spQKSfKQz8cTvto0TQQPY4HN83y5XK7XK+4JdFZYA7++vqYkeUi01zudTsAysWevYbS6Wb7HUNjQrozRmWw9AMMxS9h5CRlNRirQHNwdywFd3hiHsZCZ5odpRhl1QddUFz+h0SWLLYrpHWwPjsoHDlGTR5P34dielH9mnMy0ADueiWryBOpk+KqgQxLzGkIdiGND8m1eQQGLMEat+herqVHXX58XmZ+1+W7kN/vlFms8Pw8xMBnvdbZncGcaQ7hOTMzIgJVIo1s31iUylTGdiFCb3XsqeE4ELwwFACRt7vf76XQSRafURk0Gv21SIy/XjK/8/ft3Tt6u1+vtdgNDTw+dzJmrBcb5Ze/3O+IVa0USFmj3wmiPopH3CpLCFMn3/dAQBLQl3heSpx7U+lpKLUNKSDZKWpX3VB7C6lSvK/ydUAuOu7U4rd+AXt2Q35c1G5PD+/3OB43sGjfk4+PjcrmM44hTAzdTA/u5yOGoQRgjD1PdPWSiTjMGLjka5enLE9qje7RA6JvnIwi/FW/T0xayj32sQfUKQFIF7WmNidL4V7wDnpwB8+jmusddeKBaOPrLOddUcs6ceaQGLTIUPpGtRqppxrRI8CZF0yveT8DCYsn0kCiOhDVqjBC8soU8Y1ebYrWDRDeITSMKKl0P2bBI8LPZUI0trB41NlpDMfGLiEpMNLmcMG1vqdgbdWZTDs3zfD6fIWBDC4pQPcLX7dJQ9GmNbjqTnPDZ+bfCdtOnkbHmDLNzUDdRwYbM+L4Ghg5zvh+cq8ZGKc9KpX72qAOTSjKA69gmWPf7HQFXImko08w21FaA9Nhs8grX4rSzTB/aRzxPjoroPctLct4ow5mPDlvp5iZreTcGJS9kFWJpjPkb9EUoJcITHcfYAqdR54IfQTCr6E93W4o+Esmpmy5V0LAvNeeh5mo8teqi+JdbGPKcM6URRORyuSAg3G63VXtwuFwueqWN43i5XHA2jeO4igomyGwC8Kn903UsZeJlSHGyVRvyXGJfoZlCuiX1EYYFU/kb9eyQgG2msqHjuZcR1/9ksIiZQokppbxWI1LzkFZsTZLItE3vRNThkcpIbVO/lg1oKmT8yrpfku+PdOiyHa85L0mv77M+XMLucCfvCnt5OoB4jpCI1G0fdqnNUKSVAiVQXF/eAhTTQ7C0tmiBT41bwqON7afQtVXfQKIfoUHy5csX301otdhaqHsdrsM+cigoGvIdcs7wTgDA5Pv374ifHOuRIWLGA3oNhL2VHz9+XK9XETkej+fz+fPzE3H477//lq3wD8WNDdUopQT4KMM4TWKgBQoA5/1+f3l5ud1ut9vtdDp9/foVjKqPjw9oZeWc0UtF0aLL7KcFgmx1LmotZa7zNEuSOt/v8zRd3vM8/+c///n+/Xu5vw8p46r4RRB4qaJnyIcgRfP9j8cjSS4EBCEXwq0gtJ6n2+Fw+Pz8xJe63W7I6/DFcU8gW3g6nXDThmH4559/6KT6+vr68fHBBz2OIxcAqjv4CODRILPimqEAGLfzy8vL8Xg8nU5UAoNuKoY3i2+eHx2Ex6RRnjG5ewtx0ZG96hxLZhCHFFycz4kXZ9fDHy9H1rdltORUgZ8BxF4rTqVhGNIwSE2D1Co5bOTrGkyPEcxN8EmtEQM03aOw785T1g9nzAUQE9iCU3IaYwYU3rFK36Fwwh528VsscF/uhuXBU8i1SXZDqpJ+HKYNqfyXEwF++DkMsjiykMgUSBNFeAPP5/M4jvA8lUjZzB9RHjzZr+U6h3r4T/6IxTq8Xq/3+/3z87OU8vLyEpIG9ZVzxoVEHytnD1CQmZwBJzRnsFEXQL1mRR7rvC0CCyH8ff/+HWwBwO1CDUzzWdTAMGg0hik/L/U61yEZrNW10WOElPIWEs9k0WZIPp/o4BX9Zbf6XL7lhGJpHIbTeCil1LnUUlKph8Ph+vFZp3k8HadpwkmP88bwWnUv2Ux1/AUbqf3WWCmsS7MTOh+GDR7YCJOYzajzTvRoWLiiyW2MUog6oS4x6HnLElqF5rFfNLezBYBsTcVDiHWIquAcT8/YfRwIAcxmCqTXsGFPhdbJGrzNVjRR62HCavjJNK9brRYrPCKAtVmGdarc1FNNNQ4teDjwltiGhUAyJDyJWioIphlkOrneo9L4uZln4XWnOorZvqHTHwN6kSHDTdCbBZskRKkRvq5vdR98G4bB1tI1o1czqmqpHBsNPM5ALpcLc25kvS0jH2nLRPu8pWXRLs/k9PAVCAS4Xq8fHx+4gR8fH3/99RcSj5eXF0/O1LiSUHkBMerHjx8IL29vb4RZTtPEFrMu9piFGrEr5NvApddaPz4+qC38+fmJdh5mUyhNAWRAYPzjjz8OhwOKrq9fv379+hUtrZ0UKuMVkVKC/U/OOY85DWmUQzrmsdY//vjj7e3t9nlPVRB18Q4/f/5E9w3tNoqOYun+8ccfgCxh8sbOnUaooeK43W7IiHBjUT7hPqPQxdfBW3HsdLvdQIbk8PDLly9vb2+fn5+4KhJQOerExJVARV4tDguMJXHDMZp+e3uDBwYuDNBcT/DhNLvWOnbYMrr4bj0n3pfOxKwTp4xyK1MWLaVAHWp8isZNGbFXrYEmbeVJj6+NVPKW/67i7wxRwoEgoSlE+0oGpuCRhiGy77J7qw3DkDSBklMIiTQbQohXSET20bwzfwvEYxyYxGRaoWJNp8DzbS3NRugQtfW5pcs8XACIs9z2T12/dUsCfR2WzX38nkc+7//u+ylYvpWAC5um6Xa76SEeO99m2mOyYU7wCFdoKVb7ap/7usUY6T/u7T/sohuhgkWBx7aiUR+VtmKbfky3240R3FNqPZwhlH7xSzFaTrVFzvFROpQekYbyuEEraJ9uNkQ7uiZM1tEpL6V8+fKFzaZ5nk/Qjbzf8a9fv36ljJO5yD0LQB8KHT1Mn4WHA0BdohC906rJGR+YDWj1IOZV+GosYJABoIG94bpUSTngYLMDbbqQrclDh6ThxQPYodDjOG2nKQ3hAZ9qt+SsKTGqY4jWoNNvSI0lrcnuoQ0tUWhCTjx704ea9YMqEIbcnmEzka9n6DNelOGe1Z9ODrCeHnhuFVN2bWvWknPwLHHzi0/ZdC1pUKKTvMxsS6ea0g5hq9TInIYzeYM1NT6ivu8TZguUvw6Rq7pjyKvF/kWGrX8L76NrthBkLpGUqxEyla5dtT5BUEKgWALG+88//4SON4o9BEw/SNdOZmYd8p1PpxOay6gcsBqBMvjzzz/N2tP6YfpMJMEPIpnH4xHxbRiGz89PHqk/fvx4eXn58uULIh7aXhjiXa9XlB85Z0y9wtDhAYPa840gvpxzkiw1A5w5lynNS9eq1lpKHdb8Fl/k5eXler2+v79zsodvdDqdXl9fUUUD34hvh68j1pJ3Zk9hnmfc2P/+978oZXUf7Xg84nPxQGUVFvn4+MBHwPpba3R9+/ZN7zs+KaQWel/TghWLmdeD0+fLly8aT4srAQYY1R0qQJgeBWDLFhrQID5ND15Lonmgl9Zg0Ns7NbrvuqVK3JQ5zzjHxIs1rmaPkGPo7f7YlpLqw6h8gQKnYahFUplNBh/q6XUyvJDiGNped1QQwhk3+VE6SeqU31r8xpdeHbKyn9aGPJmwGNYQHbaROoPBPbIB3pw3NOVr2dGIsmRkGx71HvuX4eCXl42UjhYUWoNRnExwSNbqN7r2FH575I6oXsuJBOtSg5zxTsT4joAf6M5iRz4kHEGQRRnKRu35OmGlZ3A10zz9+PEDKE1N7mW+2EfsEMuBZ6rnP0y2jNeT73D7tr356NCV2K8uv4P8dFED9/WqM4LGuidNtDx5C6HGg75+PHoAeBCBh2EAXAfNXehocwcBdmLKGKPoYIAM8jBnHzyt1AztQ5Ctj5/Mz7gA8HxDnyUeVcS9oIeNDADJQah0xfenAfp6SalK8Z5v4hQF9Vne6h6G1h3W+1sdu7qiIIbK8Iv0IWIGoaFQgflX9KeZNuHBURmVQwxeCfvrZthlDuLSyKE92USXZ8r4JwCGcIUYy5kQSqrNJKfVE3J9HFUkAb2oGAGLAc84HlLKJqKyUEHCx5tjIqG20CDSz4CfPSTbBzTjVKkPSm0Bgsj2sK0CJnO7HUifQZTgJ/IRtwRp9G0kvdzYYhnrESbBuk9BMoVWI8M1MxRz+2DuhK4cjm++OWF4GEBRec4Dhk2PT1dEWi3J+8HoZJ1+5bwA7BEuA4TH4/H4/v4OgRPfJdElmdHZZ2MOsyBULPBbR0o8z/Nff/1lJisa3qXPGixdTsN+/vyJtz0cDufzmQ5GcPlLKQEXiruNb4FSB3XR5+fn9XqFF65ml3nxjjDzx5Oa53lMudZaasGXnqZ7TtkoV2kXO9zh8/n88vLyzz//YJyLrOx6veKLYACIwI5x5fl8ZgEMrg2cDEspeC54EChfMYn9+++/j8fjf//7X7YeNIvyeDy+vr4i1zocDn/88Qc4I9frlR48nF4i+eRZifEdwLGgCeDy2J6A6zrQqqZ1S505/nAMe6LGh7GvOKQjrNdm9E1BVqXev0WfH6wYIYun592mQEImgaxCX0No5tZhoGmDgVRrrblKSoM8TAxqlVpKLaXOpWQd0IgDgThLVQJpKSWpj3+l7PIj94KOhNQqtdS6SMfqwi8nrQewaE6AJJCySEUCIUlSylVKKVJqoTboPM0YfG+CbxKpUupqsSJlmkuVMt0nfmIta46YBIoFtdYkWYs0hH7rhn1hUhM6SOpNbmQqDS/FE3LittmKi8FXKFOpslUPr5LywuhdLIWphV1FUp3mqczkto4553ku04RG9aaY5H7mljYuFKGvbqjpJCLDKqK36uZVy0ZbiSEbGZL1n2qXj17rYr4sVcpcbvf79XoFv+jl/CKSJNV5nuYy3++3uZySpCol4YmXmlMqZc45H1acxvoBBXcWD7ZaOpmsvRKpcym1JEl50bNYVwWWUF1kE2SBY4nSwij6uzt9jOxPGhwAACAASURBVCoNEctSyuVy+fb+A8ceEB3zPM9lliQppzJjg9THe1VEmCNC//qf4zTNLBFTEmyl9QuWvHqplTKXMtdacDm1SClluTk511Lqw+VMVLBYnjfNWpRm9KKKkKos5LH1lqbHXYJs3UJHXP5VljtZVhZNmWfI1WDlYyUgm5vmeZ7m4/EoK50miaTKZ4fFWhEo8LmX+3Q6nYZ1avfx8UGz75zz/Xo7HY9p7abP9+lwPBwPx7qSmhBVkDE9gHzY8jkvPCywnpLM0wTOpZS6KGpXKdOMW7cSgUREhpxLrbXOtVSdbyoN2MV4YJrLNN+TpPtUh/EM6G+Z5yp1GIaccFpLzmme5yql1Pl+LyIyl6nWOk9zzmkch1KL1CRSS52vt4ukmlIack5ZhpRLmecySRpqqYMMyzZcawbj5hISIrRoM5JpH3I13EAn/cNgRrKb7FMf63gYOS87by0CN84rdM1a4/Z2yDbdaykpidRyvVyWLkOS2+2+LNpSai3jMJR5mkTw/lA5GXJeZW/XnVBKEck5IerKCtiRrZGp1qPyQm6q3zFragMtxdZ3m7QzBNtzuo/A8kMTJkUGjtzZcebvov1RSh3HA1MUXeGQSoRQw3mjRidN010zprREhM5ucZdw8X521ACipzLPUuu8LQLvt9vhcJiRBW0Hs7g8M6gkCpEZKrsnrOFRBRlVRoNjwq9TiIHKH4jbbJewZEWxjU4KvOa4WaZpOhzGWuV2u5Yy55zmefr58wdmXHzc9zsgc/dasdOXInaeJy5vXfiRGbUWqKgq81oATyml2+1+OB5LmXMeqhQRuVwvkG/LOd3v0zDkUqC1O9+ne6nz25e3eZ7u0+3l5eVy+Zzn6Xz+mpLcbldCxNfOF3drEUFdVxRApuacU86jjHnI0zxJqhhbTfN9GIfj6TBPdG3BIfVQtAZ+cJ6n2+0K2Ase68vLy+fnJ5PVy+XCNgc0TlA1HY9HYDvRNUbZPM/zz58/McpLCRC8sraGC3tna7UsOFjXRYWaHBX1PAyp1FJKut4uaZwvt2u513w6Y2T389u3LAJmmoh8+fIFRc7Xr1+/fPlyPp/v9zuYiliNOLkw3OOuBx6SF8+1ymMOleGXL19eXl5w5XhzrCvaO2lrQXYTSLdDMxTWiLfbjaxFTBdxq2lSTUmI8/lM3VSU8Ug1gaZhdAI0lw0CspEXQwXT6Td9bj0E5xfgyALPWx8nZMcZ2LcOpjqiGSYYi2kGOPYSoGGNb2KYY2RAGTynaRWEUyNDd2boybWmvKQaBXpduEuliJQiZS7TJuTV2HzCI7KWpTzPwMA/iiJFCl+TqrVwKQzTFj+Dy0CFkyTVWua5VCWJixRNas0p440MaR47am0+Ib9P2oDFwj5rNtZJ4bjPSAMRaqypWaaxhK4JhWg13UsDQkJD2EWfqtzxssPhkNOA1L1W0XoPqVrQFFt067nF1bvIlK+rzjaGcQixwJOu76pHl22mglsrpuTxiEhrk2zbCqCYBBNOgk7neR5W25TL5YJAsz70mod0v9/nsqz/uUzTdF/X2HKoZ8nn0xFfs+3HhgqtbrXdltULpr6VqLES8HUtWhYmP7/a8jJT0UcaaPj7x8fH7Xb7+PjIpxEukIfjYZqm43i83W7TdcpDHsZhSFnDM1IaEC5LKciSyXVOSWotw5BTGrkOcx5WrMvi06CJ5sOQDyv8VUSKNoOpVVac21KorEUv8BWbTpakUsvh0WgvbpKZ0JRB3bRE7GHMKZcyJ5GcNvkZisxl1+CVkpZSUNKQcqqS0tJ3qBW4t5pr0iYZh8Ph/f398/MTJ+g0TaDBnE6nP//88zCNdS7T7S6lznUacq7DGrRLzauKxbBFIsDEGo2MlDNGOVjzWDc55UlEuJEp3Lfet1LKtHoNsIBBFySlPA65lBnCETmnaZqqZCQ9IjKXeamOpJQ6J5H7NIMLIbJ0EpGPcnSAvvVc5mHIRjgnJSmVZX9Fl0S3gfR81YRQRjnPWkS6KVu5bT/RgtErRknrCx7Nb6NNvYbWhQhayjyOg3o3HP2zCGdf3ODLKno5n2+3m1Q5HY+Xy0UkHcZhHIZbvQ7DOGSs/JQhfyl1nu5ob6NEnFHwyEKNXur/mmuZ1WWwV8shX01pYLKLGzDPRYMSNZcM9xN5KsiTaxhBewJFeJmmYsZ6sgrbDgPuZylliWxm7o1FwsJYT4c8hAf8Va2mY8ZWpcyHw8gnO03F+ZEg+0c2WVJ6WDCjAbIysoTZPDLpeV60++o8l3kexxGbiK0Efc1I2HCp2PhMEZnW40O5MqE/xFuB3NTI9mgQpk4CucI/Pz/v9/vb2xuQaaHaGdhTmHIoUco6zzOOOQyXLpdPkDq5y2huOY6PR7/+v3DxoCZZD6O6duG4BZaUaRyHBRQ6pFIlD0v/91Dg7lPzMNR7meaCgiEP+Xg6XK8lZRnzOM/z9XYtteBi5nma5/l4PNxud8Ksrtf7irhhS7FgKLSUIpLhEv769nK9XoGuHMYFBziXeZ6nVXwBFKd5DaJJpE7T/XqVlGQcByQGKcn1erndrl++fAH9DHU4HhCKcGR00F9BBo5TgHsNAfPnz5+Hw1hrxhG3PsQkkuZ5SmlEtzQl4TqptZYiqL6G4VRKud/LfbqfDsM036frPLy+1lr/+eef++Xjf/76Cw+UZX/O+evXrzjK//rrLzx0Qhi4XFF9vb6+MrdBMabTOVSD+AsmSSgIPz4+jsfjz58/X19f//zzT9mKz2MciuX38fGBt/rx4wfojsCOfnx8YGZ4Pp+x2DBe1pUUZc9RxenG0/v7++Vy4ZgRpxIto3ABuCGL0qZn5YaObXiBdlqkjs0edhYzdYYM3SwxMAAztsZ3YEDRDS0OKHEkGwiQAX8Tf8zCld9Rt8rSw4E4LcPiNEzTfL/f63iXVHOZJFuFN/PFc87oqVOBKlS18sVwC4MR8uIMXFtXLAZ/Qk6UAYmxS0c4DW+LnriG4qKar6KZ0C1pEHaDsOs0WphoEF3nG7CENiEIiyXipLGNDSYHkyhCfw1EjW4H0zSPw1irXK/XeS5rU2NAooMrR3XH7u9T7nWId9rslx2GV03aXg2wi9oN4j5d0YojUGf9phPVe33fF6f+8Xg8jQdtTRl+Nc+uXB+uJMkG4Rx8hSSmAlx+nNNTgRn9gmma4PCDZK5mKTJLqXUu832qOQ8pZ0ljHtih0FLRaF0RIKHZF4YqQzM33iivxEAMBle+bn8Qdq8nNobdpGOFBoRoZWd980kVI+iUwc1g1fQupq63Pt68/ju3HhuxOBE1Murj40NLYeGqcBlepSak/rLFq5mx6Cpy9KE5DHzbRUQ7FRbb3N1o//FZ4BRDaqKdDHSAwhter1cME4wMGJ4dGflGNsyb6xj1CE6lDH3OaP8Yaxm9ulAnaGxeiANX05iCU59PZBuUZjTsGSI8dI3FLUc3/FJpGIlvJ7KRy5jKXkZUXRPMqEnDmwmBAYkcMugqBraVKEcWLf5JNqDmT+rDWnMpdbmlcZU6N8DLaL/JvWPgSHpLmgvjLSLyEE19TRYlQUCbc+Ke8y4RImsyV21bijenyxnx1Us5ugwMlz98OqQJ4Qa+vr4id2frEJuChsbYifhGQL5pwh6nGeRZcS6KT9czB05ZcfFvb2+8Wo67ea7xPmszgFXlf8bRrx80vrvOYPHOyJ5xo5hGm4Csx8XcdFwATDOYiHoRwXQ+17mgNKpzuX5eTodjmebr5Xo6nco0z5LAp6LSCQPpz58/OSnlw8Izva1/kI0gAB6Px1TldrmeTqc6l3xIh2G8fHwajxzUpdM0vb6+Ui4bywxOMHQyw5TldntYzv7rX/+CR+i3b9/wXH78+IGV8Pb2xoMSMH7twkf8KlcpbzK+LHY9tUyQzl0ul0M+TtMS9E7H0ymneZ6h5PnHH1+/fPny48cP1EL6FKNZhXFEMHREWpuicibgHIGLRwm2GE28YYCOf/3y5Ys+7Oimg37Hly9fvn//Tv4Cbl3O+e+//+YWxu8Cn4kOBYIPSiHUgVjDKNsYE3DHENvxKFlYIZ7gt0YceEyINZibcdBTdFhmPPDcymfZqKJxvxnvxZC3ZnqTDKOM7AbTomsYrKpkFH7Vy3TSYGSgWTGWtZlTq5SUk9SpTqfDcWkoJsk5D2m4TXM/+Q5tD7wboXeG8aoeIVyWyG9Pn+M5RAl45hY6zGkqka6uPblFpx0YrbdAvCQb6LgcCrcaYgb+8vn5iVart5T1BTChO4gX0zTlKgTk4FTWT9aQN0CN1VTGR49cSqllLvf7HTP90/F4YCYNApJsbf1CGQBDkwjddZdH2aXktWjxfqTJ7AppMcDxH58/9e7QkkW6zmd5TAlNtJoGSYY50+L++Wo2pwyd+pAmut3+6s3rOs2TwE7UK3kgTE3T9PPnz8vl8scffyz5C3CD6x+avBGtYeQT8J6Xy4WjObT3TK6pkyotvkIxa4zmYLPGTJcsDnZbKLqIf+KxZ7on3o+RuwZZBUEWTEMR9wE1oeIz7W5JIvXrk9gnzdthLqWXH2ILji69ApEf8GUY9ymcdk25rnjwSiQbX4DwwjCiW3IppWm+pyJ5WAmNQkx7ned5mu9ewFaDcHiHNWBEwyP5rAkwI4GKUXohtY8jtOxYtHBb6bXKBpMXONUZZEcdpKobxTaNLke1gZKynDWSKhv3I0dgXvCHuFr2ffTxzV1jUDBL4F1vJqY9TOIhVo5casUiTnoTscBAzWxez9pMNy8Q3PRz1Bm56U1rHx3+BRIRIpLz43QgOsnz2UxTjIo7XKW65a1LegzJSPAma6PWGVi7Wus45mm6rUt9uF4/mYRgdZ3PZx5VZqsCtcWjgbAxptq32w27T5fE8zyfjkdGPFaMWFd4RobESNVcCAkej0dkxkhncWqg8NDxB6UaGJuAXFFMgWc3knst/sSLJ/hToz2ZpOFSWYqzA3W/X1lOfH5+YhiI99dlEi4SHgCXy2WlUz5Uo5nfcqUZ9wsN/gIzjRuEBwRAg7i9+DjcRuisULgIJU3O+fv370Q/gn9Flh2jK+48/Z9wM9m81qU1QBbwzUP9BopaKQXERYyPUC2gdKFgycvLS87527dvP3/+JDPjfr9//foVWiz//ve/4RPw7du39/d3lDoolt7e3sgMxJr59u2/ACtSjIRtIz36oxAlPmI9ehIq9+P5MB5krvPxeDrlDOrdX3+eyzTnnP/1r3/9/Pnzx48feOKmn8JNoc9u4k75XPSN1agHSj8CnkqFTC0NyviP2hK1N/6T5Eko4kAM5vX1FXeb4ysMIdCaud/vr6+vOGJwG/GvkO05nU6AemIxfH5+MtNAfONiXvRsWNEalyePA/Fzdp5YzABYi9u5lqPeGecTZi1GdpIBDrcJeSr3qo59Rvdcm4HwAYdXVRVF5EHlzKnWlIcxpSJ3pFBK6LlUAyk09y206A2V3DyzyLvqeQ4hy31jxoU3YSFnxnRMXMS5qJMe4Os3bY4sIlJzKOisk3gdCk21r4n+pl3Nw1JfkuexaCcAPriF1FcffE4ShfU+5xLSIUCXwTqnPJ/P5/OqwzmmnA7H4xFJvBEu0nmhNHzhwglnx03bs+yaM17NdlszQljH4ATV0x5NRte3Hd8dvGSk5uzgmBF6yAA03WuFBRDtbdryh1hd0BkiFjorxAn7Q04cDzjPGE91oYL0UT9rraTKEosdJZr/opLR0qPMRcgq0cMKvlVKSVLW6YgXRaTqGkFNYIQbUB8zM52mc5SnVX8IqqGAGHAgwLHoDiVjF+8/f0jdbaNt7WV+AaDAZ+GswmI7HA50Jjyfzzjq+BFUwjeWHtz79zqjk6LxtA+w6HhIeWMPoEUF0JI33478AoQ++KNQehHZFUMBz3VcLS5Di27zOhHNOM/X0VgHQMr26KTQHByhv5nuqzId1LaxOtfkLlb05kkf38OQCRH08lqo9NgE0cMTPYBl9ODO4nyG64G8EfY7EIWQ6+PGIinhREKXlCtFasmV0Y/XAh5Ia4ju0UFMRzbTs2exh/qEgyl4gvEh4htRxIJnMa/B6NMSkKLhIdykPE145dzLvIdMmbQyCk8ofChSRur1PWaVIrfbLa2mjvf7nQo/dd1u8zRJrfM0nY7HlPM8TbdSUB96vgyGfri9xE8CBsLxJu8/HijmOUjxUZbgh6yZteI00zZWwigGqOdERhO+DiQi2UvlMoBg/el0QgVigM00N6MHHTEUiEhc2yiAcSv47YyOJUWbuAdFWZMvoOWXFxAFyUgkHoFC/whN1HyiuZmmUb2+vv7zzz/UDqE0CIdIf/zxB1cLhx/saeKqYGdHoQp8NAMjvizCGvrpkIJEbZlz/vLlC6D4f//993/+8x+Mks7n87dvP3Cr8Q48WfCMcOv++usvXDDKVBQzn5+fOT9mZWy2YoVgbaDawbPgRJQZxfn8cvu8//jx401eX4ZDGhfG+J9//nk6nd7f3+/X2+vr6/fv39/f3+kuQIiEqdk4DaaTOF6Aa4ZaDJuYD8DCevR/fn6i9GKtQV0iVGh4Z7Q/8ESGYfjzzz/JVsNBid4rGsrsLiFpofCb7sKwzCFLyMiO4JYyCSHQeoEpaQqWj0qcQfNI1qhcRhxOAJgus3MWCkMj9QR01aipmvYq7heVf8CkxKI3mjxed9HMuHjOmSzTmNQtlUNK81xguAy0NBo9aRgqGlHjYMKBnmNo5S6v2OvlmIwUoakPQ+3QznSF55/5dW2rYKS92VHwSgBGQWSeAjEbVnc6MzPQKaOCo9MX1n5MqQ1qSxsHa3WyrahaSpIo/svViD3AoR+/I1DXvEKWKDqRouHe+Xwe8kFvEGN75bl5dq6lXhxUffW34JpMPdOmqvz+/TsRIIfDocri/sevthKvH9oPOLZBXDYGg0mSaQGEV2hylPWyk6fgem1bwjSXNb8qiay+cc2vf7/f39/fkQMhIhElOM+zDInWbVzeGnmoeVBM9Zh/wAIIXUw2sNgI4ICOtRZyiOW7z0WvTL2idJZAyBPfx+8a4xOjAQt6JMWuB66ZnTtC9ZglI4EzjQnd/tRdORxjprWPpYVjG0AX1nJIdkFVx5HPKU1KKQ8Lp0W7UDBkYfeh968Z5Awdx+NxPAwGi64rJQ1H1Dh/rAcKwdEYQxdIuh7TdgjGpRqHMScJ+AhdjuqABpKSxikZvTG+AztQWp9JZ0XIwzht00K+yNg4BMg5LyJiD8RHxvNiuN7q9RVOADRt/rEI55KSnI7HMhQAWXPORVLOOctjEos3pwI78hhicHBXkWJy/kkIE96TyFKWPZwkc6m/vr5ybK4bc9q9EMOT6/U6DLRLrTwFkFdcLpKzPaNpc4r7iWWALJ81MCIM0mVkMsQJc1JBq2XjPYD1hu1A1VYNGGYdghcjO9fvg/tzuVxEKZbhTZjBU+j1pFgMwPxJrYPSDNMBGd8C1RG+CLY2RkD3+/18Pv/8+RPTA1zV9+/fITx4Pp/RZWMppYFUCAtEGDFMYV/gG/HgZpLN58v4rLk8SAUJbGO0xE6Z5xkHGQId+xSspbXbMJIKmqlqph/HlRz4sJZDYEQk0acAnxo+BUSsYRiAgMXroaCIdhgxpVDAf3t7w7kG2htuFMpC1t7Y8trcCMnM+/u7ngFoXgluO1y5MVmlwgrTbJrEDMPw/fv3y+Xy73//+3a7/fnnn7Uu6FmUmh8fHxDfYoRk/cn6dmGFjePxeBjHN9D2iMXVDVmWspgAH4/H79+/49vdbrdv326DjFxL5/N5qOPt5/sCJEmHOhcwALGAvYMxJwc0pmMDCEUBSz62xfFWRPuz+YVHRkg5ngKfjn4ieP3n5+flcnl7e6OdA9GRqAxXcaAZlTNPB7ROsAtIGsREFHGVsF56PLD5y7k6s4VRz0PY0OLXM2K4XEMsQ2lJoTnH7OeFOshMB3lu6fqE+Yc+5/gFQGfUQCnZml+bg9DUAwTkaLigrmMfyMZhkJxTfeT081zmeU6lJnyLdUquL0ZDjXVPzmvo61kQ0VwaOKHRjwwrPNqxxA1xzthAab6QEb3Unrksz3gEYt0bndYH3egwaCxTKSUPQ0pVak1SSyl5SDkjWyqSah6GnB+KZ3jn5aryAUKhkLlLKc0Uc1vUMhd8V1qT5LnMpU6+OtL5NNu3RvbAlFhYflyiQ8og1guenaScMjph6ztIrbOIHIYkUvIAEvxa/VaLy/W1esc7IbWlMjsmWqsQq8iKDiLl93Q6pYQdWoaacpVU6v1yXfZ1lTHlXKXcJxE5jOPb1xecCoouiFleqStpzX8Ro/Ksl5AeP+eB71gpabAKfAydW9Cq8RAlL5fLjx8/0HHURCAcMFRj14UZYuIiw327A1055JwklfsE0n+uklIutXz+fEdiej4cc873UqvUQx7qNA8517kMEMWdZsgyLB3WPKSUShYNiDUMNySOxgeF6uSHwwEtVa1mpPFy3LCa2sQVpXGGqBA0+6WUMow5ZUlFUk5Q3ay15iFTKFXnptw+mruLswcZCQ4LwEiIFj6fz5ivAjiKbOxwOMzTDE1ZpmjcvMtWlcS+vmkM6Tmn95LSUmFskHPBICwjq8ZFYmjDe8Uxne7X6LYODxH8kDuC4HBzVUzI2I41EFycgDoh5vhUo1GYcSKbNK09mgJD1I7NLOMfW0q5368pVYZzfAiHfvwimvzzcMROmdgKdqy1aR5pWqyC+PeFHLJm2ErlaLntWEt4Okj9+dBZ8yBnXYReLxc+YuPRp4Xy1vF4Nfhn+hET/Klxm+wbIt9li5CL4aEzvH6KFkXkd1xWCyC74wi3cRD+h3HMOd9vt6WQu9/r2iYex3GeptP5vKQT8wzg/WEc89p/ud1uZZ6vlwumfDq306tLj3a5rpDNh0YmePTH4xEpLEjOnNvM84xBBxhZoBh9+/YNywwRlXxRjWxiRksjASZI5Majh4iCn3hLQ33UsehwAJweQV4giouTDlo1uJOY1uK7k6WsgxiHtPh0nQxw1dGcmtQpTXVmqc9SiowJ9ryQ0GIJYfZFrRr8QeFH0xGkJVxmevZIV15t5A1wI+hbLCmJEtfJJ4RJOKTCxRh5wp8/fx4OB7gITNP0zz//pJQul8vLy+vXr1+wqT8/P6/XSynzMORSsPzK7XbFE0EFfrvday2fnx/H43EYMqpcqEdSfBL3gUv05eWF9hhYq9fr9V//+tfxeLh+3P7n77fhkP/n//uz5nr/nN7XLur9ep1WHCyqbhLedHJCwViN52JE1R0izurZWWB9gQOUSBCO2g6Hw5cvXzgMxwe9vr4S2KyVddGe4HGD16NKZ9+Q4ZFlFFvY+EVqJTAVR3jkxqcG0hJ+vfmBl5BidNN1hel84FZi6mrOGO9hQNlc3lDeMj0JxPlBdy+WkbpZy6MX9a6eBeuJirHM9tYROvOepqnUMuZxqqWInNZ+20PwudSaqvZ7YddKD0wMDcOUeWxPalwvz1EN99cQYe4K/hM/QmOFNZiE6YKu4pjT8Mau2lOjweuaAZcWi2P/UlfRGijFqKqZptRCMGQk7xiuA7QWU/YgQLYkNKrT+Drqjrsmiz9uUV1+Ed1WDnz8PM3bdVB3znMyf/uP6SOElMiUUqnlervCcRX3kw4waS1PtQ2R1jTClgEHwHjKd8RC9RzVTOp+yeVPq62EMNSipmc6zL2/v6NzKbJona0tuuX/cTlMPijDoL16dXtYbw02SrV0iqb4cj6m06nQ79ugc/WwSKenbEZQCsUQAtmA1Ae87lwYBq8un4wDeM75er2ICPo1tda5zHoNQzWHlSeRbMSP8UBCd4/a0GysAFiFxIhFEZLFWmtOGcUzvi/OQtznUkpaYzinOjTsqrVCEotoNzLBeLahFcifsLbXTRPMo3BJnEtwv2tXMfwW0S8Gp+1dy42cGHM14nA0ABI9BS7L0+HI+M8sE/grEfksnwtCeBx4qONNls+VdbgnKaWcpJZ5OUSmeQ6NEEEJrusuW9KF8XC73VIV/P/yK0NmUaqxQDxl9Dll1NG4QtAU8Mw3DYQ2/nI4ejTchhgEJZSGC8irYHFZo2XJeaAuMS3LtJJH2hors24kb8dYkOsxMlsJrEzY0GFDNm0RuQVnbkplLdq1yVVOacj5MI7o2C3TrZxHZDLbAS8ivGbQMDJQCIf/qj33dLqiT208JioN4rv8+PEDOxQ7gqhUFJ+UzaCMh4mHBM6xpRX6v5Enr3kiPJ6MpNA8T2gZb4tzIa4LP9GNUeYbbILg76yvdGqkq0ENJdC8RzIJ2RXiKBUJsHeHRlmFUIBCzgjOE/iAMoASpsygyLbSm4jTYD0Y4GjRS2AYVLn2IWTFyOfCmD/P88fHe60FzMzD4fDly9s4jj9//rzdrrXKMCyuEqvf9wU+E8fjQcv2amku9oPwILgNWeVi0rVMfYd5nufz6+l+v9/L/fLjmkTQz/18f0/rs8BRoulU3KHMM3kZ2gueKbHG92nJXN5V3A0+ZVaturFI5h4KHMQ9YzOutd913rUoxqsyx2hDGqAme2psWQJCjDOC33r0iYIRETGyHIZ9qDczp0AEZBsoo3kTzbLj3dRJlYZIadAL9yr9WHjgPcj62zDHIM5Bls5+eIUsmgWKqymnVOcyZ8kQsQWNOqc0pgy9vuXUUXrvmDKV+6RVDRZfrJSklDrP0zzRcAOoVEQ6sjYZm7RYKjfJqpX8UA7QBQYpDVpyQ5c02sZHd8uIcDB6ObpkNQKhmnOihJuLUT010qZaZFUf5Npp1Di6ajxeSDLRtBkjKUHivrE/1rZLUtOQx8Wc4zDklOFG2LJ1NtoVRXLf0fu3yzwfmnlLsWymMt2mG5YEElY93IC6um4NMIGGnq/WCzVUz9AR3gu6elDx//WLSyIK10g+/PjxAwzjWuvx+P94e7MuuZHrajQGADlW1kAWm5Jan/Vq//9f4wfLk1qtbrLGHAFExH3YwM5dB1nVbX/33l5eXhRZaZ+eSwAAIABJREFUlUMg4sQZ9lCXUqGiUK1hYqKcc9n5PuXSp9InD2fKPkU3SM5rQsmTAggcjeOn7FCqs+h35xkkwFV7BMpXxDSM+5+gfAMlNQRXBjEeIm2vTDsLPE1Gw6Dv+zLqbWij6g3ltXil2lIvGwUwQaFsNIJ/hTsb1HAV9UVkRhu1quJsPgshBB988Iu5q+rKO39qT6lPr9vXpo4ktyCO0YgMVld1U9dVg48xLGPw3vv21ObyphLWqkOr0H7MoZFMUOsC50Ivb72PdPRqhKNMC+/i0WDmiv9ms9nV1RXfpe/73CeIASAEgZ4EuM7ow5ZBmsW3wGyBFpHGPi7nnskNeXGGRE1YDZFprIWmotnUJtH4PBU1VQqD5ruGwWvYniq4bdD4Uxtl1JnjQWOB541wNKfc5ovrhFx1+fQ+0pijIcJEeCwU6EAqhu5pJDqGMhiQxhiddznngC0bzhsJtrTz2bxPfUrp8eGRqR7SfUxrwUdirWuuQs3cOMbXFMhIm6rNFW4TsJv49dfrNWoP5t9QDuTMgZQ2k4OaE8FOhw6XjNaUaWuaCfnUjMGg8liaEi/Gl0LUUhon/oDhEi5NHkMjfKVaD0R78j/TLOhPrUs5hNgdT0jhFs0spxxDyF2/f91WVeVSzjlXs5nPJRTnnK/qpu/76HwnBvFEcatwjmofEGOPR3M6HJu6Xi6XOeXSpypG7LHkCnygCAjEjaa5GXC5TJiPx+NyucQsF1MmjCWJPMc4h7cGyxJOCPiI27Z9enrabDbs9/G7EA9MS1ul1YDJ9unTp7qu2/a0WCxKjs65b9++ZZ/zqdTOgTUaQvCyQ1TpWsGZysPXTjdH+iSgIiYQYmAUXBh5kCQwqutlwaaeztLVnEx7CnxZnUippJYR6zKIPO4QVODo15OpTs/3N6L2itrXtv2UfGwGnYMxbtdh8k6QoWlpaG0wpa1rQcx14fri5lOdHC6cMQrjV1Aba71dFMVnSH1nwlIuKZdS+SpGl1IMEvqzr6oq+2BUMQxOjyU+wwevkBhjHbzOPHG1a5FsuPhKUDESo+/9mLHq1ovWfGaNodQtVD0xXSVDYjFyI2qJwRfknaSTaG1m6IWq1ojsPurzUpVb0zbT58h0ga+vCGaNC0N1FJtqYN8NbBX4kfmQDSLLgDNHn2t3sTT6yEXgTWHz2zKbRuxxt9sBal98ccFxbZEdIgwNOY0b2mYoAtn0wjDk4rhyaoSob/1W3SF+TJ/7vcM9f6HSU0E/oDR3ux2cZ0opVTWYhLK4JfSL4zKSsvjo+fPtiJvSvIEqUDpPYw9IP6FCJXmOyPhSO2OTKHCWSHwakx5mimNRVGlurTtf2VDKLjPpvgkFwy/GmqAJI0dWyuDCqNax+BnsGVgGqfoi+FQg4ynChAzq0+n0/Pzsvb+7uyuleBeCj9TlPx3bEMLp2JZSVss1+g5EOTJFG+cY1XKxYpPudGq99z77UkrX9YfD4eX1abPZkAvEQwFICK4nsIkIpmIYQSbEW4lkTnBypoLJ7CiJ19kZycOOOFlGPD6gjS0WC7wj0qbDbn91dYUiGSwaIOjwr/v9/tOnT9j2NOpEv+N0Or2+vtK3V/txON3Y/OyoItzp3U0ks3bZLNJhrOf3+z3wSCYhZoylfB/JV/hSCogy1jimY008GzvumjOxApzNZmP71BssK7+Xxrepiw95cdy0Ri9Noy5nKcq9XK1WeBfu/3M2VYZK760OZJdTqpoBbUTHS8S/vk+Hw3E2m83nCwzbdaSwXC4/ffrkvd/tdqvVig9R5V544vb7/WazMf1uhg7o0dOpGe5zrAyp5wEA5/39PYUxvnz5wo652nt8kAgx2TPaTtDw0P1m3E10xiAXt4OpKYmUGhXx0Bl5AFTRNEOHEDgUUCRmYmbuWZMr4osQg6YKFAiuOJtELpDU3fc9DNzQtcHHRoOGcj7zGBR3RmV/rNIUUUUgYkopvNWQNxJrRCpqs4/rwKpgv98Dv8rIiV/UaRvrGUQePiAkGGCagTSxXC45eqGqCh80Gk/YcgiYbI+yK/H9+/fr6+tS8rxeuFC17el0OpVQXO/7rsPmDKV2Mo4i+JyCpbB11b6nsR9jraG2Twof40TKGM4RrkKYMfkLirNlX0kzDVNnTsUyzKE26sHUnlAYp5aX+JnD4YAfq5jEG80iZgAsc3UIxk4G7xJaJzG31hyIKD5Sxpk047e0n8csirsT+RPlQTnYUU4a8jaSWXluVaVA8fdTcRFN/UtOMcYcInjMLg/FQFVVLucIt15BmKiqnqqPkiVpLsU6RC4j8Tk6eGSqqo5DxpTcqHqYPrSupOblWh4TSs615Z3HTWnA8Zw8GC0Z1uRTPhLnk6Y05eVBkxAlFqr4pxlPqXq4DriYOrM/ZzS4lDKKxB2BKcboS/AlUNjaubF57yJk/c2U24xQig8fex78FnaxXCztzKCMxBL6kMYYQxV89NQEo6LXOXNy5+eIhgKWwvTmLzpk6PNloaJM0Q9mgL/rv3JpWcobwXcg8cjLFW+As+g/yULQ0eZFzouQRgJslFJjgIeU97eOfcjdBxaRBAn1/mJ3ydibqo4/jjNYzVx/YptJN1JOLLWwmaywE2SgaOZZUOjfQKTGk95rI0ZH98OjdJ6LQGkvxFtItHNoD1VurAb5AAwvVEClRvbxeNxsrufz+enUEoVBtEldN0hKsIchwobQ9I9//GM2m93d3c1mc2K5EVXwmJpm1o8mN8ilcMEbfyByyXTdqH1H92fesrRmwcFRQy3FmWtjkUcJr28aqWhMYG8gWQfKFNtvu92yooYiJaYom80GUyNmzNzzpKNQiKhpmq47sTHBlI5lEu1DAbulE51e3Nq4UfItfkXlrBTreDgcdrvdgIl4SzVXhVgzDlWuuBaQyrww5Mwxtr9RdVLbEtZmUwNePjhVolJtVbWv0MtFW5OcV1AThR2cIUtxAcFNkw18nu12C2XFZjQ2QIaNQRmC0ub6Cv9E/PN2u/3b3/4G4i6LDWbeqjaEPfPTTz+pXLs2SRkZXl5emE784Q9/QH/h27dvZC7hXMBsGp1o1tjsqlM7h+2qKatWx2KE+DLcgZ4EapmyH3nd8Fnsdtvj8aDQHk08SPbDb2EYpXBNBu1h/tb3jFq87LRdYqaILL2IJmPxn1IC0R2viTcCgo7qKUqTmUpChCrCcoDCqlhwfMIpeg7fCAOxuqpAOcHjhuYtzjj0P/qS1caTLUteFggjmFMhKDFlWq/X+BiY7pKjCzwCikComiMc7fdDxwofg5Mh7ZCSlkY0n4kJ8/n89fX18fGxquLBHUuOfe5CleumdsWnMcnpus4LDYpVIsOsMt5RR2g2pYWJIgqBj6D4P1mXpFliuUinxCLgtsJTO51OeJpK7OJMW72dFZRr3MsZLbUjxgU0XDZy+Mk64ZSyUhMCbQMbBUujU2wc2/iXKlCjVAfFBSkzTa3wDJtZ+eXqjDd16FLFJINAI94XiBeFHXJgjQsSHFYGoGoWu867UuV+25ZZcD6Xoy/JFRer7FPjfV9KJmrUuZJSX0pOiW2SN61067uAvunIJwhj1UqoWCklo2SFqsHbDms9cgzGHH4s9nIGRgTiEENMyciavSvOlVL5kD0JUN7FUHJxKVc+9H0fqzqVN6WaYsaMCzyTOUJ5fS5N05SxBcWuVX9qAZzDY10sl9gAqFj6U3vumIJk0vUu4btkuH+XnPrSe+9LKJq5vimN+mTgZ0PKMmy8hEWsxuT1LLWXSym98x76EMWdvf7KW7/jqf3d8IeS/G8M5spHnDTvtNPpQyhvFGhzzrntEuxuBmvXWX08dsPYK/muHVBVlQ+p7U7+cP76VYWUggQkbkXVtXtvAmlsMEjOMdYg/1uApvaYxgfqB7GWnPPr6xbwDLx1255SAtcuQ04QqYn2ldAsNINuRnOS5rFFKe3As0mNFkRhlCKEOhvmp6pZquxE3VR93433WXU8tHTBGuhO1dn+K5dcNzUdb2azWYxwUvSNr0opXX+SveFC9E09Y/dE8SRK0dGsi2kufZyaZi4creidzynHWFV1xZAOQTb1cMcdBok26H0hVcWSgrJPGAw4/cgCr6+vWRNBNcH72HWt9/54PKxWKxA5OMlBkabdBNQM2+3r1dXV4bDHvx6PB9bJx+OB8MLVakVZQuTidV0H5yGKHZyf1Q2XqIrVYbc/HY5NVYOTVldVHatBLHE5CneFOla+7/uwGDpQKaWcB7ZwTqEOlfc+u1x88d73p1Syq2Lts48uhOiCKyH4MJvv9/v2eArOtzHmXHJXeK632+16vabcCEvK5+dn5xyU7sCMwq9ggAaAaykl554agE3T4PJBU7KqOCtOKaE88zk75TuxUFfUJQ7WyAWawZQvpRKCL8WZQhqpLeoTWlYACcZ2xuDjPISXPkY0pKtR6Lz0vZeuJRVTS859znhHnG7XdVm7hyoprsLoeCl2Gw39kj0UaplA5N37AX1a13XbdmPCN+TZJaeubbevrwR/qgscj56pfIiK2u1fudrYzM8vj7hhu67r+hPE8RGjEAMPh8Nf/vIXslXNvNHehjIF1akFOzsqM/vTTz/97W9/g0dfU1Ulp/6U6hjrUJ32h8qHqqq644m9jDYP6RPplz6PLNPZLOfS950Cz/xZocr3p2Nd15V30ZVcsiuubdur5eJ2c9X3vRP6gwFIxxivlsu///2ntm1dym13HCCjzkXnfXG56733y9l8SKx9AJA7FNefRsG/lL0P87rpui46H513KZeUfCnR+TLIaXlNWc+th1JKSWyZpZScz6dTyw64KVcw14K+CCtV9GsMvKht23Iq/dj8GlqWozh816eqqpIbU+ics8/e+zpElG9dOhuPYeerX1+MEelERs3cdehurNfryod53dQhVj5sVmtUhtH52831m53jCk0a8LIksbdtG4oLIczrATVQZvPKh9InpJoe4aI/W16ntlNloCSw7bOqaimzqq6qqrg+pz71fZ9an1LXHytXNyGUnPr25N/KZXFJVbSJWTqzHdThOFyI5Kw5VYeJnV+OiHCBql8FNfzJa4WqedM0OZeqiiGgVEspZe9Tzp3qshobOYKH2QvmZNIoXZvKS+syuqqyU1kpW91AKw0IkF1M5VApu51Jj0KtTEdZeasXjbMvmompKKpCEAkNVSqI4i7YLjI2mooGUWFP0QUpGHWGUNeuDq42EQfCdFzc4SwJkoHWGToB00BMJBiHWjrhVF+OqXLp1J+NK0M+nj4RLeCnso3anvTeBx+mAyVjxcvBAtvnuAJT3xGJxNYIloh9FJje4HOCbXI6nSCLT9ELHYkYoULOKxTMOS1UlC7FoTnQZTilF8E5OrI3LW3uk//F2Orilr7oMG7UdNingPgVRRrY1R6nWGczAyL9GJvIwVOa1sVPYlbDNGj+d7y73/wtgVpFytyh5/309MRzjXsRmYpWMgSrUJxaMzYUdUQOq2+1OnwqAgqpocFA6r9SJV8xe2Y31nUF/Tdi1d4ub/DBE7CA6MTTYXxKtegaxiPpzDhSjrjRZqT+oU4wdOlUgIFXHQfd2ughNwx4MEhpE8CJpbi6ukL5xxiI10eGCtXNGCOQxir9jK37/PyMaIAaBtULfmy329HyDl25/X5P00LCIMnQRiQZjPi6DiZLMUaXh2E4gJ28j7bbrYKpZrMZMGysCsZqsKnqgI9nWj8ppRhr5KxutIoMMcQKgpDOh7P8Y99nrPagSO4jryriYtA4r6rq5eUFywsfLXxHrBU+A+QEhdjp1JO371Mp2bmOhD1kDCGEqgpIPvB1IK6g/hNY4aqq+r7jzkHvkcGEUm8kcBIyRzYXHhnYhko7H/PgwQaAPQtAQxm4zLCUqQjxZurlqKhpxSUZmTdOa1ngGXkDgrVyzl3n2nZwJa6q2PcdcOAIMrPZ7NOnT/TIYqjEoFtHl0wKEY35jlgQHTRhz6NIwP/HB8Zdqcoc5n58r/tmYBdKXuV9h6z3eDwuF3PvHECVs9lsNlt0Y2Gg3tb6LihBzaNh4HorVZJCOKPid7sdb/nR/zNrnmZSpqZpfvjhB+hvGcdjjZPOucfHx6enJx7k5XK5Xq+ZOeAkUhaI14dOv5Vkq27mOpkkfBHDeRqM8cLiWFun+pwFYYCpYBmtvRGRsAFgzM1bjCqg+AC4lRCluZcUeUvYlCHv4JjTMoQ9GlKj8eGbplaArkol13Vd+qQ5OawjjPKq0a4j25OQBIxeR2iG4Cxy6k5dTj7EEeEcXCmlTyMU860bjdYdeH0aBwBuADwC3oiwdgRGVelT3CJhCFguoDEZIrDgnEKLpkaPVm8pBclA33ecOVE+YJpxMUvnXiW0TbU3VQVaZ9HYSNgwuAorbfTqzjYyQWw4GXkMY+pqpj0XtbCVIGukC002fJHgbuyDjYSmMhOoSKExTvnW6hJB2esR8Ia0aRzVKKQN3NacCPkwqpL0pyYqhqYiCrDkjtRpiVElNfQzBbubklgxAMSHmq6YPqapes/Z2+1tEajPWlNeJkZTF6/BaG4Mi+x0stUK2AkeDfIAZBgqp2HOAB+cAneNKIgCdKmWgQjIy/UsgyZbztgtTHk47/l6/79V6pjykp8fobZtT/v9HlbUSuRFpGiaGTAzCGS4GPDDpFsYLaXf/JwGxa7w4KkIzf+95oqea/T+MbdExMcFoLAHpVKwM61HTKsXY+nGd0Q2wDig2wbXBp02mc+xZUg4MdEvejHEGJ0rrLdPp1PfvSGolJIgDsfOosIs1RKX6gJvXFtyDiPmlt+aEnP8RigYuAFUGP3svjVKVqqREbYNsnDldWiCQl3Qp6enu7s7AGvxIgh62+0WZQzi6m63I1+UpR3LY0CbsM484DQRxt/w/yN5ol4OQI9uJOXD7+fp6YlRt67r79+/hxDgsIQ+LvFXkA3E58EMkF4Ihh202+18KJTpGyWg6Q+eDPJZtYVjHGCuhKjgeIYQ2lNXSq/DtP1+DxsobJ7T6QTUHCFD4IRAKRRpnLAVhueCU3M6HUvJMdbs67PxjKPEkEi/ZrUapy0HtyiSM6JOupEkg2WnCis+Of4Vq42yh3sYAKfD4QBtTLVFpSAZ0VC8qRHDsU/m8znaW7rg+/1Ba7+ck6G1UxUTr2xuXr3FIOQ7Sry6nHLbng6HfVVVIYbDsa9jjZbB/f29yuLT1hx5vyoAaZSj2pP6u+JnMPwke40W8yGEX375paoqsDQ1ahmkiUmZLuI1NBjWdX1/f//9+/e+7/e7fVMPlflf/vIXjv0JRDd+VHplHI9H1FQaqN8OHksp+R//+Mf3798RKtmUYd/KeNIq4xSOc1dXVyhKDS2Tqw3kYdM0379/h4DN9fU1/LvVmtJwdkziMcW2cKOazGG32/3jH/+gD55ma7AX5wYglA7RA0cSZmiIvYRks9Th9E9FwhVoQ1wSyVCMV/TRxYOgLCezCLzpbrfTR4wDwjASQjj1ndrHMdqAWziralpw4YvjrmEhamIIvywSGKpPExFKBw5ow6Tk+i67PhffleBKdKm419fXl5eX4NqcMlkYakVDKCIpcxRI471Z1zVoBUq7ZRBgQYSvw7D59PREOzt0N7DZ+Gg4AqnrqpSsBiFNU49Ld3DOc5bDGM4cAJuEpBKKCKqMs9lXxiMa8bOUUqEJSrUWpkSaDZsM2OiDm6pMw8pUqMOQqcxAf2ozbXhQZqYnViq1mUCy9lNXOo2MSqJT1t8YxWTcl3tfzrunOMyUk7oXsAxWTC2sHjX7VB0LFUTmTNKMVoxopLmudOm0IATqwJDXtUWk1r22nCsQgHKjEpQLPuScI4B0xXWiNMVzzo7aopmpvg4LPF1wpnfqnkTvSxUf12eqd8l7G9KEZvLQjCOcWeeLuJep1AoDgfv/4D99iKTRwyOhlDKbNarLqq6M1MnQBcE4AgHaCCqYEeUHXudq6XYR0vk/Hda9N9WUmynD7AhjHOhTkztBer1uBm3gcZ7G8MWhFnuZqtOLRjL2G7ciDgi6mHqxqacoMlTsLnbduA/HJmUXqzOBx5VgRK5DdOwQqbw49QnQQVehf5W20tE3xuPY5HprmouKZQx+gPeHSUOVi6j69YRvUGUO787nQqAm0h1W0Qxx+AM+A7gf+BYA/+Cj0nBWh3X418VigWkGiKn6UdmI5eyU7kaQtUQFUscKNQlJj2pzD5YL20nsyp9RMcn5UHRQ07ZtSh2JN6R+qY+29/50OlIId7vd4qxDSCOEMKgvjslH27aLxQJCmn3fLxYLLdf3+z3yb9UMxJ4cQZWDPTT2zOl0KiV73+I0AUCBovR0OowMGR9CVFka010uJSF9V49vCJDgkYUQnp6eIM3CeRqKwBACXZvx+iSBY5Yb43keSJgZ3ppqLtR7vLq6uru7kwPrS3kj8sG7csw0irZWNcF4fn7+29/+xlYsowReoe/7UsDN93oXt90plxRSaNu2CjUckOFySRCaSvDz7DCkMAvabreK59TZEY7YZrPpum6322HRSMC7v7+/urpSIQBNCcz3NUCYi2akTKkxOOras+IrGuVQ16OAKl0W9GZUTqNCJNThE5438/nsxx9/XK1W//Zv/2ZUQEMIOTvVCzGet94HlL4EESgHgd8XrLA//elPx+MRaGdk+avVCsM3uhGY/MQAKAxZwzTrGSfn8/kf//hH9Kl5++AgkCPHFgORHX/9618BggASW0cO2+32eDwihA4qGuONpgk223lYAYhLoXyCburz83Pf9zinmsOQ2E+nWdYnCqg5v2mfchnwoqWU5BI1JgBuN/UtFopVpSkKlANJ1rfyn5nV13Ud4rLMQupd252yC74Kszivnd9cba6urlw+5pR1JwAQrgg4/CuvQlWSx8Y2ExFt/aiAHxNX0vyYHFI4ULUwcOFjsDIy6kvfF6H4VpqXGroyl0gTaV6+XD2FfRGmjr3HG79S4BPzLU6Z0UZCa4T8Kzaep2Zi2sYwdZdyZKetJjPImv5PM/R7Y1QwmroaOU0dMLIdwpOs+rBsn3AENHK7SxFPtHPRnHOIQc2OKWim/Dod3xubQRX3N/YmpFeqOJsqCJtkXQva8fCrxrqj5bGpIdXiyUxljZYxMlfs5n7oXmMl3Zjv1lVVgxiGJihWz3vs7M65N1aVXA0VnHivtNPr6qIa0rReIghNGxZTd3IDYNAHYTwMptbk/9Mq7uPqiN8RLTTMJdT1RX3qeMhHkEMfQsTq1nWDUrmuK6w5LDxA4cROZFVrZD7pDVEKt8eFkfv/zdzyIlRV7M4P+OKa63DOQ3NS3e1YHN5SzIfY7yeshWgWjshMCNLWI4oN/BY7hUhGOcBXjAdCP3FoQ3PHu7ZtY4hdl2J0yFbPOuDpfJGwmCFIA5+KNY+R/QRflbbR8/mcah/IVpcj9xX/E0gVUgjG7L+omMp+v6/rmp1j9RFCaQQYLYZRJA+gDqEHcSllvV7TmJiJCIEuCuVQy+nlcgkw58vLCzGueCNUaBhhxRicSzkXIP2c88/Pj6jHU3KQCT0ejt65m+tr733fp7Y9pb5v6ppdahU5YMoF+y+WFldXV+p3N7AcS6ibCI0KwevWY/ETcKbGq9cTJZVzcC7SSyPGGgDU3W4XQgg+ks2PJcLEFfbT2nNp23a9XjNQYBuvVqvX11c+jvm84fgLpCCcfSifUcwMIw7IDHZd75yfzWavr69sBlMVYD6fO5cB0FBfEHBiU0pV1VDWCxLqNI0Y3ckwLvZ1Xa1WSzTFqQ6S84CbYj3A6mW0CYwQVco5f7m/h2LhwFEpzvugChxGFzoGN4UpDkifqjoeDhoWTOc658Sr03TWnHOrxTKECu2Yl5eXzWZDtQwNkgrENUEPBbwOtIkVp5xJ0zSvr6+YGABVizHI8/OzcS2eAqC0+tKsTK9R/jwgwaBwB+/8yHn++eef7+9/wG5R/o8WddwzFOcw1mRkS8LcHE/28+fP6BEjfqIUgQWiCtBPhaBRZ0KyhZMJ1Wth4+Z0Ov344483Nzc43RTSQFZgYEHqoGiUw41pjQ4YGMeANAaZWeUiVQ2O6RyO55cvX/AiGLtxA2Ncudls2LFSiUvmk/TFpvzYfr9HXwCly2KxWK/Xejfx2ZFG+/z8fHt7ixd5r8Ixl77aMJo9pv0Fo6DB/ErbDfpq+jOsXrqu82EeXO1KLC670GVfQo6181++fPn06VPuD+4tAouCyarhRPkcfn3VYzeNBr25zLBaUWCqNqKQOjFXcKVkdb6dtGCCCovo0qk7gDanjE8MGUlEIxKvC38FyMBUqpSqVnWqhaimmWhXaP9JRXuYYatRo3pi8O2Uc6kz1um8hYdE2wDGS4ruCyyOyV80YUILP5rEkzMNdPK4vlUuhWr5EdlYKVWMLg+qHsqI4x9IpUCHmMtlyqpp4NDxHf8nZwvTgbva/Sk+DRmGcUHIOY0A9GiMIPWOmUrA4wMIkG/o7tcxYoygRXUpOQQPktUATvMeQVmDo3qbcJty86idBjV1mJ0A+aMEUZ5S9LGgCUawrnn6Grm0eFYShXFFnxL2Lk6539PJNEy/qVcB32u/3z89PWnzaQQHnkMS0EEGYcWRDrL5MZMu8I0FLpzlbc4Z0gIGmyoy2f6Dqsz0X36TqWisPkyljUd8PB4fHh4gyIHnyzu+67rHx0fyVyklrwGRkyXsRiTTKJgJNUQkRR8XRQhjHSCvetEyIrF9o35BfBdzabGViJC9Wq6Wi3I6nRaLpUpuDiHen3nLsIqhJiHHUNwG8/n86ekphACKpncBR+z+/h4wNo7XUNwyTQds8ubmRgcLcDgAKgxwyqZpttvt7e3tdrtVNjkES5xzNzc3DAIppbu7uxDCy8sLvhcd3rAhUQ+ogBveHQ4BeAQ699D7Bd8CFBFA17bbLZTfUkqlVMGHGKN3rqmb2WyW+j71ffAhO7hB+BhCVTVg3RyPx2/fvrWnFvqE2C0oorAl8D+5RWF3H+CdAAAgAElEQVT8gPKjrmuUYYxXObnZvN5ut+AZQiR9uZyPmJ9sgirjyWq1jLHq+zTexwV5J3BWT0/P5AUgyVP5EGiBIA5jYSHJCLEWKvIhi0X9xVIQvRsgD1kCYc2RWV5dXXnvQ4h9P0iwLBYLZsDH4/Hz589XV1ddd2J3XNl3wPiF0ELQD28BfCkqz5TSfD5rmhoZ+Wq1xJSSgJdpj9hg8PC3vD44fB6ywxCnDHP2vKuqciWxelQnWPzwZrNRXyxlcY+Az6KdZR728ZAO4+jHx0dkVNz2BlCtWgBG2VsBI8hEicJCcQsyOVRqiWto6nq1WKqJ1DRiay5LUpZ6D5BDwQ+zWa0fHh4gyUM1mt1u98MPPyCyIRrgBFFZlHpXmkyqpKqygqG0hJv6xx9/5EiTc5KUsn4vjsLGUD8QyVQqQlFFjMmU+dlsNgBuMLYjFKhCrE7wVEtcU23llZFJqCkWyb2UIeBcF2/ddd23b982mw1agdwPV1dXFEHlKcMLYoqOriL+kpbIKmiEPyBIzudz/ArWlnUUSUzcjTjpOLCG+qR4dXY2OQ/U1VCoiy6OdkxU8FaVIHis9CbVwaaobORY+S4lF733PqexY1hKGRtkyBDYlESPiX4VfNDMo9jfHDdewroRBkUQNVeGi2Bc0TlkwicRbdiz+CeXgo4U3kfeNev1mj1l2uoYHXvjKKNrhe8C8jwwuvoIKq28zbE321r9r2kKxAtpGPWMA1N1QscsSJS11MX1XFgr49ak1EpO1SIQOQG1sIxRkhkTs/jGeIrhD01Q3PoqUZAhCBdCcCG4gKZ4M3MxRpdjLkktd3Tcr5zji0jL6WTJmI/pInDpGNSU/s52r3FQMKKxF5Hlxi9B2gPDhKfve9DNU8reO/VI0aavGaJi8fkFYQTMexoqbW+hekVJIDpaMUmA0uKNYQPeHQLlbDabsKWtBAOINSt/UZLEVOYX3Q4+cMyb4mQ0G4CsBYQW8YhpTpVzjjFgzMUApMUh8JmobJUj+t5/xodDN49y2T+YXk7NcCfKodNJpsKfSJT1Oefv37+DHEUb1otUySD/aX+aVW5d17jRj8fjer1eLBZs3KK1iRN0OBxAfCJ3S+UosUNWqxWycILiDHWZq6RQEOY96O+gFt1sNuNpdbkktQtTO2leKkMTajgX6AiW4+G4XCz3+/18NoPiH55Vzhn5Or4pxno0zMFUjQgWykQRf0Lmm0ZFgvdALCGXDLxZIscgnY+tS+017/3LywsIFaoYlHO+ubmpqurr1x9iFRRZl3N+eXk5tQdw9/ve5dJ3/amUUtXBh9LMqr7vuv50ag8xejqMY+kQWMjkRCQX+fUd8h6225AN7HY7drg5AqUMgKqu6cCk7/s6RwXGoO5S5qRxv1XVcgAjd7td32eGqVLKrJlttzsVW6efGB4KmMx4L2xIKJQgz+A2/uWXX7qua5rq8+fPtGxyrjhX1EcEnz/nfH19jb03n89//fUbmvqQqVgsFnjc7NJWVUW1QHYl0Feaz5coyDFaZOsEplWzWQN/S14KNrZM9K7OrTRh1BMR/fLyIrO1CKjNGE5R5oURhBwrf5Zv4QoX8aFWEM0U1qhZqTFSyzk7Fzjd4qxebTa0Kz/FQRjxAr3BeXCoIWSsm56enh6+fZ9C36eYTGPkrYm4+WCsde/ubtHpGjtHBZ4Kan2kl4Ux8r0IwxEjysx4i32FKCSDDud9cS6n1PV9UXUcvg4CsvqGA96PMwJQN8WZ0ZHRcgLHHD30qdCLQRgapXQV2mG/Az+Pd0d7Ua9UDiG/ffv2888///M///N6vUYfxJgNGotalijcnzp7BFYFHXB1dkUnxQgxqLgXzQwQxJB1GG1FHdkpv5RfWRUNp5x/3bRTTUcdY/CHOQ4hWnAYh1ZV3+acXe6yj75gQp5yyiml1LenNErggFK+XC7RGqOWOzrjGIbTK2I2m9FYj30B3ML0XEV3gINTHUpxAYluVdbiiK3okDazsaL7NsZYytDqQrDlLEdPhClhVDSuqirw0hmaoFWGjttsNnt+fh5mm2pNY4xlOHObqpsYwpKm+Ewa8JnIsmA/wNyFGpXMYJAsMvMJ2ddXZXOClMyEgaGB/Ujs8sPhwMwGr0ktkPO1wRUuLsEIeHQQNjhAFf7mDMrkjlM1FI0p5nowY3EFvhrjWmRU5jMoW8/Aa5UcOH1xSIpp/kq5JAqZGBc1QwGikT2+ApqR/ElVcyXABoeNIZudPGAJ1OBIR95Memhfw11hnKmNTIuZwk99oqY89emrfeAn/pugTa3kkV8id0H6iOEAwtDYgzwbXmlnGtsV2cB7n2r6pXTZjTDplOPxm9/Li4/EFEZr1m3M7IdHfzgcnp6eqY3ZddbWifUPyWbGTcvUexCgx7km1oCijmQrkbau2Y92o7GT8feYASIQ03WXisw8etfX13RTwCnA2WH5Xdwb5XceBGbSby7ClGn2kFLabR/HNNRVMdbNDI+IXHZiI3FrgrpN0COVo3FSSEMno0Cd4jgbRJmqImOoADmQwSWH1sN6vVaWPzbzw8MDiDEAg51OpxC87x2/NSHKiBgYX3A2ixSkbVvc0IMSzyhxZpwz+QTxfNndx+SNfAwsFHuRSo4HlOP5+RmISs7JyXd/fn5+eR2Asm3b3t3dNU2z32/H5K/u+z6lLAyIN20OikM4142yjVVVVXXV9H1KuRslSRw6FHiIeOvVanV9ff3t2zcw93a7HdlfqC642/FbAKDyM+TsHh6eSim3t7dd15Xiq6pxzvV9appqu91RKU6jEBCYODhXV1ddl/BJAMuv69nd3Wfs/OfnZ2B30RTHmtM1C9mpgVOeLUnGS81IQE+R/BBn+vnnn8/FQ3a4/A0Q48yzcm9o7XrkP336FKto6G1vuSH5Y8w5edGllOfnZ3geGpN0Y+9kvpRmyYpW0A4auVU4gDizh8Ph13/8ogFQ20aUQlWjXW31Guq+mpHCzIM5a9/38/ny4eHh9fVVWUymU6zNDoPKNvoozgHe7OjSTm2IKYJG/XtMT5zJJAI1WkuonRD08K+r1YpzZqZMKrys1hqakU/1IQ3QzGS/yp2Gdo5SA3AoUG+QcM7KTTlNpgUwm83+/ve/bzabz58/m2qc84z9fs9xJatWnGKd2SKeg4HFz6zCJ7pXWVGoYTLTJyQnKCooEoPMH5NJWp8bQ5HptiQOhfqTHNWyYky9r6tZ23Xepe12l9vi+/TLP3759ddfg+uaugaWgV6OnADp9Oz29vbl5QWJFspCLUo5IwXsFlsdQBLgYNHS0p4vJaYUC0ZwzejDdB5EExbHVHaxWPHSROeO0obcmUabDYuGG/Pu7u7x8XGMsYFmkriLETcGYiflXHV8pN16dVxgdxwfRUH85L5TGovyNSpvqC6xhJwx+pgcXWGpPAOKdDfYOWUOGC1QLS8pB8euJDG7lHsuJTuXs0ulpJICrSdzzqe2q0voS68wEm2coBnAwdR7ExUdTGuyojKp+spTrjCptNTrMwI5Om1T7IHeaqQ/DaCpPvV91/eJ3JKmbki9izFCx1avMb25YfCK1A2DJkr8jcHUqwEIIZocwxKkpB4gfPT4vqyiOVq8iIA1dh1ahytO2izIdED3P5IeuShEOZ0TYgxCVQ81tKBnLsO0c4V8A6qJUFrGoPbfKzK1VcwqnU9Bc6OPvRMuGnJM/+miQwO7gMfjESxzQIjH0XrkF5xSR1TT0jQ+eUZoxr3dblUZhQQ/DkDU8ENbjHw7IxPH7oaqaY0iHAkwOVrobrfb5XIJEUhUemrLgbt2mjfwg5VSXC6KuceBwg/c3Nx0fXLO89ow40Tm6+zZoaalK7eakVDxhVgM7cfTGYlOCXhxQMigePn582fIReB3cd/TOwhwUIBO67p2ruRyVurHYOp4PF5fXxNFSS0NWniflaxnMy/0AwAxCMoAfQh/ZihG4YG6iL5/bNCe7e9SAhwAIy9cBNp0QzZT1QGQaUA3Ub5y1qdiSNxIZOjhMS2Xy6oaNBJQi5bsqqo67Q/4Syw1WI4558fHRyqXYHnpRoNQqUy8pmngQSfZJzZeQCjGB0Z+xq4EJFKfn59zzr/88gtEkrG1ULAB44oPAFE+PPH1eq2mw0SaQTtKEwmkMkYLdyrYpsQnIx/Cn8GiDZdIStGHfI4DDnNusJGdc/3b0MdUdcg445tUXku+t6Xm8H+YE5bCwWCPg3N9ff3DDz+opcrFRuHF/tcUwqOdIMjAMuGj7j/+QDVLvdy1mzm1W5iy8Y2//OiK0TEkAgBv9OoMA5D73LCYdA42vlGGCjGWa7/fI2fQEt1MCM0tprU6LVKZT2rfltS119dX0JW1xcYJP19ZKdwquGrYDUZQUBndvEQYf4CwoDJKjPHh4YFqEUYz8yKeCM6lr6+vZvOg6/Hy8sLyCWU5gWxsmnM1UADoBBthn2jwi/1TxIGmrhEZAN2p67pi12w222w2AEASWIdMhvRmbjDd8IRNctnRhURJjAe9e30pKTT1ou2OPqa+pO7Uz0Jcr9er1Sr3h5Lz6+urWsgiJrOsBbgdPVN8POq+KK4QnVwUzJw64IoBPxzZKXcOD+PxeESTC1/56ekJnx+9PHCP6zqU4mczMMLSanVF514sKbAhGKWolAv1M6mRiY+63W4fHh7Q9cNv4bu3bfvTTz9pJrBarc4mm0ruMoRCWk9wvKa0N53PsP2MpeTNbZo6AozMagw/Vdo0AUsF/afnnxGH81+tEHgCiX5WmSa6W47TwuxccEGJ0242myVYdcswTfES2pzTZp4pPFQJ5qKqr6JYkZogX2RbWsHZioR+q7f5JtrKyS8qKoitgwxv8PoLsVkMClScaA/ztL53/o1+iTGp3263HELiyTJrJ1JZMejMBpAyqjl127ZUiOKkG2kfbRKmRC+j8qoRma4y3CoXNY6MgvMlgKLFcP6m6Ag3DLt6SIbYeoEYHbuhiB2EzQA9TMjcYrGgJOCUIH5RloajG8ohqgiqzn4/QJ9eHNApXPPimpj05Xg87na70co5H48nwXJ441RuHIT00mJrQM8OQU0Kd8G2fH19RWi6ublhUDZmd4Qcs6RBTw4yhgr0ZdN3sVggWCNvxlx6sVjUdXM47HkWSikwgufIlHobQB4yyxzGqsWVUnB7cX6YUoImWwgxVjXGdBSYUbsnlb8DEZEefdQ/xOnGb6GLT8MDwD9wQxAUiiIBd94o1n/ClVxKeXx8xJrD0/n5+Rl9ayiY7/f7QcDDYRBUU6mC03tciriu9IRCcW633X779u3zp0/z2RzkE6wMym9McUdn+Yh+EHh3qBUxf0OQp043ypthkLjfo+DBOAtpgWaE3vuSD213JPoAd21dR1Q1yKJY9ZkWOOFhbdt2Xarr+vb2dmwq+5LdbD4QbvG+mOxp6klOIyQ66duGATUgr3VdpzTsWJnmlRhn6/UmpbTd7mM8ee8PhxOwoCmlqhpmnnT9UsvZuq6dGxwmgEDGXoqx7rrudNrH6He7HfuMIYSHh4fdbrfZbI7HYymN924+n9/d3eFBHw4HooJx9rTvpp5XU84ItbXGa8VHNxYSPvgwXkyuxEC7qrH8cwjjbkATpNSnXt/aSO1Bico777wrpbji+pycd96FlHLfJefPlF2QZo1n3RQhYnTXlF5h9Cd4m2MPYJc+PT1hhHg6nmiSbkw7zd1n0KHT9p/yo9g7ht+Xdvnp9adSdlqo0NDZQIq0bMPbQiaA+BEKA7LS0A9z0eGWP4meGip/RDNEQiwX6x8kUYp4VL8QFXfhnaKIEi37tUyaeq7QMvHl5UVHFFRghhUEYib9EjVf1esYb0RNF8ZJvguZewhQLDw4sWBbHMnP4+Pjbre7v78HJQR/j5kVy3izwsMsLufe++/fv6N2wkCSigBd3yPxWywW7HzhTgRC8gP1NV7TvBFgeNg0zd3dHdD+LlfexeIWfT7OlvPTrp2FeP/l/vb2tm/r7euW9rPIObnsqHO4yKi0advDpAj5AB794GU6aptBAOnz58+o3w6HA7jT379/p5Ru3/ePj48hhH/5l385nU5oaG63275Pi8Xy6mpogL68vLy+MkrgQxaUtbi/tPNObA6H87e3tyyjNpvNZrPZbrcUBybOnw5J6u9y9sDlAOGiWBMRmLgy0Znjw6ZgBiEfSIyAtmIByZ4Q+qBkrKol6zThNp9Hm/dmVsPSCK+vpFhTl3IGYoSnzvw9X1wudcl18dm7UgVXh+hDdCHHmLzPXTYgN3YFtE9g4ojKmaq/J6sdDpFVbIY9AzaM2X0hOOeijCRvAkrN4i5o25MOaUe8dVVKni/m5I0MWvA5wdk2hBDDQAh5fX0FkgqRQm8pdH8J36VJLtLZlNLxeCCRkr+rat0pQTc1v7w8s82Dy2C5XDP9wmZTdjsu9RiRXTluWrS9MWFHkoelptECk37NLcbebRHUK98IDVSlsbkp6EKUD1KM8fn5GQQ8iI7EGFPy2+3rarXa73esb3HE0MBlHr9YLDabDRCwhuPKe0t1gIi6QZLNOhmvhhkL28CEKxPWz8k8Nbj0MGJlxrdzxndRjcjxZAd/sLYF6gxBcGwJ9dK6HrQWqLDCBeHI2hRm2qnhTtYAgjGOUvMxykAPjCFFGz1kV8PvaLlcotxCsCaMPvhCX6Omjs9PD8qoOR52pZS6CsfDruSeK4PDfnV1tX15xUdC1YQQhE9LSUN28jC4g2za9+/fgURoT0fcZFfrZc759fU19e2sWZ6Oe1dKe+qapvEuu5K8y9ebawoPzGf1bDa7vr4upZTSlFK2qbu5voK6PW6g9nRYLuYl900dc/IoDusqxFC1pxKCL7nvu5PL/fb1eTabuVLF4EIIOXV1Feoq5NSlvq2r0Pd9DG61nI/9xMo7H5xfLJdd1326vTstT8H5Olbt8ZT7RAr7cG/l4ourq7qUst/tY4ikmOMoYeIxn8+32y3b8FCcx9YlWoFZLDRCcPAHz6iRBQfeJkGeindtuyP5PIB3llI2m03f51K8c2G73b+8bEmGBE4V/RrnSgh+vJXalLq6HqYi0E9PqSBDenp6urq6IjJzPp8DR4csCgHheDzihh1l5WLbHr9/f0U/GAoZzJibpgnOY/xI1bHFYnHIKfoql+ydD77sd6+H/XY0UfTBh9SXugrBF+eSK1176h8fjrj6U0qfPn3yLgWfnavo04CSmMXt4XA4HY8xRJd97p+w8nVd17EZ+s1VXVyigIfJd98IsBUXvC+l1CGWPoXiYnbFueyK8xDEdD74XIrzzseQXfHB++JKcYEG9wggEFQLsWoqo7ylA3wT9Jgv4vJq2zZ3fdfMUkqVD6kdwMy8zacag4qWd86FOmhtg3sjeFcFzxdxzs0W88q70nfzunp9eqyqKrpyOu4xQnbOIT/0Pox6D8nMoHLOIVT4HqAvhhBTyiLB7XJGbgBqnDsejz/++CNERNv2mFIKYR6jH5trcVp0MbdOqRsb9NF75/0gu43kC25P2se5vr6mXprxBFb2mkqDqAP4ZrOBuDTKIQDzWPLN5/OXlxc0m9TWWNElFzE4U/qDYlWMLIcRyUBmghOBE5pzRmABfxXh1LCTVJ6QJnhIWmA4jr369PQETSzvPWS0bm9vU+qPp2PbdiGE40gxwB2N383bvNvtUCqAmQyq9vPzM6qXYYwxcmjRwUSrDlh6XsrMKtlBw4L88Y9/hDPhf/3Xf9FE5CIY1Zhvv7VVdBjwXl9fj8ctPHx7zsmn3O2PL59/+LJq1rXzqS91PXt9/v7t2zd0G2G1AoVJ2vqhWQnSPi79vu/BjZzP51BhhcAYie739/cppa9fv1ZV9f37dywIVK9eX19RJQLYicEpDj4ebinl06dPVCrpuvZ0is6VxWJxf/8ZDdDT6QSSo8m+cAGRwYTni29hRODiKH94PB5hWssqkc1E9NNzzl+/fn3TIFeqkvYP0Eck+IRFHQE2CsKmPQ6Ge9NBML2zDRPaoAoVcDidI+toXpsfmmGTaarJnHLitcmkRrHOuew7l6voYwjBlVDeQiBUX/T3aFQYEpTRydCBmNoD0gZR2/CE7V60emMprjb0yF+pR0oSrQZNFOfqBakXEqZPqm3FdSM+k59qdA0uSj1CQYW4gwRrqjWqDBOktjSbQl5rwJkqicsZC97dcIU5WEemTjV5bTUZzhtz/amUi254uSfeCEswa0Eqtt/v+74D/BqQQtUKw9/f3Nw8Pz8jEyIlEq0msIA4wZty6Dlvn/6ZTwrRCuUlBly4HbEguE6en58p+YPajDLEhmEy7RlzVG4UinFSHh8f6X9tCMDGbQW3IOIdm0cXATOqqUDwHuI4EnQaGVF3hHAjDvQUTEL4BNoHUJIEFPn6+hrTsz/96U+Pj4+r1WrWVIh1VOonYI8K6Wj64AKgzjgahJpBYhpDiU5seyTlMHpi0sNoDlEEfE5sGOiqGallkglJVABOEiMXMXY7oaFInE8p5eHhgQMH/DoWGXR2TJWJJEStReF+ihAsl8uXl5fPnz/j2uYTJPK/67qHh4fr62tsb9wduDio5MHne3t7S7gsSiAibAlpIzhQDzWpmMi98MHY/kspzRaL9Xq92WyQKMQYX15e0JIgcQLHlla2SMWoMUMpIEo946ZDDU/ZRpy12WyGGSCiYkpptzuQmoU9w3kOqZscmKAlhPlnCOF4PNR1dX9/P5/PEUMoLjfIX6VBXI6R//HxsR5RWLN5s9sNmC76jyNIUo6PUgR6p+ABNbOKQwYEH24hGIp8/fHrfr//9ddfodTCye319fVisQixMuCdi4pl3rngPOkhw4gvU8fFeedcLk6rRLTNJaHXhLKua1edZVd47xC1pGgdI7kx4IpDxFAX/UrC5xgkVU3qUglRpmM3NU9iYoC/xPkikHtKCjAgWMVEKCLdgEL1Z3AZ4R3//d//HVeAwVK9hz51b/VyVLxkmhoRt9K27b/+678ul8uvX7/i9BlXrSmI0TTWFTeE7cG5NFYPInBKGZgiJKci2O/JrU0InG/WnAkMLiD1GVdYqcrAGGwqR9lMAJD4QQOZypBIBRF4Z7MZ5kLYsWQQMHiWUq6vr6mo2bbtL7/8gqbSly9f7u/vadRufL9QhCOLxvZTvozKqyIJROv//v4e9p5guGnCycXnRcP/jyeFdwGw4vr6uuu67W6fUum7sr5ara5mNcQkt7tv3749Pj6ejkeEaERaHTjhs93e3sK4AtOR9XoN+U34soxMY8e8Eeq7p9Pp559/5rAkhPDzzz9fXV398MMPQKojTyM28vb2drfb/fd///eXL1/+/Oc/8+pH+oevY1CTjDxQSkMnkfxbdpwHIEkp+BngTXBxbLdb4FFpsoqch+47GPM656r3YPFK9KLaNWfBJFHouEml8FUfRTnuSv4xQGqVXtC0RmWUjaTkRfN0CnPjUjeVJDecDgqU1zdEq1C8c33qS+qc98WdcadZQgNbboq+cBN9MBMKDbjCiFaZ7Jy/jtuXhArODKdximtIKVSVNjEw96ZpVqsVY4QurEJQaNOMzYQdyQwSiZSx26IHI3oe3AOgLWn3jl0N5c4CL4rajJ0SQxGm2S6ldNjSwJBEeVbwBVJYLPIeeox6afoq3RFxRNmhKic91sOJlw0hwYSU9P2gS/T6+kqkGS9RBBeAAcakMO/3+8VicXNzw+hM+hweJcIHHyvDJZ6O8phJ/2XBT3QNPhVSOnwA9ETx8yxcsRR4EMhrWQcq349JtvY1ofCLPUAJXLwg1X0Up1TX9Wq1QndJvUGnxo9TABLTUGwA4txUooPdEAL0eevwIxEuyLIf189isUDG3zTN6TRoONFwFlkyDgWG2ACxMC6pg5zhvwGIiGXn+AjLhftpt9vhaqFONPoUIE1hs+lcWnXAUK/iNcm8V9Sfcg7FHrqQwIb1xNBM2z3L5RIexKQgwpAGHQTC85AB4+GyzKbMJgeYaCFj8kYDHlaSEFTAwhp4G+Zm+Dw0hFB6A4IhW9GcrMJaioUZGr3Um0GkoqvBzc0NHgQa84zVAEwi30IZw1SPl0tKPXxKqJ5CIAPmb1dX15wnY1CJaPD6+rrZbP7whz8wx+I5ghh627YprSHphqsZW3S1WtEC2Be3XC5JgsL2w2i9bdvDYT9fzJD24S1eXl7QYsDnxHlXWQWGjqZpYtU8Pz+DO0STLqzPn//8Z1fKzc0Nb2GcazaPFotF15+mIo0X+ORlMPg8cxDeaGz6KbVJjblUzZLCgym8UUPVXOUi5pASskO/o6oASkK+8fe//51uHFVVobQAQN2wUcYPZus0fTt+TvXemCpqTgsVg/oz/uPkKBq2Nh4HtXYx7sYWgqAfvTSmwiTvyVRyr0692vUre+8fHh6apkGGrcnDB0WysbeluTYbZ+ybo6FA2I7R1v499j8X7eNMkaw/zIuAgmc0myGUkXJTvAJ2ux1Vi3BzUTbi+fkZx5ABHPn9er0GnivEgBxMW/zUEE4pVbFGCoR+wdPTExuRWOf1es2BIQI1AoLOgZSvaCj6CBRjR3vwgaAtpGYRnFhqskeJ47u7O+XQHg6H/WE7a5bIwbrUPz4+xlyV9iw8xtSUmPxBuGV8X3QwcYWxBYaPAbAlAwLiPx1cMKnCMsJXtuu6//zP/0RT8nQ6IVlCSEfygxmaSjBwQoZ8g8gmckaMlQuHZ9T/R5sA5T2uOawPmJ9EqyFxGhZtv1+tVmB1eu8rLUhId9HZGtdRUew8ity+FDnUokWtyfkf9rcipliHmBPF/oe65GkLxEyByM3VdzSTh4uWNcZvwHtfWO2UFKs3KqMpJecutKkMynQ6JjUYToPrMD4tGg054kfKRT107QqYOhnnh1ZXxpkR+wnNS012ka1qz4/dU8LliadHqkHdeZb3zM6Z/uKkISk5nU6Yy6mJijIMmYOiQ6PI0vT2P4ISmXDQJI1HhTMcZh44w2hXK9SWJQfyJ06l+JEI9fh2UaoAACAASURBVCaolZrmzrmqChQYRFgnSso5l1I+Hg8sZVmJ8dJFdohYiVR4s9nc3NxwbfvxPyYZVO9FUEOgpHgszj++L0lc7Bab5oJaczLQUIhitVoBzIYpEBIO5HOImFH+I/EVEAgo3eMxAULAOhwRGfuNdGE8F92QLN3xgIyIHEM5ntThcNjvdrP5HGuF0QSeJv7MKwS5LLMWzpxZIuKAXF1d4d0BdEFwn8/nh8MBUskMzdiubEYgIVZ8PFv7xODxvlTTSIpkMi8hKRf7FrsIiBE8ROxk1Daq6kSIP34e2wMbj90fXE7GNgDZ0o8//oivwNEcfXQAL0GR+e3bN+QEvI307MPRAUEADD36f+IcsdpUsorpbWMshvLAiAYx86bmIXMjPAikTdRPJtwLj5t5ITYP0P6kXFILlM7mlPAxdk+YISBekXhJC7XxizjUt8jGVPnWe1/XDSwiF4t5Kbnv+8ViHoK/vt40TXM47ImJYISHf/p6vQImHB2lxWKBC36EXwYl/TIyc3wKL7L9YUgxERJXq9XNzQ2yT/ylxiuaVWDkHmKCtieVGAEZOhwONzc3L8/P//Ef/0EzhtEg/vxfcRUvekOqfzPb8e5iQ1OBM+YWNlm78TLV0ssMkYZON/Rrgiu5eAfen0fDqeQCSiDuMpYT9BtYr9f/9E//FGP861//iizwUkWUTPFjEDpMkVer1efPn9EvY0fS0Pymwjb6lU0pov1KcwVvNpsvX77gOLy8vGDDc8eOz+hNRW2ub3omaWYyLYpY0AL/BkshgOgUxGGU+s00guMHlahRopeI11+AjBmRtg/0cj6QYTMOWKWUl5cXKAzjaCOAwFkR3FRCAEgp6vv+eDz0fZ9S70PADzSzxpXSp/7u0916tUaRQCtjnL79fr/dbq+vNzh06sGo4nx96RXShZdCS4u+xFNLblVGYJuSKYeKQZDPhUcAXVDdfkbAghk+Fof/k60B8OJ++OGHuvnD6dh3p1zVsS4uNvWyXpe2vb6+Xi6XdUzBv/EtY07FPuDr6ysYd+TtE4tHm2slTLI4pzweJmZon+H6RnYBQD7dHXFN00nPNPvI/4Rdk+LAmXsrJ4X+N5TlQ2QmWYxmjAjUQz1fVWjPaeu8mjr86EBfu0FYOJKnEc2VrGkkYo1QLIG8JAwYv7Up8Ya4LMP8UeFNbQQiCdABOkpKTgwuCmxcDCXDW0QXXeVDSGN3Kg0Z8Dz3JzOTNIWc8VXUFzeixkYja3qTGaMIdtOnMpLEVrEwMA1CNJ6Vq6q8T9ICKdCnpxT/hKQNuQ6I/shlKanKikJfB7Ebj4ANey4OWuYoiiggiSEAkn705zRqkIGN8oaWyjxUlP5DexuJPr2YqbnM2RTGNRjHEzKHZJ2jeYxcGL7VwqFpZqgDcRkD+sJZN5aQ9QP5qDSZYIB4fX0FOA1wIKwwFbG0SCOOQg3QTI+HkuvEYgH7gQQFIxfq9eH1YcOtQghsKVFMAsvFuKn5FrJk1B5wLcMrayVJ7DEYFFhkJKYDUaoUrCRSbePspFNu5SIiYs7mc1aqVDjUWElwJuoBamyoxFFKab6AIEgz7IRmDZzn7d31MBQK0aAPmPEbKxeeTeTouKox0GAoYP8SA0CIQ+Lzv7y8/PnPf8Y1E2O8v7+ny7mKAajWLrV2sO3hFEedYbYJFN6s9rJ4agzR8LbGmG6/30NNm3YLeC4Ab2vDBd8XxBucGjDHqBUGLaLZbAYSCKfr6gPLiX2M8fr62txQCA7EGmA/U7AUL4JGvpILUKauVivQ5QkAxhVGmAB5DiwOIWYDHDXlqqkIRU2dqd6G/oEjVrJbx3jiqire3d2OdsDDSYde6+PjY0oJyitEcr6+vlxfXzdN7f3gOw9qPmIpRMCHsVXXc7PxwEIczzmXS1qtl/w8DG7U1qY6K4fwarOxahazupnVTfQDLNYXF33w3j89PKIjThgqtpMOlMzwRKci3MzOOXDz9HCh9Co5qyiaG10sBtOjt/ejffGJhOOb3MC54Lx3oYTinAvOl1yiD/iHqkTKCRrFFLX55RoaURaaJrN/qtwzo8vStu2vv/6K0TdWTyefU+WtDzRLNWEz1SB9OB8eHmi6zU7929cv3pcQPEwLwQb0PuDvWQ3ymjP1krE0+Pr1a9M0P/3008vLC7JYrRs/sCbSyo03Ebt4LE6I1Z8qaV9EZhrSzQdgzvdMmKD4ha4Q4yqdb1AtIA2j2udisbjarLngZGuz7El9Vto8KbiIojknyKsgFGMwpb4Irnj16QZCAVaZ6l+tqFEdqjOtUlsao5LIES5X26DtjPkb3oVCvqpIjK+MbvJisahijuumT10qceHdqlmn4+n29ubu7q70c9hyqtqNgjbZcKSxHhtwSB1RTbEjb9SAWLPxs4F9oAkJMivkjZwBMDPEUbroNaWDHH4enhESy5GjsmmoMzkkcuocznxSMZIV080p7EEDgaSzzbRLpCBGRVgBrYthBbBhBpWhsG+TM/H0svZjmss6VWWRpkBnI4PJlAsF51mU+a079nkcV3L0lSsu51wI/IDd7NsxggIJ1AFGC5LpNcbc2tgSGjr4FHehf1BSE7sjyo5gx4tWLbj71SRDlYio2kRpcoJIjUUVBi98d/WJVoFg+pawuui67unpiVS9GOPNzQ2mAeiOAOvFb4QxOrNPLAtaDMSRUhcOm54pO8y7UFw9Pz8TUshvhJOvNB6i+zjc4MPlaMh4lTrnvN9yNjUuft7vj/gkCFisrlXeljEUcwOkaL/++iseE6tZvXF1DsBpErUBOERiwkGIPAjryODxvsgO+bhVqEBBnmj86zQA54idJO5GyGAg/8bSoQTFc+H2YLQlql6FNE3ew4uHwlmKh2EmgYQSYy5tG9FGltpreAXsEILQ2FxAo2GxmMfgSyn1slJtmwHLUdUmlTfeyua8433x1WgKpyI6yjuFPCY6I+hK4ESg1qIEEZXrsSUwS2TLkFAccAkUdGd6T8rfQ6HOZiQGXDgL0FKjePJyuQQmhFkCECwcymFj6LJMbcQhJEDVuLquS8lsPnrvY6w+f/6k3UO1EnLOzWbNYjHXPIPQ6/EWbIx/TNPUi8UcYgZptIchqAExhIN3ZQR03Zq7SEHXY9DIpWQgM2G5Bk+a8VII1KRVZzM9O6pSiBPK/485AHmeqJOvr6/RWsbZ+fTpE2HqmAnjt7z3VR1yTrlk732sBu5BLqNscn5jvc3EiIQ0delQyRBuTiIssIvQA5rNZi8vLzc3N+v1Gl4XvKPJ9GZIYVTUibQ2TVwpLp95pyGEkgs+9/kxGZ+ACZ1Yjaedc1WMbjQ19M4XV6BwG5x3o4SwUbDUopRjEKJgON4HBde4gBqiClF8F3GVKjKHUMx3By7uYl2nDaaLf542tQ0Mkp0OzCuenp44bH+rRuZVedh8GD2w0ypUn0jbtj///HNVVVyuiybvFwsw7W0xCST6QJWW0fFH+qs+XlNu5HTy+bErxvRnGAxvbm5ubm64PnCbRPZYSJymxc585v3ApyKlH/nGMH2KLudcBtWcYSEgkxurRUrpOl/jkkXthPU8S7U5H0IoztVV5bzv2raZzQ7HQ1PXddNgrxnLJT6juq5T6p33CGspleIc7mTnfcnZueK8zyWXlItzdV3lUlwpsYpvamNsoRigpZSx2q6kPpGBrCsPjeW2bV2JuQyTyb7kruud5JltmxTUZpg1hBcRyzNK3GXSHBDMOSDRETSjtBpEs4JgKwdPnFAOZWBxKjbFQqqQ+NTS2QyKVNlRN7xRc1QVlbM+graidbo9lWgnUG16AqdKFYq+w47BhAHhfr1emxpDPz2rOzYkiFdU+pzykYjtUbAoH5Jm5GzzTM/qm6FByc7lEIp/O4JzQ6J28q5HLeiSU/NN8KpTSt4F5ftyTVjZI+uaNvPY6FL3CCNHYdz2tMBTEQUd4gGhxD1BBR0dK2uVzgEOu3pKSCWSkBgzzDrYF9AKUNvAV1dXQJljY5D/CvssLeaZd3LASLAKIzsn7MyhMZvi2Ap9d+pqcKDHfuH19TUBe8RSGhsMpj4c7mnyymoQRFhmovSeNi0M40aNVh983oBV4AXPnaDUTTWEYM8F6Z1RD+MK6z4hGY+GHHRD1ouccEdKujOJoZUqt4H2XEop4AsRsMe8TZuLRO3i9dHa5INW+hzVZbn3NC8h3Ms085gBGFqFhjWGFAZr5AEQpi85Gacp0+KdplkfqAUo1HCKOlOPY7b3UETBrRWzTQgR8aOi0NJvpNOYi8rpWqVfdPfSRhue+3S8QBgkdZum1ohmpKnjAvOm+J8Ac8YY/ShSb6xcTW9LzaBzzt5T8c+LBXMxg4QhQ3Ilpd57/+nT3c3NtU4DFIgxxWjFiL1U6fj6LYk9jLUK8Rpw2R5GT2OEP3uNeufhQ+W9D1FGOikH710uwfkQKyjxsBJ7eHg4HA5A1dJjhneNcekYNQ+9yvMYmXijCG8oDOjQ8y34KFEbHw8twBH4RX4YkmxxkDGjvrq6AoD/LFdT3nSs0PohhF7zmFq4YXDnMdqM5oB7793bRBy9J8T5EMIwmuMByaU4UQJ0Wd1ihoHI+PKs9BaLmXPudDo4l0tJIWB8dPqP//grYuxAK+q68eSeVcGng9+pUDOiMZb606dP3ntIvE4hl+ZpmtGouhTotWLs5jAQBlQEf0OxLjIPVQnTDHamwfmijAreGvc+9qoSmdQi4mK5ZUINV4CXiM73ELK4RdFyNQmS3q3vcfCmA0A9MkZ3B3Tuuq5vbm5GB7ZKN5saYk0zVZ30Dr2kKkYXJ+vgckbLqULriot/c3MzvWJM7SFf+e1On3zxENHWjGaegX8bTyjEbX1B4J0sGkRwh4VyPnAXjQYMmtZyWWC2zI8XQvDZhbHdr7FrCuRmbaLKw6bRwO7SdGo9PY94EQzw9emYDzAd6ry3rwxQ9mKyYYqa6dDVVG3TkFKZLGRaa3Lv6ipMh1f8oNy7lGmhKBBwaGBq8o0OhwPQUYYkrTQwVeBli8JgOJlCaS1kyHgc0SotW1eElWQJJZecXQ7+TQUYvE8QrAsWtP1m3xQHsx2z58xwT8mXOt5UFoQmZ0aaVg8GEmsVsqOQmoZdfEE0IKEey38CI4WBkuUfShGaOHE6jFscJZaKaxmGrj4LSmKw5Y+RIFg3yFwx0CO8h1sOLCl0/fG+emHg3SFDhIYCDUnrun59fd3vdl4yGzY/0ORDfZj6fjafc3J1dtcY9zblVQz9Eq+JqRH5vmqSZs4zx6GAMymuWAXW3mxIafoSQEtMCJ8UkWNIy4iLYHpHcjY+J1J28CK0DwSVMEpZsH3A2tU8aFYXgIyin8rxoEYPteQyAgnauBqNpCuUeVdXVyiGARrECjRyPZjWw8UIYCVwU654RblSVxXqqBijy+UDsbWLPI0PMgNjZqUDHIM4ZRwmfJ8xll4XhkWpKZrxPp4Wt8Ys62Kvnb+CugviIvxJ8reNXsU0z9bakn0NI1JlCmk2MnXOaVhGShrh8f+gmP/gGbGBaC7UD0wj9TibH1Oi13QW7Sa9UVPwXxSaVpgWEOzY80iOSYy8vr4GT5KaCpB0OqtVVUGvxelymZJPywZyATBupdoBtujxeNxsNn1/g3thu9227TFWfrvdLZYz5xdd3zep8d7/4Q9/uL29BekRIAJAskMMZIADo/7t2zeUfKvVCsHE+8EUj7Eixpi6Hknm8CUGf7zBC2fYVMUbHUs2BH/66afsrKkvvxeGsdNxzXQNOR7n6yh4WwHDemsjtOr1YUx02SJEWom5EPpxGLAzc9DjYDandCiiJriKOSLjBiyMl5cX3PWwivn69evxeHx8fIQyoYHamriqjQ/z94wS+CQstOhSg9j7m3HVjNoo949tf3V1BcIFlkjvXKw24A8YvEznkBdBhu+Fgimuit8dt3PXdd+/fz8cDhiz55zIL+WaKG5/ykXSQmIa1bmYF+X3VOFsKnFEos05Rjk/nd9cvCOm8NdpNLu4UCaYC/rajpfxlceJSPA+BBd9cS7k4t4m1WMr572J8bT7895XMD8wZU4Z4PcUsPPBjn1vIGx8XKYvdfGhmJe9CB7WAmHQStb2jGn3UjX1vTKDgJOLJiSKVidJEUAyhl0iBs2NrthuavWQRqlV+JSCSScxIlkptqGqJArm0TwpxOhL9AOguTA5jiMmyruzBKjmrMOe8A6wdeMGriGYF8xFZiDrPRUHU/QpZWr52cgupWCaPlnFK1NhH/A2ggYpAcfhnpJiFVOHbYNyEfI+KLGm9aeiKVSClfcfzZq11mUhRJC6+trpHG8qVqbWqGB4r9drTPmY63ABIUPPnUY8tELLlDWus1aTIVHKj2WqigpQH0hlXagmomJcXDTWUdM+gild8GPc8zwCwPhBIQOGOY+Pj9g/SApp/63AbBAsOY8lS5PTNtNPMv7sqJC5kkyD2MrBdYsutVplciWRCFJOlkJB6/Wa4YiePFNGK/4SiZS2isw9pNPI1WqFbUw2efDB+cvDrot10cf1HnvblGMlybPrut1uh5pWGeQMuVrsKW5Wo8qU2PNebqQ79je/C6nqPGL8kNo5voiJMDb35hKaGlKZa0whK6aOndKSDRPJ3H/v3b7GpW36ytPVmH5+DXc6orE5x9tMaPqkzN1qkn4VgqJhOs4R+a6EWSp5e3CLbirTEVMFLHWeNA1v5uJoyFJIE30H1GnQwcfb/fLLL0CLXV9f//DDD58/fz4d27btmqbZ7XZoO67X691uBzmutm19KLRfQhcYunaANuCucc69vrykrudAu6qqzvniBnzNyA3z2okA/NI8CNZgbdtmV6atWF2ls/DLO246U3AQ2b94BVTmmOap3tKnT5+gp6IQmKk0CMUYIOlBzi0iNpMoCozrJHx63HSuzkBEzgL4GlBkVY06AD0IpeFv4T+uJ/ME7fzyCmMkUS0GVPVgaCMVmbbpP2i1EDdEJB6QYm3b7nY79jdZx2Jjk/5tbOgVqTSNolrevycuyjyK6GU0Prqu+/r163wxzzlNZTzNEIbvou445l+nPsnTXqRmmMYdeuoLP/2fFiIbLKJ1WmxM6aDTt5uGbudcyUaBNlBDZfjwblDVHQaCwy+Ov/L2xjGT7ekVML2wLhY1U7VVbgxDW9MczDxWnYddfGof/GeASxfrw+nbXbyOKzIONS+fLgG/gAY17b9qZ9SsGoHRClOEAA5ClSrMaCqvFAt1T1KNY1PGqD+eVqr8nArOmZ5hgDqGLZtLLmOV4s4PO6ccQhk5GGd0k9Iuy3jrqDegaXSZS2WajSmN23S4jSAyUnm+u9auJpkjIgJICVbLQDXQoE/LSHXWZhmDuq7rus+fP+OtcfuaeQLJSLildLoLqg+uWy4CGHr0aML0j6Qj0FQAuYFnl0mSaJnFZ4pSljwoAk5IxUHxw74X5SjYIJwKz2rhrdhjfDw2v6eHmcWYcS9EXYTblLoLetz0kjaeIqaPyEHuer0G3o8zc3ijUXyVNTYFGykSYzTT8XlwzWv6SKMwnTdSFh+gWV7w6s0AfiYgwXgo3FQEmlKqRKmhTdMsl8unpyelOGorgUiwi6MV02bG58HEgIqmAs92v7+W+6CFSYUSWpkRX425MQT6yZnWLN/Mu0wxMJWAmr71RZeni/3C6cTyvT6i4Ri8p0zwcSP8418xZeHFpqmpVw0X6ONO7cX85mL68oH8gy4UQwcbCto7DyGU4lJO+gpscfIlcd0AyYmmtYSOlHM6nY6HA45G1TQNLNdzTq+vL5TCB6wO6k1GP1YnRaaK1mCi6Az8DfRy0Ipl3IazIhDODAVAUoDQ9euvv55OJ+f89nWHIz+bzaAaj/kG1FN9KGCBwq+iaRqivilZsd1uS8rPT0+3t7d/+tOfhgG48y74pB3bME623QDpDPlCBKZtY6yraTv8DYPUJF7cV4CgTRJHQ/gnz0q9oKi0tN1u1bx3OuU2vlakCRFgP01yKKVI30UtPkn+5IehOiWpR9g8rDT4P2FCrSeIC8VLykDgFLAwnRjjE242G9xERFQaf6lpuaVpBv0wMQre7/fINCCJTBkqKnKjG/v3v/8dLG4FUKj4k3bTjHyIdl21KmN7DnUdOaj4Rg8PDze3N01TT1EA8gcDP8akKo+9Bj9tYJk9cFFYVVN/c/2dP0Ap7GhM+6FqtPgxL3Ea+t5rOF7UXzV6kIOBRMjeeV988N6FUFxxxTtiQt9+DPPWH+Nu3gOAGOSz3nrTbu+UnG+KLiM8c5HTcbFxYHzCp8O697qrF9q1tLZQaylTV5hKkT+pijQfgIA5O8LfELYB7Tj0I1erlYKRxjbSEbxVQWk63G0Kw+DET02xTEXHEy7T8DRZXNe2I9gs55x776scXHS+KqE/tW3XRfT/ckklUY2KZpfnpNNHH/xFFWBuFI6MpkerFIpb9n3f4VNhaFcKHnxJaZAo9ME3dYPCIKWUcgo+lDKWtSE6HBHvgweA09NSTBGYdOalbgfSfYgy0Q6BiTvNAziOm8o6c0GApqDqMSYnpIGpkANJ5xAL0bfjiBICfdPOCl0HTPYGtyuIWBqcDKBxU6fUaUOUklNK2DP6bLxcFZc71ddhGxjZP8kJfE0K/JhYwyvNzNLRO4SmBRApWlEgn1BTcpoB8mVRd5FJi1pRVXaJgNWPRPKJQn8Z0Wh5p3YLCjVke5tNZR4iWhR8+/YNlT81HigLmUv2IzsgJUA4XM4JPf4YY/BDyBg224BOcQ5Y1tlsNpvVVZ1LhogfNCpccSnhYxSFZplrbHpXmUtCh9KcziH5INvw5eWFApVvUSKO1LJJcVL4UxfRKe+NzuTvs4Y9MtYkGJbx7y/Isl8sgab1zyRpYN93Cqopo17G+XtdhNZ48wNn6faBXnK+GT4oyMnzGNhx+EzFe+ddAVkseF8u/65zzuXxF733fd+NmMNIoWCeDtx0VVUF8FG8H16iuK5LxQUfwoDwH3l6eOWsVYQrMfir9WqxmPegHoWAHKipv3Z9H3xYLZYxVrmUpqm6vkd23qcueLdeLXgX0xQ0pXQ6HFEXLZcrpUtAKBinGNzml8en1Xp9c3OTy6AKU9f19+/foftCAi09IU+n0+fPn5F2pz7d33+hiO4PX7+EEA77Q3F5f9jhkXV998svvzw/Pn354UuMMfX9Ybd/eHhAKPj0+dNyvqDeLw3uqxi7vq+q6ISzxBUbTn1x2gDxiAjee++aWe0uUb/QTIsxFPXxG587fiHLjWM6CJoOUvhaARqIeN++fTPNCyNKacSxIWKHiwOOfIDtTBP3D0Bo2hmfzvP1X3Vwzf9YLE1b1e/NTEwsGnsiGBANsmHSWM8pp7qqmqZOOQ3rz6hRigZHKJn0qd9uX7uui1WV+n44ufAAq5CDlZeX58PxWFWVKyVWlfe+qqvT6ThfzJtZE+XD51ywPWqU6+DdSP1zlupxHv+Kpowfm/6zplnM5/f3n89rUpzzLoZYXIFFRwh+DGLDqgzSfj7o9Dj44KW1NQbRMWJPwhzcP4af9FhtRsghWA2Bpjjniry4H5RdMB535U1OPIYk85Tf87C96GViuL6mMPODbu4ge5RLjiHknKq6quoql26o65zH8w3BheK9Dy7gG9ui473PNkWvvFd6TSeBSpCbgtun2q1T2sKF6vq3EEDvySaZrsrH7WbnXMX8Q7VQ9RcUF2c0/bXtofcEEzs0AnHPgV0D4U2EDGo8gK6KgTshXl3XheBDiEzMsF9D4PqeYd+GGstpiZLE2KwauzLTlSoxBsgWep9dCMm5vqTctyVFl7PzLnsXfKh8aN/KoVJYZaww3ViPOc0O+ZhNGNWaQRGV7MCl1MsQP8ZqnDKV5JLLVSwuhxDB1x/RsFG1v3LOuaSUUvBnPyXkCngcKOGQdKKVwrwcjwZWsApHRPvW5JRGpml6D1FZm3g8hRZAbADerIQFErHGiRnd8FQeEykIixawU9ApZJ+bYABdcF6x2mg0NEJsUUUUG7UJ3C4GZaEgGX5rpERYcJpSGgljGtMRPYvvCI/sKZ0Jew99E6NBCu0ZVac00jI0MKC53LTHRnS3wj9QQgN+QxtrBUkqr4BtF/W9IK4V2NHj8cjECCGCyk8AwKjqFNT3zAYL0SP8hBCqEM0UfYSODyL+Oeficgi+77v+1GtAADyMv47zqHrCtJ8mjJnIN9bYFLxBkczONymvtMHFIxC4RJayYjpc8tp8fS++v1eMee8uMu4v5mrTK3PaE7n0puXt253/oLUrX4Yf6b0bWr62N8n3kGkNLe+i9dj0K5p/8/aVHOs3975TVjhnDM57FyNaUcHA+TAbH1y8cmKhi1lxiKNssyv+7ectbzn92JDr9Zr3F4ctq+XycDgEF7zzMcY+5+JS255ALWtilbr+6enB+biYz9EdwyR5PpudDkdcNPXXungHMAU6EUDTYdN2XXc6HDdXm6fHx77v96cjIv9ut7u9vR1Hdo7WI/f393D0aprmcDjs9rv8y89Q3vr+/btz7ubmpmma3dMOhzq13ePjY9d1h92+EWewf/o//+f79+8PDw+p6//45z8fj8ft6yvswnA1lFKYD0xGDYNMymQe5M91oB8GJm/zuXKeovjzz3vN2yYHRAl+lMhSWwUl4bCnQ00dZERqX6SUAaI0idog8AHNcTMD+f1wg6kUxMdAbhVwvoha/M0oNFYUb5awrs96mCn1VRVjFb13Po6WYpO+TQih+ICXCjHUvs45xyqmlHLJbdu2Xbtaraoq5pKPp2PfdyH4nDP6GlUVnatzTsvlgjJmIYSSs3d+2s+a1ifvoUkvzlje07tybtCuHCODvxSuzpPjcZXkRbw2o8+1Ep0mz5+zTOni009e/HvR892rxH/8lx+7VtifGWpf58OwT0rJPnqXzk3AklN22buSS07DZ/YfPJrfScMzYPWP25cXWyoXL8qPS+IPoKQXa8WLt/PHBPuhzCOUX90ejAcc7wAAIABJREFU1JOKeQnTQZViQxtPMR4qJUIxLtpGUcueCStemaru5Bx771PqjHCN6nGbc8gci98fySLBZvpjQJXz7XQQNxLYivfeF59zLsm7PE4/nAsxeO+rWDFek8AmLZwLV4z5M0dDioOl/zUduvlF8F3m83ldV7EKCkEkOMQktdRHJiSjaZpZs2B6in9Csb3ZbFBJonLDCwLUhxoPNw0wlqASsWGp1wPlN1Sq4aIohUFgK/5QqUH4hLwm6fDGFimKBFQF3GYAt8CJDhfqZrMBal/7pip3azg26oCksisqNaQNDiXaEQSiz9qADHUMyAkVkjB2rI317VROVstONh1UFFH1M1UbiX/A8WQTwWgnslpjncnzzoqLqQxXYAq54c+jXKTZC2v1x8dHBARMj/Eru90Os2KYbhMMM1BMI0dbb1R/df/rIuPgLxYLDJD5IMiw5cNFAkq4KU01+DNIuFmYHQ6H5+fnzWYDxQiCIzirpOAEcUGaz4GMhGp8ZPWUD27TaQHyP8KXXvz1iyCc3wNf/J2fwdDQL3qK/naGWtx7uBcR0vy/+u/3yLfwMnrdbhFeqqoKoWKjh//t93vMXoaO/dv28JscaFLQnpGozjnR6+JojlEu97mpm1LK/ngoLnd9j+5q01Ql567rmma+mM8hxA9CVxXjtutQmO33+3rW4KUQHnHQ2rZ9enpCBxAc7Nls9vTy3Mxm0OpA/4KC4DgdOKr4p8PhcHd3hz9jEIczBc4wzCFP+wPuFxJxX19fAWKH6/rpdIKp2n6/X61WDw8P+BZTaxDTNf/A6+w30Vzv0TsNoIkxR69yI6jm3hrbkkdHaANlJ6ezMiohGZtWlTy9eBD+p+n4VI9nmt3qrfEeOvq9Nzp3fsfN/N6ak/rOUHzxszEBWK1WioYgPhYIf25LJCrIXrCYbds+PDwgaA/36VtltSnF5jdB3RdnNe/x8TRN1z7vxztzCpI02Pv3QuvFYdr/SFrsva//e8L4xbnZB3j4swi/LyMKwmN24l3wJYcQovfJ+Y9bk7+fPG9gmdPB2nsDt/9//vvfvddwiHiAEUQ4BFNgkhKTmHBzJoNSATccsYs6l1AYGG3HVFxEEU0mOZtyM1QSxnxz3EYMnfzYKE7IHR/5x0W1qoyMRM69c9mHmEvpu66k1Hf98biPVVtVaCQkVaxSb+JSSk4WQXvxNnJvXZ5xofZ973zW2jvGOGtqmszyt9SYVfHxxPVVVQV+M6zPhoS+L4D0QKUKt8t6vUa45JD25eWFnx8PDmQJDGZRxTFOERMokxY3pSCqLCqRKpr0sFYhhcx0TLW9bcQM8AVpwkFPc9im0+CIBQ8dmVEEGkJUydnJIEstTYx6h3urf00/cbNplTOGT8h6jO/Cli1LStbMqP3otMsWjFaGyHuWy+V+v9dYr9nhVD2Czq1Gy0RhxowPBqUDdVOilzns4sTVhG+uHhoW2+2WKimUKPh/aHuTX0uy9D7s+845Mdz5TTlVdXUVaIqTKFmkTVoCRZGiJBvWQgJkmzDhjQF6AGz4/zC8EfwHCF55YwOG914YtAERoL2hJdJugWx2d1V1ZmXmm+4Ywxm8+EV897yIuPFuNVtZQOLlqztEnDjDN/wGPKYOoa4R5WurHg2vKQBrx7GUkcwTpZSio8szME55nk8mE2m1yXPErI4nW1mW8LFFdocEDHMeN4ulivFH+wJbHNj/Ai6NizhgkggJVmDbUGhAfNwqa/NzRAj+y2cyp9KweN6OBwTn1Cl/4mxqYATCM1fS+bBBHYVz4phnx03icjEHApNLqKQgxG42m9Z5QlHwfXBRH2HbgQnFItjSNI4leYuiuPt4x8Raq0NVVFV1cXmJAopzTnGQHQzSyovFwrAqixKitZjJaZ59/fXX4DW9fPlSnCcbt5X94XH9WNv6zZs3y/lCKbWYzrIse//+PVCaIpWJLR0UO0iAggUHjAayyizLwMjCfvWn/+Jf7na75XK5Xq93u92bN28+//zzH/7wh6IGjLoPjIlhFRjvongmI6oPXTGJIYbniD5QPw4Z5BQJW1hSPjnLYgUd1K8FZBEbQaHyJQrPMd5B9kaBkEieH0OZxhX/Ti32WPSrg1XrULM6gzbYRjjVUuAnPf0wkr3ExlFCdO9Y2MdI+Jubmw6JIK5U1nUNjVC5tdgmVz68XV9BMr2+ZkY/GR6J/k9JO/azso4mOY169J3SUn42gR+8nZ8s0+sQSToXPKjM2b/+Pr25r0jZiLKSa7mJOM3d0/ZdiPkL1LMSGd/5+zzw/pMaeSjf9nz5qf8ZB6Ae3f+2261QnmLNTFlUsc8bdiiBGMXxaGd1CXCl4wCIiBBhk2QyWHj4vWBHI+QS9WXivPchuNA99Y8Ks3VdSSvDOau1Mgb7JjETwmNB0PXRlWAAKm00J0lQ5HVaFGmamjy19d4HbzITI0K7XnwU6EiiIcUMWxGlFBA62MjQg4rNjhoTcNOcHBDpkgqxHP/i+ykZXdzkxLDjrBUACZB12+3W1h66zGJOvVqtQF0TjJxw7eL8cDabUWu0gCunSIuvIzgbVwri1m5H7qlzFsp8E0yjbPqx7BhkGGP5QXkKIQQQSyQwms1moI8D6pNlmTRnJBmO3flaxMMTrapYm1j6xgKqiZV45IyPnd+EuyI5jCgWyplNrUuMdCPjcx1RkXgnxG1zeY24TXYGOZ7Y8SYoRvOy7uLUrgPgiXVW+xGqRHjiTR8nOTFRU2pDcjvUanjGkgDeuZooy9IkNc5ZpVlp45wjpjRNiEgbxUeKh+q51XOclud5DhN2PGgJlRqtv0gqSS4PCbNEXbvdDh4PYkeGMBQ5Gwbk9vb29va2qqrLy0tI4MiyRQ0FN7jdblGQkg0EjjLL5TLiQ/qf1u5/mmL2fJX3VOD4rbK7bsulgUSCf8L9Pbz33ie8wVMtiMG3PxvWfPuhe3IeIb0XkcNY5gqb5Hw+B0pCKeiCHwUYBK/ekXHvXHmzDH2A+O3DwwOE44Uotd9sD7vtJJ+kk5nSjaIVQtg0SazzVVVBjh+f+c27d8E1M1lW336/R+ccdRDgNkW4H6vi4eHhzes308k0BB+IpvkE4lW4/qIodrvdxcUF9J+gbCTsX7wMq6CqqtvbW5EFxpdi9cGP++7uDigMVMeAl8bq2O12aZoi0xuknj6rfT9elR/vUXS6JTINoNH/2WefYSONT4e4cR0DMWILjVhDK/ZSo6dWVbHzh1S6xyl540WTjlBEv1HTV8WgnibEqdE71brhCJPcz2Q6bjF0WtoqNnyKF0schaKydn193XkQcSoS62YrqHw8Ff49B/IwmIx1UaZPx3m8lHBqQxhUtxqXvDqFO/1WJ0igMdrnSPNwpLhwqoHcyQYFjA+uolJKkVbEWnqtgfpNlHOuZ+ReBtPy8+EnP5V+3TkH68itxRPGiDpCJ06KBSQpEglEWiLxnBipSXuh4+Utwh4xUQEvQ8+BiBBOScNdtPLD0/JnnOfECE85XOu6MsZonRpj0jRB7Ii7gKoSUQBvh5mVSkXrT6pZgpDEAFZVVVYbqrQis9vvrLWp4hC81uy86+uVRYvcR1Z7CgYLwfuYZo80Dw5InX3KGAURfCR4cQ8zTVMmBaYigkVBguk2vEA9VWtdFpW0Xm3tD/uyKpt8w3sP/2V09oDVQe8L+DEB08K9GiAZpZS3zlo7zSdC6O84IDcNKKU7XIKO2izxk1oAflm1AoyxG2+MjQR+spMcwioH+vsSPYD0j4p1kiRFUdzd3QkoDvmeQECttev1upPLxaqSHQ+D2CWcInVmUCZEuiD2AMSVi5Kk6J0gYZaGcIzFlXweiR/q4h1zJPDFnXVGac2KfCAfEt102k1rizwIWO/kdccU66l7Mg3554iEWke/u5+7djq6WJWiHCO1agzpscOplDFGGxX74xkzEVHTvqZu/DgawGRt4e6I+DL295OuI54XPg2TB6UWhAigDSNzEyQnksDtdotIVCyw0P1brVaXl5fiawxlUex+Dw8P6PUtFgt8L1rKWOaxTN+/nuyOxjkSneDvlEt43Bw+Vfs8GSGFJ4xoZtXjxXHnn0d3JaIQfCA/lBOGwQyWvyWI81vhSAVa30bnFM8xHGdw5rTW3txc51na0cPAIIjN46mQt6qqr378Vil1c3NzcXEB7KXUTI0xWZbneY6yCqQsamuD92DFXyyW0DqG8yT7INUEUYG6vy8gioYd7PLy0jkHKmxVVbv1BtXGfWu1SkRFVbqq5jzHvtQ4mCfJ5eUldA6zLAMbEGAQWbZI4TabzePjI7gAAlW4ubn58OHDx48f37x5I07rAmrAGpEOTFtTG/CJGmfpdIpfNEYxHYjA+igVZKqvX7+WriZFzgF96IfsugI7EkxT7PMmQlx9GcN4g41LwGeGsx29x1Mu5P0+W1/G/FneWlcEOAriOwoWzWlrHZzrFauOk0oXnUjMrIw2gsdpVGT5iVS7Uop8UMzBB1bsbKPjRYGC94pYtTQlgoxjrzUa8yTPmST9fm9cVu4nzNTTqhmvuPUVIE9tHf1NexzWeBKjGI61uW5Xkzj4cGRNt9t7F4jXwxOBe6ee2sm2dxTIB62VZsWkvFLkwMQPxKSIFImMTWNK2l/R5zhG9H1rBo0W+tvLT0Bb+Ck27p7dlzq3YID8psgRArG7QKRkfkvmJs5ggjJHXBur6AoQKy7hi3Q7gCIxPkogTOK4hQAoVn+Om4rxbBZas1wA9kdY1iD0F4Sb8AMRMUvcJiCu9gOJWXvvFWudJOSVVlrqTNZalTEakkJl7Ag/inRkbNYn0DhnPRE573w4+oQKGD2fZMIHE+imyEg665XS0lOVbETeAigd8kC8EQk20Oppmqw3a1aNSDczl2VxKPaQo0jTBAA5xNyS4MlzgXKNAHHj06jjJod+bwe72Fk/UkpoKsfkleYQKE2Tuq5CyImD1grdUfRjlWLralZklCmrsq4a/7HFcp6YVK7EOXd5eXl1dYVulfgvIVXGQAlsBvIDgAahWvz4+FiWJargcpHijSExjdQdxTMHTwRzL8syxGTiPv/mzRsIjUynU0jPxc54iBpj+4fYlwkZCFIjMFuai28/AVbFQuOU2nAsPz1YSJaQFG/sxPeywUlPUjLDWJJX6tBYR8CqYROIrfM6AptJYtA5FykUk2giH7wnOhq1i5hnjCyKe5Lx8pcZuFgsQCKVUyd20ez4a8dGWPIIEJ5Cy0cYoZvNBvBaqNWD3SH7HqJbEJDwFswHdEsQwF1dXWGriPWriCgEd15hL5wicg+iIrt2BSRhEEWiEo0K5JEHdwwguqmXFFAhkBmAXWjabqp/UVCBiz+8L1Z+Tv+BmBSfFdGeqsd3zvsYnXWqe3CKyDGdTsuq2mw2QhaNrR289+v1Wmt9cXFR1/X93Z1Sx/NFZh1WPVYKRczeuMhVFAVSxO12g5uDBnVVMYXARFdXl0ysjXbef/Kd71Bjxh6cc0ZpxVx7p7V+9eJlVZZfffXVYrF4+fJlYhLsHtbZH/7oR4aVCmRY1UXJzJr4anVhjHl8fCyKg1JstKltFZxXStmmIKvn0+l8Nkeh8Gp1MUmz3XqjFnSxXGrizCTButp5ZvbOKqVsWR0Oh6vVxeVylZlkt9uF4JfLRVkW2+327u42hJAkxjm73+9h7mKMuby8QIcQ5zWMy1tttrEudL9TOmKN2A8WB6dQJzmUnTO2OZbXv337VoAbslGIYta7d++QouC0wu5NkSXmYDso5g6c6l2citc7uj6DVo1x/tAx724Gh/xRoTc83Xm46fz0oQOiEhwCjVAo1VMgBvUsOvs30mlRxE9QSplyasTtvo4nbef3nVThHLH+/oTpNBtPkcFG4vgY0yhVbwHsdGjeg5YJsWraqWLWSNMvLsx1MD4x8z++yJHyQb9k3CluSmOj4YWRZ9KslA+OnwrRx94jgzjtZ1uvg68/B+XRf/G4jUS/VDqOID21Iz2LHx4kTzYSF4L0oyEfobhTJ2QhgSpRa3AhqDMJkkTXK1b+lTQMcSdK9aKKgW0db4yha/FqkR1QLMhwLgL7Id8ivigNEjKKAqVPImX4sizxCQLKYoZ+TJ5yrshMqxL9H1sH770iPQJhitMAcW6Rkqd4kbfagCpNM1QukapRz8AdcpHtGuDJZIo+Fe5iu91mWTaZTB4fH6XQK3ky5CthX26M8c5O89wlCZiQSrHW5sX1dfsos9SkCDswFEcH6igmpqNWjY6d4mLHCHqq0RwDNQc500Tkg02SRGntEmOtVUxMjY6Fd86zJyJk24fdTrZ4pG15mlZ1Q1DEUCPEjztI6KdRq2otl42UDKhUmdKIwMR9Pl7P8QkEwWtZQUmSwEcYxBJwwaU98u7du8VigSsEScx7D4AfsEygRHY2XOl1U+uMFEP+mJXWR8cnEBSF94XblAavc0/8A9taw7HHhVSTIqscMNxQYvC2zRsj99tGFNR5QowbyCg9yXJjDDbkxvnjaezVJJkKkoPkvbOu1l5571gx+WBdbStDPoTgbagh/KwTFVkec0xeiicefH6n+SQ+TSVkkTJWbGUBthXee39/D9+/eJ5LuR13hPQ1z/PLy8vJZAKvMCJar9eAOmM72u12InIjhR5rbZYlndNxPL78aVUEmY/yLtwqSj4tUvK3E3TxQaqqg4zBU6J8/XyPiFiFv+QNxj/HW2i/4t6fNudEQnF0IvVKa22SZLE5khQ74Is4m04Qi0pVSJr/qCPgaiGdIpWUI7RBq4iVkEjA3SQYpJzzh8MhSZPFYn7/8ACdoaIoZvkEe9FkMkHY1CD5lVLMVVU9Pj7u9nsANTebzdXV1W63g1rvbDYriuLy8vK73/3MW/dwdzed5IpJMSVaFeVhPp8t5rMkSZfLJfYflK4wJri7+ETGmHz48OHdu3fYcj9+/BiCm89n6/Ua6wWlH2Z68+a1bNdys0opY5BKhZipdSoAijWBach3/nzSJg1qA54uyoBRDHKmIPYhCiJ1cAF5grUYwzs762WQXP0sSawvUdPHRp36TGE492+wA7nsvjcMJ5ZP9TXhc6joqSp95x4HfbyeLQZ1HtazmNLxjzpVL6PT7qOD1LX+A4pP4UFURT97GXQg7EDJevY536LvNE4L7Ez+fq4e9y071I+RBGlQxFJuVrGiwBRIKxXIi4AYPy1AjrABBzf2bytR82wKN2grMj5FY9GTQUA1nZDQpNNGhR32ZpPmdU9ZZrHWiQUD4zZavAFJkC0AfbFTEwl7yWpEcjPWChOIHdAdCKck5Yu1MeQQxQskcJRYVlzFBIOKnEeU0MWbC10LWR5Ck5AbOVah8b30xBXUPy32UI/JLUIL+BvRQKwTKGyrtjx5VNByzsESE2hPJgBEHRE75+raeh+8azAed3d3yJalOyo0d2qNbhDyooH58PCQJhpdPrgzizpF09lgHXKSY6ZNBY8aM506BFJoQefGxbOO7Grf31m0BI5xj04lgRdimyCjYlqac246nQrkmCIpGkQbwAJdXFzE4Cj4UKM501kt0hwTzw+cvnEBJobIZln24sULdNhgaoSpst/vN4+PqYh3EWFsYQEMTUX0tdAAF6oYpjSuLZZNjxVu8ViFQtmuZy8tDtFOiItw0EbCnIz3X7wlUanzTtaXxEbH+p8P8QiLxE4Mo4LST0d9rq7rJE3h4xe3DeNAOZZRlZ5GmqbeGPRd0V2UC5P3GmPgsSOTBw+xbVmnsZl7p2qLL5VZEWfvuNTtdtuxoZcXyyKdTCbL5XI+n08mE/CmsPqw0rfbbZqmu90O8qHYGDGv4IwcwgRPs1/VPkcr7Kze16kyKj3fBvmJGW7PdsOehYf95UGqIzyWU+HUt2IkyspK2+lN1KA/YgBSVVWbzYaIrq6uZrOprSspuseRENC/idJA6WfTGUoqSqn5ZHp/f1/uDzUPEJmk6ees9SEEH2ZqSYGKori9vV0ul4f94dM3n6ZpmiRObGOVUg8PD5oVjh7sS1M1nc/nzHx1dYXFWxTFx48f5/P54XBIJon3TikVfDBaE3FVV5PJZDqbYcvC8S08PWSqgrWOr9xaC9yy2HxLCwulKCBFsQRgatI5XmMy8Dnso/7T7Afug2Lo44Coc/BU2NKx90rpUKAEIgwmYATB+p5iDJ7CZY1cXt9oYZADFg9Fh1TfgS+eiu+Pn3Y6F+p/SIfxeIo9eGr3OEXwO1+N5pwk51S+1CnEj1ii8VCLso+zoNNynXRCLqjzoOPm3sjrnxVP5vMcFDq95Rho8+wjGNl4n9BnUElsWZ0hsvXjaB6dw5w89XAHp+U5f+J6x7On9tPu40lwbye7G8/V4xi7X914YqhAT40K4mOso9uLLxNLt8YRKATA/NA+QjQps/ko8OicNBZEUBghGsI7QPyRGrXRe7dXHpuVyYYoTbM4DaBIpz4mxyPnlEQRH4iS6tMefSBipbVSWpHS3LQ6nXeBgg9OkelQUySKlfS18ai1tiNXiOMZh3rsN3h0u25VGRE3zKbzqqq0Mhh5Rw6dPWPMcrlENiIdJwwjnO6Q8Gy3W5ysOLydVWhAoVkn4ULj5eosBQZWTbCXsfiqSLPIhInr4sfW34kzNd4FYt0wimzB4/Um3yUpH9JjkUuOv1QpfTgcwDBB/A3JUAwXVLzjXFR251glElLLYhErz0iuBF+NIAniGbgAsF/SNNVJEqcZ8/kc4wkE7P39PfKixWKBb5lOp/DlkzARwgOyU6NrBA6YBAQxDEOyZcw6yZckldJaQ+sfiUo829M0CZRIB28Inn7kT8b+BKgvyFSJHaLEEgrmpzFUJhbtNMbUthFBkX1AQJLGGPKhX7A/soW10kpL6IwRhj9nU5l6ChiWrRMLUzRR8NUCwC7LEr2FeGZiBxMFUTxKzC4gaWezmfd+tVodDofD4aCUWq/XyOFRVZEHCtpSjNP7iYny52RTAz/QWfHx+THuOUfjs8V4Yd/9FNkOg2X1mF86aFx7TgaLU0McNWJXRtnKAGVcLpeA71Lk3iExWQjh/v5+t9stZ/MkSfb7PSo1cmo8Pj7O5/PldBJ7rlRV5X1wtva1TdN0kuVJktTeEYeqLIlot9vNZrMsyVDllFIaNurPPv2ODMtsNjsUBW7hk08+ef36NQSrXr58+fj4eHV1laYppyphvdts9putrWpUXt68fpNN8rKqvG+w99KHlEOwY1IqLAmBwb958yZJNNpcWIz4cCTPMFSQ4yBewh126CmLqlN9NhrS4Tw1T57FA5/6wD5C6miSETnTxBWucZ7btxWB6ED44lOv0+iOPQ86igMDeRqdNOtrpO/PYMCOW36d2W8Z9/A8lbCdeXnfqqVz6koGm4GDtLF+9tu5/pjf0bnCjgBevxz/bOWukx6MaKJ02kf9I6Yvj/RsxXCwzhIVZ1uH0QHL0+7c6MCAT82BwTX7bUuN57/+WWR1ZxPrN4rHr2F8qhthjsXMuv78kxYKatXCCtvtdmLPhRBcPF6wywOFiG09ZgxLfC9CLPHvWxev43Ypwuux5WisWxUrHMZ6gB1zEgENdnxReh3LY42pGzowe6aOxY2kPajro0g5nU7llJJ+naQlcUYUt0yVUiEQEisA2QH/Q2cJhEA5toGKib0BV6sVzlohT65Wq81mAxLmfD5PEy1YWfFzk45iXVvFGkG2sDTjmo3k8DGAM86XYtvrzjYUFy1is41jAhl8TCjHWYgQHL/J8xw22Z1Z2ibhjbqJYBRRPEanZTqdHg4HigRU5Go7FyzNNLh+y+CIXtzl5SXeGxc4MJiTyeTy8hJhPfpUUtWGqnie54fDAc9UJBYEPiqQdMRzsaZI3F2PHwHwDJL+wTM3djmPZf2lUS+dyaIoQrtwBoU3lOKOSpNMBmTUfS0iImq6cESBAoYxLn+i1FKWJURlZckL5LhJ3lwjXdMXDddao5tHrbsUgGpxtN2pPQuFBhcQk/Gkp4qf8zwXo8j43EVGN5/PLy4uAFyX3iCe4P39/ePjY5Iki8VC7kUqlKALgjEYgovVBQYV4X9a2c74yfqXMVaOkSfPYoRGBMHo28jBnx+o9UOWjmzsT5DTytuhzdN4fDsHe/S48rJarabTKTKluipVy+6OO95I6ubz+XKxhJ844BjwaSiKopU1bhr4IA5MJhO0rAWD4JzzTFVdJ0lydXW1Wq3SNNWkIaocQwSFNCGiR1dXl7v9HqCPr7/++kc/+tHhcLi+voZsptbaU/ChpaqieuW8tdYfDrW1RMfCWV3XaO4Ja0BYtfJ8X7x4URTF4XDAOprNJrK1xllQHC9KOY9O2CRQT2FvxKE4nvZ9PffBqdjB4o4D4U5lfSIlLYmWnBpCKukX8vstr0Ec46l5e4oAFoccUr6Pa6DY2HFhophKzxkxf6v6S6cyMtKGHd9AOg5ApxLjZy/y1CtPZZLxTDjFtqKncjUdJ/qRIH7Ecrlf2uioQlBESjynx3uOUiU9JW0OwuAHTSMGa/0j3VGpfTTDC31N4qNH/GglcERG5dRld9zUzp/GUuA7H1zTSe36tILBtH8Et9JByQ26XBjEfyL2FRtDtamLE8hWCMEYNZksMTRlWRqjEHnT0Ts4EHnhmDEH52pr6xCc1ux9UErDUJiZrT1SgHAUZVlGFCANYq0X7Qoxv4o3TYRWwn0SuiDqlzjDIDsRQzrbmC8BEaUTSUNSl+COHpz3inzJyttKM2smIs6IN2iEClEqNo5zztm6rstqkuWKjgJNwYdAgZida5w4Y/WqJ7gy8p2VbLTJs+TEUjQtDqQlDpkGJQgaWFmWkzwFUaTTlpHAV/7WWoXgmdkHG8hb56FAdWQ7GDZsYh+55kJCq5BBQTf0CRsl1c2cZCbvXUPCCV4bZmZNwDtZcekQazL4MsUA3U5BV+RtlFJpota2uts8zmazxCgmT8EZzWaae++Lcg9D7f1hK3hRyO0E71kpH2yDeg3WOVdWnlVQmvC3UbryYTYf6XcKAAAgAElEQVSZrhZL8qE8FI2gAivyQWmaL6bGGFZhsZx57/NJurpYlGV5/3AL+Oh+t4fcwmSalWXpPBVlnSRJUTr0xJIkIaZADm9XmtLMWKeyJAneakXMQRmFGZImkAgK2mhmvry6aWRFU304HBqKUwBjPjhf1zbUtkaqHMiFEIi9Jt14BgQK3lL7rOMNyBMF+HaQbxVSWWl2ztW2zLJMaWIOLHIcyNAoNKplITB5W5dpmhIHbVRdFY26piLEuLFx/JMSTDgyObn3h0IwSiM8lU2grf5hvsa+i0zkiTyzsrby3tqaiIMxPgRvbQ02bzuR8jTJjU4xbaQ/M5tNYJbQhOmcbLdb16asdV2bNM3TpKyrx8d7yAxmWYI+bZqai4uLi4sL7z2R50ZSpFEh68gWjBcJuadI2Suoe2mLMXHHhY8a3Mv5lcuxV2ojx2pg5qxOSHnLzrEjJg6aPXOgwD4oHzwpbpQ/0ChmphA8MwVsaRHnWXDdOAVQ9cC4HQ8/PvYnodvW/l+mQMwKvww+hBCIUyIKyjOHQDDGZCbFgTmwZxeU8yEwGSi5kWfFxwaGYxtaTpEKrBVdXVxfX1xDNtkxBe+00t7Xiik454mV1oeiWm+2ztVEzVYpQgJa6+DDdDKfTCZVvX9/+z5N03SShkC1t8zKZCkb/c0335S7bDKbNrt0CPP5vKir7aGxx3TRwqnrOyJiVsVup7XO88l6vU6VSRJVloe6KpfLi/cfP3rPWhlrK2V4spyn0xRM5jRP/srP/WxijPe+OBwOh11ijFJqX1Xb7Za1CsxVXavUVLauD/um2tKWjXa7zWSSTSaT6TQn8lozEYpThDPdOZdlyatXL6BNdTjsimKPbp4UROipZ2A/BO+QkUZ4Pt8q9urLq3T8uDocpPFWmxBMBA+CMOmYXnqnsPS9YwpGK5xYSnHcuRjMNpWSDUDUmE6Fkp1xCEC7Ga1q7+qqQryUpqmta2a20dBprfe73XK51IpBhgyhic26G048GkPem310XEfzc6Qt9jQED/REa5eje8TE8E8BVs34RAIwod+8lR2ss+NJ0f+4c3ZpzPKBAxot+NIQjjjWp98VcHnMp7o9gxS7J0+8l30H0fEazcM7ZcTOBOtfiYrw0ri1J7lGPMLRYS25yhPPm/aJyPu7zTcpf9R1zZqIgw+Y9J44BCatFDUvDpiZg953cR1hEFrSz59HigKnIMSnpFzOsWA95fL3rMlhn5UQT+wuNy/uJomiXYydE3iJaOXFbmYxfU4cyeTLRMECmDHBj6HRgTooXix5pnwgonBpWcSiwx1AOQIsaXEI1zyWvYqbGx2uTqdY2D4/5QP54BQFJnLOitQbt6kLIJRI8GJ3QaWU1kZ+HrTzCvwkS+nMAEVPypmi2NmvO55q7OLF6/UadTjwLoBCFMNo6lGxOzBUuTbp5HRkTuMlJC+Iz+ZOnYkiWjwmDzJzfAW0Q8Q+ESXhGHFOPX/C2FdA6Bx41tvtFtUBAfSiqyYkSRS5BUgskglicyd3WpYlPD/Qx4OPLVICvPH+/r6oD+gfZlkmsGRp7QJlKmheOHyIoBERQQ0GgyDNK3wI/hmzN+VvkO4Qn81mM3yjuKhLu1KMMWVdDLqRxhXWeBrEIm8x+FlWn3TppT/csWNCgC63j5xWRC9F+LTvGU3tDi4TIKavQHZIKKZDlAzu+EFh2Trn5vN5VThmdA69cwkeUxXqoijTNJ3PZrv9/nBoMnOl1HK5mM9nVVXd39/j9m1VPzw8pK3PYZZlWZ6jgIXH+vLlS4E/XF9fA4zamdKDB4AarykObQJP7n2Ut30+6egcpEonLAvKEVPQHAIxaWKFul4IKrAiCta5NE2rutY6QciotSEV2niXT9XLjTEGdZoe5CmmvsieecTwI69lViqEltKhlFQlKHhiClDqZnbEVkJJHxQ1hWREOqhdINTB98ITIihmT0zkyLnaNWDF4Ix3NjE6aWwe23OdCOos+3Jf13VZHarDXmutwjHCdrZxl0kUz5YLdKpj3iy23Lquy6pmPhptMzORM8bUtU1TX5ZlUe9CcMzBO5tlk6IsnaM8n9TOqkC027378OGTTz6ZTCbsg9aq2f1re7Bbl6YqacxpsI8hDIBuWQhBtVLbON+Lonj16hV2odgVENtOURRffvklKst1XeOmAIEGO6BzdnQ098d7wn3FxXNAVuNN3b6E3Zm9IMGMDMaUnSpGxx6WmX2gwfS1FVEKI8WXU193jEMCoT4uAloiOS5FVawgIJPHCXKDhKVTwOlTYMVTkLlz/Ov63c5O3/UUG3OwAXuOnk2/IkA9ZZqY4NBv0koULdcQW248Owj9PuG36q+Ov34Eq9xvrp7qk/fzkNPEQu40vQVBdozPqQvaHFmVgxZB/dJPx7P0ySl2AgDccV8cKfQMPqBTzoEdwdI+Va//3Du7Sr8z/AS0KaqYsSiCGBUQUQhOiEmIycTnCvF0TG3qEHklE8AOjvAaYTSIUjFOLAaMCQQRIWPH/5qeKvnUdQ14FYxZJSbo2J31chLVx2A8nTRNKSZ4r0ihDRWso+CZAsQVWiv2OpaRyLIsm6dZmmEwO2FQhynUh4s0ccnTjDyGd56SKqLIxQGfD2YgMyPNExZTB4oW42FiN1vJLmKOQWcHR4DeSRs693vsC7WzCJ+P9+JQEdAOwmX4TfWhgJImAc4Ue+gBOAetC5EtRSu4sfdwVu5LZHIEVyyzS9RoYpuNqqp8HaCIjV6x+KGBVufIvnz5Et8OfyqkEyL1CZSmgIqRIJVl2RgYKJWlKW483g0FnSs4KwmYRFyHiB4eHsSAUSRYpHYjMm4dpWwogop8UexN0rG5x7c0Sq3eo6ghPm+4JAkO4iqauFYAt9mpWcDuPPhADPFPVoqJj5r58Tkd4+UgiypFor4rkUhxdrZ1PNBGbBDsbu+d80jR67pmbvwM94ddIJ+kJkkN2uCgtlIroS5zSRAHUuPAL6+vr1FZEP5wURRSJqNxBZRnbL45KlEPkiuex17+xPDI8Tc6tsTsCZ019p69d5p1kiSOPJHzzt7f38/mC5MmzCmkhne7LTMZYxSFU9UrqJW44yyC/LKXnYqI63ZP1sbMF/Nm42Km5j8fKPjgQedvplZQRMGTIqIARmfT1A5N66CZjooDEj1PSAzRLSfXlL+ZFXsVODC5ll7uvNNMeWIcks3YHsq5VBs9nWG/rRMTO2tjuiL4NsYok9pA7ANg7c47jfzZOiY9zVPqyuqE4HyijWYVnDdaMau6Lh8eHmrrJvmUlXLesyIffFEUq8VCBSr3B+THRuuqqjBEaITOZjPhQgMDj403SZKqrVUJDxDbYKfaLZBFrKCyLF+8eIHiFLUa3acAV6dEKWKr7o5r+SAO80yS1Xgx/hythbgKKe6yXYhpFAbEXOumhBrGAJyYeeMXMALiwv7Sgo2bDWq32wlwPfYeQEX+WdLas0N3KhbvFN8HZSr6bahxB/O+83snbRhUwhjkng0G5SMYzlhkZSROi4OuGLc/7v14flY2iId8Nm8885+nxu2cYsr4ssIYIiCRZdLItDIDnhM5T7uRwRnpiPR9Vr6V5tmp/PYcO4dBqc9+YvmsEEvcZek/gk4txsT0JPl6yfRCCN5bWTBxryZWN+kXbKQ1J6IFIJeL9HyapggWESQJKFxs4uLmmGRuUvCItwYJjjtgiThypUg5sB0CFSeBnTnqPfA62jkfrGWd1La2trbFgYOfpFzX9eFwEDwGOpNQVkiSJDEJ90SfBhHkg9QRCgNs0X7FaNAAQ55g3JhFe0o8qTtatzFZTszlMKqnvqXPeu8XTqRAhdgF5VtRXkXJIJaaBPNeZtThcOhQxmVmg5oCnRLJyogI1mSijrDZbOBDDTrc/f19rNkjZVQE8SKLikAc4yYqQbvdjn0jN4r+FYh2qFzkeZ5NU7TUYG6Rpul2uy2KAu1B3K8YIcTmkLjfyWSCy4irgJ22D6oYeAv2Kcy1w+EAVQbkWvgifAjCxLhcJJhY2PfFXsNSTxGiqdSbxckdt4M2bMfrKW4GxrkcHhNqQ3FL83g93gciW1ullNEpHFeR6sWQBrFXFi9HucLOARkthG7jFyEXZIrS1OAp5HlKrYrmZDLxvln+wQWxaSmKwnsN34v9fo/bX8zmzFwWBR5KkiS2qsqyJMXT6XQ2mz0+PqLaIqJBeMRpmnrrzs+gBgKaXlH5aaE6/OtI8M7KAJkCC62ZteaqLB8eNyGQZwq+ThN19/i422+IdJrl1tk0y3a73Wq1WOV5sPVAb7N9vtvNpipK0QcWt1WO9nFqZ51aLZvfqcbMKwA2Sb4RkTiKvwPyBTU3FYIiSog80kJ09lh5cjqaVAiXMdCKiBipDgWl9BGEEjhLkyRJnG/wns1Wyd607s/IeaxNY2ea2A0yTVM2jbyZYk5NUlXVdr3ZbDbMnCWJUtq7NlBgrNygtZrP55PMuLrIp9MQnHN1WR50kqxWl8zGWe8D7Xab9Xqdptlus726utJal4cCwrk4mi8vLmYXS5wLOIUfHh5QZcMlQS4FyzDP8y+++GI2mwnONi7t49BEwauqKvBUBTo0TjMb5PnQCbWhU/HWs9IpIz2cEU2jmMwWo79E26lPM+vGYcZ0Et0O4OjbNtvPeXusnZZl2Xq9jsuycljL5ik1iHEFjv5T69AgR0Q++wnSENpwWH+fejKVfXJjTNseNw8YTDX77tt9JEXfqa/fkY63LJk2IxYXZ+ZdP609/FQTaWRgR1bfGadPNwWKPdgYFCqliDwpQCcUmt3H5vTQ4IwYmj/LP+z3bE/BI8eH8VSloD90zy6KwQ7KKYJuZ5DNdrtFdCguPfErnHMheLEZEB2IGLgVM2c69p0S6OO4UkrtdjuE3XiWyPToqcqi6HRRZE4gJTERXIl3jdhYTyhn7ePnGBjdDo3yvtuEfLoLA7HTmJg763e77X6/tzZNjJ5PpmmSbJ0P2idpOsknaZpobYwxwApbawXb2Zk6DbYtDGOjeegQisrVNAJkl2aXuFFLAl8UxWw2i3Nm+V8I39HwEVcJigw34yvvqM7E/s7x/oiJhOIufhBoa8NAI5KOEM5CpHydUzDW/sI1oJksUE+ghjBJ0F/Fo4e1LkyocLNFUTjfmLp656XRY7QOPlS2qqqqAbtDHNJ7pXSeZdY6W9s0STg0SF0AgyVZret6uVzOlzNojpdFsZjPnfNM5Kyrq0qAoyITit6jeGkws2maePKAmiCSQlCsRH8Szg1x3xvXc3l5ud1uD4eDdDgj9dEjBBoPoixLmL+LTEIsZRQroMgyR+dKfhBfgbhIFJ/9sdQtnhERHQ4HACylPynFiEahNCrWUCRMJ7+JdVbiPvkgKoaINCswS8GIslXtWxGpsiyJVJIkSrG1pBSXVWGto8BZNkG6XhUFEZUhKMXTPCvL8sP9+8lkkmgzyfLpfDafzt69e1eXJVJuAQ3Wzm432/JQoFaiiPfbXXaZZkna1Cn5SbBCPZdhDuNUOZDPWtJY3JtCohXGQt6fLmizcwgppkDkWVHwRF6xr4r13fsviUKSTqyrnK+TJLt7v9ZJ5lkxqXwysc5erBZP3NmJOicOM2dZmvBTY4PUxOVz78kYU7f1FCJyFDgQmlLcJGy6hd+rdsgVBl2HEEgRaSbdtHrJEjsiH7wXvR+mhuzoInit822pntkHRawDaedrbbTSxpNjBsUEG6kORERecdt+V1PFSoyzMRLOe3y+MiDisq2tVsrWBbNfLWeK2DmnlQ46hOCIKYTGXcoHe9g/rBaZZlvs1tbWrHl1sTRJvt/vfRClsTBfzPPJlJlni/luu8tmkzTN/OHgKXgKxFRbW1ZVS1IkceSsrQ3tcy+KAgsTTnGo4sXCZuLqiTIc3ID2+71gNVECjpnqg4yGcSxfP7oaTx3Hq/KnnE7GE794XzJaV+1sDJFSKEUABKm1PQ1CWLYD2R5kg6OYMd/tdMXEW+GP0RNMN7WXZwwR7fd7yALLDhZLcEv+2QG5nUQinB75DqK2kzI1hZAnr+9K7x7vfqiDd0pyafCS+jX0jgjQqXbcKfWR+BgatNrqA2o6Azsyb09Rxc5M+c7pP5+5uPpDegoZS+f6W4T4WTOzc1aprJHXBLWxlX9oeZhPECt9rOMpUdNxEd2RDH/8GD3nlBwcwP6EHJwJgwKhMUu5T12OP8E0gYhSgNcDPgdXKJTiJFKUeSyuCRKWxQYOEnZ3hBbxT7FehdijtC+Ecxn3teMkR2haEm4KZEvaMnGjyRhT145ZMSsJWwWoiRxPWGpSGJbV7p0NxJ5V8NY56+rQ9GS0TZPEGBN8maVmNpuicQRZBWero3EzKynKdh5nCIF7D7KvoEWRU19/X8MjENxj3OeU6NkYA4OBWORG7hFZCr4UqDxxI+yAb0VA9Sgn0yZ4wkBAwoO/0eOi1qIAEwbqhRLEoLOBOdBRd5TFgFabTAz0hQAvQc4gRC8RfUWWgnMrTdOHhweE4PiuzWajtU6zRm3SJFmzszMvWrgvXAdF+z5NwuXlZZIkWiV5nqOMDR08VKaLosjzPDEra0lrzcRlUWqttdIvbm4+fPhwf3/PipEadbwijxqzdKxcyIFntGl09qydzWaQZZfngp9jBVf0NgUPGbe18SC22+12u5UWa6fu2zGyjxvmohATH0vYLvq2LULHjb9IooflcomL3Gw2sCCX64+jtHbnaYR8jDGz2QT83oYKpXAqHPVFRN1Hqcaog/yRnYgx32w2mMzW2qqyWuvDYUdEr9+8dM5tt5v5bJnnWZqmk0meZcnj4+Pbtz+Wg3+72bx+8wbPIk3Tjx8/Qnk1pnc2lsdaQUCo42yDENZai1yj6SqdUFQZLDw/DWXa3fwoshJGOhinkCH9irhAT/uFvLjdRK2ZB0wjjDGZTj1z7cN+u14tprba/dLPf/47f/tvXF1eLi8uHu4f//k//8N9UXz14/e7Q5VmGbEOCj2zWpGTC2nmJ2RUnG94p8agTSYkopgA45yD73dKVBRF2087Skwxaeecd55ZBQqBHHlWSgVv8ywvdutpZuraErNJk7q0REppk5i0rq0xSUXAHWiA6pqG27GI2OJfQiClracsMWSdD+QDKa0pUFBtPEqOmV1do6NujLG20lrnkzzPs/3+sN1umRmqVETkXG1aQniidHE45InRWldlScp7WyqmLE2QGqRpqrW6vr76/Ivvfv75d3/wgx9UBzeZTFRqfvjl13/25z9gSoLSinUInngGBY0QwqEodGJYqaIqHZNKk+vr6yp4qiqxr/TeL5fLWJoY+/P79+83m02e51999dXt7S3892RDFptB59wXX3yB3SMGLIheMVYNwJ8dh6ROh2qQhtfpCsaGPR3UHJ3QsjtloT7A7edOOPVUG8MHCt4YbS3XVckUtFZasWJV17VJEu+dSE/Fx2vbJmXECY3YdRewg/5xR/PwWDKOUeshBNkkm0PBWdnTUHpLkgQSzTEbX/ZtYVhQ5MgcNwNPRcydDqcMTqfB9VQn5om8R6x6Mtji6PPlRsC6nec+eOR1ioaD9sidlk44TZamSMS+IyjQARCe6abT912gIZ+AeGPsfEVf2LmT6/ZbVX1M4KAteLxO+1c4WH/pN75AEVOKQ/BEQWkir8gzpKswZlLOaM+I44OLmyKdpzPeKOufj4PqqYMImn5KOThFx33n+7Oon7x1mfARDXUkpTfi3SyvwC5TliXAFcY0XT5Z+SLkIL7n/Q00xn1JAIeaPShJnawjJgRKOtcp0uAFKP51duSOrL9snfHZEJepYsnN+JdCHoMduScVQhXqirxEP2yMJqIsy/I8R8Gyj8pAetlpEj6jmjAklTsCIInLTjFtScJK5OrA4eA1Qo6KZbWR2qGqFyMG5W+xwxZHVwHdSd6Cxh1wj7LY8IPUEXABiAWF7NSprMgt4C2InmM0aQx3lFMEScV0OgUwOLZhBLyQiJbLJQQPUb/QWn/yySew+oiVTkTmx3u/2Wycc6vVCi+z9rDePGD0DsUO8irO2yTVgdzd3R0+FvhJ5KJ5nsPht6prHIxEnKaJ0doYkxwJG4oiZAvWoKjdzudzqXNLG7OzkWE1yZKULjqGsaqqw+EAqOEpbEynLBTv1OL0KBMAw4vdYLPZdHg4QnQUiiyyuxDCYrEwxmw2G8Br41uW4zDm6ri6ypIUjvZx2SjqXHFHBCgWflAUlFaVs4fdFk28PM8VhSzL5q9fkUrquqrrijgwU1VVn332GbOqyvrh4aGuK5OoJDXT2WS/OwCm+3M///N4FlVV3d5+hNrqJMuSxDSMViKtGxU8pVIfnK1RBLHW1c5Z7z1x0FoF8uMozXhb7+8kI+XYZ41iO6dLrP3Qh4XHLMSOsQc+Co8S7gLe+6lOlDa1Ix9cqsM/+J2/9Qs/++mLy8Wv/sovH8ry9uP6N/7mr756/bq25R/+X//vf/vf/dOyqrRJQH1m0DSf1rxifrJzjp+OQ4w4aLUrgkkSa+0333zz4sULVqppb3jvHaHl5plCIMgCB++DD2Vx0IrKw+bv/7u/9fLVaru7PxTFfle9fXv/F9//JjXzYL1OlfcepeVAwXurNKv2hNKKAlnF7EII5L2nsiwCjqGAAWyCcMWBibzzxvjZ1BAZZuUc8gRnq0OequmLFRFB5TKfZKvZNE3TfJJnSbpZr3fb7XK5ytJ0OZ9fX10nRuV5miRascrzjDgoxW8++eTTT1/c3j5SCBTS/WGXTiZJrv7pf/8//Pn3vyROiJjIMREx+Rg3xRRC0Eo734jlAI4u7GLs3gBe4pzN8/zi4gKbDPp40+kU+mSC4kaVarFYAOaNrVIQ5vgQIprNZkAMdrynT3lMjbT7TgV2I5oog0SXk42RgPKMyLo++TSt1aEVaZMamQjXyREp5aFBxz85be/u7pIkef36dd8IoZ/iygF9qhEBRgNwVXETT85uPLhO2S6GTcWSBx1SNB/bkDFSqZuwnRIyGXkcp9plPxkukU4b3J0CKA4i6Aa1oDoVunM6w2ciik/JfsT0+1NerKdcRvr0ojgHHsQxjuRI/dNnnM7a+YrYC817z94z8roQ2jY2WuNYPp7CyQ4kPacY1L/mc9LsjsTGORXVwT/9JfysKdEpGO04QscA9BVjtGItY2ZuZaBDv4oQm71ItnZ8PD1bOWw94gTar9/HhYS+tZFEwIMY9E76TpG6ZgfiRU9VJWNIITpR1loCxUIrxSDtN6y2fD6fZDmCUeR4fY+4NlFRMfht3LC4fz6N9H+l+CeWEp02YCfpvb+/FxoYPdVckQMmVouOn10MNO8Pu/xfkRSL/wYfyRiz2+0g4wFllE4m2a+fyduFII7ZKBuZMWa/379//17mW8zvR1VY1DIRT7x9+xadw6qVkF6v1wKkBBdRUt/GKd7aqqrm8znCXBREEKMcDgc008SdD/rgCIDQVxTXQSS6MlUSkyBr6mA2YuNKpJqTyaQoCoyblFokwaanrikxhFIwhOg3brfbvtVS/NDjNdtZShTJFMWOJqKNJOjQeM0aY5BOV1U1mUyur6+TJHl8fKyqarvd3t3dAYEZKxNIfUdqB2DKzWYztG0HoBeq0WYeFNRCff3x8XG327Xd4yxJDMoB2+3m1ctP89SUpa6qcj6fXV9cbrfb+/sH57wxZj6bkgpaTy8vL/b7g3fBWntzcwNM2n6/T7MkMbqqKuds2zzXbHRd11VRhBAmee69C8FrrbVRh8P+nmk2m+VJ7pyNqcLPBqzn2OidMok+i+nHPJhPyuYJjSso38jOX9f1u3fvyrJ89erVmzdvMAF2d3fEZjVdMFMIxetXLyaZfrx//3B39/bH79+//7g7FIrp4vrV+vHx8fFhOl/Fal4hnFQvsNYWRcnBx9Zenc5AYE1EoSjW67UL/vr6Ok/T2tm4qhiIo2TSM5O3NTPp4H/7d37zv/ovfzdJiKkOFErnyGb/7J/9z//r//K/zaeXrFNN5L01WidpUlUVO1SVg2I2TLW1rIwKPjUUvFccPDlX+bbi5xCYIAfI83w6zeezWYtjNKvVarlc5nk6n8+vrq4Wy9nLly9xs5NEk/NQpXp8fHy4v59NZ6LWW9fl1eWqqqq7u7vJxKRZmiTJy5vV/e3tfDq5u7v7l3/8J9P5fL68+Gu/+tdfv7758dtvmBJPmoNjJk8h8NES01pb2poU59kEBd/5ZArkP2Dh8/lcZKXqup7NZgLMAbAcHXvAyKV9PZvNgM6IAZyC4Y9LpfGp2gkkOrnfiJbDKR7LoDzJ+dnCkzOu7aGNvHc6ncIwBk0zimTS0jS9vr6mVtIp5iF3Cr7AlazX65ubG1EdGwydYwKFAHz6gpNKqdvb2/1+/7M/+7M4XDpxET0VFYyTFpxBONoE4f/0egRZ16rFHI8qPhV8j7ezhmg13+J5jeMjfmLecpxZfVuk5SBPcryVNKj+3xdN6Hf5RvLJQRpkLHIba7yP6JqcCZM+lVD1U+t4NFqnHNCkQzuhfCDPfDR7EPr9YDg9eOWDoqAjk6HfYfopsNmHZE3oPO/cM9NCA3A8Nl+05lCAl/0X9yLNLvFGj/v48QwQr2HhCElhqZNgSFctVoLukILilEDeEjubxy5wMqdl+cn9i/pFp2It3ndCUWs7HkRkg1JaUaY5zdLVKlsu58lsZhQHX6EY3KnDIRap69o5n+ckSIxTWOpTLdoRXK/MZtRWcX50ZrAck5vN5u3bt6iktoA3EhVKgWJ2xEvphAWnsOxkYMWNQNzGRX1RCv8A4Qg485RdpgSU8eJB1i3TLEaxzmazqqqQQMb23BIZQKWjgSY/lSHBN+K9jaxiKw5urYUvtnStQWuMx3a/39/f319eXkoJA5qruFkMLx4Natug4YlUjHSu4lM8didP2z9wKEHKh6w13sU6upryOdI4LYoC7c2YyypvH9FB7pQqJcdGB1t0WfCAOjSqzreIVGBd12ji5VM7+ucAACAASURBVHkOeb1mJR51syg4j0Z4og1uP8uSTsXrSdnPeTiGiWpObHYfQthtt5vNZrlcLpfLoijKskRCjkn18HjXIpz1drstyxL6qN5TnucmNfkkhyaQUsrWLk2z9+/fi7H7yiwvVqvD4XDY7lCw11r7ENCjwLNGGwR6m/F20WEhPnsGjDgv/+XPmH6Z+Qm+y1oigogRgn65fpQIb25usizb7/dw4t4WO5PkE7WqXeVtfXt7+w/+7r9/+83XX331dZpMr6+v57Yuy3K92fzvf/AH1vndoUhcyPJ84jz21MFtEIurqEqjlW3pOiooWQjtpqS8D0mS6MRwi3/jQInS9/f32/WamIlVaDhmTjMxk9Hsnf0n/+jf+y/+s//48W4dyIXgnLdGJ7Op/v3/9HcvZ9M/+D/+z4+7OgTSyntXO1dmRoP3hJ1UBeeMTtIky2dpltZVrbXSSr98eX2xXKapnmRJlmd5li2X8/l8YW2Z53mWpsRUFIdZlmd57p3dbDbeu8Vy4b0tH7+Zz2bGaK5UWVbFbjefzxKuXlzNlsvVrG0se2dXi7n34c3NJfyEsADL4Kvt9usf/MU0159/9nqyXBlFtjp8/PCeOWPWjWMhBWaNvpSnwMyz+Zys2+4PePo4KS4vLy8uLiS6nUwmq9XqyIF0zjkHLWLZ4mKPBCwH4Dap5ywcg/wHoePfas7365XjDYRzAvGfgPWEcwqjJLhxoS0opeLuHH45CErUWn/22Wdv377dbrfT6bQvBC+1NnqqWNY5x+NwaLVa3d7e3t/ff/LJJ4OyfnEYJgdojDzH5iA3NYKlpCFf7BFNnX62cyqrH6wHjeSBp5Ra+42akdC5r37R50qdMmQbSXI6womDWUS/MNEXmIgL9B1xo0EG2uAMiTEUwo4ePJKe7YONpCunxGYE6a0UtNg4tm4mEfjqkQM7zK94E3i2kXgKSXcm+64/n8/p7J1i5VFPeHZwXp3Z6DOozuILsEHHMifeewgqxxA+4e9JvhfjteIGUTxxASoTRYdOrSguZXW2+FiOua+o2ccuyhihsRurQch8jYVegA/BTUUhGmutTJblWTJNTWrSdV0kSRICeR9UCM55oFNEkl7QLMYYIk7TTIKkeJH0JcX6u9I4aBM3st1u9/u9UgqwTGkEPRUk8BJq4wRFvhE7FvYb8YPYX/lA1ALkf+GZIpGTkxtCjhgfSS9jJMCgYJE8SkGzIM2TzE0go4BTQuMbMxBqk/Gsw1SUjqt8gsTceDSQzZQ0RikFYCEwmdZa6I+BrWet3Ww2aJEdDgcIykkYBBkYa22WZVVVQV8RvguSUceFiQ42D2dnm95kEgnVdQ3mJPon8XsROUnxBfjM+/t7SP9jQCTBk2Hp8CJGOMod5TfchTxHqfPFdRYkPEK1xZV8/PgR+FXAJoXJlmWZtw7KDfEmCwRXkiREXmrGeFgi6gOFpNpapdTFxUXszhILW79+/VprDcMJyUaAwt3vixcvXtR1vd0W2CLQcry5efnx48eLq9Vyudztdo+Pj6vVanWxXD9uBYSG1wOpGAOSVbsStVLIikVbWAoZCJsGbVsHY80TWprPQ5LOBG12thfMLnHNQb1vu93e3t4iiJdIEa3my8tLSB/h1h53Dzc3b4IORqc64e//8EeBVD6ZsTdV6a3nJEkcqTTLv/nmfZLn2WRObEySBTbKZLY4yD4m0TC2LOCcgZk/JW6epKm1VhsN6ldzzBMZbeqyev/hHbMK8ZiwTxJTHLa//uu/9vu//598/fWX//cf/fGf/Is/Kw7169dvfv3XfuXnfiG/eZH+3u/9w9/8rV/6H/+nP7z98CHLssvLFfrMs9lsMZ9iF5pmRinjmYqi+vDx7nvf+553lii8enl9dXFJodQqaK1CqGy5scpeXKyShI0JrIL2YaLdamqyfBJu5lVVZlmmtSIKwCaEACrE1WQy+eabb9Dhb066xUTqmIvFNITgHWWpCYEm+cuqqn7nt387Sej93f1mX2gFEnWlWCkNXmjwPlBwIu0TQri+uHTBf/jwAUy8uGMTM9gFeC8EYKzcGBwue5QAvwVrgKWENSUbizFGOB0jgJdzKhdimXuqMT7SbDmVKjy5huDHWz0oRKJKGNegsViEstg3CuuIZmPLWiwW+/2+E1n1JUNkGGNAU9/F6/r6+vHx8e7ubrlcynYkh5HI3QmwQniYQsXHNWMvlRAO4OQ+7erUpvSs6cU5PZP4EwZzzlOV9JFu3vkOHBJkxpCuQTeL8Rl1TqNysDjb77sOptkjjKE+tS8G5fZDtUE43rP3PvLoO+jTOCD0wXXcQ9o0GCETU1DjQJhBbZ5+XjeIgh45l8+xvjizODUIMehnfaeIqaeg6TJWxtoa+RcO1jYWsVor7yGH6AVUIAID8jw6sjCCGo8Ni+NxEfJb3FV7GvQr0IVlv5ByTmwdJoRjmET5FlTZDj071xgrPQW5eWud5HJibk5Hw0CvFBtjJnmWZplKMqVYkXPOW1v74Dg4OOtKnoArR2iOlEYpBfpGXddFEaKNTwSFgpQkoipOkP3xdFUsMJNSDMI0XLzi7E6M2vEWKBOKBA7+KUdsDPmLVmy3eAMAKhEpxd6zMbPYJD1WXHTOHQ4HyW10+0c2wTjBGEws5eAXiC/SMFwSZs7hcIBfOXyckFrkeQ7h+w7dK4bUQuENj15UYWDQ194IeR/2e1AqqhBoNpsrVop1YtJDsVMKk9BrrSaTfLlciCkIpPZt42jstVbz+Qz9tw7MRjCQcSEDibeoTVpbt9BNpRTXdQV+F8gwcsxrra2tW1sIM5/PrEWxoiKiPM86STX+gEjWsRgaPHIk6xbKZ1EcpHLRrMTAIYTgXQgNvZYUEWsi2h0Oijg4Z+s6S7P5bI7rNEYzMZEPRJPZZDafeedgjUPMtrZlZU2auEBMThtmbqvXmqq6YGLnnNLaBx+Cd96xCkQ+kLPOJpwQs/duu9v4qmJFzrqyKpLEKM1Kc22r7XYzm88Wq1VtnUmSLEuJqCgOu91uvli44H7xr/7SdJp/+Ph+vV5PJlOt1e3tx4f7h7ZWYlgZbRLrg05Sk2nvfTadgde0MMmF1kbryWRitCbGTsiNOKYyFIJzQZQSjjMhMLFI/wdmFXDXSjX+3nIONeDD0BgKEfkAijoxs4fkNBOcAEIgZkUBr6cQvFKmW3ps9xhnrTbKe/fxw4ft5jFNNAWbp+nf+c2/vd9/+vbtu/3+4d3H+6qqsywryzoEuv3w3jmntWKlXr9+9Ve++Hk2xjlvtKqrw5/+P3/MPrx+9fKrL3/sqjrNEq1V7dT64bEuq+vV5WZXWl95Z5NE13XJ3pL3rq6tc4rZh5BkmaFgi4MtDrYs6tInSZLnGYXgrLXOGmVg0q211sbrzBCHbDmdTqavXt/MpjPvfJKkX3zn5faXPifFJk21NkqxVmqaZ4fD7rNP3/zuf/Qf1od1lk8/3t6//3C7Xu+cC+lv/M3t+jEz5XxhPnt989u/8Wt3d7er5cK7+t03b7NUXVwkk1wrqihUu8fCGJMk6TRJ3lxni7/+byyXC8U8yfPlcpEmKjFotrPW4OUSDlVm8s5rRdDDUorCBLyG4INn9joRsVwO3gIvEQBhIKLgFGsXwPdzLfw7tJULXVWlc7TfbK0n72m9ftxutmlKzJqJGIoXgUIgj3moGLkxjpbgvfW+EZ4J5EIoywqXgJ3Ncwgh1N4578uqmjpHAXb0DXFLJLWdc+/evq2qyiQJtrvlcllVNfaZx8cHELx3u910Om1hwE40ihqgZABLJ8JNRlQwTHJWHJwPBKmzwHKcRS8+VjkjHR3VnEpEfNRQfRJB4mradTrSHtFaT6a5c5YoJMYwhcRoxcoRJcZYawNOUdXo0/pGCLoVOj6a3Dr8Ps8z712eZ0QEeknsVyQoyhbscwByR1gDnbiwriutVVkWDw/3V1dXOHTev3///v375XL53e9+Tq1T5W63A6Tl5uYGX/fhw4cvv/zy9evXX3zxRV3XAsukngzm07hcnZKpiPPPU12sETBUh1p8CgZ1qt0RSxI8WwUYlJkZT+dGKNN9DfZTLeWOAESHoj/YWYqHevAGx7sLff3qvkbgYG55JnPy1FdL/3Cor8441BoAUHstp3CqzxIixo0iBuVVTrV5O8ogZ/L9ns0DT3Exxmd1nCWGEAwzOWdjdbXm4PGuQXSEJxka2lYI8iStEvxYB1XfN/UWOYeY8BNPca1NG/hqBI4xZD+G57XZlPc+aK2MSZCgAq1rbS3dPMGROlfjspPE1HXtvbO2RiWS2aRpkqYNzSDRipW2QdfO+hAUQabccfBKaV875sZpTYJ4oMI6LAJJodumKM71RvmwtRBMpDuKgRVnbTQ6pKjWugs21VPU6vAzPkF6BSJzgtKppKAd2GpcFGwdDrTWSpJSasQLBOXPzgUp1sq1Seg/n8+FZnCqYjQ4g+Ol1XgMGIP2cmcrvLi4ELQt/pfI9I8XaweNbkC9IyJ4T6GJIbXnOB9LMx03i9rE1TGrJDHOuSQxl5cX0imlE+a2I3xcWWjIxJLETCZ5fA1ISAZRFiONnRE9qHMMPQcPsOOmFhoXihAcM1vrSbFzTpnkikgroxg1F+WcezV93fEKWN8+/PirHxtjiDwzW+ecD0mSXV5cc7Sbo7qha6oObjqdknKatSfvgnPWmZCyVyYwBbW53+73e+sgQ0pl5aD5BGlWdHeTdGItzWczH3yizGaz9tZ675fT1Wa/nc+W2+3+/bv3VVksFvPHu/Xmfr1cLqtDlSTm1c2rxWLOrLzywR8DDpMYxYqOUueiWO80N4dT8IEbwTCMnqNAqtFOJ1ZAT5BmrTR5b4kRwzWtEm7UPwI+g5iD94h7DTO8vUPw7cHnQ7CBgiJFXoXAism7msiTCvhOUWWXwgeT50BGEbkq1e5yOfnOm0//m//6P/8bf+3nbm+Lu7u7h4eH733/6z/6oz/abPc31y9ZqSRJ80m+223X2/VyuZhn88A0nc0Uh/qw9vX+8fbj5fz1YjGrbO28DxQ4OBX87/0H/4i1YTasdWBarZZ5njFZgzJEIG20ZiXt6AZobnSSmCQxLHoSxjCpuq6d9UVdMTe9+s1mk6aJMYlz4eH+0SQmSQNqN/cPD4rVarl0rkoUv7i5puKx2O9ZJ7/1d/7Wv/1v/UoISms1nydkwv1msy+01jzN9Ge//PNJojm4T9+sXr24WSxmWqkmpQnwzUPc3iQmOPwQYsXKFFgzAB41SHJPpLxpSieN5n0IxIookCOHXwXiJJ8kaeadY821rdLUWFe3IoaBuPEBas5iYmKqK8+sVqv54+OuKmutTJqkzhGTZx8Y8RI09+XoV8o6Z629e3hYF2Vd1/B8d94zujrAVjhXkeUQnLXL2aIoC2MMGVNXFUDjxKyUSox5fHysynK73SqltDHee+vsfLlMdQpE7v39nfcOCsY3Nzc4TaaTvMm7qF1TUYW0Fd9rJ3O02RMTIoXQCPO2u6hiCuGpOsjR3uBJRbznWcAdUwJWp2BveN4mMVmWHg57o2bO2rcfb2GAYbR21gaYZER4S4lzLi4upos5kAJKKbiBKMVpmhijGzmf4MENVlolaZIkycPDw49+9KNXr169fv26qKqiKIoCwkhu3upIt24O3hi9Wi2rqtxs1kVx+Jmf+Rn8XimGyRZySEC1b25uHh4epLaIJ9sGb6GjuXKqXzSY88SnWz9pGXQzH1TZGVelOgXJOx8oMZ7+DQKyRphgncxtpIf5LHr5lH02nVCSHKF4nXODp2T9O5fdr3qMjG2ckEi7O1Z2bZYTcaDmsEQvp/lllFx0nte4Y/tgI3EcdXyOhMxIZ3hcaZPOswx9FtHTvxgTizHE+DEBucZOx2B5CXJDom0E5cLHjRX5ZAuTnn5HhLffakScPShRgAQmmvqq400nEqACeMM/q6oC5f3i4kKIhev1Gk6viP9izkwIrYQWZhmxYtY6SdKUPCutPTU2zQIpFANoqKgDXSb+YLHIBHIqJCeibCE/xH7rKNEhYRPQnXO+qgr4UlBrJTmfz8VQUh5iU22NHmWMHBOLbRFWTZJE64moGHV01Vs5ShIIKNA1gHXhIgcrbc/mNn0icqdb2NmpYzROp7E8QrftF6IEctkquzReCx1RopYgkcgXCcoIxMgOBDw2kRtRvurzJWJU/Yjtb1/6uZM59y/g1N56irXSGcaOl2b8YqMbB4jQGGPrxCRKea0Sa23wwavgg1PM2ig0oCCU3JzrQeVmojQ5V9vaTpq6RqC6MloHDk19JBA5ImeNIm8r5QOxAzKAmTUHoziw0qzrRPvUbDaHqqomWcJMoSqVs5fzGZb57e3tbrsholmeeWv3de2dS0xS14fgeDFJi839erdl4uDCQ1Wi4PJweztJ0+VyOZ/kmshoFaggHdEqgoVQE1oNipV3gYh0awHf5LdtWlXVvm3oySaOdrcipcrdviE2YwlEURGmR2NRw0cOs0BbkyQJnohJa6jRGiIOnqFnqXTwbetL4ip8ZuOeWtnVavWP/+Hf/eTNy4/fvL25ufzVf/MX/7/v/cX79++J+Bd/4Zd+8a/+8t/77d+w1imlq8oqpaqqRBXf2uqwv5tMZjrJKPjMKHJ2MUsNaXLB26C0quoqhGAS9fd+59/RWjtrjdLW1lorW9cqY7Hq8t6n2siNp2mKE18pRXwEZjMpZvXjH7/dVJvgVJql02lWWyoLd3VxMZ/PvadprmbTRVluQgjXNy+uVjMiXq2WdVkFZ73zm/VDkhjy1WqWz6czbTJixUb74JJEU7B/9v0/X05X3vuiqDWH6+vr2XyWZcZ70k3ioL1vuz3trqaYvGfriJlYk2sU4xqdT+9aRyiisizTNM1N09Zt1pon9uQ9MWvniAJVVfWv/tUPTKI//fT1hDIfLDmsPT2oMdYWT8H4nRT7yocA/WIkpNq0Lb3UWGtd8ERsrVXGyKFgspzas0C3qIrgPSqLXvkQQl1Ws5ezd2/fvri+SZIkEAHTbr1jpSZ5vl1vcC6nWTabzfI83+x39/f3mjTOu+l0ChgCqNEfPnxwzs2mk37ofAyCKZyiskibK37LYOjfwahHpkHEZxTaT0omcmClgBY5HA5E9P79+zRJVStera0moiqSREYx+nA4LKYzVHhlyxWILFqjzlpECBDFgZjNdrtdLBbr9frNmzfidSTa1J1DEBj1LMvgLvvhw4dXr16BZz6dzmTEjDHz+Xw2m+33+zj0wsCmaXo42GeLuYOAt36e1sGjjpSDB8uOnTk/grLrC5gNJmbPWqWNe/SdycsaRzmewh8+LwP7XHYxPsKDRn/P+gf2NVTOsS7oK2vE6olNNhdkEGKbWVKKYX86SI07h2c7wkt8lnzYJ2F14r2+CMW4wkqsAdHf0DregOcnfoaeeiFITI9IAjmG2CuL6IKEFLF6h+Q5ckvi1tBPJmMv5o5cpwSpwmaK1b0jnGf8Si2BTqz4D9IIM19eXqZpmiQajBr5wIuLCzTlYm40EVnnWClLxnlH5BRxWVWNDo0NV4sZJTkQ7aJcDxsxEKVkk8VwdVwiREZScgP5Jy5suVxSKyCulAIN46mpmmJmsLFN+0dOqZgVHTthSLsv7uMDJLPb7cqyvLi4YJ7GlTmhUsTaISISjSy3L4N2Pi550JmkU9rp50uDeYhkR6c25ZhH3qndxqImp/pdsTNhDCGOd95TzofPov87oIXBDqckk8Ja6avL0mkF5E4i3QfPDJL0ZIl1KnYRor0KnkkpIu0DK60DquchpBxYOefLeZ4xN75YxKGN1RUrxXO99lWe586pEBJmb23Nit68mCQmCeqYEDKzre0nr6bV0djdbreb/X7/2ZvpfD5v602viQjCMwinMFfBkERnD/+rrDZ5PkG/UXHbY8M2kujgSSuDONJowAKVMcZog+RKB1SsNFRDtNb4BKVYKa0U6C5Y+1g4ihWj40dExJlJDDMyNA8rGWbFrBVznmrrGtwEXLNN0hQjUNtU3K16xKRBIhWCM4ats1olwHZVVeG9NUZVPqDhE1edpPBRlvV8OkuN/uLzz/bfudlu13/6J98ry8poTpL0hz/6vmETQri7u6/Kar5YkA9lVbz4/0l7s17Lkuw8bK0VEXs68x1zrKyq7Kqe2C1KbpJNNSFDgtQEqLZNSrJkv3iEXwzowZAeBBuwYMC/Ry9+kGFAoklTFEXYJEX2RPZQU1YOdz7jniJi+WHtE3fffYa8Rd1GFzJv3rvPOXtHrFjDNxwdRlFU5Ms6P3v2+CuD4bh5wMyR1nVdffbixfnV9Or6KorNr377l44ORxqBCDUisifV+B5YBAQUWMnt1OV2NXoIRA2UPBy9Z0J9RjAZDycUr9Ee5mD0DoAcOth/fOqss5GNk6wsC6MQAWc318DgrFWKsjSNjEJwjtXHn7785LNXlfNIqnY262UmMtPp9bf/ylGvl2lNxigE5xnyvFofZ7ymGDR/lY1orV+tVqvVqrLOQ6Of1NYsacc0SbvbgmfyXABAoIvO2ny1+vnPfzYYDEbjkTLKaFytVnEUE+CefHq2WCptAPH6+hoAlsslsG5amWypsQYgBsh6mRiXH5+eirqmOKCEwBLWWCB0ycisORrK6uLiYjKZyME0GA7jLKmqKjJRnue+rEgpa+0iXy2LnJkde2+9kIrXZlkc2pptNMdW5cy3cpakMtnj7QY7tAe3Hl57UrrNiOrZAzeWrYvFQpCT/UE/iWLRLvLWMnO21mrWWmspcpjxro5A8DSS21IUxWqx6GWZdx7E2aOu89UKARURKHV9daWiSBKb5XIZUrLOZxShrzzPDw8Pr66uHjx4INyH0EsK5ZyEUBmSh4xrPp/PZrM4jqytt+r07k9nOwOAPWyozm91kub7TOH2AO06TkK7Ksytp/k9Zzi73sbWWeWmv9xmMQxv8wnYegO3imruGU91pC42E4xdxoBvRWztYUvCWnh28zLiNo2IBITob6nC7HfN3PZYlL11jLnHj2RPBbinNb+rRNx1Wzb9G7/QEK/9V93m7wazMjlgJArIn4OPdtgbEnGCSXpbwa9tjdBRceiws7b2Blq1HHfWd5gutp9ByH3l4JToZq2Vck4Mu2azWVmWvV46GAykcA1RTMZu0DIJICKPiKgBCAk1oEISxbyb+RyZxllqkmYhCseg/SyDmRu05GjD/ZHZVxChkTlYyKQF7xcwgUFcsdMYkEcThD0CNS6AGDtLZO0ScXt7RVgSAMQyO3igy11p1xJtdrX33rmmgA/6aR2jzD2tpj37ak/Xp03gbOe1cFdRvVPt7NrbHZ+ZTgkUYJlbe36dYqntKSJrqQ1Y3TSg29Ou63Q3t6JWwhh8c163y19+a/9sf7zYPHs6spAdYTFgQgQk7VGjB3Hy1QrAFmzrNOXf+I2/+d3vfjcxkWdnjHY2WLoDInz04uWLFy/EuCVJEmtrZ6s0iX/h619LksThuuhl9q6R/xGdTKMUEJydn11cXDx//nw0GsnongitdQAQx5otW+tobagtIcsYcg7quk5STCPtAGazHDzI8FwpqGsPJALzUNegVIN0co6rygYtHAXRVviNPA5rfVlW3juhw9V1bV0VmMnMjBBVVVVVJREgovO11rosqyJfeu9Lh8xcM4eBubRXxJIxMto7VxSFyCoWRVEURZB+nc/nkTbDYb9WeHFxTqQn48PBYLyYzopimWVpnKZyJ7M4M8YUReEIJ5OJDFKKojg9PqrqytXLURaBVbW1EClt+gzgvU+MHgwGh+PBzc3N6emp997WVRxHRIA4iM349PQUVNSgaxgIoaoZUAGo4fBguZxVte33kqp0aayIPbMnRAAFAOibMQ2t8Xiic9FMyUAJbIcZZF0QCW0RZrNyPB4fH00YvARY0ftxzhGqqrJ1XaejY6XUy9dnkUIGMjqt63rQ708m48HA1BUwe+v41dlVmiarq5vaexPHq+XSLXm1Wv32b//rJ08ef/krHz56cGoMffrppxcX5+BZsMpBmazdjg3nqQdiUO0w1XGj9ezadIYgDS2hXgEppVBRlqVf+9rXjo+PDg8PERyzjaKESBFQJ1a3X+ujjz56/uGXAXA+n8sramMICQG8J+cteFRKV7aW9ZYXxdHJSVjV4sgSxJnlz7dHFbE86KqqFJFoDjnnyGhXe+d8VdfGRJ75ejZl6xw0ilbKaOfcMB2Iwak4BwYVgI5txg5JfdycuHVkvdotyLZoc+dA2SLr7RnvUeZt1gNtJWpC1FrflCUAoKLFYlGaUiuVxEkax/J85RwRClxIc9uFUGDBhDLv9evXw/4giAsIM1y6vVEUffzRx3aNUz09PRUFr81pldZ6OBzOZjOJSz/5yU/G4/F4PF6t8vYdC76yoecrEdhae35+fnR0KHTBPYopeyQi3jqGCk8/UMT3jMv2OF9v/epkrfAFv3aJuO7iUO0HTG42lzcv1c6F7sM36wAp97Tg99+xTut5v/LzpgvXZqGy1XEeWmqZt8nk7Ys2/2/zZImUtEF3aZy+dRnsEd29/0Laig7YM1jeLEo3tfTvMybZJULeneZtDgSCVG7HrybUb23UZUdAJbTPt2bJ7b20eSZ1pgTC01vHJmhh87qzS8n8pMBbi2c0Xah+vy9WXYKQlCgpCorhDJMiSjIDCV5aa+u9c5VKUrZASmtF3hXW2qLgk8OTOI7VusEWTnTpv4aRXTCD2qrt06aThb5dECxpV9QBctlqSwR2D7aNCuU9tN0sxGxHwKXyBqqqWq1WALBaraSGXywWdV1L2VYURRQ1GvjhSYVryu2KInN367ZMq7jRktlwzrlzD/Y027Z5EDWwPdnncsk1wYC5aeSEmqodUjd37K1mzzbgAWxq99/V4/awQys1FM/t2fUefa1N0SrYLcgbENGwQ3u6W3dtu727GOGbIl1trd3N0Nz292uo/yqxzgMQAhGy1lqh47rQggoHZAAAIABJREFUyn/45fd/83t/+2gy+sPf/90vf/ClXpZenJ/Xda208c6j0ta50dHo5KjHLEQa6PXGB5NhVeS2nl3OXs8WWFUVNKII6J0D9jIuC6XvKO1fv7m8ePkGsRF7ELaUzNAgKJ14ljE7A0+n04ODgw8/fF4sq+vrm+urmyzrPXrwoFpVP//5R9c3VwrJRJFzToRAGEBrbetahDQJsaoqBgwTeyISn0ChrERRVNc+zfrWVd65vFgNh30RGvXeS1hLo3S1WtZ1nWUJKRwM+oeH4+l0vlJMpG5ms9FwGMXxYj6PkyRNUwQQnHav19OKvK2kjNFaF2VZleVgOBRC0XK1iuMkTWLP9vR4wh4PDo6zNHrZS5IsVgrBubquEUAJXNkPJFP0zNBLmL0iSo2JIpVlaWTw7OKiLAsHQMo0vZ7aKoWPHz/UWkXGiIKHIiTCXjZWFFWWScnBASyQwDT9/M2fL+arSJmPfvZ5pJPxuFdbZ60F74GJvQcmoWgiClCNCdE59p5lZTvvHXtxoHPeec8M6Bzf3Mz++I//JEmzX/rF958/fw7OE3MWR7a2hEjIs5uryCRm0L+ZTmvrtNKVtd7X/eGoquof/PnPTBQD+LLMvfMHB0ff+qXHP/zhjz7++JOIQGzoqiTqx0fD4fBoMgZ23rO1dVmUhCh88gCsCCC6ALJQSgES8FqJHpHXRjhKa9VEWh9kjQLsxQkfm0hpAgbnHDIKVcF5i4gaNQB460F3t3zIk4qiOD4+TtP0erZYFZVMtuMkZifxk0gZ7zHEzaYbiw1EZTKZmLSUVmDQLpZTvjlrIlVXFTDE2jx//nwwGLx69erFq5dxHNe2RiLn3IcffjgYDOI4zvN8Pp+XZenYZ5EJpm3W2jxfpWkiGMI0TaU+aUe2TQQHbiRqFCSF1uxyCrQL6bi1U2oGFEEXBgJs/rqXobSJkN9sR7bofo1+r0h/KaXYeZGhLqsqS1PvebqYW+u8d3meGxNFkSEiy7ekCYCudZOw49g1mUxZlkQkFoVRFJVl2ev1Ku+kffz8+XNBOmwiAIU5Ik6wvV7vk08+kSuXZfn69WsBmkrZH0VRcE2UPwuWp6qqm5ubk5Pj9sHRkQTstCA3a56O78VWnZLNwekmbm1PEdU+tduv0pEA3COq0eEydKwUttL/3koM23SY2Kr6uF+0ppM8vJW5t8fSfVf9s/n+OyXxnjxnVx21WT60x7Nto6/2hgqXbyckDLyn5N5TjnY+4x5x1M0Ozi6Bn11Tu80gdk8phP2D1l3Igs6v6w6KrzNY6Kh0tAd0wbQtVDXtdsvW0BxmVpt6u63REHQsAbbqGoWCiojEnaztwC6BT0KedLmkBIqiSNrYAS0Tmq/hmuJyJoqLULnK1j4i8HB9PZvP50qPozg2xpR1LWd58LNuN97kPUg51xl1ypcYmmVZJkNIKTvbEtKbElKthwJtPck2kE9GhVLmibb+2dnZaDTq9XpS40nXUF5LCmDvvciQBJBkm/MWCsjNjlcovcI31mVYJ4i8XVaoMwnf+Kc7hVnnRaGrq/kW1Oim5ktrY+B+uu1m0Ow4ib8VIbCnObRJxtuMxVvxA7SWWxTo1Z0rN3qLvEdslz1Do+ohejtMiqSm9t4XeS7bh25TVGDmyBiJxXXNhH61yuM4Zq6VIbZ5mc//zt/99f/+v/mHH3/8+acvX13NFuPDEwCHOrq5uhkMBrWzvqzLusqrBUIjlBnH8aOHj/q9gRmOjKI3b15dFcv5dC7enkQE7LjpN2GjWLsR7GQLiCQprz+j7DJJKB88eDDujaDm85eXRVEsl3lV1atZfflmysz5cpkkaZbEjn1Rl4k2g8EgjLJHo5FcfD6f98cD8ae+ubmJ4zjLsqAo6L0viurw8NA5B+hXq2WWpUqRc/zkycMir+bzpUFcLhdlVcSxAYDj48PJpP/mTTKfL+q6Pjw+kKA6HPYCIiDrJQ3nlpAgDmsjjiOlxuGx9nqZMQaRnbdJGk+nizdvXq9WxWyxePzk0enpcaaxjbrviEoD3DqhZVmmlarquihrIl1bG0Wxd05HypBCxDRLjDGwFjqOY10sy09fvIySbLnKHbtytUKENOspo7/81a8R6jqvnav/5f/52wxOawEs6CTOmIl0lOgyoMJg7Sh+S71m76ERb3TsldLMgKit88PJwfHxydHBEQGBZ/DgmcEzKbWcrxTqJI6n81VR2qKomGxVVsPxgQe6vJ7+y//rX9XOXV9fL5fL73znr3/rP5qosnz+/L13njyKIp3GkTTsokh77yOjvLcE8N6zd588erxOyNCYqJ3adrMNz9AwKqklbAYB6gnoQ3eyHX/WDGrvPcdGec/svFIUaS1gEe+9Z4cE7foQ1hYLQtkSLM6qyAP6BpGYvCZFETKDZxTBkSDEzwyS0x8fHw9sfX5OMmsSQSCZVxujmLmu6l7WG49G3vkXL148e/bMOgcAUuOtmyw+ztLxeOyqejnJpZZz7BEx1YkMQkejobhlyJEkJj3e2fuMfXYF203Dno4g3FahrM187q0hejOxQUCttLMuSZLJZPLis89evnwpLYC6rJRSZWUD05uIRqORRmJUUWKKyrbtozoIpsFgMBgOq7IcTcZXV1ceuK6r2tlIRYwAhMroBE1wBgqclM6BInnC6enpbDaLoujp06fn5+ez2cx7vry8EgGYMLkV/k6/3xdO4Gg0EoCxpBmi1fnWamQXbq39Wx0j4k5Ft/k090/bdnRsYZMltfX9t7PqzQ+1dVK3uXjuQw+Dvf6Bu+hYeyrJXUXvVm2Y+wOv7uPocx9sYccvrtM9bwvDIiFvZG63BFi8M9DfI8K3NanbY+K32X/fSoG5z4PeJUQC9/bt2LX87oPCRUQdoCNtnAmsjcXafw6KHe2cIKATQ9uyXYNt1UTahGi33dKY9+n7tb1TBWIk/adQxUnzUpwDoiiy1g6HQ2FHSLbalnhuT8OWy6VSajabiblcv99DVKwiY2tyVV1XcRz3ev1oeMwMeZ7j2pTcr78aUYQW2iEs4gCra31MFrB+6I+2q6l7wMTvxBfhNkhhKU9TtLC01g8ePHjz5s1qtTo9PRX5nKqqJKzL2xAw6mAwCEIsRZHLASDuC6GA3DWe3gUI/ELquvth7rskTO6jf3XvSPQWWaT7O+HsaSndk7h4H43Qu3Uxb7LpNtWx9q+urY3My8tLADg9PRUPQwC4ubmpquro6EgaCnUNdV32e2nUM9dXV5fL6Zfef+ef/dN/8vjRw9/+nd87v5imvdEnr65eX80uz88uLt7UVb1yrLReLFba6KzkOE48Y9obPH36zNZ49vrG1pVCZO/Go3g4OLy4YGtdrxcjYJY1uGsZG2OrkBNJEq0UIK5WeV1VOorWOojI7Jkhiowx5vr65ubmJi9m1jrHlTJobZ3nxYPT0w8+eNrPEq3IsZBsMY6TUOZpHUi2x14ZRJzNFp4dM5dVIbF0DbNUi8XMRCaK9HDYkx10dXUZRdHF+eV8vnjy8Hg8GTH3lWrsHK0FCWWPHj0CusUsBaz7bZReFwptUYpu7wwZwCOpLOu//PysqGyv1zs7Ozs5OYyitLUxw0EVprvM3irSDOic9wxEhlRUWQtAZW0zgqPJQRQba2tEqMpSNOHPzs6urq5ik33+8pWOksVqCQD5apEmxkQRRQnrKNZoNFWVffXq9enpSWV5scoXiyWSPjg4Ojw8ygbRaDRSShlt1DqiNoFRHqQipcizB2ZSqil7lVKkkiTpIVtby7BXxmBVVa1WeZpkdeVKhPkqj7NssVj2+oMsy66up/3ReL5czufL6WIxXyxMlBKSc5bYZYkZ9LN+lgEwIkNzXrDSCSE679IkRkTv/FpJM4AMbp+XPKt1OsIisCLVnaAPmD3CGqQq+Q0DAwuVU36PNBdFIXfAsVeKvChkes/OB8WX4BEazNmEwq0oIqL5bB7HMRLVtq6q0jmvFSI4z+w8MGNoUjBCgzX13hgzPjw4Pjyq6xoJbW1JEQIiITCE89Ro/eLFi+l0+hd/8RdktDbaRJF11loHDEVexFEcKd07Gh0yO+ZGiScyaAObQ54dCdgklEB7gO6b04Zdc4Yds47NTqVsCtyhHsm3Qpvr/+4md3nvGn5BHMfjyWQ+m0nRhYoqW1sAICStAZABHLJDQKNAq1VVXF9fi696cAwOyU8cx6cPHpy9eVPV9WK5lDax8z4viqIsjTGrPFdai8/Qcrm8ubk5ODgImKk2wEru8Gg0ms1mwefz6uqaqLG2d86laSoJBhGJzXLgJkgGNZ/PpfATUYA97PT97m1boS4dunt75rOV/LZZHW3lQcBeremOEMCeH+hoZnQ6NVvxw/vRPbtqj47C3P7i+a2Z1f5Kb5MceP+S9YuWK1urgzY3r+ndA3IXQ72PtHbPRKu9HbauqA6Bc//c8j5fnVnaVsjxW+v2jlQhvE04XfPdr/DBgqVpp60Y6qK2MlVbnyrkHJvcwY4vc1srRQZi4rbQRnJ2klehpoiMiswSpT0p5jASg8bjsbwlgYiIxqbWejKZOFcz83w+F10vcdmWGRczByPj5XI56PUODg4saMcuIa9JR9erk+MTHw8V6lSBbQ0VxRM2jOza2LaOZka4P1JBBXJXW1a4019vcwbaaJB2/Aqu5cGkWGCo8tcoio6OjqQCz7Ls+vrarL8EWZSmaZjslWVhjI7juMFurpVdOgoru1w439pw3c9h3RO5NinIneH1LmnNL95wCgDRLVfrUO92RZldJIT7oMDv00XuzCfFomNXd0f0LQPzpw02Fpc/wu3eO2trZr68vMzzPE1TYboGRHdd1x7g+HiSxoq4GmX67373N/67//q/PL+4+X9+7/eZ+Xo6/51/8/9en5/92re//fr1y5vr6y996XmaJr3+4M3ZWZQkh0k0my8dk/f0L/7F/zGfL62tRv30m9/8+vP33kvjkpkPj3uHh4enxyfNJAHBsSMktcHLYWAEdN5lWar14Db1hlt6t1aKMPaOrha197VJOF8VQKAiPxiZg6Meu4p9aYiMAWaPmCOi1qLaV68Fndl7M5tNr6+vEVFKO2ttr9ebTCbW2jiKsiRO0ogI1/YYhq178/KVtS7W0XR6/eTJQ621c1bQ5nXtnPNaR1GUWJcHNQ6BPoacTDe4CVijlKVQ83yrVQMk9g3ggTHSut/vlWVFiM5bY1THj7S7+xjYIyplvbWrUseJ97m1vrZ+Ol8+ePDgwThF8Mv5NI7joiyqqk6SBADzPCfSaZY9fPTwpx99lGXZO++8Mx70rC0//ezF5XTuocx5niXJdHo5Gfffe++ZNsZaK4oUWZYNBoODCT169KgJmJ7bRqxtGrbMvpqZlZcfUMyMTMpozwxEMvebLxe9fn84HM5mi3w+Fyi71grYn5+/0SapquqXvvWt2lrrwDrfzzLnahUn4KCuCoTEaCXMSeesMmJ8R6IY6X0jabq+jZ2WcwCKr1dhE9vlm0gE3qNzAlJqU4a81ne11xm9Q2ZvTOwQPDAjI4Bnz8hSL3TK/nB2x3GcJn3nYTafK5N69ki09npg5x0gMFBQZkbE1Xz2+ecvGgMLrcu8CLRDMVFoK2w3Tj7WEtHR0VEURZb9fLlgACTSCqq6TOMkjeIsy4o8L6tKSjjLXimFHte+Ag4RpJwQtWoi6liQ7xGp35/Obrbh79Z190qg97CeNml7CNiGKY1Go+L09Prycrlcyo/VtWVmUlp0BKI4MlHkmT17Zl4sFsPhsIOjCQZR4mk+m83iJBEXe1jL4wU9haB5fnFxsVgskiQZDAaDwSAMT4IVLTOnaTqdTuM4Pj09nc3mzvkQ/EVtVbImgTbIS8iw1zkmwsvLy8FgEEhZu3r696Q2bRpxwTalnK1kp61qh+2n0/Ho2t9O3cq42dSf3ER+bqXKb61md8Ht9tgg7Tedv4/Ceecl7uPetqdZf89Eq9OIbGs6dFQlg7Bfc9+adAxB8hwIgmm3VL17znj35GmblML2Tu84hN8nZ/tL5MN7wLSb9eHWjsZ2bl4Q2w0bTKKApIASbdvEyrZYapsXKyIfYagVVA3bVWIHhN0e5W3ipANjrQ3aqeta1JYBIEkSY4y0/SQBFYR6+MyLxUL8skajkQDKl8u5lIhykIgnTJAqltUmjqKLxSJNgaIsSRPlau9cVdlGc5xVXZeWsK29EcJlmExK7iIVZlBlDHw8gZBJ2i0VWmdGugv23ekaSjRvRJbXY1VhGIY/P336VED2bR6g934ymYgfzueffy4H9nA4jONIyrzwtrcG7v29ij186D0QbfgiQkabW2ITJ/0f3nnaXxbuwT/s16GBe9uG3mcoD7CTB9jcf7qzwcMzlWwAAUjdiYwSE8KSk3xOcL9XV1dFUYTCxnuvDMznlzcXy/efPv4f//H/8JUvv/enf/ynL169KWt7eT2d3dycDrPv/c3f+oUvPX3/wbCXxaPR0AObKKrefxQlSV3meV4Vtf/s5cUP//wHznlC6D1///DoUMemrnJttKZkMSsGWdHrJQItU4jUZM/YRr4hETA4T4QEQF7Q/ELswsZwy1rMssF4zCUvqvJGEZpYAYPnwrGqa6+JFBkWnig2MpvW2rW2IwLAapVfTafL5VJGGc32GQ2ZGb1LjO5nSWSUUUSEioCZwbmjyaRclUVR2dppo0iRdZ6ZkRQyX1xcvXn9Jk7SLOuNBtrVpfhfM7MmQnbIXiYQuJ4mIIukow8zibXgtGfwBOzZKaXiSNdVXRb56dGRJsNgZdYA2JQH3q+rRQAxjqlqe3lxY+LElP7Tzz7/+LPPa2sr50bjg0T32FbIXiETsCaItPKMg17/5CQzEfWLqLYPSKt+z4yGqbfGnR4fHBzWHmpXxbF68vTYf/PLkY6Njtg7rchoReSN0XESEwBKhxHANGRIEsqvA0BGxeydF2FGEmIVM3oGANtAOhsfncVigYhpFtd1necrAGDvNdFysXCqiuIEwDvnvvLhB9Z5pbRCtVrNY0JXFUbhcrUYjQa1dwC0LOqIHBGS0lphEF8VmzvvRahyo+vQzPHWkyNAwFszbufBe++8V2JLsi4OSVFtWbR5mi3pobRwdXk9GA6SJPbeI7CHxiJPzD/aXT9ZlqIVRETWuVVZFWUZUaRIF0WRxL0G1LwOGmIYi4iVtaPRSOKApPKfvXjx4sULIXULjyvLMkG+yG8ppR49fChSH1mWWfZlXQFCbdkDKKSyKOo0Ze/Pz8/Pz889MxHlRV7WdT/tB/w/EZZlOZlMHj9+vDm+2Ipg76Tau3LQXdpgm2yZPYOOzePpTjK6kQq3CS9RFJ2cnMRxbOv64uKiripVOxECcEoTYKSNJuWt84BCRXn58mWv1xMafxRF7Y8s0abX7xNRFMfz+TwAFkS5NzK3GmmSjUjuJMjzoJ/ZmekZY5IkOTk5OT+/kBsrCjGyDOTPofxb39JGLuHm5mY8Hm82ZL+QtEmHCLcJ49wc9HVSyl2pxSa3YjO72OM7txVbtBXue0+U4y43uf1pw67R4q4x6T2vtrVc/KKopXtmUJsOAe2d0rHR3qQIYaCoAP8l0ssvOgLdJem3q6n01uHnfcpvuIeC4FZu567FrNtm8+0uYNAjlgJGSprA4ApXb4+w2hfpJJQdHZf2eDBcbT2oxVDmBQadXKqqKmksBezo2dlZHMf9fj/Lsqurq7IsB4PBdDo9PT0lopubm9lsNhgMrq6uEPHk5ERrvVgshA99dnYmnJ80TYXqnSSJVKoCp4yiKMoyVAi+juLYmFw+jbXWAAZX9Fv77LVklnxMEcGDlhBiEDUNUkKhyISWjVuoxLaGEmYWD9m2NblcZ7FYVFUlQXy5XFpr0zRN01ScguWOiedsWZYC0ZzP55eXl1mWSZGcZRlzY+cVWoMdoOzWqfd/CEZxzz/t0kTZbMt90dEZ3E+Ve88ebmsiwTZniK2I03siJd7qc9op8hDu8GA7fSkPHHarrLEgAxueUHtTyxXKsqzrWvomYv0kZWG/3zfGiAkHIoKufF1+79f/9j//n/+ns89f/9vf+4PZfKmi5OzNxevzy69/+P7f+uu/8u67Tww6GMfsauuWgyyrXZ5lSVWtcpe/ePnZcHw8Oez/Z3/ve3VtszixtrJQ6QhsHbNT3rnZdBHpZWSSxaIsyxKJiaEtMNtRmpX2iuDOAitPuiF1XT979izS/TjSxriqsq4GE0XOOms1c1xVhVGIqIyKEZumu9aJc04RidLdxfmi9i4yxlqriOI4Pjo6Es8rceYkZATH7BQp7yqltCLSmvq9bDlfKlJxEiERe8eASqub6dQ5//rNWVlWp6cPJ33FzApA0nTCBtgp+13pZpAp9vSSH7cgZB7FVhvQO0/EWtFyOSvy6uDDL6Wp8c4xsEcWZwYJa1I/N/1RT/P51Dl/OBzPFgtE0lpTFN28ObfWpUlijAKIHft+LyVSdW2zJB32+84xqiKKsl/4xlcBQCvyVW3SbNDrOYTaAWhG5ZGVtS7Wih0QCEC1JnColXcG1s5yKrqtlMJMjBCAwFZY144YFSlGBgZXW0T0hrx3qKj2tqrq2XJxeHjoAeaL+bJYWVDIviqLqiyiKCrZW8dF7YyJTJSu8oUmWi3mYM3R4cS76tWrV+PJZHJwmJclEhE4hWCUQkBAH1BDgKAQ+O4Wlqy6JVINniEYlgarVTl3xuMxkQ4LWI4hScSbURn2Pvvs0+9//8/ef/edr339y/1+zxjF4MF7IlCoCVUnkRUS6eXl5WQyieJsdn5RlWWUDgSDPRkfMQOzB7aI6Jm0NoJt8QiHvUMiMiaSQdNkMhH1fIkhvV6v1+tNp9PFYiHb7eHDh8fHx/P5vNF1VBSnCWnFiORZeZAptPAIsiyTitFoY7SR4jDPcyK0tk7T9Pj4WBTCtNbe2U121mbGvz8Z3TUwYf5isKutwhttUlnH6LwTV7MsExSPdW65XGau8X0JgmeSCWhSiFh7N5/PhUjf6/UePnwYBL3l6nmRx3EMCKPxKC9yANA6lnAXx6mt6vBuBZklR/n19XVd13Lct+kk0pKW9u7x8fFyuZpOp2IZKlyPo6Oj0PkNUC/nnNaimYzX19fi37tJn9ulDbZLeWVTDKwNrut0w/ebknf61Hse365e89Yp4mZ+0jF238W+2/SF2opB3VyWQfxiP/z1PvPSTQzUW6+2R/r/rZXqLuumcNPa2cgWbh6A9yzxFVpaD6HYQSTYrdm+iQK7g5K468y+9YPskrXbpPXut2fYBc3d9IV+a7Npv+P8ZrWpGQGJ/FrIWPTNBAjOCI49KgJuwPq4ZseFazUjPmDh/jr23rFjT4Cb+Ne2Rfi6atfM7JwXYrr33vtaKcXsmZ33jTuZ4Dkl0YnjuCxLY8zV1ZWgCAS9IJEoz3MZ00meKsWh+BERUb8/XK0KRIoiU5a5KKAEAevpdBp8Wvv9zBjluSaLCFyWpa0dEhCxjlSsleVmIdJaFMh7j0TIQNo4b1d5nue5ZJzsmFAhoOJG98uj9c4jgyaFQDIl0EG/FIP/FchJL0Gtruu48Y/2de0CEUT8k9M07vVSImJ2w2FflDNXqwUzj0YDGfGVZa61Pj09lru6mE2H/Z7MRUWOAxhQtLkJAYAdINMux0lmBm4GAut/cp2QeIf3Jtpm2+qZrW2J7o6Slvgao43Q9HV2alR2/Ohgn5TWW+tAWdLsm7ek1mNb8CKp1oV0dnRQ9jfY8C7eC1unWvskCLe6OzVAH8gkiODZtvmGyI1PNwBLTr02G2XPjhE8AAHWpWXPRmkE9lyBrwlBGyinBSptq3wwGgxGRwAAqJaL3JDJ8/Jxyr/5D//RP/hHf++P/r8fv37zxmEyzW/OPvksTaJf+/YvfudXvnl80CNaFbVFRGW0iaOK2TFz7UiZYnYTsUo8DIw++uqHcqhbWxVlicUSDde+PL+++ejnn/zf/2b68OHj5XyJzFrCDoEFr5RO00SAkaRIBHua3MXKzE9wUFZrBPDe1knfPHzwQINn9tZbB341uzo5Gj88HkRUASltDLBDLtmjIpmPWa3Je14VxcXFlWNkbWrnHPssiQ/Gg0gzAPSzYRRpAHbeIyqFisESErN3riZFOtbLarVc5r/49Btc1zFhba1W0YsXr88ur1ScgWMVEVCMwNZ71AQIHgE0lK72DkhpBgIvj1Z85FDkxrjZYqTRI6BjB6Qq63WcDidHn7/+8Y9+8rOv6A8HiUJERYaA0YMocBBqRlosV1mqy3Je+fLo4SEZPDoZX82WZ//+hzezRV5Un37y+nQYvf/eM+c9gLdV6V05Gg0ig8x1ZJAhjbxMFRAQIDYIzATIrJERCSRyKgJmVOL9DQAaUQMDUuOf0YwZmYHWDVyplYi8B0f46no+6A+yLEFgBGayihA9E7Czrrb2/OJ8NBqTioqini+KqpYBmgPCyfHJj374sxcvLpgi0Kr2dZypIl/ZyiEqQorimIDLfHk198/fmw0HvaPDiTeMiFfz3HtGJGs9M3vHznnnnCPDa+BJbW1ZlsvFwjM3/hnN6SYcbFwnbSCxneiFd4Ehb9e/gt5zVdWiqLlYLHpJfzScZEkfPaADTZrZK1AIAOCJFHOYVEBdW2DVy4bAqnZ2vlqWpR1QRCrOBv3R4UFRiI2BI0XeOxkAZjQQi4jQmV0uF9c307IsT09PF4uF9ErOzs4Qsd/vywGHiD/68Y+11uPxWE7n04Ojda7W+Bw65xarxXw5X+ZL6ywRIcFqtSqKxgazLKWfYj777IXM9BaLJXvb7/eFHrY119lvbSzyyCEvXP8w7Kd1bVVc6EDsOvmxVOMd+5zOr8hjret6MBjM53NSFKXNjM5D05AyxjCx806kpOTcF/s7mZpKz905l8aJHEP9rHd0cCiTupCKyPQP1l4swReBmVerlVJKYJ8htQjFGzP3+71nz56+eqXXojteKWJ21koD2ntvEVEg9MxIpKTqu77hldjxAAAgAElEQVS+VkoJ+WU/YnOrNuCmEGBoWW5C5raS87dK6m+l2G1qJ+7S+bx70Dq4PaiZ10iZ5q8e70M22ZWUv7Xea6sPbq7APShW2KZpuVkF7c+F7l/X7VeJ3GyXt3++jSBrWGNOI3gkywAM5FgpYFA1KQ9AAFrk1veYN7RH1nuQkJvdnD0KsW81Yd+KLNuaqe7681vhYHusILrWKR1FzfDxpBcoVlTB5Ifgjrb7bRNr2yLeBM13JCJCG0kOBmOaXpEU93VdW1sGw6uAIF8sFoFmtlwuV6tVmqZlWSZJcnFxId4ARVHEcSzwSzl7vPdv3ryRzyX+Cr1eL0zPZKQ2Ho9F3Susybqu2Xn0NYuoN6IiYueryrr1IDS0rNpqAYvF6vziXIJpEidKkeRgDhw7LxCy1lJoNMSbpq/3qCjAU4WrEDo6eZ6XZZmmqVSzQpGXdmBQ+BTWXzCW8N4LqEM42WKtI69ulN5srqyFGdpHYydQ4l3OeotFydRZbhsgJt6MyJ3V31GyakVkH3iJW4PpJpz9rSO7Dj5kz9btaN50xndyRu5BXcIO35j9k8PwBNtI6U1o2H0QoWEqLiMFmdvXde2Zs6wHjEqp2pWLVe69V1oBYO1smg3YwejwgIyJTeRWTiFo4zOsh4Poe//Fb/2D3/xPptPrP/zDPynK6vr66vOXL4D5qx88/6t/9a88e+dprBz42tYOmBQpheic0Fk1ISpUK4xe3uRnizNj4jVJCb23ZVkqTQAISN//wY/Pzy8ePXo6ODgeHp0YhWkSIYC3ZRpp0RASNHTARTflrmciAgRSCoDZ+ziKwHsErvP66vpien2Vl/bN+UVVlt/42oex0cWqIILlYu69E5IMI8oCd56tdbW1HthEChFLaw8PDsbDAYI3Wkm7XXShtInqumLvtSEisNZWZZGkveFwmCTJ55+//OjTF2exHvbS0wcPisqayMi+m8+nf/Zn358/fJimyWg8iOMINmR1GLjJX/luU4Oxgal6BcginwKgXn7+mkA/efLOdDa9PL8eP3u4ni95XNupW+9qZ5eLoixyW+fjwyOt9Hw+/9GPf1pW7stf+cB5qGt/eXX90acv333+fll5ZNBROswMIjgGRLLACMBIgODWb0/aMoGVxh68D0IFYn93m4I4BmxkZkBOfAmMdW1l5VRVjUSz+fJP/+z7zPzB8+fvvPM4jpRRVNVWikKl1M30pt/vp4mwjpdVVSGhQiBU/V406A+q95+QotXSOYCa66yfrJLo4vw8X62SJFWs+r2M6vz8/GWs3de/+mWj0YO3df3Tn/4szwtERFhLVjI0qOCGK8IAqBTFUaS1sdYhioKlNHOQSGmtmMEYLbWc905ro5QiJUFYxKs1Ii3mK2vro8khKWUiFRkN4BF8ZDQz29ojAVHbXepWrSZflTKKcZ5fvXrDSNY6Blgti/l8Ya2TIwNJpGtRHMmJUEo+ORGEu5FlmWBnxuOxFF3iRitx6ejoSMZ9eZ4Hc/PgdwB4K6Y3mUwODw9fvHhxcXHBzE+ePOn3BtbaN2/elGVxeHj48OFDZn79+nVZFlFkROTmts+1jRRwH6jYpnL1/uRsU2dvU6gz/IDM2GXhbVXhb3vtSCF0dHQktI4Q7cMND6OMoLQpCijBTw9aakwyhTs5OQnZSIeHBi1B0fbApI1DCQCuMJ7q9/sPHjyYz+cdxFbnmG47HMo3V6uVlHn7oXSbRXVHwaGd67dFU/cnu1slNLaSmnY57O06nQPqBXbr+uD2JuxOj+jNdGWX09LWt9exQLsPMW+Ptfp+o/mtFNYvitXcVeq3CxDpO8jyDvg+uEPCZ7+2G7kPhHITqbRn0vhW6YRd/oH35/vs2RodHbX98PLNoLQLbtqwtzoKE4Jx6sjLNLBDwOCJFzJdItKK8C6zbs0QUOtjTwBFIqSJAGItzdYWAgwTVjEiy2OWpFkwolLP5Hl+enoqPSdrbZZlBwcHMrA6Pz+/ubkRmIrMIaMoEqWWfr/vvRf+nuDgsyyTf4oiHcex8IblO22FcfAOkLwDBjSGCCirKI5jbYwyZIirxrEcxYhPJofCYgIAqUXVmvPHzEitbjtzQ/7pjn0ZkImptj442skkUxpyQcw9iqIkSW5ubqIoksRRblp7HRdFIT5dRVEMBoNerxfgl+2XboNy28pm+xfrLsbnWzoQa+5sSFC983eujDuvtqebsgtRvbXA65B997zzzmGpWua5m78osMA2e/gvR8x7a4DYw7p+62cJKq9BRqUsS884HBj2frGcFctVni9rz1pr9rgqSiK6XtzkZZVFWS/OFAP5enF9/c1f+OB//ef/7Pik//t/8IPlalVV1ccff1xVeV3mf+PXvvPtX/4lawu2JYPSKI3khpIKDEqBd35VllmWxWmyyPPl4opIiQ1UiEKIgIzKRIoUez+9uSyK43ffezoe9pkteA+2yrTp9XrSwkAUKB0zW+cce1ZE7LmoSiLyHhRSMZ8jIzArUnm+LOoyL+u6sm9en33888/Lo3FkAMl7tkDkAY0x2jSSBrPFHJHEndxaG5k0Mrrf683n834vBWicUQQ+gIpqW7OzRPE6lfdVVWW9/je++dXBYPCzTz6fvPtkMBg552pnHz9+PDk6quv66ZOH4G0cR71eFsexLFXJvFuKmsFKtMnbBM8oG4iZERUQEACSAqTzs/PZbAWKqrI2WjFT43imEBnq2i2Xi6SXaWVWq7zXi05OTuzateXy6pLIKO2MidlbYPv9H/788dNnBHB+cXZ0ODk6OhTZFmAHAHXlgoNoyCMbNODaAtStvwIRNJyglWXnnHdOEcq2orXnoXMOEIuy9EBSTh8dH2TDAWmsXI1KMXoFSmhC1rnj4dg6J8ZiSinH7KxVCo1RpHg8St99+qCoPINiBNRYlcUHzx6zxzRNlVIInMZxv5dEmrSCulzFvTSK0i996blEP60jIkIkbO68D+aZHar5+hC4E3uJ0Dnfltpqz76adozzhrjfPzYmttYSCRYXCInZMrAycr6GkxcCnt97/9lnn52cnKRpWtRuNp3rpD+bLqqyfvHixXS2DJL9DCxlXpZlDx48CNK1IXTM53MAEE/a6+vrOI4FbcjMg8FgNBpNp1NpRxLR4eFhkiRCCwQAkUUNqcl0Ol0ul5JgVFX1ySefGB0JUCXLMiFTGGPKshSszWQyCfRX6fZKxhJmaG+LqFv4VG140VvLPNit0r7Z+AuV2Fbz9JAypWkqqJz2xC9krrRx0KzhkVoQnptvrC2D18ZhdgQkOnImQUSnM+iQSx0cHEwmEykCpd3flh5pZ4btpb6HqbgJetzDKdrg8mzpBbf3TlszYhPnubW235O9dCrDPY/+zhHMX8ClYL9p0+bi2RQT2vDZ4v1To3sSI7f+Vudm/uWIefdRuNkUjlZKNYpjzKI8jHAL4pfT8D4Uu62zrzZx7D7F3lai6dYR3K57tX9qen+2XkcHCPYK6mjZ6mEc3LG27PQh7FpKpHWSAZFCkgSeb/khzgvLrsOQltAsdZFzTuq3LMtk8iaSylKiSNHS6/XkJ621V1dXAqp89OjRaDQShRUhpAmmPMsy+Y6UgsaYoigEUlJV1WAwyPNcah7xlQpyLL1eL9Q5awUqi6iIDCJpYoL1skN01oFzjKbtIJ8kyXw+F3PkMIFkz1VZerbrxRGG7ATS9mYOtOlbeA8DoIpMpIgK65y1eVUdHBz0e73FYnl9dS0jOxHGFMyMtVb+Kk4SchIIutWu+fTCo1BKiR6pHNuuttJ5lXlg019nd1en8e6Qlolb/Xluy9zeY/HuofZuNPkA7gwsOhYpbwcVbJR5AuDzbTzjmtCLcNeYhdfo0KC6EUJ/2FeNXpy1bfrlW/HrX7TGC0f7TlEsbpQYdgW7oPoj61/us2z8qqqsZWTSmsoqt2yjNIkRnWNt4ijOnPODgwxqH5HGsjJaj4e9//a/+vt/59e/c3Fx8Rc/+f58Bcvl8uLibHpz+eUPP/jlb/214SBjV168eZWl8eMHjzxiWRYAbIzx7Ip8hYCLxeL6+vrBgwcmSd9/fLxcruRjOctKqcnBOMtSANAUyfpcLhdK0WjU7/dTY4jZ1XVhS1KgCRmRI0Ok0DsgRYQkyatXqiiKylZpnIjbikYNjFohMGE/uZovX756UdWc9cdvzi6zNP76V95jtkjskJwHRCRFi8VqvrzxQAhYVNYYVMpoRZPRhAgiQ7ExUomFUTkTZllG0KxnRSaOUgasaycdsdry8fHxoJd671xZDbJkMBx47+jhMQGT9Jq8AwClGoyf995ayWDCYvDeBySuF0SxQEaBwDkLqBgoTZPVqiSlcnDf//4P6jJ31kokV0iLxeKTTz95/qUPxqPJzfRmMHgAAM46rUxdlccHk7ys5otVkS+zXj+NyFn/B//23/V7WVWVZ2dnMlnVWjF7heh8w0AjRUqOhtYSjSJjjF6bCzT/U0oprUgpQEhNJFHRaC2NFULUShMRAudlxYhplimlotgM+r0kMQgewBOCtRUhWWuns9nR8YnIYOZ5Ya0DpZg5UoqII0WJ0cnJwcFkZC0CGWb4wQ9/5Gz1/odfyrLMaMOetSKFwOw0gdZEABaZGdIkvhW7kWfAjbILAKDUaWvt0ybE29oDUzuTZgBGcA5FG9k50lELZMiE6NgBcGQ0EUyvL4wxWZYRgPM2L8vpbMbMBweHWkNIfUIlGdqaopm8mi0YSevo7HpalGWvN9DaKKVlLSECUtMoISKxSWhbq1V1qbXOemmSxmmWMHOcNHotaZqWVSG9TqVUWRWfvfh0MBiIeFvb71hqYCkIBU0jqk7ONt4PUk5Mp1Phg1lrb25u6qoU6exQrkhZIhiWL5p0bm3JvzVp60T1zUguR2egVu5Kn9oZnvBs27eoPSoMSpjhO9LhhZZR01baWKee2Vp37SluN33qJGETTkf4dG09mPZrbdrqfiE1ka3/bT+stpDE5v3vTFbbJ/IuCZ8985P7mz/d3nPYsa44kEyw3ctmaPmFAN6RFaHbzEdiJQVSBnRcQNZMkpasdIBN3VaeePfN3E9nYRfh7QtBOt9KJ2tDc6V/FMZ660SleW++cTtprXzmgGbqLPhO0bsrfdrTlN9cG53Q0fF4vGctvdUGeVNSZc9Abyv+dg+GU4tTk6C0Q0QLBtlC5w2Ii9pVUWRCzrFWDcGGRb+2WwAQuFQ3GNV1XZaluNity0vNjN774XA4HA4Xi0VZVlGkRVpqMIjFZ6bX6xVFsVgsJLhPJhPJWS8vL3u93mAwuLy8FPZd+Mwhi9VaS1tRJnviu2qtjaJGZ6VlfgBV1bjHsgfSqLUmQPS1d17glLaufe2Ja9S3cVzUxgQpKq8rd4aJxYeu3++vKzqBRqDA3GUKETD96F2Dgoj0YrEggslkuFgsAPxkMnrz5s3V1ZUxBgBFAy0o4sznc5nsSSpQFEWojeVMlcatzP3CtNY5J4HmTlhUXSj5fVR338I62715wgQ1RLQg7k94B/W5tdfS7Yugv7u972j8sMd1oLjdoojo7/4YrFNmgenS+oJhbXcatPLsOmnNRquYARvrdnkPLUz/zvjC6zfpvW31WbdJz8HbVXpFXVaEDUIYRcTlslgucgAp9YGZTRzVlUNUkYmIlIWljpFsvSqWk4OT//1/+1+evfvkd37nd+erZdZLr2/Ob25uitXyF7/5C//x3/jOaNBjZ72rHz84IkJAp5SJIkMKZDY1GPSY+ejo8L333yEi5+qT4XvNAApAEkelUAB7WpETQgieNPMr9kgMrLwjGChS8Vppc61quIZ4MEPN4J3KsY7TbDjInPUAqACc45/97GfWRMenDxaFj6M+gPr5X/w5EX74wXNAVES1ZVKRZ57eLC4uL1arpVIKGZIkSZLMWmuUMNwgihJRRXLOymszIawXQAgI1jrPUFsfp8lgMCjK8uXri+PJoCxzY0x5c23ieNDvefCRVszkPQuRWdhQSimiBhjsXQPaFLszACd2AnCreiVB2DI45+FgMo7iOIrMU3iQ50vJyEkppVQcx4PR8OjkeLlcKkMHhxNr69VqhaTzYjUcDL78lQ/YY2W9cz6Ok7KsvvOrv7JGAdSKqMhzZh/H0VoGBoPtQRt+1p5yh7/CWs5R7A3bVFYi8M4rRd4J0xvr2uZlaWITx9Gtyp+TQKqsq6MoZesQMc16g8HAWp/n+WqZ68g0qqkeUINJUhUZ721V52nar8oSQZ0cTA6OxuPJoK5dZChfFUbFyI7BG62YnTLaNzQ2u46KgLgmoStC8GsoigpUkABG2iSSOeeEJY4YAYB1XTOGJGrW82y2iuMkigwiOmcBKIqT8cQAACntGRUhbMTewWDAzWQOZ7Mle2TG66tpkRctCI9HVICNpnnjkurvJCJRFBHg2es3MnMThny71SWjHiJ6/Pixtw4AZjfTa3cVJkVyB5IkOT09dbW1VT29vpFmqGRvojOktRbAMyKWRX50dAQAs9lsNpvJ+RUggogoCQMRttl3exyQ96M/duHrtgozbpUyl+jaHqZthZ+E8zTMITsv3dYVbytLyT0PZ9ZWi63NWnEzQQzyb43I5xrL05l6Cb6prUvXxkBushA79uudzH5/GdCpxDoDkyDwvvVmbvL826otnTHUngpzs6rZkUDzVlXPrRn2bbKOd0bLITlRql1W7ZxKSRrTSAMwI/AW6CYiUNBa5k1ftZZYwrYSgvdp4YRTbJdoauf7+70HYJvZcsiZw9w4PFMi8t5yAw9RzAgSzW+XHG6l1+7/RPdpr2+6n+/yY2hzf+5T7+1iYO7R+93qGLlH5rAL2pSHFDo0svnloUqGEdhr4XjoeC4H9UhhhRFRUVsZx0n9U9f1YrEoikIg5gER3u8PHzZCzD7Pc1H11VprrYLxCxHJJCpEOgEwRFF0cHAglzo4OJBvinmo1HXS8xO2XpIkSZLIpEt6nGJLFYDvoakgSp4qipDIiXixJPsIWmsPQISRijyqjqyzQE3kgI+iaLVaEREABlu8sJs9szZxnq/qqgJgeeeKCNkLtIkpl0Gc3E9mPjs7m81m65dD7/zhwUFd11maOevSJM0epkqp1Sr/7NPPxEjNOZsm6eHBYRxHURQZEylFq1XuvJNij4gibeTGysvFcUxI0pTqHDktp51bIVDogMs3Wm7tY0Ak70V1IBwM65sT4oJvL48Nw0De71u61Rv3dv7GtMnw3myutOWCoOXhs5mlhb7sVmDJnV1666B1L3eKXdzfID8bbs4e0vbmNQMnU3a+fD/LsjhKET2gE51VJPQeIpNY61AGW1Brpf/zv//d3/pPv3dx+fpf/e6/Xhb1qrAv3rz09fz46PBXf+W7777zmAAI2LEnZhXHShES1rYQLYE4VqLMESwQmEFrTNPEe4+3RyJ65xURM3hwqIHBrW2lpbVJzgGzISIXzk4C72X0Cs0MFmG+sv/+z378+ecvvvHNrz08PUqShAgsQ1Hkn795OSus0jGRKetaKTy/unB29cmLF1WVr8rcOigKe3NzfXl5cXJ8/O6zdz3bNEm9d8vF6qc/+Um+mv3qt3/l6OigrqVgbjwOQqXCLIr1ktUxM5dl9er169HkgMG/9967y8XMlQtNoLSKkjQ2xmillUZ27G+blWu4lFREmoi8q5kRkFg8FoA8IBHKEiEiRkBkpUVnVWltjukQED1bomOljNirJEnMDFVVLZfLtJckSdwfpOzq2GjvQWkNRAPdE0So96yUZuz5ylIj0iRvcgzo4a6c8lYaxhpuKv/kxMpbISiUWwVESopY72tWhMwMhMx17RBptVzpSGulynzOzGmasbWaVFVWVVXHcSyWGfPFcjAYLBbLZZ7XlWNA5xsX+Nl8MRj0jUmdY8+UpP3p9CZJsiIvYqNsVRa5ikxUl0VVrDQyIhb50iVxr5ciYqQVAAA1/QiRdBIcETMDamxARegboSZRU6ImDVsTtNpDhhZTXd1pVaw7XN4DMCVJhAhrowgHSErhGqZL0LAcWVCgzjkiJSKNDYluvoiSZFUUZ2dnJk6Eca2UkrZO8zRbqv3tFCeKIuHLBQ+VTvYmn0WAiAG22vbUlW+K0NezZ88Eltk2fgi5kQA1tdbyw8G1NXj5Spkn9DaRauuE7q1Keh0lhrbeQ3iTW2GWm4fCfr5TG3axtQjpBP9NM/Fw5IXkJ/yw4DzbMX/PdG7rtK09eAxLsY0xbivKyHUCir59wIWycPOsBwDa4Mvd+bw7iqL2wKS9utqaEbtq5jslB4LwOdfqAv42NCN2Xla3xNID/A8b7xO4FR1YT5CCPYoM6kMBJ5FnDZrm5sC/U+G1MiRmQFBhKTKIsY2HVruWGw/Y1qAPNmXGb59CWPwihhgSoU3nvfD9wCgGFL1Kai7YWurhmSq8/TXYQFVhK/MBbBJIaTWyFz7yrkZ/h0TqnBPIdwiMtxs2cH3b46wNAYi2i8lbyT4dMOcmZHS/Zflmhd+JIVv9ITr4tV2g5beSknaN9bZM88LgLpQrHZ+D0I1GREJaK4PRGppomAUUDsBNDUCojYmZUXAXgswUmplEapH17/V64/GBqJA756JIy1RkLUHmpc6RkkmS1CRJAGC5XPZ6PdH/DX50crxNJhOpCdM0DQ0zYbUFUc22NJYw36R9tZZ/8OvaA7z3yOC899YtFsvVaqX7/VhFWkPpnBzhzRHLNoq1KrDKK621tXVd18GgXIpAvxbIBoDl8rrpeSPJ1JEYyjJvpkOKhW4nI9DFYiF8PK11VVWKtFZqNBwJFR4RpeS7uroixH6vJ0cgrG0niqJw1hFaWzcjfBlyZlkWm0jo74vFQmTTnHdaKzlgRIK5oyxCrfkbMyM1PB+pdhjBOYeEjYpLk4KT8945R0jMEBTDqqqSybBMJrXW7Rpyy6rF0PG6/e96oe5rfqzHg100yC5W96b/qfC+sOkMegnotPZBhAZetxMDwMB7FHvf2mRqx4Wg9AN7zTT3K7u0v2mMjgyt5Tol98J8tcqXU2BQSmuunj598E/+6T8ej/Qf/cmfXl5eEZrr6fTi/AbJfOsbH3ztq1958vgRWIfgnLNGoYpibOp55711DtK0H8b7jToyIjN4UAzA2NhDWwsiQe9cjahKKLzz7D14QCDv2HtpYbgs6yUJMNTi2hT2cpCwt9Z+9On1v/vDP7q8PLu+vvrlX/5r7zx9bAxprT17bVRxPS+qOemU0SCStdWrVze//Tu/SwoRUel4tcrLsuylWZpk7NloQ4TI2O/13n/v3fGoNxwOCUApZZS2rsJQzTczW8/NclBaNxP4NE1Xq9XV1dXxw2dPHjwn7xrIDSkvd6WxS5H5pJPEQVz7tDbCj3LWDoYDpZR3djZfZGlfaVDKEHglcnnolSZrAZHQAWgSR2+t1XI5//Sz10VRPH/+POsll1fT2WzmnHv29LHogoidotbonEPvUSv269CkwVpL7MEBEimtJJBKoG7kYZ3jli6cpIlS5zvnvHdIsE7fvWdvIuO9d94ppYwh7z2TF+vw5g4AR7FCVGWpiECRr7kGZlutEMl776xlD96Kf4WrnR0nSVHWRV6VZQXr0TARPX3/PWOMihUzaOS6ri8ub/q9KtbJkydPPDhUjJ5JqfFwKB9Ba9RaM5Bn1KRbckZrOJRvUN3WY3A5vy34AZjXfY21zT0z1Bbq2ieJCZmgWydQgGAdaA0iQ+o8/PSjT9Dz6elxmqbMcppocMzstDJEitkCdsPF+fm5VtHR0RER5XlRlpX1WNm6qipU2FijeyEQNFZsgvtwrotuEJpWyCc606o2S789zvr/aXvzHtuO5E4sIjLzbHerqvfqLdybbJLdZKu71d3aNfBImhlrn7EBDzCAMWMN5L8Mfy7D/ggzwggCbMmj0dLaW+qFzWaTfK9ebXc7W2ZG+I8499Stu1WRkosA8fhYdevec/JkRsRvW9uZbzaoJDkaj4fblML1adpt1ZndUCbfnrXfQYnvB3Ab++TOxOp9hd0+PPCAInqfEegB1c12ebo+DtgJOm13j/uihu4ENHbCAp8pehvXcMa9CgX9X2vN6gFAdQPe3Ofpv/WuVuXKzaW7MZTT3JGNIr17Y2tnNa6s/DcoOYS03sVtXx+RDT7lnvZb1HN8DesTMXgbIN3CPHfCNWsPI94hO9yYC+DGS61CC0Bu236vD/Sl66nwAJmQ+z9ufONO6HUbJNx4ZtfeHqxsrm5Jb/G20GxjcH+4Llo3LtpGI3eGQNxfQbfh+rPvXd1Zue10nt+W2h6gKnQ09x6R6+dzfUaKVpad6BZESRrarXVMJGZrrZYH19fXWmw5a+u6rqqqbRud5I3Hk7IsQwij0aiP0Vxjb1JdtyG0PdOj/6XGGOVb9taRL168+PTTT5Xp0WOMMcaiKDSTR3vCNE2191hPZu+NKNR/smmawWCgVi63RmgSWYTJOWNJQmjDdDpr25bbNkrwxGK69rinNGiJqYX/9dWV9yHPc0Ssqzb4mUusdkR6wYmsSGzbxiCmaepSJzE659I0qcrycjbrSarasmrinwbvLBZLBIwx6uvHGPUyqkVyn3Co0fBKs9ELpTBjkqXa4l5fXy9mc5VB5nneCxSFEZGEwbdRrcNXiJwBAEEiIl41ydPpVLt0nb9qLlAP5Pb+k2oXAUhkQAeycXWwizAwGmsiR7jtrHWftufw2OPWd8JuEvPOZ28jEqfTeq0sTNal8N3dR7sO7d7HauzAE77Pk+o+XJH7/N7Nq6VwWZ9AwWwQfWiTxEqsvvmNn/gP/8u/vZ5e/uVfflRWy+WyPH9xTmAeHI2++Y1vfuWdlweDPPoahQU4Meq6BFHYx+C9RwQ0MJsv4yqPmVmYJcTAzJFSjhyC18s7n8/b1nsf2qYFINZlEqMwoBAhhRC107POJU4M+N4PIEYmNLrtKHp/NfeDYf722z/17jtvnT446to0Zmvsa6++9uDkMRqb5oMmCJH56UjiOr4AACAASURBVK9/qcgsBxGAKFCWbVXVaZoQYttUHNskHwyLbJDniXNPHz8QEAQ2hCDgQ9tlEN7w9PqRZz9rwKqqptNpG+LFxQWge/XxkXBAXUExAhnNXUAQwBszsdX2YmPk58/PPvjBD33wP/fzP2cZfvDDjy6uriaTyRfffKusqsRS9B4BbGKZoaorY4yhBMiCRpMZbNv28uIqxjibL+o2/vjjj8uydJacSwh4MhkXWaYqqeVyOR6P2Hsi4tCStdFL4pxNO//0FeOa2hbS1HUICZs+xJaZjUVR+yIi44iZEGEVq9MNggQMiNUD3wiKaCqGKJuayIYAgETWRY5gnHViiUSiYr9pliaCIBRZyrLMskwZnrplMYBy108fnT47v/j0kzOOFEJIHIVQPj49DowQQutbsiQhECgBsmvLBQBQENgSta1GzXUjbY5xVaKBiASEtvGz+bKqKhCJzFrURl3ufdGDyJ120QyKwqxc7IOHjkUPopnp+mQu5svvfve7iPyVr7z//vvvlVU5GBStbxWyFtMBh3C7IenUa8YZQ2VZLstlmmfgYTweHz94/MGPfgxdTCIQoelC363qV7cTn3fK9XdWKr1n43qt09PdNxzd1qufPjx2HX9Tv/4D/RLeOALgnTvezkPh/g5YB7yXD9BED+/G+1A+2GVa3p+kB4z7tk+W+xSU23XkThPI+0itNONhG8a/lVm3P1J8G4TcybqEXRbZeDNik+2OceehvG0Cv93837/Kv89y2qDe7cOit19qG0Xf96s/U4Dezodin1XJPfuQzZcVPDxf6N9Plwp7m0LcuTZqlhYzA9K6acpqB9h4P/vSjD9TPXY4+2H7q5/UbIDnh1M07ikB3QlLbl/wncugI23q5dCZ6zrqtdHmAcK60ZMxBoCYGRDtWnpjVVUlszIYR6Ox9nXOuWfPnp2dnSGStU4xN8WsOgJhkrRt07MutSchIv1ZZn727JnCPvrVOdohKumxf2P6KbRN7e0xbjrVNVcr/dTaCmp6hPZUzjlhD4BgU0uGJHIa87wajUZuNIYgJL7lTnKt+ha1oh4MBtoDD4vhxfmFiuVWw19ARmb0ntu2rsqmLJc+tJPxpCgKa0zjo0isltXFxeXZ1YWq7PI87z/+bDZTHGw0HHsf1l2S9YIoE6ZnPOq16tl9/UfWZlsJtByihtuqy9nGYtXXXO9+QwitjwowqmzSWuvb2LZtU3sRsY70emZZNh6Pe+cPBQ/7U79pm7Isq6qqm1rBwIcPH6ZpisJaE+zpgvCwdnYnv//mKeV7zWC2x5Pd2+bYe9BteIvdGLnsm/v26uutWJsDIuadjmQ79+J9WQvbXPNdF41XBjVdfmOapuybRw+PRMJ//J1//89+5qt/8H//yYcffjwYHZ2/KJumNGy/8uUv/uIv/HSRusRRjB5im6aOyMUYOUpkiSyClGS5WuB++OGPvve97ydZKqzUUwkhRJAQGbDriwAkTbMkSQ1Zxeg8BBIgIoNkCYkwHxSI5GMwxqQJOZNqy61ng7OpRjArNE0uGQ4Lgpg6ZwlC8EQUIxBR/uQVZA9EYFzoMo/EEYlw08rZ+dQg5FnS+roul0eTyaAYFXlyMpmQUfONiNbEADEyMJPprT4ji2aOM2hPA108mmJxV1dXglAUWWjLti5JYohtVTbZYGTTVCL7Ngj7vBj0sK2ILJdLY1yapifHJ8tH5XS2eHF+tazrT549b1vfNEEA2TfvvPUFEQaJFhIR4IiEZJMkeO7YGAjD4ejtt790fX19dT2PYep9zLIihvDRR5+kzuZ5McgJQdI0dc4gYpomIYTRaKg56mnq1s8wtVNGBHVSFQEy3SQ4RkEA02c9xahzH6R+5oKI4IMnIiSMzBDZgNU0KgbhDr4nsCAMz15cL6vyjTdeT5MscgDukH8BYcTIITJXVXX68LRt/Xw+b9ugXKumaZ4+fRo4vria/aff/4MffO/HWTbIM/dbv/EvXTqMgL7xP/742aPHD9LMsDBwF2xD1iJR48Pzj59PZzNnB8qa1uNpXazLzD52/0tXo54m6yzBDZa16hf6TSaEwKKoI+iZ4r0HoKZp8uHwyePjpy8/jRLSLGl9k1jLMVCnY+ZVMmQ3U9AXHA6H1iSIMJvNjLUxig/1o0ePyto/ffpUzwXmKDGiIQ2w3ahUNjai9diu7YnYznA5uO2XsDHSvp8l+jpKJNs8i51eEfeYbW3ae2w3DPfxNjiwze47XzbYif1RsmH0sh7/fUBLtsEx2we7bQAmd+aD7+siti/RdjG6DbutI7FxLdP8gJapv8v9NrhhA344Dnu7mdmnK7undOqzWucfHgHs7PN3Xth9Lh0HlIT3pAXtvOP7ggcOd5L3aVMP9EvrO0Z/l9fjykREiwQWAey5rLCzSdogCd/zRh9wD1rPJ7ynsdD2st+3yO+ZgXGfy3t3m7d+csPKArvvsNdjcNR2SXsAhWiqqiqr6vj4WM0/tIUYDgYnJyfq469n2HK5LIoiSZLpdKpWED3bp29UjLGK2vXJeNpzqsxgNps9efLEe68BCfom+8i7o6MjlRb0kQwbsXg9iKefVGvBpmn0L9UeRntXIjKEiORjDK03wCg3ouTEOQkRhXvPq16RqM3VYrGwxuR5lmWZICp2t6zKi4vn3gcRCD7YxCGSs2ld12dn576tg/eIkDqXZdkXvvAFJWSqsnG5XBKRxgMuFotBMbTW6VeP1PUfan2YqlJDfZ+q+gOANniFAZMkGeSF3nG9DqpnJTJVVU+nU70gk8lEYyfm8+XZ2VkERMReKZsPCjQUhUXEGgMSFXRN07Su64uLixhjXddHR0cAsFgstMnUK9Y0zXK51P782bNng8EgdZ37zjZwv94s7evT1r1P900HN4aj+yCyjXqFmQGlb/C2hzHq17Jvo19n6d/H+Hj9vW0cihtV107Rwj4G+f5dTzFbAkBC8W2bZ8nXvvrl3/iNfznI0//8e7+3WARjkufPLi8upo9PT376Z9//0hdfejhMQOq6RSLKMwcCHD0IAgohoSFQkisLMxwdnbz6WkzTzBiHK2N4IjLgjbUgTEZHS2StY15pGwwhIPUJZdCJIxSAYGFEIDJK3tPRjzEuy5IuRo6CxGgMkvjgAwiKCAeIwkTWRA/WLMoFOafenAHw/MXFfBlCxDaE6WJWZNloPLQGhoMUJC6W0+Eg5xitNfPp0jmXpQnLrehIQ4YsMQeJaI1BVO4iicCjRw9PHz2IAszREBXOCbeE6WAwJJMgGQCRPAMQUnU+qtAFkyTRydt4PHz69KUku16WdevDZHIUBULwL87OH54cZ3kGzIQSgxGJeV5o9pqiIoN8GMUT4XDomrr1yyUTp6kVFpcnvm3G41FT+2uZPnp4rFPVjrQPrI98lmUi3HVyAlEYEKIwGuLOYBKEbozeBIk5Kkepe0aEIcr6l5pwKg9aQJMyooCoIhzJ+hCR7GJR/cmffPvi8mo2r99/711D4qxliV02Lkjt27qpB4OBTrLqug6BI3PVNA8fPvAxzGazowcnZd0K2qoKhM6lwyAIPibWSeTFcpnnxyystjfUw/UCs/nyk0+fGzPUTS/EyKtpVIdEIepmmyS5tRaJkpUDvvKvjDUrpxnAXtiIqLHVaoYPHfm7SwYCAGOs9s+WIE0T71vnLAAKR2No9XoggpE7N4KVfJ0Xi0WeDYhoPp8LyHg8XpTN3/7t3w7HR9aSZhohgnEEaDqyzt4Bs7rIdL6vPRGurxDWfqTnyvVmV7e0ZOtd0PYwbsMWcl3M2bfEsD+J685Saacl/eFI6HtCc/ugv43tfb0I6QHM7QLxcNbzzip55xBwXzm+fRDs8728E2rYt2x26qNgT2DAvneyDgV/JofqdYLx7d8FhxdMPxDfOG23G6R9Jhn3B47WyYGfdSUfoBzfwRfdv64OvIjZGiUcYBttNOS9yLD/vBtPRz/v2MnhhLW8UWSQVTzhzpHTdtTEffjSOzs0XptH3MdPYSe2uR31eZjmfZjS9ZmmTrdImxvWvSKoPD0RzQWy0bfRtxIjEkXRzioQUecRYi2H2NQl8wSREI0eCaePHj04OZlOp7P5XPExMkZERuPxfD6/vLrSlFXhIKL9ZEe8Ikrbtk2SZLlcqiBNt3i9oxq58+DBg7Ish8NhH+Detm1d1zFG5WGKyMnJSQ9q9cEvaq2pn7xp/NXVdD6fP378OE3T4TCbTNYc0rj1sWVweoY3VTmfz6dX1wMzdMOJAbCoAYMtIjZl1XtPaUjDYjFn5jTNmNkmWZ7nUaVKKCJI1kQfnLMhBgBT13VRZEfHx8aQjrpT67Isu7i4qH374sULfXElVQrAbD49Pj4eDPNlOde4iDRzUsfIPkTo+z0kyYtUPxEzF4NMF0pdBe99U7UhBA6yXC5PT0/VKDLGaCwagyHWZHg8KWKMi+W1gE/TdDq7DrF+8OCl5XJpkJxzgWOe53pJFX0tikJ7uWVZL5aV3hQiWiwrH5gBMSkE2mXrE2dMmms3nmXZfD6blecn4zzLsihqvkf9DKJnXNDtKdcGz8QAduz5W/v7agBMIprn3hlLgZ63yvxR0JOZe266joxiDIhoHRHZA1wOMrDyA1j3zloRYABAdqPtG2l+BxQRO0dxKiEgWMuF2HoFhgRRDArEKBCJMAqzktoB2KSAhoN3FBISCg376t/+m//ht3/zX/zD3333T/74D5+FAfvGV4tmcXk6tr/2y195641XiZABQrRRwNq0CZ4IAYgh4kqxSASIaiwhp/nx4ycP1nfnzgmNScGulTEaioDysfU+rnnTeWY2ZIzRaxWRIxAYMlez6yBcLRYPjseZQw6xqlsyySBPBCS2Yd7UiDgYDGKMTVMzS57nxpEPPgSPIGk+ALTXi+X53EMEZ61wkzubWjweFceTUZqmzJGIGAmcC0iTIXUas1Q9GLNe6YFEAl3vp/92lm6fQFZUsAQOEV2n5WIBERIAMKzGrGHl0E9ESARopRiEsg4+BGtjDBLaCJqkUuQCFDkkiaPgAQDREAChkGFEFokWQURGqaSPi+SiuZzOg6AgiqAx5Ns2Ozke5ElsWwQIvutkQhQWJHLLGhFRWHpvBh3W9PGbMUamJISgXHF9cvU7OzaBxD7ctvcT6hXLiLhsvAhDZJYgsRvPOeeurq6m0+mjB5PXn05S8ojoyEUGNE6Z875uRsUgy5PFslqUS2WleB+KvPBtWC5Kl1hsl//qn30jxmgMhtaH8mOuI6Vp9JjnueemjTWhSOTUmRgCRCNsHZo3X3/7tVffAmnX1d0b57dFu9qRWJcKmTVSABFLbxynlond3tKtcAjrOcvS6eUcR2ZmSwgAaZZp5aCyYADQ7YslIhoRQUHTqY+iEIPFOsLloi2cS6zL89HV9TzJJxIBIRhEASCykTm0bTeptBZX1IBeh7yPKH6ARLC9a233eDuLsPW8vrWNVDT4QTfn1b/voJwd8KBb7/QO5GXt/Ah3EvkOJ63tzH/biYAdgKoO9CH7fm+/bpkZJd5qPje0WLJFnFl34yASiSs3Y+5AFVy5aoEWk72dSd9cCdyITzde/tb96k7Cm79cfQPuaALhttmJuqTso7eJCCLf7gfgAKd3x+/aCto+cK83OrGN6fCdotCd3c72ixww34ddkR53dpK7NWwC90hEhq70EliXNUpnO7iWvLW6p+pZQAb1TGcJSDKbX/vQKCMsSRJhAYgSIwo7tIJoBIg7DU0/CdqXi7gxl99wHtlX0W0PCNZhsPsMhtZH9vv2yTtjFfC2inXfLreNZGz8Lrv1/mQ9gVQJV/rnpmmSJFGK3Sq/GNu29T6oKq+zJAFQnqH3Ps/z4WjUgYbWNk3z6quvXl9ff/jhh2qjEuKNpFtbNWU/6qcqy3I6nWq6znQ6VQriYDBQk0z19VJQUVGssiy1+VQoUsUGCg11UU4r+3u9fCcnRyLROVMUWX9ljUHVBoEBMp2FkTaKMUYErKoqVguXD1Rz2F8KbX316hVFPptNY5QHDx4IYQxiDFlrIYSGW2axaH3wzNFZd3I8KYqCiEJsLy8vJXKaJGpkPJ1OjTGvvvqq2s+ISFXX1lpnrdqo6L+1I4KVkYyCe/pJteTSIEG9YobSsiz7pne5XCr3ctWQdIYx2lUqt9Zau1wu1exe8TeNjuDgz87O1PdMA9nUOFuXirJYYaWNISLvg3XknDXUGSWHEKqyRBFkmQxHCIEQsyxLk0TZns456xwR4V3qte2HZ1OJvnKa2mF0pkfW2r7cU3w34m7Xv2HfFLPnHmwb0u4b3myQyO9kjNzaCNZ6yD1cBQYU0DBtMIBIQIBaTaIEJgJHAhIk+q989b3f+vV/NRkO//Pv/eFysWDI5rNr8ZWF8PWvfe2nv/ETgzxh5hi7LOAsSepqYYxRmqXmSiMzgHDUlocQQJjj2rCNiFSpL+gRwaCsw7fGkog0bSMsBERkjCWXuBA8AKuLk4ggWECYL+sQ4rJcPn3y2CIbQBIs8lyzhPSRz0WAEEQsGTsYMGtXL3mRJFkhgJ55WVbz+Vwtb5u2cY6Gw/FkPBqNhok1iGCtE4EIQEhAaMh1VkMAaEwnEldNmvpfqlwT1+uyG9tspefpqhQGJBFAXnnZcwRAYYSVDQu1PgIwAufF6FgcmvLiaooQnSPdeTiysBBiaBpcrQvugTVmQBJmJGMtJuRGY2gjXlzPyZgYGYXKuvnghz96643XCBNDGhvYJXFb68jYH/7oo7//h3/I0lxjXQAkhBijGrQiKnaHpu/fdhgyCyOhNcZY2z1ZAARinNF9bDwerhTCgiB5lumVBxBjzGiQHU9GqyAfMMa03iPi1dVVURRZlgvHtvUcBYBEOArUy1J12iKE1n7hzbcJyRrDwtPpNMkH1roYQ+MBCawtUCKIRzLOCSIJGkDjMgRAkkRuzR3irXrrxipCw2BYNSVaH3FQPx6QGEAA0cTgZWWsKQCA3ItYBBiRSCA0DXbAKeysFzfrjM70DmKMy+UyTQfRt2VZOmf02VQdgeYlapeoDmrq4njA1WPDtwDubR+1j6B+TwLSYYRkZxV7OLZrQ0n4WbVV/8jv31Yh7pzrHVZif46owM3rIDv0jXcU+rvwnJ1V72eSi38+tduBBLadcqkDUMxORdmB1bgBwe1stPY532xQhLZrgO02bBtzXv/sd2rPdtoa3Yl03efCHpY4wl0pGuv5HIywzticTCZ90xFjRDC6hRpjEEitqnpHUFjLz9vZ7G1oMnc2b/dfivcU+21zj/cJWe+8a/tg+Z3S2X1tvF3nQuiXNnLaBjRNk6eJel3q4FahoV5XwDESmZ4hmed5URQPH55kWYYA1rneLkm/X1uOoiiqqnr+/PloWKiwTdN4ekme/qdzTmMYjDGPHj3SnjOE8OmnnyZJonE6mhya57l2cfpOtD/JskyNVaBzj+sy8ZRWqjjwYrG4uDg/Pj7WUmm5XHZsComBQxSLZAprDIJSFhssHp8+ury4WNSfbpy7WqbkeZ5lmTZ16iizLMum9sYY58x0OnXORe+FOHFOBJq6Oj/3Dx8+9KGxSBB5Nr3Oslx9TZT1ujKPFuW+DofDwUrnNp1O9TfqOe29r+tam1v1ldGPox+5qqo8zxEMc3DOFEUxHA7TVMmoaqVjvA/KJ9J73beIur6n0+lgeIQsy3LunBPg1jexjsty/vTp0+Vy+eOPz0ej0cmDo8ViMZ1dqcvOaDRCkjRzLFzXlXJo0zTN8zwEn1oTQhgOixhDb6vDKzqugmwH5pTrJ802rXFbrr09BN14qNatL/RU3hBw79zUNjbufXOafVSiDXOn+3Drb36XWpDu/zIYRESABFEnOx1pTBgEEhSIjYD/+tff++9/9RdHo/EHH/zoL/7yPLQgbM8vFmV5/uT0wS/87E99+e03OLRNOW+A8zzXK+Pbum2qoih0iNDn2fTH2QqP7Ya7mqjZxyqwdKAQId9E+ghEjokDNyh6hQ+AGLcWiCyIgMy0LJvv/N0/vPTKS8465OAIg4/G2NhlhROiOOcAWYSxMwAiZhagECAy1217PZstFksW9K1HoCRJi8JNxoM0Sw1IjBq/GQEgSlccl8w+REL16wdUrrsuHoEoauLU/QMIHNkHv5KJSt3U+kl1ohljFLWliWoqagQiSwgcvGfUeRwLgP/aT75/fHScF5iWTdOWmp4izISCEjkGQlAgtes8de2TiTEC2hhiW4c0zwUTsoUxIXLXD9Z1+9GHH56ePhpNjpq2MeQEOMTAIjF65Dg5Gr33/rvWZOv+zL3rhvpMGrzxf1v/6pzc9Zla8SEV9lVZWTf4Z0aEGFlEjDUiYC2tFo+al8R+krWieJSIJsuKEGLTtvNZ2baRGes2VKVv2nY2rzvFr00QIK4OXY7xxWVpiNIsL8sy+npQHKXO5Km1QIAMKIABMKiZJoFluYlRQIMr7RkgArl+WAQIRo1abnJBEXEtRJuIraF1VzBE18F/3QgAm9p34SLGAOF2RbVjjourSQPAaDQZDIYff3pBZMmYyEyEXXCPRCRDRKief50KEnbWCoe7pgMqpn375OGacp9U6XABesARZKOjO5AVfmd/stP6fP9wba9Dw+aQ8SBrbmd7/FktNzaK71sJTztCXHHbS3H7YL2nIutzt3b7THfuYz1/QPZ2uNPbphYfprZu8/TuM0G4szDYHivvRB3vmVq+MWtbd0LaN1DYN0+5jw5w34OwzTbciB1XOY8GKtxwJgUERAtBZoAt092dIYd33r7D92UfaL+vYbsP/fhzPAjbWMXOFbit59z4dV1TtLZibgQ/qpjvgwEWi4U2USq+0s9c5HmaZkmILNhHZ56fn6tyDgBOHjwYjUaqfJvNZovFYjKZPH78uBNlSQQA7eu0P9EGUueOg8FgPB6XZanQ0Gw2u76+1pq4aRp1cfTeK3VTU1ZjjE3TDIfD5XKpUwHtThVnU7xrhVXqqrLG0GBQqHNkmiar5cNAmXFFmuUJiMQwa93JyYlJEmMsIh4dHSkCpi+uHaa2Q2maGkPO2eEQsiwHAGMa38a8KJSGKhLbNjQxishwWCRJonYsmdPQBKORgHmeT06Oy7Kcz+fao2ZZdkykGQn6SOR5DgBlWWryRNM0mlKo2Jq+mRjj5eXlfD5nZrXD0YSG1tdp5saToa6S5XJ5PZ02TTOZTNQuRe061Z1FgdY8zxU1RcTZbFa3zdHRkU6OLy8v1XjAWntxcfHixYt+zakJJyKORkOEZVVVBFDXpW9rffPj8TjLEksFmRvSjn6inWFcO122elbAxlHUL/oN6HzjcV0PCdyOK4CDKa7bePq+DWh7CrhB4L7T10tv6zorHeGuFD5QLAsFjQChEKAAMIIQCHEoUvNbv/2bv/QrP//d733v23/+7aYNLObTszNDmXPZm689/de/8asnR4NyUTqL6Xik09/OEZcwTY+MMeq1GKNmyoPcuM50zVb3B4NdQFFnWqOMX+loWAgA0PrgvTiXCpDy+vufQAQWjcgTYKlq/1//25+x4JcnD+s6GoiMMpvNkjQ/OjpqvBdhbd4RWKMUeiVAjIxAVdmcX122bUuG2roWkaLI8zwfDjOXEKJw5DWJCBEKRwaR//dP/mI+n680VKbPF+2anBU0t25frHtdbynWGwWvR4d3UcsuQURrEweQsoCQchMscZYNBFDQGOuQKPgYQzw+Oh4NBs7aEIMhiKuJJ3fG32ARGRAB6qapluUgwuXV9Oz8yjOUZcOsTEPfhHh+MX3plSfGuRiCMBNRYq2gGGvzIn3w4EiY1ruRVUZc94yYFR9so3JaRZFoBNNNTqae4rBi8NguWF7QEhHEGFEEpQuGBgLlTneXGhERr6+vJ5MjfdCWy9r7KAKRGQCTNHNp+p3v/P2yLAEAbK4/W1WVhvE0ITR1q0OK8+effPiDD15+6cl/94s/Y22eWJOkRtlgUVWHHmiNcKjkRlg5BwrEFWTbHSAa+4crHZuyxAFkFfTd03q1b7RrPuaoK9xaEyOtu6sfVNDhCpnB6XwWGQRgsVhqHc8sghBjYI6m/1nBFR9uh+XggVnyzrJ7m2hwJ0Np+1Nsm4Xc09dhIyV1e6IHd/leftYO5HPUbdsJfnfW6Ifb488Bs+xDlu4v9bmPWcs/SbN3AHE6fERuNEL76v4DcUr7Fts2kHLAK2Wb4XnA6WSfaepOvu49h8I7V9GdPjH3nC/vBHW36Y4HxJ8bUyqd7PcxPJ0ShwwCrV8tIjLY7aEcd5gv3HNSc09l4/ZNP6CN/ExA8X3krwdc+nYO1HZi/jdJ6Kub1HHV+oCBtmkQUfPEZ7OZci/H4/Hx8XGM0XZAqjx7/mKxWGqXmKbOGKOwyGKx0DZD28UQgsagA0DTNHmW9ANObRKUYFMURR/irNIvNWbUTVx7BgUV1XVDsS+N/dG3Nx6PX3nlFQBQS0l9nR6VYmYiuL6+ns/nukbn87kSDvU/rUFBqBq+urqi4C3h2dn1p59+evraSN9q3+Ytl0uFzjRYwjlXlqX3rfqGz2YzY5xx1jpaLGZZmiDSoChOjjLnrL7/JHHeN0WaOufatjk6OiKyzLxcLmfLRR9prR2shu/pDZzNZgqhqKtbURSj0UhxzuVyqXHwmvyuNEvtb6+vrzs+7XCoU3nF+rRhVofP3lSmbVvNWjg6Onr+/Hld12RMVZXMfHr6UBCstXVdJ4lLEvV6gbOz55q8rOzZEGJZLofD4cXFubAkLinyNMYYQ8zyDECOxo/zPFdSltqcrIcprSMDdz6NeDtVtpcA7RyH9NnBcDsDvdcwrD8z+xIz4S4j7P4sX//xdZvde+L421yjmx8XAT5YPDFhxyFEEFQlH0Ek8Qbl8ZOT3/2d//nouPhvf/ynl5dXIUpowuXVOURvDH71q+999d2XF7NrCM2wSDVwSzED3YujCBGTdW2UGz6i6CWFjRRT74N68Ci6TkQ+qMbVb5/KGni9e6jS1AAAIABJREFUComOPnju2rsu9FIALq6ujk+ffvn9d5x1KABinj//dD6buaRqI4zHQxAWEXVUEg207ZYBCJjZYrFYLERAXaBAIE2S4TAbDArnLACDoDGKpEEM0Ucfu4kWvvzkSXN8nCSJsgz66WOf4Lxat/pvWMmESQFPBdFWEaS4gTYbQUEBJEH9BGAMWUsSIxFEgcVi+fz5i8WyLJe1sfSld98ZD9zN6Uhq9iCIRrsR3zaGbFVVTV0dHR3HKHXbPjs7sy6vW79YLLIkNQRJknzwww9YPHA8Pp48PJkMipxIEAQlSvDCDMYhIBFFjsKokCURkSGRCMAb61rFmdoWEXRUwduaqBvJuzVOV3CIXNVNmiQKimpnyCyANznOIcb5YuFcook73vu2bYwx1iKESIaSlPJ88IU3X7+8uiI0IYKeGsB+sZxHbWKdLfJ0uVxOp5eTUWqsQUPexzxPb9ouTbq3BjrZyY2iSFYZeYymb5e6t4vAAMIanSfAEiNoXJEgRIGVqFZEDVhgLZgK4fxq+vHHnzx8+PDhw1Mjfp/IrZM9ISDIyklFQGg0GhBSWZZpmglEXXnabfZO5L2rFSJtV6vbruv36TQOwALbnpmHy8GdYpUDWNk2RLBB2Ntorv6RPclnzWPYOH322bTc2dOu9NjdX+2BdBhuSeA2itRNJ5vbnhmbLM4tIwq8/2X5rDjG+n087E+47Wq4jwF7n7yNnYjTPpOVjQW5LxR33SbtgJxvfVUcUOLtPP0PPJs7xV37LtRh2cjOd3JPbvbGUGDHOscbcHvdULAbfwsgdfYGnQhz3dtpfwF2YLx+2OEc7pcYeacF1J0OPQc0wzuFnYejR/rlsb0qrLZevakaAMUYF4uFvm4PFoUQFJNRlCaEoOBe2zQgKIhZls1mc70TRHR8fCzMSNQ0jYJ7isMqkTJJkqqqLi8vH50+6C37j46ONDNAkaW+3xgOh1VVAcBkMmHmxWKhBEVt7RRp1GZGv8bjsXZEZ2dnsMpX6J83hf6urq5i9D2tUds8bWUVj3KGyBnEJM/zjHICGI1i27YxRL2es9lMu0ctULSZTNM0yzJ9t9o1KePUuSSsuoU8T621jx89VdPR84sXAFJkGSK0bWOttda0bQwhXFxcBOGjoyNV5SnmqSlMsBKH9Kuhbdvz8/PxeJym6ZMnT+q6Vj9S/b+932aapoNBTkSr6PbADFmW5XmKiKenD0RAbTb1xQGgqqokSYbDoUZpCdBgUDRN45xdlEvmmKaJNmlpmhRFXpZljEFEsiydTCaz2YyZ27Zh5jzLY4xVtXTGDgeFwrxZlhkDzjhEZLwxku6lqzeLmNcTS3dFDqxNm3o2svaNeu6tr37dTXqWJq2i6vGWnUmXhAay8RvX5A03e3df/d1ErarneVe4rcI9hW+Zi+w8qHbIbW/v57JiMBzG/QDAYMLSGXIwRkOAElDaGKqvf+Mnfuc//LuPP37+X37/z4eDSdvA9GpeVfO6Xr7x+sv//Jd+8fTRQ/SeBwmyoDo+CIgAQ+/Rb0Tg02dn5+fnzqXa3Yl0vhr9CuxtNnrhln7wIMn6J9UHWX13vfcYQx/FoYxuHVjocx0ByBX58Pj7H75omya1xpfzUZEOBkdVU5+dXyPReDyC6MkggihTNDKAobbx5xfzELxvW0RkhuBDlqbDYTEejay1IXiXOAKMIQqzb+NK+0TWpdbat79Q9Frf9fvQn0HrmoGNUk9Ewm2Aul/t3X8Gb4xhiQIERl8qCItRbBNNWVaARGRdmpaLBTMIIAdRGWEbamudcCAUjhpk6nwM5WI2HA5tQiQ0ORq7xJVNtViUH/3446/9xFe++NZby8X06vL8r/7i26+//tpkXCAwQnTGqN9jjMJEfXwCdNxLczvrdg3gWvesO2gt25+++tQCiEHjy8aoJZjcaBxVYxxCiJH1ODg6OtFLt1wuY4yIUrU1kambejgYphkNh1ldJ23bpgjGGCmyLDkuy9Q4a21irQVC8/T4Wz/57umDo8lknKZOnajk5kkmAmDNQsfOU1T/VgRms3I+nwPdRAoJYwjB+6BNvg411By6KPLxeOyca5oGEXzognw4dr7KdV1nWQYA3/nOdz755JNXXnnlW98aJKZjc+hB7L1fl7nGGI0zwl3K+eXlhY9BGKKA91FWkc+LZcXMBpE5iAC5dJVZILJLc7LTqGAnQ3LfCGxfcbPh7H1Aknd44r6RybYNNO1zMN7GKrczD9Yr/p2Eju2y7LCuaXuH/6wquxvvn9vUlX0o1uES9qYQ3/i21bzupnbErrZefdLP1u7ekzx5eEnc+TF784UDZLl93hWHnSe3oeb7kELXR8ywlvZ+QMu3D3zefojWjT0OpNVvk4/W+9K+1oKDJnB3YoA7P9GdnNL1D96T8LeHMp3CGTSvVIsLQOq0IYTYjxF3UisPs8p3uuYcuKfrHLF9JM8NX8D7rKv1Dm19DrXP/3YfPWEfPm+1z1FYCQAQu5ZJb7+iW1VVNU2j/c+TJ08U6yvLcjAYqFV0kmZI7XJZEpk+XR0BaHXztLDTA6m/neproto8IirLUmfqygkEgMvLy8lkouxN/QaNZFAvR+0ztRtUcZ3+otFodH5+Xpbl1dWVcqIU4NKOazKZnJ+fLxaL8XioNpXrgKGmped5bglNYm0yiCxO2BKOx/zKK6+YNL28vJxNpy1P9V0lSaKN5WKx0IZKp/VKyFFyqfI5vfdp1qWHN01TN3VZLRJrR8OBjvOrqgSE0XAkQjp1JmdVetcveq+ZAasTSwECFeNpw6ztjZoUqdRwuVzWdd00jTHm6dOnamqkS0SjsfqivG+N1BKmb4d099Rkhednl8w8Gk0uLy/J2KOjk9lsVlXK7ZQ8HzjXqfnTND0+Pk7T/OrqKsuy0Wg0HBTOWkumn6oOBgMkQb45Qnp4eXvToe0cvdtbyZZ7Mm5LI9bzUnuWnTGGthqmnazoe57NB0aY+/ZEuB2feidj58DUfGPeL2wMUZSIEJ0RjB4pPDgZ/uvf/h/f/9J73//g+9/7wYeA9PzsRVu1IPLykyfvv/fFL775NMkE4yyKAw4sYoRQMISwYkwQETFZEZnNl8+enzvnFBbQ66q3cj2ZU8nYeZHcvL0V8mWt1e2iM54nAgAHrFmdhAQIXeKCsTHGvEifX8x/+OPn/8f/+X9VTQjeI8Sf+vpXv/WTXy29J5v6EF6cXwrg0XigD2MIkQEEKDTt9XTehuDbFoGaulJJcJZlw+HQJRYAjLW+DaFtfRs4KjZDSZLaxBlS2NgLI0vvMSd9bUSISovVGUHnfQM343UEsSg3xL9uNBk7ERdAmhKLtC2LROcsS0RkELXEI0JTDIZ/9dd/98mnz6fTOSKcPDh5/0tvPzgeRmFkMSZhAQE1TDYi0rTVYr6YjEbOWkFE4NFkNCjyD3/8ydmLC2U6tG391ltv8usvf+Or74uwER4OBsNhKlGQOkMzEUGgNb5iB8etRiygrmwrUMso+MVyUznemlcI9K/QNRyolqM4K9vvffCj09PTQVGkiYEQjeKBBKoaMMbMF4s0zVckkaYsa0Csmoo5LpfzPC+S1BSZff3Vp2++/iogAAcQHQ4TIJIhEWBhBDTGAjIixxBFfNvwhxeXXUqKkHq6tbFZn1D00yh1sWLuFjmtLGSY+4ls97CuDTsiEbKIepXFEES6TFpFuVl4UZUvv/bq62+8keSZk6Z3gdZvWN/HdAhiTSIAzNwGT0QuTcqyrOsmzQpmbHxzdXWlmCcBAgpziAJIVpjX78mdXi/bf3+gqdhXvB4oT9c33m3wbZswtu6A/zk0MAdK220h0PY7v5NbtRPrgBUct9FlbcJxm+8VegRDbltcds8SrG8zn/8irD7vCmUSIbgh1X++7vRzi5QO00c3rvAGqHtnHf9Z4dmN3mDDEOVwNMJhr//D/gIHOsB7CvO2+av7DEXuSX28s5m/jyJRRDqShwiyWOV0rU3J1T5OmKUzNuvLOemfhZ2Y2PYI5sAn2hbd3DO0YCcLdHuScp+Vf2dSwoGN9/D/slVVKdyxIkB2NlBN0+jUUP0ktYHpv4qi6BR6IoikyJUxRnUaOsW3xuhPaXnXA1/Kq2zbVk8s5RzqkFKdVIqi0MZGX1YBJQUD67pW7qjOR9VjbT6f6/f3B0OPVq3/agBQKE8xwOFwqGRLNZPIskwtIlXFd3x0bJwNbIiF62q+LOu6zvPcEyLi8fFxPpoURaElbFmWKiDsnWnWXeO74GbnAMAaKpcLay05n2Wpcw4iK3vTWGJhCUyIPjIinp6eojV6F7QCaJpGAOyq71LQsv+AeZ53JQKz976qqsVioco6fTMqyVNRik5Q+psCXZDgaB3z3UDGNKYvz/PpdKpcNUOkkKl+dh0Z5Hmu0pcY47Nnz7Ise/r0qcZVg7oKapAWos6eWQLi6unaGM5tIf4HtsWN52Sbu2zgBqkTZmBGkT59u5+07bRs2iYGfFZvzJ3+cjsrBriHgPs+g6IbpAgEICKExABiCLH+yntf+t//t//1/PzFH/7R/1O3jbBcXF6Us2qYFd/6xje++v67k5Gpyxmy+KYiO9LRgNYWNnG9sUTfmZ8+Oj06Oukdenvu4noMTs9XRIQY1TsLAeP22K+/Ds7CqrDuvkclqQDJclkKt6Px8PnzZy8upkRkDSY/81MsEH3IsgTJAOFHn3xqzMvHR4PoPQtYlyzr+mq6KMs6BEbE0DQc43A4HBTZeDTIsswH3wYfY2yrmrmTKOt+kiQJWbVw5MT0zTl0hpkrtxiiW/gV7LdE7y/OTYi2XluIwlSWVVlVR0dHhoglADKCNcZExldeOVksf6JuuRhOTo6PP332ggB/4ee+6QOn1jYxGKLAgMAhRkI4e37unE0Tp8aYL15cnL24NtZ+/etfv7qeJUlaLRdnZ2dvv/1a9KmRBECy1BYpBg9EK6QaO1UX0sbaBqQbKqP0R/EN7t7j8V31ij3bkEHXQ4ysnz94joAfPzv7s2//lff+a1/9yjtvvZU6QtK9HdUTVxXaxUChV1YoT0wX4JGlyaOHx0r+l8jWCjMkaRcCrtpFrQE6+ELaGIOxlKQO0Szmi+9///uLRYlItIqVCxj64bdumH275ZwjdCs15g0PXIcY1uq7AtV+6+APAIwh6VnNgmmaLpcL62xRFHmeK46dZYm1hgKqX/T6PKuP8EHqpIACEEUQTZJYIloslkTELFfzORi3WJTOpd57MkBAggIRtEkHgQMykjsBuvuog/Yxyg5XmTvTrjd2wn4KvgGJf47mYWMSv2+7vtOlZp8QbtvqcH+DiocFe9u+GnCXNeXhm3LgviB8Tm/P+0N5/+QSvo14xvWszsO2+Pfk3W0XG3pU7WNd3ucKbK+rbafNnSOG+2SB3HPifJ/Lvp5S8E/Vq2vNrL3GrRUON1UhEfGGP5DcZG8c6KwOP6QHyNX/mAnRZ/1alxHdp0nel66xjVTbTpQCoJq3JMm0gl8sFppsLszKZtSWSQ9X7aMQUZV7zrnjrKjrhjmuT+D6bVflN33DsFgsFIPquZdVVXnvNQpP7UOapknT9Pr6Wu+9sj1ns9nDhw+1hejdeHrOpAb0qWGmvls9U7WlLIpC/TCfPHmyWCyIbFnW0+nU+1gUBTOHwMY4a8X7yCxFmuY2ZwFvCIXbdua9Z2TjTGJSbbHUgHS5XKqPiBqTGGOyLC3LJQBYZ43t7AfJUIhegLM8bYNIZAPYCjNzCN66zJKJAoiiJ/pyuTy7OM/zfDKZaC+q9QSu3eOOcEi0WCx6qLovrxU5nEwm8/lcZYqz2UyRz77UUCanFtDaH/YOk/r62s/rIvHeRzZEplxWzFJVtb5CkjiAGAMDYoycuDTPirqpm6b1bVgslk3TJkmCAsZQmqbOWVkZoiIiGaKO1XizZHuK9uGzH3ZxV3ZSwvq9aZ2o0BdqcND6bHt//6zH1b7UuwOEJdjjWH3nvrxBdkUb27bOHDX18vWXn/z6r/2b995752//+m/Ozl4sFzUiffrJJ8bgN7/+5fe+/O7Txw+dIZGY5RlITAZ54I7gqnhv773ebbBoBKlIkq6O5/WTbzVy60oHzSliYbGdBz0LNHIToAwdErY6pNp2fduCGNk5JwLL5fLF2ZlgMsrT3/7NX72eldY631QPTo6JIEapqkWaFYuy/vSTT44nk8lkEBlcki6Wy/PL66oJGj1elpWzNk/yoigmo6HiQsF7jhERiiJPkiRLkr4f045AvUzo9g1dD4nu279NRu6KzaiDBlz33Oj8OYCV0Gssg5xfTGeLcjA6MkiIjqMXMuLpBx9+9MnZhUuyJ09f8iF6H7Bpy8Y3AYSxrZoAdrGYTafXjx4+GA2LsxdnVdO++vC08dEa09TN82fPX5xPo1ibRmfSpvYffvijNLHvvP0mx3hx/uLp09OHJ0eLGpkZmAGRO4tRAY49WiUgwqIgFSKqB+mNeHJ1+5VnwSLe+zaEHnjoz2h9hc5MCxGRrqezpmlPTo7Ho3GaJgaiWYViWWvbNujEajAYKFGiaRoAaFtmxqpqH58+SFzijNVxsSNCg0EiEhKqH5E+79xpSQGcscwcGy8UrDEvv/xy23oiQ2Q6SefKjrJv8JTpIKKuKkbp9Iaoo3WqkLWbd+gOtzqAEQgBESOzNSaEYK1j5qvr6/FolKapCKtjJiIwh/WCvqcK9zUrg1oXgKohmNm5hMhcT2csQCJnZy+OHjzyPmpPi4gKj1tnFnVryB6Ap+6sfQ/XT/sMCe8jQt657x0QU21YIt9/T97ubfZFBW4Xu4d5rQdOpc8BcO0s/j6fid8mSnj4Tfai03s4SdzHSf//v6+dsNXG3PYAw3abdXmnlm9bTHVn1vx9HDK3vYgOLIYDH2SnFe09kxU+9xDnAIJ6QK+rVf3G2uZVCBaSISREg3xLlgx7LHAOd3eHZ+X3pFnujMXaSNLaWezdX457gHK8YfGyIfddXz9WO7EY49HR0cOHD63VUKyojERmLhfzdRtJhYa06Fdm5mR85NLUuvT58zNNn9QzO3Gua0tQhQpef5HadaZpOhqNnO2y3dRuTtVfL168UMdJjWtTBO/hw4eaz6atSJIk2r0sl0sFhZJVNZbnebOyjVEHPFUywCp6VT+algXOOcUhO1Jlmqp1pK65NtQskFp7dHQ0GCw196k7pImWy6UGu6khjRIj1elkMCjSNAnRhxAApGmaq6tS08O7hDqAqiydcyJdJ2xQywXsobb+c92eXIis1r0CrYoznJ2dMfPp6aldmZWnaTqZTERE5ZSDwWAymeh17lr0ttXboStGTXc0R17vlN5rvekaXxFjbFtU6VSSJHmaKOOXo6RJBoIhhKZukyQhMifHD/AEp9Op976p26qsjSEQVqecuq6KLFMbGL3+IAAc9LfAKmvx8KB0n9Bi55jqBjDpkrh32Gnu1L9uk9o/35By42c3INPtJm29cPlMbe3GEMvHKk0JQvPNn3zv3/+7/yn68Kf/9U+qugVjy2V7fnY+GeW//C9+8Y3XX0pTASnRmOiFxBLmTcsu4V6oqcvyhkkCICFYQ6AuigAosbexIfXuEGCWHtxC6jbttm19q0uFANWifvMATpwRgcWibGqfZZm1CbHxPl48vwa2ZJCj//r77wU0hqyvGw4NQUjzrG6ai/Pni2X74x8/+9KX3m0aJoT5YnF1fV3VHsjGGNumSdKEAI+OjyfjMfs2xsgSESlNTJSQJjZNE82bvvFThIjAiCiwKo47nRYKAGEXJCsMdHvu2IVf3OTMmhULS2+iQTIrChY0QTjid777ww9/+NHVbPnqa09OjkeEaASBaTYvZ7OZdS2QYwDn0qppPvrrD588eeSbqiqXC08/+MEPLs7P3nj1lbfefN1Z+sJrr0Qg5EDGZGkBYto2tj62i9a3PBgM2jb+3V//Tb0sj44nl1eXjx4/fOWllxNnELopdZRV8xbDmmWX9LMh/ct+ufbK4X6e0h9FugX1O0//0NWNz9IkLwY+hGIwevfdL7368kvDQW4lgrBDCALcxfOEtm0nR8eI2LZe6R4A0DIyt9YkicusccJMiIaMARIWY92qKEYkfdBIs2QIkdCQktgBWXg4HAn0NWIHOa6zytc/ZowxsdQbnDBzN9HobjYTdT+i11CJySKRgDl6Z8i3VdM0iQFLguK19+MYjCFnjGAnJNZQHL2wumMnSRJiEJTlosrz4uLioizLydERIi0XC12By2WdZHXTNM65J0+eDIs3Tk8fjkaj69nsP/2X3w/Br3d6O2dk9wc67hmfcB/q5s5acCdp83NI3fYJmQ4AYvfk491HzrQvT/VzAGX39G45oJ+8O8WH5UDT8rn1C/+0gB4cDLLf1mp+DsP9bSs12CNM3RcL8ZkMXTcIPhvrbcOp9T5A7k4A8D6ZCoeDB+559Q5c9p5E2pd8/XyQAYjEEK16OqGDdWA/zb/P5GXfvvSP4QKsUwzunFLdn968Ud9ubz47vd/122wM0VrLkYMPddUAqEhPACBE1lRqPcmUP9k3IeqZWS6XzqU2BIBqpe4jAFNVLYIVkLb1iIbIOEcruznTlwJJkjJz01yLSJqlPgRjnXFJFEhdmuc5GXdy4nTUzRytNXXdlFXdtj5JUqV39vSwnrnx4MEDhQT1d41GozzPtV/SOHUiSpKsKIanp4+1aSzLZV3XRASAzLysqrptrM0JyQOvHAohccnpw4d5YhiMvlpd14vFoq8zdLF67yOHGDlNM2vMoBggEjPPZnNnbV3WZCwiWksKlGVZZqwVASQCVAu7LqFJHUpXhZQBBgAhQ/qr1ZldQVHtPI0xIGLIiEjkWFe1b9uqLNM0PZpMxqNxYI4hvjh/cX11rY3ceDx+5dVXRsNxjJFI0UU1yQxqeKifq21bZq7qqMzMLMviKgFPz1pmtqYDb6+vLoXFJY6InLUxRgRxxsTIMfggELyPiZ3OrsfjUYopknRRybefljvtKG9vu7gx2V1/MGIM/VJZ+y28k5wNsPlQqR9j//c7aTCHifKrDn3j10Hv1bH6+/XPLgDS93m93xSh5p2DRjgjo6hHCrCgWrEhIUkEYyhHfng0/vVf+5WvfuX9j370wQc/+L4wIZjFdDm/Wrzz5hu/8ks/e3w8tBZDrAwZiWCNRbAImBojsTUIZMiQ6bYS/bzMgEDOwgq6Yo7GJIBww7ZFFAESuqU/VF9Az2nmsiQF/cgMQCAsvcMOIvgIUWRRxRcXVy89fTrODccICE1gm+VVU4fgXQICVIZAaIRZIhP7yOAj/vG3/345n/6ycVXEulxenJ8hANmkqRsRTJ31bfPk8SNrqWkrTXxXUqExBlGKPFelGTMQqYAURIgBECEyrviI0Dn4i8pYhJk1dKFbgQDcGbp2HD0fIkMkMjGymjgqnZxFmGNTt2yxXFZ/8/f/ML26tpkdjnJrqSgKwijCPnpmnl5f+cDGJkgY2rqql3/253+aOmMMNYGA28mokNi8OPv0y+++MxoOvG/SLI0x+KY+Phq33jNTXTc+SpqkmXv1jZcfjEYjETl9eGKN8U29nLV5nneZzgLsAyFSQobIJYlZIVpBI3CcQyKUSKQwl3qNqrdk99yxAJJZJcb1oxYioqZuQ/BFlmVZHmMwxiIBIQAzApB1hjD4FhGEpW19kRdpkhpDHRVfxIcg0UUfRqOhIXDOgAigkDFkdaCJLGw7UI2EIxEhGMaoXpVkiFlEIgBQxxResTARIBgEwCBEQCK46uORSABj9NCh0eCM0WVjTOdr2bZBrWfbtgURm2UogIDeh7Zti6LIErTGee/ns0tjXTEYCHPwvgXI0hTJ9tNi9TPrOxxmRiRjKEliYm2RZcOiIMTFvCzLGilrQ/z0/Oz05Zdd4oaDQrhlpr/527+4vJzVnssyDAZFCHX31vv9c30+sQpnl43WRTco2e1oAlsZ0Lsn3GusxVuoS+fCtzdEB9ZcLnaKcA5YNW58RkXacUfjJLcArbXQHdAVszIKlB6oXylTe7F3n/Rz+xTrz5F9XeLdep4DrfJnivDa8OPs9uebjy3rNIT7ozo739IBn8N//NeBbmonKXd7wRyoxTdw440PdSCAZGeFcCchaOeQetveYx/PdmM6vM0g3Q57OPCW7tSYHYCqdiZ8biCu/R9ugkb7OQ521QPI6ggG7v2c4XZS3GF3yo2LdmCJfj6kfftGH8gO3Qcn3J8KvnMFwlo6Rf/iNga2Bot8kCYZ6UTdWq3UQwxIHavTOacmYIovaXNCREjUtK0AVFXjvVfzcWG8vprNZ1VkT6SHE1mreBr0ncNyuYR1br1ImmZJko0nJ3XblMtqPi+dc2QsAFiDeZ7P59MY45MnT9M0TRNnDGmj0nfwag+jwXEhBPVTUb9Q7b7m87kyLQFIG78kSc7OzhClj+1OU2cSG0MMbWjLiiGwIbJmMhp7MeViETILYnoCjzoB6mxVHWVms1mSOGYmpBiiMWYyntR1bciowm2xWLRtK8LKZbXWElV10xhjEEubJtZaJCiKYjAYDAaD6+trY4wwINJoNFTATVtc9fwEgPl8rvTUQZYr7VNHI0WeJ84lSWKQlotFEK6q6vr6igw9evwEADQBQrtEhdF6PE0zJ9RmIMuy4+Njl3bzbB+C6hiV7ttFVjRRRPI0lSTREqRpmunVlWbuAUcRXpluSIzhwYMHg0EOncsrINptyHufJcDGc6LGNH1cgTKp1imafVzV7Ze6eYK2ZLgd7465d4zsnyK6/Xj3bSGsY+jr5cLW8yx4Eysn/X/efp3u2wR70z+1qFj3sNB0LgBAligEXUaWsMTojG2b8ltf/sLv/u5/DFL/0R/9EZAMj44/+P4PE3JNHb745uv/7Oe//vKTifceGIxYAwapb4wbZo5tNRqNklW3f3MvGEXEOBUIAQAaQzde8/3H7cyx1hn06ENgkUFRCEOXjk0IAGRvnCdDiORoOq0++OixLyV/AAAgAElEQVSjH/7oI7DG2seZBTRECZ1dXX78ydn19XVTN23TxhizrIgxNk2bppm66U4bU5flH/zRtyeFGxbutVdfEuG28cBwfHRU5KRhmxfzmTo09gxk51yaZIuln80ulMjQL6RVvDW1jL2hlOLbffSi955jlNg93Tps6q9bFyBh1HRUrHWEBEAxSlmWkcE5JxaqZZnl7p13vvHel98dDwYa0AAg1pk3Xn/14YOHdV1blxhrY4xEZAwmqWvb2nvvTKL2udVyYa3JswwgGoMQA4g45548OX3y5BTRaGiKcy6EDmcD0DS8jpfRj0U60oEx2spqauK6spcIY2QWv6E53MhOULcZfVpF+2MGgP+PtTd9su267sPWWnvvM9yxpzcBDwMHQKAIUiBAibFoa7Bk0hIVOR9SlYrLKX/It+QfS1XicjlVcsVJRbYiyYola6I5AyQBAm/o1+Mdz7D3Xisf1rmnz7vTa5DpT0C/7tv3nrPP3mut3wTVvDwej/X1U2sQgDkyR2sSY2xZVywExnCMHLmu63v37ldVPZvOF8sihFB672OE2vd7aZqYXi8rigIJBoNB7f2iKHu9njMIUQjR+6CMEo5cFoVqs1k4NELQSESiCj6IAM2zLCFaa4HYWAPAxhi1PGxcQCDrjnKNQREwBpn11NNocsqyBACsNSFEZfXnnCeJE6gBHEC/V/vFoowC1rpekgGAJRO4SSNsgzr0GF1BpoRIeZpKjATQyzIiM5vN6jokPZovZ0UILs2cc86Yulq+/OAQ6OD4zsmf/fnfuHSsOSPqGtrWITdmwSCGGoYIP19xNjxsfm5PXrvju1COtfK5FbKqu8+WNmsjYvQ2JeYLCuhNqdtz33/eUnLVrekbWbWgAuqAghs6tpsOFp6D/dsfXA0NV39oH2Ta7i0vVH1/WlxxNT3cocTrOCft593dsiDeeppvtUncxdDZ47J2G+wIdwj+18ST+39xE2reWrVvzU7Ymtmwy5Flk2W6tTu9PbP6lt/v8jXWrsCeVvCFgpStf7cNtWq2WXkuiLV53EVACJGAAZABGBAQiTvXdHMd7v/fnxt53ro+X+gevOsC7hHcbtIWdnXaLbVEuxilyN3IyO/cOWnVXCKcpplqJFaHfdQKvixL7QG0NdKItqqqmBvfMz1vGojQGWEAYP00rYiu82FuROQiMh6Pj46OjLMi4OsQI1syiXMxeDXDU5zNe5+myWAw0IZkNouE0KojlEaoMj9tt1REpGTR1sFFT8c0TfO8r5HfiuZlWdJq3BGpruoQgsV0MBgYh7OyuH56dn19jYl45jCtnG0MQhXLStMky1I9d733VYUXFxf6eUejkf6JqqqGw6H2zEdHR0VRjEajoig0sq8tBC8vLxlBS64kSQGgKIq6rrVldTZxiRNh5TRqE66uKpPJRJWNy9k8z3NtOFvsW41GEbEK/uLioizLfr9/fn7eGvBo7x1XXwokVlWlGeuHh4cajB7FxlUStA8hS9MQY4yBY4jBUxNvhdrLIdoksYNBb6UGVEcCUk+LNp2POeqAoF3/a/vF1u4OdjijbLpm68Xcr87fhbC3gHhXErN/v+hi6JsP9tatYSs5ZMvUee0PIQBARNGgaBYDAkbIIgN4JL5zlH3r9//wi19486cf//SDD35sTLIsyuvLR4Zw4ee/8Y9+/Uu//IU0YcVpW6Xi2kfLB2OTWF7F1ayGaChIQBA6sQ7aDelOoBcvsjZx7TnKzEJEqtVk8iSNSb32dSt2XLMCkeDjR2dn58+yLInez6YTNx7E6Jn5yeNHlxeLGDB4Q5Q7a5x1BGyynJn7eW88Ovmb735nMZ/8xz/9kzc++9pv/MP/SuPMdHk8e/b0M68+NEST+dQ5a7AZ+hA11rvWJpPp7Ac/fL+qKkOtwYi0qdzOpS11R4nNusidcwbQGGsScs5qFIo+ql2ZKABY61ySkMG6ro11CLBcLo2hLM8RrXO2nyeJc86SIWwjRtCYw1H/6GCkRbnK1ZyzIUbEZrQRIhLIYrFAwOOjQ2Fhjok1q9K8QeG898agtQaEnW3gEyJBiqukWoImiEIAIgCEUBnpEyFEYM/OWYNORGIVPYsxZIwFwehDXXud5wAiC6uPlLaRurE4Z/K8F1mCj2dn58PBCCWJsV4ul9aYPMtUsxljLMtyvlz2ej3jrPd+cnWtkrzZdPbhRz/rj8ZqcIUCZDnvJdYaJAMQi2XpbKiruq59nvXZR2GWFYdC51l18AkiCzOzdbpL0AotF4CbmD5MGYliZEPAwojSxKVgMI1LEIuoAQ80hlJEiBxYgKKGnemtFGSyoJFQJMQQQRyzAGIIFIUSkyBijGyNiZEFbmTYayPw9umz1s6KGREBkQheXl4ikTF0fnYWPQTPBl1ZVkcHw3/2z37v9Oz66OTg6enF09Mr5mDQcmTlot6EUbXO+nCDvMXnQQ9hWdM277Lv21VFGWufc/9bG/Z3KulNOlY38nezZrolcXSPvHArcbRtRXQMsMuLq/Wb3VX6397Qb42RdRvw5zZeiL+Alu8XfdldDoFrn3Q/H/XTGn5ukuu2si43za63WrnsIf7taQZ2ITN7lutmM7z//t7Sa+SWN3GX5cwacnh73uOmb7kenXq6tc1J57iMz49jCLo26avA9DVv3l1w5f53uAv92/xO6zlyywW5K5b9U2lrt763LvFNBVx6NZQA2HRkSeLaTjHGEGNoGVje1zHGXq83Go1a+E5zq/QPqFrGNts0sshkMtOSPUrQeo5XZs3dDdquDCQRcTwe53mWpElZlczsg+coHONyMVeinQg7Z2MMZbnU9kldyGLwzlnNlFOvTkTUYPQ0TTWwWHuV1vGszTEXkRBYu0HF+tLUdc+SOlTee2RrAW1KYs3xiYzH48HhS2isj2Uv72tbqH2atpHL5aKu6+FwqMrD4XBYFMXx8bHih8yszpOIeHJyondiPB73ej1tsdTbZjKZPDs/Gw1HJ3dOEpd4H4yxLnErKycJvtaQdO0Y9XValHUwGJAAM2suRUsl7Ur+Uuv6B3mbP5amaeYSS8YiRQ5oKEkSDZ+4f/++Pn7qeioiZeljdCJq02KNoSRJ8zx3zoqAiN88vW5KW+EW4FEqmzL9kPDmVNy2X7Q77GYG7tqpqZ+3G87W7h1bg8tvw4nv4jBr4eZ7SDJ7Jn8vHMh1mRiICLQauCKhoKyunzo0CElEQAYCYxjIR5A6S+m3fuPr3/yn/+j993/0p//vnyOa0serp6fAwh7eee+LX/u1L6cJEFXMLPFmFtNF/PXNLGo5vbxC4MiCgCHEqFsFRwSUVVemoJY6QHSEWw39SlskEYVoJARvjImRccVNVag1SVySpFmWCmBd11U5my+Lqg7HJyeptcZgCGG5LLLE3T0+Smw+n9eqdEqShJmLokCkdsbxh6/9lrUmtfbVhw/rqhQOZMzlxfl4PHz55TsGIHp/fHCgmLzizO0mwAjjg9FXf/VdYSFSuMM0g3nRrhqICEnrEtR2aBUzrZaurMhV48bRoWhpgLValSyWyyzPssyxSO39slimWZJhAoCWMEbf2L40wQRSLUtDaMmwAJGpqvr68vry6spa99nPf84Q1t6fPr0ggrt374xH/RgioVhCIqqqwtd10usjYu0DM1+enh8dHiKCQdIwOuucMcagjXVcLovBYBCDKOdcxV1AXhiZOfoaxTrnrDGhrkMIic0NGUQgQbRkrDFEAoBgjAZjECBCmiRpAoSUpBjZpYnL85eKoo7sjaN+v28MGaQQvcbjJlk6dpYFYozL+eLw8NC5BATRmKOTO1XtEQ1zTUTDce/46I61iQTIe4NhkOl0fvbs6uhwTIDGWEQGQE2g0Rut7T2DkDXGWEMIz6UgNo09oYY9IBkrADEKGdK3pCgl61CDmy2OV6tfREKIeZ6mxnK4KemYIXKk5ncZgIJnQPnkk6c/+MGPenn25hufPzoYBwrWGiBZo6Cv6e8FmENU5Z61tqzD1eQaAImorupYcT/tC8NyuTw6OioKruvK1+HwoH95cRECADRrm4CaRQsgqNpasdB0fkRkVt0XPz/Mgm3WEWtvcivpSABcknSzpNfyJHXjXUlCtsMFXfywe/p0HR1gW0b57YOt2jnLzYsQ7nOaEVhLo96KcuxKfu++sU2Aa3+ZvsuEbE8P8MIW4vZt3p4sxM2btfkKe9C8PQPT/aX2ZjHdNWPbBLL29F3dBbY2YtgM/9i8yJsG4LcXVe6XyO6KrYMNhf9tchR2Jam8sDu6jTvdGmNT35u2Ay15pF35Sr9qBS7CwjGAxBgiM4sw4U4oW54nhG8V8n3aUcUa2Ag7TFBhh/fMGs8ctnnC7/q7u0w4Veuu/UhYkeyes2CpqkrbA22OVeKlBKQsy9S3Yz6fX19fL5fL8biZm+octP3SU3M0Gl1cXDBzkoC2i845ZmxFfStiHg4GvXv37hFRv9dLkiRKNIass2qSKYxZlvT7/cvL86qq6rq6d+9ekrjpdDocDpvGJlRVWRYFaDOjb2A8Ho9Go+bYXj1y2pTqZ1adiXbhRVEZYxqDkKo4OTnR/lATF5IkSdMU2RWzma993sv7fb6+vk76J4fHQ+N6y0Wh110/ePdOa4tlrVWO6MHBgSJXeZ5rikNRFIo9ioiCfurSqe/28PDQe39ycqI4ap5liEYPuchirbXO+Rj08dD2VeWId+/ebYBvlhbAbL1n2sOyreY1WELRSH3zw+GwD2Kd065eX0ExUv3Juq71w+qtVHRYf5jZ6+kPjV/FzVao4iWRSKhBqyjQZicaFZJFjohm9euy49HiRplG2NGztXsZxMjttLUNsbjNtrhf2L2psVbGGuzV1nc3ys3udM3Vc8/QSK/PyoEem5ylG2St+Q1CMcIWxBAfDPv/8l/+8zfefPmP/8OfnF+c9w6OJ9fTqvTT+bSfpr/1m19/58tvSSwMQrmcEllDjdWqPvttq6NfyyL83d9/Wx80dbLVLro7OFDxtJKEu1EKAhqfqRMW1+6MegGNMZmqN53r55miPVVVX15d1d4fn5wk9g4YsjY5GA8lsjOAIL1eb3RwOByMGNG55Ozs7OnTp8d3Tl5//fX2bDCGjMFHj06rssqynq8Ka2yWZafPHr/5+c8dHY8Xi3lmE20OFeHXbepm726K/eZ96kdu7WcBwFrq7PICALx6KPTeVVWpn1SLWWNMXVe6LGOMxmWPHz35yU9+cnV18ZX33n3w4O5yWSyXy0+ePLpz586r914ihOViPp1cDwaDPM+18/DeX19f9/LEub6K/a6vrn7ykx9fXFw+fOW11CXTxfzp06cffvRIvYWzNEGEPEsMYYyhVTIokI4gsZ8jStKQrh2KJjq0scguz25g9l6eGwPMHgDIJCAOEIUZCWySMFsypE6ONjEpaHwcMzMZ48CsuM3cYDggkT0SkXEcYVkvsyxLbK4UWAY0loiwKj0HndkaX9ci0Ov1i7IUIHWSdM5FEETM0nwwGv3sk6eESeIyX8WyWIZQH456V5OpkNw9OTTGtihRCHXgRi+pjAyyzTil3VZYUDRGgkDRchHwXhbz6uOPP1Z/Zr3dPjbTpTZTRzdGHc+NR8NenrXrsyX3tuWmjurKqnr85EldlkT48ksvDfs9JkFMWlyo5TWtFakWcVFVjX6bbFkWIbBNnHU2SRJhjjEicggeyVhDWTZYLmoQShNXlUXwda/XEwQlv1BzGxEAxBjisGKPt9zD1qUUiV6gONqMqOlaw9nE9QZ92OEBGH1o03TXttytqqq1mn4r1HazCRvcy9CDNiVl8+BYcahoC7u0SR/Zd6bsqbb39wB7wgBe6IdxGzedX9C38+dwsOh6FHeRGdhtq7YnSOD2DUwbgbCZn7Q/DG2rIGqP7+UtzVFuSRG8DV63vz3+tCa63S5xz/pZW6K7euxNU5mW6qKVQ5vevBNgJCKhhsfHpL6Pu1iav8jFf2Ha3h5V3gthw63vcE/SzK6roYxClZYoLUsbou603apVSfsSrXOJdilXV1eXl9dFUSRJkmW9oqjKsh4MBsvl7MmTJ1r9M/Obb76ZZcnHj67V/d9a633QN3pxcVEUS7VPbIXji8WyKMo8z5dFsVguva8FuCyLsqyqqhKBNMmYeTjoO2tExBoSkSx1iTNVFcqiVERSm7HhcKgdWhsv26Xq6qdrmxZV7q0AYhyNBo8ePfLeP3369OrqqnWqTKwTkcV8fn1xkWR2YI1z7sGDBzZNvfeBRRmMdV1rLrn2h/rXEXEwGMxmM71udV3r1VcVX13Xh4eHbZk7n8/1yldVpUZqADAaj5TXFEIYj8fGGGud5ufqm7eJQ0CDpG4reZYBizAbJCI0ltoqvJsioPV0URSanw6roIsVZbfRG8ymU2ts3stDCNbY6AMZij5EjoaIdeiiT28ItfddFLRJRVgdewiIAsxR6UnCEiQ2B2HTCnI3cKwdJO8SLu+ZvnR97buuPGvb3NbX38qM17/VAsW62ZVl2aKvu3DLzVngLnPOtTyl7jnxnLRPbsLGuINGGqUGMROAgWgg5Kn56rvvfOv3/slsNvmjf/vHYKxJxk+enF9fXWaJe/nB4T/42q+++bnXCSrjMAafuB4hUYN2KmXR0A0jHkTYWfzM669oA9NNa9WLbMg1lgMq1TXq1b5yfscVcw1pFdRhEYXINE4SKMzsDKmLrQ9ROL7+2itpL+UIQOgsicBiOp3Ppv1+bzQcIJmyLIV94shAPDlIj0avJEki9VSt4i3SYracTCYiJrGGfeWsLRbLq2JxfHSYpslyMc/SxCEBR4NYB7+c12maNoiyRF97FnbOKnyBzKGumdlgQqBKSCiLhQ5i9Jq0ZsKGEgAUjjEUCIA2W+17YDCwsDXGEghI6ogInHMc+MmT86urq7Ksz86vigVTABB+6cGDO/fvgpBGacfINkmP7twxJNT0YnT37t0kTZ8+PSt9+O4P3w8xTqdNNuaHH/4sz9zJyXHixoYsImV5nmVZaDx0GAUGg4GIpGmiDyBH1iR0YUCSPCfAiKuylQzGKGC0T4rNY04AErUbYmSUht2reQCAAgZllRSvC2fFxyMkilruI333+z8cjUYv3bs3HA4JQBCCD5plYI2NLJG5KMrhcFhWFZKdTiagUSxIIYTjo5N+v//t9z/4t3/07waDg+Dl8aPHb735xttffLM3yJ2zk/mUvR+PR0nqmCMgsEQBYG52lavr2dPTM51ZdDMhdcsFAJJk9Y/qJi0tcUib1/ZBbpkzrXzxWXElnSFut6xsmDY2xiCR42g0tIfjz7z++t27J2liLSEZFGiGeptxye04T0TSNLMuYZbJbFZVVW+QikhVVcy+qhaRPRKenp39n3/85yGEH3z/h8HHL3/pK++//0FZloeHh8ZQ7avIXNdeBBApRiY0dVX44BvKsrCI6pxdkiTT6YwB4UU2fZvEPB04quV1N79H3b+46Usx+pDnuXJ09cN2y/Ru9bnVY2N/KXzDSd3xhjfRvM3Cd62W3SUd3BUmscvVfa0Q7PaEuxwdd+Gl8CJT0Ns4qe7xgfi0QRF7EuQ3NO3rKrXuwHTPLf5UpfyaAEQXYXsI7jq7N5GiFzqx3eYib5p23DL74YWC1c3332VBb/Vf3ZO+sAeKbJ2i4EXZVN3r1hIg1x4H5tjm0GjNgShG1KyYmHAt1HEt33xXGbYVRd811t91s7a6oO9qMtdW7xo7A7aZqe6ira3tdYq6aQfRzi+699Qqx0Ppi8655XLZFrWNfbbcxLkWRaE6Mf2BLMsGg4FaPoYQRGJ/kJ/cOVK7thjjfLY4O3smwuPxgcKIyqtMkizLshjZ+9p7X1YFEQKwtdTvH1lrLRnvIxGo6b8xRmMPtJVKkkTNM5WdpQzDGwPWFcd37fbM5/O2FFPcoL1wanCS57kIHhwcpGk6my8MIVFycnJiU6pi5Mi9Xu96scwAGELwUQ+koiguLy/1Krfr+8GDB222u5qUqiHKdDrV3zo8POxK+xR19d7rBxRgHzwiGWPKslSrFf0oSoLNKCGi5aIiTNIsbeAFo+xZ0KBhJVnp5F4vkZ6pm6xi7e1XeevlcrkYDAajYT9LcrXtnk4n1lplt7azt1WQWtBKRSfgN16XjWmbVnONG5mqZlvBRRuVBjcOk3HrNog3U+TtE8qWpdkVmG21h1ozgGqhv7XHvi1E9MW1mf/444+Xy+XDhw+VKtz9la4J0K7cm10ijdtkBLdXFQEVB0gSF3xtDFmk1JlisbQJ/8//0//4pbff/JM/+fPvfv+Do5MH87l/8uSirqbW0muvvPTbv/3rFkNRXmTWOZca44QRkJnVcUchOLNWamTOfubVh+2QdbMc2crLapp/REOoV3IVpBlERNgbRJRQh0iEMWLmkmVVFMui1+u5JEE0ZEAI6sBVUV5dXNR1VZZlmmaTycRZc3x0WFXLslhkWZYkuRbrLDK5nlxeXtokEUBADX0xjx8/fvz4yS+/9YXDg/Gz08cP7t1hX4cVG0SdpQCtWkcioggKY+rsTQUgdkVPYL0USWJbYbCIZFn6XDqzSJY4XUmwSsxzxjR4GjM4fPDgjnH24uK6KkNZL8siMrrx6J4x5sOPPx70+w9efuicq+uKRc2FDBpKnBOOQjpBAXLU6w/S3pLLqvKRAbL+EGLQhHZjk+Pj49lsejgeOWdD8ETkAIRFk7k7ZasoJREpAghS13BPbuRGRiIkRMDQ1W3doMvUsbdgXq8GmIVjq6sAIhNYmPHi6uo73/uJc+4zD0/fe++9LE0sESN4741NYoxgTF3WOn8km8zn82VRKWGFIw8HwzzPHz9+nGYH3//hh1nWK5bVkydPjo6PR0eHAaKviyx386JEa07yo8jBEAGjMKsjKAhWlf/JTz+8vp4kSdpOQ7ushMypCxEaUlIFAdiWKpL1M23w9As61t4Kjxlq5qddMqEShp1zRExkABEIrXrtEBoUBHU5oY6E/rl9pqNqA7IWyZCxZVkxoKxeH5BrX0UJhydHH33yyf/97/+fPBvUtf/S228vFt65tNfPiTBJrHUoEOtKM1pTIrLWOWMFxFjT2u04l4TI83lxdfUdQgvbFHRrxUqXB9FWJKqN/Oijj6qqals47ej0oJlNpi+//PI777xjjFE76y63kwjX/UNa3xTF2LejE41BADDAC+1JdidrbR3D7297ds0EN1/2ljqfXd/c08u9EKPY5Cve0rdjU3d3m75xLX5wzcdhz13YGtK9TmbeKznbJN11nYTW3hs87/q2VeG5P65tf3u23ztnUwa2x+t7zalo61xAnv/a+lk2H+SttU13BtFNR4C9sYGb0sQ2cqZ7WUwHcpems2LT0Q1v7SFvYwf6Ql/N7lLcxc3ew6XsmqPukVauqew2f3dPQdgV5umhqnDomkzJPnz4Suxwjfr9wcatvbHm1CZEf1jbNmX0Ka324cOHl5eXp6enk8m11kN17bMsHY/Hw+FwOp3qW6nrWj3lRCRGn+f5cDhMdcIKEENUnCdNnbWUZYkCcUQjItNelDZYr0uz1qGgnqDt0lFHmdZkQqfv2tLoYlUszlpLZBUbZGZhJoTEJMQsGGOM5+cXjx49qji941yS2SzJYgyTydT72lmr5azOemezGYLMplNlwL780ktZmuo7WcznWZYhwGw2y7JmzK9gq76rXq8XQkACpX2maUbYhBauGD4gQpPJRO9XWZZKZH1+qzI6xC2KQq1HFRjUdk7ZQW16VXcfUYpsCL6941VVKdO33++blVVld2Vrj9ruhhqetpZZKavc8+dO2pu1K90Wbqsf7h73Kh39tm+mtcR4oXxOKbt6zTdZIlVVXVxcjEYjXeoAcHp6quy+zWZmbfvbesDsOry3bhxrB0nk0Ki7RM3Z0FoSDobEYOS6Frbf+Me/8c3f/53p9Pxf/et/A0hJmj5+8nQ284tF9eBO/3d/97defeVulvBsMidjsyQTFhGxlLB4RNbyqyUoNs1M46NSAyKv0IpmPrLKBWuPw1WmAhsiJBKOPoTg6yxLiUg4VnXtve/3+0mSAGBd12VVpf1BVZWXZ+fD4aiq6jTv/ezjT66niypwkuWFjxD8nYPBoJdmWcbMnzx6Oh6PBoNeqOvUZoEYxYE4FCC0zFxXWFVkjIsxupRC7S8un4UQ3n33naPDQ2PgM6+9Siqtg6As034/N8ZKxy/BWsscCW/yM8gkukoNkQ4mCKwARF7NLAAEgWXlvCeAaG7C9qAxmURCbbKAgQylaZamaVkFImPTDMQYy1XpY4S8PyRj6hBi8wyt2nzQXmolAQSwzh0eHuB0Pl0shYURQCgyEwIzKG+28kHQxigkLNzaZaF68U+mczVoJcIQBRBjiCFGXQA+3LA9WaQKypZhVWSqY2bwnkUQgCOv+HjMLPp4thxDEBQGH7wPHgCQDLOQsbPZwpnB3Tv3X331WM8Uo/vM6hlRn+eD8RjBMPNkMvXeC5J4T2gA4MmT08Vi6Qa9r/3a1wCwqupfeuvNO/dP5vOZHecowFGccWVVA1I7GGoSEViYedDr/fIXvhBDdC4xxgiIMYZQVzsQojUdNyYkWfXJmhAhGNrYcVUam9WBBQhqTGSNUeTcELZCPmwddXXCJyAizloRIRDUSJXIa4XCGp4QYzSGBJBFYu0ns2mSJDGyiOS9DMDk/b5JMnJuMi9cPrJpb1lOi9KHEK1zBwcjRCECgZhlKYjUdS0MGuETGdI0cYkBADIGEBBMjDK9nurD/ryZqnR5Cu1u3HqGzedzVbPrNvv48WM9YtrE18bKyFoiun///uHhoWocdLdvN6jVRgR7SBN7KFt75HAt0LHZkLzQrGKry8KuZmmNvvHz8SS3iuu2yr9v2X7sorrdUnO1OUjdT7NcaxJ2gVG7/Lf3Y4l7Uhk3jf67k5etVcdKaULd5bFH3rl1KW7FZ2B31N6mynRXb9ZlEr0QUdyUa65JSdsmZ7Op2IPH7nTJQYUAACAASURBVPLG29XhtC/bPtrdOkotWNpgkpvoFmhOFJB1dvT+Bm+NC7AHrd1Dy+wu3S6/bPMR3hrOvNnjbQVj177f7fO7jbRCTXme93o9JQO2JWv7160m17Uh5mvnx2aodNtqt6M7/cWqqiazaYyROSwWfjW2xMOjg9Fo5GyiT44yNMbjQyUlPnnyqKqqEPow6mt34YxN0xQAl8slALemKar+z7I8STI9MLo2rA0DdaWYapvSoig050BbGv0IrS2efn8wGKxkZsl4PFbIPsmSGHxd17GqTILMbJ2rqgpcOpvNZB5fuv/AWjsaDfXx0wg7BTyTxOlbWCwWR0dHCuXleR5CUOxUSaTX19fe+8FgMBqNlsulIqVq37JYLLSyefbs2fHRSZ7nrfhbUSbNYe92d8+vxZt14Jw7PT313usiEBEhRF/r66hli+bFk7M2TfrSl8YstAohaI5Cy6jJskwXSbskuoBGSyzEGx/mlh4D2PXah/XjWTlgN4XRSk+4C77Tf2qVMLreWrbVbRjtmhLRopRb7YxbdZ+2zYPBQEcG2njrYmsHJ5sS2z2jpnVf8m1igPZJJGOUQ6X8KAnRWAPRG4Pz2eSVB/f+h//+v/vSlz/313/7/e/94HtpmpZ1/ezioljWdRFefeXV3/z1d95647WqmJFgapPFZNpLeolJGLDy9XI5zXPX9sk6tVE+9kqT5lfoN3Wf+tWxZ6GTf91u1iEIIqUuS1yiHyRb5ZfoFUidG/R6leB8vgAyMcrd+y8/PT1//PT83/zRv6uCCJokc29/4c3Dd94GkRgZwDDIsqqH/V6aWELqD4YqoCJLVR3my2JZht7gIEZGkyLGNEtPTuxw1M+yrCyLcTZArbbRgEYCELVqtEaN05gHGnk+UGoFAjRLlzvIFQAEAURqrHH0DtKGZkchb0G0TXrgeNz3QWA6r3xEE4P3zACGJQAg1t4TiGLT2PCZGQSFY1w1BAatNXRycmiTLOL5fFHEyNY6AOAYBPHJk2dZlrg0jSGQsSxxlWrYnAHT+fK//JfvGEVsTFJVUZhuWv3Oc6Q7Z5DQjtIAnnNaXpnZyJq8XsXJuMoGQcTEJmhNk5AOZtAbvPXmL929e280DAhA1hCiCCdJopDgYrHo9wdERliurq4Xi6XNUl8HYWCuq8rP5/PDw8P5cvGNf/wP0RgWtM4t5pPFbGLNkAR95cFFR5aFrXNqIk2ga9qgIBD1+7kxSiRpFMUAyLyaZRjfRtWtGhiNQomIaHBlaxybf0UN8hURFqMtIAlCjBybeEiOgA2LlcQRkRCGyIjU3G5EQvVG8l2jP+j4j7df8/kiMh+dZJ65KMokSUJsRt69/qFLhv3hwdnVdLqswCQm6fdGZnx0NDo6AOIkzZk9SEQUQ8YaSqwlMBqQWwWl1jIicozWJcZikiS1L501ce9gTvs3dW7TVk1velVVeuqpMEFHxkmS9Pt9Za/o9E1Pap3SXl9fl2V5//79GzABYdMU8Tb9zC5jmNs4muzn5m1tsXYBblvbgFs6i2w6Fu6CLF6Y/H5LcubtgamtE8xdF22Nh3wbo8jbM+VeCOls5t3t8XpZS3vqnvtdQu9+W50XMipfeLP2LK0Xhlt0+6g1ruDWXm7tlbde4c0w+s1wPLiFoaiWW2utUZt0gkSCJCrMgHWu5i1HEntGLS8sGndBhbuiFDYX0iY4vKdbXvvTu+rhFXIWh8PheDyezWZavLXcRhGxFxdX3Zu35hgBACKx2/ipvkt5JiJSlnVVlfP5rKqqOnhjME37mseQ56m1SVV5tTkBIeVeigiRVYgp6/e0kdN63de1zQ0AeF8xM1Isq6WI9HsDpWgmSaqmHW3K+dYSUwV4Si5VvuKmXlYkApiWVGmMGQ7HMUaNiTMlFcvFxbMJ1/XxnUOTpY8fPZlOp/2DflEUZb3sZbnGIRRFoY1QWZZ6ubuOFIqhtc6f+lattT4EZaHMZjMlgqvvS8PbFPbep2l6MBpXZRFDSJIkz/OqqoKINm/M/OjRo/v377citPYxNsZqh/b48WPtf+7fv9/22BGawWrLei2KQkPY1ZWhBTyJSA1XVIqmDfAmb7sLbW+VMncjL1uEpHMIgQjTKg1WcUstDdv57ua0ta1y2oSQrvPBJkS+uTERkVoK3UCRz+/1BwcHqlzSCqMoinbkPJlMer1eSxWG9ZR2glsEztxy0oyIvAJTVt8BDgEkZs7+02/8zj/5na8D+P/j//rTRVEzZJfX1fn5WT/v3Xnp6De+/mvHx0eDHkGYJwZIMLU9N0gNZIgGIFiHo3E/TRKNrFZanSKW7XeiREMGVlgsPtf8qO/nzXXTVaT3Qgs1jkDU4dyuXkKzxKuyLorw+PHZF9/+0unZVRXg7kuvX07KZR3JOL66eu+dd5IkiwxpYn0ElySLRXHq68++9nLkoI2yj8xBZvPlZDKLgBAiM4/GB5mFqqoODsa9fu59dXAwlBgBUJ2IYi3OOWssR4WpOnuvQBTpUA4FAGMMK8alADTAdWTmyCJKcQRuoscwir6Lxiew3XBb7gNy8N6/8eabo1EviBS+8osKjQByYgklsQadNRIjcGgeGhGMjETA3CRZCwgEZIKIicXxcLhcLhNLvhQiEqAQ+Mc//dAl5vj4SBB8DCo+lOa+SWBhBiRbR2EWoz2uI2RAFkAQEN3trXXa+SQ2EhIZMsZYo7YrDUPXUENKVHaxtlDU/GxLU2zXuSLDJAJEpCE7LDoDEo0bZY4ieH51SWSyPK+KMtTh+noSmYlBRMjaclFxrAeDQVmWmcM61Ma4IBJ9lVpIR0NkSG0KZGfFwgcDZIAlxohmNTMWVMAZhDkGi8i+BjIEKCAkoq2pREJAA4aQkCDGSIINggcCbEh5ws1+jN57hQFvVpWQsgUVDLTGqKEAEcZmbEQSGAjiSiDJyMA3+FJXjbYWf5IkjkzinL28voqRgZjIAsJkMvnxTx6X9R8v/bIOdZIPnM2cSZj5o49/hlTXdZAA1uCDB8d3757U1RIYUNAYIkADJkvJhxpQACIShVAxR4Fwfn4OKF0z5808dOXX6Hyz7fmPj4+1OgkhvPrwYbvb61lcVVWWJMAcYmQAHavpi7QztU+rB9tEvaQT+f2p+hnYm0i+x2Fl62j/09apu5q9F7od3oabulWdDi9yi7lNQ7VmwHPLa7uLD7mHKffCzrb7Upul8662ea3g2VqQdG39bw/G3tJsY5e+7oVBCJs40prKdJcreLeM6U6ut8as77kLW+1qtn7AtqB6fg1stPFEuMKhZPcH3zN3eCFXdhccvRWP3YNU75nO7PG83Vorbqau69trveWvrq5UxqydSCv8Rk2jbuevrct8O7DXnIrunc6yTN07QgiTyaQsa+aYJE5EluVShNS6M88zEZnNZjFKjHE6neZ5Ph4danAcM6h/yWuffZ0IT58+mUwujaFenqtNpfc+z3uAlKZplmW9Xo/QrrA4aM+8LjrXOppUjeEYtfy6HTppTdM2SZJoParQX2OFB6BRcozoEpf1enfu3HnllVdsdhQB6pCr0k+Jjufn51rd6lG0WCwGg6GIvPzyywDQ7/cXi8ViscjzvCxLnVn6EIjo4OCAiJbLZYsrKowmAv1+X99Anud17dUGoKqqfr+PRM+ePZvP5wcHB3fu3FkjlKucUttg9fY8Pj7O8/z6+lphwzRN8jzXjkWRzJa6yczB19F7RWj1XanNjBqdjcfj1pCwvZLtBtdCjt1C5LnplDThAJ2c8ZsxEyLWPtZ1rdCzKj+37nTdHm+X59UmfWjtRRR/0B67y9RvV5TqTufzeeuOqCtqOp1eX19/9rOf7fV6nbk+r9U6a6OdreOuXcdAu7BvICBQGEitMFBidIT/4l/889/4+lv//j/85aPHH7lkOJlVk0kZgqTJ4PXXXvn6P/jKncOUY8lcICXWJM4kERAcCCtiQMZAlufA2NoWG9M8Yu3bMwSEpLgAAq5z4m/6Pt12m27eGINEIqI50SJN/vLKdhWIAAkvLmd/+dd/e3767PD4Hhnnkn7g8If/zX8bwIUoPlwdDnsMYq3zPghSjHxxebE09LnXHzKEAEJIgf3VZDqZzJBMVceq8oeHR71BtryeDgaDOtSzs/l4PKiqigAkcGItCnoOde0/+ujc+6D3VwPfm7hzjow35AXVtbYnujEmBmwdI7oUYv1hz1KtRlEt3aBF40WkR2SMefjKq3kvMYacMywRDYD4AIISOUYl7CGBQRSILIwgBgEJEAlQhDWsja1FKINBzlI3my/J9ghAhJdleX5+fnh0UIVAwBqFJnLTngtIlve+8pX30FphsJaisDoQdh9k9f5gBmbJHG/qFm4iesissVy64N4qZSOqTaMxkVkMGRIAoBgjY6IzAWOMpunM58vlcnn3zt3a10g0n8/r2htr61q5xIxI5+enalzsy+vBaOSjMEBkAIHFfOnIHo+P0iR5dPGYDL7x+c+G6AkhxtgoUQUkski0BjQtViQ4NKLMZmnGyYyJ0UxsHSY7WKVei4gYJOUy37AWWEUBRlYZfPpPSo5FbJ81QAQfyxDZudQYo2MCQmpy+UgI4i7ndL3sqjnv9Xoxwmw2YxEJ4hwi4Hw+/+CDj374wY9tRsPRAJ0TNhA5TdxycXF2/hEHI5Ek1m+99fk7d04QyawUMsJgkIjApGlgz6y0FwdCVR3n8xkiGZPs0eYx8+npaZ7nDx8+bB+f7jarovRWvjudTs/Pz+/du6e+0EcnJ4h4cXGhKUQqiu5wQF7gUrCn0cLGI2hLa7HZaWylg+7Ham6pTLs9LXMX4LPWAu131LyNO8imVq07qL1NN7KVI3fLhO5utbnLkn4POrQ/DmEXLWiNxNhu2l1D7DUIZJcF65r44jYrpMsI/flcW7ZK5XfNjrvu6+2xtR98bp3G1tI728e56+u4Bg+u2eZt3tC2SlyzH+8wYNbfWSf3CPcvwk04ruvn1zUuXvNVWvvFLgq6lZy139loq9vf2q7SXtKtNk5rZOy1y6WAlnZ3eZ6rI7reNUS0R0cHW9/ZWoHeviHv/Xw+V7gMEYnAWteI5ciCABGmaW5tQkTegyEsQnF4cNzr9bz3Z2dniRqwZEmS2Ol0Zgz1+oM8zYkohDqwZFkGZKx1zvWMMQi2WHrE0H0/bV+h5pOqbdNmr0Xw9sy0RERRQe3NRqORHjNpOqzrerFYGEbnXD/Lc5dE8GoNUsfaEQJwb5hdlXXtAyImaTY2tjV4BMTxwSGLjA8O0jQNIYQYkzQVgMVy6b1HIrcCMFcZ6I3+UPV4epKFEPJe33tvLA2Gw9lstiwKEZlMp2rIeefOnePj41acprWjGuTYNDHGoMW7D+5aa0tfLquliAzGg6yfMUNrCjqZTHRQ2j7DCNKyW9u3p21qm/unfiTa1G3mCrRdn14QbVa1Gm6AKb55qBoIEYnIishyeU1E/X5/Pp/rzW3j7/TetShui+8za7nWbO/t2Ekv6fP1qL4rWJEtcbFYEJFGODprOYbGsC7LfPDz+VzxWHVV1Y59Mpn0+30Rubq6uri40FyQPdwb2Jb1tFk0EIvo5AGBQWPKhMCAEAoh5cDRABNEiTVK/eYbr3/rD363P8j/1b/+32vvfBhPp/P59Bq4fnBy+NX33vv8Z17NM2eQy8DWDvVzeQlCjfMBsLXWGmcECFUDJK3PRmOIuPoOhSh17auqFgBhvYGNGUwZPIhmQ4s2b3UdsyzNMsMcGQCJWNiHqBeg1WopxPUX//mHP/jBT8bDAZtMOFIoTvp491de5VATkeDLVVlw9CTWR2HEi+urJ0/OU2eqiBGyyHGxrC8vpzGysIs+Sh3uHR4mqZldPhumaSimRHSQZYkgMhhjMDHMzBhNNpjPFz/++OlkOsvyLEYmpCbTjhkJjYJT6nsBCsugiFibuCTJM+iSxtscNv1iQEG0lqxBQiS0hpTLrbZDkBACyuF4AJ4TBCOYmjQK+mhEIO+Z8dGIoRaMlowICiciwtI0D5GFiKIEa91ivpyXXsBenE/ni7pY+jlfzeezXpb6unK9fL5czJfLxFmDwBytCQ28hmARESMCIq5gIgZQfxYWdWFBQoiAsTGPDwXr8w3SHjkMLBpfxJHXCOR6SIGgICAGBG/EIvYQDTAYZJBm3wZBiwwAwhjV1ZFhuSzGoyNjEhQsfT0pSyZkZjWBdM5Zm11Nl9PZWVnVZG35wcVoNF4WVYyRjKl9FaK39nGaJUT5s9MnT08XL98//tp7Xxr0nDWYpm615DNg9XMTZ1NENKYFTTWzyQMIEq0UxyCr0HBV73WrEgFgrNIkQRIEEAYEgwjMgCTG6vOGhI3qtuRUm1tfl4klkogCqs4TFjQUo9+0Dm5CGqGRhWsG6fn5OTPnWVpWdWD65je/9dc/Xvz9t/8+7w8BrHgAEGtdCKHfP46QoiFAMTb/8ONnb5xOBv2khkgQAon67oYABAYhJWFC4giBowCFyC5JDd5EOzT+RaBWygIAxjU2b1VV6bljrb26utLZ89HRkWrOVWGyWCyUV6KcmhACED158kTPoLOzszfeeOOmwmNuK/q1ihBXgh1G2KN3WoOYdkFGsNs2sNsz7MpJ71aKe3hZW/1abpOCsAmY7PeKeGHz+UJt3tr8tHVB2zz4dhEy19KG1i7+Wm/wPC6Et3CdfEFC4Ca7uNUq68KJsZF86W1vrQY00WjrQa8V3S4Ecg143zovWDOV2NWUbnWqfPE9lUYnI7guidQ0mjUcr7vy9X9btc6aTU77Myt5v5ZzKADWmrIsry4v0izTB1w5ZUdHRypiUqt8DjHEUNahPzBbNbGrW47twlrp9ORGILTjqm6q6da0be3d2dPltqDZVopWl86wVXTTPh23T0HcfJQ251Brz7UuPxVbKRqnXMIkSewmnXTrPKNlQqp1CnTiTdogLGPMYrFAQxcXF0mSDAYDZuYo2r3o0K41btEXr4L3PgKAAez1ej5U6pgSY0ys07+lXUe7k7ZGt+0VVA1e67rZEjj3bwbd+60tgaoCnj59qkWbMrGqSplUVNVVXde2qqrow6Ls90aIOJ/P8zy/e/dui1hqr6XCPIXg1Hd0NBpdX18753Rxz+fzq6sr7Uidc/q7RVGMRiNVJujv6kdetaCpvri19pVXXhkMBtbaxWKhf46Ze72eamBKX7fsypZHqj9TVVVZ1t1Q9Ra4a/x1mH1dtSpkvdRJkhwcHOjb0Plra3zSmr+1z7++bLts9F4vFou6rlscWKmkZVmq/42aLiiQe3R0pNvBo0ePYozayur7bwVj3fK6xXWJSCS2y7KR/TyHJ9xwUYjQGOr3+3rL0jT1vhZmvYB1XV9eXvR7A/XmQcTlcqm4q/6wc24+n3/yySfGmJdeemnXYtul3N3i1mVa2ABAIEYmMiACKAAMkdOEyrLopSbE+vd+/3f+4Fvf+PDDn/31f/52ng9nk9n52dOiWPby5N1333n5pfuf+8xDa7CqFpZAROqqaq3/9AapnYkO0UOMZGxLvl3563aEr0JlWS4Wi/l8HmNUN5H2h4UU8EeOrHe2rmtNPGOOupfoQw0ASpNrX1xEnj5+ljp89ZWX8ixLEltXlbGOJaJNBYDQ5klaV6Wxzhq2afYn/+lvvv+9733tq+95McxSltWzZ2eySiKu6nrU76eZy/NcJCborLVkusYqDAhojDCGqrZEb73xhueojAYiS0QWSRWsZBpShK6xrkUEInL0LV+6a2F8UzoAIAGoMQlLm5sNEAHBojISWUSWRXFxfnYxmVU+zovq8PD43V99x1jgGCwSMIoyBxmwsfdg76ssy5ij97JYzEcHR1UdPn70aD4vyqou2XEMPgnL+QyRl7Pp3ybf7mUJIhyOD15/7T4YA2Ce09y3/BhhxLjSKQoimobc3oq0W8pbw7hG7PihAT8v4mgPJCQ0gMBAIK4qVVK7Ct4gXfMkEhENcySiGPn8/DzL89FopLvK9WTKgrJqL1k4SWx/kN+/ezIaDa1xYEwIDRA1nS1C8CI9QTHWpGkynVTFfHpxQfdPhgDivU/THqAhBBFgiBqqhzdPKHV7Bl83bqfQxkW0CjG6+d/2WSeDQJYFEIEhgk4qUZAwAhORALcM6Nl8/vjJ6dHh6OT4oApiCAmA0IBglGhvYChs97HVJkPMsSgKJEKksqzLonI29T4UZXXn7sHl5fXpo49SEoh1VRdpmvqqZmOIgAMg1MY4X9W9PC2W5fe/952vvvdO5BB9FaPX/TZIRCCDjgids6EOdfDeS1EU1mVtcHk3FbAtcULw1lpV5OrU7+Li4vHjx9rUfe1rX0MRPRN1oKbbaZZl+rR++LOfGWPeeOONs7Oz7373u71ebzweK8fHOccx0LaIgpvrs5emtR9/22ObsR9ReSGCtKsT2+XsdUsW3543c8uc610/sN/3f60g3PW7u8Cc/fSWW2aXdckl+z/IngiKT/u1yb3send35927ODu7svi2QkNb0yn36wm7W9TWOQIACDVsha5rQJct1dYG3eSt1lqpxfq0D8yyjMjMFgslpi2XSx9C7X0LHorIj370I+0bT05O3nzzTbPqNfR11sYlN4FbN3NDPaYaIbQa5u56MNckzd3wBv2AmigGuyNPbr8Sto74by+L3cUTvuVvtfMvTRntPox2cwTVNuv6O9raaY/Y2lu1t1lroBZyERF1SPPeT6fTpg0gCbH2oQIE60ggzhfTGGOv1+Oadc5njPGhanP9iqJIXaKwif5FraJ02bWrEFbEfT2NtFtYm6m88Mt7/+TJE+3EmhTyGKfTaZbnsQ6psVmSeI6tcgwJCenRo0dqanJ2dnZ+fn54eLhYLKbTaTvOXywWbW2tnVirQvTe13XVEpOQ0CWOhYejobVG6w9rrfZFeiUVAtVwhV6vNxwO9fqvgCzSJ0ovi+fYZYtpnxxjVD0kotHX13Z/MpmEEFrhhNWwWxGty40xd+/eHQwG7cBJG37tb9tb3y1/W0e1tq+YzWbL5XI+n2dZpkHwLTA9m83qulbyqi45nQWow6fel+Pj49YrVT+jtXY0GilnkjmqXc18Pg+h1pJCpYxre6gx6svK2uEgJnmeq1AsxmCIXJoy88XFxcXFRVlV4/G4LMvpdDoej0ej0bNnz2KMBwcHZ2dn6gmRZdnV1dXh4aFqF2/DftlVcChgAOqbj7A6HqIW3AQQfUxMfOWV+//1H3zjzsnhX/zFf7q4uDTYOz9bfvLxx4O+/dIX33j48oMvvPVm6gwie+9rX1cheF+FFRex25boXz89PX385JRMQkSRV88OIAu3FE1mXlnmYBvaoRI17QKNMc66FhN2zikvN01Ta6wzFgB8jPpjZAwg0srN5Zc+/8ZoNLbOffd7318WZeWjsS4KIJoQY10u08SpM+SyrNLe8Ls/+unldPmd939y/Jd/Z8APB2mWZsaYsihBJMuy8XgkEKMaOaZExqAeY6Q2mKgIDJLJrYlMw/4xN81/O+dcWSBSu3fj89QRAWDbHHms8OZzQ+ZVnLYgA7A0HZ9e8yAQjKUQyRoXQjQuEZAyBJskdawjS1lVxpBBBjDquUJAAigQQVBJj2mWhFgDyvXkcjAeW+cqz71+b1nWfTdYXJaffPz4nS9/6Ve++Dazt4TFYvbs9EnqXP9+L0tyIrWHbKelNxUSoh6cKkHUB4dWP6als+yyhlOWxOpncdWWyAqxpygOwEnEZVk6B/0kjVGjUFqp1I20qSgKH8Jhr69Ld7FYrOJPo57xhtBZgxB7vSTGOnBNYh1hYnCxLAnq5XwCwP1+r58miPHeyeBz3/ztO8cH906O0jSxJNZaQIhNQ47S3KzmXbAwAytzkoUDuqqqReoudhEjhxBjjPg8VUmF4uPxsKEHMgNIjDFyNNR4RfrgjTEgEEL40fuPP3n0M2vx3a/8yvHR2BAZAlJZrgCs3NHW2jwi0g2tKAqbJAOisqpCCC5LYuA8701ni7/4j3/x0t3DN15/GEIcDobaRDEHaw0iOGtskgChhLCYzwa9PEafOhcArE0QiUVEwnw24whZlvZ6ORgAgBC8Hpdrc/01ZMY5V9X++vo6hIYafXp6eu/evcFg8Fd/9VcfffTRZ157TTdw3XyePn2qqU769ez8fDAYPHv27OrqyhhzeXlZFEWapkdHRwcHB0oD3tUyddG8tep2M4TtNkX8Lg+GPTKwF/q47PJsWMvz2GWtvsuU5f/fr11vdWuNu7W03Q9i7P9oz+Nv66lLG+3Qp6CkbnsFeZ4oKPuhgs3+f60F6g6auwaSP4fVze1tRfY16ri9CbwxGFvBPFpEwSqaS0fzSqXWju5GsCPAITrryNDl5eXp2Xme54Ph4Hpy/ezsTASYJc/zuq6996PRyNrk+PhYcaOzs4vRoH8b/eeN0yY3u3SL5u0379lE+bpBXOoyNZ/PjTG9Xu/nUMZu9Szdo+j7VA/dng1n69ahTLc17oDdXCJt3oBq1RaLRYuWtD6zXcM9xWGUw7nSholSH7MsG4/HWZaprAUAtBxXkKQsS2spTRPlIWkvtDLmIubQtkYtgleWpfo9UmcAoA3AGo78wq92G21HFMvlUs/m5XJJBvuDQZKnFgAJLVlVNwKZiiMAHB4eaouo1/f8/FzPKi1z24wEXUOKpY5GI3XILMsycsx7uQJ0IuKcbRSTSQOUFUXhnNPgBGvtcrlU+800TfVJa3vsFvqbTCZ6dzw3vV+bcKgWq6pDC8ErPKXnriJ73Rx5kBtXT4W2zs7O2u+oKJGItPfTxk+78SYv+3mIQ89vXTmz2azf72sv1xpkV1XVrmb1NVGPExXcxxivrq4Uk9RfVOtYXQzGGABaLBbaSdZ1qZf95OTktddea/M/VhOdqJ9IF+HJyQkSTqcT/YuDXi+E+uzsfDKZapDabDaLkS8vLi8vL7VZfemllxRWJaJnz54dHR0lSaLZGPsh+F07+009BKteQAwAGCIO4q2TjAAAIABJREFUFRpRelrikKP//d//5je/8Zs//vEHf/Znfz4cjJeLslguJpPF4Xj45S++/u6776ZZ4ozhGADEWZOnY2tIRIqqVmKzQu66PlsEuz8Ykk30dnRhxk72N6+MjmwrhlRAFAAEmJCMsQ22A6IRpjrbRUFqGGUKX+gHpwgaOUD9ROoQAG2amLPzBdqkKEofRcD4ELOEZstS3U4iEEYBY0ofrqfz/+V//d9++c3PfO2rv+Jccnl11cvy+/fuImLtqzRNyqLo9XoCHNijoDEG0MiNIIGNMYYBQEiaBLhOzJAYA2rWvDLYgOd1Gk09gQjMayGQq/9g0V5XqIlSiJEZ2BggJGOxBkIEVjdGxKdPn51dXi9L//T0LOsN3nzl/r27x0eHwxiCdpAgDMLQcPwk+GisOTs7I5sQkYD0R4ODw8Nvf/f7T07P5/N6Orl6cO/w8597+ObnXvF1QL7zy299brmY93tZnieI0En466gsEQCMelNBi4fIc/ljaoq75qbQ0TYQPNc8Cq5cl5pfAQgMF1fXeZalacoCBpG5JVOBjjl0HDYcjZIkKYpSKQ8xSlkHjpFjIIJ+1s+zJEmS8S99PoKEwAg0n8+fPHkym1x+9Z237967Z6xpx73MTNBYqcRY9/N+5SNFG4UZSDhyqLvWzd3BPDOfXix093vebPM5fWb30VapdkN2EkIgfe70X9VrRJ+7uq4Xy2W/3897SZb1fRBywkLSmvGunNzbxdZBh6AsK0TMshwNTaYTsobQGEdE7v0f//TO/Qce7EsvPQQADlGrt9pXTSpKZEYmY52hx48eIaJwqOtY1wERkyx3zhHH0WgEQkrw9+yttcxlY6/aSZHZLH0Uozs/P//ggw/yPPfeX19fq0Q/xvjDH/7wyaNH6mOsz6YWFbpNOefG47F2+ET06quv9no93ZQaQpCwDmfWOH5bsZ3WDKm9WZlL1sZee2RmW721PpXmbY92aPOkWNN3dUvwTxXYc0v47hfp+vYk+G0aTuxJIPz5Uhx+ka9dBi27IJ39SWtrUXVrqElLMdtlDvf8Q73v/u4pNrou6NvRPFy3bxFCFKBtfML2bWuD15IzW4OG9m+FELiuf/LhT589O3ty+uz1z7x+nx5EkNHhQT/vDwfDthxVDtFkMlksFnfv3l0sFhKDWtx3QyO2TFi6T7XASgbcxD7dcq2uuaArOevJkyfvv/8+Ir799tv9fv/2E5OtkPstnfY+7bLcnAhsehG192htSdjN5kc9MLTVbqPG2/KuXbi6ZNvm4SaYz1ml1ytp0/taQ7cVddGGXi8OEZK1tYe8l6ljXQihrqsQahHJ0yaBWil8KgbTLqIhgK1YfLrjt8fzpifHrs2oLViVIqJCLA27s5aKooDojQhj8BKvpwER0ywzwowmNT29AlmWKaOvzUvQg18fBm1TtbVL07Tf7+sZ0+v1FHhM07TV9qiA0jmXOM1fTvR/lfAZQjg4ONC6QRPw1KlMu1x1VdEbYZ3NsqwJAFzBoXVdX19fz+dzAGrq+35f3+T5+bl+agAwOnleFTree5W/6wdUlZ2GFuoF155Hy7K2T1YcHBEnk4l25m1/pVMD7daUdNr2SHojtP9Ump/+FbW71AWZJMl4PF4ul5eXlw1wBNSQD0OoqkLXp/aWXSdMrdE1xEIj5pkjxxhq/+zy1BjzOHj95LUPdV33er2ri8vAUT1LZ5NpkmV6BYwx19fXumGpT+mmeHqX/dQuTTmQpgsiNk4mXFVlllEERoivvfLyt771zQcP7v7d33z7448/NiaZXM+ur68Izd3/j7U3fZIkO+7E3P29F0eedXZ19TE9J4DBTdJIrtYIEbTlLkmtLtOumT5IoommbyuTrf48mbRra7poEgFiF4CWxDED9EzPdHdVdVXecb3D9cEjX0VnZmU3ILXBxhrVWZmRES9euPvvujf8h3/w7cfnh6NhhgjMHtlrpZUi5iBzB0DQRimd3QY3K2MSjYgPHp6fn58DKOG7wzqLQ6Y40NbdorCTYg6CbxVBSEJck/Q82YWZFLamghCkfRUSnFbA7IFZEQGxQYWEpNCAZ0bn/cGoP19ki1Vly9qzIqVzkwZbTm+ukYNSqjcYrRaTRKsnjx4eHYwe3v/m1z/+kJBXq0IpNR6P5vN5v5ezd4VtenmWGKNJ7BxJa0KM0UMobQwGnxglNEppUCVSuTXSUMTr8yBKcwavtXSJTEQcENYY4IYyGyISSCQ1ufVQrCrn3HDYB6W8dQAYmBEUEg3HR0/e+7CofzmdX/b7o7w//Lc//fE3vv7V/viDEKxCdMHLTJTaC0WazM3NJEl7eW9ASjc2LCY3pJNvfuu7jx7Pr26uenmuCC5fffHkyT1UnsEGhLyv80FCOl4aWDuntiF83JIW5UfRyRq7o+0A1JIP5Rfw9tELRL4bigm33E/59YDgGabz5Y9/8lP24dGjB0+ePDw+HLb3RQCkNtenrpu6aU7GY++DMWa5XDWNQ9KAXmtdWWuIer0MMXjfGKM1oE4QGPWoV676h+MPH5wdEXnkELnQBIFQnLfAJKZqml9+8qvFcukC+hCMMuyDX/dsDHBrKBICALj1wDuStLvSfHwdFA2Bq7IoVsWaFpEoMq0ncPBaa6V0mlGapFrrXo+PDg+zzJyfn41HQ2RPBIqQA8vQrWOn3FKm4TYBJSBClvfEGWW5LBAVIM1ni95gNJ0viqIwJvHOIlHd1EqpsiqIkJAUEWliaAfbWqumLLPUECmT6CDi27rQGpBaNm40XmgaK3tst4fvNvxxEJBm5uGj8/HBUB5YWZ4U5ZKIzh+cPX7nYWaSmKYgZYY8+OKTq32oab3+uC5CgttkyNcqb+iMIYTgiuIFtQMD3H6HPYDVb9EabScaw1ZW6l1PkO2Mrz1xBW8TgP7/pTvapiPu8b3c77byG/HTfjt+6V09+bYg8I0l+x5UUJYr7IrN2CZkbvvvv/GwN2qMPfygt2QJ3v76672f/Fdq/jh5ifBdjCaOpDlmds4mSfLZZ589e/assU4pVdX1088+K+tqNBqx5+V8FQPPZPOczxZ1XT/7/IuyLL/1zY9FNBEzsbZvHXyNMhZuE7l4d076XZ35to50Npu9fPkyBgL9Riao+12I7hrZvD3Xes863GluvyGqvHXQiZ26MPrEplJeJxM16DzturLFDVWxzNjSNJWRuWAFSWK0VnVdyWi/LAtm7vd7LVkOgBSKSgoRha/ovRMsq5flsunf3NwsFgshZL733nuCoX3++eey8rTWH3zwgQj/4tde++fA65f2tfPevceEHRr5jURUN2UIIU8Tg8TkWaHD0O/3TdpLFbpQFvNaWiN5K2mcpM8BANE+iVWjtDH9fj8GEqxWq8BeTu+rV69gbbO5WCwErwNuowiLokiSRDxzhsNht5WK91vEIY+OjrIskz5ETkIbICvqTB9G/YEhZa0DgJPj4zRNi6IwWTZ4/Hg2m8lKqOsaEdaR9CRMUZGlNU0j56coCqWUHJVgbhHaXa1WFxcXsE40lmBA4ZoeHh4eHBwIb0dQO9El1nW9XC4lfl06dmFm3tzcRDh3MBgMh0NAREUmS5M8Y8Jnz55Vk4pIy3pbrVaJIpkB39zczOfzw8PDuD5DCESojZ5MbgIHb93BeDydTqy1w0FvNpsVRRG8H4/H89kU1ppJiXv65NNPD4+PiqKczWZCH5W4p5hCIe1unNW90YJ5m88TkAkpOKdInBS5Ws0VmI8//so//Y//yYOT0d///ae//PmnhGmxCNauppNXxyfD3/u9j7/y1fcHWZKSCsEGL3MQYvbeyS4MSilpIIWZITxMhFt1KxBAYOawruYjN8YBACliYOYA7HndtInnBIbWBkmJ/WPsBdYRLKRUY52TjDBmkgmCB/bitYqAaFnQEnj38YMnjx44FwKLXBwRVeAQgpN8D8/ogarGl2UBwWFwtW1uptN+r2d06pxNEm00jQ+P8ywV6jiBJSKtjWoznTu+roGVVtyaonBrzczsvSNxbIaONyIACwl5nQsPiGGNY6wRLzmxa/oLBwYGQs+ISpWV/ez5VVU23/zGx762ELQx4ENQOv3JT36+WJY66T155/2z+4/r2lnnvvzik8vr4j2rvFPM7GwAgOvra4Zw7/6pIbye3jRNc35+P4TgHXz55cunn30RWCmd9PL+2bkmgKdPfzWfz548eRfYVWXRy7PHjx54htq9loMSk8tlRBr3efHIka8mmJb8U2NvMS4fvMTECR3Re0+Ea0knhsDeC5ehsdZWVZ338sDh5vrm6vL6/OysaRqlqK5rY3QIQCDWrMo6tyyKXr+vdcLMq6JYFSUDiE1OWSwJ+OzsTGv0zpo8JQIi2QyhqapBz5yenspVkh+SYKrMIXjxAQLW1vs0TcrSJKkhrTXq1CSAGNbtBCmFAKSUViowM7iW+gGslW5JrAjee620WtPUFVHbIMtIgDnPU2bGtQu47AZXV1e9Xq/1ItOKHQj7iQgJKASPKMZIiIiqEwm7PSqqqlonidKmqqqiLJmJlH51MzlgtViurHXPXryYLStgaGyTZzkRJolBYFLQNDUyadJf+eiDg9FRqZdpmjAEDEhaAWCO2jWefWshoxQlOqltA+tgHuBwV0Ul9xAx6X5/2B+QImAIvK7SGETlEfneOw0GYvEaZ81wt4H7zgqse8Zi4u6eX98G0PZM1rctzjcM/e6yZNzGBu+KF9/pSv8bdUf7o7TfCAZ2we09TeNdxpXbl2wDlIA7HMu2nSfejIRA2OPAsX7AQWwR8DXUFxEo0sdZrJW2mgRcd0XtOYwEwnDbwN9aV7chUsDYtaiRtw1r3zIiMbTnlh6yuSABtcIuibR9KN/yMeRBfvtxdzalHajmdgFwa83SNf4Rrma3L1rbLlL0qGwBHmOi+4NJzPjgcDAaXl6/8t6/vLwInr29NdeNPAgZOkuVJdU7EXVZsuuvj626gFvBBQPjGtdhDsBhT6jDxiKMBaGQ4Oq6fvny5WQy6ff7MXptz5+deP4eV9vtac5dPPA3hgruVA92HwexU90wQ2JmnabpcrlcLpeSnd3l3e0UhnYDNzbQYdHIBeB1tyBRDW32urhxiLQsxukCBGvrolhmJhEuTDSvj6xC6Ubi+Y0mocIGifRIecP4shACkV4vKSRS0YqzruuyLNPURENOSauTkyLmMSM1SNI0M4NUKVCBFdY8jYuAiMS0NLIo67qW1S9HJbjTcDgsy1ICG+q6ns/n0Tl6VSyHw2G8k4XjKsjkarUKnrMsk8RDYTCKi4lMPbvMuqZpRCY3Ho+Pj49bLcS6V5cDds4J7zFNU9EfGmPSNBE9fVEUaZqOxyMZ3sR2Ts7GarWKbOzoqiK6PmFVLRaLiPr2er2zs7PLy0vRgMqVkqtzeHj4+PHjqqqur6+Z+fr6ej6fV1VVVZVIL87OzqQ9Ozk5GQwG4m5S1/XZ2dmDBw/quvbe17ZZzlYXFxcCoEnSYNM4ABgMBsaYpmzNfpxzi8VCxBu34w0Ow+HAe/fq1aumaeq6rMri/tlZCOHq8hIBjo6OJpNJKokXttY6SdP0k08+UUo9OD+/vpnMZrPBYPCd73zn8vLyBz/4gawZoRh19+UN1e/bjE4RKYSgEENwmiB4lxj4kz/+3l/+5X/xs589/df/5n9lVuPR0dWLydXVzYPz+7387Btff/+7334foFaI3vO62ZDd1kenGUFrhE/Y3vshRN5ha/LCrNoXd8mHQlz0xshGSlF01DRWm3QdrEdyw7UtJDCwiS9erIpVY3tplqca2AMEJd6CAlQAqyQlBgBIpYxwPuqtAcCz1ipzzgoYs6ybolklCgI7pcJqUabGHB8eGqNHw16epYRoFEXNGcmGRgTM8hyVBHNgUIQ+tC1bhHuYWVLRJSC9+7gUj8TArRIAAbAbFLF+fHZYJQpQBQBGCABXk/nf/PAny8Xq6nr6/ruPHzw4r6qVMZlzvq7tbL4EKJGISCOiIqgK9bOfPetlQ+9dWazqulnMVy8uXjpn3/3w3aNh/8Hp8cNH59Y66eQ1KU3kAiBzU5UBFCrlG/y//uaHy2nZ7/eCtwfj0eXFLEkSoUu8Ho7aGTMjR7Akymv92iAVEZ1l2ccijB+bxhCC9W0Qi9ARnQuShR3XIrLPkvT995688/jx48cPtMFgK61VCIBEnn0IPjDUdT0cjpjZOrdcFq0MLPiyKKuiPBgPQwgcMDUm1QbW8XPe+7qpzu7dC8ErSfVA1dF1sCLU2jjviXQCyQfvv09aBw+IgMTQoT+4NsiuNXPy3gNQN1EjWlprrZzzsmii1Xg0Im5XBUqyiLgWATNr5KPxsB1gB782Z0H2wYNPksQ1jXj/aq38mvYsDwuhFcj3bZqmsXZ0cGAdN40rijLvjxzjq5tJ3h97z2XV/PzTz68mS6PacipJdQgevCeFzjVsg7fu/PxBliaNCwBkbW2DVYF0Yow27JX1DuLAGFgpFQJLYGzwfFfAVBR0tj8TtWfrU4prhG0zdrm7ace0pxiLumf+vd0SvKXNxp5WZBv5uUt6d5c74k4IblvJtvG5Ud8Vnef+fxHj3XWQb4kebCQPbVuJbMf33SVo7OJU22dsz/nZYzSyn+q2x+XlLu/7/WYt3Up4O8hhuxDfKJi3Ubjte2HP6n19oEzA+PZr4LU7BbqRvJtY1pr9dKdzDLRZzcpzi9S54BHx4OBAKO5KY6JJCFneO9HvCKNK/lcUheiwYsLW6y1Gey6C3/gat//trrRtv9yNEIV4eoU15pwTa/evfe1reZ5vJAq+Pfl5P/f7bZbozpuu23Vvp5LuwfBfs2C5urqKtLruUG07c2yj19zQmArENBwOGW89WLWmui61JiHyEZk0NSG4NR6lqqYB4LpuDClBpwC0kDeM0tFqJR5GdHGUN5QjaZpGKIvb1Fvpc6SdkHZRgC+J8xoMBuJXKbl5MliVtoQUAoKhXAMEcA5DlmbGGGWSQBCQrW+ZxDLRlM8VwC26jyCi+JREO1ppcQFgfDB21gLioD+QpzUpJcnmR4dHMhiPqQDj8dhaG30poxFijMt48OCBqB26xZm0WNJAivJVPD+j6lSgKlnZQtOVbyE+ZmVZRgsZAJDP7ff7V1dXUltENi8RiZhNvumDBw8k+VBqI4mer6rq008/FRme917GCmJDen5+HhnCMeowSRLJnZ/P5y9evJAAd+uc9S5yVsVkRU6+fJxca7n08/lc+tU2yCEEJEDELEsBeLmc//SnP02T5Pz+/aoqCeHRO+8AYl3XcsBNXY/HBxcXF3I26rqWa1cUxXQ6lQUsDGSt9XQ6jZLlbnJgd6zyhkkkMwSPCsE1wYd+nv3zf/ZffuMbX/9f/uf/fTabGdMPAX/968/rsgZ0RM33/ugPH50fabAQwDuPqGR6KKOT6CKljVozl26HNVqpqCJjhjbNkAglHG+dxM7MSq4peCE5ykTNh2CSJEnWWYsAzEEm/evmERGQEJrG15ZfXkxOjg76+RF7TLOUQ2j7TiAAdMwBgRiICBjIyCMnGmEQh2C08iHMl4vFqnIevHOurpazyfBgfO/ozHt3ejgGDFoh+xA8h1sZGKdag6K1kT0GXmedeUDVxkiEqMlr2WvdaK+49YGAnuLiSATWeesCS4Z4i3UFCZxoxVoKrXdFWZmk94tffPri4hKZnz799aMH9+qq7OcGCRvrQnDFat5YX1SV0SZN06ZuppOJtTW7OssMIWmdzOdL75Aoub6a5pryfq4UAQREYnZZqoaDvKyawB4gEKvMmCcPHp2MD/q9HqDszzSdLlbLlQ9OxqhdF7W4rxIFBC9Xm7BVZJr1cA0RvQOxjxLEW4bTUbXIwEmSaGOYQYAabcz1q+t+v59ludGQGEJQxmitNLNTCJAaRFao2gdHgOVyJpRyrfV8uYgzJsUMHLI0HQ2HRiujldaESIgkTfirq+vxwSggmDRxTbOWcLdacoFtkUgjaW0A0HkP3pOMx50F9ETkXBWbWCLyvml9VoPxwSOAQkYZgXuHiLa2zKGNUA/tkEERNk1VVWW/PxDFo7NQlpXs2FVVcVBNHSY3EyIajUaBqwCglLp69SpfU+4Xy5X34eBgTGsMSiZo0aw4ElWaxiltXt1cA6BSZrUqp9P5+QN2PjgfSGUABsgoo4GZlE5ShRCsa5AxSZRBLMoSMSuK8ur6ptdPiQwiOBu8a7wNCBTnJ03TAKF4jO10uYQ7LA33W5xHSth2DthGlfZGY4+dfcvOEvxtSrG3z5p7G25k15X+LbG4PT3ebyFm2ykJexsm5IZB9AY9bPtU4JvS5/eU0RtEmE7d3z7g9lik3BUZ/xZMTlEoyPhv4wwAAHDA/Vy7uwIw1r6vu7qsLez6N+3W2k/kt6Kqdq9jWy0TQgdFk3JUdphoj9m9xNuZBJ4DoSqrigm1UtPp9L333nv0zuOLi4tffvJJVdbMIDpbKZnk+diNKY6+6KLten1dBSHR4NrOuKXM3DaEuC2K6dJVthuqiGFcXV2JcGk2m0mBt3119uhO93d0G+nHb4TB949ydko63zi2aNu8xWIRvVWkW4u77YYYfZvhsI0zZlmGisQs0XtPBII+dXEwaY0EVXPBpWma55no+oiISIltZp5mchiC6nZXVWzzpC8VoVe32e1eBmvtbDabz+ci8ZJeNM9zETvIr4tqrmsmCRgi6YSI1FqBo7WywIqU6WWxqxRXGPndKE6TT+/KDKQHiFu8DMjlBXJTRRBcuIsi6pCvMBgMpP0Qzw85vdLeSCPXplAkSTehRaKK5ATKvESgPLG3lh5MPDBl3C4HIxRZMcaUt5VTWlVVvD/lisiFSJJEkgmMMVmWIaI0z4JeTiaT6Lwq7Zm03KLxOzo6Ojs7E5NSoWteX18bY3q9nrBDjTEi3J/NZs77xlkZFAlGqrV2LogNLDP3ej3R/onM0jknDXzbdRN474zRg15vakxRFEYpa2sEGA2Ho9FgOpsdHBxIFUVE3rujo8PVqhB0NDAcHh5671+8eFFVVfC+KIqrq6vDw8PpdJqmqcwdJG7hbZyjun+sdXmWELsmNF/56P2/+m//G2T/r/7VvxkMRqP+cFHYzz//LLD1rv7Kh+/+oz/5o+ODMTcVOnQ1JXnm1kMf5iBOAcYYpUmLlOXWg3htKdkhgDB2wyZ47YIACEp8JFvvxPVvMGCWp3ECyAgAt4QSQeKElbIoms+/uPj7T3790ftPDkbjhMA7IOGiIYmjaKoi/6LlcrQqwbYRJVQKkZfT6WyxCqCtc1XV+KZ59ORdaxvw9nA0KopFYrSS79NCqaIiw2pZCbl6rVxtv6QsmCAAVGihKiEUgA+CM/iOdD7K6OOuWHsfvTdiRGR0iw2OnbWBOSCnWfbqapKm6Te+9pX33310/+w4sPWevXNA6uHD8/5wUDe1uI+GEGzTfPWrHydJkhh2zvrGJUlO2qRpxshJYobDpJcZZ61SiOIINR4MR32xv2FAZCUDDu89aSU3u/wpiiIEvw16SNugtQYMiLfaDNk0urkpKkAcJG08gYhgbfOrxatTAq/xcHjv3qm1XiuRnIGwvJ0HIjZJYq3V2iDSqqyk/zw6OkJUVVPXVSMfZK0lQtfUo+Hw8PAgz5JgW3eTxvuyrJTSq6K8d+8eKQzMqJUPbLSRS7daFj7YwWAgy1tGYHmeG6O998gApIqqaiXWSnvvi7IQHTUhBR+K1UK2dHlcNk1dlqWwzb33qUkWi4XMhuUFdV2JyUqSJMF7H7hpaq01YsIcxuOR1irPZYwdmFihZoCjoyNmJGUCY94fykUR+yg57TKt02sap+ztIQQN8PLiApGstc56pZQPXmmjjQemENDa0FZUoJzlVbFI0+Td9z4c9TNbl2VV9vvp4fFR8K5pPBEDgBfcMliFOiAIldSDJ61ms1m3SNheDNv8op20xm450eWSbZAjdsZedyUYG++5c9a+J7f6jXSpu+qw/RTK/YDABoCzBzrb8zS5y0dkz2u2AZm3gcjuyvrbuL7b/pN73hDe2kvwLQ1aaC/yth/IvcsXke8AuzYorBv97Wa7grBH/reH2od3J4C/9nd+Q5O/phVAxIfXX1k8zm51a/K8E4XOzuHIBryMWpHRVVOHEMR7bblcLueLLEmJoVgtdWICO8ESYiCWEK+MScTnr62ldxCeb/8PInFLm2mr98gz2jnB2blW5YNk057NZkmSiJf7xlx+j3xue5e7i3Qd77X9JjH7d62oht3T+O3HErS07JHj1w223zkG2+70NnWoRK3ADMB7a0xrwCjPA2kbpERI05RpfXf5IPaP0oEIbGJMm4N3yxdyTlqmNE1jadKdKsV+1Tm3WMwkLlyAI7H9FCBrOp2enh5LM7ZcLqVDiFdFQiACMwYiBiBg4jRN8jzXSUbBgyL0Op4fsaiWBk9QMplzr1arV69erVarg4OD0Wh0cHAglVPkKMv3jT+JS1NOUfyvfPG4+sVnsg2HWted0XEkpuTJbRDRcMk961ZvRVEI9hVv6dj7xSe3WMVIhxkT/CJSenx8LJ2hHLa0N/Im4k4pGJ20c7Ev7ff70m3Gw1gsFi9fvpTlobUej8fOueFw+OTJEyFrSacKhKf37kl9I7X7YDAYDEZEdH19/fTp0+n1q1iOE9HFxUXrKyOL3LtYFR0cHAwHA63IORe8r6rqs88+A8Q8z0UMaYwpVqvlalXXdjgcjkajVVFWVSW6wSRJsjyXuzCe4dgPx3yRt5eVJ9rYuhmP8//8P/uz3/udr169vPi7f//ve3lu6+bzF89mJfQH/cHAfO1r73z321+9uXqObnk4PFCQJiZrrAsqUKsGIJFtGqPXaddBks5vfRPXjd+aEcSu9Ytcb5TeBx+8D4CgSPng44MkMKdJ6hi8lzxrdmKxgut9g0FaqaYOn3766x//9O+/fHlVF1VC+ptf/VC0Xq3bBwIyWG/jkSGpIKHct/CLsnV/xWXuAAAgAElEQVQzm02Wq5UPEJDnRZma9PjeOADkWd7LEk2Q93tr9dxr+7tH8+WLLz755BMikg9AxDXaFhJDSGK3QkgIgM66EFghaaWU1hEClemm3DhqnThnEq2NRFprwTbXcgUFAOhxcjPTiTo4OkyzlIh6WToc9vq5Al8jIqH2AD7w8cnh4fHh2lCCCYEIAXRgD2yxdTohQG2dW66WWU5pigBBGxICrBjuMqN1a6PL0BA60qwoKK2ZGY1ioMB4cHAI0mZ14NdWH4moiABIHqJtOmIIieoYbwIAWA7sGZiplXoKpSSwKDkRCdZTKu/9ajE5Pj5xTalIaVJNXWdZVje2qeskM4DBuQAAs9kUUQGpm5sbGbpdXl4uVktEJYRbImqs6+X548ePhoOeRnRIsukt59WrVzd5lmtjXPAYIElMUVTW2lF/wAyIVJZV46p80AcOmpQYXRqjEaSrZwAKVrEHDAYYUo3gNTOkOhdDIkItrHhE8D4oleV5opQYFQQAPEwOZBMwxhBhmhvmUTuUdJYU9kdjWdlZry80cqaAyIiBA7BCAFTaMLP1AVABgdKS4MqRM9+t+8XUWrq+oiwXi0WvPzZp8urZc5Ok1npSuqqqm5upjDCstVmaEGG/n3vvjo+PHj9+HFz17POrNNN10wMOhOQsI/ogqe+knCtd8IRetHmefeNsWRbdh+9OjG4PEzIaV8YqImaxbvQ/sR7d3+rs9C+5yxVzg/60h6P1RrBlrwxsX0m33xVzPyNrP5v0bQDJbUBgD09yZ5e+0WO/0aNij67yLrJZ1xVifdVgf8gB3w2DvKW7DOyKSdy4KBu+/LArbKN7AC3ahjvec9tMdWfz8KYO/xbU2vmtY3kZnaWkbvHeN94F8IkxYtLR0tk6YE+XvrdhxNgGGgMvlster3d8cnJzMzk8PKzr+oc//KG8f7/ft96J7ia2GJELJkXjq1ev4s+7C14pJaEJXa8NiHpC5sBhg8257Um7wYWGTjC40MS+9a1vLRaLSG/ZLwTds6L2kIR37kgxL2B/IMR+5d4GhrlzWqG7IWZdkffO+zY2pl3RpDQA8eY3ilSaLG2jtU6TzPuWXtIaV1gb1WWDNYDW2kVikP4jMUr6e6UQIBijer02kkEpZPaIlOfp0dGhKO5irkC0jVkul+IFUhSF9G8x6EyQWRGVCbdQkgQF04vWJiA6iaAJ0SSk8oSFswRAgMjg2AJQK9LRBABKG8JWkdKVqx4eHt67dy+2kXDrkOYFAdMdeb28IAbZxTH2aDSSAkJaCBnMR6KLJApEpWI8hnhzCmgpXxMAxDdFFI9Zls1mM4HXer0eIL/73uOuG9iLFy+sq30g5+u6YduUiJilejAeaIXBO+99WVfSudV1rZQuVoUoCXu9gXOh10smk8Xx8VlvcOCC995pRYNB7+TokAjzNJ3PrsFXwTnnIPoAvfPOO4PB4OnTp5JYYK19+PDh8cGh3JyYZkmSeOcX04n8yrCXN1UuWlNtlEl0VZcvXj4fDAb9fh8pQWZjTPBBLrSwLqvGMXPR2L5Jh8NRXddFUQJpRrVYLG5uJrGRk2ZbTri0uFHICgAExjVhMVt6H/qDXCkl4hNBu0hMSJADcoAAwMjKsKFAijW7wPDi7MHZv/jv/0png7/90Y9uJlNUZjGvb66Xrka3+OTRo2/86Z/+h/fvnxarZXJwT2uNSpXBkvJaK40UQhB8yoWQplmAdZo2kEVguOUr0tohnwGd5cWyup7Mo1+oLEWxnG1NmJwT2r0ox4bDofghSVKCDSsALMtaaxM8eAdFUYXATe2m0+n06uYwpfcenjx5fA/QAYINQSvVpoFBkKaGOTjvROBHKIMnBmQO9urVpWNuPAfguioN+n6GmYFEa01gDCSJkmADbO1AOca6BPDDPL1/ctQlJcbHs1IYuSJdG6H1tqZle4mS4Cg6lxsqJQjMREoZHRh9cMhBa+1dYxRN5ovw4T2l1Kg/qOvaKA2AQRxAKEMiVg5DUMDe15nSIQSljWf2PnBAwxUiMWq/pk5aa2eT6zzLjodDZ62cJu99QGkMFQNnSWsC6VAHZu+9MVlri8IQZc8EgIB1VUf5uwgnkiRRifLeGWOctTIVGo/H8uxfrVZiBOUYldZlWRZF0e/3sywDxGZtlD/oj70PLtRVVcuUbTQaaa1fvXpJKhwenpI21jvr6qJaeE5Ho7GzXmtTlcssM7aqgw1ZknvPa5kf9fL+crnK815RXLzzzvmqqlYNG53V1mnyvimLxcQQsysSPTSQpakK7A9HB8455uB9YA5HxwdGJd77VBtEyMYjmQuEIIMJQPJHvdfgmryXBg7MVpECgJ7SsTHWhCGwUjLYWk/rGW0bKALMQZu1Vy07jUySQ0nAHFABoGana+uyNCOldKjAARFKKHmAEIJXCBxksinLT+jHgSVOEcg5P5nN8l6a5snLqxmSAu21UdNp4Z3SGggCW72s6rK5JsbEJPNVUdvqm1//6sN796v5zeLyxWDUGw3yo/GoaWoAMFoDMHhuuS3O1g0kiW5j75GQUoPkHCZJBtzGK8fZjJeCMhYuazrZtj3VftRlZ5OzE7nqNgMb0qYNOtLGRLwb2bxN9dzuKrfpeTv9Hu5qeOKh7mze9tRdcLdP+J7D63aV2zjktmJwT8bXBnK13e10JTwbl2DzyzIjb5imvLYwAMPaqxleo53c3eu+ZlHTYTO90WPmLkvSuySLgV3U0jMAKYS1JC4Exg28bv31mHltb7Z5ueNUuivrvUtkdZfva/uJ2C3UX2M/ioVa+3xklhGtaKkQ2ZgUGMR7BhXWXMsIvr0FEHVimrKRY8S1kRQQWVs/f/4ihJCPx9badDC+lw/6w0NR35xlvcViIU8QsVifTqfyoBHQwuhUkQ6+NSykTi7L6/evkr8iMQADIbBGlPvac6vxg50A8jYvuns7iIbr5OREwCQhr8WGKF6Ou3DX7sW6axyw59e7P9zQye9sMrf7t+3wj24r130HvX0zvz47eU1jGiGm23l5J4tcfl2GuNKmI4Ikwq1WK8lFECxOrqvEIXjvV6uVMFtiIJ68xtlgrSWi4+Nj2ZHbyiaEg4OD0WhMdOv3Kke+Wq0kkUP0XSL6EhFXWZbyQfP5fD6f13XZtQoQG5WOyWxQWqW6l6WpzGtFUgjo2qhjjOrxDuUXXjvdWuvj42Px8NnYiGPQXDdJM16Ftoxep0+Kp0jkVkWuTowAiher3+9L/nj04YwbdJyJSjSFLGu5XpGRJWabWZZ3V+fh4dFkMgGAJBF53mA2mzWNrarm5uaL5XIpR0hKel2tlLaNXaN/FhFkZBKCA8TxaNjv95WiYrn4/PPPmcPRwYHSJJOkb33rm8z84sWLL7/88osvvri+vo5CQcFgq6qKN7DAoYLryhTg/v37woyNHbtchfYLehfBUiFfybKRdXh2doZIwisQ5qp0PrFnFqhWglYikTimPKUmFYpykpnudPP12xWBgVABMjESBkDvQz0Y5n/xH/2zP/zDP/zkV5/8/JMfKKUI9ORmOrme2bp5550nX/+jv/joow/H49FqtRJfu1sCuvdN8IKoEAmkh2VZPnt2XRQlSRAzcvDBOht8W48G35IknXfOg/y4e9FlXbWCKIIQ2HmHgMx4efGSkLTWa19O4fFrIkKgum4QadAfpSmenowf3P/O/bOjhw8fJIlGbO0QY/EnTllyDymliDQzECnvA2mzXK5uJtPGti5dAjIfHx2lxmiFaZoowjRN5KBNkjjnQPRdyiBpIgqgsiw7OTmR9g8RvQ/iHMPMHHyXiCVmjLI/SnBCt9CKk8tId1HMmsgHls9FVIHZOk9AVeOsC2meynhCaw1i3sZACoiU9R4RFWnnbfCBjGImD0CkmUNZVVqTSZKAGLyrrSOi+Wze7/f7vZ7MGqq6appmOBzKjSabW6/XE743M6xWS+f8eDyWqn25XIUQqN8HYFJkbdPUJQenKCcCa51zjdakVIqAwF4h5GmCiMFbZEgTrbCPiJqQjELAXpYmRiVJQkiAMOjlqdEmMeJJk1Kapmo07IkPTtM09+6dMzsi7T2LSjnLJJeFBRQ6OjoqitJ7d3p6KoL+NE2d9Voni8UiSdLpdHpy7/7VrPjbH/3k5dXUWkbSztanR+PHD++9/+RhgGCbaracHaihUmi9Q+B1vDsSIYJTyEqz2K6GtdQDFUAb3Ke6uEA7FUEIjCyFSAuDIzAjEQtBWe7swIiKgX0AUuo26qkt8EQcKi02IIBnAITrm1lVXvX7g9PDLBJSROosj4Doe/TajSnvH9oHSpImInhWShHKU0NpraqqBsbpfCalhw/ceGe9H47GZd0kec5ueHU96Q1zYJBnZZqmTV0TIayH6EQERPEBpLVmxOBt0zTGpMIJZ4mDEetChi7EELfADafQ/bbvO8r3O2rcrrnc9ux8P2Fvo5HbnrXv7N92urNsd62/gaP9rtZuo+Xb05Dswce2ZE47mpm3YVfepWncg6/uhDJiX7d9FTofvUMZtZ/2ubN/e+OA4G2+711wdDcvZD+VdCeNeafqcn9jv2cisN+YcePnER4QxUFbzzMgkPgtR0stKbp8CFVTZyZLJLHZ+6ZpxHuprEokCt5fXFzIHh5CSE0iEiqxiWLmyWQynU7F4nGjv4iJaJHMuROgFtZa5KW2Rsa3dMLf2HtGsrWur69PTk6Ojo5idReDwXd6xr6Rg72TwtDtAO9K3tqZuPjGdbVTvxfPcPdg9Nswp7cR6uirtr2ORTKXZVmWZcwhcMt3EnBW/tJtPyR7XgDTWLLEckroUvE0RetIpZTWRg5cXpNl2cXFhejB5CDzvN/v9wXmEm7kfD4X7CtJktFoVFWVpJAPh8MYBNdmhhiVpEkvHaZJAugdttxICpLHKBXw5tiAO4upFWykqZiXbMwU43ePNNTuW21wo+MJlyZNHE3KspRYAvmhfAX5lajQ69Jguii8/JN0X5H8KRdo7ZqO0XHh5OT0+PhEpEfT6XSGajgcSR8lhqJCg2zbIcK6ri3ycDiQYKUkMXmeO2dCCFVVBm/rYoUESqlBr68UKqUghNFodHZ2lvbGX3zxhYRkfPnll1rrfr9/fn4u4ZWCPEhHJ9WzuH1KFxfPocj5xBxiW8ov4sDVaiWJ869evZLURO+9sHzF7FTiIiKLVU6U4NLicSe83Eg80GSISBtCQh/akEps8V7wzIEZkYgRmAiYiJ0tFLr3P3zyL/+Hf7EqJv/HX//1fL4KrLzF66urolj1cvX1737nW9/++vnxoffWe8fBheBQuHLYQgree0a4xakAQ/CXl5eXl5fCHw58u8VIex+7OEUKFRjTii1lwrJuFVi2YMSWSqHgFvhqYUxmJC1nT9726uqi3+8fHh7KaxKtCMBaq02Ls8U1L9RRRQiEaw7GeuRJajqdzWYLy6G2lhnlMXB6fELIWWaMUolWMWhLjjZJUsE9kkSJDEnB7Z3lfQAG5ECATV2vmf2BlJIdhlADs17LfZ1zMqKSP+IGlmUZc2saxs6lWe5DyPK8qBphffT7fdI0XxVACkDVVZ2uc+eD95PZNAQ+ODggrYNn77mubLkqguMsy4FpMlv++tdPLy4u/8Hvf/sk7zXWXd9MZovF0dHRweGRlvoosAffNd2VuYawplu9cVMcjHqyPuUGyY9H8cYnoizNB/0s8rR7eTIe9deDwJb+2+sbjtUMEeTrmWDQzMwahQwSUyWSRELhAkBAZCIEnQArRFgtqkRrpQxAMKZlNcsOKbsNMzjr67rO8yzLk7qxRVFWVUWkPDNqU1X1ycmpA1qUS4vJ//Sv/7c0H4YQqnL1/e/9w48+/mrhwWjT024yuW6a4vTeCSIye9Xaw1AIgGSVUgEch1s1Fwq6LQEcrATojj6rIQAHIAIk5dtnOXgf1+prVmR1LbZSvYAQGAlbnDAEYCBSAIwc5AGMLnBVub/7u58/++LF6em9f/C7XxFme5fV3x3wd+YRspNDWE8V0yT1npfLldaJlEJa6zRNpC6q6rqq637eq23jSmfS5HoyWxarpmmKxWSUpSZTiC4xxqyN0Y1JOHjxe98Yc8A6EFM25HXXKyrdFtx4vc3bTYN8Y+X99nBWl0628cqIz9/VIu40u9tZTm07WOwsBO+iUO6MQd/zyrckj214DN4l+trfc76xH76L+7p9bnfmWGz4bb7RN3LbbPO3OP6drX7Xom+/Bc7+BMK3yYrYYMDFkeLG+t8Oud6TzP72l2kzi6LzE5nLvwYSBEBYl79rD7yqqqbTadXUq6IY9EfRPrCsK2X0qixubm6+/PJLRDy5fy6FaF3X3jpBVg4ODo6OjvI8n06nACC6ZdEqi0hK/Oejg8baUzdsoJpExMFt83LbLxfNWO42nNw+mWI+v1gsAOD8/Fza3efPnwsgJLVNrGnvGrLc1fJtwH0bOtiNTeYtgy533vs729HYfXQ/VO80I+rS4ruwYJwvdpnT27ZLnW+IEqzUy/tpkkXwerVcNbYJIWhSkr0mZiFSKQYXmqqpqkppE/XuUT3Zxja0ym+OOjHpCSPYaK0VlqYwFcWeRICa4XAo9X2apoPBQDoWAXakCM6yLM0MKYVBe+8ZvFccGaq3MSmAe8j6rdXhGnPrnreuklX4YBt9oFTDMtONu4McZHvvVZWc9igMk4q8NVFYj202xo2R7Sm+nZFqK8l+onbLe7mUhnLSYhFjrZUXnJ2d9ft96ZajK0xkbljnJELw5OSkLMuyLOSSKY3ee61yrdTR0dHR0ZGYWa1Wyy++eKa1NokpikKngzzPv/jiCwB4/Pjx5eXlzc1Nnud5ni8Wi16vF+004hmOyXVlWR6fHB0eHkZm+bqd2FSySkqhdHTSLdd1fXl56X0Q29Xj42OBfKUVbK+gMUSkE5Okqaj7lIRlc6v6iua+BGuBVtzQBU1gJCRkIAZ27t7R6Hvf/w9+53c//uTp3//ohz/t5QPneD6dl2WNEEb93p/9k+89eXIfwTnXALDRxKx4HWDAAQhJKTGgYpIxA4fAkBjz0Yfvv/vkHWAkIsZbPrpSJBj4Ghym9RR+7a283oJojVd7dkopQmQGTdiq8gCUQu8DoJYNYLkqra3feeeB1goJlKIQPIeglAlayGastZK7hpSWQUbwVoBnZvAcEKhxfj5fLhbLprZ18MzgnE3TdDQaAnM/z7IkUQRGaURcFQUzy+5MiD6Euq7rplWfKkTv3Hw+F4taqY7LohC2oUlTImIfmqoS7S4iMYaAWJWF844wU0ohQmObpi4To4JXiMghcHAuuBTAOfejf/fvnj17Hhi+98d/REZNpqtfPf1iMVt861vf6OUZM1jrlCIkHA4HAGiMrhsrDeqw38/TVGsNTI0PP/nxT5+/fOkDAxnP4fnF1a+fPi3KAlClJq2Dz7PEGANI6vXiKSLYMqM1JrLHOUlk/2Sl5NLS2qqnTTjUmuLYTm6UrnjJh9CyyiVMXVYFYRva1L4VhrAuNynmLgKiAobV0j179vzx44d5LwNkUmF9J8rzBbwPRGq+mPR7gzxPxAVgsVgwAyiqqwaRsiy31l7dTJMkH/T652f3kqQXmBcLkyVGIRCwt43VnhDLumIAQWsDBPZB8s11kgTG0FKWQ3zoye0UEySj7L+xfjadL1cr7z2HYF9/xgmjSTSp3JYjITDneR5TNLtBRAzxr56ZrXWrVfnl8xfj0dj7EGka3efIhq9JnKvKZIcD1HWtlGKA2tqmsXLx5PpK+l9Rlc55RFwt5mkv6w+GRVk5awP7q5tpqnF4dAyo+v28dj5Ns7quszRtR6vctpTKmGh0johaqbqqYxf6G6nC3qbreJu6djsGelsctZNVBa9nQe1ptLZ1U9uOKXts9H6LP3cRwN4I1+zvCffwAH8jv5M9osT9ppqvOT7wpvE/Ust0ALwN/tlJX3xjP7atoNvTtr39m9/1xe+CQDcYdHddL7gjGHAn33hPkwm/oRlstNB8ne9320PJXS9Geta5ZbGy1mtjpHQs62r55ZeBAyn18J3HRGSSTOpnpRQEFhDi+vpa1EbBu7N7J0rBy5cvDw9Hoo0XUqT3jVItg2/tGwzbziBtKktbXwFzYOwGzfNbetV0q+40Tc/Pz+fzuRhJGGOm06nomIRaKDV5Fy24C51+oxnSnsW8zVO4Cyffw1DYWA8RobmNpdnGgvefr40eLy6XyJqQcmrdJLQuflVVa63TNGuFTNiav2HLQkFjEiJlTKJUCIEXiyURmYS6+GEU8q0/F2KPF+cB4n0vTynx89BaR92R934ymRweHiqlxuOhYB3yjSIqlWWZMSaws86F4BGEZ3X7BzncdS0Bbk+RaNWibUy8abs3W1VVy+UympFEqETw7qjZIyJpg58/fy4gkgBQIreTv0dIKrbZsfuFjumoGA9IkyzvIOnnglkJE2/NW9OxvSzLUixksiwLTg4JIwbbUnkZnLV5v3d0dFSWpbcu0Wp8757WOkmM0sTM5aoI3gPA9asLSeTz3k8nE1H4VFWVW6u1Pj8//8UvfmGM+fa3v71cLq21Yi4XHf9kFcmqExcZoYGJvii2uBsjjVgzCbHz6dOnQnUbj8ez2WyxWJ6cnOZ53jTN8+fPZTnJ2ZY/Sa8ncwFZJLTWarZ3R9QBczdDsxNm2k4FAoVA4Hu99H/8l/9dkvb/9sc/+PzzpwT9m8nc2cCBy9Xia1/58C/+/Hv9ngFoEMJyVY1GQwB2nomwtcxwFpXW2mhS6yzWWzZ1nmW3+3jAnSLv9v8iS9250QzH6QOxsEylVAVNCExaq7pugNB5iwiTySRJzGDQI0IAzwFcsNbaVGceiL1D0rHdcswJ4qootTb9XMunz5ar5WJ1dHRcFPVsOkckINKaiqLoD/reun6/VxWryc31w/P7qUm8t4TknQ0hQJaK24zRyjbAwevEEJGzdZIko1Ffvs7axMIOh70sS4028ngzZhT3N6UIEbJsDAhErS1EmvYPDkbR1h9AZVkivlFlXd3c3Fzf3AwPjpqGX15Onz374sWLi9VycXR0fHg44uAfP7yPCIisdIqIzJiYdeuFpEwSgJEgT/THX/+YiZjhsy9ffHlx9eXzF5PZFAGfv3hpqyaE5qP331NZZp1Va61gdwYHt17EOubFbax/7x2SBKVIZqD09ZviHYlGAEXrW23NYWyzESEAEq2D0AKI/A8QAwIhACiR4PgAzy9e/e2Pf/rzT3/96NHDb3zjo6yNW4QQhJfOIpMQWgegY+aiKq13Sidl1RiTNHWzclWxWJEiReXpMPuv/vl/apLMmERr1VSrcn49Sg77vbyobZIkjbNFUSlFAi6FEIgBEatavXz5cjqdRuWz7JZd1sPGk07EzLJ4LL/WAEhZE1sFawuR+17f3ETuSRyxeR8QSSmZswACrlYrQnV4cHhwcPjNb35rmPuoII0z4LiDbQi6pKv0IXjvR6MRolqtFrZxKhE9KRFja7ysNSIh88n900cP7h8cjj3TT//uZ9eXrxbLFfbTd568c3g4NooZgg+cJBkphdAeAIfgvXchEGGcbesOy+a3w7J+Iyrjnpn3dpW/QZjfCFjanvrtNHG5y8suDkb3mzG8ESPa0xHd1eLuj+zb6Eu3Waxvearf0lviLtxspxnp5nrY8lBpR0uCAyPs9z7ZAwO+fSP9G12mnf/avR/vsk7pjte7MUs7Qc7t5bdhHvv2d9DOF1PHATVua7cOKyyahluBj5jnKaWWxaosy95wNF8srq6uLi8vp9NplmU6MVmWnZ2djcdjZ1utllLKJLqqKtG5iX4qTcxquUBETaqf95xzrxYLmRZB4CxJI40o1h6vk7AC4u1ogEHssmDjTLyNUU1ktCHi8fHx4eFhfMHBwUE3E7Xd6NYWU2+85X8LkLxrK7WTp/rG2crOjWvb2BMR9f7Rzp5hRjdCvUv8FWWnqDDXCek8n88jKCRPryRJrLVVWQpDTHh0Md375ubm9PS0SybuHuSacqZi6x9Pk3Q+0sAQwWIxGw6H/X6+WCyYfZ7nREgEh4dj6ddjUpwU9PKUdc6J1lYpTQiAPnTqdby9SJsZ8SJjjbdoZJRtUG/j3TuZTJ4+fZqmaaToRAOiwWBw//79m5sbOc8SMbdarVar1bvvvivUZ4GehAAtARWR6RpFtNH/U+iOcvfGkylHKKIO4Vt3maVyNrz3g8FAVr8gqGKv0mr8AF1TN3VjEq009fv9EIJSlCRGKYUE1jbVoqiqsqpK8My+9bJXRgv5ra5rAV2bplmtlkSUJObd99599erVYrkAgLIsxKru+Yvnp6enPnilFHhmAFKUSKupFDCXq8LWjdZaIRERh9uLBeuNIXKD7927JxuWwI+DwfD4+ETWgNZ6uVwKZVS8N7XWgXANEnprbZKY0DrLIwASRsV1R6Qhm0IAIlRasa01+sTA17/20X/yT//8+tXk7372N0BqPHzw/NllVZfe1ednJ3/yvX/80YfvZoYQnCLyjtLUhOC1VonSIfjgQQHyesNqhw/MACw3BUgIepD5iNdaSTyAnAXxLIa1ax8CQfCKyNrGedfLe4gQgptN503TDAfDoEgBNM42TZ0Yo43xPjivJ5OZD340Gs7nc0RcLQpkNxwOpdIoimq5XI5HChNcE/0brcl7j+ujdc65AIGBSOV5L3iYTGZlWQMq17pyBSJ6+fzF6clxP88SwuODUZ4mzDL8g4PREKDdjuUqm2FfLrj3oddL1+b+gMgAHhHyPFnPPlgE8lpBDPKWKjHGkbVxgm0HqLtP5cCsNY4PRr//+39w7/4Xq7J5+tlndeNWRZlmvUF/eHV98+rV1YPze6RIXF7X7QEzA6HQvOUYwAdAMMNh7/zBmW1cba2t6uF4PBwfSIrnsiyOx6PEGGstEnSbuoiriHxRKUU697zJm3NOwty1b01HggzQGULwDCjZ4C3GJQI/cdrktZWGGKVyQO+DD4Fae1IrHmcN3swAACAASURBVHKSP2Gdl4B14QBZG37xs09vZrMkT3ViAFkoAKKW9N4LulgUxWg4ltRH58JysUDEprYcuFgVzvmyrNI0VQShrk6PRrVjIm2t0xpVoARzo5V3Vid5AF6umqoJ/TwLwSlCwoAIhGBMUpXu88+eyzw7EgHWjERWGkSJ3WaKIAHwWtUcDClE9F6yWrw4FiNL6R/E4zbJe9QfCE6epmknDU5QMVEbkF7Lu1OTMnOaJohNHGDJMyhO6GLZEekzjODXLQcRkaLZbO590KgIUSMBtI9CeZr08vQbX/uI0GcJTear3/n2N3/wg3+7XC5sXddVMZtxatRgMFh/tFeEzN45xxKoAECEMdZIjL46fdQO+5A3NipvRJm206W3xW9vpGntpHpuO21u5zBtO6zcpabbox97I/MK7sgheHuB39vIGt/ISNz6FIbtrrLbSb7+RmubFITXybpRtboW5K2Nv3YpCd/oIrhtPLgH4vhNwwnf0iu1y8OCXdF8XX3THjbp9vXduYr2cFC7hg7bXzAWk7F+FqKPAD28dlMJzCT/1Dny6GUgT+2mbpRSl1dXz549W61Wzvv+cCAObaKTev78OTDdphOvhVQxm0ErevjgfDweLxaL6+trqUXjgKwb2ya6gw1ioOieYR37xAEIQTgjwjmKRt3duef2BrKxh0RIs0Nj2fRN3Vg8++8p2LJp3eDuwus2v2/TNG4nvHcnTXcx1bffWe/B/bc9QKOKbNN65PUAnOhkGMPm5VpG2Q+s3ZNjVIDW+t69ewIciVhTlGBi6xcFeIKiit229yHLcmk25Eiqqrq+vo6EvTazgVkpdXh4KJItKeul4RRsQbCablbj7SRmnbL1mjnUrWiSNrBg727NZ3c6iXXvVVlkzrnT01Np+WK+gpRrDx48uLi4mEwmg8FgsVg8fPjwgw8+EEGdBP3leR7FY/LchXUKQkzOFVsawfGi70scbERnW+nJozIwBhJ2l2mbQs4gJOyyLLSm+/fuSd3DIQBz7fxqWcoUJ8+zw6OD1Wr1/Pnzw8ODfq8PgIE9KZWm6WQ6efbs2enpaZalaWq0Jmv54vJCLhkR3rt3am1DRM9fPJdWEABGo2G/35MNKMpFmqYxYKy1tm6KohiNRl2r7u2Mclmfw+FQlty6M1chsLX25uYmSZL33ntPWuVoZ2p9m2mRaL13GrKeKzNro7x3qDE4S44I3e9+9+M//7M/7mXm3/7ox6vCISevLubew3wye/To/ve//wcnR0PrlqkuAZBQL+dlXdvx0XC5XK6KZb+XjwYDTQqVJLnbxKRy1aTJFxCYGbz3VVX1+31jNIKYbrVsOmh1pEzERKwUgtZKqbqpmqZOEqO11qgGg75zaZqmPgStFbDOssQoLSdrtapUknprG18nuRkORwDEDC4wkZ4vllmWH5+OfVM755RWRunRaNRO7AABWe5iBqcIBfCfL1fBg0nSEFjQKtfUrmk+/upHhwcjYE7yVCsibG895qBNjHoXAiETtnelMcpDAEIEkrKlvUyKGOImK3iesA1x/T6xaKHoBBeirfO6CmJEzwCIo9Hg+PhYz5erojJJmuV507imscTBWj8cjQJDYMZbSB+ZmSkoIoA1XQkgeM5y/fD89OLy0nNwDhKlnQ0cQkBAoCzLtdLQkUxtQBmykSLiz3/5xWKxEDw2Tg2bpmm3YqHIei99mmiB12MCirICABCTSgRQsp+sj7/rQBB9qOVTrCMArw0CtG1kaet3P3jy7e988/79Ewxe82vS+RDCYrHUWiutvPeB7cXlq6pxIaD1YgqnALCqyrJcIanGea0bzwBAAUBr7ax1TV147GUZmfD0V7+aTib3Th9yaBCC0UTASouorHr06OT8waEwOxKTrP1Q5DowCMuZSMk4UGqjWy+iTfbKhta6C652AgNaJYlzPgKMJGRXbilIpJAx2fAT7wq2I9eobbSsA0Lb2NZY1fqbyZSUVmTEg04pMaBWTdP4EBRgsVicng5/73e/9X/+9Q+mr64HeW96c0MZrRbzfmYgBMRSKaoJNYFSSiu5KUgbE0LIsjQqCALAcrnsrLp9iMce7GVnzu+Gf8AbAY27gJTtv2xo6vb4u3Sxlw1Tuz3+ChvHudOepFsmxipz24Zh+513zvL3gJw7Eybu6qx2tRNb7U179tptFiKl6/aCdirJ9ce3jLtOaNy2XnNnR3RXMMMb4bg3emnuXI1v9FzZY5O4LTjcWPwbZqd3FfcbdoY7caTuR29btnYbpGiq124mRLy2ZpBqTYpe2d4RaT0UDjKt6/f7QvWqm3oynT794sumaQKw886HVhjVCj2Iguu4Wzvf3R4RMTFmNBjOJtPg/KDXd85x3mPm3/nOd6W+qusaAK6uruazaWL0YDAQ0EVKwfXKCkQESIgGAQwhKUIEIISw26pnZ85Htz+X1qM7R9sWzu2cMsDeyMe3mSDsZFnftTdurIeNQIQNHu9OsyW9oeTb8M+UB9iG1fhdWLk8O8UocmORDQaD2PXFJ6XWWq8vc1VV0tuEEPI8Hw6HaZoWZSmSMDFgkLd1zo1Go8Fg4H1QSgs7VHo8Zn7w4IFz7vLyUjq64XAoziLycbIQhU45GAyiYudu2yLssggQkZAYI50cN2ZOO+c6UWu3MWSKtdfV1dXx8bFEJkS/GfF4FD5h0zQffPCB3Hi9Xk/8ReSwZbAcz6fcHtF/pSiKblBhbLa7e1Ds8dYHicBIqLzzCKSVcc4RkhifpGnKHMrZpDW2Mfri4oVzrs2eQmTQROSdq6vi/tnp2em9i3CRaGOUCT6sVsVsNkfEJ0+eiI9LCIEIpQVl5uVyuVwuj4+Ppc8XJZ5SajQaid/my5cvBVqcz+dREyiQo1xBUdOJJ42AhHAbBL+UOYJkTkg7LWpjGc8rpefzeZZljx49imP1CCmTpIiuk7u7wl8U/IJZMja4rYypaSrmkCYm0ezr4i//6r/+/p98+wf/9//zg09/iUirpXMNlmWhVfZ73/34T//x99OUkWvEUQgWAygyWZaZJLe2SdM0sDcmifHrWhtg7OWmsQGQI8Fd7i8Bp5PEIAIH6uYOd7eYbkGTpulwOIyrWH4WAmBgwTZa0AwQCYvar2o7Wyzvm9FodMgg9zUGDBcXryaTWZ7n/X5/NMjXzxKMVloKgZACBm71hWY+X9xMpt6xUoYZSGvn3Gw+/9Wvf/nH3/vegwfH8+kqNZoQOLCHlmKntEbVcoB4nZkKUZ+NAEBr4uyO2iW01ESUoiWCeG21HTiEW4fDyASOdmEu+BCCsy7PssPDQ9u4qq6t84hASkQmt9zyDoM3wkTt/iFKMYCglf5/aXvPZ8uS404sM6vqmGufa2/HNMYBGAIcgNgll6ABSUlcUhEMhUJSKEIfFPog/VGK/RcUISlEkQrtcml3l1gSZjAYjO/p1+656885VZWpD3nueefde9/tHnDVX6an37vmuKrM/DlG3NsdJol99PhkNp97H8ERR1K7DV09SQMH8YJOvekB9Os9f/788ePHjS+L+kQ33k7GnZvH6m3T2K9ZY6x1zRLRvGd7ELayOKrhkyLeIgKSAIh1glQzAtIkc4kjYiIBlhVT+xjDZDLZ3z/Qj5vNFmXlQcg5J8jdbqcKHgAePXr4i1/8Al16OivSJMu7/bLyRHXQE4oWzRGCD8GfnhwHH25cv3b3zs2vvX5fJBiDqXPkJM3sctJ9wS9bybTKdL04Na/5pSKMYKTeRNGa2ncaAIypQwX0XIUQ6iRfjgDAzeMGDEyo2om6WmbdTAiZkdq7w3Y8wVgDiJNiWpP/fSiK0rrMEBEBoVBtpueZWQTJ2P39g9n87MMPP3z29MmNm6998tmjLMkkChmzWCzYJXo/ZFkCZJk5AircqnnxyrjRXViYJ5PJOdlMWt730koS50tN/7cI9i4Tq3wlWtRXAsHWnfTWI9rhRaEO66TfLbYNG3uVjVXpdme/LYX+C11VvhL1sV1TvlA7tz05+uVVZJdBE9slUi+Zin6ZwvOF8eJbbuAVYGcd1tt+bzf748bbch3Wvkyb1+4Pm5l+uxatqmo6nYYQ5vO5Ws2ladbr9pMkmc1nnW5XKZd6S2dppgibiATvlZFfI2AAnU5nNpup7KK2MGxFRLS3jxjj8fGx4jR5nu/u7t6+ffvw8LCBHKqqEo7CTsllaZpqDpkxBoRVNQ3LAFWtdbMsk1irrJv+h8+tZGTF3bBpv9W5Qxcx/SylxbVDGl/m3t6SdL/xwdz+OK+8Q9M9tadCW8DDy3BLEbEbF6NzF7JzVtj5pngZiUIvmAqumm/WODuscJo1R3jp6s7dXl9fUpalnm5jTJbneiRPnjxRp7vBYFAz6Ji990VRzmazoij0JfoLeuMqRqf0vKZWU3wvSRLFwbZ43ciyLsTl+Tg/M3WbRwCrAm6Nf2jG24pNayGyfjm1H75165b2sXrXKoCmJ6osyxs3buiNnuc5IuZ53kjmtJ7QQ1PNWDuzUvmZbSPN5nFa/xorIpD27yt3UV2SdPhR+YWKwQSEOVRV4Bhqbw8EHwOi6fU6Mfqjo6PJZBpCtDaZTucxRgH0ERbF/NHjJzdv3njn698oi8XZ2WmSOEKcTifGmGfPnumRNlVplmU3b968du1ajHE8Hp+cnCjvqzkDDXanLjvtFbM5QCUaqSqvaQgbDWeTar23t7e7u6tjpPPQgouRQesMewBAMo08U+eYzJEICSlG/96vfP2//MPfYTD/+//2F6X3nXz/9OxssfC+rJIEfu07X//mO3cGXS6KIk2c98GAI0M+skksigRPxpg0GeZZmiRWRBaLajadDgcDETCGkMBas+xmQBgAMU0dsxpaKkhVS92XLYa6NoKO46sqsqiKp1lE6ix1Y+oOVpEcJCg9PDs+/Ycfv98fDG5du7FYqIG7zOfz0WgyX8xckjDIfLHodLIkcUQad6mtmEIYtY9zBTI+O5tMpiKYpllgRjLz+fzw8SECfPPr7wwHvZOjUeJs8N4YVNI0CwMiM45PyhB8ey8MQcVEjIgs572Nks3a3Vpzn+uStcLDYeYYOfggIJoZwJG1lOVYZ1EQIHM82N/79rffvXLlQEDOxpMQI1qCxOnHlb4ioggXIX0hIKy96IEBgNAKCzMTkCGzM+wFX5VlRWhEGAk5cAyBmTWMQv1Fmq/apr4AwKuv3rtx/Yq1VsnM1jlDBE3dgEhkEM99CLGOUsS6A1ku2s1GUbMDatArQutlGt6t3lrCAkyAQqbmxCICCMXIRBBDoLXSRLkJzjlCChKLsnQu2T84CAHnRVmFmLvcGPzOd9977zvvejGj6fwnP/7AJikIRsAYOEQGFtGmAsPhl48EjkbjcVnO79y5bq2J0RtLkSsIoJkQIizxoiGEAAi23fDq2mv5XbFm+dZ2BcpoWK6csanqmguBaC6ieSwchEg3lRr+QBCOy7V0VfjXujoXwsFFhEXImFokY20xmcYoQBBCcAYAIIZgkay1ziWzYjGe+UdPnidJePzs+fWbd97/2YeTyUKY0k5elEE4QC4cozLtCdEaFCBD58E8zfMSY8SlPVj9KMGGOO/zChXkskkzbEo2eyFusx4etV6Iv5DY+UJ25UZa5kbEad1v4+UZgBu9PTf2XetmHlvEPC+kj77geDdhbu3v3FQgL+OY+jKOJtuP/eV7vBfSU19ICt3ebV725pepK9sCmXULzZe5J18Y2N2+FisAdZMTu5JsrrXlfD4/PT3VHuz4+GR/7+D27dt53un1erq4aXc3noyfPHmi7ZmabZa+0sKp1+vleT4ejTbmnbQSaMn74vr1K91O7dTCwnt7eyGU89mk2+3q/tvtdg2hIdSKN0kSrepjjAiseaEsHILEEAoMk8luWZaO6oSkZsFcYY+v/GmMVXZ2dtTxgVt8jZXOajvP/LJZzGUA4MtMr1Za9HbY5sYOYh062rj42BUOQ3PYDfrU/GU9u3Pdv1WvSssJuk6NbAv52meByCDizs4uAChXE5GUV2mtVaC2ARW73a52UBqYtlgUssz8Vaao7jppmu7t7TWx4M0kvsH0Vh6/S8574w69SUKMyC2DjeYbNpmBNbll6bGZpulGFu/e3t7BwUEzOGlnJzSSjn6/rzToZtiwciEbt8kGatA8gEYTWFWVFlIN3AoX01q1O21SHLRPVnsYhfiePn26u7urbdL+/v50MvIh5nlezKbGaGGAINGHaFxHPV2045rN5lVVTSaTPOs653yMxlpEen58HGLIs2zQ7/Z6fX2MQwjGJHt7e2q4qoYrCslqE6snIUmS+Xze2K5qqIPeAJaMTmXaLAg9/0TU73fbKhfVrjTNeZKk6nfXDIF0STpv70OkxoqyJTpYQkPNXEAdihlQCME5+8d//Ed/8Nvffv8ffvzBh5/6SL3hwcNHTxeLeZaa/iD/znfefevNBwlOy3KSuVSYIRIgsY6ukAGjcy56b5JEezlmmM/nH3/0yeuvv35wsIvYKEZBziHmWptHZOSCgxMaai8roDK2EEKaJiIQo2gk3hLgqt3PUGnxBiLDyXjxN3/3707Hi3dv3Pnoo0dlWaZpMl9Mz85O79+/l2VJiCGG4AGOT6Ls7HS7HSSjkC8ACzNITRQZz+aj0RgArXHaC83n8/F4NJ1O3njjjTe/9mpZlqmzhpCjOGc1NZBBBKnw8cNPPjs6Omo/hg2+DQBLQdz5eKxNrjNITfCJEpUb5L/lRSmNNZkxtkkDBgCXZEjQSdM8S0WAENLEZomZzCoVtDFzFA7BC8rSixVRGaeCQViF8Sopr+diZBCQBJw1WeJm+kmaSIE1IA/CaJZJtS2CXxOjQkSdTqCDHWNI2ZjtIqM95V03llguC6CqyIYXjXjut4HUqm5BOAZEZL8MbgGl1Ypw1NA8Z1MAjlVkroxzAk1dEjWgstfrA4APfjqZTaezV197UJbFn/7Zn//sZx9knY6IpKn7znfe+xe/8Z4hePilP3ryGUedUbvpdDadzGPkJEkGg51C4snJ8c1bt27funHtYO/27ZsRAhkgEo7e0YCZhYVae2crzYk1eLIhRJ3fLUp4Xk4822G+zaJqHSn1l4TaDd7yHUwjZNDFTWeHgsQoy3kitimL7evVzldgZiRSj81Op+O9DyEaYwwZa9EYIaIQ42KxmM3mADCbzXyUH3/wYTeXX/nGW0/Pjr98/MS6HiAMhruV91mSidQeozVpn1wIQajGe621zWmJMRKiSh6abXRrzY3tjXJ7SfRL/HmhW8Z/knfeiPk0hex2E/yNCVcvpJj+EsqxF3ILvxKAdhkFdL0t39I0bvpo2f4viARrZqcryqB1gOslj+6F7ojrB74ROnsh6AdbnUi3N8Yb8ZmNOFL7Qrc7gWbpbnd6bXM+9atTdIGZZ9PZoD/sdrsCYJ2dz+cN5KVOKmCdAmhVVRFgo/1TVJDjOYaGLRL7ktZL0Yd7rz/Quu7cR6OsQKQqy8pHIrp582aepSpJaMowXeUQGZXdLmiMEY4xxKJYTCaT1EKeZ41XSjs/7DI4TisEuJh1sTJcu6whX4FJVvC0LeOVjWq4dQrARqi5PVuBy21a9aQ1O1e7R7MbcyTbvL6mCGjum40cjFYqH4QQmz0gRs2Fy1pjhrbUGFr+dXXH0ujKlqFDnGW5vmQymTZ9VJqmANhWUmqVtnGw18A7bZ/rLSMfQUFV5igcojUvs/oWiDCIbV81rVzTJAkh+KqSpROrpkSsBKTUzbNawIdgiJyGRqhXu9ICiaqyVH7p1atXG9fNtgxGe5tmFdC4haqqFMNReAoAkjSLzBiZiNAYZjX2iCBgjSVDpa/QmKqskNCHWFa+8uHLLx9NJpO93d2yLMfjsxBCCD5Jk0WRz2ezoix7/f6g3yuLovYjRUSgqvQs0On0Ygx5t9/r9ZxLPv300+fPnpOzLkt7eX712jVjTVUWKBwjp3nGHIKvut1e3t/rdjv9ft97r4UxEVnrrLVKKEfEvd29vd295tZXxxdNBFaWVAh+uVJwCzh1jVN840yzDIlyyxuDVqTb7UdLRxLL9kfgosVFkAiCqK0ZoDGWxH/jm+/83u99f2fH/MVf/fvnT48iusl8fjY9BIHEwPUrw+//5q/t7nQIy+iDMzaEitCRqTm3CBCDR0KJ0TljLQFCZADCbn/QHewknU4AiAGQQFhkaQCjlNfZbK75b0p1iMzCHGJccWgEqa1Iur2OMYZjZKnNhGKMAgxAMUaOQZjJmnlRfvTJZ2jcD37/1//6b/7uZ+9/Pp1OE0e9Tvbtb31zUQWylowhNMyhKKqzswmzDAfdEIJWu4BGECsfxpPZaDoFQENGBIV5Nps9f/as081/4599t9/vz+ZTIrTOgIhzNjAD4HKtiRK5m7qqm9OSXt+YaujT5ChRdL0d1Kll67KpE31MWmwH/QuJRsYSEoGa4AIggqndSACieBBInWEO1kBReUJyNkUMzljmUFVVt5vmuREua3GfkGAUCIICbABrJE/HSdbSdL6oQpWmaWRTMUWwPnLpQ/T+/t1bw72+dSghItWYrLDe3tqEsC7DkUEEOcYoyJEVZ8PGghqWUQBY40rSJt0pi5WVsCfLXNoLITqi/potB24RFpAYonUWQZijeueBotrsY4xkDFIiAMw6caMYuSyrsgoDY33gRVGcnp3ZxDmHIZjvvvetb37j7arygDQY9onM0dFZmiTVYvHPv/ur3U6PAQxZ7wNHNsZqCyaWrDGdPLeWEkvWoDGQuRSAyXUIjKlXxdqnm5b9t35VhVcRAJd2oDrqEBYA8OKJ0BAKGBAxNlmSONSr2Ymwgor1/iVqcYSi+4m+J1KIsfQxTa0IIyAHNgbr1DmOShieF4WxzhjKskQ4grBw1MmSZjAySyM1n4wnICAQgBIBWlQhSGRgQGOMnU3PIPoIvLNz5Xd+7z/7V//rv7IkFqobN28c7A26uclS5xJjjXHOWKP3CztnRTjN0jTLHJ0z2A0ZH6OvQrebEQIR1UZT0AZGZMlqr7Nlm26vhvRrNwU1I2rsv/libSQbWWrLV68WR9gSfuHFBqJ5ZrER16+8sM7YWCdQNWBkS5OmNFWRetRS29Qq5i/N15dG14/rUroLUeAb24Z2BdkMX7Y0JxfO/Is6qzXHlfqcnNutIK5TEH85Ouhae49tpxfYhPldZkWzMZbgZdDa7ZY/L8OggzXbzy1Z9uuUy3Wzlu1ayu1+HhsHK+vYssrwGsF2G73U4f5isVBoKwRf+dI5GzgiQpomUfjs9KwKPoRIxpD+zrQKIepmYa0jNGUxczap2Dfx6FoM47mfqkQOPgbvvQinacoci8Wi0+nEyICYpGlZTQg4dYZj0JcHqakW1lBkBoggwhxZUIQJyVpnjQPAqqoQQaf/WgOvEA9XkC49M+r30e7uLqJTchnluF2EfyVSwMuMadYDM9uDpDabY/07bKF5w0o8esPPXKGOrPDf1sHZ9n2sOUhJQgDqzainr97wFaNqmsmy9Hov6jS63YUjYmNtZ21NKUzTrBEKtgcGK4e9cVXajvWvJlTWgnwh0SIJsDZy1R4MkFcUJooF2xraAlQMTTu9JrahmTrA0hRUH7NVYahB4GidTbO0mf42d1jDQW0nTDRTiqUFKDWnDhCr4NEYVAScxEd/fHK8u7OHRKJpY5UvylLh0CRJSh9G42m/1+/3hyGc7O8fRPbdrDOfz7qd/SzLHj58OFvMd/Z2Q1GQddPx5O7du4lzIeJisZhOpyqrPR2N5/O5tbY76N+4ceP6jRudbk9tcqbj0bDfSxP3+PCR2iU557qdHAE6eS7LwU/9KHK0huqdurVhCzMCcGS1i1CDDOWdKRqzfHJ4xV2tQTJb9zBAyyRzg4/58tGLwHg+N1J8BsgQR3bGQGCJPvjiv/mv/+R3f/e9Tz798v/+039jbK/TO3j65ZfRB2dwNh2/+eD+b33/e1lC7AtjsSo5oDfGgInqI8ISiMkgxRC146qq6vDJNEZhgZ2dfZd3Hz05mUwmAOpDhecUxMAacVP3PHThIW3HqjAzgOUoPsx9KBFBIoIQoiKKmsZuXX3fMiLOZrPShzfefGtvZ8eXi7NFOZnNJZT7u8NOt9fpdEFirCJaAiEkc3Q6WhTF7qBvXepDyRHIUFGF45PxdF6QQWutr6Ihns1mjw8fXbt29e23vmYNFcXCpXY5XQNBgwZEBAn0Vkice+O1+wqYNxT89nql48uNVKt1CtnKxgBLxSVgXNYeBsQAkMbNRZU8AqMl4JhY40s/mRWLIjLiZDx1Ru6+du/W9V0OJQEhGkFiAIEIqFuXEyFEoztvZAghBI4O+PGzk5/+7GdlFUySTWeTOzdv3LxzIyFgLoyJgCbEeurJwjpkadKDACAuIWaBOkUb4Hw0SNIYfJ5PxHk5fROWpe50efa0ylyKrwBpGbVYF816zi2ynhZjEjIm+FIL38gRiRgAjQWJ1tASVsX5fNHt9Y1NYuTZvPCRHdoYJQR/sD8UkRjFWAfG/Nmf/z/T6fw3/8U/SxL36quvGmMMUiMpPJ/gSjjfoYC1yc+yBAFBJEpTOUmjlz63jmAQnXAQ1Znp0PjxCAAYoHr5P1fmAgBEQJ2Zi2jjWGtbYxQ6F68Jkg0hGEeBofKQpLb0hbPkjBVm1hz3mgMr80U5W5yJxDe+9nq5KBwSoijwHiMLwuhs3EzNF4tCmNFyZOZoJuMRGCBHACZLs1s3r47LU1/N8zTb39klgN1hNujvXL3S7eWu0027vcxaIsDEUmKtACNwlqWRA4MUVYnWEFpQUgxR8D6EyhAZohiDMW6laQEQAW7O0Tm/aGnmsezKpLFyrwW2F7uglr/jSrsi6x3LxfZpSWnDc9PHlmy3qXkaFbJu8yvVOa+0RrUDU6P2ldqBhusduZ4iwXnJLktGwAUHt01l4mqw8jIjp/nl7TYPsPHstZ6FrfXlhf/I+itekhsJW2OjVxvvJfkEXyR/dmKqLQAAIABJREFUukybd1mR/UL4dHtFvtGq8WVq+i2q0cviBLd7e7xk89z2DWo7QTQUrQbWazA3ZcapFx0RWWdns+nPP/zg9p07nU5HhMnQ3sH+wdWr//ijHy0Wi06SsK5NqHz1KsuMc4l+fuP4sEQ8oPF6UB54UjPR2Fel0jhV9xs5oiGUaA0aghACLhuE5sHUPNJGFIBgsix16NI0zbLclzHGqPx5nde3ORr1CD6EdoT1iuytCbhuKiKVAjVOFg0bfwX0axeHW1idKzyadcLty4DqG6HFl3cBtSu1bzvufMVstA0dtgWd607K+pIm4qytHmnutqVIBpSf2ZBh1on16wSJFTXqCqDftkzdcpouQ+eX1c3axKv9rS52kgowquUjL9OE9V9UI6fdnfd+NBqp8CxdeqU0XixtgRnD+Ztr0d4GVxtDtoaBqV9GyYcXmdz19NwASmQWKRdFVc329vZiFX1Z5WlmgBJjYwihLBEpSVySOODI7LM0GY/P5vOp9+VkMrp162Yny2KQ+WKRJNnpyemNG7eGw92zk9OqCqOzceKSNK+jxtUx5eTkBACGw6GeiqdPnwk8m06nD1579bgsRxxv3rhurS0WVZMUv1gsmj525Q5u3Pk2Zobo6Vn50WXs4suGeRuiOZc/CiLLYhoatwblngEAeUDg4AtDfP3q/h/9y//qzp3b/++//tuz07PEDckkD7/4PEls7tJyMX3zwf3vfe+9xBlEtsYuFnNHThtPrUxCiMsYAFQrc2YuyuoXv/hkPJ4Ohjv37yfG2CdPn33xxZfWorNIhoyxqhzTZYvI1JUIizEGqSbb1efxPEPGCrOIIdNLnCM0ImSMVeEQS8zTzCWWai4NVd5PprPhcDCbTt5+4820s18WC5RoUPqdFDlYgzq0cMaUPk5nxenp6euvvcLBGzIicDYZn5yOyioCUYzgfZG6VKc8X3/nnV6/wxw9hzRN67teEIBADf2XhVQd4IZIlgAgcIPutlq1i/6HKxPNJTuxCZ9QDFxnBPrLBBJk+Q10XCUSWaIwN2i5Gr2gMePp9PGTZ1FoPCunZ9M3Xn/1+pVrwoGjsTZd2m3U/xUuGSOqIIw5sIzGZ1me7w4GkdkaTKxN0iyylETPnj2L3oszAgBAHMBgIiKxjESGjJEI2ELY6DyNqml9zycY5nwNP0dZlF2PiADcNrNRRgZRjfKo6ZkCGs2O0OysZVkuypinRoCRrLqoizAgqI3MUsWHaqsdYhx2u8aYsvLKA6y/GyEJRmZjKIRgifq9fowy6PclemcNAhABItXGqnV+n8AFkowhQuscSzOS5OXxikCU82oYAEAIWSlGICJRBZmt1gCUwRFr/S0wizHIDApgE5DUz0j9+xGIRS13ABFCBGNtGaEK8e/+ww97/d6d2zd3+n12ZIiEo7AgiPdeBK21s/mi1829D9Yk3leKHal/po8xxpjnORmKLN7XM3sBQKCnT5+xgG493W43SZL93R1rdxDi3/7N39y/d9vZNKsjQclZMpbStDbesURk0BiTOBuZtJlXu2BAIEuINJ9XzEwGjDUhBu3T2q7oAgxrVpYbMwlWZIcvNLdYNaVo3fMvCSutbChbDB7XCZBtg9nLCrhzP8/ldGBlIL5uodm8bVNUtBSeuK6o394wvLyxyi9tWrMdstgCW6171DXN/8pLtqRobJfSraMRzZlckah9VZXmlp+uGBlu/P110t32PnM9V207+3Qjz3ZF+9p8h0ZYq51elqUA8KMf/cgYc/vOHViO08uy0jjllTd0ybkFYFmWzbmVJeuvzYpiBDXUAGAdu1hrkagoCgR0zunKryyb9heuPa6w5RgCkmfdfr9HXGp2ceKcc7XaopFgtNccfVt1kFoxYF8ppJvTrozCtvnFSivUtCFtsdVl3sKXSSs3MtjXa9F1EOuyHm8L7dM2Lf66sK+99KysaM0J2ig31LPWxF6tZIm0zV6tTdpc2HXd6kZ0+7LHad0xed1rZLvw98LvN7ymOqBjeWnlPFiivZSEEE5PT0ejkdTgEQwGAwCYTCaHh4eI2IShp2m6t7u7dERMtMBtvPuNMYJyYTZDVkH2Jhq+nYnXRKLPZjPNEmjR2RV0qltrQuIYq8ozS7fb1bbq+Ozk5s2bp6enRJhl2WQyCWUZY/RlQSTdbjdLXVkuhoPecKevPfnZ6dlgZ0hEKsR/9vzZ22++JZGHw2HW6Wqfpv5sDx486PV6Jycng8Gg2+2enp2xwNWrVxU3H/R7McYsy4KvRFiVeGdnZ5r71ygqW6OHVcr7xv7tsh1iRSLfdlVqVsLmN9flB0qNW4KljXdijfZYtoASYvn93/z1/+6//eOPPv70L//yX+d5P8t6p2fT8fjIGpycnjD7P/rD//ydt+8Xiwq5QsGqqHp5byV4t7FArCkWNi3mc0Dzxhtvz+aFc8nJycl4Ol8sijfeeHNn2CXkhovYBCs3bQhHaIZSDXrcCt7RBzCyVKrlI3RL8yVGBAjx/NEg++jR48gcvccA9+7evX33nq8qR1gUc0uEwsJsiBZFOa586fn56ZiAPVAMkDiczabPnj8vyipJM+ZYVSFJkk6eiwgCD4b9TicH9s65EKplCKGIqJ8WkIZLAwBgXLqeXiZGt84sJWTQamNqLCZyHYcpUCemIMKSeovAiALMOuMHwYho9ckGI8JM5Gr6HwAA+RjJJkmSkUvLgEXiP/j5hw++dm9vp5O6TlWWziTSAEQIWJuEMgNHjkdHR91+L0vT4L0xJk3dZDL68KNPnMs+/+KL/f3d1+7eunfr2o1r+2gtczCGFou59344HCbWtPWWgBCiumdfAEMaQ1FliK9gCeq4s0yjaHHYUG/IZTkmtUpN0UEWqHdWxMixCn4yD3neAUMco4RgDAGqLLO+lt57JKOrR97pEJkY42QybSTyLNEARBBCDBytdQS4v78fAytyHpeZcsAcIbbHlMoIbR7zJEmMoSXXEUCbleUzFs+PFWssBrEIcTZfKGmiMezRd1tMggogm2Fwo7Lb3R1WkrQIV6L8i8b/KfpoyACZebF49vz47//hH69cOeDI3bffEM+JdQzBCBBKjJHI9fv9+OjxcGcXYcVdAAGAQ0zTNMsyJFtW1aIoGISjGEc+hCdPniZ5P8s7i8WiCvLw4UMxgypGhPDoy89ffeVeWXrNAMxSawyG6Lt53slzjSEmxPrMm3oc5KsCkJGcWYo/nbNkiIxeEFlZXWWtuFlfqM+pNxfTmL6auO6SLeCyP+1edL3cv6zlW+/l1tVT64WXAK/7s28kZa1vZ3rPNC4asGbD+PJNGl7Qk7/UO7xMAODGcep6P7MCiLUIsLj+o42X74UeJNs1dU2xuvI9X15ft7GGXOnzt7zwsjpzRcD2wl565Zc31Seb9WON77r+RUs4bc9qk7CyLIqi0+kcHBw8f/68KEsAsGlirdPFGS7aVyqqliTJZDJpPNIbbRiDtMUyMUbguKw/l6bSzEoNcInT/9UU6/YRNTpz1ZBojW2tTdIkhiASrXVZloUqCgdt5EajUWNC0ZwEXaJ1CqYftNLLtJG9doOqCjKFCpuOZmUA1CBJK2OslxmvbImLfEl29Pb7uX2Mtt0atQT3uCIBfKFEuF1bNyuU5guvWDg2qifnnHIL141BtwCXTXm6Pplr9sJ2q71xsLTxIb9wbWTNbErbParLn5XRi5bXw+Gw7k84hhh3dnbG4/FkOt7d3R0MBqPRSICTJFksFs+fP7t+/TpznM9n8/lsBb9iEE2h6HQ6McZup1eWpcbfueUffVybG1rTz5euj9JQ36EVdKEcktl05nd8v9ebzeYcY5Yln332CbP0el3vy7yTZVmq/pDz+TRxZjI5S1M3HHSdNb6qvnh89OTJMzTWWjsZTe/du2fQPnr02BlbVaGoDk9PT2/evHnr1q3mEqhBUwhBBGazWQzh9Pjo1q1bvU4OwsaYpU+EaPGnfFcltbYva8sBB7coXzeG3rQHFi8zI1kZ9IpI5IAAKASCdTJQbZMYAQSiv3375u/9/h+/8sqr//CPP3l8eIhkyiqcnIxGo9no9Oj11+7evfn6W28/GA46k9G4k6cAZAgTmxMua/7WHEuZBvrpCggzy95+Z28ftaOrwuPFYtHp5Nev7aMwCCChMAM2R10/a5EaVo8gYlXOL8yfGNGgITBEAjrO0JVaUARBYvSqfWJB9uV0OgUgYy0DhSAilUQP5NIkIUJm9hUbm+S9/OzJ0x/99OeffPr5N7/xTmAIkU7OTsbjkXBM0swHJqI8y/I0WywWg0Hfmo5I9FVhjSmKuXNOWAWTwCJkGnbSUmaNIAod1EF4sJQDCRIQIsTYmG3wSrAvgDW4FIc0hFw8919iJTXW3lGCxBFm80Xlfaebq7Fqc0MygLGJdcmzo+cPD58en01i5buZ/en7P7pxbf/11+6RhSiltFhtEA2ScmCi59Ab9NM0A0JCCwjXrl959dVXT84mLsmGO0Pr7OcPvySEK1evimci60NZ+aLX6+a5aViFLX5aqIWmF4KKZVmAm3XaliC3QmKw6X0RAMgwYCNbw3ppWca/AWjmoLHJ8emzDz8+9K/cG/S7nSwFATpvD7npqjhyWZaA1O12iWg2X+iotaoCWNDkW92MnLE+BiJriJxzEpljNGlqjQEQxjoSqlEYQiPMAGABH+XoZEIGEZEjGGtqA9XIwXui81mYiEQgQRqNxqPRqOnl2mVcrLwST5oIiqaSaIYPuq6IiDacIqItX1lWnbwbOSZJ9uXho52d3U6ne/XqlcTZGCqBCIBAeosaMtbaZP/givdBBBgQGIhQBMjoEN2naUpkQGB0Ng4hWOsA0bnkdHRycnJ675WDGEdJkk1noyzLhWyWZT4U167uJZYspc5YAAGJBsE6mzhrTT3AUsDckaRpWnkfvE+SlIzVZUeFmtY6RFqlXQDX0s2L6omNW+15xfxPcGTZkh+9xfGibc+w0UdkI8ev/ZK6qpFLizDN52hZ1W5Qha20iG0MR20Gt/jv/1OsZf6TeNW80P5k3fFh3TWkCR9q+6y0feZWPuWyT9zy5S+Rd24Lp74MZlmBrF9SCrgRyl5v2154Arc/I5dHgl1wm1SEQD3qbty4oY/nbDbT6VW322v8F7VgIxKOsSiKYa/XZH3p/tDr9ay1mvLVVGhFUag4uZnRN5p5Fd82vuiqdLXLRLQGXWxfnXpZZgCJQhxCsIDCUoXKoqaIiTEmSizLsqoqdQdt8sPaR63PbONksd5rrSzpevh6uhrBf8PO075Rvf1Xwoe2z0e28Cpf3vH1ZUDmlR/ZLeaZeqmahnUFptwYaqkdRdMuMgsiNSuVCCsW1ZSYjbiCW1BvezluSx7Xg+lW0JsVVHCFO7slYnXD6cNLzxrptJ+lRXwC5gAAw2F/Z2eg01wiIyKdLE+sS5Kk1+sBy3w6y9MsdclsNrt+/Xr73LaXkiaJW++z4CMAaOJCA/KoO0uTHd/MWmKMxgKivnO9fajtijCCcOIcAqil3NMnT51zN2/c7Pe72lIi4unp6dHREcfw+RefPs0yiPH+/XuJs8zh7Ozk7Gx6/fr1x4eH1rksy3aGw6Ionj97lqVZVVU+Bs0x15AlZr527VqSJD/5yU80zksp1Lu7u9aY5wj9fj9LLBHNq5CmJsuyplU+1zGeXztoCTnajwesk9RXsoZX0J6NPj1Lz4VGPnlxT6rzCGo1AQEDMgijMID8xr/47p/8yb88ORn/h7//h8l0srOze3z4sCg9My6qRX/QuX5l7zd+/budbvboi087V3arctbLO4iGQwwhoqlHX01ChnMuhDAajTqdTpLlH374i+fPn1+9duNrb3xtsZhnmTPIZTH76fv/uJjdzZ3t9nJdeY0xMWruJ2jYgDHOLI1GQMAZbOOWNbEOIosQYs3yFEHmKF4gAhDX+k/DQJPp7OhkzGAYKcs6kYuqLMtFEUJIktQzJy5DYwLj559/8cP/+OOrV2789IOPX/uPP/fFLE2o182sdT5IkqRJkhjAPM/LsojRJ846Z501AJLnuepIG9tPtSu8cO1qCi1uvLLGmBj9sr0XkKiyqxZzg9rGXCt7jCCD1CxaEQNAXnhRxEVRJVnHkWnNpoEFYgh37t1Am+58/NnR6dgaunlj78MP3yfHD958raoKqr+vcJ0JYUjEILJAkJB1+0VZYuQYw6NHj4uIEfD7v/Xbh48fA9ksST742fsnZzMWEzyQ8SEsOoNOp5ezNHr3hm8sZOg813FpaYDa58mFAMHzNrcGBJEF9cY/l7gtaYp1B9zQWBEYkCOQQc8ACJ9+8eTvf/jDR4ePrl258q13v9HrZjGyofbEDdXFdzabZZ0uEVW+Go8nVVUZl0SQqvLShB5qXCNijNGQUYWzSsK0aSQig9SMq0XEUO2rpCTm4+PTjz/9pCpD7aFKvdj60x5uKm1XTWx0h2onX+nqWvmZFi6N6VezG3rvLWG7hWjGkTqSA5GTk+N+vz9fTK9e2QfYvXnjxt07NzlW1lmJkZwzhsQHJECiZ8+Pnj571u3k169dAc9cD8JrZmxZVnm3yyLM8fjsLDDnqSNy1rrJdDadL4xxVeVZ5NHh4fXrN27evtfr5zGUe7t9ZiYwVVURAJFFVOdbVsWBczZNEueM91xbRqMQWZ356OEuFoWIIJDGpy/Ru1VQbuVf2lZt7XDny9h6G3lQq1nhL+cIslG0v7G62pLcsNL5t2dG63zUOmcCV1mmrTzGC252Dd7SnJxWrEtUHOP/16buKwVObOTfttlYK73xKhy3YqywFgO9zoF8IQ9r+4VrHsYXMie3oJorHicbY8pe0vRlxV9n+0jiMsXXRvfE9TayRdup6Zo6RL579+7169ehtrhnZvY+IJFWlUG4qvzJyWmTcNZmZhJSURSDweDg4ODs7EwXQPXnTNIkBL/yTOnYAlGk7gvY6hIKot1jlmUactZm2OrLHZoQSkNERMY6Zd5roJr3kYNHkKqqlFkGF42jm5VnPB6rX72S2Juk6Ia0qcFsjbt7Y8unvZxGUDCzngrV+6n9AbSCyi7TcG5E/NY5zLDJYHZ7b78FPGxDGnYlx7ARHTZU16Yjb3M725/RNOh6EzQG5Q1o2zwMzSi0QYHXY3PW14uN0H/7Pt6oYf2qC9nKqeElWbMhbTbcnsuIthdlP7WAO0nctWtX9YbwviJCrbxF+Kc//UnbPEdPnd6pLk2JaHd39+rVq7qhaunfhijbWLNyIJsJBEsEjo1OSbWxWZZOp5Pj4+fOmMnojIiKxQIJ89QNenmepRy8MFchLOazbieT2D/pdHyoBoN+mrrFfBZCODk6XsxCkiR379z99PPP9Mv3+31fVlVVJdYNdoZ5nud5Pp1Oiejg4ICZf/zjH2tInd5OOgI5OTm5crDfVFSLxUIDW/b29to25XC5/fTK+rVer2+0ulrfQtoP2Ir64sLFXcZZIwpwAASJHpD3D/b+8A9/8NbXXv3pz97/+KPP07SXZbvPjmajURm4ms3G3/jGO99595sdR8IBoz842DMk47MzEuhk3bKsRqPRcHeodIKiKHT01SxYRFT5IsuTgyt7+3sDX86NwSTFV169ff3GAYA4MlYJ5WQsEYg4Q7XLn7WIECLHeP5MtcNSa9tbzTsjYtDcObbWSAyAgQhCEESJLAIB0A539n70/ofGZkUVkjQHCpG5LAoyJpxNiCzQrPJchVhUcbCz/8UXX+Z58n/8n3/6+mv3vv7W18gmushYkwDjdD5J06TTyUFimrrEWVyS8gnRJbUZpiw9+aTGbRCR2gn1UDtxi4igrrmRVehFxjRzG/1RbcOg60/D02gWn7qtFCQQYGEBNMxclHE+r7744tFwZ4+MRalq6MzY0+Pjn334cZb3yKTdbicE8dHPFtV4vHh+PF1UED2GWElkMhSj+MqfnR3v7+96XwpwJ8+mo1kIMfj5Lz78aLEoxFoksyg8GsfM86IoKv/hR588eP1BDLEoxt2OvX//TmQUQOC65hZgBIisnZ0SU2NzvDHGJXrJUp9HUehJ3XrqhYWFWTmuGCNXlW8hVAwgyIxEVeUrX5FxQDSfLYCImT/86PMsy4yhg4P9JElCCNagyueWzRjXvAMy3W6XGRZFOZvNXJIE1sEfsIAPoWbCR2aRNHGT6ezZ8+O33njQMpoSRBAirpgl6gAocjOUMbpMc5DRaJTnOaIJ7GvvGZYQgzXWWAMo1hKSIUSOkYWdc866JE2CD1mWIaEGtwQpnXXGGgRUsOXcxQOQmK21aZrqQqGJhUgEIkR0dHS8t7dnrRUEa23irHA0Ep0hBAFrQ02trwMAx+PJ0fPjote1BhalAFJkJu14VfROxMw+yNOnz61L69GGdZPxFICcS/K8M5vNJ5PJ7u6uRB9KROLpdOKrKk0zYbR13yLO1UidOn+wSOQ6w9YYg0gcl1ExDCLsq2BNQjrAZWSMzTbULtRWHAtWytP26r3iC3/+98Yhs4FfGikX1FGDG8Gi9TKg7Zy8sWnZyKFq1yRNJXNee2C8YP55/tHrBjGXum60i5k2Z6w5oiRJzs7OmlimjYfw8q3dehb8ejEjm1Q+GzfZC29Y+9O8gLgoS2n7dg+VLQyvjUaI61OGdV3oZZ3buo3hxjb1sst3GcC4MXHxsiZtY+e8MpjY6O25IvK8rK84D71cMumaFkXJVu1jFpHUWcSFGnS3SZvt+QszP3r0SPu0xvItLu09a7Xw0gNfN2y/XCTLqqrtM6AORWt7pzduF8wMaJzNRdhaC1jbh1qL6ue81MxTk4rc5mEq57ksy8PDw+l0qsHUeZ7fu3dP7+FOp1sUxePHjx8+fDgcDofDobaLd+/e1UPQekyrVs1kVjLdyk3VVvetU2o3GhS9jIJsO9q8sdPZ+La2PVVaQX7bZLmVtKWNo4JGotYkg6+EfrTz61bC6Tc2ciuy0S2N3AstiX85hXGNG+EF5ubSch1XmNYr+Hj7zIQQimLR63W73Y4+AwcH++3qqml6tUP2kfWnWhBzjHrTt+nXK+RVa22e5/rkeObGLAQBlOGTONPN3Sv3b9W5wIg86Oh7+qqoyoUAEGKIDMLMfO3qwZWDXe99CF6EQwgxuN2d3ao62xkOXnnl/qPDL8uyKIrFoN/nEO7cvr0zHLo0UyuaGGNRFJ999tm//+yzbrd7cHBw+/bt07PTyLy/vz8YDICjAlZkXZqm3W63GRnUR92iEDfDJJ1ubhRbr0QbrzSKjSXPZU7E7fttxVd3CUart1oQYUJk9tevXvmDP/jtd95+86OPPvm//vzPkiQXMk+fH8cIp8dn/X72G+99+/UHtwb9rkMg5hBCVS0MgQG6cf0mx8gS0tRdvXrFGCJDMcQr+/tNfneauHx/X0AYwmuv3G2owq0AN8UVERiWKXmI1IgYQZXHhiBN07Z+S3+5/hcBBAHCKDArqslssVhUiTP7+0NmYq6MSwgVwYAQIc3S69evHx2f+bIcjUYRYTgcENkYIgBUVcmAQJY5FPMJQHjw4BWU8Gvf/dVX7t+uinmxKPq97nDQP3r+vNPpdDrZbD7u5Hmv10GCsiistcJijbFpUseRa3eicee1pznQ0o+7XVst60Bt+jTccvnTNv62jGbSmGnNbqGl/nPpqFsL2VDbKMAvHj76N3/x12ej8eHTZ2+99eb9W3vGGBZJUgIgiDydTkIYITkCyJJ0PgvHx+XRs4+LBQ6HXRFfLBbR83xePnr0uIyL77z3nYePviSkfr9fVkWxKN5+883RZJYkiXD0VVWVJRIhmTTNRqcnT588XUxneZ4bwm43//Sz571uR29kxZBijCH4WHkfwVhbs2+XK6ruxzXXQNfV5ZwueN/4ZhEBS2i7QTQz4HpsyZGIqhA1jN6HaKxJs1xYDvYPdl+7d//unatX9wmAo7fLZILasQapnM1DjHv7+0TGBz8ajbIsEySUQESLeagCC1CIQUTIEAgFgfFk9sknn//mb/xzQUPWIUgIwZBxifPeW3SRQ+JsUfrlFIMEwBr3rXe/waKtvromgWkaiSV8j0SGCIBrW9LaelTaKArHKCZpj4HayaUxRqgC0jJmVv1ehDmy934ymbxy92ank6sdOaDEGIDALD2ShEWQgg+hqoyxHNi5xFg7nc0+/fRQrWHSNHHWdPJsNpsAiDWGwRweP2Wpr06d5opkyIXIVRUcOhGoYpDFYjI56w/y4Mlax8zBc0S0Bq0lEAyeRYLOhgxzUZbWEIZgjZnP54kxRBYRrXPWumI+zVLLMdSTO2ysjOuFZb0Q2agsavcMTX22khK2Qt67jMe40fZjxQDjsgHfevFz2VtdRpbbXI1dbPjWB/CrwTaX96LW2ul0qkyNZvdf50O+DIGw/aEbh+yNK9F2mPSfkla3urFuUlg0J+GFhiVwSVTdRrngV/qeL7RL2f626w3nFteNlTzAlZ5hHbdp/9oW7VZDr2u7hjT/23RE+iExsiz7q6IoFDEbDodZlh2Px7o71IAeSJqm8/l8PB7r1L7hefrKr3SVSZqJyHQ6BYmNcYsxZn9/v/L+dHRmjDk9PW1mGY2AsF4TGKyts7DSLEfHqlFirpmWyl3Sylk7MT2oJEk6nY4ehSqoZ7OZVkSTyURHyd7Hfr9fluXZ2ajb7U2ns8PDw6IoHj9+8u6776ZpEpZ/nHN5nuvLm6ZpnVS4DvC2//cypu4LdXo1V2Vp2dDmm1z2LLTJJnZdQroxA3QFbl5vw5pKuvlsLeLbnc96z3ZZ57ZRTQibzHZfiI//kj2emj6woICwCJ2bPSxdlV+gAG7rNZXE3PRmCpo3zJ8mjFtPGiJOZvM2LlyVPs9zpR23hwdNUK++g0J/i8WCQdAYFCAy6iouEk+Onz0/eoooBDoSds2cNYRYVZV+BwSzt7enXNCdnR3moGb6zrnZdLG3u1f6D9PEnZwcV2UZOM5m00G/PxwO7t65LSKBQdeITz5fAtj0AAAgAElEQVT5ZDwen5ycOOe63W6WZT//+c939/bu3L1zcHCAUjdsykQdj8689zo4cc4peq4AZsu9iTfOIF9oSruid193nt3owrre5hHa6CsiQQy+Kn71W7/yP/2P//3Z6eiH/+6HJycnewfXjo9Oj45OFotyOhq/+uorP/j+r9+9cyX4wkgQ4cgMwgSQuARAvT2MMcgxdjq5mhWJM4hohWAZf2cMMQuZRNdWqh0PpA7janxHqQ76WoJdmioBIcSyrIbDvlar54hN7W2jjF5Ri0kRKaq4KPwXDw+vXbs6HBKiYbEQI2O9aofAjvD1+3f393aLwjNgYElSx8zIUcf/AuDSzBiTd7pZ1jk+OjUGup1sPj2L0e/v7ThHHH2nk1VV4UNIEgcSva9ixZrWGipv89wYOudFrflv87Jf078wAzM4d2400pioa/wmAMR47qjR9v5t/q53Xb0xMAtCUS68rxKXG0p//JOfjUZTEc7ztDvIF4tFt9ttLLlOTk4Cc+WDIUdkhNx4WswnUyJ69vTIF/M0cyIxBijL4CswCeadTgjSybM8H2Rpr1w8SdO82+32ujkKzxeLylfOmTTviMjbb7727ttvOucQTVWUIsIhPvryUDk2AhFZmjlaFVi9nZr2TG2k9FFKE6NZt03cdrM4W2utQyJuLDRr5sxSD9zoHPREjcfjw6dPHjx4YIzpdnpEZE1MXSISJcY0UXWlsBCzMIIvq+l0mnW7ilwdHR9xZDSkUQej0ShWwZjEe8+ALBHEAFFZVMa6KoQQhQTSNAshzCczYzDLsjQlETFilOl9bu2tjqlLoq8xxksBAETQfH9d9wAYADkGQ1jPnghj5Q0RQs1VcdZWga2lGKNqUI01y/FzNCjoqDljMcbITESRvQ+lDyUZODk9JqJut8uRicB7v1hU3ntlMUTi+XxxdnK8s7PrXO69z/POeDz+t//2L3vd/LXXX59NJ0T44LVXZpMZIMhA0NB4PNHHoFniiIy1zvvoI/vFAqjeJk5PT1997d7JyZEWRCJQej+pSjLSzTrOJWmaWueierEiAVKv1zs+Oi4WZTRR9yyXpFmWX7+2/2vffe+zzz579OhRjN4H0Nxk77217jKf8csEdSu/2cCVL1RMvYxMa6MUZX0LWC+Xt+th1pVjv0SN0a7mV2r6BtZoAD2tYtvJwFtKo5dxdNgobGnWWmztqvIi8G2VULMGWawHKlw4CVthve3d3TqEux45/ZKX5mWMLlb6xq8UQ7/R8mdjy73eEK4YCrSv+8Ys6/VvvtISNJEAbQNSNSlRdmIECSGWZVksFqPxOF48xk6nMxwO9VHVMrV2Tg6BkARBK/+mDC7LspvlMQTNdq7t4mxinR0MBld2dwCgqiptxuovcK7iMzGykm5cknJkIoJYb9PYgpeqqoKWK6a6PPR6vTzP33nnHR23TSYT/f2nT58CwHw+R8ROp6OF92AwmM/nmjahEVaa6JAkiWY2KLlUv2rbyX/l9ls3hm17fq5QEV/IH9YzORqNnHOdTqfRMbZbjO18Ubv+r+uCt8v8W9at7ZpfVgeeF9KdXwbUXnGCWZncvGTm4D/9TxMf/HIDobaDi4rHWG2vicj7yjqroDMhxsjT6eThw4eRo9Kdv/zysfdeXUwai6Q2v1yfBEXeG5GehmIvFguTOOX2izCwsPgssYjKqmCXOIqSpSkAeB8AcDKZINL169eJ6Nmzo5///Bd7ezvdXv7wi6jKKJ1k+CqKyHA4+Pjjj67fvHnnzu1PPv2kKBadLCNDqq9Fcur5OZ/P+/1+v9/f3d39/PPP1ZQJRBLnOHj1F2n8QsnYJM0B4fDwcDAY6PPTjI42rumXOalsHMquNG/rg8yV22+FD1y/iUZKQ7xx/cp/8Qe/9fpr93/ykw+++OxzApO65PHh2dHz59Zg6vDdX//2d9979+pOj/0iI4HIgpGNxicZnXkzszEoAi5xSIDSpDHzcjcUIpWzYgxMhISkMc2NQLAVKFxTGZd5AABQJyp38h4Z0zw/qNZ2Lbf9mkcDUFbhydPnH330+Y9+9P47b7/lnBv0szS1RpiwjqoDlL1h7+qV/dOzibEOyTw9On765ElC8ODBq1mWwHJmYZybTqfjWdHvWWtpPhsh8d6wN+jnwVdFObHG9Pf6Lq29WxDFkQ4+lOwBjx8/n5ZeOXJ6lFrrNAQSFojnMmDWnaZNMYgiCBhiiCE2TTIL1zETDMsANzDG0FI3IjojZKmNOVCprebps+edXv7qa/ffevv1LHe5WEIrQMLQ63a/+e7Xl2olU1aeDIYIv/rNt9K0A8BlWAB6RHQmtaaDYE3KAO4nP34/eD47HXMICAAcdwbd11+/30vTEKLiikjILITG+2DIOOOqUDJEEfFV5bSwlnOhCxmjN4YSNAlrb95mOqD5CstoAcBlOkLdJyDQOULYxEvA0uIEGST4QERlVQFU9+9+K01TZtZ0UxFg9tYYJGMteR+JCAQjcwxcFKXL0m6nS0Rno7P5fN7Je0EYGLz3s9m8k3eRlPNonHMsImjz1CGZxbwgY8+Onz86fHzt2tWD/b0QQlFVzlnvK3WktMacl/KAi/lC10aOHDmiQUCMgefloizLNElms9nO7q7qPoiII8+Kcjab7ezscDSWHAhyhLPT0/l8fu3atQjx5OQ4z/Nerx9LrzqV58+fW+uGO0MtU3RsPJlMdnZ2tJFOksT7aj6fWmuTRKN3Ahq7KH3lvcvEOcccRYSsMcZEjvoUv/LKK3u/8k3m0Ov1vK+qstCdHpfD+LIqyToACcwG1Nw0KqjrvU/TzBqbJMlsPN3f38/zjjGGjEEwzllrE2uddZhnOQEZawQBgdRP3JflBx98cOXKlR/84AeZK9XUlkV8iM65wXD4xhuvFmVx+Ojx8Wh2ePj48PBwKSuQ7a4DbWriSlF7Dhe0INPLdvnLkLTL3O3X9fnblR2Xle8vk+EGqzQguEwysJJo1Z7EK/GnocB579vCjY3GGy/sVbY4i658+e3t7pbSa7sR/Euexl8uB2Jl495u1fZVv+Rlb/syTen6B20RaL38d1hhDK5fghVwWP+9mWyu2HDUvLOyDCGAoaKo7UaYOcTYaKyY2Vk3GAzUvmU6nWrn1uv1ENFXpfdV2xhWhMfjsSNjCJrBog+hrAIgMgjY2ulEackNH75+/MkKB+ULVFVVFowIqWEd0lmKIKxZZZ1OR3mb2pjp4Y9Go729PZX6D4fD3d1dPSE3btw4OTmZzRZKJbt586a+Vhs5ra4nk7G1ptHKhhDG47E2WiGExWKxglo17LzGILc9UG46vUaVsz0QcmV929nZmc1m4/E4z3NdBy4bxKxPr+zGh2GlZ9voL7wSGtgmeeoZaRuwtoWwbSx75VNWbOXbFixbdI2XYejt2Hv4ql5Sa4EK20mbG64TXpzQgIYqCUt0ia1VLogh+MVi8cUXXxRFkSTJF198fnZ2WlZMRKPR6ODgoNvtaraWLvfaAqmtUKfT0Rlqs3cq+odWax1gZg5RgL0vQwyImnsNSJSlFoBAGNGgQL/XvXblalVVpyejs7MzkRh5AMxltVCx5dWrV3cGu76qer1uv9/78ssvsjwHhKJYjMY4HAwQgTk6l4UQrly5cnp6WlWVCl71YRsOhyH405NjBNEVQZa0KCKyy4f84cOHaZreuHGj7TezhTZzmY/Wii3H+pzvsgHzZfdJjJzl2aCf/S//8/+QZ92//eu/Gp2epjYfj8eT0WTis8ePnr7z9a/9/u//5vWrQ0sRuEAOxIgMJrclBFZDw6jmez7vJCLgnI3sCUyb8t5WxoqItVRzFRFFIEY2KulRORPHeF4VQYxMRMJ15zMYdATPD5LV7Jhaiz5ijMwCp6ejX3z08S8++qysqp///CNj8d1vvE0ERIxkAYQQjLU+RPbl6OT53pWrzpjdfvfKztcIJEutcARkS4gYZ6PxeHQWyWZpUhQFIe/t7RhDRTnLk5TQJs6lmXNJYo1Ri371z5AINklDCJ988umjo7NmTdRNqKpCI5IhQ7B8wBs2b5PAY4xhQa2TdP3tdru1Py2hNYYZiLmqqiRJFGxvak1EBKEnT54yh7v37jhDxpi33nyn08l3druCFUBIJVW9YIwxTdNXXnnFV6EsK2cdCAIFluBsp/IRSER8lMo5a01aFmxN/uTZ4zRLr1+5GpiyrBOrCjBDgNdefXWn33MQo0GpU+fqrSLtJCiEQGmaCAZjTFWZpYlZba9b69aodhJqckp1Z9czaVCxO9RxQ7MV1UgdmlYkoGiSeFMrEGFVeUsCECFWg26WZxYgGKuGLHrtorOmccrVeywIeO8j897+bvAxxnhycqKGumCIWWKMaZLu7OxGhkVZVOVcAMgYMi5JuiHEWVHOF4svv3z013/9V9/73vd+53d/CwAWi1mM7vDwkAzeuHHjgkmYwHQ6zfMcBeo4U7HGEAnEqipmIbVdX4KBFBhEdDiipnCRKDPCROQ9O0f/H21v9nTZdd2HrbWHM935m7+eQDQagECIE0gKJCWRoiSKjhTLtuLElaQqqTzYb0nelcpD/os8JHlLpZKq2FIiJylbisqRE5kURVIAQRCNqdGN7v7mO59x773ysO7dffrcAQ2KRhVZjcb33Xvuufvsvdb6Ta3WThz3EazWutvphmFoqsoT6Y+PjouicAg6CPitk047TGJOwWn3ulpra6ooCpVSZVmCQF7qg91dRFkZw8PyMI6SJNJSz7OSnQCCIOh0upxSImUcR6FEqqpKSAEAxlpTLfgyYgnV8iiEHJRlmbTaeV5IrZ2jl156iRlNiMKSg0V4caA0CiGUUEIpITCIAuvM22+//c7bP5tNp//lf/Gfd7vddPJASmWdo4UDDZyePG632+l8+vjxg5dffe31119/4403//Iv/9Jay95jvsT0ViJboIa69Yg3cF+VHm1RdjR6SH/yenbT2gCAtdyiVY/lVe7fapW2ySNh9VRqRC1v6Ul40fpUIV9EwtNZfM9Y2/iP3HBTX1MmbrA2eUaUrNG4NptkWLgsbqm8tr/+J0qS1n7Lm9r+RrLFluq5MQ5+dr/NTYViI1Viddy8SYLY4NCt3vnGy3IJ5z3w+RDkESfv+QyAVZVh08sgCECKNM2MMZYjoGtrRgiR5dl4PM7z/PT0lDEAlqsxzOWd9heeFAWcnp6Or4bWlFwNCiE63W4ct8IoUstMhUZOoKeVVlUFZHmGOJvNhsPZfDptx6rfgnv37sUBdjotRHz06FFZlnwxcRzv7u622+0gCBidY5ZQWZbslrm3t9fpdKqqarU6cRxPJhPmqsxmM/ZrCcNwOBzev//RL/3SyyyGYsKClDLPc24F6xl9/uZzscE1ef2DrOUVr37vmx4EfmW+Zrbc53sO6xwoVwWryttd+nvtY9mWFF75tJc9OGedIyHQWhICG8ndfrgO6yxlV/HAteDMphy8Ruu4HQz8RFelLRsHAiE4JCBCB8Y5JFzsFxIFOOHWhZY8daM5igvQZwA8Yehapr4LcgAkz06vyMkk7qZpqlXcaQ+u93v8KPJiWk41wBgDSFxhMCWa5wr+zi8mJVXJHWmRFVEUkHPVosBR1lbGECJOp3NAFFIIwCCOHp6cxu2+EBJUELQSJ1XY6o3HYx33rbXGVeejtD04zMF146DbaRV5KhH2+/04ipMo7rTalbF5acbTMyFElmWIVJa51rIs83Y7IbJKiX6/12q1eFrjFxv7+TK+t7e359H/hrC1EX9XdwBam8DjV6DfOCSo5dfiAGkJgQgisuxzQ7RwnUdO4kaBhIQIYKrqoENf+eovf+vb3zw9v7h79/t5ZaXuPjwfTkazMjefOTTf/P1vfvazr/R6XSJrS5dbAFAl02RLRNTLb6di5WpAURRGloBIm+UjRkt3DAQsCrN8Unm/M9Np4YnQXH9bW5XGGkf1OEq+sYwtxHGMpkREAuEcWQfGkrEWEStTsiooTXNHbpaml1fTojK3bl1/9eUXbz93K1BCODBQgUUhFC/56WyeF9n1G8daK0RsRREACJTWWAIBiEVpr6ZZWhoXtMBSNk3J2lacuMKpQCqhTGVbSSKV1ForQLBs148VOmtJoLDOOQd7+wekNDds3nWWe1cmHAoBUoDno/JS4Ydi0bEs3VZrXYrwKk2DIKVGEs6B1tI6g8IBkUAJICbjyWeO2lEUxhHP9pihh8YZC4Co1RLpUszTK3NB1Ek0rzdrCUmALTWQAOFIAEZQARirrD17/H530IsT9ZWvvoJCSKmcdaYqQyXKbCx7EYNj1lkhlXUOULIplFQKgO0yJVgIVUhuETHEi3ZpvSsAAZebs0BCQCWfxIo4Z40FKbWSyG6KhkxVmigKlw7JOJ1OecJKhNaSlHI0GltrO52Oc5Rl2Ww2Ozg4ePTohPUbSweX4urqqtVqRVGc5SUKkWbZ1dXV/v5Bnuco5SwrT09PibByIFBbMFSRc24ynu7s7Fzl5Qff+9E/+6M/Oj270CoUSkuhwigmFEVe/Hf/4z872OlcptTeuf7hg8tWEjoDEdHBwXUhAKxw6PxwBBH3D/cX6qaFitUCWCBqd3S7MwCAONlBrBpyqZ3d2NpUKgEodACIGMUMJkvjbBhHQohQq3qlrgJd4/AstIhEFCqNBGQsuMWmxMUBOhdIjURAJhSAKJxTxhgllRDYToLOc4cvfObIGGNtKYQAoZyzoQ6zLMvLojfYMQ5RyqKwUdByzgktKusiBSSMDKg0cx1gnqWtpBWHSWEnWZnn04m0oJVGGYNUlakSDdpVeTq1SYIVXQ7Ho9H03XffNUV+48bh51599eho9+LiYVXSeDpCIYmwrMxwNL64uBwNh+fnZ0mSvHfv7MuvvXbrxrWbf/D3H9z/6N69e1dXo7SoUGpjaMkiWdM2rNavvmxa7evWGjmunu++j2o4hax92bVd3NqKf5VhBJvjHJo9QO2HnbWfgLzRE16HkhKIpBDW2iRpz+dzYxZTUSBX5z/iJ+nfaF0nsBHN+yRoSyyvcP2vb9a9P/mM6xhkq3K1tTrPZynnGkzI1baqAQnIGgtg0wR5bR5vY01ukuet9n6N6nS73+zaV1tdhP41G5Eh/Hm5HqhXR7WCXyDC0hCBffvkoNMp5nOTZ1QWmsgRmaoKg8AhKimuTh9lWdYKQ+dMlc3yBcVxQdfk9+VaLlBKAgkBIgi48ABrz8/PAc5Zs9NutQaDATtt+murOR7R0k0QWnE7jltV1TP5JAzDdrtbpOP5fM5gl68QWq0W6ykQ8erq6uTkZDAYhGEYx7HPqQaAy8tLRLkgL1QV12Zss5nn+d27dxGh0+nwqvBuI/xnNmXxHFSvoeU+k9P2+DXZn5NBiy3KzC1MBP5XtRRPtVqtoijSNGXL0Hr+8yYkUNWrn7WBEjVizxN9Xa1DdXU6bF1D3OBmrBLnVnH2TcfAquDtGfms21n7m1LUaul5ok6+4MdllV/ekM9u+TpXr5PZrayiyfP89u3bx8fHQkmvGvKPKPuaaK2dIipKdjrx+APDekEQdLvdyXxaVWmoQ+ccf0prbNyKmRqkhSAAB1agCJQUQnVayXw2O3n0MRFYZ22Zk0RTZKbIwFbcNowuR+XRITp3ejo8Ojoiona7DYBhFOd5XlUVAb7xxhusbZ3P57du3er3+4iYZRkiDgaDw8PDwWBQd1vloBVYOiuen5/3er1ut2uM6Xa7DfOiTbZXDbgYNifPEtCTSAZsvAgQGI5nQ5RAKJDIGQQyVY7g9vd3//F/+h985vbN73//zY8ePETUpnAXo9P5fJpl2Rc+/7nf/PqX9vZ6KLAoSgCytuR3L8vC2qcMBryhxXQ6PT095TsmVVAflHiZit+OichaduWpH9mOyBEggaiPQjzbZ4EAo2MHBQC0hMYYAhBSSCmkFFVZGmOTVlIW6aCXvPjCV5//zHP7g76WwhQZEEgdCCGJoCjKR48eHRwc7OwOeAMwxiitjLEAqIOgMqYs7Xg6zbIMpCJyeZYJAFSy2+3M57MgTIJAaymCIEABUkqF3vCGoSe3bMz0c8/duvHczcZkvQ5yOmd9Eqsv73wxzaxl78RT5yDwegskWmOlVERIZJUUSKQDXVUGCMi5Qb+vtAAADTzDCxFRy8CZwrt4MUefB+1+usadp1JikXmopXNorQ3CYDabpWm6szvQYQiAgZKFsVVVWmu1FCenF7PJqNfbiQIkB4g4mU6qqmq12kwsLMr5dDpVSvb7fZ/kk2UZ8wN9DtLl5eXu7i7bGgkhPv744yAIdnZ2+CKdc9yw9ft9nhOxHdl8PveGfl7qEEWRrwzqTy6PSDkslP+wvLfQ6XQ4ExWREDEMw5s3b548PkXE/Z2dLC8Gvf7jRye9Xi/LCiVl5Uw6m4Vah1q/e//+n/zJn7z25a8MdnazvAzDmAjvfXR/MpkKIc/PziejK2Pg/sePLy6HH37wnikyU5Wvvfal55+7ef36daDsCSz59KHGWPeKJTLWqXTee2lteOzCXvHp4o8BtAaXpK54rFV1T8IqGyZk/nRbdQpZrDSt0rSsAAAoikKlpFAiy4pFSUSkUVhTXl0NeVNVSt+4fuv8ciR1YB0Mh7Mf/ugn1/Z2dgd9AnF5cXU+vLKmBJN2YnX9xvGrn/vcv/n+D/7sT/+83e71ev2v/vo3vviFV3cH3b/63r++OD+ZpdWH9z4Kw7jb6wFgrzeI4/jzn3/10cPen/3ZnxGId999/1vf/LWXX3ppZ+9w/+BoPJ3/5CdvPTo5CcJILE2n12Ip9ehqfxDU9/YGgNZot+qBKLAupa0R3uAVEJuwkdXh8rMzCdcW3Gsn9J+Ihq2+XRAEk8mk/kJskrzpUreED6+6ffzCU/i2ywIbf17LtPw5XnytGrC+fj6txmc1mbn+Ja46fj/LlTeK8tU18+w44Wp9v5aF52UOPmmZlscin5LWWqYmLh2nkDXq7Xb79u3b169fz/PcAFprsyyrqorJimyNLqWcTCZZnnP9WU8c8bYoJAUH/3KV66/Km6ZMJxMiOj4+9nRHz+0sy5JrsrrcWkkVJMlgZ3B0dFTlLWsLIhoMBlprTk1g483RaDQej8fjMcOAZVkmScIHFgdWPX78uCiq09PTbre7u7vLsApvQY8fP0bEg4N9vtS6tSbfQP6wnU5HKZVlWd1CiVWO/lbXT5B6mt9aTm/D9b3xgPvqhd80z3NrbbvdbvgY18vgRZu31g2mftrV/xU2m/A2HFkYrm1EfK594OthDFskts/uK7Wqg9zUNNbNnZvXxv8TiAQChVsEBQvfH6ze/bUaxS27G/9wlmX88bkib7fb4/EYEIuiUFpzsRCGIetBhRAAOJ/N+bGp+0/W4weryvAY3lTGWovghEAgDMOkqoyjBaSORJPRiIgGg90b1w4n45kxlkC9+srLjK3v7w58EKS1ttOKR6NRUZTjybTVamd5ORwOeWvYPzjgSUaWZfy0OOfYHGzh67BEJn0MJV8861kfPnx4cXGR5/lbb711cHCwt7cHn2RYvEWd3NCLPvl78tlTsPiGCQC8H6MjTh4jiSQAnCABtkwi9Y2vffn3fve3h6Ph//2v/nJ4NZOydXZ6MZtNs2zaaqm///d++/bzt3bbUVWViEhUOXJByGQbDALNMjJrLdth+NUipb64mD169LEQQko2NV5AebVoeJRSSr0o+jl28gk+KTV7RhIgZypzqiPRQhrKsXhSoBAKEJcJg2zfKOI4cs5enZ/v7g6SVgulCIJASsn6SWcxCBS3kc5RURRSqp2dnTAMg2DhBqS1qqyTUjlHQkCWl5PZPMtLVLoqqyzPydp2wlM6Ojo+DLRCoDAMmDVK5ASIWng9eKo0EaEgdLQU9C++MUcOAcqyAgCOUOOQa+ecWBiHkhLCGiOl8NAAAdglDMgWzFIpdCUAVHmqdSgAUEBlzeXlyBo3mUyv3bg5mU+kwF63V1VVHEdFUQxHw1a7HcVRZY0gOxqNqqrq9/vc2hljZrOZMabX6/FQO8+z8Xjc6XSTJJZSpOl8OLyK4zgMAyFFmmez6XQ6z/LSaBU456aTianc5XB27bhXOYcAWVmQcyj5llgpMY7Dep3B1Lu6rBQRB4N+ksTMvACgvb1dRFSKqTtOCOz1ur7TEAKds0kSJ8mCiIIotNb+MWThOCJ2Oh3uAP1DDQC9XteTP3mzj6KYz2MhBDuRzGdpWZZ7e3vWUqCjy4thkiTWOla6s2X8zZs3u93u9WtHv/LVr3znd74TBol1tijLqnIvvnjn0aNHCMIRKSXfe/e90SQNgujo+Mag1xUIZZHdff/+PDfHu2Gv1+PtsbGBrJ5Ea30UajSWVcuEJ9VVQwuwtqyvuwTXk7LrGdD+q6xHGa0Suqqq0koBudlsRmIxaU3TlIBQCpeXD+8/6PR6L7z44vsffAQki9J0ertvvnX37Z+9h0Jmldntddvd3bPL4bvvvldYV1RFv9d5+c6t/+gf/f04CPr9nbff+qmrquODg6985atf/MLnP3j/nb/+3l+SLeKwJTQW5fvdbqSD6PLqcjydRkFw794Hv/LVr/yTf/KP/5d/+n9cXJz/yz//iw/uPfy1X/3a3XfvPnfr1i999rOo9KNHj4JAr82kXktYWmtpsHb4uyk4e5UctXpSN37r0yZufyre4CbBzLN0VvV34Ud1WQN43SxscugTn8Y0cpN/w9+yqduue/xFuSpsomL+HK+5XYn3iTZC29Ox19KVn12IuImdu8k51j8+3r5htb2v0fVFoxtZMNekjOM4iiKLok769cosTkD1XM00TX2/4M+IgHNBl31BfbjDTZ0UotVqcVlYFwh4tbknfy1M2BARkEtiZy23VWwDAwBXV1fD4ZA1UDzovLy8ZLSQaaUnJyd89hVFkWXF1dXVnTt3lFIXFxez2Yybw9ls1mq1pBR371IURXt7e3WvaV/FpWkahmEYhmyWsbbtb/RWm9jaa0eE8agAACAASURBVE+oemfhZ6z8vbTbbcb05vM5d7aNOU59eqI+8c22IGNEi0zehtaO34AB0FVWcWOr9Z3oqj3odl+Nxk69ari8/Z9Vn5ynWkpEWJhrCgL7hG7wSdZJW2Z1q885+xpxgciYHj8tYRQTgTWLR6IqK+ccOUKBVVnxxILFGzyM4VvN1QADylroRWshpA6VMRUKeXhwiABkCyEEgKuqiiVJQmASRf1uVwhVVsa6RdKDhymEECIMTVW1kiSIkul0ikLM53PWtgIKIVWapkdHR2wc98ILL/D2EUXR+fn5+++/z93g7du3Gw4oRVHkec5Rm71ejxcPK3bqlVZ9V1rFh+uL299k3lD8brJcIozOLlxIGN4TgABIKAgcLv7GkbXW5p+5efSP/uHfu3598Fc/+MFHJ5dhGEdR9+OPHudZHijVGnS//Ztff+nOLR2gK40S6JyVCIFSyymycuiqqnJACx+MJe7PV3Xj2rVOq0VEKOLGWNpvgkIIEoaIpFi4HToHzhku3IVke82mCL5OvUYh6wQivmFK48XFJZG4+blXAq2Ns8Q2d0ppJZ0iSWitkQJRBEVRDIej/f39Xq/HLHkP5gdRyGjexdVkPk8dCVYapVlGRFopIfD42qGSMtAKABxZIUVRZFIIJaSQC9J4WZZhqIVAItagijzPpdQCFS1viF8qAoGRNK3VZDLhpch8KC5/p9Npp9MJoieJq1VVPXr0aGdnp9vtcsEUKppM5pPx7OjoOAi0szadz89OT4MwuX37RUI7mY0rRzuDAZBI01QqDDgdFVFKBQR+cuEPNiZsLFz1Edmzy5vyG2OiKOK2EMm14ui5m7csiFmWZ3kVRrEpzE/femuWGSG1IyOk6HR7WilEIGcArJSiEyZAwrkFM0cpxcFHfv23Wi3nDABZa6SUSknnJCJWVcnCRXaSZOrm0oHGP2vgT00feeRjTrwhhP/U3r7FHzPcBPqOxjlnrWMn67IslQ6vri6LoljKKR0AnJ2dJUnCKvxAyt1+75233rq6Gl1cXp6cnjkHWuu8qJxzxsFgdy9Q+t2773z+l18Vgk5OHoM1QajjMDo5Of2Nb/wykwh8xfD0XvHUcbZKu2j0FWtNv9bqnZ62HKCGFmvVTmyt90b9ejyutdgKlKjKUqKI41iFAZc6szTlTMjhcPjjH//4G7/6awACSIRhBCA+/vjRu++/X1mbTVMRBMfXbwRR8sZbf3lycvrc7edRqjTPUKn7D09tke8OBjdvPPc73/nu7/+DP/jnf/J//vjNN3/rN75VlV+M48BUFano1771nVanDSCybC6FKIrMVtUH77/Xarf+q//6v/nDP/zDuJ387N0P7z14eOvmjXlWaa2kwv2jw8loKABXEZtVeViDZVefwG4qmtfSPRqqvwYAsuXb/FRtQKOQgg3Z62tBmGfsJBtRVTxFZbC9zo2kZ2u9Vkt8+JRelH/LDnC7I87P14lthzF/IfZ7a/1mGkvxWcIMt1PVPtH4Z7uacROeyewMZltALWLBExCWZRXxnp9lWRhG3BP6eZaUEpSczWbW2qpa5OsQOa1lHPd2dvrshAZP23hy9VgUxWw2Yx+Ufr/P9WRjCl+VpTef57OG352LH1jaf/EI3BEhOHKWHEkp0cmyLObzOZvBzOdzrfXBwcHzzz/P/EamzxwfHx8cHFxcXFxeXnK9kSRJVVWdTmdvb+/y8vK9996bTqdcpmqtu91uq9ViagxfWxRF3hvGhwQ659I0ZTNPxjMbBOPGDt/YMTaZEtePg3r7/aTdBWCvGinleDzmzMC6P1OjmVQNsdyqlfyqaewq5bIeeFpPLVt9tcZEwaeOrjKqN80wGoyaBusGntnfFsD5HK1GZgw33kDoyCGBQ8dMOQ44WiTFrjuzP+3OwgMJKRXfyePjY+7RdRAux+oLg29mOfOwJM/zMAxHo1EURd7TlntFRoFCpaUUnsBWFMXl5cXZmet22o6sAAOARM6YyjmHBEKUVVECgrOOQLjlZ/GJDgxAL0B/Fc7n86IooiiSOpQ65Afj9PSUI9GDIGi320wxffDgwXg8ZoD74uLi5s2b7Ahat1brdDrdbvftt98WQhweHnLfywBCPe1n7Sx2dQesjyQa4lcLzsdgI6KzTx+RJJDYj78icHGiX//K17/9zdclmu9/78cfP3goWjvD0bwqJnmWjoaXX/ni5772+mvXru04k5NxAhU32EupGAAsjCWISEqGXsGPgvhSO51Ot9sBAEdq4dSzvNyFE6ZjrqnzCATjJABy8TPkngaTHREEWgAQOQMMQAP6D4pAKCBN03ReKaQojgWQqUpHJJQyVYUApTUAAChMZcNQn59ftFqtnZ2dqqqkFGVpfQLhdDojqaIoHI0m81lWVvb09Nw6x62UUioKVbsdjUejdiuRIlZaUWkrZy/PzqMo7PV61pK1hoiGw6vBYKC1QgFAYB0NRxfddg8h9F+rNUVZpORiBCcQpeBkNkziUCAtBzfUSiIlMQgCkEiOGBHVWjz33A3ucwQKIrKm6g8GSbsrpZ7OszAKeoPdbn9nNsuyoiKwnFBinBUCojhAIYIwJAIHgABSoJSBtzjnZ42DejzGLqVk9jw72iMiMyeFEAhulqYf3f/YkqocWIdCagBxOR53huO8PLSWoKwkYkWWyAZKCiGZp4okObG9gZB40q+UWPetWSIAwlt+rdW725pwiIi0VsZYf2zwAeyhvDpR33/kujLKX898llprj46Osiwry3I6mXBWITlLRNY4a0y/30viGIiSKLhx7XA6nZkijZQ42BtoFZAjISUKQSgZod7feSWOdLudtOIjRnSjMGx32nt7fYYHG37Ta8U2q/5ejR5jRcveLOn8LKnOsanTEdcqlFYBwFWXf3+eLohVxmipACAvinYYgMCqqiaTCRGleSaV+o1vfftyOHxw/2MiLEszn+c//OGPrKEkboVhkrSjw8P99z/80KH48utfHw1HZxePPvvKS6fn4//pf/4jheCMESo4PLr24zfe+f4P34ii8HI4y/J5Np/t7e7qpDMej4Mg4DrGmMpWxf7+7q2bN+4/PP9/vvdPS0PpxXhv/+D89GT27oevffHz9z+4JxW+9qUvTEbDTZHBm9ySGzKN1eSkZz7iYYuSyuejPru5SF2Hsnq1frizlkzU4GJ9YhfUMEssKxtF0dXV1drO9tMagayWK/+2eZuwOT1rE7T1LAXVFnM+39LUz8dPG7K1GolWv7BNM4hnec1PpO9ux1pWkaLVDOo6pbmud6hfv3c791aQaZpyH1gflkmlWPgtAaWUzjotpXOuyovlcbZYsWVZZnmeZ1leFIxxeQYjl3Z8jvizhrPa+Uq8ru+JIQXP3fxNAxBCKCXBVJWphsPhfHI5m41YXHBwcBDHMTth8hOUZdmdO3c6nc58Pn/8+DELZNI0NcZMp9MkSTqdrjHVw4cfSyl3dgZRFLGDaKfT4eD4JIm9wQxnKtS3Ly5Tsyxj1R+fto0HfAvyv8lgcpWStjbwk79QduDMssxaW4f16r+iGM9d5U/WsqSfar14mlvnvdS9WesJ1AvPt9ppt/bM88vL81hWm+DG1raWcbEqrl0rsai9r603lrAu4wUBgV3YBFPhCZAW5vfLuW+D/72aSLGWqspz8dls5pybzcbMGGbq8BOkVSnGwVkVynfp5OQkCHScRCzOKYrCWnt1NS+rwlr78OHDXq+3M9jlIHEhxHQ2nk6n4/GoqioAF8exA2uMybOML6bTbs+nE37wwiDI8yKM4jRN+d39V+m3ibjVYYrp4eHho0eP4jju9/tRFJ2cnDB+XVXV48ePkyT56U9/OpvNOH1yPpsNh8N2u/2FL3yBsXUGBJiPytUDIp6cnHQ6ndls1u12/Wrccho1drSabRR539da+UVPxDkOPf9bAIRhkOUGUSFU1mW7O+3/7D/5D5+79dzdt9957+4HSdxuxXsfXUzJGmszpcxv/+brX3/9K1GobJkFOkByxnJEBDvi8FXxBcgoitkuxT8gchHJ7bjxc84hmKWfP3KFTURlucBUDVmtOWL9idFOGGoiUlpZ44osD4IAEI0hvcSOOHgZAdFZ7rqjKAJ0jmh4ee6IDg8PgyAwxlpLQRDM59lkMpnNZoeHh512O8+Ld372s53BTtJuMbu4KPIkOaqTB6rKBDqYTGajyUzKwJKNkyRNU2YSTiaTG8c3kygQQigthRDoHGN6x8fHgE4I4SxIqQHg2rVjQD9BtELIa9eOnXnKKk2ppN1uAQCi4k2Wwwf9+NB3GswjcM74uaBzDkJd16AbnRhjHzx89OjRyXQ6/cY3Xo+S7mRefHxycXU1fu7WNeMqrVQQaMSVZsABSGwMv+oovXNOL1SLAABZlvnUk4WFDMo8y8/PzqfzQkdJWTlLKKU6OT195+679979yeHhYRyHSRQ6Z6JQv/zSC7Tsr6RiPeGaM2B5Nts6cNE47OtQiRdC+PtcA+5sXX9Sh/Ia8zWf2epLK76SqqrKykwmk5s3b/IRW+R5FEVe0hYqVVXVjRvHgY6CIACiQbfdayeI+KXP/zIAusUnkk+GcEgAhIAs/FP81IjFCSLJrlosbJoSrhaIq3lEda1dEIRZlqdpOhgMnt5Yntxhf5ytCgEaQUT1L8UHNjYOeK+h0EJaazmWRimFKKfz+XgyQREIoeI4abfbP3rjJ9dv3hZs9ErQ6XSPrt8SIiiqUqpyOht9+ODe/vFxb2c3L22aVT9754N2O8nTWRiG0+nEEH3/b+7+r//8T5UMEPFHP303UNLYSikpMHAErVabE0wQnDGlIBJI/X7/M8/f6XR7s3k6meWt7k6v264cxu2uKdPLy8uyLNWykmNX24Ywr+6/3TiOV8NR1xqw+f1hVc3SEO/Vq5RVqHCtUGotELeJI7fWG2aLYeOqRG2L3wan5/HtCgJdl3puahieEUDbQj5qfCnP+GprP35DnrPJJnSt+8gm5eTar2CVyrv6w3VgZBPItgklXhuT4L+I1eJ+rRjPb5KbXB42yVK2MGxXk0gac6UndX9tTsfcGb7+JEnm8/Ts7Iw9J3kPt9YSgNZ6f39/Z2enzjXgg1UKURTFaDRiZg1TunZ2do4OD70ezz9ukk8ZpRq+egw8rtq0aq2F1445LE11dno+GZ4Ik5+ennYSfevWLTb2q+e/+2UWxzGTyLjOnM1ms9ns8vIyy7KiKKbTSZ5n169fY8yTtU6tVstX48wFZZn66vfrhztMo2N2D/95LTy21hKzMUVaVQ43yuBVV5F2u82ayclkwv6inoDDD51aHhu4CTJuzAkaWXk1QKzZTTnnFq0R0IYE6sU78AeprVGPqomtumRaO4SiZYSUQPD0df7h2g/VfKJgYW/11BwOCQUCOlxciWPkRApcukSRFIuaxlQGnjZ4ZMIx+gsm4PW9ZBqTJSCi6XTKz1sYhowDTCYTRJynGavjmN3ES80XUgyy8aSEHw+lVFEULKeZzWb8SfM8m89mzOY/ODgIw3CRwS2FkEIpVeZlmmbk7Gg8N6UJQy2CKAni2y/c+eCDD6qqqrLMOuesBaGkEJ1u1znHDnIOiqwoi7ICFDAei8mEMfc4bhlj5vNsd3c/ipKzswtEWRaV0qG19t69+/3+zrVr19g6yTkoiurhw4f373+sdWiM6fd7L774IjOqV1naq334Wr7TRiE168E4UADIlKUQnCsMaTpVMnbGonC/8c1vfOe3fy1Lp//vv/5Xs2nW7vTSmbkazsdXEymtwOL3f+/bN2/sScxNCYEMizSXUltnlULnKmcJUQBAludxHCMKJqBqrdI0zbKMszh9xZCm6WQy6fW6SwMPNuaxV1dXSZJEUeSc0VLOxuOiKJOkFYYhAmgt09ksTef9fo+5eVWZK63HoyshZbfTWWwlHFbrMM9za00YBlmWnZ2dHR4eSSWlClEoABGEMs2Ki8tROp8j4sXFUArdTpKbN58viqLX60opoyj0oDERIQpE0ev1rybTrCikVFVVIaCUMmklxlQ7u/29vX6rFWkp1JNUOmILHCkENwUE/BUvxITWWgB+cURAlGLLCJ+HUEIgkURkvYqobSmghHTOCRQIKFEQvz8gECABCPjowaPv/dUPrKW9/X0dxfPCnl0MP7z/aHg1DqKgP7hdmcoakySxBF8UIhA4Rxwk3ShW6lbALCBkXsfV1RXvvzwT5XvFXtXOziejYRDFzqKpiiTU0E6kkM5YAYgoAh0eHR0pFThrAASRJbeQKGwWqYpNyTxr4aan7zAuEeOm2d1a+esqC5H72DwvgiA4O78IgmA2mxVFOZ+n/X6ftYW81D1LZ3klThLJpfaMGzixTApZrBNYlkcLs0HkHk8ioHC4NBVbW0Gu9ezdYhfReBGOKuHntJ79U9+m6hkw2zGKeh9SNxaqA7P+Gqxl9bUMgsBZcmCzLE+zPAi1EBi3OqPZPE0zpYOzswtCMUvnl5eXhKrb74eBvnZ9//xyeDUanpyPfvjDN1EIk+WmMpPJ3DmHOq+MFVIakiBkRcxXoapwQugiM0oYB5TmIyAHAqUQSRwB0mw+S/NL6ygMoyCMp7PJPJ0rKd988yc3rh/u73bns8w5ArGY+Xq/n01Ex7XlOGxOV2+Ykq+tn/y5vDp43dLzfCrAcDvxchPXd+3VbhpAcGsahmGWZZ1Oxzm3rC/WWzV+Kibk3/KfVZ7zqp/E2gtbi2as1V6uSmrXR0E83Ws9C/V0y535RKhz07J8dqbr2tTE1THBswiCVpGMLeilb/mWHm+EuKi4kiT5zGc+45ka/vUX+B4Ay+HIOW4tmC25wADieDAYcIXDFSw8MZCzaz1ylwIWdnSzfBwsW5KFaqAsCgassrQoTdVKoqOjoxdffPHll1/WwioFnhhY31HrCfL8plrrnZ2dwWBw/fp1ZtIxA4u3Jp5Nsz0B/9cGAryKw9d5K8zw5HbRQyONIU7Dh7J+ADWoamvlYJs2RkTkN03TdDabRVHEGi6uNxZtHmsT/TvVIRG2atyKs9Om+Q03J0rJBplz+xzi6SeKtj6c9MRD8ZOen01TE9jkairAWDOfp4HSOhQOiMASWFhMJSrngJYlnXMOasc2/5V1juVzPL1mHaOPGLYWJpPJcDgkgtFonCQJY81FUYRhqJREgUskgRtlF8VROp+zCwWTntm8iLsIfjC63W4URdPJJAyDTjt57taNMAyVUhyExQurchYAz87OHj96XOTVZDohVORMVVFpoDLlT376Niw9SYCg2+uXxkRRxJh1oKWUUirFXG0qChTixvXrWTo/ODjY3z/kiMl79+6dnp7y5SWtFj82WZr+4Ac/GAwGd+7c4Ww9HqvwrUuS5IUXXjg8PEzTtO4dtGpIsHYq30gE8snyT54H4mpsMTwIgqCqCiEEkVNKCCheuPPc7/3ub4eh+P6/+avJZNzpdIOwfXoxPDm9Oju/bCf6s7/0yutf+2K/I8fDs3DQi8O4yDMgNZ9Pp7Ph/v4+P1dCAAFZVwEGeilII7JBoADCYBlVzytXazkY9KKIgabFlQohdnf7iMDee46g221zJhUDhlmWCgG7u30hRBAonkBIKXd3d5ixUPd4mE7L0jgU6qOPHx8eHbV6Bw9OhlIFzoGxVqvg4uKs020pIVQQKymKIn/46DGiuHnjxmBnh6hABOeMUoI1gbwtp/N8PJ6UzqVF7hwUeclrstfruqpIQtlKYiCSiGIJfYuarwyXKf4YesKzhSekaIS68/ZT5Go/ZYLl35ODmoPqottDKTgdBfx/YvYdCgC4fv3wy699eTSeGuveuft+lqXT2TxNcynV+fnQVj9z1ty583yr3WaG4ZNBknOWYC0LoE6J4RjDi4uLbreXJDHiAroRQlgn2p3+5z73BeuctY4POhIiDEKplHAWESUK56wUiIIQABdwmaDlPGBtG+ObouWm+tQ9qxMClwWTWanDmqKp+qfzoUCrTDxu1KWUk8lUKTUajay13V7POVrmjxv+gn3ohbVQJ+ZxQg82/RUXEe0cHLH8jLiIFF8QoYGnBg04qH6XGtHbq+elb95WpRS+i2AKfQ2Qb6rIuKCp9a7NmsCDoP6Q8kDoKtznf9g5m2WZ0hpRCJD3PvzIVDRNR7t7B1IFJ2f350WZ5oWPzkuSGFx1dXFGQDevDy7OLpUMh+OZQAWGOr0uItx+4YXJfP7g4SPrDMFySThXc6tyKAS4UghpnUWp0JFUbPKEUgXXrh0/d62rdfyjv3krK123N+CPc3U5mgwv9gav/eo3fvXuO2+Px+M6tWe1oNlS2q6Vt22hgK71r1tV76/GLWwaEPx80rW66/iW9mBLXnb9H/Z87/V6w+Gw3+8vuEjrKqRflDjt0/I5t3uTrlZiW4ij25GrTehfA79d+9nrVJRfyM15dj3hJ1poNgCVte3fsyj01vLXVinBjWRLXkrsv+Vz9hrhVWVZLoj30ynjB1y47u3tsXdlzU2t2ZT6r36huHvqwsgvcm6Q/FRICMzzPEtTDmE+2D8KolAK0KLa2d1ptVquSokqu0xvr2uh64KyVRcPTiPwsnmPATKI0pgpbPIoqRME+D9x7cpKDQ5UWD0i1wrN1gK5q2tm0y7BMyA2g2ELA27reKam6hhUPWOqFqwhtwwM1g6o/I2z1mqttmiOt4R71rMcVoesiEjkNqW/r/3XBqNy7d88+XtnnTNCgJSiLIuL8VVOsRBYVsV0Os3yWSdus8uF1pqEYFwbERm+BK1Mns9m6Xw+a7VajShD7pOMMa1Wqyyrvb29PM8nk0m32+33+2VZmqpsRaE3uGNLAxTonH3+9vNRFCVJMp/Pefygta6qajqd8jwjDMMo0Ht7e8xb47Av9hKXShlj5pPxw4ePLy8vi6JMopaS0hlbACFikeVRHL7yyiv8ufgt4jh+5513OO5cSpnO06TVQsSsKBGgKApEnM3n+7s7R0dH0+kcEYfD4YMHD9jB1hO9+Dso83w4HJ6enhZFcffu3SiKOp1OGIYs0o2i6PLyksV+/IsNsf4q8N04tleflpUnU/CsuiiKOA7zbM599G/+1q//wz/47jvv3P/RD96whtrx3nxajKZnF5dXWZE7NL/znV//3KufDbQMFXaPn7PWVHmllDbWdntJv5c450xZBkEQhpGU0Ou2eBCPCM4JawEBglYLEbWWnDnJ9E4pscbhXBCKojA0xmil2O+YiJTSiGAMFUWZJInWYuk8idYYdr8Mw6DBtDHGzAsDMrwajXd2D6e5e/vde2/+5KdFBcY4QtmK1KAXf/7zn9NKkXMF77Bak3PzedZqBUCL2ACfsUkEo/FkOkmdI4sIFtI0Y6ByMpm0WtHe3k4Sh0qAEBJx4W4vOEASUEnp87ctNcb5gE/UiYjkPWOe+Mc8YbcCcNjhos0DL5td/IpbShx5ZiEEcBqFIyBCISBU+vhwP9DaWpeXhWwlcRTt7UhrwTljTBGGURK3qtIgWSkXziLOQcMIfnWxGbPIan/w4EG/3+dUHyYnLzROQgVSOcp7raSqSud4cOSkdEClQnLOgRBMGcDFWcKFqXNugRjX40lXlvpTwmN/7NULCBabNZoZ3xmuTaZudCDLyuDJiaWUVkohiqIoTk5ODo+OtNZCKOaWWFN6sM4L+XzLVHuLxQhPyqdMxhEQSABaD3Iw7bmec7OFXdZwmm7UoPXWt1EtLcOFHcdX8EG+qTdbnctuUYitdXdYZTBaw1MSFcctY2xRlhcXl6324M0f/Pj8fPyFL39pOs8cQZbnaV6UZbm7n7xw+3lHdP/+/cFgMDwfvfvOR2UFKALW7hK4z33ule9+97v/7X//PygJhbMATiIo4UDwIIx0FFhrkyQxxSwMo6KsHMB8npd5jhSC1sf7uy+/ePtXvnhHytAY9/0f/A1Lccg6KZWpyv39gzsvvvjyS3f+9E//lBn+eZ7X2UOrbtXbW6wtTeDq0VCvsRr5matxO1uKuZ8P2XvGH97ku7j218Mw5EpUSoFLH8LtNdWz56f/bXqetUP8LeHvawmWz3Ib6w/plsZyLRi46ty2BerfcpG/WA/StfPrTTdki4NoQ078LABs/XHg3DyeNZdl6bdlbrrYgjLPc/6twWDQ7XY5OMcT3bk88F4b9avibWFtljUiGlP5/pDTC1imxCdmu6P1wQFwqQkSpaiqnM+CqqrIGCmhPlNrgL31FCWv1WQdh39Hv1Hw7zKFnrvW+lBgE1BcP1b8yNJnpNXZuatP5VqG2iZwe8vD5Z9B32Gmacq9HyIqD02uYqn1Z2nV5mV1k2pYsvpAoS14XcNao9H9A4jVaVCNLfNUObJlhgQrmQerCGwz4wINUxyrqhhPhyenJ7NKXVycG0gBwLry6uoSlsamtYxC9OzQINSAlOf5ZDouypy1nAvzQ7KOxN7e3sHBwXKNEfs3MMqUwCJ6qz5E4WXK78VAebvd5mhIfh64+Oj1enEYKKUACQGtswiLatk5nM1md9/+aVlWWmpQGtGBcwIQiIwx1pler+OsMVUxm1aIOC/LRw8f5NncmhLBtVvt8TRlj3UpZStJTFUmSXJ1dTUejR48eCCEiqJIqQUZmM02+a4y0oWIzz//fJqmH374oSeIW2v5kXj77bejKNrZ2WGzGb4J3E7XbX7qGyLvLx4c2LQyl6U/LmxNgLTWZVkgwvPPP/97/+43D/f2/uIv/vzsZIiUKBkNL7OT8/PRZFhR+covv/T6137lzlFLCFIIriJAJCu4gVFKoLDkSEiRhJGSWnKALTkhwBHnBHDaicfJF3Ri3+ktFSP8ocQSFdFEIISkxc84ICRngkAFgfDLRkqhtDbWSKUcd00IjrOqnEvz7GqUvv/++5PZ9Ne/+a1Zlu0d33znj//Fw4enKohAyFaE/+jf/7uVNcoikdFKCqF4l3988pDA7u22ENn51ZBDIjebpePRzFqy1pXO8jc1GOwkSXxwsC8ERYEGcMZaSWqZDsWQiAAAIABJREFUXUHGsqokAJDOAjvHElgCQcuexFkAMB6MgsVn5O99Qbb2Ea601B8uwUBizxu/a+cV+mggRpmWiSMVEQnKqsoeH98MtRqnU2crxufzrBBCO6KiNK1WSwgFSFIqILf87hbs0MbcobnROfroo/vtdkegtMaZakEpGc5Gjtzj81FVFmk6DwP9S7/0khDorA2kcK4CgVJIJACwQkhGJT2FRkppjPUT0Eaez6rX/1qRQN1/ok6ia9RtjWFkXchXH2R6HSz/to9tPD4+7nS7jp4kNQkhg0DV83mtXdh+CuGLM/IN/7K1d7To4hXz5ZftP8ukZc0fBWBzwlXd/XK1BvUe4qun71LHC8xH8ptzI6KzrgRbhXEa6Oiib13eZD9XboTQeq3/ZDI5Pz8P40gHUZrNAIS19tXPvnr3/Q+GV6Ner8dOCXzz+cbqMAij4PWv/crf/PVbnXb3ajYkS0KIIpslcWc6Hf/v//x/G47OTUUaaX9/d3cw6PbakQ76va6pqk63q5TqdjoC8na3R4CA8mo4vri4nEwmP/irv5KKkjh47sb1y+H48OAAAMoiryoVBxoAb916riyrP/6jP263ojiOr1+/fnp66seda+GdBlXV8/bXEjhXU8KwJpiHdU7dfiSxCbb6OXwONzVsq1lNq3jLJorTOscU4eMW8zxP4sjSE7dw/KRE8p/j43xae5W16fPbsb5PrGvXkr/WRiitbXVW6klYdX/YDhVuB0jXFsyfyi1mk3kMbM4HXnt7Vw1mGomRm5jJq/7kiItqKsuy8/Nz9nlSUrRbrcOD/ThOuHNgMo6zhtk3zllrWbvklvNPf6liLfzeGB2ye583g8iyRQKqzYtWkrCQJ0sLptWw3WDd2HPVHtm7y8DTiXOwTO2r0wzrhwLXpavpc1vUdPXWEZYW+gzDsN5qLb12k/vX6hdaB0h9WEWdGvqU4cqyGM7zvCzL3d1dhSirynKgu7UkhEJcWALyiVv3XKmbBC7fHhD9XsN0RMsrQCnFioK6tnjV8gjWZaEuCggUBE/bB3lZHRGgW4QjCwGN9boY5iPWM9OAEIBH8c45FO6J/SAiOWLpkTVGa11Zaxyl01kcxo7cwcFBdTaZTcdKY9JpSxVOJxkrDYoqV4EkEgs+4NIgUaAIdaiEyrIsTzNnrMnLIAiiONBaIxglEcAqzaU/EpGpCnJogZxzRkrvzM7OluPxuNPpgKO0yByn0gsSQgSSyyYTBNHuoB9FEQ9jPBnaLwJr7Xw6iVrtVpf7E62UNsbkRQbo2CViPJ689dO3uW+01nLLIoRAkM666WSuBFBVWGfAlGC1EuhMJQAEgtY6CCJvthmGIac2D4dDDvdIkvj4+Ojq6urhw499gMTl5bkQotVqtduLHYQ1bEopjliorxmfFugfrTr9RgleSwK8JJSIDc8RUaMz1llA45zW2lalRvr6r7z2D/7ud2ejy+/9638zKqs47M8meZGOzh6fTEaXd+585uWXn//CL78iJH7w9s9u374tokgwqCJJgABEKTQRKUHMstNKoABieygLAhUQO0Q9Max3Dur+9QtQC/zmCIAgpGT+FDPZuDO01hFAEGj+S0ck1cJeUkpJZJnYZmwlpXYWAPDk8cXfvH/+5t+8cbDTHY/PFUBXyeO+unxcOAd5Ab04dsW0Fe4gVEIA2RKlcihnaXE+nKqot7cbW0vowAIQ0XyeX16OHaF1nAvgrDFHh4eVKRFdK5aIKIAE+IXtGHlzAgBECXjv3sfWobNABM6BtRZBWmuLgkcD1lprbAkAQIKn13UplFfaWLIoscEgWJr4W28j5oxFeGLDY8k6IEQs505pbA0Ob9w4MGin86zKShRSB9K6ChzqMBJAgUDhHDkCBAsKEQQ78YLwTTs85SJdAgABnp5fBFGYlflwMtSxRhAAEkh9+NHjMIyvZvNHDx8kcZgEypRFoJUGdMYSkBLSOsIFOu2TAJjTC8YsOt5N8jNEZHzY69nqmYT8Z9ZCQy0LrvZSyN6/XBOzAZo/wxBRSA4vbMzvFiMMQ6WQ0hooLSQyUCAlOuOq0lmHUBU2DluXo7Ph6DJOkv6gTw4FqvlsOp2M+4N+t5V4k2Ev8ScQrEUkIgKHHLm9oBVJAIsollM/P9Dx8G99tMdHmKzXSH6TZN8aIqa88hO3SH1gjrFST3pdXmNPVVFohERneSrM/bBbTGfQEYEQqlFr1lMTGhYsrqYIkFIKFGk6V5GUClUgsywDEADYToIvf+mzaZYDWUcGkKwzKgp1EGSjiQFbVhgn/QKq23eud/vhxw8eSKHnc4Ngx+cXZVnGJaCUoh2Us8mj6fgRMI5teNvnWFep1XIxoJSy2+0COERzfvbw4uLg+3/9wyRp3//ovTK9JJtKKRPZ6bb2BJiTk8d7O12l5Gw2PT8/F8uUS7/wFkGeGxCzVe1oozXiO+QfbU/Xrpfifi35DWG1zPLz4vo8paG6XDXdWQV+1w6XN0Fta5GNWjm0sB9aVk1WIJVFFQXheDhqJ9cqU/qwkzrvrtG2bOrLtjSHG3Aw2sKT2vSy6zAxenrk5OpHYY1kTpuAq2fkTzY0rqtavrVV6HY25iZi2lo8cxWm2yT6XV0tW7Sjm7xqYcVm/OlRCD09WXjypPBXsPSNQwCHiGVZsWeblHJ3d1drzQSrJ9wHql8Y1gaC9QgZrLcMa81pmTjGP8D5e/51lJIAoKUu89KUZafTiZMgnRcChMJQCSGBLDlAqEN2/hV8z8Ntm7e08Mieb+dWb9oqK7g+RfJbhG8d+UQoiqL+HbEgLo5jjpX3L+5byoZK3N9DP2qsf8v1XpGf+larxQjQqm0Kw3pa6wVe4nvieo/IZ1iDz7NOrN/cfxujZS62/AhtVSmxSb3gP87WKdeilOeTcg0KD02FxlNw0NPwYP0pcs6x9l8ppaSM47iylluXyiilFEHpndOfXhnLTrW2K3LGCCKWVVmWZVFKKaUO4jiOlVKOFhI/YxwTL6UOpFSTyYSfAV4faZoWRcEjDa2UJYsEgZBhGAKgUura0XEcx9zBc0HmyzK/FzB59/j4eAkL6LIsi6Kw1t29ezeO46qqhBRBGCRJsrgPjpgX6mf2AI4dRB49enRycsLriV2JlFKsQN3Z2dFas7sjEXW7XY794SDmsixZp8seM9zvMbGtLhNdPfK3ZycSkXXkEzXrwh7+mQrIOCulCCXYanbj8OB3/53ffOmF2++9994H738g48RW1XA+rvKqyLKyzF588fnf+q1v3bi2rzXMppOjoyPeF+p+cU+SZwClkDpUC3Mfrg+eDCWI62y/wJ0jRCyKBa3cIiwAIgBnyTpLFoRcVPZygYQsanT2flyq8NE5cJb4zazjGZUDQGtpNJy+8cZP3/zwkSD48pe+TI4cgrXuu9/97je/TRakJaGk68QSUQkBzlnrqHLWGDMaz05OL4KoVVUDftAqY+azdDqbE6EjcM4Z47SA/b398WS0v7+PSEWRhYFGJZc1rq/OARBQoDHlo4cPH5+eB0EkhRRCGmMAsKpMkZdKKwCm6pGUgkjUZ/wsRl1gSkBSgDWmrCpElEoJIQIpOW2H39gBKCGl5P9fHBsOgIBAoKYA0XVaiRSi3+8IFM6QqZySAlEW1koUC1GiFgJFUVUEjn+dFtI8Uat+Fsl+PP0pK4OI/X4fxcKXTKBAFIhSKTUaDc+Hl19+7UvXjg7BVc6UiIKNoORyilF3ytrCP/eP+dPPxVMmcnUrwnqkx4YxM/r60p+UHp5aCv9orZaPzwHn3Gg0RsTd3V6eZoQOBMZhqwIEV15eDed5HoRJWdogSObz/OL8ylqT58V4PE7C4GnXE9sACp4ybVtOT7ckoT89cd/IX4Waz/4WyUS94m9sQc5ankowpxdAPQmrdEjOObKNomd1grtqmsqXZI3t9ftxJ9FBQER8OmilrHNa67bUp+cjrcLh1VDp4OaNg3v3P3777XfipF0U1Q9++GO+UYeHhzeuXzfGkSNrHR+CUoggCJXmAJtFI1QUOTNmedTohTppOh9Pxjs7O2EYSolpmmqt09lkOhnv7vZ/53e+E8VxGEZhoOM4DLRsJbGWOJtN+CdXQyxqUPxGmGht+bsJ01jBr54Ump5zvt2hp37WrMr51rYxq66q2z/Op3U3qV9hGIaTycQ6C5uzGVZLqS3+H1vbtm2s40+F9dVeHFbDCdaitRu6OPjEBfOMIrp19LHmSzUa+58PBd3kn7FdA7lpYX9abLaxy23KS2s0pdwd7e7uMswghCjLcjs1dO1WXCc91hsNJr3zyc6wxCp6ttw8Fw7/s9ksSuIwDIsit9Y6D1fiYgTsDdv9acV/yY1fveH/RHbraghHvQfzrR1TVFiD58dJ9X2AGzzulrkJ9OrQBhRfpzR6ceAmHwruIZ1zHCDBdowMyPmOkS+Sy2zFuJ4v6+vd6ici0XUS/NrUUT4eGCH1FmTsNefx2a37i9sqvXXMbdm07hFqlgm1Yf8CHlkxt/WiSaWUdRaEkFJaY4ej4cPHj51u848ZY+IkmGTpeDyO45jRM621fz3mDRtnrbXOWp/cIIRAAnamyYuqKPIwjKI4DsPYOQdgODXBAeV5zjfWh1Lwcct/0FIlOmq320kcyyXRyE8LVBxDrVKpTyj56aqqKggCY9xoNGJkfH9/z1rLGQbWWUeLH9ZahzrgL7GW1LEYaXPNzdjdIo5MCCLc399PkiTPc98f1vYaR+Q6nQ5/HP68/ljl+thXWj51evUMWKvQ8+qsdVIiIqJpnrWSUJLJp6O/853f/Pf+4PcePrz4v/7FvySUrf7e1cV4OkqLPJdIkVZ/57vffvWzL/V7cZ7Pqsq02oGExGcwNJLBWCwlCV1BSom6kIyp7dYROy54JjP//WQy4UiMtCjraiVT2Qb1jhZtz5PKntMCmMNmrSei8LMm2eZ2PB5/+NGpKM03vvG1g90DU+WOjCO3s79rrbMgCKREtKYCQdaRECLQ0fnF5Wyej8ezjz4+/cav/5YDVVWlkDgaTSezGVOphVAswu52O0GoDloHiFSWlVJKK8VQxhJCsVz8A6KrABCPjg663Y4KIkTUUpDj7xE9PLJsKzAI4kbxxLrN5RpYfLPeshmeDkt0CKzzQgIgYAEtIfAJEZB0rlIagEwgMQpUIKUpDZciSoqyKvLcIDggKKsKUC4aoIXvyyoxj5ioHIbho8cnN27eNKbyERoCJRFIKeI4Oj8/J+e01lKgI4GIQgpkOqgUq+aBDV5lfc2vuv/DOtvxeoRUo1pd6w3g4dM6LwVWvOw8YO6rIql0ls6KrDg+PrbOBpEyZSmlmmdlBUKgjts6aLetNQQ0z5wQcZSERZ7u7oVFkTVsKhvXVreQqavtN1VI9WLXOccSQf/D/tbVg9TqUgUffuj9nOptXpN7IvTT01mqO9k0atNG6VADZJp+FfzuQuDl2WW72+aDOc0LFKIoSxVoIgqCGEjO52lVuTy3t1+49v9974dn56MkKQHw7Z++e/uFY3JOIIZhSJSDxCgOJCAP5pg9zu+rtAQAYyLen/nIsEXOUpOzs7OHD92g1y7LEgEG7Za1lsAEWvX7bSBRWWdtkedFUUyAXKCls1bgIlABno5c+kRTik9UnT0deLu2A8SGD2r9Dtf+U6OcwrW03u35Zs/IS9ye6P10lbmmko6iiGnnQaD9EfkLNNLcov76+cKBVz5+00nr36p6cEsf++wxen/7EPm1vVydovKJhFjYaq7zLGK81Up+kw0hG6pzAkoURSwOqsforc2iWMuUrt9/Lhrr3RE3YPUx4hrCvJSAIECwsWcSd7RSYBb1cGUqJvnzi3tdhmf0PKF6La0uYJ1N69r7yZfkCRfe6dD/OhfqsEjzU2stc9ixjLGQsiy5avLHMay4RW6aYTWukD2ZjDGdTofJmN48xr+I/1fFeYXc2/hbU/fheZY9azXr3RfE/nL5suqV7iduT42p6kpZT76UhHVBJW6Fyv/UD+MTvv4y50r7JHtCiKLYlNXj0/Ozi0ej+bS3nyilADWiSNOU7Um8uqwsS77AxXpdcKRAKslJ5d4+iBMaWL1mjKmMKcsyDENryZgyzwsZaClUv9/1c+WyLINgz8d/teI45DSSmituPXjQrShQYek8ybVOUZRsUMtSQH7l+/fvt9ttRw4QmFVsrTVl1YhJJFrcsSAI7ty54wM3665NZZkjkhDcdbjGgIRRx3qp5FdFY7CxSf28Wt4tFyrWmSp1dhAAxUloTHntYPD7//EffObm9Td//MYH9+4bSyT1x2fDdDQZnpz1eu3dve43vv7Vm9cP41iach5qQsCyzEAk/t2zLOOhjtcNGhSG6N4HH1xdDpVSC7ocCACyyxW2gJisNdYu4sWIDFNzUTrnyIEjZ4115Jwlnn9za801pzHGOSuE1FpJKZY268o54KA2/hVrjBRSKhHF0c1bN/Z3dw8PD4o8R4EEEgVYByBQAgEYxIB0iEQgwP3/vL3pk2XZcR+Wmeece+/bX21dXb3NYBqYjdhIgDQlQ5YomItJBz8o7KD8wXIowh8d4X9KnxThLw47FJYtW4K5QyApEuBgMIPGzPR09Vbb2+56TqY/5H23br2te4YMdwATPTVVr+56Tmb+NmYP2Bve+pMf/j+/+OTTKO6+nCyGnf4izeazWVUVSGoJSSGEwWDQ6XTmkwsAODjYWywWzpnoeh2UOsmsLlYYCFVjePfOCaDu9yTiFT4CucbbyRC2uhUFKus6g9AoRxsERQyoY2G4fjwkQFMeoZElo1s525riiiAoSMgiFYEJ3hsAWnojSQAB8KF0zoxGfWsNs1+yB6guAoUAYSkng5YmjZjDixeXBwcHqjht2JUsDKJyc0CEOHKPHn0MoSKUw/2xjmmMMWZTk7ZOI2le7baTx0bQY4Xpup6nt1bF3jDqXGcZrWnKb1DXuOKiqPb29shAxVVsiCySdfNJ9uMPPjI2Dp5BO20wzIKCSRx5nx8e9g72R40P2/pAZ2UA1G7J1vejFcXFyrmv43ibsoJWw5G38VmWK9i1N/U2Pth6BNYrg6qXd5bipLaGS/Mqy3JrrQ4I9EO9Dyjms8+eGOMmszTLq7jTLcoQRclwtOerSpepsiyiyCGAMwYQhIP3hTUUu9pGnDmIcGzROkQIzJV4MRgMBmCWUOj/SJhZQMgghqoE4bCMv1XSPHAAEF8FQzX/vwli3c2LeyWmcbPYkI3A147qEzZnWmz27dgol9rmjflFG5XdSXcb7dSbUNA8z+M4WpEpfgkDmI2mDLA91+GL3rJNl0WUH/jljG0aKsEXPdPdndjGeIbdkNrfpZ9fB403ms1su5Kv2aCulL7bAPCNLaX+Cn1ztZHIsqwZF65kIa7sOO0mUDe1Nk1RoZSmV2mSt7c9RYTkQ2UMWWt9CGmWdeLIutp8KHIRmXpgp+OPFUblus3ytv65vdu2B3/aPUIrWHWdiLHu5tjeOPI811Q9BTY0VW8jl3XFx2snyiXK2VY9VFsW2Gx8DY5iK+/VM6RBPGXncnXjiVkb86zcZn1KtHFvKAdfDv7e0tfiLtC/dlBfMi4MNSPVlW1aRQgvX77M87woijRNx/vj4XAc21jPpdfrXV5czifTuJfsD4dZXg2HQ6XGqglhVVVattbgFQgZUzvMCqhgtKnkrLEhVArvFGWuePRkMhFBa20vdg11WBsEjWRoZgadJBFtipZyIACovG/685UhWXPjl7YHYTqdKrdThxOIOB6PLi7Oy7Iw1uocV0sKS6bxXdAfXyxmnU5Hr1vThzSgqFKfYRnn2g7DbXm3osogG9S+XYG1q59tTrLrmHt9vkQKojUyAIKlAlM4FNmDuyf/8//0P5Zp9sMf/SjPS89YVP7q8iKtePrizFbFP/qHv/Gtb72fJJSnE/bkLAbPlfeWnICoJVRVVY18hghVPaWWmEVWnL18SURRlChh3XtflYGFyZKaNzSDFu2le3FCRC5O1leZbrcXRwkiWnNjIaifImuXTab4UDW+OPo9S0ktdjpdqOTzJ6cffPjTi8nURM6HYJ0hgLJIQZhskma+WTWyrPQsP/ngwzfffPg3P/ngX/8v/+t79/cQ5a233tzbG6EmmDNHUTSdTX78k79596tfuXXrsCiKfr/rq0qJkUSk6dVLIw0GMKCeoi0wRMAnxogAMwsgKjOEmZCX0iY1V6yX+2WTuXyjkUQkBN/Qp1tMUU3OFIDAaskLaI1hEAhsEBDBSAADiMEYIuOys2maZmnBi0VWVlWc2Lff+drBsE/oWcRaK2ikNgtVP47QGIaKQFV55xyRybIAAEkSIxEShMDdbjfLMu89oUGEXr/74I17QXOH0nmSxI1knIhE1ArMbewB1kf+W8jMN9CJZudbVwVs9LJvbDwVSFzna7S2xtXapSwqX/q9vbEx5CJbZAv1WJ2n+b/5P/7vwkuWl9ZFzDKdzH3JcRzHzgSffu97v/y7v/tbG+OY11n3K2S5jUFnK7SUlYu5jnau+9a0Wdnr7fH6sGmjH+k2RGjFXHtbhrv+p88//7zTjY0xgSXLiyzPje0QkrAsg1Wr4Wh4OZlWQT5+9Oj84gKNJcCokwjVB2mtIRFkRoLAYowRCAgYWeeIAAKSMAgA6qJvDCFaY4ywMFe6imr2q7WkwkXvPVniEJyNdPoDiIS1pS0CqPmzEpZ06rwmRnrdwLH2TWnCQtYbsG3mHysg+cb3ZWMDv9FHZEetDK+XorbbXm+lE6gfEhJmHo/H0+lkPB41AOlGcc3rt15fFKb7QsXb2q++7tO2ZeHu/LRXkDZ3N6gb39/Xd0l5HZBwB9K7A5NY/7Puaby+zrz+pWsogq/z1MEyF6fdSCgOBC0TjRU2XHsY1wBfTRfXZguqNEwX83aQ5uYRJJARI8JkKLKmrIIPIYqNra2wGICVtaif0Lbia16iZtfYZmu8MjNtD/FhKQ1rbz0bL/76sq9kEK3ksyxTvVyj694YT9BctI1bTPuPYqFqlhNFkUayaUupH9K4ntr5fN7tdofDod4qxXBWnsj231fu6MqArS0iB4AQWB0XleDXThlaU7VteDF4U8DRit50XVzRHLz3VbMfaBULm6yKmp6qKIoXL15Mp9PxeLy3t18UJYbr5Ib9/YM4jpMk9iF4772HZjKhMwmFrfQdmM6mPvjhcFibGegP3CjOTK2BMRRC8FVI05TIasdoTaQN58XFBQDs7+9rtrLeubwomjz3UmnH9YZHzEGWye/tfqlND1DkpzESaLrHo6MjZnZRZJ3VJwYR2QciKopCVXyaBJjnufdezZ31sjdn13hjtuPm2w+PNsZ6oYqiUO7uuvcdbLGghTX72hssiLr6RxEGYKN/ERGRTif+zV/77ve+9w8++vDnn372ORkH1LlaXFxeTuaLxd54751vv/eN97765oN71pS+KJPY+KpQHqPFSER88HpqSkZtYxoAoD6Nd+8eHx3tEVqN8EKsU/rUtdVaa6xp4MZrCZawIFwngC1BP3UuCSE4qmOioVVZSx0GKEgCeL2IC7NIME79kCrgBaC7c//49OWzeVWSjWLjiChUpXNxZAwDGltKHfImUdy1rpPm1d/+9GcuiqbT6X/6myff//5vHB0ds1ShKgCkyPM8y0DkjXv3bt8+zvMsBG8octYuzwIQSX1olDnVvLOEAAaFCJdqaVRilRAiWGPBCJm6ZxNWc4slj6qZgTWLgKZ/Wqs+TPrPpmpDZAA0hAAEQiKCINbUH4lgSQILC1IQPJ/Mnp1d5oXM0iwvy+Oj0Wg4tJar3EfWXMvPAFDp4gggDAIsTGiiONZ38/Lq6uTkpF5hRSLr0sXCWsuICIIgo2FvbzQKEAiJOVhrQgiWjK33pxtr3hIMlC0huTcMh2GTn/jKkrutKYKbaQpLXx9SMkJNdL+ZNB0Cp2k2Go1aS65PF4v9vT1EZAlpWjpDIuIDx3E8HO3nARMvxtoQZDC6Hbw4a5krZ8LdNx4uirCj1G50XMupEK0bM6zUT0szFc2iNLuH3Csbdiu6l9YHnesVCXMNU6jLbnsWue10NsZkt2v3ZujjnLWqbQOYTKf1Z6IgInAoS88cEME58/Li7NmLi/3DAxaoyqrf6xf5vLAusi5xLk7iwJ6ZOXgUttZEsTWWgveAaAw6G4mwSknJEiKCgNqdEZEgkjWk7HphRLQuEvC12BgC6U3Rp5JI+VRVVem+0E5cbF3zFbB0JTEMN1bkzeihuTnbBgQbMZCNkeLbCvEdPeeO4Ozdqeuv00qtvKcNXzqO43YZ1rK4ky/NM9zm2PnKjITdH7Utn2A95/Dvl3q67UZsvO/rNM6NDdXrd78bkxu2VTjbHPO3zeNW+PyvyS/dmMm2WevU8g1u2rMsyzqdjtaBK5zDZsHUMrj9eq6HK7TT2toPcLMxrSv0Kh8QgUWARREqIKyqykXOJVE2T5lrK8vGWGSbSelGL9YV+8o23qCuKitAaHutWNHXbVwu2tCLxmLrtKumDS63kpWwwW20kZVNqvlBvbAaRKEj/izLrlUwe3t7OvtvIzbrJcL6lLEpQ7iJCG8XGctv0OCdNE0bD9NGZqafiK2HYF0H0r4ZbdRV83BXFu42CN42DW/A4qY3aAt4mv7k8PAwiqKzs7N+v9/rdgGwF/eE5flLBgSNHRztRZX3k8lkMNy/vLysqqrf71dV5ZxDZO+DQlWDwYAMavScOpEQkTF1SqFzjtmXpTfGIAACJYm7ffv2ZDIriqIMfjZdOOcODg5u3brVnK/2SEoMZeGVB4uIhL2OTtnXnrM6jWgex+Z89V/bJCX1U1J6r4BoUwcAofLW2jRN9Rnq9XrPnp0658bjcTsNs3EYX9E8rLzkjcvtlpEqkLlRt4lw8x8RAeQ6fmDzcA7QIJZlQSi9bpKlaZLE6WI2HPb/xb/4g1968/6f/fmPPn9+iXFnnlfPXryYXJztjQb9yPzqN979te/nzJMeAAAgAElEQVR+K3KaQOHBiLB31hJYBANAwgiUNatJUzG3zkWYIR4OAACRvPfqAKfDfeXpbe9jiaViZkMGcTkooWXZR2wMigS1FEJqYZ5qM3tDIoVYJ4+LPtYAUBEHDuO94eUinafl9GpmyAoHRxQRMTAZIiIfgq+qvKgKf/XZJ79A8Qd7e/N0/v3f+AdvvfEGEfjS9/v9JI7yPJ2BPHz4kIiqMhXhXqejEWfGmGsAri3LbM4XlgbHIJEl9d9EIQEBqQ1IiIgMiJCQbM6mWw6VWFu7xravPe9FRPAAqMuGIWOMKasCEfVQEQyBIQOVSKjEuDjpDW1C8WD/+Yvnnz7+/Onzs3u3DxANLt0ml6a+YJBC8IE5ihIDEEIofZVlWZbmB4eHeVFEziHUsFhkHQAkkaJ2tFz99cmmoOnYdCM1W5s3fcSWDpk3LARbkxFZsZJrq5HbQPpGWuCWebMaGDaGbHoXoO0DBkDMviiK5TgWiWg+XyBiFFnPTAbIaHOIlQ/Bc5bl09wLOWM8kRVGJFtU3hkqfTFdpJ5vHMl6NO0yOJFqou8NiEBD/FaYTm0Pxg1zyfUU3Yb60rbbbiS47eH0GiG2nsDo3tLi8NzoVbahKCuLQ8OM0uvQH/RIFbkhXE2mQETWec+Tq6vjowMR8aEiixSADMYd1xsOXBSDSPAVMHfiREQ9cT2AxC7yCIBsnRERX3pH1hhDQAhQM6PRIBgEIMQgYqwVkcoHFggMy7mSUc9XAG05CaSZ5hhQZu4N38utoNDG9LCVZ2CF6LEUQG7ovjaiNFs5IKvoYj0R2Bg01T7gdoGxO/5uI8Vumx5hG4ap59w8ro0T2EYjllfCd/Aaod67UcrXCaLYdMdfx43z71mb95oo63qxvruV3aFg2ng6u0cDuzvq14zR2z1HWI9ch035kzpEa3dcuuh1Oh3t7vI8X6rorYJDzfescCPXoxTWX7d2crr+0rZ2zNoYkQiXNCiGsiwDV2maMUucJHm20ApW92jYlAXfdn9Z6Qsa+E6ZVm1a5kp32nSk2yYa7Yj2FWJn47zQMLmcc8rx2eizsgOUXnnX9GO1aVRuvNrUNecCAHY0Gmkz0PKVXg15WLGmbTCctjdou7lvbaV8fn6u/VVRFMrh1MdFj2bdBqCNPmk8Q2MWrCFjNzsEauPRbcxKRAiuZfTNwTcNT1sVpk2Rxn8Ph8M8z58+fTpfpA5dYiPnXBJHpjPe39+Pouj8xXNr7Ww2S9N0b2+vwU91wqoPUBRHQVhDzxX5yfPc2aiTdBTARSRdplk0fG+gnibMwgAa/6U3r9PpDIfDBi4LIbRHxYSo1EEIbI1BlFBWYamNbNNlWw+6U/lNm0Kt3an3HlogpzHGklGqrcKMP//5z6fTq7feeqvX6zWg3EZTh40w7Ip/0SavLd64brbKpl2eVyggEpLIhVBmaYrI7It//I9+/Xf/q+9fXE5+8B/+aJEVAvj82ctZml1cnI96yXe//UsP75+8df+2DyVLAGHNote8UARjyAkj47VtQ5PpfKNBrXErvcjBIIBpquSlLha0pkRjiFnqtg1FRAgFkA3VAdxECswKIpCBWp8G7asqgDoVYwQr4EStZRFJF2gRAdZugaHK89Ja7CU2nS8iAwYEjYmcNURVlfsq9YKEGFvTjbtA5s3f/CdRkmRF2e323jjZBwjz6SRJotia+fTy8PDg1sEehwrB9LudhgW+bMvbolyok6sFSU+VUR1RmAVACE2dOF7vCqa5+ru3OqUhkrFkaHkllwJxYQAwZIAZgKw1gSHPy6oqrbWdJPa+IkJABoDAyDXUQ48fPz59dn41m19Nrvrd6C//8m+e3dr/pXceRs6JUBU0DR4BpAoVACHRxfmFD2E8HiOSr0LDohQRc1MJtrIdI3BgbtoVRFSjxnbl2n5DNxqNbBTv7WAobaRgrJBwVt7WNi90+VO1s4Wu4c7ZEAQRz8/PjTGj8cAYtT8TFAvCBg1Yi8BZOlvMcxN1dG33XpglVKHX6wRfnD1/Zr/99W2qmHae+w638XWiy0ZRyoqF0m6Lc70LDXunEbXDWm7SRsJ5E7G4EVDapm5q7/eTycSamo9dlv7i8hKwnuMqu36RzUQ4BA5B6pEioa1dYHgw7Fki5bMkcayXxDkXORdHThddZ11TvijczRxUNsxBAtfeQiIYRcnyGWhiKwgAGIBWKnihpXRCXlmzbmQRY83L2ACELg0bV+/4xmpyo4PAzf5ENrKXX2lrsf4SbeshdzCrd5j0rDznzdriInd1dXV4eNgOwNzma7C7vVmf469PH9ZlY+tctXZnvo0OBmsWLLAz5ODvBc17HYrQa/I8N6Jz23y/v1AbtjuufePnbAvI3ggBrQcG7jRbhvUMtzzPkyRJkqQoCo2AbiLUm65snQm58fqsjEUaUqVi1M16W38IgDAHYGYOwsKEICokLooicdDpdPI8b0qyjeao7WNooKZ2lkO7Kdo4ktshzW1+oxIy19PS232gWjAqLU4ZjksQyOx+Mrfd0+b41VhE6WYquYqiSNEaOxwO1+kBK89Kw51dF/Q3J9kca1sHQighhNlsNp/PtfXXdO/Ly8uiKPb3960x7TZXP9l7XxSFtVYktEetjWNnY3qjvpF6pfQSt/E6CQERreHALC0ncdn0SjduP/1+fzabzdN5r9uLbGIEe6O4Nx6dvpiJiBqkdnuxZdrb21OQUJ8VZmmmHefnZ2gRUYPHRbFUAKTlvWRmRHIu6vZ61kbW2vl80en0Op2OZ/aesyzrdvv6lDx58lSvahRFo9GoKsvGTwIBjSGf+5cvni/mi9vHt0ejUQXXF02HHO2hggg0d6rtNH15eR5CIGPzolAEkpkJUCmavV5PLWoePHiwv7/f9p278eRpS7Mk7rSFUjXKIrvGrhsrthaiq+lZmzcwEQFhkcCAIBwZ/M9+7Ve//0+/N7m6/OMf/HHgQG7wcnp1dn5elPmtw4PvfP2733j3a0f7o8QBSIlQIYghA4KBGYkASACCeBEQ4IZu3iSu3Nj5ROPx9MwFSFvf5viZOQhIzYNSFPz6ZQUEZWtqSxSa6QbWXiTNKV+n3oAAomWRELhlN4MBw3I7FUBGQADsJZ2HD+4/fOMrwQcQlBayyuwFGARxGTLiA0+mk9kidVHkfWWAfVUejvtFkUeRdJNxJ46IMOokRKSu6+qhaq0BQFpmpzZNrObjISIhwfX718adVvQ0NfgZArSHCOvyRSTTNIQIIEY5IQgAhgBMpNkPnmWRlxfnF8PhIIoiJCcS6pA6Z4s8DyAP7t+Jot4nn31++vw5WTw6vJUvsk8/Pf36e++meXDOllVlnPUcCBmRhE1kI6KyTGfBy5Mnj/f2xgcHB95XcRLx9Y5F7Zr12jWqJv0SEkp7rgmy0YB7Rey+XhhttEtps1m2FRDbAJDtccPXnrGz2Ww83gMQTdEdjYbOUeVLIgshKNTDKMy+3+v9t//s913UBZDAXiSUVeUDRy7xlfdV0enYCCrmuL2trOyvzLJicLpx82vzcJoZX8Nza2yT2kYCbfu49tCzGXgxs86wm0FhU+U0CXg3rhUwAq1EL2zU7K3UPe1Bpz78cRxrrDkZM5nNFos0SgYsgIRxFJdlWVVe2FgbB+H5IpeAFXj2IU8Xd24dTi8v+oNhp9Mx9TkCAVrjEDDPi2b9FwFEaRQ4NSzpMQRPFAWfIkJZlHEUSc1PrYduSKusnLpnUe+km6rIHbaBK7Y3u4v+FR/p9WnjDjQPbgZkbewJN0oud4NmGzl7O1v6rR8LN9OArn9qqUXcG++l2UJvXEOl2VgU7pCJwhZ7/fUB6+uoTDdWw+s/3mwNO6wfdrZbf6c28DUbvPUohY2/fiN29DoN55ew7twNzzYl97rZ47r2cseQpTX8ghWLWmUwaq5Yw/ZSFGGFLLYNPFz3z2v85JuL2RhrNTM43Syx5bpvjPGh9oCYzmZxZJMkUbLbbhK1/ojavzcZ69t22I34/8oTvgJvKJzYJMe0GYhtqq3OxFUD1el01NF0oyRtBwN5HSFrkuW992maqlNDjeY1bUAjtd82tWor35rT0Hq3TWZtXxqGenPt9XpNaIH3Xr0oLi8v+72eOjU3N1VdQTXUD1EaW2f9cO090jSdz+dxHB8dHSnY2lh63GwPkJCEsOFgtKLSbySiNhuqttp7e3v7h/uhCuKBq+AqLL0XkCzL0ovSB2/6UW84RMTFYtE4VSo9TA9GRKyxRITdpEgLa22n01GuERE5Y611SVIaY/r9YVVVVeWLohSBfr8PZEWq5sQ/+eSTTz/9VANMOp3OeDxGAGsMAqKGpflw+uln08nEIEHlHUNhUAV10+l0MBgskRZpk7jaESL65HnvHz16tEizsqqqqup2u845S0a5mv1+fzAYWGvH42E7v2H3krRtVd3ISlc15rZBIxEJt+h4m9apyJqqDIYw6XT/4L/5Z29/7d6PfviXz589SxKLAL84v5hNJuDL2MF/8evffu/tr0gorQmIUlZlnHS8D8Kao9HEU3Ldq4CoxfAK3N8cTFgqA6+nEu3yDjQhndb5CZonqkovHdIbMC3Wsb5x2jtdzwiKvFKzY+ciJL+MHmnklwERAFkkCABJjCIgDFKiMGoPCKgml1h7yRhnjKoK5/N0PEj2xz2NEVeM1Fr77OkpBu73e0RGB1HMHELZWsLqM1SJXCsBub1hLktDUI6Ar+0r6+/UY1NdW0CUOpUQoMlvbXII64/RoFZZ0raZTUO9k5rg6Zmn08UHP/3oa1/7ar8/iCwSGYPCwOzDJ48ePX7yLEp6xvUcwe1b+9P5ZHI1ydPy8uysKrk7dIs0I2fLvAgcCLgqc4tdBEtIn332eQh8587dKLIhBBe5sqycqZMDWxX8jQQhQ6hBCgIUGhgEAVjWQ2LaldOKeGBFrQE3A1i3JX298s3dkfPbFo/lea4k2JZLpycCVfRZa1GEA8fOGvR37x4nUeIQBYJgCMyAKEKIZABFvPpRNU3p+uum932HYmFlXumXxlQbwYe2tUx752qG083VI8IQ6rJAdcu6o7dRQe8D0TWTEBFqN+dNqUc75vft49S0pSiKIhsVvhKQq6sray2REYCyqAbDblVVgRnRZGkJxsZRtyjLfn8wvbqKjD06OHREUberBD9EBOGqLGWpQlEPJw2dN8YA6irCRMY6CwDWxaEMBMSBQ1UlSRRCwNrpCgBADCqRAFoBAHUTiMv5yya30tdvS3ZvMRv/vk0KtVtj1l72X+lnuBL5s67h/LuzEFdOQXEAEXHOxkkE2035X0lW3Ihwvgp+3AVJrfQ8X4ju2P6QV9rJ/D2ifF8CzXsl5LiNfbptrvGlj3A3SrkW9ggrRMpXmgm1CYoNWS9N08Y/U+dcK5yIxr+jPZxdObAVbV7T4OmHqBzu+vuBl7btteo+1Jp/jR8ilf7Gcdxw91bWGbMEk5oGRCPFteWDVyW7bKRaNKbT7Q5C19h2dNw6PbV9zbWK1uh5FWSt6y++0O1uH5tyJ+s2b+nId/1UNd4Sy2qDlpboDTNVGnZrCKpJUDvpsDQSvD4gYyMEmM/TEHwSx50kscYIsyUyCFVZCAdPpqxKDoyEIQRrLAgr7pPEkfc+zTLm4H1YLOaLRaoR29Y6BOh2u71uT5hD5ZWsRaqhIVIfvDbr5jo0T0RQrulvy3BtHwIg5UXJEggpcV0SijEWDoiFMe7o+EgQkGoX+F6vv3QjqIFHdaHsJF0hyNI0BHY2iuNOHEVkrCFjneMQkCgIFEVu87wsy7Kq0jxdZAtjrXHWkNMH5dmzZ5eXlyGEi4uLxWJx//597R+ICJhjMmWePz19enVxefv41tXFJYQQWUNl+fL5i9lsVlSVAdzb3/fCUkdyg6HrqQ9zMMZMp9Ner9vvD0ajceUDIiZxfHBwePv2cRInRHRxcTEajTT03PtyJUKqDfDWCvy1urP1UEqr2q8LAgFRnGeV2SYr9a4BUcpfEGCBYIwNXm3uDQhW+bzXTd57991/+hvf81X+h3/4w9l0KsY9eXHBLBfzvJtE73zta99+/+17d46QvTECCIEFjPVByDgAFGasHfxlOR8WRGBBXTC0VqqBxWWDYgSFalapDhha9EoNSNZzbtzh2nszKsuSCKlmIOoBAGAdfY7AZBgYAM1kVl3NiqKsuhUfjAcsvrE4WUoc9QxUvwqmThREAEFR2FCaa81orYBz0ePHp2cvzpNOxxoThHu9XhRFB4d7huD87DxY++DBfXVNBAEfQhS7qvTOWLVnoDrybQmsNvUeSBvUqo+SG9ROJziylNRdu6to/7u8bC2stD3jVikj1lH0AqxQJddsVQwMAnBxlf/orz74+ONPHp++fO+dt77x/juDYY8AmMFYw+hKD1JBKDMgIwhkIiCzKBafPX3xH3/8wcnxoUE4v7yYTqeAcHx8+6MPP/zZR5/u7+99/evvTSaTwd7enkiVZsaQD4EAPfvljW6Il9Bm8IsImdrZherLUGsvm/KxaeyXkYnSykyXbePkZty23UH7OhmsGSjoLbuZQbIZItNBmfZ4Zek/f/zEOTtfzN944z6AVB7IkGcWYWAK7IkosCfkyECoUiEMoVItqDFWWBAoCBqDofSBUYBQhEMw1rKyfQm48iDczmFXk541St5qslMjulhRbq9EzzMzXj9hLOyXKkoKgr4ILFgyPn95fvdEp5RGAVsgo+eyNNYSBa2DBx1bNapC9dpp3xFeWiV7760xZIwOtq/zZgwt0rQoyqO9PWNMWYbZPI07/RcvL+azxe3j2whUlBwCOIsgYTQ8GPTnn/z48WCYnZ+9fPurb03mi7QsC4ZOEpDIGatDF88cW2udAxE0iMhEZIhE2JAF1DGlTgrQxE6VJPpM6t3XVOIbuYC1XctyHZIbrojbWHwby5od7fHr4Ejb86wb6i+3N6HGsXNLjwRLuSy1peNLtyxoj9jWeArSrvxb0tlVcuOW4rIeVDXYHpJeZSYkdfZaHry8Zq+4u8t9nU5vN4rV2DgtL5TA9TMBzSu4bbT0qsamqfa3fecXiDLf4rgj7a9t/P7lX2jTYynLh2FVJv0q4SJvahcbpjosKcrXj+X6ia9g0a0GZhfEusNYqN0r6iqapqk6RuZ5vvEzb9BttueFtOpDZBEWDIGJBcihgvPKOBMS8SEwELEIoGUOsXVkLLMYQwBS5FkIPo5j74P3XpaUE+usW660jTNI24psRaG24zncyA5IkqS9XjWJce2z2/ECKhijgLzmb+scZ8U0cRu/GjYlSK+UAXXa8HoR0LbTVOJZC7+uy1M1F9VdSot+rUiUzdGKReYQvDAXRR5FrqqqxWIRu4gQgQOIlFWVDIdlWeRZpmerUOatW7em02lgjwDz2UztOl+8eDEajY5vHWnue5EX3aQzn85C5aMo0siC4XAYWbeM6avPIori5STMQm3/ikVZNBdLGZvGGCSzLI5IAL3nxEVRxzjhfgrj0V5nuJ+WRVktJNyYR6gbweHhoV6o84vzs7OLy8vLo6Oj73znO4qVAVBVVWVRZVlWcdAG25RFlmXn5+d6p4FE/WHjOD47O3v+/HmWZcsJLkVR5L0XpIrZCeZp9vTzzyeTyd379/bGo8ePP7PuXp6mv/jk5yGEN7/y1pOnTyPnSOffQCyMACRChBcXV8rDXEoWrd7c0XD04sULEUkXi5cvXiLirVu39CU/Ozurqso5s5IP3pBGoiga7w13R9BsILI3urrWzOmm51LLYgQNYhAQBCGDVVl2u710lhsiIowj+B/++z94+PDNH/z7P3pxdjYe76FxT5+9ePr05fHt207yN+/c/v4//vVeHFsKwiiCIiBgyKAABhYRNgjMjCIuss5YXUcAwHNYMa9vaxI2rdrXCBWIwdVt6Aa5NZA0Ti3Njy83ejGWJMjSgMKkmQfb+fhnn7zz1QcMgYxpnGmu3Xgb00ZCkbDcKq6NFrFZNSR0Oknl5fnz54DR8cldY+x0Oi3L4mpy0e31Ox0z2huLiI0iNdrSEi4vylprB8LM3W4SguCqMYYQGTQ3vt7sfQjILIQooHCjIAKzYlBaYlpZtru1u8Oyx7imAavhpdSPig86+QMRKTEYMlkuP/3w0Ue/eCwUZQX7AEXlTZYbQiJDLkKK81Jmi2nuAwsHESCJk/7Hj362yLMPPvr4cnKlGQ/GuKqsAtvPnpx9+IvHR/P0+O7JcNDv9HrTxcwRRcY4a8laXEKUsGaLon8h45bY53ICt7yHpKuQXFNxWmR1430gWtU7rQyAG2G3Pg9tF3t9j1Zo/SofXcqt2+jcjU+uj8cgIZVlMMa++cZXmHkyuTo5ObHW+FABOg07dM4iiE7cAkPkjC8zE0VgERgBSSRwAEPGkAOAsixDIDIOySH7OEp8CICmCqEqi8g5Z1Q1Sw0Srm1Vq2VtHoMb2rmGoK6XUVkSKsZWIoOCZs46rM1XagGCD0LGXk7mH3zws599/PHV7Oo73/nlN9/6CgtwVcRxXJYlAJaVF0S3BFmZxaBxrmY/VlWu0LfOlXXxrB19lAgQQq/XydNCSNrZoSJSVmG+SAeDAQCDUFZWs0VONomi6OXLR1mavv/+N7KCmSEvCpDgIjufTY0xeZZ5H+7ce3D65LM4cWVV6W/sdbq49HYKzFSWIYQocoRCNRc9IKIxiFaaaS6LEFNZlT4EliVBfSl/WL7arVYJW6s9yrqF247mbYWxvG5rsY1F2eanbMzGaLdtK83A+pvUJlU2P9LSyq58J2x8H+E6P6DpdlYPYBtztd0zLIWIgqikAGl1BbIeJfdKYGo3VPWaLMTXiy64OdvdmYiwG1RZ+8xXH956Hf+aH747I/7muWz4rh3fs827ZYXftH5hWuZzeGO8cvPCrxPal//kHfDUFyKU6v6CiJ1OZz6fb4zOa3vUNfAatf40jAkRIROD8Hy+0LQwF7ka09O0BJbIJdbAPE0ns/nV1ezq4mLQpa++eWysyxezJCLj7CJdeF+NRnuA4EMw5JaAWwVrmuptEOsK621d9Kv4mG4iyulYUjn8Rjp688W28G3lvivsFkVRkiSau6at0G4xHqyFIa1v2ddy6/aD1SaStoamN1T7fG2WcAOTvc7mZlZlVwjB+5I5OGuds1HknLW9XtcQVkXRsGzVpySOY81y0LT42WwWQuh0O3meKytSRwh7e3vaQM/n80WaGmOLoqhdT6JIUyP0GjGzMQ0llS8uLi4vL8fjcbfb1cW6ClVDBFWTU2X3LvPNIfiQ5Vnm58ax6SSdTkc9Y3rdXhQQ+MZt6/V6VVVNJpM0TXu93uRqenl5qWDx8jPNUpITGg8brTO898fHx71eT0UjVVUlSWytPT09vbi4aCDsOI77/b4xpvJerREfPz2dzqbHJ7dvHR8XRW6snc5mz5+/iJLkwYMHmuKndFkSFEJjLBKxD2VZPn/+/MGDB42gVq9bFEUPHjzIskydUc/Pz733V1dXIvLkyRN9solupEbq4xtFkQYJbtvCd0uiN2B9y3nMEqlRBxIG0PgmA2AwQGS4SLMktszF4cH+7//e7yHh//a//5sQIE4680X25MlpXpT379wZj/fe/rX3Hn7lQeRsVWVe2Bk1JUdAFL7+7d6zCNfu9ihci6nEIGl1c41Csiy3cQHysHmX1+ErSOOgCIhYh2XrBi71KlxPtvRiqJM5IiKBFzJk9JOKis8urj78xZOfP3okUnC4tz/uJ3G8vkO0Kipsv7DrMpWyqgDMV77yFUQ7m07zvEBSYI3Pz8+iCA8PD0UkTVNlXDe0BEQMNeRPUKwmN9YtmWdtCKPI1VYrCCCgi01VeWONNjmauMyhpoh776OkV1WVsLBwa8cTZgZU9BeFJXDQO1hVVeVrn+LFfMGUJ51+Xvi/+Isf+7I6vn1y/87t999/u5s4DlViLaCwLyMDo15SVCGuvKAmLUqQcP/24cH+V28dHhBxnqYIglJFscvm03e/9tav/Mq3fFneuXNrNOoZCA4lMhC7Ot5bhIU3D0dfx1NLpyeNdZjSY27aFO+y0m4njLWhreXqb1fUAjd5yEKE6zCLqt7rpx3RRk4YnKOyLI2zURxX3uukou4JRRTw8UEQyQsiOQQKZVC2ApGNXMzMRVlaa8nYyfR8kS9Ojo+qPAXhKgTPUAW+urr41je+gWRCCNaZEJhIa24KgdWSdHmtrl31G+/vRpunO4Xq1JutVJUCRCQggZmwnmwKgDEuMA+HXUAYDsdgzcnJPUMuhNIYFwIjWdREcCTCa5ZOW6enm1FbP6Yqa9Wf65HkedmQbLXE0V0vK8rFYrGMOzKLRVZVlUU3HA6/8fVvnp6eskBgmacZIqKxmrsTOSOAx7eO9sbDn/10ki8w6fUGvT4II4mySTmEMgSVyntfGUJs6QwRMbQs1poS52bdA7AzpWC9QNmBX21DcrZxMjf6eK0ML9oQLmxP9379P+sV7Wv+4Mpsvu2EvrGR2KHA+aJBcztwud0mH1+aWfqa/eQ6vfaLpOe9bnTeK3Mvbh7JjSDQV3Z6O3HjV1+0bQLRjXdnN769rBlwXYbX8JC3GU2ty/mWI7Ottl4asdDtdhWDWmlsVvRfjd9702WooUazJoTgF4vF1dUVACKeGee63Z6aWcRxXITw4uXT+Wz68uJstkhZ6HB/7+nzl3/11z+5nP3OXr/niwUAdLs9AEzTNEkSY1lNWZjZGQtrgbHbJKlww8Ia2qzLWhYURVrxqqvi+gVckbJvvOYbncBU6xjHse5cbV3Va64522gRAGBXyKZN2MUOO6yGAqs6ika5p9Y36veylBZQpxt34iRJ4k4nCd4DcPDBe58XWQgBBFX6peegIYx5nqvqTx+Rp0+f6tfv3bvX7XbzPD87O5tMJoPBwFgClCh21prAPjAwc17Uz/rhwRFipABACN5awxy8r2qYyFAjUtS/vHz5cj6fq/WogFxdXl2+vDKC/VHS3xsvCnkVpWAAACAASURBVAwhREQ2jqQsDUYrdVWn04nj+KOPPnr8+PFgMDw4ONDY+yVjDYlQG8UoishZ7/1kMhmNRqrCVOMZEen3+yAKp5Te+/39/TfeeMM5t7e3F0WRihLjKJ6eXywW87v37t06viUAntnE8dVsuj/eO7hzB4gWi0WW52dnZ6XmMhtSA5iDgwNm7vf71tqLiwvt7pRummVZVZXdblKWeVUV+lxUVaHt5TLzmhp/WL16vV7v1q1b3W5XRFj8blLHq0aAjZKfrk1cxCyhMQ8owgRiSAgA87zoda332ff+4a/+8//uv/7hn//tT3/yY2aMong2S1+8eAGBbx0cDHv9d99+61e++9CXAXwFzIgSAhtjANFz0AEFkhARgzfWxHGMSFLLBVH/3hAnWtqz5Rsr2s21SgG4IUZThLKBpZbmmctvIXuzx1VTFBQAQSk9+NIjMJF5+vTsh3/5V49Pz9Is/6u//puyWPz6r347iWG9c2itZbyL9q3qKARDICBE0O93BCCK7cVFRQaP9g8MEgsbMi7SCO9aesrMJYL3HgJ/9JNH08V8Ga6Noba7tEVW6rOhtP5mtdE1xNrapkK5Cvo06gIaQmCmFW59nThfVSEEQmOMbZ+19z7P87Is1WmKw4xoVoUwGMRvHtx7//33j472Y2OEq24Sg5TCAQDvnBzduX0L0AYWMobFi0jlOel0q6qwhMFXtWshi3Xx5cUkTfePbt9KIut96SwYA8CsdGhg5fogLI95g3MM4nrVuPG9aCXd16R/5xxzeFWbZ5Z5M7UeeGW6vB5B1o7fWakVVlN2jClL71wUJPgQnr98sbc3NtawIKL4ip2zarljTMTMAYHIMEPFELlEvLdRBAAhcAgcJ13j6qHmp58/+ejjj37vd36LJAwH/TiJh0n3/OLi8WdP3vnqV11XLTpNVVUi2LSvtQyb7IrUvgH9tKIyS0pkQ0Bo3wJrrShj1gftAxGo9KEofJz0kk5vMCjifvfJ6eneeDxIovl8WlXleLxX5oVxbj6bZ4vp3t5eQ22oqqosyydPnpycnChgqI93HMefffZZFEWHh4dlWV5eXr58+fKtt96KrHNxxMyz2ezJkydvvPGGxiv1ej1rLYsYxPl8ri1oCDwej0Pg6WxhbJwVZWC0ziVJ5/Hjx1dXsyiKotHIGayKzHY6V5NJZE1VlSLdyNYzGucc1J51dYavXkl1qGnc5wBIF8MVKbsa1bZYqZuT6NoIyUZPyE3ff6Phaf/g7uzyjTZCsCnHbOO0cUUytP10vrBiaj0jbuOHb4R0tplDrosmXr8le30R4/8Pf9rF9Ou3eTvq3Vd6xuyeMn+5rLxXNtVLJQK0BXLKll/Kzgm2eP/AdpuTNkNkm7eqvkOw0+R2rWXFlZdoHTLKsmwwGOh0tf1LdRrYwACNUK0dUdO8rUQ0uZqen5/r1uacGw+HRVVdXJw/f/78/v37tjP62cePLi5fCkjc6QXmq+lsfzx+9uLlD/7wj777zXePDobOOTKGfWBmTQJPorgoiiiqQ+RWDCm2TZGgFbHTnH5j2aWUQC3LG4fb9pK4HsK+MkXdmP9p6slwPR90zmmdv1tqu6NTXf9Bu4LjrcCU7bhDBejamQrNVVPwR+EpfSKVvGsMWofAUpYFIlRl4ZxFAJbAbLz3naRbVZU2soPBYDKZ6NOzTBEIT09PhWUwGILIYpEu5osQgiFz7+694Wg4mUzUbHM+nzvn2jav3W4XCfMiD94HZhHeP9gXZhYmQh2/1sUiUZqm0+n0xYsXWjr0er2iLC4vL52Lbu0fog1FWU4nxcXFRY/j4d7YWAOsOCw2VGxmjqL43XffJTKIGMXxbDZrfIRWvF70KilnUtMzmgclz/M46gHA3t5eHMe3b9/W74+i6NNPP82y7OFbX5lcnn/++PFwMBiORllZskjhq8F41O90jw4PvUieZ0B4dHwURXHfWM0aQKQgrCF4cRwvFgs1yVUo8pNPPjk9PRXhy8tLrZ90tBBFkY6W9V5ryaJPuXNuMBj0ej3tVDfu2bsdotYUujfF+grXNJZugFyLNhUA427sbh8f/NZv/udHBwc/+Pd/fPp8EsXd84uri6vZYpF67wfdzlfeuPPN99+9dTgsF5m1FEJlCAEaZQ5yCCxAJAZU1oWEGtGt7RHVeBiv8u7UQHL5J1J9Xdg0D/PMtZel4jwt7CQEYVbXkeUEaPnCZ1kWmAmxYkhiJ+wXafbk6cvTp6dnZ5d37t599+03v/2t95Mk3uakvLwFsk5tuuF8w8wi1lgWcM5UlWcOC194X/b7h84ZzURZjqXNcrIDIQShiNAEDtPZ7PTZM+ciJFoikyAMs+n8wYMHIYTLy4kOw9qLTJ77ZWqNWhm5KIqIbK1Pg4CEkYsAldJZW4/WFDgy1lnCJRHEkCEjIOki9d4Ph8OYFNE35CiOY2PQGgvsVZJExqjwOCLDDMyBLIgEAEbCKDHCRTciZu8is1TTWR8EIHzyyc8jy727Jzai4CvrnMp2EGpnFSWcbMxfphZXc9t70SwRjV5a38Rry1mkNYZSmyWymuu9MpNqczHamZYbdwuFzgDqpBG/pEsEDmfnl8YaMqRrrPa2VVU5YwCwqipBYpbS83SR/umf/pkxrtPpGmNm87mmHmVZVvlgyMzni49//vF77737xsOvlVkqwRdVaaPEJd2iDJUXFvRVNZnOR8NR4Doa1FqbZQtth5oBeZqmeZ4Ph0MNs9FnaTabMfNwONQe7Pnz55r/qQSKNE1ni/l4by+OYwFkz4Fz7zlNi5//p5+wQOAwmc1BoPLhcjK9PH9Z5plzkTWWxc9msyJbjEYjfXMbd+xl7wRtLGs4HOqttNaORqN+v9/r9WC5Kuh/bTBz7RvJmMBwdnZe59xYW1UVojl9+mKRlfP5vN8fkomePXu2Nx7HSccYc+vwIM/T9997L3YuDSEypttNBr1OWeTj0fCTTz/N89L7SpWf7fbeGOOc0fgTa60xVJalMVZ3/2u4/rqMeKV1gaz3URu5ml+OHLhSrmxO2tzUIWxUCW5M+tnR+71mpbUtMnEH/rn7snw5WG+9dXwlAeeLYmtf1IVl90q4ozPccd22Mdl2s1XbHMsdzd7GSPcvGgWxpp1bvaEr57g9m+cVT8560EIb9HtlwEObBb0SNC0is9lM09FayWegsEED3K0/6u1McCLa3x9bS3leMMtwODw4OCCi06fPnp4+UYcOFzvVaJdVEQIihOm0ePetdw4O9i8uLkmCcy6KXSdJsMbZsm63E0U2zzIku010t20q1J6xNib/bXOXlWS8bbOY9QZv5Xua/b0ZUmdZpnYynU6nqqrGJP+VmN7G2q9Zb20b2G0+SDcntSlrI4xNqnoz6pvNZnmeK3NSaZN6lHUdECpAQAFjIoGQ55lIHEe1ds5aq5hAr9fTj10sFiIyGAy0W7u6vEqSzng81pPXmWCaZqPRKIriyWT66NEjEVFrkMFgoMegQ9CyLBeLubZSVV6RIQAhQ8v0oRKEFDSI41hByOPj48FgoCRGMnR0dJTYbsdFWTmLoihJdH4cZvMZko9drwmFbHZHHVGfnJxcXF5OJhPt1K+upv3+kAgaF28lvOh7osyixiSgmRk45w4PD/Xa6puTpunBwYGCFZeXl95Xt2/fjuIorypypuf6/eEAAoMxIiFKYlJSVNRpLAdqvQoCAJyenjLzgwcPOp3O06dPP/jgg8ViMR6PDw4OTk5ua5HRmJe2mdZ6UvqsW2sVrmwkncbSjsV6m+Nca03hpXCo7vGWGU1aQxsCERAET4Qi/Ku/+iu//Vu/8emjR3/6J3/unOl0htPZ/NnTl0VVjoeDzqBz+2j/2998e9SPkQtnkH1pLfqq1A7We6/ZZUQIEoIXECHjmGE+S6vgtZMJXqDlv9dOSdYvioihRLnKKwhJE/dnjEWE+svimUVjEqoqeO/JXb+JGiwZRdHz58+ZOUmS7/zy+z5UhQ/WRUgowb/ztYff/MbX3/+lt4Era6CxhlvHgtQFZMdWV/MAAaLIFUUZgi+KnEUqX52cnKgctD2saiRGTb4fCBjE999/58H9+4gIxiKiMAiCJZLAADCbzb7zy99obOhbrc4NxfAydJXyvDTGRLE0K11DBWnc2AQAzQ24TBeoPM/TND0+PoacBIHFAwQGjav31lj2AZGACMAwB0TSIMnIRcwBBAGYEIyxeZ475wRqAq11VoAvLy6SOL5791gk6LRD8dga7RUl8aG5uZ00w0s1XG5UWBupOM0er9zCNb30Vnvu5hFa6dnaJexKalz7L82HNLRD/cFmJoqIYE2aplmWD4fjZ8+fzWazN998My9yVaPNp/P5Yn60v6/rsIlcYPnphx/HnT4Z1+2PvvXNX86K/D/+6Edk6Z33vv74yZM8L46Pjz99/Pi+AEWdtOCq5B//9V8PhoN33xsGMYUPi6zodruz6fzJ559//etfF2Gmem+6vLxK0/SNNx7oKqpCu8lksr+/3yTGGmMWi8V17FgrfUe/od/vF1XpokgAKu8V44rjpKzka+987acffJil2dnZ2fPTp1eXF53IvvXGg5OTOwhGGbAnt46j+I6aWTckEWPMw4cP9f3S1SBJkjzPj46OmmwG55xi3YhIhhqRc5Ik3gfdm4jIewng00VqjCFEDiKA1sUf//wXf/ajvzo4OByPx8zsouTgYP9ebxA7M5vNnp4+KfM8jqICgKtqb2+EXN2/d+f3f/+3/9W/+tcf/uznSaeHiJX3HDyIWGudM957Y9Bey7aNtVbnJQ0H+Drcpo6q3yqOeqXsZ2XAvzJKbyMA2xCtppNfsR16pdVEe01rw4bbeoN2juXrAD6vGRINW2x1V8rxvwtpc8dv+XtH53YHsq2sReue9bvnwq+hH2vrEdYv17auTxrr9S8NJ67f5VdJVG64cWzkM68QCLcf3nrgm7RsbzaIY1dYnXDTuEW9NraNZtrfXBTFYDBQyES/rm757fi7lXdhpefR1k6LdljG/3SS+NbRYRw5L+HWwV6RTvrDwXC871ycRHE3lq//0sN33v5qyBeItUwscrE1qBVLnmXdbpcQs7zc9nSt8Gbb5Bq9HXoizQhpmR0qreKHV6bnK0tfe7rXxsaatVR3qAYK0o1psVhoBdi4YKwYhm08F9huims13AiRlgcPRDaEUFVe+SHGSDvIqHmUFYVrALEm4aemcqk9KDAJWmOTJCGDx8fHzFyVhZIwnXN5VmjRk2UZM+tepU0OM6tOT5s3/Vf9ikoVvfd37txJkqTf7+uWqYyvJoKwiYfXjVM/Vp9F733Iy0jbnsp3orhzECdJIiIWyVnnrKXBEDxy6TtJEgzZVLrdrokiMKas8qpcRFWlZ6E4p/auzBzF8WAwyLIMkbwP0+l0Pp/3+31lb9YJ7wJlURiiMi+cc3mWOevmi/loODo6OirKmhObJEkD2V9LSIVPTk4OxvsujrOyREsalAYshFD5igkRgEOwLg7MKus0xnzy6aez+dwHT0TT6RQRR6PR559/rt3ygwcP7t+/v7c3bg+0VvY85S3eeNqEVbwJIoaw9rCvWWtNvBs2hIhGuqNVgrDg0kORkFTJBk3SN5kQAoIgam0BAGSRBf143P/t3/z+g/v3Pvjgb3/x80/iKHEmOT+bnl+cE9J4MNzfG3z7G++99cadboSJk+DzPBMEiCLXzPi9VwWODcwgErnIGANkRODjRx89OX2mCs8yBGV8aVEYQlAQCbAW4RhjUJzqkWTZxhBRXhRxFIUQNCePCJ2zRCj1dYC6XkJECG3+sPdlv98dDHpZlvX73ciaqsiMMXmWH+7v/eZ/+U8O9g/H45GVKkgpbGDZQujL2Bj6LZeGtok8EN3w+kcQDswC1jrNQe72uos0czbqD0aIhFwuDR6NGoTUpp2I1lpTL14QR91hr0dEtZ8KgCEMnq1F5jAedjqd2PsAYG6OGAMRMTcaYPa+AraRlbJcBLKkD0z9fzFIZZErDA6gxDEQZgBBIgPy5PFng8HgYDwWX4FECGINBgFHCKKrs5C1AFCBASTWR9cYpTRrN46I2o+7yAkAgyAQA1Se54uFcTbpdl6enXU6HSLs9XrceMmIyi0JRRB4qS+FdvBrmxNRFIVW/414TBdVJSboHMoYM5/PG6a0zn2m02kIQeGjeih2dVVVlcJTDYVeXaCatlz9nA4PD3XgqoeRZdnZ2dmDBw+WaaVSFMXp6enx8XGSJMoaTdP0888/f/PNN+M49iUXRTmZTIyxSZKMx+OiyEejQVlWGgTUaBiIyAtHzj148CDNqlu3bo32Dj/+5JPpdFoFTlz0n378k7KqytK/PL8cjkdvv/ve//lv/20cRY4kdi47u3jxh38CROSiH/7FX3aT6M17dwHgxz/+8Z27J7duHekKdHJy0hQ0ZslL39/fb6bOuuPevXu3KWJCCCcnJ81l0X338PDQL7fVEBgA8jz3vnIuOjk57g/6+0eHp6dP8jQddseBuSiKxEWKYQpwWQY9gDYdptmeG+MBlaA3tY7CevoNoaYx26VlF5Zl2e/3EdF1krPzy7wsbdzRN5EZAsPZ+dXx7XsCWHmJ4ySwlN5nl2e+rAxRt5tobeis6w0GeTZ7Nr88uX24WBRpmg4GPRZiAeccCidxHEKwtma6GmtNPSSq33Q1QrsuZ7Hp0HAHtHXtk7QlTWGFwNyE2bRHituKmKb2bWSWK6Fn6+ymdSxL79E23ulNM7BdngcbAxW2kUvX27mVU2uMwWG75f2XwI5e+cXXUdO1QynbTO9XUSI3u1yskDZXJIsbW6MdSNTrGcPAF8Jj15mxjci2fWor/wqb8irWp2m1FHa5ZWuBoXP2jbEHuzmlGwO+1y/7NnR621c2Zo4336nBXbpxNJ1kHV69JinUl1pPXGOoZcnwVOhHBIyxo+HIvmGn04nh6vhwfzxMkqQDxlSVVEXOVSk+N+zJGg6YlSmRFxEip/azgWWxSPu9Pseok7J1utl6Y1Y7Ti335ZtFlLT9q9eHPtsYsM0Qqj3dbpqUFSPTxnRNHTh1N2nC/aDln9kMpLYbTeEqaXN9gWvOR6vbRhujNUoz6+12u23sovEXqdEtQWZAS9qtBV8x+36/76tKuT26DddBc9YCgHZ92jorFRARZ7MZIioPuIGYxuMxYv39KoRQaxYF6EajkV/+aaLby7LM81x/PI4ShfW89wo/6mXtdDqIKARlWbEXg+iZhTCEsFgsoKTBeBxCcDbWbrZh6+7t7elhE1Gv1x+N9oqiOD8/z/NcSUFl6fX4rbWIEsexM3aez3xV9fv94XD49PT06uISAeZpOZlMVKm/v7+vPi5aC2pNbMj0+j0G0bxxFhZCg0hI1hKTDuC58v7Ro0cK3DkXTSYTa21V5Vr6ENFPfvI3V1dXd+/effjw4dHRkd6UNmDbThSsH68aFdk+6FqfeN00mqaW6T7WjtEIAISonPClH7/4yiOitREzG0JhQMAiy779K+//y3/5zz/88Gc/+H//w3h00BuOLs6mn3z6nA0iCDI7DL/zm79xdDCwGMRngT2LRzRRFJllkDGCMVaDAMiIIBCRISQGDCEYcgBYVcEY14liZsYoqk0LqyqOkziOmzoyjuMoXhl+13GOul4bQAW1nDMNa9Faa4yrC0H0Sm/Qx6OeRIRbvV5vsVicPv50MBiVEqy19+7dNwKJs1VVIokxxhpr0DToUFO1NGz+RtWmn98sJcvEP1XgYFlVlWdjI1+U01laVlXn5eVgMBh1jGajhRB0TuGcVT9M70Mc1fWfCIMQgXj2zjoRsRa9CAEQYieyXJVmGQ96TRYgEfGRNdYatcdgCJaILKFQlft66ajtfNH7MOwO63XmOj0HddEs8uL24e0oijhw8IHQExEHH0emrHJ9bsuiQCRDjtXblKjIc0N1TKU6R83n8yRJkiSur48PiyxL0+zg4PDp02edTsda1+l2O52OiPjA6SydTqf7+/vdbjcEEQhVkZ+/fHF4eNgsYoj44sWLxWJxcnLS6/W0W3v58mVRFHfu3NGnQhuq2Wx2cHDQ7XarqlJS+mQyOTw8nM1mWvQ36y20InB0xKZLdK2ftLbX68VxXJv6GjMYDJIkafYbfSriOL53754+tPppg8HgzTff1Nukv240Go3HY32cLFI36RwdHD5//nLQ69+5cyeEUFWFMxYR2XKn08ElTyGE4KvQ63Z9yHqdZLGY/7v/69+9ePky6SRlWTLXpIDS+7fffvu73/3usN/76MOfHh3s3T4+DCxRFLvIvvXwYZWnvszj2I1Ht6y13W63lSEObeVJWzKxkQq7Pp9eesb8f7S9+bNc+XUfds53u0uvr98KPGAwHA6HM8NlhqQoKdpNWXKisqQoFceRUxXn39J/EFe5koqtSCXHKi22tnDIMZehyNkxGADv4a293eW7nfxwui8uuvv1gJKDH1DAQ6P79l2+33POZ2sBOyDY9NhoaVJ163D/+NZRAPzSa69QDInWRsuqqoBCiGyBvYGLtc4DbMa660IseupQ3VgXiOvr69FoFGMkEJPpHAAXhxUjory4uDh5cp52d5Q2tYvKYF3XzgfAyGZjrqoPDm8JIa7GE631bOJtVQwHfWerspgLRG1SQgUQg1vM0RsAJMaoF2vRUwfLZvVonU9qZhk3VN4bdouNepg2mneTXK1dY61bGW0xSV8xaGkzsm66W1YqwhULqxWvlO1g5sYibLsm7SYU9KYXb7zVtzSHN9EOb8plXu+uV7RMz2OpsoLNbolSXIkmW/nhlqJ2/Tw8R2oFbEFINg4jVsiW7YAWeK6Q96eHx8kEDemAh/K3b98+PT3dwqddP3uf2aNu7HA2nvONfemWL8VSI5b2rF/iLfgk1+S4bIH4BVmSc8X7wfvvV1X1+c9/YTyeKonjq/M0zUHqbp72O/1bB4d3b98CCERQ1/UiyDQEABmjIwIfw8XVFeul5/M595bN7dTUSE91K0tvmPaDdhOGtu7O0na2hHZOD2IT/c113QqDYJ20vNSzVGmaJknCZ4l5Ik0gRGPPdrPT+9NjVut96krIYDMnW79pmrOzMjN4GiwriB3Az88vpBRKyhhDoo2tXZIYYxI0i62alRX8VHOlW5blgwcPsiyr6/ry8jLLMiEE9zxP+wkiW1uGUBbwnRBEVJZVVdVaKxaYNeeUX8Pk0hgWMRfc4zE++TQCno0lIiqhlFJV8Ez1MZ0uEWVZ5iw1MonGwKDh54QQ0zRl4JE7z06nl6YBntrWLUq6JEmYpMq47cnJyXg8nsyqsiz5mXnhhRdef/11RGQBJCJaW1H0nLFuvXcUSUAIMdQOPEnEeVWGGA8PD5VS77//vtLamGQyndbWohANkZq/9d7e3iuvvJLn+dXV1YI2iSBQNCHIfMBZnrFEisPtfioN+vPw+NuatzZ5OMZQ18ViJB/dznDw67/3zz730t1//3/98dV4vLu7Ny2q8fX84elJlna0jN08e+HOS9948yuDjgFbWm+1RhJCqDThQBIiQJ5T806/HDgBslUPCYEI9168e/funRADohBsTtLKPlJqGR9CJIXQWgKGFbYGCkFsRCEEECAR60I5fgAAhJDBB3bPF0oYo0KIWqsQOGeZnIvWTq0t+r3hYLTz4OT0anIllT7cHQFGJUEqWVhPgtPbRZvc2DD9modUSqG1dO4phYyr8MU8HoXSUhlMCcbjIpIoCveTdz8aDodf//JLCzwQ2Vydaut4YIZCVnW98LpAREGRXPQRpQreVzYKiSBwOp3yaoUIUop5MbXWsrVsjIGIrHVPnlyz0w8AxOhDIGsr71RR1HmWAglnY4jh+up6OByyLyKi8MFfXFxorQeDwdXV+PLyknW5g8EAEYXylyfn1ta3bh1xYLcQ4vTkdDAYpGkWUAQfjDGT63EIYX9/X2tNMfJAR0qRJDpyCMlyZb9//+M8yzt5Zus6SY1Ui3Outco7+WJEhYQoVJpyqd3Uc0qpvb294XDY4F1CiMPDQ3YJbtbr0Wi0s7PDCwI3dXmed7tdIprP50zoZaZ6M3psdqxGFcYPWQhhf3/POce362Kwp1iRSM34uaFLNON57v14RWo4umzRJIQoa8cHc3Ly6Pj4zvX1VRs58T4oJZVcQFgKQEgJiL08FbdvlbX9l//i97RSIQQhJQokAsGuVEIg4p3f/xcSKU90YnQkCoRSqxhCoqWgABTMkkzYimR8mlKFKBqwdKMcoj3BXKlImIcoUKDkdEiQMSopCSlSCNFBFIlSRCgF1XUlJULkOdEigHTdbGO9+myzCpudl02cQgxNAaGUqqpaLUPMQcB0PuNiKAJIFJ6wrKw2qY9gyxooCCmdc3murHXn5xfdbj2dzjqz0hh9eXEZ3LCcz3cG3TzLyqJw1uokQ6msXxAQeNiq9WI+FWOsyjJJEq0VRyjNZjMEue5rskKz/EzT+Y1Sk5tc6TbW8VvcXFZ6+HVGdLu9Wed5rl+ym4qf59wE1+GRdcxkiwZvI8nz+VGsfzzBcgtlsc1Yg01GptuN+28CCTcGS2yEAZ9HqfhTeedssaC8yQN2S2rUejbGSvHMmueqKpVSWisisNbOZjMpZRO0vc7d3X60W2QyK+j082CDz3lXcLo3IrJz+4ol78ZHj4sT3vHlUiPmnIcI0+mUcZHZbLazM4ox9nr9opzOZ/N+f2e0f9jNslxDr9NRChEU8abWEss458uq4tDd8Xic53mSJOxJ0UBQ7UHnSvt30/3Tvj830rBX5h2MjfGX5RV1fTNqN40rH82MfU7na2T569LKmyxYnxFSrqiJVowZtqiZV3RKsHQwa39eDBSQrHdVVUop8iztdPKLi8tiPj86OrTWnZ+f82CeWZrMV2FRx/n5OUNYXBLFGB8/flzXNf+Eka7mjDN3tOk5F5I863ii3IgGEYRWBkE465vx5EKjFUJTKhFRxIXPobXWxXJalbXlT4QkVoYfZwAAIABJREFUSSLUpLARK7JbBjvkLA9MNB89GAxms3mjLOI6rK5LROz3+9wl8t2QpqnW+uLioqj8vXv3jo+P79+/f//+/b29vf39/SdPnlxdXSGiVCJGlySJUUYnSUAAgQgoQSgtjVRpljEOMJ1Otdb3Xnzx3r0Xx5PJd97+blmWvSzZ29vrdDqTyYQjE9566y1jDLe7UgqlJZcXfFQLN4vUsOmDQLGdSb9l99q4VDU/XNo8QKtOdYiYZqYoik4n//o33vjNb/3yD37443/7b/7PLO8pkz05nV5cXVW26g971tW9TP33v/sbe4Pe++/+yNBOv9/XSqHUgUQEQLBAJIWUQhCBlFI8W/lJLWNokqk19zZ8WwmxSB9sOEVEBBKXSXTASt8YYqQoAIWQMUYpVAhBIoTA6cMyxgAASgggECikEjGS0irEaG2IkTidD0FghOn1dbfb63eGuqemZZVknQ7gD3/8k+zNrwjKlEDvgpCqrOq6KHu9nrWWewBEZDS41+sti3t1eXlZluXBwcHCSBDRWnt2dtbpdrVJptPx1fV4NisDYSSsrQehHz98HKOsaquUqubFgwcP+v1+v98XQlxfX3e73fl8ThgHg4EUQkoJRFcXl0rKfq+/QE4Iamuns0JILaSx1koJVe2c8yaJYUmGioRCGkAVCUMIIZLWSkiTaeGDcwGUUgIJgfrDTCUkkHzwiFIg7R0MARDA7+z29g6GIQStTYxBa+2jvdu7E30UiwR2FIif+9znvPeRSAGikoh49/jWYq6BQELkSdLrdISASIGDNgKAEB1n66P9F9IkESi8c9KgWITZY6rVaNAHgBAjKiGEoEjp3h7z+3nSxOsYX6BmCW0gxBV4oYHC2ptKv9+fzWbWWqU0wDJGEUWMxN0yO8o0O6wx2jnb8BTaK3wjruYViT+oQexjpBBig4zxQlcUJQ+wMAIQzCez46PjfrfDPYAUynsvlixEbQxEiRBJSiARKWghOlnS7+aRwsLcVYgQgpLKOdvECgEqKRDJI3gUIhCijEkntVWpJABKWLrGhRCkFEtL3mZChOs4z3buXPMyKQQBMmsFF8aqXmkVgo9AkUihAqLA5ltGee9DWFyathJyo1PiOvtrdZ+mp1rZJYghmCyDiNbG2axQOmGT2xjAez+fFQQCUQtJSmhESQC1tXVtq7q6nkzLyqbTMstzjVDXlmNvDg8OLs7OvXM6yZzzkRYikUhkjHGujjEmiVZKiVYZ5JyPMRptVkwvm0KufT7X48W319YbaWMbhVvrJ/AzhVvtymxlXt5Mpdev3U3dxWc6mtzkRLIlgXrLAHR7svnz1+JbQJUtdjXbe8JmMVlPs3jO9ukmSGrLwWy/6Bvbv5+K8vqZuN/G87aC+dzsKvSMXo4LDCHUK6+8QkQffPARAGRZ9pWvfOXtt99m3vs/Ujy5MWntp23qVjrD9Vfy/sIxAExKb/t6rPTqDeTOVQoRKW0QRZIknTwXKJIkBYAsK/O0I6V8dPLkkwcfJ4k+vnMcQc5mJQWKiais9xEkRe7XYiTnvLX24vJyPJ5MJtOqqu7evbu3O2DvzX6/z0fYxDXxDthIbFbGDRur2Y3XdwWXa1q75jxsxPab7bXtLLByVnnvns/nWmuuIhq+5EpPuH0FUG3rmHaHupHAue4TwDdik6DQPkchhBhDjCEudFCOQizLgmUDn376kO/4Tqczm80mkwmD12mazudz5xxD2DFGDlHg2TZTCvl0tGb/kTMYmhPaBEyxQyv/F/6/bXdQVp6wIoXbLU4G63Q6KEVta0laElCMnU4nSNBaZ71eHbz3HtEwTZQdPttdMRFZW2ttmsfD+8CQK2OGZVkao3hgww8GCwhv3brFZjNyUuzu7h4eHpZleXp6ev/+/cFgsL+/f3h4WBQFQZwXUyUloogEVVWGGJz15AL5gJF8CCGEqq5rZxHRmAQRhZK9Xo/zSYqi0Fozetnv95MkaRhZ2ih22W7qwqOjo9Fo9DTnh7bRJzaKy9d1yTflSDZKDHZhQcQQvS3qnZ3Bb//2b3/tK8d//O//5PxssjMcPXx0ptOudTYKjEQe/M/83Nd/5vVX+nmC0X3h8/cSpSCS1KZy0YUodapkAAJErjCRpXSsppIoKleSUEIIJdG5KBBDDN55IYRAQogIUQgE8s5aWkQHc4o3+BDmM9uctCaei59MrfVkMuEyXSkBAIIEAE3Hs8lkdnR0ZCuPQhazGgDm8zGbrc+nhZZZNx+cnp5+8MFH07KcO6eS5OTk4b3bty/B3711pFITEU/PzsbnF6PRyFr74osv8k14eXnJbV7DE+B1bSk9WiwWxhgp1YMHD+7ceSEQPHx4CkJFElIaArwaT0zW4e9oTHL79jFrXGezeVGU/f5gf//AY+BVNhIpKW/dOQ7WIS0WBx9Jmez2neF8XhJKk3ZijN3+jpSCXaSJAtsGjvYOeExT1jOlRJ6kQhmEyoCpqkoimcRYa3uDLISASCAABWihmDXNT7pzLk10CF5rWdeF0pL7vRjiwtw5BO+D4A4/UqPpZYnpso0HKUSMHgUogZHQW0sUdneGiTEIBBR63ax29SK3NkYpVQhesG6dAnkfCeOy5WgsixoxRhuvXpqsQIzUuN2kadoMrRqojXkERVFwjEQjP24u60oQXFVV/JNnQV0Zgm+zPaGVy7f8s2pi5dol8iItQMmLiwtmckrOjYuAKLjBC9BAbcDcEq2ls7hQeiEIKSkSxQgQmSQolNBaCAJEDABEMTPGO0dAJARIGZzVEjupnpU1gWiWfWYYPrsEPd1rm6C/DT3V2gYHy+QpwVReZmcQ3y9OSiEkQPCIaLRi36a2ZVxb3AWbDLXb49EVes+iJnCeMXnuGIUQDx48MGnG0s2ytNY5RAwhKrVgBEyn0xgpSZLgnZKLD7q+vhYCp7OZUqY/GCqdCCn73S7FWmt9fHxsEvPw02secXq7mDqnqXbW8ucaY5QS2Ip3a/ZTvqDtqF9EWHfhe7bKhJuiwNeL+2euxWe1Cu3nqF1yrZekzeMDm3w41x0FbzIFWUnh297+rTcz2+HK7Zhnu1j8/8k65flJNytt8GdisBsvSjvOft04Z4MpwGdNbba0hf/g07V+HlZsXdfZbStTic+kUyLiZDL5zd/8zb29g7/8y7+8d+/ecDhslu7PRH2fk2G78aHbzgjdYvG1AloawwNcyY1AnufNALGt92moRvy23W738vLy4uKi0+1z0vpsOu11e0ppRMEGT1dXVx/fvz+bzb/wyktSmbOzC8Bro1WewE5Pnp9Puqno5Klz7vL66vHj09PT07KqsqwzHA4j0Nvf/97P/8zXXnjhBRa3Z1nGlVg7rn0ZGwPr+rUVJ6d1NeZKj8dgVZMc3kjM2jGqbRL4Okq/MudqNveqqrrdbpqmZVny65tS4Sbw/BnS5jq62u6XiMhTbFQ9UqngnPfBxxCAPEXWO7kYmj2VC8qFoWVtmd/vfRljFCJGH4RAIcW0LBmXpKqWSapQmCS5vLx0BEmSRCEL66RCIbC0dQTSaSK0CkBPnjzpdru3b9/WWjcy1iZHof1dmv2pnUrBzVVVVRGhchacjTHW3nHjd3FxUdd1kiRplhweHGokx2HAAE/OL0/PL/JKCb3AeOraKqWcYwKkkVIqpZ1zdV02aNjSiTGU5Zz/qrXO87S53RvdEdNHX3vttfl8/t6HH0yml1fX+XhyIRU9PnlwfnFirW1Cddd3x3aOR1uIJaQ8P38khJ/P5+TLXq4xLgIJB70OI3haa61Ee6rBgpk8z/M8N8YgAcXIIiuCbdauKzOGVYswiojAJMH4NLLzaZVgwQtAAUKC4ODtVMovv/n6r/zqzyPC//Mf/+rJJKSDg6vLceljNZtkqQnlPMyuv/H1L//qG1+lOPfVvCzLEMJoNEKJrrYAEGJ48ujhaLiT5zlRdK5+9OjR/v4+0+f4WpyfX5dleXR0kGgpJNW1n82L+azq9oe9/rAs67Ku8iwXQpw+fsLiz0jO2hoF+hCur+bM0RVCAAUgmkwne7u7zrkExOWsDISYRuUpBscsL2ttlHJW10orSWSydDabqTSRWnuKKjEKYV5XWa87un1Ufvr4eHRQFNVY5ALM7eO7ICFEJE87g5FWMk3SjsCAJKXwFG/dOUaBgYPZlQox7uztI4oQPMeLIypENKZzfT29c+dFrRNjPErtA0Qi62tlzHQ2ffj2o1QUu3uH2qRCiKqae1fbqviFX/j5VKdKCo1IBNJoZrFCJMnNAAFRlAJFDBBDapSUSBSN4XYiKAUxAlAU4IVGABJIAUkhKkRBhEgxJkKAVpJZxlJK78ko7V1IdeJ9DI4EyUSmWprgvMZEEEqhKVJuFEIAxBBAChnZ1kegBAEUERGkJEQXFynmkYWvCytXBCE4zQJAXJxd5XnW6/UoAgokiJV1wAMCISlS8AERICIBLlFDoOBitEKwD6ryjiMiYgwBBUGEGMl62zaBUAIYaURMEbGqSoCoFTZwlZBKK+ldlRhNjJfFIABQABFJDD54KWQEL1AYjUgRiYxCIdERSYWAUS1alKgVIg88lHzqmg0RyCkhpBCRgCSG6Iqi6Pd73pNzfjwZhxiOjg6kiEooRCARgSgwhZHcgt+BKBC1ksE7RBAYUTC3kiHwRSZJBJJakIAAABgpCiFV4SOgIiKOKudzUzhCJZcWULzUoJAEQBARQRKBj77NxllZoHi7bXTmbXiHoUghUCAsXVVIKhNCQNAUUYBAwaxlRHzqP7ze5q2o726yJm9bKy+OqrF2AEIU+/sHDAVLhMtpbT1pAVKAEFgCjEs3cTHrZKmOaKTU0rmgTdpXibNBFVEQScKj0dDbOkuMRFBQ7fSNEPFqOhMmswFRQCqiEBC85Q1TSgzeUhSRCaJxccYWezpGIQEwIkIIPK3HEHxjqbfSKXHU0E2kvnUm5EYq5grNdaVhvqnzWanPbtIEtmfcTGZevu2iguCfx0ht9/Plbvcs4xSeaQJZcd7yS9jmCbkR3FtJbf6v3sU9J2Nze8r8+mVdH6C0w11uArfXQYV1zeT6cHkjKXF7K/hTubA0eEvDWWsOqY29bNS5wYZsQyaDL95BSoQYJMXL08effPBuouI3v/4lqZO/+9u/QvDaUIilUgZQxEBiKwq3ThHfiB63i7EVEuDaG8YVlHKFCd/+vgtdXIy8UHCl2rQiSxdTXu6gGcBZW2utzs/PPvzww8FgwLlcSZKkSd5EMnz66MGtW0e7e8MYbF2X0VudZMNBf9hPpJQXV1cfXp/tjHaOb99+cHL2/vsfxBiV1uVkPCnmWinv/Ts/+nGadYbD4WxeKil7vUFZFpyevQImb2Q/bpwNNb83PvO8bpRl2V7K1lu49buukYuvm9w05ossBgEALv6ZYL9ddLpK2lyRFbbtVdoiwkat17h/cqvKpjQLECZGF12Tme6co0hsidnEqRujq6q8uJiwkTQH5Q0GA0Y/WK7DLjes2wEURi9mt9bayWTiqnpvb4+JnStrQTNlbJqotuEPz6f55pNSCqFms1ld16PRiB3tGmB3Pp+H4CaTyaNPTihS3klVbq7ncT6fT4vTJE0IbG2pMbVr3pxHoWw61PjKsAbPez8cDjnrtq04by42440hhKqqeFR/cnJird3Z2eF+mJFDPtscrLRizNWABs2m2x7Edrvd4XCIiKk2fK7YrrBtcL8MIHtqDde2bXz+qdiN6x080yUKIZ6GJbAriZBaKlcXIIAgIITf/1f/y+uvv/ztb7/9wx+9k+Y9iKKcl1cXl4hxPp2SN99488v7u4PDo92z88cKQoyRb6pEm4UrJqvUnC/LuZTcwcqjowOtNSI/SxER9vd3EVErBeSdrwHE3u7+zg6mHfPgk3MX48X1ROvZaDhUSYeEeHx2gYhEUQiUWvWGI+/9tKiUUlVVZYlBqS/HU++9KqoAIut0zy+vEq1qWytEpWQEIsCL60mMMUtz7/18XgyHw7J2tZs8efKElV3OuTqEwc5Iq2yws39weIQSL8ZjnnfFGClCCCrLuzHGs/OicUdc5o+rEO2yzljaScVIYQHgBEIboPZVUbn9g1tSaaXMvKoA8Ff/yT+hCKG+JBS9wc58PtdJ3ul2jT5wAbyvKULe1SGEWEe2DYwu8OK+iGBWSiAEF+u61jpBROsDEVMEvZR813H97UOgNE1dhOCjtDwO1NF7ENJ5V06KXq8TY6hcDM4HAh9CXC619VKR7MNTxYhmhEoIAhEoKkQXEEFIFIBIy6g7HjcIiQtHT4RIFGNMEjOf26KY7h4eAsgogIgi8yQXCk/hCYRKgciznyqAEAuzfpAopEIkEIpFcUTsGgMEkdnPixqC8RkC7z2BzDup9YQAymQxBlCJksJZl2Xa2mCyXlUWSZZWVZBK2rISQiiteI+SWkspPCkiErToIpD3WKVRYgiRgGKMBCSkEEtkDJfIGEIEigAy8BIlAQJIk0Y0QgEEkfTioNeZjMdJN6cYKHogcoGEFChIYYfbs6cFh4zNcuRjiBQFCO5akYCAFscAC49+Lr2998YkjLA1O+0yixKVFFJq791ytUGCCCjWLebaG2d7ZVvZdJugwjZy0tYyrPM81805VvJC2xGRzUTyJizoacmFAIRFURRFwVtJILi6ugohpjoRQvgQfYizsvrkkwdlWe3tHdS2jhRipKIorHXBk0l0v9sd9LvD4dDVFQH2u3m0E44NvL6+5v0ihCgENuJM5yxRlErppYkUbyB82htq8UpztWKQ2J4RP89msZF9dFNl2S6Y1rVz6xjpSnexLoxp86XbxlREFCMCPN2hNuoAn/5HWJSzy5xtIorQuoWW30WsV/8rveiKzucf0+Bt8Sx5ftbfT8sU3XjpN0YO3hR6cVOw4coV3+jwuRFJuwm5+syAinV4+SY0ZkWatSUXseWtD0DB2TrL0ocPH15cXXz5S2/Mymp8PbM2nDw6PTg6jIGIgjFpCG67l8xGEuxNotmbGMXtAcqKs9Hz5NHzK5mU17DVuAZvzhh3EIz79Xq9N9988+OP75+enj558oQdE/f29o1OGr7JC/c+//mXXiTy0+l0Oqusp+FwcLjb29/f0VpYaxNjFpUbP78Aw8Fgf38fEff29nxdcXOhlGKbDGMMWwysLxrreiJ89hHmnaIpmBuGVMPRuMnddKO5bgMP8ns+u1AsjFuakxZCaASQTR7YCu59U2KKuskcrPVSXIlQb7g9DZJW1zUikg9cVrLULYRAkWIIBCTlwtOmLMvx+Np7Z4xh/JHJRdwWaq1HoxEnEPCSKASydJKZXUmS9PIOJyi0Y9xYfdfQhJo+sz0rZadKZioqpUiw1aFkBmMTWMENZKfbcc4ro4vZPIBJlEL0VV2btKMTI6Ts9jKODWSPzSRJGvplk9vLHqHOOb4wjB0xd3Tdl6l9A73cebmRxHAr38TschPYRDM1ZkErbj8rk4kmwyTGKAG3a8rXCffbrZM2MgRu4II/dd/mom2V9hCwLOdJAhTrN9/80re+9WsU8a//9tsfvH/f1sJ560MAiN1OppX43N3DX/mln9sb9Y3CGJ2SwtvgnONY5EZ0xOfk8PBQS1BqcTLzNGlknAszHz7sGIQQWiVCSBTCWXfx8Kq24fHp6f/xR/+hm3d2R6O6nOdpZoziZIEYg5DSe5zNZuwFMi/m3nmtpV5aF06Lcjov+t1ulqZGCSExhhBiYPt+qbWvvRCi2+0KKcfj8fXVFQAorbXWR4eHr3/ta3/47/7o5NHp51/+gneWoidyUpKSkkhIoZVKyrJUUg4GA2st56orpYBIG+Op5tsyyzIg0lpRCCZJgveAIKWiSACyKAupdJKkkcj6IKXUKlFK9bryhRdf+vb/+52qqnZ3d0KwAuN7H3ykpdLKgIjeeaUUClRS+eDbGl0phfcOCPqD4SeffJKYxBgDCDEEQOp2O0Zqroa1NnVdM7N/Pp8rpUPwkSjLc6VUmqXT+RQIsjShEClGwWZAiHmW13XtgzfaoFgEqLB1oZQYI0Si+DTRnhRbbAChVCEEbRZWvQgopQSEGCKn5AkUzloiRLyUUnY6HV7uQnARKAYvhWoeqyVHd7HPcWB6CA4xIkrvSEoDREIKwCgEIT3d+XhxazhyelZX1kkpg3c+uKxybG3qLwIAeh/m89mnJ4KtaJgLkGXgHDfGC8FgCIGdaRexjUpa75TRIZBm3BVAiAjAfHspBHofARZ1PxC/BAAiIM1K60E5Fy8uLpMscQFjEJVHa6NWGoCEUoTChuAoxgjcQjDOAwBikS7J+KcKAEBAkSnTMnKoj5RKSR+dlNIHj1JXjt3GYckVjwiolEJC6ymRQCgQADE0tMB1mk17aWpb56+PaVc6gXbM0UYztDVqTWj+HReZcos6n6v/FTxqham4UDpQxECNEqHT63H6S1EUWpuPPvo4y7Kj23fqaj6+nsZAO6Pd2vrpdCakqEo7nc6UUkmadDodiFEqOZtPtUBAWZZlqAseDs7nc8HuwgBNrbD0+CUppVyeJcRmhYS22GZ9v7hpH7nJLeOm1m4dIblJ6bQembDRD3ALbLXGY1o4Sa1wLLccdowRmHze3GnsFr04ZavgCQ8WaekX8Tzd1012hdvliP8YhudNu/xzxhJsifZasY7Y3hPeBNBtJ9bCZyWkbzHs+WlH2DcNLG5qHZdTInZuQ86aSrKMFdS3bt399OHJg08ffvrpo9Fo5+DgVmqSEIkInfUo6CbE6TkFWutjkechDMNavtxNr28zIZkTt/TxokZK0E5A4T93u91XX331c5/73Gw2u7y8LIpiMplMp1N2HxmNRkIAEGildnd3RyNR1UEK9N5LFKPRSGIc7ewE7w/29/MsQ8AkSUxitNKAoKRytuK1NIRgtC7LkiimaVoUxUbOxcrt19wh/L0W0dMxcmHZ5N2ttP3rLikbhxptnRd3TIy+tHMN+DwsShelGNNrVP3cLa8jkysTSdUWIrenFE8XpmcndnwEjX4RgIUcTi7oGVEIVde1s1YI4V0AQJOopvdDxDzvhOA42+D4+Ji/TGMbyg1rkiTWWq1kCJG9UDlBLs9zCYsutl3Et0+xtbaRKhpjWMnaRPldXV1x+CATNW/dulVVVafTmU6nDx8+PDo6Msbs7u7Wtrq6vhJS3D4+DtHV1pa1BYTBzo6Q6Lw7uzzju/Dg4IDRyKurK5Z4ciWxiAQh4mS/JsoPnk2G2ci/54vdJlU39nEsyl/B3/kWaZrelZ2v7RoSYxRSNROI5n5qhtaN6UKbg37TXOozRRQrbByuyxd54a0xKREBRCIAT3mqhAy//y//1ctfuPvWW2+fPbm4ffueSTqPTq66eTfPkoePHty9e/Rrv/aLd27tETmFRMEpAcHVQhg2fWoySZiQzW49RrEpol76HDRQHsf6kRACBNtUGk9UFfbierKzs/fDH333Jz95N6L5jf/2t7M0ubo4O9jbAwpSIHcQQspZWV9fX3c6HWPMeDy2dcWeivzFr8aTH//9T15//dUsTYxWEtF5S0Q+LuwTrfXT6bS/s3NwcDCbzR49elSWJdNKd3Z23v4v3/+7b7/18suv7OzudfNsXky8q7UWqUmBMBIA4vn5eZ7n+4eHWusPPviAiIbDIV+y6by4Gp8AQH+YcwU/q2YqVUknZZRvPi9OTx8LIe4c3w0hnJycTKez/nDId8Ibb3zpz/7sL/7N//5vv/nNb965exvAJ0bH4LIkhzgPFCaTya1bt3q93unZxdnZWZqmjFrHGAUSM42L0j345PHh4aFSDpDSNCGi8/OrGERd1wRhb2+PcW8AUGoxrNE6ubgej3Z3k7zzJ3/yp3t7e0dHhxCjkgqIpJZEwEVwp9PZ29u7uLgoioIvN0suQaBzIQIV82o2m/V6XSXZNBT8wkFejMfjqqp6vZ4xhveYJEkSk0ghsjyrKmet+9a3fv07/+X7P/nJ33/xi69cX11OJhOdLKLhKCJPrDjEpSzL6XTe6/W0EUSRaz1rg3dUVzbLU6KgjVzx/WcJVqfTYR+mk8dPlJKDYT9N07IskiTd3d199Yuv//mf/3mM4Fx9cvqIDTkZPeY+sxkkxcAPPkohEUQkUloVZeVjBMRhJ23HbPAIjJNLjTFA4IOPAdI0l1IABpOoJNPTyXww2Ll378Xv//DD2pZXFxejwaDb6yohpFJ5npdlVVZVkiLrxZc+ItiIzaSUwQUgVscCAkgU1tqIgCi0SYwxxXzc7XaZ9sMx941cDRGNFsV8XlVWSvnyyy8NBh0mCANSjChoVSd2kzHdFgRg3WJxfRe/wS+xWcmbXfaZaemKjfDKZF0IwSRA/lWWxRJMg9msuL6e5GmCUr773vt5fycEGo+nk9lcVTHLAhE+OT333geiuq6ZPV6XZYzee0AhAGM5n/ZzmWUZG4aFIEAEpSRnd/LuLKVQSrLJOz8a3vsQPBtKrfv+NYaBK+y7LfvFP7hP+Ad4x9+ENrTfU3PEzYKhGpt5wcKJLYaVlIuVX1JKwKebKS4ZyYuDAUIiwfB9ewILABAFyhsca3BdHLW907vpHf7x9pv/sAuxkb25HUF6fn7puihuo50EPIcX5Wd6aa43cp9Jk9sIqTWLPA/hBJCSytp6dzS8PDtzzr711luvfeXNyXj2wx/+qK7tm29+7fj41rff+jspVJblRFi7ajuCuv2sbr9q6z9ZX0i3f/GV1UwpVRQFy8lms1mMYT1isTmZSkkh0m63e3BwwCW0c64qLRcDklOsCKy1UhkhtFZKQsyzdHenkypRFEWWZYNeX0vF7pRCiGI+V0qpXDJV4ZNPPnnnnXd+7md/lp3qYgxsVNGUzTfl2rcXh4aj1/Z6XBkI3rSg3XR12kU+N0H8/tzFtJ1dGjtQdmjjpilJEqYi3uSotOBdNry+NnT4zJSxZb/JdEeePS9leNZbh0RNtCvbpSyc5ZJFY8rQSppmi2SqEKytd3flD0kkAAAgAElEQVT3zELSExlRZfc/bpGNMZF8XVdNbgFP+okWukbOymhOU4N+8vdP0/Tjjz9m45ZOp+OcY/GlUqrX6ymlrp6MOYO43+8zB5J/57H9ZDa5d+/ebFJeX1yZXGfa9ILRxkynk8JWUsWjg2NOxOIbi/fONE05+f309JQ5qIyuNsfWsIY2Wmw3PElJJJbVQgiBuUlNUNviKxPJhcQtIpEWcl3v0ZQfCygjRtnKwGjg4Pbd2aZoNizqhpi+fZm7Sf/QGmc2Bi5IGHHxFxBI3FdmiXj5Cy/++q//ijHyz//sr588eTIYDD/66KMQRK/fERQ7ufraG69+85tvHOzvaEmu9kikhEQAbaQjiBGEMN57pQTPPLSWREEpbbTiVDS+GxlxijHCwlw+lHWZphmgjADj6+l4WkTAH/zw7z/99NHnXvr8R08m7773/v7e7uTq0lZVJ0u1VogcIhejUFVZsh2/ScyCO0oRAZVWEMPFxfnV1ZXe263LIjVaSPaHClIIiSLtpjF4oAgx5lkqEPrd7uH+/v7B/ttvv40Eb77xRrfT7+Z5kug03UGMaWLSJA0+hui1khK9NnrYz4wx9+4eXV1fDftZmqZSSRduS6EB6M6dY+9dliYheimFFKiUDD5KqW4dHXrv93b3lFYHB7vj6/H+3n6e57u7u5+ePDx78uSXfvkXf+Of/kaWJwjBaCEQFaoQYojx8vJid3ev2+2Mx+Pz83PudRmFtrY2Rjvn5rOy2+nt7e2zub9UuGgDQLIp6PGdY+/teDyezabD4YCxdwLM88w6/977H9w+vvvyyy+NdnaQQCsRfJBKohDM5R4MBru7uzs7O+PxuN/v804TXBRSxkiA+MmDB8Ph8M7xHSlQSoyRYGGIBZeXVwC0u7uXmPTk5HQ2m3a7PYBojA6BQoRut1fMy/feff/u3Xu7o72D/T3vPaCEpfH99fU4z/Ojo6OyLK+uruezWX84FApZmBdCIBLXV5Ozs4u7d4+TVAuBamn9z9ZTp6ent27dYi/Ns7Oz0c6OMYlJNZ89W7tBf+cHP3jn7779nddf/9Kg333h7ov8WCmlEpNNJhPU8u6de0R0fn4+mc7TJDFspiGk9Q4RQahPHz7Sxtw5OGg43vy0aq3H19Msy24d3a7r+uzszDmb56wKiD7UOujxeHLn+MUPP7j/ve/94KWXPieEnhfVZDJblsJ4dX2tk2Rv1HPOzWazxgy5YdQjog9BIEuaIi8THKVAAD7EQCQx9nq9gmdkMSqtGRgRUioppcTjW0ej3f2Tx4/Pzi6MkXknbRRSLkKzDG7Uxa0bPDQDwTaGs77Kbdye19hlG2T0z3LwcEtjQ0ACnnL4e/1+WdVEoLWpqhoEWmuPj+8IlJ9++kgmvcl0JoSRWocY2CQTUfQ7OY+x6rrK8sRaOxh0z0+f9PqDoihuHdzKsqyurXOBACEEAILoedPRWse4YFzjsv9f1mdiKbOBJQ+FiCLvWo3T5hY87adCkLb0Oeudwzqr8yaHiRVyLH+XLMuYG884XNvt3VpXVWVjBrYJDKIYA0MTSqlEm7U6D0MIkaK1lhYSYPZaJPqsdPLPtL7cLmLc4r3xD6N9rpf7z8nL3ajMXA/r23jdnxq/PZukd1Pe/caEvZ9q1rDFknQd899C2lzH7Zu4GpbnAEWg2Mmyn/+t3/rTP/2Pn3zycZKmtzq9l156SWuTJMnHH3+cZemrr756dTV++OlD2OqYv+4Hu7Hzh+eLWV9XFa1EBXzmmIb3NXZJMEZ7j21L/42XifcRru3zPM9zv7e/K4TsZF0hkMiHEHyoIzknVWrIOVdV4eOPPn5yevrFL36RDcBOHj1uNE1SyPHVNQjigtx7X9f1cDiMETiwoSnd19ltohXl1+TptU9m24ZqHZ3byNjcOJtoJph8e3CXu7HhXHlP7n2402scX276pUhgiAufFcWVJ4KLgYiYVdTsZ+2P5wD7oigExSZUl11MEEBrLbVuugg2F0mSJE2N1prR0jzPz8/PJxOX53mn02E7TT777OanlLLWhhC5x+W6PIRgTMKITaM6W7pZ+iYDKsuyk5MTxmqLomAzyW63WxSFtTbP8+FwmHbyqqoYPOQ8KPYj4ZYsy9IYqZzbnZ2d/qg/reaX03EkwkijnVFvkA67u42wjS9St9vN85yILi4u+OP4XuETyGL6Nm7L5cV0Og0hHBwctG18mm6Qy6MGYdv49DZgXbvIWF+LV8hIsMnodmUh5vu7OcPbJ0nNsGqjrnq5WKP3nht4JWVwXggQiJ4ixJgmye/+zq//8i9/42/+9p2f/ORdBKlknqV976bdriaqHty//z/+3r8+PNiVIrq6QCElRe+C0kZKLVEuRWjUlCNMEOf7h78LLA0DG6ih4YsnxgCgc/70yYWLIJX56//8Nz/zMz8XIljrkWAynuz0e1VRVEoKiqbfk0IgAVBITEYUnbO9Tqff617FEEKQiFpJgNjJ0uPbR50kMUpKo7SUQkAkUhLzNOUj0XJYVVW/mznnbh3sSSk7mfkPf/x/f+1rX0u7g7ooEeXB/khQBIxJKiCSEFLlOsZQ1cVo1DfG9HqZMcbajpQ0GPQXI/nYydI0Rp9IcX5ytvPS54zJQnR1XRup0k6XCKLvFEWRGpllaWYONVCicH80ePDJRyrRv/yL/8233/quVqiVkAhIQaKg6IzSniBJNCLz/UBrGYKTMuEwDCkQYjBKhUQDES5GDtFbYjwnBNJKOBeid9EHpKiEqMoSKGqtpVC2rh8/Pu1m2aDfpUB1WUEMXslE6+BiiEREtqoLOe9keVWUVVEKWApaiCIRgPAxuNrOptNJ79ooxXddxAUTIwY3mcyyNLN1HaObTacChVbC1WWad/dGI22S//Sf/oqzxYP3UojUaGkyXnC01t47Vh5qrY3R0O10O7nWSqqF7DYGTGRSzYud/kCbhemk1pqr5zzPpZS3bt1qHvYsNeyNVFXV8a3bB0eHVVn99V//9QvHd1+69yJRTIxqcmIA4MmTJ2maHhwcGGMu9/ZnRZmnWZal3FQTUQgUiQaDYZ53Xzw+5KWpeYS993u7u0qpg4MD7/349m1b+yRJlFaEHjCen59942tfz/PeH/67P3rtq69/9atfEghaSSWQiSVCqnlRZFm20x8x8YZX2nZoRIyxtPbJ+bkUuL+7KwTKpalJjDEAjsfjPEkPDg4YU/Xe8yjt+voaAPr9PmLsdrI87wipsk7XsX0x+RB8CBGWHhht0/82OaVhOmxcG5sswZs09w1dgleSdaFF29JjHYRp6zfaiMS6Ej6EcDW+1sokiSSC2bQAAKlVXZR37tx9cj7+9PSiquzV9TWBGA52YvAMa3PHXpal966YT3vdTq/XgxDnxbzf73c6HaXMeDLtdrtlFVBK750S0AgElJLsyMO9orVWSkFEtvbN3tRE0rdlb8+Z+fb8CNJn2sdt6fFusmxZuRYAEEKsazsYDOu65odRSgkkQghaJRShxoqIkiStqorNAtqFKZOmePxa13W/349xEYzBsS4+xE43qerCJAnHSy4ZTxypuqFYvwk23BKNtT2EcOOu3Z5rbIc920rLLezZdp+2MV1gexvZZlmvuOysE3rXQwK2tJQ3ZWOsvP+6Sck6WLoub1uPx9w+7/besyFCniXT6bSb56cnJ2989au/8zu/+wd/8AdFOVcysc4d37m7t7f3wQfv/ZNv/VKWpd/73nel1EIsKhkufRsfvp9KMwk3B71snJKs8wC3UBDba2ATncf1HjN6mrPNtW6DTa0gH4xWKaVC8ErJxCQEXojEGG1dDAH4Mayq8vHj02I+u3vndp4lnIxn69J7z1nt3W5Xa22y9NGjRzs7O7ym8eiKwUYiYp//FfV1YynMBMAt3P72ErTOQ17516ZI5o9oJq0N9ay9d7RVXfBszmdztGzkwWAScztXOrXmkBSDg80HNLBeOxav/QXquq7r2lq70MDAU9lejNFo3fQ2jAIx/UNK4b2dzxeyNN74d3Z2nKvn8zkTOJnRW5Ylo21VVUkl0yQxyyFZ2wu+EbO1cUg+2n6/z/jACy+8MJlMrq6unHODwYBJWQ0dqHKWCZBNoIJz7uzsrNvtdrtdNo+JnFmRyCxPe90w7PdNtjvYGaS5hCAbP/SGUFtV1Xw+BwBjEimVEIKFUoscP+dnsxn/UErBDFUi2tnZmc1mPIFoznz7qVvvnbbk8H7mzrrFCXojCX478WmLJ+w6W2PJro3EI+joEaX3VgC+9IXP/Xf/7FeFoj/+k7+4upzams7Pz770+utpkpTFtJMpCvoX/qd/fvtoGEMtAJSIiwsgtUAFIFEoo8h770NEgQLQmGQxHlAtg3h+kFqkX7Z5MEkaY6wrO51XveHoxz9+7733PiTA0Wg0Ho/Pzs76vQ5E18nSKk06nazX7SqpCIJUKMEEZzWCFCAgeu8EkjLKLKKnQCKIGJ2tJA6is7Ujye0hUQTwPggUk/GYiLy13jkB0Ot0Hty//+orr3hry/lMQKyreja+klIkRiBIKTASRucpAgUgByHGmFJl69n13FlfS1uEcjafmWwAvr68OH/h9uHR4X45n9oKpUSBGLwrZh6FqIqZq2tfV2DU9PpqfH3x4lffuDg7OX388OD2raq0tiym11fRZYgBIKZaK6EcVahkXcwFRYUQbF3OpkqpREkppZCSKIZAiOht7aoS81QINqtcsMHlIiWQpABUIsYgBGgpIcZOliVp9r3vfb/T6fT6w/Pzc6SopFBaSYGSfRYVAkBitNZSKZEmpk5NmhoeCiohY4x1bUHIqiyJfL/bNZw4DeCXpv/R+xhClphOp1sV5d7uSEopBWZZMhiOnKfvfOc7r7322k/e/YmWKkuTxEigKCR7zgsPoBDz1GiBLgZBpIWQiEZLKRGQJEphdHDBaNXrdrQWztvEaCIySgshyrLKU4MUUpPELLGVloh5mgqBWnXyPIdIJ49Ov/KVr5yfXQghE2MQPEIAAu88AFB0zpKtC4TgbFnN5xgDkJdi2b0Qhkiz8dhV9bij2h5LvLROp1MASIz03l9fT6rKam1MooyRta2kEL1e7+Tx+Wi062x5/6P38iyTAqSUaWJCCFLpsigFhrnQl5eXTJ0QCCGEomWOFRHH4+t+r1tW88RoGwKikFqhEK52ZVnYstrf329GV0x0HwwGzLOI0e3sjD7+6JOdndF8Pu/mhmjBVRCATaRne5LV7E0rBW77X5vUuxWn4vWCj7d/boGa8fyyVX7K/2nH77YYdLAyIH/2nZfgKqL17vT0dH/voN/fiYHmRSklsvCSgFAK6/y773/Q6fVqG4q62hn0JaK1trL1kyeng8GgLMssTeq6fvTw8Zdee+2Dj96rirFScjgcPj459T445yXIdscSQiCKSWK0Ui0X6EgUgTAGYLlsu4VudwI3gQPPz/54ntffJD7ZWLOuqPtWum4hRG0rAgyRhFQhAoHwARAJpQxEKKSzARDqumYutJTPRidHkkJqra+urp1zo9EuAJt6SRDCRSCUpbUotMAAKJdOB80M9zO24I0Y1xbu8cYO8DPNRbZcte05gRtFd8+p/vppSaEbrSY2NlftSfcKGLhdY7Kes7LeD6/MuzdKUrd8Q9bZIsQvfemrdVn8/Y9+BADvvvvum29+9bd+67e+9+MfW+vf+/DDyXR2fe+F//V/+9fWzt9553s+WBSIcVFPLoH3+A9LiVhXsbYpvitJkq07ZEFKbyy9nrKPnznxDFbjUqKMAGBtzY4sjKa0Hfjan7gs4wWHDDdIl/VOYLTWEYFUxiSGYpDokiQ9PNwfdNNE6+l0+s477zA/K03TwWDACogY49Vk/Pjx4+Pj46IoHjx4MJ/P+/1er9dVSrExJptxNIjRMmDd3ZQquQWjW+n8V1xVuEtv4hDbGVcraE0DRbQr54Z211wvttxkzmqWZdZaJqw2L26OULWvUtOxsOVj4y7A14Y9M7n3bTYq72yjnXi6ly/jnozRLOgnIu+pAVgaupFSPAv3rAzpdDrN5U+SJETHnT03vtZaRvbaAYsLLtBS+Nfr9biN3N3dffz4cVEUd+/ePTs7YwVUmqY7OzsM2Um/8JnMsqxx7FiysKqqLnkncc456/aODiYlpmmqjcmzTIggpOGGM8uyuq4fPnzYNJw83ququhkGKKWlVM455zxjm1VVAMCdO3dijBcXFw8fPhyNRrdu3Wr0e+1fbUB2C/K+ZWq1Mo1Y14beNJxrwrVukndvnMxt7A/5X7XWQCHEyLRU760W4stffv33/+f/4bvf/f4PfvTdQCIG8ejBaZbm0+n0B997S8rwq7/yc9/82i/0ezmFUgmJMWolBUghCUgiyhBihBicoxglO+YpxURf7z15b/ixiVEISURCskW4ZmdFrWQI4Wo88T7otPODH/zoe99/52d/9uceP37svTVGpYkxWp6dnl4e7BfzeTdPf/Lw4enpSa/XybJsMBgc3jqazWfe2brbzeu8KAoppRK4lO2KGMJ0Mjnc3/POIoLQejHuCj6GEIG5DX48vn7xxRcPDvb/8A//cDQaSSkQYTwrrq+vZ5PZ3miUJNo5pKkTQkhQACDACKFPTy+cc0dHHhFns6qqquhFr9czMve2loKm46vJ+LrX6wAQQhS0SAEEKcuiJKCrq8thv1+VpbP2G1//xltvvXV1dfXFL35RpiYEyNKMYlRKCIECKdFGSRk8BSKtVGJMlqYU485wSERpkiyf9MV6YK0jiCbRWutmw2DbD4oqBqeVRFT9bnc2myXG7O3tlWX53vvvdTodrRMllZJGCI0ghRRaScXGmIAAoDk5BIWSUgBCJM7VW6TJaS2VSpNkNp1JiUJKxcZfyGoBZa2VFRfllGXJo0ePXnrpJTacFELcv//hyenpF7/4mpIyydI0TY0WRquytry4IYCUwjtrbeVdHWMgihQDhQAoIrGVTAAKFKKzFUMCto7MUec1NgZv6ypLk+Bd8M7FiLh4anZGox//+MePHp3sHxzVta1rW1dOq4VZLj9czlnnbF1XRLGqSmtrxAjkBRLvLi5E5+J8NokxzmfT9jrMq1xVFmmaUgxE5IO/vLrodnshmhBUiG44GtW1e/fd94aDUTWvfBcndWm0yjKpCKyPkerJZF7OfdiBuq60ZmI/AZAQyPYkMUYXIydAKCUSo31ArTUQ+hgl5xlEkghGSS1F9NTvdtjBlSHHJMkBoCyKu3eOn5w83N3pUYwheMEZGM9Omjby31ocodjG3xoy2IrBZtMJr+Mn7VqEiHhhaVzXVhbhGBeeNm0QtV0lSMn7epRaVbPJnTt38qxDRBGhKEv+WG20ta4sS6lVXdvxfNLpD9luZzAcaD1EKeq6LooiSQ0SlUX55MlFOXv7y2988dNPqr293SzLrHWLVV0EBuWUUkmS8Jxba2WMgWVjzBdRcEgjygB+Weo1nUAAEOusto1gCPzX+LXyESul/4oH2EaJUTM8nVeVybJHJ2ccV7v8L5L1dUZxvogIPiot1jY7jlpCgVgURZbltfVFWQsp+YQQgFTSey85lUWq4K1g9yda2AivtxkbO5CVkmAL3e4mFPR5zDBv6tw+U6mx4mZ5kzDpOfv8lcet3c9szAlYKbs3hj9vMU1p8/RWoMX1I9+SHrH9PPP4xnlnlA4+Tifj3/nn/7zf7fzFX/7F+x+8y5jM0fHdsqg73U8ePDqV0vzN3/5dlqq/+qu/0VpKoU0iOUxvCbyr7QjeFoB9YyQ9rFrC4k0WREI0jscrKDQt41LxmWFIjBxS3fAg2m1ku2LkzkcIwVHP3JJ8+OH7nU4+6HcjRTefoUiyNFW5kFLoREdrYgwff/zxO++88+qrr77xxhtMZ7i+vv7ggw+ePHny8YNPGMsRQgz6/YuLi6oqeZVjxxDnXJ7nzjm2aWkbIj6Pm9FGAWfTTzUjv2aSyIaZ7VzBtncGPOsI3UA+DVK64qqYpqlzbjqdMoeRobImV715sWr2pOamb3A83lyZIVnXdUNxbNBDKWV0i2ssl8PLJjKOTZkJFokQvIwugb64DJIm7twa99UQwnA4TNP0+vo6ROGdazqftvkMP/98nfh3Iup2u/zn2WzGngpsRndwcMAvbkKHkyRJ8qwoCj4w5xz7fDLBlyE473yoY6JNYkxdVUrJTpajTrRSPjgXHU92z8/PmYbajpivqso530TXc9cqhGAFPBvOsu/L+fn5p59+2u/3+di4x26HSG6cXW3kHd3EZNg+kNi4QGwPfl3fa5uXtYH4dWF0oCCRIEZjFMQYo9/bHX3r137p5c+/+J//4q8+uX+/P7pVFOX4etzp57ePDgnKX/ylb776hZf2Rn0gR84royAQABpjQoghBIIgJIGESAtR7AoDhB8k59zJ6ZNmTLKzs2OMYcqflLKs6uls5lwUUn337e/v7h688sprRVEZk1hXay3KYsppFt1utyrmJkmzPM/yPO8Ner1emicmSTu9vrc2y3NAEEJqbVAqAvCRpBRplldV5UMEIZWSXCBEAiIkgCRJI8G8qPb2Dx98+umf//lf3rt3b//giIdb/WE3zTrTybzb6yslkkQABABSQgPJGAFQmDz5/0h701/ZrutObK21hzPWqao7v3kQycdJkk1bli15kNSIne62AwPpAEHD/pS/KgEaTvIhyAc33HbbHbsjWS3ZkiyTkkiJEvk4vvndseYz7TEfdt3z6t2JMkI8kCB5b1WdU/vsvdb6TdBCPuilSeIPwKKTaZTkiUyjg4O94dray6/c2dracC7UdhgQreBjGMVJVVabW9vIeVYUxXDtx++8E2fZa9duCiGArFIeEI2xQkTOa87JenDaOusdgnGuappEqbptp/N5h9sqY4TgjJE1tqrryXTWHwyhbpyzRCiEEFI4gNaaWqtat4zxRV2VTYOcz+tqPB6naS5l9JOfvHPr9ufqWgnRZFkO2llreSA8eACAqtXAeKNto03VauQSmLfG6bYmYlxI3ba1aqu20dYBWOcsIiEH57y1alGWZVn1eooY29s/RKTZfBFJ/sILt9+7+yFxnvWK+48fNcaWVdXonjGuaYC4CClwzntAUFr3GE+SVGtb1bUPpZw2jDMhBQAHZIwzKSMuiMgzxr33XPAwAKqbWkhJjDnvkDBNsjiOjbVFv380Go9n87rVxgGLIs9EIqVky5M+rPY0TQMjKKz/OI6E4IwvDxfngQESF2mWyiiK0iSEfHZDQemsC2EGhOCRC9HrFcO1NecMl8w6Toy/++57k2nZL9aKYm19Y4cQtGojKYWUyAwxco5kFBdFT0q5WCzCnhziPcqyDJvhoqqLrFdVVSQ5J8Y58855j+BAcJHIOIkEgAOwRIDolaoBwJg20OqK/tajRw8vXdrWqm2aZhm86SGYuqB/5h92muxwutno0opWZRJdcXk6Wj3897A5B+1oNwMN7+k9BAnz8Z8T5ald/Rin1YPEmPfWe1uWC+egl/cB2Xw+b5oWeOTBSxlp09R1PZ1MuRBKz2NrAfx4MhaMoigybulNWtWVUeb4Kcf33vvF9mY/jqJOoQD+ueCHzm+AiOC4yhFChD5QtbbTcFpridiSeegtAJ05T4RT0djn1Umn+95/qfYbznfGPyGhhJOBVLH39PEnn3jvkiQpy1qpVrVaSKG15giff+1VzkPGxpL90en0EMGDJeJB2EKMvX/3w4PDEZMiSB8d+DCD4IySOHr5pRc5MWdtGEcwYhfYPJ5oXU4AvxcjM2f2IReECl6cxnZOqJo/b3pyHub2y6NeF9hUnug5T1Oczmz8Tpt+n+c0ftop8bSK7LyPdyox8pSoD1CKKIwOD/f3tWpffPEFpdq9/f1r16795Cc/wd66bu3lqzfX1tpeL3nrR+942+5cuvyrv/JF1bbTWf348eMum+4zobyLkdjTq+UEf+GCGI8zLVJX+5DTtyX0Nl3U0+o2G6arzvlQinffb9CeGWMOR0fv330vz9PNzc0kzWScG6u18uNZXpYVeHu4vw+Iv/brv1ZV9d7+3sOHj/b394PPipQyJCtwzgMlpJfn/X5RFEW32xtjQpsUwLEztdmfqU7stpTAwOxsFLvZgVv5a3XX7d4xlKb8OMmme/A79mIAGFe5fitdsQxYVygJOqledxX8tAFOd0nh61ksFl332Vl+L8fknCf9fHkksKXeaemlDgDea90GqDqO465DAyApI2MMInlvQp+NiHmeB0fNwWAQmq7BsKjKqqnr4K8aaI39vLe5uRny+oJ3eafHC9/TaDQKPd7BwYExZmdnJ/ChA74ZXsQY09SqW22c87Isd3d3QwseELkkTrKNXHDJBbbecMIoipTxNvhOeBcQwiAYDVcRbjcAIFIgbQY3giiK6rqezWYBX+r3+21bf/jhh+PxOFCAjDHBOiIAqudt2R3AHb7F8FRc7Lt1AtxbnW6eyXq/gOV/opk8cyPuJhNnAomcGHhw3hnt1oaDb/zeb9+8ef3Rvfv/+J3vHR4ecEb374/athwMs61+EiX4q198+da1a4ngAhk4UeuFtyClBAdWewDknAN64411Bgk5ytMHWFjexpiyauI4Nq2uqirNelEcW+s5Z3t7B03TDAbDw6ODp3v7L774cpr2FmUTR5G1Br2PIwnexkkKjOqm1daP54soza/d+px11nrniCtrhYytB2DcAyCX2vlG22WAGHkexVXdeCDGiDhzbinTIQcMmbFQ9IdJmv/j975/586d3/vaN3Z3d2UUA2AUM+0xL/r7B0dV23KDcdITUhCiNYDABQPivqeixVwBU0zKKEW/aIlr5UrO+fbOTlVVk+lka3uLiKrFPImTKIrCCCYYAihjqqbduXx1PF289977xPhWMfTELZB3Fok3Wi+aVvuQ/W7QAwIabT2htg7IWQ/GeWXs0rAU0TjvtGGOrLW10rOyVGF5IxEjC4DOAYJ1VhvdKi0EVk3bKBU7v7d/xH0NBeMAACAASURBVDkXUeSR99c3PvzkHgBR0w6Np0h4cME00nt03mvrtPXGeWN9q7SMHRrnnGFEXAhlLQB6ZGXVNEpb4Y75AIDHsS2eSFnLrNPWAeNcxpevXnrrJ28j8c3tyweT+XsffJwkMSAMlU4jxjgPdC9jNQI5h5wLIaQxJmQT+uNoPm2MQRtKtaZVZV1zTXESGdsuOw3vtdFN2y7KBRJa55q2VdZZgM3NzUePnyzK+vqNW0923xxNZ9qC9Wic48wro5esUO+JM28NcSYiGSVxVc+5BMYZYwTgiJjRlpiQUeQRPAJxzgQzxjLOOWfGIBA6D8SZR/RIntA4d3g08mBv3b41miy2L1/dPyrLVovMKb/gHnlEHpuqWTDOnGe1mrHIGZd13f7Tvb04joui4FIikvMQRXEs4zxNpeSh6kXgCIBA3jprnGWK0IN31ijw1jtrjGFxzBnFkbRGq7a9fvX6o4cPlWoRgDw4BE4MgMCTf15Dstr1rVYhnTCh44ac2PE6DOH0zCtEX5wpmuoGmqeDwk+zvzq64/JU9aCNIUZt266vr3MurfWM8ODg0BpHERDSrJyNDidra2vrl679wz+/vbm1Fcz8TdtaZ7QJTGgChCRJKGY8ROs6n/biJEnW19ebpukcoRkG6zQM43bvvRAcEQKh/XgOS0JgyLNaErEolCawjClZJonDecDpiSPp/2fM93lIywlm5gVgS+fLLaXM8l5d14xzRFLKRFEcx0lYFfP5Yjo+mk5nm5sbQaAYEOmOmeY9oHUWDGNsMBhYT7N5CYwZC4u6ZUw0qgWw3jnw7uHDhxvr61uba5ILRmiNBg/dRzszDeKCc/lMHs15lvdnlvurq/E8Rs9nwnGnCWxnFiG/DLfwzH7svJA3+Kx49zNDvS/oIc9kKp0eUpxZj/2LvChtgHYRy7L89rf//qWXXjo4ONjc2CCi9fX1f37vwYcffPzyS6/dvH7z0cN7vWJtNj0cDjc/+OATRByPJ92M6bRXzS+v0DvRBq+2DSd0xWcSni8g6K6iWCckkQFc6mLTu9Cj8DAexxejMctQbtexroju3LkzHA52nz7+8KOPqqq2ngTnecoXkxde+tyOKuejw6M33nhjOp1++NGH7999P8/zol9Ex3wiLkRRFGmapmkaR1EAG43RHS0ztDnGmPAzwQPyNCvh9LTi9NIKLVLY/8P5smoSeWL/6TqvYFwSGrwzLYW6IyN0PV0Q3WruQvCADHhSGEEGB87O+JSOrSkQAJdZEB45E1qZqqoYIkcKFufKWEQgD2GYRxQmqM+mLF1e1vL6HYbrDI1i6FPDmDCKRPDmPKbKQFEUm5ubLmCaxkghYhmB84LzkL/RNI0QIs7S1mjnHHFWl1Vn6KKNIhZZa+MkQnJlNeOcBxZoMDMIjW8n8GuaWkoZRREiWGsQIcuy8XhsrZVSJlkqpWQ+Yp4x4YRIZ3UpROSQK2sa1XjN2zbIM8AYEzIVOgE9YyyK+OPHj5umuXTpUmj2GGMBV3z8+PF4NC3L0nnf6/WDeLQsaxNK5BVO0Zlz0O7bPXNAtVrZnDmxQ08hcNiDDZSq5Q/4wHcD60xYcOFJCF4R4TWtteBaY0wcCQYI3uJSGoOMhHOuZZYQXYfpLR9lbp0lREJAsg7s+vran/7Jv+Ms/uEPf7hYVIA0KVvOhVpMiyLuS//i565/4fXXer2e1ZpLoZWSESMnPDJjgRh666QUIXDZW0KQ6AlZRIQAyMgbY5HIOkNEQCTjZLA2nE7GaSwRGsJaiqT25uMHTx1wFsUfPz0cHU23Nq+UVT0ajXt5yqXwDB4fjobr64MrN3PnL13ZTpMozyNwISdAR1HctCaKYm3qOBVRIhCYYJGNgx0CM1YhAlI02GBJr28Jo1Qaq6TghMhIWGOn42mxudNb2/zr//xf7j188Nqvfnk2mWpPTaPzLHHGijQqiuyFF27nSdbvFR4MhaAm4ZqmYl6gZZynMgKtcVFqYwgxUhplxBlLjDJaWwQ5m9ZCCCRmnWtVE8kkjpKq1ZVqm9b117YG61t3P/phVvQBYDqbOw9xHPu2NRYQWd2ow4NxL40IjlcXEPqSkW6byprcg+LCz+dTEbEkSdAhOCOJG6Cq1bOqnVZNkkpG4C3njsCjNyVzYBsFxiLzW+tbw+H6T95+GwD6/aFSNWM8zZJPH97nQvra125N1ZVkxBgSMi4jAgT0SrdKt8gwSiIk0EYxxlByS946m6U9Np/OFnNAJlnqLIAHxpe8dHBIQIf7B8aYwWCgBLt969rPfvau5HHR680PRzuD9X/81j9evXELDEdMnLHIufEuEFittcZZ9OQRkJFxljgxzhiLwLrAiLPgtHcskZ5RHGexjEj4bo/m0ubahLzHKEmVseSoKIaRzJrGXr9xi4gPh2uj0VEv7zHQaZxKgSumcx6AGBNKGUTWtlop44xHT5IjERKBJOGBJSI5Go8kE95Y4x3nHL1RTQuARikA9GZJtVCqcTYq8jhJkiLLHj54srl52Xgzm5fr/U3hWNu2sZCeyBlUlapVo7WqqaniiVKt1dpaH0WR5KyuZuCtYIIx3lp3MN0VxDbW16rWC0YATghRl6U22phSY0zEW+Wms8p6px1KKUxVc4YvXnvho48+Xl/fVMqWVdPvD5wHh4BEyMjZkHTf+QaH9sOFP0QsZP+sOgYHy42VgtIDuGMVSvgtCqDicdGDq0q21cDSQPYLRwwReu+6kzpYODrnj2saXHVk6UoNbp0grq17+OmTNIs3NzfQgyc7WZRWiIxIazcZl/ceHvz7P/nD/+eb3z7Y2x9ubCRJggziQV+SRIIoEnVdWqfTJJGMp2mWZflsNgPn0zhaW8+Pjva9AUExYwZ9g4BGEThHnBgjY9zS6RmY8+Sccx6JMQdWWxVELIBdfxIKhqB0fi6u+rkGAICQzrMw7XQ/5wFZF1TeFzvLn2kdsVo/VVUlmDSMb21sHhwcOGs551wsi41W8cHaoNK19TaSkTHGWesBkBCs9x6ImCN01pVVmSTJbDZjaPOIIWKEUV3XzmsWJWmSaNW4VnnrvUYuI86YMwDoAe2Z5isXe6P/0kLHi7osj9YDICDSsSrVPfsucGkFutLPOE9I4Jc5nILccuUiAqIDHyYsS8qrD+HwSyEiAoCnZ3gXOQvGO0/HX0sQeXHObQiJAw4e/PL5BedcsES+uD07UfCc5wdzHua8imVdENWwyu08IcQ6jYCtirIAgCNZY9A7zoAEffDB+7/5m79BjLeGvv2dH9y7d1/GBanm4b33eqkHLP/d//Qn7//ivZ++/U6e5gcHB6Aml69cXdvc2N3bJxFZ6/yz3BZ/Js31vHH/iU7vvGzD85qc7ldWPYq7zXB1uHYmphf6mYCmhBJXa72aV77KLwimv5e2ty5tr1dVNZ0tJtPy6OigXYz3n+5+/MEHTTnN0uzu3feMMWtrg4AVBUOQLMuCuWOe54xL51xdN6FjClKLbicn4t77qlRxHMdRXto5ERAtJRXHF+5Xg07DIGzVwSRQaTqQzZiOR+BDzb4ytkBEEkI4sOCpblStXVEUAoBzBA/WeoYAiM5DaAC0dYt5NR6NpJR5kiFiGkttllkDq7e9rmspZTCD7DL3OOfCGGuMDV8fY8wfW0WFxALiz6wIEZcHWIiZBgBGQTIRdZDliUXW5TycQAtXkbQQUc8Ym04mHTNE6za4ZRpjer1eFEW9Xq9pmmDIGUURcR7Qv8BPPTyaeO83NzeDz0qWZb1cdKaoABBM26bTafgkAWAMc8q2bZumres6rIk8z4kzRoKBJA/OW61UKAuMpdloxCRwWCrmhRDhlbuLCmLTyWQSTN7LskTE9fX14Ou6u7trjFGtEZKtrW0qpabTaSBcaa2yLO0iFzutyJmM6s+UVp+fhulW04Q76UjQzgZSSrjtxwYzZI0mJOfsK3fuXL2208vzNIkQnNXaabNa4hhGQbC+XH/OE5JSinHW1K22GsBlafIbX/pSXc1GR/s3b95EZGVVra9vINL6YIhgGffXb1xxzk6nU0KYL2wk2XTWJkl2dHgYRUxyTkBItbXGOUdcCCEZ+VY1nAfmN3CGWvsQtayN8d6HKA2jm63NG1HUe7I7K6uGKB9PZv/xP/35xtr6v/ra1+7d+3RtMKjrSms9X5QOvLZu59Ll99+/61A8efLoy1/6EjhjjUmzdD6b1Y0qq2rQH2xs9sqyAiDVagTmvU+TOE0TRmCMskDG0XQ8ivhWVVpEF0sJDtAjId24fu3xwfjP/uqvWqUGee/jDz/IskQ1dV1x1VYE4CrmnR0dHPaSrC4XkWRCovUGCMEjAjPGeoC6qoiwLKGpa62VNaIsF01Tt23LiKdZqpRyzljX2iRihLPZ3DuslUqz/IXbt/f29777nW9vb20DwmQ84Qx126i25t4r469du8qFcN7M5w3DULNyQMbIG0POidFo4bxHHwnmVOu1rhGIgW2Fcg77/QHjgnPurAUHzhnlEDwKDsZoJuVoMtvZSa0z3/zWt+4/eKC1/dKXvhRFqI2xHq9fvVY3Ksszq42xxhEgOCQGVU3EjNZa6cODQ0RQrWqbxjmfZameKWMscXa4f6S03t7eOjo8aJJMCmmMkdEzd69wNgwGg7Isd3Z29vb22rbVzDhnwaED+vJv/oYnTpyX5dwwN5+17Fg/EP4+nU6DM7tSarFYTCZTKWTE5bIy4AScMaInT54UacaZYMKFjICgyJrN5tPJ5MUXX9zfP5iMJ/PJ/I031t95++2D0Wgymw4GgySJtdacM2vtfDHn5MPgsBOOB6p5oJ0DEjIGSNo5sIHI5wGZ9V7IqKyaJWsXFeNLnp613hijtCEmppMJOJhMZnme7excevJkdzZdZFmVRMn+/qGMYo+UpLk1FgBFFBvfcCHrtnEenIc4SabTUjCeZrkQxBggASIRELM+YnEUy0F/DcBxYmGim6VUN43PIIszznmvyIfVsKyrKIriJDJKbW6sBfevwWA97OHBuHhlY8Qz/aVWnfdXhVtnSlCCPUaXibTalYX/e6ZJfXjTYLp9ps75WPTiOqbQCQti5xxDUFppY4dra3meAAASto2azWbeo7V2PJ56769cuXL3g7vf/c53XnjhhTjLPYIH0K1ixIhAGyWliOIstF4e3Gw2NcYYrRkbJnG893RPW+vAAyIx4owzjIhRsA5Z9UXoaD/Bca3THAY57AV+fecBRKvWDhf3dWfyylZbuxO+Gherp06bsgQlv5QyyTJnFQJbW+8jHOswCbUmxgpnXRQJa+3BwYGUMkmioDfpvDTDly6lFIIXRXHr1q1jeQ+2bVtrjVwwYujt5vqw18uEpMlkFEUCAeMoMs6eR2U8zyfzYjDqxH09v5UGAjxON3o2Se46vc7W6JnedeXVPHjr2DITAoIJH3YFhffosQUI/Z0HsMf9IHkPFuxxvFO4QATwgB4AjHUABAjeufDrSOi9B+r8P7oShU7wdc9DDn/J5fHLIGCnjQ9Ou4+ejh9YRcCMM9Za8l5rzcgT4Xg8+tf/5l///L0Per3861//msYkzot79z9+52c/f+ONL77zzs8efvrJv/nv/+Dvv/nNL7x653d/58vj6fS/fecfAI+Bo9ALebjAMPMz+cAXMKLPU/R02pxVGPk8G88TX03YVYKKLDigdJ3zabTw+HeXzVKWZVleXLrMtb7tVXn7+tZv//Zv14tpU9ehyUnTNCA6vV4vdHpCCO+s0aoqK4+4nDcRoneAHpz3GDwCwgjPG6uQfJaldV2G0zZMIY5pjGbVm301lyt82lVe5fNGFc84d+HWBaIfMTYvF7P5Yj5feOfSJE2SuN/r9Xq5EEwIjkSLsjocjQ4ODsqqnk1nkotXX3llOBiUZenBngluB9lasO8OnReH5aZNoV/1DpRqA2rZpeSFzsoYtZw7csE5Rwr8xufyl1aPxlXEaXWPDqrHcKmBS0qERdEbj0b9fl9KyTnTujXGFEUR6qeAN656WjLGCCl8kcc+5nJ/f7+qqitXroRaB4GC7jO8b6foC72lM15rHewujbHhdvT7/RC7R5ycRaus8w4JApembVvgsuj3ta3bUgeaaOcM26W6N00zmUyiKNJa13UdRdFwOByPx0dHR8H501q7ubnZ7/efPHkSxhtSyigSjx49CtYdxpgwijjT2Pc0pH7e5O9MFjUEWwZYju3geHIX6qTwvYecZedcJDkAaGeauv6jP/qj7e3t//B//IfP3bp94/qVIs+KPLVgiSjNZFXZsHPN5/ONjY0iz4wxBwcH/X5/MFg32sYy0sZ87wffv7Szs7f715wYoldKEXFjTJrn4PFod7/oJ9dvXPnkk49U045Go36/38vy/YPdK1cu9wfr/+v/9mevv/rqzs6m0SqOZNgeRByFZwydt9YWRRGYylVV9ft9750x2lq7qETTVPPZJJZsMBjMysWv/MqvPXjw5G/+9pvTRX3nxe3R6HA+myK4OI6apnXWOg+SicVsYZR59HT/Zz/72SsvvqxVIwi2NzeGRbGoy729XRmxtlGCC+cgjthstoi4MEoZwVAwxok8I6SDg73rV7bjJCH01lghecTl1atXv/+9f/rp+x+89MLtJMlu3LoZRZFV+pFSRCAFJ/CO47SpPv7ow6uXL+9sbyM5IciDdc4CMc5lAN6rcpFnaRRFdR0fHR0lSTwYDLz3XHKj/dPdn63fvLW5ucYZOG+UakNTag9Hl7Y3733y0Ztvvnnnzp3rVy+XZVnNZ1EUhTvpnWm0ff+jD/Nesb39IjrNkRgjIEJkEc/m87n1Ls8L1RqrSwTHKI6iKMsywb1WlYzTux9+8un9e1/96m9ygeQAAcgjAVkCr5htNRciitKfvPNDj/CVr35FKRPHcSyobps4yZS23//BP127du3y1pZpGiIfcWa9V8Y65xCQMQoOgUZrKaUUDAHBAkemlQEAo9T9Tz+5fft2nietqRgxQhlarHKxqKpqMBhoZYeDda30t771ravXLltvjDKIVFUqK4b3H91Ls1y1GdqayDOeHst1MDg4P3r0hIgmk4kxJopkVS4kF4SMiDn0wFmrlOC8aVpnaxk9JwML5I0P7n4Q5iO3bt2y1vzoR2+1SgOjl156qegPbt+8oZSaTsecALwJeuOwH4Yd21obZkYWIjBmXpbeGkBHyBjjyPhgOEyLwDtAG3KKHDDmjHFCRkJi02hjml7ez9KsaZpe1mOMf/97P7j74cdcxr/1ld/5jV//UhyhMc6iRwBiZL0frq058MWg7xD6a/221hubPCC+QjIukBEgEAAy7TY3d9IkzrOCMQAPjGE48uMkm81meZrEsbTeckE5T4uiAA+a8729/dl0BgiM0WKxCBu7DSE6S/GDP5GbfJrFdx7DqouIDUOu1SjR5394aVEQfqA7zldV8qfCh8Kp7zuO/XmOgtYYD7Aoy1lZ9oos/OSiWrRtK6KciDx4KaXx7u133rn/4MHWzhWlWo/IwiHoPTECJCGYA8uAjNE+khZM2svKyXQ47CdJfDQ6SJLYHc2d90Gl6sEycIDuuIR9RhXpDH7C5G61ST6Te7l67q8eQsGq5Fznj3POuIs9D07nBp3HlFt9hVVKUZZlWZ7EEe8+trJmFYRBZN57BhhsY5Vql450gKuuCVJGaZoSUdEfHvfzIXECHCybf84YeCsYB7CMiAiVbk8MET4zjuLM9O3z+XsX2Z92bRkcd3QA7NnCBO/BP9fdLauDwFUFs/p8HRtvBKH3EgkPWMTxgiFGHSQOwBDYmf1nuKtaq/CCHtB5u+rsel7GxpkpfP8ixdqZjcoJ9xe4MG+9s9w4020/1Jxtq9744hedVe/+/B2r3bs///nnWvPgwYNXXnm5rpu/+tY/ffLxx7dv3/r9/+4bzqpH9+8ZbX/x7js3ruz81pd/bWtn5++++a3pdJrkvbZtozhegp/og4PvBTpDeD5EMYBRF/vQXoAErr54V/yfYJOdqaIMrxmK/8Ck6yiaJ9b26rpdpo/AsxaaMxbl+cbG+tWrV61aI6QQox1edtUwsq5rchYYCcEAyTkXACqG6MGBdRasdc5Zh0CI5K033vEkyrO0qhbmOKTn+ELIuSWfMzi4dIaZqySRjoy6ctXP2W8KEQUZ18F4sliUdVVXdWOtqxudtS0RI8Y4MSERER8/fbK3e6CsIaI0idq6Wczn/V5xorfq9oHOSmqxWOR5Hoah3GgHnhiRtVZr1eWvc84BvNYK3DIklAi994wT0tJ3INz0YFMZGrbuasMR2A0vO/P6bgAQ5IZKqSSJnWOz2Wxp2eK9czbLMs55HEVa6QXNm7ouiqIuKyEECWQYDKuWIYbBHqZuqtDHB2QMERmx7tkL9zcEU4YEBeud1qauG2ttkiSDwUAIEcfJdDqTMlZGOec8ECFaqxul67pumirpFU3dWFBpWpy4xQHBa9s2bPplWQYZXl3X9+/fDz2etVYIsbm56b2/d++elLIoCmNM09TTqQ+2kEKIoihOBIl85tjpYq72c5uX94CBfbHC8EACQPDk0TEZdPbEGGqtGNLLL730xhu/8ujBg//7//qve/uH6+sb+SglhLVhn6GvysV0UgVjm52tzbaq6sWiyLK8lx3s7R7s7cHm5sbGBme0fzhyDqMoGfYLwZkQ3BrlvAfAMJpKeDQaHZSL+aVLW9Pp9OnT3bY1iM2dl19tVf3Nb393vKhlVpBIhsUagA1+8ZwLYhQnoJr68ePHvX6/6Pfrunnw6ImIkjzP47RnjLHMffjJR9ub6w6czPLXbr/wT2/9+P27H127eTsZTau6ybJsPJns7FwyxiZp2jSaC7FYlOtbO1JG+/uH64N1o30UJ4xAiCjv50yyJIkfPnp4dHh09dq1aj6P42Rvbz9Nk7VBvyh6nDPnrIhkFKXe2sViIUQPCIUQw34fnP/ud7+rlLp582ZYCfPpJNnaaq0WnDGiNE3BOxAsz1QURbPZ7NLOJe+sNcZj2KyBABmRVtpZp5UGD9YY73xd1eGZmpZqPluUVTWZTABtFHHntJRStVpwefPG9aPDw8P9vRvXrg6K3mI2JSKGYFSL3iGg9S6Ko7X1Nee8lFKQYMGuI7B7wCPDel4Ph2tC+MCfTPOEC2adIQsesapq79z+7l5T1znG1hkCZMSJyByrpC5dvvxk90nR743HY21Ur8jbpjUakyhy1qK31Xz65KG7ee0yY54dm25IwZ3zVrVElCeR92DaOoqWSl1R9K21wIhxPq/Kuip3drYCa997z1BobZz3SZqUVUmMXb5y2Rj793//97/+pV9PsphzapuWETMGmIzf/unPqrr64hd+z5taEHCRdefQaDRCxEuXLnnvAxLY6+V5lhmlOOeCS2VtY9T7d+9ub20VSS6lZNyG3SOcE9PpNM+zwWBQ13Vd11evXv7xj3/89a//HhNcyhgZc85/9OFHjx49+vrXv+Fsy9B1Z0k41bTWIUJnPp9PFzZJIim4s9paI7hAIg90cHiklLl2ZcdaAx45Z4yF5DprbBg5eyK2WMy1ahljw+HwrX9+K47jr3/ta3Wj+73ee+/94vKljStXrlhrCaAu60jKdqKU0YuyjON4Nps0TbuY11nWy7KMIQBYJA8AzoL3OB5NkySyxoG3AJ2PNmuVatqmbcune08RiYgZa8vFgnPeL4ookk+ePLlx8+ZsNldKDYcDF6K7nQN0CB4gxBs8V450tCK7hDTxRE32fCXnnjHYz7LyW60/TtPmj00azysl/Wn7zefQPMacdf3BsDcYIASZB5tMJoQMGRlrsjw7Gs/r1uzu7WltFmW9vrG5KMvZZC4jTkicB4ILVlXJOHHGGWfhlEZwg37hfYjNSIkJYoqWMfU+4FgngptO3IRg8bcsJo4P+g4JXyWtnWq9lv884T2z0o74X9KH8zzc7zMhwdOMu2UiFHgKxC1ng2VzCAQ8bmkYIDhtwgwxVDiMGLhnupowJk6SJAwajiUV3HvvvGHomOSIIDg/1jf6Tz/9pN/vh4Hy6WHECXLpeeaQn3m7/Apz058G956jZeKzie8zqR92j9Fzb4fglwzNTqHow5KgpdU+oGdLQToyWNIyj//XcpS8xPROyPCsMQDAOPPHwkUkOvm5/TM+6gU5TxfrA1dZGBewok5YcZ6wKjjBHD4zfGX1Ayil8l7eqPb3fueraRbNZtP9/f3ZvPr0/qPdYu/Bg4fKxhs7l159/fNPnu7vP318uP/08tbapZ2dF25dS9Poz/73//Pp7i6X0loX6NNIFPz/EfAEAH76hpzwLz3djp4e3JxO9Tyhfjwh7zxxS09QJ1aprQFTieN4hSToz5u+LdfcEnq2YWRkjFFKW2u9B210sHDvEsafEwcSOe+DdIIf8ypxuQi98zYQLL334NFaZ6yez9s0TeI4bhpl7HOhjow9Y2aGPILV276qsepmhatHzPFk0FhrZ7PZYrF4+uSpdb4/GG5sbGRZVuR5lkackTUWwALAzes3dnZ26rqu66auauf81tYGoDNGE+HpHKDumQrD09AK8VDfO+cDohU+HOccCZxxdVM7zpA8Z2w1Bl3rNryWkEmw4uwGnB3xo8v36N4+SRIpZdd3BSpRnmf3799P4hi8n0wmUSSsjft5L8giqrKcT2dxHIPzWZqGuXXbNM6K5bbLmPe+LBetaoui2NraCq0U55yQda12WDFVVVVVFVopZU2X297r9eI4sXYJ9CmlrLNaG9N68t7YtrEa0RdFMavqKIvSuN9WJpx8oWUdjUbz+Tz4DYQkwMuXLzPGHj58GL7O0Fuvra1VVXV0dOS97/V6jLH5fE5Ew+EgTdMgIBwMBjs7O91ufmba+JlEhfOoMifHgcsaPTDtw7GNq1R+Lrg3hjHSSuVp9sqrd157+c5//PM//9rXfvdXvvh65UjG6aKsvXN5mvbSOGjQgw9Nq1wvT621aRIPBsPZ5nQ0GqVRlEZRkWXWFBps/AAAIABJREFUAgJLk7woBqqtOOe9NInjuGrqyXQax3Gepcb0+v1+mqZRFB0ejrZ3Ll+9evXnv3j36Gj/S1/+yniuty5dyWLBETgjouXjHe5JlqV12yZZL0oyB3T56tUkzriQQkrnW0/lYKPw3L3wwgvGmL/5u79eW9/6wz/+t2//9BdiQc47CzhY32BRzCNUSotEZ1mvavRf/uXfXL5y+U//9E//9m//S5pnkRTeu72j0Q/efFOpNnCxwHNnKc0KKWNj4cnT/SRJtXOmdbP5ZDGv4jgZTSbj2ZxzJiSPpSPGf/LOO8bYvNd/uHtYNa3W+qfv/vzVl+9Ya8fjMXp348aNKJJZkaVpvr6xubt36LxfWxtkeWyMiuO4rmvV2jTNqqoZjSZ7eweXLl2K43g+L73HKDJKVZ4DIKuaZrqYR3HUNDWAJaqLYrB96fLRwdHdux+++OKLu7u7ZVmnaS6ltNZXVaWUAYA4kZ4JzsX9+/evX7sSCyIftCXkgThrtGmrelzVCQAoPTOucpAgcUBnPWptuIj7/f7O9naWJHEsyHNBjIChx+ADsT68tbf7ZGN9Pc/iOGJZlkaRWF8r1LzKejkAEBdf+92v1HW9PugJzqRgHEMmA3LO1daQiILyWF3aWOYpMsacV8qKOLKAFuDVV1++9+ChUjqUZYRLEvVgMCj6/Y3NDRlFH338i5fuvDQcDpu2YYKnxAgZkrAer9+4/nR3DwDSNBPkpcjgOC+7FAulFAESY0FRHB61Y3cNa4zy3jtrAYBxLqV0vibqEmsQwCvVIoIx+tq1qw8fPuScCxHmhRqs1c5meTZfLI6Ojjh5wSEYPnX40nw+D+O2siybxgFaoyiKeAjo06blLKrqcjyarA8LYzQiCMGJLc+wsizbto2imBM5a6bT8euvv16WpQP3+S+8bqx3FqI0S2KhtY5iORtPiAi9M1oZa4SUTVMBuOvXr1ZVPRpN28MjsDZNE2KA4AXn6MB5bJr22K4QhZAAwDmVZRmI361y/X6/rurRaDybzZIk4Zz38iyJk6Ioer38yZPdwN2wuunqjCC1CFvdarPRZR6scjJPV2zdzDV0jh3y05U+x5zP5wQ5p/U83da7snt3eBUL8Rsn3j38F8aYt857/2T3yaXLl42xnBMxNp+XXErGBILjgqxziDiZzo11SqumbkajkfeeKNemLorCeWRC5jkHcLu7u7PZYnt7Wwjq5elwWCytVoC0NsY6ckQEBDZIp7qZRVeedobgXUYThRbo/OL4DLbhCpp3prIOGV2AYp1nDHix8dhpN46uDFoljobRdhRF4YKJyK22QwhciLpVbdveu3ePCNbW1vqDQhx3vKG6CJY83nshZNe5LUWZzgf7Ft2q0LhEcWSc3TvYR0ZF3lv9hCe0Xmc6iHzm9a5++FXC26kfPraBRTyGzp61fLDMqfHHCWkACEt8zy8lmcdEz6Wj6NLwFh0AgJNwjAdCZ4Lb5VuiJXAevQNPuMyCC4441mnGmPLcH6+ZkGwBzj/D/RA+0+nkzFSP09TfX5KxeSLe+jwDmNMd0Sp1M6C71tlP731y+/aNg8NDa/Qf//Ef7+0frW1sJ3Ha6/e/86O7X/z8a2/+8w/3dve21oevvvzi6GDvP/3VX//7//l/3H3y+Bd3P9jY2IjjxHnojPoI4Vj9609nwZ9wFT6Pg3oBkLDKeD+d2nWxJvbEvTrxIIenJtjsr0q6LkiwICJG3HnmrEYMM0rmPTGi8CKBjL1qUwkAxIQQPE0zxrn3EHZ0BPCe0AOhEzIOejljjNbWe6u1bloVRREX0oNZMhyOh6rGqEDO7EyqVh2/TvMdVu/2MfEwDpzBiDdXrlweDNYGg0Gex4hAAM4CepCCeaBOFLY2GHYHvbW2LMslLX/lxQOOtxoIEZR33nseHCCPvSg1YnCc9+7Yax7BMWKERICMGCe01jpHYbIV+JydJq1LTQixAR18eaw904GYW9d1UPSlSVIuFnhMlwdwg/52EsXLXIRyfnC4P5mO1/l63VStogBBIqHztml1GANneUoMO6ea0L9qrQOv6dhwpQkfI/wVx7FMYillnuecC0Sy1oW5gjWuKmuPvm2V05BIGccRenJzVVVVlm15FrJxeYAB5/P53t6elHJra6tpmhBWuLm5OZ1O9/f3j46OjDFSyitXriDifD6fTCYAUBRF4PHHcdzv98JdiuN4Y2MjSWIA7PIiO8/u8xjPp2dLJ8icp2NnTukfyIeZt1NCcKsVImhlrl+/9qVff2M2mfzTD773x//DHzJGB7tPt7Yuj47G2y99zjtlbagLRFU2AMHNwuVpOp3OFrNZaLCzLIvj+OOPP5ZR1GqfZdnR0RGC6xeZVcoyWpTzJImvXb2stUZHjLHR0UipOk7TW7c/1zT6xz9+21p94/ptYwxnbDGbJmLoCa2zKKitawBggQrDuNZ2Pp9LIRmJqmzKRZNleZ7nzrlW1VvbG5ub648fP7579/2r165HSfboyUOlaw9mPJ1Yj8bBwdGEc8GZ8Cjeu/vRp5/eu3Tl2quvvWadimI5nc/6/b5SGhtgIsuTIsixnHWzspnPF23brm/tFMM1JuPRdB5F0no23Ngyxsoo0cYgl1euXRecfecf/nFrffPy5cuTyWRrmznnDg+P1jc2krznvauahjOW5D3nXKOs1ha5jKNkuLEzGPaIedKtiKKqta0phQPk0nhotInSDBBlkirrPfHeINe2ZUwK/mAxry5fitDbNI244GvDjZ++8954dPTCS3e4EEmWA6KME8Y5k1HKeCRlFMfoHYooy5o8L6SI40gQeQRA4sQ4MQvokywRkeCcK6McOMYgigIfmwEiIWNEgjOtmkRCmqUMUDLpLEjy3rMolkm0mWdp24rt9T5fxm0S3xwiESIRY5e2flUbAw6IMIkFI0QE6wERjut7OK6qg+kFcPQA6LzXDo1zewfjw4MjAFrMawC4f/8e53xra6uqqvF4vLW1de/evRDgWVUVF4JxEox75wA5MhncTWaz0iciEuRd0wVk13WFiNPpJM9za818PvOYEXny6JxYokmcc86rqsqjlBEFgCtUSN4jY4Jzybl8+eVXP/roo/fev/vKK69wwYJYyBjDUfT7/aLX45wnkeBseZBIyRCxbds0dVEUM8Z7vULpecw558QQEBznrKmVIzfIe/PJVDASTCKAjEQoAYnIaYvOpZHMsqSuZltbm4NB8d7d93d2toiYRGatd05zBpwwEQKLPInjOBZaG+esNsbaNcYZgRv0ereuXZ/PF1LKXi8TgggDgOaUcmkWC84BnJQ8uJWEQ0TpCtETY/3+IMvyEJoSqL+XdnZ++s7Pbty4UVV10zTra5vPxD2IARY4Bgeeq7q6Y/i0SOyYsbJaSXvE54avq7voaS1KtzmvVEvPZcoF/p4LgSd0stBZ9bgLde2iKg+OjobrG1Jy79E6qOvGOSAPQMw602pTN248GfcHg/5gbTKZxDKSUjLOoyhKk3yxKKuyVVpxYnner+t6NlswJhhYwXjbNtb4KImMnbZKEZfkMMxu6RhTXZWUhL6u07eHiyVC593phuQ8UCUoty4gWJ4m3Z2Zl3Di5FqtnM5z9j/xDZ5wXnXOzSbzsiyHa0MiFjpYzrlz3jkHCM7byXRazRfdnP7g4EAbtb251b14HMeh2CjLknEZuMTBuYGQgpXxkkWmzGQ6bduWMzmbLh4/ehrfjjpnuDMnthcPbc80r19ZY7Qc5noHx+UtrrIkO8VbJ2w9rn/DwAKPsbwly/OYo4mIYCV2r+EdgPDW0XHUBMHyCXLWAnoi5MS5YGE6E0eYJiLNMhHFRVFIGfXyPElixujRgwfvvvvu46PGeQ8eiBFh2GBp2fhR6E7dibVxgQ3piWnO6RzF8yxhL/4izgsNPi9O0FobOASCs8PD/eHa+tHhwfe+/09cRC/defXwaLS9c+n2tdl/++bfKaXLRbk57H/1K7+zvb2eJuLtt3/0ze/9cHN9M0nzoL621nS5eZ8p6rlApLr6NJ22RzodRXMm6f3iJIkTD+lqBxK0eWFM33lvnmBeLJ/ZY6zIOxP8TBguRXHOgz32ARZCrAbHB875ZFY2TROEyHnWS9NYShkM8ADBeiRArc18Xo5G46qqmqZJkmh9fV2mmWBCStRaBeAutEzBHz2cMKdb/TNjOVaZj0mSSBkBQJomw+HAA8RRFBZ8IEAHhlqYsZzmgq46SgYsNPS3pw2HVltQHiqbra2tOJacM2OMB4fEm7oJGQY+OFAdW2gGT6QwxwrbXEfbYIyFXDilVFVVIWSPMdbv98MNMsaMx+Nr164tFov5fC6EYAREVBRFXVf7+7u3b90q8l7gHR0eHi7KudY6SZKyLBeLBRENBoMsy8L313mdhcsOIB4LfAnnrV2ujMViEeC18GHato2iqN/vR2kWRHGdEYtzToqYMd40bavboujng15TlvP5RKMNTewSz0SfZ5lzLmQ2BA3h0dER53x9fZ0x9uTJk8PDw8C/unz5spRyOp0eHh4GkCoscSHE2togNK5Syo2NjTzPQpRwmNCs5iGeSfU5XYicoDivTi5XeBfPRmvH/CUV+KJxLNqmieOoaepvfOPrV69c/uH3v69U89ILt41WQsQyEotFPZstptNFGvOybA4P9vIk3tnenIznzjkhWVlWQojh2hoxPpvN777/AQm+ubmlrKtbE0izxpijo6OIUxSLXi/jnFtrVNt4Sx5h72A/Sq/c2N4eHU1/9NaPpIyuXb86mUyJRU21mE/HqSDBWRxxq71zjnMWChDHxaIqkZGQMWOsbpumaYhzEUmtdVW2n//863/5l39pjLl+/ebO9qXd/cOiGBIcDYrhbDoWMrFAi6qZzw9fe+3zH9978M9vvuW9//0/+IObN2/uHT4i7qtm0R8OGqWKop/mXinDkDjj9x5/fP3mrcPR+N6DB7/91a8OBv3JZAzgZcS1872if3Q0YkIq4197/QuPHz966623fuvLvxlqqcH6Bs/6QrC0V+RpurOzQwRxkjgHTMaSMe10LBMD5LXtra0dTUb9Io3iLI6TPB82rW5VOx6P+2sbL1+6FKIaZZK1bZsVfa11EmdtqzY2tuq6GRRrUpAH2+8PPvn4E8GjO6+8JmMhhGiMdc7xOOGcMxlV83kxzIUQ3EOrHQJvWzudl03NBAWchDnvuQRjzHg8M8ZfuXLFe1osaiIxmczjOFbtAgEZ44SA3laL2Wsvf2590OMMvAXvoGqb8XiyNsiyLPIevM8In2k2OsoEElpP3joSJCPGCZeeFt10bkVtGuoNZN5Zw4h754n4/tPRJ5/eH4/njAliHBEF41JI9NDvFbdv3nLO6VatDYaPHz9GD1maCRl5Z5EAkWsPG+sbT3f3oijOs5QThnfmXFhr8zyrqmo4HMRxrFRblov1tSEXIpFBfkAe0QAU/X5RFFmWMcZC4R/cpIIaNkmSfr8/n88/+uijF164w7lIk9RYZZxNk1xbq9TEA0ZJGkVCMFwVUDEeNa0RMhkMN7TxkWiSOE5TqbVCBMZYvygA0VnPifIsk5IHXUfY5K21RS8jRM7DZLTd2t569PSRB+cRgpWtdcY44JIdHRweHhxo1S7EUvwcdmyt2qa2UiACa5tGK0WIi/nMO+2cJWJEfF7Vo+lkfdBvTaMNEGHbNN47QGKc1Yu6UbrdNEa3gQCvW7W1sVlXda/Xy/Pe4yePnPNJkrRt82xbCxKFpazAnWAcna74z2QiHbvk+9WQgxO/YoxdDdTq0neCEjg4gJ+Ydh8XT7jaeZ6AHY5fXKdp+vrrn5cyquqSE1lnq7oBkRjniEhrK0RcjUaILO/1EIlxHoRUedazzh8dTtI0nYznaRJzIRHBaJckGeeSe9Pr9VTbWmsZE9r4pjHEQ5QAa7RmBJ2OvfPfWs0eCGl7Z/LcThO6nqsmg9tiqKqOnQCeGbqs6sQurJtXCVGfGU59Zq5sV2I+Y38khWrt0cHEeff4yZNQYHDOD48OkzTtDwbT+YQBhlBKKTkiTqfTUKKEKw1O6GHEbmwbBOFV1SRJ0sszQpxMJuHWefB7+/tZ1nMOAZjWbrFYrK2tBQBw9QQ/07r9dCV9QYztMWeSEBGIrcpHl8pDxjpCrV9BfsL3Rcd6fUbP7BM7hM87x4EQvXPOhyrLW0bEkEIia97jSZKsra1tbKwPh4MkSeI4TtKoKIo0jRh5ax0gOe8JyXvQWgXM7nPXtn73t371H976+Dvf+Y7WxhhtkQGA88555JyDR7fckM/GrC5O6rugEzsvFOG8uLyLqZ4n2puAihMBMTg8PHj8+HGSJDdv3X7//Q/mi/2st/Zf/+v/q537wuff+MKr/8ubb775zjs/7eXJf/6bv3rjjTc+uffp4yePNy/d+re//3Wt9V/8xV/EcSSF6CRYq83Yecv+dPby6VtxEmN/nsZ5ce7i6R3gPKuq7l8DsBRwvFWHizB9W/3YxpgACDPGkDigMEYF+VV47k5ccjd9M8aUZXk4WXjvAdl8sTDmiXMuz7Oil6+vDdaG/SgS+wfj+/fvj0aTEEgQx/HDx0/TJ7uvvvrqtcuXJEdEVEq3rZJSHMP1nV7UnZ62nO6riZb4U57nROQ9BF0lY+GlXDf0NUYzJMYJvEdkqxyEY0WbWzKVGCOiMCFdjW9dbcu7m8PLak5ExrTec+9hNp+2bRs2+uBGyjmuxiQwJhijjhgZTMC6jiKczWFXCs1PuNdVVYVUiqAhAYCrV69qrbVqtra2ELFp4s3NjURGs9ksjuPZfNaqJnyMgA123qChKepWYehol4vew3w+n81maZoG4m9wCQtWKFrr9fX1nZ2dkNGHQhKRW3rmeA+ktG7VYlGVcRxzEGVZ1ouWgY8imaVRO266YbHW5pN79+bzeZDhNUpxzvvDYRRFh0dHs9lsNBoFlqaMY2XM0Xjctm0xGAS+rPO+l6aDQRGcQouiyPNcSgHQ1Q0E52SXr45ezlSPnJle+txDiMfCSgD0wJBQkLMawVnjBMdrVy+9/vrrbVP96M0fApjXXn15Mjq6dvVK0zScc2eNc9ZZ2zTGOdfvDxn66WyeJEmSZEkSaW3Hk+nReEzEHeDa1pa1ThuH5NMs6/cL1TZ5nnIG/V6exDKJImLkgQE61SLq5vbnbu/sbP3sp+/+9Kc/v3H95tWr1xj//xh7s2c7r+tObO3xm894Z9x7AQ4gIYKkpJYs2k5s0+44jt3uJF2dxKl2XJ2XVP6UPOQhT6kuV3U/dJJK5a2rE5c7HdlSa7JsDSQligM4AMR0cYdzz/jNe++18rDPOTgCSMjQCwUCl+d83x7W+q3fIJyLgLFOlnCgbrfjJwEMVvN0KTjnFni32w2CQGkppYyTSGnZ6aSj0fnu7u614xe/+e+/I3jw/PXr8/ni7PSyyCtrGCfp2spZe352atrm0cnZ9evXf/Sjv33n7Xf++I//qN/rv/XWjwPFOv3o2tH+j3761nu/+AWB8MG4nIkwCAMdFOXivffePTjYf/31V+ezSVHMTNtywX1OzuVoVNf1l19//fDwyjvv/Oy73/3OtavHP3/354ILv5hbBK1k29SXAKenJ14rC4xPZ7NFntdVsbW1UxXFdJbXda20yNJQCu6M7fUGQnCHrq4bAPrwgw8ODva9WpVzUVeV1oozIEdKysrhhx+8f3h4cHx1//vf+954PHnpxRsnD06Ik5Qyz/O6rmfTeafTmU3ns9nMGqe1DoRQYcQ5t4jogCsBQEIopRQBMxYvL2dtwzv725InStDWUIaB1kHACCSTUjNGjCf8+Ojg9VdvdNIY0RnkHFhd19PpqN/rxZEmRPD40xrX8tp9AADm0NmmBXCBVoIzIuePMnji+lmZBMCKb2QcGgvT+eTBycnHH3+6s7u/tbU1GU8uRxdfuvmSZw30er2maR48vH/z5s35fD6ZhkqpINBLRhmRsZYzYU2bL+ZNWdpABVFgsfUTACGZsU1ezOumlIoLybiA1rRIjiHWdeO/CQk5nUzKvIx1RIg6EJ7RUNetd6ibzRbb2+b+/QdZ1p3OFghQt4YIpZTO1o21RLxu7MOHZ8NBV0vmI85F6xhjTVNPZ7nSUVW3DqFuWiTivGOtEZw1ZBjjQLw1hohNprMoDKQUnDMCalrDGKuqtjXWObh77z7nIk07tz6+lWaZkIqAcS44MUVAREKqIIijKBKcOWecQ2OdlAFSE0Vpr9cn4pxXs3mhCZQKEDmAP8llFMdudDkv8rSTJnFkrZVKAwMpFQGbLoowjJ0lABnHqWlNv9/vdDpvv/32tWvP1XU9ny+yLPMjJutWJ6G3q+a0wTp7khy4xiifKGKeSuiCpx04Nw/SzbQi/59YJ1lt5PxuZpy6z526PF1oKq3r1nLBq6YGYEyIfFEgESN692e/uPml6wSyKOuirGpjhAxba5IkCbQqi7yuyzwvH56cAIFSqt/vaV2atu33e0rIs0ePvvLycRqHZ+fjxrrIERfaOHIIzIEDklILAQistY7xJf/OInHBCaAsK7ma7D1NCfmiHLwnqsynzbefZrs9w/rvCULKr6y2f6WvydLGPaL+oIdETdMg4Xw+L8vCWAsM4jjKslQFUgArisIYwzl4V/C2beM4Xis/83zhnbSRmDGmLMuHDx9Op1MllRAiz3PO2fMvvHDlyhXv0fLBBx/4r1wUxWAwWDu2P7FcPzfp7nPZcZ9PRyTCpRvCelLNAYAzrzzEVZABbbixrDSHwBggEZFdBYlwrrVWUvoU6TQGT9IJwzBJ4iiK4ijOsiwMgzAMw0itfRM45/4HL7182tIYSw6KurLGFVXlrI2i4GB3R3EiB5KLN/7BzS+9ePSjn7z93vsfzBcFEQOuBHgExwMN+IzovGdrWL4o6fsZYY/PkL19kQ/qpn7P9zBCCABn21ZKobVWShNx64gJdffByWB7Py+L+XxRluXx8fHR0eFwOAyi8Lvf/f6nn93d2z9gMvru3/xwdHH+9V/7xmR82dSV13k+ceI9EVD5jDz3p7/O585Cn+1n80QP/EWM4s+NGl9X73VdB0GwdnvaFP36k1YIyQA4X5qdEIBzlju7aen/xDf1e2qxWIzH41nRtm0rpDLWWeeUUuPJ5OLifHSRvvbaq5Uxtz7+ZDS6JAIili/y/STrD7cuLs7/9sc/Pjs6fO1LN6IoTNOUMWZM+5S5FzwhrH2aNL6SAywJ3kopAC4ER8TxZCaEnOe51mGnkwkutJTAlgxqh0BEYplX5xPviDHmCMlR27ZVWW5agj29+NdgpVSKa62RrJDL+U9d10KITqfj7Ral1NZa58zaSzRJkjhOGIO6rn3H6aslz9v080Q/kEXEMAxXZA9eVVW/32/b1qfOx3Gslbi8vJRSDIeDQCpEnEwmYRQOh4OtrWFVVaPRaDOiPkmSfr/vu1j/LteeV0EQoMN1kKsQoizL6XS6njfu7u56ZxdvbglC+LPeWmyaZj6fV1UVRRHnkmj5KDiAVLI15Xyc5wU2TWWhBiE8qjcYDPyrDcNQa71YLO7cucMYOzs7Y4wdHBwopU5PT8/Pz30+Y13XeZ5nWZZlWaCElLLf7/d6Pa01IiK6NRHo2Sz8p3NdNlmd68N6c3T7OeJs8mQ4AiB0VkrmrOOM/97v/s7x0dHf/M3f9Hq9X3/j137w/e97h1ittTFmPB5HkeZgo1gLBlrLLEvKsiibOs4y4rxuWhDy4OiIEG7fvl1U9ehiHKXJV7/6tel0ejke9/qdk4ez2XxydLB/9eohOmutYYw5Z5xpuUxfefW1R6cPv/O979+88cqv/do35rNFGIaCc2NYnCb9QY/IScmFkoAOAIRSzEf3ACOHaF2DtQ0jwRhaWxVFHUU3Xr5+9+7d7373m8aYGzde5ki9NA3iKNCac1HneUPO1CXZdmfQb6vy048/zLLsD37/zSxWu4PsYKf/w+9+67fe/E1GbrvXee7560XVCiGJgKzzp9UOJE3TvP/zt8Iw3Nvbi+Pw1q1bgvEsy7wT47Vr1547Pnz//fffeeedrcFgNp5MRiM/RGWMgZSC8aLMA6miKIjj+OzsfDSZdHt955wU/PLiom0soD0/fdTpJJPLRisJDs8fnRKiVCrLsm63C9Y+vHuvqqqLiwtvNZRlGePIuSzy6uJi9Du/81vHR4d/+Rd/cfv27cPDo+9899vGWBXItZVRlmW7u7snJyfevDHLMkbkuJBBDAA//NsfJKHmtPS+4IzXLbPWXI5H7/z83YPdvaqqrDXO2SgMozBKM900835/mMXJN77x9eGwJxhpJRGhqcydO/eee/4gTdONFDL8ZYtohoCc8aaqfYApY+Cc80Ia8L5Bn5fCtXJO1Ahsns8ePDj9yU/fmoxnvV6PsO33052tTEs1n8+zLAOkb//1t4bD4ce3Pqqqqq5rIyUhWGcEY1qrummFCmbTy7rK3/3526ESvW7aG3R9kgrn/OLi4sMPP6zr8sUXXyyKQmtZ1xURNkJxLjgXdd2AFJ1Ox7R2Np0KIRyFRARs6dxlHX3t69946623zs/Pr1y5QkwzBjs7201dNW3NpVJMpqm0yE7OLpTWDE2WZZ1OxLiQUvruLi+qqjZcaGQSmYzSLNADn/9jLUqlRJjWBrJOTwjhGaFCMGNMFMVMFGmHCSHn8/zmzVcuLka7u0cy0GmW+fG7kIHgXOvw/GzWImkutVaRTr1QIY2j8/EMwRW1DcPIgWgsckuDMInjgDGqqkqpADivjWMMOt1BoGUUhMYYRHCIwPjWlnDOxWlXMDKNaesmy7KyLD3/YjyezOezwWDgmRebpEfnnP/H9czMA71r45DVKcrX6qynHR2JENGt+5l1O/dEsu0TpIm1pG2Fr9OKDedRWNjg7dDTjpQbjQeNJxOhdZp1EElJfXl5HxgH4FVT/+Bv/u7F6zecw/miIIIkTa0lJSUj7HXSMEqKotjf253NZpxzrVUWWXEsAAAgAElEQVQchTKLq6pcLKg1Vb/bDYJoOp0y4NbRfJ6fnY/qJpKSZVGWpYnP1PGRiX4nOofGWI9kk6B1HbZ55z5hrfmEOuhp1tzmSNPjs/7ifkZ1+LRt/WY89K90kH+6vVz70SGise1isfC1ShiGcRIprX3zxjmbzWZVU5F1i8XCGKPUMi/KL79Nb7mqqsqyFFJrrff398Mwns/nOgjrpuWch6FWQhhjRqORUsKPS8NwCXnLlfPcM+CAL0qEf0Ynw1f8N+fs6nOax/lmrmYrZ0zBBaLzqg3gIKWUnIU66vf7g8FgOBx2Op0wDLMsC8MwTcMgYIy3G8Mc3jTtmtKFiE3DENE2Tbv65Q/VoigWi0VVt0pH48l0NLr04Hs3i3//99586cXnGSellUSz1U/+6D/97d/+j974D9/5/ltv/6xsCqUjKZV17ou8Vb4obuoJ36O1TPfpv/70bPCL0uqf3RQ98SfXQxgGpAQ3nNVlGYfpv/23//dga+f6S6/cPzkN4nSyKP/iL755eHTwD/+TNwe9bDob7+5uhaEiRAb83p37Z48+6fW6ZVl1kjgMdBgGUnAAcPj5S+VXWvE9kWHwtM3M01/nGeTqzy1Qv8hJaH1u+JmeTyUJgsBLq57IF7XWARFjSERIjIABkRCCryMff3kNSCl9V+YTki4m8/HlpKhKS+isKYs80Fpw+NLLL2dp9P4HHz16+ACA13UtuBLA8tl8/2D31Ve+lCSxbWqfJROGoaeDOmeebfr6tBGU78TWDjH+HlRKLha5BVa35sGjU87Vc9eueeJht5MOe/0wDITiHBgRcM6t9S7QvG4rY0zdtmVejEejfr/f7XY9Xvz01GctZJNKiTDUAOCcdQ6TJErTeBO4XJFYJOdcCL7MpLYOAIRQAOCFdr798yoRrzpbLBZ+rXhvU88lnU6nRVEopebzubW21816vY7WOgpCXzoyzvJ8AQCBDoCo3+0lUew9KuM4jqIIrXNkJRdKSYfodc/GmLquTWvCMAqCwB8oa6FkFEXD4TDLMs+v8ICcaYwX+HqIjnMeRZFfOovFAslppQyati6JtS3ZsjTT6ZRJqK3Ny5lWcVEUftjoT7GyLMfjcRAE/j83mUxms9lwONza2rq8vPQ1987Ojg970Fpvb297+pYHZqQUa/hnncP7Kx01/bzUX5lrSwA/aH0692lZTxAAceZl1QCEKARDZ196+YXXXrt5dnLy0x//3csvvdjr9fJ8ESdRXVfW2tFoBABJkmiZO9fO5+Mw0LO5dK5RSgSBPjs7HQyHnU4HCb71rW8jQrfXkyogzu98dm++KJXWvV43S6Kdna0rV/aNaW/durU17AvBpRRSyiiKWlSf3r599+7tra1Bt98vy9OyKCbjcRzHQvC6rtvWlGXRGMP48l6xhEBAjDMEDuAfL6IjcoNBLwz11auHs/n8wcN7r792nQFIJbd3OtZZKWWvo5rGBKpf19HuVtRNwyiKTVVqwb7yla+Qs6Zt4pB99bWXbTXLwui5K1e2ur0rR1el0m3rp9ZMCdGaxiI2TbNYLHrdbr/fY8CO93ejOA50oJUeDAdSyW/+f3+FiP/FP/ojAFBKEjq/9sqq6g2HWoqHDx9Goe50OkmcfHb3M6nDTqeHREpQ27oH9x+NxtOXX36JCwaAnFEURJwY46yqyziOb9++ffX4oN/va60fPHgwHo+Pj46CIGixsYbG4wlaPL569PbbP3n+xasvvfR8EESMhFTSi23Oz8+bpjk8PBwOh7dv3y6KIk3TKIocGeT6/HJ8fnb+/LXDrX5XciBC68gRcKHKoiiKotPJOp2sKop79+5nnTQKwxeee344SIOA29ZprdIkkYIJAcYaa/Cze/eU1joMLSEwZpyVXNCGGxAQMA7oWOscEQuCUEoFa90IAOGTeVC0CnIiYojQWJgvygcPzt9971a/N/zN3/iPO90M0KBtpRJIupMlnPO3337761/7qk8URezQmqUEgM4W+SJQPM7i1167cXR8AIRpGMSB4lp7LKmqquPj42vXrvm4F88qH12OFotFN+0opQFsa2w+r+qmKfNydHYuhRjPp0mSFGXpuStvvvnmB7du/ezdd1tj3n3vPcYjpaRWXCnp3cMYl0zq8XgynRd379yxbe11a36/N00zHo+llC+99NJ4PL6czQFdp5NlSaS1staWVa1UAEzkZaklU0pqrTlnWqu2bZVSRGCtY4x/7ctfBpDf/8HfCalUEFh0YRQZY0IdhGH48MFZ0eDtuydVVZTFvNtJwyhUUlukBw8eTWdzFeD29l5dtKa1Wus7d+8maTgcDqqyCnSUpElrXVWWRVEVeSGFiKOoaQ0RaB0BY01Tnp+PIq3Glxe9bnZwcHj7k48PDg7yPD8/Pw+CwCOjqzivJWkTVh4qa6PLTcOxzzW0eFpKsSb1rQ2if0k7B+Dhv02ndc81Wreaq0ZubTHv7brXbuD0hHxiE4+z1n366af9re0kzYSSSrGiLK216JqbN187Ozm5vLzM+lvT2aw1Ni8KIM7CII1CIGGduXK41zbN/t6Ozz8IQz0Y9Moid66VHNMsjaIoX5SI0DTGISgVWCRqEQNq2hZA+puIsaVGg3PuHEkphFBNs/Dd7xKIdPiEzOZpvcDTJmFPWBFsRgh+7k33VDTF55s6fBFP79mZYD6o6ezsfDAYOGxHo9HZ+bkOAgZQN41zrjUmDJPtne00iheLxfone6KQv6b9UimK8uzsfGtrq14URVFUVVWWtZRSBYF1DtEVeW6tlYorpcJAzxezKAwdGgCxicQ/ccV/kVnIEw3hE5jv40gPalYpx8QYc671r1VrIaWMZRAGQZImcRwnSZLEUZImYRhGURQGQRQFQaiFRzQ4E5wToLPOOSRsFnMDwNrWeCZba1pELMsqL4q6acqyLCuHiE3TVlXlA5l9iWKMQSQhZdbrIWKDMu5uc6L5bNxadvJotN3LnAWtHQdBxLNE/MEf/M6rN1/++Xsfvvveh2VVAvcWy+LZncwTNdLT0se/Z9DC5yrWfqVryxPdkb9SOeeAbZYESNDvD5SOtArbxtat/dLN1773/R9+93s/KAq6nH80zRff+PrreT65c+fT69efu/3pZ2BtN03rwWB7a0jomtbsbG+hs+uUvtXA9vPFhJtH2RMUsGckKDzDyfaLA5l/9cPZ/ADrk9N3er4t2Zz4rZLHH0elCy6ASXS0sg16rMzfIFDgehyVJEmn0z0+2K/atiyqeZ5XVTWfTvcP9na2+kW+6GXZoNdjAL3e1Szr+Kw5rZWUUkheFYVfupeXl37QqpRs22aTkvoMZGrj3ONBEHhM//bt221rr1y5MplMWik55w0ywWlcFNPZVACnohrPF4HScRhqrZMoDrQMtEJ009l8Mplk3U7Ttg8ePnz04MELL7zQ6XTWjiRPsNw9n5OI2F99+6+10kVR+oe+ityVQkgics4qIZYuN8vQd491+fB4HoaRf9umbcuyAAApBWOsyHNjjNJacCmlGA6H/sIjwrKs5vN5FIXdblcr2tvbU0qjQz+FFELUTQNEaZJ0ut2mqRGxaWpjjJQqDEOtA3ToELVWSB5aI+5trxC10uPxeDqbAkEUx9vb22mSeuYcAAghEXE6nSJSWVfD4bAoCyW9YR01TXN6es6AE1GSJbt7e652o7NTFTDH3GVu/6f/+c9lMDTozkcPrZU+V90PMH0H641YxuNxWRbO2izLvFOcD1736r4wDIfDYZyEYqXlYJx5ju9aqOD/lRDCezRv3qm+YrDWLJvVVSavh0aUUp616+NF1xUzZxwJvd+DBUZEghEjRHRSyC9/+fWbN29wsKcnJ0ry/f290egyCAMiupxMulm3LKvhcFiVZZqk988uJ5NJEARhGISBUkp6wj4w0Er7meRsPuNcEDGplHNYFEW319NKW+eAqCzyKwcHaNssixigtcYh9ftbo4vLv/jLb+tAXb/+Qq/X7ff7ZV5OJxPBeRzFYaAa28wWs3yx2N3ZUVJ2Opm11iE6JL9mAdsiL21rjq8evvDCsTFGCPDuhoIzWFoaAhBz6IT06xl9Jc2BC86aFoXgXJC1IDhDRM4YEAoOxjLP8gUG1lohuENaXcdWCOmtf61FWLlLO2eJmBBSK9Wu44AQ/WMBJCGZz/syzkkpCInQEYHwNkhEwDgQOGcZ40SMcy6VtMYAI3QIxID84vd032XNs+r/3RJhZWiN40J0suzycswYMia0Vqa1ANyhZZwhkWlb8C67q/tpyfhhhMRlECwWiygIgBzzmRx8Zb0LYExDiIEOyrJgwKSQw+FWFIVAqCQnAkBiHLQUjENVVdPJLEkyzkWcaH+Vcs592q4xS/jZWuvrCWuNVyMsvQqXbm9rQ4FfcpPzP80Yh4iL0k2n0/v37/f7/eeeu8Y5c+g482p45DzOi3x0MVJaHR1dIWRCMGMcF7xtWqWlc2Yxn2mtwiium3YynQVB1O1kgjHOwRF5oanf45sHfdu2TdMkSbqMIQbWWiO1dhadc0Awvrw0znW7HQDmu5cwDG/f/vTo6DjL0rquDTIphJRiNpt99NHH/X4fQFR1+/HHn+zu7e/v7Urhh0uCc4aI4/GECLvd3sHB/ny+uHfyMAyCINCMgd+SjAmHOJ/NH548uv7ic2tRWxSGzjkgmi8Wi0W+u7t7fHj4zttv50WRdbpciCAMEbFpGg7s8vLy4uICpDo6PEySGGAZ+e2cM8blee4Qt7cHWda5f+9BXTdJkigl66ZC52P9kHMZBCEAXNnfn89mQojZbF6VdRAEDmk2nRIz+3t7oVZ37372G7/+xqDfn0wmu/v7d+/evbi4PLiyH4WR1hqdddZkafTii1eJ0DsAEjHGnL/YEJGApJBeFrW6ceWSq7aMNmP+/TAGnDGCJaVCiM1ggHWRRASPA5GAMUJsjfHlPhExEmwlX1pqNoBZ54BAKuV/HqI3igF0K5dO7g8Yahw+fHDSHwzDKAxDVebNO+/8rLVY1q0OYh0EH3386cWseOfdD6VOgHO0qLRAaxgjzrifIbatlVLVVY1oA6Vef+3m3bt32qb+J3/8u994441/8ef/6oNbdx2F07ySkgEzSaj7Wc9YI5VgnDN/UDKmlJRCrJNgb1w/OD05KRc5Y8A4W84ogQERI0Dumzq+6spo7S8KQAy4Pxvt8pGwZSQvF4hOKUUr8wDx+BzwXjiOC47kFV/rMSzf4IsK7+O/rqs2A7iWKh3nMyOQCyAiLhg6512Hmqa5//DhEgjnTEhpjfMJ9Q6RgLTQVVHUVaVV0Ot1fS3V6/f63Z7PSZfCIpGz7pNPP5nNZmmadTqdMIzKsmrbdl6UjXWCcwBSUiol5vN5vlhEYdjpZErJ/mDn4OBgZdrpNnxiGADjINC5pf3l2tafCJcr2TLmQ4+WF763jI/C0Deig5hHUZymaaeTaa2jOF7JaBUBcLkcO/u5uHOuaY011pc0pqW6csa0zmHT1M65oijn8zkA1XVTFIWxAVtiHEiEUgok5JxJKYBIhZoxJqXiXOhAM8aFkDrQnAkkQiKhJDFelrVDOx5d5PPpP//v/qQbB9jkAC6QTgeBlAqYIGAInAtRtfjhrY9/+vbbJyeX1kkkckBMcPQnP2xwstcJEGwzAnE5YeefJ6N6DPcwjuSvBm8a5f0/vKegR2Rw9YKWGI2/oxlnhCD48iLyGkLvqlHX1Ru//uthGIHDve2hDmRrGuDio1uf/uW/+6uHp6PZIn/hxRfSLPnJOx/NJ5edTvyf/f6bv/HG1ztp9ODhyf/+f/xfaaf3z/7Zn9m2+M53/sPe3q6WqshzT7VjK89igmUs9+Pui31+xMbfk435DJ7507DL01YRn/Nsv7gDXAvzfJfVNM1ap+eVbEDk0wWACQJJ5CS1r964+if/9A/R1PDLA1vncDgceljKC6CEEOvygBw5Qq+CIyJriQGr64Zz3tSNVNJaV9VVEAZIyBkEWo9Go3v37lV19ZWvfHlnZwcA/Rxrs53bgA5xI3RnPWhZGhcLqT777DMGLIqiqq5n1nYHg7OzcyCGSEkc93s9QttUFefMttYYo6QAwqMrh9PJ5M5nt6uyeu3Lrztrbn3wQb5YvPDCC9euXfO+ABueveicM8b6EO9r167JSIeLxSJfLPwYypehDlu0PpWCVBynaeqp5F5M7OHqZfSC0ojYNo0/2hARAKMwBKDhsMe5MMYqpZqmKssySZL9/X0ppVev1XU57G8pKdqm8fMN2cnquvbC37ppQ9P6ZCQuuGLK3yxN29RVI6VWSqMjQgh00DSNtc4BlXVlnA2jqNfrZVlHKe37HwDgQuR5IYSUOrTWJik0bTWZXHY7fc+6ZEz0+30plNZBmERhEDbYHFw5RGiZZE4sut2uowBs/dqrr+igPxqNJpOJf8dlWfpi6N69e1prrVReV9PJWIqtQKs0iRljSoput9PtdsMwtGTRoa9ZyW6eRAQA4KwnsAmhNnEUTzG11hCh1trbNqzBqg0WEK5iargvgh0SAXLOiVyLmARBWxWBlpKJN3/vza2t7T//8395fOXgtZs3ynnRlsVoPN7a3T09O6uqejZfEEEaZ71er9vt/vinvxhPJkQktfKEWETLGSklnWuHW1tKqaqqkijWWpdl6eeKD+4/QMTWujjJyOGd2w8Yc4SmKOYvvfTSG7/+m//yX/3r99+7lXX6WmupYq0v67rSShKRUtKLQ6TiKpBSqvsPz5WUeP/U5/Y65xgn51wUyyzpgMO6vt3U7WDYu3Pn9uhiVFWtkEESyjVK6k8BIojj5Nq1ax999JFzNgwDWJm+qnXEyqp58MrvNZXLj268LnRra2s6HZdlucyEZNxb+6yJPesza5PltR63SikdLNsDzjkALlfs6s9z4us5Q1s/RumW9CpExphUa7aV8xCM0nL1FbQSXuLlOlm2DrGMwlgI7hC5XN6SnIPPkKElL4IRgeLgHAgBYq8HANYuITQfMUUcnAXBwJvV82WM9PoEf3y9LJ0wGURJGsaptwFSYvXHcPljpdR13SKSUoEQIKX2C3x5idPGtI95z+GV6TcH58ghE4JxxQGh04F+Pz483PeTA++/tT6UraNOJ+v1upwz5xA4EYBUAgDiJCJynMnBYOhftxQyDsM12kVEmoMEjFTsmSfLi58zABBKBDKWyiNlTkohJQMA0ByAW2u3t7qRDjzXPQv2kyQpimL45Vf9RFENew22nkfXTZXmCOBXizjaHSZJQoBEbs22IKJeqpcBcc0iCeD5ox3/f621jClPUWuaRnaCrd7zWZatxwhCCLQMiGLV2e4mx8fHFt0LLxzNZrP1VEcIWZUVIoaKelnQ2OboSj8MQ5/x6i2UiaiuE+9HJaVkV4be7IoxxnlnBREi4+LBgxNrrWBWcNfvdXrdmHPe7XSUVLPZrCjnw+EwTdPnnz/qdroffPDhiy+9VJTlIs/jOEni1DrjXRAJoLXYtkwIX0sDEjDG7UqwDkQWARDWAgYQ5LeYfzLro8D/AU852ZzXrcPr/e+vx1n+iFj7kC3ZcRbXHeZmZq7f5sY4n7Tr7ePXm33900rjvNzAHwih0h4ZTOPYGGfamnFmLY7GsyB0VVWHWm9tD3QYJmkyn80CpY0xxjUI0N8aXF6MrKOPP/7kxksvfXzrgzDmdducj4p5SUyg1FJpJhhnxOaLBRIJrXxRxBkgotZSMi6ltM6VZZGmz/1X/+UfCwJrGuscEjr/fIgzgrItN90m/JNZ/7LGLcrKOmeR162xjoyxk8nEP4GqLHQcKR1UVcUI0DkhBJKTnFtrrGuRWBAEvhtZnqJM+FoQAMIg8BXjxmp/nOoeBAGQsrZ1ZLlgxIla4oxx4HVZB0F4/YUX27aVWq3hKofrlhUAreTguWQAPAxDf8vXTRUEgZaybVrGWBTHr7/+ZT+O8CUQ5ywI+tsOG2M454IDX90Izhmxsi1VKiDbOGu9ddDarn3NW8PVevD/SkoZRmGWdfr9frebJnEYx/HWoJdlWRzHcRisZX6cM2aWweL+fa1cEhZlyWaz2aKpvVKoLGpfVdd161Hjuq6r0lSlXQdyekYr50sBgtRZlEYecNRaSSmCQAM53zduukQY55TURGQJEdHTghxCADEDDoRVXhR5Ph6NyiLPQtEfdNC2VVXNpkUcR77slAIYB9Dsa1955bWbL3300YN/82/+XW2MVLKxRnple2s4gZKScw644cPpAy3WuMCGS4dfsWtbB//6GAcgX0chMJDeJctZDhIJOGPImBQrF3QGnhNEjDkixjmBZVwCMudICkXkuCDGwrZtLi4uH3z28JUbL1853suL6Xh8+fzzL//Jn/zJv/7f/s9Br7+/M/zq174yX5R3b5s/+7M//d3f+q3333v3//nWf+j2un/6p3/aOvfJZx99/POfvvHGG//gq1//yVs/9ZPVje4VGCOgxzmV/tZ9Skj2haYpz/Z0/SIb2y8KDHx28OPT2tp1JdO2rZ+FbObZrH7U2tIJOOcMPfrBcbVB/HUWBEEcJ0QgBBhjnGsZl4xASiEFb5oGjW2dDcPQGOMIGYo8zxGxKsumrrv9PiKGccg4EyCIyLR2fHl59fh4PJ0kSVzXldYyDIOyLP3HWdcDayPitZWJj6lbUx2FEL/4xXtt2z733HPj8TiO426WLubzqiyTtBMGSkophXDoGBBYZEI40zRVs7O93Vj7yZ3b1hihlJTKWmeMU0pzLpxDzgXRcqt629KiWJRlvdZzydls5t3eoijy56O/h7y/v0eGiGg+n/sq1mNCzrk8z4UQ0ji/Y7SWQZBVVTmdTkzbrtxWKs6Fj5XzLpTdbvf+/fu+yO50OlnW8ZIHt/pFRGVVTKfTNEl94RiGod+KPnmvLCutdRynhI4zVrXtfD73cjviLI7jJEmRaDDcEpx55eImp9G/VK21tTidTKMwTZKUMV7XddOYKIo6nQ4AE5IpyWp0ZV4U5STuxm1rmqbRYRYE4Wh02ZrZ2dnZOgLefwUi8uJD0zbeVNN/eCFEkiTD4dCXcc45tswsRbZkHMFy0LQkI/lR3mPliee4W2vjOFVKVVXp3fnWXPPNSToyYuSWmTOwpLEhEmdIRJFgYOtIs+euXvna174+my3+7m9/2E2TKp/v72xl8aGj9vj4CBjb3909OT2dTKZcqDAMoyC+devW2fnk7PzMGhuniW81GWeBElIRWqzKS631fD5XWm5tbZmmyRe5sabbzTiwujXGjpSUYRhqwYDZm6/eOD4+/vZff+ejW7ePDp87vrZf5MXDB59VVbm9teUHvJyz4+PD8/MLJmVjHWfcOex2u+hcXdfWtEiotLDWKgIlNVm6fv3F11796r3P7s+nTRwPpXBMKMYqzphWCh2FnPvQJKnDs4sxE1pKxaTinEvt+0a+TH1d2y1Yi+iAoZKSC+GsqyuT53mSplFYn5yNq7IUnOsgEB7yR0LnjDHg5wMeefO7ZTVw8wiq4GJvf6+squlkwgXb1PkAW4bDeWRXCMHWb9knl1jbNK1p7eHRYbfbvXPnjrVWCimlBAZCCAbMWENIQgogWKdFW2f94jStceissUKKTqfTtm2+yB26QAdKKwAQgrmNzBatNQNwK41TEETOWgL0rsedrBPHydnpGRBTSnHOkJzHp/3396taSuEPbiVXfa/PaAaKomh/f38+m5+eniLSihPvNt0v1r6aa9c1wlW3B8u5vbe0reva8xl818m58H8FEaXQPkLG09/X9vq+ThKCR2GotZrNFlL6+4Yj0rp154zY+osBrKa7wDljPn+4apQSiDxkoqoq/32l5ACMC9lYZ5CQiOugsYZJLSVrnCOExjXEkYhxLlQQHl69xgD91JZzgQhIxPkSOwTGgRgXnIgE59Y577KwNllWUgIj56yHoRn3MVSEiLCOoyAQnDnEUGvjcPdgp64qztlybLMkSMJqorBpSQKInhvm6ysUggEwYw6WxBok3z0gIiEwIW7cuE7EpFTOGABijJxbuop1exmSZZxxJuI4bdt2/8oVpfTDhydNba5ePXhcShIg0aPTs9HlxHcWS28xy9YhOv7CW7OVnHPE3ar3MLiue4i4EIjYNs5ZEEKuLL7Y4/BoxjjnTVNzLsIwIPIUTfBscyklY5yY+eUIB4HInHO2auq6NsYC48uPgcv/ccG96gEd1s75SwQAyrKMg/CVmzcbR4oxx1hZNJZ4Y5y1FDIR6HA+n3U6qbW2aVprW8G5EHx3Z7ttW0Ls9zppkuTz6Wd3P+30e/1udvroUZFPk0iXrZWCobVSC4fkHK5n0ZyBnw3JpQcYEKJtTRJFcRySsYEWUgpHDgEIgQOTXBKjNYHSy2aQaL3hHWLdtA8fnZ6PxryoF0UlBA/D0PdpURSrQGdphwEAQtM0QgghgiSJCdAaS4RBEOR5rrUWQs5mc38ChGHAGUdyQaA9GiWl4Pxxn8M57/f71jjrLCJJreq6qas6SVNyKIQEpGJ2kXaSJI7zsgTQvV7PJ2r4+qluK+PayDOWw5AxZq1byV18REro37U/SK11RMgYd84lSczJoq2VVEJyP6IMl6TQyp/A/ThkjHv6tBDc3xGIKDiXSvnB0hoK9M5zvvryiA8HQYTovJ+8q/OF79zapm6NqVA3bVtVlSdqtcZUdVWWFee8rCrutJTSW9ZVVeXDa4QQUkol4yjCrEd+YfuhrlKKYNlHCSl9DIcfhSM661ophDc+FEIwUI6ENUTEW9suP1XbFkVhnWOASRydX1xejC4X8wURlvns7PS0n0VVTaGWSZppreuqmkynYRjoIOAAgnEkVJJ/6cZx75//03d+/u5Hn3xaG0bAgAkWBABequ/96NF7yCDhhu7Rj3P52m4UAAK9vBrCgCMi81AfI87EyuiFSy4F51pyRO+5QUxwBkSIoIRn9yB4Szy5jJWSQIQcKOtl1649V1bmrZ/8pMirMApA0mCYxUn2/ocfLtKZ7kwAACAASURBVObNf/3f/Lf9wWC2mP70pz/iUv/3/8P/OLkc/S//6784PjqalO2dhx+JODu/OHv/g/ePthMm8LP7H5+d3xdcEvNeT8xPBhhxRtwXDGsZ8Erozn5FxOIXc4Of9tV8NiFzM3F0zXfd5L4+QZjfJHj7TeHBQQ9+PfYW2ogkJSKgxyjSar663PhSSiJ/dXJvOW6sc8YC455wN51Ox+Px1WvXojhyzikhgiAgwtlsCpzVTeUXjLOGiKSQ48l0vlj0Bv26rkejyziOgiBI09hHFjPGPUDgR/1SSgBcQ+2I5NcDIvpY2nWAU6/Xq+u6KUo0pt/txnEaBAEHBs4BYRyEUoja2bapVBju7ezeuXO7LEvOWBzHUsq6rh06zpiPNvAYLqJrmsZfeX4naq3ruvZsWC/S4B6I8jOKNe8cAPI896nivp/xUloP83DO01RKrReLmRdSdzpZoFVd14NBbzgc+g90dnaGaK9efW5vbyfP88VippQKApXn8+lUrSlP/grM81xKefXq1fUAJAgCLzTz6pGqrL3F03w+taadTsbzRe6hpqzXzbIuEpVlKYTUnCGiccarVI0xeZ4HYRjH8Xw+N8b0+8NerzefzxeLOQCkaeoZmEqpopjf++z26NG4raqdvUGURfPZVHFhrXl0cSokTOdV27a9Xs/7oRtjuACOgGSLcjHo97tZxxfrcRx3u900TVc8NJBSErlNAclmON4mp7wsy7XyweePe8f2ZeihlH4gsOkatyr+fDvgfGQTouMMOGfEWKgYWfeP//APt7eGf/3tb7XGDYY70zSKtE7i6OzspNdNojhlUmBter1e2xiHcO/ug0cnJ3Vdx0l3a2srSdMbr7xycHCwt7f3ox/93cnDB8NBP47jhw9OGWNXDvvjy0sgMdzaDYM4DIObX7qhtSZGRV3+/J13GWPXjq782je+lhezd955e293/83f/u3trd0wpiAI7t271+/3Dw8Pm6r84IMPjDHb29t7u1tChVVrf/azd5Mk2d7a4pxlaSIlB0CHxhijWVDMiqpq9vcOyqIej+fT2YIJYS0XXEr9GO3w6202m/lBShzHPuzIe58ubVGeOOAceqjJudoDJ74mm86r07NxaRp/HfLacsbXVGlGjAG41uKGV/u6nvP7k4iKZolxGGOMbXu93mbSpd/MAMC5W4/1EInIV5YySJLLaTGelcg0cdEiAUjBBVeacy6CJX65Jle0bRsJ4RdklMZRGC6ZVEIIGcZJd737hBCts15A7McO/imtP5s1jnEgIp8415JIZSh14kslJCfYL/HUpeKeqyaFaNuWVtECfjiIzk3zRk2LujYNLu9OgwaJa6EtIsMNbRUiOo8iMyIiXNI//JwkjtOiWCwWCyllHMeMw2Ix30DakCN4pM3vynU/7/EUAtjd2/UyRT+U3rzMlFKAzm9wj15vymk45wTQGgsAWZZtbW09fPjQv2h/+CJiU9V+pfkH63+Of87OOWL+TbGmaTnng8FgONi+fft227ZBECA5paQf5aklnZV7qMuvba9Q3dRgeDezwWBwfn7eolOrMLRllDwXYsXDBwbWGa1Dv1q8/RUhrFupTpZ49wjfG6985JabxeufN62h/AdYfrXGCMmds0mSFtYiEiz/LAghuFJCpOu/kiQdIYLLy8vzs1G3243juKoKzsEYwxg3xj48OZ9MZ4wxhNXIHZnW2vdpPulhyWaXMggCZOgfmo9p8oenf0TGGGeBiD8dCbC2lCQuAcCSb6G5EMIBaxuLVcsYUyFfzwDXPGSltFKBihIupC811oZy/kXXdR110DlXN8tkXqVUFFfGNJZISlm2LQDUxrate3D/REq1tTVEi2kclvkiSRNrCRhW5UIpRWh8WwICRhcne7vbZ6cnWRLEgb792QPXlhxUKAV5ITMSARNCeQ4TCIZMCiHksqQivtI7CgHWtIKIM3IOlwilc/6d81VpucRrPDl1lVBhnZFCgGvzxUwIJTkA8U4ny3POuQiCsDVVU9eB0lLqMIzOzs46nU4QRMio249iLeM49jYn8/kcneNcIOLW1lYURWVV9Po976rtzx+P+fpdlmZZyNuqanQQcaZqY7SKAq0vRyNnbFUVnEnBpDFG+PUJ5KzL89zvICYUMTWbVnmeM7Y0wfb7aOnV6dC7zXmFW5qm8/l8Mpm0bZtlWRKwWEOWJVEYSiE9QNbv93tZkqZpGIYRcyszc+nBrE0Yyy6bKFxfNE3T1GVZ13VVVa2B1kBZV758XFuar63FFwacpcdTaCGkVJzzOI45D5Io9DVeGEaeyrROgOScc00g2pUyavmbq3kXR0DjnOcWEYFSgVKBaa0jAVy21jnXNk0znU6rspzP5sYYxOXbAQBryusvXq3rJovVC1e/NBj2rWk5g/v3775w7Zgz4JzrMA6juG3q+XzeGqu0DsIQyQITSomd7fif/ON/OF/8xng8qxtbtyikLhvT1GawNQRyPj3L+5r5U9E/WGNMS2Z9vEgpm6ZRSnnSgTGGjBXEmBSenMyWigkEYEJIa511TgihpJAMAJYzQGLQGrNYLIjxqqyddVEUZHHEOF197vjDW598/NHtF5+7ykVYlOWnt2+/9fak2+/PZ3kQdTqD8v/95je393b+6B/95//+Wz+4fff+vXv3rl177myaf3YyGm71Ts5G88V8e3v35RvH/eHw7bffytKEEKu89AQ0YL7B82waturuwCNoq8EarQBm9nRU4K+kZW4avf49/Ww3HVw+V+P3tDXg+i8aY/z+9XELnqe9+khshS5yH5UMQhA6f32sDfmFkF76EQSBFFyrEADIoR+9xHEcBBEQBwYff/LR6enptatXO52O1jqKguUNiGitratmNBo1jfn00099B5WmcZqmxgyGw36SJHlersMzVwyOxxagfsi2/qbeu+Hll1+u6/rBgwdSyiTLep1OGEb+bCGiSAdSCs4YGpvXVVuWw+GwqavzszN/X0ilpFDOopL66PBgd3f3zp07/X4/zwvvEOONx/wtUJalLzDk+o16gaBf975IrevaD76KovA5B34/+APCX9thGDjnfMB6kkToOJHr9TrHx8eMMe9Nwjk/Ojrq93uz2axt28PDw06nM51OLi4ufHreY3Al0MfHhxeXI+vM/v5+VdRBGGw4w6KX59V1MxqNppMx56CUOjq8EoSRlFJHkXcD9i2sr8UZAFnbtMai01oLzi9H52EQbR0c5Xl+ejYiwjhJpBC+40V0Z2eXtz/9aDGddJO+krxt6tl0QoR5nreEdd3O5pdNg1rrfL6AjBgwZ6zgHBk3TeuVY75C8k44fgn6F7CutteAxxMZu+sq1q+bdS6fN1rwSayI6CkN63n3LyndfQG3hOp91iswBk3TBDp4+YWrr928mc+nP/nx37704gtM6oePLm7evPnBe7/gQqRZZo2p6poLhQBhEAZhlBfVaDze2tn73Td/972Pb/3gBz9k0gK03/neXyVpCkiDrY6SnKDtb/fqutrd2TKu3N3tXzm8Ytp6fDmaLS46adbaVgU6ivmN6y8dHV+5/dmHpyf3r1076nR6RDYIRSeLAx0U/e721oBcmyTh3s5Wa+wrr7zS6XSqqmoac2W7v7e71+l2CW2chEAI5JxrpRQg4unl7PxitLU1TLMwzvS8QKEUceScmJDSm2QI4XddlKRpmpZl2TSNDlEpJYVkjDl064RKQvIhRIFSvhOTUuko9i/Ud0pBEIjWEJI/Sv0O8hTppT/tBjXen7eIqJUmorqpnXOMHrvzSSXDICQgjwx57we2ypfyMOqyWrXGGNO0bVNUnhTktxtjzCAIIcrG94H4hHUBIvoK2BhDDjkt/HzPs4iFfJySLLgwZNeIsv/9JeK1jAMSPvXLWzEd7O9/cudeVdVeMRgEa8rl8qz3tbW11n9gAvQzDa9WMtbEcXxyfuELcULygcWcM1/eAcDGmIUIERiTQgBjXiniLPrn74pqsagAZOvA5pVUUsgIGHOEnHFgJLWQmiE6/dh8lgMwbYwxxiE2hi4u51yGcRqIlQjGC2SkVBzI235aa6VUmybaXk8TeO6rFPO8Bq6TLPZDP6WUtS6Ju74rY5wBgRCCgBhj6HD1/NGHSmkdGGPqxvQHQ2udUkppadH6QZkfgQKADmMCihgXUth2iVOsva/qxjKuCISxVBtrBXlKHgMQwhGix+aJSCoBQHVj67qWQhlrtdJ+PIiOAGBne8uf5P4Nrg8fT6UjRH8Br8IJ1g7agoiqphSSI+Luzk7btqenp0EQcLaUWiIiMFWWpcdTrHVRFAVK53lxdHTU1DXnHJ0BDozx8XSqw0hHljFBjGsVhGGo1NLQwpugrjlajlyDDWOhba2QgqsIHVpi6M9PBkwiETpnliDx2vnDDywQAYEEreTr3G8BAOICOHApJRIDQPbLFp0I3B8ggM7bCng4VSklBNR1U1VLc7kw0HVdO+s8KlfXFWNg2tqYFgAW88VsNp5MLkLNTV2YtgklDyJJrnKISRLpQBGRsVVTNEJwa9pAOdcs9nf6R4fbkVZkmtdeeVEF3bsPzx5djLhQwDhninHBAImMf2uKi2WmGj32bIjDQHDA1gADzpmQAvwY2wFn+ETsNvkp8fIf0Y9VrlzZc0SPzkZhIAmEQ69FSfOi0ErFcZylHYdgjAnDOE4TJAQgIXgQhJwLH2YbBFEQRD7Xxx/gQsjlIUbkwVbfcflD2BjT1pNOpxeG8XxRdtNuXbezydTZNo6DNO0N9g44Yw5RcEa++QcKotRaq6RkXCKyqqqSMGmaxjmUSkgp1j5nWYSBDhhn694vuLqjlRZSKKniSGdpHCdxoJSQy/NzleAMjIHXVyNi5bC0pm1N2xg/eWubpnXaGLOYL+q6rpu6bVprbdM2Td00bWMJDEHbttZZwQXnS6mu1gFjihRtJcCF8KQGIRUD5kOZGRPOOSkaxhjjwllL4DhvgEhwjoiOAFE7x4kYZ8o5YowhIaFoTUNI1lquhLWOkJzFspy0tbkcj2eThec7INVSCmuMNQbRXblyZXt7L02SJI7rptIKvv611zmXXCghJCEY24Kzzpp79+8P+v1+vwdMSMGlDvsDmee5v1mCMBAC0BolnKnzWMt4dzieLO58dv/ew9OqNZaYuqe9kbuvqXyqoVLSp641TdNa42EgPwPxi8QXAFEUpVGcxbFUMi8KX78BAXFuLXqZUmtQa8X/f8be69eyNLsPW+tLO550U926lavDVHX3NCdSpDhDimkkiqJEkbJoARagJz/4X7ENGwZsvxq2ZUiA9SDLkklTEghGkRR7Qoep6epQXV11q246eacvLT+sc3bf6TByA13duHXOufvs8H1rrV9CUghGK2OM1qqzdjabLZdL64NE1EpPJqOdwbWdvRG5ZjLM7ty8DgTvffDxarVwwSdZ+uTps4fvPRrvHDz84OlHjx/vT2fT2aKx8PTZs7Zz73903LZt2zWnFxcP4d3bN6+/cv/lX/mlX8sz/fWv/LWPP3706NH7Z2dny+VSCCFIEuAW1ftkuMbOT/1G+UWO//8/oyZ+8s8/14b0J/zwc61K+4aQ64okSZIk4VHCJV9QvATm0dbClPHbTSe/2gjQciE21O5eQVMUhfeRCK13QGK1Ximt7t2/d/XwSlHkSkra5DARCnTBh0DFYNDU9cXFxXq9atsmhI2MsG27wWAwHhvm2fHtxFG0/ZcKIbCnI3d6Ozs7WV4aY4qiYL1D1bW2aaLzRpukyBNtsjRVCgVACJEEuOEgz9JHjz5CgCxN67rZ29snhMnuzpWDvdnFOYcRMM4fQpBSJIn23ldVPZtN67q+d+/eps3rqcl9nkzbtkTUti0zNouiaJqmqiqu7UajUX+are2m06kQwntbVXEyHsYIZVlqrc7Pz+fz+fn5eVEU+/t7RLRcLsbjsdYaEdbrdQieiIbDIcOpdV0PhkNPYbVee++zInc2SmMkAhORAXC9rpfLFR9Y07U749HOzk6SpTFwoARJKbQxbCBhBHKKQ1VVSqk0yVrbLZfLnZ2dJElms3nTNFLKwWDAZJU0TZ3r3nzzzdVqBdEdXjmoF6217ZViJxsOLlbT2Wy27lZns4vxZLC/t9t1HSLu7+71rGL+OgzOcpfPwDHjJD/upBJ/bPb/42MPxgeYwfKptKJtsuSGeve5ySeXHMMJYcPhDs7vjCff+c53jvbLf/dvf380KL7+9a+dnU/TYvD46cnxyenFfGFDNGm+Xs7Jk5Yotamr+j/85V89fvzkZ3/m5372Z/9613VpJu/cPVqu6+s3Dxu7ns1meZGZRBoJQoBwIcTGhUZrOrq+f3g4Pj19niZ45WCMSHbRIuFv/Pp3qqr+/X/7/9y5c/MrX33Ne09kpYxdu55cO1qtFq7rgnV7kzEAZEly587d8Wj03e9+t2uancl4PZ9+/+njGzduCIFKIQWXJir4LktTa/JqWS2XK6n83v4LaSZB+uF47IIQQgoS/YSCjVtD8K+8cv+NN94wphBCIUj2UmOKb88R3zQnwV6OauF7DACEl9a5xWzO1yvPc621FIIjKHgJYPncZRxMa83zqrquiQhAlGVp7WawwjqfSBvlj5Jmw7Tcgg9bh57YNA3Heg6HQyHEcr7k5pMJvXzvCQld1/VCoF4uuAFhACjSRuuSpt57hrO2wZgU4ROFcZ892hfQ/DX7XeTRhx8Zk0opF+tVjDHLUg6g64OJEYXWhm24tdaEpITkgSuflqqqiqLkpYa9fJko1Qu1P3FOi5Fi4Hdtr9QnD4sxhkhwQ8s8Lu9d/4ucc0miGQTrOyI+LSbL2flQayOlFFI757h27In4jGJdzu10WzeO3ui/6zrvXdt1AB2ibFonpdTAdgWyC95xp7wRQ7o+bnvbQgBRbNtGiAoRp4vlJxCrkpwBzyJSXuV6nae1VqLkq8NHxWPRi9ni0eMnUso2OL794tbthl8mkT8HTWL4BmDKK9cPfKKSJFmvVrwTs2MwExb61ewyj70XwTJ5GBCNyTrXSanPLuZG67IYMVWMr3IIIQaUOum6zgXK8oJCPLu42NvbH5RMVq+890lmbOfm8wUI5VwsB6WQxsfQWN85zzfJs5OpMYYp+nyxiEjrpHcp4HPVe0WypIpj7vj4Ly+nfTYs/22fgMTnfMN2k9hv9lvzAOr1kwI3LOU+Z89v/+E1h3sVJVFh7KLVSMHWMYbgLBGJ2I4HyZdeuOED5XkxGY12x6UUkCRJiPHjjz9+6aWX9g92vffn52d3794Zj0aIoJQYDAbOuXGm93b2f/7bP58Pyu+//fC//m//RyIyaQlCAkqJEkFoI4lIAjvQENBmEKmUyrMseC9Z4xsDsJUKz6FQAv3YDGjDSu/9Bgk8kEC6ef1oNBw9Ozk7PZ8GYusUGA4KpQQRzGYzABwMR0IIb91sOd/b242RprMFr9VCiEjgvTdJymUNlx+2dVyBMCaWJfl6vbbWMquqHBROlH/+Z9+bztc3btysquri4lzL+O2f/znnu+l8PixLiqGqKiGE5kyzNG0Ws8VqATHwaG9nZ5ynyWAwKIo8zzNjTFkW48l4kiI3Er1rqFIb1zRERAkhQgjAazZXVqvlime1IYRFu2kwnPOcrrlcLm3n2cBp3fqtsnfzdDCujohJUiYSCynY5x3FxnxSSqW05neZWG3WSeKKgiB6bmwiQru5kwkQQgiBNnJWvrERgnMbMe1qteA7k5FSXpeq9fL09FRrnef5el0RgRYSEff2Dl566aVr10Zpmo5GoyxLovP7B3taaylASRkpeNelqW7aFoW0nZOpaipcN41tu9FouFgsnfP7+7tZlhESRZjs7HRdt5zP1qvlYDDIikQKpaWKAZHEwd746pX9O+ezH33w/vOz885aqRUwACml1Go8mWwEsQCEIk8zplZ1XcdM4KZpBCBzrySiUkpIORqNEAR79ShlFqvlqqqWi9WqbiTgZDK8srcbKM7ns7ZteIUp8iwNYXd39/DKldGw0AoQg7fV7mR4uH946+atmzef2og6MVXdoE5OTy8efvDojTd+EGJ8/9FHP3rv/bLcaVobUazWFSIqo5Ii+y//yX+xXFzcuHr43/03/wMAfOUrX57OTm1b7e/vKdAKFYIiEhFixHjZ4ZPzYz7lg/KT4xY+27Zdzhz/yaK7LwrK+5Tx6WddKD9rDdrvoUVRrNdr78Ml7QxsGQZ4abwotjoL6X1ExA8++GA6nU4mkxs3bmRZ0WO5q9W6WtdFWRIKKdWNW7fTRLJRYQjENlzISgYAraRSuLs3IZjcuHVtOl2cn54Zo4aDgdYyxrharZMk6Su6bXfte9IW9wV9nxljHAwGPE0ejYbD4ZAoVtUGn1/NpmI4zBMtQLElmJFyPBp21p6dnRDh6enpvXv3J6Oxbbssy1zbMNLA3AGugkIIi8WGULBczjlADgBUlmVN0/Bh9YNG1t8XRcHHykkGXDt2XXd2djYajbioRcTxeLRYzL0LSrLvk0jThGIUiMHZ3cloPB5721Zdl2gpIC5mF9772cVZcB37kTRNMx6PhZSL5ZIWfOXF06fPBuVoOBw5F9q2s9ZGImedc9HaEGO7s7O7uzuWcjNYIiJpNmYA3rmotQ9UVRUKkWdZiHG9XgkhD/cPfAjnZ2edF0Aw2R0rJdgM89GH7z958tQ7m+VZDNC0zXA8vlZcjeQuLi5Oz85OTk5FsnN4eDVJ5Xq1WCwWr7766o0b1zhXej6fLxYLIWB/f1/1CFv0mxTnSL2MByjQZ7JfLv/Z5xBuo29Cb4nLJXXvFvCpR2j7P0zB8kBBKRm8N8Z886e/+o2vf/3ddx8+eu/Ne/fuDYeFtXY4HF4s1533SmsXgvUxUTIrBp1zwfnlbPH9N99erNY//TN/fbFePzt5bow5PLhKQTx/fvLGf3yjqqrFfDnZmYzLUfD+YnYeAPb294o0za9fz7K0qmqBYr1ez+eztm339w5u3b7z9ts/XCyXX3r51cOrB13bSiliiEqYrmnWq1VqUqP0+dn5eDTIsuz+vfuAYjabj0c7fuCLYvD8bFY7GOxeid6lmZEUslR3baW1SlQ6Ge//4HtvnZ5e3Lh5W5lUSrOuGudASiNpM5NjGSQnItTrG0qK09MTZp4opap1wpO/3vWbizwQ2Dd+fSErBKdByN3dnRgClxpIgIhKKwob3ovzPlCE7UcJIYL3IXhETlaIQkiKXgrUSksp4gZ8l3zArt1wd5VSICCG6KMHjInS+Xhoy8yHCEDGqLLMQ2AfApUkxnufJEprJUbDfrDXEyGISCm5tcjbeHVejuXgW04LIZXckIcBnXMEG2PMPnjAOe+cA0ILjhfkLEsRUUmppZQcFhJipNg1jS5LJNKK9W2Sq0Zn7Ybu01kvvRAiBO/ASimDlyyC44Zqa0wvKUaIhALbLck2BiIA733btDHGGAQKttQHrRUfrRDCe0eRSPS1uATglqvPT4vsoMGU7BCClFO5lalsJPgS4kYHz9oV6tmSFLmOZxZu6EteqSQK5UPAGEOM5EOIrPZRXdcBglQ6xmi9l7hpp6XUfeCKtTZJDO+CJknYKyKEuO2cN/VckqQQcRsryupKTURZtgmPySjyvYRbQkw/+xixgI+95gRS5BBO0TS8qdBoNILg19V6Q/iUCgUKFPzfpm2yNL9shZ+YtAeueWWWInHWcflJJKMHRqdtFwHQxRgjhMhnrwvBJ0k6Ho9jjBQ9UQRArfXpyZmUMi/Lum2N0SGClEJJGZ3SRnjns0QRUZ5K7zwievIERNHRlorG9sC9hwoQxSC8I621bV2PeHNFzouA0RoBFOpIMMhzIcRmekJSkCJXayl1anrPaqarjQcDIirLUgixWCyOj4/v3LkzHo95MdFar1arjz766OrV/RdeuLPxcFLCB6+UePfBg3Jn94UXXkApdZKens/ee//R/Xv393fGEqJEklK21r7x3e/ff+X+eDRo6+699+XdW1eLIuUcYSIKApu6YhFGdPb+izdeu//i9996D5K8bTuUWiAlGoMXzP9FAu9dmiR8EhgxQ0ApN9rUyIE8G5SSQHLKNrIKnJ8hDl1AgQKEQUKpYkQhRJbng7I8Pjmzbde0HQDuXTssi8EHH3yokwRiLIvMB3+wu5MmifUO0Fhrl8slIpZlmee5Npr778V87pxdLUOWpsPRSEkZic7Pz4koTRIlRVHkqAfzlXt2vvru937w/bcfEoXBIP/Od/6GpThfLZ49+nA5KG/dvHl0ZVyWpZJCCqGULF6+abQ2BrNMpUlqjNFGay35USXYrP9oIRI559vOha1VT9d1Xds556yHxbJerVY+Brbkdc53XRdidM42TWthA3rbjt3ktRCotdHapEVWjqJUihPJ+xEb62t8CEaABgo+CInWOSEI2cTUuRiDiBSkCAEiEW79qaKPQgjrIxG5mHRdx3Ja1oZ47+ezWdO2XdtqpQUIDnafTqer9WoyGR8cHCgl0yxLEnP9ys69F27v7Ozs7+0mSaK1GgzLLEmUUokxUge2vhQbZCMCWSFAEAogKWN0nZEACCpVPsJwmAvyF12baHNen0kpz84u0tQMBgOTmLazCLC7t9+1TV3Xs1mX52VqFBJJAQIxUJzsDH5q8Oru8fG7H7x3cd7leba3t8ftQ2dt07RSaWOMjEAhzOers7Mp6y2VSvJ8MB5viDBd117MF955nSZZmhOQ9yEQ1VUtlczKQpoUEbRRq/VaSUi0ZhRlZ2dnNB7vjMvEJEqy4tchMtIdKDqM/vzs2artnj49efrsrBhNdg8OX33ltXcffvDKa6++//4HddWsFitEgVLu70xs1wkkW63/4s/+tKuWf7pevfziC3fv3M4S9fqXX/7yl1/xtlsuFo8/+uidtx/YzgmlGbEjwEgbOxYCQJBxY9dOl1n0n410/1ybzc8yOb8oEO9zlXtfFLrwRYntl7vKXlQWQqTthJdgQ13h0CHncgAAIABJREFUdDellMIU6JNHL8bIuqvpdPrs2bOHDx/meV6WA2MSY8xwOM6zvLNWGrNcrxtrszzNEpMmiRJyw0VnAiCAQGG9X63rxXy1Wi0Hg3Kyu5MajYjeMekjhBCKokjTtG3bftjd+6KxE8Hlyb7WWinNV4YoCsThoBwOyhhiiCH4wMmAvfY7T7Mnjz/u2pYFKZPJ+OzsdDga8ea+v7/PDh0xxsVi4b1//vzk5ORkf2//p//aT7dt1Ye1qOVyybI63nXatr0MIsUY67pO0/TmzZuMPOR5vlgszs/PeUQ6mYySJEGgtm2Z7MFmFVKI3Z3xcFDwLHm5XF5cXBweHmqty7K8uLjgyRAidq29OJ8OBgPnQ5pmz549G45HBwcHb731FohkH2VVV/P5QkmmRUmTZp3zV65eHZSZwOh53CVIIAoCBNICjRTNeuWdTZI0TRLmrI/G4zRNZ7PZdDpN0zQtR03TKCWqqpII3vvpxTQ4e2V/bz6fSy0P9g8yk88uZufT5x2F87MLIeTh4ZVFtX78+GmWZOw4enpyMpvNGAMJ3j87Pi7yPM/zXqFxGX/4CWOPyz/koT4iOmd7LxZ2R40RhMCu65qmuSyD+TFAnNA7a7Qigmo5f+mll37j7/ztqqr+2T/9315//fWvfv0ri4uLoijOTk8Gg0le5N65W7fvPHz4rgs+MF9Fyj/+kz9dVdXN23eU1mWRz6bTuq7efPMHB3uHb7311mK5euWVV1+7f1TVVb2ulotF1zZJkgcIy+nSNW42vXj25EQgDQeDat0Ed/orv/hLWZ7/n//iX12cT69duzE9e/zhe0/KQbK/v6eVCpbaKj558iRL0+VieXz88a2b1167//KHHx2v61rpZLK395dvfP/tB39src8H5R/9T/8LQdgdj+7evv7zP/9zhwc3Kfqz88Uf/Pvfr6um67rO4t7ejnNSRBGjampbmghhY2cnlRiPRsvl0nXNsMi7stQ68W6TGdU0zagsPzFf4c5HCW4zekyp9w9USqWJQtR6SyyUUsTopcA0MVwqcVXNzTmTeJm4uBVW+R711VqxvzaPiplxzrVpT/plcjUfBtNUqqpCKTOtlk2dJIlGAO8NC72cBynp0iIeguvxQBCISgKSD7aru0+wPiU62wkhUAjvIU1TFr3we4Vme7oNeMJR5SGG9WIJAqVSQghEUkK6Tb8hGTWy1tqu7acYJDemozy5YAFxL6BKk+xy9iP31VLKtm2ttVIIJQXCJ6oDrXXbdkJswMzgonebmpti6D9EKRUhgsYeZo+RtDF8nMys00ZQZJQvJEnaI7EAYEzCRh7ch/OvZiIQELN80ZhEqY2eQWvNgpn+tuGL3jsxshdFny+8NYULbdtm2Q6rbng1560CkNjUhHndvcqu98/0NvRDoh5dZMo9X8TNurRdczadCaBADN4zfZePMITgfVRKoQAKTirZOddZb4zxPigt267rOb3Ox6ad98TgXtTRo8eLxappLQCYLeyQZZn3Hjc0P/BAm85KSQTQSuxNJsaYSBHY7C5SCGG5XGVZYpQMzq79XGmNiD4IhYlrHUNtzjvyPjhblmVRTJqmcT4ibiZoRVFsTHoRGaXkGpqLaW6DucLmdg4AtJCMcALA7u4uL+98Y7zxxhtFln3zm9/k5pB33z/8wz9crVa/9p1fQJQIZLSeTqePHj26c+fOaDRiFQp/yOv3X+AURL7/pQClVIzhxuEeD5VCtAR098aV61f3kCKGWokoQURPwyz51s98FQBsV+UGv/ray0JgYOpBCARIMRZ5LgQoJXz0icl+/W/98g/efLBeLJqAqDWEaLQwxiRGZWmmjeKcJE4yKIoiTfNNdAkgRUAJMRIhCEBChos2sNEnClWBl03cMRLbY2SJunZ0mOeF695dLp8GH19++VtlWT49fhJDRBEpBO+60WiklATySV7UNRqtGCByzp6fn3HRopSaDAfDsuDNt2lc0zTDPOcAQx6NGR+FVF975YUMXVEWu3s7u7vjF1+8ubs7Ss2dwS9/iwNseyNlteEYAyKAgADUU2ZCcPPZjCuiqqqccxczz/0bPz59GdB1nffe2di0znnX31FEpJThcgtRF6kaDsf8V4wMw9arOISQJtiHgH1Ckg8+eoIYhTE+Rud96EKSJAgYASJjcewiqzN+b9s0UsjVasUHyYd3cbparVYAzAnfOPGyTfxisbh18/Dll26VL1wtiizLsiRJJpPxwZUD5ncgoopeax2Cd84iEsQQyQNYRCtlZ2S6ob2wfSiQBGCBthCCBEbaROCQADbCHI/LyXi0Wq7m09nu7uTgYI+LzKIoykHOUUxplidJ0nZ+tlitsZ2MRwKxtVZogUJISbduHd26dfW9Dy6Oj4+ttdY6FCJNU21SRKybjkBIFIiYFPnGK1ulADCbLtkjMC9Sk2WDURZCIMLZcuGcK4pcJ4bPf5JoROjaOiCMR8PxZLSzM2aBZQSQoRMC2In2k9wfIooe0V/ZG1/Li53xjo/wH9940735zi/+yq/evnXzO9/5m++8/aO33nr77bcfHB8f7+2Mf+EXvn1xceFsc+vGUb2c/eJv/8bF2dnZxdOX79366KNHz08eHxwMrl49vHf17ssvX//Sl251Xffd7771/GxW1bWUOtHa+s3OwnKNLM2saz63Dftc7O5zY0U/FVP5RRHh/8km8LMf+FliJ+903IkkScoj4N5pUyllxIZZ421H8cdgTGs7RNzd3d2GWNar1WoTMEaiGJRffv2nVovldD73IVb1Ok2SQTnY25ns7+4WRVZkhghiCM/Pnj99dnoxXUby1XIlhfjGN76OwFEvQQihhA7kF4sF48Oc1M1A31aEBXme9ztIVVUE7LjLWnQBBFtBCiIInSrYuOJTiJG9uAaDwcsvvsRz5yLN1oula9sWIE0TrVXTNET0zjvvfPToca/xc84XeZllph+2qsViwSVR70fHxpu8XvOLTk9PV6vVYDCw1p6fnx8cHHD0Ak8yfvTgwXA4GI2GHE/hnauqajweEhGf4tFoxPtuX68Mh8O9vb1tIeJjjMv1GlEopbTJYsCuDV0b13VTt11rg/UEAhOdWGsBIS0GjXVZTLUU2igpBF9avtLr1cp7h0CJMd7albWAmGVZU9fnZ2fWheFw6L23XZsm5vTk+WI+n8+muzs7148OjyksF8vJaDzaHa/r+uzJ8Xw6ta6WqRlPdgbD4enpeUS6ceOGEnJ/fx9RPHv2bL1eGZO0bVtVa2PM8fHT/f2D4XD4uZGvAJ8TavKpV4ateI+pUz3jTkrJ422ezTA01Fefn1TDEIUEIJen6ue/9as3rx/94Hv/cbVYDMpkPMqa1SrLktnFWZ4m1tbkqSxSa2st4OLs2a0bN97/4IOLi4vFYnrr9p27t2/+8EcPjCbXVUaBbVbLaTrMy2dPnz94+53zs/PBoNyd7BzcuaOl6LrufD7t2rbIsi7NjFZ5lispst39r7z++sXF7I//5b+5cuXqznjv/Q8+nEzGSZYqZZIki9bnWdFUnVRCCNjdHd+6da3Ik3d++MPOBZNky9Xi3/zu710sm+mqvX3nhSQvjk+/Nx6Pz+fr0bxCkZyczf7V//UvHzz40HbutVdeHY12naWyGD8/ORNSJ0mqVCqhQkCpEQG00Z21SZquq9oyHOwsoggUIQYeqgQKG7BUIO8oTATnEx5DACLmZCZJwvDRxpoMUGxTE3wIIQSOpOvdPhg5Ye3rRiSQpAAQQwCkjU0IoDZKSMGQkTEGEGxnCYjRDyEFEKRpynlHHMzdti2rU7iZ2d4hggAiuz8RKSl98MzNI6K2s6GzG1cSEN57JIwxIiELTkIkIGiaLlJsW8uAmPMBCHoeo4+BACPBaGfHGI0CnXPs4iBRbKiSQFmeb+IKQwSASBG3LUpPcmMCeU/Qv9zm9bkFg8HgU/M/Ts0mApPlSZKEEIUQJhUh+u0rN0frvRNSCBAmTbi35J/33ft2wsWm2EQU+Iqzkp87uhgjgo5bqob33tlOSKmUYmle35wzbaOX4/KpUEoBBO8D73Tc4SqlhJCcRMff19quaRuuMKyzIQSlNBFJgRz2yJe4P0XbbDEEEP1mw4fHPFW+XckDIkrEAOCdBwAlJQW2yOdgAiKMcdNTRaY2cU8iAPvTxd+OEeyeAFmW+afqhsvxxEmS+UCMHmwYImnKI4/NIMD7uml83HimQYwoBUo0SjDULJVeLStEODw4qOrqcH9iTKKM8j4oJbUALpr5GvFnckvAQtP+3CYJb7cYQjBGr9fVaj2/dv0KCxH5xe+///56vb7/yn2WiSKiVPLhw4cxxJdfPoghtm2LiFmWIrxAjibDzPkAABJAifjtv/7TIQQlIPhOaRVcPR5mr7/2JSEExC7EaJSK0aHA3UkZI7luLaUUGG1ntciic1orRMIYAChipNBhjLbtMqMEAEJMk9QFL4Ukikahc9Y7KsuCOEEHkR1aJconH3+4szsajUc+dl++/9LXXn/19/7gP0SRWgIlldFSikYpmaZtasxwOACKxhiKYZgVJkmFkBAjYZRaslnN5gqD3OZ2bf+NERDY7hUIAAXBZt2TKIli9GF/dzT5mW88fG/yzg8f/OiH77z11ltXDg6LonTBSoG746FJlPcuSySQHRaaSNV1ffZ84ZwHpDwRBBZjCF206LM8G41L1lxpo6WUWukkTRKTDLTI8kwIGfFvJ4lhZaySgEgCYhSqaRxE6x111hKR8952tm5qa23nsOlC3TRd19VVVdW1Z/fwtrVdh4gNKSCIFDdGwVKwl7KSmcxkkosdrbl/kzzjC4GfFT4biaR+AhJjoEv+PVqhbwgFAltWCuoTgCJRjFATVNZLqZ0DEWPb1jz56mn8kWI/HJSA1lkpxXq9Lotyb3/vxtEwSfaNMfPFfFAObt26VZZllidA9H//63/99a9++Zvf+CmttPM2TRKlVQghRB9CJ9AKRCDftYHhCAQQCryznOmrJSRaxsj8hQ2/gCeliCilEkJRiCE4gaglm6MSEYYQyzz75je/FonW6/V8Pk+LfN3ULviyyLM0IYoCIEmTfW2appkvF0qpLEtVBApBCgBPRPFLd452B9nHT44/fvp0sa6EVEJqoUyaZtaCa60xxoVNZlI9b3gLzopcSmm9dyFQRK0TqWSR5SHxMfrgPSIZrRB8URSjw5393Z0yz5LEKCV98MHbEKOH1oBBlEIqAOJHGxAAY15m9+6/kGbFk8HFuw8f2bZbVPU//d//1wj4e7/7uwcHR2en59dv3H799Vcn45FWCKPkZ3/mW11TQ7wxm54627z5wx8cnz6tq/pgf++V116rmq5pn508P37xhVtlUbz40ouz6fLJx0/f+/DDx4+fSKCAKAA9RCFla1v8TMTCp4rPy39+tnP73GS8LypfPxUQ/5+MpP9UUPvlT+A5JpdMTH1HoWNw1lt2G4IYWNjdDy2FEIeHh7u7uzyOWa2Wzvn1ujo6unbt2o3VuiLA4+fPhdKAUHfOBepcXK+r42cnSiBQfPW1V8/OTt9772HnA6EM3hOFMinqusmzDCIqprVvh9fs4VcUhbXW2rbf8miT/7nJepnNZlKZ8Xi00S8Tlz3Izwm7dhNCXdfW+RhiBEKBWZ5vnZ8FX8O6rgSCFJgYba199uzZfD5nm5mjo6PpdFpV1dtvv53lmi1n9vb2Ngpm51zvLsj9GFOVGOLj6Jiu63Z2dnZ2dtj1sWma9Xo9GQ/39naN0QCwXq+SJAEia9vZbNa2bdt2JyenL7744v7+FSllXdfW+q5bCiGOjq6zNgkFpmn66PHjGzdvJUmmdXp2drFad1k+KIfD84t5URRpls/nS6U6Rsm0VvPFcjQalFne1LWHwAa43rm6WjvnjFQMHfCQWWjddV0vmRNIxphltR4M9s/PF0IQAnlnF7N5dOHOjZvn5+ePPny0bOp60SohhsNBMRlcfHDy5PjpZPfm66//lE4AIs1ms6dPn7J8hY2kGN9br9cHBwdf5Dn7WUvZzwaSXC6PmFnOQ7U0TWezhdba2q5pmuFwuLU3+HG0MLQAhJJ+67f+/qgs//zP/3Q2vfj2t7791ptvGg1FliyXcyXQ27YohwAu09I3tRJxPb34sGufPvlYCPHbv/WbG/HheBCCvXP9MBHx1tWD+aLW0u3vlsaYRActbVOfd+3Z0ZUruzul0AOBIylE18y0lsbQ/v7OvZe/9Bd/8R+ePn16dHS1LNPZfHXj5hUhhNIiSbCza9d0SpH3VduK4WD3xVdehuAXi3mSJC74EO3z02cxhn/0O//gD//4z8/Ozx/+8O0i0aGt03xsBJBtEyUWpye/84/+4fGTZ2+++dZfvfGXv/Vbv6kNRrJn57O2cSbJh4M0xqiURAEqRiGg67qT87M8z1erVYyUZVlv7Ltu6l6FxTux6+xl/18+OdyT5Hm+WC175xX9iSf7BpXqPQk3u3VAKaXJNsHTFEJEUEoJrTbwmkAACLDJU5YCrXdCCJTCWQsAECARCRG1ttPaCK0gxgDkKWZlQYgBSCtJFIWQUqmNaGp7d2Vl2avsyqGMcWMv2a9crCxl9LJpKg5IZFOlPlKFZYSdbSkCEVjr1lXjnDNJJoSI2AghEmP0pRic3hNSC+G9l9t1mekDIQTnXCCOKxAAEAGFkLDtYQiAQTO5zVTtXe+EEAhSCLFer1fretPiQuilYlu/IuGc5QbpYjbll7G3MMNczP2w1rZNq6TkX8f9+aaO3F5l/vmGSXtJk8bftLdz5M/fkPWl9BQQ0Tvs1bn8SqWUi6HfUFk94qx11rI5ltaaIq1XKyIqskxy4JvbrNK83HHClTHGBr6Um8Yyz9MQAu985+fnfAU5cpNlqIaJebwWsehqk0MAHA3U4wBCiLwskizlQ+pdgns9Gweu9uKEnrWySc2JMUQiCM6J4aiUUnrnE8VXQGqtOxciiqquOQbaOlsWgyxLY3QBUCnlbVgul4PBYFAWWuE3v/5VbZgbI87PL3bGJd9jfHWOj4/Pz89vXNtj2DA1WYzxwYMHJycn3/zmN9M02Rq7iVm7qpZT3w4SiUQklYIQruxNysyAt0proYRru2Dp/t07rCAVQmgKUkjh3e2jQ6nTqqp4ZYgxKoVSglIKIZRl1tSVklII7Lz3gbTWRktrOymlkkoIDBBRCbbHN1pRDFma9OdQqIQAfIgAPkqHQAIlM66FQKV1hEidNUY7uyWAkBASIyCiaGt3cvLc+SrPdYgyTSbf+ZVf+qM/+24ThAYRgbwPjjy1VFetkNB0XWp0URQxxsFIOhuy3AgpOdAVUaAUMXogICAFgmAT281oFLLDCCCxkYuQEgRSBCItUCW6biupk1fuvZQYFYX58MMPAONiMZdCCIHjYdE11Wq1BKRUyt3d3TTNEoxZNh6NB7zJsqVBYpRAkWXZZlmQkoiSZBOSSQSawIbIjkpt2xKoxXKxWqzatuvqZrYVwsUYq6bdpMY1DbdMdeOdi1Koy/c5Imqd5Pkwz/NBInhB4OWrx+d7gSJHt/OQBUAq2IZtBOy6LvAkrrNCglKqbRtee3kih8HwgfWyYaZT8TTKUVw2VVWtbNNyJsd4PJZSGK2TJDnY27PN+tHZ8/v377/66itZnuZZmibJdDodjYfXrl1D12yHNT7SBjnRWiLiP/5Hf1cgihjIE0ZHAX3shBAK6JPwm0RKaXohiQQkk19KWxWXLcSt97gVXAVCCBEAjdJSCqLIJAsppRQyOKelIIH95Gg83lmvl+uqrusqz5LhYOhsK6UqyywvknVVzRczo/RoOFQgQvBambpdH+4N9ybl4f7ko4+ffvj4CQJOdiZSmYpCZkrGHoQQIWhe/Xib4xEe55vV9TpJEoFERLZrpRSj0XBnZ7w7Gg4GA6NZasySPylYL61FBCSI5BEAJQoELSWF6GP0UoksVaenz1aLanc8/tVf/uXKuh+9+6PZcnl0dP3NH7xzfn6eD4cmE48/evf2jat/7+/8GoL/93/+F/fu3fvq1752fnZx67UvvfPWO4cHV43Wf/bnb07Go3fffVBkerK7B6iMtMNB8vWvvfpz3/rGgwfv/ds/+MPTs4u2a0ySu2CzLLdt91n87bKk9ie0bZ8FAD+3UfyigPX/5If34qPLAQw90cZaa7TOspR9yIK3QMGITdkQSSA71dEnkGCS6CzLypJNm4O1vq5rKXWWZUqbhx980FlXzRfapFkxYBsFLQRFqpomS00k+PDRR23nAkDTNleuXLl5/Uaa6mE5UFJb3yJLiwVG2kgAmPNYFAXHTm1NNBQR9Fw83uUvLqZa6zRNk8TECCAACGOMAoEQnY8cjo1SxEgCMBAIoWL0Uoiu69ar5XAw2BmP19X68ePH7D/cW/rfunWrqipEUVV128X5fB5jvHbtGv7zf/7PuYwYDAa8Vo5GI+6De4oR6/u5YijL0rmNa7NSqq5Wi8Wsn5saJYniYFAeHR11Xdc07XK52t/fZ9eW3gaQTW94ujwcDpeL1fsfPLp6dL1umpPTMyH00bWjtu1UljALS+ukqpqmaa5cueK9U0o6ZyXGwyt7RuvgPcXQNpXvrAAQQASRIgmheL4VYxRaM92CscokSUHJxJimqnnp1Ert7+7Pp7PlcrlYLJZd3UXKdTkqy4h2vlw8nzb/7F/8v7fufLl13cnZU9+55XLJJZ33nm9drc1wOLhx40Y5GHCUxxc9D5f4u/gplSoRwZa7tViseN1kdh8iHh8/H42GbOZblmVP9rgsaR3m8Oor9+/evfPiC7fWqwVFLxEQQAnpfXTe7+/uzGfnSkipjI0AUldVgwjROynFuq5H4xEARCJjzGI+10pTjFmaOWsb6yKRkKLtOuc9ICVGIwXnOiEQZcLbXte2vMNdu3a0XC6fP3u2s7PDzUAIECJoo61tk1TZtjZaG5lU6zofDq5dPbK2bVYrtjEkIRfLVdXa5bpWKFfLNYComk4pXRalgOi6yihx89pVrfDMw8nJWXC+Xq9e/tKLeWqOnz1dVzWCVDIJJL3zaZYIRECI0WutvHdFWVTrChFDiFz79iP/3uSaiISnnhfXj0I4ZFJr3YLnp0AAEhHHDSmlcOtCwUBNv9Iy+qSUtNZZ29HGv1b09vRSCqk242H+zL5v5HVkM8jgDFzn27ZBFADEsU5SCmaBe+8VZ9Ru9ZzsR3+ZB48geuPQy99xYxOK8bJR/mVfCq01UUAUQmrn/Gpd89RDG62U5Iw6JSU/eluXucjPII9d+kfgcngma6LatpVSGW36PZgH51ppAuK4P6nUluyquJuKsee+aimpbVsAElL0D6JSkpUw5OmSMQz2ymkGqbqWrbEzuoTZMrVvSyAJPUmSP5l7+z41qG03VRrfLfxEMxVQa+28FSxnIvIhSL7Htsi8lGIbukq2s9xdK6VjpBhjaoySoteMbQneGzNlIYQNvvf5YD1ejPHo6KhpmtlstvUj0UopjJ8sQUpKZPyZ4pYNLngdY5eXze+S4rLh6mXDFUSEGPozybccp5VsjjDGPnGxP+eaYx43yYbKWr+uKiFEkiYCKNX40t3bmcZEy87RydmsqtZ7uzt5ngDEu7dvSYlCwPn52VtvvvlTX/56mqWbaGyAi/OL1Xp19fCqdTZN0iKXgLi5msZIKTec/02dIZu608bwebhstBNDIAAkiDFyJjIiAgFT8pRUAGDJohAUo/feOscryaZPC0FrBZccXC5zv7dncrPgcIOamoS5SBtaDRABEkoABAoYA1IwxoSIAQRKDKETiME5KZAIhJQxAgoVOBcasGsWIVRpqhHTiMWqif/9//x//OX33ukiCa3ZmZnixo9DKUFEAsAY/fLLL3/7G3fLNBnmRZboJNEq1dro4AMQJUojbPq9LVHlx6b+ATGwEGXrkRdCACHbzkYCKeXJdPUnf/Knd+7cTbQRQgzKcjwaGqOFAGP0INNamyxLt6MEQMFOMMQiTIrAQ2rvA5N9mqZp6qazXQjhtAp101hr66aeL5YU0Vnf1k6gjgEqu06TrGkbQAzeS6WFlACojVHGGEFGkNKawxFZo6gUUxxBSiFCh5vgIrpky7oh+aOACBSJnA8s0xWSrYCg67rFYgGS52Xee2et9d4RUIyBueuEQmnF0GKRF0mSJGmSZRkQPH/+PFPim195vSyLLE2eP3s+nZ7/0i/+YpHnSmsOEgidnU4vrhxeGZSFQIwxIMTgPS8sPoaE4W4lYwjaKO99CJ4dGVwXnPVCCoGCVzkhcbtWRUBkDEAIqbWRUgtCIvAuCCEjgfc1AKAUSmsmvfN3hw1BLAgAI4XSAoEXv4AomF4YCSIjOSA8RefCfD5fr5dXr+y3TV3keaKlMUpqBZtI5Fivq+h8okwidWoSLyygiCCE1E3nT86njz8+PptOnY+A2Fl/WXDLTpvr9ZorUqVUkiTO+tlsnqWp0WpnMp5MRnt7O1rLNE0wWBQIMQqIcePjL0Ikpu84aAEUBanQALcfMgIE4lc79+zpc51MTi+aJ88v3n/0+NYLdzvbLZarB28/vHv35e+9+8M//aM/+NVf/PYr9+5e2R09/NHbN64f3bn70tPj56t13cnio48ez87n8+mirurxcLiYX+SZ/Ft/82/s7Y/uXNu7fW0vSbIIqJPMB3rvw4/+4q++++z5WYgIAALUF9Emf4KA6Ivwt58crnC5rP0sWNc3dZ/bB/Y1ySW7FxCIeZ4gYtu5EAVC1Ojvv3TjP/8HvxZchVtDciBx+QDYJBaRAISUUuvEuXAxXyxX66qzjbUIIimHTdO4rjVKpUYLxKMrV9q2euONN7y3+WBQDIe3bt6ajMdGSoqB85okCikEIkUIl/HPPM8572cr0JB9CtHx8fFisXjl1S8/fvx4Pp9nWba3t5eXw0TrPOMQS7LW1k3rfGida9sOESaTSQghWCclUoxN09i2bdtmtVpdTGcHV66cnJx8+OGH3kWmfVCEAAAgAElEQVQhRFmW9+7dOzk55TZSyE2+/C/8wi8ozpHgqog1JOv1mjmZDJ1Np9O2rb33k8nEe7teLyfjsTHCO1/k+Ut3Xn3w4MF8MYsx2rbBJGEGNnPSFvOp1spojN4RkVZCaW1MEiPxdOrjp89fKoaNi22Iy9ZO50szHB3sH+rEVGFZV91gYJZVq5Tf3993p6ets2VZrtfrLCvaan12trh6sNc2rW0qCi7V2nkbIAohnXetbTZk1IjeOyIqy6IvGXcODi7OzxFhMp5opWOMp2dni9X69Pw8xkgo9yZj19bz+TMfYoDk3suv/NSrT6aLdWij9Orp6dPFYsG9sTaGUxN2d3d3d3e11iFEAIEY2Y1DstM2AOHGa1rGVpKOQaA2ASkKHymICIaEiNKJoKSMBEVRMGq0sdQDLPPMO5sXmfdWSXS2zbKMNxiIBAhCiv/qn/xnt+8cEQEKgN2UCDbjBwCKEAXESHt7pbVMC4YYQUoIgbRG76LY+Dps8szg+l4IxBG0MW7ij/ldTI3jDaDrnNbSbrUuMUagjbrgcDz60q2bRETRc5cvpRQonfMb+75UM8fP+xBjRJNAmfSN1u2jfSb9WudgS6uTUoJA3h03IK0Q16oO7l5VSoUInQ/GpOTjuVpk5XC+WJWCtC63oybBZLkgtUY9KkcheGaFsYdbpEgUvfOCRKpTKWVHdiOcAyKEVCTeBWvdel2RwEQYa60IIARxDWeSRBAQRAkUghMCmJ8s8BNblxj8el0tFsu68XmeGaOsa7WWg6LstpIn5wLRpuni+S6Lu/pMs63Dr0VErQ0L+hEpxgoRjNHeuxACq9QQJUVq2nWeZ8Zo553tWu9Zp/eJ26T3vmkqrXUITgiRpmm7NddlCdOGQ49AELvWSqnSNBtkaaIkm8QKgtAFk2bROWMMpin3eCbLKE2992lZIiJ70/NpBxDMf+jJmd57Y7TW6rJPNLMznHPehtSkiGBtxzQ759x2uANa6861yWCAiBQ20XbMwJRSkg/eEFxWE4HcJluKLEt8XvCYLUbWodnBYCAVUzTJGN3Utm9yLmcBMfJJFEPw8/lcSmXMhh2qlEzTxDkrlbCd855pV247CGCLCzZa+MQclZui9br+1Iih1/X1Rk1CiNi0zrk8MYjYeS+U6pyv6xoAstkyWL+aV51v2KuQ8Vh+uNgc1VorpZJScXIRUQjBS6lWqxWAMCYp8jKQb7s6hNA1bZ5neZowpwsAUmVsFxKT8JEz7ElEejhiSkJnfSBYr9dEVJY585bZnNZ7B0BIEQDqNpPaEFFVVXlilNCE6EMUUtdtw4odZ22iJUUfYkQpjg72bnznVzpP7777XlEU169fr6rq6rXD6/Kacx3UntBJlRIRC8+IKMTISRghBkThQ7C+EwoJgkJFRNb5zY0nCAE8BRAgFJe1G6N5F5xMJRFFG2FTBljnXJalbAG3aU4AcTv405olf8BFf4wEEHuqsHO+aRoYbPzc2UNICa4k4rYkEgDCxyCk0EhAqISKQEIbJk4CoFIiQGSoAQhNmj948PHR0bXBIAOAopC//Zvffvjwu3Ubgky6TgdvBaABJZCaxZotB23TZpA8ez7tXECVaa21xJ1hefPaYaJRCMBhAdxZUgSI0XstBJEXAHwpJYASIIQIMQKC1NoTJEmCkLEQenpx9uu/+u379++nqeGNhodsiOA9kABEsDY65wNBZ/3FxQxQWOsWiwWA7Fq/WCzWTc169RCprhtrrXXWh9B1zSbZUkgudTi/TmlIkmRXKimlEGWeF6xsYRR0a4vtY3QhRimV996TMzoNobOuEVI5GyPkW8Wd4okbazi9j9ZaJIjeN021WCycZyk1O6gRkzhcHRAwSzfVl23q6fTi9dfu3759GyDmpRwMBu++++D4ydO//1t/b3cyThKTGtM01fPnz5WSN29c38jw4ouXIZQYYwhWj+R4uA8QkWpOYZFSKiVijEqLUpm+PEUjhRAOyFEUANE5KQANAQQhNnz4T8zAmbOttWfdr7eJ3hAxMLrIIQxmG8gpQUoRFWzTyZm8wCPs6D3zOzQK1c8WBZEAIIIYvQBSMnqDMjOJFElZNk1T1dFkRZlpk0iJqISYjMbe2fls3kA1UIM0yUKIUspIUSm6df3KtcPdRx99/ODBg+l01uGAIsYIXecmk93JZDKbTbHUSaKFBPBB2FAodfWFW8NRMRiURZELIRSzHrpWoN+E1EkpEJ23ETmTFrx34FOttQ8+YPDOqSRxLbVd7DrrvXddq7GsVtV6Nf3hD/9quli/+/47LuALd1/6h7/zD0IIz5+f3prsfuXW9Vu740dPnl6//tKz6fJk9gBDvVOmiNlHH35w/OyZTvLbd++2dZcMB852s3kn0dr2/GLtXrp7+2BnuFrMkPwLV3e//o9/57vfe+vf/N6/ixFIp845oUSggAJDCBvHpIgCIBAR/lhe6Bel4X2uh8qnurieXPbZ3IVP2cB8CuToqaH9/bYdQ0Pbtkxna7vgnFdicwACBeN4vQ6tF9hLiWyBJiWMRiPejMbjsm1bBu2Xy2XdVJkKOkuNSbiz2hsXDx8ev/qll6bT2Y0b1ybjEW9btqm11jEEREIRUYLWWutsE9kbYwhhvV6Wg7IYlOv1uus6SRRDMMZ01gLErmuWq3lZDoTQZxfTURDPj5/Nl8s0TY+Ojo6Orjw/Pz0/nzZdy2YiGNzVq1ePj4/Lsnz11Vcj0ZOnz6bT6Xw+Pzw8vHXnhbZtn5+cSWVCtJHIBf/+hx8kSZJkSYQYvRdCcGPCYyrJrgZsP82iuzzPGXxzznLh27btcDgsiyJG7xyxY/j5+XnT1oPBYDKZcHgIItZ1fXFxwUkGRZF7F9IEpVJCyhipqpuqqq4cHlrvZ/PF8bMT53xRDoWU4/FkZ3+vaSzXBNbaxWKxs7PDgNtwOOSwYy5NlNJt25yeXZRFKqUWSsZtYDEBJGmqDFxOaexHpxv1rTZKmzRDijRfLOqqmi+WddMAQDkoCcRiPm/rlUQajye3Xrxno/n4ycc2qrPTxXK5ihSvXr3KQO1gMGBn1V5YL6VCQBSC7cgCwSd6dGTOnSJCqVSgGIi4HQSECEgCxMaXGZXWPgbnPUYytHG5pkh13XWdty7EGEOIKAREji6iEMK6bh/86HHdNtZZFotJ3IpqUAQMXFsopYeDYdO0dVNrLVk/CgS4tdJmNIGTrFEIltBopaSUPJJnJmldNzF4YgTJqB/3Ytrwj9l6C4jE9mHnCDKtpUC5rpoQgjGKWAgvEYhTJeT/x9ibNUt2XWdia689nSGHm3eoEYWRKAAkRRESxZZEt8UW2aF2u2V1dIcj2o4OP/oPOML+E37yD3BHdDgcfpAfZNm01G21rYGiSEoiCIITBgIooKrunPOZ9t5r+WGdPJUoUFTXAwMA62bmPbmHtdY3QSLUaBQiKqt6NpCSdBJWmc9UUQp6q1BNdNYTmAEB1bZqQwhd6Orr67btTO43m433XiJl5PKWKG05hYzpS3atNVFi6P0VJAMXlZYMrZCinImodF3Xom6VFDftLGJPetRKEe/sMSkN2Z3eZbsQNnk71XXhYDYqiqLrGmMPlOIyLwZzdgAkigNPcp/4Lp98hy9J6noPBjon4wwS/qMxRpqWlNhaG0JHlKyzGWQxJvEaSYkEupEAFmby3hP1XimfMAhBHHiY2mAqCVET8Wq1EUDJGIMIA4Ql/apgiaJVE35mCMEYFHfKtm2JYDgx5b2Yebsl751g8r0oDndgeOLQdrLmIyWFihmMsW3bxZgAVBfbnpKg+pxP5p2SLVGTwvDB5HPaXTQiADR1pwDFXJ6IYuxijFojahQ1Vww0BFfKtyx9qRR8oEC4ZGKGKY2Z907IJ8ZqsaA0xrRtGJxRdlsGlWLbm9wkoVrI4GwA6ExvcqMGN2f5j0LxyqxRiF5SBXf5rUrBaDLSWjOmwRRUSjRZjTugWDGDDKoH9rhzPsaUEsUYlFaCBGqJCE9JEEtElHZ6hxgr6UXlIymlttvtelu1nURX2cViMeiNiZIwGIFSCHFTVYBatqeeTFgUDkZFSgA8Go20NsoBKkZEjQjcP+HIeHx81DRt0zRi7iLw4X6ayCdU0OnJOFZadJk/Dnkq+yITvZN/9BFVDAgKEDUiE3vngCHpBMSUEhCLNA6YJUCcP1ncDELQ/fqpv5KNkYSeXUTkkKLCTw3F+1kY0y6lsH+plFIC6TBRzDAU8I2j4+X1tdXa5VkK8Pxz9778pdff/dlHNiuyvJhOxseHB9PJpMj9qCzHk/F2W/3RH/877zeHk4NV1UaKQLHrwmV1vTj/0FssR2U5Gh8flpPppMhzay2hMsaq3VmKu5Tdnr/AAEpZ69AgEVtjQEHVhIPDgoHOzq93LpRtijHE2HVd04XVctW0bdN2bdu1XZcSbas6Jeq6LnRJKc0KmNg6a60hBufcdDoxxoBS3hphhGthMCsljT2AYmJQYWBrJ8a4U7ZK08qsrM4ThbZJCi0RVV1QiEQQU9N1oevmXdelRBIcWlXVdlvJbnLOZd5pBVrrg0k2O7hVlLlSUBR5URR5no0nY45srUFljNZFUSzm8/fff++11145OTkmSohAzPdffrGut6Oy1Bo1KuZUFMVLL70ozHMZ7kifORTWMoZj7onTcm7I3xEewQARp50hmfyUzNdkvSGa4Wwc2On7Ci45rEIIq9VK8IDBIwBRy09JSMnAyd+PIxpGVPIBhhB2ZhYAZLCJOjg4ODo6Evjh9PR0engcQ9ikjW1NnnlrDStArY9PTpqmbpumbtqyHDFHYlA77t8Lzz9/69atBw8e/PC9j2MkIh6PD4Dp9PTjEFpEdA6yrBjnB5OyHI9HReEVglIcYzDGbbdrUYmjerJbGcBYxyxxrSyiTEbUzrVd/NmHH56enVuXb6t6PJmU5ejjBw9Ojo9Obt7MJ/zVr/3O8c3b3/7OX7/11o9v37r5jT/8g4vLyx+899ErLz9/cPf2uw8fVpHblv/DX/6tRvvy88/cfea1g3Hxld/8h+vN9sc/fbutmquL8+effeb2yVG1uc5vHVBqz07POIXTwp8cTW/fOEkhXF1dv/rqq2j8n/3ZX5wvtloqZK1jShoN7EHQSjxymf/exLxfTL98yp3lFzM/P/0Pn9YH9pOLlJgjMzuvnPNEMYaWmfpo4k82ooOliAwOiqIYjUZ7w1wQVs5kMjk6OmraILdV27beZ9775XJZluXNmzdv3bpVFDlTWq1WXUgyvN5sNtPpeDKeZpnXWgPxLjCUmVmCoIAg85kC1XWddb6qtnlReO9ZwVtvvVUWk9FofOPkBICtNZPxaLOtUkoXF9dnZ2ebzabpuhCieI1+73vfq6rq5s2b9+/f/9GPfhRCEN1cCOHtt9/ebrdi9TncI+JwKf3wqPSDKMOUZSm7XU44KYI3m81sNjPGXF1dEUVJ5SqKgolCkITOVjDu+eJaMn/W6/Xh4eFLL73UNNVisVBKTadTSifj0dhai0Yb44iZGC6v5298/83XXgvj0cjkI3RZmdsRKmKYL5bnZ5dFWWzXVZ4Xx8fH19fX0l5K8WStXa1WEhGGiBqLyCkvRs5OOAYAQmAGjiFqoxVq4t7sARFJsuZiAgUK1NX14vLyuq7r0HWr5Voy9LI8dwDbqq6rOsXu5HB2//5nRqPJ6dXywcePP374cd2p0eTw7rPPTGfj0Wg06FVGo5HwKnuJDirh27Fi2DH1doatxAAEO+NdYOaIWvUZl6woMlI/bNbOOe+3dR1jYkBUqupinmXbbVVVVZ4XzFwUBkAxJKH2UUpv/+yjg8PZcrEMsWMAjWiM4ZRQKYMYgYigqmpr7WQ8FXWZsX1Qu7Nin91v117Bb4ySSfKutBDnEGuM876u6zQIdZhQKd7RHWXQ0Q9sJMcAgAFiSEKdGk8mN2/cuLi8iDForYxxQ2Q8M6NSMSVpEiklFARePhsAEdVNc3h4OJlMTk9Picg5HVN01inErguL5bqqGkat0Fhr2rb13u+oiSg1tITt5nmeUpQyeieQYDGUlyo2xsgUrLWggBXL/QGc5Lzoui7zbsfSVJn3ilmhSqkP/kbFCnurQwV9uSmET+mE1+t127Z57quqMUZLQTnonYTtk+eZqJukIpfzOobAOyqUtdY5r7WRnlnCHpQChcDMKfZNozHGOXH1ZbFJ6LpY101d1wASNyeJ0EmpPoucdmnRciYO9E4A8JlLkZijNDNyu3vvUYNzwt0UYMcMHLahvADogegBvpMhUdu2UpEMiO5QFuzP/AA4hE7YrUCgNMYYQ+i6rlUKjbFIPcdVIewYpzv2v9aTPJNPOyrKodqTMqhpGquttT3ZVR5jbxNitPAbyfJT7tJDik7btilGyXNPKUrzLC2uxPvIryOdv9baGDfcUj2qwyQeXNbZlJLPfEqpaRufeW5ApP/DyHNXHvVeZM4Zjklp9Nq2oRNteowRNBBTjF0TGuGXCvHeOSeH2M76eSCT93u2C510fULfihJvt9spcuhJ4pwiBgZjDChgopTiLh4mpJQYIMYQQiezV4mccs6G0CqlBB9TRCGmLkRQSZyf46h0znEKCrBtK2vt9GDStQ1z4tRzYilFprRLAYZHjx4WO+U6UUKNeZ4DkMQJDj3SYGI8ZO/K7KltW6JkTAYwFJ1CXn06fkoBIEgAuJx7bFCztTKuQGmYeXeWJpJACMTepIkSpdgn8mkjH8AIebvPes18v08Bd/8wFEM9RfDJ/HDPsI4AOJLEyRIRAhOxd+b8bF0WOVGXWJHS//pf/UtjM6ZWY4O7Og8UtG2nnVM4vv/yv/rJT35io7LZbbSZRn0wmRReayBQ7L031lmVtNYMqFAxaFYaFKLBlDjERImaIIkC3XbbrDbr1Woln/Pqaj6bzaqAf/CNPxFATPy3h/Rz5xygTTEKQlkUhTUCNWdl6Q8OrHNOfNW1kTGHHvph1JLBklJKSgEgiim5BogxgcIQgs+y7aZSSqXIbbuVZyXnGxHFmNq2q6pKdMsUk/hISe62cw5p7Zw7ns1ms9nR0ZF0AmJ74JzzzmaZk6ODGZijsXa7Xa9WK2tMIiLuiNs8QyYK3eV4jF/84kshVnVzMSpLDRkAsLbjchZjpBilYZIrUOQAgwPWPvt9WAM7D2ESVY64JWVZhoiwu52lgJGhzH48qewOORyGidtw3A28dGkjq6pyzsntJmtyOEiFgzqIdZ9Ey+yujwHHe0IjV2lwxpLplaQgIuJ4PA6J2hCvrq5k3OOsG49KMS7S1k/ysqmr5XKFiFlRSDUrXBXnzGc/+8qLr9w/Oz//yY9/ul5vvfeHBweT8XgynSIq64w3TnBphoBi7KE5xWY0zvqzPbFMJ4lAGxNTAjCAChhQ6zaE6/n84uq6bbtt1bYMb7z5g9Ozi1//9d+4W0zWgb73zW/fvHnn7Ozq1t17H3zj/3vrrbdSaL/9l9/8ym/++u/9s9955ex8Wvpvfuebx4eHz734yp9963tg8qv55lZj/uTP31gvTs8vr6qqst5Zp7/+27/1q69//vr846Opf/mFZ88v5z978HC9XLW1XS3X201z+87N3GddaF99+fnPv/rSt/72B3/xrb9q2xhDMsaB2lVZwIAsv+vflX/wH8Pk3F9+PxfE+7nOFL/AsuUppasxVqbtzmPmfaBWFiErxbv+bUACh08la3j/nB+uSxl0WueFcY0oTIoUYxIvEtEpXF6cIyIoLeK1O3fuzGZTo1Gg6T2zaqUQFCD3fR9GpC7U14vVM888U9fVdDYr54vl8tFmc1qW5exgbIzrOnd1dWU1LubX55eXq+VKNhQiKmuqqpKtPR6PReHStu1HH320Xq+FjHN0dHR8fDxUicJWGKKPt9vtZDI5OTnpp4ZStA1IqxwKIuyTM0Ku/6aum6YhinJYLBaLtm1Pjg6994vFYjabSdC5GH8LbCI1V93Uzud5rqqmbdpwfnHVdN355bXSdnp41EVAo+tKrB3M2cX5iUZxCwghzGazs7Oz3h49JYlzaJpmOp1KwAsn+OjhI6XYooqhc06qH6EOfmJcNFD7BJ+5WixD263Wm+VySTEVRVmWo21VXV1fEdHBdPrs3ZePjqZe6/nierlcLZaLQOHVz/5SXsy0NiG277//vjHm5OTk6OhoEEnLydh1HfUReaonOgxBJuJBbUzqglasERSllMQvSCtlAJk5aZTCghIQKGrbJsaU57l4JSBQW1dKsdZIPWsRQBEAo4bVpvrl13/1Q3zQdV3XdUVRGGM4kdUIACFR0zQhYtd1i1XNzM7ZSOycBUVdAopp2J/i3PVJ1F5JISue/gOM4BwDAO/QpBgjajXU6E/CtXvHvyB8rYfnl+9+8CDLshiDtRZ36lsp5QVGlh8UZx1ILCymIZY60eL8cr7ZbGJIWW6N1cxrpRSTYuaiKNsQALX3PoVO1qcoYYyxg7goz3Ote8xRVD2gwBjNsY+BDiGg0jIsALkBAEIXAVRRFOPxGBG01t7YEIMUatZaTiToFCmlre07De4xMRm7Nk3rnGcw3ntEkNWQ75rG/S4lz3NxQhKf95SSNto527Zd2rHFvEfmuNlsnDN5njMbouS8FQ4tPHGATMbolGKiJPNWmQeJnXeMkUiEfEmYlkJD3bFDmxAEkHHMXDcVKi1x56vVhpjFnYIhGWM0KitCJoAhy1vWjzAVhSi+owiqpmmyLBOoSjB8rXFHOOjPKOlaxRdUm53cH4Eoeu9jiG3bAjBRkiWEiAa19AOw4/Ejg/xG8oTl8paTXd4dUWmtZA9KsTIej/uIvL1w7f1KZbA+F1tUYGiapuuCUui9aFbROZtlWUxBWhKRMqbE+4oRpZTRtseUtAaiqq6VUokopoQaaVcYDf5AQ6nXk4F3xx0DgMKqqtq62a43h4eHddci9kP6PpVxV9fu/6+MAJ6kGElGSRe11j4rQmyJCEENlFpjtVJKQ6/ZG2JhhRIpnX/XdcagBxtCQAQBaZ1z4rY+AJVKm8QcEwFAnucpUQgBgRKqpq4z13c++wWBAp0k+Q7VdDp99tl7UaZ+qJhRphXMONjNSdXRx0ezvJqoQeT+5q4LUrXvtXafANL3tdAD3NGH1+8CZgewRbaWRhTvwaEekomYQmRENPJ/PbFIbdtm1+bBPnr/c9UvA1QiVUsIcWdXq7TWKbYaNYC6e/eu1ihpjW0MwJwYVepS6pIEViiF2pZuXDetzR0r/YXPvj624POR9jpGMAoQKLZd3dQMCpBTpBjJONc26eGjh21IdRvrul1uttu6YsIY02q1koltXdeXl9fOuYODg+V6/frrrz//4gsPH/e2QEV5ILW+dOlZllHqoWPiGEKgmGQwvcOOEmoAYgUQQt01yRgTQ9ftQn0L52TrdV1YrFdE3HZRaZ0iEdHB4dHl+bnIgFerVUpBmjoJt8iyzHt/eDAqy5PxeHzz5s3D2QwRxeDBe5+ZzvbyszjQvwcQGxWnuA1x0FTH0JDV+nBSiJY4shmPJ1mWxZjapoNdomPbthSic4QynCKwCMrblCKnCAKQGq1UPy4cdNRC/5YzwexMZa3W47IcHKFgp8vdP/eG2BUZVeveKJKGVMl9Et1TXnGDy67wYoa5z3DjDzKZnWIqDbS6wT1OtsMu98wP2KDsICmopM7OizKlarNZa63H43EXusvrVrQzxpgupTwrrfHLzXq1WllrhWBFFK3RKQZr8d7dG8ezydnZeQhxPJ4MjavWymBSzEqj8EoAwHtbVfVoVMpvarWNMc3niy5EjoTGGePW283jR2dVVW27ZrVabbb1bHZ4cHhMaD/3+S/+1m/fePjxo7/4q+/+8Ic/zIvRnedeWVSn3//3f9Z18cGDs3/4lS//03/y9evLx3/0x9/46u/8ZyeHB2OOXVvdOpz+069/9VvfffMP/vD/+uv5qWb6zP3PT6fHxlZtV80ODlGp+fU1AL3y8gtdvT46nKzW26Ztrq/nXdehdYD2aDbxBjOjlsvr/+QrX3ruubu///v/x3y5lWQ2BlAKGdKn8bRPBzL/gvi7T4eq/72yvZ+b3wB7pIX9VbGbMoDWmli4ci7Pc/ekQ/tEGOC+KahMMGVHC1i9v5KZWfV0CYi990kC6H31iCjGsFqtptMp76xW1ut1SqEocvHH0miEnSfDAUSViOq6fvjw0dXVdWI6vzi/ni9efPHFkOjo5OTRo0chtD/84VsffPD+dDodj8d13TLzZrPRSh0cTOqmSXVSSjV1c35+/uUvf3mz2Ww2m29+85unp6dFUUwmEyEPeu+YyXsnttJCHWqa5vz8VB7y7GByeHgotaKRqnGoFaRDE/RsPp+HEIoiw16PrpViY8x0Og1tVyukEK6vr4VJNZ/PRcaaEnmfyR6v61Yqe+PykLgLyVjrsvKVVz83mc6stbFLVV0b5+q2bbpuMpncy7KqqqSCkb0tljCTyUS+v/F4vFwuvffW2BCCMRqN3WxWm+XSaJxORoggxEJjUWvNO/uKqm7kgJPvfrVab7fbzXo7KsuiLJu6vry+qutaKHCTyYQ5vffuu97oTd24cvLsc88+88wzaEzT1hcXV21bz2azIVtiSFgazvpPjC4Gno8CVAAKOYXMAofaIz73/DOodRAdQCJOlGIKMdVtW7dd3VaZNXpUKIXGYIqkIdabawpV4XW13YJXlBB2oZgI6sGHD5pfa85Oz9uuQ8TVamOMQeC+8UCdUnIuSwQpsdZaG9t1nVIJFIj0bjCpR9Sj0XjYHrJChuCv4RcUOqIxRjHGKAlvvf9HSqQQhmEBJ3LOZ1me5+XgYZhlAuJR5nNJPTLGiAPFToinQ+iKLOdEIg3suq6u6xhj0wZQ4LMiz5GRtdHAUhxzSkkZA6i70A0uQfKmzBBCFMl10zRVVQGw1rijtykGbltSxLuiH5k4xkhMxhoGlraKiOta2h7jtHHeDtNoBSqGVi7dLqXE3CvX1YSP6QYAACAASURBVJO9Jg1njCkmqCoMIThnYwrOWOfM4NMgs+pemr+bhg7MxtB1A9bddZ2MFeTSFWIOA8n7ImLbij4Y2pZ6CiIRQH/7OmcRdQjd4PsvV/gQ+gcAs9ls+B2ZOaagALU247E6ODhsenjKxNRprRVwnnv5TeXCjrs/sqgo8dA1IfYTLGbO8zzPJb+IvHeDZ6M0vfJ5Uug93BCV0zb12o9BvGksuuHcl8muEOWkIUkpKWNDCAhKo0YDw4g6hCCRrCL4ke60qiqllHNeNkdKYb+2HmxFntwf/XwUBNbbbDYilTTGMPQOfiLmUUpJYTE0DNoaeU0ResUYZfogWtam6Q2ypZIbxuRDiqaMQgcnT040eKV677uuGUZ4gyvMPiQoPolDCq1S2DZtXTeSSeh8nigwM4IyRjtnichYLYYuQ5s3RHoIx373WDSG0Kf/AcQYtNE74ZAhIkistLbOt12HaDebJSgQZ6O2bauqPpgd9vmEwGJXmogQeuoEMaVI3vtHjx6Nx6MeEGYpbhl7NE/tCoLeCYmIEBlRgJc+1UO8VfeJRsPEar+k2O/BZD4lT2BgDfVgHWqj8SliUi9hMoZZ1Px9vSIhEKInHxybdiM22lmziIQpyfx4z60OEpNzXmstR5NCnVgTYSQyaLsYFUIKQRvbdZRircGERgfRRioIqVUATdsqpboUEfWrLz+z3NSn71+mRKFtKbYvv/RCnueJ0GYuRiCm9aa6Xmz/329+9/T8ou1iCBSJlNJ7xFTM8nIyO7777PMxJWvtQVXdvXcPFb76yqviciyTI7lM+9/dAlNCgLradl3IvOvqjVKq2bR1XTuH1mJR5Na6osyKMs+cL4pMa537zBjjEL332tmUqO3C9Xzx9tvvXl3PN/U683lbrcpMu0lelLeyzB8eHmZZBsB5nnnvtVHOGZ853afDg0ZMiVBBShGohkRtaIlI/JNCjEZr572iGGMErXr9skKiJEeFUpjnTjA0b/J2GzaLmomUwqqq60qOGs1E2lxnWTabzXoXYiLnM6VU2zRd6IzW1jrRLqREsqOdM871s2zFT/x7pFuTZyv/cWjJBKQamJkym3DODpe7dIDDjT8cd4MqeKBtD73ibmIidTwMiTX7ETjDySnd5jDCkztrj9gsVE+SIWyW+ZRilvlX799PiRKl1Xp9+vh8NN547w9mM+cd6WStPTg4aNtWmGXOubzIezA8BYV6XGSjF55tm3a7rbquA1bOWWYGSqBAagxEZFApsTZ2udrI1Onm0WGWWYWagZq2W5xfXV7OV+t1XTeIWnttjDuc5eVonJIoa9L33/jhT995hwhu33nmC69/MQa1XG3nyy2ANn70hV/5BwndT977kG3+jf/zT1989hmn6d69O++///BH77z30/c+ODk+6NoudN2PfvKTe/fuWe/vPnuvabdXi/Xl1dmv/+rniTExQhdv3bjx6OyMaOPz0WrbjEahDOFgPE0xlEU2n1985oXb/+i3fvMP/vDfAVHvlKQAUA1q3l/Qp/3coIVPo3a/IBL9qQCkp0Zm+yjfcNIOraDWmqg3NSFWbdsap2QMl5j34jlhgJ3livHe57m+uLj46U9/OhqN7ty5I+W9WLkKlaptexe9lFJT18SgEUU4Wlf14eFhWZYM2DTNer1er9chtNvN2jmrlELjnXfeZ9YaBWpxtfzgww/ny0W1rVJKo8l4ND14/4MHgPqV+y9rbZ577rnT09PFYjGfX62W10oZ7/1oNIopKYUhhO22YoDpdFrVW+mA1uv1+fl5URS3b98ej8dSsgKARqU1+iwzWjNALfGAANPpdDIel6NR5u2gDjADMiDKhOvra8FJQghi2W+tjX2SVZxOpwDgjeWYijJv21bkjEMBIZF0MaayHHnvy3Jkrd2sN6QwEU+mBx8/PnN5MZsdbus6KTTGErXX89XscCrZROPxpOvC1dX8+Pg4pVpcPWOMV1dXJycnks8ub4qFFruFLMuyPG02m/Orq+vFXDFrg01TF1kuSbUySx6Px+Igevfu3aZpFvOl9/7ZZ5/dbrcPHz5kZmuMRLfLM3n06JFGuFzNA4HZNp1aTqfTxWb74OPTg+nha6+9Ji3BvmvcQJOQHA+lFDCyAgUglLy6rrPcE1GhOTarG7Pxv/y9/+LV1+6nBG1k1KCN4gQKoa7D377xI3SmaUMXknWeiC8urqqqKjLd1mtr7WuvvTa/vBKMQr4FIRkjGoPqYDK+vLrOs5yZvbecSGuVlUViFPvBPMvKslyv18CsscdMlGIGErd0OcGll5aaWxxEmHlUlG1ebDYbAdwE20FEDb1OKYRWngMokJsjhM56L7ZjwLCOm7ppu65DBE7ROiO1tawl0R7IuW+tTQlDCLwzJEwydKG0XK+226osR31loJW3hpmtISJSxKlpI3HTNErVUgztWhdA1LJvV6uVc64si5Sic240Gu3GPMDxibdk14Y+7NXqKCNJNFqbQefQATTLxlqjUPWBCkrHmGKMkjQs506KFEIoikK8Z611Whuveii460Ki6IwdHCOFzCZHoUxh5eaWx661VoUqy5GYeUglISHmxhiRUCWK1tqdthB6JhsqoRADKFTYNM1mU4UQmOn4+KjrOu/tfiD74Co5WDvKk1QI1bZOiZqmZVZiGiS0IknBlg/ZNI0MXAdGUP93+EmhQAR5nm+3W6EYDPRRa81QUkuAU89hqJsUoziFaGua3qyIF/NlXdfe50qj0BGtNtLmOddPmiGR1DfDRSIXgAztxHDQeT+bzSSHSn4LY0xdN7u7igZd35AoMIQpxy4ohVVVTSbT4a8JzFtVlfOWiOWZDO4pzH17Zq0V8efgthJCmEwmh4eH/QiJCCUl1rmhr9gTtyTJVBzIsTFGsYUQkIS5HCiaQ1s72IRqrUPsdhB655wNITnntDbWOiJGbXPrRZwmtn5aa4FYFfHg6TKsUnmqwohuqvrq+vrk5GQ2m7377rsxhUE62F+026YNXRdT6BKjim13dDQVv771ep3nubE6hOCMbrswLgqtdYzJCqEU9ZC/d+fOXfldpL7Quk8o+XRtwQCJGVLSAAiMGhMwWhOZLCrBTJjIGDPQL+WJDaRiASqfoM1KEZGM/2Q6s3sjcUN5Ugb1oYuUEJFAuA9JKTTOaWvX63VkssYSJWAlESOJ+j6emUMMwrYoiwJ7BwVQGkvviaT514vlCkCBsXXVxpg0MHGs6w1xQmOvLud13cWkEnFRFAzsnLVay9xAK9AaYmw7xtPr63/7v/4+EVGKo9z/D//9f3e5WP/NG28+fHR6vW6vr6/n87k432SToxEaMaYXfvhQvclQr1/hzFWVHx7OFhenmYHMAKIKXRVjbLdPLEl3PgqBY9BaBzbauSzPj6ZT546NVtPp+OjoaDweiwRdKQWchoIPcRfsYdBZXxQ3n3vubkzEpEAprXhIjRJxChEpVCBe+ZyYE3dVQgYAYmhSAmBnLVES5orsfYlLts4QUUzBOqMNUhIuHO36HwaA0LXLxUYu6zwnxRJgY7Q2o3I0KifIUj1jpIXWmlKUdCzZyLS7wqyxAjSjUi7P5YQJbStsSVmFwxk7THz27W3lk8sUUo6RIV2gbbs8z+QHeyxaPbF6Hs6ZQZYsrzZoicU0bkfC1IPcehD77YZ6OPzgQLGTV9g3Id9p6XsZrUahGGqllFU27PBGAr64vHAuO5pOmEGCb5w7IIqLxaKqtuWoLMsSEiAoBawAMmv9dNp1XdM0KcqraqIUiRANE4DSIQRSerFcW2sPDmd54ZnVarP5/ptv1U2XIldNq9FobY2109GoLMpNXV9fL4+ObnBS777zs2I0evG5l8rJ5MMPf/b9v/0ekXn37XcvrlaBAED9L//b77/yyove4boJH36wev/Di/Ozh5/7/Kt5Ufz03fcSqpjMnXv3AOAnb75VdU1MbLLs8enD+fz6V774uQcfnzsNr95/oV6vR+U4sz7Pym3bfvjhw8z5ssiWq01uufCOKV1eXv/yF37p9PHVX33ne8qgVsiouhhGo3Jb1UJ4GZ78z23qhln/UwDaz/XM/LSB/FPUzeHPsMA+SaH/RBT78I7MjArquiZKRZFvQi2ZHMOfISVViuEsK27fvm2tXa/Xjx8/TimJvizPczEha5qmKEYa8cGHH15dXd2/fz8lAlab9Xo8GvnMXV1dKTRiXCIP4eTkBFG1bXuxWKfVSjRut27denR29v7HH3nvWSMxXS8WsnN/9MMfN3XzD37tS9PXJs8888xmtV4u56vV6uLi6vLy8vLyHABpdxenlJaLhda6KIof//jH1tp79+4JxUmeldAcnLN9pAczIh4cHAhjU+5xZqZdYjAAmLreSlscYyQyRZEx82azUkrduHEcYwSmviIk6roOJTfAW1CFtbautwAwHo/zPD84OBSChBwrVVURsTUBEFOkug3bJmjjqs12XTdMOL9axATj8Xi73fajekoina/rWi51KXGkx5Bch6ZpRqPRcrmsttvJZKqUjTH6rMjL8agLlKJzxqC6cXJTAclpIt+3HGfT6VR+89lshojz+Xy5XBpjtEZiqqrteFTeODlx3jbO1etlSHzj5s3ltt2utx9//LHLD774y18cj6fAaZg/PbWgn4DRwgIEUAqsQaZY5p4oGmAd26999Td/6ytfzrOs2axZWZ9lAEyRNKqY1PXV4uT4yGf5j99++/Ts7Op6cTCbXV9ex5Tuv/Tsr/3Gr927dweVDuF576xCRURGoyhAusCPHp2uFnME6NpaxlRiC9I1NbGiEEOIiLpmDk0j28coTsBEEbVSSrU7SCd1LSkFqYdfGI1wQdu2FQHn+fn5UGtabUWaKP+qNVrrUgqh08zQhSChSqjQWeOdGZeFMaZqKmuN1doo3F0MrAzKaCa1XRIsVOuYIhETMCJaSXZiQqOgt78y2lgFvHM/ZGMMRmkY+m9jGBNK7nOWZcLrcM5qLau7l3yAAtw76ETbRkxKK8mvjyGJfqMoitGoqOtaZ5m1FpiVgnxn5yCXUNzpE1DxQMjM81xr0zRtVddi2Z9lmVLgndh2R0FoBQTb46mbfT1biLFtWrE/kVo8xghA3ntjtNZInAAkwQqklxBYSSkgJmBJvevqumnbTjoxIlqvQ1EUWZ7FEIdLWibBgxeWMUb4h4iiNAvL1UqSr41FImo1tm29f74PXbEUBOPRZJiViNXnkDG461J4iNDp64wdWUgrzLNMPLja0I7GYyJGNJPxdLutiBhN76DjjJUqRKk+aBgZQupBRWussUZcf4SpSIlAgVjNFkUxbHOZte+oR724azAyGZquXSOti6JIifq4uaLQGrPMTyYT60yP44ESd9mqqohSCEkp3bYtmt6ARDpeyQOUBBpENFq8yJ9gqvvXpNYajfg98wDtygggxtiFjikNFdsACUpewjDX95kb2j/R69V1EyNZa1EnblJKSTFYa5QCEUcBgEUtZOz+C9p9a/IiKaUsy+RC0lrPZrMYI6Jy+xTlEaWU1tsq7nhTFiEmiiF2XVeURYrRCTLJkGWZNppFF8gsU2oxl6rrzYMHH73wwgt5Lp69mFLU0oZJrtsu3YSpTwMgYgVMwNY6saEjYqNRa8NECpSsHFEiaa0FkGAWf2AOIe7OFtj5Z4JMrsXVJpH49+4lo9AwRSICImJKBP2YHdq2c02XYiKmIRVqnzIaQugjPWPwzimtNWrBPaRFv56vHj58hIibpgVACXJLKRBHhYCoLq+vy3JyNV8kpVThM+fI6qDAIBhUpFgxoVH/4//0bw6PTzqyMYZRMXVF1gQ4v968/bOH3/nu3zxeVGVRAqQb4H71zrMpBg4dpaSAFVDo6j6pIXZCHRSNdJZlCMSpbrdLpC420TlfemvKwhiT58VoVCJq55Q11ntnrTHaiI+31dra/sruWaoqQSLB89Xeoa2dQ1R1VXUxpUQKdbuOKVFWFNZa6jomSt1QQBJxEqtbDRQTAe04vgwErLWlFCGp3JcxhMislO6ddRhDm0IIiXqKCjGAwhRTCDGlKCuz6zrZYwrU/c+Ms8w7Z5mkldIAoBVqpXtZGLMkJ0mfKD2b884YI9jL7ixUiEp2okwVZR2k1C9IYzQNIeVPnC1wFwUhBOYe0UJUIuyRKdIwuaa99PYBZhlGsTtZL8vUZiCCMuPQQ/YVZ+94zMIzHwZ/TxX9Axg+cPt3gj3WwtQHIIZxOfrc514j5rqu33nnvcl0opkmk1EI1nsvtmrHx8dVta2rqmvaIi8lsh6AiVheGRFDl5qmiSGCYlRaKZ0IYiTny7YLbUdV06w2p0WebbfVBw8+quu2KEaA+uDQeJcZY32Wa0W9jy5jCvHy/Hy5WHz7238dYhqPpwqpbuo28Hw+19qhdQn49Pzq7Pzc54aZqOMUAjO98YO3QClAm1gx6/X6obXOZeb04hSUXqxXWmtG++j08sH767NHH3mX3711OJ9fFWV+07uL6+V2W51fXoxyD7F79u4NZYzlGNo2+e7rX/vN84uLDz58lAABtDVus9lqbT5t8vRUIsJTZPX/GNnefi7fvnD009nrf09+w1OcTwU75Jmcc21TDx5gcmfVdS1/0zn38OHD7XZ748aNk5OTvduZpLkQr8eU0tnZ43fffXe1Wt25c2c8Houo/sMPP7i4vHjllVdu37q52Yzk7CqKLM9za02WZXXk9Xq9Wq/LyThQ0q6PjGJQCk1ZZi++cDKbHoiZxWKxzL2LIc5mBwcHEwCoq3qxXG02m/l8vl6v27aLKXVd6Is9ikXuT27ckOA0Zy1qeQerjaEUmengYCImKXstcZJMl/1Qiic7WRhBPUNu7w9wEtcs2auxbQH6EN4hePfGjRvT6VSQBDHblGFeSqRAbbbbEAm1Y4Wj0Xi5qR8+PJ0cHCi0irvJdIQattvt4eGhMLzF57OuazHaFrlOnudVVR0eHg4hJ5v1uqkr731iUsCj0URrzSkYjQhc5DlwLyW6deuWFFUSe1qW5dHR0Y9+/NOLiwulVFkWiWLbNkRUZLm3jmIE54hBGTObzcrx2JWzyYl54YWXxgc3UtKK5Wamp5QS+1OQfTtEiinPsxRbhECpy/P8X/znv/srX/xsW28BWBuvvfvb779zeXl5cjxtqnUbzePHjxfL5WdeefVgNjs6ulG1zdnZ2cMHD+/fv//6F385c3B2ejEalSmlagvOOukHZB2PynFeeGftxeUpE6M1Thtt0DmjEeumI2K5fkKIO68LqiqDWqFSTGk4gmX/MLMI0L33sQtA7K0D4s1qnWWZQV2MxoN2S471EELouiYl54JSqq6alII2Oi8KIhB//3pb2YlBpYosM0bHGBCUjFhkyCel+eDbYayRsN3+dEjUFK11Thsr84WYUp45FJ7szj2lbQMBp9QbQgw0KsnpDiFkWWatRVRZ5vu631pmEhhtIHP3mj1gpTExxRgpcVH4EGJRFOPppGraxICJZIDdhgghKuKYQhdDHPzKWMlSlE+SEq3XG+uye/fuPXjwYL1eiwpNxFxCUBSgY2gqhnQ7eTJdF5q62W6rGzdudF1Yr9eiRgghCJpHnGKMTEKJEZyNjdEMnFJkZq2NZH/NZrOyLOfz+Y6fm5qmznwuHcXQ2u2LLogtKi0tWNdF3t3T2oi+Iuld3O1woA9FA1Ffp+1YPVjX9SAj2SFCIcv8QIoeAhWccynE0IaDgxlRst6h1saYFMka61wWY2QFWZallLTCHRNsF5hOHJnkvYZw9n16XtO0dd2IUt8Y7LpONoKcikM2zmAw0EOvu9KHgY02KaWuC+JJsF6vpbtOKYFirbWgWKhQTF9VnzWilNJxb/1vt1vhiwpqpJRy1shT7MmruwnCkKmIOy2jwd4PU2Clbb3JspwT7BkeqN46aPedDiNV4Zxaa2OIRJznAQCKYtS0rUIWoZRMAL33guZl1u2jB4ODpZRTRMSAeTGy1irVR/jIeFJrneVeKdXULbOyLg9E4slhrFOIdV0h4ng0lgDGrmtQqSzLZBnJ8IiBKcmmUFmWZ1lRVVVZlimFHlpRA/M87TnZPpmeaNSUCBUaY1NKTJyABtobEYSm2WyqPOeiKFIIIRIA1G3YBTR84kbYrYcn1in7mqWnbDx3Py4UR6zrJgTBV/pf8cn3shdcaYwzBmOKHpXzHhhSoqZp3nnn3UePT1erjazbfDyeTmdGOwbOixJU8pl1zh8eHh8enkwenv7vf/CHF5d//qUvfenVV19lZvT+4np++viRczbz/q+/9+Zvf/0ff+H1L7VNVXgbu9o5AFY3jm8yK2+zpqlD206Kot6uKXSUuqZaU4zI3IYODVprs8w7a0qfHdy9mWXZeDyeTCaj0eil27MhDnsfEZWFhIp3YlHaS8QKKbWiOBAwjfZGSEysdl2xQ1WORtfz+Xw+9z7vYtTairB8MpnkFgFVCN1u+7DVRuACbWwKQaSyGrVE/oWOmM122xLV6/WaNQw4lYBO0t70rHFjtLFKKW0Mok0pEUVrc+d6z+G2q46Op9balCIoFh2tCA6Z2RhPRExkELxHodXIutU93Kp4LyhMPoP3PXlygJeHlTZco09Q7k9JpIYnL28npInhuhkIdftl5b6Eb18TNTRpA2w4vPvwavIc5GJ96jPsdxryUztxdd8K9ndfjAZ1CGkyGt04PhQbAtE3dl03GhUpQUppXI7G5Wi9Xl1dLvJcBm1PyBfOOWvBOde2TYhdSD3THsGs1tXZ+UVM6fLq+vLqar2Z53m+2lQ3bt221hljvc+E0940lUYmYuu9c+Z6vvrwwYefefnl//SrX7t377mqaUPoQoinF1ff/NZ333jzRx8/PpvODseT0dnZaV03xuhf+/yzN27cqOv25o1bSpmPP3r8zrsfLBZNVTURI5tOKQwpCPb5/gcfnj1+dOtwfPfmbFs12lqf2bZLWsGkyC8QQhvm8yWlMBmX2c2bHNZlWbZN7bLiH3/9H/3P/+bfEhNqHWLK86Jt2v1n/pT6d7+gfapbewr3+/TP/l3qvk83ir8gTG//HeUosIhy0FmEsiwHitMwDR/GBJPJ5Pr6+u233xbB13g8Fi+f7XYrUhdZnw8fPkQEGemu1+v33nvv4uKi67rxeHxycjIeF2VZBFkZQIP2J6au7WqjdZnloWnLLBfMYDyaTqfTyXhkBbSIKaWEoKqqkSgvWXh5nhVFjng7JjF8asV8gWTimAgR8zy31uZ5PlzW+zOXp76a4aENrjMDmldLSzawwmTjPfEZh74mVgDI4Hw/m5F3tdYcHh6Ox2PZe10XBn2atdZoSIlCiATovbterOp2leVF1QQGPDw56qr1dr32zq+Xq9ViOR6PQXNIcXIwpQWLs4t4cMmIaLvdlmUpvgUicxciXNM0LvMpxfPTq/Ozx1Zro1Fjz1i4urqSr3Oz2dR1fXx8PB6Pt5v1aFSgRnmyxpiDyUQBT0flqBy1MU2nB7fuv3R0MGWFoLOrVVsUBUVSyqTI2n4CyN43cON+yAs7PzTSWjV1pSFpzV/64he+9rWvHE+nxNF4n7S7nG/+8k/++v/+4/8QY3v3zrHB5P2kbduHjx8vtt3s6LAoR9vNRiFWTffTt99brxZ5hlmWA5FzDnVvt8VEKSYiGk/KZ565V4xHx/EGoBazL6JkjXbWHDnftl1d16vVRodwcHCQEsXYlWVpjBYhhNwQQwnSV8ZKWeegi0DERC7L1qtVt15nWRaJUGurNQEroxUrjaAZnML+VkgRyVpn0RrFYEBZz4w4X62UUuPxSKeUKFmFOqZeNhMpJkEhCECF0CFqYhnZKolGjTGGmBSiUhuNGlQq8twYrRiAuU+uB+xSBEBjnohnRGsr7jKiLZTcPNkCdV0z90EOT/jikjSMCrQShF2jWa1WMcb5fH69XMYYvXUttD55rTUwC5CLiN5nGaodmqeHG5eIQojWui7G9Xptrb1161aMEZhFaCHuFExCENX79uvDJNW7rMgL7/M8z611znlJ5RLPD6VAGyQiBfK7yIolRJmKESI2dSOEN+9zgQq991qjQiU6jaHHk6Bt6ZD7k5QisEqJlMIYKaYk1ruJgri6+L1B0r6pvWifhlGuUkprK5JLaYGkE+66NoROjHP6DhD7qoUiAfFms9FGxxStdylR6KJcADHSztZCAbHYKEvaLzNzTOjMjiPEO6QXBQEWu8ksy4mGkigOwRsKwXkrhctQ2O1bZYq2M4YYY8yy3Fq3C4g3ztm2bWMKZVkKSKtRKyVYX59YaK3dlftqOp7I68tq6Z05rRaXKamQBv+SJ4wXqbcE2SBo27bu2l1Xw0MWX8+D0nqo1QSk2glHETW2TQcAIcSuCzHSer2NKSnklBIQe9+b/ofYtW1b+ExA42F4L12cvD4ANG1HAMLL2A0vUFxDh1s8MSjUIfb+EN7qEEJdN9PJeBfEl4goz7KeEsmQkvTYBIBS84s0v6qapmlj7MSyResnfmsizNud0kInoxCaYaIh4VqflN6llGg8nijEREwMCjUwh5h21sSiPxyC10Tzgqo3jQEljZ+wAnbQMQCgQlRK6pyUGECOBa8UDnrLwVFN/sg2GQrrpmkosfd+sVh+9NHHy+V6PJ7cvHm7KErvvdJgjVPKKIUiW9ZGKQCjbYx0//nn/tv/5l//4Ic/+ek7737rz/8qJOpCAlBaaeddWZQpBARqtqu62jSrqDikrlsvLn/ywzdSV3um2agobxzcvHE0ccjGjMtR5m+OirwocwAw1gpvwmgNwM653pAGmIk12iexbBx4l6oSOiAib33iJ2WN2GbyLpE8pmQRjbVyFxAzKMWC5wlUW3UxbbpASjsClN6pqhqiKqWkJiMGEE0KaiNGaMwcU62USknFxDs0tZ98KFRt2yEiKfS7JJiUksSWIhrv8x2IDbs8+L79984BqBhTZFCgNlUTSXGIDMycgHjAh5l6V9qU4mhUZt4LsBljpJRC26HW03yeGQAAIABJREFUCtW+K88QpCn/xYhnJjFahagZaLcWERAGdvowcRhmEANHSTbXvknmcBXKubFP4Nzn2g0tnPx9mUz1+va9ucbwgvIXnir692MY9uva4e6TBWBlUxgmpuefu8dM26b76OOPb9+8mVKaz+fiztoya63H44m2RVVV18tFlrks99ZaBo6cmEFZ5Y03yaq6Wa7qq/lysdxcXS+Iwef55fW1de7jh6eTyWR6MJMM4a5rhTWnlEoUU0o+zxOn5XrVxjCajP70z//89u1n7t577v3337+6XsUEB4dHd+89d+d6dXp+FmPD0d46nsXQ/dIvfe6//udfZVDL1eb27Tub9dpq95Mfv/Pt77zxN2+8xUqNj29pNA8fn3Hi6XSaYuctzA6nX/rS6/eevVVt17NJqbDNlEGsnrl1a7vdPnr0CPHO9bIqJ8ECA3dK4eL68sbJjd/93X/yjT/6f+q21dY3VauNVsA/l2z5afeUpxxTPo3+7S+VT2ejP9X1PRWd93fL+QZyBBARYG+cwzGYPBPu+v7wYmAMXVxczedzMelJKV1fXwtSLTZLzCxZmpKjsFyevvnmm8vlEgAODg4kvSDGmBIwk/c6JUY0SvXcrpuzo5HPb5/cLPKSmMusGBeldZYShBC6po07yg8qdXpx/u4773zuc6/p2RQAJKX5CRtZq7IshOq/24w8MJaHdmyHqCtm9Wlz3adsbIaHbAYq56C32fczbZpGmO7GGINayhcxHFdKlUUxHh+IuD+l1DRVSiT1Std1ddXIjqrrtotcjKeMaK0ritLm5dXV9XyxOhr5uq4BaDqdLBZLsdhqQ5dSKvLRsr1er9fT6bRpGjEhWCwWgr00TZM5z8TSocn8KS+K23fuGK026xUCoOpxj+VyycxlWRZFcfPmTe9927ZlWRBR1dRa68PDQ2u1Vng4mz179453jrUjQE5dCI1G1cseAGOMzuXG6cjtfrX9FKi9uxMUAKP44Cl18+T4X/zeP/vMS3fqOoICQF0U+Z9+6/vf+Pff/P6b73cBj44mz7zw6mdeuodgLy8vpyePsizzWda0YTQ5MMZEesd4Z7MiUmw7JmJSFKrgnKOYsNdQJdu1k+nBctt0aa4SaOcZALVSWgdicaBS1viigLbtBFMCYepoRUrvco2lV2+ahobaKIQQSCnVdbHruvW2XiwWwsISI6OY2qZrlVIp9gTuzaZ6QsEHSpQQ0Vov2Hpvza970bgF7IlhiDF2UozKPqnr3tgzxZSIsccfLFOKXWIFzmFdrWLonDYAjAAxMSgw2oJGAEzpSXziztQTh8FMWRbS88howFjjvTPqyTRUHDJRIxoEUbErXRTlarVu23ZdN9PpASKmEI1RQ1sCAFYb1P20Xhwv9wmQoolVoVsul865sixDCKiU1phlFrVSCuqqlY8x3OICKA3BBqIwXCwWSmGMSWLr+lZNgURX71JEZZZMMjpXO39/YCUJrbIHV6uluOdnWWa0HY7dwYQKAPqYTSVeGEJJipvtVtinMi7ViNb0/pOyqIbY98HiYs/jNxPKn/AoNpvNYGQnGL6cTgb1gMeOxxOhnXchaGOAgx9lRKy1jTGW46I3fQW1M07sKwYNig0O3Ugfjr6rpAVtjoG898ITIypSStaZnZ1mEnug/ZS/oTQR5xLJuSZirY3Mp7LMa42Hh4cMNHSJsgKrbS290M7/U9iAUfpqISNIPlXXdTYZER3JhxFi5741uREYXCmjUIy86romBdqapmlkJcorD9+LPNIYY9cFeSTGoDx/rXVdtymxUsrZjBWBoq7rOFHX2dGo7LoOFPfbNqXBxloQvP0a0biwWm9PTm4eHx9eXl7KhCXPc++d3FYhBALVhUi9SAnq7Wa9XgOwGIPJ37HOivFpDGQN7rleoTG6bdvQpdnBUVVt5/MFUcoyXxRZjLSTAOF+hu+u8Usi0Bqu3qcqD+eztm1ZItegH/n3vQeixAVJIJuA5EO+CDNH2jlU7BDXQbPXb4EYYiStNSWpILssy0bjIs9za/WwPvcrp8GHSdIOBX5RCl944QUG1NoSUdcFY4zRlBIzoVIqpqgRmSMApwiUSHM6zPE3Xv/sl17//MXl8jtv/OCNN3/46PFZUYxPTm60HTun6u0y9yr3apwXs/Ho4vHpKMP/6r/85wTaIDrryiK3rpdAGi25bQzAlBjQSOuiAECRUowMCCmE4KwlZOI4LOD+qwSWIVHoOu2slGgxRmMNiL4LkBSE0DWh3uVwpsSktU2RYi+IY0rd/8/Ym/9IlmX3feecu7w1IiMyq7L2qt73nmF3DzmkaA61UZAokTRkCpZ/Ngz7j7GhXwQD/sEQbECwocWAYVGLJVukKZCcTRxOz0xPT3VXdXXXnlmZGdtb7nb8w3nxKqq6OVSi0cjOzI58+eLde8/yPZ8vMytS1mauH8oxdTWRTezB0ROxAtmijzPBL2+pPMCQEiYGFIIaI7RNDwAKVEwxx0ye83FjlFBkeIulwQyJkEkhkSJSIUSAxBxSSgz16clG1BYASci6EAcskJT8u669euVSXdfROVGTshxjz7ZQnsOlCLIoQowxBh84PRMrKyKk55mxu+0U2QalhDRWl8YG2gi1GoPG8RiVN3GxWAoFnpm9d+P48agP36nrPfVi3f36GP6O6NqxzvW0jiaZltCGESGBVpQSWKvz3CpFZVkopU5OTjJjoCikxWd0ub+fr1Znq9Wyadd1XYkOSErJiKg1VnXV9H65XD56dNT2fn5wkBX5hYsXZrOZIJdPF+uqzJnZKi1z40bpoHHV+kKTC/HmrU/6Ply5dvXai68+OV0+ePT4Jz/7+Pbt+9rULgZjbUw+K/JLF85Py/zJ8fG1C4e/+1u/dffh/X/1b/5t13e//Tu/9Z0/+aM7n3366suv/Mbf+at7Fw++/Z3vv/f21/bPnf+9f/mvz1+4aKzl5O/eucXJh9giBYLkXJdnWYhJIc4mVZ5nTbPZNG7d9rfu3L00s0L7KMtiuTx9//13Hzx+/O3v/iDGZLSNKUhB+cvNt69UXf6FznhfmS7+fO/1r/zKWDvbclZwFB6KOCsE3/conF7Rakp6M5KfhO108+bNxWKxt7cnNteiI5DDdLlcPnz4UEBrIXiZRRLiY5ZlFy5ckCtpmk6InVqT0coYrbVOMZVFvlysHtz9oiiqsiz7tmvXm5R4b2/GMZAiyfG6rjs5Pum73hhbVVXfd8yJCBBJHuQB6saMOBiZhOCcG4DkuzdzTK5H5tZzQo/tInq6unVdlt47RdpakxK7ruu6tqqqvKq6ZqOJRMkWQvSux0EqMAgAsiyrqolWKqa0Xq9jTK7vEUAcHlbLZQixWa9j4hTZalWUNRobgi+LylXl2WLZWqrqadu11maTyXSz2VibaaWbTVsU5Wxvvlguuq43xnZdZ7Osrier1WpvOjGaGNjYbNO2YbWaTqfO9VG4FFmWlgCIRtEWJWdiiF3fxRg3m/X58+fFeKpt3Xy2J1i/uq5ne3tFkQOgjylxj6QJyZqCMTFEpBRjtPlUTg8gJfcbAcTMe2uZMND2JW4iBgKuy/xXfumDb3zw7nxW+a7LjYqs7j04+/0//A9/+uFP+6ivv/TyF3cfnizXH370qTL5Ky9fn8zn6vjJ9//0QwAsyjLPcwSc7p179bXXJ6Vx3dIY23adsXZiNCF2baOV0oqstYS8aVvXO+d8TL2PMsIBipCZYwieemBwIbZN67WvqlIbk/qASIpUCqF1284AY3Deex+2TrtKKXnetDH1ZJLnhdLKWotEBJznFQCOcBql1P5+CiHEkGSOizmi0lqZtu2sydfrdZbZzGbiGZAZo5RKQr1HVEYjACEiqb29qTYmxRTl+UWSyCbGxOyLIrdZVuSY2cwYswUSSOEcUJH3ATjFmEiRIOwSR+9d77hpGgTK8kwo1DpEMZ1y3iOzVkoss1wfGJIiAgSllXNOkfI+dn2/Wq19SoqGGpI1um878Wk0xiBACD5tB6KG+7qdrCMi78PJ6RkzbprNYnlW5MVAj2yGISzY8iEHOsi2mDogUoi00fP9/ScnTxggK4sizxUBM2TGGK1c8AwQvNhUDItCcrxxI+g750OyNm+7jrlNDEVekEIAkjklQGAAIqW1TjxcNnPKsly+EWOsAOvpnvMOAPMiIyJDZPTTsbpR8ShpRp7nCAw48v0tALRt1zufGLQZoFij8S4APjWMImLmk7OTPC+arospxa4jknx+iKQXZysiiikopN45o7WIDIkItQ6967tuVJmG8VSTaV7nu85JjwgRrdUIWJS5LPkYhzyEU3LOJR70Y4QoKZr8xVspmh5NQbouyn3TmlDiOQRCgpSYITivlIohhDiEUKNadeChD6DnSITAMSUwWiORpLWud9I84SS+Yeh8YGZSqqxqVGSsMcb0XT8mpdsQaut7mVKMaQf5oxFJMCTS0BO+i6RSnNJgkz66YLP08QkQIjByQoTICZFw0Ggla7VSqJSy1jjnxJJhK0hOWmvnvXe9oO2cczH4vu+tscaavgtia4WJjc1iSogEoAASgyLE1ap7dPQoJVRaaZshgkIknZlqmpQipdfrtajJpKEn9yGEwYTDB59S7PtOAmRrzJYs70doxLB4GQZ4vR5APsgw9r1HDfAoR0QCQFBEWmkwWt7ZXZ2bAtqiiaSOQ9vWFKYU1U5zQwIdY542yZWSOFV2PIg+AkTnxG4uhRCQg9amadoQk9R9mJN0FI3JUuzLPAuJF6umyqtf++Z777/71u07X7R9f/Hi5czmv/M335/N50WeE2GmBx3AbFaTMqiIIopQQsZdASBEZhn5RQAkZGRmhsgAKWwPysAAwMEnAq01Se8oRGYUt1sR6wWXtNZAKJJFaXIFcSkUU1ZRTChCpJQgAANSkiOEsDTFmI0kBLnXMrGaGauV5BhSAUwAyCkBkdFaLDYAIyBySiHEKA1YjlVVFXnBDBB4GIwDpC2TNcUQQ5A/XvS3AjP0ISpiH7wPPrFAYGi1FqOUGKOXw8r5AAnFb50Qu3ZTTybz/TlqhK1gMoqX7FOrD5DmhhSjY0zbWtPgHTVYJO+Yrwx8xR1+7BgWj5Gi5LqCnN39MWNMTCxGJQKzQkWQ4NPbnz14+JgZvGuVUofnD69cubK3N5WoLDEnSCkmTkmrp3qWMfcTEUISHf9OoD8edqMkXuJmBERFKUUZhlRaxRSYwRh97dpVQlotV48fH126dImQVuvWuWSt1ehDH/M8q+uL6826aTai6zbGiishp8Qcz+/P6vfePn5ydvfug8SIpEpbcfAuOqEKi1Vy9B6BE8eQgjJqL98jJG30Ky/fWC5X8/19F/jxw7sXz++9//U3LxxeDdF+cfdzQn706P5rr73469/6tTu3b1kVg+v+4T/8B8t1PD497V342a3/ebB7MWcXbpxs+miK4qOPf6o//WRvWlqVMg1KmVdevvaXvvn+rCoK4sjY+6StUgx5Zo1S1PeHh4enZ4vTxaaqoDLx+nxfKYUcDaZmefprv/T+/S/u3bl37PpOW5NSEFEDi7Zla80yBLM/1ynhP9EP/ctZ4q628897fYbxYkSbj1op4K0gGUlOIq3F8P1pDUI+ZrO9vb3pyy+/tFqtnjx5slqtNpv12dmp9BgQSSa5JBvc358Lz6+ua0kIz507JyZX1pgYQte2cnYURVYUhUrQ+XD3szt379597bXXObNWqabvu66PzrvggKDv3WQyWa7WqNTB+fOkdJYV4tgMkACS3HYiMlvLAwlghsKoYNufJZR+ZftUUr7tHX4m69OTqgzBCop93awR0SiVQvB9TwC96x0mRAROSKi1lrL6bDa7evXq/v5+37nNpjXWTKd76/WaY+q7tmNOKa3XqxgCJN6f7V24dCUvJ09OFhFSSLHbbCZlASmt102WFUg6MeZ54X3YbJrJZJJneYoxtyazWdO0e3s2L8otirDfrNeTaeU8g9El0Wq5dN4XReG61gcmUleuXL106SLGYK21NgNGadQCclUVxugHD+6dnp5OJrW0Il9++eXRBnToIBEgIiaFiECeKZFiImIgQAaKzCiO5oQIzDIWp63xwccYtDF972dVtTp9cv365b//9/6L61f215sWUxChzeefL/7x//7P7z0+Oji8dDibPz4+WW8WKfDDR8e//4ffXm9Orl+/cfnq1ScnyydPThTZtnV1XZksv33nzsGsrAsy1h6cP3/u3HlE/IM/+PcK4WvvvAOcgDl43zWdIiKEejqhbXdOtlQDEELQmRV+vc2zwXMckialFGX5dJR1MfP5cwei0JOKXQgBGCNw0/WbzSYlqCd1XVfe+9xaSGFUXAzaXaUCIRtB1qqUIhmrlbHGWpPVVRVjrKc1c2rbNs+GObRxMpCEEyJAs8Rt26EiYI4xOeeapuk6t2maTWMQsch1o9qRHjaCQwaGivM+BiRyfjCE5QSMFGL0zp0szow1mTFSGRJxCjCkGCVQcy4AJARgcZ3qe6EjRk7ex6ZrFaFUW5u+7ZWStrZ3vZKGF9LWeP0pY1peOcZoTN60LRFqo7awEDRKGemxZ1Z0bvJHjX08iVCJkJQF0pM4zMfWdW0UAnOmjVbUhzjoV7fF2jFpJKIQQ0wpBm6atm07qblPq6osSyLQWitOKaUg8SKSUkoed2NFUSNgSSc/oLXunRddXVGW0XtFamsEP1gUys1v2z6ElBudELbW3s45H0IM0W02Td/35VbDsH0Tkxjcyy8CYOd6rXWMT9GF4lUmAncfhqq8aCRGsM0gTOKBMLw7Uzc6hSQAF6PMj3nvQwxW67gKkp0CACkU8qqE70oNPSuxtk8JUmSxNMzzQnpuW0hjAACjiAhJcIKGTF70fT+pa3HB6kMcoHlEu8hK6ZSOKccoiRydnbf66kGZKTrbLM+Zt7jUkLb+8LosS2F1IGpZ3VprorQrQB23RESJkKU/oNzgqI6IWkiYzCHG2HsnLyUOs2N3dGhkhQjMRVEg8nK53Gw2AznQmHEEqOu6ru8Tg0hx8sy208nswuGmaaQnVJaT733/O/o9qyTYHeajkIg2q9b5hEpvNt3dT29fuXL18pUrzOnodPPZZ5999NPPHz16JFpQZpZBgLF6ohXH2AHDSy+9cO3aFaMIlFYIymhrdJZluc3kTRmowtuPoecAuNua3g1kEVEsMXcZmyOieVgaZJ6zv5MoRAiiW3mFaE2HU15avymlEKPM4ImD8HZsAEZUEjPP5/N+a2shKQAQ5FJWixoVHs7nWb5arZtus8kIXrp2CADz+UFVVUa7Z8Lxp2mAhyRiQxpFen3vd0UHzEwQlVYA+iniKDGSaK5i2/sYo/chhAFeAgBx6IOmTGdKERPElEiRsVppbbcFbDIq05o5ISVkDJ6brielSZHRWmkFMY1oR6mLe++1Md6FCEkReheU0loRopCKU/AR0jBiyjjOVSpryBiTYrp189PZbH5wcC7LMgZIzCn58c5EDhFiSgkSGm2IqHeeiCZ1TURFkX/yyc0LFw+Pj48BQ9O4xWKdmJE4sUeEGJMiq0ymGGyRzYrs09u31uuzN9541RqTUDJn4Ys99XGB0XoSx27b0z7bOEE3TuQyPj/vND6oz7VudmHL0i4OIeRlRQCckIepWDSZefWN1y9ffzlGrHK12WyOjo4ePnrcdn1dirc4JGAg5pBi8tv6nU7bEfrnhgN3HWJ218WwNLY6alKklAwuOulAdj7EEIC01PcBMMvzoqzX6/W6aYzvq6p0zgHYPCvqarJaL9frputOqqqaz/aMEuxqrMqsKi5cOLe/XrWf3r69XjXMwLnRRMpYpZQMCStFuTYhOGb2PRsDWZa9+uKLiPjg0fFmdfryiy+4wL/w7nubjr/9vQ+fHN9z7eaFqxd+8Wtv7k/s1V/+etO8aqxlhH/2T3/v0eN7hrLlcqGUZaabn36+adrN6gSJ9yZTreHa1atN03z22a2iyM+dn1d1fXjuXJUXp8ulZ9Y+FNZA31urffCZVpzSrVu3Xn/jrdbxo+Mnh/N5lek8yzj5qq5/57f/5j/6X//ppofeOW0IUQkBwfeOiMYyAiBL7enn+Ct8aXzuL0CzPNfo220kPtcApAGXhaNGDgYnanH5RAX0dDp9+8zsiJk9EZVlUZbFuXMHMm8irP4QAsDgnSNdqyzLiqIoy1LCDABgTtZmMSZFWlG95SlEwMQMzaZ5+PBh0zTnDw+rusqsXa/XR48fD6P7iq7fuHHu4Ny6aU4XZ0qpyHzzk0/btn3pxRshpL7fyFEic6ejeGdXKf1c3/vLo5LPJttPW+7PJNh/+O//nYQOArEcVSWjerOsigHSvWMKd3h4OJlM2rYlHJROeZFtNpvjo6MiL5Si1Woprbm6nhycP1eUtQt8fHwSAAFVZFRKM+DJ2RkRzedz55xWKoSwWCxkPtt7TxytzVbrdUhpNps750QHsl4uJpMJatM5n8ndcX2ZZ1oRx1BVZVWWdVUbBWLMJSM3zrlHjx9/8cVnAhsNIVRVtVgsNpvNW2+9Vdf1iF1CREZGJEwKARkdEx+d9f/9P/hHZGYJmCiKuAIAAYkBOSUkQRoKNTshx/m0+tVf/uAXP/haWVjvnVKGgc4W6z/7wQ+//R8/XK67yfwgJLVu+rv3Hx0dHQcfgGFvr55N0/XrNzhh2zrXeRnjZmalQWtV5blCLMq6quuyLB8/fvxv/s2//vrXvvbe178WozfGaOivXrtmbHbrzp2m7Xb5xVrr0hgXQtc7rc1602it67pKMfR9nxktsrTtELkSx6dReSWFtBQ5Avc+nJ6enp4s9vfnk2ktFFattso6rbU2ojDe9h9IawJOPjEwMmMIcbFYppSU1kiMiGWRidMAb4NLrRQBjkYICQCJtjNR3Lbtet34EOq6zrIs+FYkf2OmtBN89L7rxbhQmyEyA8a2d8JJC9FLX0JYl0K723IpJKFi5ogAIuKVwarEEFM6OTlruraua2mOBO/ElXvYmGIKKUqPSFrHEgePiXRKybnUO8ecyqoYwZIK0UgSQrjblx+EiELECcF5nzh5HzdtO9q+K2RrjCYySgV+epbLpjZmekopQEyc+t4p0iIY2Eb2QITWWiXG0ISjRjxKD+opRgJSTMPIVOInpydVVcuhG1xf5tkAtySSMQz5lmRimda8fZ1t8TgCDqkXbgNlcYXaHSFGBEHJyd3I8zwlHvD3zG3bdl2X5bX3/bDpI2sirZWsUNnixkFBKZ7t+pj5EHAbXg9yWZB6epLMKvHwCWxjDqneD5KqBEK2ZOa6roWTKTGWwKu6fiNHqWD3hCQc4+gXPMwHSnuQiNqtcbPNMuCkFI3Iit3jdptOD8mDOAvLASBw57HWMNpIiDOEJISjucU4SxNCIFLSOZcnVhJ1ybRFOzoe20opQBB75b532/drvDDw3qcYZSJCXhC2yFCx8JJnYLVey1He933brK9euXrj2lWt6Wyx3DQNMv/4Rz9+/Y1X8yzbBgFJ5BNGq6yoQkpZXp0slvfvPbj92WcnJ6dDxgv56elp3/fC9NoaV7LU5meT7I1Xbrz2+ms3rl+1xiImApSigITWvH1Idj9kh9nts32lf9SX4ePj1jRAVjg8C0LErcMnE5F6Co9JI4l+HBrUxiitiJRWer3e7LgmSnxAwXfiwDYWXEZCrDRRve/n+/sM2LYdMIYQex9ijHle1JMJgRsvSdbOs+bsSZ5D78OgRJWOnMDpE2+ThCD8OulmS9GaOWVlLvbH4+DNUJZmIKIiy4gwASRmVNvgMjEwa1IoCKLkCRKhoKIxpMSQkBISQCqEmqtIjZtMYhHHpsiOATJrhTC8pfCNbQRRVQ0SSpneFQVjlmXMACmKmwiREivzbS93CFaVIiL98OEjZrhx47owwz/88MMrVy89evQoqyauD66PSimlEWnoRWidGZ1xYlKAkELog+uuXr5YlqVRIhSX8I53tZpD3YGUeCtKXL41VBRRqx9LKhIh7+ZOYwQ5lv92axAj4kLSvKwordaEmoiQ2EXfde10Nk9szs42bbvOrOUYgZNzXWGz+XxPW8UAiZN3vVFqYKppOzYrRveXXSW8nOPj4zpe3nNLTEJQUb3iELTorZEDhxCOj09ms1me5zGKH6ax1soYtnRTN5tN33dG66oorLUyUo9IhKppuuMnp97Hk5OTZqissCKDqBiYCPM8Z0jOuULlIpMOMQHiTz7+5Ohk5Vl/fPP2YtkEYMbo+jb6rsrtf/ff/tfI4dNPfnb92rXl6uzGjRs//fieC/HJ6fL/+f0/7H0krVMMRvFrr7585fKlKp9uNuvNej2ZTHsfPr55c7VeXjo8+LVvfv2Xv/E1pXC1Xq0Wi8NzB0WeCWBv03Znq82tz76YTPcunKsnZfHWq6/MJ1XwDUMkbSd78+//8KP/7Z/8C9KWty6FxlgZUpUmHvNAm/0LW3nPuSw89zPP5YTPGS08N9S3+92tLaiUIRSDBkgq9e+88cJ/9fd+M7lGGOK4W4ncoantPjbPqVK3ajwYy98jV1YObuZkrS2Kkkg5F6Tib6xGJOYUY2QfBUsrVb5bn91q285aO5vNjTbGaB/igwcP7j94sGma+f5+CH5SV9aag/35pUsX67qUZShjF89NP45b/Ve2RsdF8awRK33ZteLcuXP68dGjEbNWVZXNbN/3VhuZ6h7oJtaOm6AYgos7Vp7n1mSI2DTN8dGTTbNJzCdnp0ZppdTly1frui6rEkkt1xskc+HC4dm6WSyWStsYPQDu7dUnJ6cnJ8fz2UwK8+fO7Z8+OWkQ6rouTKaN4RTWm/bkydFsvu+9I6JqMlksF3uzeWZUit5qgggKucqzC+evZFbHkIhQOPIxhfV688UXXzx48EAGmssyX6/dYrG4f/+++OmJi8N4HwBAZCYyIc/wFYaPGhMzJURBgKHSidNAe4i+ys1v/o2/8vVfeNtoRvARGp3Zk7P1d7/AnGWqAAAgAElEQVT7ox/82UeLRVPsZQeXLnVdXK7ah4+O7997YLSZTSZ9t3nt5Rfrov3GB1+fTucxxtu3P7/z2WeImOWmriuBV2W2nO/vI6q+7xTBG6+/Ail43127elURLU7ut806y3OOqSwKBhgFG4TkvE8AXe9USC4EF6NSGhG8dDYY+7YbRtTalGVZ6/tnxrVTJFQuBsYBpyEejkSkiQAocciyzPnQtN3I3RoSJlKEWiviBDEO0MimaYy18/1Z02y88w03UtuQSnbwMoGfAHokTDBY7srClMKbNAA3mw1CGDWBoxm6nH/WWkOKlGIESfO894o0adP3/WbdWquNJqVUbg0IN4GT9DmHNkpCgKRJyVoQfEtiSMx5nifgodJvbNjarA+xL2BIURyBR6HmaKZsrRUbJeec0jSiopRSRmtilrGTMU8bJ+C11gM4mIgUxRit1iGmzFoCVBqtMZxSQtBK7/pl786QiLWU0RYAus4tFycAVBSFtSIDG8g9ROR7P45Kiq+gbP++77ebEXrXp5TO7c9IHIe8t0YLwlQO8ul0Mho2GFMJ+hC1GpWBAqxvOzfIFZi3zrywG5t671A66Qha6Syzfd8zw+CMkpJcf57bPLdbCnPSpIhQotIhiVJK5ujGjZRIAlanfBBb85EQEFPK80yuHwAUKU485LfbqZjRuU5yTllHMmo4RjPbz6VjDErpGGNiDDFpbdxgdq+11k3TjN3LzWajlIoptV2X5xlwkkKgyLF263wppTy38qs3m41k10SDzX2e56N3mWTLgyyaBomp8Md2sxGtjaxW7/1I4RuL/fJ7JcCVNNILdAERZY7OmLF2YLQGrQV61jSNc05UqSOLVX5F4uRDGrJB1wuXiBk//fT2atMoRZeuXosJp3v7SqEiJEWEQITMHpCYsesHlPBrr7xy4fBCkRdGG20Gna3SOrPWWMOJtTHicF1WeZ4b1ztAhtABYuAkNZqxbb7NE1iYrUQUvJdbL/NOOMyqomBWhq4LCLVX7bb7xkHQUdK8i8Ae4YTDVmDMGNM/7/vHA7VVUrh6UvadG3nFQxwMarNcHJw7YMIYEwMbYZTJM8kpclyuVnVdG6OZGRWY3ACAUBsJaWCHhCi4xJFwkFJKICOdTjCnZmvDzYlTYkVaKzP2hFMCYAVMACg1QVRpK2UfRnYHVxUlKdQWt4JbKRLLRIYmoggYARJLUA4MorZh5AScIDFwREgCm9qWz9goYo6IIvkEHxgJw7AqwTm/lSvLU62E66u1jjFlWSaONYiI0e1isULwO/JyMc9IWiuitF43YlXqXa8Vppi6pkVtjM7KvBROGykQVjYwpRSUVinFmML58+f2JnXfNU3TZMYgotUGteZh6SWltWIOwXsf0pChQdrpfQGA0kpv3Ud9GMYIx6sdJ5rGXGss9e6G3aLFSCn1PnQhEGprLSkwxnRde+fOFyHSet0J0F0RQQwIfPnSBWZwvU9pEH9qkvZglL6C7A8y3S0TSnJtoyJgXAtpANrsWqvJuSa1v0wp5ZOXfG/0b/DeP3lytFWGB/n5tu2IKIRB4DqdTGEybZtmtVoDwHQ20wa9d0VeIMJ0Uu3tza5fvXK2Wj148PDJk1PmGDmlBIG57aI4Eq39aVVV67YDUqSzq9dfnhz4H/7k5hf3j4/PlvWkeOnlq4rmlw/P/+qvfHOzXvi+vXL56rmDc5N6cnay6FqY759/4cU3myb80Z/8iTZG5/lLL7wYfWjXaXX6cH9/dnx88untz1948RUyuU+bz+4/Pn/r7qOjY8X99asXZ9NJcL6DpJCIMM/seWtT4vVm07RuUk3Olk1VlESGiJx3Tbt59+3X6b9U/+z//Jc+SRFHdV2njdmFCgJIp+TPTdtGl4I/D6PylZjNXVu8ryyEjbN5WzragBXD3TxRRh52WoiSm0hRYzdN2nX8G7tWItYdgyvJ7sZ9NaV469Ynm01z4cKlLMuJFA/TGTid1FobMKhIo1chhs8/v9u0bQjhpZdfWq3Wjx4/fvDg/unZaQzJWqut4RSmdZUXeW7tbDotslwM0OVk/8qC4LMoZn6u7Sn/17j/iN/mGI08Q9q8du3aer1umkYM+NbrtahZpBIMANZkwIBAWqvpdFpXE2FdKtJDtbVt1+u1UqrIi9VqBYyHFy7O92dDaOJc03TKmLIoxG9eKxWi19rGGLWxB/v7YrwmOvLMWKHNZEbVZe68t1rVVXG2jH3XamOERFfVddtu6kkFKQHA/mw2ndSTsiSEFAIwc0JAOD09uXPni5OTk/V6VddVVRXeu7t37zZNUxTFfD6/du3axYsXRZg7yqK23TyU4YJnntetWIIBGSEBMCIzMqbo+9m02ixPX7px9bf/zt+6dLif5TqE3tjcRf74Z7f//R/88c9u3p3MLhxcvKZyXq+71bo7On5y8uT0+tVrRW4VBu+yt9968eWr86qq8rzMs+Liwfyd1186OXkymU7292c+9KR0XpR5np+ent69e/fVVy7+rd/4S8bqvb2pVoqQHt6v27Yvq7Jtm9OzpdLKZpk8oCmElBhJ9b0DJEY0xpwulxoBALqubRolRm0jBXHXUEUpZRQpUrnRIfF0Os1skecZC+06xiwrpHWgFMkzh4ha2xBCjGyNUgo772JIWhuh6ezvzxIjEc325n3XSMQj3TClFKdEMDzQMXofPRACS/VFhxBDDDEOzYfM5gKJHUdupD8w9GoQRXgsqEbx5pagVmvNKQUvJnJJG21IjWy3ELxS1PuYUkgYEVlOIGttCOl0ceZcWKyWZVlOp1NOKQZvjJFF5L3XSAnYhyARvITaY5FJNIGIpmkaQPbejba20Vol5W09RISjfdBIo44xhhiQSLRSIURk9N4bq4zWwOxcL74r29o/VFWx3QFpSGgRq6oqinJ/vi83TeItrVVR5gQsv3dML0dFHwD4rkdERtDGrNfrzaaVzurp4oyIUgwjETGEIPbco48lAChAMpqZifRo+6ZtF0Ig1MBMhGVZjN0SqfdtceE4hM9KCdoHt6KFEHzbNmeLdVVVQ6FOYwBUauhIMKSm7cZWzO72KpuA1maXcyiMoM1mLbsiInadG9tBceCLxrFfijuGKyLG6LpubIIhos2NiEbk3sof6FwoyyolQK1QqXJSE1GhdVmWJycn1trpdCoDQARpBC0OQqxt0X3MmkSiJjINmTOU9m+WZaKWzPNMa7XN5TQSimuWxE+ENPaUlNJ1XUtMJvZ9cses1bvVxBCCgmf8lxUM7f0+eASIITjvpXHX9/16vZYYWkAI4mmbUlpvNk07SEs4Ba01DB7ioHW2t7cXkk+InXNIaGV4FsAYowiRITJopS9fuvjqK6/O53MCTOInllajKkEWYNu26DuN6Dr3ZBkYh3GmYUOQT5jLLAcAJt6VswIzMFg7UGoiP9OLG6VuWxG7RqAxSRujjac4Cm13y8+7HbNnD3LYPb/Hj23PFrTWjpy0y556lBFsNpu2d9ba0PdbjPjw/GQ6t1nlvbfGNr7pxYk7ealxLJfLZtVIuCzXPFpUDdep0Vprs1xKCSGEgfDKjKQYkQlJab2986I5HxaV0Yn77R1VIweOGYbuGaaYErPU3SjFJLcdCBQxkELa/jKihMgJSWcJIkNEhOBacSskIlSYKHnvXWRrLUPMVPXpp5/2ffvuu+8W5VD+UKoT1HCKnpC9a51zwVqtdWaLZtVLf56U2qom+bl3Z1BHc0yALvrAFBhdYBHWrho3T7Tpwv5hnqLoMlAbitFrkiE7BEht19jMpJQQVeeCNUVK6GM0hN77k+NjnWWz2Z4iDDERglIaZaYd0rh4dwPcsZQgGZTsRbT9GOPIkUk27sYj6WfcgYui4BiFFcSQXPR5nmedd+s+pQRIm6aJ0WVaX750oSyrEELiwc2PFEUG5KE45bcfREoZI3n92LUeuwtjXCsFKMEMbk3VlMyBNm3nnDPFoK0ducFSaLbW5Lk9Olp8+OGH3/jGN6bTqQgoJNQJISFilpdlNWnb5tGjx3VdT/emAJBSMEYrBUR6H6vzB28+eXLyk5/evPfgUYxwfLZYLFZIuq7rQrWXLl2a7M18hM67z+8++MNv/+nj49PTxfFsfrBaLn7w3f94eHj4zmtv/d6/+L9/8uMfZcZcv3712pWrs9lsMpl87/s/+dGPflTUxWK1XK3XYjPz6c3PvYtKKcA+zzIiUtrcvX90dHo2mU7On5t/57vfQ9/+rb/x67/w7tesNb7vm3a9N5kiKUQPROcO5vPZtHO+d/HBo2Pn+gvn97WKVZ33fUtKvf/eG188ePgH/+G7RIo5GWPScM8RCFDmOPkvpq0819b7yqbfcyiR515kXEHPahEHaO7T/9qRHPOAwR0ObgYYcUGj9OC565Tnajs+E0dvp1FFP3bJjDFVWXz66a2PPvr44sWLFy9ePn/+/N7eXp5bq02MsY9eKWWs8Y03xhwcHNy9e/dP//RPj49OpLe/Pz+o61prJRKrvb29+WyqlQ7BN+26c2p/f99au16vRw3Xz7nPuzf5udW9JSTxbjwzarbxn/2TfyykxFFWNIjltB4c5UmfO3dODmDBkkoOGkJYrVaS481mM2PMYrGIMRZF8eKLL0op+t79e0VVTSYTIp3l5aZpu653MR0dHe8fHDBzZMjz4uTsrO/d4eGh9z76UFVlLm6onEhR533b9j7G1bqZ7A0ElCzLTp4cT+qyrutJVdV1aZVmTgPyPKXo3eOTk1u3bjnn6rp2rhfsxHK5XK1WVVVdvXp1Pp/XdT3uaLvTjUyMQJgIgRhdwnS0cP/DP/hHys4ZANBzIkAEpCSlOE4Q3STX3/rVX/rmN96va0tEPkQk9fDx6Q9+8OGf/fjjdeene+eyovaRnXPL5frOnS+8jzeuXQu+u3f39jfef+eb3/zgxvXLqds454w2MfEW2DgQ8FOKSmGMgRROJxNgtjZTipgT8LYcmAwSbdr+B3/2UWBIKSmtAJAQY/SkDaGOMZ4sFptNM5vNACDLDCbWWjMEomcax88oNomqLBOLgs55IkoR1psVAJdlqYlkkl7C37H7JPpGIkJOmpAHhFkSW+Gu6xhwGHUhkB7F6EjGMeG4cSCjksF22sIAbdf3IQbxxTIaJJaVwox0+Z6CyJwnpbQ1sPViIlQ+JgDYrFvmWORWa62Nsmpgtwp8UbiypIuua4A5s0bCqZRSYuj6PoTkgpf2SPBBK5QBqiEER3LBJ5k8834szI/RMCKKfy8PdryDQjW3VgzpNl0r625UsIwO1FulODgXZVhxOtkDRKVQCGTe+8zaMekdx352bW2FTuRcDCH2XS+cRCQA4DwvEAZ14rhjPvWYJ9KEPKDA2YfQ9p212blz5+/du2eM2TTrssxFE/4cX3uIYn0CRds+ofY+9H0fUhwSMEAAkHKA6Eglfh2KzcIRjVFsmgDAOy+g0UH/GbEoCrGlEk9craUVCYiY+Kl74fjEyjsrboQpDeYK8jZZrWUblTCXJZ02RhKD7fB0HI+K0a1VoMxt20qZWYY/SaPgNOUokoEBrewgZVSSrAYxj5G3b2txCZowt3oMwkbp6e5ZNUqelFKbzWazaUWQLFpZQdHIE8vMPnjhO8s+P5LKgHF0vpKDn0gVRbH1W2cRqT2D+9+RmiitU4y0VcIQUe/cYrkUmPUIhxjnf8Zb3fW9D0Nk2WzWr7/2Wl0WKYXPvrifUBOD8521Bjk57w7mM2BOHJRSmgwpQmkmp2i0rsri0sXDFBPHQGrwWRmkXzvodmCOKcQYaNslkIhCSD/yAEd45qTYLQ9rrVHRLkhzF08/Nk92i6zjQpacfFex+dR9cdvBfo5Juxst7cYx8q61bYuoCJ/G7jB8Ea2xPnhmdr0TXWUIIcYESFuwxzZ22tn/1VCMiFvXCpAVDIDMiTIj27WgexNzDPEpgUZrecKZWREl5uB9FIrGkHI4pZRSWjB64xj2wC1VyAwhRiLFgISktdZIMQajVYqJU+idI0U+pJCw6cJq0603m02zKari7ZcvZJldr9dN0167djXGBJgePnx4+fJlYE69atuN825/fxZCMEY555CQUOV5rjUphX3fbzaN9C+NMcNG5wLtxGRyn5VWipSw9Yw2ARDIKKXu3X3w5Mnp++9/Q572H/7wh4eHh23bvnB9v236lFA8Y5WmAYzCFAOjQQBMnLTWRV5k1uaZhRTl7Pzo5scPHj9+843Xr1+7RsgxRKOIOSmSOQVg0LuzPWPJaXSFGct2Y7XoOermc3SHsV3DzCGxJuIkxBQfOAGwj/DkZHXv3sOz1abvurbdvPPmm2+/9QZCUsjMQU4375PWVoIBEVYI4Q+JAEkbIxngc4WMoTbHTDSwwGKMwhhEUIvF4sMPfyxM/Le/9vrB/gGR2o3rpOkHjEAoyqOx2iibtqBBrc1EDeu967rWub4oy+CDMaYsK6W0RnFo1Menyzuf3//i/gNmYtK9C4m5LngymZLWq02ndLZYN6eL5snJ4uObn1bVZHW2PDk+feftd9ZNc/PmJ9ZmiWGxXD988MgHv39wsFytlKbXXn+1991sf19r/fjx45PjRdu0xmSdD6vFIsUAgNoYY7PJtJpPiwuz/Fu/8sEvffC1g/m061pkPjk5QYQstzGwD0Ebu1gtP//iUdM087298/uzq1cvXLl0DjEwR2uttXnj4H/8n/6XTdvFhEgmje/+Vtn23Gzel8tMzz0wP6eh9xxE5Ofke8NvQdHMy/ZIDBo4KnbvvHHj7//ubybXjFYQotDZasGe30XVzjG0k87hc83GXe09p6i1Olssjo5P9vcPLly4UFWV0QaAEYFjwu0APAP3veu6/ujo+NHDxycnJyGEvCy1VmVZFkVWlaW1tipzRYo5MSSrdAA2xlRVFWNsmoaf7cD/eeOLz8lcd69/kHYpNQLqY4z7+/saaYA0yfflH5mUGG+TBAdSwRVt+mazGSf+JRlt23Zvb1bXUyI6OjnN87yu63q6t1wuyqqs6qlS5mxxf71qzh9eaNumbfLJZJKc3zSruiz73p2dne3t7WXGFnmmERBYawQkq9QmRUVEBMH1RVF0XeCUzh3sz/em0+mEOUFMrWsJuW1aQjxbnPZ9V1aT6XQq2zdAklR2sVi88MIL169fl/hsTPp3bysiDrBHeKrcxXEAVJp5OhMcVpHpEHzfrX7xF979u7/9m9PSKkg+uYgG0X73+x9++09+cLpoy72D85M8Ea6bTe/64NWnn36WGXvl2oXZXun79MqvfvDX/9qvTWrb9+s8tyl5pYESEkEEFoFNSlEr6b4AMVCMxhiMHpOI7VEqHcoQkgmRjVFu07qYDGd5bgexHJKQEhUO0VXXdbnR1tq8sL7vRaUo2bLoryKHcZbMt20MqfMuMsQYl4s1KazrCgDWy2VZVuOUzhj0yIqy1gbnEBgUjfJF74O1mczE931f5HYMXgV14Ppek1qv1865qi4VUYwxcAg+ImKeQ0pR2DyS6w4eBsYMvtg7IXiVF4BIWtlsoB3EkBgpxljkldFUlrnUC0kRpqfplnTzQlJtuyFEETFu9ZNcBN+2fe+d/FFFnmtFsnwGz2VAk9neuXEYbCygjn5lxhRN26YUne8l8pNiHqYk3fVxekpk3IMZC5E4aPV9LyvcGLtYLJxzKQWbWZtZRGhJjYQhySiGC5OuXQziA9N1fUqcZbnWpusa733TNHluy7JcrVYjGn53JAwRM6OHE1QiTkVaK+mpImKeZWP3T/6EoiikUSy1bWUItmNm1lpEijEt16th9AueOthqrQGeGcQHfDosJze/a3s5s+VSm9bneS4mb9ZahaCUSizpIsPWre65YEJKEmL4KY6lMpONzFor6WgBgPdRemWSj8nbsXt5TdNIZbGu67ZtxY1HGinW2tgFAIhxEEo555xzxljvgmgR5O2WRFSmqqRNSkRW03Lgf4qWLG7FJCTNMVEUS2tFXtyYzFpbluX+/v5qtQghDMcTACKKGFVOx4HqsaUEcYJdwytmFsuT7WM8xI7jZF1w/djtGefuRkiMsWYyncqZMh4ockPkzkhpput7AfkwM+GQDt2+fZtMPp9OlabNZi1zkEqrPMtijFrnPjijcj2gR7UmJMVaQV1nwAnZ9JB92c93vFSdHEa3Lb6IFvAZtLfaaXqM6o/RgVCKY7tDTVtfb4mtWbhq23EvHhSIzCmFlFBaYePFjDWgcQvdhSftDlZJijU2AAEw+OR9P5oFA4BLQ496zC3H3UOcG/OsIFICWEopgDwcSYaPSBuD29Y5oAKAECPHQdM4VjSGQ/LZGyv5rAzVMzAAK60UjM4QTyH7Y/giqtgBNJfXKSVMwIl9jM75xdHRanG2Xq3PTp9YUorTe9/4YP/w/O07d2/duf/t73348OjUB266zY2XXvyV9/6b2WwvhIfOLef7F0OABw8enJ72L744jzEazSF6Y43Ma61Wy/VmZbTNspwZ226jFM5ms73ZTHpffeeLIhdyj/feJRidHoyxMlEeASLHFHHd+da5EMJHP73z3e9+79PPj+q6ds7dvHnTGPPee+9dujRJgAk4RDBZzhwlwiA0qCByWK5WvQ/3799fLpezyfTC4fnXXnmpyDQnfOPNty9cvsLMP/zhDy9fvnx47iCkFL3Psiwx5pl1Lu64bNGzAzwwyjLH3uPuyO5uZLnLBNoNgmOMwDQy/VJKWZZfvz5fLDZHy2VRV4DJ5Fnneu/6srCKMC+Kvu+brqmrHBmEjui901ojkg8BCduus1o577djw8OLa2PEfKjvHSETPfX98i6UZfnBB+8VRaW19qGRiath7m4QsEUEQAJGmk6nEjD0ff/Hf/zHb7755uXLl1er1YMHD6qqnk73iiIXB20f8vV6dXZ6VtfS3lB930jFcz6vZ/M3Xn71xVu375ycLkOwyhpjM2Oz5Wr9s5uf//gnH1+9dj3Lyheu33jh+gvMXGb21ic/+8lPPlI2/7v/+d8+f/GKT/ijn/z0T77z/du3b999dGxssqSX7bJtG5XTN3/5l/cP91dn688//2JvOlt36sM/+0FIXBUlAtR19c5bb/6Nv/qfTUy4cXEOHI+Pj0VhZIxZrVYhxPHUrcvi4Nz85GcnT1LKi+LOFw8m0/rgYBpdk2JC5vm0/I2/9pf/yT//P0jZxKi0FmUsACAw0pDmPZeHfFl++fOxKz+nxQd/wQd/lZ36V/wK2sZUT6MOAHo27eEdRwIpB+z+ObtC5RgBUJ0/vHDp8nWT57I3hwQQ2WgirTixlAiZEQzWVXXuYP/1115rmv7x8dHJ2RkAG2smZVkUOYpUHcXUWcC/KNNGRVHs7e0tFovxoPzKbPm58cUvW9hbm41eaLs0F723tyelRPGR2I4estgZVVWVm0yk/5vNpu/73ZZr3/dNI5NUdm9v3junrO2aDazhhRdeVKTrySQv89nevnMuxDCZTGZ7c23sarnouvaVV17RSiWflKKiKJqmAQallSJCYARG1D4EHsgHXFfVarWyRhuNm9VZ9H59+iSlJH72CAMJymgTop9OJjY7Syl571KKTbup66rrug++8f7B/rmdMD3uImueeV55pLnCU5uENBz+MUbgpDG167PLF8/9+m/9xrtvvVplOsUAyKjszduf/+jHn3z00Wch6sn8QpZXfejX61XTrWMMj+4vr166NJtNg9tEt3zjtRu/8s33jWKOrrRKIcWh7YBECEkMX6WIAASkyDAkYqPRAicCEtWyACFc7EhFSUkXi4U2eUqDhw8ACEmWlCaEuipTikaJd/wyhlzIFuMmuwWdDwweIrJacYKSk6R5k3ovL7K+76y1VVEIGWLsZY3mUV3XiZkPAvg05NXC2wgh7k33Npsmz0tOHZEYdg2TA9ZqTWo2m6aUSKGxBrcWPRKAJga7bRhmNhMBmBzD4zXIo4+IvXeuGfy1EdG74IVdC0prXK6GarEQFK1QiHhoqPoIKQVNSmt6Si8ADDGu100Cttb2fU9IhCx2wLJGNBJp1fW9zA2ObZlxQi+E0LY+MVdVKV/puo6Z0VolgLttBGmMEUnzGDrLmvXet23fdd18b940rQ8eUAo7qLXiOMw/dF0no2ISYUsSS4TiUlFVFTPKF1crAuC9vUlRFNoaEcpID3bMBySINErxMJwE3vu261ICcbNk4eUMCHyJ/BSRiiH6EDhxCFFrCtu8Ykv9NpvNZtjs+KnZ7tg4GpsMWyR+appWKaWV9n5owQ3MgAjO9TGFvu+zzFqtrbUxhdE5QFb3yPUWYKMQF1LisMWZdl232WyQxQ18kDLK+7vdQCIzEGnpaUm7Q55D+ZmiKKRyLFVkRJQBFaNlKkBXZSloCjMbxJxIqJX2wccQkbDZNEVRGGsQMbNG2AoyuDju23JzRKcqU45Kqa7r+r4PYdBHpZQ0UkxcF6UkjcbomMRKLzBziJERxj8zxpjZXGSB4gQtnJ5twoMj4kh+XiHsSg1F+DeeXm3XSwX0xo0bJycncnxIXUZSx1GH3LS9vC9918j6tdaGFH3oQoSqyGMIRqvMqDzLlNKcQpFnfcvMrBAVUkoxpehdaJumKjIgyDhKPzZt7ZtHCw0iBAYkTSQN9qFXMSRpSpHSPgYkRQBibuBDYNhWphFFOSqzeQKII1IyuikG6EopqUnLQth24UQWHhFBkQoxMgcUBhQAJ44pxhjX681QI4hpmIwVbKnc7afGaAOqlEiFIHx5o5RKSKi0VnpUhI6BgtVGK2VthgDyOkoZIt6RKz+NN8bPxihqiI4Ehowo3XXxjUBEAelLmiAKhqEQzvLvwaxsdLt+egRvw5pvf+8H9+4+WG+azaZhhuVqdfrk+NLh+Xfffevl196cT6Zllu+fP0iI11967cOb91Zd6IJiUp7DvYenf/Ldjw8PDx4+PL579+6//X+/c3R81GzW073pzVtHRZFPTNjfn7362it5noXgpntzm5Wr1frkdKVUi8kIWK8AACAASURBVESTaZ3AWpOTYRPZ5jHF1LmIaCJz0/uTxcIYm1LabBYxpKZt2rZtmqbv+sWmW7d+tVqdni6Ojhdnf/Rdmw0WGk+On1y5/mIIh6enC07kQ2ROvesiJ9f7GJETJoghpdW6OT4+UYqenGyenK7uPXj03tffuXD+wIdYVRURLU/PXO+73hutlMkSY2JsWrdbmqERrDKCc3bSP9l7R8DSc4z7XSn4U187QJKJXkRS2qeoFCUAaZAj6L73vU9E2uYlkY6cmOH+o6PVeg0Jjx6fXbxwWNdlCCGFGAGQFAOu15t6Mk1xcAF98ODBnTt3uq6bzWYvv/zyU6rwM8ZoshaVRGrMSXTpQp3ZHYIdnnkSMJUmUmVZfutb35KbMJlMJCbuus65vqoKRLTGzOfzFFNwfnl21llbldY5D0QKIAFOquytN145OVseH5/cuXPnp/cWWZbP5ueaJt6+de/mzbubTXt4ePjCCze6rsttevutF//23/mNJ6fLzz6/9ft/9P91LuisfHx0T1uYn5sYkx8dHX308Wcpxk9v3f/hn31CpPK86DqX4hesDCBMJlMCJkSt6JObHx9M7e/+7b/SNuvFakHaTOq6advM2v1z5zbrdUqxrCoZgcmqWmv9+NET50KI4Uc/+dm777y2P5v4rmuavnfp7bdeevenr3/08S0g5sGoZmAMAiMSfuXkGPwn5Gd/3tTZmJ98OZ8ZqwlDGDDUyCRHetbsEZ6Hw4zjAxKIur4f66Q79qrPdLmfcxh/Ktq0WQzxwcPjxWpNirTJptPpbDop8ozQDLw1QJb1gLhcbY6enK7Wm67tQkz1tL585bJWxCmGvuMUEydI8kCKyTvLpbZtW5ZlXddN04xVsy87W375lo6TtLsKo3G8+amhgtiO9b0TjbJMwUrwkGX5bDbPtJHArmka2QJEfbRcLoUQcOnS5YcPH61Wq7KqJpNJnheZzY22Dx483JtN62p6dHRUFAVpZYz5zne+szhbeh9ijFWeX7xyVWvVd12e2SzL1uu1NcqqaWFNStw7N9ieKeW6LsvyPDPr1TLP7Gxvz2oNKfZ9L7KQssyV1r3rBR5NRMH5vu+bZr1pVvWkJKLpdLper5pmc/XK9d1pn+fK8MzM8jhtKT9bDovsYgiIFlPfdcbCr/zyB7/x1791fl73zgMCKYOoPvzJx//Xv/p3TeMn03NVVgHpCNFHt9ls7nxx5/j4sYH83bdffnj/86tXD//6X/21g1mNHJPr88xCYlBKyByIJH5r29qVmFMhIiHExICoEnNkJiRCRUoxQKZV23v6/xl7r2fPruvOb60dTvylm/re2+iMRgMEQIIgSHFEMSgwK7AkS5qxyi+2H22Xq1z+C/zg8oMfXH50TdXYrpEtB3msGWo0Q0qiqECKZCORSATQjUY3Ot7wiyfstJYf9vmdvgBIWQAeGsC9v3jO3nut9f1+viiLIt/f23OeUSmtpRAgpWQfAoAQ0vmgVFf/xCK5LPMiz1x4SKCO0seersbMwboo2vTE1lolQzTHRgRIFMXF6VM8zsY5UlygIzbTRkAisjXKWjubHegkZYbhcNjUoWfuxWeX68SwaAS13qBQnTnNBWNMVdeAIi7T82kTBwXxio1diZ666VoTE+SU7sBcwFi3JoY+O2cZ4rRKKiUFYJynReQaESU6B4hGQTyh1xIoO3R4HGEpqRCo10OOx2MJaJ3TSRK1hVrrNE37kVo8o0+nS2JO06RpZWz6KqW0lApRKaWztHeN9ltvPy2JJWVZDptVNRgMlVTee51pqRRxUKnW0M0H8jyPV3eWZbGMDyEwEFGw1q2WVdM0WqexpyPWX6tKulABWAduxi5ADCSIKUxRAuB9WK3qqqrmy0Vn8QLO0jTOauJnsjKrOASLM5ylszZ4gV1WR8dM82FdQ6o1RK4TlK0ndYQCgaFzZQHEl0QEsePbdeOIk1Qr0TGylVJJomOXM4SA0DnrXL8IEDFxxKD7EIg5QpaJqG1b8bAwFn0+RFwTYkV3MpmKiJXSg8HAez+bzQaDQZRu9ixfpVEKGevUiB6NtXqcFbTWRLcVCvACEWNkHxEFKWVdV2EdvX2SvBqbOHG21uvo1qIMYYyJEpG2WjnnxuNx/JCVlrEC7HY+ZoKHkygpZdvcz7K8V4SuVnVvLdNaRhttvJystalWYg2VjWVkr5aJF0+1WsW8+5O7fj8rju/FWEOMkfdgTWOMGRSTCxcu3Ll3d29vJ1jnnKuDk4hplidaCkQfOxRl1/i11hnb5FkGAMGzECoEn8muvEGFASHmZyKgYCFYsNAsdJwf9ufdviIixDTL15n13ndkNtUPY08CLfpmaj9C71fUEz4K+DAOrv+Bfl7afX1SRJhTrJkkCqEkSrXuSHKUNyuVRCVSDPuOzhOALtOv85UDJ2lntQ1EUkbUSTTgMK4bikqJD1Hp+APpw901IBUzUwhMzIKkkA/zHGJwX49NXvdfPiA36t9+38TpP5kXX/7pnTt3ynJIDAxYreyXvvLr3/jGVwWya321XM3ny5uvvnX34P7RbPnOzbvzqj04ngaiEMJsPv/n/+IPtdYxOMTa1hiTpElSjP7mez969tlneYgkVne/94OPfeyjp0/vO2/yYVGMtphQCAUCnHertp2tFsaYum6jReXBgwfHx8fT6dRxlPuKuq47Gta6Z8DMqJTQmgKg1GfPX3hfIpFAnaan9x959dW3jo9mWV5KrTqyMwgQqZQKBGCgxlavv3kdUY7Hw+l8hWRv37799FNPfPTJJ1ItPfv9/f2u50khTVOVpCA8InrXoBAxoybaKfuQTAAQ7z9J9269fsrXi5t6DVgPNlNKccwHAdmtsYm01hhrGLS1lgikTFD4N968fv/+YURPl8N8uVreunXz6OBwenz0lS9+8VOffFYCR2wvABweHl5/9+bHnvn4ME/ia9Bab2xsFEURRfuxl5SliXyf9YuFQCK/zkDiKC0W6wzbEAJzNIToEAKLrl5gJilxMhlFIfpsNrt169ZwODpztjTWEPk0TXSilZJZmulyIIQ8OjxeLhfD4VBrLTQLIUzbWuMU8vkzu7mWWh8JqaRKz54+/fWv//q1azdu3Lw1XywPj+fz+fTTn3r69Jnz12/cWDVWKvnWW28/ODosy9FksjksU621Tk8FJ9rGeB+6YpV4dljFg6sJ9ebGeDIeWmuIwv7pveODBy+98MJQmaevXHTelaPJZLKxt7XVNI3UWqXONDEzANq2LYaD7c2Numqrymit5qv6rWvvPnrhTIIohcwLEEr8wT/73f/pn/8vd+8fu0A9cwU/VF38vByFn1nOfUBV+GFl5s9UeJ6UJq5LzPXj4Pt4GTHh78MP3o+p8zyP2QnrECb4eXrIk0zOeGpdreoHB0fLuk6zwoVwfDS9dfuekjJL1P7O7vbW1mSUR7n+4fHsnRvv3rpzezZfEuNwPAKA1TvXTj948NRHPrJ3apOKwreN99ZZ1xcdIDo1adTyxPT2aJs/Oed8X17r+/9wElAUQsxK5X77eIhgifd/T5voR+Ex1SDP84hGrqoqHiDm8/l0Oo3l4/7+/vb2zny+EELs7+97CmUxaFtjjDHWNKY1h7YocikFCJxOp01jTp06tbOzc+3t695H9HmIYhVmICZrjTVUpGmeaCUFCIkoIr3dWOucHQ4GiLC5MRkUuRRSIDSNufHujdlsxszWmd29XalU3TTv3b5tqlop1TSVkJDnGSLOZjNEcfr06ZPQ1Q8IXnvMyjoiMm5Z63jm7j+RoPrSI7u//Ll/8vSTV5SiplrpNAso7x/Pvv/D59/46buExWQr14kWEo1tbOMfHBzMZgsBuL15SkJom+mzH3/i6acu72wVrq0UYpYkMamPlEhVbnzHcKPoO+28FgjIQnoE8GxtYIGCmYilRB2ZykicJiqwCj40TRMIEyGYhfchDpcCkXGubU3TmjRNtVIheERezUWapbHpt3Yo2T7CLl46iOhdYIEgpLW2WjXWGa2VEGK1Wg3LHADq1TKEYIzpVUwR96ekEkJ6JsDINLOmtfHga61tmoY4IgcdcSAiFCAkpkkelXjjZEhAUul1eBSa1kxns7pp0zTNsozDME6E4uscDAbxgBU798OidN6D6FYwpRQF9sRCCGeD81ZpJdf2XEQQMUMcemcwCAHIIOVDQpTzwYdQVU1j2ofSKaCe/mKMSaQCRBd8tEX1iXl9oBMzV1VlncuLrGnqh/lvQsQyrzbtSfj1B/phccOuV401xvvQtqau6wAhLwqUCALS6GdZT13iU6dpGh8qTXVca8pBGWuxoihC8NGEA/iwu6a00kp3BQB1M7wouSSK6DFWWg3HIybQKkEUUoBSIpZ5D+vDqLz1Ps9zZHIUtE66bNzozAFuGiOESDuoHWit+nIuBB/JK971ykMEwBMtuo5y0Zim73UpJQQgrM80WutEduwWJWRsE0rxkMChdZKkWWwudNFqzjF3mNAI8kEEChRCIA7ee+IgScbuuPcEjHFaFSWv/RIaazAhCAH7+DsA9M5bZwUKYlJaR+ElABhjjDGDwWAwGHQjYgq89rPF1xZP7QAQNbFxqyjLsvckKJVE7M1wOKSy6AM5ojX85KYSqCMaxTcSH7w36SHiYDDqEUdJovp9JX6txKEfNcc/9H73mIdWDgZa6/F4HL+Fk2fQOOGXUs4Xc2LsPiiEuO/keZpnKQertUx0CuybusmzUXBeZ1lRDkIIKosh9dL6wlkHHLUJiZKZFExso7MHEEEqZrkObkYkIOJAXUp1XxF574LvIpijYYyIGE7YlgBjBJwA7EEX7ydhxrtIAEghEOBhmYcYC7nYP44exeTDuVJSguf4W7IHi+PaPsBrRsFJkWeUUwrBXd2odDy1xfwpDkEi6hgHAoAIgVx81wFIgMS1Q5GZkRjinRNi05pjL4+BEFHI9/lRu/s38MnsNXhIyRMnQQvxY+4H4D1HNwYGRg0PqjywdiyVTiiE85euDMbb/8f/+a+Pju4vZlPruWmcccYzLas6BHAemEkiCIlpmu6f3SuKImK0PveJz6RpggKmx8e/8qXPM1FoG+9dmuW37h3M6/b4+NgYO58vm9o2jfXkTddtAe9dU7frhgVLpYL3qHSWJULIpBipbBBCbGRA1FErLRiCUpoJiNg5X9dLpdVsfsTM88WRcX44HBEplFJIZZw1zhGxc41zZF0LgMez5fapM4BobbuqTZGrqrHPv/jy/bt3fuG5j/eU2qYxABDTny9cuphneao71ERvHn6flVTgyUNtb8/7ALC3n/jJtYImmnKjDC7Ou503AUhKAUKHEBaLxXRWB++Wi0Vs3xdFVhZFYG+d298/+8TjT2da7O5shUBaydgfIYBTu7ub26dUkgBHNXsYDoeTyaSP0+yvrrgxrdsOFDdQIR5eh3HLiBVpLxDoHDrAMSaq30y9d8w2y9InnniCmKVCYrlcLqxNy0EJnFIIJESeFbu7u6umqZuG6nY8GWWJVELKTLSt8cZMRuUvPLe1WtW37x3sbOdK87nzn3lwNHvz2juvv/56kifnH33i7kG1qHDn1Pl/961vWYvf+M3fAwaB0DZtU1d3jpdSekSXpDJLFWnZtu3mxqAclmmqJWebGxtaKefdaDy5/Njl73znO1vbe2fOXXjsiaesa1WSWGsPj47TNBWS0jT3ISyXqyTRiGjbKs1HeZ7dun0/TdPt7cliXs+m1c7WxPvgjJGKkbMvffGX/9c//L8ZAJgAUAAyg0Amhp9Zqv3MBIWTir9/zIjv56kTf1ba3kMYS384x5/zi7E5WxZFDxz5We7Th5SEfmmKdom6ro+ni9miaq1bNdYTE4Mndt5Wq2p2vJDy2qMXH3n6qScPj6evvv7Gg+Pj1th8NDyazlQIu3t76WBw+87d4+OjK49eeuqJK1meAafGtG1rQiyk15d6vMWWy+VoNIp1ad9UPekoOVn49Uf06OxYv4WHmRAnWV+qb7j2bbaonxkMBqPRKB5Ap9NpnH4IIaqqqut6f3//3LlzWZYhyrpuNjc3l8tl1TZZVuZ5fnh4CAK1TnWiykEJALdv397c3EzTvGmaPM/Hk9FqtWra6s7t2+cvXALw3ntizvPiwf27w6LYP7WNQJ4FMysh7JpQt7d3KssSwRDIA8SePmZJGj0q+6dPSy3eu307klcuX7i4ubkZgk1SfXh4cHh4uL+/v7NzKgr8+kPSzySWYqeb6fbxk948JiKmz/3ip3/z67+GTMiWvB8Wxao1r1976zt/+/dHsypJRuVgkmayaavWrFar1dHR0fR4PplsnTlzOc/L7Y3s6Scfe+ojl5vVsbe1FphprUSCoCQqo3zE5XvviUAp7HncAAKEQxmEQKZAiFmeotDMgMiMBAgcWCtNjoXApml8gNY5RI4hV1qsQVsMdbVaLubxBMneNc6E4KWS/YoZCRB9IHWkbCmpPVNgiCf1oshRgNbaCpGmaVEU8ZOcTCa92SmORJIkVVKBFDHN1VrrXTg6mqokKUuRJIkxHdW9U+QrJQCtMTEKz5i2yybDaAwTRVEoreaLFQCMRiPkh7LseLg/yfwQDNY7IWUUbSZJslyscqWNMdPjed3WUkmt9RolESeQHqgbTlrrtZbArKSIA5yI8SCiuq4DU8T4euco+CzLVqtV768NRIvVMj5srJzj0CY6lxDx6GiOQozHoxD84eFh9JJlSRLLvChzXc/lO9NgHAx2Y1KlEp1667xzeZolSeLISaWEElmRgQv9UKIoil56vR44sE4UokRAPRoppbWOeScxfxZ1knbEMwDgTscrAWPZ5igkSRorK2LyIVRVNT2eF0WZpmmUJ8RRZywb3p/YBlLIOIkOvisqmqYRSkbOU8Smx4Pgw/azQK10Z6yP08R1wpvWOuYsx2JstpjGt8zMWstUJxEJG6047PgDc6Q4N45HitY5Xi/6cfoqACLzs0ssDC5eYH0+QX+0jRGRddWsVqs4puuly7FsU0rlqXLO9WBYABQoUt0ppRfVqizL2NON3dxIvYrXbcyW7GFFfSe75+ZFlela7KqSJIlIz057X3N85CRN8jx7f7IQewrEcfzVjdattUTsrIuizVj3xpeXJCoSjx6WN/AQLNQPtaKn1Fpb103wIU3Tra2txWJxfHzc2Sbl+6rN+WK+vbN7+vTpg4ODO3dunz1zZnp0eOnSBWYvRdeO3Nnamk6nzaohovFwFFFDjioiQUBAhMBKJ9bao8NpvaqJyCs8iS3pPZzdBRBC5MfoRDP2UYrccy4BBQjux7kPCSVKCRm5IKGneMelr6cBEQGwUFKx4IeHUSEQJFGgAELiB2b174uExvcN/T7YJmeAtckNAJXSfaGYJAmwCORE5B4z9UNCAdxBPwQzEDPFLYY5QkO7BGIhhGc6CWw86WCJE92+I9BpZNaU8z4BD0EgxCfHmGkWtbtSSIBwcrgX7xSBHBd5QtE476umyCUAHB3P/vW//jd5ngA5JbG2wZHI8pKCObO9M5lsJjpPdV5k+e7udpln3i/u379/dHR0cPDg4Oju1vYGES2q47euNavVanawkFJaa4hc3VRaa4HKuSBFolSSlyVBj8DJxlvd5OfkADb+VRRl3FKtdRxYqYzZSYxZNVKIDkKTKMyyZGM0KMr87COnmXg6W8zmq7puGeBoNltVddPa5aJdVHVMeMvycmf39M7Ozubm1mhYbG2U42E2KBLNYTKZxC2gp5SXw9G7t97zb19/5plnrK1OeiZ7x06H00TZA9n7uzVu9P0YpB8vxweJopi4CnnntZRS6KjplSrx3ikprbW7u6cw2wHmu3duHzw4yNI0y9IsLwfDYjAcTiaTrc3B1qhAjgRdEafH3eUqJK+ni/1gvxMKJUkEnDZrTdn6gmTEqNCTUY8d7ziAh+k7fRAfAAQIQqTry5iYRZ9gORgU1vksz+/evbtcLS9evKiUjDK3LC2YQUo5HEzGo01jawCKybpCiNFwEJV4LMx4ON7b23z1zXdefPnFxvHO/vmz5/c82Mcff/y7f/f91199+9at907t7hPRfN4g67ff/OmgLCSiM+1giP69RWB76ZFHl8vVwcHBcDhksLs7O0R0env/4ODgh1dffuyxKxT8v/3TN+/dv0fn9mpjX3399eDdweGR87aqVltbW1tbW5uT8fbOVl4USgqttXVV29bD4ShJkuPj6Xw+Hw9SCG5j/LHJcKilt74Vpn300sWvfeWr3/y33yZiQOyKKMYPKBtPBqB/WL35AXHcSXbUB+6df6Cie38xFv+BGC75vt8+Yas6+RS90bSqqrIs+0COD4g2md/nD4z/K8uysiyLohAqVUkxXSwba5xxQggpOZCXWisWwHzm3LnWh2s3bhzNZ54JBBofPODB9NgxFVl+9vz5ItVN01rnOUTCiAKw64YL9x7pKHE6Ojra2dkpy3K5XH6gLu07widdtXG17FkJEerW6xMfvtO//M63Isw6MoviY21sbA4GwxDCarV6cOeuEJgkmoiaphkMyslkvLW11cnSZHJwcHBwcBCVr+fOnbt///69e/cee+yxyWQipdI6sdY6Z4XA9957b7lcpmkavzYiUlk+2dxigFVdx0rUO6+leuT0GfLBuDZ+adVqJZXcP7UrEAWCUpICGWusc/1aMBqN5vP59evXj4+P1zwAW5ZlWZZZls1mM+/99vb25uZmHxz8QS4QPtSKCCDBxCwZNIMCSI4Xq//+f/gfZZJdevzKZ37pk0+d3gMkTybJMhv0vftHL/343dffeqc29XhjKJVoaus8WBtWy+b4eHpw/+6gzJ77xMc2N4bj4eCZx3djGNRJ4Wj/bcV5UV3XdV0zCCEF08N4pegNQcSYMJPlqYpb5rotyhhZFbxYVLUJB0czQNycjLQAQc5aL5SyPqCQi6pGlMtVNZ1O9/d2B4NSSU40+sBSatNaKXVgrqumqqokTUbDYeNoOp0rpYkhBK7r+ng239ic5Hnuvc8SnaaJFOBMq6WgECLQzxqTZVlgQKmkAGebLNHOucWyWtWmNn60sRMITF1rLZI0iohCmiTWOmCRqJQJKtuw5EGeetMmSdYaJ0RCzLOj42a1KPIsTRNmFlJJLYQEIVBKCSQkpgBSaUsEjEKphEGgEHVdSSnapvLOriqvkoLIIbrJeCyFDD5wAIGAyIjgXYi6Vk+BiVAAIcVBU13Xre3uSS1l2zZFUZRFEYJP0rQ1RipWCrx1WiamsVmaCRBEQaeJkBiCn9fUtk2qJFOQAqVAZlZaR2ODCV4pVVdVmqVRxaqUihVXNOpIpb33TdMiCCZGhCxNIsgjy1KOgUWMLCQARg6eAE6ThCkorYhZCm0cLRY1ophsbty/fwclAoSiyNkFKeOxjUPwHFiphAIRYZblxkcUpFwnB/jI7ou1EBAwsVKoM6UTbUwjUQAxBW6bVkoZUtnWJkuKVKZEgdnXTY1KNq0NDOM0g06N1gXixWRS5zwAEDoPFggTqQFYKyUk2hCUzus2ICpBIFLrQ0U+KMhGxUQKZuVZJoEVuFpKGfNyAgVEIYVkBsHSGksgjPXOutaa0WgYyFOgNEmi8BgRpXCRxK2Uds4rnTjnhMAui0+pqqpiS8g7J6RI0tR5JxCV1krrNOI+UYRAkSUIgmP2l/eubVx/zIpvf7FYxFUrhCCk9j6WGT7NtLdOSoxe8LipMzIKgSiAARDjdwIAznkhRKpVZMOkWZomiZCCvBUCpcA15zVrTCOUoAifVJ3o19pAwK4NWmulpBDAHGHukhmYSKAIuB4dR21t7JhoxcT9oa1tzWg0rqo6ltlxVNvFlCEC4tWrL+R5/ou/9EtAfOvWzUwny+X80UuXiE1WKKV0HKJFLS4RJ4mOIxemnoP6kK72ENO3pk3EOkRJCZ15jAGRhAjQJ4VEAQcDsxRIFAEnGXaUjDgi8A9N3MACBCJGfH8Ug0SmfRcQGl3WP6vn3e3T3H1oIQSx3giYmQL54KWSJw/iJ/Z1QkRgH4JTUiVJap23xgohiTAEkkKFELRCY9o0SxkphMAIxBADBqXSkoG9Xy6WQmoUGIiAWUpR5rG/Q6yAiY0xkfQlpVwrp4iZSUlgJgpCSARgIkToRRAAklBGwx4CEMUc1NAF3AgUMg/BSSWZO0KM90GrJG7O//L//bu33noryzLjLAqxWCyV0oBxDdR5orSA0Xj05JNPxgN9JGkLIQIF711VtdPZtKk7X6uUUvSxOoirysW7pigyKQRTEAITrWWc7atovmGxjtWKkQBEgQKVZelD1DEKKWIACkolh2WZpVppPciyjdGwLMuo0u/V2g/rc6lffOml+w/u11WjtfaenPeAQimd5/kg00VZbGxMBmWeZWmiVJoleZKs5euMwCcHcfF6iFmUWZblebk+PtqYkkJEIbgudlwqJbvMlW40vf4bERmiHsH307yTeS3MbMmfIBaKtamvazYFHxDB+xCfNLZlpewauBIx9kkRUCkJDPG+6GfTpARGFgH3gWz9gRUxQoHWvNBu7h4x4tEWe8LcdbKciMWJDBTNAwAx/HLdz8AYIMlC64hZVkpLEQNdMeaeCCEC2uhHdI4ECusoePIhMIemcW21dIE8gXX04suv/+m/+4vFyl649JgL4u7de2cvXrrz4P6NGzeXi1Vs+8W2mlCCKOzu72qCLE2YwplH9i5eOH/69N5rr732yJkzP3n11VvvvTcc71dV1bRtbOFpJRMlR2WxvTXenEzOnnnEGLdaLuItqbSoqyUinH5kb39/LwS/MxpHZ8d8OnvrrbeapqZgGNwzzzz1hS98dlIUkpwHl5WZ8fSnf/bdH119BTCTKgnklJKBT9R1XWnURxq87+T8/wtZ+QfwLT+TyMIQv/j4FKKPR3/q8fN/8Pu/HkwVZyA/bwwYO7DxtN80TV/8d2IoECeRJ9HdsLm5AQBSisjXbU1bVe1yuWwaM18tF/Olc07pszIBFwAAIABJREFU5LnnnhuNh3XVvPLKK3du35FSJmmSZtl4MsmKYjQeJUJMBoNYNwF0jLSqqtZcBkRw0dJ8MruSAYbDoZSyrtuTWPI+yjJ2lGIO54c+NHHyX+P72traUv02o5QWKOOoIUk0ABnTrlYrRI7w69gePn16fzAYxIdQSpnQBca3bVvX9Wq1MsZsb28DwGq1Ojo6LopyPB5HN/xoNNrd3Y09bGZChIDCWi+UtNYRg5KySDIAqJaLtrVJomJ04Nb2pjfWOeesY6K66VIm4sdRliUz37hx4+joaDqd1nXtvS/Lcm9vd2dnh4jSNN3e3o4NoV4112cWPQybZ8HM8ZINjAEkgIhDPUYP7IJrnnvu49/4nd/WiXBNg0IpnZggf/zyq9//4fPLyuTFcGewiVL6QHW1PDyeEoFt2slo8Nil5zbGA63g/Nm9T37i4wnUbduuEZHvA20jYjyTdV8qsfceQZ5ILO39P+S9Ny1AEhF51L0vYABG4vF4vF+W79683TTtE1cus7fgzapph8Oh85QXBaBCyX/0R//X5ubmhfNntFJZpoCDtU6rLACY1ukk+/ff+tZyVX35y18uiuJbf/6dt669LYVWKkEUWVEuFos7d+7mRRqIvHPMBCFcvnwRgbUQZ86eyfP8xs1XP/rRjyqtJxubt269+73v/+Bzn/3McDzRWXF5+9SPX3njRz/6kU7zUriyLCvTJImOcUnehzQfIKpEp62ptWIlQCEURUGMqKKp3e/sbH7mFz+9rBrnKEpCGcKiWgbr68p4z0yIIjERENoYnaZCAOqiauqNzV1jGtB+NN42dqUUJloBINB65C2AyKdJYq3VSRKlcbFEN84SczZgJD48PDz9yN5isRjxZDAYZEkau+K6aZQSANxi01a1kLpuzKDMkyQhoKiMyFIlRXb39nujQVkUufeuLAeAYnNzc7GqEghCRAGkatuWvY8scoHgQ/CejGmbppnPl865VCZFWdhWArBAdjaJ3dCqblWaxbvVGYsAWaLTJKlnprUeUVrrhsPR/Xv3Dw7vlWVWJHkgRg5lmfWCAe4wJxR1RACEApClYHTOR9uV1tpbm+dlsBaAlZIxE6+qKp0kTdtmWaYTjbEvnkKapgoEEmutjQlJMUjTbNm0pvWjMu+nlz2yvwvDiKHwRM76RCfW2iRRxDTSqqnbNCmIGFhJ7VrPWmWjYsM3QSliYYyjosjBSmJGKZxzDOS8z9I0PnKWJYBYt411WLLWiXYBkSFGU0ghtJDMWZqm1lhmkEoRkdYCELw3SZL5YIhDa9pI05FStsa0rfE+RArxzNRaa2D0gWC9djtnrLdpmiqVdp8zQAw1jYfXoigQEbjLjRASjSFnHTALAUmSECtPvObroNaJUArQJQl2en0h5JpPwMyInOgkGQwSqQAohAAoGTDJkzRL4qGwNcY5z8yJ5iRJrPE6idQyB8ByXW/EA3yiZeyzI4KWap0tgWmeCSEEIIVQ1w0TjQel90FrnedpNOsqpdrWJlk6mYx3d/dGo6FtDSIeHx9aa6UUZNG3DOohWxUkoEJEDBQABAEJlhIkIIBce0cZEQQCYJLAmlMSgAAQhUJei3YYdCyMQydY7BgEBMggWSoZoZFAnph8eiJMUohYC9D7gJzR+IcgpCToeDX9jt5rLOMoRgiPIAEhYGCI+XCIiDGsz7GPLARGRoVCS2Y2puOCAjIIdMQ+CgfTDFBKFBIwTTMiagyVoy3XtvP5bDgsg3OI7Gyb5zlzsMFVTfVgdnD27DnjXRxXaiFIgyUXQlCcMgChkEICYgwkiXxzYgLb1bko4+FJRW5MN/STAIKBKBArISUqQgrE1NXbkk2DzEBeJ0kARoEgkQCztDw8PDyeLVEmxtF8UTvvnAtCrDNpBFVNOyqL2Xz113/zvapaRQCYEII4xLOdwFTJbDwuIvo4hKCUjN6bLMtGI1etVlLINE0Gw8LUjVJCddSiljz1xYkWUgidZVlRFHmep6kui0InOs/yGEPatHWWJaNyMNkYxeC7eGHGRkM/oYqbfifvxPDcsx9FfEZKmWdl9Md66sbyKEJMdQcgLWWWZ0BdNj0yxPyhE4DTrqSZTCbW2mggrOu6KIrTp/eiRCvesJ251BgTvLHtB0GFQqwl7p3DtgcXx+U3OjjkWllAREycJllfu4YQWDIRKa2SNOlPNc45571UCqVCKQVDIBdLHbHme+BDlTOLqPiPA5x1+kgUjoIU0RbY65Zj1lKs2To5dFRQAzADEcdnEVpZttSNo6XSynuv1h2TEEJMxwsh5EUGgMzABBGm670n8vPVtLVutVpZG2bT2fHxLHiOTnLT2rqdJzpTaZZkg+29R37xs59/8+13v/f3V40NzoU33r62mB6LNMJ+RZZlCuEXPv2psiyms6PpdCpRHB0dpGly/dqbgvzs6PDqC88/f/VFlKppmtu3XyfmwXDgvc/SlIPfO7Vz6eJ5b02WyNlsGkKnLW/bhigws7HtYnX95q17zrkUeTAYXL58+cqVK5/89Ken0+Pp0QMUwQe4dv3dxy6cHxcpM1d1NR5vffmLn79+7dbRtHa2jeiB7ttZO5fWX3evyMafF7TwD1A0P2A5+3mFYoTbf1i6eRLB8vOUn/Hno3wptlriJf0B5mL/vGs65Siu6LGzprQeDIY7OzvMsFpVIYTD4+l4PB6PR3VdS4FPPHZ5b2c7auLyPPdEzvuDwwPHbDvEBobgEfGNN954++23n3rqqYsXLySJNq05ObTsGyvz+TxaUuPJJ1YuPVvlJJfhw/7G/k7sbfnMrILnRCuBigKDoCzreMGLxSLG12ohor04y9KY3dyRjpVq29axiILsWChnWXblyhVErOs63pNN08QV1jkbgm/bdmdnp4+H9hScdSrKshgEgxQi+LBaLimE1bIzJt67c2c+mwsh0jQZDsrBYBCT+qQUxpgoyJzP51VVee83Nia7u7u7u7uDQd6hrtchib0WsVdnndRtnpwjE0qCuBUDggPALBX/8X/0zx5/8slEgG8tpUqifvud+88//+M7d++ApN39bSm1NbyqzHS2WqxWEqQ19SOPnBoMsjLXj5yePHnl8mhUOrMIZIUQWZbG1yZlHMjiukB/GOjkg1dKxUHr+qXymgwb+9CcJtFg2R04AgUdYfREbetGo8FiOedI+LDNxsZGICqKlJgfPLjz0ksvXb544dlnP84UtFbWNggsEZkDglBKvfbaa01rn3r66XsHhz/84Q9ni1rpLNGp92Ssb+0MUSyWy9liLqVMEp0kOknT23fulUX28Wee0YkOBA8Oj5d1M5mk3/2bv757+/YnP/Wpja3NEILSWuvk5s2bt+/c+fJXv3ZuQ/kQGEQ5GBJK63lVmz/+V//KurBzajeY5ku//EtKQJoopZQNFIgBcLGcbWwM22b1k9d+eufuIYNCqVWSHBw8WFar+XRx6+btycbWc8899Zd/+Z0sK27evsuMgKiVkhKlFIlWUmfHs6UQJAUVZaZlmmdFbNZnqQbgRKv9/f1bt25JqREgzXJE7PUMZQ5t225vb3/x1764XC7+7M/+3BhTFOXGxoZSSiqphRyNBsvl/PHHLl1+9CKRc86gQGLOsvT2ew+uXbv2S7/46SSRUsSNB5IsA8Ydpldf/XFRFB976iNt2967d29y/uxkNFoDIQkFEDATeOd9oERrIYQU0vuY0pYY62O/oK6bo6PjNE2zNC2LQiuR59IGfOWN94hC01THRwdPP/1EomWqVZolyKy00loiSgAkghhwhCiOjg43NzeFQOes6MTM0DRt0zRNUz948CBLldJaSgBkYkjzwnnSSap0lma5krJRTVPXEUjYNqbMM2NNYK9leuf+fQadpsVsLdHRzGJd3SmlAJFCwBC8DUToPKNI2GOgYEyzWi6U0OTDOzcfbO+N80Fq/bKqhEIpwRgzlUqnxgcTdJIa57ynJE2JsTUNkadglUJjXeR6C6Vs6wEx2u+EEEpIpaQUyjZGoFBSkPdCSYUiBKeVZDJCqbRQqDKU4J1nAq0TKTX5+AhaD3IiEFIpIudCnmfGWWNEIUopZXCgZRLRLHZgQwiDYpjn+ZrS4ZM0ybIUUWitI3dRSqWVcs56H5TUsMaoMDAJYZ2LLiMpJUIfisxSKu9DHFV0VTQ7TwEArGtjBz0EEkIRo2lq21LTVlmeEgWmIKVMtBJSxt1WSkUxXLvrOJLSMlEayfu2jdeq9wFRNE2rpEIhrBOr1VyqDmCbJMVitVytVkR3kyzd3tza2BiXWcpAzlmBQrAgR8aboEK/GXUcWqUDG2Riv7ZtoFAoiJk9SSmdCwwspURgRBkIIm2FERBQAEju8QBA3NnnYgsOEYFDp+MXLFAwBQQWXcgOCa2AgAg6fivgOlUJgYFACqk6SCBAhO4qrRhACKE0ebRaaUCxBn51IB8BKABiiiBL6b131rExiEgE8YU5QkeMCNC65bJarSop5XJRHR0dLRbLum7uHS6D94vp8WhQfOnXvvDJT3ycXK2TvG3qRKFUWmV5MRjV1hFR41qFoihyZIGCUUgIGDuHAAgoA3GcpsZgO8E+Th0jUDRqHZijtkQgBERPEJiQQDJ042sUCkCGAKlQUkoWAqXy1hkXbt4+uHbtnffu3G+a5rhS1hExKZ0CSK0QESMeoyM8ZSlRiEeCpqmlwCRNKFA0aykRwVcUgjdtW9d1F3uTZ2pjImWdqsDsEgmaxWASx2YqS7eHw3IyHg3yXEmJKPI8K4p87dkWAKCV8hyYSEoBzM45IUBJpTWGtYuVGIhdd/xySBxhPCxVl/C8rmGcNysEiDpPIvLOsGQppNIdEUyAA2QAVlpG+lSsqvrgjXXuuRMC8jzVOqnr6vj4cHt7M8uyPlojWvWyJOnDh+JriOo35pi4Y+IBqSdw9p7q7ryEMkrD4lD0pFQPEQHUw0Nnp/8kFVlEzIJISYlKCkIiHy+rtbu6m7/EBLBYnoXgT9AmUAoIwYV13EsUdwAABYoNee87lfWaoYtSdtx8AFBpieuANReQQYcAPoaPOG+Db4yxzjVNW1W1M67L1DE2RDVEcIGoLAdEjCjzclPrRCptXWjbViUopGiNb1rnCV5/8613b92/dPlK05qf/vTa9vbml7/0q9evX1+tVsvFwhmTJvry+Uf2d09tb282TW05eOe9c/fv3V8tV0z4+c9+IUvLcjRx1n3zW9+eTqdFlmdZNpsdgxRpms5nc+RQr7xOE2MNM2RZxoiBkBnybMgMTDL4UJEj4a7duHX73v3Nyagsc63EYDgcDstV7W7fPcjOnwZgwbCaz8u0/IN/+h/84f/+/xxOl1KqWH5wN1d7n/byH/bg/eMhnB9OzDtRyP1sv9/DCucffPYobI4FUnSovT9BIZwEzfSjoBB823aD33WMDQjE8agMgYeDATNIgZlOiCgdDPMkc9ay80eLA50knkIqVKRMI2LEvz148CBmjM9mxwDnq6qSgjtFxNpz0SHQiGJrXmsdw5BPKq5PIDR/RsrlyaLxoYtvb+902zbx1TC7iM0I5K1rhUSGYLwvy7WfR0mQggUaY6Puv0xKIt7eOaWkXCyX8/m8NdY5VxYFIm5ubkfPblEUbdsiwng8cs69+eabu7u7WZYtq9Xh4eFksjEZjueLuUK0pnXGKqWKPB+PhovFYjlfGNMOR0PvXT9LRARj26PDw8PDw7qul8tlTG9/4onHd3Z21ry7cNJy0zsaT0rPP5ze2AOcECUDoWApQAgYDIanTn3MGC8hSIlv3br3g++/eOvmQV6Os3JDJwgK5stlU9HsqGqtHwxLIkehPvvI5iP7249ePLMxGiJ7LQIwgeqbfEJK8QFGULwWlVKj0ahuWo6aoBPGyn6NixIL7qD/ndJXKoHEcRBJ5MfDwbvee+cgACPKRAvm6dHx1atXhRC/8MlPbG6MramUFL5tBQAxK50sltXd+4f3HhxlxXDv9Jm//fsfbW3tDDd2skFggtWqygo1Hk8ODg4QIc2ztm2EEMC+rqtkNCDi8Xh069atWLQWg8Hffe/7FLwQ/Nyzz6apPj4+8s4HosPD47ZZPf7Ypc3JiGk6Ho6IJQg1my2vvXPrzWvX67q98pEnUIgr5598ZHfbWoMIzodUap0Vnmi5WqVZ8crrP33ljTeuX79blJs/efVN4zkwGWtb0wTPZ5z68t65llRw8uzFJ1588eVIALhw4fzXvvqVH/7g7xvr7xzcKstsOMxzNQxCNUE559h70XhE1lI++pFTy7duSklCCMuBCcQ6TvrgwfGTTz75hV/+1R9cfeH5qy8IIYpykJVJ1XoKlryHEFaTSkoSEut2ScFprQBEnqWvvvrq7Xdvff7zn++Q4lLEKOEQ/NHR0fMvvLB7auPShceDM6mS04ODMk31xgSEQGQKDJ00T8Cah9HRC5V21rJ3ZTnQWt+4cePq1ec/9tGPWdOuFrOLn/xkWWog/xd/+8r//C//+OPPPDWbHvz7P/uT/+6//W+ee/ZT9XKphADm4ANrApYICoVmFgcHB9/+82+j5N/6rd8QAlOdruPR9HhUhEBKySuPXYzUTedbpaVx4eatg2/+2bfTvCyK4Ve/9rW//M63vXdHR4dVzQ/u3QMmAeH03s5/8V/+5z955dW//M7fTadN0zqPrl/i1/lOInrrhRB7O1sfufLoj66+bD0Nx+MsS5QI3/j1L11/5+akLC9euOjDwXxlbj44fOfGnWrptMCPXDn7xV957tVXXjl3dqKL9KUfvzLZ2LaWp/OVsc5aoxK4fPnc8dGDLBsE0svVUirVmrZp2hAIY2sAFTOnmQghFFk6Gg5Gw1JJHhbpaFQkWmSpBkSUWghljA2BnHExdEygEIBSSQetEDImU0f+ymq12tqYZBE915nFooVsbIyJUAFrXZoOmIMU6JzLsjQwSSG9Z+cseS+kTNNUEjOgZCYEREAKHNg4S4EgCK1SZ71Ucjwcaq2AWUgR590oBAcCCgDgnZNSeh+QsG6XxljTWkRUqVaYEBIhMzktE6UkE4eAQgil03UYg6MQojQLBVhrvWdiCuRiOziQT1RC5PM8QwTnLSLWdUUAUSY0nU4PDg4QeHNjYzQctNZoiQCRqx5sCEgI0aGapgBgg2GwSihADJ4CUVxh4giCOSABrP1pGG2+a5ZyPDJQ3MxBxLUUEKWQIklFDEZXmhkAhezeIEkhmNiHELw3cRzdmuAJAI0x8WwAAK1pV1XjPMViO3gf+xRVVaEQq9VKSolK3b//QCnlnPOegg9NY5bLVTzs+sA9VCDmMca7oNu4pfIIwBACVau6Ne2gHBlj2tYIKZm4DjZLUwjhD37/9//F//Ynr7x27bd/8yt5AmmaW1NLphyzdGNvsVwmOkNvlVKatfTdGVqCIWJJXlKMMYRuzsTMDJZCrPI6qCcBogAlBQoWAqUEwYgBWQDKEMiSM20cXHvnXFWZxrRV3U6Xq7ppHxweL6uGUTkfnA+CTJIkCJJZyCLJ0hQRo0XWGOOdlYJAQaIh0Woy2kQgZFBa5GmGgFJRkqZKyizLpJQMFGOiyrLM83yQQp7n8TBHwWVpqnWiJEohlZQCQAhkImcsUZAKpQQhBAdiImYngFAioiCmSBvlYH2DSiktBSNQd4SLdUV0RUYtjkDsegoxPJPZEoMSUaWhreXaNMweBEmpI39drLNx4/oeP/54xlVxpEdBIgKiSpOQiEuXLnrvl8vl1atXn3zyyc3NCXMnHJUIJ12pJ3NQ1ykLfBL50LZtHIN0HtoQGCiuh4FCzMuJWkohkMVDVqcAEFIgKlYq9v0p+LajLkVIoIwfDzALhiie7I9kIXAfdL7G+aDSGtf6NAYUQiPEiSBGV1YgIGbPXqAwTWudC95H3GIVqK7q2WwR4aghRJRXZGCowCS1TpIEAZXUaZZJmcssL1KOL15xx0WUKpFSHk1nt26/5awnZgqkMoGAgSEvyv09RcR3797Ji6X1JBUoyRuj/He+8fUkSQSKe/fuDcrBZDz80Q9/+K13373xzjuQ6o8980xTN9Pj6blzF9Mk+9H3X2haV1WNaQ1pMRwOinIwHo9OnTolEO7cvtlUlVZiNBrWi5VQUittHWmth6OhUloL2TTNalUFD1JlgdC6sLVTgoCizPIs8c7P5ysiso0pi3Q0zPJECHKE7dn9jd/5ra/+4R/9cRssg+jj0T8kj3yYL/0BP94/sszrxYonyZw/7+e7S+D9pM0uBffnGAV7J2Hkz8VuRTyz9TUkIhAxgIgzNAAQguJk3TaGKCiplFZCYF1VTdO2TbMxmQghXGDvvVbKWxe8Pzg4iImLTdNMNjZEmljvYC35vnv37vnz5w8PDyIyI89zCqavROLwLd5fUilmPjw8jKDv+IL7AnX9iVE3Eeo/ug+plB8iWJzrcOLGtEQhEh2Wy0Wc+HvvsySNYQ6j0SgO7nq7fNu2CSTW+WGWLxaL2WzOzJPJOBIOo30fAaKKwDkXw6MODw+Hw6Fz7vbt20mSbIwnwDw7Pl6uVohYFkWepWUxZOZbt261psmyNM9TJcUjp8+lWRbIpWl6fHz87o1326YhouhaOX/+/NmzZ6PbMiJDELurLRpa1pb6hybFk/XeWniDUdKDDAwEyEpFoYJ0LgSQMskX8+qFF17+wSuvV40dDbeSLNE6q5tVM21C4OOj+WKx2ts7NRkVrVk989FnLz967vzZfSTP3qVKheC1VB46PN37lrATMO4ou4rokaZt4UQe4odr1F6A2p3ykQFCCMQsUOmiyIMPq9Vqa2NMQfrA169f//M//9avfP4Ljz/+eAgueCcFhuA5kE4SBDg8mr7841e3Tp3+whd++advXf/2X/01gdRpEZiYSSc6L7ha1dPpbDAYGtt67wZFeeHChQf3b+7uPnbuzJlEa4EQ1bOA+MKLL732yk9+93d/5+KFM23TIHA0NgAgsGibK3fuPbhy8ZyCzSwrrGUG9Z3vfv/a9RvPfvJTk8noyY9cGY2GGNrN7bFpWgZEqR3Jt2/c+pM/+Tdt3Xzly7/2yP7e1s6p9+7Ms3LUWFjVNgAzcj7YWC6X945nAFgWg9feeOvrX/+Ng8Ppyz/+ycbGxq/+yq++/vpPfWBEWRTDJFG7e2fKvAghNLWVUoIiIA/AKBRiOhxt1lU1KIeIQD5q7B0ifvnLX3nq6Y/evn37+edfYqHTohgMxq0x09msyHJB4fFHzz/90Y/89M1Xq+VUnt7iwOT9xsbWiy+89N6t9z77mX9iTROJiDEyO0nSn7z80quvvvq5z33h4rnd5XyeZZknztKkqapqsfTBxbkuICut+ihIAAieBIooUTDG+NkyqgX29vayPLWmtcZUVfXd71611v7gpTd3dk9//NlPvP76y9/4nd++ceOdy5fOtauVEgAMyBiEA5EITKRMiMU3v/mnAHzpsfPL5TzLE3ZBKQWAfdvVWhJCMHFZpC5ga8z29s57d+ebW6emx6t/+h/+7tWrV7/9F3/9+7//e+/eupuk+8fzuwohePef/Ke/9+KP337ttRvHs/Dm2/eETEnzSfBDj6dfL+HpF75w/qfXv3k8WzCgUCjY/Mavf+29u/cPEM+fu/jam28/8fQTz7/0xl/9zQ+UyDKtnv7oFdTpD6++SJycOX9uWVerJlx75/bN9+7/9M23PYXTp3f/6//qP3vljR8eHCwfPFi9d/u2sQYAhNRaa2RI0zTROoRg/LwssqauBmX+K5//bJ7KR/Z3Hrt8Xgq+dOHsYr7IUgkU2HstNShyxhIQIrbOcRUsUowxLPKBEOLOnbtXrz5/4cKFxx9/HBGVwOBjkgJmOpkMN2IHxxiTZZlpa0S2gqVEQZBn6Ztv32wak+f5YrG8/OjlssxiRxyAhRCP7G/1Mm/iQKSklM4b25pIi5FSASAIpAAHh9Xx4eGpU6c2t7eVlN55ISDCSLvRAWCaptaaKGlbDwQw8hV9AMBebsBaim5PEh0+x3lvjJUiJmvHHS4aXkBKySRRSUQMDJGd0zTN5uZmU9dSSOMdCxAInimKYeJqORwOx+NxUuR1Y4GRArVta62LMrO2Mc6thsPhqBisT7c+ECQKxUP0C5OQrBIppZAKiDkEIjbAEThsratra4yJI2vvffBc1/V0Oj0+ni2Xy8bZPM8Xi0VdNyHQarWytkvvZMKqbax3J+MNo9IklmoXLlzY2z33V3/1V3lWhBDyvIwuEYFSCImIaZ6dSHJPvBeSpCTpvYoRO4RARMFTlucbm3nbtmmmykH4/yh7kyjJrvvM7/7v+MZ4MeRYmZU1TygABRAzRYqULFKgKJKyRKlbMn10bNobb7zxoo8Xfbz1Oe2FvWid44XVaqvtJps8kiiKIgECJDhhnqsw1IQasjIrp4h4EfGmO3pxIwNJEGQfY1EnK1GVlRH53n3/4ft+nx8Gd7LYGoMtamXtpjHf/NbfDwa7/+p/+h+Hw23OA6MURY0zjoG1ssTWYrBII+QoctbjNx1CxrjpE3LfyoWAIOccoQghghAQ5htm6RFfWhtjxnkzHBbj8djLbapaVlU1KQqlprSPaur6wxgTyjnngnJRlhWm1CKIqSUgwyhI4lgwDoC0koQ4jG1IMcGhdTYIgrleTwgWhyLLsixNoiiKo1BwzoT2Ck//qzdn+MtYay1IKGXNGDNaM5Iqpbwa2VnltLbIUUYdchgbhCzBWMua+x4DplIxDICQxeAoozNhoZ8vY0IIJgg+TMWY8r0d8mpLAj6z3hu8uTLGa6CiKGKMxhAqpVTTOKMZYwHnGHlzo3MYDkaZz4bXvqTzfpb9l+mCgPd6naIY93qdAzI5ezA3b8ainFUX1v5S0EWSJJ6i5G8o73SydqqT8r9KKb2KGxDY/VDiaSFq3TRJwocsGuP3ikLwMAz5fgqoQw4BMo7gKRQZnHUOsEM+QNgTnpB1HrSNCSHWIG2MtUg1qq4bKeWorPI8n0wmnm+MECr9mpZsAAAgAElEQVSKQkrpxfPSYa11q9Wam5tP2/NZ1g6DiHPBOQcg48kkH488bKKYVHmeeyOS1jrL2t1utzfXObS8EqedqWQacKvVmZRFv9/X2upJPT8/nyWxc2i+13nisUceuP/CqKyk0mnavvXBtbsbt99/9yJgqrVJWtnx4yeff/m1V155xfcYdVP/+GcvNbUCgLfevWGtJYRhTJVWhDBkzHA4Qgivr98JgiCOAqWkcbYtsknVAGBbG8sIJaBUVRVVGPBACGcNcpJRZK2uCpnGjGGUZfFct726sjzK83E+2d7avVNMKEUP3HeOENbUY2QRAJw6ufblL3/hP37r70SYKOljt8ChD2NRPbjXIYOBfWS595tVlL82Af1j/9Zv7Bjd1ET9m/Ces/DnKX+IkBk1+oCUzyLkDpzPiFJMMLNsampDYI3SO9s7TdNs3F4/d+5cGIYaozAKZdMwQeu6VKqJomgyGXEhLDLOIN+hBUGwsbHRNLWU9WiUe+J6lmVLi73ZzsbfVsYYh5AnZ1LKvWctiqKyLGeJRzNHwL5oBH656fXTWqz26zGEEPXY7n0iovIgUYfM4uJimqbvvPMOEmGatiZFoY2NwhgwdQjno0lZFGEYksYZY/r9vn8xaZomSTI7TaxxCBBjPAgCY0wcx3meE0Kbph6NRp1OJ0mS7e3tuq673W4wveeFB/RZ6w6vrczghK1Wy/vVtVLrt29vbW3VdaOVMsZkWbaysjI3N7evDlX7qJlpX+cZoTN80/5VZQ+KDTymBgBZa3ywjGAMASKMGue0w45QhMWtuzs/+tHz21vbnCdhJyGMWNCjyVBp3M/lzvauQ+rcudORgDSka2vHz54+HgfcWemcxZQSTDEwAsSH28zidw9+MPvYX52UMoBmnwEAH1Jlp0ILhAH78zcMxVSYir1U3TnrrGwQAmOtNgaB08a++vzzeZ5/6UtfWZyfq+vaS+OtdRhT60yt7Y2b6+NxcfzkGUKDp5750Qc3153DddPcXr/j4+lQVe13EbIsDSGwuLBAKZkU+SOfuJClqUNO1jUBzDil4CijcSjuu+/8ytJiOR47ZwgAOCsoASDOIU7BaZklQaVc0ejr12/98JkfU0wfePBCyPFXv/KHSRrt7e1OJpIJZpyhVDQavfjzl//uO9/f3RuOR+PFpcOrK8dFEAIl/UE+nYtQDOC0ltpKrFE1HsWhkNXk+//03Sd+61Mnjx+nlLzw/PMfXL928uRJwQW2JhIRRdAURV1LhLCz1iHLKCaUYIercQEWCUKQkXVTW6O0lkLw33/y9x/+xCcuXrz07I+eswjiKA7DiFDaFFUSRVkrPXtq7b5zJ4RgN26gMGCh4BI5TvhPnv0xZ8EXP/9Fg2prrbGWUu5tRBsbG5ubm08++eShQ4ecrnpzHWdBCJEPcg8TappKGwXTMeqME4v9+L9pGsY4JtRZ+8ald3e2t77w5O8vLy05h5yZ2uSUNg7B4uLSG+/eePnV1xnRf/LHX63LHAHEScoptdZihxrUOIsxsM27u0899cMzZ8489NCDFy+96V36WDtjHUJIT1UH2Pd4/kmvjakbpffGStqs1b3//kcvv3/1u9/9vjMgG4McnpTFmXNnX3v1pf/+638ZpelTzzx9z733v/DKWw4QEKysNtoorTBgAIQJwYBr1WAApXQlNeEB8iIiAKnk4nyvO7fQm1s8d+pk1Go7TLoLi+OiJjQAHACGpZXDRS2jViYNDuPg6IljG3cHBsPxU2fyQq3f2Whl88+/9OaZsw/sDV4bjHcoj3nUUlpNT7Aw3EewoBgCxmkr6ylZdXuLt25cXZifE0GSJqKWhjMe8UBpQzFx1iFrKSUAGCFHKDMKMGacBx4qE0Vxu93OskyIgHpCC3PO8Wl4ICcIrDaSIEIZVrrhnDJCAIGxDiNgjARcFONJp738wfVrp06dIKCt9WIohywyqnbOKqW8C8YgppU11lDitJIOGKFYamOU08bu7u1duvhe8FAUBREGaGQdBNxSTAhWShIMDsR4XCNA+409bupGSl3XTVXWtQattVayaZo8H164cP/i4qJqar+namUtTDilWGuttPFqLVk0hBCMUd3Ua6uHh8N8PBlTJj64ccsiePzxJ4qiKKUNhGA8nKhmc69fFEUQBHGSYCDWkcleefNu3uv1Wmk6GAyGw2EUx4RQ5xxCpiorKWV+9W6WtQIh/MaurmutFKU0SZI7d9ZXDh3a6ue3N7ZH43FVVg4hpY1SuiiLsqrLojTWWoulVFIqHwZgjfV6CikVpdRgBwiMNR5aO11xE+Z3f4SlacK9jLaua/9Ep85xzqGuewtrne5clvWydpsS6u9ij+anlGMAB0Zp7bVqSikELowCbUyWZoCQ0dJoiYEG7cDreHXEtNKEBsjFTRM5Jn3k6Y1r7/W6LWSW3njjzf/tf/8//uIv/swgQpAFjBwggoOAsWl8JfGoBcAYLI4AE6KNdrYxRntblTHFZFTXdWNcUZSD4WBnd68sK7+iJJTs7vYbKU1DdA2YEWM0pQRTkqTJeFwgQA45TAil0M5ST6kRQgScM0ZJJoRgcRilEQjOW6201+0qpQSn3vbMGOWcUc4IwZQSzrhz1ihFCHBGBee+bMRTbhMCp5x12GHrjFcSYuesAQoAxlBAzmqCkaobQEAoAQQWWWUMJcQnT1hjAGPjLJk2uw4hsMhhjDEiPoEQA8aEap9BZwyljDHm73pfgnplsleFWb/+YthoU0uJCRZBgBACjB0Ao9MVnbPOSCOdZgxRSjGmBBMPsTs44D8YgeAHGV6yyDk/fvy4Uqrf7+/u7na73W63SzCehZR6294sWMzXGJ535dmVM+eLEFxPE03tfkKPwRgBOEJACObzZnwljZxDgJHzQGaMEEip4ENpJvKtpm+/rTVAMCDvx6OzBEKEkbFGG2OtkU1VVU0tZVHXTSObptHaFkVR181kPAHAjcc3OCREQClxDqVpwhiLWbzcyrwdplbKGDsajYra9PO9W+vb+WjkLHLO5fmoqqpWOyMYCxFgQtJ2p9Oba5pGiBAhNxqNx5Pi8tUrHv9TlGW328WYcM4Xl5YGgwGjcZokxpqmqq9dfU8rvbS0EoU0z8ecqF4WJqKXJtGld97b3NpR1r346utSo7jVzoe5c4hCqKQilFtATmtMwTpkASEMFiOwIK0dl4VqGillUY7jMEhbCSJYak0xi4OkqkqFZJpEBLswYHHElLSL84tZ1lK1q+oiy+JuJ5mb67TT0GqZRoEsSmeafDS+hVEchqePH45FaK0qyzIm/N7zZ5649fAvXngZswCAKqUp9Sm8s64MAcbO/FKP91GGyq8hav7qb399f3jAQbd/CX0kS+bjRXm/gtD3o1WvlfN6Df+/9sMJZFEgv47SWlPKCaaYAGCHHKKULiwsGKWzJA3DkBCisCuq8o3XXs+HwzOnz4RpjACSKFFKGa+I0SbP893d3Vu3bnLOEHJVVcVxXNd10zRG10eOHCH7kWO+/TMH0h18erZPPPapYweXn78OduonLAfpptTLgThnTaNnetBud8E6MxqNEEJJkk4mk7pu6ropijJTuiiqvb29sixXVla4MF7z2m63p3iA/axe59xkXHDGCSFBEHqf3vb29sbGxvLy8rFjx5xzVV35pWQgguXFJWttLRsAxxghlAMivkNjjBICxpi9nf7GxkZRTBijcRRy3u52u71ezydE+W7HH1uzBB5/6Hycs9Mn480osTPkDsEYcwrgDKHcIuwQNpbW0rx16eKrr705HFVp2urEPWmqQo5q2QxH9c5O8c4715TSi4utolg4vLzy8P3n1g6vatVUkxwQcMbAgTFICGGtw9jOnKCzn8fsmPbhjNMj248f9iPCp3mR01tin9oynUNwr0JGCDtwyIF11gLxbuM7dzaNtS/84udzC/Of//3PUcLquuY8UKpxQA0mLAjyfv/d994Pguie+x/c2Lj71NPPjMZVlKSUc1s3zkFRVIRMv2FrjJRS1k27nVXFaGFh/vz5+wOs6rqmFCdxYLVWxiBkrAXBWSh4UfgdkWWe8YiJMXZSlpxR1VSX33tvpM2777z34osvHVs7mmat0WjwyCc+i52pxvlksLfb31ldWZZSbm3vPfWjn77w0ttFbRHQOM6KomllvWS0FfCgv9cPAra7tysCpo3WRoJzjax2ttY5sWCllsUnH3vo8pVr77///vXL72qtCFLYgACbCoJ1bYwh1lEqlLGEgLMSDMhSl/lQYDue5Pmgwsg6ZE6cOP5f/vGXl5eXn3vu588++yOpTa83l6YtY/RkPMxacafVOnf27D1n1ghIpeqsFTdNrZQKRPTzn/4sENGF+y6AQ9poYxwPA9koJvj29vZPf/azJ598stvtSimZJ+tYsNZFSTzoDxFChFLnA4sOiNg9vEtqFYSx1wTeuHlz887GF558st1uN00ThmEURdpa5yBKWnmeD/P80sW379y6fvz44aeffvbRhx9oteeJc8Zon4fOaVJXjbXo5z//xfnz5z/5yU/6GiJNkigKnJKAyMGYXUKo1/M45yJM210+HE1u3bo1GY8uXbr405/+rJFaG1NNJhEPLl184/HHnvjkb33i1Km1f/2v/9VjTzyKcdPIHFMplbRIB0IEHE0XPhgYo3PddlEUYZiCq42pFxfnWlm7LEvrtHPyytUrh9fWFpZXkEMiYCsrh7rdHiEUHFhr7t7dWD2USGWlQhsbG1s722UtCaM7/d21o0fu7u6sHl5bX9+c681t3t3UVqbtGGNEaJQkcTtrjUfDSAScUYwQDUKEkDO6GOdpEu/sbH/vxpWdnY377z13+tQJ7hxwSwGDg6KsRRgA9eN95JBxzinL/HxOMA4AUdImLMCUZ515ay2n03G4B4UhhERAZwN4DOCMTVqRlNLf8pwHUmkRBJjQ0WjcSnrOw5oBUUwIIUpZQolzVmstjY3jWADSUnmmIuVcmYYH3DUqbXWDqEVYRGnonCUUKOeAnXXaARiEjLGUMq21QwQAGOdaQ5kPANEwboUsqet6b28PEVAGX71+uz+ceFKrrJsojjAh1jjGeBTFGJOiKKzVjDFMkFJKyXp7+y5gaJpmb5D3B6PTZ+97+ZXXIx9/5PBgMB4Oh9ZaHw3S7/f9yZnneZ7nYRD7Mtp3lWqqO9Xeq6CJh+PzqqrKsux12o8++ugzzzxTVVWWZQBcyulTgzFW19Jh2A97oD5fG2NGOKfTH8RU6hY5RwjxWusZztuXETOYOyCEkG61W1EUTSaTMAx9UmiWZXVdt9qtVoutHu56Sr7RU5q8cwhjBIAwgbo2/mllDDbGiemTV0ZRxAklSFBKhOBVVWFsgyDyj8I4jjnnzhrOeZZlQRC2PvNIu91WSv3N3/y7v/7rf//1r/+3u8Nqa2vn7t27RVkuLi4vLS0uLi5QSvLhUCkJgG5t3tjZ2Snr2u9J/HrER4NUVRWQwK8lZ4/WxeWlhx66kOev9PtbUcCjhFCGtUOEYM5ptxd0ur0gCsIwDEOx1Ol1OhnDJI7CXrsdhYIShAExCgEXSBAM4KnCU8+kNRT2VV4EECBjDPahTMgYpREQBNrfJqD9QtJN85GsI2i6kbTO2n1+w9T04hABrLVWUhJCCKMeZONrWexVVQBon+yHHdoXF1iMsXX+j1FGHRAqG2mtX4u5/QLDy22AkKmzbno/M0yYv6bIrEpjCBPAFBOtddPIplEeCEeQzxN2APYjUfIH9VqzomIWqOAry93d3TCMtKxbrZZSinPPB8az9eCBbTOaZWTvQ2KnqVxaSymbWZPmp1E+fYMx6ptGP6lCgChlPhIkCJjPRHX73+E+5QG0dlprqZVVelSUZTnl+Q2Hw7qujTGTcenTXPKytBgbY9Iki+M4CMIsax9fOcaY8LbDfDTxIaX9fn9rd9jv94fDYb/fd85FUQTgOBcrK6ucc4xJkiRBmAgebG9vY8x6c2SvvzcsRj60Pcuy1dXVyWTiK9tur2d048ETm1tbW3e3+v2+TyYMkzjrtAShCKFuu91qxa04Ukptb28/9/QzR48dv/e++8+dPEoIHRfVY48/dv3mLW2hbMw/fu+pnd1dFkTOITAuCGOlFKVEI/AETmsNZVwrhYGFYSAoRUZ32hmAi5PQ9ztJEjvjEEJBwAMhGLHWyENLvXvOnY5CgcEIwZ0mHpnGKDZGOi2tIozQbidbv33TOjMcTy69e7ndyo6sLlijwoA2qiQs+tx/8cTtWzc3tgdOO0IJxqC1wZT4KYO35MwWFR8JVPjPevY+Fq35cX/GzTx6s48/tqn7DXvCgwF0nujmLZr+4PLfc1EUOzvbzsHy8nIYhsZYqRrQQCklmGCAJEms9bEFTmutsL309kXCaD4aYYKTNA2CAAEQKYuiuH1rfXtre3d3V8oGE4iiiBISRRFnLAyDLGslSeTzxmZGLd/RAsb+tvLfpG//2u22j96dipvQL3nzfvVVz1i4CCHqnKnrRmsGAHNzc2maTiaToigRQnEcCx4qpYuiDILI92OTScmY4lwghJtGcRFmWeacy7LMf2ez1sXf/P4zk8nk1u0bRVF4gU0cx8Y4Y3QUx1EcV0UZR3FRFNZaHgjOuQPUSGm0wRgDppwzKeXOzs6dO+uE4GNHj8zNzYVhpI0ZjUZKSYB4Oiz0LGzkhsNBXVdLS0vev5im6cc0+hj5aRMAYOyfUkAIpZQiZ60DY8Ag7DC9vb7z0qtvvHflukNkZfUwpWw0qhpdVVLu7u31h2NKw8Mr88tL88ePrZw4sXLs8OLyfHeS9zFCnDKMsQ+DxRQ3pnEWof20Ls9x/RD4u++4OwAFRkEQaGUPZjj+sgx6+nfrut7fZ2pkLViDHFgwlNIwTF58+ZUkiU6eOHbPPecG/dwaSyjRShFKHcKEkXevfLC+vrF25Gh3bu6FV9984423MGFZd85YH01GCSFBEDiklVJGGWO04Pzo2uGmLo6srRw7elTKRhnpE2yQzwOgTBsjtZRK140CTAlF1trGGEBka3fgsfuHDh3Osl7dyCCIT58+W1VVHAaPPvJIyLms68mkburKe702Nu4WRTEp6tVDh/+rv7iPBa08H/3sJz85e/ZEWeRNreIoGPR37j13+s+++uWinFinkLNVWWLA83Mdo+WfffWPLjzwUCP1m6+/dGd9HVmbhKLXbq0dWbOmAkArh+aECAb9fHt7L4mENs2hQ0tz8z1qMedMcHPk8AIhQChO0/j8+Xu63c73vvuPL7x0CWPc6bTiOPHkgW6nlUbBIw/df/r4sUZOHHIiDNJ2d3dnLwhbb735dpp17z9/rzG2UQ1wLgJSVzKM47ffuvj6668/8cTjrVamGokBIYwpoZ7KCJhqY4xDShu/p/WEDP+e22mVyY1DWtnLly9vbGw++uijCwsLeZ77FEFCCQBWFs0tLvIocZdvPvKJ+8qqfOLxJ9rt1tVrt+vGYHDIGmN0EIhDh5YGg8GzP3z26NFjjz/xmFSNtRpjrKSW1CBtCQWMsXXWaEcw0dYSSpBDWimHnFLN1WvXrNFrR1YwZgtzf0goC0SAANpJ+NhvP7i7u4ctXHrrxT/9ky/ee++5rNM16g/eu3L93Nl7iyJfXVl1yG3c2VhZXcnzvK5rP/fy+/dyvPfA+ZMiiIqiCAK+t7sty3yUj779zW9+/ev/XZoE16+853SDtYwEB2eJU/lgD2OSj8atFqOIgmmyJPrpT356z/kLn/7kJ8b5ttX1zp0PKMi1lbkwDDFxSRKdPH4UOePsMrJGy5pTYiHynEnklrOY/uVf/GmSBHEk0iRst1vMOWydxaTSttWJfvbCy5OydgBa+c26RcAE50YrzplzJgyjzsLKq29eHI59SEyFMfYYfQw4iiMfm+4LToyAEoIxEEyqqlhdXektLtfGhklrZe3IypEjjDhrjXOIEgIAyiFHMKXUaBMKMuwPy8FkrtdlYUCt0UpLg6Wjm7e3MaHSEIPYTn/Cw8w/YjUAJtg65+FDGDGjkXXUf7IxWCI8qgbj8aQ/GE7KWspme3u72+mEkdjuj8eVEoITAqPRyBMdrHGe36CV8UUz48xz3FYX21I1C/MLmIXb/cnmzvAf/vH7z/305yKItdaUhYA8Vdj4YaLS2llrrGWUaq21nnjyJyYYY0DOGWuFEJTSptE1koxSKiUA6fSWVtfWks4isPjQ/EoYBloapMEhp6RCCKWxl91hj7tQSjFBOOeUEF+W+PTLumm0Us5zuxASwX4QorOMUw8woDSIAg7ICi4oo6bFvbnU739G41GIGlOX508vUUrTtEUIYYw6hzw6EiEkmP8AhOC++PYPXGN0HMeCkjgSvlwgBM8y6wjF/rWD8awfo7SOkwQBcB6c/F/+529841v/51/9FQ262/26PxhUdYPxW8boOIkE52UxMUZxShVMLQ/GaAxeMqAJoQg5AphhHHLearU4Y9baIBRCiOHuzvkzJx/9xIU4wkmCwzBIklgEjHMWx+F0F8coYzTQ0xxC7BzBmPssNWus1eBc7dkvGEklYd+D5bwMGMAqizBQX80QDIhQQNZYKZWnhvgcWg+EnM1GveKAYOSZqgd3CxgwJYAtMcYooy0gB16xvK+9dA6Qtyf6SEXswGdouP0YT4UJppRQHID1MfKWMkow+TDy2LuJ9h/0vu0x1vrfWeQoxWSqjaDcckppVdWeoeBlBZggSn8pjuyjgAq8r61109KWMXb27NmiKPN8ZFTjHEqS2Ht2pixKDMbYWcP4q1lnH/5Dszh1hAEw8tktCKaB05RRwvctMAgAOQTOgTamHtdSS4tcXTdNI5tG1nWdj8ZVVU+KyWQ8kVI6wr2ADWNirY3CCICm7bjHOcYEM8bDSEpV1/VkMnEO3by1efHSZW9UllJNitIPHL3hUATR8RPzy4cqP77xyxypTFVPoigqd/b8Zwgh2rqA416v2+t1Z693ff22pwB6UjRnFGMcx/HSwmKn3dFae1i6c64cTyThlGFZ15MRc4tzAWeLc92vfOnJqmrevfi6VJYyIYLAOGScK6p6MByfOn7o+NFDUltnkZWmLKtJUVRNEwrmnCOUGaMW5xcGw75RwCgJBMOtMImDOAoJA60044RiK7Wqm0I1DU4iEJgTmO9lC92s223t7mw5XRuDAKwztiwkIwTCkHNhjYni8MID927uDobjBqy7uX53cXFBsLDRkgEgq6Ig+JOvfPE/fPu7w2GOAbTRABi5KY7loEH0Pxt0/pEK/CPJCgf7k18BSMKv6w/d/x/iy8HEUR88q4y0ziA37VwIIa1WazIpX3rpJcbY4uJiEsdpmnJGtZZK6bKs6roKw9A5JITYunlDsODkiRPFqGBUKGk27twY5MN+vz8cj8C6OIyWl5fDKHDOYow9jbPVSjudthfg13WN9x1k08HHr7wVvrEajUZRFPlg4el78hu73IPBqnQ0Hgoh0lYcBtH8/MLsTrhx44ZSOgjC+fmo00E+12UymSwvL2dZRjDzllYR8na7vbe35x8D3to31Rox1m5ngPBoNLp582aej9aOrIZhyDlPkmSavi0rhFBV103dJHGctmLAWGmtjQYAyqif0Nz44Mb67duE4F63c+zYsTRNjVTjyfj6jRtSysXFxTiO9rM+3Xg83tzc3N3dXVxcvH379s2bN48cOeL/xdkP+1dxPf4zjPFp1jCmFoAyLht4+dW3fvaLlydF3Zubb7UzHxA8lrI/GO3s7FRVtbK6tLwwx6lbWeqdPXVieWEOWV0XhU/3NlIjgghn1hmlayq4w85Jh9AvjdymqdP7gXiza9E64IILYTzv9CMbW9gfLvqm37/t2liMLAE8DS/C+MzZc2mnEwTB9ubGU99/Oo4jKRtjDBCqtakaNS4rRJh16M7OUGkjpRJxCzmopfYY97TV8l+/bpqmaQIujLEI2Z2tjVE+ZMRdv/J+FIVKVlrrKIq8qEMIYR1UTVM3yiH09jvvYWeFEMYoKeUHH3yQZdnq6hrGOApjQog16oNrVwJGH33kIaXqphx3u92iqFpZdzQat9JuJJKF3tJ4UhZSxVmPivClF19iRHNqtMrjKEriaGV5/tBi9wuf/21jpLPaGMko040ejocA7rHHPvnCiy8/9fSza4dXkDMB44zTr33tz9tZatTkwQcfOH/+nps3b//zP/9gsGe1LKJY/PEfffH0mRPYmPX1jY2NjYcfftjT4x1Cm5tb3/jGt956660w7rZaLcIEAJKyaSXh4nz3s59+Yq6TNtWEUaAirqVpFNxa37n7D9/vtLPPfvrTUlaUgRDcYmKM4UH09tvvvPv+5S9/5Y+SJDZGEQDOGSJOK4WBcCGCUCljjUNchEY32MMH90ligLFFDiEIg/Da9Q/ubu994YtfkXKkjYricDyaKKW5EJgyh4GJqNobD4eDz3zmU4yx8Xhy8e333nzzTaWbMAyFoMbqL3zhybn5lf/7b7/5wIX7Hn7s0bqpEThkLSFUKSMMYoxSOvVZTR/zAICxViaM4nxc/eCHP14+dGj18FKaZe12O8/HFMjc3PyV96/2tyanj5354ud+99/8r//m93739yjBCJnt9Zvz7XjusQcPrx7N+xtCMKVUenSeMbe2sDKlyxhjjOFBcPnKlU/cd7Lb7kZRBNgBuPF4fHnU//0nP2+t6XWSs6ePnTi6Np9mk3H9e7/76UPLMRVOcBaGURKkL733ChPR6pEjX/9vvvbaa68zLJfmwhNHTyehWFlZvPT+B/Pzc1EchAELBSEILS4t9LKWoFhJiVmEEKrK8tSJk2U1WVleDiPe1GUQsLIswBnkiJJ6ceXQt7/zg29/5/t50ViHva/QGg84AecMAtuUxblz5772ta/95Pm/+e4PfpQmLbuf7ZkkiV9kfUg1wJhTksaR0pIQqKryz//lny0enl/CnIfB0VNnDq0dI7Bv2TXGGIMxcRZppeI43t7e/vvv/vCB+2aTtX0AACAASURBVC8cPXFPVRQI2yQJEMDffe/bL7z06mg8efLJL2zu5k//+Be93rw21mceTNlfAdPGRJzP8ugQBkqYlGqYT4xFk0mRxkEQiNXVlaIxlSza7bY0WFWqKCdaK5i6bAjFXBvn8fFCCISJ0gohRAleWztcNfbuziDrdBkPb9y+y4KWsshhbh1FDvnRKicMY0yozwNUCCFBOVEGAYqi0BijVBMEgXPGGKN0HSdhmwX+AcQYI4A5cps3rh9ZXvA28vZySn0MNEKTce493lOdDGBnLWWt/fPZWGuTNAqCwE8cGGN+2eRN85RhxpgQTAgRhkEYBowQiqeCuiiK/GUchqFvw4wxUUhma0AvivPbE4/6DIQwxvgkeq9w+SXDqjGBmD55pZRCCOfMPiMRA0YUBQDQNGVlG0E4xpQSrYn5+n/9F9/9x+/9+2/+03ausixL09STJppaVmUZBiIIAkJgLiZ+aeysjcJAcBaFQZqmnPMw4O0kooS021m7nYVhyDlttVqcYO/tF8IFwXS/OluCOWeVltZa5AzF09xFaxwgJLWCaVSWM9ZM0yYIoT7/HcC6aULUrLUxeuZ0IJhzpbQxRltE3BSaAhZ5Swal017Lfw38YfkIM+ujVwBpa2SjtGyQNViIaTYxQg4dQN755zb7kGBuD7ZbgDAFD1LSWlqMKaXkQ3U9wgis58EihBwiUyEjIh4OZN3UucowJlxEQilTlmVRF5xzwSg4AhR8VIDXrllnpw2kQ7P0Dh/k6C8VrXWathCC1165mGXZqVOn/DLKSwb2OUTYE7w/DJo6sBX0X1NJSwjz60cATDm2xkcXIGNsrY21rizHk0mhlK6qepSPR6PReFzUdV03FaHEITwpC+SAMRFGUZpmcbrQmT+CMV5YXvIBgGVRexDFYDDw6Vx7e3s+y9JDlRhj8/PznU5naWnJE2KklFGcjkYjxthgMPCkIr/QbrfbSSKEqIUQvsTVWuf5nr9fRqMRxphzBoBWVla8UsAzXcMwHI/HjawZJ9WkrpumLGofOxHFYRLHmBApZRRFYZjevnWrrIs47M335tIkAkBJGkmpF5fm9/aGdza2xuNxVVULywvEQY3lpx46VxZVJdWJEycGu4Mbt25NJtUwHxuExpNKShnHWRwGIMN2Zw4hJzilGNV12Uq4c9ZyLJXSsmEYOr145dCJubkuwzgMOKdQFaNa4DQMZVODwMPxyBs8tHPD0ZiJwCEry0mrldB8bG1dTqrJpMRvXHrg/tOdLFCycs46Y48dWfnMZz79zW9+KwoZBkCArXN+Ne0AHRDEfZRo+Ov6uo90cQc30h/XIgJ8GIK+n+kAv3YF+LHS0FkL6st7f4BzzpMw8eNvDFO9MWOMMSKl3NzcvHbtKnI2y7JuZy5KYsZYp9MLw9BahACXTTPc7WdZVownjNCXXnxxPB77+y5K4m63GwdhILhPb46iqN1uLy4uCsF3drZ9bq1zZhoV+8uZ8rCfhD7T93mtot8w+60jmSKeP17d6m/82T0LL7/yfLvdFkJYa+d6C3mej0YjStnNm7eMMWEYJmmrrKqqrLxHrmmmjBrPqup0siAItra2hBDdbndubu5g0rds5J31jWvXrrVarSzLoiiUqvFjNn/uW7DIuaZuKMFJHPmZljYGAcKUEMyQc4PBYGNjoxhPOKfzc3NRECLnV/yacuYVTfPz85TSpmnW19cnk4lfavnhcbfb9WiWj44QkCGEIDd7KykhxOObMFDEaKXQ5SvXL166cnt9ywGN4lYUxwC2qop+f/f29mhnbzTJy0PLh86cXpvriVPHls6ePJxFsW20c4gy6qzDgI21ztmiLrTVQRxgCtpo4YKDF6J/untBrbUWwM324A4BYKykmUwm+0RNtF/zmWmb5095qz1uXiFMAVHPXkNMGfTB7Y1XXnvt5MkTZ06fItZMIRYAxtrt7b33r10/f+HBWurX3nh7/c56mqYYE0Z500hwwBmz1lBCjFbWmVqWURQlUVwWxdGja1mScEaslpRiY7S3bvsr21lrHHKAGynvbu9SJuqyXD20pLWeDWKcmypDnEVvv/UWIfjYsSNhFBCCqrJwzhkDjHFrgFIRBVzWJQAYZ4tGXr91p5YSISc4Nk158uiapu18OGoaNZ7ko3wwP99mFBghSRRzJgyhw3xU16qRRgRRGCVSqigQUjZhGGAwTT2em58z1tRV0+/nhHBjDEL68NohQhB1zjlUFCVlnDGOEEGYDAf59vYuYwxhQSkjnJVlEQhOwM51k/ks0bKIBK21pVE6HI62d/p7e8NRPn7kkYeTiGLQghNKwFhmrd0bDK9cvXr69OmlpSUK4KyiGLRSwBAhlBCGgWhp19fXT548aa1CyFKGjTIEU+ucDwjzlp6yat595/377rsQBAG4GrxWgYuyqra3+xZIkrVv3LqzO8h3t+9+5ctfjKPO008/8977VyllYRQBOEzQ0eNHHn/8seeefqadpY8/8Yg1yjnNCHDK3nrrrSxrH145DFjPyk1/hmKYWvmllM+/+CpmIQ9Yq5UicNZYyihG2Co3Hk3ee/e9Jz77xN2N7XwvP3vqHCEEwOTj/Lmf/OTM+fP3nL8vwo0v2uI4JgRrrYUIPNIDY6ydee3NN+45d36+O++cdc4Iwdc3777+xtud7tLakeM/+ckzf/ilP9zd2/u7b/3z537ndx964J67uzcbXf4///E7S4dOn1pd+f4Pnlo9emT58Mrq2uF/+M7fCUb+xZ/9STsJrJRXrm/9/Xd/nKaxMbKVhodXl08eWzl35lQ7DQk4DE45RwkpyyqKorcvvn1ocSFN41qWzlnGqFbKIWqAvfLme3/9t98uGtCIlbWR0joHxljiFGDUbrfiOLRGLy8vfu5zn/urf/tvkYUoiqK4VRRFWZX+tPRVl7cWOOsCQZEzjBFC8bC/u7S0qI2MAt7tdpaWFi5dusQZC4PQWaeUxphgAM6FkgownozHt7d2Ot12liRVOUHW9Xo9qe37V68jRPr56Ktf/ZNh3n/mh8/Ozy+Px+VkUlLGtXF+fNM0dciRcy5rt7XRw2GOEGDMHMIARErZiuny8vLi4oIxWnBGKDZKOmetM4EQGLAvXgGwUgoD2Z/3O2t1EIT/w18+GQTxu5evPfPc86fO3v/MT56/tb61tZNTFiCMjWoCv1KjFAEopWTTGGtbacoYC8JQSamUoow1TWmsNsZQghcW5tuddpLEqXVxFCFAozy31gQiQAgFgUjTVAjBOBCGkHVhGAK4MAg8J4NQQjDhnGGgnLP9cgFTSnzXhzEQikPKKaX+6CYUW2OM1QhZQghgcNYg5yhlSknGuA9wOxDdjjzGgFJirPGQDGuNc9bzlYnD/vD3ayWEoK5rzpkxlhAslQHsNaKwXwtNsfJ+ZgyOIGQwnvL9jXXGIEojZwk49tNX3vjGP/xTVdVBGGJCMMGMUkoJoyRJ4kCILA477U4oeJa1WklMCOaMpUnMKGGUssDuP1mtZ4g5Z/eHEpYgEvKwaRqCCXL+ueAoodY6jwa1Qno7mDZuGhvnHKGEUILACWO11pQzpTQlzONN/FMGppGdXsziEIJpWAghUuqpg0MgzqlzyHe8CIGPSEII+aez+2WlIsbTTGTnkNFaSYUxjv3UEk2hrAdwIeAOKCT3uZoOMPZp32jfVeHHUv4p/yHBwkzLYYdm+DSYTfT3eyqwMOXCIoSU0lVVNY307AD/30ei86aMSnzQtATToQxChDBjjFXKIWeNFULMAtYPMBymKs2DbZ7/+n5jLC1qGimlampZVXVdybKqyqKWUkkpKye1MsbaqqoAkTiOPFA8jhPOBWGEcGqMNcYihKUy/iv0B4OqloTgui79QefnGgR7ot40CBEApGyEELOlpecW+gjl8XhMMHXOdTqd3b1d74sheJoGUTe10i5JkqZphBD+S8Vx5Af3Pra0nbUYY8PhMMsyzxDyler0TTa0aWoA0NZ0Om3v4IqiKM9zbQxQgZyNAro41109tMDAJUk8HOUiCAhlnIXjcVk3JSEQCh7F0Wg0JIRKKcuystYSLhDg3b3hbj8Po/Ty5atVJcMgFCI02sTttlHKGi0YwdhJWQ3zweHDh7N2e2dvN0njXrcdRREBNM5z2dQhZ4LR+V6PU2aNmahxXUtrEQaKEDbGioAjcIQA45jx+J13P9i6uxuIIIn4qZMrZ06tMmyR1UmYhkFUYvHX/+4/bNzZcohiwuzMFYcRQojsZxvOlhO/OTjhY/uxX7fc249xMNPhDjAAh01979kjf/6nX7SyBPSbkvpmCaUzKdwMvEkpDSLhOyitjD8lAGA0Gt28eWsyKaSsZdNIKY0xCDAATpJWp9t1Dnx/AdadPXNmPB5fvXzFGMOFCOOIMiaCAAHijCVJNMWDce4j6Hw4rbe3UDrNHPzoWzRtg8mvJiV4SR0ANE1tjf7oC3cHblg8TVRP05QeOXzU93h5njPCm0rWtQxDcvLkydu3bxNCxqN8c3NzMBi0Wi0/AwuCoJGSCkwtnkzKixff8ZOPVqt1/PhxP570qb6jfOCcWTtyaGVlBSGkpcI4IR7UbgylVDmNEErjaHZIYYQizsfjMcUkCoOmadI4ue/8vQBQVZXXkXvLQdNIxnhVVXmeY8x3d/s3P7jBGOl2ehsbG/1+f2m5d8+582mrNc1ydfjgHhNjBMgZYxiNKAmsA8C00bUjNorDnb3mtdevvfjKy2VdtrudJEkI41UtTWPvbg72dnNH1NljS0nA0oCuHY6fePShKGQATjU1pgQ5rJzBxDmwDruyNm+/c2UwyD//+d9rmkYqjaCZhY16F4dfgc4uRz9L8+F4GBCjSHBcliUGSqnw6mA/0ZzZPxBizoKRyIJUziGEHcLOGanM+u2buzvbDz74AEKEgAaCHQJl0GuvvT2pmk999nN3t/e+/4PnxpNCW1OrEcHMmKm/0Vs/jdEOWa3VicXe4cXFYX/7c59+dPXQgrMKpt0FKK0RoQwDwdgZjZwDwGWtMBMvFfXVGzezNDx/6ohH1vowFo+XppTeuHHzMrGf/q1HTpw47imp/pANgsCPjIbDYdxqiSj01+7ly5fv3rna7QS+u1hcPHL+/Pl/fPbiN/7TP+TDcRBEQRAhgKkeQ+u5xYUnP3V/wqPnn3vaGDM337333nsfu3BvlmXPPfejrds3vvgHn0dONnVNMZnvzfkHs3EWARhnm6bhCFEmaoU05uNSbWxuvfL6K1naDoMgyTKWhP29HUFsNd5YnV+7756zVksABxAb5zIHqnEaxxujATTs6OrRXjuOI8IwV5Upx7Iw9SuvvHTs2LHf+dRnimJS5xMhRF1VVltrbWMbhFBVVQDEGJOmrXfeveyhi9YgY7XWyvOouQiNtbu7u3EoWq346tWrSjWYAAKslGVURFGKHNbaDIdb9aTG0nRac8+/8GZZNWnWufeBBxljFCNrlKqKThg9/8MfVrJJUPrscz/3CltfmJZlaTbz6xuDeN+GBIhQSquqAsDGWE8d3OrnnXnWYkG+W3JOKAaLdS0NJoHFcWvuSDEqL1+++qnf/p28qo2UcRzvlRIHyenTZ7WsB9oBEMaCYWEJAcaCpvIscWCMIjAi5EWVBw2r67JpVBjHt7e3rm+srxK6gA7jKLq1sfG9f/rOww/dd+rc3Fb/+s9e+MWF+x9qVF3Xu5rEv/XZBx5/9Im337qEq/L+46fb7VZEuHOwOxr+9KWfS1RVqgZUf/nLf37iyFoSx0op7aTBYMESi5UDGnBgxAKylCogmKUAgAkhyBEavX9t/f/95lPDgbQON/WkLiqMiXVQFCUjFSLw5O/88cMPXRjsbYcCi+buo/es3v/AQ612x9dXvozwGWuzaqMoCs++89Eye3t7TdMUReEPxqIo1lYOZ2krSRJfGFlr0zRljPX7fX/IGGOCIJw9Qbys/Z4zJymlOzvbF04fvXwVHT9yYmOn3y+afFy1UkIwaoyS5cRaq00wHA54NKc1Gk38KWEQoCRJOr1eQJ02tqyaKIpqqQfbu/Pzc8YaY1CjNQbJma0rBUDrSkZRKpXSVgFYwG4+JArRN1+/+uqrb1++srG0eqypckHcfDve3dtKW6zbi4jThJIojIwjWnMEadpqEYbjOM6yTBCyubmxt7fLWvHKyrLgLMuyKBRBwKWUCLgQwtnm0HJ4+uSxUyeO6LqhBAsmOGUII0+9n3EsZuuLGXfeX+rmAEhwVpdYqwEUACBk/NiNEHAOKVn7Xt0PQVgQIIQYmaI4MELOZ7o6CwBaaR+dNMPZAxACiIsPMV1+nQjEGaeBgNQNAmSt+tCJQanniVLKfM2DiQMgCCHssDEGAwLiACnAijHz+c8+uDwfXbp0yS/0vH2XMTajqUViqjeZLnP2jeIAyFpJgKDpmms/0Yew2c7TWlvJBgFSWlJKEQYgIJ1y2JvLLba+z9GAUMCwtU5r47QGRAkhCAMTHAAYoxgDQURrbcHtYzP3vw8yrY6cM85qRpwBWVWVajDEMeccWYecnU5yrfNBf74oooRQRmc/RwzIAgIMDpOQC//T9+Eivgn0I3/PxHPOGWvA2X0IqrPWoOn2DBFC91nfeBonYJ1P4fLVsRd/4n1dllSacyq40Fr7P2Ot9eNQY9U+GY4ia6pKSaWDEEeUYWex9yEaEwSBlBJjQpTFGDuw1hp/XVDsiUSOcaq48/so5Hx2iANEnE9rdM56GwnCRhljzHg8LiZVv98fj8d+C7Gdj6qqklL6e8Hv0sMw7HQ6Qoi1Q2fDOIni2DmklVHGVFV1d3N7s9/P8608H5ZlMRgMtNb+dEqSRAjBOT927JgxppW14jju7/WN1lVVbW1tRVFECMnHeZIknNE4Cbvd7tTyCuCbNF/BTiaTJEnqujbePZ4mrVZLCOF9fXgCVS21lnt7O+12m1KqVFPXRRRFQvAjR1etsYDQaDRqtVo+Q8KDJ3yoPWNMCBEmwltbldLGqjAKRuNh3VRKqcFkr52mTWUiQQlZSmIRBgRDxDjTxjhUpimiFJqmMdY0jQEwjNEgCJtmIgT15e7aUrclSJqm9xz9pDEmbSVKNU3TUBEgB1JKIcLRaNTr9SjFcRI7Z27durmxfqfYvqOFOHToUG9loaoaD1OspESEpFlL55aC8Nt+AIuJk1XhKR9SQScJz5887hrZaJN1ulvb49VV2kmEEBY7reUkSdgffO63/6+//lsHziEwFnmpqrMWIWsBHfQZ/WbUysHshF+V130EKGKtBYwPbvN8N7MfJTBdhh+0Mn3kn/Mn0sFd2Wx44ZybjIo0TQNOKlP53aRzrp1lyT3nRqNRnuf9wcBHiPuGpd/f3tq64yPXpZTt9ly8EZVlGbaiLMv8zsk3kGmaRlE4Pz/nFR9SSinrfb4RmWKKphMj7INEkMPOOWX9yU8EZZ6+AR+ucEhd185Bu92mBJflWCmFCbbWC87Bp8LOohBmahTo7+14qcn29g6jfHdvFxPiT7HxeGyt293dRQhNJpO01cqyzL8Ybc3Qu7FHpTf1RVHkd+uLi4thGO7t7Tnn5ua6c71OkiTTXt9nFRxYLlr40HLmVYv+NPQBF0EQ13Vd17UvaHwwg1cxYYwbKRECo/Xm5qZSyuPLmqr098Dhw4dbWUgpm3rgLPpQ2DaFCCOCKZ62vMRYZBE2CEmNPrh569XXLt3dzi1CaSvjgXAOjctqOBgN+vn21jZj4sKFU0kUzHVap4+vrR6aDznB2GmtjDF4CpB0s0QHpdHly9fffvvil770h5iC1pJY60dx/uHxkWgH54xvsfybs+971p4RTCjffxc/nE/MVLwA4IekDmHwjaZFOzu7r7/x5iOPPT4/N490bazb2xtcu34jSrPF5ZV337/2ymtvAKaAqdTSgfPJUc4hgomx5v/j6z2bLLuuK8G9j7nm+XxpqrKqUAa2YAkQtCApSqIZmpjpbomKodTqmfk0MREzH2Ym5q/MfOuJaSnUzZa6qW61KEOKBhSdpCYIVwWgAJRFmcxK8+x155y958O+7+bLzAJBBqOIynzm3nPP2WuvtdcyRhdFro166MyZU8NeO40ff/TCxtrAuwIooJK+JjMhKKy7mMzSTTY29gHfv3Hru3/3g2efvfiF3/rsaDTSWhMhEymt4yi5fPnyzs7OxYsX14fSQvOS9CrmB0SklHbOmzhSRhdF8dZbb2VZ9sJHnu90Ot57aW9ora9cvXXrg9s+EKJWqH0IqjaJJu89BNze3h4OB+fPnx8M+v1+bz6f/erVV65du3bq1ObXvvIlxd47Ly1fmQtlhFDP+SgI5Amd51cvX/nVa5f2J/Oqcu12m4mYuQhFqKpIw0uf+tiLzz3TTi0HXzveaq2R8zxDbP3o5X989733UYc/+MPfjS0ncWoxGe1Of/yLv2+325/7jc8qBRqRKGhUFCQ9LzhYiJcQy6pK4lQKTWOsOAorhd6zsVHl/Kuvv5Fn8+efe3Yw6FJwSkHgAKgoMIDmgFevXn/z0qW8LL/0pS8Nh8NLl698/0c/ef/adVQGELXWsTVf+K3PXzh75h9+/tOTG+tPPf2od857j0oJODfGiHRJKyVtUcEPWhsmCCHkRf7mm5fOnj3bH/ZZIxCnNgYKRT7XVhMrVnZvb7q1vbfS108++eS8qPLST2fzt99+u9dtnzl1EpmCd1ZrY7RzPgQvJ/rCgggQMbIJAAJyls2VUlmeK20Dmp2dUbvTB0BiLItsuNIjXxoFUWTH40mr3ZvOC1S6302iKEriKAQHRGVZKaVG45G2SaBQeeOCqorJoBudXB8AB3Uw0ysmcPX4h3Nud3ev1Wq30lQuQhwnAD4g3Li9tTPOtU2d81VZ+cpLBlFROQWESgPCsN8tsnESm/Nnz77x5uUobSsdZdlUGn6yLRRF0UybeO8lLE6ugjhxJXGcZZnSenNz8/q1a9YaG0VG66IoVK0DBK1UURQ2ikSmgYBEEEVR7bm/Mmi3W2VVPnT6oclk/jff//GVq7ccqbJyvV6XyVeuciEgKvAAABsbG8S8s3NfomMRMUmSOI6pygReijddls1FxzFYGSRxYjQw+RAY0VSVi6KkrCoGMgadKzc21v+P/+Ub//pff+vevb2NEydPnFq7dfv2N77xL7//dy/vj3f/+e98ZXXQLmZZksSo7F/+5Xf3R5PHH3vcRHY0Hk1mk/39/ZVut6qKRy5c6Pa6nXbKRFarLJ8Lo6Ft687tWxvrK0zVR559cnU4IFcpuZ+MXGebPzilVzSBy2NLfPgforD8i0eSoBqIuFwJNWEhTZrzkUmSBrmJacfym4rCvylfluOC5OBo4nEXGb+6GfZoxsLr/qCyjGY2nTZZwEZr0Q5553wIFoNUdUfFRYuSpUHCjcpoOahWPrCAgWXL68VXw+NjFAIRxfpGPnxz6Rq6oLlcy39o9GDy81mWVVUVRZGcEfIgNFeycV9YvqFN9lLzURv79aZebLIHjhAFSxP1tRNmYzTSHPHy4sYYcYJdNslcfin5TstVQWMgEULwASoXqqrUGqPIyrYwn8+Hw2Ecx/N5lkaJUoqRjTFchxPUEjgicuRD8N6HsnR5nlelz/Myzwvx1Jnn5bwsQiAKhAhVVTFju93W2iRJbK0lHUkOoTSevPdZlnnvxeLFuTDaH/kQQqCyrLzE/LAarq0qZZRColAbYBDled7r9RrfvvF4rLU+depUkRcSOi/ltbU2K3IA8N7FkdVal2UpPdwkScRpSaZaZHRo2QhQmsVy6eZZIcIuEZu0Wsly7bS9fW9tdS1JEumwi5EMEQm4lQUptbFUJiLYXsg742kRIq2Cy7ut5NGHz26sDtotqxC1NTUdpJS8mgBIudci1tBaKzRENJ3Os3nunNvY2HDOGasRuaqqKE5DCHfv3MvyPPgwXB2uDAbGaqXARiabZ9PJXDZhYmYE70NVVuJEpbVO40gClsTBQR78siwXI740WFl5/+qNrft7oFRk9NkzJ59+4pGVXoKh1Io8xq1O52e/eO3vfvhyVgalI6X1wmIqyJo9LtQ8zuMdWcxHghCOJ+/VI6zAi4A+xWAASIXimYvnf//3vkYuU792ArAh23+NX0uaps3Qk6yHeuUQOefyPJ/P57PZTFobctPlx5zjJElarVaaphJ+Fsdxg1CWQxqWMs1hqaPEJM0VpZXSSuvIRhKaR0RALP63zW8QBWsjqQO7vRZxKIoiEInDiFLKmKjZ52W/ZebV1VXJjWXvvau8Qt3r98WgbDqd7+7uM3OSpFtbW2fOnDl/4YKMxhLR7bt3sizPsvz8+fObm5viqrS+vl5VlTwbkn4eR5a55igb/brcQgG+0/lEFCySJ8OAabuzt7c3zwtl7Pb9ne3t7TzPH3rooV6vF8XJequ9oD6DtVGWZbdv397d3e33emmabm9vE/mnnnn65MmTHIjYl6UDRGMiNLh0oAIzICfGGGtV4JKgUlYrbVzJP/zRz16/dIUZVleHcdJi1FUI83m+uzd69/2rzrk7t+/meY48/sTHXvjYRz/30On1fDaVE7P+XgqDl8BQVYslGLq9Tgj+3XffHa4OkiReG/RFbiHncYP01MJc9QjLLNtBHMcyf3mEyV06G5CZReiBQMyoUAfycRzl8/mVt99a/fSgKIpXX33t3ffe/+0vfGntxObf/M33Lr19pdsbOBeISQMrAK5N8kGxio2pXDlopw8//DARra6tvvTJTzhX+DJHZaSXIh9FW0PARIRMCha1i7UUwsbJUxVB6QlNDDpipXwI2kQmiv7uhz/c2dn57/7bfxZFkauKQKhthEpFkQ0huHrTYkAzn1eVcz/72c/OnDnz5S99fTabMSGCmk1LIZnPne4+/vDzwOg9MaNfjHZorYlC7ns//OEPP/GpTyZpqrXe39//i7/4zxcvXvyX/+p/ePnlH7156a2PPPNUCL4KwVWVtVZJ1aKUD+R8OZ/mDOrVS5e///LPeJp0SgAAIABJREFU+itrRJi2Ot6HRZ4JD7q9r3/tK+dPn1Tsp5NxmkREAVCrwHnIQLH3xblHzl27c/Opp55BoyfFxETJ7s72v//3/+Gppx/90pc/P5vNGIKvHCIDs/BjzOwp1LWIUoihrGY1718Vi1LJgkKl1ff+5q+3trZ+53d+p7/SdmXO5AxqHypmBFAKDQEwlqXPULGxzFDFibl3706v2yJGa2Oi8Pxzz332sy/9xZ//xySOvva1r2C5ZxZbT3N2NsuvVE2Ogm4qvB/+4EfDYevzn/9kAO8pGNTISMHJxmei2Hn+2+/9aGvreqjS01/4jdw5E6WvvfbalXde+x//p3/15OOPYQgMgYNfThk5bASHwRsFKQArjTJU7ANXhH/0b/5kNL3SbnVv3r4TfPWF3/yNbreFykzGeRJ31zdO/+w/f+fE5qYxZ/bHs047euutV7vd+Otf//rm5ubrr7/913/9o3nmIhsx8Bd/+3NPPnEOQoXsQ1VHlHoOiOB9/YTmeX5i40RVOSkHZWernL9x84PLV663+2uoSZLlojgJxJUX94UIjc6L/P7exFf52dOblcdWZzDLS6XJRG3pAUkRIP3spuPTkCpxHMvbST8bEdvt9tqJMzLwJtoHMaWUgklaS6gkVs6LPktrHYL3wff7Pa0VEl29evPm9etxlHIVTCvRCHGStJMkr0pPga3K8vm9+3cR0XnX7/fb7RYzFUVR+cIqEwgqF4xVSSttdzshhOk8m2VZq9WKTAKstNbeZ4iIWEqpN89mIfhud937sLm5+dBDj7zx5qXHLz78ve9/78+//R/euvze6mrvr/7LX3z+c5/66Eee73Tar/zyUjGfdNJoOt69dOnNOI1PnNz4+AvPREYjQLvdrqoilLnS4AO4Yi7pqdPRrlFsNa+ur630e74qEUjWLTCjQqOMQJdl3cfy7ipLUc67BoQvHgfb7MANEmsSb6Wyb9LDlnPPGvDwwNGUxfv65f738TZ5g53qmfuFiqERUC0fwc0pXKsqlLJRFNuu9945R+S1ikII5JmCR2al7ZEyrjmwmu57k8bbIDT51vIZZNB0udZp9grvqyPN+CZozjmnFg3y4zei+SRHeIMmJ6DhtyVTvtVqiRKh0eA1yPxAtIgoI3i8SH+XF5G/lfJGiFnnnAR8S5hNk92stdxKCGERHWlt85UPTF+9FzihlKA7eS/xFgpyB495rR2khhpjAMVvs77X29vbMjuDqIk4L7MkbTOxKzwDjqbTqqz2R6P90f5kMnGBqqqaTTMh6EJgrXSSpHEc93qD/spwrbfW6/Vkxt57H0VxluWinNra2tqbTMfj8a1bt/I8F0sYY8za2po0ejY3NwH1YLDinNvZ2fHeI+jpdLq9vZ1lWa/XGw6HsrO12+0sy8Q3YTKZzOdz2cbffffdqizXVtcGg4Es4CiKOr1uq9Vipt2d+00wiWxriCgfVW7N5uYmIo7H4xDCeDyW/nhtz9vuMnO73ZYe+9ramnhaVFVVVVWatpRS29vbjcWRzMGur693u90sy0TGMp1Ovffb2x/IeK3UZvP5vNVe6bQTDunJ9dXhcMBM0+lcaUjTtB64IrXcB5Fd2lorAaFC5iDq69ev79zf3dnZOXvubJb7Xq+zvr5eVb4sy7Nnz4z2x5PJRAG4qnKOrdVRpJMkDj54X+OuEEKn045Xh8GTXAGtDAV2lY9srFA775XS/d6gLEoicr5CDd1uK6/KyXQWx+ntu7eR3Sc+9pFIaU9MELJ5+fnPf+zmB3feuPQOqtqvUuqB4yNwxzeoI8F6H4b9jhlPAH+44PM4XPywdPXlner43+Z5LqJKUXof9G4AZNZ6IGHooustS1l+AGBMIs9pCKHT6cjgNyIK/SuHQNNFCodsF1EpxeQVojZGHhxpsQEg1KPDzERyZDjngueypCLPtDEBYDyZdLqtJGlNp1NrBZfBYgMn2YEPcvPKwoUQfPCoFGoVSp/nRZ4X8yxTSs2zrNvtXXj4kXa7fefO3SRJxOW21W5vbp7qdruK6wAArbWwdssxBkQBURulxQZAK+UpaG2MNePJZGdnp5XGAl3iOLZG+RC2t+8rpRDUnTt3263OxsaG1loerX6/37Qt5/P5eDKZzWbA3O/3sywriuLEyZNnz55O4oSIAgVEpU1UNxpJ8gQVA9cf2LaYQ+kdaq1NlJfV+1fef/31d967di9t9dqtNG3FlQtFWU5n2fUbt/ZG416/v7LS73XTEydPfPmzH33s0UeGg85svB9ZhSiTaMCAyErrg3gc7wMRrvT6n/7Up8qqQGYEIvLM8ngwIjMH2bKVku6mWj4+m/NMGgZKG3qQdfJBbRF8EGdPQAIUF9fnPvL0lXfe/enf/4iVAsbnn38+L/PvfOcvdnb2Hjp9onTUbsUAoJWm4KU2UKhQqaqqkiiKomi8tz2ZjHuJ+vHLP2LwWoFCVgqZSQbOEVUARgSrlRBiiAioCdR4lk8m41/+8lfAQWu9MhhIHfD6629sbW1/8pOfuPXBB4hg62MvaK0Aa+kLMIqUf3d37/YHt8+cOXPm9EM3b9wiIl6Y1hhjiqLUmIcwDeKOggoBJc6IKHjv5248GY9e/dVrjz3+yLWr1/7hH37xmc+89Myzz1ijP/Hxj//k5ZfTKD5z5oxzVRSnYmKZ5+W8jkL2cav3we07b156p99bCYGiKAnBI4CkHXTT1pe//IULZ075qszLzJpImCdtdAjsyVBgpdKNE32lWlkWAsVxtHrlnQ/efOOtT37qCy+++GhZeqUMotKxwTonQzGx0spYoAOv9kghGM0o9nSIxthAPM/yn/70HyMT/cEf/GEcRVR5ZkRlvAsmSohY8hgA1COPPLY/no1G43a761w4sbH+f/2f/3telFGcMEBkbaud/s13vhNZ9fWvfrUsC8vsyrIWjGldK7EWG5bXCoAUYhQhKjOfZT//xS9cVX36pZdm8zlzQCTPKvigAJVGRsjyCtDGUTKbZl/4/GecIw7407//6c9+8fPPfuZzN67eWOl0h4N+CN4aqKrK6EMsigx0IqK1aAxQkGhoZ2Pi0oN3H33xyfFk9k//9ZfPPfvwix99wRrVSiPvHXPfGDua7E3znU9eeOGf/un1fr9z9tzpTn91bW3AGO/szdJ2f5Zl83npXX7xsXMXzq2e2uxCcBy8VgvHcwiAjUmvqlPUiIw2dfkLwBy/8trVt966oe39WV4RAzIgYhXIe/aBmJ0PITCRr6yCr33li8+/8LHv/fAnv3rtTVCWkRWilOCNoRYxR9YeyCIQpbUs5GqSpsCstHbOWWu1UuIWjQDSkyZmJXa+FrRS2hgmUFojgA8hy7I0jTvt9le/+IVHHnlkbW1tb1p0uykRREZrDYGobVIfqKgqmssqCMboKNJaYxSlSRIppTSpA7pJYRxZBhaDcmsjVBoYK185Xylkptowc7jS81WVRjbLy3fffT8vyEZ2sLJyYn0jz7KPPPv07s69W9ev/u10981XXmFG72m0u2Ot9eXs+WefsJFpd1ro53nu0jSZj+cKkZXSqKzV3XYi9JQGXukN+932Q6dPGs2B2SgjkjltNAMRU+0gWJtaqyNNNKWURMQvxs9wYYJ9xBcOm4O2HhBYQiZL0TjY/N+l+7xsS1D72B3PSnqgAkp+rOHNZHkslxeNimkhBzBClDlXKIVRpI3BPMtDqLz3wKAQlREDSWq+YNOLbIw6lg8jEfnL+JO11lojvW+5Dk30S3Od9RKZ1rxFZK1Yp6ol18QGWje83ANh3nKhJu0/qcOE1lvmUXnhUsBLVoECAhdtVrVcHcr8v6CLWql+uNxsGrVy9wXiCrZs9LTy76VelP+7XN02olzRTTTF8RKvqyW8gZjSNDbGoEIEOHfu3MbGCWNsCNRqdSQr9/U33nrlV28qHSllQBtiMlEUx7FWrZW1zc3TsQ/BGGO0Yea01crm+b1797Z2xtP5HedcWZR5njvv4jjxzgFAkrYUorZRt7ty4UIi7ppVVYqe3zlXlrSzN5rNZqPJLHgPgN1uFwD6RrdaraIocOFzkyTJ/v6++EnIFxSlmLUGAFzlrDVFkVeuStM0y+f7433nXBxHcRRFUbSyslJV1Xw+l3ZY04Wsqur999+XOzgYDCRGaDH9wcZERKwVAlBZllevXjXGSHVutO71egpR8K1wdILMR6PR/v5+VVWdTidJkiiKENWJEyfk1hdFIW5D+6O9Io/Il+3Enj2zERtVVblS6JzIU2ERfayBCUEDcJFX+3vjOI673a7womXpHn300VOnTs1mc6Ww1eoShf39/cjaqiyJGIBWV1dk/Rujq6rc291L01a73S7LcjabBeLKe2mfTSaTPC+01hqw3W7LypSlNZ/PRTSntSZWWTbr9YfdqgrE4+nEaNyfTO9t7ayu9Mh7rXyMJptVv/Wbn9va2t7ZGwOD9xxFcekqjYd2p+bROw7elltFDxRNLG+MCzYPH2DK8iDdxANFm0277YECjebzyKVoeqN1L2nBtDfgXFi7hn6XGl4ABRF575yrlqYTeVmbsGxi1NRy7VbLRuYA4AEthJoINe2vjbVRHAfv4zTxwRe54MxQFr7TSQaDFWkbNX2lxtDx4Jrcu3fPGLO1tZXnhVLahyAtq7KsJEGh0+mKXv/GjRtlWZZlKXOfWZEzMwTqdru9Xk+MZZcdwBZXtv4fXnjIhBDu3rv7wQe3AXhjOGy32/fv3+/1egKXa6t05jRNRcO9ubkpQwISLEhEs9lsPB5HcewpTKdTrfXacPXU5mYcx4B1AcpUR+VIe0OBChQUam2lp6hKKpSOECPv4cp7t1751aV3379qk2RtY11p1CbK82o8nuztjUb7I1dVIbhnnnny4QtnXnzxI2trqxGVTCF4p5EBSIshsqA7BgRFITATKpkY0N6z0VZrjBPLHMKCsj/SxF1Wj9Q200uqj+VjoGH/FoFCuCRokZUtpSEScVU5rU3lXWQjXvDRk8nUex/HKSBKFDgujlLvPTFLIUvEqGpvIoUomUXyiZiD1rpyFTEiQvBMSBSCpAO7qvLee0+BmFAbGxV5Rt5J/8MH7yoXRREqpEAhhCiOIHjnPQAlSSxd9rIsvXdESCGUlbc2NsZUZRnZKMuyqirla/b7fa2URwg+EEORl5X3ZVHVvHkIiIzMiDCZTJRCZuj1ukkSK4VV5ZIkzrJ5kRetVqsxhWu0iEmSGGM843g0UTZC8TshRATyIYpMVZaxgSRJgAJwAK7RL6L2ITgXQDEqM5uXeRmKoprNZ+12PBwOpuNpr91fWz0BkCuFANxutVCJGpsUalc5RKUaNoCCNXUzHhCkNAyBifjKlffm8+y55z6itVYKfXAAlMSx1lhVLi+KxvM6z8q9/dHe/t6Fhx9utdpag/Nlt9vzPtg4cVX1y1/+04n19d/6zd+YT6eIwFotQmypKSWb/QtZYy0S8LPZ7Je//OXZs2c//vGP11SGAoXErICQAZiDtoYBTdx6770b/+Uv/+qfff0r5x9+5NLlSz/9+c9//w9+f319dTad/uLnPxn0e88+84xB4IWIAhYpvY2HAarA4JmpqipJu9bGdrr9bn/lpz/7eZbnv/G5z1prKDgijwyokFHfvHXn1dff1NqgTZAVgrp1626atNud7mw2vXLlrRdeeHbj5PpoZ7ubRp//zU9HhoE8h6CVZgKllbYKgAmaLJbaVoQJvPfT2bQqK61bqDt/9O/+7L3rNxm1WFBI18ODKitHDgNj5b1Cror5w2fP/Pe/93t/8q0/ffvK+9paBrDWiq2fhCigQqFwnXMy/FO7WBGJvFN4v2aKD2skbOu5FKXqSG5jvK+cdwp1CAFAaaWZCZBRoTXmm7/7z7tp/K3/8OelR1SGiNut2Brjg8+rSmmjkNWCqDFaO++UQjn8QghI9TppYn+az5MkSV7MtSJiX+SzXq/1xS/85nw6HY/Guzt7N69/8MQTF59//uL1a/dObp771p9+6xOf/GhVFS985GNFVv39j7//1FPnH3v47Mm19dXVVWDwPkSRSZM4BBdFWrpqJrJGG200B1INiALUSos1FCIQB+YQyButoigCQCZCVIAgHoPNGjuyOS8sOkJT0B/6GcYjTeVGp7dsknEE4B1QUsgfpjuScfplhwMp1Bq41fyirAShHQQdCdITZkxr3ei1hFOqdXd1SBqGEIw1RVEgYFmWgPV/mFXzRRpWsMG9R9QlDUkoWMgYI2Nmx9nRepBvqRBsmIFlgegyPXhcsXlEctlg6eWqsVmQ8pWjhVWs+NkcqSyXX6pRADVvIYejqPjkdZavfwN6l+vaI52CpuhsbKsaiP5ADqT5DMshBz6ESqTsanH0EwDg3t7+nTv3Tp06NVjtttud2dxdu3YnL3xe0SzLdkf7syybzqb53DnnJaFBUjqkmizL0lrb6/byvGjIQ7npwnjILZC1hIirq6vM3IjZ5OPZJPWuWlwB1gjOubW1Ne+qEIJzXrSLSZLM5/MoiqIoEh2j1Kb9flf6FNYYQYAy8p2k6aJ5pEIIopSbzWZyQebzuQScZFkmJKG1VnKujTFyrMujUVVVt9uVyX/R6QljUxSFtabf78u/FN5V2Lwoirz3RVE0bbU4jplhYW1fB65EaQfYF9n88UfPP/HoBQguhGrhURxXpRMnhaauK4pCkP90Ou31evIuZVkhKiEnx+PxeDwiCkmSSILiwvNJNZn1VVU5XxljkzQV/WpZVYy1O4oU1SEEhbUHxGw2E15d5KOCfuPIFEUexUkAdefutoRVDLptq9XHPvrCubMPuXzXRonWNkpjF8K/+eM/u3tvxwXWNvYh4OFS9vg+9kD1ZvNQNEPOy2qIgz/XTpsHok0E0lw9c/HcN7/xtVDOEfiBEu4j+s8jgvPjwXoya9CoN2vtxuJzNoHjzU5urTUmEgeXxuLoyEa33Ak6vsNUHgf9XhRba4zRiusnHRbfOSy+MvvAWZFPJ9neeL+qXNpqrw76SWS8c9ZYRBDctHz0NHvF6uoq3r+/i4iXLl1yznV7vd3dXeecc+HkyZMbJ07EaSK/c/Xq1Xv37g2HwyeeeIKZP7h1a2Nt/dy5c9JQGQwGyw42TasvBDLGlFUlUz02sjaKLl++/Pbbb4NWw+FwrdtL01Su4M7OjjFmdXVVCMMkSZIkKstS/HBFWOy9l8XqnPMhgMJut4uIRmujNADYSC8dvQKL6ylnY+J2u6NNXFWeEcmwtelolP345X/81Wtvs7KdzmCwuhLAEfiscHfv7ezc3wHP5889NOh20lg//eSjTzx2Nk2Md4UEhIutWSST1goZgEjktnKvFsJL0AB68YR7IQKWD6flVgQzh2MHwyH58uKPTdm9rPwxxkAgAPA11kXnGmtNHULwoZIX1Foj6OWSXWSBxNAIRxutSPOcROKjiBJAhLILl95L55uAVR0UwQIqRNHHoAIT0wG+bdIjpJ0vI16Sxy2ZPyG4xaAtUKgZWW2MlDK10Bck1KjeGsggAGptJQtoceTXeZqxWBcs4TfvK3mwq6piRFpUcs65QxvNUk1DjOIUWHetSAaBAwIhokZVb01EouhyXojlgAqIMBAAK9CQxBEF71yY7E+yLNcqkbJDG9WIuxQo8eN2XqAOLITX8mpUlgURMaHcXunwyYHknAOgKLLaqKqqXBUW7ggalHbOTSaT2TQDgChCbcH7A0sx4YLEAgAByoVka1k82WR4JKpdVRUA++BEGSUmTHJ+A3nRnwNrpRQBMVPpqSj93v50a+t+r9Pq9/t37tw5e+H82bNnx+N9RDAKb9/+4NFHH45VJCP+zVkrS0UKVhPpwH5r6142nZ4+fXptbS1N2/OiuH79xvb93S9+8YuxBudKAFa6nqwoK6dt0m53QuC5n+7vTd588507t7f6vdWVleG7715xPv9f/7f/2YfCgr1z415VzV786HMKKYoiJkYQS70QyGllpeiP45gZ9/f3Zei03W63Wq1WK3n98qXvv/zTL/43X03bvffevfLulXfubW1Xzu9PpoQafESs5nkeR9ZXRa+d/P7vf/Pb3/7zazdvF1XQkrqbppKWIy4CTV2oVW0jsTxc3pTXIQQT2YMnemF3tLyS8zyX6SARJsm+UVXlaDT6w29+I431t//Td5JWD5RK0zQ2BoBKVyltQGsDtWTDGBNFNgQv4w01yetD83lE1SNjPGLpsbd7bzLZTZNouNp97JHzL370+VaadDudKq9u3rj1yi9/tXn+4UH/xOW3r337z/9juxMNV3sXH3vGKruxNvjyl16CUJFzRmvvvTFKHiKlILIGgBCRUZqmWh5GeZAXQj4lQ0FE4iblF9HnurGghmOSoWXAdvCTC3Xi4UO9rleam9Lsnw0UaZ6g5Zp+UQHwcSaqKfStjQ7bvdQIpEkpWIYB0i0VVF/rwQ6/tfykIDG5NUcwhpStzTYYDpdKtXTZe1k2y4dUg5pkHcqYn+yJyz2a5SJPFLBHDsEjNd8iElA39FfTtz5APt43sb3NqH9zfxvc2CAK6ZR/2PTOkUnIBoktf7tlD8ZmNnLp1A7M1LCOy3CxMdf5sIpz+RJJmb7czG2OsGXxFKJigrKsEPXt27fXzqylaSuO2uNx9n//P//v5XfeW93YRGtb3e5guCLjtRK1HMfxvXv3nHNJGknSQPCUJOnKyoqADcFjstgmk8ne3l5kDCLeu3cvSRLRcJ08eVJsVObzOdooeI/A169fV0oZhePxyBiTJlGn0zl1+rSc4PJ9RSk3Ho+zLJvP5w3jOhwON9bXhYOVCXxA9N5PJ5Oqqvb29kII3W5XDpozZ840C1Iol5s3b8oWJ0JQQXr9fl94AkGDSZKIq5/Escopk6YJIp4/fz6OY7HaF1Gl0CEyppXnudbaGDscDrvdrgjmoyiKWu3paJTNp2c21x6/cN5aFcd2b2/XB4rjRBakwE5ZwDIJ2cit5dzv9XpNI0ZrPZlMRNfabXckwU9GtaVuEbVqURRFWfBiVha1Esda8Y/x3o/HY2sSMQWVo0R8QWQBFEWxMuinSZIVZdxqO0+3b9/Zub/b63bY+zg2X/ztL6Q2b4BNp9d+590bf/xv/9QR2CgtK99sjMe7Gx8mR38gzDueAHkE5iFqYg0cIhWefOyhb37jqzKb92FK0Q9LcfiwzyPbi0g3a8nDsWaNVKpys7KseGA24FFC8vBnk95rlmU7o7JyhaiI+91ev98dDrsSJ0MEAVghEvDu7ujOvbu3PrgNCEnSnmdZXuQnV4efeOF5eYqNMa1Wms1nssc2KOkA5r3xxqW79+7JRr+/PyKi/srKmTNnojhupvNv3LiBiKdPn5bsBEQ8d/bscLAii3U2m4mcsmleNocTMRNL5p6PosgF9+677926dYuIVobDEydOTPf2tra2ZGZR1M+z2UxKuiiKJD5OHg+ZJZW1KyEng+FKfzDodbtZlvnK9fv9oiharUS4GmBmDJIZLcdDZFMCdB6UjY1RlbdvvXPlF//wj3fubrU7KytrGwzKB3CeRqPx1RvXsyK7cP78SqfdacUnVleeufjImc11BS74DCAAWqWUsQZq1Q5SXQfXduGIKHbNAKjQKNBQA3Uxz1RHUMQynU2HKe+jrUpsdC8HJ8fy/L3IwwSALH73oD4IXq5q3UhdGg0nZnIhEDRNR0IlwSiq0aJYaRMoFIZWTnrvglhUg1ZY534cCEuBOTAEIgRg4hCCXDRtjDUGgEUgtWDoJUBWUr/l+kghqxjELRWFrWUitXAvqC+j9mLRTrQo2rB+bQHbVFcGyAvloTGa5IQA9ExKSY4wAaKuJYJQ8wD1lReHXznFZeLtkJ81AoshDaICVPKMIwbAUDtsIyhl6qmMQFXlmFnppI5NQlAKFaoQCFAxwSLLiBdD+TWtD8DETCEQo0KtZKtlUAA+eKUViJcPsFaNfcKi9Qtq4ZCGiEwhEIUQCBiEOKrfB0gjllSDQHkR7724CyCqEHzluHKOiQKF4L3EogXvlVLGWiZH3vvAVeFCIFRAivK8DARKxSHwfDpBWQlxVFUlUQBgazQCVK4EB9Jak8UjNvpy05XWDOiJy6IA4G6rbYwBxrws8rKK47jT7aIrvHdKo9Yq+KC0KsqqqgIDVpUbzSej0bjT6RRFefvuHUH+3U7nsUcfzbMsjTudVr8spq1WFFljrY1spJSRMTZETlstwUgSJDCbzUS4jqiCJ+fKGzdvlB4eefwJRrRaM1FZlnnpRtP5dDZH8JWnvKgUYJHNVgf955595o3Ll+9u3feMSRILCJFypEmgqQ/FBZUkteYSVKgdGgI1LJCcVVy3SeqAMGSGOIrllspPKw3e+9Fo7zc+82lr8a+/+4NWd5AmLWt0r9M2GgggSlKljSZPgYibkE+vEG1kF12GegiQCWT3UKjkb51zs8no4y++8MTjjw4GXWvRaCTvFaBWej6dX7lyZcb8V9/5wf2diSPX6UYrw0Gk4ip3zz71+Gdfet6owD50Ou3gfVmWrTTpdNrGIBNZqxGAkLF2Y6vX4WLYXSEggzCfh8CAWpIS4rGhuGV/kSa69oGnOEoM96K4eaAkieudi5snuvETYj5oaR+BecyslDkOBuquzeHNv6kgG38RwVHNoSy9kuUmY/ONl3WD8pO1p+jhsOzmBw75fh2TTtWXdyHpaXDmETAjP7JMWB1WUarGFuXIYGFjcNL0MhpsueSVohqYJ68pqsumW9SwasvbeDMCtyyTOQJEBYA1I4hwrNYU87zjetQlmhGX66XlxSYAtZniaw76JaQnXYNDa0ZafvN5fu3atbibPHT2bBy1jLH3tvb+9vt//8771+O0Y5N0Ms+y2VzgBCJ675RSWtd9NDnU5AUlGzmKol6v26D0sizXVobibNn0jFqt1mQyEVoMtQTTaSZKkjiObFmWABy8k2m0sqqEOSmKotGyCm7J87yRCYirsNZaHDLUAuimSSL8YbPC5SwwsrSxAAAgAElEQVRrFkaapt67brcLgFk2BwDJf0fEoshlPlncYmXsUDg6ublFkcsc6XLRJX/V7XbFXHTxjGtRt8mrhRDiJA3BRUZdeOh0bFSrFadJgogueOe85JTI3th0B+bzuXNOGm3ek7VaBJyBQlHkcZS0Wq35fK6UNkoJ/GhEg4t+BxGx0qpylURVETADhEDTyUQsr+XMk/cS3VyzLcgyjm0UxwkD+kDdfv/SpcvXr15vt1rrq6tMYdDrP3nxxMmNEwBsjI6jJEqTf/yvr/31d3/gSQVGVPqBCO3DxuGOqyQeKKRcClQ4bMHCwaJ/6vGz3/zGV9nlCEcfzF8fkn4clR1h45MkkRYYL7WHlittuWgHmWfHSMvFVzi0ry67Kk6n0yzLdmYhy+aIoFBZY9I0abVag0E/tlG7HStrFcLld67s7u7NsywEyvLi3PnzADjPsvl4v2XNx158odfpCkNgjc7zrCxLY3QQs7TGguXqtWtJkkyn03v3tk+cOPH0c88INVcWVfB07+7WzdvXn7r45HA4vHv37quvvnLx4sWnnnqKiRZGiPr4/tX0C4V+kfYJEb399jvXrl2L4/jcuXOnT5/WWs+nE2VNVhYmjgpXbe/uWGtXVwaNBeVkMpnN5u12G43VqPb39/M8l5zBXqcjii6NygMkSeKds4thAwAIqHRjYaMNoHGBbKtFhNc/uPvqq9feeedtF8q1E5udXtvGJps7F/z1a/def/2t+7t3nnzq0ZNrg5Ve56nHH3768UfIl76acyiT2BIxGt1EGTKJMrMOR10cyXwwMcEEdS6wQgWItQXqEcPuhjpbbhs3+/4RvcphleahIdcmuGyp4ACi2qTb6Mb+i5jFhhUYALXynhDAaIWIrID5YGWL42UABgqIumYUFzooa0Q3wmL/rJTYTxI2IY9Eimt+jymI2lMhAUifEpgJkBRqxJoJBNW0eeTfMygkYBTwqWonagqBAjERAtgAiBxCUOGgIlFijAYcNCMzkfOhUVIxMzGRVohKmdoZk5UCohCcO0jhZaUQKBDgQj7OoOpJCUaEwERMB+0nkAyPursPhEwWoJY3IINizZ6BlUFjrHYhFy6CmSiwr3skUvdoYdaWdszFbiKUJQFog6QErdWGOKyZOAhmJq0WhIEPwdejs8ZaRNBMQMRRmiwXWwujOTTGBF81RY+oRJblWwUjUYAFcJbzQ64tIlLwAIxgmKXn4Y3RqBWAZlbBi6SnWh7oldaDHK5iyS7HeZPL15DbgbhyntlbbWQNxHFCxDaOaq6YhDoWK0IXQpDMOqU0E88zayzGsZmXUx9KrRWiooDsVAjgXCUaJWPA+cpo6z0haB9cCK7RoTnnEGs5jZTX3nvJWn3iiQtRnM7ysihKBNIIAOgZjU0CA3DuAgdChejLot/taMQTG5/aG08JsJXE0rWVmkOiURtPxYXrz4G/xTInH0Lwod4WREzVgBnpzYvhvvc+y3LZK0IIgBRCWOvbvfs3lVIbK+2kkyRxEhnVaRlgQq2NRVacqEjoBWstUYhiW9cKcczMooEiotFo1Ol0m6piNpttbY0s0nwyuXL5rcl0pAGGwxUmjwzWmueeeYa9P3Vy9eKj509vlrNsVrp5ZNXa6vDU2uYzTz7WTQ0FjluJUthKW0lsZrMZYmi322kUK8RAnpjEcBsBsfEjrl2imgAxcQSxDR5YBm/LlfeR5rRSeln2s5AGNGW9WgYzxzwJmoE0eQs6Yv4hIqsjppG8iCFePhGadzlERR6OABYqT8bA5DCVTyvPppTXUm4SUQh0RPzZWGI2upEHWiYsY79GzNmUj7gg8WBBqB6xFluoofzyFxeZ3BKjhQ1YlQUvz1ojoWxQ8QNDlptWyDJcl90my7JWK1nEJPjmsFuaAFTNux8B//JPkkQfdhYfP9aXwe0ShVjf3yaqTlJz5RRbtjM9sG1Y2HWKVpy5NgSy1oZAeZ6nrfiFF56fFplGmXDn8+fXXvrkR4sqd2xYxUoZo3AyGQmIkhu9srIijRhjzMmNE8gs8oE8z/I8++DGDe99IyzcqioAGA6H6+vrknHnvTdGi/HJ3t7dJInFQW0+UysrK71ep9vtIoBzbp5lgcgYMxqNxuPx2tpagydlazp9+rR8x9l02m63jTEffPDBdDrt9npERCH0er0kSVZWVnq9nlwlyUPP8/zu3btpmsznszzP8zwPIayvr/f7fVkwo9EoSWLhJEXCMxqNiFhr3evVCTRJEotN4mw2E9ZBTESlFgWAVqu1sbFRewFofeLECe/91atXEdHPZ66q5rPxsNd55PzZKDJVWQCAJ1JKA6C0IYRSkz+naSrzYN77qvJaY5qm2iCSMkYbq4R5K4pqNJvGcZQm8WgyBoBut6uMBsB5NvM+aKOZyftQVVVRltPZvNfrGWOVIhFT5IVXaLwr9/fGs9lMLmCapkRhMpmWRVFV1cnNTQBIk/jk+mqk0TkXWaPBEvvxdH7yBDIRMDF7Vxaf/uSLd+9u/+KfXjFRSg8CVB+mkDyOBh8IzJbQ0QP+7uBnVNN8gw+DeQ+EYQ8UeTbhZOKsUy1iVPTCbUnCh46IzB/YrFnOK1/WqIsF1Gw2I6KizO1CniA883Q2r5zP89x7/+TTF601t2/fdc4Boja2LMd379yJosgTcKDRbPTWW1c+8fGPUQghOIR4MTrhtULiJQ7z777/cp7nZVlunj59/sL5JElCoL3dvcl0cm9rCwAuPHyWiG7cuKEAH3vssRMnTkjgaj3Nr+1oNBKvpON4OjBra4ioqsrXfvX67du3H3roIeH3R6PRaDQC5JMnT+7v79+8edN7PxgMRF4sHqBZlsmoiRDN8/m82+2ura21222tNVNgUSUxj0ajlZWVEEIcWWMMMwEDWBMZq7VGQAZ0npWJp2X1ymtv/+CHPyZnOt3OYDhIWnFgcsGPRtPbt7de/9WbFODi4+effvL8s888+eiFsxvrK66cB+eMAmL2LrRabQKvtRHFnvcUvBf0vORhrZQGRNYgQ7daZJxMBEiAenmFyblyoBGCow5Cy5MeiDIxcXj8tLGmWCSKNGeJ1ATNWxit67b14t198IJNQiBiRlCIsNBCLgJSGCgAMVkERC0dI2EnpU+u6mRuDbg8+Sr4t/kHJPFPMkAWrd76xwGAuT75mjNROpfyX1782MKPqKYpgZuZXEXEFLiBl/VvKgDAYGh5iL95AhdFST3fQHXiB9azPeJDoFQgXprZCI2xJCAyExwd/8WGG0AABMugmQMiYC1nhRAI6xE+ICwOYCeD1ioEBkAiWJRbzWKQahVFAUJEWhY5ogI+pGuvP72iiiQxWcCYEi84QESNABSACcSrYxFTs9iIERBRc1hYz9VLbKkHxo4xBMG3oDUCsNYa6iaCoDWFqImQgBEJFQBJNq5eYinFdaBSShljD8wnqK4azUKsuzzCGjh49siglUYGYV9FzhrHsQseAltrZVRV5ksVIhEoVEwcqMXMDB4UKy2JIKTQlJmzJjKRQkUAARUTBECFoIlAnl8GUlTfLWuMuGI1OwAzU3DKGEYtEmgIHlj03MigAypFPrBiUAqVRsXBMQeldEkMyliNzjnvnBVxDkAgkgCSmixFFBVi/Ygtzi+Zw1baBAriZFC5SittrGQbYpqmxmoKXFZVkRfGWiZwvgJmYkI5JIzOCgfKAoNBpFCRd4GJUAUCq0AiT7TWTOScQ4WS+g3ARW1LLVuNEScD5/x8njFzmrbKsqDAk/HYGquU0gqC9/1+9xMf+6iNoiRVIcSzrJzluac8jq1VsQE76KbejRnIB7CRTZNEolllOKfT6S4SC/zyOduEaymllFaS8Oado0CLwXc8nBDw6yVGh/DJkfOuQTW1PfpCt3mE3FueHztSYSy/3ZEi6Ygft3wvvYjKOKLzFN1OM0rUeFQ0EqllKWCTMdC4zDQngzzxAJiXZRPPcLz73thXyp8bgnExM0bA9V1omsKHzrIFnFu0TqDpoUgbdfksazDb8qstK8Qa+5kFnaiWgbdIrRo3ea1RpIYfYnCqjnjwHKMgDvXyl8cCl/tly8vjiGD1w4pR+chSSDRK1OWeLwVWSjMQAC8+Pwtn5b1nBkZz9+6dnftbF598otXumjh67dL7/98f/1nc6hubuOBDCFJZiusBM6RJKnJfpZC8F2pO2hOz2bTf73c6nclk4pxTSjcRz6LzlCA76SgBsfQXfPDG6IZrzYui3W7LvFxjJdrtdmezmQzpSf9OvCGGw2HwXnpJQtxpY7IsEycY+d1qgTYFr0rTLU0TOSaELZSrWlWVaO3ybNbudBCUDNdl2Vyyl2UtzedzMXiRB0fEbw3J2WiDnXNlWYmvlYz2NdPy4j+3sdrfGK4URa4VamOIwcQR+RBZK68p/whb27TntK71Q8bW3ZAsy8rCWWsB1JL5kFoQmJ4CA6CcmCIvEk3OeDJl5sFgRVhT7/14MmuEchLtLdhSnqM8z8bj0XBVZLo6spGNbGwjV1ZG6U673epGD58/m1hNvjBahcBpuz/Nym/92X+6u7XDJjkOoo44G32Y98kD7YUPbS/Ey/HoMptnwD39xNlvfuNr7HN1eAf4MIz3a97iiKUtEaVpaoypnGuay7Ism11occcZm1odj7F5dBCTs4xs19bWRFOwOy329/eFGBRpNCOURSUdipc+81JZlj/5yU+LoqiqUindaqVK6VOnTne73eGgrwCrskjTJDI6BE/Bt1pJHMdFkdFC0VOzeSJxfuKpJ6U1UhZlWVbvvf/e3Xv3Hnvssccff/zmrfcvX7587ty5Jy9eHPQHMhdHAK00DYHNok98xBS1VuprXZaV1vq1197Y3t5+4YUXer3e7s7OrRs3lFLD4ZAV7O7u5nn+xBNP3L17V8bzzp07l6ap9359ff3+/fuj0UjiBVdXV0+ePNlEEFIgKx3EZvCAwVVVjbu1MnHHNGQjK2Px3v3pd3/4k1feuDyZZo89em5j42TlKARdVfju1Rs3b97UWr/00ieGw/5j5zYvnj/98CPnIqtn030kx8FXpEOAvHBZOe31Y22RCQIxMUvjrFHwN3k5ovSr92WpvcVAcgniH9fuozZHmgTL9cFh46BDk+1KCs0FYkCmZpC6sfoBbRYCj1rmIdhGSCYZ969HRZC1VgBikUKI2poIOJBccFFHKSRiBFKAgEgiJTzgrEXyqWu1IaDSRimUuEJmrny1AHiieJS8JkG2BMCIWmAkE4XgEVgpJTOHBhWiogUoRoBKEwMJw0gIihUBEAr5IwMmtW+J0roWvNUeDcCBkBiVgqY9r2qFaEN3IgKzQGINgMSKScpEZKoWd0Q13XqllBJ3BggMzOCVAgQGBuccaqM0MhAAYTDICkFyFAAIgagebAGNEBYoHRc9GhU8I0dW69oRnliZmmYNITAxAQuRqIEJaCEiIiXfV+BLIArOGqVVrepcuM/V9AIoJFoyPBBh1ZIOIfLg2IlXodTZNa9L4gysADWwRmaFgByQiFkpRCIEhkiL4sVDCAZUpCNyxAxRFKNCsFQzAMwQAjaZKPIIAFtltcSCEpGrsQcyhaJCRB+0mF0xAHpk1oSsGBEVEyGPmBiV4WCAjVamqkriIomAwjhUxtiUwbvSRXF9jkLtsh4QayNZhQiBmb3WmgIJV1NTkc5VvrI2ChQMgmIKzgOiNrFi9G7KpLSJgmfBeVppH6pERx4q5bwlshoMukABxfCQSJ5UMFBP+Wo4IixkXScLiqI5WECMlq3ttSbvM6tU0rK9NImjlIgCRVrXOT9ETAEJNSqFoI1GX+ZWozKaUIPWYeGv0LQnhY1fYAkRUygRaIUQrInErxwAojQqXUEBvA9xlGTzLIosMgcqs3zcW91QRQEhtLTurfZ03JvNJlppExB8pqlQUaS0TpJIKQiBO52O1rosq0VX5SCTWiajlgeMlarpPWUsY1ikmgnfT8vK9uMavEUpQMthAMd/uGGkj/tqHDfkgCW993GXyCO44sjrHElpe6BESr57g74a849mokyOcmY2Rst9fyCQE3R0OI7oEPJpIuObY++QpHPxNZtRwOWfYWazpPha1MrYROvSUstcxloaKWnzaZdtyo80g5YFmc0AocRbtVotRF6+lcd0XEeHJg57y0Htibe4cc2Q1XHt5QNpxgdGLC65G2AjmlhkZx32aSPghTmE1iqKrDxiEiWfFTTsD8iXCL6qZi5EL3zkkRB+74/+7bcn0/uBuNvtQiDxmWwn7W63u7q6urOzk2WZq3xB2Xyabd/b0lp3u93BYIDA08kkiePNkyetqYO2x+NxmZfk6dr716Io6vV6YCCyOokj3UrFoyUwjcfj3d1dITG2t7dlokz8LcfjsVJqc3NTQl9Go5E2Ks/zu3fvlEURx/Hq6ioAOFeZyKatZGWwKYZtEpZQluX29vZoNJKMBHmWW62WpJ8LcpvP53KL79+/Dxyk8VEWpejwh8PVxpsEADrdzv7+/gcffNDpdCSvT2r6tbW1JsaGmcfjicQqIOJoNJLZP1CwNhz2e+00TXzw0sHo9rohcACuAnvvZ7OZQK8GwcqqFo49igwioNJi7OG9Hwz63gfvyQXSRudFrgKmaeKZCufG4wkwDgYrrTS1WslYY5aXVRqKopDHZDyezufzvChkTFF4y7W1tfl8Lo+ttTZO7PrGsNvtGKOLMk/jeDDoDweDNE5EGuAJAINzDihogKosTRQP+u3f/Rf/4o//5N/tZ+7DyLoP80RZ3vd+TaJdvdpl1uWgey6FLjZS++VH6YHunQ8iCY8atzRT3CLtlpwM772ArkYicci3QtVGoItNYKkXLwUUH+rmCLRugjS6g8GJ9RXnXFFUs9kMgbwPZZbl8+naiY04tvP5dNjvUredJMnm5uZwOBSgXhRFCOR9kBp1NJ2Qc91uRz52mqZFngc6mHjEv/yr706mEx+CGNq2Wq3xeJJlGTG10paxpijmFy9ePHv2rNYGFqmswFxnRCq9u7uvlDZGh0CN4lkazM67QDSZTPIi3zx1aj6f7+3tKQYEbLVSo/V4OpV+ydbW1mw2i+N4nmVpmg5WBr1ubzIZNWfq+uraynAFFjb9WqvgvTVG7Mt3d3bSNG232oFCt9uNokjEkYBIrFDpee7fvPzuq2+8dfXmB2mr22p34lastfWO9/enN67fnE4mmyfXLpw/fWK9c+LkymPnzq73e8zkfSmaNCZArb1nBqW10crXdv8LTSMsrF+FDiFgBoLa8UaYpboeUlohH8j/mmQQVKhQMTCiXR7GW14odTH3oATeg8GGRVqlD0G8sKmO79AAyOS5Hskif6wBiaAUqFrhhFCHPDJKp1Ab40OJgHTwRAkyEawEjMjE4VDPEqBWzgRgVErLJJlo8wCAgZqSRbi+hRHtgTxGAAkzGa20MbhgMLgWygp7rwrKZbpssSk0jnaAULvfNh3V2hG1mW8RWWk9uoYHk2wy0QTKwSHdrCw8WDivI1MjMToARfUYJWP9NUGM/iSJWdf2CaQU+KAXVQg0ujKtTF3eIS/kRlpWS62QlGqyXkGsl8wcQggkgbiIWgmTvNCL1Vsnex98CAicJHH97suS0EZyYOzy2O2yMR0RsRMlsFZacrLrdXkwR4oKQSZFBbczCC1LDFzHEshdEVSAS5YGSmNjqVxzjHLJ6mejvvjSyvaV00bHcRy8V1ozEyghrlmaDIvfBpQPwHOtbQgIqFEZChyCJ3JasVKkVcRglEJZzohKzE15MSegQKnF5BFLHz14CuS9J2Kl0VgbgrjXEoiLNzOgAlQ+kMKCGLWxNbBnBuBArLQODEgEdRX3ALuwRs2yaETUvfzm2ZFOntwCMShfjvaqOw2AsHDqD0S1ZiyE2tzFWLE+AiYKPrJWacXSplpQiOLo3Zj6SllDoBa0CS82NyyrUimtlVbm/+fsTX9kybL7sHPOXSIil6rKelVv672H5PRwhpToGZIz5AiSJVMbIMAGaJiCLRi2QH/wn+QvMgwLNkCClCnL9gAmTFIUxSE04jILh5yZXl7367dVvarKLZa7HH84ETdvRtZrWu4Pjbdk5cuMiHvvOee3YYTQtl0M0WijSIXgtVYcg7E0qcrYdjEqBhU5RvBEqMhABI5eofD/VBb2zYD99QOGyEzYm4Ikw+HMvUMl97lMVQtDJIw8aHnfBdkOL0BfHDVpo3pCjvCkH7vVXjJPEt+X8PFIBrZfM92SlH1L3i5RjGyMlocw9eEAfRuWQBipMpumSTHrOSN0pCgLTLm7SYIgejUdQu77nxuGDW0fpGlj4o7ubDMzbsUgkExoAPQsXOhv6PBKzvo6SiPF/keGNDwRn9/KzsqZtNkN2vE8RXyVnoc8xDxrO/nW+jKPcb91ZHBr7O3I9Iv6GKq+j80j2vPzSz6GUiTgkuyrRIRoAKJS+Pz5s48ePXr9zXfO7z3wkf/tN//st3/7/7nplDGma7uqrObzGTOv1+uyrNqmrapK1mOKCJcG0hg9+Btj8CHEcHR0ZI11zm3rrUh/I0djDAEba+QJLIqiaRtri6oqQ4ib7SZG1sYO5rQcgu9J/gDX19fT2XRxciJB58DsnBf1ICLN5jMJ+eDI1pjJZNJ2XQyhaRpSNJ1Ol8uleFrKOdJ1XVVVorOSO9I0TfAhB3u978tuMZMPISithQIqmsMB1nNVVdV1bTUhkdGmdS6EaLSJzF3nAKHrOltYghi7+qe+8BP3zk/btt1sayAVIhtTdG0jFHrn3PHxsfBTClsASKpq9MG3bUuKIrO1VkT1trBKa2DwHtum8cE75wDYOS+t4HbbEFJRWA5ePlvXtT4M0fDe91Rto4SwU5alVoqBC1vMZlNBI61RRou5CChFWqueJxWFAkMBFXDAGAACcAQk58JkdnRycvLNb/77f/GN3xFOlTbGBS/ifkgVxx6tcry/HZIqx4tl0OYNBg0aOCQ0L7dg+WyO6K0t6OEumhfV2vSScgHccsywt1xCTgUTAohjysA1l8IAd98DZPMPi8Vp77NKqJQmUqCIY4yBQ/Sb9fbq6uru+V1tNA8nk9YmSiyY971Lp/OkFDBvVqs/+ZM/nlbVz/3cV7RWzncTMc5kFH77YrHQMYTVzVIcVqyxH73/QbILu1iuqqp698d/7M033vbOP3v6RLq4PM4VEV+8eCEtojD+5QyQyc2nnzwGpLfffvv4+OSH778vTJLSWKN023WFMfV2Y61tttvOdUhIit56680f/OAHl5cXZVWVhTk7OzNGz2azsrAgwmhmJBL3acbYB78YE2L0MUwm07Kayl6pCBgIST+7XP/e73/zj//0u62Pr7/xVlmWy+Xy8qZZrS6eP3naNs2dk8XbX/q8Rl9q99NffPeN1+9i4Kbe5vx4rbVCZWzf9Du/c3kWL8h0lHPsSYTAGBlDYICAknjNUi7sch8Hx2reTSbk95kKHPJJLfOu8D1gAQ3nSs9UEW4GgkJET0L6R4j7EZC7SChExBhYHGKGbSKkQ8t7RtcBJdcvyNDq2M/CWafvgojSZA4rRyExKZaiBQCVpiGOVvQnJKr03dpjEqVRyoQ1Q/CRLEpB/2RdBQBLBm9JWel/4SPvWechp0QmRFSoMIkrhjgURGQamFeAzCD6nLGXOoDAKIdZMb14d+CYxhg5IACUhd29BomVz9UXyZYgFw7tW4QjkRGKzs7boJ9rMBFpRcyDj47KJgKDiiZGVhq00USK9quZjA7PABC827FPhY0ZoySjDPAFsYoROQLH0OdNMTBIZRz9iFs1RPABEQWXNkZw0QlPKnIE4siRh05ZSkUeTFMZmJEBBfiFGKOPPlLUWkeMaIgFneBuNyAnlI4rW1Y2MiFBhAjgAvvAgRQBUGQCBsQQOVGtQkqX7vl4+5qlGKMPXrprUgKrB62xpxEq4F4xFgGi1hCCEj6z5PPshD1ReN0KMXfRzB7mzCOeIyQac28pyzLRkAUbRVkgb79rJHDIaBuGGIjUTy1QkQJFGGNEwgjgXNBGk1YCXcYY1WDpMV4gws6KAxMvBoS+Y1eIWpFS2kfvfQDPCpAgaqU0aQRQtjBGQ0RlKyU2P5EhIiExBySMzD4CMFhDklJKRIp6W9ueNNBD8wzMSpadUnqQpeWmlJlYLhXW/XWAsTl4rgfZM+TISXqDlDSkfTincR4k78Xc3WHkkznMjsauBrmV5QjrG8jPmFyIldJaY2aVzDGy1ipGURjKZoVVNZHRtcjz5P2lyEv7pFIKUcuVkSyBxBTtC5fgd6k/cgWGTRB30X+7bzc2ONnXraVnaVRXDVzy3X0ceuPsNBh0gtm//1k5XeKXlhSDacqWbYZ8yOnKq4L8MRgZBh5idwcRf3vwYLLL536GHnMCsPBs0whjIL8MsgsfYpQAeuwJJBCIVIyxKGbaVJcXV4vF3enU/M1f/Jnt8uL/+jd/fn5+l4iOZjNxXNRaL5c32+32+ga7tp1NJ/fv318sTtKTJmqa5XLpvb98eYGIT58+EYvd8/Pz+Xwm6jil1OnpQmt9dXV1eXm5Wq8kFVkuwvn5+cnpnZvVOsZ4fnonBG+taZrm+urqZnkTQqi326uXV7PZ7OTkOMZoicTJU8rL9XpNSJcXl1dtK9fk5OSkKCXW1x4dHU8mE1QodWZd1xLOLtft4cOHSqmqnBmjF6cnIYTr6ysA2GzW28368vJF0zRt515//Q254JPJROR/2+3m5uZaXCGosKvVqvVusbgTYlRKE9Hp2enR/Pjy8hIAMPpNuyUOk9Jy9K0xTesRcHl9s95ufAjGGCSljXFdJ0tJ/kOGuqmJyNoKFfUBKoR103Vu2bbt9ct6u92m9jXhH8aY2Xxuram3m7redq4tjSnLyns3rSqlqSyL6XQ6n8+NMVopqUO01lVZCIm0P91iiviK7ETdMMzdEQmCaI8Ck3giWG0365XV6mf+2hc+eXH1rW99i0mH6LGvMgEBiKGff4/difCvtGn57J/DcnwAACAASURBVP8GQdBngXiv4mR+hi3nyPVQNJkC9srwKxXDw6yQ0lFCgNR77/Upx7h3XoBSJPQT+VesMXXbOdfGGIFQaT0pSmvKQpnj6dSQYqOapgmdC4GD87LDiGOffKP1djubTp89ffLa/QdNs40hgiJjbNN2QDCbzMX5FgDwt/7lv5KMkdPT06qqVquVTNpEqHpycnLvwf2XL18+e/pMTMmlDREbXMkxl05XtB/GmOBD5KioJ/2fLhZd8M+ePweAo+MjrTUBMnNVFN756+vrzWYj05TpbGbL4tGjRxcXF9ba09PTH3v3XWPMj370o8ViYbReLBb97kairolS4RGp9XpDRGdnZ5PJRCYIinQAXm+7P//+j771J995/OSFspP58UlRVttNva23F8v11eWl1ube2Z3Smvmseuft1z7/Y2/duTMjjNE5jWpkm5YcxphZ7P6TnfTINRuACWHQqPTDuT5GRmnmSOPzJiaeYKIPJZl+vgQGFGMs6d57t96arJ+z42C/3hfL4NOTJxrCNLMU4qt8FXmqZBdIBzMRFaXOuEa9nYAcSMwco85pMOn/g1VRKpuY+ieEs8pG7OYw9Rp9jxcjIhndsz3zDipvt+SyDcBP74W1J9nlXVRlzpLtv85wZA+4xK42k4uJw8Y6sl+71QQ86S2FHwXMHHZXiTK9XX+JaC9QKzddyKu6UUhxnmuUk5fSuD3nGuUqkbRtjWzoXqFOplHMaB7gK4+Q6hMjQ4KlZfYWD8wbcqXN6CuPJEmH8MWtfIxkUJRfsYFSOHbCSJlj0uv2swyOCYrRWiukV3mCDbJSnZeV6Z8QOtlA26OUCv0ZGvTRd091JJH+K03D8qfi4N3AOYcIspkDsJjyDQ+AGing90VHQLQjk0siX76iR+OhMTqBe1kCzOBdkKNBhqBd1/UGEuz7njlyWRTGaDH9y0cb6eOJ9wYhTqoqkfFuBUludStJFiD71z/xCEKSpeXD5lvDjkYwXdruZPB/WF6MRtQjoGxUc6TXH36L3OXyoJHAtPBH+QTJYldKlvTmspPk88E8DSLHoz7++GMf8Z133vn2t799cXHx1a9+Nbe4ZGbKJGqpSdt3Edst5KQg6Cen+7vcvkowZ0PtDt/9Ry7PFqL9HQOHECrObUhHfgn70/2d9nswzaZXDPU4bfJJNJXXALl0UzyTdhrR4WMkn7nkYJxbmKY3TwF9MkYXTdcetWf4rfDKEkdXKSUFgPPRuXCzXIYQ33jz9a5rv/F73/nX/+YPSCkAihGQ1PHxsVF6vVkRkutaiZpIB3fu6DadTkN0MvEXUdzgvQQijJzPZ9vtFhHFzFN4iW3bysucD9ZKeGMPsysipUhKSgk+EUtJZpYeT3wvxD7KGLPdbJPbodYaUXDXfgZRFMYYY6yV2bOE9ybuZWGLznUI2LSNNfZkcSysPA7hZnmtlTW2FJeU7XabUkmn06lwIFvXGm1CZK2N894WpXMuhFhMJs65ypbsu2kBZ8fTe3dPSanlugbUyuhmW2/q2sdwNJ8LYa9t68Laruu87+MlIYbttm6atqlboFR7eCIJ9TTW2rIsV6tl23biJy+M66Ojo2lVCW2+qgpjjFJkjK7KQmlxl+sN6/q6ChliepKDVH27XXGY88qxOiwk8Rfv56wxRqM1h8gMJ8dHa0+/9uu/+aMPPyZVRO5tYLH3WpBkM/wrJXOjP9n9FoUuEHKnTcXdFz//1j/+z/9h7LYI/Nm6u8ND6rM7w/RKcVwXVacISm/95Inejdw7O/RO/4AIe2fKdDoVN8oeTA4cAZzrQoykSAqPzWp1fXV98eLFnfsPjo+Pvfdam+12s1yubFEopSV9ERAisyL8+MMP7929++zps8+9+3ZRFUTYSWCposlk0nXddDrVb739xscff1yW5b375+fn50kVenV1dffe2dnZmTHGdY1942FZlvlRJM2hVlYov7KGU7Elv63rumnqi4uLk9PFbDYTn5UQwunxSei6q6srrdR8Nq2qyodQWPOX3//+5eXlgwcPyunk7OxscXLaNE1hLaQaDnsEWApK7NmJcTabTqezPl+lpy25D59c/d7v/uv3P/rEOzbV7OzsvPNhtVwuV8snT550Lkwm5fHRhKC7c+fkZ7/81995+00OjXdtWVqggYiYHTm9e2TGBsmNRtP4kkghRGnzFO3O9fQLpezQyaRxbEzqDqnPUu55PgoRpRhRb1l5yOzPPccGZpHuGzCOfbIKFocjxr4S6tuwVKWBUGIAVIxqiNzFfM4qkAajgPYAkRTt7AeinJpIKHRq8ZGUu8kYA+cWjj23EdJYl73vrUHFLCGXuefH4Q4jUuYVzYAEPdWpzRuKdd65fGOPuAkDNF1a7DdFBo6DQ8MtIyLIEghHBbT3PoYg/If0zOSf/LB8ycuvvG5IgYejflVKjdzifESjyrewhMmnrzDK8jrY7+IwsopJw5PC1igxSzPAOfZ6yzgyWx9flhgROUt5lhlFYkZhNpgfDzUGdmoEiIistZICKIQgj0qynRjN8kXci4hq+GISECAlFGEP1wo1NO7jdTlmPsRa9MCYGJMqpTPHefgM94XU4mbO8ipZJQ0DkduHnf2scL8NyNeyKNOMsVqLNwwmY4x8Bd3aLKXM6NzhMHV3aUAw+hYJhUC14472VwkjYMRstmm0LooiQm8FycykFSMEjqoPROn/ibQHpmTkHPQeGRvmkeWHR3sOpwwP224lpr9NO9LhcT4yQE5SqNT2JJjrkJiUN10j45ZbbcTThpBiUQ/HH6MxQfqE+Q3KYcOu68qylE5bwBmJgZJg6zx4fZgcd8x8cXFhiom19t133xUXxIQypZMlP3EElcrV4/l1ELJoirwbre58eHfYXedjplvtHPLVJLdFGvi0bPNx2AFpFlI2TzZ7vX0BjtzVR2jtOB5p2MPzpIeRnelgMryDBxOCl5i3cqekuErcrXQvciIVEYXg0nIgAmv1cnX9ycefzuez8/OTf/T3vqzR/cZv/lY1O97UHSr74vJlYW2h9WsPH0zP7gz+n71Vz+Xl5fX1tTw2xpjJtNRan5yc3L9/P49PbJrm2bNnH3zwgbSvl5eXxpjpdHrv3r2U/KmUnh8dXbx4cXl5qbW6enkpIqjC2uDDbDY7vrOQpDtEFBP4zXa7XK2ICG5u6ro+PjpaLBbW2tl8Jhe2qqrtdrtarSJzXW+vrhpp1USEJiDYbDadTCab5U3ru865m+trAPzk0UdlWc7n88ViUZ7fJ6WVNj2dsijqurm4uGjbtqoq54K19uzefaWUNiZE0FrXTbttblrnH3/4eLlcrm+WCsJ/+1/9ysN7J+12jYTTuSFlVqtV65zWJnRwfb3sXMvM1urgPRFKgoKxtiysbCmKsCyrk5MTuQsyrFyv11prrRVOq86o2Wx2dHQkGJ34shg9bBQgzw8yR/YB+xxiIYr1DZeoIWQyqwgiY6+8GZznRMYCCXUf+kJCjACFtTEEIuTIy+Xy5PzBL/2dv/nRP/ufO9faYho56T2G4RTQ4YgkHzofrrIs50ZmNjSIYqRQg7+Sn/n/7789efNQaEmDvd1ub81wR9jTumQB5zgSGYq0WMyxiEjpAgHQljxYstd1vVqv63rjg0NSgERKd85t62YoUUyPFgDO5/PHjx+LvV7d1D/80fvz+fz+/fvG6hCi69oY43Q6BQD8nd/5XWvtG2+8IeMlmW2If/fx8fGLFy822zWAOFaxxN1KWFc/SgECAB921D5rjJhrH5+cEELbNkfHx867i4uLzXZbFsVisTg9PQ3OW2uNKVar1dXV1Xq97rru+OTk7t27FxcXzPzGG29UxaTtmk8efyKywuPjY6Ddg6CQYghKqbKsqqrS2gTvZXzVtu16tfrDP/nz589fMFNRTm1R+QCbzWa92a43G+faoqgmk1IrfP31+5//ic+dLo6dayCyMRoZFAq/eO/e5zVNCD51Yqns2B0YzMIrTfqZ4dhGMWnkXh/DieIYYpA0qhhiWel8iHhwxu+S4g4NA1IqA++776fGkkD1DNJEYhRLRUIE9MGH6Een2g7yAhDW/uGiHbis2fdiSMlUSAgsdLOAgEop6GV9DBlPpk+qG9fEaZgakwnkYSInAARQmIFxwqzDQc1F7Eem2Hn5FTjmqzIjO/VlsUJ6Fdx/mO2bB0DFGDnwAHDt2v7cAg71nn1fXrCOpraJs5TXCqO7MNqGcipsQjaSw16aYR+mOCbFEeW2QkOMVQ9U9lNCjjHC8MwP00E1+lSHEcMyNRhZSmT27nT4jGW9TZAMtMRrynHOtCTzL5VKKADQRCFGBuic86F3dZNhhd5xIF/JKhmNCQd7/TGom/dCryr6c9VTgmdHT9R+403J1XOUuD1g7y7Ff/d/DgmmFjIB3ppxJH8s/oT5ZCrdmjzy+9B+UPgnOd7lffC+168jouu8H5xymAMQDr7EKnJ0vrOkU2Wch8L1TwuR7eM6xvOU9HRJpkVRFPnL9qt5GAFro5WbcylHzXD+6zzFeOS08aoo3vw1B9DiHuKX0tKSunh/RfN+a6SkRJBRcVla50LK+4oxSrJZytR+/vz5kydPfvzHf3w2m6WJXg7VijHD7nBROn1gKZrTNiJ+SOljCsiQ5jbCp0iDg8MlMJpAHTqOjmKEEjd1eCVnnsyUNtVhkGdyxSPs+Opx1FVmHPXdchAmZA4C58D7YWrWZ5i5jxC/dPtyV9LRPU0pW+K/IjMguX1S2Y/0GqlxlVy4GFOEoHYxcoxd5wFRGxNjrMry+mbzf//Ov/3+Dz90oJsuMpBR2tVNURiOgYGFCZnO4nShmqaxhZaPtN1uxaMlEVUAoChsmhEMGgQlaJ4eguOSiWXw3jnXtW3nOsk4cT5IsoLwxQT6m81mAie0bWuMFnRlNpsR9Z9BpN1EFJwbThaFhE3dFGVhjd1sN0YbpYGIjo6OnfeSfd3U7UAHYaWUj7GwFpDKogLAtmnqpuXITdMAwOVyvVou67ZdLtdXV1d122ltfPCXly9n8/nZYlEo/m/+yX9xOisUeWZebbd1067X67quiVRZVUVhlSKhLXDwk+lkNpuUZUlE0TmOfUJxVU0mk0kMwTtXlEVZFiG0xhhEkmmmMSa14v1CQBaBdx/UAcAMvWvXQOruy0caKE+yuBCZUYT5ac8cBV1iH0MM0MfGhP547jmgZjKZ/2+/9Y3vfv9HLiAqPTCqImBAUOkcf5WCbvRXe0feQW4eR0+xvRXN+4xshlvRvFtfn78yDsR1uez5coNR3igzAcakwOpXNUZO1xCVVsYYrXpAnsEIFEiESvU3pW1b713btGjK9Wbzg7/8yzffeKMoSqFNpS2u7dxqvf7gg/dnkykwN9v65OQ4hkBK3T0/u3v3ro+9U9q9e/f0/fsPYoxVNWmaZrVaO+dms9l8fiTBR96HsiiTZvowaEj21pubG7E2GmxhSRD8EPzp6QIANpvN/bv35vO5oHwp+lMpLWpUrfXZ2dl8Pk9RFUTUtFuRjQrpyPkOCcPgXkXazmbH4nzqnHMuyAUjxLJUWpt/8Pf/E0TCPi1dSIBMBM5FIoyOlRb4CUJoCIGjQiQCRaQ5RkIeccDyWeCrKFj7j1FP2gRArXvbCfGuhP0yhZmjC6RQoValUgpTnJHQ4rIYgL3OZ5/22X8YMYMawTuHM+a9cw7Rd8F7L5TnIenYp6InHUWFMZzN9fd14QxI4voih7FSikiMOYW+DKonXvaMUlFc7Ny7IyUcXH7ce0+EIUSlSL7iqL7M17CGmIg6w3aW7ggC2BHVLe/EhuRw6pHPyKKSRMAEYt66O+Q2Oflf5cACASHsbkGKPpPBIREx7ZHB8hH+QBIOGeqFeRLUyBblNq92nVc/B3GX4hHTjxx4cDrZDeCLYhSG0+c39IWOsBNFkQzCwYMsfO/WJKvBG1oT7pGpMHMdEc/V3F02H/6l95FuM5+JpDJu1Eod1mRyFmmllO73HDnOduTdA7jgsL3PO4FR+Fg++Tt8XA+61pijtSMp435NvMMZiPYSq5kjcwDgalJppYR109dbomcQfBp4mI/uJZcopfNRUd7wjNDRPIUsJ9p50aYPXVDG7FUhBIix0IaM7skRCMLnVFpH75TWBJS69IF4tpNyyXE7WmtpaaQmIb1stO8l5VUeUpp+kHuxu5YaNCUmp6+Wr7WcJJzf9BHaOWpd0l46Qu/T46QUed+3jnLp2ra11uK+zYlszvL+Xdd98MEHJycLMab+3ve+9/DhwzfffDOvvL/1rW+9+eabDx8+lK8myWMnJydyqMkem+88idLcL3OxfQpBKTWfzZLfoCyZ4F3aSPuOPSPKZto5zq//MF3iNLKUkkB6mFwxTrS7jImDms/PM64N5/MR8Q8bcYDz9j5domw2t1u8WmuxwoJstiiP9OFjMyLVjxz8hK58uOoPmWPpO6ZjJTV18mvx8EgeNglTTZukuPkZm7xMHQGiVoDonX/88aOLi4uf/sIXzhcnv/yf/t3f/YNv/f4f/SmR0nbmO+cahsiIqDTVzXZbb+azudAq66a21mqlp7OJc300udhRSgzDdDp1zknIp0CO0qqJvaq1VlaW6zqrtRGLrBhd182P5o3RU5iuliuj9WRu27bznZtPp0SqruvCll29tZrspNwQA0LbtmVhjKa6rrXCsrSbzabeOgQqq8n8aCrHKwCU5UT8EsvI1tptVxemrF0MHrUpnHO1gxDw6vqmabsYw/MXL1arVV3XhEqk+Ov1JoQ4nc6UUsoYrRQDNI0jU03tVGl9fX0T0ZhiVk0LYu9CV7duWhofuqrS03n14MEZEWAEY2xRFCLLB4xKKaPIFlYrhbRTigKzyEgUUe+uFiOjSXsCgDiH9x5yYoyVlrBkD2RrR0obCiFIWBamARMzKRVDIKUH9zvovdJ75znJIqLABBJDjtS/NaC1GmIE4M4329X1P/h7fzv4+L2//GCoXAEJnA9GE+xLeA5ZDCMkba/A3nulCHMwn9bd2qEdnraf0VW+yo0zwexyAE2nUwmzzbfxvffcn95CX0urdBY8fvz4ww8/PD4+Pj8/Pzk5Kcq51pojRwIxQJCb63xEopcXF48ePZrPptOqPDs7s9akrTTE6H3Y1tsHd0+vr66WN0ueT2IIqiimk8m0KpvNmgqdxt/a+65t27reAMBkUsZoEaHrmhjjfD49PT0ZGT0LyznFR3RdZ4zRmiRcMpdWO+ec9zIUFFldouj08b6KIDhEnE4r51rn2vUGkNAWojP2isj7rqqKm+WyrIqmqavJRLbLsizPzs8LW6xWtY8ekZRW4hIn9Q/povMNs8hAlRg3a0SOrKkHZxQQQFTIrHGIYCZgTYTAoEjcEHa5w4OzC91qESvViVLEDCH2Joej8ykNqjvv88eRiGxZJtFC2rsTsqEylWCyXRt5AKTX27LMqZh6X84xOMiN6+Be4wSY3DVyBnwqXPRwoh8W3zHGLjgAkyb0+chWmHDqtllRhhXgYUsgfyuFVyorc5YaZAqVpLuXdSyGojzw6kbxx2ngPVi0ReHxkfg59N6n/VGaHoBDgCVvhnP1y+7iQEy8hVxLltBghls2O3keelbbEEe+C8bI6uzRAyl0rGyPiylATOqDPXADmFB9Bv/BZ6btgjPkMz/RUg7Te/nijD33iUb7bH5NeniQw6gCy3uneJur4UiUmCt8Rq1yDkPlAE7++YkZhUYLjLwjgx5OFve/9ZgkJn3FXsuavXjEQ8vJk7kv/AgluxUIejUKt+MUaKON0TK8kJ/r2k6eyZGB1qhJG8Gq6WHLm+0R3S7VrznVcJ/eJiyy0LZt13bWFFb1HSYSCfXDO+eCq6pS8y7bLa2CRPMriqKwVsrH3hi9bdO/WJalIADyhKcH3g/HUAh7EJlUpVI0O+e11ogsjVCyu8jrhrIsJFY+nYPpyEutZmYaHFer1cOHDzebjRvyl4jo0aNH6/X6C1/4gqyjtBF95zvfRcT33ntPtgVJ+vrBD37wh3/4h1/72tfefvut0QrqtfG9aYpO8QmLxUK86XPA7etf/3raS+X0nEwm6biR3uZVIX79FkF9/rscH2TNbvcjSpLU0cB7+EW81Vhv0BfhaJwqs+DkPCybcxKr5w3ePqlkb3CZ0VkgH0bkyzbv1g4X9eCMF9MsKZ3O6fC6NZP91qSEfEywb5+Doy3iVWaq8gthP6bpySjeIxuvyBhiYOxHBmYkePDw/htvvGEgRu+QzC/+wpcjqv/jG799frciQ0f37xMRR88YJYrg5dXlcrm01k6nU6I5AFtlp9Pp2dmZ1rppGgk3ZuZnz54tl8vZbHbnzmmS9VZVJQRL4QxvNhsEvr65Wi6XZVlOpzOj7Wq5DhxPTk6qyRQRT4+r5XK53TQQ+fnzp5vNZjKZSQYDV5GQTs9OT05O1uvN9fXNdDoloufPLmSJzWYzH8EFnh8vqqoioq7r6rqeTWY+Xj99/vz5y6uu656/uLxZLr2PbduFCNaW19c31hR3758jMTMV0+MYI4JSSldoYoyz2TEAcOyXlTzixlgkigyIypYlYDiaT+6cHpfKnRxNisLYogBEo7VSSIzCSO8bMwBFyVSWASCqnTGPKNpQvAaYQUGMDDHofY5Zv7hgRwfY27LiUMIgyvUBZs+ghyc5hEiE0Ie7Ugi+T3fIihwBkyOQc6Hp2s16u93WIbij+Xw+rTQRQJxOTQjRKPV3f+nvvLz+jWcvXnJEbey23szms+2m1uqW2JhbR9Kj3gkzl86hvxVeWD/BF+rYoeLutpRL+P/428Oxi3yq7XYr2rDVaiUn2n7mKgqZhQbFhdZaD4CWOJgsFotHjx5997vfjTEuFouz8wf3798/PT0VOFecirZ1rZS6Xq2urq5+7HOfe/ut1/vmOzBDJKWAQRGjhsXx7HRx9NqDuzHGrnXL5co5h8NeZ8tSEjuYGR99/MFms5lMJj2mEhkJORF1EX10HCMgxhAg7XES3owoPmmCbBohhWeBOYGZlOIYNSkefi3cDgYmAa1YIq9c8otDRFKESBBYNLuffPJ4MpmUZaVIaVOEGC4uLr1nW0xijFpppbT3vcEoICpSSIgmcowitkHekWEkyE5BicgheMAQo7fWWGsQlMI+1xwHD1T5VLI00x/izp0dhbIsbrx9X4EUUwklT0D6RYyAqHUKdZS7kpyscWDT7dJ4x6QjoFFYFuy7g4QYsEeydnFPNJiThMFnH3gvTXuQ5QFzr7xKubH7/KJ42JAkaCRvVw7hqcQ+Gs22dz8SU73eQ1hx4IhKKa9IaU3iLpP/aI+T91ZpmIbEaeoTY++FmoOTe3tN8n7JZJap3AwheogjAt7+7oCfYQoMQ+eTo3OJNsnMTK+sEhJDMgeykg/KYIW3dyNSiz6UMjvrhSS1giyDHG8baO00LfxZbnVeDBCHSZ88QimscnBh5ZEr3S4+C8biwD1Ycl+3I1dApsJS5qYBxKGSZ0TKvQV+TyXavj0Gypg/RWXsKxhzyC6F0aV6mrJRwqH9xqEbTf69eqJRpt681aT+kBSaYxQ92Y8wFcOZXcQQcwef9SaIGGJMTN3kH30gjNzVr2m6l5M2fW/S27sjeu+71hGS7CripCVBL5PJ5Lvf/W7XtV/60hdV5oPinPvhD384nU5ff/31no2m9ZNPP33y5Ml7770n4c4JvyWiZ8+eMfODBw/SohBvwJOTEyn4JKw5r5ud8wKITafTtNhvbm7Ozs7EByIH4j766CNjzGuvvZbL8773ve8dHx+/++670kMmM57Hjx9/8sknP//zPy8SI++DnD4fffRRXdfvvffezqgZIITw0UcfMoN804HlSDc3N5vN5ujoSKzPE6QpnhbJyER6/KS5zXeJFLGdZIfZdBkQd3K+v9K04Fb6k/xg13UxRpvZIGdMv10oyKG5jiy7HJ+XBltmN4goDrevYnXmqynBEcMYKAKAEPxGsovcSW9/gpNDIrITwOBcqlJ+d277lC/5vE97FUax76e6t5ReaUGxL7xPni5yQOfAcqpHQwgx+p0ncIyJPy8fe7NcfvL40/d+8ieL6dQDfuO3/83v/f4fMejgsSgnSuHx8Uy6uPyyp+/YdW1RFFK5SmCdDE3EtsQonXIapRR2zk2n06Ojo7ZtnXcxBkI6Oj5erVZ108iohZnrukHExWJ+enraNu1ytUYAWxTe+RCiGIfCkNZQVpNJNemcA0DXddbaq6sbBLy4ubm+ug4xXF9db7fb1XoFDLawwFBWZQAqy3JbN96Hqpo2Tdc5Z215+fKKiM7O7iiNiCQJ0hIS0TYtoZ7NZ1prCJ1Q0Nuua9q2qibKmhfPLy4vXz587eHpHP7aF3/iv//Vf+LrpaGgFCIpBtSKqLc/3p3dhBiCh1zYDLGfjOLOtQi472oSqXs0LOif6kEmIblFA22QEMnHEGNUZLwMuQa7pgjsQ9BKkyKOgIxiBoOITdOKd07bNqIjevT04sXFZdc5733XeeZwenI0n06/9JPv3bt/V3HrfSBty8n0+3/x/v/ya78RGQMjKR0lUprHT/urvAluOaYPSJvAIZE2Q7sBjocbVM7u+Q/S7I0G07x/XltrZ7OZhJvn7uXMLL1d6M3/SBsjDIjBC7EPLN1sNh9//PHjx4+7rvMhAuBkMp3N5vP5/Gh+NJ3OtTUxstJ6Mplaa8rSaq1EAhYDUxICcsTeaBoQKTJ3Xde1rms7a21VlZGjmOien5/rm9UFIrYuCm6QH9ht27ZtWzebtBsWRSG06Z2XOtIhLXA3ZNJaGcs+WGN2lX3vux0YAKKXf1SQfSRyQz4PESkoptNZDPHm5urJk0/v339odGGMmU7nb7/5NuoSyMqGK0+nc17IVv2Ohl2MMfoAGfUixC4AB+jLluBCCMG5zlqYTEwMXTK04OyuJ5Zd7lKYeyvL35ZlKdVJYI6cDLv2FNh9RcsxSXHk/JAR3XQ6TeXLSBqX2x6MwIE0LfGoEwAAIABJREFU1t1XhfVaKeR+gDSk2doRwW8kXZAptRwhu/gjooGOG3P2YI7DSHpdevOMY0MS8ZyUFMN3UTHE1M2mbHHZCuSo1tok05fBYggBUfUNdUpn6t2hDrcSoS7EyJQVtUQQo4hGoK9wsoiTHV4fbX9WQdS41+7mmNihtd3Y/mHI0NulO3i/d4LSHovgULORm9QlT7x0xo8a10OkMZc55bbvzEyo6TbTv9yAbmfhnfHx+qeUFSAjQh+bh7iTODIJopqos0MyH4x6M0l4H9qJHQsrFWdxyIYjRO8cAFhjuPfN37MqkX8thBhDEIbJISzW/zYyC8s0q7RkH+wfNg05ajqap0hmTnIgCNEL36ZXnDKkQcOeXPsgjzWpodICZGZSiMKeAQ6DR9AwehqCV26btgi8OYS3psmCIMNMhEpp5N3zE/p4w/4/RRSHbS1Jzkac5BERd6RIjIxCdZM2T2y6CKlrG2awZSEBX0QEGMX8I4TwEz/248ZoIkwyd9kqX3/9dbF2EEqIrJrtdtu27dHRUf5IhxAuLi6aprl7925Syn300Ud/9md/9pWvfOW1116TNNd8mkBEznX/7t99a71e/9Iv/ZL8+dXV1Te/+c2vf/3rs9ksfUFZMp9++ulsNrt//77QUoqikNzk4YPt7rLW+s0333zjjTf64VSPNmPbtvfu3ZvNZsKsS+w7InrnnXeUUokMKVKQu3fP2/bo0HMSAGR/lhZOdPkSF5bTTVPzVpZFjLFt96xHpKUZKd8OpbCjIPhDrvjIZOjWuirfQPK2Z9TkpOdtl3oC8VWyt0MC5P7R06/NQ/p07sa0b3aF+w5J0J84gyGN9DNJDCx7oJQfqdHKLybfhjMcTqBujWE8tKpOKKKMPNq2Fcg3V2fkxjADIk0hsNb9PydfoTXF2fm51oqYNeJ//PWfffbp062Dm2Xz7PllU29fvHgqL7579+7Z2VkqVBaLRdu219dXUkGKO4sUDPfv318sFs45q81sNquqar1et2272WwuLi4kM7mu69l8drJYMIAPoZpMzu/e9aFnrDx79gwAlqv6+YsfTSbT4+OTsizLclLX9Xw+18o2TVN3zcePHzdN8+LFjz59/KRt25cvXwKQxI6//vrrqFWPXAEAQDU7Fr5oVVXCuCtsWded1traEsl0N8vg2YeIEbvOFaCt1UhgplNmbts2ek+EhBEhGqO1ImW00sTAxiiO0YeOwSsFBKEsTGGtCkYziIlY2i4RIA40Izl8KLP4Y2YCCszQ5xH0e74U8dDb/gkAE3sL9UEtJ8LrOBhfcYQYmftSM2pltFbMiINSQxE555gRyXQ+xC5cXr58+fJKnjTh2TLzZrPZbre9OtSKCU2B2lL0xqqmi51ff/L84mhx56g0iBBDuLq6eu+9z/3Dv/+3/89v/HZVTDZN0Ep77wcnPxhZNI/8hw85liOf+Vd0Zf/BeQyH+9jIgyOfkudUcO/9arVKYtSea9aLUAgAlO7PX6Eu08E8tCzLz33ucw8ePFitVk+fP7+5vm6aenl9jahiZB/i7Ojoq7/wC6513/mLb1dVdbo4PprN50fTo9mUCEFCG/rI6gioAGG52Tx9/uLZs2fLm/V2u10sFg8fPnzn9QfHx8dVVSEi/ua//B9tYRGRkFKcfPC9kz4gRIxybBtjrDXDvFkDcNd1GrT4E2qlxT6EFBltel8NUpEheF8VxdBxsIwcuuCBoWu2zBxD7LwLfV4yEJEiBQiT4mxxuiiLyvuwWW6Oj08QNEcoy+pofvRyWX/6/GXbNIBojWEARWpQrhEiBvTGGGIgQOFSAgCp/msykgx3CTEGNlpPKts0nTEk6fLc2xyJ/Uwy7pOCW/6t3Hq/r9NJKYR+otKHkHBvUJ7xPVj1CF6fbSWVtHNB1sOQ5JSCpMMAk/V+lsCck1LGjmQYpeLEvjYOA5on3kpqxLPKT3TnOu+ceP7KQ5yOt/6oRj8CNPLRJkdKnzzZ4SIgA0uU2M57MxXQvd1l5Jj0QoOtvAIBsq21MQYEYoa+W0PUaYSZGs4EW5GS3hKyj6KQR9nHw7foQ7YHgBZzm1zv+3DMSTXBvUZxJBGkW9NXhnj3iPumC7hTr6GEj6UQ5Fv9XUbGaznB77Bxyke/OWkq0cd3YkgAygJeDhzGe6eTHCJLA47+eYjC1ZSVJD84QEOoGWLeex8ilmOGxn7dmT8PCYnNmYQJqs0H+QnnlKPxlW6HfS8GKWqqV0HEKGA6Hyjr8jIxDnTTVF2lOU5Pfz4I9sld+EYOE7kLq7R5SU45QgBSD3krnzNXbwp1TSYmEpjW14sYRqlfeZ0q93Xn3bJPfL2FXDBc7f4gjP3h550HQGOsbHrb7ZYZtNZA0MtOMGqtj4+Ogdk5F2NQihIQTQMVUBybjTHHx8cxBAQQEqZ4zKTUbxFNGWOkQZIPWdd10zTz+VziaI2RWZVOBQ0AioWDMUaspOu6rutaprbp+ya1cxq3pUwC6c3S9RhRYeUuCMQqvmXSH4peKCceS9OVZjeJESqYf55wkPtqSlMntzjnHybKQJKoJR5dThfP9bojEvu+0CV8Rikmj4N07EnAme+0SVx36z4gL0+seIHH5YEUwvktzAvE25zxaNRqOucB+idZ7tchJLjvqcBEuTUXJN5m13Xee+EBjqi5uSvMoT7/cLHnHM4RD/xQsJTve7LQejPGbCA76jCHLaVP/VJKJ65Eur9EBWLYbNYAPJvPlTbf/osP/6d//uugpw9ff2ezXgXfCoYpy0QmGv0sHrGqyslkIl3Q8+fPjTF37twJIaxWq+l0igzpkBKsPkdBtTEirzLG1HWjtN5sNlqb45OTpml9DIFJUKP1entzc7NebZqmadtuuVwtl8sIXFRl13aKNCnlXVBKzedHT58+N0Y/ePBA6d26k+pFxh9VVXnvJ9ZqrZ+/eMFARVEyYNt2IcSnz54XRXF2tlDEZVkMURZK5vvW2smkijF632mlSammbbfb2tiCSD179vzq+vrNt966M+Of/Zmf+qf/9a/EeqXYiRoaUfVnFEKEYcYNOEiE0onbV2cinA4csXd77tfQ4Ym5dyqJXJsBiZghhhgiI1EMvNlum6ap646Iuq7dbmutDWntXEdKC9Nvs20iIxLWdR1DLIpCxOrM7J0PMfje2ELL/E4r0oomlfVd8+DBvZ/63OuLxSljQE2kyJTVb/7mv/rTb38/Rh1BAfRen6Nu6laR6qFa9VVo3pfee+tXfrm3YLnVIO1Wh8Jb27zPYErH2xLLjDFVVcmcRdpmpZRRmmN0sdfuQpbrkjalPkloKFFc7Dbr7Wa9Xd2sNptmvdnGCF/44hdNUX766ZMWraSSKkWKsCzsfD47XRxPqqqqisoqTdh2/oNHjz5+8uTq+npTN/P5vConTdM2TfPayeS9994TcrVmFQN4UW4krTwTR0reULG0WkxvsaecKolKs4WKzg3cMwcxkgZm74Lrg2JIRwbvffAVwZC+ag0Tdl3jvQ+ukVH97HhW17VQaBgRFBNR3WzrT7dGFwAYuvDixcXR/HQ2mVXlJITw8uXV8+cv5MTabhsATNpo+cObemON8Z1zXaeQZKcGwrprEchHT0QhRNe6zWZ7dufOw/sPrq4vjaaubSOyG9yikh9JitlNZ5tsu845eeU777zTdd3l5WVpNXJMB0zKuklVoFFWOvuEi8qBcXx8fHJy8vz5pzKxE5RSBrdaa9ltFZEaLONzq88dbUzLnzNERgBjNeKQM808KefSw6efzc3ECMFaPSS0qsP+AVX8jHySGHrDTGbYV6KO9LT9C1LHsW+KwEl/pQ2JQ7dzDpGC3wUKpYM2Hbqd30UOEFG33XJfQUZENDomEVQ6dNMzw9xb+TP3an75Rl3XdZ2zprBGHVq0p4sQAo/MV5LRCBHF4GkY6uf8t8SYEqfNUck+WFnuLnUqQOUrSKLLodN3Ugb2VivIuQ/bmA4EqHCcxp4O5sHObg83HpnXyUETQpBpYqL39Pjt/qx6RP48BLj252fjfTk9lsMn7KFF6TTSbEIWaZ4xneqMHW0GUFJGkqkmDgmSyBABGGGEme/B7LjHks1/7b0HQK30rWvk1gyuLG1FMXOItyQf7o72DCrcAZ4DsJAFXeKQV0FK4Ycffnh0dHT37l1klyq/tDWlmtWHQAOOlxqt/IvnuQLJOWO3iWHfqoXAKQSlaRoibYwJHEIMiBC6jhQcHR1prV3XERFwNMOGMzLPnEwmRVH0o41hB06ooIwgc7f6hGBba8V/TzYE55pBiobMXFUVAMo7y7HtvRdXibIsU7RAWhdSL/bgbQjp0sk7yO6RJmipzJWPKtimkNzkq5WDGHu4j4wI3nfyg8boEJzWWliLqWzIRddJLd91TkbII/pTxiUJw0EWxfUJESR1Y5B73xL+mTc8r/IOlWwtuRepp81dUoXxftjMjDC9XPQrxYPsfkrhSPZ5aOGQSAdy92UqJ4VM17WjUPLR7pfbXA1zsJ02L7VwcgAlB9c8ByhF5x2CFaMp6qgLTWTvzzDqzOcFeWMv2Jp01zKeGOm0mUEavJzK0Tf5SNqa7aZ7/vzFk8ef/PxXf05r/aUvvPvf/eqv/g//7J8/+vhjrenuncVsNkuI5XQ6vb6+ZuaXL1/GGK+uXoqn62w2e/jw4dHRkZCiBcTbrjdysN7c3IQQJHnr/PxcQsBCDLYoYozL5cqH8Oz58/V6U9fN46dPHj9+HGMMWG42G++9taW1tqqmsiSPF+enZ/eXm/VkNm3btijKEMJ209y/f//6eunhQpGJZFy3Hg8ClNJKRQBGtNoopYBZE1ljNtta9sDppEJS3nWNa4J3ZVkOtighxi5GALDMARGM1b0yAVgRkiZSYK06XRzPCj+bzQzS1gdgT5p6uxBmiAB650zAYsjYOxEMSbm93zUwxBijQmJp83oXrfE8NFVBzOxC6JyXYsZ1vvNuuVx3rd9sNzfLVdt21hTyJMQYW+/a1jnnjhcnzrnCVoERlQ6d9wGUMq2P4KNMEAIQKqUBUQOwYmajOLgOidabLQT38cePrW++8pX/SFs0irrgyOm/9bf+xg/ff7Rctt4HW1iGcCg0PTS9zOkDnwXQYVKZ7LR5I5fydMB9NtB3KwN8b8Hu71Sy58vsQOYXIiVg5rZuvHNR8ANZca/Y62Q6I+6SxWlxdnpGqJyLbeetLS4ur54/v3DOr1y01jZtO62qum2Xq9XT5y84BmP02dmdz731xr27dy5eXv3xt7/TdG0xmbbeq9bNjgsN1G62P/jBD54+ffq1r33trbfe0mQ4giONSKC1UUpZWygyAi7Jw5e8nno1TusBsLAT5xwQdj7uHDWo77V6hX0MiKiMaqOXLHWMTB30kRFkgLDrOqVV5yKg3qV5RCRSoFfBMfvC6Mm2bbTWATpbKca4qbcvXr68uL4hsm3jiQiIne+YPaIyRYWoIHhrY1EUoAiN0tqUknfZtt77icK6bpxrZyenoO2y7ronz5zrTubzwMZaM5vopHVJ1blUydZa3zm565EhhOi9f/LkmbVHgZuT08pqCr7LA6AJMYlS2rZFrUptgFkZYBeVUqYo67qOdlpzFcxRBCBlIyAhxajarqE2wGabu2jma0ZQr67r1uv15GR+dnrn4uKCIRpS1hrvXQyBOXrvEUwe2jOqrT3HtnPbbf35z7/XNO2nn35qrSVCrZWImDCSUspYY4ySFndA23yMEby3xnYhGGOX6/W9e/e01uvl0hpttIohCqQgNNfUciRtQyrQU2wREp6fn3Vdt91ue7gIwBitlQp99DwQoqBJGmOipGvdG7JohUCqrKbaqK6rrSlilAoYjcbgRVS2E84C9MGysJMwkcTREJLSKnGBJCNB8DgfIgKoXj8AwmHgwb+HIUioAQI7F4l0jAMHmAMi8C6pj6X2G8xze3qhnNzadkSESkkJGBgJqfMupalyZA6sIgNgCJE7R0TgU7fA4nGabrpSKgSnqLejSPKwvDoJDGkWJUQgOWDEuVuRd84pRYi77ktUeUM62Tg5IKf7aiVisAAM2ugeAUMgpBgj7UivEIIfZUyF0Jvutm2rFE0mk+VqpZSWJzkEjyjwQkwmMQMgTwB9NGYIwWjdDYNqcXIoStt1AhkJuAREakgYHwop4gw026VCd60LIRSFRWDv3Y4uy0JFZkG2VbLdQUAiUakxg9hSEPY4JKm+W5BbIyOPEPdUiyN3/n5NcQQOdbNVWgdAzxSAj45mpVX51chJa33fHgMDSKqKfESllcYsWzzCINHpeq01s5WEXwDgoRkudvRIVViZDxLpyGKkVFhrtSKMzihgQlaama3uiYtKa216PSoTcvDUa41i/lAlvFrEnolrP/x6YLfEgAjWlrv6YNcbIJFyrlOKtJZiqHc8z/NoBpGz6FFdcnEUtkVekY9y9oYJC4opjuRVyLtln5mZZTiih7dCIt3b9AILQpm8pYhQNEIifBI+CKLg9jDEbaExOk0niZRMaWTripEBKE1MZHHls5h9M6H+wZNNKXV98ldCRRFrEGk/cohbJjAyYBKtZqJLDAqiXRiArKO0EUl/2587+zJdgQhw926Q/M+VEnVtEKG7NEKHsySRnPQGXQwEWixsdyo7jKiYowRgUlGUzjmlAmKidzIAy7A0xrBvbSVdIuRhjCOLmhx0uk12yIN96B6PVGuDQJ3rHSyVUs51xhilMHIEDn00kmzaCr13EKPWJoagqR//NV2tC/3wzTfv3LvXsgpdMFp97s3Tf/qP/9Ef/MEfPXp6tam7i6uPJ2VZlNY7t9pcl2VpjTl/cLdu6of2TggxRC6Kquv85cVV5yICaWPW61AUprBFhO7O3aOb1er6+rpU5o++/RfL1bqu69VyGyOFEFzXMkeFxMxFNfEerpZ4797rk0n54L6y1q5WK601KayqMoTgQ+c8V4VtVpuucyqic64yJrRNt12D70xpT49mN9et+DXI8xZCYBcBIAaoytKjDxynR9MYQFlSjhCxrtumq8/PzwF4Uh3FGNCQ8KoUmoIIkboAXRcImZuuLEtSdj6zgOg633UdKeWC7zZNacjHLSoXPBLYqHxUnQKKXnMICLEfbSMJ2yhGiNETaQaIpJB65Dwi+sDeB+/Ye44RHDtC8j40Tdu2bV03XSu585333lZTx7hcLiURLbmwaq0DVVSWrWdSxESkyeiI2mPbMhTGlsqYSWF86LouFNZKmdp1XYzeu25QNduj6VR0NMzsEGIIhAq0smV5ta2fvbx6eP+ObxuDGLerk3L6X/7yf/a//tpvLTdtZBeC11pzABqyBBCxPwwlV+9Ap7ebh2ZJJ8Pa2v0NIeUvHJlZHBIBbu36bp0f7SqP9IciEwIgxKauXdeVRRFCEPZyjJEUQeY8PzLkFARbRrH9kCiibDk+uKIsp/PZerVFjFWhosdSYdtuAGDb1tKLGa1J6W3drNdtOZmuN9sfvP8hs0aA0AIEur68il27ODl64/7pw/feSaJ6TaiJCBQQKa0NACLIHJeFx1KvlmnPlRmbTLYEv1KGdicuSSxyVKonvBGSBOvJYCDG2LadRFRF6UxQe+9iDJL2ORxCfVay7yKhUUpX5cR1jEivPXxYlRPvWGIl75zdKewkeCSipquVorpZE2lGFSMQR8l+EYPgq6uX4tc0n88BwPtusUDvg7bldrtdr7dlWRLhfDKRhApSPViXfIq7rlNKNU2Tgg59CFpbIrVcLpn5/fffL6eTSTVz3osrrhqqH/EdlabIew+uU8o559qmUWSatt3WDQM0bdt07dF8qpSy1tghb6p/aIgJMISojZUEG5mUi+l2cpZ/+vLl44+faK2ZI8Qgs1ujtFKKISpVpZJUqT3TP82krZ1MCmZ69OgTADg+Og3Ri1IfkbfbbWmEn9ez1Gaz2cBlqorCtOstIFqEqprOjo6kkZtMptbqQhvBrFOKazIuH/GRkle4c845p5Wp6/rm5oaBY+wHIVIK1HWdfkprDbEHYMXWTyld143wy7/85S+vNutPPvm4LIuuaRM67XzbW6QgMaAYG0g6qvjdJaZW024Xi8X9+/d/+MMfJm5SmqCX1bQPGopsBl+Q3h0BQNIIi6IwuvDen52d1XW93W7F60cgbhkby0gliX9kSF/ocmALVH3cSFTT+VxYajYGhkhEkpOWz7R6ngyZzINOWmgY7IrAFuAcS3CJ/LlABSJcJALvYD9hYQ+hjdyDt1pLZkliPyaDN5BkkcGvfBfmzszsnRgWyxRfvp000kmy2++SahckFXzPFouA3oe2i8yhbtdaa0SXttekp5WvX9d1XoXrYU9LCEACiiWFTFCaRNJLJsO9yY3aaWKl50ka6xDC0XxujR6iioPATTk6p4lGCqj8mQl93CPkbLoc2s1BANhnhsjjbDRBcAxQlkW7qT989Ojhw4dVVQXngTj3ZpR3E/0bIkJAVJRLpPLYTOGoJKQ6mRCmJEYZ9+3LutDYIs1uNGoZEMh7eu/yRJbc01+uRkJrDyWOI9FgjqiMTA5vVX2MNF0j7dlIhZjMFW+18xmhQ6O/TQzP9LyNgigPR8ujyO9kj5y/QMiiie44wqtzHLK3y9tX0edgbN6g5kzCQ6fc3JsnH98IdioM/zx1KVfzjs2fbtOhpcNIGsv9m7jP/OydcW/hX+XBdAkHzpJCh5ulep/P4dLts7R2ga6otWJWEm1cliX3mx4hytwBh5BPTDzznZI2I6TtuM3ea20QQSxeh3uRfQVoEFVORwcWax5Cg4BaEERjrHOu63xZFhDBe6+1ct4b0ycAAarAzMErpYT6Jr0+AShEo/Wf//l3J5PpF977SYj43k+8HWNc/+4fsp4ezarpdPqd734XAGZH803thE9UltXR4mQ6mWmt1+tt07So7Gaz/dEP318uV0+ePFUabm5unHObbT2ZTG+Wy2o6UUpXk2lZloEBiUprj4+PEUBqKluU6/W6aZ3znjkO4X8mcug6XxRSAkVrDZEKgTbbxge12a5Pjk+ZY9c1y+X1bDap643WSGQEbJTiGCAURdF1XdNsSrRS80wm1XK1cs4j4vHR8YsXF2VZypQVgJCRAzAHqwsOrVIGASs7AfTSRxHQdDqrJpPlamm07vNsPU0m034UqFSIGJg1KccIEZkV+8i9OyGCouCjMVYNdeZqXSMCQ5jPp2VVvnjx/OrlzeXl1WbdAOC2a5PuepCwojyQIQQXXrQuSNv/8uVLmfufnJxUVRVjdM510KEYDCoCoGpSzHiilKrrmhSQQkMmCYllapNsI7TWWtvElZBNoKm7qqqkRHHBf/To8cnRZD4tAWLwgaJ/++3X/8YvfvXX/8X/boqqH1CSSc9/cgdL+SiH2b8Jl95b1/hK6PvQAP9QdXyrJdutb3irfVqaAaVJdxJc5AYZt3IHDs8dibX0IVRVOZ3OlNJVVS1OF9u6vrq6+uTl9Wq1Xq+3DGxUJCKjiUOYHE3/+k//ZFmojz785MXz503ddM4bY+6cLE5PT1577cF8NlksTqhrNpuNFLTaGkukZLwdQnSd8ypaWxAqjrxebUj4isknAHE6mxZlKfnajVtHlrlvBACOniHCLiKMCBUROd/6gIRKa/K+t09s28ZH108vsggmItKaEHFSLlwXOaq27RDx4cOH3rnLzUWMeLo4m06rj5680KohtD5GpdS2XsUYrLWdC64LiiCx2nxwALs2NYTAHGKEpmlc6Cd6sjVc4yURGavLskhHY7qvycXbOxdCiMzWMADM50c+8OMnn5Kx85mKwcmbip9vSglLxuu6MEaZrm3n83lRVNvttu38ZruF1XJ2NNearDGJJWu0QgChNonLizTeJycn6ZEVM3Fmns1mH3z8pCzM4mTBwIbQGCPOPAK0bju/K2601kpJU9q34iE02/bmelXXzfHxMYISYJo1IKK1JSG0bbvdbhGRFMpkOkk+NEPdNtu6QVJaG6kdi8IqQkVojTHWdF2nSEWOXddxlHRNndLM5Vptt3VRFMbYzWbz6PETrfV0OpVpCraBhYRpTIhRK6W0Cd4jK11aY0opUaz3MUY7Y1vXm832yeV155wu55GwPJoUReE7Z62dImgjlhXgfZiEYKztCVeJzooIAJvtRhtNxfzua2/jgM1GjojgvW/bDgEZ0YP3kTUCMsQIxugQQgDtGZttcG4Vgi/mZxcv123b9pQk5P+XtHf7sSzN7oTW5fu+fTnnRJzIyMqsS1ZXV3e1aXdbtrsLxm3JnhnPYEBGAiHxyAsP/C288Q+g4QWEBAwXIwQDkjUYC3kYN4a2Z3xrd7m6qypvkZkRcS577++6eFj7fHEyIqvaEvVQqsyKiHNin72/tdZv/S4lJURkw9ZYYoohEpEPvqbMp5RTinoc5Zx2u90HH3yw3w+73a5rG0usfrBMBAcJn/bfKUZrlUKAastBSJOfnHPDMPR9//bbD588fTy7Xx5E4dVNlxCJLB2cdbTMELF2HEovTCm99+57L16+LKUQEgjQYY9RaXvVXfM4nD3nrDxja0wRWfS9c24cRyIqIoRQCIyhUsRaLkV0LWCMMYZmjxb1+TSOmYlJEHMR27REZZq87RqBeXkCAIvTcyJdH9TeTgUSIq+zWIko+Mkw0030olRj9+plXTG+g9EfEM2plVosjcGc5fAGaryVHHnEHznCFBEpYR6Pi/JRMc00j2rDfRhLQIrkchO7PKc9zjahPO63D87XDx/eTzF7H589e9a37elyATALje424kfeYq+lJnjv63pK0ZlyeACPR1/9CZXZeFfRfhwvcYCu8t0x7Phb7nKz3xgpcdf89pYX6FdnKNXfvdLsb5nsV7PK4/HpjXnox6jZLY/HSpy75WtyF4o+/gmHK3B7ttTOqdJWj+fM19Wtt+Mc6zs8Hj9uEYPvWChDVTxWacBNWunB9EWvm4J3t/xOjl1V7n4olc1xPKYq2Pf6iowQyxvTjG7tUY+SUWd+WTpuAAAgAElEQVTxZCV7H0/yUSlz1fCXZln5bCOA1YhXRFBEnLPT5GOc5V5wcwGLFEk5EjHwoYedjxllTh8aPibRT5MpKnWCOVWCWb35AQoIShbUVFM8fM1BTqweICCIbCzFGEPQQHAJMRGRAAISCCAJiMSc1BNOvTqYMAZvjHGWPnj0XoyJUAALCP4r3/pwv/d/8If/r3HNdrN579HXm67PAtfXm2EYnz59goAhxuvN9ThOr15dNk3bdX0I6fGTJ4vF6uzs3jSNU5a2X54v1wBou4UxRpkR4xRc0wFRERimqeTUNG0WGcYh5sLWApsiGUB2+w0bsuRCgBhDzkl51N7v27Y5PV0R0TvvvK3WCg/fvv/y1UW/aI2lQpRSUuNAY4yxnFLyYWyOFi9SoOSZsq5NXeOcH6emcYRMjM6qtx8gQE7Z2Ua1rmyxaxspykOWnGLftY1rUs6MuN3uAHGafArJEotgAkqSYogpoGFbRGLwAhhT9D4S0cXFy88+//yQ8M66km0afvDgQdu2FxcXMZYUS0qpMJUQSpm0BT1b3ztZLUMIyLuUk0weaAYoNUpe+xM9ujWQ82BJoLAdhhARoWnmLyOaTwldTOk5X9U9ulRYrVba/bZta9jp3r6UYpv2art/ebVbr9eSJ+uaGANP0y999xc+++yX/58//TPEti7ECsz57DPH5U0Gzq8NRSIHn/jXlBJfNuDdwo++wsPz5zpw3jW/uOV2PgxD27Zt2w7DcMw1Pf6auxmtx7TwnLP3gVkl5UCEzrFrlqvV4vzdh34K15vdZrfdbrd+8ggw7MK3Pvzwwf3VNPqT1erhg7eWgz8/v3///v22aZvGEomUcnXxAnKojtPGsMs5xxSImIjbpjs9XS8WK1WY5FQur5/7OOddtn13//79tm33+/1ms9ntdgLhkE0kMYbZrLt+eJKVTjb/wih8wAy0cNYWoQaS6q020/kES5Gz9RkI7/djTtGnFGPsuxMiur6+urh4tt2MpWDbLYwxuQRrzTiOKRbnWuZZ1aawUN93Whe1QKpGwhgz+ojI4zhqgpObe7sZnkdETWDXu18fHj1xrLXONsbYGGNKpV8su0V/enJ2cnJCBMRwWGD6qrn03tfrXoqwNa11zLZfLGIqk/fL3Wr009npGhGZyRo+TsoWyZY45rzZ7lJKscxOGDHGwQdNKX3y/GIYw2SsnyIRLfuOmUSK5BJjBJQpZ508lcoSQlBzWL34wceSyzRNOZeU8meffa56EmZSpLakeZmpoixAqYG2SoPJOceYAdE5maZQShnHsXFWuT26i1sul841Tdsr7dM5p8khumfwPpydzzF7y9VpSonZdl2nRsEKJlWVQn2umNk287iYYtFJbJqmZpruvWUQcW2trmgON1yp5mN6u+qlKKWEnFNS8P7Gs2vy6fLy4vHTy5OTJSKK7GX2vNKVLxxrLA1x9RIgIiSeJj9NQUR2u/2f/eUnzjlrrbUGQLgmfhz6j3mGPIjNdD2i8IS+ivfhL378qQIT45QWXasPVJVrEjGQNc6xbasTp14lImqXJ8aY03uIiK5bPnznfQDouq4WBt2kVa5RZS8rSlKN15xzMeaUkm1XTRenaWq7rhRRT+qcMzIBSA5BW0TIavmYiObtWfJhmqYY43a7vX///nK5/OlPf1pfcUxB37leBx1OFKEcx1H/eHBbmYFGdau/vLx88eJFjqEeJm/IrSKsFhoKy1U9JDOn4H/pO7/4+PHjysU/1rcYY6TMF0SbWrVnuOngkZqmVa/w8/Pz/X5/kyGBqHjNsYlufXX9BEn/18FhT2/C5bJTJX0pCem1zv74A0JEASYRS5LT5Fq3WOL777+/Xp/GGNnycZSz/oceffoo1T2bwi4gYokPOA5a4mKo2kMfG/8ensR8yAO4NVeUOc0B8Dia4o3rnTem8B1PI3e90b6sbL/R4uJupZ89nxRfPSSwHxsC3XIZPR5L/jZ7xVsL2ONczVsw9q3x7y6h6LBfMsd5EvXtVS3W8e1xXGSPUxOrL+hxoskbr2SlXdTk9Pp7VbvpqqyrD+Mtx4XjW/2WhdXxCx1rp+uDefj3a1LhN8YSVNii0mgrC+D4k61sW0S+805uTFmUjlRKVnTGWqM4DgDd0E9V5wuzk5diW1lKfi2X9bYkTyRDycaYEJR0YOAAkCuJVP1pXpMgCs0qAwDWj0DEsiHA/X7PBheLhR7OMosFBFXHX3LK2dxktAkJOEM+pIcP3ooxXl++IDL3zs9LST/4137R2fY//c/+808fP5sy7sYcUgGBrm2mcY9Q0DgkXiwWrjtxTcO2fe/hvd0Qcs4+xJDz8mStj0ZK6XR9b3u9jVKaps1pBIG2badpSik653zwi8Wi7xfPL14UKV3X9T0jIpLx3hvDbeuY2drF1dWVEr8BpOu6i4uLe/dM1y01jq+KWay1lTOlRVZXi5oVmWIxxjZdMwzTOE1KC1f1IBE5a41hRXg1IjykUHIGATooCzQ5kwENgTW02w8pekYopcSUi8AU0vXLyxfPr6YxZcpZYowZsyPkKKEiJiGkpml2+/3Lq60WIBIXU+j7tkh5+Wp7dsbW9UglpYmYphARqWm6GEMueZgmZDbGrE5PlZu93+93ux0ANI199OjdQ9xR0mbvKMdIucTMTIqyHbGpSW2iiKjvW2sb730IHgCMwZxzrWLGGASZpmkcR2NMt+hLDj/+5NMHD87vrRdxGolKitOya//9f+/ffvb8+Y//5vPl6VoKlMoGr/FkiFLkjYK9m1MF5MuMNw/G7PBlReRuENRdKPAWG/zuaPcmegXWMNjFYqG39C1rgzda5r5mMI6GiGIcttvter1OKRMxMYEAEbbGLE7c+ekS4O2UZRynaZrCOL311vmw2aacl8vl97/3PUIyhrfbIeec/DSNQ+Oc5Kjn66zYL0XDxkzjurbtmE0p8PzZ85yLGkCzEWebXDICIdLV1TXTLsSQYhIBBpYiseRcihQEZBCQDDLLl9XLBRCVdgyKYOmNbm1jjDtko/HhH4oxlQSliPf7tulXq0XJZJiDn7bDvm37Ydz0i+69d99+sRm9z0SO2ZLhmAKhlJwJDQCN417zAZW/vlotqxVyzSvsuyVyyLns9/sQgjGmIBJx07QKKDKzNU0ppWQwxsWQQwjBp3Ha51yYzByqlssU/DSG4NN+vwcoKQetK7U7P5hfG0TMJSFQKSWnBELdopeCo59evHxBzMNur2mJXdcBiJRcSYZalZWeV5OdnHP1DtPfQlmvemZpu4KHkYycbdxN7ey71pzfqxHkCipcX29yKkQU42nTNE3jVEcsUuCg/55X/Ga2CdXyb8iWUlIuxKYAOO9FpDHGGLLGMJMxaitHqvLiQ3zkdrvNObMzqtdv264UGYYxpby53iLicrnKJbNhtYZ3zlaQu0boajy3UhG07RGZqa3MrP3larUyxgAIEwFgyVnTkAVEWS6qMCGilLLalOtgg8CIxGy8P1IVztFtJsViOlNznJmoknWNMda6XMput48xjuOoq+Oua7WTcM4FP9U1ggLPc2x0SsqG8t7rD9fZRkSGYVitViqpd9ZWDl5Na8g5h5gAYD/62c6xZGfd3LEhgMDzi+dt0/aLBSFZZ2OIitGoNE63fwio1vyEZIwRkBhjDJGYmJmQttvtX/71J4RkrWXDKpkrucwe5Ud6vBrlpNWOmVPMiDaWlIGfPH8Fz18RcSnIzKZp2gNjWUGfxWqRc84CAmSbzrVYZ5Iq6Ywxxiz37j9YrE4NzZCtPuxqb1ibbL04qt5RrLe27M65khOa9uz+Q1UjGMO1nWU2zFSSjsEVw+JUhJlCyjkLMfg0pevdNE3L03uffvZkHEdmOlinSIq59tb6JlNKUmkhKDWOrA5dDx8+vLi4IKKUIgEoJooHx1DQ3BTClFJKJYfp7/7Gr338K98tpex2u2dPnnbWPnrn7Zxi7bZvWZjc1TNUY7FKrK3M21LyYRdX5VX5yKgWqs977ezr0HTLjelgBiu3ynQFkm/t1r7CAurLiDpfQe+pzjrHljN3KZ3HWotbIRNfFof4RhLpGyUit3aAd+OzvyyAsS6pboXCHZOBb/myHAfrHS8Av2JaPv6NKjpwlxalVLHtdmsP+UnHMMQx//BWFM3dS3ewfY4pZV1rv84UlS/LV7hzrWZesW6wb5swkVaTfGvhqXt19QgtUo49pfWUnqapaRqEGxtnIsylzO5dB0k2H4VzKl1KNFJGLewOKU1qxjDFcEhqUcGLrdT3mi54YJYKYmSeBahZMoA4y6WU6D0RG6J0xI06wFJQ0Rl1p/I+IZH3wRi+ePHis88//8EPfr1p2pLll37xw7//937wj/6L/xaxXZ6sgG3bdZiz5DSN+5DUEK7Vo4DZIBESLbqu67oTt9JRk9kwGgRUABEAlsvldrfzwTtnu6511jbupEjx0zgOu65tEDLzfEorY/D6etP3fc6F2egQO00hJXG2GYfQd9g0/atX1zkVIhN8LJYEeLU6IR5yKSGWk9N74zgqDaqIINmYxbVtzJmQVquT3W43DMO9e/cABTATA6AACjHkXKw1gHnWX6rRWi5kDRGWnJBE8ThGSil/8smnlvywvd5cjkgNWBjGXc7gzMIwu9Y454iS3qB5Csjm7fce5VKC9ylIj9B1LUDJkqeYAAkYXd8iYAekc69GjS/63jlLiDGFGCYBsNauVittC0MIfd/X00OV6gfDp5JS1p7tUDdVYmoq9pRS0oCKcRwruKn4S5VrgdBcKEvxIcUYP3988cc/+pcf/+p3F621FmMMfspt2/5b/+Y/ePZf/vc5RWSXckK0h4N+9tGFo0jAu74sB4u+4wSXoxND9SMwgxogqNvvmi73ZWzMu0SAu9GaX5a1UAkmWhZ3u13XdbW7eGN6093xtXIcTk5O1N5JFVizUQRR46wiPghoEW3fnvStqIO3yWJsyCmHkATGlC8uXpyenmyurvpFn4JXeXnV85uGO2Dpuq4U6Zq+SJnGyXHTLftSymSnUMacs0UEgOCTSFQajzYHy/5UzQlKKULzEsBaG1MUKYt+xWRTipq3m2JEEGsaZ21KCYlEiuGZhe+9L1kKQynEzI2zXZe9j48ffx5Dij4iwXK5PD3pl8szaxw7t1p0u+0rJBDIxjo2GFNCER9GHZSrIRUb0l+4Ij3V1lYv7uZ6O46TCExEfd97HzQFoe/7Ks+raaTb7ZaICDmllKUAkI8BgUMIFxcXy9WyaRyRVFeuY9qPrgEBMadsrW2bthQJISz6lSC0bbvd7RhJv1f5qyWTZo9W+LaSUVWVV3spvdvYeEZquwYRHbNzRuMy1CK1CMQY9Mkxxno/pRSttYLYOA4x2qZxjsAZEVmuer0/mdXizqhnktIAiOajh5iU6KXD8Ha79TEO+zGmKEVgtUS0zJBjKgIh5rrhVLOTnIveOTQ7AZjdfpiBhhA1V8eHtFz1BTMC+jiFNDExMSFg27XqmKgJpCWX5aLXM2uaPBOUnKGgD7FpmmkYrOFDhkkTQ/AgsxW7daUURrHOpJT61ukZxMyWEVsTg++6tm0b6yyRGoWrSXoMlKy1TJRScrNvO5aUm67JKRkq1pIUmzOrELrruq5r9cCy1kjqZgwCMalRYUoCkCIRc0q5xJiKUimzcw5E4jRJ15VS0HAsQEDGmP20n6ZJd1+zp05KiAzE1lrKOaZUINdBcT9MuVDMaK0xQRVxmvABWgyYDTPMFp2I2/3eOScCRln71uWcgUiyCKIgBN2MIQCBJpgzU4qp6rgq9y/4qBrgtm0zQrPo68Jcp46cc4dNpYQpNqQ0kmrdHuPs8ShpHpksGRIsMTMQIzBxjskQi0gKsabDo4AzToerxjZQgIBqHJYz7umrq/0YqkozhuJcc8i3HESkHDgOpZRcctu0CnSFEAAhZyAy3vvdbvfk6T9TaMY5paoWay3ZJsWAiElEkuymqXY2OWTXmFyKgEklSSrW2iLy9Pkr7xMAdE2bsxDMOxONP5nHwizW9uwkG4NocpaYQuvcR9/8Ztu6mIIh1mTDY1/Kugm8S1Y8roXHnMBbSYyzgbC1h1yB6vsvNc/jzmgncCSvP6LR4i0p1y0l2Ju2Wzc8mVtDmhaX481hXdzd9ZasOrfjYaNKL47/8i4r9dZkdVdnoqe0jhz1fj6Kjqgjcf2l5GDEh3dt+rXx0kXE3UDzYw+Vu3PmrRT1asRyyxGkqshukSrvBnwf+/5XaFXP2EMCEx8Pcl+WHXdLUakFTs/SOi7eWCUdYm+Os1tfNwW90TQqUnas/zyEwc5byuq1dpMLKgW5im+hKocL4hRizKWxVFXulVd84FcjH7xDtbhU4lLFARHAstFmVCtpyaXmwhtjK31XnzxmpzGzKWUBINL4h9kxy1pVo0WBrESY3W4QgeVyUTJIoc8//9wY+/Y778SY/u8/+RdnZ+uvf/0DECDGKPLO+x++/ejDzX7AIZ6drgy7f+ff/e3vfP/7//F/8o9+/DdP0IpPkqMnKc6ak5OVZunkIn3XOOessTnlft0RUfDpkFOVNZ9CSm7bpuRsCB++df7i8lVj2RpEyc5SCKmxJse46JrT1TKlcNA3onONtZoPySFOSzJIREy73ZBzXizbzW6MIe12YRiTiEmZQ4rONrtdsK6DnLfb3TSpnbthYmK33Y0atQIg9++fd31vrL28ujpdr2McmSHFeKAkMLXkQygld12XmHIsgMU617Yu56S763Gcur43xqzX61/+5V9+eL979vgLx9Mwpu6kf+jesraVbLabTcGIRClrXjmnEkopyEREi1XH6BDROeucDWFSjfccktk0DdpV51RhEEM0hnKYwLBD4MZu92MqcIDOiZFwjt6RHNN+t1ssOia0xsYYWSFRhJzTGIMuyUWwhk/EGKdp0llRrZVEpO97RNzv933fM/M4+GmalI6bgZ1rncGnz1/+7POnj9550DVkmCWnnPxHHz76j/7D/+C//sf/3curHZHJJeuppjm7cGRp+xWQ1mvk9pspETQGCw5eZvr/br5rjmR6A7H/+Mi6VTLeuM27S7Cv7IOUkupfFDK+VUHuKiNuvdb5vfP698bMNHLvfRi9NofOWB/89nqjr35ycgoAUwwFAZFKypvr7eby0iDGGKYRpZRF38ccFfE3xpjTkzN1F9CjMMZMaBWWizGJECThdibIqWxGt43OufV67dgdR8ckSTrr6+VzrmW2qk+jTruKrFZaug5iRqUavnz5EoT8FEvxfd+vlqcAMI2XOUSmpu/a0jQi5esffGDYPX/2YrlYg8VxHMdhLxj3g48p5xIBikEqpRjmcvASZGZjePKjDloKTouINc5a51NW1DDnrGv6zWaTc1Kyct/3+Wh/pVreSjIkZkQrIqdt2zZ93/dszXp9VnI0BhVAqnVU9Wx6obyf1AVbOdyuacYptKU7PT0d/dQ67duEcO6JZy8NQ1gkxOTaVoEErYLKr9NyNU3TOE3DuDcWT09P+6Z1jRERtSdRjzhCkEP2MhPadt7wGCZBHsdhmsaf/vSnXbdAxPPzc23FlONO2B4+cdENyeHhEUSMUwwhDX4i4mGcFENtnWPCxrlSkup59B5QWFQTeLTOCUHbdjriKvj71v237p2V7XZbSlmfrdSgcpnbartSF4nWWhTRgmqtI+RpmvrTE753pnT2lIoGngBAzjGnVJ3Z53aEaBgGzUI59pBQtmqMsreUowdnsKA1TgXBZA1KOVku9c1sNptZ1oUEAMFPzjk/DSmn7XY7DNN2u22aRkMRYvTzNRSqYLkGNGlxmoOkBFNKc+DmkXPD1dUlIoYUiGfD90qv1w5Dx4amWegdqHe+3jnOufv371trS5GuX+gJpSL7+rq6BOtaV48qTdtUzqHC7fpWdeKthLHKg/V+0i5f+aXVxrPyGzebnUI80zSllPTL1CrJGCMxxBhN1+ibUUw6xpSySGGdGhQY10X0NE1XV1f7/b7rutVqlfMMkun70c9Rwc6cc4izK2DtzDTjRPu2V1cbQaqHlbbFChIpYmrNjQdmKaVtWx0I9alsG2VGlOZwP9fm2CHqmdB1fXWiXy6X+tHoB9e0N02eGhFVJUlKicgwmVob9ADXO2Qmy7H4vW27HgFb1zy9fPpnf/7n3/zGN1b927fQzWM34Deup24Zk9Sp6VjPdsiQgBq/cTcw4408Rg18en1BhxU8vhWieHc199Vm2cfD2xszu29Zv94q5LcSMivU/Ual3xt3hm/cjB0TF+tClZlTyl/BMr014x0n0BxzEb9CfFLnkDp03aJoHrvOHM+xek/e8ve/m/95E0jddfqYHIs/7y5jj4Urxxv+o2w3qoczkQ4/N6dfFZcef/txiOuBzirHMMQ4TgDQ970W32na69FkDB9SMXSsJWbMMUJBMkogVydeiiHpA2itQ1NijCQQYw17RGOcviIBNq4TEUKTcyY0lXEwm2MvGn1XMUYksg5TSoJYBA2bKe1VuadRloT047/+y2GYvv3tb6eUFv1CV5E//OEPnzx58hu/8RsnJ2tEBkMCkAH2U/if/8nvIdDv/M7vnJx0l5e7v/jxp6vV6cN3vx6ykFtyc0KuEYEpxCwCwDlJyGYcx1dXT0OYCjZgVx98/cP/7X//w5iR2BEUInCWJc4ceOfce++917R2s9tO0xRC1L5R62nbtpLzfjf0fQ+ATdsAQMypbZr1er3f793sBFucs65xMSZiRnSabjKO4zCMql+Ifhx9fMt2tuHh5avd6F+8eOn9Z1rgVHH3lz/+m7Ztc0nad6k1XXWHOtiKRPUsSSm1bfPsxcvONU3TXF1dAqIxsFp26/U9772SOESkbXsAeHV5RYRd00vBqQSA4pwrIAqxEbGxzRDDarW4d+/0nfv3Gre4vtp//uzz3bAZxy1md3LSF4yHIoLGmJBTPUitcX2/HIYhhEHEAoCxqJ4FKgeI26lpGmNIRBrbarGLMQgCpGKImqaJBxMsAbm+vKpCgPv3ztvOzZZmB3RPy/cwDDln61q983UNq03azP4VUbs7Fdcw8/X1dd/3xlj9e+89cGHCnfdPNpfXV1e/9fd+/exkeXa6YLalZCz561975+/+5q//7v/0TwoggJE5Dg8J6Jbu+NY+rZSCxMeelwfy1hH49fOi0X+uWcvd1/1bHubHnBHv/Xq91p62ZsNUBtAbS1XtH/QL9LLHVLQRkgyirUsuV68uU0pPnz7LuXz00UfMLAht1437Ica4328BZ3sUxYl2w9Avm5OTEw0jMUyWkFLMRDwOoZRCyDmXGBIAWGOROudcyomAuZ9NRFzjtAz7KdYA1pRyyimV6iTGKeQMknO2ZJumUS/pw9xlEHHwexFomvbevfOcs4rEnHMAOEvsbMvspMDJyXK9Ph12Y4z78/OHy8V6THDv3nq3m5A728QiwIYQcucaNc84DuxCUiFvVtBuFg9kEJETY3Mu42qKMZ6dnWmIdim6yuDKTqyFR1tkPZpjTjHmaZp22/3mene93RCx96FvHZS0Jap9pKrgqiu9a52UQ3icAnKCMaVhGp89e7ZYdF3bdl0396aGaXbtmvcqFcGt+XLee4V/jDFDiH6a1L97c9jFNfNzm5jN8Tceh+0AjDHnLLJcrj744EN1vDg5OSFSvYFM0zRNqXaHzPh6OGyRpggisTHGFgG1kOraxjmLUKRI27ZIWHShwTRNE+umJSfvfS43cKZGRYXoX716pc743k8g2RjDhw9COTDqdoMAChkAQAwphFgzgne7/YHuiEpsICJrTEqJCI4irecdgoK7c8PdNLpSN7bdbreKpOu3OGdTVo0yXV1dVViXmVEgyWyV2XWdDx4QF/3KcMNsmOyi79u2ySXPWokMjXPa06ecc86LxbLybYBYQHLKrnFMHFM0bK43113XOet0r0+Hm00h8PrrlFKYrGbxuMapv4h6+scQxmFwrhEpKQY1vK3AuYiUnErBYR/mIwkPjueNC37Sn39xkTebzTgOxpimcToG6KzYNC6nZHTr27ZVPlGnAmNMKjOOrlPKwUNMFAuQlIioP4gGi4iztohM08REbAwh5Zx1hagz6oMHD7S6N22bpehTo/yCat+q9I54RL5V6V39xJn57HzI8ponR+3S5jdZ0nGny4esOR0CDdtp8sMwzG6xxtTiqvXVWSYSgIwo1tD19avgg36+KafJ+6qmUH3F68YelGJGBGNslc5rw6SGQKkkyNMvfPi+SIkhnK3Pvvud73Zty8zyJkn6l3PebksmjuPLaumqNGxlGr9xLXNwEbwFc8qdqey1wLe7dfcrBqovG29u7aBucXJu0SOPv6Ci6ceT0lf0AccMz1u+Jscu2xq3fcvT8pYZzF3dSB0Lj8e8igsccw7v/l7HP+ruxHtLNXd3VD4YL71msPlG9unxfvIugfbWYvbYcuaYCnV8K1Zm44HhjMcJ47eu6q0BdRgG55rKEZ01IYcIRBFp+2WMMQvkmBChSLHGsrUiKAJUgAhzyk3j0JIGbzjbbLd7ay0I5yLO9SKiqSf73d41rnEm5WRNi4BZYJjGzz///O2HD/u+j2UeU0spJZff+70/+NrXvvbo0SPEpqRMZGzf/fEf/+jx48e/9nf+zvLEkcDBXJTjFB8/exlj+iDkpmn3AVLJANKv3z5N5tUu7cJ2ZuUVEZCQ4Vvf+Xgcxx/+yV8pBLyPZvdy94//x/81pRSj5PJXUvJ2t4sxhOh9iDHEUqQUSWlixpTZNKtPfvYMMkgGn4I+raOPUAQACXEzTNf7YbVa5JhyyvsxtF3bL1ebzcYaY61tnYspXO+GGOPZ+pTZFMnGGJ+Kc12RgsRAIGCM7dqF2ezGy6urrmu7ri8Fnj59ofV3HL2IXF3uUi673a56NYeYUozGWjaWDI9+AhCedTHFHJLAQoyllJgSIBUgQSiSvU/j+FL3qqWUDAiQjKH1ehNDLqWklEXk9PTk5HSJZCZzbj4AACAASURBVLvlsm8aKSWGCUlM46xt4jAWEJhXC4QgKUxkqKRinfnoGx+EuJ98GLdps9+NPk1TRElsXeMMJSQkYywb1vRLxlKgRD9q+6Hw4rQfrLXWmRB9TLPwgY0hwwactbZIASwhZbWc0H3Mer3WgXa2xOdTEZGCjesU0lUxy6JfEVHKxceoRANtgTQXbuZYEQGACiCVM0JEhKnGSkvO+2Fsm2axWBHRX/zFT77z7Y/Oz85KDiAAKSJN3/uVb/9f//yPHj99hZpICIhKrhTSDcEbwTs1YztmaN4Yf1QbW0CAnz/p3V2v3T273mh0/NUeLfVrUkqbzcZae9zz37LXvr0zxCIg19dXi8XSObfd7nPOxlqtoRmErCHELJmNCSGcnp4gsRCGnF3bPHny9JOf/AQBv/61rzGbtu2app2CZ2vfe//9rjM38FnbdBU8G8eRkKx1pUZgG4JcUsyq2iwiCOhsw8hhitVeWT97hWar58qMXCJXM/GcbzYM2rhc7y7VC0QFJzqZqDC6bRu76C4vrwn54cO3+36x3WydW7x1/x5zQ9gYzsvl8v79t7rF+mqz9zHmnFKcnHMaS8/G1J5S54pKZkNEw077EjQmp5hS+uKLL7bb7fpkebBIybXSK1qvyp+2bZ1zIaeU0jT5GJP3ntBM3u/2u/1+ePz48aJrlPJnD4aZOuVXj8H9sEOgGGPJGYSMNYBsneuatuu6FGO7XjtnJSV2tm3b3W6HiMYSiuScvJ8jAXQVpo/lycmJUtreW54+e/K0X7Snp6eWuJSEiM7qfERdv6zmN8pHrenG3nsBSCWL4IMHq2E/nZycqADvKFEXa4qayv+OiS6zxEgwxPjixavLy0sRWa0WhqnvO0Ty250+EpUEqwvJer4ct4+6w9lsNjr7WcMooud+7U70f+nRU81LdLcTQkwpp5S89zFG17UAUK6v9VPQH7Ja9nMuHhs2Dmk2iTluwvQG7rpOl4pd1ylUWQeDnLNPUZXZVWNaSlFysrpHAiKzjTHudsN+vz8/P+/7rpRMM71Cak6JXsmaK5BSyoDB+xCCj0n/1+np6eRj0/bD5I1hRPB+0A/RWqtSbB1pRMSSraZ8mtOgf19Kubi4QCLbuPpb1wa3NkaGbkIFVKyoTZWS0X3AnJPG9I2jVwSkflnw3hlrjCE0pcxuH4i4WKxq9oNuL7uuU9KIBvVUxV31Z9fm+LjfTSlXjpZ+jV7qV69eOefOz8/HGPSZrdS76hcaY8wpKVxSA2Nq0vc4jq8uL/0UVqvVMT2jMq9ijDF5vf0UPNYX0pE15xx8SCHpjrrmOuiNd5j3SqWeKkegqi6JiHneMOvX37937xD6PB/cKvg+9hCq2wxd65cwtNbq3h6kPH3y5OTkZLXotDF+Y1R0rZr6XwgHzUMRFGCc7wFkuhWYXpddx0u8rxgaa5Wcs+hfG0jkbj7EsXfFG9WDX2atduS4+Aavl1tFt8oga22u67tjRmgdio7JOXfNP2+90DE7SD8vPS1rM3Fs0HIX+q3T5oFnC3wIVKyagi+jHt0yITh2/b6ViFBxrlsSxOM/3tXRHY+1x+u7eoYcy/nuGtscB0IcgwjHqtEjiSYqGHRs/3NMIdY/6iEDABqiXcnJqsKoz6l1lplKEU2KV4KGHlPPn78Yx/H999+3ltW5Xhvxi4sXP/rRn37vVz9er9eSTSyYUiaCJ0+e/O7v/u7HH3/88ccfA4AaWwLSTz+/+KM/+pPvf//73/jGqbUGCIAgC8SS3/vwF2zbDmk2rSklySDvfv1b5+987XLwr4aoPXqMUW0/ptLHEv+X3/tn3vur620RNsaoMcmrV/9UXQNuYjCRNT9trkTOWdvUg/TINSABSEEwbEWMRila2wNBS3a5PEufPBuHQK5BIThYFqc4cNNkgEJgmi5kRLb70Q9pn19dFXlOzMq7sW42X4BSXHuhYgTrXNvYs/U6hrhcLLquu94+9lN8/vJlKYWxiIizLRENw5BitK7Rh2W3G4oU4+yDd95m5t1uV0pRu6/Ly8vFycqIjOMATLmUDHJjGFak6dqcs5IxBYtrbcqhbVpE8N63fXt2fq5Xbz+kp0+fA6izYPr88YW19uR02XXdtz549LUPHt2/f+/Vy4vtdqt5uQBsjBWivu+staXkHGMuyZo2lECcV707W5w8yGdjmHbDsN8PwzDGkAzAOE6BwpxuZcgwGmpDCNGHkvKU5shH9e5crVa73S7l4thd7/eqNtJdn7WuNbN0HwAWi8UwDLq41vwwfbeVY1wNw3TtuR+m7W5omqZpGiY7DAMIVQXWYtGpmysiLhaL1Wp1fX19iBFBa61GArqmOTt72zAwls1uutzsl50joBxCDH55sv7tf/0f/Ff/zf8wxYzMc+zlweDgbnWoZ9rs1PIGZd3PYXN8hWfmGxPzvuxvfu7PqWdXJd0cE15u8USOT2nnTNv2ry4vnz17tlqdrNf3AGAa/TQFRLRt05DNkl1r3373IRIN+/1uN8Scmc04jp9++qnGRK3v3UsxbbabyfuHbz98+90HIsBHw7OptAEiLmV2X6yZPABgjK2RVsZYNQA9tH2GALOUEHwIvm1ba1tEzKBWjdIvemuagxmXMM8pEynF/X6rDp/jOPow9X0PKCmn2s3kAn4s5/cenJys/RRfvrjs2nZ9eo5oUCwAgwgKvHh5IS83Y0iu6UKY/DSM82WmglDdAtu2QbqB+ph5KkF3ZWhSTtK27enp6XK5XC6XzMRMGumoXFstLdXjwXvvutY559xMD2CyU/CA0HV93/et5fXJUls0vWW7rquO0iJSoEyjTzGWUkAIAFzb5VKI+ex0ndPUWoMi/Wp1QB8tHMww59iuuYzNLh06TlxfX0/TeLUb97vdfr+/vtq0zjlnlb9srQEAbq51+iHm/X4PB+ojzVQ0qyHmOedhGK+urpW5agynHAkpl1RfnZmtnTUY1afOWqsZdE1jrXMxTKofO4RYiIqvZg6eiBah2Z8Ga6KGMWZO2Dtfn+oz0zQNE+s8cIjhniUTIsKGC+FBXjWPNCULEjIZNSLT3ay1lgkRIB04h9rup5xjjCGGmFNtC+qi5nq33Ww2pRRrnXPOGKtswyOH/aOUMwACPFBtTYg5FyCicZx0ur7e7tu2hUMpcg0Tczkwb6uRPRKBiNp7uLZXwILZjj6EVC6vN23bTd47a4mMisHG0XfdQofntu1FxCJUD0ZiVraq4kOLvrVNw4dAi7q4rnutUgrkYIw1hok0zc/pLNR1XUo5pdlOFgCcs8bwQYuspuI3RK86xswjaAh6zXWY123e5eVlTd9yzoWca/RcldAcEKU5YVmNYYoU3ViO0xhDtNa+eHVJ1ipCeThbNW5eVE7MxMomk3lrp10mWWuGMTBb52ZP3cqs0wlZQZ+VW+iDoI+2Vlyd1ZlZcoEDFVlv3erJqaBMyUH/qKVUL2ntwHKR4L2xVn19ESCGSYO6AAEJF8vmiFqsvSYhgveRGEAszddE5myMQwpLORiT3jLPON6EfBls+caad4uPdwu2vOVR+boE61ZpF8A5jGdONDl8y3GNrLfoG4vuLYfP45/wZdr6uwPhG0ej6oN6a5i866j2FQBwnejqNTkyfYHj7Lu7wXS3lnLavh+HWX2Z8czxIHqXBFsPuor66Tb72BXmjcmNd01Bjwe/mYR/kPS8kb15N1yhBgdXB1Eirpfi1k11PP3WCzVN42azXa1W+kL7/b4qiPQI+v3f//3333//rbfeSilxgh/+8IevXr34wQ9+bbVaHrBCSalcX19vt9vz83NlyiEyABLxcrn6xje+ycwhxOkgtjfGsG1+6x/+NjM/ff5Cz97Rh1jEe//uB1//2ZOnf/PZFyGGnDIg5JxTTLsA0zQ9e/asbdsUYy5FSgHEnFJMSel1NzTUAkQUU1LNSC65QNGj0jmXk8a0ONscAioJl+0KEZn058wfXIyJLTMGZAZEaxskyqVIAQTMRXJGEgnj2LYOx8TsENmiTUhZIBcRAOp6VnfWnMk6qwpt4CJArjU082wJMaXIxgkWshhzImJB9jFNU7i63iIoH4Gmybu2EzRs2VAO3vsURcS2reu6ru2Vj5NzZsPGkEjebHbe+7btFot+s9mocfXp6YnyN66urigxGS4iyGTZCYJtXE6kt3vTuGkcjaWoGo2C1rj9OE5TjDGy7UJIWDjmImgL0G4Im924u7z45JOfvPve2+v1qmtbQCSizXbz7OLF1Xb37ffWxjBiYUOQQEpCyogZAUoOIKzE/vXJehzHcfC7/ZDT9ThOqkJU0p01zhjTtp1uxpTgJiKp5OvNxvsAgLv9aIzt+8Vi4axz+/1+HLfKfq+4YdPanOdPTIv18VN5dXVVibXKgimCun2pfn41viuEwKbR6qbnw2Kx8FO01jZN45xrrZ38lIuklMbB9517/Pgplvzhh49OFj0UEYmjH775jQ9+8zd/45/+H3+YUgEkBRQJoLyJA3nzx4Ot18Hfa2ZpfhnYd8dwpfxtOCB3pdQ/d5V3F0fTRkiZGndL4fEJeUB7s/ejLmyeP3/+4x//pO+WZ/fOTk7XxpiYorUsKY7J5xTnmGjBUsA6+/Tzp7vd7lsfffTyxcvLy8tPP/3UWvvu+4+ePHv25OL5yen6tDOLxcI51zSNqYbdIjOTQXuXmZeIyMYgqvWwQgWiXCNmQyRMNoTAtlt0K0RFl4vktOysc44IU5q8n2IKmnhDRMOwJ2I1FBnSDhGTH4VCiiXHrMt6EUGgB+fvrtfrL754LCKPHj0yXCP+YilRJJ+vF1iC957IIUQ2sr53Yq2FAohkDJmDCyUhNc7t9/u+7aQUZnaLbrvbqSLPe391ddUv3OnZ4uzeKRFFH/r21HvfL1rdkMyum7NUgIgZRAiwxKRQ38Xl1bDf7oYxgZiu4cao3FYpNqFENoprAhHFKYQcUkka0mqtBUoxTmEMzy+elQKjn/q+v9xcx+ittSUlbQERse36yQdGYqKubXWyCjEOwxBLzjkPY9zv96qqattWJ+dDnw1YZseRvu/nMO6uM8w5BkcIJUlOTbNAZ/q2ca4xxhBpH6z1HhRa015c+1rvfabc971zbUpBORR47+Sk72Msi8ViueysIwGIKVUosXJptJJ576mIDtUAYF2j94munhaLBSJYw4il61zFRZpyk9FkLccYQaRxhoi85ILgvR/j7tmTJ7sxnp2trTOIklLMObXO9d0SEbfbbTVKSimNo59D4UB0FgWAFIvuHg9ZCLZ6aRLRomuqTkbvk5jjcrmMsYiU9eky5zxNIVIha53rjTHOMaOaI4JrbYyRDJeCNVD7rfNTHVZDKsqDV2xb3+fZ6bLrusVikWKQkqWAMVaBCV1TlzKLqUIOGi7CZh6DiWi3HYRkcXrCbJxrvPeM1DaNiBCBzjY5JcvGlyQAPkSReTCbdXdhg4hXW7/dbmvy+MnJ0hxW1sYYRIgxVLsdLVo118QYk3zxMeaSu77d7ndmDsVDxS/yqOCR1ZFxTvJwVidqJiopS8mSgYmIyTTOuUYJDN4HQ9kYwyerOmdWU3g1ND/2HTmOOn1w73QY/TiFruuQhBAb6wB0KVRC9KxSzkOXqd9VB1G9Y+edcwkAvFrNTlz64DAVJtIkCaUbGONKKda4nGEchiyFma+3VwVEUdsYUilChhHRMBpD3nu1YE4xI1IpcuAygTFkMPza97+r3rNdv/zOd38l+CmkYugmA+24KNbYhjfkkmkOQkFNPuc7LvaHkEAjIoQWUGcJUCU2AALwbKsggphv1PO3NldSe30sGQgNSK3xmk+TRfKh0MghzPDGwIOxUbbLrP1AcGxKKSQWBBCDJi9JQe2bAUAgIzCCoCiEDEr4FxEklnJzlY7dgI6tIw9tQUbUrkIp8bPoZCbpiSCT4GEf5WxKKcPhhAFQ54wiRTNF1SNuZiiBIDXpZnmIyDgedtTk3DgFW7htCQFzjsfMz1JUPBmNMTFlETFIJeX9Xtna4pzLKYLowaWXMauYoN4kcXTE0LS2SFKiPgAhMBtMCQB2yFQEELl63zVNy8zKcte6r3ixfpTeT13XhDhZyzHcUF0O3u5Quc3PX1xP0/j++49CmPq+D8GnLMz8xz/80ThOP/jB9/UzRaACQGz++ief/MmP/uQf/va/oejkxudxSsYAR7HWlgKnD9+L3CTTosVpkl/+/q/r85vZZZAUMxCGkk4ffqM5G7/YTOOw3Q9xGkMqZb/fhhynyV9f/9k0TcGXnGNMo0by5oJEZppCjB5AJViUs4BgTlH9YFJKiKZzPQj7vDveTOq/9TGMsRhrDDEhoUHLBAglZQRYqMi5SOManyM3zK4RLBKFmdtlH4oXFtoH61xIOebMAKVELKVIJpAcBSmLLMD1MfsSRy4OM7H1JY8+5L5ddoYgeWdWwAW4hOLJNlRApBAQCUpIxqDEmMfRWgMlMyMCFxHJcQ6CEDDMIGJmO16GAoRQpLjGHUu1XeOkxEeP3u37Pvvw5MmTOY8nx6ZpSGLf6MzvXNsB8cuXlzHGvm+NIWvn/mG73VY5GQAQUI6ZiAybGKN1FgGBChGVgicnC2YYxzHESMbEUnzKgAQo293GGOMaBMgGBIAPVsA4FjdeDc83n5yenp6crNfrM2uajMu9f9mH3BvbcltizJKZpBTPYHOyCYRYmFLxmtyT7530supSPgnv3d9ut1dXVy9fvpy22nUnQXTMGQCRmG1MxTW2YAnBE89xdqmkmH3jHEDDlItlwKbkvB1HRkKDzlqEYudOWxCDsl2aphEA2zZafS431+r34xq9So0xBrAo844Icy65lBAts/UhiqRhDEQERNZaMmb0fhg3AOhjVDLTEGLb2uevrk5OT51tDXPJvoSxaeg3/9VfffHFF//yz/86CFK3SAIhA0tQUzSaU0AAlFiLAEjm4KY0j3zz/o8IgOS1EfFvL8+75fn0c5d7X43cHeN3s9LSWkWE1W3rWBStVA7t0GbNFOLpyerq8tWrl8++GD9Vg4C33nrr/P6D9Xq9Wq10/PbelwKqBfXTdPHi+YMHb1nnPnv8xR/+0Q+//Yvf/fav/srnX3zx6tWVMfazx5cmXfZ9f3p6+r3vfW+2+z/2OFbAUlWti8UipElbcLUiUJP0GIPyBkssTdsqU+5QqEGPs2kaQgwppZhCKYkIgURK2W63ypgPPhZO6mOyud462xi2pQARdu3i/Pyci3369OlisViv18zmILSYx3pm7tr+/vlbUxAgK2xySSnFknOKWUT2OSKi1i5t8tqm3Q/7kouIxJx2230IsYgAsTHGuXbYD9M0GcMgMjhXJbx6lTTse0YciaSUxrrmUL302AohGheH/Z5KrC11SmkaRwXmlWbDbCxbAgKEru1mCnWRtmnfe+e9KYS+7zWvzxg+WLfPt12Iabvbt66xxjhr50mDebFYCGHOOSa4urpqGneyWmrIWM7ZOQsgkovm7ajC8DjLeKawzr5kjffh6uoKgFarlXNqSa8J8lBb2Hk/UG7oZ977GP1uF1xjQggXz18Ng18ul4tFq2NeRSj1jq8pbTO1JmW9FMY6ZtaWy3ufcp5CsIYtU434q4K66tQfo5ol3tg5WGuU3fHw4cPFGJu2sZaNIWaeYdIiiLhanXRtK1LyXHuIiDVaTWowNLtpmjabjaJZleY3P8ySq/2pSDHGWGs0q1S5iwLQdY0xJqQ0DCMR5gwxeeds17aVRnuwChiZeb+fIUzv07ywAgAB7QW32+1isVgsFiF4RF3azOOKjhnKaWRmYMg56YNDjKVkZxv1HHr16iqlom+SiBrnCDRtsrrnkw60lR9YLR+03CzF6ivO+y5nbgjbRITIvNQsTQRUOFaDvAmJmUGQjdGMqd1uZ6zp2m7enIu0N/v/pAPPHE6IMKdWtHPKpZILYkzb/TbGvFgkAIwSFMioG4/XI55BD7G6g6027sMwbHfD5ONyuWBDCNC3nUg2xmhuctM0wQdm1SDVgfYmrQEB02x2j+M47oex73s8nBsCYG8SGlAED9RlrxEdloHZtm0LPAs+9/thjm+R0ja2aewNHlEgJX1vpA8UESa/NYb1YRnG6U//xZ+frU8/+ODR3b3cLbH43TXXrXnm56ywbma8W6F2OpKVOrnpMvYoXwGPV+hFlNzA9UXmKHqtMYBAN28CDiNRgQAocGgXikABVSpqD60hZ6TpPnPWLhQRESjqSiWlsDksDPG1qLqY4vFS63iaqnRT/aVyrmaeemFR9ymagNlaTZ3JkDPkXP1Gk2SaU6SoiNTsYARAiiXlGnAiqIMFIKJlKkyWIfpxmsamcfPenqgUYaacoyGEkht7mE6LtM7kHJumgVKctczu8Cu8xjWag1hMLpIEETBrIgYheD9dfPFivb7XdgYK5qyyGWCmi5cv/+qv/vpb3/rWarXKQqVgSTlP+ZNPPnlxcfGd73737Oxk2g2EsNlPRJ1h/IP/858/fPjwm9/8pkpNBURKmqb4k7/5PMSwWp9by1e7UYqUAjmFZnEC3F5ugjEIgEjoffDTTnD59Y9+5ZNPX/R9l9J1KHma/H63n/yku8rggyaRhBByykVKSin4gEQ+Ju99KTL5kHMOyYcQSiZAkzMUESQIyZciIKTRU4iCVJyzSGxMU0pMMWnSjHWGiFOaF7OGkYlyygJkqMlZOMNieaNI1P5PF5jWEbPRcmwMK99ESkkpH5oKrLVPjTOkIEjZ77Y+ezJgEqo0O8v8gPuULBMQS05MnFKGLCF5Y4SYgs9kiY1bNA2jxZKRLbJBIABs2i5lKVJY5Q2Wgw+K7OjitMqllMmiPVJtLCuFSp8PFDyAqoSAZDTPo+Rcnj17RkXUiKseTdW+q+s6ZPPy8uoQHURN06xWJ1dXG/2b9Xp9fX2tZ+CxkrZC5PpOQgjX19d6zZWu1XWdVrG6FT+mSde6XHJBkpzLdrv1Pl5cvPBTDMFr/l7bGiKRkgsIlGjZzCtNDfgGISoACEI5FwBg4rYxzrrze/c/+NrXL6+uN9fb/TDmXASkxBBDIDZda4mNsXabS4iBicnMQaljDH4MhARssqSmae6tzwDEGrPdbPw4aZW01hJzznm73QIAMYcU7eGfnHMIcXbLP3xSemV0Vywi+/1eTzl1hlN8X1OIRSTFoQj4EJHYOddYu9lM0Dc/+cknlunBWydacHJOTd/9/d/6zU8/+0KmOOz3tunmqQ6OItBlts+8SUWQ2W5Y9LCFOYPhlgXLl6XO/P/556t5oXej2PVZqKKqY9u8+VrpkH7wzD841Xlm1kcphOC9/9nPfvaTTz7VZam6XT569CjnMk2y2+0uLi6uL68evPXgxYuLcRg+/vjjb3700f9H27v9WpYcZ35xycy11t77XKuqu4tdTTabFLspibcRORQxkgczMgzf4BEM+NEvNux/yIYf/GAYsA2M4QtgGOPx+MWGbHFGEinJ4pDD7iYpstnddT91LnuvS2ZGhB9i7XU2q0nODGwXAaJQZJ06Z+1cmRkR3/f7Hn704dXlZdOkuuc2O/m/lBJcLuUfm58N/n3EGDw/cfEtLJqrWnUYplmMFFPTtjlPIrNnqR93u90NgBEjknGiaiBa1YCBkKHpGr/0GS1ZKNKmSEgIXKt86o03jo5OHj58iBXv378/15beKdyf94gQKKrWq8urjx4+47QKMSlarZnRm7Xqzpz5bTcL5H2y4kXpfirCXlcghdTGWmvXtV3XBoJiGoi6rp1pyCl2TfKNYxgGDrGWLCITAIiGJh0dHYWmXW02J6dnoLWNnqi2gJv5kLQWOC27DO37+rOvRkTA3E17cnKiImXKotXHgKo65bLeHDUpMZKpeo/Zz/yxZBF59vzq6upFipEJFxVZHqWWsoQxeN90u916kpsPGbyO3RvtrO97RL66uhSpiOYtCp8X+TpeRDg+cjGznLXr0jSNIZL/gE0DpZSrq6nt4kIz9wPM/4qz5r3GgASBk9Ol/GVYbdaelGpmTQqbdecTLX8ZlkvhUk67MB2Bpik37Z7jH2OMcZgkxth2CdFSiGFPCEQkRGJCM805b2eQMYuod9znFzhBqdPl1QUzT/nI38BhGGbbJJLnJS6pvsy83V07lLXf9SLmgkNFGsdxs9lorSmGpmkIbalhXCfpDrrbpGCdo2b9HTw+Pj45P1YRMLu5vlYVNdk3EcJCSiCiGJumaSh6aDLtWySQkmcJaNetxyGfnp4zM+DMLGWYB78xxvV6LVqWEORFczXfxVWPhV1OYGZtE1+G/qnGwP7NLwiWaZpMnacMu92uW61iE4dht+tv3KfXNg0YhBBGndVinsiysC6JWcFMNOwH7J6W3jTtw8dPr69v3NOsdfLGij/JReTmL2aMvGjeDjP99ksLAKBKDbGpuezkxvc3nHdmOzo6KaV0XWjmESgtcvflnr3g+xa07OLyWryXy8NJ+5DAg6gDqFUUZ4oMALjAmxkBNcammZ3V4CmXXqMi4s32xioSITO5Rvczn/mMmZjJXOF8AsLxaw6zBb7/CaqKfZI3va9ZcKn0lj+Zq6B9ltEvUYHeIjqcsWaACr8AVaO9IxD3yQ376CQEQFQqQHCYr6AsalVIiMhpT0gBALQaeq41Apia6ewWcQQxgB5WsL5CUgSflyI4x2iJcQMzViCv4c0QIRDv49eQiERrVd3735yNJDlPIYRSMiIyNoxYS/UfkZl1scYRgRUCM7DIcRYKIuxtaZQ2XSnFTNsuiJTUNCLCRMygCogs4qO/6t3S7fbGb3jualZDVRqG4f333z89PX3rrc96YPeyu/7pn393msbf/1f+ltkckEBoP/nwp9/+43/y1a9+7fOf+yIREkUKwQxKlWGCfpSsRGlVRBAQmWLDr3/6N07O7zer46wkAkQEnAahPOa3v/yNp0+f/uzRi2U87iKRTI2E8O3vfs9Hlzc3N6o2DGPJMk3T//7Hf24KVWXoR7+AsxfcnAAAIABJREFU9v24G8ZSqgPMDMnFqH40+KHjBnJEJK7LSkpNU6vO3IsYmJm4S00jgoGbXKTUGiKmZkVEUy5EgTGoZdXKkREpTxUxIEYzmIqI1hBQFRlJREqtPvQDICZQAUNZsuY5RUMUEQX0lo06OtxtvWC2n305NJQAY2AiGsYhxphiEFBEjYE4BooEQ0UmImxDMqRaa9vOdqyuXWeZUmi6bk3jiFQDUHuyade07W/a1SkDBzYKDWAQA7cUA1kIt7XlvDxESinr9UnOTvBmAzOdLbW+vy3G5n3DyBvFJiKEyEx7bFV1Sh+ajeO4WnUuPpw5520jIje77Wp9FEIIIZppjH6KiZk1TauqFxcXXhD6/aTdc7+WzWpWqYhst9ulfe9CLf+Wlpv64VZ8Kzlm9P+XK5AQeRxHkYIUx3HM2gsUIuFAWma1ASAGYFUwE4RgiowE5ooEDzMGZGrb9o0Hm+HOME1lmMZ+N15cXtVad7uhFOi61XbqwbBrWv8mETFqo3sLIhH2/a5mCwRWBULomqaNjABapdbST/Obm1KSPRDbNTj+0aQUfSLq0yS/JS7HvYufvcnrD9b1nF5Rt02r6tUtgEEptZapNvFmt7u82r722p0YaZomZhzH3b27Z//hf/Dv/2f/+X/RQVRPuTOaRR+2qDTnqMlfNqzzS8yco+AV4D/3CPv/6dciyzwkBvtz8yv9er32gZ5f9X35HRoBlhnJgwcP7t27d3FxcXV1dXl5ud1uW8Tr6xsHDn344YfvvvtuSqlW9Vv6+dmdcRifP3329a9//bXXXvvxX/9smMZAcHN9OVMqAJZ6MhxS4xeisa94j84IiWJMzudwRoLjzjebzTRNLnSJMa43KzUTKQCCjpIyKCVXrSJVtBCh1tmlVmudpppSCpHBgIBBkWPsus352R0Ve/Lw6dHq5OzkZH8Diyq61//sG41mIcRXXn11mEwhVB/0NZGJAoU5dPEgHahpW5f1ellL6hrZqAr90I/jVEq+2W6PNpsmpRhdojhbWnPO3u/xB9e2rRivVuvAhIAqkppGah2G4fLFZT+MXQqbVePV/GK0WKLMQgg+eFn2oznxZt8P2I1TKWWzWT979pz2h72bdMGgSAXDaxFeEoUQm7YFABUJgbs2nZ6cOOPRhY6gSsRzcPZeq+0fcQihbZqmaVZdl7vOgWLjOMbY+M/uCQQusQwhGOhiIjK1KtXHMk4bKxlS4s1R57W0Cm63uxBi26bUMIL73XXJQFuu3YcIllqr05CnWq93vdvQHdv1IvDyXvmO44MIf8dymQLHPdGnLqlNterNzc22H1er1XqzMlMCdearp8AhkkolAkScclmmlCIaY8pS+74XKYh2fLxh5q5r/fYVIx8drYkoIHnzMqWkKhwoxnjn7tlsND2r/lqPQ+6n6fr6+vj4mAkDUYhMgF7meedsyS1dGO4ptks94Ou/bdtFXN20aYkmE1GmsN1ufeGVMtVajIgIYwwO0dF5MdAwjFdX17t+GKYc5qnsfCT7xMRUPWvRT0Hf2f3BLkPgSSyEMI6Dw3/btm2aRIBmigD+Q/k7+BJI0w+J1arJeVAtTZOO1ptZNO6KO7vFAC45HL5aDmBWgDTHBKtq4NRt1pcvrom4aZo2sW95iw9qVinPWV7zoH6JoFjWFQBUsSmX1bpDRBVpUwSApk0idZ5qihEzIOZaPAs+l1xLXaZT/n2O4zj0gw9hHDPrr7MU2Ws5XAgwi+d3u537H/b3XRPVquJdZyJmCiH6jMsW+aWjI5aSbG+vAlEJgYep9P3WF62ZEvFLWOdfzzV5CUHpNcPir5sHbAAACqAHKXmH9jAF8C7DLxnf/WJD1Lc7OMTeHlSJC7hMPf0P6RfFNrrUn6gmPsBGv1chmSECm5Gpj60M50EggSExAaGpC84AfFH5nA+BgKCK5wGqgdEMcYU99hIUDhGyiL8Qw+Bei9lbAqBqzCGEWdsTQtDq8te0zJb3ce1mpoFTrQXMVEDVVNHpTYj40YcfIcMrr72CjCVrrTJOGQDf++t3X1xcfvnLX4kxFQEQVdWI9PjR4z/90z/7wm984Z133hmLEIcqgMZFQ7W4HaXPQOSXPCRAU3v7t74qUqdKISQzFCcQnj3423/33xyG6YOHF4goKmqWc/WsSAib733/J2o/KrXmUkSk78dSxOM6aylmikSl5N1kgOCizZKLqHjD3tPkEGiaJjV1phr5ahMTkRgbVZMZx46es2oQsNl0q5BLTk0yRVHlttWSfc8EQE6RDFSVWGqt4EpsIwFR5gIBK4Ki1WqiRCEGEEGiKCqlTGaAyEhcq6qBmhkqAiAGoujXHlUFwqpWSg1iZoJkruREYwsVgDyWfZmfeC26mGWCv6ronbV5i3BgEQMykxEi2Gq1AjNUjaQG2oQAIRDTLLoBZKaxCACZkTej+kmKiNTx8mq7WkstPUG+uHhqKFMZCFfjmBGrqInao6fPATmXrHLrwNQ5zYhDiF3XLqol78Az00sEpuWwXhy5s9swUozRrYje5Nput5FiKSJ1dAWNKuSp7rZD13VmmHPx6zKAeXsakZdo6aX7vIQuLjqFQ7S9X+Ru85MRa62Xl5fjONZaiFyhzQukdwmELFkNwWwOd3UYuO0DhJBmSbjXUaIGJqiMqAgGYMS0mE59bD5Xe2agmqchBo4xrNetnNirr97th/HFi8vdrp+mbN4nDYE5GQBzSCnUqv0wjqXEgGQAomWcTJUJxBtz4rKpYBwWyHyVOUloYXe5WFREVqvVMiJeSN1u8PHHfnx8HEIotZZaYwil1hSjipUqu+2uijJz17aEsL0ZVm18970frVfpC7/xGe+PAVotw927x3/nb/+t//kf/G8cV0TxtnP3Us/vFxmaLl/3cK8D3Yfar7Xq/b/89aui1V+KC1ryYw9TXvzas1qt+r53Kt4vdfQtYdqeUnj37l2XaF5eXV1dXflEzR++v3Snp6e1VjO9fPHinbfffvOtzwJgiKHvh+cXL9ar9vrmBjGQ3AIywxLN5GeSK/cuLy92u51D5HZXsykzxtQ0c1iWVyOllBiIQ+BIBjoM/bPnT5hJUc20SpnyqOYf4kxIL7VQ5lIKIXMIaKwViELTdKenZ6/du//zDz5qmvYzn/6sGUodmYKnbYYQVO0wNAzBYqKzs9Orq75bn1KMpUwAYipN8I6dAruDpYrIbujnyOxhsKZZtV3btiGknLNIqKUOQ57GfhrjOGyblMDmu6l36z2uwHEObduWOhu+mdBxl4CMIU7jeHOzvXt+glad8egetuXv+vuTYrtMGJYUQd9KAODu3bubzabv+y41Zko09yBjCERUpSChjwFB58oQmXLOVAEAXnvttfV6XWs9Od4EmhOf/eZnIAR8CIjzN3lptg3jUEpNKYWQrq6ufA2sVivVutvtSnWwRyMijkUdBt1vFkaE63Vba4kpqYqqvbi4evjwcYzp5OQoJqq11qJu7V0aacsQw4ddtxH2Zo7AXPDcqpJS9B9kUckuiLyUUtO0IYRqimocQ1EJgZumaxGrqRj6Su5SKzJLaler1TRmJuYmGQgAbDZrDmkZ/ixUAEDNOW+3a3fELUYs3w1rmUGjMfHheNzVj2Bo/g3TSDEQYa01cjJQxNCkJtcZxug/vse7Lfvs0D87wEtWZj49PX306JFfEFfrzs+kOZoTeKEp+Fdgdlod+QG96DDHMfuyHFOzT5KcxbdLDFpECoGXufQ8U9qDVUWkA0wp9X3yb2a97gKS+1L8CTsyx68v3jJYHiwiJkJFqLUawrbvfftLITapZeZSp4WT+ZKdbKF07EEmk4jtdrvNZh1jmqbcNt26i8si92fijE0/IGJs/Q2dZdXj6NJlL5JFDZm9G8KEbUo557abOaIppd1QFlspAGy32yWW0AX0/kn5l50519O0HK6OkguBEBFEigowxRDuvHLPzCKx1/khBBEb8rTkKPousfQClwhvvyz659J13YtnHzVNqjUjx2EY3nvvvQcPPnXv3qlJBaNP5iUcyqt+/Ql3qPD/1VlD+glo5Fyq/SpGyP43eIjc3JeLe/Slqai6q95rAROHl+yNZMYH9E4SE+ZgCuJ+D0MiNAURJWLmCOYyKgP06s1MVfZ9AVMzmV8ZZEA0miMfvMT0R0f7N8LrTPGr7kLR9AGaFxiIpCpt247jFGM0g2nKALDb9U3TgEHf9w8fPjw9PXXE8bLgr3by7W9/+8GDB++8844j0IhC5Hh5dfWdv/weBf7W0dFms4mrJrkVBLhZn601hu7IjFKEEEAEiOBTD978dz712WGYtoM0TWNGWaUWmyq99sbnpmn60U8f+iTNqevTNG0H6ftZQJ5z3m53IioCLy5e1KpZJm+vc+Ba53uhzIplyHsjAKLDVLyvz0uvaizq98sYaZwsxsbLCP86tVYOnZkKYohdLsVfK4EaKBmqQPHbj4DmksFIVdGEA/d5vL14oVWoRpZSUlBvOZWKtaKTyQCoalYVl8uGgIZMIRJyqZZzTg3DPMwkhWCAwR2d6j2mqoqmWg1EipkQg4vNMRrNuaJCCEimWs0gkLngFMBQBVXI1GppAhNCYERgiPMBl1JoYvQjj4hiSjGlF9c3Vy8uX71392SzZjDT2rYNReLAiYMohNj88T/+zsOnz1XJABA4Ns3l5eUHH32Iyq/cPfuP/6N/78Ebd37wg5/9p//Jf1VN2tWq34kZIBUxCCEAcrda+9TIHyYzG1jJmnOuBrvdnJ/m+UaiivugxeX1X9BTPs7XKjPAj0hVQ4ilZlXNuXRdBwIeye2v1YJf9gCAKtr3vZmlFBeq6jSO05SZuUldlfms8eplIasfqhIWW+DMOUN0PYi38JYSyCcfh4BKC+RS9P3hriKCgCKaczEI/ZBPT9cANcZoVdBDs2B2Ec/pxCFUqbQHTe83KzOVWZINJmjrddukcH52bAB93z9/dvXkyZPtti+uuS1aS46pa1LcDWPOEkOYj3gAVej7IaW42HCIo181mTmAGcA4jt6BdZKNS5MW7Z6jWTzLZ5omUVyt18y8OTpyAuo4jqVWMyuIBD4uYis112qqbdOoik8OP/jw4fn56enxJudtSiwygaVvfv1rH/zs5+++/9NSM8TkMg9AdFD/rf/L56GLN+8gg2cWU4DNoSP77JGXiz37/0C0+asKyENo2WFtstRX2+325OTE97FD24gvp8XpvWiJXTHnotnTszNf9tttPwyDo1P3fYqGkE+OT9763GdjCMTYNOdI8MYbn7rZ9dvt9smTJ8PNpU8UASBcX1/7t9h1rRnWWoah36eBk4E6etWnuikFAMhZpym7bezoeIOE25vtdrfNJaupYDWTWjMAxMgO8EEEZ3S5AHqacpM6VQPAlNLR5uju+Ssq9vjxs9PT89VqU4siMgL7X/Eu7yGky/O3ELnkfru9vrrZAVGRalpiDE2IbduZaErJ+89odrTqSi5DLSlyijxN/TQNOqvCuG0DhWODenp6rFq7dmVqSwDD4VblE7ldP5mZ26Ka1IzTlHPdHK1zPjPAs9PjyODs5sP4+KXWj6FZmtm+GXnBMAzD9fX1WK6vr642q3VfpWmi96umcZzXkBQvEQEg5wmR/JbvGqFSahzKxYvnN9fXu7NzH+ipKsJcEHpRp/uEupf441WqmqkAc7m+vm7bdhzHZ8+ephSrlJQiEY7jsDwQIhSpi52jlhERGgo5jyHE07MTVU+haNabDvc2JF/fvqYXiLyZLUJ/918xx2VfRsQQQ4rhELnrhdZylvu4Zpn5+IuU84iIKYWu68CMAYgwhGYOthaptVAkVROtC1I1OztFZhdijLFp4zRNnu7gw5ZDT5cpLuLJBRbqCfKzfBxnHUtVyDmvViuP2WHmUibi4LuqGzL9iy+R3E3qDsPT/eufnZ35lKBbtaVkADg7O/NC0UWeS5OVyL/gLNpcCtfLy+tSyrbveaaWkwtZQwjHx0fMjACRvSmDum+g4T5cgZnBzDgAwDSNUmsTg1UpINM0caDAJFKGUcdx3PVQSrm8wpcw9MET7cGIQz8M/tM1TRNDRCAKuHzKy9nshdbCPHQWyr6cs2HK45i9zTcN4gXt0pX0fsdiB3UEn4+//DcO+3HLpujMdVy1jYrEGIIzfkCJSCwuguGl47Ag4P1dizFeXFyUUjabzSK89GOSKaoqMSwa3T2slcZxCKEREedUqWopMubJ9ufNgo9fUPU+AXN3n6rmXMt4lcsXnEfVdd2Xv/LbHu9BZrMn7RNF3SdzhJYX8zCOYp+A9wvevAPEpc5poHP9g/urgzCDqtUqh+wWt6kg4ixPViHiPSH5lukfAs8ODQBzoQuhqnnupYggYakFLLjzitCFr8EVgwCKiIQEAOLZYmYcyAy9OJstr4H8H/VrubeuRNT9C34Y7bv7/hFjzuXjjz8+OzvrNhszq3u7X8nlBz/4/jTlt9/+Yte2xCxCCmgQHz29/KM/+qNPf/rTX/3qV2qVEClyUlYi2l3Vp1fXkJrN+R0igv2DjWhv/9ZXTe16l5umMcRitr3pFejLX/tmUbm8qU+ePxWtwzDmXACwlFqy/vUH/9gM+mlSETUbh6GUsuv7Uuo0Tu56EtNxnNwd5YAl2HfI/WJSJYmIqSH5KA/2PGA2ZaHKzIQExpyIfNrFcyION40BeHksamAgaEiBiIeCqgAUAmOuIKZAacyzp7FWrSoEVqUgB6kqmuf0ToEYExHlksVERHLN+8acrdbtNGVAES0xhtuUEfG8gbr3DmSEzq+PhAimhAiEDKBS1URURS1wBLGcR6RYa+ZASCE1EQBLHqZpMBCRQhxMycyZnFZLDgar1aoiphTaJo5jP5WJzNp2tepWAByCzrsogJ8pftnwntrPP/zg9Qf3Y4iBieZomYCIaqZSiSNw/PDh4+9857v/2h/83c+++RkykTIYAhITcxN4zKVbHxt4qCCkpptyjUZgbJhEpJZy9+6d1+/f//GPHnrusFFEjohQRNebNSJOUxYRF4nMqof9Z09IDLhnayMRqUGMAeF2lHeoUZ/3K78c61zCzVOyUhA9a7uEEPp+5+2eIJVTutreuOdTwKwUt9MvZG91XfKeA7/goJZT4yU+7WGI5WJp8f3fb0rLndv/CaeC+cEUYxQF1YpIIQRTSanxQGZm/OG7H/wff/QnX/ziF86OuzbxyXrTpsRsphVJa5UxCwAYqqp6T3m/+ZqZEpNodQFCYgKphGCghLhZd6uuvX//zjjmF5eXV1fbccpTrrX0tWogRSQKTMSqaipjKantAEBRQggIZmILobpddbpvoyx8Aebghkk/p/xH9nPNH9GcNrHb+QG35IT5HDWE6Jj6pROttRrQer26uu7/4v/+wTe+/pVV16hmkWpaY0x/+Pf+7f/6v/nvfv7hx1XntF7YHy6z1/kAsgWf0GR6k41+0T7wEo7412Qk/EuJPH8pZfpwWL38/rBy8/XvYXouWHvJ6vkSJHkZrs52DzOfQ6zXa5cqLDQKIgLF3c1uGkdedWpEjCpGCOsunRy9cu/uWZ2mcRy3220IIcQmjeOoamMeffVz5M3x2o9zZsZ9frRI3fUZDEWFGQyklPzk6Y0BiIqoGhoHUFVAdSImIkpRlwkt9uIQUtduUmpr1dPV6fn5uapdX+3Wq/XZyXmTWqfGITDMRozbMuTQdGFoALJet0fHqzFDNSClvs/EXFR16BuO4zAAwmx4DUxEm67zJxXaxswICdH97tRxOwxbAG3btmlbAi7FNSSkIlUKe9cckYkAkAjbtgM0IjxqjqRqSs1mnYl5s141KSytdy8/fFDjxI7Cc3iiI279uF3m4zc3WyLySKFaUVVMNedpWbIlT16q5eLwQ9Iq3r5qm0TMm9UaDVarbr1e1bKoEMVHLvugHl16Xc6STik5oaDWwsApxe12e35+jmju0WrbttbiApsl6nqpQGb4odZhGLyo8GZbSmmzWcfERAxG7jo79EQti5tp1tlOU3atJthtLz8wm6jh7Nxg4hCCA5oCsZlRQPM7HCkaMCEh930fQhj63eXFDTPh8ZFIRsKubcBgHGvOOQQXD1tKwTNmCZGJKojovOc4a/j4+Pjm5mbxXPngzsw8zCRSiim4P36f/MbMbGpIJCJ5qrtxIKKrq6tV18VARBQoTDk7EccvuIcpUsyc9uXBcmQuPKT1eg2oAJ2Ien90H7WkCCTiQEsfwen+jm7e+1ytOpFGnScQ5kxzKWUvii0GMEnxwDRQJUSRGjCYzaegmY25NE1TxtF7WVWK1No2XkVXA0BF/65cNOK2wGWzs5w90vAwnjWldpqKqcYmLAtsHzWT1uu1VEFE18AgWjP/c9L3gwIOw+R9Pj/U/fv0noK/a/4nc+r9vmOyNH195Egh9MPYtg0ixBBALSYf0RgzAcAwqciipSS8ne2YNz7MZsjKYltfzgNErGUSFR19CkegGlI0k363LaUIFr9dyT6sopTadauxlJhimXKTkle3UqvvG3maIAQyNAUmxpgCBzdM3NzcfO+vvv/OO184PTkyVQR0NMjyDS/CpE9GFyzpZ+7NyDkT/YI8xlEfqrLPDFRnfi4UEK8/feIhom6nYZ5fTFeQ7ttnhBwNIKTk3VFXlROzGAJAZEZTHyb6GggcRSWEmHMGJQrO4fTRH4zjhAht2/kxWSwTc0V5+PRRDPHuvXv724QhGGC4fLF7991333rrrbZtXQbijaei0u92/9e3/8lv/eZvvfW5N5GoGihw4nBz1X/46DmErjs/r8VC1xqAiCHivdfflKqYupupimRRDEwiImq/+dW/KVX+6od/raK55GmcbiYVEal1yvn9D348ffsHs6lMpNY69LlWl47fYi08CyulVMUMSVQQ0GkQeXKMG5qiYwe9QPKkGSfsMzPAWGsNKSoshitc8Ek29w6BAQVQTEGAQwRDDuCSRY5EvBJRBTRgLYIIgVlNpVSvESlEN2q6r0wMTBG8c8fJykDe0pqvyyy1EmFy9KsqIDGRNUEUVKFKVimBqZBVhTH7rhJBkInRsPQ5MJcpRyAZS87eaZ1N7Hv6PyCCYUbEMoGXUiWPMXJsW8UaiDGFqhYDpZBqDTGSWiJmoPiDH/6EOf32Fz69Obr3xhuvq8qjx08Ct0jh/fd+dHR09KnX72vNzdyhhhiw1OnkZHN8fNTvhmHIBOFmd7Vc9Rbj7kzSm6Z/9sPLFD+1WTd7gXpFEC9HOaCAisiuH8YxI/I0ZbSRUQnIjFRNRUXEQ31CCKaBQ2wxxrZTvBYIgNDv+nF7rfXOk8ePAUM13I0ZoVE1wKBGhJRiW+rkI9Zlim0qRAQIkdix07fyb3DWyDw3W8qDRQLm+2SW4nM834gIw0EEbnG7HQDc3MiiSZk7g+AN2eJhAN71cyCfqbcyb7H1i9ZD913w5WxdShqvGH2m51ftQ2zyS2VqrWKg7ncQsZLFdQGrVQtg7freD9/7+Hvf/9H9V8/feP21s5OjruGz06M7d47OTtfcRMLZWLtvtIGBgtl8wrpI2UWtJmD7fhoiIBBaZItH6fj4PiCL6DBOV1c3Dx8/2W63udRSyjA3SdvUNO6LRgpTEURsAx8fH7tuZbfdAaEXrn4VPDs72+16z7I+rD1cnyIiohC7NoSw3W6nsXoE8zRNFXG1WjVhPU2T1OqH9MyiixEojEUC05OL6+/+xT/9m1//0qptzXAcx8B2erz5d//wX//7f/+/f/hikGrEDo+/nY85XEVVfd0dBCrYXsA5w75+lfDkk+3LX6o9+Re0qf+qL/XJHIjDG4WjUJqm8eyuZQM/DERdmF5L+5udaHz7Zc3LqOXiTUyxcWhQO029mDRN8gWMZimEJoT1en337l1EDH3f11rNRDWFEBz0YGbujFkGPnv9mOxREHmuN6zMID5C94lVzQAGaLlMHsaiqlLFq/QQaNV1qlZGef31B5vu+PLyMufy+v1PNalzycfc3DVBWAp7eMno73MkUzs62phZ161DWlWT0/M7ABYdO5nrIoM0nMXKizOn77ellKqGiITzfOP0LHPkGEMTWxNo2s5fDJrtavHgg5xB1dM0iRY3Gl1cvMi5mEHud6XMeVlewt3CmvYwiSWUebfbeQrzOI4euv38+YVjTgG1aZrIYc9xoRgDIzFSzpOBpTRvHLlMKaYUQ83lanu1Wrddd06eRhojIq7apmtbAKCYpmnyOcYya3YhTYyx1Nqtulple7M7OTkZhunk5NhVo6VOh16gur9fLqBOEdmsT2OkUrNIERHCmCdBxKZt1usWjPLkFQioiIsrKIQqMk1TjFEIFlBHrZU5SM79sPNVcXXx3AWfrkhc5l3+8twmNc/1Nbo0dA4Ez+N2e9N1TanJgEvJ2+tLL26Z4263ZUQmRCYOgZndvcbM6xS9pvJXKOd8fn5+cnKyzP1mTe928O9q1jcyejEw12aqIUbmUHIdcjaDFy9erLu2bRpiCMQUeIGXejPM9SQz1FTn9DP/GadawazkXEppm8ZA1Oa/tdsNi4OUiExRRHKuLsKK6Ta1sxbdbrfX19t+7FfrVYwxEqeUQpwnY5GD7W2cS1NgOQIXCcquH92DysxPnz4mxFLKIlTwz4uIuqbtmnbJmvfsODOzWmLbmFls2nEcL69vGOjk5MSfm1Oel8foBU8TZwcjh+AhVD7QU9XN5rgqdN0mT6Vp2uNNu0+LKu6m8LLBZ6R+zC8xD959GMdxHMdaa6714sXl6enJatWlGMGEs/s88zAM4zhOoyx10ULJ8wnh0v11z/PTp0/X67UXov6W+dvno0Wi2SvnHeiZf1tqzhNzbJvG13lK6fz8rp/E/dCbypIdb2Y+916091kk92GzOUZkAD05OfnmN79J5BIxzrmEEERm1IeIqFopLv0Pfg87xIX55+jXzXEc/RRfWqcuyiCilGaMgT+Kpmk99n3fzUEA4OBiSUPEfhx3w7gE0CNASGnKUkpDsf/wAAAgAElEQVRNTUAOpWYFy7WuUiOiT588C4yv3rtT94uwaZpxkkePHn33u9/90pe+9Prrrw95R8TMcyDnP/xH/wgR/+AP/iClFGPitsk5b4fh+++927bd775yz5sFSICEiDFqc3znflqfpbaNq/0pYyAi3PLv/51/YxiGJxfj4uR0ZePZvTc+fPTihz995FiycRz7vncdl6ueaq3jVADZn6TbL2fbbZqrjuseFk2HX2EP4pXswPEIbiFmZgtrYq6I2SoTi1UzC9QSM8pkJgCeS4VZshmGEDCimhmymQFGEZmKNQSItFiday1LzJK3IhVGBVEQVePY8jw+VfdcjpMxMQOKaWriHGmMNE8+zQsDAxBCQwImtr0rqeQRZKwVDobSaR/0GIiITQzwarclit1qjWi1ZLCaq0zjrlZKzRGAFREzGYaBCCOTYwBrratuc7w+PhyzL/+NiBVySjGEwAAvLp+dHL3y21/6ra5NgalNUZEub7Y1130WWeqHHhA/+OjJ//A//oPT03t/8Htf/dTr9998841SMphIRaRY6xTC8fHRpt9e1TwB4DRNOymA9fOfff3zn//8D3/4w0cffdR1m5Kzv3HMTIi1FGaexjFPkx8ZrjRRFQSIIZqZ2DyeotAEDmaAGBCDqEVCIgJ3m1pgJqmTLWmlyCLCHFCllEIUYmLQPiC3MWk1pMDMBoqEqMacapUm0mq9GickojxVMfVBgOzlAz53XRqLqmqq4UDKvtxoD8FdC6ZrgfHuDQuiqv0wLHOnxbi43PqYPO/EuxWcUlqmHHsmh710az9oOekBCWZWUfp3eIjpWsRBC5VwubYRJt/uHDoYuFkasiI1pG7IWot975/96GcffPS1r335i7/xuedX2xfXV90qrJrulbv3Tk5OQmyIUUSkZEQyU1NARN6Hwt1K1kn2/mdkprlS1WpWiXizaU9Ojt54436tddeXy+vt06dPnz193o/bcbhJTUfMRHy6OXJOZinFHQSxSVKXuGwCgOvrazNYoAb+/P0T9Dx0t2gBgLTp5ubGtG42G1OutZY8NqmbmxGm05Svr68PadvHR0d37pw+fnrxsw8++txbn2lT5/DC66ur1++/8od/79/6L//b/8lTo8yQKdxasvcqzEPtpevrb//koGxbZnqfrOV+0RcA/yIZep+cAf5zB4Avrb1l5ftYwi8Yn0xA/aUWCQBAMjQ65Jz5Spg/l836zp27qpUIQqAyZU/ScqOHt40WelA4Pj4mwpwnM6u1+EFlIId3aCIKgd0CQWSIauB0o8bEOQs1hBASI+KYdZpGb1SYgOmcF0GBmWPghMjHR5vzs3uI9PzZRYzx/qt3PdmZKNA+OwMB9OCJvPThOVW1mhCGJq1L5VJNgQxsmkaiOhVUqbU6vlIBLISYYlyq1jwNrizyiALPcyu1ePBAjMPSZt7fhHSpv0UkIDVNw4whBAacpmm1XjVNKyLDMDVNVGmcG+HF20HmxLwk9vyPeSPzUYbvNSdnp4t4LMXAxOM4+DuZUmKkJqVcylRybNIsxaziIJCaarOyRQoyq5tqXURlu6H3T3m5r/v35jtgztkurNY6jWUcx2fPnt29e7frOsAZSbxI4BZo5+wSBBjH8fGj54hqUL02iKHtukYVhn4AkHGYnNfitdxqtXIXtd+GU0pkCoQpJuJgprWWFDnGtYdcIeFiYnR5qm9/Myt1P8PfI0xmjhaApZTk9HizPklNXK1aIpRa4y0HlVUtMGmdo8lgfyZNU8kl52nyKainEfoofOnZ7EWbt6GIiPONze80e9Gpg47KWIqvgG3TtCn6B0SB/DG67GFxC8zJhHND+hYouuyk2+0WUEPkfe528nW7h/3EGKKqAXRq4ggWM88H17t37wzDWEpW0xB41a2YWarXP5ZSSvvU+OWk9PW5f7CAiKKEiNvttamenMxB9jGGyAxmaoDMy/TMewFLv8P1bVh5nCYcp5vd7uHDx8x8s925vi62wSWj7P5+hDxNC0zZj8XlPuEZEkWs7wcwbJr25mrWFC0n9/JG+4bold7CxlxuACGEbr3mEJomMTMTe8ltpszUdV3XdUTRcaCedeHSAG+zpZRM5yl0zvnk5KRpGu/TLwQakWnJ4Qwh1iqqXiLGWit2iwKZzExU+77/+c9/dnR0PI4TB+SAzGimtXr5PS1EwVplqlXzdhxHszUhSZWLi8vzs9NaBfQWObjQU/1G7lUiEfkR6s9kHrCI+MLbbDauulwcegs+1Cc//jqX4smUY87Ter1SNTEVqcSspYzj+Bd/8RdnZ2dvv/32Qqjyrudf/dN3L1+8+J3f+dpqveKQiJ1twP1N/+jxEw50cuecQgwcoGoBogSr0/PPffFLx3dfDas1YfKFqaJV6rd+718NIQGnXHGqVocqYiXHL37pW1LlZx9emUmpNU9jqaUKTdnA4Pvv/2mttd/1HmQnItubbT/0Rdk12znnWj0asTKTGZhpqTVFT3b1C6c3F5pSChPVKsTsqmzVuVkWQqiGYoKIbRdLKSHqkusonlGAjtuprlUzszq3eyoAYJ15nKoz3WoYRi849uJYMgMFJSYgEPV+UDQzEBCRIoUK0F4FF0IgRH/j5puTKsVwi2dDyLU4LHSfaR5VFAnNdLcbCdH22jwAA2BRECmqFWcjqpoZk0/RETQf2BnUzLN/5s5ORAakGBOn5umzF0+fP/+Nz715fLRGK6/cu7PanP70px89fvT4wYMHm02HiIFJRXIZz8/PU0y7IedpWgRduZQYIwIws6jmmtGMCLq2ERmOj9ev3TsveURQsAJAqFXKiBpVZdJMAFUwj5kwhpBU5Obq8vLFupRy+eJFzgoQpmGQUi4vnmst4zA3lZwPX2qdJs+/UtUKM1YtAICHrzj1Xs3GcZQqgSMYoZFjn4mIKaFnShjV6pnqKEaILOp4LQNAYmWQq6ur49NzRDIFAxOpTIyIDFZqCcSEGIjYiIBKFmsAUdGKT3RrKSYCWs2smlU1MQMg1eoGEDCtgNM0xXjQjMO9iHoPllsuDMsNZPGu51xdzq0qZnEPBkQR81dgoWct3TQEUFFVNtNSyjCMc2GGs5PCDsrCZZx42Mv2Y9R/782+RZiztKjcjuDkbV+csyO0DiIVad7uis6DYpgEEYY83V3dHUejqbkZy//5x9+5vNy98/bnVqv2ybOrxMPV5RBCiJHPzk4361XbNk2b0KzKHklqRoC0F9AhsLO7vXNiZt6VumVn6URETaDubP3KnZM333h1e7N9fnG53Q0vXlxe39wYSh503bWBk5O6p2mq/WAI/hP5T8cMvl3sGdTRd/6lsTuOgx8Zx8dHZqqqIXAI3TK08EcaY2yaRB7rVaqo5lINbsY8rrv2gw8fr1eb1+/fI4iA0jRpmobPfvbB7//et/6Xf/i/ckghJj+Xf7HywZdwXbb/I9zbsl8q5JY67aUh2ycHfS/VgYd/8ktZ0P+yvxZV1zw8O6gmltfhl5aINlsU1EW8S/D9spjNNARSi2aK7BpaYo5ezw9jds7CNE2bzWbeal2nlPNIhN4pkbmTdIsgB7BaLZdMbA25jllCJP9Ei5QiZe+BCQCQRZ0r7dGoTdPE2NZir736qePjs48+eqhir9x91Zv6gUOWjIiemLMvZ3nfNf4lj9sUyHizWp2f3fv2n/zlzZDHXELyfy6YmVfCvk20Mc151mqOnk8MhJxS5JQoWLN0shmZOQaKcVbTekChz2oWK04THEhN1aTWHEKIHJg8oELbNiHMrf2F77dgJJzMsewsC1Z1vV75H66GlWvqAIz2XhEiMtBSitX5QtZ1Hccwy8YcoJInMytq0zT1fZ9SQrQuNb7ZzanNAN6qX3iJi5h4WYtd16nAbHp2TAXfNhK8LPSL+/Hx8VJ6nZycSEVmEM1etsXQxphyLlMezs6OSy4xpMPt25evb9AhhDIOPiH003E3Dv7MhmFwMMlqtXIQ8F7gkZdZ4mHulocB1FoRoNTsHuib7VWc4jBs/RrmEx4f/qvaqm19WA2GuteFus1pmiYKc/CG1wZLjtzSPaplnsP4w0wpIgIj++7pv1ar9elpKqq1SEqJaRZoSK0UcMlV9/7rZrM5OzubSxTgZQtegOPLjIUDGujSgCxFvJpaJpwli4E4fsaZH6XU6+sbZo4xuYyzbZqmiUvBHIgR7dD3uHz62+2WiIZh8MmSO/VrLn3fX11ddV3n7gOvoACJQnAQ0eFcbqGJ+mEFLhsNqZSSczW7qlNW1W7TzbEcIc5WQ+Ru1c3czhC6rvOWk5/EgWNR6/shcAoh5Ona05Z8xc525BB8wJ6n6kt9MUwvOTY+On/y7Gnbtuv1umsbJiyluOXYFwajX/erq0B9VSxOtiJFpAJAngYENa0qpLR3EUTOeWQO0zg67IqIcy6LhtldefuGCDq67ebmBvFjM4sxqJUYmxCCVM+ocPol+sANiNctot+PiT56+OH3v//9r3z5S+v1KzHFJajHp47LqNZ1rbUWxNvngIjDMLRte3197UfUQYQpAkDf9z/+8Y/v37/v+6SqMIcYY57qn//5X37wwQff/OY3P/3pB0hWq5CBA07u379/fn6+2awdoI0IOVdV/erXvupG7hCgViPCWlXETs7Ovvo3/kYVybUOu8EP5ZJrzqXvhxBXP/7px/aTjy93N9M05VynKZdcxzH3/ThNuZaqqtf94O2Fvu8RKefi7llVATABqyoLPsRfLt929iVZMsMGQz9lgGhmRyfnLiVARLRqFBTRt1lmNghisSrmqkjMxEK0y7roYKsgMwMxEeVh620+D1BGAq2ZiQ1UTcXCbT1semvwEPdBMILjiGbRBxGFID4WQ0QVZULTAmaEClYRQKpjM4oKEBIDEBhIJTOrMoyD/9RN0wxD9aNwoeTnnM3UU0lzdjZsArAUIjIDWghhVgzGhOi0XgyRfMk1TTNN5eLi4q233iKY6dPLDuZydL+vMNRaITRdzvWH7//kvffe+8Y3vvbg/mvTdPP5z755fuf86vLZk8fD6WkKEdq2kZKRiEf83Odff/DgwZ995y8//vg5IjJxdquCFVUVo1JKTButxQyYMQQmMmbLVjlQQBAzAjGpgCCl1GxGZBhvrre1KFMa+6Fro8PGwUBFYyA0QqCcS4ohpgaRAAWsllpDjLHpplIUIcZmqIMhyh56kfcbCDPvhqHvpxjbyJGIPMvQdbG1zIdUNaxVYmwQaZoy2iR1yqXmjKoE2j98+Oj1N95EpBAiAAdAjoEYRIua1VpTF5uYTFXFmINRQKqMVAsQmJiB1t1umptTRO6aEVVGc1+xq0nnOd7+qvwSuXfJKV36F/v7tFe4t/gKr0OWbqZfDBY55Wz1pJkyFeIMsfAGnGddMrMd3NqXC4Z/BbdaLAjfxbm36Dte+l99K6h7PdTekU6AGmMopebJq6D5Bzo7PzU0DMixMVVG/svvvfuzDz7+1rd+5+6dsybglKeb3U5yfvjxE2KMMXz6wYM7d888n6BMIyIagRHp/tJLFOcDbo+Fc6wLh7mjrVLBSGoGMCI+PWrvnH8mhHR9s3v69Nn1ze7jjx+BlCywCCtiiiFGVxI6ZolZUmr2Jj1erI8u+GLmgElEyjhWxGafgOUf5Xa7FQDVKlrGm5EDB7/uzpaTYJ6ey+HjR0+tShvT3fOTUrLqSAQG8ru/+/WfffDBe+//eMpjSp33s+BWlnk7y1sKv4XB6c/efnGm98no15fmeL9kdPYrNJy/hr35ySJwuZ4t38kCnljIEX4V8c/ipZT2w+/QQ+D2MYJ8gFtD5gCAVaSqHLDHG9U9z9YfN6PnQ67X68DM0zT6vTDnkZmbNsUY85THOrk3r9aqKjGGEIJhynlEJkCrRfI+YIqMXeyxPKIYIgcGASImSoHXm/XJ+dndacoffvDx8cnx0dExY3RLhojG2PjDWxwje8Kqs8JfltvOS5ax1vFP/uxPLrblxz/7KDQdqEZGJlSSJrX+bvv9m4nyNDGH1MRoMJZcq7ijafY4gk7T2DSp6zoAx12AGwsPOOwMAB6hHVNEwlJy13VSa9t40HkxsNV6PY1DDEFVpAqA0V4D4BkGAJZzYfYQW1YVn/6ZJ9UwdV0XODjn0PaeCb/qApioMDPuG11M5ETnlBoAq5As0iBmYBYaAkRA5RiIN10LAKfMS57BcoHwIdh+uMHjOL548WKzXocYVetMs8h1ptvjLYRqrlSRsFNEqFLalYUQx3EqIhxjwyiKHJqQ4r4lg1OZbw9xnFyBHckAEUZQ1WmcmLmq1CpecCLixYvnvsWYQdMkMxCpDm8IIbgymAgNsZ9GZgbGFNqYkuV8fudVByUzIROJ1P3tnGuubde5LkLVRHU5HhafQIghhKgqbpRKKaaU6p6QmcfsCoJaC3No23bPb5hBpoCQp2JS2piM6erqar3umJCZgCyG4JYjKZkQA6HWMua5qHDc3+Hu4zWh24dimlsJZuqHunM4/AJtZiqGXveWUmVO5Bv60ccRuZS2a6fR1TXGzIG5EjluQdVyrU3TAJiaDGPhQNM0pSa2XTOOI2IyVVrh0dHRarUiF2+bjrPkr2EOagoGSPN/3KMfYkgp5Tw/HEVQsQ8//AgxHB8feePf2dbMjHabYJaapuS8Wh/5m+W1zR71GpqAlqzWWqapbVbOZRExVTVFAxvHPI1FVdk453x9cV1K8VODiT16Hgk5hYdPHqYUm7ZZNU3TNLvddlbbi4nULrWi4u0MD/yZ7SWBa3G3FKvIOGXisJ/XubwTqmiIqW3alFLbrRChVtkckb8aqtqu126LZ2YVG6cxhHB6fh5DIkQDFfVeA6nMGnIAK6V6hdZE1DpySI+fXsRAxyfHv/3b7zRtmMZeGK+uhh/96Eev3X/19dc/tc8dwphaEXnv/Z98/PDhm59987XXXhMRLRURQ+oeP7v4zne+8+abb/7mb74je3gsIqia5JIVBENoVmYmftoZMNnbX/rKpz//hbOzs1EVFKZJ+3GoYgBk8fTRxfTB4/fVVKSO03R1dTOOUy6ANCvAS8nj2E+TF8xUSxXTYRoRfB0FMyu1qto0TmbAzFVM1VTNW75S1bGX8y4XIiHVahjWUmtsk0gNIVYR5ohSGA0BmAERQ4xMVOpUBAChVpRazaCUwQWQIuX6eueCVRElahSQOUgBIENiVR12vRsIVVWLmi0UMfBaTwRLKUSIhkioAFNRAGIvzCwbNAYuLYMihYmKFBTyU0mkIoHo7En2fhaHIFI9e9DU1OZYbd/0kAjA/LoMYIGI0YdLIBUIMQYOMWzWm9R2zy6ufvrRw3t37rxy947HjeZcAewb3/jaw4cfPXn6LMWu1hERiQMh+oolj+WZ5zDgbLDF2FWqtG13eXn1/OnTO2fnCLmUUmpl8idZSlY/rBnMFFSLCBJHFTALYDj017UMpeTt9U2tBSmEJqGKlkFERHg3jMPuerx8cnP53LRwiAAaAosaIJiKoaXIJY9mGkIcxrzd9l3T1CKgOu5GZioK220/DqOExsyQqf4/jL3ZkyVJdt53FnePiHtvbpVV1es0iAFBDIEhNkEwmEyUCSIlSA+kGU1G/X960GrGZ5nJ9CATTCYBIBYSHIqzADPdM9Pd1bVm3iUi3M+ihxM3Kqe7B0A/dVVlVd6Mxd3POd/3+6od50MTT7kzR3NDYDeYj0EkVaAytTrXigCtzuZecmIndxCBLqWEWHIxw9eHMZgGzFRKIWJMqe8HNXf37e6qH7bEyYmdWUTnKmqWU55mrbXWdhyndhqrOz5/8eqwvxM5uYkZzJOIQWZ9+fKL//T3bZ4nbUaJuTAxMHOiTMxa6zTL/rB3hP3hoO7aGrMCgIopOgACsYqSvyXKhlYTfBnVOgIy51IosakuQS1+JqMAnaWSfA4fdyYkAhFx0OWAjq4iAH46HswUPPoU4K7glJiCvmaqgKHzYvNFYrAZtoHrM9PapGBOKT+g7fval38rQnEXqUQMgOpBrMnuGoSynHIIaWttm80Qai+Rtt1u57kmThxuQEQCNAOxJU0aDA6He2YYxxEAo7u9u7w+zuP/+yf/5umTR9/8hfc/fO+22/TTOM3jiRCnqX3vrz4un3w2DMPFxcXjR5eXlxfxMMTEjAhMG4DjconizOWApOrhEgRANVjiP9VEmzSdccyY331y+/T29oN3nh6Oh+evD3d3d/OM+311rZgIwcbTsR+G7XYbPZ0lKYaRKTmAqYpa5JK56ma76dyPh4O51dZMNZwXfd8roJkT8glPda5xakKHnBLnXLpMDIfjsc/pcJp/+PFPr66uctfX+YggKthd9P/in/3B//g//6tPfvIMXcHBFBDBzRceqTugIzyo7P4OQQgP8xK/pJD8krbz55FavgqF/lI1+KUveDhzXDsd6y9Xol74R8KB8vAf/BIjAByXjw+2yCsWy7SLSp3n0/FwcXHZ98M4nuwsLIoeaxRPKYVak9Ld3V0YzUvJXVfCTbG/P9zdvY7fT13Cs0c/QPCnaVT0xSAJuDx6GNk1sop6mZkyARJh7sr26ZP3d7urzz/7AgHfe/cDWKJmomh5cAUfXmu3r715/rbMdWZ/553b60dXMNAPn90dG3Spe/z4Zh6PkeJV+i5ApWHCqW4FslguQ8dUBWYngpwSsIjUOp8alu2W+52aNB1FrHBpUcE6hp7tbUf/PNA3u1vZGGb27PmLrh9U5OpimxJHX9M8wkFNVcF8jblch35Lz1gEiPb7/Xa7vb6+XpgHAKZ27ieBg8RT8pApv/qC0A2JD8fT8Xi6vLyOwQ4TEmLisIxBJIfGN12+gLmUwoQrynTFwV9eXkap3HVdl9JDsmWIDKPwyDknXoAuK794FXzH8NPBVj1GDAbXyFoiSmwRa7sW1dvttuv6IXXunnMJA31UlREMGFXfmqgbA7foBK9y/CiKnjzNIaSEoMXwkiXdlWTnhL31JY9rsiKbgzs8z3POb9MgYpyoqkTQd32IEkM/GYTo9eUPjsI0Te5Y7+5ev35dSjkc7kOekVLquhyjm4eZpCt9hHzpia4fI67Mgu4dkZjqORB2XvYDyDmFSZ3PQ/+VvbnODEXkcDqVSOGjxfZzBvSfwxWaRr8zmpoBFInLHuOE1trr169TSleXOzPruhxD4FJKYnL1uC/17EVZO7uEuNnsiGGaTvM0mmLJxR1MRWt1goRvkZIPMVPjOG6323maYt64juNWZ2+tdbvdqrZVh7n2lUP8U0pJzivTIu5mdDfjKqW+5JwSwXw6ounpdOj7vusGE/MEfd+7tNXns2KNYqLr7urouLiwlsn2GdIYaxHx0kUOEVcY89bwzGrLYkKAQVLe3+9fPn9ZrsIjWhLmyF5TC1LRgt5ZcKwsSGBgedjN0/T45rJ0JV4EN9/RxTsfyu5il4YNEUb31AxKB+9++M3+4vbq+kqAnLKBqWqtUDbXv/7bv8fMn35xTwnDwRgQ3fE0i/Cf/dvvHw5/XkqZZPE9hlUg5sNxm6ZpaupIScRb1Vpr01q6YuCqakqqhkyrHHSdZz7owsKCW3AnkpQyUXZ3JRLR5AkIHCwInfFvwLkFygAa0tjoC6C7K2V0dHCaqzBz35XT6RQcEpGac+ZUmrZorVu45wEBnBDsvBCdW8hgJpSW/EkDzZy6vsTS7W6EbG6t1vgB5zqt4SVEhFopkxOIQZcLqE3jXuSkmobN0za/cVcuyVymsRKlyDFDspzjALD6lNzBS9etQTXu3qWy3++J6Pb2ljAovktPJ+ewe0MkvpADLdoZVszf/9FP/uQv/u3v/97vvfNrv8hkmfP96wMR/Oq3fkHqy+mYE3ddV7797W/f3R++973ve4BVzQwszqGIBnjOJ1xWM9TWVKQ1maapK0LkhAoGZuBmqoKIhuhqSMlBp3oo+YI4lbwhZANt9SStJrxMVIAK8QB6QhWpWqkAdttuc1FyXwbpTcSZM+c815DaVpurqaJ7U3Wg0m/mqmqwv9+TCREAIyJwzlwFKChCrKCIweBVJPQYp5iBA1PebAdDxsSO0A+D63yap2meEid0Q7cEQADobE6ESerERIjgamaecjZTET+O0/E4nub6yU8/q01SzvNcn794eRpnQDiepnGa5mkeug0RN9G//uGPWqtITgSJsjsyp82mTKKcyVQRCICI0V3cEzjFpGSa5/vDHhM3k5gFMWECppSat2izUUqOKKrkD4VtKy0QidnO/proKobF7uFAb92LQ2xmamLKlMw0joCAHsZCBCTktcfq7n1fIjMQmJi5VVGwrlt2opJ7AEJgTghgcz2OI58tpuJm/TCsWO95nhGBEBIhEhBnchyniuSbrtttB1O7uLxYw/dWQXvEtYdjs3BqTecmi0mePD58SflRqG9EzzY/V9fN7kLdv/Pdv/7BX33/P/rNf/jbv/kbl9f9VLpXL18mzofj6Tg2cX7x+rMffP/7fd8/evToo48+urrcDX0B0NYmZsiJ6ez+OMsfkCgbnGPjYDm3ra421ZkwZaLucnt9tXvvAxzH8XQaX75+ffdm/8XLV4VREAmM0XMi5BRWjmmaoitq5plzHACaVEfsuo5SdiUzoZzMrJkmJMBc50lELy+uWt9Op1NiLrnEYaPLnHPWlAkRU/ns5au/tz++8+R6GAapJ7dm03g1DP/lf/6f/ff/w/9a54m4pJwBYG7CTEt63jLdfKvrw59nafvZed2XvHB/Q1331arvbxVtfu3w8GuBnKtuPLazzWZTSgnNzsPPvH7ZGpJEAWFf88xFQielKs+fP//0058+efzO7e0tJ2qtjePJDM6JXy2ldH19DQCptTnn3NocR9/9ft9aFWmRm5FzxgTOKE1EapNpqrOIYCJRdYCcSFXPieTkHpbflFN28zZrLvni4vqdx++1al88++Li4mK72SROiME3+5pMw6/W0D9PWRurxsXFbhj6fZXtZiPH+eJyu9tuwaSpiCmeyRZrIZzPswMAACAASURBVDS3SoljRxRRTsROjj63Wms9jmO3GXrdgEGdZT1qhxNsncCeTSw/k5ixYJQAoqTOKYVY+ZzoAeuYCM4p4avhLe53VBf9ZhM2yidPnszzNM+zqeWUlnFiQncNjMpDIN5Zs+tgwCmltDF7vdtdxZk7KEVEKFpzzs2MS9+m2cHL0OsaoxloMDcVdSenMs9TrtGMrvfHiQmltWmaQiGdcg44DxNxSq4UEKRQCsXFOR6PIX5TbSItjNdnPfDSJgxfWas17hEhWdg6YVlt7+7uNpv+9vGj4/GYmJtIVwozT/McDZJgsgcyJM7fK9Qkog6JcBzHrivmmlIqOZla6TITpcQAyOd3KQqqOs/9MKxH/z66IF13d3fXdV3JeRng5AQAjEv88zAMZ1gcmTsTpXAUuBFlTsUtbS6jLYg5k6oRUzXvc4dJiRnPaQqhtkbEknndONcHMqK3V2Vd6CvW4NcoemdDVU1MKSXKnSI2t3mcYZRWGzEh4vEonYSS1yLCjVMKLF7gHBG8nY5Roa02ep5aNAhyt0mcgHLKnRiJKDCoGjhC1WOb1SyasEbZVOdZFoI5NGImPJWSxJp5VfOUbRi2XVeaIKATBJ49XrGlnxUuha7rxvEYDqK4JhH7g4in04noous6QCdiAK+1EnHOy9x+Ca5B2rZueX+RmJkTuzsCmhtSHsea8qKCM1NXJyJPeDqNrYmL1ioppVpltfkBHMPCTokppf3+0Pfd6TQi4jD0ccWYU2st9HVmGsqFM6JTlxksg7ubeKRlLnqPjO7CkVwFrq4EXhIyMjgkZu/DaGqtzX1fvvfDH++2G0L4q08+bVXcwMyk6dQkaLqtVWY653nqOM4qikycuNV2PB1ba0M/NFkQU6ampghd6P0iWNzU5lpjAZEmqSu1trNgeG1k8lLcEriYqAOmXJisADqBO6WQlkUkweLG4Hh5aVUrgANSsARN1U01lswlDVkqEosuQcy+jG48ZaxS3bzLzMTwAKOXchZRoqzewKFJU5Wcco3V1aQ2MTfOGdyHLi/ZlSpShcCkLX4eIgKY3H2aWmtSuo4YJzcwU1ECZGY6I+IUAAMqZ6GuNCLo+0FAMOVaYZ5OQ+F3Hz+6efSNl68OCLunTz5IOc3z6f7+nhOrQuIOkIgRQAE8p3yu62A1o8bTxUxDv/3pT396f3//4fvvmClYGOwhjoZNminCud8qquBOhMAQvcgmTVVNBQ1Op1MuvFoYzGyaRneb58lM1ZQ5iUTbwlUtJcYIZohe9ZJxv7zSjmsP+zyqeEB5dfd5mgzaqY7MPs9za3Wcp512lBbKTrgPpnFkq5yglIKUTRZzoypI82me9TQDYm3CTIRIyIBg1gAhp9x1PTMP/VBKcYEUMRwARA5ooaISD2oxIrmDxpYx1bk1sWBKi6r7PFdRrbUCWt/1gJkQwURlmloV1Vd3b0SVUBWKBiLVHdw6z5998VzU7veH5y9evbo7ffzjz9/c3YHhaRyP4xjzNTV1hFpbyl3GRCk5UOlK1y2du5wKUWa2MwDTU8pOuEb7mJuLAL6NHVoda4jqS/NIHx5/V6Xlchi1B0Ymx3mua/r5GRQRQhI7m7rxXJnElaeM8VSsDisCgK7rpTbHdNY8m4oiMLifTmM8z4QsKtEIIKK7uzcAscK3SBlnTDH960peUh/6XkRKVzZDH+kCEW7ZzMdZiAGB+q5sNxtwJ4CSUig8l/NDa4wotfaljNPBuIu3bjX1mRswI+B+v1+75/HxzjNMu7i4INA//fN//9lnL//ht/7BRx++f3n1aL9/s91tpmlqOlMGgP5U2+mzz5+/fHl1efno0fVm2z95dL3pOiFEjSJ5hRsHks1p6X6ZrlFzsd0SOqi4oCwer+2m226H9959Os7zfn+8PxxevHg1jqMBiMDxcEwpMSWOngxRolBvGgAmXkDx57Mum7kZmGl1IYoxIM11Zubrm5vovsaxeb8/mslut0Pg1k7e6h/98Z/87u/85rtPbygVN6rz7IC/9M1vfPtXv/Wnf/GXmEooU5g5lqivVFbgb59OWGVlX8KrrIX6w0pvRWx8dUD3YID0NVDNVQb8N2s+vwpWWbGlK8U0JjShhf7ZF+dhXNzy7cISFXrmlTcbc5oPPvjgzZs3f/bn/9odbh7d3t7eXl1dbTYbd611im54oAHSZrNR1devX3ddvri4iKRRAA8oX2uzNO1LlxK5s5qZW/iGTdzMwATd0d/6bdyglAxOiDD0m6eP333y5OlPfvw5Ar/33gdd15maiiy2O8CvnYc+DMH42uuOiG5KTGK+3W6uLy+Obbq42M7ifelarWsZFuvXGqgSbeau64gTp0zcmJlzCh596sABpmk2M1xd8qI5B8ciRhApghbWMi/a+eFZCqNOVOGEELO4ZZsnilu13W5jorriHx6cFSCloNFQkJGiGqxaQzkdU5ecE1EiSqs3N4zLi0oB0zhWczge52FoqxEOQuMESImnuZXClDoza+oh+VaP6aIjEqeMRCYwtakIuKMhqXpghz3hOpahBKHLae6Je3CPw3dwovq+V+iYOXU7a3PXLTrGcs61W62lmEuXl2jvJtL13QprwZS4JyXicoUzOVGrI1ohIAXC1BsGzULU2/1odhzX8tsdRPR+PBH73d3dxcVFzpzINpskKli1tYbo2jSnHDO32P9yzoj7SAomIuAl+O7Zs2fvv/9+KeV4PIZsstZKtMAn1tsaL3a8pUvCweLPxGEYTqfTbrcN/6e7kS/bcAxCH3LA1hJihW7HF3RdN46jql7sdrHtrZTONaf7HHrpoa9Yp6ZLj7/ruq4z9aHrSykOMZ0QZh6GDRG39oaZd5shBuO1RdhOLyoBhWlN9bDv+z7n4VSbuBLhfFwaEJNrzqUb3rIi15zQfC6S0U5EQIxEWMVOp6krm77vRGcizJRW/OBD+nD8MhzFa7pojBlba6U7BqgQUFefT9y76PIGS9OJPSUzOy14lbfw2M1mA6Z3r/cAlnMOfnerVUW7bqi1qjiSh+l8scsv2VZLJVC6zqsE9WqzWdA1cQvilQ+B0woAXEnfceNmmdD8bBLjzWYjIsPQb4dNrRWJYjoXFzPuaRxK4kA2iXdd94d/+If/7t99px82tYobICbmhMCQrLXW972ZLLG/7qUUWLNpzWMsSUR3h0P8szkPp/lUq+XEzMXJzYyAKXFGRREi4gyzNODMvNymtTHfVJsBk5qpShwcUQEJeSnKLJn+zA6+JlJGA9HUVI05MtmirbZwO1YImxmYnZkNYOdDQCJyAwt7EZrHGwEx809ZzTillHmuIxGKzk0mc64N5nkKg7uqasrxmMV5OhptcVsVAL0RUU5cEpeO53l+9OhmM/RdKTdX1yrS5jnnvN1u43WId3O328Utuxi21as6fO8Hn/w///efXG5v/qt/+o8fP7n8iz//D+DDb/76r0zT+Pr1i5ubm367+bM//cvjaQIgdVFtMbjQOi3PD1DO1FrTWonIBWeANp1kHrWNsYmcNSaAFP0pUo9+nYNr/HSYqdUlZtrMpM1YUESGTbeGRJk2sFMpmRd9NZ1XIVob7m5gsCRfxfDBAx6/2P4DDqFA8CVfkCOpAbgwcw4kZqLNZmDGLg855whJIqR5mrNXdpzbNNo4jqfzm2vH4zjXagbd0GcuOSdznccJEXNKhMB5cPfXd3e7oZvmD7ddMtOUWFwdDGjR3qvZGTUfhCoO5h8SIzAgEfM41eM4tiZVpCTknFVxrg10gX2knKZpenO37zcwVrq/fy1NVAQdNpvNd/7D/9eaMjMgzVVSOtzfHxfGI1HIBETm0ncpla4M89wAiVIm8vP6Rm6E6A3b8XgMaEff92M4rhObLiUXI4HCis5ee4jSJGX0tw0a+uoB1HUJo44zNyETptg+iCil9aSLa7l+VlWYLyAAA0Js53AsNREJM3OEp6uKu7bWTqcxVDMpJbWGALnE0tfccVFog+8utjnzNB+71K2Q7VjcUkqn0yn29NZaYi5EiHiqMs33weDJmU0lMbtbSjFjb6qSUoru7uFwAPDtdovmKr5gq47HdVcSkePxGG9K/GYszuHZVlV17DePP/nJi08++fzvf/Ojf/SPfuXDDz/c378qw0K0fnm/L6XfbDa11p9+/vzTZ18w8/XN5fX15Xa7/fD2crPZ9H0fcixpMyCaiZsRoFGo4yJSAv3M4D8DUZFd53GvasgJkS53/aNHl7/0ix/N07w/Hj/97PkXX7yqVQ6Hw+FwSrlstzvmFDE7KSUDUtVWa5dSPwzzPI/jcsRq0gBqSsncD4cDczLbx5Si73tzP46H+/1dE80pE2Df5S9evvrRJz8xazfXWyJ0qy9e3F3fPv0n/+Qf//BHH98fJqRsZqlkUUNydEBy8FhE/G+OOvjaEdzDKKOvJbJ8KXnvb53OrYLMh2i3r43Xe9gfWYllofxalWhfLQ7X4iUKvGDCP0QbzPNEhNvtppTy/Pnz5y+eq2op3eXl1ZMnTy4vL2OOF2HUKXRNT57cQjwNxKKNOK0xxJTQ0dxcXJpKKUVUmjR0TJy6gu4eOeYhv+/LgEgplYuLi5urW8b8/IvXV5c3u90lALamHHo8QjMJec5Xr/uXhqEPBa9vl5vYLkxzoevrq2dv5iePHz1/eTdN46OrpypVAdzhYQxIHKMRSfRtSJS5L0FPicm964a5iqpl5vieCytFDAANDaCqakyPV1xvcBRWh3owS7uSI9QLzEXEwcPTHyro9ba9DQQ/l/uxNkXRv/L93kZmu37posXu+CBREImTiYq5ITmFvhbNzR0pJ3WgnGU5ILKZpYwIYYBaMkqqWEqUSo88IWdwVwdKZZpHcEg5U87uzsQi0kzBgZiP84kTgwAzE5OaSj1OMu36naBWawnJ0RUUPCaQrKHRJ6/aHDUq4VLKZFWbMhMSjvNcQcapPoVbYKhaIcEs8/pKiIuKiogDOLq4EKK5eTMiMnQzS9Q1xdPUdpzNkZs6cMCpTdUQFRkz96ksdyQ2T8eh9Mxcm6rqbtvtTw2474bd3AC4LwadasgvVywUPHixAaAztQVklwM0WRsiDZxygpIShQQr5URFI9B2GVabAxGRmFkDEgWilHIG9+Ncx9ma6PXtxXg41HnmlBATIDMVVUPDu+OeiarMhJhyjnmjB5Ft4VPTPM3jadrttgCu2uI5XAifTZnZrQaJobWmopwWZE4Y0qq0KJ9ev3r19Mnjq+urOs+BTzuHXi65eels3X7ozk8IAMYJiblVHad62I+bzSBWS05DGWjpQy+D35jILdJWQnNbbeLRXNjtdtvt9rPPPuv7nhOZabi2AKDrSmTvRCIoEK010rmuIKJUBZpqItxc3ERaQ8/k4MMGASBxYk7MCeltCtOKeoptPh7gw/G4nGjNEidAYGIHAEbKJcTq0WRBQ9GY9ZhZQyIkgQUmZO71zd1RRO7u7h49erSsiscpPnat8yJyM32bCrW93m6Ry/bi+ilS6reZKAFQyiVxET0FdAQAgmrYmpxrRXFzdMeUqkAuKRA7hmCQq6BCclU8LzUpgavMcwV0a1a6YqTIYaBXQDezEDVF6AUBxbVHZFFzMV860oswYv0RVu3Kao1GDMrf26VPZAEvnUEIIFZXfOhS2zc5HTX8n/MohAkcPcIPyVtrqVhrXmcfhtz1rK2hYVcSuBPScLFLpUTX4PJiiJlyTOwdIP5nGAY3Y3JVzaUbNhsx/cEPfnD76Obx7eOcEjONx0Od5pzz9fU1uKtZ3N9SipqpyH7/ytGVeR6P0+mAfmXS5vHY2lirnO7f1Da7VKmnQ5vm8VCnao4GBgQI7rFiIIJZm+eUEpils3ObkMbppNbORRSCg3oDAFBo4goYTiYGdJOUkoiVgg/bKPHSEtGy5rdmZjmRqgOYqLRWOZfYrdZo40WVRMSZzunefkaAuorNOjNzyYWJmelc0vSlFKk15U48JynTDPM8igq4zbU1k3mea2v3+ztzyTltEmdonEumbp5HVZ3qNI5TSqkfhpzLEgII7o5gBQCYzJHm1jhhrW2qc621y72pirstzkBQUDNHorm1sTYRWSg4RLkUJKrSzH1ujTldXl7tLi/NYGrSzHMeiNPd/Z212g19129Szh9/8glgen6vx8M+xjI5padPn94fZsQl+W0SxcPJY71PpbU27C6GYbi/u5PaELH0/TSLiNbWCE3YYeGj0na7BZ/NhmhDEIEtPaMFn0iJEyA5XVzsEGEcx2UkgsiJERAdQu8QL2+s8CGxiby7Vai8ElPckQhzSXCeYPiS3bawEDktWqEAncRQF5FUGy1xeZWIyBIzm2skp5m0zLTpO2bKeQMInBjAmFnFa5PxNLkjIw1df3m5AVlQxkuLH9FEyrkBl5nBLTEy89RaX8o0TQi46XtGc9Wu66M3vSLrwIEBMzEBijYGUlNzOlewwJzj8BMtm7WmjUsUr0m8W616N1z2HX/y6bPjePrW3f5b3/rmOB7cFZAuLy8BcL/fT9O02Wyji/f81f7Zy/uU+bsy3dzcfPD+u48ePdoMXc4pMxFlA10Iq4xvyVjukY5mEGmBwZJA5gSBnNNaxxaoh8dXl9e7q1/8Rntzd/f8+YsXL17tjyeX2rQxpy4nRDekWGxDJRQpO6GfApAVSbrdbkOybWaHw8KU2m53Xd+buTbhUprY0PUf/+Snr169+I1f/9VHj26Y2sXFhUm7vbn5l//yX/xP/8u/Op5ORElEwoAduczh6VoaEGu9AI7nhuDXFgtfUk5+bQH2tVOlvzVB4Wv/wa/NV1j/5XVvWn+59twfMorWT7sy8Nb2wfrFpRQzHccjM15eXjSR02k8HA7H4+HFiy+IqJQ+57zb7T766KNkLl3p1FpsOaI2z9M6+2ImIBinY9gkhmEgQjE5nU7naXtDJDBa8C5UANAU3nn87qOb21cv39Q63d4+7ssQrO0AewbrItLq/gZN5tdGXjz4U3QzACwFH9/e/PjZm+3sieNx9N1u9+L+jteK0cHVckqbzWYYNlVlOSiYanMkUjfEVKsg0XSaapWLm2040yIVbZVWxrQEaYmciglA13XTNMXTH7SiUCxwir3NzlHsZ6QEwSKxyHkta+OO1lpL30eDPwhm4zgyJzsDrMFQmtVah4HCbFPbgqha8tZkSimXvmy2Q61TSkVN3ImJUpcps4hsNpHVKMtIgXK8TsQs8hayFL2oWLyio2DqOWcVOx3vt9tt1RaMgfj8pVuSIRwcKYFp7A5NpuJMyZrOiEiZmlRELKlooDWZgytTEopA18d1SPM8O0AqSInfvBqB1FGOp/twOoU8qTVLKckswBQgKQVPeenhUcqBITcHJHYgpqBTLjI5ohAtO63lhwXFzhERIYEjYXYCMzeguclxnDiX/XFe1JKEwNDWEypgoKsdoJ6xe8AoDiJKmBwIU1fVu1SkKQJXUTMjlbNrLjuAWTRozZrlnDOXJZpIOaU0mxH1bhNg5twVSusAMPCMOWWxSilF+txc7cGWvORiARFlFKiY+5xTCHqDBKWGVEDNYkBtUBwp9wwAc1uGV7VVg8ylS4kN7p06yn3CVGtFtJKSLiTAxFmCw4DIcCbnqunUKCViQG/eKr5+ddqf5N1hCziMYvMcjFkIA2lgDwOtFq36Ji1WwPij+PC73e673/3u06dPN9sSBPxVVh1P6dJAMYy/ss7BYs4WrkKReb9/XWt9/PgWwBGh77oYNanYPM+YOHIUHw4Y46+31nJOrdWIywtY5Xa7jcbZdrtdXR9rYsGSIugeO8HN1XZNXzCzYRjee++Du7v9i9enVYLedV1kbi2OR4K12mSpZtU0uWcwFIBMbOBgDqRdjjmwEJHUMza7aXDbg2/eeSciFLICEQCgLTcRVe2HJUc4Qp9SSuqaUprnVjoA9QgUAQAmQnUABdAwyLkhOFIihITWAAB5ofwDGACCS6hq3T1OR3HfYxUCQE9Z65LJ0dqcUiJCNV2+oGnkbhNzznkYBtoSEV1cXKSUXt+/zrkwx5vCqtL1PRL/9Y9+8sd//Eff+tbf/4M/+P2f/vjHtzfX773z5NH1zWk8vHjxAhGvLm/CH7HibcMJuZIDzSwh1CZNZTzuATkTS23T6SiJC/N0Oh729znnrvB6+GNmkSXWAombClPHzGpapSFhbPOff/7yx7terYrM11eXlNhUTAVTASNTYWZkiM6UmolIiC6ayJKRwITETayJqRlSUldwPMcLNaS0iqP8PEoN+X2My/wBhDBOWqvXFxN1OZecou0aGt11kMuIESoD6OYWY7wz9ycary1nUFXgJVTjnCQHtdZpllTQQQ/HcZpOTFjr3PdUunR+lyczKyVf7Ep24a5/sZ8Oh31rbbPZGBglJIbrm4ta6+l0Oh5POeeuT2Y2nSbgxFw4cdf1T5487bphrjMiuCsSu1NrLhDmruShPHUiSMwZgAIBbebH06kZOXJromK1VgATOXGuUuXl82eMEjLyUgoy/eTTzw61rJxbSGjIZdiczX7eqhzGaSgFAUUEF2UQzXV2ESOaaptqK10XvbaeUy7FRVurzGxGZykHrKjJBcJvZq0qM7nH4jlNIwAALuZ/N1+ntefDjD80ja/nsYD7he+aiADY1Fe7UaimAcFsEaot8egErTVAXk+3Xd+rtK7riSgY5rVWgAX0Gueu2qbtdnvGreHFxcWrV28QcIJJWnXrECNSVcyMQ8wtUoYBiZzIzVJK/XYzjycC6Ep3wBFhGX8hOjN1pThAa02UxnEspdQ6x5VpMouIoV9sdilxk6W9DnNduva5zFNzQxV301JKLnmaJsJEyEjIKYsYMt4fTiWXz7949ZNP/6/TPP36r/3qZju8fPmy6zDmdcfjaUlLL0xq0zzXaonz6/0on37x8U+fmbRh6G6ur957753HtzfIQK6ATksogwHAgmxxCDCEmyOgqTEzuOeUVdVVVQTNRH3TdcM7t++9c3t/OH7+2RfjXMfT+Pr+vtYTUWoOdZ5zzm5SJ0i7VEpRtUiHVpXVCRyXZbPZrFshEtZaTRe6e87JXI7Hpnpxt59un/TztEfE0iXV+iu//NF/8nv/8f/+f/yfXLJL2HtXM94DY17w4r5SGnyVsfnzzF9frS++NBL80t/62rH2l0q+LwXiPWxnryf/B5NtX2ONzFbuBsfJf9V/rbajFVexEtRjUvdrv/ZrL1++fPb8i5zLmpkc/43j+Pz581prUrfjeIpZk58OACEIJJElbUbmqqqx7DpYFSPCzTCM4wTgrSoRuRlREF79+urq9uaJOz579qLLw9PHT7qui/J7HamFAPLvklf41cv38G+ZKXOZxvr49tq0MnnOJM2maRq6LmKsWmslc+6zakvMSN3hcCh9Z6655MRJowvOtEAXRUN8EqvVOI5BH5Wm52CJpUUV6PkAsofqKU4AiNh14oB937sukPS+72trueQYwibiVd8Vwetx5luNYfGSqKp7itTRELiGPDq+OA70cVnicVnSIzqODFPRedttpVVmblIj8zSBudrYDimlJkqEhOgiccgDg7xGAqu6KgSEAcBbqyKEwIQqmhODG4KDu4rGJ89MZtql1FobDwdiGna7NoHMs5WSmXMKp1N4NgAMwMCbgZO7Yex5ZqfjARz0bN1uKu4urUlrkRWrIojUakOEnDIiMHFrUkqp4wzuBpopmZnW5blHUpNmiA7qzuBGiKnkcKLWWhEhBBtBNxKRrnRRzNRmBJjCsOEgc83Eu2GotYIaIZJDiBwIadE+hdSNOE6EXdcts2VzQpxPo4MNXWHAOk5EKecEDuSeiZq0eNIyk6nZOb4i7nVwX0JMdX9/D+CEaAA5JRHhUsC9KwURUwQAnZew1cy50nfcPeVSRQ1hapWZj+NEhO4Y3buUEnFGSsfThAgoHjwLM5dZ3NHARTWlokDiwKk/HN9EahlQAuQmNksjwhDaqfo5+cYByIibw1w1pURdpl7kODenuc6LeZJ4nuacszk6Z3OkfiNNGiKXknJxxFYrll7DUIA4XFyVzY67Ybi4VMw5BzSIAzeSUhrHERG0GSKklCm3EHP2pY+gMwDIw0aAdX+fustcGMFKKYRk5qqGZaacEnO32O2WZDlzz+5bIjc1FVWjnPf7/enUrm8vxnrnSIdRotnNXANqhUju97FDx8nv8+evowXeIr0DyP/N9w+HvZldXl6ZqaulnM1MtcVqEJTFJSPBMyLudtvHT5+4W5UmMDmAyKiaRB3cCdFVl3Q1NWlChIBopkikpjEkQiRRCWJwHO1aq1E1r4sw0YLtPY0n8DUoEhVslek6mqGbx3TTVaaUaJyPWam1OTEzGwAhS87sFqkkSxjxW2YPhxaEc2ZaYgOYEB/dPvre9777W7/1WyzGzE1a4nQOHoToBajqT54NcBZsEqGoqHs37KT99f7+rs7TxXZjUk0rgm22xTRLnc2sdl3ijbSKiNKqaQWAVicl2mw2iOigiKnvSjHQaDebu/qm30irbp5SNiQDEgdTFwMAMnM0mKuEylFBQXw/jveHcZ5FDBQolU7N3xyO03Tsh4I5p5yJmFJGSs1FgQm5mbi5OoRmpEa2Yc5u3tSgatVYZdk5N41ugmMLWQqie+wmidMZfkMB6mytOXjg0UspzNM8LX0WM3MKWVFzt5wzUVLzECKcAdEYR5a1xhAzQH5zdz9P8/39PUObpkqEbhaIqOhchKE6F6gyptTd3nSPHt205o8f31zuEoOgQ2La7XbcbZ8+eWLjPSMWThHPvd0OOSf3QEjqs2efbbebUnjor0U0pdRE3M2BqsQymF+/ufvixYvMUEqixJRKE1eBnBkA5rk5ojRvzdRAHF++enl9sb27u/v882eff/aZYhaDu7u7+/09mIhWpjTN+0c3N7vdrtVDlEmn0+lbv/IPNpvLP/33P0w5qVv8zIZgCEBIFFYFA3BxrXMl9JQSoJsJonOf1aDruiZvSfN4ogAAIABJREFU4iEXmWqtUVGb2el0JFK3FSVtXVfEW60154GJgSi67blkZu77DsBzztqUkdpZVRTH0MXJfI4/TYs90Yk4VEvnI5mpGYghLBrL0LQ/pAZEVFWdp6HvIQSfnKZxnKex68r1xSWA54QAsBm2IrLZbDiRm82zlNIzgTMhUq3z4XDo+34aKxGlnLuu2263qrUvmZlFJSUmwqury1qrubXaHBYnZz8MKaWcE9IUyos4l56Op9hqpWnKaZ5q6TozG0/TxeXF8XDMQwYHQs6ZDqdRVZHRTDMnIl9lWfFd1pDx+PFVm4OJAWU0BMr95W73ne/81Yvn99/8xb/3S7/0S3V6Mc8zM3Upgo6gNnH3i4tdrdXNjejNYQY3lfby/vDxTz775NNn3/jwg6dPHg9d3g6FUo5WarxN57zeZZgKAIhkBnHScwd3JCATJ/TWju5IxJueP/qFd828iR4Op9evX+0Ph9NkaKImnLOqHPdvkAI8kVOiFWrqHtN7X2Np4+ka+n4cJzeLRuF2M6TczU2/+4Mf7i6vr3si4uCRuPvv/s5vfP7s2V9+53vMg53lp4jgDyLS33IxkIL09LXVxMMp39cKMn/efO+rpeNDmeGXrHpfSvb+UmrfVyd7DzWfMRTt+35taK4GLvxZRdhXJ5DpbCJ99913n7zzzjzV+/v74/F4OBwOh4OItda2221KKRGjOzCEr3HJJ1UVCzY9EkLYIUi0jfO4TNwX13E0HTCnLlG6uX70+PYdFb97c7/d7N5/96Ocsqkv/mrEB4GAuDix7WdYog/pTGtD8ecpX92MkN1MoV1fXUzjcdNfdim51hxQXRUnLLmgKRG+9947uXSfPvtiHE9dzilFJKuGka9wlxN68y6XearjOG6HbhWwmVnKZKruFsijNZ1vBdwv6TFL34unSEENDODSkMM1GHENSYyVNEw7S7pAzqdpilVynufNJpAeGt33tcCLT/XVQbOqUqZaWy4dAJyO+1I6d43geSJsc00p1SYQ8ysHQnRz1aaqEC3z88JNhCrt/u5NyBhi9NHAYztOTAoeIBBV7fvefACA7W5XqZJPiDgfLdN2HEeGQZuYSYO41xStY3MgRG0GAGpibgjogKYWWApiStQjIdnxtNecexdRgZQSOIip1LikhSzLDKYICKbE1DGCqFgTYgJQIqx1mscFidH1xUxdxdxc1SmUOh7OzERo2sQV3QmpaTNzhNSVNE8TIzJBqxErBE0s5xy6Owwehvt0GuNOVTVti8ghnv+h747HAyOpti6XKhIJVyqtlA7V3dUdiDDlYDeonoOV4hIROoCbNtXGjPPUKLzv4MPQwSLAtUiTI8Aul6AlmWhfulorE6eUHGl9dJkhpdRaBVgeb1XDnus8q1viFArnKlJKiSUipTzPcxPNuah6KplTAsChdFFWcWJVFbWA6q5qn8C1cTIzQTBIbuAC81j3TS85g2JVVDMRUDOJR0ZVE6VRJjPb7bYQkn0WJALEUWZE9HRbfZptNBycpJmaW8JoahCCOYmoEqGaLXffXE1NrMp4PtMkhTQLiCNDTokVcW6VMCFy6bO6eYCCODkiEMcCtyziCVSV3EtXdlRmBe42uTdVNbeSckTiEqecF+hL9AjKAi8nDQmpKi0B3AAn5Uz97pHUtsqVVTUnrm2J8TUzBO2IHRwxEZCaZkLVmdgJgUFy2oYaIk7wiVMQ/5YFBDzkrCpi5yzN6i4iddmEehVFqqsePhIU1MzMx+nERNEUr7XmQGW4m6ovsztRscTJrX7jg3f/m//6v0DUNs+bYTjsT04eKJRxHAkDibRMFeLFWR5+XmD9InpxcZESj4e7Oh6hTusg4m24nC3K3kTeWjN1QnJ0cyMk1wrxAaWd9vdtHk02rZ60no6H14RChIkcXNwahiU6kaoxAhMSGAIiweFwN44zIjuyiO73h/1+X3IGV0Js2moTc3j1+s06ynuo7ColcWaB9vr1/f5wPJ5GxBz+JjVXYEidGBIXd1SHWoUSGZC7Hac5dnBzKKVzJ2IO7/SSKgZohrVKbZpSmaaxNQNf9LQ5pWgeBSdwyayCBV8cE5XddlvrqbV2PB4BbJqmrutKKUzp/tVxMwzH/VFVzXGem4UtC5uI5JyYKXCjiyTJHOKQmDMlhiXG3RGWtmz0ZRAh5zRwMcj9pmtK7z59Ys03/bDbJmszunddd3Gxm9/swTUlvtz04mi+xBcRISdurW42w3YzXF9fxeBGzRHx1atX85yYM5CJOgAcjqf94RAKR0As3XA4jHWSVts0TfeHPSc+Tu35qwNxirSXxDz0w/XV1ZPHj4FLVX/27HNT6fvOlLbb3fE0Jeah74fsQ9+jCzOVxL/zO799P+nHn/wYluwVOI7HcRoBPDMDeM6cEjEjE0XhKtoipRwshNUefAMmurm6TuxMJKLo0pVMnJgg+sVmhkQIGAojB085oxoT5ZxWOMTCqzDjB0aSNbBupRat3UbEZb5yGg9Lb5oTEaL51cXOzLZDH3a41cBMRF2XmK7MoeuGpjrXSmCn4ykh9n3HRF2/9AVK16WEZgro/VCWapNySnkzFBEBp+ury+k0uerFdnt9edFalTojITsDRsLKA1CKgaO6++FwmOZJHeepmS1H6pQSIat7TjmG2MwWVNGUSxPNpZMmfD7bh10TEd3NwUopu93udDpFeyIUEsFIXKpc0LnOROwOrQkAnSbLnH70ybPvfu/jof+jX/7lJ7/x7W9vNj1gG8cJwVPOiUC1JULnLNLqsvITYOa+3I/yg08++/jT54c3rwvBzc31+++/+9577/aly5mJkoFgcPnDdm1RhywGgeWgF9Q+tMW2Y85IxMhE26dX775z7Q614eFwuL8/vH7z5vXru9raXKvOzZaGZWqttVpTLn3fx0BirjUxlVD6qD198mSuNRKPzazVehrb8fiFyJ//7m/+yjc+fN+P94TYpnG33f13/+0/T/y//es/+0tMHVB6UHQthP91lGZuAP63uun+7oHmf4O/7ucRO38eiOVvjeBbTV7rnrVODr/6sR+WSGfU6PLRiBIC5F3Z7S7WLa/Wdjweo/0aATu+DtNXHE0IiIhIDTUeivOOjogEnHNOSEyZKKWUPvzgF4j42bMXbvDBex/2/eZ0OiUqoeJIzAY/Y390BAQMg8pXUwLXwJOvBuXBz5bn7o6uN9dXi72eInMZInId0WSetpv+3XeeXF1dTdOMpokJHExaNwxD18eL7GZIZNIAHFzd9KzPru5W61xKxwlD7RP0C3ygQT8cDg9vbSRQh2xgmqaSspmFdTjizvrSrakA8Y1igVhnuHEpaq0A+CWfKDM5qGhbeVCx1iD5Mik1YE4xzKy17XYXGvDo1tChqXBOjqBuIS9UX+R8bqDuRCtNmGMbcbPSL8HfVDn6NOEiXWVmS1bpdGJmWYEZiEu3rFZkNhHT5WmObxGz0MjOUFUxPZvCgSj1fR9/utC4KOfcbbfb4zEip6PrnONKNtXSD6pKGImvrgGnAqKUVTUxpJRm1cXBwIvpnHMGcFAwsMgEc/RwUv2MUoVifgulLMF0q1Rvld69VcWYBXHkQSBhOrfTLHwpMUGKn7frlvBTEY38ySizY3leS/qHI/63Rb57ShxDppwzp8UIR0y5JHdHSrVWQnSECIAGwtwVVW0qzBkN6jjlnCmBGWTKi69JlYmmaTSzvu/WFHJESolVF5FVsL5SSqIt3js3BXARDVfOw8v4ZbexN0JHDva99IUZwUFzyuYiIObICc0aEakZIDQRh8aJTGs4HhmR0IkQDIahB5NE0OYRwQjdPcixtsgIwRDMtPHSgvWYWwJoSHeIQGQ207QSOJkAIBFx6UQEAWttKROhIy1KjKoa2w0vZE4H5JRTTtnY2tTIydWn08TMWrXrOlEJJi0AJEqL5iYa+vHY0PJb0eJxBiIGJANXaaHbJMZAh4YpODbRyWYi2pRtKhkVpnG+utje3b9GBlPY2xITGrFLPgfhJrpSDZCR0lnKqQtpw2zNFyEa13mdyALwXHuTYh7GzlBznf11FDKElBnQ3Twx16rjOJWcLrab588O7ImhNgUzM9G+lNCYhKIseOq5pDi3rQqWknNODAB91xFCv+nXpJPgiKg2Zk6Juq5LfadqYT0Sqa01YE5leHL76BsfvPf08e3lxW633Ww33dAlIgfQYSjTVMfpOE1jtxDCSYWCuJBSmpfIKQdCcyFAA8+5bHab/d29WLPWmKlKU13a2efY3LdaFVWT9v+T9uY/kmXZfd9Z7r3vvYjIyK2qq6rX6R4Nh6QszogiKUsQYVggJMOwYBj+xX+kDXiBaMuAYZOQF1oUAWpI9mg4a/d0d21ZuUTEW+695xz/cF68yqleSNuJwaCrKzvzRcR7995zzvf7+WaFUKSO/TD0vaM4TWU49KYCzAQxl9GHYkzEjLUWIEpNUhX0VDowQPX+i5rLnAQJy5SnPE7TqFWSLw0JS50YyPmoSOSSkzplMAkhxNhi7HyY4+CZYTi0sSGi7XZ7eXn56ac/K6UolVq1bWNMaRwzYg2xQZ/nUZizGwgRTEVVlZiYuarlkqdpUjNSMFQzIzCCORzoGPKOWsUTwmWq09jnaUAwqZUAYohaa63Vnxc+Et1mmyIDM49TLkWapn3y5Akhmqt9zbUSFEKoomZWREqpq7bJpZQ85jwd+v5wGMxgv+sDxbfffvLOO0/arsPQ/PuffvJnf/7D8/Ozd99+sl51Z2dbkbw92dz1eb1arZr2vXff3a47IhjHCQDGvn/y+MHt9XOV6keeWguBvfPo4bMvPm9CHEt58ujxq1evAvHcFswjI6bAKUU/DBBRzkXn/EMOBCZSSyZCVW2a9r133151zYsXL/rdEEIUkFUXPCTJjLMo0OtVl5nJoElN13YODPO5H5pqNVMS0DfUZUt4PSKqVSexHxERxeUqp6enIhIAV6uVU+OXTCa/klJKYAyEQ56YAwkSwBTCQSWGkAI1MSlo20RidGnDZrPxH973hxCCKRAhhxRC2N0dcq6uaK1SD4eDqjRhJo4eOdvj3HcDaru2GgxTjpE2JydjERrdUhEQgylSoFpqnaGV4MzeEEJI0cdTMTYMlHMZ84BIji53rzag1DlgFjynx5ssbuRxsf80DW3bcYyKM/Thbr8Hs1XbKeCf/bsfPn3+6vf+wT/46Fvv7W5u7m6vkahJcdcfmDk2tDk5dT3XNE3TMPqarJp7m4jiKPXnv3z6i8+ePnx4+f47b5+dnaYmbTfr1dqBSQIAiq/nejMP1c/kNsfaOkZWVQnBwLQUcDG94cXZ5sHFqerbucgvP/3si2fPAOj6+nq331eOKaWzs9N7kAhSZQjcNJGR9uPu5mYsRcZp2mw2tda2aZTZzPp++vjf/7TtTs5PV6BTHocYQrfe/tP/6Pd/+vNPbu8OCuFXRJjLNOhXJ133E+q+0ll3f9T2///rb0lq+Uob2hul41LU+WF4OR6/cal+zLj339Kv/gr/7OxoiaW2bTebje+DAclUZM4vnoOGdWGXiQghmmrV4ua6+coik0EIIYYupfath4/6fuz7sU3twwePiIIqrFYnTj1DAp+SyK+8VO8+6jfE1X/zR+LLDQCb2Xq1WrftoHB2ur253Q3D8ODyYsyDFF117W/+xncDUS2FEE42634YQ8D1ZnV+di4it3c7A6hFnIrZhOC03FwmX0O9PXNfKbuczv2flzSwWRyI+NowY+KMLF8NXSC6oHj9qRjHcb1eOx7muOuLL5Fzzoyqh1YfIdFCjG7mcYiTFxj3shkMFVWgCc1hGFTAijolHwlUaapS1fPWEZlyyS46rQqIFhDoHgeWOCCZU3mqqAFNuRISc/J1sGmSgdVaOcSm5YVzwzH6FL/qWGQoMgALkjKrHncOwQmCmZeFjJQByUDNUeDFlcOAtUpMEVAECgUzrECiqEAmJkSMAcGsyJDzxOz9Y7+XqqERE7IBMsUow+AocaTAIVapISYAQwqllBCj6+h8FUZCOgJaUwxe1RDRNBbfS45ia+IYgI4zW5e66RzKzczIpH5fm7dTlThU1VzLLBPNgoRmRoG914aI82RRrOTRFYNjnuZcSkUv2HItuZZV0yGTIfj/YpPm4XnGaZwQtdYKCGH+EKXUSkwOrWkbVjEpmiIuzgpAUFWpAown65WaerCEVBEwRKgle2DU0pQJgUvOoHacBphIjTGaCYAtQqzj0z2zkEkZ0dBQ1RCYLaBi6QtUU5OUmlorE0kWivQa+g5AQKQEBk1ovEutolpVWKw6TVIZktXRzI5pF2iVsohUQGUMSUWKaMmABIgBEU2piiGmEBgMVYqUImSImBWZCUSJQyDTkmHuQ5mKaMlkARFVwCoCkprVqgDCDLVmAAmBmCEEIsJSsgsjAjMRlVwM5qt0JolIJWNTFzqamZGp1KHkHkxTYGKSmtETvkwAoJbiyi8NWku53d2UOqyaFkH/xb/4r0oZb2+u/6f/8V++6vtS3JSLecpVxCsE0WqmCEwUjgc7OxJlGse01FqbTmNM0zTqvXBTJgYkYFKdqpohG4JCBUMARgRkQwJkEkUwLS7umiZGYoRAIHlkUwFS1UAYOGqp4zhG4lprSmG1WhlqqXO6IIIGTswcQ1ivN+vV+vL8kqn6euhTrNQ2rjJw8UVnhgbg9BOP2+EQm823PsiffPj03bffefTw8vnT0/ffe2e9amstpvL40SMPT/dD8BK17Mfxpml87QUAilhF1VCVzHCYBpH65MnjnCciBUWw15Ssxcm5NIkQRMkM493b09uPnzQxuMSiP+zubm5yziHQ7m6HYKrSH3YMgQJXMy0Tag0cnKWMx9wCLQUR2YwQQwqnm00ZRzTJQx8Yq8npeu2a2yZFMaDAs0M1l2ma+n6iVJb4luXK/fzqH0GtNXXcdd3s9QXkEHMuhixSmKuZkYt/TdAghCBmRABIpp6nxGYFgcwqMSMuYIN5cwzERGCiYBKICTGFQCAEwDDjc5s2pZQCqUg25MXWCWCBU1ilwGmaahkHm4XQogZPnz4bxgmR+2Jq8Pz5c8aHw7BWKYi4Wq1W603XdqenZ/2+77ouNnHKuc+51mxQpzyMwxCZpRYptdaaAonUQ7/vD/smUNvGGOOD8wtPNK1lUpHICCZSyu3dzdlm/fD8/NmLl11KJppiQzTMbuGcmYyJAydFNTNRARCM1KS09OVFhZDyNOyh3FxfDYd0ffUKgQjJUENIx7ajxBjFO7c412ZQBRviwKqOLjMRYdRaKmMkgmUgvCSmLg7nLNk7WUQYQpMz1lpPTjYxBkTbdk2MbGaEdRp7nnN9reSDqlbFybnQasw81pKnkRAiY9e0eZpcYo0hlFIBbJQxRB73QwyxTCWmNE5D2ecYU5Wi+ppWP02TmZLNcw83YnibeIkCGqbcdG1AAMCcR6cWuxsYmUU9Lz3kXMiMOJRSdvu7EELOk4giQB4mRCIOiiAqQGimiOZzS29q+1B6MUf4OYGZIzcqUEtRMFEjJGICM2QoZWo2509f7f7Xf/1/Xt/c/cZ3vv3e+98C08Nh13WaUiqSQSdAZDAGjYEBQymVOQBAiHEapyYkItiN5ceffJaePZVSLi/PH1xenp5uz06alFKIbGoi1QkEPhszMyQyYzAA8hLAOUVIzuABAKsgk1QgDpHxow/fe/LkkaiO43R1dX29H/b7vQM7UkoCqKpNYPdPV1EEOFmthqnkPA3DEGO82+0CMRHGGF++uvuLv/z4P/zd7zdMzDz0h1Ll4uL0v/wv/vP/+r/5b68P1cO+Z/gWAph9ZT76V8oy75d/f8sy7w085pdj1v/fFoRfaQW8P99aVleX5ywRQX+jxHQe6xmqKYAcMy1fN2Hd2jrzyhc0mZnWWuz+l0qIUUy9Ddk0TeDEga0KIp5uLy4uLj7//Gmt+vjxk+36VESZEyKWLMxA3kNCYCaYsx09K9xfhtzv8S9TyyUe95uiKgBEZ8DDes3b05Oyq13X9sOUx+xgKAy8PdmEENZtu9vtNpvNi5fXXdfWKk0Ip2dbT2idpoKIbdMchkFEGElqGcfBzJAMjRZBlB+/+r52XbcAUt+Yt6aUDOv9HtgyZvXSLh1Xaq8ZmqZxhb1rFdq2jTmbmWddiMxqQKlzlc/MHI62w5T8BLOokD3AdxynANA23WE/WrVSFMz7XmiMBhhT43u2c9A8acUl+0gMiGYqagA2ThkAmjKHg6nCDNpS7Zp5Dtm2LSCHGIEGUVUsRCQgoiIgCDjV/WHklCIzIQOZI4npcNjHGKvNGBslMFMDMzKF13OtXDNGqJAnOVRsLVRAeZ0/HkBESi0xRqOCARTA31I3IMEM+2qZAxKHFEMI1dSIPHvck3ZKLQ7KVLMYg1d3OofjRSDgmIZhiKkpUl24iExVjMGcl7Bwb92B6X2apSBUFZ9AzruvWNd1OWfmoGhLIGapdTbNIxqAgXGKip68R2ZQqpiigEWmLDXXsqH1wvLxXc3JVzPWGWFG9pMtAZ2kxMwhJSIu2ZFiWI7XP1vnDMFgGHvPVCTCrDXGmSg7m9cVcs5VCjHmqfol2zwTBiaqZY7h0iOFaCGLGEDgBgFAFNSIAmgBYxNCDYkDGhNgk1qpCEZ09GjlSceprLqIgCaoimAcY2TUmqVNK8YYKCZKpLR0YWqtgYJfgwA1aT3IYFLNGBRdxhmCP7BkYmCCYExACEhKhqjABCq5SXEcy3w9BFIFTJiCz/18OBYWREWIiRFVIkFiUikxNHF21olHMS+B9WYmpSD5ABPmADhTE0AQFTWTwCQlgxETA6ircx1pN41DSsnAlGyqU7mb0oMUEE42p01zSQimIMjFqqqBQQXyKSSSGUbXziHw4sZRq6JqQGoEGADB2GIXxmpalZnHfgohILGZCGpoyUyN/GhfiMjYBAUCGFpVrgVTjGCoClLEDDab9XBYax5rnrlcIYSSS86561aHw6FpOg/P8HnpEaVjZsUTQUxBquZcmoimrqdjkVqLqhoYmaIpEooaqAiqEYKXTLVWVak1D8NBRf2mBdVh7HMemT3A07G07IXu/UfMR5eIaMGoiioY0OEwvHp1NYx9bGJMGAJbNQJe5uHO6/LIimPQ5SBmoVk9eqs8fuvB2ekpmp2dbr/1/rvPvrh12ULf79Zd26TEjEwsQFKye1dUKlMEnOmjc44IQIiBmVddt12vD3e3kanrutQEqXXoh1qrmY4uJyUspSQOpUwxBIDQNBii9z6sipgZh+D7lIdJeP3s+FlTq6WkprVACjiOk+8thBBcFBJoTnBF4tgw89J1YmYfRs6prUe+S2CmSrXmamJKTOSqMgCTKgUnMMt55GYlImxapomazg0dqmqgu10/TYNWOez3u9ubrmt90+7WawRu2zbnut2eOMPsWx9++I9+7++nGImhabph7P/03/zbtm12t3fD0IslRSgli5SUYkrRzJMClT3eynDI9ezsbL1ahUA1FyS+vd1t1ismOj8/D0wAsuq61bqrtaza7je++92333lPDA9jLkUQ2BQZAwI3KQQOYN6NJRUBRTM045wzYHWyRdd0LsgvpWgtKYUmtE3TKqMTg2qVGFkdRm+qVgc3lUkBaHheUz0xJTaxUZbIDTI67nsp7N0rKyLDMGw268WN7DPzw+42pbhadbVGKQOhMXOehmmauq6rRZazLMdogt1qNY2l1EqEMYa+1xhizpNIAcBaRdVyzqvVyszyVFOKeSpt24555Ei1oqqUkgGibyV+/WbqM0OHn+Mc3jCLpIZh2PV9OD010MBRVQBQqhDROI1SgAjv9r0/kl4ieviYv9gQAhqBuNwaKAUPfqy1HFMZ4jLwXHhaCxk/UCLiUmoVSU2HEQ00EZsZoAHCJNC0q6r6R3/8r3/0w4+//72/+8F77xaps34H1IeEwWXbUmJMoFYkGwCFGNp2HMdhGkB1d9hLLQAyTNNPfv7zpmlOGnjy5Mm77z45Oz1zsS4oOs9ttl8Bmxmog3nxqMZHAjIzRkBGEUNTDzVIiQlT17QPHz7oC+73+1evXu12u91ud7e7NcWUvMsgSOhO6cDUNu1U8m63Ozs70yohhHGcNl17d3d4/vzlh++9RaS+vBS5+/CD937nd377f/7f/gThfo3kItSZmespC1+Hx3xjnvb/QbT5lcD/r5vmfWUW3zdksr+R6eey+cXPtYgZv+wzvMehYZinAnQUwc0AWIDXPzlULcg+up2VmkCYp0lEQoi1ViYZpwIAMTRmQEKRIyl36+3l5SXU9sXT21WzPX983jSN3xlmxQw4AADKUVAq6kvW8RUeJSZfjqv/uui8Nz9CBKDg0I5V252frL94/rlJub29PTnZVjNu14e762J1t38VaSsykqUQQqnZzPrhdrP6MG/bl1dUBJlCzkXAgDk0aZykTLDerKZpynlMzRqMx3HyRRMA3N/lu5S3lGKMLn3WqloFTLVUAyil5lICs/vufKsDRFFNTWLmcfSA7wgIxKRmWoswFwHNKoJd093eXFHgEONYK0KQyRW9aIq+IPotOE1T27ZE0K0SGMcQQA0BPZqYIxpoqAxijdOrVCCXRGgAVGtQBY5qHFChlobJEJvUlCqRIpmiGaV2mgZVIcYh96vVilGm/rBarWouApizdN1aRMRIlUr2VIq2a84IDW1O+OFIlqELKw4hOkZMA1kGMyYG9Kn3nBfPQJIrU1tHpspBGA2AkgKJ6thXBmioFYkNtyCW85SaVibROQi1xhgj1FzKOJX9YUxMKcAqImORUoFYq06HQ7PdSqmRGKrU6lbJMI5j2zZSQFUZKUREgybGrm37EDASACiombZtI6KmLoCAEGfgqmeRgRqYGmjTNAaipFMtIUURQUcXQKh5ZMRgZNVSiGYmYCiIgCKCDACWOKgoGXSpicQmc+dmLpVVvTXwGrICTIYmVaUwU0JauvhDP+QAEEMFsEDgx1QwBCQgP4bQAAAgAElEQVQmAjDQaZBS69BPvns1TZNnlaOlFGMKWSSGpknt/q43Q6JAwAQYCNXAxa9qRoHBwMPfl1XM0ICUmCKxGcSOFYrYZEzcBjRFMrWJg3oChxuwa50AoFhRsFwqAaKBkdZSOcShjJVtKkOhii2Z1qxTjAGDVShGgIE0177fMXPbRmb3IKGnqHt4oJqFGLPIOJXUppiiSDViBGTGXEUphphUNStQ6iKnXOu660opGNAHSgTqr6sYQIhlnASJYhAkUUFCBQRCdBY2o4IhIXIAJEAQRUQTFUQMqUGaVKeu3YzjSLFdimkVadftNE1agaJ/2txSZBOhoV01NkxRbkMt/e5ZgZYts1VQH3JaOKqXXeyBPLtNcskAwIHUrNSRGJEUSUmb6SB1BDMkDJE0UCDAKkIGZFFEtBoANtwt4cve3ga0EFVMGaORFa0AdRqHWmoWLtgpCIWUq+QqU9FcJwqpWq3maGkQqSAACoGJCQmqGBBDTK1BBKhL0215IhaFJ2o1AwHFwIhmBZgAoRALJW1XkQI/ffq8TfGtty4uzs9fXV1fvXx1eflQVRkBMBcRA4BAtYgyVtCAVrU2KYHBlEuMTSnGyOdnZ+d2Si6I11plFkZW1SIVWcSyGJbi0AdjDCgV+gwiGnGwImg2CVNjoQGGvt91XasmY54mFfT4PwpWKiKl1armGkOMEAhNSlGTGJIU6w9T1rvDlCEkbtY3+z3sqmpRFRVPPIWmaRSQUuCAbRNVVYyAWcyjsJXAAhEoqgIBr9o1GPmyw8DEoDaNY2laNsi5Tim1pgw4MYMZInseOkSjohICxcQxskgOEZhBFRSqW/h8LF+zYERFEBRmUJlNOHkqhMqIwM2kephKzNPt1W2ph8N4m9Lq+dO7m2fXkVpOm8hSSVbrBGCr7TrGxBzNcMxyev5wnPbDdBeJHEn68sWLv/7Rjw67uxC5qm5OtiIyTUPbOUGtkvG62zCEmmsk5tjEpqkK/Zh9fDTkvXN6CYkCxRREW2YAUgWjEFWpbdP3fus3rq5uf/nLV9/99Q++ePrF//EnfzqOsN8LGnsWosJUsnVtRJnALMYGYlSrkYgZTtapyoiopVjbJWUArG1qEnUHGffjzqJFAQuMxMixiDKDShHNKa6JqQnYhpZQXYuuKgSwWXWRLTahqlSrqjU1cRiGmDiEQKSqPaC2nZ2dtqvVesqy3w37oc+5IIbIoWFaNW2d5vZ3rcNqtfbm8kJiZIbNpt0fxrZr834gCsSRKHCKRWuM1MU2T1MIRBRVs+sbiLRtI6KcrJthmtqYUtdtTy+ePnuhrASYukYB1puTvr9KqWmahhKYQUop55JrUdPYplZwf5hijKrTfnADMI39lMfyuvl4LxuNmZBaNUCKOms/KxIi41SyYVADxiBZAnKWCQiqlalOqW2maeIYY9P4TieIwBQ5xYVYI1LEYoxTLswhqE19LgDUbD9/1X/+v/xf77/7+Pf/8T882z7IedJJG94AaggECIlI1KBlBSxV69S3IcZIJ3HT90OumAGY2/2+htiNI2iR8ecvP/n0OsZ4utm8/faj87PtxcXWsBIogKqMSHPWJSJ7CA4AqBgRF+97AqAZUzDT4EAgMC3Thm1zSpfrU6mnt/v+sH/08upmv+/HqQ5jLSAz9IpCahMypaY1pGKigBTTqCLZfvDjn7z17kMEVEBAm8Y9mv3u937z6YuXP/z4J7UApmA4ISpYQgmoxOCxPfQNNdVXTsC+rgz7hm+4D1n5Mg3ljbHhN4/vFkP7fRHm0hfAY8/3jf/kDeznURlVj4gUQwAEAhUzIwC3x/vmG7quc6/8UfLHzNS2rXf9azVE3mw6wqBqw35I67brVg8ePOza9atXr/rd/uLi4sGDB7Py5N4rXNSzX3Yx/m1YN18Hz7n/Rvss3NTQ4PLyMv7iuWNCPVicAJjs7GR9eXb68PLi1dX1/jA2ic82q1LrB++9/9lnn/30pz9DjrVqLipigUJaBTMb+mG5jHkkorNPNwS3zs9I+lIKgDbNfY178Y6IiHDAcRy3Jyer1Wpy8UYtpWay6DMTDqFKDTHElObsXRFij1oOZsiBai0eG5ppIo4e0uDzmSkPqupzv5TS7e2tr03MoWTpujYmBrDVagWo6J0nDn7q8lDvGJMPKkNgABCgXIpUiTEQAXMEpOcvXgHAOE1NDJ4vn1L0OZX3ugLTOI4AVK26MWaOziwzrdF5XMxB3b4V3f+HXdeNeVqkQZ4jL6ouUR2GgYhCmFnzTMQBY4xEWIoaWDUgDIhYcgHW2MRF1Oq/2vn7iQOoFfGbHsygikSmWmuMsYqqAnEoRYhCzmPTtFPJtap/QwgBAFVndlbbtt6p8l7mcjP4yZKIYmpc3gJoHllBSF3bzcISqX4msLm3PQd+gJoHW+Exa252n4Llcc45cPObH52XF2hqBEiAMSZGklLRAIiappmGsebSrldEZDYbcb3KWq82zGwtiGHTRJFKBMihTpmDo7rmBYs4sL3GI9XjD3F/eXasi6ozKpcomFIqIgb2anGWe5na8kdXufirNFUjDCGkOGNsA6OIENAxwFNpyeBCcmK7qqKnwaqZmjcUSsl937snpOaiPgM3YGQkLKUwMSJVQDvayRbptSum/DldQEdLa40oTdOEgGkenJpIcXstohEBs4fLuxJBFqWQS/uWbtzr1M8jwm5xWvoSysymGDiqSQhxjgJHjDGN4+TTJx/qLwZup7n6TyOaB9Rg5k+fcG2aJkXymOmkbv5WETXT++ArYlC1XOoS+L4kuyxr72LV84/ApQR+JXPCcq3+gPjLWQTqIQRDkFKYAjNrtcW045EztVYBMZvTmRyME0IIkY7bp8I9mlet9e5u4tj89Cc//+yzz5pm9f47F/67fIlb8kjnrGQQEStm3vr0cpYRhz7v7vppyimls7Ozi8uLq6ur3/z178bAP/7xj32oz8xVwK1lRQyBAwcRUMUYYy0KZIhcilTFEGKKbZUCHKCo33zHAHckCojsA0knUSFCFSMgNRC1EFKdU978Da+1VjIrJYtoCISAbduKgoAYoGTp+16rNtsmxrg9WY1TP44DU3j16lYqQABVvb6+efHiBYB2TTi+kzP710zV0EypYkUz52FOU61FpZZaSq01T6A8TdNm1Yl4Naa1lNVqFXwW5KEgLsYmIo4GAiCIxIxos0U5WGDHLAPw8R7zMZ6aglmp1WOXimhkUjMQKFURKQQvr8Lh7q4/5KdXL374wx8+fvDOw4uLkMyTM7Sm55//EpFrLTE1MTXM0U09ISREMgUEKzkjWM4jp5YQU0rjOP7ys8+aEJ6887iK1Sq11t1uTwgpaUrNoZ+AYq2yMMN9HTgOLvRonucUg2rNOacUfEPc7/dN05jJ7e3t1c3d48fvAr7c3d5+9OGH/+4HfzUMh1rLLGIRU4NaVUwZAJFKKRgbf7hEJpDy6PFlSM3Pf/bFqmlWbQwRcs5ZpB+zWK0iILpNndttl6iVFBMRNalZMeFUNpvVqusAwHG7KSWTiZmJGARDCpFTe9ocIZmkR8uJf9CH/UFUIgVFQQBCmKaJKvLxidtsNiGEcRx9lZgZ8YAAREzehRFF73qHEE5OTqY8AGq3bn3BbJpmHIecs0+sEXCcCgKNtcg4heAsSqQYkThwqEW7bmtmd7vDbrcX0ZSaYRhFxBQdVeBOP2beD/1iT5gVLsdE1uUYvZwAF3GWwRwt1pjd3h0AkNhzQl8HDDap9S8fdSKSD/9V5f55eIHZ+O9lQh+tpRSbZpOn8Re/+OX1q6v/4De++2vf+bUUqJScUvT522rV1apqoEgG6E5OZzaO47jvZ+fenNJsttvfTkUjB5X++fMXf/4XP3jw4PLbH37w5O23EOHyfNu1q1mXKGoGxGggJmrgKwM6M3E+3huozDGN80jNzAybJr3VruQC33n3XcRwfX39i08+fX51te/7MlWiSCE2KVSxacolT6YCgAV16Pef/uLwa99+/8MP3pEigQgCqdl2u/1n/+wPbl/dPX16JVpVJaYAQAoe9OgGyV9BXC5DsC8z/L+C43ivHvsba5OvC09/IzXh69SkXznHeuM7fcd0qaB/douK8Osi+371+u+HytblXBGGYXAVhLOMPXOW2R/VGgLFEBE4hERA68vtZrM92WxF4IsvnrdN+8EH7/g2f7SV230xKyJ9w/W9Uad+GRr5Rm79/X/wcGQkMlU1ASkPLi8QjENYyL9tCgXt7GT9nb/z0fl28/jh5W7Xf/b58y+ePz+7OP97v/W9P/qjP3706FE/5uubnc9AECgEamPq5eDnvxgjEeRcm9Q4UqJpEoAxgqjGENu2cfwRAHilBABqeHNzi4iXl5c5Zw4hl1JKUauOfy2llFKZ5+Adp97lXJxg3iWWWvI0IoVS8rpt3ONEzLmWAhaIapk3Fb8nfC/xnpmqxJiaNnkSdAgUAudSQ+DURMkGgKoQowdKe6sb5uj2WtdtQuQmkKhOJaOnpAaKGkMKkut6vQbU13Htqr76xxhjmNP25iypmacy42Sa1IGBGYQQ/VcbACOFlgGw1rLuTsxst98RsKktYWKIyBxL1VoLEoRA0yQcI1EgYquYLQQiAzGojghfHKsLByUkLqJt2wBAahuVishSHSMc0OZQ1GVa5efvJq2K1JLzfZhqznmaJg9AMzOiuXFCRMyBCGrNDLxIKMHA3yU4zrIQsU0NA5ooMQV2QlFionK8nYgICGspbZeOxTMvIhB/hpumAQRXYB8vYP6ecRz9TRCpZnOAkj+kXdellLwckirMyMGr8cFQmaOqlZrnD5EaDkFUiTDEGZ3vp/+cM8fYpMaJ2PPtROx9d5/HulLcw6DmBC2AuXVipqqBZwanJ+ndi9zFrlvFGO/u7kQmVeXAaoBMSCRVmMgxDFMufBSqETEAtrG5KbcL78dMXGLn3yAiYHNTbUkszSWLKYVgiP56VdVMF86Q57CVnH17rqW6xNpT3Y7FbXGB6JdXPz/j3jdS37e73N9IjhsAaq0Y8XjjeWdHcy6Eji6U4+NWwADBLcFQS+klC9SGHZgWjXI/5dUqxBgCM0A5VkpIyPfWZAM0JLzf0vbdYhkOvxZfHSPj4FcpyguaeK5XfzUOx0PAKAb/Tpcvqq6naVJXo7EnDczcUY/l5IBz1KGJG1N9Wu7dBDbkGAAhNY34sqiyuAZFqkp12XZiFMNqgK4/r2IGnOTm9vDixc3J6tlnn32GCC9fvtjd3QDYyclmHMcZTl2rgSIwEuUqKhBjVNM9HnxxowAhJDEPkA37fuj7w9mrW5GSAiMhHEnLS37jwmr2s3VilqpXN3efP3v+4MG526VqrSnFNqXItL8LdBRgj+MoAlLFVIZp5JhM7XA4nJ5smOmjj76FaPt9L2LjOFngs7Pt1VUXY4yBwKoaiIjjtE1VKnjOSVUl/4iRc86BePEFRO7a1O1Sf8zNCzFGwpD7vagGV4wQlSJ++KtSOQAHRqM43/ZHSJ6Zc55jjDIVfwrgCASsYmOpFGSWXxqkENRqFqsGt7v9bj9eXz0/WZ9fPHyw3W6fPHn8zjvvEFejEkJ7fXVIKcVAIYSUGgBomnYY+qbpjiovECnTlNWmzaoDtLZpcsmr1ers9KJJjMAhYBnH9XpDhFLzNBUkjTHlai9fXonos2fPp49Oz09PVDSXcX6IDF6jShFyzqlxeSp58nsgjhx2d7txHFPgq5fP2y799ve//2/+7Aemh1xhnIFqBsTEiUAicy46G1gYUEFBV20iZkZr2niy3TTByGjKwswhdLFJjYI3f81MRYgCETGDiDIzmRDTer1umgZxtvR3XVezQdWYGobgnUSilHMNgUuRtm2IpFY97PaxaZjQMWSuE1bR1LWet+Ql3LLo3YeKh0BVqooaYdM0sWlubm7U6jiN7ZSatsnjqGBqCghjHjmGhuYyKYSQpxxiShAMoB+nXKoZ5FKePn3qZXBAMINSaykFDD2ohjkAOBhU3SzjxntPM/Z+5f1O1uJYOtKA+P6RNYTAHDyfsIr6dwMCGIERAsfIS83vN7aqECHRr/DYF5+FnzQcO1RKFdG+H/M0hNQe+vwnf/rn1zf73//Hv/Xg4i1GHIf+2DhDLZXMkJkZiSnnPN6OYhpTVEXLyoLey9ucbGutZoiBY2reOr+UUn72y6effPG8bdOD8/N3nzxqu3bdNU0TDURNDJQYiE2lAiABLxBAj9MAA1+KvdNNgCKGKIgEIMT28OH24uLX+zHf3h1ubm6ePX95e7fL05irqFgA6xITMRCmyCbdx3/1IxD96MMPpnFIMZnp4XB3fnr+T/7J7/33/92/GrM4wBwNAUARFGfp5htjsW8AsXxlhfbN8MzlTv4bzXJfhqy8EQu3bPGLn+vLpZrboFarVYzRWyRf7Vn7qgiH18EWZh7GO45jKSX0/WFZZGvNSwSqP5ar1coEU2rdorLdnp2fPbi6utnv9menZxfnD5a4tvs7+tfNQL95fvqV4YZf/ml0/PJd0ES96Hvy5K2mjW0DIdLQZ6lGSdomtk16cHmmpWzWq34/5PHwn/2n//x3/+Gvf/Lp7g//8A+rGgExxzz1gOjPfErp5csrVe26lgvUSqvVhjDkXOq8iEPTNks9CWhy7Ex7HwsQV6vGrVBd161WK2YquR3HwwJR9cHjMAzHrBUdhsED6Md+165PkGCaRr8e07bvD/1+Pw9P3F7PIbVtSolnZlHvtmMiu7m5drMuEZaag/A0jaVCSumw77uuY6ZaS0rd6empjwLOzrf7/b7udimRlrJetcTh1e1OiiChqgDPt2lMfDx1Wc6Tf5LHAZ2qKmhlZpPiZScASAkESgi4DBwQVIA5AAKBbwZRaxnHoevanDOCdu0617J05UMkrRVRV+tWrRqGLJbzBKKBKTACweLxWFbVGKNWMbMihUMcx6lbrdzOawYilWJDHMhws9ki4mqzcqhX4GRmqW11HAtWR4d58e+fu7/z0zSparvqjqNdvLc3GADPQbEATkb1UDJ/0NxRICIBKbZRSh3H0ePpiYmRYwiAEAyLVFVJKYUQF9G/lxkLqdxMaq3Mjf9t26Zpms7PTx3sCYBOywghuKXed5daay6ZlQCMCENsHFU618YhqAASquiRamOzrwagooUQS8l1jneDWisCOHyFmV/n6QAuJlLfNZdA8xDJTEopUx3A5j2ViGLkk5OTmZdYtRTn+4sRzs0SIDRwf3vNJSUUUUbyzjTIa1ic30JHtDf7IQ9QfRQ8j2SJAFDBgElx7rD6V4xpec9DCBjm3OqLi4ulvL+/lC9H+aUVsviqj/LI2U9yf4taOMZHrCUyB/eYTVNBJlVzH5ohlFoAIHTBx/IpJc/ccioDM3l8m6qK51m5WzVwSkF3ekxcJTxKR1xosHxS9w4oet9t4kXs8lr8/l+UmcvgbhxHv80Wj+ixF/7abh5CMJPDfn9x8Z2/+ou/6Nbb4444J3HXe84WrzY9gcc89pcQkThF5nD54NGTJ08++vZHCeYzkP//IpJ3GmBKbTUjZKSAWK5uX5ZSQxSptuq22+1Zaprt6TaPe3TRUuA5+ie4eyzlnEV1vxuqSi2lazsnppeSr1/exZhElDg2TTtleXV917TPTGt0li/g0g91MIzfk7Mnk4AVatWf/+Lzp89ebLcnpYiqSs27u9taLqcx932vaiIyjVM0Vme6mHpdIbUUVV13r169Otm2MQYAPTvbvnjxciw1pYY5eKBO0wb0oE5AMDIRDuTTeSZCMEKKTVeUH7314tnzq/ffe//Ro7e0TozxsJ+0Fj2mpavSMAxSK5hTuKTrurGMXgaHSKb52PQBUw/1OkZSe3fAUxYQAUnUSq0AcH19d3u7325PL09XNZfdYdzthmmSqjDl+vDB5uzs5PL8QbvaPHr0aL3etO0ql7txHNs2eI3hvddFLtE0zf5ut9xIwzACwOWDDUDYTwUwOfSlaRqV8uLFy9Q2ABhjyDn3+0NqwubkNIRmtVkDYOCgasuzPKcrHZEBMcbAlJomRDZDkdqk5MsaIpRS8pTv7u7aLt3clqsXL5+8/d73/97f/b//9AdjVt3LVIqppbYDpFJK5JSaiMSYJwJjpICxjgcBBKljv4fLtaow8ZwYibRar+0wONbfWdP+VALOnZqu66rLB1RRvAVpOWdQZU/q8YO7gZaKAFa11rwbRy9ySh5rqWIgAkgepUCI0KWmlOwWI8/b8Ad/GAYX+KiqGqIxhzjmrEZdCIDKzNvTU7f8hcDHNdn6vj9pu/2078cxTyXncjj0ZjBOhZgpBANCCmZ2c3vnqhAXaXuqEdK85VUFVSUKgcC7nMzcT+MRE/36xLwMLY6z09cIgHk9Px7QSykyL3fB55z7/eGY3TIb8t1/i2SqGjAikC/Xi93Rf5cfCJdTPoYgIt1qoyLVKEb+6598+tkXP/n+9773/e99L6Q2D0MtRUrJY/bTAqcQ0ry3itRSMiExUGyb+aTRtN4l7Pt+GAbVCRFDszoMQxa5vv7ss8+ehUCPHz389kcfbDadc8KcsqkGBB6O7f8S5qheU48Cdq4PgiEaICAqo4DMkI8m8pNHF28/fvB3PvrW/tDf3Nw9/eLZs+cv9n1PJlarMhFC062HPn/88Y836+32ZKUAVQXROO+/+50P/+Cf/v7/8C//FVEwex2X7jFwAPgNOQpfJ8u8r3788l99Odn8b5/N8OUJ4RvF2FLFfDnlz7vJ3sVbr9cpJT9pf7lq/fKs0p9ibx84TX0ZGgc0Z22omS5HGUIMMfqiz9yhhe3mdLs9LVk+/fTzFNp3336/bTsRU52b1iL6Bt70+FH8rSImvnKWeh8turRGFo2TqHnuh9+Op9ttYGqb2DVtf8iIyJyQxhdXVy9eXJlv87GlwB9//Fc//8XPnz2/Otms1ejuMPj5L8SYp4Jgp9sTB9wfzbtFRA7DiIiE7A7Rro0XFw9fvnx5d3fn5zMfBgLAer3ebrfXNzd93+/2OyK+ub1VqU2KIvXxo7cuL858KTSAWlzEGF0P4dJNrLkaxHb105994uqvQhRDSE1CDjGwSm2b1gMDpnE0QEDwkQIzh4CqtlqtA6e7u1tVadum7RrV6jD31arrVl0tNaW03qz6vj8cJISw3W6Z8Gx7Qqjbk7UZnF9efP786ur6zgMVFdBAhiGnlJhJRIia46x5Fnd1XTdNk5unfd3xOeE4jhfnp22zqiI55xgTOe7/GOtCgSlQiNykptR6e7fvhz1T8IWbiAFx7PcEeLJaAZgatoalCCE0MWitRphzOfQDUVA1JzAczWAyjpMBEELJWSIzwDiOhKR1KP0QicZDHwLf3l3bPDHmWmS334moAcRAgUMppW3bk5OT+wSt+zn1fmI/Dm3MR0y5TO5FJQdzef0NpipmTISElqchcPQCzO+onKdaCxIak9SsUsFizcWZG77ZNE1Ty4SAgRmApjzmPK26rlutYGYzqKgcyYpwdCBY06S+7/f7fVUDw1olcGAkANcogqeMEFFRLSUjojcm3C421cHlKzlPc2NoLl0l+NFcFYkYQcEiz4NNNXFDlYjEGGIKYOayZ1UFwxBfz4cB9Pr6WkT6vmcOYkrIrtI8RuVYKZk54PEOJGIVGfo+BM55qqUEDkVzLaVtGjcb1FJN1VQ5MpizZFhMZ+IOzmIBRjKEexIIf8bFVH0k5aLixf3lK9WCdwshLkvZUtb6JztnhAAhmEiV+jqZQz26GwEASqkeIDazfJmJBGe4a0UyAKiSDZQDIhmgTnmYw5qYdRIBgyPt7Pr6+q0Hj32xTykey04CQ39pzFwlg72mPC/DxvuBrd4IXxB8/j7cl2n4H5fK0H/IcqBRp2OYqmqYXwjFGF32FkIY8uAugzlDhXnJCPUr8ca8VkMFYvDYmN1uV6vc3NxcnrzuNi74q2VkOtXJjJSBkVwJqabDOA7T5Bjqtu1UbRiGPI1qMo5jDCGkmIsA0uHQl1pDTLnkYRxVNcYUY/Tci7vdIYRsBkgR9qOZ3e37zX4gNOizqvr0wD9o7w35odD/ZQFtiTikfT8dhjFXIfQAM3L9SODQpQYBCbDrOo4NUgAwU10jGiEZgdrp9oTYEAzUO2LNaTmhsZpiCuHB+QUxMisHYuKS82E/mkrbNR7TZipaa61Scr7ZT9fX11dXV4fDoe/7adi3ab2MKeYwFcNFPuAvLeeMhMsNAIjuqp1ZHzbLrRYepjPcq9OFDKpoqdXUhmn69POnDfDFg7OLh2fDVIZcpyJFtYiVPI6rCSgiUt8f+r43qK6Kn0/YTfRHr9aa88hIq1Xr63CKIYV2e7q9vNyK0vXd8NNPPvMVu1YJzF3Xeca7CpCHHISGiMZpqkP1Nu7JyYlnzJQ8Tf0gIo4qFam15DopYOraDhD7vo+Rm5jamFQ0xugVPiOcbDbEdHdz/e2PvnX16ubPf/Bx05BlyjhrGtGBCgAlZyLUUrYn7X/yB//x2dnq5vpmvTr/5NPnknPRCWEqE4gYK93eYsh1psKaIUKpNbbJFdqA4EeamVCiU63iuzloTdyoVpFCZG2bnIuoWjxhz5990tQ0Ta4iAuM0GqiZptSYWd8PPnt3GlnOueu6+4daQm6aNgKkdqWGd7v9MBVRu7m5GccBbF4cSqlmUGvVXz6bcnZhiIq4HkREFVBrabvO08A97c9QRcwZe7VWM/CXH0JkwKW1uhDjvR3sB5hFc7T81RsYjBnp6WtX8N6EAJivL4HDer32jpJvAW3bMrNoYWREnMZpyQJYLsCXKX+mZr4iIgOoQF8zEwGyQQiJ9sP0x//7v/3Lj3/2e7/729/59kcxSa05NlOZBlWpWotoYG6a1DQJANFgGkePPo4hVVBVI8QUo5kOw1RKFQUivrs7tCmMWW2q9YsXw1ROt6vz8+3pyTpEbFJqm1XOWUDRA7bNoRvV+21qQsgG5kodc9AimKoSIhKaqWpW20wAACAASURBVEk2w8R8dro+PVm/8+TROEzPX7x8eXV1/er6uj+YYRnHyPH5s2dE9I/+0e+E2KpWYhiH3aqj3/773/vkk0/+8uMfVgNEdV6yODjuq4Zyy0r7DVOl+1yTL1vvvrk+/EqeyjczXe7Hwt0fFy8b1rJm+k53OByWucL9q/rKCnaZDy9NVU8p9M03eM7s3I1WjGHuZ/j2s+pWKM2jtx6v15vPP396d7f/8INvt00LwGYYIwO8tnb86hvxVRlZX//HN2SZ9wGVy/cvU8e5FQ2IGIAEzVTq2dnJetVdHQ4AoKJTLdUaI64Kr252J+v19uzyRz/60S8++VThkw8+eH+7PU3N47v9oEjd7tAPI3MLMInUzWrVNo33ArtVM004TdnMpqnEkDyQxw++rt+b89MDm85LxqrrjloFG6Y+hMCIuRRP0z7dnpLlY/rC6zgy7/241nEqcin06Wefd6tuvV4z6sXZSWwbpDANh82qMyQ1M8WnT58y874fPPGyVhmGyd+68/Pzv/7rH/vbV0sF1JzzyXazXq/Pz89fvXo1juPdF7ellK7rXrx44QkQF+fb9aolsDHnPldTXa+67elJYNZalySctm09wN1vnhCCN0Rd+55zPgYPzu0rEXnw4MHl+enzFy9eXk2w5AI3IRBHpvfff99kCiHEpp3+H8be7cmSLDvzWpd9cfdziYi8V5e6q6UeIVrdQhoxjMETmIHBYDYPMNiYzT8IDxiG8QIvwINAwBgjgTSGrIFpVXdVl6ryEtdzcfd9WWvxsP2cDGVmt8iHsrLIiIxz/Ljvvdda3/f7cv76q2+qGhFJXT7smHOax36IWpAIlVgBSxFGGmKYxkMc+pvbuxD88ThTcPM8EyAhSi1m0kWPRI5RpQbPKqXk7L3LYqVUjGGzWeUmx0yzgm23l/M8x9g1ZNx0TG0tvrq62mw2bZrX9/1ut2Pmdlg/h2osgs8Yp2mqtYJBi41qTRomJqLgQ55TSy3PUlSNenoUT2Qlp1LSZrNRRNXqHC4pr2qhi/v9frvdMvNhN+93uxgCgDmHKSXvXQtGR4TgfREYx5GICf15B+26rgmGDWjdrx8e7rRoMweCglQVkRhjTrklNzRgupQavUcCVZjnXGsl9s45UwUQH7yUutqucUGbai7Fec+O2rjPkW8WhSUjtWQmJqa2zDrnVZY6IYQwjoeGwCWiUrIjr2DBuWqmJqWmzpxDqrlM09R1fStlm9gPwKRUM9lsNtfX77ab7RlkKipm4ByZteSM9xGlzGwiwMTsTDXGZUI7Hqdh1YfQiZQimvMcuzBnnaaptTMeT+fakL+Ugki11mEYmkmvPWUtH9Z7n1O10yiSiMzqubg6JWGaiLbvP0NTa6ki4hyJwBm5dB6ttEUbEaUWR66F4zB7JPrmm2/+jZ9+UUpRqcwUY8i5TFNarVaq5r0vNbUzkJ5abI/ZrefJ2NlCcKbbnbe31uxYUlhOQ/vW0nbOTdPUvi2EAAZqarSs8957H7watBNYrbokdi6jVN9qVxFRMzIDawRSNAQmaq9fTwXqOWDmxKNaWjBEVGsGIgKnKqI110ToRKXruhhjFc0ixBxCVMk5F2YutapCrQJIyLjqVmbgvPPiFwy9VufJELbbK0QUQwBMpVgjiYiWnE10zjM737I0VbUImGGtFvuFENOxBSYC58MB2ZcivusaLe3lyxeffe8zNGUoMXrv42a9QRd8iEPf55zUrPEJSyqqst4MQ98518RpNQQnh9kEwOx4PPpAzOA9m5qZVckqyoWQKOfsvUNCACi5iMjhcGg8AO89QQ+6zITbJQ0hSGU5bfnNxlykOWkX9S+AMTpmArPgo6qmkuUkiSaiajDPiVxLSZWq+nB9O82zgnnvx/3BRec6N076sNvd3T28u76tlVed67sVkk8pp8Pd6+1roOyjiRyPx2MIIQQGNACZ5+PFxfrbb3/V990f/9Effu97rwjBzOZ5NEMfun/xf/wVmPV9bwaqlqW2aFxiPuz3q3U/AgzDIKo5ZzEnIl3XM/PFdgtg+/0eADbbtfN9LtJ10TmHIMGHELwCcIv0bp0RAyJyLnjvBeuzZ092D4dxPHz7zVf/9r/196XWf/XlV5vNZppmJMaWaK5aSvahU62EVtKU8/z3fufH9/eX/+df/D+ieZohp/Hq8sl+nmLsRWqMkaydUkrO2fuOF0FBQQzOOcnTMmIFbO/r9LRymhOAIakDVMP1pldV5xbh7jRNZrLdblUglfEUpyy6OIQrkWtZpqXUGN3Qr88Odu9ic8flOqaU55xzqSk3Mwu8u77B5igm92jQQTFGclHFRFu7dRFjtziulHJrOzTFiopyoCdPr/b7Y9NJSc5EbCCIaKDwCGHfCunF9/PoqH2WY7zPGDz9ab7Evu/PExGpYqd4lcYgaPaf1p5LeTbTGGPXdd77GLtzCmX7dNqT1SQholXV8LxPiaiaQ6yiTMR+a1hvd/lP/vRf/OrbN3/8hz99erk5Su43Q0oTFKlqSOQct3W7wbzaThRj8Et8F82EfRefXHLKOWcZxynPOad5GLro/TiV8ds3r19TDPzs2VNVGWK3Wg/Pnz69uNgCodQCoIwIIOwWWUfV2mLc2rneIddaHfkmYyYCAxOpKtKcsQyw3fSXl7/9o9/5gYh8e317c3377bff3by7QcR3795+9cuvf/rT3/PeAypoqjlFH/+j//A/+Obbb65vHzh0NVdENCQ1cB9N2B4niX+UKg4fuMZ+gyvvcV1z/p5TJIF9YNh7XLw99l98YAt8XN190rl2rvTOiphF33IK0/4gieF83zrnGsi9aZcU7KwudM0eoGJm0NAdAMjEiI6ZEf3LF5+bwddf/02M/e/97r/u2BO5Jd8Z2kr6a4EwvyGR8INX+cly/IMh3kc0m3akM0AjNAC7vFhfH4SZrWH2fUSyLJBEZb//6y+/fPPmnY/d5dUFO3fYP9zd7XLVKUnO2TGrChF5xwDCiIfD4fJqc/bmCmg7bwFqcyDM89yeXhEh5JyrqTHz4XC4v7/vYjhLnpg5pdkTAWjJKUTHUpsL/ywK7/uLc9bKNB0M3TzXMs9vX78ZYgCpY6muZGRmwmkakQiRiiiAjeOY5pxLNsVSCjsjYkS+unrS9/276+vj8RhjBCOpuku7dvpMKe33e1vGKVCrAIBnEK1Sa67J+dAFTwgpTa9fv36yvZBaAKFlpx32+9Yob9iV8XgAAHYeoJ1wpJTczmeq6r07HPZpHlVWUmutFVJOKRPReNxvNuv9ND1//qQLXEoGszSnlKaUigLWItDsUiJ5Hg8PO+eobTDTXKra0PVmuhpWQDb0/cNuv96szdB7z4RS69B3XQjeE7Enot3+8OTqqkUYAcBxmlORJ5eXz55cheAM9N27t8dxjLFPqTgXx+OEiLnEtl217NeUZgNZb4b9oau1gvAw9Cf1juRciIjJBR+a8ZqZUkqm1nWRHTPxMPSi8urVy+N4LGkOIYYYRazdVwbywy8+B1AEy6XMc5qnTOxFlsm5rdeN0zMeg3NOpAKY9x5AvecQvPcMQNM4t0bDYk4w2O93zdBlpsQwDKsYhmk6pDRJrU1b5b1HBJXKRMwaAnddX0ruNptaa3M+nFkXOWcw67qOEPf73Xo9rIZBagaA6AMiljm18Ldzgvy5svLkyFRNQ/DMYRozIZpK18UQWHUJRFJVHxgAcymg2nmHUhmBCGP0LYSjrZGeXQgeEYisjU9Xq77BkFp0pIo6F1JKKTfnbeO8FyQUrX0fc86SJwAaR+v7Ps+p6/ppmp1rEXe0Wg8i0vd9EyWezzGllPYotTQXQAqeS661CJOTqoTM5ExBRM+AlvOg7G/3EZdIj3bIcM417jwSnBRNuN1u23rYsDFtLV3AksSYGU2KSanVOZ9SQoDNZhNCSCBN0tZ+hWrNZZnEitQ2QHjffT9pd5f8lVMVd66p4BRe0iqx923pRxHq79/Xe94LmkqRom1UiIueswE/l8CrE/xA9By0Q1UEWvcHwIqYCSC5lGqtOVUZ4Kx9bXbWpnFIKbXMFRdiKQmQU6MTozETIChUA1OBlIuKoeEJ0d6igz0S932rJblFU7J3Xd81MtA8z4fj1FSpgFhFASDlPKe5EcIA8LxnLwQms6nl97RxKEIpxTunYO/jTwGdc/M8TdNI0EA71blQpUrVlLKpIpiCNmqJWk1JJLdMbQRARkTDPKcYe+Y2J7eWAmKmRM57r9QQwAZNJlNqm+e2T8EM7h/u5UR+U1XEhl5sn75rQvRl6TutCabQ7E8ABLQcnVMptVZVcx7ZeR+iiqVSapUyzTnficiUZqkyNKeDd+GJK5rGcd4d0tu313OqZnZ5eZWn/cX2wpCcc7U0NkjeH/fD6qLv+zIdU6rtlGNmq1X3gx/84Hh4UK1gWmtCMM9mQg2Fr7U2+JkhqAgbqsqc52aeJ6K7+9v1Ztt13ZwXKE4LvA3OAaqqOgMCUJWu6wipix5MARQUvPPeex9cCAEBvferwamZD6yCL1++vL27m+c5z4d/8Md/kNJ8cz9uhv7uOKJGrbmaGkDOcwjOO+9ZPJkj8I5Kmk1kGPrgEQA2m1XK1TtE03aWaPcPETnHXedVOSXNKSNBFSmtzijVDJoyCA37PqoqknrvRBbl4Tk4oT3vh8PM3vkQyzRJVRVg9szexRi7HhkPh0PJBarMpY7j2Lo/p8rKaLEtgDaNIhG1dcaAkQTAFE+5yjDW1PwpRM77+PzZFWjJpVbRUrWINOFl00cQmYEdj4c5TSLFDJixRc4QOeeo+cqa2+I4T+0SfXxAbYveWTt2FoGfNovaRDe1ZDip4NT0cDi06XHfd86t2y8SqW1SqvaeU3XOD2tLx6J6QALGXGvNmckvkldVQsw5u9B772tJKcuXv/j6+vrtT378o88/e9n3fUcRe57nRS0yTZNzPs9ZTgvvbr/3bsnOZnaiKmJqSEh9F5y7MlMkc84tpCi1Ivbtd7fzNK1WawT8v/SvX7188ezZ1dXldjXEGLnr+pwmJmdoCKaqjGxqAChmiEzEbacDUEQlwBbpsVRfkk1rw7p878WzF0+f/OiHX9ze3u0edsfj/u7u+s3rixcvrqIPSCjVRMtqCP/kP/3H/+V//d88PKQYQ5vkEbVf+mvndR+Mzj4o8z6wzH1wA3wyee+TaXgfV3Qf5Ox9Uq74Aa7zg5fXhgSbzaZhdc716uN/qpVwfMp2NsXz6O+spDQzd/4CERKxKqpYCF3N+vLl8+9///uvv7nZ7/eff/551w1apfnjTxdFH5tS/s4R58es0t8gdT2PTT+gFLwXMcPjH1Yk227X+tVNjN45l3PJpRDCcRy/++5Nmsc0Tt773/qtz1++fOE8Tw936/X65u6Bx+JCfHdzdzymzXo1xEio/RDf3d62bGvv/eEwHg+z9x6RmMl73/xL7SRRsrRFsJG+uq5DhIvtxS+/+qpfr9pRcrPZDl2oefbB9SHyIzeOGaWUxvHYFoWcUykZSEEhxti+4tBMte8iIotWA/WOmZxjHaM/Hse+7/qhl2opJUANIXRdF3y3Wq2ub26I6Nz1P6a57cdtHSmlxNB7570DROwjt8g+sFBFh83QvX7Xdx0oeM999HNOAObYN2xM20VqLU1Yn/KS+XbWNLakKSK6ubmZponwJH9XbTWtdy7Ns2NK07zq1jlnY2amLgZpYQQeANgHr6Jd7J1zQx9zzvvjmFJh9gQookTIhKA6HcfYgyioVO+d1nKxefLZq1dWMzDf7+53+7tXL59cbjbzdLy/vz8cDsH7vgsgZRpnQLvYri+265xKDK4Uy01IdhLlT9M0TVOV0o5rFxcXx+MxzQUMCIkZzZiwglkpqcnWs2QfHDOlmqZ5jDEeUio1O+KnT65urt+llIrIOM2tEShaCODFj76I0U3HA4U4juO3377JSXKuZtBsJAAwDP090tX2ynmc56NIrQ6lZPTOITkXEkyqTTvaqKT0/PnzFnyy2Q4xhhj6434CrS+fPwvBi5R5nvkkAFBV1TwMg3OhqiC6vu/v7u7GObVdapySdy6n1Dqafd9tt9s+xnkez0VdI3CKiGfX9f7MgGq3ASIF7zfbCwPyrm42m/1+x4hVdLN5sts9AMB2u+37fhyPzNBiSzxBy3ECXCZgxIRIzM4H9syOyTM9f/pk6DwAlJJazLeqiViep/e2e9BmMBeRLvqLzZBzvn84tPJpkZUaXl/fNMFtO8yLUnuIAMazGe/MpUQgVWtv3PugatM0bzbbJhxtqMnHtVATR52ZPU2dqKpdv6SrTXMmIu/fl1tmdnl52ZRRNzc3Z07Mgh0CZ1KqFmQqqinXpikFsHmeG3O11srs+DScISKRQujwkVr1XDWdeZvnN3sWcbVbsR3mzm66x1vdGcLciJrQaECgIMu/hoRW7cRpcIgSgrVA9scAG1I0gDI3HS/3Q4fIpdaUF6jMWf56Hs8uetQmpiq16zeqUGqd5sTsRVQR55SP43gcJwUMoZ/3DzkXEyNmImZyBjWn3BBjx+MOAHNOppB9YSRmzqWOp0+QmsENiJmd9yYKAL135+Ny+6Ta8fQMzgZCRozBi0itstiZhohoc0qlZL9oI5fccCauoiLCZNiAZIBGpCf8lQiqthsWWo/fB++9r5IQQGgJUW8crJwzLP14MgBCAgDnow+xqoEBO2eiDZFyksIyETH54z61g01KqeeuHS/ae+QT58g5h7Tk2leFh/3h+vr2OE039w+a5/v7ezPbbDbe+/V6fQJ6OSCEKuuh388H5xwxS80AOE2TB0IgH4Jzrt9EZpZiMcZ/7Xd/dzzUv3q4a+2hdsFzlnEc9/sjGpiK1IKgiGYCooVPKowQg3Mu9CHN8+G49yE0xcpq3S/dHOYA2DhG6/W6FRaMAI7MjBi998MwrNfr6AlADKyUDGApTSklHxyeDpEpJQaSCjjPMYSLi/Vud3v19Nkf/sGP/+R//uc158tVP0Svjvq+Tzn3w0BEIAllHoboHTGhaAnB9303WlGtfb/1rhaZS5kRMIQgKsF7g/cyEzNz3qEuMLA28GnHcSJKU/a+MzAXvAtRUspSQQgVV6uVRw7d0IZ70zSZEZOvNqZawOzm9k5KVdVcc3P7NyLl+85XI3ZSo40hOnCI1sQUCAaoKooGRq193KqjM4ZNVdfr9dXFlrDe3N6P07Eb1k7cPE8iZtKSmInA5mkykXAKtHxsrlNbWi1tgNl2ovc+oI9iqT+YQ5wzbNqABKkgIZg559ar9TD0pRSi94qeNtkrpbb+l3OtuebPm0Ub5Z18CioiQNSgem1Q6h3P0wyojKIqjlHVEOzu9vZ/+V/f/OiHP/j3/t1/BxFBDQGk1pJzrdqINSIS2DE7ADocxq7rSslmM7vAzPM4maELIXiuombqiFuXsJR6PB4ByMVhP86N4nb78GX/VdhuV+tV9+Tp9sWzq5cvn/supjQFjyJSiyISGKAZAKK2Wx2tZSTQGcB0EgAu8ZYKaA4xbuJq9Sq9uBrH43Q8es9aTZ2ZagxdmosD/Xs/+uIf/sO//z/89//bnGqLSRdRhk/4vz741H5dYPoHxcvHhdwHBd7Hv+LxZvebE/N+nZjzk9Xg+Q6Zpuny8hIRx3E8a+PPPtJ2Njj145Y+6qk+svPssR3Bm+WGER2hY8LN+vLJ1TPn/Zd//avOr7744necc6Dgffxbk0qDM1Lvk2/s40LuNwdWfFxnn+d45/f2t6p2W/YUMDOt66GvtbTTW85Za3WRVPTdu7eO4Le/+GLohxfPn61W/eGw215sLtA9ff7izc3DL776mxCCGnjmZ0+vGMGf8FBtZ/Lee19bZ1rEnHMmcntzH2OMoe878j580Od2nps+R81yStFsX1Kex1Ufc55F8onmYsxOxBChaEZEQ+6iF6N17NrcoCmdCFqQpYKJd8wISLDqV+Ocb+3eORe7bp7yOI6IWItaQERcr9cnCVPOOZ9MukvSPSEzQVvvToxymRfN59IO994H79Kcri4vGOE4u5xrSsmxbzVwKaXro5khWvOa1yo++jOwO5wEwNwOSmDOOXbOqjBz7ELNOQaPCIzGhE04xEu0YgMyqKgEH8xgmuYuBlWdpqSAZnUcx82qL2LEyxlXRJAJtEWXSq15GDqrJgpD9FLm6Gk1xODgeNiVMjuE9arrvStSnCNR8d5r36nC4TDt7riUWnQx3C8Io93UTjbtuNxKDiKq1Rq3thnhFgTrqSnYHsuGTgnO7/f79rNzTiKKpw6NmYmWnMbOD9ETOpLga81qTbKCzXMoWkXC8Xjc7XZ9HwCt72OpxEwxdmbgXcg5r9XMoGRRNSJrKo6Up8328oc//IGp3fCNynxx0X/28kUuKc+JmQGhMT8a0tzM1HBYrd9e37x+/VoU2DGzb8hHQBORhUupWkpqnWI4dfcXeMkjZ0J7uIahJwJ2ZKZzyjEMT55cpjQ17Oc0TU23w8wlJ631B59/NqwGyaVKYR9ubx+O4wSIvoTYdQDgCJ3jvovOk/fsPXVdKKUAOEQYVj0hzXOK0WvGMxcXzBD05fOnT59eRe9rKZeXl1OWeZ4f7u4bSajro6qACRF470olMGh8M2nAEJNSqlQhpjMv1Hu/3W4vLi5af65xEZpb9SxxfFwAnF1/iGggqngaSYEZmRk7JDDnwzxO3+wP58BM730XlkXfFKtUq7WCqBohLRwjk+B96/iI1OYwOff/WpQH2HtT+1n0ckbnPW5vn3Fh58X5rB1tGt3Wx3lsgSAkIoIlRI1MUU5Nw1Z5ntZYPX/zuWxT1eYFUbCmEWqaQDxBdxQMkNUEDRvy9jwydT6q4cvt09uHhzdvbw7j6JhijESOkKdpfvf2VnL5xZe/BC2x6477e1OLLhz2R8V3VUwVzGrONeVcSm1b03jMC0SxWB8jMhsoLNenIIJ3LktuQUanrqiYmffMHBszCZGJoOFAS8nTcZRS7u7uSs5gsXVhSy6uaxMPIyITBTZsF9bUmp7NsGVbLdN+M5XGHA4xxnE8TOPUWurnq6cLEwMMUM1E1S/ESAVy0Nj35FRVai05Rd/HGNFOmrSU4LTKtVklM1ctbdlrFisDQ6Rx2suSxBOOxzH2HSDt9odpTh3j06dP9aR8MzMm5LDYNVOec9anT57c7VI7yuRcQogk2czG4/Hu7u5q/bS9nYvL7c9+9rOScJom51rbAk3p9XdvmSnPtSUWELSqWF0Ix7kcdnupcn6O5rGwQ+dYF1cwhtBvt5uUi6h637VUSeco+NBUtV3XVYHm1K05e+9qzcMQyilwpdYFtFNqlSzOhc1mo2gmMI8peIcql9shz4cXz5/+4//4H/23/93/eEjzxXYzHg+IFOO65TeZis5AAFKLSMkpDauV934Y+sBBK6+GYc7YRY9Iq9WqlGILLIRaVuR5II9orXJuC3XX9cMwMJZI3gA4MCHHsECJ5znP00NLIyilELtS6pxTiAGRAKnWcnN3D6reeaAl+YKIkFyzbImIVEXEUisaqqk1E/JydMSWgomt+DZpPnJCNS0AwESm4hi63s3HcRji4YimFRGl1FPJSszsQkvnc01F1Rrlp7UC5zqe+yxtTWts9scV3WPB3lmhd+oX5LaRtcG4qbLzaiKipZSHXVoajriIxk+9J2Z2i12N6LEe/rwttvuk0Y8bGsAzmwoT/PCH3+u7njXnnC+uLr1zznMInsi64KSAZ5ynGaEF4EEfO7F210k1qLWu12vnA4CR86UW1xBZwSFxLaoqiAYAajVlVTEDC9G3QGggQwMk5xwVsNvd/vbh4c31zS++/FU/9N979eLp02ebtV+v1+yQmUrOrYITq02F+6iya6zdtp4roCIBE4CqEbT4367jLm70Yu1aNk9i9JhSdS4S6TTv/sEf/8Ff/MXP7q8PUpWR5RSP/klo/wfBA5+cmz3OE/p1CsSPZYb/f9ibf2c19MFY72OvXbvldrvder2OMbZHtW127RYSkeZGXh5q4HOCEdD79+W62LfXTMSOYxdXV1fPEPh4nInKq5ff72PfNNwn8nZjP1jrqcOja3fOVPiYWvPJq/CxyPOxnXHxB5/G5Z+QzMKZxdAMmfDqs1fEf3VxccH8RlURtAtxHkdC+9Fv//bzZ89W/QAm42GnNVW045S/fX3zy2++O0zF0DlHoCpaneOuj23SdRHWtebGKlUthBw7H0LoQmze4obtOidKlVL6fjCDWktrci8NLbMW1llyzjkrmiE1qH3nl0wtUWiENymZXESA9Xp1f7drhxUzm+e573sAaysXQbM8LeleXdeBLXTgJsrf7XZd1znnW2HQxPFC1u4eJs8LMYwQoVmJpMo0TUic54REgBhjJMBpHGMIm9VQ73Se5/PYoe3N7LDW3FYtMxPJvsU3txZv39cqzuF+/7DbrVrZ3P4LAGlOCDZNIyEwI2RFUCZy3qUmykRq3f8QgoqMx3GzGhY3oMI4zcJ1CEERyv7I5BCRnStST3g3Ua21pt7RlHLfByaoJZtWxzD0MQanqKaCSNEzooFZm1J3sSu5DH2cAHKSx02Uh919m+Y1RoiKnacxzC1ZhLz3KmBmyKgmQNaIEY1X1Q5GbVRlQLVWIAwhaBVAJUOtxTtkJGXsYiADInSO1RCRSi3E3EL8zkdnAJimMQRfawGjYUAAOB6PLaHLdMmCa+/COb56crG/f3j58ioEqOXonIQQtHdNycfOERKqOudLFUAmFxwhIvZ9FNXgQ1iFaRrZUcNvzvPcWi3L1kVMSCYFeRmqQFZgOndDaq3MWGrWcfQuZMibzebrr78ex7HUUnSWUnOZvXND36mWGNx2Ncw8pVmcd+wo57nWYgZN2OCZgqe+80w4TcdpGlOaq9TGDoED9P2ACF0XZ6m1ZBUBVJWKaM+eXF1dXCBqmkGRvnv7bS5JRKZpijHmnKoU7/jycvPFF9//+ut333zzTXN/MTM66lz/WLLYWe9OVQAAIABJREFUyrm2Cjcj9Zmrdi6fzhDOVvid8TM+MDF4jszYGMiXT55ebC+vr69FZLVZN11WCKEFOQLA5eXl2Tg31+nu3U4RCXieUgDb7XYAEEPoYsSxDQb57C4+K0CYScQcu3OGT8sTa5Vb+8qC6TopLM6zvjNO4AxiWaKxHuWpsneoaNpOPNBm4+2sA1AbyKdWMWsg1vBRGuyyOzjnGtU3l4xIaphyvru/DxAe5+a1Ira9qu1267j/V//vX5Lz1VCqHo+7vuuBfSmKSKnI27fXoPmLz5+bgSoQ8TTNqT4AMjlXcymlkHNmzseu5CJT6fvOFIiC6oigQOgct65qoywRAYMTq6LFIRGhiBJzqcUHNhAkq5LRIQKhGhG2YZqKAkIIwXnXdf7ECKmeHREBUtFiJkhkpsxkAuSIyatamotzXEXMHFhThSig1ZLTnJhjk0MjgspyucSAiIHJAUjRVHMRzbUaYIMK5pxbbt5q6JpERUSYmtwGZRHc2vvo51zH6a5IffL0Vc7Fe9/3jIgvX70i56b0XdevYuwcKiKSyhI3IhXZxRixnQVDIG/OUS35PABHIETM80w+zFN2l261Wh3G28Ph+Ps/+cmbb2/v3r1pEyEzFsEmCJQKtZgJqgBUYcYimYDSPJ/SRJd7rKUONKqZ99x1i/QOGtzXrOu6lkDgGFDVO05Fs8x1sT8UR1RrbSf79jgMzameSgihKKgqRjceRzADMHYUo3O1fvP1Ly4uPvv8s5fv7m4uLrZDcEXEkELskQy1O0JG0DRPTXL54sVnq23n3AUZMcY0pWHFcz4cDvuu61IeWyTgkmMB1rZdihFSPhc8ojLP+bvvvkNLkEUMkblWebRYLREvzYVRS1ZCIsq1LiUQe+9Oxm9cIrxEbX84trY7NY6xmiPfug+IqKANx98OmO35dtzOk2oqRAQmiOAdE1Hfu826j17nqdzcYC25FCUG72Lw3sRabliDrrU25cP9DglbzK8tDswleDZLbY22ZWs4nWdaN+HcnVwmTo+OrGeB+7L6mSKAmjpcghPMJGc7KT/5TJowK+1UeR4VnvWfrcBrL0BNTdVAzCoArbrw+z/5vc+feB/COKVpzqVUZt+a31ZMldGYmcyEiJpnhtmvVi1rV6qIoUMCBOhjhwjo/PF4tCpd1yOS1mJaEVBEDAwJ2YGhEGKWysTzVNuiBGJgANlqtbfX73719TvnHMO8vdj84Pu/dXm5efb0ahi64IkXlJhqBSCvZggKiARgYC31/hR/3YAA2gJekDCyUwECZ2o5VwLIIICFI/jY/dN/8p/8F//5f0UEpQghg8kncf2PJ3WfxFQ+rvce//8HWMuPySOfrFw+MOB9Evj5yYnfxwLOx3/VZi37/b4pjc8zxqagPr/ahfln792DYu/9pW7TrXMu3g2E/tmzV10c3ry5zjm/ePGi77uui22af57avRet4oel7WM46ccay09+Br9Ot7lwe0sbK5Euab8tL2ppNZMZIYmZggKj2LxeOZl2HQ+9j/MsWkqgzVx1228/f/U9z6B1Xk4z5G9G+/LLX93c3MxzDsTzPMauc8xpv0sAfXDBk3e4WQ3zTF3wwZGqAaB3MaUsmnJZtDet3BSpfd+LAFJxzIwAUpk4QiMTqwucUgUjsKBlR0SSpHPkscGg3KLkYQ79lYhYrR2BJwMVYF8q9F1Ic3Hel1qIiZFKEc8+OFdKGR/2OedN301Y+qGTWqvlXAs5aGG4cxpDCIZaJCtIrYW8OUJEdUSIYGR1rofddDgcojc1yQmogscQfFekVK5VrRtWDaWFQISQSiZhIkdINYn3/nJ7pSaipUmSmPxxLiZBoTsWE6liFQFNKoI6R4gmYre7/Wq73s+lYPbeC5ARx1WXc/Gt1+BIie6n6WXXHe5u0VGZDt6TaikoXehq1q4fYpxSrgwOUIPDamJqjIjRQdXgB7IwT8lHRIIuUd+FNGPkGL1runREB2pD7EwJRD1zJR56T0Q5z4TWdyHP08Pd7Xa7Hbp48K5Aca4pn5equ9a6Xq+WaYaoCZ0pHQAQokvRX789OLLNKh6O00LdKBUAas59x03yOuWZvLlAl88u7u+PIfqH3TEGryaE0EWPWAFz3w+lFDMidGDcxaFtlojmo4dSVZdTeC2VEMxqlayqxIDkEJjAx7BO89E5UDNk9I5j7ObjrFLNJAQeBndx0T97ujkcM5Izg3kuRA4ATDH2vZkompJiINdQLaguEhEH75hxvd4+PDzUUvu+D+yATVXJ0DObgWJxgcXEhTjNFUzVLIaeGRyR7wcU80jovGEGMQb2HHZ5jn1XzdbrFYiYYec7UqwGAgjsTWGcjwAA5I/T/Xa7zSJZkmgldqbIrnds3nsgYHLOdzYfh66/u73PtY5zqgJqkucs0XVd33XDZhv7gVerNsanUopYrlJbrkktRuCaOUhVh1V/c3MdIsWODcA5TRmhnQURq6rWSkRihsy1lAh+OmZ/QmJWFaR4efE0i2Sp++OoIm3hdIwKuup7g9p6zF1Ah/62iiJYKSt0UPPxuK9kLjpWra3rJBB9TCmjNV+cqVpjFXTBlVIMbTV0KpBs1iqeHajVWpHek+KaQOBcJZ4nb0SESM2hWkoNITjHqooGnQ+5iKB4JqnSMioR2RRrBTGIfVeLqgESi6naKbRGqymaUc4FkQBonosLwzhNVPKc69vrd1bXiNB1XYyhVsNFG4mIeLd7+3s/ffrqB5///Oe/JGICBcv3D4fYb25vb1Kpmiypu+r5l9+8VvNASDINQ2fdFtS8pRm5HwIizVNGEN+3NA5s8TDs4/E4OueZuDX78lydC6pgoNMxMzNhi5mGJAWAwNC7vpTC7M0EEBUBEbQ1+0yZXcqacxucGjtFqhzEBwWywzg3yIeKOD67H533PQATBTapWkud9/sHIvaeTAURaxYTIAIEJQSQSqqaW/geVDUz0yJoAlJqmSuIqZNKhrXMD9iDllqTqUIIyrZYzgCxiBzn47ub68N99a7brF2IHEkpMrLOaa6lXl6tHu7vD/e3bDbtd9iH1Wpl9j6E4/7+Psby7NmznLPabj1cIXj2IZUDeFtv10DBTK7v3oL3rvc+9odjTnP9re+//Mnv/w6j/tn/fgtQfYi1zMzYdf00TYqIgSoUILEqKiTeibCLa4BkFdkBR2VCh9EqhxBSGlf92nEwK7lUF4ZczZg4+FkSoiK5XCXGAW323r9+/Td3d+9ubm+eP3+hVQDm1dqnxJfb56SJ6RB7f9jth4snKY84W8+di66lntZaLzbr+9vy8//7ryLZv/lHv/fmzZtVtzLFeZ6JdLVadX2ozy/vD/Mvf3V7e337ZLP63vP1ZrNpopJ5np2v81xqkjTdeaQpk2NO+Rj6TqopcE717n4/6lDG/ecvolip1om5ud7P9xNUcxiIucKSad76tgqq7RxIlESIOymz6zA46rp+vzuC2lLkOwBVA2gFITGE6FS1lkXvXSw3kTYigBqamtRTzrUhAhC3uJym5BSD6LrGIV93vqbk0Kd0+MH3v18Ufv7Xv1xOw86NeQwhIKpzviU6tnPicTyqLfG2gV0qeUyzD0EN2QVVQwUzGOIApORA1PL8vhJDMmJDVEBDWnpMS6hSe5sES5FGXa5ZanV+MVGft/uWJNkGA63/1bok52yGE7hLW+8415pS9t5PSf/lz7786tubP/qD3/rpT36yWm+Ax8Gs5tkMa0HVakzZAKp5H7xj1cq1NtIEIqIYISrWBrzNSdrvXa9WrT1XawZcxpWoC8+j5OLJM3G1YtWeri+a+kZJdUlWoNjFcRylmoGXUXc//2Y6juzw6uri888/+96rFy9fvgzBMyZnxVrnDACpYb09s5vn2Tu/JB0DtwqVmBt+XUEMEIQVDKCYWcmWx/HVk+0/+8/+/T//8z9HNAVohsx22iFA1VaMOAQCRLX6sfzyMTTl4wnTJ0mbn5xanfuPH4g8Py75ft3o74M68+Nf2u6i5uFs0rz9ft8kx594YXiivAA8ju11tYr33dCvtpvLUvT169cxDs+fP++6DkBLKc6FXzdz/DvVqB+AVT7GlX58aT6gM58FRGaG0ApUtDMkSoqaEbMomNFmc1FFUkkAVqWkXI9zIhfvdrvjmK6utmUW71wRffvu9me/+G48Hs3Mh86xM+LgfLPZNvZT13WqNk2pITRa5iMAYuslg0iVEPxqGNqHPU0TEVOk1WpAsJJr3w+5CDEH7pmBCILvYuju7h9CxHE8NFEBYnPK5mVEZnicDi1l1zhMuaaq7FlB52I5ZVfVBVdzpaLMPqc8ZqlFss4qFoJXpSySUiE6lCJ39wfv+zUHJCeCfb9mxyooCt53CM21IrGLwbs6S65aq/oYaqmqhuyQaJ7Tu5vbftWDacnJMbu+d87PcwKwnOcudlJ16DoDm9JUSkJs7LXWt3ZI9LDb9evOOTYlIEJCR9Cs/CHElPQ45lKUqOZi01RyUY8wztXLTMw5C5LLWXIS5/vjeEAMZtDFcDgk2kZTGKekhuy8c15qdsEjUS4iQGrmfGQO85xb6EKp1YwBuWnikTiV5IOXNIcYDaCCUvBGVEFLNbPqfcy1BtHYDYbMPhzHo5i50JlaKhWshZegAh2Oc1vXQJdcWmCWWlVVc/WxA+L9cUJEkcLs2sRcpIYQAOpJMByAuFYtuZScW7A8I/l+CMExklRpsWCHw2EYhlZYnh0RIQRTURFVA1PvAjlkQjX07Aixi11JuXUZS8pgCgaEAMymlhpmgDGeKBFnqIY2vo5UA6i1TGyEcDiOIYSUxDtPhOPhwCGcx9EAcDzuiXAY+pY6IJKJCFv/qWl+ABHAOxeCbyddQquliGAIjAjMpEoABmQiWVV8IDNjxHmaCLWPazPp+ghqKoIANRdTXa/WqprmuXY9ITo033dpLo4dIZQ81lqwHZAdR+8BzDvXmNQGCgDOcc35eDje3d3N45xTNT2KaiskAMD50PerEAJaceygKdAICcE7dszeu5zAO2eKtVY6ZamLWYN5hBBaZBE7r6pMQMQOqKUSBUKoBZxrl9NMBdB7l1JivmBm7zhNkykAIrODQgvcEsp5EN3WYzVRXRQa+mgRbp3C82kGjFoEfJOFOOda+MS5j9huhsdozU9Ctk5g4eVCqYCgqEKttRZBokamrCIl1wZgOAk+BbGdk5aNo4VtQIPOQ24gk2kaaUGlQ875zH9KKTW4lCn86Z/8T5uLJ8+fPxdRKXPJ4Jzrh+HlixfPnj5N8r7FjsStv0lELkYE8IpW1DknorWOIuKCpyXfwtpFaM341lM7qfVqrRVARWrr8jRyz4nUh23u1zxLpxngEk3VFBltYjnNCbuYUy3FABiQFYjYqaohk/PIBGYAUFWPKc2lELOpikiuFYgP41iqutiVOootKB+1xW+JzCLysNsT4dB3wQc2pirEjp1Tsyb3IcccArtQAcSg71dqVqoYQKn19Zt3qb41rD64yydX0Q+xs74PtZoC9jGUWr0PKefQ9duLy5ubu+32sgvATPv93jnnHRPCk6vLWmtOc7tchOR8LLl2sc/HY9Pwe2RCYh8YaRzHi/W2qfQawxCRStGH+wd2jEhthHU8NiqggAgoRO8NTEFzTip1NXSb1fDsyRWzasEy62a1HidgVEY1AmVkMiK1mmOAV8+fOKY0T2Zw2D8AUC15s16vhuHVyxfTPPsQ2Icx1xi6cZxyrkyuVvA+iAKxZwdEppaziKLz3o9pd/Vsg+7zv/zLv/zx098/HB6ur29VTVSP41xlzqVDArnN83zc7w7r7bC9Wg99/+TZ5TmJp8GEFfHHP/3pn/zJnxY1I6qiVa2NrPeHQyGCU8+xIVIWxbYjVFRTg/cov/akN9dWu58R2+TfOUchBIBjC2FXVWTARSqyBGw2kUJ7Fk5jq/dKuQ/g6o/OgSSmpsbEtVbCFoRLSDjPc85ZDclH7/04TW1ZO9tclxcJ3DzPtZTgA5A1W3IzRs7zTOzNDM1Wq9U0TjnPofM5l6ataOtVEy2cWT6m7ymOZ4uynV7zksvlHDGK1BYoejoDQ0trOBn2WmoRnaVq0zSFED6QP5wRfdM0/dmf/cvX39389Pd//Nmr5wymwGaipoh4nEdo8+0052RE7SIvMg0zQKyPlfbn9ecs1/fOq0jTa5wTcdpFaDYTIK5iiA4Qzljp2Plh1QFAlVaiqPd+nA63tzpN45c///mTJ1fPnj19erF+drXZbrdMrY2uSCRmtRQkbnTRx1XDkiP6vrhof3tmV0qt9fPPP1/UidomgwYLPuGxulAbk/nXjZp+859PjuY+ifT85DjugzLyk8XebzbyffDFdhu0G+yDqvU3VJJLmQfmnz971XXD9bu7aUrf++z7FxeXbRbReIZnHc4n5ZcfxPN9Mqz94xrv18VKnKeFJ+0TLbO7RyX3kovYij9EVdFK6DxyRMQq4EPYXm5u7/fHVJ74WER3d7t//ud/uV713nPTIL19e83d2oX+nBBNhsAOVJGZjBwaIu4e9hcXWwDIeW5GhRaNGnzwDs62lta+DT40flotNZesBgY0pzl2K3ZYSlarofO12tub2xZd1VJlzuDXtlLnnA/jUURTLYf9OM75V99dP33y1LSmeT7uDwpapDRuUkttmabUVuEWpaAgbU0BgJyqiMzpTdc9tK7hk6uNc+5hNzVXWLvqc8pFMiJOc025fv3du6H3OSdCb+BCN6Rc98d5zmJSPDEAPH/+vJRitXS+b+RAIhrHkR07hwAsUkWl4QHevHvz1Td/Q0Tvbu7aQjMMQ4Nv9SG2rwDA3d3DPM/IhEjHcRqnmcgdx3lpnKiaaUrzcUyImFJyzjVydEql7/taJ+cCs3OxizHmNKf5uOq79Wp4/fZucxEQvJF3cVB0x1kA0ciLkSLOubpACmhV56LAJlAIPfmgSAI0TjMi+tAhgRi4EO8f9v2wFiUDHqd01kMaNMh7XCQutQIYsXNLYjgaCBKpVVFs76WWIirMzrEPIahUUM255FwRTIsgcnCh2XJaEq6pHA8H74g9746Hy6dPXAyKsL64LCUf52VFqFIdu2y58x0R1yrrVa8qea5aqpaiVVptc9jtpdYQg2kW0WbOROAYuyzNNQpqFn1wznHO6DwRKRZmZvZgQIhMbKpgWEtpoAitizoRCZpL08icYzBF0D62fUIAwRA8EbMPzhGSY1KtBM0gwb5zBJBKAgJmdMGhdzEGdhBjqKrtaoOBWhUpQCY1Exi0SSWTYyyLqpOluuBdztJHn3PN8+w9qsjiTgYYhr7hDczMuUbyIIoBoDrPDok5DP0KEZGplUbBR+f8OI7K4Bx7JlUlYiLzjhGAmYa+y2kmIiQN0Z36qdW1QjcLkrXQ1xjDOVp9miYCc4hdCEQUvS/LDq2E2DpjpRQiUFkk+MhUpBIxEtWaW3DZCb7XapjaPBPOsS5oFAXgM7nk5Kipj4WajRWyBMqfFq5HBHA9i51aTdj2bCJqzbJzHB87Hz0IZiZe4uzbUa9irbWZe9qPtIjeVqellHOu8zyrATa5F7XQcFW1Wus0Tj649pE1EWArcVv4wTAMr9+8BvQE2EXXxdgP/bC+mgt5djcP99fX192zoS1HrU57vLu1wyvAQhMl5bN15xzxej7DnZWr7We99y0l4vGxoBH8G+m+c0HMmnDr7F9dHI+iJZsFKkVFDIERHRgzh5wFPIfg1WAJ7FawvCiEG74CkWO/PowJ2YXYT3MmJPY+xP+PszdpsiS9zvTO8A3u996IyKGqUEQBVUQBBNFkN6nWQqalrHvT+qEyLbRp019oqY1mNBOlZpMtkARqnnKKiDu5f8M5R4vj1zMqayCoXMASWTHe6/75Gd73eZNKE2mI2EXREIMSoBo2sS4LKqcbqGERrd13LFy7tQ5VbKqipmV/6KJmWGvf7G6un26ZKcebVuV4eMEhMAURNsPt7srMmGOtUmsH5pCSypEpXu3G3nuK5DI2MIgBc44d8zhuIaRWKhoyIAGVaeYcwhCnuZRytq2EwF3q+XzmEEtppkDEMQREaL3MpZyORyJQsNZ0yEMAQsTpdGcQY6DNkBFsM6TNJk+n43bY0Zim0zEnSikAKLNdD1mA9oe7iD2iPLpKqGq955wFMOfUWw9EaNZqnafpersVU6J4mkudqvWiAF1Mje5ub4UssKwOHK+83by9u9n84lcfNG1//Ks//vkff6Bq19fXvuTZbMZhyL78iCGtDlhXcE3T5JP+eZ5rw7/6q7/+h3/6aNzspnkCQmnNn1zqAHDEcRyJuJQiXQh90QxoaJeS+uFmYyW4XGbxtgYN+JUfUzIzJPNSxMsPF7aISK3lcvu8rgx9SuJ6qNXrS0SiTUQML5lyojkFJl5wna37V+4PFPL9Ih9VA+dUlXkxP4OBqcQUlgiEy/+CiYgF4mk6q8o4DAbqnZXnCS2/ntuJAUU6MXny+4ICBnYBcQghhljmaVFyLjc6+BdZ3+IVueSaZxeIrkFna3iDk+08WwsRXWha5vbbf/jsyy+ef/iL93/14fvXV9vtJqtZCDQfDgDkM2LmZVW6rkx692glXGdSa8vnW8QYYxpya62bAhgw0YUJLGpxWN7NlKJXvB67oks0PDEzdieFwpgHZiLGEEKt5dmzF8+fvyCC7Wb8xS9+8ae/+uV2MyBYbw1A3fsfY1r78/WS+7bQ0f+ymrnoeDyNY/7pT39aSokBEV5TQpZ5q5kzaRBRvyPF/MP/fDcB7rvUlh9v3v5wIss/++dSSYIX7YvZ/jursu//3A8++HCa5i8+/3q7vXr/5380DBsf2DuZ3bvqN+ChP97g/kg/+t2Y+dfW/AsC+yFkXC9N3YIH+HbguoEaGlEkjlXs+fNXH33+bK797aePfsabZy9vp67PXt5JK4HhVDonvb0/DsOoZnG8EqNSRa0Fjt5Sek02T9VjeWPOvXt6UG+9b8YNsZoBMnMI0osZhBCcvREjttZqXXktGTgO2+lwbufSqNPpfDTpIYQyVe0aUvYToUlR1VKLD71679M0neusasRBxKZpvr37+OvrVwZWp8m3Q4ZgakQcYkCg1tqpinQRsRgDmq4zJ+LYxaa5tz7PRUop33zzTc6DmUcbB1VZw/pCiLU17e357V0eAgKMwyaGQQFPpeGr+z96T8CgSwNDxwebGYASYa1lGMYQo5ogYEyJlFuXLnZ/vPvm5ctuCh36cQYAgInvT9I7EWa/ansjJEZrrQF7zrWqgaghYhcLISAYgJa5fvP8lolaa711Im615Tz0/opYHNzgpwKju/ogMFa1cSSEoJ33x/PvP/r86ua6lNPxePr8y2fHfSm9vvXWjaoggTqILEQAPh7Pn332xfF47BoCc3x15zOj4+koIq/uj0RYiidi+9EsqsZM7pBcGvgQA7EbBqQLIGw2m9bKaS73x9OjR4/G3QaB1KzV3moLjDFy67A/FEcqELvJJNUqOY9ErACuiwPgw2lqYrU7Wr2WMqkqUfNAc1OLIfmGhDnU2sHUAFXteDjHyKZAHGqTUjsxEfNl4UOqdq7NVXMGaABqxBRrm2JKoho5AAIRGyghlblIUwImiLVUXyoBOOMBe23+MKutx5hKKa0XZnJyd+9ayymmDIDzeTZDM2u9EwERttYUYC6li0gXNYOuxASIIVDAOJeZGRmjqlLg3XY3T0W6tdZMgZDL3Mw0cFSBWhozp0SM0TP/QsDWOgCpgoqBva48Uko5D9P51E2HHF2xvPqhAwQRDZxEFFGIKIWIaICKRqo6lZljmGuZSxUxJDZ4jeVc89P9BPdxSS1T64AYmSOAhkAeUhoZAYwIrBsSMDGCxhAeP77xeec8TymlLjiOm3Y8OhZ/E7n3qmbMHKIPp76V4UO87JXWGHe/bnPOxdoqLloOZ4R1dbCWgA9RfhdrYn9YI17+3SEQ4DTPC4mu+ZAbEXt3uXo1Kw8SkHyE7AwhZmY0YA5mJrYYWlrvXWS326171zVtwlPaAjMQbMaxd1yLhu1my8y9N4/1CyFst9vzBBzCajF9YwTpzymfkfkH1FqnaWqCtTaHMz/0K6aUalVPibhEjK5l/fL69N5bJ1rAVxGJPG9zKdlrBUARU3GAZ0xxaIoxwv68l26ezX2hOISYErRWpykBAUKptYqqahetvfXez7WkGsaW/e3wKqmZlVK9sGHW0qwrqUHvIiK1lG6qRU5TQeK5tNO5fPLZ52rw3qONKiLz9eNHw2YXI5vJ/f52yLuUU+utaY8xeDJY7xJC2oxjzDEUrqVsIyZnAW03qnpqbciJAAhAexfRWko9FS8cTdS3doEDc5ByLqVM88SMMaYyt2ffPH/27CXzZURiXU2Jw/Wjm97bl19+85nMbZ5TiCJa24k5n0+Sh5hTGMdxOk2ttrOcIquBeQC6SJ+med87h9jKjNauxjgf7vrTjQLMparC+TQR8TiOv/jww95lyCMgx7hJMcbKdAWvnp1iGqfpnLe7tx+9lbdZpSNCSrm15m5Gr6HF+MlbPy3FSinn07nW9rvfferjA8+yqbW23pt0nxARej6Blrl45dalI6bt7gqBu1rMQ+tdoQUi9werNjTx262UIqLuw1dVMru0CQtc11TDg1UhIqqZqQKElFJOeSWUODr5fD77rbHdbud59tMjhG/hDdfZ0NpJPtR5LfpBMDAYx9HEAhOTjuMYQ2hxISS7Kd0/93w++9gXUF2D4B2gh0kgeczvXM8zIOaYLEFK6e72Ng/D0ydPpLV5nmtrIl1FabG/ggeNSGvLUWmvU3NCCF3Ae6HW2jzPMQQvA6QLMboI4nL66Rq+t5JX+uXPZX3nbR4jimfbttaYuw9rUromLN3s73/70RdffvWbX3/4Z7/5dUgZQHbXV6BQ5iYigdhet5fqBmE1a709kNPjWm9/V3jvL+mKTfY+nBlFmmoPIQxDMjOiuLrNA3Pv7TyXGONms005ei3qofRIfJw3fTlAAAAgAElEQVTb3//DR7/76LNHN1cf/vH7P/3J20QmvY8ptlaJ+GF/8XpNujye+NsqSiNEH+u7l5uJFtUnKADgBRoCAIjfY437Z/98bzbDd5eBP9IWfW+X+C/9893uyX2k/ub+uOvtzTbv2TevRPTdd396tbvxF3QFn1xw//pD+e5vaEy/d5X3Q0jTN4Y6D4ltrwMNFycerg378t0UAcwQFYBDmkr73Ueff/bFc8pXL1/cffT5X3fg1osAfv3189amgLbfb7abUUS83kXEqcz7/X7N8vZgMWZeDyk/hj799DNE2G63x8MphIBIAAdXjjrJar1D/OTyZ/lciwLf70/7/eHlft97F6mgHRG1AyIhcWttDTnw1bzPukRkqvNms6XA03zGEKTb/f5IhNJ7TjkErrWmNBCRAoQQtSkCAyGhKSBjcEWyI7SbHqz3phqIOKXIVBfpBcacApEBdG11bgANiQBpPkx4BJOGeMsUY0zd4KuvXwD99o9/8ijGOAzD8XjebDbX1498juiI4WEzOkQeCCMAtj6XdpruAQOG2IukcYwc/PgLic1MgBgwxgERmRFDWlYcqtmtoSH4GyTSCaE2EUUOUUwU2YyIk0GIKVU9E7LaktkARIraRZrhJ59/vdsmEavF7g7Ty/v9/nwMged5vn21N+NzLZ988XlKCRFSSl1kGAcVu78/3N7e994V2Ms7r8tTStM0AUcnzvlJ7R+witcdQyoijBgv43kf7QOAw36+fv7y7nCq5eg1MwK7zmCzyXf3R8IvHH0losTBZ9UxzvvTMRIDKiKczuXrZy+H4crja2MMF8hh5SW7WFMYp2n2Y9rvod71/jB/9MmXHLCWOhUtgudmIaOpAZB26b20KsOYfT6qZkThVHoRFGMUn3mAqnaffXJ6dbv/6OPPQwhmcDwcOXDKiZlFekwLHCjn5HskM8sxpZRUMQTuagA4HUtX2p/OzDEOURXcYqBqTSSWNldptXm3GdJAHBm0tK4KIaTAXOap1J7G7WE/URwYw3w6HaeWM4momXESxdhlZk6tSoiJKdQ2l9qbmIJJB0NKaQjx7ONVZo4pqTRVbU2bij/vnQKKhIBYS/fkkpRSaxXAD89ghjFmM0SI81RqMZFqCKW+jlHy94WYW1cR4ZTNTADaXJbxs0IpDSgAgKiJCBkxgaq23t97773e+yeffCStv3jxIg3XoqhqrUsp7XozqvpUhZND/5f5seezae8CBA+Zcn5o1+pAYFz90mbW9RL19kCssjJ11gN8TYZ4+Dh0H+Oi5lJZwzacyalGrfX1H8FIVTk4tsSn9ey3nqiFEFUVZNE1IZJqBwQmJqKUoiebhRCYu9Pt1PRqtzueCgAQ+obNwzOXUswpPiIybraXqos80iqEMHcfn+GaT+UKTCc6NPE81VpKXeWsq4nCx4gXHgxcnq2wPhilq13UON76rrAZYrqU432NoT9OpXUrpWC2Unq0ICIqTESmvfc+TycEHcdRpc2ze2MEVEIgUAQTBEdc+MwHExFGBoDAFAKpWSlCoCkwoU7T6Xh/3+p8PB5evnz57Pnzu/s7RPz5e+9dc0eAQDSfjz95993rm83Xz7/a7bZkCGYp0HSaU6AYKEACK4zOZbIhxd12zFxDYDPb7bbzPMuYVYUY85D2+/1mGGtrohgDgvUhh912vLm+bvNxrmW72b7zzjsRIwBsdjsF+fjjz1++uEdg50nM83R3t3/77XenuZ3Opxcvbluba5mvr67RKOZ8e3+a5t4a5HE4nabjaR8YGdvVLoxjNgqqOu622+vHiDiOWw7pz//8L1IeEXlMVFr1d/B8PjPF9z/4sIlO0zTP82kqp+lwdzqqpGDUppfdoCv89rf/9A+ffLafj6TRlzmn08mf/ktqCBEi9q7M3Gr3PtAvxc1mg2Q+gjxPLeccwujliqrutgubAbGHqCmmLjAdDzFLypd0AesAikQg+nAVb2rm01FUU7frXrYrl2fZOvZyiG/vZJZcB6AqKIKIgXlzdeWX8Xa7PRwOi8cP0QPi/NdcT5iHdePl3EBiYGbP3y2lpJDcFbZ0mGbb7TaltD+d52la9+f+Zbt0AEwx+OGTc+aAOWciLGVCQFUbh+FnH7x/Pp8Ph4OZMiJG2tIwQsYjHfZ7RCBmUSHmi2JTHO3us/jlO1IgJCYDgNabgyWJSLSLqJOxLtv+10d9a21Vxfv/XTjnxr21hVUjUKWrGpg1FDOboWw3Y68zYDyc2n/6z3/9j//00Z/9+Z988LP3DARcU4Tk8T94Icf4EM/Ugbi2Jj08HF05Jfp1MX9hgwF4f9jVbEhLJePFjxe6q7qyt6WjPh6PZvbkyRMAzGlwcNe5lCp4s9kB6qeff/XFl1/+d3/xZ3/+mz9hQgTNKXax720cLq0dLu6tS5tqJqp6f3+4ubmROruqH5EAgS4SWloZ/GB/uFDzh3Z6byzxHi7QvjeO7+Fn/RCv5cdpLt/7M6+K33UltlJY/plt3m57vdvtxnHrsHVVz3vU1T+6Dmu/d4n3Q7LUH2lM31gyPqwqVg3DanF8rdJE9GqgN+XAIgpIXfXTzz//+tmr47EYhNZ1d3UVd3Sa63GaWHW82qBlAu299lZTyqXMRCGEkFO42m2cAJZCiClK15TSkFIIkWM4ns53d3fb7TbGNM1VRHo/tdbO57OZIUUkMrMYgj/L/XpsvftdDYilCmLQuYu1nJIqqaiTapsKp6gIVXoIoToWEgwAuuk4ZNdZmSkDUyTpFkNAMJXeqyYObZ4X4uo0GYA09ODRZYSpSkjnqYS+5GV7BrQbG9b7oNaypBWouo2+1QrEYJZzRGSRDmrz+UTEMeavv3m5f/nN9fX1OA60pKzAZrNx6/zt4cyOPXVJgMpcyqvb/eF4nmtTwZBy702kM7OK+6us96YXOYEspCxE5kjUpSGxmXi5BYDMiAwUSE2JXNmlPg2KKTH4heSagcrMzOhj0MNUWqsqqGoUQiuyP8x+qRMn5liauSrpPE9ERVXhbgKA2jpQGjZbnzM4ssv7tPNpDpxMUfpMHmPNgTm4Rry3Tsgx4mYTVdUt0X6qoqs1Ymq9f/bFV8Mw1j4hIBFrV1UlxDEPZhICq0rkOJdiBmkc94d9jFl6J0bpPTKnlPfH+ruPvgCAWouZ+lrfAGIIrVcif0E6wcJMI8QuHcyGIRloSrkpffz5N6e5jWPebLO0agYpDaZ4nk7LcoYopXQ6TXf3+1IaABFzZJ+/MiLGkF7tz3/79/+Y89B7L6WGwEge5615iA4F3mwGn0OnlCIv+5AYIyCcp1lEpnNtyldXVzZVNAsxxMCAIK2rlK++fnk+n0U6cZimeprOHGLvahDO50bYSpnv7yei/PlXn3b7WzPzgY6nYLn1gogwggqCIlEwVYB+e9hNzYacexcD++qrr+ZS5rnMpcScGYlDEmkEWIvEyDnHEMhAXDPi4MTWe5PquXn+ypiW3vv9/fTNNy8Oh+OrV7ellGL9cmC6YDvgAxNIHiIzb5wLh2Rm241wvJ+qtFpHha4CZiK+bqr/9e/+23a7aU0A4DhNSaNBrKqtd4pB1cJySpuoaw7dhoGmxsxIJA7nuFBA1yQbrw696/AHjL9f/lzwxu/hnOsBmw7X85x8UwXgrmkDNkBCNVmohoQOYDDmYNaJCGyJZWfmEB1/5xBOex3mc5k6rzNgf7i01tZ1pX8R//k58Onujigj4pBSCMu3yCmvQhKvvXrvqs6NRBFRENAGC9TBjUmLZG3Nr8+I7mJbw2mWm315otkqGMs5Xp6qy0w9JSytZCIVm+e5t57SbhFd9w4Goq3UZqAGotqQdBgidzMbQC3FEJg4R9+yImLcjmRSytwJtNWAaL1YL9qmgB0ZADQSAGhKzByX0ojGXqtIH3PMiWKyt588qq398oOfXQ3x0fadVusnH8/39/dffPYpmr319AmCnff7SAba3nv3ncT47JuvREqImRHHHAn18c0VEdV5JsI2zygaYnJBNYP6MiGE4DBYNzKYmYfNTGUmZgzxeNybtpTzs2dfodXpfNhuhpvHj66urudDe/7i+WYbh81wPJUYx83uSk0N9Obx4ydvvZPTNsRUSn306MpMQDXF3KsotsdvGYfcmhIxMXSphNZqV7H9ucuhHA736xSv1upX33QuiDSXY11qXzifzq0r0OVjAEwNSLpZDDtr8pO3gioihRe394fj2UJonVu3RGkYIxGFGHW5PLLXxzEmHyQ5mn+ZBC3bGGQe/DILHFW0NQ0hgFngvBmvONYY835/ChxABZS1VzEp5xOqGaqBcUARraW7ZhtUcSnPXm8/1pl7a63V6m3PAtd0eTa+hu6O4zhssql66uOrV6/WmDhRW8+KtdL7FiTw4dZCoFoDAs8udzhjjDHGEGPcX5ZpfoyvUgj/uxpL12rVUaiqwsig0ntntGJ9GIZpOr989qzUCqZDjGo9MObNqAbjZrzabe73x1KqihgHI3O3LRFJl2/Ps4QYVTXkFGOU3r0F8gLAL+xLAAOvL6afVD7Yyjl7L4qI0hdj8DruX5P9PI3zdD4GX2uqxbx79uL+7q/+5ptf3P7iFx9shwTS8pAZyRbpG4aQzAAMFZQW+jd6GOwKxR2GYRxHeYCAXpdFq5saAMqMaqYK0pvoHEMMIaYYDazWGhMx82Y73Nxce/pfCEHVnDINhkPKp9OJEBD50aPdl1989UdvPf3JW48IAO2NLO5vyR39avRcrtcXj1qMsdZSa00httKZCBEQSEzYUSTf6b7+kNXZd+Ejb7Akv9sBfS/H5WFb+C9dIf7QMvDhB6yXkF9F3+3CHt7FABAeP37r8lLi+ktdvsESWfDwOz3Uzv4h5r83aCsPQ5YuHG1Y//ENeowt9kkDM3P4WLc8bqZpDjGVLp99+eK3v/1d6xB4eLU/AuWUcpnr1dXV8xcva5k0wtMnT66uNuLWuBgRAyKrKjO6le5ijV0i17xJAA5fffOs1Pbo8ZOUhtba4XAoVTjE7e6q966URKTVSshps/Nx2jAMnp09DkNvDchqkd4lpJBzZt6YWaSgCqUvmQTDkP1omKaJmRzQz9ZL6zGkbjbPpbceY8yBNzmuL1RiXhPw1sPOxQNDzsCXzGgCJxv4CjvGIF28mnTyhXWLzACsqhyQQgTiXkUV6UJI90MqpMFab9qfvbxdY17WU8kNu8GWY6KrdBFAnltDYmZ/YdlbeCKfQyx3r2gTbWvQwkOXixtpHaLto2dAa70Qcu9tWV43RDLRghT8AVDmJl0tikPqABQQm6CZApICKmBpsmaCJaSACAKHU0HknMfF3IgQY+zYzZGGqks2MfPxeATV4/Ho09CcBv9PqzBD02shhFe3D43mSw5pVQRkijEtyTnGsBgPahvGrYG45JET1SZAKeZtyknN0CDG2FqRrkgRKZrZXM611pT08jCqqgqRVEuggIi9id/XKZCIzm3myBmUjJ+/eHmeW63zuEl+cV5dPUoxf/rZxz4ZNbPAqdtCjzRFVSUWIiZiEbm6uraQII4Q8/F0b8a1GbrSE2QWtePcWuU7XkuHMWWvwrt2QL+MsZZ2mL5ExO2wvNoxRgZsrTLTZ188m+dZRWw5iBmYViEQM2vrL1/sYwzHqX3x9YsQwv39PSK2l/cxRu//EZGzP1k9NR7R5MXd/e8+/mwzblrtCDadD8ihtW7Ij6e62Yzb3eZmd40G56l2mTe77SpxOc8l5yyqHIKqpjzc3Z/u7/en06m1No7bl3eHf/zos1abl7PC+G3tevmWbIkvgG9YpDU5pVf3B/ehPfJgPgAKMIRYaptf3c5zNZNHjx4Bhpe390j5bn/byvG9t3+KW1yf367TyzmX0kIIijbP1R480kJgAPSttd/a/vd1+uv33Xrv+MG+2j9W5PI6f73sIhDR5/Qkuuz6ajMXuqupSOeQHQezlrPrw/LypFiwmXRJQvc/wzA81NKsD6kFiGeLTyYwo4GBmmEtktMAlx+SAxLgujZ5+ExtrQViQFgjaBd6wUXb5j9Da+p3ltdSfmbyUhaLqlxges1N7xcQrlPXqXc5tSmlDSI7J/ASqRwQ8XB/e329YTTpBU18H9dqMe1lPo/5JkcOgWL0OpxjjCbjHPGdd96JMe7P7W/+r2eE8v7Pf7oZsuvfx2FwtIbTOIAICEGtt8rIt/vT/am+fHn3k3fe/h/+7a+fPHlyOBzO5/PpeN9qSSEcpfdSEnNgCERjDLe3rwB5ng45JzJptXc5M8NuE6XLdD75Kub+9l7V6jTV1m9fvZrL0Ut2M7u5ualNxg3HFFJGIjLom81u3O7e/+DDf/MX/+bx4yeIsB2HYUzWGzD/qz//S2lAZrWeOzQV1M5lmhDCNE296/l8ftVPYHSeJ/1Ee50P+2OZKyLtz0ciP3C6gi35zSoX9TF41JtTKNxVYWaBAzi1mJYSPIbcBQ0CGlIMTAGRpLWQDIlC2PVSQxAkrlUMMG+ulLQjcYwikofBn/sLISPn1tpcz91aCIEiWBMDoBgcDoREaqbWvHs5HOsFxM/+DD1Ph6s4tNbKXKR3ZJinGdRyimirFNGXA9J7v6jhLpUrIRO/UcKZGV78un4o+X+pzQ0LaVn+S/VehYjmed5uFyg3GHkH6zv2Ve/tX/DbRh43mIEtUHR2QtT1zdWjR49S4tuX1KUfDgejkIfBXcpuAqy1NumBljyVlJL2BoGOx1OMdH19FQH3h9Pu+up4PCIiIxEvvMZyPs+1hJS2m/Htt9769JPPz6UwUylzCMEns3S5WxeAikBKSaWmlMZhdG8eInKgSyTymhkb3ay4Fugr42p9giCEVSv7cEvjDzWz6iQGlyQCMYWhNv1vv/14KvBv//Vvnj6+nuZzbU6zK2A6DsNCNLmE8XqnvZ7eqy5XLuOtVdXpWhUf3yOiiqWUL+QYVtXj8eSJkTEkg+aPlRCCNr0IPnme53muBjZuhtPxSITbzfDuO+9qm1++fPHTnzyt87wZhyqvbd7rnupBRPjiOn5NkQFUNc98f3R9ldLQWg0hSG8hBPM1xg/7674XNfIjsQc/YsD7od7sxwWMP6IC/ZFPfKOxXLAg/Non//Djicj09WeFb3dWPmx4+OW+JZ7+EVnmH9Ktrr/GOgR9w9HxEFyzlAt6sechqABxnOYKnF/eHz/+7IvPvvxaFUtttdwbcMph3AzP7/Y342633d7N+0CUApv0FJA5x5gQETi4wocYTGkprwEQaZqnaSoi2tXuD6fb2/v7+4PHN13EBkxEMVIRIKJhHD1IfTUUhxg3REMK2rsq3d4d5lJiCMw8DgMjqagZ7K6z/9YrduXRzW6N2yLQpynPpRKHly9fnVpLgZlxyGkYsvTae8t5ZObpXIZhcMcXMeWUVbVIISLpXWwDAKW0l7e3iOSpmnmTPKRrFWevV8Y0TYaEyDgiAMXAiDbNp5jS/f5YSgEIOW98l0WEvXdLS1giEQlIJEbsMSfqHVvzrljMELmLzPNZ1UIIhJBTtIX5yyr9IhVGNfXnB4LlFH2Q5sUfEooCI5pBzhFNF12vLUqqph3MnO3MTCDqBEtiaq1K8/kHeMwUGDGxI2hFOhr2JoQEaMWfQ76ucsmXdD9gyUUzvtkbhvVmK3V6eDytKecPzTyrgG2xvMIy3S+laCAVVWmL0kBVRKlfoqUXypeVWroqtH5BflFral0R+Hyancw+DMuo1S9JVbWAHozZWwuJfZUaYmKPoGVstSMyhYycQ8YmykxEfDhOqlMadzmlLgIGxMzdFfkL1ioG10UgmOVhPJ3m2jogGyCHqOoLWg1hWZhwSP6exhjzsPikvSj2uTUA1q5iGDhMcw0hyNxC6CEwADBAPZdW++q86tKlNu8zEVFNS2lG89X1VRUcOQGHbsxEnCLHmMPgGg+jEojByIzAAElDJDATCIZopsP2ESECzfvT1A3p9jbFNA7DmNNusx03gUO01ikwx5yBiKjUUur5fJ7m+dnxMJ3P59Z7jJE5qVqtXRXg4n150MzIGpJzGQ2giJiCERkwIh3PZa6vSimqOtceAxMiLcOP/tbTp3ncmkpr+urV/Tcv7wBS7QWsnqZz/Mlbdeqtte04pJQv/TA5YjuEAAgBgpkhmhe+3rktnKfL0/Ehjuvhie2X95ogvIYRrxgSZva3D0DF454ALMRLtp4t3ryLUwARa6ueMoyEvftTY6kCRQSQVgCggytijOWyY1z3Zpf7Ti/2GGBmMWRkAGeHXsaf5t+o+8RtF6KTNr0CCwOvDR7RMlBTMJ+k9kXBIZf9La0/xpqIpQoxJv95FktnCGv54jeUiNdR6kLZYRhF5Pnz58z061//8tH11fH+1TjkGOmttx5fP35qRgDYyjzmNOZ8CbIjh2GY6lxKinEuJWT5i7/81/P5/Jtf/xLR1HeVAAEpcFARQBBRASOEkCIRM0IM1Hst89RrNZEXz54Z4t3d3Wa7FZVaW0qJOGTOtRUF227Gm5tH4y4O48Cw8QWVSgshxxRVzTOzAcj52CkNTNR69bfy7u5ujfR0IqKZze18OE9fP3/Zu85T+fyzz8/T1Go1k9ZqVzUI2qy3ZlC6djOej62c7//n//A/vnP9+LPPv/z97z8F4Opa6MCmkmJiiqpQuyJZCGxICBA4AgIYcCAzTTGboZkioahSrSmm1jrCRYGP3QycchQMWhfnTQoQE3NEZusmtVQTFTFTmEsttakCxpQ34PeLmcztdFlT41R7KYXJukqdFagig5nV3gFc15NaLV4i5TGkIXsR5ap47/KJUwrDzU08TVPrdci51KqGTUQNgBDJn1Cw3KqGl02Jwmu84be2B2vBRkQiVZUc4rKG6IpIbW3FS/beD4fDMl0yW69871toiRaEh7AiZgbw/DdW0JSSdEFCFZuneZ5nEYopltameeqGZZ5774qwptvFGLVfOJY+ce49x9ha6a1+8Mc/+/zzL4bNFpHv9/va5sg32+12s8loRkx/9NM/mkv98stnAHKz222221evXomZH2ueRbAoLVszirVWsM7Mc5nhInxD9b8umojWmgupHE66YofXwOvLmSkXf3J35PJaMDj9gTj4VNIIVcAAATnF/OWX3xzu7z788Gfv/+y9nFOpvXchwmmaVDUQORvPSZ5+QK3IK/+OblzCizK/906IgRmch4kIxvNc1rGaC/5Lqb3LOI4A3fUZrZmaXtQTstlsdldX03Qy0+urnakOQz6d55+/9+58vP/0sy/fffupbytXCMh3+ZZvsFhdi7Q2q/vD4a0nj2tvpbQQqHdFNAfjLI0M/qHx5f+i7uufdfT9UBL6D33Aw3XcH7IA9DfCb6XVB/6t0Qy8DnsIbwSaP9RMrsu3N0yHb7wEfzgVdB0hPDSpP9zgP/Q1Xh5+utBUjZDAEDkOX3z17G/+y9+WDgrhfD4zMycOnOZWrq6upumTqxsd8+YeDiHEcRxjpO2YzFRNSm0xhBg55Z1PHY7H4/F4LqUYwuk4nc/n0+lkyIY8lVkFhkFzHqQ2zzNxUdyY4sopAoBSSkoxBmYaaq0qfRxGFTjwKRAwIKoFxhyziHoUuT4Az4QLnGq55drMgYKElIdxHM7nE6I5IF6k5ZyGHF2xQAjDkFe9OKIQ2TYkRJwRBuaFjQ9mACnEHNMQMOc8uFgnxpXt6y4rZkKCwKN0i8yqLaVtCFzmucwtJU4pXLagnjmhRBRjADRVjZxW3ZSIEHPOufbWRWqtZVYpLXOIxCnFBZZA7D0eM05z92rqwSAfmC/QP9NeZb/fx5BB9NH1DTNLbwDmDNXaBQxc4O5fYa4FEEOMogJ9SQQWUFGJbn8SzSEYSAqxLccHcwx+1JqZSkXVgOYt9LrQ9rIMEIZh6L2LvM4Nez2h9GmlqgVulxN2zaT2WCGPijYRVBMzBEC11oCZj/dTzKm1ljgoGCC2OhtAq4WYTbSWSVVzSMRgIA7wNPXt9IOAysCE6I09ETu2qi64ZwbQUmem5HYjZjAQVWI2EevNYsJpmjzLxDOs1x2yrws9C56IToejqZZ5ki7qyxPQGEJrSoDaBRHtcrH12pfLz1xQF1xq64AQD5c3BAoBSJEIiFWVKSIRxQXeCIFUBUPIw3Bx2IIRhZy7+ewTDZCYPQdFVfPFMgEIRBGBpYOIGnQmB1h15phiUOkcw2GaQ4iiUEVqme7vj9L7ZrPZDBRDDjF6wIBHV9XaFUxVW5c8bDhnV+1AYM5JUIHBGNQUlIgocgBwWxx+S6nikZTLk9hcJLlwLhFL6aXUxfLRBQkMA3H0gcjU+uk8GfYQmInO53MXmcpca73aYLywtkW6r5JSil2UmHpvAOxPx4cPhbU0Wfs6//ualr5OgleN4vrUMXtDDOIXD3p6ElGotYmor/GRFjn0EhYISsSBFySdx6YviHYOvnJ0X4cfFP7d57mklJhfP+SW0gQu0e1EgdhAQS+UdjAzky7rb+TL/MWpaMTM1hZlsj2IoF31mRfjRF97PIf0rOu75RstDzV8OF31ly5wAG3e5jGTPw6Ixt1u96e/+dPf/OlvrLcISoamFkO43l2JgqnyZqPaQwouvlwGSUiIIREgInQEwJxGM6UQtZfaG6jVVmJIzGKtz2U+zXNrbZqmNpcY47nK/lw/+v1HL+9PGc6b7fbzL77YjNv/6d/9u6dP31aAX+tSeH3z+78TI8Pwp//qX7/1k/cMm2g/7murIDrVfjidpnp72O/35/N5mouZnU7TPM/rIe+urZUgt/pPACBk9n1vDimlhekfQnC5inlGDgYQQGZAQEqPnjy6t9rVqlRVDJwo5mRMHDbb8XQ6tNYJIxsAuUKBiUFVCYMZqHPYzQ342lo1oJTSZrMFgGHclLnQMpB1Dqovx3x1Q8HfWSYyUJnUQLsEw946ALbee9feFVnGHFU15+QXv5fgl4sieS1uJiEEtZ5zTjHHmEqpIcRS5pSiN8Mxxv1+36SjSLsQX1/d30/TN3d3+1vs1T8AACAASURBVPN5UhW1Jl27ai3ajUDVQxG8zcNLUrXfB2b00NH0ULe2WGwuYHAAcO6lqoIvoNxNeqkhXR8YQmCKqxbxoRb0YXF/MTW4tgtFpbUGBjEmitCl9d5b62DgLZM/bJnZb+11DtVF/Mct8xwCdSmPb24ePX4aY0Syn//8vWHcjpvdxx9/en939+TJ4ydPHoN2MyWGZ998icgBNaco0oecnz554tMWYArMiODbSLxUsIEg55xi6m3RiZgaMXmai3drvm5avZer81kuo50QnNH2OpPG+8P1lRxCMrDaGighBQAlDqUUA2Wib168/OKrL3/y7lv//V/+5bvvvpOIzLS3igC+J9/kzUo/9tNpLUX8SvNlox99Ds5Zx8SImCJP0xmWqIylWXUMdWuN0dSEI6r6Kb0whLv2MYzjkM7HkyK0plMp01xM9a23Hn32xfPTufzJhx+q9R9iRa4rvjfah7XQqq3fH4/jOMznI3GS3mJgQQsXGP+Pe96+F3PyMApo7T//fzjrftyS9yPxfX9IY+lvzdrmfbft0qV1AgAIqv3y/VZ6KT5sgR9aCdfn9w+ly39vj/ewzV33eG/0lt8VxZr50GkxU/pHvnx19+Lu8PuPPxOgufVS2zTVnJgIZ2hPnrz9q19++P/8l78bUsoxpTy6xZ2IuqqLUmNKIVLr/TTf393dldqOx1OtVbpSCKXWwIFiCiEZYAypWSfi3rsPrtwoYmYAfXM1EKIXl5GCmvZ6SjHmTWzVIqEgIZj0DhCZyUQ7VkZmZCK2i6gdEQWs1RaJx3HsvW92j0+nc0iRQkAOXc2Qd1dX0ntvPeW8GfKF0hv8gEsphjAuV78JEqaYABGAtVuKqdaeQ9qO24FtlcsiYoy8ZnTe7K4QpUuLTNUsJW69b4ftXOcYCcGISHsLNI7jptVKTIG59QZghBRywkU+ZyJAxBS41LOZpcAEtNsMd6WGEGIIKeXAi2WFAEWEmK52gy4O4MtwUcUfSIhogOfzdDpOTDwO45ByiGG7eRwC9dZar1dXO0Is80yAHMI8zzfXW0MQ1anWMe5aqyHQ/X5/++p+mqarq6vr6+s8hFLOOQYQ4BhU1F2SRORaMve5OdHUI/6Yw/F4fPXqNqUUYxhyJrYQYu/dU2t670SOqKJaa0pZzUzN9ySqyldXXr6fTqcQUspDTgnUc+oXb6GaOvw6IIgZMzeREON5ntBppEieW1jmihiGIRERYhBhDp4qY2qKIfbeco4ppVYbPfA0IyohYIiqhoQEgGZIGBhrbQAYmS9iHkWg3sUDTghBm4h0RUkpyUKnAANIMaYUpqmBdZXWoffWEFNrLYaoat0s56GW0mqNkUVFRWqd5+mEREQcGFWklrOZljavRxEgUiGfSl46RnQro4NwiCimhIjH06n3DqLnwx4RQcQUAX2spYjYaqUotYkpgpEZmHYQUNOUsopMoqqKVXoHDiRqXUy7BOYQsyocjpVY2OWVCxbFhYshpYjUOBAqcMgObQOEUgsRERMzk+K6dF3pJmuxAvQ6n6C1xiksNVCvXQUwIkZCDCFBMgDtzW7vDs4blw7jZks0NKmg4gXTa0lYiL33YRi9no4xMVNtjcMyfOtd1vPf62m3WCxm/d6Blp98LVDWM9x/2ssjeSni+RJndxkNAIeAyEjAuGy5vfqJMerJtc3LKJCXfC73/LL/AKpqIM6urF1diOsmurVJcK3BWiXknN3Z60huQI3eBCPZ5XHuv/L5fD6fz0+evuXfPaV0mrXVFu11vpP/Iq7+dR2aqoYQXennfbL/5P5fnVktIqWU1toF2uLbdLhsRAOoxRgDh8UlnofNZnNzczPfna82V/u7V3WuYBAoWLfz8cwxlanUWkqZKLiPHb1raq0iYmtLnOZUw8effLS/v7/f73MOvdcU4jRNY85E7FUGEocYTaW3JoDMSaRcPXocN9cf/uqXu93VzeOntcmTt9/9j//xfz/Ns0fFmsLT0f79f/j3c5P/5X/93/LmqtoMAKADQwCsSIpIgBRicstQ62JmOQ/neU4x7rYjx8GXG6qaLwWfQ+d9oWse/KkWONSLDkVUW6/ucAREQqdlcFczoC7aWnP+f2+mJtak9o4EBtR6T3FgQ7OOYKDuwOre6YEakoEJg8aAgOD8wnkuV/F6GGIt1cdYRNRaDxTXLmiJJ1FDQ+KwzVEqWW21HWutrVRE5BAosDSOaQSzMgsigcXaWiml1dpFzLi12y7dlflqmmJWtXkuvgAXk9aqqgGYql1dXcUYXr165ckiSFF08bkDyOKAEUSMgBEI/HZDRJ+0O8IQQNZdwBv16IoF9rvb745Siie4rDpGQPC8uLVi9PYmhuSfnnNeluGXo2MlPV78sQjgDBRurccQ1DQwp8jMZMYVWu+91D4veZuKgA/Mb8wc2YFS2mNMMSARvP/++2PO0ufT+Qyg5/MJcYk3ADWRXmvdbccuknK6nabzcb8Zr6TXnGPOV0S43++bwibnzWa8u7tbXgcOInW/30eG4ZIQqyY+Q/fDbUUoL5mcuLg/XhvUY6y1OjZPVDyE3UyIwetzVS0TqJmoIAeOaghdGkdkJiTLPMSeDqf5//7b//on51988PP33n76tLf5tD/UWpnYwEopu93O0RILpvLS0szTlEO82HxoczN4qeMnfIxR0W4e7VYZub/XvffaKhFtxo1/qakWMwVAYuzaxbeSIWy3oxF3gdP53Lp+8uU3Xz9/+Yufv3ea5dnd8el1+C6242H2zBsNjj+yvVEJgY+nKaY4bnetTOg8HIBuSvAv4K68wVN5o7V5aPz+Z9eAP+61e+hN/RetGX9oN+hX1Pd55V43VuEBxwYfNHXf70H87qvwhzNJHzKpX0flki0xeOaygSURD9ENeTMRqwJgaGIvX+3/33/8+NX+RDHfn6baoFQhjnOdr3fbzZBbOUXGFIKIhZSbKgs0NZlrksAEtbba2+l0ur2/r8VX/ElEQowAHYFByQgRo6qOmzGEMJ3nzv3x48c5Jw7ITL03Q2Bj7IaMbARiOSZTo0RgMM9zzgmBIoVxSMeDEaBzFEAkjYkI1Uh6N32t4uPAZjbNMzNPx3MgKq3lNFztdq9Ckqan/XmzybvNkGN0SX2My8zPKxvfjXgtaOC2ZyPC66vd/rCbp5eyiCQ7oqUURBXMgi+aVEOgPAytzVY1xkBogASIahJCurl+tL+brUncOSsCG2gIIUYiYkLXvmIXBdDAhDmI9BAoUhKVwIGGcT4XUyPEcRxSDCnFFGMgKqWktGOiKlJbvYAQlg0wARpoCIFDarUNOYtoWmg5xGwIknMgVFNBppyiV43MaADzPKcQhhTLXDZDoBDUdof90QBDJGZltt0m5xRVJHAQkc12o7L46RHzxarEtNn4uk/MyjyBaYoxhTiM45iRAy8BqRwMlvjRJckNVFVCiK1KjEmkAaIZHE/n8/kopjdX483VFRiYCDMSIeBWHH1tGol77zElAEPC8zSklJhIRHvrh9P81XQOgXfbbYw05MxM6pQuMyLsaqsYw0/tMld/CJlaiqG1fjrPL1/dEdMw5Jw4BhaRGFNtbcyDmvbWU4zeuyK6Q4RUtakBqKkg8nmq++PRAFJK45A2Q+69huAE/1V5H1QEEdsmMTOgtd7BDAla80UPnqciJuOwQZQl/Ub8AKHeeyBMOYlr95DYNcNMm+2m9x5jGPJwf3+fh1y0cSAEzCmq9JhYRa6vxsP+4DHA5M8U84ZYkAOqtjL78xuQapOUYqsdYjBTCth7TSGYoRqCQm0FkZxPJr0Ts4HYXAAVi4EDRZGmaQbA1joxgQoSiICbYhDRfwU/CrsrmtzRqBJDMIPWKqfIHPwArbW6TpaJHCPklr81tACJIYh0YbRpOnZtgNQ6EkbEqmKgFjn2rlM5X1/fIJCJtSbSpWnnwApgSE0UVImZzOIl4LibgmGv1SHIYp6v7UMrMjBVRXJMBDK41hm6M7YtEITWOzIEiq1bqX0q595n0SaiYE3ER6qgpoxuinMYHampIYoCmEmtBh4ojlMpd/vD7d29s3yYCAFoyWF39bUPKGku1dkqOQXLYZorR3KwiwGM2+3u6mZ3OseU1YwChcj9WE2BGBr4EjsYkiEbmhoDxhApZjlNpYkxs/9UHJIBnafq8SQxxFLrXNpc5tIawMEfcr1Lb72WIohWy1fPn3/z8gBMz168+D/+z//81U8f//1vf3d3btPhxdNH1/e3z58+uQkxzPN8/PLLlAckcs+bv/7jZvz/WHvTZ0mO7Mrvbu4eEZn5Xi3YGmST6I1GDW1GI/G/l/RFZpJJM6MhOZRkM93TG7uxFqremhkRvtx79cEjEw9VALolUxkMVlWoSuQWHnc553dYwnSI7p7iQEzrumrTZuLgt3e3n/z0Z8KECIzUJ/oxxlZb/+xqa62WdV1ev7kZ97s4XRmEP372xdUu/eLnP5EQrp89a6X+8fMvzAmxI0Cr9BdRS0NIMk48mFWnaMZDmIQRiSVIF7WaGQdvTR3wcLjugm+WKIhrziLMyCRUSkbw0/FxWZcXL162ppsGHhER53lJQ1Izwk3J233kyGwGjF7rQoABUwhCQYQioKAwIHTiGBgSEgd2482S5w4GLP3bgwbeeY/k3rMoTDXEYV43bZ67WyHVOs8zAPQ1bG2t1tqagjsSmzcD00LB/aP3qZnPufz6d//y+8/fuBCYnG2ZrX+Rz/kavbLsyxZDesJ1MOjgtz6I7C1YL69SY4kj0JTXGSA4APhZe+ln4nzv6BF7qlikoLWe1qW5o/cHog6hfzJr7wtw7szCfvs26Jxk2O+vweHm5t7O+uMQY4fK5ry6avfNvvfei8P+cHvzJue8LvOLFy9F5PF4NIPHx6NwF1fr+bWbmdbmIoEZu5iFCBCdhUpRQJY4KDT20lQRqd9kN7cbuLVm7oyEBK2VECgIz6djWU5BYJ1PSOLOeTkJAVhDaK1lQqta47QrtYVhR2FoANWgVZ3XB0AIQ5ofHl/Px3AM61oc+EyI4ao6r9kMzmY2Os1ZRPuGYEgpxj5I7aqHriHvsuegTbsZpFhDR3MTFkAIEroj1N2IGAEJIEIiYZbtVDTTUnLoengEd7y9P/7v//4f/uM//Kef/fSv//YXP73a7VqrTASuu2kgtCFJSsk3aQanIH2a3mEwRF5KYaLpaqemfbrHzLnU3W6apqnHx28FxpnCVWvt7qpQgrCsOTNJTLGUknNGgGG3W0tF9Jcvnqvquixu+odPP3/x/JrjMITrw2FvrSEauBFhN/R32SGdFZudQdq/meeNqLnDNO2Ox2U3DSEO63ziJAgd5wf+bfjj1tF0UN/Za/ID7cy7kXTfCVz5zv/6nT3h94XS/cC27Pv6rMsY5TIaDiF0R0MH0pJ/83d7QsC3tmqXzd67jeOfiYh59/ldGCFP9/U9+w4R0fmbgLwekmTuoCS4LHNMu9z0s89effbVTQZRCDe3jyHGaYrreqdgz66fjZEDoQiPQ5qGodT6eJrXVsuxXs/XaK21upzmXAr1IYp55GGLkwckZzC1aoHE1QUwxDCNaRqHvBQmGVICNHADMBFEEIZvFrtDGjZwtoO7MzETL8uCSMQI4M1MJI5jAq0AptbUEc+yk36w9g+tI/hbrmmMU4qt5EAcSMAAmnlTGUR441b1VLTuPO5zss4in8ZUmyn2VDFvRYkRN5idD2Pqyuy6FmY213FMm4nLjYhSGhGplULkyJzG0Q1qXZm4VTUIVdUQhmkQ2czGqtpqCTKGQCLRzDBKrRRCaE1bI1MXkRSGGGIfeTIhkzM5osXIpSyMVF3BPQgzb4gOJtrvd8fjsdYSUxrHIaW0rLm2uuPBoIYUsbP13Kdxaq05ubB0pugwDGMauqMpjsIhrsVijGkYTssSUxynAUEjhyHF+XTq1XVelxjjkJK1uuWZMtUKfa9o5lqqiPRlQ4iBmdyy0ICCw5Z53THNQVWHcagtN8UxxWOdyVtKsWoBokE7LkzAXYiHMfYi/ixmVgff73enh4fuTu1U6ySMoG4agwShOYN3/ZLQmIYhRQRDlKaNznGr7m7aEtOwm5h5RhiGoX/Zai0pCcfw9d2tRElj2g1xTCHnHGLc82S5isSL4KTWeDEguftSLTABqDY3h6XEWm3a7QV9Pybiqeuun+IHLwK/yyHVa7jWGlNQwDc3d/fH4zhMux0ECeDAKAS9XQRDQAR1ReAQtgRIh00L9KOPPkak3/72t63pydYhDtOYIm8NETMSwdXVdBkeX1Ld+rt0TpRGc6utNE3LWtwsxcgSrvajuxNgKaUD9BGHp4r0yySbmV0VzYAQSR7XTBLAMQiTa2As7Jd8jj7d6i4IZDQwJGmtMWFrDdBCCObeWnWHINFZmbqRrccKsTd9KieOMpo3cgvc0yLQgWoF5giYobvY1ZjI8ExUdwAnQiQCdTNw60MvQkQUZ0TqwR5dX0GbxAPAN1uOEANADLHWCgTu3mMSAcBQmZiYTMGN1HJHpyKFXKqhT/shhMAUAzGiee1krMzCjHzOZ2pdE2ZQtUFrSkIirGaq1rlCuVQ1FeYY5FyEYU9ZRORcijqYAwC502nJy1pQ4u3tQ1YzB2QZx52EtNEmTB1NQhjSFLwB+vF4VG25VAVac52X+nBcWmt3d3f3x8c+1iml5LV28M+r1zfbzD6IttoH3iGENAzjODIRU0DoaXkSo4zTzuL4L19+JTF+8NGP/v7v/w3K+F9+84df/M3fHHbD5wFCjAAUQnj//feBAjMvy/zw8NgFpcLS2lacLfOjmS/ziohGUFspJd+8uesES22ta8/ef//9rvxh5nVd5/mUS/n8i8/TeDUX/6f/9H998erNYTd+9OGHgVu42mkrwlIaMUcOvC65UnNzQQNG5CBE6mYBVUEkdpWeajXvWd5E7rtpBO/0VA+RW2t5LYf9oZTSWk2IY4rrOv/dv/pbYPr0008/+PC9+bQCQG0NCKSVcZzO8gGNIiTgwByHHXE9PTIjGpbFmGm3G9N4rUCtmVozN23N1KDBzd3dxW7UWusrpn4U5JwdSWLsJ9V2jWin1G7XmppccCNPj8RzHBQDmWoDFTZ//vygDs28GtaGqg6kcG5cO2fuUjkBALD7JfV5K5YAGBzsUpv6+V/C/PLli8PhcDod59ljjKXVXqHAhW2wPZgDGMBASLs0MrOCGyMhYd+S98k79jXg5rA1M+gpQZuMzZi4lhakU0C/IR5ho+vrfX9Lc16ZOef19vbm+HD73/zt33z44Yf/9I//8f33nn304cdff/369v7IiG/e3OyvDgBwWnvcK3TFIwIh4G63SyLgVZgRWK3MawYiiQmrbhEQ5mcZrTbbZKsOwMiERCjCElhaa8QsYQKnw+HZ7c2jcGSKrQFRPB4fPVegWZvf3t6fTqskb35/ARG72ziNqlbNzQkcwRSQ3VWCFFXIJTo4MjMZkCHhpajuIzEkAGCgBnVZVkRcl2yqKcWuQ5mmyd1Brd+aO4FYaxORVbf1mrRLEkNjZmhALO66xcYB8xCDhD98/uo4r//9v/5XP/vkxw/3d4e9AMC6LsMQzFo455QSIVEAcGYUFiYPgiGEYUjmCpA2ardR76KjSFclWF81tKa1krBaQ8QYxA1dzbwRRGsNzEJM7shIIjiOg5kJeEcSrGt5/fqmlfu//vGPnx12pi2G0FpxRwNEJgDAsw75GxonAvRAPMeOunCz02l5dn01Dvta1hiw686INvnxFpt+Jg2dUc3wVqfzVrv1tFX5c1qeP2nP+5OruT8Z6vB9ys8OTVWDZVm64e0yqwEAectr9xYY811R5VOr3neSRt9tTPv34+LceBvRaejwTRiRe+9QnUiqWkjXxzn/7veffv3mfs06FzseT+5Qi871YRjCfrcbkrS6pjQMaVwqEsPnX3xx+7gcj0etVVudpoE6tgi8S5eY2VG195wEyE7Ssa1nrHaQp6G9qorkIQiCh9DnVVVVQxKRpKpOJjF0XAcwxyEwsyEW9S6K6RgNDhJT7FSibi7q/KIuherbOXSlMTJzTMlzXdfaZ10UZByHLmcKEtZ1rbmM44jEDSmmmJcVAKZxrDXXogbOSOrb6exgTas3VcVSytXVVd/tXNa+F9lSCGLm5hpYXLXkHGJUrUTYeZgSuJYCbiJjv2aEuUPH5BubQZeSdiAo57Ujzl2tt04thhRjbK22UjdW5xC9lq4k6SVIx0Ucj0cAjzHO8zFICCE8PDyambDQVoWiq8cY3a37Bs20m9FLKZ2ykFKsxWtpwtEB3QAdXd3NZVMR4zDuACCmkVlyzrm0NEzRvc+ShwGRUNVqqTFOgC6ErRUiDEESU5DIZExhg9USMrOxIVCQQdjAaRwndwiBmzYEJgz9OiBHEbHmjn4R0HeiGgPupv03TGGEIY3bII0F3JiKu5kbM4cggBZDEAmllo6q7dy/vg+JMXSJb9fiu5tqIwn9S9KL9UAszDKNyAxEErrwDEopW3aIe7ePi8juesjrYrVS4hDTzc2du+WyUAg9yRRZAHy32wF4KbXnVveNd1+w9E8c3IdhKKW5ObhpKWpNZBiHoZQK6hKYmXpySbMWkBEoCgOyGRL1YSSu88M8L++/eHY8nR7nNQjvxlEIg2z5dt7JuiKI9DQwpt94tkY6JUDPJdfirT2snocxjkN8dr0XIS2tlaZnSnUfCqrqkIatTGwVgVKIrZXWGpDwcf76zd04jYfdNKXIBA4ECK22vuu+6OmFpWkTiTmvzGTaNqa/G0s8zcvxdEoxdkJvv35la8DO8UGdlkfJNApvNes8Lw8Ps5uLhBiDBA6NzAENDNSs9dUXkLMDI4ICITI5uGszUwM3BA/C6orgiP3UBjNjQlUnQlMFZzftKEJ06Fm94J76kBXb1jKyY48QoQBAIslNYtghnchMWIShkiEEhEACREpEDjCv1Z20NQASiohASCnylPRVvRl3B+sq6y6JByDE2nLOxUFrW2upTVutuhK6ZUSMw3R7f29mgPjZHz/9r4f02eefvrm5+jd/85fMXHL+1a9+pw0OibO22ipzzLmVUvvRN4yjBCHy59fXfQZ/tkxISuGTv/6ke3fdFBFE5OHxUd2ur6838Scg9EYCyWtOQzLeXNM94eanP/3pm4dlWcvd3d3nf/zyw5cfsMiS66f/5y9Pa25NQ+BlWUutbl5r26RizRxAmDvFcWntzdc3b968+fS9Lx/u7/u3fT7Nqo05hShE6OY9ohMJ91fXyEkRSq1EElOUILxlEEOtFWlQVRLatD/uDtCDELQ1cEUMiFhLFkJAUm1piJ2G22HoPc4LCRGhh6f3ZfC0G7fAANfDs2vEkPPv57k2R3BHiiK834dmlkudT0stBdEd9LQUdwKklo/Rl+YIyF9+dfMP//TPDsFASlM1dej6TATzZrqtB+y8RsNLSdjHuqeLuAkRyDGEgMDubupb6X4pjbqm8WlW8PZLAviGpbFVq0zfiUr///zj9vb2/v5+WRYEaLXCn6wwkUKMqn46nUqtZk7u+/3OmE6n2Z8Ye57mZtk53bWX9Tc3N9+EWZuZe1s1CE/TdHXYlShmqlqTMBEEETcNIjnn29vb1tqY4n4/3T/cv/fey+fPX/zhD3+4vb9TUzMPAfulVEpBd62ZCNZ1LTmb1uNpbs3nNWtXggC7O7gxMfDg3veY2JGMCAExOUQ3mBdd1+JG83r/+s3cNL5+Mz8eW6mFiRxLZ08up0VbjSEERCFS7devzyu2CiFExerkQEZkjPDy5RWDl1O2uhoZYyQ0AgohgpK5l1r7p9y5pogYWIYhXYA0pRQGBDVTbd2D2BptJbGbqyO5A7MwS695xjEws8bIRE3VVQnQwc1cAbX4q1e3/9u//8dXX7767/7tf0vc1nXtoLKUEpwN2ITICEAI4CISo1zYCiISY6itIYAqXKT7l9ydC5kCid2bqY1jF9SE1tTMx3E3DM7MPZ99mZfH07F7O2trzXQ9PuZawEa3P/ziZz8ZYueoMbh1tN5bRJZ3F1+I2Frpf2yZl8N+p4RqxgAKYP0qPbvSzpeqn69ohO8ivrx1Sb4b3f6043orJe+Civnzs8v/ZOv41pvw7jvQf7IsyzjtD4fD8Xh86w/LWy7A73zQd1/DU8PiD8hP6ezHvXCQ3iaEeh+oK5L1w9Wsk9JJDZymL776+tNPP7+7e2yONzcPuTmz5DWr5nGI1/ux1mziL55dpxDcIKI8f/78P//mc8cAZqp6f38fRHbTaNqIJNcmEpgZUImwbxOrFkcPMW54NKfOoeqe785XQHKRrnxTEayt7vf7Wutach8wVG1Vt9l8qbVLJjr00ExzzoSw2w0SAiEs6xHQWRDQtn8AzGtPWN7WLNpYMCZxdERoWr3z/ZvGQOM4XjKLL3vbXvmZeUrJwAGQ3SFIikFY3A3Ju+llHEcz64ITZu6PVkoBVxYiw2kah2Ho4SQpxWkauvVaRFwVuLfuhiQi7OqHw+HCl+vZxH0PhggxJm3dmuZIqG6ttTUjoYtwSNFaC5FP82MMAzrUUghQJORliTEiQO/3llIBtdY8DCmIlLKOY8zrKiLjONTSzGxdl95nDsPQ8TwhBERYliWIgFmQSEIhhHlelmVF8OdXByEBwOaNmRWgM5SrGTADooKrNvHzwJIwDcF9SlG0NUHs7ZO7hxAv6ynafnApBQmEwwVR01qJIRkAsyMSADLLsiwxhP1+qrkggSGZOwnnXFI/TBGJv7n6OrgMAIJ0kSoSwdnpA61VRMilnGHTrbUKIOu6npVCtWce9gPQRKME6EsTLa2CiFhThyYhnpGwsb9MRByG1AMJoWZGiEMCgKqZiAQRzWMQQjDTGOKZT0ZEmxM4xjicoSmn0ylIEOZ5Xfb7yZHnZb27f2CmIaZpmkKoWloMvZEjIsrqRCTEgt0LysyEiVU1SDpM4zwvMEb3tq5Lm1JIKQUhBhEZhqHjgmA5RAAAIABJREFUH4puzu9uJwuBWYb+LE+n036/Yx6q+PE4M3ZLRkIwNIxBYpBetV9mfv1zF4m11jGFvv8kGOd5BmSJ6e7hkQmZKaUgAMBkZtMQ+wqo47/P0PboSPvdsOH5Oso1FwPIOZs2kan7vsJZAXsBotCTs3q3e/byxfVXX/xRW2OWVo2Zp3EXU2RhCmJNWUi1qlZHr1rdEdyZEK07Q89DHN/2AERw9mBuohgEB3DcSPTqtgXs8nltu6EdNoqyERu6A4K5S0f+OYMhYWSIKU65VncVgaBkiiAsEkiciEqrra3uruqItMzLcT4Ow0AkD/ePp8f517/9nanmdWm1MlFrzQByLlW1tSbspSjxSEhBcD8OgJameoH33N7erus6jePV1VWKgZkPh8Mnn3wyjfuR+9ACEXldiynkVhFxHEcieHh4aLZRNGptPV+LCd5/7/m6ZuGI4O4GiLtpXNZ1448jIqGbuTUKMaTY+Qdu1j11fcP86tVXcUiHKX399U1plrM1o8+//Lqq1aoxBANb17zf79OY3FEoxoH6oqk00yUbcEw7wAdz4jCoqkhMCZZlub8/SmRE19ZCCMMQCTmltGQzAzXvW75WW0jY9zNdFFRbJekWTctrLrnQJhF0ALfakOImEUSvrepcD4dDrwKJlDnc3d0h4n7/IqW0LGtIacllmHbEuCwLh/A//y//a6u42+3K7f2c11YNEW9u7k6n0+Pp6O51VUR2b0iOFKyrvHR5cYilqJM0w7vbk1PkMFbVzYnbg8WMgKh3an1Fdpl/b7R/QCT6lugLUbXLbvjS3lyqnUvO8Pl3FEyBvqkIu3+4lGKXSfqTWurPcRJ9nzuotfbw8LDBwJm7nP2HHkh4u+kjLkvWZkDsCm3zc9tbXeJlUXkukMEBxhD8wsbAbXPu7vPjI5peXV3F3UgA7rqfht1uWk6nvJ4O+12KwaxO0whO82lG8BjCs2fXt7d7d3s4Hdc1l1JNoYct9W9VCDGlYZkXBBhCqAyPx6OrkkiPdDdz70kT7uauAOpg1nLJuRQDzzkb5FrbNF2B05xPjg5EaZzWUmIITb2pt2aAQhyQGC5Ts22cQQhE233Y1Rqa7vbDz/7qo9rW3/3q94FlTKRahRBc3c3A0dAZVDXFOPahjzsibVdW58oA1Lpe0KNC1L8SwzB0GIRC2LAFDD0kPsZopmZQalFzc1RTB3T3fFzANAVe1/aP//x/v7l9+Pt/+5O/+qu/KiVPQ0opLKfZ3SNvQSb9c9/sGGe2R59KLMtyxp9u6Rd95diXE5vHGGnaH/oVkde1Odwfj3ePj10ac/nGXsyZ4zgeb293ux0zD8PgUDkOS64piAMSITlcLqS34m3e6ouIUBWImRDXUvDo+/2Y8+JNQwyllE4y+74Iu3ebpYsT9Tu5l+8iW77vMf9/md08XSo+pXa9u9bbUj1hvr6+nqapBy9dsEby9IHeos18n2XwT76M/of7N+ASzYFPp1yXDaF1gShCZ8aDE4sZMad5Xv/46quvvnx1mnN1rlWBZRDuziginoZA7tf7/TgN05BSCKd5FpGPP/7Y/J+RwjiOXbGm5suah2Fg5gA8TiMzr+upf0VjjKVUZupYAoAtuDalUZVjGlTV3HfjICF0Croa9Nl/d9A+9RxuiUnmpaqp6hNUehoTIi3r2rNTmYiQWlVz60GoOZeUUi0Vwbuqe3ODEzVv8zwPSYYkIQggmns3+NYzwrjffXtdReS1VeiJ5611t0+rtdV2Op2maXr9+vWFndARi+deEfKySEgX9ZpazesyjDHEYKd5XRbhyV1qreMYAVyb9WS/GKPjdpvsbV7/rGutDpbSME1TCA89RmYYh5Cki0mz1Z42J337TxBDBAdzJcIQQs9u3u13iDyf8qvlxt2HNExjYoIhptZ0ndc0RgCMMeacmfHFy2fdf7IsS0yyH/e1aWluboTobuOQ9vt97wPNLIWopoSYQowp1lJ7KxUkeE99B+9gAFNlwTTEdckABtpa67hkNkPEDhTGHonOTMRoqikO65LPGUfmZoE5SgCkEHgaB0TU1mKKfb7vCinEEKSVC3HLL6mX3d9ORNPEIlJKzjkPQ+wweibiwNNuFA5lXWOK0zB0Ta+ImNsQIzFZa95aGIaILExmLgRRwjQO5ookIUZXu+BY++HQ0XAXpWUQUW2mJkTTmO7uHwE8CANYEI5JzGhZTyF0pDy7O4uYNySvtaQUEdxc99PutMwo4q7mzd1qrafTKYQQY+gbJ2Lo8dkdkKitEpEwmrW+B0MJtTRhghjGlNyMCfu9zbQFZq11N40dlrOlt5VaOyRNpDUlpCklIVI16VJns1qKj0EkgBqT9NkQIiGSu5VSQoiqjTlYB5KDrksRZu40ADNC0NYYQAgJHNAkUIhhXRVBU+QYmbDzhzgXZQRE7/ZadI8iyLyfxrubW0IILILEhH0nie69h7yk2LXWQty/eP7s7uZVH7e11syAiEpruG0Cu3DU1I03DAy0UrwhI4F7j9DoYfHMYu6qrRtFOv64z4PdAJF6nDixivjWeJq6eyflmmdwMDfXs08bKUpotSFACOH166+//Pz2WB7XpZRa11yWdXWHGEPfywFAtVKqltJK1mmazFspOcRg6q1BrbnVNo3DYTeFINM4xhgBsRv41MyszEtpyoQkDEGICTgMD3P77NXd129uD4fDz3/+s1evvnr/w/dV1b3bj0OKMZDnWpBIVZd5rhe4QiBJyb0tc3a3EAL0DEAOJa+t1R584W6E4gAh7ppW0ybUXTYMwbVhNWR0ZtFazC9KWndXR8ylPbs6SBwkJCd0h5CSFeVA+93OzGIqzDxNEyJ2w/nD/UOHPs3HmUMyh1JbLtXMmcUAUASYl5wnGd2NkAFI1dXVHNW9qgOymqeUUkrPno1to/VSzrUfPu6ewoBITGJmxDgMAxE91pqGlAxbq//yh09v724+/tGP3v/ww2VZ4jA83B9LzV+9ej0M4zANn3/5JXNwoJLrl199zVFyzmbaal2WltfP3H0tRUIoufZ5vzlwCBgEgdzQegIhBXJAaI5YTNWNOTmwGraqRAJofRCGjuCAGHSbZci3aj7ajOEXsdc34TR93IHExMDfqrT0rC77piU77/suXOItWBVR32ng/sya73s6PXwaFPmtBvI7f7TaQPuaZclZVYkCmM/zDNz7XYcnNPq3NFwIICwdeVq9e1IEusGPiAHWdUGwj3/00QfvvUype8xyP88xhM6i1Nawhwlpm+fj7e3r27s367r2RtrNixUiChIBkVEAaC3V3HOpD49HiYMZOlJTI9tQRtbAcQH3vrkxAEMzRwYChmGfci0oYliIg1NtUB+Xm4f5DRHdPCzEyb2XUkJxDMNIIZRupAdalwWqYivNVvCmrYpAYLge+ZO/eP/Z86sfv/f+b377u9u7eySJaVLz3pCBSIzJpQlTKbXL6ojJ1PUcIt0z8WJIZqbWSCQQ9XzdDbnZfSjWuc6GCG6q2hDMrXYqywaXRKbAhP2V+G43ffXqy3/3717f3t79/Oc/493UnQWAjoDdIdK0cZBL8d9ahzBTrRrCFux8yafpcXm9zes3YkNqTe/u7jvNuzvwW23LnDfgIjgR7XZXZ5APpTR2wwVzTCnVZl99/WYcPg5hMGsAeIHwub/ddzxdOF0CGDvsey05lkDUdf5ALOD2tn6wXxyOl+39n8xU+IH0vHe7oXdXZT8sxfxhpsvTteFbLsG3/ncd5HN3d3c4HLqmowd+uru8+zefPr+nu7unZ9nTP/AWMvvSDW+83dZ6LXVJRf/2e4QXG7GBExFyrEud1+Wzz17943/+3eFwva71eDqd/YVZVXe73TiOjL4bh+vr61LzGd1rLPT+++/vxnGtftl4mHuurbRTn5p321MruX9LhmHotW9e2zfjK2aHWkpTs1zKzkEkhJhKydM0tmpE0Ddg/c295Njqlm1p05jU+yUnOefTuuz20+7ZIQq31miLKDQi6chdpoADujtTQA7eTeJEDw+naZqWZQ0xDuO41tJMxzSEELjnSqvGlMysa2bmeWZhYiYzN1Dv8mvp0pQgMo5JpG+HqJS63+8vO0BmQbQ5ryyxd0dEOI5jrm0/TOM4vHlz4wC11mkaAdzUaodeDEPOeRiGOKTT6bSueZrG3W53MWXhORRKVddVc5mGaUDgJS+ROaVUa5EoPZG2Y6Byzm6ATF0zSURaa9VyHpnX1nSdl3FKMcZlfowxXl1d5Zynaerf73Vd+4Bqv9+fTqe8rCjspkhCjGdDryF6rcU3g9sW0S5EijCm1BvQdV0dbBiGWlopZ/47gmrbQirZYxK1CgApDebNrLXWdrtdrxROpyMTdcsDdqpMa+Bk3lxRrZ5FehDCbllOIkEC17YCkXkTjtveyekcNdlvwBhCCmHLJxiGxIgpBhGelwURHBTQzVS95ZwRMURhIOZYa21aibGW0oyIqNZSa7XYY1sxBL6s5S84tRDCJWS86z/BjIAkxeO8EhExzvP8/HrPHHroX2DhYdM3do9E/3xFJI5ScxEJZrbmOYZgDkzIzN0QgIgMWGtFh56fQcxCZOCq1m0MzLgslchbs1qP7tijPlqt4OqqIuim19fXa57dPecl55KGsZ9O7vZE4J7meR6GobbC3CXSSISqFcDGmNZldncmYuoZmNon4ExUHdZl6UdKay2KmDXogcW5oLl3VgS4tspB3KzmXNZ1i6BlFu4+pfXq6vrx8bHWCrZdDu5urW34B1VmiEkAQKuhw5n77D18Sciff/Di+mp/Op26Br41K6UigkhQtdZ65w4ibKbdut1aLyQshsjMjo2IQoocbF4WJwBGNxAObwVq9brX3AHJoKJsIShg1FoD2jKOkJCdmQOQSYhMYZQE6K1moqhWWIIuKoHisBv307TWw+HQxyLEwEjd4fHwcDoeT9fX19Ct9v3ApvAf/sP/8Xd/+3MAIHRmHmIqtSJhD3o0s+NSVDWXRsjGUHLd73YtZ1UABEI8zY+EoNq2PSp2JBITQcvF0Vtr2lxbbaWFFHNetFUPpLV0izKIgBu4MiUzKzn3PS0RGnhTBaRSykAERN5Frujg5qallaurlFJCgBhCn3Ah4jgOSHg8nZCptkqCVauqNlViKq0hICCd5sUBiYhLBQB1K632T6fUhmCI0GN4RMRU+84/5xxSgC757iz/NHCweT2ejsemCkDX19cPjw9RtLc/tVYzArB+CLSWTS3GQSSGOLSWp11kcJHgpZ3m9f7xtGb96vXNBz/6+Hg8OobPvny1m/bDdFiW/HjK89q0leNxybU8Ppx6Aqpq/7YDi+iaeRjycSZJTuhADt6aI5A5sARA19pY2M0cEAjVtKqueTV0RDJ3dSPmjgFEJzcnYavVzxEiXev8ROyEfTXU/VTbT4J0fiUzV6uXkfnFO/Tt8m4Dl9A5RKoXx2rmhH3LDUR/ZjDXu4yHp01ifyYXztafsc2jfhertZq7tkYOLGREbgqX5w/41Nd08TPVkntN/5TB7tgtu0qIOS9DDFeH/el0jIG11qp9mZlTiu44jfsQ4mUl4Oa11mU5kYwxDO6ea3GzRFxbbWZ39w9ffPHlw8NDaXrz5g6YtRkgAWycLsAen1PPP9/eGSRvWh5OD2tewCCvlYhzLr0uned5GGJrdX+YllWZxN1zWVqpiKoeoUuEwBAhwfre89319fU4DWVZfvGLn/7kk79Cb7/4+U+fP3vuf/evf/3r3/zq17/77e//oIbqmJuWum6lMoKanuZZm4lILmUYR0B1g2ma+mXV3CWEFCZCYMJlWY7zqTP26JwpDWZMxILM6O5CTCjdARFCaurLsgzDwARWiwhf7ycAGBO8fv3m+fNnYwqqVYiJsem2wUMkYOx7js5x7blZvTotpYhQL+TM7HQ6rev61FhuFPp/6mfduq5MYZrSZmTtXAGzPpVcTks3kt0/3N/e3o7jeHW1P+wnQX92uNrvJ3BCAAIHgG05e65A3to5XfiuGxFURAEejscXz6/VrNQ2DFFb+e72CawHz7xlVfs+5ORlrf20zbm0WG8tsb5vefjDrry3uq3vvNJ/YOO3xQi3dn9/f3V1NU1Ta+10OsUY5d0VZH/jzrOrb57EuwF8T2meT9/6S8PzVuTFW4l857BpQ8RmQCwGvM75zc3x/v50c3Mfh93D6ZTz6m5qLSYhCiGEPmEld1N9fHysrYXIteRlWaeDXF9f7fe7v3jxwUd/+cn/+D/8T69fv358OCHRvMyHw6Hk8vrrm77IOn8/7s4vwXr6eZ+hEpMbbkmiADc3t8t66s5gAHLQp9RgU0Pa8lJ6FdjJeaW1DTW7LJ99/sXNm5txHFqrwqETU/rpf9mq9QcU4aYVu2AExRCQKedyd//43stnpbRaTr34CyGEOOTciOnxcR6GgSX2NC3iAILuICLPnz9/9errUttpXschIJm7swQJ0RzQQUJkCe6uWq8O1yIRANMwIAIyphHdYRhGQKy17Xa7ENNuNxCRae1xsdapccuaS90d9qrKiA6QhrG2RsxrqSwSxyGva0gRHB9Pp/1uEkEiCj0oGX2YplKruyFRHJJIWNdFuEd7ceIgISBuF7YCt2bH4xxjmk/z4+MRieZl3SwKqu4QYiylbmkH6g4ugtOUXn2dcz4xWRCIIjGImwFizbnW6qoiYrWiO6gOMaoqOIaYdjF8/fp1jKkbLteS0zgMzK2VcxZqYeZhSKWACKnW/kvzFodhXRY1ZSEJXNSRQM0AvFmddvsgXMoqgVMKuVRAFKHAsZ+2iNIz9iJHUxcJqlrMe+j8hs4LAcCPxyNuO5wt1qxjnbsM7HJuImJvZtZ5M90Nw5BS6vE4xOKAgNTnI/1Y6IE//XwQkRij1tpxi8Mw9CNltx/7H2DeAoL6irXfsXo5EmPsvzTmzvAYhqEUFREJW7pAzjmI9GVCJ7/W2tSMmYMwGrSqBlBL4xANHEWEuJSqBsRBAlnzcRxqrdAj7JEMXF13u0ndHBQQJRBLz3OzUpsEalpCYABcc5XzD63teDyGQDEGN0dgU0ckJpYU3UA4AoCCEkoX99Sq3ZaM4EhOBGYKYB2Km4Yh53x9uGLmZVlczQHKmrsGARGiyEWPgYS9DRtS6P5GcCckRkTq0Cpt1To1MEzhRx++n9fy6R//WMtC+GEv6YiAhYNEQiHoIWFIyKZg5EwM3rsCTcjEoedzmFdmaRuJ1C/JTpdJX8f89rOrNTR30x6rZdRrCAeR6GYIJMhqXnMmodIWOQy1LYjDRz96eX348LOvxlKLA5aqtVUzmHYjb/sQdOigeiOCZTlJ2O5OCBSEhiGMSTovRxhTjOYBiVtTFK6lPc6PtWRrKAE7HDTnhcNoBjXnPjXutQszmVoQQSK1Ns9zdAURAOgrU2bu8YmXvLGuqugjv3Mguy/Lst1lunmSyLQJS6utR1kMsZtmkczTFEOU/W7cT7u+xz5fFEW1rrm1VhyNCICgaiERba2U7VbbWq11uyX1YWMILMIO8nDKtbUYQwcLAToiiNB+v2utMiNh7Pe+fqM3964T6eV+l4W/fv36+uqqg0wv7LtWSoDNSrOsWaHouppTJZzL0U9LGqZSsSmpUmuEmL744g1Smpd2e/t4e/PmzZs3rWltW253Mz3TYgOAC7uESMSI7EA9taLVSiKIrK0h+aYzZOpDN0QDdCIHUGQSYUNyJ0QyrRzFzcx7ei0Su4KB93zZDXDiW9PXN3f9lYJqH2xVRFSEvjC7tHYXscO3VnlEZ4QKbplA7iLCRNr//p/d4L1lDXq3EuslTT/ev3Ob900yp7tbQ7YQBMy0l3AIIuSuIgwofH7CXWV6iRI5Pw8HIkBc8tqJnqVVAEAFV+segp7q9ObN6yHFZSk9MmQceRjGWgtzaKbUrKl5n9FvQkHUatXXvsVx9+N8IvTW6rUcHh/n0nxeqwxjbQpd2UgEiKC6CUdRXJ0k9NuTgyO4md/dHVlooiugqqoRubUCDjEGASqtrseTa2t6L0EOgV5+8GK3n5jwww/ff/H8+W63+/Ff/hja44uX711dXZsqAMYgTBhYwE2Ibo/LJ5/85C9+/MlHv/zVL3/129uHBz2tUQKAlbwiEjGHNMRhc7WZ+ZbBAt7XxKW0ZVm6EiFbA3dEcDARHkLQ1iSwqfUJiBCEyDHIOBzM6phiGhIyDWnY7XbocH29jyEMQ3SzLrYC11JKNzB0OO3IzCzE3NVBRDSOU62tg/2IrCcfAlg3FzyNDmbm0+lUSsEwdGBsv3MNw9DhBDlnAJAgpdYuR+9S4fv7+1rrw8PDl19+2afGH330YWBY59PhMO3GRODI2CUcvYF8K8Lt0thctHKIqJudAHOp4zAuy0kNEajzdS+zmO8MK/+BTdrTxu/7pJvft/r7f9XpfR/x5TvD4t9qC/vh05euAHA6nfb7/Tfx6N8ne30aW/kWc+WtaISnv9knr28JGL5zBHXuls3ciYloqK2Vpr/93ac3t4/Ew2mpS85mKiFsREf0YRiIcBiGcZwebx/u7+6JeXfYm8Pd43Gd1zBevXjxYhgikn/55ZfMktIATLv94fr585TSsiy1lhACOfdP/YIh6e/R9ptgEriUZorq0Mx61lsP5VQ1BjYF3ILLoAM/EMkNW1PFbd+SW08JF0I0h2XJ65qJCD2bPZyJSfUcDLopLiRw06ZWDIGIYxhVPWtm5l/+118zoki4fGX7pbXB7no8NEJ/LZttT2EcxzWXWuv9/f18euwLzB6i0mv6Xriv6xojh9hbWRZhtUJMEgJTyLUCoBPm1u4fj+amWgkwxrhYDiKltpqViHJugAY9VLDXvg7mHmLqlrnj6ZRiGtKOSJjIvAHJfjflakAUkozjWGud5xkdSVIzrM2IMYgcrp/dPZyWdS1Np2nc7w9BBIFEoqOqaoyxvz/LsvTeps+ZGHHc7dbaWCREQSEWnva7GGPXQoYg/TbsQ9reOtxunEy8tAZERKjmACiSwjD4aXYgQO676FxLb2aQaS05pbSWHGJY5pkQkAjQQwqkZN5YhFxZuAupUxqISU05SFfMSgAWVnVHL6026ycv1aZjEBFe1wURqwKzlHV297wWIdLaCIUIa9FSym6czkdwc0dzF5G85s2216qjp5QkiJmBQ601RgHCWjWm2P2Z/SrOOR8Oh0um2daJBdHSs5qRObg5UwAHZibyvvS+SPMvwvduDd2Kxc2ugAhwOapg82T6PM9MFEOMQczQgZhIzVppgaOD8Tl+IyCFEAEJnGqp/QbAvRXqx98yh3Nsmel2e7gkOPUkqEuK3bIs4DxN083NnZnFIXV9b4yp1doL9/5Nu4zqL6FS7hADE0IIYV5yiCHG2A+0/vgXC3v/lvYctn4wqmprVUSW09w9tCJsDiIUWIjE1GhDqlsIUkqJQgqoDrWVEMKPPvoQwB8eHgiRkEQErTcAEEKwpozSamPmMaXZfUipP4cYwpqzg4e0ddpARgzshAaIGCWmMFx4g6VYSrEvRVXN3QJNrTU1RQtkpkU7TSpIUFXXOoXgJFXrECMjLPPRtQIoC8TEvWnKOTfVUtURcqFOVCcKzbRWI0IWdGgAQoTWGiLvpvTsev/jjz+stQahS+HLzLWp+1ZkEMGQgki0VtwbkoBrq021dY8+M6dzujp17ZAZctdZoKoJb6eEgat6CDAMo0hMo/Rzhphfvn9tZg4gIRIRixDTMLKqLTkDc855dEAiA4oxHg67ZZkZ0BzIIYZwN58u9/7T6XT17FkUIYaNjYFmphwiJ9lWr+49LLsvc9IQulRn8wcv5fF0LLUAuJnWap1vkQYZxlBKvjpcw1ZLUS2VgrDwxSl0UWd1QBERiWzbEt/eJlTzdc2GdZcGg5ZzXVWhatHVUQx4Xtsvf/2beZ7XdUVgZq5V3bE+zojsiAAMAIQRullYgogEOUP2iGtt/ZkAooiIxMVax1+fAZJdaWzohGDgzb0hASGoulpBJrPmZoQMDmbqbvBt3Mi3t1bnV7mJay4IB7d34oXf0Vl1BMv2GJe6aHOy/cmF2w+iGr5VQbr3Fn37v5tJCB04+Tapr4OSEEEbE4UoKQYmQIAk8Wo/SUBlbK0NMfn5YXPOgP7Wi3X81urjmxLRoWhzlCAMiMwSYrIMtdbaai6Fmdd1KaW6YVV9fXNjTg+Pp6Z+Oi4oZO1sjSQEAMvZCEl4HHf7w5WUclprs9Z3BIgd++RI4KYi5JaAiZBCIDzjzFUbM5nqMt+7e60ZCZgwRSn1cdhfffjBy5cvX/z0xz/64NnVhx+8t9/vPvroo2GMy7IEllbr/f19SgnClbsLa27VHXJu8+l0f/tgtb169epmXh8eHtQ8Fy2qvSq7DMXMMaZhG40xqjYmQIMO7jZVQjzsBjMtpaynx2k3xhhyXqVHvpd1HMfDYddBKftpevbsWYyy3+9fvnwJXpnczNazNgQRxhS/acyVRMjd1FLonzk6+PaFNHfcEGtbq3a+WfP5llQvYOo+t30aqHiajyF0qaReeH79HrF1INpDd8CakuCLZ89zztMwgnmtVWJ0h2Gc0jh99vlXP/74o2EIoFuf30+8p1fW0yHj0+1Zn26IhONpDjGQxNxqQmDijo19una7dDGXXdRbkX0/kGTwlovvcjG+tdMDQEJ+C1/y7fPF3u2SvhPc8t3X2vc8vQ2BvixXV1cbpO07zXx/0oP31Gp8eamX3PNLjOa7yJa33z40AFclBXic23/51W8+/+JroKB6vL17kG3fheMQSfjsPAEibqUt64rEClhUW67LklNKp3kuFkz1d7/57avbUy3qAN50zSU/HAHAtHVsYy3+FBVz6Vo3BYJVrqjqwpFZVNWhdUqSO2lzYOo8LonDpk09K/LU8Zx5TGMIXX4dYzQ1cJ+GQVVr0wvGM46bpZUv779bBFNIasoUAFnERRgQ97urmKID5nWNIahqDCGomuoYAmxz3BrTYOZuzhLa8xFKAAAgAElEQVSIrDYlEbIeXSnzkono9v/h7M16JMuS9DBbzjl3cfeIyMitKruqh9OtbnKGQ3EEiILAEecnCBD0MwWBz3oQBQEUBemBBDTUgLNxqquqKyvXWNz9LuccM9ODXb/pGZnVM5p4SAQ8w92vXz/3XDP7ttv7GOP9/rhaOBBRqUUP6rovRADUUnMplUMDQIYBkavoj69ev3lLCAYmTOyujyKiYD4uXOXszGG585qFFOda1PT29u5wODbBnXwJTIghhlgFmVlFmqZZjUBX7oiZAGJKfak1lzpN+Rbup3liRDQSMcUqKjFGz/lxzCTM2dREpWWebu4VETmMczbFKRdVK9ViYAMSQyIWw1Jqrku0YwjJzEqtXb91QkIu2m8vQ4gpdQBkhkQREIhDIuu6Cw5BajVzR31WC0CB2LN+OcYYk3lAWIih7bbv3u3nKrHpQky1zEhsRqIKGBRYQdCWsPIm9cTEXFVMpDapVTVDbNs2T2PbdqXUec4phNVKmJmRCY2qeCCZEpEhxCYtO10gVYix5RBzKYrU9n0IEQwRbZrnrmlznkMIjhkCgKqpCoCJKKcwjXNKCYGmIoYgBsgEhEhYZUktXydw3tF5uaaqIkqELvFShXnOyMzAaJBz0eLkB0/TBE+XVl20LgYgJq7OcoShiqjNpVbmMJc5xjRN43EcYkZpGlVxHz8PqOz6bk0kr7XmnB02nOfZW4KSq4KakVO/RTTXGpkPh4PvCZtNfzwOItK2jc9ZVB3kV2aSJR/JSq0YAhD53mUGoopEuRRVJScFnLQ7dorSWpUDvtd6KEB1dWV0zhUjgJk20S2U7HA4IMSrqysm/O1333dt//jx9d3tjZ4ubQxAbIQQI7k4EVEZoYlES9x5JVRDYDJVQYZIZiJoOQVeDCt0DsyRgIgDkupMJmbGYEhY8sQIojlPExExVpNSplJnBISIYKFUKbXUikBMIaGBphgR0AEdESm1iJioTPPszEB2V1gVIEQMhAQICBiZFREMvMhQMwOp4p7K1dFFz40EwhQo8EI3UWSrNQZKbSMWuyYSEYh6DMPCXlV1RXdKKRrtx8HMZpjVrNZsZhcXl7/85S9KKd/85tu56CmXMoHh+3e3Nzd3jx8/RcScq5pUqcQBgUtVwngc55SSiAbmq6vr50+fBATidJj/pm1aMggc3eU/BHJ3PjNwShUa1CqG1RRUwJeciIqoH62ZIZm7OzAxI+e5zHOexqmUmmJkIjELIW03u5zntmnyPEutxkQITLTpuhjIVCOTexS58G+aJmcHATIHklJyqXOVYRjf3dzGIbwtGWC+r7UWwKpoNNbq08y3b94vl7MzmEWQgiHbIpVRsJPnhWlk7vumlNkVpAAWAyFwFSFClZqlmtYlYQsMTn0XATIyAoJhLVVEKEAIwbnytWYf6iGgmZ71cp8rw/BE/EM40R8WoiURGtA5ceuTCmx9MoCB6wh8+mCq5DO1f9DPR3XhSdnlIy1VLZ9FA1QNkUJo2xYARIHx2KZ0OO7ncSKErm83XatYwVQRQwjjODKbzz4+PkEE4PviKaZhNZBRj70zK9WMhikj2HE4uovBmMuci6lIraUIh8QcABjAOCQgwsBe1dvZJ+Wu8331bn8/jqOIlFpBhEPwfD1yd3xTApO5ctyCCopVkRBCNWWCrmtSor7tnj3d9H2X83x1dfHFF8+vHl0y0+/93td93x2Hw5OLy01ItRZAbRo63N8Ow3B/fz9P8zSVcRwrhbv7u1xlnsvN7a2JGQAaedbcWEXEMPA0zi7LizF1XQtmtcwikrMucQBKdc4hckAIgY0DYmRENU2xSWkHoFeXO0J8/OSaiNq2udi0DnyFEJomMXHyUHWRLqIqSC0MdrFpVWUcB1chLSxuIhUUQTO3n8QQYs5zKYtdMMKiBHGYwS3KfBZ6XhWvOJ5XVojY930pBSh4dC2YepLNZrMlpmmcpmkSKeTBfmSqmkuNsKj0f/8Xv1erx0zq5eXu8eVORG/u7h7TZRODe4A+iEp/GKFOaABk68o0USUK797dPHnyWERUy/KXRu50+KnPyMr//KmQ9HNflvUAzvG9Tzu9Vf73U1jf7/DY/KkAvXNQ7bMNp8EHDqp/iU76C5+q79YN66fsOx8Q0H2uvz6+4nifjQ584OEpKgZkiD/88OZv/va7H358e38cq+HxOMeUnrSdETJhoJBS8s3KDKZhbpquaTYc9f3tzf1xaNv49NnzYTh2/SY03dXV5f1x7Ec96uQGJE3THo/DktClMo4jYTqlk9kD9BMRDQSRalEEmaYJQB9dXxyPuZQhcOP+KO4ysoTvnY0uVBU4Ol1TTVQqMU/TjAAIfDxOkViprlDeGrnjL6WqqAhgRqoqhkWqBk7TJF9/9eK7b7+JTfJYp3GezWxi9iPhNT3PcJ5yON3vSxUVbdseYE4pGYiT95q2NbNN15VSvK3q+76WueZKxKFJqspMqlVEgHgcStNC2zbM1HXddrsJHuNshgAqoKpFRVVCYLd1OdH8IOdaSjGwiEBIMbhRDZoUN80Dsawy5+qc72GcVta1n96maWrNZpCSVDUOcZjG12/vTWqgQMQMVFGW6UUITiX3L8W3pOj6ihDmWhEBMNzdHff7AUTbpvGYad/dHiz1E0wNRMFfqp781pDCNOfXb96UPHoaob+7T74XrTMAkRFDgACwTEMq1FqFYgvInNqbm2PfHbquCQjMNlphZmDCKkAsJafULY2EB+/CMiks88wh7nYX9ze3x+MQaLfZbBiXANAQo3/8pml9ra61ha+NnLNqLTWrCIfoOVFt03VdyiUTUWJuKPAZr9LdWddFW9Eu+r7OGQkTSowR3Iedt23XEXQrYkYh5JxrWUIvAMB43SXUDJiw63pAVptCCCoGhjGmGGNYBHJKxIRYayViRrJaUZXUiNTMmsje96YQZmaXpHKI3abpUnOx3b57/2a73RapIUYtBoJoxICMDIySVUBjSKg1hNBuSCpMUyUOxCxi+8PhardTW2Ro0zykhktRQK2SkdBU1Kzk4iYNFJgCpyYVQ0RGBxsB1TSGtEpo3BlvmS4uLG6rtbZdx8QAkHPxYoqZOQQVHceBmaL7OMV4PB5ijATY7zbPnj15//7tbrfru01KzTyNpZQ+8TQNvi6YkQma5KuUTUlNEU2lAECbCBAiW1GptYhmBhjHYwFxIDQgMSURMUTNEzMTmoGT1OjiKpqZalwlsl3XOUE3xrhp266Jikoxdc1Fk9rj/avAUcRi7JvUA2KtYgqqVqu5EK5pPHVdgJxvSEszVwuBnVi+oNWqCRAjAmJYkrMV1CoiU4DL3e6wPxY5zbcZmSgGjgHRbWyYu751O1n/OIS43+9HnKGMghCblGITUyrDWLK8/OFHjunt27f7/TBVPYlmx3e3d6WULHp/GJ3MGRPnnHOptUrOtWmayKy1XF3u+q5NKYVgUDITgqnrOfM8u5+qb6GmqIJuYBM4EZBWGKcRjPquRcbTGF5LqSGEpmkw8DxPtUoIqe+34zirqIkJaikCAKXUyAGCphiaEOd5CoENda5O+AymQhSHcVBRYBCpIQQOoSqAmcN9xMHzAG9ubipoEEEqhRkwklEkCymWPBOTSlnSFzAwGQYGMPcQAjDvzWot4AxnthDI0zKJoBQHoqyW7K5IS/zvKXYSwMXWSMABmSCQAlMwdTWExz/wUjgarcHicMZI/JQPiYgApApuWEK2RHcRBkV9UA4+4HrZybTdNb7+au5Z8A/r8R7gDGt+g9+hVocMEXnoLXHaXZbI3FKeXj/+4tkTyfmLL5/1bYNgtWbRQl0kBWY88TXMVIHOTtdZD2sfWjwXqQAaYExay1zk/e3dgXEej0TEIQEHDE2ZJuZ00XcIVFX1MBrynEsuLlxlQkBCAC9ZT3ofDqYoCqoWwASMVMgMQAnUSiGCGJgQKuyvLi9DCE1KXz7/4vH15YsXX/6TX/8yJjazn714HGN8+/YtIjZNc3l56WbsABDa7rgf9jq+efPm7v62lPzDy1eqejgM93eHWmWe55B6MRXVmFKRShT6vletXbMtqkUmEWFi5GSqpjJPE7nbj1nXRGJ2O+IUaNO0eZ6YoO9S3zV916va1dXl06dPH19f9X3XNI2aOCOYDNzNxcejIXDNpUzTPE3MPI/i+BsiEjlrlxG4LCJQZoZanHTGMQZT2x/2J/MSLKUgoNSlx4uR11W6ZqE5d5eImsYpLcvycEr5JZiPn8Zh8j8DExMNzG3T+JpUVUYKTaq1quh2s3X2WSVWCkQIatM8XWz7m9u7GPn68iKESEwrp+Dz7Q0AukJvMUcCRFKtMbU3d3fPnz+f7t56ZIXn7Ln/ipmdMiH5XF/3aTf0AAB7EKXwoCF8yKk+y8L8fP7ex4zQn0IRz7vcn8pSX6na5388DEMp5fr6OvwOuuaKjZ5nIZxPklYx3rkH6wpi/lT/ujbNbnozjdMPP775q7/5IVfg0BKbldptNik1rmwJIRIxIbsyJ4Vmmsqb1zdv3r7NVYZpEq19387Pn1xfXfmhXlxczH/9jRe1VSSGhEghNuM4mlU3BDYQMw+vM9W60jUdgCIKviC8wA2BXBBohoEDYjAoIpUDqlUAUFNyty4wNclVzSiEIEZ+F2EOZmaiIYQmNcbiZ4yIwokJgwBzzkQUKVWdXRYFBpvNrlatZeIQY0x+eTJzapLTUGutuUgwrKWUqqqCABMAHEf/IpqmuXx09ZtvfjOMg+MeSDgcx4VsDWZ6T0Tv391wIJ+oETERVikUUNVnpYwQ5nnmwCXP93e3SAjOi/OBmi0gJwCEQO6x4YEBORfPdFr01ubugM4KMACIMaUUIRRVb7psCXg5Lby2bYfjfrfbcUjjkPf7PSFtNru+awJzzaJiHNnvYc1pc3FjTBeLy5yRqJplEUByxKaJicD6ritSOXLORVXWfeFkXGoAprUQgaidohQ1RkLiXLVInscJjhMzIZKq1CqLwaAqEYvMCEoUCRapumqlEBTYLJjSPOdvv/utiRATo6koBiYiUQBw8pijc8u1zbzQh0QktX1sOhEZxyky/+Vf3ARecCED80zYdX7BgQMHXdIU6aTGBUU+DnOt9fb+XurcNTGEIKZIxAq+v8/z7P/6yVl4rYzzohHKAkghOF12nrdHHLsu+VpdPbhW7dDqEezOpc7pz6VWcU4Ik3MrOdgSXUiI1KQIALhIXgFALy62HsribxRjmuecUlNLS+HoY5SlBlLZbneiklJDyGXOfgBLtUq0WqKbmai2bSsVjsP9qR9umXmaZ0JMMSEtkGY8KQmJXB3EABbYsXlYjArEiAgIgQic/WUEBkw8TRNRQCAVZeLgh2QLS9YNdZGQgbMUH9stCOScLZCHLzVNY6ZNG3/1q1+9e/dumqavv34+z9k9qIio77taCwCkFEFzmbXUCoiq0cD6NnHg+OiybdtaipnsttsQGAEDcwy+B4aL3a5pGq2l67pVquEr4cQUQuQPAfE+GvBbiSNCBFxzhYBF7OUPN29e/fib//yfHl3yz796QRgBY85lHGZ2a3hyY0sxg8UKh0nUTrohQpValchMSYqqeMI511r1FFq9gDIq/nWISNe0FxdXUnOZBzWdp6FUvri4+MLw+mLrwobUpmkcRYSYN5vN5fYKyjTUOcb0+PrJn/3Zn7958/b2dl9Vd1dXt7d3r179GNreDU4IuVYhDLVIKUXVAFQmEa2eUhE4mmIxefP2/e3N+6uri03fv3h+eTwe7Tj5GRORYRhcsCSiTBExuJyLAMywlGpIUg3NSpE6LbZGbdc0qalVADIAIDIREkTCkKdcixEGFZvn3Mboc00zyPO8217Umuc8cgioAoammkLIBS4vLmutGpbZ8MmOkkqZVQRURJWJgQIaAhMAAzEYI1KpFcCrVXFoi5BNTUoGYjAw9OoCxQzNkADR0AykolVmdNM0AEVDrZVoCYZmQqknR0gD91M1UVjMglDFANDMrHhvS0BiqoioaqdbP4AhnEUnf1SGLTZX7nysIQT1NtEf/NiT/Hz3WKs8M0P7wH4ax9FV07D0Tv8/yJrnWc6fFlc+El3ZdPYJRImItRTnLCCCqjx+/JhJfvbFl8xcxTUKiqrzNDq07rsKMeun8MKDA8CTowygidtGIhGFGMx6H4lWhZyLqE3TVAVyLmaYqyLAPBdDwNUcyO8U+JExhruDMBmBXuw2nh267dsY+Pd/7+tf/v7vpcBtSsLT4+vHm66bp3GaxifXj0qemiaUeRzG4YfvB6mCxCGEl9+/nMY5F5mn/ObNm+NhHMTux3kYj8ikqsfjwBybtifcKAPtWOdapXabLtcilqtCGWY0u9uPIQRGrlUsi6iG6AiK1lq7JrYpxhQ2281uu40hdE3abfsmhr5rt5uemZoT6ZGZQmQQqfNxzuM0+fjYNtttijFQAAPTalIYgEGhapY6FwEKpeQYOKVURXPJPj1smmiGXWrW5t89GGutpYioIkcCDIxr1rHzILyKSymUUi4uLhzBW0KeAdyiz28uwzS6PJsY1gTalFKMQbX6bPBUA0Dfd2YmUksp79+/Y+b9mN2R+HK3zdeXXZuG47Tte3di+5QMubYY/onWS47gAxtTRAzs3bt3l22Y59nOghkQ0Uwf2FR+mh8On+vBPovvrf97HqnielcE/B0YnZ5M5j4r1XvQQ30qnfssAHhuirvedsPSZ59kjnTm+7Q+8/zo1x7P/zLG5tQH0mqBukqLAYMZmtbAix99FTVgVSSOUy7fvrp/+er1m7c3h7HkXEWUAl12m8AktRAHYsxlaLudRwTnnEspKnAcj8bQNenJ02st5fJi2zVJRYZhn9Lmq+fP/u9xUL5U1RQC6NxGK8lqdj/JJCoOPS8kilNT4dWni+VcbZ/ztKTdUkpxU8vg8SGI7J9V1WKMbROd5ezeDACuBxY0IzBV1WrMLKCqlWNXamEiUzUiPGVMqSoTiUjYEMpiQlVKITRCUZ1fvf6h6VtRIaYmxcTUxPD06vHbt+/3UhUwNW0pNXI8V8p6wssP3/8WFr04AFqT0mk1sA9Fm6Y5mdc30zz7mAQLOCZmAF3bllLmYdhuHkWGm/fvmeOyKE7pQC45OF/958txzuUMdp/PL7z744AnU5D1weMw+adY2+/3t8fIzEx5GjebXlXfHAciEi831xvtfo/Aa96IH4mCub8cMa+lpwui9uPITO7q5OV+qbLOOHypEwRTRmbmhVbnoKKfn5Da85RIOGnM/MGSMyH6Ruk7KQDs93sH/RDRrHX3ZH+iS7bMDGtlZgjsz10VXF53uxOjAczDGNs2tN0oRrEtiGBUVcxMIQQxACAjEdGxMOtqkuYKIjH1T8TMh+MwzdlrTRWJKcHJT+LcVnf9Zqvp+Tzo0aNHzkt8/e7993k2qQQQmNF8QZGI+Go+bSN8vu0UEQ4sInMplvP3P7xyvpZDK4joLueLcRGCY19OcfTL2a9fx44SBxW4ubmfxrywF0I4SXCXJtmdkFJKx+PRvWr9z/KQy/3IzFUykg7j4couunZrZiHGSSEY+SzTXUpFIASKzVZVmUANAFENRHVaXN245jKOMyI3TdNyTV2a53lz2S/Hz2lVCydrFRVAkSi2TRUAwJaiiICRgCE3mJqQohgwBRQtdfqDP/iD4Tj99vsfnz65zOOw7fsY4+E+VrGsVooEg00K/+KP//BnP/uZn6IY493d/TDOm+1FrhWJVWrOk9/F+753sUcpJcY0z7OaTlqPt3evXr399tvv//iP//lm06qVNjVe5kk9tl3rksImxpxzYGIOqhoiMyEAoigBFbJjYLq4Ok4aMKZARnKcBkpURQAhMHLXDMcpxQYBCEmsqlWTEmMwkwqVgLKYWFGi2Uq9n6hraxUkJk7IjvKgas3zDDGkNj57fPGzn31pNd8f9y9/fFOy1FrHcby7eW9z/vGH2/1xuHjcI1AbEym9fvNyGKaEzb7Mb99+fzz8v/NURIF5g2TffP92fzzcDmV8811K7ZMnzzb9LsTG1AA4hERsqiWEiNio2DhORMGXq1oz5+l+mP+fv/jrb99snl89e/p4Rw3EDR1/0Nd382T6m5c/HCco5a7hy8AtQEWuISBCRIIQs9XIqMQyZMmG42He9qFvA4ksGy2R2FgsW0qjWGQjKGQqpqLUdRegXrzNIrNKESlVtApMh5smVYByuQkAapTGrIas6gIwxIoWyKqQSWMUgStQJQqmLCZoAhVIF+kcIACCnkh5TuTyfuSUTmaAYArIBgJAKqhqSJFD0FKqaGxaGTOgcUgAZFjMCEAMDUAMgAJozYYgUNREaybQzdUOOaXU3t/elHkG9YzcknVlZtrnpXlIBgamnh/tDMYQPSNOa1Ugv5+6+1TynDFTB7jQ/RURTMv49PpyON7HALu+e3M7UAg/hed93rnhbLxu5t0wOR3UDIwo10oIbgIE8IHHtlplaq3MMYWGgKch466Joc9lLEqKNEnexHbOBSsGisEETEwmRmGoYAjgZm0AABYA1E4ZTgrVuEnqRiIIAAMEVLX3h1s3CUNdYkVjTFVMMExTVhE0Va0IhlJBNRHpnBFs07SEsN10beDtpv/lP/p53zWR6WK7efr8KrX4i1/84ubmbrvd1SrTODtHxrtcs+b9j2+mzWaeS87lb//21fv3N/eH4XgcEKkQllyP45Dn7BpAVei7PsZ4OB77tg8YmHYiAqbbvgU0JqpSpRYTMpDQBtURtDAIAqAYB+yv+jzntqEUu65rmiY1MXRtun509eTJNQAwwO6y50gxpDY1tcg0zeN03G16NSHSWg958lMa8wxrQ8UhVDdYuh9jrGtNVatnrizD6NR6hBAQUdum5XqeJYTQt1hrGXMBgCY0vu0josU00+xzcIfgVlKec8X9lXPOMcZS5mkaPhinI7qEHNGccaCqh4NHn4MRcoq3+/vdbkfubGfmJK/7+3uPiOi6jplynonIhun29m4Y5x/4/cXF9udfvWi63f0wG1rfNrw4JwMlEjURACMzMBBil+Mu+pRT87bIyERknuqBcLO5PO7vmiV/yPsfdrUkfTxK+KkYvd/BqPzdoQgPKNYPmsnV5/On9Ld/H/XcR/Cby1vMYfXlf1U1/JTtzGczAddF4OXpgul/LFtc1YdmBp7Gw2SgYCpmRDEXjU17HOZvvvn2r37z6n5/EKC56DTllFITWyLUKky82W4N9NGjKyfUuRjGDFX18vLrYRpv7+4eXz9CtauLi2k8HIbjNE9937348ssY2VLbNE0pxVMmnau62fSmOM0TE5/bii55aGdIo+NOjrm5j3zTNK5M8Gr13IfGC7XzL3Kpoc/+PT/Daz+w2jY44PCgzV6RUp+eru/FwLVSE9gRVN/jMDg7+TPfnfu/AUCKTqmS1Z7ofLzhzG8AcJnQbrdzNvxKnvRPsTzxhOXayfR27aAewNwPluMDz6KTWR5+FlU+P6trRkpMUUruuq7WenQJEPMZTmgiIlXW5bqMA6U6w8TOxp9nc5GPRBqmem6ujbjQpdY+0BPYAcBzac/NoM47XjALMZqqnQjuq5/SORguUtaG1jtD33n95FdYdBe8CKh0tQnxKNVA7GOt1SwBjIpn0qsS0wOzbwdnFunsSU+fc3Yd1GazWT33Vm/MlRf+YJGvZH3n9Huuhqo2Tbq+fqS1NjGEEAhYah2GoajEGA1AVA3BSVBuRkJEt/t71+At05bAC5yF6N/twgknd1tearT1SNa4c3/Bq90S1PP23Tu/QonITqfRYyFW/slqVLWyL3yG7f8FAH/7N98ED9sIQVUJF5a1/4FvEf52Dm/7EkhNM81T32+kLgab7969izFG1JXv7d/sOoEjIquLD43i+mAoVc3A0w7zPLdN43kV86xaytOnT4jot7/97YsXL5o2mCgQTVOZc60iIST3D2zbTkT+7b/9t8+fP99ut03T/Nmf/ce5CIV4PA5t14tUqWWaps1m07ZtCMF/d1uglNK7u1tENqXffPNtDLHrU9OE27tbU0Bb9BubzUZEOKBWcaqYg+ebzSYyIMpxrv/xr799e3fAOv3Tf/RVLTLnPN7e5mn2SD0zUBVEQrQFmiMwNQBBIpOqtUopikjJsCWzqiLVpI5HNRMwLrNfEX7Hm+excCxFqtjxeCSAYZimeVKLbpjZNIkZUwwxODc2nHsbHg6Hl+/f3tzcptRcXlyA0VRyrVW0jNNwcXHRt83d3d3Lly+fPJZHj65d9zLP88Xlxu2a/TI6eXUSIkgtgSkE7rv29ub+N3/5m3/1L/8khASG8zjXLHkqFxeXhCwCJUvOxcTIoMzjPB0wYEyoBpFjYDbQlOL7m7sy27FY3wQkR6GVA0Odx/t3Mj9D0kCStl3fBgWepvFqt/lv/8V/dbHth+N9KXmcxmkqFJtf/P7v//pvv70/HK6vr6fp8O7du59/vXWU3ePnVFVN/arz0hDCoq5Djxv/2Fh8UXnZmZ7rxDRaHj51R+eRykDoVk/uBbgmCn62uFLViJRzdhnpNI0iMs+TWLm726NpYH729CmHcHNzU8b586YmH5dS666uqjEuJnNEBGhLSJ3ZNE3j8bh4P64Vnhs8qLQpvXjxIoTw7Nnz3W4H8G7hOP4O7O7Bx3uA5oG6McxysxSlEFS01DmQe8jhR0YySkSMCON4zPNsOIWmD1HmMlWZqswhRI/dVRFD5nbDAERsmAVmXQ7m9OkqIJF3mEykDJqXmx0xmzaMbKr1iBawVmhjSozImKcsZSJSIsp5YkQCvdhu1GTbd3/0R/8UCR4/uviDP/jHhNh3/fWjS1O9urqopbx79+7Fiy9f/vgjB747FE4bgcCpHe/HV6/eOPr9F3/xFxSaw+Fwd3dXxSFY8PRX5lhrjU1aLAOIwUBUmHA87muMqDoN90zcNA0TLkJlolpVpBIiGARTEmnaZtu1gfny8mK73e52m23fd123vdwSIrQyAwoAACAASURBVKiZSds0TZNUiocSlWn2+0ueD4f7/cmCwcxsu92aac4kdV6d87zadCjGnzhnPa88vQHzPQoAYmwCf6gbY4xt2263W3+FlFJzMtlaE85KKZ4svfi6lbIOpk/kczsf1vtN04ma/ojf78ZxFCt+2yUipjBNk0t5h2HYbDaIyCdR0osXL6ZpOh6PnlrkFe/Tx08uL6/u7vdv3ry9vb2VmlNCKVfzrn3x5XNm9KIopiYCjkMWBTNzoYGr08/5hmdQG5rBPJeu1a7rj4f7Td+t19Bain4qTPs7e7bfbX/y0Zzoc53b2UHST3VunxbMn33rBwEPH20p+EHOFz6buPfZT74Wpk5NWZyX9eHH/OSQKwKIihmoUYjR2H58c/vn/+kv3717P2QchnkuIoq7iwsEnOfMaG2MbWoQgInLnI/Hw9XV5eXFjpDQY6BKjYGePXvy6OIqxTiPwzgOMYYXL76otdQyM9EaFuwtYtv3dnOHiBzJRkPG8zj4lUt2itKy89LW3WD9TuZL8xwuO3cyXV/zUzug9T5USonpIweeB93d2lPxCXdaW8q2bamQB3y3Tds2iZmbZg6Bsgh4DwYfNJBrmbIeTwhBBFYcyQFDp2CdloUzLjildDwe1jOTUmSmrOrBLE3T5DkvAVmn5XHew5znZ5x3xR+tV++7PsGpz92QHjyoqie2ocUY/VvWsyr/dCSyxJGdTqPhRwt7/d9zK9uzhFz6lCqwvoV3U17f+y/ncoulf3MXfhEi0lOcOTObByub8/r8dm0CRkwKIGAGVvJsZmRgCGpqZtUMAerZiVrnbaLWXlwM83Q4HK6vr1/9+KMBILDC0oFMn9vOFuak2dqZr52Sw4znnfa5h8ra9pzC2glpIfSXUryTKSW7V6GKjIhSJYTASHPJCHgcRiAU1RBCQPogrSZcfbrato0xtrFZx4enCAc/4YSI5k4OpzsmkU8ZVXWxlKxzfvTokWOMyzJWrVK9h/R7BAAyLySTxec2hHPPTERnPqzt3LIzLJzwWv0C9ZmAGiJRqQKmV48uiPj16zfENE85pSS53N/dEfPhcAyIJ56nnmkm/ZtaigUPmzFTUWAOKoocTMFUSrk9HA4pRVNhpi+fPRuG8d/8m/8tcBiGMbQckFTE1KZpunp0CQAlV1f3haa5ub/76udfX1xellp+9vXX01xzKZvdRd9vVYUQhmE4Ho9N211dXe33e+/2AezN23euCKwCGMLu6grBbm7fm0IIiXkxeBSLc1GZpImRkcfJxkm7rskCh+EYCHO1t+/23718E6EoMnEQKe/vDidYx1Ss5gzIZprLlFKLhoQQkens2lzafrXE4epiSwFLLYY4DtM0z4vvhQEAYGhqqWooanmWEFz22YLilGW73d7u79umYcZSc9c2wzDUCm3b9n3f9/3h5ng8Hi8vLxEwpQBAYgJgT58+SSkcjgfC5tnz5zfvb1++fHl3d9+2y4TbrKrJarQ4TfMCThL1XWOmjKilXF1dl0P9D//+P2SQw/7YpPbHl6/+3b/7P5u2UbEUe6IAgm6n/uzp9f/4P/z3l9ebYbgN3G9SJ6UIxZv74//0P//rroFf/PznTcSL3Waz3RhC1/WvXr97+atf/Om/+lOwGknNSr/Zvr89/i//6/9eZ3t80eUyPX9y1bXNu/fvStWLq+snj692m+arr3/+f/xf/+HN25dmwsFtw4CZ3d0BRXGxwMEYY4VPuHweV7COPRDh4f5/jmKd+VSa+ZhpnCc0a5p2JdosmVqfJPGuTMnHjx8T0eFwaNuOiOY5qxFS0Frbvum6Dok+8BtPvPzPwXln2cpmYFYlI8XFPp7jcth+JH4TX51RzCB4I0ulzIuou1YRQUITAQo/WUf+VDVp5rd4r21dFQ/oIXyVEQPS6Y5j8JGWzplHyoiEKFaQBLAaSJVspk3ThtB0LRuFcS6HYyZi1TJnM0xgunDicPF5BV2nn4YAfm/1fSwJWS0hBtWaD/Nu00k9ptg8urrksHn+5BcRLQS+uLr4+qsXXde0bfriy+eE0PdNKYWxznMutTYNgY3DOL57/6Ooqen3//77u/vph5fvjsdjv+nB4P37969evXauhIiawVx0t7ug5kLz3G27Uoqdcr9i20afrauACpomphgDNJFPMVqgFXXYbjYAjMAcaLPpd7tt07Z93z979MgHiCFQ17Zt07RtMrNpGokIA5dcpmkqRaSOk86qMozVI0nYCKrVXHIujoA5P4IIPT3cHRMcMfP91mc0KaW2bTe7tExSEJm5j22/adeZb4y8MsJ8pXljVkpx72hE9Lp9bR1XtGatZNb8w5XBtPqyLIkF7u9Xind655mH3td5edB1fVHxmeDi3jyMXveukIMTKb3bRIKL7Wa73Tx5/Hgcxxg5pfY4Tmr10aPrZtsYmoKN44hIH5S0hrYkW+KnjMozHxC4vb2/vNg2bZdzTjF68fjR0/6hP7+7M3Sfp3/Yq/19Du38U/9uSDB8qh5+gMacP3+Fm9bFtOwzZ1kWH59xAzNRBWQOkSkcjvnP//Kv//Pffnd/HBHwOJQsEjg1bXLRmuQ5Bu5iQlRiHobj4bCPMcS4zFx9+x7Gg5hddpe3dzc1F6llu+kur66GaT4O98+/eHp5uf3xUBcgwrTUKgpEtBhIgIrQg7TA1f32AYKx3qEdwDwnBz+wG33QGT4Ao86bGf+zczX2GqrjQed+OTmGs7Z5ZtZ1nYGJSoxuCkK+C5zYp1RFV5fL1fX+HGt1Q5614zpHqFJK0zhGImTOOc/DkDi46lxyThwi8YTjGo0YwkLaxLOfcyz0gR/RA06zo3/ncUPn7fGDQcM5picqXgRsNhu+51pFTwY2qwbMvb/X5vMcy1oRztU1Z2EGwmdskT6MVWCVbi5EwXPTnfPpyyrydOe9BTEDE1Op6o6jpZRzz2uTap5uhygO/RH5TvQhvRfRVMMpS+0Mv9KUEgYehiGltN3t9vv9RzpY+rAU13OCiK6AgjPauq8W34hX6zbz+ux0NuoJGT7xBAgRS86Apqp937tELYRwOBzapgkhIi3qOApcqtwfDsAkYjGZzNNyYGB6ivddT/Jd2X+UNIpLyfhhyzr9vvaf62mJMbZN8u9oKnnRZ57GDSKiautFBwBFF6fEcDotHsh+dt/94OYcQgAKngu/Jpd4NskCsBNs+i6lNM8lpeRfzeXlZQjRUzrAlvAxvw2fDwtUtU28JHkwi6kBeM5SyWJmJc9dmzzlmAguLy+7zeblb3+73exijGqQqxYQyWXT9W3X51ynOS/RLxxjatpus7u4UsB+s6Obu5hQAe6HEac557nMU4yROYQQ5zkjUghxv9+7VBKImrYfx/taNOfadU0uGmOciyZVCNZ2LTMnomkaKigAEROGAMzAIXW7NoZ6nNWiWCLVVz++KVXnnLe7/vWPvJhrICCS4eLqxoHdmQGWSTMgEnMkCk2TABbYan88XD16VEqZ8nQ4HBXg8vKKkFQ0hJChpNSbUYgNkzHXlBIqjtP87Nmz/WH/aNc/utrtbjcvXny5cdN7gE3b9F23v7tn5q5ra6kAVsosdQaEu9t3jhWntkuxefLs6dXltatWYhNjk5qm6Tedw4Pue9TE5KhI28QQQts2tVZqW8w47O//6B//cp///etXh5+9ePEnf/In14+vv3/5rwEQcOFQMBGa7rYtQ52Hu81V00a4OdwLxMSY2P7oD3/1L/+b/zoFAFVDY+YY0iZFyVOXYDoOTd/UUruEXeI8Di23tYwBATQfjwNZIZOaj6x5Ot7evovTPDVtk8uU2riCbGInea2CA6BmCoQhBJLiim+Pxzg53ZmtdIbTVWxnnd7JxGMdEi4DoBgiLnwEp0LU09DnM/UNEVm1L7/88vHjx6zTF1984SM/ILZa4QSDpJPq+3eXUR+VX4i+ezpuj4jOpnMhwEd9rH86IgSvmD8QFqoH1otySh4c/dmi7TPcMCI71QlEhKYkK1qACAhqsWmIwvFwUDgpCMGj1z5smF4SAQUwRmTCWAuAhvFQpv2NVrWYFKBKPUtOPg2sT3mCBPPCQDlFSeWciUCrbjebnsTMUoO//vWvuy79+te/jCFstu0f/dEfTtOUxylgfPLkyTgeX7582bbNOB0lH55+8cXd3U3OOY/ZzL5/+fLb776PqT0cjodpLkVu7/cxpiqUi/V9f/z+tXMFqwVmBo6IOk9Tv3s0laKqbdc3XQtEZta0bUox58xu6SxiWtJiVlybpmlTutjtUqK2jRcXF9fXjy4vL/u+D4EcdPKhgMxT27YicjjeBxKQsUy51nw8HlV1s7sQkUjQdEm1mumsFcBCCDGFFCMjNY2KLJSoFGLOk6rNeQ6BTd1HV720SCl5SbZwfKQyAqfotfc8DswcmWPbrL4Y/nRnDjsza41zXBu2lTvmL+vNnjeBq8hFz1aaIx/es60BvC6L8PtgCGEutW3bu7s7T/ed57Hvd0Wqi1G7pl39gdy72A/AH7y6ugKzaZ6PU2bmvu9cj6wh5KrffPfDf/mHv1QVh8nNqhmB8bJXGNlpEPOx9O6s7DQwsLu7++fPnhz3ezElQ3L7278rnOAfbJJkH3yh/r7Z6A/4oucRf3/n03/KmfNDqOb52zygmT4gM6yI0xpyte6EixIPHibs+UaPxGo8TOX9zc2f/flfvn1/a5SQmlyk6EREIbKnSJdsF9vNpm8DYi3z3f0hz1PftH3fDfsDmqYUVSUgPr1+VNXmUudpnKd5t9umlO4Pd9OUU7uNqem7RIOlGGrNJYsZOA5+PBxjjJG4iD3oTDzE2RHz1bnBJyhr7GMIwf3Wz2Pr4HMkwAdf26dwimPuvhxXgtAq61r/3t+6aZpFV3rGAs25NKkJSDEGZgYDMQghMMJKIn1AnvTu0bvcVYbkY9RFrMkhxujJvH6Eq1llPUW955x9nOPQ3wmAwHP00k5cu/OGZG1ZH5i1Lhy5sy3ps7ODpQlEREAvmNyhB3HxpkeAlNJyok7tzEp0NPjI+fpTvFtVTnyi85Xs1ErWqh9hpADO25zn+QGOp59g3P7u5631yo7w3+tppuyyMVEjYlM3g8K121cRRDIVWxD5j65Q99tYtBkPh1uLTyPiCkgKnuYBRP6JEAzVVMUFCWWhXn88NCLi82kOLGpPQlwEfinF43GBUmNKAMDAxExuG5iLmCZqREqtAuYpxQhgoKpihGxoBqgLXgBELLUaGHP6sH3jMv5XPaWjip2ZK4gq7Ha7169fuxH8MAxVqncsVaqIxNAAQClZpKYUa7V5LqqWsyy2DKfVwsxz+SA9P3cfWVfR+YTCv0RXPz19+lRqJcSc8zCMIZRcSxVRpZMpiBIt+pkTzwPHye08dZ0ohSBmKlU5cNd3z548fvv2rdvPzvN8e3vrufDLHQLJ826nnL1hYw6eNsDu45TS4Xh80nX7wyEXOQ5jTC0ATnkOHC4fPd7v97HpFChXrWI6zlUBCC+uru/2t7UKIjddF2KqVZqmU1UnZg3liMGG+yEERoRShWOX2u4wTCyWLKoYmlQBxKgKm82FGXpAwjRNw1SWLhqhqCECIBWtURXACM3UahVV4xjNrJSMxESoOe/3h3HKOzFATrFVO+7vDyWrKpQqMaaxyv5ujwbPnz5dYjwAas615nHY932z3XZXV7s8Td999+3Pri49ePn777/vN8N+f49tUtWubUwhhialgIipaZomTvOswLVURGpT27RpOI4dtL/+1X+x6VtinKbJy5pxGOZpPBwOqhJDYOYmxhiCNmme54uLHSDkPIvI8bjf3906AgFkRB4OVlRLiqx5zqpfPnumlQ7394+uLij2L9++F81kqrXMtZoJBwKM493x7u6mzlOdx1LmWlRNxnFUUCQ6HI6pSX3fDoe7Ms+73VYBXr9+AxR//atfiuicc4xxGA/v3r1/fP1FzhkwEaEBqlQiHMfRkfyp6hIIpQqoGJDgpOxQbbrOQ3unafK2fFHUnIQe3vKZmWODTsv3SJicC4Cse+lisvm5GTYh+lzAZhOpqsqRzQBCAFMi2u12xNy27bg/ft5Q5NyPxXwoSoxIjGtxHIhD4Gma4BNVj33MIjW0daQLgDlndP9A5J8KxPvM5zq7p4gIIyKxug01IAIGTtVgysU4fKQ2PKW9n/n/IWFP0EXeoolkQgsqGIAIrZTKCcWmSFHNDYCETjZgvkldXzbEdHX5vOvbcRiGcfhn/+xfPHv69NnzZ1eXV8Ph5vLy4vvvv/vjP/7n+8O+1pzz3HfN99//dam5znDc529+842Z7Q8HZD4c9q9fvQ4xjPN0c3ND1gLgPOdcKxCJWIgRiQ02SI3WjKRiltrWLQM4BBfgtm2b2pSn2kSuomxSxmMgSCkE5hDgqt8wQt/1Xde0TbPb9YFwu908urqMgdu2kVrbFIlwznMMy49oGQ97My2lqFSRSWqdxhEAmrYlQSK6vNhx4EBxynOtlZkwtoDQaINIuZZahJEA1QwCk6mVeUZbCsgYIhEVKaucx8ub85msd1ZrypSvE7/jn1vUNE3Tdd3hcDg3/V4rxjWi+Xg8hhPbyKe6Mca1vPlgTXmSY5yzvbwUXFlvvkQIYNNvqtTTH2RTAMSUkk973U7Nh61O6XcS2eFwSJFrrYFgmMdhmO7u7pomPXl8ff3o8v44fffb3z57+sQZLkxUS0UzJFwc6RAAzcBEPFAUGNlMvTwgItdIS8339/uua8bhGAIjI4IRPpTM/Z28zb8/sfN31P9nv+ADRe6Ddux3ZK+vtfFHb3FOGzx7tY8CFfBsNG4fs+rPe7zPDry8UF48UmtdpgKGnuRzGOdXr27+4j9/sx9miv1xym/e3my222fPnk55LqVst23JhUialmMkBshFHC73SGJmUpWcCzMyM6CK1DevX283u0ePrkLgV2/fpBR2F5elVFC5urrANzcxBhgBAPaH4/X1NTNvNj2at1jR26qVi+zDIR8eexu2psGWnHGzOe8A/WpZOxaX7TkIvjq4rMWfYwh+Tnx8Uk9GcCvQ5NMRx+j9FdYWaO33aq0LBK8aOBFhngbr2iYEZtYiptp0iZH8dc7hpnPT2IW7FULx7ujkfBhCQEI3XfDv1Xnb/gGdMjoMo3+oEMI0zrQo6WGFg9ZEjQfo1jkHcl1gaxjL6gN0fkWt8rPznyXQU3Vtj/3s1VpTjP46bu97Lq387DhjmdIBKOKKIJ2eYufBl6fcKvuAjiK6a7lTHFPbTNOETM7JWc0FKLAhIOE62lkPfmWBuhvn+UXOwaFIcucYb/ZUDZBcbXDq3MwZU6UUD2JyfbM/eG4BfM60fNCleECYJ+G6UC4krCIc4rI+CU8RiHTiN3n4FZ7seZz/wAYfeCCgxmhtk9RgHkYOSAQhBg7BB4dIJKJo4JcMAEgRYnZXA5fOciBn3agKhaBnLbrfYPzes3r8rr3Wioo3S/Ymc+BaBU8Jn7AwyY2YmFlUa82IC1t+abk/5tyvRIZlz1ymgrY+QWzdG42AFCBwaFK6urrKOXdd91d/9VebzaZVvb3bC9TTQgK1D1T+ZceodloYyyZARRw3iJZ+9uLLWgqY7XabN28Gl9jFECKHEPj+/g7aZLXWXEJKw3G0Z8Ac8pxFARBDahDJzwxRSCm9v7kFDhcXl2/evp+tDMexbVuiIKIAFmNTawWgeS4hJB+sIGIpNefCiJvNZhyHtu1UYJJBtIbIXdeO4zDniQmJMEQSLWqKSCI6z1mlRqLrR4/8A7ZdOx3nlBojV1VNauCZ1DGlwzDElKQUUOm6jZFOkw+bQlFlo91u9+XPvnry+BkYaa0I5H6St7dHMExdn/OhghLi7e1dSu003u/3+5ubd4o8jtPdzVuOAUxKHr/+vRd/+qf/3fHNjyLWdf1XX331i9//J9f95Tdv36YUnfbGxIfDwcyIoGvSOA7jOJ82FpqmSbSmwG/fvL5L7FWRiLRtIlsIsV3X9V3nF2YMUaTmPO02jUittSCCSCGyUiaRUurQpSY0VCTHGE56CGMKohBjKlWbhsa5AFCWWlQYzEz3d/tnX3wxTPvQtN12q4gh8JTnGMIwjYY9EPWby+OUj9N0sem2u12epyr64quvvv/+5Zt379q+b7uNJGZmBGqaBpkRSB0dmsqzZ9eXF5dPnjx5/Pjx/tWh1hxMmdmQV9Kj1xAi4vevjzgvgB9zlQyJEBfNkogUqXPO2+3OuV4+QznPsPq4yPJu0VQ1rN4BrolUBVtUzf8faW/6ZMl5pfedc94lt7vV0l3dQKO7sXDIGZLDGY1kc2ZCCsmWQ3ZIMQ459Hc6whEOfbNly7YUntEsJEGCBAhia/RW210z893O8Yc3b9bt6gaEsfoDAtFA1b11K/PNszzP74n7J/K3uFQOGZKz6URrlWeIIQQOUWvVR74pE/dWw0P1h4ig1hLkYDgOw+FMdPuNvzqCvN3s5ZOcOSfgAWBRFCGJCJPWxhhTFFlJ23WdhEBKkbXR9crq5AMCKGNzpg4IgyiFWhIUppAhfpBT8IApMXOXIDmEAlI6OzkJ3k0mk5/8+MfL5fLs7Kxt2z/96R/PF9MQwoMHDy4uzl++fPH9739/vV4N9A5nQ0jT6eKXv/xNbkK895eXl1kn0vdx17bOe4E8klOr1aaq665zZVH1vQBKVZWRUZmamcumyCKdsihAxJAUWgjJJw/MiDCd1s45wITJWaXqRhdWTybH1pq6tPfunc3nM2u01soYw4JVVRChIqqqwmgSTjH0ufg0pe1bd3F9rZSaTGqJ5JjzHq8sS21s0ISIoNXxyXEun5xzTdPUdZ1SCp2HxK7ttDHaFikl0gpRUJBZ+q6vy5KIUoy5EM19Wi63cn2VH4W57MnbvPyYG8NmR53k3i+Ao8Iuh6TlKjG3cHkGneWRo3slU8cylTf/TX6GZgDhuKjI24X8NB9/iblGzVKpfItlmroxGhHKwnQdZ/Ne33daa0WaBHJ3l5MY8y2cvzzfiX3fS3JKW0CYTybC/PXX6xcvur53wtg0zSe//d10OtfTMnOSldIEOoexkcJcfh7SInMdeHMycGZhKAYSgaqeuL4lAqWyvFlutWTfkmL3XfrA15xy+C0cl6FwOlg/Hu42Rrv+t8BXbtW0bzq98LY371Ya3k1C5V6YO04Ovil5nYhiTEqZvC4QwMiqc/63nz25uFo7LyK69wlRL46OiYg5EsJ8OkGE6ayeVLXWarm8atvdfDYtikm+gr3zsQ8h+KKwdVP1zl0vrxPzfD4vizIl9j6cnp4CsLGW2RtN9++dffi71aSquq5LPBhbi6JYt53KaR4yQAsPd9l5Hz12VvlHzs6brPHLf0Ym5+GCa1yXHeYHjh9Ovv5GqrIt9MhcGc/0MWEsF4Wjxmykzw9zlBTKwmqtQMQYm1LMAmjngjYaYcjiGx+lh87a8dc9ngUjCCS/EKcELLm/zX3UyALJn8DhYnB81ubZyTgFOKyGD3MUb23JD59kt9Cg4zd5/foc14P5d6GUcs7Rfs0y9jP5kXNLhDy2lK9McYiGdmXff47X/9gSIGL04VZE5HjlDAic1+gy38TGPZybHPZ+h8KDN0a1HC5mb0Z9ICklZYf5oxlSU4dyZ9QzjO9Q7YWyo5ZjlBoezmj2Dac+3MfmC+NVF6UCyAnVkCsbYwwkFola65SiVtoWWmvFMaUUiPQAeCVFpIBvluFK66xuvbXmRUTaC6oPFBqASPknGOWOh7rH/DHlNMi6rjebLQ33FwgCw40C9lZmzHhJD0OsnPaeL9HBDTN4UZiT7HlFPEpwEQWE98iEvJpIKbRtApCyLNbbLUvMGKQROHFD/5dxKjcMKvNoLhfDRMAprJZXeZJ1dXV1enoSY/TeAYgPDgFYhH20WitL+bGacUSJOQRGQgQIIbZtb0yR8wP63vU+KW1zu7jb7rTWl5eXi8Ui7/bzzZiFuIJMJIhKmH3vtEGWgVyqCCf1PHifkkikyk6m1dx7R2gUSFWW/c4Zo0pjFCROfrNZKjwGjsIphsQsgdnqwfKkjR5nx945kSQxEuJut7VFoa0JKQiKNcZoXVhjFAbv5/N5x+nq4tz3PbMQACoK3oOgLazr+sVi/umnn0h0XbeOMUxmC2vK8g9/5JO/f7J4/91HAfrJpG4vsvbBLZfLzI9RSktktIaGRkWIsLBGAKuiSAnz8CLGWJUG0QbvQSIKaUJtdCKMzmuds7ay5aaythDBq9U2Kn765IlIKmaNIBSVjSloo5CEJZJRMYXEERF2bbfd7aryeDafLK/PJ/VRM2nOr170vCVllC6Mrbo+9N0m+L53/XR+XM+PV23wUbStqsoqjCKcQK936dmLK6Ng3Tqrici54Ptdq5RygfuQnr04P7t3/8mTp0+efB5T/OHv/4FSJsWESCxgyyJXhEVpq6rMO9hRwSAwwBdHYX/mZIyzrX2b91r5IiIgm80ml+aoiJTKy4rh7gYZbuRvrrqEB3O7UioNgzoipPyw7vo+d4xjkyavU0+GUyCnq6SUIKdgQ0oiDKAOtfpvqA5BRk7M4Yjz5md/1Zv3uvTmlWLuwB0BAJy492E/mMPgXU4+cM4JJzCaJUrokJBjIE0gwBwJhaNHAISA6JpGe98h9VoHjfjOu2dNY3VhHz98rFhiiKd3Tt558E4+S++enG62WwBYXl9rNG4Xur7/5c9/vVouq6r42V//4sWLF23X1VW5ddx13Xq9TSkpZUKIfecTi7UFEiUIjDEEDiFobVOKqphG0ELk2ZC1QUKbHCFE9oU2zu8UgXAQjorQWqwLAwBmNjfWKIWTycRaO5tNq6osyrIyNJlMjMrlQajKEkFC8ACiFAcgYBdD6ELoWxraP6UQYvQxQUhJyrIoyzJn/+ZxYS6oyrK0lB/6Q5Rf7B0LrtbbXdtXVZVc6DoXIwNyEgeAljRpra01ugBOTVMS0na7zU8o73PgDafkAbIChXNnNdYDedV2WKqNt8qZYQAAIABJREFU8/Rx4zdG1+RvmGuAGONms8nCjVzC5e88JmyNkqKxCcxFwggUHKeleZyaEVwjJ3zsJw9LaCIqjHH74GI0uSOVcLD9G00QuWCz1hYGSSkfEmmazSbHR0fbbXt5eemcf/z48cl8+smnn/2jP/kJApeFSpE1GQAUYFQyYurHN98chL5k0fIerA0ibK2JMaQUAYSQDpVi3x5U8P/HuffdvHlv3Ncdci6+CwxmqDZB3bRjB/9dvxHecos2mevpb3rJ18CJdCPYI9N3/mcffvT5F0+b2aJ33DpnTWmMXm/WKaWqnM+m077vSKHv4sr7LPpqJhPShiWlGPvet207mUzKqrFW73b99fJKKTw9Pi2LcrPZCVLT1Mcni65r27bNV/a9s7uEH5vCjoXyKD4Ovk9EZOp8I2VjW55MjEutw+VSvhm897vdbry+x2z0vEe6MTKJ5B3R2BHdGFX3PUZKSetycDiklJcwhw3YWK3eDDxGuyqiNTbGGAjLusovUVZVVZXrzdYoHbwfUY35RcfmfCz3AYRDGmXf402utUai3vdRGABQ2LlAREorFE4pJhCttQshWyW7rkcgEcF9/T3u3249tPKHM/Z+h4+xfXaFutUNvtGrgIi5WDfW7gPucrCHSSnhfrOnlOo7fwsGI3jTCYy6c3iTPJpeSzQaETujnH0fKGIGJyffHBMjePPWbv2bkEpvHCB9C+r2FtcHYVhnjdfSdrvNTopbDJtRc3jLjjuCf27d+8P0ATPyhwREkwIafpVD2zNs9gYJZQ7Czl9e17VWSikSJhQhlTOuIyEw5RMQo8TxLssF3DiWAwDhiATMUZEWvpGFEyASAjOSHnfF2X2BGV/CTEqlEEkAAbLcGlIaVqAHH+Zhf/U6TOhWs314Io+o3qyIeUUBvjfDAKGAKEUaQRHmCIe9PxBHhXAuiw8uCc5sxv2nKtoWKThjFCIcHR2l4O7dvbNarWaziQiH4OfzuXPu/PyiaRpjjERhJAWS0dWYNWPIAqy1wb3+Kn/IbdvVVQNIzXTmY+x2g68jVwMA0LZtJtnkm6vtdqSVJgUCdV0hsVa43bTt1pdFlZJKga22GjUzK1KxT01hogTXOmM1B5cgSupT2BYmKYxlQYU1zLzd7rTGlIIIk2ISiBIkpeR65KQBlCFrrTaWlNm1fYiBY3KYwGgpSaLvd9umtK7bNpXVCk5OTiezo2Yy+/zLJ19+8UQQ67JE5s16ef/uyaOHd2fz+cnpHV1Mlqvd519+oYAnTSmcnO+00iKitQGRlGJRFOfnF5D4vXcfAQgkdl1blqXOjF+kbLHLHIdJXRlj8mNLa80phhhTUqMSpK5rpbQyBSizWq6fPHniwIMT55O2VhubGFiQtBKgo6PTdx6+c32+ZKaibGKUlODJs5fvVkVRNb2LXX89nc/R1F8+/fR6uXr+4vz3vvc9UnoymTfT2Se//d1yEy4vL7/44svnL1/+8AcfvHV24qMDslfL/vMvv+QUX768/uEffP/nP/vr1fXFH/3kJ71zv/n5L99+650/+sk/eH5+cX5xfXGx3G7Xb91/EPM+ibIAmPJaIK/0c+t7q3HbK/r33vUYQetvkzwNTWBarVY5Ygson9VhnJzux4L4LboppIHDN4zVs9CLmUhl07tSitJ+GPrGbwIAkIZxTq5i937Cw5HTjVzq9eooy7AREDC/Iu9jV98QqHDA0nw9MksOp/CIgCCSgBSnqJUBZO9aENFGMyaRZBT6bqeyQZ2HkSIpBBRELCtVVVKUUSk/n9q/+Ff/zbvvf/Dw7bvGwMur80I1WnT2d+12u6wMffL0Sd/3FxcXbduuVnx1dVUUhff++vpaIOXCve97Zg4oe0Jb1NoYY1Fpa03vfNftRLEutfcRkpAipVVwXpWqKYsQIiKB8iBSWN13O05qNplO6qIqF3dOj0+PTyZNczRfGJPRAIMcqaqLvLlKKUnoo+t22zbPZF3rrDEKIEa/Xre7EI0xi8W8KnReg9XWaq1jQioLQo1wY1ob4kn39VjKjBcAENjstrmFiDEaY0FU1/raGq01GT2acZQmlR33hMBktQkhdG1LmmxhsqLSGGQWYwpEnefUSqkM/MulxUiDH+O+8t4vj2u7rssKzIzTzJXkEDi0327l39TYieW/z8VhPpEOKfqH9eohDHxk9alXmW25ZD30+DDgZDLJPWe+8XPbmdvmbIPKerGu6wAAQZdKZdZYURSPHj2s6/rqerVarXfb7vSoXm12T75+9u6jt9t2V5iCJVtCVEiBORHqwa8qWY1zY8zbC3BuNg3Oh7KsVtfXuixE+MY5/A1Ouf/Clu8QH/j6l9+KHz+sEv9LTIOvv5D+pvjyEfsxGsbenOMu/DoXONeLbdterq6+frn88skLRnN+uel6b6xt2xWnRATzo5mw+N4rUprU9eoqpVSWZV03WmsBJKW6rmORyXRSljWntFpv23artZ1Mmpj4/Pxcka7qiTHm6vI6piDCKYau9YpULqpiDPnCyvvluq6mk1Pfu5fXm1ylbbfbpmmOjo6ur69zQzW64w6XP6PMb8TRjquA8Rn2Tb7JbPvOl3vefY97lVHGebjTyx/+OL8ZVyv5VjFGaW21QhDJBZm1tipLY4zROsY0bifGZmNUtQ3uOMJbC6VXF8RIlHePeWGS7Qkq/33guIc7GSLiJLdI/aOF6bCTGd2GtzyKY0M7/uyHH9qhG3gwKDATAAsbU7atz2rSq6trGQicN2uuw83zCPk4dJYO9f1B9MUtTNPhWi+n3B6eejwkF6d9xoPNF8+4Iru1l7ulw3n9Vnp9iPst7d9hHgPuZ2wpxhyA8U3RFLd+tPEHzGf34DnZuzHHpx0OAeVx1DMfXloylCCQtUibzaYqC1I3287SWgLWGgkMEAIoo7WEFGKMibOTZbgM9ubJ8d1mv3vf90jAKTsn6Zbo64YNE+OtXbExpqnrEKJrO8KM1KCcvEtIOfky/+zjQ/TWQflNQ77ckBKRVmb/C+e9SCPzRyV/9xhDfizWdaUIe9cqIiKEdKMHHkWw+xfKjeuN0j7FlGeWjx8/jDF4B9pQVRdVVW42m6Kwu3ZLRMfHR8YYH3zsY+cCAs9ms0lT79NYJAkjCbMgoOtd9EEErDFt6wRpt2uJlFLECV3fHR8tEGS32zV1Fbzr+76qKt57n6w1IGm9WjZ1ETGJxKIoY+o12c5vC90kHxNHJaYsMPodQdq1LUBZlRqTs5p//AcfvPP47Ydnd5BDDH1pCu9icJvgg9ZqPpsaY7Ru6qqqynIyaZqmrquqMNaU1aefff6//e//5/3796qqnk7qurRNVcb2+r133zk5WihN1hogzOl5ypab7eq3v91U5WnimFL8J3/+56XFsqB6UkeWxP7y/PlqeTGfNH3fBt8rwBQDSxRg73tF6Pt+t2m965sf/dD13eJoNp01GR2eGFJKEhMyB++NVkqRUkQIKYYYnNU2xcgiiZNVxhSmmU1DSFfX6xT54vLqerktZxXH2PXh+fOL7c5pU8YkL19eNZNmtd4+fXrx1e+ebK4u/+v/6kemqI7vnP3l//sLH/sHb99pd2F5cX18MlvcvXd9vXzx/MVb9+8rUqQLQkGCrnPPXlwCYDOdzRfHVdPA3tmmlDLKCOkQ4ueff3lyfHp2ehJcSCk+fvAoMF9dXktMigqtK8JOa5uiIKqxnAKUXK0CAMtQTuWN/MCxpWxB2t/j+8PzlvvjtgkNUStdlqWIEFBMKeO+sqNPBlnmG5orEchTDEVqSAplBiUAKMwIoLXKTI7BX3SY7vCqSU9AxtnYoG07nDbeEEoQAOQ/l3W+f8oMKtIcNfwtxJfxc7hRdoySHGZEIALhqIg5dAhiEABFA6BGENEqvf9771pry6J4+PAhc5zN5rlIaNvdnbfv7s6fkIghKgv73rvvWVMuL5ZFQZvr3bPt1XxyvN3t1uvNdrtdrtab9abvnXOu6/u6qTfbkPcweVCmVIFkPYupZyGEipgUaW0AkAWAJETXuR2Smi1qUqrrXVHquir7vi0MsSKjkjVyfH8xm83qRldVdXx8xJwMqbOzO3VVCSeQwRIpzFrpEEK7WyZOKUUNlfg2xcTMykDVlNpqQNCk8sw3y0wmUxclEanCFoBAkP1sKWbxLWFCjtyngYOS8hMkgfTB+xQLLqqqyKDXqihFIKZktNHa5qePT4Ex1xiDF0YZFUJWiiVk6YgAwBaWCLVSZHUMKcaUrwqtB89I13UjHnPEXQYXRIaRQc6+48Sc2GijcjzoXjm1z7WTsU3Nj/XDeWV+6h3q9UbIfL7Uc106Fkt932cUzdj3DsxYRK11VVXjq2dmRNd2XT+w+mJIIoPOa0wG7rquKPLWVIvEyEJKEamiMFororO6np6eBK3Nrot12bw4vzqaz+ZNlSMhRTLvFwXVobNpNA0dQMJlnAzvV/PSTCbeOcLbiQa3Kq7X1Wd/r3yFbwqoe2NXxszfJdzuO2JgbhUw+o2VzbjPHXWDrzejI4Jl3wyMJaPkAfDz58+/erHcOmqmx9er3dX1OSryMXZtWxT6zulJU5bb7dZUZtpMV6tVDGJMUVdTpQogQqJdu1FK103JDM75tm1DCGVVLxYL5ti3bdM0hLosyxBivkyNMX3oEOXs7t2qKkPkwtiwF6RVVVVofXpyrJE2/Wfr9TqPfFarVY78qqoqzyTydnsM18oLuv0Kq8t/n/d4+dodUumsdc5lf1Tbtq93C2PuXIa4jNuhvEMfN8g3/p/9Qjw/kvcsUBWCU6i7rhVOTdNk31S+eWLicd94WOKPpPh8tefvn3/LeQy211tLVooPRYAxh3Lt8fGWk80QcODm76+NrDF4XXz4TQX0ADkM4Y3/9XDKkp9z+cZEwKIoNpt1htNUVTWZTnO4/BifsNt2ebczritxv4k9XJaOBrxb9NRbw1StdXA3MTWjHjWXHU3TVE2dm/BbCsCbkiHxK/uiHM2X7599qZHVrxlAmlICAUIEQFS3qbC3kAN7X+UQYTc4j0dqnQARJUj7CZxCuEEnAx7Sh2Xc9d3Mw0RAhBDlYBw4xg9iNivC8M72ET1CRPP5XFKy1jgfq6K4gekBE1FhyTIGDvspPho0Qyx7HlKIVFXpve+6dogQVGi0yadN7uqHOKf944fy9GS/vw3ej1tKrbQDj4KoiEhxHFKnvkWL/0Zd+s3Eh8w+lQoJlUBCwKwD2d/2TMCSR48EpHBQnO3ZRTxEDNNBgyf7J4+MFx4CInCM6cGDB97750+/PjlZbLfblNLpw5OqLp8+fYqIR0dH+VaaFE0njmNKyQcfkgLhbGLkxEyKAMAay4lDiMxstAlhJ4hd71mgrkoE4ZQIYbftt9tt5qHNZ1PnXNu2KSXfdUEH7xyn8PzF1fHx1Gg9n02stdNJeXr6Q2b+q7/6K+HQTE5Kq+u6vn///mw2SwmPFvOqUCyy7MLFcn12svj8l3+XeTyK1J/99E9mk4m1tmkqTUoTWmuBU9Y4KUV936fYU3QS23/6j396dnamAXKGmeL+7ulRXZeJg/etUkRa++QrS1olxBBjkMSb3RoRtKaiMJy81vb85csPP/z5sxfP/vBHP0IQUiDCzvdt22aZ32az6fuOSIUQr6+Xn3/26dv3799/6+zx48eImKLM5/PdrmVOl5eX0+mUmWP0hdXr5dVms/nBD34wX8y0sUrrx+8+Xq7Wf/O3f6t1cb1aE+muDzFBYiQ05xerL589W/ukVRljevbsYr5wX3z+1YvL1fOvX6S+6/rkA4hgNWnuP3j75x/+p7fvPXz87qPPP//04nqT82YRSBG1rbOKhODZ10/bHhbzo6urL44XM2EGSIiQ9qMKEfYhPPnqyfvvPjyaTX/zm18V1r7//ve+evL1L3/98dtvPdDa5hFGYStjipRSBsxmjORgRs3DixG8Jvv7CwQElNb51M0SklHtAgDy6lgqH/LC0QyInaABfPBamyxUi4Ejp0Gt/uYyZ5BbjpRIgNwVDUf3ZDLRxmitKQ63Krypwrml79BaR+fgALZ0y2LwTdVY9ukdCv6/3Uhzs7J7tfuV/HiKEZQiEBKO3mVX2N07d87u3vWhf/DW/ffff//8/HwxLd96662yKNrt7vhkkcNIXe+Oj+ZlWX769Nz1IQZBMe3W/+bzT7Y753eblJzniMq2Xe9CtNa2u877YAqrlAbRjk239nVT6JxuKlDXDSBqor5zIQYkLEwVY+REigpOfmgejAYUoFSYwhLFECCGaaH+wU/+4Mc/+n2jgUN79+5pXdhu53J/ksuSqiqIoPMhhJBiZARhVlVVFUZh2fd9ANYIyGnaVFpr0WCMyenhxhjvgwhwlu4ZW4kgoXNOKZVgDGbn4ReCEjiMEkck1FZPZpMZz/q+TylNygqInHN1WXJiHxMgxjj49xjAFGZfP2TpEKbE2pAxVfIpxlhV1Z3Jadu20QehlP3DIrkrG/RQWRGTS6mqqqqqUkpZZbPeeLARCQpL7mwzUiGkcEvhOboKDx19h4+w0fiXNxCjZG+03owTnPGGHUf2A3o091QxBT7sG6Ftd/usI7TWhhDz2xi9Fblsy3V1TKnve60VYogxhphI2Xa3u7xaEam6MmdnJ3U1/fKrr37/g/eMVgISYwAQZfKh84oo6fAHzA5ZQiUwpOASYvCpsAbAp8RG4Rt9bt9Es/x7LdkOT6hv//JDQvh32St++77xDdu8W3SKW+6jUYQ59HLDO5BRX6CREucAU2HBPgQEvdq0T5++uLq6br24BNvdru3borIxJJB0enrUNHVprTLqzp27Wuvl8jrG+Pbbb+VfPBB577qu1aRjTNYWKcXdbivCi8U0xrC6vrTWGm3resacWKB3vfc9M4cQkaiuG0VaafEpCQEQ5aFN9E5SWC0vF4vF2endvu1iiqRQG3rw8MFyuby+vEbSzJRiRBFEZXWR4oDx2bXbuq4A8w7HjN3XoQsr91eZAbXPfR1dlckHRsD8z/yAjDGlvSZEAEhR8IGAEvLYX4lIDEkbLSJ953QWQCauqnI+myJIjE5rJJQkSWsDIPs0OSagxCkPPwQECUmhGvRz3DSNcw6YHz54Ryn17Pkz57wAjtGibdfnXk5rA0iAZKw1KQJAVZZKobAkkFwusAABIykilbtNAFGamBMAimCWP0GGTigChJACArDkRY4SDoOBKgmApJgARFiGylgASUAgppD2kypNUBjdVGXXddZaEZ7NpoDY9y71TKiGQABhAUaRgX2WDz6iFCJqvYd55KzNlFvK4TeHA6tMkUakPJKHlPKtn1JkSaCwLLSkSERxCB6kDKfJHDkkGkYimT27J9EopVNMpCglAcx2DiDMc/F8j7GAZH1gSgmJhFP24iMSEhilOKUUIfpIqLQyoCENUQGsSBFhHkzeUmWPXa4IKEI83FvmiTwP3V3ipI0hItf3SKSRQACIUpZk4NBPgiCQcr2XJMFHAPC9UwQENvQh2TovokmpECMnYFAAN6xnpMzF4oGlD0iYjX+EqJmBGWJircS7zlprNGU1Ztf1KSUBRoUp8n6wN+QgZd2jsVZrDYACQEAggiAZw6CUSkP212ALHAJntTqMMB7DTpqmQYK+6xF19v4RYe6WSSGAIAEwCAAh5am9VmPEorLGZvFpTsAaM1JFMnFnKAsVqZwvrRUBiO/9/bfOppP66ZMn9+/dQxSt9NHRIvd10+kkhJhFVjHG4CMAl7VBMEjKBdcHD4gxxeD6QoEhVGqA8SURbYuyKtuuM1r56EF8oZW1JSJyVTRN7UOq6hqBvdudnc4nTclJAJSC7k9/+g9nswlzLAvz7ruPhAUw2aJ0If7N3/xVXU3+zf/0F4Uxwmm5vBYRFuIQIqdNt/n0y69eXq9nP/kjEdEKWTgG/MH33hWQdrPh2HU+TiZ1CinFEAdW7uBoLuqCk2jUmFLbrZkDoWrbfrm6cr5CgJhrWFv4yNo2SLaqj8rpab/b9tEPmFYWEQm+ff7ieVXqs7Ozoig8RB8gepjN5rZSp6cn0/ro2YtV34cu8MVq88nnX65X67P79//u5784Onoyn87Lolpv1svOG2MAbT0/nc8mIBC9t8b44BUpH+LF1fWvP/rF//Mf/tNkOn3+/Nmjx4+324wzBdBKmMlYISSxOjpWATWItraaNdMJKIXWoAQAkRiIMEnabbf37pwx4OVyOZvNyRS751eEFgG83xUFIpD3/VdPPktwNKtnmtRkMkHSnRMQJWQS9Ami874qqx//8AfPn3zx0bOvHj9+REr9/Fe/ms7mf/zHf7zb7dpul5h8gK7vQ+pZArBC1HlN55yLMSLK/pDLfR4BIEDKgsOhQ4vxRuyQ0rABw1d0njl/DoC0sYCoTYFEiOx6T0opUnkuQogwrAnlBr0CmMdDWT4qKNooQRDIQkcCTi6mznm33fY+HFDX92q8Q/dKfjOIidkqXWrrOHvsUx7HoEJUKGkIUcDMRt4HBaXICKwJsyBbqQHG1UcHwkokiRmrPuaEIFqrGGNOy1SApAgRqrK0RmtFxpijxSIEf+fOnYcP7re7dfThvffeVYqauj49PXn+/Ll37uE7b2sOd+/d2e0652PX9l8++5iZ+76/vLzI6uinL1cP7pRFWa5Xu9Wy/9mHHyldpN6JQKTEIkRaG9NvewAs6kYgi86RWKUQgw9a66qsRCT4kIXiICNKAJ2PiQd7bVHaEIIxOsTgXTQU1aBlla7vP/n003/4Jz959OCsXV+2m6vtlZtMj1NMzvkstc3qp8IYBLDGpBTqpjZGM7MtzHQ2yZ1DVnwISO98TCwC3rneOUR0vev7IbTGIFZVmbnPOQBVGw0iGdgGCgxkpj8X1gJi27bb7aYoCqMVc/KDO1QAURC0VolZJNZ1ycxIYK3Ji7Is+Or6NoYooiVB9GF9vWqm0/liERIj6iEvxBhh0Yp655hzjgIZY2azmXOOKK+niIURMHFKnHz0KSZjjC2tc87vD7S8VcvitZzuM+4q8gNoJOLmlizP8bORVSGVRYGASNmGrYgohMFTNxp8clfpnBsxgd57o02MCUYWK9J0MkFS3ntObIwe7YKZF5r3DblzDiEAYQihBOW9T9zXTZMSs0jft73zIdRVWVSF3bH7hfv43ccPjxczkJwoDLJfye0nL7dBBtkim9sERGBUpJCZ66bpui5Gb6xJMZLCPGffnwn4nfZ18p26vm/aXowHzuvt2Rv3Dd+Sx7D/krTfFNzs3oZAhVu8BzyQse2zaocSdVAW7G3AAOCc10b7EJlRCDsvn33+2YvzqxjF++STdL73PjBzU5eZOlAUVimqJw0ABOfPz18S0cOHD5FktVp1XbfnVXpdTrSm589frNfrxXx2enIsIF23PV7MF/NF14X1dgsAKYWua0Pwfd+f3Llrrdpud0RUlnrbdYIgoDil1fVyMWvaXYegGdKjB2dVQb/++GNNCMq0u7YsSm000TB2V0BJuCxsWZerzVqCFGUxmUy6buecG8WKo3IvR6gPJK490RUREYgQFaHz/aRpFov5brdr214r7XyvtdKg8nAx2/AcOyIlLIM/TgCRAEEYiJQI2KLwoWcGImNNCYICEZARRSnNDCwpX8oiDIhEyIljDIkZkZzrm6YhHNyG28369Pjk7bfe+sWHP+92uxhYgEJICJAU50bDMZNyMcau642mEELbtpW1RikXHUtW1kBGMHLKT/JBSZdSynI+Y6oUvKSEyihtc8hzEkYUIsURmbMQJeW1XRYG5ADtzFsXFJGBLlU1tV4brTUBVIWFFK2i6H1ZGdfviqKs63K3a1ERCTKnDAVgkIFpCQicNWyakOqmttb64L0PWTJHOf4YEQEz8h5FUmJByOI8TSTAhdVApQ99aY9KawIniKy0JVI5sUBkKGPk5sbeb6JQvO9pWIjv20JOgqBIKaPzcA4RRvaAwhyEmIBowJaLgICx2UyunHNKH+hgc3f8anrhOJC7Uery4PcY0375cOanMErClARFQHzw+UDP9ZOkMIBsIDM/8yCQYkwefVOXWhGhQlDBe6100VR1XW23PSDEkETSGM+aYhKW3OwgAALGkPKuDIAAFZFi4cIakVRae3p6ygK73RPvHSpFStnSxmECICzQ911ZFj4GBqCsAyeMwe+hEIJIwTlTFDEyEYGIcNJG13VVWiMp7Xa7um7Wmy2SGmBoShel0UTrze74+Di3HavVarVaZexXiim36wgEgCkxjttoVK73tiiz1Hf0hR9Y8oZnDEdAFNKYkifCH3z/g65vv/jsd1VZbTfbsrCl0RL58uVLpVShzdFsfnl5pZGKqkYkgFz3EKMwQuQEhCmk4H1T67IyKQWWRIqqotzuOkA4O7sjkqwxhNwUBgCV0qSLbR+en19eXl+ThPcfP/g3//ovfLcMMRGZf/tvew2uUHXn+3pSGIgsMYQUBbve1fW0bVtSJnhvFHbbLQCVTVMUti4qbdTZ3XYyP1agy6L2vksctrtWJAXXK4KqLJOJXbdr6omQUqQJMfSp946VbDq369P1qmuaerNZGUtdJy8uNljYszv3nPOltT6G5WbFoL58+usPP/rth7/6LOKz4LvGwq53bbsqNDFHVHqxWNST2Wq1Y5Blu33+4vLLz57OagaVkPDyYvO3H/38rUcPVFFGwPPrFQGpon7r4XvJh82uv7xar1erv/vtF1naZJSqykIRWa0X83l+dCptLq6ury+v59PZ0dHdxeKkKsv5fHZ0eve3n37eu95aTIoENKAyRJNZuV5deUbQhQgbrRNKgOT6VgmDxM1u8/Lli8f3z7aOL69X80lxfHqsLjZ9kN7zartOsSvUxIXw0z//s6Y4W++2WvOPfvTDjz761eXFhXfp4aPHURkGBaTavv/ss98dzerT48fXqxUDnZzd6/u+d31ZFrtu3XUOwQgAYEJirRWi2Tu9M4YhiiQQBtAIBKhvIJrCo/rr5iAaV2FKc3EIAAAgAElEQVT4SnuVw/EQEJB8jH3nyrLMG3MAyZ6lPMIXTjAcxmMeA+aH5d6ad4Ncz0gUUHq1Xq/WawBEooNo9pu3ciPAABQW0IoIWTAkdj4ag0VRrtdrH1KCJCmBjOc7AydbFMF7ThFBCESzRBGfvNWGBIw2ZEjYF2QiJK1USqlpyqqan5wcKQVN03zwwfvPnj07OZqfnJ5wCNboxXwWgvdd9+DB/eura1vo6D3A8Z7vjWUJ3eayUGxK/cVnn2xW61//9uP1ent+tRQwu97npVZKsaoKo1W383eP3lKWBIlRkzWtbwm1UkYolGWBTCEEUoOsKRNPAcAYpTWRQIqJALXWpS183wfnlFJGkVKKKRldZr4ic0gBikwsZwHAvuuKslDWkAJUtG77//l/+V//1f/wz99750yCm02mYK0VaWAqgsvrZQhRaV0WFgmKwrJw5uFlgCQRIarReCYiQtjuuvwgyzBJa621g4sv5ktB2PeDaCulRIqM1QDAwtljKsyZ0KMygRpR53iPwMxsivxVipkxpSwZAZB21wVv8iYwqkhEpa2wGJzzddUYZRih650pLABwCISkNQGLcLK2yOVBCIEU5RYRgERAa0CrVstVzlpQpEhRvsptYUd82mi8L4oiI4sQcbvdeu+bpsmsmsGVSpTr1Ww+Ulp3XQf7FkEp8sERktKKJaWYEktGaI7pzVk0tG8WwBgamwVjbH4Ja4xzjkVIQeKQOMYUIXBilcE2+Q3UkwWS3uzaFLlu6rbzfd+HGI6OF8754PzXT59dXV7cO7sbg1T19Ww2A2GtwTlXFCXLYSDzDYN3FFxnu82wzZcERICQmKu67lvoO1/VZUqeiGA/Xh97pNcllK/u2fC7rvW+eS83muS/ozjzm4wkY7Ld66Es+nX5wS1V2DBaf+U78s361RQhRgaFSr28uPrtZ19cXiz7KDHybueYc95aUIpQK0MqpWSIrKZut7m8vASh09PTpmk2m43SuFwunXPHx8d1XTunSEHX9UT0+PHjyaSOPrCkR48ea61DcNqYMgISXi1319fXVVW+8+iRMfb6avXy8nIymRptt+tdVTU+tpzyRg6VGnjum83zs7PjTz4JHEjrYnW5ijEqLb5ficaiKL3vbFH6uN1tHJICSF3nqiLkpFNhHu+WrAo7tEspIsBxUwHMCQTzl2SNZWULZfTLc583LSklqqqiGcweY8DA63zFEZSUj1ofgghVTbVYGGtfBEYiHRMfIk/GwLqUolKKCEPw1tq+77x3kmJZ2fVmudmsSZFiqppZ2+6YU1kWfd+bwjrnBEDv4wpGCWgGveDoPQMAYCBMzIq0cAJJEntT14j0g+9/sNlsvvrqK2HMUliIkawG4f32RmmTd/oaBPM5vp84JBlgH8IiWTyWh0PTaS379Ai/3RlVhRRiDAqQOXECUiTCStFesKA4xXwSgEhRlQCwWBwLiF+HxIlFZvO5Umqz2YQQOCVCNNZog4zggkfOPJoIwiBitEZFeULmYjDWIqoxejtb9QVGlc5wiHBKRGo2m2WkMqEWEUlMSFVZksKzs7PPfvvpwA1SxIIidEhGFkmTusn9MCEaTYqAFE6nk6urS8eOUCml4IC5enhUHfIz95SarDgdm5JBe4WAinLizZBYoLLPECSl3HC+oq3NVK4YY2mtiCDl6zkZY5hTTF5pShy0qdGgc3FU1d5SGh9Yk5OAEEFZFiAJUjo6XpTWdl2XtzzGmNwhcRotqTd7y+BDSsk7jwIpDLG/WqnpYrperUgTEQn7xEBKIaHWVNeVUQqY27bruk5rHWLKChNmZonee60QgdvdpigKrXA2bfre+738OCMfECmnz5dlWdd1URSbXYektNbAIf+YGYk0Vpn5fLZlnWLIDNW37r/tg9ts1o8evlMURYx8/vL5ZDLRWqVEpKDv+7op27bMGe45SSLPXLuuU/vMiRhCCIFFF2VtrEWiEKPzse+7e/fuGaN2241I+r3f+95uvVosFpeX1/fffti59PmXX/ddv5hVMSTnPCGyMMcoIu+//37TNAISvVuv18ypLKuuawE0s/iQiJQpK+A0Wxwzc0jJc2iv+ourF797+uTrl1fLF8t/+qd/ZAt7du/OX//qc2TQyrZ+2/feex+iOL9lROfis+fP16ttWdpiUj558uJ3nz/55UefFIXZbDaoxDl48uK6XkyM2aaUNti3bcvA62232vSXV+u2D6u25eQ3ELY79+CtO5vlFSnDLJ3jmBhJc3C7XSuAABSDR9JJJCVp265zAYBBZLlcGaLd1inC1Wq5226auiJjFovF9fU1CiSOiiqjlTYqX84phb7vRDhxXK+XL14UznfzeXN9fUlkOCXnHFeGURNBDNE7H0tNiDGErm1TSqVSCDimZqWYFovFe++99+Ff/9XJvUcf/N4HH/3q715ulpErZW3n4q71KUWq9GefP/nzf/yPlldXLy7XTVNOp5PpdAoin3z86YcffjQ/vQdgtaLMcrhzPDPGXF5eAunH733gnPvss89Ojo8LW2it4x69MDg6iFii8A3vYR8/8FpR8qqT7RBPdTtlbjhG9phlkLKyIbiqqgAkxqgNxcQsjCKkQADzcGSPMOGcmkADoyQJM7Ls35RIcIBojErMHBMoDbf6PJRhv5gbRMIkCALLzVZS1FovV6vsPy+KgiUC8z6jhVAkIUgMCoE5MaIkH0LQ1aSumxh7lMQplIV++PDBw7N7i5NTay0An52d3T09zikazvVaq++/9w5L2mw29dHUaNX1LUo8Op6+fPmsaRoiXBwtvHMAYK3xwQFK09TT6fTy8tK5TiSenB5/9tnnpqgS07RuzvsrRCrLKsNLjJGcD5G3MQBirS2oioEjh2y5z51D/n+c74QH15YxRmIaDRd5ibRarTKfyRiTfJ+/SqE454AjChlFhSmUUkQqBwItjmZKUfBdSP2/+3f/x8m//ot7p2d9u4sQrbXO+RjS4mjRdR0CdF3Xda1ShIRIlFl0mUiZzThjqxM45e4uH/7L5TLbagYJoty0AbnnyQ60vFoAQud9SrnjAgCwVmXFhHMeAIy2RVFcXFzkZsk5N6IWYozb7XYymWTqEh3guwdtZIplVTCg9957v9lsJAucmI1WKUZBXVWVtVprnR+XxlprrFLGGBOjH/Fm2UaUNwoZezO2eSOHc2xORi7LCBhv23ak1uWMrlHqud1tM1NUa100NjtBkKLiIUBvBNqNnUlKSWubP668AFD7P0MIBAwK5PyiePDvg/EexRi13brVan29vJrP5yxS19XJyWmO7UGAGMKsKY2h3a7rndfEhGSMkSR5rrNn+8mtdoaZgW+cUwMFI6VcRE0mk9V6OUzLRRAIkcdF1rcv9N6ou/4uzd43pZn/Z1POXwfFvd71vfH76BHFccjJOHRV7f9GDtNIx/o7JCFl1uvt8xcvnz5/2QdWRc3Rbbs2MKAIohSFnc/nVV1aY0hRDkwUkXv37lVl471/+vRpURRlZY0x0+l0Op3mmcTFxUVd1/fu3QshLJcrq7Ut7Ha7SzECgiTZbVok9DFOp7Ojk2OlzXK9ZSRjCwC8e3rn7372UTW10aeUhsiZGBMzn52dvXWncT7WpV6vO51ABAkEQvgf/+V/9y/+xX/7H//yL7/3/T/48JcfffLxp7/6zSchpr2jgEEU71MgDxvj8dpKKUkaYA+5ZBUWQFFKe++vr5fM6e7pcUqJRICT0WZgdeb+cI9MPETgHGL0g/daKY682W61ImNV27fG2pBijAgIidPeJJaXTzJCUxAxRq+U7bv27p2T6WTy4sWLEHwmLlxdXi7mC9ImBQ1g+q7LR6rkRdte1puV3/l43W63Bxve7M5H5pS509ZqVTaKAEB2y0vfewUCBMBBOJmyYI6ZU2e0rsra1LhcLjkxkcpH1RiQMAIJs82jqqqyLFer1WzWZLlaCAEBUop1VVhbaG2LK+N8ykcRA2plRABYFBAqPD4+6nZtZj1dvHxhS5tiIISiKlMMwbv8cgj5AEUS0UrFiD74wui6Lo3GsiqvlisOmC3FffBpsGaNuXYkAIkTEuW9TfYY5s8wP6hms9l204U8pUYUgOOjo2ndWGtSiiDCEjORKCOqx0/4/v178/kUQVzfx8QswbsOcWaMGfOpEACzfxKE9qdhXmnmik0rSDExR6WzeFOKosixOQOUlYVTstZOmqbv+7yUy12D1SYOdrJBHhFDGHNKlFIpRSI0VscYjdGksvpRDaJ5Gqikt7BPI+TA+U5rrY1iEaU0EXKCGGPXtYXRmSQ0pHcoJQDWFNlvloPjY0xNUzJzCD6mkAnvSqEm9cEHH5RN9fNf/EITheBtUQyJGimGIH3XJqXb3W42m4cQeueZw2azGR4bHaeUKmsqY5L3oXekMqjphpeFA3GH4z7mseu6mGIIQWmTrZ5jf/t6LDIKE0JK4YMP3i8K8/Fvfn3nzp3Ndm3taca7C3OKMJtNWNj1fdd2k6Yuy/ri4kJEnPNExCx5ad+hdF1nc/JHjBeXl+eXV0csRVlXVa2Uury8QJDdbvPnf/bT3//973/xu0+NMdPpQ1TF8/OvcXhGqK7r29Z5t/QuVFUThZebta1KYA4pEoIAtG3LQEFCPm///f/9Hzn0RlFZFM9ePAdFy+slRGLg63b79Yvr48nCVhVospW5un757NnzLv/pHZFiBGPKXdt/9JtPLi+vJvVkNp/MjuabXYislhv3/HzNkl6eP287DmKePrtYrrro09m9u+fnl3fO7l4tz7948vziatu5FAUVaQF5fn5prLp8+WK3263X68QyXxzXZf310y+n87rvXEosNnt4KAmjyrBZ8N7FkCpbb7b9cnm9Xi2NpsXxcde1wXlJzIhNWd6/f6/vOk7BGMWcqqoG0qWLy+trpVQzqctkitIeLRbTWXO1XBMip6QtVUXp+p5junty+jy4zWZTV1UKYX8RDfMLrc1ms7m8vHr06FGA4tnz56enp+Vs+vFvnyeWtu97n86fn4NsLi+uf/Hhx+vVs812e3l5dXrnBFFC78qiXG9daWtOFEKsqur9xx88/ep3X3/5+Xvvvx8ZPvnkk+Pj4z/8wz/s2nbIltwTFw5BQVn8P/6Bb6hURsjzYQ7Nm+mU++IsxmissoUW4BBDTFmiIntuFvCoa5K80ZMsdyRAEqBhrH1DvhVBUgYkSWICAIUsODDPB9FFVnMPwzhBAaVAGCnD7qNEJoUiUWvk5JHZIIAkhSqFHhWdHs2dc6cnx/fv39+5vraqQFxu3Ww+OV5My1I3lfnxj394fHQ2q2uJMcbgvW8KDP3Guc73rqxs24XQrckorbXr15xjgkk4hcmkQcTdbgsiWQ632W7m8xkRrtcrpdRbb98rq2J5vbzcdv/0n/2Tv/3Zh6tN73xXlmVWFgCofDYyD76sfM7rovC9j0GYOIZg0KqiQIQYXOI02SdfhxAIQKkc/SecWAS6zhur8vwrJSAU4ai1LqdNKHNvYm98+DEl5t65vIcEiUrwydcv/v3/9R/+5X//z7Wp+tXLtV9pZbQ2HENupImwqkoBUIqU1lkqPCLQx8goEcmQ8Px4bZqmLMu80MvHbGaVjHC7kc4woH0ANrudMFd1PfZLnIWFiADgwGdTmfc+5yTngVpesmVIyRimNQ4rB/aBVjFiFE6JfQxEqLWxxiAIEQbntS2UUrawxgzpCIi4Jwi6PEzJ0+38bB05nGMu10jLzObDvFDNyInsdcyCyczty5VqboC990hkrC1S8t4hISkVYxKBHKsrSTKQJn//QyAnAOQnY/7xhzwn5sESr7UIpxTz/b7PNhCllc4gQWGNSIpOjhfz+cx7nzcxibM8jVKilBIgJoGCtCBfXS8/ePdhDB0RRB/wFXoZ628F+Q47lRE5LlIW1Xa3ttakJFoTCN3qgL4pp+7vRbx8Y+454isY9jdi+b7jiu+NKXc38eijtezWi726o5QR+3bodAQgVPZqvf7lr36z2uycT0kwCW12feejIoXAdVXNZrPptIkxNk1jrV2tVsury+PjY1JquVy2bVsURfH/sfZeT5Jm153YOdd+Jm3ZdtMzPQaDAUGQAEFRG1xJS61W0koR+6QHRUj/3T4q9CZK1Ib4sLsSKJIggYEhxvRM+6oum5WZn7vuHD3czOyaGQALSqqn6q60n7n3nPNz1uwKX2ZeLpeLxWJvb282mzHz5eWlMaauRz44o3RKFEKQKEMIUqvxeMwAfee6zjX9YG2plEnEhbEIgLxplhbLVVXZtm1Ho+ru3bsj489On751707x/qQqp6vV6uc///k77z7cm43/7m/++h9+8Q/E6mc/+9lq2VhjE2XmF/BGVCNuZyXv7CW/ubfltNwUA9wScxuj18ub4+Pjqix8cCHPZogpxEKbNeNtC5zbyGrmNCciYIqBMsPQGBOCFznaIfhECRBSSsBIG23YZg730bc+jDH86pNf3rtznFK4d++eEOL6+vJwfx+QjMnupHR8sJ9CWCxvmDE6h1LmcLDbCYHZDOprUtFMT5dSAgUWLIAP9/cfPrybvDNar1fNqCrm+2MmeX5x7S6vIAlkQkQhSSJosbESjSEJQbtsBkSUUuWSIm0r4924TsqN4FhKWRW2rsp6XFNipmiNQYgoZYgMwAKzq28qClNYG4YOIVHyd+7cGYYBMzYHbLJ/N7A2GmJIiQRTv14JTiyU0raqiu999zujynRNkxKt1+vBxZRSWZZN34XgUCghxIZ9tAlgw51KM38doxQgN00zn8/KsvAuZZtvIQQlOn99cf76TCDuHx5qJYfQA6CPfHV5BbnNS3k7S1Yr73olsntb8H7YOQQwcyRSQmzooxvByhvC97a5wkRBKaW1zGLr8Xg8nU7Oz8/X67VSajIZ5dARYA6DSwBayboscpxa1rZl8SoAaGOMMWVZJopaa62yjBuDD8YoAI4xSCGIohYY/Bv/1d0JzdDTtl8SVVXVdd20bYxxPp/1XRsVEqVh6IkxRsqZsFLrwTmB0jl/expVFIVSOmfFeu+lVlpKJhICu65BYLHdqzZ1gBST8RiRE8WqqvLkFSAbZ+uyLPu+r+rKe6+RsyYtRFqtVraqQgicNh7NW2n4mxuZmbOfhzEmcXjTEG6zPW5brYbomOjO8eHefHZxcXb37rHROsa4Wt/cuXOnbcrZdGoL49xAKVmjm/U6k3G0Upmis1FMCQFJ5Kxzq21VVUjOFNYHL6SURkujXfB+GPb3ZlLAwcF+27aHx0cvn794/vzll0+e94F8xHo07rpeUAQUSmrW2HuX5/fr9TqliEzD0EuBhTHaVl3nAEUi+PTTx3VlJ3X14MH09773/d73zbodFVNiHjj98tMn66tV10ViICAfvHM+RS7KerZ3pE3R+/Cj//tvPv/8S10U1WiWCFfrvnE+sYosX1/cJPp8tme//PKZMpOynA+xlZGJQOqirCfXN+vnr06X6z4kaHrHUhOgkPLLZy/W69XN1floNLK2UoyJpY/kXSzK0WhExhYhDAAChdLGEHBZVevlTUpJKuV9fP7sZL1eCQllaUCKsirz8lgURVWWe3t769USgB7cu5coSCkJxfXNSmk1quqDgwPmWBSF0bqqKmA22mSBaFkUNwuWQozH48W1KaytizKXd4kSotwh803TnL0++963PzhftNdXi6PDSWHKcT3hxCnRer365JNfdU2aTvdmkz84OqovLq6cT8dHd24W1xDTet3cLNeXF2chRK30MAw3Nzd7e3uTuuq6Ttvy6Ogo34xVVY3H45vrPqXExN573qwbsEPn3gB0zN/kMXFK3rn8xDz+yHLl3zy9fqNU8SEqbVJKQrJAGYJDIWVG4VLKyB8j8cYXU2Qniyz9Q5AoNKLIA2cAQZzy/r0ZBAkFmLG+zETh7btvuKYACZiFVMBJKYFEDBS9N0bXdT0uC6XkeDw+Pj7uu+bBgwcfffTh5eXlfG9a1/Xri8vQtweTCcvq6fMn41FZVYUUXBrk5M9eXQlka60xCjl0TVuPym7ds8H92aRtW6vVarWazWZlWTrnkCDGOB6P+77PMyOt1HLZzuezg4O9s7MzKcVkMiaK1qq3Hj54+tc//uCDb799s/rJT385Ho+cj4mw7x0x5Johe6dth7aCmbz3UmSAKyglCrvJfAJmSklLOYSAzMF7l4IxprAGhMg2jHVVZUINM0vU3vvReFzXdRbMhxCy04b3fhic1gYZuqZVStZ1VZhCSvnLXz0ej6d/+k/+YyF0YTfaLWttjEEIEWNAgYMLxuiqrrXW2dc6w3rW2szpKMtyCD6XKLnc33h3bbE1LWT22MtA03g8bpqmbdsNyoSCiYfBEXFuWmKIKSVmKKzNL5WFJDc3N7l97fs+G6tkhK2u6525ZZa07VJqtVbWag5RKaVIb139lJJSCcFlQSiGYXBuEKLcRdRuGirCup7fDgnYOerlN8rSoYxJ5u0sJyXkvis/MRcYu4+0C8TeDCWBnXeJ0uDcsM18N9YiiRCTEJgvvE1yFSLtIk1j9D7uuobcVO+OcIwx48Y7x/6de7y1NgOWKFXu1QtEqgpm9N4H7/qujTH6ALlTTbEWiFrh2fnlfDYZVxaRlTZ5NdhunV/PGc75Sbchr43bPGJmlxhjyqKOyUspsosn/gZvtv9ffr5J4PxNvdztCuE2le9rD75NUv2KnI/fdHrqjS/cbxD8cXatoM1ft37AKKUenH95enp6cnp2sZDKrJv+Zt0aWxGjFJJQjEfVpLRVVeyCttu2BeDDw8OU0vPnz4uqLkq7WCz0oIUQx8fHQojlcumce/DgwWg0ytPWfCcPw6CUciEKpeuijD4UdQUA/dCnBMvVmhF9iERLIlJGT0b1qCx9zFFFEjgJFFlLs1qtTi5fxRh/+MMf7O3tLRY3Zfnoj37wYVWNFovF6fn5sycnn3z+CgBTYhYyRc7ScKIoBCiFOSHp9sxG3Nq3sihqS20FYFZSEKV874UQJKdMGddS7R/td73LA3gppZYStnfRN3PDaZO8k8P3dCAefBRCSKmMKdrGCcQ8JUhfsYeB7IFujGJO1uqDg7uFtecX58E7H4bZbIaIe7N5htbqsliuMCbCLXF0hy4ao8qyzD6im1zOGHeAITEhkZAyO+0brR7ev+99p4QcVZUtTOIEoIFT2yzH43HWQWqhKTIzr7s+t/pSbpawr4zHgPJAKISQxcS5hC5ymITWfdN45xjz2Gnj+bud3ETvexSoJOzNJ2+//Zbvh7ZtHj9ujo/2pZLMSck3keuZw9B13S5jt+/7J89eRoocSUtxfLDXVZoZX52e9P1Kax1he6a+CqbzV+9bZkgpDSlJiULgeDwSYtPu7s44pYRA08no7Qf3EYBFBCEvrxar1Zoha+oYOAUfpELD0o6LwfmqLFOKGSDdGJlkOhEBIqLWO5DtNjESAZRSs9msKIphGELwfd/lDLpM9vA+SCkpxJwuarQyRo9HtUJwbhggWwQFKSRtPbi89wyUS4SdsZP33lilpMymW9kefccBvp2lsUv+yINJIUTW05+dnY1H9fHxsbWmtHa9bttuyEXP0A/d0Eupth3jpnMLMXjvkSHvbWVRHB3spxiDH7RV41F1s2wQRUxRCMlMxGStMVpy4vW6Lcvy6Ojo/OKy7XprbSYjjUaj9Xp9d282mc+7rvPeT6fTEOIwDEwkVBZ/Zqp24m36pVJKaXVr1RZZd4EoN6ZcmxsHAEBysmX5zjsPbxYLgTDb28t5Bs65q6urPFKlPjXNOmuktZaIsuu6GKmu6+x17JyT2uYaaLuMKKvx0aNHUune+eVyGULMC9UwDONR/eMf/513PaUghezabjqdzk356vSyKIquWQUlEkHfDTHR4P1qtb5aXI/HY6N1SNwNTgg02g7OJ2IAqXTx8O1HVksE9olSgsGTj7hau3WzwsJ+8smXr5+9PJ4aJqG1VcpKaey0ltIEor/7+BeffPq5j6yLWtuCUdvCGCOlkYtlD6iePH1xcakfPbqTQCpUy3U7nwCD9DE+f/6SgT/57NPeBRA2xqCUiYDAFAItV+2Du3elLoU05xfXIabJZPreo0f3H7y1v793edF0nYPUC6VCaJnB+7Bcr/dn03FV950HzJ51EELSJkqh68m4rkfr9TrGmDaTbNm27c1qKbK3kBBCashecjECpGHoQ/AiG02kOJpMZrPZzgx9gyQQ5cF869zGb4Q2N8h8vvfOo0eff/65qefvvfv+i6efrZqeuRSAk7p69PDBfGQ5mZjo/OJlWY+IdfDw5MsXe7PxnTvHRWHffvToeuV/9Lc/ydDEJ5988s5bd+8dH372+HFifPTeB+fn55999tmorr3zuUa8LcjJw6Nb8xEphMiGlht2+o4QJCXfxu5u+Q3wr2sLb2dXEjGlYIwF5sE5ZmRGIsjCc0DFKUJWTm/CGwSCEFoLZQAiAzJKZkSBTJw36ezTgJmSySxQ5CiIbM6pMsseAASXpTVaI0BhDRPVdTkdj+8cH929c6eqK8zQAfOorvq+iymsbs6MhjSsX5y9IJTRuyvXoa5en77E338gOAFw8F6KwRoZopcKpZLOZ31dMd+bxZiWq5sM78wmUyDu204IAcRE9Pr12Xg8ats2xYQA0+kEEV6+fDmfz7x3TbPS2kopnesn49HJyYt7d48W10vned10g4typDeCDj8opb33uQEjouC2kUs5IE7Q1k8l48ipLIvce+Q0mLqu67rOioPRqM5kjRiDc64sSkAZE4dIMVEa3OXllRBY1yOA3IdsILU8Auu6PqUojf3pz/5hMtv76L07xNEPIXivtTJW52BYZYxUJjMmMnqW3UQQN5v1BqhhQGJrTSb4rG6WO06mMUaaN91IfnzejDZhbsbkQuJ2vtwmLGFr2szbFKvMTswNTAbKdioDY0x2QM2Pz6JuKcAYA1Ixc9N2WQvgnPMA1ujCGEBRluUuRyobPeSdWjVNWLkAACAASURBVCmVQ9V3RMcd5yU/JRsR7+6afGyzOfwmIQklMSbiEImZY4oA7JzPBi0h+uy5orXe29vLlVVKqeu6PLR1/ZBHwFny97WsL2vLXJVlV5Xt/F1uia/aWpO1kfkay71rCCG/mi0KISDGNAwht38BSGtVlgURrdau7/urq8uTV6/Kwt69c3g4H3/22Rff/ta7+/szKcXW5DsDAF/JrNooZoh3H/g2cSa3Mj4GY61vHDNLCbhzBgDe1b3fbK5+R0Dva4//WpYVEMIthijTV98C+de6dP4mGuc31s83f1Jfyz3/Wl94i6K5NfNgUNIMMSYQT5+ffHl60/e9MlUiRmlGIxUiAVG+IPbHVYwxJS4KMwzD1dXVfD4vimIYOufcnTt3ynrUdd3x8fHGQE2IZt3FGO/dfWCtffHyWb5kM4sMEYNPQgjnw8o1xuhqVA/D0K6aEFMk6rp+uVrvpKJ1aavKDGsfY5RCxBibthUAVzeLp0+f7pfVe4/enUzrk1fPQhz+1b/6H996+FBr+Nf/+n/90V/91Baz9fUSUBhjXQxKZb8jShQBKSZ/m0h5Gw7d7IJERLfJspvpYQjBeyelFMhSSmMKKZtHj94bnHvy5GmmWaeUEG6x0bbBfW9irGOURhJxjMENHoCLQhNvch2YkjR56MsZFIzRZ2ez1Wq1N58aY9zgjNJCIGydXoxUZjRar9dVYaXUXV1QjNqYRBBTQiG2gDsCQF3Xq9UqD+qklBBjJlRmh4zMq0RmAdINvfM9xxAgaonAUQgWAowWVuM7jx4cHuwzRUQBCa+vb5ovnqaUdocut1sAEEJiZiEREPOqPZlMlBCvT0/zg2OMVVX1ANlTUaBU1mYgPlNumFkXWgiEFIwRx4fz4NzNjXiiqCjE3bt3gUkAZ35FXhmNMTyf5DXLGHN1s3p5cuZ7x8xttybYQ0hCKqtNiimEUFfj0Wi0XK6Iv3IT0sb8ZUdHFAAoMHtvQNd1WusElCggi0y0QESBEEPIdvwJmCjVZSkFMKoQwsZTjqLWqlBojCSiorCDC0qIjcsW4dejEb6KXG03M8776Gq1ymhqURT7+/vn5+d5UU6R1uu1kSqlqJX66KNvR+eEgAf37p6enj5+ebpzJBcy23MFY4xzw3g8Hvq2qqq27XeBkEIIYrLW7iC72zOmrwUP8pYQQsxZPjT03c315WhUH+7v3yzXy+V6IzcniikxeyX1LsIupxfkZAUh0BgtEYvCUhJKKVsWhbUx3hhj8/EUQgJD2zROAoJs29Y5731ouz5zUfLm17ZtCGHdde0waK0ZRNev11039D1u7FVzdDPydmvcuFFnMIS5rusYidOwpeIRMmtjKSViFgD1qDg4OHj82Wez+URrneXN2d7W9cPQ9TmeKE9qM7s5N/Ar1zjneudyXb6JOXEBEZlFCKHSMu/iMcbRaEwJtLYxxBC5afub6+vv/N6Hb731AIlXq9W66UPCx1++mO8dVKOJQL68unbdqiiKtm2F1Gfnl4kxxVhYXY3GKcQXr04AlSomTTf0QxhcnE9nznUo1OD84ELb+qFpFtdXdjrue48o/RBDIIGKEgw+HkznV9fLf/d//WixuJGmHJclClHUIykleW+NRCWk8tbamNJ4sv/FF1+iQkqL6fRoNq6vrq7Pz85c1zk/DN6BUKYcKWWQQUgRXGCm09PXH7z7KMT09z/5aR7GHxwc1qPxerV68vTZrz75vFmt33lrGkNCkeVJ0Pf99MH9H/7whz/5+49fv75MiaqqLGwRo2va1XhSvvfe++t1E6MfjacJQEhZVuOcqUXEXT8oUxRVFZ133gNHIc14PPLeAfPdO3cevn2/73zTdLmqy/qi3PXFGIlgF4WKiClRCNE5N5/PQdftutmb7YOWVwunBCoEq8X9+4da1CHGf/vv/82zkw5RPXvy7Ori5l/+V382m9i9vTELXU+TtdI5nM/nD+5+cPry6eeff358965U5unTp6PR6IMPPnDDQJtcL5V/2d6zCTbKw5TSNrLy12cS4Nekel9LivvGYHvDyEQUChQJ4sRGFcgypUQhpRiE1EIoYmKppITkHQjMVtWcAFCkxAgQUtiYFyOC4GzD6X3MemYgxxt/LbTWphhnkylRfPToUVEU1so7dw7ms5kQcHBwsFpcE5FAsNYKxHbdKKtC6Nq2Wa8BgeuyzK17qirmMJpUacBKmbVnazQiSyUKo6fTUVVMDOL18kZpLZVC5NyT2KKolcr6/NoWy+VyMp21Xae1QBRHhwchBBQyxfMY0mw2yQ3GZDJJKa3X66Io9vcn19fX3vtvf/tbn332uUK4e+fwV598URVV03QEwjkPKBRQXVe5h/HeEyVbFlLrFFloI4XBCIWxSm1woWy1QikAp8l4PAxdNs231pZlcX19nW1yqqoEYBeSEPL88sraZnPGhVTGrJq2KAqJmBsVrXVRFFnyne3Bb9arf/OX/3ZU/mff+c5HvV4LhOD77BleVTVKScTZae+2hVg2Gc57dFVVRNS2bd7Esyg6w1B56ynLcteK7DbBzPUQQoSYdozEuq7zXON2Ruuua8pC69wTVlW1nTgLIUSmQWaDk4xw5mk1URyGIcGO5AWIOBqNmAiIcmrLLh55h1LmeiCEIFDuaJO5Hs6T012Sc87Byv1ezkPfhXjlEYZU0jkXYswc2k1bKFAqGdNXTooQYhh8NpSazbSUQkpZVVXeNXaZxrmhJaJh8Lmnqqpq1/fmpnSHG+fSInfm+QjvUgSGvi+KoirKlJL3wVprtFaShBCMagxSa9U0zWKxWK7XIQbkO1KKJ89e1eOJliQFfA3Buy3sz7KX29I1vA38bXGvoqyC8yklKXH7BwmcvtYc/paV7XfkcH4tGfi39I25Mv8P2q78pqff/qe6LSq7Hab85mNt7TUBMSYgUD7Bqhk++fTx+fllVEUuZPvOQS7DmYA5Zx9NJ5OhbxPR4mYVYzg4PAwxfPHky3zlTadTqb0QYjabpZScc+tVI4SczWbL5bJtW6XFNj+Ru7bX2hCxi6HvewCsuSTgGBMqJVFIFgCuKIqsgq2qSoAxSqToBVAgVkqFEI2Gtu3m8/nD43vE9POf/1xpmM5Gf/6//fnjL560bXx91iyu20QILKTS2ck9z/liDN67jJnvxgM7V9ydHSJv3Bfe4MhCym1IGuQBEnnXtkOMKcR0eXU1mUystV3XFUWhtQrpzUxit9m/CfXOkmJQTdMmJhAiJGrbnhJLqapq1LkssVW04X9KYGBIbuiUmGuphr7Pe7NSSgnp+yFv0FVVMxGlIAUaoxLR5kpDRICUEiIH2IDvmfyw1VNJFJiIATL7PyHDdgRJABCDlyi9d0KLFFkpjDGEYdBKppRSjMxQFmprxZE2Hvcbw3qx0fsCa63zJ8kjpd0cLi9zgw81IjM779ZtH2LyMVmpUqRstZYSAaXBdU2zHtWlkJyiX61uju8cIXEIzg+DEIKRgYgi7ILCPUVG0kZKr0P03nvmpI2UQhdFoZXZje5QCKTb8XiIzAIEA+VuaOuouTmGAFBWNhM8Qkg+BlSZS0GJUkpJlYUgOQRfl1WKCaWixIAgQTCzQgFAIYQczRdD6tpBSgks8jJBlL4ZuLezQ0gp5ajhnMMmhADAzKDYVgAkhUkUvRQ5BA+AxuM6xKCNLGwO29lJ/t5ENWxLUsgcGKVMXVcouKjK1brJbVBRFDsN4W78tjvdABCTzwgGosiJC8AM29C522yxjZ3MNohZSpW1kdkJGhGN1F5IAMIcaEHR9UNhbaENbYagLCXmMfn7770fQ7q6vjk/v2jbNiZCIfN0M6XkPDDzed8JIY21RBSJsvo7p9JtSDVaMkPGdjb0GNxo4mNOK6QEzFJsOMnAlG+zuw8ePLx/eHpyKgCzEWvf9YUtjFGj0ai6c++zTz+1RVGKUkhsmgYAyqq0tgg+EqExph+GEAKCSAAhhNJoIhqGfhiGSVFlFikTIWBZFsPgOugzz01qc3F5MxpPL8/P+653PgDqb3/0nRcvT7wfjMSf/eKXd/ZHr19fzOZzpc3gvHN+GIa2hcXNGpijGwh1rakoRz62IdKr07Oq1Cenpy9PXq67IQZkT8EPe/eOlQREvrm5BgCJWrBAaV5fLP72xz9+fXZR1mNji403uvdGGwq+FdwOTVHPhRDB9+ubKyUhBiekPD9/jVRUZfXW/bt1VQKysbaqx9P54WefP/+L//0viaVEIYTMKMTZ69fAPJ9NrbVM8eOPf3azvLG1ScyL69Wjh3vZQSe3BBzp/PzyYP/wh3/8w4vzq9PT077r2mZZ1UUMoVk3TccgkBi7fnjx/MT5oWsaRAzBp5h8itP5vgAQIBElIktASlTa4tGjt4feL5fLFGHdNMRMwEVR2MJqY0bTiVIKYswk8GyCq7Xuuu7p06ff/863r9fuxfNn7751dzabh9QJgTEFAA5uyJ7Fd+4cldPamDJ43pvvCRQxhkQemVAgcSRKGRK31lglKKUQh+wwAfUowwUbblhM2WNQa52SIg4ImJuBzW37zTC7XxcP9x+yCM9ZktkHShprgw9+cDGF7FohxEZujAhMiRLjJiAkAiNRBCYhoNBWcJSYmFwW4EkB1gqjClsW+/v7o7KUUrZtu7+3R5RG9agsi7IsJ5PxfDYLvr++OvfdoizK9fV5DF4KwZw8OUokEK+urqSQCCxYGGO0UbaYrpfLuiwHBAqxtLprGmXGVV1uwcms56cQ4t7hAYVYlqVzfYaDiEGIzWQzEqNU14vF/fv3V6tVLpBijM75+WyqtWImITGb76eUiqIMIV5fL4h4Mpmt1su3H9y/vLp55637Xdt/+tmXFANKrZSUUg5tOxqNd34YWhtri1JVKcJAnVZCpM1Z2riqUGy7dZ4ANk0DlJSQ2flZay1RuH7YFEUMIfqyKKfTiTY6pUSJfPCJIgqIKUitlJLC447EoZSoisJ7Px5Purb92S8/Pbr7YD6pKHqLRUohpYQQmSjGFGPIuFCuDWKMMVIGhXbBHlpLKTGlEAJNp1Nrddd1iIzIfd9ug4gpRk+0ibrVWuY30loBsPc+e0oTk5BCa5VJOkq+ifnNMODOZCV/nnzX3BLsvOkQYkwJIG0jypTSzNA2nTVaCHRu0/8YY+tK7dKSffC5vFRy6+G5ZYTuStBMbrodhJb73iwL3Po7cK6R8v/sArHzG0mRk2AFAgYfEIU1Npu/U0pD30vxRpS7SZxHzBPMTFXNfjD5Nb+mNsoujBs7OiF2xfOu79gF+hXGKmlyNuCt2Fgej6rpdHLnzp3r60XXdUNIkUXnwsuXp0eHc6Ngpza8TdrcBJvlMduWEPc1TCyPA3IxCdYOXUfAUok3NL2vup58PRrh/7OC7rf2heKrcmXO/sDbt6Pf/ZXUb4mu3uiIUCSmGBMIQSC7vr++aZ8/Pzk9vUiJ2FIWi/XOIUhmBqJRVRwcHDjXN+tVVdVt2xKlyWRyc7M6OzsryyIHreQTU1WVlPLi4uL09PTw4Oj4+M7Lly8Xi0Vd19oUzJwR6vyJ2mG4ubmRUha2WtwsB99PJ/N8Km+Wy5TS/v5+VZRKCwSqKzObjC6WrUmib3qhtTJayoQRp9NpVRUnpy/2Dw72D+aIcHZ5+fjLl96Bi7IYj9fLdVlZAnZuUEonJomY9XebuEngDXN9KwHKF+tGXI6bgaSUUgiFAEwJkIl2ZolwdnZ+s1yFEJ89e763t5dVsJEJpCiNyfnjOyhvp1/KB6SwigiEkF03tG1rrKzrWimNiG3b+uSBhdQbxoUUSAmyqZRAyOHsAOAHr0BppTK/y3s/rkc+ekaMIQBziIkIMs1g5wK4s2+6xeggITJbExB4Y2PNWSBBMUbk5JzX2oRISgAlKEwFgMvlyjlHFILzzKCV3pYLsKMSb7vcN/nyYrNoRqOUMSa7hGX/qJgSJV40q6bJHkACABMRSgkMKBRw0srkgXHedKWUMUUQ0vueYoxEyAxCpJRCSpsdN8bkHEkhpIw0MMEwDH3fIgdrxU7O3jRNJuWmRDnLZXNDvjFkYUSdD1qmBjFziD7PAkOMQimltRt8BNICQwzO9zUVwFQVZUhYFVXvSUpDHAUixbR1+GEhBDCklPu3baeEpKRE2Ep6YHcGxa6QQkQGEgI3NjaIw+By57xBEhi10EpLCkFIzJyWsrQpxWymkttXSoSIKUbvvRCb6aAUGGOMIaUU8kQzULS2iDGilCnx7St8h+ztKNBMiEIyUIxJKimlwg2nNVtjQT6YGSJEKUKI+QumbG1mwegi34aIGJM3UislOAkA7oYh94qAQsrcr4qclzgejdpumEwmV1fXwzAkYlvoXY4lURJCsFQsBEhpi8KvVlIpKTUDUEq82d4oG88qpbK+SEmVm+dV01H0SubHQIoRAMqy7Nr26Ojw+Gj//PUZpfTg/n0iiskrY1OMA1GK1HcuhLhumqKwKSWl1Xq9vri8MLpQSsWYlFJKmuVyqaTRhVVK5fAl13Vd18GsHtcjgahyeBSBc8GYQgiMMTx8+12p5WS6b0yhpSKGV6dnRT3+7MunSKyq4uj4WEPyihCV86kamfFkTrwc+l5I5bx78fzV/PD4cnVyubh5/fqSCc5OXkjBR8d7RweHq2fP2qYnF7URNzcXzqeqUkYhe6eFpMhPX7x8+erVyeszbctE3LStd0EpJRC0QK2EVKDL6Xz/qLCfEsL7j96+d39+cLg/Hh88eXIyqvHDDz90w9Cs1sboF69e2ML4vnnn4V0pKCZSSkDkFOLV5fl8PvuTP/7+0dHhdDIBhv/pf/5fHPEHb927uGhen531/d087BYgkVkgfvnFEyX13t7edFr/wff+ufPD8+fPzs5ev3716vz09NVFm2//5XKdUlJKphTE1pXSxzSEq73pbFRYZogxyrp8+PDBxeX10DlAOTi3bvqm6bTWYYiBEgNk5CFu4N4cjh2z7rooio8++uizzz4Zze/+/ve++/Txry7Xi2p0mMckPiajlBSmKIqz11eni9eP3vlAab1et5RIIhISAyHoLI5eLBY//+nf/skP//Du8fHf/eQnZT3+9ne+++zZs48//viD99/fmextytkQeu6ZtZA560XmFeA27/qrTd0/ZuZNBLjhF7BPWnDXrTc4BnBKHhEEIkJEBEqcJXPEAVCgkJSSEmQ1asEp9LOR/e6Hj4aIoIwQYm86PdyfWwV37t8djyeu60aj0atXrxCx6zrv3NHR3sXFuQT76sUXk3FVlxIArBGFlVZbAFCq9N51wYUQSlsYo3ORnWVURVHU9XgYfFmOWCCFwSgFWk2n04y9DIPLPmlSSsEEAnLe78HBQd91IQSBsDGNNCrTcwA4D2QRYT6fnZychOBG47JtG22KzJ6IMaZE1pZaGyZ0QzBaCZSl1czpv/kv/wXiX/7k418KJCQCiTnI7lYtvinB26F17KSw43qcv47zgzFaC0uUsiN/0zR2m7idlWlVVWWtWt7ICmMQGJii95mMXlq7mwuPRpXWcjQeZQvouq6VUhLQe79eNwD4yeNngf/yv/iz/3RaF0PbpeSUkKthVZR1Wda5T85IlNlwLMV0Or1lg0fbeeWm0M+avTyhy4fLOZcJL1mOsduAjJXEUJRF13W5NkCE3KIgIKWkpLotz9llweXfM3610xrscsYzstd3nRTIKLIazVo9DMO6WaeyLIsCmBg4RYoYpdDZPzs3ycwcIAiUeUvNYJ3WummanedKXhZ2rNqdT/uuH2YU244r5lO2w7uUUoU1Kcatkc02ZS3P1gmU0kpB3rkyqp8PbB4Hj0ajfN53c97c+O0GExmyVgqJSAIOzkkplZIEG99HK4SLuce2dVW2bRspgEAhhDVlWYIPUUgppapHo6Ksbq6vXr06e/fRWy9Pzuu6qPbGt30KcxWRkeqcxwtbUdWu4BFvepw8+0ZmUEoZW8Tgtwq1Nzzz3+Jj+Vv8LX9tU7f7kP/vpH2/u2LwNlanvhbG982flDgRAYiUeAjD4y+fvXh5JmQxmR8kwlXftqsmR7oBcwrh8GD/3r07XdsMKaCAq5tFSmk8Hr88Pe37zhhjq4oARpOZUkoJipHOzs76vn/48GFdjU5OTvq+n8/nk8nEWEEE+WJSVoWUYoxG26qqmbn3oE2xaho3eCVVjvLQUjk3ECvvnQR8/4NHrxdrYUXvAyXquw6sUkqtVqu9sS5qa7VZrjprK2um8/n9L5++UIVthqYYGQouJTJGRo5IkFM1chcXYwIQt+WPwzBkje8GKabNQqOUklLDxuYQ+qHbtEaMbTeEEIui1FovljcbJUMMxpgU+TbEutP+bcY5wXvvU4SUSBuTvRxXq1VVjvISI4RAkLCxx8g0ASEF+sEBc13XTdOkEHFjwqNDCCkmJWTXdVYrqYRAFgIODvYTi6btnHfbxHDeadXycnMrhhK2cArnKTgzD97dLFfjuiBmIkiJIOAW79SUcOgDUUgxaG2y3m+75vJt0948b0aR48JBCLFarUpr81Iym87yNiOl8jF0XbdY3GhbpZQIMGwCrDmFxBQjJyTyPpS2QJRGW+/iMAyuHxDAh8TMhBJRDH0vVZLZ9FNbJTKI2gklfQh5MBZTqutaoGzbdjqZK6WAh5wuuo29ZtwG7+7O6XYxSlVdZdOwnD+eiMj7HIgnrRUpq5xDdJ2tRkTCWNsOLYBgQpBAiZRUMeSaUFhrReelVPFN8m+eMoYdJvwmA337e8aamJiBY0xKZVKfZIYQohCCiSMTRA7BZ5BVWhm9BwCtlTEmhMgMmT2b0a2jo+O2baqqStEjiBBC2/ZE5NygOzOZTqty1LsQYlDqzUhvJ/vZAblbrqlgQCkVIiiZ8+4xxiS2a7eUcvN9hIScFQiotSGOO2/AvBNLIVOKEkEIORkXN8vVZgsnAs6CQMmJmqaRUpdlKQQaY2KijLt+xXcLJaAcXPAhgVAhbjjb4k2xy1nMTEQhbCx28iZUVZXr/L17DzLLKIMzjx8/fvDgznQ6PT15PqnHxhgAVEolCvkxbvBa4atXr6w1TdM455RSwmOKHHxKsc8qyvF44l3HhIECSGnLIlcqOzjXOSdQtG2rlFquGmboByeFMEYXRd0N/V/99d9enr0GoODjzbI9uHv3+nphjHp18mI6mXz3vbeHwZ2df8EMJycnmfIklc4g/N0HDyKJH//041evL5xLR4eHD95+Wwv+Z//sT/f39//8L/5iGCKEJBXbkR0SvHPnrZlODLGwOrjhsy++HI/H1paDj9PpiJmPDg+N1l3bSIS9+Z4tFQnWppJI42n1R3/0vXv35i9ePqM4hKFZOHd2MmJiSsEPMBtXQunnL16//8HvlUb5gaMPWsLh4cE//ad/ihyvr86vr84vzk7ffffdplu3Pp2dnznnlNI+hByanEngAKCV/fGPf/zWW2/93kcfXl2fBe/25pODvWld1RcXF1/8Hz/K40hEYY0B5l3BlBJJJWOM67a12uRxgfe+b7vJZNI25y9evGj9IIUpq7Lv+7SJexYoBG/WjbRd/uXOYLBpWkQxDMOqWYEmkAwSE7JLSWiDEi4vVheXT+vJwRTbpl/3fXv84EE26EJAYmTClAQzzufzb733n68WF48fP/7Whx9KZR4/fjwajd57773JZCJQZMJVTDHlSdKWB76Vm8JODgz822bYvyU8ahvTu1n+Y4xInCgIgcw09D5PxrbeRmy0KoUprBUSptPRZDIZBi8Rv/PBO9MSBHst+NHD4/G4UrZ2ISHg/Xt3Ls9OmAK59XW3VMpcnp8cHh5enJ9DCpNRURg42p+k2O9NK0SwtswV5Gq1nEwmiahpm6vLq/FknMO/pbLWVkrZxWKxWrUAy6PDI6ONFBYkrFeL+8f3rhpPREobawohJBMyoBDKO6e1tsb0fX9xdqa1NkYrqShFKUTbt0IIH91yvRxNRs1qHZMbHArJo3HJTGVZlmU5DF3TNKPRWCnT98PlxfVoNE4pacO6MOPR6PXpxWq5eHj/3q9+9SkqU4/tet28SUxl9t4jihhjH3qATTwPAkghUgxW61E9GoahtAUQDV03qkrvI8AmFSlGYsaqGuWR6Hq9tlZUpQ0xKCkzSXIymaDATUeEsLNIGYahbdu6rpfXC2aWUltrQdrPHz8b1T/+T/7JH9uiUBFyEKI2Zqd827lwZwPV3bhZSqmU3k2E808eWeaMn/wK4/E4O3LlpiUH+eSrd/Bea621ygvmMAxt22Q99iY+alvW57p0xwHMTWyWaue5c65kMp1kk0UuVQJmRu9crhXH40lWbyipUDAlHgYXI6VEeYQdQkQEqUzTNJmivwslDyHkJjnLd+22l94ZYeS3yEWgUDorDHP/s6PM5CwKYLDaoM10M/bBp5gdCkyM0Q8eJe226fx9y7Ks6zq3nQAiE39u8zkz+YWZjbU5jzozNrMcdMvnlEqpFEKhLVqRLeJy+52IBSpEBIqu73q/DpHXTU9E3g1M8cXL0zt3Dl++OpmN381h9HLjzr65MN74l9zC8W5r7XY/G4c/Zm00MIfoto/ZKjBu5Tx9ZU3jf7RTy9eyDPhrQuXf3CXu8sx3ZSQD/y6pDwCgvmb5cvvRG1P+RAyQUrq8Xrw4OX3y/ETqEikprYhpGBwKcXhwWJblOmenaN00a0gRKDXr1tbj6XTadV1K9ODBw7K0RDSbzXK1kVJarZbOhfv37w/D8PrstTXFdDrNNutS6rZt8t3rnFu3bVFWZVGHEEDgaDIWCE+ePMtI2uHhYd/36+XSFvr+0V0AfvvBW0U9+/TLkxHJi6ubEAal6rquzy9OP/74Z747vlmstbZDn5hkSHx2tTBFzRJtKcPQGgXaamYkH0OKhS2xz02dQETvw+2qfXebbbOASCq9zQNAIrDG5DYvhwGEIQLgaDTJ8e5Cyp1RFQC46PLIJA+KNh25UhtRfnRSSmBo2sGW5Xy+H5N/9fK5d5GIWV9DCwAAIABJREFUjTGRI4KMWSxHpKQy1iJHNwxd1xpjog/B++wFvLe3v1otBWII4ejoaL1cDO1Q2OLdd981ZT14evHqVcjJhxkES2mDzm9ZfxuYcesqiCiyc1feqrt+qEpLDC54BIGogFEKKYRerxuBQmqTYvA+lEV1213ztoMQZu8cJRIFNwx5jQYmrfVyuUTAtm2ttcR8eXkVo5daO+eUKhCkFAIFgIDE+VcRYwohETGClFqHlFKiruvdMHRdlxHmXHln36rM/SNBMUZGBOKcCKK1HIb+9nivbdsUozE2JdrGXjMKAZAxyDdsyaxjPDw8PDzcG09Gjx8/WzVrSCyUSiEqbaqqEikPLlShR8SIm1VeEQNAyq21kjK4DdKbRUQxxswLFUKgwNuxHzuezG3cPl9UeXMSKHdXXd4/YoxSmRgJAKRShdWr9frk0xfJh7ff3tzO27bwjRI6E/Gvr68Fsh/carVer1vnfAjD8b07TdOGEGJKQqg3CZwbJli6HTCwhfF3nmBclbUeoZRiPJ4w82rdbF4hETArqYl460hkXXeTm1jvvZDove9jOOXIlGLwdT0T2hRF4SIwbbZGbXXTrH75y1+NR+PZ3n7OX9kdpZ1vW27zUuKisDk8OKPl+WgrIfPtIKVIbsi5druNJxfJUkFZmelsNAzD3t7ecqlm87GQfPr6ZVVVWaHOTDc3i6Pjg+wFN6on+VKMxEKZQDFFdm7Y29uLTDGmQFRUtdTG6E06U8b3OAYhhNYqH8bCWmZ+9vTpyek5g1wu103bMTMyV3U5Go8QoCxMXVgp1Xw+n85mTddPp+Ohb//27378h9/+YG9vf763/+TpU2KYzfacczc3N9nqphvaxaq9e+/uvYfvLhbLb733noCwWlwOw/A3f/M3RWH/63/5307LkfNrMHy96ko0NydPBAIwG63r0Wg8no0mc2M2UVfe+a5dH+7vu6G/vr4aTYrxfJxnAoU1CPD86ZO9+eTqetm2K2MheBe81yrnBeJ8Pjs/v3718iVFF5xQUqQYS2uAIYYghZhOp1Zr5kiU2rZ/8eIEWH/w/gcHB/tKaYCw2xAPDg5Xq9WXX3558urZ4eHedz76cDqdW2VCiME7omz/HRNHpTUg5gQdmU2qEYHF0HtfhURcGJPxf5Dq9PTUDUPiBJwgRqW18G69Xgc/bOjTABmxyeDzjqn++PPH/9Ef/v6i8R//7OMffP/D8d784tonppS4qsb/8IuPf/r3n2hl//v/4b87XZz/+3/3V4/efftf/Nk/H5qrGJ2Qm3WJEgCLsiyNMSlF55zYqqeY+dHDt2lby+6oK0pKrXUIGGNMMRFtGNQpJSDKA9B/1AT6aylVTGnjRiBYcpY74P7+3Bjd9+0PfvD9B2/d996VZTmux5UtitL0fXN9fT3b27++uKoNtIuToWt96rrVYnF58fa7H1ZVOfQ9h6HQuF53VVUlCYAwqmzfrsajsuv4wf07zrl6PmubJqVUVfVsPru4uLDWTqZTpdXZ6/OiKKazWYzR2gKEScSJklbFeDTb3zNlWV5fX49GVVFUPrmjo2PvfVmWiy+eIAoplTa6KIrRaFwq2bvWGIMMTQj7e3sMab1eAyWtVGH11fL6wb37QsBqtZzvTfsBnRsyEzCHuY1GGcIybdtaW8xmc0rcd25vb08p48PK2qLvL4WAH/3o//zud7//h9/7/Z/98lfz6bQoCoSbzAHeuJTlwUHvvUuigJjSzc3NfD73fhDC3tzcZF1W37eTyURrTQTZb6MoivF4nAu5XdUuwacUIcUQQ2GURAaKMSRmjm7onGv7IROvdub7WYRmTBFCkKjL0v7il/9wuD/9kx/8gSps06zqunYurNpVWRY7JlFGzBDlbtfIG9xoNMpD2HwNbzw2td55rmQpY+79MsC166CykYxSytrCe0+ksxGIlIIoeR8zYk9E2Z4ky/OyKG7Xg7lNpKHJ2JoQYjQaOaVSiPm5zjnvYj2qYkzAzJKAOUF2GUiIIiVu266uq7KsmFPetcVWRLpz2MpSQCFE9gstyzJ/o53BzM7zYifOz6hj9tPOE7pMe00hUMy+O1IJqa0SQsaYEGA8GvW+vc3GFEIsFotb8Qwm6yE3HJzshSNEVVUxRqk0JaZEfeewkmVRb32npdEWEVHq/D8hbOiaUuoYXYqxbVvv2sG5dghal/mLp5S0EucXVyH4RcF7k+L+/fvbWhR2+YE7I3G4JYC6Zc0CO6crIQSCIGJEoYwOwd9q8+A2keEbnR7+Wkrn79jm/fa+7pvGmzuLvtsg0O9E2gRFTIQgEKQAZMp2momYGJiYhNJNF588P/35rx5frzpArTQbk17fvEgpllIpxK65Ca7N+su2bVdrly0Ky2rCCU5fnM7ms8P5Ablw03Tj0Wh5fpVSJKKVj1KK2exg3brr64VEyJddVZVay8vFMqY4Go+vrhY3y+X+3l4iOj8/mU8mh/sHZ1cXpOT7773LKGKMi9XNenltkDBodDfvPXrn8M4BoDDcaVXcnZnBq5gAiEtTW1G8OnVtF5VkYm6axhgzGVcpJRS5vjRVMUKBbnDTqk6JpJSqRudc6LxiqY3cWJ7kvB4iEaFSJQMbbVwcbKmHYZASBQqSQBwRhRYyurBerhIkkFCNSuec70kr5d2wix2fzfa7vmUmbWxVVVtrFoIklDIEg7KWRZCGXGhXDXVdJ7UCgXVZMjMOEFOsrIkxGimVxBCdFBKV/uLFa0SMoH7x2Rda6d21+/Tk0gf/5OQieldo9d3f/24Iwbvw6Wef+OArZTilXMeAtcishFi3XT2aSmXRswABgJBACFRSMpEpTfRBCREG7lrKGRhKC0O84TbI6EO8ur7aCasSCYgkCKzNvErMyFLWTQEnAUBA41ENTEKClug5CpTW6hRN3zV9H5mkEDXEXguABEqCNTrFBCBEyUSYEmhtPWDP4BCEsS7EkCjEOPSdQKyqOiZq2+HmpgkhSqm6rtdaOyLvSJBmCmGgpvFKgZKFwqBRBATU2hYVg4+JiRGYpdYxelYyUUIhERBSQkaBzJCsNrYwSiog0EKTi2VRUKKs7E4uRgaXtGfb+LU2pigtKwjcSaWk5ETc+pBUISoBFJUQEV9HTi4MWlspwfukpMm8AxQCEKUQ2cMmIwzGqI14UoAqbCQigdkj4WKxCJRYICMiRimImBAhEP3iV58QM6W0+uxLozURZJwNhIBNQG1MRMxAjELq1kVVlDomUBLBOk/WaiklOoeCEm3EeLldhI0EdINdp5QQQakNHVop1bZtXhAXyyYRobaoVCAiFEablFKIwRgTUhiaQcJA7ABjP6wnk2lIyfnYX6/zerr0i41vNURtZUpeWwzJg1FdDP1iebN2KbFUUgARJwCiRFIIJiGlBKYQQgTIWjsBILdbAKeEEhnAhyT/H9be5Mmy5Dj38wiP4Yx3yKHmHgE00QAJkBgIEjQ9PntmtLeU7Jn+N2mjrbTRThsZtZCJpIwESUzNBthAN7q7uoasHO9wxpjctYibiWITFCWZelWdlXmzbtxzToS7f9/vU7h3zrZNgBg43Huw+sEP/uh/+8u/NNWqn4b1UQ08TH28d3TkHt///ItnxtpmUc0DSZS6KGxV7/pJKCu0uel7ZvYp+XlmENaauq6O1qfOzW6ORKRVIYUmAjcNgmlRV8pYpYu+7+eRrNL9OEaRUPaLZb06eTR6d3SyTkIfHd3/5vtvFYUsbNM29ePHp0SUQmSA2fl59osSHz588ur+vevrm09ePLe27Pbj2auNkPSbz5+iYEqhbRbRBUlcGROJtjeXHNPQ3xgJVstPP/n40eNHyQ/z5tXVs8GHMRF1u7C7GZWOv//t35OCKilLox8/un9+cQmcdrvu1atzo5XV6vTkuCxsJOonevr8c2Bzdd4vqlVVF7sYtBZNUT1cP/Bqvz5dz+NhLuG8f/HqMgj16uzSs0bJlFKKaegnpSQREYTL68sY6Opq8+TB6e9/ffXG21/54J9+8b3vfI3C3rkJRBI4ChG1rFIKSilTLnbj1L3sP3v546oq26pct3W7aLQqKCVgqVAW2kgpQ/CSDz4ijpg7M1cX56umfPzoIUu92Q6rdWPM+uryTBoldUEkY0oa7bo9Oj97BsQA4CnMEBUZ4ck5YAVKUw3inTe/8vFnXyza5bfff7+77s/Ph+N7T7QSRPSjv/35Jx9/9P3vf/dXv/7Vj3/8E1Bh1VRunkA4bQEYWIh+GkEuUBEF3++2v/zZT7/9B9945413fvmLXyDiN7763quL6x/9/U++/v43NJYCQqJZCKFVlZJwflJomRmFFVopZYyyhSkBdsAJBLAUQIyAxElKpINcnA8DvxxcjoJTRIlCMErJIjGTlGKxbNbrtTGmsHZdobX28eNHjx88rJvq+fNni7YBZmPr3W6rgIfNuduhlLJg318+r7UZh70Qom6PUK5ss27GMPSd1ubi4vL66nKepgf3TwEMcJJCNE07TVNTNzGkm5vtg/sPdvtdIojEDGIcJykxhMg8h61HEBRiU1b5TDm5OU9UQpiV4hD6qsK2NV13VdcP3LTvXGCApqalJQRySUiWDSZIE9hFW7dnZ2da68ePn3jvmenB/fZAv4y0rJfbm11d16rVw346Wp7m7GkBOgZZGFSQurGv6sY+eHBzcxNjPQ59VWhBcdz3LvbBFUrK1WpVXl5cb178+X/4Xt3on/30F4vlUS9nw4xsE4goiFj6kYwEoYlZpwja6ARcVGUuwwhSWRfGqJh8nL3S2tw601yYtdV+cJPLeW5KaYOKpbExRpIISuzHyVo7TlOMUUhctC0AGK0BYL1eM7NdLXOxxyNjsJySMcu/+dufalt99d03mYQbRkhJS9jvN0VdG2ViiMHFvFlYaxAlSCYO80whpFx3ZRdfLuFuKx9OiRERUQshYyTvA6JC1ACQUqQYKVKi5MkTEUdOnmKIyOounCAPIay1DIcC9SARDDGGsFq0+Xd5761WRVGM48iJtVYCBfkgBLR145ybxyknxQkpRzfnWtQYZa3JoK95HnKddssUFbfwgpijvb332+22bdvFYpEDrrIIMxfAOTMwDzMBVEihKmpjDol5ElgwTUOfUgKCg5fD2HwAjjEmTj46hejcJKQKITCnnDVPxFJqIpFbMMxJKQmg7pYdAIxRzrmqKoghEWUGgdIyq2GlFMyJ2FOi4MUdJzP/7CG1a5imafLEiFjVSyllTEPblrv93sdorfUgZ8Kf/fLzoj1ZNKUQSTMICRCZEkuppBR4G6CCt8mKd83oO6hmllblKHZEtGXpnJMsAVgCyVsFTx4KMoNkASAFywTpXyQ3/MvK7XfKOL/c0vp3Mg5++/XX4yjgYAx7reA88I1fexEBd+MHJVnffvFA1GSAxJR/ikBcXQ8/+fkvn714NXnwiSXyOPbZyFFYgwbv+hlCiN1ul/uOWbV8c3OVr12tpdaolNUKfQhCCB/SOAxlu1BKnZ2d5VQ9RBFSLItiGMaU0jCN3vubmy0itnXjnffen56eLOpmnKbSGm315dXNOI6L1UpLcbRaPDhZv/3G44f3ThZNTdI/umf+2//mz0HZh4/f/Ozp89/85jNEba1REpVCEGIchnGaUMqiKLq+L4oihqCN2e12xNQ0bb6mhYDr65vtdlfYAhVqrXfb3UEYfUCxwzzN+RktUTonyqrJDf6srk6UmDhRlQfWwAcU0gyCbWWtjSEcAGvMDONCg9ZmmkalxtNaE8kYExETzSVoNRMkeLS8JwCU1nVl7/ipUohQZsct5l8xDGNdFTnn2loEEMZI4Jgn8tYW0zSl5KUgKVGVNgR/cX0jhJjGSWgsTCVAGnOAPkVOurALrfZdz5KFQm01JUKJ2loWZK2VEhFFloGf3WwudjtEGUNEhQAcY5IShygSyV99/lwrnXNVUUqBYNvycBUyJwWoDQAk73MqBoIWQiZKOR6WSCcy8yymWQzjIFQCCQRQtoeOToxRqAgQtdbCgZRKoBYENy+vppshxiA8xuivX1yPbhBarZZrJlYIAonEMMcAMYwuqgRSp0gpM5aTgN6NlmVKPiInpOQc+VmmKFKQMWlUQkkhSGuplcxEGZSSUDBx9EFKUSD2m+242wKxD0kJqqzKIC+l0M3OGHP56sX5y2dKJokYU+JI99eraZpiTAwUx/Hn//D3zCmlWFWVFkITpXEwlYAYIfimrglx3+20lAJAkBBCGiWYWWbnHSdETZR1UhIkMFNkWTAmYYBiIkFQZCh8jNG7dBt7ZaeRZkFaMxPJAwIBYowGlVZKSpm7vNm1P03TXQs2uzgOIpDXxcl3cOFDIAEBRybI9vEcHJcBDSlFRCytBiEEiESgpNIKc1kPAM4RhWSLJbBVWIUQFNYox0OKYVZ9RZJSQkLJCEkIygFHB4ZbpCAKcbw42Ww2PswsBODhcSqUIMFAJFESkGfPmhMklpxFa8QsiJQQKIBS4OAgeeRUKvnZs5dWwte/+u5Hvz6799WvvPXonQ9+9uPv/v63tCk//OA3q/a+MmZ7va+LDKYNCkVZlC54N40xxaqqV4tmv90bpSSwkiAhIbDgZBQKIQWleXCLRW3t0s3OhzhOAypIFFCC8xNKIKL1cvXtbz2ck2eg0+U9JDg+KlMYKczJy2nY5jGmQlXoIgVRlfbq6nwax67b9XtxObq6WigRrDWnJyspCAX42R0t195VdbtqV8c///BX//zRR9HPRWWt0Q8f3v/GN97/x3n45NOnSusYp5N799Jm/8WLM1OQi0QCURc//ukH3/7u9z/6+NMf/f0/ZF3A8dHRG48fz4GC9z6JDz/69TTOFDEQfvHi/Onzs6985REBV401Vfzlr35zdRPnaVw0tZT88uyF1GZ9dK9dtFLJhC5yUlqd32z+9u9/6lzn3Wi0EUJZW/3gT354ffly6PaFVjkJMB+bqqoWEsdpXq8KW5Xzvm/bpusHa8w8T/PQvXg+PXpwXynQyiLiOAw+zFJKRHl0cqQQEWXd1E3TnJ095xRO7tdSO6KExivr0cxHp1aZuhunEFNMUVA8vXd0c30GcDj3CEGJA3EEkW8IioJ8DKYsScoQY6AIQjEQc/r0Nx+/95U3/8t/+a/32+3x0fLe6bEp9dnLn15fXX/y6084zYvGtItGAmYlBgterNvvPfjOxauz/bh58OZDYP74s18XVfXu1942pYopTbMryjIljikJicRATCiVEOC9m+aJUwSIQpBAlClRSgKEQZ3IS4FEpI0GprIolsvFcrVUCq01VVXlkvjJkydK4eX5ubH6+PiEOZVl4ZxvS+2997Ob3Xh+8VIptdtum7YeR58NdW3bAlO33zfNIjFIiYVFN2yt1cBBCJBSSAFVVR4fr8dpWjTHy+Wy7/aIMgQPgquqdH4+vXfivd93u6apN8FTSCH4pqmzdCW3xvKIpq7rYRiqqtLW7Ha7TCbMur7crlrlcZ+xTKBvOfuIUmt1l9nVdd2qbYqisNZ88cUXq9UyD2HKskgpEhMquVotu77LeQ+73Xa5WpZQ1FU9zVNhdNftElMMKTFl75m12juvNYYgFkWbCOZpbJrqh3/6g33XXVy8+sEff68sqh/93T8OY2eMkQi5nEgpldZqCUYrtKWLPs91OWkGQMRxnFJKRmPW0o/TlEWMzoXdrsvurBgjgFBKe3fIqctLl4/Ud8fCu4lE13UppcVikXcWpVTXdVLKBJE5oRQh8t/89d+N/fCH3/oGR0eJWZDSKngn+WAFN8bkIxMqJEoS1ex8ljzcTcDuiI531I1pmvJOlKWDWUaolCoKq7XSt8lDeR6ltZnGKSPfAWVWEh1m10KWZflbQd3tKClrYfJY7+7VUCslRT4o3prZqO/7HKScvy1fZll/mIu016foeQaQr7E7Imj+jSkxosk45SzVBOA8e9RaK6WHoc+jv8xgJ0rOxbsOuzXWec/MViNRykMaKSUTSaOJkg8+0xDvPr6sDcnBJLkXn99CHn4Mw5DXYZ5nEIfm8sGJZy0lyBi5GIMAQSCHaQSGPAXN2A4hhGKywDIlKdFak4+gednd7Far1WKx0BKshs8+f/bWm4+OVi3IQ4RvTrERQkjx20nm6xSAuz9/Cc55u2LKe69VNozkME64wxAwHLRZr+uk7hKq/jXM8t8q/F4Xgn3pm/l3IYu/9A3/VmX4r0lXSiQFggHoUBAKJqJIDFK6ELuu+7t/+OSzL54DaFs1Rpmrq5sQwqKpF3WhtUKDzWIRQmApRjdv9jtjzL379y4vLy+vLpeLtjZF5rpVVRlC6IeBgDfbbVmWuiwMyu3mxk/jyf17WZxdlPXV9XWuhYig64a2beumCSEwpKIwRHG32zRNs1itU4p1abx3GqUxBpL42rvvvvv2m4XB/XZXt8Ia8xf/6c90UV1v9qdH1V/8xx80dUMpxeStNFkdnq/drPqr6zqfhyc3jW7MtNzbYEcRQsjOXWPk2dllbuRYa4OP0zTnGyMXut4TSnN6etr3fVmW2QaTwSd5RrHvphxv5b1/9uxZRv1mqH3XddM0pJTqpgrBI+Jms+m7Md/M4zgSa4lFntTn58h+vx/HMcvVlFL74FOi9bq9fdQ20zTVdZ2VYFVVbTZynueiMEWx2O/3mpOU7jAw0VZLsbt5iYhCyHtHbb7uc1YYGxxmT74rrK0KJt9ZJJZOG1PXZYxxDE4AG22VUrowACbf/1kDGUKUEsGCUsqguL6+LjS2TTtNkzG1UooE3CV7vg7A5YpjjClEa2zeI4nJ6CIavV6viqIYxr4oLImUP6AsogshKJXZdElraw9YSEgpbfb7bdclppiiD+H5xTmiQCUfPXqCqNzsP/nkN9fX1yREXTUgwPkAYRLSFoURwCGN4+RBGiIplEZbxNGnAxAFpBAZciIlSKmBwSgNAM4dBCpF26QYAcR2u0eUxmhmNtbEFIUUQoqYYlEVBxdfIGApAf3sBUoplADUCk2hBXC/HxIlIcG5uF6vlbZK27pu9/2EiodxCiEqo+8k9Xd6BomIiCCjQkkHpYQyxsYYd7vd2O+0Uou2AoCbIQNms4OZMzz9tjzjGCIiUkraqDsFbz6gp0SI3PeDcx5RhRCKosxzaUSFCIgYEv82HFIIZlZaHxTzSmkQRFQVxUE5KWXev7NeBQ+P7MQxMpG/DYrNdZrVKoSYOZ/eh5BICHl4TDMAMCUSGmOkW0tVtlMyURICgHEekhKOE6IqY4wo8eB6BcEMDBIP/AMCzue52+csE0phEAEgekdBKLYxkhK20tX+uvuT7/7Jx7/6n8M0NtZ8/b2v1VX90T9/jFITyP1mr4xOFIrSeO+sUfv9JsZojEEUzPHs7EVpikBRax2ci94jotUaMY8dokLpU6A5OT+BUCTITS5ShgMFoqiVUlJubvbNesEcZzH7eRr3br0uFZbvvv3mclFIgYiqH0dg+Spdf3J52S5Xbzx51A2dEWlxvBBoUrTL5fKbX//avtseLZdEhAIpxNEnUFpACn4uC/3k0cNhf/3Vr7wTo3PzPLvod11RaSEVmuLs4rIohUtUmkpZu33Z//gff/7s2cubzb4oy3n2bbsGpSeXBCAac3G9T4nc4IkxASahbnbDPOyVaDf7/ovnG6WW77z1HpMf+t3zF+ePnjxKRJ989MsYfbGo+30fE0cWUhX76yutVAgMQFKmYeiUhCgOvnyRkpRSJJASvU8k3Wppc+taq2K5aHe7XdM0kvHkeH1ytDq6p8/Pz09PT4dhWC6XZVlmMiEiphSaRbNYLs4vXkSio9MjATwMfRhdYu/jpAvBROM4CImI6IPPPficKB1T8mFKBFKQkAwCpMY5xKcvzr7zvW/vd93PPvjZH3zz/XffemeYCRXev3/v+9//Xt9tqqr4/ve+++z5y8m7x4/fpChtWR+v7hUaiFJgJEJj7TDOQltb1esTnsaubFaoUO8GU9Zl1VTtUik9zTMAJ2LnA7NARAZgEBLRGIGIaLXRCNERc2nV4mgpldECvvbVb61Wy+VyOQ5DVdppmh4/fty2ddd1CnG32y2XC+ccQEBBJ0eNFAL8GIKDMO52u7Ro8hQlF2zGqKP1KhtlAcAWRYzRaH16csIA+34sy2K/62OMiVJhtFKyrutpnm9uroUQbVVLKWJw1pqU4mq1zLL8Z8+elWWRmUa73bZtm+VygYjjOGTVJRFWRdl1XR4cGaPLslApphRjDMboqqqcc8boYeiXyyWiFAKrqsr8+kyZv9POZbb0OA5HR+v8QJ6mqW7KaR60weVqkS1Pu/329PQ0n33neX7+/Fk+nyCi1qpdLMdxNNbki6Rt226/N0ajwsvLi6YpAUSKtGiaBGw0vjx73tTND//0j1+9PIsUi8I6F5ybU0pKy9x+LazJts95HMYRF01jjAYQzs3W6sVicRCTA1hrQ0hC4J3Lqyiq/Lmk6PPzKgeN3gFC5nnO5Vy+KbKo8i7q4O6cGqLTWsdIRhc++p/+9J9Ka7/+3jsUg0ApAY0xwUWUKIWY5xlAxJSc98qaUhdNY+6Cdu9KuzwJyZCtbCjIlrwMz8uBsbncqqoSUecGZd40lVLGmOxqIwH5xQ/h4ClkvkvWKObCLCPT81LkdIf8BqdxEijd7LwP1hYAIsaY666UYh6T5Ls+l4j5mskayzs56J1gO5eaOTcv5x+EkJRSWVkWQrxzEGTodC5tYjxQYfI8UGvNLGIkZmetUUrllOmisIcQr0TGaACQdLDSZRlqnrY554ZhICKtMa9Abrtkz0tZlvlTRqVDjH3fK6W8i24Oh9gwcTCI9tOYy+xDtLrRKSXvfMZMKMREpLXKK7nb7ROREOhc2G73dVXcf/BGmPp//vjT73z7m21tlWQpARKlbIaXeFd9vV7pvR5v8Pr/5rr6YBqk+Nvwl9tZ2GG2BiDh/5/89NfRoF8qGv9vvvnfFca//r6UACYGIYCYiDOnD0nAOPovnr18+sWqHRxzAAAgAElEQVSz5+ejVBUJnOYwu0EIsVosi0JrhVrh0dE6x5o5F+bZ1XVbVdV2ux/Heb0+bupSZTSfkHPw4zh2Xc8AzICoiHm72wgh27ZNPpRNjaiHYciS364fdttNWZYhhN1u2zQ1op7GqWwaBAEAMaQQQm6oIGJZFG+/+bXl6vhm26Fgo9X5+dYWZUy82218TFoakWB3s7VGRx9Y3bLyY8qukhTifrs7RNVBYorOB/LBGEOJfAjBhxnHHCctEkOk4CNESpGMRIkKUS4ePrTWTOMcQjBGIKvFwixrFIK9NwBgrWaGkJzWehpHxPL99+4d3FA5GD0lKYvsYGZBSqnse9faEFHXDdogcbLG5m6Z0moap5iilJISTdOUko0x1k2jci4tJDf7GFOemBljr6+vhZQ52tV5z0T9MOQnQSLY9QcUysXFxf3797/ylTd/+ctPPv3009PT09Vq1XW7g4HQeSFkjusZx6nv+nGa2qN1uH3AxRinaa7rRis1TZOA8ma7E1LmIacvzaP1faU0E4TaSpRunimqlIgFZSQJYsYHJ1sYpcpALpBLiaqMaRWC06yxD24voLNaFsWaiFL0SNyUxczJ+1iUhV624zB66kEIWxQaMERAxEQ0TsQpEabS6uSnYX9ltI0xGUynxwtiEEI0ZaOUYl6hNLd3X93tuqETzEJhiUISi8QglNIFxEjaGKV1SklKEWMCFETJlAWAYILEQmoLABKYAebEiFIYO4fACMZoH3yKBAKCDyDAoJpcDCwt2skFAmTmOSYpJOhCcCqzukbZKHAISYfkiZPUoJSUOrCjQxaMYGaFChBICKmUkJggJEgCBIlIzCQoyDjRXGKZpbZSJQgTC6kyTAxZSpmSJ0iIKNlorRELhkwqpchEwFJldr3ad1si0sZIRFQKUsqU6txEFOG3rrbcw7uDZSml5qlHpUxR5Ll0DIEAUghCStSaiAQIYiAGpc3Baqh07gimlHzyCaLUAgIXpcIOBCalUYBgABTSaBNiwBzfBywlK40xMDNppVBo8FyqIiXtohMkJP92V0DUEqQAYGBUmOWthwQSAcTkIxiFUllmnOaQEitlQ4D1+uTo+N5Xv/LIqPD+N9/5+x9dfPjLn7bNWiLH4E8fHO+6PUchhYphlkKVRT3Pc1FUUkpt9NBPQmBR2KIoclDV60wdRFVVNSGE4IuyPpBmb7cA74MUEkigxG6/TxCLSlvER08e/sV/+r73HbCyWiNSxhepGWxRPlL3nj5/fnl5noi++4d/+NbDkkg0zers1cV2tzFKtHUpBceU5nka+24OqVocBT8JjpTC+dlzlFQVmphXy8Xl1Wa329jy5NWr8/Pz/YMHD0FOMQYsZNs2Zd0GYgJ5dHw6TZPW5nqzTR9/iojdvptcDCERpWa5tFheXr769NOnKay32+v99ahkfXV9HUO8urxUkqyRQsBms5l91FpZY3pgXdipm0OiZy9e+mlaLqpNt23qeug7preOj1cuiFca53HiMAFIFgcztjGGDtwRdPP05I03m6aRQCfHR08eP+YUNrvh7MXLzfUNSHF1dX0QLwkBh8BiXdji/HxbFvrzpxfLRcPESjUKa6Pbvu9tIZkTk7jT0iulpFAhEMWMOxcReHZudG6cvS3r43sPPvrkcyK+/+Sdy03/2csfe4JdNzY1PH32QiNcumtjjPNRKrPfz5NLQpqLq13yE3MCqbdDmGff9f5//J/+FylgtWhRQAjeGCMRlTIuBGPMF188tcbObhJCoNSZGkyUBGCGDFtrNMPJevlH3/lWXZYPj5fMcHr/YWVxc31xcnKyXC6ur6+Xy8U0jNdXZ/0OrbWeaNlW3fZSay0Ru91wfXmFiE1dHx8fe+8eP7g3uNGHWRskoqqyCpVzrq5r51xRFDFl3macvBdSSpGBbYEhKZSUAlFKKazXS1uUQz967xE1A0sptCqYybnZGLNcLqqqZGbvWSkkStaaPC08Pj7OzLY8+cmKm7Isd7udtib3m6ZpstbmouX+/ft5jFPXVd8NeYSS5zPeB2JeLpdTkM47bRRR2u93tjC2aOd5ttZM0ziOfT7MHR2tlJLD4K21RWGMWUkp+36fUqofP9lud8boFJNECcDG6NVqkWK82Vz93vvvcYjj7JkghtAPHWo8Xq8+++xjIeS3vvWNF69eCQnGqJgCUWRiZbRVOoWYosvONESJqHLna7FYIMrtdrtYtNbqEHmaXK5OM9w7xqS1ydWI0ZYhO+Jonl1mUQGLRbvUWgspmroZxmGeHDOkRAKIJbjoc/WVp0NSYkzAhOeXN3/113+HKN956xFBAk5+9jn1RwrUWjvnKbFABQzz7BBgv99nPlxZHhSVdwAFIshIglzg3WUA5Nawc05KYQxM05QnVN57YFBK5/OMT3Ge52yBizHWpspayjz/UeJAIslv5OAIoEPUZEqpsAYKQFTWFhnvJKXMH/o8zxkMk0fHt2gQ/NJx/1BexngnEcxdgCwMd26e5+mWZEY50T6TWrU5pNXl4URKSUqVd8kcI6G1AoBCoZQyUvKzk1JGDgcMeErDNOSN9e6nhBCmyO5Ek5cLJIZEkTgxXN1s8s5+W8omZpGTbDKWTmsjJebZSVEUABBiVEo573NTgA6+eicl5k9EKT2O4zw5YrgM1yklKeGLp08XbV1Z/MgW3/3OHxBw9rAwJyGI+cAdfZ3g/Tqh4Eup5XfdcK2194cMZyEkiNcklIJzCif8ruDy/2/xCV+q38TvyhT91wSXf+tvv/RnJYByv4OBCSCBkNJcXm1+8YtfnZ/fACCawqDa7fbZsUoUieI0+nK1rMoi02kzzr5pGgC4uroCgCxgECCBRdssd30/dEMIAYTyztV1Pczeu1Brrhc1pd/yRay1m83G+aiUXi2PchD50XpV1zVRWq+WOSalKqvJudEFiaZuihCCC+nnH/7zhx/+ws2TG4emaThB0yx23R61JaKcaCkFG42bzWaxWBVFkY+VXddlW2pm0S4WCymhKg/23MVikaW5eSiXKUP7/f7O7ZrjJrfbbT4N3L9/v2mtD2PWb1xcTtmvnM2yB3Ewp/w6ALDd7XP3K1uPlFJMUmsNQIhorCFKCvU0DkKgANZK7vYb72RRFEIQk2xbLaUZx1EIsVgsCqhijOM4znPX5g/iIOoolVK73e7hVx9lz3RWoeT+U9adR4K6rbKDou9DXeuU4A+++pZS/7mqCiFECk6hiTEao5nJuSAl5hZj34+mNIhSKTlNQUochqGw2b09lWW52W6NNblVmVOJD4WElPmLbk45JLQoijyX2+/319fXeWGjSHNytiiU0q9enV9cXl5cXAFAoGSMUcrstyGPN7330zSlVOStSEohFo2U4Jwbpsn7UGmtjIgxlcALbQBI8oSaLp9/wsxFUbVWRUreHWAkKY0poClgnlykpKyaNn2MQUiNqGmO3nfTyD4kRNQaCwsA0XvHLAHYaCOFstYi6nEcgWVKqa6r2TFlLjOllJCGiFqAJFscXN1VXRBRYcp5nlU4hMnUbZ0X7ZZONBdV6SkCCmkUEYfkUasYfN2WCs049Xf4qcPT2Zg76rRSZaKQ4gHixImUJZbGJ5GSFFhocKRNvkNzOzbGaLW5bVumk9P7FxcXd9KmlFIiijESM0gRKTHzoq4yL4eA8dZvwN4JwDswWvYz5I350PMmyinYzntrbUgJUsoTaRDChWhNAVKAhMQidygPfmUWPlJiLxXbUnVDGKZ9Ys8QRbaks0gxJIBIXqAmQUIIyDIPYKWUIGGkIEpay2nyKMJBmZOHPABMQqLWiqSUSh0cjyQOzekEwqdICExpiH2TLKXk0pgw/OSDH7/ztbe///3fn+c+pvFXH3/4+NGbysr7D09evrrY7K6KsgStRjdHJkEppRQoFQIIeJymtm01quA9MUxuPsCfpBRSaqFSSjElIjGO4+EKkTol8j5yoafJEwkphNFmsVjYyvbjLozh0fHKGmV0kSJYY1HmzxBSaZZHy5ub/YPT03Fyfbcvy+LJw0cxMGr7619/AsRt08yX43bYXpxdvPHkzbffevNm19XtetHWTLFt6u/84Tc5Bq3kOI6/995XnjyaY2KhRDf0bX3Mb+u+v5RAMTiFEANPs3/r7Xf++Ad/cnV10/d913XPXjy/vr6e51kKJaUg8o8fnSLbq4uzn/z4p256A4E+/tVTCVbKWJSiLPDdt985OV0u2j8rq2rXT6enD//7/+5/+OLpU6uMELi53k4nJ48f3ZuH7fHRYtFUWmuluGlrOedwANntxhijwkKhTpF8DImMECLGwCC22xsphI/x/Pzi6eefg+D9bkLEm5ttDpJFVAQZUp0pzYjSxsjexw//6RNmOjk+quvaBw1cAkVEpZRxPikWAiSiCoGCp24/jaPP6C9K4GYfAwupfvObz//mRx+EFJwLhSmmoU8gpbL96EKE//Uv/3dOPsZADMYYH8H7uN3vPv7NF0aBFkxELOXkk09psTp9dd6tl8ubm3OjlZumGCNIqZSZ5smHMDtnC5Mo5rPRbYoJSnNIcMl5MW1TlkdrLQW7frVaJ98XzXK5KAXE588+Xy0XQ7epqmq9boUQmYktKFVVAQC73c4Yc3yy9t4fHx+1bXNzc7PZ3Girg3PJmJxYTURdt7fWSCn6fqybuirLrtuPU79eH4MQ4zSURWEqBcAKpUKptNRKpZSEhCdvPB7HKU+OUIjJTVmtE2OIMRhjxnFYr9fTNKUUM7NxzDkHUubw6Aw8NMbkKUphrJQShQTio9Xae++mOY82vXOHNGqts1fqrvvJoI+Pj+dx5707OT2epuns7Oz4eF1VZd658jvNy3JHgMhDsBDC9fX122++XVU1M0kh3DQfr9bdbrtarS4216enp32/J5cQNYNIKTk/Vap4+Og+Inb7zbvvfO073/nD5WrBDEw5cTsIIaqq5JTmlFBbg7ofut1uV1Vl01ZEtNt1Mfijo6OcWOCcG8fxlmLCiAcGGBGBlGVRWGuHYcgQlKqqckaRQRzHMSbqui4jQ2IipeUwTTmnqh/HqlRVVe22PbO0Ri+WR9v99v/4q/9T/Mc/u3e8JIphmlJKVdWUFmNK0zyjUgQcU6rqpjLKWpuLGaXkXaB5PuL3/ZiVU9lfkzMhcukSY0wpppSyvjQ/V5k5xZQL9dyIzOOsrC+1hYkxTtPUtq2U0qeYN688xsw7Wp7sWWuLIgvBjJt9CD6lQxCUUgf0fy4gDyOsW3/drWmNbrN8DpFd6tYWcacRs9Zaq24LMCjLIm/6mYMyzaO1BlFZY29FN3B7ADBSghDAAlKMLgYA8CnKCCEECaKuaxaAKG8n0pxVZrkz0nXd9fXNYrG4Ez3mw2Q+nORuV15/NzspJbPIkUPGyKqsk0lTnLQx0zQNw5CPx3mEXtV113VSCinFOAzL5Upp8/jx483Nru/HcbgZhsEWpa9os+/waPXZFy+ePHl0crSQ7Jqm0lIAEfGXy6G7xXx93vW68+2uy6xQxxAkZnkWM9BrMXpJAH6pysob7r9Vd/27c7zfokF/V+jC/xPEy5cGlXeloArsD4wagSFxJPnZJ5/9+uMvdrvZR9TKkgjD0M3BlSiUEogGpQBigOT9TF4655RWVVUHH282NyGEk+MTpZQAQcRlWXXDvN3sAeTsnPPeGutckFKWZRXm7X7fHa2PrbWRiZmcc7Nz8+yKokTBi6ZtFw0KkBJMUXZ9v9v3RNR1fT9MPkQhhJQqpRT8tfdOCkApmKmbd0wot1MIwcektdZqT0xMUUqZYkJ1JaX0IRj9Wy1fSskWhf/si8La0tpDzLFSfT/kPLED/l6pfJjL938IIbNnbjHB02rdvPe1d1JKT5/+lZCibduyLJeL5TAOV1dXRpupD3VTZ7kzSnTO7fa7siiLsrDWPnh4cnZ2tlotEA+dxZwH7X1gZjfNJ8frsiy77jr3V+6ugEPhSucHki/ifuglYp7adeOgtAaGl+fn+ZSf+bYZzJjlGX3fE0NhbQZOSsQUIyoMIeRRvlH6kGIkxDiO1haZNKiUjjEoJwpr84hba2MVpDCERBrVNOysAVSxqrCuSmMtE+dtT0pUaqW19n7Is1OJMqU0T7Ox91D+XgjBWDM7j8oobcZpEkIgKuJEDF3XFUUthCAO+Z8qQMwuD1TNOI5lUUqUtSj7Ye72vfezVBpA+jATCYZ0cXHTLGqBbK3dbndVVRdlEWPqhzEHzKWUpt6tVsthcjGlcRyevXi+Wq2YRddPwzBeXJ8vl8vlcuF9iCkJIS8vL51zdd3kHLmmrpnh/Pxit5dN09Z1vdttpWwzxSsmIKZhyNHVdxGo4uAEAPISiqJhZqNVCEHKIqWUWAIz1cYYXlW1gIgr1XVDiROWSbU2psFgqFu8k5uHwClFa+StG6GY5yB04dkDKqXQuSCUsdoqpUELZipsmbe9vJ75EVmW5ZtvvvWrX33kUjhZN4LcZrtd1E1V1cPQU5hKq5ihLrTBJiVa1IXWWpBXSnvvi6KIMczzLFFJyYW1ADaEaDQohSmllKKQotA6OJfRcoLIoiKmxXLlgxfEWmGggFKCZIGysAUwU473iSSUxIjRBU4QA0+jYwKjjZKKmJhZSYNCGSVylCJRSolQKYmKiVFBTHOklKKf42TLYh5HIQUaCTklAUQUDAgCZZIsDEuJnJg4JqYEII3UWhCJYd6/uJglwKKtbWPPbl79zd/99V/8+Q8vL189/fy5sZULlEY3Ow8CJWohsKwL59x6vc7tT2NMVVVd1+UuciQSSkutEicpRT+NPviUiAm0NkaiZFGaKoRZK7vrenlgYqB3ERhzuPM0jHVTAKX1ehV8KMuSUhJWM/E0DdM01XVbFAUTSym0yfNz3O12wT8gAgBa1O2ry4tXZxddv6vLqiprIh7GrtvvhDJZ0Wq0Oj0+CW7Y73cM3JRNdVQM4/zBLz5gIbzXQx+225dA71VWI1BM0c2zd+7Df/qwbqp8jKDgH5yeXl/fhBDWq/b4ePnk8eOXL66U5G998xvvvHO/LvW3f/+73W66HC6/90ff7fed1Wqeh77bDUP/4uXlPCYihgiJGGK0KB8/ur9e2vpBe7Sul21rrAl+vtnuYlLEIiUihtyOkQoFwh30FUDUdZ1CGOY5k6WBuWnqFFQI4fRkdXl1qfDAbYNE2loi0qZgEsbalCIIBGYh1dXl1fXVdZGTiPXC+5QZhkxQlY0Q8vPPv1gs1kM/q5K1slgIIVVRVNZWkVCCsdYWFplAmYokEglVNJLTMAXBBIAgcQooABInkMqWVUphCl6QkFoJVIsjLUgaZUJ0xlqmhMagMZRSpvYba8vSOOeqwgLTPI2CWQBwin6eM+pQKdQk67IMSpdG16sSNQ7jfH72ommqEKQQ4LzLWi8hZWa9yoQuBKkkEZV1vVosQwxMJCV2Q2+sRaUk8oMH95xziCqlCCBWq1XulkopUoxG68IahYsUU1mWtijmqZ/GSYiDMm3RtsxiGAadMfcpEgNKJEkZ8h5COD4+3u12d3liSqmqqphhtVrlbT2D0HKGQUpps9nkPTe3fXOO2TRNWc9WlmXbtl23XywWQsrgc3UEd0jhVb1KLKEo7lD+mUqVq6ZcRu53u+A8CqmUssYsmvb8/BwRF01bFsXZ2UtUyIlCUO2iiSm/j/Dw4UNicsGnENuqHscpJ3prrQXRarW8utrsu+39+/cVgvczcdQGQ+j3PiY/WqNdIh+pKau6rinGHLTdLuqyrJLSNzebxaLNZ9BsA3HOex/yomVPl9bK+6DUlEPAY4zeHw76wzBmHMByuVqt1vv9XmuTEkmJ+XuU0rNz4+QRtdaGQUipbVnvuvHnH/zyz/+rHy6aBZQVpaQyTRqgLEshJUi8y9Suqup2qQ+xB7k1mRuRiJg/qbxit9nlh8DVeZ6J5ruxT+5EZ+6r1nry7m4akYdaua1cFIVzTjLkLZKIskYxn7LKDMYDkVKIUeRRZ4x+mqayLHIlbMwBgJk51QeepNb5kDbPc25uZjfT3fE9p4gVRcFMxJlyh8Spaeq7oUJKkTgZa7Oec5znHPXUdT0dkJwspTBaRUpCytyERalVHn7aIsaUT9oAkHPYmXkch2GY8tJJoebJ54ufiFmJFLksau89sARga61WtqceURUF5GLb+zCNVwAwpzmX2TkfIo9D89t/9OhRih4AhmGapomHafb+tglyVJYlC7Hb9wDk5vmdt9/41SefmW+8t6i0c55RIh6qrzuvyt09mN/5XczVrcUxvRZnHyUiMqcUJeQ+qmSm18CbJEB+qYD8f0UY/p3pef/6Rf5FjNPvmhb+668LIeg1TalSRnqfBKqQwCf44MOPPvvi7OqySwnrZjm6FMAJ5tLq4Kc5xZOj43ZRK4lCiG6723WTUqosy74bsomrXS9SoqLQy+Vyt9sN45RddkJwUZTO+xBDZTSwNMpUx/fats1D5HHoN5udUure6elut3POLReruq6IEgi21iiFwFwXpYux6/oYiEgESogghFBFwVJqVErJHFYWYgIQQisZoy5MofU8z/OcWLBtSmm0UkrFyMzytWyAPJMUxBQiIhpjQwhFU0/TVC2asjwoMbKfGBHR2FKAkNCul+v1OreCFot2N4x9349eNE1TNifDMFxcv8x/W5Z6dNz7QWufr6d8tY3BLWXx6vr62dnFOA5CCGNVPvHnkAlgkRJ1273VL05OTnKjaL1ee+9ze6ksy77vd8NlWZZPnjy5s0Fnm3W+kW4Bhof+QVa/3F4NKoer3O49NiM0crD1bSj5Qbsibm21Qojlcnl4AJFr6lYImeUBMVEiWi6XbdNeXV2DJG3V7YUoM442X9bGGCmVYHeX+HmXIZErcKWUSGBQF0U1ujnfpcvl0k1OgZ67cbVadcM1KBWcs9auaiuE9d4vT5aH+8Hxybpe1LosSyHE7Jy1Zf51IQRtFEGKMZZ1KSXOs48xaqWV0d5HACi0DCEoo6dpKooiMWeD2TinGGMYhsOVTGQLJSXsdmOKrI0hBiG4Koz3iYg2m53WOiO2crb71fXFOMbsYM6rvd/vd7vd0dFRlr9PgT755BNr1Pvvv09E5+dnGZ0wDOM4T/M8VVX56NGTsix//etfv3jxYnZeSDw6OspPTC0tM798+fJQr06TMaZtW2PMZrOJBAxIdGiot2272WwARGGL/X7fNE1gyLPWXN7v93sAEDDfnH16VCNoE/y+sVActQwQk2tLmdy+1Gme5zCFsiwJSQsX58EiaSW0YKOTMGhRMUOMQQqJiIvS9n2vNUqpAbSUchid91waMIhFYbIcJbc8ASASR6K7B/Q8z+v1Oq9YvnrH3WTQ6tLwmsqy3Gw2hdW2KPLlOvZjNkLchTdkA20+eznyuqn7fphdAGXnSFEqpdQcQlkZAaCVzQuSbv9TEgORlGisgRCUUhqVLrRSkmICgLJYotwy0S9+8cl/+P6fvHxx+fDhg/v33njy5O2XZ5cvnn9ky6qplt57KWGxaJg5UdAGIZCfR6NkabUXnIiVNqgkJBICmEkpzPp2raz3c20qUxQ3Y1dYK3MSkUAi9j4xK6aIKHOGlRBiv98vy0oIoY3tO9d1/TjtjbErW7h+ECExi5xonyjzAHCcxuDddj88ffrsnXfefnV2/vjBQyGw2/W73ViU7TSNu/2+abIHFZxzKA9D0BTcPPZtVZiq+vzptVZKAFMKlDwKdrPru55SgBTc0EkpF1VRnRy1bVsXahrGd99+o1mViHLRFEqKH/7pnwKPH/7iA0jy/a9/q3t5Mwz7L7747J233m7bRimNqBer0xhVSlzoMsxOENVl8d67b7315j2rCZGHruv3WxcCqgKkAoldPzkfXUwM2UYimNM8e+9DIvLeMwkmYGAfAhAzC6U0gCiKUmmTT5OIaLQOBwpFYpkQZSJPTFLyOG1D9ErI3dRJKSc/gURrDEiBhj/99FMm8t5P04xKnZ6ua7P23Zy7bCjVsmnHiV0KCo33gUkASCFQKZCAEoUARXmejjr6cXYuEkVgSgAglUKBaLWUAiQTQlJKlaXNHfB8U+R6AwCkMABQlna32/3sJ/+4XrXGmKIotTbzPLvYpRSFgLZpZL3281gUmIiqsjCLipmTwKKu53muioqYd9ttdthmeElR1Yg49UPX99ZaY4ts98pbA8Wo0eynrm403x5oMl0w96222+3jRw+7bk9E2QbPDGVZSiGJWQixaBfbXWe0qZtmnueyrIL3nChF0kp57908t03TNk0eVMYQlosFAJy9Or937/5ms8nSpDxmyafnPHPLj6PValXX9fPnz/NjJKvvmLldtM4FEIKJrLVZ+htDmKbp/pPVxeVmu902TTNNU1VVIazmeXr48GG+WeZ5VhKzFTmEYLWJITx88CCHrwDA02dfVHWdQmSO8zzljXKe5xj9HLxSaprGfT/cu3c/t1yZKYRQ2HK5XD5/9rxYrGJkhpRnlev1enO967puEMCopNIx+bIsPTMAa63/L9be7Ney9LoPW2t94x7OcIeq6qpmNykOCiVZjkxbD7bjBIaThyAvQYIkQP7A5ClAAAM2AthJLNmR4ciKqIkmRUoke6y6w7ln2Ht/88rDOvewRJqxA7jRD123u++9Z+/9rb3W+k0y0YXaWuXHh6cG56RsIv2elyM8p49ySuE5fFwbY0spIoqutYpA+tnFpD1Pd7qUMo6jMPq0VkS6H3oiOu4PvhvAu08/f/c7//xf/lf/5X/Rdy4uARoDsyS7AkDKsTUg5kNclFLPYQayMayXlPCLncklU+4S1EZEWnsAnucgE9ezwYlCOnfwcvfl5aK1npdJOjcZ1VI8N05ioCI9lTRUzGycTIPp+SI0AJYRSBuNCCVXISKFEJZlEdqnXBlptEQaJ0CZVBjpZETNK+Go0o1L17Tf7yVQjohIWWF4CufLaCdMJRlEnfUA2Grl1mIKck8VkjVGoZaTKFdPbnjJlaQAACAASURBVOJFbiqTMDBdIp1kTpOPfPbISen+8Wm1WsWSw2nSWhcu1DScmZxstO1cV1SpueUYvPclZWNMze0QjniOEy6llFrYOXd9s5XWdLfbodLv7u/7zscwffrZFy1no9R3fuvXOmVQEyGWUuUuv5fJ/DONw/uyvfdTFi5+HNqYUktO1XldayMCQPwPo8n7d+Uu/LIp7t9JB33W9v0M0NMhNaVdiOXt3dOf//Ann799PJwikzbGzmHR2gC3VgsAGK2ur9bb7UZ8aZd53h1ORNp3/nA8lFKMsfLac84CwuPucTpNotGUdwYpVITWGgKunEg5ZdzhdELEXMqyLN47AJiOR2eMJlIKWyuk0FmrkMK8yA04HE4x5pTLvITL2VPGeOsu5UYpZVxFxJiSpzNwrzQOYycMw9QqQnPOlFJqKQDceYtEWpNSCloDQ61xg0oatbXKiKisDqtOLnM9e5Yoa/U8z8b5VGLXd95vjofT8TR33fC6G6Zpun/Yifqu68ez8HfQCGCdaa3FWMV8whiYwz7XqNAb25MStjN2touppCwNB9nOt9aeTgdCRE2PhyciGtZjba20qpxZuTfGmGOAWhMgtAYhK2aqjeIxay3iivZsmkRonbwk6pxFtUSkEDFFjjHTUqU/K6XmnOk5b/pi9KSU6p7m81fOFnNKkMAYoqS3k6KcCyloTVZuVEpFQOcdMJRalVKtNuZz2nVKUWbs97TUoLlhydZZpZSzTmttrFnmZbVat1q1Ma0lYWleyo33Xt6UxpiI5wBTRVKFWcgbUrV75wxRjNEatyyL67pciqzKckqI2Nos4QRKqVKrWDCLGl5b4xWenu6VVtbaKVQRU9Va07wI5HuKYLQhpKuVR4A87wmxcWm8XI92O/by6ErQ8KrbfO0rN6VUra+Y2Vj76994gwhD5wH4r3/rK4CARKW2s0Vua6UWrc3f/I1vAmDKSTwSpPMwZBl4Ok3GGInUzDl3nVdE+8NxGLo5BGdtTEkuVAhzrdW7bpom731ENc8x5wSAStHxeHx83N3e3jznxlDOubbWKoeYd7unWusSo6CR6/Xq7dsvu67LubRWa62lVJHwyWKMWa6hmecFALrOt8Yxxmk65ZxThpQiM6QUrXXSvjBDa1RrUdrUVuVj1tImxZaPnaeXq1EppbSeei/oqCmz0u3lVz+QsHJjKRL25KVvE7Y2ABChQ9UaaG2WYjKQHlS2Z1+ZGILvulaLcxaJAGWHUqzthGdaSiWi1ioAak/ELDYxrTBXJMJwiKNeKa2++vFXv/sHf/gr3/g4hTgfTn/2R39cGn1we5NrM1Z3hggzMZdSBqeJMCuOITrnjAGnTUyFsSmuzEUBrHq33++VUZVrDhMAkLVcKrSSU+g62xrnEksxy7LIkk8phQgp5wboux6VTpUf7+4e7g6vX782NTNjYSyMGlVI+XCcFJl+7Kdp/uTzz303xFiMdfL317/xjeP+STwJSo2pwO3L9Tiuuq7PpYo9A3NRSpWcS6l913/0ta/tj5NS+x/86MeES0xZW+v7Drh2TrcKTq8QeBy6vuuvb667vv/Vb36VgIwB36kQKzddWzqeJu/w9euvWNsra0OsgOblyw+fDtMnn3y2xDAvcX+MP/7x51++e8wFFZEmyHmxXrUW5yUD1xiytaPrNZNaIhxO4elpN3p+BmoUc12WmblNc+CGwFRrUUpLsSqlMFCDMi3zerv++OOPZAx4fHwQcwWFpKhaxePYWb91zgKD965zfjX0ve+ds0uEn3zyyU9++onrnDHqxz/5kdMaEI+np5zidGpNAWZmzs6QJi4l1RwBuEEmaKSQkZmad9oQKgKrNQMxGdLWwqZBW8K8Wg9GaWhgtVGEaBVraDVjq4qUsVoMc5VWhEiE3DjnPE2JuYUlW0sx5I8+eg0MzziDnhO1CtqpVjKX0jlf80xKjZs1QgshNEZh6BlnU4ibzZVUXWu9tfY0TUPftwbPcdvFew/cci4AjHDG1mRsa9ym6TQMPUATX7e+73MqLbd+HM8VqbaGUEp1xqaU5TinVB7uHlJKH330USnlarNdlkUblVL2vgPGnAs3ts4S0ek0xRBjiHd377rOS2bamw9fHw/H0xQ2680SZudcbXU1rlKKpeabm+vd0246Tf3QTfNpCXMppeuG0zRdbbdCwBNC9TRN02l6fHy0xknffDgcSikpld3uibkJ2aE2lllCItFqrfv9/uXLl09PTyGErvMxLp33hPr66up0PNVSkAhRedfXWq+urw+HU0xJa71arUrJpcZUm/f9MAx//hc/+q1f/6bWWik0RhGjUjrGRRljrM21tlaFyCr99HSaGZgA9/tjSsl6I+C21j8LK5ccWmMNwzmIT1Cpy1h1oUHKevri53HRTclA0vdbZl5CyKUAMCMzgNbW+9W7+9P/9S//9X/6n/z2tERnNLSmtU45pZhkSQeIqLUQLxERoL3vV6mU6ntbaxV/lEtwubSLzrnWKnOTRb84ncQYiZS4NQq1Sj6X3BEkkA8SY2yteWOdc6fTyTnX970gcjJzAoDSSoYfpdQ8LRdjRgHcUkoIlHMWEZrAdPKLCS1zvV4LlebioyaHRboXZialrHUpJm7Psr0Q5zpL69s4n/ErVlqblLIMCzK/tXYeJJTRZxoCICD2/aCNZZYjxYqImZUibqjI1JKMsRfxiAAJEokuV0kgBOOs4JmyyAZA2a4SqVpqTGcnHln6xBgvyYRCOOp6Q0TD0MkF09oQ4dX1+ng8GkshJUQgTdvtdd973/un47SE7J3jVlkrfG/yeX+Ke5/f+H5U72XnK50DgnLOZ0q1FolFPZsc/P+U3v1bx7Ofk9L9MtfNX8TuflkGw1+RGr7vtOm69WkK3//BT7/3/b/46WdfajuA0innFqPWOi4nAtJadb0bx7GU9PT4BEjLEo/HExF5r5cQ+2GUlclqvRb++hKeaq0phZKTkCTn5SD0+uW0DLe3L1++iTHeP+7meZYT1fd9DLMmtdls1qtRa11bVpqMUTEsc6tEqpayLDEsqYrbNbIxRkR0WokbQk2xNGDvPUHVqJhINisFQDsn6s8QArdSSzPeE5D2vdCOZXdiSNfGpCjXklM0xhBA733OWZNqrTlr5ZtY54ZhyDk2a+OylJQO+12MYZqCtV0p2XtvrRAjz8+bUkREOZVaa0mgte6cvSx+tNZD3ynqa61KIRIj9q3VEILkBU/ThJr6sU8pFWbfeZm1xAwqpWK8duq8SbLGMrN2+ubq5ng8io+wBGE/G1FqZjZy6p7xTERUikrJAKB8J84dcphba1qdV7w559rKxdNyGAallDiLlFJyBgXIqJ33zBxzQqWJiFASsYmwAACwMAmr1khE1g055/1hetasHyUMVDDJ1dgZbPk4MfPt7a3WlPfZGsPLvCxLSkmRu7+/F9284E6X/NNSygJza221WjnnEMA7K8HZAg2Nvnt5dfP09GStLfwzoXMpDRFXm7VTPIzdPE9938/z0nerUqrWquv88fQU59xa216tJfiRmUMMRAZRaa0bt1zrqh/kfX86HK+vr/rOee8Que974RUjYghBGOpXV1dyjLuug1Nc5mCtSelAePZqI6VyraVWYDbaXKy6BWdGpWut8qtCm4dhKK0oUJJ4Po7jvCze+3E1ErI3iFAMNdcrY9RmtRWPrw9ebXPOZJ28gJ+rz2upkrLPy4HFVUgpatBiaACwXutSIRfwDlqFGJtSBADOQQhABLWCUuA9nGYQYUCtYAzMs8AgmHNl5lxBCotUfHnwBJCUdlCIN/M8L8tyOp1CCOJ/+Bu/8RvDMHz3D7/3ve//m67r5M2dc/beV2CRfXND6QZ2u504yIlb2uFw2O12uULI3Fqbp3A6nWrlrvMADMhv3rze75+WJez3+1JIMHyBEKfppJ323tdcW23SeLQKzNCvhsfHXe9KKeH49Nmyi7fX/sef/MXu8akbVq2C70Zelml/yjl3g2NmAjR9X2qdp2m7Xi/LfnSbd+/eGdcp7UpuREDUgEtvyFLThuxgSym9V/O8rFfOdb6yPh6mUiIpU0piroDc9X57vbXWKUM107u7h3/+L36vcey71WpJMbcSU+WHeVqUnUttMWYgEYyVz778gkgz6nfv7ua4MLTT6ZhyfHn7svP9drOeQrx/PI7juN/vSSmlbavpsBfUouwedky6Yfvhj3/y2Rf7mxcvt1tLxrUGvhu0wtcfvNxu1hqZsHXOMdebmxs5pM73uaVUTpXTOA7Guk8++fzX/9q3VJg/++Ltl19874c/+eFPfnxfczZGpRQq13kJMfPuOFfSWkOrpUEmKAAVFCnSnd9olZa5PD4+3R0e7+6OP/nxZ9jCx282SEooTNooRaqUWkrVWp+BMyKxm1dKe9/FUgqXn372iQJ4/fr1Rx+/sY6+/vWvf+sbXweAxjWEuQG31kqu8zwfDgdN9LQ7fHb8/HDYM+ol5+3V+ubFNbZCXBVy3/VE7vZV7FatV1sIpe+sokZY16Prh48K11rRECmDlbFyQyJC5pKMtkobUB6V4TADccqdcUYBuuc84katQAGtW1G11pqKIHiKoJRSc2VmKFUpttallIwyZlDPE0s2hpRyDWrNhbxNKaJJoKiFpR96a10tERVdrdaCwCiEvvetNYT25s2b3W6XUwDmUkopeTVupmkC4Ourba1l9/ggMvVlCc55a61SlEuJKbRWLy4Xzvm7t2+51mFcIZOENzAxIeacmWGaJmO8DFSr1QoRcypv376VV+Rms7m6unr37l1YotaaGxxPJ6HeSWrUdru5v79fr9dESAo5t3mZai1v3+02m83D471z7vb29unpaZpODELxUKfTqe97pdRms7HWjuMIwIIHiq+jc27sXK211bOz9Gq1cs631uY5SOmWaURa3u12u9vtvvjiC+/9ZrMpLbvO3N/d3Vxdp5jEkyaVnHPW1r59+/Y3fu3XSmlPT3tjjLHUr3pE3O2eSsau64ehFwxqXuau68B3JTZsyRpjus4B1JzkFfxMTMVWm7G2lJkZW2ve9xcFkdRVow23EGOsLV+YctL9y1s4hCAok0wFwsKQ/l6sXE6nk/ceQZca52XJJcFZuN6U0pUJAb77R3/6waubb/9H3zrt99bQfDxpo1bjCABLCMicynnkU0ppfRaTyw+6GBg+z6XnSD3pLs5vVUIR7MlwpZSqpcpkIgsd4U/KMWFol29++bYCtwrn8JLokHMuqWgjDhSMCOI1KK2pzD+E6jmrwIhrg9wCGfmEZSrT3ftEqmecigHQWlsK15qfXc1gHDchhHmeSy3CKw5hHobh5uZGQgUBqFaR7SARgaJSEyJ2Xe+c09o8Pe0vExERlZIFzZKx7XSaZbSQEVS2FVprAHKu09oSUU5ZaXVOpABIKRmjECGlBQC0RgXOGIOi7x0G7/3T05MiGjabUopVpK3xXZdzybkAwHQ6WOdyjuv1ujw9XV1vhVPDDCmXm6vbTz79Yr36lnMul2zVX0kYv/hYXv75FzMVLh8WgQRsJMKw1AudkiXPlEG9J8/7Ofncv6cf5vtfPyes/pJJ75eZr/ziKHi+X+/Ho//0p2+//4MfPu6Oh2Pw3db6PtdKSjMUgLruV7o5IUxOy2StRVQxldb4antTast5kV2Cc05Gdum35Ap6b4ylFOKbN69evXoZllkR9X3nnLu/uwshaOOGUQlBUUjtN1fX3vsYA4DRxpSSUqhynABgmZfWQCkFTXVeW62MMd65EIIi0sbElLQmUuSs7rRvrXZGnZ0hCnrra2XrbOfGNE+iTZrnmaqySrXWqIgaGWvhptgoC4zQABBrbtCIazXatHL2awnzkmO21oz9KpfUapun2Wh7te0ASGvdamEGrUgrJwN2rU0rcsOVNNytoNK6nMORLIEmJKEjc0OtVK2FW3v18sXhcKilds4BQkpnQZ0ACDEmSQvpur61lueTlNEUsjGGSilLxrxYKKDRsNIKicBZZa1trXIrFshbXQrnUgDBGlWQS8kN6nPF1KVkpQwAMTfmRhpaIzTKWqvUmFL23vXOiZxPrKYjQ8uRma0iBlRErUCDhgBKa2bGxgpQP3v15nZyVrVar68GWbblnGNMiEZrtd5eAVFOWSvlnY0pDHqVU1Rec2bvOmvG8Wqdc+k6//i4u/I3AHg6HRsXUubKvmy1GqWddtYYBEgxDnZVIANzq7hf0sNhLuUoDURrTEbnlGKMbx8PV+PGuRjiktP91dXN3d3jaZq5VSQGqCEzEdi7Q9d5rfUclndv352Na8mEFLqh65wPyyIvD2g/ut6uUwqr1YAI0xKAwXnHjZewAINSynkXQ+z7Pi7RGOq9KyWvhoGhtVaNdaR0Lg2RNVF95tl770mrWts0Tev1mhSVGKR0IuLNzY2sMI/HozFmtVq1XI0yiJBzEoAUmAG4ceu7LsTYGRKShsxasqg7G76XoiCNw4hESIrPtYWWg44p+q5blIohCn8npVRrs9Yao+d5ttbtagVCQizPW89pmozW1rlaCgOg0QrYamUV1xq8RgDOUNxKtYadM60qQl/qcDZuQUSiVhupWiv+vb/76//g7/9WKcVajYQxnqVBUm1KZUJy3oYlyiuBGyutmLnkYrSuqXCDeVlqZW6t6/t5nvveifH6ssSUklKktTkcD866xm06TdpoY0zIuQIsSwCA2jjnslqvD4fjdJoEBoGqa0sx/815Cca542GJMSLSdrteljmEysAxRFLkne+7TtYWrdYYQiyQGx4OT63VlKK8v2NMkkhpjHXGIt7u9o+oTa6AyCmHXGwICzyn/eSc86m43u73x+vVNuWqFKbSvv+DHzmnSs6ttRBiY4gxVyYimk5zLvXliy7Xut1u+2H03mqnX756sUzHh4e79Wqzf9rdPezMsM65yP/bWvuTP/6zeT4aZ1/evqi15ZxYoesG35fPP79bki3t2wWgNE4xdJ3/6kcfIlfkkuKSU0TOBIWUTnEpULQ11jKqJZXyD//RP/7n//J3+8GXAim005IVHVNMRK1xIQ2k1Pr6tlvju/tdmGdnO66hpgk1LiHcvf1yPoXdw7LfzVM+VSrTXA/HiTiXupYOW2ny3lUw85LPFu2MxthWGxEJOu29zzkhsjEaEb748tP7hy83m/V0evqTP/3u4XBY5rCEUEqLKbXGtdTNetNK5VKN0chUVGRuSuPV1WYz9i0HTQAMpOy10gwHw12GoBSTYqWx61yumskgqpaT0sCAuWEtueRoFBFHaFwBWom2FQAmqCUVAGKHpRRArlAKZIWuFsWNmDmVyrUopaABMDFIvEidTkdr3bLMw9CnJPtBAmZulYiUVuJWDwzOufWmz7XMy4JQUgjcYLvdphDFrMVZ650TXcZ6vVaUlVJqHI3WvfellMN+p4iMVtZqq8aYUy55WfbjOOZyFlMNw/C4u9+srw77vTV2dTUIIai1Ng5jXPbS/EozJxppWbHd399fX10d9odh6IWpJYvmvu+FcfPixYvj8Sisy8Nxv9vthKV5PB4R8eXLlymlzWYzDEN5Dkt4+/btarWSFLhxHOd53mw2krgo8qDHx0dxVhTCm+B1MQbBlPpuROKu6+7v7+VnrdfraVqstU9Ph3mejXG73f54nG5vb40xT0+HVEI/OhkkpulojJOf/rQ7rNfbm5sXT7sHY2zXd7kU13X7/eHm5tq7vjXMKWutSaG12hrjvQfoX78Z8NWLVisrA4THw+4cDMYo6QIxxrAEY6yips05k1amo1JKDEmp9uwI4FJK3MB1TvzAhbXRKqeU+76XbfKyBAR0zh0ORwnBq7VNpzmnxtxabWCUMZq5lgrH41Gh8dbXhv/kn/zvMcaPv/JaK1NqOU3Hq812GMZzyqXqLrDMxWJRMDTxhJfF8fszqgx78zwzN2O0tf5CfbyMuBcKougnn613q7QoMpsRg2yHxd8FzjsgdUZg8Mwzcq4bx3EcVzJCp5Rkjc6NZY8pF/x9Kw7JEqi1So8tWhuRR8osLe4yKdWc8jRPMUbvfNd3u93BaGOMr60iYN8PwpfO+azNET2OUBStVcxQS2vEMaQY03a1DiGWUkjaPMCGEMKilJKNiac+hFBq1QhI5GzXr0ZBU0NO4gIqV1V44Je2QT6LMWaaTvXZglE2AlrrYRjOPNiU5CDM0xxSFB8HpfQ8z9qYWhMRGkVEuFptnx4ej4c9Id69XQ67x+985zfHvntf6nYJ/7hc3suo/P4fLwIuQAamlBISKK1jmCRe4mfTVPsPw8/8/8b9LgKrX+aw8nPxCXgBHC+BCv/b//mvkSiVbFdrwxhCiHG6urq+3l4ZpVOMqeZ5nj/97LO+7/XGltxqLp1zgmi+uL0VH8XtdsUMd3f3y7Jwq9Z47z3W9smP/vwb3/rwf/xv/wERELmcFCr6n/7nf/j9H/753/jOdzBMaY7E2HLx3n7w8qU26t27L66urpSmaZrkl9Zap0oxxgLKeO1K2+/3mrx7TufovBdHEP8cuuWUcoPuulWMeZoWItU7V0rxg8459p3zdmitdZ1F1Zxzy7JobRHRNY2ImKr3LudMQNIiG2O8tcxKa9VaW62uc86HQ+26br1eS0rS4XAAwFqrdQbpfG8EcJBCIABISgmRrUMkYG4MqRus1JqzC5DB6XjSWmnjSom9767Wo9OUakspTaepxKKtFXzjcDggIgC11koD7z0NfWttWhYAqJkv11A+EWqsteaaDKnaZHPjU4wAyntrwZA2McbSSmmViCQMN5cWQjYGak2XJR8DKqUByfku5UJKxVqh1mEY8jwvKZ1tSJnlXIWYhPm5Wq0YWAz6U87CpVFKWTMMQ78sS9ed/aBijEoZ6a6sdrWWDKAUlRw9oiE0xqYljm4gUuN2mOcZERDrMDgBx5wz4o4t482ZC2FUKUVZo5ztVmNKaZ7neQmu63StshwSn89SMiI4Z4f1yhgDShtXd4cjABhvQqjG2ForaTEOrcfjLG++cVgLX1RrzbyKMTqtx+trGe8//PDN4bDvhlVpgIidNiGEeJobAyGKFsJqZ3vXEAA5ZZ7mhQiXZ+q81omhSi8+DmelymUrKZat3h+kXAo1kZl3hyJX1Vp7PB6VLJ+VSjmXJo7S56jfFKIiUkTGOdGcXB5gYVZIJi/XLClhUriliG+3W1EXzPPknFVKPcumz2x4uaESVqkUyn+QUoppkTWwiDeASYryer1erValnO7v71++fCmnKaW7lKac8+2L6/NalJTQhJSi7XZbIoRwkG2OYNHW2taKrMkJ2XsfS1akwymmlMZxDKdgjCFWLbJRtkHDBt4Y4feuh0FrnUOutZY031xdyWu+c1cCaKfNKMtpZwkIcgVljTWmtXz/9otvvXnT94PSllHnZXHOAkBr5T1UmZxzpVRjSBoFwXhFYiE3FxFzrs9GbW2eF3lzC1lIGlbQhA3u3n7RWphjztz9q3/1g3/6f/yzUmmphckozfP82K+uj4eYaj2G/erqa4fdbtmdAKk0//Dw9Pj4KHeqlPLVr3719evXv//7v391dfXb//G3D4fjdAqbzfUP/+QPf/BHf7rZbKzTSinrVSN8Pbzabm7+9E++DzkQ51xivx7W11fjsAZDhdhVBFbr7cunh9+3NP+1b/2aqtpp5buQSy2lvru/V9ics6UURB2aiplbbE/HQ8g1hJhTe/fuwXmfjqfjIRz2yzAMpSRQdPPBbWv19evX8tAuy7Isy+m415AML7/ylW/EGH/wgx/8zu/+gbX24eFBYA0A0MCaUGmwujiyig005TQShI9evVD26qdffg5cmKExEmkQd1Y+zxJCQxItt3H9MIx3D7u7h6OsvRWAJdWwGWVQI1iw1oA1tVYGrsxQrTOcl3na3ek6OGPc0NdcoCbMGbVCymArKWNbP4LTLQVUgFa1CMBATnwpGrB3K3lOiMgIbbvrc87K2BhjAzgui3ikARhk3RBIo1I6hFBbyyFdSiURJW6ICrDW1gAhxSTgDCFRgxQLxaKIwCFamA670cD9NH/9299+d/dIc4ZYPvram6enJ6f1er3e7XbT8fjBBx+EEBJi7724mR2PkRCPx+MwDGLO/MEHV/f392+f3klBsNYAwbzMkuXX+W7Xnkpu87KIvoNRxxyV1pU5pkLG5liMMbvd7vr6GqB6a/p+2O/3JWet9TwvD7uH9Xrd933ldjyerLXHx4fSquyUp+lEiLcvXnRdJ6VSys7j4+M4jmIJrpT62te+9vT0JPZIMk5IePrt7c1+v1dsagOyJlao4HLVS2i9aevVUC0+PDw0Pkv+5Dm5JFPbzg/DYLwb0irnXLhJLvFqtZpjMFrlpRnlw1IOh8PLly9DzIDLMAyH3dN6vUalGjZl6OrmNqWyGrfLnKdp7vt+GN12gs7ZiDYU+uu//u0/+7MfnEpx3Wa3P4Zp8d452y3LctwfkHgYhnmZvPWlFK1VRVBkwhK7rrOG5nlWZC5wiFKqcVGKQghIIEsoRKy1jKthWZbKHEpVSk0xEdGUklQtrbUyttY6hWOtdRgGIj1NQS5pbRzK7AaPtF1y+Wf/4rv/w3/zFY1lu1mfVFMaEpdCGHN+2XcIhErJLk+gttqgAeTaNBIBOmPldYZIqI34k5VSAMFYvSyLtZpZ9tdqmiaGNi8zABjf5ZJqrYRoteJac8vQmABKiWdX25RbY0VngpXwtmTYGIaBGmGF5TQrJbmw0HI7A2vqTAEVyMs5cd3U1nrmTFYZotoaGqUAdKmn06nOi7wfOz/mCsi1cCNrV30fwkxWT9PkkLfbrU0xpVxK1U7XwtMSljBba7QmBm7cGLBwzSGLVZIxBgt+GZZxHFXT83wgakq5vrfGICJ5b3POSmljhtbgcDiEEC7RFF3XXXL2cgoK2VujSCVAYuhs11rTStdcS6xsMHJWtbbGYcpWm4eHx1orMbXW/KqraObTAgDW+tZalaGaKIQQ50Vppsa1uQAAIABJREFUU5E+uXsoDUopx9NPX7968a/+n+81tH/rO99Z9dUQcmvijcliKaY1IwEjcblYp5zzhOlncerMzFBaq8RkjGPGWouzupSoFDI3xCYm/M8CloaIgA2gwXl4o58z8Pwr9MuG/05K54XJeQmBfD9b79868v3iN9HjOMaUchUwumhtuq57uL//8+//wBpttNleX61Wq9evXzvnYozitCOTt9ZaESHi6w8+cNadTlPfdd45RBR3vukw/fbf/tt/5+/8DWVcrfWHf/6X+0P6gz/44+/+yfeU0Xf395aURBB+8MGrcRxSjsuStttt3/cpRe+tZGvEGNMSYgiNIYRinX7x8laTwuewUfEhOMdMPzMSU4wI4KxXqzHnejqeiFCRzY3DvHS+e04LkSxIYVQqMSS3YtDyrPQT7yZpJaVdDsvEwKux11pP0yGnAAi15NWqJyTSioiOp1OKERG9c0rry7QzDoPogp218tuWWltrWqkssrlSlVK3tzeG1DyfVqtVCEvOue8HpRS3Jq9GRCSCcTwzTo3xAMBcEaG1aq15DmZxItUV7uI8TwAwDkPnvBhOeOeGvpdlmDIalbJWG6Pk3F48ecUD48IfOAOGcjXCrBQiskJq3FIIcVmMUm7olVIppinFFFPjNgxD39uuc621sASlVd/b1aozBktJp8PSSnHO1nzmWhCgUkrMVFurz5sY9t41lhhuFGZ5a/V42DNDTqnV2mqttRGisByttbWJ/LoytxDOy7YYlxBmrTWRxO+6GCNzVQqt1dfXW3nUAYAUlJqQeLNaKY1n9rYCRPR+LLVdQkFE136mCpciKkEE1FoBsHdWj/3xsO+8H8ZBBEuWJLwVve+WEGRmAICcS8qFG0o41fP1x1qr0ucEQmbgBoLjXYQH4k8t1tIhBPGwuii5/8pUJreSuaZqjOn7noictVYb8UknpZZleb+aiBGWUI+s7Wtrc1habcfpBAyIOC1nWUKrtexyCAEJW2OtzyQZYNBGt9aQIcYgxw0AnLO5nK2utda1sHyi9Xp9fX1dSnl8fPzxj38sG9PTNAmhH58NhETcK5wrpaikILkdXde1Vq+vr0uprVVmLqUiF/kpF2qNde4cmBNjDLHreqP1uFo9PjworfuuCyGs1+vWmjZm6M3d414udcm5MYd0YObdYaqlKOK+87E2ZXRrDVppBQ+HUwwFyaDSUPPjYxR5jNSrMxC6LKXUUqKo2+UWv+/+TESIqjUxhTvn/F6yLph5mqaGzKWt12vfbUvDRh3z5nf/xe8J42ial1LbNC9MS2XKtZyW8sd/9j2qtbOuG4YS4/b6elyvc8611Zzy4/7p8enptMza2uOcUyEy/Ryr7Vbf+rW/ToSlxJiWhrg/Ha3xf/mTL45zevHBh7lRKnD94s0yL599eVe4PR0Ox+Pp6WF3PB4e7x/+1nd+61e+/rHoS63V3TA+7vbzMnurlYIsGcqAIaRc2mE6TfOScwFQKRYivL29efPmjXMiuYlv391rbiGFz376l8s8S3HQWjuFdjWq7dh5Ow7db/7mbzhntVIfvvlAG9PODk/VGGrIpDRV1C1zKbUqrfVqPfbj7W7aHw4HREJGgEYo5UcBNNFsXG7HOK5kYyKnmJlbKUBklUPCWkqtVWlbW+HWzgnRwNzK1Wa9XW+sEV16s9YqpaExKkbSSHhZ6OZaKlTCJrKfsz+Wtc9MhHZZOctS/GIjLt4n78dGIWLKuZaKAP7ZXxoAtVZa68772s5/CeR+8Xw3pFprwu28cOI6369W/o/+6I9ef/iRnFyphyJn8t4LniOMgHfv3kkIkHjQv3r1ar/fz/Pc9/3d3Z2sqBBwPa5kr1RKEQX+3d3dzc3Nu7s7Y8xq6L33P/30MyBab7bzMvvOXsjeEnxXSokx5Vyk/sQY+n64ubmptT48PAzD8JWvfEXqhqhOnHO+6xBYFihy7j7//PPHx8f1ei3eVMIllm3IixcvAODdu3en0+n169fv3r17fHwAxC8+fXt9c9O4aq0AGkBDajGGt28/t5q22+2zTNHe3d29evVKay3airMxmDGyUzPGjOMoi56LE1UIIcYoZmxnJ5KUSimn06lwKaV0XT9Ni/SIMUZrnXOemWs9p9qeTqer6xcff/Wr3/2TfxPSU84tpTRNkzG67/urm+v97iksabPeSgDamYv4DMg8x4slseyWlqnkIqtM2a8JR0M2WUQ0n04513EcV13/s0yg2oiBGrfatuv1edC1tuazrQhZ21pTiEikjDYE//oP/uA/+7u/7TvnrF5CIG4KsbOaGRpwS0kolNM0AWDIWQp1CPGyypQn5GJnopQiRU9PTyklYcxK/zNNkzzwwzDI6ln63gv3L5dMEnWAmFttCA0hpZRqEXkXosKGtdYpLM65lgG10tYyY0Mw3qFWKSXv7bNKHHMu8hgwg4jVH77YXeQ5AgmEEMVWVCmdxKW3ghSBnLNk2cmMHWOU0aDWCtAQzs40y1LERrC1hvizGHHpHCQ34iJclF5RHH2WZZmm+aITMcYJwinXR+jKArkjorUaEWtrzK0Cx5SIVGvtfH20RoQUUy0l52qMKboMw+Cce3jYxRQHNUrPWWsRSHCeZwBBIBsiPD3tnOuMMTUVrbVWtNvtXrx48cUXX9493DszAAACK0W1NSTixogMz3PY+2Xw4gh4Yfle4AGxV00JYozGKOYG+Iyw/UKa+fvUzfeZnD/nqiK+RO8H9/1iNML7TM73A/ou2OMvUjrP3/y9L+r9fn88Hk/LPI6j8x6xlRyMwb/2m99+dfvCWsuE0zTd3d198eWnxhjrTCkFSd1cbZlZIwJASTmFeDwee98ZYyWJLsY4bsbx+uYf/9PfOZ4elnlera4f7vf7w+krH390fXPd9R3HdHtzjQTr1ZhLXo0DolDX6jj0RtvT6TTNMzPUUhShYlxy8M4abSQWWM6p1hJtIRrW6RyEYLhkJMRaWiltNfYAoLVSvbiwGAlBQoRlEYPXWGsRWPzC2P65QAyZbWqtGkEbbbRZloVbZkajjO6MP0es5NoQW+29k1OktELAUgoSWmNrq1ppwVVzzsg4rNan6QQKKwMYfXO9BW7Wqr671krV2qwxSEoRjl13kdVdHI0E7JZ6pBQKy0IKFiBII4vOhhigZfFryiUqjdZ5TUpKQymFW805IcBmNRqieZk14WrohUK53+8JScYJaQF775g5JRTexTgMSwjMvF4NzlokKjlrhO1mpZVCEsdUXVtttTVu1lgkLKW02pxzYUnMre87RGAQISzW2qzViFbeYUqhMWYYB9nBy5MsIKGwL7lWQFDI1plaK/Vd3/W1tXmZCYmBlTG11lKLmPFIsYaKCAC1OqMJiRRppa2zMcZQMgKG6eS9x1ZP+ycAqIUL86rvzpm5pex2Oymy3BpwXeaTWJu2mpVS3ilCWq1W681aguFiCtbaGGMrzAzr9fp0OhHBOPRP+4O8hA6HwzRNDGoYevFdB+ZSC3CrpVjd5VqMdSmXlKIMk8ZoIvKdF+MvQNaGJEWHMlzsc0QzKd6Mish1tqvunAhTK3PteoeNpZQ6tmfju1aN0YjdOA6+84iYc7y8S2SGPEfBdj7nbJwlTdY7Md2RcmklFaA0RDKGxPfo9va2caulIqHclxjD2K8EexRtusgORT9JRONqq4xn5r7vCHGaplgImJltKioeA6pCRKohp1pKOXz6pbzjZTgUWO8SLCFdi9yRGCMwSCO13x8uhK71ev3q1cvWeL/fq1a6ruPG+8P+1ctX+8N+nuZc8ps3b7qus0aFEPwwplqedo8329V27H71m98suYR52V5d53KWWCAq+emScptSIlIi2xAVokC7F4ZPSslayjkNw1BKA2ghxGdNDctuJNesnFOI03ECrZlU49paW5ZFK+O70fWjNo6UqYxWGyI+HOfrzeYY4inVu8f7D159EELw3mujjbG3Ny+IyA2rp6enAj4DpZrzkqeEb++P7+7eEfH9w701ekmZSD/c77hRP97cPZ7+l//1H33++WfzvCxLZMbaIC7zq5e3//1/919//PGHOcx/9qd/+O1f/aYi0KS06T/94s5ozHmpZ0VoU0ozIqEGaOthJFJEGpH01z6WylxKUV61Tl+ve+ecUmtEMNYws4i1cq7i9ElKIaJSr0rOpVZFBIItn8XMJkFJuWJlVUkpJGJD1GqJcXn96nbo3OeffXE4TogKUByaCQmM1S2fz448LTHGvu/luNVaSVsgBKUAQYa6xgwM4vuvte40ffDBh7e3V9vNqDWGsKhn44HWGKE2EQhpBQCkFCkFFVqtANyggSJJ2pS+RPqhC2GMCGQGAJCoaBYrLHHiAWBrFBgl+0Np7M7tAjetFIpTUYzyRUGPW2ukVa96ro25iX7Jebs/Hodef/jRV5zrV9cKqQE2JB5XvcxC9/f3ucSu60p14ziW3C7h42IWLTsymStGXk3TJPFx6/UamMWI2Hu/2+2sNeNqNFoty/zy1S0ps8QIz/ZgcqL7vn96erq/v3/z+kMAlJZxWRZR8q/X4/X19unpKSyTNmZZJu/Myxc3UhZkafL09KSUevHihZxKmZNl9ttsNiGEcRzFbUKOqnATlMJS66tXr4w1MQaAFlPQmrrOhlw22ytDar/fC5YlPisyY8hocX19LQu7Fy9efPbZZ9L4yupTBPyX23E6neZ5FosOyaf13s8xWOuZOaVojI0xj+M6hPDll2+J6HH39MHrD2vhZYnpi3ff+PrXf/QXnzw+HblRmOdpWS5LwJyT0VoI7Zk5pgAMxmqlVQhzLqrrOiQD0GQNWpaECMPQyxzI3FKKACyxhK21VkvDWtJMRETiAYNGWXr2UGjPbJpa6/p5S3L2cck5l6ZI5Zp/+KMfH/a7//zv/70PXl5bC8fD3lqrEI6ndHFzUUpLLHqLUcyie+dZTAXLOQQy59yAqQpibEW7Jx4FMWat9Tiun9+JTEoZQ9KS51KBGbgJBisTy7mJ4nP0+QV4McbIjZZ5khlqZUQ4nU7CwWGGw+koVKMUcy7ZGEOocgmyEDG6Y2BmjqGGpQjC3VoLS1FaEZ3HCfn+OWcAnCZhNuHlREuHjNCI1ND3DKy1QgQZJvmski1iYum9l6AIRFyvR2PcJdNcuGPilO69lwZA/BEOh4MMYNJ8SlKRNORd19fKtTZrHTcOITKh0bZy2azXiLjb7a214t97nE7GWuvcYX88Hk+SOpjSUmthZmGqGuPUaFqDxoykul4bbWvJXPNxXm6vr/7ND35k1Udf+ehDEH9hAiTCy0z1PKq9H3wn/+r9gNBL4PD5CWmllCoVVdEvBqNLD4UA/Gxy+zMJ5ftz2uWPv0zF93M8zH/rsPfvyQvVUq280ev1KCFj6/XqxYvb7Xr1+Ph4/zCl0uTT3txcX3Ikf2bbWpuYGkuNRoTWiuAhw9CB0qcwj5vNTz795Pr6uu+3fOO6cb3dbrrO5pI6N8jh73tvzGqeT/Jqke+mSIkUtdZqjW2tlVbXvD4Tmp9328boy2up67wUys1mU0uIMQ59r4WFWIrWxpizBXCuJYYoQMdqPUhNP8dlECplgO2zJSBL0ZfBTxZUx9M+xsDckKDrfK2VlJhS1BCXZyC4inb8Esch+ZXia22tE1AixVhKWZZT13Wdt0op1w0lJ6NVzSnFQMbWVgEV1NIakGpEGGPQWiOCRHY+YzUNAI3WrRZrtHsGSZh5mWcpNzc3V9KLS/lAQO+tzMXOGQBkhhACtDYO/Tj0gr8vyxJSqjkX5tU4eGenqdWQnfeCTDvnxBLDGC2W0EqR6KWsPT82zC3noHUHXBHZGY3ItRZFyK3FOLfclFJcq6SoM2JJqdYKtRljtCJm6novH1k0FUopY7W1ltkLw15+7FkZbLSsYbTW3v1sz33pm4XYqZRiLwy69vwp5Dknq7ve25RS33nZVkrhk/e6dAypZkRliJBIAWilzLNXr7yY5cFi5uNhn9JMRG/evFGEx8P+cNhba5w5Zyi11lIKMS0pxefNa2UuwC6FBaxVSqW4FNGotJJSKrU0xlKyUgqA52WqtcbkL1nhSmFKwlHhZZmcc97b0+mklGJuKWat9DiOCfF5irDMTAwg+y1uRCjCcSQoNTvvRK3uvbdWPdvVyL6fus4vyxJjYGZjdK1SNOHZShSfc2kqoWpcVCmbzRoVddZLzZX7a6Mn0kRku15OSgjBMJOxkn6bcgIC77tXr17VWu/vWCZMrTUyWAekNpdMDioFAHx/9kqurWmtO+1JRWkxxeTDWNcPGyHx3r58+emnn46bK3nbLcuypPL52/vNZtNQ3T88fvTRJtUUK7H2j4cvb29fLMty/zTlu6dXL2593y0Fl6Vo3Z+mlJbw69+2KZZSCsLZUVYphcgSviQIOQAopVvL8jwIFCz/VgBS7z0iSR8sN+uSMiQ9es7ZOs0ZWqvW2EZYEU+nQ9f5s1if2TlLiCkGID2u143LPMV5CZv1+vbFi29861vCAvjyyy+l/D4+7LTW0i7/3u/93w8Pu4eHR6X0T3/y6fe+94Npmpy3fd8dDk+MCoBqbdyICJ036/XQ9aN1/c2thqZe3r589+5zpfhXf/Wb19v+4b6ux77k2ErtfbfdXtfWSmjGmHHde+vOHuKIMp5AqyJzEp7880gDwnZzipyzShEAG6tTSorM804BSSuxvwMmY7TIlgGYEJjZGldqAmLnTEsVOLVWEbTSaJ3uhq5Ufnnz1dXQ/cVf/uTd3QMiASlCTQRKgS5kSG3GVQjheDz2fa+QoDZg5lKVMdo6reTJz1AZoC7LBNzGod9s1x+/eHFze1VrIuBWKgEoBY1rq9xa0yRMUWkcCJ/LCxIhF610ZhChl7AP5Fm6bIIvTcPZc8uYCxHoHNj9VxtTmWSE9ianxRkLsvSRB8xacdiAxv8vZW/aY0uanIfF8i6ZeZba7tZzp1uzkCIBjy1YMmRBhAxDAiT9CX0w/BcFWDAEyTbgTbBF0xRNgQKJodgzvdxby6lzcnm3CH+IrOzbPSMZBuZDTc3cqlOZ7xLxxLMogoI6F4LvSqNlWXa7/dXV1VdffbtHfvvmrqK+efPmcrnY6frZZ5/ZbjImzuFw3O12FjtuL9G6pnmej8ejdz7nfDgc7u7unh4eh36otd7e3lomdakFQENwD6enq9ubJrIsyzSNhyG2VizI+/7+/osvvjBKnooabGSMr8+/eG+/UUVsAvDq7s62knPu4eHBzsMvvvjCnqRhTK9evbILRVWtqLUJ2+Pj493dXQjhdDrZz29Nbu/uHh4fbfOq6jRPItL33eXy3IfV+P7q6so4AjapuLu72wRahnCZV7Phy9aAEZEx3m20YlBjztlOEvswiBiCOQI0+/D/+//2r/74j//NH/zBH/zq19/8J7/4G8uShmH38cPDhw8ffvazn97/n38E0m6uj6I6zasVZM4FkcZpCiF4R33fmc/kfr/fjEC2gZ5p0mL0fd8Z5cf6Yec4pWT0o5vrI66X2noFqyqZG2TNiLjMaRpHA7kMtv5UMYXEuWRGFYEvv374n//VH/7jf/j3qcF+fwStpeTW5IWdga1J1/elVftdy5zm87Tb7fq+B0UVQCTvgnf+JYxu9Zgw2Vta/aJhS00gNb9NISLz4GfmmkvX9SKixM7RbucNE7SPnVJqrapiKXVZ5lpbCPF8PluGeAgx52IDQ3C89RKttTllC5+womXo9+sTcGtuh31/KnOMMURfa7FiYxzHlFKM0ayADc0MIXgfmVfnvJTXUPVSULXV2kTUmMObhs2wKouJqrV1XScCrVnfDjmXEKJjv8zZSCJ2udsgxK4kQ35tWMLMw4DWyVuMns2iiVbTF0OBAeDjxw8p5cPxqCi5tK7rl2WpRWJcS6mXwgZjjCoSvCfHpbbSpBTJJeWUvOPzODeBP/nTf+d8fPPmjgEVBIm1VQRYiZz4Q4vLrR/7dJ5mHjmqCoDBd/NyWR1rAExX8r2+C+GlwfuhLcoPjFJUvova+zTO4dM27/9XX/c9FxnQ9RMCuK4LXddZjY6Md7fXXdfltIzjpbWCqNEzeN7e32YkSHYHtUaMpn1i9rZMjZLb9z0wC7Scy244toKH4/Uw7IN3Oc+A1REFdkRwOOxF6v39Uwhhf9gZ7Y2IAnkA6GIExFLKsiSbTYkqMxGTiMQQV9yOV9emWisoEJPjUHKJsSultMYW//0CYeJySc6529vbLRXHTocXihS0KlvKyubrtQaRmXfFS6dkeMYLKqMxxqHv4SWLz4gudvUCQCOy88sRKeJ+GG6urkTEyOK2gqtUJjTGSB+CqjJSzomcTSATMc/LaCQKFq4tG/ZpLcoLlFlDCIhqf1qMhpCVZa4hhGVJjtmzW1kTKcmLYN36gdYaIqeUlmUy+HYb1zw/P1ntdXV1sL9FpLZG89z6rmPyfRfabmDmaZ5ySSGEvgsAQVVUmyM2c8iUk3ceiZHQMatoGDpic3NCoxN47xDJJN3mddZ1K3fC7rOtQEFEAsQXNMVwLFVldiKSl9lwdMO8bQ3Yu7ZbExSYaF5mVLCzAxXWUDV2oOrdmhVDAM65GPxqcKzSWkOmGG9MXMmrMCCFEC3St7XmndE8xD7A4/1H5xxIPeyGYRgImZgQIyKq+td3r6q0Uur19dVuN4hI10XAVak8lGjtdM6572Mtwuwlhq0fMO6HxTchYm25lEKozOj7SET7Xe8ZreKJzqkCEWgqqMII+11vOW+ttVJSjNHHbosA6oceABpoM/NmM2KQZqDdsswibZN355za6lRRVcGCdDfWt2BjgppTmmfnXBfikhIzo0Kal9ZaFd3CbUzjaov5xderkMNlGX/967+quapCCD6yQ0AkFCIF9cyA0FpzTC/nMigoIQHqxkDe2qTW2vPz8zAMfT9cLqP34XDoVNX7YPGyiPT0dCql9LvDw9Nz3/ehG779+NANe0Ue9sdSSpXx4+NJHp58jM77PvqHD/fv397ZdNo7L/JiYgFrxIhBaS8ZlWpP2xb2lmO5cUi2uny360XEjASZEUCZ0Tkv2hDJcShtbipKdb/vEKSVoiJMQNLSfH71+uB8nOezD/z+3auSSl7GL//y8vD4YNa7Nj+3e1pEFKCW8stf/vnV1fXbN3eisCzT1fH4O7/z11JO19dX8zyDaK1aSr06XvdDv9/3CnVZ5rSUm9u70+N5GHYh1G+/+atf/sWf1h+/SdP4/v0bAgYlR5EICCB2sR9iDN47XjVmxCLKyMtSgvMiAiqgjRCn8dkgIO8YRULwCq01SSltSiErgm0W7b2rtSKa2mE9AEspuGo1k6g4xzWrgliuACE6x0wsdX796vpw2KeUHx5PT6fTvKR5ntMy1QrOYSlLSvPxsLc3orJ6DrFjQEXQVgvUDCoM9PmPXl8dDzfXN8MwRBTnSJ1Hu+DIKYiq+OBaQ2jN5nittdIqIHznDKcgUpsAkS8lqdpfhETAbDQkdY5rq/Y5bNc77wCgiRCSd7xdi601ldZqmae2WQgionPcGqmieY3abYiI6CjGqABWTLNjUFaF+/v7GLvBu6Hvn6bL+Xy2gbzJB1T17u7ufD5fLpcQ3dPTU205F25SnOfT86PxNXzgyzjG6BHEsaXIllzy9c1xXsZpvgzD0KTWWo5X+8vljOR3uwHk+vz0AezCEmB20zQfDsdpnO2mG4bh9evXVsQb4cIatmVZ7EK5XC7H49F8JswgwKZDr1+/NtjXJni1VtOwbJGn1millB4fH5nd4XDVGhI6pgDKrWpKWRVi7IFaDMFqBptwmgHy+/fv7YF/9dVXV1dXFstub2dLmxiGoZViVjFm+vL8/Pzw8HB1dfXu3TvjgHTdYEX/+Xwex/H29k4avHr1+ic/+QkRhRABMKXSWnvz5s3p8enm7s3PfvrFn/7pn4Wuv7m+2u33p9PJzGaWZZmm2XvfVEREUXe7nbGRbYuthc1Li0KEKaWbmxsbidi5utvtjJjARCpSl7mWqqDB+WmeutgVKVUUCZWoiV7mhYic800aO6cKtbVc6tAHFFCi2tT58Gd/8Sv3P/wv/+C/+rtMsoyzavMhWh60lcm5FlCIofMuEBHqWgP0AKJSSyUmaVJadeyaiKiEEOYlNQVVmFO2ansYhtgPKWVVo3p+j+211glVcimIWHIWVUuos1IseE9MADpOc9f1JsABRCRmp8bDbIhGzjId1rJMm+iGmUuppRQmto6077tSizQxDD12sbVqM7TNU9S0D+aHKXKx8vLTcPBVF0N+t/NWqVr9adiHvVmDPHKurandv8ucRBQRnVvD4psUY5ivSi62ym1VlaeUcilE5I27JLKk7P1Sa5vn2XtPqHVZEDGG0ET6vhfVnBOzC8FJFWYqJafEfd9tzJe1EvBOX+aKKoKkzLTbH7wj5/2w3z88ffh//vTPDoe/BZ0PCg0biK7tGKKq/CYHciMCbDDr5jQOoI44xi6lGZE/jUcHAEC1ad7GnPzNHu/7HMstaf27VPTtn/yABbqxSX/ThWVrTb/n80mfBCq8ffvW3AVEm1Wu5+cng47slZimn1euy6oA2Wo+G5WYuJaIUES07vb9C3crNW199Iw8XkZU2Q+9SvK9Q2JE8K6zMZRNVMzc3Nr91lqua8ZXEXM0skousHeLLKIoIvM8TdNkzH6TZ5gqaZpT33lpiphFxNaeiMzzgkgGlRlQYSCi3UNXV1fW3B8PV8/L+fHxse97M9GySZG99RcAz/VdHHpsrT09nmyJX19f930P0qRmG/2tObO7nS0dmx+aOZ6hgNt7shuFiBYTg4FyiM6zwXLjZWxN4jAQYSnZYhjsNduVY03Lrl9HQPZfDd+1x2hAqXWkwYvR/Tf6tZVTG1B0d3f38PBgM6tN0LVFqBOR+dff3NzYP7eoqNmHGOPxeGy15pRKzqZ4dsTLstRWnePzdGFmcQqAy5yGYTAXQSKax1Opq8VLjN4kkfZmL9OaKLCEAAAgAElEQVQoi4Qunk4nO0HkE8WIwa5S1jvbzC2sTFmNkjGQd1sn/yK3W2UqtVYVQYVhuBGRnfQ2Cdxcd/f7oeQKAIJA0aaTvOb8dJ2ITGmxA3clygLkHBCxNVdrDcwF8hYQ1A0DoD4/PxsKy0QqKqUC2UYVIheZ1w1PEH0QEUQtJQfXh76v3otK31muICGxJXwwc2juR1fvNmy11tqm1Pdxs2k2vcfx+GpZltaGrhvGy7zta/OOM3nM6XRi5v1h2C4A6yENRbbtUC2j0u/tTzudTrXW3W6wLbmdIczmMeCMlPXw8GQkfkf06u5uTRyepi7GNXOplHmaut3efp0JAwy3tuiOeZ5VsCUURFZuqSJiE801TdPUeUdESc7PInd3d4ahbKNas4wHgCEGEdEKznHOeZmzGGJZcqn1fBn3+33fxXmeCWE39AZSqjQmbCqI1FQUgR0TsI/B/AP7vm+1PT89yvnSdd3HWrDNVzc/RVRiIG6tZefY3kUpaxq1Lcuu68Zx2sJdNj62XcxWUW3KgU8SUFaMefWOi8zkzASSOy7SDvtOWspLqSVpq72nweHNLtSmQvX17fH+/ltCvr6+EZHOHW9vb7/++ut3P/upcYk3k8BlWW7urvu+f34+M7ufff7OQo0vl8vhuCtlUFVC9+23Hw8Hf3t7fDrdXy6nN29e5wjvXu9//O5WRF7fud/56fXdbe+57W4OX3/9rXMOgYLrbvY75whQCbQLnogARFvVJt45Velj55xTaIhKjKDVO1KxLreRC1UaMxODPd6ccxMFbVVUEUptZvZQStHavPelVUWqolRbiF6rELrArIStNUDt+67rQk0pBGV2ospQndOf/uS9Dz8HwGlZPn78+K//rz8GqKfTfYwdQANorSY7xwiQoBkeEgO/ev+jq8P+cNy/vr0FEEuQx6Zk4UWMIqzaWmsheHQ25sUsUJsYjIhExJ6B2fkIqoDBrdyTzTxgW1HOOfPmDcGLGvcMW6vrne6IiVqp1lGDSlwfO6gqeddaI3LWaZRSui6qwjZTYuayJBEBYKO+9/3ucjnvghfJ6vh0enoaL0Zau729HcdxWRa7nrque/36tZXL1jYY3PnZZ58x8+Pjo/f+5vr6fD4DgBUG33zzzY9//GMblqpqbTXnVHM67IZlWfrBXy4XJgqhyym3ps75q6srCxNS1ePxeDqdrLi8urr69sPXNzc3tstM5rSpgu/v74ehH4b+eNzf39/b+vf+6njcm2TrdHq0iNHr6+vWSmvtcrkYq3O3G1Tb82n88z//5V/8xS+vro/j+AzAiA6U+m4PStKa/RyzwrJf4b1/8+aNYdyvX7+epmkcx9evX59Op+Px+PT0pKrX19eXy2UaL9F7i4E14sl+vzdZnZ0bu93ermn7X+0X/e7v/u67d+8M+DN6xTzPC2REGC/Pf/u/+Ju//vVXKWeVJqIA2nX9MAzDMIjI8/PTm7evp+nSWrs6XC/L0vcrjeL+/t6Oqdvb29ZaSrPRUDfdgbWFxutzzi3Lsl0cpTWL4yJeb2evbrMN2wrZWiuREvmUSxMpNQ2Hvc2Q//CP/+3V1fHv/u3/3Pc7T7ik2WqelPPlMlonsyxLCKGJ1FKOx6MirK2pSlqyVTVzWuxCt6N1nmfDta2Hn6Zpt9vlukrCjKBonDK7DWOMhM5a8a2JshGCfV1KnpcJEBUUkZuoSJumZ2b2PtTaFHS3X3HzXErK2ao1U5Q5h7vdoe97y1tCRK5gJBQRmecxxs4YZ1YRWcCPlYhWwNuf2b9IfrZazixkrRi2zWg/1nza7u/v7VZaBYFzAsCXfN0FAA6HQ9/319fXK6+VyG5nmzwbEEC1SmvTC2JSa00WekHQahYA571ReHIpIjAMAxDarA8VbfBjKX9W1ez3ezN1s/xnaZWI52k09WAceguCDyHcHK/Zx28/fHxzd+N2fSnNM65vuYldFp+2SZ92ShshYksBsSu462OtpdbqGe2AFRFiMHz2pT2j/09O5Ybb2qLa5opbdt8P5nufNnjbpO63Dvrw+xnubhiMOcBMQVVrzl2IjlgBhmFIKTFqHzu7M6S2GKMjLqW0UoPzLnhbZ7ZueM0ZIotCFqkEQKSoorWiikpiVm2CKsF7ZLYNY5/mcrmspU+uqpqbVb/VstdDCICw5AQ52UFgAL/BclYI2sMKIdzc3EzjbD2qvYY1PG1OttSeL+ctGntjVBsjGRHneUlLtuVlVhMmdbMuwuJB7Ay1Ek0Ecq6lNOZxmhapueZZRAyQM9zLCBVGaLRTzxwRDRq0M3ee5xhjAYstykPXe8/OuWVeEGlJ6fH5mWgdn64ebi/P0Pypn56eFGRrIC18xjnnPDvPIfplXBR01w8mirMJlT00a4Fubm7sQ9pesle/OT3Y5rFp3vF43GBg2/BSi6qKNmJk59mR7V5VYUfEARSDR7s1iUhFzs+jVfnrmdWUaGMfGaFmvpzHeZ599NaH1FJPTyddK49sy1pE+m5gcs652mrfd9bM2+astZon3qYdNwDSHk4phYzsanW8qv2rLUJAVZHAPHZ9cAA67Hqjia5Uz91g19gm43zJ4aFhGFABh8FGUuxWK6fD4eCcsxxFUGRmJFpSutTqPYto9KHZvFqsEFklN1aoOfJ2fzjncyqtNTtmuhBaKfwCJJaU+ti11hgpL4mIgvOo8Px0WouAUnJZWq1MrGrJk3MMbp4vXR9qy1Jrmmdmvr6+Ds5pa9pa13X9zY2IlFbWhAB7Dq/vbFGteBuCvWtVM+5bz83r46Hk4n1AbBaxarGqNnM2VqF3V+x8Cx4RO+9SSrsuGlhoPHMGBCUyGxURkcagb968ij6IlFzKUpZxGh3pYdfZ6wCtnWeAprWR49PTvd1/tlSIyDtioi66rgt9H+d5fnz4YFoRACg5qyohKmgujQjME8E5Wpbl48dvY4wx+pTmdaE2WVIiaDfHw9u3b9nRw8OH3X7oB1+yfGqvsnmUGZI6DKui3U52W4d2Df8AusNP4i43AA64NQGPse+HOZ/ZcfT0j//R34/R98EjOu/wv/1v/snxcH089qfTBRkUwDnvXQDVVsvz87Oo3t7eWnNuHaO9YnKqALU0RAIABDLPBh88IQGK9/Hh/nFZ0vF4QP65SLm9vQHFvt8DokgVKaI1pXm8XK6vjlLb5ZwInQAiVERHRMyEoKiNmZAcITnnVFHWnUiqYtCp97wxsc0TGAhBsbUqCq2ZCg4VoIoiO3K+1tpMjlKbIjWFpiAvtEZEduQSQKvlRWCvCivEC6ox+p67lJJKQ8DI7kdvX+/+7t9Z5nleUqvVqg/nfGvrzegdeUZmCsEfD4cuBmZEaAjSWrYsVlWzB0IiNGzLSO/kGIEYXKrV3u9qCE4IoETERELI3n1qu6KqwETR0qshsDM4DFRJgYi72K26HWIO9KLewS0y9BM0oSCiZwIhVHXMucoWCJbyXGtpwnNacgUopUl2KfXDvrVWKrx69coiB+7v700CYHXzynPJ6fXtjSE4Qwz39/edd/M8DzEEpsvpue/78+V8e3N7//hwc3Njh7lBWvv9vmvx+ekpxvj27dvLuLx69To4/nIZmZ3d+CaZNjB0WZar62MIflmW+4cPBk3ayWN9mp1yhmAedjsUraWUJfXHYxEdn88ipg4lVc2tGgRjPcOPfvQj26en02m325Wiafkm53x396rk3Josc65Fn57OHEppsuud4ZtXV1fv37+3Pta6I7vZrZUdx9F8Pltr+/3+8fFxWRbv+Jtvvrm7u7OHcHNzY3Sh8/kcQhiGoUqz3D9zEZ/n6XK5MDljUX748OH3f//3n56epLbLeOq7XdcP3uHf+4P/8l/8y/+x1ozAXfAlL5OqD0FEzHjmzZtXpWSpakC8DazM/n7LDrUQvG0V2Ure6EKAuDscU0rO3M6QFAkAmoI0CeyMwRhjXHIyBN9qj5d/DqKVvTOaTC5ZAf+Pf/1Huy78/u/9jnNuYJznBYhqk01x7XyooiZ7m6ZlK6a35HQAcc6L4jiNMs3rdKGUGGOubR3zIrWqIrosqTUd+j3CHEIgJkC0IdXmf8bMSKiAyYA5dgIQYldynZdMSDWlUmurDas0ha7rdl0nqsW4GwC7YXCmUaw1p8Xkw5vo1Epl55xVESnl8/m8DSH6boihs/O57/thGFLJZoTGzumLJc/5cgGg82Wa5+Xp6ckcYs0p2urw7aLZtHbeB/99RElEANSW6JZD+EIFKvZ4N5r3iyqBDfA1fzWH5L2vrdZapFW1bGtB832IPgJA9C7nTIT9cZ+W9Hw6PT08xBhjFy2NyXvcDb33IeU0jVPOaZ7n5bDPAb766qs0Xa7/1t+g457A5J8NAJDQkftBa/eD2PTtklU1dh0452tpMXYpJZFmlzgxGO/hN0PPf6uxyvpjjX6mAqjEm6Jv80/53k+zknXzBf3UZOu3kjk//btcbaXvo2NKKdWU7U7a7Q59H59OJ+MWWi1ipM0ton5lbojO47TlXYboVWRJySo/gRcanUIuOUbnPZayMKGjQOCXvOhL9oTtEPvEKRXDn0Ck9y/WXsFbr/UiLkcEjqHvO7POq4f9zp6FUTdFZdivBoPbyrOAWkCOoc+pImLwnXeRyVuDt0XBvFDvsiGX9gd+11KbVEkBRGur2uT2+qbW+vjwCAD7XXd1PHZd55y7XC5G1m/rcvRd1xlCafvWHGuswbAtURFjjKJQWi0526NelqWIOudEmjHvbacZrd92vv2EjcT4HVCq68V/OY+X07Od2q21peRNb2n1pZFYTJtkFJcY4/X1tX2xSpZF7Ea04+zFggm6rlPL8Vuy/SjrbI2mCACtqQXXdN0GGDcRJWIRTKkKKjKV1jwF8j5ZFkXTUgvwOrNicqnleV6YWZ2mJXsXuiECABPb7FREQNE7/ynmsa37VVhCZCxHq49VRGozpHkj8tkUy8oFUxtvnjeW8bKF2FQVIpqXKYQwzeOL439mZiRopXUhvthSeQMCX0aLBQCurm6semPC3TA0kVKy3XAG+hofpu/7lJIP3ntnpZKqOucRvuuctxQHqyn3+51JXzapw5b/Y8/hfLkMfXS8sxhDQyI4eAAJMYjUPnbjKKWUZZlNf9v33ZZUripEBKKIqE289yCKuibap2VGQHPvVBWCVZcxdB2ustsCANKqUQnmeU5LNquVEAIQ4PoGMcSdrahpnu3VxOiDdzlnROl7IOLbm+u/9wd/h4gJwTsck/zTf/rfG+hjL84OLrMJXUpmpmHobcHY9bmWBc4tKWFT07gejwczTM/evaA82cDmcRw3lGSLbWDmVmspZfVfJSbiUgoCxBiIcJpGpsjsWmve8yYZNTOx3W4nUmx32x60st4+2FbH20PYhn6brMJ77yMF2qUx19paq0z57u72H//D/3ocp1bGyzwFx5+/f9d3g0rbvbudpotzTBxElAgJ/e31MAzD5rBqv84oZC6sbZVFUNQiKe2NLRxjVCiq8Ob2WEoBFOdItKgAANeSnKMqqbZqEty+69KSHh9PMQwKwI5UGoEjROc9IORaO3LOe0fMzE2kVWEy4P87soqIeetKEwEBY/uDkgCQYway/6m9wFVbtWRAyXfOJcRFqdam6BBRzRZb1DkX4s5CSltrzOA9gTARApAlX99c7eBqZ0vL4Cp7v+trYiRYreFaTVlzjFGkeu+7GGqtPlqgTjPD5+3ksc8WvFdkQSVGATW/k4BRmiIiMa1CBqLWmnO8SY4t6KkUG7gJoiKCcZ5DcACQUpUmACAg6+c0q3FicyMDAFG0FTjPSymVmQ+hlxd7W8tEabXGGMl1bZltGLI/Ho/7Y5ovztHt7TWilpKIwEq9rgvecwhuvpTL5WJHExHZ8G2apv1+P8/z/f2DsWlySteHoxKeTid7JmbdebjaH4/H8/kc+93j42MV/au//MvIWEsjcobz2pjrs88+K6U8n59yZsvLVTXT5mBtlR2JOS8pzXd3N3YhhxBevXqlqqfT6fb21j7q1dVVa60lff/+vcWaGT5raS7jOHrvvXdv3775xX/6n+WSmdAoCUtafv3rr16/+9Hrt2+fHr7p+/79+/dWYR8Oh5ubm4eHB7suT6fT69evv/zyy2EYYozn89l0TQa/ouputzsejxZTbIyk/X5vpYX3fjw/O+een0+ttcfH07t373JOrU3Ok/N0PB6XZTHHl9/9+e8458j5ZZn++u/+bL/v//m//J+KcE7l6elcmzw9PjLzZ5+9846ltuDceR6HYUCklGZTp9sBOI5nuzrtLrMxlxEorCEkolJr1w/bjtvwdxMaqGrwDNoINcTA6x5vTODNLjUvIq3vuaSFiILD53GqHv+7f/bPAP/Rz3/2052H7sU23DnXmrgQ5sdH671j31VpBkafTidTISFiU6nSxst0Pl82OwMiBqVWteSmWs80bhNyexGAWKTthz7GeH9/Py2LQZzknKiWlHO+mJK/73siHIYeCJtIA5mXRET9bmcXN7+UqSYf8M7ZdVDy4r2PMWwtk4isMpMXH29b5K3Ji7a/2GTPrJittJvTYp32NI0pJZsDm8cMAFRCZnpR8rMVdWbB8vnnn2+um+fzmdmAPG9dpVXaJa/GqvZOrVr+Tusr4ontuozRV8drqS+CIlqrME9TnqbJTIysVj+dTvur46vXr6CJqh73/ToYJFqWBNLO5zOBlJxLa4bFd108Hg+XywWkxsD7Xf/ZuzdD4MuFjldHYwP10Skqv7RGm0mVvdPfDBn/LslArcsCQqy1dDEg4jLN278yvtUPQhT+IyHmnzq+bAGJn2Yk/OaYbmvbtuCH/1CD9yIRfJnm7XaDqk7TaJeZPS8QfXo6T/OiuhI8X9wC0BgFxsgy+e9WgnTdmqFstWAuWaV5H7yPV1fXX3/77elyHnoXow8+gBCTQ22OnaEgIrLb7e0vLS0zu5QKmB8ruVxKqTIvS2lrRyG1tlo3tvFWQ1v5O00TO2xNQ3A2LDJrXSYnAkT86VVqrY6dUFZ/b9zczaJ65U+/SOz6IRgYiYilwOE4EJEudbfvEDEE72JooKDiu6jr3KwDABdCVeHgjV4FTKrKzkNrHLx1mL7fgWqLeeg6E/6WUjiEwE4Vck6IZGzSF4I4dV04HI6XywWRYgyb+bV98SmQcHf3yvY5swPAfjfwS/deShGZL5fpRcGsw7Dv+76uNjwAADH2pZScK0AVgRdnNpdzfnp6FlknOesbcVyk5WlcjTGQ2Hsl+Pb+w3bCTmkul/V0a62mlGzpLvNCzMtsVAqHiKVO0zw5dil9F0XITOM4isow9A/3NqEaETE/PqxUCkLnHTAZcVoVEKnkYus5LamJOGYEKCk3q9Gb5JQUwELMYLULX2WZ20jQTqt12o4sTRz74COTM86J1aPOubnOuVVSSSWTZ2CyU9UMtpnXmDh7m4BYarXVuO7YJrVUaAKmhlUQa6JSMuSCnTN4FRqM08VqfWtf7UTejpXNJ9pEMlbHIIKKOmJ5OexKyvv9Ppe82+2Y8CZer+VmCBu/1+68XiIAiAoCNnGWRc7MzlmYGDFRCAFMPo7UdzGlhCCefc5Zao4xovOtCQP0IZBCc2xtHjpvD3kcx77v2QdHzEj2eBWkSXOeALSWQkh//fd+HntutZ2fTyLt3/75N3/4f//R7/3e74W+M1NvAGhTM69XQPTeAQISqug0z0RIRLlkQHTOK9DhcAQAQh6GnTTZ7w7MfBkvrYrzUVqrRAhQaiVEA6EMBwVVadKaOEdEqFWen8+qOAw71bYN27335ou7aQ6tUs85bbKW7SraZiyIJNJsJQMgEW8Fk6VWFMnacqninTCjC1Ty3Aou47NzKgoNzOu2SmuMEBwqCGN13qOqtOqDL2nyvKoiCdA5amWBVqQ0I+2QyuX0JKLBh5aTSiPwTWur4gI61iai0lRqzoUpSENF7nzwxAKwKHb9DoB3u2fvomKrLQMRMFcVFs1NiFnJAVJprbaGaE7oRQQ2WYXN35iJGcu8AKpJ71orIuKcd84zU2vkGEBrXWf45H0QEcdYSgVtKbXaxRB8DK7zsc6XNR2OiMlELCwiCkrEIBo81dKYIIZOvCsgrbXaEmoNjMAIIARiFF/G71p0yyFqIiLQUu66Dp0jh0SsytoEAMw9tZRq7ccnNYIRctAuu4ZCKvhyChne9ymUbt83Ys5GTNjmMPaTf6D3sE7Vjo51Bg5QssV1rH5sRJyLebLPz08PpdZSNeeSCmET51wROZ/PB6ZdXA0nPv/8c8MiN8jYe//x40eztbDvnM/nw+FgFGvb8j//2c8/fPzwk5/85E/+5E/2+70PweDIu7u7lFLKuTw8vrq91Soi+v7957/69Vf/5o//5G/+jV8Qu3GczMPTzsbHx8dSyrBb6WfX19dai6ltQwyllLKk6Pxxt68pk0KTNVDXdOlWxdpMw2iKt69fWUVkYzfDagHABHKqsD90gMU5EC05z0saS0kiZZrOHz8SSLWTbb/fG53eeENW0pgFyNXV1e3t7cePH4/HoyHOrbXT6dTHeHd3Z9o5a6uMWvnhw4cY4ziO8zwdj8fb25sQ4vF4FNHXr189PZ1sJPiLX/zC+sPf/73fXXUNUsfL9Oj5i8/f/87Pf/pv/91f7HYdqD48nK6vjiYyPxx2p9OThZcYQ9U4OFdXV2ZF8wIueGZP5HKupoRE5FKStQ215OfH+2EYkKgPLufcSt31fXQ0zzNKdY6UW0lJqvUDimiArHPs/OAJvXMsHva73W43uM/flJyH4QtEaK2d5nGdn/twuUzTPNXWPskrd3bYmkK7VTG8GJFalZzLds19OocxQqOITNNi1K3WWpF1ypdzFdVpHGtpzrkQsJaWUiq1EFEXe7tBSsmn0ymE0HW9iJrxgbl6qMA8JSQ1WOelAWgvn0RURZVEsOv6nHPODZQV1HEsRUppIQTveW1BFayBX5aFaLVxTiVbHlXfr9NR51zXDTln57z37Hg1oLYIIqviDMSMMZqnvYmSxnEcx3HY9TllQx9Wy7QXAsIwDKtbjCnJcy4ptVZKKapdjGEY+pyTcQRCoK7vRYQdeue8J+/Dfn+4u7vuYqy1KmGtNt82N1MOYRejf3V3TUSCPC35dHqapwvhrtXOE759fZtT7rru7eu7tIzH/dub60PKqdRIKN4Rea8vcjg7EjcR8jbQ25iTL60Uiog2FW1EVIs477z3OS/EBCBmBgFgl/LLTA5/y3jtP0S53D7A9zw7P7Vs+Q2vzh+k531vfvipNq/r4jLPtRZPTlWltgp1WbIgAFJOy9Vxb+ey1RnWqW+PYLfbGVTf2pqaUkohxi10zuqhw/HKdEIuDux5TnkaC2PYHd04jo+Pj0R0OFypGtVNgu8+7XGt/K0qTWW1wSDKLcknfk22Mzdvsevra2AUaQLggydpLgYi9i7mXBDZdPqqmtISQsfs5zlZdtk0Lc7xdr9unhYvmrHonGOSnHNr2TkXAntPzEwUQ2AjUhoX1J6SdYO2i+wC+27++YludWNFLinv93sEzbmuYX2tMTtmp4C7EOwHEnEIZCBQjF3XdQCYUmJvVgRrvsrlclFRZvbBE1HvekvCtXEsgEUkeSLyPgDi6fmZ2XVDb+RyY5OGbhVNLcuS54JMaMgGk8UVOvA+hl3freG5RFby2s7f3FDGcUppMXPUy+Xc9z0zpdREWim63++HYVAV+wO3A9e5wMyijdadsOZhqCqiDkNnF8yW42f0JJubOediF3POSKwi0zyH1soWyGPtSmtSGzRLQYEXDzuspbbaVtAFdSPl21hj1b2ohhByXX1Hcs6mZjQCp31hXw/DEEJQBR/8Vl0ZxrbNFVNKAND33XgZN/tvUjAey0uUlmVeWYeGgIj83dhnO7msDSullPwdxeIF42wpJWP5E3Pf9zmluVTvPROtAgPQaZ6ayH43bNCRLVFDKA0m73yw4mNViNV1yIkKhISqMXjLeGDuSmmIqCKlFNUWghu6dZLGjk18vt8N2x8OaHRCCHyw50NEKZnjCOeGuQGiRO8c0+3t1a9+9aFVFanffP21c/zP/8X/Grp+f7xKpSK72PdbUAr74BCXZXk+j1Yx20zMvmAXFGBa1iAH64oBwAQZJuGgqiKwGw7bFj6fzxxXA30m7juGpeRUpcixOwbumkgpdbfru6HPS33xslup4yKSszGKeRMMGN1lO9M3QzMiti7FRkxmU4ZItdYYXW1Vao5xIMjMAQlEmxJ3nU/zmbxvok10yXnovEoNweWcShHAKq0hqEG2iGCkaEC0TTTsunlegvfM3HfdPM/LnNGjSAPBNOcKixknpJSRgNkZvlMrqmpOJbquNSAkxkAagKjvBlEBFBcIyBFzypVBGTGnUmrzzK1mBGQiJhyGvutWybHV02ZQTkQE4pCkZAVFBAtHKWkRAWZGXgladjASoSB6z4ERANJSmB0iVNGc1rANm3TZ3bfb7b33rZXoV3/UztuInud5XvLknNsNcTd0tbR1TIHaqqDKNM12EdhM0koEJVTVIhBjaFK3eDqp2mpldjmX1oSo7Pvo+uDElZJKKfUlcJmZHTgmBMfbdWk7/Xw+G6ATY9wkQ/bQDK+0hbeKT15CwFaD4hA2hPvFgKeCOqbVzKaU/HweP3z48Pj4eHd3U2oF4JRyaXRz2M/LEyKFEEKMzvPd9dEaA4NTU0rX19emdb++vu58sGbJfq/BMTc3N7/85S8tU7SPnVUan3322fPzs51Cy7L86Ec/enh8NNE4KVzm+Xw+E9Hf/wf/wCYp0rQ12YYeNt+weYvdtm01J4tGerT20iAMC2zYQJb9fn99ff309GTfQcSbmxvfRZOU2zOc57nrutPp9ObNm5ubm8fHh+dzG6fTPOeHx29Fy7KMAO3t2zfHm7thf0St2zbf7/cm67WbyxAfu57saXz77bfn89mcFFpr/aq1AVMCl1IeHh7sldnJ2fedc/z8/Ar2cyIAACAASURBVCzyfHt7l1KaptEyY+/vPyDyfr+vNbPzX/7q37969er29rapPJ8ea8ufvXvzl3/1q5zL7c1xNwzSEJhSSo7YRmq2ouyVbSEB9QVzB2gxRtNuGexORCYzizFCYIbqCLouTNMkJTFzTTMz77oQY2g1CcjuMCBi67wZBBo39dWrV8E7JmSCvut3wzAM/TRNuSzO+ybl2w9fvzruTQFYq5zP5/N42QA1x0FECHk3rHEddqI657wLAHB15U2VYxfNNE0mCNqQgu/M3hxrKbaMn89nc+Lpu8E559ibcSUCOfZ2XRKZp6hZQ+X1Xi4lLTmEaAgCvlh/G/bH3IlICM7cVltVFUxLmefFihC7lezAAJDj1YGZL5eLNFWFl+RetE2HTH3fh+BDcJvxO5Gbpsk5j6itlnEct/nSVoBZA+89G6ZQ61oMz/OEiLt9H0Pnw8FuTzsuNuKMtYjeMUGw8Zl3ZMamMRjt1jLP7f0O2sQsgufzOYTg+96HAA43phsiehdExDsqwbfWUhUrrbsYnOOyLDe3V9GHeZ5jDGkZS8qvbm+Oh2POIzOxw+0lIjF+Dyv8bp72W/qul+9vADeAWzNCpAAa/dK4frJO/1DxPxxZ/lvDFT5tCAnpPxKx8FvJmb/N5QUAwI2XcbyMz8/nvuuHfmgqudQQg33ALoYmrZrPjogz4qIIIikqOwcEzjlpLaVq8jNVYGZQbFUAoOYqOik2dozEIQ55mUuuTOgI0pK887c3N7VWQpRWnfPBewwoIghkVLFaipola9d573IuhBC9831nt+Z20JhIp+uC+W8772stJRcC6kL3Yv4spRRpjZBiF3fcO0+5LM5z1wcV3e17k0/aWs+ZvfdmOlsL+BCYOXh6UQbTZm9oDpwb53ttil7YCFYdfqq3KaVsV4s1JxbGGvtdK6mL8XI+Pz8/hRCCGYpK7boeQUtWALhczuM4mts7gKa0xBi7LpZWQEGa5LqIiE1pCJFNMd8KoCqqqLDjUrIF61k95xzHEPq+syNsnud5GgFABUuta7vS9977UnKtzTsrN5slGm3k7A1msH1r108pdZomi6v+1KrYTiITpw1Dn3NJORsvURScD0RMTKjkmJgdUUlpbbxFGoBlv4a+70RMd6chRJMQiogKWDhBrc07h4AxBLPEdI5bazkXUCXHtVYp1eIiZTW3IB+jiLRax2lWVR9iyqW2pgrsHJi5p2p4yf4uOTNxrgUBrTkJPuRSzFpjnQ8DjOPYarWc9SlPzGweqbJ2QdqaJFyG3VByadJyKTaZ9BpERLQZ862JIiCzQyRH2O+GUopIm+clxjCO0zSNXez6vjevUW0itRERI/ngq7SXvGZeUvLe+RCQKefcxW6aJ1S1lQMKKScQcOQAAAQ9e7H0LyIAbCJLyqJg3QszpVI5KAQSY7alJKlCk1JK7Lqu71tgyYWqOEAp1XlUktxKSmNtNUiANcpUSl1EAYlEVUE9h8s8I3vHlHLLCPCov/7Vl/O8fPnv//3lcn796tV+N7z77N1+P6SckZ06RKQheskFmiytDrveeS65OO9DjClnF6KLnQshp4wKjDR0Hb44GYTYRR9zyaVWVCTvmR07IkJmZ+yyxUCLJqU2ImTVvo8hIDudpjHnNOz6XItRHmyPbAYqIfiUUmvKTHZVb4Did/YqL1mxRGghQsyBea01Q/Cq4sC74EFayhlqDRBDFxsIga/ZtQreh2kZX93cIoKAahMkJkDnAqjaoIzYGVxtGTNGxU+5AFIIndUuuVTnHXsmx6AgIg5DjFFeGEQlVx+82di6jpd5yrU2kWHo5XK5f/hYmnz19TdX11eHoxChd+xDyKWCgtbmnXNMXfQ1g3NMSIbZz/NizukAYHRNAHTsFLBaYwag0nIqClByIcIYOwWsVfp+8N4ToikrjIQJACm1UksXQmTyHHLf19aQidl1wTkfShmZVFotWl6oOdZmi7Q69HtLYXKOa6kWVGjYlmEifd/BWj0AEddaAAgRSy7MPjpWkKHrrQfTJkjYarFY4cucBvJ5WaIDZK/IrTVqRZEbYKsKpFZe2PTVvBbserI837WURHQv8KKKeMuAZWbCTQohzGScNFEk8OyWvDATMQYOHDTlLIAhRu/Dze3tvodlSd3QKwA7KZLZOe/9eHrmV3fkwpdf/tp7P07zNI53d3e3t3fTNM3zst/vSinYCjEfDsM0z+QwOP/0dELGL37yxTzNqeSr25uPHz/u9nvnPRDu9/vXr19b2bcbelT99ZdfHnY7qQVVHGof+PEy51Kfzpd5HsexZ+bdMJScEBREGFFFpNacl2EYmLGUVEuxUWirJaW5lHR1PMTgpdXn8xlUQwjXV8fDfldr9X3nHc/T2Go5HA4fP35srY2Xc9/FvovTeKklp7Tc3V57H+d5vjr0T4+Pyzxe39y8edexC+z9NE6l5MNhjY8/HA7TNIYQuj6UXJapPj+dnXP+OsxlfvvmbQzhuD/UVo25MM0JEUWKAjWB3f64mjrG/sPH+66LBOV4uK6lPtw/9l2PhCpQUg0u3t7dns/nD99+++P37//aX/upiDw/X/b7w1dff62ir169/sXv/+xP/vTPpukM6C/jokhE2M6p5tRa3Q079pxViEilPD9+dMzMUGryKF1QooxSjoM77A8WGmxH2d3d9RAjoTLhzc1NqQUAYgwAqxYxpaQixgbf7QbvTePdTPuHiK1Wu7IJoaTxlMZxHNmxVJ9yCs6N0+Sc73zIufgQ7rpX4zgy8X5/sCP0fD5vLpQG3xgmgogueEBQ0Gmc9vu9EnBwVZugTmm208w6xqurK0qrE2MIvrZWcnYcRKWUbKPCLcvbdKf9YII9NvZWiJ2q5pQBkJgQsaaFPCAROdWqy5LnZUaAnHOTxr63o7jW6jyLcillXibn3PF4TDnZH3J1fe3Y5VwsbnRzEPE1vJQW1UbTADDPZ4NjTO3ZdZ3FeKqqkb2d45yDiJ2ZwfvQmmxJNt/Z85ZSchaVq6urccytNucdgtaSWymHw84Hz0Qx+hA8ExFh8JGwA4BSMr1gAVmy8ZjQuQYwLgshhkbsnAISe8cOkForiI4ZlyX7EAd0rdVpmkwikas6luNxr63O83x7tXtzd3z96vZycZ6ZkAHQ4lWI+HszPbs1tt7p5dGtlsIAigoIiqigiphrjZ5DF8exgAIRwndO7/bVD/uv3+zQfmDH8oNO7XvcS2saUb9LTPj0+59MD9exHnz3A11acs7leLyyepSZA1OtdbyMNnyogBwDvQAArTVpjci8dZUdOEdN1uDjx8fH4/FaVVorXdd1IQyxA+eI827Xj+PUCixTKSV5QgUhdghASISkYsPQ/MnA1Ik07xhU7DhYIztDMcWJ984G0K01xxh8NP8GJHTOpVIROPigqgKCsHoVOCYmrBUMc8o5h+AQ1fCnlNJut1MFBJRWEVGltQreexYhBFVJS0YIMcarqysj1xkMaV/YvHvTsK7AYVshLkt5trbH+Pp2+265liGE4IgRgl/Nac341fAnJmhNDof9i+9tF0JgJhs/MlOtNYYI1mu11eYhOA9MrTajIHrvQwzrnFrR/FpLWXmD3vFhv++77nw+L/O8WbAAgGMyDRIRmRGl4TfLnGqthMH+n8x8Pp9tMGVcbUOkAFbW3zRNhsv2fW9l60a4bbXZkpCmRFRL3SZFzjlgtgve+5UnMI5jztnwkdaqJfZsTirWe9vPWXEvhRiCaUGZyLGz/9ic5HvyS4CNEtx1XU01pdRa2e/21sYQEdJ6LGpbPWyscDdPBRObzfNMznkfPuEAo4hIU+eCjT1VJYS4YkmioDD0gxX3RBTXnIzqvUPC0tZcAakVQFKqtYgZbV8ul2l6sK+tIq9NALFKu0zjMAzW7pZWm0qt1cdQUrFFmEWYeVqWzZwmxhhDFBB2zurFXEopzQzEcslEznuyLtGATzsuh2FQgCbKwCTUmjYGAkDi6JgdLphC6Jidoqg0aOpdcENsjHNdGogAkidY3GYAi45zyc/ns4jEoQ+9IwJHwoTmWnm+PMe+83FA333xs8+WZfnxu8+C821OHhGYGPAyTV2IjkhF97vevEBLLqqQSmHD6ohCjKgK1deKRIEcL8tCAI5IAFqjpdU+REQEUmYqsopPcs5Pz89ma0FI3nvAdrza7Qa3P/TMEIK3vli1LUuy8eymqGYmc/8nMlmX9H3HTK1VO3ttc1mLmNKypcbZkMQW2DRNoPD/kvZmPZIkSZqYiJ52+BERmRmVWVnd0z090z3cHXBJAlzwiXzhLyC4AF/4U4fAvhALgiDIneZy5+r7qqzMONzdDj1EhA9irhnT1T07BOMpDw93czNVUTm+w0YkqKGLpZha0RZWjJBxPgAggDXoHIpwqcUAdIM6GrMIq1cHr+smXkXkjc9lY18ASuVaqEAFYvKdZ/UUQXTeOYzLvG7cZkBmAFGecEassQ/OumAMC1WuX3/4OvSDEgHuXr0hYiMcnCvOersFNGfNftdzjdYZESiVlmVBVOsk4713FnRo45yb1okYQggGkWoGq4Z4QbOWea2AtpLksgIzojQ8pAqvLesaOytAuTIAllJVchCBLRI4G7wRu7XeEREAi1H7R/bGbU8BENF0scdOcbyqWecUS3+l/SA6B2AUC4QiCAYBhKWkJCKIIASxixpPcjWnp/O6XI6HIRcuBEREaUbjwUUBRIVzG+P9Vs4pnETH5iVvVrQAoKxRZ23dBJwcCAOwVaNkhibPuLXeEK1XXjoQswhqOOq67qvvfIeIvv7Fj9cC04rGBhZAa1KGaHC+TL/7+uPr13e7/X6apuPxmFOe52W/33nvQjgc94fHh4cYPIHUmq21qKCvcSeAfeyF5MOnj8YbG6xDhxaGsV8fluNxrx3S3diDcIxvRMQ4M03TYd89Pj6ezk9LSVNOpWYBdj7EPl6eT7c3N8z17Rf3Dw8PwbthCMMw1Fp3+900TXVZzpdzCMEHb60NXUglocXDcf/x40cGPl1OmyVP5kpl4+gGfz4939/fC9Onj990Xdft9/N0CSFEH5ZlrjkPXadCxyk9ImLwVoTm+aKS8YhjzpmolpJjdM5hzqWLXVrXw35f8qqE1dvjjXeKE8aUUrnOY1PJCkR89erVr371KxIedmOwLqesOQ8K5JRERJ3WrTFCdTf0ab+b5wkRd7vdZb0w8d3NjbU2Tad/+aPvPz8+/ORnvyJBkgJsLqcLSu1jHKIzUna7nfd7Eem62HVxGIbj8aiu7q/v9kpTVF6GHql6HI/jWEv21m5jZ6thAQDk6enJmGyjALixd+s6n58X7/3lctH2RQMkazqhl60EGWVfb+5zyM45FmHhfujnabXGKWen9dSaiomKC6jQy+VyCV0AVKkwDMFrR0n9V7YBy1UwvNSi4szLMmuKta7rfu/TuipLk5lXWsdhp3mLcw4AT+dJpcuVSmetVecAHZ5Pl3kzS6i8JYSuQ0SP3hD56JoSGBF1fdRor/u0Uim1CoAhSpD6vncuKnlVBQVKUVdeZN7A6k0Gk7n31kolNNZa9CGICGraE5y7OQBAIQlh8wzz3r8wa6mIOPSdGoUPXad2U9pIQoSUV2EGAe+dMWitDc4rC945551n6uaaVeIFDQ7jAAB96HQM4ELorVVxrJzzUlZjLFgrjKnU59PF+ZSpPj+fP3zzUYcQ3/3uVz/6s++FENKc337x6s+/96Vzjsoa3AYURwSVugIRuOoSk4p4fS6e/jHMEgBRXyCk+SGAAKRSY/TOh5QSgPIbRZj0lBQW+P/y89Io7x+XfNs4UUs+HfJ9fvGLUlD4s5cD4OfXuDWt1jliKkttfjjG2t1+DyBrSqI+giLaS2Bmc9X4FpGc12VemzeAIgFKqarQeL6c+xjROzRWEe23Nzc1pxBscA5eaMg0ifyXSNPmHNX0eZqIrc4Krt5BW42keXzDrmwyYtY2IU3N+xVlF0LQ3agh47qNjeoo1FK883TFxqiOZWur65huk0UpRQ3rrqSazyZXTSZVx8oK+VNSmbKTVdWgIW0aU1kx+pfLRWukpuqryp8vpUFUVbbJqDSH5U1twhj9RtbaKqwibu56rzYmGECrORvD53K5nE6nplbSALHNfqCpjDamdVML0C+ot7fdEGWCXW9LRZT9ftR/8d4SFaIqokmPAtxVOaCE4BXupYTeWlWAR+EBRcR6b0UIAEVIBPR+asnR1Cl06Woxo6FN2Sn6YiWR61j1BSQS2lLRQ5Ry0TxJHz0iAIpGzxCCD7Fkbb0LGgwxGmOmeULEw/GYa9PBryovZK0FYLVisxYdek0gmj+hHpBbDALR/1VsQEOcAoAxYIwjr76OZAx0Xei64Jw5HHalFLVlOxwOV8nTz/NVXdsKMVWFNF0D+libT6aiVZsmjTC0VihznefUDDmaP+TlctlI8CywLOsysTfe+5oyo3HOV6jMeS3V5blmsjYkEmtwWjKz9H4MDFDpXJYQvENbSsHCiP7V7g0Tgwg9lR664KMBrJmNs2Psgq0py9Np3R2s7w5+ZIcGWaTUYANUtKuIMBkxxiBLXtact0fj0FSBdZoQTTCWyva4z+ez9XqrbXOc1y3mnGPZVJTGcXx8fPzw4QODHI83Bs26ruuUfbDjOHorCj1SKDWLmGv52loDzQRF15jWdcrTUw9MzZM0FjW6/O8NzzXCNHU7ZVnoStanz8z2+nHbF3cOmDVnVcL5S5ZXa/3qrtekQad8CnhT65220XRhNFzcS7nqWisaXPLSdd00TTc3NyWT7/ou9voparplDeqgsu877z1TSSkZBCBhEfWPAgCRzdZP3Xt1lmh0d1jDuD0gg8BMtRRF/RCRd66PEWAT43HOlVwKZXUGExFAIwwsUkUqCxpDLMbYTKnUzaxPRJg4dhEEGBiMUbmaWiuRqrSRHr96h192sioVvPZciUiBCdFH2Qwoqes61VNZ15RyJqKc6+n8FJwl4fM0p5QrCVNBa4By8F40cQEphfV4stYCSNfFELzfDLJMO16J6OPHj+fz+ebmxlqvPVZr3FVJ3NW6yRGJiHNgDTCrQbr0wa3ztC5L1/XA3PW3OePplM7PayHOCdd1Peytd7unx+X9u94aMsIG6Ec//MHHD99Mp5O1JsTwi5//5PXr1957J5JKSSWLwLQsMYRxHE6nZ+/crh8O426e5+kylTWVUoJ1X//mt8pee3p8MgZvb26XdYmh62JfagHA4+Hm8fFpWdYf/OAHx+Ox7/t1Xd999b6L8cPXv/vw4YOyS7quX5cyz7OzsRaJYfj08akWUUOUn//816/v32ynre/6YehHWJYFjBU0PvYusHF5SeXVmy8qy/H21eHmLufcDYNxwSB+enjUo2d6en737p2xLsTO+XC+TF3XvX3zelmWT19/fX9/f3memGi/H9dlms/PXR+ZVoMrk/34dD4cjjlPVGldUBVxhWtZ5hhC1/dpXWvNu76v6/z69shE0cW8ntdlAe4BwCKOwzDP83x5GDrLnC6nVUS6YEUqEc2XfNj1pRQhKVWYyv3Nd//n/+l/+H/+9qd//5NfiXGn0yWGuN+NQ9/1XfDegUDsYinZWqMl3O3tbUrruqZhiDHE6H3OGZi5VmWp1Vp//cuHeZ5iCMMwrOvSD92VU1o1Z9Cpif6jopxqrVQ31/Kr6by2M3zzddQBw6dPnwDg1etbTcyen58RDFzFyVoM1B60Hn8NmqjJDIsIgm5SZfFM0+y9X9fUwBQ6Kn96elLOm1bvmhJcPYdR6zHNOTWJUu4MGlQJLkVhtGJSW1Sqpacs/W2esbVpRDNMpdl774Wycx4AUAxXqULeBgNWyeEhBAOWvSzT6pxbppWZo/JErBGWGIOIIOBhv1P3Qu+7/W7E5jOxUfRZsyZmjnFQUA0KWGOssSxsrAWBEEMfg+o5AVDXeed8jEFVjmIITKS+86UWYhJ0aAwQaaIIACjijWU0lWr0oVailERY9UgvKErmqkzLOhvnKrEy0q0zxmJnQ3j96tWru6fn50+fPi3TaZ0vUJYv397/6Id/zmW6ImWCitLrUOTbApW/h6V8obEpvyd/8nliZpCIr7riV+iN2Xjjv0fA+//583uozj948S8d3v8RN087c7qOjZg1rY2gojbBXdelKzFUs0BrrfOeiZrkAFHt+x5AtD5RDxwRUt39tVbV5v7pz36mts5a2aNAucKdNaF5aRTYkMd6WreGULNf1x3SyCrKcXphV7/p56g3wLXtvRVpmtDrW93c3KhhTqOtq0S1Osk2mlk7lTXhnueiFZFuCX2B5kNNpbexHVJKl8tF8+xr6rZNmZpeYquClP2odYh203UopIOgsuUrpN9UP1oLraY7nHJOKrPWD/oVpmkSg4oVdNc6UDtbenm65bQYa5I2+kXq1SumzSfbctc2vIazZr7ZCB7qPNOelyadgKBlxoaYd05Eur5jZiZSS5aU1qtSEw5D38pgay1ccW7a7KlUffDO2aK9H+ua+Zteqs7cNCFWo4jWot7v9/rdtejSkq8ZpDRbhaZP0M4DY1CAFaa7GZWWLMYQkHOOiUstguKNd8Gt67pMi7W27wdErGsBxC5GYrbOikgu2SA6F/S26Hmjt1Tnw4jICFcTCOmHvt3tUoquaLGgaJOu75y1ROS8c84S1dvbGxFQZG9jFzQYbRs7a9rU7Ct1atRkpoSrQRj6YK1d1tkYk/IaY4wxllIB4Hw6gdIZzYZxVz9ABCbh4KKNfplS5oo+FMricKG1Vt6JZzJifSUgWQgkl1TzEhgkldkT2y4YX6GCCDKkKrUUESCq+/2eLCaiUnNeyrwu3ke54K+//tmbL2/3475kSjWXUoQ5YvXO9vseKgmRE7ikpArdAGAAvbUmhpyysZbSSrXmWpUUVJnaUaHMmWEYLKBzLteiCUTGrJq0S1r3+/2qG9bz1hLu4jiOwXumSkQMRnizmW61UGtU6dy7OUbqf6nUbavxmgOKph0vWxK6c7Ujo3/VHtOL0BEBJKVElXwMROSt1Q2l265pbmkz+KUmrQYKXYH6K9odeKnD3CTmVfS1NVA0tBLQRjQVGYbhsqyHw0Htob33aCSnGVHVdymlykw5sbUIwsa6EDqdUznnVQtBN4tzzlhAQSYI3gKCUiS890yWmfe7fRH89PEjCNf6WdWZajFGYueJwBBX5lxyWWm5nC6XOZdKDCKIxlHhXEiBugAATpyLKU+1VCI21peSAdj7EOLmc1iLNkO9tebaW6GU103QhUQbW9M0OSNEpeti8E4BztqLVOj4znvrIC/TuuZlTY/ny2Veun50xldiMuydNYqKuTbgrLXrOs/z7JxlFqoVDRq16GRGg303GGu6rvfeqSeVhna1juzHYV1XBgEAixZZnHUIiJUyZm/NfLmUlEopHz58/PrDN7Eff/rznwGYN1+8RRGi2sfgvRPgrnNE2MeQlyV4F4KrtXpn39zeSq1P89J1Xei6XKs1OPR9CGHoh6eHp5ySCJe8lrxaA+PQ1eoUAlNKubs9Pp/Op/P0m999/f3vf//jNx+NNbVK14+vX79GxFwoxFhqlXlGxI8fP9ZadrsxxLjMs3NuWVbnnDH2m28+3t3dAcAXX7w9nU61UoxxfzhY786Xiy7d0+U8DqOKaiHivCxaGysZWzeXtiqWZXl8fHz/5Zf39/cqSa2on9PpdHNz0yQTT5cnNLgu5+kSbg7j6fQ8nZ/u79/84M/+VA+BnIt34Xy+/OQffpalGiPOeWaJ0WFnx87sd7vD8ZhT0r2Wci6l3N7edjF6J8YanR2NwwgIKaW+662zJRe9YAGlLbi0pnEcp2lSRXcLXHN69fpwf/tfHIc4LRmMf3w6OfUz4BqtO51PJcEwDOu0uSDO5wdm6rpuOou2KZWsqHzI1rUPwZ0vzwLUxmhKh9MmeK1ZVUNac1xEQLZGs86oFePa2tB6omlw1qGiykr3/cC0EUlUz0b1eGslJSuWUkppBOlSa7XOgtnI0moOcTgclGaiJ5oqyujRqX6/WpVdS7vPhYGiK4lEHTz7vhfgy+XsnBuH4wZNAnDOjUOvi4fRttRRP0KnGhp+FciqYbxeFdr07NYb1aaUelRpANFkqes661BVHqZpqrVoPrBMi4b0ZZpev7rTStJ5a+xmUdSAUTlNfd8fdn2tBCDMpaTsvYuxO+4Ha03fh+ly2dhryGmdDUoMTildBiGlbBDAmFyytbYwLfOisn4qJOGcS8v6+OkxhBBDdM4JMgJgdMByWeYQwt2b18bgZZqmeaki++Nus61ARGff3t/5f/FDA/Tq9oBcd2O/TCcFN+hz2bSghZu7Or74eVlQvbRS0P/SRKgJcm7eM1xXIocmxk5jOwBbYxFQHQT+CZTmH6sz/zn13j9Sanlxze09mfklL9AxmG7YCdrn52dPW41xnqZ1XUXAha6tm2awGEJAg1TZOIsF1cKu60C3mX6G8zaEAAwGMDNPl0Urlhijd4apEEMMwcXQ8HUvDQE/u1ob83slh27C/X5vrVonQbM4aw3LLZ+4MidbFdSYUc2l8TpcxpdJ8JZGm83ksTmka2FznZix8h803WnVQptrNcl+HZjo19H2jA7fND9rHpqNZqpeKBqg9a12u51O5/XwVmF9VYZofWJF0Wh80UvV99SoNE1Tray/nq52F3o9GzD0Kt6tkUIflkafdV0Ph0Pb8Jtk8HXRa7OnVSZN4b3rOm2/NUB5wyt3XdS7oZC5q4S9XWuphV6WkXqjWpHJTCzcPH+1GQ8g6rpujEEwynhsrYGXF9mq0CbCrpmxiDRXn003iMhaq66AbVKtLtg+OL1v+5tjKQXg6lLN0uYqrUbSOHKdlCIAOO8UNk1UdY8zkyIH9NbpRtXhW5tDGruRyEstivvVNsGyLDF6REPEiM77UGudl7mUQifSdmMu2bvw9PR0nYGImqW2aac+Vj10dbHpy3RfXy4XY3ROuGkPEG9Ktag+ZAAAIABJREFUXBptjEFmdt61J6KPVUSIyUbPRlIpNgFaY9HmVIClHwdnXYjBzqZSMVmGYCtQMWwC1LpS5yjWUaIxYA2hEwBYc0q1hBhiF2u15Mh4zKlM82UYhq++eHd+vizzzGXpnR28W04XQez6AMaIgVrLWldEBAfWMRUGQAQEgKTMcoFaqyWTRSpvdkbNXDHnooosuRbrXE55XddcSq4F0XrvDbr9fj/ud8MwpDV573IpWmkol90f90QkiNY7b41uHN1ZusZapynGvskDIFqi2gzTdUdfya7bHK+p71wxgUbjQ8u3tGZQl07TOUSjEBSNyRaxrKv33rkgwrWWJiL10mqy9ae0f6mEWA3Ly7IcDgddk9oI02+kC7v5iyJC4tRAHDHGtdRN+w6glLLf74iIQX3w2FoborOwYee9DyygoUl1vwA++8nWWsch1JIBxKAx3ouuwlpzTrVk46NBiDHoiZDzaq4TSF3MOU050bzmNBVhyaUKmDUXYiFiFiThgEETfSJa01pr9T4W4rKWItV7TyURblAOIkK0KGRRW8+IaKN3Gs9zLtY6A3A+XdbVxOivqE7YYrjznpmIQozjrl+neLmcAY0ICOC8pAEjixEn1mKbJCjsxTmjeIpxHL39jBdV+ylV4aNKl/Mkwgo+b7ORJrOhWNzk3IbX1cdmzDjuALBQrdXf1ePf/O2PK8Pbt3ddP266FKeT8xB7++nho5HjOO5qLYXqx48f7+/vcy5XaS7jjV9LsRHH8fCzX/7i/v6+Fv71r39rjB2HYU3pfJkB4PbudUOsdP3IMleSXGnNOYTwfDqnUnZxdzpf+r5/eHx6enp69+7dx0+fHh8+vn//PqX06tWtzrrn+eycE6CbmyMzE5XD4dYYVPXI43Gfc0YUBH789M0wDF0XmTnG0RhzueSSF00qlmV5/fr1b54fgzPRW5VsWdf17u7u1e3xd7/55X4/MnO32w3DME3Tcd+XND0/P1trp/M5GNnvDsfdkHN2hr7/J++7rvvud7/79u1tzhyigqcE0bx+9SqlHGzQvsbxeLQW1cfVbcr7FGN8fHxUpShE9Fb0IbZjvXY+5xyd60OHiBZVIhuZizOMUqgsMUYfPBBYNsvledgf//RPvvzf/4+/HsY91/UXv/udD92bN29yWUTqNK1EVdVWVQKx1irCu90BEZkJhM6nJ2stgoAA1WxNUIMKhSnpYmvmQyKC4ES42ZRr29EYq91w/Xdd55rz1Fpvbm60AFORs6u2nKMqWg5do40jKrUSolmWFRGd88ysJooh+FKqdc5Yc2X8bgpnG1dWts5Lgy3o+d7KznVd9/v9OI4518fHR31MpZQYekU2ubO9vb1R3bLN/NB7deDQEBpiz8wkXKjaWi4Pk3alDUhKyTvTD3G3H3LOzkciBaoDcVnWTUVMn36l0ocejTU2qu6RsdB1oW4WymZZFmadNLJzPsahC17voZKocs6I0XsfghvHvu/7dV4ul8v9/T0i6rdzymcxWHIOfQCA4CyzlFLQ2j5GZwwT5VqNQRJmrgaw8iayknNdc9aEfD1Py7yO4+hdUJS6975WXtel73vbBeONp5hLWdbHTR3P2FqKMQaBOu+NwVoyoITe74fdd95/YVDSPBtkazeGTisl1jUpEvCPASa/LXbybQXOzb4I1RNcRGAYxrQuzCQgCIhgEUFdf779QX+IiQf/zKqvjRx+bwJpjIouX9/qZZmnOJ/Hx0fN3dV1UYdy2wSgpK7rdDwCAIpl18ImpYSyMdyGYSCq67qGENQUm4jSsgLDWgsgqCHG6XR68+pO1BSQGQhajacPo2W3qlCsoKDN6buUdqIvy8JMylhTqc+Gz9QqUUSsD03XpEmWNxu0VsrrYLqZWl7LLQaB1oGWTY3D6i5Vud4mk6hW1+fzeVkWvRVaJulA5moZRw3iqE33K4qPr5682HBxSuhqs0cdIKg7zdZ9uQ739A9N8lEj1D54GUdmRt6cZL33fQyIyNfCZhtaWtuUZvRragKkmaLiRdsHNYDZZ78ERO2TNQxY09Jtc85WHjTTx+ZD0Fxu9fnqVvR+0y9KKeXCLNTUa1olqZM6vVdtuapssb7tS8OTVivq7X3ZC1C8fnvbBrXVGrtB4/Seb921krXzvXnioWEmRCyFGqelZVTNFbTttwbWbV9ZleKsbDPPZsWmVdlutyOifMXsEdU2C70Wolwrad7Z2ntNCV0XGAt772IMseu0kDDWBLtpFWrossZ8evjkvUeDbqtO3VWXUoE/n7tcmusTlXUlZCQiZOFSlQMtlZDFGsMIXCoJQ2HmjAJY2bIYa2TJtWTX94sDF4wlhlwQMVjjsC/ojNhpnqzFcRws2iXNIDBK16NnApzFGefAcWZX5OjGjqOb0Se8Pb57ePWJp9odgux6Na2qpVCtnQ9QgYPlYKs1XbU6rDDWdt7blIQoAqKws64SV97qfxf8siwA2ABvAuCcRfQCgNbE2CnJKqesAF0ASSmjwcPhsNvtTp++fn5+js6kdd4dDrF3lFNrCWkC0SZvutHaE1RpjYZTaP5++ostaOjS0pm8rmp9B7XTaMWMc042wdJ0XYFIV3lGLe8VY6MbeZqm9udmn92anZrXauOpATFaM/slAEEXsPYONkQ0mnlaz+cLVW79/jev7z49PBARAwE4dRCotRrTECmqzhb0SNLN3vi9Lfhv/jeV7PVOMnOqdG1EUq0leP+iKaP+5wSkKJeYZ1pyTbkucyqlrmsmIL3Iao1yUTbcuyEAqJSvZlEGQIxBa70q6zYwfCP8KLVBv/Uw9LUWnTno4aOUJxGhq78fpblO9fn5saxpSeuyrA+PT8uSvvzKxzBQrSWzagaoMjAgT1MxiKrBSGVr5eij0YeiSoPn8zkEb51pIJpm46GnoZ7v1lpmafYVueTKhDmHLt7d7kIIJCCCYtA7z8IxmFqKteYyXd68visk1oaHh0/Gh8rsfNSJ97xMxsbDzd2a1nVeEO1Pf/rz9+/fd8O4LqvzcfR+WZZpmj58/GbohzWtm+If0/P5lNbl5jB6742Qt/Dht7/e7/ddsN77tLjp9HR73FlkgwxSc5pvj/t1WZZ1Eal91//4//4/727vxnFkyZfzXGstZRmGYV0vXdeNg/emeiseahw6Y3Bd5rt9j8ZQrSFG7kOt6Qff/TKEQJXub/YCoi5Bfd/n/NY5473vut4YM02X3W6v0mUxdohogQFQn8KVuu9EYDotnz59Mh77OK5pRZCcy3F/8MF551NanBUADs6nlCgV6xwyX54mh1CWqet7gyYtc62VStZGD4t4a0xQcC+nnPu+B2tqrVRKDIFK9tYYEBQWEGIWqufz6dXd4V/+iz//v/79f0hptc6lUn739QfigoDOWxvCMI5+8wc+Cwtd0eyaUymsoCGnVGasqPxzzgr5ybmAYNd1IXRkKOVFt6Senmq/2fKQ1lNWDfD2V6W6PDw87PZj1/UGTRPcBsBpmjV8VeE49AJgrF2W5Xw+66RuWpeu6+ZlKSU32XbNwRp3WmOXAhyU9tZYKjqw1aLaOfPFF2+Itlw8RPf8/KQHukKTtCPfGqy632OMJas5Fo7DMAzDNM191+nymOcZqFrAmvLTw4NONcO1KQzEzNz5gCyap53WtN/vvbGHcbeuK+Vi+y52/TzPFvDN3avmtL6Zle+t9651efrYHQ57dU+puWQ0xBRiWJZZVb6IjPdOcUnGGGeRiMZxmKaJuT4/L5ot7/d7TVo0YdEIW0stpRprh2FQSG32tUgW67uuC8NuowVhQaIl5/WpaLddG6DaMXTOHff7nHNeZqw5xnhzPL56fRe8B6h5mce+66Inqjpy0GPi5TDpP+lj3mqNNjprjuQvjPJQBJp6hQ8hbxXBxvNj4T9GwHv5zr9nnv7PZ/H9wdd/u5J0Dw8PGv2b4AwR7fd77QeXUoYutB5zaz+0wbHf9LI3OpxS8owxzDTP8+npBCzgrA+DHoDaAAawUkpaVzHYXeUlbCPmGtNwX60l3MoGfU6llBiDtUZxgyqSsdUGOW870DpVVVGKkR5Xmn9sRJErr1dbSppzbxkSYgxR6wH9aE2/FMVaaxUhlV1uN1fTdD0RWwNb2z/6xXUQpzdT/9zydf2Xb7dRtcptSvqNNNWqCH0WDTellzcvi5YiyKLYgzbwRGN249gofHoxbe6viKyGnt0s1K5Pp0n265nUFnfzg1LchX5cq951ItqM1FVhomn6q6CLdg1UW7UW6qLt+n7ox5TSxuSOClXPxNRG5w0HouMp51xac+MxXnU4uY0o9c/60a200wxMU2RtGX52WagVAJT9qLu69YQatrl9F2v/UY7buEy607Qu1Q9ti3y52nxrb6zJumj7QGeArRerESHGqPPABo7NOTOL6i60C9CvqVtDwX6x60TEOeu9A5A2ata7o0R27W3XWkrZFL1zyj54x8pFkpdltjEGwDhnjJjWkdXF30ChiGgZemuNNcJQSpWAqsopQJgMGuwPnRXkVGqqxljrYs2UUu1cOHT9IicCASaLKKWWtEIhI9JFP/SDYQAwJG5e0rx8Wp0dj8foXDf00zpP63KhVKig0LqsdVpvhv1+2BsXpjV9ePx0qtk5d7g5uuCNs1gNCRsA76Ozdj5dhKGVAYiqZbpVSs57KknvpLfaJrTa0yXh60iZqcr5fJ6mkZm/uH973PfffEjGmBj7Oa1tjTWwtwa3nHPfe90+5/NZocuNyKc9HcXzaArV/BVb+PLe73a7tp2V56mPr5TifK/r0zvPVK01uRTrPTM7pwhPanbVDYWh0UYr/GYp3rZbs9hp5VbjDTZKWAihUg3BbiEaWKHU59PlKu8W7u5uHx4eAMRaZ63Z3txZowJagKqIoGxA/YgmS2OtBan2qtKk391b12JFpcpcQ+j2+51qKdeqwU2TQun7vnABtLv94eO8XKZlTTnXuq7Z2LrkyQdPxQttcn/bxF7IebPf70XYOdv3nTHbk1UpHRVN1RoeEfRYC0FnmHqHh1p5K8KvIU5E0FgNVrVURKBcAODv/+4fHh4eVCrdojEWck5cNwAbgHjvEDZgj8pNdfuuKahpY1TXm1ZQaHzrRl2PchIRxGAMdl1ck1IUjbXOOo+Ine0yVTEYQnh9OABAJam1VibvIyIggfIUuq773dcfvPfv3r17c/9WhJ+eHkXExYhonItrqQyy5rzb730IqgJ0mSYdDl+Wy7wuN3e31trn52c05ou3bx8eHrYUuSSLvM4XXQP7XQ9SP33zddd1VMrl9DSWMa2rMxycS2n5uF5iCMFgjMEa+LPvf6UnLCK+ufsixvjx48fj8TgMX9Va37x6NXSdTtQbhrDhIIwxNSclWegoSTNyTTmstUTVq3TThp15raV1Q4jAVTBJ1a2JKggy0Y9//ON/9+/+t1/88pt//a//61/9+hdPnz69+/KLf/Nv/kdnJNec0+LG3qAhEqLcVMo2NIp3TJmqAIFDF2wQkbzkzUoHnbGGiPbDfiNpo0WL3vhUkje+jz0illpSrcE4i7Lm/MUX98P4k/OalmUR61OpTDXGgGxLlVyYiHNJlSR2QyMAN1ShclW0c2qtLbU0/XprbQw9iKkvaEFotpS6eRSjwUaf0dNWVQz0njfo+8a6r8zEoQvXyOBEYFlWff8Gj2oNssZCL6WozqRCSbVc91tUdM654/Go+U9zwWnwdQUuaQ6jswoRIdqMvmLUJBCvQnSgfIfGaW9dKu3KlZLWFXJWQyY1cBYfXM5rCEFHxFp8XutnbESV43HfktsrS0sVQdgHe/A77et575mdvokxhmpVVfBaK7NqL5llSZ91KLyNMSiqS4UMSikIoAhMi06BHikl5k3EwXtfct0GvPudIKSUrHHeh8rUdX3fD5uIUTcKWGO8sf5yObc0smHfaq2x8/qs+9iVUoIP0fu0zM7A9773ne9///sx+pTS6fxcM1MtxvTGWO8dom1vpQtGVVgaeKE1QL89u3s5N/s2Ya/dYUTDgMqK9CGUnEUAjRGpf9Acr5Vh/wSk85+p1PKtX/x8tfjis9w4js3ZTPeJzjE0BT8ej06TQmvUKUUnMFp7XDsuvtaqvpnN5amkOk+LsIzDYEJgMCHGw+GgOwGArTFtM7cxlG4q87n/+rn+3jiB14riSiczWtjoU3x5Q51z1getlPSbq/eApj4aLFrO1FKWNrVrI88Gxdy6QdcqEcBcLnMrTbeUwpuUCtGqXVv9X70wLeE0P2vJvX6RRofTq1JkebNl1yLzRW4NzlhzTar0Vw7jTq+QSy3EtVa4cn+vVqGeEZxzzjvVeW2uUwr9egnqbV9Zb5Rev55VbW7WtCj0CnXlXLnL9iWaWZ/UC0xarZWcrSKyrinGmFPWh2KMbSJAl8tFv7j+rrb9iIioGmv1kroI1loCds6ty2KsFZYGhdWYrrdF1RE0TOh7aq6jl3otQdN+f/A+tjDtfRSRfDWdc84gGrUp62KPYJZ5MdYqINMYK4LLkgCEGdY1AWAIVgRqZURCAEQjAmpBnktmpbsYQ5XESK31fD5rAqFhVIeoiBiHXm9pqSVNky7vJpeCaIQ3sUEiqqWEEERhZize+Xam6gCnPdxWz+vZrC0JfUFrVdZaL+dJj72XT/wq9B+Yq6Jl2m+1HY2IDCwGq0gRJofVAFt2zlgw4KyI0IwMgmJEZF2nIZYRzU2QKKk3Pkqul0lSkZTT86mcZ1wy5eSNDdYzV2IGayPIXgC7MN7euOP+P8sXkfV9GohDCcMJ+byzZbdjkjB0Bqy1viz1+fG3wzD2PghLybmUrPa4OeXgPQIqDXJZlnwlprfgXkpxOqY2AmistbVyznmaz7EbWpuARW5uDuM4Js7WWhDZ7/fGusvlYq/aUS/R/y2z0UxR95T2sxqoWM+n1mcx1x8FJ2vB01pdLblvQeZKZUGD7qqQKd57vm7YnLPirzSYtw6Rxr2XAbPFz3Z66WC/zfoaa6W9mzbdN+PTXIQx1W3Wd5U38O/fv/+7v/+HYJ3INr4zRkm51PDbiglv0A9EqLVYa0pB571cL09tt6mqOpyVuuWL64aVuEJxBIRYeEN6W6aU0rysT0/PKdeS+ZuPDze1cx1zJbHGOdt3sdZinaNKCtopUpjVkq7WKs5ZAPUtZ6LCTCI2pVVlkxSSqgKkKnG8tf+u/LpNtJZIT43ex91uHLtORL7++utSyl/8xQ8BLICptYp3MbrN0NVhWyfXY1EANvi6tcbaqBqtzCzCV4DGSyFx2aQ+hQGEqMboQQRQnEXvjEqqWotPT8VZMOJKrSDg0BExoAgiZXbo+9Aj8+PTp1evXuW0SnVdF7/z1fvf/OY3v/r5z9/cv6FSY4wfv/kaEEt0RHm/74XyYey4rL/++AGsOOucYaYqNQ3juFye+2D7fhdiSMvsDfoQ+r7vum6eJu32EpHzfhgGBMX9xnVdRPiw38cQ1VMRBFjUKlNnm50x+J33X+htXNfVIg5dNKbXlpkweyvGsLECUmqq3lljjFByhkUIxYAIlVrSTMaAMJBB4bwWKtZa662hsiAicAYwxgWqCYFAhAmctSAUvLt/8+a/+i//1X/7371b1+Xd27e7sQNk3ZLWQtcFYCpUvI8GsV5LKVDPus9mmx0CFqoAUJkQ0YAYNIDIINMyG2PUIdZaKwjWueBsKRUQKvN4uCFSoEHqh+GHP/qz/B/+Lvbj6byczhfnxg3cS3I6TwDinGMG60IlVulIax0aQiMp11KZiFimEAKRpFSMMc7anKr25Z1zKa3rugzD4INrMXDj4ZetHNIdreMHxfspiECTk00KTtg4Z7xj5sKkMFcbfBx6EcFlWdd1miaNVPrregGa7ex2+4ZTUCldAJznRdXyjNkwnJoLNQqP5mZazTY9ZLXJVjM6Va6y9rOaoGqbN3XuUrK3zgA4a4QlLYsQpZySgHU2hqjLOwnrUavv03UdE4nw0PfWObx2DNd1BURn7eVyOR4POmNE7X0b9M4KEwKmdSGiECKKBOeDtd4gYlCyenAu57S1q2ystT49PW147CvvaTMCJTUxBhc76yX0A4JRO0fe8CNWRAw6EUBrUeCbbz7qnM0Y8/DpeRiGdZ3nxRvcJjeAUKnELugW7qNi7T0iejPs9rta6xev78Y+3Bx2Fmk6z8aYwzjiODhnaq2I0HdxWXM7Ja9kdVTys/ZD/7C3+B+prJpBxVazWQfX4ZPqSnjvvQeN89YYAP52SfZ7Q8I/Oql7gQ79A6XmH/zFP/R6AHCKR1ciabN1Vu7sbrfLOTtrAKCWWvmz8/J2DhiDTPM89X0/DPvWir7i93YUikVMpaRCgNZaq304ETIGu65bclJlDv2V1tS5Spbx5zaVcw3w1oCOVy+u1CDU4bN1uKksOh/XiXnDQL5UedGb0kpE3bTOuW1gfaXDvUQEtflby5X1QG36BM45a82yzLq920hwXdeu63Ti3xDeTQBKd0XTS9DBiPZIWptff8tZO3R96/hq1+py5b82sD4ReWObek2mysy5bEieNi9V1pDWAAr9egnO1Dd/fn42xrx69Uo5iubqoK1v3qZkrRRvD2K7YOfaLEKjKhF774MPzjrVS2qCnwpRaAh7FUr5DJYTEBbvVF6l9L2rpTIxokFAQDgej/pibUk0sco2l2j4tytzBpu0lGI4T6eTzhj1ZdrzU0t0NfBRpA0Rl1IlF0VJ8bV9bq011lRifTftZ2sif53U5U1tApCILWw6sXqj9Lh6Odlu2M42J9Q1+XmAw5Cvhz0DAyARi9RxGLVWBBTt2uiTstefxplUiy2d4DUgip5by7Ls9uOmgliQhWLoG3KPKjvzuTug3TK9mdqyWUsmgxZMYVryWpAdWk7kiQKLF3nMxdRydO6dxa5k8/Eb+3zGx+f1t9+cv/5w+uVPy7JCKZ7BpGor+QqWyVlnjQHhSqxm02wdGbiUzH0kixjC0/Fw972/fPX9r+6/fM1fvkr7vvi40vKUazzswtv9zpVxt0PnU61g0fdDDbx50V5ViBr+UOsE/VK5lkqkU2kjAqhaNWpbF25vb6x1tVTnLCD2fT/PM+VsjHl+flb570Kf2c4vl+LvcQB0RzjndHRhXrTGNGZqj/xK9NqoDtrF0PlbiyQv8yRV99bZozPGOXd+fiYRJZOcz+e7u1vt/jRJ4cY3bkGmdb40GKarDkRzJdG9rxP1Btfka1D13pMAiHHRqOJ58/t+9+7dT37y05zKmksIUbdhcB7E1krNx1ajrvKLtuGk9xpImbkfBucCCBhEnUCy83nSfhM6Z18GdhAiMtZJqXWd1/Ocl4XPl+np+fTNx4dPj4/Pz6cY7/bBdmO4PR5i9MKkB7kYRtAIo5gLV0ohrhYMiACgMRoALQASUQjOOSfAzmwMSR0nqoF78O56QKsEztZ0q7ks87yN5rqOtuyK0lrmuRrnYwwhBNhajvxCFBqJeNPfM9jEfjRub31VBBQAjQwOPx+OTFW45LTbedUErmVhWq21VC0ipuWUEUfbOe9EeF3XoiYhwswMTHktiOyMXE6Pd4fd8zQx0/e+9yd9cA95XU7Pp9Npt9sxgvN2OVdtUD5fTk+V7l+/eXd/2/VuHEcdP97853+hi+3+/n7LBWGz9FyWRVP2BuF72alEhHmerDFqbSrAOr/VxMA5x347ofxwlZIWMgDrdNrtdnlZo7OlsFCuVbEPAQWcxZyTTstrJap5Q5EYNXxlFWzXPvg8r8pbMcYMQy8ilTFnJcTaSlWYASRnev/+/VdffbUW8+HDB2/N3d2x62ItiagAMAqnlCsRoFUheAAwL76LjhSc1xYzI6I3rpTCIizEQMyslsIbE4TBGVR9WwWcF+b94ThNZ6ZiLc6X5zevbva7rtB8f//69u52XdVjcBPrV1K3jrNqrevl/NlG3JhpmnRjav5jrZvnlYjGkRFFwTiATFz6rr+9vVFMloY+Zt7v9zlV9RXUZbDb7S6Xi/LDFSKki2GD+VxlhGqt67rlTpolalKkNgwvJUwUsHO5XNrs6CUwodb0+PgYYwRADaV62Gk6Oo6j9qMPh0MI4XQ6bSRDVBVNo61b51xJySA0hrNGWj18FVyqFL7ovZaLmnSNu9EYczgcjodBXt9qlNNFrof15XJxFmpNxqgUiS7sogH/1aubT58+aUZBRLkU51wMQQce0zQVIhAW1oZSuepDyrLObfiRc74sc5Nnb0SYhlnTkDIOo1Yo5/O0ritA1jZT17tSi876NlMfC+fTaZ7mYRjGcfROmNau60JwxhhhX2oex7Hrbvq+z8uq6hWHw27sB5aalnW/H733JaWcV6Kcc3XeIEha5xhjrbzJTfNW97ZD6jrVgJcYtAYJeTms+4O2479XDRpjBBGYtY9mDBJRFzoQUJ0t/FbF1Q73ht/5J6Z2/wQg8z8J5vxH3Lyx65nZG+tCHIZhnucQO0X0LpfpeDw6e23H1ioguuaImTSzZ+ecwys4jZmNcSp1LSIIoFAZYza12d88PupRZ0TASKOEtbGSvPjZ3B2uJVYTz7yymECZaa1k0oWol1FKyZV0PzS3hoYyarA93e26LVtLJsYoLOk6UdFUWPO/cRwVSqeOt5q79H3fiDEN36jJfRP2HIZha28wt2KsoQJUJkG/sub0TQJYEZJ6DdrFd2aTSXxZpjYH9lKKjb75KWs8YmbOystEuoq2twtujSi9My9FcfQfFfJKLzRwG7L806dPzrlhGNqLW7Wv3g/6Piq+WmsNISr1GRGJ1lpX57yCmkopOSsexvX92PiKCkkVEWu9FpXXUAvKb9FSSkGJ67oqQ/IlH6DVdW2aoTUtbsAtrZ18Stk5d3t7u9kYXIdd1+Q4MEMIsamVOOeMwZSyiKC12l+Y57npsuqhq5ZTDbxqjO06r9egmooqndKmr43T2MZHDWAJItbZxkgUEe+tum9pO00p5swyz9PVdz4s69SQJ62doZL9WoE3nWg9LMmlAAAgAElEQVQ9sT6zBYoCbDYps3EcQwhMspWUzLUSACtkVO/kui5XfYuEiN7ZWonKurN+P4zAbIRc5rHiWIWn5XuXr9Onh/K7D+Wnv8gfP9rnE5zOLq0dyWuCHTCVagEcoBWxAAC8cTwRWAjBOLSygoAAGACTzzMDsjH8yw+n//iTr6O7OIvHAx6P4fV99+XbL374PXn/+uwN7N5CrjllH0MuJCAGjTXWRpvWDOazeckQvHZ2dWE454y1ajnNImpNHUKwVnVcDTN3fXTOni+XZVmskbevXt3cHH7zqydjcF3S7ngoy0VvdVP6avWPugW0GF1rJaoNjtuoaGq40kJiY/zqOELrgZTSsiwNeNxaHtbaxMzM3TDknDSql1JqZUXsK8CswZ4VldQGem1Y11Df+tBbP7vN9JowjIZx59zhEDVWbMcSggod5w1XE7/66qucCzEY669NN0FV3BJouFk9AtRY+bN1inc553RJ6eHJbGB1qIW2GSwtuLksqK9xUJsj7QEJc62qfxOY5fb21fky/9Vf/VXO9Xvf/9PD/u24F4uixRiIBREfQqW6gYKq5JwAWHHprVZzDjW2rGvSNLE9VkQU4EaBs9bazcUO1FHGGDYK5udaazVG1SDYGNRRWz9ErSIAAc3nU/4aePnaTEw6csmZGtiVqALYnBMTG0QW1tdc3Wuw1iJCIlLTpet644wAg0jXO+9dF+K+/y6A7Ieh77sQ4/ahzD6E2HVoEASsdcHF3/z614hg3RfCnFO62+/e/Ku/3O/GdV27GIy1xuK431Gtw9BbNLWUoe8QcLfvaymVyCBq1yns+7peDn0stcYQcylUc7CIVHLOBdFcKejeewSqaSUiYLHGU1mJqvde514AYEGQyRtDVHUyJtbGGKMbKtGyrLnSsqxd15VKzjk9cXrRnhpofpcUW3gFFhrnmNmi7h1xznU+hNhtYnV9R3rCqsOYt43sasDWSsyAiDaEUidiDPEu5yUG75ypOaWcmaXvB0DDTH0/KG7fOa/jIxEopTJTjNE6JaeBiqwSkYB470RwXZdr79UqRrfWEoInInSWuFqLwUVhAiko5od/9qf/y7/9XytPaGxKrEKdOa0ggMC1VGOQyTBzN+5KKYKoXmME6IwVYwXwsqwoEHxY1/TLX/5yHIebm+PhcLAOdTivjNbW0NQe683NjaIM1HO45TmtDapq6hr6fBfXdb1cLkScUm4EE0RENNYYJqi1LHNyzgljWoswighVUWiFRrx5njWoqnrnZup7fVKKulSxMdVi0MyisZauhkzbNi+lCBNtKIasSaMGVZ2pvH//XrhqKNDP2o19Ywl673NOxtoQg/e+llKpQhYBCMHHLpZSAMFYAyDO2X7or/iOJQQfYliXVUcIeuKriLd+lnMORIT4fD6rl70e6ErR0qSFU+66zntnjO26qDdWZwO15mEcWOT5fF7XVAutKSEYxDRN07KsxhoVZZBNGQGttTfHuzev79U8A2qKMd7d3mgr6njz3aHvffA5J2vt8/msrWpngGgR5r6zKIVLicENw846S0RUKwgo8xkRY+wQTa1MtKni6U9K6VqsbO3ylvO8HLj9wTLvJbbzpYwfqLcqAjIwU0a1ejBUqwI3Xo6U/gm1lW+jOv/YmBER/9jg7g8qtWyj6tvbW033Vf5ICXjH49Fai6h6J2yd03qDiNDasElvkXWfiysRQZR5nlXhJ3hXc2ZjfLBNpvZyuRyPO/WUb3WFVtvaiG31T63bjmrKKFo+aUEIIEre0CfU/M2alskwDHp8asmkT7Rhh9o2btMMLZa2gbiR53XVDKZNAlXrRd9BQ4xuSO1S6F/1BF2WRYQbYFJr0SZqr9DqVsrqOygGrwFiW62l27LR/F6Wu627rzTrdsDXSn3XAQCyXGX3r3LGMfabXWZpzLQrU5baRLQRNdd11Si2yUvu9+o5o9FB14kuG60YFZSrc2CVfmklBDM/Pj6pS7i9EnCJaF2Tio50XbcsU5MB0PJbQR36xXe7nQg459sU8fHxUWVgdKsqTImZtUncBiabtXfOL3vYrXDVjqAKmWhwVOy+TkiUXPHu3TvvN1O783kqpQxD18bLABsHqVlr6EhWDyRmHvqBiJdlVUaNrvAGT9fKWksFrd90XNOIAQygK1zECYiqs+acz+eziCzzvK6loXw38/oQr71JaotNL6YhhBu9Uw9UJYXq05nnWZf0PM/G7ETgOs+sOZVr+RcAwHlQHUhErLU459TLW/N8KMy1mCK9N1wqr+kYQljq9LNf/sN//PsPP/vZj/7mxz6XXarHzB0TAltrMlVGYIPkUByjdYUoUQVEsMKIBatqnwAIUHZsHaIVEKoABtAIkADe4RkS3k/on84IH0/yN2k4/u3OPH55uPnLP1//m/++73u2znZhZa4iPkbS8MgSgi8bbKmSsB5PIJ9H6BsSUgSNqP7gC2x2OB4P87QIwP39vTUSQkip1FLv37y+TEtTslG8kHYxmuVmw81qvNVpj3YWdKM1u8uWUmjEa1d1Fbbdelu6Ext8wBGJsLq8oAgAj33//PyMiIfDjW4iXW+65XUn6vtrhdnA7Roi2vxfr7nxTxR7rPFEs6Kn5yflPNdanfMgxvgAonbPDAB//e//+re//e08L5V42B1EICUdZRcgNhbneTmfT8aY29tba03OSZt9W+00c85lnhcRic4bY3W0tJEDPbQ+9CZ8BcKMV4sdF7ru8fQsl+Sck3G8OcSST9Z652+9OxA9lJwUKVdURj/nUqsPvuFsnXPGGue21hKIQnxJd6JqhrFwCL6V3MGHWilnZmaqFa8tf2ZGs4EjxIr+rh4WrZAziAZtytk6q0Vdo0Yr7fDa3OR5njRENK6pVsiIowH88u1bvYcxxhD8MPS6YJy31pohuCtYw2jTx3mjoWZd16E3LLWdSpsV4bUvydVaiPev75xzXRcQ8Xw+74dRJxgpJefxGqBYZZ8QgLl6Yy+Xi0Ne86KmQXOa+75flss4jtPlOcZo0FsjTBSD0vh9y5KZeV0u20wGoPMOUdAgCKq5okXjfWDkZVk0wehC0HNnuUwxRmOscz7nYowtpYoAs4zjTglItRIYccGrOEff90FFF6lasOu6WmMRwHu/rOsGS6616zq6MqJV00s3qfJsrXHzvAxDJKIQMeWLtRag+mA2zQyGGLRZDICikEIVgQBokxwRAUFIVzCw6nI7dMqLM7Zz3mH9f4l7s19L0uQ+LCK+LTPPOffeququ6nU2cYU4JE2DIA3BsKwXGYIBQzb07H/L8JNhwK/2g2FDNmEDlgVC5pBDWTSX4SwcTvdMs5equss5uXxLhB8iMyq7qknrReNCo9F9695zz8nM7/sifvFbEAmFxQWnv331riw1pI4QEbDV4gnrskzTfHPz9m//1m/+/h9893AYpC2XhxXN3NRxLnp/PB6XZakC2huY8s3C5Vpreum0DDifL4fDEELQGbJIm+dJBFVnoZlSIjJeZo2q0xNNMzY1hsGC7/QattZOcbUQj7GLMRkxT0EPXUEa6bb5J6+fgohiDFfXJyW4GQPrdDqdTqeNDD+bM5Yxv8xJbhg6jeiwvAc1aVdTVgI4DL1z7v7+/nA46PXRy65lSS2iZapu+8qHeiXwIWytHg4DM6td+fl81ijdh4f7LTm5LMu8TTVQqfmllvHlOI2zRvPpOEFf83A4rO5KrQnxZijwKtHBRl5vvf0WIipps9Sia7+UElO8vb3NJSPi7e09M+elOKc8BW2naFkqEnnvrm+uHBEitFq6rvvwww8fP77puq5Od2otPo5nLU1v755vsvMK0JzzrbEj6rpU8+wdakssLYOLAOQcEWiN2pil6zqFzk1OZfZm2qzqEF5rzr19w2v2lXth3t5+8zWfTLXW1IGe9762OnT9QMfz5daQiNdaMiMtvhmu8OrFvxzc93qL+JXt3fY1IlJoeP3yf/Xf/XPFJPQJsygt7fd06KFtjD4TJvTXw1tyJiKN3m7CrbWS8zROKcTrqytBGJd5HicAbIxzke/+8b/+tW9/+xsfflDzReXyezMMG5tqDapLcRgGq6f3Vpz2/Xs2oFlWAEBKvX7dcvn2eeXTdDEL+73lhlsjpBCATNGkhof6atovKdKwtVXVzlctpKZpdI60QdUCzuhMCjtp96U7gl75w+FgAX3rdrmjFI/jqBdfhzBa7Zmr5D48VP+t25Y224jIDNYnh+BsC1bdv7p+b0wD7z3ZdbbHUfdK7Yi03NQLYkohvQssq3RH36fuhuZWMk+LOlCZxah1s1u1upj5pypx3TYl2wsdbdq5GZStjZ8RM5S0ZkMGXcMPD9PDw/0wrAbHpSxag4YQzufzOE6a2GO8Jn0nt7e3x+PxcDiINO1jzalJf6kZPCgkYTCP7hp6AFQWNSL3O4MKWi0EKee8lFkhDLuJtt1771HAnr3VOY1ZQRMimqYFkfSKaWeoc2M9FIdhEBTdPbXNU4LTPjU7+HViF9y6EEquRORdRASEB/SpMgH41mSec4hx6BOgCLI4qTlTA08+dp0gznkRAWCW1iJi19ppzqef/az+8Mfyk5/wT39WP/nE3Z3TUoLAqWT4ef1hBAZgBCFggKWL49uPLr/8jeU3fi1/61tL/0ho4IYCmJHhiBI5QJweMoOjEFpZjl1axnFmAecCNmbwpC4L7urq+rPPP59yCTF2Q99qkcbXx6tvfu2D+/vnQ+++/au//MXzT0+nI4JvjftuVU9Zy2GbmIUN2MhLKU9mWjtNc98PtptZbLrWRgAQo1cGpsJGhvVotRQOV5988smLFy9urq+fPH6cUjoNw2W8SOOUkiO8XB50Pm8c7DUk2jlmnuYVIdKDw9b72kL4ldeghKK92YBa+edcmvDlMn36+ecf//RvXt7ePVzG5y9efuObf2+elj/7N39xOF0tlUsDF5MAiHBMLngErg6dd0F3J8VxbN6+6qi97u1zrbVLXYxKjW6rm5d3wiLMVvmF4Fqr0jiEIEiFRUcBSg8zkcK6xnNbUTBZSel66KvGb85wuVy2LC9UFBJQWlNXEZinpbWmceXO+1JKLcW7tWcex4uA9F3Hr4KFWG2xRYTa6g69ujUAqmBeEUDn0DmIKaaUog9eu02VOuvThZpw03mdHzk92owDrP5JHhH8ZjisM/OV9rJlRpuoG4AVCFiWpebVxMuYEXuqSGui9EIVNOphocdca9V7V+rqXJ2XlRivjGIt8hBXNqDZJusjZ5ZC2mpaQJFVVPqQ7OszK8rN+NowYivvFPzdlBe+1lXUqvuqfrOuiK7rZHOBNlMWY9DoW9JzU88pBXm11tR9W8sSy3E1a+4VdXXpe3/xvdOh/9qH77dSEKEsi4/ROYfoai3MTS+FVhf6Ma1SssgBKxX0Zo3jeDgcdIQIAsyyZWR43WFEwIe4LEW77lJyqbnkdjpdHY+nP/iD7/zlX37/DJFZlrlqTd/3AxECckrBeypV/Zlb33WKeGoZSQIi0qVomrRlWVQYHGNEhHmevPeXqYEIAJu5FBF5t5atGrBt3maIrwhZa+R9TK01553ZKPRdr2McJOy7uBp+bkjW5i2sbNvVucCqc921xnFcveK4as2jn8heahon551SgrWQ05rZJOubJH6VAJijnoX0rn3+zvJgnT8SrRnxxLUUh6TcV++caolTTK3WxivRwQYA+g6VKKHWA6rIVTeNELwW+Yfj4L2fp1lYQKDUos7GpVYil2Jq6v2LRATLMtdSlrw4F5wP3CDGflryeZ7u7+4+++wLZjgMh8ePbphra/nm5hQCRaJALud8PA7DoT8M/dD35CDGcDgMAsJ52i8H6wi0+NctV+uivZpd90MicIQ5FxDYNoGAK7EBRSQ6V7h571mwlEwOAZhQai2eAHAN9zKfwr2vxN4V8yvZm5vCWXa5HWTLDUTm6UIISu0kFFBwZtPWNRBjQb5pqSJ/C4HzzcC93R96860+ffrUe+8VeDBF0B6isAxHPU70wd2SHxsRtWVBxO4wIKIgnM/nGFOXuj513rk5L1tpQtCg9945aq167/PMCGKGH3tTI+O06MZkbExdxpuJCyiZ0BKTtFtQ/FjXVSkrsK0HgFYbxnXU7W8fH7enRekpqyfi4TAQoT4ARIS4tmpmU2GBdWplLiIp3aiw3vb9vdhXm2Sdv2n43oY/RQ0ksDQqm8BYX6RPvF4N40nq6tViy3pI3v7UWtXuXxkCtTpTtmibt51SOlcE53CrJietNbURUImLrgS9C+YzpqfasiwxBWZW0rke53ZGzvMcY6qVXyM3G8AsIrXGzURe9MrsE3LsRywO0UZY2gDrya0Nj7ajhrTVWh8e7pZlaa0+evTIhBl67t7c3Dx69LjWlWCmli0KIT99+nQrX9im//os7aGdGKNuQ3rvzHt3Xfal6oLWd+icy0uuGorKrO/BhrE2rtH+3x5LUyxYlvTmb+md00TEOk2j4pYbnfhxKXlaXl0KNVPRe6TNcN91Qz8QrT3k5gKCiKgo3Yu5DsEFAILSdx0FjBFFCgMIy7SMeSyP0qkL3fJ8cgSRl+ArSXZQ3nox0Z999LP/+0+e/+lfXJ8vp1yGskRhj4JfCvD8Of1RTT0IEAJl7n9663/2p3f/5/f8ex+cfv1XDr/7Wy+fXn12SNL3TahnFx7KwNE96u5gmbkOFDvyXnB2Prgigp7c6rXFHGOc8oo311rKvJDgp599miIF323gQhFuROo66xST1obcjgddvMYv0BWxjlLXNJdgYjktFHRPNs55zrMqlrXsU4a5zn5VmwZCIPTOO+8eD0du7eFh7PshLxORa9JC18d+WJZFiIScc15qdZs9UpOQcybnc2EWmhclvUDXdzlnx1lVJZ9++qnCNE+fPn358uUGSYy1lq4bprzkXI6Hw/FwHKf5l37xF/t+6A/Hf/yP/uHx+tG/+Jf/6s+/94MpMxCJSAzeEYJUPQtCiqWUaZn7vlcuSRNW0XLsQs6ZNMmbEBDJOXzlfOALZwYh7xypJI2REAKo/jyECCmWHIJ3VmrYoDJ0sdaS85xSklbLwogosMaWQIWArdZCLNyEHDADEUJr0Bo3bnnOOXPxLaXovEjzRB49Enrvkutyzl1yCjkfDr05zcQYDxvisznFbY6v3ocQ1LrWJle491vT8zFfrD5Yx4PAm+EK1gogLKKyXt0DeW8oV1t9TbCNKGZ/bTpe25ztDDXmuXOOhdVTStGllBJizHlJsSulbDY5RCSXy6iH+OFwIFLy26vAGy2OLUj6zf8w6YfpsoxQoxv7a/601r/pjyh0aBuvhYgYFdmQbkMezbF9Hyz5yrV7V8CYmbbpROwE0WWu+j0RuYy5tdalbsNn1xeZ5zmEZMRgc2DSo9bEHRuKEUx5bjQZE1zsNULer/5PrTXKZTNlLWohO8/LPE/H4+nb3/52rfWHn7747NPPS+G8tBAkxjoMp5e3z8fxMgwd0uoCIpsSZ41dcX4YhsasLkMhRlo7nGWcJ/3OY4jopJTinTPhgKZYJR9CcC/v7rUEaq1pmJDRoxQk7VO3l94BwOl0UkjUOQeoPitHi9ItO3ut4D03vlzO+qsV4+j7HoC9p1KW/jDM87wsc2vNew0Zgq5LIXgND7y+vtmaNzoeD3q/tohz91q+lI2PbCBpTgp2Z/WNDcOAjjbovzIDeDfP4/V1D0jHq+vnz78QUT/kqkbZIs3pJuOp6zQ42m01ZDoceiK6v79XvsblMprgKKUene9C1E5D6SLzUpZlTl0kH3jJKBLQVa7357Nzrutiyd1bbz1BwRjj9dVpWaaXt+dDn77+9Q8c4jyOAPzeu+88efLYOQKQFy+fPzw8EEmXktIGrcixlGazC9ELpew87U1sfsOtLTnrrbR2a/OupxiTA5CqbWE+Xx5ubm5aY3IuJUKW0l5FPe+18W/2eF85jnuzD7QtpZQSgw8h1JJVo6t+JoBA6GwMaNkBb1pofvUQ7+8Q48GXesP9X3mF9rcddoWTtYjf52Xr06CDWusrWmtxNaLF2tr9w9ouEtG8zCiQW23CMUZEogYUuqurq/P5nHNOMeY82bvXEtPIePrmdOkqoGIbk3UauFmJ7C0x3bY7OOeYwZBsu0kGfeks1zym96wkG8Fp/HoIYRyLsaqGYShaCDgHAKXkWrOSG3Oe9aVE1utj1ZgacigGvO9L98aVliShqhtb7WbHb+C6GZRrNqj1xtpMrgo955SMqrlxKn6NMbZWdmHxq6ub3tOci0jzfh0vKEl1b1JirFHLDDDvTd1bzw8XIqq1KXFkHdYxqHmmqp/NBlOx2NbqPGdtkGxCa5Z6NuDVv9V+zyqwfTerTqpKFbMQVf1BvSCIeDqddOzZWjkcDtbqe+9VYqcHklUM+lL6RQA2jaLhSftSQNmtK/bW1hi9NdE+NdnCBpWdgigphWHoVgGeI8uu0ONK52/GCo4xHo/HfbSDkkt1Q7m/v1fx5/m8AMCyzProTtN4uVxS3yse+cqs1Xs973UywKUuZWkiAty4cWPnPXArpRFh8leXZQKqKdA8LkEEpRF5ILq9v3etAuIUSuEJaOmWeXj+/PHtXfjJT+7/7M9vP/7E352f5HKVa1+blwLCgMBi6KP/ufV4JMArzwkE4SSeBFDys2UuP/jB7Uc/vv/OH+Avf+v9f/QPlg+f3Ych15jEOUTIzRMTwV2daskoHmotiRGcC6vZqdvsTAHg8nBmaX3qNuNp9OFKC9y+7wSp73puy/5EV6BE98B9HoDFwBjfeFkW57yScm33M68j/YrOgfVHbGPU9t573xrHmB7uH873YysMIiCMSFzlcr4VQiC6fZimcQVZp3ki9YNd6eiikMp4ucjmcuGIjqfTsizRkbo6qSTGOTqfH9SuK6V4Oh2ePHmiQxsfU16WJtoOEfkgzEgNYLq+CkSlS67rjyDonJfVFlJwC5wdx3HjJ8cduaMRuuBjhVqZcTUWZ91RlCWrOoq0etypeg0BIMXArUGryTsHIiAO9AAWFkaEWqZWSs0LQVZhnnMuheADAjoPDiAuy5JSEJG+71KKIQYiJEKvOAlI13d91/vgPTl1gQGA4AMg1FpSSikmXC2+Qf9WRKAJcxMB50glWHqUMwtAE2GWCg2krvjwWq+IVQyF2SJkGUlQgIURgFAIgQUEmMiRelACqfZPbxw02Kvo97WOHh9mgv2aMsQ5x4IqhGv8ivS7+c6rLE2c83X7k1LynrzvSinzPKUU91bbJl83R25rbIyuYgr8/cTG2lQ7UGwEvXFcq00/NoazI3L2Gc3Qy6KDnENbXzZF0f9QkYVBtDsslbQPtMyhfUrNul0gdl0HpRKhxueo7gsQZe0KFDsmrUn0XSnBz5S3Cv2s5eZmy7QbjCybv5qLMeScc551mSBCzjNovjlAiEcdQ11dnS6Xc4zp13/929O/+bOAOI7L5TIDuOubawDsh0Mp2florBbQ9p5ZyVAtq/FbizFodbTNZLwInB/Gvh8e7kc90Ztz1PfRByNkbpUbTtOECFdXV86RyslC8MxtWaa+78NWvWj8jYjMy2iyGn1CFIeyW6PNuZp/OnKKiFkChDYbqy0Hc4pqsOpUm6AzjC4lQgQRpZEb54uIvHetkcrU3VZNra6P3NTzuLbqCMZpqjWbPh9R1MUaAFsrwmTA3xrC2SUgXHIWgJgib7xEGyTsTZKXpWh9aN8wz1nZyPO8hBCneQakxvDwcA4h+BDWLgSg5MyASG7JtdbifEAkdI6xKtntPF26rvOOHBFCu7v9oov+w/eeRQdlmd565+309vVwGFotl8tdrYUQHl1fv//us/FyVsqoDnUU9Nd7odfWxFYmX9oLxDaAhtRSS1V/ugZjDCIyTSOClNoAQBAVjimlOAxIyLUheZPb2Fm8l+ft+4uvbLGM22lvzOQSqsuttaxJeivCjG+m85nj2t8driB/C43z/zN9wZtjm240hmxpWWC/fo1pzllxGhXIMbND1OD6UsvxeDR1bAghOA/N5VqlqULA+eAPh8M8z4fDYR7vnAvM1TZl64hgUyLpbquP6eqMsnl2WzNgn1yRQivQW2sAa5KJVttm67/5v4mxAfUX7d+A7v4bdb5pNrSSXtRDyXgg+mCdTqeVmbARL3FT+W+LamVxWGqfxU8p5m3zehvxKwVI2+Z9rJ8J/BSU0sbAHlAzY7Sj63K5XC6TxiFaUWinFyKl1OkhoW5LfX9lNo9aRdn5sfdwszPDHqmc8+FwnOe57wdz6TSDnK7rmZtlxVjinI4EdVJhmrH93NxsNvUOGl/cBp76narhtnPOtNSGaA5DPwzDMAzLMpuvsT5gW8y90yhPRC8iw3BSUyYRdo40/1oTDja/0FdGOBZlph/cLBB1cS05I61Bq3nJRNilzkxQAECzW+ypnqbJVtNeOqvfcH19bQRmhRuvrq60Ynj8+JHZYelV9d4x4N5/X1/TzHI8UnTeOfQhNOGHy9kHFIDWWuo7H4IUaIAUUt9FWIpncOjn0ioh9Sc3Xw4ib9/d49/8TfnRj+oPf8Q//nj89PnbU/tmbQ5rhYoATVojLg7BkTQgdl4cMcjPd5pHypoAAIEElRFmzM3lAPxsgfd+cvfw8Scff+f/6b/+wc1v/Bp8+1fu3n/7p8GHeJVv+fr0ZKEy0pgE+iIYOuV1I2Iu1YsAobrUeO9zWeZx6kIipGWZr6+uDZppDXLOwqtgdW+arMvB2ns70ffbxb5OtWfYoB89d1MK5rioA3ktoDXKvIjL87LMy+/93v/6rW99K7hVCXYcDq01DcDYz6X1wdOXurq+PgwDEiobzTsfYnDkaq1I6L3HVvfxp+rFZyBOq0UBCA4eAHwXamsgQM6JNPQITpDk/fceP/nRME6VfAPwuOICgsiEICB951uhFAiklpxTStLw/jyuFQBzaxVQA/eqSHPOCbMIOGTnnIMSnA/eCWDY/BO8IxIIIYzT6L2PITUE2MMAACAASURBVDq/kiQdOeecD0RIztPhMDh11CUK0RMhIDoBRFAoHQDJoXNa+6l3NnCTxtsqZiZYG62mcnSAWlWTBgDoFA+qggCI0OqKt0oj2yFfHfnCaIOm1TvUqgnchtiCIADC3FBwe+QAgIlQPa31g2iD95oJgWkWtq+8CswwDsubmDQiOtoeVHKfffaZGhJqlx5jSCm2Jlroa9SEbrAheE1sV16iMV8U/LKeU/dhA7CsGdMqRVNzdE9WhFqPj82g9ZWbsT4CBqpuE0ghcrpnKhN+j/eLSGtrQziOoxE6VN6i8Wv72aPlzRiObAGnuri0H7PTWVnT0zRdnQ6t1lpFr6OZ3GoYhraUe+qpxaIoIvkqfW5TvF8uF434NfCUqOrqVmMVl0vqOo3+Q8R5GkF4WWZCEq6PHl3/yi9803ETofNlfrhMuRQXIiKdrq4v41iWaUXDt0Io59z3fQOc51lQKLi55JUjFpMmHJRcGZaUkk6SVXKScz6dDlvf6kIIzksUQUJ1M+27pMrw9RhFVLv/vXuC6fEAIHqlvSyGnekZHZxDxBT1793xOOgpaQM97Uu5rVbnIQRmtzfxHvpHW7Bw3XZpLkUlLdGpHTCLqOuBcwjgaSPrNgZeW319Tqz3sJJGmKMP0pgQ68bvKLVWbvcvXxyGnlub1W5nQxvHeVbJPXnfDcl7L4JLzk1Wwf9lXFprAg6JGsuyZCIaLxM5qrUtyyKsk4lUWsUNevaOnPf4cOm6ThoTcAzILb//7tsOyTm8ffH8yc31L/zSt65PQwheoHIrZTl7H7roMHlHRCCXhzthAW7KLte4wr1HgPbbtdSUIiKJMCHVUgFEt1/niBvXNXOLaxUifaSx1tq4ibDzodfUBHQCso00Qim5VkbM2siYuYaZg9ifr5zmvancew3eAgDmhkR9PyzLpAJ7ZABkQSRY4bQ9J/PvDnX4CvHeG3nuf9tPrVuGVoHGAtInW3dGM3VQnbGWIMpi77quATp0ItJ1g5YFWtfmeWmt+OA1sS2EwIAuxLfffvuHP/zhNE2OfJW8D9M0JobFfKmSTTcgc/gwguWepWrMEGPuImLOGzm772UDllJKah+kpmebw4EztdXeNNyUM/uZmx48mnC6CliZddUZEUu3lb2Bp7nIKPfVcEHdcYwGaT3VmmfqvaXVKU3ZQEd9n/p19UQywrc5Sm+jxXVEqUCOgs2696kq2nuK0ZciKszTMaldCoU8FRE0QDTnrEbJNivfrNXrsmQRnaFlRQ1jjCJARNM0K3Buk1i9zhaDbpuvWiTrldyLH/R+GVhlgzsb8+o7NFNjgzN1GoaIOS9KB9VvU/c2vQvOkRptb7069H13OBymadJMSH01Y9vbJMGugHF09YaaPEDdTYuA6QbN9nNNuSmor6Y6TDOk1hsUnN8CzbwRmxWd1RPUclqt29Rlq7MX8sEeJ1NJaWnS9z04J7XMy+JjQKJpmsCRvs/D4UAeG88HwFDAI8bhUUZ5cfeiTHNPdCT/qxjrp59+/r/83vKH3312OT8pxdfs0C+AZ++j+NR47a/YFxFgdEwBHAECNIb282Rs7n2GK0HhxQMExobQPBWpJMvXxkv+k7+8/OBHn/7+/3H4z/+Tb/yD3/3h+W6eoXM1ptiVJdextdq50yrCFC61XJ6PDSTGTm/65oOqzzPf3t2eBvXKDl0Xx8vEqznHmhBlHCG9R7pRqNe23jLDbrqum+dFOZm66Wt1aAXosizqAmqrSX/QKOs518dPbn7nd387heiITqfj5XIehqFqEjRiaawDZPMl1q1mxThaVbqEytiuhr7W6oBqrZ1PmZt2d2uCwva8qcLZzKxVFFfz0mvaVa3OOwApIlzKo6tjdHA7PZDPhAFxlU8ETw6p1uoAiJc6P2j9NM5n733ynrwLvoshdF08Ho/90KWUPIKFTK6O8yEc+kFgdRrQy+I2WEn3570x6drwNN70Tp16cn7pbwFYmhbh65RJCNHwXQLAWjKiYIiE2NTIOziHggjCQATbqP+ViQ4SibSt4mQR2PT5YmWGzfeYuTGLMXM2xilticmePJFFJph1B4gYr09rBdz3bJXFkL6tl3jlFRR6b0psg1n35Yt+cRj6y/lB92rjrqeUpqkYkQdgM1ARTim21lplI0GsOUmbO8Um8Gt7Oqu6eXnvL1uGnl0rw/v0pu/xe/WaMvapye81M2WL63A63lRpWUpxHFdHN62LdMmYWZotW3M5NpKeDQx1S9cPGEJQcw7NOTA0p+/7QqTwQVkFJqpRF+WPGLZrsUZGR9y8nc3VeUWZD4dTa7WUbDTX9ZiG9XIFlVHorJIkhpBzFeHWyuV8/947b+dp+vFff3w89uTo5d2ZCA+HQ4jx+vqG23r63N3e6i2bpmkcRwc4z7MLbufjnQGo73tu4CgrXfn+fDdNkx5kw9Aj4sP5oU/dqlf3fhzHVlorxXkKIXRpmOd5mee+74Qr17KUnOdprR+4Re+YUJm0Wr0cjwf1d8k5pxT1FszzXFsFJMVihkMvIvmyhOgv4znGGFPgJuZ/ronTFolu11yfPb3RaoJwuVy890PfE6Bi9PZg7Nlkupp08KgFp06fVDvjfYeI07TMqmM6hvvzeoIP6AjJ+VBr1WAtxYgJAyEgeGEa5wvR6jA3TfPpeMVN1HL2cpkAMaT48va+7/smwo1ra/NctFQehmE4HrRN8AEu50vf9zG4ZZr6LqW+P7kUgnIgOHr/rd/49jvvvH08dJeHO2iFuaQUWmtD3+VcnHNcm0Pq+sPqqVNW45k9KG91fvA++MDMuTRwIMy1Voyo4aTeeW6iOiNmDmGdqwuw6g+5bXCVsJ2Guhidg5SC7QB7GY5lppv67s1e7k393l7IrVyL1lrXHZjbVKpSfJEREJnkTbPNfdYCIrYv27Ts38ObY7197/c6CAiA/+3/8C/Mo0K/T8tT0+ntiRn6lGhDvIJhtS3LAgip63wIpZSgllxIzNxYAKXmjAhAroG7XObvfvePf+e3f/vq0IVAzHVl/288N4uw0KfcePm6lvb5CuYQYPVN3sCMbcuLqlUzdzir1EMIw9ApU99aSlP9xRgBkUV58EGrKFNqrg57tb1mGPMKv9w0tUa/VpDAyCcmhtZrGGNUp2ALbddyXz+vZffth1fW8xjeYM+lbhC6m+j+rvxH5XASkVqJmPhb+xajneynlDY1tUdfv18bKu1p7TDbGKer/lC7zdU0fJtjqKxfV85q37o5tmtdq024OWSqHklvim6ORoXV41Cbf5sVAMqGqDVzq9O/yjkjrAp+IqdOlQad5pxVOW1tpCnu9INYRoIirHpPTUVtNDmFQgwqNnaBqXv3yePmt6G3wGak+4GkFp1awdiAVN+2viVdjAb+EdHDw0MIQXvajXAftOZeB03Z8ugppYQiyzyFEMg7F6P+yOVy1rFAl7oAXC/F+9RCKMmh55Tnm5cPjz+7nX/448Offu/2o48OL17c5PlUcpACgAVcRV/QCzKKeBG/xiGIAAqsBAYEbFB+/vI8/XMO4hkiixcRkIpYCRqiZwosDDIf00f9of36b9K/91vyy7+YHz95npfLPEf0TmDxWfdhHwOhu79c5nnu+/UpEuBa6s3p+urQL8v5d377N57cXH3+xd/c3FwzY16KI96fJeq2YugPkdsDWDZaN96/98FmLPrA2LzFe1/KstHLi3JgdL3HGMdxpJBYlz+5cTqbeEnjxxHJ+2DbqQDEEM7nc9f34+XivY/BGfNcGU0KxKwv7gMRzvOqDEQEIqecSRFQ7qX3LqXE2+xFoZ/V5kRAAKcx/8X3f3D/cPEhwTaW9951MQ5d57xnZkJUlD9YCp73RB4JiYAAQ1Bbr3WcJcDKHq+1OUcxemkMiI6I1KIQmkBj5mXJOirZdtfVw0zaGnduq1v3HH39JriXhKk1i1JGV+YVs7xKWCJhjVC3bUFtKqtzDmkbwWkETqsAK0fdBFd7DFgAzbo96FgDtgNej0vmUl5x9RFRlcar8Iw5l6JjKIcaXSH7AoIBFYmwEsQ4HIiIAvqMpa1jN58zEWGG2pRv7IWbuVur1acI1yqlZK2b1VFDYzbWDhZWfNkonSozMUtPs6e2Q2q/KMwy2kJTtbXTXV2NzayN3Bd8e/2Pjd0UTjWDR3N5MQWRvTezL7YJoanF9hDnPlzbcinXQi0Of/zd7374/ntPHt8AM3NbtZ6IRJ51UrGdJtad2kjQik6zAdPjYFu5onPmbVcxRSKxsH40Df/caFag7391oj6dlqV+7/s//PzzFz72D+Py4u6hNPE+5FIIVaeDWuYqtl5rnS+j9x4IyJFOaM/nS9f1fd8Lw7JktX4QqC9fvjwej1dXJ10CeZmFRYTHafROH2DQRUZEfd+p9kyXD24bvLJpdLWaH0leFueIWfE1QdR3kpzzpZR5mU0uZQWYfmQte2JYCWXmyKBiHGM2aZWiEKp6U+uJvILs5Bo3YbHSq7XGshn8CKYUlyUDrAbjh8NBp1jM7F103muodUqJRRjEUCpmceh1BKoPoQLE2uumlGqbtJrNueRcmPnm5hEIanxfN/TjNJnj6P392dRPhg825s3EkB/dXKfoUdr11cGTC5FUh/WNr339+up0udyXnFFaSmHoOx88bOZ53nlhvaRs3XWui47K9fk06vI6w8VVAKVbhykdzGWaWYxA6xxu+w/HpDlVREgbaL7ok7ntpYDIW+5l1YVj+6TBWEacec0e87XQgjdbNQDRMNIQQqslLwsSupXfAUhfcl55rWcTEdwBiF/Z0b02YNxOA9yHsAPAs2fPvImDtRRWc3wboeidtlnB3jVRN7XpMqomHpZF5ZgpxhhCAwSR1rixtJqZGzov6GOMAnJ/fx89TlNzbi1bzfRPq38j6eouaWYk+81r9ZndxkEWWLfTs+HpdNLd3Jpvs6ktRaVHpNG0rQmRp/XSk3NU88oUvVwuJht7Ffjb2IxPFPC2QeI8z3bwmMZXX8pUzsax1o6ON/M3GxiaLY1BmJZZp/dLezbTbhmaq/uLjrmsz9xv/TZ32rKn7ImR1EVEEpZ9H/IlKxHm/aXWPtlyukT0wK4ATARE4BxuMs5KFLV8NHNR3VO057QMCVWKWrKWXRbj3JobkCKd1hoBAKAorqa4oOGU+hivCa19571vXHWUp79i34bZSWyAgm5/elv1IuusWx+JnPPLly8tvGtvDKVOg33fC3NwPqrdKGSzxjEauo4W7ck3TEt/tRY0KnlSI9Z9H26TH701V1dXZkaq/bbuTvpT+7Jj/V+Qw9ADwJQzswBgjMkhOYBaSh/TkrMMjr1fxrEr/Dgvp09+Nv/+d1784b++uT2n+vAB0gE95AogFbzyxZw0Ly0TFoeNGRlWhiYhgwAKacPHBP8//fHCgJgdVXaO0QvEBgKtYCuuIchhpl+cLvf/+x98+kd/1v9Hv/P3/ot/8v0h/OX50uLjPh47uuO1PRCGVyLbVRS3bZj39yUlurq+UrD/crl4n2qt6F/5VehRbeTz1ppm3HvvAfScIJvfasajLdtN38+vPbcKOuwz6/UrzAxN6b7L0hoRpRRFuNa8EooEy1JCCA7X2XVZSvRYlzEFuro6Lsvcao4x5qV47xEYpIG088OdRrCWymlDQLit6eHBay2rmWGtlALrUcQitGvCPQIOw/Dv/+ZvAimOJgLSWiEiAiEgcyoyNqlpDcip7qDkZWk5g0NkByAEwsy5smKs4L1gJCIQkCasDYmI6PBNGohoo6GSCttetOsTYUCly27tEKJsyQ2G/q4WLED6YuS8kNRakUWZaTrQQ4FWGcjVxgAE6Lb+UEFoEME1BQ9QACrLjkq0VrWaxA6IouFpRGpsuL4IE4IXEWFikM1RjERABNSHeSV7+0D0ik+0ItybmbBJX/b8oOCDqc3fjA8G7VA3hqqujnV86ijGFCOez+1yuahbrB4KIuLItdZKLRpips+5GXha2pXSpPU4MO+r/WmlqbbaAxtiaBlFxiHa93vmZGZVlP4u1QWY8awx4Y2Ao2M9XcX2TgxC1SprzdbbAXlGEdLTRJnVUmtrjIClFBSJMXCt0zbnUQsQo+rox8FXgIjfXwfzU9hhpmvShpYfpazIpobbO0eNG7M+ewBAOtLcvH9knqZhGH7ll36h1r84j3mazve3Lx7GBUlFQFlHQDfX1xaMpEi6cw4Ilryo0cPxeJymRWuMXOb7h7txOl9dHYeh51ZffP4FkqxJdI48RUKc5+l0vDJT9JxnEA4b6ck75wAtyMqcVMU1IqpLRhDWotFt3ryEIMKtCjdcI1nF1NFWU+lD6E/BtmizlzMHHcNBzAhEd/Vnz54ZXK6FHCCqEVTqO1UhNeauP6WUvE/zPAPUYTi1xoiypf+B357eaZpCl9Qk74svvkgpORdj6BSDrrWeL5NeAebaGI6CteVxnEt5uLq66vr+crnMSx6GwSOEFH0I/QYiq0WNTZI32PcCiM5557zGR8XgjkMfHbVaSPyH773z7rvv1po//Zufpi4e+i7GMM+jBnFrNgkiEiI40D5ZK/yHh4duSLq3KCVNz1BbXBoMo6vVsIYvC+f4NfKF/W+KnsX5QHle+WIqGWNm8q4Wli3ZaL+57XuqvS5s7zy/9xN+Tbm36/0EaPU+dT4Ehlxmct45qLUS/ltJ/vajwtfGel9F3aTXOsB1bPOf/bP/stZ6f3+vkI/uCzrit5JaOxbbI3TGolthl1LqUuq6mFJQqZtO/Fr1etUAgncxBucdoDserz76+OMU47O33wIQi4u1xEn1z9SxgylPbEvax/vaME27EUtFs+Wkpho6ndc3b7dfP+O+rTJdn360vLp1wbJoOhnknC+XcVlyzkVRRgCstZVSS6lE7nIZ53khcrW2eZ67LumvsCNEexLzARuGQT+piuuUk2lycAsJ0LZBX+RwOBwOh9PppGwN3buVOaBnzN7EaUs6cooJ2QOq0KltZIjog3cbV7PuNL6bI3YzoNEaPFMAGv/TVqCeNxbZpIOCbaDKtZWcF+coBJ9LFuHWKoDEGFg4xbSfntnRZUQUPcDUKf5VutQ2RAUQG3ztk773MLZBziEGwpV1ufeg09uhNp56O2zH171my9iJ1lKqt7uZ4On1UThN93rvVkNpzccjR7UW553zLsTggyckJVhqQ26/16a1JrXSC64fRD30nXPjOOWcEanWpqmsOReNQNU/On016zm9wjpTzSVP8zQtMxA65/OS8zzPD5eW8xBSXZbFNVzGq2W++eknT/7ke/A//h78T//boz///nvnh5s2dTCF1qiyxyAQGHwFYgRBZmxBpGcJIgDcSBpJowbCniWweBFei8B/l76am3Xg3tkTARJDYCRGFEIgXM1ZuJEwgQNPjYqUPtKxLOWvfvTyz//8iABduj32z4nTMjVmJGQRQFLzzJyLXliWhoA1F+9oWaanbz3pUxynS993IhhDjMHZmWTgpS5YVczqI6cLQYVwetqZDbKdMcb0tum6COvGYlTwPRdFRBGZstn3iUqnkDbG3naV9miCVsz6NhBhJxGUUtbB+Ol0atv/mu2tSuWd07kBrkb/3gtALsV5D4SACHoTgEpd7SJKXoCbSBWu0gpw5ZWCo6L9UmvZ7FW0e6zcCnNptbRWRZon1aRZuyIG7TrvrJ9RNo0gr13lGkBntEZQuZqK8dSUhRBXVb32ocBEXudT6nVpLSghGVMdAWTdFSMCEJLbDmbnw+6kB0XxX2lKKRASCIoACBKqltATOkKHm6B9haUACNcJ6VYKrN2p+qAoNRNBzUgFAIVBWBDMxcd+mgCUOCp7AZhix+YDY+OvXR+4GdZteW6qG1T67lYBixkLxRicI3OirrUROXWYxI1xalLwPf3EUnZ0+zVyis1kFCJcPSS3VAZzOLMJ3j4aZwsbfIWKapGgTBM9Xs3Oau8Pp2ex/Wpz+LA+0HZvXQL268y72zhTw+n6J3/91+88e3o8DCVndTTBlUkL+tpWpOlMxmiZqnGyROK9x9s0TSp/UuEoEarHMiJqgAQA2oDdkWtNliWHEDVyXS/RPI1LzqfTVeq629s75zw6Ny8akBt8cKtPdYyKLa4HZUre+y6lGELJuSzZOyeqiwNppRwPBxQh5ONhAJBS5r7vuDVgvr46HQ7D0CdA6vu+77vDoT8cBi2cQgitVVmtlQLphSesWshz6/qOuWngm6HbaoxnwsjWmgjU2mqp3FgECAkEhKU1rrURUqktl5xzKbXkXGpr/dDHmHzwKalNCyCuPighRETaKigholzKshQfYtd13kdAQqRhGJZclpzRB0BszPOyIFHVUIJS9IvTvPgQG0tlWXLJ2z/MUkpd5gVQSs7TPK6eT96dTsdh6GMMIXqNLgwhDMOx6/oQomWJtdaEeTgcdEKgK1QE1Atjp2BcE3xKyePlUubx6tB3yR2H9O67z77x9a+9ePH8/u6279PpcFA/ixC9U+0PCKGGo5a4xZZqeN0w9LXV1c4jBPNl0LXMzLVULSDNtGIPuJeidL81V0anKd4H3T0eHs5//ZOPlzmnFGMMZZkJAQlrbSwSY0wxGAlu73pqKqTX9HjyRii5bYn2UzuESwBBBHWA6ZzjJiyNkNY49TdEgF8ZyP6a0O7Nb9u1hfTlcSJorLTXHu/+/l7xFZ0vG63CykrFX7WR0K1ZY/S6mKZ5uozjUlYnn2maUOR4PKLAZZyc8+QoBA+EuWHf912Xbm9vdV9GbGaqqZyf/ZzU9iZz5rDGzEA4fTPW6BtSaPEG6qhrMx/d+1bN0qY001GSYWCWTKhhl6fTlVZjG6F8KaUGF5UcqNf9/v68+SNjjJ3C8ApfGfpozFJ98yrU1gmMdRE6wNSdyz7afgizVz7oe9ZecX/kKB6jI6+tK0abiyI679GiMpxzstlnrwkqW71o9CQjeZpQx0xB97GEIYRS1Q6LS81rahOKgCBBa1WPW6Vc7i2n7E8tTd+56evM71hrWe3GteO1aar1VyzN2pgVRNkKgmVZAJiIcl6fN0Rc5qyaQ+vHrOXbB1UbaGoR1Tb9sxw/m7mZM6f6oK4G38yEK29HOZMUvGX06VOqtpmv8ZB1Jdpwz1Sy5h/LzPO8xJicczGqn3INQU2r1LZhdbXOOasHj14TLbaUzj7Oo8p71oaW5dAPJCyleoBn9/dv34/nP/zj8kd/Aj/66JtNhpIJ2gK1ohykc+QbYBEswEwkKAhADB7QAXidNAAgU0MQIWJwsP7z86Fs8rZVCq5eVwLggBAgADC0Cq0CVAeCgEyhkRcUIBf9AoVzfgquff8nP/nxJ9f/4e9c/bP/9AcyHg5PSmlCWEsRASKXawHeEAeUy+Vy6AYAuL6+fvz4sdTl7u7u6dO3x3EBAW3trFAzfGeb75H2VMoLUHjFPK/3WeemN7DImWma9DE0oqZu3eoP4b0PPs7zXEsLPhJ6wcbc1FetlNoqBx/8+ilwKSXn0vd9rpwYlqXE6BlwzkXjS3POgoSIPiZB6vugIdfMrVYholo1Xb3O80TkUupEoDVhgCZcWiWhHXGlNa6evAgjCbTtkuLqP42E1kiYAmqHs/IWQNKICHZlOmz0HREBltoYkDaOFiNLY9W9IYKz+n5difSlox2QgIA1MW+dfKmqHgmV9vYKZbBYXXVGIUDnKHonQsLs1s/CtbHD1bLFEUUfmNG8dhCBRXCliIpDAW4qqkNEJQGBaRmIuDXcVQBNGqCwNC1h9OPAlr1Aa6ZcUBsqAARgqxx0Xm3+llv38mpeR4Am/rQt/RWPiEUd9kVEO/xdaNOa5Om9D8ErT0GDyDfKqrYitJkWrlGTlv9kKKcR1/eenwaW6SBOART9FHun0P28bh+WuFfu6cZrf6v+W3tJ9t4+Tc9oo5yYq5w5RZsNpiUA72kpRsmptRLSFvHna87dOuLgUjIiWFlsOdrKOrHza29Xo8zATQfRtvQNy10gPTsMCi85x9gRUUqdpq6qgFPzj0pt43h+6/Hj22f35Weff/3DD1oDBldrfXH7XK+2ERyUpdVApfI5hNUTX5nAyzL74A7H3nv/+Mn1+f7OIdxcnR7fXOsFOR6Goe+VuFtKAWDvg97KdTTqcKsnseVi5B1L1zBzB2CpuXBdx7l96ri2zEtKyYWonZUV06aj09dxzq1LHbG2VfP/cL5oxdJaQ4FhOKhKUx8zHUFrJl4IMcQUoxvHcZ7z1dWVCH788U91f/bef/7yZ9v8qlr5YRrpaZpyKToAUHra8Xi8ub4GllorC/voRaQfoqawmNnPauhalP5a7+/vTR+EiF0XiWAcpxgjIQbvSylD3xERCuTN7e/+4ZaFAHEc5/HycH19un76VllmOMSvffD+W289ef7ZpyTtvWdP53lWOMB5YqDaapc8t1pqHg49ETA3BHBOxy0iUi0w0OaiFj2vxNftUHsl5jJ7yLWfDMFyuWptOWv+FpZSnQuff/4FCrz/wTsojAjOe8S2lNpaJSCLZ7MBzGtNlE3PDA/a22m+GYFgQ3XANdtmjVGJse+HabpU9d9q4PyXxHivq/XeiFh4s9/7t6x/3H/8j//pPM/H49Hs2vdGJhY2bQ+NGbvpTnR3e3t/f78sS90cwOd5ViPdknPOpR8GkTaOY+M25+J9ePny9vzw8PaTx8yt1my24OZBb7YW+9bZUs5MLqhSLmNB2I6pT/A8z7yxaGzQpAvGdM97z0aD3LStIiLvg+6AMSStEFPXtcaEbhonBNybulqrsNGHQOMBjeNqaL2+jePxuO2YqxjdJOn7VsqON95o7jZEtv5Kr8Y+FsLsyMwlTARey3mzNAIRznqrlN8IoNiD2fdZX637l35Fxb665OzNO+d88HoBdfC1JwpbvIHSbPTa9n2vU83twVulbn3fH49HfRIs+HscR21O9owa/e1bw1xMwWJglWncVcKje+iqIWlN2xv11LGoMd3ijUW5P8Jvbm4UEDU54p7tg9GqZwAAIABJREFUbUo8AFAcJG62NsoS0TsSY4zdK7ndJoh6ldxowks9Kdcjn8iseszU++7urjUehoP3QWOviJzC57VW74MFLZ5OJ+2TDX5ecQ1Ccu5wODSWkos0doApeC/oAM/398/+5b+6/+//59P/9ccffPrZs3IRGEdXJkKk3ksaXVxEQ8okIDupXtiLeEAHPhPOBA2Uw0sEDsUJ+Aa+gi/g8d+lBYttjWoyuP8qAmSkitBQGJixCTKiOIYkmMAJYgPpG6YGhK56BOE+S/3iZZ3HX3nr8Q99ulzGqkA+4nm8LMuS4joE1souxfTwcBeD+/rXPnjxxedIcH19vcwq+QBj5NoNNS2uCNg497UYVv0eY7kbk81GAc65ELwxfnXN7gvNUkRpUKVWZtH6HoCQCJEcOY0M9cGXWgEEVXPiPTnXmNH51qQy51Ibi0bl1sqp6wHocnnYWY2x0Sm3mQyFEAWkrWyZEkJEcjrNQ3IiJXiPhCIMtXkfCNf5GyEBISMIQGMutdZWtSNYyWWISKCVPhIReXIO0SE5AURyQuRDdM6zrBM32FLmGLSD9GqZqXouQNL/FkREJ9xsz0dA0bWzdYNOfYZACABF9BcjAAF6TUgAvelAAISo3nDr22cRBk8ORGopBIigQReygo6CrLkEzNpMbkO6tX1dXfy4CTdC2AZ/7NbmUsn4DVC8dxr5BcAbpIn67bXWuJKHaattNKh3tfaxSksprrD5t+y1CfvcNp2Q6L7E3NyGkWt/svKvgBs3Ydb0Aue8jbgvl1HphfuUWjtGzb5Sz00tu629Mb9u+4od0zb9toZKjwDbFfW96UFg3m+2zxugbPQf+8i6b1u9Ya4HRsQwWHAfxqNnpf3StUxE99FPPnrnnaeE4IhEuO+6xrwsi4pSrS6yGF6jcBsmuDtf0KzmQgjkdK2/GmOGELcL62yHCSFqykDJNaUYY1KhqXOUcwHAmLqQ0v3dQ64VgMbLZVkyA68qkq0FVcB9dXhirrU8e/Ysxdh3XYz+dDp2KcXgUwwxeAXlY4zD0CNC2nQlygbquo4bz9OUl0VYiFC4cVvrouC9bfTGsrOqSREQLcw2ahirK+NqKBB82/wCLpeLHZQGeZfCecl1NzBYlmWZl7v7+3laQCDnMk0zAMzzopMx5zwA9v3w8u7u5f3dtMyAmEs5Xy7TPF/G8f78MM5TaXVeipJmtYJdlqxwtlp8X19faWbP9c1Nl5J6ExDgMAyHw8FFV7mQQ+cdCyNhbaXUXFutrS55vr+/nC/n27s7QGLhECMg9kNy3pFz3rtais54lJeUUvLBT9Osbjqpi4u6G8TUd2no+6dvPTod+9/49b///rtPl2XOOStFK0TvPAFhiN02tXbkAIS3yXwhR4BaEGAuS2uvHDd0OdvlVftT48SZeMr6upSCDw5Qt6zVpVxRCb0FrYGIDH1/dXU1TxfdxETEq70IiNkraAttNN3XGJiv2YK8xq78SuOTtXTUUHQWFvbOa3AOrXQR+Uqu5pup6NZS7gv4r8pJ/4r273A4uP/gH/7Tm0dPjsNxWXKtmprKROBIY7KlVFZ5YkoJhAjdsuQUu74bWmP0ngXcOiRlnSfE1CG51PcpeuLKtZbGCM6Rn8dpGadPP/v83ffeRxccNnMrtndvgSqmS7b2ydA13UOYxSbXiIRIpVRdaUo3V1flfd6Ihpl2XddaUZ1GjKHvO+9dzgsR9n0nwh7RIzhHwTvnsNVS8uId+eCmeWxclyqlNQbwMYJIqTWmpK8cY1yW0W+2Lgq9azbxnpevhAFNzzRBgj5kClVaP7Ma8W9ccAD0PmqqDyLpjTOCjQhEFxw673xecs3VO8+tpRjVOnycL33fK3yoNIOu61ttokavgCn1XdcrhUPR9w3iRQBUoldr7FzQC46oY0YopRB6EVyWkpeyzHkcZ2GV0edpWlpt6mjfSi05C3MtZR6nmguwSOPpMi7zrPKUeZzysgTvCZAQl2m+f3iIXWJhJCi1NG4+UmmZpeW6IIEjbxKR1wJPiMiHVGpTVq0PwTmPRE1BF0LLmdGf1Qdeb6jWFopQ6hajsma9L2tuITZNwyOHLM057LoYUwjR++AEhTz1Q++jB4LUJcXEiVD5bF1MfdcRoic3dL00dkitFBAGkdo0IGuV0yjTHQDHcZqmuYqAcyF6Hygl75ERWvCIDtBhiH7o4dB5F13t/YMHPPUhhMFHcniBkmPxLcvzOZyxZISudz08We7//icffe2f/178r/+bD7/zR2+/eHFVsxMGIBIf2UdGz42gOqkeGDVt+dUMAwWAQVDAybqf8TqPYQQmaAQNf142mwhA2z/GSKOVxYkAhOAIHMlqqdG0sgZpwCopdAwogtT6PJ7+6kfH3//O8N471clz5+4hLlXGMourp+gP7CMOpQp5fHRzdX01SC1f/8aH9w93j64fxRQaV3KwzAUAnfPeh9aqCu61mlT6sRJv9Dnp++7h4Z4IQ/BEaJOTfbKTIRHH47E1jdUC57w+grpJjuMkAqUsKUV1Duy6pHRH55z2eZoCwNx0CgeyevSvZtMAys5QdjgBkAhpYhIhIOQl19pCiLU255S5T8651CVAKSWXUvSKI8B4OXcpBu8covZ2BISw6twYxEePjgQBHQEhCxOCcBNmR+gddSnGEIJ33lEM3lHQ94GAAFpY6JRNiMChk8ZcV+ld8AFE6cWyNou8cnsRQMMbEPRBXg0wjVGy0hDIgWzET0eCwEgNBJAEXROGreVasyJFAEh7ztqYAQUEkBiANagdAZ0O39Y5IYsgEQquKQcqJ3KEjtZxFyIKaCe8B9TIETknm5UmCCBgXc9QV2tFQWHgtgY1MFdlXpBDcggoujGSc45XcmYtJcQoIqBGSuQAKThFymKtjRlEUO0NViMWApa2IVy+64dxnARBQHLJLOx0Q94J7EvJzpG6jMTYAWBKnT7PIUTnPJHT4scozaaDUK8pAz6YiVmNKFFhvr4fcq76ILOTwo2ZQ1TBTEaUEIPefiISwRBiziXGpOy41pjIhRCnaR6GXitLPUy1TNSy2Hs/TXPXDX0/zPMiAn0/LEtuje08naZRjxgl3ltyuhYqXXf913/143eePTsdjogSgp/mCZFqa8fT6Xx+MPTHbG/svEspLUvRt63lwTAcdFjnnGcWED1QVs/PWtWknpQIrQTOEKJaKNVaGteuSzpqZmYkNS333PJhSP2h+/yzTwFhWqZpmZfM4zjFmFL0zMVhO/api8477FJUtO94HE6nw+Xy4L27XM4iK4i/LMs0j6UW3Ao8QPQh5lLvHu6XUkqt/dALyNXNlQ8eEEqt0zwryFFqPaRUS1HXx2WeEMARaauMILW2vh/UuVcDitdcBx+WZWkC6Py85CVn/ffhcO1cuL8/AxC5UBhciOTCvBTngwj3XT/PyzzNIlAqL0tBco2l1CbOAbnLNDcBQWoN1CvHuVgrj5fZoU8hePLRx+BCP/TB+1Jy1yUR9s49efz46nQ6DMPxcHj86FFK6frq6mo4HA+HLqZW68uXLy/zdP/wMI1LnlvN7Cm2Ig93l3kqeWlcIfpuvCzzMp7PD967q6uTwhze+8PhiEA5ly7ELsbg3Ol4VP57XorucMuSa62N5dGjR0PXMS9Pbg5fe+/psQtdpF/9pV+8ff5SIAdPKQUADt6fjkfgloLnmqUVaU0ae+e9c8F7DUUQFkdeBLwPKMEROaDpck7BE8ghpT6G5F3yLkbqUuhS8o6EGUGcDzZYE2aC1koRFOdpmueHy7k0/vz57WVcXt5dnj/Ujz7+ZK7lyVuPY4whxlLVSqsBNO963U9UBKRyRxHwPua8IuYrvZ3cyhAxOvuO8bGP2tuFga1+WwIiIKVW7RcYoLDg/8veu/5akmV3QmvtZ0Scc+69mVmZWV3VVV3dbbuFLVuGYWSwPQg0QhgEo5EskCUQH+AfQ5ov8AUwI4/wDNgaM/YYLMzgtul2u6vdj3pX5eOeR0Ts11p8WBHrRt4sLCHxaZpUqZR5H+cRJ/bea/3W7+E80kJKF69j7WuADbNB3KjvmK35cheDV+lnBhbSPtLalw7DYP/ef/xfyAKm1hDBOmOt9U67Zc+AyjsvNYsgstSSUyJuEqjqrWu1GoMIEEKQeyWnVHNCif6MMYSIxoQQG/EHH374ta99bbfbWUMKAYbV5W+rZ1MFszQ8SgvZUlFV+iU4hEz5RHgtYz2BauTxpXd/+fLl5XIW4wrxaJFJDiJeLpeUkpEUXgQZjgm8QUSX8SIG6LmIi6OrJad53u/30qY7bxEYYYlilDcivYcQPzTtR/6p2WvK1hPsUACt7RhT+gqWKNyV8qFWvGpPIi44Svq/vr7WkZTs0akkHRAp6C5DHkUyVKwoP6ZGEc45RJHRL1iFjA1FG2OMKaUqDUbJyoruS+Glsz5lycrk0ForM1JFa+Q1q8bdex9DDN63Vp21MQTpYK2x3skh7vV9bXRKvAQC5oIA1Jr8ZRqnnFIthRoBsxgZKy9O4GS5KwQGvr29lcGIatvkfcmmSdyUTSc94ZZXLICcXEnv/TDs5AxTKNcuKkG7pYrFheLvBRjTha1yQRmHdl1nnfPeGhRCF3rvjXNdP8jdcij2WOqLmgjgAPaqQk9oALz3rpJryDa06JMjW6ev1vLk/R/x7/2zL37nd89/9u0rKl1pK0x0P5Ngm/3yL+sfbQsJGBBZah3g9z97fri+ufrKV2DovXGRwVk0+zgjcKm1lCmNBnkcT28+ffLOu2+Pl3Pfdc6tlLbVMrG1qtxg1ekprCjnsQBtso+JAEaJFboDqN2r9IoKT+pXpmnS8bJsOzrxVh3Rmliz5DFoeLRmVxpjjF08+oX11WqTkHTrrFizqkI450y0pLAysQRGMS3yGIVjlAmju4G+d5WeKx5/z8lac1/049oct3faKgREg0x3aZyq3d36ZW9jDEV0ph31VoPxivZMxfqrm6iM3YgW9cXW0URkb9vhqvBI9VB7TWuxskYZF9WgiLTkBWws3bZEj1fopkIp5CXruFHTPWTppYmkXdzSk/TKLD+wnSevt4pZaX+4BgNu7FWUqQgLmoWm1dbaSnZiOQiMuvbrtd3YnYsNdbzHpNqeSmK6qMi3OHupiABA5GyGqDm3IA7yGYloyphAhRANN65FUAlv0AIYInTWCWVaujihjan7sdjlaVkivDuVES7uOQyXy0XqEKlMZOS4Ri9YGQfpsauz/daadf1f//CvH7/xCBGsReccLCMFO46jQWM3QT6ySIXmLSvLrVJPiXrSaBMpBkTRpKGvavG/3tWLb6daicqRt7qsFfGlLKUYY1MuV4cr4/xnXzyLXT9N8zyX/X7/5Mnjm+ur/dCFEIBZa7NhGPq+U9P8y+WiNCvhlFpnY4zW2A8++PD29mit6DYtAqSclIB6Pp+V76BC+hCCAciloDgVI1rrZFWM41RKjV1XSmnU7DrDySUba6yzgEDMbTXkWBSqfKcemuc5l6pkYCJC4JKLCHAAQBwsj8ejXNLT+SwGm4vrQWtSIpaaJW7ZexNDkEys6+uDj1HafqEyPXr0SFOX5J4XU7dWqlrHMzNao1NuXnYIYqIQ/HqtnHNutxu6vh/6PsQIzLthIKJxmoL3sevmcTydjjLmulwutbVcqjyjqAoRoNUyp/Hm+vD06eO+c0+fPPrlX/pFpnY5H31cUlJ0her8U6bTWisuNvWvOkwCG2sNGrQGnbPDMDjn/UpzYwBRqsuGTY15rYpba4JGgbGAJs35PE6ptON5ulzmjz95lmsrqf7FX/zZ1aF/56tvWQMqDLbLdXPbEldO2xBiXuzoYHvWKIVh29Tdc0zZdn2ylPR3F+anNRK7XWs1LIZZsObuiMGy7N5GBAivB6bfe6JXvst3KX+4+njtdjuXc055jjFcHfbOmNZqo1pbtS5qlLYyhQSyWqxBqC75OSADN0A0u90gwzZj2Dl0JloARii11prRmGHYe+/O5/M4jtfX1wgL21AxuW1MsDIoBOeTE/3VESdsp71CD1BC/DiO4lmyzYeQaqnrumHoZK0qqVeOB4HTJLxyTDMiXl9f60RxzklEjXRJfd9fHQ4l5dv2MnaLh6Qzi3Op8KfVzlh6Udkl5TCTW2SrQ9sSDNT3WQ9v0RPKgpeek8i11o7H47LBrfL083KzBrAwl7lxU7IiA6svqBwqAiVKTyjaDEl9EfmWqhd0mC7E69baNF02AQCICCEE7x2zTNtBwlJqrUS8uNKtGncNM1SerajbY3T6R9++HtsBwXnvvR8npz1/CFE2MiLyPmqIEK9Hy11NBkaPZI2kF2xejU80SlH3LCUPDMNwPp/FdlUN5dVH21jclsK1LgmQ57OENHplRIubsHBENe6JSk0pXc4XUUcMw7DatTUAKCUJB905a4ypddkf53mO0XfGEkt0jAGA6GKttbRqLHsfvPfH1JwJjwA6NIE4lWkGIAM4Fpe5gYXOD1ieBhs/fJb+8E/K//p/HD75+LFFy7lyRvCaLa6scdSM5J+aPwhgYbVkLPWbH376wT/8x28Y/8bf+bVPwZ4IJhNOBk/t+DiEq76HCx8O+5LtW2+9hQAtF+lBVvay1xh0ZmFOyqo385y3gj0xwlZ2+hrbiFtatfJViEgI4VujsG1DpcZ3Mcbz+bydBMYYd7tdrcXaxdpXho0Kf2iDRETOiJbVsiGSbc0aALicztJMSnEsEmXZG6UUSyZteex6vmw39nv2ZTpmVzqN8j60zl6PVXvPBu2OUUOAuJDltjSY1yf/W7x2C6LpoS57gtK/72SfAEQgKh1EKzgOEW/bPHmj90Ru+mK0rZJzQenl2yOPNi5q0rYhg1i66VtQbHSFQ428GAW/rLXId77bjHdBRPratpdCbhhxIr2L5VvSAqWCWYjrznnpb621zCizVSIQ80g5fHNOaw7kQpTaajfEPUjT1bYm2wr7rjEk85pXAaoefFUi4TVZIefqvU8pW+vkpPAumjUGg6F5s+Aa0zSVOUEjXVaCmEhpoc7S21gtQQa1X3LOlVL1TanJyvZAkY9YrQUlCGcYBiWpSucWgi9lrrUwcPDBoMmlDMNQS1ZeovA2RfSu5mSqMNTcy60YWFWO2+h2ZRtp5IOchjKxVB6sta7vd+N4nueUSymlDX1vLfoQ3nh0U5o1CNN4nka+PgwPHtzknCQRQc0CZNs5HA6ClkohtGBM3uacmSDnPI4zookxDEPvnPPkJSeNDZxPF3lVQn1aTCxzNd4Z64y1xNyIc5kll2tJI3j+YvXNbzHGEKK1TvLonHOFGuOdPN67qDKHRfvHIJEGu92u7/s8T60ufuySJiU7m1LoJV0ZAMZxbK3udkPsnJZe1hgDuORDcE1pEcXc3t7KNi53vlwWYX5dLpfDsFOFdgihprnrOinq1JFS44KJaJpHcc+S6zxPU875eDwusVu13tzcqOqnMtjgS6nyzyQnlMEY7OGwM+Zwc7WLwVGZ333nbWv4s08/euPhw363k81QpKeCtqg/vyp1t65yukKlBRIXpy6GGLyuC2hERGZZa2wNOhtqrSnnWknuGWM8EdfWGHDODWwkwO/94PtfPHvRGtxcP7DM3/j6e7/4i78AwLXVTRgD1NYQmgAutZayWVCIGIIvJRuDmpe2TVjZUjfv0TUVAdw0Y4S41KslF2NwcZRhYEJjBY5xW7Ll/0Pa+X1Pzq3f5sY6CxBxazhn//av/0YuqbVWa2u1NGqlZHFbKqXM05xzUWsKuSIic/LexxisccCMaJx13nlg2coTE+WUqTUhpRhjnbNoBBiGH/7ox4fD4er6GijLqhOwRDaUuwPVWAZsRPIpojEidM+lplw0n0fvHim70/pna58orZE8xZo7h5o+JwYVynxARCZGROOsztPk9g0xLJ2JD9YY4Oa8dc4agzGGLnhjJOZoWfAy01MhsmwfgtlsdepbQ0W9+9WXWafJW7cxLQtkpKMJBELTl9vocrlI+6SZeLqVb/Habcy3EDbUcPVyuWiO3Lr8JMAkWutkGWuIonah6ougxlYrkTr49YDUPkqTDEII1JaednW+YpWGCgoLAPM0z2miRjlnqm0xEWBIc5rnVGXxiL+42FSsvi9MhKLcI4oheOtiiM7Z4H0XYgjBeafWsuoNo+kXcqgL33XLFJe32fc9EzOzdc47ZxZTPivjAUn7sc4ZNMtYw1hgNmisdcBMrU3TdDqeal2MVQU/lnsp5aLlr9yuajOTc661GAMITETIwERzTq22WhoDeB+fmYS5wHls43RbphEp12rJjPN8rAWgPXl5fPpXP6bf/t362/9o9+0/e+P0/Iqzq9kRB0Zgs7Ws/Gn7g3e0TwTE5VND3JXxZm6nH3+074ebr759RB6Z5zm3NEdnrXVXh2uD4J199923YnRffPbZ4bCXcGqZMCxuusTS763+B+icH4YupSRtmJqASTnonCNa3Cx0Sq/di6YpqIO8mrWogZMSwiUE7DUp+Z27iQh1tOCWHcBLOssKPzlrCRjX+Q4wr/mccp8v+6fUc7L/yD0s9tbbF7BNmNxG1m5RVVXAq5vudgonEOx6BJKex7qB6O9qRbsdo22x2MWTc73COj+TrIvWlm5rIXwK/XJRtTEwWOvuDDZx+1B3Y0ORG90Dhrcd5p3FLhhWudHdVHMlxS4OLLhx5jTb1pSJaW3J5MYw6yBME9a37a5eE9brCMywSLa6rpMKVd6MMULWUFEcCvy6ZvqxWn3KgeO9b9Raq967GCOu5ZHirdu40ctl1NZOQyB1fqW0F6kslR6ij9OauEML69itMMfCL29UGahSdc5aa5uoBw0y1RA9IBhrZTdWREYMM1Z3ACvCEJ1AKhiq5b7mXMsqEPbQihKW7Ymp5snL/sDuRz/60bvvvmOtEcIwAHddN0+zcx6Au3VbULqQEjgXVu1mXcjl1RRi7cMXJvaaB7BOF1Hc5+VNbe/D1e4IVGkyzZP3wcfgvb+MF2sssJ2nqbZqEKV3aK25NV3AOe+cF8dy0a21Rill5zwzzHOqVFPKpdS+38UYTqdzzsU6p8aPMUTV4MgXVcOccx6nNKdcaku51EZobC41lzqnPE7z7nDoh4EB5pxTzmgMWptKkbLvfLmIgU1K6XIecy6CrYsDSkqpEetmW2stJYmnrqTnSccoC2S/38fVtkea8L7vhl2MMSBCa22ep5TmcTznksbL+OLFi5Tr8XhUxErXrzT/uqMOq+Jmienz4v4dpCDXjGIZEOne20qmVgGIWmNurVZq1Ts39H3fxW7oY9/xWjALLmXdkl384OHD3RCtQW/RWYzB/mv/6i8NXTifXl7tBu+cjP50B9MgNIU29FZUb79XXXnBGLTWxC4u8BZAa03mnwhOuOWLVzFiLlnKe7kbcy5zKqm0RlgJn9+e//z/+qtnz8+p8CefPT909td/7VfefPpGKxMA912HaADROOOcpcZKRb4jxVtRXNmtxZccFPdIHFvM8R4hRZw2hVSiIN3i+ptL8N46R5KRhvAq3WPhpGyVe6/l4923itF8nbvJ3noi7HY7++7P/bJMKpxzPnhnrEHb9TGEQMTGOrnD1k49D0O/2+2MwVJyrXU39MF7Y3A39DEGgyjkiBhDqwXReB8FLa61StvuQvj88y8Y4embbxoutVZZS+KbpKrZWuuc0jiO0zTJWO8eQgkA1Eild2rDKMW3QgKyHWgGnXIwpM2T55IUB4WFhKIpwnh5cFn51lpjrWyIwYdapRVpsmmmeVo+UFiU1tKYyaag61a+JfCk/F+PVTX9V9NnxQJFnC0XYbfbqfuC/EU2ceHvafEnr1PRQcUdda4oTYscY2oRaYzx/i4mcpu8t0Ys2pubGwAQQcVK+VjOPHmnavG0DXCX0Fsw6IL3IYjYprRaaj1fLlXc0GsrtZZacy1CkGtEqWRiRmtKLkCMAF2MBtGv9gy0iqGdD2uDulA3mTmnLEQGC2jQeOek2c05G0QmtsY4a4lpTknLha3F9no0ojpeSnkqUMgS2GVEr2i989ZaZ5dTP4YYQ4TVsGcFX0EaPElJrrVJ9przftjtur73ITSmlFNjYgR5zC0eJh+xpiGpAqqPEZ0lBmtsqZUYWmt9nYzlGm3qfbG4H/aB0AEOIey68PZnz67+yT89/vbvXH37z98bT918NFgbNAYbODoOBO31Ho/F1wT/5W//8JW/o7DkkcBicTVfZ/rJt7/jrwZ+8+Eco2kYm3HezSn1XeedM8iPHz/qu+54+/LBgxvZK1prIXjxtxJv65xlnzHS7EkxKsWx2AeK9jilnFLe7faaJKmW8QJgCW9TLSiUDyl3te6BUiIIDqWMaN0P133AvzrnNwsWK1aKvOAX3rkmVhYSIrpJfQzBbQNnlWYp25rYZiiqpYPKe53YdrKkx5t2fVtcxq3wykr0wNfChVBrC4XP7pnrbnwR8R6R0lr3ek+orFdc2kIreglhNGv3tE637jiX696yTU0w9x5Zv+6MA6F3Isr0zFprVmRtiUZ4zfDtFdx3vYM1C8eg0ZgHeI1xtMXgjHPGGL/G28jGu3mWZWgpRYL4m6+KaGSQnF8ZQq7mBNbM84QIfd+3NWBAiXz7/V4csJZxMbOAAlJIaBbCiggsHutb00s5MUspIXQAIKRNEYARkXN+CaU0jZHRWjBAAJUqG0h5qi07A8SiP0edlm8lGDHGnItY7Uu0kveBiLuuL6XKhr8dKWulKzM6eVWygQtQK9tCrVXGOJnwk48//vrXv+asJarSVrfa1oaTS8lyJytRU/qulNLpdJJyQyOOlRqzThqX31WazzZVb4lDiFEPbiGkKGMW2LZW+77v+wEQEEyjdnV93Uo5n08h7rsuiIDWO++dv7q+EmPVGKOYS8mdJj3t4ptfFy7iNE/SMglDuJTSD/3h6irnJPqIy/miMLpeVQ1/AmMakYhajbU+hFIrGlNbc96XWueUSq3EfBnHUms0DA/LAAAgAElEQVQjmua5ER1Pp9PpJEBGzoXpzs7dWrvsT96JJeO6grBfEx1ijH0/SL0nZVhZI6lkZ/beAlIpueQFnAICgzb4GEKIIVrvHzx4INvj4XBQxt0wDFKR7vf7YRjEK0U93sEs4XLzvESClVKMwXmeVg9VNgbffPKk77rFsrTrHz18uN/tHtzc3NzceOfQGElrGMfx2fPntdI8z+dxnKbZe39zc+OdBaa+j0MXv/mN9x5cX51uX7RauhBQbAlWs0ZZrdsR8XYAIIWT7uqC1IiBRQhOhk1oDAGXVmujUhvy6joenTFYWq21CrAoMy9qnFIphXKm82V+/uL87OVpHPPnz15861u/8O//u7/Wde50etn3AYCpLbf4ebo0IpmmCgYo1HdmlrWjln6bshxePSBeCWWBLzPG1AWlJ5euKe+9MSK9RpXYrQUH3vlrfWlNsmG5b/9v0N6d+3DX5rk333zz4cOHT548EWy1tRqcK7nVMtdaAVk4h7LJIoKkb63MbPPy5UsBhHSetjVUbESIVro4gY5yaYBm2O1qa13f58skTmilEvGisgPg1lqrtE0qFJq4ZsrdWSdZC8tBQgxcasFkvPcGcevNJY8j24RQQAUhU164Jq0LchN9EKBUduRxHCX+ZQh+JW+g9xbRLdRt4kxzbQWN7D4wjZO+bG0gtY/VEZYyVdT7WEsrJcpu7bnkj2BOWgDJuFI2F1nnUj+Jz56SA+VyiT9eIwbgyyhoOpimJFhUMEZaR+0SpZQchk5+QFgi8oyCJ9VanbdKF+FM1i18hlXSkBuR6FlluydiiWGFBRpvdwH06+er94CYbpdS1k+cSy6yYYiDn1aKUiWIBEI+YgAwgMfjUYrdy+WyBc6JKKesoKCgEsJVk9cv25Ps2tLxyhe33sev+KStU4s774o1nkV3Q82BFIp5CME576yTj1j6eSnppGnc7jhbQvV+GIK30mc2JgTTxbjOYRgBb5xP1mR0DI6YuHHs/SNqN588n//0L/If/JH/q+9+lauDeW7VWDZkHHggR2AbOIB8T4ZHP7WjPWYDyETAXCySYV8v36zlw9/5XVvTo3/jbzXXVwIs9jDsjEHnzPHF+eOPP77aDVKMUitXV9fOulKyACVocB5nY1wIYV5MOE1rRbCYrSOf4HEaNCK3uvoed10nK1RWkGw4wiY4nU7DMKjJmHpF6F4kB7Nsj4igvUdrEtcRpBwUQp2soAJYShHIUH431+K9B2q1Zum45FtygqhWWco7TYNQnoy2f9sB2laPeq8PUUhYd9EN4R8A7NZQfv2u3TaHW9bl64FI9xzVlEivF+2ecmODTEvknQj3l/W6jU1Xt2oiUtLmtkpQzsUdb7NVWXQMdyMafXRuxAj3yJ+vHv9Gst2B8c7PDJeue1F1bATV94qVWmthjuuxW0pGH5bpKyCsSdNyKJzPF0QJrDNEwKIXYQQG5QHqHGwcvbjbd10ngnBJ/hCSSM45paLwhHJDlDASQpB5kfy8piht0w689znLlrtQWMR0wVrbvL0czwD48vZ8vkwPHjwYeozeI0BqDRmdF2faIl2oHIIyPNSIP7G4FJxRuk3l8+vsQk4NxXxl31YliGbDCpIrc+8QQsppnmf2bkEza7tcLmhsKYWoOWelDFA5wDiO8iw3NzcARooK4UlJH6jjna00Rq+nJkTnnKXsUQqJCMzGcZSOtFX0fr/k6BqbW56m3Pf9e++9m1N6cczIbnK2UTufz6fTyXk3DENKYlxJskZaa6fTyRgjbe00TdLPlJaNsbvdnohrafFJz1IQNslzrnMqgLZRloO1VFkpJEIyoW2LVS4THm/PukkuBPVVOdkqz9Ol78l7D2xi6AFNo3XsDcQMseut9UTk4t38U57XGOPsUtpJ7yd0KrkDb29vCUHtssW2gFJdoStnbTAOkQWVYCIU3YfcaVKfLMaHAKfTSbtZqUmksEkpjec5hNB1UW65/X4vt9kwDFK3y1Qjrtx7hS2EtClpkI25G3ZSOE1TQpOJ2aBl5ufPn+ec932/H7qr/a6LfR8HbgyAfRzko7TrziOPLE8tS0/usZyzZt8JlVT3upRSjL331hgjb0+kp2gEB2fmBoDEQKXN8yydeW1UykwEzjhkOJ7OlaE2fHl7/s5fvX97mpjxdDr1Qxe8vVwu+/2OeVEtLWYQlYly7IKEMBPR1dWVAKy1JpGzagOycgxfmaTdG+VtIcV7ooOtW6ZW+CmlaB1iq7UaAwQkXBg5D++5Hnwpg1PV11sCyxaTvjvU/sE//N+otZTzPE0qoS651JwFdur7aK11zpZSSs3SDKxxhNbAnfO+ShjX/phyKVKOu4WkFGvj2ujHH3784Ycf/eqv/XpLt2o0omOKexdLLsrWeVwGa7vdTitmBdtU0yVRRFruSGCAOmRYa0u5s0gWpZbsd3KWxxCAGN1isKG5cNa7NXuHY1zIS1ZKamqLJhvNOE3WLv4uInLb5j8ioqCJCqFpY6M3h7RSapiuNtDrydHU0kPD0xV+k0NICwXl38uyT6Xea2vVIqW1Ro1wLVk0jllPCO/9PAuLxgluLS9JcoqFL6ohs1siWd/3OomSplSuhqC/Sq+V+k8Be7mAygcwCCIdlqUqb1OjLRExt6pHqXpgajQtNFKcSW15VQzTiMRdw6zSds0VHMdRlUXyFuSelA9Fv6jKEC2kFDjXykyGLep9f1eb0hJQi4ByrzJzP/RLBFm7K2pVqqq2Pc4ag8xoxFOCCSTQ0hgsKZdaz5A7cqaQQwzI+2nc/fCH7l/8Wf6TP4kffTQgGmLLYAkcgwUQl70G0AwQgm93E7zX2zzDP0XTvO0ws6BjUywXzzjb8MHV9fx3fpX+7r/96c2jE8TozfWVr7WUefzWz3zj6mr34tkXX3nzSa3lcNhba+e0ODoEH0spKZV1+csBaaWRuydC0xJWi05lA0pmqfq2y04uBaX+ruA+svoUp9eA4JVTYJlphTxQhLXy4MsooFVENIDM7KzlRrlVIxBsKUMXZe1LQyg+DUS8TvM4BK+bmy6ieybRWzb+64ZmWxbQOsS7i+TeTlHE2VLTKbcn4vYyvu6RLYkX2l2srIq7RkXZcbqKCdpK7AQgFhBvpfrQ5tnNtpHTNm+7+etbU3sqJGSzkHvEP14oA8KBVx9efV+aEr48KS+6aPmMpmkKIUS/8DioNWnVdA6mQoPlmsvf1+sjpCP5QEV+Kdo8uYopZbEMWWLZloIDJYR9SbvxVkyGnbPcFjaj6uuk2ZPbNec7nzDZUSXleS3cGyKM4yhf10JTjKwBIIQBEUNwOeec58Ph0BrlXFrjlNLv//G3v/f97794eR7nzGCDD1eH3ZtPHv5Hv/F3rw9957HkcasLlV5UMVONXFf4Q8h76jKg/cA2+kjVJbVmzZbQVlCl+6cZ/viP//mv/pu/MsTgLIzjxS3zN4/WyYErH5mUFhJ6LOfLOn0yWwRZDg7RbqU0CfKi01HVcQzDUEqttSmSqz2hOrhAQxsW96Y5T9baFy9elFLffuur8zy//6OPbo+n2vjTz59NUw5d1/d99IGp1Fq89855VflKaRdCkE7GObfKRNFZL94bRC3nHDsvajcpS9TvQFKFjDHigzLnJre3BiTK9iX1W85JtgvZgmRPe/DggXwK4rLzaqaR3e5ROpVa9PzcvHXiHBNCSGmRh8g224C3bk8rwlWsEYeIIttZLcv5in6BVGTRSdkgAbxuHaSHEPoQt70HodAlmGipr2TOKQtNZ4l23QaFviFaHnnlRMSIJFK9RinlcZqIeDV4r4jYx34eTw9v9rshfOXJo1/+pV9wFp3FWjICgqFhGGQWst1UtZzTJEkNtZYVLU/BjK1VNOD8cjScz5eUyjAMfbdDqOfLWcxgfRcRTS6V2NRKt8djmWrwoRJPY7rM6eOPP3txPKF1tdE4TgDwn/3mv3c49CEYhGoMOuPmVACWKFGo7erqWljKq+WsZo81GbvIvSG7qRzE9Kpr1NYe7B6ZQmUI99LVFyqv89ZiKRkWSiCbV9V991L7Xm/27mnagc1WKy6P8+TJE5dzfvbs2el0cspmaSALaeg65wIRIIJQ5IPvALi2knOVFXJ1dbPNlkHE3XrouhDAulyyhKQK8b7fRTQ+VXr/Bz9Mtb799KlcWSk+VFSgBbo8lGzZAmaLyZK0HDHG4/Gow71txKH8sAxheOVe6kfovWeW/qRq1rA+b8651Ra8h7UNK6XIJqKRKV03CPuWaMlYExwl59n50MXoQ9SQTc0UEp2xFPQpZQFvuq4nohCEZ5wlj072EW0YhMVOxNaibMHeR5n0Witn2DSOs1R7lVppVEpV/mdpdZxT3/elLUlBKjZQksYitTeaU7WgswtbdYXY1ftEh7dyDa1dRvAauqg9pJyIgonKBq1WKFuOmZ55apO9pNk4t9RV1CqTdVZSpNggIVRx52Ww1k3TRY8iFVSo69piwxM8ETVquVU2aK0VnaeWvII2yXgkrTROfUmyy28qP9ITVJelNpZy9VJK3rt+6JbBLHI/dPIrqorEutpFMKizmfdOx5u1lZbbnR3OchUtM+eahQ1ljKG2TGZaLrvdLgTPrbXmbvN8HUOcprdfHNPv//P59/+XJ88+f8POM56d6zkFZIuL9AgYiIHAVLKNEKDF+x6+/FMx0MO/8VsMdmiEwNlWxPLm6fjpH/6JOVyHf+ff+v4usOVSanSWDIbg/VpUxdjJHHhO82F/pV29VAAxxlXMtozQpUTQelGTbaWOURM/bftFDqGmf1pxyj2s3xWbXxU7CVCy0uaD9BfitGytG8dRnQ/l6/M8e+sAoNVWSwl9l3NGa+6p7cWsyBh3Pp9DCMIWkfJUqRlaE9zjt2yzc7ZzPFXxbQzQXlG1qWcgAKSUxVVkeyJKfbO18bynSVt7xVeMzraWJPqC1amCmcHIyzDS5glrzDlh224HZUarhDuezkZxv6UDbVtf3jAk17ej5lK4Bundmexv9RvOWFqkg6gaNp0j3YOf5RxUjvoWp9douNKqTqJkVrmNU89ZrEcMSjih0JAYAReXwpKLdSYE75xFC3KfKPqgis2UEqLVkamiwAqo1VqNWfTqigKr9lvBi5xnCWg9Ho83Nw9aoxD8Bx988Ed/+L/vrx/UFoztY7c/nY5zGj/95PnOd7/1n/zmPD1DIHHtllNAJCRyWaT+UStFObZkoq44oHQOmsUqq1hetlZy8l5k4CMnpnCwU1noGzHGWmbxogghIBgARMvn8SwNjDoObO/P1nh7V8u+sd/vdT+Rp1stQxdmiuwktVbdpuSV6321uFPOeR/3rdWUKsECBz//4tl4fX19dfX0ycPj7YsudrvdUAoRw5zyNM4WeRg6sfGUyyU1lYbcjuO43+9zLSEEYDOX2blwPB4BuLXaWnd1ffAu5FRTLYi15OZ9rbVezhMzAxtmrgzWupxLKVXAqa7rhaYLgNK4amb6htvFEpS3eFzHyMzjOC2xKcaIEYv25DJJ67vF0Fi+a62XTF3ZV3Orkm4ntXFr5F2QkZpEfnvndsOQ81lKozIVdTyWmZjcKlLoqlsB1bY100JnVTxeSr5cLtLzr52JA6Cca9d1xvucc2Ue59mtFlnqAmqN8d7P86WUEnzghabuS2m1VrcLVzcPAFvJ9Z133rHOMdVcaqttt9tZy1tNityKwzAofKASJOWeqM8QIqJ1aS7eO8rZOTeO83hJ6NyU6vnyvOa5lDIMw+5qdzgcvnj+Yk6tlHKZyjTWacoA5XS65NKmaXrx4gTWWMCu79DgRx99+Olnnz958+epJW8RAFplaywDWmO8d9yaSH3lTvA+xiitppCtjDAytvXednanYNy2r9v8k2FjbbU9aGTmTE1STH0pDXhxZn79h+9xNe+BkvdmfXdf3PyikxZcenprDLABvzjmuxByqVgkQ6mG4Oc5heCdt33fA/TGGGd9KaU1orYYsUg3gmgMWmdNLhWQiRcbK2a+nM/Sa8qNq32UeoJrMY1sSsu11hi6WmvX9QbNPKah28UYS83yCCJRFSRMHTW993lOatQrmZtK4/HeA9ypTeTHVJQl3c7Q9Zd5aq0JqWBJPmhVmhPxC0EAF5y1ToAlBIAWnPWATd1B74V1rrOmJpDSPM9bhw8hMgl+I3QLSWKQAyOEMI6j3HmlVGFB6AG8zvSXOGPvgigxqHGMncT+KPVRIXCpeGSD6/teHEG079Ix6da1T26PNYxbnKlRcvMkrlARTXXoImJRiWscojSWUp7KGhPOiaKn8i3BR+UUzGUZ67Xa9M5xziOaeZ7nOXkvAs4qBAfB0ZwTQa0TUbK2uNLey64kMiSdmEnFIO2c+Nmoz5iaRym6LIWywnh6sqrFNjPDmm+hJvg605Mee2meuRKxGDSLCUSpRQfUWkOrJE8jvEQbQ8xgwDnPRIXKdLkMXQjefoU4GPPo+cv6J3/68n/+Z1c/+fA6XTrHjTlQ7CYLjAkgW2BAy+QJDDATGjBgvtzwSYZ4PyVOm/zl/PhiGAAMsSdoO6Snz1989j/9gYndg7/9S58FdwmxelfLgpL0XacfllSKCtyuRGUnkhtrbYydNF2yNUmxKLeckuQVqRELb0mOORwO6ta75XsrbTKlpPQEQRlk+cvfRXzLTAq7ClNF0dmcc+y7u5wbYu+9bFNIRgTeqglURwpVsYfQi0RKd9p7NJhX3cZQu50v9cDcOrKsY8/KDF96Fm7ZnrpI7eoMsX2cda9+BYLVtko9BZaAWbvqTJbpilnTFSR/HLUR0qfYekjq0a7FhBZDihat9H5YHE02VjSEtDx6e8XqYCsalAmjTF+FsyS49d2sb9M9bt0j7wJIiYkFcl0Ih0IbQIONybzSZoshil5JsNaw+HAyqkNASnOpiz+zgcVPZZomIT1eX1+LzL7WSrQgFEpxlC13nufdbqddsHxrNaBe5i26YfZ9rLXmPEt1nnO2lh8+fPiVtx5/+vmzb33rF7rd9Xe+8/2r6z3VzIW/+90///ijv/XkjSsAq26H0htfXV3JCaL+tEKJ1HwjOfJSSsfjUasOFYaow4r4763JCk49ZhRMLGUWzFR6Bn3vRMwEDMvBNI6j9CTSkmkJJGkNap2qnthrplSVLlpXqLLBxTBGFXSKhigbBQC4Vq6Nga13IGN/hrfffrumDMRfffvp+XL8wQ9+0seYh2FMpeSGANbZ1sAYIIKcS61NyDSttcvlBREZ48ZxntLkXRC36lWxSUT08uVtLvmwPwgioIiqMebp06dKeZCTMeyWHqnzjohqmufLpa72b957Bj7fHoXPUOYE3iPx0PVLSqq1AHg4eJ3Zyj2mUwSZ1xlkbstYHgDE/lGruFyyDKxWBpkLIQgN2AfbDwJymIcPr5f6CvGek5C8qZSSeG+Kf4TcBvosqRapT0SkI6WCTEeVuplzPp9G7wsRIdjgu5zzbTrJtaq1Hq72CFBLq4vs0OZcZIlL8QQGW6u7ff/Vt954/OQNosLcgreATEAWlpGAYI5yX6lVkh4B8zyP49h1nXS58vqdc3nOz549e/DgwW63M8bOuYwp9cbN0zTPc2sUY2TjrevPY/ngw88/+ujzl8cLkSFGMP5w8+CDDz4/nc6rA6pnYsOMBnf7/Seffv6vVELEXIlqoUpdN9RaS861lC6Gy+UyDPvdbnc+j8ycczXG7HZDzkkI3lvzZx2pvd5Zvd6VwQKAreaBy1Rg0W8zc2WCXJ1DY2xbmJIIEr9s7keufykR9G+w43xFVf73f+u/lC0g5wyIbrFPDOq/RE3G9/EVbqRf0L7c6Hg63R5PxHy4ugox1tamOZXaGtGU5svlItmUfdcBwDTP05xiN3z40ccM8PjhlbAO1DpF8RVEpMZCQ1Lf8C3xb5xGAad1h1UhweVymee51SYmSDln4drquEY+ggVEKWVVfIFuhSDZdOvwSkCv1lpt0lq4kmu9YwDavh9qycjLJuLW0D+Z4F1dXYmTjewg0ngoK3K322mknpxV+/1ejiiB3GTeLSC6xOCIEEvGekrr936hv8rIMYTADBJS3Go7ny85ZWsdw0IsVPmZmEYu542xzt5ZDOkBs9Ei35kRvWokwNba3W4vXhFrLIJ0U0Z8tOTXtZZSVYO0nbKFaX8oaKKMLJxz0zTN0yTVrfS3GkmnAFvXddL1rXulup+zc17Ug4IdSt+oLZbyXVcHrQVXG4ZBDW+00ZUuS9k4y0TOYqmFgYVKJQHoEtscYui6iMit1b7vvHcAjAgxBrGuMQatdQBgNzakki4lq13bA6VkbIM3cs6y3OZ5zrkaNM5JfkXjkqmV954fd9/+7ov/6r+J/+T333vxbEgvQjSZwJRuR9cMpkIFZMNkmSzAGglqkZ0h9zd0c/jTOs0DAAulIFZwyNYxYSsHY1yhz44vn3zz62MXeBiYqIvhra+8WXJiJmuN6GqMMUQgrihExKzu/LxGvHjZCRVNlwW7TSXa4mKKDU3TJOtFlRgCWsvuPc/z7e2ttHDa/t0L5LHWMi+WLSKjVcKFQAxoTAih5CJTl/1ul0tZApuIWs3C1dOZhthz62Ep7Ync4Sur02hDtfHMJB3C6yBx61r5unv1YlG2sa6UMKJ7XeL2FNwqK+79pbW6zVTY/qQs/2V3817+YhaTmyBheIhGPdZe9UbDbTjEOgqD7VzxVY8WseJBAtZUrPUjW3lBaODVN7h9v5u+QkyI11zsFYLUe/1LB6SL85BqJuGORGScYwCLMne1G7KZ+Ojwpr9lAJCkPmMMw2JkWkoRycNWAY6Ix+Nxpc0vYJyCa+psGWOU67G1pNLxtayRrhtyzpI0k3O6urqSbznnD4fDW197e06n733/u+//4Ptg2un84nz84rC3//l/+ve/9s7jaTwNw+5OPg0gYKg2z+Kbcm+OoYGrW8xa4woU0ymljONlv98LSqKli2JAxzF9/vnnP/Mz3wRqxkCrFZiMsZJXj4iN2lbvrdkb6zOSNicCnsrrkeJHSCI6LVT+9jogtbLehQe7BYXlM+qiB+BGJICyuDYcdvucEjDbYHfD7jyOuTTrwzhmRDP0w+V8msap73tjjeagjON4Wf0tlz7KICMa6xgArWlEjch6b5011jlnY4hbNETyh6TtUSe/eZ5l3CrwsbRnMh/TpldCX7YmNF6exRgisithRseY1EDMThUbyjmlOQliUmuVRk6abbPqhnWX6PvOOWstDkMvJgh9F/o+IjIiOYen86TsM93h5eKLU6tc/OC9xEhIOxfEnZIg59oqOeuNscbYWlqtDRjl/y74UmvK6eXty5SzseYyjqUWNMgAMQZjEEHYfM35EEJolRY0EM2c0/lyHIboHFwuL58+fZzSWEsOwSHy0A9SMgn2sWVvvc5jlImIoBICuzSC29sjNbq+vq6lvXh52xohmFJqaUQVa+PWIOf2ve+9/39++zuff3HMiS5Te/Hi/Gff+d7/+Ht/8P0f/uTHP/n4u9/7vvP+5uEjBrbeENM4Xobof/Znf1bMRVst+92uVkkRM2s0OQqxToa91trWqrih6p62whx0L+/n3nZ9H1XERfPMvEUqt7EHtlHlRfjX1sdXxM18qe3Kl7qwrC3i5mfWv+x2O0dUb29fvHjxEhGdC94VALHUt9OcSq1QS4hBAL8QAjM1gpwJkFvD0PW7/dV+f2Wtdd7Xkomh1GaNIc5iuNwqVTDjOBtrQJeTdceXp8s4M5MBzrl4H0rleU7zPCFw9K4RUGuHw+F4OokDaS2lrWBGY+EuehEbCM4tt44sRaZmrY1dZKZc0mo6zMMwELW2QulbG4ANiQjSnFLOIQbvJa2FpsvECM7akgoQExMCAhEgOGuccVKu1Vp3h32IXpBHRDS2I6J5HllcIq1NqTFAPwwAELtOTkBvgkhPlUylNA+15xJaBVEtJYXgpD/RfK3FcG5VANZCwVuDDAaGoSMiYwCIvbHMDNZZcYBs5JxDQG6Uaw4hWOctgvWeF9oqM7N3lgErMRqH1o2ziHwcM3jvDNrGYJ21zUo6nwzxcinOWWONIcPMKSdm6PseDc5pJlridHPOVLnrIgDU3IgaAxjrOu+dD3PKjbjrh3XAWOW7pbacZzExF1e32lpZpnzW3JkNQKmV55ZSjjFY68pCNy2ttZTzZbw466y9E/IJxyPnMs9J+uGh76w1ztpasjh5dl10zhtjvLPEi4xzy5tS0FEmkESQ5iLCyuVnmFsDZqaWp3m2ZlHAy0MZY0IMiAiNrXcNubRaagYCLrULnQ9hTglhsdrz3kUXYojEZIC6Wq6Ol8vHn5X/7r8//eX7j0/TdckGCoCl1Dr2BrAAVWQAtny3/TDIYEKNn+in1G/lb/yuYWjIzZBlcGwMuMIEed5/+tn4O//oK//hf/CDMMTr6+4QvTO1tOIsdHs/lR6YuMl4OeckaIIa8AqQUatM7drt7UtxvpVKcbXOW9yfV90XASwy9xCC92GaRqnhZBlK/ST16H6/74ehtSp+SA7YOltr9S5I2WSsZeDaqAlKQjRO036/M9Y6Z1PK0+Xc933JpbW62+0u02isYQDvrDEm5VlYesCQcwHiJj0bNRYpr9hRIrZGxqCKkV5PBNKe6s7y8ZV4A95y+bQMAkN6rPIaU67o0vaArLUSNSGR3juzJTlmS3u7NxXUp747bpewBAImZhJ+xvoz2w6K1qCFbQIl3AtfUqbJ8lurhG9pxwwu+8baNYn37WoSsPq1rVMdoiYieSZCYOn5BBpYY7uWKSUiMCDJgcQk7Ru3BgYFKwAEaww61xpZy0BUmZS4KswFNFhyAXTGGvFXFjEnieMEsDVGPjcAqq0iLhFNSgM5HA4xRrHoUM9kmW5tw7jE3lMYhmJ5Lz8vjYfo37ouiKel0IZj7JyzfR8vl8vbTx/91m/+vY8+/ux0HkMc3n///SePH33j6+8OwXIrIfhai7U2Z/l/6rookzpxlZOSQ05nuQ/lRAoAACAASURBVIelfliTA5z6qOl8ZmVeEADsdnu5PQTflJQda534MKVcAbCV7JAlk1YmyEzNIEnKlICn4zgJ6ySlFEJENMxkDBAJVOHECIAImQnRWGtqRWnPNFdJyTvSKTkXxNd3nSmJPxPVWvs+ADTn/Zxzq8UYW3JGwHEcrXOplHY+et89urn58IPvge29c89f3H780UeNS99Ffs5d7GLXpTTLPEf2OoZWpiRJ5dIiCSDivYtR1CutlHI8ngxeVKsJCLHGKuOI1gwapVLLpyONHK8EJUGBjbO1UdcPaBCtA2OFYlBXDFesKGSEKztn13Uiz5Gjf/HUMbbfeQDwIVzGS+yH2HU+eCdWw0yttd1uJ2f6+XQ+nm5XvH6Sp4giLxzn0/lsrOu6To7+cRxVg7pawYXWWimZqVWqrTYiEhvb1uo8ZwH0GaCltEwUjAFm75xw8QCYWi0GnbMxeGcNMXcxTvOccpamdn/YHfa70MWUMgAcjydxRJd4ztvbY5nPV7sYvK/WM1drLDCcz2cVBQiRWC/4CrKLljKucVDNWicML0QTQ3znnXdSymkuL45HZhh2u1Z5SqecCxj76UefoQEiss7/4i//0vs/+Mnnz4+XNH3nL7/3/k8+u2RATEAVWv3rH3343te/fnO9a7WkOTOYkgswy/0BhKlwTs352A9dznMuJYSAzIBgDE7TKML41up26wY1CdyYhG0pmvd8wjYFxGI9pcWEFIPrjzEzzDk7a5x3hm1rRWPNAUjJ8HeZqwws9PeNqHvb6W3NPPXr7pvvffXF9e7HTmhv+cWL20ZsrT8crrz3fR9bBaJG0Jxz5/EsJLr9fi+gxTilVVjJXddN07Tf70P0y+gMMDjfdX2MXWst5REMutA557vQXy4zWp/nMXrnvC8NAH3sfYjDEH3n7fPbWwGuhKxonQshlFrHnEUXZ53Zxjqdz+eHDx9u7Lwc1SpFf6Nl7tFaQ2O89zH20zRdLpNzbpqSAsnOOZFaNuZKZIkpF/IgCE3JWQ6zUlKMsbZKmYwxZjbKiEgpleMtGowxolhXCbghbiVEVGtr4IPf7/fjOM7pzi+rtoYypWHKuaSS9dQPHNGaOSdqteQ8TZf9fm8MjONFVpccIdfX15VaLWXBDi2Wmr33zhuxiYLCBs3pfGJmER9LkvsijTNovSulXKYpjQuLI6wZ5Cw8LWZrTdcFYxbvR7URa7U4a7yLC2vRYvBhgaNiSCmZ1ZS2AXi3tKOllFrEMxpba2gw+MXfsu93l3EU2QOiDT7WWhsSEbXa5L8YF2nvLNQaptoqmpUC4Z0xxlhjjREHFyaqq82AGsqHEAFwmmZh3ciH4H0garIZtVoQHBMxkTXouyi4dcq5ZGu88EJR2Ed6eK/idW+MlzUoa7UWGQbaklvOOQQng3RZTdv8RmONj5GAiZrYflswDIYb5VSIOMSu5XlwIQ7xNI3kTZvzk+DfGucP/4d//Mkf/tE3vvjkujYLyMgNPDKvlMsMkC0vTLO7FOefYivN/zdNoEUACw0QGgOCJbYMcEgzf/svzo/eCL/xxqel7FL8uTcfOUMNTQVniC2SsYVF29bqOvq44yCteQbu+vrqcrmsZgC4zWmUYYi19nw+xRitNUS8EqGbQtRqK6Xp0sYYYqqtoUFjDTEDMxojw4Fpnhq1EEJtWRgBzjnrbCNyzhlr5zTrBAAQGhNYgwBWIz2NYSKDOF3GUsq+H6w1fd/PORlr94dDTimlVBvZVTK0beHujdRk/K4Upq0+4Z78fR3gvI59bvFRPadlmGlWZ9FXxlfr75p7WQN3j74OV3UMtclhp+1L2hQKsEb7aEaL2Tq4bImm2x5S+hl5Qcswk1miCu6qCrPEs5s1Bl1fkpgQEjACA7A1yAzE9OoMbVH2SY8GCGwsIUmlaI2V/NgNKm+ImFpCZgNYiBHBmCWsibhJGAUDAK5+WsiSdmwYwBi7uvl3XXc8vhyGARDHabJmIWIIJSfGKONu/azlV0QmJ3wQuSSXy+VyuYTg9vv98qasRQQmQGRrzQpSS+cD8zwyN86ltfZw13/18SNEfPfx1RJmkLPxPWJmbgDsnA0h7Pe7tbVztbqu6+Y5b72XZZqkXmXyd+HpqLpbI4JFbqROPDKlFOEkM1rramNrnTWGKddSfQhgRM5AuA5IJT9TPrXVhcdM0yxyxHXwKJ5Mcpc2yZaQXkJqbiGgCki0+j/bUpqQg87ns6g5ci7SfM1zitEykeoSiYgZwVoTDRHN6eRdePLGG0/eePHF89M8TpfLmYAa8FRSDztCvKxSN4lCNs4Z61uuseuMhVIKYlsP04vQU0UWIczeYRiGYehiL1WHmELZVfovHaxOIKVfWt38Icbu+e3LaZpyFetFEFuXpdT0Xswz1zsqqNfLPM9MMAy7vu/nNOacl6rCmNDFfjc8f/7y5e2tLFj1ON3tdo8fPyaiOc2Xy7jf7+f5gsghhFJqSsIPY2uD93a326n0Woxb5aNhZilKpQpV8I6ZqdRSyjyP1vkQXSkl5XkxXH14g7SkF4iET1haIYSbmxu5Iadp6uYoPaM1MM9zdP5yOjECM81pNtZzLcDusL+ypnlvhmHHjLXUvgu1NMMAFnSeLD2tNPCyiTnnxYxTRENEPM9p/azEV7wZY2IMzrnD4YCA4zhVQ4fD4erq6icff1ZaeXj9sNQ6DHsbwovTKfTDJZ2en06XlMEdak3BupLTzc3V0EVvLSOZrnfWldyePbs9XPXMfrfb5ZRs2BmkOddSKThTapum6ebmJs0XYeDLpV5NpBbqpRwF26nd6vMP9+KvtzigpLK9OnljhefknDfGIEMMHphzFptrXo+tV0w1xWEFVxT1SxMX7rl5LW3ee+985d23n37ja2/X2lLKx+P5Mo7H23MptTVyzsb+ME/TnJKDtu/8EK7aSrA0jNj7lFL0Ynl0KWmmzlv0rRZqjY0trdI8Xy5jKQUNE5B18zTX3WF/ex7HOQHB8XTaDztmPl+O05xbLbsYuujRByH8EEOqLb+8lR3n+vpauO8xdsawQZdzbtS8382JU5qJyaABXCyShBrBOfc+qFxqSokYQuzQIJeKAIwNGVwICGict8yhW5jNbEy/69Ag4eJZbEuQrUe00ejCWpVgZaxzMQaD7wFwvMziw8nE1sI05Wmcuq4vpXz66Wfe+y52CxbYqiBS0zxZa2upta2OCz4wARo8nU67Yei6uDfOWpNLY8B+2FtrJGVymnOp4r/naq2lZES0FsSgZbfbOWtSKa7ziHiaLjDBMjbkOo0zAAYfcimlFmOt+DcF76lRqimnBIjjOALw1dVVDJGZWm2348uFbGaw6zrvfM2llmKdpdpaqVmSTYj6rrfG5pzlrS2Qs7VX+4Pc87YTyKcS0dD1rRZn0HWdqFMkFclaXI1DFyte7x0RBWsNog8BQzTWeJG7AAJCH4LsyAoyadDQqjYRm1nbGoh0AdEQVaIKQMyNTbDeix2Fsbbl7AUvMQaslTbVO685XKJU7LquNaqlMKNa82lxoMpAUUPJD6hbqZZ9l1agtMH62Aywt94VRxWYgby3BjB0HTQupbgY6jQ+uaTuz7/90e/90/gv/vRfL4mpGQYjlgj8/zdo/1+1eavkevlns2x6NNCADY5//lePfuWLj6/Cez/7y28+fvOL0+fBmL5Vu7MZG9TaapIqRIYMekKImkK9eYU5uZqeLc4TOWdmkpJUDf1C8ESLQwYAKXVTjYjUwjf2nXxRbkUp78TuSIps5a5LKok8lMDkh8NBywUR8UtNI3BJSkksqjSHE6wRSKXfDY3ofD6b1WjboBmG4XK5qBOdUpG33c42KFJpbxsKKG8tW+6RWOS9KOfzde7ll/pTb0cuW+rjltP4Op3m3uhPeaqv6fLvdID3zNm2Le49XtDrNjDCHFlIE62hkQTh5UqspC8kEuat0V9fQxRZ3a31BzZwtVutv6x6ad6btd49FLrXX6dcgSVtaOmYcdH0rveMxuGK3N17551fQ8YWNzVRr92bcOpnJE8hJ0uMcbfrVYKBiLGLrd4lK8gnklIahmGtQdlaZDbWIgAMQ1drlqsqNp7GoFLyVKImCg5Zd/LutmGM93I+1BhGUMtVsmFXfXXTNi/GKFauUk2uBFHMubZaARGMlcZbogJTlmDAoG9NFbDiMKfSDFnsuqbkNQu8K1uN7CTr1gHGQAgymcTdrhf2kHOhtbIoxlfnoY2Lklt1IlwrzXO6uXnj53/+5/7yez/yMXZ9eHE8pZyNs8GLC4szxqY0q3QNkNHwnEZpyYR8btd4evXHVpMb6Z/Vq1N4myEErk1EyHJjjOMoQ+DVVWUGgNvzKcYoFLBht9smIurdMgyDkHJXMyrnnHtwExrV7fC2lJbzeDyenHN9P8iLVwvWvu/lNaj/xdXVQRgcqwtds9ZRY2vtnEZpLBVIOp/PKp9RyYnKZ5S931pzzvZD1/dxN3TmwbV89JJKH3xo1KZ5UbcKUPLy5cvj8dh13e3trXNunlMulWq7eXAF1gQXhfLa930uZZ6TNcHY+OTx46shADHVqieFNcYGKxdZYQtlUAuWTbR4Oih7XM4yWUElJ2Ls+t5Y13fx2fOXOaVxmqZpRgYP3Tfe/Vbs4ycff1IyfPjBT6ZTfuPpo5c09WEYwiXVc3R8tR+Gx49//lvvPbwZEKgWoFq7aP/6R5/9g//6v33y9NE8Xx7c3Izj+Pjho6dPHx+u+pvrg6X5jTfeELGD1F1bbfPr/pmvT/BejynfJrt+aZie8nLvtNli4BRjCDGlSXguSvLcPB0rTYOBvzQH6Ev/uM5WsHB4QwwzQaqK29NpmtI4jgDQYEnzeP78+cuXL7c+1NTZMeVd70LwzOx28cH1zlpr0JK3OedUinMGWkM0fR+dN43Zh6413A397fPnzDz0/bnM0zw6sV0B9s5ai8wN18C6zz//XNbM9fW1yEzbQrUdZT+VBfDyxa3QlkSQelzCRsCYCXGWSuV0OssGcT6fY4xjSpJBGWOEWud5binHGBGg1AoAAhRJZvcCkC8uW0ZQE+v8nBIa8VQQuxpuDa6HA4BL88xsvfedtULkqLVaEwlp6Lrz+QzGkADh1nrnwuJLWRGx6/xiYVoytVRr67qOCZixFOr7YfXb7SR4QCKVxQrMGic1lkFHREy431211pwNxpJDkBKwUbXWErdclniffT8EawCss9iYJjH3jwEMQiOuxQa/3/VEFLyrtZZanbWu72Tv23X9wv1AdNbKhEpQDW9dbvl8kg2x9yowI7JCWkdspUKjaTU0s/83e2/yY9uW3gl937fW2t1pIuK2r3/pbNykjYGUqwZQYoaQQNSgxIRBTWrAkBET/gUkJEZMKGTRqFBRtCUbXKoySLbKtrBxUiZN2VV29pkv877bRMQ5Zzer+xh8e3+xYp+4Ly3DIAcvlErdd++Jc/bZe631db/GGD8FOT5O3gPhqTBFlS6dtNlEKMwA7vd7mTOrW6Osh5xzP80nCxFtt3uiXgJeVYkSg7HOqFfhXUOdoO2anHMMKaVsrWvbLsZoW7vIAXNpQVYkOuBSNmR89gmyimGq77MsSIkffX8UiIgk8RK6NM01QGlK4ExOzJiBIDAPfrKIVTacKCGeQh/isA/p/cN0/I3f6v/33/vSeHoWDwCnN2aH4pSAiDmfQxM/n939pVGdLA1hgAosAFuG5L11FX/y6atv/NHX/p1/8+nFrq7q0fumrloLyeYh+soSRNBRuZprSfqrucsCN/Jd15XlhDHGGEdEIXj5dTkDNxtR0osxBmm0q06spJgLqtOVJi6ymySdkk+XTEKSNoEMqX9AXdfybtpUlt/abDYzPQkAFvMG2V9qi4KInHNaCrAYY99HZd896PqqHeKVHFRJTC+hMmUoLaU7z/+gUtf3ayc+J7adM9bK2nLlUHfOjjtnyStMTpPXt9maq2hT+ValtMYciDnpEBGA5CUy8BG3X2WVKD9cxPFWZhVlnVbWVCoWutxS6W7NkFR6iEOiLq/zPQQkWR4MOd6rGNu2PR6PQrgQfIek7ws8cpRlpuoXSmRQXr1WfZLaqnWqJtOSYkr4LtvwYuQgy09tTmXTee+FNS0HctM0amUmnw4AOUepiEIQ+QRGlFWXpSJS0WbldwmGUG6mtGCEBytKb/LUZLghFyy69tkQICWGlBJwDiGQMdrxRCTmJJVqjJ4ImFNJXl0wkCsdTlPXUhWbcRSjSyuGh6XeqexrbfrIrq+qWk8qqaaq6k6PzdlKnN82m+7J04ve9xe82e523/7u95nRuUpmVjHG4KOU6DlnA2ARrq/f7K8edV0nOMD9ft80lbxGqsoQIqJYN3UhhBg9M05TSOlkrWXG5CeRABF6pAwGtBztuu409G3bqo1nU9dd2/o4EZGhDSwqQcrzFK1sGRj0i5S3qImIi8NmsyWicRzfvHkjw2R94jJ5nmXYgR9d7Imo2+3HqTeGrGmup5vb2zenU7/fX2TMepopDefm5ma73e73e3FLVqCQvL9zbrfbWWsX6D5I1FiQa+FwPC2Crln7aCI3ejqdpNAlorbr0vE0DeM0TdfX18+fP+eM4zgSYk6psmaz6ZraGYDdtttut3VdxTDNghqAPkwqcKjp9D2VYM6l0Zp+hVkThFPOzMlmZlPV+/2OmWMIzf4SDB0P1yml03H47re//95779WudkSVMdu2+erPfeUXfuErxgAibLq6q+tN11jDdVUFi4gcY+wjHaYxuyMR3Hz/xabrfvyn3/zGn/6zJ48uvvCFD5/t7dOnT4U0IZ4QiChU3vKgWAmDncP4ywneil+wagKWfO/lCCUgzjlP3rd1HY2PMWfWWV0B5l/+a/7ov3DeZmsDKWWDKXNCBMgJAC839aN9l+KFMWZitNYy8NPHlyJ1GENERFe5GOJp6GfZwJgqVy+WF7NS/GkYM0DwomjPzJmcSRn6IVzsuv2+HfrT08f7TfUIOPmQmsqGmP04ECZLhiFWDqvKEiZrEDicjtf9CaVVcHW5izFJ1eecyykfWldXdVVVMcXj4cg5brqurutZuIaTs8aaWrxZL3dbu4QiyglT7CrnEGKMxJkZYphVj1SMzhDWdW0IK2enyR9ub+u63nSbpnKc4zgsUzvmGGYtu+vra7H4E6i3Nq1D8l3bVc5N43QYRun0wOJ0QTBPjeUwktamBELpMM1TxEUZXPTKxWqCiHzKt6db4fw4V419L+hEa10GQITBjyCAxqpGwmmcjqej3MadsTExkSWDmFPTYM49IAEQIAAZayUrjafTYIzpuq3kF8bIIkTxJ5gVRKwFRO+DzFcZcfJhCgHFASwmY0xMkUIwZMgQcOrabrPZEpkUIwJ1XTeOU85c1w0joDVW/DNiBCIfY0qJrBWxGow5xpTzOCuOIuYs6t4zqimkOPpJMs6mabKfJGD7GIYxA9yxPmhpmB2PRzIGEX2I8jiGabLWTiEMiygFEYXFHkMOWZlvtG0n9V5VVaKXI2WkMKpNUflvNhvJyJVUoKLqKSWaJgAIzrAlthW7KicPZGJOHAInqm31btNe3g7+d/+g/81//PhHLy+mocneY7BsKDMBAvPs0lXOKPDByf/nP3+RH0IGXLCumYBzsoANUAjhMfoXv/N7T/7KL++/+BVbWQhsOjPmEYdsDJv9xvSsMCQtYEqQngpsasGmnl3OOaGVisitZKvWstp7pjRz/FQhfbfbabtafMbUrkBaafKfXdeJiaiqXKpZnyqwiz2mKgBJ51i0slQEIoSQAAhn+00kRAZRilIJzZyzs1aApqUyW1kDrLwBVvQ5HaSUSe2KPvegKonOtVYhXIu6UsSlpO2VF6DWMkptWnkzrKxQV4BM7cTrTT7XhlF18lUZtioe5PeI8M64DxJzTknBVHxuR7Eqie+3qLOKgkj9X5JS5GgVvJwxxlhzv5JlzkxIwJBzynNOw5nli5N+jlQOKYXyi+jETNabwIYFeCwXqVR8oQAJsEjsZ6y1fd/LgiynPXLPBcgneieLsDYSyWoMsx6MMeLVZgzqKE/ghQLCF3CjivLLMS5/lpxetaOFgCRbSeQouq5DRHG3g8VOljkXYzTSjbB4jmUkNMakvLi9WxtyJmN4CT3lZHURZUW9jZIYqADB4nTSKAt9s9kon03eKqU4TSMRWOti9BL1QghVZaU1KdWdDsFUMkCoE94DEvbDEQg++OCdnNM3v/N9zJxT/vTlm8Ph9PTZk3EYhI3pJ7/dbA2C9xMAtE0tS+7Zs2cyu3NuBvHKnXGuQhwPh8PhcJCLEaqkOP6llIjz9fW1ymiL6oxUrYhIxjRtW7PIxbXTNAHkqqqcMyLM0/eD4mlPp5NuUjmrq8oyz2NeCfR93xOa3X73+NHTy8sgNncKdoXFw1nqlkzo/VQ3s657TB4RxNl8GHpbO8X6ykMUuIQAR+u6q6pmt7sQeJqsNFkkRDSN/TT2Oec3MQrJRTKZmJNzbpomyEY6GqoNK91wqb6auiYy+92uP512230I0dhZl84556pqu9kgx7atOLOzBgnHcbQGiWgMQcAj0hksbQa0BVaanUhzXBa8RIe6MoiUmTnl6dgfT8Ob6xtjXN02Nzc3t8c30zT1/XF/2T57fvnt731/u6s3W9uP+BS3737wXk7hdDwxZ5kcxJQw0OHQH0+n4/EY2SXO3/vBi48+fLfbbevKMSNRHn148erlR8++IB2By8vLvu+Xui6fh4wVOPOcF7eilJ/rppx38TTIyH+EEIjQWAeAMYbz2HEuD/fZQ7y7Mk+WrOj7m0V+LWcGyAkCIhuAFCZE3LSmrWtVnJ8ZVnGvD1IKgJSSqvEe+95Wzo+BGRDheDoYa5q2zVh99zs//Pof/B/Pn1x+7Zd/EVLAHL2PISVAmsYxRm+AqWplIX71Kz8j2B7FeCAikXn16rWYpAsM43JbLdIXGQI9vXom3Q5JZfSkG8dROADAsbIImQkSckwhOWOaqiaiEOM4hMqaujYxTpzS1cVWvriMuWuLzx5fSgWImK21juq74S/iOHlr7cXlJqUEGEMIPoxCyW3bTUrNDI7KcbcTDIm0zIMxpu46731MHiMTUbdpjsfoKpM5GnI3N9cxxh3scs6n/iTI8v1+LwiBnPM0plnIiOGUkkAIbgGkiUUOhMyRYgaDBqmuG/EkOB1PjiojWl5EGbiqa+PqcfAjeGctAE0+VlW12XZyboaY54oFYZqmaBMAkDVu8YTw3qOzRuxxyNULIsFPk6vc5L00Y31OkBPkNIVba23OEGM2Bq8PN9baum6IDEP2wYuFozEGYFLpUUTIOaFxIQPPSJ7knGubFgBuT4Mxxsd5XKb+GdKwXHp+XYrRez+Nk/QsY0yI2DStHJSbTRNCELStJLVKzq7rWqa9xkRZEtM0iTunyKA1TVJ2uyDfRNdbYn9KKaUwO0qFINmwqIzObWaORMRgGYATjH0vsD2IAYH3rnnOvP3jPzv82q/bP/zDn88ph37g1Fvrvb2o9saPOBtmAsAy7v+8TPv/rMNJohSPyJCnHGp0iTMDI7Dj9N6b22/93b//wdd+BWKmbIyrA6aac0sN2CbjKHZMu91OMj9JKNUrST02tR8vSnFN0yD6lMS9g2WSEEKo62YYBLPAIcW6bSpjDocDADRdG2IEmrUxNPbIYETOTOEJS9lZ17UkAdIwlmandC60VhTMs/yKbCgtdbSGDCE4Y2NOla0wZ8HLaSpsDE3TpPA8jSzaB9VUUuvM0uwO7gzQYVWV6XxMv53mvooLLefw5URLdcyVNqylkUIftYQrix8807pcoUDLUlaBdprVlYG/7PhqBl+Oc+XulYlU4Su4lnUR7n7pIC++z+p5fT5BzRkUjiuVT/kFRR5D588L7EiBDCbnjESSddVVBaLrosJFMFe5MUvvoJb3SSlLN11w9bPjnxUNulTXM0lPLATathadLefMOI7GoHN2MSl1JYpYjujSL1EmaRI4hOg1LaoVJR5Yp3z7/V7CuhZ1Kn+t80Pt8QkWQ1NeaZrIi0t1LqmsttuN8KKXSYg82dkHuOs6Y2yKoyFUogEVdhoidKGlrLr1lMtMKgepmZUALOmZXJucAwoOlNpSTwad8Mv6kcUvfdLZ5WhRH9XdwYAElFI63L55/u77FxcbjiNR8+H7709THBfpS6J6mqbddltXFQFfXOw5JwA+TRERd7vd8Xi8vb1tmkpODPETrqpa5o1Sg5Vw65TS6XRyhFLjSXdMx3rSTmq3O8yYUqqquRs7zxLFgdYH74OSJ1UKWKomRMw5Lr4ywfswN5ggv/jxp3V9W9VWO1YKrZSlNY5j1zSHwzHl4MN0eXlZVdXt7a0cVLvdjpn7aTTGXFxcbLdb7/3pdBK8kqxYtY/33t/c3MxOwjFK1RemaehPc2FsKnbIzIkBgLbbfVX52+uDtAgVFCq5x+L/4SWz7boOjfEhKkS2qtLpdDok/8G7z/e77fWrF5vGcMrWGGtJZGyNmeftstiUFq5rTxa8uufJHpFGTM6ZDJG1wzDG4N/cHt+8vvE+XD16CmNIGS+fXJxOp3ZX9X1/GG6N5ctHG8C439dk0jgepj7IW92eToiUUhrH/scvPn39+nXf92T31uCzZ1fb7Q4hGUJDVDmz225/5Vf+5Y+ebWUNHA6HZnETQLzn2VMO4hT/oiFmdW6/rRo893pdoScSMy5kTlfZmBgxroD6c/qmTg0/CTZyV+YxyFBSvX0g5SAwjHmxAiBnzoyIlgiAOUVk5sw5o/RrObMh4hw4Z0LIDNYgIl7uOkTmynFmRHh80Qji01Ub9k/2ja0s7toaExowuGsTQ2bMeWMQEXICW1TMAjIxKUXROY0xpC99MKMspDAVxKTiRsgtymN8ZxNf+BdJ+1MbhzHOqmshxGEanz7aNW1T1/XQz7IEhHRzc3O1fS5aqIYIicZhkBU8eU9El5s6phRSAsaUvKWMnEIYc4xtNyvAkwAAIABJREFUbbpO2jA+TmHqRYPI+KFv27aWxjaRIbSIpnIAmFIEzkhYGcMxVFVlAC73O2HNNW37+NHV7c2NsRYBYkq1s6e+v7jYXF5sJu9jHBGxbV2KiETGgPd9GkSIDMdhtFYsECGMY/Jh120qazfbXQjh5uYmI/QiYWrsNI7TNBHibr+Xo1MOVjkELy8vl7QgAQJwinGOENM0kSHpJJ1OgxA7U4KUYBz7qq6sca6aaULOzrw154iMZYbd/lIesTEmpzSOPkV2te2ajoisqay1wfsYMwDG2e8LcsqTD9ZVQazkqxoAasrTNHG2+/3eGJomzzlP49g0TdM0dd0c/VF0e5vGhZClldt1Xc5obX17vC2tF8uZhia+4zi+fPny4uJCm81ywKlktjQgBfiuvPAY4+3xpqqqzWYj5rCJc+acOE+jH8exb/KjZm8x12BS5sQJCS1jl6EZ47Pjj/nr/+T1b//u0x/84EmcMI+AXKGBaDK568TtnGJhXpr0/BdQkvz85yeVeQyABJAZGAgAJjEvW4Z73TRe/Nn3Dr/zB1c/+xVE6LptTqNDtsbF0yybeXV1JQFvHoAvyChFGUlQ1LJKnCSFTNX3fQi+qpyCKiWbEecf5eTM5ZZzUjRKdiskEOXsScEpFyBFnaxw9a4UXINsds02xAxGYXKSCqcQY0pkSJa3cTaHILr5hsw4DD6ExeJptlTRQCWVj1rjlLwmNfpTX00JDdIs1wpzNc1bRWidoZX1kjZfFaNYAj7LKk45fquAXRaWmgorzFXl+Mu8QUE7WnwqinsVv/Wyy08pe8nC7FWgERGLsqLc/2mSNcBKzlzmkDM7q/ygAlZ6VxDmnKW2LaBKyLzA/sVOdik4y1u3nG+TdeLwQmUiQkTIOYRQ124mzOeZ/LY4v1ktyfSyZfqkIIgZq780FwTq6X1ommYcp1m6rKqkMNPpqFDapEZyzh0OB1nem82mbPwpy07abVqQi9ScvI9qe+rm1WedUmaOUiuWBYk0UKS2VHuVZUKY5IvIP8kdIMQZDzJOWuwxgBSfkqZLo0SLMcWGCYZQupZysMhR0/ejrByVML17Z+acU9PMrgAyRpNZ5TJgZKmiy1m0GkJ674msGA8wp+PtmyePLn72Z7/8zW9+f9PW7z578smLF7Jm5KkNwzCNY9fUOKu/+pBxHEcRWQ0h9L1p21bOK+99jEmGyYv3Ay2zXHc6nbbbbW0rQWnKhckKV2c5fY7ee0LcbjYioJ9TTDnFeAfznu0KqkqqSgGrI7KaWAhrBgAQFkFvmP+/qqq6dtK9XeRSnORa1m1FkgoR9/v9MEyIRGTbtt3nJES+Erd5Op2klSZjN1mxmnUAwPF4HMdx222srZ1zwzAmxqpqx2GsqoYMHQ+DGKZr9SULTPaFfETTtJLRjeO42+3atpVzPsWUc9rttshT19UG+f333v3yl35Gun7ONSkla0l2hNw02QJiTC/7papm4wTZtvLtFLSZc45MNTkfh29++zvMVNfddn9lXXU89sZaWzVXdRuC3188vr296Qff7XYxsXXQdDBO8TROg48A5uXrV0TmcDj9+MXLEGPXtk+ff9gY2m7bJ08uj8drg9B0FTj42r/0i1/8mY+MBcR5BK1o9hLLsAKGlPj8FYxfe5RrK5rCcKX03NOgds8e1pCzRszJq6qKPqhJ6oMzwxXf+7OmeZHFcHXGbglPWtNBRMwpCrmK0CzurMgomuuMqgkDIsyFAmZaRJ2ZkIFI9KDJIOVExqU0Xe66D9979r3vfsuYfwVzJk6Qk0XMREhAyMBMnJaPJiJiAsQMRlAf7AxKS3K2AkKxlpe/gcwZ4R7+R/WCV4+QuVvV3PJvcposJioz03ocny5uj1Zl4hSKeQf4IcqqTj9LNUgbAPKs/FtrYgGLfbZwIEKMwXtaWolZGm/jKIRaQBTTc/kK0zRd7p6LlLV1znt/PNbOVlVVSe2XciZEY+00TQKRyqL4DZxiiinGEI01j3Zbkc4DwMRAQJeXW2YmQ8xsjUW+AGAERKIQfIwRiSpr29o4t5N27zRNmWNOmQwZg8BAlLrOGTLGQtO4pjIhpBgDEe+2jTESViMnCCF574MVZ1jfNI3kaaLpNA49IFbONZWrrEFAP45zZx0YmSvp1jt7PB299866q6sLBuacGJiAGLitKkcmc47TNISQcto0zZz0xHB96icfBN0qp7AkEJK/1nXdtbU89N124/0UYwJk4AwMhDB4r4L1ys5fQXG00SURS1yt5UDfbveIOI5eGhTj6CWmTlOoqqbdOvSZ4xQojjk2lxsT/OVp+uInN69/6w/j7//Oszc/eh6TS9GRBapNIgRigAQx4z3y3eel3f9/xDxBQAMBZkBGyndgD2A0DvGdw+2r/+K/+dJf/Vr7/CKNvgJIxISEhxDdTIGT+YM0WdVXQI5+GQjUtSltdr33dd3Iad91nfzBe+8cCIYNgBizgmQk45dPUT1AKdKOx6PMOiSLEnk3ZcpJVn17e6shWXv/0naRJrekC8MwzDzAcWrblhb8mIyDpF1opNOf0kz8y8w5KsGvlJdchUltjZdV2fkQb+U1VzZZy9pJ36csbMpqrfSD1oN9NXArw3OpEVrWS+fQnUJ+E8sxWvlxJYJxNesrIaw5p7I6lRHR8v6QUiSyei91XHmOUE0piWrr6iJ18hNCIAI9qZYLABVKkUe8emeVvM+cjTXlP2W4R5VUt9K6qtMieFhODnUApWW/6mbJQb2oWQj4k6uqTimnJDnZLOxe2tuoXQ0iSdnAnEI4qfGXAFVmf4il3eC9n1uiiyGYzLKkDBBtRqkKVmgrofAZg8ZYEc51zgCo2e/dR0iyKPo30zS1Tmhgfds0AsxOKY2y0azt+14lPWXPSnGo5DpJrOUxLfiUO9tYlQnRza44qZzzMIzyYvldUWEV/wZmEASKzPGE8RtjVlx3zMsoI0MMIYzTFz/6KAX+5rd/eHWxGabdaZymccgpOmu3206SKDmgyLhpOAnQZjF8n4SoLFfS90Pbdro8ZBnIYOry8jLGyHnWfxqGQb6p9ox0HxERMOeYyFXOUl01IYRpGjNDTEkXjPSzxBFBul3eT845cf8qc/eu7ogMwF3WLoWxPA55NIfjoWvanNhaCrPQN3KGaQoxDuPoyc2TXsGgSkfDWnt5eSntDJXylpUvhdl2uxWx3ZTC5COjqSvXti2CYWZOMPRTdBkgyrtJJambS9qFN7e3Yu8XQjwcjofD0fvJGFNZG/x0sds+ury43G+mvv/5n/uFytpvfevPL/Y7eQpCvdYujNw3XZwxxr7vN5ut5Ifyyq7rJCTJlwKyMeXLy6u2ffGd73yvH8bb21NdN91ma62LbIeh91MgxBjjNPpXL0/9MNwcDv0wAsKb62tX1T5EJItEFxeXv/BzX2Hm/X43jeOjjY3RJ3/94bPd0ydPfvZLX2nq2hg2FDknH5PUwEQE+V5B9SDg/9yroMS9a+BQ1Il2UVdccfWtXSxyQIYTDIjG+Jidq5ytQgg5gTGGIeNbnFHvtwWxfMVdmUfopNG//A4gIM9t6VlQjgGYIeV5NjZbmqwqy+XlQtgWH1ZEQDQIyHmuBlNKaFziZI3dXuy+86MfxxgtESc2ZLIUjThbEFlzz5oW7uNqiI22MNcPAIFYDGqX0AhgCMWOfgWJUZNZLEiTDMAGlv4oIApqCIxBIpDDXw5AmeIaQ8x0F0eRcHneS/pitCtMRMGnnLO1tRq7M7tV50+DfQjB2otisCmubqCSwXIwqc+pT1FJHSrGpRR2i6ZsbJe6AsYYJJMZiCikKBCa2Yw7znYUenSKbK4ugBDCONpMd6ExxrjbbGR7O0fIoe9PMSQJk9baRNRUlfcec3ZEpjLOGWYymzqldDoNqlUwx9RhUnt6AUN6nwAqpYaTbaIfwzRZgnE4avI0p3fsJIsF54bhFGNs6so5AVrkGCdEOdlrSWYAkio4O0fOuJxSDGHmvsQ4jVHHC9Iulb0tObTkExJ0pe0t2jOwuAALWXm73cYYRz+pYIyEZ3mZQI/Mbdjv9uN0ss50lNLLF09yev/VzQ9+9e89/s6nz/yxDr2HXFHjMmSgBNUIkChucuo43kL9YIGH8Dkx7y//kxCIZaDHCCh65hlnswrKFilXuW+//50/+dX/yv7Nv3Hr6P3n76AlH7PdNRvjFFGm6CAZnijJZ9mhd47Mi5uTWzBX1LbNol49n0Wn01C3lewIofPJztW5hMLMhK8/DIMUaRcXF7LZZf8qH1iyWNnREq7kZJAFL8fLZrNR13XJuYHQWsuLGgdz7rqOgYdxlG1VOVcJi29BM57XGHou6QvOEYYrx7mVoGVpDr7qwpYzqJUMWjnj0rp39aPjVtX6X9HnyrnKSpNtZQWxmg3qFy9L07O0AzWlWKqvu/DvnEuJtdaSQu4+rZGgsEpb3QEJnRqP9P4vlJu5cyRpnL7PnWTUUg0aYyDPt0Jc3ZF5dm8AIJzBEVK21QucrJQoKP9TA9bCDbkHeZWNczyehDMiB69zRujxWtpJYSCXba0bhoEZFjEewwxC0VlwyHNl670XYogW4THG7XZfVU2M0fvoHLbtJsZYipSKzLUM62RsIm8rtFsBZ4pspvikyUNRRVnn3DSN4zA0dRVDYiTnnHN2v3niQwSkEAKRZZb0TuodIfVZ9eYSBldd15vNRqwFFxFauasZUXCgiRli9FJ/IlJV1eIQLTdZKAybzUZKU91ZC4GcZdc752JmzslZg4gGTIpxHIanTx6/+PTN7eHUNZWramkwdV0jIp/jOA6Td3n2E2rbdrvdnk4na23Os3qTOI8v/C6Xc8wZjXGi4iO8x77vH18+FlsvdR2QrSrbU7gSzCwqdDy3wdEQWKK0KNCoOJMs6UXxGAS13rad/KWch8LHM8YMw0mNlOSfpAkiQqBt24UQXeUmP6GxaAReYaq2MVFSptnaVG6ynOpyqMpoUYp/BegqBMMYczwdcuLFz2CaprFtW+F99KcjEbVdfTweJS1ZXOxmHp3YR42T7/seF1MrIkNI1pm62lTOcA6H2+vnT55yzn/6p39CAF3XOWesJWH6yR5RRyhpSYjKS103y2jEqGCS4heYua4r51xO8C989au77fa73/meNeZ4OI2ngzHmtveffvqpc/W27bbb7dXTJy9evrx98+Z0Oqac203z9NHeOXdx+WgYhsPh+P47j4DZT56mm5/7+KPnT3aXl/tNV+/2m/1uN/aTH0citMY0TTOFoE8Z7nflzuWUV4B8TS/POeHlC/QXS/7zvbEeSc016/YBSEWQdk0lCXypx3Iul7WKgHfhrCzz7r4Mz102hjyzpMVS6X5RdIYuna9scZZYghkCQ86ArGSg+a1NAsiZMuCz5+/92Q9/dHPsH19uU/LWmhyTfF7KCdGIfwQRZdW/Xuo9sWFNjHe87TyDSVAUSHGZSS6/4hduHi9wGmVWIGJmxgLZuSLT67xOMwYys4IQIItCo9wvGX8BZ8xiZFQWqHPFnxEtERrMOXLOdg5myJw5RQRlzLO1RITV7B00R1+GbIz0mCORKcA/SXyTa8tENqWYc65bK33fthLXVMMz6wSZCYBKqLHYD8ia7SrbVRv5OphlKk2EmNLMxJsDPJk5+HFGEahGVGE0JbDJPYghLh4EdzCPGAMASrklCBE5JcUKTKiec9qXcz8OcZlqBu9TzijCp3NSFp492ovAnA+hcjbn7ESMfppG741gYg09urryfiKEaRxD8MbYpqmMs+M4xjS9en0rl9e2bVUbMrWxwDmJutrxOAADksjBOF4GtUs7IBCB2DwIcgORRR5A63bJmDebjST0Am8Q3I6uNFl7Qm2/qPe2sQHRcbr01n1yY/74T378e7/3/Pvfv5w85jyis4g55wkB2U0YAiFySgBTUcotFsh3MO/PNTb/0j+RMjHaPE/vCJAZUQw8mC3YnHxjMuT+z//RP/rqv/6vVX/lX/SU91OOyC+rcTNm6c6o0qb8uYTWLNIIs5iw0mPEPsE5B8CqJz5N3rm5R6AhXEQpVI5Y/lKEDTULnKZJyKKSS8nOlXpS+XtiYqaaxrLshcKnStnyl13TotDGgOVg8qK+TWbJra0o1CEA56QFjLZCzwEzDwpmli4Lin45r9l0siT4rvNJoDZcz8tInbFodXGOkyld3c4ZF3eUqqJiWfHyVyPHFd2ulOUsPzqle5rdUjCURaxomgIAMKm3bzEyndfDNE3O2ZLdR0RabyhFsxzTIRIilQ0+VY8sb9Fc7MVSfJgNYYJ7c1RpRKoI+0q4XOeu5RhWkboMjBlzmue9qlUrkwQlqqk/QTlKZeZhGKuqlrN3sZeEqqq993Kn+76XnFXgyrpgJEtWo101RlfgsQL/hEyolu66U+T1dV3nnHQqFaOgWGkxmbio68YSS3zMzDc3N7vt5nQ6uarWU0IglDqwki9ujFUEuFyMlAQq71zujrKGlw6C96FtW2FgCo1FWC1iIRvCWIKT5ZcKr05KkRExxYyG+mNf1bzd7j788J0/+r//+OrR7tCHF5/+KOds7B1uzZBJMeccxNlPoDRSussdls9qmkYmRRcXF3L9Nzc3ysFj5tevX4vinWLLT6eTzjx9imKx0FZut9v1/UhEtbNyuJkMrgBwyXoTGba5YxI5xoO1NkS/YOlj09QAeZqmvu+l3sOCP6kTV9kyp1P/5s3rxfA9h5DbphPv9ZJOLM9CitL5gEWbUnr9+nVVVV3X5TTWdY1gjodenOtF7zZz9MGTaYbxZK29aLYXu03OmdyMv1DzVYVgOOdS5nGchmGcvZWda+o6i+bN7MFA7zx79oWPPr5+/TqG+MUvfmG73eYcmWkZUDvdvKUqssA9lLAqHZbSWSTG6E/HZCwaY8h+8Pzph+++m3Luh7GqamMIHXnv/RicqypbxxiHcRrHERBvDwf5g4SL65vbaZreffc5Qa6t227ai/3OdS1wNgZi8mHqRa2SEGP00sjSEGAKxeDzou7cd+fBV+phXkp5nRP27gUyKNzPZ3I1xZhiZLk/KSUyWEhu8lKcPSDB8iB6084yXGIDhZBzXOaIC68NqJTN0c7ZEpix6P/xHGmWL5hloAeGMwsWlAFiyhHIGPPu++/nr3/9cBofX13ElGy2QMSAjERmMdFOaR6fiT6OgHOAGVggmjJ6AiQ5LiUILYDWe9rxZI3ecjTEOcvAjRGQEADzUiPOQ0yx6j4j6Gsw1sgtf5YEaL4tPAuK3Um6qfY0AiImTkJolICacyY0MyIWMYVkjEFg5MyREcAVzj9GoJtkpJ4kIhY8cQKLCIiRM2K2lpilzUxzTATMOdWVW2aM8gSNfhepiWNIzOysq5xYF7CtrHwdBEgIOQcErK2kiaFrRB4KASBCmrM7AwBorbGYERe/hJTVYlK5ImWGwUBLvtsIxkYPTQBMkMmaUqpbt9MMWF82hrTB5GTR+McL1XMlSn44HBCx2bS2mpEwomqjkBUhZFemEeSGvKdIEksw8N6PPghhWnS3Zf0fj0ehuefMxljRCpLj9cmTJ8KlFpJD5qwd3O12ezweBZQv58I199hYa/B5ZenV4ZPf+O1H3/hn71+/2oXbCD27ixwa5JAJvM0jjw5ME9EyBMKTMW1Q9f+H1Jo+//lL/WSp52AODrh4miIAAhKgQYwcMIerafrk97/+7r/x17DuqE+morCrcJo0+y+N8uQ8kcmeTmakZyzYEqE35DxriozjsN/vnXMpZTGDevTo0Wk4yjuLxIvAgzebjVju6jRPexnyr5LLCgtFW/VKpRC9CqUISgiXPFjz3TlBMaaqKh9DYpaisbJW5opNXRu3lW0YY6ycLT3WHgxRJdCx1DJRFHTZTC39wbRBqZC/krlUBmzpQK8GcVqK6INQHRTNk8rBy3kI18NfJ5PnX+2+VS6VQfYO97jM0xRnlXMW1bQ7HZR7p2g2ZJUhdg4fVZf2AtNB96toLs02YmTNsyXoK7R1to0ufreEKumbpJRgyScyLvkD3ptwhhCrZSC8SolKLqU20YnmlMMYw3kmXC0ce15GHx7myYNTjU1lcNR1I/hMqV4Q+c2b667rxOnLOSNQahmhSFWmOzSlBBAlaZa4fDgcZA4js/cYA9HMxJMzX9h0ao85TUGHmTLSl2LDWjeO4+l0GqedaLalGDJzXgYv+/2+H8ZpHIUBNQxD13WCe1SI4MXFTp6XNG7KEbT2U0rVFn1kYkuQc5BlLt5OANh1m77vp+nO3EVeLOWKfOt5tSPlLKMCrFzNGa/fvKma9vLy8sMP33tzO4YwyC5+8+aNoCKrqrJVFWJEBma+vr6+urqSik7qAYm2evIIJVI33eFw0BNMvKGkCD8cDvv9XoAJQqaQrVpVrqvry8vLceoN0XbTiXlpPg7jaVDrxTKgy42qq5YZpslLVZJzbtuN8JNldQkPX3GVUk7PeIrIj588noXrgg/BW1s5SzEmweFbZ/WkKmmEsxzXGADggw8+kNa5fJ2qqoQUt9tvrSNpnx0PxxQjAOy6jbThDofDoR/6vt/v9+J1ITVwjHFW/7JunnjredI00qEYOTdN/cu/9LWL/fZwe8o5vffuu0vXBvt+kCmr7AjtcQjxW858GVaLrI4QelU9SB5u9rGpq5xz5rjbdsdD3zQ1YSNLN+NoTHTWI8cQBgR6/uwihDpmePSoM2hyypvdznvZZyHnuOsa0VYMwWeCvj8BZgM4Td7ZRmqdqqpiSoAFTgTwbcY2q6LuvBWlAUXvwKohWMp0KSpB/3Mpjy0Iuc1QyjAMRxVHBUYGvk8LhNKu/ZytgEV+h9//5GU5nStJAmVzdCUG/aCa54qYLg4BgtDI+e7KCElUEG9ubv72f/1rf+1f/ZW/+iu/xKl3RMQGwYD0UDBiNqtrKMepq6L5oUt6AGV7zpdYGR+VxIwHv+b8izk9zNhRzOdD2ql3X0dqIb1CuPdd8qJFpv2ke8Fv+WLlM7pv5ssPKsDOl4GkAf5cv1u/o71/E9Iy16X7H7cSAjq/mfd2hfzvjB+i392cWRi/DZF8/gU13AJAXmawpfo93q9yyjFCCQ0teTuae2mOqJ+ls5FZFzgxIsYUQwiERIYQMHPmzDFFIMNkUoiGCJmjX2QDOIkro4XJWhc8O9PkbN7cHKOhujUQh5pST013Oj179ebFr/+DN//wNy9//PLJ4OucETAD5c9Lrp++H29CnclxOwD0Lg0/887X/tP/+OZnvvApm4t9BzamOC8hQS1KrTWOo8B6WVySM/T9oI0k51zmmFKq62qaRslypEErlBUtY3Q0J/glGdnp5E14I6shldLopWWurxSKoGBy5O85ZZneKLFQNZCZ2dIdYV3xe3cSI8yZueTjSWKkpgglilJVQJTDULp4L5yurIoORCR0g6KbLv/LS4F0D5Oj7XZlfJWn2XnAvldK8QzzUTO3Be22NlCS56uV24rTL9em8Pv7uM17J/CCnGT9XUZIiWOMhqhythya6WtUIlUfWXkDtaGg87QyxKv/dc7zfLi8w1pkqj77OYEwpeR9YJ75nGc3kKVQX/Q8cbEd41KfAM585M8zsNLGsJzESu0nKWyplbo4McxkOV1aUinJZpQxo/y/zFVkViZPc5omRn0oqOL+8imbzSaG4CevAUW95rVrHFLIAt5BaFw1jKOx1hiXMvR9/w9+83c//viDr/78F52F2poUIzCZyk1+AmRCzCnLPjoej0LQ0sao7AiZeYrclzy+aZrEQlZOHkGiaqNBaFRCUFS5JtlZUpwoI1F2ve4RZcbKMhardDk95OHK9VxcXHjv/+Sff+vV9elHL18f++l4mpDsOI6Vs9tNi+xzju3mSuTNpMEq0E3RpbTWWjdbEyEDg5jHpHEcDaBIqYnqiYpgd11XVdX19fUcpjMRkXXEnFIMhGCM8ZNPMTHD6H3MLPqTsnIEUyqVyTRNdW0uLy8BYBwnmZfe3NwaY7uu22w2p+MglMK2a6rKWWvklBZfO+/D8diLr+/t7a08LIFvyAC2rp2y+uXwkBs4TzWdFW+HaZqkShGkDxEdbm9DAutmxVrAjIiXl5d17YL3p+Op73ufkrNGPN+ZszSdb24OzOBslTJdXx9yTgAJOFkDXdtUjh49vjSIX/nyl7780fNPP/1UWo273Y4IrTVybjNz21UppZxEIlHQ/vUyJqEYgzG48E5Ju/xCdi15zrKoFLFSpmeyPqWAl+JZmu+iEi97U1m1QheUl8WcNMxpKNGAYvAOFXJey51bGpT5YUlXXrGfVsn5ine9qrbOkaJzsJsblzYEH4O3liBnMkgMzElGYp+hv5KXdPfp06dWhyorzKiSy1eXUpLdVyCNUnZmvla86w4Kl2DGVd5pA9hPP/0UEa1zILGQaQGP4upMf/Arnd/TVbdUA8+qgtVHAFBChqTzms+jS/E1MzPY+1SHlbbbqrxZCbvNiEnC85HuHb/x/tj33kcUc5jVO+jdXum9lhLkGfCMuAkrUsSaxLW4HemHlUnJCuD64Ju/TQio1DYwxuDbaTbnv7gCEq9UdlbCdBmY1l2Ju/0mJM/lDsvzoqJmZoU66z631hT3H40zAFBjpQNebdIDQMqcMueUDJIhMoA5ZyYEAMHaVsYe0TPlDm0zwcfPr24g5a6mmNqQHl9f5z78zn/2d25+8x+/2592loPFCaAJ2DAQYPxcWuWn7IcYgYkBCNgy3/7wk+/8L//wnX/vbz1+enUYjvuqzZglogs7TuSzJblhZppFNbgSK3NrxejpcDjsNtvMMS6Bqq5rItO2nXiCScEmaZyk70Lol2xDXacFzCm8ESWUqmiepm6CQZJiYDaeIhIqvCTKgtVRYGFKyTUzV1byQum2iL5LSinHKCxWqWylilApiDIKnp9sZZWiYz2tFZfkIJYvCyHqRi496M5N9s7NjlYYUb22cyf0JYHAVUevlFnTZGLVnCo/aEXhKw/paLJSAAAgAElEQVT/lZ1gMXW8Y3GX+ceKdFfyDM+rJjmmSn5dKQwj0wNNm7R9VmY5qgS4kp8pJKy5LHRXujjy69pNK+LMW/knD3LySzJMqSSkaYD6yAnGTxwB9YYLwEw4RSp6pHxUTbjlOzrn+nFQwKp+I4WWjONkF7C07B3Z7GLp5L3vthuEmSUhE6S+752rUwbp+Bhjt9ttDIMQF2OY70/mlFLizFKniWWUlHO6DQX2qaBrXRhqKyVHhwqESndJtrNZfiTt1jCqtAKlpUnDSOAzOoBSQQ7N1NXE6MmTR+8ehze33+zahsg410w+7nZbztlaokx1U7l6I6NXKSZF/0mMZLz3Q98jGSd6U8wyCO26zuJ8IDx69EhGc/Jb4mMuBTwzT4GZMxmw1hiAxcLOxZgZuKpqXIbncjD2fS/TS5EDaJqKyIzjaG293+8Ph0PXbWZf5Smq1CQRBR83m83FxdU0TQJ5rSrjXJB/lbluCEF8z8W6MOdZ1FSORyIrFbW4K92+meTmt21b13XfTzkvQrhoK0eIiAaZUGgvx+Mx567vjyEEH8P+4irnHGJKx2Nd18wgpoLW2rpqh2Ha7Rvm7MeRjK0MHm7fuIvdftN+/IUPv/DRx8Pta2Z+9uxZCH6zaZUZO2vYMhqyOQUJCuM4EqXdbiftRSIU2LNoSuuW0Tai7H3ZPmpSrceaHCzlWSoQEiUoxphkgUnHU5a3upsInEo3eOlMM1PV3nIgP6ibde6Mp+obZSl0PgVZVTGrhHkVj+Yyb/50qOtGvEYYGAAZZVKHeNb0vI/Vurt4qwCYFXG8xF6/TeBlxXMo+6BnMzTJqhmRlMAthmMvXrwIMZIBgyblRCLQOddbeWUh/zZUz7kf7urPb6MtPqjP9rafB+vhB/UAzjXNVpWqwbf6GyJieosn79tKnXN2vtRlBbjlLrgiPBwyHxyUFb8FqyHqZ9yx80yovMgSOlX2NpQFq4v+vHn/QCvh/ixxBce6K63P5EYWvHF5qTOrVHG/UuCRISZcRHpQnVV4XsiCT7nTSOCckdlJ2iRZGrAzyISQMyLPKCMZcnMizCkTULbINnsDzCbaiqZwuPCmeXF49T/8d3/09/7n3fdefRj8HoxPoQeYjImEKdEyJf3856fox2QCoAxMkF1KV1z9n//t//TX/+2/Xj991Ds79BNaK+WTZDB6gKi9OCLNvbI5IubTKSOi96N1dsnegMggUlWZEEJK2ZAJi+uRNO8lv5HIKkIvgq6RTqqEXgE4GWN2u52qhMn2TCkdj8fdbic5gTEmhVnzTbVkVVJfxUgEgCpfRIHNOpKSmlMnLSVO8pzRrpZ3Kze8ZeR+ZyOuQ7n77a27/EBcXkqZkxUOsOTFlaHwvOqTm68UNa0zV4e2Xuqqg7Yi45VeW3rlis+4Dw1iFblJnIlsSgmB2ZrzgeSqwbyK5qUcQmkmUYaz8p6rrKmOp8o7f15FLwNYk/N0/lj1RxaJVHrLNJtXqVUJ+nhwprcCyurvSk2iSZ7inxcuX6+hWdkBkt+rDpbyAPVWSGIqgvhqf6o2a2kxqhXga3ljZVous3EBf/qQs6CgmV1VpSyu2TPDcLvdhBBknCGDEWOIgDKjIQo+6Mhd7rZkulKQqMnK4gg3Z8AyepVfkSspmVRqhadludRasmFDCMJTkJdJ2SzvMH8d7xHR2kqZitJ1gsXu4uXL10+fPv5Khn/6p/+cGYGysTZnrtoGOFuqCEGURVRtUh6H+EY0TRNCTJnruo4+hHh3h0MMcudfv36p5TTM6ugjLCLGlau9j8kni+jayhgTQgRGREqcjTHVojUly1sdjy4vL3PO4xhC6JmZMMaQYkp+igjGhylXnOKMgRfgw+FwWNw+c07JWNxsNurxIGevkEQWXxNWNLj33tpKtDGlKZABp5ittWDcFLP3/jhMsiHatnPG+HGQsr9xVQIehuFwOEjn4uKym6bAzE1TE4KOOpn5+s0bP/7IWPvo6SNgdpfNpm2tRchP3n33nZ/98sch5BcvftA5t99vc44yio5RNP/c0ujBhboZlnDA4zhIAz3GoKY7skLUjFH9FZRIqXh+HX1Lr0FRpmoLOQ/rYjweTxINpSSWqbWuSekvKJ92NT9A/gmAzPNT60ElrfLYX3knfAaWsDS5WQ2EROAEGWIMRFXTtOM4SHFOhBkYgfHsne+/211ma1egtXLGsoLXr1Ltc3UXbQbruym3T5KVnOXF8wlS13VVudevfhR8rBpi4JwSEi4mfvdmUA+CJ8vrOY+jq3rg/F/PgaAPEi7fxrN8sNOsfgwrmccH6Zufxfy5b4l7r6IuMKkP+UPMNeSCKYJFGJr11x4cGT/4le/ucDnZKwTEy/Hd/WEpno9b8/2+taKVNBOChx70TwRtnq91fqjpS/drIYQ7gZ6iTJqpmgu3dNZflVeZ+VJz2dpfukIJ9aYBAwKJsRoCEuUcCRkJeZYmz4zZLIk8oo0pX5CzOVNKwXBPiQjfm4L79iff+E/+Nv7Grz/rR+v9hmqGULGBCDZCIBoMmsz28yrvp63MA8pACZggW8jdFJ/fjp/89u8++/L7E3GHtSweySeU7q/50DJJSNYaY+wwjEQQQthsWkkiY+KFxTHXBn6KzlUCBScD6vUi+ZxEwZLfJQ1vQXIaY66uroRBpC1VeQeJlNrXt9ayudMSLDUw5ZVNZWVIKBtEaRuz71OMUu8pElWrKRkoleGmLIRWnbI7ZEthP7A0o+4FhZzvRj0ycFMRjhKqvQJylxOwsvZ78JAskfPl2VgC6R+EvZynDm87P4uYy3cnJzCRBYAUw6ouerCcKwN6iXXXXFkeQUlBXKZt9xiDq6cgfBsFsa9ulAQyndmeq9JJ3ibq+cuVcCmQVvadz8FUD0bn86RK484Mfp7nn0b3iGw9NWZQHFNd18rNc85J+TH3Pi728itaOKkr+ul0QkCy8yhbsu3yK8g4HWEu4QjAANR1kzMbw6o+OnmfwlAZAhERIcqcDBlnbfBBRnby1Epa76pNr5We5Mo609MSVOXltDpSfU75m2EYdH5SykHpqSUpuDSt9HOF8qrNF+klvbPdPXlydfHDLmXgfjTGjWNAhhCSrV1Keer7pmn2+70eBVKW73a7EMIwjkJmiz6kHNRjALN6SLIQGpXYLP0sIRJP0+Ssqbo2Jn97e9t13TgFQCSyCIYZjSWV89ERpdzPEIIMVBexSmutyZnIgMlEhLBYit/e3i5HrpdLOp1OOcdu0wpjTf0V1Q9QSiNBT8hHqFiogK6Pp8FYs9lu5VZvthtViG2axhEgR5F/0wXWtm3btlXd3N4eEOnVq5dd1+62XV1XRDgMgx9GAt5uO+OortCP06bbNjUZ4I8//uL7775jkF9fv6jrChHkIokwhCnGoNPplBIzMscYEwBZO0/MCmGLeZQqC0aPi5IgMJP0CusaRX33fS9nl0KmpZYTOHqM6eLiIsYoT1M3gvqvSIDTOd6KwWQLm5zzk/PBCu3Bw//BwdIZl+qBauIzPhGQGCH56CE0TW2MCTlmkSWB+yn9Q/ys8npsXkCLAEAERCQjCyJkhpjugwYRBNCox2xOGjO0AXmnv8SQF9aZvKf0zBKhkUWw222/9c2bw+G06644BUTMHDnjrOWV77Ed3l62grpk3ksOOMlo5S72aPnDd6k+86wEWnyEWjjc4SPV72cJwrTCz6xu9Hkgv/8UVaCRV23InDOSKZkGK8/cB/l498TlzpwT77UfHmJtntMUV6snLzkB3DcAKdOvku/3IOzqQa0hlRDIOeNbOh/nl3pO3rtHnrkPfBJunnmISvq2GvtBvGhpc3y2Y1k/ebFCimWD/5xAsmRtDIA2ZZeIAb11I3IFsHl1Ov2P/+uf/ef/Zfrzbz07HY2xmeCEHgEdZAPoADNwEMrh52XeT9kPAmXAjOyYkaFN6eo03fze73/47/5bpq28D5xmYesyw5bcaJom4XzlnBFpGKT7i8ZINlzFlGtXJUq3w21CyUUcLm0I6xxwGvt+FgmoRTkQEOB0OOz3e0SKIXLKRJRCBIAYAzogwE3bzXSyzJzk5KRtt8kxEaDouFlrlrBLy3jnrnFTCpPohKqM3BKq5QWaF5aKZ+VxpMdIqYN1n7JF90+G9XhfdXoVjf+gy/n5Zl/F9RJzuLwYZFSo+pNn14alcYJWeuUhUI7gzvIGeDBX0HiXOAOQMSYvDjqruaJeto4uS6rYKjCt2tJ65GoxsMgzppUYqZKi9ZWrqlgWuZDc9FvrYaj40pWq2fl16oyoLCbX4Pwz08LzAFQcy1RO6mTyvFgF0gLsrNSGXpUDh2EQ+JmwlXSRL95IPE1TU9eStQvqVVNPWER9iKhyVQyTXPPxeKqbVuHWi9ondl0HKXrvc4KucjGmyY/WGEISgRDxi5ehqHIg1Wri3B9PB3d6qaXdn/qXCKpQn4XiNhcJqNnWSCZXAs9bjAfYWgEAg6h8ExnnrMwnD7c3kfHZ0ycpveScM1BKaRh6YBoncNbI5yofWA0wjsej914GGrOmaGWUn9a4SgaqRCBEUwWca+HUdR3N2lHGVa18RAWUEiNS5WpjyFUz9F2q3FX3Z5p8CKFylatsXVeyBgCyDNxSTtbVxsKz54+HYWia7vr6GgHEbGYYT0KhlIvZ7/dEdHNzo4hWa6nrOjUkEMpZzllQowBYVRUZ470nQmsoJa5EspU5xmSN2W23ZMw0eVEkmqYpJXY+GmM4+0236do6pdT3x6auLGGz73LOxti2qxFzY/HD99/db7f73QZz7o+3fhq3XWeIYuLtdiM8F1WESjkyGIYcIxDdEaNk1VlrySAAWGdFW1BWoMwS5eYrH09bgYJQlcUMhT3M/a5T1EF0VVVEGGMwhqw1zHkYxJtkhmJxSrjIlYha4YODu8/ACb6tKtMj63xk9zbq06qkfHBwVdQUAJDJ2pTCNHlrbUxx9isHorMq47zA0z/Ypm01psr60xua8z3XMsEOl/0555xFWqFalY8hnCVxcxJqUwmYkXt09eiy7/vbm+PTq52lZSRiLJHJAJlTGbHe5kNflijlmIUTLOqOYK2Bxf+90MORjtdS5UMpw61zoeU+cgHvyRzhgXpmvnWls8TS8VpVRGkmSKI4RoiPuRbxZhGtkr0hx7ScYnLx8za7LxKgZU9iBmnmIXLxzlI95+Upl0jiMjWZ8f33G+qqo2Xv9NZoBdwtY3a55vTRyEDsvG99l5r8JPbd2/oi5/9a1pyIyPM8OauqyuqmnUvwrSrzMplQub/znX+PRKs2FUiL9gwCgEBA8wKMYeYG3JgCbZrX/e2TZrN/eTr82m994z/8j95LvcmnZDFKRsvEiH5pPyDnJn6uwPLT+MOAGTFRNikbAOL8lOz/83/9E/j09eMvfdy7msz6AMmi2WhMtdkkkFGYmHeJYAkYQ4jAwBYNZxbJComOzjkAKh07qsoJBTjnJDRgRLy8vLDWpsTGGCGESJKkO0J7LoLL0tRZcsdF6Vt3d4FeXnTAVK/sQbLurBJcOK1pOUelbWlR3alUieav982IEhQm2nptS9o9J7jLbr2H/VPI0MpG7xwnsoosEgFLXz7VnyylYtTOWwPfnR9ucU+0riihieeinXq06lGM4gRbwPLVn6p07dO5pd7zFcJFqFBK6NIHofWwfGWl52nz8W52bYzUSKWYjR77IUSdjOn7l09Z/l6LEBkBleCXFaqopNmvDmQNQyUbczWPLSauoOUrLHKpMhBQtK2OHQRyJtMwsWUPKYqGp7xeKEOHw0Hcuq2x0zRdXFycTqeLi4vj8SjSJqJx0vd93TbjODjrmGWVQgiByIhHspSUxpgQRuJcOedTtNYysEqwyK2TYZfoOgryra7r0+kkeGypS7VsFvSmCD7LohLGnaTOJU1XxpgCGhTgpSx7FWKRAlLeXIaxcpOnadTHujxZjjGkFEW6xlh7sdueTj0A3Bz7MPV+mKq2SwnGcbSO5GUCnpTye7PZLBMw1P1IBGpoYUhoWrHrOhkOw+LrKJnS8XjcbDZPnzy5vb3tuqYfZ3sJNHA89q9evjTGXlzst7uNeoFC4VHR9/04jlVlx9F7SE+evpdSGMcTIhqLriJBrW02jVze1dVlSslaDCGGOCFx09SiSat+CQKS19XrvXcu1XXbdS7nfDjcMCfmLFLBXe2MoZwTh2ns+5tpOp2G58+fV1U1hYk5N00t6iPeByYIU0gp7feNTMNSTAjMkBtnXVVvNm1TVdZZZy0yeD+OU/+Lv/SL7z5/FiY/jv3tzfV203GGpq4RwIfxdDrKstEGgXwXa21dNeM45ByktieaZXs2224cx7qqvA9N00j9JsFFGZ63t7eicyPln3JKF10rUHs9JQTqaSNr9XQ6ycDTOSs9ROZsrZxFq8xttgZY4g5/RpX1tgmTnlqy8M5nD+flSdl2KY/9c7b2fQBjmoFpxuSccrbWuuub17vdbr4PZ33P8ruU4xw7DIPsdi0hVmgchPnKrLF3KHwkZ02KyRggImBgBmPNXVwHFvsExQjNXzsDAuFidXB1dQkAr169+urPfTGFgcgAJwZOKWVG0fqPSZtJS+YtdeMdxZBF9tdaK0VdCZLRBOVcFqUc0cCZmsuq8lmxKRClNzbXJtouVZCktpZjzGddgXuPp6w6lgUBzPNb5ZykqBYnUGaQP6SUiUwxx0Gtq1VUpqwDdbU9WJ59RuOzBG3eN3zHVX969YYrZosUNnC/lXs315Lj7y3IzPPR9jljtWyQ54dqxZW6w2oid16xv43YeZewFgnEajC7xhEBAmKeOzFCOiVCg0AIwMCDrZMjStP7FtPX/+if/up//+bv/28fTwFSCI4SWpuxzvOMyCN4C8DcJq4AMkD83Bzhp2+ex5ABEyMwIwGmMDQ3/I2/83e/8h/8+27X5DM15JJWZIhmLAED4h1lCwmAgQDQIJEBcMspu7QP0ABAtrXulNLHaTkSjbVmEUdxZZ+lxPKVnKslOsA5C3pNOfuJ9OaHAJPq3LBqrKyADKXGkk7z3tb+W866UsCaV7CFkhu82uzlGXX/hC/HX3dt3ZIZWBL2VuO48jzUqkPtCuAhz/f7osH5/iPAcqp2jrcvj0GtSMuxW3mKqtrBWdSIUouWF1CW7pql6dfXC5ZyRVxqBLtVlr56aKtUj3oMrAUJzsyI4UzOLt/ntMN9S+LzJv3ZGLYkdZMxsz2g/qL3Xthos3b80s6V/FW9LmcmGENVVcfjUY0cBLkqBXNVVTnx6XS62F9Y6wygoO6IDAJKRd22bQwBgbXG9t774I0lay2TyLQYZRKKppE8qVKjW+eiUtAuqTCXt04SVmklK6NPCj/pkpSjdc1Wddsq7FzSd/X58N7LxaiLoCGCzLvN5qP33/vuD3546k+brrWmmkKMs9N67vvbeYpgrLMOAMZhIkNdtxmGkQFCCCH7qp7NvlNKtXVC9JVtJAhA9dVQOZnr62vvvXXzL242Gx+Sta6u6/405pSSD4hIDJWRd0jEkEM0gJumZcr7/TbnDJDbtmVI4zgiCaadsaYQfeWqlPLiFiD4Z64qR2TSjI+YBWz7vpc6XNx0ZE41jqM6EAKAWHQwc4oTZ2Lmtqnqyk6Tf/7smbWWyPjJP37yzFWzvUTdtFMI8shevXx9fX293e5yCk1bVwathdoZjiFitlQ3bX2x2xtrnLN1Xb/69OU0jiJPQGSqqpp8FGnlGOM0eSLUDeucY+BxnJwF5rzYG86057quU8w5c0yZGb2PMWbniMieToMIyci8UaV6j8ejFKUlblYTeNlcSqCVwlhUbXXit7IdXnXbz/PJ8nxYnUurAcBqurBCWJzLQT0IJv+M6cJD9eEdnygxQJbpTjWMoXLOGmTO5wVqWWXclXmyGpROra0F/c8Y8iq3lpAm9XpMXh6YHPHl5Er48QjIwGKjVh6+8oW32+7x48ef/PDH128OCBOCR+AECGwzG2sBEAgX8j0WpRcgIqQCPG2MJTL33Yru3MyVb1A63i6R496VnzEv5wCQUtRmADOmFMtVsoI7Ppg3aK+9bM3mLNM1bbLK/DOVq1Mrq3Ni4YMUBVE0Xl5Q1oF3Vodv8398MCgKHXSZat5L71Y4q3NhnrJhn5lxQSit2rGs1n4PqeOcJ4vn8/QHQc+loCqISD1wiP8ve2/yrMty3IdlZlX3N5zp3nffe3gAAZDERFJh2RJDshdeKWTv7X/BG+8VXtkLLW1vFJYVDFNy2FTIli1algcuFIqQJVPWZBGkOIkECAoEIAIgpjuf8w3dVZleZFV2dnV/R1wS4XsWL+679zvn9FiVmb8pl+n7XOGo/8+1ozXykZ49syB6bWtR8IqwFnrKH6tsLgWEpXjhgGYygl090hcjJUJEgQHzzflEX//at/7nn//9/+NvP/vB2x8ZhIVzjADd1ehSNECCQJ8BQVAwg7wjbP4R/FLzFRD1CAkZhCHfDaev/W9/+wv/wX+I/9Y1LmRgc1ZecXAFRJiSBkQzfwCnaQ4g2+5T/hFQVwD/9i0Hh7qCldzU4ivtCeGZWdmkqGYSJUeG8zLvZBZRMGcKNDC7Dnp8UW4Gm4bGeF1ckx7uDSeaN12bJQD2UI8FHtgC6+mXM//hOQG+oTBc+ACuZu00ZiFLGmHjpakf1pLFszc19dTaRb1cMYaJXwdVYk0BHX2xcXOxSt3W6oYjqhANVH/8JlfGNsc6/8WmX/LiK5sOO5OtCRXUoXszKdAyve97jbEGgGE4XV9frwr5VgupxgG1Gbr5/de/BfXZti2+MTwrmg2/M15dXVlSCDNjIHs2tAbVEynhdadz33Wa9qZzDcMltAh+OJxubm7VyzGzjDmFGMdxVNnt27dvj8fje092+90ecnq4v7/abwyVVadNvZW73U77MYtKtwC9YoQIPru8M0MmS4AwDZhqpSyLxTPTDEtXEM+7NFnCkCHY6qxrwX2x2k2JyKbrhSUN55vr68/82I+mlGLsXr95eHh+GJPkLPvdnjAhcE4cCFIq1pfCkMbMLDotHYYh86jeTre3t3kYoYQEpurvmrQHUBGXvgWh22xDN455HDOSOqAIakVGMAxJ2wxzZGVmzc1TUHR/dWUYTs58eDgzyzic6tWg8/l8CuPxWMSEOYu2RjlnEciZLXpEexh9PJScqZf94eFBpYk3N1emgQSAAHm73envDSES0XAeC9d3s3v7cBjepKv9/s2bN+fz+Xg87rbb/XYnOT17+uT29jalw36/7WIQTne31/v99hMf//jd9a2SaR/e3o8pnR7ebjabu9ubcRwAJMSwv756+/YtEkSk/f5KbTXsUdc3I4Sg6JmIhIAW/bfZbI/Hkx2nYSoabT+Ooz57u91Op2/apaeUFAHWZUHXanW+NcqGPq56g3xX0qxs5Dhxq8z8VY306pxoqcq2Vc6vM5737p0vGlsXWCTprcrQANjqTwDIWYiw3+yeP//Bzc3NftsRPBZu52IOSjz6pEpfeqvE0FtrpCM3m1f1fY8kNjfy8zZ3yUiYBWZeHXYJdrvd1dXN8+fPxzEFyl0kxCRJxnEc09iEINkmVDKaWNgZanvTVX3OtrteKbz6/tidsF3BzHxCCLoX+38KIfoL1/dxflfEP0DN9FEXXFOo2y+1XXAYkk09lTCstPJa6IAxFoxYb/NaM0fV961xVyMixODrm7naXpoesmFgTnvwvHYRc79ck8b5F2bVoajWoeuhk9OHF/6zqxzOSx318m2ZjgQxs/eh0Q7NQ5WVb4bgXVnKv4rXcKrnil00EBGCmWWfJV+Uq8eM4gYBiCiCLMDShYAiT85v4Xe+/g//k//05ne//qnDQ8rHEK8ywC70x/Oxg5ABMnAp7ACiPq5AIxCC4Dtx3h892maQHJhFAkLIKBJpy+NH9+P3f+O3n/6Jnzw1tlqLYV5llaNLnbQq1lZztrHf9HbgREe5hHsYDuMHk34IahYUfut6ZDw0LQjLoE63yXEdGNliZVWjHZI1frq+XZqt1kWPfEOoWiC3FhViXvXUWIG5Vo0lm6vRZAyscn5WWQCe+ND80mWz591EdQ3xLJJlE+VKB5Dajjb5e16KtnRdbhZPm5n6Ika902wwqoLMZiRqJpNN3pI/XwO7GjqJZ6sej8ebmxuAAiIZprH6BC4TdJdF1dL7FBZu5pco98ttyELAS79U5877/d4caAyoySmlcVTeo9WjVo3YYGKzYRHpYgTEMTMRqgES1g0k55yHEko+hSIAcGb9yQrlaXNiVhaujAmWT6g1tEmbPCPaTk0/5uM0fB/oTXr1LwFAWaMT/6smp2tzpamDyvyMMeaU9W9evXz+5Omzz332M7/xL3775vYmCxzP+XAczHnYrPaVh1mx0KzjqK7r+k3UK9/3/fH+QcPrLA9Cr4aq5qAmB755+yDCKQ9dF7tAxjQGgN22D4TaJdq7oMevYGCM8Xg87ffXRPj27X3OmahjTghEpHxsOnE+jwkhDufji+H11dVVznw+J32DvB5VqbPKoVXiq9XVCtvGSEZmHoaBOR3OSVv34/GsLdDrV28R8f7+YRiHV69fXV3t9vt90Nh6pM1mc3O9L1At52fPnj55cgeSd9vNB++/P57Ov/fVr8QQnj17xiwEsN1vQwhd3+32fUpjynnMCQNtNhtIoty6nLmKOaOGKwJQzid9rphDTXsOiruowFWfDT145Xkej0cbb+33W4O4m9BLs6hVhYLRj20l8az75X63rEWXc6JVQ/jVgO4GtWtY/Uu53eOMOafoaeHEsr8o4FWz6Jg5pdz328RwHvOmjwDsVQDtyu9+V1F/LmMAvMadCEKI9e3tbITWdT3L6Lvb9nqpj71bbW2Cq3/Z5e7DDz/83re/c3V1FUMfQw5BxgzDGcYE3nHLY0fFSycl4RY4MnhXRCgUfoKBv/66m9TNy8OWZideGehpPH0fvW5wJjCrG6r+WRW9fktLKekK7Lf/uaarDP+oaIoAACAASURBVFZNtKqjjtLoEiUuvN4sXGMI6iNLxb6vobjYKNF8e63pXeVeBjdTVxpkGdQVIb545pXTc7Y6/lV0u8mLbMzfLnFHl1v7pa5vKbRTvNfGkB5jMMcdFZE+grE0nzcjU0QSEPaloR2h6iRBEFgApGo+ERBFAgDmNA7j7/x3/+03/vovfPIbz98fz5lxCNc580ZA8mEXwimLlLhL1jg2BtLsFAIS4HceLH8E2zyasFsUwEGGncjV4fT2S7/7YcAz4JLm0WwMjrZhTyNPczqDG5AQgRdFatOoLENEl5POJdbU8AbNAbhxs1hKWJdbyXL44iPp7GPmYwELk61Z9Gh5u8lYNDlnS7N0V6BFn1aXF70sS/Knl1WbHs8pvvASlGcVhk9raHhBq5oK973tj7WTKk0FgpqIaJPb1BDN8dtq34yuPbFlqYGvXJKAcwx2lT9v4YerCKe2eY0mwmdm7Ha7w+EwDEMIqOP8xt97lcm/TLCAtQTCpZx76Te2rPCWv70J7TAuopV6imUxc991aSxBYeZLZLVseWJT0sC64XiKXQcUdNio3cXNzQ1q3Y8AIuOQuu0GsjCzMOs80giuWvdrgIoWdeb7ou2W+poY6Ho4HJT8ZrmX1oebHk9/rJ6CObiYv6JpSlUfCE6hoxv68Xg0UrTGlIsIMJxPJwGQzPf3b/c3d5/4xMd/7xvfvLq6uj++GsdzGkYNA7T4zWEYlJgnItvtTsPBCTBEtNj3Z8+eaZk3jmfDFfV8bSCuTg2vXr3q+vD06UfD+XR3d4eIw3mIIXZdv9vBMIx6cYZhUG9JtVdVlG/I+eWLN/urq/u39wpV9X2vJe5+v0cIaZQYN8N4ylm6LjILYby+2hPRMJxZ2Gi9qpPUL70LDw8HAFGhbAhBJIcQVFRFhBS6w+GtiNrS5Bi7lFJKmbMghc129/6mQ4Dddnc6Pjx58mQTO+ZE1AHAzfX1Zz7z2bu7mxgCEQynM0oG5GfvPQkh7PoekTLnfrthzuNwAoIQwmbXh4CBiSF1oTdDDTNVmFRznJA2IixS+OciJRkohMgsIZDlr4YQnj9/fn19rUpFfdh0yqBZHZUcDsYDv76+bjxdLaHxkndl4921qkh6ZGrZJNA0C4JvQRsvhnmoqaxa9Pud91Idy8wCbHFfCEQhnIdx3/fMcDycNwG3PfjwhtUYs9LmEYgquYvZFGckdLoIAEghFhooIU2OGqjfj3aAnrSKNU9aWSTKOBIRQCaiGJSlM25C/uiD93/3K18/sew7ZETMJAko8rYXHtkcoupG2xnjKPSgNDnbwCyHfYu91SXb7QZgY7Z11iwxB7v0KSUiQCSVvXmp8XL118SPEHrfSU/jt1J5SM7TKw3z1B0RGcajlyz6bdXyWL3JbBME7AsF21ndCLZFOPXPSp8QKdischK8q7LOD4tpag0nEagaFGQkydWdLOfSDCquFUATOEaoYbLeP60cYSBmySnllANi13WD/vYQBIGZCaKx6o1kO4lhRO1pyBfBteyY5WeYl7o28wBAgkM6V10B+59cbo2I2luT5VM1ti6zLJTyKyqvQHKfUSRkCAzEiNgxdCCIkAkyAI6BHnYikm6OsOfda2C+7W5f/GD/u9/68n/5l7q/84ufBwyAZwACjFkAMGvDmJWxqYidS0lWPA/4nSzvj+DXBtIZ5RhjnwBlGIE7iMQhxu33vvyb3Xe/Ht7/bAxylEEIKJNIGIgAccvSM4yVSiAsCBrOoa+8EVF0ZS1zNBCNgEQA5AxQF4TlZkZEgFmEsXhFiYgplPR1CAhUxEeoCkB1YVE/mFwFwOZoiwDlY4is/1hTfwAca1oKXRlFzwkLFCAiiCGETQhhHCf5FlHQeXBK2dwxiRovDfQ6AhVC13czNbMa27a9b6dbe0FXTuVx+M5TyUg2yKsMC5o3rhGRVFOt450aXsq6GZqsQARNUGCGLuOY9bJUMaFKnqYDUAqCLdfG+wiBRs5DziZEX1q9Nclvs2JiulyZGRQ9rh+zJopDQGYYx3MIW4uusmtoxBOt7RrAjVn79kwEw3C6urpSJmdKKUZ1p1QqGoaAIjmEjXYRtq/5yWDTKjeDQoOVfJm1apDQ0D794MN36/Uh52rhQBVCxzymEIJ634WKqHeBRETHDV3ceP9Y9ZA8n49d1+U8IrNQnzgz527bcRq7EBJjpnhiOMu534aAARMA0NvDQ7/ZPBwPgbrxzFfXu5xHLWSghvv1/UahccSAyLXgFrMxNEv6YUgAxJyZoSS5x04EQ9Cosc7H7llWtTE/NYtFf5oV39ZgGy/a3BS1E9ZAF11Txpxun9y9ePkypfwjH//o9Zu3X/vmd87D8XA67vu93lDdu22bNiPTnPPx4aD+Lpzh1atXm83mLT9sNpvDy9eJWbvQruv44azdlPbSIYTdZvP+++/nnIXD7e37ioUG7igE6rquo4yH16/fPDwch2HISXa7HTMjyfX19TgOb+8f7u7uur6/fXIXung4HI7nY3nUA8RIoe9ih0lws+t3ux1R6KBXpCufD2/vX3/wwQcPx3siUuIiRTydTgw5MSAFZj6dx66Dbehev3m72Ww2m71m6xEoGZUODw+HwyHnFGPo+555DCHsdnvAzd3tbYz09jVCOm734eZ6F4h//Md+9Mnd3Xh6/YNvvdD+udfiVri/u0kpAUmISBIAMgDHSCmlYRw3sqEokYEAM48m+IyxVJIKDgNAjCQM2+3OIj00eiGllHOKEYn01ZYYKcYQIwHokiLq3GsUX2vttIc0rqaXFnt7Jw/a6x8aP94lBNeIApajyaV7yiMYg/la2dK0VH41TE4DupZU8xmmBZEQiJkAJCcA3Hf9pttyxpevXu+vryHJLm4QBCRTtYvUE2IQ3esqJTMEfYHNptbzdpoYH++60eTU2cn45mfJu7N/LUBZF29ur0+n0+l0ur3eQUoioAYEguxJLPbr7E437gUe0IPGcnMx0vN9uVHVPfC6PAvbY7RBIuo9Cq/qxGV33vgrTEKL+XNg13YJJ3pL7mZeG2qUZzNXSIlrerIVTGSSVqJS2aiZ1ULXjp6MZGZ0/kb4Y2vD/WTwIWBaNSoxPcbIDIAUYx8DBMAQQgyCiEKobZ46ToB73oIX+Wj6nVdALSIlvJNQE5Bl81RwtkCeloYLGa5fDkKNEWtkHqVOGoJITsJCiEQinDnpZJaAkURAdgeMuM0M9zEEkds/eHH4x//sN//yXz3/xpc/DUgwpTHgrJd79/XDqM1DLtpNAICIBMwEGEZ+/vXfh69+M37wuTElJkHBQJS5sm8ZtN2oglFQ0N5YxSIChGXQ5xViVJ/V6oQyhTrKPL3H/lNXGtLMG9GlKUNly9tU1DiKiKZPlsoXLZk1sHCxWo1XZeaKQU1sMcTCFgNg53GSdZBnMJqenynQLNxyiSnZmtzMzvwutuRSThE78zhZ/XPfR09F8QiSLnENXdC7s3jx4SqapMdckUxebqE+e7exAWji75bDaV/u2y62hMj0t3sjysaVys5iOQA1lm9D2bU/61ZiwdNe/2+/0XtsLofoS3eE1ctoLahZaK5exqU3uofpmtnr6uDfw9pwwSfM75ibzUYJmeU35px4GNKICIMIcO77fswQd/1wHpQglykfxzMR7He70EUB4SzjOIxDDBEbJMG4KufzmQjMI1Sj1Qwn14GveXeDCwzQQsjG0wZi+1rCSKdQkwbtfWxUu7YXK6FJr0PXbTb7XXp4UOrpm7evttfX+/3uart5end3e3Pz9tV9CDKcT+N4vr667q42Oeer/ZWAPDw8HI/HvutjjDFiTmfh8epqMwxDDDHn8+l0fzgNN9fX2+0WURTpH1GYtUfqREZChCA5nR8eBh2QMTMg5NTjgG/v3242/f3bFEN4uH89DMfNZrPdbc6nQ8q5i3g4vD0e799777333rt7+uTm/uHheDwO5zPzGGgbSAg5RoxxgyDDcOr7/nC4F5HNpg/hSQwhp5zG8c3r18pr5Zyp72MIuKGU0uFwenh4E2OMIZyOYxpPLNLFiDnnMe/6q/ef3vHdjYKoRKLEXUQKMe62OwoQP/2JJ3fX1/tdGodA+PTpndImP/jgA231vZ2JPgyKiJrsDQBub29zzq9ever7/uqqRCnoM3N/f6+f7Lru/v5e2WdK4rVs991uZzojXTTsUTH0Xk+hoQ80YIZfZh8R0dnj2ojfloTtVUP1hqHQdFyr4t5V4n3TmMDCaPpS2naz5hS8dyJelqPNiQPFw/EQu17RlHEcqYvBd0MT3cyV8c1pmxNJQ7ZplHWrbR44Y7eGL+Snp96iGmL3/vvvA8DhcAzxJo1aZ8eAlIAvGdb7G7BUF/iWcsnKXXYsvvu3zr7RDzQ5P13XabIqs9R7ICGgyyIHvx8vVPtIMfg7am0YM1oHYt5uzLgcSOvHtHHz7VaMkXOhBBQ4zgeUMyPNfDjbwcZc12dH4kfm7sqISPYWsZwzUbaCwN9r9XgtMQ8iJO7K1IAB4cGqKD8jtCJMQQMTiDZPl+nL7U4ZvG65mcu5vjdaWIplG/apzY20uzYXvk3ejsIjspBIyIShKiSTIBPnLkmfNgyUIw2nw8fy8N2/8td+42f+yo+e86chpOq7SO6Vetfj/fB+5ZIwgAEgAIycu9gFll74+mF8+H9/Vf7kv5siQ4ioTSFAAMgigJBdoEtTnq6R/aT61zo+xWVroqJn83snCCJZcAwIA7Z7oZ+bNtuhDdTst9u6sUrtM5jIl4w527A212Uz1GIaAFidGLCuE+YTJoJzYZs6ehdGpahncylhZ3ECuvLP1cVGYTUcjwu8iSKSmWcB7n4kpMoar01aDo99x6If9No2PS+HNLYR5N6QprEHMJ15qF9e0N5oL/3ku2HXpzRBguqe0tx0X9av9p/eYHNJHgaXu2NGaD5WUS0oPD24MTmDRSwhrCXXN93jKi3TK0KX9tpLMpV/zsFFKS5vR1MIehzYtmmNJhqzJM5EyCkFjOM4/uD5q7g7C0gazi9fvoD9FUlOadhfbZPA6XwWFs6S8qhmAb7uqiY9amkTfQlxOByU/ajP/OFwsuLHqmQzshdhAFEnQ6gehh7/1GbAxqn2Aaso/BxES/ztdqvuiPqL9K0XyU+ePBlOh9ubqyd3N8wQYpRhHIahj3hzdac+kwDds2dPNFTg1StQCp9GqyneqMzSvu+/18fXb9+EQH0HXVe8Z673XcUhJRIqdAx85myrAeeUMQIJkaQA9MGzW8IYMY/jeHNztd1uz8Nxt+mur59q/oRKJXPOz57ePjw8KNvQHtT7+3tlHZ+OQ0pp0xedy+bqioie3twdj0ctIULsqacS3h0Zt92uD/f3WDNySgagiOy7Tlup+/t7RAyRttutegL1fb/p+y6Gm5vrJ0/vhtPxxYsXx4c3T+9uuy4e3r4ex/HJk1uVAiofTZmiypD0L7UlrOgy8vTpUxuKKSqrBrB63cw/put6i0Pwc3A9C3341WbGMhIMYTaumeceex7K0hbYAypNrb5cK5ZzxgbMb/wpHknJu+RR7MdkDSO9wWk8pf/igLgefChpAlpHUEpMXRhSev7iJcXuEx99wAzjmAIhdRGFnZuG0nuc06YCrHp8fi9pWmdbeRt/mKUr/ZIM03zMr4Mpj7e3t9dXVy9fvhzH90wsDyhBCKkF3/wq3PinLedqfnubc/nYS8yb7s73e0sj7HknXBgdfpepWfBL6xtjb6Liqxpmpcwf/UsdROrPV0KLHkO15Z1iIXROqS+teq+5JhbV2YkCIAKSiJ5FcdMr1Qwi6I+tl8UElrTEmkXiBGqF0GyoM90Cx6Zn9lMZQGBmnb+T8yOZLFBoFNFBb3Gq1HQNeyli6IzEa5JlewCGYbSmvRkV6+vmzaA9zlltWkozWTnGyrBlokBEXdWKeFuFqcw9ZSbhSEIMSirWDQ8FiTrA4TQ+BBY53b4ZP/nixVf/xs9//3/8n75wHJ7mSJISCgm03AC9kjjr/d59/ZC0eZgRkIEACSQgsbCAdMDXh/NX/84/+Mn/6D8eNt2YuUfKWQABMiNCAsH51G8ZqwqtI9Hi82vquNWS15P3pnGM+9/VPq3ZlpqUM19feslu8zP1D+avWAcuwXtKjWOqeLuBLU1aCRlWpnPlunhG03hYT7i6jzQDxGrW0sZ7GrVkKbrzW8DSCaDZa2oX115PH1IHUIyyml7dUw+8WNHiVb283EaZPm3cJ/c0z4CetJ2+HWSz0Ruat9z3LRujUa37U8g5Pzw8aJWsd6pxbtMixE8zl1P2xrrAa8j9w7xaTi0nm8vjhEVkSOP4uuxdlw6r9nmrfe0bHd4YUCgEkhBQuOu6j7ptpv473/3B1dXVkydPbrYbSCPiVkAIoN9sAsVYVDSF1qhSQLuM1Qdy9LdDj0opiAqFrcZOmKGulitmXLd8Brxv7WQ9Wv/S7DHsPVIrFKVnV/wwxxiBMwZ8enObP8q7Tc+CHz6900eBcx5TUpRp2yNi9+zp9UcfPIldV9rFYdAwvc325tWrV5uu/+jDp+8/vR7HERCfPHmCAMMwnM5nBKCwv9rvz+eTNjZd7GIX1T9TMSgEBIKPf/TsfB5jjMN5fHK7zTlfXV0T4TCeN5sNsmw2GxYhxMwszCHGj57dPTw8jCmFLopAGtPYIY+czocnt9dv3rxFTFdXV8fjOY8nIbzadSMxM1/fXim8ndI5ZSDI2+12t+9vdk+j0muZQ31/8zhQCFf7zd3tbr/f31xf95suhDiOAwDstn0fCBDT6T4gfOz9u3E49xG3m0gSu4A559evX5/PZ23SdrtdBQmSATO6DmvnrzCdWQelxBaLrb2lqjcRcbvdhoDmDjgMg6bA+0GAObV6JbD3bmwqRv+SNqnOTVfid6il9QMsYr2sql+17lvlbS7/ptkWfaNxKdpndalpRlf+v0QkwCKsaLMAClHsNudh/Ma/+v0v/ORPsihwh+OQECAEJQMpPKDyffSkvAhz38VVf/wGoYKFsUzTGi12NVySZZUWcnNz9fTpk1evXocQWYYAEQVZmAglXzKgm83YfNzTJb316n1dajQvSTn9LZ9HCFjyOywct7nhkTpgmiSzOicUaUsx6oDyg0Sw/r3mZzGzqKylUhmZGUVi5cfrB3LOqRY0KhJIw9n2bSIEwJxnxVaZ/bt92h5IpwMsfm4sEmeu6xxpsgqAQABxyY1hVqEfVV2KeOTB02tx0qIEI2pPN4IFCrkSlBSuBFpThCsmYPdowW5KHmfws16RKeZxSawqC9aYPI/lcDhYRcLMMQlj5pgxciTM50QJCCmhSAx96O/P4ykeN6fDB9/6/q/+xZ+Ff/JLP54zsySkID3JsV0dAOSd6u6H9ksQQDAIqa5SIGeRDLIFvB758LU/ePjO9/jm40IkGYSBCAl0dAQyF42vUkoW7QQYpkdEmq4OKwk6Re93yWBaETPAGtqDglTMZwlbI+Xph6OYoLXBoJcUdO8U6sVXFZfUdYxrEKikNFYnMF3qG8EV+U5VJzKWAWCbkUkSmsbmUvKnd8Yy8tuyYZjHsc5sP1bz91S6pnPhJiVch4P1p/GqqmRJCGwIMro0xeqS5Xdtj1+t7nfa5s23PF6CZk3oKLg8Ug9mekKjZ1T2fa/lftX5xOY6qBjMFHdaei4HFg3dpiHK+s390ry8KRtWDUIvtYjNBrdkcC2Jyr45NxgQCWOIABJiBM6ack6bKzVgvL252RJKwL4LJZslkGQAIE4pxug5b40Tkg4NbCLshx1EZBlOzSCmXhkMgexv/MijQU7Mh8PooB7ltnGJRkpoV6+UHBHOmbfbbUqJ05jS6Wa/2W8/htXFR109Nf/a5g5TlEg15NMms+u6ly9fdl233+/N0UAHPQpg6AXvug5ZNPzQhiOKUCnkeB4HlWZ0Xae7rx72OI4sE0fJogIVeR7H8fajZ+M42oaNH72vddQHH3w4juOLFy+GYQghbjZbiw3IOV9fX2vrBQDX19fbXVBS5Xa7NeaULhfDMEBm5rzf7/b7vWJob968OZ1OnQ7oJUWKRBRrZth204/jmEbUNMXjedAbZ2469p565N8eBj0S69O0STMxjtE79f4aKBdjVM1hI0hrQqoNE/MqmIYj7dkiq2mZl4D31UbL8zNXsfrVSeiq/KrphpqJXrNl+5ayYTVf6jh8aa2aHxBKwrHfUex+/dd+XRB+5JM/EmKItW9jARQIRAKszlzNUhaNPmEvedPe+D3Y6+KWnorN1WzO3OunXei2EGz3+/2rN6+RSBgYanq7MCEtb/ylSd4SV2xML5fph553sezulrOBmRGZxvgVjwGtsMqho+pLqv0ZAdbUudJqZ84gghScd79g5dVyuexToPa0SWjqAoD6hscYkIiFUepsEks7ZEfr2+D6c1SpydNepRvtnCe41IYaLccHNDWXXTmc1bu8OMLb451ztiFvDTYERK4pYcWZ0Efb+y0qpzwOyRZZj4mrm1kInc4yDfe3rqyxJFq6EWQucQVLgUF5EbboVT1KHbE2T/Im8SgwAmYC6HYRMgHRKJwJEePdbdi+eZF/69f+xc/85evf+PKHp5FFUugTAAXss3v2QABQ8B1184e7zyMAUpQOgEWwp3FgkKGXON6fXn/t9/c//gFst5JAseMgAgQcSARHHqchhQjZg9c8mdV5X8dGzt91yoIkVU7YGo66PnFp42Z1v+lzC0Pagh6FmULQzyOo+lSYGUSy7RplSYFHQrqbv2Tm7XZLRCkVo+0SqYJTL6pTZ5FE1C8bSBONKDvIT5GtqqgmW+Tfeq8zX6X/NfFx3t9/WdbXVMOyZNlOujSutMGZrwNsGbEKzIV94rK7aGiTfmrmIZRGwDbHHrFJA2qAmgakgrm0HhYxPEv53LII09tkuqAG+LVW0FfzqwawqxkJq3Bcg+L6knE1W2I1nxbWsuaXZH5TkK7er6UAJBDpkLhUvQZvhjSOI5IgARqJVycoLCIQUShSnSpwoWlJ1oeqmVE6V1g/WAHT9GpslY6Ap/5zHoToq8HGA8M7LvqLPAW+OTCz6zoEFECiyByY826/zZk554DY9wEBU04ItAkoIYLI7nqvIZ5eXqGVoUQiNcAA+MTHPuCcrTMBzpJ4E6ijOBU/IwMKYd5urCXOwnkczgAQCPfbjssVZgo0jiNKAJaIojGnSCSREAvIue/vUGG9GjRV3nQKhKRL2abr99sPhQURkFBTkmPXEWJK6cNn1wIgzDFGqFlOiuNNaDARXu0IbObO4/kgzNf7zW4T6w1iLf0yI2nnBtBvtyIyZFZnBB2y+NmH1cZegamtr5kY1ZdRKsEKvC5GDVSMN9FMHJa4WbNyNivwMgNsVaa72hTAItZrKYpbCu1WX/AG2WpaJg9cL4dN9pZ5mGRpTdw0R14ePDVQzEQxM6Scs2C3CS9evvqn/+yXPvu5z8UYmYWBEYMgppwFAIFCUGwoNxzy6NmuzSq2ZFw8Qps0nxzPFVmeITSACWdAvr6+evXq1el0ioicAQUM1XmcrbSMxXjEbcVvV55S4gUSsGbcvJrYYwPvYsFfkKYilIHKAPRJcdguvmLfbvnjgBD0BdMwCpw9N1PZX9LYpBqyBUD3YrixgUnppo2NEKacOl2bsrtHxU91SdeZ5w5LM0Ctw3hR2iN40k+NdaMAE/4JwoX/UzwhRFvf+vA0ExciYpzU3jYttkpONSlEJeSgnOvMgzQvK86GorZM55tMfWAa7zXTa0TMkTtBlECCiJgyYN8hRUnDtg/daXh/zN/++V/4zb/wFz95OtwxZAgAERiJONMRZhQt9DjeO0jvh/ELQQjUvJIYGDQht8Tg5Jgh/atvR/jp45hCjhgDSo4AgMAAY2ZVzFWgjnIqw13QhA6wxqrOXwIhkjIYEfF0OkzPJ5ROz1iOSC68TsDoyorX6euqJYPuNyrxn6IjETlbNoA2kRPH2EySfB6AC6wTCwD0aS6T3T+UXlFY5lpZdaQkT+kUEeZJNTGOY0pTwd2MihXEqG6iZfk10C5nFuGuQ1+Xz8E6UCPKOjEsnjS6ghlBbinGsCGjEQ18EWA/fxhOWgerc687TmhYr6tkSCspzEdtqWD3bBQrKbCO/5dN+JLI1OBRHh11BmAJ1uIlfJthpv++ZLSTVclQM5VbZiSsDRlbOE53B++96fMwmmHfEqhsHBcaXH0p6mvIIJ454sk+Uz0HlfSjXGREQmLmMY0hhC7E4GJdIwWlcImgoIC0hU0z+G4IKcvh+PK7ms94hc4jxfeljOkl105EsNKD9MUBgK6LmTKV+CHu+zDbCoWFVFQiijYH8j+2Xh9Rb7kxEgUUCsCcJBc/XxEJtYCiQM34Y7pZxbdau6QUgiBm0FoPGRDQUxhK+ST6tmnDXSW1rLMx/WgghGJ7yFoKISRECqH+tIAAOVgHks560FjiNQgZU05LsnEg5XdXdywBASzWCmr7JqD/Zi9so19tfPX8w2Br4DIipXkMVi2dm/nRcu5zieK3xNmWo65VD4VV4uWSBWCxLg0F9BKw1oR8Ns82rOVwPp7WsMrIWCIrXexSykiRU0YKod/88j//f87n86c+/alhOIW+U79KpdplTpyx60IsnR57ekhsGrxVysElylCjM/a2pwa2wNzAtLnoKjx79uy9b3zza8fj6Wbf61yEEFhmUfGrcdjLyIhmTtCIpC8RcJuFqRnmrU4KtRgqiClg9c6Wgu1Vt3FVnM3QZKDyX+fXUj3KawqW41YRUTXTdwdfPoElNo/zfIg4i69tL52QHuEEFcl8mAHiaccWmNvgtMvBvIggrTRL0w0CMasBAUECCtUCtnixkAgICCECkukKENXOj2u9WrIx7Ly6LhBRzhxCY9vTjoKarcutmDV/jJnVLzME/6rAZSoOAAhlEo7Vcj53NELuOT2NiOfT7nd/70s/+3Mv/u4//InDuEl4EGba9kKdjJKHDCPAdsb3m60HSq+6qgAAIABJREFU75qmH8Y2r7zSGUoPhIICzAiCEFnSV74ahRGRszAy85jHcQyY+m6TImOWaglb3i8pItu6iopbgPWRFpDM6tSpOlQp9E//oOaclWhdosyroaIzIhGNVDGud/WDmV4CETUmqQsV5wnqD3Nen77PNkrTVxtaP8OJM+b2iBCCvr85s0hS0N6TNmucA7heJQAQcwkzUP8Vfctzlq4L3jRybnmCddqGzJJzmq9y2PA5zd3Kry3GXGr8so054tq/aUWtu1jxrFI9sLnUeM6P71UukYvMxgDmoX++8zE/vWZrszyGXICRFo6z+AQL4jNsp0k7WBJ5bDPq+14dARru5ZKFpa4hap3lg3n8nLFJAmzACn+ORkWBRV7l0np0yWlaBfR8EeLP3TPEViGIcjzS/kYiYgBh4ZyzmoSoNqSOd8jI0WtE4iVbdbkRN6bzq3XdEtxoCJP++i/bgGYE7ws5AD+uoDrcdrd+WX9ObHP2Q3OswaFzzWQ2NQ0AKPvUHsjaYFur42M/BQCraaEIQNAJtA6+NDYjxEsp02Xwnqdr5UYnZf1EhLo8shkigKzIQZf9gB8Z1PEELm2ZdLatR2SmegAoNeAaLtgXraaEX9zd5guCXxWb6Y9/wZfBBqtdWXMdGrR/eZBLnmfz9PrFR6eBNvdpwlqW457V4t+vro/g/EuY0R+w52U0XasupMfjMcTucDrur+9C7L74xV/55V/51T/xJ//N6/2u62LQ4KPpteIsQiwhhEBFAWbba1y1qGrS4v1Azls2N5sZuBCJVR1dcyeYOQYKITx79uz7P/jBd77/vdsf/zSQgACwAIrmFy3T5RuE1+eSN/7UjbLzXzuBW13ploOf5Tyjedma5moJED3yPjdTBL+NNb/RU1/8STWsaHtPlh7iqz3w8sXzlrWXkoj0gmfO2iYK12a3JomjdbMIiBQKd7SwHTQNS5BY/e5YAMQbxQIBI2fIXnHXIHsGeS5MgNQvB5ecIj+GqZkQuueAsAhkmBvMTji4E8AQEQIHJOWYDoQ5wDXn98YUv/W93/ub/+c3/5e/9eF3f/DxE++oHwQibUSkgyFAZgDIwVb7WQqeAL1rmH5o0TwAYGAGAoAoQBkToBrqEMjxd752/93vvrm+Cyc6EIcgNyxjoONpCCegUFD6ru9ExzjCIQRCKvpUBBCkUAA709sU10dJKjXdbDcIhdfEmcugN6NwzVwvMc1ZIUHNU9F5Sgim5i2hoArkqLbK00CMoWBtXrMcTVx9EQRBDNojOeY8Vf1Mbxmn4EpCIqUnAZEPCBXmshQoLbPret8MNHp9FcZ4bzeoHhV1rbDmFjwup9N6tSvwyhaTk9lyrVHUjTGJp0HWS4ceZvErbYzRQgXtu4yKuSRSelqp3RGbWDcHo7FpFnzXYIN+gzAMdrla+rD4ZmZvl/fSgFyPQb3+zDlmuS02qUhL/fyljb4BByzYzQwkbMX2eVH+jFaLlkub+Nw9dcq08G6Bq4BDVeZrgmJAERXqA2Ia0+l02nSquuI65GFmFlAtBJtkZLUlg7V0B7vLKrW6VI8+IkpsMsGWcsRH2uzpAdPFsbLGWXc+JMDSwXJzLnNMuPU7sFswaZR91U76/hWtSvUkLn0XqW+3/pBqWFzrFGVsFcwOSwZoc0ZN1ScIoreFAAEJyVEbhMs/1gPQ0kiFNmtN1JKMVn87TdPnOuQidHYX7gdNcdYSl3ALrHlRPs5ou9SC+mM2gtWSsbkEh2HhiLsqcF3iCqtP4CpG3cA2NswyG89LVM/l4uOPv4mWaSY4l5rS5Vq37CoL9z7ElGWzu7o/nL74xX/yy//8n//bf/pP/bE/9hMBpSMMUTcJsY0LAFLOCBmibm3TbDdeui6rGn2vWV/l1BqI58UAy/7EdqOcEsP5+vqaEF+/fi0CgQhyqf4vSaIbcoUnxiyJ+5730qgzlwt6w6ZdpUM0D1/DyliOJFfVKcvcnuVz7Peh1XHLcpSyZNXaVN4PfmBFfE+PvJaX2lfLV3BrX1AvTcRYRkuNtQCUnksqdVRQNQjKF50QrGbgChpcXv2a/K13bRELuACWaa1DkYKjNgZrLfwiElxwn99p8ny3bpQ5gkBCQUAECWEb8fp8ji/ffvm/+K/v/+4/+tj5AXnsMDDnCOHEh44AgUVCgk3C2MvJYavTtLIINt+1TT+E4jwBFISMEASCYARBwCzFOjU9fxmE+67DRF2PhDlkEcJAQdlDObNGbFvamCV52GpW/fNjCNG8AZg5pUHN029vb/f7vXLp1bMOEQN23hPC1smSOIKirZSaE4QQDONizojlqPSpVBalq6ohS/I/Vo980nQpHVOmLWO73cYYcxY1Qjgej/M1s80+8gIGAFBDKbNlCqFTIxbXIuoSF3JmTzlpNFS6RKQ0rPY8toOYY4Etp5YN5csFNYhacD7ZZ8+YZslkSzD5Ik4mEw1jczloayoSrxuxtd23UtYBLlX3lpPubUuXVV0z47Or6kfdcCGhzhrycRzVQcTHqdsx6MeUutlcxkcoiKspCMtqYVWk12QcL7tTWMQor46w2zxVx3xb28EJK8RVyT6l19hutyEEHs/IWQSQAEUbhdKKyKImaYg2DX3OX7elSGd19/dVuK+XlqKjxopm2d3BSmRZ4Q3VC44sEhAdemcqlRJV5f+AlWHuB7siwpC1oNBPlV3bZMwIuV6lzGwXi5kRoHIBUmVj0fQyKjUBq2QD1IgBbZ8WEcSVuwwzlg45ltHU3qF1vJ5i5QXYIChSTxmYGcSM8fQhz+Jst1Ama3czTl2y8JaQ11Lt9jiat+znvQr0D/ntS4R8mT69jDd75AdeglKa5mq1MVlenwaxh7lH1/JrZt5+ueFcpcL6vzkcz0+fvvfizeH/+vv/4Ctf/b3Pf/7zX/jCT0jmbhfzeO66ar8EQkQsEAkQFLltSaRxtYhvsub8cXiWvLEdmrS9JV7vhbz++kaKBHy777tu+/L1OWOHfIqUEQJTBOHlI/jIyKpZcJtFx7bVC8G4692j3wjnF8cugtGKZNXDZ9GjXnwuPaZqi+SSdWmTKnNCK1Mp1fEQiXDDIZlfruU2oLOgEiSwWkBcki+axr2e1Ir635F1ISCpIAFMH8IgWGikY56SrHTgxYoM6opKhC7pznYsX6h5Sm31OSgixyXddPbu1f+az6cU6nPZJ3pGtco5BckkQaDPEBgzABN2I0ckRsgdMvF+TOdf/Ge/9Bf+m6uv/Msnb9/GDhMjgapucgQUYFYvVaXeTncCYN7mvevxfiibPCgPYQDV0UCG6nMsAgDpB9970m1ls8uE1Ilg7gYOgBRD7IlzsDI9pQSw8fUWAnJWxKbwiHLOOU+Bkywb0iIdUUQ2/Q4QN31UW13JxTZAx90p55wSorBkyVlAs9lbHoclgFnoC4DRzqeJDEs2prRSoFPKNmqJISChRrhnZs6573sWSGOiMiKkIjUEpBBiROZc3g9MUzmEKKXcUZISEKIQDmlAhFCpWVPMTCmCSKXHypwKgaQpIAiCSvuKH5aAzuOLMxalxADqBVoipKUCg4iYWTjncczn82iLlY7fy4x2WoJAIdOq7YYxndXJgIJulzY+g0CBy2IlIJIyEyjaKXV9Ey52I7ZzsbJqEaE06JktHi3GKICxLJjCWRBBuLh/pTHHGCGQMGAJwmnTHbxXXiCCOpZFgGBRq3pT5v1VF2MMIYVwOp04ZxChUMwqzLRMhJEodjF2UfWi1mA3LnHL3b8RhjBnC5ByG2sBlEAAWPXwQYoDl7nGoqDYjE0l74WUYtQUaLMiZoVQXcbVH5uWdbOS/ZEAmIj0TFVvk3IOIKEC39oQZGV8EyFgZpZF6fIIJNJCwWuUSKzJRvKoPAkMay6cQGzd+BSwK+2Qk5gUPjmR2+WwXIFiZcAwjXqnj8y6kWmIK7NivUByU98sdeMvIpTqZ9NcJTO3QwQdwwmCpofi/OM49aAigqXLw8m5TVDFOJXaXgyrACaYcLU7qlu/px9DQWoQEAmhOF3Z/dBD1jInC6OKwWHuC1hFQ1ik1eUwpkddrw6KDccvldNEcbUhdJChtUwr9F1Y0XaSe9Z4RkIWgdn8HR953y8PWVfEew1BoAqU0ITW0xNXNyzdesx7xivG6pGidQETsqDFOZThAvq8HamLnEASEKUNlzEAomBOOcbY9R3H6698/Vv/9y/+gzdv3v47f/pP/dRP/UQfI3LiMXWh4yyAuXCTWRBKQTlmyZwp0aafJOhxFbRtmqXVtMGG0b5Kh1smDjUNQ87cx3y9DdvN/rvfv08Se5IASQAZu4grFsbLFrkRMFyaWMAFTXkzLfCcH3/KNiU1v6PFKLHA+o4f76eMzQWU5hG1/2W2MJAVE+15J1l0v/PBwMwQ1atf/Ku42rYpiWCJcD5C9G+WKmZP+sdq8u4uo1VpwkHHzCgZgMuKU7dGHYIWMkW9L6X3u5h5pY4UEx5YB2bNg9eMNib2VD0rXggqEDERREEEJsCMIAIkEASQ6Ix4HcIJ+Z7GGOD6NMRf/d1/+p/95z/6/M3mcICt8DlvZSNQvG4QAnDRXxNkqgYs6P777uuH/IugWuxra8LgZwoChzebU8IsMYY+5owYJEYmIkHk0PdWlSqPcTauggBcJFIKp5tXvq60SdLSZYp5Y8dm1uqGxiz99DwcYSOVnLNWg/WtsUWmrQsNR6p5WSgiFBAQSNeAnJlCyszMmYUlE9HD8WBEUP0WpUHW9lWwNpk55/P5bOCPLlPbTe/l9Y1fS4DZmFJNPm3jV1DUWD32pQw3EsGuN4pmzudxHLfbbb/rjfwZnXJGMdgQY855TDnGEGIX3Hj4cDjolSyQnSSpqh3LsJ1aCIcfLvUh1noZzGg56cXuxWmxWGQYx5RzSFX2mRlhuvvjOIYUeu6NEq8eXQ2MiSiK5bJwY6ln6j4BiCHQEqxDFOYx581mk1IGMPpT2SdDxWN1zOFx1GYQ3hBnGp5qLfBRI3OQ0NP4CYKgoJRp6lS0aAdWUefKLpm581WS84rjQDmXYqExG6zOJ+lTzQcIY0pEBBSR8DQMd30ghIwYYsg5oQ0sAcuWv+Yesap3Ws6+4xxpafmulSTaTJ99m4feFmHOf0nM1tRI7XmIKHNlSLZVRzHarqVwXjYJfn+s76/qGxxHFIyIbp2CGJkIceq6l2Icw80IBANOJNB5k0aArrmxRtFqoTn1oImxwfpR+wuc1x1iplsoIAowCgsg+4m/2fXNZtRi8CY0HYnU53AibcK8qDZw8YLGCv4Qth0OEIYmt8Z7DS60M2W4BiJWJcq8VwRZj7ZbPZJlYb/KAnDiUPU7BJxPF1zUONWbIyJlqGofsQZvjophnfM4tEwzBIoCAZC1eSWgyQ8yjyxEm912s9m8evXq13/nG1/84i8Nw+nP/Nk/+6mPfwwlE+SgI0022rMUn1VUzKAo3gCExmza1zh3M5NLoH8jCWgSSH2dAWvOM02W6NSVocaq9NfX18+fPz8ej1d74sTqRMjCy85wlXY4W17nK+8q+LvUTS41kUZD9WJNv4svs+Abldcl4OhxSn1jetagqY2qe5V9Koua4BEq9qXr2eTqrF6x5TbQ3IIl8G3ZLKt8VJ3yESIKFGp8s1wiwAUR4zLFsbmej8htmxfVz3vs57ztYZN5m2GTsM8FmcmEDEBZDiBHSn2Hty9fv/qFX/z6z/71T3z7OafTALDPPTi87t3Xuy/dN4Y39/2nIlMnEQNwVNZPAEA2MGdVrQEoIRIgVQMSih15XJ2YmgzrRomuIcV1TWv4JOsIiXuXxUnmaM7dAPN/sg7KPPqZmQoMKFO8jPrzVteUDJMJ/tJdA2ulZTWFrteZOackAClnv2uomk7FjYY/2BqogXia0AUAAIMI+LwW3/T65ANNshrHUTOs9BIdDgef2QA1wk7Jh1rE+Jui/zop/VAU+pPMLKJQrDqbIyJgVCi1eST0YLQR6mhmApxzlgRCwMI2jAeQzqQptfugDkIIat6DiLHvmRmIBCAxAxFgREQgLZ9ZmDXbBjHHEAF5aTDALAEEAow5MQsRioBBwSnLKIgYJHQBdJxBXhIyjlz3XwUuKGcti0s36EIsVsg+bkejUv2I1dY2WEetvLDuMRMrWLu+AoBMfZ36e4GW4GiVDFSpZ/SloTCDeCzQxiWVY4KlN44xAiflXQNBSjln2Wy3IKjWQyIA2jshVWaeLCuZpWJl1T7dJgL/2iJtOdDXr7SmaJqS0JAMgamhwoiAgYLZIWmKr4M2lLWDABAAlyjQ7GDmijienywBeq6sQ7yLwdRqYyxO41e99IqWGJzejSfST1lZ1fnUDWcdhok0F4VIw+RqAdjaXZYVTA02imsmwppT0Vwj4M5SSkKGiVmYgZCEq6+yjnUKmgWWpt3kjU1bgCSaYqLLHHyaYcyUJZLzuMrxtr7ImGj1sjqFikA1fIbmsbwUhd2w9lYf44bzP3Uo1fuwsZGvciKsOdbGYmi4muj6WKztlhGwxePj5seDiEKCiH1RCmRtNAlD7LavHg7f/srXvvTlL//Lr3/z9vrmz/z7/97HPnhPOE03S1Wgi26iKePHkQHGGAOoNq8pZ5f9gP/A0ukeFja78Kifx2yXipETx9hfXe1+/7s/OJ3O4WYrmQIFISCZGWkufatWBwzL5I1Vdvjy1BrVWcOfbCQQzZvmPayXxNdlLu0S0V692quhSavf27RMTfJv86/NeG8pHr3kSLvEAFc/vyTlT2LQGE2rsGwFHznxJZa7ijyvNtJNU7dMhnjk6bWvThVKCJSRADJBJhQEYKEsb7ZyNeb33w5f+5n/4Tt/9W9++P3XexnPgCFseOQAJJDf9TbvvuwrANy/fB2RBJEYKGjsAfqy1RwjWrKxTGvOKl8lLsJsYD1ctH1TvOuG6xlmb3TOWrV7vsZUYpiXXWlPEJ2TllbnphMjqA0Vc33fJSOIYWiNlUhACg7SmXvQ9QCQkVb9FZvQVL+qGPzVZD0tozVtHAtVY+Z9mM7j4JUbpqIERKQAot42U0yc5j5PdYmLeylIYAh931drK7KQd4uibu6sz7zSeDrjn5cfUn+1T4UJIVAkCmSgrpphSipP4HA6Enbz/BiiUEwftBq1sGkvFyeiECMIUOW1TrPRwLHfFahwTH4+2Ca5U7ZJKyzM4bzE1C/desdFtO6agnDU96WSnLO21qt7YsOuqPJUSynQnjPPmSxlw9XfEmP0LSI4inNBmjIDRa2yOQMgIwQBSmkkCvvrGwgBEmktmpkJzHGhABzVAtdAe1aPXOX42DMOoL64zc44RZX4hrE5d+YpMM3tuUGqI/fEXS3sPSGZeouJXskGt1WHSazJyUSCvgQNMoNlaGUcjO70autQ8TqGeULArBbFINX1RGZKVyVfCGkfCCLqBdCsGC4byy5UCOu5FPNOzDdG65zDzJP/mp5R0gtIlJhpUWzP1naoROIqXcnmOqMrg/WfIIVoijomQ23bmGVV9DshzzDFSNDMm93Y1gAuZGsVj20wg+XrvCxKVw1aHuEnPx6s18Qh2JK4VJaustXa68NsLsxYzXp0fTCb6/q8+ea8Gnclziwhdpuuz4LH8/DVr3z1V37t17/z3e/tdruf/uN//Atf+PxutwFOMQZkLqzqypHD+TbtrxgRAafMglxJm6sn8IeB0VZ9SlahqqY3mFbGzAFRUO6e3P76l3/n5YtXn3r2cU0NY2YCWc0qhQs5OY3xZtMeXHKaWR0SrDo7+SyahqRq5cgq8XrZiS3J9JduxOqJLP+wyu1c/vzV01xtnPwPWTWbpjXix6phjOUUWdlh4N4lUfvSq+1SwsnqqcFaaImX8i9bcd/Vr4Kfd2cZCRPJGDAwCOJIIChRJCC8dz7R73zzt/+r/378e//4E69fbEJm5l4CcmaIAvyusXn3NXs+WQ6v3rwHOAADM0GRTKCUpZmZGd1QqQ4VK3mZoTUHm/bdgDTftBROwNJQkBWAVYfUIObSjpybNDD3T+Y6YNlfZIpW9F5KoOVdIYw5HkQGRhAGrdZICEGEOSdNuzKCk6qXgCUQFWWvCp+YDaYriECdUFuGu/oVuGArRAQWIcJAkTlXsiQE8gyFaR5vznu2dHQx2NAKAHb77VRwooI8GRF1ABxjBEDmXNP2pgiusua47bU0IXXVZWaEqJJm7fQAgZAyZw3dYTFt3rQYKsRnhRgixRC0+RyHYSp0KOAIAqI/DRFZmJCqDpOGcUCIftxpgQ3MPAwDdkGdSUMl1poabYJSVWHIrGw0YYkxIiFnlpQMt7TpxpSmKIOp8vy2bo5BjSm57TXaDAsHbwStcRdT4SjjbIgwN8VhNlkZmLmAtqbqaZR5NLPQRutBVCTo2tnac+ILTQIRzgUMFI0LwpxyGpkzA2JKmVlGSQEpxk6frhDVST9DnU3ogemftQ5p0r1gIaEXhAYknxXEougaNFnSplvJzNOCYy9LTXFHtv2UF6sQCDJQWTtUPloCQC+nNc7KgAJS1d7efWs59oQAkGqq57wMwgy5oSN5rz4CIWjJULMuwr22lT5ZU2OEEadp15qy/qKPZVP2PCI583GXq1X3kpFXH7YVv0pX6cGlWDU79qUR5aV+dZXJ7EuvR2DJSyrTS1zNy33pBSnFgpsGl7NJHqcEQtUhe/ay7iI1TdZeECo7ISEB1Yxr6rvu4XB88+bw/MU3v/O973//B89f3z9k5p/6qZ/6zGc/9/7VNgTkPCJJHhPZAjU3gFm+JkXMjMqeq4EKjziBFu7HGjGgwY4aJsClmnvxglEgGnJ6+vTucDi8ffuW8JNIsQhaoZUIXuyq53m7y3JkOcpdurA0z59vSxp0+JIv/+r75lf/JeXScxphLYhmlXO8Ouq4dDC2Ky/tX5u3xduaPULvtAFq41rpL4tnwHq7ap1S60be932znja+YU1WT+MAvpyZrUoRlsOeS/MhH++zHA51iVMECVj0twREwpJ7hL3w9ivf+vt/7s/f/dbXPzo+3FD/Fg4pQMgAkmPoz3kI7zqbd19+aRVO98eAiAFjJpAsCEBYXDkALWnNv3F1ffAS1AkesACoOs53gn6c5ECIwTvgtwUNMzjiUzNjUh/LusxyMX/CuvHg5PSO6KbYGvkVgsb/Of1IEbGQFB0vsLpiZgKEWkMXUpx2qpnNt3A5PuvnBNQ64S50cZgcONkAChFWBxHbxQz8acdh6ElxgKS+JerRh8VAhUhbyWIIQSQaxVn9UUp+TBmIFxMLXUtVEwgAfd/7LSPn3FEwOaUf/BWkSyDPCJMzzbzXLmonsGBSCBH6xdyv2IhI2PMss3HaHFNKEsEajGIF7toMzplT9vF64zjayWqvbl2ExqaXH1uqGV7Ns4VFnlORdGYGAM4ZBYiIURAhpQRSEN0MnCdHUzHK63L/GsaUM5s+U51g9YKfTidlsmlTWlrKqkjsuq7rOgTIKevfbDYb7Ty9Ix2PYwYkCkS07aL2zKME2uyZ4bd++7fu7m55HBG5i8WKBgN1XUcYmTOCWLwHAGw2GyI6n8+26dsvWm5/oYt2H+2T03tUHcus9bWYxCIKJbRCy9+FsmLw1Hj7kqP+mYALdqTGM4BFt+SJUXYjGuaUooj67Vi9f3whGsOEyeuDZJUSIkpOVgB4vZK+VoHKvMnR4xF8aq7QZKUjENzLaKJlF5SHADOMRRwUsSwC2UcjIhZmbJ1uBKSmL23sfATQyIW4jH2W1oy3Sgdk2YOtuHUAOaZgazoy1xxOo5bllB8W1j5QDE7LIFIWolDDzJeBCk0ew0RW986fBUMvGw0SirMijBgsnHm192uSXVZoXzXPdlr2pxUJBMiFfyACUogUguLjX/1X3/7Sl770B3/wB4fj4eFwuLq6+tznPvf5n/yJZ8+eDcOAx0OMnRAgIZT9gtVZmihW/9QViWm51KFYy4hAXGEEzdc7s2Ne9kJNvkSDMi09u+05m2LNAUCk6+L19R4AXr96E0LP6UhEKNhkKljR0yBFnuNhCxbMQwVgxc93pUm4lI2zpCz6U5783NbcRG3I2qj+/LJbZrSuMbOr5BuhS1xTJ4ufoY5N4NvyHL2L5nIA4zEu/1L5hbsZAfhX1EdmlZNC7ELQLEcCBM7AQsX3DABR3B33Ql4jvdCUtF5KRfRMeW/AY3fcxmAWqFrNM6elHPyqLsKzAafWvucITKihZxppFyVtT+ebk3z97/2j9Of/wrMXL7txHAle8RAgCskQgESYj2FB2Hj39f93NA8k3R9QOAt2KCSQCVVcbzjbakKr2mctGZiwJmNYBrYqPWjS+qc8/RzvvOerlWorFnUFFo6IIRIAMTMh1LWafTSVWdhNk3YVU6H4OYy5I9gUnHlKREgpE1HXxWmQh4ioO3/5sTJN0IWknQl61kCuqcToDIG51G61iS05xywNFb/kDrdUCK3+PeDpf6/eJv0MuoF6ZY2VanVpgWO7QDFWkVGxxMw5c1mmiCjlLEkAUQD9t6c05+AUhyq70KQlWwFtAIX1ThW9kcqogC1k9xRqun1ZZrUul9xHFAJE6PuocwOAfqZAkwhrQcaTokHYaHDgF+2K/jRj2YZ21WxAPlep8hhnU7wm7M47qzU5AcyVFVktVcorNu34JZijzlDQiUbFqx8bok05tjwmLh6GfdAcC8kYz4zn8+mzn/nMxz/6+DicAoEwowtzVSsZ9b/x5YRHWZs93Vc7OWccSsnRXIoKwk98MJ3Jmi7UQC2r3W0Kox0vESHF4qqkjkdYIjpiF5k5jSPw5HXXjJ6VIm7WQY1wo1x8QpilhM8SR3axLwawtQH28MOQk3KSvbWPiwCB2SRlIuNpXCFEIFjYAUztdJ5AyxAC1leqNqii7sLW8PgrUBoS9zwrIVwf+xgjMAQ3NG9H8CWRuPxwXVxy4tgFVXhiCBhiXZrKZsFT8S8g+jywd6VyaWF+eakjuamMzDCLm2tqwrxKsCJCT0AeNv+UAAAgAElEQVRYdXC0h3np9+7tHqwu1UmKr6KhKJb9Tlpow3VSQTHq4HKao9mvG5Pi9jkEYtYF0MQLiagTAWE04xNhIcIQgyrzMgNnoYBjysfjcRjT69ev37x58/rNm5cvXtwfOXYhY/zRH/vMJz/5I++99+T2ei/C6fCGAEJHSIKAIkylNtbwgZWgv0ZhWzej4hkUm8ZjtWO2AYCNfi/Byk3BscydW8oxASBzur27ub29ffPmLQAE6rjkfMyOYbXvahZ9vBCmucpshAsZEqtQz2oq66XrdqmzuqTBW4Koy2iO1YZ8eYIeGPQd6SrQP09oWM94eMSYZ/UBWL0F1kTR/IeYFqjUnwKXiK9TseXEOav5JI2LtG+nl5JcXPR4zYnWrRQGwoAUABKngTKk8SnC/v747b/yN7701/73n/7uNyNQ2sQBsWcKgCCSkQW4k4xADO/wvHdfHs0DPJ2BOQH2mRElq3BCB8Xzd3xJW7BJnq9Q3TxvlrHm87uX2+2iY2zjSWHuYVi0+zU3z/WT0Cw7q8wFBxI2JyWrLs2zN9cRBIqZtQvJtD7kUlRuxGn/kspsxDqVN6WT5zqaq6eJ0v2U2gpKZhZn0wVVX6ehcFmTA2jqZdAxUfXgkqNjKYQFwLUMAkPk6i2Y5fMKiAALCJb6u8bGW6hYPaG6pGcXUFp8MmwiL+Cyt0t9yiIORsNgMDLUtIXWd01gXiayH6LPtlSQZqA2G1KweQEUDRlWQEULDXR2dkiYczKhKAKyZIf2oAh7kDtPdvCCCCHMFAQhECIt4pgJFgHZDeK0KklaQUgkJQY1W4pYuiamzfdfvRmG4Uc/9ekPP/wgnc+xI05Jn5Miy1VVFazkXdkb1OTZ+iq5kg+lSdydjhbRPFQa2YhXgdrnVaRqw9xR2lm8gcmgikRep/PVx3vGqWls3r3jgCvwiupssngVGYbB/J/sW4ac7CVVVNl3sMyCFOxxtQBJbQURscNJIusDqwxaaDjAk4USAENmyWr45Mtja/YSZ6OkedRXW5cu9DAPap5RczGIoMHFRDQMg557oTl0wfs/qfmTQ2hJw0QbYLb+ATjTxN6H6oJuzUb1uXHevNzU2I2iqt5iavDJRmcrIl23yTnHGPR2qBkyMxMFNY4KzgcR62qcUiIKXdeNQ4Yp3KOkJZQxImjzxlC4M6YmKKeAiF03JRvZs6RHwkzV+5ZipUwDEgvwyER0PI9v7h+eP3/+cDgdj8dXr17lnB8eHt48HDabzX6//8SnP/2Fz332arcBEZIcgkgahce+izHQmMzRmkVI6vWVAsyKd/J0q5aFgYW6ckNcrdFhjvkuk0Mf7/TaHBUH2TeFS8lDQ7m5udpu+xcvXp6O41VPLKz5HksPj4Ze6EGwJXFx1S0G1qxgl/ZHl/q9VRrqBcazXOIuN0Osx3/Xsut7hFv8SAhmk+Hb/IRL/ONHsjKXf7MavdA8RU1L5q98mI/uyFHahXlV/QgLEbwHIZvr8AiNuzLsV1Lgp92FBRFiCAHSFcD+G3/wa3/p545/6+/+G/fDmSgQwZiQkYAYQBBixiAYgOQdlPfuq10nAU5DraqQdF0igFyEEKvfZY4DNawBubBSnFmZMw9uBj2w5rq0+F2tF3YI5Fs4RFk7sClDD5Fa5NK9x1btN2SeJWNiZfBUWI6FJoSuTK9ZROwVASY7aUhKsIgiULPHZr0tDpZdZ2Ywuo+ez2dziMk5a7K5Vgan0ynGqKxL63CYORBduqHlworklNSXRYtmzVPSDwx5nKbpWBKfEFFIo5MhAOZiZC/MTAV9kkdELKucl1Xd+OpctTEPu7QJNpHEK2wgZNdfYrGTqNmnzWbiIhKmeK2LLDjmmn46OW36Rz7U1q7VMpSeitkScECEBQvqy+oMMiWZzQEW84OejsRXKfUK64REf0XiJCKcASINw4BIzDmPIwDnMStLsZ6Avl8CCMtYIBtTSk25mO+Y9cnPBUENlV2Mi1m2m9Kyi/GgZToRYpxGBgh9SfH1s9IwhR1003O0JFsBgHBaNdAvv9FSGR0j1H97mHtx+2asSg4nGqESbu2xZAGkgM5qoQRL1PFMEFjme7n5CzUl5dz9hXV18hCrf9e2jtili0DBIfsNM1dm4+z3OoNQNfpgUW6w1vfCKWcQIKJxyDSnmM6fjQnWBpdIPGXSSEgp2bXqum6i5gXSOdSqzMd7nPgr45ox0p7TW2H5VrPYKLmeX++afiMLx9hRIM6cOYMABULE0/F0PB1zygCh6zrjJOtSr0flrSIMQC7dGsBms4ldxyLDMJxOJyTinMeUQgggErsuEGWGlEYRyDkdDkcizJnP59PhcBzHMWUexnQ4HFIau67bbrc3N9cf++jDTb+5u7u9vroW6mIgkBFFVLgdAmlO5jgMSFvbK6FYrULJQ6RCYlkKteytz4XiLAAQL9Xuq6kpyw1g+eUXl0se99P/MmbICfjm5vpTn/rU6+cvXr58df3RHao+Zd4n6OvkS/bVLL7Vlm91KP4IELQUgzXu3pdavuXuuM6bumBq2qpBJto3rtJNV7+3ybrwu++q/eayUb/ktLl6tJfaxaXBybLNWxQE87yNOSn00nfBmmzvEmq3NGIybAFxpVAwCtZIARli5v3I/UP61v/6C//oL//ch999/snTQ4fpgJvI0EEAZJERALdMBMTQjUgCTPLOafPd16yBChpUTaLpY0IaI0KazAyrOUW1nlqKcluf6NLWOKuVWRuH8/asgR1qlAmS52aXwafG3lWXE6ie8oa6NHtHK7tHUm9odfAXV30SEYhmqRe2T60CbeDDCAgMBDV4eEqwYgDIWYs/QgTV9fkAz2p/YugEqM5QsxD2+72fEI3jqFP88/lc1gHlBTEPKTFA3/dDSimlLLLZbDTts+97DztoSRGChsehy+b0ayYzi6J/p9NJD2C326nFSAFDwLFUlXEqMgyjMtAsR00bEBGlTaApZyaHl0pWEEuxUpgMRWMEJsee2ZSWwG+F9YZJMdKgySn9/2Pv3Zpt267zoNZa72PMy7qvvfe5SDqSjqXYsmwTTOzKQ5xAgR/gD/BEKsU/SBVPkCKhwNiQogJObFdRFVJOEVwxUGBIQh5sHMoOsizb0uFIliPLstHlHJ2zL2uvNdda8zJG763x0Mfos89+m3Mb5W0NVan22XutOcfoo19aa9/Xvs93hw4VctrVx5BM94dQQNEEFUiru5Seva79YEAng0W51zgIZ7MHTF13lmOfSpTnOO6joHLiroN2HQQC+oOayCig57z3CJGFR1fqQDtg9Cb2qarHTtNmeG/4NoRtgl6KvWl0N4C0MNFaxBKCk3wc0XtnahHqk0kCJA6+vqFtbxwJ7IQ3kOnR2GUkhWwXAHEqSjKCxs3YAueYeDR8I4cJtp90gMDuczynEQIJpVEsxG9Ug+3bSHR2GkvOsdBP6GEgQ+fp0cBtRKWGHU8PEsFjtYitosEdHUaeuYiE3iTOtCXI3zHQlnSpnXKPSag8+A2jrtXYbkcMzLtyhlmrqpSiPO5jWNIKdntICB5A0DE0bgIcOnQDgHUFwgEzl9GqBKKOm8gmbtc+ZywDWBWG6Gkq4Tskd5jSChAUEQlYn7KG7VcDLcIM1nBEhKiMMabvmVnEAHQsonQX9j254XKbtogA2K7rw/vxNGOl1KbvPQo16EUxL5dLV25jgaaZCMjV1VXf98Ky3qwVqb7vBUQpNZ8fj98ixtimaWaz2fHx0WQ6n0wRgI+Oj87PT5XShKj1MNcICYZchh12zc5SATQiWmYgTWrioC53aiCA679mYBm1wbysTsg233oEWIExjNBJ5UYi9D9UwvA5dy162W2LrCQ5zmJFKw1gNehHjx598J33FosFPzlBhbhDosu4wYxmNRRF5OETeawvqxGaQl4pJTLKu+pJTintiVLNHWnpsYSTTdWiRCUsW3rvvhLF1L9QT/KOqJ5ZNZ2UJ8k7bCLYm+TXFUc5Z2CQffCo1yX7ylI+WBahrStz+i6OUpbrds87kKOmgX7TLlZf/sV/+I3/7pc/u1gdr7te9S+m/aP7mQExGowYJXYG1DIw4BqoQ43Qtw/GeQ/XziwcaVejeReMvBcYSVMVcbO00kFJ50bWTjpb50oLqOHmkyzqEfkBv9x2mpOzJZjh7NnaCQ+poliBoACEuzVmIt8YJQPaP7ZybZnbgD5vxdHZ3BOuIGigd+fiIKZnedx7ren6pmlcfRQR2TIKtLohImusQiLCu7s7izCZTKy1R0dHrujrlDn6vu+6zlW4vcWC+/au6wZK22ACHISLvo3QdQpr7RievsgdNicr1YQFKQ+uOLs2sY7+QiwWgRSRtdZxDmG0hPYR2DAfQm09GiHRXAe7//uIUgUjbShXLd05uST8ee9O5hkcPj/aUisDTYdBqkbChk+fsSH4JsCgPijb7F843sm3NwniNFRKCCeMejk41CLEKZNslwnvANbuwXfqobnulUCSoYetHzsys2rAdpaZSdFk2ri8RhEBiKv8+LyME8pJyHKK1njax6sCdaU4OkrK8RW18IgtNkTwgkMNaLTGHIjB7maAEYWFhe0WPgLxbGHXrJj2v0XxDyR69567vSUHKRXGSOI7hxMi1TbpGruThkEbre3HW+HAQmbw1cBA6Ap8Z7UzLfCvQCzs0hFTJm2kFgujhMzYNhVrzu+aRmwbtkPeHBG6aHNrjoqI4Pr9tm2cSMqleRHhK9DAs1FIvzP3pA1nkU+iImey6NzZniwkqftxcCIon4OEHWQDI9c5MAYqGOHb95wOD/9GUxpHpxmP47kf1lp3Xbe4ve86w8yPLh+3bbvZbKy1k8nECwL3lmezGexq//rx1woA7GazcWW+gR8LImKRcDqZ8OZe3BmITKoxlokI3bnDVuFYTEG2zEh6QN23HJVM25onbbqTyE08HUXDKcITIioRQzLE7jw7JWxaCDk50RCPkwY31pCWlro3Li6+uITvvFh88gfeBLNu+Vi0SYP40PQs3JrDWRXeWykDqcvCpoBh1NYcRTNZs44U4IqaG30umnUC9J/sxbWjm/e2WiX+g1+o4aCVRHsjfC+yR4+qsKV0sUlbFoM62SAqu+2pgxC+S/utE0PzMJ/PvKwg4HAFbA/ARgWzmDXOzFYQhRRYq4yQKCstUA8gqgVL2uC5Uq10zcvn/89//NP2//iNH1+uFNgeALm9uJ8YsACgDChoAJoeYKggQT/h/iGpebhiejPIeobrbtPq1qAVAhJWLtMQw6C9G1XG/yPnCxSelFsJAe8DEPFFx6g7dMDzVWEoWBuN2V0z2OyCX7CSHt67pnbbXYbinqJx5Y6OYJ7kSbQNZYa1P6pnWmsHm10gQopYnVG7wTZhRkBE64QQhLXSggIE8+O51lpQHMA4gknSmQ4AnCDwdD51SB0zO06cHtW/FIIiVAjbyIlQtc3w4trGGCNKMWKMKw1tmOg0SAFgNptFNMhBwl62dC8amtOgaVyM0g+CKghKA6BFRE0IwF4atB+DxcH+hw2OUhbD8Z3oUYkwAqpgEo47eVBORfRalLCr2znu2xwVTDEITQaTcQqCP4iLmwIgTsV+WyhkRNxqqEZYWXyiuUNkPBpotxsCmy3nM+MaN8wph9wgaRZAcsFTWOUAZ27s3nuy1rBUrCEgcd4GwgCgFQFAozUKKNIT0g0qy/3Azt15PwOBzwF9EIrtWuuGSZGTRAIcIKzhnbr5Zlm2EoxbTGzMSLdO3SAwUjoxZnT7zIHZjholQjRIiSQp6CDdQajQWai7N26dUFMgcI2eSoABy1pCV4awdLALS+zUcD3ROuwRDSfI6Hfv+bDg8GcnkRj6yoy23RTGDC4jdSlEyDaM2PJBBLWzE6pAnWWLFG7JyiLWaBoWnSYnYmUdIuQEkGgXntXefmb0txAkZm4URZV0GroEQJFXSGJxkkuyK6DgNl5QkOjkb3+EepHtqnefbWwYe4dlx21dhJQfrt1u4PHNAgCzQQKWfhwaHORmCBrl5iqPhYYo8O5HsBy1Glp5w00OEZU7edR4ljUu4CREhNn0dN4Yu4U0Beaw1QV128uOzrwxBsA6/SEEEEYimigUsSTkjIL8bDbGMDZjNK6FYTCYFQbLGlHAAjgh2WGBBD2GArtE1tQIGsEys2uD0lGhN6vSEfU7hUBfSeUiEpWq4GBjkkbnJ8cg/OGHz6z9Mw2p3W03BnyiSk+U12V/K5splbrOIGcxl1Y669aNO4OeKNVGFfQsMdK3+KeKUtkuuKhfIvvIkdpYqbgFsWgPeAQ1UljdgR1yuGLK/s3Qd3cHLawFpD9QskDMIpMphpz+jYi0Vph41cjM4tGGWNM1GzWb4Mba3rTHx7C+mt30f/A3/9v+V3/7aLXekDiJdc0DTfohdXm4XgHMQ0LVOBscR0oJ5vRI+Nkto5QMUbK089JWFhIf0kgUci18e6tXkIN0KjSKqEiUxefTB4xk9EOkPd1JAqUWCVlSkSCz29BcgTZCNrzWsdfT97KZDqDzTSah9UVk41bakbKjFL6OrGhzWFDfkY/2XtOFQxx29T8rzrcFd8RYwirdwNPZkjZEpEfqAcsE67puUHC4Sj8/eva0eb7SIV9/fZWoI/u8QXCPjsDs3BdUo4TFGONczmG3rb304el9hjlb9vZSQmblQQ6Jc+pvZ6e/fTcqqA9pFH7UOziSUi+UVkEaZVUy8xAhScO2CL0okTB9BS0czFITcggJQLWxtvSYsCvEUPguqdi1R4tOCks+Kupl+7yiBDuV7ag0osNhXU5REHvgBHClq2w32aisQyyO3BoGtxaAxokRI2le9hN2ValS/7ZQx6jSPxWtwYplotcI9eeRn2na2+lU1nDJKjf6xVSrI3RTyHpSOxI4s0GFJyfHWqunT5/2xrZOhWX3kSI+EhSadGFfx3mJWrn3vKn4NmYjoayVXHqf6euPqa2JjV421AvXUmgOUxdQSTHAMJhIt61A7U2ynxlhgCUE1e/7peMqcoYYKTEZh8PKyVo/lUMGMoJVYJUQQMOoeobpdL7pukZk2mpZ3asvv/OFv/MP6P/84uu3t6xoRayEJj0M7fAPad7D9SqXZWkmDYLrD0LxRPpcmFvnIOwNWNPIKS2cVQ6Y7PEMOZ3eKFur8NuzUl4VbZi9JrnRok57FyEnVVXq3d2lsO6oGYceYtnadulW01Mmm5ZnNYqh0Iu+daSQ2jEXhR2pQmP9yIusX8NCYTbMqgdYe4/akklsqYS3t4skexCkUjHZGyvp075q+0ah5IHe5seZ0cFg5MVeHMK3rpQS7HqknsbfeUCmOjMPedJ0htc55wfW3EvqCaViU/r32TGBQuc/5BTjKir02blxSK2tZAdf+oFIZSdb2s5ajUcE0WCTjMUISvPcQ7lRVHbIJgY5XZ9Xq54UvNBgV329tKKlkE+msXe0jzkxT62RuRuaiLevmz2ZF0Y9MCcYyTKyQwcUVkqZVCS6kT0dSrWJtLMsqi2GPG3wSpslI5oUUQlnfyoTXKrORpqHwT9ZRMUMgHxyejSbTW5eXi+X69PpKSglyNnAPSUThjWD7Nlf15erlxOyB0x9/4JEvuWVZEtKkzJ1ZCqJmqScpZJfQlIFlJLHEYwS5GmFbzslkqp8dtBKpYvYCzVe/zXNzEq5sSQuuvPgaAmgFeoUMao5a3O31jO12dxccgtf+9Zv/9W/3n7nxcnifqYmt9ArgdZCA4gA5iFrebheNc0DmczngKAcMcy1sww9OBRtXNFpdHglPrscojpx9lyJwugKyBbdaiqnXA++s9X6QzKiuoZkvd4XMkGyjqMR7Bn+vDEmtK33IGEWSjo8EA8r61H3gRdi9QM92rLBuOUOlqGpyHB0iO+aI0NE0ygF66W0s1RyzbYwlKguexOGfFtgeYQrJ2xJAOww+B2jxqG9Xx2FDUkzPIRpHillGQDAnbChS3g2FIkE3tIAqXLW1ys7dbDrwM0nDcrrI38IpHNgHlgHjbMV+dIHhmrAXt09TV2y0z554xgq30ZvcG/yE3G4kvvPj3C17JKpuKWp7NAqFQxdxD6Tsel6u/n7qlC4D+dAoCg7yOa9aVeU7Avs08Mr60a2txol24PAuk64aPGyGPRKrgTWGgBBAseWj3y/0iDc95Fl9fZTNCi7kFOgPnJJAO+b5+nFWfA3mg1ZH+3SMRyx72JoFZmwIVSCMps25+enT58+vb1dPrk8I5R6op+tZERPGBqy1yuCsEdtvxjrRCh8WFSGAgnWv7C0nzBrDJgeyZATiQnfdCS/U09xS4zKtIiVjljkU6d2uUalsyc8tiuHZZT1HeIwXlGLKZUMh72GyKIYUAKKLFpjVIMi60vCZ7/0v37153/pk9/8lgigwjX3rfAUkAHtYNBu8cEy4eF6pYs0Hc2YkQTZghAQAwoIAuMgPHEIFHaI+nFpSy9VXjMKn7unURqdhAlPqjuVxaCgSrjI8uSzlbsQ848IJtnQIb2HVPygVE916VBYhYVRmSx7IJb0q0qx7666HURpczaIL1EqIHE7KKGaUKD3Zy0QS6yWbMdEqdhXoVaW0BXYFfGua0TXUaPSeikxfQppOew9ZbJ/GcZ2PJgqD5aPiEqsOEOFITpk8Z35ux/rPdm9AGb4gLUq9uGgZf08DfeT8CjPLqKs9Hq2c6SSOqbVrjoiVGEblQjG0RTyfgDplpWL2u04Dj5Cg0gKtTQUkYZ8Whl3/orRBht81FbmIIV8o90pSNXiZZUt62QRgggvCotEB3IZKkVD2M0q66dVhBNELQnpjUFOdz0Ltju9VO9sQUpZ688aFhGkGBjbaRaQHRfBSK7f9QJ4QZN0EJzGjB8Bv8o4VIFKGg2yWYP2dFIvPhvOOYfehP+Uon8pRFgn7O1oRYqxlgHI2m5+ND07Ofr2tzeLxRIEJbBKK5U9YJdqmPacBMyHWLGgZEMXSbyESyt79oRzMVJBCF2JI5+AbMm2JMQSPmBaNo5O60BGPAO3Do7AI5m2AuiVCFFRSdXHVYP2UTXFSpexu1X/glz8FDI/d0+CPeBAtgUouufwWcJP7JGkaW3PRz20AuvGGLl/vFh/+Pf/5z/427/40av1nGFFaAW0wBy0BVmCrDUgQGsZ5MH9/OF6lVyL1PTijFotPXMjgk6cAMzWE0/qtef06MpWo7JFsXATTlWUK4dijnjPKZEm26+V/rkOJoT+qJWEsGSEAwl3K0ILIz5CiRCbkjNDPgsEPcxRvOvPDn8Mle7KiZGknwk5J9gs2nYIadwrnkfwY5bhFgGe0Z4PhYJ6qV6QTcWzqEs2HNx1adtxW87WtqPmgko9MUpfoxg35Vn5YCCSB4N9pk2Z2FSESDEIIhAQglgGpEFxrW3bUJutRMnJZg4R6hKlVdkek4pjVv1AjyQf0/Qgne1ZkLOePGc5ApUCB+QIUNEXpQDGgelHaXH5rpmS91V2DNNcFwo9mSlWkW5oUZyZ5SNAmQpbImNXSvDR5Kz8SnYtRI+Z9rCVdBaywWrdATtNX6PBT3N+BHD6mZvNhiHtGtt5OneGji6sg9BpOOxRNS00FQx1FqP2q2xWVfqBNM8C15vnvyY8sCNmpt9xSv7XkOibhTtj+Ls7MbeQ88tUxNjQxeXZerVZ3NypZtKv1yoIQfbSM9LDr5RmpKBfFhz36ZBruC+VBtM6U7pmUjWaCP1PF1h67GX5G1EDW/ixocpTtPij+tn+RtXcQj0EjqsTrlJUIQKmE8cIjNZVlu4FicJVVrcmLvFabBqtTd8Ar+1Sgzl774Ov/td/b/2//Opbm3utYdUrO7o8WZAesEcRABJGeWjMe7he7eoAphenq67TasIEBkzLgoziBH2qNfiSX8hePYNKFTMEker9MIcDFyVEpZR6pY8ZaqhAWd4gDRyjjbekoVV/R+G+7SG7bKBWMecstX9ET+0kT/2WlgxgHU9w3oCS7Y2HpP27Mg1KWcrhL7oyA/eeNYdcKaeu8tUlokrJPfXwBsL0/lNWFZSZq8xM5F0tgUFQhAVY2Gvoh7SxVLiyMhXTFolsf0eppQoOkMdIA2s3x0Jfq1Lmlu4zkdp+OmdKahyQ0wjc2x5c6ROrTNf0o0psw+wuWkk/oMCZKkHof4osNAqNsltTiftQIkjvpRVU1mMpMy/tQtmZU6eEpAshvW0qrIIAstumgWztYKEJlF3yLmXYBsYsFmy2LTatekT2BOnThfKHYV7q8sMSjgoA6OzRsws7i2tHkFr0k75nLPsMkPNjEHRK0QhgiftHjy6UUlcvboyxSEhAJfDqEF5+SRmlQoPOmq2HKjIR4leqFkDSEwnldoLAYECypbssSJ0NKUIsMbWySEemNJ5ZimZ6Ayk7lArU4ZR2kkLVUYE59QAMmoH3H72lvttSeHciml8s6XR2J7ez9f3kK9/+jf/gP734xrcf3S+nSjZ2reAIBRjhnuQeAUSUwNQAAQ0K2w/Xw3XwZRTNH18uFYmIEWblfIFdg96WA1wKHdIAt743ZmOvsEiUpY5UCHLR8kytXA7sxcpKc+19osp9Zhv8SmfWIelE1F8BBzRmV/al7IsIt+towxzfTlakHkvJcxjMpfW4vbBwKRzPjufh41BqkKvEjnWKZv3FpQ1UURU8yyk9JP8stavURSljmnGUzzivbRmKm6O8NkaSm4c8cgXuLj1F1hbvkFcZlVEiqLYOD5Ya1Sp5cqREEv1KKlJSqn+lCpB7p9Mr5fxQaF7N+v5BuWOoxBetcPUr2gdhzMksLow9pEu20q0NGaeK/ftqSd1974so9RBmqxiuUFLCRaNUMEsxcCwJpZRSyrAdHxPrm8NwM4QiNQ2n8D9DBemQnOmnjdfbL31dSvWH0YdEe8wkC/GnNeMKDJXdIHxFNpuwibP4ELTMYs3Z+ZnWzdXLa2uFEDyFzwNre2OO6PiJ+hErqiQRBdxnSs7xNrUvh5xBCuSEmLzudmlfTrtcSlzKEm4tvlsAACAASURBVM6W7W2NsNMSTyNbHouQ6CgpTT1J027aiD6+t2k7i6/uLRdld8DsH1xHTW2DNlZbNv39WX+//I0vfPO//LtvffWPkXs7p826O4F2DaIBjHCnhEkUg7LO3QzZyW0+XA/XwRdNJnI0a2ZzuO/YOVUB0DBdKRtERpvz3kLyXhym0kNbKZeWbqaeCIXFoPRwSWs9JfpotuFecnZ5lfJ56dsrJfBKX1m0h2fVvyo4QJZbEb90AUfCCN4RjTKMIBADICmJIx2xkDQRbr+VRKVkm7F3DA+XGTwQHqxLmqVnUPaN+xOhrjdYTxj2ns6l6DkYR0BABGIY3N7CFtNQjb2SsFUox+kjpN0cYbS2t4ae7ZjN8usO2buyJh+VyCTli1XuMB/6R/6ih+1ycLBsTBosvRJcnI6As/kuQVXeLrSy4qJdy1orks+78vl8+Bej7b3/bVehrKfDLmUa79OZuQ6fLMzDn91f7H6OhfHZ/CoL51hQLskel5Gce1TctEmSn5Yd3Y01TcMgxhhmHnVnEETB4FkIW3c98DAPRNTIqMYU5dhhCx/kxE0g0UaJ+Brh7ArpJ7okBRMOWdi8l2LifuD89pTF67PlZyRAJKWUIALJ8dFsNps/f3G1uF1cnB+RUOiVlCL7JVJ1to4V8SqzKzyNUaKXkRh2IxTUArKExihfT1UNwnJsxKsuMXZKxga+MzAa/Kz4dUmyNtxo/Hnjp1eUyDGz2uX0hl2IUVtFSe45/Pxky95TyMwabER4Ywm6vJ5YmMLFi8W/+Gv/1f0/+rXXNx3aDjXqTgDVLYBRpmVoRWaGLYABtEgbRBCFgAoePNAfrle4Hn/kDZm1q34zVwoIGQBlqHtJYU/LysxmF1Tp6IKyh8GBWnZpBJBWZEuhcDZngwJxvaLRXyH5FIkru4cl5OTU660+WQwnVTo5MAMppRYlLYrRFjecFbydJxizHCp0rPSJ0govVL0xUhOmV4I4Dszfsj0gpYQw6mCHMmkzfC5fQa/XQEtTolKeh30CLYgIwOISPE/TFbDGbjYb3+fjB9yX84mc6qocQoSJOgmzaVX2qfd6EYXxWBRKHTIsKaGgYtFUGuq9kjnZtvx0GuytHZQorNEqiyw9S/S8bNhzYAkvy7c6EG+MeoVKgXp+PAUK5wsiAlv2TC6vABy/wd2c0QNlO0/HEk1s2C2fZ8w8XaErZw8WwssVRCQtSeyUVIb0zIb2qtZaAItAo4AoZqsPnkmRbUH0/+pVWMLeNJ+dpm6TqXdCyAeMfn1M84DHAQciwtHJfjw2BCxrGjwggC1u75URkaFxas8KkBQNiS4AuhojWmc8T0i023nllGh6OWlgLZY1t4ZRT+XijfOrp/eLK379HLqxNSstLY8FDJcs5bcY0TB8PaQ0VLC8dUaKYiBBEmtxV9AmEllBpT1vV0AQUXZIks4ScKcO4u9uN3XMxTqIDAikZLuVoJOpdQOBINmdfbD9FXcnguS0uMfalfsKNcgEAQANr3t4bUgEoEBoXIGgFI2FHxRBpRSwccqlwywMikI0jPZWS9f/KxINxZgycSvjiBJXH6ReTUx1btzO6/58seyvp7hqmiODbd/bhm/t6mh2urk18/l50z0721x982d+Qf9P/+QtNj31qGDaqxaIQXWgtO0AwACaEWxRQ/HmwU/h4YqvjYKZlRZghcCADegNkCgkY5Bko+z1933iY9OZJpReptysSdbtWjFpaMFqIJMWF7MkgmytJ8v3DiXXstz7NKTO2gxkyfyw7UH3MWX4+by7b2e6gCDhNELV0AzK9MJIiGxvfpgGUlk1zhT0CD8/FMzI3uThLq/ReYSIDOzQu7i1BuN8OGX7h1F+pS4ZhRRpcpXCfYc4sGVJK1nNhqihOqp11lmInvVa6keAxI6oBBGH8WK2tzClaGY7x7KqGLsfqGiwtWckEEQB6qFfrjcoqDRwbz1IkuC9cUgTLnCXItZ9tyqe41kUvUSuzoLbe1co5OQNK8TUEm1771Ok0uVQ0A0qNSVVaI2pNUuaB2b53qG8317DLdjXRpj1JYeEeZfM0iE6G6exFFbNGHiNf9hO++3yw20mlwgRl2qE/l+32xplJoDKKf+pcCcfP1DSmeCSkyDzxMItZYtH3h7MjRMBTJqGjTWWm6ax1iKqEJlImY9++UeO1h548GM1OvWRb7dz6Fq21Bj1lGV76UltxVc1kRorSwIAbJldLD4yQnCLi46bl4NbxeVXLOI4n4rFC2M65DLYoIgEEJDGlyGjYYwwikYAAiQ4PT05PTv67ndePH327PvePor8nXLHp3iC5ag2tqVKsmGlCIe/AiRCEJdxDPkVAAqPKa3LbQWBRAQIQTKGgeG8gBD2FgEnvzqME+fWZMTn3NmOdtaYuBKFuJkvwgAIvjltGPyYT78950DSapqM7xEFfXll185EXBM1CMOW5k4+GwSQIbffbfwIDzYuN9i4/yjxMLOQghTg+Er/XiloA4CrKYBAa+xG0QaQOzttj+8Wd6ftDBYv6Ktf/fzf/XvLX/vdTwGBMJA2wD0CChgQQ9wwPFwP16EIRgwUMSFYRofVWZH5609EkduPHA+GhEBAQBiY9rUJVRKYbPRTiUSjT07VpOpiMNEH+k0/xcrGqhbBPhHtwzUGKvIq9caY7COXnAPr6FxWrq0CMIaJEyRSGVmhrJJmaQmkjVL6iIkXWXtBoo52iBfZK/UsVdq8I8VjgJjpdIiMapjpQdWYOytrkUptQ5kQWHq0imhn+Re3fFvLVsZoT5GqSErWZVdLymSlt5alRGWrMFmydJrdvRKtty6kVEfa6xWfLFXBx9OR/1vpS/dyLCutjCWyQyqmcMgmk67ZvR7CFYZFaW885K2V/tVXvrLbSGXnDFO4dDco4QGjJRtCvQ9z37QpnFOQOha4v3QJ3qhmL9ldMTpDI12itMMr3DS8/ZvX4cye7BXWjHf18DNEE47C+mM+rXab/6x1CQKPN6MEtlU3ZhYQ59Aqrk0AQKEahgCHJJtl8BIJOb6AIGIAfD8ya02np0fG9B8+/a7ljysMUqiwNuOalQfOrnWUFXS7vPsqEAFB9m9rBBhdUi4oAkTiKho4ZE4eXHZm9iCFMvbwtthHNBldBJdmBrh2qpUUnrtbzM3nZCC8y42RENGSZHWFR7XhYOcdnSs9gkpR5cjVgwF9+hltQ1FRM+rNi+dZLsrc9kjkip175aoq/cRZLkREl/V/6NtGWUG0rBBEHx+f3i9XR+eX8vy7R3/y3uf+w5+avfPNj1OL1qKebniNRIJgBSwK40OS93C9Spo35HrDFsHCRAQME6AOuSeYvf0WIxrgljSCkBAAIfhCTvFwSsGEtHJfUkvPLpm9PJbUBbSua7W7X7nP8dbAr6YOdyCfCsrMwANzRThYgaNEsCxtXFlz3uw9RIFFFImWCvMVSlJdTRoS0fkoOqlDqa96VRTIsinc4dKCJV/4Um9YlPpWagf11ALKToAH9xBuv0MpBaQRTN/3A8iXuDrtPRahQDo9xEohGvk0E04F1dPk9pDUCKpiPK/atxn9WNbEODUaLUGdWaSxYpgBuWbXbLWoNGkrj3YInbJkY7B3Y6x81F6xq/p6yZbq6vnV3k2mCLfszULL+S1UfRqzZSPndGKM2Ww2RAT7NJxS6Zq0hpJ1hvSHu/+tkBJcaobffajtF2kBJQKD3OXQCoyCI2NcPBY6NA0TIVv2oycgRCSAhq1L9RDAOPMn5wyPno/LQfqN4R8c+CcISuHl5QUSfPjs+caYeaMh18YacT/8AEUaG1rraA1kXTXSktgABkqtd9w7YEaBy0hlHhiS269OWiSzJYRhEhAgADl80jtsgkTAHHomdDAsbC0onbUnGv5g0zgSHYQowphrYwgh06gXPCqQ+1ihVEOS5CzJRp8p6BdZwaZ6TXv3i0mn1spYxfMemo42m041Wt3c3P3TX//Sz/7c4z969oQnHd+zUh33GkgZUQII0oqwBXgwQH+4XgXNQ9+ODSDABKxFGtD3Inbannz6kz0hK2QGYDePEZwSA+ZrkFkHlEp7Riqs9UpZUBmGKn6OiCC6/goqfOOeTC9Vgd9bDIaqAhMkbRtQ5UlWdCOiwUx9t7Ja8JAoM1cG30cGEUnJf1RI8snWd8NStG/kyNbdIbGgKDjyHVrOPxy3CW84Sm4j8ZiUw58lB/pDJ6ueV8rnSypE8OoOciW/ytIX7XwCCAJaaxGUsabrukhVL9I5q7gjlLaIiqboga2kMTkhp13xSlhQnW1e77sreQxUKjipbUxGEbBqI7GX3Zp9I5EKYLqflGLCaITriqAlY+fD9YTTJL8er1Zea1q4L2lavqp/ScbLfq+Rw2FPHU6VcHuMVhaLOECv73tENLHjF8CuTnJFBS3SnE+p1OnmXCnSpZu2sVbGB9HG2J0gG4d0wp3TLgEcj3ZEQGsFQDtgcUAuhYgIhK3lpmm2Jw0M7wBhTACDU0eYXeOZWDFGFKGAmL6/OD/XWj978fJ+ZSZIA84EO/s7IYGMMN+gmipOwXR89y55JCdHtlNjdgxJENjiM5Im/zIyG4dxEHGA29g6hyImHG5vrOf7TXG3lhD9Z+rUuXuS5QO77Qrx3xWqcuPQqGF2i81JO76NDgxn2cTChMDCQVspIMLYAeJCVwlD0Iy+aHULKO31kOiJQdUapYJyhG2scRhnCBHbHrVh4F4rPn65fvrLv/IvfvbnLz/81qPmyCpzxz01LfU4tagABJhBEKQB6eHBAP3hOhzNkyHXE0fCBgAhYAXYEeDlxeWf+dQdERIxghIgQQA16Gzg/rM5TOGykVbWAjjKdirieIcoUqTxWSno2TbhH3aQQ1UcqxJBpsDjgSlHXVI8GxOkipRZxcUo6gqtUysQXCUdLak7pnLNJfXOFMZJHz96ujqKuDesT9HjrAdUFn458CyoN0ZWEp5KM+EhaF7prkq9Xru7xJb/QkiAyMxd17WTo7Cny7XcV/qs6gDmK4EnJViylBRl1VkOx1sq5hmH+PFWXnQ9Jylpq6axViWkztKn9yJyBxLCX1XVs7QcDlk1B8RsdSfVmJFYEYRPB6fifllKZbdPBxK32sU3fiibA3bD5lK9D0C01k5+XynK7r3piogc9tLU15XwojNdkv6u0jBmqLywzX30u+++G5qvh1bmHisEJwAy7jVKKa216xTs2brs1ulwtkqH9UilyF/RxjGUVbQGFmBUWhNKo+i1y8fH85Prl4uXN6uzyUSRUo1mZq2VtYOdlEs8QITZinjWBxD5QFyI0LJhYELyVRNrZSibEzBTQIKULXti0LEa2mt4i6QNE8oR6pVqds9UNfaLDwxWR8uMZH+2eR0COZzU8SotD/oojq1h2Gfd4AiiDspzAwtYKkIMsJtSgChEPrjY3bZ2SvLOr8LDbJYFfWMIgLAI+7eGzHGbfukB8/W5kaKa1pXTGCVVGRr6J8ubb6ma7v5/00jLSllrqG/V5uQ7L/7o5/6Hm3/4T95e3bV0vLF9D1ZasqabWNUAMMAGwRAoES3y4JjwcL0SmgcgDFv4HYEJoEOzaprZ972lH58zkBU2AshAilgss4CAqLhNwrc9VEzSIVEuieQuSjaee4//JAnEqHw89kXv3CrkxMcqAFFWXSMrulDH7tJiedZHJxq9SrCe3W0866/E44KCPkRdQxUKbm8lL+MUIgj31RJXM50nWZ5eKpqSDkVUvD/E5yP6BH+rO5VcysjH7yUERnon0Rdlc+BI96tia5EyHishvlSpYttHGOofuO3bZwGA6XQahYMRxbSkz55Cu1lOZsX4IWuPls6EiiVJ2vpRGcPSwo+2vle1eKnMxlIXX/QtWVWeQ3DdUtUmy1qqT5Jsn+Eh3tF1+8GK3cKBFPdkIeQLkelkgMThGQ7r0ykXSoaVc4g0bik+zB55+XWBNKY2yhjDgvUvCv/G+9Zk3W6ijDcVzzTGpLyAEu05yrf1Zz7zGQhYea65MIS2+753fMhxO0ZmWa837ltXmw4R+77vuo6ZG6UQkdl6fwkRdmmeyw/9Y7gvQtWQgla108kxU6cnqutnClTfyde+/s1jFGdbZ4xxYqYun3R3opQiQiJCIHeHk4l2SallyyykGpfPWAsioJST2BLHezGG/f0gEsKgd+SetGm0y9THccDNukdErbUwG2OYrE+MI5PNUWpAAeLYJudUUZCFXV46lgHcu+e2ncDgXwTMMptMfM5mjfXOdUPSL2NvZFgFEUf5QmHWW0Ml2QpMw0CkZa0i6hFvCagAiATbxHI8XYZHcJ6P/jQlPxH9JMu6IwZSn6XibnbJNU0TwYb1eKKyX4gIk+1M3yC33DV/+Me/9lf/xuN3v/EJozqxgFNk0WjFSmNxCo57DBsNhqC1oO0DY/PhejU0TwaLBEJgAelt30Ajom7b5kf/nZ9czyYoCCyArICsCAOowVXVsei3rXfeHCXqlQ0VBaJwM1KWz8b32cCuHgVC0Nut1I7DirvVtm3d90ZWxb5zODqwDwHf0jTmEICxQmfNMh7rV6qk96rdgNk06U/BE4OMBPHwlyHmE7LFsoXwMLqNNtioX65uTZZ6r5f4q2noXGKNppox9dpEahsAZYGisDQJSXdThfGYjXSzSqEHOl/vwiWCAH3fbzYbr19fYatmSzYVD7S6rGvFSfhw5di9+P+Bf1kZvWw+VipR7c3A09QrXQvZlx5B8WlKXEkkKnBxJUetiAnVKyDZXutDMsN6Fh0+sqODyRCXRgPoOsCwUgtLJ1LW5qdY3KlLsMQSLbU5UwE5t/Q2QJcIMPOmMyUfkRTqj6j7iMgYdkAM4qWDvwLb0p1Ecy+Vikmruvr4+Chrvun63IgIvTZlKDkyAH2aUVlrF4vFZrOZz2Ynx0cuPRn7sFiEJeDNm1Gjxlrb9z2pCSGLKGE0fM9op+3s+Gj+9NnzZ89erD7x2nq9HlohF9vZ33Vd3/ccAImRCErf933fN9PGcdzd5XiVg5KVUlq3Linf8khDOR2tcMzafYeDtdabB4pSRE5dxhEeWWmtdYuITqrUZZWbzQYRldaDJqmxQ3GfLTqckdQwYgIIhIREarMxMEjwDb7qsiV5DAZbrnVwdEQY9Ey1AgAgDpRYcXRiGLshBz2arcYXOhSUhwZN8hC8i+RGoXD01ZNIqDdcP2HQlrHQKeyMIfkzXITGmF05KfRyr6ms2VYTqFAlQjBKy/myW/3Wl774t37u8qt/dGY2ayRLDYoQKC1MBhSA0yOyhAjQMh5ZmgncPeQuD9crpHlOkkoBIMmgN82Ahpr+4hR//Ec7pRSDQqdALMDMGohRCxiMlQZDA+s07IjwushiNZLWSMPHUh4V/dntgUQ0nTSO6Z3Gxw7qG5egWCvM7NoYIqg/VfsIadulBKMiuJfiMHu1+PbKuqSkgJKYPlSp6aWgHHblbUq3kUVywv+MUJ29z1iK6Ss6+1n0JhQBr0g+1rOmimjKXmO00gvNYjJpmleZXdnO8woYngWHYVfxJXdiwiipPfCJRKTv+2zolu0aKgnbHFgvODzcz86NCACpuLGlgW9JqzPcAeqQY2Vuw6uwHA9Xji3NqFJkX2ol3fuO9krsZKHpbPnsezgIB8rGZIWOo77ZvS4pe6VxorCytA9TTjco+DE8cFEMO+2o5Ng0DRH1ZpnKtGQnasi52+7bSZ3IpyqIOLgRjmWjrBx0+LCj+GciDyagu83S7SkRKsVj213gWRFKerhiIZPWz19cvby6mjTtbNICgIh1nEciVEoTYaiM4mMFdy2XGyBW1BI1irpNv7I8e3xx8Sff/Pblo8sf+IHv77rOJ6whGBhK4oajvF6vfQ6ptfN8E2fdvtlsvEwLM1tj1/3a8RWttcYYh+ONYw2bzdo13XlOY9d1zgK+aRpE1bat7wRTIz/V+9G1beNS0Ol0OpvNcHT/8I/QNI23IRqZsf61ORv64WObpvFIo5+vo9zqkKmOj2mZWatRlkWcFwJu57MAW3eHatAIHa38GnfzIzvRT6CmUbvnmc0eq+EbSc2vSodllmaT1u2C7LGoSpwe3lFxtzXdyaq//h//6ef/2k9/CslsNhtizaoRWYpptMIhCRcLzsICGoaGYSo0Abh7YG0+XK9wydj+iwjIIIJkATtFJ5/+FHzsdUvU9tYAs5OhQhByXG8Lwog7OLbbYdzR4mExV8CJjF18Quj2uorjcEWSLj3RfYWraZrJRCfRsB1TSnTONe7GiMBt4G73U0ozc6qilJKR6jbNlWL/XpH0A0EDKIunpfHrn85aAA5rcqvbuKfcp1JPZoXeU4fLUrggLbGl8WVW+qViiQYFEt0rYZthABP1EaRuk0S+gplBleuoTj3+TvX0KnqnY3+Ruyu2bI0xutEuFIn050q1noqgPxxgDFCHlLOZVeqHka3gVFwWsm0a2flfUh85vB2usriyFa46DJuKAlY+5JV2hsO1OlNsvCK8ubdbcu+emd5bdnb58UmRgPomlvVprBM64vRu39MVMj2sb03xVrm7gbRt69iOpQWeZaAE7XM7I+BZe+O2kFk42VcT9SYkJQbRgxuBky0RlrFjkWho6dKKYqvEwSOOu767efH87vb2/Oz4/Pxcaw3SKzU6pKMTEkcIx1cEBJgtD0Ighq21gtaypQ3bjaLp48fnxnbPnj69u7tBwr7vXUZkmZh59IN1ApTiWkLcI93f3b98+XI6mz569Ojs7MJ0vXCQvuKWeMPMhGjZutbnED6y1jk00KbriEhr3XUdEfV9H6aXnZXNZiMiiohFrDHOBKHrexjorwYBBWTTm3W36DZdb3pCct+iRnjQn08ubev73nFZ/UzyDZPbjIgtEbaT1uWZI+w25JmKlGFWevgfERH6bj4QkaF7ksZWTEARQQKtENGFje6r1RgvChGm5uNpgOUiy6wsWL1Skpa9S+6uh9QsSy5Mlzfm+p99/ut/8xf+FSHe3FvSWrRiqxC06iwjgXb8OjsaSyKQBVwBdEH7xMP1cO0/s3eNTxBJ0FrBFcPJxz8GFycsohgIgZGZUQgtCwloEQEOd3Ol1HQ6cesbMXbrHHkpw/kxchZABIwx6/XGJmpglV6vbODift0dQkopR86JiDHj/4vvOWLmzabv+/729nY2mzVN67aTSIQTyg7LFaFjKDddlJQq0r6gaJOpx3lZf7Aw2I0syF8p5avUxaEskJDVHA7j172/HoXmUQt92qZS6p5KI0WoNhFlGzUrOOSfrhcLqnIIUVf5Ielc9o1kfYrr7MTA0cFxe1BACJ3FkzDzdDqNiKwpYFvKwepzqV682HtYV9ZdlsNZqt5WdEGj1L2C8dZhzFIwAAXXmUOm3I6uxD70uw6FHfgzUNO12t+3ciCQewggXEpd9llbQ6V4V3kde81RRvHFV+4HfqWRqc8up1HS931d6DUL6wGA0qqU7voWJyl4TWc7CcOSllKNI9MCoB6k+R2DdXQcHwKTIaFkGEzxRMBBUhoRb++X19fXvVmdnZ2dnp4yG9MblzvgQM/11B7aSXZleIXGGlKDb59Yg8waFKC8/uZ5O6GnVy8Xt/ePHl0IsyZB4N50SMqljwgAQM5TAARXy+Xt7d1qtbq8PD85OdFaLVe3xAoRjXXvANly0zZO+bM3PYh1rV8WhJCG/jQWFqdnLkqRIgJhRCCFUz1xSRQQbjabxYfPl6vl2dnZxcW5Hg0MhjIGOGSJo8K5ta5eCCKgSLlsUECE2Y22s/5jawWJLSMRCIqAtbbvu970bdMorZitCIsIs/UcRWOMC+yIpF93poP1qHrS9b0rDQ6ujpZhYIgOqKBlFhZr2emT9n2nlJq0E5dFu3xxMNtAtGAAQJECBGvsdDp1yTApAgE9+ro6MSLLFgG11u4tKzc5CBXpUdB1hIWJFBEpEiEEUKTHcduayA5tqQAABM5BXoAQgC0CKMHeMmoUhcCijABLr4S0TDfrzTfe++CnfvYbn/vCG/crMZtGaGo1Agg0vfQNCwCNcjtjmUKcHzxsEASkfXDOe7gOT/OQAITRkpAWDQKgYC1mOcOP/cifXcoRslgEFCBGRre3CjAwAoHC8Zxr29Zafnn1clBJNsZaFpGu741lUsp53mgiay0pQtKk9Wzanp4eN4RaoUWyLABulbmSGG+9TTLGA96xZVgPCEhEjW6M6QhrUihbfxdCEdj05vZ+/btf+vJrr7322c98f0MuFObdouEOD83araDLGOCK1tpYyyyETCjCroMYQdgRT5QiYAZEK4RDf4iF0ewVkAQcCb6IS6T9LXs19A7EEEoa2XFlt6Dt7hsv6wV4yHW2RGXsKA7YK8FfUWcJCUiuW74S5JUUQUvNijuxzi4zth59pshn5FQewXcVQl2JfgmHCeuX5I584d+FRYMrEgACCSAAsZW+75TeOh178W1XfB9pagJljZ8SrTfljqaKIFmoDcqmatlP2JuWRyo4FZ5n6c91jdN6JcWNQ4WWXHnRaZdU3XXgQK5mPZTPpoiVJurUjvgQ2dKKRktIlfKLKCumkpUKGzXgYWwIGr6zVIYI27mHakg8koOin2sqc5Hq4LAtrrlpBMn9Z4KDssaVCIOkfmkh+ENqrKUiojNUQBEUYRFoNIGQ6VmEBQhwEPb0h6tfp5G88DCSvdmCVUF1eLh53MqxODgna+S4/UAYfnmwFmcn6iEAol1tdaiwDhRxB5oNw2PZKkVIKFYEAEkD6pfX19fXN0D05PHj+Xwe+WIjII0+BAwMqSQUCAPDsMshs0FhEBTRqlGnZ/P5yfT2brO46y4ulCKtgLUmHjUfAQQFWNjJXS6X69vF3XK5PD09PTk+Ebamt0pR129GsAusZQZmobH6LbrRdmxztGx3qCkIItbpC4iIVgDosili4fVyc3O7EO4vzk7Ozk40AYhBcI4S/vwbpvJQ6dy1PAIAY70ggXWVYA7XORutHPCNwLC4vr6/v2taPX98OZ1ou/1b2wAAIABJREFUABXNRq21tda5eRARgE7FxCDDhB74q8ZYABRGYywDWGHXUuhIYl3XuTTS3f9yvfKz1vVAAoBhECfSI33Xdev12oGTfkfwBQ8eLnAf6/i0RDifzwCgnTRuNFz2CKOugMMqVaPatp1Qq0gTNaioUZoIGgRSiCgIaqW5nbRHolrBngzO6Oh2Mf/21Zf+s7/1kV//zY8IkACiEgEDzgvPIgCIcl1F4+IcNiQlqR39w/VwHYLmEQIDMgMr0QQkJAvaPKP1j37q00s8RrlbA7skyp1jDQMAWCTg4Zx2G2lnutVyNZvNjo6OmqZxFcTVZm0YmskEWMR2IPb29na17p6/eH673BwfzT7+0Y/Mpw0JGxZBTYrYibaLBQ6OWMkFKE48bTj5QAAUEgJoIk24p9o9rhVjREBfLZYdtO8/e/mJT3azhjwBPAj13E0QAIoMHfyOQaCUuru7n85mqJTtrdaNVmitEQEkAlKuQblpUCN2XddocorI/aZrWrVer72GkwgIigLcW/k+nO+UxiVQZj+mToB1V8MwIUlTnYi8VHJ+q3PPojDuEG33qKWwLuh3CHqQNsvV2bYlHCb610o3XclyLZJjzabBJZfX9EsPk0UFV6dARAFCIERtrVhrlHZeUOSaMowxXrodchIje8e8AjVHUUGEzcKuU3M6Ynsh0L3wUQRyRhWKNMeugMB113tXkvA9ROlMSBPUvSKQ2X7UUqaaHcCs8NUh0rJZ6aMDQa2wn+VVTWsiS55s4hqpHA/niHhBlLhDtZrGZ9c1ePtvGfsW0Hmt7fbd2TGTky3JcKibICEJVooL42HoT8oB78LxT6gUUWNM1/dMROx84iQsXtReB3qd0h2ZfxhyqN3TodI5PNDucHDgdNmspu3Nayh0iwY7muJBNxQR0Rq7WFwvFrdtO7m8fDSdDA0h/r2GjcL+zyEnZPdpravaDgbpiAAwmbTHx8fffXZ99fLFWx99QxM4GX9CsjCkqwNgCnh/f391dW2tPTk5ubi4GNNadE10wc6+3QLcCeruzQnmhAWeaPG4dyoCSmlHrby5XqzW69Oj49PTUy/7mTXAjf7G0y/dHbp8PsVbHWPYSW6KyN3d3f3ydjqbnp+ftW1jbZ9FbH3boTEGYNufE5I/3T1Yy/7ljPcDItjoRmu9XC1vFy+7TXd+fn40awVkPjtSpLb82MC2y48k7tZnhkIpoJt2gNs83w64okNPkZk3m3Vv+rZt+r7XWjt2q2OVOvlWEbFsrbFGC6DAZmU6Xpq+U8KKWBhEGIFBJp1dzzRYPrZaIfTcPem75p9/8dkv/cqT5zfgDMlGp5WtucRDGvdwfa8vFNAAwuRmJoCsNxszxfYTb9DHHxu0aTF7dwe3jrs1nbaTiT49O3YEa18kJD0VQFQoAgoUgpyczAHVR/p+cb/uDRLBzWIxbRsHoyNZBAG2IFZi2uSOHbsIOA6DiOBYJVRNY4yZTPT+lnXnASNgrG2a5tvf+s7V1cs3Xn/t6sX1R16/ZI6t0kf5KF8g74kUAFoR0/XzkxNA2hjZGL6+vb66ub293xjLzGLZKqXm8/nRbDqdTM5OTjTr2QSEWU0mvTFtOxPgoZ9CxOGGKcRxCGNnL+28UvivhMKRWfOBFKzo61K4L2SQZuGp1Kw5a6HuRXGypF8K+g5KzmN7KWqQ664Mg/L6gEfGrZEAWCpFGMmtZYviuShFQtCydIW17OCgh/RNDd/lzyAGQXGn5Cj03aTeGLto4UGksijBiKQgUnZcRUMi+4pTGZXUvyuLRIUJQMSdjjK9yEq3AsVXWG1Z7lzJYCNcUOkczgovhVpEh7MBK03IlcSyZN4YfZp/p9lsIVKGr+9g0TC6wC/8mxBrShHyA9LIoibTmB/m+0Kzk/OVDAbH3rSxRDkmlj6TrPAyENFRUSaTiXMWcJw1ZoGCMUOEontVSC+34dsao03MR/JRX/3uRrf95GhF6+wr3x1HBAAckEp5eX11c317cnJyfn6u9QBGuZ4Ql2ZEGvolX5owWXc0BBJEImNMo/XZ2dm33v/w+dVzBmEQMVaEANEyD5xNFLF8e3d7dfVSBM7Pzy8vL5m57zfubOg64/dKRx51GV3A3zBO0MbvyK5MHpaFRAaJamOtIr1edYvF4v5udXp6enY25HjuQ5J3Ka7YkEo8e40WZgltJXcnAbnPu7u7XSwWRHRxcT6bTY1xgjRD45ybEF6ZximIWmutNf4wcKzZ0UyCmZ0PhEIka9lBz4jU9537hNu7l+v13Ww2Oz6ZCvRDthx4jhMPrajs6zMi4jVOxSe9zG4uEQGAQ1VFRClgRmw1kbZG7u/v16t7Inx0+Xg6nTq1m1DaFAILkQ1azXJiSAOtlawasEhgGQEskkW4sHi72eBsYtjOSZ08vzX/+Nc/9/f/t7dfvJz1dxbVECJLiLo8XA/X9/4igAbQAAgKg2UAgsaSeuPHf3Tz6IgaZTY2bHONqXEopLBptSe5iOMqDtVQ0QrEEc5BENyuCIzSNg3ierk2YjcTJCRnN2qV1gjiipE2a9Mc1i9hyPS88pOaTQFYabU3zROxMKr1AtD9/er99z64OLu4vr55dH6qWk1qW2pFz+gYaKKiiK0wCOp2Kg0Zxnfe+fI7737lvfe/e/XyenG3AWoBAMYNkNloUm2j3nzzzddff/L2R1//c3/uzz55fIlgmfuBtuO4PYCp3Eu2+B2espWE5JVszbMxaFZlJCvzUEGxosA6EirMtl0d6B0fEY3Cb3RnDVT1SFIJrkrhPAU0sqYOWXJXBOakHhIV4l+WNwgJzRJypj6wK/QSup5UIrzdxyQfOzAzAzJbEQldSXKVd/QUrVftL6q0KqUDHnogp9l+xZplb20iHCKfJKSG0VDWgE1x4JIjWTbfTsHbbKW+nnftfdfZYUmVxvdKE2X9Dyugd4SnpQ9b0XopaeRGW0eI/4ep+F7L0AMR4GCUuP7zERMyZjog7CXi7kaCOxBA5VW6DxeWpmmm0+l6vXGHMOTkxPzsilZZqitbMZzM7pn+k4Uwm8kPaR7kbGp8UsiMWmsRWK5Wy9VyuVyenh1fXJwrZzQ9evV4YSifmGaVXrPPM5wcIM63YT6fv/b4EQG89/53e2sUoEeQtG6FQSmypr9ZLG4Wt4h0fn52dHTknqNpGte65tLOiLjoFDidACYirtdrRGzbNtLzdYkQ0ZAWCgih7rr+5ubm/n51fn55cXGBYGDXxDA5dTJ6kuExmcD0A21pZOHT3d3N9fX1ZDJ59OhyMmm6bo2IShO7JrpgW9xsNr7WyMxj5+XoBY8u9gLnl+6MLhwbxHe/tG1rjLm5uVmu7k+Ojy4uLhShMaZtNDOLSw5HEldgsx5u3wIAigYQQBEyy+iwLjz+DBG61hpru/v71fX1dd/3l5eXYu3d4kbrxg1jnzh8AIAhIIG+hw3wUvHGIgpODLTQGCREWFs4EjG0UtKfvLj947/9Sy/++1/5xP1C2TtpOjQzGHyr42WdqSk9XA/X/09AbygoiAVLiEa4V7Mf+rd/cj1TplvFqse7lzFd27bOGpNZghUHA9eLBITINVA73B9IQO5X3Vf/4A9/791vPDo/+ez3f9/H3ngMAmyMbhpyDa4glAteorNsZJUIgGhNROgY8ocUS0e2Ary8udG6/eQn337/vQ8+9vpr61U3bbSCDDVrG1WLBUZUbW/42Yvrz/3WFz588ZLU5Ef+1T9/enZBpGezeahLcb+8t8a8951v/8mf/PGXvvjOl99Vv/6bn3vjyaOf/Df/4o/88A9Kb4Q7hUCDgwyWUqBD4uB6qRsO0yrMxqxRmhHpbrujbds1HFNPiw0bkCjXH0LNyhIUKwgPFHxQ0+LmIZROV1j095wG3yXfgiiE9QBLRG2q5J+VwDTbuhPVskfta8z2WUU/7KopOOizD5CCtUNzhIcxU1dJf9pm+6Aq4GeE21Sgj3TAQ9i5BP5U5FigIEEBCfu3JPCYar1m5RmzAFTF1SO8q1AQvt5hGwmMZ8etNERZeczKbhOZTkWgfZYWntWdSikAqTDVIWKtKaAaecwE8kKYshUOlz8tIXipdVBp5Q7ZO2yfwTHXRm7HaHpUXvvZVRyDVSyCpLUm6oyxDhLD4IxNQemQjZ96bkPZSbIy4VM1mvC7tEdd3SsJ1ZCHcSRtWfq+X9ze3t4unjx5cnJygijMhka1RmeV7jKrqDaTlj1CJUYRAUIQYRYcNmWjm/nJyVwr9cGzZ6v1hqa6HQQqWTUOBJP1urtZ3IrAxcX56emptWazWSmlHPEPABwA6qE2113mMhnX5bLZrBeLxenp6Xw+9xuN+y0AsMxIBIS9MdayIn1/f79crieTyePHj2V0HhcRa3s/rbNnEuw6BWffhNaND60AAERtNpvFYjGZTC4uzppGi7BSyjE9ne5CKCHddV3YzOZfvH8XoduBAy3DAoMrH758+XKxuDk/O31y+UgptV6vtda2t2OOOqwPu0PYAAe8+e9VgMYadDN4OwsRCUXEyoD3CoAx9u7uTkROT09PT0+ZuW2nNLi1M7iSwbgOh8nKqISExBJZLSCsepj0OEFBZIuwVooUz5f3k/ef/d7P/Fz3q59/674DuQdk5h0QD7Z56pZl93A9XN/Da2ALggiIEZy1Z+3lo8nbby8mzaQni5Ql3YWbcIlINggPDU0C6BYYM1qgxe36K7//ta99/TtvfeTJW2++2T/hRim2xnGoPTGjnp5uDwwRBGgbjQhaq0FhZX9M6Z5Crl7eWIbT04vnz68EQCnNlqnVYRUsKNa681MxIIDa9PDsxeIHPvujPzI96Sw/ffbcGGs23f3iad/3q9UKEWez6Xw+Oz85+eiP/fi//hf/0he+8Pm3P/NDH373/Xff+b1f/Ae//O//5X/vR37w05YNDgvdec4XO9zgAPGGUvJWiTlKRlJZyCuKfRPL0J00T2Tozo8k6bJ81IrBV0WYPvuvodFTPDOTxKyEW4ZD586pKIyDRNavhLxB2UsKcnIyUG10jELhsOWkREMNjR8TshKWTMNYHJ8H3Y+S0jCkeRKq1oWReuTDXn516PLANICutKKVxDbDYY8IjaGJRchFKoMz4bhFqWBGo8InwOOXYpjiZl/63rwi/fvd5UkFo/mw0CalWVfKmtCT1nYfuZ4WjsMSvqMoX41ICtvPDNvYRIowePBp+ZKK/2RvlOpf07hACEBSl6y0GeGVtKyye2+IxEQJNgTdzqHQ0b5EmncZXRLWPEXQ28hl61YKCTUyC2ndtm3XLYlIIQKpqBKULaP4dGPA3LR2mVS4taYQa1R/CUWDQ/A/HD3tInU/j4kUIhpjmB0bEFnw7u727u4OEZ88eXJ0dKQViiDSICMTtrqFelYe6I+msiM6jrRsOzL7Bi1KImXZvvnG64Rye7u8W64uz17nfomDSTswwuLm5u520ejm9PR0Op12XQfA3lvPfbvWLaKMz8Iu73BT0DldNE3z5MkTl6P6OeF98IgQRqc7tnJ/f397ezubTh89fizDTrcdVpfcOla9d7FLe7W9OYaT6h8/B93v+gVMRKvV+vrmpVLK4XguEhqbS4coyjdOuCRt51QbzWBYLMj2EGKxiCjAEGzZbh95+vTp/f39fD6/uLgEQWOsVg0za92w5dG1Aqxh0MNsUYRIZLaCfQiICkApDQBsh2oJs7tVEmBCZYwhUiKwWNxtNv18fvT48RMAALB+j4iwZV90QCAjYEAY2FogwQkqUtgTrkiWCA0A9Wv5ytf+4Gd+fvbPv/gI7EoZYp4xTm27LiR4D9fD9S/jsqO0CJAA04pFv/kxOblg0LLuOu25D84mQQZ3FmYWmE0apRzfmZUaqCDByY8g6A8IJylEqAThux+8+Na3Pnzt9TdWy9V3nz795Mc/QijGsm7bfrMmRWANKgw1EqMolgWRUADU0CdgJ5OJ62sTkL2Yt4tLe8PW8Ne//kcs+vzi7Pz8QutGRAxbw8Zt1MYYpdQIsAk4yQlpJm17c9/d3G+ev7j7wu99bnG3aiazl9c3T589O5pN2HbMrEi1k9Zay6Pb6Wd/6IfeeuvjX3rny/P55F/7sT//3rf++L/52b/z0z/11x+dnlgxmnCwC9ptCkoZGdkyqs+0I+OBOk0xbPZO2StR+5b/Yf9jYRnOwvY0ofGYcCUxRGRhYPGN4mm6EmV33il3B0cNOhpCjMX34ZSIZ+Fo+PP3EOqg/y6Pg0HiPpd9HdEThUF2apwYgQNRGBRx/0IVwShIjWT0U8ufkvhH1Ne0jQ1gGx+7Y71pms2mt9Y6YcKQ0OVaTkL4KCuBAwWCa5oVZzVUSzzMiLa62/xiQ5gUEftxDHfKBBG1OCiUu3LV8CLCbw/7Qp1yhpcZDaZH5GNRysbDeDrRXwjvP/Z8i8LXFIf0bljh4s0R7WTsQ84bqUPVJQ/KXXkAvgUZwCkKI9rgKShoQYuSwABKqtIpiSyzt0bzlLPhPYJEOhFQ8IHIVhkGMsouBXd33CRy9k6p7+mWXmcrhBtF1t/F32MWY4yJ3IJt285mtu+ttZYIRm1LTOVbS4RkL3ECY1uy33ZSN6DI2ExEkMbkwt2tZQ9QawB0Ct3h3TiPI/cRN4vlzc2CCE9PT09OjxCQ0H2CdQIbqU9apVcy3OkGTeFxKFERWBYATer46Gh+NFvcvrhe3H3io28KEwMjqfVms7i/Xyxu5pPJ+fn5bDZzgcj47bybQ3PwjUMW5w0A3A9vxY2DU3yoSLk9q+9vb++c9dOTJ4+dH2J4KvgPCbsnU4K7f/BhR1AuuqNRV800TevUMpfL9dXL5yLy+uuvTacTYzoiAhxXsThMeDvCHr0cea06BJS3OZg4AQe3K7FlyyxaN0T0/PnzxWIxn8/Pz88b3VgztPYRKmGfpyEAoCaDg3qPALp/gsDM0XmvD3/D4smoYyMiEjXW8u3t3XK51qo9PTkTRhbjdhkveZrlCTBwj4OwixJskdiaJWGveYUs0+bRh/d3/9dv/sZ/8l98+v0P37B2SWbVCLE2vSJnPu2XerCcUR7omg/X9xzKA+N8WUQYWRD66fzq7OS9m/XRR6aoumbkirtNo2kba60xBgCRNKJo3RLpPd+BrnyLrpt308G3vv3B7X33scdzUWQ6A4CbTQeK7paradNaEEWN2yuIiFncwhQRpbQzXAGlDCMCWBGt9Hx+NLC1AciLKtXgPEc64Lv7+6985fc/+anPNE2rlNKNbqftcnV7dDJfr9fOmpLZ+mYGAiRAZOyZV+seoP2/f+t33v39PwRU0+ns8sljIrpdbVabtYhMm3YGWimNqlnbHoB+590//MrXv/0nf/TVH/6hH/y3/o2/9NG3PvmP/9H//t57H752ecnGWmu1op2a1673dJbxlUZ1lQa8LN+sFJ9FqEVQFIexXqld/jPETESOoXp0dASCw9nmpOMIEUjA+qaJ6LZDPj8kqvrZrqeImhW6SEPS0haR6EJSSeov7P/S/5hv6Q/TaQgUR33lFHYty9LYKyK7+qAnpLeklL9UNTT1VS/hBmkeVRA4yPAVJXAzcfduxbgJEEJkJWCzFMhGObCHv1IsCHZ7/4LxDIlIW7XDLZd7UInbpl1jkuCE020EbIY3EyLAqb2H7/lMVWGCggLsFpvSBYhZ8DmJ6SlK2EoIbTDs28zcASTjEKHH64Icb6u3F+Un0fpKV1lJv6TCyOVdTnIIallrqaBo6rej1ANzJzMByeKlwyoOTHEO7wGO+ipL/hnB20R3YPnJDMEK8r/iQaZUZSpiOoQCjSWOaCnlhsQLhwAnkwlAN/7roAAabZ6hYEeaLITlG2+XDYkHerixZxkKzBy+cR0VovwdOALker2+ublVis7PnQSIIUS24BqFXfpRajlIE9kUuiUi9iViQUESFiCZzWfH89nVS7m+WVhGQBLE3piX19fL9fro6Oj89GTSTtgKC48KluJFTdIijXspbds2TePOTq2pVCMkIhYEIbZ2cXO3XN2dnh1fXlwQyWazdAbBTqbSj1W4t7poKVTRKZVkglqJ0/nF1WpzdXVlrb28vJhMWmM6AJFBq8/bucYnIuSEraLv9W/HGIuAzKJUg0jL5Xq12kwms9PTs8lkYtgCDT14w7E6sAac8FCmTLjDNxvVftghloM34LD2lFJi5e7u/u7uTqvm/OJ8Mm2Ye2arFLGAylFutjeP4gwQGosNozAbBSvoWlKnxkwWPX3+nQ/+8194+9tPTzVd4bIhddQpg7hWtEI86iXF8R5yvIfrX8aFAAahESCRXrHC6VNj7t58/Te+8tVHNzdsOtWo6MybTCZONepjH/vYrNUlV9wdfgk4XM+tU1pu7P/7re8009nx0dFmxY8fP7bOxhOwmcwA0RgriKQUiDi4nXTjDk4LZAGFSFA5robtN8qlEGKdz+cgWXmAKRYzd8acnp6+fPny7U/rTbc2tl+vlyICqJVuXZvu0D+MgxC1CKhmcr/sPnz2omP93nc/0FojNZNJe/PyxeXpcSegN9P5fCaWV+t13/d9bzedWa43bTt978MXDcAP/+BnRcD0xhh7e7/qrTSq4d46uYuwYgpVg+MsMS89XCpUt2xTTYSVBeHFtr7uXGrcnwf9ZBZmvrq6spbDku3gNEM4aRuPq4S35OM2XxX2kWu27yski4bBd9pmv5dwlfa/ZZtnKrxB33cAOXuxVG8Tqq7K2bM4lbyvmJXVlV2isK9CKx1eiud1O+4mojVWxpfiLIjC6nPKBU0BzDA/SUvtfkoQYek1BWxAyJH3pA4GRpzzVOshKyiSvt9o3W1TxJHPGuaNqVZqKmoVCWCEv5vgWvnlAAdYboaktrRZFAodX+Gf0x68LOO3FNyHt5ptcsum96UqVSRpEkFY2wkvNY5DVDdJKylpQ3Ka25dSx1FBGbOwbfRmS2T19KhNi2XZPzgfS//VbdM4hfwBRhv9xkvc0ajUmEbykBOOCre4nckJsmN2AFu3Is0BdTD8dGPMYrG4ublRzeTR5aXWmkcPaxfqe5w63YAKKU3seYqIzJYHgXtBAYWOumnnk8nR0ZyFnj+/thYIia1dLBZ39/fzo6PLywul0FgmoWF/tAYgkq0jERO8Vwpfv6NxZlsjxowC16v17e3ter0+Pj5+/PixsHU1LCRBRGsg1IT0FnDOFjwrbps5z3B0dZSBq3l19dIY8+TJo/l8zmwcIQcBR/tHV9JgN7PDvdWXAMNqWbhC/MS1xvVPEiKu15urF9eE+uLybD6fI8pms9ZaiQAPpoIy9BF4HrCzkhcgpYYalYwF/u3OwpFVgVPaZLZ3d3e3t7eIeHQ8Pz4+MqZj7sfiIAtoyPkpDbglMIMgIAEqIWzwzi7buZ7fLh+tafP5d37vP/obj7/19DXQV3YNs2Nc2yNGC3hPsGo4xPF8VOX//6E17+H63qZ5TICWFNgOwQjcNurr0P/ub33hr3z839VPjnDVrdfrzWbjWOVucd3f33/0ox/99NERUR+12safvs31RuUApOubm/efftizKIS+6x5dXnZdN5lO3nn3XWPk5OSEjVVIqiHnRemLhUdHR47j0DSNg99RGLh/47VHCEikFKGIdcKYkOu9CW5o6KIxvX377bd//2vf2GxWimgyabt+rVAtFvfHx8cjhsNISIRAw6bBIC9vri3KH3796/fL+5/4ib/w+LXXZ7NJo3G1WgnCy8XtpG211hq1AJLSV1c3t6v1b3/+dz54f/EXfuLHrq6u5tPp6elRt+lvb+91q816rUm7wlPJBDxl30WuVimOF9JSMv2TZfG0NNRzyKr/LucpuoNyCFrLWjfGODaWeBHUruu0ojffeM3vliF0kLo5+9jCS2RHAW6aybjcOCJ5ZgOjiK+Vjfkq8ifREEVyC9lPKDHN0n7FqIss/NgoKYqi6pLxQCqjHc6fUvfjNnmTQcTdybz55EprPZ1OIKfmEtHtslhxmsEmBQUoEThTrloadsOuqaOfTpHsZEp9zHarpnI4IW82xZYlMLxOgfFITR4KmrThTVZCaq/ik13U2ZJNKqcRlV0q3b8xGrPbKRdbT0dpXm5b8/wypRQbk9K2K44a6TuNcs7w1TSKso2vUZab/sz4aRR1NlXIEWGK7iPMiu0eeHsDr1I9EgkRkF2pXzw2SNluzJSYPQb/KOJLaQyCitCbtQIg73SWZrDckEfg31oWWU1Zxwl5dafbGSz77UOHi42DStJisVgul03TnFyc66ZBAPfJxhiQGHAM7zvkRURTxJ8uAW+BBRDo/2PvTX41ybI8oXPOHWz6pveeT+EeU0ZETpVzUXSTSmgJIQRs2NGCLfAXsGMBCxbQC3YgIQSNBKgluhcsCopuMXZVloquVk6VU2VEZGWMPr/hm83s3nvOYXG/z97n3/NIetFS5yJs4XL5e/4NZnavnXN+0z6SnFkVFdV7PxqN0Ljzi8sMQK3mV9ttOx6Pp7OZqoTAlkxOo88ySmvN0dDriHB/RKUY3GJuwqmq2vdhsV71XTcejcaTJrfloqIqKbExJpsRDM3VZ0HVg5slvJiPAXsPZdA8XbObzWa93jBz0zRVVakKEhy0c5lySIeMhZfy5vfOKNckjb2Wbxfo4ZxjFmtt14Wry4WInJyc1NVol0WB2Y1EE8cD4Fuz0o+QskiSMAdRCtF1gDgiiL4o5Nj1bzv6x3bbLdcrRRlPJkXlIwcFQYOAKpAAVcXcHBleXx0RhxzQEBCARFFTeUjdmdAnf+cPf/Xf/N0vPH5iHC6590rSKYoXoBLYSfS96N6E5bOUzp93ep8f//TavB3shaCCCqDu7OT95fwj4bffedu9OilW8WbJ1bZtURQAaK37rKHvARNAASTPf5BMn/jp82dlVQrxdrOxCE3TGJSU0g9/8MOvf/Pb623XrjeESNblR3tKmViaiX+YUlJQSdx3rXf21slk8t1/fjau8vYjLGQM/BPI6BHBextTBIDxeHzC6RVXAAAgAElEQVR1deULV9VFaeX99z/8+JMnX/7yl4wxRVEQQX6wEqFz1hiDpM/On1fN7N33/vKv/wt/7fe+/tW27VS4azecegCuTfSEhUHniJMq6t2TunF4e1I+9nDn1u2zsxPR9PTp0xCCcy5FRSRjTQodWTwcgf32JOWbgo0j3uZh23PTcvnIh+xm0X/TV+3wqe+cO3xBAxYAmmacI2cGSVtKKYS0WCwm42Y0Gh3p4V9aKOdn32EZcYTgfVZFexiRdzSAO1RqvTRY7OagE16WunZUy+6hJxpArZfy2W6GTcOB0+ZnYSmHaOfeGoCPAqngRVvsl7aa/7+x3XqDTfdikbC7GViEmXMTb62Bz/Y4PZIkHaJnLyXiHp00IspsrH8SI9nPcp15aUd0s3j9rB71JhR506XvaNV81qc9ijv/LPLtYY+dr/the3b4UY9mAcMyOZTeHQGJv4Wae/QhD99oiCQ5Ygh/1qZxhHodX+WDz5z3gbRX3wxf9uieeekVOYq/vrl+b16IQb57c/ncvGnhMzxshn3j0KLz5ge+0fe+ZJd+oarXl9/Pu8v6GVO8/ZlX/K38sr2D/PWFMMZYxeHkD7LD30KCuIm0wWcob397yGqG6K+v1MDQRrRZv5ZT1PJIeLPeLpdLUR2NT+q68Uaywcm+u9v9Z+9LZs6Yz2GbdJTuBwdC/0Ml2+60qkHYxU+IKhCklICMpP7e2Yly8/jx/NNn5xa2EjeT6Xg2mimakJIxCCoKcbi98l4HsHMmUBWA3FUqkR0cyfJhjFFImbVERACUM7ZZQAEXq+12vbAEt04n4/E4+7hkyzxhNcYY8qB8pLjNOYn7E50jGQ4o5rBjJeVQhN0MQ4DIAuh2215eLgD05OSkaeqcRgi82wh2CwBU9tK1wyUB16Zb++ccCCJkB7shxHywbMpGXuv1+urqSlVPTqbNyCn0uWwgxBhS9jtR2dny5ZuG0CCgZM8ewCwROeK7X3ehmK9vzj00iGa73i6Xa0I9OZlld1MQxp26xIiQiDRR15WuC1XQKlAZyKhVQrUKIMlYUVeqTSK9Qyfh3jp0f/aDP//P/8vq5+99s41RERj2thcCEHqAfj8B2Xed8Fn8t8+Pz49/WocDTWw7NB5SGfhh0Vx++Rsfxu6rX3lnbE26XBhlRSNoVARRlSMhlAgFekIl52SnWMt+X0qQk0iy5caeEqIAZBRAgULiR58+nNV+NrIXl+uv/d6Degwp0vnzEOLJya23RmNzMqsL76ejsSFFFYOqzCKwXKyBsKgKX1qOCUVZEqKenk4XbdhsttZ5BRXpVZmsM4SAAASE6J2JIaKCJcOJE5SYWkdQOBNB7732xs9+/OOvvPlqRT4K/ehnf5UC16PzTI4IXQcoKSUkct5t29YZ99Wvff3ZxeL8av7aF976za9/Efs+9CkyALrSW2Mg8hrAAFFIHKMI0LOn5w+fze+/9tbptLx1uyCyP/7REzQn45NXf/DTn3FaQwLSppcAoHVdWWcIABGIdqQOa4yz1jqDiDlxR0QQyVqDSMYQgIpGa6wqGEuZYYFgd1NhEZvTCw0q7TbfECOhVVRjHAqgKgIIiGa7FJVBFqKgDM4QAqSUYlEU3rlrH3BARt2F2XgzVCCspu0hBLcWc3m+LouGDCpqYgYkg4YlATAhKGAXE6A1vmQBAOKUrEWDoJzQ7Fy7iAwoGDLCksdzwmKsSRwB1DmnItkzOe1jh5hZlJ11LExISdXsKbiZMmGzkhA0U1cMoCFSkcRJCJDQRRSVRJQMJYJsx4EpWVELmAySkhObiY2AhILEagWdoFrRrLIX3flDMOfgDAUVBddVArFHYQI12QFDBURABbUOJQAASYgd5iUGyICBrC0qhoQaRUVBSMSrmqSgGBFi4dkY1/eIQLTLrQ0hUga+c526x+uO0l+vOU1GCFE4i+SLxBpjjH1bWFMalwB1z/6yxsL+CWuy+SSBgKSYrscW1x04ioghJwdGfLpT4eZacFfyAb5AIr2ewoPQ8FOiPNceRrbO2Rhj3KNDiCAsIpxN+1RFgOxOVKysYtDkYhcRyewMCfYMJjsU8/kVEIGshb07vKgCDhgs7eZn8GJgwIBZESmCCg0Vc24/Mg1tH46VWHe3CgBwStd8NBEkQsK8MOFF6pkCRE4G7TVRcb8ikazuGzlEEj5gMMq1lDGrb0SFkDJ+la+UNTb0/Y6JvfdTQYCcUXZQ6Os1GHUgjzR7GxvNXdk+uzyXvvuyHBUx7ScmSJj9VAYxzq66ywK/PayMRIO37+HsZijyh6xs3rv+Rr5u72mPAADu7snrCRfhIUxGAgA77wREEJGcyPVbqBOD8naI+DrKFxnAVXIveCIyyw63yCLY40wUGcCbQ/Um3HD9uZ5oqu70iXstkLcEQqiYRAFFhHEHzxyh5UikR9vCsBIPpzaHoPFNGup1N8j7/SHfeAetoE17rn9+ocVivl5viOj05KSua1XNYWuDD9hhXsJNcsVnmdUesTuGv7DIznYfdtTAvPZ8UVZFSUTb7fajjz5648HJdDSdjBoC7FMYRLCDRUF+zbTfegYfuSPGRc7ksdYSEQtf8yDxGnm7upqvV2tAGU0mTdPkzx9CyFq7THY6wj8PCS37fSH/VAcju+GGGdZAimytB4AQwnK5ANDpdDoeN7kTu8mqP3y7l4oBDva+zE1UeMH1eJdpa4zJdFxmHo/HRVH8Fur/0dz6CJy8+eeNoeZu4XVtt16vWfj0dNo0TT5L+XIMXBoi2nokhSawAqhIKkxQUUBAQRIb0CfqMVJtte9OAtt//Is//g//1utXK+hD59H0n/cXnx+/EwfnVIJdlW5DUWwL52pT1eOORZkcKSsg7urajJMbA+RsjPzr3zwZjUZlWRpjnDMpSekdEYBSJppkh2slw6wKGpKEqEDGF/Wde/fmV7/+whfeMJZS1BTlg48+/gf/4P8Yjd3JtK4qfzY9OT2bvvWFN85mEwRarZar9cp7P540RETWOOO6vh2PG1F49933Pvn0KZLtQ2BOImxsnfdDay1z9N4TYVOVMfQcI7i6XV7cv3P6ymuvk7Fl08QYkRBQY0rL5eLf/3f/vZOTerPuVBiAS+8RwThrrOn78KMf/awsy6fvvnf71u1x0ygnqSpQigwxiaiE0KkgawpdYkFRmi/mV1dXbddt2v7icvnWF7+AxpyfXzhn282q654htLFNsaMIOp/PRdg52/etiuyMuBQQjbXGOZsLiOEpm127sqLb+zoPK7OKcqeL2/8yQbLWFkVhvd0R2lmsdUTWFd6Qzb2ftRYRDMbsOL3fzJUoVlX1/Pz5ZNxUVYHGZBr7bislRclhT5TlXLmgRLJIRpAePbu4++orgqRoQmRrnSoaW6TU9TEWvvzg4w8Wq7YoG1HabLYhhFunJ8ZQVToVrpp6Op0yB2vtZrNi5lFVl2WVNIEaUXXOsSgz9H3vvTfG+6JgZlT2JucqKRFZq13XiYhz3joLAFGEAdSjZLKfaAFEIgiuAGOAFqPOdFKyKZnUuD6bhaUwUcvLrZ84JBKjG+4SRGOgJpwQQR9huYHzJSzWsG2lbSUkFUkpmcL7soDCg3PQjOHWbHwygtKuRXqkyGzAe8XQxxUkIaTKgy0YFUFRhJiRO4JoAFWUVACAUbdGbVkwSwzJR3a9JMwA4M7jNM+LQYlTnsbutBVHgGR+hsYY85hBAFgZRb0vQwRAUiAye3/XXcoItF3nrLVkJGfVikoWwg9P7aFI2I0tKHFCUQAVFiIiBRHJfwfSAz8e3dcwuXPI7oky0LIK76/d5gCEE6ggKO9jtFIMO98LhBijMS6Gfkj0rev6mu2mZIwBxJxulddOLqvyPDrGWGAB++JqsOe5LnJQhxp7VyKLqIgxBkFTjFmVgehyhpYxBhFEOEdtfVag364EYgaGAw5trop5KIAZeTBCPIrRupmCc8SxREQEysrCfL04saoK8pCXcljNDxy062H6gbIx51UNlw924/WdGIxZB/orkQ6FcW4AEQev10G+pYd44/AWQ6mZge7hPOzkP9cgns2wyr6WywyyoUrcNeY7VsiLkuDcW+bZ5S5bBV6Q0uGLTIqbHM7PEhnud3K7q/DzQA0PGNd6TKo3hg76XDiM7nhpQv21fySaA8RrZ44iwKiDV9O1uQZci+iOMxU+i/Y/YL836ceHRm5Hjdh1m4dkEou1NqU4n8+3221ZltPpzDunwnntHbrW3GQnDj+9yYkfoLOb8oBrQ2fYNc15luGck6iIOJtNkSQlXq83J7N3mtLk3CNjjLEmOx4RXrNADxMk9mZlNMCmh0qzXWg40N45CgGUDKnIarVeLhfO+dl0VhS7FIs9v4gOv9QQvTqEKMALEmQ8vJy7/Qh0IGGqIKIBgM1mmzuuyWQ8HjdZ9Hh04Y8Q/5tp7AM6f91a75cKMzNLXrN55W82m+VymVLKgXXG4OEtcuQs91L8/aX5qkdCwQzl7dn2abFcxJjGk3FZlgO3xzl3iMUT0cbYOnHJAASdhWRVREkASBNJiR4BxaqN7a1t+8l//z9/+rf/3htPL+q4BSOiCmA/bzA+P34XDgEFECFhQQQbptNf99vi3r1NG3qFkauUt9exPKoAGEIYjcdI5oMPP/jxL37pvS/Lqih8jGkxnxNgVVWAwJxAoCyKovTOkSgjERr7+htvN+MZ0GVVj89OJ5NRE/qe2T2/uNq2vYABdNuQQpTV8snzi6sPP/joG7/35a999ctt2znnyrIU4dT23jlJUUW998vV5vnFvA98dTV3ZTUeNyeT8cVFt9r2jx598sEHH56enhky9+7e+v3vfDNGYKH1csNd7AMb69uuqyf0yv2709koMYvA1WL++NnjsnxwcfmcYzidTbAgBFBOoib1bVPXq9Xq4uLiW9/6FiJKChyTCChAiJwSiwCrtm0XEwtQCNz3AdG0XbDWXV4uvR91fZ+SOGd+/su/+Nf/te+++fptFOQeNl0KobfOeGezr1UWC2TvLhEWzekMoqIpZd+TXJ5CjHGz6UIIMSZrjXNOFVKKMfZ9Ssy893teq2piZpWu7UUAkbz3otqHNoSAiIYMAHjndm3ebmaZDOEr9++d3f6aABgkAQY8ZKcIIOBugoz7LZvAGCX3+PlF949//Mr9O6pclhUoGGOdMSG2d+7cYrS/+fDRk2cXbWQit1xtF8vFq/fve0uz6XSzXc5m07qp67KJMa5Wy67t6rq+fft2DCHF5Lxx1vWhFxZrbYjBkEFC0Nz1Oe99DKGqqoxhgmpZVbuPbXbmzAYNARogZywzCwBZg4jWJmtMt2pHthr5qm+7siwDyKb25+vLcc8z483lsrhc0vOL8OTp5aNPPn786fryvFuv/bortjHFpIkxw57MYFAR0ZC1dn7myfqiHk1P74xv3YV792evPph+9Ut4+4RH1XxslUwP1IYEpvDWgSaDiTBwH8haYSDM7QQkwMgiCgwkxuakO3I7LQeQEYDEYgAAzVCGESJaqwB9SvmR2uf8dyIBG2MCVWFg5i52feRt26tCHzX24ViXwRL5wP4edrNsUJUsd8n1mDGGKDfbh6PnF5slORzIIqIA8J6NtStYiXOn5JzLr5TLkrgv4XLZkx//zvuUEsdIADF0A/HYGlRJkLEpVUFkJspFsLIyawJjKCYlMhnvCn07wCnO5kzmXU+SJzIG9m2VAhkDgIQEoiKcu0kAyIxxUSHYpR2wcI64uZmocY3ngGaL9QFaRBj6A91loO7n7Ic0yENu5GHuxVAh58LwiGG45/XJkdjyJi8XEQFMrl0Pq/kX5/ID2y5zQSl3OBm5ReEhekGvq/d9O6s7v/rBDf6QpAov85I97DQyk3woiW/Uijr0BIeJoNcW9C8mBLw06PK3QGovbcBu+moOA5dDw2HdOyYO8E9ueQ5yhvDwPBzZXuQRwKHiJzsp7uYmqhZRNa+p3I3j3jiNDjnhN2W3NyNbhki9m1Lkm+T/I8q0Ncaqpr4PV1dXfd+Ox+PxaOS937dPe79v5w7P8k2O+9FluOlY9ULCw/D7khlLuwBH622MjEgcg3NmPB6166uUeDKZAbex2xrjEEFUhVVFCOmmtvXgjfKNe50vSXSdN3CEAnNK2+326mqBiJPJuG5qUM7GdzHG7Ds6wIOHrqTDij1shzJgfQgq7lF3s/+cBACbTbtcLvu+n82m0+mECPu+G356Y50fKyKOiOw3efkHrIPd+W/b9vz8XERGo9FoNDLGiKSb+oqj/euzPH9eKpA4ugVFYLVahtBPJpPpdCISh+BEuGGgJIiClFkGBhVUHaNVYMVIGEGdRcf9neXmk//u7378X/+dO4vV1BgxSkgpdJ+3eZ8fvzNtHhAqgiiAmqKdnX4ovOyZFxuxiGjBOGe9gDInkZSXp3V+24X5Yuma6WQ8IcTNZnN1tfjBD37Ytm1Zlnfu3BuPx2VRfOG11xhou2mNgaZpyrIZjZu6GXVdl2J4cO9OXRVtN++2fLVY9SF1XXCF8b5OgIX3iBZAr+bLtg2qapHK0ntnY0wqHDlLneHich5j2rZhsW5Nz32UxXr75PnCGHu5WF3M13dfeWM8Hj96ev7FbQ+Ay81mE1JlTJ9Ywczni9mte6JpMh0DalGPtm3/mw8/evudN4z1hkgpp61EZS1K7LpNYrmaL64Wq9Nt13Ydp8ShT0lYsI+sIIDAzKIYYwop+2tT6FOM6dvf/n3Cvm3Ddtuen59/+zvfWq0W8/kVPzhVTimm1aoV4ZNyOhmVIXQ5zxORYJdIcT05hr14+/ChbqwMe2N+IgyIHxH1PQ1Pn1wlxKis2m57VVBMOZErlxDMLIkHWzYRMY7m80tjrC+Ktt2UpctC9fwIhoMgqD2xCoZpMlk3mp39+Kc//uDjkUiqysJZ33UdIr762v3X3nxzvW6LanTrXnF+uWQxLiJtA6NDXwZw6Oqecf70cjYTRARy6DQBrdo+pcTM0ra5zlDVqqqstcb6y6urjJaUDF3Pi8UiP1DatjXGNFHbtm3btqh85gkWpii8N8awQuAkCGRNEqgiqMF1u6GChINVbsgUKc5cadtWf/Pr997/YPXLvyoeXZzM20nXNxxnJBNNSaKCEhKqZsNkBCAkBt2HB2HzvHNgSMjCe0hlT+ZdC59U5N689/p3vjH6xpfPXnu9vH3neQhLW9JorMZB35eoGMNoPE4KbeiUqKgrXxa+LC4vrq6urpqqLsvSFT7G6Jzz3qeU+r4nonwS+r7v+3Y8aipf5BvJWhtjDH3rnEOiruuQjLfeWCNWEFABsl28LStfWmMJDoPgDjXq+3ssxkjWExGmNBjq5JskSkdkrgtlIt2DiiIiMQxBRxlOGaywiYgFdCenISDDCjElAMKDvlFVPVkAUlFE00cWUSKTUgLYKYCQlYwLkQcyEQAosHW5p8J887PkMpCttYDUdf3wNfMseMdJzDlgKoauRSKD491QrAdJL6R4p5RJQ5Cj5PhYOXaYD74j6GbcYmeTM3QOkI2pBuwulzE3+70BRxo+0q7IzEzhfVuQHcivVX8A6YaU9JoLhigCL5KkXux5AAhfsFcBRIu7EpcQeegGAXmPqey+smrWTd0EaYa/H6qEjiwtRKRpxiGEruvMYMv3QiSG3Iw9uCmoO+owhy4x7U/v8LKHLfRuOeyv0HWfuZcPHRkvHX07ztTh/I3yWdonYBhjhs7hQJdEQ4R6/sW9t8t1TnheU8YYVs3hIhkkTElU956LwIiEYOCGnwp8RgzJZwllX6rhf+HLqtrAqeu71WKZYhyPx6PRyFqr2UhDhWNCQwcs2OshxNE/HiG5wyo9gnrzo2JorI3Ze4ogKGAISVVZ5Gq5BJWzs5PfXD29urrq+4iSQEGEGTRbs7GwwM6UiTBzpBQ1z2hpyOQcGqS82q/DWMloht0ARKXrusViASi3zm7nOGDao9551z7URw7M1ZuOmsMU5KaG+8Wzj13bXV5dqurZ2WldV4gQQm+s0Wytue/ph1LjKMbxpflyR6m1ukNLd7rE3XcEGI/Hs9lsSFwdVtER/3aYbQxOnp9lUXCzER2CL3Pq4Hg8mU6nRKD6QlrRENSb/5cDVIIAgASkZBPZRKTIpAoKXn3Xnj65/Mnf+i/a/+3/+UIbDKQNpoRQM5VQfM7Z/Pz4XTkQSRVVGSja6qPE784X0fgHt6Z/+Ef/8M3b98YTreqmqIvpeNyUnoyOJhMkuri8LMry3t3xdrt9/PTZdr0GgO9+93uA9OnDx6PR+Jvf/NZsMqoKt94sY9fO5xebdauCHHXSNE1VXl5cvPHKXVRGwE3bP3t+2XYhKQLaPkrpSwCzbuO4domzDxmpqiOTC0FlSYlPp1NjoG075wvnItkCyV8tN2+//VYn8unDx2VTfOcPvgNK51cXz58/2XQr4Y4huHK0XV0+v5h/WfH8/BLdh4vFvKoKZvn4w0/Q1d//Rz/55PG5RT2djd956/XpuJmNR3VTIdiL87mS++DTh2e3X2G0ApZV0FYGBRSdyUkDkts77z1LYBYiBNSiKN566y0K5+fnz7MM52/8je999NG748nM2UohMbaqTAQIopoQVCUhEgBl6RAc55gpot0/ZVFVWa6rqBivGfLZ0GK/44GCsggAFYVPSeb9nFnqUTGaVN46FUUiROLEhIhZ1KFK1q1Wt58+fUQIpc8kKMEck5ppIMMjXPf7evZZVQkhIJo333r7X/mXv5utsJmZIyuoMYCqnAQAvCtGo8nT55eswErrba+Kz88vrMGmrqbTyWbTAWiMMYQwqpuyqENIy+XSFc4YY4xV1fOrRV3XlYAtKnK7UimxVKMxWovGVCPLzGgdOcaYUDCFngx10rcpOO9VlRQK60tGZL0wxioUzmG/qa1WcVsvlvjrj8LP3u9+8+nk0bO7IdxndQDZAFpRkwiqFmoVNalmgs7gFTYgNiJyXysBTACJIGGHIidi6h76997r338v/b3qfFTzg7vyzlv4pXfCK/f47HQNxEWx7fq6XKBoSpxQGTAiF3WV+sCb9lZROTSXyLuCB3THTFEoioKZu74TTqV3+SiKQgHa7TbGWDeNIdpsNldX61deuWcthdATEZI5PbudFM8v5r/41Qe3JgQAzjlrbB5tWGsJKUuwjDGhD33fj0Yj52ye/ueGM4QYY3De52H9oIw43Jy83fGPWJiAjMmBKZpUQQGNz0woFhHErovWFnmwYLLghZk5haSQ2BhTVRVZjTESYeGqPDEfjUcI6L3v+u6FsAEi590h2jNw/3IhUdaeOTELIAKhACmiqMreFxGuPSYgJoiJiTLJE4zBLjIze++ttcwZ9SZmiFnHyMd5mDdPzjB0u+kMaa1hCfvGDLsQdmUSXpPIcnlpBmLXng6AoNZQRgtZJHEaaJkZRJEd3AH7wOdrqRSpGmMPeWRH9SErW0NIpApJszqJc7eiqhKTcsIMTA2NEOYmNicRA6KRfdLyAZywM3bJTeY+JxD2Lgz5dEEfes3Iar5SKkcZhkfpcDpYOOxEgGbASiXxzl7+xfQ/uOE5OVSYgzXr/qodXjhFlEEcuyOFvuiktY9bo33btmvedhSKF5lrh8RRETn0+cznZLDkyO/Fem1+Y23WZMIwHxz4bjcrfHhZdOTNkL2jBu+mr/IOzbu4uOi6TlVPp9PJZIyY0TLI6D8ZFHzhRQ/D+/Iwbzin2Rnc7I/8L4cLJk8xXyD7IThr2i4hGmNMZBbh+XzRd2nclNPZKIZweTlfLdfj2jpjc0YCIhJZJNyFxObABEOSKTJDPybXXdCwovYNd76ltSi8iCyuFovFAhGn02lZFSKSEpuDT56VGMO5y7lGAxv7UGM9BNoeihiHlZmS5Pi+GHSxWBLRbDYbj5t8bpxzopyny0eWR0dpj0PzfCTSe2H+BzsS7I60wHxxcRFjGo2ayWRijEkHHruHGvFDQ5eBCjucw5uxrfCiE9S+N7bO+efPny+XS2NM9pVJSRDhkEBy5LLlRRKk6NAQmoTKlICc9xzC1Pquu5Sf/+Xf/w/+k1ffffSFsBUInRUx1okRNQHMkE35+fH58c/2UFBCsWB6oktjHgJtXPWlN97BuLycL2ibTNGzakphOh3dPjv52pfeOpnN+tDP58tmNH788ZNnz54551Dl7t17TTMKMZ3duisK6812s14akFFdnswmwuHpk0ediqQwmzRN4Z5fPP32V94C4Ri57/nRk2dBAK3bdF1KxlEJ3nnnVuuFcw82260qoCEiEk6ucLawMURjqOui9wWR9WWlsBiNx2Getm0/mjT6UMACWry6XDx9+tg5ZGBBRguJZb5eExeq+ODBg08eP5o0ZVEWz84vf/CDn3YRA8Av3vsk9pvGu6urNaE0VTEdj776e1/u2MzX3Y/+4pcdg/WVitRVlR/8iZlcoSKloydPHjtLTV2rwnK5IusBsHCm67bf+sob7773G1BbVuX9B/eePvvk+bPF/bsPOCRrino0jjEYY1JiIgQWUM6ewQqS7bR3T9n8zAbNjiNZPI7iAUCT4osP3d1uTJs9AUoIAZCSSGIR6RApheTJS4rGGGVMzCCgSIM/njJJ6qfjuvK4TeLQCA0OkKBCorso+eziaoyJidWQI5CUHj58eOtskkJqpmOjysyXm3nXtdbS2ckUEUIIPevTp88Xy02IXHrrrSHC2XTa9+16vZ7NZlVVLC6vrq6urLWTUdN2m+1224du22/LskTE5XIZQiCik5OToijyCB9ZrLV3797NCIa1dj6fi0gIoSiK1AcFi0opsC/91Xrlq8IbiyQEst4sbe2pa0+SjB8+Mb/5cP6Dn6w/+njUdjNOJsVx6hGQlAgwf/8IJIQARq8Do3Ytr+7cRfKTHwDMAkgQFBlBUcWrQEqeuSEQ0DpCWnf9+WL1yw8Wxffbs9PRt775xe/99aev3eHahsKlqHU1tn0ia3rlXnV0Nk3llpJCYDTgrI0xMrMCGmupOgUAACAASURBVOuYuQvBWluU1fxyXpfjzaZDTCIbACiKwrmq3WZJW2UL3m57IjSWuj6wyPTkTmJtQ3j69Hy1uFaFVFWVJfQ70q8xoe9jH/Iv5HZuCMZIKY3H4yi8MyARcc5lLVxZljHGlFLtHBz4i2ZNSg506brOFc5YWq/XAFBVVQgBYcdmmk6n+Vmf29qu6wBgMplkG4X8HK9Kf3V1le+QGGPbtjmppWma1Wrlvc+WB/mOymypXFCNx+O8+nLdWBRF2243m810Os1fgYhGzUT3Spmqqrbb7WazsdZkm9m+78dVQ0QxRkTs+96Q8d6JiC8a55wKD+S3XSW2r7kPa+sYY1EUuTB2zsUY82uC2XHsRdVaC8wsgkhRRESKokCi3fsC5G6z7/umaTabjTNWVQdq56EYp+2iMYZFrLUhhEEVOdwAiCjY1nWd5YuD7CXjmYiokgrvmQMRhRB2MIwgEe/IU6AE2MeA+//V9721FoCzy052EkqcEBHQWGtTSnmYRMakEA9RyqERyPDdZrsdOA67qb3qIEPNo4O978YOOIH9UC2r8owxsveMyZJnEYkxZcnPYU07hIbn78Usw+Ar30vD1c/vzrxrlUOIqmqMDCc2V7Pe+5Ri5pcdAWj5POeV5b0XYSI9hBbtzlpm8AzSAdzKOKRzLl+OAw7gcG4VwRyq2A4NOI58TIa75Ygs+dJc0MFHY6jwbbvdFEUxquu6rneQzp4VQkQ7+5sXX46Z8yI3xuQHz2Eu+zAduRmmd5gpt3+aZkqkEwFW6ENar+YxpLKsZrPZ3bu3nbfr9TpGBvCiYvJURHdc10NLknzZcpe1g6FiOMSXDwFxVZWkxtgUZbVertdrIppOJlVZcYzWWiWzHxHJSyNBD02WPyt6Zf/ZKFuViogxmMkbi8WGmceTxvu8iQzpKzvd56GcdwjiOLzRXxr696JGbvdJ8q22WCxj5LpuMmALN0xsbybMHAaqwj7L5WVfEI6iP/LyW6+vNpuNtbZpmmw8cPMtbqS4pkyIN0oAEBBjaUT6GSktV8Wvf/2P/qP/7M4vP3rAyhCCAUF0EbyggElgzOftxefH7wycB0qkIkX1yJo7v//7T3/4U3rvrwrcfPHt12ztwYIlVCJA841vfH1SV2Rwte4mJ7PHT5+vlvO68GVZzuq6LArvTNu2bdu5olpttpWjfrOEs9PJqCqca6p6NGpCu62ahlN/59bJeDxKKaXIbRc//uSRsW6z3YzHBZHPW3TiGGPU/cjWea8AZExdN6iQYgJQTpwfSF3XGqKua6eTycOHn/YchHGzap88ugp9YIZXH9z/+KOHrz64WxbVat1777uuY051VXtn/+a/9W+eTia/+OUHm07eff+Tu6++2tS1iiffjE7uhnbDAI/PF/Duh2+88cZ8eVXUzfnTS8+2a9vFcrtZLfvQLxbrLkZHeDob/zv/9t88mdbr9VaYY0qPHj199/3fGBKQMJkWvvA//Yu/fOeL70ROovB///H/+967H01GtbMgyGdnJ1//6pesBUCg/UQ471uDP/aRU/TBv9BNj/g9oCcigICqIDtTX1JAQ47QMasyAJOyqiAooux+Z29OoKARUjCgKFp5jwQke28qIEUgawCMcNo5GgAYpARCZFarZUop9P12u51N6hgDCBiQwpKxhMKhDwRQ+aIuPM3MfLFShbJwAOLINNOJcG1ANaUYw+npbDIeISKnWBe+sEadTSlx4rqpyrJwzllrjKXaVcZS3LZlWRCBMRhjurycp5RSckXhjCFwo6TWgMK2lSglOkoauy0ZLGxRKb/1q1+sPn64ff+j9a8+rJ7PX03Jx64EQGAF3ToiAStgVHOaB6oA467wAJQXIz5wr3nIpygSICiAkIJRMEBGQQGTgAK05EilSFyldLttt6v18vHTZz/8MX/9y+986+vdO1982JTkWNEgkANEhsXji3JUPpOeMbkILGqtZVFAImNZ1HuXO4SqGdmiKo0LIWhK3vs+RrSIZMuy7LquLCu0xhD2oXfeA7MCtiGoUj1qnMkzcTUG2p437bppGiDf9b2xhKZAbwDRW7tcLouiIOMFxXvfrdfrPhljEkuMyRiDQkBeANbbrPejVRfH4zFZwywCsReoy3Kz2aCvJs2k69q274AKY42ALZt6u9kKgvfFfNUWhQ8heO9FpO8DEc1XT6213jtECiEE1j7B86uVc50wt11XlqVqW3dJRNJi23/yBBTqpu67PqaYe5vQh/FkXFd1kJRLu6Io+q4TEaJHxtq+60KMk9G4rquUEgDmAv3i4tIYM5mMrXXGGBCOMWYHy1xgOOdgb8aoHES1aRphTsxVVcUQNtttVVXO2vVmE2IYjUZVVWUYQ0VzA+ALT0TtdlsUfjKZppS227aqSlXabPpc8ywWW2PMycnM2mq73fZ9jDFYaz/99Kn3rqlN0TRDLZdFjynF7bZ1zvZ9YExEZjQ9GZjhgBBjzKCoaEJEXxSFZJlfrjmFs78OFdYaDQGRCuv3lFFBRJtrVGtCiAAGRBFVYjLGFIXvujalRGg5KTlCMCqqiClK9nGJKXlPA2yY+5OBnHnoejh0pPnz57nAYbz2IUR0SP4ipLTzKc2yUQkHOAoSygGmt/vHwTIns7URM9wy9PD577hLalMWIULQnWhTkxpjhdkQtW2LiNlU7EjMdYh25JtqsOEYYMBhVnIUz5MNXUB3BX8mfIpo9srevbLspAH5rhg0U0dEzcHXVF88bjJgDzmGh6MfO6rrpmnyZAWyzxMgyD7w+kYG6GAvdqOp0CG04Mgf6bA5OZwh5azLneGMCKFZrdeb1fb0bHYyO3PGTSbjsiw2m83l5dXZbAQaszZD1exwbYSbeO61qSboYV+e19UArFvnmXm73S6XS0CdTqejulGVbLYWY8xEnZs93k2N7CFjePgY+6uOiHrospUzCTebrmly0lF+KTlsfgD4Jv3ysDG7+THgheQTUMXcjefZ2GKxWiyWTdNMp9OicAOsOtQu8DJjz8O3eCH078Xcm8Pzv+PBA223q/l8rorjXaATDrZjv+VdGBWVDQMBKtrkQKyYtq/65H/1mz/9j//T2z95/5YxPW+9LYj7Si0IEiACmuug6M+Pz49/5k0eKSKotoThjVc+jqnbptjHkztNXVfLzdoI+spvtt1bb775+uu3wzZ0PYtqDOnhp48kxtGoGdVlVVXZ28Bbms/njz/44Nn51bQpKk9379yyxhSjRlLcbjfr1Wp2enLn7u3vfe97o8rOF8vnl/OQ5OOHD6moi9JbZ2MMbdt671LqjDHNqEocWVJRToEwxjS/WqYU+7Zzhe+6nojquvSrDkBW68VkMhmN6id/dZESt23gJMZYifz2m+/03Xo5b0f3xqidipZliSB3bt/uQ3f37sn50wVRkdiMJmfLdReDFA5DgvU2cEjOoLXVehtCgouLSyQzHk2W6xbJcYpFUd2+88p4srxcLEpnxlVx586d+3dveW+9tda6i6ur73zn+f/6R3+fUGLsy6LsuvTGm2/9yZ/+6bNnzzTButUurJ88+mi+XlkDV5fzr3zxC29/4TWVhAfxwqrHCofDSC4AEO2ODPQGaYCoEJQAmnNmBDMpCkUUxBAgKkgyKghgBq1KzugVEQQQkdVm1TTN4I1AZImAmVXAWKOqkhgpe+4hAEQOAKauxynpxeX81tm07/sQQqadEKglMoZAZb1er9bL8fRWWZZ92qYUmdkZMxpVVeHzXNxY9NZZc9s5Ox6PNpuNcirLsiiKbQgppe12a0wzQAp5lmoAXFMTkbHEkliS8/bO3du5Eggh2KLY9mmzaWurTenPTEGr9TjKK71d/OpXf/Wjn1/85Z+4Tf9KgGlQSREMgEURtIIFkImeQQQ0ovYWGBRBjEjB6kAEKMFvG+7VkhJgwEzaRFRybDxQqUAArB6AARJAIOCxpKoNp4+7zcVV+yd/vnnjzTv/0r9ovvT6w5oW46ZTnFWTBlA2nXjdooyi9G1XVRUiLq7mudaP1nbbdr1eq2K77Uej0f65bayFlDjG2Peh67q6rlLSnmOeL8TExlhh6EM/ny/unE6YJcTIzJPJREQUkEWiSAzBWZdbOOuobkYZ67POKqDzBTMDamIhYxNzUVoA8AW1bZthsdBG5kyYFBFMSWLcFEWRDdKq2p7cur1ardbrdVGPUkqTk1tt28YYozD3CYDadQsA3ns0xhhlEeMr5xzaIJJOzm7nOns0np5a23VdrhNWq5UztijKruv6PnR9r6rWurKsrHUium3bhOq9N9Ym5iTSdd1kMmGRoqqKqlpvto+fPc/unV3XVVX17NnzzWZTFMXp6el0OuUu5Lfz3nvvYRcUzLu1jJxSGo36vu9zfS8iq9WqqqrxeNx13Xa7LYoiw5u5Su77Pr9gVVXMMeOQzLxer7MasyiKLMjMatjT01PnXN/3q9VqsVgURXF+fm6MKYvi9OS0aZpMKA0h5N7g0aNHt27dyifHez8ejzPi6r3PaHlVVXfu3HElZRB1s9kgYl3XRJQ/sLXWe5/ZwojGe58L3ZSSChRFmVJiToDqnLOEt2+feedj7EmhqmpE7LvgfZFxy0FylTuQHRNNOaWU4YEjZpwxJvF1aHbeGQa0cDA4HWxF8ssOQOWR1Ej3MCAA5FwxPJiyDaBLdglKia2xdEAJHvwLr+EZspn+aq0V0WFHJ0JEk3dgItpzzXD/04wEsjGU27CBjgsH2XRxl3mmu/ywA6ok0Y4FZ4xhvnY5yaeCkw4iz6FFylftZoDhYeM3YImH3F24Eby+x1p2DjF2Mm6cc6DMLGRo//gyWbTGAoRy2MnshsEp5U7dmONucDjXg9P0TcPGAzEbZxpziGlxfp44Tk5mk8mEEER5OhuXZbldrderbVnUnJIBUQJR5ITMyVgc0lEOU/t252iXn767bDnnJ4OKRDYyLBbL5XJhjDk5OanrkpkzZCUqN9WicBDA+lJl5E0/q4EfnC+Vcw4Al8vFdtsVRTGdTQA0JS4Kx7zz59y7GwPcMIM6OnVHyNiLtF0cIMEQwnK5nM+XRVGcnZ1Za7OG/xDKO/KwucnxHdr4oyjS4eIOE5rcWG637Wq1ipFns1nTjK7jRFWO5hBHTGI1gIw53EQtO4XxJoxDWv7R//5n/9XfPn3vk9tJWsNiKTI7taiYACKogWgBP2/zPj9+Rw4BFIUCbEuIX3z9T979pdUihHB6926UUBQ1WqtKk9np5Xz+q3cfbhaXb33hjZT4+cV5FHbOOmtns2lZ+Lbt2q7vI6zW66fPngOZxFzXo7ppkIiFWTUwG+9F1Dhnvbm6Wqy2mz7E1bp99OjJV77xTestkValL7zNgi5joKmq/LwkImaNLN1mu16uQHg6m4lI0zRvvfmmyCfPzy9Bjbc4nZ2cny/armvqKldaoKPTk1HfQrdtCdAXJhiQxKGL09H4+x988H/9n3+2XS0vrvj58+VoNHl6/hQ4xA5GpZtfXaIkQu3b7auv3t9uN9aAxnh2OjPWF0WZQhg39WazNjiZTKald9v1/H/5wz8cN6U12lTl/QevFFX9ta998/XXXrl1a5xY1quOGVjwj7///bfffgfVrzbdZFzX0+lWrEF5drle/uCnZycn46Y0oIhD4Ccc8SOOQ8MxXGd27S2bdwoQUpUiO9HvBnyIu/CDXQAYKqDu/OAVAbPaSPfReSGmzaY7PTtLzJmXBAiIYIjIAmtGh5EwO3wKERXGsuJmG4p69PTZxf37d548eX7rdGYRJKWuD0Toq8I4H5kFaNt3AuqL4sGDVxGhcF44qWpKUUQm5WTTbryzxloFqJsaQFNKfYoESIDjZrTz8EjszI6VU/rCGwMATdX0IaBTW48K63cRRMbFvq1D7zGdAurTZ+VqjQ8fh1/8+tG7nzRPFt/uUnALUnCiJOABiFFABSig6YZzjyi4I2SqogJwBjmB4GXhxcPBoLJP71IFVGXEoBABEYAg5s6cgBCAVAwIhQCcvKXm1++1j54uXr89+4PfO/3mV+Kdu9tuZWxNzntjaLs21mamTBbFbTabsixzEVIUBQC2bRuCyc/crtuUZbler8uyTCkAMHM2rdQQgjE28TCM9oUvYwyx7w3iZr3mENBQ7j1C2yZma13btt77p0+fjsfjEEJK6e7duxlzuLy8PJ1OrbVt13nvFxcXvihUFVVdURhj2JjVcpm5NjnsFxBjjPP5XJitM1OeOmOaqkLV0PXrxWoHHzEXdWGMoarOb2oMAmKf4na1zmV94U3ftrn2SCE0TZNiHLCGEGNVlbbwAOCrEodwBe9yV1btQ8NjjN46KrEqylxX9H2PDSJSWZZ1Xa/XaxG5c+fOarVi5rIsU0pJuGxqa+2gJ1JCVWRWa+24mfSht9YpEKI11njnJ9OTdtuq0nR2euvOvUz+7LoOyFhLZL0rKiKaTCYq3HVd226NsdYV2zYUZdmMxkhGAX1REZkQOSYhIl9UoqvNtn/l/qspsYhGxsWqRezqpiakq/nSGOPKpg3cNE01whjj5WJlDKXEUSClGJJ0y3WfuKqq9Xrddd1ms0GEqqqdczGGTD3t+pBYEDGmaI1FpNVqndvIsigQMYqAyng8qotiOh29/uDBvXt3AGQ1v8o7wGw2y7dfLsZyP6mquacNfZvtl0ajESLm3jJjUCGEzbbLm96QMj2AloeAhPc7ZCV3erlFbJpmwEhSSnk1DYonay0iKbAKABprdt7shnZx3GXhRVLuOA6tN657gX083tAUvWBCAZBvWtiTbAeIcv+/cGCfWuv2vUXKvau5TsmmbCV56JsKgElysqMJIcSQMvQ66LDyZpWZ2Jk4cyjOOkJ3Dqv0w8bqRTbcdXE+0HoBwXpvMzsR0SAiZ+MdMEQ7VZ45sJE5FIPtT9w1IXXoRgYI8hBhO/yFa4ccFRaIMa7Xm7btT0+nk+nIEgizMTCdTsuyWM2XFxeX+8etqGJuFuDgdOSzNuji8rsM3pjDHTC0KyJytVht1htj3Gw2aZqGTFaCMiAYIpGXWJQOnbTeCDvcR5TQkG2w39Zg6K2z52QmiM5mM2tNSsEYOrpaiAYgHXaPR+6oN6/rUV1ybfXDvFgsFovV/h1zf6+HesW9X7e+CCce0zIPDXgO010OAbrc27dte3V1lRKPRqPxeOycY445RlRVlPCoqzzkOiuAAdibQUndyXQTnv+P/9Ov/tv/YfLoo3t21AFHITSkZBMnAhBUIE07v+DPaZufH78j2jxQQ8qUvP3V8vzD+VVTvf7OO+88ePO2QOohlWCNdZvtmjT9+Z//4+/+tX+OmfsY79y5EwW26857W9d14V3iZKzrIhvj7t57xbpi0hS3TydFWZKxzMIK09kMCEfT5mc///nj58+++Oprp7dP0JgPP/7k3iuv3Lp9S5QBsPLee08I3hmQiEZVxXljrFVVZ72UerusR2XFmrbb7SsPprOTZrFq32z7bduOJ+Ntu31w/zYRAWriFPp2Np2dnpaPH16c3Rp7q6X68b27s6JCxVHd5BnwW2+91f3qyacPn7z/0cfGgT+digFLEEMLkoDjdrsRuUMIpTP379+7d/+NH/3kZ9PplABB0vMnj413t0/Ppiezjz7ozk6nk1GJEsaT5vatk+Vqs17Ni4JUYurl2dNLhOLnv/jlerUFMqv52vsmcn9x+VhxKsIidh3WbZ+aShHV7KzvduKuoX/Lfmuw87JnFTGm2PMlEZFYDtQNoERpN3jepwor5uokKoiSUSOAgkaSpsEuhHJIF4IrymYyjYw//MnPMmfMkKuq2lqnCmQtEsYYQNRZKyKbtkss6/X24uqqqE+ePr94+Ojpm2/eX643926dbeI6MJNSCZTftRqN+8CuqNAqIrXttu27qrDW2oury+VqfTdFEWGO0/G47TrnTGbaM7MDUzjX9/2m2zRNU1iXi6HcH0YjxpgUE4iqKAF22zalRCVaMiV3r5k0Wm/rX3/y4T/8/vz934y6zTSGk5jqEK2GTRjlabpKSqAmOz0IIDKIilFScIokmr0ieLfJY8qKvJ3t6BGWvjsSoAIYBcP7WDFQBokEglpIUiABEkBSywAEiEYJ2arUvDq5XJ1sry4/enjx/b+4/2/8q+4PvnXVVM85quLpaAKIubsjIjMaT0fjjO3s4A6ExJxLgpTSZrPx3k0m4xCCMdQ0U2uttcZ5l0uClDSr4xBxMpneGu88S08mo8CpbVsiIALTlGVZtm0Xuq0l4Nivl5zfd7NaIGJRFCfTce2tc477/4+9N/u1Jb/Ow9b6TTXu4Qz33Nu3B3azm81JoiRLsiAjNmFBcoQkCJJAsJE85S1/QB4DGH4IECTOU5AgCOAACWDHBhwkCJxJVgDZMSzZpCSSptikyGbPfccz7KGm37RWHtbedU/floQ8kkAXGt23z91n79pVv6pa3/q+9X1j7cyQAuYYQ6jrWlFKMSwXjfc+ZydiSzECHcfRT4O1NoZ0ffn07Oysqcpx9IumGRCF52FCypkpDcMgLqPT2GutnXOFM5KgUBcuhOC9lzqDnCuMESF3ae0wjcRZqDYprx3bGKP3fpwGAFi1i5RSiLEoCu1szoZzAq1Szt1umxnu3r0nxbEM+1VVdXJyIuHGu92usE6YLoEBQjGJEY7WOiMoazOAdg6NEUuS0lk0ZpqmwfuFc0TEiJk5eC9wsRb6L0YAKJvWllUIQVlXtcuiKGZo4b03qEDbmBIyh8zLk9NhGKaYlVKuKqqyFuldSsnH5MoGEVG7uq43m42zWhsHmGUUUxhaIur7PsY4Ba6aNeopkZajR0RttfTeM+Lq9ERy53a7neQTLlaVYKpuHLXWidiPE5GBpc25u3zy3ZdefOHNL7zx8kuvpRyGvrPOjOMomSgAIMpVqZanaVot26qqxO15bmTI9FeM0TknB7mu63EcpTis61qcC7uum3FdjHG/3+/3+6IonHNSGI/jKMtJGGBmvnfvnnhJMLMpyucK3RCC8NJKqdOTVYo+hCCCxGmajDF1XQuhGmMsi1pm9uRJNJMxbdsKGSuiA+/96emp/Logz5QORl8ymCenWFoJMUbhvSVUU/BOplQU7hjNLbl5B1SZEzFhVdVy6o+8IgnjctuW8rk08tvM4acDGJ4b5Htutk4YY6neDYImYkAFyMSZDzfTRKgVanGwFEQo0QTHWBWEZ2HZ6jigpQBY4CgTZCJEVvoT6eEpZ601U5aiH8BQzn3XpeDPTlarRWu0RmDUCpEXJa8X9fVjdX1zE1LQCpAUsgYGVACo4eixpY5kqzEWj0pZlthWBGO0Vgfwg9rkTLtd1+83WpuT9aptakAAJtHOSmMv5wSfyGZ4FjcuOh2arY0Pzxg+eLAemo4sfkpErLUFxky03+12+31VlqvVsiwdcdZaay0UmbgYzfEPnxwjvIWuZ2jN0hI+VCbqYDiKEvRC4onUdf1+32mt1+tVU1fACYFmB9p5fH2mQz9t4HNbXXnMJDTH1EjgQ6w9z7ZJ0xC22/3Yj8vlcrVaWaOZsvgIAxCg0qxUzgAwaQ6KDUDFShEPGryBMoNiaYvkkrh8unnv7/z9j/7uP7zb3Syd83lidOXBQSFLTxcBmIABEoLmz/DFZ9tPiGiTEoLXrjPtdz66vv/Kqy+fvf7q5+9Zx4UtKnTOKc18ulgih69++fXXXn3xvffeHUZ/cffermr6fiSEyFQYW9aLYfRFWV1cXCxjyonaprhzumzaRWJKCcqyBqYnjx7XZfW1n/3aZrdr29r7jLq+vLq5c+esdNqBsqBSjGQCgXXWqpyRMYVQNjUwMREDK6ayKBdtdb3ZRB/Hftp3/tGDj6ehY+IUAlBe1A4OM9KKS9O01dhvgx80ECWfKfpxAtvvT1ZvfvGLv/5XfvXuvfPJp+t9//4HH1xeXp6drylno42zer/b//Iv/dyXvvTq7/z2756dLVMamPFzL7+y2e13m+voA+U0jmM/7F+98+r9F84XiyWFIUyDtWa5WI5jT6xCzDebfV0vU8SrTT96f+fexY9+/CM01WJx+ujh29XQQemQTdcPdWmsMwBG7hpEpFDdyiZ4fnj4dluNSR3ut6CYkLJYOiIRICiCJAiFCZhRXIVjCodf0JooIWKmLM75B0+vw5FkSrF07vLy8q23ftguVtMUjCuMLZTSNzc3Kfda25vrjQJ1fnFhrd1stzfb3X4/XF7d/Ppf+817L1xYa6qytrYIMaecs8z1acOAOWRnbMqIWsfku25vjG7qSiFrhev1wpQqQ2zaJpErl62fRsoRNbZlyUlBoTmCtlZnCAGK2vk0USZjNCbq9FiAoU00aFOmlANCLimuxsHtB/vxe+q9Hz/5kx+btx+eduOrxDYH4AiQA5JXqDNgJgQmwKwwAoMCxewICsCUCQV9AUo8PALzMXCI/+wmy6ydxuP/HV1aQAEbmh+fzMiMmCUkjRgyGUSTgZhAQTH1L0yx3Q+X/+Pfg2//0clf/cv1m5//sK6TdbUqTEpnTT1h9jlXuuQpxzGQUyFP0ce2bpWS2gm1VpOfmAiAtVYpRWCmHEPMCCbn0LS1tYayaH0n1G27aImZkVVWdVXSsbWNiBpVUzfWmvsv3MuZiDIRSQCmMVqpti6KlFNRlUxc1XXOOVN21imtYk5O67Jtm7JMKcnkC+XkjK5PT5qmzkyZyFpLORVOIyhyLsWYKBVlwUB+8kphXVdSAaaUisKVhVOoKKfNbmOtNc4e8vcQEmUKfgoToirKAhhCiAAoo3dlWSIqhcq5QmvNgMY6HwIqpY3NTDnTOE2IaKw1CDkGYQhSSpxTCJlzEgoOmbTGnGOMJFN5Uuk65xDZ+1Fri8csaGDOkKV8LouiKkrvvUY1TpP3fhxGYDaNQcDoQ9/1T/sndd3cubioimrsRyvTiaMfp0lK3MmPxhgEnHVPhSu00iknANCHyo1yzjlFZg7BW2sROKe4aBulUHZYUky8933fO1dI0Y/SKQAAIABJREFUY90WrnCFONkopcZp3G62Sqv1yTrnDKgBdYxBtK8MYKw11tZNkzNZa8fJj2OfUyqqetHWFMOTy5vN7lttXX3lK18+Wy9T9EyslS7LwnufU5RzSpmc1caYqipueTSgMSLr4+VyEWJOKRmtgaksnXUmpTQMvVLKFWWZC2tMplwURc5uuVxMfrLGosJpmtpFUxauqkqBi9ZaJvIhWFOdrFc55yDOpceVJk5CUo4Ow9A2dU5RGg1d1zd1ba0rikIpHLRJKS0Wy2maQtBd10sCNgCE4IvSheBjCMYYhUg5l2W52Wy0Uufn50IRdfudjFw5Z8YxEtF+vxXJurS5RLwhGTPBe1Qoli0HjxxtJu+rqlKod7tdXddN08QQcqZpHPu+Pz1dG2uNVrPI9si/ITBL0Mic3vHpuarnggFnfHg0j4m73V4pDXzfZFYApFABEjIoBNGqinsyE2VgBs707LHHAMyklCImBfjJkcQjaQaMYBAJkFAdki1FDaK1zln+naeRrq+v/DSt1+v1eoXyO+K3o8yyMatFBQyb7b4bhkXDGg2SJiJW+fBU5k+E9SkGmRNgZtLiJkMKQbIpEbQPoduP+743Ck5Plk1TzQEGs9DxoM09GDMf4RYcwjKM1kSQ86E9KM9zsQbKc8SkRNkq1EohKAl533e9tW6xXJZVRRSO6UzpOPR44IglYeO2z+/zSQbSrjxaahOwwoMVrOyRfJtxHG9uNjnns7N12zYKmDhLTOmRnpUzzLPSd2ZZbxOG81Tr0XXTHBvfMnxEEg6ptY4x9904dFNZlMvFsrCOKbMkIxIDMKhjfoZ8Ca0o5swABIiABDabCMkoKsdxebn/53/rv0j/7zdfHiZLKRgiRsMIKVsAoDz7rOFh6v6z7bPtJ4fOYwDoWG3cwl288sYbX7rfrAodUWmnTYlWa66sVQwazZtvvF4W+vz85K23fvD2j955+uSmy1EpJWROSjmG7H3ImcZxmia/qN3m4uSdd9/ph8lYXWrVba8L5774xhtf+8pXUOmrpw9u9n5K5uGTp+uTZWmVBXRo6rJyziSGlPJp2zhtKKWyKA5XNCXFZBCMgdP1sq5rRD0o39bFdrtJMTx9tM2Zhmm8Hbuyvb4SjZPWuizL1bq+OF3dPb/z5S+/2lT6pC38MGyG2Pu42d5UVXlycl4W1mqoqzpTAGVfeOkV7ex6vdRIbbtoFqsnT58yxa7fWevqpnrzzde/+Mbrp6frlNN6VV1fX1JOwzgMw8igQ+SuG87P7/3xH3/vzr3Toq18ADR2v4uXl7sYE1PSWHJSWnHpXApjoagqjNaKE87Jxwgy+PbMx/z5EWI8KDVYzM+BlAw2Hzk+hSjxDACKGIlRsoeYQSsrhu9MbFATA7JkLilJ0GJMy9XiyeVVu1jte2/LmpSbIu66nsjcv/diXTc+vFuWtTKuqOq1KTLayAVsPaD+wmsvG4OUcllU1piBOadg68paTYm6fYcEGlVKWcwJ7969qOuSYmQmZ/WdapUTi708AlZ1k4IvrMNMVeG2GKL3NOYQqF6td2GKlNqyAO8bXShIJ+uTfkigTEXMXXcX+PRqO3zrO0+++Qflg48Xw/4k0YKNidEQK2AAxUfnTA2Jj8BME+ijYz4dfJM1PD90zf//p7D5+T8fhyJBMJ5Ydsrf0XOPWA0FkwQaU0NDsZ/23/yDD996S//yL93/9/6dp9WUT8+UwkTZVgVnlSI1q4ZCmjgFAmYa+kHcJgGgrpuUUqajez4diri+Cwp11eCuuz45uQg+KzSokmhJZV0WVXl7UlQpBWyJWGpTUxm5AKuyEBWPUC5WqxijNkoIEyAcprEoirKqrDXGGGtNTFEiNES2zUAph5QpM+eUjNZ1XRtjmEjpNuRERCEfWAvhx0RstlouNKoQAhClTAypLI021lprnRO+qyirOUoOABDQueJQBaUoYzUxRNLUtm1RVqi0sXYKk7YGEauqcs51+058X6TaPgYnHPwkRRkoJajQSrfdvxEx58iJjTGFM9M0yc7ItE5ZltZqpcBZzaS9ghAicLbGAcBy0TgrFc4++AkR6qrs+x6AgWkap5yzcZoIhrFzzkk73lhlrBvHHGNkhcFPYkcvWtnCtczc9/1m0y+XyxCCMa1zRikIIUyTn6ZxzgDwfgxhEsDjnMs5FqW1VjNn5uxD0MaN05jyIUFxHOIwDMchmoFZMjl0Sgtt7Xq1JMrBT5dXT9/64dtNYX72K2+end8Z+k5rXZau7/uc4zRpMW5NKW02Xt5Na933fc5JKSsVoLMmBq+sMUZP3jOw9xMRnZ6eGqO1RlRcOtd1e0RdVVWMgZmqqqrrKoZEOQFT4axSqBVmhhRDWbiyLHa7XVm4nLNSqLXB0g3DMPR751zVtmen92OI0zgK8djUPKtDlVJ+8qA1cW4XDXNzNM4ZrLVlWQxDr41qm3XTNMMwKKViCPfu3t3tdsLlGK3Lssw59X1fVdXp6alQfHJ45boOIYQQmFlpbZwThlPOqUZVFKX3MSdyVUFEXdc1TVPXNTMrhMWi1RqZuZ9GiZXe7ba3lY+ABxZaCMCiKATyzXq62x4ot90i5fbSLqo3v/j6bjsxs2E+uO0rZDz6ER1dY4kzETBBnh91xhgJIUVAymJTcsjTkH/PT8ZjEAbkA5mDkpQISilUMSTvw+X1xnu/Wi7rpokpWWPSsWxnJqX0+Z17i/WT/Thd77ZluWDKyEjMCIqfyTNQQo+YOSOQzIkplTJJ/B2hVggaVCS6ut50w1CW1cly0TSNCP+1NjlneehKsucB4NExTgkVEUlPUcbsj9mjByNSZlZKPzP2BCImpbRCPU2h6/phGJ2z6/W6LIvb82nPzfvRJxNIb+s/nw3piffM7JEjnU5+RvUqZcIUuq5DxPV6vVi01lqgDBmVUozqOR+52cPnuQHT53SVR3lqmmGe9KEVakSVM+92u27bI8JyuSyKgigRESCrZ1mFFBUxMgJbxiqrwDkqTgZLUq1nbxA0lCHg2+/8i//8v9X//Nv3EhkNkY1LRgN/Rtd9tv10bAoVq8noq1ItXrzL5ye1qVQV2YAuXIEF2MwIAFzX1XLhAODO2cmv/sovTz7FCN005JynyfsppJRTygCo9UHdRBSVokSAyrRtUxe2rdyd81NATYBPLq8nH2PK/Ri99+v1QmtdlM5YLWMG1tgw9ffu3TNGoy7mMQaZd7dOE7M2WFvLBPfuru/cWX8tfpkBcjoEhcExuA0QiUDJGBqiUsoUTiFqwMJA30Vt9BDTMIx+8qjUvXsvWKdjjKu2bRctAP+Tf/JP//E//u1p3P/a1//S04cPum4zhnHfbbXBqiguLu5ZaxZt8+Dhxx9//EFZFsvF4nMvv9Tv931v1ekpctJAN9eXL774yh9881/8tX/jN196+ZXvf/9tACTmb3zjG19883VlzBh8iAmVqZuSmReLRVmWfHgwySD34Sn23F33OSvjP9VU+blxPmbpfzETi9ECAGijD0FJ+GyQ4dhV05kIlAbGlKmomjHh6Z27m83+wcNHHz142HXd1ZOzX/qlv/jqa1/su27o+2EYlVGIyk/ejzGF+MILF912WzpLOQEYlkc+MeWUcwRUm30HSvuYL58+BcSry8vQ1m1VFq6sbasIlYGcMiHoiLZ0XfTaKkaInjW7mHNSxJaHaVO6snYmhkjKTLY440JNeFG4mpN+/IT+5Mfjt//4wXe/765vLmJwnDFnB6hS1AT60AUGQmT4KbidMyAAI6PLvPIJUn/5+3+03fkv/8Vf+fBf+0rX1lch2pBr7fo0Xnc3q7JypBow4gY4TZNwFGKqUZblMAyiVeOUYo5aO61NjBNjlseryNJkSEnKO4Eifd+LEHEGolLOzmPzoqKcDeVlmE1sPwFA6kvvfVmW3vvZ156ZRXQnv5Vz1NoUziGDVmqeRlGgnVLa6IIyx4P5gvdeIFZKybjCWjsMg0iO5TvOYyzSR5baVF4vhIlo7cTbQ6znj2Y/WqDa0QlDi7RP0LGwOvJWs/xPKm+pwQT+idZORHFKqdk9aBxHqZW993IMRVUrBKBS6rYCUICWnMScKYSQcyqKwvvJGJ1zWixa2RMCEiAknyInbpoO0C6EaLSZT5nwddZasW8RX4OZtpLjIC8uiiKldHN9I0JKOVZKqdVqJaNJ2+0WlS4rUMgIzJRdUZZF0dZ1poyA5iAZg7KsUPE4DhrYOp2OM9jXN5s//PZ3l8v2ZL2+MBYRbFGAhxgTokopG1QpHLIKnHMC1cTJ03tfVU3btn3fe+/rpgaZokQMIcgTJ6WolFosVkT09OnTYRguLi6IOIbkvddKeA4tr59PnByf2bRTaz0Mg4gktdb7/V5rTUf2bLPZiOJUeF0h/WSR5Jy1togMgNa6sixSSicnJ977HEmmiO/du7fZbBDx7OxMrgXhmUPwotsUbx65go5W0hkAiqIwxoj7zuxsWdc1ETVNW9f1brcrCrder1JKRAdvRWtNXde73dYYc3p6KikaFxcXt80vUub9fi/P5XEc5VoQ4CdrQPpHz2ZQmeX7Hgb5tL3eDHVdMmRDBMwZAVCj5JUjIuWcwqFzSTne1q6IHc0swqQjo3pMu9bzI1JgKcor6YCFjLEImGK6vr7pug6tPj07qesalbIHCHuYL0w5b7f7k5PzullutzcPH1++cG8VU0LOSmlGcSdjIlKIWimlDyGVM8vJSjMgKI2oxbJnt9sP3jdte7I+qa1KOQlcyjELw4SiqZcbO/CMnZhBAjNgTnQERdJ1BHXAXCiIBg8gTmmljJ/8ZrPx3td1fXKyNsbEFKQH9lzaxJxM8Jyd5m315qE+gIOH7DMTcNTEpCWhItN+6G+uronozp2LxWIhig7kA19HRyz3aR+X5xI5Pq3evJWFcoCa1joZittstrtdpxHv3LlTVRVRPiQo4LNPIeSMpAj0YcCCjdIMTAABKSqqMp1edj/67/6Hh3//f71/s12mQMAB0KJTrBAoQ/oMQXy2/eRvBAhZjSeLhxftuCw1p+yoLItoKSswqCJk6/S037/+tS9In0YpdlY76xDhlMtjXPfh4uGZBAcAJimU4RgQaoAzUYx5jCmGYQpJGfvgwQfWWkQuSlcWzpqDWhsRtML79+/FGNvaaq3nq91oY61BzACgQBGyQtAKnbUMwGRF8ybqjANpic/YSwAUHTUC5MQ+DNYVYfCbbXd9s/n8G593Zd0PvXP24uIOZcqU7t9/cbvdTGWh0NZVuz6JH374kbV47+4d64rzi9Pow3Z7w8wfvPfea597ZXt19ZUv/UY6PXny6KG2JoRIOe5utm9+4c2h2/9P/+AfvnD/c/vOx8T90J+erO+/+LJWMOy7mMkqXq+WCvmll+9bZyl6DSiCGETgnBDwOWHMbYx3OyR2bro9d9u8feck5tm5rnCFUqKtFwG8vF4xQ5K+LAMANov2ateh1tvdPmbIqFG7wacfvfv47v1rqzViVkppowGpLIrlYqXVVZymF++dPvr4Q2Os1taHlFlpXTBrpRyzevD48nq719ruuv6gH2PabjYGVqtlq8ui63rNrIE0KgQIIZa1I8WJ+Gq7QayIMgMoUpxjDP3Nbls1Zd3WhaLWJ3j3Ef6zP/Df+lfuyUM3dmsOd7QymXU6hEzI2x6UN8dlLGKcn2Dd9WHCkhQqJs1UJ79I5jxs+t//g+Eb3+7/6Gdf+PrX2ze/8HFtd5icVpZRG9r7lINiUAp5Lg1l/ZRlKUXkYVpJQUiolUZt0IjFgC7L0lkr4GR2RffezxF5KSVElVMSd0cp/o7ZJ4fhIlmrMhklyqD9fi+JVlprAJymSfwDpVgsy1LYsJSClBlh8r33Oee6rhFUiCGlVNaV0dpU7piO+wyfSHlQ17VPUXw4hOiQutx7LwlyUsEf+k3WSi0+Rw3DrVyuoxcCCjl5JN+01NOzCaSIG+XASs0tiLGqqhmjyjHcbrd1U9VNVdXlAR5rzDkTZ0R0rjDa9P0gx6EoCokNk02Qg9ZaKdRaCZ9pjCESowtIibUy1hhEVKiM1tbanHIMUSEmImKy5gACZ0pTRBCyGWMFarrjNo6T92Ecx5zzerUyxk7jFGNcLpdlUShUOScmduJZwtRWVemsn7zYp5eVEypt0VTD1AseJqJpHLdxEqhZFAd3zZB5200/fOeDk/Xy3t2L+/fuOldZRwowJmIOhXOUMjKM4wgHvwmrrdHZCmg/0tSsNErjQM6F1qpp6mnyRLTb7ay1VVUZY4OP19fXp6enrrAiIiirWnDOYnkgflGjs04ro7RCxBAOIhetdfBhv+uqqkTFsyWkIK6yLGVnvPegMOes0EzT9PjxU6XUCy/cK4qCKBtjYpxGP66Wq5giKNh1u7PTs3EaGbhpmxB99lSVlVw4iTIjMMLop6qqMhOCSikO05RiahctA2Zi6SwMw7Dvu/V6DQpijqMf67oGBZkOxLKPvqobZu6H0TknvxhjVFrJU7i0B5caAXhySMXBVZxm5cpdLpezdHN2bXHOxcRvf/d7L7/y6mv3V8JisRIvC85iTJOS8DlaEeT8iUam5LhLpAYzCIrTxkgsY6YMoOapAyV0z4GCOjwdu67r+77b9wBYl261aES7GDIrJbPXB4tIrZ11euyHcRyvr68BXtfGIClEIGA4SEbxFgah2alFpgQBtFEaFacYuq4b+mm1bKWBEUOY/XzE2+UTqfMIBxR3RFnzpP5hGo0O3KU6DO1L9hEBoUIE1Aw4jf7m5sZ7L3a92qiUI8BBpKgUCpPOz4SMh4m/T7uS3kZ9GlEdCEwAkCeoSshKa3mibLfblNJyuVws2tspfEfroU+VpJ+MH3zuJfPN99jdpGdjD4cfqt1uv91uEfR6vXTOMufD7U8dON5DhQRQACKDQgRULPicKUFOitnq1XuPv/mf/lf8f/6zr44jYtyrkIENWyTWYPhgfv3Z9tn2kz+chwTmytr9nTUua2eVkrndRKSJMJpSM2dj8Px8LbN8OcmcOmRijXxbdMbMMn17SGgBRkQGTAzIWSEqFMMuk1KaxikkVs78+N33iqKsqkojpBgKW0q5Q2FsK1dXJeexbdvDhBgzIlhjrNWITCxSiNlBm3AOJTs0oW6J4J79geHQ7ANWlFIk4M1mP4V0s9m1bbPrRkRomrptWzE0NsYOw9BU1Waz+5Vf+tqjq5uTk9OrzW6z6cq6KVy52WyrsqacgfDuvQsFkCIN46itLYoiZYiJ1qfnoFRZ1zHSX/21X//2t7731g9+UNfNvRdeGIahLKz3URkLSM5qxHS6PiHKWmukgxebIJC5w6VvZXB+Ooj2TwWBt7Xu8rzLx97qsSBmaX1CpqPyBY6jAOgMojar5eK0n8bp6bbr9v0oGipmurj70ttvv/fxg4++9MXPv3D3rGlba51Yljd10w+9Le8qY282u6KsT05OMjhdtKawu25qGtzuR62LmNOhtnbFnYuzzdUlIBhj2DCVRCEYrUIYClUYVyqrMmE3dJmJq9hEwyPver/NY7OuiqU9mbrXHu/Ly5ub3/396x+988LNbj0MFUTA5CHnhJadA4NAAJg40yFL8NYlwvLwpp9UmMcyUM6IGZQ+RE1NBRtMEbFI3/ju9nsf3fsP/vqd3/wr75hMDAYKIr1Y1vsuZu+1gpRS27Yi2QKAruuk0x9jLItinAbnXFGUPvgjCxSapjk/Pw/jINhGlqKANMEDbdtSpq7rhfOZbedmWDKzZ7IJhSiVojBsOWUhEJyzfLgMjazwuq7HcRq7Xjz6xe5CayvBcQdjTIpSSc9cmT0m8RZFkZhkP4UenNe/vKGgL2NMWZay/znng/JNKfF4lNuUlHRC6QhtcugmMYj5h1Dls7PAnOYlRJx8+myeIfBJ1H3yWTPnefAaBYgpHethJd8djgYbEgwgvJ/srXxBwZNN00iWSQxRkLlW2mjjk88ptW27XCxFkSFsoeznMAxiTSnc1+x6Kt9lsVhUlZezLMugruuqLMV7Rn54yKxfrqQLoBAKa41S3nvBQgfHEafrxgpXiYiD07vdzlpTlo4ZrS0AFaByzqAxU6QfvfP+D37ww8+9+spf+Pmfzznudrvztso5F0XRT+OMyRlBIGhVlIK3AcA6i3SwHZKXEbH3UeJ5xNYSERXqtq2ur68RcXOzPbYYDnJEWfMCrjY3T8VTR5wwU0pjmKQR0DStyMqmaRKyWuIuROI7jmNd1zEnYGWtXa1OtLZd19V1w5yVckrDer3u+14bpU1RlsWB/FAgLRhZMHKm5qg2iZ2QFdXUC0SUg4CA3ge5+WttmqYtikOkh/f+8vLy4uJitVqJM4pcocRiauqYQVxkYkxMkIFUoqIupR8kmR91XctKk+MjDj0S2iEX/nzAZQVeXm8++PDjJ083L57/qilKOTosvQ0miomAFR+AmiAplFFdhUh8LDsUAiARAmDKYFABaAEVMWWtFCqVc4JbXJRWZhjH3W43TZN1erlcVrXVCplJMPdBgUkydc2FMZVzCEQ5b2+uARiBDiArB5kBld5kztmIwEBm8zQqpenY7RiH1Pd933fG2NWiMUhjmEAsH+EgGGBiVAdnG4nFZGCllEZFzMCcARUqfZh6zKDNAVVqZJmpFwkQQ06ZQcWY9/v9OI5t265PVtaaY4SisKtkjBGECMdb4SGFieYoJ/zTOT0pEY6CUmBMOTEzIYYQdrt9DEki8m5VIeK8oub74Owu85yB7FyvzFXLp+Sjx4xglnRIM45T13XMvFi0i0Vz7PQY4fEQnyF8kwEBvMGoUGcwjJkpa8BMJ30cPn707f/kP/Pf/OMXQzQQI7NBAwjImokyRPosGO+z7aeHzoumuKnKcbVQrihQMUdgpzI4rR0ha53i+MrnXjg5aa0G4AO0IMrqU8rAo1if5skiIRo0ACoNnHOIVjtCPU17H2ickkX+6KMH7fqcxfVTK6WQOFtbTuNueWcNQAIaU4ok3SJ5RgISgVL22C975kR1dJui+a70/DgiolJMOQJiTNlYGxPvugnQbnZ7RmQgQC5Lp7XmHKUI6/vx4uzs4cNHv/3bT9/7+IMQkiurlMF0o1KGGax1KfH65BzQudIOIT14fFlV5ZT85AMpt9nsnn7jW7ZY/KVf/tlpCh9//HHOeb1el+JWl2Gz21VFWRplrG4bd3q65pxRIyCJfyP8GX5lz+kzbwfJ3G7G3Y4PncOOZgs1mXRABkZWJMPtAikxUSYCIiqqwhaFu3eWU37y9LJy2pjF48dPKCXO8cnl5X67nabhhz9KRfnFREPb1imFTMEY3Ox2PpEtmm99708u/+nvnZ6exhhfuHe3LJ3iHKJ/5/2PP//51xxCuL7KKasSK1eU9+45q3POBeh16UzhNMAA7JxT1sbERhurbNlUWo173/Uplk1xtof1w0v33gfN++/evP22fvr0xe14npNRoCAhgyZ2YDPoCHpQRnG0nBmQAQiYxL6LQfGBy/sJ5vNYICiyZlZZ9D5gEFVUmMifDany6enf+wf4/rsv/MZfvn7pLNYNkiqjYc7JuUhJKnJRZEnKmVRjQhZZtxwm0koXRaGdzLdHY4w2RiisufEqYUhixem995MP4SBQnKZJcIK1dr1ei6xLsJOsTKH4yrIUOmWxWIh1RFEUxhpAmClHrbVzBRGnlKWUrOs6Uu72vWAPP3mpqeQTBaSJiTccfQhvizOF5JHVvlgsmqa5jUsFa4mK9Vkmk7MhBiYy1g7joLUWaw2ldYoRUc2ZjVKZSNktrokCmSTfQswq9/u9SAGLopBzMc/ySVqAIEm594pjyjzyJN9lTgOX0j9lifFgEDofaJwGH6YQAjBK8S3uIKLua5rmUGEeB6tEySXej33fz5rAEJQwYPIOfd8DzA8FkgMumsZ83IT0U0qlGJly9F4bDQCUUlUWVVX1Xc/MRVWO0xAmfzB0AJBTNk3TOHpEJOZ9t2/qqqrL0rknTx7FTO++/9GTp1fn5+evvvpKEPpRSlZU2hgimiafYpJFKwDSGBNiFJNVQXrSWRCEzMzL5fLBg4cxpP1+L04qosCUg9D3/WKxuLm5kUlFOQ5yvci5EN2mhPLN6efLxeJms/UhokJgSCmFGKw5MMwxhhjzYrEIIck9ebvdlqXb7/dF6fb7nWBIEdkKBJUjXBTFOE5MB43oOPgQgvjoWmuDTzlnpoOJqCg/rbVyrcmex5hCFAtQVVU1AIYQnXVEbK05qGGNmT085fk7z23N2FKcVwXiSpdnLtRnj1NBj/K7x/aK+cKbXxTqyrz/4aNDkJri8/Pztq0R8jAM1hbGmH4YqqoEAGtKEaTOvYRDMKJorK3LnHVRyVkxAMecRFbIMUZgLIoy59x3nZgmLZbr5Wo19NsU5zg+rVDLjBxohdrE6JdNfbJcbG6unjx53PdDY41iFvEuMKUYZbZMJiYRQKTDAmd9iMAQgt/v96JtaFdN8FMMhyR4QEaFQtnDQf/ImXKmJMgGFaJWGkArNU0TMYExAJSB4WDFqSXfdm6hAYBSSIzb7c5737btycmJNgc3S7E8YebCGj7EHhyyIynTfPu7rQ6S73J7OOQw23AQ27LofZXWIebdrtvvO2vdyclZVZVEpNQheOh2uJ8skdtxIs/ZbN72b/2UAQxLpae1AlBE1PeD9CwXy+ZQ9yA9BxTlD05bP/qgddbGAhvAkBNgXnvPv/e93/mbf/tXPni3ipEQBkTLpkikAKLmpEjRpADpM6uVz7afCjKPoS+L4fyUF+vCljUao9gYXTUNRgJFRuvaVT/zlS+Vpbndx5H/IupbGGqWFehbTAPcklYjE0oAHIALEa2rHj++TpkRVV1XzihtlMAZBgJKZ6cnKXqraOb55W7mnLvdX8Jnn0jPOLs/Q2gAx7Dwg5MJgHauH8NmN7Kub262VbskIkBJFRMPJ/Te73ab5erLZ2dnpVEfPXr8jW99y5VVu1xtbrYfPXhwTJ7eAAAgAElEQVQUYwJGZh6GsShcWRV37pwrhYtFG2PUttj3YyJQ2rz19nt3XnypLJfT5K02bd0goNaaISuljLV1Y6zSy0VbNxWmae6ozcMC88Dzp+NPn5NX3ObungsRVcc8Hj7ic2MMIAIwPocnlXr66MnDh49eevmVk0ZbBQjq7GR55+yEnl5DoLp0zuhf/sVfiGRzikPfffThO2dnZ2984dVx7Pp+8BHqpgjBl/XCVk2tyu0HT0j7jz766JvffktB/uu/9e8Gn7/71p9857tv/fzP/czXvvrVvt+VVpel67vdbuzbtm2rShEoRB9CitqntBt3gKatW0iqrOuWPVI+M3Ta7+O/+n7/z765/OjRatyVNDlLjjwgIinFRrMyhwcAZqSgoyHSGQieZcLzUdYrJiM/sfIMAkJgROl5I7IGAAYTAYICQlVwcJwvbtL2//qd/eNHr/1H/+E7YLwtd5tNiJNp65jj0ebxgIiEFwoh7Pf7uigWy7brfHTJlYQZYowxJmPNOI7ZTyEEoWuk6JytI2OMu93eWSfDflVVSQLeMAzDMJyengrVs9vtBGlIRSSrVEDXNI5zLpm15hm81Fri0bQ2MsAGWhHRcrmU6aPCuZy17IaISAU4NXWz3+2EVTgwS0rVdS1jgVKmC8U3J4DNVKRgm5xz27bOOR8mcYXhg6DAGmum6cB3MZOAybn+FOXn7Ehxm8wUeWFd17N9xfXNjZjKzHN9VVUJbmTmmBJlkgi+Yx56FhQqCQE5ZQTlbCGVvXPuzvnFNE1d1yEoYpIPkpM+l+YzzVIUdo4okKMnZ+HgyJ+T4PaqqgQlVlXd970copzjNA3iayIxYYhGft51Y47ZaIPIVmtmLpz146gAmLL3HoFRoVKKiUPwkpom504q9nEKIaS6rq+ubrTCsqxEZD4F/6MfvfPo0dPTRfELP/dzMXlUNlPmRADcNA2XPAxDXdcxxjlBYVEucs7SfZhTvA/mImgU6qY5kLoyJ8mM3secc1nWObO1hXNlznIYS6U655wkLggzVhRF13Wr1eog7ERVVXVZVjLDZq0TrYQgNyLOmUUiJ82OoihkpjTFrJWNIReFYULK0O2HpmkysFLG2fLmejtjNunZCRaV8EC5k19fX6/Xa2k0tG17c3Nz//79zWYj14X3njLHGPe7LviotV6v17vdbrlcSiOmLMu+709PT4XYFFpYAjZlYchF2ve9XFyCmWXxSEdDmgXyGjHzFJa4rHLXXxVFaYwxf/id7xprnDWIXH/08CBCjcl7LwgEmMqitNZaZ4d+2O13VVUJe1hX9TD1wzBUZTkMQ1mWRVnGGJaLhdb6+vpaG1y0dV3XbdtOKe92u34Yy7q9e/cuMF/v9m1ZWWflWlVKpZTLwjDAMIxa69qplFJZ16jdOMUQ6XTRcmZnbGKPCKU1wgFK+wq0waxyVikl7wMDpZz7YRqnWJZN27bOmXEcEXJZFAyYSfxakCjP4slDoqI0RZhjokMuCookAA7zacjMnKU7qZCIZyAXYxyHEEJsmnq1WioN8yiq3Oak8U0kjCjM+u+5XBK1tHQvZmX/rExQiAqVwoMIExRqa4ig67YSmbpYLquqCsE/a/sza0TxARfhjDQ2/hx16Lxjs9fTkWRkJgGfOme+vr6RU9+2rdbqSDg8GzW8HcU+MXmnCmXilAB50uwwN9uevvPjt/7mf/nVd56o3DmtgRWzlJhKWsCKyQAxKPoMQHy2/ZQAvctKD3fPddUa0KXSZW0YwaA2CLqwfhhefv3FO+ctEjMQHqaaRRT9nLJafZJhABByRIabMhFRIi4q3Y0QM/7onQ/u3n/lG3/4R6i00lprDUiLttH6YCPprLlzfppzaqsq5yiAMaS4qCtjZ9v554iNZ0JNwj/3axOAQgJOyCHxMIVhSiGPxGrop0zJGG2tGYbBKAagGGNKkShbo/b77d2793/jN/717b4bx/GVl1/9mZ/9Wkq02ex2fSd+cVrrq+vLRduCdnXZhphPTheg3XvvfSBGj9fX13KTdNYgEOXoIxmtFEJVFCFNZXmaQkBK+ninQkT+06Ad3LJX+XRs+u2f3I6vfebSSV7+dva6AALG+Vc0MLRt+86773308YOX/q1fYwBUsFw2i7bZdSOxPz9dV3XTtgssmmEYPnr/g8n7mLgsm8vLK2vLmPLopwwGALR17//4xx88eHR6mgNpZeoYx2FK1zf7SDgO0+MnV9PrE+XcrNrrq8th6KWB/fDBo7qsV6cnngmK1vsxZWwKWxFgTMsYzoZh8Z0fhm9/X73zfvPg4UWYXAoFgqKsEjBqYAWgM+iAKilgyJqzpbyMmUBF1PCJkAP+5GrGn1QuD0n6wXy4CIXE0Qw2q4xoWClOhfI2pPSt7/zgb//XZ7/1b8fPv5SW9WAh9DeatbTFRSso43Ni7aC1TiGIUYRSGpHFaluWlni1z2YbghnmR7ZzbtG2zhUCzATkSLUgAFIAoZAk8m6CFaXQmnm23W6XKUtunjAwMUbmDAzWuhBjCAGNrqqq6/u+760xAoqk6BT00rZt13Xdfu+MTSl57/tpFHJDdk8+XYw0rq+vhbcRZnIcR6FlhI7IOY/jGFOYtUVSvM7eidIV2m63woXKzyWBQK47IdPgmK4u2kv5LCmimqaZeTA4uojPQrgQopRVwg3KwZ+T7sZxlOa4HFs5XOIW07atmHYIEhD7nLl9JtgvxiSvkXpdUuaOUcYyyjiJDG+9Xgt0v7q6QjzsgOj9bsV2KzmhgpSssceMaBPCJPd5ge4iMUWlGRMoNM5yjMDMxEXhrHHeB1QGlaecnDX7/b6uamkNWOvKss4532y7b3zrO23dvPba58qyHMfBTyMzWGvKspTWg1gHKa3ljldVlTBUzPxsrhK0zI7K9Joxtq7bq6srCWGXMyJElqwKsUsVEDUHIc6h0LvdzjknAKkoCkH1opMX7xM5rbInOYvxT5KVIF+QiOu6kpHCohBIWQzD4JzbbnfMWNftMAxaW3HXN8YVBRnjZLRVKdW27cFfEFGYvaNqD3PORDxNHgCKolwsFtM0ydRbXTciORYVq6x/gb4zzylEqJTf0q3o+16Arpyavh/bVs8ju+PoU6Jx9OM4np6eP3ny7ma7rcsa8XPG1QulFGpMKe7GAOyN1s45ZYvJR7nat8NG3quua9J2P4Wnm90heo8OV5eM6gKQwFDZY+KcUhD7GmNM13X7/b4oqtVqtdvtxnF87aWX6rrWWht38J/03m+3u4ePH9d1neK+au4oUyxPzoawe+uH74RXomazXC6IYz90ddWs1+sQY2RCVMH71XJ1eXlZVdVqvcrRe++Vrev2pKwrrXWKYVnUCoAoZcAZhGgNyvCsYARmZbQ2ijKpW4ZURKRYYJ7NwMCcc6aMSillyswxpzRN0263Dz6crk9PTlZaK6IsdYLcU5iQiBAIEVM6YMvZwvv4h2cJGLdjMQ5VCEs0HhCC0pJekna7brvbGWPWJyd1XcvjRKlnmkmZq9QaCA83I7kenrnpHKfy5kB5ec0xHRGPlsSi+dREICdUay39dRkNv00Gwi1HcmbukVRpeTs0aJIhzmkdkv3++7/7H/+tl959uEhh58ARu0wGTAaOgISgGSyDApV/UguCz7bPtuc2BWqzqrqLtTN1gbY02lqTjMqZVlUdKSmEe3fOgACRmOgWU6cAMv45E0MzIyLkGYLS2qEOkfspP3p6+Y/+j9/+rb/x7//gB39yfvGilBFOqxCmwtqiKqYpvHLvoiodp1CWLsZojg4KhXP4534sPLNe+bP3T2liRlSZUkj09Hq/20+7oVfabve7qi6NUc45Y1ABEVFKYbFoGcgVJkeXAOuaXVEw4DCO4+gZoaqrs3RmjMnE2phpGL33o5+GfkCtU+KnTx5//OAxsW7r5snjJ0y5LMqisFXpSuu6bq8VAsByuWCm09O1TFOrW9/mtqXKbYHDbcj3p8o45SezDGxWQEjRI8970Swh0u3AhhijK3RVVV//+tffeuutXT+26xPKsNtPoNTFxYW2xfndngmGcQyKNQIivHj/5b4f33//4TTFk9NmtTp5+RV9+fQxKv7ud7/7P/8v/3tRr/7CL174QOM4GqSY+PGTpz4yoTbGKaP9bry5yd1uWzi3aFpbuKv+ZkwpWgOI1mkI0xpgPY2nXbck8B++v/nf/m//1g/ve9+M2xVABJ8VAmgE1OAkADeCSgqiYlKETIoJmFDyZW+vILiVqAM/4VabMjuiENRx/1nJTwkBUIPWQCFHNHCRptN3Pnz3v/+7zd/4N7dffCmfrrU1KqGUs/Icn/uqwtE5a2OMy/UJEU9+Y1mYuuAKJ8/jubsqbJsQerJEm6bJmWYHQmGNBFmN4zhNkzBjUv8JGShVsjzNhTRYrVZEWXSDs4cnEQcfmMDHME0TGs0AmagoivroZLharZj58vJS2rs55912K7caUVo1TSNu2yGErutmJRsz7/d7uSKEZJNyQkqRYRjGcXSFnYcMpS0uoHEuWsqyFJJQAIaQQnO0g5RDIoMUXxnBOYITjDFDP8psmMC5afTyPnKITGHm8TABUQIX4ZaDjpzTGONisRBeSFDoDPAEXc9g7+gKE8dxmpnMuayapwEFlMpbGWPu3r17dXUdY5IP1fqAIgTMC7UlB0FrnTOBUta5uq7jNodxrJytF61SCrQcEEDUShmlwBqnlZ6mKUVCJgOsnWFKOUejzMlylWMcQqiqqijKmBJBWK4W+93u8ubBZrf78pfevHtx5/o6b/e7wtq6rp3VstLqus6U50MkZOms4Sycnb0oxQGEiKdpYoWE4KpS0g6SJ8hpGIeT8oSOjoyytORwCbSeU85TOkhAvfeLxQIANpvNZrOZpfXOuRgFPY7e++VyCcB9P7ZtO8XkjwnvhNiNY9W2YwjK2mmatNG7vvPey7hpYgKtMjAaTQg+RVY8+On09PTq6kopZdhlYPkHAawrSlOUZXl5ealtwairZuFjVsYlgsyonQ05FXXVT+MUg7ImhKCsiZQJQXoH0o4RPCnLXi4ZWfPS1xBiWTj22YcGEL7ypS9tNhutlbm+2fHRv+T0dGW0GX0kNDnHrhuctcIaW2vNRONEYgztAwxDEmtP51zMpJQOmbU2rlykHDIoNLotixhD13XjmMrSKlWWFeZMH370aOjHqqre+/ipNSYzh+CZVT8MhzlLymPE0lF/vS2a9RgeXN7sfu9f/tGjB08g4XKxQJV33a7rhtVyWVZlVVaFc0J37nc7a92dO3cwR0aw1o3ep5SVVmXhTtbLuq6mYTDGSStoHEetVFGWMoKYD9hGydwIKmyaRgF2fW+0lrsPIrbLunAFgwohppiKskBArV1ZaaUs5bxaNGVZMmSJynVOrCWVDGhSTkSSdyrmnFnCMY8mVPxcF3kuOGKMiApRyZwaETHAft/vdrtZ8e99oJy0VjnHZ86ZSjFkPkaCztfAc+//3EDgPLAna2t++OVMXbfv+0Ers1i01pqUInOec9Jvt73hGFhPnFIIBXDMVGVop+nRP/p/vvff/J3zh08XPLEKZS5UBgDOSAFIqEfFyKA84E9BYfDZ9tl2XKbDuuoWlVLWkTqMaxldGDeNExr+mTe+0DYNMDFno80halTiWgD1gbXDT9Aetw1PniWGEgMorf2UQowffvywm6aPP36EyhR1hYhaY1E4rVVZFsigtXrjjdcBWKmDclsivcVm+Tgtxc8+C5/twHEn1J/7xRVD9ikS4BjCu+998PaP3+snrMp6u9/llMtloxQqpTQCUf7qz3z1jS+8vt9eT368ubnqJzwQKcwA2RVm8hNoQKJInjP4adx3Oz+FcZxSJlS264ftZmO1uX//JTEbDCGsl6vSOq2UUpBzyjkjQlk5oLherZhnUu02YMNZ+/Bco+p2O+z2mPTtgNrbfyW/eNscQlK4QeFt2WeKWWlzcnL6C7/wi2VjnlxuNvv+atO9/+GDB48vEc1ydTKM037fsUGF2vu4WKyvL/f73Y+Wy/bBgyfDOO72fRh3BjlO41e//CVTtE1Vb25upnFs66Iqy+3NhgCVMoxYlvVgbIzxzvm5UqA11nVd1UXXbTnu76xPFsb6TWr63eLyav+d7179+N3h4cPXrifNyTJplSIzMFvW+f9j781+bEuv+7C11jft4Uw13aEH9u2BTTZbHDRQoqhosBxYkRQIgYEgD0lenBhI/om8B3kK8hQgsA2/xFaMOFZEOyZjx5JlUqZIkVSzOfTMHu5Ut6rOsKdvXHlYpw4vScnPItAbjUahbtWpffZ0vt/6TYwZMEBWiAWgYCTgJoNKe7tjQtOTIUYtgZU/4sQrjHsdMLH6azupAUaRkDBwxoKQEQoyEgACTsCKqgKMubQcVboK97YP/tkXPvJ7v1N+8camne1SEpAmKOXxbiRrrQII0TPzOIzD1Nezo1JKStlaq4hMXQtyE35ALjP5jgS3Ci8h3JRM4YUcEyePXK4SfWmMkVS2g8Vr2HXyTUSwzsqLy155Xw7LA1tXxhhAVEpLeEDwXl2n0UpxgtQ8tG0bfRC3m6ncQYd52H8hwWSVfwiWEGHkIYdTiDWx9MvKXtxKUoQgpJm8tfl8PgyDMA2Cjg5xA3JjHnZAvhChLACIPxAABCkJJyn36YHkFM5NdvtgzBOEGUKKcbz2OtYpFUQ1DP12283n8+WsHcex22wln6bENPog591am657IA7tF5K5IgdwNpvFGKZpEsUmXNdLiPMqpRTG6XBM5vM5Kp1zTjlZq2vrhtGHlPp+EOA3m82M0QB8eXkp72sI0o9KMXqtNAKEEHKISqG1ViOuZjNU6uHD85TzbDabplhKSczdMKSUfZhOj0/mi+XDB/de+fZ3hufuPHn71rydDf1OlMDSf9B1HSBWdSVXyAEhz9r5gPtuDKkYca4+RMLkVPo4OOeAsWRu6tY5F0PKqXABIm1tBdCFkJglnVhyYp0xTuxth0O63W5/WAFC+zU8EYUQDwGtw9AL+ycRy2JGLYXHcXLWWeuMnoyx0+QVKW1+eBnvBa7jKOjd7hFHk1LxPjZNE2PW2g7DlFJxzo3D6Fx1EMceUlXFHziO42I5DyE0zUwpBUCICoC0toiqFDhotmWOc/goEbpoHMdhGNu2PRxkY8zJyclut5O3PPaDMXq9vgIA/e7de5W181mrtdp1I3N2zkGIMSRmQFJ1M5O/hwSZYXO1uby8lDukaZraVZKbaJVlVut1pw1prWNiImTUpHGxcs5ViORMVc+WwzCExMa1hAoAyLiS027YEakppJiST2CMqZrFfJY32zxfnYTMIZZY8Pj01tT7mPI4DQ8eXazXW9Ju8Il5d3R0REQXlw8Xi8XDR1frba84VVVl66Yfh5SScy7GsJjP4jQwM4GSC1EeBIdPaDkrSKS06rs+hiDppTIS41z2wqdaCdUubLVcNIvFQuzv3XZ98+zk6OiIIacUxnEk0k3TICitTV03B9GtYPHdbicTNdkk0PzwtILHbP0CDuHamMMIMSbBxm3bXo+v5PkVmYvWWmSeChGYHtemHphlEQEf6mseVyUdmOhDwLEkr06TX6/XwLRYLJbLZYxRKdH9l8PI+/FVkUzybEEfPNcuA5v1+K1/+E/e+Yf/57OX3XHOU+l0rZoBC9BAKWmGkk1BxYiAGVQiRGbDH6awfLj9NLB5SLxsy7ypVNW4iig2bTXkhIQ5p7Mnzp564gnm1O86pUtbt5JpKVjvh2wH8l4tyX8Z08BcWOxDOAzD/YdX1ezk3v17u1331tvvHJ+cSUPMfr7euBT8MAzPPPfc6cnxOHTywJHIJ/ihWVc0avyTnN0Pd6H8B0ctiIA0Dn1C3fX9d7/32ts/eDhf3uinSWttnZVszxhjhhyCf/HFF5nLu++8cXnx6OLyvB9VSslYywjTNKWcldFAehxH0ir5VNmKU1LIOSdFpjB3XXd1edXOVh99/oU7d25cXW4hF2tMzlkVUNcPLpl3Rh/qupEUkFL2wVSAWFhqY+nH5lOPiyl+ksf7kYCcxyjBQ0CLKEGIaF92Kn8PsTDnXABQYg+11sZZZdV0uQspzeer48j3H158/7XXN9vdMAznFw+da4Y+9DufEwOU+WKGBLP5LBX4tV/5eUX4cz/7ma6PV7sphDAO49APTz9xUyuSw1g7++DBw4uLi/ls1lS6trrvO6mctgbOjpo8+pWrKz/tdpvv/OEf0ne//2zX3+5GNw5GERZABkSFqDPqjMTMmoG5BKUAsuKsmQ0XAqkcJ2adWRMkgnw9LWDcmzLl/1yQKf81hXkIdC0hwUyZiQEKAqsidU4Yre6BbFZNCRYiczhm4h/cff33/5+z+pR+5oWkWZbpsg4WPCPgJKV0vFwCsjJGm6iiijEypRA8M4cYM+/ZvENcpNzI1trdbtcPAyEd1v1iM1ssFuM4CgyQz3TBMCmluq4FCko842q1kpjWqnK47/YA4aCUUlVVV65qYeZzjCntRT3ix8uFECVWUTxyQtQYrYXaAoCmrmVdJHRWKUVEevLXBdcJ8SjKN/m7snRm5sJJKS0qvpRSDCmlJDkZXddpbQ6WFkFl8n7FmigVc13XCUEnBxyuAzwWi4Uc/4P68VAydtB2yjrncFQPAx1ZA6/XWzmbcuPIUElO0GazwZLlzB4qHGQ/vffjOLqqFo20LKiuZaJBFLla6xD2ZrYYY1VVMcaLi0tr3W63m81mN09Px3Hc7XaHGgnZK7kkAIFIlRKlW+K69I8EfU3T1E1xcu5ouSqZd9tLa6wkFwJDUQoRjDE5paapNptdCL6um5zzer2p69pamLx/cH6uFSmld8P49T//xva5Oy99/GOSlSIyWglHaZpGGy1kmhx/LlDXe1ZWDkgIIca9AlloJPH1yfuSfT78pNVKJhSz2Uzuo8PFI+dOxLR93zOzVJBLX7ToCve5PsZc92FIU0CyVksEIzAQ7iNAiVSKqRS2xjZ1o7VaLBdd1x1cmk3TnJ2dMfPV1ZXQvyIuPbCLMmcRx2zOHENar7eIarmchxDW6/XR0dFu11sL4vGSAkC5NVarldB0ciPLQZBkF3FjCYUrrOk0eblOJGU0Xm8AcHp6qpRKKShFKUVE1B+985QAm2sjltKkFCJZbY1yznL2lTXbXUCIMeTN+tL7CZEU6ZJh8jukpJTyU4cy4EHAkhFAAcZ9DSXkECQmBJXu+3676cRhWSAKzLh//6ExxhjrnFME81mToh96rCvtVF+rUKlZ2Kna1Vb7EmDenDS2xY/gbDaX8UBVVdvt1mjrbHV2eiOlDAjDMGRMdTUnQqVUySmGSLoFADTsnNMxElHlHBJJyQwgTt4Ts8pQzWcNYUoZABQzWSODWo0YMsQQQ2ClHCnqIyMqHsvmg0fSbfr+ox7xPWcMKZKEFa0JGHLO1hprDAISkQ9+mqa+74+OjhbzRdd3Sqm2qmIMPkzW6uPjYwmHjTE1dQuAIXiArJSWiDatlbNWIU1j8uNWK61qdbVeG+tWR0fbKQBkY/Q0jtbouqqMcuM4aq2da3IupBSXopRJKZXCzlYI7L1HpWLIiKh1pZXOOYMUTCoqXGIutqqtMfPFLBdGVDExMETKTORTtGjRZ0s6YU6UETLFQFkbZdw0nF1cvf4///3y+//yZ33OWHpVZjybD7yFAlB0AR0AQB/WlwTZfmjL+3D767QFYlvAADCARywItgADBGREeq+d8cmTC9STZi5I1XI0NKexHremMs8+d+ftd7/3wrPPfnC3u/fB3U9/+uWj1UxrYIaSMpE4uGSUUwCQEfg6WZcIkEfglKHybDLAB+8//MqffuVodfKZn7t9ft6PfXl0tT06WllrKmKnELmklBnJ1RWn9NU//cqtmzdf/OgLOYNVNoSJUKwFZWA2ljQh56iIoDCQ4XIdm1EArvXkfJ1OjMQMhaEgqlKwMHTd+L3XXq/akym05xfx7vn6E7dvG8BpAos4M6pSlhhKGuY1zezEkI4XbhyMNU9HXEOIKXOMORadMw5jgDIpwjSGknXvc8nKx2CsLly6bhinvd7k4YMHp7fb3TCYylWVtY2uWxcwRY6kqK6cgjJfzqvKlBL2ClOkAlS4lJIB0WgtJGkB3pen0z4MOfOek328d+HxzCpDJnHaN+0g5wwxFU1KG9SKkct1F1GWoaEg5hwTMhtihdTW9hMvPDlMpzHmcRi9T5ttn1Lu+/6dR2sAMNpoohwjAlhjAGG+WJzdPJu37WvffSOF1HcTgHn46FHiogw5a/IQcud9GNIUT2/fLEMfsrXQXg1xCrGo4MvmeF6Zy83New/hz1/hb73q3nrjc32vUtaMiklRg5I9uI+zv45uvkb+Nsl7UQwQfuQWiQYi/HhhgogfFQEAg/prfIMXKFKqRAC2yNv44UcSAzQBHKSMMRCkQghUiqqoPHP5fvl7/8vJf/633a/+2iNSfYpzjXkcSDVIs0I+563TofOa2Pbd2laUOSHNxoCgaPK7MHmjULi76xkDDv2otY4hKdIZ91GWAlRkCSf4J8Y4TVOIPoSwXC6lnjuE0DRN4ZxLss5Y4zIwIIacnXYhRgAJHyjMaKsmMeSccwJkVdkqpZRTRlQxR0Qknyoj8sVYSq7rOqWEBKRwHMcUIxEVZkUk5JL0dSokDdh3Pek9pyF3kEA1WX8655ypvPfW2AjRacOOp2lCYAJ2RjOwrZ0A4JTSNHm5CuVFvPe5pNm8Fa2giAALZ1fZqnalZKsUGgN73g8YUTjJEFIoqAnwOveCWWJL9s0qrZp1XSc1pIhsLBWOMXnrlDH73gJQWhlTSc9NLkyqlJILa1fFcQRFxtCM2j334rT8lrCOjMVWTsJRhmmMOZ01Z8enx3vxqqHtdntoepB0HEHawinFHH2OymDOeZj6q80l57JcLuu6NqQgF+escxVRSSUvF3Ot7W63A0VkDFnHQD5DjAXJLlaroe+N3ifQCCItKfMnG5gAACAASURBVDy8uBLD8/Hxcdve1K59453367pq2qatXD8lpWxVOUOUpqBRBWkStFXgcLG+IFJ13fpUppAZSy7RB79aLSX9cHk8v7yMmhQpnqbUzqphKIC5rk0KMefonCklMVPTVFrrlIIgHGb2PlhriZTk9DBLMspVznmxWHTjOJvNpm6YJu9DLIWXy3lmGHwAAD8ORlEIAZ1TiMiFgJGLH4fter1arXbrNTET87bvqsohwma3sdYqo2KOYZwQEQtrJMglp4yFnTZx8iWmcZy0seM4DcMYY0opr1ZHMkGYzVrvx1KKvAVRjQoVKXFHWmvrTIxR1KEZuJ/GxGU5n6XtNgOTVvPFIpU8TtPl+spaO2tngMhchqGvqgpZcyYpXtNnZyeHqY8Q4iKrvZ55cN00pJSrmpzzNIU7zz6LSPfvP8g5N3XDHIRhbGbz2lUxhIN90Bjj/Wgro5Tq+65kbmyTc4jRr44WddWUwqnEaZru3r1LBKenx87V10XvepqmzXqrjF4u4nw+f3Q5bHe79XbTNohKQcGj4xVq7PueIVunh7ErnJQm+aBVGkMIpaRhiAClqqq898jlvdcuk2IjBXmcKMRoLVa6YWayBq5bAbTWYPc5UQeHKDBUhhWUebOQaYFEJyU/aq1rq4nLNHltTMmxrtqcc0bQSKggIyOXcZrkT5RSANFVlXUulSwgM/iJiBD54nLdD6OxmlD3fR9CNMZqTXXjmHkcfM4sNRJaqcpVJQWlFFXYd/1iuXD3H11dXYnnu+92ztrT0xNN+urqqqoqUT7EGAFwsVjKzKltG2uN1OzIwOzk5MRau16vjTGz2czVjTR1VPWs67opbeqqtsbIQ/Zq/fDW6Y2VbSqllcWiMGnyHDFlMiUpP1PFfe/Bv/of/kf3568+FbKGLOKSSbHHYpP6ED98uP1UiTOx7FfAkqCBBMhEpa64nSet0GqrDHCqXRt3Had0fOPs3rvv7i7vv/j886Tgcv3olVe+/fzzz91+4obWCCw1lV4wBSJyQSIChSknrXRKhcim6FDTblde/c4bf/LlP37rzdf/49/67ZDp/sOr2fyYlHLO1XVVWW2NQkCtVYm5auvvf/+7N1bVc3eeQWRjTApBFt5KqZgSIDpXMQCSZd77lyMURNKEhSKUXKgAErAuyMhKIeYEGbQiLAWmkc8fXd6/93B5rGKB3babzeZcMGU2xiltpLvZkArg67ouzARlMatLCLlCzhaBQ0wMUpaDWpMfJ2BWWmcuKU+oyYCz1PgQuUzT5FdH81lrd7vLDz5wfdetVgtx35Vcoo8xJg2qrqsYwpMvfEQR+THUTpNSsI9F39cEQWGB1yLtkArU/Wn+iQL0H3NN/wifCbDv1wHYD3pzumb84IdP/h9L7ARUhPOmBoC0mAFDzqA15Ay/oiFlgAKKgBBy2tfS5yIxYyNiqAwhglYGPGeGBBigPBgv393etzgPsWzHtE3AtdlttoZTQ+mZqjZxWHzzzXv/5IuP3npntd6exHAESe97e1DI2Q8nbH8FDvyRJwEBEbMuuWG1vtq9+4UvPfPSzww3j3apVAXAp6R6nDGaVHyu6+XFdmtVAwUwAOxz+bJ8WButrVGHgYL3Xrxku91O/EgS/Cj/dFAkyup/n9RCwMwHbkcYkkO/Vk770PZpmmRNKZ/1wkQB4DhOkm8hqjDv/dXVlWgsiWjqB5F7E+3T543RKZGYhcLklVaaKKakSO0FdSFwLkZppWgYR1nmCTMjulOhxbquW85n12Ew+xCaQ7JFzlld7+o11ydpikUMkJJDM40+pwIAinROxac95SXKPWOt0GhENEyTYMtSCjIimQNvL2ki4us5FP0ZZbWWWCudUhTKVxultba2HGSi2+325OREtHaygq/ruu+7xtVt3Rx2/pCgHmJKITJz7apSSmnauq6hsNXmUDURJy8ViPLrl5eXh74WZo4heD+JEVF4S6O0cJtMWM/afhy6oRcqkhGn4Emrqqq8Dymz1iimtZj8er0mRHEeak2PHj1q21YpfPrJp5bLpVTDd3336Opq6odS0mq1ms+qZ5+50/c7rZVzzqexMDvnXFUhklZqPp/LwU8p7lf4qKdplLp5SpkzECgizZyXy6OqqqZ+ssrmnBFVzmxtJSvwnBNzBqBSgBmV0lKfUde14L0Y4zCMxpici/dBAj+tFeYtXhsv9wp8cUKK4VNgvASfCAEIADGmUngYxq7rz84aZlaoEElr0zRt8SmEIISk6Gy11uKfMsZMV1eNJiIIYZQe6eVycXV1YYxylSm8lwo3TSMknvQxCBPe931tV3Hy7WoVyfswdpOfzWbE0LgqhKCVRkrTFJCUNkYbQ1rZyk3Bh5zzNCGpXMoUAjPoQ07RNZcaD6puIZ2nafIxEmm5yUOIXMpiPkcirXVKOucsqS2pZO0sEGpU8niq6rpwAs5V5ZiLtaoUOjlaGOOYwYe4qBZVdePs+CjlrEh1fZdTbprW+5AQ54sjxJJKqpqKueTCDx48nM8VMZSg5/M5UyFFdVP3Qy8xO0i463akiAvfe3CfuRwfHQ1jt95cWmuapik5EYG1NnveXK4JSSkVwAMCZji0WCAhAvRDl2KqqqqqqhgDF84lG22ICEuElIdxIkUivEk5EVFMCYxpnJOE0pSiUUojZIQYExaWBYTWRh67MjIJIVxdXcmzLMbY1o02pJReHR0LEWwtGleRskabkPzgPTCy1tpoiAkK5AI+Ql3Nm6YOqa8qNU0colem9cOQ+zibHXMpXecL+iEk1lx6v9n0fd8bo9+7d55zsdbR5aapayl1ERbx3sOrvTDDGGbuvDfaeD+lmKq6csZKdhYCpJRagPP5pbZ23tRtVTNCUrjpO0z8xPLkVIXw7pvf/p/+t9M//c5Zycw+ISAXW2BSZSK2H64dPtx+SjapL9hnXgITgCgsickzdnU9zefJVWg1IGgNw+ZybujXP/+5G7duPeq67sYKCZ966pYiHrru9Te++/D83gsffXHyXmvVOFJKWWdTSKWAtlyyylmNOaVUYgy7Ib/y7ddeefW1d955Oxc/XxyRMimXBLid/At1DUiFi0yLjQI/9MfHq1/67M9tX35p1aj5fKa1ijEQFrUvfs1IhIjDkLbbXdtYrVBpZawuyLEUKkwECiljQVQxZShKKUwZxynttmO/Gx88uHr48P1bT5w07Vyp6oMHl1ebzs2XmSGEhKCstcaZwkXbygdYLY+ffvKJ9997CyDNZ7qyZH1pKj2OsR/HEDEXCiFqo2KMBcDWikopGbWqR59KImRjtF6s5k2tGfHi/FEMvjLGOts2TYEyTpM1VjESgPfD8dEqxbCXl/9IPBXSj3J0B9X6XxVH/LiTGRG5PGZyPlTRMOy9VfuqjB9Rex7E8yIflTqNnAsiESAhEDEwGALgvK/eK3v7IwPnXJhZ5QRhUgxXu00xKgDs4kSknTKzpo0phZyHpMKYmmphbdVN3XJhz0jf7sfjr/358PVv7V5968lHfR1znZPiBJALQEEEJCzIH9qh/wNID39oY0XIBNrmwt6fuqp6/+H4f/+LF/7rv93evLkLWFUNQxxUzFhs3epSV3WodKNJ5zxW7IzRiMVae3Z2Zp2B60hGWaE1tRNx4DiO4jSRAYFI1DabjdBZIqQ8jOwl50PwhogMRb1ZMh88ctdpbXRYfngfRFycc+77PoTwuNmplDJfziVbRcAAESmtJOZAdFWkKKY0jmM/DhJhb40tlLXSrdaurg9/VIxGIq2UqYeUQAheOgzWDxBUBGyiT+MCh2iWsne+5apywjTIK4ieUIBuCCGmRKSIkBm11pVzIcQxD8xFjC0+RUlOyjkbazHgIeVlGIa2Rq3rGGNMUWtljNludiGEum5lISfHRCSFh4J1URXKQu7AXh56+Q4RCWKbFLmplKFfXl4esnNm87kI31LOrqpOb5yJLxuJnLXKmpSLUqpZtkT7inBSusSY9gZFw7xPYTkgHK0MWGLmED0gk4I4Rk2kakOE9+/fXa1WTdNwyWcnpyJNXK/XDx48EPfgfD6rqkVivnfvfLsdPvnyJwrkvp+UMlrb60UjOmtC9JpIAeRSTo5WcoKG3Q5yLhmiD+M4MrNWakjJkMohVlXVtu00jkXrQ4K9cCpyAEUOjUilcIxJqUiknKuIVCmcUmKGYRgfL9iQX9mnH2tFRDlE8XM93vcoN9de5B+jc66qKjc5qdcDgBRiTCl4XwCBVGYgbYBUKuxqJ2e5LaytrmtLrR7GXisNiNvduh+6tm26bmutmrWzYRgRqeQcfKiruuQCgM7aUlgrzYW7XTf0w8nRicQX+ckzs9Em5j39S1rNqoXUDRzCby8uLpyrlFKEioj0YbJ4KJ0UFktiW/q+Byha78Nhh2FXSmnqdrVcDsNAiLqqJBj3YA5mgN3QE9KsbQHKrt/lnE5Pj7VWyKwUVFWVYp6mSSFyTv1u46yhyNYahEamts4qLoGVM1YSL0lrGobx6Ojk5KSexomTnoIfx845NwYvGO9gk5Bzc3Z2dnC41U1rrXHWiAzae+90nlGrjQkh7EfFKSGxwuKqKqZYCldKxZgLe9RKAzIXjhk1IKkc9p2GVVWN4wgKRCeQcyakGJOzFSIiUfA+5YwMhQuAJOEmAGVtlVKKMRtjYhynaa/SNsblwtMwtm1DSjMwah0LG1sDxsw8hly1DSkFTCmXhEQKgUC7KnLZ9JNSkAoqbacQjbHWNszsIyuiMKYEBdH0Y5xCAbJVq4IP2upGhB8pnq93s9nMNPUYo5stU0pcClL2OSulSVPvpxRBKQfkItM0hHEYcspVXZUpPZri2pRUyo167gowlZjCYjf1D77x7r//sv13f/LMUJZpJMI1+ayUzVQVaDLY8mGQ5ofbT4/7DgCACmACQMiADMwEhEDeuvHGzWF5nI2rnFbAJU+1pt/4lc/dWqz85IduWzIjsnPm2eefRoZ+vNPtxm6YvvDPv/TwwXmzvAUIL774sWfuPNHthnfeuXv37t1xmqbJ37t//7M//8mPffTOv/vqVz764ou/9du/Zq0qJZGtYvbnV/ciTGS0FCUZo7RCq8mn6flnnqqtpnkDeXSVQShIbJQWqULMyRillMzmabvZTtOUmR5crP/0q9+42g5t0x4vl7/5N37je2+9/uqr39ltez/5lMLPvPxSCmO32zVVu1osZ4vG2Lpq56nYH7z3RohZFUBSpWQqWNeV1qrkrDUppVNKx8fzxeylN974ntO2JN71zTRN/Th1gw4p+5B2PQRL3lPORRlEhcEzgnW2evPhW5cPH/ze7/yt3/ybn33rrff//j/4e4PPztnV0aKqKs7FOJtChgxVZa1Wx8vmqdu3FEWFoEgdat4VkXT9CWv3Y9Ga8FjgyuP/9GOFonvwdp00klNm5pL32fHSCv44xrsuRz1cTiSiUARAKII5Cfel83vkKbMElvZSycuBUngEtY449dGFQhgtx20epjLWy7ka6QxW5+hizrUKs+HB7TDcePtKf+d1/N6b5dHVrZA0BuCkGAnRQyJtkkRKMmhgAo4f3u1/5ayHxEgPAISqcDSgVYY8+UXhiy/+f3fvvlf9V//F1bPP3U/QKGblp5Ibc5yKVkr4aoixMDOhtBzFuq5DCLvNRsIqRfTopzCOo2gdhWsSHkBMXDKWPWS9CCMh61pZCzlb8bXxFxC1JUEUALBer4U6k1+v61prg0hCjMiycLFYnJ2dibsvpaQVIpGrKiRkZlfZnHNd18ro4AMQIhEAuLo6OFQRUTScyGivh+liiDossmUNGWJU2gBK0kYgIm0sFy6cELAUlvwCZkgxiZAKAJyrlMpEkUinVIwxzBhCdK7WWg/DJPkFjCrlYkgrrXLJikxd7ck9P0677Ua6Lvd/AkDU4HIcDm2Bq9XCOTdOYynZWptSvs64NxL8KCdI7FWSfdo0TdPW49jn8sOqwL7vDg0QuWREijEhBunRvry8MsaO4ySY7eHukdgXpZWrqptD+k5IiZDaukk5+8lLtlMBFnwYYsKUEdAYK9Roiinn0ndjjJcShtn3u9m8uXfvAy5luViO0wiJJz+enjx3dnry5ptvccq7cVxfTxNc1aSUAHUu5INHXU0+v/rd1+bz5olbtxZVG7w0IigEVYpUamFKcbNZO+eYMxHFGOTUN1VtlZ7SUFKuXTVNEyE6Y1OIOWVl9tXqMhqQ+cUhnjRGCbmBAzuKCNYauXGGYdAl1nUzjuN2szs0PSqt67pizq5pQwjb7VaufMkvkRJ2ufKlx7uUUlnnfSBEY2xOSSH5KYjjVOJVBIPIfTcMg0TQT2EyxoXkgcBoWzVuCoaRC2RGBsCmbpyVrpQMgHXd7LY7Y0zbtlobpTQz1HUTYkIEpU3TtNvtFgBTSSHn2WxWOWesXq/XXdc1VTX2PZSCzEjl/v17wurrQ/i+XHCH61Wup9VqNU3TMAwAuNlsFotFKTSMvQqT3KjtbCbWOHkAya+LVvv84hEwT97XdQWgpimGaWLmylWKiAtqrQkRSa2v1nVdcykIPE6jtfb8/BwRj06PQJWq0n4Wm8pyzg8eniMulFJOu5y5ZNE44enJzWEYttutMaSUOrl5Qx58m/XaGGMMVlWrjUVFwCpF1sqh9kQ0hQkJJYoXNTbtPtMpcoo5MHPGkktOkOVuHONYfFFK1apNmcdp3HWDc26xWIYQtHFIuexl3TrkjKQLACpCRMgZAIwzFjHmQkSMgEQxp3Y+q9tmGAYg1FoDU9POfBhJaaUoBI+ojLXDOCFQynT37uVbb79tq3q1Wq2vLrbrzfHR6lOffNmKQosUQ2ZAUjrkPE0TcbHWRs7WWk7lEN6llBm2e4guQ7txmvphRFKIk1IqxCSwP8Qkua4xFWm/OTk5yblcXa3lBzKzVmZ+Og8c2qYiUCpAjL6qNPnu5oP78UtfXX79Lz4yeY2cAUbwClElMCyWH2UYPsxX+XD7KWLzFEACLAgk4j9kZEBSY1VPq6U3TmndOMOTJ4if/9yvHB0tAGBIHjRSQaN0LolzJqKqsk3beg/WNW+8/V40mxjjv/nK127fvr3Zdlfr9Xy+lOXIMAy//cQtN9N/5+/+lzdvnGyv1rvtupRkdL3u1pvtpXXUNE1VOWvIWm2M4hKQ8+1bN3LyxAk1Ga2C93XlUoyinkKiUqBA1gpunC5TmjMjI663+at/9u1333+kySik06PnvvhH//7LX/5K0zScojL5I08/99mf++Rzzz1ZGTOfNwVgGMMH9z7ISZ1fPAopOs6FcynRGdPUVmsVS1KKjFEXF1eXF8PxUfPErdtc4mqx2FwM55dXTa9nbeV9nGKcN1U/+Zi4MDBw4WKt08oNw/TtV87/s9/7W7/7n/7WfG7+9Zf+KPv4mU//wre+8XXEojVK0a0xhgFqZ9ravPDcnbbR221nFCtrEFEBln1xOeKPJt0cQqdkGPyThN7jqG/v5t8X3jCDDPUeS2251moi7vHhoW3pUCv6WJ/NwceWhUxDsrlkYOJ9Rw4UhgycCxRFnFPYpuXyRoI3Uio8+RkQhTIztsc8NPpW4OdX9e+t5s+8+t34tT9b3Hu02k1tKQCsUGdIljiXpNAyICQgIIKioVzDPPrwfv9LngAAtOfzGRAjZwVUIAMQlMKAx9Hn77y++aM/OblxlubHirRGXVUYwe56rzCnFDQgIEuUXynFT5PWum3qoevgOroshBBDklm8rEOkLU1K+Q4h2JJXKW0K0k3Xtq0owcZxHMex7/v5fC4iMXlxIYuEEIPrnDnnnPdBvhYvhoQEwnVidjdNUq8l/AYzxxi67kIIn77vl8tl1TYVQM5513Wx6wDAaK1JASJcR9ceRh7SK3iof9DXNXrDNGqtjTLKqForAEg5EalpmghpsVhctwtkrXUpLG9H3InCbIhgShiLaZp0VRcsWhmliZmtsVJUQIDGqFyKdZXQAIJ7BZLN5/N97iXqYRi6rgcAQgIC8fUQKVG3yupXsKtU1Qv/Y4zB60o3eVkRggrOueYqlTEmxkSkJEhGTpYk1iCSSFul8lvIFUmMDCGkGAlQaS2EVYwR1Z4nJKUQMUsBAwvkVlXliPa8wnK5XC7nwY/OWO+nlGNdV6vVyio9n81iDA8f3nd2Jmq+tm2HYRqnabPZlILaZSKqjCPC++eP7t67t15v79x5uq6sRh7GsXDRSpFSQtJKhaBcbzHGuq67rpvGnktKKVk7m6ZUciqIhYlQ5xKTj4dKs5xzCPvg95yjVDNqXeWcQxiVUjIxYS7j2Mc4ISLzvrC66zrnnNQSxBiIMIRphFEwFQBcXFwsl0u5pKVxhBmsdTJFkfJwCQ0C6+QZPdF0iG9smmaz2QhtKI2IMQU5a1dXm/l8Pp9rIrVaHSOKHwoO7K5IgjebTdM0N27ckKKynPMYouhIJd7z6PQUtfYpxxjbtp78qJC36/XRauWUiqUoQkVYWRP9dHx8BAACa/Vbb70ln2eS0yh5UMJQyxuQtpD1eh1D2G23JRetTSbsu56Iur4nROvcdrNh5sViQUicSwh+HMbNttPGlMzvvXc354RF9AMTFJ6moLV2Fcmkp2kaOUxyLo+Pj51zU0Q/jNMYYipVRbtdAuazsxvTNAVfAOno+IZcN0QU06BNHVMqDMMolZH66PgGAKQYgk/dbqyqylhdV5VWBKT84CWNR7pfiEg7AFDOtRxyyGEcp/lsrh2NIckPtPNjBi6lGNVyCGjzXs7rnC99zD7kgkghxM35BRFZ56wxzhpC8CEyc2IkpOCntm21siJJ15py5rpqSyk5laZtfJiIzDhNMqUrJazXO220IuyH+I1vfq/rOlL4Dr/LnJrK6hsnu35TRWOsDoFyyRY4pBxjkmTklKJEq2utQggEwLmEOGqFWlkZWnjv26ZmTrUzIosfx5EBMue2dgQzALi62hlFi1lriKL3VqlZ2xpjcila68kWl3WTlGKdJu/7vo7w1DiN//yLT33rzbMYCDhALpSJqSqoQDFgBJyoAID50AXy4fZTs8hjlERBLCQJgoiJcwR9aRXcPKvn83pWKeJU/AsvPPP0E7eDHwrjduoycu0cM5+fP0rJr1YrVzXIEHP55c//6lMfef7h7vLqan3+6KIwr06qW+NiGAYiqprlSy+9dOfZJ2eVIsK33noLCicf3n///tFJHIu+eLjRrskpIDoEAC6KaBrGlz72Qu3MNAYErpzNKWmtYoxG61IKEimAEEJI6e777z5756mmaVPkWPgjd27/d//9333l268P/WBIPfX02cuf+DgCzOczrfCzv/ipp58+u31rtZibHML9B+9/41s/mGL/1EeeylC99uabqZR+6Pu+UorrWrdtrTVpMkjFGPVv/vWffP6Xf+4/+vwvzJeri/MHrmpv356dnh4Po59C7IZx9OFqsxunxEiIphRQRucULy7P//jf/PHv/u5vfu5zv3T+8MH3vrP+6le+Xtn5ydHJarlom1orcs5sdz3kYhTO2qpxmjl97atfn8/ts3eeVkqVzESEjGLnxr0jb9+b95OFpT9Zo3fQbRLRvksbsUhvXmFZ3slMzSg6vLjIZw4FX9eLGOHt5GWxlLyv5mZGZAQmJFH8Q5H8m1IyK8kWy2ncrQvZHmFiyqrWfjoC88Jy+db73z+i7WfW/dmme+pfvHV07+5RGA2njBwVqEKaiwHgzAo0MGgwDFCAGTBiSVAIruNeP9x+AuYx7EXbBZCQEvP+2wgeFHE6LfHyy3/aPvPs07/+6x8oQqW0hwI+K4ScDUFKCQgAuOTs/WSsicErpU5OTiSZ8CBRa5pGRrHSCCfzaOHcUkpt2+4fEVV1qM+WtMlDT52s6A4UhHwtM30BkKIbHMdJBFyHpgGBeQJOrLW5xFxyLkV+BoC7rpc2s7quZ3U1jqN2Vqg5CYDhIvQlamO1MXuRntYCwA5l5QJpDnGLAmjFzTuOY9d13vumaQ7od7PZLhZL2bdhGObzOaLSWnR9DADj6MfRE5FSRtxT0zgGrdpZ673vGbwfq6qqq4pIKbU3/u11bYTaVALepCpw7IMxJqUcQhD0q7UGQOcckcp5EoXtoQDdOTefzwVhppS0NsGH/eloWz9N3gcuxRhTuaoUFDpIaBI5R4dQTVSUU2SEmJNGHXwoXAjJx2CM0UpNw6gIa1eLTRFhH7XKpZDWCJRyUkopjUprACAFiITEXb8lhJxSO2uOT46ISBERYIyhbevz83NmNs4KVGMGrY3WumlmPoYpBmOMocb7ZF3l5vN+nF555bvPPfeRmzdPNZIik3LKPiqlAVAbNQ6TgChr3Wazm6bJVdoYIqWGcRdjNPuc1eR9KCUyApQsbGrd7OW4bV3tY07JEhFDIsWk2BgKIVinjW1ijMzFkOn7nXO1q2xTN7vdLpdcSo7RN00zq2eCwwWDSKrNMAwiDZWUIOccIng/5ZymaUopLpfL9XqtlAJFkx9lQpFy1EblkkiZwpmBADGGXHJpqvZoeYKIyMqPE0PJORPqw4Cm6zpr7Xw+H8fx6upK7taYo6udc26aprqt+76/3FxxKagohYzIbeU0Qk5B7JRKKaM0ArbN7MGDh7Yxb775ZlM3wKyffPJJsfDKTFEaPw7N6/JRZ4xZLBY5prIfPFda69OTEwDga4vtcrEwSutrybiw28fjRMo0TbPdbnL0bdsyM6JMZXoiury6BIDj4+OYSkylAKMiV0uWToJcuu12ipuPfezjD+9fBJ+euH37N37j86+88v2vf+0vcgbrmhDyNE05576fxLlIRMPglVLFgFRhppT2EnMARJZyOVB6GIbz8/OmaWTMIMG1i8Xi4HBV+5glWCwWm81mNpsdHx8LHc8lOeeapjk+Pp6TevDo7sXFhVJKInGVUqRUVVnr6rqqmIurqoLKe29s46dJWTPFYK1NXAhJESq1f8Bpo0c/XVxcMOfFYmGMGqfJuUoZrY19773333zr/RxziRoRjAAAIABJREFUU7ejH6y1lWs++tHnbt48Rk5VbTShHyMDxBi6ft9DqBRBASIcp2G72Qp0B+BpmmLMs9lMZtBKOWv0zbMbB17XagMAzrm2bUXfVT9Rn5ws98UjKYsRXB7lRusBY+NsSxUyxZKWenZnHN743/+vp7/72pE/J6wHpYFZAShGBGJABoWiRSKGD2Heh9tPEZ0n+jkAZFCaPCRVqonwodHheF5VFhHC1D1x4+TTn/yZGHwpvNnthjAx4cn8CABu3Li53a6///obRPbW7WdWx8vjG6vZcv76H/7TJ2/f/tXP/fw4egl+rKtWhnNVVQ9976e8i4MP5fXvv/bNr33LT/yf/M7vvX//4e7KP/P8M7OmJixQcimKUBurXn75EyH4FH1VubZpEJEUEu+BikzHXKV9P3z845/Ybrc+doRqDPG9ew9DGj768dvdbmOA33j7qzduzJ959pdiyN77XX/+wf1hdWQuHq2jD9MwvPXe3TvPPqWrZurzB3fvh5TH7fb4tLUE88YpLhoQiI0hZ2fr7eaf/sEf3rp961OffHbXp7ffu388O54vqqo1puJmthjGqYAyxm+7YbfbMeury8sQp29/55uL1fyXf/mXck6vfvvVL33xjxlM2y4uLy+tMTF665TSNA49MysCP+4+8+lff+mFp3JOTaMReZomo600RxARAgst83i5Gfxoc6kcK1kfH/wej3//ELty6FS4Hvb/SP3pQXEk7TniLAohWmsRBeMxKZ0zK8KSmRnQezKaiIBJwk6ZSOsCzNtd96g/H8zgtGvIgtLn/qpSpVVwhyJ96y+evXf/E+9+4Hxsp2mekoXCSMjICIw5AjNAQU2CJQW+ImcEJijIjNyED+/2v2Tbx88CIGNBLojwGOXLoIJGpnR727/6v/6D549vnv3iz3akyCcNyTksHlPKzmqlVEbMpeSYjNaK8BBit9vtxGtnjZNYCFmbSZaG914CGAWAiaqzrmuttSxD5eKUrHkh7buuyzmvVqvlcikesK7rDun/og/cbnd13dTXFv2DD1Auci2kHIAkGAGy996HqLTJOU8+OK1EaCfUn1R+s8jtGCYfZEUhC0t5F4/XGMh+yoJNFHqCkYSdg+vihxDC5eUlAMoe9n0vSDVGX9c1gEopCK0nvyKyNaMwErjK7UWqpPb1oUrJ6mu32Qg8s9a6qpr8JE8AIWqmIQoVIxhPkJgxDhFL4UN9mcBmseRJXt1sNpumUZSHzIxI0zhJyqIwdYgglGDXdR98cE+eLQJpiKht2xBjCKGu65Qm6aio65aZ1+t1KcVopRS563pP733V1CKyk9O63W5DzMbofcnB3nXMSmFdV3VVk1TOWMNc/DCeX1x475999jkxgoYYfdd1XccIbTOfz+fW2t2uv3fvnq0rq24YY5Qyypj5YlE5O07xgw/uLxezdn6zW18hAigVfAghhpxCToP3pqpizowEiokQgLTWRBhj9NEjg8gD2/kMEQGYCEuRRjG+fsTmlPZZ/dbaGEPOaRiG60bHDhGVqUspWptSijA0SpHWpLUSLCdYWhCdzFAEMkjEkDVGnJYCvCVkiPa5JEkpqCo7TVPf7+q6rmvnvS8FmXNKjEhQoK5q+e/i4kIrnXNiLsysNLVVvY/ATbGyxnvf1pXsla0caowxkqKY4ma7McY0ppHdkLdpFQXvZ+2srpvLy03hooyrm9kUyxiKnRllqtnymAG0c7XUDhKpUsBag6hyTuI9kWCflNJ8vpg3jfhuiUgblVMG4FJSCNkYs2gb7z0il5IUkbN6HMcUvUHM0dfOmFlNRCll52oAyJmNNaQlLowfnj+SIsKmrhmo60bvfb8Ns1n9uU//zDN3nskRFdj7d+/9/u//s29965vdblLapVQOd8LhC+HBhZZk5hSjVkrsy6Vkkc9Ya4eJAWC1Wk1j2KzXVVV579dXPeJDOc3iJ5bM04OE+pBKWspgjDk6OpLWuIuLCxm5yTgnC9IjOj05qap9gYG61nz3XTdOnTyR5SF1enq6L8EMQSnlxwAIVWW3m41SCAA5lbpuYkrvvPMDBGMMjsPQVvbW7ZuLebuYtQpRKyOlwkabkKLEcuY8ESlZcHg/GaXrur5eiHBV1XVN8hkgvtUYk9Za2lTFxyhPPRGBWGun4BeLBQCUlNnQPv+KVFPViqhkVEApjzqFk+Tbt9/7wRe+tHrle6txIK0HLgXAMGomBgiAjAQMBMUVhlL4Q3XQh9tPzzKPrlV+BMw5FWJGitrpjzxVbp9O07ZR7rmnn/jUp142imKIJCogRK11ZUyO6fLiarlafuLjn/j+62//o3/8fzDaqp6nAruLq8+8/FlIptJm8sFpvT7fEVE3POq6Ydft3vvg7mtvvkaKXnj+xU/9wq+9/NKnv/f9N//RP/4Dbepbt24rYmcU5+yM6nfbjz73jDN6O+5SSkrVe1WPUFCl5FwAyFp7cbH+oz/64wfnFy9/8pN3nn76iadONelmvshKK62efvpGnHbRj7Gg1nXKyGgQsWkbRhOLVaaydf3xT5x845tf/cYr33n2+U+cX+xiAlRUMtdtdePktKmqaehm89luu/74Sy9+8lOfAjJ/8IUvpvw3j1erL3/l61eX26apVkfL5bI9Pj5+8qkn3nj7B1/9sz8nqra74d69+088+cTp6XE3pP/mv/07U4B/+2+/+v/+qz/absaz09tMdhpGQq5qU9cOuShFlTOWyqc//dLzzz1ljcnEKUXEYq1BICgMgIRSOI/XWRp7/aWweHzdKxhzPhSKHvi9Q7mC+PrE6Sf60kNwBXMS7eUBIh4A5OGTaxqLMfZaxIk5IRKmskdeRI4ZuTCXAkSFwU/TNE4pxMvLq/X5QwvF+67vHiqqb5R+udu+BLn6wr98+f9n701jbjuv87D1zns60zfdgbwkRYoURY3W4MRyKsVDYrsxENtA3Rao2yIF2uRPUPSH0TYIEP8qUqBAUAQ1HARJHKet1caF21itI1uVLNmWaEmURFkcxeFe3uGbz7Cnd1xvf6zznTB287euIG4QxHe/e885++zh3etZz7Oe56vP1227F3uEnDkDxWJkMgsFAClHhkGkDAIyIyMInreZd4RMM3tnQf43bri9WlgG0mvDLm6CAcgMjkPirPTxB0R591985pH3vOvkaD/X83bspnU5FoJHVZgSWOA2F4UhMq0sS8lFQqTZOaKtBJdlWRK8ocuPHsekhSP6iAQ4VP/M53MCWrvoXVKmEQihUnUnmNyFfBAool7/zp1l17YgMpAy3MdxTClR8CNjjIHIOUshIUPX9jGhtD7ESHdBjFEK4awHzEII4Gz3icRVUqeYRvV22HKnVaPKfjdJRKVdSqkoSgAyVEfa1cvLSyrkdjK/2Wy2mwPknGNOdVUS5Gvqmo5n3/chJiGlVIr+ikYfnffDONAXH8cREZUoiqKK0ceYroj6LKVMKW82G+8tlUw0wbSrGAkWYs7AhVC7occYcUs5uBCstSlm61wIoR+GrbhMSjKB3LSt9c5o42MIPiRMGWC0ls5X0zScAea83rRbjaiUdnRd2+/v7zHGU0xNVeeEUgiWcwrBe6eU4lIoIQqtlZSMsbZtl8tlDGFS14RthBAhJO+jS4NSajqfKaUAmLWjEJJzWCxmRVGWVVGVFc34tP2wWq8Y5BT9dFWHBLNJrZTYme5oraVUKWFGuHXrFmIWEoXgiMgJLTNICQUnL+JM8khMmCEzYDlnyurYmkQC3QsiJfJoYVVVU+VfllXOmQmdcw4hGmMWizndC4hJCB5CYPlfc9ja4T1ikqUSyDBGr5QAwL5vc86I0dmBMSb41tQEMGEIkXNgkHzIZFcrRYyhrpvVai1Y9uPIc/Z2zDlpbbQhG0/vvQPIQvBh6DnnjAljNGIahj4Ceh+GvgfIgrOyKCBnTCl4551jGetyBozrQkldZD4Ipdsxuighic7i6sHZd+88eP7F1z76/lvy8mJVFMVsWpOPZ9cOVVUhZu+iEGLZrZtJNZlMjDEsY865ruuYvJYqkReN0eS6IzkvTANXk+UhBCNFVRZMyBCC1qWQ3NmQM7ZDu161fT9MJpP53nwcx/V6TREO168f6aI0XKqC+4R1pR5+eP9gf88o8VM/+clP/VuffPW1O89/+7nr16/f+PDDnOuu7Um90LYtsbo7oW2METibTqdtu/He0WUBAForOpEhMhJSr9dr0rU3TUNrRAgBU8qYDw4OaF1rmoZQPj2YtdZ1tc08tdZuNpv5xz5GVqq0G13fzReLlFK3aauqEpJfXJwbY5qyOj09ndYVsqOmaagFRUp6pRTiWFWaMXa0f9T3nfeuLquyMgDQ94PRejqZlKaUSq83rfP+4PBwOp1yBtYOmkujRQjeSOMwsZy6tpVacy5CiKuLVdPULPMYsahKGnItiyKlZEeHmCl0lfQGMWEGXtUTQqpciNH6qylYlzBQ12p0FgAKbRhjCRMXfHC2Ww1VrQHHo+D08y9s/q8v7L15b+YGKVjMgiWuAfi/Sn+GxDLwnDHLnBSgfQfmvbN9z/TyEd4G8yiAxTtsESfvfvy2gbIST9y68f4Pvg8EC8EroderTbROMV4ISY+ZylRnp0tg4smnnn708ff9xm/+i89//kuv377NWfHcd76bUlLSkGaGKomXX3556EcpxWj7H//Jv/S3/utfZKL85te++d/8d3/vhRdeBGDPfOCpg8Mp5FhoDZAyxmvXjz7wwQ90XUfRnaRyJwYSKQSCM0zZWg/APvWpv/gv/+8v/f1f+Sf/0S/8Qr249j/8yj/4/Be/xLj8iZ/4y0+86+GjxXRo1yABQKWs2sH+9m//7qZtb9649jf+s79+9/7JP/jlX3nu2y9Pp/XP/fzP/P4ffq0bQoyyMiUgr8t6WjeFFEVdcQ5t1z/93qc/+zuf/cAHPvzVr379v//7v/qjP/Ij1qbzNn3tC59fry6MUT/zV3/6xyb7s70btx57zz/9tf/p/Gz54Y9++G/8zb/+6V//zczrrz738u998Q8eHJ+FiKenZ5P961LL2XQWQ2ukFJwJyahAnU7rD37wGaP5MLRFYZRSQrKcARMwBhkBGLFwb8NsV+JMemrslJl/QsYJfyotnXMGjEHahiVsbcm2eQz87e/z9ncOIaiysM4jYkh4+/Zb5xfL2XxRNxNlDOd8VjebriOLxHEch2F46aWXPvLhHwDE0hS5Y1MnH1ycHTK7sH19fv/dq81Tm/Hgm89P4ojZBS1ESHXiQF7kkAPjGRgHUcStEnRngMUBBNC46dYZ+h0Llv/XLTLkmW8zVABIjJIZskydgmAST0xyTDxtqle+8/o/+cf7f+0XHuylhBkv11aFWhnOuQ9xHMdqmt7GISMBHsJpVILTLBMBgN2oEtlOEOUipez7njqzXTdwTo0GWdcTGi1JKQFwxpgQjJK1qf3dti29inKhptMpjYdR65nmd0gBtMVFm3a1WtOnUyNDSh1CIGGUVoa0lylTlB96H0WpqpJEp1BVJemeCAVtNpvNZlNVlRBiOp123cBYHkdXlmVVNTQfSB6b3vsQIs1H5QxVVRPGo0JFCImYY/TjOJZlSQnm+WrbOigCOGuHvhNCxCASxQw6lwGU1gwYWdpYa7uuo9wJAt47XrTve86hrmvOYb3exJhyzpPJzBjTtmtSrhJVOJ1OiSyiSPrMIF8ZxlRVReeRBi6dcz4E54JPMcYoja6NITaVFKrDMHAlQwijtQT8JrOpMabruq7rQoqQs5bK+2Ctreu6rOoYgpIqRSxLk1JiGCSDzXJJZjnTpt7f35/P53RVLFfrk7MzRKyKMmuTcza6cMohYkaUXOjJRCnVdR2FkgshpOIzM7l+44hl0FqGhF3frls6PnzaVFVVMWUePDiV4sZ8PgkpUeMAAEJKo3P37x37mCBzU3IlJJ1iurY551rIt88t011wJabgmfOcGWNScCalyDkLxeqqBoBJMwMARFAKAAAZSAFn523fN7duXRcCEIExkAJi2uZ2cg45A4n0EUFKIOYYM6QMgJlfLfKYEoGLK/45UA/i7Qr/3QTmaG1RlMfHDx566GHOxXTWcM4RUwieCyYExwTEPBHFJ4QEyMPQ070pMlRXfRxRCETs12vqcWjOudBSlyQk6h3axADz/TffevW7r7V9/+abb4YM4zjW1TRnkBcXFzRKS4tFCKFtWwpX2E6F5Uh0Fs8IAD646L0QghSYwzgOfV9VVeccCayN1jkh9RhURucdSKYUjykBw8yBsQwMheAAmQIoAJi1zhiNCMNgY0xSCgBww/jg7v1hOOOCAZSc1W3fMcbe+/TTSpUxYlkWAHB2djaMXdM05HU52n42m5lC+RCsG9brJQAUhYEMnHNjtDE6xphh7NrO2RVF6pWlqSolOEjBl8shBO+srSo2Xyw459Yum6ZSSvV93/Wb0eaUmq1nseSLvdk4Dr71OWeppCmU1nOjVV3P55Nm6PuiMHuzx2MMUojDw33vHEiltaZbgkSwJEan2qJQmhhqYEhyYeec0SUihpAYh+s3DkKMAJz8piTjkEFybcoieEfOufP5IoSUOcOYjNEAPGcGkG0I3WgBIAFnDGyImDMynhjn2lC+ijGGCpOmaSKmmFIKHhG98xFDSCmEoJXSSoUUy7IchgFzTikln1FE5cfNH329+uyXHj0+nUXvJVjESdYCuAMMAJmBzFBkSBk9Y8gS5pQBAdQ71cM72/cK0GNvm9JJmBICZ3p2ePgD//6/e/vxI1FUe2UFkCLL3mPw/mBv4XwjRZZCkFxnHJ2S+nK1/uIfPHvtxs2PfvQjTzz13pPT09ax09PTs4uLy4tL5zwyxjJUWn7i4R+fz+f70+nBYjY7nP/Df/rPvvq1506OTyGyw/3969eOposC5KhEiRgFh1sP33r/+59RSm26DUCqq3KrNnn7+FkGBoLzzBh/4/ad6w89/Iv/5d/mnP3tX/q7d+8+UGqvG9x6xc5PUCVu5H5mzsccUTqbXnn1/uVq+cKLt8dR/NzP/uynfvSvvO8HPnXtxuLk9MHvfu6LKTLOVN1My6Ju6mnOLCVkmLmAdz326GzWCCGkMrceeeLZL//Rb33md/f29vRk8e73fjhFe+/um5/5l5978+79Rx557Pd//8vPfODDH/nIx/YP5v/Lb/zm17/5fNeHFz79mfWmV6ZgQoQsztfru6cnj1y/BgBc8KIwPoRxHOqq5gwqozD7UhvJGQCSooYashkgYQKgIHS202G+3V5lh+Le/vu3/+2fMGihBz/nkgoXRNhhvLejO/ojVdLz+awsjXWRIySE12/fsa98t+uG0fr9/YNnPvjxP/zyH965e4dzFlPy3gvOi+n1+WQiheuZ5vWe+tZrH7m9evhieXRxeuj7SXQyepm54kXvlYDAITLInsXAAYEzVDIrA4xDTBBjzhEAGUQGCIxtRfXbq/udu/1Pb4kDYKaJSf52jn9rzRIb4C7wxFBrNnP92Te+sXrhI/YTPyhUUwYcISIm58aIQQiRKdEuJcIJnPOu6+hnIsTatiWChWSZ3tMsbdwJ/GBrTZGcc23bEd1HJSn9YyJAUkoxenpVXdfk5EGXJRV1VMgSCUaIhdSGBDC898C5NkYqqZWOiXYbnQ8ZrNIF58w5F2PMDKiqpEaGZfZKJwVX4FASQN3lRqSUhFCEcMgD5u3JXl3X9X03mTQEEen/iNh1nRCyqkhHx+fzGXlvMEZFJtD75IzBWaOUC8F7b62rmoaALmPC+piCZ3lboxdFEVMk/5Kt2alz0ROpyAByjN4YUxRba/qiKEiTxTmnEprQnTGGggeFUsoUVSW99yllziVjzPtI0kQ65rQsNM12YEwI0bYtDVsSvUmAnHNOilBy2en7vm3b2Ww2nUz29/cJD2fEbQhBBs55Sr6ua7IY0UaRpGu5vLR29N4Po8/AjdFklU/ECQMuhbCjDSFoABr5G62d1DUtkkbpnLAfhnHsMWcfIgKfzWZSys16s15v6qrkDMaxf+LxR4+ODn1wZ2dnTdMopeqqvnnz5r1797UyXOTtuDJstRLEuZHtsOQCMwouEJEiggQXmJHqeS5Iz7nLDpEpxSshPRdCZJ68D0qpk5Oz4+NjAtjGKCEEYyCZ2vVWdkiSdHk0l5EZCs4lyesZY2S9c9XR2/lpKcURs5QCMWutiKBTqkZMSvKmNlqX1JGhO5V8R6U2GYFzlhA5YzElKUg+nRjnkBBTBpZzBs4YFdiU0IM59zZYnx6cnHzr2y/cu3fcDta66ELiQmfGmtnRGL00Ex9iwiy5Mpfr9m2cuAoIhdYCeECLjPuEth+Gs/PJZEKDZxxYCKHo3E4tuQcKEWyKjLFl1wKAtVZerBeLuXOWXGUR0ZiyKEoe2WQ6n84Y5zxn9N4Jwff392azGV3WKaW6rtu2H8Z1ObvuQ5VssrZPab23tyjMHmecpWj7Djiz1nrXzaalUrzvlsaYg/1FSrHrutpoJdTBtGSMzWazxWIRQiDCTSs2LacH0wmd1BgjCRX6vs8+Hc6nPnhtDouicM5mxpQQ3vaClUZxVhkppRGqHztgLMTw4ORkPp8brWMIhazb5bkbXT2ZnDy4R7dW17Uk5p5MJjutAvH78/kU/TgMu54ZSyklJ3cMslKqqeroQwyOMSZ45lz03aCUSMktl5ez2Ww2rVJCXUjnvEtRSjmd1pwD53B5eRlyqiupdRGCttZmxOuHBzspvBZ8vV4LJiaV3mw207q5uFhxiFpmzoEzdnmxTCkrpVarddNM+qHPQ8ogOx0Lk2tMRcLBj0LXPIh1e+fmXXvrj55Xzz47dx3jeeRgIleQBh6AgUDyImAZgCY+RM4i8wzavVM4/P9Tm8TRoLjQAgDLmAS6CQjL5aCKqWMO7Pcrm6cutBfomqgEyAxMYzrjg3v8YIXiwVvLIC7uCCGlQsyr1WoyqQ8ODohi4px5zFVRMMazT/X8UJjmH/3abww+rduxaKaL+RF9ivdyPj+gES/n3OXl5b27Z3fgtGvb22++0dTmxtFBfV098tCNaVPWhXnXY49+8APvN2KkVfT69esAYMdhb9bQkIaUEv1AduEZQegCMWNm4+ikqo6uPfSb/+zTr7513nYDgPqpn/0PqnrqR3vv7p1X7x5/7Y+/E7zjqsw5Y07Xr1/7q//OvyeEmDSzr3zl2f/q7/y3H/nIR++cn7/2G6+1m5XkTBmh5Xg0x1q5+VRLEzlkkQW4+IkP/YUpZ/uFDO35T//Up9ph8+WvP3889koP6+X5jaP5k48+4sbVg7tv3Tg6/Kmf/LHZYv/3vvgHL/7Wm53d+pW3Y+fQeTt+6lOf+sLnl2M/np2dfefNlw4Wc6ZnCcrT0+OcuZGqKgvJNSQVwWYUggnOBT2tMWcEBM4Too9eGw0sI1JmF0NErgQxGCF6bUyKKcN2CIciK3agDgTjXKaEgis7OgaSsawLlXJigifgDLaVAstI8DAzybgIgKfLYcPvvv/JJw3XgsMPfPh9T73n8XXXbi5Xy9MLu+mP2zc+9LHHH39iTwmttWaC7+3NF3XzUDMtEMqvfOu7v/yrly+92vT9NHiTHM/IIHNgCrLAKCFekXISslRb1BYz7O5eSkIHkf8EX/3O9m/cTKIBvfynD1MCQJ5z9gDGChUi38P04bP+zm999n0/9JHbTTmYYpZW683YccgcITEete9jRl6awuQspMhFyZngXLoYZ7N952yMAYDRzBuNCZEOiMgxsgkhXHd4uE8/EElirWUsp0Skn5KSE7Wys6EnXEHFbgjB+1BVFSFAMtIsCu29LQrNWN6bNXuzhqAjB6yMpg47AJSltNbvpptKU1QFRRp01g7EsEmphmGIMTZNI4RUytT1pCiKtm1TypvNkoKkm6YmBMgYNcED53w2m5NzJgDbuc6QyyXnMJ02IbidbelWnc5YWZZUW0JZMcaQC3ROCjUOLuesNdFiZ7PZRHCQUhpTxmil0DkzTHh6fFFVdUbI4JRiAFwIwbmOMSKmoqhitIhpMpuGEGhYztsAXGw27a1btwSwyhSkyCUqr+u6vu9p/40xq9VqMplM6pJcNDFl60MfotY6pxi9barCO9RaF6pYLi/cMBYzbfuhLEtV6NKopq5ni/2MyY/jOHRVVZVapJTasU/IJ9NpLYrpdLrlBp3t7RhjbDfdOI7EDSbM3iWfoGsHKVndlFVVyMK0wziZLgDTtCpTSo/euMY5B8as88NoL5dLZUopVI6xKptxHIP31trVZl03tU3AOFdJnZ62Tb1gPGqVg2+1apxvFweL8+UFQi5UI6UEyIzlYRgyZFPUtGMpZYDIQYSrdgYTMm6Bf+YAOQGlomdMUsq+XxNEJElkURSXI4boZrPZRcdunxyXZcE5V0rSgNxOkUGLvJSaht9IqZuSF3I7en2l9sSct8PVAABMkF/9NotPiJyzlsJ7JyTnCIU0ObNX3njOGCOE9jEIyQhncs6rimlTc22894XSDFNVaUTMTDAueXDaaG0KzkQGprT2EYbRH5+evvrqGw9OT47PzsbRKlkKoYpyVkxUzeVyszk9PT07e+N8PVJce4xJDsNA1DZeoX8aEqWJXsaY99u09OBjXTUxhM1mwxhLCb0PxmgK9xCC932fUqqqmvIrOWdd1+WMzjlygCXx5ziO1lrErJQKwQOAUloITr/cbDaM8dVqZa0rpAgh0u1RVRUBdMbgylaYdd2QUprNFtQImc+L6XRKtLsQat5UMcammQgpvXObtuOcF0VZVjWtXEopgv7NpKFHnTammUyM0SGEhPinPamotSOlTB4bIVNKzLlHH31X0zTkaKeVqqomxQiMEZAjnpoS9raxM1LugmKWy5VzlmZGASCl7H0AiATzxnFsmub8/Jx6XaQBUEqH4J1jjG0HtamlF0IgzJxS6roN59zagXS2iLjZbIgMVEYSi0iPip14g4yDOVdHR4dSCsaAzqBSqiwlY2KDtooFAAAgAElEQVR/XwJAYQ6zFpiyCREz+sK8tV7XAQHcKPOHutj+4dfWz7/4mHUFos/xiqDjkDO8E4z3PbgJ5AlYHbKCHACsEgpkilFhSt/HZ5RnxlFQKnYGQGAZOCuMq9Sdy/NVXSaZORdSyAzZWrfZtMNoc0YheQjBx8AZ00oHF0JCAPljP/ojr9+598cvvnp2fnHnzdvO+RgDlV+kVNmG9ipVlAVCPjpczJqmqc2tp55416O3rh8dzJpKaZlZRsaFVkKb88tVSlFcJWi5kJRSDL1AEELGiBwd4jbOGwDrqvxP/uP/8Jf/8f/83HPfbHv/a7/6j8bRS6Vi2MbXKCWVrhDRB/ed77yolMiZKaWGwZ6dX3zuc5/PEsq6eujGtUldGSmVYIURhRacs3EcHjo6kIDXjm4cHh1wzj760Y/dfXB6ebl+7JF3/d4ffmO5Os/pgkH6t3/kh25eW+Q4xuBuHB3eu3/8ja9/I2A+fnA8BEb+gda5h248dHR09JUvf1VKVVU155enD06efOTRSV32mzaFHqIf+9XNZz5QlYpBVNSj/ddlNpnCEq4M5XfcyM74ezePN/S91poBIGU3kzkmXLlk5pwSArCYfAyesu8yxu28H8uCDDPzdi4PcsaEXIJgbDZt7t+//L37X7t2dNBU5nA6nRVF3Ygb+wf2qSc9oE+xyEwnJYH5lLLiDINZLv03Xrr4wrPf+t0vxNt35hnK4DUi37qqsASAmQng8A5g+/9+fcCtDSe58SbIUurNm2+99jtf4n/xR8XBzdV64FJBisn50mghhUuRK+lSCGnbvLfBZYR8xTArpcizh9aEneccsWFXgXLbodAdS0aMMc25AQBN2dBFTk9/ANj60gF473MGUm9STSKlRExU/1xeXu6MWOizSCZKzCFd2fIqFo9+473z3lKBQeN83gcqiqgMpRwIsnm7SjmP3vtx5BQ5QEVp3w/kV0FfmXxECTVRYUac4W6SlgwzqKylTDNi4snlhWaSye6CJvGklJCBJru8D0QzpoSM8bIsOWcuuKYpqT9O+7kj5OmM9N1GCFkYRZJXKdW0qaVgGTkiemtXl0vr7Gw6U1pVZdluNna0fdfVVTWfzrQWzrmU0I6u73tyvy/LwgcXQnAutu2GzPqJ2aPVi0pHqfzZ6YlgLAQHiJBSXVcAWQpRlOV8NpvWDbmVtm3b21EppZSmaA0SqVrn7Ri01nt7e96P9B1pynHohuliSkwvmaAC8IjJOlcUhTKF0WZ5ubTDWBRGKhlTun7tWmG0VAogSy4Y5y++9NK163spxFuPPCRlhSj6Nhwe3rh//8TMCx+8VhIY7k0WSunNZlPPa++90rrSM2vtZGZiiEKK9WqtTWGM8c5zwX2w1aTKGWgUumxqqoQB8kQ2wzDsTQtrGQTLkzuYN1f6XnIwZoLxK+UFB0MSX5lzlrIIIXCjEgalVUoJciKnQGBMGBUCzTdFzliIFjJwLsM4SinG0XMGGXk3ODndSwnv3r1jypLwRUrRe8cYk1JIHpkyyHhGEAwKreqypPwcBMYQ+r6/uLzYbNq2762PkFlmLCXADNJoXTTADWOy3fTHZ+u264d+GK0NPmijiYIGgAxZCg5Kcu+9kkKR0S1GTAFTUpI3TRMieu85B+cC5xJj4kwWRRFjzMgoL+rk5OQq7DWPo90tLnVTY95amAgmRuucD0Rh930PAFKIqqqKQqSU2rbLORtTkPCgLEtAbPuhG0YhRIZE0GgnaVDaxIjDMKbU0Utu3LiRga/WLTV4Ykr9MNKq1HUdrQjGGIbbizVGnE6n1lpK20DEGFFK4FwpJViMnElZSrriU8wMBAPWdV2MsTCGwim999WkiTFyqaSUhO5YWYToTakJLUstSAOdM+pCGWP29vdJH8sYKyXf8cUAUE8mWm4dh8uyVErRWGBRFFVV0apEK7KUfGfrlFJCtIyxojDWWkTGOSMZBiK2bcu5GEertWYRqF4kTUgIgSxV6ECN4yYGbJo6xgAA88U0JR5Datu11oUQYoxhVk0y2GAHLvWYc3lwhHfuVkMn1ufi//zS9Qenjw+2iTaDQ1DIyKmcvDzzO4//7z2YB9JDrnNSkFsAEGZlhykYJVifRoPy+7SMA65TjowhCAYcmMg5OqH7xfTO5clyY0RB5Q4nVby1I65YURoNarR2s2qVlHvzhTFlwbiLeHmxPtrf/0s/+tAwupjSer1u23Zvb+/s7Kzv+8ViQaO8pHpommY2myrBykJNJ5OUvB07TK4stPe269d+tJxzxvJOEO6tE5JNp1MK59RSkbYqeC+4IOPy5fkFquqJWw8tT0+/+/pt67wUiTMhlWBMGWNSzKTyltJgjsPoGGPWeiHk0dG1xWIxX9TNpD7c33/66adZxpz8jetHLMdxaKfTyYc/8J55YxiDGIKU4i988pP//H/7P156+dU//4kf++Z3bn/1uW/E0G1WF5NK/8gnfxhSDGFcrzdHhzc+9akfE9J8+6W/89p3XlNaK57GcSjMerVqm2bCOVsuV5tN+76nHkvWDevN8b3bm83q6NrBYla8+/GHJU8YQ8yCSsAdy7FzmOCcC3ZVTHNBNI28+gdCUE6CyJiFEBmyt47eQQjBGI+Zur+JcxFDyjEyTEpqLamegIwImaw6tpCac84kSzkOQ3tycu/hw/c+/8Lz67XthtWtG9duHh5cnJ6FDHJSDylct3nMORjpc8qDe4Sryd2Tr/36P1fPfatcLvcF5wBlQhVDASxBjoxFDplByIznd4Jq/kyWTZaBZUCVGGfZQ2YYrjn17U9/5vFbj7vaWB+Qs5yRY2YJEwbkyLS03idm6JEppcCUfUpkxCoEo44541uZGTldIyJFpW9rlbQzCElUGxDLR6IqQm47LEQtbNJAUhHM2FbMiYjEEFI9QBf8ji3Z/ZEQJlVQRIlQBzln5JwZo6lcHO3IOYNMdJkhnxKqfMgzg6q7pmkAgBRx5JhAgQT0cbS39K2HYdgFMND3pduavuYO65KNPB0NKRXVitS7n0wm4+Aoybosy5TiOFrCdbukih1alpLvwi2oACNDTnrDEELfbvb29kxZxhgZsrIqjDY5Z8cghDCpq4xZcD6dTLYeIaaYzWbjOBKzcmWIqglDzudzY0wGZJEBgDGKc6BPp1NZFEVMnkBswiwZK0o9m9Tj0M8mEyFEVZez+ZxLEUIYup5EdgAwnU6990oq+lDnHGZkXDRNQ6mJKXnrHECJiJPJJPoYIg7DcHp6KjgvTVE2tTEmM+5s6Pt+GEPMLAEDLhJmnmEY+369ms+ndV0H76LRQ/A+seVlz8TSmGG9jtdvzlzXXy77kKGu68FZ58e9vb1K8DFkFuMwuGvX5lzXPIssJECSxqgqcyGEKVi2RVny0E+mpTHF3bv3rl+7dnFxsXd42Pc9IlZ1KdrNjfnRvXv3Li4ukrVH168vFouLi4tbtx4O0RODt16vr1271vc99UHatl0sFuv1+ujWzbZd0102juN0Oo0xYohEI9ENVVbae0/eFs4GRMyAiEkp6b3P80VIsNxsHn/yXQDM+y0yxJy1VpwzjF4qE1NW2gjOjDab9Xroh+OTk3vHx8t1T8xZURSmrKfTuSmr/f39cXTHpydn5xfHJ6+v1621gQuptZFCa62b+V7btqYsm2Z6enradR1kkORF672fTCZ0DdH0KsXA03UQYyyLoq5qSjOkdURwbowxpgghzmYLxliMyVqLmBBBSiMEN7pMGCEzuhuFkNZamvVXykgp9xYLAEaMH1n/9/3onFssFkVRODsAYwkxAxijOVfO2ZQCY4xzjBFH66i9cWVpJu7ceYssIrVeQU7U+UgpARec84C5Xa6o+8I545yP3lPbaSeEWJ2dsfPzsiwE5+MwMs4YsKquIEM39EIIqVTV1ClEqZT3fnCW9A9BBJ7hyvAqAyO6MtD32g110Kphg0NMBNK27iYpUI8qpdT7QP5VUqkQQ0xRa80F37oMSdE0E8REuvOUoimMUiol5HzLzgkhAFBrRZfy4eGh1tq5EELAjNY6BrC/t0esLKkjaDJQSR0jGqMTSoCslGIsrlZLxMxYTikybdxylV2fJejC1FxoYIeHs/obb/Wf/eJDr7/RWD/PQUB0XJAZOADngDwDvkPnfS+KNkFk5jCjBUAQtROcLXoZfOi1Avh+1dpyYDzzBDkBBwCXY2bC62Ly/vdsru1Pk5CFHoaRAcMMUshmMgvBLRb7MYW27bQuAJG65mVZMkxFIWtpqmaaMGsthmFxJbi6SbICUgGQ0ZQQYhj6lFBKFqMbu9a6UXkZY9F2IJUqmsk4jjGEQjIQMrNYTWfeuX4MzWw2Ojc4671niCHEvl0dHR0No0cmtNILrX74z338fc+8587de3cfnPSD73q/2vTB84wguEgIQnDFNTWnnHOcMym498PybOn6atxcnN59I8awvze/t78wRt24ca2pzb37b91HNw69s7auZwmZkPpzv/3Zb3zz1c6zft1fu77/9DNPP/f8C69+97XppM4ZORfApPVxtelefe0tU0ykFEqKdz/5VGH05cX5MAx92964fu3Pf/zjR7Pq5vU9SPaRGx965n3vuX5jnyHMpyVPrtAFaWx2W4at0SaFzwHkFCOFjwNkxExCEqoItTbee3LZ3E1AIaLazlHjOFoaoQk+kh1iURaMccR4JQ2i1urVbZVzhpwSAstf+tKXPvmDs1dffu2N49uo+CNPPHZ0dPTyCy/+zE/8tM6VySh9x7LNaSyiHV586fSbryyf/fb+G29NQw88MUAeUSPTwElMSpByO13yzhL2Z7Fd+YyBhMwyRsEgh6m1jy81Pv9C/djBJWtAGzeOBQj0AXju46gqXU8aAE4YqSwrANh0ndZbfBWiV1pppRFzSqlpGnrcUy+b+DHGGPmUEL9HNNdOdUbQjn4mBEgvpzKXMeZ9IAwTQqBQaaW2sJB4jx3XR2Ffu5g+ogetHUMIk8lEa5VSypCHsUfElGJKIDixJduEOsKcu/lDsjcnFESt5/Pz8xjjZrOh+cernGGptV4sFle250i4LqVEbKcxJqW0Xq+11lR9EULjDISSWYpxdDGGFKNSomlqRCyKkn5jTEEzVwSbU0qUNrwjAwFACMWYMKYkCxkhRFU1imUO4EarjK7rmgFcnp8x4MSemaJibMg5U74fGZgPw7BerykpwRR6GIaykNeuXSOcmVLKgGVZIiKm7UdrraUSQrCEgSIZENFZq7W6ODu7eePGtGn29/dzRmDgrF2tl13fSa52YWkhBDu605MzKpU551ppxkXw6L0fh6EotnasKaWM2RhjU4i9n81mWmnMSCciZSDxpyp0WZVTOU0pjH0fvWPAJpOJFir5wJUaQpjtHV4sh69+/Y+VUDdvPBRivH+8fP2NNx7cf+BRlmUZUyAJNECWUhHiVUpJlTnjKaXZfJYxM86ohEbEsigxh7LSIcSuG5r6lRAi2dcjJi649/5oOlnMF8DlGPHl198sixOpZDuGe/fvkfTv/Pz85HxDzNDe/qSoeQKZhXQpDy7t7e0hoohQVNOL8/OmmTLOV5eb2XQKnE8X+/cfPJBCl80884HwodaGsXx5ebl/dLDatMigKKoY09HR9eVyNZ1N264jkeDQDz6E05Mzvx5CiBcXly+/9Kr1gQtZVZUoZtf3bjbTWYwxxHRxebm8e2f9tW9v2o0xRkjZdi6BDBn3JnvOBxcxi5wjWh9ciEVR0crAOGO/9Pc+fdVLIE68JB+XojCMsePjY2CclJnkIckZY8BSisYYxvhy01ITiBokSimyY9rx9c7ZlJIxBeeCmjrDMOScrXVam6oqdkkpFJ9CgkxKAo3BV1VJyxM1h4hJJ5liiEkKKaUUUjrnhr6nGIOmaTjnkHOMnlpN1tqy3LroOufIN2kn0aFpVDKzojYYImolq6qkBWWz2RBga9t2MpnQLRqcizFa7+iJTqetLMvgPSKmEBeLOQDQskUgaudiPAyDlJqGQVOKUm7dZsdxLEqjtYbMaOUl8QMtqdSjIoBaVoVzjro7KUXSlyNmpXTOGRBzRhrmHsfRGEOT00IIRKDf7GQM8/l8GAbSiyOiVJqmSBkH51zbbsialjG+XaDBON8rmWujgIHhYq+z7H//7fS7n7++WhtwIiXFksvJKxlAKFRlYgIwQMKtzeY72/fSFpgQ4IqcRi4DVBEKf3N/cjCJ3/6WYZbH4vu2Wy+B9QwAQOUcgVuubj/x0OLv/uKd+UFuI9PKWquUppXNOVeWxWJvPo4DRe96a43WDHYpQIAZImLOwPm24z4MvRA0j46kBYoxGqUYY6YofPAhRKX1MI4xJZI/DcOw2DtQShmtEZMxJiPGGBgwakgpoyDDZDKJKTkXcoaEmXOJmMdh6NrBKC2NqieVkGy5XqeUGdOXl50x1enJ+dnlmVQyeM8YK0vDBbfWSiVuPXyr6zsZHBd8NptorZVUWqucUSlZFFoIbsfO+2HSNIwx5zxjKjP96ut3vvyVb7z06pvOhTaLoigKrfq+pQiKGFFqE2POCEJJzpj3TgkuBUshSAGCs7ouDvcPpBATzR956OCpJx956t2PqUJtTeMTKgZGisRg5y9PZSvNJ2/TwKSgDD3IwAVXUiEiFxwRU0xVVUkhSEzVTBqtVAiRxvMEF4xkOkJQxnoIgXFONuUJk5ICMG/xI9tW/5ghc4gJU8IXXnjx/t1TFCowmbg5O19V1eS5Z//IcBbdUJfltTjOu/GJYWy++131+quT0BkMPGWdlEoCmQcWOHIJOgMgCNwCSpSAHCC842D8Z9AGIidXoQAQkhWJA9ZJjbx+8eH9R/7az331sae7okLM0xwV4P67Hv3MF78cQ/7B979vbgTXW5F2optTyl2UAqVUV2W1UxeTwG+z2VCpA9shokzemxSnTnXIDhPu7F5oxI4SqwkGWOtCiNtEzRCm0yn1lKnGo3kZQo87ho3+MWWyheCpimuaupk0RIUBAGJyzgJwcWVNRN+IipztoioEIkgpYwyMAenLaNQlJQo9E2TNsvMzJLJuBzK9t7PZjGZ8CBQ5ty3SyIadZPAUKAUAfT+QpkkIEWPqun46nRqjaMdyxhgD6RUxIwOBiKRTvdJnZTqYnPNJU9HwEQBDzFLKwVrGIMZUVZW1DhGo/CPejF5OmDmlZAqltfYuNM1kF+CmtCzLIoRgTEFf0zlLY1Na65y3lV67Wf/kT/zE6nI59IMxRdu21o4xRaVUzhSqoYkXGsfRel8UJZmCMsbGceyHXkhVlRNEhJw5z9rIvb35bLb4yh88WxalLA0FshCLZa31IZV1nTCHELVWzrnoY9u2i8W8qRullDYFA+i67uTy4s27bz24f/KeJ54+O704OT4pS/PzP/9zR0eLP3r22eee+3rEGWcALHvvtFZFUXDBGfD5fDGOI7CRsux3Uj6jTYgBMgzD0ExniOzyYimlXK03mJDEHWVVxhA2bctF+sQnftj70Lbd8fHx2dk5qQvHwVKvQWtFkac0xoUYb968WdWFFHIcR6M1YYRxHLVSJHsZh6GqqvlsFrMb+jElDCEyLr3fGm8aoxjjH3j/k7NJffv2nTtv3Q0xSyG7vteqCD4AA+tsZppByjkv5ouqmTKulanu3Ll3enqGiO049OO4XG42XS+lbCaTnLMQzGjdNFXX9caU4zCGkCg4xDlHIlIuIMborae77Au//kuyKDSiTCkpJWjqcTeN1vd9CK6ZTBjLiKEwMsagy3I+nxOhT4w2UcD0pORX6xHF6zVNPWlqa23btgcHB009vXv3bgoRAKqiMMYwzim3hLTRQghi57fZ3MowEPRuVVVNJpMQIiEia20zmebMun6ghW9/f5+os7KsaKqVQCOtPkSaEV25Xq9p1NUYQ+jIXW0UVZlzHuK4Xq9msxn1k5RSh4eH0+mUdFPUTtBaE4FGzTvnfEpbCVAIvrfjNv7S6BC8Cz7gNsTGVKX38fTinFbAoigQE2ksNbCQ0I+Wmi77+/s0yrjzbgGAGPOmXQNA121o3HE3uOi9z8g4o6Wfp5TJvBQRhBAx4pZLtJagMiXz0Bkn1bv3nnNhnSWzU6UkTVEqpYJPVVXFzhWzKdMiJDcHfDQE/ztfgP/1Mw9zHNgYM0MOnonEZGQMMufIGDAEQAaUJvVOBfC9tWWZdEQOUYjmvlb44ff+8N/6zx/86m+kbz7PBf++lYMhIDE0iUNO2UixBHbr4x99wIBlJgAYZ5Ux1tqmLKy107qqqhJDgBSl0C4GVWhMsW03hdFKKSGFABDAlFLBxhSDlLIpS+oQUcmltMpKOmdNoQVHLURZmAzMFAYYG8fROd80DS0IKcT9vb1xHHVZJlQ5JiqSBIPMQABIbYwpU+Z//MLLr79+mwmlTCEZlwwWi8l1xctSzKeVtw4ylIdN19p3P3L4xOOH3vu6rsiPjnMeowcAYJjznkQgDdh0OkFMy+WScSZ5TsHbIThnhRAhgnPjxfllxKxN8dS7n/jIRz/69eeef/2NN195sDo+Pm43fQauTLkNoWdcKmGtkywLCJNKZQxaq2YxyxhmsylnUBX8YH/v8Udv/LmPfejxRx+6OD8enUuZde3AgEPEpqqLWnbrDQnSaC6F2pFusGRihimR+x+15KigpDpyGO6S94O1lgzudtFYRJUwvg3p2pXLNI9Ng0azSZOCN6YIKTHOlNYxJedDVVWmLB95/Mn3fPCDz375uX/4K/9jZ/PBzUevP/TwzUcee8hws1n5i7Mb334j3btrzs6v95tFbCW4BNkzCbkA0ABk5c9z5gD0X2aQOGQByCG/A/P+LLpjAAAyI+UxCgQheUqZszTfrDe/9bn9v/leqxhyKQKvJGMMAGOyseQKfUCOuzZ0Nw6Eo0immHOGTEN0mdgtghwEA7z3pMOq65qqKXLppEGdXbAbQSZKnyJ1IqXDUcc/pS3pRy8PwccY9vb2CDUNg3Vua21graOmPBFfdF9MJpO+74dxwIxU8wghvI9N08SQnNsaQBBbTrtN3f+qqhBBa62UTCnSvm02m6IoqqqhVjVlP9DP1lqS2/2rpKu6puTAneMUvTnRU9qoTbtRUgkhtFaIWNdl00zJ3KFtO6JPlaLjw43RdAyB5fXlqpnMfQxt32mtfQx02AUIJvjlcnmxvJxOp5zzvhtJHim0ovx0F4fCaO/H5XLpnFuv19PplJBeCGGxWNR13fWb9XpdlhV9ZTpZjAGvuRDCDgMdDeeclgoxjf3WQGU6nS4enhglU4rnF+cMGCUr0NSiENI5S5PIl5eXZVEZU1DFTsxtCEkISS41k4acdca33nprsZillIABMSuIaJQkh8+6bubGxISXy1XCzEZnlNKFqqujqqpN2WDOJ6cXr73++ndeeHF0gynL+WxeNtNDXgATr77yUtd3H7r53p/8Kz/+nmceOz/rtdYPP3yz77vj4wer1er+/ftVVQmRjWHWSsAIGKXUnOWYYkaegiOiYtbUl5fro4O9um44sLfeeothni9mDJEDzCd15LDatC+++CIinp9fSilvPXxLa0Na33SV0DiZNCEEa4dxHBlniLmclAlTiNE5Z71DRCa4JSgIzPqwajsbbNcNQkhnvZSaCY4JlNIxy9Vq9a1vv3KwN3v99Te6biirSd+tpVSMDSmlatI0s0NZziSLEML94wevfOVrLvEE6vx86Zw/WMwn06LvB2ud4HI6mRN86Nu+Z904Dpzx4KLWGnl2zj24f59zmE6nQ98WRSEVz0oRqmKMScayUqKqCnJt2uVUxBgnk/rgYC/EgIiCc3oics4LYwoj7Th6B6MS3jvBWVM3QojNZhMDY5AzxhAxRc0AvXc54zAMiEkbqY1KKVVllTB572JwWsneWxCMMy44FIWeTiec8xgQIGPmdDsR25YzlmVpjMGUQgh27AlwrlfbcJXl5flWgakEjcYVRaEL44IHgGY6EUpaazkXPoTR2h0V2UwmlExCZlCM8Ziy9w6YqJupD2kYbNsNdV0XhSzIsgnz9jhKWVfcBY+IRVG07WYcXc6QEg6DzTnHmBgTSkkhFOcSU4whhRB8cAREi6LinAGwzWYjpQZgXGkXU+ZCmsIntMGSEQsgQsaiMEVR0X6GEIWQkLO1TikVoosxUssthsg5d20LAEJwKSUDnjNY75VUEdFuWur6YELrLKZMHTvMkUS59EgYByeEuHfvHqt0ORQw5lqiObtcffaL5nNfegTGPrZZCoEFpYhxxmRmApmk9CmGkSPPDN6Zzvueo60yqixQNrcnSv/lT77/v/hP4aGb9+7cfgIK+33stJ5YTFlSOHKGFBKMs+nsvU+CqtAGAEDvKWebaiYAiCnljITZhGQxxRRDUZZVXWZM1Agk9aDzXimltJZSFGVB/aOEqLVSSmmrhdi6TwNjiJgQi6JMGmNMk8mEAxNCMANScKNkxtSUVYoxpWS0ViJnYJxLJnUCdnq+vnf/5HLTV/Uk5LhZLbv18plnnnr3k+8SHLVkEpJkMvpkmOZcsIJhEt47b71kpRRSCZZSdN5prY2sJBMhRTt2WuvFfNK23TC0VVXnnOqykkIBY2UhFwsmlGScO9/ldXjisevveuToA0sbQnhwcvbWW/cul6txdCnlbhwY4wxKLpnRvNC6LIuqKKRkTV09dPO60Xoyqff29qZNIUQ6Prm7Xq9CSAGZ1rWzYWyH5XKURVJKrdox59zbSGLLoiipflpvVojJaDOdTqUQg3MxxMh4iBETduO47noAppRqN93gQrk9LzmEAD5WVbVcD967lKLWGjPG5VpJLYTs+/5UXzZNNdpTrYtN2266NmcIIUCG2XyqpHKQS9l87OM/9Pnf+8orL73wwgvfmKN9z/LyQyE9FvOT52sWfYWpyB6AISgAJrNAYBmQZS7/H/be7NfWNTvvGmO8/ffNbjW7OV1V+dgVV7nirhzHJrKMEVEaHIUmEYkE2JAGQUiUOBJn+UwAACAASURBVDGNRCsUJEDABTcWuQEpAUGkBIxMERL3BhyXyy7KZVd3qk6ddu999l7dnPPr3nZwMdZeLucPiJ3U+a7OWXuuteaec3/vHM3z/B42Io9vgPxbRYPw/pn723I+ECADMVTgBogMUDARFF38UNQX3pyfXpx+86vt5FTtB49USksxcawWlXXEFltr4miX6TMAWmuddRTU7a8QFBAAPOediJZK0Joy4661rtdr0S5Ka3eHf7tzqVlrpS0RMZ61Vil9tzx5rgOqkm4ngwwZEMuYY55nab1ut1LO3fJggHLKbG4z62ptpSy1NGudLJHulIEis4wxDsPg3K3oTqgaXdfJfjKEIDRO0WQ9f1ZNay05AdIJI95Ow+VPpV+SSKrj8di4WmuYOaUoUDpEPBwOm80mxrTf73MuMsQxRjPzPE8AsNvtEOH+/QekjGwg7vIMu66T9rjv+5hbZVLKKtuCNkUi17UmEndfRoLNZj3PGgBqKynDMi/OO2N1LkneiHmah+Mo65PW2hKX6zeuWmt96J57LLMIzWQEcP/+vc12m+OcU3z8+NH19XXw3Xq73ex23HiJMyGUUkuejTGt8uFwiEX2maCUFuIDQ7POAavjMMRlEQSLdMvW2GVZCrIxho211s3zxMCHw6E1KKVstiemRu8DaaOMK5XfffToc1/40uMnzwDp/MELDx7c77vQGhDpm5v3Uoln905+/XOfefjS9kMffPHVb/zAve1ea5XybHD+wIvb7/zWV1P63SIAbLW1qmV4cRcZInbEUsqLL77og3/v6dN79+7X0lIuz54+G8dpibO19t69e4qwkXrn7XdePv+9tdZpnu+dn5+cnL7zzqNlWZyzfdfv9/tS0snJCQDHGLsuPHnyOHTh6ury5XubrgtCEhmn2RgCUMwcdgEQmduq37704MFwHIn0NMeY0jzPUOuS03DYt5xv9mNpxnWnpO0Lr7xQK+eSmfn6+vrtd9++OHwRy/To7de3m/UrH3z1ekzPbo7r7XbdGtTy9NGb1vqz7VkFqq15Y3LO3ttaUk5L57slzsDNu+CNPnIjQmzVKMxxzpFdWInTipn1ug9y81stuWogY2NNoLVSyN5b6frEOFtzXubJObda9dlZ0uHOXuK9X3WdcH6naZqmqesCQ0NoJ7sNALTG/XPNcWvNK0PACjGEICpyrfXpbiei8Ovr63GexZQiq6dxHJ2zskBHRABerXrvnWzYJFhQiCMSaiHR5MH54Tgc9wfv/enp6dwmWbIxodhPxZRYcq6yJ5znVqv3/nleC5dSnz27kBm51mae56dPnzFyH7rtdnuyO5VDU2ut4pJSyrU2RntrR1SiFZbEG0CVco2pNG7aWiDS1nadlyM4lyJBUvwcpXU4HL5WrSHvjvfeGasUaa1C52QqNk8iDMvLkmKZlTJEhBVa43ybaIkaMOaZSMv5Lie+TNTklh7HseSy6lYnJ1tjAimQ00RehxhTrVziuIz7c8aT6+P8f/6M+sVPvoztqCZQZBtqFt85MhMAIDRRJxWUYfP7Bcc/ius8HMF9xetv+HM/9KG/9Gdg08EX3z4+fq8qM0OzX6+LgkZcKxAjIDcCzTo/OJtefrGprtMduMbAIrO8Y3nllGJcfHB93wdnYoxKaaVUKrWWBsCtNUemNWTSsTROZTkMgh1XSmkgIFpynZfsnau1LCn6EADg6ura2KFfrcQgLqP9FGNJabVeSVUUfNBKCVq9lJpz5lwb6Hfeeefq6rrve0RMKTLXVz7w8u/68Dednp5yjcjFQCME3XkASimRJakYWrsFUVprlcacc2sV2eWcAW+jkHKOXfDW6PV6M08zM4bQt1ZQq9Za5dJ1UtWV1nKN6Swg9vbFkw9+/CMfujkMtbbjMO3318YYawwossH3fe+cWYXOWJ2W6L0lIm7VWmMcUGvQoA8harZMygRj2Fq/TNM4XelcJHaMlHBWuNR6PB6ttYhkrZ6XJZdyHAYRnm23W9lgtMbAcDwe1uu1kxytlO+IFznnXBoiak1KqZRrbaVVnueBGWJM1pk5pf3+cHJ6GmO5uhmGYTjd7Wqt9fKgFVbll45eevXlf/HeH37jU7/qHr/nXvvit90MHxqH3TxZXBSTAV0bZ1AVXVaADLqx4UyABNQAG+Btd4fMAA2gIAGieT/37h/+qSkR8wANoCIQEzAWhIy8JnJjfPzpX3Mv3x9XfSsVrCbSrfKmX+1OT8b55g4wLna7WnlZlhQzoXK38eNKtlh3qzlmXq1WYt8NIYggSFo+Kd4E3ua9F4C2c05KO2ttSkncHABgjNHaCGVEdiYhhNWqFzOq1NlCHEgpiWdHREniD1yv+9uKgVlr7ayfl0lKxJTSMB5tynIPyu3DzML5fG5vyUSUc1LqNqAMAPq+F9EmAMgmSiAuouWT75WSaZoGaVmlpLnzAUlb+PTpU/HdUCAf/DAMivR+vx+GwVp7crKTdVmMc61afpe4aVprZ2dnlaPA/JZludOaOucEEsNoEPH09FRrbZ2bpiXnMs+LvG7eKGdotVr1XZDzeZqm4N16vV6myRiTBDtvjW63mCgAmMYJkJ1zWhMit9ZiLFrr9XrtvV+te2PM5eXlNByMufUrdqsNAF5dXQEAIhiliBQCCVlUKbVb9dbaUpr8G8g5x7RcXl0BK0L03htD2pDWOsa8P+yDCyu/C8GnlHJKRFpb40MwLsxzzKVsNmtr3GEY3nrznc9/4QuHw/js6vojH/1YShkQV313//zcGvfu48fOm7OzV7R66XC8+sT/8Ylv//Zv+djHPvLw/P48T2mag7Zn56dnZ2cAcHOzj0t0WvtgETFnI7X08yXk7VXy8dUPnS/LXHM0Cl95eVvrSu6dk5NNjEuZi31h++KLL8rKp+97Qn1/pfu+F4zN4XAYxoMI1vq+LyWXj35Q/oV77/u+Tzk7H9555531duecT7kQaWOsMiYXAKDjcXjjq2/9+uc/f31xeTgecil935/vTmxYgXYiqbu53j+5ePurX31znucQwjAccs5FmTJcvHC++cs/8he+47u+56vvPv0v/uv/9nAYFMP+uP+j/8w//Uf/uT/2d/7uz/yt//UnjOtDv16vVrVmUqGmFLou5ZthHJRSRhlrLSJP02idcc5570rDaZpqrQCs7+5b0VveReHdhbsbbaZpury87EO3Xq8UqeA7RFzigkDGsjbBey89w9avYoza4Gbb707WzhqtSPwk8u9M7ts742/e9rebNw3LstSWfOit1Y2zdWqJBEpZYwEgeL/bbsdxVKS00sZqawwi1pKJsOsCMztruq47DoMxJqfU98LGTaJMEEmADKJSSoKustbKeSFKcala5EQgpUQP7rxXRNoYZq6tlVpJKaUp17Isy9XNNQFqrYdxGKeJgWtrhMShizFJ/pK0eXfjMXnpSymbzeYWdB7zcwm1BgnqBRCg7R0ZWd4XIpJXspRSCkn36JzLOcaYWmMA1N5a45CoNXBKE8XaaqmZiJU2CDrFmlJFbNbZvnPzMsel1FqJTPBiWZZRomrAOWVEGoZxmuaU0omjFeft62/Yn/+Vsy+8fsI8UwbUrjSoDFABCIEQbvmzDSqLa7kiva/Y/EfwurF2+MYPfezP/an7/8IfGndrN0f1qS+66/0NDPR1/X4iAylQokXOjDfr/s3h5vKLEU0Ha6NaK6UiIgBqrWstV9eXu92Gr5m5kdJSIojZo++CDK3z9TDPMzGSUvM0yWdGF4Ls2OV8SCmHrllrcoHjxc04DqQoNKxtkOl+q/VwPDKDd67CaLTGysdxkKJN9mla61xzzvM8zcHq4G0qRXHVQd8/W/VeT8O+5WQ1MQMonGNUSjWCVkrwXUOepnmeFmutIlNKnaZZKWKElFLjarR21ljvEFCk2l3XOWuZW8oI0ELnAHxr1SiNCkBpDGEeh2EcG2NYbbarcH2zX3fmpYffsOq7UlLKZXNyIhozo5m4oGavkIGnOHtDmnRNdUlJK+21SRXmZW4NGEoItF7f7/teqO5EOAxjq7UicKuK0BpjrfHOAQIRheCnaWq1WmO4NWO0N1beCO+9MXqaJgAr53MpuTUspSCwIqpcrTGNGjIYa/uuV5qG8RhCmKalC93LL73y3pP3tFKnm50iarU4ozUktyzdzdXvXub2la9u3rk4n/auLUwVuTWGCMxIDTQDUQOAylgzsmZgJunrWCLwJOgBsAG+T9n8bRJBAMn+AbABAogkG8qSiTRzhc9+jr/32yfv21j7naXK3LAR3xwPYx15yXe+tdyqc04YlTmXGI+t1Tv/mJRtwmmU7k7aG0GbjOMoZAGpcGTFJxIkYSLchYuIOFmsNyLCFJJkCAGARaE9z7N8y+Xl5Xq9FsGbnEt3NJSbm0Pf9xI/vSxRKq7gQ2tNkVqtVvM0T9MkiAT5CeLuk3E5AFlrc74Nu5IudFmWGLMs0O7UpEJDkHw8+VuLfFrQKQJ02e128pgY4zzP3hqFQIiaVFj54H1O2RpzC54gcs5aa6QjunM8zvOCiOM41YZGO6VUq4AWxe0SY0RYrPGtcb9aeWfjEpd5Yobj4bDE1IWgFCmtEG/3ruIPlBpbJFrDMDCCDJuWuCzLcjgcSinGaKWp1rrfT0JSeOWVV9brtTZKtJ3TNI3jGJwppeRcpmW52h/HcZEdw2rV5bzUWjTS8wZeLlNrmuf58vJynufaSql11W+lg12W8c23vvot3/KRcRyddX3fX13f2EGJRmC1Wt3Zm9ebTYzx6hDfePPLn/vc5w+HffBeafXySy8+OD95dnERgieuX/nSF3wIq/V2swreu2E4EGhF7tc/+9qLDz94bhMxPrz3gKEZo+I0933fOa+YWmurPqSYgu/HcTzsr621CJhy0kqnOPtg4zzO0+ycI1BPnz47Oz8/f3gfGBhaKwBKbTfrWvI4jcfDYZ6Ofd/XGvf7iZTqum7V98wul4JQW8sAtZaotA7epBzffvtytztVyqxWW63tOMU55hjTG2+9/fjxe/vj9OzicllSrexcp7TZnD5oDIgY4/Lk3adX++OypHmar272PoSSCxI1RN+vXOOb4fjNH/7Gf+9H/o3dtj/evBen65qH/dXjTRf+8l/40//k939Pbc0ZNIb6VbDO1sYpJ8OKlGrM2hjr3JLS1JZbZbixXd/P83y93xvjn4uDQAuGSPqc5zGaKG2bBFDMS7662o+HqferuJSUpvV6XUshJGuNxpZyzsvCWiuliLnl3BCNMZpoHA6yZq31FnrJzLXI7rVICq3cok7rFIKs/ksphmi7Wm03Z3dSQ5nWTNOkDcl2WzwPWitrf3OWo5Rar1eIeHl5ScrIEOtORXB3akg0St/3ol8Xk+GdoYLlFbRWtO/yjcy83GaGQN/3yigEMFofj0dNChHbbWAittZI6VZBa73MseSmlJrnKK+znEeATWsl9crzfMKkFAopWA4CpZR1Tt7Lu8cs86xVNtqmlELn7tJjcs7cbmWrUFWtUWQezUBtbZrmlGLXBWMVcAMi45yYp5dlyaUiIipljXHGOmNaa/OcS0nP37s+54JIAHSa8N5bz/gTP3//zTdPWypcFFpuCitpwtoq3+KS4LbNwwZExESsANr7kbv/yF1Xu/X3/nf/Wfj2b6tglTKtxulTvx6GwXSEQwb4Og1UYKYGyoJGBgZmNG/F+Wc+82k+OmNCXKsOeFniHUFKpvJaKyLo+/76+lpqGpkartfrUgoh1lLl8/hOE3WnpRdfzfNBL07TyMxI3LIEDaPM8lvNjVTO2TvX+RBj3GxXzDxP8/FwCCEo18k4WSqkzar/to99lEjJwEgb0Bo2q2AVLRkIFSqttCocwargXIsZUQPXVgFR7/dDSq3WIvHHxqP3HpARQfgl87JYY0squ+2JIrjZ3zBga+y7Xms9jbPWGkqd4xR8MCenoS+HaVHKMmG/Ba2UtUoZWm9Pl2mEmhTX3lv5CIitYWtdCNRajTlh8VpZHxSp1ih0PrR6HIdaSmtFQ9CAtVSlVJpjnudaqw5h269CCKRJmVulwzAMxtrddptzXpbZex9CmIfRGi3xGMysn0/lrLW16otnl6LF0lojsuu6hqiItDbjMErIlncu1+qDN9oZUlbrljMAe2e75eZsP7dPfubq7/7s6snTMBx6DarVyqwqITgABFTMDSEbkJFZk+Q+Bi5YGKEhUAMFgEwKkIEai2EvvX+O/cNu8xoQsMClGyEzcCuBrQasBInYvPVYx3QAqFq3himVGNPK+DEtF3G/bV5rRaj6VXd5c308HnPKIXS1gtZUCsvNK0NzKV1uEehKSTsnx4gUPGKXFX+KtGrSw0hRcUcrkWnynS5OqN3CjhL3mrRz1tqzszP5b8HCyS+VlZ08h+eBkyR12h1sHAGlz5Du686bJ9THlFKMudaqFEmem6gipe28e7wMx8UEKAhieXCttZQkjZNSarfbSf0pA31jjMJGRK1kRsoxKaW0Ugl4vVqVXBowEiqttNHAKGg9Zgihl92asf4uTU5qRXnNP/ShD4UQclrGcTwcDsF75Ka1Ptm+LM8TEY3RivDuxEBEQT9Ya2/PbWClVIpZq1GomMuy7HZbQG6tnWw3srTMOZear68PwpKw1nZdZzVVbsM4PnnyVBt/cn5ujJumaRznvvfGaENKHiyE4RjT9fX106dPnXPb7VbpQErVAsuypBgRmyyEHz9+L3RBaz3v995tui6AkImJnA2x5EePHr399tu/+OnX53Hou7A9OX9w/74zpBS0ll98cH56thv2h97df/L06aPj3rsupbharbbrbUzzzdX1L3/ysy//Qf/gwYNSUyktBDsMw3FYaq3WO6XM8eZqu93mnLxR3ihZ23irSinbVaeMbQBOi6XT8bkqpSxTFpB+y1SQASC2Btokhq7rwnarUrq6uoJS0nhU3qsQNGLOeT9NXdc9ubrebDbOQcmcqhkTL2V++9GTr77x5hvvPLq8ujkOE6CqtfbbE2t9NUYHV0G9d3l5cXn93tOn19f7BtwFt1lvtNZLTKiU0tp1YRiGJeeu89M0pWX6s3/qL3YGr589+uCr3/RTv/H/vf7ar3/zhz/yV//j/0AD/+2/9b9893d/z1e/+pqzJsY4LxlJAwApRoLrwyGVIkyxnIu48edltMkjKWaSxIRhGJhZG+vuANNK69rmmKLWuutM43YcRmZdSjXWkdIpFyRVakNSSuubw2Gcx77vAHGJy2a9vlMoHccxpnQ8HPquE4NjjGWejzlna03w3RIjIhn7PFq+NW5MpOYlMrPShrS+uNwToXMuUDdOk1JEikqteZklnsJ5vTZdzrKJkg2cAuBc8sOH59x0Kdn7UGsRrBARuZOTWgsibbc9AHRd6DozDlNrTSuttFYKFCk5/kotyNWQZgBFWBq01hSAQkRuzlqtzTSOoJrRhggRcJnnWmvBohAATKmptYyIh8NeNJnizAFoq/5kmkaZeZdaEViRAgBFVDNzQQAyzirUXJkLMgCxRq4lV6Xqat2v1ysB68kkT2udS26pdd3aOVdKbY1bSXGeuebgrFGkgDRRLmWc5+KcoDglcr21FnOqU2zGYGetNQGD6e2xxgTQB+dry9w++Mu/vHzyV+8/frLD1rAqUlAagSaE0upz8x0D43MfHt5OlaHx+y6R344rk8i4AAGR/0GRZUVowBaIuVllWq0MzKAH4n2n1h944dv/o39Hf/yj0XtXFGag/fCpX/yFM6hxzmv2X7dyMAIkAAWVuCwGDoo++n3fh9/3PTp6JJgdr5QupSil7yLOV6s+5aSI+r6XQ2mcJm683W4BoLbbNCejTU756vqqluq910bLiRS6wI3HaQRmazQieueMsyXn5zAGKKWUUlGhVto5K0P9ZZ7HcTo92eHLLyJhLcwAXddxqwDQh46IxLmnSAG2Jc45zgWwtcZcSamb/ai0hgUu01Xfdc+urhUppQ0T2OAbsg2+W/fMnHIyCNxYmdvFIwAiERCmkpdllNDbBlxKyjlprRA4tVy4znmpCY11RAoQrKGUwBpSiMsSN5u1tXa/v7bGMnIqyRjbGd1aKy2TwlJbjFWh99Ya60rlVNIcl+AMOwJuNdZxOhpjkFhpfPjCfVG8a61TilgpKN2HrtYyDUPNpSHO09h1vdU6xyTRYSnFnHPoOkUEzLXWglBrXT/cUANdkFPJqRKbSly4GqWM1gRF1aaheWe5lcMUjdMc53Z12AK5XDef+bmnn/ps9+VHrxzmUBJQW7iyVjqjAZWBCRCYFTA+p2jKKA0BG7AMz4hBUhsAoIFsUW9jI96//mHv+n/zrQDVxGZClRtAgwKM7NMxvf1kOT3lbk0aK3LOZRmWlLPXCpkaQqzZtRZCMNYutDTmnBMRKU3GaERwxt51WQjA3ADJOoPiYmpt1fWt1OC8jIeaUjmmCvXWm6O16Cdlzy8NHjKsu16kTNoYbo0AFGJrTZPi2ozR1rmSi1RcSikiVIqs1URYKjvvJEJZKdLa9X2/6rtlWYiQMBSRjyFoo0TpIA/WSq36vlvVVqsiHYJJMRttoDVvXc11nEbrvHD2+55ijCktDK1UVbmRITRkCjIDIUqCnpjZ0Fppgp0zRLQssZYFAJhrCB0CANecFyQlfjNCAsCcM5Iy1pJq4zjElDVNRNSYW6vvPXmyzLtvePVVgFUtZRqPtRRujZRCRO/NsiwAzVjrXOBaEcA5o5SaRdilzWa9KrXlnG9ubpBQIcaUAEATKacBuO+sd3q73WitkWgchv1+kt9ea131K22MUmo4DipYBGy1PXzw0Ic+lcI1rTqbqAbnvHPGGkTIpYzTDBKjtV4hITPsdtucc4xpnifvXHCGELabFTLGeZmmabPevPDig+ADN2BApdzTZxdfff3z7z5+/OzZ5TTPS4GHDx+++OKDVe+NJmeEWsyt1YvLK2/t/fOz2tpbb7+d0nxysq0l59ZyLH2/fvr04hM/+TN/+A/9gYcP7jeYGgAAt1YAAbAxIhAWbkxYazPGUFOMQFohsDX6MIzW+tY4hDBPsyLKDPubvcTAppxQ691uN09TLfnB/ftKqTjPWusXHz4spTx7dnHc79frdQOGVgkhLfNus+m6jhn82qH2f+N//N8amFjj/njwYe37+2hTyqVUOEzz4b0nV5c3wzBe7w8p1sbMSMDIgM4REqeSyOjOu5IbATnX9SEs83j19OqP/uHvf+nhvc999tPnJzuF+ou//hvf8dGP/JUf/VHr7H/1X/7nv/c7Pz4c5k//6qeX2hpqYx1X4AplNtq4eYnrk12rbRznmKLSWhFZ4xo3Zlj1fak8TZPkYWtSVmJJttvt/rCXSUwufH1zVEqFbh2XvFlvRdl4PB6H4aiGUaYCtdZcoTaiCsBUcs05lcqlxGFafNdZ1wNq63qZk5TGYtPMFXLhnJd0yJvVOudMiNaYWuF6f7gliS9zKaXvex8CKUBCrdW8TN4753ul1LLkWjMYK/sxpTDGWGvpOq8UKaexmqooxUVE5zIgBwC0RmvtOjNNU6uZWzUGa0VjbNd1RhOR9s7mGJ+zrazWppRyc3Nz/+yhKBneu3jcWgOuq76TQM9aeLPeXFxcjONIikhBqYmIay2lFOfN1q9l80ZEwXfe2+MxWhuMMWUcb+PDWwt9T0wytEgpxXmqtc7T9Jt1eSsxNmuNjLgAQKZBy7Jorbz3mkgTAbUlxVJKjgsAKKMVotX6pN8O86QUpVaZa9/3BNhaS7XWUvOSkcE6jLmOS+7KKhMe8vDeO29+3+b04pc+tfp/fy7sh64BtkZNCUeMuTITgQL+2sAECW6Sdo/b+z3eb9NlGlQCRmiSPcRfi2eAylVrQ42RodaUAdZue4j5ymv+ge/4yH/zH+aXXyXNzIWBsLXy6L3h0TvnWIg0g/36XRQwamgAQFCT0Zcb589OeSrWq4bJKw7W+U1fa52mdhvolBdLxFyX8ait8k4Fv7kTLFnrhdfvHUFtH3rlhTuCsQAVdutQStFUT3Zbo0mGxA2J2ZZSQrCkVErp4uJi3XebzUbm90QUvN1sVvKLUkpOK3iOKGBmxIbIZCAEJ1YWotspNSDWVhpXo9Vq1Uu4FjwHbMoSgIyttQI0RCENLM6Zxk0sMcxQSp2mm5xzyrnruk3Xf43Dp+QclVKolOtCztm7UGutJckzPN32Oedai1E0DSMSOO9zzsvx4L1nhOfcc1ZKMXEpLZZqg46tkaIcs8hGDodD3/fbvpNBpLUGgKVtI8Kc0zSNgBRzWdXV4XCQVKHWmrG+1HazP8rpKF+stR7Gcb1aeetqa3GcvPdpiTVmw4pYaWWIVFymXOKqPzt9cB7LTMg2oa6qKVVPTMbygNurXffuJ372c5/4Kffks9ulnLAJDQiYGzhU0EABNKjStv2DfcTXzBwU/xbSyvP/ExX9+9dvl6gb5X1SLGtXqM+bc8voONU3Ht377o+/GecKlUGlOSqz2m42SyrDFJnZd7vjOAAAMy9xaa1ppRo3Ys0AMca+7xkgpiSLNQGE9H2/7npZkV1eXAhmQyuFAM7YFoIqWhZ3sk2SFVxrTewtxKhJlzQqIgImTYhISEI38daCIa2UVmpZkpwDUns45wBZWyetDs5za3W1WoXgkbkLXikVl3jcH2orq9Wq67xoOwFws15xY2tdU6XkXEuFpq3ShIqZgTAEqzWScVrpWqvWZF0fY7ztCgDIaK0NLwAAyrsQgizEUiKtiIis0TmmeVpEKm+tDcGllJw1ANCFoIzJrSFI1gtutpvGOI4jAzfmGBfbd6Uksdu88spLXdcRcs75VoSJkFsFhMbsrKm1OGfv4MbGKE2gNdpNLyIOAcbIG1dKcVp5axEh5cStnZ+fE+Fq1SPi5eXFuMS7rELZcE7j/Ozps9a4lOoenLdagcEZl3MqOTNUa9z56VYrE3w3xAkYxmm8uLwSYQgSrDebYRiGccypAMBuu+n7Lk7TNI0pSE0iwgAAIABJREFUp8PNcV5iqUVb65w5HOdxXJ4+u3zy+PK111+/vto3wJOTk/W2f/VkvdmsT043SsF2uym15JwvLy+FB3N2enp9/XoI4WMf+5gsckVLbM9OmHm97o7D1a/+2msf/sYcHHXedT4wF9HQllK0s0uKMcau6ypwLFmzFQNqKcV5Cwzb7bqUojSSUl2/GYZJVtxKUwgOuSCX3jvnrKCPZVk9TVPvAxEqgJSTdxbRjOO47kMXuhhzafHps4vPfOa1y8PyJ3/4j8/L+O5bFxeXw7uP37q8upmmRBaMMQjq5OQs5ZbinpC0DTmXEpPWynlbSoulMZIyqjW2xpS4vPvmm9/2rd/6J//4H7m6vPjrf+N//st/8S994XNfUVX9uz/yo5XVf/Kf/tVhWv7A7//Bv/3jP/4D/9Tv352fffz3fHy7Wbfa4pTeeee9X/r7v/L5L375rSePd7tdK8UZC8zGmBSX3XZ3OOxzTKmhtd45x8D6zTfflPtceCRXV1cy4KHbyCFQZOSzX1JZpOyQRMgYY65lmafO+5PdlpSipjSCUirmOo3jsiwIMM/zZru6jcIrZVmWkpvk1/VrD1iRmrNuu1kPw0CKV+tQa1UWS0zeG2+UcxYJ5nk+3W5yTilFJoRac8VWx2VJ8oRvbm5qLUqdEJHzFmqd5/nZs2fLsggLWISqIk6Y0xJjFH6MqKFK5uNhgtukJa7AWinXBeecLEZPjRaFACK+8MILUiTV2pS6TbRDIEDe7bZIpJQ2RguNU6AIWmtEqLWN49h1Tjrn9XotL6nYRuWHT9O1c7bxhFS7XhFpH0DWnqVUQA+oxQwp6GQ5ZcT7G2NkbncijVshtvBwnSOiIY9zWSq01nLJzRlbc9XarIK3Wi1dSzm3tKjWlLH74caq7j7BfR/8z/78N3zyM3qeVky+NtVYxpVNxEL8W1u896/fMdcaIDZYEAoyMtLzQlAKDoNK1aK4ZcSIjbR7XOfr+yf3/8QfefXP/cv5Ay8Ycg2iBtUIVGxPfuNLNC4aEEul52uEr8OrAQNghSr2Gz7ZbD/00nazIrKgyXTGkbHGTPOsDTmnSSlROiDSbQbR8zQ8Bmi1jENMKTnnlnlKKWmjrbM553EaxRt2PB7kvp7nOZESHVFOc0wZFTnnoUFJxRorR5M8kkgppbuuW5ZF1FNWGUQcpwkBjLWtVhA/doWcS63Nu5BLaTXeZoIDhN7LqEspm9ttRLso4XPOSFhyETOPdx2CarURITBxayU3o51WthYupSGWWqvRmrRSSh8OB26stCYkydmbptxaZeYYF+Yma4fVasXckGkcZlF/gRMUM9TKWmtFulXgVq8ubwjVPM+1Nu/dPM8iWECgwzRbaw+Ho/cFALTRWBmRQFNYb1JMtdarq6v2nIBlrXOOZFuilMZKwGAM1iLwek6lcgNrfU6lzVgqFmrKoqaCOWJJvbVpnmsp1RBad0jTWhmcor643s0Dfv6zv/YLv6C/9OVvPk5A4NGaVM1zl91dt/a+zP0fyyvkNjx+9mq/nmpCRKhca60Kl1YASKFe4twqe9/t9/taq3PBKC3aSEUaGKyxrTZg8M4XVWKMwQcxbmhvWuK+XzViyUmPKdVae92vdms1TvM8a62stVoRIofgiEApJQ7AUkqjRhortNo4xqS1rqUaY7YnJ2OcGUQARvMcAYGUGqYx1xqCP+xvvHeKFCKIXnQZJ+sMAAjmbV6mruuYmwSy38a+50UpnUs5jEfRSgCz0QaxaKORkRRCg1ZjrLHVyk0RQKu11dYYS63MYL1P87RarcSeI9XRXa6dc26ZYylFaWWMZeBhnAGaMTrnMo4DoNLWSYMBANM0j9MsYx2hnjhz63Jyzkk+s+hjbzuHmGQ1qpXiVne7nWg7lVIlJoa22qwRUQzbAnox1gCwtSbnFGN23nZdd96dizhf2qFb/hOAtVYiIkSDIF5KRFaK1utVXG6JUKv1yntPxIBNI9XC4zgelwmAufFusxVnUK215sS1IOqTkw0SIfBxOBxubgBAa62cIaXI2MM4Llf81tvvvvHGG2+9/S6h7jfrj3z0wyH4s/MzAAjGpRSnaQjeAUDwfp5G7/x6ta615hiDsyfbzXq9Ej1813XeGpGAGkWht/vD4Vc+/enf993f1a9WJUYEkJhoQRs+Zy5Czln8kNIkS3RN46oUxXg7zxJ97Hq9lpWVMXoYhlrrZrOR1G5pdpRS9+/fL6URkTFaRSX51V3XE6qUivd+WMp2d9oAnl5c/PiP/++V88XTozM9YG3MqI3WvF6vuSEzn5zshmFMqSAXRVCwHQ/DyWZtvc954VKs0dt1f33x9NE7b37Xd37bv/1X/vzpmf+xH/ux0/v3XvrQB17/yuv/0g/9MGr3Yz/21375U7/xr/3pP4OWvut7v+d6iF954+2/83/9/LDflzxzLd533ap/8ZX7U4lKaVJKaY1AzrlS8jiO4zgFaxQhQovLBAxa2gwh1crKS84R0RZK75FzFlngycmJyKDPzk9ijEojMImQ2hgzTbPYba21tZUUY6vVGCND08PhsCxTKU202oR6tVoB1OPxQEQItXFonLvOHQ7XKaV+vdquOmNM37mUEjJZpYjr/uoSETebTQXIpYTQGeME8TRNozEmpWKtVqQLAWqlnS3zVIGZsHBDxOM01lol6TKlWkqZpySRL6vVKqcc46A0NW6Cj5M2TBaYN4frF154QRuTp0VIUxqRgFNcQuiY4WSzAYDGSErHGGut1ihCkvm3MKB22x1DkS2cNG/b7fauMmutbVb3hA0VQi9HlbVGjgxmVtrVRnJ8SI4TEW02G++9JD8SN/l2wR+LSPd4PMoXTaeZWilJIfnOQeHYCgERK41oFFalWq1pnHadUcG2eXzp3Qvz0z+7+/KXzocbRGuZVa0aoP1mCYLwfjTT7+CrACQFjGCYDQMDFAAWJAA2BaBJT22pzt+UenXSf/u//2/d+6E/xuuNYgJmIgOIkZvKcfr865sCxKhao6/jXQEScq0FGFElhld+33fpD7zwQjhZlsK6ppKc1tyaAtCIwOyef3LLB5UYX+9mTNM0DUPcrnrh0QV7a501RJu+N8YI4S0TMbMzVozA8zyP41hKY+YjDi74GGPOGYBkMSgJ5vM8S1kwDMN6vc5QZNLfWjOmWGv3+yvRLsqxPw6zFEnyqWmtjbHICNw5Nww3Aj0TwqR8XqSYlVLb7bbldrw5jOMoAVaIyKUtSxI0wjzM1ykKAx0Lp5S0ssyc4u1Ie1liCKHvu9stFZFI66XYmqbJOb/ZbASItyzxea5XERYCABhtljlyA610XFJcUi3NdX4cJtJKazcvaV6S1ExiNNJaI6qUSt+FlJKE4dbaUspEJLk4QmsvtfjQR4gKb38dES0pppSmGbRGo0jV1qBVqEtNcakttnW30UY33QrXm3TzcKn1F3+1/fKvqV/9lW+EaYmXtlNpCroVD8oAZlFc3u6M3w9E+MfzWjV89NYj9eTp5sEpGl0aWW0Wrs8OB18XZG11OOzHeUrWupqXHKvtfQhWVEsATcxsRFRLNdoYbWSi0YWOCJTClJZ7985EkAmgEY3WVGt2VluzknqDW0lL9d5brWQQb6233rhgZYbCzKsNzvNya2otueu6aVrmeQm+18oeDgdtTc4lpSxqPWAuJd8y0mOKreaS7qCaUpa0VpwLd5SIGJO1ipkRhE1lCYAUpRSJiAkIFVVKJSFzLtmaoJWutShShpRRJqeiKt4pm+QnL8tyl/0gxhZj3eF4DCFIMea9N8UANEAExLu8eGaelzROo5wGt07m7UYYToIol0C/u/g7QJK9KzNIOrGoJ4wx665Xxkwx3na2SJeXl3FJJycnOSUdwtluZ6zebDZy3i7LcnNzI09Y0tJ7bnJC3hovGaVRWZbl+vq6tpprOTk97cIKtUaElJdSIlRuDZBvWV9aKW4szxaBCXHdd1rr2mrKcZnneZ6Ns+v1+nAccmmoXb9Wn/vCa1/4wltXV9dnZ6fbzYlS6vd893c+fOkFpWCe53E69mYdY7y6zt47YG61rPp+t9VnpyfMAK2enWylQV2WxfsT2bLe3Nw45wBaKRUYrTavfeWrzlngiq3cbuoAJKIshHA4HO6YN+JRlFdeOr3QuTY02UiF4BEh52aMAWAiknzpr0kLTDLLUMoyN60NACBCa1xSbVAR6fLyanf/9NHVs1xZ2+DD6tnlI2OdVhaoFU67kw23FJeslBrH0TjvvIkxem+32900TfM4DfvZV2i1LcsUTjaXTx9dXTw6P+n++D//B0+29id/9hc+9Zlf+2d/8AfPHz7Ynp194fNf/u//2v/w5dffMW67P9TPfP43/u7f+7mf+38+BRTOTk6DM2+/+eV/4ns//j3f+/G//j/99R/4gT9oQvfGG2/2q/7y6pqZY5oV0cXFhdZaa+t7fzgcjscjM+vz83Nmnqbp9PS0lPLKK69I33w7sW5N5rUCaJL4Eemw5QU12uaSQ/DBupubG2mgmVBrbaw+Odn1/SrnRAqZ6263K6WU0mqtrYLMQoR1qZUS7KyxtwvZvu8No+gSn8syVUqRSCHi06fPSBvfda2xkDyl25Ekhq4L+/1BZtjPDRQ5Rr7L02TmVtUt5sSK6IglZcUHt8S5za3ru1agVSAEaywh1lr6LrRahmVuuaQUj8dBlnJCFr4TWXnfjeMslN7bAUwtx+MkB+5mswEFMmGSA0UuwT1Za+NtDI69vh6ZuQtdaw1BsQSjFsg5kbrdt1ptaqu1lMN+vyxL3/XWkMw5rLOtNll1Aq6aGCBXZhknPSsCMqiUJ+9DYwAibE1T2xjKkdlsg9WuzveGG/3TP3n2G1/a5BkQXCkErAEQoEITqxcy4m9Janr/+h10jYCThkysGyi+ZXwXhAbADBpooTq34qkbKk7f9bu+9Uf/9fPv/35wW8jIBIgMqFprSAC18edeW2eAxgqwfR1vGhCYoTXC1oDDavu7v+Wxo5rTNI2q0wp4WSYBFzsnPJVSK3vvlcLWqibiVgX4lJbFKNV5b63RikwIvuvi85qAuc5zUkrwURoAai1KCVotO+eMuR12aq1rSsY51xlhJ3jfSUeUc/ber1Zro03LLedkjEmpphQFzl6r6rogJZd0mFLu3AEPANg5qxTJWFRKENEUqNs4HKMUYQOlSFSRKd0qFFarnpkBOKe4zFMIgRCAmeSgQ5inmYhiyeo2UzQjgjFWiibrnEAsl3nabnYIrBChtc57IpqXmZmNVgj24vJKkIBCBQSAe/fuyd/leDwuY8qpeBeQkJC4Qa3NGHs8HFNKzmmG1vXBGjfPc0rZGJBgUjnbZGwvWtnSaql1ur7e7XaCf9DWNq4N9FRqjQUAp3GuhXu3XlLzZaHp8GJO+JU3ll/6Ff+lr6wur07jTFAcOEq6A0JkxVCgIMpRDwBA7x+p/5he1Eo3jMuXvtI6xdsNNAKADDW3qmJJaQEAIT0CgCK6G8FLUDVy41JJovlSVoDMbEgRUZzmsDLWqOMypTgD3850tNatZkS02nztviuXMk+Dcy6EYI1qLadcpfUyxiIiV4gpamVyyYfjoev74ANhaK201lZ9l1LabjatFWdt54PcekSkAE0XZNAvzBVSZKytpY7jEYkQ2zAN3EBrM4yjdCO1Fu+sjHiCD7lWALSuQ2V5mUvJNZZpScEAACmlFGlxI0uEqTHKWn0ryHTGGCWHWK21ZC6lcINWm7Xu+vpKlhze99bmcZqPx6P3YVniMIxIJDF9IQSB/N2RZkQMv16v75Aq6/U65iJZ7cEH727ppvIYhbTMMZVMRLJRPD05G8eh1HJ2drrb7ayxmVMp5eb6ZhhGAAghWOuUMrVyrWU/7KVprLUabe+4gPM8A0qgvJnG8enFlfchBF9qAmh91ylAIjWXVEqppAixtYbAAg0GgOurq2lZVttNv1qdnp4xc86FQT29uP6pn/75R4+f3NzcOHfy4osvPXxwf7vdANbtdnW4uURo0zwohVMErehstyultJxqZgBgxGBtqUWROg6HJc6rfjVNk7U25ySgvnmeSimhXwOw0ZRyffOtdz/6zd+0LOPF5eX5+am3pl+vRXMnn03SpznnpI2X61Z4qJWzTrp6gZRKstpmsxHHltigSikStGiMKYXnOSmV53mS6rWUut8fpFdXwT19epULA+AwTaRdmytaZZ0dU8y5tJr6XpTDoJXqgs8p3X9wDoAx4WazyanM07Jad96saokXzx5/8JUXfuTP/5vf9I0f/OQv/d8//hN/T+nuI9/6Hc+ubl577bW/+Tf/9ltvP3Hd6sz0f/+XfuWrX/7k04vr9WYX/DrG5cnV04cPzv/Uv/qvrDb2p37q/MMffvXzr70xTUMI3HW+Vp7nedWvxMafc07HPE4jKYWE+pOf/OTtilapzWYjwSlCNLqVMpYsQF6JqpNzodYiWMsYZ21MKWWfkvXOOJtLsdaenp54/4LRZpqWzXZVawnhniRveh+IVEo5xZxrlIw4q808Td71ZHTXrfu+V1pDbTLEFVavNtoaq7QSUY1SioFltiF69Jdeeun506uiYyYi+br8hOe5LmutNYJ5772nALBadTKD0YZaa8aornMl15ryUrJzTiGNh6NSygc7j2OOsda67je1NunNnjx5ImxSWS5L81Zq8V4jsdJcW7y82iulttvVvMzjuK/P41/kqVprZXiz2WzGcVj5DYKRMBYiSksTEOjtUAoic52miZlFjfm1ufY1F4Ai1eHxeAghSGIvAMreNc5cYoZSOVcEZEWFGbXu+l4b3fK8IteMLtw2w/7h66/xJ37i/CtfDEANFBVPsDBwAVHUqwYMjIoBgQnwfSPI78xVnmJQFU1j2cHOBLNBYqyZTWuhmQX12w/PXvyzf+JjP/zH4OUXECxXZAWV4HZtiwSc4L3/n703i7U1z+rD1vrP37SHc8e6NXRXddNdjd1NMwW7lYAxsYEHT7KFY7At+yF5AMuykhdLiRIUBeXFMsFWogwPwQ+RM0l2wLTD4NjQQDO4aWbooYpb0711p7Onb/jPKw9rn9NEkeLHQHd9Ukl17rnn6uz9fXv91/qt3/Bo+d0vrHIGgQJEpvoVu8WVhACpgoooxa3n7Kuv+qaxi759sU2yGCHmeda6uS6eXBxKKUDFaFVKsdIwrtkPHSOdcJU38+zJU+ecvLKDM0pLKdHhsiwppQI18zqOitHGSMncJK21NjKlJLSslbS23MnlnKnSPC2IWG2tKYUQjFlJJYL3MQVrdaXinLHWnsYTCtl1nUky5zM5sxOulAJQTuNJazO0Hfsw51KSD1JKjiEqpQgJ24sVwOpKGBM5bpghZG2G1bojIoFVG60UIIJSCkhba4eh0dp47yVr5hBjjG3XKaWyFDHC3Tu3hcDgJ6WUUkCUpDSrob2OBbt5sS21xhBSSje261pr4xwARCUk1EIVUTALwxgthCxFNU4r7HK2TeOAyBg7TZNVGiullKd50frsUqYbXWt94403+r4vpWillZSn04kPo0FlH4pAXUCCtqhUb/q43zVpadKyefLE/NZvTZ/5tVvvPnpx3Lc1Zlm90gCNLrZGNHACFtKhSlQqB3HQmSbxXl39csSJhAvzOz//86uPvpxX3cOHx+AXuWmdcyaU9qLz3i9+uo4vT0uQElkd6kNaDZ3W2vuCAhAgRM/dLfN6ak1h9lpqKoSERupYk0TprAOeFrhvRlFKNsZKKVGIlEvOmaDmUrTWUAvWWiulVKBQSqHUulltlCBB1Wg1L4ukmnPurCZQTbNGhHEJ17pfEhgZHEl5nr02umnbaT5Uqs5ZbU3OGbAIhYVIKhVzloqMNcZKqBBC3M3L06e7eQlCmZTzOHvj7MV6tV43je6cFlQLEhFVISilEsLZnPOaMMmdPadHoDTKGohhDsE5d+PW7ZRSKrX6cDqdaiUCOBxPOWdjjRBys950Xet9iCEAAFTiXC4iJKJagVl/07QQUUiR9xalFIBzbDIAHA4HyoUQUi2ta9br9Ztvvjm03fve/z4AyDGNp1Ot9eTHnHPTdP1q0FojiHEc58XXSiEEqYB3odY4IhrHiXMFlZZSCUB49uzZ/ngkkMbCOE/D0Fpjaq1A8O67jxKUzWbDRs8pJQBcFl9KUVIaY/rVulutx3E8nuYY0zKHw2ne7UPbboQ83LjVvfrhDxmtUwrjtOv79tG7D6VEY2QIYXd5iVXevn2769rV0HEUTUqREzsOh4MQEEK6uNgKIVxjGTo0xty5e5ttjXfHOaW0zHnVNe88fFxy+fqv++h2s8nRExDrxWKMm82G+YacP8EDSNd1nGo4TdN5M1XgCv1UUsrTeFRSoQCBQgh0jSWieZqFFClFY9pxHL33p9NxtVoZY5TS9+7dOx5P3nsf0oOHT6YlSu2ENGmZTNPUCj4mKRUIpAzzvPAAlVNEgLt3bm/Xq5SiUeuUKUROe6Rnl8/8fHz5pZf+o//wb7/6Va/82D/7kf/tf/1fqHl+tbn9hS+88dnP/tqvfvYz2+2FbS3DK88Ol8shCaGee+H2/vDsxeduffff+RthPmmR52N89vjyB//+f2X7LSLO8+RDUkpzigPbtkmpnhx2RKCUBAKltW7b9jqy/HqbyQillBJrUUqN48iTTCnleiBhgyYiCrlch2ayQqOkNPRd169AIBHlHC8uLtgTstZKhNM0pVjavlPs9Kq14mZFqVqrlPuma7XWvDzkj6sxBtHzqGOtBSBrtFJs9HSOpFuv1zHGUohjQLn7OcsIUyql3L59l9uRUsqLLz3PmJbW2hjFQ9c8jwAgUUmQ1+L+ShmuMuJDWBAxF2K+LxHxRpTfjZwT55xwY5dSahqLiFpLACg1lZJSTiCUEMgeR/M855x4ci4ll1JKjYsvh+NOa62VXfyotS5VcRB82zYheF7Aai1LgRhzrdR1AyKO47hZD4zHA4FWSgjRte1utxvHUSlFWgvAnIqoqLRJApq+STkfp3E5jaqCvKOL318cpvWv/fb0z3/yxfGyywRQRdUSRAUAwMpsIgHAaehAgi0137v+4F0GgAryHE5ACSALQAKRYJANUN0BvbXtv+nv/6fDn/02EA6SKAaODjSkvlQSugAQgvABfu8N2B0kEJAghIqc3/UV2aVVUqgSQpSG7tx5WGg/hS5W5bQ2Aklo44ioVACU8Uy9NjFFIQQgaWmYc+KsQBA5VSBRa8051VqFkoSgrVFXSzMeq5TRbd/NywICVRZan2NgmEYBUK3VRIVt3K9dUpTSrnNcz4UQKKHtnFKqEXa16hhvMrZnHqa1ShtRaiQoUoFU0JkzPiqEMFaWjNZaHkoZoV+WSSnRtk4ptfhJa0FE/LOyQtc75/SyZCsVg6/X/AUf/DAMXddpI86OLyUZo9gQj4gYg+OXljM455SWA7TnH/eesUgiYou/rm2J6HSqQoIxclkiYEVEIcE1hkplrXJrNeuWj8cj5dQYrbu2H/rdfr8sExEB0na73e12DBQuiy+lxhj5fJFCut4uy8Jh9FxXpetICkOmE+qwzFHmVhU3Pn05Fnz9jdNP/Mz24bNNDT0mJbLUgmJ1gBWoQCFU8sqhmIDoilAjzl6a711fnuibFoWePDbLQlJIpaQUjdGqVgEy5ZxLEUqN47hWqm3beZ4DJ2hrPU9jrmm1WqEUic08lFRKFU8+xYqgCAXqWitUwckfSpacMxUkgkqilMpdEDM3CaC1rpRCJCplBWC1g4o5lxiTta6xTc41hECFpBKI1wbppWtbpSQRtY3LOTuHDLvwOksIQQDa2Fppt9uN09y2DQCllBkJqrWWQgCgpC6lLP5krY1+0Ur3q01IJab6uS/cn+aAQsVChcgv4wdfed83fePXFqcE1raxRJkIG6eU1xyfkHMWQqWUa61CKCk1onRtx+MHsxvYEs97zwNbLlUp7ZpzmFaKqWtbALDGsispS6OZ7M0FkI0tLi8vx3Hshp5tbJb5nCnPDC+lFAegiCqFEB//+Mf7vi8xaa2fPHkyjiNUklJ264FRe+/90ydPeTperdZK6aZphDwX+ZKLMc65aq3meng87o02b/ze/VLqjZu32rYtlJdlGk8nYwwWaNuOFNRa53ly1vHCQ2rdNi2/qHEOs99JKecpfP7zX3zj/hsFhGva23fu/ak/9aetbddr6eeFM7hjCNxXUy7GmPJi6Vp3/eawNImXzykFgTSNE1414fwXuK9++vQpAKSUKurVajWeTrvD0Wl9/82328Z99KMfESIpfc7VYBoFU/R5W8VrD4ZQ+V9makmttWla7r2VUlKKeZlstexbweQ768zl5eXhcLh18x4issTgSgFObMtvrc1CPHr0pBKEEOfFE4EP3pleCrEsy62bm6oEN/Bt6/h8L6Xs9s/4xbpuMEIcDnstRanp1q1b3/u93/fhD3/4Z/7lT//Tf/rJT3ziT/za5x+nqD75yf/z3t0bP/iDP/jFL37+B37gv0Shnj7bf+uf/He/4Y983TsP3/obf/N7/rv/4b/+k9/yxz7wynM/9zNfWHWvvv7GwxSga9egVK15nueuH4RQu93uxsWFNfbp06coVT8MZ+wYUX3oQx8CAH7c2f+DZ7lrqqQWyEoMFlrM89z3PXMLa61nH14idoZlMicAlBi01lLrxQfvvdaS7xMDEjnXs1wkp1U/GGOOxyPbgnfDcL6L03hNhgSAUor33loHAFf5AWLoO0TsuoZpRUKIzWYDII7Ho1IKCHlKBABrrbGGD1L2OVCaM8exaRw/EwxIe79IKY0yUAFRWGsx51oLEVhnYspKWSmlrJUbhZQSW55orTebzdkeAAnxnG3K78kZ3CI6T4CoeMJcluXi4uI655QLEFQvhLi40Qop+fdnleOyaALou9U4zjFE1lXmnFNOTFUCAK1V485xOnw3jFGIZK22djvP82HySggnlZQCtHBWLcnnnNZNK6bZuCbzbT7YAAAgAElEQVSfTuvH71z85m+3P//LN/c7A5XIWkIJtYKPbB2BX8rh5TGPgN6zYPmDeXG2HQFkhAxQBaiCDWlBKDI8UTh+2zd803/8ve7rvqYoJ0kUA1VCQ1VgLbJgFYCiApiQn336l2geFYhCVAGqqOIr9aYjiAS5glycpfe99GBOC9pGYal1Pi455a7vz6G6VxnEzMax1saYSi7W2tPpOAwrImoa572vlZSS87Jo43IKMZ6kUkrKWitbQxGAknEOnsfFpnHLNHnvgahtGq21yLnWahp37glKads2hsQA6vk3KYXnvd9fna4jPZumITgHcHFiFc+Z18JCYt+6M9nJOmeWxfGXAGCtYfbX6XRyznYdx6VWY7QQAgEEG8wBhBC0FEqgMxpqCSHUnIwyXd/VUmutueS2aUMMQKCkMEpZozmpOeesjUE620vw63LG5Bz5aHCuEwKbZhOCjzFO09T3vW0aPoC0Zt1Rbhpba2En+XE8MZgYY0ypHI57pWTb2ZJL37fee5/DbnfZWOuaBgGcNW3b5pgaa6UQQRswwqcqCSyU2zE9/+RS/O5r+5/9WffOg5fmNCQCIKQKpGIVBBIJJEQNAQAyns0yWYwnvhRx/h549uV5VRRASe/3dppTLSEGALq5WffGepkLlXnxWuvNdktEhKIfVtdq0q7vY/CLj8xjKqUgCrbzy4XyElrtaqlEdDwdgEgbY3l0SVVrHQsZ0wBA9r4CSalBqgIy1VpBGmOpllIqgJRCWKOoEglkArMQgiDlXGupnL+wLL7reyVlLrQ/HEEZpSQglgpL8IjoQ1IahBDriwutVGMNbx7m2WvNjiYSAQFQa6MNcqgDCJlS6of1+97vnl6e3nz7YSWRQgIhAdR+d3z48NHNm5uhMacyOquVkkqpKoFp5MfjkTH6674UEQ/HIzfxztn94QiAUspKWGo21vjjGEJsqZ0nv/jZGs0ppteZE0II1v6dJU9K8ZjB5nYoBZujcD/JlHtWEmElZfR6vVJaA4IU6HN68nia56VtOpbVJCopphBjyUVrk3Ppus5aw64tTMjyS0gpl0K82pqm48N339ntLj/wyisAyLY4uZSci1Jaa2W01tJAhdMysvvGmBfDSdPaEMAS0zzP0xKEUE8eP3rzzbdSSveev/f8Cy9KbZ1rAUVKeX/5bJnntmmUkpvNZjpNClE5Y11jlC411JqFAO8DotBaMcPfOd227tkz0MYAEU+Y1lhrba0leA+AMYRUw7OnIedste36Ifj5nXcftV376oc/UHJsGsmmzVeQ4sIrHPZoWZaZBQK89GZe3m63QxA8PrSd+/2NtzGGlZY85PPgI6VoGgdAOUdjTN9387zEWFOleZ6FkMa4eV6sEwCUSwYkBJjnuW3OfjyIstbEDjHRpxTHnLJSJpaa0rJZ3ah5+PjHPvrN/87Hf+5Tn/nhf/SPvvPbv/2v//W//He//wf/9S/9zmbVvvz+91HOEugv/YU/84EPfvDHf/wn/73v+jOd2jx453WoYdXpe8/duv/6F3791371W7/1O5482YWERptCQgjV9X3TtIji4uJinpfgz7O0FqC1NLoDIHXNoubRjkcd/pzwcGWdRkSpLB/tLTpO1QwhYEXXGASprQUU3ntu/YnIrle11phTJdBar9eDc67rGkQJAMsShmHQWseU5NngRArAi4uLVAtndi/eB+8bZ9rGSimXOQhAa20IQUsppRqGYb3pl2XxfmHPN5beNU0XQthdHgiBHQIQcRiGdJnYbclaOx8OJUfe+c7zMs8zryW996xq4+rQdd1ms/FLqJVOpxM/ScaYmzdvnsYDXvUr/CFXSrD5kve+5JxCvN55MvjNgZiso9XOzvPM0zJD9dc0A2utNe213/FZcnO230UAABI3b8JVtXLXUkmeom/cuJB4DkK9cg83rFjlfSZpW0JyUs3jacnRdDaW5LRRPodMq6Hbnk7Lpz/b/MKnt8vBCSGyEmAIKkC2kDKYCmdXTSQAQAHEnX45j37vXX+wriCBCARBFpARINdBNFCg6OZ+WfzXfvW//Q/+C/jQizMIAyJXqAIUgK4CSJIQgJXlfHiYfvPHf+oGVEAQhIhINX/F3nEh9FQDoH4KtXnuziysVR1qGeIyp5hyjscjUyScc4hYETOR1nry/nQ6rVebOC+ZcFx80zSHcWbHJmvtvARYwtmJm1MTamW0K6XUtq1Uarc/EdXtdsNa57ZpUaolsIOCwXR2Xcs5CzxHFZdSTqeTc65rzDzP1+u+M3Sd0vXgV2q+CmEHropsQMXUd6NbLkScScWTIZ8XPsyNdUCghJIoiSjHXEVlHnvbtvyPMJ6olDHGEdHxOC7L0rbtZtMx5sgieynFNI9KqRADk3DYJ0ZK5X1QSkupaiUhAFFM0zjPMycQSiH6KxJpyVlYoaRarVbX7AwUWGstta7WK36BjLLlUhmkv3nzBuOJpRQh0Tp9uXsqtOraFiqtuo77BoGICEPXWWtLxKwgNcnkcM+47jfefvbD/7N67fc+SNFBjCUBKiAhQKFQtRYBSkAEyAIyACG1/Eni6Q6vVnnvRSJ82eJEKATVIaa70u661eu4R0H3bt/88CuvvPb6m3OOUjXzOAlx1oPYplkNq9PpBIB9357gyGuZQsLHPAwtESljEXFZljkW1kGBZOaeWCYvhHBOFgHjElfaSSkzpFLLeJyklE1TeG2iJCJUOKd4CymUEOJwxeeyTXMaIxGVAgVELiWlPMW91to1Rrc9L0xyzgDoYx7Hke0NldKAQgncrlbGKO9jzmeoGggksw+FNKqpuSzR5xKwVVqQVHK1XslHT8bjCUDlFBDL4bi/f//1vv3IduiUQoC62x2MMa1pqNLpOAYfuZcTQhht/RKWZTkuE2/MlndDSunWrVtcG6miEDrncjgc2HEwhPDcc3f5Y77b7VjfxXw3JlXxbHa92AghpBSvtoiCl3LsGnLr1q2L9cZYo5T03ifvnzx+PI7jrZu3txcXMafJL9c6Sd4jaa15rXKtQmo7m3NtXNs07TTN7KcV4kJEm81KSgFSCiFOp1PbdVJKpaS1OqeUS8EKSsrGOanMar3KuTjbTN6nlEMIb7354P79+6t13xj76qsffvnll5kf8fjJs/3hcDgd+75vLTx361bOse87IWGz6axxWusQUs4BRU05pphyrm3b8vuwLMt6PQjByq96PB6ZeNK2rbO21jr0Q4yR2s5VksYcD1MpVdvG++Xxk8tS8r17d9vO8gaFT0A+Plj+wEWbmZlKKSJku8EYo7WGTZgBgJ89hln5vHPOManw1q1bWjXcme/3l6vV6sx2QWzbVkpJKWttN5utshl0BJEo1+PuYK0c+m7xwS9j0zRd183zTIRdN5QcCXDoV0op27hpmbDvh8Zhjm/ef+0f/tB//9nPfObBg7c++ckfffvt+xrrf/6f/d0XX7j31hv3n777wEr50a9+dbVa/bW/8he7Tj94502l8uGwm8YZCNtm+PjH/63V9ubuOFWpZ59SLVJK13REQBX8Er1fVkOfUnJa+dNh7z0RlZzP0Qh80l8HNI3jyLvRUkpatfzUXhsWcSfBXkMlFxSiRRBSx5RCCDklIeBivSk1EYHWmqjGGEvJ/B6GEBGJ16PGaagkhJCblVEaAEpKxhjnjGutho1SChAEylKuG53CsDQKmUsxxtQ61Jq5FGptpJTbzYXRs4/RmNy2XdM0AJBSVEoDEKJAFAii6/qmaeZpARLOdiEEhMxTZaVinLPWTEsoJWutb9+9M81z8EECPHr6FGs9YwN+dtb1fb8syzhOWqsY4zL7aZxDCPMSeco6nU4hBDb8SSnlGhlk6rqubVseMllFY4wxSiIgEfVDj4Cn08lYI4S4SlytAJWn0K7r+Ad5Pjz78Ba2GDpP7zHGZVm+JGBVAgqUHJvWdLoBLQFrA6jIb16417zzzoP//Z80v/QrL5y8kJAoEwqkAkAJKCNekYvgmlZ0xTWCIkhV+d75/QduICGQdN67AoKWJpWalHl9KOvv/Jav/b7/AF58qfqqrciQFApDWBCzQFGVSEBiQQESoLzzJLz5UCIBoAJZKgn8yp3qS0U0LlXMfXccmof7k5nrwRDUWASCEEhCSqW0oIopZyJKqeRUU0pa2RCzECikOo3zOC21sudBQEREoaRCLABQa2L2gRBMTUdElTIRqsUv9fLkrBECK4l5TjnFWovRZ6MsIYRSmlOMUkqn06mUslqttbZS5mlcpFLWmOATChFjHPo++JRSASA2OuderRacp8BfTtPUdZnJitdqZEQsJaFAY0zwKYQwjYsxphYohUhQpgwgUiyas60qVapchGMKCOhsI4XKqQiJPHkyl+ac6Vwrw64IIsUisPTdqtZaSxZCUEUApIrLHJT07GM+T2FZ9lcCfdk4l2JNdO7AMlGtlQAyUUoJlXLO1VK1kMMwcKcVU5BKaKOYAP/+978YAvvWRGt1LVUYzVCHlLLWrGvcJrxdKX/u87uf/YWHv/yrtx4+WeciqUpUmiogJEGekoCilRK5SBAVVAKZJZkCRF+qq9eOVgWhAuj3NnpfdpciVFTXVagMd7cXWj9s2nb/7OmDN9/4mV/49ONHz/hw994rpbRSWhul5LIstVRjzbLMBLAaBkBkW91lnrXW1jmByMtzRofhalZBxGG10lov88yM8Wushxto1vdKiZVK8J7x7q7rcs7+KvBJCJFS0UZDxVzKNM21VmuNECgE9n2/WbVCyHlZuObEmFBINtqtRCXG2zcu+r5HJGvt4XBk4qgxVmszz/N0mGMMTee01QRPtDa70/j46aWxYnOxKqUi2baxQ9fcuXlju+qPhwOV3LaNBJV8DhTneWZQabvt2DEFUQDUtu1ICSKqlZQy7H7HEZe88Om6nvd7vDiyxvT9llcILP26tnZkhRij89dv4LIs3vvNZqOVPuwvlVI3btxo27ZpGmcsQJ3GoxDSOau1bpqGAMZ5Op2m84FyJlkoxDMnttbKgLrSspTiXCOFOh5Pu91eKWWMbtv2xo31ssy8SFS80FRGKQFY5nmmSkCpbTunnVIq5frkyRPn2mmJDx48fPDwXe8DIt66fev973/x4mIrEVKevWeb5dx1ypiVaxpRSArZ9UPXtwBVSMwpI6CA5KxYQnHOaqVTOoubnHMAdRxPKScEobXlI+OMIyjFIx9LGVFgKbDdbABFjCnEYmyTc/3pT33qqz/y4a96+QUu2kzU5AGMNxa857j+chyn0+nECyStQSstpQ5xYf0UzzjTNPH8zJKulJK1ptayWq0Aq5AyxEUpE3wAEMviHzx4IKXUGovIudack3NutWomP5dcpZJsPNk0zTiOWqkUmFla29bN0/Lo4UOj1fHpkxeeu73Mx9/69c/++T/3nb/z2y+++uqHPvZHP/rrv/Mb3/D1r/5fP/Uvow9f/zXf/sM//D9ePnnyt//O33rw4O3H77w1++XiRmeMfPZs/+jR8YXn3/f6/ac/+mM/9buv3TddUzIZFFIqpcxpHBmYCH7xy+z9sldK0DIMw3a7aRqnbt++zWxUHnZLKcYYdt3kI9aoK+pXSlx3lmUZx5HHYmEw18LfneeZ3eEEkkTIORGhbTpjdAghRn996AJAjLmUkmsQgEIIqlWd7xkSlWWZtTUXmwt++onIaG20YloRgpjnLAUSyKZdxRhKSeyGFGPyPty4cfPOHbWEwIDKtVESAwNcOmvOxpgQojG2bbucSwjxxg25GtYp5YK5Gew4juNp5tgDpbRpW7Yvt9Y6gbxKHvoVCmGMmed5muamcaXkSrBab7kTmhdfCV3TlQqLj9o4grOSkH+reZ7ZbGBZFn52T1NmcmzwJ+ZT7Xd7Rs2bppGKcuEAqOPTp0+ttbySZXpxKeVisz2vAq588PjO8v/PNUnCsixD19nGzmlpnZlCbkNJoT794f/phV//zVWIGmpT9UjRqypKaggWhNHIiwAAeJ11jucxDyq3W+9df/AuU8HC+T6VikBEQu9U/ch3/9l7P/B9YNcgTaEkS9ECIUcyKoKsgBZAELDIk5B2b7xlQkYARFQkMhT8Cu4+CSETFYCbL734exKfHUeLqemkM5AFoFCSBDO1eU3H0CwbYCIiigRXZlcsGb/2cAOobWN5KuOlmdaktWLpPKIoKfslzVPIufoQG2NLBqLCR2ApAFhOp1OMcehXUsrD4ZBzvri4AIB5XkrMORcp9Twt+90x53z79u1awPt0PE5Elc3Q27bl38daq6QKPhARZwQdj0fmL83zzJnpPsyMQAvSiPJwOPHKzhjTtq6UwpWT/dmvM0Lz1a6y6zrv5xhj15/hW0bKAYBtqMZxrLWuho3WKsY8jmcuAyLGyEe+bpqu7weONubeLoTIB3DbtiEEX8I1gYLJ8GF/YGGGMYZqVUK2bbs/7NJlXK/Xxmg2CJ3nOeeslS2lDMNAtUoh+HTnifR4OIiB7KP97/zjH9U/95lbT3Y3RArkR6dMVE2RCkSpXiI4o1JJocQqlKySQBNIUVCCr1cUzWs93jk97z0Pli/HSxJKAp1S3h1W2r764a/SWlHwAsXuuD9Ny2pzkUKQUtdKgFJpA5W2mxsAkHJq2p5bo67rttub3Gz0fc/7KJCw2Wy4qQshHA6H7W3Tti1/qG9UuC47zFLu+57/ctM0UgmpBdMRT6eTEHANVTOLO8XKgcDG2Fppvz/cuXNLCAQg55wzZ/GbUmqalnlZnHNN03I/NjRNZ52QIKUUAtilqWmaZQlK6cZ1dy6sD7MyqtS8+EkqBVKiFLbph/VKoXJWz+OoJHbOUq05+JyLQMm62cPh2HWdcxwEHXkAU0rzlp4kee+vOI26lJJT5Z3bdrsVUrIFlFLCOSeVYvt3FhDOp1Ea3bYtTwun0+kaZGd/KeccW1ds1pt79+5xKj0RjeP47rvvxuClxIuLC6LKN26335VK1lptTMrJKH3lOFikFKyfatrzciVGP45jyVUI1fcDUb1x44KgnE67w2GvlORTph8c31ml0RhLtVrjSqn8Sx6Po9b2zbfe/syvfFYbd+/e8y+/8vxmc7EaWoGFqCA3iil6v0ilgHItoWtWF91NpcVp3NdanLMph7NhRClOO97fTMEjoJRCCDHPc9c1rDOfxlEpwzWZA8D4pADgJRBJIbRRy5yUts41w9Av08EY0TT6NI7XDvZctJdl6fu+7/vrSAymijjn+r6f54WbYSklIKAgKSX/CTMBr/w1wnq9VkrVImL0KSUhUJvrv6B5LxpDnufZexyn2F8YiRayHOOy2++atr1xY00IUojValVr3Ww2lMuYUtd1HJ92+fTpR7/6j/zVv/bdaZm+6kPvz36uFF94/rlv/IaPLdOpbaU19O7DN//b/+aHvusv/RWgcnOzuVitHr7zzs9+6lN//I9/0/buOsT5M5/5zMMHj/7e3/uh27fu5lJOPj49nrrtxThPUKFW2u0PZ2qJEFKKpmk+8pFXX3nf+56/3b3yyis3b95om0Yd9qerdyqnWFhCxnfi4uJCCn2ajkw7LIS7w+lsaqJtrTXmqlAJYWqmFKMk6F3Tuq7WSiAAZS5Z5Kq0sK4X0qaUYirOnYNfaq3rruMyhFIJIZQ8U4O00GH0j9LjYRjgSv1/jRyP4yHGeOFu1FwkidZIpSxAhZqNAJICS0op5hIE1q7VbXsORk+pas24tRVwljVfYTkA0KSYEeNqaBFFraRs20tzTV4yRndyaNuW+da8fAshaFajSmWG1bmBqEFpJQRKJbU5q1ZW6+YqqdNooZkfxfSkUoqRxsjz77nzB9fbdtXwEyyl7E3HMhv+KSc6RMw5SZ2FEGn0xhhlGhB623dVLJhJZ8QstbKFaooppLLEhAoaysKo5NQOMkwCoqGomuPl3d/7Qv0/fuyP3n+4Spz4DCMBgHYZAMADIOEQIP0/pSJXDCOUFd5b5P3/M28AVSRCQEJNqAATYBRAAF0FCxQBRixV8SfLnqo4vnLn1r//l2/9ze869BuLxiFo0FdDoUaA5npXa2Ap0maQMo6f+9yd09JRIVILwMnUIWeo+ivzbdcUEsC+XeMHXoXN3QGUkVQHENq5AymtM1UgBMQCiEoTkXZKSqUAx3GMaam1DsOAANq5XKvQGok4/fLxbq+Uqii01ghwmBdXqW3baZpOfi8kKEudtDzkhIop5pyyMAYATt5jPU8+FTD4sITI6b3GmMUvEwalVImBU2KFkk9PRyKCaZznuWtc11il1HE6McfmcHmqpfCpjEIsoeRca4nH45xLUkJqrRAh+lCTcIMJMcVaYiyAWAT64wERC9Xj8eBc66x7tj96743Rq9WglEQiH30peZ7nBBUR42nmBnRZlpyztTYWMMbFkqwgFCQkSYnezyyPKaVy9/bkcGSmSYyxa/txDoc5WmsvHz2TUiotUs7zktmPm86BkOZ48sZUJLRW7ManFbIWKCvlOfiQfK37FMHoF9ZDmKYAEwkamfVakklxJdEcdi/+8E88+sVfvvnWw20Fm5IE0oiQK1KqkCtnlxBgIAPqqnQSQgbIwP/9vqJKVyCaJJDvzXhfjteMRQhhEj198Nbl219QcvjoSy/NuuQ5/IXv+LZ33n7Y9/1qNTSNY/OMpm0YeVdKsmlTLZWAqBIKrKVaa1Fg8EFKWSgzRM7rjv3+wKnczHCzGnMuORWGjZYlMAWx1hxjRCGkNtZuUgqDEWziXWtd39qywIStzvmjl1K6d7Ph5T/ziVIqMUbXuGVZeqeHxgCAEGSc6pSTkgjnmIqTztimVBBStZ3VRnAr2FnsoRvHUUlo3ZBSWnfupTs3eVDJNchaLwbnvQfKNefNZnXu7uJstB61PniPiDFnpZTSupTip4kVSVYZID2X+fLZnkcFFDAMKwAIIbaNdRaNdkLIUqGUHGuRUoBGLTVoqtkep4SIKYN1LafaUC6IBLVSqau+X61WHAyIVN95601WiFlre7sKPlQSMZSc62maOWK6aZqcs1EakUpJKSUArZTlZo8JFNM0ZQpa6a7rrWkEyt1u/84773Dv2jab5ZQpVqvMcjpqo42zrVsJJVNKqeQY436kaRzfevONx08eSSFeeumlu3fvvPTCvaZxISxAngohYk4x56SU2q7WACBaJKpt2xTyKRQUcEXNqwKNFHa7WXvvGwelFGtyzhmgbrdr7qf5fGGRl/deSAkCjbGnacy1dO2gjEApSvBQqXEqxikXlFKWHB8+3V9cXIynsNt99mMf+9jQtKXMVIMSUlQoKRNRjkVIOSavVRN8RhRSaCAQQgiUVHEaF0RU0vA875eopHG27bvVsiwgRRXRNda5tpSaQjSqyWlavBdSr2/cunywL6BBHC8uumXJgFII0g2uh1u1FK1xXJZh3SqNDx48cc62bR9KboR4djg0KS7h+B3f8Yk/9vUv//pnf2P/8H6N/hd/8ef+6vd8zztf+Nx6uxmDv3vz5jwuy1JsN5xi+MSf/hNLDP/iX/yrT/3Kb719pHdP84MHD612AdahpkdvXDrbUKXxBLtnj6gWoKKUeOH2xe3bFze2w3P3bt66te2HZuhb68xp73MaX3vtcfj6O8pYxbgvT9gps9e2Wa16IeF42hOd8+b3+/2yLOxUxhCmc05omOcJUTDw7L2XRg/9+nA4zPMspLTOLsvy5MmT7XbLBeJ0OnnvLy4u1ut1azijPPLyivVv58EPEQAOhwMXpmmacs7b7Za7Da21DwGIjOlSCiEEIYADxokgRC9Q+WnmD9gyTuwK0PZDjDFVqiWbxkipBOqcMqcuEpGSNqU0z2e84SyqqZWRLZ5+2XuG0e4QAjN6GbvibymlKlAuJZdobKu1lVIi0rWULoQAUJkizJgWolDKDUPHL3kYBq6kXNpYr8IM43merTVN46RUvNm31j733HOIHC0oENFnstKAEyUTQJIApSZEWvddqaSVmbHEhCuwtERtaDhebn/7c7t/8skP7UeT8nv6uj9cV0UEQF05+UBEgKCwChCFCGoBWAT10oYUrWz3QA/ef+Ob/+F/4r75EwB2HRQ1/4bbLQQKqGYKu999rRcSSuVtgyIQ9JUb60VIElRy+uJ991TX6AKr1uamokDVYIy5pCJRIKLVhsl+jMvO4zSP02q1ijEaKc9yNXl2DNZK+VKo5rbpvhTsW7MUkKI3WmZk/94mQqy1rnqHKGutUDH4wH4A8xw4VBelyiG5ti+l7A4nXpE1xsYlaK2xQq2l6RwQ5FyEEFooKRShnJaw2+37vncgUq4AqJTyMRORNYINBqSUtRRrIdXqnCtEp8UfvWfGBwei+pDYumC9XsdUavXLEuclANUQ4qNHj4ZhGIahAkzTsix+9meH59Vqtd8dGPY+1GPf9+Npt1mvrl3s9sdDCIl7Tb4jMUYI4ZASF+FlmnmWi2G5kqBD3/fW2pLitQnebrdblqVpGmtdKfV0GpnMn+NcatXWFElpCZTCu7QzVgOK+dlhWPUFUklL/2wXfvoXD//q06cH913FC2X1EsTVmFYRBBDRexX1vev/VVcBiUiC2F1eHl5//Xdee7y7PCym9ta98soHPvCBlwGAi4OUsm27SmdvzFqrlHrxnvf/LCuVUoYUGdRXShGdHd14ydN1bc6VeYZSSpBojcGQTqcxhBhCylQBYL0ecvCCMIeQUpISmfDGgiWiwrv943EEAClRCJWS5+iwZQm1gtaV+8DrH+SOnxl3jE03rWVW5Ok0TdPEhgUppZwyAJ7KpJQCKYwxSqnD41Ove88GxSBKTlhRKZFzTClorUNOLGBmW4683z9+/Ljv+2EYTqcDI+kxxps3b1otS84AhAg5p7ZteMNjjJZSzvN8OM5d11hnawXKREQItPiojdHKNs5OUyQoh8PRT5OUYpmn1Wowzm23G6VU2zX8hvOuj5s3ROy6bhgGv/j9fs8lfbfboRTGGCIcx7GU0vd9zontGxiEYokyFxJN1wwAACAASURBVC5jzGAHvsvz7L337KcyDF2l0jSN1CJDtc5a2xhjXNvEkKfjsZQSc3nzrbd+67e/qJXquvbevXtf87GPdl2TgifK3vtxPFEljmEWAFqf2/uUUtt2TE/b7U+AJKWs9cyJs9amlFmLlCtxxgyTWq/tu3jEZcqD1jrELK5sC6dp8ku0zqEUWDLvovmwE0JwKMg0TTHG3bPjiy/uJEL0vnWmFqxAMUbOFS05oxCcDcvCJSYes/ic2SLMoOGPyVUwY+FTQ1rMKacUcy6ta6Z5LKU462IqBOnx48f7/Z5IAiAi5FJSTfM8W62tMfO8pFRSLId4TDHeuLjIOZUc5+mIiFAzURx6/eTpk3/+4z/yF//8n3uyP7z17oPL8fjOsyftze3heLB2OIzFNBdvvr37kR/96S+89nmQ4rUvvhGC/Oxn70952mw2YQr7/d4vS0nxhJVKsU7fvLl55ZUPvvz+l+7cufPySy8RkECxzPODBw8Ol+F0uWitD/unt27fHscRgBQrRHmmYkdRvLrYuLLWzN9arVZ37twZx/F4PDIO7ZyrKUspuq6LMZ1OJ6GVc04bCViFxFIy76xLKZeXl8yTYRIOdzkKJD8f/ExfZzmwb1tOuZRCGgCwlBpCXBZ/TuMVclkWY+w4T0qJCpRzYQtaKZUUKoQZBVhnnLWVKkEtNYdYx9M4z7N1tlaK4ZzIl9J5jVlK5RV/KZ5ZprwP5VWvUoKnMl6yLUvgobSUJARoLZUSRMjawlrZPFMyIZOIai5+mpVSfdMyRZPRLy7cjLRxnia/A/M8t21zjk0X6KyRUjq94km7lFyABFHNkc6xEKqxJixzDTU7qqImKgi1xigAJOJpOhKgKsojkZJL9jcFXJxO+Aufnn/yp7/qGNYhAKjyHkPoD9k2DwnE2aYPqAKoym6vFBEiQBQZAC2qkzD5O77xW77/b5kPfxCkAdRQAAv8f+9hJQhCwlOcPn9/gwKIeM+gCwj6yn1WKoAEkTardHc7Fa9VR1hTWDKgTIJyIajLcWLaT9M03Ihw87/eDF3TUtcqpahWJYVSyjqXz5ID4awpOS1zYWhMIAS/cNOQc7bWUanRR6W1AEayY46JCiBiSTXVejiOjAEx1EUgcqEwz23b+ilYa4dhY0yzLEsISQihlFFKlQK54uXjZ0KKbr3Vxjx6tmtcAwiJMBVo2+7x02e11pIz94CZSEnVdlppm1IKIUopBWogmRPVWnIiojyrkGJFQyn5WqtzjdJSomi7xloXQmj7AaQkQuscAEilISWlTa01zJNr2jt37+YUj4eD1qZUXG8uDoejFNLaxocQfHCuExI8AgCsV+t5Xti+Zb8/UKVhNRCV4D3V0jQt1WK0LiULBGdtLeXy2TNAobS5PI3pcOqGAVA4rRul08knH/ZrI0vVAK3RZT7enUP7u6/tf/bT/euvPT+fktU6V51mXUmDrECFKiDQl1xU3hv23rt+X11FLAQAFEOMMd26c3tYbezNoTN2HJfHjx+z8uJaLMPtAQPKSik2e+QL0eUcvfccpZtSWq36GLwxJqXMNgxUKZcSfEwpNatGKpVTHseZrdl8jMboVJOUUgFSpWmaUgoMXjPhiPOmY4yuaZC5/1Ks1itERMH2Qbh4L6VQWit1NleXUmmthUDmeaaEiFJrK4Qwpvb9kHPWylRNwSeiioJKpVJqLpWIFh8Px3c3m3XX9blUpZUQMM2npnXGWiB+UcEvoQqgAFrpV15+WSk9TZM1tpTcOHexvVBKxhABKUSvjbx95wZBzgWkgpTCNIeu64x1UiIQVSKppJSGCPM4l1yfHHa1krGilEIld12DAozS2+3mzu1blstU9Mfj8fLyktmzXdexIwiTZnMu3OISUUxRgS6lECGvWKSUSjke7E+nEwt52DKwbVutdYzleDzGmDgQYrvdGqOExPF4rBQu9/2Sgus67SwBjpPXyqYMr7/+5qPHT5bFD333/AvP37v3nNEKiErJtRbvF3b2lUoabay1EpH1fZwYMU0TmyT3Q18rowlYSjkcDsYYABFCECgQK3PN+HENIbRte/26uOcvpQAIcU7tAwAIIRhrlZQpBl4X81m53W6v/ZNTSu12K4XuukEKUUqOMV1vWaRUx9PpyusS2SKRY/R4nOM/ZziPaXH8wWF23ul0slWHOSKoWqnmcjjuCKhCDbF0/RBjsm3TyXaaU0oJheRBYJxnJZUQYt0Ph8PBKtvf6JIPIHC1HpZlllKm7EsJXefYE2R749Zr999c3bw7kzpl/OI7z+7ff2P/bHn34eX29iv/+le/8PTpUxQopFjmmLMAiIBjOE4pBaXFjXX34osfuHlje/fuzdu3b9y8uTVGVsqn0/juu6+lWGLINQOAqJnWq/Xl5Q6oHi8vU84AoIxRLEYEgFI0WzIyIMQdRinmOjM9xrjd2vV6ex2eLoFYQTHP87Aacj2He9y5c6eUcjyNw7Bq23YYBlYSM5GAOeKllNWKsx1i36+YYLAsS85VawMgjOFaYEopsldamePh1DSNj4FvqtY6xRjjGdBiya/W2tl2mibXmKZpYjo71I3jiemXQqIxepkjEQ9sHiDxE1YraW2sJaLCQ911cN9ms+Fd3PF45Ac357zZbJi6yTRlrrNSSiFRa+UaV0pBhGtfIGstI2qVMhFJZUpNSisUVEopNQFK6zRPekyXZ48gnjaZQ8XNvC/JGWOUcs4ao68RlJxzl9wp+6ShYEk+VIFSyoIwhygE9nYwMV7cuCh+fImS/Y1fHf/ZT3y1kou/FM0QFi++UgOv/9BqPAQBFoQCVRAYqKoiAESgRUIRgCBLFQ+6Br79E1/3D77/uG5Mu4EoqsRqAP8NUx5UIqhRvfa2fPCUakWQBFCh6gr4Fdy5FoJapXrxnr+zdaalLJQCR8oL0J3OUxBaWWu5RbPWTtPEOW/nShIDIjKqfV70lcg1Z5py2zSMB7M/lhAC6Ow4gkCNs9Y4JWWMMTERQxuj9LIsmh2crm4p1w3ep13bBjSu0VrXSkJIIWTOPufArUkIEYvwMSJiiGm1WrmmZYMWIUTMOY8jz41N0yAAbyml1plAnc3QpJTKWoSzX1eJMcUY53lxzvk4EkDf98f9IYRls9kMq3XMWSq9LEvwyTUdS1+WJRGRcwagbDY3Q8jH4xyTJ4DTYX/v3vOp1H694T2AlRKl6bpOQloNA3uDXWy33D1s1xulzP/N3pv82pZm+UFrff1uTnPPbV6XLyOyz6xsnEkBBcYDCyEZASqBZInGSB5QQrIYgEpIMIZ/gBmMkBhgIWEZYQMlgVWUwaVyNWmnK8k2KruIjHjtbc45u/u6tRis825WIeRi4AFZ+fbgDV7Eu/c0e69vrfXriEiCXVNKwYfNai2FfbfdySptGidiqAZf3F47a5rGciJL3CnbuG7OWBccx/2Dbdd88JPNT1/sf/N3V8+vny6zKXsbMC3JyZwKrEDVN/I6BNEyvw3Ae3v9yfUcEyIYNEyMqIy2u/PVYhhBpZxzjoKBNF2bSlZKlczWWtSGAInhXjwiAIj0vgDQdV3f9yVFoSChsScHC8pGKfRWIRaimrNC0/V9znkcZyJywc3L0nVdyrkNDQCUkmTHLXVjWU5m3THRfVjxMAyi8dtsNlpDrRzT7JxDQtk8GmsYOOXS970xJicTl2WeltVqBQpTSkyYc0XUm81Waz0v6T5aM8bYNF3fr0U9W0pJaTIGQ9hqY0oppVKMaRincV4IldZ6PI7zHLfbrdZ2t+v3+31K6Xgcj8fj1dXVZtsphfdZynS6ailZa/EvqApNrZxrqSXGmAAQUU9TNMY4W4FqCPby8rLv+3XfnRKnmQ/jcPPqtXNud3beNE0IYZqm25u7k8sIotHGOSdOJG3bKq2FlSB/KWPVvW5Z9MPiWQoAwzAsQxmXJYTQ9Y1SKsZpWZZcIio+P99Z70E5Qu2b1TwvP/ngJ7//e39QC3Vd95Uvf7Xrut3lxjl3POzHYRxKGo9Va6WN6pogoI4oCYHEgZiIyFrbNa0xGhG0RkRQCqTx7roOAAQfNtpK4KogE+IAf3NzI4MWAAg7zxjjg2dh/Ems+RRTTqhV27ZiZHK/UEgpiY5dKVXq/N577733R997+uTJxW43z5G8zbkgKmstMIsvmUi6+I3+qm3bYRiE4iHNuYDbd3d38qreiDaNaW3OVCtt1mvnbeUEqFIaUiovXrzc7/fekdLBOrfkeD/4xJzW/ep4mIi4bRuxljTeGG2vrq5ev359eXm1DLcXF08Ow1KheXkzf+t7P/3Db//4x8//mw9fvEiZpiW2qotLapo+BD/Mc86LUgLYeGv9pjNf/epXLy8v2rZ58vjRet1rpOvrl9M83r5+iVAfPLrM8xFYzePQhu7VzfXF+cUwH4/7GOfh6dNLAV2dteb58+dyM4kmRMBrKRCyyCmFuq6TIrIsyzRN8v21bWuMoZwkgKISEbAxJqUiRimllKbtXr9+LXfMGyMTIyiWzCRLTnkaAaDpO0F4XRPWZ1thPyITIlpnc8455c3Z9gGD+H/64KlWoyUQgkstCHL/9c56mbm9d6EJKSZxQ5rnWWklIxkCJluXOBtrlVao0LAJPhATMyvEWtlYRVQBSWkAwHE6LnFyzmmDzKw0WKVjmiWFQ7b18zIZY5ZY+q5NSwaicRwFXF6WpLU2Wi85I6IyaK09Ho/yOQv7Qn4IAGST7kkOMjemdJo2vTPMrLXSWgFIHkiZ56K0AmBisV3J2sBCSXE9bxqkJhOT1t1VqxUmcD3XFcdtHuF3f3/4W//bJ4bEvGiLh3x0SgO9PYJ/rsY8YATMTFUxAjFzlQwdAE+KGa61Wx7uPv4f/tWH//6/xc16jaEWKg4RuHI1qPU/vgFlVWoyX/9Hzd3EzISADPWkyfvF3QiQUlkb9eThK02VGakYbTvbaGDFZllyLlmpU3y5QvTOOWu7rvXea21eDce2bRWiMbYNDSqUPQ4CKkDUyhkxrDrts4RBIHsi5/xppWqDMSfxcK0VoTLBeDx0m7X3vuSCiE5rYjLaAMK66xgYiHPO03Q0xoTgjeljjDnnGKecF81GMctadJmmqdac83qzsc5pxJySs6YJnoiM0s4aZ7WztuSYEWvJSoOEv4h5iXN2HAdJT7bW1FhzKdM0EcJ2d+GMljCbUopQ0Kc5itvzvTQFAK6vr0spXdcZqwEh53x9cyeNEaKS4mmNy7UGp2JMKcVa691wrJWpkqyWK1HfN9a6VEocR5eTMKyMsd47o9XauppLAeqePALgaZxUME3otHWDYwjN58l1fbAfvQ9/9+/bP/zO7jj5FBVWpVSNxQMAVwUaAOmE3aHiN3je2+vt9ScvBCBiRI2oAMBYWwtXReMyo9JinHh6rlGJiUUpMococGAMEhMgELOMYmJ7fHt3t8TYBS+9hKhOpK8VVYu1tiqMMTIX55xWiiXEjCsijsPAxFSqrJ8kMFlwFWvF4CAbI9FnZIxZr9diHSeBZmKzt9/vY4xCXpBFORGN42iMUYjTONZar69vaiVx4BQXpaZpAaAQpXwyo0LAWmuNS0xJFDQI5ENYYjKVj8fjcZyapiUwSrtlKQAF0KRMz1+8BgAZJ6zTpZTN1intgDVzRTQ5V6qYMxGRdcFoj2imedLWANOyJCJWyszzbIwlWohq36+DJ631brdbr1ey1n/9+rWs75m5XfXGGOvcFJdUS0opU021eNNora02YrC5LAsTxxIlYEaa7Zubm1qzNMnCVr0n+UtYXOPaVRe89ynGylRrUUo1oVUarGluboeYcZjKt7/7O88+fHb9+vXl5cXnP/v5i4uLruuM0qWU68P+eDwohX3bBN8Yo5iq9957Z4yV3wW1VqrWWrEV0aiY6Xg8oDYygQjqoLX2PpRSu7YXwEPMSGVXOE2TfK2nFNY3AYPDMPgQ5FAzxlhLx2EotYJ34lUjCNOyLE3TyELhRDPRmqkqpWNKypi264WrKb9IXpIcBzKkyFcjv1TmmnsHF8G0JPlQctq6puVUECHGWGvWVseUlVJ9t0opK2XmefHBIMKJu0clxmiNu7nd1wKImGuZp8U7vywJlapVVzLPX94StH/jf/jN25ub7333u9/45o9izKXW2/1L23TjsL/bzzPGXNLNzevQ2LbDqwcfe/TwfLXuL853Dx8+/NjDy5TS8TDeXt+8evlTox7N43Q8Hrquef3qugn2/enDGOPV1WVrozf8pS+8u+rbfvWJvus2m3XjO+f8iTMob1tsV+Sek4nuZENUynq9Fb/KP+5XIwRcACg5MjEoHMdRXH+dczElqSzDOC1LDCEIW1puWakCp8EmeKONdXYcRpERO+92u51wMkvNUlaaplmtVnzqOmrbtrw/5JxyTt6HpmkkMF0em+M0ie2pMTbFLPmbpdQQGqlBgt66xt/TU6Uanm50YO99igmYpZDJGuneFE5sVCQjPqW0Wq2E8iv4m6BqzhprTM6FiJiBiNq2F0dXIVUrg7LkkM9Z6Fgifay1Rliappmm6X5gluWZxDYgQq0nzrEcA9ooY3StlSvP85xSqQykapOhZgA0CZW2ihPBkqHJXV2unj07/Hd/c/sPv/dgisBo2DYEDJmA+C2a93M3cQAHoEqcNA2adVWOULPOSk9M+i//6q/8p7/Gn3u3ak9glQbNygIUJAtkAADMP5YUynqevv+3/5d+WdCoSqwASDFXrCfX91/Eq6C6acKjP//PLw+frFWTYzROe6WbXGKtG9+AQgHTpOwINCemBYf9vm1C8M45O88zUWmaZr3d7Pf7eZ6t1QpVJPLeMwAwawBnrThBLdNUUgTgvvX38ZjWuorkDDprHz3YKaNjTOgdAIYQYowxLoiKmZjh2cvX6/V6tWpjjEscVqsVqlopGmNWplFK9Z1nJqeo72Wbq4SSEGxg9sYqrTUwMLNGZYyJMTXWxBjXXTumZRgHqVfOuVJT09paKwCiqikvzjdiv26MyjmVku+PHkTQ+hRDfNoe1ioaP1nx7o9zaELTtHf7fc6noAilFKJaMBcia/U8z2JwKvk68zzfHqftZutcyAUIaJqSdXaaJ6m6DKeMdW0xztPdy9urzVWt8OL28JPn7z95+uDyrJ9vr1fBn33zx/St9/w3v/tofwtlRKUAQBMqRgDLEAGwADKo+yqKAIpBvU05f3v9vxVWRBUpgdaMaphnjS4hWwZrfNiYlJK1TmsTY2TKAFBKBQBWPIzRGL1er4dxv1qt7qeFUgqnBKhSqfdtLjAgotNmnmcGQEQkDDbUWkvMXdfqzaZ0nQhYmIEYYkpKqbbvmBm1AoDxMHWqSSUro3PKxhjBcKSjk2WWgELERRxZTtMsoqihRJlCzE3XSV/OSErbSpBLLaVM840xRllTaxWo7T55POb0+uYaEa3RzUG0xDTHZRjm1TpvN2da47IsKeaY4jhN3rlSa3nT5Yem6dr25jDkHw3ykoSE1XXdZrNpSIUQUqS722maF611raUJrtbivAWIbeu3281ut+0b77yfp+mjn344TVMquW1b59y0zLKUH8ZpevV6nmfv3Xq9dj6Epi0lz+Nk35irS6damUTQJO/Ue980a7FjGcdRNl+CjgjGFeOUU66QjXGNC6FpEfU8z9aal6+Pf/APvvX81f773/9eLelrX/3Kl770ZWMwl2Wa93HZT+Pw8vpuGI5917UhTK2/OD8/3+2IEIGXaQJEBpSBTzpz+VMBEtWUYiEWny2pxswsQipxXJc5SmK9RHYk0XOCVdxH76RcYowCZggCjFoBojNabJllm/mGBnJSb61Wbdevas7PX1xTLVdX54jKezuOUwieiLQxMtSJGawQNaXPl6xUuTlljJTpRl5n27aucTWXEPzhMNSS+1VXao4xOt8ww+3tvhZab3Y5c46RmY3RXVgPw6CUZq2U45STcqr3q1Ko5hJ8A8opHQ6Hpe83v/X3fm+cjsicr29STEwEAFqb1Xr1iScPHj/Yfvozn+y7JjTeWeOddVaXmmpO8zKW3L188ZIrP3368Dvf/l7JZzENy3y0hr1TF2fbrmm32/XF+faddz6GWJXinBfi1PgwzxPwQiVxjQrBWGvlW5HVaUpJfHiFHKzfGAOcnZ1JaKN8nfdMXHGezblqbSV5XGlNBCJ7PR6PMkDvdrv7sG8xUJHqIFvbZVlKpXtq6DQv8j9LuLn8E/FOlZ5G5h/ZQM9z3O8PcclKqZvr/bxMztnVarXfHykXsZmSMEThR63XawmQISySwiHNhNx8xNUYba3NsVCRRsFKXRBI8N7UdbVaBW8RqrMWAO5uDyKotcaHEJiJEZqua7oOEamCjGTMvFqvlVKAJDe0NGr3Cj2Z/Ziw1tqvNnKPyswsC/IYo1ZozEnfDG/iVozR91U1eLdgrgyWUSnDoc0KppoURMvpM3vSP/nR+//tX3/6o59exqSVS+AsoAUiKOnt6fvzN28AAFsGBVyBK6hWO1spm+a9rfoL/96/3f76XwNnCTyiQwXioGIrOGYwXIDNn4IWorm5+fHXv/5FhIUZWUl4LiEgK/xFVeclwOF8M69WlQwti3WoNCrWHkhbjahKLsaeigYAFGOVUqrtEHGaJlQgG/H1ei0HoTGm73sxes457853Um2kf5JlU601BB+Cl7WO/M3J9onAB2+M2Ww2+/1ePF2kwfLO1pKl8WLmd9/9uKxUrdXTNE3TgIjOGUEOuRJUbpum80FOXyEU5JxLSmK/npg1ICKitUtOx+PxYndeS64lo1FnZ1vp7UQCMM9z0wSJM4opVypdt3n24bXGXra22uD57vxWxNtvFIyyz04pCUleMkJD8qXm8XgQTcHubLfMMcYoh1TjLGkMbZtTkR5xGIbj8bjd7nzTKKWYyuvrG2aOd3dt24YQBB1lAGJgBdkCuHA3wZD41aS63WM8Lur5D97d315/97v0zW+Zcd4UCKX2qh0pJ8SKrJgM1IIaACrch4yQSGbxZxl4b6+31x+H8xQgsbDOlDLW1cwxZa1sLrlpdNN0QoT744GKp0cSgFEVAuNCKpRSOrUoxjXWE5FxxvtQeQKlEUBrXZZMjOLNOI1zpeK9c84LOXCz2dRaY0xKaThB8cBQpWhIljRzlWczRbpvzKZp2u/39ww9Zi41yeJG5sDb21vpo16/fi0pwYJWAQAiiQjwfod+cXFRgcVq7r41v7e/FxysFrDWOgdN0z944BGV7Nw/+OCDaZgB1Wq1ll6/67phGFDpEELb9W3bjgcvnDXpNhFR8tmV1lSKsQGGVEoGoOF4nKbjl7/ySw8fPmzbRmtFXI/74dmzj+7u7qjSer3R1jjnmGEcJzH6l2/TOkcMd/uD+IIICtQ3jVaKmff7/fsfvL87Py+lIGpZaWmtRV0pw5LApIJKHY9HIlK6Wuf7fuV9E2MlgsPhcLvfEzERKTTjYVi13bvv/tIn331ns+2d0bkszqDWaG2/Pb/IS6y1bLbr3dnOWU1EJcVT5nsuwpPkWr13wsVNKfVtJ6JKY1DrE/dSzoJhGGolJkbUUkXlPwnbTlxPZMMoPhSI2HW9rOYEYipExtlSq7zfpmkESZK50Vor1NAY5+NxyDlbY6ZxtM5++lOfHIchOKO1kvPoPpxMdIzCH5TeWHRMci+JpYiETF5cXAjO3LVtybVt25vrV13fhBCI4e5uKkVSfDimdDhM2ri7/d3F5U5SN3KqZ2e7w7y3aJVRiHi8O3DhgirNM5WsmQ63r+e4ZyKtuAvu0cPdr/zKP3Ox223XmydPnhCRD/jq5YtpPMZ4XBa8ndJ2vbu7u2saHxr/zW9811kbgv+HX/8GU/nwpz/Sit/5+OOPv/Oxp0+fdL7tQstA8zyl5Sj0rZpS17WU2Woviw+EzMBmWVLTnAwwJbegVpbDteu6punGcby7u9tut+v1ScwgR6xM8N43AAhcV/0aFY7TPI7jG+COQwj3ERkyNN5jU/dT5c8MV958GSeVakrWurbtiCj4gAqXZWmbjohSTkzsfTDW1UrM0K2Cd6HU0q/XAGyMUTorj867nHLT9bIqQMRhnlOtTWgkqL6UEmPJORNBSlHEzcyTNRYZ7qWoYrApD60EcYgIUAYzec2CcwrgWUoVEFJUc8uySF6N9GTSt917/ggdSz4oeTak5MkvuvdEllQW4TqH0NRa9/s7751szrTWSmlrDCC2hAtmMODJaOUPiNqQLfCoU9u744O/8/d/8hu/+fkfvdwAk4VEJZDRoGbAojQy6LcNyc8XloeQkImEHaxdVbVCUs3zs+7L/9l/0P6Vf3Vq+hY9E2cNitlL3J0CYlSgFf8pCjuVy/V33gtUEEgRKFYaoDIRKsW/uHqjbLT58qd/Oi+vfvpSAStX2SiVkJeSNaAz43GQVkPOG1ldyWbxeDyijH8I3nlBy6SyyUnpbdBGK6WMNgBgnR2nuZaqjWbiJSbHliTiG1VlqqnUStpY6+w4TU3TyEpO6q1sWEXQX0pJpaSUANEac747lxVjjBGVstYig8JTlqmc6MRs3gjia60VWSp5G5pS6rIsITRGm925r7XOOWqlQgii8OjatmtbcUCmWtvg2q4HgPPzHQBYY9oQlmWmms/ONrVWddqjLX3fhCCr5ZXWRikkorZd5ZwAVlobGXKbxpcSa8lN39eSlzkJFOCc6/verFabvtdaI5ccy+uXLxBgs90iFQPUehu8najklAiAECtwWHeHmzlX+sTl9rzE5ocv+m9/r/3O9969vu34oBkNgQObqCgwyAhYGAm4AruTNxEAAAGcnisG5FMY3tvr7fUn6jYhECArNaWYq8m5LhyVqnf7Iac5hCDTl7VWWS3gz6kTYC6xDsN4gsiIRPQlAWLLshiN6/V6GIb1enM8HBERAO95Wznmtm1jSgqh6xul9BIXsdaiSvM8E/NutwM8tXny8wFOgXi1xLYN1mrvvVK83a5SSkQMwERMlYIPOWcmtsauV2sAEDGK3AAAIABJREFUyDl15+dd10tLI12QUphLkW1O27bee0EXrLWUi8BcYrfojZVkZlTK+yBT4jAc08210vqwDzmXm5sbZjLOG6VqjsuyABXvXLZaAc3jMS2TsyYEr7Ty3smS/XDY39zeOOuUUssca6kpLV/84ue/9tWvfP+971xcnAPwcNyPx2G/3zOBtfZ8t3Mu1FqXlFIqKedcCZSOMUoMjFjTi7JJxu/VahWce/HRR0R0c3MjTAfxDpWuL8aIyCEEQSPGcTwcDie6AXMIwTgdfINK394dGfDVq5uPnj1HxP3h8PLVK++a7br56p/7/LvvvsuUmarSHHwzT4NW5uryQptGKZSQupziYR5ryc5apZR3FhCXGGutXGvTBNHFvUEgXNMEbc1qtZJvap5nwRvmeWECax3oU7KisHPned7v9xLjLDensFpQFel49RtdYmXiUgBA8lcF9BMYUwA9pZRzXqJQK/E4L/H5i5vbgzMYc+pMc0+vE46e8Ds2m43McvJD7t1oRZ0uegShEOecqxNrUBRXSAYRqdnjsJRc15tNjNQ0TSo1hHAchqb6ZYka7bKkkvI0Tce7fckZAJdpunlVjFLG6DY0F1fdg0cf/9jHHl/uzh4/etD3bev9NI2Hu7v3vvMPtmdnm/V2Ot4SFa51058ZsNt+Mx1GxVDmZBGd1hfb7XbVP7jc9X1ArE+fPlqtutCYvKSYYoyp5HrcHxHx8uLS+ZYr1srWBoC4Wq1ijMBsYoyHw+GPs6hlDJONCzMDK6PdOMzXr29lxwCgcqrzPMjNKqLJnI8pJ+e9UnqaZpkDD4eDc1ae2/uv8FRoTrbXloj6vr+7uxOcUGqKPCFAPI0zIs7TIl9SSpmZnfXMvMSotVIKhGL74auPQght17Rv4mVijPMSnXPzOBpjNIBWylh39WBVa7XGAUBcFqO9d+2JQWqVTE21FAUoLAjngqwlmFEpbYwNAWOMWlvmMs8LIjoXrPVKGVne5ELKWlZqigkA0FhCWN74HWutgXgcRxkdU0on+1Ct5Zkf5kVSfWVPJnj0vXlRcMZb88ZcYWEmMUGSbFNjzHGqC2blVSDNpEalxjpd0PLU+rvf+u0f/9d//aqaVc0AeF1z6zqouYKqCFkZQ6z57Zz383QpAkbMCBqVI8Wgb5x9drn65f/4r13+u3/5xvIK7B0tKxt4GlQTQCnMCAonpTsARX+KB4si/fpb7wVk5mrQIoABJoaCgPCLm9ycvDn75S/Fd97x0FbMxS4FACObhZPiYmGzWr9xsapS9+TxZ+a+77U9rSGXmKTSvnF5zjnnpjk5K9yvyaUWyRJdVmay9ZSirbWVMVIQvKbxq9XqcDjc3t7Krk26Cjl6hZAj4jfxPVuv18YYJF7mxWjdhuZ4OEpvJy+YieW8VErb4HLOPjSZCLV6+ORjOSYhX1hr4zTKa76nysgbkRXV5fnFMI/WWiay1srRw7x11paUtdaV4R7KizFu1uv7XRsAtF2bc7LWllz6fnVzc2OM0QpyztvtWa3VOeO9n+d5GIZSynrbr9cb4X0Q2dSG9XotBu7SASAViyeWulGuRSRX+r5eMD44Xi9/8I/2/8dvn726eZhzKPHWqiZjAzVDJNvEQpbREjCohKxZwFJCJABGBgXMgAxIqJBZvQX03l5/As3DAmy0afrOubAkvVp3OQIkWvXrlCwzz7Mg1VXa7svLS6EmOe8pJon5luohjQQixpiMsURlfzgqpfaHY87lfsN+Ct3ug/V2mkbnzLgsgp4RUQgtAEzjuEzzsiz9qpW2WLCRZZlOPTqhc840zTxNIQQiki2V9DY5BDH4vZ8WZOskI5z3rhIJ+CMlomkbYHyj1zpxlwQbkMCqYRhk2un73ofQrXqlFFTq+1ZgpRSn4P123e73+6vzDSLe3t6erVvnTAjOqlaYkNcvb9/91KelOslLHcdRaez7LsaYcp7mg9X68aOLy4vN+cVm+2ozHQ/H46C1yTlb41ar1T1DIaWUSi2lFAJjjPehxDRPcRxmqX7Bt0K5lEJ9/fKj2+tXsu4/Ozt7AwzkGKN8MpvNSoq8LKqEPSefg1JKm0DEackffvTqww8/fO+P/mh7dnb14OrRk0ePnjxa993jR4+g0rJM1pjjNALQqu/bpmXmkimXmYgQGYjneT7brNGa1WpVS0Y47fUAgJjFQ0WQSa7Utg0ACzNCXptgtkopBFRaO+cqVHnLUqtlmpAOX+5Y+dCub+5QYQhB/GlqrYzQNM102AshRSqzmNaoN9I7a62E3ROxtfb5i+cvXr742le/PBzuJHBCdGfDMMiALQx/eT3DMEgg5IklzSx2L/BGAFliYWKt9eFwWK9WS5yIaoxxWeI0TQzAgDknVPb65sZaO85Hrc9CCEb7u7u729tXy7JoDVRKG5zX+LWvff7jT588fHD1iXffOT/fIXIpeZrH43H/4oMPLi4unj17tjs7U0qPx+nuZnzw8Kxv3e3tzd3tK0Rze/fR1YPuC7/0Ket0sNa5UEo5P9vmnFGxMyamGXNtutY4lUtx1h0PR+/serXRqAC471fLOFGtpOSL1YBounZVSjnsB2PMqt+cOEKA3lmtbMkkj/FJPqvUPWAl2kr5/uCUi+JSynKiy9dzeXmptRLbFUQUgelJvSYmK6hEkyq7Z7nLpWPIOStr8cQMOq3A5fkU87pxmpz3RDwOExEoZVIqRNM0TX3fNU24u9vL6utwOGqtJebOWns8DrXWmjiKxKU/hdYDcC0AXGvhWrI1+p4QJSkccg+JPavQjWRNfu9rLHdSzhlRKUAmBFaAsm8D4SsLqJ1zrpXFUUcsX8XLTnY5q+2ZCFuFayopF+LEcHZ2hkDDcY+IoT0ZHIm+OuecSi5UC7qJq8k1p4wJSKmdw0eH9Oy3frP+1u88qQuBOmoMpNfYlkqjrbaAZaOKJSB4G6jwc3VZQGbIgEjgACfU9IWPf+U/+bWzf+VfrKHdZVNVXauAtbTBMWXShqwyrNsKxQArcH8KK7ROP3xfU0VgzUI2AulZf5ERCt/3qy999ofGBvIU7IETKFBg18YkAxPkRp+2m/c5wvI4C8kwldq2rWB3Mu8J3UBoDqchBFFaBKm99/yTnEvOBQDa1q7XZ8aY43FQSon7lHVWWwTEtl+hPg2QS8re+5gLolqttuM4Hg6jbN9SSjc3e+nJ4GTVUOVFSjS5vJ6+74dhICL0RtzTl3kBwCaEWsk7n1MGgMZq4SPIxl1KtxCliKhymePYNI1o7pk5LjPXE2wYQnBNQ0TTXIUqVlMhtrVW6wwAABFUYqxGKaB6tlmXXMLllaxpEVFr8D70jV+1TSkFAJ1W7aovtQDA48udTM7LshBReaMXAuZaa2t7zqzVctZj/eYf3v7Pf8d+4ztfnEqotCi+87hJqwp5UEljqWXUoCvqCgpZIWsNWpQqwPQG0EM4gYRibPV2zHt7/ewSdiJqDYhTXHJFq721jtJSSomlOOcyVUIAUmUad7tdjPEwHq01BFAyLXN0jmslACi5pphDCF3XxxhBqVqJmG9vb8QS3DkPqOd5pph3uzaXCojG2VISM/smdF1XKw/D0LTtdr25b726rpMWTuhF3nsFSFSOx71w6oTiNE2TPFbWemut9I0CyDx//ny1WomHAiBUqkrpe2cXomqNy7mc1CuUxaIvpeSDbbuTt+RJQYNiLgZMBMylGGvROy+LeIVPpdien62b0JzEirwmphTTqy44p/u+kXGl1tK23lp7fr4V+yuNsOrb3e4sBDcMh5vXr0rORLDqN37jtTYEZZqmWioA9P1aW1MLT3HJuaSUQaFWWiNopdu2bdqGiA7HY6mFiXPOq9VKiioRHQ4HY4xzQSbhYRhubm5ERiRMBBlH5chg5uNQbu/uvv2d77x48aKU8pnPfvbzX/j8NI/Edb1da67LdIuAQiI4320kGIyINOqmbcZlIMLD/sBEbddKE87MVOu9LUUppfHeOdv3/SnPIKZaKwDHZQaAlCIqXK82KeVao9Y6pZJSSjXJIkCI+lL85eATf2lx0vLeCR9YXFJubm7W203TttC2926uUpAPh4MM4YfD4dGjR9bazWajtNqd77q+e/78xc3Nkzb4V9fXMm4ws7ib3htKd10nDlvS88vUJxtA4b6N4yiZcMuyOOettUTFOVupyoCT0j7nMs/z9uwsxtI0jQveBTMMA9ExJwaGy93VwwdX202/2XTvfPzxqnWPHl56p+ZpKHl+/eyDkmiYxlevXzVN07SNMw1lpKKRPaJ+/fzVqm2twrYNn/70Jy4uzvf72+22e/yxc6KlzmCMtrqZp5FK7bu+Zro6e3DY7/MMwxTnNG82G2QFgCnHaRqcs8FpH/Q4zbkobWBZMgKY/c3zk3A2o2LjjYkxyk2WUhqGfUJXa+2CEZwtpYWZUqKu64w1wzQ551LKm812mmYmZAbFypsGUWtU4zD41gWtAMBhSDWtm5MWZVxG650Gp4GtVdbaeZ6DVYi4apmIVlsQFqVshrpVJxSCtjXMrExQyoNkepYSY7xfAABwKaVUNtYcjiMqY51POTPAvCwieAUDJVZEPIxjqlVGVufcdDi2bRuXqIS3bRQak5ZR7uBEPCwxpbQ7b0MbIFfluNaqlWIotZQ5ztM0WesAsBTq+r4JzTRNd9NBFmNEVKiuSHvvp8NeUP40jaWUzWZTllkpdcizUurq6iLG2DiPiNa5XAuqdl6mM2WddvvODcZ0Ff2YfOUCVHTgoo3SoZka3RJp9H4sU5ePn73Zq7/xP/n/83eueMlikQgMUIDBAJpq3nQlWb89fv//d0UVFLGGqiEjECrIVBRaYLToRr0YKJuiAFb/Vwgf/guf+9X/4j9vvviZTFQUJ1ObE1pnZTBDAIUACEqJOQQzAb4hETGAEofAU8IzECzh6z/Z5jbhnYFi2CSwBYzmShgV/9k07IkaFXNPnAEqgAZNoIoxVKNVPKny/ruf+ZpZzePtHU36gEdcuNeeI5GN1RJwpElrTZXKuMjuVimFSlkLTFSRiUEbO06T0FoyZ9Et51yYqvVOqhlq1UjCHrNll3P2TWuNF3BPFmpN24kvlPRVBot4llxs1/ecGTmJSym10G6ziuFEy7ncbWW6kxWedX5Ji9bbWus4jtqoZal9v6k19yufUqKqJCKiMW4YBiRK8wS1dF1Xa53ncZoGMeiT0VGCv0rJAOCdUwhxiTfjDRPI7BpjFkeEzWbDapShV1BKUWuITMV7/+r1y7YL5+eXImaWtTpL1BERIprO+ND50OUlUapCU9MGxzitd5uwVFLW2K6zTRsU2HrEKWrmpFpomxwfY7p6/fKP/qv/cvrdrz/JukmIoBgg1AJUiEcE0AQARv/MtUieEy4Q/zhSA2/I75pZQ3lbxN5e/4+rr3itzMvgytnVcCjsoZhpSYeaC1ZXU4qlbDabGOOr6+fO2Zqycw6oKjDTNJRKgDwvg7DUtAHrlLFoDF5f7zWD9x6RVS2QU11mY4232qE/HA7D/pV0xlhL58OLFy+MMaum7bv28mz77NmzShkAYqpxXnJMu92upJxz9tpTrLZvu77f7/dC2hLYX2tjnDfGMFql9cubO+FnXl5eZlYfPHspfX/wfh6n9XqdK6ZYXrx4obReYqQKgvutNk70h13Xaa0piuFkds59+NMPmSsib7dbUTgzEDO7GntN2mrUah6jVLxxXlBpADDG2cYrX8+NT5mWyCWTdz6VkUre9r1VaJqw2a590xDTMg9YlVW6EDSb86bpkDhzppIyp8KFFHVN0FovyyxTzVhT6DSAa9suhAZRO+fGYTpMx/3d681mtbvYoVqnXMBiUpQB+vUZMzjjSsrH43Q8jhqr33okdi4orY1xlVAb9+FHz3/wgx/96MfvPXz48MnTJ1/5ypf6vleKudKm9cfDYXh5jQzeuRCctVYxIJHS2HjDXKdpWuakFRoFF2drURgF5yU4XuBQY63VyttTuIKYYAnktd/vmVkpCCEASBBFrrWyQmW1Vai0SrHmSp02QJBzTSlpjXLrTschV8qFAGi9XssMlnNufIAetFY1TrJKOB6PNzc3Er0mmJ6MCc+ev+z7XlypAcAZt0z5hz/88Re/+IWwWgHXaZmCc957qkWhLTk5Z43TzHW96YUGYowO3sntao0BhH51PgxDmpMgpZZ1zKdlK9USvD7bqH/ulz97d3vbdPont695PowTtZ2/Wrnz3e7zn/nsJ9/9xGpjQ2jiknKmeY5E9OMfvl9rIi7X168//enPzXFJtTZ99+6773zw/o9/7/f/3nrV3d6OIYSnTz/2l/7iF6T/d9qIs0m63Bqt85TjDNoYhZqZV11fQyUiUGWOB2Xp7ngdmj6obhhi025T1QXqcRkvVj009uZ4l2viYsdxDiEQs9ldPDxZTQIIOt8zK6WGcUwx54rAGVEF2yzLLKyAXGqthDpbyzEvh+EWFcJIRLSkGRGV0rf70TrXtW3FyNrOy5jSgpYIC2vSiFqDI72ko6rFBVtrZkU2cIwTFWJgo81xD6iyPenlbK5gVIuIWrXMrDXUWmqtSkEpKaWFTj42iMhEZbc7A4DgnfeemEC2CFQlCJIBgreAWHLWxiCiVso6o3VXSjEajNYIVEupNVItRmumUnJ1RgPrknDMiZiZmAmYqw8BQQOVttk2oRnHCVSFquKclzl7Gxqrx2lKuYQQZirLHJ33y5Lunr2oRN77CCd5pHE8TVPNKS7LaK3WWmldBc4OPhIbNDmnxKSsm2LSUFFrRIto8lJqjD6PwXkKU7/MFz/66c1v/nb4w2+ttFpI6bd5CT93tEzOGliCEwhUJWpcV0oh4AWiZ1UrXpvmpw4f/pt/6S/8R78Gn/o4s9KMmhAQ/z86p/4Jpwj8WQOLw3G4ve1K1qiB6xvPwJ/98WfzYlBvnA8YQeIBmKoBVamwQbM7+/b777/fBubgwSZXU2QVs6sGfWsbH8djSomJmLhtW2u17BqXea65ZKVkbSlHi4Ql/Ay1SycLK1k9PnjwYJ5nETCUUtarTc51nue2bU8O3W8W6id4CioApJSYqWkarQ0RAczMjKi891TyklPQDRozpVRrYYacMzOplPuun+YZgIy13vsQ2lKKtcFY1sZpdLVWbYxWarVal1LOznbGWkRMMZrNlipJu8C4ACrjtA8dpMjE2hjjfbfeMvOyzDkXa12z0gAwT7MY8cmwKnYsF12nxKUtRmPtbneOCoT4oJRiAiLOqYiKKaU03R2qydHO0zwH5zUqACq1zGmqeXlwfrl/9cIaf/C2OJ1LTreHC+shp6Hmdimvv/fD73/j97c//P7Dgk2qGgwBMCAhAuJb0fLb658omkegzWixuTjbnG0T+HVn85SnMgfbtH1jrV2vV0TU963wiULwXd9orSU9fLVaxSUejoe2aUstFBpUGLx/8vhxfZMivdvtUkrLsqxWq81mk3O+urpa0ixWh2IBcH5+Lkb2KaXNZiNeADIs7bZn4qRyojLFeDgcVkYJj3qaJvmZAjqJS8qSsmy0h2EQJtS9nYbkN3RNO47jME/DcVqWRWsDCp2zWpuU0t3NvNlumxCsdsfj8XA8ShCE934Yp8P+qLS5uZ6N1uM4ArJw9qzd11qc853TuVbrXNu0x+Mx5UwMoWn6rjseh5ub2xijNabrm2Dter3y3jtnRB/0/OXLmOLxcPfFz38uzHOMMdMhpVJiYi5ea9DIAKXU29tXzlpjLRNqrb1vlVJao9bmsB9yLt4HpVTfrderdb/qAGCep5rmWqoBxaVwzUppplwpNY11Zm29W/W9C17gqXmeX7y6+cY3/nAY56ZpP/e5z67X6yY0McV8F7XMYUy1lvW6t8bCm+BE51zThHmeJGwshMYYXZiWaQ7Be+dTSqnkJUaqVZBDBgREAULlEBFTKwAQnyqtFRHHeBA1mPAnSzmJEbquk/uhpLxarQTWE6qtcw5r1YaFRnHvNSiNLoDYWxTxQbw3whBqqFwy8smWk6lSzfOy/OCPfmSt+eKXfmkaj/M0Weed9VRJLCOFAgNvLFiISEZEsZARBbhw8YRBczweBWgVMmop5fb2tmmaf/1X/+WLB+/8j3/rN1ad/dKX/vyDRw+vri7aLlBKTADEN9cvD8chuEYYTvM8D8Oxafz5xe7p08cvnr94/vzF2XYTnHv24U/e/fjjT777uGvCg6ury6uLnPO2d3JMx2mOMQoCKRquWquxlpkPh8M9d/I+PSKEoBUULloRcDEG5zmnGOdpbpvgtDOoi1JCFEJEs9ld3Ntp3rOlD4fDg82Z8A+BFSpgpsPhIPkBWmvJ0DgejxWzD+12eyYZuNuz9fX1NTOvQyfLXUA/TIfrm+t+1cY8lVIsaa01KwZdfUBtKmqIy1iXaq3NJcqWmpktr0IIYd0G29Q3gNuyLHmuWmvKTFwRYJnnYRiEd2uMubu7s9ZeXV29fnUrpMpaa0lJKRwOh1N0Rq2MUIpIAatF03Wt3HzO2lqyVohcqEStEQCMVc7ZUkpMk7XWaGOUZ+Zccq45hJBL5sTAwBm8d1B1nEkpTVorVH2zFhxPdsBa66kkoTLHGLdXD7XWy7IwwGq9tdaWeW+1U6gb394rakopZGCz2oJRtVQ+zLhku7YD5qVGq4xHUIqTY44h1Frn2R8OH7vdx//+Nx5+7/1LDRk4KtW+PWB//miZCQARUIECUAxmTEUrxVgyRU/9HZj3r9Z/7td/7fG/82/A5VUl0KwQASr/6WMeMgCK47sCQPzZbAMMzIAvXs+3t8gMCpkVSSzYG5v4P6sX/uzT4Z9NtJQRADQWrfHxw8HYpA2T7lyrG0SeVVVYuZSqSpHRS1srJB85cuZ5Puz3RmmU7NeUQgiN91ZrRHRveJvBd1q5rl2LnjkuBcHkRMwiyoclTrmkSvZuP4srd9M0Z2dn4sGQYpHT0VprTJCtrRRVIc9rrYmQCIXWIot5OaFjPo5LFOcDEWMLo1Ioo0oppTIAQElyTGptK9FwHE9GnbneB+dobeS4vhlGKbxUqbHOWKeVYVZal1qrtS7GrI0T/CHnbJXanZ8DgLDcBWYkonk2iChZeeJEZa2bptlat9mc5Zy3po1UtTXWGFSQc3bWeDZt52qtFtEGvdSxCet5ijXrR+dP2/1hcxjOxsP+f/0t/YP3PzbvL0v2tQBgBSB5PPhtxszb65/wlYEKwmHtw9Vaab1q2r5xKujUZ1PskhelVIqLMabvusePHrwJt4yotHfeA2pU69WqbRp53O5ZczFGCCdW3n3kpmhxvbc5537diZJWesfz83PhDYp3kSAMJ36TOf1z2SWVnPu2S1xlovDed113d3cn+NuJrbdMTeO11m0blFLTNOZsVqsVEY3j0VlbUi2lIAAgiwYMUTGwsdqCrjkD4XCcPvrwuff+6upKrDjnKQbXwNpYG4ZhyAQhrGQIef36dckFALq21cHkZUHtbg/Dzc2tvM3jMN7e3jHz4XALAE+efPLjTx43TQNIXdvO0/j8+fNpmoh5s1lt1lt5VfM8z/tj03SrtnPO1FxirNM0dV1ntEPUWlnnGudcp9SyLNM0TDXd3t465xHtatVqjSmlly9ec6laK6OMAVQEwFxSBADX95e77TSPSjUurJq2TSnFVL7znW9/89vfWub88OHjf/qXvzbPMdcYl8mdgglRSF61JmATQhBts+jQjFGio9Nah8Zb60IIt4d9zEUZa70CUM75aZoqAyjdtp4VgsJpmvbDURrpE/dEa2AuTFyYiGKMwzzFJYmyERGtd6lkzSBMumWaV6vV2dlZrVmoKP1qVSrFnGVNKfzJezKnrCnloxavaRm07JuLiAjYWmudLrkQg7PuUIq15tlHL87Odl3rEVVMmSu3bZtiRARrzZKi5HzIL1XiMwIgc502el4W8ba590SUDakMmWInY7T6l/7iPzsO+9c3x9V6nUuhOj374IOaC+WKqMZpH0IYDrO1wVobLO7TXFT9yQ9eNV/43CffefzlL3xqnufHDx88ffo0xXmzWQ3Hw/Nnz+Jw6Pp2WZYQggYUZda9X64kBzrvU0p934udjOgV5TNBxLiMtWYXmrubV8b7JvjDHof98OD80ng3HI/e2/4N5G7+97/727I6FZ+P+5z08/NzEVQw83q9kl2OD+4wTEQkYdwAyoXeGFNJKeW7rkVUV1chxliJlHEE5fLBxTAMxjUPH1wBADGL1y0zEZG1IEBqt9oAQC2VmLTW8tCuwiksUgbOUoqxCo2ppWqNa9cTwTiOrPh818hGIcbYhM4Yc3N9dzweHz9+LGuklNKyzG9mVGWtrZSd1TnnkmuKs1YwzzMRbTYb7wwyI0hunmfgWjNDdd4wuFPyL4IwjBExpcjMKUVrrVKYS77b7xkVE756dbPq+65tpzRLSVUIyziYJlCJ4zyIqLfWuuqC/GRmbvqd945KFWnssixGa++NzXkas+49MzhtlGMGttZYZ7AyxFItm8Y3eu26vB7TOz94fvs3//ajj15f0GKJSUnU+9vr523k4EKIGYxmtqAUqplzsQYJV6p9hebmU+/+U7/+V6/+yr+2OGeV1qyAoCKDAQDWf5qGjoHg/2bvzX41XbP7oLWe+Z2+Ye9dtU9Vnbn7tO2cNm3SuG1zESdBgAJCEBQRESGkgBhExA1CIleIGy6SP4ArbriJlCCBuAnQiR3sENvY2HK723F3n6HP6e5zTk17f9M7PPPiYn2120gotkSjuJt6LkpVpV3frv0Oz7PW+k0okF7YAgooQOeOr9b9e9+xqUgQiap44SH4f0P9fkzbPISzoOqM5omiAHWFJHAWtTy4vzhziMEK43NSWRFRzVWCiD4UKkqi1hoIMrGHMPC5oqVCgDlGrfWjhw+5kQMCaw1nbGqtAFQp9cV8UfLR2PfDGe7TcmsUb/en06lt2+12y/QhrvOMa2OMJLBt24qQqWaqyhpWhoScNSdHEcUY53kV91oKAAAgAElEQVTWzmmtU84AoI27vd13XUeEAECEp9O0LL5xrJDJUp2tklmVfRcGddYfEnCwEjNFudpgyuhpnIxRq6H3/vaF3wyyXxdfmbZtjcRaq1TSGmudDdGzIcGLBELlfTDGAAoQQmqDsupcp2nG253WWjmz2z3XZExrUEANRCissc7YlFLVSvWDjcahNUZRzdtwbJ9/En7pV5dvfPPeODYlWIqCQgaqqAtBBURACVUQvpQsv1w/xFWRipD7bTtOh2e3brMRIumlhikFk400otZyOp2E4BAwz3UCx5fVkrQxteZpWlKKQkjvvXNnz8a+H3JK7LbCrxUAnE4nfmHbtp3niWtrnj7zC3iXWgYAd1qphJH3nK7rQggCsNm6IgAAODGYK0N4kTwcY9S24aLl8vIy5/zgwQPeLjhCPSweFDnXHg7Hy+22UiVAKRTvFYhCOSaOnXWGpxPPsNyyLMOwurp3GVPoBmm0jSmlGKUkISvVWiqN02EJEhHnxccY52XRSrHMGAAuLy/ffv3hsBr6vtdK11qe39x+/PHHyzIDUNe262FwxgpBTG7w3mvb3Ol+RSWe3HEnzHIv5o6WUg6HQy6kte76dds0tRCb5UAtWikCQMD1sELC4H3ftKvt5uyhqsT2Yqu1vtmHb/7u1w/Hw2ePPwshfOELP3mxvVDqbCsiZPXeay2tNSWlUrNAssZ0XauEFEKQtVLKZZkRNRtAAEDwcb87WGt1Y/he89VAJdu+Q8DMxqlLTLmEEEquUkqqQBWkUlyHx5KEwBBjSLlxrXNtKQUQcy5EKITi50op1XUdK/H6vl2v1+yUA7UgEiKlFMZxBIDVamWMAxD8z1ernnMR+MG7i9xg0r5Qkp9MqrXkbNvm3tVV0zYA9OzZ8+7N17t+oFqlVN77kvN6vUKEUgoIZFhIa40Ad+loLOerL8BP/o5sIs1/5AvuvUeoYRmvL3sJ5TQe+6GXSlyuX0nBO9MoqaZluri4ijHFcHY5uli3Mfmf+IlfeO21V7VGKlkAxhDjvBv6IYwHKOn1V18J3pdl7jcbbimXZXn+/PldzgcfoPM886S16zpO5GbMs9aaUgIE4wwigQAlVdv2b7/dl5xyyn5OPJqZpol/KPXNb32LE/A4R2i323Eo3Mff/S5b7gBWFq3x1blLlD9bhFfUWpdM1lrn3LIsxlgeCyGia5q275ZlefbsGSOSzrnNZtP3PYvukCJ3tJwGfnFxIaVsWyuEUUppi8YY/l9VyN3QIKJrDPflQhghzbBen7NcXsyq1/Pctu3pdNpsLq+vr7VWKcWcM9FGSklUGRLlRpnVHQzmroaNUup0OjnrtJJGK/Y7QsQQlpyzQLUazmrgVMsSSynRWSeEBIBlWfwyO+eurq6Uk6fjSSll3UoIrBi6jg1tWSdTsSyI6OcjGGjcmpDG8cieyNM0DZtXvPcCoJRitamlTPMslUw5W+fiEkpNfvZQotUdAqxcCzlP8yg7VXPBMm8M3nt2O/6t/+mdm52qvpocM2lSkF9SNn/0lgRRAYqkQgSlKKIOTKzCa/fBvLc//8/+mb/5X8GXv3Aw5FQrM0IGUFAVVgCqWf4T08/hBZjHbR43bvyUKAIs9eZ3v9FUAChIkuG9ilWAEPTj7NUjiAQDeHhuapn4jaBnAHnvnnzwilfKSjXY1lZJULHSsiwGpNQm5chhnlppnlPG6FlgpqSMPiCg0WYcR86Ycs4h4OGwZ9RLKsPhMtzesDrfWjvP03q9BsBlmbhKcM6woByAvSv3RKVfXfBon31NmDDDnJlpmjia5Xg8cLZV33fsmcxEF4bUGMQDEEqpw+GAIPmLpZQhLmeZjXN3I1KeRDrncinG6BBCzolLt2WZlVLG6NPpuN2s79Ji2HMLEZi5qpRYrfrxuGe7Lxwg5ZhSOh6PXIkaY6QyPiRXzjk0KZcYY071NE7TvAzDEA2M0wmn2hrbtk4IeZqmCbySpmuasSGFCsdUa+gxPoC0/we/PP+j/+PB7XHrg7HKyxhSqAJRikoIJLCCIhCA6qUz1cv1wx0kIUVC/fYbz0T13u9ubqBtk6IxRem9NhwdHHnWM00TUc05ccBvKVXrc4c2juO9e/d2t7esZUopHQ/H/f42pbTZbJxzXdcZY25vb9nR8eHDhxXOLnfczjF8xwXeMAxctTOGYPUZQzgXXYhaqlDPmcP7/d57v9lsQgjTNPFLbbQTBOt+UErtdjunDbOWlNJgKuXSOMel2mq1QsScqxCiAgGInMs8z03j+GMvLi6I6NmzZwxPIYJUUIJfrzmYIfgwS6m1AQRda601eZ+ur6+FxE8/+bTvupzTdru+2G7X6/XFxQWWqJQ6Ho/fvXnOCXWIOAyrpm1RiFrYZXF6+/U3CAXbKyzLgpXa1mgUUunNZsMYJgcGnk4cVgFKqfXFVY4peP/85gYRckqXlxfrYRACay3TeDqNh3EaQ4xSa0Q5rFYhhMM4L8vy4Ycffvjx42kav/jFL37pZ/709f1rY+Rutws+eh+IaLV2xnTGGKgVCUuOKZeSkzNKGlNLDeEcH3c8Hvf7PWdBd90gpZ6mpRE/GMYBwHiauGKPKRNALnVZFpZS3wW0cs9zlxSttW6aRhmdc53nGQH5gUEp6YU/59D17L/FnLWUEpQqpYhzmObJGjsMXUolhLO98zz5GHKMses6NpnnZ5KHAmeHnuQBGqWUMbbkknOyrlFSKy299++998GDB/f7rq+I8zhTLV3Xaq1Wq9W0MCVYKqWUVAKRT9u2bY02lWgcRya2MITIPTwAMA55eXmZgo/Bf+ndnxjW293+2Hat91Olao05Hk5aSGlNKUUINY0LK0tjjD7Mm836dDo6pZcQhRaXl72fF61ACi0D1RKpxPV6lUpZ5pkHLgDA7c+yLOwxmeaZqYgc+86uOVxCOOcQYYk+hLzaXJUMi2fpu8olPXv2bL0Zhu3mbqtR/86//ZdTzofDAQEW758+fbparb7whS+8//77LNJ9+uQzKeX2YltKWeYlxFBr1Uovfrm9va3FKKkR6m53yPm267oQihDKGEGVcia/pL5bI6gQQgxJivqdD7/HBUdKqSTPuszD4cC3Fv9QPO4rr1zcxWIwz5srA54haWMA8XA4cNspXiwAePXVV1NK733rW6XU6+v7jHM755rG5ZxQCCVl2zYkUKBwbYs8baoFhFhtNgxbN66xMVpjSy2orEBRa23aRqAopSia+1XP82/mjg9ltSxL2zRN1witldFApLQiqgLINU4ilpy01tZZXTHnvB0GpbTWiohUPyglFyK3XmftBSJUElCkqkOjhRIgIGXStoY5O2XTgCnLJcZwiv39vmvXfGFqyWb8ZPXe4/LVX79+thc1JJEIipQSShEVXwpMfuRWBi0AseQsizdoU2lJyaI+GZqLv/gv/dR/+h/Al96tGlqpqVRASRYyQgGSVPQfD3AjqIQCWYokoAIIICwJS6H3P7I1n2FFIkAgBFH5c3980Tzu8f6wKz4CUCWARZurL32R3nidHK6VsmhFzD4sYAa8uqRcEkLOFQlqrQJFyVkpxRQmKaWSMluHSqeU2rblYRMPhu/du8cTx6ZtlmUJwddKUtq2NeM4am2sVc4pYw1A5aqONz3m27Pwxjmnld4Mne/bGIMQAhRyWSmoOC20oMYYfXWRUpJSsCq9sTqHpdZSIjkt4jIiKiUlKCVq7RsTU8JajNGuc+dEWnu2aK2lVCgkSAqyxqQUaw7RL8MwKNXcpdg1VikpoEQo0ZoWgKSUnTOrzhFBKbkxSq7XTCdh5SHTeO7CZvphvT8cay3sNn42ZMYz2yellClfDr2qgJV61YacUbe50uk0nQ7TpV5jFmae7x9m+61/PP32b9x/8r3NcnKVpBApRCOEFBoqEQg8e6gQQC1Q4GX23cv1w+YLZNt87is/37/7k1X2EjXkXBRunLKZkIiH13fuuzyMfuE5adiyjkF1a+3l5eWyLEx+q7VeX9/jMRB76bG37X6/Z4wOpbozMOeENx7xMAjAdTY7HVRZ+S1jdRwIsT/tY83W2mWe2cz29uYWgISQ0zhJKSaYuX7TWscQP/74cDweV6vVZrOpVInK4Xj03q9Xm2kac8kIDBtUHrijoGEYGitznJ4/XU7jCRHbxgnsqfjjIc8+LEttnHNmFRaigloKQCY9qfv3+qZ1CPDw+l7XtVrLq6urxthSC1GtBLe3z733Ami7WXf9YIwpRIyTgFJaCIGgtd4djkrp1fbCWhsX3/fuYr3SzqUYfQi3u+eH/T6mBERX9+7zLjx674OXAq3Tfd8hgFYqlCAK+HmZ56kb7vscRz8P9nI/Lsclf/Sdj7/7ve8H7/u+f/Dw4Wq1euWV66vLy1rrPPl5ngWKmoMxhihLoayWpYDWTgpJVJMP9cWa5omRRgZOmBpWa+n7XilZoaaUVqsVM+dLqaWUJ0+e3Nzc5JzXm7V1TlvDnECJSghxOB3neV6tVszyyzkro0OIrOIOIRhrAZFyhlr7vufTjUFO1ggcj0fKZXOx5aHhNM6PHz+uFZQySikEud/vY4wpb66vrxmBZDN/7g545sjBhM45BNBa8p0KKQIRVUrJX15eBh2Ph2W7XhlzjgN48eNXBpa1Us4659w0TSEETYYPzbvveBcZwN1sCOH29nbVtQJoPh1Oh9O8LGE99H3bWD2PowQySnm/sEy9Zo8klyl1XaOEi36SSFJA2zkpZYpRG3O7261XK21NrZIAc6koJHehAMDhEGyqz28xv57c8jAMy3g+Y+9LKE9vD/Ps19vLr/3e13e3Nz/zpS++9carp8PtsBkISvJBStkYK4XAv/nf/A9KqdUwGGsRgPeF4+lUa22bJqaktXDWEgARNc4dj6eUy2oYdrvdbr8noZg22nU9p2dqrVmb65yLKYUQHj957L3PKW8vtkbbnMtqtTqdTqfTabvZNm2z3++XZSm55JKfP3/OUewppt1+4pHzxcXFNM0xBqX0NE23t7dSym5oYwqXl5c86wIA59zNzc3Nzc1P//RPSymn0+n29pbZ29M0eu+1Vqw/6bpunsdxHBkOXq1WHG/lnGOZHxHGmHn+0bYt8zmllMMwsGDJNcqHwPEpfllc01xeXAzDcHNz0/e9VGZ/PHEB1LXNdrPZbFbsAaO1MsYkH0ot283WGBNiMNrwtusaR0RNJwAAiMLinbPsey6UYjYsFJRCgZU+hN2zgw/l8tGjttF9Sd3trbjZ5f/5b8Ev/e6bhyywTiIpym0hBEoAWZCuL4mbP2oFgWhKjVpSoQyQAVWRzc12+9bf+Ourv/QvJmeMUIIkEBJSFmyaSoqqqAQEoPQ/scOrFaECSBLI1ayGBYoC0qHCzenrv/ivdB8+bQEjJQmYgYoAU0ADeoQf15TFeia7igyAUAWWglVUFOD+4P76J/+Tv/K1d79yrAmcSzG11hJAomKtKTWnWkPIVlljTNu0OSUiqpWFbaKkLIXwKR+Px81mw4cNV0VnoTlRpXSm9LwYbDGZhKE/YyygYL0cl2jzPLPIgedcomQ2RgYgRJFzSikrJXlDQxScwaCUrJVlCYWIYkxN01SqTGrwizfGcDiPtc57b61t27bUc9nHJcXpdOL983ygGsMSPibDMHgohFRK1VpSjM5aZouVck6M0FoZY4/Ho5Qio7wb7d1Zy3ChaYwBEH45G1qWWrq23+8PvD3yimVyoAShQKWtnUuuEp1xlHOK4Q1Z1bMb/JXfUL/9tfs3t2s/C0iEFQElAYJkD1oBSCAqcLYMVaSKlQBMfdnmvVw/tEVIH33+3eU//CvvXwworATMuZCWone9VkbqGAMRxJisdTyOybkAgFISAe/edxbzMNzNO4ZSiqhyr6WUevbsWdu2d/UiEZlzDjDxC8itIIvr+F8xGiOESOEsxOKwTauNXxbtXkxYhOAvhhepy0KIefZ3SS1EtF6vnz59ymW3EKJpm0qV32utNAKM4xhj4oJbCCEUhBCVUlKKEAITrwDQGI0oShG3u6nWklLhduV4PLnG5VRyzs41rUuvv/Fq27bX9685tTR4fzoeYwiuccpYKSURSCljTsfjCQAKEWOeQCCIDvvbf/7nfu7Js6fvf+cjkObBgwdaSIACJRU4kx4ZeuIana/kPM8xcdxXW0pmjKiUAkQsJyag7eXW2vbj733y3vsfvf/BR/vDeO/q+uLiarvevP3220rGm5ublBIALfPSNFZr5YzWmv1CgdPGBUfD5cxumVBJSimV9CGw8w2TO4IPbdc5a/lMmcOcc65EfT/wgxRD3O12z549u7i4ePXVV7kV5yaKaWU8Prjr8XgKQACAmHNOKbNqmgAa53guMI8T30Mpkc+aZZyEkveu7wfvU8q1kvdBSlVKZc/nnLPSyBgpu2tyP8PGPymlQvVsEolgtN7d3nI6mhAypby/vbFWf+Vnv7zdDtPpdLFZnY4Houqck1rHkFAQR+YIPCexLcuCQqA4pz7cHZre+67r2GWUZyiN0VrI07TkREQEEprG1ZoBkKoAwFiWUgoQMi7OhzgiaqOEwEpEgPyEaKX4u/CxyNpUqmfhwx23hREvTg68Sxx5YWG98F+yKvKXfuU3/9v/7r/fXlz+a//Gv/63/87fOR1373z+zb/0F//Vt998qBVpKcb9zADj648u1f1725QSYpnGPYvHVqtV45QQIqXorBIClmXkO3083AqhlFKPH38SYxz6xjaa0cZSys3NTUVVQNUcjKpWC2eF3PbX159j+mnTtOM4MiyrtX7rrbcQpJTyjdevHj9+zEYjiJ9jIFVKeTh6zmtievQ0Tc+fP7/jCOVcjLVvvfXWsiy8j+x2u48/1qvebdfdsiyrVf/uuz/FvNvd7ma32z148ODRo0e8dzx5/BkAcOy4lPLDDz9cluWdz3/OOfed73xnnpdXHjx4/PjxOM4hLF3XHA6H/f52mk6l1GXxVEXTNE3TEGHJcrO698r1I2MMgv21X/u1pmmlVJeXlyml037+7kefSinGcWTgdbVakRRcNrG4mVOkhBCvvfYaADy8d29ZlvF4SilpqYAIpOj7HhBCjDn5plOXl5c3z27ee/+j22WB1n3x7de+vB5+KoT3vvrLP/0P/7ctWkmkQYWcDUgNpKAi0CJRv6Rt/si1HFiKgFKyAbBgnyv1wdb+3N/4z7b/1r98aBrFsAMRQEUiCSAZkCMAgX9MMK8Csv8KVCJAAUJBhlQP3/oA93uDUGoFQhbscaC0OH/0j2ebJ178bAji/CNLgVUUUHG79g+vx5Qz1bA/KK0Dwu50zLk2rSOiyS9QKYbc9701RiBnh56PwJqLszYTsKMX7+kcjscuJkKImBYe5tVaeRTK43bOFBVCSaXZ5YztSRBxvz9wGzbP8711n2K6yxEqxbA914s5az4cDo8ePrwzxOOqK4TgnANEpdV2u2UTFz7dASAnjuiEUgUfVPzhfd9zpB4TMTj/lylA2+3WGuO9lwKNVlo31piSS9+1pZR5nhnGVFJZq1errpQSi2CxotXGmR9o/NbrNSIeT8eua7haHccZBVmnpBTGaGutFDoUstIKFAWwSrwYNiV4mMZWVKPKO+9/7/3/9avbb/zeg+Sx5KwEVm2qkgAINQMVQHGXzAUVoLIGHQlfInkv1w93BSGXV+6NoG5vT6LJVqASWhmFuczRB3H2f5dSohDjbjwej0oaRtsqla5rGb3h94j3ATbhMMZAZWGLeO211z744EPW9jDvOudsnOU8MU49uSs0eUx/F9jrnKNShRD8ngohCIj/eKe/5aEM95Ocqse0T7YI5krv/v0r1gdKKQGh1EqVgIhbxLZtpJRaKS3VPM8vqAd4x9y7m+MQkfdhXhZjHA+8YoxGO25CQgif//znP/3kYxYNLsvy6aef3t7eMn1xvV5LbZqmY2Bkt7sBgcfjkbdcDo8pqWiplunEbnxPnjxth7W19vEnn1orr68uh83Qtg3P3YzRTCnnn9FaU2ospZxOpxgDU2Gdc6vVWkq5LAGluN2P3t9+9PH3fuVX//fjadqsL4dhqLXc7m/Lt9M4PjkcDlcX9zhDL+Vwud2++cZrr73+qrU6xuCsvUsaaK1brVZKqszmWKWoUng65pwrJSktLi7W59MkxnyKxpj1er0sy6ofOFLp0aNHLCyc5/ndd9+ttX7zm9/kdGuuS9lvZrPZlJqbph1PIxfkyhprDdE5HJVhWGZYMMmQqIzj2HXder1evA8+EAEAGmNYc+6cqpW4PS4lHQ6Hu1RtHhfemQmlXKWUUqG1ptTS9l2McQneagsA2rp5Gnf7w2uvPSo573Y7gaC1SikJqbTWUiF3HFKf5w4xRgKQSnJjxg8YH8HM6rwDzUKMwIaLEqUyMYdlmYUA59qQshCK0xqpopRnD0wAuLq68n55+uyJa7p+WN3e3jjnjHXzPPORLVU66y0rCUT54k3JObPPZdN3TE5hTO94PJ6rNKJSCtN/Hj58TSh7cXWtdfvP/ewv/MNf/WXjmpDy7X5/ten7tsEVllIAKwApqCUss1KqaZwUUinll4nP0bZpoRYfAnLubKWSszQCgYauVxsFBLnM2uiwjFLI7bpjNYiWpJ1hh575dCKCBYW1bjruYogAKKgaIU67ndZGKrlMYJWAmkr0Sqscl4LYuKZvYRznZVoOMbJG/+0377/g7Bpm8Zz2tznnxkgp5fq1R++8/QaXMrVSSnm329Uar682D68vWEa83++Uk9a2r75yjy9d07TH4/FyM2y3WykVIrz1+iPXOGP08TTyVCOEWPI5hHEcp3EcpznzHWXW+/e++92cliePv0+1vvbo+k/9qXcRxTiOu93OGJNLLrV2rbPWDqtBSalat8zz7W43z9QPDQK0XQcAT558IoT4/kffs8YqKRvXfHb7lIBqrV3fl1pDCLkGgNRovdlsutUabROO+yd//1c+OO67eXx4OryW5QgpSsRSGoACJQJVwAoo60vO5o/eSuWEyhQhJzRPpJY/++4v/hf/sf2zX943ri1SApFEQkIiQMIKCAgkAKAIjADNH8XXBABCqGzJyWGpUKFUmMIf/Pr/2U1jKYgoEaWgWgEE/aAL+vEeuDNPTwAAYKlFoIiA5sHDw3rIwkBKzql26ApCjyKGRESNM23TIeJuf1BKASDXQOzeVmutZ/p317Yt58DylnU3Go8x1lKXtACANgYBvQ8xxFIrz8i1ht3+GEJgpbSzjrkGKWW/BOfcuPic8xITERhjEMF7L4RUSmqtp2n2fimfklKap5hCoLUu5zQHH0JEFKUUaw0TSACgaZwxJvrIz4q11jkrpZqmMcSY9ntjDBEIKbUxpZSVMSklpXW/GqxzlapAAQjjPMeY2rbVzmzbjh2bK1WpVKN1TrmTmnd4IqqV7iBNIVAIce/qMpfCrm7rYZjmue8agSLnLKWSUg7NBYGMuQhEFORqGnJcz0v//Pa7v/Xb/u/9xit+siXkHFwVGrCQSCAqkAYBWDPeOQtVUUlCRQBJQoAgEvAy/u7l+uGt0Qh453W7ubzSCnutSqaKJGRvVQzTUmpKiRCXEHIlqe2w3gJAA71SimrVUp7jK13HXCQe1nAumbayaZrD4SCEvLq6x1HRy7JIqfjtZn4dT2funOVrrUyzYopW27ZD1/PrxmRRxrrHZWRlDZfpRMQkKZ4KMdrAYyMuulhZdMYDndVGUyVuSLTWUgqJGEMAQyjQ+yCEyKU4a5VUSqpcSvAzClFrzTlKiUJkrcFa4xybuwhEBIRal1rr9z/5PqIMIQDQZnuhlNLWIMpYyvTsZn4RkN13vUAVYyAggai1Nr3LMTmjlFK1kBDIqrmri03XtsMwaGVTziWnad7zRRNCa60E4rIsy7RYa5WS0gkCattWm2YJabd7vtsfldKcXP8H//i9oVvdu3d9dXnVdwYqVcre71d9t+77q6urSlRyiSFIKe7dvxyGjrMEuJVarVYKhdZaIOaU+MLGlHzwxmitlZR4fX3tw0JQxul0dXWljXP2FQLyC2vCpdYmprwsixBYCoTgHz/+9J133nn7rTc//fTTpm0uLjZEVHJBxJyjFtJImYI/nk4o0BrL4r2Y4uFwEFJzq9y6hpsTROG9PxwOThsU8vZ23zQNt1JsWsOhHcZopXrmEjOlhbFlFrlxza8KlpLH06nWaoySUr6YWQgiGFYrrfUHH3ynpPTWW68iYjd0VutpmmqpSutSsnMuADDhmfmQUkkhJXcr7DHL+tVaKzNQWImqtC5U26GrFb331poQpkoolACBPgWIhbWy3nuedbJ9CaLo2gEQSyrONo2zOaUUgrEGgFL01poYZqtcjFGWIqRk7vQ8zyjlkydPNpvN0Hb8QnHMCQDM88y+J845gnyxXX3wwTeneXz02mtC4DzONddVO0zHSQMY67hXJCIltRrWq7tBbylFG2OtzTlrNtWVNqeCQqw26wt1OU1zjImAxmlSSt3bXlhrT6dTTVVKlWMc2jV3z0IIY03nzo4xcQ4xJP5GMcZYc1o8EFpz1rPWWq2xAECFUk45ZoUinBZ44UWeSoigOGDKos4pgVoEhbiMQggptZ9GD8CWm8aYZTzG5dj3vRZUcmj6tqZZQiYgQRlz5AhOqrlRolsNWAuVzB4poYbnT4/r9Zowt71zV+vD4bDMnoq/2nZvv/EgpMybxfF4tLp/53NfuWP3CiEQhV8Y09chxMkv8zxba/th4FFQ+IFLZ2SvvMvLy3Ec2WLo4+9/r2kaKYQ19vb29uLigmdvN7vbp0+fjlOsmfxpfHpzQ8attLn08DN6+8bu8RvPn1z43RHbVpuSUlWQoRJRBohVIEhd4IW/xsv1I7OcpZJDRffYSvNnf/7n/+u/Xj//aLJuACVTAS25I6mSuzQEwhfd2h8zM+8PGWciVKqAhEJCSh/83je+XLJEg0rVzC6byF6bCEB38Qs/tj0enS8pIBCikLWK4dGjgxGgO4zp2NAAACAASURBVIGLUSIDpErSuMH0flmEkKJWFsU554w2UggiUooTQFWOSSDOKRGRa88x4q5teKbI27pEwYN8rTUAto3tuxWfhQiztc77tLpacxfEhuP84ZxPYKx1Dc9EC4EopUp1HrUuPpUKbbe6ud0z74v5WgPInHMpYZxmAJzm0VrT97333vuzQoP3t1qB097Z55ORhK7rmADTtw3TmXjYz5wf3t6bpsm5xJgYWuz7lue1TesAgOUcEpBpKsYYIEKgkpM0BghySjEGKYVt29YarfVmNZRS+YBgHb8BDKUmAiGFpnyZ06NQ97/z+x/+7f/xaj9dFz/n4Eyfi1LAfoEJMFUQhbSg2hJlgIxACCQqUAWSCCBBAsj8ss17uX54a1biuO4O+3FsXZHpwthCtcTirE21AghEbJo2xmMIsZRlu72QUi28wyhFVFPKcZ6MMUqbRuvT6eRT7Pve1FpCbNtOCKmUdq4ppXRd3zQtbwLaKjY1YWIY88F4A2FEiME9rlnvnNw5GLPWyi8708yYiMRNHTtYMHwUQuDUk+32nLzHFaq1xjWO50ds+CEBueAMwddaK0iiUmvNqXK7eDweWZXDnDfeUpiKBVC5z+Qx2eX23iefPT4zF4wRUrOHX4jpeDx570+7vRCi7/u+N/M8MwQqpVJadl2rlVW9rDmmlD/88MNPP3386PU37t+/37duNQyIeDxO3LsKoRCwZEJE9j6JMSnUQ9tLo2utIUVE5UP+/vc/ffb89nA45lhiyKdxlEr+C3/uz1/euxhPp6urTfBTiEvftCmVefIhhK4b+steCJFSQMH7MzA2WGtNMfqUjTHOnPl7EoUUgtPtmArx4OH1e++9l3NAxFqz1hqJiLDr5PPnz4+HBAjL4m9ubq21V/evHz548Ozp02/83tffeuutoe/vzj/bnKkT3s/e+wcPHty7d4+IQoopFylU45plXlKp/GWMBhtjco58m1rXpFwIkYcFy7KwQC7nzHBxjPHskqKUc+4P91qMJaKQxpgQ/DwvSnWM9CKyd2bV2nVtP42Hb3/72zHOf/pLX2waN40nKWUI8Xg6CQmr1YqfSSYxGmN8CCknZrey+ws/7UzpZMytaRpASjlD8LVSpVpSVEanFJewgFRYxXyac64cusbRlOxvqbVp236eprj4vm9qrbWUtnVt207TKcYEpGqtVZzntkLKs+RBa9e1+8O+aRoeoywLR5ELBu3ZPq1pGr+MP/+Vn7k9Hr/2td9Hevjv/dW/+tEH7/+9/+Wryy/87Bd/8vOQMWJkWPJM3mbQlq87G8WmlDh9TghRauGgPFZK1Eo5J0RsGlcrzHMYx1kbLZW2xuRcYspEoJQOMaY89313eXmVUjoeT8OwBoAYkzZOqCK1klIIEDHEvu0Zs6q1UiUBQmtdc5ZCskdcCGFe5rNzq1SVaqUzp2i73ZaSY4zWGilFzgkRtJZ9369Wq1pLeRFtV2tpuzaEsPgliShQABIgCCFO4zGlpLRiCH7eT9YZTqOaxpNfFkSUSiBgzvl4OgHVA18QIikllXQ6zsF7fgS1NsvinXNJimmatZbbTQuAOY4IuL8ZG+f4wRJEq86kNB93GQBQ1fkU7/fbAukUDto2Dx5t+rYLky65bN98+PnPvZIDKHIhpnEaMYfrecHf+m31+7/76ObZZQxWyJ0QOSYF4HMGJZAAASsC0B/trf9y/VNamERFKIpAkKigACRCISxR5i6LWdlP+vb1f/cvv/nX/v38+itVmZZARiIjCEjwmBXo3LDh+S6rPw7gRghQCAuRgSoIgdPxAqK9eWZ+82smi0qEOb/46MoemwQk6Me2yUOQFaCKKqkqQgDMCKDpiLXeu3fr9SnsFUBBVZZSgYRQPs7jaVJSOaNrKViIcpn9WEshIKLCCpllXtqm8Sk1TZO8h1KWZTbGFKqpFmO0Fliodn1bK0mpSsnH01FJLaW0zjkCKfTQb5qm4e0SSHR9P88Ti3N4gEe1AoDWhghiSIiopLbGIYpcQ86lH/pxPFlrldYAkEsJMbH9XSlFKVlrzSl3bdu1rVJSSgnECbONVjqnmlMEktv1KpeSUhJaENF4mqyzfTeEECpVBBFD1spxUbhadamk/X4/TqMP/uwY5gMAaa2klKdxnKfleDgppVzbVK74qEqBVGvxseuH3XEsuaQpWKlTLYFKLF4K6JxFWJte1zRvoVx4L7/9nW989ZfVt95/Y1raFGYsVmgRUwM6ASYoAKQIKlCBAgASSABKAjr7zwo652rUH3/o+p/ai0YFoSAAoKCzrykBFICCYEgCQIECQiTKEu6McXjc9Cf3PCtYFaEATACEIAgqEAiFlRAhYfH9dnjj4bzudKjRRy9Fo6QRAApAKwvSWQMAm/XAMQklRyXRLyOjZ6UUJWXOmWrxMeSk5mkMIQBVKeV0nMZx6vteoHz8+AmTq5umoQoxpN3hVkpptEVAJcXQG+uaEOK0O3FTMfRWCskEb0Q5jpOQUklZSjFaaxQoRMq51mq0JYBxWlJKVGvbdYIEgiw5+yWUUtNVqQUEglaGKuRcvc9ENYQUYyGah77PlUoptVQiKojMUWeqghCSYQNEjDERQQ8yZ9+2rUEhhHKt/OSTT0CglKoI3TaN1qbtGik1Ua1EwS/eB2f1auiuNmvvfYwh5+ScldISgTWmadv1Zl1SoVJOYRKSjBGfe+u17eWlca7kPC1jEKiUcY0RKFCI4P2yBC4REYUxpu96ay1IGWMqMT/77OazJ08/+eyxX3zXD1eXl1br7XZ7dXmhjdrdPk8pLqMQCqHWaRob17ataVtHte73N9YaIhICEEzbdloJrTTLKf2y5Jx9CEJgCJFq9Sk9v90Zo1dDf2ns8TQb2wBVrVQMVQmMiYTAXOq0hGVeur431t2/vi6lphiNUuv15snjx4fD8fLyks2NiSprtqWUzjZKKWauCyFyTMuyrFYrpdT2Yts2rQ8hpiilSCnt9zulFAoBteZK2hhRa0rRWoMIkSOsxxMANY0zRoUoETGXnHKWUlSixS8EUImUVv3Q7va77XYFAClHKWXOhfV7SmohhFRiWK2UxMnH0xyVcT6krm36rl/8klMyUgkhfFkAKASvlEwpEqGyehgG1kHcJU+yWSMDp7kkrQ23lKvVallmgASApVQlwRqlVsM4jkrZYej5Jc05x5hyLt57IOi6bpqXWiogdW0rhaSKy+R5VJrixI0uCsECPGttirFrWwFnWJtF7D4s1pmua5XSTF1+53Nv/eRP/VQI6a1Xr1PKX3jz+s985Z/5+td+J8eFCHaHY9M5oy27qJ99abhBXK1W4zgyKZZV9QDglC2l7A/7kisPce9kmlLqMSxEdOEurLWHw+Hm5qaU8vDhw0J0PB61Udro4zwJIdYX6xDC6XQiwkoVAKSRSrDVePTR84DnHMMi4NnNM6ilbVvbmFrLervaXm5eCFGgxFxKrVSkVF03HA67YVhN01RqbtpmtVo9ffr0yePbeZ6NUZeX2+12E2KYprFt2nazTSnxEAil4HszrAZGHYWU1jlltHNWCJFSTqnyE8mBIUTgfQjB35nMMn4IlADweDy1bbteb0NIp9P4gv7qai5Synmecs5936+GNQtd5nn23nfrDU+/cspUq/d5PTRto2yjAIWTRih4vns2j2V7f71pm8++/1QO/fXGvr4A/M5vPfv7f/f+zc061VqLB93UCgAFQIO6G0DL84DmZbHyJ7MmEJIqAiARAkigDBAFEpBBnNp7nzT4i//lfw7/5l+A601GZSqICqAQBNNwEQH+H/VDf3QZRIhIABlJQwVQIJA0iEUI8eTx5x8/M1UBAND5oYIXgXIVSP44P02CAAsGBaRIEghJcIzjYWPt9f1DsKZFABASoQotxGq1evbsed+2tZJ1rZSi5OS9rwQoVYr+crNFxM8++0xKaYyLqUiVp3lB9MYY4HtQCiSc5znXLKW01vF0NsaIGIlILVMpRQotpd7tb2MMpWQAiMmHuAzDgMJJJXyYeVxFJddKBLWUejguq9U654xIAJBi0Eo72zDLiyo462KMQARUjVY8TZRCsmq61qqVkUKVQkDVWaO6lhE8paSSAhFzzrJvtdZSid50LHEhqDxWFEIIKaBQ0zTGlGlaYkosLiIi5ywioLbri0YQ1ExSaq3Uzf5GKuy6lZZyOswodA6x1mysrSj8UhJRrui6Zoy+7YwIy9bP92+fPv27X1W/+/sXz24vhZRQkywmawLIUPIPwhEUcxsEEAFkpi2zGO/FqgAvwxT+v2zzUBIIAja4KYAFEF7QBiKgBJCgCIqiaoT2WJIEXaEpSEB/YgHWiiQIFGBELIJEZdUzIhREGSSoV990j66XzWXn5SkFbIQpUaZcILebLaV85zrO1Ep2IGwfvcITecbTlmVhCxYhhBQDUX92nQ2p1ppLTjkKgVqZw/4YfLy8vOTRHBGlHAFQSS2luH2+izGOyzzP83azbpzjrCkp5bwsd5AL1xCpJgbQaq3ZViXN8Tjy32jjwAAqIUgh19MClugxYSlFWQO5bLeX+/2+aTSLDwuRFlKgqJBKTih0iNGHgEIY2yAioEAhhVCA0RijtaQA2khtRM55XE62tVKZlHOVUgo1T9PpeGRBH9eTTqucc5znClVI2Gx6o411FoCAsO/7VEoIYTyetJAC0Vq12fR917m2jymTgAqVpHKO2Yk0juPpOEoptVZd1zdNk1JSRoOQpdKTpzdPnj3/9NMnt7u9bZrNxdXV1dVm1TVOSSEO++dSipzi9f37SotcimykUkoiMJaVUso5AhUE4FY8pyRIQmU3F+R7cf69UrVWWSiSMFqdjofZP14dTpvNRiIQ0TIHP/tEyHSJ07hIKYXUpRIKqYTMOR+Pp3majsfT7nb36NHDEMJ+v885Mck/5yRR5XROQGWYrm9atkQWAiWCkqiU80uIMRLVUmqIaVmWY5mVEs5qKSUACYFN44iqtUYpVUoWQhtr+KQIMbD7Fwd7WGfHaWo7Z4yY52VZlmmajLHONQDoXMMKzFLzahj6/pVS8vsffvfNN15tjLm93fVt46xVRqQQtVElJ9e2IeRpGglF23YxxsUvDCOxHpX7II4LKqUss48xOudWqxUAIIpaCQCttqWUWkvX9cZo5j/zrww0GqMRkQh8iNM0xxhXq5XSdp69UqbrV/yuMZtGac2mMgAwTdMyLc5aBEAU87zcv39VKU/TFGPwddHKWut2uz0iDgM4iX/2F77M//Np//gLn3udm6zLy8vT6cBWRgCgpJRd1/EmMo4jZ7Aw2s7k6aZ1nNBHFZiHw6xLrTWiVFppo3MpECPzP1NKIUap5LBeWWNyPjv2TNOUUqqlCikP+wM/0EpIjixnIyZ2uWFY3DkXQ5gXn0u11i4+1FpzTsZYIsqlaKOkVIg4zyM/f13f1VqYwNM0zdXVVa1FKam1VFpbZ4kopjRNMzMnWXbCAl/eNBnSLaWkGLl+qrUKIdu25WT6O8iYfc8ZpOYKhs2aON/w5uYGAKw1TdMIgdzKcuPetX3Xdexetd/vnzx5cnFxwYA1V2bLsoxiwsa22cgoq4TjcaeVfOXB5eF4Op4CON1tVid/UJ88u/3V39T/4Ncf3uydhKXmDo0iyi9pmT9qq2JpqpAgMgAAKaSMPlidi6KMX/+Jh3/ur/1H8Bf+fO5NRFWI5JlEeK6T/l/WWfAD2wk4s4WILOXPvvW+Sv8/fZYIiNMEI8K5zUWp0anthbh/WSoZUk3TjNOJ2f+7m0MKRUopQAgQuRAJCdpoKQWiMDYCUqV7j14jqvO8kLYRlB22pWRQokjJYzUfC2iLscaYtNbONVrrUs5RvLxT1ZJLmaQEaylnQoRSxsZpo0mKLKVMIqOolRIrHADA2kYZFdKYczGm4wIhxmXZ7ZRUWhtALLWmnGOOiGclQy2lUE0lp5L5o0opiNlaG3PysQghmZ8vpWR0TguZc3p+u39hsS2UQWUACxLVJcy1olS67VZEcpqWEFi+b1KuxpjTPM/j3GjbNI0hMCiapjdaxTm6VqthQCm32Mzz6URBuEZotZWDrjJgEW64nm8e3pz0N75980u/eu/Z0z7ExrQ1hUyI+NJh+E9mmycEgACoBBUoIVUkAJQVBECQAUHkWiVCA2hqCQgFUNK5G/wTO7hkpTPdEeCIBCLULAEKYkGp3npjEnJ3PLZiGPquqiIzNK6dlpjHgBJzzikkY4wAUXJRQkEF51zCpISqUIhIAApAo3TTNI0959GFEF65vnpBoYS+79quW8OQcwZB/dC6TqSUiKBWAiCpoGmUlNB1jmgboydKzjXM9au1SmlqrVKCtRyvlxFRCgFUaymZohBs0YSl5LpEtvmViFpKKmUeRy6cRNPM0wwAAsVpPDWNKzWlFBk44ioOCnrvU8iImMKpH4ZlWrQ22qjowzxNXd85a4FwmYPWejtscgcxp5yrEXJegvdBKanYY1GIXAlrXZaQUiYqbddqbY3RRhshxOl0+uSTT2fvBcoc03oYtBa1YozFmhZRaG20tTFHKcXhcFRK55xzKqvVShurtU0pLj4iiudPnx0Ox2fPbh4/fqq06dr+wYNXttuta9x6szod9ymRz1kCIqphGFKKMZE525lUJZX3nnGqzWbDA747Exrm9jMzlo1V+ERgqmGMvpYMSmitESiltN/thr7LOSslc4zPD0clpXVutRpc0zhr78LAai2ViCtVQHr69CmL05RSQiBPBHjqJbWykkkZK+89Eqz6AQCY7BZTYtuwUgoRaq3/L/beLNa2NTsPGuNvZ7uavfbep7v3nFt1q8rlsisxlrGNhU2QbcKLQYAQecERjWIIQrIQD0h5QooEKEJCPMADvPBEEyEUArJjx4oKx5WAyyk3ZSj71q3bnm7vvfrZ/e3gYay9cMhjkXBL9y5dHZ2z9917zTX/Of85vjG+pq7rFGkcuqqq2DmGqfX3cmvBOr0MyDCPS+tzeczDmFevIrskVlVljE3p1N3o+57PSUopN81uf6Cc7m5vDvvtFz7/bDFrfYham5zSMAzCy9m8ZeFASikRANAJy40jl99MFeRzfpbK8/mPMW42G8a3rLTikHBOe2fhK/8SXg6WIJZlCUCPHj1kpjHPeNhMiE+C977rOqY9c3gs00oZmzgXFou5915IDrNFRFTS8JFzi4S/yIRPLg+klMvlUmvNUi8+YMVpBKy7YLNHPnrmNzOLkj/JOExsoNQ0jb9/RQHDNDIIZuanlDKmnq1Fiejhg2td2PV67ZzzPozjZKxhc7bdbrecL9grnHFwURSMdk4Is6zZYLPb7C4uLgBgs9lz/VGWZVMYbVSMMaVsCxNjzDlxvIxAwX0FpcRutxUCiaisiqqqx2HkhgT7vTJhdbFYHA4HbirnnC8uLnwIhTylCQPFqqoQ8XA4aK1DiOyHx9coy2kY/XIjjcNJOPqDM0i7rlssFmxXZYzd749tW3NU4MXFRdu23FFgG1Kl1NwKTTk4OnrnZNIzmSjInKzWlaxEYWV2q7Vzf/1X8evfeGPwOk45oRJGkpKAEabPqofvr5fNFEEk0BKIIHr0KEkmfJHp8T/5E//cf/mX5dOnoGUwigAkIiIhEFObvtf8OgRANudk7AgBSAGpEPd/9J2axKd2UQSAIEjiNBHPhNLUoZ2vKfbDiIqsVn4cc05aiJzz+ub1xcXF4XAUQtq6IoFKKcfxUzl3XTefz8uyfPnyJRH5lN9888313Zp3ZwAoCmOM6fpOKbWo2pxzXdWIeLO+VUpTVoBIKKUQdakAWBwfY4wooO97awsA6VwMYVSFlUb0/SCl4SdQRmmMmUZPIBKhFLKoGlNUzE6RUhDlEEJRF5ypxA+M857GztqcmEyQjTVE5FwUEktTcKKu8xMgSCWVVkIiP9FTSjEFjMBoc5p8Vc+8DylTUTWTj+wfHXN++fp1UdjmYpEIbjebHPJsNkMOhNWytqVBsx32SdCqqVL0lHPGKFAKBKRUxSQoPX33j57/1b+xeu/VF4ZQk3fgHSQQ0qCS+cTM/Oz1yepwAcQTaRNMpoJAESSgCBQQEINKIgtMUhIoSkkRVgEVQECRMetPqqkYErK0l/CkZFaAQGRAdiAGRPrS5+9y9hkLEae+H/KUx75SVgibAomS1XG563ou5tgi0jl/ksl5xwM05jfybI2LKGstQeY7LkbfzmshVM553ixIYAihlOW5tGWFHhc2fKfH6MvCcqIJAHAlw31wrpqcCzkRGeLKres6rURdzdjtXQi4L5TRGG2MruuKf1BKGWNwY//gwQMlQUrZ1hVHcEXIKQYphFLWGsvkJu/92PcIaLSehtFNUwZyw0RGJSEQCe5BxeFw0KZQhMdhQITFfJ5zyjlJqaS2OWdTVkLHQqvlcqkUxhDv7u7GcWQOXsqktdSmCAm8n3xI4+CFMFJZBCDCaRhDDEC0XJZN3Qohi6qKIR+PRwCVUnrnu++8+947wbOV+mK1umRzYGZs+XF042iaWmtdaOWdm6apLG1KqesPTKlNIbLBI1MHWc3IpfXxeEzBs86QaflMwWBlV4xRILJ9cdNURmleOIZVADqlBCnZomirip81OcbonFIKAbSUqFSM0XngRIeqqqqqMkZ7z9pFOU3+LLzkkQxbhjRNw2w4Y22MUUnk1AdjbFsWRNQdBwAMIfEV2DQzAFguVyGEruumqb+4uBimkS9v5q2cEgi0ZpR1PPaIfC+Q94ETzvh9ech8zu0Y3aS0mS+WT5+9NY3DYbcpStodDlprWxQpkVLsdEKmKJSW4+DYevScNsngkyEuP5c5TY39SP9kRFAIYbFY7LaHvu/Ze5bPBoMuFqUbq713Xb8vbDVN4ziO/PXlcvnq1avZbNa27Xa75RuQ0Qffszzo4pPcts2x27MbjZSSMnZdx2jwHAVhjEHErut42jQMQ9/3KYX5fC6lJAB1lkIqpRhQ9n3PH5gFuD44LiakUDy5YmDGO0IIjk/HOVvwRN6NkYjQmOfPn+vCxhjHcRQoi6LQRnMjYTabcTdimqZ7G1babrd0ai2InGGaXM40m80RxeFw0NrwR0IUlLMWCAgppfV2x4gfM0kS+80u51w3bV3X8/mMexZSKMrcmpJnzH0+X6z7ZFZuWZZ1XfVDz5F63gX2Od3v96vVqq4bKdU49iw2ZSMWFjTneys81hP7ENzk+MA4MyTGHMIQQjgeM4ub2TVov9+fWlkA1tomIeWUbEFaU/aZk0lTphRlDqWAdrvJv/Kbq//t7y1cF3MISugkdRIRYhDys2He991LAYwAQWYgUEQSRMq4W9Rv/Uu/8PTf+vP4xc97wIwgATCTApCYCfMp1+B7HFshJ6JLvE+DDoAqJ9h1wx+9tyT8dNJ8CbIEkCQCUgJEEIBycDD74pfGJ48+n+dCTwRki5UQqI2exrGs35i1s2NXK6n6YQACbUwMUQhhrR0rg4jGiuuLtu97Ap3G47zU7CoGAFIiJF9rNEamkPqh74/9OE0hBGssU4MoUdd1h5x52+GNmiBT0jGIFIAAvYdhdNroFKUpy7qonHOH3WQ08f7mfa+1HoahKCwAeU/90KWUpJBa65ySuC9QrbVEXBJMrNA2xg59GntfFEVhakRMMfX8XdB+SsGBMUbJIiEGB+wgDVLnlKqqSmkoioJDkwCwaRop5OQmIURZFsZoNLLQ5nJ5kXwcJyeU8sFHIqnVOE0IGVM4rn2JplGFC2I0dBy3l+N08fENfff5/ut/8/rVbjXGknLCmAlYnEwpaVCfwbxP5NSL8LQLUUQQRHhKLISM4I2VYzKoXUoOKYDsDeqY6wyCsvsEaxCQ7jdUOjliIWSEJEAOSHm5vJvPb4bJe9AaTF04N+QQIAkpRZ7yyfZ8mphaxbwypVSMKaXc9x0Accl0Vn+csyuNMXVdCSlSSoC43e58iNvdAZAL0OLNxxecccUzBymEmyat9ThOAiHnNE2nE3seHDE9m18cjIaIKkkgsNaO48gDCqWUVOLs/JlzLkrbzhoeR6SUirJg+sjDRw93u+0pZEyWKRmuLQWpoixTTDze4RGWUipVRWirTGSLQkmplEwxCMDj8ai0wqaRSglKAoBydtOolNJKSSG0kkRSFVpplWOapulw2LtpDCGUZdm2DaIYxmkYhhhy8N5YGWISSsbI7g8olTRaSynqqrG2AICUYbc97A/HQ9ff3d69evXah3CxWj1+/PjsrT+Ng9IqxTj0HeXIJ7YqSwQoisJanVJCpIvFUjD8iImD0YiI1U+sCYL7JEMePfE8hiVOvPQhhJgJhEgxaGmJSCqZgu/7wNxIpdSjqrxPtJMMIUJwSgkppZSYMzVNs1gsGLTcD4vGk/dhCAkopZimzKYSjDSUkJSyRCGtRSEWi0XfDQzmp2m626wBoCobWxRAmRmePL/hS6ssS55ecnfAe8+DIq01j8XYUjIniCErJYAwJ5JKHI9HY8xiMe/7LoQTA44xYTubj85//PzlW8/ePOz3t+udFrBYLNhPJITova+bZpymYRik0LUtZ7MZgzR+Ox60nEMdGN3wbcLHzygUAA6HA1uFMV0REXe7HfMEq6ri+0trKYSMyYcQhIQUaRgG/p38F0YQjJw5DImXO+fMadkhBK2sEOi9T3GSkjMtMcbAmbfnE8vjQUbLIQRrOXEgc3KJCSF03VDXtRADA1Y+9d77pmnHqWNpYNvMzuiZt5KqqgCKrutOpO17Sifb7zZNIxAo58geoyDYeLTru6IsY4wpUQLeDsD7eDh0LEfhtkHXDey4aq2JMR4Oe+/9xcUF411jNAeAsjFMWRZ82DmTEOLBgwcA4GIoS0tk+r5nJifvUHwTppQ47q8sy91ux4iLAfFut3v46CFHxPB5r+saAK6urk62NCmx2RSvFt+c52+FEABBG1039X63Z/B2PHZSSr4c9/t929ZFUTRNM45j0zQch8LzT+dcq4xDQZVOg+/WvUTPMgAAIABJREFUOw1ZLJq6KbUANfWzV/vt//Kr5je+/gPj0OVDMmUkYUgUqHqaBnQFqM+qh++3ljYqyB5zUJQT2qRujX387/xrb/zyL1FdBCUlAI3JGMgxCSOIUkZAxP9vPHVQiFNEHABABIQY4HYT3n8OOXxaq0/QgEgQALMgkSGB8KZafeWHwrO3Ct9OsJZSxuiHYdBaXT+8Oj0jC7FYLIZDbyQ33T0RCiHSPTPiarlklsS77757dXmplMqlPbvVtZcrAOi8r2fm7u6umZmqWpyanalPKWUMRVW1zWy32w3jsFgsvE/Gnt6LwZighJTmsxoAFovFzc0NgmyaYpqmaeqEBKOEEtAfDymFy8tLhai1ijFSghSjMkYgCSQpwHsfvOeNq6oqKaAytZRSoDibkrHTphu8UqoqqzjGwY91XbvBAYBzQVba2sKg3Q6bASn4EGPyLtZ1jUQKAShfrlYx+WGa4jjasmnmzXwxJ4H9OBBR07ZhGEqyGmwDdlEuE6jbYeeHzZM0Xb/33u6v/s+XL+7a5FSMhZIhh5RyEgggKWcUmseqn70+eR0uUgQ2QUCIAjoBACAIdAadwfniUOCtivWD62eyct95LnOWGfD7QGcuCIggA4AgwdBVQI6QR1Pjm2+mR4/qmb1EbaZ09P1qdUk5a21DAOkBVBKCfU8mIqqqmul8wzDUdePchAhFURwOB2tNUQDXD8w/8n5glc1h39XN7MXz1904TaP3MRCBtVaLtFwumZ308PqK20yz2cxoSxmGfrTFCZUJQQCC96uUElFg2HDOFpNKai2cc5vNZrlcEpHziU0c7qtVfZbmsjEBQ5TtdsMKHZbPccmbUso+IBmEBBRzpqq0+pSkp+t65VPkKZ/WxkjGLWIaR9JitVoO3f7yYs65bVVVsYKmbVsA3O8P3k+3d7uuO+acgNJyuby8vFRK7XaHvu+dC1prbVUzq0IK3TiUBdqqSikrKWb1XCkMHlLKzoXJ+dvbu9/71rem0V2sLufL5WKxePz40dXV1evXr733CHmaEABEhuvVUkoptSIAq41AtEblnI3RKUWlVN3UV1eXfvKM6vmEsBN7VVWcnMb0inOZzbU0hzBzbt4wTgBUN5VzToKYNxfe+8Vixj/FLoaMEjlm8OSCAWCMEUKy14hS4jTUkah1Ge4DG6YQWamkObI8pegDE9mEEMpoFCITMezx3gMEhkkMUcrC8hCMZ2LH47FtW/bVPBwOx77jApuhLE+eDofDfr+vqmoa48mz2ihEkSLxaMT7UJZlXcuyPI9VcbvbSYEff/TRerN5+uaTmGi1WrLHSQa622yaptHGEiAiClR933EXgymy8l46wbiLuYGsL+OMSoZk55GjkoGnZ0opzmZkHMjLxFpEboIURXGfu8CuLWo6NVbG5XI5DANPyBhnMueZQQEP1QDAOc8e1Oy5ejyeUrg5vPG8moww9/t9VTWnrgGAYkWcc269Xt9XCYIBIgOq5XJ5xkg5Z55rselIjDEEx5pFxv18cEze9d4X1sxms+MwIKAQkmNzZ7M5CuF9RMTp/pqOY+qGvmkaQggp8rn2fizLEhCFgOXFXAqRiXJKAFCUJscwTZPWJudsjNzv95HJuDlzm2pw036/524EInKwUt/3p+zbnPm7fd9z1ySEwERKY8xmvS7K4mQ8oDVLQvkzjuMUY0K0HHPBO+92u53NZixHqSpupEXvvRDS+4nZDjlnDh2ez+cAJz/i8yD0nDxjrRVJJxqdHzRCEeM0uFzVaQpmu7Gv19tf+1r9O7+3COOQncaaAipQAsRILokgMcBnMO/7Akgg3m8HgIiJggEQIXtVftg0T37xX3nyF/+N0NYkUEFGQmsEEAkpABIIPPGC6J5f+L20nUEgISABsoZJQM7h73xD320RiT6lrj1EQAIEJiQgAZRAdG31zosXr37vDxY027stIlZ1yftAURRVVbZtkzOOr/cUcwpjCEEgCiGLsko5SakAsOv7aZpW83Y2v9K25udEYaxSqplJgRhTulpk7/3F6nP8dOHYA97xlVKUgQgXq1pK6Z2fpom3+JhiiqmsSonAzwAh0U3jgwet1jrl5CZcrUo3watXr6y1z958cxh6pZQ1+sz+zylpqdhfivsIWshCm5xzVZRFUURN3nsAquuS3xpxxi1GRDRGSCUBRSbfzsrj8ag0hDgaKw7H0Rg5DsN+t7+8vBr74bAPRVFWZeHcNPRHRIDgo5sCCiWEy1EX9ubuVU656zbzdpYGr22dG/sq7oMfl5Nfffvd4rd/N3zz731uOljXZ2mRKMTIHrAyAxFlAA+RJNrPhnmfwA4XZkQevApIWWWZpciIo8IMEBdPqp/5obf/mR95/Mbjb/z7/9HjDEuiCBQgjwIygkyfUK9NBATIBAmFwAQASIAZIRBsra0//4X3btd9L1vQjVBk5YsXr3LKJKUq6pJUjhMz9Kq6cc75EFFIqXTdtELKsqoJslL6waNH3nmhJmOLoiyIqJnNKJMUoizLspylTF/9kR/dbve73UEbY4ydnCs1SFloHa3Rx861baskpgTs66uUqcrGew8kiChFYstfywONkIyRIUTe2WJI3o9siTFNLqUs2O2N6GzX0fc9g0MAYEMEHhlxfTWOY/CBdzatNSDFFBAx5SilzJSkEjknonx795oAMlCMcZx6rY0ArMqynbfBeyFgNmtWw9xaw4K3+9mL9z5MfcfhZlVVKCmlRJ5+HI9HBnhN08YYUw4pp34cX93cXF8/mi2lQqWNSSkA4P4wjeP47nff3e2PPgSj7bOnb5mimM/nPONinDaNg5Q4m7VaiuMxAWRrCyElSpVjCClJAYU1RisQBQE5N2XKQDS5kQvOdtbcT03ZdaLCTCcn/Wk6zUWLgllvKSVAEBIloXdOCaG0lhJXqyVjMynlMHY873XenYMNCRI/NTCf6tUzwkwpbTab+XzOVT2JU5nqvQPOYgWQQvLwyhZFzGkahhhOpFOl1MOHD+/u7nLOUkh+mvAckv0smDPISEZI5X0QfH0r8i7EMhVFKYVKOSlZMJ6UUnCx3R37orT8NOy6Y4qboiiEECCwbmbBu9G5b/3ht6uqvr66jjkLqQ+HfVEaKeWrV6/6vm/bVmtNlM6YmfVyPHRhGicr7ni4x+YaZy3fefTHzFX+LnMym6ZhwJZSqqoKkVJKSukQ4smETIjFYjGOI/uA8EXIU1lW+jH4YhnXZrPhEX0IoWka1uwxBDXG5Mx/ZtYo7na7q6urEAJLK7u+194f+27RXCvOJOFjYnkiLwbj2o8//vhiNWcWZUyRKz7uwcQYnQtFWXb9PqVUlgUAEohpmuq6GSfnfYgh7Ta7BGStZSeZ1eoyptQPA1OVyrJk8ut8Pl+tVux1yU0pRKQchBBFWaYYY0paKsrZmgIAUooAyDyCruuqqgYUSpu6bQQK770prKnsNE673b4sS2tLXrC2lSkFZhs7F5wLxpgQUowZAKqq4XspBDYFJSFEDImBYoyx6zqltNYmBFcUxbkHwAfP7YecM8e8nMebRDRNQ86cv0BCVEVhnHN3d3f8a1nQybtSWZYVVUiCwi4FN7+cP6oa8tOTnOlbf3z7P/y1B3e3jeu0kklImYUFTCASUMakcrYZwme1w/cHjCC8Tz4gEkqYCeLOavVTP/bj/8Ev2x/7x0lrjcIDRYwCQaBgk8uMROyYQgAZvmcHFqKTuSABRkFaZBAuvv9rf6s9Dg6y/rSuTwIUIHTmrAuKWr1bqd999fyDX/0NI4qESgippIwpT9PU911ZFGVZEuScc1GViUgpNU2uO3aoZFGUZVV774dxiDH+6J/64RDC0A8xJfYuH8YBUTBLZ9kUq9WKnyiIMJ8vpJTb7RYRm6ZumnI+q7XWRLDf75VWCJNSChDbprm9PfppuLq6mqYhxsBE/5RSXVf8BKqbejZ3bdsKIdvZEgCEQIHIoamQc2FtUdb8JDs3OKWQUklEzORjjMEHbTTCfHITUzfrmQUCpaQ22ntvtAGE5arh5BspZYopE3708fOHDx9WVa21nSbHPIimaYiyECLFsJgtpJQpU3JElJfz1ns/bxojRI9qyGk6voCbjy+ev1R/9w8uvvXBG10oaBrRTwgioSSUQAIkV4QEIAgkEBLBZ3Eyn7yXh0wklBAyKwVyADwI2T1eLn78q2/+2Z9ufvpn5eOFcMcP/qv/3r1/myTuIBFllUF/4qezGYgwIigBggCSSArFEeTw5hvHt56RtkYIcrGn1LuEQkTnD36S5ViCdN0RAblACjG8fvU6xNDUTVmVRVGkGLn5XlWVVPJwOADBfD5fLpeA8PrV62GYvPdt26JQt7e388UCQHznO99VWrftzGrBOCqnvJjPvE9KCSEwp8jMvmEM/ITi4r4sSymz3/dM5kqUAUAIvquIQMYcgVBKFRNqgSEkAImohND7fZczam2NMd6H/X7bNi3lLFAaLZQ0LC9ExKIwVVVPfuzdpJWWxuScu2ksyzLkjEDSGjeNADhO03y2yES2sKAkClEXDWXy0ccYjdEIwIHarAmSUldVOWvbJHQIYeg7tvVfLObczzsc++Px2A3dOI2LxWx7OGZUU6Tj4IMLRGkYjrd3r25e77uuW61WX/7BrxhjlZRso++niYv4KQ8o4PLyQiAt5rOUolJCogSAkJKUCEKXtjVG5RCncbKFSUAxhmkaldIs8GGpM1fzDAOGYdBCnu1YGHhw8cADOkSYNzUA7Ha72WymtWJXDzYU4UkMG4HMZ0uuWrl7yBaDOefDsJdCEgG/9XlyFULMGZAgp+R8kFXVNI2UEus65zyNkw9hdJNUikvZe8VgHN0UQvAuLuYzRGCiI5Mh67pm0MHMXiJQUqeUEPBwOPIhLRaLtpn1fX8cxvc/+pCIHjx4oJRKAMoW/ThJba21ZQl9193drQ99//TpU1tUIU3t/GIa+//rj78jlJFpLMuiKKxAOZ/NWaI1DMNsNhv6XkjBTJn7Dxs4TKKqWOjYhBD4RPHtwMCPwTMi8miaRWeM0M4IkE/CMPZlWWplImatZYqZyai73Y6dVxj48bKerKqlZGxflGY+b5Uy0zR5H/jh1TSND35yA4DgcNrD4TBNEw+ZDofDYrFgXdvonQveGIMC1cOHD8dxPB6P/H48XmS1vVLq8ePHSiPr//a7A5u1XF9fxxi3263Wervb8jXhQwAA/innHbNUKSVBVDY1Y3djDCKhEGziwlNdVrUxsOQ/eZ6Wc94d90VRdP2a5cJdPyilvA/c5KBMRlvv/TiFdmYsSkZRKKCdz2KMx+6AiNpo9qjlcbBzrq7Luq61trxIzD3gT8Hnve/7pmkypfsEKhahTnw1LJfLaXIxhnN/nZV1DKnvzXPqw+EAQBcXF4j46tUrImIDHC7UGHNeXl7yXcqdgPPM2lPfLFqL2mkQIqs8XPX98W/95vjXf/1L66PKfdQkfNJZSxARcoBEmBBAgJagP4N533dIby9BkbqtqvAzP/LT/9lfhkePQFsEgExCZuYnJdZ3gLhPJydA4rHe93gU9211AgAJZBFhd3zxzT94i6A3oN2ndHEioAYUIDICAY2U6h/5ga/+3J/5mWdfeT0eDRar1eXhcHz58tXr16+lVMfjoWma7XYjBIIUurAhhJSzKYtxmo59d7teZ6DZbDZ5Z+sWnHty9eBrX/vahx9+uFgsmmbG2TZN06yx/NYffMCxrVLK4/Hb7Kq8WCy01iGMQhKLCljvXpbVbrfjTnDOGTLNZrP1+pZ/nLev1eWSk3JWq8U3v/lNfqq9/fbb3PAGgPV6rbVeLOdXVysp5fF4bJqmKIrj8Xh5ecmWyCklAlfXdYip3x+4M8h7F7+1zFGm6L2vELlfK6WMiCilLUvv08Mnb1pbaq0vrq1zTgqdcuAuNUBOISoptVLO+3lO2hhESsEZQAoxzEOTY/Vyv/6tb8a/+bUvujyP5CjsgCpRVElnyAggT4EffMuAADIEEj5zpvpkchtlSkFTOYI+WHN7Uf3Qn/vnH/+LPw8/9pWIcWcXOfXXg4xf+73HSU2y15Qrz+srxSeduplJZN6uM4hIEBEGo/Dp0+6NJ2VZZiNj6lMmUFKSqAsrjYXKyBAX7RM2QRmczzlfXF0z3IJ7xwWunUJKAtVssYoxdqPb7D/83Oc+dxwmJCjKigDbWfP69gYFPn78KAT/4YcfCYTxlMeVpMKiLF0Ik4vWKKZoZQJC5HqGpwfcfe77nsU/dX0aIrH9iTGGxxrGGAQBOXCznkcQXNnzZlVVlVTChcieFiyCGvpJKQVA2+ev2F0vhGCtERKnaaqqKsbhXkWmAIJAbNu5MoXSOiVyIcfoBeSyLLeHYz9Og/PDwFHslnVfSmEkNEYM3SFT8t5JAUpJzoXr+3EYh5TSYrGs40xpYYvm6vrJYnH57nc//OC991OMxsqLi/mXvvxlpdR8Pi8LywmoITpb6BCCn6bS2MWsjdFrgSGGaRqstWVZUCLnfIyxKKyUMqe42x6RQBslhEg5WGtYBsVbKNfG8PfLoGZ1w6q2M3vz7N2llKrrin/JW2+9xTw1torgZfLeRx+klIWxKSaueKc4nmWfgOS9Y45oYQvnHE+EtNZCKCJKMc6alo+Hf4o7d1LKHPI4jkVZFlU50Oi9Z4PDfhyapvEupkxSiK4beFo7DBOAQJRFoYdhcG5q2oKnu+xmz0+ZYRjYCVLIk0KV6YjscpkSORdms0VhCimE1mYKYbPZPH/xwlprtEopv3z1enmx+uqXnr1+/Xoh5lJLipnPYdu2SsjgvFCSlVlEVNc1I8DVasUXMzNi+DTyKjDbka98piWfaVl4/7xjTMFeHsMwiJUigzEkRNzv95zNUJblfY48C24j28Ccw/eKotjv99ba4/F4OBwuL6+9D3wJaaUy4Ti6nID7I3+SIM3+MYfDoZ9G9tEkIsU00MViwaOqqqr474yIpJQAmdmiXCIwklFKLRYLRCmU5HR2Xh5+VwZ7i8Uix6iFiJQ59l4pbYwkIB4shhC2223TNKxiZO7oxcUFU3hvb28pQ1Vpa7hPQIdDzwEyq4tVTDGGiIBSyqIot9tdzok7H1VVbLdb770tFKK01sYQh2GwtuDTF2O8ublRyjBtkgsUhsVd17EbjdaaQJ5mmxlYF8uvGGPbtjlHpjnlnDlj0Xvf931Zlk3TpJRXq0u+Jaw1DPC01kS5bhoEOB6P3CdLJ2eCxJ0AhvXrsB+n0B9GF3xDYTb03d/57fDrX3u7H00YNJLxMmYRUXoKEghFTEhIKpFG0ADjZ8XD99drKMRdYb7wb/7i5/7ivx4fLKPWiggpoSBJBFncAzy21SSADEjEUbsA4nsZU9w7r2QAhAwJJMB0s86bnczRIdafUi4ZJATMKAAyAgGIpnz7Z3/qu2+92Si7s3RpZFEkBIHYfv5z11qbzWZdVbU2ctbOjsf9aaqPWBRVPwy7/SHlhFJN49QPw7C/2W63vp1fL5t/7Id/nrfjm5u7/X5vtFbCAjZt08bou75rZsuyLG1hdrtt3/cXl6u2bYZhWN/1ADCfz7yfco5Kqc3mzjvfzhb5uNdFEbwnyrPZvGprbUxM0RSlMOXqweOmad95551vf+f9YRiV0ojQ94MQSN/9oK7Loih2ux0rma21vMVxKzCGaK1FgdM4aa2lkjFEZjEAQoxTWZUCRVEUBDQMg1YaAFDgfDZvmnq72d7c3ORMjx8/0dr0XbdcLru+t0aHGISWpS201BcXi7ZuprHbre+swHlRGBSrw679P//w+f/6q9fvP38wRJvTCDkoKZTxLlsQAJEA033tL+4zRwJA/Cwy9BM68pK+0C+Nwj/9pQc/92e+/HP/VPGDX4qVBWtchnkgQXr81u/ffuMPnrghmFyHWIE4gBqk1DkrSp/gPYQIM/OHEQQJETEFW7hZ+10ftN86TBoFaD36bKMET4FColgKBF3wrXev76VzOzilJKUKwVtrp2nabLbWGmNOSU6z2fzx48e73cY5d+yHoiqmadhuqWmqH/jyF9pZ45zr+iGlVFRWK4lSaCmUMghEkISUBDJlYDol169nkRKDNzbDPPt8Bp/KonFumkavlFZalE1zorQBzObzBDB633VdJDJa9X0fQ2LPdsrgnB+GCVEQwThOm92RxUgnAVE5Uc7a6NNUKgYtVUx5cHcvX73KOTdtS5SncfjBL/9ADP7m9frZs6e2aqt2PgzDvhtCCM55pfRycaEUKaXathaI0zSuN2uBIqX04NEj74PzGYB2u92rmz985933jsdpHEJKVJb2+tHjN58+tQVKIYSU683GO6eUBICqLEzb+KZ+/frWGBOjTzkYo0KQPPyRUiGKnNN2u0WEqiiIqKlrbXTT1IlSypmXdbvdMoxn/uQZ183n8xwiC3xYI3BGgGwJkXN0Ljk3EbA3BBmjpTzJusqyJGMZFrJBINzngPP6ohSLxYJZG4Ac/oZs3iilVkqVttBSSSUjzyG8l1L244BCsBnYOI7K6LZtGQXxZKgsy2n0xhglJQcqcME8DANnsZ5ddliPZ61lpMSf7kSS9NN83iJiVZVMfQwhuMmnSAKVkoiQq6Z5iDhNXirjnNPGVqry3t6ttyk9vbi46PpOKVFXpXOuaRq+dNmFki+zc1PgjGAZcjPS49Cg5XLJXtOMERCRI/64aD/7UzK6SSmllMuy7vtxHF1d1wDEeQSsaGN3XIbZZVmerWX5MLTWmZCBlVKa30spVRQ2pkiU2fqIuxibzYbPIUNTHlMJrQ6HA8M/9c4779yD7IG3lWEYNpsNYy0hBIqTIbhAefZRZV4pgGjbdrlcsoVJjPHRo0fnEXzOOXivrGVslnNm6vbkHIoTY5iTFW5vbxlMX1xcsPzPOVdVlVZWSS20YCRptJ21MqW03e72+70xVmtjjEbBJpy6Elg1tTEq9LFum7qyzgXnvHeeCULb7ebBg2shsCiKrjtZp/DHZ/zNLNiqqna7HYqTe6yQgv/P4/GIiGVZTZNjxR0DcXZkYV9UZvc658Zxundnucw539zcrFYXDx89ZOzH8SCMb7fb7dOnT+u6HobBOffixYs7eahdqGVdgbqm8NFv/Mrjv/vNr+7GCsZRZolQR7EGHCSKCI0EkVNCSkIB6UwWP4N531cvRFSF+fn/5C/BL/yzeXlJCjyAw6zBVQztoj7xK/H0A8zZzEgRkgTxPcE8drq7/w8Q4kivvvseuiCQsviU8twIIEpQGeV9udZcLA+rtqd0fO/9P4Lj1IrZbD4M43Kxevr06uXLl1WFAMPrV+uXL1Kp9fXFxcM3rwBAaxtS23czF3xKhEJoayYXWQVhrY0hA8DhcPjisydaGyICI6Zp2h+2zLZ4/PjxNA2Xl5e73W4cRyn16uKq67r9fr/d7r/yla+8fv2aiMbRrddrY8zterfb7R49ejCbzVar1fPnz601bKT2/vvvb7aiH9x2d7y8evj222+/fPnqwfXDvu/3+0POtNtvLi4Xjx49evHiBXsvv3jxYq4LFrmhkMrW3ThKKbSZHbouJb/f75umiTHWda01rrfbxWJxu95wf1EpSCmt1+uyXH/1q1+uZ7OH2vzmb/7WN3//W/PZkucDTVsT5ZzzGCertJXaKFUVhRJCI9RSrZp6Zovi67/1ld/9/Tf24zL5EnEPAYU1WaDHQOCNQj8RM0YIFaEAAhABspcQBNaf8Rw+ea9AsG+LH/oL//LiL/w5eHIdhE1YYxQygsoADmDo/vZ/8989PgyXQHfRCe5JIcos1SdbN3zvUkyCjUOJSElZFrEsX4xTO/Szh6u+6/2EZjZPPkFEKcF753LabA9soH/ywJgmHpKM46jdpJSOIXJBHELYHw5lWZZlebG6fH1z8/DhwwePHlLKbIb35MljrjK3201ZGqI4t4u2qvf7fVHa+bwN0UfvQvBVYYwx4xQmdwpnL8uSYd7V1dXhcOCqV0nDaEFrQwTGWJ7ApHRiRbGjRlGUzjkpFfu+XF/X0zQdDx3lxK7mxhTjOCql2XaSf4MkGZOb3GCtWM5nQrB3Zh7GUUgjQSTArhtNWY6jQyGOx15r5X2SyoaYE6BP1LZNzrmo5Hp7mKYphLhc1s18UWhKKe12W+8cCqjrWis9ny+k1re3d+OUvvGN39PG7Lvu1eu73W6QplwtVzrC8+c3r2/WKR3n87k1eug7SslohQhvPHlUFeX1g8vLi5XSgshOU++9l1JobcqyBMBxnLgqrqrCWjsNozpRLxUmWG824zheXl4zi42HMEzaZN+aGKPV+hwu9//Y6xOdBI2Q++5grXXjFHNiRt5pUgcghBj7iYMNEGVKIaXUNEXbtowugMgHz1M+IpKSZxLE7MSiKOqyAoDj8ei8E2yROA5EtN9slsvlbDa7W6+dc4UteSoVY7bW7vd7N4WHDx5wwji7YJxrZibHMZQ6OxryF/m9GCMwImUI1DTtbDY7HnrnumEYt9stUHr08FqMbnRTVbUpZx6c1HX98UcfdF13e3v71ltPEeH+PfNms6mqSgBKKV3wIQQ+mQDAFkHTNPFpZx/+U0yAEJzUx5CB70qGrOcJ3nw+/5P0zr4fZrO5tafmbNM0fX/kwWDbtrvdjoE6Y3sWzXG3l0FWymmapnFwWtumsW3b8ngzxBCCzwm0tnyp8NXCYkiGKrvdzhZ2Pp8Pw4CA+J/+13+N5/L8ARhbs/qQLyYlgFsIVVWdw+I416Ku66ae9X3vgyvLAjJJKRFJocg5Z8qZSEjJ3AOGvOfMutMaA8YYc0xSiByTECIBpZRGN9V1bbgNjMgHwyN+7nZIKfthVEr3Q9d1x7qui6Jw41gUJ2lmYawylteG+bVM3eSo9xDC7rCW7At3Cocouu6otWFxJK/9fcphfTLeCVlK+fz585SSNYoTMHixmVZ6PB4Z95dVyZ6tbCh0lscw99p7P6ajDkWp25vNWliaz6yMrqraLtLe5yJpVdBF1l+KAAAgAElEQVRyXL/5/MX0P/2q/Z1vtd4JyCJDQQI+60x/8l4RCQEknYiVZy4R/9MLJIAqJwF5EOSk0Ekakk6JjYnLZ4/yf/xXvvjTPwmliopICgmAGfB+pqT/oWqKKEXECEJnkBmyTKI7vPMf/ufuv/hvF1PnTTTu06jOI8xIIEB5yELg1pjbn/nJ5S/90p1uDulIcxAjjONYlnVd1TyZzxnuw6bQKANA2hiCfHl5eTjs1rt9WZbHQ7der4dxuloulxcLrfV83rKp2uFwQJQ552l07WKecx6nIYQwm804roc3+rIsrNbLxeLly5eZIneLeEMGyPyEqKu5956bi8yPYpcpjti6vnr08uXLlNJisZjcyCSWGIP3TinVD4MtS37uMguDWVvn2sJNfhzZEU6ElABws96++/77ZVkh4Ovbddu2TVsLAYj07NmzoRs+fv7quO/X600EFFpl7wqrI2ZQYrveGBQPrx+Isjy4wRzdzTiSLQqw8TBUVlkcvlTDs/fef/ytP35ys507/9lu84+6D/X/nv3/ff80ABkoQU6CCAgBxcmlVQJIghQxAmSBBJQBIEszoeqUimV19exp/+f/hae/8LP2ybVWViJCIsgxK5xk0gmiAPlr/8fv/OIvz3brGlPhEoAZUSJETQmACD6hwZ4ShBfRyVhHgWT3SpUkeynf+bkf/+hn/+leXiXtrLHe+xBDTrksS0DgOhsBx6nTWt3erlkKNQxjzqmqas7N00KmEIRU2pjNdsdOck1Tz5oaiPq+n1+2SilrC63t8XgkgK7rU8q2KFOMKQQuebVWl5eXWit1cqdDINBGTdPIHph1XTOri2tu9m1PCZxzwzCWZaG14SKNVVXGGKKolC7L4ng8Wls0TX1zc1MUJQAhCrY9ZKoh0SnbLaWUE5xMDqUKIWgptJGlLWZtTTmWhfFu0lqFlAPBNDrnYgje+wAARWGlEs+evXl7e3PYd7NZi4gxhhjTNDkpVEpZKVNVlZFUluU0DYR5tbpoZrNMFFN6/vzFH337HRfFx8/vlJIARDktl4tHDx80dYVISsnueGzLwhiDCIvFAoD6vuPeVlWVAEA5nAOy/6SCi0egvJcyGucikEdAPKoloqayXOueiYuMN3hW5n3kK+G8CkqplAJ7JSLnbwhJOQtAZp/xmM7FkFKCHJ1zKWYh5BmTVFWdM3ETgUVJrNZjvMH0jbNBfQI65x8wA66/5/EB3GsUvWd/FyY6cmldlZUUynk/uakfJ2P01cXKWjmbNcPxuF7fJTKnD2VMjFGI00BMaw1SJB+01mz3lXKYz+dG29evb7quN8Z654vCVvcPwUPfsVOG9/7m9tZau2irP/3VH5o3NZIvraYcEMnHOPnALYwQwrxtuUTPOWupeDlCCErJuq5izEziO7thl2XNcG4YR0anUgBPTfnIhZLGKMp4OHTsuciyNR7TnVPXefXZRpXlD8MwnIHY4XBghSTnTFxeXvK1wUCG3Wj4uXxSagDweIyHk9wSSin94JeeqtlsNp/PGdLwvcc+redwvBiT1voc2wIAdV3zcFZKGaITEkpVIAEBaK1j9JFyygkzaWsI4NxR4PPIoJkvnfV2F0JYLS8EipiDtZZSRMRGNzlnH0+x9IyUbu5uOaa8osp7b4yd3DBNI7v3LpfL3LbH44GPX2p1PB6Zv87WpTzQ5LFsWZaLxcU4jl3X8xQOIKzXuwcPHkiptbZSKilFzhlRckS7MUYry4M4RsXc32KYzh7Bi8XCOXc4HGJMbN3DVkiIuFgseLVOchoqNsNwVAENrRbzYdwXhUlKtdKsyvJIx0sC/N/f/fBXfv3yvQ/LGAUkQCIUiegzG4FP4EsAIp3qISZAZmRjE0AAmbMEQFAOBOZYZ0om9TkPZOGf+Mm3/8pfgs//MEAECZGyBHmuphD+EVQxKABPAXwEBBlSPr77QZUyEen4Kb3cMpBCmSgjCiAcc754+5mcVYWsYiavnQVrTcmMi8PhwCt/9hPLlEKIoxvrugbIxpjVahljni9mx+PRWvvo0aNxGoQQvMszPjTm1MRVKJQ1/eGohCiNDZPLIfaHPWcP+3wyNYn+VCTx7m2MsdYUhQ2eiqLgRwvLhlmBwAk/t7e33nu2FPPBnfkF19eXq9VqvV4fDofdeq21Lq21bWut3W63zrkcQpgmkKqdNQLFOE59P5iiYMF213UhhCdvPHn06NEwdMvlfN7WLMZ49saTcQwxJqOVtHLAXLWtciSH8NEHH6BWZl5KpFldb1+PH330ARZqgPDG46s/NbsYf/3r8m//NvzxtxcQNH62+f3/POL+BxFgp0Am1CRthgQQEYIAJNI5WogAqFB6IspQqgpIjlK/lBF//Cs/+m//q+3P/ASYBZQyZZAJggClEBNnhCoJpIf+/W/8ftrsLYCgzJF6hPmT3+ckACAhSQIhQDIECehQ2C//1E+kNx6/GmRCkXOu5g1H+LLoSCnLg4JZu0DEJ4/Lpmm993V1qqFL2wBATBGkDCFlAlVUiChMykKhtkLgsq4x5zBFQWSVApJ+CpBkDoBaShCmPHm+I+I0DV0X66pKKbI7f84RMQGwdb4PYTKmzjnE6IQQ4+ikKCkTEAFBDGGz2TCPtCzLGEKMwWPQSlMGgUIKlWLuu74sy7I0KWcfQ055cp57Us65cXTMnbPWDl2PRIvFXEkz+akItqqssdZa69y0mC1jpl73Qz+lVHAHaprGrj8giMJWm3Dou+ny6sJ7WdeyruNmszkcj1LKTOFyUQkRLy7nVVXZon7x8tV+P+SM77//4sMP1xmgKOyjhw9ms9l83s6aWin58ccfctj65eWqEKKsLEfLeO/ns4YDRQFgmqZpGvgj3GdKh3z/4mrwPG/gWvocishOkuyqr7Wez+fOOXZ8OKvvhFAMsbga5wpeSjyJ5ZRUWgMCIip5MlpPKeUUh2n03muJWtmcPM8AOV+Bu4r8q3hcwSCB63ytNZN1D4fDcrkMOTHw49EWz3Vns5lzbr3e8fOLPfbx3p6bBzMIyM+XtmkjS7WTb8181s4VCqVkP+au67z3znsppVLAZ1hrnYDKdpZSWq2Wzrn15jalBBrats2ZiKAoCx4gMxGPI0b2+31RFNdXV4fD4e727vXr14KupuH48GoZwlSWpdZGqPu2hZTsiMGSNqM0i/TGcVRKzuezEE5BJoy3OQqOxV/7/d4YY40xpWUECABN04QUc05a28ViwdiYM0juuySJD5gbqW3bsub2jFPm8zkvB/cI+r53zr18+ZIVbUKI4/HIjV3GJqvVirMWr66uzpa2DLwZgCheWv4SX5q8WnwxAYBEOvcGzsaSnEO/2+1ev3x5dXVVlSU3Zvb7fc6ZARJ71vIIywByoh2KPE2OyerOh+vr66Zp/OSGvmc4noCEEM77nLObPAt/N+ttXdfWFESgte77IYZ42B8ynUaWpyGvlAyR2eKFr10eOnO76zxO9d4DipTJmFLKlFMOOV1dPnRTIIJpDJkiQFbqRHU9eR+BHMfx8vIyxiiQuAEwn8/5LmVnTj6TKAQgVFUVQjgej+M43t3dLZdL7pHEGG0wdQ133S7nYL2aN7PaFoUpogtxPDb+pfzuq+l//Buf+/BlNXUKfBYJCZAggwD4rNj55PVu79E3AdG9mouAEAEBNBEAOpACpAAMwuecD/PG/sKf/cF/79+NX/yCAgJlogQCmXKSQjDfB//Bdvo/DJxHIBEw33+CyU/vf9zGhIgqUfx0VrSICJgpZ4kyi1SU+Xp1zNFDkJWZNQUdyXsfY+Iu3TRNUmLO0DS1EAIAUYhxHK3V3MQVzmVFWs+UkFKquqrmxKFGmcXMUkrG2tVlHUPkZt5iuZBSCCGsNUpJpdTkxhTzbreLMWplcqIQ3DiOp0yFmLpuiCFzk49dW/gBxs8Y7rNyVZFyEgK5IKjrOqW8Xm/OARpciGw2GyZkMtuEnwJT3xOCdyHFcNyPTdM281lVGcpQVw1Rmo5eJC/+b/beLNbWNbsOmvPr/241uzntvbdaV5XLjg22lTiOG8UklmUDBiHggVggYRB+IEay8oBAEU88gHhCCCReA0jEIsQOxE5sYxAuEjcpV9mUXVV2Vfk2Pt3eezV/+7WTh7n2cjmNREScOqLuetj3ap9z1vrX33zfHHOMOQa4sR+plItVfYRR67pSIiVvhfBhooLrdXf5Jz758vZl1dYlR6dV9cbF1YM1Uq+Ww5Npxl/42/mnf+HBH+yaMCtRcn5fdvlaoLuvfmUEEKiyBEAJKIhSzgVzEjlDziARpSqo0Nyi2j1Ytd/7Hd/yI39u+z1/slysilUYJBglSVIuRaEHcEoRZeQhyxeH3S996hqVS4EoIagC7DP8uue8EBCSkFkgZIRicjkISh97s7/s5hRCJkXJaZ39BAjryu7DlJfBVJXVWhWcYy5E15dXACABFYrGVURQcuGoZVS2TPN+f+CRWUIap5Egd21bKatREhSFcne72++PpRABpJSRMOWyhJPOCAC8T8schn5RSgkwhUhrCQBSuIQieDK6SUmsui6mxNAi52idDnHJJUkhmfHTWuechBBKae50t23rXOV9KIWd2ynGRAQlkxDSOcOmd7vd3jkw5pQUp5TKJcUYlBIX263WKuVMAFIq42yMwYckUXJOd85lv997v1S2ssbklKqqubq66LrOh2lZ5mkapcSr640UarVarbtKKZ0L3dzu5/lVzvj228/2u2Gc/Hr1MMTxwaPt5eXFqmvryi1+6Q/Tqq29n9ertmtbhbAsS4xZ67aq2hijc6sQfEpps10hrJnG4C/CDX1WonVd17WtQEFE/dCnGKMPRGSdpVxiCEDQtjWDOpbK86AaD1xVVSWl5vmr/X5/Fg0qJU5xzaUIIaSQgMSAh4hSTjElEFhVlRaSh/GYpZim6XA4TtPC5Adr5XgHYW0aAwG2es45931v6+rsRsHoYBjHc6z0mcBgZSNrHTmPEQiW2TNQ10qxRm8YRiqFh0KNuS/aY2TjyqpqGA6RQKYWD4fdMAxSSSKKKfL5meclxCikUEZrpWEcBGLTNErKyjljjBTieChf+MLvDof9o4dXPqaSqZQyj8tmu/Uh+Hk+RxQyD8npCIy1lmW+vb1FlMwM8dk4R9VzsBwHaSASE7DcVM1Ucs455ZyJcQ3rfZxzwzDw7CV3WpmsY/KNw8bZl4Q/hT8IAK6vr/nW4mh4dszmSV1EvLu7YyTC02Gr1YpTTJhbBiLV9z2PxvHRnK1jGNGllIwS7Oh61nPmnF+8eMHv9eDyEoBevXqZc/Y+dN0KAFDKlFIqBYRIKfkQ+PTxT0C4J511KaXv+7D4zWpNpdze3kqjrbUxJ6UUgjwcjuM4Pn361Fo7DEPJBUFQgZyLlOrRgytW9/JNJgB44eBZQYajTACeWc6u6+7u7rz3j5+8wTzhOI7DPCDKZRl4wQLAxU/W6lLCuRcew6nc5RvRWBWm0VobUpz9ws2PYRpfvXrVtq3KGhFvb2+rqtpsNvwpfOuzsJPusrl0zsgiZaASEqAPd4cXq8oKVT709jtf+us/9+Evv3MVBitETxmoqCIAMCMQgHxfs/na6Zru5zDuLSs50o5/mwERJGAJQAULoOyNfvrv/ujjn/zxsL3MQlKKiSKiAkCBAr+qhsF/GgcP8jycRwnefhtf3OlCJIXNIn291rYoUKAgIZZUJmfVo6t9DhCxCJEQ0Qs2xowxlZIRgZdyFjdqY0NK4zz4qLQ1TjqWEsTou7blQV+WKqzXHU9ECyHYX1op6XQVQ9Ba55hSKFLK1boTQoxTTzlbY6Z54e0WAKqqvtheFkpstslOzdym5WY5R9ewJkIpFXy+vr7OOYfIxVnmgeRSaJ7HyjmrjUQRFu+9N0orIW1lhBDW2CxVSPEkTV/ZUgoPctwd9qwRTWEmKFeXm7Asz997F6BorWfskUTIfvGhUqo1xiGpTbub7iAUrSn2/e14VE1VqJfL8Y2yXPzel5//j3999ZVnjyavchEInayGFAnk+6vNa/Wq42kBzH90dJgAigBBMmScqurtWr/5z3//d/5b/zp+y8fKdpVRSZIIGG1KSO6UdiEkEC9EQkikBL/ymcPf+61HMSugCFiA8d9JKHG/vr6mMA9AaJIIhSAZIXsB/Yfe/P2QUhGuUjJJnrgjonmaa1enlJRQEiUVqms2dZik0AKTFDnnbI1p21UIyQe/hMWt6tbpAsiBXZSTlBKhhBBKjt2qVkqlHKwVJZdEhAJyWbwP80Ip9V0HzrllisMwh+C10dMUjTFd26QYtdbLElNKdV0rhX6hYZhPZoPKN00XQpAyG2NyiVJhSoljvuq6y5levbp9+fLmzTffLKXc3e2rqqoqSqkIhUrLUkpMgYhyKuwmBQBKaefcddPevbpJKUzTKJC227VA8MsypugqiyD8vLBhCYAwxmglU4SSUwpRS2GMFkIe+z0A9f3h8vLCVYZLauecn3Gaps9//gtSqnnx+/1hmnxO9ODhw09+8pukLABxGHqEPI6HFKMQtF1tqtoCQFU5RXSx7rTRMYZxODrnkLJR0mpVSjHOMbd2tpHnZhk7WeSUUULOWaJYdysuWbXSZ+6F1+pzGDcLQ5i3YCMMrviZJ+C2YIyeaYxUsgQEIvbr9/MCiCiQ12T6Ktd+5ohSSjxRyUiMi2TnXAiBG4hsvnUO9UUQAiWCQBBamZxyEllKJYRkAxhWGwpUHKKAEIQEhqOFSBvDDqJQaJpGmMkZs8xT2zTOmpubu5xzVTVnr/thOOZMQgifYm1dSmmapmmaAEtd16tuXTLlXJxzddP4GHwISmuOJdNSHXZ7o7TVpq2byul5HPtxhBdJCeraOqSklIohGGOYGTq7qrAtEJ8fTsDe7e6apmO/lgcPHvCu7X1clkUphUIwlzhN09XVFdN93nuhpPep5ORcze6dVVUxncs0YNd1fd/zm1xcXMQYN5vNfr9nnHVqduR85oHZBPU+ujAwLGcqtW3bUgozgdxQGIZB3n8vay0gyh/+V36UB8b4BmWAyNUDw6dlnqy1q9WK28DWWmNMXdc85EY5SSEr63IpVVVJqXLJ2hgqEEISKKyzfOW4wXAmE/mezjmmFLWSIfjDft/3x0JFCASEGEMpUNf11dUVj9hxU5zxdFVV2+22lDwMwzAM3Myep1PyJoM6/pRhGLj64T9iwvTy8lJKOQzD4pebm1f73T7nVEopJRujEcFag4g5FWNsLiWGDHCaiGWFblU5ZpZZbMBnwzlX1/VqtWLmnQc0+dqsVivOnecMxKuHD6Sk1hqV0ch69Hn0vgz7p5jUl7+Y/8pPmd/+8pMQLJWBlihJEBoQArCAhPfjn15HmCfh3sYdEBBIEEgCFkOynDOLMus8K7yr3JN/+y88/ckfh/UFoYgClRAoJREIBEl07xAIJKDg/zcjzf8XXB4BECEWAChQ5pc/90v9X/vFTSkBU0Pi63MWqiAowAKFpAio549+iL7/O3dVXevadi4sS5xTLpk7l1XlpBS8T0iJKCCXLKTUSs3zzH7WrAyhQkqK4P04nTJUlmXR2gghhZAsyZimaRonblTd6+9zKQUFD2dnFBJApJTP+hmlVF03bHO1zF5rwx00/ghOeeF3izFKpYTAXPJ5EkNrzRPhpRS/TCkHIVAqIZVo24bttokKK0K1llprRCilLMsMUIzROcUc4zJNIcbD/gBQpJZd17Juh0rZXmwBEYTUpjIkKAQlRYSEGqd5WqLfXFwqYz4M8fE7z8a/+jPzT//s5bvPL4Ovsq8FZspj8QWFeF+0/rV4FgiBT/w/ePbVaYkrBUrEElROCBlRkJJFTUKPjx/qH/yuT/xnf+nhj/2r9JEPQt2KJGURlAElEmFBwS5HCKQSYiGQQiDQzf6Lf/k/xS+9e5EyQc5QEERCURBUAXWiGV/T+4GAAECDJCgZcyK8vX4EP/LD/qPfqM0KtbHWSePa1bpquqZb2bpdbbbNam1dbeu2WztX2ZSTVCgkGKOEBG2VtjqV0FQWUnTWtHXltJYIlVZWy9oZRaUyWlklFBz7fYjLwycPUGHKEbBoo1brumnaUlJKoVAqkFfrVkgCylXtgFIpQWmQCghSXRulACAtyxDS0q1qY2XOkad4mADhdjkQdN2qbduqcnVd1XUFQNYaY3RKMedkrSEqiOScoZyXeQYiBFrmSWtlrQGgGMPxsBuGo5JCKWGNWrVN5UwI3lqVU9JKheCVEsYoBKKSrdF1bUtObVsfD4dhmkKYCchazVVi166draZxGfoJof3MZ3/77bff7Yfp1atX683qIx/50Dd87ENNa7QhohDDnFPs2koKcFZZrZQStbNWq8parYWU4j6MFI3ROSdEMEYDkA+RAd7Z0uNskcJF6TSMpRSjtVKKSuFaOnhP9xFiQki25eS4eWOsEJINSIdh4IL2bGjvnLPWnGife+cPXsMBkWfA+COoFK5RuaRnMxLmr5jiY1DBDASbz58cGu/T+VLK/n5Ij9X+3vtcyjiOfd9zbczaNy7stdbWOkQGm5JlyVVdNU1dKMcQlJQpRXaYj4mDsXNMkTuSVVX1/VFKmXLa3d5Za6018zzzP8kpex9Syn3fg0AhZYzRL8sp871QfzwyhC6lVLXLJZUUx2H88Ic/9OjxI6YThZBIQEA83sYMnhCiEAkhEMU4jVIpvs8LFd5GmW8sBNM0dW1biBhrWKMZQzHWAgQphRCynPxKkM8AYygermMunXdwY8x+v+fJOgBgB04+8znnrusA4Iz8eWj2PFjHikUWMPJuK4RgZMh847qr1OPHjznY7XA48NXlqHVuCZ8VulwKTNO02+3Gcby6umKFp5Zie7GNIWpn67ohgn4YhBRUJmNsLqeDYF8TPpuMOxmwaX2KyKicU0o9ffpUaAUAMScpJZBisS+rlvu+3+/3u92uaZrVamW0EgKVkKB0zrmy7vx0Gee4S8Et7bOTLF9I9k05DnsfJmtt17VPnz7hY4sxClR8weY5pJTHcer7vus6Fuwyydk0TdueYtDv7u6YRdVav3z5sq7r6+trIcSLFy+YHG+ahm1PmTJ98uTJ4XBIdUlDdkVddNdLES92z5Smjzf6+vff/sr/8FNv/d57OhdR8gQUpeBCP4NAQAGS7tHE+6/XStdEgOUktSRFiIIEYz4hseQAORoJUj9r3J/6T37y4l/7l6Fdg5IKQUEpgOJEo9+DQjiVVvTHf+TcryMi1EIc5ue//tk2EQEBCgES4OuRzxMEQKQQCtAo5dPv+I7D4yeXq62eaQk+zcHohqLnxXSep5Tiw4cPnXPj1GutQ0opF4GGFyVuxL58+fLB1bVWijdCXuKrqrrfD/C+hVQd/TFnsdlcSCmUkjGGlGKZk1IqhOKXRSrLtk/OuVLyqREWszWsZco8Kcd/wVr7/Pnzu7s7bnWVAryK8i7Ospznz58bY66vrxFICoEg/eK11jlRCNH7sFqtljnMk8+QjsejszanbIwBoHE4Vs6tV20pRej61csXz589u7q6UFoZY7XWQBBi8sEr5+aS+xCs0v6wOGeLE7QWFJZ18Fe2cj//f/z2f/8/v7kb2mVMMmVBNck6kwLYCSpYVHmfzfvarXL4D6HPEPVMs9Q6Jy+IanBzLou2O2Nmq69/4Lu//d/7C/DJj9JF43WVAAUgCoDTMDApwAxQADSgKAISgZYJsi30B5/+3LNf+/WHqRCkBJRRAEEWhIDyvn322rJ5GZISBktCRNJ6THq4uP6tff/Z//PXn7aXaATKEmOcpolbw6wT49quaZrECXXd2nsvUUopV/aUYdB0zmmjlSuFCkFKxVZdjrGqbM5ZOpVzvti0LE1KKS8+2Kp29Skl+OrqyifPzkzO6BiDMcb7FRFRzjEGouKszTlf2A3z/MaY3W5n7YphBtB6WZbt9qKUIqUKPpZSrKmYAGGKUkp5PB7fe+897m5LKU/BzVCkgKFkSnKz2eSc2+o0zMY8WPPomoWOm24FWKSUOQZrlOQavGRXu6qqhmEomEMMPDJjnBFKLGGxVmw23ZMnT3hbm6YlxkJFTmN89uzZixdf6PtD07SrdXt19dGqtnXt5mUcx1utk5LaKOlM5azUrROIUgoJKKU0RgGU6IPWunJOCcGASgm5LMs0jMYYXTVsQgMAHELD9hBM2litbct/QVtrrdEAwMFxVVVJgTFkFmqe3fn5evHZYOEf1+FnLxatJYNtrl25eufq+n7UU/FIJyszOUwvpcLZDIxJeAyKB8uZSprneZqmswsLACzZCymHYWCJI8sOcy48jcaM4u7uQETLEoRQpfDbekASQjIhWUrKBdfdqqnqZVlCICFUysT64Rjj7BemB51zPKDonA2Et7e3T5486rru5atxWRYEcXl5dXe3q6pqXpbVZsO4KITQdR1acNYyUlh1ndSCiIRUKZecqO/Hypqci7XOWjsv43kEjs1sjDEEgAJdVREVIQUnvxcigVio+OBLhq7rQox8rff7/XazIiLOYxNC5JSt1TlFBl18iliww8CEXVLYrlYIwTmHDLX4GPg68kWP91pW3qz5HYZhON8JnAbHb8VeIXwLcXIGEambm5uTpXXb8gcwgmS+GBFdZfnC80Rp13W8JHHqpVBqGqdxnoSU3oecyzRNddtoI0OIu91dTvHy8qquKq11SjERcfot50v2Qx9jrKuqsk7WIufMQiOplTEm+BxiCMGH6LXSq3VX1a5p61W3appGIAgBWstxHKV0WuuQ4t3dHVcwjIDZG+DU4QDw3l9eXo7jOAxDt26N0YhMhZdpGkuhnIsQxVWtVDoXkjrP06SMJgQfgpCCn1gQOE8+53zz6q7ve06GWOZwdfnAOeeXOI7D8+fPHzx48PTpU35g+Elj208p5TGNlkoo4uV4nHPZKvwmV6tPfebtv/pTH9zdNTETQkIoALIIAVAQPQpR8P0a57WFeQUKABEUQVAoO1IFShANL7oAACAASURBVISilI1pgZICdXcf+MCf/I9/YvUv/tlQVRoARSEOqjnxan+EHySE8k8h/ZcoAZQCWiJihle7P/jUr32UYoFMgBPkr88LKkEQlEIZipw39cVH35oyTv00vrqr25oS+bJw62e325WSm6ZmzcY0Lbw4Bb+wsfUwjEYqXl3bVSeFLFQIQOsVg73z9rDf75WSSsnr62vvl/1+33Ut26ABgLGnwXSpcJnDOE05p67rjDEcHFpVjtu3y7I0TcNumfv9nr06efskopSKc471Iawy8N4/fvw450IEXHPM83w/5S9ZPcH7jRCiAEhh7u4O6/W6EKQYORiG5wRCGJQ2b3zgLa3VPM8+TKtuhUC5gNIWKMU4RaHAWKV1iNkmtHG+GGfz6c9+5f/61Sef+nsfGucGBGEWIKjgglAIAHKVS36fyfuaSBXoq1a5f+ASBEpKGp+9EqBJJijeVcPTR6sf+L6P//A/Z7/9k8t1J0HqrN0MYJAQkmDEWACKKkoASABRADKCEIFKQYJ93//ip9oQTaEEkAQSnMTsCEWcW1SvbZ9ISKAsQUbKntRd3f1mzL/6pXeeYfXC/0FRWTrF+inu6zPUMcZ0Xae1liXnnLXRWpt7Mw+KMUohXFVzjtQ8z9q6aZp5pMU5a7QWQAQQw7i9uNxsNs+fv+j74dHjx0objvmCL7wtZXJVpZjJkdLaFINnVqGQRiAhHKdoaW1ihBhj215wupf3Xkq9Wtds1AmA0zQiilW3DjHklF1dAUBVVXXbtKvuvffee/z4MaseiCgFLxGEkF234rL14uIypRTCaTypahsk4MBPIYVROptMJQshCuYlRqFUITLWCCnarr13tkwvX92gkK6uVut1iNF7fzyOyxIO++OzZy/vbg8A+I3f/OGnH7hYr1aVczkXIXCaxmVejHYpUg5Le7FRSmml1usVT8h7vwgEKJRz1laVkg/93mgrhORoAWOtsUZKKU4Rdqd8cy6yWWimlALETCXlJEkRnpgMbc1KK+YDGGWxSxZDO67MT+bJTcOLPyMxhnbez/fTgCXG5JwgykJQLjDPnnWPQvDhs5xNMsZj9xcpZM5lnpYQvNKKzz/POjE9AwDM763X68PQ87Exwry4uBjniT0v2OtLCFkK3N7eCSGqyjlnq6ryYQkxWuN4wryp6pxTKZlLYtYf5pyPx2MppQCllNabtbOOP/c4Dtz63O/3XddtNhspZQxsV2Z4ZZrGERGfP3t2fX1trY0+sM6OccQSfI4+xSi10ta6qhr643rVCSFiCH5e2HEaAHLJKee+7/kk5Jy1VqUAomA8zH/knAsl8RdncV/XdexVwzBbCIFUcs7zMltTcRSe954fc5bOnjleHqKz1nJThi15ttste9KwbcrxeGzbdr1ev3r1Smu92WxYO8pYqWmaZ8+ebbdbZs7OY2t8Vruue+PRVvGnstMmn3Rmq9hUABF57v+ceMjtHB5KyTnPJYecbm5uiE7eu13X1a6apml/d+fnuetaBEoxxHDqRljT5JypFGMtf88QQmUdnzUffEoJg1iWJfp0fX09T+PtzQ23KK6vr7umISKBgAisW2W3uru7u3GeuEHOS2cKcRiGq6urs+nc2R+WxZxnRx3OeFDK7Pd7nqYbxpkQj/1Q17VxNoQwLfOyLF3XaWMOx6NCwdkv3FPn9hVz2fxxH/zgB6dpur295Y7dZrPh55NNdcAPCiRo+eJwE+fxO2Ur/sYvlL/1v32zH2VJWVAGAEJNKAEBcAEMEgWCzCe//vdfr5+yCQgIEAQVjSJSlGAC0JATCAwkzbf9M9/zX/3n8Rueem0U0oKhIomggkBT6O/TgBL8I1VS/4RrOOQfCBJiDvDuS/mVF0ZAjFkJk0AAfD36XiAAoZCigJTjtg5PHyyhaK1sU4lCm832+ctXRFTX9eXllicleGme59kvvqprbpQqoZ125xluBle8h3kf2rbz3iOIu/EupggA3s9VVeUms6C/QAEB7arjUqAfJkQMIRlt26adpolLgVIKEUzT4n3cbDZ1XR+PRxb2SCm5l/fw4UOeTL693fFKfpoLmudxHJu65U5tVTnrrFC9j8nH1ErFXizccM05S6GMsX0/GuPatiFApXTJ+V7eE7VRrEFarUzOOeayjBPXOtNwwLJcrB6irYK0YZ6HF8/f6g/1Z3/zxV/57x7048NYPMYlJ6udzJRBTRIGBFuoySjo69QQ6Gv+LJz/p3y1CgAAABrhlrzUqhkgPbd429kP/tCf/46f+HH44BupNrNUIBQSnobvMqAERCpACUsBUgIEzwaX+4E7JSAtMM7xFz5VpyQIM2BClAWQafY/Glrzujb+BEEsSAXIo3lWVzcPL9324qntxle3qJR0ZrvdcmtbKcWqvBjje++9V1WVIsXVKrfqY8hMqTHX53MyTaW1ltp474HE4bh7+PDh9eUFa46OL5/X1fbD3/aJ9ebBFz7/u7/yd39Da+tDYEASlpOHOcuw67r281JyNlYbo3MqTd1sNhvu7LDeqq5rtugIIdg6I0ounFhmRUTX1w+5shIycwz01dXVF7/4xRcvXly9+87jx4+dc48fPxYgJIrdYVRKaq3rupbaaSsurqrdbte0ldK6lGJS4pXNtW1KSaHgElnlrIyWUoa4nPOKicgvEfr+4eM3Xr582fdz16kY6d13n336079RMpSCdd185MMftRVpXYwlwAgAh31fMiAphVKBloqM0dYY7lhJFIUSAiip2M1YkyGiGDNANAaVVKWA0lw9Kh8TXyy2RgwhPHnyhLlQAKic1UrxKWVbPv765ykknu7h+vBM+/DoF7cAzriLkw/4NmN8aI1r67Zum+PxGFPy8zTPc+MqRDRaA4FxRgjFzA2L+qhQSpkLewKI99wUC035VjzLAudpSXQin4lou90qpfbHw7Isx+NRa9t1HZBwzmht7u7uOMv7jTceO+esw3Ga+3HQmqcPsveLlFpKKYQshFqdUICPIYRwPBzstWVKqSD4yaeUuFxnpCRQLos3xgLgtmutc4fDoe/7aZpYGPni+fPaVad2iZGkzTgelzl87rd/53u++0+HmMZxqiur78f5mNCzxsqS2a6MgcnxeGzbRmt1srRJic9GU3esSWT95L0kRzDtlnOellkI4JKATipQ5AeT593Y7oRD81arFbdTLy4umAriW4JrCYZjzKOyFFNrzX1hRnq8IDCEOatDt9vt2dgfgNQ57p3/hylgvrrMOyNlbjl775lY5C926uwWokwPHj4G4kCSRSlJlLWWDx9crVcrKqUfBka02+1Wa51TKkRAxHOx3vuSMvereALycDiwwPLR1QPuE19dbrnTcNzvCEgrTTnFFKd5Pq8+1lpXn/JGdrvdfn9o65rnHZnRZitRvlo5Z2317u5ABMYaKQwnxtRVi6D2u35alhDjMAx1Xedc+LQwCucTdzweX758aa1t21N5xB44rJjqui7n3LYtr02M9du25YlBIpJBKm37/f4qxzcJ5N/62/IX/+5b42ApHWSWhMRF0yn5GhUR5UJIBUgAvT+d9/pVQsTWAdxwLlQA5CTIW90jebd544e+/8l/8O/AN34QhbBKABZFIqMAQEX3IXt4r/+8l2ueyhr8461HCpIWmApIIW5+50uPIuYcQBSRSkCpv06bCughS8qUk/nw0+XRlSwWSICWKlFBvLq6aNuW9+zdboeI1rqUipQaUUzj5L3Hgs46KrA/HG5u7oQSi1+s1dZainmeZymVkkpzo72k9XpdVRYRYwp1XRHQMPQ8PsFrkfdht9uFEI22TM0hSCUVbyQsv4wx9v2BzZR5veLuL++FACAlEuXVahVCHMcx58wZR8fj0Xt/eXlhF9sPQwxRSplzycmz0iGnHGNcIHnv15sLrW2MOcYEMBMVk3SMYUlhu93GsORctFTRh5QSokBAo43qLjUWmXHZ322ceQug/9IXx5//3/2nf/Ppzb7B0gMpKRRJiEGhBsoZRUHIKALm9wfzvmYtjz+qXPjDnwi9iFnZlwLLR966+sHv++S/9Ofrb/nEbJQw1grdJsKCJCgDCSOIqCABkASUxBJ1EEBAREISAhZQGVQs+5/9+fz5361TkkVkUMSx9wBIhW02C2DG19eNjIpAlIEWksajcp/8xk/8wPd++OlTZ9txGbMEBYqIpBCFKIYwjCOVoo1hUVxJMI4jk+2HwyHnklJeloWHdbWzCchY+/z5S0Cc5nmzdtdXl87aGH2Oibqq73ef/vVf0drM00FJahvjrGzbzvtARQ5DTwTgUwypP448pHQcRiSIMQFBt1rxNC8iCsSYXjIGyDm7JiMKpRTiydsjpfTy1Z57PUojz7N867d+62Zz3TSbUspnPvM5KaW1v+NcpZTp+15KIeXJKNI5xyN8xhjrrDGWTt4NGQFSSk3baq0FIt3PUw1jP8/zxcVmu728vb394hd+d5omRNE23YPrq5vbV8syCyG61RoAHzx4uNlsHzx4GNOddW6Zo3OyZFJKSS2ctV3XlJx9nM8Ta6WUmEuMseQshSSC81pqDCeEqWlcUs4AoJUyxoScz0kDVVVxXUr3r1SKnyeucoVWGCVIEUuOKSYqpRQtOGI+AwB7L7OonrkE7ugxkD6FKyI2DVtUFCokhFjmBRGNsz4GIYTQSgtZUs45a2tY+ckqPAAohVIKDBuM0AR0+tYxMljlMTxuz1HBWLJzVYxxGEYArKoq56KUvry8GoZeCCFQpZSur6/ruk4pMlLIJbNBq7VGCCAiLLRuO5/SMIwAwnuv5Aka7I8HREw5zsvEcIXP5DRNpch5nh8/edj3ffBxWZYQIqKo6/pwt4sxPrp+IJRkyeJmu53n+TgOVVVhoKqqqro2Wr18dfPO2+89eHAZ5jFIDCEIAWdxYwiBk+W5N2qMKeWkdOW7whizWq1YDXvOrGPK6gwuzorlYThqbXnWjhmmvu95UIKB3P29ZJgqZFTGHVV+8BmCsnSWTdrOcXT8m2EYeONmuHHWYHIuAMutlVIEoLjBDPeZ4+yvyrwTo0ajBDur8jAitxy4MiAi52oppZDo/cL3h/dLV9erdRtTvLq6RER1q+7n8ZwQYik5Lh4ACMg5V1VVCpH96ZRSBcE5ZysHABQi04layULkrA3LIhARwWjFXQc2mW3bFkCgFLwONk1X113tDDeqWavKektWCQshAFUpYb8/sM7Y+4CIm82WuUpb2cUvTdNM02SMMcYpJfgUd123LFNBUNa4po4lv7h5xaWY0IoE7o4Ho9Wqa7lBMt5nRXCn4fnz59Zak6tdHbZCP/qdr8DP/M2Ld79ShUOvYUThojUUMkFAjAhEqAAskKGSqCROpngf5r1uEp1TgAIQEpxy8zBocRClfvPJN/yHP7n+kR8sjRpVUQTGE6LMxmYAXQhTjkZwbB3+YRgDCADB0yd/rFc7E8iTVQyU0n/6t7dLyhJRSh0wSPy6HM0DAkpIUokCWH/kjXfy7KCutB1xHg77dtV2dX13d5NTIYKrq6sYYymwLD2nGyupBj8M/VAytW13dfVgmEcphbGGiIZxeHh5tV5vpmkuuYzj+NZbbwFSjFFKTCn5PFtjUy5N3SAKIWRByJmkMdurq7EftNRw79w9TTMAWGc484CpRXX/Yq0UT+rzzsS7WkqRxwZyzlobrTTv7gRgnK3r2lQVAIzzfFaknLzjdOVck1Kc/WKMcraSSkqJpWTMojIKS/I+VFWNSJUzIWDJOYVlyvE4ZmkqQ+MjWNQvf+r4S79Mv/aZJ/2sYpZSLoRtFj5HECARLIUWVMoyZMxAAhBeexv9/3+zeX8E7PHYMMILJ9pv/djH/+KPXXzfd6XNRSESaCwSYRkpaKFMJkBMmBUUAaQzAiEgEmLBk2EVIYwIGaAm0BHCl977X/7L/+a70mIyz6VjBiFBaCjhvqmWEMprDPMAJVDOEEFosG77Ld/08oOPLdBaerWRUQAdy+IXEEIirlft0+sLJmoQcRiGhP76eltXlXNOqgfB+6GfAEBpLYWw1sYQUkrDBx/EFAUKbbQUMvi5qWsgUJXt+x6FEEJ+/ONvfvu3feJ47Nu2U0rNy5wQvQ8pBSJiIdV6vVqtV7e3NwBotNWac9XwcDjmnLTmzGHDNFTJupRSVTUiLMtJaTZN8zzNhYqUGEK4uGxzwRBT07TH46GqVzGGeUnTMk3Lvq6rztXjMvtjLyQCHBh7jOPoqlP6tjHmcDggCLwvlBFQcLw3grFGKfHp3/it1Wq9WW9ixrc++LEQwmc//TkfsG2bqweXdW2neZBSEJXd8fZm9xITj37Zm1cvLi62H/3wW1dXG8SsFBGUld4g6hQjAg/FhZSSVqoUQhTWVljYMwJCjPvDUQihpAohjOMMiIDEjMoZAJwDCZRSw01fqFhruXBn1o4ViWytwVN8TNyx2SEzfvwz3PvV89QPEztSnn4zT0tTq3mZQ4zDPDH9IIQAAv77vM7zvpBznqeFEQKr4XzwSkk+GGZKzhkJJxWiUMHnECIi1nUTQuy6lZQKsZQSmXPWRiPSNPmbm1utFSKwq0ohYmSx2+0QwGmjtVZSWmvnJex2e4Gdc05KwayMtTalKJVsmmaYpznMWmtrNQ8jWGuB0PsQQiwlL8virGOekwEYeyIKKadpev7ixXazUkqFZVJKhBA//4UvPHr0Z1arNVCKPqSSeRPkRmrV1EytL8ty6PtV1wa/8MViy9n4VRMKZxq2lFJyZKqJybC2bbWWAlWMWWvNktRHjx6xZJIxIccUrdfrYRjYwfH29pZn7XgR6PueXTTneWYIw3aj3DWQUj5+/Jjf+Ww2yd1etk1hNk4phQCqdZaLA++9lGKaJ+caieL29pZvVlcZZlRvb29TSg8eXDNfh4gpxXkaWJ+DiIdh5LJjWZ6zoBGlKiXf3t6yE8m0eOfc3d3dZrPZ7XYhBJZxM8JkMNk0Tdu2fPR8Z7NdjFJqPw6Hadxut9vLy5zz4L2PyTmntLZVzasSS1f5VIZCPpeLy+tp9utN98Ybb9zd3Xq/tFWjEIYl+ugzZF25IjBLlKhMXQlAbmw/f/G8bVuWX3Zd570nQmOc1hZRArrj8XDs58PhMM+jNeaNN54YY5SS664RIRgQanO5LN6RXYksrJ4xq1Vn7QqEvRHHb3nnnYe//un9X/sbTw6TDgmgjkiEOWFg20Z1jxfSH5pgCEHi/bLja/KyoApAAoiYSSROQyIQBSWR6MimEiXaQklATiIGSEdhD3/q27/lv/0v4INPcimIWBUEAHQCACSABACBYKT+qnpK/H0V1h83oldYAHIGFRMc9ze/938/FEllpCwTFKTl65M6LoCS9CjE7zf2T3z7n662T5Yk7vI+xGMllJppyovRjhSWUpS0SloCquu674+l5BTL9YNHUoqYwjvvflkp9fDhw3meU4ib9bbSbp7nruuUErqyQgipMCW2ui4AQhUdxljXNYXiw1JKcc5dbLpxHJdlUW3DZP+jh1fsysAKzHEcpZTLNFp3KiaU0gDi8eOt1nqeFt4MKnfaDHiHqKtGCl1KWa+a66vt4TAIqbWQ3bqOMZaS7sa+rRtnKymV90GLooBs23njbvrj7+9eSGeePLqqrUUoqULI0NlayIo6N4AXYJbnd2oUzjYb2W/L3cMXt8PP/uL+F37pqh/qmAGhCMxAKCDlLEFAAQJYABa+FPBV/3n/9U98AQBAoIglY5ZEhkCDKCA9mEnIIMWDOHksCQsgQgaBinS9L9jXdvXmW/V//R99+OMfq7oWnMGcjZIEIACBZAMVIIAGBHCgTgua/MO1TQJkiAHAgGwSIgGVAi72v/x3PvbZd5ygDJaHg03JBHk5Rb9gAZD0WmC8rx5WRPrDtVJRDJJWZX0D7W999ANPvu2bnXF/MO8G8G2ow4xezJly8slaG8dji23TVJDzNE1oRYU2xZi19suipBJCIhCAGI49ALR1nVM0xqxrdxwTUVFIQGXVrVg5lX2qtEVEzttsrblar8ZxRsTt5YNXd39QWay3W3bXw+sNC6kebTpE3O32fT90RiJie7Vi0MXkTLreMLfDxTGjL6YXmJRwzpWc7+7uuGe02WzGcXy8vf5nv/ED7777rnNuCSkW6rruq2EMk5bMRZTYA0Bd13Xdvv3221LKq8trpU4JzCCgH/ppmtgZ2Jg32VeCGcVjHv7sn/nEJz7xCR6l6bpuv99zhLLW+u7u7ubmpbXm+vpKfPIpJ1bnHBCE0LZtr25vb47HG67dm6aR2sRcEoEA0ErlUoiwFEgpeR9KKUJK4ywhMC3B8vkYT2LLlIqUyMq61WoFILQyQAJBTeN0tqtJKS0zyzWtcVXOWSjtjJ2XZZyXVqpCkEMkgUrrbrXi8zbPc86RxymJSCiRShQS4+StkgqFEhIAhJCXV9fLsuQcpdSllMPhQER1U4EUFTQpJZRSknZVxZwhg9LVZtv3fQhhnBdrLWLMOR4OOw7msVZ3XSeEeOedd4gItYFSCBcp5bgcQWahVcjhOI5d193dvBIAzrm26QCENHac51LA2ooIwxL7ftTaAggm/cMSSsrGqlJA0CKNTHNUWlWVsdoQlSGG1Wp1sz84Y0iIKSycT5hSslTY2pqItFKVc227IkIpXV3VeKWHafjSl9652DTXV5u6rSOh934YJxRGSGu0E6iOx6NWahmOlXalCKFViuV4HBinAAmGT5wgwrQbgCiE0zAppYyx8+RjzMZI1ugyKru9veUpRyklgyBt5PMXz64ur3e7/XZ7ASBYaWisEhKcq+fZA0ApMM/+9nYnpQRAax0RcTql93673XI3gbstAMD1QF3ZE/5EPPmlMsGltdbGWuvYsuaULV4ZNjnV91nnpeSzEytl4ABH7hMwDZhzPpt0z/PEZLHWerVaMTLm5D5jjI/hcDhw64L7zbvdjl2/2Q32LEfmO5vf6vnz5yEE9n+b51lKudvt2KHojHSFEIf9Psd0IJBS3Nz49959j0oJwWutS8kozDiMQgoOG9FSAUDf9ylEyhkQHj58eOqUzDPjRp5MRcSLi4svffn3D4dD27brVbfdrJqmFgLHoRddW1eVqiohRPJjioFEuqOihUChko/T4id/++bQ02c/97mf/psfGWcRvQBR/nDS/X2m7nV8RcgEgkMLMYt72zmeKxEjBoWYaBFK+ZQB9e2mdn/ue7/3L/377vHDnIrQr6l7DhFIZkkKwcv99PKO7tElvs65VH/8LyPVkCOuWrlZTT6QtIC4WW2ut+sCxoNnYzGtdcm03+8JyBjNaekAMcZw7Gfn7GazsdbWdS2lIoLd3T6EUNWGSTYew5immQOCuXIiorvdDhB5HEIpPS+LD4EIpJRYCIC6rmMtOncfAYC3OlZk8LIZY0I8CTKPx+NmvbHWcSoryzhZlyHwpJAppaxW3e3dfp6zNpcc5Xd5eYkoSqbDYW+tq9btMszjMuZUnMBH3cbnAKNHC51rgsKYlyjJyZx2++LT3TTVdVW3sILxAyTHT//e5//Xn8Pf/NzjcW5i1gREkAFOBtLvzx1/DToa/KQLJMxIk0ABiISCcl1KU3AWlKT0RBqkAUFoRufgmz/y8X/jX7j83u9QH/o4aAUIVIqQ4h/3+gkABRIBkTMbkODV/p1f+OV1VSff4+sfk/iPUFsQAgJ4KrPVH/2Obzs6I43ZQodApmjtqqoodoF3lcs5Dsedn/qHDx9VmzUnX/MTnXNOMTMV75wDoGEYhrE3WnNFznV/SkmI0wwO28LxbLD3S84q54Io2NlvnjznYgMIY1yMGRGJcJ49s0nTNJ+njBjjsRaJWaZSyjQuLE47T8Gwqo1ZqRT9atUSUdNUUsrr60smFuraEVEmSOVkLtI226Zpzm4fzjmtNeWFFVWIYrVasY6s61YxJioEUJwx9vFjIaSUUinOpFYxRiEwpUQFvPcheCnFy5cvjDEc6wIAbdtsNishcL1eGavZ/SLGWDIty3I4HHm6h31QuGRlY0Lv/dmPSkp5Smm+95VgdJpSKkUAFD4n3HfD+7DyaZpiTEJk5uX4kg3DwCf5PFLFVTGjFPYm5WEtpZQxWkk1jtPZ+UMIxcnsnAPOpalzLqV8vi6Fig8CBZZYEMvZ9VQpNfkFqDCuYB6Vvzj/Hb5k52Q1tsbouu58X7GD/Xq93u12cfGlFLexQLRdb5SQKSUfPOXirK2rGqhw2c+jgKvVKmdicmhZFoCcc+bURCFESjGlpLW0xsYY/DDHEJZlHPphs17zhNSyBDp5TiIC8TDker3mpgNPS/EkGj8aq7ZDxM1m46wOIdTNg2laDmGOdBpAm9WECPt9rKpKSlnXlVLXSutl8XyBmqY5BcOmdE5EYFMc3mpZM8nzjTyZxWj/7HgSY+y6jjnAy8tLvsRPHj/JuVxfX8/zKUJTa20tj4BGnqdjxSJziWdT0HmepRR1Xfd9z0iPGwfH45HfpBTiZgQQKf5jfnqX4FMsIUQuAowxHDwiJHBTpOu6ZVkA0BjF4uCqrff7/TntgSWdPE9MRCH41aqTUnZdV9f1MAx8uM65Fy9eDMPQdO3FxQUvENvt9uXLlwzwAKDrOna54ZjplAqi3GxOYXSlFOequm6Yq+VjA4BlWTjLbpqm4GciAnR10yzLkksWQhyHoWvanHPduMePHxPCPHvmOpVSKSYp5fbiwjgdog8hPH78TfdNi/zOO7/PTgaPHz9OITx98ogfJ6VkXVd+mggKl1Avnr+Y5n61Wq2362GKX3n2qkjljO203Gr5qNWf/NWvfOanfuYj3l/4pSIqQJx8KUiI93VJr+UriCyIJAn11R1pEAASQSpdYg4JUyqLNPWtrB79mz/6gb/8F5OVIEEgnorY11KRpQATH92X38svd1y1KE4I/3otuwkKpCgbK994/O48hoIZyuJDU9U3xzssOmKWUlpblVKOx/729naep1wyImw261W31kYp3WoteefgainnknIUYogHnwAAIABJREFUEln7wRrLUsp+f7i4sNyTk1KO8yKNW2KWUqMy47JMPsQCvJRrrUuKu92uruvtdtv3PW+Q3ERrmmb2Cy/IbHjNRZ7Wel7mXPKVWJ1tu8dxVNJopxlthhC0lk1T9/3x7bffvry8MEaH4AEE5/9orQa/kCgxLViobRqt9DiOKZZ62726ffns+S6UebNy1+sNLKU/et10lTAbf9u8eO/z/9PP469+4Wo4bua5KvNaVBOFCAggJAHC16uv69f0lQEIEUgAIJ58n4gwF8ySCkDJrsYlrXW788ux6/qnV9/9Ez8mfuj74K3rHeA2aqACUiJQYsP9f7wHTWg4zSVnCeCj+uKz8e/8lpvnIl5/kMexEP+Q3yckCRilWp5cPvzOb31pFRq3RQE5jTGDoga1ZX3jqpvn2SqplJJQnHWNsySQq8a72x3X3Cz/67q2qtw0DtYYpdQyeyHFSVmHcPaTYE1gun9JqRCBqAghBIqnT58y5DsDlXOFWtc1i6fOeWI8MsQui9ZaRCwZuPzjqonrzpubG97j2FGDiaZpmliixsvLsiyr1WrVNtzPOrnPO8MlcglLLkkZCQB8F1l7ihbY73n42c7DKFFUbcdHCwAFBADElA99770nQdvtdpr6lLwxZllizoFLyhCCEDKEZRj6lVwxduWZoxDCOA5N0yolGb6yvowpkHO0GDfFWNbIWJQhXFVVOWetrRCax/Pu48ULT9YJIWJMwzCelZmMDBmN3Ps7RAbPfMkYPyAiK/e898viWY8nhGi7hrtyUkprHQJBKYjSWsn3wFnlQUBN0yAaImSMwTLCfhqdrfizzsJF3kSY2GDIxOiRBYT63kqUkSFjNiFEYBdDrXPO1hh7eTmO44Xe1nVtlG7bJvgZoFirQ0jH45Fvj5RSCFEIwdpAIbgXUE/TFELOuRhjW0AAm5oU4pJTuh890EtMq1WXyyko0Dm32Wz4dmUgyt/0+vp6v9vNy5JcFRC1VgBw6PuLy8u4TNMEouSU0sXFJvmQc1FKWadTDjEGRKBSGGgxqDkej3wbMPifpunekPMkKGVIdj6T/A+57csJFv8Pe+8Wa2maloe973f8T2utvdfeu3Z1d/V098wABjJ4jC2QwUqIYgyycTCGxA62bEuWouALZCVKbMmxFCmx5IvcJU6UK3JhRbZwEJHBAkGwMYwFGIIIjDwc3HPqrq7T3nut9R+/0/vm4l17TRs5JDEKUzC9pG6VSlW113/6/u95n5MYKMQzr7Xe7W+Zo0Jd143AH2v1arUap94Yk3Osaz9Ni3NGbqplmUIIXffo7GwtbeHClguGFNrw9FpH1OrI6YKR7/f8+fPVetW03TIfmwBkVHKzu4sxVpUvlEUkOgwDETXNMfB0GueUMjHJWnB2Dyvnw0Frtb3YAvMpDFNCSt59913h/a6vr1EbGQzIMEkp07araZq896VwjMl7XzLlkp3z3lfO+nmerXGFCgDKD5WzJqubc06UAMaY87Nz+YVoCeq63u8O2/NLV3kqRKX0Q7+EsF6fVVX1zjvvxBibun799deryhOQWDMlwEcyr04lVM65i627vb0dDnsE8N4bBQDc1DWVPMwjpOx9PUNqcvQFOl2lVTumyQ79qp/0r33m7of/94/0h02cHUVAnRkzADBoAPOl2VP28s+8VUGS+EvNwASKAEBy44BtjAlLNpSce9HWD/6D73zjP/sechU4ExRxKf5ebfvS4T0EZCQFkNLdz/zSesoFmRENf2nfhwqAygxq+wc/vm/ru0OvrY9M4dkLVbDT9X6ZEdGYsaoqBmLgtmvv7u7eeONDTVM761JMzMREyzzlnJTSRlsgcsa0bVc4y5xPXsaI+Pjx46ZpJLWcgOdlHqZRFAraaES03oUQDkNfe+eM7sfhybOnYpl+7bXXiFhbU9X1HJZcUuVrmb7JmzvG2HWtvJ53h73WOuYcQlLaMsK0zE3TxmlKhYZpBwxN21R15dxRTVxVPsakjS4lq8B10yRrCpH2VSnMRY9DODx5Z06522wMryoDxlS0Nas12SW9Gablx3/y8z/1j1dvP3mwy55yBYWBDzAHVEmahQroD6i8LwrMQyZEBaBZaUDNAMwElDTPphTFespg/BOl22/6huZbv/FrvuOb04ffCAo8uC4zQUGtmAkVavX/HZcxAilWAMgZWE/DL/+d7zt/b9cow/i7EvVLW2pBMqz21uSv/sjdWTcp5EI+Y2V90nmGwkRNW683K621yTrEorXTGkOYETEkkvxGYQCYydgjVgGA7cW2cl5ctZlIaDTZUwqWE6XiPE9d1xpj6rqJUXrSwBp35PDvG71O8e6i6qqqqms7rfU8TwhYeZ9S0r6yxijEnEtd+fWqm+Y5hNC2q7As6/XK3pu7nNOSA1FKubzcSiX3NA3GqKpyxigEMhoLQMmhACilrVHW+GWZ52muoHbWWWNSTICgAEIMXHIhRmatVe19znEce6E3JSs4hECUz87WkVLKsVu1AgvlAAW0EOt5Wqy1SmtJiwAAkYNJVqF4wwS6CLKSHAuhv5xzIaRSeJ6DwAnhbaz1RKCUEUwor3hBGohK8POp/k5WYAHMMUYJZ5bfqSq33++ttSfGQq6I7NpDiNZapXTTWCIKS9RaAaJQcClGo7Qx/P4KOGO0UhbxmI8rGEneODI4OLn1BJDI/SCYViCufDf5SgJpTjVuzlUppXEcRZMiU0uBu0RU17Xkr67XawDQ+vgvi9BUbullWZhJazXPcRz7i4urqtLjODEzESxLHMe5ruuzs3q3uxvGSKUsajk2cyhVVXXfD4e+77pOjIjyZYRzK6Xs93tEPFutEqppmmaAm5sXJUcF9OTps7NNB6g2m07QUaFc+QoVS9QNHMdVKqYsBy7IQpCLhKkIcpMJyPsvllz9k0xSPkfIzSyyWLl56sbHkLz3+/2eiL33RFlIXQBYr9dy88ggQGQ+wu5aa8WcKcH+JxpWwl3kKsi1Y2aAh/q7/qO/LGi+btpxnKRlr67rJUVUBgCp5GEYEBTgsV0RALyviJioTPPSNI29dyXmnJVWuWRZRJg43pcACvUpNLTk55RS5iXIkybXRlhdqY4ppeREyxKWZTHGAqBChYi73d4YY60D5mHo5bGUyYr0WoiKqaoqrbCu6ovttmnbYRjGYVbabC8vSilKWwUwzpPWGlEhQFgWhfjgwYOu6woVZ1RdOWBa5olKfnB1eXV58crDawR21mzWq6EfQELhtHpwdVlyJipM5fbmppRSYgGtuvONBwtjUgSsoMZ08fRZ/ZM/p370n131z7ocXckaMYNKqEgjMhggA1A+0G2+hPQOFsWoQDGoDJgUF80FWYa5Dsii7Ynfu9y88T1/4cN/7a/C2RmA1hpnyFZpDV8g9F4qpMcAwMgK9YvbX/nb//363aesimHlWRNwwfKlaQctTJWu+ovt+s9+27PLq6Vo1DrFhXO6vLowDN3Zuff1fr+/ubmJMZ6dbdq2ffTo0Wq1PrrJSyQum8364mKbUprnyblj6ZAxegmLDJJEt8MMIouSDyMsy+y9Jypi1wZg2cNVlWeikglRMYNzvmnaqqrHcUJUWovT6hibJuuwrL2nXDtmsNaFEEW0ycyl8OFwmOdFcsPrpm7bVuraZZfjvSdiUc6vdJUps9Hg7RiX9568F2Ja5lDVHbPatE3lqzmkoFS9bi80/b4Sww/96PPv+19ee37YTKHmBBwJMhs1AQRtstKAqJn1B/67L87KBgioQJ5zIqACnJEJEFgpVovqnr318Gv/5vc++Ov/8dm/9w35wWVRtlYeZ1aE2mpUChUScLmPNMDfJBj4rdaf42qYFDMk/JVf/dR//XdeH0LmWSHg77ZsVbp3UxMyEj5ede47/9iz6we7jIWQh0khlNoQEIecc1nCknMWuLIsIYQwTWNKKSbpXDl6TIw9dl9prZgLMEuWr1JIDDIMko1mVflSMqJ0/B6Rm9jJJBo952SMQ1BaSamBW5Zw2PfzvDR1q7UpJVNJzhqFCExaq7ZpiErOCQGcNUopAHbWVt5LHkxVeRm4i+SsaRrZygteEmWpREQqBKZS15U0sEurm0K0xpA04JUs0QyAoLUax0maGwQqlJKN0drolOISlhCWXDJRUQoBuGkbuV8EzMhuWyIGhUgRqadURGitck7GWERk4lOtmewnRdwojKXwkBLK8r7zXAkEWq/XgpNPyRxiHZLiHABpE42lZO8dIkhIliRqe+9Wq04pjDEIPDgawO4R4yk9K+eilJ7nuRQyRrrRnUIVlpBSVqCcdcDHfrxSilJojJY4UzkKdT+CEQ+UryvvvNTxCQqViHiJ8hf9v4AHCbw43t5EsoEhKTMtRSnlq1pyno8dBu8LcQGApqmatlZaMbEAxdVqfXa2sdY0TV1VHgA2m43EnJSS5SRLRZBzHvA4uVBaoxJfnEs5l0Kl0DzPm81GEvtFIUhE6/VaXGAxxpJijGleZm3N5fZCaTUM/TxOb771pvd+WUZmijE4a+qmvs9ZRYWoFCIiwzGKUtJTBKFordfrtby+xUp2ihe5b6bNp3oDwWnSHSCkmlDl3nvnLTGPwwiA4zjVdR1jKKXkLKLII5EozJncjXd3dwLtBGxLYIogvfffMHVdE4IymoAfXp2Zqq60tQp1SqmUEQDqpplCuLvbrVari4sLDSyQzGhTN1XfH2Q8jIjGuK5zEgwlMS/Cuo7juNlsEDHngqCWJVZVU1VNSmmaFonTRdR1XRdexO83DMPTp0+lrnez2Tx+/HhZFgQtiFlmJ5vNRprN5WAQQej1k7JZoLzIJgHgcOjHcZqXRRv94vnNixc326vLVAqiUloTs9amqipnHTO99cYbpZRc8rLMiLjM0Wg5ILXdHotBT86ZFy9e3N3ePHz4UMg9aw3RsfpcUL7uzByzDmZYogJsO3cexut+CL/wy+pnf+nhbkQTASAhEOrC8pIFROkw+aAv4WX8mCLJl0DARRErIs4GTYFg0A4Mk1HDow9//K99z+V3f3upa82ICATcogUgPPbTIb9kolx5lJiIbneHX3v7KtNipe0dMjD9LjDH/P/y0agClbBex+1l1KbrVgy8ri9ymgGwa+qRFACJL04kUqfXvLV+GHrnDCJIxU3bdkY7ST0Wd4eM6qWDKMZ4d7e7vr4WtVLTNHVbr5pGaSUpW8xc6to6u8xLoQKo5FXx2muvjeMoacnS3iNDWedq+SYyDpQ/LJFrwhwerd7Oi5qoqpxMARGVRIGXUmLMOacYU1VVMU6iPso5F+K7uz4i+1WzjFMNrtV++8qruXCpYIrjjDSo3M7x4smy+uS/ePdHfqz8wv/50SWDJHxqRNECEyKjAcUAlrhiMkALfBAx9Tt+qzMyMiNkDMLuI9rIil29ADTrM/XnvuUb/vyf1l/+RqgdKevZuIIAQF4nBRqAmBFQAmb/DRYgQgTmDLmO83s/8lOb24GhaKN1ppcZ9/+m9/Sxyu/Y4I4WdEDLH3mTP/rhWZsyxMy5xDRBLKQcQIzH4U5d10sqzjnWqhDZumHiEqKwB6UUX3kZZwMQUUFEhUoq10S1phSeht3y1JfCzORcJVvtlBKiImJjbIxx6A/WOUkl6Far6wdX3tkXNzci7LTG5Bz7vj/1cYsYTCiCUgoRCBW22+2UUrIxA4C2bYmIWUn+iszuBfafmpbR+1jytCzamGVZfFUxERJpa433oHUIS1VVAjwuLi6URuethFjKAWYmZEJrnNGFSO4Ra22M4TCNdVVbY0OMCimlXAoR0TzN+93eGMOZlFK+crXzOQTvXM4FUVV1nVNewkJ8dNMJ/SU8jGRmxhiJlPB+spXVWhtj5zkYY/q+D+HYwCyiRFktETURMKNzXnSJJ/edkK5ygUQoK8K3k4BWwF6Mse97MYGLeU8pgwjib5T9vcZjEI7Tjrhora01pWTB2PKWn+dZYNuRg2EOIcgI78REyStMfi0AQw5faKIT9osxek/y/mLmZRnl5ZLLWilVKGuDxmieCnEGJCKJd2Zr7bLEZVm8PwIHyYkNISil53mZpklrI/TUfncomVabRuLrmJkZjHaEME3TMAwxJnn3bbfbtm2lPH1ZFnmmzs/PvfdQcs4l5YJaFaacCyr9/ObFME5dV4sk1VrrjJFHDJFLKTklpRSDOslZT+44qRiR0yIXSISv8mY/PbMSTy1vYbgPKzqBPRHWWqetsUoFax2ikmtRSmnbWnip1Wol0lC5iEqphw8f3t3dyQyCmV999dVlWaSlUK6FRLmmlKrKIyJAjYj63/2W7wwhyhNYVRUBa+uIWJI9V6uVNVrmzd77um6k4UA8qU3TWOMR1NCPORXRVa5W68rXMlf2ziGCsLQyUhJlqtxYIQSllZDX1loBbH3fyyynqqq6akRvKRMCWb9kdRuGwVdOMl3EZwIA2+1WHhJBtJX3VVPfZwc5ZWWjY2W4EkJEVFDIO3vE7gDA7Jy1zsYQ+P6flUAkmYjnnD/3uc8xs9Hm8vJS5N2lFIBjf6VUaoSScub93RCYz6/P29T/fsq7v/cP7E/+7KM51CUzkiJQoJCVAkTQCgiBGYkVwAdxmi/hZuiYSKIYWAFpypVSqpTK+VLova4ev+rDf/i/+9vNn/iW3FakFWpGVRAly0TBS0nlAQABEQPHMP3cL9/9/R86L7lo0KQ0Y0EiZP0lejdyqKrxq79i9/u/6gWBRpNyMgxWKVf72pgxZnG+bTaby8ttzqmqKqX0O++889577yFy1zWiUGBC57w432RSW1WV815ajJRSwzB0XSeacClaDfMAXFJYKKd11yoE4NLW1Tj0YZ5k1CcbDhGuy6DxcDimCIDWIYU5LN1qZZxlBGW0854BDkO/THNKWeplZW0/Pz9frzYiMVLGzGGJKQnUX5+dgVKMEGIEhZvzs5gJUFnnN1VnC+oMFrT3ThkMcWnqNVC8NPT6zYv4g/9o933f//DXPn8ZgyFiIEZFAIpRg9aMBoxhZRkskAM2QPEDmPc7/lHACERYlEXF5FADqd7Xv6Zh+23f/JX/7d/a/sVvhdeu0TcFLIIGRNYAClCBBoJ7ncL7VzaE96UE/5YLXiHICjVg4WifHz77t/7H88cvggpaoRVO5yX+nI7vfUeO9/2n3Dfr1Xf88Wdf/uaivCfNiNWq1Y3LJXZaT4HHcZbg7hiz864UMsZ5X8WYKu9kbK2Nuk/OUO8X2rVNK5s/QJznmajEEAVoCZ2iFNZ1bYyuao+olmXe7w/G2JyzUmiNsdbUdWW0btu2qvx6tarrKqc0DL3kAcoOWODEUfdIVFVVjAGAtVaI4JxVCkNYmCmleDjsZVkTOkuwgUAm6UmWhP2UMyLmUm5ub+WMhRiFZFOovPNS1mGNretKvE/HPuf7GAzZdhtjjLVa66quu65br9dAKsYEgFqbksk5r1ArZYyxxjhk9t5578/PN0K8WGvrunHO9v2ASq03G9FYnvruZHspWRVaawBmppyTTCdKEfQiuGtZr1fG6BhDSvkURipYAhGJyikI49RNLQGEZ2dnsvILZyunS868YLOmaWUHb60lygIzRJgn0ziBi9YZAdXjOJzKVIXwGcdJzpuAE0bIKQsjJxDiBORO4PDUQHaKn6mqSqBpXTdyWmTeIWNE2QCf/GwhBOdc2zRC8KeUxcoqLXkpxZTSEuYUi7XuXq55LKkGgBgkcUQrVMYaY2xY4tMXz6XVrK5r56yADjG/tW0r8pNTXg4iemfruq6aZrvdamMJeHt+Ns7jEpaL7cVm1QhASvemvpxLSjHFJDeG0ma328lYVm7+ruukuUEGHyJ/FSAtZfGIKFkkp2p7ORtyUKJWFY60UF5CAAbmI9ss6FfGAYhKGt2ELhasIbz9qTVBtLXCootYVwa+pRRf2ZSC9+5sVes/9m1/RmZCskwXBuZjY6Bc8mWaJQxTjmS329/tbiXSBwCIeFmWk4JZbsoQjtrl00RBMoWkpf6+tSlP02SskfnQSSsst69IgedpkSVDjuo0ewCAruuappGuyNOaIjDyxLYba5VS1nrrfEwxpiSPkAS9yNdQgNaae1VDYGZrHSpRQZAoSOXtJeSs7MPOzs4utls5rSGE3W7f94NzLsS42+1CjJWr5hCDxlVru36/ffvt59//A9Uv/vIr0+JSQkWGlAGlQClABajuW4hYQUbUH7QAv4ybIUWgCoICNsAVKiAqaPao56Y6/PFv/Pr/6r8wX/fx5ExmRAUERUMBYEZFiC9t1SEiFiAf8+Mf/DH+xD+vS0BgRYpBF6R738yX4uem8upbvgn+rY+ZdqONiXGhmDUqQi4lH8ZFYnslUE5kGDGme6ZOO2uc83XVHg6HnGU3rOZ5kfyrlJOYImTIRcTSKSztqMs8MzMANnXjnS9ETJBzmcYpp6y1yaXIOFaigOd5lpe3qC4JwPtqGKa+H168uIkxEjEANk2NiCL4lG4bIjLGUqFpmsZxvLu7m5fZV54KxZQQMMYclgh89GnEGBfOXddZ1sOuX0KwTaPXPnqaMNzOt80huc9+7uqXf2X5+z/gf/pnH05LgxpAExQDVJAJnJQ0KkAlExBpKYSSUWJfP/j8Dq9saEBZ1lAog7l17r3LTfOt3/Q1f+N73/hP/nx+6wqNYzSsFAFqJX8FkEkxITOg+r/DP/+PGE9IsahAMdt5Hv/hTzz7n39gFefJZIvaFn6Z/Qv8r8JYkeHwUbEJBc3uI2+6P/FHP19XMZAliJRGSqHkMk2eGaquH/pxnhjAOItKEfMSQohxnCat2Fgj1KqQA8aYeZ6XZWZmq03OiRnmeY45CZlGROM4SboDAAu9T0yyHZL1xxhdCuUctVZEJAnhKaVpGkMIh8Pee48IIgOTfZck6p2MxLKflnn6KYWlqqrNZiOTbhGYyboku+1SimSh73a795481dqs1xtEJUJEaX7PubRtVwoBAxEJPcDMTAyASmsiKiVPyzItMyjMpcScUsmyKQ4pgsIlhjjH088VekoQmmzK27oWitIYLXACEUshER8CIjGLaEt2/wKTZL9e17W1TlCZkHXCyZyYlvV6JT+xlJJSTClLaIf0XA/DYK1p21Y2kydEdFJJnKSSp8I9wWD3kjErKTvS2c3MWiulFTMxsPeubRtxb54iUrXWIlKVdTvnIpdVjiikGEM8sY4SliOHeexbQ4R7laaAHInhOd1OorRMKTVNq5VWqIzRTCy766HvY4w5JaVwWaYQIhHEmEOIpRyvrzGamXLiaZqmaZStu9yZKeUYorX2fLsqpRz6nhlsVUmc2NXVJZWyjBMTO+9lICJIVV6jp/vQGvFzjTHmnDJxUdrEuIzjpLTual8KNU3rrXPO5yJEVFN5r5ROOQOIUFTdeyuOEEtirgU/y8WSiJCjZB2x73thQYVVEviwLEvXdQJ2nHMpxXmahU8WCi3nJPYKIuraLuW0Wq/mZd7tdrnct4hbO46D0pJOjOL1kCylvu+FCq6qSinIKQHz+WZlBHoCwDiOU1hK4efPn4tS6OHDhyklpbSQe6e7bb+3xiqJCGdCEVuK3V+osxDC1dWVnBTJopQdyRHCliJLw/n5ubF+GAZj1YsXL6QrsPINIk7jIidRxuHylMqZPRwOzrmLi4sQl8NhL2uZTIxkDiF4dxzHm7s+hLAsx4Xv6uqKmeu6evjw2lo7DNM4jkistTZaxxC6tjXWZMohhhRjDEG+knx5OZtHDtPaeZrl68mXAYV3d3eizUWlV67RoDeOV/vdR5/vnv2vP9L++m9s5kkBKwSkYsAXUHTM6CIFrI8uKUUfQLyX8kOABEDImlkDFybfnL1b8tNV/dFv/eZv+p/+JpAGY9CoAqAAPAOjiggaXtLEuKO+iBkQIBD/i7ehxALkCgKrLMVWX6qhGBrtMw3nbz3KypnEk4qm0jzlaQklzmC4Mq2uKtm7yFxzu92KWAAYlzBa7wh4CeHp8xd9P5xtzi4vL/thJC6u8jnF05Avxmitm+dJ5nzjOMYYZb67xMy4wBdKZQIiGsRccp5G2alIZapYFKZpOhwO+91+d7erqgoAjbbjOC1LePjw4XvvPfXe+6Z+9uzZME/zsjSoGNO7770nozpEvcxLKrnytTEmhKRUMcbEOK1W3TAOMYalxHG3q3UFpAJyv+zX7eqqbenFzZbDh57s/uUP/sP9z//iR8apKsus8aAVZWgZPDCBzogEoJiLmAgRCbEgECCg8h/ET/3OrwOIzBoAB3TPz5v4tV/xR/76XzFf9/HSNVNBb7yOAATAYBQwCVnFR6ADv11xgmJCAAK2L8Zf+h/+7vWSCBIiMzGDeamzV/ELGZunXyIiAQPAYg1/7CuedA2B04pZc1X7AuiV3axWtcHbhV+9fjhOPSI6Z2ov9p45pdhUzlrtvTBpOWeSbWuMiRljzFpFBaBUUkopBol2aNtWKS0EghhthBbIORttlFJd1wKgMS5nLTgt5y/YyYjKNI0hLFdXV/v9XsIeD4fDarUSjZLkQJ4cdyJdO2E/yfitqirGPE3TOM7zPNd17VzlvcuZJHD41VeJmQSDbVZd27bSj+Wcc0ZXZ5vDME7TJGRIISo5MXOZS0ppvV6vV+u7u7tV0wmM1M4Y1EabOeYS87IslAsApJS1xvsgymMOn1KggK0TfyMJTKWjLlgx8GkPKZmNgu4EOdxbLSjnqBRojdZagEb2t8KLnCR5MUZjjHPVbreTzHnnHMBRmCbwQy6ZJPXLllXgpeyihUeR3z+JAO9TcxQzG6uPNxuRtRaZUwoSAyPzuLquReshkYze265by0+XeBJb+c1mc5/Riqd2QQGiQtUILjjFOwvUkS9TVU0pRSxUwMxEXdsKj1dKMVpbY62x96ex6vuBCpZCVHCZ42aziXEZhoMxxruaCdl8ISRGIjPEEH6PV9XhcDDOO+elToCJvfegkqAsASDSeVbXtdz/Il/c7/f7wzAv8dGjR865XPL5xZWG5NS6AAAgAElEQVSC8i/f/jTH/vr6ehzHq+0FESPoqrLSryZBoMxCpTZyt9d1LchKDPmSjCJoXCoWhFEchkGkrYLo5nnu+16eo1NU6bFwUiFlkl0EADAX7z2gdEj2WmvpzCAuVpuq8sbqGKPzVilkkuHC+pS5slqthO7q+3673a66jcx/jbD8u91uDksuXNf1o0ePxnGUIBdimOe5rptlCXJfHtGa8QJ+QszGWqX1HJb+0FdV9ej1R++9996zF8+FVJXJivS7X19fC6KVmUeMMReWWcLl5eWJjpPRSNu2RKWqKmONTAhCXJjYeYsANzcv2q7tuu7m5ubu7k7IPSG75TL0fV+IlhCcqy4vL9u2bZqKSqFcrNKAvN1uN5vNPIyf++xnZYViZqWQMiGite5sfd73fU6klWVCo908BefcNC7WlpyiBOkCQMq5UCmFfFUba8dpOsyzy6F6+mL967/x9Mf+6eWnn1xmItKsiCA1SgUqCagoZGDNrJkUoAIFbLggQPpg8/ESbocIgRQVBmJkVX02xbs3Xv3wX/ozH/0P//TYrHxBA4x5qYwFAmCDCgwQIikmwJeVpmBQCDDMy2cfa0RSVGWdARIAMmip+vjS+xQmuDyLD8+HaWlc68/8zf6FLqjAMuO4LKxV3VSiq5Gt1ZMnT5yrQgh11SBCjAmxDMNY+aqpWyL+1Kc+1XXd1dWVNZYoO+dE/e6c6/s+hLjZbGRSpox/9uJuu5VB/p0IGQSJ1XVFdFSAyIxQ8jljjHd3d7KH0NoqpbyvRFIxz3NK8fb2Vuay4zg2TYMgE1UlWw0ZpS/Lgght2xBRSkUpPY7T7e3txcX5dru1xp5tzua4r5SPSymEqBFKWCG+8rx/0PNv/NNf7H/oR69u786noAsVQANW56QRWcFCyAyKi8LCWBBIiiiBERk0qg9yNr8on4C8s9xvutXX/6Ev+84/efVHvg7fuA4GAbWGiDkmyfBjgMwIxFYTAgFqRqR/XbUmfoHv+n/D53nQGfP0zz8Jv/JpXVJR5Ik5l/KSwzz+TQeNJ28eK5isqv/gV/XXl00whYttMTIxqRarjVGJQ9foaHDVVKgg57xaddZaok58UNbrZQmiESilzHN4v8+KmdWxcsBhKbINPRwOr776auUrCSFPKaFSbdtKOmKMsa4bIibKVeVRKecsUYkxNm1rtEbE9WYdlsUZkwCNdbKYUMqUM+eCxLXzja+8Nchk68pbcxKilxTDPBljrKtFGCUR/ELlCSX4yiuvpBiayslN4ZzTwGerThBOioFQMSEV6A+D0igzr6aphd9AxHW3OlutrbHLspRuBQwhhqkfUkpaaWcMeRRSCADugxDjNA9H8ECAiE1Ti0/svrcNlEJrbYiRCe5tYEdyQnbkIqGUiysEhkguRcR4onEE8m2322VZpHH0PrKh22w2xnzBnXXvBMP9fn8qMFNKnWR4AgNE4ydCPmuNsbaUXApZY7XWp5KMknNOpDUDwDSN8hI4Inxj12vnnDbGitROKdV1HWgl+jsAkD6zkyau3H9O9esCYo+9iDmLBe5Uxn2f41VOestTmCccGyNapXQMZRyWmcKLFy+q2te119oQEbOu62a/j8bYuq6O0CAXACTKh7tdu16v2i4lSqXkHAFgGIa6qqrag8IlHP11YkHf7/fSAi/vNVH/VVXFoHb7/fXDa2P0PA/aIAMsSzw72z579mwcJ5G6aGUVGqbCDDnlcZrW6/WpGVJuif1+L6clhDAMgwTPCJkmA1+5oDlnqYuTF7egUEHCkiQiYD7FLO9ZqTCQH9R1nUBHAZOXl5eiiJTETu89E+dcJIX1hD9FCCmDCWccERltiMjEGA99P81z3TTWqbqux2nW2uwPvWiQrrZbQPjsZz7jnDVan5+fSyDM3e5Wigi7bj2M0zjNTBAz/conP/Xk8ePLq4ury8u+70V9lFJumnaa5r4fhn6o6ko0uJly13WVr/rhEJbQrbq6rolote4UKtT6+fPn4iq+ON8emVlU5+fnIS7GqBDig6tLAJimOadojGWlAFV/6K8ur/b97Iy9urpQSlfeG6Of3tzO03RxueXCJR7jm5qmadq2a9uUYkzB+SqnoLXOlJquybnM08yIVd0AAiqMMTLw2ta7NI+RYkzPn+0UsK01G2WSxoyl9OsXT9e/8EvwTz7xyu2hSwUZLWgoiqFECbdQwMgS6YH3hUUIZD5wp3xRyDpkBlYsaAxZMtMkkIAZATKqpJkAatSZ4fnK5z/88W/8G/8p/oGvSd61rIvigkUTQi6gDCtABs0ICvmlbc0DyXUlePLu/PbblwWIFAMS5KLBFdBgfq/CvKTYESjAfGwIBAIgYA2Ykfa+vv5DX3/w1UiLY8uLMtaDRg+OmA5zYIZpnIm5bTqtpQSvYsaSiRmWOd7e3q3XG6V03TRDP1hrHz58uNmsY4w3t7eooBAQ0aGfAMYY8+XlFaCZl+SrxjjnvBOd+apb1XXjvZ+XGRFRYbpXcDGBdJwBI4LSRscQ+sMwjpO1tlDpVuswLdY6xdzUtTV6CcEYA4Ai2cq5iOtGBvPzPLfec0y6qlztbp7faFSPXn8EBp7vnq2d6589nmvjqsqhJoUpjBvOj26i+8c/8+kf/vHNs5sH821CFRCDNroYW6gDLlASYkajGAwUOI7GJZJREqhE7vZBZ+i/0ROMTMiawbAQbVgQCh5JCsXAmgoDM3swigEAI0BQzFoB8/Oriwff/af+wHf9Sf7yt3jVsdZY0GcAYDI2ISnAwmRQzBFKsjlRcqX0v47wf384CR0xECMwfMGNwAAMyACKoUDBqf/83/3+VwMphAVUldEqGymbl/iGUKAUZMZsWGWw2TiTo2faaS7Wzx9+88HXfGx9tjFTOcxjIJrGKWcAmkxVNWcdxqU/3MaUldbTOE/Tummarm2dNTI80gqbpmVmb21JhAyVdaKRSzkRF2JKOS0haK3Oz88uLy/EpMfMEkse48JsnXPOWWbWShci66ocszNGa0NcKu82Z5t5nudp9lX14MEVFdqenyulUs593yOAdfbs/Mw7JyP4Yewlv/EYC8ycU5a0wLZpjCGr9cwclgAAddNq65RSt3d3j58+uzhbp5ylbPpw2BMRoFLSIg2w39/NqTBTf+iNMW1Xn61XyzI748+2501TlxTnEKu6jjEu81yIlnkWn14pRSt01q+7VcppmRfvnNY6hqDv4YoCzDlNEy8xFFHXa81MCAwMigsTe+eJREsOOccUFyZllNLHToVlnqUJQI/DgADO2RRjzgkAU86SpIwMJSUE3p6dOeeU0t4Z52wIMcU4pSThEYjIhXJKKcQQYte1Ygu69/JRKZmBjTEpxJySVgqIa1+VUnJMxmjJYzTKgANQyMS+qqxzyxJiSsZYFKzFUIidr1IuiJBi5FLYgFzQlLL0H9R1dU+BemOMYC0BtCdFiWjxQlhiDE3TlJJjiiXTer3JScAh5hxLIaU0M8SQS+H+MI7jnAtpa5pVG2MEZKX0NC0xhBDjNM/t1K7WXUqx8tZoFWIJKWlbodLLPDhvWttO06yUZiIgZqAYY04FFeZUok7M4F2VUj4cemfdZz7z2e2m3W6307KoYcq5DP3BOQdckHUu9OTZ3VcmvnrwEKiEmKmkGINzbplna23d1P3Q7w87KiTOeec2VeWtu4ghGtsCA3Almr5lWQqRMWaZZwBgKuv1qpQ8L5PzVqTITVvP87SExRijjcKMkp4NgOt1t98fBCfPc0ZUdWUVgneOiXZ3O2sdAitUdevnZTZaEmJJRgxDP+52d6WUtukQlXdunkYJVAMAk3Pu2nZ7eaGUEV44l+J97VMS9nla5nmeV5vVquu4kIwr5mXabDbe+f3udhwOJQOwkpn0PM8Prq7feON1Z+zdPDtnu657/fUPAcDjx4+11t2qY0JndVJpu67EhUlU1puVeGpDCDEGYwyCMtajMsz8/PlNSiGldHl5mXKSZ6xuahkXEdNqvRmGoTJ2HKZhmOY5vPLKK2fr7vb2tuu6rLBkrKvKaB1DkulRDAsiPnzllZTS7d2xhHS7vVSoCmdX2WUJKScCZsY5BOecsYYRDsPB6JKNvu37tKRW69Wq045TXDqtt+u1fvYOf+Jn+Kd+/kO7fctpQQQ0lsACZNABi2Zl6F8ZfvIX3oofpIp/Md7ZfNyb0P0uhO5DBRSDBpg168It2pnoZlVdfMe3fOS/+c/pYsNVjRkAJaPFgDridPzCf/rlxHjH2E9GDGl6+1ehv1M5KjAZIGJixVisAvt7lVtOGjyBAUiIDKgYGRUo4sJZ66dVdf3aWxZtdVYhqQbczdiPJZ1rr5VWDMM4DsNwdXW13w8x3srkUnKD53m5vd09fOX6wYMH4zj2fd+t2lJKoTzNEyI+fvzuK689WkJ0rioE7733ZBjGT/3qb2w2GzE8rJ12TjOBtfU8L957pcBZfegPxmhrXMnEBNZ6MYo8e/YihHB2dua9f/DgIVHe7XbjNBWG9eYMlBrHqapq57zWZl6mnNO7776rlX748BUxhGy3jVLq/Hwb9v2qbZLVSeOFuXKohkO/7lqNXFKYgTTXL3a9Vbj27hXkD2X8jb/3D/Y/+c/eiMkvQwINDJ5B6j/L8VHQht9Pf4g77zdBgw8g3m9LeEkAxKCl8ZEBEPh+7ZoKeWM1Ks4FlEJSAKTr9adVrD/20W/8q9+L/86/DZ0Dh2w0MylzbzpD1KAMgIgRUP4PgO+/fvhbqRp/0yW+TytRX1hptY48d4+f3P7cz72BKREa9AxMpYi89yXWbGrECJiRDYAKgA41cija3TnjvvZrbxhwDtaZs+78xe1OgzlbtyXlSKRCQs1V7V1dVVXj/VRKudvtd7v9etVZaz0abRQQG6211qumffHiRSkFAZ0yoHGcl6qqQsrTNG82G6W0tQ4A53kWigmYtTal0M3NrZRHA4JzNoRQUmKtC2XiklJQCNZaazQQj/0gFiwRy6UUnXOl5JQwpSjyRaXEOAfTNB25BQZr7MX2IqXUVK5++OD6+hJRKWNCDNM8H/rx0595GxSer1YW4eLi4urqihj6fhSOSGRfTdMoY4ZhCMuUjXpwdb4928yzJKJbLglQFyqI0DR1KRlSart2s9m0bXuKfgkhTMOklDLKAMOqXZ164by3y7KUQgy4xPDotdcevf4qlywhfMNh+OynP4eAKeVpmZnJebNZr6TD2RnLVKwxpmtPljbRQDJz5T0TTNOUcqFcFKLRymgvli1mtlpZo2JgKhmYqOQYIwLWVS2BK6CN0HdH3aO441Dq73DVdoKv+r7PMcu7O8eMGBHRe2eMBa2IaLXZGGPmOVAhViUus7WWFxJqTuzcch2321p+IXBOXJSSLyJZowDIDBJ9KbycOAljjPM81XXVNLVSiAsnLMwQY64bGSDgMi9934eQmcAYs4QAiAVIK+zWXe1801YpxN1uR4WrugKtM3HK2Rgdl7kfRgITc3lxu7P90HZVU3vnKsp5moLIFNebbp5jKeS0W5YQQjw7O5vnxbuqrhpEPD8/B14kfqeqfM7ZWuO9M9pzIa3Xu9u7956+0AqA0vX1lTc6xYDATVMDQCG+enAp70djDANJIIO1JucEwCVngbUhLNM0eu+pZPlBbds0TVWIcknGaGlisJMRdXSMRTCOc6Ztm2VZYgzeOykAJCLnPNFsjQHAEOI0zhcXTYxBa6UQu6YlBqX4lPDpvO9Wa6UUMd/e3JydnbeNBwBQpJUyosodhoEBzs7PQWHJeT/fplyY6ObmBpEvLrZd2yJDyjnG6L2TOQQwbzabXIhZucLLHLRWH/7wW03llWKpeAI4piUT0Xrd1nU9TXPOpeu6ZVmcr1adFXaSiGJIVABYKURrfCwkFYFPHj/e7e6uri5Xq9V2uy0lL/OUMuVhqWtclkCsf+3X3+66DsDMIfq6aZtW8lHELycc9GnxErZ0nmeZT0iRvNzBwzD0fV/XnpJGYqt1P/Up5YuLy7OzzTD0KYThcDhQv5RQtdWD6yurHRfIpVxfXFVjfznchU/8Iv7EL741pbrkDFSszsB8NBeXooqmD5IGXq6PAQWAC0LUoBlNAWRgINmOKADLYcUuMjx7/eHFX/r2t/7yn6UHl4o1FGnP+13LwWrAPvzqT/2sIQYAhQqYTlP338OKTTxloB9RPRXOihQCgNLqfN288dpjzoclKG2Jk7MOjW51RUQmR9vWl9dXh8MhltRtVtM07Xa7qqqqtrbWntO2Pwwvnt+IQkZKhKS3xjqbU/nc5z5nrV2vN9fXD6uq2u12Wpu2bZumlSxya62vqv1+D6BWq9XhsNda1XWdUtRGM7G1EhIARKWqvPeu7w8AK2bnvbu8vMxPnynZGRwOVVWFJYz9wRiDCuq6vri4YIaT3OW+0WgzGfV0f+edW2/PyKp+mWNefOpKgaQqff6a3R+CRc7TZY72//jkZ//RP1m//fnLEOblAM76+AFa+50fUYEqKPczHZ9psHScGjLACj0USJAKEqBaEOamo9/3oa/+7m9/5d//o/DwVVAOnMqaCUgLEOOjDFHhb/sxOz5iIl4BAAXMCCjTLyKoMj3+6Z+3+yFQRqCqqAKQER3jyzzyJKCi0JAm0AXYlFQUlcJG+Zuq/vDHv+qdmBLti7FsnTEmGR1yUgqVNsoaY8zFtsoMTKCVude/5bauvffeH/dFzjlmqGrTrbqSCyKiVsR0fn4uo6Wu604BcpL7H2PUykpFdQhhvV6XzExYMiNAU3dzGWTq1HXt2dlaigqUUs5ZaVcr94GWEhMlJMPJUwSgZFAuOIeJpWVKUh6maWiaxiodQig5juNIxI2zX/bWG67ytbPO6ovttqprIn54fZFzSTkrRO+rrut2h0MIYRxHhdg0TYxhu90KtJjGxdqj21BEcXjfDy6HLwYzkYPK7x/T+Iw5WQpzzsuyALACHMeh9j4sVFJMJWoFVe2nOaFCa21dewZCxKqyRLwsoardqUpejl2W7iNYKlliUQURee3EXyeKx3GKMZkQpFvcGWO6rqNCORdJsByXIFVlcp7F3HS+PTv6IekYWyrHKDkXEgUvTihjDRotz9s8DXJ+iFjqVadpki8s11G+mEg05f9yCzVNtV6vxU7GzABKzF3SICgCXRFnimAV7huAFox93+93/QWedV1LpTRNo7VZllSytBRqpRC06vt+GIZNt3L+mAxSEmUGba10pHHJw2E/T7OylXPO1cZak/IyjmNKRUq5T2JRX3kpHBIEIedNlCliPetaR0Ta6Lqud7vd0Q95tgHmJdCDBw+maX7zjUc3z5+UUqquCcssf5GIChUhq8/Pz6WkgZn7vhcAycwJUPC2wH75M/I1RMPIwNJ+KRddDBqSlJZzbtt2v98DQFM3Rju59IfDQThSJpYWwZSyjG8QQSmMMTZNAwSSsysjEqVMCEG+rciblyUaY1IKcLEyuURtVGMapZS3dp7nHBYGXq9WzjnvHVG+urhkIsmZZCjW2rP1RsKXUl5W3ToVpiUqDW1X37x4tlPgnW2auqo9IjdthYhpSQDc94emaazViNT3Oxzd1dVV3/dyau7u7qZpMsY8evSIiO4O/ePH73hjrbVXV5fb7fb6+nqZZ2X0PoRMQIWfPHv3pHK+uTsMUxCnn7Lu2ePPr9frN998UxLkrLUikF2v1zFGCUGS5+SVV17RWku4yzRNt7e3r7/+WkppmuauW63X61LKatXO84SIlxeX19cP+lIwThpyu2mYzWG3GO93dzdfNvXLj/9U+tFPfOUQVzxp4DtIhIqBkUmJNpA+2Am9hO9s2SwBAykGA4BAmaEoicaBhmGE8mSzevO//N5X/sKf2jtXKeszAB3FD79rFV9gDsPnf/rnP1JIoxHdHOHRcvN7mFkW0/1RPIaADEbYBdQZUT+85OvLUaeoVFFImdu6Gedpd3PLDKatttvzvu+ds8y0293N87zdnhPRPE9adyGGGIIxRhQK0zQJ7SbD5jfffNN4J+kp4zhsNhsxgscYtUatcbNZK6XmadFa13V7n2QdjtZlxNv9XUpps9lILLVSKsbw9OkTonJ2dkZUpEroc5///O3NXT8cLi8vKl+VHJVSbdfIcJEZRLEpMTA5509+8pOqrQrRNlgT85jngZJ11a9//p3pEK4+9KGszabM1wRvEj7/33748BOfeHXf1ymWFM60M5k/iFD5YgwslAIUw1METsiaQQMwcEAIBh4mO0AkZZOGOyjDo6uv+St/8eLPfRefr6BZ58RGY1ZMIqPFe2KV4bevNSdkAtCACIyIwACMMvM8YknKesr7n/i5zVLAEGfyjBFwVqiKopeY4y1IjNoCEmhCqBVEDkrZUFT1sY/RR98C41LODCosQSkNxARUt23I6W4aVEy+rogg5wwK66quqqpQVkrlHK3V8zzL4y4hhzElIqp83XYrUEhAslkUUIH3H8ntEHKDmbU2OZeuWzFDKaUUck7JWMdYX9e19y7nzED3MIAEFImJSPgfIYJOZq1TqqFSqq6aGKO1SlrFAGC/Ozx8+NB7H8IyDIPkcG632y/7yIeUUoCsNZ6+cwhhVdcSbmeMCWFoKts1vqksAEzTHJdwfn7uXDXPc4y5HwbJ5Lu4uDgd9bIsQirKNvKUji5bXkGAcqJkLx7CUlXeGLXf3c3zyCkzZ8pZsohjJkpkrVYKUZmcs5TiCKklG9RTOZ7EY4prS4yUggDFuibUwqlSXM6PMFHS+bwsgRkEfHrvibJU1dV1LXEa4uMSxanscuu6ltCRU/tC0zRixVzmcMplLYW11jFKnjNXVSM/Rc7J4TCsViuA5T6n0cgPslafIvuNMcxHBMhcJCrm/eUBJ4uaHLJ4F0MIiKA1SIBqXdeCFM7Oz1Iio5wgpXmeQ6ibql6v1/O49NNsnJ3n6e7ubtU2TdMUgkxYQKWUtFbn5+fj2AsTmyKllKzVd3d3vqo3ZysAeP78eUpHDMJcMbN1OuUwz0kru+8PL27urLWXl5fOuWEcrDbMfOgPQ7/70OuvrteblJLzrq5rMUMiYtu14zjAfdyoAITVaiWM6LIs3jp3r2SWCy0SymNESFj2h4NETopLUM6qZMMIcSqImsrR1Sn/Qiml7/urB+ddtX769Jn1LiyJmFddl3Ik5n1/sK4C1MM0xvJ/sfeusbal2VXYnN97vfbeZ+9zzn3Wo6urH8QYmRBiYieObAsHGxBxUMAQBYwSIIqJABGhiPyJlESRSP5GQpGlhIdAYGMcFBwgkMRxHDntYHds2u2y3eV6dN269zz3Y72+58yPuc/p9r9IbburSrV+lO6te/Y6e631rbXmmGPMMVKhIoEKwhR8BmqXCxIAgByhRABKoqirmqc/Q4xS4NnphgBiilLAerkIKQJR2zY++HmeSilA0Pe9EGiMdpVumma726EAZ83tdrvd3mw2J23XVs4KASiQHwpK6f7QcyAvJ8oTEQJ86UtfAgB29Wzbdr1ecwBUSmmcJgF4cnLy6NEjV1k/+5TCzc0V/8DJ5vzQ97vt/vr66sGD84cPH97c3LRN7b2XEt95561hf6uUfPbsPQLigIR5nkrJh8OegHhIlE89X0i+S0spbdtO06SN5EHY9WYVY0oxOefee++9x48fSylOpPUKnKRO6BSLap0upbua/I/+4/bHf+ppKSTClIMELKgUKZWFI1IAGah8PIHywdsSQEGQRDqTImBwx8RWQShCzNK8e9Z+6s//ybM/8j29dbpIGYEQQIkIUX1ojeCzoPjOM/3etSXIkDUI1g0jwUd7VgrLPbznirMIiZRzAnlAsC892Wosxhnr/JjDHFvTOWtNSyln1TYgUGpVSlGkW6265aKUIohSyZOftTGLtuO+OBscl1IuLi5WqxX3HaWUm82mruvdbvfuu29zO4k1OdyN5un/xWKx2x3GcfR+3u93y9VSazWOozGGTYB5Mp5dWBaLRblLkv1KCg7kBw/OhRAxes7Iapqa84uNsWyefHV1xU59bdtGyFXt2qoJoxcZO+FCIi/odt7LF+87ZZ7KPv78G2/9b//X2TvvPehvDYQsstZCpqKI0sejxV8PXloAhCMiKoogA/QCCEEQuAxbFUPB3tr4iaeb3/cd3/QHf4/6Fz4Z6wpBYS6IlFEkoEJFo8Rf13uegAiOSI+dOY+W0vxPhFhy+vlf2v3Ez7yC1JfAqgoAiSQA6IOsJygiCxKCTALMGKEkQTkIMy5PFt/6LV8chigiKNnv9yerk37fA4GUAoXY9YdxnhpQPkQhVUzJWEs0ShRCIkEchiGFLIRwdSWEzzkHH+YQChEImfa7UrI2+r4A5co+hHBvOHF1ecvFKOcMs3CJw4rHcRRAuWStVbyJdV3lkrTWxtpyZ5ngfUBEBESB4zi2bZtS4aupDaZcsJCSCiDP3scYCchaiwKFkER5GMcQI6BomkYbLSUClOiD1hoxAwghREkpU/HjGKaZ2nYaRwCQQgophLFaiVLIOXt1eX1zdXOy2Qghum4xDuM9smWDFqaV2LweAI7xcVpz8c3kycg7l5Lr77quWGjm56mkpBXGOZboYybnjJ7nmIgTKHiHORVrHYCcpj0zNvfGJFyyM+Kqa0dEpSQpsesaVoqFILyf2CSzqtqciUlaLoOlVHxFENGn3HUNE31snKOUSjkyhmT3/Dv0RffHwhDraI6olRDS+8ChaEopIaUQkogIj8F3HCzOYHKz2dxlM0hWneScrq+v4c5LhuV+AMBK4HtZHFORTFQiop9nLvLZf0VKWUoUQjLHu9/trdOuqgAEETKLyC6Ud8JXBKBxHNkYloicdYWwH733Ee7aAezOOvQ7KU1VVQBlGA8plxCPaJ/hLnt5KKVWq5X3vqqsEMIaK6Xc7XbzPHddt1p2SsijcynRMAxd40KYD/uD0ZrfqqUUdZd6N89zXdfsXmatbdt2GAb2Q2K6mCXH7PnfdR2blDrnUs73LqbDMGkUmmUAACAASURBVLRtyyvqzkC11HWbYuJ+yn1hwGd4mnwpUApVrrKmSinNs5/msa6rnCmOkzYWEdu2zblUVc2dhXur2HH2hGLohycPV+r09JTpXSGEJuKh1XmeqWRrtHMuUzHG9H3v/dx1nUTBnjpE2Lbt6mQ5zzMC1nUlpVQSPvXJVxHRGcPlyDHcKQQhxGKxMsZut9vVah1jbJoupsL0KONazmTn4L9xHKvavvrqS1JKbeTz5+/HEJ+9F3n5Nk2TU2qcbZ8++cTLL5WStFZPHp5XlZNSDsNwvj4pJ916veZDQ8QvfOELAPDaa6+NuyGlpKRhy/Ldbsf3zPX1NTdprLW5JAqZi62qqi4uXnz5y19eLpfLxQkAzJOvsw6iqFpPQzzcXKV5eH0uN3/1h19+41cf+XlWcUSqlfI5C13lkC1ICVQAvJBBQvWxleYHbCMAQUUDSSgJICEKAEGoCLyUUeOvvvzou/+r/7R81+86NK0GWWeAAqAhA0n8EJe2BfL+V95a91GXkihZqDIUBET4NdNUH71NQgEQ3GgFoAJZCUkZIoqpdievv3Zt1DDPc0h1lLXUPgQQ1K0WqZCo7e3V9fX19Xq9vs9ouvcQvri4gEKnJ2u2weS0IqXUYrFgzQy/47fbLfdNETHGkFLs+/758+f89uUm7na7ZT1w0zQ5p7ZpjDVKaSXVMAz3Si0Wt7Pu4HA4VHU19EPXdd/8O//llNKbb74ZQ5QSu65zlePe1mKxkEJyr5GIttvtZrNpmk4i9FMfgBYPzhtlb19cDbtro+ibPvPKcoxtoPhDP7r93M99OoIbbioQCYskFEVkyunXGyR8vP3/g3mUgUYFSZJNYDMUhCihICwC1gBv1HSt5JPv/vbf+Rf+I/js65M1WaIpILBkCiBVoqxQAd41q+4sMgmhwNfUwcK7gMSvMHhHuzEgQgSA0X/+v/sb7suXsmQpAfBICKsC+YOdjV6QXJISVAICpFiiRjFpF1//xPXJ8s3Lm5PlCQohUI6HkUJWQiKVHGLJWWstiwwxU0jjPNkQlFJVZfMYUaCRsp+HzenGOsfRcQXxCMOAJj+nGDvRaa1zKVyQIOLt7W3XdcvlMsVc1w6RYvR9vz85OUGklAIissHBscAVOPm5aqq2W8zz3A89IiLKGKL3gYV23J/yIbAQjoh4cofNMxkeLJcniGK7P7BDoOuW09iXVACgdlZIQaXc3m5PTzfr9TpFD5S0NjGmcRyttn3f94Wsde+9914IoVu11trl8kQgVs4uV93Fi8vd4SBQLhYLVtABAOOEo8lnzsxB3Tth3ltZ3nfw2bqQZ3Ocs0pJoJKijzF0dSch186O3gttdodeCDTO8oO6bdvDvr+52RKBqyQn3XFJzI9xfrzzk5xLTe6vMexh1MFujc45TsS5B0g5JUTkJ/kweyEesGcGSyVzzoXycrlERM734qaetfY+yI5PBWc2JIJ59sxJcuqANk4prKoqhhkA2NiZcSkPcPI3544Ag4T7fIics1KGAafWsq5ray0r79hV8uTkhD8+DIOSx8hWYzmpjzFPmOdZSE5pz1prn46a1UQwzzMS5Jz7Qw9CTtNUVY4Pp6BgwKPk0UEIsYzjFGNm8vb09LSu3ZpWsw+Hfur7niWL7BDDmRAAMM+zM8KaSil1enq6Xq/ruua2hRJyf9hqra+vbq+uroaDslY7I7v2jC8fAIzDeJ9mwZ2Ce8x2byh6n5zO14XZVE4gRBDM2fIaYKp5t9ux2lYp5WzFLC6nKdyzzcxs50T7uVdScygfryhnq5zImmq3P4R4TAhkJyROHKiq6uLiQkoZc3IAqWQhhPyDf+TfY2R53whhR++Tk5MQwjAM2mi2DW2axlm76FqGm7yVnKd5CjHknOZ5cs6lFN99591h6Iko+DiMM1vujOMUYzochnGYS6aUC8um2Pz02bNnXKOw2Tf7/EiJQiAAeD9LIVbLldZ6uVw+fPjQOaeVWnbtatk1lTVaniwXi0VTchRAlTOLRdO2HRWap2mzXkshT1arhw8erJbLyjlnXeUcDzP0/eHL7747TeNqtdRKNXVdOef9XNVVjNH7OaW0222lVIvFYhgG56oHDx7M3k83OyDwinSY6n/2z83f/Uev/fJbp2HKMAMC+xUiScpCgpIgCCACTQq8wip9nI73gSuVFBQLhQC8pCgIC2iUs5CXtaq+4VOv/df/RfNt/wo4J4SQhaRAEECCfVpQ4IfvgnKnSpZ8/UM/pn7yZxwlFBIJC1BBNoJFAPnRVW6yVFNmQEkkoAAUQTgq905rm+/813abzVU/3N7sZMaTxaIQEZTD0IeS9+Mw9QO/brXWz58/v729PTk56brOWrtcLk83mxxTVVX7/Z41RZeXl/ctT66cnj9/zjhtdbJy1uacAahbLOqm5r5pf+hjjFqbexkSq4CcdVyH7fd7nhX5qvTkeZ7nEH3fD1xa83uo67qmqYUQKUeeLlitVquTkxjifYopJwUpJ4URSqha1f1h3I49aHig6TMhqJ/8fy5/6H9c/fOffexDN4f6mGwuiCQRZhRRHM0eP95+U5UISFGSAJIFMlJCUELKVFRWe6cvlVDf/R2/9S/92Vf+/e/Lrz6JSlshVAGBQIJAkgCUqASQIEC6C0hABPyK5PJra6AVBEBAEFhQRCBCzFAAgFKa/9nnv/jf/ODTfpLgpYBCmFAIEgogYPkg98+yyFVRADIBFpFIZkHmUjf0+7/r/VeeqnbJhIZWSqEoMWFhtwKY/IyIgoTSahhGAnCuYgKhqeuqrqqqOj09E0IQgA9Bab1YLEqhVMrRLIyIe+h887L0izV1SqkYo7E6l9w09Wazlkpaa1zlAMg6iwhKGSLarDdN23CHnYhCiELIGKMPwVhX1XVV19qYuq4JgM35UAjvvbGOALbbPaJo2pY9PIQU3vuY4jAHofQ0e5QqhDCMUyGIIe73h5xLVTkmpqTQgCilyqnElKxx1lZSKOOUMVZKCQSz9ycnG4Fymmel1OXl5W6/QxQEwKHS/F8hpA8h5WysBSLWnzOjEkLgAp1fdvf6SQBIOQU/G6Veeflx19arZbdYLbR1RPjes/eVNqXkEGZ2IVZKOVcbq+7H/Nih8J7C0lrvdlsGUfcB5cy8sUzjjvMpjCL4UygEy8eUUraqjDnCP4as0zRxXgIiGmUYvt6/Cxjl8n5YQwuITNPt93teHiFGIWTf98HPPE557/jP30FKuVqt7gGzc5bJD9YiIh6n4Kw1RyMZre/DuPmoY4xSyWmaldIp5VzSarV0lQshhBCrquHhL+tsKUQIPDCppFRKslA5xRhzVtrknKTAylkEGMYxxDKMs0Co65qT4gAwpyyEYuOTmEJOabfdSYlKSkRqquqll54qKQHKOA7TNDZ1JaUSQmhjU0oMqLRSnHlOpVSV/fSnXn9wfjYMfZjnEDxTwdM0zd63bcPHe5+Vx5dVHEPTBXdpeTjwfuiOm6faGAarPAzJOIt/7C6rMLH+dp795eUlr6WqqhiHX1xcbre35+fn3EHmhcFDqn0/aGOkUtzIYB5Pa51SrCq32+2ISuXqlHLJ5XyzUJOfnbUcL77b7Zqm4Wx0TupYrRYFcBgGKTHHMKRIJSNiVTnrzLA/vP3WC+NsVdelEBH1/cFaa7RSSknASGUYxqdPnz579gwRjXb73Y5HctfrNRAWyn3fSymfPn3atu3FxUVVVVrrm5ubpmlcVXODwVlbci4lt21DBDFGI5V0oJQMYWYcryQAlMox/+ZKKalQKbhaLYQAa7UQNRFJiW27vLm5ub6+XS6XKcXHjx+dnm7meX7y5EkphUltY8x6vWYjqbZtteYcjMKM8xe+8IV9nH/bo1f92MsUN+9dTP/wx1/68ouTPM6CAoIlMAUJRAZ5fGECERAC6iwQxMd2mh9E1AOQgTIQECoQTthDKRe1sd/xL33mv/xL5TPfkEOWIEzIIFNWogAACAlCFIQPYXF77DtOqf/iLzelIBFRBpAFQBESQkEQ9JFdqOLorYPiLtNQCCiFRiHkKy/JR2eByrJqNidnClXbtanEfhqGaRIpDfPkhGLpDr99X3/99ZTS1dWVtTalpFCkEHlugSuMpmn6vi+ldF232+1M5ZbLpXOOmQ6llascN49vb295At4Y07bt4TBcXl5ynN3p2eli0Q39wMQgv5A4xZifWvev/FxSSilMEwDGEIQAkGIYe9aHcHJx3/c8h8Bal5wzERZdnNMq4DDegNXtwp6aav2Lv3zxw3/ffP4XP7E9tKpXRUqQAoQCBYAeKMoiKLv8sV3m1wNvYAGEKoMkTELFUhBBgNtZ8+anN7//P/kB+PZ/A9oaKkUSSskkQCQBBQAwSi0ANPzaN5JA7oL8ekzngThK4AFIFCR+WGpEyFnm/KV/+n+0F7dVyVECpCxQeykkkSEYRVH5g/tgFQQS2GW5CCpjLkHZ7XotPv3KVFc6KRKFCBDQGGO1phhzzoiyMhVq5ZQmIgKOL9ekKKUopKICMef94YarOs1e7ZlSKTGmaZqFEJWrvB8RZdPovh/btm2a7o6EKQAoBNS1YyUhu5cjolL14XBQSgi04zixo0YphCi1VlrH42A6RG0MJ7lxINjsg5RScGZ0TCH0VVUpZUJIMSUfgnPOhwiIBBBCyiWnlFxVK6UxxqquU4xDf9gdekQUSCybmiZ/LN5MFXKR2hoHxkEuZfahFJjnGUEtFp2PcRxHgkIEmYqREgCMtUprFk/u9ntElEoJIGZ12KKDZ/aYdeE8vRhjCORch0KlWA3TLCRKgSkDSmxqfXZ+0r7VcsyBECLnpI1WBb0PEqBtm5QSByoYw8aJhc88G2B47xlK8auBAUOMkUtHnnZjfH5vD8NNN59ySuGrhwxzztoopg1rU/GANyda83djNpUf4KWUgoBI4zh4HzabDQDMwc9+zDkrIVm1x4zrOI4c583nhL9nzhkA2dLjfrjxGGkYI2MbNhfh1xkPCoYQQvSr1YpIKGl2+xsppbN2v9uP46S1A4K2a+um6ftxf9gfWSltzs5OjdLe+9XJSg5TP03e58Ph0FQOC+VcxjHsdgfompzTctUiHietpBT7/T7nWDcOARddxw0OIuKZr3maUoxh9rU75oZP86ytY5EgAEDJ65MTY7UAlMI8f/68++SriNi1ndHq3sVECtn3PZs1AgBbzty/8VNKlI9iS/4nXtU8rhlCkEoy+8dqTL5896mJMcYYKMZUVfXJydr7cH198/jxI2vt1dUV80nOVYdD37YN88bcJkaUiMI6RwBMMy6Xyxgj0/WHw14IHIZ+HKdxHIUQAC8pKjjPEQD2+10MIeVEhZiHBYBxnPvxUFVVXbV0tCrKSiuiArlorTebjTZmnKbKuZhSjNFZN+tZK5MzAcFms57nSWtlrYsxOmdP1ispZC4plyQ1Nm21Xq8Ph0PO+dHjB0yAdouGz7U6AtbjeKKUYhiGkpKzTirJZEO7aGOMIYVpnjbrzaHv337n3RjDSy+/wvQot3CeP39+enpqrb25udntds4ZvktDmI0xXbfZ77eswdVa1vWyJLLaVFWVUtRKlVwop65pU8rO2kVXjfnwssjLn33j9kd/7OXLaxB+LFkQSiF5pClzXioAQiYgCSCBdEEoH8effwBbs5gE5IKygCxIQl9K2p9tTv7N73z9z/yx/KmnBCCsJCKUAqggAyGm2j+UoJZn74gO0/ju+zVlEKRJZSICVMRtdTZy+Ogie6ACgHSsZXMBgSpou/gtnw6rDkAsbC2VmaZ5nqeMpeRcOedTqnSlsGgl/TzFGBEoBu+93++23P7crNeLtuNp++122w+HqqqsMymlQ78P0StrTtYrnum/ubmRUnZdu9msS0lKicNhSikhiMvLS0TZNE0p2RgDRC9evDg5OSmUu0VbKHOjsW4qpTpO4729vdXa1XWNJEpKAKKua6KcibhK4IkIRNzvdkLItm158sEYE0LK81ShISRfehfwJYDqZ39l+Ot/b/2lNxc5oAw2QRAlCkwF7+aNIREhIX4cfPf12KoiBIEHChJtkTWYvTIvNu3qD3z77/6BPwqfeinJEyEx51woCgkEBRCPb6SjozB9tbABAMrdIN3X3MHCu0eIAOTOihCUZCFIJd/s5v/lJ16yJo67JFBnCSSBBBIRJPhaFaO/sZsqmAEiEEEWRFK7m3bRfNu3Xq1WiUiWNMcgldRaoBJGSjD6sN+nOWnnMtE4DlIqqdD7PExjXdUlw4sXF1LgarVinaSUEhCHYYwxsliRjRNzPmr5xnHkTg3cxXZrrb3388xue3NK+d76n2tNpVTMUUp9eXnTNNVyuZBCjtM0jbNSWkpVCvEky72AkBuCjDestUM/sW4tpRRDllKwiTiLsGLxpXAMbRaAMadSimSaMcTb7bbkzDCGxWzn5w+cqxBJCJqDjwW0MYfDIXivtQnhVmk1TWMIvuvatut4JIkJE7ibTlwul3xR7kebGHo559iJ9E6UGGMM+/0UY2iaZvZ+nnM/BijsHqlvt7uQoK7ryfuUEgrKJSEIrY0QLhd/f+BMl1lrWayBiM7V98NyiJKoKCURJRuilBIQQQjFxA7rONSd9wkRKevurt3MCDDGaJ1hHCilbJqGG3lMJzKSZKzO421CiK7ruPl4jOlC4EQHAcJ7D8B0UJymWUpJBN6HaZpDCBwQT3T0KQWAlFJKmU3py9EZKLFMNOfMNFTXdYwDpTgWFV3X8UrjQ0gpoUAebFutDEix2+1yztf769mP56dn0zQpeeQMiUgImXM2UlnjJp+tdbyTvu+t1XdxgnS0/6kqdnwplHNKKaUYgzZquhmNMU1Tc7J31y5DirOPANB13TAMLB/f7XbRh9Wy9d5rbR4+fGi1gDufTK01pOPAJxHxQBmvK76Jttut1YaPl4W4TMjz8mNJsw+BYT9fQV4qVVWxaWcM0+3t7bNnz05OThaLBQukY4y8z5vbfds2wziN87hardquCzE8e/acCimlMjcXclqfnAgUUohp6Ku6qqzTUmmjx3FWQlZ1BQTKp7zb3S6aVgi53pwSUdfW0zRN08RuAV3XGaVLKYXIWM09hjDNSqnlcqmV2e/3IUQicHWllJJSbDanwXMyphOS5QTy6urCWqs0Hg5bRFyvN4hisWxyzjF6pYQQUNcV6474qislU4xKKWM039UxxjDNpIsUEiWgRBSCEABxnGZrXS5kXbVcrZbLJS9Bbopz+wEAmKhsmoag3FPPKaVh7L33zA4XylprKqCUHscx5VjX1Xa741hhHu6sw3RSfPVTn7v97//OJ33MOnpFOsuqiJghQuFWKAAhEUIGgAwkAQUIAfgxzPugbZIgE+RjzS+vJFycLT79J7/vk3/uT1HjojY6x5izUEoQCmGQQCEdc52QAD6UWrVSCt3ux/dfoIJSChABOgBQBBGQECTBR947EQFYUx2oAIpZ6ea1T1wBFYmSyvXl5WEYpVVd1zSVM7KuYpnGmZRg9QULEPg5c3p6yiWIsyZGj0jGGKU410AYo0rR+/0eoCitmOuz1p6dneWchMDD4SCl7Pt+HOezs7Prq5urqyv+c1W5pmliSsaYy8vL999//+zsjEXs19fXTdNUVcXFRwgBEM9OT2+vb8dxrJwz2sVEWqt20aScl4vFzc3NPM9CyqZu+L3Fjtt13Vpj33vzzQdnqzXFx95PP/nTz37kH37mpq9LKLIEKVUSuWAWECRQToZAArgCBSDhnaHNx9tvKi8NhSgaHa25mdOBqP7mz37Lf/YX6Ld/tqwWk0+2YNCQhCRIdUGZARCKxgykCZHd5e+0mnfdK2QvlF+PZ5v4tX8qshAkgLl86ad+Gj7/Bkwhi5JKqYQrBUwWALkASMgfZJgnCGeAhAUxmwI50v5sffZt31zaxcYaUSBe36Qc+zn7HCptG+tACoECpaCUhECCkhMhYlXXzjmBOAyD0Xaefe+HnEvt6v6w3263bADobK00sq1uDOE+SpvHpZiT6bpumqbr655rzVkG5k/g3vuhMSkWjjAchglRaC33+33OZAxprWNI4zQDwDyFe8YpF6rc0SBkGiMRVVUdgm+axjk3+4kL2XEcvZ+cc03jKqurylkpjFYlpdpZIlJaJklxiplK3TbsQLjf74xx1tpU8jDGtatjgZShqq21WghR1/U0TZRLKoRS8WDRV0sH780nCh6lkizRZAKHjwIRlZJKVVrrWNIwjkCYc/mFX/yVaRyWbfPKqy+98cYv7ft5vXnAP2yd8d7HkGMclTRcr3Pdfw+bWcBZSkkps5nKfVYB17EMyZSSxmi607QzC5RziSEySaUAmK5hAooRI+OZuq7nfmKMwXvmIplTo3POREVIMQWPiLP3CLharaSUNkUAICo5QymUUo4xEVHbdqWwFSCGEEMIztmmaeZ5ZHISjjONghWJ1tbs38N8IM/XhRC4BaC1pkJ1XVPBcTosFotpHniIsRQEgP1+7yqHqFJKy+VyHMccIgPatm0P+90wz9aanBmWd0ZKMYUppJAoJV/XldYqpTSOcwjR2Waz2XRdY62OMSgthRD7/d573zT1YrFYr0+ccxcXFwSFSV0gYFDDZKaSyGDMajPP84Pz05xzCN7pehjHI0Lzvm5bdl1gfzKmCo9jkCk55+ZxGoaBr8j9bB7fCDln74OxhtWdvCZZ6cNT94fDYXs7zLNXSl1cXCilzs/PEelwOGw2m2maTs/OlFLtohuGQSoltXJKWedyys5ViEJJOY0j1BSSBwAlpTPWGuOsTSk5Y6Hr2rYlIPXixQullKlqZ40A4JXE1QZ/b6WFnz2H+vHNQxzeghhj7A/DPVMZczo9PZVClVzC7GOKtrLD2CPiarWQEuu63u32OcflcpVzYrEyV0XDMPDq4cvACFhJwTMnMfJCrPKcGCeXUgjo+ubm/PzBMM3DOBhtRSlXt1tjrK3bwzizTJY7UtvttmmaPedHeR9CqGrHZrv8ONBar1YrNmWy1r7/7LlS5uxsE2OsascOsECw2Zx6n0op/W5r/+lPVT/+f74ShywmQ6ryShYdgYiKRMxACEUcPRtLEjkjAAhBIEh8XAx90DZDABkCYJBiVrK89uQb/8wff/xvf8+8rCRoOYN33kkNiQqKiIAAKqMgACT6UF1OVowAHK276OoWvA85SoEGpAcqcLSU+aiPWR25gju+gt/fqLv24ac+dVU7I7RK0ki13pwIrdarJeUkUORAq6qdMSKiJ2DljHMupeS0YeOyqnLTNN6rCaSU3HWKMa5WK6VUBuQYn+vr66qqmqZqmoaH6avKVVXDKqBPfvKTShlEnOep7/u6rngqj3Uj5+fn19fX7BrFDbKU0mq1clWltTbGVGvrvT8cDgRQptItFzGld999l4mCFNNhf2C5Cz8nx3HsnTZPz5vRd1986/p//Qn5+Z9/NXgSYZTFZGq88GA1kc4pYgmyeCwmgylCgqCPB/O+HtsokECKhFOJ5lu+8eXv+z0vfc935oePUNYYZIU6mKgIMYNGCwhZkADAQgozYcwkASWDOkAoTHHz39g35WtSbt7hRDrulEpGQsglX1z9T3/jb/+hOWbIJFFkEUuRoDQgAWUokj7QsZ0SYFSFQEgiAdCYpn791YvOTT6iFEOKUgnnFihBSGGU8jGCQKlUzrlpO0rh5vbWWOfqKpfSD1PjqpMTW3K6vr5OkBGxbeRitWraVgoRQrTGsI1eCCEEzze+1prV10zvcC3LroZN07HN5jAMVVVZW3nvh2GiInPOSkt2RmCfibquhRBKmapubFUT0exnlEKgCDEe/RhLhozK6BACoEApU84xpapqUk7jNKWUKqvrymqlBOXamCwlAqGWWrfBe5QClGi77L0XKKq6Dj6GFGNOl9cXiOiqRUrZaKu1SSWHQ+AwNynEOPa77SFlYCbwPsmAKSaGVV1z9I3nmWT+GT5ARMy5zPNsrbO6IiolJWfqYRhLznNMSqvz83OpDymllI+2oxwIkSJVVd33+3uq7T4tjQV7KSUgabSNMSIIgTKGY57Ecrk0GpWWQgBbbt3H4oUQGTZw6csOmbzzYxMWCsN1ZpM4V22aJrZUHYaB575CiIUKALAOkxVwnIVwjD1Ew40ALtcZ5IQQ2F5eayXlkYJj6MifVcrwL2VvZ55LPKKAO3cxY8w4DVIphrsx6dvbW+/HEGIphKhyytt+t1guum6FiIfDYRzHytgQZwCY5znFpLUmFKx6PRwOEsDHYzDjNAylZOtWzjkhVAgx+CMYRjRa65ubW/7ad+alMqW02+1KKXx+tLIF6P6sOueopBijVMgKzHmepRQxxhADA2wOxlBKAVgA4FPnvWdmlfdjjPHT7L2/F8hw4C03U3LO2hipJN84PJjHpDrLOAFgvV4LITabDSLwik0pAMAxwh5KjLFtG+/9MBzOzs6EkA8ePAghAsE4DFrp081pSqmu6pSSc0YrFWMsRCVnbawxXSlFCqle/8RrQoCUkkqJ0SNkpLhZLYw1bGNqlAGNKRWpdV3XbApkjOPVIAySpMWy48ojxbAbttbYVCIB7fu9lAKABJaH56f7/d5KNF2z314/evRIa33TD9wYYB6Tz8I0TRw0rAhDCPdBFqJgyXm5XM7zXFXWe7+qOhELhDzc7BePHofRI6D3Q9ctIsjdOLZVPfu839+WlLUobbs69LNSyrVLW7kY08npSX/YKyVLTiGm2Xsehz1dP5jmWBRVazUf9jmV09Mn05Rpjruf+/y509/4N//O9ZtvdaREVhZrSiUhJIyCUIEo9JUGKAECSFmk/Gqx2Mfbb/q2N0YXalI2UAhKhJKlSgQGVCnZy5IpSrJXy5P2e7/rt/65P+E+9QppbQiLyMmhgxbgGKMu7t/z3AD/YKcpJPCqWCAgCQReAGTSGYXKICPFn/7pxbwjrXKCDOQoE4AHkRFkAY9FfkRXq6AuylBwqJNwYD3YIsVBY/jM5n4AtAAAIABJREFU06nbGNG+f3M9z3MOYbVadHXjnIsx7ne3RhtbVybnaZpQFBTQtJVzdppKzlQKKYU5RwDIJZWQmrb2czgchufvP9/t9icnmxjTMPRV5bRWfphfe+VV5xwibX3odzttFCVwzjVWc6+tlFIbofWKX2/Lpn31pZfZA22zXLXWWmudtQBUVU4p9Wzc3myvN/XSHyZXL8EpWSkqIU4D+aEzlXZNXTcBSzSYRCrT2BZ14haQoN5fwBf/34u//7/Tz33p8RxUnhWQgkIACbAXoEvId2yGSyz8O9refwzyvgZKWScoWRRCklRUAQUFAegu4IRQJABEqQglQYGcoRRREGEU1W69sd/y21750390/Tu+Ia26JLRBjQRkIAMY1ADHON2vulDIQ3gCf83Fk3ejqsdn29d2UfGYj5eQCEh5hBo1lAhmvvxH/+C7fuzzQEWCgHhMrfyqgQaJpfpgwzwrc0GRkcqls8+ePGl/93e/R81SuUx9hsiWdcMwYIYYvBCiadu+752r4jxbaytX55xz9i9evGjbNmBhJuHhw/P7OVsuuKWUfenHsddaV1VlzIqoEJEQoLXsFvVy1QKB1ZqrzMWi3e12KYXFYlHXjnvZXAt671OJTVudnCx9CD74GGMJFGKWUsSc+mFSEpumUVLmnGPyzpn7UC9EfHS+IaKb210/eqW1j6mUfdc2UmBKESCnXArFYRxDSGyPKaRIIk0xlLlAOUYdlExXV7tSSMrq0PeHPpRSqrnklBmbxZgQ8TCEcb5VSu33Y4xwe7sFgKZpD3svlbRWO2eISs4h5xSUDf6glKzr2hrnnGNXKq1VzjFFiqHkNAshqtrlAikW5Wwmen5xuzy5WazPrm57KiQAUZg4J6HYIh28n7SRQgIQSqngK4MPQIR8rZwTUooYJyLsOnt6uriHoMaYGBN/iN0ivPcxzlJJRLDWABQpFRGklJWUTMDmXIzW0zTPfmKzUGN1gjzNPlHJOTdNE3JS1nL93Pc9cHSEkfM855SUUsZVIWVlpCgYoi+hGGMygTLS+1moqlCZh0lK5KlCFBBCMMaUkvp+3u/36/XKuSPbwTCVHfJZMStQxxjn+SakmHNWRuUiCxUCCjnlQvvRkxxASiFEjEkIVUBJXfmcFUKSkBOF4P0ctNaZJqWkkJghLpZVY3XbVatVJwRO0xx0GmBGKCWnq4sXrqpY7sjAhFE9E6GcYK61qRubUqyc7Bp12E8hRABARSEEVy8liHffu1ifbF59+RGU1C1WUmFMSVs7jiM735yfPez7fgqeCa22bXNK0zh3i5UQYn/YC3m0w6lcLYR48fzy6uqqbRupZF21AlVKZZ4899b7wygVbjabcZjbtqpre6dhntgum9s3sx8FSspxvVy99957b/zCGw8fPmyayhrdtPVqWfeHIaY4jqNUyHhNa83BklVVhRibppFSEJD83j/8J7iza41erZY5J601Amqt2PpTSZVzZks3a+04zjkXFqFaazkahbWRHADvrGuahsWmKKBtawlA5egbro1WSp+fny8Wi3ffffdX33obAbTSq+USCIzWKcbggxTydHOqpbpnyVnd2zTNYrFgZCiVbLtGSCEEPn7yqGvbnFNKkSjXdbXf7zen68WiO+z3fX9o6wqArDUEJabg5+nF+y+oJD9PKYTb6xuj1Zff/fI8T4vFIqcUvZ/isJ2HkrKaYala0Lp9uJzff/elL/xK+JF/4p6/u1LWxaRy4Knyo5sYHV+MHyO5D9rW5ixLyQISYiZEoSKVQEmgaLRRuUSS73XVoz//xz/9Z79fvfqElBZFYkH2iBMf4iK2IEmes+Hkc0HoSUgEcRhe/Og/mH/m51Qig0ISEhDdN+Dx7kMfxY1AEmYSIAgFyAigrNvnpP7V33X79OkW6Fffefvm5tpPY13XPNo0z7NWUqCQUmpjtTZUIMUshQo+hhCncZ5nT+VotTyNkxRKCrnb7ULwSmuBgim+vt9ba1ar1fmD85Ti7e3tdnsrpUQUdd0sFwt+S202G54E4Ey8eZ5jjDHFGBN7KA/DcHNzU1fVoe/ff/780A8AeLvfUwYqBUBcXF+N4zTuD5rES6fnh8ubYFrSommcpuhidmhtu7DG1IfD+uLFs7/9I9d/939u3nz2NKFOXiiMImeAApiFLIjq4/m73xCYxzcaCQIEBMSMIqIIEoNETQoINBRHUEEBiM5Uh1Kmun4R0vBNn/3m//w/fukHvr/+xCNaLbK0AChBIHuD4Ndolfnrca8h0xhCAWIBgAQ328//5b+yePtCZ/9h7ROByJBIEuU82Gb9vd9D/+I3mfV5UqCdgpAARQih73tOu74PuR7HYRwHpXRd11JKDkThGScGdVz29H3PQOL6+nqeZ+YKOP6Lvfh456wzokJK6W6xLAQpH7VqjHBijEz+sO+8EEJrk1IqJVtrlVZKqWmar66uEcU4TiH4xPW6Ul3XaaOY8OfqWUrZH/phGg/7w/XVtXF2sejGfgh+ds42VVWoTNN0cnIC5Ujul1JiiiEGa+08zTnlEELwMebU9/3V1aUxFgGUlAjAejkWuTHHJYQ4HA5sWRxjBDgOqgkhK+dWq6W1lkXvKaUUA1M6cDS6POYKOue8D8EH5gyUUiGGu2jvfDj0wzAS5Zdffvree89KAXay4W9urVNKTtMkJDrn+E5lTBWPtjqYUorR13XNSInFEfcKzxgjPzTZ+4QBM9w5JzNwYqkkACglSyH+FYiYcipUYoy3t7dSSh+D1pbbf9wIQCkAjgqdr57ZY2aJvwYbZ7BS9J74ZRGKc47PkhCShXIxRN5VznTnOKKZzWMwQ3d2pswWeh+YGEw5vXjxgp9nR1sUALZ1qSrLzFCMebfb+TkYq7VW1hohMMZMhEAoBBY6+k8iCkTR1m1V2bateYelUAhRKUlUEMFai3fqWQYISqn9fs8kpNZaCv4VoLUmQim11oaDA+Z5vN0ehECgcntz2bW1s4aIvJ+dc0JKP4emrr33w3AULfJQJd9EDEMAYPYTnxyOu4gxLper09PTtm2UVkCYcw4hsgEbTwx2i1ZrPU+eYwV4n8YYhjmllMPhoLS01pZCNzfXxtiHDx9KKa6vr+qaHVkzr08mnHkJ8Q3LeI/5+ZzzoqvkH/53/wMmJV+8eP72229fXl6M47DerGfvgWiapliy1FpqI7XeHQ4hJsGdBhSAYp4m70NOueQikFswxz6HlLJrG8qZn01K6bbtpFRaWyEkERjrpFKc+dA0zc3NDQvNWd3EzJ61brFcrDfrbrEAhJRTykkI4aoKJQiF2igh0Vi93e/mMDdd0y07oYQyUko8HHZai66trVFCAiIVSgJJKqEArdaUS5impqqsNlrJzXr9S2+8cX111S1q45QfZwu2kY0Qqh+30/tvfXJ3K/7m3/vsO5eCog3RlWIJJGABKMgG7XjXwfx4+2BtDiJCSYQZRUYZCUlIrXShnHOchblolst/5/e+/hf/VHp0FqUWJPlqAqIgQIEf2gqyEEiGbQRFEEIWUWKhpHv/1g/+teqd90uIGgQCffXqxY80P5MAEYgEAaEgzEKNcY6uVr/vO8tnPz0WSpTWm/VysVivT6qqmqbp6uqiruuc8jAMh8Pg5zBPPoaUYp5n72wFIPzsx2ECROcqNnbjAf2U0mKx7NqWYd56vdpsNjElRGiahgs+rhL4xexD0Ebf3m69n/m56v3MRtQoxOHQ73Y7Tshp21ZpvdsfDv0old7u9hKkNeZ2uw9Il7tt1bVCq3metbLbQ78NVFWOsqfoK1flSPn20F3e4Oc+985f/2v15z7/6vVwmqLJM0DyEJIgQShJIgkBQnzsEvwb0nTIAooEUCAEsBuzIBRAAkFklJLAACBQwJxQTDnNprp69ckrP/DHfstf/A/1t/6O0tWhqorQhUATl34lYSlHCcLX68AIBCXAgoIAZQSgTHme/slPvv+DP9wOg/7QevkWoAwJEJSot48euT/0B67P1hlkD6HkaEjGUlgAxiQAS90YwHRd13Xtfr+TUvDokbUmxmAMR2pJrRWneCslu67VWo3joJRUSq5Wy0XbdE27aDtrbFM33aJrmpZ7+X0/NE2rlKqqqm07tkPkcSxjTClU13Upebu9naZRCBF8kErmXNqmE0K0bZNzZlTDeDKlyNUkALAfrxDHbO6u7ZxzWmslsWvq9XJZO6udo0xAxCUvCyYBUBtNRJeX1ylloVSI8dD3LE03Rltr5mlEBKmOhiLez9vt7W63BSAAklJUlbtjaWCaJu/nquJg9D4lBjKxlLxYdMYYIZDblNM0eR8QMEYuHV1TN845IFBSElEhUlICwTQOn/nsp/f7/TCOiIIFsYCQc0ZOgRCglAoxAgGPWtV1HWO8ubmtqqrrGiGwqirrnLVWSBlCQIHa6FLIey+lYqcrzq9jdxM+gYwT7hPbYgylEAsF4W74cBxHH4Ixjie6eWwvleI9jwoVvMtzv096uPdNQXH0/2BhJNNH/H+ICAHYDAbxmKt+BJD4laEyISR3IXMuRCClmqY5xijlEWMYY8ydIQ0fqRDCRx54R62lOioYtRBimmai0nVNCD7GmFIRKLns77raGA0AIcSUshaqlFRKjkdcneqqySVrrU5OVkopH6KSGoUAAGed0hoIiIDD/Q77fpwGZoZDCDlTCJHNIJfLpVQmp7Ts2sqal196bI2OMWqtjDEpZwRIMSFiLiXGWNd1CGGe5+CPI6mFSGtd13WIgcXSDOCDjyGEpqlzyUPPeR7gvV8sFuzRigK894iCzWw53Z4vDRNmQogQfQihbTqttTGWYxWqqqpqR0R932ulGRMyN85LIsZjYBL3hRFx0Tr19ttvKy2HoddS8T358OHDQlSIMoFQmgj6w2Ctu766OQ5+ONf3I+sHhIAwjFVVpZS9DwBgjJnnmf1OYvB1ZReLRV03MaZxnp4/v2DbUw5uP39whojL5fJwOCxXC0AqlJt2KZUAgBTzOI7gEYWQAIWoqmse1ctUQggph7quOVRxsWiICgAZo4dhMEZXlVUSjDFKCKUUBzvWpuUqapb+2NSxWmo1z/PjJ4/vM0m0k23tOqrGQxx1ARUfSnhlTG/+D3/r9cvndRl0crJkBUAQ6UjfITHK+xjkfSC3WRAQKCIoEBVKoSClGL1x9jqO12ftb/+BP735/n8rnq0JtUoghAgKAEERyA91ZUtYEJDuPO8IICNoKECw289vvleFZEBKRKC7lCsAQUeY9xFOzVMEBTAhKIBMRQvnUakHJzcluKp++ZWnWut5GFOK3hdr9ZMnT8ZhSDF574U047hzzp2fn3Mnz/vArc1xHLtuwe7BiKCUXK1WADBNY87FOfbCUs+ePTs/P5+mKYSwXC7vbdOcc/M8AsA4jRcXF0+ePFmuliGElLPW2hiNQjx+/Jg/pZQiQkJ48Ojxau0B4P3338+3u9pV67PN7dh3Z6sxxe3V7dPHj29yFuvNRigNZXtza5wq1vvr6/aLb9385P+dP/e51yDi9tYBGtQgKVCSWkIqprCmTgB9bB/1G4MZRBZFCEAJSCAKCAAQVBSAoJIBAsJei4IZSSQS1yjhm17/1//KX4ZPvlS6NiYhiByIHEAqNtnj6AK+m7/OqvICSDzxmwk0wWH4/H/7Vx9c91YWyB/aB4ggIREL9FrvX335F66vt1CePH7qc0rDtG4X98I2IuR45FIS3Bn3sW8KAFhr+77//9h701hb8+y8a631n95x7zPeW/fW7erqLk9x26ZtYyfgAQzdjhUndptIEBsrEhIIEQHhA0RRGISlfGIKQgQUImGGhAjZWIlkSzbBjrBDHBs7HtrCPbgn13CHc885e7/7nf7j4sPa93SFQCSQTFe1a3+6VXXu2af2fvd7/ms9z/N7mqa5uLgQEN/z58/v6qqrqjo5OZGRo5Sy3W5Fwy8pWVcpImZe13AMyyGlxNfXu7ar5a/UiFIKdTgcvPdAxIhV5bbbjWzlnzx50rRdv9mkWLwPV1fPz85OU4qiLZRSAL+Y5Rb7aMrJaVdKNsYqRYpAOdu3TVO5w2FYcpaz5r3Li6P9bF2992vwxhhjXE7F+5hzXJZFTqg5Bii5bWrhQgkw73A4iP4pCpKIJ6Xwui7ShsfMz58/Z+amqZumVgqdcyVFKR4EgGVZ5iUAYFM3SmkixVBEPBFyhnMupczMWpu+P/F+XObl9PR0txu4cAgegAoLYR5KKTKpIuCL3rMwTZMx9uTkpOs6VynhkQrgMaUECKRUTMlYg0QIJPFsyX2JWCd7PRGI4AU4FABSCsYchb5hGBTpzfYk5SwHYOcckV7W9TAetNbBF62ormvpOZAxT9RXUWJjLnK4lTYdGSzlSVNKqI2xUsFX7rAuiFgKxBh3u2FeFwG9inwnqBhtreDH1nmRIQQVdV1nrSU8Vrohoo8hpaT1Xcuf0to0defDEkIwRhujleLgj08aQui6thRdCqdUvPdKuxACZbLWeh9vbm+M0cxaOg+crdZ1HfaHruvW1QsLZxiGuq7PTs+fPXsefNLaAHBOkAuP4zxN883NzfnFSdNthRv0vof3Tk9Pl+kQQgixGGN8CJV1CtU0TbLUEDiqNBIBwDAM1jlmTinK4CMivIwVMcbhMFSVExyu1lZG+mHYSXqwlEKo33rrrfPz87qum6aRKU6+iUBS2raTtK2AZOu68t4Do5BgZIksUACh4IrcKlgjmebkbqM3206K8i7Ozi8vL6UnZBgG71d5JuHh7PcHa21V1esalsWnlBAphMhcrLWlQCkwTbO1Zl0Fz0reey7JaAohlAIhxv1wKIWXdR1ff6vrO1Jmt7tx1u52e5EsN5vN7e1uvx8QUREh0pMnT4wxXdf1fS+80ZubGwmtCjsVUZeC8mkvpWw2rbVOtk0xhqpqFJFCGg+js3VKqW5aUe03G+cqN89L1TbjNHabHhT5EE9Ozqy12tC8P1SuVQoyxpO8dr/x6Tf+6o89+NwXdF4ONrUhShkQoSrAX8RPH8/R7z3ecY9Fa52AGBiTLqxTtkAL2KdKD6++8uF/60+f//GPlVoxGJNJzIv5SACXfBq9a88jkBEUAsri7o6pUFL5td8w13vLBFBAbhw5vS1Y+mWdtkJWjClhIS7ABQqQNhf3pk1PXasCJE4h5Kp2foVSjrtbo23JZVkWZczp6YkAo4010n0XQ7i8dyn2Kq2MeBNSCvv9XqjFYoPZH3YXF2cvvXRvXdeUwjSluwIlqTqNMQqVqm1bZn7y5Ik8u1Svih/pcDis61oYCnPOOaXs6hoA+u1Jb6qbYe+6KszLm2+8MR3Gb/j6D1doog+HaS55yTEr4Lboar9vfucz6X/6qbNPf/4iRkoeSAWClVPhrBRhzLag5KYylIz0nlfh9+ZilE8qFIAMnIAZC3FhKARsARJAIJiUSdbY1179wB//3vs/8N3ptVczWJ3QFgAkCKAImKFI6SWAlkPjl/LWVYCREMqxkRNSXIa/+2vpNz61LXmFAO/sYPM/7LZaCirOoJ+e9f0/9Z367D5iGSFWzNv+dA7BaZrnOedijBVQRwiQc5JlvLg06UVBtjFms9lIx5rMV3dgd7Evyjywrut2u43eL/O82+2UNgC4hICoCnMpPC9rAR6nwTknGSrZ7sshVTqlrCJj9OEwVlW13W6J1H6/t6YqJacU5FDnnOu6johSDuL0k1O7NK0JTH9dV21USbmyZl2WkqIiJNJS0yLuShkRQwiklTBFEYmZYwhyMiaEkrO1RmvVNFVILFgRAdDLYU+mCPkxci5SeH03+8l81DQNIJSI8qoKx0JqFZZlMcY6VxmjnHMhhJiiNXZd13GcrHVdZ8WC+NZbb7300ksxRq2NDDzMR3KmMaaUgIjW2ZyKpNcAAJGsdaWU8XAcAwBwXYJoKSUnmcq4YIgx58LMxrgYI3MGoHUVnKnKOcnNX0aFqqpLYWsFZR+MI0v6bLsdx8laAqAQ1xCDiEJaHefG3W4n8Oe7XxOixB5xqTnLYCAar7yhzMwMw3BQiozRsnoQUKSIMScnJz6uckQXfIs4imUoFf/wuq7TNDVdK8OqPG8QUtDqc8mIxVpDRMZoMYLmnBG11jqliKhSTjLeV5VmZiSs6zpn5lDmeZ7nQ993JyenWmuJnAGw936aF2a6w5OKv5eI2raVyaVpmpOTTYzh5uamrhtCI9+haSpnKyJCwMPhUFWvyMTbtm3KwVqLSpWUASHGKFKhvLCSgQzev3DqRuuMRi3gH7lEramcc8xFTLlKqbpuAWCaJtl6KI1EBAyih8mrKrQkeUdub2+rqsqpKIXb7VZm9aZpbm9v13U9PT0VrVKcQYfDQd59QU4qpa6uruSzH2N8cG+j/tgP/FDfdZcXF3Xb9pseCcdpWtb1ME6A6Kqqrurt9oSZq6pumlaopnXdxJjmeTHOSB27D2Gcprpp52Ux1vSbDSnabDYIiEjTvEzz4lwVUhrHiUjN06y1Ac7jKEwX66yLIUrLxzzN+/1eGU1KWWdjStLlfBjHtx6/NS9zygkA/eoBcJnX/W7IqRhjFemnT5/FmJhhnpY333grxoykUi7zsgKqGNJ+N8zTcn5+tsYwTONu2D95+tTntHiPiAwwjmPJOMw+WY0YH6xL/+sff/rf/bUHX3jzJMwFOBtj0/G3coZShEmIhEefzXsognfkvjwTkM6aS4ktwoYVAA1N9+QrH37kL/1HzUe+E5o6GV0QiZBQAAWsERQwYnk7mODddh7hjEQAhMzAxAoKrhpMim/+5b9afvHXq5wJEAGKGN5fnAxRWO1fvkdrA4AAmeS9VofM+LVfg9/3kQMZXdDnAABt0wBC23Tym2ldVjkwNW3VtDURKkUpRefs4TAYq7VWiFxKqeumaRupc5WTnFJqmmY59yhFWutlWc7Pz1OKOSfhccvxRTbWDx8+HMdR4jfe+6qq+r733k/TPE2z7Mhv93vJh+RSxMyjlEqlPLu6yil+8NErrtCHv+ZDf+DVDzpSl9uT1z/7mXHY9V3da3Xy/Kb87C/En/ipr/j865fBq5IBKAMVpILIpKiQLaSBGCASes1eF5vfu5f8HlyLgAjEgBk4EAYqxWHiAFiYOQAWYKWap03Vfuwj3/Sf/Ej/0W+niwsiJxYg1CwfVyZICiMyA2hAyoSZxLL9pfofyyEAKo1ICQpF5edP/Wc/evIrnzJ5YgLkd+v6rCCozEPd7L7tm933fBTai6quVwiw+JI4E8ToQ4jii5MFfNM0RIiE3q9+9TLJiKVzGAZR9q6vr++alJumEdue/Fdr7fX1dYwxhtC1rTHWWJtSCSnKoWMcZ2OND8FZfVTz6lr2+ufn56enpzICGUKjtY+eC1trATCndH3z3FrXdd3t7a2skLquA4BlnXe7nRz9RS5wzuRclFI3Nze73U6RattWEXZNWzi7toshikpjjDk52dZ1bZ3dbE8IVUxJbqTaGGfto0ePjNFtU52enpSSAYvWTr0AkIia55yTyWQYhmE4LMvSNHXX9TJgxOjFg5dSUoo2fXeHinDOpZiEDuhclVICKC8chmaeZiI6OzsXqAQzE/Fud/OBD3zw+vpGa6WVbpoWCUOIonySmDZ9zLmIeCKCiXhZpcThrnJAFBux6eacEemu7k/mZBkq5A+Cu7zzbS6L19rc9eMBQIhR4lgAmFJKOaecuEBdNYfDuOk756ysAuVZXvzAdEzoIcnYua6r5KSOrYxSDoG4Lr5tm6qqQ/AvDJ/aGEOkAUAbfXcBIKK0yd1xpLmwUDqV1jLjIZJM16v3pTAiphTruiqlWOtCiDEmhqIUaq21UdY4YASgZVmaxtV1pRQxAzM4bRmKUqQUHQ4HrQ0wHg5DVbmUQi7l5uZ2v9+v66q1Pjs7c84NwyCS6bquMaaqcjknrTUXePr0ytlq9Wvfd5tNn3IhxODXr/6qr+i7Zp7GzWZDEs9BRIAYouBz5K28Q5CUnEU4dc5ZZ2MMd+sMZt7t9lVVNU2TUhyGAxGFEOUjXFXOez/P07quVVXXdS1KnXg+ZXsrL/Jms7m9vb1Ts6dpGoYBEU9PT7XWV1dXIpxKi5KYfsVhKxuZqqrmeTbGXJ5vj9E4IlrX+Y03htvbveRfQwhEalnWYozMqSL6S/x/v9+L2q61lpWGhP/khSZU8+y11kQ6ZG8Qn1/f9JtNSCnn4mzVtu26+mGcrOK+38hVLiUwADDP83Z7gkgApJRp21ZWMsMwysU3jrO11TIPWul59kTkvTTNI6JmpmUJyyLje21tvdsd5nkehkGeSFKPn/zM7yBiynl/OGitx2mWmkjIZR6nNTFao8JybxrhV3+r/vlfenR93cYVtbIF3YriNWF8sYdFBD763N57vDMfnWpmDjlzq6xKeYL8Zu/Kt3/9P/5n/hR809cVawlBMRaEBMDIGkClAghAhend/c7ScSlxVx7AGtCM4/6Tn25TensGD/nYo8BvKzb+Mj1YFwBSQFQyQ0EuybX4/kd7n6Z5LEoFjpvNZllWrYyEpI05JiIQsXBaVln20LIu4zRUVZVLROK2q0uGksWKg1orMcyEEGUz3Tat7MjbtpUqIZHprJVW3+xcvd2eTtPiXN33W1kT7nbDugZjDJGqKnt6emqM2e+H1XttjPc+lwLMKaXC6dVX3ofMBmmz3YDGN66fEJS87B49OP/g6dcPb34h/s4nxp/7X7tf+61H+7lLOSFGAgA2hVRWATmjNCQwAiQoWfTe8m6Wtd/RiruS0l5GQM6WKK7eaJVzYqKh1t5VF//Yt3zLD/1A/5HvKGcbRq0yQQagEjADMBEqScIBqS/mar/E963CrIxhID7+wsz5828cfuFXN34pSpcS1Lv3LSPE7G7u37v4ox/9fElV5XBeG8Zqu41rjikCiCIHUiwsvk3nbN91KSdglMAVAMgOfrfbjeMoFqqw+uakrqoq+hB9IMQUo+yhU4iKUCkVQkSitq0EmrmSAAAgAElEQVQLQkp5WVataZmmrusqi1YrpVRbV5y7eZ7HYS8SGQEzl5ub27btvA+MCACbzcY556pqWRYAlpzwOI5VVR03RylJiiyEsCzT4XCQkFjf94XZh9A4txsGRRT8IcY4z3EoqamrnOM8z9o6Y6xSehynnFJd18hsjH3jzdcvzs/7dhNjTDkuy1L4eKoWYIyMqUK/cM6dnZ15H4gIgGNMAHBxcbHf7xBxs92kFEOIEgybpimlZLSt6zqEUEpqmjaXYzMEACitjDWusuuyOme11t7jPMcYo1hqrbXL7OXQmHMuhXNJcGSTJJl5iAixyBdYa0Q1BQCldM4lxnh6uokxrqsHzAyYC4cQHENKCUmN8yLzSdVQzHFZvTEmFtbWAhEAXN/uqqqKuZQCSuE4jrlkkW2lzExr7epq9b6UY3mYDGCipMnkgIghRpGehHlxV833onIwCwOzruu6bgA4pUwEiFQKK6Xgbb2LiNh1nTBXZMwwSjdNAwBr8KLyIRzpL3VdlwwpJ6KjEih1AimlwhlAExEReu+VVtvtNsYQYzRmgwgl8zQtMYeqNsaQsYZoTSlVrpXn7bp6PxwkhHY4HERJM8aI2CWMmbbtjTGVtinFGHLTND54ofcbq4A0KWLm29vdvYsT0U6btso5o1Lr6q02VVUNwzCO4+npqVgrZWCWx7quFTjROWOM8vndbrchhBhD2x07J8S2Lfbs/X5vnR6GoW16rfXTp0/FqymVuSGEq6srORiIvE9ESAIS4O12K8hTZlhXX9eN92Gz2QKAaH0ytxtj27aRICgCqO/4p/+I1ir4MBwGeRdJ4JWg5nl5enV1dfXs8ZPHPvhccuGScmaG58+f55z7zcZVel3Xx4+fiDe0ZJBlzXiYlDJIhETaWG0MER0Oo7iT53lOKStSdVtZ5wpzTMmHMC9LiLEwV3WttJ6n9eb6tuv6tu26tu/7DTASqZzLNM273UDK3O7287wy4OW9SyRKKe/2+67vHzx8aJQ7O7sY52WeV1Jmc3p6enLWtF1JfHV1nUoy1jGgtjbnstlsUk6GFOeSfHhyc5Xm8UNAlx//bfW3/vb7nt30cUXkwuBYtaAXyoLnAAnnMigWAeQ9zOY79JGYFWnkAiWBan+bUvdDf+TDf/HP01e9P7u2EBUExawzaxTYJL+tMhjxXXy6ZUY6XqrAyMhEjKBff/O3/8J/eb6f8UUx1nEEfPEP+GU96TECAWmgjFwoE6vrulbf813j+94HqENO0zJb6w77wXuPiCEkY4zRxhqjlFrWSawU4rsQDvI8zy92VcvhMN7c3LRtc+ebWld/c3N7GMbtdrvb3Yzj2PdSU3tMcotX0xhFpO5cUvJ3ZW0sPa2S1RYjU9s2fddVzvp11aQIQCHWla2Nc1ovMURLB/S5AlMrP9+etO4b1/r6Z3/uyX/7Vx595nfu768rYI8mkAYAxdkCatAZiIGIQQMhIAMTgyvcFMjvjXm/F3cnooLIWBSDAagK96rORUVyE6hPvv/0H/23//UH/+6/Zr/hK0vbq+IIqWhMGggLASOwBiAGYlCMClDccozwpbWXFAQCBYWJEErEafzEf/Gj5ad/8Szzislo8+51C6waou7mf+Jbx2/75oNyi/fZB4opWkpQHCIj1FUdYx4GGd7C7e0tALddE2OMMTx99nS337Vto7Ryzp6dnQKCQCOdMTGGeZ5ubq61VqXkFONm02ut6ro6OT2pqgYAhPA0L0vOmQiRYF1ngNJYq5VyxhIgMPtlPd2eaKW4lPuX93KJzKWuGyJVUt4Ng0SCjTGnJyenZ2cXFxd38I+mre8qngXzAFzOLy6aphnHiQsopbu2Q6QYUy45M1w/f74sy/nZiSIKwU/T9PobbxjjDoepqqqSS86CSynTPC3LYqxZ/IpAzDnmkkvWWmmjYwwM/NnPfmY/7JdlziU7Z70Py7I4Z5XSde222600jxfORKRISTG3JNP86mOM4rXTWhc+ajJyUu+6ViklnJvCGRFKyaenp3J8H4YhpZhSDiEqUkabmFZmVqSU0ncd4pIHk1v0OI513VjrhOAyDIdpmqZp7rqeSOVSZD4RI4aY7sRfejgcCKmum1K45GOxe1U13odlWUU8FDvlbj/sdkOKqZRydXWltAkpn2w3Rh+L7CWpJS2IIQTpoAY8+ioBjkWvMm6JjTOnLAhTYzQzEN3tXki0R23UnZrnnJvnWWCYcmEYbaQ3wjr7gjsqpe0cUwo+ImHft6VkAIgxLctSMpPCvm+7ri2lICqjbQjRGFM3DgB88H71SunKVkqTMcfrM+eyroEUMZec4zTPUu4nRlARqGS4raoqhFBVVcpB8EUxxhTTuvpSclVZpUkbu67LeBgqZ/quAS5KUd1U3nskssZ2bSuSuGxat9utzE4xxhjjOE3rujLw3b+ULkGi48pGa6WUnud5mubNZhNCWNfFGFNVTjrGZRgGgMPhICk7mY0REYCY2RhtnbbWKkXG6r7brOt6OEw5Zwn8t23nvV+W9enTZzmXZVk2m23OWRKDAHCybXXf94Ld7HQnY30IMRW2GkNOVVVtuirG1HW9vIJVVUlLr7VOVPXNZrPdbkJIMaSbm9t19TL9zPOVD8vZ+akiFVNa11XhUeaWa8L7tXD2PgHC0V0ak1LKVQ54z8Apl6bvn11fX+92fd9L4qWqqrrr1hj7zUaEUWvN0fbpXIjezqZpa6Wp6/tpnnb73f5w2Gy30zIbY3JMXErTNlqrsCYgaNrWWZdi4sTKkrPm5F73oG0e+ZD/5s/nv/mzj6bJlbUoIla6MENZoWDBuyrgO1gFgDB+gAHoPWHvHbd8jQyZSd+iu33p5JUf/v5X/+Uf9OfbSK4BjIUzgeajSREVZERUQIwIgOVdrWEgHac1UWa4KACf1s+/ScOBoBRUyF9c/t+Ndvzl7NgEBo5wHGMyARU4WFzv9QzKFFyAz88vlmVVysg+OOc8TZNWuq4qItr0p/M8K6XGw7IsS4q83++994qsEMkQebs93jZl21fXjdFuWdZpWgDo7Oxiuz15/PgtMer4sOScjVXaUEiorEkpAeH27FS2xXnl+w8fVFU17PaHYWBmOc2M42i0UkRaq3Vdq8oCZe/nuETTNTHniKlKsMn5Eu3+tz79W3/9vzr81m9/1c3Ndp0K5EDFQzGFdCEDCgAipCzMhaO+iwURmDWgA/bv3Up+jy7H468UJgCF+gDlcVUPFydf873f/Yf/le/fvPp+qFzRLidADYCQj6kBRYxaQrf8YoGBxyVNRigI9kupmaMowpmzphI/8bnHP/4/vxozQ0agUpDetXukDOqNbfXg27/tanvZK/3s6dW4v00hnnUPCdkY7Wy93w3b7VZre3NzU0o5Pz9v25qZS0mItNlsJD8mGyI5w8hh3WkjcKZHjx7JeUmWSvKVN7e3xtjNZkNazcuSc0LEvu/WdbXnZ9fXN4Ifn5fJJHNzc9P3fb/pxPe4rLOcmGPMXMrNza2rKingTikNw74wrGuQGfLBgweFk3hKT05OhJ+3zAckQqSu6/aHaRyG3X7/4P5LXdemGKDg2dk5QHHOEaJz3csvv/zB1/gLv/v6NE0IbJQqgCcnJz6s0g+BeNxzMaqqssIzlFoCRHzttdcAQKTIlHLOx7KBlFbvSfxo3q+Ckyig5mmx1ldVBYxV7XJJMYVckjjuYowATER17ZgzM6UkA14SzuXt7e1m00/TIWdOKZEypcCyLERKPIpKK7+GO8yJ/DBVVRUEW1ex5P14ODr9EATu36Qu+BBCvJuWxX4vwppAL4kUkWrb1hg7TfOyLPv9gEjMIAfddV3nZZUBUua0frN9enVFRE1lt30jq0DR6OQFlK7Xuq51LkQkmU8x8QrQfpqm3W4HjOdn5+J0Ex1V3v2UijjpkKiua0UmxZKiHw+zUsqaqmRIMXIuMmVBipIDzJmPsUC/juOEhNaqqpL5MORcEFSJRaRjRCgFb2+utbbOWe9TSrGqnLXW2qpSzoe5rq3SaslLznlelhD86elJzqXvO21szrlpK2OV0tg07TRNTdMsywJYAJiZjVGlZKWo67qUCgC0bas0MpJ0zQvsmqBore7oPpV1zth1XZd1lVaMY96yFBHNxPm4rqv3q+RIu67z3ufExpiua+u6OgzTuq5KmWVZAOD09LRt2+GwI6Jc+HA4nJyc3JFR67q21r7g35QYg/frqdrKiylOYIGaeu/ffPPNR48eSbOFTKFSGyg/yenpVr4emPUrr7yyLMvjx4+tc23bOVcZE2/3B6WobVsifbKpxKVNpOUzqZT64GsfMMZwQaTUNHWMxtqSUp6m2doqZ1ZKpZjr0pJSuZSUCxIZazkXa23XdYh4GAbjKjwK6DaXElJWDGUNcmm2bXd9fa2UWle/rl5cznLdn52dK0StyHs/TSMR7Ydb8QcD8n5/M477FCHGuBt2rq5WPw/D0Pe9Ubq2DhF3N3tr7fb0xGgTIod5vXd5UWmroHDKZ8M6/eRP61/8lQ/u960KUeOamVgZgETxgL7J9V19FAIjCMUCCkAiIH5P0XsHzjorFrMz+jMb+81/5k+98sP/TOrrlLlFzTlrRaLbSf15RkyAgKgRVAbkdzOBBUWbFEcmMKkAUBV+/MnPmBiB4G1X8nFtIXi+41/8Mn2UFxUT8ucIsX7pgj7wsmn6w24oGnNiYGyb1nuvlRFAmamMJG1QkaTtAcC5KgSpVzLLssovy77vQwi5RINmXVcAYoacclXVACDQBVmKbTabcTy4yipFMQbnbMzpxUKtCSF86lOf0lq///3vL6U8ffq0qWrxCwm/gYC1Ujf7m65tK6sBysyhcbaxDSld1qku+BDwlcP6+Cf/l6e/8Mvv+8LHXyJVgWLUjiynqDADAAERWICYMBYkxagBFWAEWBUwIiR8j7/ye/QwDAWYkQtyZJwRnhodv+3DH/lz/wZ809dOVZ2U0gTIXFSOBBrAlKNYBqzk05rp6LVWL+jPX/oWmAKFABRmAA389G/9nbMvXNmSChQHKjPBuxa1mYDdH/pHzr7u658XtfNDd9JWpFnZh48e7G6elhzvCCvTNBFR13X3798zRhXOWhORPhwOsv6XkisZ8IStlzBIjOX09HSeZynPlICutXac5lyKUByZWWllrUGCypq2Pfngq++PfjXGrGtdSlEIW6k6MCYFf331TDt1cX5vXVcu/PLLjxhh9X63211dXTlnzi/uMXtRnMRgRkSXl5chhMePH/d939Q2hiUzb0/PMqNz9TRNGSAXQGWfvPU659xvmk3fer8eDnul1GZ7mnPJOT958vThg3tt267LfMeOR1RIWIC1NdEncffBCzRF3/fLssiIi4BV5ZTSYukUGaTrmhCC2CiGm4P3i7SHMbOx+uzsTJSodZ3F1+ecdc4KcgPw2BWRUrLGynjw6NEDY0zXVcuyjtMSY+YCTXPkpmqlIyUxkQIAQCwlzvNsuZISaXm6cRydcy+99JK4cL33RGocR0k87vd7ecflWCvTXdf1AHB7ex1CJFK73SChSiFsGetMytKnenV19YUvvP4Hvu5Dl/fvM3Pf1n1bCXREhhYJp8mLtq7rvPq6rkUvErumqJpd1zVNM0+ruDGXZR3Hw7IsWutSWGoJgk9F8ZOrZzlngXneDvuqqrSzohOKEqW1lqin915rI/+m3fQvv2y01vN80FohYtP0RConXv0MUJZlMUaP47LfD5vNiTHaKhVjiCloZQAICUIMSgFGkElGrsa2bUqJpFRMWX4VimYr2DMhHllrD8PIUPq+KaU0TTVPoevaEII2VNcVkON8Pg63n/3sZ63mRw9fYi5NW22323GeBZ2tlJJqkJzz9fX1ycmJoiP0RfYvXddWtRP66OFwAABrqs1mE1OQGhVZUgDA2dlZSkHq9VJKANh13c3NjaQ2BC1b1/XhcHDOISqllPerrIllsJ/j7H2w1vZ9L6sEsYlqrbfbrSyaJa1njDo7O5NxUX3XRz+WYiqZXVUTUgxpmtdhGCpbKaUVKek3bLteDEXzsqSUtDb7/eHq+VWK+eb69vHjp0+fXd1c3+Zczs7OhXUZQlAKSYGzJgZ/st12bZNydM5WlVMKtVa5kLTXl5JzTicn281mI3pr07TDftjtdoSEAMborutSiIigSfV9RwjOGgBYlllpOrbvIKWU1tUbW3GGaZoUEiKgQu2MdiZ4rxExFSydqR1hCNOwLqN23bjkm9vbbj2c/s5nyk/+TPO//71789SVxJwZFBQkRoCSoWRkzeptC8ujAHI33CHfhaDee/z/9yDAhIUpEzMAZdCAmgAQOFKsCt0STh/+2j/0I3/27Ps+wmdbBlWBxsygCY4N4sCETMiACKhAhr7jd3/Xbp1F0OOMUICoYAE2cb3+8Z+CX/71Ohd422nwHyzN+7K9jpEJUANmzAV4ctXmD380f+M3BnQ+rdSavm6Zi0ICAKv1pt9opa0zpFTKmQFOTk7meVZKG22kJ8ooE0LIMQOg1jqXzAw5F6ONMRaOXDialzmXQkgxRiJMMcUYnKs4c04MBRnAGjOOU8nFhzhNy9XV9fXNDQMEH4gphZwJq7qutdVE3abPyJNfnDHEALYuc+pdO85TbdUriNtPfe75X/uJ5Wd+7uHN89O8qFJyYUbiAgZIXH8i3xVgxoLwxaRxBih3Dt73xrz/T49IXBAqBntcuSC+sEUjEgJnCkRUGIuyN9ZdPbz34J///q/9kX+zfP1XeGdbpRGBCTKgIlJQFLwI2774uBY8au949+FFAIQvNRKMEwIXpJjy08ef+A/+83ufe+JAMRJDYglDv0PXQFwQEZQGUpAJcgEoZDITQSEIu4evvfov/uDvnjQ7TcZaXcC2tWqqZRg+/8lPx5jkRN627cXF2cX5eV1XWpNWBFy01odhCKuf56ltGq1USpEQYwjMpXJOzGzOWa2VpGnuqJVKUd+3RpOxmghOTrYnp9u2bazWm22fYiw5E6I0cYlMh4i73e52t4sx1HXtpasspd3tzntvtL65uVmXpa4rrVTKuWk67/39e/dunl+Nw94Z7ZytnGvqmkhZWwPS8+fX+91QStZa1c4JJ1A0h6apjTFIQncspRTpp+379t69i/v370lBg7U2xYwAXFgpRQhGa2AmRK2VtB3EmLwPMSZAzIldVa0hFGYfYsqstB2nOaaUchZ+HheIMRljQ4reewZIOaeSECHlXNmKmZXWkqRiKDkX51xKKfggPs8Y44MHL93c3IhZQ2ujta6a2jqXYii51FWttQ4hicJDRKLyIannz69TjNoYpbRzblmWFCORCj4gaWYahoP3QWvrQ/RrECRFjNmHyAzTPN/c3q6rL4VDCE3bilCjjQEuq1/XZVZadV1XV1XdNCfb7cl2W9dVZc3+9oaQFKmU4jxNRhtjdIwRAQnJOauVIkS/LjmmlBKXAszWWmud0qpwUVrth/3t7haQlDYMYKwjRYzYdU3bNGenpwgg7uKmrqvK9X3XtW3bVKQIiYhQa2OtPf4Yy7QsCyJrTYfDnks51g8iK8K2raRxHYDWZVVKlZysNW1TW2uBueTiVw/AOacYU0yJlGbGGGPdNACgtSalDocDM46HeTyMMSREONpTGUuGpq3qukopp1RyEv0Q19UjYV03Vd0gMECJIdy/d+/Ro/dJJZLRVk7zMv0CgHNuu90K2fWYe9T6cDgwc11X25OTECIiAqO1rmnaqqq89zFnrY34SI0x67JIAMRZBwBa6aOuqJQMPhIpNMbIxSNe0JQSAqaUGcBZd6Ruts3F5eV+GJhL17VCXkGkdQ1EunI1Q76+vl6X5d7lqZYVRde7GBPCUa883Z6M49h0HRAEX1xlcy7jeIgxLssMgNM0xZCCj17FnPOyeGstEp6fnw/D3lp3xMVAiT6kgFpJ8/IxQShBQwAwukk+LMu0Pekv7l2mlP06l8zr6j/39LNK6cvLy4uLi/3+dl1XzqWuqqqqck4phKapQ/BVZR88eLDb77iA1tpUDlcVQhgOY47FGWOtRSoZOEEpDJuuc6Czj33XoONVl+IM7EpDZsB04fS9/+2X/E//9OXV1VmIABAQiA1moT7nAkCMrpi3q3X89x2OUb13EvrSGYQMYwQMCm2GCopCfaAEhKqoT/Td9ls//Af/w38fv/rV1TlAsghQGJSYMo9N6PiCMPn28fFdPs68cIMBApJicFhoHm//3q+fRdagCv/fzHi/D5YCoLkkQARwbN7YtPc/9JU5USgBGsrReyaEUlVmWVJM3tjjQWucxlKKqexhGrTVSqv9bgcATdNorc5OT0MIy7owMAAKTl2oX4honU4pxbjU9fb0dIsIu/2NdU6pal2WyjVWU05AGhDYav386jkpXbnq0cuPLi8vcslPnjx+frtfFv/o3r3LfoNY2PDvPn0TAS/PLylxDtkknEzZ8/hQFfObn9r/3C+88bf/7ktheSksOvkMDgHMF0WJ4yWOUAoUAKAXO6wCIFUxLv9fr5D3Hv+vHq5gQtxrVgxVBgUlKmQGAxS5lMo6XxKqQ1PfPDx/3w9+/zf+iY/B+x6Cc6yNKkUyAPjFfQz9g/cl9fZqAnynfJAZmWNSaPS0fvov/Nfwm78NlENBxcQACbyF6h1qggCpnyEEREgZSiYopWhVrZwKQP2Rj8AHPzButY/5hJt2e/L69bP9dL2t26/8qq9WmkjT6clmWZbZT3Vdb/rKe49QtCJEROamrpRSlbPeeyEtKsIYo9HK+7WUMgzrkyePRdZb10VwGikxcEbOKaYUEyCLGFjXbl28sw5eNHeL1TyEwMCZi6uczCTGVuLkvH///rIsXODy4lwQkcuyAOllmafx0Hf1+x49sNbUzk3LzMzO1LNftTbeh0cvv+wqV0rWWu/3+5z5cBgPw62ramsba10IKeeijQ0hruuy6VpX2atnV+u6CLslxmS0ZS4xRSIkAM5JHIDGuXlZvfcls7EWSXkfJPN1GA/r6okMKR1Czrnc3g73X7qYl7WuKyTS1i5erOU8zpNSqus65ywDTtMMANnH8iIm5/0qQ6a1VSlp8p5L8d4/ePDyxz/+8a7vkVQu2VRVSAELpJCfX11ra1POkDMALItfvffeW+cEoNU0BgCePXu22+36vp/nBQCmaSmMdV1LDYD48G93+77vUy5EappHWQpo49Z1VYaUxqatXG1LyQBccgLgYb+zRg/DMAz78/Oz/e4WAKJf29qlGIW2T4DTOJZcC4sl56yNUkSIqAm1c6SVc5VAYogIiVxdAUDmgopCiMa5GGPMCRFJE3DJKeUU12Wep7Gu667rCMGvS0qJOYsRlJmJtOiEKSclCboU12XSSuWUrLXi0oxxRTSSS08ha1LKklKKSwo+nJ6eOuNubm5SiEmT955QStiBgeqmDiEw68JZ5Nm+q9p2Y4wGYGNI3JXrGvb70Tp47bXX5nkRP07T0LKsxpgY8jQuMTNwPj07I4B5CYVxOIwp+GVe27aWAWz1Xqa7O5OtNsZYq5S6vLz03jPD86vreZ5PT0+bplVKDcPAAjAlcq5qmyanRC9aGQ7jGGOUcU60X7lapE2hbVtZH8cYAFhrfXF+GWO8vr5GRC7gnKsqtdsNh/FZyvHB/fvjeACA/XCw1vbb/o3X3ww+fsVXfICZuq5TSquP/Yl/gQGQcPVriCGEgEjjMvebvnBBhLAsMaxcynQYhBrT1JXVBrgYrQskpeny4lKc0zGGlKJSKgS/2fQheKXo9PT05ZdfFmCmaNl3unYMoa7dpm+3m75yNsWwzEtOUZG6d3nx4NErdVuTQiDU1tjKWeee31xNy7ys6/Or5wiYM0/TrIwx1h6mUei0TdMcDofCfHp+ysjzPFljHWmOubJVW3dAtPrnez/StvdZxTWP109ftvA119f+R//H992OTUqiD+LbZI2/zwX33snlnfdQwAC6gC5ImouFBOwXyKntbgvefuy7vvNH/hx+9WsDQDEGATQwogBSmQHoy5QtgUfcCJMErhggJXy++8xf+iuX1wNC4d+XUI1ERTFmACQqjPtHL23+6EeuXTvlMpXldnejAOumWtfF+7WqHQCvflnWxRjTn2ykyDjG9Prrb5yenJyfn4v5PuccfGAs1inrTCnJGBVTmKZDzjGXVNcOkOu6rioXk9daeb/KFZizgNG5lJRTSTldPb8ixO2m10q5yuWS5nnKhu49vH+/71qNReUnu+dKQZr8uptIuUxqGq+0La9WevPzv/L6f/qXN7/5iZeBMXlMsQOX3xvWfk/En//HsQoBFBACJsSoONEx1r0qDgZLLk0mT81nOfff+53f8hf//On3fdd02YN1CgzmF4Lfu/RlATCoKSN/7nO/8e/9x/ee76NmYnSMGQsjKH6HsjYJmFgyjpQAg8Ki0QJSyQdrb7ft/X/pT+4v+8EZBaZTFTIoo9u2tsa5ugGpl2auq7pr23VZFJEixaUQktE6l9L3vTB4AUBCehKdstaKlCS9wfJlknYBgLquRVW3ztV1rY1hxhhTChERtZLS4CgMjMJl8avkeSRjHFJ0VrJ5seSCQKUU770EhNq2V0ZZp8/PT5u2bmt3eXmBWFJOQivZnm4JiRBcZa3VMQatVZI5DaHrmrpux3GMMSJCzlkpqppaE8kxDABSStM0Hw4HY2zlKgAgRYiktVKkY8zMwIjLsuxud8bYtmlcZed50VqP40ErqlylyZRc5mlc1/Xi/Nw5oxQiQEwp5TQvi9Kq6/vrmxvR+vbDYfUh5WSc1cbkUkKKPgRldN22qMhYY6w12saYnHP37t379Kc//eTp1c3uFknnnHf7oambpm19CGJ3tK5q+95YC4givEhqTnSYs7MzaYd/EeHDXFjYmHLEl92fpNqMMVofo1kAIBAR4amIyPP86rmcbO+KHHb7/Re+8AUiOj8/LyWdnJ7EnKZlntfldr9bg/chaGsAURtTvch8KtKkFRFJe17NIuIAACAASURBVCEAeh+XdVValVJkF4moUkr7/V7UKqVUTlEctlprcSDfneel3EFGO0G2SOXjEcMRclVVxpq+31jrqqoWi6xU0pfC19fXORWxNAPAdrsVI6KQODabTYg+5+xsBQDrunp/HDHattVGi1Uyp7Lb7bVWfd/7sArC2hi32w2HYVjmNcZ0V03h/VpVbrvdKEXPb26mcULkklPJ8eLyLIbQNvV+vxPyijSI5Jx3u908z5vNRko+5nkWa+VdBfmyLG+88YYxZhzHeZ5LKUi4LAvkYoxBAKnEVEoVZuNs3bYEKEhboXfKp35ZFlnQCChIQK+lFIlTMrMUMyzLEkMMPiBCLqHtu8J5WWdXmct7523fbE8vzi8vlFGGivruP/bPvdj34LQs0zzLrLmsKylVStEEzrmck/d+s9nIykds1k1TT+tqnXv46OEa1sX7VPLN7vb1N15f/GKcYQRtbGEAJFJ6nOaUy3AYVx+0sbmwJmya2lqTcxLHats2XdcTYVVVqZRxPAgpNaWECAAs/FkAIKUywzjNDGCMHYYDIknvRFPXbdtWjRvnKeVERJxzZ+rOtTHmCPB8HKb1KTprSmUCMafzND/41d8sP/Y37l0/60IwJRf8h5nW3hvz3pn71xUVgDbMBCVhSqok27zVty/9yX/2W3/kz8Kjh8loNkZ4EgoYkRm5AALglys1BwsUAkRGJpSwTE7pl3799f/hb1wsHkXl+3045iEYxgRQkCKr9Ru+Wn30OwZT1/1JUuX89LSpW2BAIgTMqXgfrHNKKdQ0jod5Xuq69j4wQ0lZfBCKtJT2VLWragsAzEVrzXz8TSa4BQBwxvqwTtOEiMsyC/1MGbOGFRUZrWP0pRRC3G43rrLbbW+Ntlr3beOcbbuqMRohswJEMECbuiUg1gqMcjA8vB7Sj/2M/29+/OHu+RZSLrNibsFYoPjlDNb5EspWL1Lab68ngTvjKxJgy1xlZigFGZGVMlNI2tRJ4e13fOuH/p0//cq/+sPllfvBGKsaBaYgkkIsCO/e2oEMgAg5vPHf/0T66z97XpJXGQF0QT62BeI7+C2VNAYmVKsipGzTqgB/t+0uv+ej8z/5B5dtV4xz6PIS13UZ51Hc0Ak5hBU5a6OYi9K0rHNMoWlqREg5EqEPOYSYUpY+NCGkEymtDTNUlZMw1eXl5V29HgAI+TCEgIC5FC6w+iA92imkEKLWlhliziEmHyKSAkAkxYi58LJ6baxGxQWIVCllnueU0jhOiCqlXNe1j3433K7LlHPMKSDCPE3a6O3m5Pnz528+fqtyTmtlNBmtc45akSJ0Eh+Kfl1jXVf379+z1mpNTdPkkqUqXX5+a91ms40xSkqZiADRBx9TSikjqVzKuvimbphBptOc07LMdV3FGA6HUSntrMv5mHqq66quK8m/MYOczuEII7FSsDyOo9HWaHW80yol/nOlCABK4ZTyfjiEmFLKwPzw5YfTtDRN0/UbY5zShpROIXgfpnkOKcWU9sNhmicilXIGpJyOJfIxxrsz/YsCd6rqJsbEzAIpkTf3RZ9BQkSGEl/UHsCRgJLEBwsACChpN0kqNm1zfn5hjHn69OknP/nJq+dXAMVY23Zt0zRN22pj6qY21oYYGEArlVJafVj86n14+vTZsiwhJrk/5ZwZjogRra007wniSwjS1mhxqArkQyoZJXeKiFKQaK01xgp3+pi6ROW9r2onXk054S/LIsPM2xg2KMOkaI8SfTfGiI9x9QsiOlvJpkMpfXt7U0ppmobhrmZdlQI5J60VQzkCUQpUVdM0lQiny7K8KHY/MHPd1Fqr4TDlnNZ1VgTbvu+6ZjwMRmtrjYxwMpT2fU9E2+3WGLPf74XacgdNlT+IQCdzuOxrrLUKEQCM1kopBpBCAVLKVRUzhxcwW/kmktGVLpDNZiPlHBIHvb29ffbsmbxi0o4LQJvNpqoqa7UxGomQwBjTdk3btf2m34/h4x//P/7OL/7yh77mA5qUWZZlWZaUkijOwzAwECJut6fMnOIqb1spMAyjyLKCE5U90zRNj/9P9t481tf8vA96nu/6br/1LHebuTPjJN4tO7ETtw5Js0AUlYqAFNpSkTYVVqlCWETVUBYBKhJUQAUCoYpKERIQgVRBUyqCu6VptgKJIU4mtsezz9y52znnt73rd3344/nd43FEJRC4mvHMq9Ho6N5zf8u7Pp/vZ3vw6HA4tG3LiHy5XCOiUoaIum7IOUupU6LDoVNKxZi9D0SjMcZYvVqtLi4uLi8v1usTY0Rdzw6Hw6NHj4jQpRxCQMS6rqqqTClaW3nvm6ZpmiplGIYpTpPMKhMsFsucc9+3J8vVrG6GYUAEKcXopqaqS6EpkBC43e+z1UGiWcyXqsE+NLW1Lq9fepP+py/cPRwwdJ6kOvZj/wPpkfe3d+DmBBBSggg5acqZxGSKl5ric//mv7L4oz/mF2ulECJUADmDFABIhDmDIJDfynwW8VwvFMObnEwIF//H83UggEzvaW6HeBBNtph9+7dvjUZVSK0kKImysNU4jlPfNU3THVptDBHElIe+5+6gaZrquj4c2nbom6api4qf0MvlkiDmzM4NmTNxzooxpm3bGOPNmze7fZ88SaGFkFLqTMjtOs7Hs/ObVortdmstNE1VlTURsEnDR1fVs4bqyU8ChR+TAbk0884PzXqZNxszTbqbZq+99sLP/pXvePniVntVGdmG0QIQoULjUALF9+8V32T2/Pf+GfcGOCAFuckQAbLUztFydvqSzZ/4p//gB/7cT4sbp0lCUlpmKQn5sg0Ckn6n6hr/H3Fi6AXg0G3+6t88j0SYikgE5ERWGRSJd/CSAxJmDgJEUkhCpCAogDD+7u3Vj/zIlwyWQkHE5NI0TVNwIXtBcr6s0ZgpxYqbV8YxizSrmxijRJFyFIDB+euh1nvPkyhn33ObtjH2uj6bDUJMLCDiMAzBe2usD8FaSYRSSimVc4f9fp9iLosipCPGAESQgnLOKXGeBBd48hjatm3XdVVVS6k4wYL5N2N09GE2m1stp2lCgvbQT6OPMceYu0O7Wq0o5xRjYa21JsXCe29NIYUIJYQQvPc5p+tmtsmNOaUKSmvtdrudz+cAEEPwPujCCiFSOlZsI4FzMYRobeZUFUYXlFPwbj6bMVhKKQoBZWn5xevmWHE+ukkZU1RV27aTj2VZhZSlgVIoVIYhzXXNNwUy2qaYGL0EH6IQWqmuH7yP6/XaOXfYHaYQjC1QSAWUKWljEEUicCH0u93+0B4RLGVGcRwAw5wek0IAcLXZcZt213XMmz1+/JgbrhkCEQTGhIjo/cSM33zesNivtAvmY9juZK3JRHfv3r1169arr746Tr02BhBiSoAohOBehnEaOQ3SaJ0yZSIhRM4weTdME4LgtJKUMyQBIJQ6+guYSWNxJgC4se+6joHWEzjN51SSUgqBfT8gHls3jo3wka47+kJIfPZe4xZGknwSFrOKu+C4B5w/MLfSxRg5pAdIMEE9TV4pVZYlETnnp2mKMXK6NVFOKdlC13U9TZP3/nDordUhJK0lt5ADZlsY59zhsOdq8pyiwHzr/OxTn/iY1vF/u3+vKgqinFKWUllrrq6uAIBTT7bbLUs3j3Ugfc9N98MwzGazZ555hi9hPkZAlI5CVsFfbTabXW027dCvBQKAFvLi4mK5XC4WixDC4XDgHc5UYdnUJBAR+2nctYcYo9/tQ6b5fE5CFlXpJyclAoCyZc55MV9nIGbyv/zl55//ymsPHjw4Ozuz1ipjimGYOGliuVxrrZ99Vk3TNAzDYb/XWq/mM+99VVeL5bpt2xhDiDnEjEJlQsxYmvLxg4cPHz46OzsLU5hVMy6sqGwZYxCWmqYhouQ95tzudlrr1enp4XBI3lNlLjZXUwjLk9N6Npsm57Z7rfT67EbXdmHoiRLRsRkwhLDbbWez2lqDiNbosqy5MUMK0fc9ERXG8LoXIgrIUmIKAQBSztF7oZSpikP0y9OzeVrqmIsFVZvH9ld+s/jFXz099BAnC3JSItDRjvL2aIr30d07fFOAiHmCkAUIUp0or56+/el/41+o/tAPheVMI0IGTQARRCbGeASAhF9PLPjWnDvpuiciA0klYLt7+Vf+/sJHfA+7rTADAWkpA2Fvy+buM4+Hqahiij1KkQEePriYpik413djXdfTFBFhCm4Yx/Pzc37ibre7EOJyuTTaJqBIJLSZQsw5zGYzJQ0vmVP2h11vbIwhF0XZtw5RGSuVMpdXV9oaSjiOUUppbNl2Y7FseG1Pa22s7vu+7dqqqqqyjDH66HwMU4AiWyXLJFDNxOS7GxhvDf3Lf+eX/d/4u88+vJrFHBH33kkQGgSAGCA4mar3Ud4/fOoYMgmKAkYilaiCIiW5Xc3V93/n9/xzf3j2vd/Vr1YlSplAJMwISYJIgECE4AGKd+G9iegYEZNyCi++DF952UgagYoEEcgrgowKhH+ncssZgAAUm3gBbQIJoMFsjJQf+/Dr6+VAGDZtGHwKFCAlyFIjBff40aOiqMrCMO3G1AcLya5zDp1zJI4STZ6Geb6/pte8n5hPYPDTNA0XDjMjIYRElEqhc34KXik1DGMMaT5bsAWLF/6rqspALGzjoSiE0HadzMjBfQztvPd9P7BMdBzHDNnYcl7PjbFGaZcdAjRNGULUCtarU4XonS+Koq4q56b9tkMErW1KSaJ02bN553DYcz8ElwQaa7px6Ia+O7ScNOhDlEpl5wBgmqaUc4yxrmbMX/X9mFKsqjLnLCRWVRVjBITlcuF9FEIopTlUUEhwzhFx+kvF3z1nitFzXmhVNQAYQrBSMnJgTMgkD1NJRIRCjc557ynF3W5XVyWTCtL7Q9tLpaTR0+QyQVVXMx5rU56cx0QhhHldaq3atsuEZVlkQsjkh/HR48ucs/dBa8MJyfypuq5jbpbfPZOIMQqRpJTL5Yp1gM4dj1GKARBFwkxZSLHb7UMIRVHUVfPRj3yk7VofHBvStCYhBIAI3KoOmDMAQM6ZADLhMI111XRdL4QAFCCkUaooC15BYGrxutDvaLTzE59UrNJk+MpIj3MgAZBP72EYcibKME0dU1XeBe99DJlb75U0VSmPpfC2YFjIZescneqcu3asSSmlQnjSXuC9T4k4MqdtWyFRKVVV1WHft21blgUABB+04dQTsNbWdRljIMpt2xprjFGz2UxrZYxeLGb9mNrD5N1wz4/PPXNba+HcNJvVWmsAwQeL4Ux8slVVxZehMYZr0JVS6/WaKUrGopy54pxTUrLkkgAYvoLAtm15mYMg1XXNhO31AsF1ZiyHpvI94ezsnKNc2rZ98ODBfD4vrJ6G4eTkJGXS2kqhcobLy6uXXn75/v0HXdevVosf+gPfd352JoVQ4+C0stW6klLudrv5fK5QlMZCyoU2TdOABJykNLqsZ9JYZid1YXmdCVLuuq4syxs3bjK9WxTFyclJjLFt+9msqapis9nEmJzzSsnValkURVEUt27d9N4/vnocYyyrGgB9yCnD1dUFR+iWdV3W5X6/zzlziHDOsaqquq75xAoxopDD2AXnrTlTSlhtlJRN3fDJKjCZwt6+eTvnTIlm64oAYILsvesOi3yyd5smt+qXf039z790cxxVDhnRI6oEgvDtC/5PEiwAAMT7xpZ36lZkGMBpSQL1Vpr9B7/t+//SfxI/9AycNH0OCxEhCxACAFASiJwRCIQEvE5g+dZkrI6tARyxTgAZrra7r7x0EqOHpN7FgrD/T5sGDuElEmpTF8XZ+eYwzWi0hGOapiFMPgkUOZGU8OjRpbV2tpyNox9GN4yurrTWOmdaLlcxJm4/DyEaY8ZxTDF0dpymabvdWmsXixWRvP/Wo7qu+z6EcFVVxyec1OXh0HVdl3K2hWapjMixLEspcLfbFUVR1zU7FpqmuX///ugnZW1TVqVZuBirmTVuv9rtz9988Pxf/q/zV1/5jk3rhPBIEVGTIYARcxQASCqn9xesvrn8FX0DWczJTkEASaKQqtliSvjY5U1pP/bn/+WTf+YPxmXTudCQ5t++zn8KEjKQBKoB4F14kR4rxQSVo7v/t3/VTm1IDpRAIA0QMxCiOPYQvSNhHufPJpAAArIkFKB6CBdlZT/x8ZdTvLt+Sgzx0ebBxW6bDNjaSkdG63EcFMmyaQ6HQ1VVq9WqbdthGHg8ZZHebrdDZVnqxliO2RueGoUQITimOJjTmM1mbdvWdd33/enp6ThMbdvOl4u2bXft4fz83GiTfWQnT1EUGXKMcbvdEoJUCvEo+UPEzdXV1A937941xnLWPwBwm18IYT6f79vDMEwChHOtQjG5sSqqyTlrS+ccSBVjVFrMZ/O6qlNMQJAzjWE0xhS2qpum6zoXQ9e1fd8vFgtWUXK4vNVm1sy9C2VZTs4xUdl1w+6wd5OPMa1XWUpJlPiz1XUFAClm7hgcj/1y4hhZPERtJO/SYRjqusYnTXTsDGQQ69yxYTyEzB3LxnCWRDoctvP5PGcfY5wtlz5mFjtcPr64e/euGyddFoWxo/YEMI5TjCnm5INn81hZ1EUpWaWJlNbrNSC0XcsaGUaSKNBos1yuiqLkGgZrLWelMPnDMry226d0HERiTDFGISQRhRCJRkQSQkglETFEiiEIFH3XTeO4Xq+dmzJlrklgzxij+uuytavtRghlre36bpqckrqeNVKZEMJuvwcA1aoQQlWVQhzNdUTHdgR2ox0OB2a0iqLgphD+LuM43r9/n5HzbDbLiWLwKaXNZsP8FQcIsQCVwSGfD1xIIKW8urriLkFOlAUAVkXyz3x+WlMqpbTWMeZpGnLOdVPnnFJK1lpro3ORzas+jFdXV0RkTWWMKQqTkuSFA6mOOZlCHHFsCFNd17Om7PabojB1XZ6fn3GdGxFeu+OY/n348GFZlgzbuGyc1dTTNM3nc/Zkct4sAKxWq+VyOY2j934YBjlNOeeMUFXVcrlkuDh2fVVVIYRhGJiu504Fxn4sjt1ut13XPXjw6NatW4vFIqUEhErqmLKtiqKujC5DiG+88daLL736yiuvTqO/c+fOD/6BzxkTucUBANTY76dpegJYQ/YTIBLlwpiyLLvDBpSQUl1e7N669yYiLpdLpdQ4jvvdVc556semaZ5+6k7ONI6jEIII9ttNCBEF5kSbqwMAWCOtkVxuLoQYh1ZJMFprrYzVQMfqz77vGceXZXF6eqqFaKoqxai0AjiC+LHvQvACqsIWF5eXCmG2WvZd6507Oz13zs1mM2ttXTdSQWmLnHPKeXTTGF2mZBU8d3KSvYd+f6vbx1/7leLX//6t1Cd0EoTKkhAKygjg31YS/f727sAzgCWYPvqrpszf+5lP/7k/Ax//kNIiTVQYmSCgyIgcrEkZgYDEE+DzrZxCgiSOVdcAQCL7w+tvFftBC8Qk3rNniwBMkCHGyRbx2Vt+tayVAhJte9juNqqspTQppb7rpmk0Vs/KoqpqQDCFDTEeDhwyBn0/SKkKW+x2+0zQdUNVVZST80Fr7WIafb/Zt8MwGmNBGH5skECiyXsvpR7HKcSUc2Iff9+N9/yDuq5iDDGGuq76fshEVVm+/tqbwzBoqaJzD8Zd0o+r2j41mpsXm90v/K0v/9KvLC4v6zAhBEFSAoqsAGRA8lIQJpuoyDm9V4H9PzR09403JQCEIiOBcLq4nNKhKavv/86P/fF/6uQP/TCVdUJBRQGRSINHAABFIIgUQAaSGTBlMO+yQ3YdRI4pwFW/+2t/u8YoUMiEDslSNjlHxHeySZQAiAQAJMgIUQJGwLZYhA99aP3JT1zOZ/uL7Xm1tLaoF/PTp87LQvftDoVcLlY6YE5ptpjnnPftQSm1OllLKbuuizGenZyfnp8d2pFHQ47Z4OV/KeVqter73hjFCJCDLlJKTdOwGvBwOFhjtVZ93zHhn1Ia/QgpEwEXX3V9K5WKMbLJpx+P3es89y+XSx6ghRDb3ebk5DRTDj5st1fTNAhlONMihLBezFfLNRBpYw+Hg/fBVhIExJT3h33bd967cRxTTMYYqbSxkigBkCC6cXpGArmRnDV4DFQEKO6UA4FKqWEcD107DlPOFHPuh0EqQZQrKq21iIL/rdFWa+N9QBQImFNSUhptgvcC0Wjd1E3bHsqqSTFmIYxSxdwgilQU3ntbaK10Sh4InA+AUqSYclJal2U1TdOjR4/vP3ospLxxfrKezw/tvihUVRW7fVs2s8IaArR1Za3t+4G4eBoAEclnkuLWzZtaCR7f67pm0SZfCOxA887nTEzfscCt73vGS+yBYm+ekjpLag9d0zS2sCklytS1vS0U//J1uklhC+fcOI582pS2vF4jOEpSGWQiaq35k3jvU8oE6FNUSk/T5J0nAucnpsvOzs7Y/8ZU3jRNVVVdk1osCGSEw8iE1ynOzs74JDTGAAljjoGunCwyTg6lYLTpU8o5TyE8yW5Jousi01wALGENITCPzdkn/JV5HYSdafP5/BrJX8fYAECMMecMBOwAfPToUVHUTWNtYYRA/lv2pllrpRSPHj3et04ilKWWUoQQdjsnpVBKSinrejaOg1KKr0cp5VNPPcUGvGmaWHnLCzQsJOS9BMBJmEWMcb/bC5QAou0GbU1dN0SUYi5N2Xf92A7NbCalDiE1zbzv+5QoxhBCUsqwZZV3izFmPp9P0wSAAmWzmM1mM2OVNnocp6985cX7bz16+ZXXtDLPPvPsnTtPLebzoqwEtABZCIFAaj4vikKsVquh75975tn9fn847Jxzq8WSQ3Vcjt4PAuK8Lvf7fbffFkUxDB1RattWgnz6zs0cHWfybLdbyrTfHxjoh+Clkufn5xyMc/n4YQihaZqc825zaYx5ePUohvz003d3uz0AIsh5XRWlFZD220trLUBGAcZoRsn7/ZZ5+ZRS1x2uLh4ZbSurk3flYl7VJRASUV3PtNZX+6uhnxZVba0dYQJJCLggtSAsUct4Ff7mL5792hdPYNhNF3MzowxIglvPw9tFmu+vfb9Ltr0GG+W2WJkf++FP/If/Di0WUKgcQCoAF1LJhQni2GsIGSELrsMQ38rZqRnJZLzmpzHmq6+9skqIOQqUQOm9ebZIUCO6SqoB8+zTH31zmhwZr7xIXilly7Io6/tvvvHWg7fuPv30+fmplLIotAuirIvzGzdczzWyehwnIaQU8vJqU1ZVzuyEXrCGJObkXUw5dH1/UlSjm2az2X7fXm0vl8uVNibGZKxRWpWl7brOhynEMPQ+EQDkxXKRYuzDuFgstrv96en5MExamMPlJoRpMdfLzb564+EL/91fW3/5lediAnBjdpMQQCQJCXMCEoBFIkGEAPn929k3aS3l7bju65ce81ogQCosH0F+87T8+E/9ied+6idzocE2uXe21iEEXygBoAESQMQsAVQCwREJ+G5ai7kGeEfRpkvpr/+d9DtfEzkQCEEqoIrgOa0mvrMPqCBEgARAEDSgl/ZhWc6/9x/pqoZ8attWBhLWzErRde2wdaU1otaDm0RSRukYjpK2afTTNDVNUxRVH/tp9FLK2aw+HA7L5ZyX7du2lZJ7FpLWkhEmjz3X4+PhcGAd13KxLIvirQf3lZJn9Y2+7zebTWWLsixTTIh6Pmv6vl/OZ82sEVKcnKyUUtM05eBvnJ2WRVFVVVmWwzDEONdaSVn10M/mzWq1ShllP7ppIEpCYDOr2/1hNp8B5u1mt91eVrao6jJTDs7FGM/OTlJKu91htV50bd92B621LexutxNKMzZwzjkXACCFxBVrzjmhGY1AVVVKmkM/nK3X7f5qPp9JKSnlGGMIMSXRtu3YD0ZrqXU3dF13OD8/lwKBUlnYEELwbrlYLRer0U0c2meM4SSMZlanVDCo0MYaREBsu5bTLI0p9ofWWls3s9e/+gJBLrRcVuVmv52G4dbNm0M/aClRyP2hVVWplKqqEgDath/dxIBhGPq+a09PT4dheLuaEQCYxvTe7/eHWTPn2ZVBDjzRIjJdJoTQyiilhRAcWhh8ZE5MKUVTvM7tlFJysD5L24jIFtaHwIiRCSLOzmDZMK8j5JwJUGqjUcSYhZBVpQFlzlkqSZR5EWG329V1bYzKOfOe7PteIp2enh45MSmllPyadV03TcM8rZRSSeMhAsBut2O96GKxmpxDKViAyuAzZwIAhnCIoqoqxpBaa2YgrbXHpocnFj5+fSbZUgr8Ooz6xnGMgbTWxui2baWCuq7LskwRiJAgN03NRNl+v39y0E1ZlvP5Yr4oHj6817btyarRWiuFN26cW62n0QGIGEPOieExc5tCCE7R5I9alqXWerPZhBC4GJ2lxSx8zYmkpHEaT05PldHjONZ1vd9spZSn6xMOoTk/P99ut2yAZKIeERm4hhz4EJ+eni4Wq6IovAvGmKqqhFA++hdefPWFr77w6MHjuq4/+MEPPXP3qeVySURCQIyDVscbCCCqj3742wCgqWsOgkN4yvspxSSEiDEQgRAyZdJKt4fu5Vdemc9mi+VCCDDWCIEghJTy3pv3AG1Tz27dOkVAH0JOqev7vh+efuouLzgVRVEWdrfbhRCKoirLquu6D33bszdv3BRCvfi1V7q2L0ojJWqgHFOOoZ0cAAzDwNdD01Tr5WoYhhzT5INAeu7u05lACFnYEwK498YbUhmtdV3PqqqKRKXW7aG1xqHGfhol5FNhqm50bz2uf+Hn5y/dO3e9oOGWWUZPBCiBMuRREAHo/A1e+mvY975J7x27BUGP75w+88/+kds/+Ufyeh2VICChKVOWSiAQkHyiXUQEgUCERJgyZgTxrVqowM48pvOEACAYvvZKnQhyRkEi4XszeDFBCoISZSqN+MCdN7vDsAd9Y1ZqNMaCgIuLh7bUP/CD36ekkgKqupZKqElghmnqjVR2ueQq3v1u345tWVUvv/Tq6elpVVVVVRWViSFKJcfDwWj75+fFYAAAIABJREFUHR/84DCOzvnX33wjhLA+nS3Xy6vLK+d9WZQAsN1uUvRnZ2fL5RxA55xSikQpiiyFRJTL5XroB22sAzSLxS05e3a/nf7X37j6G794+80HpxFkjhFByyJRFgCCCEUCAMykAAEwAUYU8v2O828OKqBv/OG69zsTPZbisDCnP/i5H/rn/1jxPR9zs0YnBQFkXficaqsmIEUgMgmAJIAQEwIoRER6VwVtXsM8nuToxXu/+rM/dyPHJucgpErKkvAoAJPMlCC/Yx+mgng5UDiRk4wUqROGnnpafeSjG6L2/qNRJKOMLIyHLHKymSwhCamrUnsxORdjRsTdYX9U5fVdSNF7H3NixRdTMWxLYbMcT2bXAevMz+Sc67rm8ZSjB7quSzHywJ1SQITlcomZmGFQSpWl5dlxu91O07Rar21hmRlIKdVNlVLid6nr0nvnnD+qpcYRhEw5lGVRVhZS7Pq9LTRirmo7m98enaOYhUQhhDEN++6kkjdvnRWlHke4desWT9WXl5fkI3f6nZ6ejdO03e18CPNmppQwxgxuSik1s+att+5nEl3XC1Qn62VRFIxn3DjxZz45OYvOt20b+sEWdrlccloM7zEubYsxAOByvpAo2PHop0kItNbKwnjnUs6cdMWwgYi8i/yDUurGjZu2KMu6FJSMUSPAYb8/P12/9vrrKUYh1Ww2w5yiD7aw7KZTSjgfGJawrJETdK6urpqmkVLy7Mq/0NQNq/T7vuekLj4HWGerlGICZxwdIkqpt9t9WZaz2YI/ntKZMeHRyJczB6UcE2W0dm4qy0oK6aZJKaWkTDERZSWVUsrHEFMqy9o5lzNxO3xMxNJTrvqYzayQyI0OORN3pHFsTFUYxqta62OmtJQAwBY7Zrek1FppPo23220I0RhrjLXWohRMf1lr+YRnV5vWWmutEPil4rFYD/jIdl0npSRIrPBkUfEwTEKAECKlCMhkUqDMa5iAiJQzx5lIKXNGROq6AxzDPwshJFNz7aFTWrVta41tajOfVVIJouS9r8vSGHjrrbdyTvP57EmIqN7tdkQ0n8/Zxco0I6fmMFDna5M/qlKqrsu27RLlfhxiG9lsKQjqskIiARBC2O12bLtlEMi7iGNd9pt9URTDMIyj42Mxn5chhAcPHr7xxptv3Htrs9vXVfPJ7/yu9XI1m1UCCcBJCUCpqlRwJKUUiACgnrn7VAiB2T1j1NgPRgvQAgCMAgCQQseYEAXUxfd/7+9jFbK1RghIKUUkIvrIR74jhHRd/6eUSikDgZRqGEY+tMaY8/MTpnpnsxlThUbjfL6IIT379DMpZe9iCKEfOu/dMAyHMex2u/1+H0I4OTn50Ic+1DTNdrtlYefJajFf1OPgiqJAlIeut7b40peejyk980wppdz3/WsPHj97dmO9XAUZ1eyUgjslRZf3v/R3f/knf+OFvXROw0kQ4D2CIUAF1Ik8mGwjmPx7e87fB3jv8K0g/OBP/8T5n/48mDKiiAgkQEKwgIAokjyui3OfPSKAQJEiUgKS76418/+3+iP+ygKQCLph+/q9Gz5oJVMMEt6juk0CQiWDC+Vyvp9VzfL0bFbrO/O33ngJPc1PirouqrJUQm63m6auxQSTdw8f3q/ns5CcTqKoq5zJOd91fUhRCPWpT30qhLDft6+8+mpZH43ptjQI4nJzgSgRcZzGD37wQyenjXMOJUgtlRZCgs2mtA0K6oe+aU7HYZAKC2PSGLuhr+qKIngfpNQPt9vVarlS8kv/+V+qf/03Pjj5Og1BwAioZCkiRIHsLVI5AVACSiAAJAAqEgTp/XvFN4/Q48dEBu4REpkIiPSdG9/3L30e/vCPwklNxVyDShIAQABoJScMZX7SgJ5AJgSJg4QR0ACU714dQc6bL/7O9sVXblK2KUVjU4IScBQIIuss38k+USRG1yKLHEQWKiejPv2P/cibt25FIWdSi0Xd+Ulisou6Jq0PvSSaQkiIJCT3kg3DyKTENHnvvdZWa8sEL9MCPIAOw8BQkP+QB/ppmrhNm0ELj791Xe92u+VicXXVH7q2KAqQgohOT0/7Q09ETV1fXlxao27fucMhgVrrFOM05JCOuYUpcRN6TwRlUdV1zW3GTVMTwTBN3k8+Z6WVQpJSEKVMQSlhjHLBq8oWReH8mIEy5n23Xy5XulAueFTI+cNa69u3bx/2baTMU/JitSqrant5pZQahq6qqtAFrXXimBNdzOerqqovL+7xF5/P503TcP91aSyH2qecffTOTfy98pOZvq5rpbQQ0jlXFEXTNNM0huA5Akdpaa2JMU4uXssCx2HiSoNxHIdhrKqmKEuttRumpKCpy3EY7t69u5g1IcGhH6UyAmGzudzvW2X0zZs3D4fD1dUVCrVcLa9LoZmbQkSGc1VVMadXlmWMiUEOIs7ncxbNcsyJ1poIy7JkWRxLJbfbLZvWELFolBaSYX/XdTGGsiiuhYiUstZ6t90eI1vBMfUkpJ6maXDO1pVUhtNN2GuglLJK8R4eh4HrK7TWXAArhPD+WLcYQnB4bDLjPEzu92PaSj1xfqZIDHLYurbbHVhgvFqvD/sdOxJ3u11ZllVVcS3EOI673e5sveLADuccm1cRcbFYMD9miwoRx8ExNt7tduv1sixLQCLKHFzkpvj48ZX37uzs1BZKCKyqyruUMwIcWbgQQtt2fAiU0jEkpZT3eRz6utZlWSJi1/X379+/f++eFNr7uFot+as1TcOxtzHGoiiqqmKt5vVCA387phz5/9c+w5Tz0HXGmJOTE++9pCNF773PlJk7BYDFYlFVFet4eZ8rpd56662bN2/OZgutNYJ44403XnzxxVdeea3v+/XZze/69GfPz89Ka7SUMY1KCoQAEFDkaeq1XDKnDQD42muPn7SIEDxpZeFTgXd3xkiE/K7HQ+6ctSUfTu8nzkdhCMsWO17PE0JIKTjk9Jrt5b/iH67jdNjR533g4zFNjh+QPgR+O6UUs7q8csM7QhsJmE0GkQlISFNuD8NXX3ipWS5MZbqpCzqf1nUlVCltykKXVez25W988f5/9rM3vvQ1lab355J36HAA3/Dwxye1bpOKmqhIyoNMiJbIQAQQrRUHTIBy82/9zA98/o9DY8hqjyAAFYe0CkhA+r2KZ1KGKDJQlKiFS+LLr//vP/4T5/ffSMGbXEnCDO/F7EWj8khp0PWD7/0s/tTnX+8h9lM7DwKgdtZUjWqKw+Hw+uuvz+dzluI8iYcOQggtKeeMAPPZnJeHi6Jomnm7P7hpMqXdda1SejZbpJS2m70PExGdnq7rulouFz5N/YPd0Pps9NVwOFmtnj45mbohCGqzz+NOKlPaZtEsFaKPbju228OuUXaGxQ2318//Vvr131596au3kKLrJDBKkBFERKner0z45tyXBAABeAkEYBMVAAB5ENRrWDtDgEnmCIEo6SyzKC6F2D91dusf/b5bf/KPmk9+xFoLACgEAV2bduhtEPHduVsiZCkCgAk9hhI0RD0hls7j/uKrf/rP6P/l15FAZpLfqBh+53PKEVESCIxRwQ7l4Ts/U/zU5zd3bvf9BucQ26If+qqqjDEpRWM0ADjnpMSyKimjG/312DNN02azWa1WVVVxckOGxDCD+6aZZWKihhkSRCGl8t5nBKZf3OTZa6eVzCnxLISIdV1zDElVVZvNZhzH8xvrsiy9D/vdgYRIKZdFGVNy3htjMkWjDb9jisE5V5YFd16PfX+12YdAZVlorUIIVWGttSmF2Ww2jkOIHkHHGIrCConeO6VUiqks67btUspE6TpEnhEOEzWMY0NMKR+ropkPsNaWZXVxcVEUBYdYsPiLia+vcz5KzWYzFDBNRzaJ34JpSYZ8i8UiRs+NXzxYeu+JwBrLt+iUiHWMTB8BIAsIWYAX0qQ0IslCWe+msrTf9/3f8/yXv/Lw4eOQMpFAEF039OP44NHF7dt3eIfnEKqy0FqDIOccT+1P0v8nTqcsyzKGJFDw9+JB+nr/cORmJiIiW5WI6IIfx1EgAsGimQEAUGLDGxdvMOZnppdjZtg2xlwLny3sAJymab/f27ph/pO74BgfsgSRX/aam+LcDk58ZfwppQyTK4oiRN/3nZRSShFjYMBT1/Xh0PHkr5QCEjnnkCJLLZVSSpthGBlvcBbRcrlk3MVgoTQiJ8qZtDYhBK3VcrmQCmMMSsnC1N57vkaklJeXl4fDoWkaLigaXHjw6KKqyhhcVZdlYY0x4zhJlCHEaXIn89pWpRCyH0YAOB6Ows7ns+j8ZTdut5tp7D/32c987KMffuPVl4UgozUiaK3rsswp8reomwoR2G8JwGUisWnmKaWu63MiBpzsykNBAOBjBBDDMCyambU2eA+IzjkXQ0wx5RyzTCnNm0YJkXMSmXIMVVnkFMdhxLKYL5bamH6c3nj9/otfe+ny8gpR3Ll1+86dOyerpizZvhgBjuQqYL4WzCNI/vm5u+dKaASgSIEBGAKm9ERaSinFJKVAlGyI5KurLMu+H1nrLCVySeK1jpavLnbNXl+NRzqViE+g4/iOyLQ1392sNYjCey+lYAJQCGqacj6viUAIJIKUkrXqeHkjxoxJJKEQEAR6uzCf/PTHlMSUY0jzGRRTjiB170Ylw6ma4ItffOFn/oPzXedEUu+vaL+TF8Xp/2b0WUTlUExACnJCahXJDDarIerpBz71iT//0+WHPgOVJglJYs6keIZCxCOZ9V7dn5lQkAQIOZhM+Uu/Gx9vIJFCaaTkdeL34DZFAqF3Qq4+9uF0cnpSi91mt3MXIEU7Odf16qBSSn3fxRhu3rzJq9282iWEGLuOb0TTNEllknPT5K31UkvyQEB1WSKIsesQRd/urbVN05TGzpvm9Vdf1XWVct64NoOaRHjt/qvS9zNbJMSy0KDX0Kgu9d3l6wuoJBmrzN1qub66WL7xld3f+iX9yps3pzT3HkWOApxAmYUgJBAZ8f3YqG/GpoAIQADUCREgg3AAGQRkaDwlkTJBJFKgkewoxeWt0xv/xA9/8k/+uPzIB7KtUBjK+frJeK1sfPeXmpAgyhoRhCUVUWqCioBy2Pz8Fy7+3m/ezgQsgESEJ4JhehJh/Y5Nro4cIYOUUOYs7zfVrR/9gX1VDtNoTk+aEDYqsTcpxgAgeP2eSSfnXIqJF/gZ5Gitn3nmGe77GsdRKSWU5sx0Vm0daZknS+QpJUTyPtR17dMxyT0n4kG/73sEYFsU25MYKHJbw3K5dFNsD1dCSClNzBkIhmHyPu72u6Ioq7qIgYhE33dD1xVFMY5eSTlNgWI02iIeExpjjOOYAUAp4ZyLMXXtYGxFkPtxMkblBELidn+4uNpN41RVdVNXIXilBBMpznmtbVU14zjGmImIICstjC2LomjbjiANQ9t2+zfvvb5erdbrk5xzjF5KuV4vGbFw2v5ut2maZhodf012WCmlYkjT6LTW283OWC1l5kMAAH3XG2MpEyviYhy9DyFE5xwAWmuFoGly4zgeDvv1ybIsasjQ7bumqQ+Hw8OHl2dnZ5eXm3pW9/3YHpjzbD5QNiBEjDGH2HXdcjGPMe62W0Rs27aqqusfmJ9QSrnJ55SVUiymZT6HB2BW5G53O+aIvPfampRSSOmwP4xdv1qtlEQW2fJr8ojeNM1qtdpsNk8KD49FBdzizdY1PicBpSDwPgiC0lrSht99VtVSypgSC4mnaWKE3Lat954ha4wRIdtCz0w9n88YDQIAx5bEeESbbFdj2k1pzU5CliNKKQ+Hw7WhbrfbcZ0gE3qTUQjCFkVMLqW83e2vNtv5YlaWFoCgUTElKZU2BgGeefa5cRgePXokhKzrBsR088aZ9y4p1FKWhR2GIXo/hVTXdbNeRj8SUYhBazUMI/OoWgtjTPBuGPr2sKMUXnv11adunSPCrG5iCkVhq6qKIXB7BAD03ZBy4FZ03kV1XXAkaVXWQoiUMnsUi6LwYRqGIaYspEohjuNYWMuHrK7r1LZ8fi4bbU0zjpOSNhCBEgRqiHmxWDUn596nN9548/nnf/etBw9ms+b8/MZnvvtTN87OrNEABJSFwGPc0bFlHuDrIRP0dcxFpBh3AhEQPcGBJBUeD6RSlIEIrp9J1+s0fLtBJBbOMn5jRPd2zUaM4fpsY3tlftujjv+KB00hEIC0ljkfKTuttJKKiABIoOCPyE2DiCgTWlJehCwzCUqQgJJUIiFkTIAZx2RBei2wxLNI8gu/+Py/9xdvXzwUlJXQ708t78SFYfaP0e/VQfHmQTUkB0idDjpnCSDr+uGE8Qc++/v+438bPvAsaAFKRAEBshBfz5YEIHxv620FSAngKWIMF7/zlXpKWsgYUoL4nlUiZ8RMqi3s0BS7R4+CWV52e2VE3/YCrA8+U5jNZh/78IfbtoWU9ptNt9/fuHHjdLXa7XYZhTb2yV0utm17584doUSpy6oq+2Hohz74hIgXF1dN09y5c6cojLX24cP7wzCYPmpr1qcnhzjcPLuB3kM7jG4kKW48fT4Noh/2OLhhd5hgaJplHfFjdbX7e79++IUvfEeCYnIaKEHyREkCgkQCRQIAid6Xln9TthpgBJgQBJAiJIAgkEhYgoIgWpgmp4VOCQ+Am1unv/+/+o/M5z7uqlkk1CQ5apAfoscUyrchvXf7ypwXiCAtQQQRKeuE+PDxF//yf/v0mCX3/xHQsZnoSYT1O/trSyFiCihkyH60s/pzv99//IN0soCUI0qbVVVFnuB3u5Gh13q9ruvZ4XCYJm+NBshVVSglNptNUdSINI49kwN9P5ailCiC88vl8urqyhiTMQFCzhkyrVari4tLIeR8Pk/AGYmJyS5ElEJoJVkvx0M2+4KMMYfDIecsUFJGpbU2xebRw+u+oHtvvjX0041b57du37S2iCG17YCojDEp5eAjZiKkGL33T5bjiekvHUJ/tLQdu4ij84LxWD+MMSatTExftx1yIwIniPLqvzEGEYyUp6erEBIRFYVlYdf6ZPXWW/eLoihs6ZwbhoERy3w+Z7TJxWJMQz1+/Lgoijt37lwTYteN5zFGjvEcx3EYBqPtdrtLKd2+fZutX0x8sS6Uf1MIXCzm/MqIwgWfMkyTE0rde/P+Rz7+IWttdEGhMMYACG1sP47ca9rtD1orTp48OjDblqv5WACy3++rqrp58+b5+fm9e/defvUlpqGY+UGJ/dixQmQxXyFiyMlaK6RQSikhjTZcWrZczE5OTrixjX+fI+U5N9J7XxTFo0eP7t27J4S4fft2SulwOHjvV6tVSon9hHVdsx6YB3JWkNZ1TXAMiuRETX5xZuf4pBKQ2WrInkkWD7OsNKXMOZD7/d4Yw4e+G3oCYEDbdkNVNQBiGMa+7/mMTYm0tkKo2WwRg9NaIypE9NPQzBbaSGvt5KYY427zBh81rXXTNGuti7I8Oz/nFZMUg0KQxpyc3lBKAtDJcvnw4UMooa5nOWcpC2NUiCkTnZ6eHA7tod0VthAIzjvvxqauKKdv/7ZvWy9X9++9IQWtF4umqQGA3sZUxSdWWGY4hbAppZxTURQIMueslPA+jONkjNHKVBVMzmcCN00xhNOTE27LFFJSzj6GlJJr91SWVVHFnIrCmqKq6lkmOrTj87/7wld++/nNZnNycvLZz/6+mzfPrVGImXIUArQSKRKiQDxy5l9/lDxBcUynISIAyn/1z/4MXD9yUPADR0glhCBAIWVOSYhjBcf1P2asxVw6Q8lryu46OZczlJ5gP3yiCf36ryAKQGDelv+Ob2E8lyslEUggEGWgDJQpJyk4mhWIsgqgIxKmRFFCVjHLlClTppwhpxhCIKiMoHg7xKuf+x+//Bf+0/OHj0pIBCDpWgn4/vZOWhbGbxh6fs8RSoAej8rLKBBIXgpRf/7HP/Xv/2t49xlAlTV5pPzkVJbEpx0BECDhe1W0CRmzyBIwUtRXu//zL/wX6/sXSmS++J4o0d5zWxIYhL546kbxoz8Uz24IZVVlC4GFtsvT07Is7ty5aQvDPuz1enV+foYCvHch+nEacpZffeGrjx89vtpuF4vF7du3pZSAlCkLKYdhYH+F1mo2mz399FNVVYYQULCsS94uT9cna5SEgrL3KubT2bIsKl1XYwjKJfKxO3QespE4H9rqt39n93N/Zfabv/VMN5TJZRkjpSxFREQSOqEBoQARAIHofTrvm4JlwCEECQggifczEgISImCLWZBKoHbr9eqP/eMf+Hf/Rf193+1NIZMRCcU3cnecEv8tctOGhAQRMQIqQpkwKlBhuPofvrD/7//6ykeOR7j+7zqf5thD+879YkydOS3Kx08/9YGf/lOPb5weFJpZoZMYDpOulTXG+zCOI7ddFUXFo/NRyZlTyskWBds0Y4pSyUykjbZFAQRcOc2elOtoA2b2hBTT5Jg9GKfJOffw4cNxnGaz2XHifDJxMT653piT4eCNkNI4TURkjGUa1U3eWH1+4zyEOIzDdVw+e5MAUCvFAkIex7XREjGldOfObYYTSqmud23bTtNImYSUWhshJAIqpQHQTcM1J8k+pevgRyGEc9PkJq113w/cEdq2nXM+xjifL4hIKimlGMdhNp+VZTFNY0qx7dphHKw1bAkrimI2m/HMzXiS5a+IyLU0cAyJ0Dxbn56ecprF5Eal9Xw2E0ICQFFYYzQX61lblGVprBUovQv73W6ahrY7fOADz+22h2mavAshZ+e9MTo43x4O49DnnHLORVnWdU2QucaN35QbLK4pEA6fZ3zVNM16vWZj4dFd5tzQj9x80HZdjJEVcYW1WmljTFNXDFO7ruPESABwzj169Ij5EuY8uWyg73tGvwBwJPqU3m63jDk5OpIP0DFMBSHlzHM4gz3GNkwMWmsRjhV53nshZPCpbbvDvg0hDf2ISHwJXF1dSaHW67UtivAkWmboh91mJ1AoKZVUi/lcComAhS2MNkYbjpsexjGEMBzVvDqEuNnugo8Cge2L8ERKypifYfw4DDHFwuqqLIHyNI5ARJmQgHKyRpdV9aT7wcQU2641WldVwWSjVmY2awqjvvvT35mTzynMm7qqCmtMCJyFoxj3OufKsjLGAIEPvq5rBvbBR61N3w8hRCI6HPZHTCQghJBjBoDZbHa12RRliU8WOzhFti6skHKxXBdlo205jO7lV179jS/+1m9+8YuvvfHGerF87rnnPvrRj9y8ccMYhZC0kkoiQgZKiIBCHLMm6AijiIihFhGjVCSi1bJW9HUyj5j+ewIKBUCCo7L8GJ+ltWbmkUXbSilEuqY16W0BbtcqYa0N//l1CQYThjmzOQGuCzEY4/H/jwpjBpBPkoUAQCCKJ4AzZgIhokBCFu+hyNIj+JQUCgF2qKWD8XbIw3/z86//xf/y5mGvgWLKGWSWAtP7k9A7kneif+DyNmLsNeok6qSI5L25/My//lPFn/gxvHmHnEQFUUhAIEgIoEEi5GP7ERIBvpdhfcqgBCpAuLzcvfDitws5hlEidxO/R9kfpOy0aD787fqpm6ikAiqNsqY5OTm73+5ndZmjb9t9XdesXbm8vCRK5+enRNS2+2Y2A0Kl9XzRnN+4WRRGCqScnHNlaS8uvBBCSLRF0TTNMAxXm4v5fK5BLhYLrXXYhTcv7tfrulByPPQ5weQ1KB2QPGbjPCjlUrq1Wj7TDdMv/7L91S/eudw0yQNCS0FpTRpDIJGoRC2ByxLAQ0oCdH7/RvL//7ZVUkJWiSyRAEqACBkAkwCXAYLeFmb31Mkn/+yfWv/EPzlplFhqj5AB7LG5kp48I98u2vwWQL+EoAgiQiYUGaKK1vWbv/qFp/3/xd6bxlqXZudBa73THs987zd/NbWrR7fdnbbTJrGwSewYi+CYBISs+AfNDyIQMlhCsq0wCJvRCiRSxA9DgAihoAQwhCDHkBaTk9hWe+pu2z24uqq/qm+64xn39A5r8WOde+pWtR1w5Ibqqm9L9dW55559z9nD2Xs963nW80CCBLzPiFeA+9job4Tt0sCcvEG9RIWf/Jbz28dNYCj0xep8lqr6+FiZYRiGEIMYYB4EmZKOFYJXWrVtOxqNum4oiqIs66ZpRqORSOOsVjLBJeyKSBDFRbNt2wzz2WyWEjVNc768FPw2m826rjs/Pz9aLCDPpIKUSkwGpcT0Yr1eK2Ottcaapl0LJOz7tizLj3zzB0MIQ/BSRKUUh6Ery5IortfrLMt0UQKiYDMiym1mlen7frPZaq3FIoIAtbUhUEhpNpobY1ANIcam65RSt48XAnK892LuDwAHGwwGVMq27bBeb5xzq9XGWZdle2VjMtS0O+GR9tYjeS6OKVfjizwajcbj8aFQFFsRIfQki1xWVEq3Tdt13WKxkAOUEo0nY0m4RoV+CCIdbJoGgCXPpuv7+XSRZUWf9bv15eXlNsauzIvTp6dEzNpISrux2kTVNl4M+i8vL8uyrEelHH2BzZIkURQFAJycnDx+/Hg2m43H46Io+j32dhLAIJRaXdUhhouLC9Q6hMFaTRS11ZvdzlmbUiZzfePxmJkvLi6Wy+WNGzdu3Lgh4Ed4lxDC7du3JXW9LEvJctBax+RH48qYiXOW2YTNMHiP+3gpQkDRFQPAdeVwjFEG0Y3RPsbErJR+enqmtUbUkvAuiQsyHziZTICV0LPSQQCA+XyeZ700LA5dCYGsTdO0bTuEYK2tqiqEYFMqiqLteq2V1kaOo3P5ZrOJkapqtN1uN5ud1no8Hotzadc2Q98ppeq68t5P6tGTR4+F+huNRherpXOOEb33QwhKax+CDaYsir7vlcah75vN9otf+MILz90bun46rvMsC8EjYFmWEn57UCOmRFrroQ9P29OqqgC4LCsiYgZjNBF1XS/fR4a0d1it6wOxZp0bhiCjpDePb4kVZUh0fn7+hS99+ZVXvnJ6dp4V5b3797/9275tMRshIidCRZSCUhgHrw1YrZQWmkqXibRVAAAgAElEQVQIMwBUb6K8K9HmVXYFAYOJgfeUGrHSCgBTIiLZNh0jIZMgfGkeXHmoYIzRew9AIqGUFxy+e8KwX8d+8qsrZnz/mr73ACwnuhwzWeWA3Q9/Vt7lgBhjjMmAVzEaVtqqCCoygw4A2jodUw5KYbyx8V/5y//ZxV/72dubXZk4oSNERk5A9hmb9w3QJ2YFioCl/w2YqkAesjPrhqOjj/z4p4pP/ZOUlRghGDLSoJOGFFxZGyACIgO/u/PP/58KFkZUnkj1/vRLX5kppDQoVASgQfN7FuYBNLmx73v+SdN4Dc65Dvy8mm2Xl+vtqswKSJS7DIjbXSPW2ON6ZJQ2xrzvxZcePV29/P5vGvq+rMrNZnV5GYvcpRitNU2zlWESsdzwfjBGK4VESWZpiKhxZBdVQIIY79663e/CkydnytpIUVnNFtTQf8QZ/MVf6//uLx9/6dWbfZtxiMAeQaNDzwlRszGgkAGAI1BU5DWTIjs8C0D/elyPlE2YQQJgD8xGBUoAKiFGi8vx8c0/9d3f/C/+M/DRb/Iuy6LBhKCBLCPCfkj4bdCO33o6fqO2SzQjKeaCERkCkot+/Qu/vP6Vz92llAD01bbRNxTJTAiGwSv99Hi0+M5v+2rXjKdHq3aTmoZdYYucoi+KIiWOIYkN+sFRveu7GGNe5i7PGKCq60Rpvd0wc4gxMXVDP795UwbMpFiTET6Z7RGfjLKs+n4Q/3cJqhaXkTzPFUKeZVLEd10nudJScUlcdaDIoGJKWe4Q0Rg9X0yZue8aokS8t9RHpUajOsaIChZHMwDQgBKg9eTJ48lkkpKp8iKldHJyoq8Gua0rnHWc594PfvCZyxEGSkyJgvdinS+bdnDaE9TXtq02NhH3nc+zMqUknvsA6uTkvO/7yWRinTkYgQipIBSTSOb6vjXaCAnW932e54I0JIE9xjiejCiR0cb7IOF1fd87l6VEkk/dtm3XdVmWi8Kw7/vFYrHb7SRmgIjWm81u0xirJvNZ5fOz0+Wdu7cfPXyUZUXPLJJUqUun0ykwAqBoEWXu68q0Yu8yKLW+zKFJJoGwHRLFJmeLILH1amWc9d4n5qIoiOjevXvb9doYY41tmqbvexFqCrRj5qqq5I3kLJKTR2stp4pgTsHMIcWDKYbM0R0MNWKMAEgxtd7jVSNGocqLPHcZIvZdp42SbPcQ4ng8jjHFmOq6VkpNxlNnWTZTKVXkVdM0wQeXZ7KBzqp8Og4h+L6NMdZ1jcb0FNvdRiEiJ+8HrRVRGo1qa02McTwepUSyo4Lv8szduntnGAZWqKxB5hjjxWpZliVTvHX7FoIyxqzXW+esj4kY5vO53IKZmZgBsGnbLC+U0h6HlOjJ06fOWm0dE9+5e/u55+698caDu7dvzabTEAb5dgg3K2eX8O1EJC2Mtm0FAA/9RmsjYD6EMB6Pz88vptPJaDQa1WMfQtt3MaTxdBJCpEQM4LJsPB7nWb7aDr/zO7/1+Mnj05OTYRgWi/l3fed3LhaLqq61QlI9sFIagQmBkcAYa7RGxcCAyHAFiOCaIlJQEjMTHdxH2EhkoZy4CIoSx5BSSsBorUVU3nfiAy7ATLpKAPEq3JCFer4+WX4YwNvbv1yRewdSWL4AMUZx4EEkpZQxLsYgNk17gSkiXA0X0tXfoZREVKC1SgApBA0GSIUEPXKX65T8DJEHf3Pnf+sn/6Pt//Tzt3a7HEEDarYtKIaY0TfYLee9uSAgAUVghUpEvU6ZLZvzl27/Y//Jvwff8VGo8shkUWnmHmPBRsTBgCwMNeB++P+9vBuJSaMOwJm2my+8ksdAQAhIQkbAexXoMbST+sYHP/BIZ3leusz4ru+61mZlbmzwPoUohcLB1U3CbZl5t9utN8vxeNz1LSA12914XPVdQsTpdJxl2ZMnTyXSijnluUPE9Xo1DL1SajSaGGPy3G4vL4yiG/Oj8Wi6HZZLSBpgUme+2b5xsf6gy/qf+/nj3/zi7Yv1hBIDBEAGtpQMGADnAROgflMLxyQJCsQAz2DeH/xSJnSACGkAkmZpAa5z9sSwfenOx37qJ8s/+m1guTcFoE0GDAk2ZI9JgXJvOyj87vkeASoG0lExQLIqf3T52b/wM7Ouici/aygnAiC/gyPzAAAgaeRIK1PU3//H0zc9fzS/17StX+3m5Wh6vPBt0/VNXddd211cXNy+fbvve6WMKJ7m81nTdiHGtu29iTIHVVVVWZar9UZrbYzT1qE2NsuldkoMifv1+nLbtFVVKebNZlPXoxs3bqy2m8lkwsyUWAz6m90uhiACPGut93673Qo2GI1G3vt2fdk0u2EYbt++7b1nxrquul3DiimRUkoprKpKIXZdZ6xp291+DCfLB++NwnpUT6aT8Xi8vlwaYyaTiYAi4R6ttX3fdm2LCLvd1tlsVFeZy4TuG4/H4qUpfo8Hsz2tdUrkQ9R7qScx44MHbwjmqaqqbbuxLSR0Tq60h1kjGUgLw0AYm6YRQSASKwarNGNCRJMXwtG17f7dtdZ1PR6NRgI+p9Pp+flFisnZTCpV770xTmt7enpW1VVeFAq1tno8HhWFsRpjTItFNZtNmFSz2zVNoxQqhHFdhZBYwWa9OTk5XSwWRZltNhu5RxzQqeAEwYRKKWF9D/I351xd13VdN02z22xDCALju2G4uLjInKvKcjGbC2c4DINgjKZpbty4cXx8vN1ut9uttVaOjmgLD8HicueS+lxgntTe0mqUzyCgVClNKen9pBUjohi9CL+y226VLrIs22w2w+DreoSorFUCXxEReY+6ha0piqLtugOjkzlnlGZOMcJkMtqjwSLr+2y1WpVlPpktmPn09ASBlFIXZ2eTybSua2IIg1fKpMh98ovFkVIKQS+Xy6qqZXvbpl+qjbyvc2692RLj4vjGtu0kDQKRYyKtMctLSfC2FhSQ0qYsy27wxLy8XC2X68XiGACfPH164/hIqGzvPYQoHYdhGARpI2JRVJPJzHu/XF5mWUbU9/0wm80kYa/vzTAMdV13/XC5Wu1n2Jpu77KrIHg+OTn53Od/+1c/9+WLi7P5ZPrSi8+///0vj0dl4ZwPPRBprYJGogSEGgwarVHjWxqFxIKKGA9cmuAzIibi6zYpJniPiOkKTR3kkcAc9tn2vLe4vxJbE5HIO40xzAkRD8a+wm8CgJzohy/q2wYEDzpyazNJXlBKDYMXobNMqiMioo7xzSQGoXoBQPAneDJECRkTAWMClaweMFSG3Lqvtv2XfuovPf70//68DzWgYgqAHlkxOQYD2D+Dee/ExvDXlhCoEEkhK7boHlqL3/6tf/gnfsT/kW+mrHARUSvPpIEVwJWNGx+qCUYURu89HXqIQJFBK1i1+otfdRSjIkuKAQmTea8K/JSyfOemun8fu5QSNkNfZUWminXXhxCtNjbLROoDSmmlNKoU4nK5LMpCoaqr/MnjN/I8Hy3mdZn3fT+dTJpmG33YbbZAnLlMLrXNblsUxfPP3d+st6vVSqOJPtRZOTOZtSpn/fjho3VMbpJbiHnYTUPzwW0Xfv2Xb37ms/f7jYEwKKPIWrAIMUEi4Cu5LQMDAhMQIFgCC2gB2meXkq/DEoESsFEKyTgGRWar7fnNxeLP/PGXfvgH8CMfZbQIyjJ0QAOqUrElRkgB2Lybu0j7kxESg0IbY/P3f0P/2pdz5sCUg/q9OqrqnX0HTgBbZbfve/HFH/xTvwl2ffJ0oIiBdJO+MjzMlMucWq83SqnnnnvuUOQMg9daaa2cc8Sw2WzfeOONqqomk4k03DebjZSkJ6dn1pqYKKV4cXGplBqPxzdv3RYtZVlkothcLpdotMS7BR9FQz6fz7VCcTeRpGkpk0Qpt16vmaEoSqW0jDkppSGB1nY8nnZd1wwDImaZG/qBEiml+94bo2NM42o0GmeD91LBH/6yGOuLyb5zrm0ba81kOmEmYzLBFdaayWRiEFIkBOWHoSxLZ7PGN0qhMabIy0jkMrbWGWO6bicG+lnmnMtE9dp3Xdf2EjktDIm8tTXOGJPyqJWSAresCuccIDMQA0lQofdBHF8ETmRZrrVp21ZoLj+E4IOIHr0PEgJelixl5+npWYhhPJocH9+IFNrOa0UpDV0XFvP5gwevh8TDMOR5xgxPnz6dzWa7XStMyZdeeeX5+3ckP00cF0VKmgl1k+cxBETIs1FZlkopZhoGn1KiFJlS5lwqCmZ2eZZlmTYmyzIr4Qc+SE0u7KiM1YksU1SR4s0jxbnwn1KQC7wESe0zeYwRGXw/aK0VKqUxxqhRlVVhjG1Nf4gmF0Au61prp9NpHyIzVtVIqe4wCvjmodFKssuttZeXl/sJw+12T+QaUxaFUspl1hi92a6VUsBQlMVsNo0xRsaU4p27t4zRzHx0PAsh9kNXFhURhRQUae89XbAMYWprTs/PnHM3b960mV0uLymRy7IiYZ7Xm21bVeV60xijErHS6Fw2DGEI4uJDRMkoLIoyJkJQRVE0KSqlrXNVXfqhQ1TWWh8CIIqhjnQEhJs1Zq/QFmHqaDRqmi6EqLXe7Rrn7GQyCcGLBU5eFFVVuywj5rbvHz89PT87Pzs5e/To0eXF5Y079/7xP/G9d+/ccs4aBUTRh545ao2JPCMjo9HGaqvASPIHi3XmPgkZ3zqVB4d/D5bG8gtzfLyQFx3S7Q4g7Uq9HeQN6GpG88D8Sq76dQ8VOQUPLz5oLOFKeCnn4uHTKHQKVd97RMiyjOg61QiolVxl5PwDgEQJABRrBARiDaCVJeKY2GiEFEsapuvt4nT7t/+t/+D+L/7KTaMMqgTg0DUYexPyAIaR38MKvnc2HnnzXxH5SEchASWCp0aPvvcf/eb/8Mfi+583WCSGqMElDgikbR4SWQBmBBnEIwZFAKLaxPd2tr0KHI2CQPHLDyylqLggTIAKQAPTe3LXBFLuxecujem23quWssDWQmb7xIiaGYo8N0pv4sYZKzJ67/1iPvfez+fz0Wwym47Eb00hFpmbTSfiK3F2dmaMTSkBcEzRWlPX9c2bN62xo9Eoy/Ku6ytXmKwYhl273RxNj7KYpn4Yd83dSGef+5L69C/ML1YvDJ1KgTLriTImw0wAQRkA0ERJMQIrBgQghKgYGSwp8+w68nWq+1VkZlaGGRLaVZat7t34rp/+N+13f3s/LV1SrFUCiMA5YAxeW0OaCaB6d3+/FDKgBgKTkJRu0+P/4dPzIWQk8cS/e2AEvuNJTQX6ssrgkx9/oFwyJfHQdR370PUUndaTzCSaTmchBAABOTalpBRaa9q2IVDdMBzduDGEIDze6elpYq5Ho81mg1qfnV9eXl6Ox+Pbt28bmz148KAsVymlPM+Pj4/7vo8xSZWlEdq2vYrYjswcgl9ut4vFAgDELnIymSyXy91uJ1Rb2w0Aw9F8sVnvtNY+hdCFruuYxJvErdfr3a5NMQYfylLFkPKscM5tN01e5tLEF/oot054QrgaqAl9Z5XilKajkejiYowJCAGLPBfqMssymUDr+16m5mSITmkdKXVdWxQFIhmDN28eM0Pbtt73wj4hYtu2ksQtejkRWAJAUeRMydpa2Lwrg5NozD7RVGsrUnl5U6VM13XihGytBaCUiBnm84V4mRhjmBFA1fV4tV7N59PF4kZV1jH53W7lrFqtl+2udc74vgOTK6W8H+bTWV3XgrIi0Xw+185dmc+jwDDxtiGii4uLEMJkPDJay9wgAMRECsHlmVIqeM9EYpuZKO3jIoxhZoUoAPUQO75cLuVAHJKQRJh6mE6sqkqQ3sFnX2TA8qTssTzPBasURSGhCPKZD5yKfIYYo1BYIaGcV8PgUbH0FyQOARHHdS5sXgghc4XsBIkU77ouy1yeuaqqvPdZ5oBJpLMU46iu2ral3u92uyy3s8kRMxeZjYG6rs8yxyltLjfCE0pCoKDQoihOT0+32+2du3fzsurbrmm6vvcSBXm5WjPReFIz0sgVQ+99iOlKimiMSQBFXlhrh2FrrLm4uPiVX/2VWzePPvyhDxTODd4jwuCHsqwkET7LMpnPN8ZVVdU0zWq1AoDxuBYL0OPj474fUkpFMQHg3W5bVVVeVvV43A3h9PT0jUePXn31q+fn507buh7duXPv4x//xP17t/Lcee8RQiIGIIWQKFIC55xCo1ghIpBKlKwxkRNzSpSIE4BWqJnpwHUzMyArhTKFh6APEMxUhYh6mZm1VofHV/wbM6qU9hYpV8zgm3CPma77ZAqEOxCDh7c5hKfL4zfBJFgi0soAsFDMzMhMzEREmh2CBoAY6EpyCszcxWF/dzEqEkDkImKOSWuoQ+NeffTrP/0zNz7zhSo1LpWUYFB5ix45aQpeA5HLnlkUfGPUD4oRCCExKKPn3/6x9/3Uv0Yv3+/QOCY3gAZFGSJoHRlQJyCFYqJKvB8FQYT3+hQmMxutAzNcruPJpWZKCBpA83s4TgGAQKnF7GJIWmWb3arIbYxpG7tdYqaYWyVa9EORIbc0uYGFEPrQ13XNTMjQtm1d1+I2hgAf+eCHsrwYgu/7brvbOOdSCqenp2JX3XV9jPEC+tQ187oc1bUFmChlUGdPl+v/7f+yv/b5950+cBFz1gDlMASrIGFoEIE1s0WgpCIjGGINDAABVK+RESkiJ7wSuT9b/iCXkpgAI9EmU+uj+t6f/ae+7VM/FF54LtpCBWBFlBIgWgCdkkENSW62iAyMyPot8Obdg35FLMHsNTMl9ZkvPPrFX7unoUgAoPvfbZO/IXYCR4o3FstbC7sLF9vVBW8p+NjH2o4W1eSiXR8bJ9X8brfL8yylKBVh2zVaKx+g7SIA3Ll9r6qq8/PzmzduI2Lwydk8z0omNtZud9tsmd28eXM6m2WZCyFqrVAhUdpsNsfHN27fvt0OvXMupVRXtZSqXdukGFerldRa2+32bTMyR0c3KZEPcbdri6LIXcZM1mYxUgjDuulkjouJAJTWNgTq+2BtvmuabhhGk1pa8wJLRBcaYzTGbDabZKgsy7zIpagzRjLKhxSTGBhK7vEB9sCVFgwRUaNWitlqrULviYg4WWOMERM+JoKyLKylvu8BwDkNoIjAOauUAUhd14mRqfx9KTgFT3ZdZzMnY4Fd1wGgXMOZWSDNZrPJslwS6p1zZVlJfNdkMiGij3/8DyUKFxdL771SYK0xFqajedPuJpO94cdkNsud2W42zORsppQajWpGXdS17xtE3O12MjpYFMUwDJvNRjZ8vd4AU1VVB8bvesxd13VaW6VUPwyD3wsvlVKZy+zVjJlY4AgCl5B30WFOp1NxQAUAuQcJqBPTGtHZHuiWPM8PLQlpHBhjmqYVuHj9SMnQoGRF+IjeD4f9FuNeuGutYSYZVJOSXojEoiiG4MWsVSnFnIxR3pM80Frnuev73vs+Rp/lbm6nztmm2Qr3GFM0RsK6UeYMpVkg2FJS3SeTSQhhvVqB6AG13Wx3MWzyPLNWZ5mNiYxFURED6kSJEngfiVhyDruu6/yQk/3kJz+5226S70+enoyq8vbtW23bImgxtj1gWmvtMLS73W6xWFyn0VKK6/U6JQKAlGJVVc5ZpfDycvkbn/+t07OzR0+eIOqiLD/0oY/cunVrXI2KvLDGGN5xGoxihYwKE1EC0s6gUonJcMYMQAzAwBxCIEwAzJAIac+B7L/ue7klKriO1OBKPmmenK7hKtD8gP6vj5kaI2o4lgFcca09rKLV/jt8+DK/9cE+llouBwcPlWsNMzhAvsPcqqxLRA1uldeGHKKLCJBCGYJNMLDaGIzonabBR6+iGuuQwrQbss9+/hd+4t9/6fF6PjQD5AyEQEhBAQBoIH0lv3mm2Pz/pbAGQNAMBvbK4biX++zPkz7vsl5nUCdQGaLHwcOAnK+LyenHP/B9P/PT8PJzSpuRrJIDICgABfusBCv/u0plUNfLivcw1DNJA4ONEb76arc+nUIwSSHYxihAtOFd+13oNUzSPsZag2Ig0gY5AcWg8O8t7r04vvno9S/g7GiWW92rk6HROJw/PX3a71568f5NCgAgPWnxvwYAuaV57y/OL+u6/sAHPtD7Xu4ZwzCIjv/J06dZZWeTSZVVsc1Cz2Y0xjIHJM1pTEQxbctsusZJqFKlPDUvUph97jcf/pX/+u7rD8cw9OwAoAcCIAA0dH2sKwIAsJKnRJejGWp/VZ0+u7j9g8v3r/GWFfVgQpVQIXPGwUKKEHcmxTwPHc+5coS7bOMG3VG5+bZv/yN/4d9In3j/ytgCwAEoRQr0mxecg2H1PwDYvFuuSCkB6mSU4qSz1e6L/85P3n/0mlV5B6rEgOwB3NcegncGX5f3KmiINSUCHNA5tgRpaxKy/+Lxvfa7vr8pp9rGdefb0+3d2QwzgkLbgtW2J62YUyS12u38cj2eTFatp83u9q3bw9AZjUez/OzsLHnQlSscd916NK7LSSElddvEu3fuxBiZYXm5BsbddleW5Xg0HvquyvLM5kKqMFFVVXlWhJBOTs/KsrKujKlVJgshvPbaa95759ytW7cWi4WkpXeb5fHx8WboR6NRVVWXl5cycEUIF6tl64eyKEbjcrtJ2+0qy2xZFqjVxfKi7fvo41003vvdbnd0dDQajTaNXy6Xk8lk10U0BRv0nBwiAvjIISUCR0qBU08uGmM3RmutlIgwL9YrZppNZ0YprXXbdk5nZVmu12uFljjmWcG8HxsrioJZI+osswfvls1mpRR0XZPnM0SL2m123RD2qxzMWohVVtSMcH55cePGDWXMtmm6riuL2hjTdkNR1hH0Gw+fTKdTAUVVVXddN67q89W6bduqdMhxPJrsdi0hGpVv1z0nePDo4g994m4wltveB9/vaDQaCcPZNM10PBKFHmlXlmXTNIFTirzdNFrr6WSOiE3TDH2bUogxlmV9fn5548YN7/1u1yhlBDKFSMRptdrE5CVXox6N+uADJa318XwucX8yuNg0jfj0yB5IxIlYUvUAg44EoJq2TwQAihlCigQsWT5a694PIcVts+uGfjQa7dodEdWjMsY49EHQoEwVxhhv37692rRPnjw58IR9P8gUaOYKQMirarPZyFoJ2DjbDb3YzGitzy6WdT3q47ooinY3ICJRMMbECJq4G0gNO+dc3w+I0i/wAoMTDYkGRWE+nTq3zwxs2za3uakLyZvIy0oZMwzDarUyOhV5XlVV3/dKae+j1nZ5uUHFIQSleDyq88IWRUFMy01bluV2vfzEd3/XYj71Qzuqi/OzE4qxHwajXYoJWZ2dnC8Wc2ctIOdFrg08ffqk9eshDH3f+8aMx2MkqKsClHVZlQhXHbzx8PTVV1978NWvAA3j8ejF+/dfePG5xWyWC3piphQ4eVIyCamYgRMgaM2KIwOCQk0QAYCu5xeQMGrGIrLiK75aHfIR9p0UoIP1kcAwI9eR6wYqglAPzwDQIcpcshPeMmsHfB3dXX98yE64DgsPy7XyGyVE6AAFlVi7ABdoEyqyBpEVg1YaM4yIibDQxmIJKYxKTEBKke0H+srTX/mP//P56cZQ9MoAPWtpv9NkMAAMCSAiIIsjwV5CrAAQIPc2ARImhrhGUgBaFa/nZvJD3/tP/Mifo/u3QD1T2/7+FwQwoPr4+ud+CwKJIw0DKGJ4z8TGM7AGFTlpYAYmhZMX7nz4Oz7xJF5uIhwfzwB1aPny9Hw2Kp/7wIs3bs4XebbdbtuuG9W10nroe1TqeD49Pz9vG7j1offPptOiLMvMnJ0NZ08fzWazMjPaGKSaFJw8PbGopvXUaVCp55AuN+vN+eUY7TwvC1bD2Pzqk9+evNZ9sOflZz7/+O/+0mK7ZWd2MZn07Kz9OsK8/dfirdktmqNhANAJzKA0osmAyoYduABhUDik/MmimH3fd/+RH/tR9U3Pq6TGBEoxa47I7r26PzMFRBgg2RSaz/7mk99+5bmkgAIxe+B3ssMxQtIsvRJkQAJqoC8w08w76+zdmy9860ce5Ph4uyWdffBDH8Kh7/omK7PMuufv3ddMXTdYg33fXy7XMaWqLGfTWzEMmctTTAC6LEdZ7rK8GKNKtByGpE1y1jFoqZgBwBh7fn4RYwSgJ0+eWGtfeukFr0xMpJT2wedZMQS/Wj49P7/UxjZNW9fV0Pcppfl8/vLLLx9M8He7nUjaJNpBCi2hjJxzZVmen59fXFyQQt47MZJYRxhjNruttXZWFH3X73a7J0+e1HV9dnZ2CCWXhtcwDMaq+XzaNE2z2xnjsiyLCVardYi03W5dBtPJZDadHNxHd7vdgwcP7ty+Lc4fzPzkyRNmFguZEEKWORn/E5OMpmmaZitWJV3XySoxxouLC6kPJXNCgERRFHVdi3eDUirEmOd5ShRjEtv9LMuCT6enp48ePbr33L3JuGIKzroY4/LyLMuy4Luhb1L0wEZYOGaUfLZhGC4vL5WC+/fv3r59+/TkTFwWd7vdycmJJFgIgSYji4JUJaNP3HFE+Dqbzeq6dFaHELbbRoIKYoyPHj0ajSZ1Xed5Hr0XnapzNSrIszzEmBW5FM8HgxOx0BRPV9l7fd+fnp0zQ1EUMtPYdV1RFBJRcAiFv+7IcvCAEQfpQ3FujIFMHbqZkpW33W6NK4uiaNtWcvmqqhKMLWQpgJHQoOvZgPLWki0hp4EQcWLyudvtxKckz3Oj9rafwzDIx5C096ZpxuPx7Vt3xfhEoIdYEMk5uVcLhyD8U1VV4hZ5dHTUdb1SarPZhBC0wSzLmKMw4d57a0xVFDFGp/XZyRMNYT6fDF1bZK6aTTmRVkZn2XJ16UPn4+B9yPNcRtBcVg59dK4oy1Gd10VZEMGu6Tbb5pVXX3/j4eOzs4u27yfj6XP37zx37/bNW8dFnhuDwLxXsSPKf4d7zwF8vbV9lq6jKr6mojzwdepqgWuDebLI6bHXWv765189xCHAtQz1wwoC666zcNddO9W+p/z2FffPMB3uqk0HxgUAACAASURBVNf/yOHFkol3eAYPHCQRMY8iBGs6qxnBMhuOXgevAdm4aLKkEZBNcjQcr7YXf+cXXv8v/sbxKw9rDgkTGcDwDBK8sxYNQICd5qDBEGQRFEgjATSDBhgwd5iI+w4HdsUWDX70I+/7sR8Z/bFPdtMaWZW4vzwhPsvD+H9NokYmg/q1R3/7Bz/1whe+XFGrSTl2LSrNyQLHdynW8wpGBAnUAKCAETgpRmJr8nMV1J//8W/64R98vcTEegaFdfnT3RKIjvK6Z3C54eABwForntQppRj3AU3WGgBUClIiRNV1XUpR7nCiihgibbc7pFRVhXE6pbRbbYmg7bytK1NUVdes2/Py8uLBX/3v0t/6P+6vuoqT58RGA3B2NXfxbPkDB3j4e3ZCIgL3qL3KTNI5sIaYgFqgPsOgIPun/9nnPvWn3Xd8aJcXNTgTFQAkzYiETKjse3GXMmNAhjTYlF+uP/+pH+dP/71JGFRsQdtAbPid25nTgAQQEQhZMydF3mAedMD8lUU+++d/ePORj37+7GRtDIGFIb784nOL+ZggxWFwytii2Gy2oHQ9Hq/X6+2uKfICkYdhmM+mKXE3DCLbE3OUQ20t9hXjUVmW9cXFxTB4kaP0Q1tV1c2bNxFZgdnudtvNOi8yUfptt9sQ4jB4AGWNjjHUdS2xbxLRJhpOpVRd1wfB5EGZlWVZjPHk5KRpGp25qiylye6slbmj3g/WWlDKaEORRJ7w9OnT+Xw+Go3EH2G9XscYXWYQQStljUmJQoi7Xbtc74ghJXru+Tt+GNpdU5alUghIxpg8c34YJpNJ1/WI6hCsl1JKKb744guCnYqiQLRK4euvP0gp3bp1K4TAzKNRHWOQwUXxk5zP59bazWbvsij4BxFRGynuy7K01r7xxhuTyURgUlVViML+7dGRcy7LcmYS8WeKKfjgnCOCQ3YcIhLF2Wz22muvzY+OF4uFMebBgwfe+4N5pogknc0FjDnnBMDPZrPdbneVLZEQKITAjCK5lKNTVSOh+3wYxBUGAOQuo62VHBZrrW93QpeJ/cmh/tkb1cTogz9IMQ8P9hHTMcrJcMilEGwg03cy9SdGI33fB58k5FD26jAMMcZuSMKwZVkmRtMiuBMkXNVFWZYiZpFgDznVRQUqM4cHj1aRccoeu6pPesFvwzBIkKAQlfIaBpVnuTY6hNB3fUxRfEfl1tw0Xdz7ObIwRNvt1nsvokoiYsKub+7evTMaVV3bKIVGq7qqOFFK6WiSZ85mmXnxpRea3TrPXJ7lMSYKZIxFg8rotm0vLpfz2aKqRqiNNQYAQ6DVev10uX786NHp6enFxdnQdnVV3bxx48UXnl8s5lVZGGv2QAcIYZ9BICYRCoQtu5qpu25++VZR5HXEdP3BdU7u8ONhgBYABNIz8/tfumMOKs3rKO6t5i1wWP+g6oQ38RhcX/HNypJIRJuH50Q/ehWrcPBC5AN5+NZ3B0TVAVASFMAEFFRKTCqBUagJiNhTLCHdjvz0f/w7v/0X/9P3heSgR6NNJBuoBfessnmHdU9RAyoGzWwJHDADeAVBQWIwBDukBSIwFuXojTBcvHzve/7iv55/7FvBFgjqWdLhP9ySgBOwPrlQX32ckRLqNABr5ne3775m3nM2exsI1ggAHJBDkb34Rz+Gi6q0nEFedBDB17XNjLFDMswKgQxcWZ2zBmCOhdPM0VpkDsYYyTlljlWuQyBKg9EOkRSqQPF4NHIIAw0DD9aaaeUytjifd1W2xHjUZce//fTTP/GT01cfvgSkqcuUNmBShPjsRP86YRJ8k8T7WrznQTEiA2giRE6cCnAX2G8n4wdz9wM/8aPwg38GJnlvVAXKMLAGryABZ4AqqfeOq9f1+zUzIxNqbWKAz3y2+6VfXXRRaXSAAVNkbZUFCu/UCyNpUJp1RAaMCSIggtYbNuZbPtq/77lLw+NbN7tta41TBWy2m0h9UeTc9RE1974c1X0/fOV3XlmtN5eXy8Viked5UeYPHz1W2hjrmNllOSKuN42U1FIH931Pyc9mi/F4fPL0NMtcSuno6IiZz8/PnTN5OW16P8SUAV5cLouimEwmq9WKiR49ejSbTefzmQishLWQEk4Ua6vVSuwcBYpcXl4KxSeBabPZzBa5ZGFVZbndbA9u+E3TuDwHhr7tpdir61r4QJELWmvbtp1MRyEEZ81kPI4x9f3Qtn1eZFq79Xp9dnpZ5PkwxL5fKgWSTp7npUK8uLiYzxfMIKST5Cg8fvxIzEhFqai0jjFNZtNhGLIiL6pScIVSSmtDzGIociCgrmMGRFwtN/J3JIdwu90yc1kWWitEzjM3HtW73a7I87IohmGYTsbiR9J1Xd8PClWeFwB7N0HZXmYUuD6dHb/+4GGMcTKZ5FkJrJgwz0rBS7vd7m3MTAihbduqqtbrNSIrZOfcfopKqeVyeXR0JNK7tm0ZyVjNhALaAVTwseu9tdbrVFd7G5UYI2p18DLU1oQQ8iKfzWdC9A3DsN1u67o+RAEJfXdA/mLlIoyojJ0fqLw8z40mscqUPVCWZYxR231g/Xa7ldpeQgtl8aE/RB3K/LmAFoGgYqgTQhiNRgIvU0pyQAV2InOWZU3TiKBP1rLWWmu3221WVJHS8mLlnGNgH4IVLZJSQ9Ocn1+myEVRSAKEMQaIL/qLuqp2u51GjEhCJ1ZlaY2u8pw4Wm1OTk6qqvrmD38gy9xyeen7zijlrGNma03ju826qcejusgns8V4Os+yMoaIqC7ON6fnZ6+++tobrz96cHZOHG8eH7/00st3796ajerZdKwRkImZrVGB9yGKAnUOg3MkgXFXtpeHqLnrGO9tsOjAk13PRLgWpcDX6b6Dg6b8aAjftNA8DNTtLTtROqAIhx9QHVDcHjK+xQKf39YfRXgTH8o7pvSWID+frixbDtvJIP0Mhdg4toEyz1qBxxQoaUbHqJgTJq9CznH8ePnKz/7c2V//my+HZFPfO+7SMAZrniVHvVO76ZrZRMiZHUAAGACiAk1gAMaYemZCuw52/APf84/8+X8Z3v8SaQuAJUFiZgXPeLzfP7zGBP7yy79z3JMhBlTMGJE1swJ4F4cK4n7yUzaQlIbI0YLdJbJ37hUv3osKORJQ5EholVFAELTRHIE5ydUapM/FrDTI1IRcykIkrVUiESCzdSbFFFMQ4QpiYvTEaEFpdpEZqnyIMcOhboas77c/+z9/4S//1edfP5khBd+ghpBIAyhERvXMQuXrew363Tg9Rk2gGIgxJmQmOLd+M17U3//df+xf+LPDJz5iXKUQXAIATsCo0DIaUAo56ffi/WZfRmjugfKT1Wf+0s+MViuFSMQEUZOyyjG9c0M5gyZMqAAMqaTQIGofSWe7ezdu/onveX06TS67OZ4vbio/BGu0j32WW6uxni/S4BsCpQyAb9tWEFSWZbPZbB+2qXSRZ9vt1hpjjQuDz6uy7wYEdMZlo2w0LR8+flyW5eLG8Xa7q+sxc9ptt8aYduh9bFarVVWVvY9wZY6QZdmoqp1zzHDISRODDSG+vPcH7xMhUtq2FedJURWmlIqi6GPo+348GomNh+jftNbb7dbHaLQusuLy8rIsy8l0PPRD17d5np+dnWZ5VtXlYrHouq7v2hij1ibLsnv37p6cXRBj27YAmLlscme8XF6enZ3eunW7qipKFEIQV5Isy0XFJ3YgR0dHTbOLMYoej4CZeDQaSW6bSBAlGdxaq8RSwhgBUQJODhFw2+1WoguZC+sMInzsYx9jJmO02FGWRckMVVnRnqzTTdM2u8aHMAxDisn7kBIXRXHIxb5yoYdh8J0fQCutbB+8GJxK+brnGNt9HPl8Phdt5/n5+YErs0bhHuaB914cRHe7XUosFJYye1MBItLaEEU/hDzPT05O8zzP7ARYiW52NBohYuc7IkqRu3bASrVdt91uq6qyzo0nkxBCIvIhiGiOCBMBs2qaHhV6n0IMza7LcnLOSZdh7+LDSiSRgjrk3CYwcoaIHrUsSxHcCnTRWm83jUS0+2EnmmFZnHMxRGlwnJ+fI6IkQEpYPCJmWVZkRmS3MmIq5GeMsW1bgbXCKud5LnOJ8v2SA+Sc69Ow3W3kTBD30aqqxNi/bdtqVE8mEwT23lOMIQ5a6fXqMjMaKV1eXlZVOZ8vds2mGwbtHAC0bW+MPb55qygLBu2D77v+0aPTzWb38OGjhw8fDYOvqvr4xvwD3/KRelTPJ5NRXVqjKXlkSikarYgiAyNFoxRwYuZExFfXwqtKeB8wfn2u7XpywVsus2/NL7hO4r2NA3zbWgCw3y8Hcaf87oDNDujz8Px1kEZEoPZA7pqMU+1/xeIGKvkKfJ2U1FozQ0pJRgDpyq5TnKLkZQmoLbBUkCXmyIzsEXLjgNGHEJkyE15Q8Bt/5a+1//3PvxCioa43kQA1WA8mgQbwz6qad1j3FBDEggXE9j0hg9aYUpl0AaCob7LxA5Mf/8D3vfxv/6vw/DEgKq07RAegaa9mfob0fr8kqgU6/52vzHEfbsUIwQBGQkb6PRzP3xUbzvzmBBanFEBBgkTV2L54D6fTIbFmDT4BIxOBgsgpojIaGZToQ/aNNEn7ZFT4Vpk6EQMgKmJWxlCMiMCA2iJaaLpYgLVkwOAFtC7n4yHCF9/47M/8V93f/LnjgasYgJNGA4BJATMSpmcg7+uK/L8W44kyqmAMkBqLDFiQbp16dZb94X/3Rxd/+k/6akzG6QTCtCaHA7IBdoSQADSmw2nxnugavaXZTJoYTf+rX2g+/UvHyElpnQBBMZEF9U7uIkl7MWNQAAMDJBjr/Akq9clvbZ+/H+vKag2JHUEMKTFpq5QCrbDpWgSMEdbrTYzx1q1b4ptfVtVqter7/ujoyFqtgSgMRZkbY7gqEDG3ViiU+Xzehmaz2azX69FovNlsY4xHR/OU0pMnT5SGPMeU6Pz8fDIZB99XZdl13Wq1qopSKZUSCTaIMS6XS2vt888/37bt5eXlycnJeDwWtwzx35fU5svLS6HmpOQTliaGIBhvGIbEVFVVJFpeXobK+zCEzb7sRoQQvMtsVZVKKUkIyJyV2bO+9wycF/ngw2hcNbu+adq+71JKH/7wh7PMiYBLMPByudrtdqPRiJlPTk4kvu/4+Fh0fUQ0hCifcDqddl0HALvdrq5rBN02fVlkTCzxgIfoBdmfIn10mRPzmL7vbtw8Tik5ZwS3OOdCoGHou64TW3wZONwnFkRGpUElAm669pDtXo1qQR2jyURmxqy1kl0haPOwhzVgnucyzCbepKenpzdv3pQDEcKwWMxlUrEsyyzL5MV978fjMRGB4rIsgTGEaK3bbnfGmNVq/fjx49FoZDVNJpPD6JqMoonkzzlHzF3TSBnd9b11rut7gVISZxdiVEb74DfbjfCo1lrjrDYmEYnQdxgG7z2lfXnvnBP6LqXUDV7gpVTvgl2Z+ZCaIEN3zrnNZiPgVroSYtwos5273c5aK/Hx4/FYRiGY2RgtIF/g2SGUT9oTIbG19uWXXz6oT2WeUOBf7hzHlDtrNQLtrW7HdSkwJMsyMDqGoBQQkdGKiCjGsizv372X5W63ueh9iARZ7kaTI+MsM8/KcV3VIcSz883Dh08ePHjw8OHDrmtkkvD4xvzOnTt3794djUYUE3MCAKUYICiNSAxKM7PSGIIHZoDEkv8MKh3QFxLuoyz12/g6YXrlyF6liKsDOyf61OvutdepvOuk33WwZyixFCvXq2dRijMBMceUDirRxAQHjSUiMPsUD59M3p6ZJWUBEQn5ugvL4Y3pariQgYXH29uTElxHmzqqRNwBGAYG1MrsYkzWIsci0fTR49/4b/7G7n/5+y9H1rGLKmmCLCnFqle6MXr0DOW9wxa6GsMjYA9AAFErIspBl6Ad8FMHT3R87l/51J0/98/R8VSRYk0RaZ/tpp5RtP9wBAaZpu1eeSUbekRAUoDEkjDImt+9xowMnABIghMBWCNTRFWe+uHuhz/cEhErC0pJCxnFlkoR6ISKgBkVoyLmFKN0wREp8d43+M3LoFzmiRiAxYqamZGHOGiXDREGYs10Qzl7cvbkf/0/n/yX/y197pX7fRtRASsEYxgDcWcIgfJEJXH/7Ez//6oDwgqZOQEzhFzpmLjX5ZO6mP/J7/qef+mH6OPvXxd1nmweIFoywECsGDVCAhSpJjJYgvdaFOubYE8hDLsHf/1vvcyZ513UYBMm0AYQgNI7WiyABIDACkgxKGXbGNfTWfadn7ioSm2LQgMMFIcQvQ8xYoTQA+dZ70M/hKH1ZVkWRaEUOudGo9EweJfZYiiMtcwRKBWZoxi0tVXusiyPMU3qMqV0+uSRKbNRXXddZ7Qu8lyYuFFdly+9FJM/PdkohbPpFJGryWQ0Gg3DUFWV74fNZivQS+ggsfp47bXXxO7i+PhYkIDkBzjn1uu1c07cWUajUd/362ZXFkVZFBIBKoxNiAEAUOvJZNJ3nXNOPOulypTJKxnwW6/XzBy8TjGKeWNMTIDWOuect7HvO2tMVZXG6BB8nZd+GMR7o6qqlOjs7EwGC8uy1Fo1ze5gvyfiQAEGCo0forP5erXXCqYUZtOxeOuLqFJQwXq9BgCJTbPWzuez5YolhwARvR+sNc65zntEXK3Wy+W6qiqtdVWNiCiEpJSJMbZNn2X5arXMskwKaxETOpfnWYkMu+22KIoyL6bjieDSUV0bbYw1wKC0LqtK3C/q0SikGFIcGl8WZZ5Z+cx1XcvtQ2wSD4aZMYS2bQVlEXGWZQwwm029v5MSCdsmJivi7y+REiGEruuMNdqaGNN2u1NKNU1LRDLJ2XXddDplxvV6m2WZc7kxRrZaxs4leUJ2OFzZ7AOAEMWCqbKs2mw22+1WqGPRxMqEobCpIrAU/CbZQufn54LEZvOpWLlMJhM5hUSsK2ye915BFKln3/fL5XI6nR7oa2MMhCTbLjBPgkAEahpjnLOUEgAYoxGhLIssy6w1koLQ9y1q0Fo7UzAnSskPfhj6FOP56dn7P/DySy++qBQYa7IsI0o+DE3TbTabp0+fnp2dD11A0OPx+EMf+lBR5PP5tK4Kl9kss0SUYuf2TV4EQCaIIkQEJAQiAGLc59ohIygEpfDaGBt9rTjiOmd2SCCn381L8m1Ux/VZvsOKh8fm/2bvzWMlS6/7sHPOt9ylbi1v7dc9090zpIakOJQZKVoYQKaWaIEVQaASJTFg+x/DygInSoQgkOMwgKUEMAIFSmJDRqRAsgIHIORYiuBEZgKblmOtpkxEtKmMuc7ePb28pV5V3eVbzskfp1519WsyQShN3Bi9DzON6Tf16lXdd+ve8/t+2zasosfN0usvIm3+lzod4VHPughmQEAiQRbUgWqt1xRQNeaj13FJSKr/d4NNhXmd/6ngF9EPzCgDQiKwQpDAVbZfnT8jsNd2n/pvf7b67U9dZ1jF+ZiKEgwkRqAMBHjl43oqYR6CIIMAqyXPAIBQwoJcIMps/+mR/d7/9C+W/8YP9dOJi0AAQoAgVhjRXHEcX90ywrQYVq+9VkAkQFzb1UQA+YLpeqcCPb3sqh8x5ASEA0uo6vH735MFCcmiEQMZOEMGEQIjZAQt56TXuWEIAGCMZQYR3OQUbzbRAIBAAJCZhYUMGWMZpMhADMkiG6mHUN1vX/rof/3w45/YbdvGoAFmAQESRQoCltUYlvCqEeFtZvM2GC+DiEgWAUvg7FnXezt5uH/wTT/xH7sf+OP5YOrAFBkjp6UngewteAFkKDIJQdZ705bf74/iCkP11sPjX/vNKQ/kHGJGJBDDYARA1IfyVC6bCQASZANAAMxmcM381jNhNhoAy8SFcyGns9OTTnJ2YghS2y2NnVy7likpMeK9DSGIcNd1ZVlNJuO+j1k4DQHRPvvss+rEW3YtIHAWbRu7fv0oEwxDNESc83jU5JxjCCBSFAWwAMfS2bJwxtB0Ojk7O0EkVUhOp+b09KQsC2vtZDLRHXaV82kKog7fG4Ll8PDwjTfeGI/HOpFPJpPV0I/H477rAFBlhDlnL0Xf90OMo7oui2KxWCwWi5s3byoPM51OFWCIyGg0ats257VAznt/ejZPMRZliQgCeX9/d3dnx1pDhDGFoiisoRgCEXlvJpPJJiYxxth1ERHUwKZ6vDVZl0GBjZKWd+/ejTHWdbm7M93oCZVw27jOvPd9iAJgjNnb22vbVhWG3hcAEGOOUcqyLKvRyclJiHl3dzfErJWAACDCxhhrXNM0mgii2Yyjenz/3v3FYnF0dFRBqZmQQ9+3q5WaLV1hDRlGiCkZY8iaEEIOw3gyucAbvbXY93k8HgPQYrFQNlKH6q7rYox1U+ltxRiTUhSREOOoaW7dfnYYBkdrKkWtd23b6oGaTCZd16VVrkcjRUGTycQYK5Jms53lclmWFRGJsDahb6cyqsQ3hFBXBcg6o8U50ne9kfKprE/Vs6enp03TqKNPIaIKa/X025hFNTRIRM7Pz/uuRwI9VxVYbqMaa633Rg+1c246nWpsphr8Qggh5vVWQkqqoS3Lsqoq5UhRgBAVZ4qwseX63SFbR1VVLRdnpfdxaM/OzoYhKq6ezSY3btx44YV31WXddd1isXz99TvqET1fnBVFsbe3d3h4uLuzP6qa6XjiC5tzMgZyTpljGDpnjXfGJBAAEWYBVfYKAqHdgB5jjBZaXPjdCID5UcDm5WTKS8krsrW+ErR7ErjBhTdv83W7rcPc6DO3BaPrAf3ijITHNaCXJJ3rOoR1zgpkUT2mXIg3t75XQMvOWUTvkcyMhAioXwdAYhIUQclqD4RULdN+H6rPfeGTv/A/Tv7JPzvqwmAEfJWyUGYHJgAmZMvRhyuc9xQOWYKiM/H6XyvkgHrCOxXi0exDf+lHq498V1cWLmRjTCQgQBIjCJiFAMBc/Vq/Khb19YfDWw8YmdCSkAgbls3U+06dURkFBRjAACKARWKkSCbU9d5733OKAsLAkIUzCqAQr9Fa5sy8DkZbLBaaRa43sEuahc2NUKPV1LweYxSQQkwRcwXBLc/v/b1f//Rf/1ujT3/h3bEHgkUeCDTLXRImFLQAZRYAYaAVCl0BvbdhXTqqrBZ0MiyZhXsxi9lO+XUvfsOP/wX7TV/X1yVmMVmAmfxFUivQgFCQwQTIYA0wSkIAFAd/5IKd1zaNRPf+t98YnZ5GNJi5AAFhAc9ADJGRjTylR6Zik4AHYgRxjBntG3U5/e4Pv9Y0nLkL3RA7zODHtSvsILFfLCbVaGc66wAj4t7+XlVqfDz37QoAc47dog8xI5nF/Pytt9r5sm2aJsZhfn5u244Iu77z3jvryrJ0rlRZFACkGEMciHAymeScjg72rbOr1bKuK8k5hUhEkqXrh7rWNE5IKZVlube3pwN3Smm1WqkZL8aYc9YglsVisb+/T0RnZ2fn5+f7+/uj0ajrOhBhzicnJymlnZ2d+emJztk5JWuteqgWi4VK8jbz4aNQ+xg3eRu7u7sh5a4fEKEsvXWY8hACAwAZnM/nhAAiOzs78/n5atUqB6VWPeY8mYxV+7fpCs85W+Ottffu3TPGnJ3NJ5PZdDolWidPKLQYjUYahaVqvdFoxJy7rnPOb/Loj4+PZ9NZWVaISMgxDtbS7u6MiAA0YzP3fZtSqqpqOp0pSajQQi/ps9ns7GzunK/K0jq3XCyKoiBExb05ZwRIMUZhxTaaTrmZhBWFMvP5cgUA3pcad3nRQdcrQLXW55QvrIDandB1nfahEwqklJRjVNIs56zotCgK7vuu6y+q/FoFac45AHTOK6t2fHw8nU436aBd1y2Xy8lkMplMrLUgqFBKmDel2TFG3S/YgDfnXFVVmu4zDIOeaUPoi6Jg4WEYVNGSctR3fXh4kDnHGMqyHIZhrb9FVCynZ5S+i83bUfxfFMX5+XnbtsJYFEVVFWxdNHZtIMzKmwELN03FrPpPRoQYY0oakNaenR3X3iZHxrjrR0f7+wf7BwcAmHPuutXv/d4/XZydzednMaai8GXhrx8dvf9979nZ2ZntTIvCK4YDyCIZCYSFQIyxAkwIKTIjXiShcMqMF9klBCgIa9JLk01kA5qQNIQS5ZKg/RHjtRWmAhe5lZcQ2SWkt910sPmuDYa0+mHYTtfUV739xc2jNzsBjzoYELbdek+8ShFcZ7g8cu7Bo2dTseha2bluc3+EbiOAZSxEIki0GVn2+nT9tXu/8ZM/fe2VVyZDsMZkgSEEwYKtX+WciA1LIckBd1fCp6cO5WlwOZDOswCOxYN94OzD9x38wF/5CfjAtwFBwYm8cA4WTEbKQADiSdWFVzDv//tKLC99Pp2dCTGyOIAMYFlkrTjEd/AJx6gZLOt9piwi1h4+dxuu7aMhyJIlBRSwRCAmAyEwQBIBYYRMwN6SMyg5IpEIAmck4sQaHIWqOc/Z6FaoMXq7ykwx5saReeXNN/7G3/zCx375Vh/d0GUQEXIAEZ0VJmASAWQSxDUMIQACuCrOe9sJvfXdyiBnAEPz3Z36e7/jG/7ij6RbB8GXzLmyJmIiIgO27hJ4IwSMBIhrbzEAoZAG/cAfxf4eEYF5e/53fq2W1Be+GoZCZEDRD1MygYThaYV5JZgepLWckd1gmVy8fcO+/2u4rGWVwVDIOQ+JjbHOG1sUMVwbzSZV82a7IOMmk9o5F4ehrEoDSESLtl2tlimLsV4AidwwpLoG58u9/SLnXBTOLhYKD1JMhcfCeyKTM3vvq6pIKRkynJOzBMKEwCmeLRcCoLvze/t71rjjhw8ARBGRFlWLyNnZmbIuzKyZFvP5XEdzhXw6Ui+Xy4ODg7PT05xSGIZXXnnFe6+s4Gq1yiLtajWbTtWVp3mVo9Ho3r171loFEutIw4uMjaqqur6fL44fHp+WZdk0dde2MQyKeaqqqqqqXS3qqt4UtVlrR6ORMnVd177xxht1XY/H45SSq+rFKI1tXQAAIABJREFUaoWIQ+zm8/np6enNm7dCzuF8PpqMx2WZUlC9X9/329nvKimczKYpRURRs994PJ5OpwhG1a06EhpjhGRIQwhhMpk0o4YchRCAMcaUUmRJ6sfTcH9FfSnlvm8b2xBBzjEpE+UMFU4nZIukAGkYBuWddJxerVYA0NSlEnddN6iIcSNEVPmoAESO66dyhChEQAQi2RiDaDLIkCIilqNaD13btqvVioXrpmEW5coUKK5Wq74fjDExJo172dvbU2/bJl5FW92Xy2VdFaN6rchtVz0AaGymSldUP6kU8Wg02pg5VYNqjGmakfJ7IQQiKqsipRRTSCkJKPS1ykNqG6FKbTUVdhiGwj1yo6kfT4k7PZMJreJP9drp8YkxKihKMZTFLHNMcdBDLSBEKOKfuXHj4OCgcrC7u19U1WrZP7j/8NVXX/viF7/4xS990Xl/eHgwraobR9effebZybRxziGKMeiMEck5J0E2fp1o6tDmnAEBhCQLOYeEg8hakSOsaAlZBDMhaZQaghZC0/a+2BouEfLj247b8ErLNrYrzTffeAlwXTLmPbosb9I4AaxyjptyO+Z1050oOoO1u27NJRKySo3gQpP5+KuHrZgWfSn0yIMHAJDzmv3TdJYB0bFQFkBAsjlpwrtk4kSyMu2YvR28QwLODbfxk//oN3/+Y7MvvbY3JCTTpWzJVGARYEgBiEg0d0GupqR/PvvlQAiAABkkkggyChsGQcqICNap/BuFUYyQoDkp3PHzR9/5kz/OH3xRLBpGQpcgEq4tVYBglAe8il758qOWMlfAAKpOVNUCIILmq6T44NOfrTuxSBkyg1ZaIAArlfRORXooZAUCcgawwiDiyc6NufXhD0U0OTMnzikJkSFkliFmQwKILIyAhL4EqAoXiXtksohZDJIhG1ICWBf7sLAAGG9ZoEuRQ3KMlQx0dnL26f/rpZ/7WPWpl97ddpXwAALOccojMB0IbuZfAQEIKLoBSHLF5X2Vy6jjFyESMIJjKRgIhEEiwkiKHjgTW04IGACScUnscVkWX/c1X/fn/lTz/d8j45qcF2BCCpLJWAYhFvQWQJDBIAoC691R/xEEwXcwyhsgF5kAURAAOCMzsGOChAAIv/brx7/7j/dSNFYMwIVcIyOwE3hqMR4ADAgkYjOLhYjm/mzkPvwtbyK0i3PuYzOakCvm3WK+WPrzcjQeHc52+pDffPlLnXAktKVvmnHbrgiwGdWCkHPy3nlARCqLSWZGRFcWMcaiLJbLZQZEYzOAK0oLAiij0cgYp5nvxlBKIcQwDN101IjIodsnorbrhjCcz89ns10yJoZ4eLBvnUspnZ2d6Xhd13UIQSmytm0BkZl94RfLRUq5qkokqke17uw9uHtXNV27s5lF2tvfa9vWW2urioikKEFwuVylmACgHo0KX04ns5wzCBpjh5C6fhBma22TMw7h3v17MaW68sagkoGEqA46ADYGlal77fXX5/PzyWRW1SNCZMlkDItUdS2AXd+tVqsJuaKolCQc+n5nOquKYu9dz+eUV+1qtTirimK5bMfjsbW+64KhjISGfFX5whcikDPXda0NEN57BEJEXzhmjjEYYy1RSMkgzVTymnLpvbe2a4cQBhE2dj1D932fM+/tDm3bTSYTFh7CQIYAUVKMKYFA04xTzgjIkEOI3teWjGS21jGnnHk2mRABAqD3ZVlq+apShd57ZtHQ1DAkRDLGMDAgCYDzpdGWPMY+diKSUqyqKsYgwiqj7fs+5ywCKXPKg3Nu6HsBcM4TUdd11jpASomLoqwqk3MSASKsqhEAnp8vuq61hgrn6toWvsxJtJVhO7vSGCrLggyBQEw8DCGmYAgQuCzKfhiYuCxKTmytLX2ZTOpyF3JoQ2vIxJiMMc76ukIAJkRDlGPinMuiQEgbBlXrJVQCqlDWGn9RA2iQcBgG66wAS2IQds7kFIWTL/xstufcM5PJWGseY4p937erxf3Pff78fHFyfHLvrXvLdnV4cPht3/qhvb29cTNuKleWBZHeerXfLbNkBCACAQQWQ2ZdPqARr4JMKABKmYoGTAJo5bneBeTRzvIlvZRcyDKV8ZPtivJLJNlGcrmBcI8lrCDonQcAN4hsrZFc02+giiMAsKThM5uaO0IisykopwtBMCBuNyFsKLhLMs5tMvBi31TvDLz2aq+/jgDILBnBMGDOiIaRGMAAEbBgIkjOppRsZ9BGGQ/D4cmD3/2Zn33+/lkVgi3qdugcGGBAQBB2ALC2KmIGvIJ5/7zGLAFiANFNDxCELIQipJ+jFvrGVn1qnSlC4kVTfW7k/pWf/EvVN35L9p5offpa8PqBMbDhZK/K7v9fYJ6e86SXJEXEDABAQ/vSb37yWkDIWVAYiMELOITAOAAgiX1nno1iLMCAkoHVdyGMy9pVH3h3yBxDVnkM5PU+lwiwCFEWkQwUmPPAFjgXKCVGEMtsGMBiQvAJsoVMQBmtAA9JnAkcK8SJoF+uXvrZ//6lv/nxdy95t+9LMAmEwUhiI8QAFvLF7wf1HL/wdwlcefP+QB+FR3GaeGHLzABMMGRjAAP3XFpMqUr+nM2Xanv9T37kX/ixH+H9qYxLFbvQ+lkuXXs2EWXb+yIE+A4XGSTgQtEaqYpJMrABNuBx3h7/1b8GJ/fIFmXIBMLrg5YRwDLy2gD8NK4lcZPBZxYwS+dH3/qNN37wT1STcSaMqRva/PBk1a9WpaGRcTVYGdJrd+4sl8v9/f1pVT08e3B2ejwej40xMbvre9dQWOmv1WrFgKuuX61Wi/mJxmAoi6Ij7DAMkMLR0Q1Cg2gnk6mIWEt7e7PJzuz0NN+5+2bbttpLpkGIe7s7q9WyqiprgIwfQtIKh77vZ7OZBioaY0aj0c7OTlF5TddU6526v8aTxnkbQjg7aVV9570/uHbgvU85VVWlwR51lhjz+fycReq6rsraez+b7SgT2Lbt/eOHAFCXFaG0bXeeFkRUFh68xBhTBmethmQozdh1g3UFoIkpI5kYE0BvnTHGdH3HIs4X1pIxZjqbrbpojKmLMqW0M52Nnx2vhWDIO7MxyDgMmg6KIhhjYkIACCExcww8ntVEJsYkAkon9kPHzCJc11XfQt/3dTmZjicAoLSbc3ZdXV1hZsk5ZU5a4O69F0bFnIhY1SURtW1vrd0/OBiG0LV9TFkJLsLsrQXO52fnfd/XVVOPSmtt2y4XizkAGmO1M1AFooqgNGfSWtO1wRUeEZlziMl7Pwzt0HZlWRInXzpYt2I4AEkpdV2vljY1sCGanHMI8d69eyo0NcawAJLxxjKn07NT9RyqP20YBpbioCycc8DcLhcp5hiSVpzrKapJmMaYIUYCLAofYywK75wdjWoSIUJr7Ww6VWJQRMbNSDgbxHEzMoQxRkOkmSjMjLSRrAhI5hRROHPU/FKFu0pEqwlC2cIQApKczc+VjTTGxDhUVXXr1q3nb9/amU6Uec45hxAWi8WXvvj5Bw8eKF9qfOG9b6ryxo3rN46useSjw8O93R1DZK1JuUUMAKg3C0DY0MMarYa4rgsQESIDACwMKCKMBLiGRCACl0Iv13eirQKFbTJMBORxYx5ciDZVKflkjsm2XnI9JegzKBunvjnhLcRIctEmZTfPC1tSlm3UuC3x3BZwyhNbztt5oBcGPNn8qvTI8YV0U99VAwZRxBIgiGFhGBCsiM9QMY1huuTMNjcpjl995fd//heO7pzYfkBDi9g7MsBXaO5pG7NSAopEhqEQsgIJMCCgmEpswAR12Q5DbYqc6b638uEPfuQ/+RH7x14Ua0nwasD9A7Opjw5hBiEEzMD3Hhy/9vozCIRChJKFQUiUxaN38jFf13op4EUGyQD2+sH06957Wnln0Bl7sVelVzZYx3OKJMORMOdkmVmQE6EIZohZBuABxDH3kQXJJwuRrYFBQmFSs1iZL9z54i/84vLv/h8v9jAKuSITOCUjGUUEmcVeyY/frl+4AIARHGUgAAbMgJq4bFmWRfQpO3BDBMFy6R184H0f/LP/2vWPfI8cHgDSJt76am0vBygka94SjGHICAFzNbQP/uE/uvuZzzboTMoGjABnQE1URnjaLy2I3Bmx2RAVb07sh37o+5sXXrCFDylNKnd2vqzKhzvT+uDgoCwKjTN5/vYNYW7GY2EeclgsFpPxxFrjjK2q6uaNazHGnHIIgQGOT07m83lVVV3b1aPaOYeIWmVOSDFHaxwzLBft3TuvM+d+6Eej8l3veu76jaNRXTx8+HA+n5+eLPb29ibjehiGk+PVvbfePDo6AqAHD48RcTIej0onuV/Mz3Z3dopyZIxpV4uHD5bNuDk9Oc05l2U5hAEElvMzEdnZ3dnfP9AIkPv37+ec1S5VFGKtvktE7J955qhtWw3xH/p+lYaiKAqH56G9ce0aAjTjRkQ4J1MWhGSdAYSqrHxRP3jwQC1nj9IUiYZhmE1m07G07arrWhPM3t6uaEIiSFVVfd+vlsuiGC0Wi46ImZumbppqsVgyZ4Nrh5L31hjSkJK1ro9M7SrtKlwulwqM27a9e/euQjXlYbSWTS1z6otTEmkz1hZl2bZdTFGr10HlnYh937dtW1VV3wf9Rmaez+dt25VFqYN1CKGqXTcMRNE61zhHRJk5h+AKf1Bfy5mHPqhvNaUcl8vNpL1arXLOo7oZhi7l9aYjEXhvCctJMwaADFlJtuVyWVUKZaNuGYjAMPQApCUNh4eHZVmq11FxETM7S8K8Wi7DMDRNY4hSjH3XiYiUZV3X48kMyXRt6zxkJScFV11PSAyMQgKixYzMzDkDi4YAIWIfOmZ2hQ0hnC/mZVUiorAgAVkMcUAiZmHOiLC7uyMifd8B5LJyo9FoGIK1VjcFNONHhbIi0vd933bGmKOjo6aui6JQV+pFIquPYXjr7p3VcnW+OF+tVmEIZKjwxXQyvnF0NJlMyqq0znnvCCGnFENwznJOesMnsnCh3t+0k2+gzbYlFS7iS7ZzLzduOgVE2/zbtvftUvzkBrzp7Wbz39vPvC3O3OCpbdJPeTh92OZnPd6Z/ujB9slUlc1LufT6NFoHHs+B2STDbI7U4/DvMV3pY/djERGxIkKQSTIyABhAYACRKMAA1NNY8n5Y3P/bv/q5j/3KzZN5mXoobB7yFIuQQ74alZ6ytXDJZeMZDBgBHLQwRNsxAIUgh5UFvwR7duvo5p//U0d/+gfS4V7GkhmygeLqCH7VIwuss921BUwQGHSXJ9/9x58e951nxgv/q8CFmkreyZ8gPRhOmAEiooiJxk+/+Y/J7euFq2pr1vtqIpcu1murMDAx8Fp+DJjFi2HmwWJp0KdcJbBMxJSFAWKTOvrMF77wCx87/fg/vDbvb8XkjAkyZEMZMiBYBhQwggYgXp2yb8OyAB1BRvEZSkAESUAJ0Qg6wXo4j6YYsOjFwje8f/rD/+qNj3x3nu1ANj2LLQx+uUCzq+WyyYYtZBADQhiN8yaIQNfd/amfGXXsBUswAlnDezMBr/N8n+riPOI0WEL2p674+h/78+W3fnBpyZApHcTlsvbmhXc9o+GE6nkjoqbaVT7BGJNzkt2xDmE6/VeVgYLW0x6ZW9f3111TmTcRdJxZQIwxgXNKYsjev3//85//onN2MpkcHR1WdQkg1Y2j93zN82dnZ2EI0+m0qqu+69/9/K3Tk9OiLJxzDx8+HIZhd3d3VI+Ksjg9OS3LEtfUVvjSy6+tVqtnjvZv3bqt+kwReeutt+7fv8+hPzh69vT0NOdoLSFKjIMAUIdd2/bDYI0pCsc5O+uGdvHMs8/E4O+8+ebybBg1zbtuPwNg267NcVguFylFYPFFUdd1WZZ5GJYhCsdxU1nrhj4goXd1zhxDzDEByqgqFcSez0+tddYa59xkPKpKb6zpu2BptFgsQgiLcz4/85ovykSKr9q2AwDvfVXVSlSmlIuisJaIiDMpVNBIRtVtavNB27aE6JwPMaScmTOzeO9TikQGQOIwaEz/aFRruZwxhjNoDT0ictatJDqfL+pRRUSi+4fIzpuURQD6YQhDRCTvPRmy1uSYzs7OQojXrh0559tVWxQFEg79UBTF+WJhjPGFQ5KUIhA6a1m4D51zzjqTOBbeL857Zqmq0QX8oGEI1monIZVlpcU/iLIzm4QYCY334zAMOYUQY13NDg4O1GunqLVpmsPDw9Vq1XVd1/WIuDo7a8bjbgjGGGdN33VvvfWWs3Y6m41HDTPHGAkwhnixMbr27/WxXxvYnCPCzEkRkbW2LiuNRWHhpmpC34fQpRRTShq42rbLuqyVJSYQa62zdn93Z39/v2manLO3zjobYzg5Oe269rVXXz4+OY5RX6RDyU1dzWaznenkxtE1TeDU/ZQ1OaaKGWFEMZYKVyEKiBhjEMFYvw2uttWS26EmG3y1bUkDgE3vwJOA6BLYeXTN2Uo63SbVviwE21ZyXmILmZnhEai7JPtUInGDQu2Txj543Cm4jcoURF76eRvUe5lVlI0DcA1JtSN9G/glQ4CcEYSAAKwAZcgAwWJnaWfVH7XDnY/90vyXf+W9i87lIXrXp+wZDAwWJF+FrDxlK5P4LB4AAAaA3iAiuwQEOSEIp0JM64vPjvw3/sR/ePRD35uKypOTQbDAdEXmfdUI74LKu5CDZwZhQAMAzKuXPlf2wQIIXHwNBJBRAJ9iSdUfyrroM5OEyAI94PiF5+8tTsWLQdmGdpcqR11mJ5AJgoFsDBiyGZjZIPoMlsgYxwYYgRGqEHwrJ7/48U/+5Z+6Pl8ctksHhL6Yh7bwvg+DB3KsNS9azQdX5/rbsVrCSIIIwGshCwEjEgMmkQabLOZz3lQf+a4PfvTfx/c8t0KyphgwV2i06PzqGH65Cwyuw6+BgUkVAK6Lp7/yd9KnPzNCSyLM2QAJwsUjn+5mdAAA8AKRcWld8fUfOPzXP/KGgdB1EFJdF2QMCzuDlV/nCkKOwmgAiCCnkBKQNZoYnlK2xnpDeV0jbHTP2hrS0jYVv4kIZ/bOMYtwsgjGgjHw7I1r1w52+74vigJRRHJZVsyChId7O5qoEfvWWyNCt2/e6LqODO18zfOq2bPWMufpdFQUhVpsiEbXDg4U723Cga21+zvj+Y3D11577cHdO4eHhyJy/86bRVGMqxEi3rp16/T09OWXXx6Nyg984EURefnll19//eUbR/svfu17bt+8vjxfaBH5fLGsqkqb3DVSZWc67bqu7/vlYnn35EHOuSpHTdMURQGA1rqcAkomIucdEU6nU2ftarXo+/b2rRf29/f7vr//4C3OeWiXRHS4t8vM/TCwgCaUMHNKiQG0X1uneU0ZkbW9CHOO1lqlI4uiUFGror6cs8Z7DiFUVUWUNcHlfHFe17X3mLPWo3KMYbE4V+2itdaQ2/AnCgL39vaqqjqbn0yn0xBCCGE0qsqyFDSr1QoQy6rOmUMIIMLCZIwvivn58o037x4cHBCZkHLTNALki6JB0rKBbrko64aIEucQQlWZlBKw9EOw5KqqCiH0fZ9SZhZtmdPgE2s8c04x6M2MmRHAWAsAPTMzl0WhnjdlNTUepm1b3a1Yz+qAgJQz58wAaAzs7u7t7e3fv3/fWksGDZm6qkSkKktryXvPOWsiy7JdGGPatlUv36iuN7jAGJM590NnyVjELqX52ZkxZIhWy6X3fjIeT0eT64fXJpPJwcGBflLatj0/Pz++/+D+/fuvvf6qajiJsK4rIrpx40bTNE0zGjX1qCzMBc+WcyZCZs5xsNauxyHJxhgiJDJoYFPBJ0ZjtR9DZU9CmMdmiS1Mta1qfAJfrRdfLHhCI7n9eP2EboJht0Wb29ydks+bl8GyLjG/hDA3b0SZufXuJ24NirI28Imwso1rtLpNwKEms6z5AKCN105AhFPW8g2jTj/9cRt8qFkF2we0X79QMRk1rkYIAdgj2MzvOnnw+V/+XxZ/+39/brEq8pDAxYCenIM0QOQrKu/pW6NokDHA+mZPHNFRtJkYkJNFvzA2fPB9H/7ov1d/54f6uikGBNHpSkrhKwPeHxTryeZvgiAkAsz02S9NAZATX5TmCQoKEqyTfd+pH6SMCALmosDDoOusv/n8cycxeYlxy8D75MXdMJNINJQNCSJmKMDYDAYxcSZnewYpKedul1P4vc+9/HO/2P3aJ188XSL3bG0CadNgCh9S8tabxAQoAAwmGkyEZUxXJ+0f+uqsKXP2WaxIAokgaB3kjCBA5i0ycW/3PX/h397/N79vONwlKpqMkiETCmRAxKvrz1e4uAhAArZCCJAIMIN59cHv/vQv3Aotp7SugLI2pgGQ1BRi5GlXhFshzHA8KW5/37e3IFDUnHI7nzOMJqMSck6cQ4rWWo0KR0ANXQAlzWJyzoUYYowIg3deJzbrXM5ZcsqDZiSCiE7PIgIhBOasdczCnDmJoCNTjkcsLJIRbeg7gHU3FQA4Q5ZUW0g5DlXhUsqh61OMXdcZMkRUViWypBicdZwyY2Zmb22MQX1HOSZDdLA3G1U+iW3bFhH2dz/UNGPn7DAMdT063J/WJfmi3N2ZNs0IJBeOmqbKcRjXZV04AAjDqqqM94Bob988YhFLhkVyyioRvNXfDCFY59pV27btyemZMaau6vd+/QcQMaZ0cnwyHo8P9ndijNoYUVc+hu72zZsiMq9OyZj9/X3rnHX+5Pjk4fHxvfsPJpOJL4vMXJYlsyjEJULvLSJpM55SHCkllaQuFouzszNmLopCiwGKotDSbQ11VEOXpkpuJvK6rl2yIlLXtXMOwaiJTjNFYxxOTk6qqtrd3dWqN9UQppRc4RXYpBQRMeckgilJURR1XV+75s7PFxogGULQfBeFasvlcrlcWqQkPAxD1/dVpTXfzlnXdQtkHM/GqlDV7gZ9nhjj0MeiKJwzlinnjCJxGOpRnWJCwroqU0rWWM3L6brOAExGIwBIKQ1t65ybjcdDjH2I43HDzNYaY0zbrpbLRdM0k8l4NBqdnxyLCNaVCCPKeNyAyHI5hDAQoWJ+JU41S1MrMTYNeKEL4myy7pkbN7wvppOJc3boez3a7XJ1fj4/OTn+/d//TNuuUkoAyJy9L6w1t569UVXVdDat61rjUtQ6uDb7CYtkZkFEtXdeGNzWpUdGTYCZRdAAKc+0LucWAXzkiHuU//849XVpXTLfbfNy2/ODWtX0gvAkF/ekUe7SnyJywTJecHfbfxe13DwyhSNuQ8e1W2/TXWetsdtvaf0MJLpHoma6S29eTSyovRDrN7z+XsK1qBkVNF6UxK8fho8dLE1SjAhIxmUwGQbkaLkW2RtSc9q+/lf+2vn/+Xs3+1hKZLRBkMBZBoE8EAuYq8Lsp21VbAaAwRAIFJzHQH3ooyHy3g5wbO0bNw6+77/6aPym98zLegqEDEDARhATCgNeyTb/4KzeegPeAqAwDIO8/qZfgwrEdUulhgWCAMrFl955S5WrGg1MQgguNHVxdGCwlASJthURuG2fJqJIyAYSADI6IZMhphxEbEEZkwyDqRq+//AZpPCJf/Cp/+Znd1+7vx+DQcmEwOhYECAHMWvFAQEAAyWkQJgJyqvz9W1YdaAKgCAHkN4CGjMMXWOrPnEL8tnnnv+uH//R8Q9+N7iyECt5TU1ZBjaZgewVzPtyiwkMoAABEiAIgm2Hs7//O+PPv+kh4YVUPKSopSBG1qICDT59au/SEQBNubp53f9LX/963xdYiPBifipe/MiRiAUSpJCyUkkAoFnwurkeMxcCMcQYYtu23vv9/X20NmfIGcgAEDIIAgozXGyaa3C8FVF2BdfUM7FkkfWhstbq5Hopf09zKYiIkAiEUwaWEIecszBHa7VJrygKADaECEIIImLWOjTgnMrCE9GoWMv/FOGU1iMmU9v3vvtWZnCFQ857s4nFZ/Z3dxE4hKhVbCLMkEASAPrC9N1gjLFIYjElsLac7E71PZ6dnb326hfbtn/xxRdv3boFACcnJ8BiDZyePPDez2YzGtV9353PTw2RcHLO3Xz2RlEUvigzcz8Ms53p2fysqkrr3Xgy1daE5WKl4f5aauqc18Lmtm0FRH+6FpcrNdR1nTbOMXNVVavVqqqquq4VLWg7XFEU1jhjrFa6KweoHrPlcqm/qb5vEVHL+obQaQ3AbLbT9+0wDEMUVYEqigMQIqPWQe+L8djv7u7lnLUbXZsDVBeq1QgxAwDkLKGPKXHfh6osQaB0ZVnW2meAiMaQczUADMNARDEOxtQ5JW9tF2PftSGEnGJZlpzFGYMiReEV+jo3VoibUvLe9X2fc6qqUqd87ywzdynmxM2oFpEQhtFoJJyJ0DpbVo7A55wRZNWujIHV+Rkinq/alJL3XlF0Skkyv+u555UOret6tVodHR0ZQ/1qNZ/P777x5vHx8WKxaLvVMAyh71JKTdPcvn378GB/b29vMpnoYSEikHiJK1sXc0lGEESmi7wsREDVE6xDQQARSDSyXdHKeqvlyU/WBoZtfG5fqXMcnjDOPRmSeUnbuO3uu2TY0z8Vsm74MH2eJLD9nIAXGBIBifBxaei2pnQbyqn9xFpnLo6gvnTcehtogPTKs92hd4kl/Eo1DrAl5tTsUbiIrNkgYA+YiQDFAhEAUTaUR2139MbpSz/3P1W//jvPCPucE2dDHsGwYNL2NKGrG/JTuBKQgIrSROMQLIAF9zDBULn6uz/8fT/+Y/z8EVeNZiQkD4xgUAA44Ts08PH/d6gnAFnYAEDkcO8k3HngUhIgQAu8/vxqO1u6yGJ6Zx4MQQDJoEpxzEju2Rs8nRoxfcpMeb0PBvCowuZCz8CCOYsIWGFkgQzJSLQQYbDEBvjayWn5uddf/hu/NP97/2B/NfcQB8sIZLMxTEaBtGj8KQogAxKIE6EociVEeJu2mdZXIUgIhtExOqrnxt2b+ee//zv/+I/+W6MX3tWRcdbmLAUgalErcboSEnzllQFkAu1iAAAgAElEQVSsZrAACgHFAZbLt37pVw+7xDYzbl22ZZ2kt97qfbrZvGVZLuvmm3/4z5we7Z22YZY7cLS7N3N1GVg8UhZA1L1rRoEYo0UCMswSM4MgABLZsnJkrbdOx/ooDIiIJrOoWOIikA4BQNCwcOJH/hdmEUl4Yd67mP9oO8lcNV36177vc5aUOKaExhCiIBrnnPdkrbEOjZGL+PSNfmybN4hxjRlSSvoyLrxMUBSeBYGAOY7qsiycMmPz+TyE0IzHzjkgjjExZ2utCHCfnXPOWgHph56s15azsije88IL1trDwwNjYBiGnIahjwhgLQFw160W5+cxxalMZ7NpP/QxdLF34/EYEe49fPjmm3d8UQkigzw8Pj4+OS3LCgS0vk9byM/PF0VR6ou8e/duUZWz2SyEoBrCsiyVVNnoNpfLJSIq9lOwp6A950xojIEY4xAGAIgxrlYr70qFiCklAFZKLaagmk8AODs7U7vm0HWGDAh75xBR6RjrXIqJE7e8Uq5POHVt13eryXjiDM1PT4qy8M4AkYjUo7rwbtW1zlkUqcqyLMoQBiZWOHqRtLHOKdHXzwBt2+aci6K4detWURRt22rDeFEUOWdjQCRXVZVStNZY6+u6RpyGEJ2zvrBt1xtDRJaQU0ogKacEklPs21XIMcQAkpP3zlqzWJwV3jejZjoen52dXjs8mE6m4/FY43YUSIvIMPTn8/6tO8NiPn/pM/8kxSQizLmqyp2dncP9XWNMVVV17auqshdrPUmmRCQAWlogALLFIK33ZBmY8HLd3GV4xiC0wSy4oaY0I0qBjn6BkPiiOAFQOAvSI6C1rffZYv9wGxzBVgsCbIk8N5/ibdykuzybz/WmonAD1TR55JJdcMP4XYJzlzDadp8kItrtb9uOUdEfZowBegQ6t2vTN69b34O+jnX7whMs57q3UUViWy+LdK8LyRi0BE7YnrW3Ts9/8z//yb3Pv7k3ZEZInImssBDkTBAIHINjCyBXZN7TtjpCy+AEtF66kzQuZychPNyZ7H7bt7zvv/zPwu1DQWOHbMgnkt6gBfCCWcxwBfP+gJvu62B+EERhJiQY4vGrb8j5igAzCqC5uL7pHCYAwLjOonznLSMgKBkhG3bJRkB7+/qqsLEPLRmUfGlT7bHv1eoZRgFiQACMJJEEcqj7cOir8//5V3/rp/+HGw/Oj1IYKEcrlqGOSAARcHNUEUBQdFOfBCxwCUACy6vz9W1YPa7ZIyvkhTKYlauPb+19+3/xH5l/+ZsWe9ejsAFYAYhBA2IHAGRBSEgG6Or685UuLciIYJiEMduhz3/37y8+9enbACtAks3e0aNqCcV4T/kN+n7tmm9+ce97vuNhgUd7O7DqXAGWygiY0BpjOIbNbKPcgkIjdWSBEABelDgb63wI0RijphXmrNPRdp6e/lUZFQZUxVNeW13oYtNJmNnbR9QBb2E2HQ1DjEjGeadaRCUANz9I3TF8IfxSNmN9fduaMjc8xjoPz657BUAYWZDZkMuQlXFaLNcl5ru7u1UzWrd4W+EUiKiu65iy9y4zc5LQx6qq6rIY3axTSs46IkyEVVkIS4p9VfjxeBxjtLNpUfiqLouiKIPr+54TE6IIP3jw4Pj4eNRMdvb2nPerblicz+sQm1GjPsa+74kss6xWK/Uljsfjtu/attVfkKpeVVKoYZht2yoHuLu7670/Pj6OMVZVpbwcWgohtO1KgPUry+VyNt3VuP+iKLp+YWzRdsvlchlCODg4WC6XKbLG82wYFevo6OjIGJzPFyKyXLR5XbkmfdcBS11V0+m06zrv3Gq5dGZU13UMIcYoHOvKe7dWzzVNVVfVnTtnGddnToyRyBDRdDojouVydX5+PqrL6Wysp+jO7rRt253d6Wg0EsgKgE+PHzZNM6rLopiGoDJjdtaFobfGN6Pp6fHDoijQ2tCtAGA+n+ecZ7OZN+hKPz7c3ZQxcEzWrivRy7Kcz+fnZwsievP1VzUb1lq7Wq3qurbWTqfT2Wx6/frhZDLZ250pYDbGIKIl0E+TahJzzpxClvVnwRk0hnLOAGyItOZtjXksaB/beudpKwbyiQxIYM7bWkUCCxfF3azlcqxFSsy4RWKxAAiwXDK0bGdpAjwytV1Kwtx21m2qCi5RZRs4twFc288MjxtJnqQfLz1sG2euLZH5kSfFbh+USx6+SymaX/ZnX6rt28aKmxe9AXUssrHqrd8qxSqBYYqOBGR3wTtfevDSz/z8/hdemYWWxQAQGpskE7CFRByzeo7We69XMQZP17IsDJBIAMQIGLQPh+7BdHztz/7J9/8HP9ztT6wtKSRjrEjKIAVo3CEQmkKuQua/uvXowAnqgCWEhCwQ+dO//Tu3UnZgWBiR1o7Zi312fkcfcAPIAokkIziACFK/6+apJAmmrahIfGnT6rGALGHgHAGByAEhQI6xBJwtuvE/e/0z/+sn+BMfv36ynGUkyQYQkikY7PqSJAlYkd7FDh4kFE0qtCIGAOAKU7wNvBMlEDCCCXFh3MPZ6OB7v/2b/9yfhq9/fxyXowwAyCg1Z6aMSOIAGEnI65bv1fXny3+OGMRABnYQMZmTk9/47/76YbtCyCYjAOh+OzyO8TJAJiB5eneRHjbFe3/we9qCxuVYfKHvjyV68pxQDBudrtZOFrKKiHJGEUskYDR7IMYYhmF+dlaV5XQ6zTGRIZHH2ACd5FR1qfwSEcGmeQtpO/JXBLshKCem/IZznpkzszHGOPI6PxKKCJEOV5lTJkIRMIYuCrQuK7DWf6IRYQBCgnwRohBZEaYQgCNiYJaEAN57EZxOp6uuZ5E+5rM7DwHREBZlkVNcrZbPPHNjd7azWvYxxrOT5Vtv3bHWfe3Xvq8ovbUux8wIBGY6no5Hk7STFVylFDUuJaUYYyy9K71TDYUyV/sH+2hciHE0agDNZDZbLZbHx8dlWaWU+z40jb9+/Xpdj5xzd+7cCSFtwKrSdxqwqYfYe2+sLcvSOtcPQ13X146OUkoCYKw1AJxFmJGwKlWyGC78eLFpGmttXVeI0DRN0zQpJRGoypEZmeVyaa2tyiqEQUSqutjbnS2Xq8K7EJIxpmtbQzQajwDKqioRsWnGXdfO5+e3b9/s+365nO9NZ1IVy3ZVlD6z1dbEwpvxqDo62Gtz0uL7EILC9tVqNZlMrDXPPXfLEhkEIloul/fuvqXV8Iv5uYicnZw2TTOZjvu+P1/kEY/0sJwv5utcFtxxlp67+cxkMs05MfNoNEopN01TlkWMiZkzyjAMbbsKfdt3fYjDnTspc2bOhS84JWNoMhlNJjeL4muaZlQUhTEWEYvCA6w1wyCcc3YGjBHmHEK01lpDmUFLI/V3p3sQzALARASCsN64UEusFpUCACChALB8mWTLDa7JKtkQBBFUzfmacRJEZOBNDwH9PwoEtyHZNhq6VFWwebYnt483FwF4shphi+57BLu0pu9xHv4SxrsExDYPWBcCb8byS4/evjSsv/MCMW9niX7Z9rxLxKU+Ro+LXrAQgR8/RtmwjVAIaeTm6rU3f/sv/9X3vHr3WkqBBuFJFsggAlxYwhxKYRGK4AIY0TvP1XqaVgWyIugtIEATwABCWV3/jm99/kf/nfZoLwtUrGddTla8RhQLMREy2ARXjQp/KJhPAAkJOEJMn/qdTz7HQkSZAQmBcY0ENw9+54625kI2tr6GGTu9ef2Y0BuTDJqYN/t/l6pyAIBBhKAHFpQA7AQ9Sj1k/NLdT3z0p/beWu3JmQcATh4Kl5HBZOC4FipnQVAzsubcJJBMwiBEEISNAF0lsLwNy2flnmTlzJsNfeNH/93Zn/mh1IzAV3YARABC0p3ayOCxJ0lkSkEbARDAXR3CL7NIN5IERJBBXvmt3zr/7BduQWZCw7gdkLyt1WQEJgB+emHe/nvfffCt/+JJ6WymbOxAYAQZhGNy6FhEctKSNc3f18uFt8Zbk50VdDqS1lVVFoUB1MR5BvHWxRR1HNWZT4e5lNIwDMaYoijKagTrsZP5Yh9cOIOQiHDOIUQNtDPGqBSKyBhjmZkMG7u21QGua5GNUQkCA9Ilf466ZjacoRjDGZgZtfJKAR+AzmnEbBElcxJmwZQzoBlPZu9uxl3bn5yctJL393YBgHOmoqqqhhlDziFmA2Y227l3735K/Morr77wwgtCqo0DDQUFyJPJuG3blOJFR5cggrXr3jBrnSKoyWQiAItVV9Wjrh+Kogg57x8cDN2ASKenZ+PxWGvxTk5OyrKK8f9m702DZcuu8sBvrb3PyeEO79031KR6VaVSVQmpBBIESEwSCJCMjR2ygcYYi2hmD+CGbho7wEQQ0e6wGRwEtEWbwTRyYEYzdDcyIOQGGmxAQmgWCKk01fzqjXfIzDPstVb/2Ofs3HnyPrBEqep2vNw/Xrx7b+bJM+xzcn37+9b3Befc7u7u7u7ufD6P/igRF21vb0c+9mg+B9Hpvb3ZbBY5pfFkEq9L79jZUaOxfI2h81VVRcf/U6cnRDQajZldCMG7Yl4solqNyDVVHSmvqpqHNpjqmb0zV65cnYzHIdokmo1Gowt3Xoien3un98qiPHXq1OHh4WOPNTu7Wzs7Owezo9jMdt1zJP2O9g98wQUXsV3t/PnzIYTZbFaWPmYwHh0dnd7dqebzyOY9/PDDs9ns/Pnzo9Ho3Llzp06d2tnZuXb9ctu258+fP3PmTGwLjP2BkagMdQ3Vo6OjaMI5m83m8/mTTzy+v78f55V5jnzp9mQ6Ghd7Z07t7Ow450ZFWRSFaRvpo2TrKiJRwaeqUGNol+rBUhSFtK2pjkdFj0a6tJLeLZPjpeloN4b1NnH9LyMo6sGVYQC9VtSM5Cw6RnZh4l14d/8yTUYpuaiyg3xkREvklhBa+hTnPFb71yJvnCsc1/FY+og8du+YFzPHD43TMvXvDbrk1pFtwpNLQu4t73gosYrrzB4R2aryYmAsk7SayKSoaestw0BjJQshkDDzSOCEhWxWUF3ytCJPClncUs/oj9/z6I/89M77PrILMQSlAN186564ETh4I2fkYwwuqCEAcAYPC+SMLIpY5mZP3bJz7qv+1nP/ydfq3fc4K0uKXtOb8XSOGjKCofYo0LAqtFB2gVtv/Pa3vfFvft2nPHn1Jj01ZIX5BlCEReHed/7UZ77uh68+9/lCbT2pTWBggvOBipYcucZb5ZRZC7GGrCWeBEzguW23VXYuXbr8pt+98obfPP3hj26FRjd03LNwQdWbeXALnrNrPIK0E+ZSrTAlCy1R4K0nx9Pyiz/vzn/42ls+41MwLokAVmF1tDG++XjGDDIW5+atTM1dv/re137H+Lf+oKBgFgpjPcGSGodRS3NGA/CCx6RuD6ExeXI6xvk7+D/8b8+5885WhUdFo0KOpev8R/TeMKx0ucQWrGirOMjIiqVYQlPHru7H8jeEEL1Mkp4zkipRyZn7HcR3xdcM5FupoS4VoB2916+wq4Yc5iU95zpBMTBw756bNmwlSrSDqs7nVfKNiP1vKzbxjnsbTB4XZRQNEhETiYh31BXaSUfXf3pX0boCxKo2m1dPPPVUG9SIjdj78tLlSyLmXdE2Tdzt7em4LMqqquq6qqqqrutyslUWRWjDaFTMjo7KUXH69GnHFEJgIiomMQSvruvRaDQajUI/oudKtBIJQcaTiZqORqPdnVPvete7fFGcPXt2cXSgotvb2+PJOISgonVTj0aj6WRqsKaujo6O1HRUjqbT6WQyKUdl0zSHB4fOuWiM2bbtaDyaTCYwFEWxv7/vC19V1cHBwXQ8OXPmTFLw1nW9WCwi9lbVljREJ9MQJpPJ9f1979xkMrl27ZovitvPnxuXrijKuq5E9I477hiPO8uZ6XTqfdEsqnixqqqK6zDdYUsIoRXpsraLooi+KWlRIJ4lgkakwaBufhssiocIarquMFxnjwbwIZ8AOeLojDyW0zRuOZFPvLqmDcBST13ntpLmMbqptt5rlm6B5drHKvs96MdL1ix57nli7dJi8Tr7lS8fpxs2Z86ISLFMNM/fNAhVT8LgXMOZXpAeMvHWSxt/8P47vfWOT8fmpANgRzei73LOcT3aDwArmMBipsIMJVQezCAFi45q45b4dFEeif3+2976va+743Ax2Srn1WxMhYWNguZE8nXqAlATVdQlI9lyHZekDNTaqXLrSWkf3pm84J98/YVv+nt6eoe5tLnSeAPyPoFL7qDOWCUGnDjo1Q89Mp3fvLSRkJKpMpOROd6+847y3CkxdeNyUe1P/A4DDFLWagRAnGLUKDkXmGGgJmBaHly//DwUZx9+6g/+9393/c1vvc1MNMikpMWmNfiZHmPjinG1QBlwSpQa837cSiPaCnHjPVr/vtumn/pt33TbV30Z9k6jHIM5dnFvvk0+7jGFM1VsF2522P6/b3v0T97xoC+0WXhfSDjRuu8ALQ0Krh07I0BqssrEJtPtz//MO+67b75YaMwaM5VWjDpPKu49EnLsFPMPpP+TrpaJad190MyS+awYM49GcfFaoUFje7CZIyMTJnIuNup0zF3kLlKZm4m7aODLl9d5RFQULl/jTy+IOxwhZU4j5H6D0R89rwbTluPR7ezsRMSbQrFz1VnQdmsyin9VVbXgvINaFzOgxMyRGwZgsFY0J0BYzViZeWdnazS+6+Lly48/cbFtZef0aZiJiIia2c50e2trK4RmVi2apjFR53wI8+2ybJoGwHg6GU3GbVMDULMgYTweG3Q8LlWDCLdtTdTJ25zj6XSsqiJeRIqCR6Xb35/Pj44mk3Eb6vGknEzK6lDbprpyeW5mZ8+eZWYyPTrYb+tqPB63oZlMRiJSloVqODi4PhqNZrNZURRlOQL01Kmd69evX71ymZmrqrpw4ULb1vP5ETOfPrVb13XT1tEatKqqGP0HQE12dne2drecc9vb28wcHUS3trbm8/nR0dH29jaZ1Yt5VVVxvQDAYr6IaPZiuGhmoWmLIibR++l0ur297Qsfwwnip0RRa263sfp/Y0PsozOQGZjZ9TPHOVJVLKUxy7AzM4strDguhXvwy9wcJENyAYZ1A8x+chJs6TCEiLiyF9Aarslh52CX/gKoNkBc+SkavH0dx+Z3ELJu2yXei1mjq81xaallAA4Hh4C1JIZ8tzuGPBm8rAtPu9dZbixzDMzLF4QGXS4OYFWJim9jIVXHYGXABy0DClF3+cD96Z+//4d/8kX7C6911c4YroUBY4968xV7AldIBWgcQCjEvBoDQlAiNag1zO5hzKrn3ffib/8H5/72q+TMaXbeWqMxK0UD8814WhmOvt8u3nHd7cxEorMPPrpX37xoxAAmKKxwfqF038s/87DkQHZwdMjTYmE0Fh2rGaQudMEKslKdF4g6bzYWHR8cnq2ap97whnf/8q/vPX7p9jYwmwJt3ZbYrFk806MCqdKkVSVtYFPoNNgBtPajxsBK1z/p/s/93m/b+qKXHo3GhStLIxAaIoLztrleH+8TpkZwmKPefvzym7/3R88tQtUc7cC1osLwJ/gBoxSckcAZHJsRdIG2nUwvTifP/+ovn+xsFdMRFdwEdQUHNesDgWkNI+XFaFwvD1mtNqiO1v+TR2zHos33VXJekEXUoarW11SD9fceSbJqiDQg9wOZlKuuw7EmDR2pqCFtWY2YWXtH9a7oM6REhxwNRiN3VSMyInOORDSEZsVm0CwGBXY4mdhEU5keVMmyLqNowgeAHAgKip748YwXhTuzd+ro6PBotpB2EdrKxGazhXOuqRdXrjxFRN4Xi8WiaZrTp0/v7p1eVPPtrW2RcHCwv7Ozs727c/3a1dJ7733dVNeuXDt37hybQhqYLWZV3O1yNCpHIwBHh7Mg7fb2tmOcPrVVliM2nR3uf+qLP/n8Lbd88ifd733Rts3+/r5znght24ro1tYUoLqe7+zulmUpIk3kBkWK6GgqEkH79vbk9tvOO+/n83lZFGf2douy9M4xc1wvr6oKBCZu21ZNYxqh8847Z6oUQtyahNDOZiJCqov9fYMSjKDj0pdlCSLnpjDj2AVKFFPjl1xQH1jdQQu1rk/UzNB3mKvGflQAagpYssHsIFmnmTR2yVI3BnfbKpuNXl+5kk239OxYkwHm8Im5+7drWOPUDofYiRoxZw6u8nSEledY71ibDiGlpad7cJ2TzCHcwMTy2L67dWSYE2757mWKyCXMyz6L8zOZ7vEBFl1Hd+spfD6qsXNeMj/jRCRBHPOSDLUua7j7bKK48qOcN/v2zxdVVW08KbETZWViadnIlFp1artXLh385n+9/B9//a7LV6L53NS0MBfATT/vN+OEVVpsZIVE5zXtAnCNjNEQGpRXdsfbr3r5p/zTb3UvuG8x2hoZcwV4O3LCoOnmDD7tsDtyeZ2YHACMERjFPMz/5N3n6nAT30bMxApR83bq1NmXffoHx141FGMvZNxoXCpkkGupcNR4NCUgWjRyumrP7x8+/lu/+/ZffcPepYv3NBWjIQKUxuoZrtnMvGe+agcpATBvElhnxAfSmptc4qJ9/oW7X/PXXvz1X+VvPxu8G4N8IDBJ9JPdkHl/tfUSYZ1YeOJnfuXsOz4wkYoJZOrNN7GP9eQugYUazPCFOIU6NmP66O74pd/5rfKiF+4vFmpKIfb5F6nmi4KISBXkNVaepOwce+uQUV/2rGi9aG3OrTqex+r2eBlbDhr7sio5ZXZl2rp/Q84zrGe2LMtQ1a7PsI+PUekpwSCJKrS+IypuNhn39YU7TKI/vVpQNY3GXwBMlRxbX/Ijr6qVDLF8tVz8xszEFLGgqMTTrRLAbns6uufCHYezxeHR0dZkFFO19vZOz+fzK1evXrt+fWd3WpZ8sK/z2eHemT0J1dbWmTNnblUJ43I0mY5P74xBGJej0ai0590zmUxMOwmbLzwMop3paAjBNFb/GkS893XT7O8fkgVoG6rZQX04mUxC20o7n8+aKLsVkcXsmogQuaeefCIeUVRa5hedmaMbamz5S3ni1XwWiTt2xMwhtN45Y56MvS8KjnyJ90UPb7pE674+j21scYbEfI/e0n45kaIgk6DsGIBIGy8JCAwmpt7VxNKDknt5ZNyCBycjSh34f3BMCOQ8Si6HajAicoOzsQ7qEgLMiS9VhTN0YeAUe4Spaz2NywXUGbNY/IKw6MsSFaWIdtnLm2LoSLRuZ4I1gfTglkxAcX2NJkmjB7zcscRYvHBxWcfinmcwT1WdW8FviafNb/P8BQk8r18Lv77ylM8hIlLRGMfX/3VwOqKSQYmO8YpRIzG0RMJcCJUKBjkNLjTTVrcCnvylX7n+i//5wQWB5ABMRN7Mka9sUep4I4o6kV+cWhgIKobAGgilUAFqgdrxQ9vbz//yv3Hf93xrfXa3Ge2UhkIBBymIwJvl9E8IlAGWJoFGIAhZAylCOPzIw7dAFzftmTGQKTtbSHC33OKfc1s7GnGFoihYpTALjNo5MjgxJ1Y6KIVtCWca2X74kTe/7sf9Oz7wwDxMKNQWKg8wFeJATkw2QWvP/CihLWzhFVCv1qpha/cJEF78wpf+r98x+swXHk5Oj5pQiocKHEDmDE4BIt0AvY97FDAL7pGLD//ab10IwawNEAWV7BYn2wWNIcIM9Q5sMFZj+OLBF5z9old8aNY4JwD8qAwhiM2IiEFmxh0/oJ2wMDNdSN0vzrnWljxb3mgXMSEZHK1o1ZyLZiqWtJ2D4jJ14gEoiiKpRrHaR9fV9NTX6inNghKXhsSrRc935lg0pwobeZ5ejipjURddSXK1WM4BJGIk1Zc5qxmpIhExhotgL5E2BMdkJoixogTnXAitWoYnoRJ61gEEIuf99nRUeirLMjrgO+emJZ89c2p/f393d7eq6/F48vjjj8/n8wu33zuZTMqynEx2zRRm50/vmpkvmIjaRrSpzUxCUNVqJklwKyJNaH1RNE0jotH5RsXaZjEe+d2dKbMVhHp+5JzbmoyiMDVZoYYQovFAXgMzc2xcjA2Z6U8peCyet+itYtY1T0U/mPiWnD3z3rVty0yqZqa9T4k550QCwUCkIvHSJJcR7z0ZjMxMI4kXu9s6953eNSQ2nS5hGEFNl92hQTxzMOl6UFXTCojFoPLkfgk4dqqdN2aamWl2pebDHMsNpMXpLoiaz/5YErbpBY3SwbuccEvnttMYZrM0n+odfPV+oGfO53yOAOMOx51PI4SAzLbtL/BcyReAcgFqxx8SxfbRHGHm4srctDPdiYN496QFXV858kEt3zkiissqphZZUXLOiEI/KZczr+v6JTUlpmgLQ9zBfTMjEBMbO1VSowCCg2o9MT1dtbtPXn/Hf3rT7m++8a6mZYUBIy4BC8wHaAvjEk21KaROZKXlAYU2ZK0zBNvikcFdIV2c37n7m/7BvV/5t7F3hstiZOqMjBEcYDYxo9g9thlPL/COKQr9Ew+mgUjBODhsL11p0d68ANhIKDhzoSjK5951WI6D0cQ7aVsiLEZC4IKYWmcwcmBrTgW949FLl3/7Dz7w67+59+gjO5UWFr+wSicKAZQamBG7jdbgmWfzGE7DTsON9zXRoigOTm3f/jVfcd/XfEVz1+21K52hYA+DldywsUmhQNSOeYA2T5+PhcPri6GWmOfVEz/9f9KHHm2s8lCwibJoyyf7lDIQ45cCEQOFuavOP+9LvvgJwJRqC8Rcz+bRvUQRo+6MI9xgEK90xTCzLV0TVGGrAcKhX9oXQGBGtsLj5cLLVANitS9uKXXrXVXWvfEG1f+gaO5LwJU8sUFszF/wYypqo5OnGTnv8ymR78Z6Lw8RxdYoi8YY0XO1r0oVBrM0YzqJbKcJBEUWUSXizEgnWt+F2PMmBhUwqRaqtjs9D8Lp7YmBtp93t6oyG8cy1DpSqouQiPYBZQSeVBQlYCKJOOpPM8FsCyBiBtj5Yv/g+und3bN7Z4qyYGt7gJ5Py+MAACAASURBVL2kZTR2f5s3zU5jj7lFWmb2PpJsaoCKhh4VqZljJmgIDajjNdhBLYDUlobYFiEvexIL7JhAakIg73zQlmI0UmRZ1bjfQWKCCcf9oa7xNFu2UBg8sxHAZL0wq2emQUwgGBlHxEgsFGt72Ao/tDKxJWu2jFMRx6mX0/9jn2duUxk50m6bwfK3pKnT7WE87I68ppgVFScSE8WWMxxnRJk46sGfcrJuPShuEF2Q7JEGyQrppkiIKf9NetnyGKlbBkpQbcCI5r2F6ytEA5/wQUwfDH5A3yFj55M7SxYEgV45MITmg2TAOILBAC/MgDlqKDjSrbq6cLB417//BfzRO++6th+IW/gxyrFazdywsLWOrIHCNt/KJ24IFDCFEaNUHsF75cvl6JFz5Uu+9b+/6x/+Y4wYBbwZIBafi0CpzC13DiGb8YmrzABjGLQA4dJVXNtXp5CblMhgEJMD9NDj9gcfOCQHZTV1BhAttuBbSNU6GLxDW++19Z1X9t/5r3909ua33dFW27II4IY9qy/gnUKAQGrolYCb8Qw/fDSM/ciCadAw3bl83+1f+APfHV764vbUHgmXDFMQAQ5CEMDIvIv1gFBf9m/Gx34jSfnwE+/8sZ+9Z7YITsmUjGMz9gl/shioMKvIFl63gi1A8wvPuf+zP+txKjQEHnslaJfERTFrLvq1R1aKu8y85E4umYmC2UrFbDn5RstKPz2YsWyF6oFcvuIeHUoGy/D5b7K6edh7sy48W2cV8qJwHQHmXUk5cuPeCWZde5YKv7wRCwAjc5PvDRuXOBYZ/QgyxFrZ5Rth5nRARksFGUXQob32r5OIGhFnleeSriEMhW0Cl5f1A+Wb9OrVyMupwJiqqppMJ9F/snQr9W2v8k2FtRv0c0aulZbAiVTVOHNxFCWKyYdIaqeBKq/b1VR1Z4V+/Lcsy9IxYuBgX+7n6dhE1PZ/HdhI9nAaQbsg9U7117HCcfZ3hbiIhgye9ZcAkCI/yXHCMDgmdqiqWciJu9xHJF2IfP0isZHx9Kapmk3LNFviHFiaD8VoyhyPDFSKg2Ws/Pc5lMoFkOk1qTsx97lNv1nfMtZa4QaE4crTYUiqH3MXD8LMV+E0DW7P7qFB8IP4hWSbmeB1emwldhtretD0gBtMTTA5YrRGqkQ6tbBT17sffuSPf+oX/B+/9/55U8ICTFihgUFmyoZCwUYLx6NNKt7JG7WL4fTkFM6cg7/O/uK9d3zGP/2mW7/0ldWUCwLHpBLvGmuJuDCwdjbVmxP4CVl2j7e3wRhRTehDOPrw49M6NGg9ypvzvBDxTOelK+djTw/cVVHh1SlroSbA1hGIqSFRrxPV8wdH/Ob3fOiX3jB9x7t2rZ6QGCCOCPBmzkxBDUwIhaIENrl3zwZudzPFQeHmt952y5d84Su+8SvlBc+l8dQ1IDINZqOYjUfOMAIUVBHgzANeN/15H+coFs1Hf/VN567ORxJQMjXCRkJoAbIT3VphIAIrGSAt4WA63f6Cz708niwWDRcc2pVlfpf7AUY9knK/uh2tIY0j1FClPmg5q644YoPOyADDRqDesaLvQYor7T2rlceZpjTT3mYzdmRRzzfFZ772rUoUd7ZDTiBkRFnv0AWmvgEr9e11jjN9AbpcwY8NTkZEYipB120JsRoChrwJjZiWCj5QhhgBEIzJjq1gu31jl/eA5f1ORMQEU+2kpQTqPiu7cNTBR6LlfvR4AAPldtLQdht3rtciRs0rRVfVU7un9vZ2iqJ0/VN/0GPWF+iUyCvVZeRad7Wy9rAcSKhqtMR0PuWHRdsLl9g8AjEvi/N4puJKgZn58Xhne8ut7lJeihORQFU1Nd/N5/O6riNCVjUxBSM0gYhA0BD9eKJmEkYW1AAURTEuihUU0NE+Tk1jrMEKNNVILTLWvCIHE+lG6kTnXOQUelueTlqTXGTi/bi+5S6NclUwmQOtJaBdixpfWZVYJQMH6lCsJhTkqwZ5rPmA/TrG24nI1m6KHPoOniQ4zho0KTbX4xb8APhGgBfTXQYIMOfos3WXrokw/jVJkPtjE1GBmWceg84s2jsuHfze615fvONdFwxTqWoax3WxBsIgb+aNGU6JWGlTSp3ESktZGWpw4AB3heixs1uf86+/Z+sLP7suiFhC0JEv4vcUm/dErAApCrP+S2gznmaWI3bo9U9Zp+YbufbnH95uBN5wsy6XBDM/HYWqnY09P/eO1hel+YprVhKiSc00dmj3z7ObPPbkU7/yG0/83BvuOqrGqEentq/v1yMaOzEmMlhA0BjjaxuHzWdtzJj2p+NLe9sv+xf/09kv/WLd2uHg0BgKUhUuXEtCIAaRkjNiJiUoTGFJE7UZH/Mzf1Y9+Yu/cQc5g7hGyJhAAmocvBrZyX2ks/GCYLBpsMOSPrjrP+dVn3fFjQOLyNzTOCVfdatlsepyTEQqluEu9PK8ZXHmUj/0aoWXw5LV4rKrtgAwQzCwf7DVPcdqI5ytml5atqneIS8miFlEZSvegwCie0Lu7pAf2trCoa3nSSyt9bptWsaoIH6umbGTAfXHzH1U3kr1mBX3mqnjkuWMru+hdT6fUXCY+tPSCTSLgHagQbXuKBppsCp7W4GsMDUj4ohGDRRUDw4OvfOHhxVQly5gLXUsQYVI9dCaFjdl0A30sXHnY3wdABEd8DaRTesy6jS2VnZWsPEMdJrqOshYXeES2EjcbNrPglzXkwcys+l43NaNBCEGVMnMsRcRduzYtaHtkXdSzHYHGBMdKEPvZsa9Z0+O521pFuSUuGmao6OjvP0sx3VYiyiIUsGyLKdlkaeGZBgpHgsA0oRIU/8qd3CmheboLncSGvS/5TNtcDvnmeYDmm4QPkE3YDLWafMcjGnGx2dA3dbbdwe2MetWooNzG0+UH0hm0729xH5RT61RHhyXavqHF5Nqm6Zy7ovaXeMoFvZkMF7M5n/6wd/+qV849Z4PXmiN7LCiNtgUpsptxe1YbWQIVlbOsRRbRs0G5p28sWNcqTWEhmjh+fqtZz7l279x+vJP1dJ7IXEz7x0MJo6MS2UYlCEgJXHgTaT0079iTVAwgO7LH1aA0NrioYe3wI3dvJy4wgKMYfe++MFmd0uZC+EAM0CBa9NyGtpbgqv/y5s//Mv/t7zr3bdII75RsXD92g7GwUpGayatQ+XUiY4EHtyAF0zFBjV84sfge6sa+a2//rkv+ZavLV7yona6FXk6EmLAnDbcluKMnRKMowEPldIt8FvnyLYZH/O4/pa3+Q9ebBezMbHX1uBibR8ILnXJnMjhiK+XNA22rbji6flf+mr33AtzsxZWcLA2rOuyrG8es95Vsm91YxHhruOs86/Aqn/mSlJWnxbQoZOsz2epi7Ncx7XyQAmaFWaGnHQiW/FgILW1uGOinuKImWP5CwwWgqxgsLX+ug4vMRtRiBhslR06Nmm6+6v0x2KgXNLZ4zQQR9YxggeOGTURugAUBX4rWtAle6HEBpcC00yJeoo13uTGFBvxouyWiGAkZpFm1a4Zb+gokwgiUMSrMIUxq5pjp2p13ZhZi9pWL/qgXh/0ceVo/9jgMeSKX84asRJwhpF1IRgRLUYLjC6kgRhAU1Uzz6H0+Ycm6qXfZvx3SdUwuY5RBgrvTc0TQ001uH7SLlWZDKhVVRXT0jlhSAMRTAUEjo6MiLaRAJlzBJASOXbejxeLRV3X+fJHggwJbiVJYDwnRVGcPrUVmSSsuUVGSWdsicxBVPQyraoqYaqBbHIAkwaJdmY2mUwi3ZXa5yJAzRm2+J9BeEOuFM0nSU7u5XQcJYp/DW32EZrDNx5fBK4KrVfnITyo48TVqPdjh6Ej3s2M4+POc/T/ibZJzA6AqV6eXt+rp9vNzpyKmqUI8x3CvDmire15paXbqbQtSnlgtn/7O9//7h/4kfseucjWNoyR7YwAQwvAKQOlAQ0AQxkUqDZ+5c/K8FABHRXw6raEHXjOaFkmQQrAgSqaj91EAx1N9/707jOv/j++nz/lk5rRdGRkDg5bnWoiflV2Zv/YtOV9Akthc0xQatRDUbCNqG3RzOYPveuUybXp7umDm3S5xLPR3D1Znn7hq//Go9vlfNqcO5SdmqqdyajGndXjp67N/+z1/3H/N3777nkzrivVNhAJvMExgC63kwpBIQ5wGp9RwAbjfdz8CsACVVZAQeK66F0IyIimMlXowteLopkE3Wt1G5PrcE+U5Wx3O/ydV73s+767KEuUvmDX6dcYAJx6pz6aG3ZFZa/hWm0I2ozhqBFKMZIiFDCCszZQ6404eIO/Bln8h18OesVNxjJvPMYCNRgZtgIx+NldRqJjubDlQs90OxyN0F5zk0sv/NSX/N1veKwYq6uYjWWcwFrqQ0o/ptprSR2QmqpoD4SI2rjAnRnuJRzVt1HRABUkxJXkVTpodjKLSsJUhvJqvN46uhj4BA4klMl7MC95mVy+KJ+Ype43nMxFILLkr2LJG70xB14UK4SbaV6425BZSnxdT9r02QOJxuxNCGWt/S8i0Nakr3qJiFnNqCeUdLVXsG3aJeMXbRvVpDcUzEtnIhgRiGEKVSVWIVdOjxrdmU7a0LJJi96w0MDsRAXRWNI6Y8kQxDmXYfuYPJLYJyNSZlZdem/215c5JKefpAhOTJoBgFh3WEamZuC4FGBq1w+OiDsCNjGHuYQPvcNH3Gx0mNSODuUmRDNUGkgQlyen82i1+bxSRc6P5YkRaxMv7onToMmSNH/luoVP4pniUVRVJdvj2DSYT2AMu1KpcxuJKQrEzvsgWCxq8uN4E8V+xaEaMR5ycmTpP2Jne2s6HdVVzWQD7838Vg1LN1EWkaqqjo6OtHO1HLbO5kLKuLWYStg2zalTu01TJzcWlWAW2LlkYAugX6HoZyyTmjJBRVWVEIWmnpmhSuBAS2GtVxXqnybU0bHUGQx0i1IalxDYcRsCM2W6b+zVY6euYiGlEuInxWE9d75sZo0vJoEaCovzrcz/y9t/5/W/cPrSVWKJmw5Q3uj3Tt4IIAK2AshModGE2hFaRybKkMCuUro2Gu+/4LYv+ufftvuCB8wVMJjDskNgM57x2hnoupUNMDXaPzp88tJzmGVeRW32TUnnGVzRnp+M77l1SuVeMx7BTaaQZrFbLdwb/+Ttb/qdo3e85/Z545sFTAxQIljsYtmYrDz9I5bTBHUagZgjAkVXhWgugFBT64HTNTnjxo0fAR35sv6ke25/7Wvu+fLXYDKBqRGZCDnewLengfKKUnrugqrJqEQRLDArVfXosYuP/8Gbp+TbarHLhWjTqaQAMpzw5Q4hg0jD7tLY3/3ZL21Lz4ghAwQjNR10phwLpdIvB4lbEYFEjAfgRq1HWFUG5ltYD+DKKY5BjXjsNpEJRI8NAYt7mEOydV/43IXBzNA3WSUkmYdK38i4YrCfOf0ycIvJz8Ngt2OaRdqrZCWS7b+aLXmq3Gu0271Vzl4yY5I41fMdiNdu+enM8WsUphpj2kNYLBZb41EkiMg7WfMyyeH0uuRvsHupcE+dXelEeVoakAwuaDJ1zFV/OXUTe7usAywKSG/b2HVappDGzu+nlVjFO69MnPSi6xOvp5sUgEjbtuHoaJacF7uz6nhdi5hBGgN1rFdacbgRMTWwJzGz/YPDoihy8fPaFBredBEjOu+Lsgy6vKfyO6UjDNcCzSO+raq6LEsiBqRfTHC93w96Ih/kuo7ciDNjCMpiUaXLbomepYFLbTrDVBTFeDw+e3avbUNsOQwhcO88NEg1Xz6dCK2IBPHex5UpEZ3N5m3bEthMUaRVJ/hR6RJOJuqWhTTbobaF9xz1ykTgmInRdQNjt96qPFqS0gKT7Tc1OdqlwjWNeQphdivCrQ89/t5/+7O3XLwyaRuGKgkAZW4MvCmlTtz3InnD2GCwGkbACBRU65KNeKp+Qe7K2C8+7YGX/9j34Z47UIypIThqTGg9N2QznimYF7l4BzQMhvGffhDXDxuVU8UI4SbVbQamhtXfcdY/cA+b38IkODlrze7R0dt/4t/RT/6nHdULzjupCELEDWBg18E8bBi7px93kwHCBgcwuBOHdWwbG1DRYlwUdVMZjDA5MvfY3tb8JQ980b/6ruKFz7ViQuzAnkzJOYUNPRY242MfPhpTxHhBEOCwaHXsGkfl0cEff+/r9p66PmlkrFAEBw7J3J5O+jf4DPNT8EdFee3CrQ+88rOueDDMxaUGozzUeGBZeSy4SqV87hKhqkVRHEuyrSMuZJIqrNqsD5wG88ahAYeQF8QDXHEsEI1IKcUxM7PKEGslWKWqsUUHGApNE9JYt13BDdw+b4RXb4RI406jZ+ci5It/S3EL61rZFWLTsH5ul/1OmZ4t2XgsoWlQGLiHmwYib2Y2nU474wlaYZzS6R2g1lwlm6Pi/P8RweY0ZuCV9bABkhTJVHnR7MfUzMg0psNRWHKeAGJWRPf6TuCKxFQbehvNVmI3342Ad2L2IkMVcaMZmEh7z56UsDdwOsGyF9S1bZuOOgd1y+y4/v7KT5GZXbu+HzP9kBHmx2ZOpr6zeGlCCB3Dt3ZvDlZSlmsEnXYXs/mcmJmsb3pF2vkVn1vnucNvkdh3vhhxE1SVIqGXXccB0gPQO5uEg8OjyWQKgNmbCTuXDISW3ZWr2SrEVIiEEMpyxOzMoGIGOjg4ildlmWRI5GHKhCj2ZWbJ7HN6ayOfGM+yLHNjXzNrrIRJaa0zaYnK6ahdCASl81ItbvM6+fP3v+d1P3fhscvTMDNIwy2rOTiFBUYpm+/mE/aVb0SgAG3JFFqYEeCIWSkoGuWL4+n23/qcT/1n39Deextx4cnbiIWUo9qBNv4Uzw5LQgC0iwx1Eo7e+4HxrA6QUXPTOrBgwbW58al77q3cqCpLDvVZDYe/+cY/ff3P00MfulMbIiJrlCFAiM7qRh382LB5n7CZSgYGMUhBAlKQInZ5oSlCaEPpRuTGlxTXzu/d+49fe+Ebv3x+9rTzY7SWWkboOI/szfj4wLcyAqmDsnlSAhVEZqgX73hXeOPv7wQ4sQIMiCPXWog293Qi5hOwlOgOh3NGWlwZTx/46q+8fOveDOpEiI2UVWC9e8o6RYDVvp3BNMtJmPVorGPfPrBATNK1vogX59zAjDG3W1hnvboFvrVgvXV6JKpA87S9Qbk5CPWy3t8l76EaEiaroe0585PX8Vh1fVznwbAWKq2rORNDolWNut7qFbpJtT9jTMdCzViL65oTzCqY711SzVTMSNu2bZom6lQBSpHxwIpzZgLkA5uN9aDqHJYMTmwEQlj18zhuJ5cej0ulbqTWVQZTLiU6rs/hfm5E8CbAyjUdThLiIGKwHtxGes862w6YmjIzDNTL/ShXLYbOplHVVHPPSVVtVyeApHWNbv2FC+mz1mn53rR7ZsgmZ/o7wcwcu1XyeZj61pPVmk0/M8NiUTVNa6bJz7Y78G4/On8aJPmxdVrbEIKIACSittqRu75+1ItXebGo9g8OvHeO4x0UBb08gK/plo90IrPznkSU4KJN7GQyreu2aZrBWoMXaXta2fUJHvmDw8rCiYipMiGGhTKl1mRUTKWCIUJqcHoUCiq0cFMJZ9vg3/quP/zBf3PPlXonLAqiI7REKJUd0ILUNt/QJ27EGmzBBhKnYmQNaKzeqTvwdH13svc3//oLvucfVXefs2JStAzl4NGQjYBNYPSzU+gQcjNeAbiuL77lHdutwnsfbl4PlrG2Fz1ue/DBJ8RM7d7QPPLzv/jnP/yjz298saBmrE0bjBnsoOw0ZoQwYNJpCzfjaX+89EsSgIAECI6UYjeMMcwZt44a5gNV+/QXveL7vxsvvh+7u5OWKJAyQEZMZtq0TVEUS5eLzfgrXBaDKZQBB4U5OCJFEfTPfuUNt1y67NtQghWBgcpajfk4/z9YUQBDZ+DRix7ce+XnvW9clK5ga50jVq/slo12q4RS3m404O4Sq5D7MaTf5xvJNZwDzeQAwg2QT6KJBuXgoED/S3+ToEJuJrFMAV99S1K1rXgPUrTZUyJmYtOOY1HIIChigDxxXPzX4GDXceaAYFwHSF1gOpGu5VbH/O7YZTRAmPGIBoRntNXJT2y3wagQMKipEYW6XiwWzrkQJLpVDObDCrAXSxlu0eU/O6JuXSSHrymVeoAA12djvgyxdLDMMSTIAI29oN2hdcZT3QvNMqHgct8UxMxBY4RGBibzpgWzRESuO/CbWXQ27aIONF3r4UoE9XLNZNof+cx8g8vFCNVWl/6rKfoidz1J0RJYlwQb+ra25TnsfD4zhtyBBrA/+pcycwjSWeIi+hgRd+Bt+eKCO7ehGKopIgAnAKW9x9KxPDYRcWwtN4jItWvX4snxzplFX92l0UvqbMxtb51nM0hQ7z0zA8scCOdc7KrtyJtbz52PlGhKhU/i4z6O3UkIouqYQRTaNvr1qMEMbMLOAjsxLqXYUdLSV+3RnrTlH739gz/5M/c/NduqGoMuSITi1GMX13OVgE003skaQojfBoUaMy9Y2dxInHFx+Zat53zZq+759v8Rt54pnIOSEjGMQQ7OICdlgfdmW4sHmECZhRJdu/74H7/9LpGWheFuzjYzIvI8uuzxwF13cstH73zvW//9z5RvefN9s5mIYxprq468gknYKzuFBwzWQltnbL2YbTOeTjxBcVGijdCCYKyqwcG8GZkITXwxunJq5+zfefWFb/nq9r47uZi6GgSohzIcEFSYOCXVbji9v+rgTqzZnU+HhWDSCt7yZ0/859+7xykHExODKQjkov9KZzm/hO0nB91F8RWrqQmuTso7X/XKJ0cljSYaQsXGCi9qvBKNhbVAqvXk8eQhMUh5jj/mlSjWAt/WSZJckDnwWflL4dyxLvDHvsyOkziq2OBA0lGsB7t1hUGvMGTu/PNz8Vvu7ogbiEsT1hpEsQ9QX4rGziHoErXmyfOp4Cay/pAA0JJbQy8ytGSxk596MR0EmhEIHAWRAHMbWhUdjyfMzoJEm/7hfEtDh0LfFbtFWnaR0WqO3MAHcrDZfLYkQ5r09u4yaWwbW/J40eLl2PkWVZR5wa8qpCSRSeuTFbsowMjQmuRTHav9ltx70w6mdMcp9YsKLv7GTFWQpSJ054GZidR6m01VFYnZCACSDa2KRJg/IOi6iDwz9CyYmqloJ7PsY9SX54SIgDbHhwDi2g3g+jsd2jOTGURPEgKRJWmWAvDQ++egQ5tyzGpF1HCq9lGc1Iau2hA1Iqem1qVEGKkZrGqayJfG/VFTLEWqrp8YTICIMrMa0lnx4/GY+5E/C7z33X3bN7zGO8WxiwsV8XpPuZihnZFqY2MUnjzVi92r+NBP/cSjP/9/3TGrSzGDBSjMvLEBLTsxckZlb1u3GSdnNJDCu6KxEYpaQ0mlwH90Mqpf9LwXf/c3777y06/unD8TyDVAgcqDgMIwil+stqHznp1FawEciAAlKlQO3/uBydV9D1mwyc2KvInoannq/G23Tz/06GOv/+Wn3v3us4eH22F+WFgoaa8OuzJWIICj/wfHZAooQRlKRtgk5D39bB4DFMiMFDBnxsF2XBFUaoTCjy6eue3OL/7cF3/Dl5cv++SGPbuRM7ISQgCMDSBy5IClIfuSKNw8fj6+pT0GGfkYyGIkZN4ZfejiW//Zvzrz2KWGKwcPij71MIoYDxHjnbSzHgs9Y2pViPmw3Nr+4i8oXvGyo2JcBIKh9lwIM7gljelQ63hjXeK4TsHlRFD+4mMxQDLnWLV2XMley2mN9Tzl9LL17OKcohlsORW1A/oRpoP05xwzoG88G0RI54pENWOmyGTEpq/IV0lmSNgrBi2Wp0xM8TB788l+mz0U7AioaNO/pESk9xiEpXjAZEoZI+mX+lgzM1lJ9pLk2AlLrXREJKtos9sbiosZcee4riszeF+IKAMSNL8KiYRSsQHztt7QSCBbmhdaRvB22ERVNYOdzrlEx/WAqDu9S8tSIlPEit+IDWDi3lmDVC3v/YtGKREMSB8T0ocfdmzUMbOr607jZGXZQyRKENJM8lkUMWS0t1lqDsMNhaNJ5SyD/tX4xhwK9h2ksBxS4lgclZYG4iWIm21WTXfIllN9pYdTO2SOG8cYEJGpOOeirw66eIkl5ItXL78TV2AeKIZJIktVgRmJRMYxGYDSYAWEYz+gMUeBMamYdk2DkkTglqWG+CeeuJj6fQfRjf3sDEVRRNQXdzf28kYOsNIjOEfBtv0kcNuGwzvn9bv/5Q8d/dqbblnMfJdOC2cojAAKoJYpMEqB33wrn7wxImdNI9DGF21QJ0Uzmlz59Pte/XP/Rva2dTzeNgoejkFAAbRAICvF8qbPzXhmS+e48AaAlWzUhqfe+9B2MCIlJb2JLwrZePfq0VM/8uOj6/u3F9oSKlcoPJsCbYtR7A0TQMnYzEEJYKAUsg1q+ARSeqpsrObMxuT3wyHx7v7W9MDknn/+jy587Ze228WR2VQLBimDAW8GEiVekWja2p2wGR/7UBgDzgjERgSTcr649l//qH3re86JzcpYS3RSjei5cmL1+UQcYtXryBX+8PZbX/za/+6hvR01KlUCBMZQJzCDELn1Ti2s9uPpOhjoAUby2By0Qt2oG2eg8UvVZ/65iRjEmhvnOskzSGw7lt/LaaLc6GLwyhxexv1cZ9VyDDzAqzkFqqtIb0Wlxjxw+c8PqiMDmWDo/u28clL05TKjYs3OUfPt56RiSpBTVYWpaSysk7lo3tllqvEDFURkdVXH+IG2aUrfnb08YjsRvINTtIoZVhK08zmT+kKdc0ZQs85YhShCyripWH4vmzb74Oz4MOxyJLLUhGxVQrO9Qsyo6N090l9p3VZnsMSQotgT5uwBniVUkw450dqDC7Fu0IIs1iLnk1deE5XVUXGq63x75wpr2Y2J7I6QVd/OgR1uK8HBMVYdUAnxWsSEjbyZML+FmdlMDZSmq1OzawAAIABJREFUBDPDOGc1s1tMB3dl/GUP+ZaXcvmyLEeRmUN/P1Lah7WQifzRIbLMdfDkvevPi6pK/Hiztm3jkklRuLZuUbdExMSi0rGoZiCoJxds0tKsbbe4nV6/8gc/9tPl//OWe+oQiBVGMKMoGgbD4iqgAgptN3XUCfyaVDGoOr8fajfaPjCSB+/53B/8nvrWM8rlRItS0ZaoGSPAKYxV0Pey8yYa71mpmvsVLRCR8SLoQ4+MghiJ69bcb9KxXS8KnbftUUutoVTyztx2q0raRNU59V8SFLPU1SkKIwcYaCMof9oHwzrIEFN0QRXMynOPTIrJqz/nFX/vK5pXv7R1jq0gs8bxCOAAkCkbWXx7Dus2fXlPyzpRLNMcAHVGGjCvPvpzv3Q7cWHqA7ypGltM0M38TmIQ8sm5BnF/jEkZYlQ11c4XvPz6hVuvO0Yr7EGE0rxHCd96lv8WL92Bjm69hMVa5vKxEuJ1248bAcgEV7CaoI3jQh1w4668HLzlfiFZYNYx7AfWZITILP5jLZuIGs26p5LD4cCXBUDbtokzGXgbImMUO5lfV3LrIJdvuf9dQQwRjURfhPcZ/KBVnw9EPwwzE9PU3OU955Yq3eGYEuCYDJ2jBhEVRWGhiVvI4xDyt69jvPVQhGPzMzJzf1lv18xz1Y/Fz3lKHtYsLvMfl1BkbS2gLyJokPaW7fwKShlEDg62liB3LjvNk9nT+/pDWFmoi0AlIr7UwDYAmekMD1gy6kMslzOHWdVyY6RB2AORqUrK1uuJ8aTy1ZwRXb/7+sCP+Cm0xNXWhR9ijWY/ho2P10sEtuSo4zzvL2u6IzqsHh2blkR3D7NVVwx+4uf6mPPYwzZONkXxKJhZjLoUUQDERkD2pDM/quqKiW6dllsPPfyWf/n9e+/70H3F1pEuyE0glQe1gLA1St5AsELNCELSEpxuZFEnawRSIWFyk9HkcQ37DzznFd//HcUn309+igAQmdPCuACMNLA5kDczRkskoPHmDD4LpXPeLQ00Mnv/R3ZMjLQwrzcx9Ga9Jq0LpQs8Lue6DW5JHDA2WpBvObDBGZyZkQmgxEoQow0x9Imbqw4SoAoxghC1zj9ZutHLP+OlP/gv7M7zKu2YCgSdlkXded91Pv8NyBn5G5f42Fy2jxfmEQgKGMQZhXr2xjddf9s7b2lrBra1dBDOtWzR5RSIxIc7ScEjagbHaqZk4+l074te8YhH7XhsEGqMqQwEoxbKJMTljWSWg98MzCSPfde6fQgysdZAY7lu7JkHQw/gJXpV53HB0MNPzN0m1jm39bo8x4Hrezio6RMKXT8bgw7DnGZMfhvrWHfdkEMxDOWLx5LVvitIJs+FT8xYOlfRsdCsa12LtW6s+0Uk9ff2nxVNZ4i5y6Bt27aTMhJJUCXNPyg/D2th6yvHnjDJ+ilKLNbAWSROibSssAqcjvH4WV9KyFsl0wcNrmZ27IwoK11edzt21WMgaR7cOHkqY8Y5ryxKR4OWpFntt5NwZqSUU4TJCmLBas5HvgCB4yTWBMqj1dNyQH9auszAfp50awREWD/ALlRjJebEsq685U0ES2rw48UC6yssEWFxfiBRHa2aAlF6t1LFWhLgAOGnCaCqgHkTJcddUGAC84B3Ds7BEBw5ZQEZQYMUICUNnkhQCtqFGxXT7cW+++BHPvBjr7/w/kfPtThsrrfOOW0LOII4o0i+i8GjN8IedFZsxjM1HCgGqHgYQVtCy8xKzpjZ1yyuLJoacypOvfKln/ld39y87EVSliMlgxqCMPuYuuKShVSU02+ovGetthEYjF0LdorDS+2TjxECUHijikJ5U95nZkbsFIRAzjBGwVCCBYAAZ6QahZp90RqDbbrEvH7FezM+xtEyeTUPECzABObYs5EaBZBSYAoKkBKTP3DcPPfO+7/yNXt//8vmt50Lxrso1ECFs1bG3hmgkZK2qDSiY+DdBtv9VUkwaoFxpFct8GMX/+hHfuq2Wa3Uqglb9PGjAaa2zvHp2Tz7gY1gXmFwgGOAqCZrHfyV6e69X/CF1f338NZWGWw88qJqJuzINDATk0e//ynWKiKqzKvdVh0vl6v1RERgSmK8XgYVzR6pg8OrgVl9PdgJzVYdyxjL79O4vBGDnpdOGFjaNjKRdvEB1F3CFVhInl28SAyKfXHxfbGY1jVwmLRe6ccBbhnkHOQFd47xEuOU45OUFTEIVxioWJHXyD34UXT2l2JKcR5aaiHrKumY/d0BoaguWkIsza8AlniPyTFWAXzfJhUTvcHMMU2BKF4VHUDuY/WNeece+gao1Pp1LDHbgRBeCcLOEVpqdcOaYelSZ9sbgSYHEAPUjPtvsvg77SInqPNZSbw09eYrRCAT0fRsNTMm7nM2kOh/JLoqvjB6hvQuDdGU0rGDI4tdaBrvoI6P4g5WGbocP+vsUqNAtJ+buoa14tWyRGACTERZwp0lp1AiVemIQVgfENBZipop07JozeHTOp4cSJr7yRznucYj6i6WwhBcjFNPmHMY7Ep9FsVyMYiZo0kM4rxVEIOJyDmz2HUp8V6OJylaxS6hnVkPYjURmEwEg+8stpi7y94rfZk5zm6nUAcDOSMHBVsrLbsCBHM8Vi4Pj05/+MN/+H0/cNfDF/eqFjCQY2OKBjFgArwur1l/KTYJa8/WgnonmQoAgdTEgcHEcLUsRjS6ON8Pp29pH/ykl3z/9+D+C1aW0fEA3gTq4ZdrAeg0xAyUmzP7rK3Gq8Jg3jHYRB/7CK5fYlAw543N2c1pZ2tmZIVDxzYoVPvOoviF6Yx6/+f+1rABObQZH/vjxeK3Wtdl7mP6galRAeeFBKZenLjR457qF977+f/yu/HZn4bJ2MAjAly3UExF99RJPShFqoSPp6Q24+OGedxhHW3Lqnrs999SvPdDOyJC4smZ2qC/15bkx0qUy7OwvkVGMIYpvMIZyHNLqNSNwt3PveW1f//d06kFnRDBhMGOHTlSVW9gLlVXsEpmmmfdNyUMcOvkXv/cXQaau9UWNQC9CopyA8+uJiOO2d8rYWgZtiEidr0pSwR93MG85af3gC9V8MvdM/hUv2bwjxNRQytE04DT67K2aKU/cABLcg4tPwqRjiRJ2CYeAXGvIGVHoEGHYc5hMlJkdm/VmDlnEkixzG6PqCKiAkOSVUq/P2v0I9ILO+aEufPbYKIYoqNmEbWzWV3Xo9Eo5qc51/npD63//7KA+EF7ZE6IrZzGVXlqTPdO2CPP9sh3IPfFWaYYdO4h1N/eMStiqUt0/exKyxN9DEGECREPLo1J1ZZ3fj5P4mTrVKP9cyKf82rKutylbmei51n0wrUl/5zC0xPQZeZlQnk/n7uDjVRadNFktg5KLVGZRuAU+mzu3nWm30ekRLfEQA7cTXMRch6vkiG9ZebBMo8krsBAozOQ8z55rmTMXrfckAPLuP6iZnG9yrOLpjxEnczSscOqTeuyTumvHBGZ5r2LZIBfTq9+W2ZmZITu5nO1zbw6aNEGBteGUTHmxoioKnBucXnr8afe90M/cecjVyZNs/DmlEqluAQYe7s340SNhowNCqo8G9F2W4wU12whhUGCaKmnbt/5sle98Du/Re64hYqiFBDBGCDHm2rqROIZH1NvHKxqL737/e184bhoTeJ34OYUbcYzNqYmDahmIqPCqDAIhJgDGtaK1Ij9wpVXz57e+6rXPPCNX9Hcezf7kQsoY0M7b74xnunhDL41MJlXunj00Z/9tbPwThtTC2zFswzl/sI1BaXOZAAayAAtVZX8k57Ofc6nt/fd6f3QpGS9Vl4Xy3Wv6Rt3B5YqS96GOHJWKZxtJcaAYhW18tE5yQPR9V6sJVroC/E8Lmx9T3CD3jxSG3gzrGpKV+xS1p05B9sftOoNRGIDsWKCHwMz0v5lfcyZgV2xTL3r/DOXxXReQEfBZ7SUiFVsj9y6IrivvG2F3+gBUq5ty1+QH1p/ttU0Kpe0bcNisSiKIj/eddx7rDJ2oKBLb8w76PIECzMjt9I1l1+vlNaItfi1dYR5bEMjVuW4eWra4LNyz8m+8YySxjI/bwMHoBvFQuQ9qGky5G8JTdvtFSgdFUd2VRSD0wszVWKGGRm4yyjsCbfoT4OY9QcNx4RzDKZoVEWmGMNBVOZAcjngb1PuH7JMkRyJJQ/P9TbCOIfziJGVFAqiVsKyGdWyi2urCwrxQiR1aOQJ0S18RPrVS6fGzRGhRS+WEMDMhRUchF1QFUe+4FHd6Kgoqa7PKN/z1GO/+29//I4/++BOvU/s5w7CgBKDtd/e5nv0RI029nIRszEZByiZ7ox2DsNs59yp91fygtf+3fP/89fJPeeO4CegIsAIwnBKbG5jMn/ShhAxiBgLwXhef+R3/nCsCGQOHEw2mfWb8YyzQ2ax/I4Lm/ANWqJ2SlRbcX26c+nC+c//X74Tn/dZ4dROUzoFSsa4qQm8gXnP/CADCbXUWlvJr/6We/N791ojEyUKhJEvNZzQ5CPfzbNYh4qwjQIvuDi49cwL/trLHy0t9XENGuf6QlOAVKVpPvWiO7od51eZqjTHxBwDA6KILBWCsFVdQMxbi2q0Tj5FbNxL4DL0mNlgQKlvTO0Jq5h5nSOHvGpcQSOc/tQdUA7PfF9ZKmFQznYVIq/U5SJiXQxX2hodt8+sSpk00eIpTdrVqDwh4hzAaN+DFFFxKsHzwndp39LD4yiZy7bQe2bqCv6M7W3piudVfqLUlvU3QcSoi9lgg83nc++9c04Dpbi5dXp2vQ1yvVFzcJ5zDHysL2VuvpIaF/NuwPW2zzzI8Vi7F/T9WmVZrrf2pT63dccXrOW2D+AQ1gx11oFu/v88wCN9bjz86OWTdilHhoPVh4HF6/phDuJMBrg3ZS3kTkUJreU/DhIy88fI4GYc8LQ5Ms/lyum2GpyTAZJHb52KG/i4HAvmu9fLcq9815Jn6FnXpTYgttS10V7TxByxsLYodrfmR9fvFi3f+dDbf/SHxh9+dKettxFPAQSkYNtgvBNchikTm04EDtSCGjAFm49GH3DNp33X/3D+a77eTo+CsQMJlBwntRt0kyV2AqtqtiBmLnijy9euv/W9dxs1GkbkDVQwq2w8IzfjGRoVAQYvaqBA1Jo5ZlOjorjcVldvOzv+gs972Td/nb7gebS1zeYmAa2DEKR0LLJRCzwbOA8g82zy+FO/96M/9byDxdhaJZ6ZgFwT2hOLvCOIEBhgbKIGI74+Ht3zmi8Jz7vrqHSFHWOOkiqh6MAxqEdXavc+Dvv4KhPHQMf1yj6vU481RFnnDVJxOTD5wHH0Qr7BY5m9Yz8ipwpz2STQddrnhWOEN4MGvFRP5we47DK6Aevo3IBuMueWXCIR/X/svXmwfdlVHvattfY5977hN/bcrZbUmpHQBBKDwBIIMwQwkGCDLBSZQaICBkIUlW1wxZXYTmHHThxMFcSuwqSccghUAi7HBgPGCQKHyRgEaDAYqekWUo+/6b13373n7LVW/tj77LvPOa9lqFS63w/fLemnN9x37zn77HPv+vb3re8jEpxFGxZYErYWgAODKtUs6UhxlwLAJljlmRACMbEzc4r1Yyfuuu7w8DBfixQ3Mjz5mQYYtZ/KpPIutf6ZKFFVn4nNK+U+xj43465Rnk91/asJcqiPYSLHLfitXPc5UzfBuhizuHW25GSdT4i1CXNb/iqBtNr6cn7LTPIJyyPrRtCJD1ARhdZAq6b3C7c/ebvAOCQDz5xfUqPBmsqb2/OcOY11fyAJm1mM2cA2asQzWUANmxR1hIa6J1ksgJACG7dTRi5VV6IDYChInfe4MRJtmpNbN14Q/M6HH/7V7/v+hz70ESeP0I2wqB562IA3xErK7rzLUjt/o9VE5zlDARUgyMENokcuNl/2vf9V/OK3Hh0cXpBm0ce2kZ7cYMFJHM6kvEN5524orAnBDMLkH3/i8Knjxp0CewoCtR3G241nc9OBGM7wnk3ZBbzgRju51ixu3HP1Zd/+jc/7pndiucTe3sZcAiRiGQEgBj4Ntr+bwWd9RIAblXX3yD/7mcUfPH7RTRCPXCENO1puo23OLUJ1eCRq3Bt3cnQUju+/9w3veNsHhWFkQ3BzLTPDjFWYMw9DSUdn+jHkupa49mbAzEKTZvViMcPAWDFY19AZliC3V6U/KcVrTYOYexisUyZWnD621J86SZgR84SCSM/AzE45Zbkc/ETPNjf2rNGj5qTmEeM0R0STaMFy7qqOWfTcxIC05lXqspuI0GynSERijLWdTGmUSrWxSCjmkOU6McigABsoEV8YLkF0S718EvjM8IP0vMxEucgqbZOUuii5uIAQiFEnGqT/Ftq29gt1d8IUyNXlfgl4SCl/Bc9MQClmmtU6vk9EKpXm3Dwmt0dmHw8qlkNJOluJcrPnSGkL5cH45IyGxrLbgm0kgNUpETV6rG+xid64/KrEURYe7Mx9E1SuoRPibr73kVZ1MRYqR1uzsnVeSP02Uuezl3ehWhRQoGA922bGtAWNOt6pnwS6nCmddZfiihgMztjqv6kCvkl6EDyeiAsa91ZBiN2LRPBzP/+r/+CHLjzyscvGK/KjxtVwABEwgbMvl1v2m9qN8zQWxOzeoesZIFqoHBEee/DON/3V9/KXfoHtLQM3riCS5JgjMDHAyJjWoIOdoea529JmmMM8eHzyd37vYqesZgx2OJLV2O4e3I1naQQPTtERhdxiL7K4peubewf++Z/9J77jXfyGV8eLF5K7KQV0iI1QYwQlMW643S3VZ38YucLksSef+vGfOdx0HXX7DpAYIUScZwcnAiKxChpzMXOjm4vm3j/5+U/sLXuWxUm/blREQHBL74Yja0fyKdNSUx/qBqe6JkZlOIlkKHhW9ALmbhy+dXuoK9wz4+P6vk94IFmPpEfqEP2WK7+haNYUQABoKjqrGK5alFjr8crPt+aEqfRkTi1PtStgTR9NKKbC1dQEiIiUJ68j5uZW73PwOan+z4wKKDndZ+wv5QwArqHLpA+zFjROuNZE2CngaiEEp3C6iTdv3nzwwQeJqG1bMhWWSWfXxMCmDkyfZK+f6cWyTTYb/mocXJEz3N2TOwxKQZ0fNi70Q7LoALl5yNERlgw3U7cbp82CbDBE7vlh+QktczyUySEiB4OYx/yYI3DaiSBiSfiHBoeV2rLVt6m0cLi5+ZDzJkmN7GZqNY0JOJGLlMZLd9d6P2HQOXu6Yqiy2tM1cdcBaibXnLTp4EO2gTNTndfnrukqDXNpJdM1hSsknBaqDYL66qfDKiBwG3Y/9ObVJi4Yc+kFKM6p/tqvtbzQXH8775vd3jhMxYsoJC/UYYuG3NLbIQ9+NFDr9hGcQxe7C2r3X7/12I/+2K2f/OkXrI/p9OiY7jCyNoLgHaFPSdlAMGc3nOPu7f9ghzidUuyJGCSQx5dN87Yv+fz3fqu97CXHLnsOiUhOzA5PifbOTgR27KW1sRvnqrAGuRox2tN+9ZsfOlBnt9RpYvBIJr6jYHfjWRpH6Pak1dgdWkvAzaZ9/P47X/zudzz/m97ZXb1ChuDk4soWXBuYEzoREg4mTQSa3RQ+eyN3bsD85o33/7X/sf3XH1p06w2TKCx5ZAAMP7c4T2EgNqfObAHaNOH6vXe86su++FFnKAWNGkjjVpfFGJFINJRBpXZPfEiq+21wB6yLp2rm3DxO2K1J+80cvUxElaXmM7O6jsyZB1XQ3OgPnyFom4YGwZq6GbKzMGc/6rpQVTGwcOqGsVn/BBrVkWUYazgx85t5JqvJkgY2kXcO2k6ZNzsBIJIzE8mLR0gNHc8E0vUx1HxRmShKok1CjHG9Xmc85ggi7jZJsZuHUsz5pYm1Zq3VHGllz0ICIYQzYxLPTE0sjZHVz2UqBq5A+KRvbS7O3OonZevxWAt3iZhl22BZ5rPubWNigOrGwulFqWcMnlojE7M5QCAf4JxXhNj2GIYFwJwNNqVsp9SS3cnNPveqwdioBqBifYSqlbS+zQtTVwB5nURy5l1f34l1wGN9JGYmXLaEKFtoOgaVgMMhzERsqQkvM4fOTMzCTLHfuqMG2nICA6ecsheGX7CQnKoHNNa9ZN09/EP/cPWTP/M8eL+6eZGXJwGN0UIBeM+IbOTcGEnKGdztzZ6/sULfBdbQNDE8HXXzxle98W+8t7vnXlU+JOStWwYIqbHcCB2ZEAcj0l0ddu4GOxCCa8S6v/6h373C5u7iEJADxpCdbHM3nq2xuHC4Ol1dvXj3jeOTo8Xy9FUveuvf/WvxNS9ZHV6R9CFlKbcQyb2XQEwwkDFkt4P0rGM8d2fr1r/x4cd/4v9+6enGHMTUK8E5ZWPwuW6wJwKCEVGzYb/R8P7rX7m5927InnWnJ9SZNWdGS+e6fOsjUpfRGdv4ODqzmFJsi9TEVGRnlIy/tk+SeIFtxvQ24C6X0Vay3MidilgxkQ+KSiwKcCVT5OH1pi6dnkOJkRrLmJOUbmAb0lkQEfWWRJgDXeaJ73ERRor9c9QhY6l8BGq1W563s6QiqRBnH+zyU5U/MDA+2PtPoWOqp/MxjA0MJ8BmEs9dhV/TxA2/tr6cZANiIPHSzy271zuD3BycUfdyuWRmMImwO6HSuD5j0sbYsYNm2BszFeKELJ2fY/1yE0iAsf4QVZD3BGBMtMqYmcEU25J6AidS23Ij1HzmRCo5cnOhrWizTvp+hg2ULf7BFpAPt/pEbprQIxHLdiM7BdyXO5SF56l3ZxrkTK5LsnXFbKOnntWalEtWPTWuizHWgLCstPoV60Mq7N8WAaIcOY+XLpkbPEeM5CNnYtrODOcgi9yEHHzrTJrnMQXeJS5UotleG1brex5/6vf+lx+2973vge4okDCWbnsBLq4CBcycYExI0efkO3XfuRybEJlai/zxZbv/5s943V/5zv7OOzdOe+zoHUyQHE3DEHJwDuFxJ3LZXdTzuKcNdlUN126dPnXtUGMgiOW3KNvttOzGs7npsDoNIr+/Pj5+3l0v+Iov+dRvfFt88X3d/gGrNSCCeVBAEtBLpnvB4OSRYg9b7gI4n12M5+5Y94/+6E/efe20gbVNcxq7SIGcxEhh59lHzWFkaCAd0THrrYPlK9/yWY+pxZOorKd71mwMYylgOX13Zx7t9NfNbO4OJhBNDPFRJYCfGSO2NdVws7O89UvJKBgJCOuv06vX5W8yWjwzn22ODdzddNvtU6cyDFHaozVQTqpOD5sslRoYlKjuMw0hJnb5Ix3sUP3n/UlHjIaR+U36PJuqN7cCTnPPUeAVsiqYB3AeZR5MTmTykzpzPCeMpyx2kKqu12sAi8VCVXPmNPzM63XW9gPN7zXMGMU56qCZuWuMceJ1OekumxCYE8asth4pfWK1XdB8/dSE1aT9bNK0VlZU+cMhl0+KcDEHlleS5hqOlg66cvDpfNNjxszhyOEGZ2VFzOdfhwDA0no6yT+oT7BeOQNG2s5wfbHqR5bTn3TQ1adW/nyy9VDP6hTuDpGxQ48eDfkuqbeTE8YLIkNEPXK05BCeMLB/CCEEU4O7pJcEgSld5LRTc5Gax1q9l5bv/+Ef3//pn3sJVmzr3nAQ7u3iYmlHgBkMUHFiHw6P2DAIdnfjXH00LphW0RwP/an/6L6/81f0ngsqewcArEdDZu7URBAAAYKDFAKCUMfoCQe7GTx/xU7q5LBHHj2+9vRdgVxB2AHy3XgORqub3tv+yqU3fdd3Lr7my7qLy01YSNSlAx5d1BJ3hwCCONKeIwFCRtjxzs8F2Lt585Gfft+nuCi79n0LWTOCMyFv2Z7fPQVmMWfQ2h2L9uB59xy+4mUxhIN270a/Wi38wqmVcnPuf6Bq1bcwc9VUCBaOa9sJVhpvtvQLRrXmUK4NU5tsN3KFN3JdTwSFobxc7gJiLhVnfuDwUrat/QDTiTV/xYkVE/lhx36sEPOcBp5b+HwCGMxtbgmYDwNFYgcCl2jscXoEAMTBxmNLVhJVrWWjzLqa76rJ0jLq4x/IEPJJdBiqyptHxjYTa4p6DUwUku6paysXzGbW9x0RNU0z7EeNSKE5OTNJk6s55LndImadePUSxThSgs7abkgTVS/L9MgEk+YnXkOOecYAZu2XNWSa+LLWTiR1c+bcUHRyGHX2Y62eHW1/VO2dZ6ahYMq5oXaXqblKZoZpbUQ0eUIeS1gnzD8RA1sCM8kyt9zvABHTJZh3oqpqva+R/rwA13mM59TtSbc3r7lh8G0a4F+6+0a5gqjmXCTkmwsICEsRY7PWLaipRW/Cit3BAlqQ3Azxte9/+A9+4B88+BvvP9BNbyy4KEAXV4aToZgMQKg+PRS7KvO5GwYBReWe4HvaCpoNNbc4No3tdaftZu/3r+5desdXXv7z34j7rxA1bdpQgyALqSs7Td5eyBa7nfZzWu1sAIpH4d9+6OrT15dKpNIJ94bWxZ2Tlc5u7MYfbtOAHcjCDKiloFkXcWIwgwgcYD1sFXzDaD0se2/gxrSmzYcvPHjHF3726779nc3rXrY+PGTwvsGEe1IAgkYQaoXN8F5DjHb3kfH/01gDDSBp75YQYcrk0NYi93T6Yz916YnfPwp0EMlBAm7NDZEdAsTzsZHlVfG53T62xoDIK2756cv3v/Jb3vPRq/cdB+vtKTG7eC0YeR0APal31Y1AVrckCTnB3AgEgztKMLcbxj1mrMMOfX7mmQ6tjiOrc8ZyKUwOhsKGjXhE7aFb/VuhUed4rIaLGUcRCp5EZsSAAXFpHLLIDGf2+zGxw9V0XEljQhNlaihafTBzZFhDkZriICIedI8TMWvG1WYUtnVwOcTUiBWjJVw7DzTzwUXGTGt7fYyJteIkOe+MylLD3HwFokZBBmoXC1UNiJ63T1FtE+hEEFi+HbmezjDnZIVgzERNBI15+yBf2WzB6u4+XCxL3O/QETfJ08OYiS0HU462dqYp5pA161XTuczc9z0zJ8+Y4YcBKhI6AAAgAElEQVRlnZRbLG0opG4xTmqwHKeKBE7cAfMEk4KZESEJTR2W/FKEJWpkzqkA5U5g5tw/iaRcLILoHOJWoL65MTnI0s+Fz2jGc/e0H+Nw4qwrxiDkTo2FGLoLmClJuZkJLA4j8vS0li1OMik9JH9sPU7bpilfC9OgZy7oDO6jPQ7DFk6HEMZ9v8RBUrilmdGwzUHDjkxOlUxHRgjKvZiDqQf1jRhJ1/dt0wYnaFTrP+2p1fu+/wf33/9bd65W7RDoSRPV6m6cp7EHPwW5N43BgU7MsDkw4sjK+796afHp73r7C9/zrbi4WEkQUJtjLxxuO4eV2xDlgQCO+nu/8mutE7SnQSbBcPEdxtuNP0pJTXBwMvcGJFnvGcGILH9M9ycibOEg0j76DTYm6JuDj5nduvd5L3vPN7/gP/5y3H0Ql8sA8V6JRRzCiRui3cfGsz9CjasJgdgVvbDD8fStD/6fP7UwWoADEKGM4EXs7edCslnawib6IIf3UCI+5eaO177y8LWveBS27LxrFMQHSpuAOYVSa8Amuq8zpFPjMcnpqsuygmcmKs2JjV7lNql1a1MdijBR4s1xwkTGtoWas7yBOue6ftiE55lnN09Ymrpra5KFUMIY6iS0eZRCRgszw5Wa0APQ18LRigcr/EnqM3pGao4cswjEGupPMNVkht3MzdyJmfoYmdmGI/bM0NI8dQ1n9drVr1XTR0Wql4S49ZHM+w+3+eBT69axVtMxccqp+a5illMjyYnTaQ3n0hUptNV8osysSEmRNxNy6r2ZMlPFD/jQZMdEhexy326R5F0DYhIO2ZHFQaDU9wrPVPDwcg4nt9QVm3hiH99WNmprJJ7dgOXeqZLkHMwyvvExPITqy1HPG5OUdwOpWnaTTCA1x3puokthlKjCNqsNCML8HQk8snIpIZ/5J3BLKD001WRur5Rq4WwpLNBHoR7CJAHsZrxcrLXf6/u7Ii+O1o/+3b9/4bc+eFfXHTL31llSrIOReMNdAPr5GwZll8YJsJVEpc2ec4PmWmzWD9z9+r/6HS/8gs/zyxdWTXDikD/KLXkj7Gqw25B+AcPl1unv/spvvDh6O2xeEYxgje2yK3fjj/oGkt4JUqN1Vkg5ubIB1DW619HCAwCFLwJOrfvE/oX4mZ/5Gf/Zu+ULX71p2j5wcHB32oYlKGGGwdprtxif9SEZJA3+WpqqD9B6ffTPf/bk33zgnt5bB5s3aAyuhJSumgqK5/CKlRYZ9jOwX0+9MkjaJ5vFQ29500dDVJNFtL6BEQUPG/Rzl8sCger051rTVVFJRMnvDq6mXMpiZodPAhjO7GebQMEi4RvuB8wh6JnOh2eCq/kjS6NRqkdTb17Kjjs7ZW4cJ13PT/3kibZ6JnVljXzMbMhjoEHCWvLkBjkipuxffdaYBVLXvhTpQlQ62AwhthNJNgROJOeY9KuhO0tHeG/qFJqYGkvIxE5PT7dphIQYo7FM9JA1/YVxAvi8Z688uHxbmLTamrK2AN1C65lnafafxECP2pS4xtigZYKFahQ3j3CcNIKeeY/UpqlFzVgsWMtJ1S2a4+bMfIlN/UxVan2/TGZ1tJjhZybO11B8ktpXH8Ok/W+yCAss3G4iJLkkpWvCGLdBnrmAJ96qGPe7TqSktdHO/HYbvcr4RCZIPkhyYAIB4YL5ccCqITZpOxHCE6e39i62F7vu/o9f+6W/94+u/uzP3L1ZHzD1vgEHd6Is/PYUTrr7ED1v45TQOAS8Zu+CLYh8bddFPnHfna/7C99x+au/yi8e3OxjQ+wRwiAkI5+0hGlXht1mRTmDzfVjT3RPXNsjWiKcIuaNI/dwPmRXu3G7DIIzrBAnCZYxzODs7uQOatwFXUe0Zgfkxt6FO77mK17+Xe/FfXcfNbaBLiG06Zpm6dpbGzaAgBdEu4+L5+aaWtpbtxSPQwYwtXB+6vq/+jvf9/yj9Z4mV3JbNMuj/tSIc7HuMBpQ4nMC89I+t9e73tVbXzByrIz9FS+nN7z2SfIDZpe+ARm4C1wXbfNi90xd37bAhSNbWua4rqwQy+4DIJNB1pierbA6ALiY76cieNrXNzNzn7syTArEeWzXHPvVVXWhXOoWsroQrwvc4vJXP2eROE6sYtK/qpqSuOtjUNXQDuI0ysFu6dsSVjFqlHKIiNOYNi7CwlxhD0UJpwZCL78abBVHrXdwLzJCFPOPBPuqNq36imfQwmxuQhnarU9Pm6ZJMjxzczN1zDvl0oNrLveTwLzJtkItIq3xVanvtythHOcxWKEOZhgOn8ValF2MeSbhxMZzsoQwawIsULZ2GfWxaLlwucXOB8+Qmoiz7FJKEkM55jKlc+XwdrUPyuLJyp+cxYS1nmPXZ/JBxVhDO22fq5TD9YWbq3PLtKeLMmH+z0RrxcHlmfZ6pOwduBFXD9464g6Qj1yC01JZjIIDqne17f7J+q4/ePID3/tDi194/76dsmBlCg5JzMNloe3GuRxRIFENaqSLCEJ4eq+9/sqXvOG73nPpLZ9rFw6i+sUQoGDA1UnM4Q4m3yk2b7+h5M1m8/iHP3rJRBQRvYE8fTgBAR53BMpu/OEhgTvDHKSDS3vSzYTUTOHedtKxbcgZfBqaJ+64/NDXf+1D3/YuXD5U0T0VBpOBuEVUD1B4pi7srFJ9N54VsERmzh7hAe4gJ7RHm4//458+/NhjB30MIIMK+CSumUQH+7QzabRn/ejPxngYGnj0wuVXvfPtj1y6EKgl966lhZEqnTS+OOsTrURpFSONCd7LaGdkc3KGuUWKjZ5kcFddTyDOarptuDXlao+HLrKCjjBki9fF6ERtiEqoWdtdovb/HLiaevu/Ti1zd+GQJtbMTFVE3KBmEALgBiJ28zr0ufjB2IBMStIgKsdFAH3fTzISJk6S9RzWPFgddDax95zisfGE1yrWjEDSd6CEE92RYKEQu2MwI6zpo5wSrKYs2cF/03Vt24bQ9H2v1jeCGFVk5P+RAs0wymPcAqeJnUzFOwEE8zOaOYfc8+yIoxgIMcLchHMLe4YsjUx5podZulJIK61ezF4J8Wa5haO7Lk0usyRKMT1UzRIJnE2MmMzcNAUup/sLW5Fv7h2lbd4jDdA8Z6SP+MP5hsWZ+LCYo6ZZZSaA3DwWmWu6y6JSAv3wmFpWLQucfGyTC08ySEuBJXmfYkaNljlk5hi1hnllQ6eWTE/i0YsmdsLsTdIma9ubyQrBzMe19p6Z0JLpLMJN91abfeWoij3W0/WV4/WdH/vEz//1v33lQ4/cv+kjW8fsInAODknrCYbMF+8+tM/daI3AZhKXBijdavYfff59b/nb/83eZ7wmtsvAYFAxyibOzV3ku76Z23IkA+iTD//eXkwSOxjlO1PPe+zVbpy7wTCG96BI0YkAEtUlSQ5UBaJbL9SxHENOX/rQW7/vb+L1L+8vXmgIHDuyZsAHDFYnY9jCWZRgtbnTbjybO0EI5g43MBwUADNcP3nsR37izi4SRTcBWAE4GXmCdjIgvee2u5em35In6wUgEK8cy1e/avFpr1ktFs2GQLETtD3YvRdr+5Hiq/6iSKFKnTRPciMekWYTDqTwFXWDWQGKzKlMKi4iuctHJNTb+aVqTL58xdmiIJwE2BJ2movK6tcthWPJ6a7NG8v5hhA0Wv34UlJPxJOTPOtyqF3X1STexDsRPAptm3QzThoIt6rIMZwuDKQNiKK26Z8314UQSpE951LKPMwXQ40uYowcOMbI3Li7xigiqeYXEbOeOdS0G0qy/IDVz4yhm5Tvc4VhPlqmZFyazYGy9BQ8YKRa7VmfvpkRICy1cX+9BjAQ0cldRH1KTxWvoAlZlwChmyEFLRITk8HdPfbKzMmvSCBarUMtU0qUIsZtcIm0SQCGu4ikJ8yeR1UHXTraaINx67CUmAbgR1CNmCVSFLbZh0gBTna7acKZE6JD5SqUXjide0Wxwmm0QsomUTQlN0sHU66ysJq5uYjwYHKhboMfrSNNJkBMagbb8vZV/gTmmDZdnXRN081VWOWypCchjTXtHIj31D2qUjDdrO7o1ge/+/u//L1//47feeRqXDF1YqIQJxHj1o2hDlW4MQEIO3+H8zcW5gikaga+tTyMn/UZX/bffre95iW6v4QZoWPi5BULdiMDnJwpxcHurHVuwyoOp6f+0Y+1qkaubpqiD1N557vLuRt/tKo69bw7mRNS4GrvfSMSlSB8gg3Rwa0LVy5/1Ze8+pvf7p/6Il22Bu/dg7SW9owIBo8EgBonUqTd8l3373OzE0QpjF6SIaNqlPX6sX/4I+GDH+HNqbYtdSPSoQQDJyMFOx/LslAiRrkcVqOnl4uHPv+zHxOmDq1wBNhFmQxoB6+FQt9NLC4YWeMHc0NqAxMiYpa0WvPruSf0kPrxMjWB/AhK+6P531T9p24uSfVojZEwk4qlf1OS8oS+K8VcqvDGaRC5w43G1vMjgFHHaxV+xqkY+s1jsicmnPXD6pdIWBTPkAhn8Elb0QSaTtrA5sinvFahNzEmLed+KqW3DWMjzcnzF0/CyVHlx9BoAtebzaBKjUU3PIdnBeUmbxjM2rQmosGCqQqNXBi5elrKspl4q2DG+aTXSZrYuidtuhf8zGrS6RUccEstmyyh55jRsBOAcVYmxwh41JRsYsjrBTAPf597/1TyyOyEmYxe3EvCe5pAHmwzfRK4V+a2ENETGe2WhCeinCXuRBRdt1eQtznvc6XoZLYn6RGTG6RY2pQrW+BcLfYurzW5vvVFnLo3OcJ+x8dY69L2Tk8euHl885/97K/96D+5/PT1yxobi45+AYGxQxp4CzhsAzOGIXvj7sb5q/rRm7ocPHHnlbu//muf/6530P33Bg44VVpyB2/IApODIpGCAyy4wXmH8W7H0cJx4/jkg/9uqRZZWYngjbGDlIvD9m7sxh8OEoAc4nB2h0PcGQRprqtib/+o3zQXL/Ob3/Tyb3333ps+k9pgbmwdAhtadXJ2SaJAFJcJgBDF1+QC2tu9xTwHGMlciBAaAzyK9yfv+1e/9X3/06ccn4jsn2jPleUbDyRe0jU9t1GGM2vN5ASLSDDyk3aPPusNeMsbj5t2T9Fzb2SLPkTAWJcWo2/3yGsRVC6GzAA0IaSiLWHgjATMKdmmpxdNVBhlQ6JUsPZkWX0GT6o91bxVX2RfdRE2qYAntXINgYrkclzRUu2+gBmJUWO2tPFf1+WTdr6J60b9cqUXKx3GvJNw4mkx4QCDiGIAjduY6TyZJVPe3WXIFWRQbQATWBKIDamMdmCApjYuZN1LLqKLsNrw+6w2dBFOrGUmD4nn/VrbJ6TSi+RmtlqtLl+5o2la63WCWCZ9Yhjbq066QAuErhvP5u1qE0ic1LBJMTtfNpi2h8Fs2x03ITyBzEpN/mqO+s5s1ZubvmLcsak6ZAwMvjvlKYufZDr19JikLxbJLqZl7YzxjM89b9OCSn5Ag/sOTUDgpBO1H1+7GjBXytt0CvWODNK5pCTJ6lXGZk5Ayd5UddqKPKek8fBzcqfh4DmB0nJX8tAJnDZ86tbZAt23dKUbTdpEhx5USntTOvgPAaHv1s3C5eTkBevNUz/2zx/74X98z9M3LgRRjUreYOlQB6fdXUAN5mRGJEaNi+0Cbc8hzBM6keXHl8uXvffbn/8NX9sfNNwGW3VN28a+45YZDJe06U4gTl7BpM5s4J2u6vYa7IaPf4Keuh4sGlJfBQLIweY7kLcbf1SYJw52UnYLbgIAdAzSS5c/3q9x59VXfv2ffeA7v2F1z+UOzUEHOLm0BmtAcETKmWNMEFAElBEsu2ITfCfcfPaHuHUcGgMr4I7N6Sf+yU/ef+uUXVW94VC8cXgbQ5XMl59jCxaq/k1fGJHCDXCmW5cPXveOr/3YhYONUAtz9A4mFYY790Q9UZgzRRjHJxBR13UA2rYdmw1qekgRgI2bstxZanBVishCwc1xGsbuDgXpiUjf9zVaKN16c2AwhxaYRQJO5JQ1iZHEjRj7uNTyzpFtZmVJiqrTryZnpt2DoMHjj9x4Uqw7ppEMGBt1oAqBmJhYMmenyxK3UBJahIdgs8JAuglzeUD6YhISMO938qzPBIC+6xaLRVJswoyZ1UZRDVMoNZZlTuawRsjlioxIv7NSHyZi2rk6sWiCnykqsEz7HKVPVH+zJj36JP1gkx2TZwKKk59POkjrb+s0wvosJq9Sm8FMsHcBwLX1Ua2sTuuqwKeiB8bYX3R2Hb30W06yQ8xi0UKf6RY7g3kjNpIxsplNh1qAbgg8j07Zvg+U+MQZMh/unW2fZej3OaxP7z2NH/zhH7vxf/zES2+eXgWZxrU7kfSAk3bCAFEEQxUa2RxBnFvIegfzziHMc72+XN7/n/7pB77uq/uDBQcx3fg+dbZpSRjExlCAICkcwwgGF++gBJddHXZ7jb7vP/qI3TqhqBRIvSc0Mmyb7iJPduOPCPNISRgu7gEU4AYyDtdjf9env/5lb/saf/uX4HCv6SKFjQYmS3tG4gCbgVMbAsPJZfiENIj7vrjnj7bdeHbBkpkKgudu3Vsf+MDD/+LnXrJemQSYNGY2e5tIGTuRYQQ5Zx/yiWhj4Xte/crFS17YsUQBwVsSNSIOrbmi9wYCmVSrdalNlefKxYsXr1y5bJZ7dpKlRNqeTzBvUsa5uxLqX4lIrfgycyKelJ6lPk6deLWeM3WXzU0XMZZNbs0VQZMad1Jl1hBuomaceJyc8fyVP2eqlROtVBW4VteUGEv+zkwmzMBmMILPDjd14ERiY5JXR5qotEkxPJhnvjg1uJpQoxMDw9LXV7fPTSMraJw0CDRN4+7CbFEBY2lRKf1qzFP0dROIMsdIZQGUBII5vsLQXLdFXJ5j3IrpSGW2kr+aH0C5oHKWPSbGYt1y4hP4jX+ffSgwjaacf1vUmJNFm4BWDeHKLZmZ3so6aNIOmpLBkz6TOGfEJAOhDMxsmgg/ua0AFAPY0s04ybuvCdKilqznqkDlAvkmjPEce+fMCR9B7kkMY9d1E/p0ZOtC6GKPWYJi4Y0ZUpIGg588/tKb8bHv/18v/MS/eCX8KJ7cCOQgMQlGDHIsljFt7aEHAU3QFLdqa3S7T9BnfyywbNB0OHWcCJzQrsCxXZz0pxfE29j95sWXvfjdX/Xyv/hNty43C6BxElqYg+GIYKGSXUlpa505Me6L3eSe4+q77Gw7osFhJhqcxY77j/ziLxHZFcgmWh+aJqKDrkVbwz5wvKusd6Mat5Z60PGhIYB64JTYQeIOuJIHV/KNtu117fdk0XTSU/vwhcP9r/y81/7X37l68OrSFkYk3OYPpJASF9K2ITfg8vYSSjB3oPS/3UJ8TsYJCwHU92jdn3ry0b/wP9z/6I2TS4uDW+urvjhCtfGLrQcfAc1z3ZZnOGCcdmEViRZxId442QHFm47f2Vs88EWf92/39izaPjonikwGi2FFAIOo358YfkzN9AeowwyzuOlWIiKS6Th4U7wqalIrxhhCWCwWZfc9r/EQalt5NYsatwYt5jyOPgtDuZnacsys7/tSi3dRmTmqqipEWEKMsTdNmi6zzrVPwjbN8jZKeQPpYGIn2d3ETCSkgjUOFaqYg8iGZAUSTkYXHASAx17cRSRI6+4elcwIAoCU4U4SEsErCSaAYE5gAQM4WZwkOg8AC09cNzXG7HXpOSfBOTtzpG6oJacYaB5KfEux2vkiwpHqacegoIOZMnHTBgApa7uU1zVIYOYk++NiVVLlFBAReQgNd7om5q6j4Mu7Ll8VrGE9EbktBspbkl2dJA4nLdRtlB9RwTODbNXr/QUARKENKLS5mbsHN1VNZOgkXSMEqQE5xtZBdUhdgWcT9KhdFBFkUV/xI91avAyvRVs/IQA23D7SbH0zM2aT4VUoB42k7kLK3kUjRjGHeQ8mtyhID71GGdxKCldWw6fgRNszQt7liMZEDQdDPiZyyNZndYsVHU0JfhQZGlkL66iWOVx3c60NUSj5ssLdPHHTuT1vQN3FCcYGqSQ5mJmJk4FtxskD4PV6n8ichYcESGvbtiC0bdMmNT6w3zWdmxSVaXEN/XukmtsjnfO8KXvMDqsIr3v89F//ox89/pfve8jtxFckAhg5iYFBOy7gHI414gYAXEmIPJi3DHT9smmPxL1tX/Wfv+MF3/hn9HDRctM4p+wjzVbOu/m7TTfkUW+PZZcMZiL40erDv/brD8aYPgLdLWedeYaHu7Eb9biyZgWOiRgQZ3F05L0gOFpD8v+ivr9MDfdyAr5+76XXfte33P1nvtQvHOzbws+SpuzG+d4ZJOs6WgQ9unH087/+2O985E6LB2sS557Iz3GPPUMBsFNwYmcQOzo13zRh70XPv+9Vn/KkMKf8GAIRMTh5FZIDln32JsLCGpglzKZqx8fHm+4U2R2wtOpRnUKOoShn5qZpJi6XhZ3LxJcbc+IHkGz3eDAgSqnrDk9yTSIIiwHeBIikILgFnEUWIE/JcoMLPxETUUIVue5P3bODsCzdlog9EVLxl17CLMnhnJkRLSMTz6BISx6eu5NbdiQhNdOoBCakdeJEtLbNEHkOeASLmbl6JMDRJmuagSBOZofuqT0LMENxhVHXVEbTwNH51ouiJpQKheKV/pCZhwnN9jhZyZk5DCemZD+UCCfAyhIgAjMN+ekj3omZCWIW1WLbBhGBabYlKgGO6dxMMWAS3tJiybcDQ9Pm9r0SQ8eXu9efzMwp5ITPJH8mysYJvTOPwsNZiW0TbrD+Yq4+nRPg87+tj4ep6rrEFjRun9bBoGE7oALh1YRilo+HOvskN7b5MIEgch1yM+qrUnYWhm0AY87Ae+A8s/HS8DxJMTtsb6VrlJnmdNul4Adi4eqEAKQFRkxFgEoZmFE6DBBvL6K5EbiEtaQ9F2JiYnOzocfPkZI2SGNfFOCFpq40qCh9g8Wqt/CKzKy+XTbhw9/9N/QjH30ZN4137raBgoIYBLz7AD+fI3LfS4RTsIbgJE7uEV0nFx+/uv8Ff/m9+LovxeEyCvOgkTKCwo3Qht2G+u03SlRx+mZQswwlzZPXVo98Yo8EuZ3GAU4FkSOllu3GbmxHgBigjAiwIxjYQWaZ4G+Dux5aMMUThMeff/WzvucvHXzVW33/oO+96ZkWO4B3mw3eeMPtytb76o//zz9+cLxa7rUXjtc94RgWQOc2BTfAejI4tyYErL0LhI12xweXXvP2P93fcVlCALmbgUBhCLJL5Rl59FHlOil/a5XUpUuXrly9nBSORB5jJKRyP8sy69DqOh4gyS/N0p4+u3vXRQBmKsJd1zGoCSEVYbVY9NQ1+R8mhWTdm+fupLEU7sIMZyIKCS4yg8TBRNSEwERCnPBpavghoG+6XKkLC0REQHBxZmYRatndQ2XLnkjMKvhrJLprwsKHQpaILaxLBWluheJJPJt0i3GIM9Wx113srcxkJRwtYe4praH4jpY46Zqtql0TiajQP6k+Tn4tnl3zhyvumVIaNTiNdYBIK8lVQiAi1cgJSqawPA699QVTjQw8h1J7klo2CWEnDGsTWysaDBagqS3wTLQzj0mY5GTMkdJUtDluSsTMM6bWu85Rn8MGf1m4gweHyVq+O3laAIXeLBM8WNH64MoDIJmXbE+2tLZOXDcTgTqcQtKwpt2I7TRvMxtK6eSYOLXWIupCh9I2HpTyzkS+N9nMEldJxKga4Xzr5ERV2mCiSJFcmLb8ajqw/DzEMra6HRjgRDhbTt10Inhqr8rEYOJKExHOMtholIteJ/JVa8/D4Yc+fBkmfmSkFgBlUW6cGVBAn9P26904cwiiuxmaYE0DKPRY9OjC3lP3Xvn0v/Rf4E990fULbcvcGDfOIFLKDZQEGNmu9e62G5bNzdP7hwOc3ooMYMf63z18p4L7zmARlny+GUROTtbvcP1ujMcN4cZ8qe5AJFf2hUEcEdiQuzmiHzHdunSh/fI/8QXv/abupQ/FxR5bcPaTQAczD7TdOPcfGeIeJXbHP/OLq198/6VOA7oA7yj0bg3Ez2uPPaNzODxIeuMTJ42+OIgPPXj4mZ/xkdDERBGBDIDm6GtGKsg8BSPP8waQ289K+BurauxjlhpyCIHgmc0LTYPB8ICZEzk18fQbWbMMzg1EpH1k4UbCVuE5ZH91nPb4UzoZYozJoSg//fp0yHBwItKombAzd3dldK7uFk1NPXuEGpgY7mbeiaWnVVMbQsZ8qONlvIfoZgnwmTkRCUvyOhnsRjkpTgdrQ2L0BCIhFmbhXiNALJxUoxSGpHIk9EDk5si+mk3b1r4yQ87dACAA5zNioydtY8XdPj3CBj1fErz1SQSr2vV9CKHuJ0uNWDV2YubiaWkGd+8NDr51dN1MQ5Nz8wCGuXBJb9OMAuCJwnHL0r98Cam4ZKCIDQmEsflqonlzr12BOtkWL7u2JmNG3hLBNLCFgDszDSxuYdNyzN4WiFa+OzW82aK4mZNHDVMp9boNeAk0dAZm6S3SVZyEPRTAhllgwwQJ02DI6Xlfw5mJIGbqZkajvx2WZWmhyzdj9UKj+13d1atmPM6QLN0ypiM3l0lsQxKRTlD0qDAzq3FyMY+Z+KbUdjtFXuvuBHEn5tTCnm6xbEdLIOIRJs937pAhWVvLTGJIyk5ECdsIjW+IYGwuFGNssBAnBhkQ2XrxvX73iX7u2J3WNBg7xCGMZhPaJ55/95f8wN/ST3993D9g9KLWKjvgLfq8LZrjbndl/+2J9JzJhw49YrCTqzt3/dHvfOTiql8gZ6kGEeqcQQL0oDiEHe/Gbmz3KwnuEFhwd4cOtooEssi6f/Hhq+1r3/NNd/+5/+TW1QPG4aIHM4RptW0S3Y3b6BMDm6UvH73+y//d999169ah6cKcIBqIo5jrOV6qSS8nADuMVVsJfwC/481venx/fyNNBkWcq8UkaByUfBSrU5sUsrVvQQih6+Ljjz+R/4xT2TZ1GY8AACAASURBVMelN69UbCVjwN2bpqkLvkLFlNorhCDMtskyqhDCNh+CECzp0MDEDjShwUCsAcDBfq7qh3Awsq0BYKS+px6A5IzDrAFMkEx727M21cAxxmiaDxvQZDBIWycYd4flL5L6bq26MS3NS2YmTTAzVzM1AOLknmSfMXFohekDcGrX0j7jtuJ01BYvXGWvAQhDG56wuFnYW9RkVAihJB8Wq0Ou0gKLh0cpqYMIEUGkbdtJGKCNI+ySvDbBvBBCeuAmrrpojzz61F133fnAAw9cvBhMNzAhF0BrAjDP3rAAJmHoNXFUh9FNHjPswCP6iF2cs5cA0gngk8gpfciEGIijzB6nG8QzDEzouFrbQ3bIzCAzoVACZzHqgCiDhLzaJQmIzrZpmVu/ToBTCb/AdmEA7sLEJJ6Vt6gg3JDMUfUT13mSZl6YWgAiocZd9RESURhu4TNpzPqNYjTJwDwgcW78U062jsGsWytNt48pvj61V029dNMWxsRkKC3CWj2+/RNPaTQEIJyEFP6HYMTeBhJCEkCn1GwtXfS7cV42OE1Snabsp4SjtqFXv+JPfPe34Y2f1rUNOQ49iBIMEN+4G1HjEEvbobsi7XYs0oqxrwGiKdeM4DBs+pOPPLK/2ghYUziNmoM8M35uxR5jN3YDAHA5+ik6k6Bme0RusSdZCzmLGD/VLpaf+/rP/PPvOHjrpx0fHAYsWqNAuQHqAjmcJrZ+u3Hu3jHGdUlsbB1PTn7qFxYf+CgjksYAPSaPhj0/13odgxHIwQoyoAVt1G/df/XBN73xSQVE1PqseAPcTCjp/YZmNaG6zp60DKX/T1rB4kqXVBCpeyorwojMMlxMArP0DCmSC7Mkulx+uZKwCFvU2v2FBrWeKA3OHDB3CYGZ1VIcFnrKVi4sScNmnpRgSdyFXqBETEzuoBTVN7hiRNWeAg32KO6+icmNkIjIBU4Q5pRlLiQEhNzBxES0lxqPchA8TCMTg7IcjYiMFkiNAaAkjHQ1c+XMk/DWKTR7pWzFcr1Hy5yNm5qZEnKWAMzNzLl2NYxJAVtUfHUd/Aze/YyZC//WsHQWl5dImIFyISJsdNW0B33fm9mNGze6DoReqBFaEI0MS0t6e726JlaNk7jCCagYW5JSHTVeZ7sTURwoqdqhZHvu5hj+do5bEvmIs+SgkzeNScR29SvbIqd0byR7D0yBFgYQSdU9VjXp5cDxIl1O+xqjG2cAz3mSs43n1tSmPDEVE54KgIUQxlgubX9szWkwNtusZ2wOoSeWobWI9EwcOPnJ5MlrK04AoWE3ZyF3DyKm5im2Fk48kQbgkxCw83iJCWUaQI27CwkrGoCck/7BGOLaqPoO5p2z0SJEYN3IiW66w/2nXvHiL/yBv4kXP4SO9tpmQ8qewq5gQk4QoEk79mxGu6L/NgT2Tjo092ZRQgQEFHucrFYfeeSACCmZNzsIcNkkdHL4riLfje0IwCEvNt5voGtmOIs0p3HTHe49gf5T3/2253/L1+PBe/sls4fGOXg2MGBSB8aar924DfCe0vrycfz1H/mnd5lH70HaO/XCbESufo5jV4Z4b0QiZw+qq3Bw31s/r3/wAedGokfJ7Te5kMrVcH67dBvKHSemwbo9Aw+nwGaWdFw+8CdJWZecHtNbJxNBBsPMoeRlZpjXkzyr49lBagALsbi7ubNXIVpcVWxAb5HBqkpGZrYwTm/1iWVzgsMpHQac+xiipUrZkmMiURJcpsO4xVrXtYnZq+rQAUIkNSZRYClGoA3xIoRceVeqMHdPPKdyMDNhaZsmR8abMwgiAJpmL3cTERvlD59UfItID7OcWM4yNDttA83HCYGlVxCVQK6Y19cmk7UCs26hLC6m6bz7GGsolXi8hPT6vgdYRNxos9mkvs2u61Q38J48BG5Vu3kMYwEnc+qmhnw1tzNhe4YrFeoaveZtAITAGJNjo0YsB82shsosubuCJvBvklY32a0oyQH5OH3bQjl/h9nEvo4QCEFm4IfGf7tNEod71H54EDEn3bEXExQ2pJWZZLpUpij9NVPh7gcis1wXzt4qY0RXZ0ioahaiUolf36bkVX8131NIVCHXsenD1SwB8Z5S4KvuxLqfE2bGkn0yARBDkq/QbJ+iwLxJg3FapcXjt76yRSwKIFzoG4MZjGHJ90aBKGBH49SCTncfledsEHgfh0/Z5umLFw4+7w1v/sv/5eZTXoDQBGN2DdANS2jAjkgAPMclOUCIhHY3g7fdFXdUPb7ZD4qNYIZrN9afeOyiwWFOEAc52fAwgpH7jsDdjXrc4C51dwcOvZlwuOV0euFKfPWLP+fb3nnpzW/yO+9yIHiTSGFjOJxhZJ46n3bjNnjTqEoK6TZP/uD/fvJrv30HG0V10IqJHG32lzu/+0A9gYwIUFJAewo377nrFV/8RY8uFtors9e6OHg230PKxa7otWRwMmkW0mjJlrMKuUpMw5CDrKamqSutDltL/utUavT0nLXxJnNyraR6l91d3Xiwj+8Zbk5DK1cqbSFJMMoxadhy95PlV42WW+xAJk3uGctdhEOVn6pBHZrfwACS2DKX2w6X4fXcFIC5MQlL2kfcQG+iSydETGCy5CzBRExuLn4KBzFzYiLckS3005J70ktVmsRpg98IC5NlLRkLC/GIWxvj0oneEjXLlLL1mBN6LOQMAzwwbOmCLhaLkr9XnmKSUl1hSGJmo/7ajaOHH37i8uUrL3zhC+Grvl8JtYLW0JtbVqlWl7JINGvfF1QKykxsjmFSqtGrrYGRMQyNTWLNpgakc9KpZiknNFSSp5Z3hpJ3X0/sFmESMSEEKRLZjEOeQSlq42D3+ueYUZfzE/QhcLxOidwi1U0/px8LOWwEG9LChw2c4V5TS01uNWCrUW7ai9nOEg0b6VXFRMU6FFyCLso7JpUvCVRl0uSVD3dzlIx1R1o85RgToe1WkrKcqs5BG8fuzcQIo3DFdE3reS4aciKEPWAD72BKmoxA081ilATxuwLx3I0jpp59tX/phX/xXQ+8+2vt0mWhxdr1pEUw3e+9a9xSjk66lsnVV+C0K9Buz4otKy8ZUEV2S3AzNtP3/3Z84pqSEUEcwQFQEjgRXLJx8+6670a9TxRUSMlJvZX9G+7Hr37p877hbc//yi+Kd9/hzMSiDIU3xOyuhA2BIQsnithtFN0WGA+VWLH7f37jA//9D953tEJcL4ENc2Tei9zAO5iRy3kFegppQAxvXB12fbmQP/nmoxe8aBWpbanXnpAK1mIOSYN1v6c0LR+3Y9WMirvXXuxJgqjJ3dGgZuYZNqha1oIWHz6QRa2L7G0dbDmogId8rgQmYU6WCDE3MwrwwX2RUzFKmoIBiKhj49SP585IXrhO7kwkRAYYGO7CHIhgeQtGspjNlJqBmUxZyaU1C8h9fENlnALfBkv8JN2EkyERIUQixbGZmNRSkz8ZOzOMuFMFEyQQSOFNagDUSERGeVNS4QZHT8FZfMBvTO7jSAOMqtszy9x5yV6upogUQFISC+e4bu5XMTytuBvEomF1crrZdDdv3GLewHuGkUcXq/xLWH1b0xNx28qZd2J+LffktVJ8WUQkkc+JxbKB1JqwatXcDO0bXv1nHFKfPUhT4Fs6ZfNkglPrBicWnTURXcOtUR/dOACwhjQ29vac40ba5vJxHfOdn1iZmKT4vpobGVIMCUGWy7xlMLzsYGpTiXK34XSj9jnPiffT0ywwTydtyQ7zrcw4v8x2pqGDeLtcBy+XtTxtBoqeISAh3YP5mZPFjmeQlsMbiXKcY7YGzXRljJoyP4go0bcYBcdL6fmsjWd5FpsWeuiGdN1Ehy0jWoMA5mzEMVGeu+StczY2QR+/srz3K7/wwXe9E1cuq4HM95hkdUKL9sTjgW7xQd7nCymghJodtXM7jopByYE7KdbS7WP/5jdbdWe4Q3wbRGMMTm3N8N0NvBv1EGoadfMIWfyBdptXv+gtf+978Ckv1eXSQtiYBdLWOShA1ptyE5YpD5hZ251R7231zuHedd3H/rd/yk9cu+RYQtbojTgYNWCCGlfl2znEq8xkLHByU+BoIfd87huuhyCgU10ZIUAw2emvTA+71TpVbHt7ewBCCKXMLZvftdStJknMrY8xRdvlsnso3xKUojGonjj1Uaq2i+dKCSxRByCg0GnauqMUPe5ZsGUKd7+7CXBHNHYLRvtNi17Rd9ZHqJLFoKraU1RWRVRoZDVKcNTM+1W+/Gqm2nVdKvyT0DRaZe2QkrVCSIpQEQlNyxKICSRKEAlG4NAQM4kQ0WZv6e4uzG1D7cJDMBFqWmdWtxXInRUZDfemLuQgdVdTYyhl6oqFEx1ZWTeCB6IJ2USzxh5OkgIjchgDE/mQp5fCEoo40dwIlP8diNaUSDFpmavqfnPX6B2HRd/3cO66TvWEEN040LKzU8xa/lCFsNfQtEDNiZ1GrcYsFTkRCUabBdPWLKlWGlPhDFNLoQjXj6+73fLWhnN9wFJN8plvGuWLfL8U2DPrDywbBrV6tm4bq6PbJ3LTSTdg3Y64fTCNMHPtfklEQaTmhAt6LBJHHj6v0vyku55z0BgalhEUH28QoJLO1uh3Dl/9rDE5zTI5ZT0X28zcQV3ZwAKI4PSTMoe1kYyPW17nNqH1nIQOajDOl3KwbjdLaoG4+5x8Tj6byQkwcHA4vBO06gJfC6v69at33PFnv+Ll3/oNdngAgNnNwUAbltGd273KHHur9EvpJzuId1uuBx48BojEhixgGNanv/fLv3LPuuPkqpSdOB0wGd5+d9f8jzX8H9fE2y9jz+zgxpgAhYmAkkF1I4u4hpM27WMHe1e//Etf8K63da9+OYWGJEAhQg6mtHNAkCY4BlcuQY8dzDuPYC69O0AQoQRjF02f8quT9W+9/+Qn/uWdLffrjcAjmB1iMFjePD7HZ0bMChOIgDsC7rsnvPRFK5I9pUiIAVGNAHYUuEqe8qbAjlb2FB5FSYIROqSYZheDuwXZJF8RGywJnBgs0QG4wJlgblAvGCz1/JmawwMt3bOfncHUejAxk6dGVicyCyBxF3NxbwBWY1OowXx/ddNP17be6HrjXa+na+v6uNnoet13HR8dq8ZutY5dh6jeR0T1XrXrTJW7Dfe9qVofXSNUoWYxIskrzVrrcyXo6eBpa+MFAOQDOeLFxB85c8wISqVLkVmYRVgCMbMwEa+XSxbhINI0FAI1DTHLouUQADq5fFFEmsVyubeUxULaRtqGmkb2FhIavXDBDg+lbWW54LYxlsgwYSWCCISvUcz59tlkDDkeCEgm8wKntIGdmhLAZEmxJCJyQh2DOLcLupmRsLlbYlYsBUVYdvAwSzSqsUPYXc2jSTh13HJtls2anMEtL2AuoD3y5EzoIANB2AAnMmJ3D+BUzmPI7M6qxUKWJgKKB/Wmb3vMCASvMm5p+1cYMtsmGAzjzroaftSazCF3/oyUvNEDzghFH8IuiAyJ167Z1PRFuipE2J5IIcS2R5gKFkKSUJYHDKBRh/nxidYUA8vkvsX8CfAndt3M1HtsZYzDvBUSrmgk63MrWIjygSWhZlJUikjKtRtcSKk0Lw8/T1eEVFVSdx0nG5WRj0m+g9RSImJo2tGHtMNUC2qtTTjT36pjvnewNTfKme1UA0tUVLBqLLg3ODw4hSilbkgtPbu4vOdwsMOAFojwTty0E1mealRunr6698C7vu4F3/ZtuLDwBsYOd0kmuYGIEJDtxTDchnRWGbgbtxX/kjxVyIjFiRwkgLlde3r96CcuKHi4ukkgxFsVA+9aqf5YjmKaUdR2VGn+OzH2xDcwA0LeaR/FGMR9D26uL+Thw+a173n3A3/u7bhysW9aJpBDJLX7CDhpzobVw/mf5W7qz+NqcFiJ5FKD9epNaLVH+/jjv/Q9f+ulTz4tQCSsCOzcGADXIcuLzvFnvccI5t6iQ07a9sJrPvXk4gG49XUM0vQe2SAgcah7atSJeRcMQpIK6UDBc55Y6kXJFdOp9mnHX6Myhza0pm492AnO5DFnshEMQENqisBOoEDMsu46Mm+B1mmh2sLazlt46xAHNut4dBxX67ha2WrV3zre3Lq1unbt5Kmnb167vj5ZyfXHKVowD1FDtEZNYhSH5JiyLvGGLYZ2qZzQhhTjzZ+Ugf3/Ur/5v69U0E/a/RGT9QVhBXJmF+7dOlBkd6IutF0QNIHalpZ7tmgu33NPc+nChat3XrnvnuXB/vLqxaZpeLGQ5R7aRvb3e5EN8cYtwtdka3Hi4MQKGLMTR9cIMjh5bLooEnhIqBNiMgg4e1QInD2KqxnBAFtIGOLMNCRHDwpdpAA6WATpN2JYgDRGcTtpQ9pwLYRvktHmYpup2HFwVu+mOLhsF5sf5UMvFqUAwAL2yOtkAqb6itQOk9WnQAJpVAB8+lM1nQCDM0OV5gED+bTqLtNENLnV6HHS2jd5cI0h6y8mXpHbcneLnfKv6mcozjTzw05Sxslu56SHbZKUMIZJmIhda7YNgFnqrdvmv2vXTVLIC8SKMRZSd+KBmX5VTn977ppZZTMLIRS8l74olqGo1Af1uWcSu3TiEakqEzVt2zSNap+teuczuBvP2jb8J3kjVTQLOMNPxIztkNperW8Pnrzn6ou/65vv/eqvwIUlSHuAEWiQCWPnovnHdESgAZD8MAhDcqo9/ZFH+GS9A+//Yb6B4JNI7Ty0loITjWDsBjKSxp1a5d++sHflc17/Be95d/Ppn9pdPAwqTQQYJhZhvAtdud2GAWAnp1TRRnZisY0Hio/+9P/V/sIHc5Hnt5/lbjBLZgabhh9u+BWf88ZPqHrwTevRjVzgIeUER7fe1ZlBZKriAIs2pwnHshPcKVsIDRFbdIkcwiQMUtPeyNGQNCLu1hP1TAIEgM3bGNk09EZm3ke47W2ONser7uYRbh3T8Wn39M3NjaN47abeOu6PVnR64usT3Wys6yiqmAV3Nr3sfsUA9xj2yV3+X/beNVqS6zoP+759TlV139v3Ne8ZYAYDgCBAACQefAEQJVKhRMmWRDEyRclS9HJEUo9YsRRKfuhB2bKXZSvy8kq8krWyVlZWfuSxnNhZimRpxZEUWbEcUy/KoihQBIn3YAbAvOfe291V5+ydH6eqbnX3vUMABAjMTH0/7u17u7q66nT1qf2dvff3mbmoLuX9QKoCUYBpnW2rkw+utbxNWSjMFLPtRMltBKn2as83OzHq3DvPJY4OxEim7r6YFGIiqExZL2bcchaCaWVUoToXHv28einBU4CRS6GQPOegwFIRhkVcHuhoya2NsvWVfGVF11f8/vV8tJSNRtnKyAZFyHxwormPpAKDWJRaVkTlJJIKIkBAD0e4yrZrY3OYRfWgBjXVSIhzCqMCMUiJfFqur6wUpmrlJFqQCJEp1wEQURCdKS3STBCFMItBkyRCInC1AqQKFYwGZyY7yh9zxh6pABWLxnpdYjO3/dwGc3mwuaRfNGvTbZ07h+1cOTajjDIjONRwpzmx08XiwF2PFrM9li3fmyNFuyc8ZtvM5ghkykY3Upm7U8pu82fXRSP9J1lfzgnYdEZVkhn83MnuFMeCi+lHdIo8u3k2LEjytso9Xc1YVU21mtPptPte84PJOmUcNZrW7oIaFUSqM69VlswO7V/uad7rFKU1a69is9N0/eXzAh0zegMDLlsoBqvPOLn7F378wHd9sDSfeyodCAW423JOj+ssjDOCESBU4BQmiLTNLzwzmsY3bmNNj9ea6TVfdumk8gisqqvAEgBiKSpkblmopFxaeXqE0fd++zt+/GOTVb+1vmHIhoRoKusx3yi59ri25odIy5L4EsWBAkrBcO7K0//8X911MYYUCdnui/pvZAyYTawUkU2H8s6Tevdd5rM43sqWBywdyEmmNMsImjGoBz2EEIToGKMHCbEkRUIRSRYFKfdZ+JFq+ium0TELahWc9wXzUPkQluiWDfH8BX3xQrE1Cc+f2zp95sXHn7h87gKeezKGSoJ5U6+WQ1wMosg0DikZ4aHQJGZpYgZTwlwtpYdJRQGT4TFNowaBJAc0goWBjcm4Aa7zrSQQibiwFpOkM7EQV7xqq9JNE6fnbnFnIwcSYGLJuCJ5qUvGlExLtcWVg2YiQ1LVoKIEo4+WKmG5ZGMdQy9ByUAGx1IkiExoYy8anSG/4lzpGAaZWxkNDuwbHTmwduTQ+sEDy6tr544dKDbWdWkwLrKyyC+XZaAL0SKYSVZEqJmKkd5MYlSlRDo4PyEYq6HzZi6imobAPCsdK0HFGBzhuLpV1WE6a0FXhRk9SYOjhWS/QaWomJnQwySYGkSpL6VJfk4CtCszgwUfthm5kd1oVffl1pENmVksBNqyQzRSs4AtUpeubyEW/OXmOlRnFiBmt2ytwBf3v/h4sTB1dv/JvcAWxxAL9nGYTe4lHZ25tsm5Dr3umbYFsTvnK64rJ5MIW9og/ZzTPp1LM7aNf9020XZvSYgVuynHiEg0jaro2KO3R1hVVYxxkPnkiiFkT/Ne/1iNsxwPgEd1RSxTOHOBjkV+5sShd//yzwzf+1DlB96ksqAQBQTmKX1gdv3TPAMV5pLpPZTQGPWxZ9aCGbSn9jfapNHNyywW3eXAFDZxFsUIeEWgXMoH47tO3vUj3zP8tm+2YTHIPaPCoaJFZx5walSm6LLHNTdFpBpMFZFoBox1yi8+Mfz0Y5mOVTw7Mu/XULa2RBTTaLa1NLjvwx++PNooWFjYlumEkZIJGZ2a1yhqBqqqOjUxzVWBqc8F9AqfjKoMSgShClTo9ZL38FUsYliONihLtzXWS5eqs+eunD+vL5wvXzh//vyF6srlcOWK255wa8tNJkXUgaGIYUWZxDyFJFQMrCv6DIywRDDFwJ3Wo1b/EMgZzYzK1DkmZERELcJnXl0nDk9LfLPMaj6YboPZutXqVfwU2MkB2a4csnMwVUZNXEEhoNaGLLVVWrQsQmAwNYLJBxBKsdqe/HI2ldosnGLMAwtEIVVBIodkVkagAgMxff589cSzwfEs8LyAzk3Xlt1oyYYDWVuT9bXi4IFifX1138ZgfX0wGmWrB6ucl5azrcLGuZum9paILOqQzqKoaYRMo04UJlms4JGJcigCIexibVgBQSoANQc4mpjZdh7EIEpHuNoW0ZDIXZ3O5CJXaWlGV0oUC7m7Lj1YpDRz5KrrcDBHCDGb4Gq33+VDn01hdWlG1/BgkUEt9gouHvOMzqfOX0SpbLkeEO4yFLMqqbZIBRfJ865UWTV2t09WgYs51cVcZU3Goi76knd5XZf9YiHlmExJEk0VEeeSQFR6CSkQShqBVjOmzuUIKdIyyZZqpvdNclO0urVDnOtp3hsR0Y8JD8vU8rHPTu8fvvuf/px/7wOSLQ1KKTMV56DqKS6p7TcdqKmLoA/Srr+wvn1UdzMDiJFPv7AS0K7T9bgB0YZcnVoAbKGRRyMHgZT8CbGND3/g4Z/7BI4enoyGWpmbogAgKGm1uyYJoaL3Xbn24FEv+wUiN9J0mNnnfuXXj14eR9IZWsnHa2uqGDOM6FR8PHr42MOPnCtGFmxjtLRVTeCKSOZiYirRhKBnpE0R6xCbEBSKOBEzqgNysyLqWmXDwMK4Fi9tXbi0/eK56uz5i48/ffHzj5fPPqfnLo62Q65xOdhytOVkTiTqvZuWY0+CMbXrKEYGiDMjEWkiqpGAh0ct4kIAERATgBEz5sq5JakXaM2dJKZUnjFC1aEbMc8FymKpfXbntrBzXwAJ6pf3OXOB5rVuYly4iObMD5aitLry6RAFZlABBZyaBGYuaY5YSB56bV+xmBTB1/ryhp0mNpNkmh2pQYKaGcRgzuAiNcAaTcvBlbMeOSCREsRvwqaZv5TL1Psp4vb6wdHhA/vuuWP5+LGlQ/vz9fWlfRv50kqIOq2qTc/toigZqQFOmYmaOdBH8dGJceINKVHpRJMrPKxumTdTdQpI0qtq9BGUMVkceINrWti6zW+LhA0dZ/MuS1mkYXM0pku05vruonU4JBE7/WYiteVWy/26NZmLVHNRF6Rt1WurOrFbJg0dJ4wZWmszqpVdWc52n3NEbnFA2MhQqNqs4wOaTvZku6KzdAvdQs1FU/JFujjzU7ijiZAkMZOXescwUCit6cI8TW1OPISQRIBrP4yU3MPOTrqH1HL47pG359WmH1NrH8mbD6/2NO/1xIynR2d6dax8iFtucNlcft/dX/NLPyEP3U0VKNRFD9Lo6GDdYs2kO9UH/Nc11yMk3XMBP66qp0+PNMQ+m9dPILPTyJQB4mgYVtlEZHrH8bf8te84/J3fMj18NIofRBMafFoQipkZI2BUJxPCAUU/stcUXDImo4YkUQ+YVXzs6Yv/6nf2WbgsYRh39Bw4p8n1xr5haC6hxGXxBx9615XlJfFFkOkmp8i5TSV8bpmJRQcVRGhEILzX6AzOZHU6hYHOJAaMx3bxor5wrvris5vPvXj6zAtLpx6fbI8nm1s6nWTRls3W1TJVr+YAsSTgWJe6aVnmqUVCJXXBE2aARSYSHcyMYsQUZoSz6C2239FWPKXz5e0OvcTU/wYAdHDlnK3ZArtazObZDOt7de89V9vfXLLFW3tlJRu/WgzFYNEMVLLUpji8TeSkoVEgt2xOBCa5/KUBDNTI5O5iNHirlWkY6x2WjmqVM4qxiFUOaEQoGQUKbk62efpp/vGnIyW6rBouXR4tV+vL8cBqcewADx3i+r71/QeHy6PbLl08tnVpbSU376KXAAkksGKmIRXHCo1QU6PSqZkW00xSZtca4w1G0ISGJMJi0nI8dJrcdnXuxkJ7265j3hLCOSI0x2dm9zCTz9eoiW20JG2OJe7VRNduE8KMJP+cU8XcWsDiEaZsXnexoK1XbK/rObLXLRCda3jDvEbLjCXgbMUm5g5prxGeW23Z+aTYvAVAIjbuhE1ST6xRr6n3T6blGIUli1WTOwAAIABJREFUl6y0feJ46WfnSgDT4kaHqgJwzqM20Uu1uE07KGlmIUSYUSRUdWZSTXua9zqvwe8apa1W1ZVs5aK48u433/9f/Yx751ughAXkSdtWZm/PtfSKcZd1uB7Xw9WSPlYBkpKqgTB3cXP87OkVK419BvcG5Xjdeu/ujJKJuxLDIF87T7d194lH/su/LV/9DmheeF8SUgVzKAUGFCCjIQpEkrZ0P4Fce1eCEhHB2xi2EgmFTadn//f/q/jsE2MXM8kYd7/RvPHvFxZj6YYvDor73/PQWS+SOYqb0omZepdVzo+N3pnD1MosL7zKoIxrkq+oy6Pm55+rnj+7+cQz5/7sL57/zKPT584UZVlQnaPTsLY9WQdJMWvE7MlORbTpDjEjmJJyAtasZAnTlr/VbqUNwTLAGI3aJLTSjmxHudYw9jtVlkRqMqpNj2jw3RB/NzL+mq7t2ZeIXq723tpEN5b8ClKKpUkEurqctn0LnXlb2kRcGh/uETiJSTqGek28cxkLMGEOpuJXo8GZObOBmlcQuhbK9FkmoSnb2pye5baTK063MydZFhTnmW0Pl4fDIr/3Lnfy2PItRwc3H/X71jkcPoll770CVTRI0uUUugzKGCNUTVIZniS/BJeO00DVAETu5Lvm5B8XCyP50mbiXQmYiHTrDxeJFmfN6OaqKDGb0bIvtWgwx6923dUcDbs6g2070FKX4CK97PYcdk0L0Sm8TBukP+dSi3uVv859BIvUznvf/bPS2C2iscZlonn5TCVnZwO0qqpd5c+WLbfOeBZnKCJmDrtNXdZWk8kNgrXXg3RVW3ua90a6pTUPNov1C/D5+x9+5z/4yeqe2110MMahVKYZjLPf0p3VsD7Yv35pHqy2s/TRTKCh4ulz8dIVhVpfqHujhfWdpXvOTiAp+JvSSTY8Mxgc+tHvftsPfns8cTiaeDpOkQvgLBAVUr0/YTTPKDCiMKPNaHn3uEbuHFQaEAkPVZ45++j/+L/dGnXb6SDItVviUVAuOPH33evedHu5lMNCLgZ6Uc2CEtEP4VQHgKuq7NKV4vJ2+fknyyeee+7xZzdPvzi+8Hh5+Uq2NV2p9EBZLRkE0VBFqgmAPPmoC5gno3IjYKx70NwsbxEFLVnbgAAmDUVp9BVn+EY0mmVoOeLOk2ym87hwDzcmLSRA5qi4zVEpvI6qqVdnmK5pPmwvTqOwyWmIOTbFn9YhsC3jEWr7n65tTCpDd0rXMOf0VOgwZQArIVNoQLKFBKAKlXpvyVyWFRGTJSBJRaEo1FmAjLepFaWYXt5S+nDq+YnY5YEPoyWsr7jlZb3l1pWNjZWDh1ZuOe7275sMB+XS0tjpNggv6iZRUUUaHcSBEIM384Za+F9ske10aAMWE1NXZ3SLZZ9tNmxXDjNX+LdDY8xodc6224e54zy3B+fcKwO2SCy7GbP5rFq7kLLDqRSA1gKkMrfnxUTlXrQTe5e2NpulNji2I1t/1xpNoW4pKYCqqmYGvx6zjmBpo4/bZrHrbwPrIN2saYowqOnisOAlZHGb0WzeXuMut4TOmfY073UL3LuS6NbR3gTwH1b23/qeh+79b3720pG1kXo4CRahBAVBSGodoNUv1GZZq17g74O06wveQKN6ajLidbCqev6PPpurRl83CPS40ZjeXJyfOF6aEB7fPzr6wAP3fOz7hx94ZLK85I3JKk19pJqJd8CwdmKkOoAmBqdKNUhvqHCtQZHW/5ZMo6Pbrk79r/86f/Z5SlwOUMmV1czFY9fMB5yrXT60+u4f+ej5tY0gzBDWJtEF5CajSaUXTm+effbC409ffPJUePZMdepMeP7F0fZkKehAdRlmaqAEsYqmzrYBZ5ZH5uqcsuQOW0qtVm2Y2y2SpEXWMvoA6JvXlC0PZIertAswncXYTpJv57s7SF/J+cyqpfAgQOa+6dxjoef1Wni82uXYDFFLyFoarEBJLpzxDjINs5cqAKglv4GUxOMOC+kw5DT1VVal/bpm2JWcwEygYBF9CrREzdX6pen2SQUUGmGw6CleLJbbqwCmjJe39LlzKpL//meCyFj4eO63Brk/fFAO7Hf79w0P7F8/sM8fO1KsrWYbG+XScDvLtr0rsywYK1VSsFsKq/tTryq1Mqf1v0hsuqWJi715rVdkzTzSaDXu5+nfXUJFMDVkphyRyS48il+K++3F+hZoW81SOsIw3Tznl+gS3FVO8yrDONNbiE6SDbCmnrY5ElO1qwy7xJ0cW7v73e7Vdbde/abN5BJhe3H4Li2fI/+dMtFd+jwTV4wx0qSp7O6VNl/XQK27XtXF3Q8+cts/+Zny8PqaZRU1SqwsCv0wOpTQAbSz4K5NIX4tgWVde/Qe109M31ZCqJl37sITz1DNZLbspceNd2HMyksDwD0f+dCxT3ys2r/OfHm5BARbMTgPkRjElmyAiJQDnnoEoDC6aDCDM7BfM7j2EAgavOq2s6Vo537n973q1MX90T2n5Whu0Z076Q++wbvzgh64/WR+/NgVDUbHUA63wuTs5uce/YtnfvdTS5/5031nzxSTsA43qMoCcYpJ6eLYhfOFwsvoykhMs8gC4uEMUKCilI6R5jUYDDStgycojKLdcLDD4ExqOtBOxMts2s4AlVpEpKU3AQg6G7faDKnz7WPlzgQvqL+du67piO2+0PMq4su8HioquslGI5oizFQ84Cx25qqdc0mR9TgVbSpcQzYk5VUtjamFhvrtOg5jH31EZnA100MwBCIAKsjUFJgyRrEp1YFOVVAnlzJzHkVpDHSVUukMSlOYeXgBK5kIuawymBDjMS5dxucfV2Nqnfzj/QdtUNi+9dU3v+nwg/cPTp4YHjuMleWpxWBaQQOxGK93mNXu3Xfd/+zaWjbnZr5rd99ca9wuH7lZ7anQdpeJ7KwmzE4gbffdXt16c2zw6nWbXYI221W4S7Vy98TntEnwpewcWl60OLCYTY02ZZZ1inXOK6L96XacSLl47mYQSm2hjk6+sPG0UJmR8dz1RNqS1LmP3mBp4aBrOt9+NCKiYWccepr3lV56T5PdlcF4ZbIE5FMycrqs0yWTcy5/bG35xIc/dOQXfzKsrDijkp6eYJ4IuQOWILOLab67+75277q8fiqEbHwFwyUFUDqKXLbisb+IYBlY9DzvuoMgr6CVi5nqwMzDAjAlgxAmHiYaPd3UgnkvJk4ZffFUpu6Ru2/77g+N/sqHdXnZpTYBgOSyT1O9z9Mc1Ez8RRJcIeDZ3w6uUcRMCc1iZuZ8HFd/9If5p//kwHhrs3AXhAe0KG36GsX0rzXO5IeP3nHvdOvFyQuPTb/wdP7Zx174zGcunT7lr0zum/pBlSxm6hOZAECRRWQRKGeHCBZRJw1o0cUmEwfA6Lo355cxm84oT2j9Rt2b8dXuxzpP3lz3Wfcak7EvD1cbIzHudXyz/+tqxuzsNOtqz6QihdmduKue+SDUub7Q+XjEkEfkEQEKIDNmO74xrv3sY/3xmdMS80GVqQbXqFPJzjDsUJEHzz6vNDv9THj0M5Nf+5XN5SV34hgPH/KHDm4cPaJHTmTHT8raaNuzGmQT0WggXR2yK6YOirTiAJqJRUcjYtDSgCwuR1IFJs7MPClN75ajU2cGpapAResCryT/EkhL9hW72H9zp1uMVKQNlSSlEWsVAqDOOrnX3nF1bGtW97+lbBgbscdm55LaX+d0MjvkRBJXSUqTIr7D4jDXejdH3touvi4L2tXQD11l0S8RoXeXTLHoprBT+yp7HlU6kIg2ZbfomzZzu01DuivPr4ucyd2Oc5FX1xu7vBmQ/r7+lVlot4WZbnWSV84h6sAMIlVRnC7D5dHygz/wPQd/7Pt1bU1EuiaSPW7wi4lAVt9dKCTG43NPnzoECQbpVTOuO2xmIQ9YjSZgBYxBA5zRRSGQAx6DM25qy9lwq3JRma99PotHv/OD9/7w9+Etb9LBsJ86bigkEX86wYWtT//zXxlsbTq4zL6EWsYbHxsu7nvimX//t//xhYuby+e2VqdVETY3MhX1RVW3wPTo8UaAo3emCFbAhog62SwvPTn+s6evgBdzH8RChqWbjx67762H732LO3FzPHjw7HBwwcm2l5j7g9sxAKVj6RkA5HmsIjQ6NxTSUBEQWGYRsKTpGGkhhwpdFBclUlQMvi7PpMFFShCY0cc26TeXi2sL/7qG4JjNcS3ar3cfz6Wk5s0PFiwBFw0MsAehQqcGdU4/c5HsXUUwc1d3hzcavpz79a4Nny3j6GneV2jtq229S/x6qMMYNTBUFkV5JfCFQ/vu/NEfPPiD/8n04HrWXNz90PVolg9dXi9kGqoKFy9Oz16QUHmQvc/Z9cfrLTijABEsySD0yswoYFJsK60aQOJWRZOzg3z8lpse+JHvX/+PvymurpnLBDorVtbjeoZBGtUQc6cvnPmdP3xzVCNcFZx5nU06XWOIlx7/t7+zX4aHJnbYCsF4yhihUBK5gPGaPrse1xFKSZbu5tQElhmLqhyBBrEqBDcpuR0eO3v28Uef+dXcVjd0Y//g9tuXbjl+/PjNywcObB/Zj+Fgm7JVwvlsOo1CTymimpnliBEWBRUVBFUlRq9YKpOuhw8GMaPW1Z+EIFIgSbEmWsBCd1y3HLH7YM/azgWWtSuhmischQiarr9Fjc1db1JzlZnYw55hV5KzewS+m5/7K7kvf6mXX0U95TUlgYuOgt1x62neVyZqaz4M1jSvhCcmhAZnpZPz6+vv+eRPZX/1my+srWUmGfTqHbc9brTrh2CeAjkaYqgee4yXNwewiqJ1zX+P6wcbwSJsmzJ1MIpXOBNCA2ziMLFyY2k43JoYho8XsvSt73vop39M77p9nC2pWg74TtmMqjrn+iG9rmkeTEFHIFz8D59fe+7CwCyaOZjbVRTgGmJ5cXMghVMQnKAEdJshOpeJY9UvYfR4I92lk+ohYc4IrZIEP0VBVTNAMPCTeMA5aLRLL9qz5yaPfmETdtFZzOT5u99yx9vedvM9bzl+9KhtbIwHg4tWXnCc5L4ERUXNoplXIcyZkygAjIwwmmUa01KPJokZpIZTZzSAbUKsy6zaG8SiIfhevu170J6ZYLXLqUjabjPQIhXp7vBLCo12T6f72sWDvDprfX3ze1fvbHwV99/TvNfsvtvhd9IqB1utCTWR4GAClFl+6uDafX/rP/ff8c1htDpM2r9EqtjsmV4PAJAISJq/lSKTyXOf/pNBGYFoMND1SpvXGYbAFjD2iEQRLY8A4oQaBUobCKeTbfXFxePHb/v49xz69m+MJw5H5wsjSaVap1Sv53g3wO3G4KhVJVpd/Pd/dGSsolFFM2O0mHS/r9kvgle1aRyLKyZG75ip5GWUZKjVT3w93jBYjtFqIwczwkiFRY2EOBKWuZA5QioVBA8QcRTDGuPUWQy2/9OPhj/53BNZhrVVd/DQ4MSx7MRNR952px3er6PhlcFaNAtq0RoDQjACQVygZbESK83RnEQwIkYzwAR0Jo2xI7sqlW1HkaqR0tYELab1FjVI5rZc1ANqX56eZcowNrJP7bvXep7WUf5Va30C0gbJ6qGmcNzx39hJW9VGBmDHa6B7KFcJoa+i1/IKiFk39/gKONuXw/qu6kxoPc17zWgea9XjZFEfERxFTCLUwW1hIpRNcacOrr//v/sn+p53hMEoU/GEepNOGR77zqseomaehJrCZ9wef/a3fus2cUhd033R5nWHMaQiMkgRkUcVWAl1S4M4nSBMMz+6XBQvHtv/0H/99wbve3jsHZ0rFGnd1on2Eso3GJLhrmJrfOHTn7lJy0itCKdmRLBrWKKJmguQ00WjF3EhDswcEIES2huG9njjwEOTYEzt0mD0EKnFQhmAiKgGhQqogMAL1JkvAgxY4pYBNnG6uVWdfn7yp3++WWRPFcIDGyfuuWv0rq9Zu+lwdtOBcxnOQac+U/GMHAaRiCll7D0BRnVgTpd8lhQGbyGEgsWc9VwbWMoeDjpzLXZYMJHrepR35Su74pCo5V1qS7l218k+vrZz6LCUOs3Y6IioauuymAJp7ghXcsa7PNHFJBna5agC7J2QXCRme215FWu7OZ62uJ9uBrK7fZvLSS1abm8Vll1J3dUZY1fao48GXhuaxx2zBAIGHUpRWeXFpWt0CL2YZWduOfyOv/+38FUPolj2KqBBoiAAg34Me3QQA5wEUKhm+uI5nH4Bk0mARpJwROzH6HrCZSeiyCtzMA8DUEDCuBK6yg+fWl0Zvvc9b//YX83e++A4BwkPsySJFongkPVDeCOtAgFl1BxaffZz0yefHUK2oAZVUl+CZuMbGRULmtGY1ZKLDGAEKurUw0XJtV8G7fGGwJiK5I1hNAgBMQeQEIKCEiiNiHQVCYiYE/WEpHpPwdQIhRmjU1shhpO4GrLJ1pntp89MfvOPzq0u4/B+d/Lo0ptObpy8WQ4e0LXVcVGUYipO4b0yU8mUPnm1CSrRKpqjtGnvlpjNWix083VaL7DUzM1IqAZ0rBFEWtWT2olkschzlnTEOb7UFHKaqgHSmijMkSiStZ5pYz3ZPX6zrtHcTqdfuwMSuGrKpFv5uZgKY50jbJ611kzQEvXci+wtmLDvPjJdztx9sBdzw1WLWnflpc0CRI/XYg2yTqw3RZuUqVYGuEyqUiM0o3/+jpvf/9//U7vnjokMB3Ag1JvSXG9O3GP+K66gwAE0reL4yedWLl0ZGNUBCpqgp3nXF1S8WKSpAhVA2BCDTd3eGqw+M7QHfuzjxz76fXGjmA4losxMPDLQq9EcpJ8/bjB4gwk4KZ/7N/9ffvnKGNuAOoOSyaT72i1tzNQTJtAkqlmBE6mrtLyaNALiPXq8/lFf0ztvpIEGKqiov4MZLEvWCVQjjaZmQiWY3MeXtYimJRDS5S6gWlZVGUgng+nFeOV8eeqZ8o//dOrzU4LqyMa+d92/+jUPbtx+86HRwbFlkxhi5qcZNi0aJctyqwKm5UBc8HqVurCu5Gb6c851YE4DsysQOGdj0OUqu7beLRp/Y0F7c3YPM3YIcw6Bi/Rpzl9OF85lZoFs1vth/qiaWrw5b4PamIGy6xJTy/G+pKFfktPHHinEuUN6uWV93fHsad5r9YWn7XgqRLMKSue2ym1fFFWonr/pyDt/6ZPxgXsMxcAEhLqoNEIiXP+p9JiN+iPEIFSNXnn6C0+uj6sMMrUg6tA3qFx3yIPBLNCMBtLL4Azk3OBg/sj97/3h719++O1hdWQ5o1XCPCMRCVOhTB1LYKUfwRtrfoBQsT1+7vf+cDSZRDGqekMpdEaBxGvWWrOAKdSgdS4PFBODZao5oGCvs9njDbPaIqidxlMnmhnUAGM0sIJUKJSmNBqcQdS8hdZkMGIQQYOKGc1cNA96wIGmdolj730Ol8U4CpN99OHUha3/8/85+5u/l+9f05tu4q0n12474U8cLQ9sTNdGV4BYjsXcEp03XJq1UJ/Lnu1qabAXc4gxYjbz1qV2c8xtkaV0WVDz7E5Wbc56QVVT3u8q5u/dvsFduN+C+GQXMca9nB52dXd4Kcwqbb+orLHXTubcz+dY7pcpz5HetCcUrwmk45tnQKBJXmxrZXm2jerYvXfu+28/ufK2d6kOzSMovItgFSCCPIvXeJ1Nj9cgjDMQDgJIpVuf/fxaGb1hKvRRmMx1e1xXEYNGmgmdWTScc4Z3vPX2j33voQ98bbl/dcI4tEqjjKSIgAgsLXpazDR6AZD3Y3hDzQ8UK1948YU//LPDhkqsUHigAgT013Kuf0tCKRpFxbRQ8VG8STRRMEJ7CZYebxxMKKiX+GuHeCLVTaeSw4yWiaXgMBVtWSpJjDAlggVj0k0xmiXyMoZFOhMsYSmEWMGY2v1MXaxGasuXK728HZ56Nn7qU9t02z5zR46648dHt99S3Hn74M6Tk0PrVSHLthxjbLNw6UGX7LVPtdZ5XR/z1OiVer0WTQ66HGzu5xxXad9xlqoJFjJabV/ZnFnCnA1699ld2+fEySKLW6ReXYq4c0YNK12kXthF7GUX8tblnIsZuavYBnZfBVy9JvZLM8+e5r1CRKEATiXFV9rxaXXAOItqYT1IgGyNCptUwyk2uHK2cs//5ftP/M9/f235ZhURgSRSCCdwg/b1PXp0UPo8IyqDV+DC6fDo5wIzgoPKGULERHolgmsNy2AJBCKIWfrSR81qjyEZ45Iwn8YiLh18cpgf/rYP3P9TH794fH2zGHgLQ2ZAlj7yegav7wKO/fRxA2C+8YNg0POPfu6QVUXUaDlhE4bKhUxF4XHNZvNEdaDpHimoTyOmSzx2rvsePV53+Pn4m2gKMpvSwx3rI53dztWtat0aRcR03RugCFCAHkytamkTl1KHQK7GACAAUb/wVPX4M1v/7+9dyeXCaHj3+96z9vC78K6vwk2Ht/NwfsCpqY9u/MKFKy9eMCfqXKVlRjFCI8Xo4ATURD4JBa4MHKCZMVMbRsmVzhAMUcSci4yAwSJhIi2NhMEBkiaquWxbt8LTCQCLGhNDS0okpkpSaCEmZiWJK3dolzUZs5kK0jmyFGPVYYAzdvDeewdf00K23XckpZNaxF627CQjtNvi2NpUoE7qGhcqQruMLnVBdnY7o5YpiDtuFZD0W1XTPqMp9vbAACCmwrp7rKd5rxBUY22UUGsrWfM1jYBUuuyyKVQJvzkunYzFjQvgGx5+/9/78Yz7VKSX0OzxUi82UDUt4UVsjcebW6P6RtBfQtcqrlBhNNCUAKJpTqfCsZXqZBSXx8CFlaWt2w++869/dN83vA8bq2vOW0WTpNXUf/Q9OlNEDBcef0qnZaRpK1WXpo5+dHr0uK5RFzRbWg6xTG0EySpOLk8e/Y3frn7jt+T4sdUTN68+cPfqffccvfMO3bfv8e1xoKvgQ2BGZxpLsyCgkDCXMooAaY4YBsmCZVFBC4JtsSiEwSuyKEYCiRElPRdtNEpaKrdLXWJHSUUBDAZFyhl2S0BVLcul2bwWQUHrpwA1nakF7RZhLmYRWya2ow5qoduR2L4w5TNVYyKorT1gx1m+jsyS4qekk1eFmXYUYjDnFL9A9moBHFMzc97X5jf126BjRRgA6dLI2j/iKsm9JltrPc17xXBN/sSg2vqeN2szy+ZDDAZHorKYSfaiZ/bBh+/7Z//AhiNkSyK7rz306LErzzO1NJdgc2u6uYmm4Rv9gva1icoBRjF6lQxQuClDcBFEDJNNXb+4nNvXv/t9v/Rz4cjG9tLIm+TRMbkm9bnbHrNBnjOZfvG5FWbKEnUPW13M3dO8Hj2ubxihhDMCEMDBMrVCsVRpNYkKDP/8z8MXvnD53/67LzhXHTx4+J3v3Ljv/tvvuvPy0G0O/GULY4FzmZhBjSllBINohJlgWDqngFmABTIKzQNRDYixiupIOtSpReecNcTJVBO5WrQpb2lejHE0Gh05ciQFw23vX6JtQSt0OgBb1pQycmZ1jq67TYxxTr+kq35pZskkUDVlW2iWmvTandSH1oqOtpKeXWEVM9PZ5F5Dw9CmW9Pzs69NMb/Vo5U2rt+6qWjtUMmO1cTsGS3wu/ni0g6v7mneK4SABhhq0SQz08YoD0AABHmFEI3Il84N/ca3f+Dk3/lhHQ3NDbezWiOh53g9XtosDknhWjR99kzcHAPa8jv2RO8axCBSAYIe9GAJJcSMAmaWf/HYgVs/+HW3/52Ph8PrIV9y5mkoAVdQo3r2ubweHZpHdeNKHz81rGJpYegySRWN6WYkcD3V69Hj+gWt9g1I0i8AiCiwHDKAE3LC3KIV03Cz0J48q0/95vlf/d0zBzf0jmPDu2/b9+Y7cPNxDIqpkympIgZRAioGswBnofSuJAwixkFpvoKqVQgVVehIatOtxrYtrenE63ItzLW3NQghdBv8EmsSkUzm2xBm9TAF4FyurNtnaKl8tPGNaEwgajoXQ9XWZ7ZJl5YlmllbKjknLlpTzfkGPUtWE+mxNvVWbeVnInKJnzZcDJ19zohzotPd1+Yh0Up98mocr3ucPc37skJvA7QurzUQzuoeAgBjwdCcWRYkO2fY/13fcvsvfsLyAYvlLWOx8GH0fK/H1SZxkpIqADB59vmsqpBkWQDBtS2YfgPfmDGAATEgTgCCuTpIdgbl6E23PPDLnzz48DuxvlSSDr62wXOYEFd8tYKiN9bssQMBNrfdUy8Ogk4ERCr9gZgAiD3N69Hjep8A2OgRRSAlHkg6QdCqskq54sRJmDrTAUnb1EoZLl04/Rfbv/db57PR6j33H3/PO7O7bpsc2X9pOLgsvqRTOEQSHPttCKCUQEeR1HkHEYiHwUmXniVexVRlWLuZo8uj5tzqSI7H41OnTmFWj6TOATK2jzGrEJMa+UQcOvk07XBLEcl9RoJSd9x1BVpIigy7x9PyvTbEb/v0OuWa1qml1C4TCyGgMWkwsyrGoHGOgHX3k/KWmFVq2SEF9QF11W5UxLeefk3ZJhqCP8crduzpe5r3CpH68TTl78xo6iFM9J000QsMmS1dHq0d//hHjv7od4Zi5PxQFQPCVTBvL93osMeNvqKQ/HYAF+PWqTODylIXqNUGjb151LWHQBcRzAKFMBj8Fvji2vKhb/ngye//DnvkbpVMVAqRYAiEqEk052wo3qDoCzf7aaG9d5ji9AvF+StZjBOPUFUGZ4QomsX9Hj16XNc0L0WkgBKRZgLQSg0gnM+GVYSGAmbgBKV6GA3l9si4D3YU21uf+sNTn/70ZP9GduvJ4s1v2n/nHe7kifG+jSu5GxOVwKtKEBiCmXoPZ4zMzDGGqq483NGP6RSqzbvh7ZrSUNWW82C2yjFaXDTKw4zCJ+a8Irq0TbCTGOywu7rJTRy7lLLrMFHTRkqr+dlu09mglmxJe3Yu6+5kmOwT9/ZL6FJKNOKi3dbB5rFUZTh//jwA1dDkGGUv7tBwwrr8te/N+3Ii78T0jKl+omzZAAAgAElEQVTnlY6mBkZoNALQLHue2a3/6UeO/dQPYXXkwdLBG1xl8C/VqKRHjxSpkSDBaXnliWeLYKACqfXZ2Ady1yAioEt5VM0mlTNeyotnju27/2/+2LEPf2tYGzlnRgTnCLp083Qw13rs9hboNzS62uJmhhjCU89kkyktCEhIqJ+GAtT+WunR4/pnem3Ovu0OE1AARCO2FYgUAxwkCynHk0XImKBUhU4GU189+0I8fXH7Dz73pGd58+FDj7zj2NvvHRw++Nza8jjz49wq+qoKBWxguRAxBvE5tQRASuwKq5CwaMaU+mhnLelUZqLRvez2vM0JWsLczmtlZ+NaqcWSqeYOa+q6+ZmZ2owbXoJzrt6SOxysdVGv9T+dq5M2O91x0nXDa/OHc96D7ZFTRJzvWkTMbek6JLOrPZOCvTzPG/bogElL4VL7n5nW6qALru51qrBTJNjTvC+T67W/0+XkAzRkvoRNV9dO/tD3Hv34d2N5BYYygxhIaGYC7Ue+x8skegYC4+nZx55YCQqpV+/YJ/KuTXjnw/akYD51+ZklP/rGr37/3/iYf9s9k+FqUBtNFB4hNwAZQFM0hJ6h7rLv0aMOUKpw+otfjOUEMAdJas/WlHP7fhGoR4/rPRLVpl/fWVoANmnCAwGu+Ho7Z8wVOUTACJmCAZTaFYwUOC1HZRhWUj3+1OSJp178P3599cDG5oPvOPzut+Hk4fHK0jTzMRAo1WdTF6fESqUgTVKFkbXyIzQ1IHXudRVQWirVzGCYtcKrHzbVkSlXhuap+rRS7ivlw0SEFNWoas5JY5zgEo+bc2Zv3ivtMKacXNM3l7YjAE1qZzttdaZqMQZ0ko1dM/fuu+zMzrMm6Qu+eXEuhdhSTQDOZS0pLcuyaysPQE27BgyLCjdJdDT9vycbr/T+CoDG5jHFRbXS4rjIJpmfSHbr3/jokY9/BGv7JuOqyLMMMCICYN0y0aPHy7rcDEBVbp1+8YCaiRrZtPH2RO/aw7ZN93M4Vnnu8Mqtf/27b/5rH8G+9SiDAaEkMhI2UIuSei3gFYwCAL7v5e0xOzsYLj532psCyNQIhqTGSpghB0I/Rj16XO80r40VJGntNjSPALXwCgc4IMK2qQYQ0RtWDRalhFeYc1BExqoQx1hFi5hM9Pz50bNXnvi1f1286eYT7333yQfvLQ/vewF6LiBfXo1UV9LMlLWsZHKTExG2kjCzxZZzxYqd/Fjtl9DNv7UdaF3D8RnmhhkRziSX0pJGqHWpVPuq+k9xaLwQdshYk3bTZJCgmpKTBjjv03ukzWRXFjd7aosOCp1zYRKsUY0NzetStYCOeb2IWJz9yDk/LOgUemCnspQ9zXvlcbcYYuNeEdQiWeXZFYfp0J/44Dcf/oGP6Nq6Krjkg4ZMJTqLkNyk76Xq8fIncjOYbm7beJqBZefL3uNaREb74oj5ux68/4d+YOX9XxWXC3GOwaClOYQsc0aaJtvcugZGADAS7JN5PbohS1ldOnduTZIYrwoYO5Z5rqd5PXrcAEyv+7iRYqxzEYXC1cs+UGgQRDExkwBCEwEkVJTpzkJFJCo4cy6aHd6+tOFk88//4sUvfPHUvxi5kydW773r8Jtuz269pRotnxUqBKbJvD31kiQhSiFVI/buzSOTc2xrX24iYjtMjJA4x2S6lCnpsMBgSpgIBQahmFlqc6GrixqSViYAoQCGprfNDIYda4Rmg9otPYl0dutL21m369GH3WRUUCchZymZtUtz8115XQFSkqpRxM0WuKJlsLZH8LdYI4q+dHBvFpeiqtb5vF5VUFApAB0RFYQEi+ZhLrCSqebh5C0PfeKHpx/6OttYE0jlNIMJYaIO9Veoj817vMwZXECRELbPvug1CFRBhfMQM9V+2eD1gaTbR1qwTH6wYiKoS0UU6hABDUKDExVAJs6Emofq6Tfd/tZPfGz/t/2lamWlYkEzi4QzpSOCgEYYRcycAZBIS3eVrHdLvDGDOM7EcykcQFr+3hqPX3xhzUCXmVZqStApBS4QalU/fj163DhTRV02yZr+APCmIT1F0CyPYExkA9t0NBBqtJD0GekqNRgFgsgMEjGF2rJhuSplXIZTF6ef+vPzRR4OrK2cuKl4+wOjk0fLO26+tJwFRYYsj85FlnCVp0owTqjMmQkEhtTyVr+9mjovpJlajMK6lVhThlLEwwyaGFdduJQKKRuDhNTu16byun3LALrSmumnNUnDZOTeisa0N1WNWhMmSmNdnuhTcjxHMutr1VzaSdm6ejNpf1Z/Gt1qzIaPiVq0WrM0lYcimnJHQJPJZ771hbfGL6+leUKRutSrGZzGRVA7BLWneXvRvCRRK4aIWrbemqwyAaraIF+q4lRN6SxGGw+LZ0bLX/Wzn8g++AEsS6r4LZIgXtfnql+K7/Gy+YQ3owvl9vnzDprcGpVSqITe/vh1gqbudpDpVkqaIZV3OLiKRoMAFUAgWsgGq1uTcpAtP++m20dW7/iFn9n/9e/FUOAk3djEIEYYgRydG1p6tLNI1BO8HjOTA7Us9cqmqMCcMSrUqTg4gkAIiP0tp0ePGyZ2rVNHDdur71b1U40af5trEGsfcGcZqaE8zS8RA1OKMCqhLoQiTuzZy/HZZ0796aPPeW488uDN/9FD7rZbz/ly0+XbdOILzzxUpYlalk0ID8mUWaAASq0cVITBhDAgCkyoUBISzSlctJLWcKadhS5SUnNaS+RaacoZxmvWFWXBbEYOgLSddZixwGuplO1k5xpSlwawEcVL3nmYyVLWRzvXOIfZos3Uapg6A3fe2hquCGsME6x19mv4YafRkdpKfs6dsu70GvY0b+8oziATZ6WDV2QRmRGAwJI/nocP5dgYCk9X+k3m23fd8dW/8Imlr3k4+Oij9EPb49WbuAko1S5fuJTkdMWMaGeGPvJ/HZDMX6Xuek8cD4BGUAGlCjSaB5SqTqysrtBnpxmXvvWb3vFffBQnb0FOS3YsGrw4UQNgtCjm+7i8x0tHiJPNLTYVQb30bo8ePb4CZNIMAty0PY1m4Tc+9fy/+dNw4rC87Y7hfXeu3H6iHC0FdWqFcj0EmzBG0AGKqDEYlUKheKWqkYTQYFQVQ66SGyXoNLc5dZM5c4K2rDFlzLq+ed0NMOvXNyd6uWtv2wJ/m9lssUqz/WcjD9NpEVxQwpx7x0V3hDkVzTkNm7lOxTnH+bld9VxkzyjOEEuH0gFgHpsKLRhgDogiquaFrHBR3NkTN73753/af8Mjm2Ij0KL2fY89XsUp1QgBq61tT8E8r+uJ3uvyqWjtWdgaBhmUMKpSAQtCiZZDJrQqI6p4cW3lth//2IHv+x7sPwA/USfmHFRz8dDkN2smFvt5ucfLgupkPBFSFMJefbdHjx6vMcfrrCUdLLcjs8suZNtVfHTTPX76+X/xm3b7TQe+/qHVd999Ze3IVsyXvV9WKcWm3radqjOnVkRkIUbG0qAi4pyL8BESDbSJSPAq4loHufR2rQNeS3tmfPaSWdysTtkixaopX/ekFuRAu115rafCDNvs8LR2/3MUscu+urKcc9otrTvf3B7Q8XvostxFUjfnPs/Wl69X2rwKzSPgFQAHQQYGgU1hU2eEerXoQtByIIPLud9+8J5H/vEn7a13W8iWRQNLEc/Zoe/R48u5GlP7LbenqpUSok0FRV1t3w/RVxqSSv+bKm4ChEpqGIBGcXmkR5iIlU42JdP77rrrJ3509Je+VldWJjmcZQZojBldDMGlvvC2rr7P5vV4GdODhbJ0dWtA3aQhnRadPrvXo0ePV5HmWd1lACUuowRDiBiIL9QVW3Ef5NLnnz7z9FOnf2118Ka3rLz5rWt33TY+sf98QYUnMm+O5oMxGLyNQaowAI70DkKqITAGwXCPNFeX9bWPkyIlZpNgXdLlnFs0W981v4dZncy5Br/0z9i8ne0mJTqXiMOsjQT2zhPOnVeXv80dSffcr4Ke5l2F5lkWJY8YGAoggJEWhN4gQNDpaGn1VNAXbjn6jb/8yfCOe0o3WI5ACTccRPSeCT1evVlVo9EhqtucxBCNxk5JfR/CvS7wMAUDEZNzq8EZXXIrMtNIA0uHqcelPM/f8/AD/+jnw20nkBXqLQIZXWXRuyzJNrvGm4XQfuro8XJXgTREaVLKJPtJoUePHq8p00tkzxmmA2fTsILcRxhiBSsJiXbz2MvTF6bP/P753/2DM4dW1r/law9/1Tun+zcuWyiZV/QRzkQAL3SDwEiJgtLTAITAqIVSqV1DuW5nXZcjtb15c8zHOYdO/15X0BK7OBzsYFE0pX33dic7upezRaFd3ZfF9rxFUtceebuH9kRa4rpIdLt2Dotkj2oO7CVYrn7frEXtpHYaYSWIgDMWyoFJZfoCYV/9rr/8Sz8f7zxuUhRmQcyGknp1QGBBPbZHj1cAEYkgotrl7cx5q6YufbcRa43HPqp7HWieVMkMU4xG552VlaOIqYEZ7IrnRZHp/n1Hv/uvnPjY94Tjx9X7scDBlkNJFl6cASaE+FYpi3CZWV911+OlxVpJbzMFJWpoK476C6hHjx6vXkC8xwRkQD51MDclJgIDDUZDrnQaiehl6kPcOL19/n/4l6d+9XfcnXcs3Xf3+lvurA7s2y7yCnJhkA0js4kNokYvE6+lp1EcLaOUGhNr6joEoJPIaks65zbYlRbObdBt5OtSr24B52LvXPtGKTcYY2yZ2FzZJxZSgrseQLeUNPn+tQaAi77n6JjpYbbIcybliJisKXqad9U7aPNZTaCRiCAomWFomaE8OxpduPOWD/yjn57cecINhnkAECyzKZBB+ntsj1cTaipwEW4aUpmETzL+jStOj9ctyE6llrTtcrwqw4lWBQtDNmY58e6F1ZUHfu5vHvquD+nyUFlb3nkTsTwJpFIQWdu2NLa2bdldjx4v8UqkyzPFNAVj2q/69OjR49WD7NC9+VsTAZhP/uxJl5OGpDKdciQloqgtV3G9rOLm2enTl8/89h9cOH5w33vffeShty7dcvTzcSNWYVAMY6Xj8bbkeW7CzMFzuyoz7jCouQdd5rZYbDknoDLjqL7Qudd9ya41nG1xZrfms82nzZGuOS7XfRV2U3bZVUOlm8NcPNlFTdH5PXQOoad5e8TVJEGBKXTqLAg94AMF7nzmt5STb/iaD/zsT4Q33xqy3NVuGuQUAwLelOwrr3q8imtpBgXJSUVAa0vHHaXNHq/DFAFnUJplZjQsuaGqGbPN3I2JqR8OHrr/Az/9k/r2t46HS7lCvBk0S7rVIq0PhhhAbd1s0RP3Hi+f5mV5Hm0MQpteXUVrkNxPET169Hi1gpHdSaAzWEw6hQAQgFCzPi/0QSNhHmFJw+2aXX7qzIv/0788/X//9urxI2sPv+/g2+66fHDl3Poyht7B+UgtA7xkWRE6Nglzqa3FLNlcDk1ne+d2Uafs/HMxa1d7KjT1Uu2f0ubfOoe0WPyJjlxK9885VtmeSOu3PvdsW9LZpamLO9mV/abj6GneXjEcSUptdGgCc5WN3PJF4PMjrr/9bY/8w1/AkbWKyBCdiAokCiJgCtFmLaNHj1dxbhUpK9Z+ap3LqxdgeT1QwRkhjGLmFBFjsIh5fs7hUu6X7rrjHf/sH27dciDz2VAQCWf0xiBmNBeDei/1p2cu6WTUHpt9wV2Plwkn+aCIqsrGMr2fEnr06PEahcezd6jCNAKxyfV5SKo1KongAEWhzCRzhBEVbVKNRXkrC3/qUnbqyuf+5Mk/2xgd/sBXn/im9032b2w7ieKjFzhfmcH7RZo3J3mChbRb+rPNtnV5V0q7paek47bXTZTt1G0uEL/0q32qfaO9pFAWPRu6Rz6X01t87Vxmb9dOvDlKmRBimfoS2dO8q0XVRgAOyMzMsESHWE6LwZEPvf/tP/VD1c1HXYhDtahhIkrJMyeUVG8VCAHyfhh7vErTaqIChipa03nTB3KvL0pCQKcQmIfmcNvkGFaNlt78de878p99NNx268DFiCpqcFrARL0ARgTz1ZQ+A7zVPi10tTtDWgrtl4h6vBya57JBYaxdj4W0fnbo0aPHq4Q23jDsUm5yNjenGAR4wIAIVcKATDFQkIymEZhSEY3gQLwZxhqiMIoem5YHn59s/i+//uy/+zPee+fyww8U99y1vTrchppzsod4yRzT69K8lBab61hLj0WkmxxjQwu7+2xd+Lpu6XO2Da3OSts02LbVYaEgE7MZuXZXNQ3bjQculozuSggXlV1apueca8nnjUvztnIrAgYKAhVY0SB0Rqiq0Fn00CiOkpuVEXrRYXMwHH74gw/+4t/VfUuZAwoPwCFbar8KNTHsxdB7vJqImQ8wGF0VB2qCGGCRlhm80XppxtdkoUcUDlRjBM2gDmA0QFREyTxWSiON/z97bxosSXpdh51775eZtbytX+8909Oz70sPMBgOZkAMFoEgSJAEQVIWaNPiZgtgiJJJkQyCks1FNEMMWpQl2wrbCsu2RDvoCEXIYVmi7CAh0zQFkAAJgNgxGMxgZnq2Xl7326oq8/vu8Y8vs1691w1AADiNnu66MfGmuipry8r88p57zz2H0qDc1PDisKffcvLev/Helcdf11RlUAOCzYA2BRQCKYCiP100TGevpvNO3jwunWddfFMAwFXYX7SDR7f6X1ocjYaUbXJiZZFc4Um0ZJEQ57vwMoeLUygUpWjnuZJ9d7vaTim7FhzKTEpdwQkkIEEo4hBQFCLIKV4UNHtWjEw9coAiPQpB33kvUiTrdQkkeEBbUcqpZev+6a1HK6kOJ0kVqAhIRe4UQyAx28dcqpagEBXd3W0Bc4+5GxzlTFaa0+7ZFDYpSAdgIgoBnURbP2/bRSKQXBRj/tOdDCQNxo6nTJiTFAKqogSE29Ja4GQSTH7jTpq/+wm4U0UVTlvjItGL2YW6e24rqz5RaR8ile2gtbblOwpSt7fB/DMBnHn9PQPZeiVVajh7hbrogy3W7Sf36TWt28a7Q0yJMun05bJUeAEigeKBvtzEpSc+F7/w5Ohf/e6Z5WFx3x0HHnlg//13PXf8ZqYkTjFtPHqhtTpEDFBnBJJoQFAHoC6SJCEkZTRGIxsZYKff1fFlOqDEFM0u0fHLcFUumujLR4yquBMmQJhFVsHM3bnz6p7/7+6mOoVqs/3D6dMzJNttA5g3QKuogmmPsTsyCZK2a2hQZ75CILOU5DUM8/oNlK34gQsUIo6CNKg7IaFmY0x9x4YhSG+tX+h73n7nL/0UVnrn4fvmBfd5XL4cj/kCQjPmQpnMal/NhfVekUtbAc9zdw1QqyYVVQaX4ArIRCaVlhOkjeRFb3jOwsHvesudv/azPHrQxywKm68Q87hMUZULy0vq0Jw1QbpCIwXi8/3zzYhA0R3g1tLYcrJBEAJhw9m0l21mn/GDwdmJWLCbrtTu5bwVucD0lbMAhou6gIKRQAglzGFECQ0UgeenbWPMbP0CEQhBgsbcDWYNTQz5czgAa9sjU+zWT+oz156cYCY6SQeVDQAVFe0wKaTluAnUEbDDiAM92C7nsTFT24jJg6Yi8OlgFBpDLZSc1DpFaaJ0l64Po8llZ9C5IVAwAO70hBQgeXdmDJwxS+s7K0jUjFAccM37E8wSWQIAy/VmC/iwA0ylQ3yV2xQiOpBAB6Ii5e8iSmj+bHm/5h9IWhx4hQK8y1NRzdNvgSzp5bheoJ37o0889dFPfml15fq3v/mWb339uUNLz1a2PRzCQ2/Mskkw1micMUhQpq6xFuhJvAgszFWJWETMtOmmWKslW5rtmXPb0yibWhe0qHWmWZf7hW3poy0YUA3TQ6NDeTtdu/ya1r0pZtieF/NLs0LIHgmZKekUEFW72AHikvou1y7Mq5hPxXbZ3fG8gigwEUayENvU2rw41bOl9/57d/3c+3x5ZaLNwGzOq5rHZYR5YiBS8sIcFMqUQTHP4V6xfe557ypQQMTFKYnC1m1FTDD2WkO/UX3p2P6b/soP3vCed+HggSTmC4UyJ0rzmMcrlh5Ns5Ogy4cOjhKN7YSMetstECLC5/SSyx+plaBo+x8z3aFWBa9i2hmxJjLwSIKkILCNIC1ApJAKCr1N/gC2jCFhJ7WjAKggpW13NW0hUMSBCaXJeIQUkUnIqS2UgLtC1EFQISLSJy0loC2CMzGB3jWgRAQSpYOsLkjC3PtwQERGNmg/w+wwVbsrpoy43PSatn86EXhgoQZa9TsCZKJky5AMDhONFMAAdSiooEBD2zeTsUSXDF9z71QaeH4JhW2jQofrnEly+t72RSiEdR/U6Na2odp+W8be3WVXCEkigHjXWix82qybAmCQUAGJQAND1w1zBaXdf+0Pc8023I3mpIu7wBj7EJ/EcmLLKml9dOa3fuuP/vW/rB6878BbvnX1tls3B8OJlnWACQzWT5DEqEgSoRqQKpo4HEUDc4ggzvbKZo0ZSLYuozNEzSk0+nKqmNjF85SLLM53DntVsd3m6e1Jpzo7XtgKgMxUDrp3l0ua7HWff9cGe9zY96h9XsuzeUIgV4GMMFCACCRlAkUoRbURxwOpnl8o9r/3B299/0/68qokWhrX9VbVX51fyeZxuSAHFIDQq0AVTVMp/+lVcr6T/vyzaBeOIAYtqT2IU2pgAiRxhUSyYvlyk87cft1rfvVnVt/1F2g9NBbc1wtRYGG+C+dxedYHkyO33vSsmgKNEHnms5ujSQZL8510ucNFOpJaS+7LmE27rt3YNDgKIuSWHUB4Q8ARFep9AErX3AqCE4zCjPYoidoIVQilgpmI6NoReSvU3QVCEiBQQpxOgNTgA4LRfQxxEy9CrajhDSCmCorQyQSJdBdoWVqvClWvKItQFM1wKMGKorCyYLDQK7UIvYVh2e+VZZmKvqoWRRFCKIrCzMyM0uXKploEyVktCWAymUxdwgAMtmKMcTIej0fjpq7psambpq7rSd3UtdQ1tkcpxjipOWnSZJImDevGmxjrhjGNh67OAlo4NLGkFLmlmZhiWkRDdxUpVYVkmmjLpadBEyx2P0Vnc9Pu/PxDblmZeza7L8va9Q+j7PzemP7o3fbaPeLdNVu4o4Mruxm811AU0AhP0KQpgcEj6IUUixqaVMt6nTZGePH807/zB8Xdd9zyfe+sH7z7/LA/kcJCRTECgiQQ8RajuzAiJjCplLulNbFbaiX31tCpXF7svjC78ZRdPIWLe0z5VMXbGg5bYnFHh+5adjL7S+8W2+yetfMWuyAido/q5Zb0bIvvK7jzXbswr+7a60Zk+YMEqYNMhBBUyUuxpNWpsjj4Uz964qd/DL1lmZCllF6UxbyVN4/LCDiYFAqV1CscIsyFVcFFmlfz+HOE1gmoDQIiukAd3FZG5SChT17Q/ktV0X/HGx//+ffpA3dHLUOjAFKhJRn2XrjnMY9XYmUgABS279Zbnu33OF53oRAKJ9xBBZo5bfObEUaGFl2n6fSYzBAvx7AoIBAzLZ8QKHJCkhAlCTP8yOBAHELSCQqMrswtQGm7aiChLf8NWA/9PPcVM/erCFSFmRWFFUXq7e8vLvRWFsOgl4ZV069kZWG4PAjDYbW0oEtDG/SLfq/q9UOvsqLQUGhZSFEymARlKKFKU5hRhVMaYv7iMjvxl6kPOh1Lk4tgTJlHodqhxTxxKBVQZdaKe9dyyUg2MjYSkyZHTBITYpSYEJM30VMaj7Yn6xv11nbc2PatcVzfjOtbvjXW0cQn9cLa85Pt0fb5C1tb22lrpDFak9A0El3dHepQAYVuFAUsw2zmnh7Ue+iakhm7z8xGErDdZ9ossTMfBrs6dnkfTXeF7r76XEtgj11dFQBhqtBxcvGGKstxoILJ5tbtalsf+8SzTz6pD51ceuRbVu+9tzl44EzQSWGlhyIZwGSYSGKI5iidIckEO6onuwiZXQcv/81Eyj0CKlNNznw7pRRCyJvNor6L1+TufrrvbazNzuPNWu1N+43TVX0Pcpu+ePfWX1aUBRcZ6127MK8xKFFQLbfWRWtG0VJiDLAgKOr04mBw6G/8yE1/7cc4WIFY9jJOwYpmzoKZx2VN5kwEhXGhQlCtJUl7ieHcTeGVuvKIUoqUEyxsi0/gKQhIgyj8xf7g2I9/343vf99ocdgv+khtudboJiknCfPdOI9XsBIxZekEwx23+Mqinz8rprGJASVy14Bz6vA3CeaBAfSOWk8QEBdxCkEVXU4pQRtFreKqJAPFHMGpQAyboASquyhFRFOmfFlInuBacIEqW0ypsNp0IpgYagGKIpTl1nXXLSwv91YWl48dHh46sHzscH//PjtwAPtXMOij6nWg06ACFagij9KJQgya2YvdWFr2imrtOhC0axbvQiVtpC+TxV8MZr5Cyo8vg3mycP8UKguZO2JTTZSF6Aud3xgApNTKvmQY2QAknKgTmgZnz2FtfXzmzNpLp8+9fHp0+oW49vLowsb49Lnm3HnbGg0bVk3qOSqnESFZMHVPELeAuqmLHQJgqj1kQp1n1hxI90wxFRFlbKcAOqMugwGi3d6L4FfYCVdzKo6U1QYKF6F184pAFq1H2TACBdgsNs3yuebC737opT/8+PjmG29625tvesPDF/YvjSETtZFIgkRXS02QRE/Rm8jhxczG3MHLiAkz1ufoOmOzcimzM3UxRszYG8x28/ITMw20A1ozlbgZc7zpP/e0ClX3tu/2qGjuMcrbVem76I12QKBcy6TNPKDMfJwhwi0Eib4PPUA2EE+tVDf/zHsP/dUfTv2h1eo91sEDAeiokP78OjaPy1jsEjpKS8PKRUFw3im6DDAPUpEC1GASVGKIiVY810u9I4duev/PHv3eb/flAYqqjl5CIaCSbW0dO0IY85jHK40p+mU6tn/8zDMWo2poJR0FwrkGyzcpeRU2mqtwBNVz+ieS2gE3CWwAFaJIAqqTQgSqQgEfNEpIA4wFTRm2hbHXjxPaT3wAACAASURBVP0yloX0esVwabC4Oty3rEcP9fYvr+xb7q2u9FdXquUl9CsUAYur6PdRGExRqJshWLSM6ABpOippzhxVZtEak7CW1lBqqigpl9DUvyQcka90Dy96zp6WiDlnH9vZPPet97wgL+p7qXUCLEaQZWDbehMCWyLtXB9gDj1xSBNLxxHwSExIE8QJJhPZGmF77Fsjbo4m59a2Tp/bXlubbG3rmfPbF85vnl3bfuklbG5WTSPbo1A3hXtAWK7FPQEiqqQ7HaSKKAjQNbdj4dLSNZ2OTn2EYNkxc661S/tEW2FScwRAc/8NCsKh65YAKtS8UDqBRWc5qdc+85lzTz155nd+Z+Ghk/sfeWhyy/Fzg/56I30r2LCRNO7rxHRY70JiGQvFGDsExQy9ZqfyZr3O842U0hSGTVtwe47h6XSpaPcooTMIbc8TL7bRizFe7PN+8VvMbrBbHRQX4708f3jtwjwjAhGABqgNLlK5DDxMEBmGz6/0b/2ln9j/wz8wCZVZkQKMHuACmOvIMId587hsISoSicJ8aSGRCm3H5bFD7Z/Hn2+4iFCkq1kXjhJeoHxebeOx+173yz+9/vrXOwMcgdoxqDBRJHAAEc5x+DwuW01C0C/DHTc0H/1kte1JzCEUd5GCCK5zqabLH0kkCgtRc2imAFCVQaVo6JG+pVKKqQN0TxQtJqWeE45MUlFYPUBhsrw0OHJoeN3R5eNHe8cOLd94Q3H8KI4exnCIYK0dSxlQhGQWgc0O8QzgDnf3IEFFhRRK6xTWasXPYrAEyZsAQJTkmqYdFYEoVGcAyKTLG2XHM2BHS0ZkFzXRd1+g/CJsuMdIIFmrd6I797dyoABkOvSUsdNUJ7MDoCkTX9uJO0j0jlFKiKx0PNrWaSJbR5P0KEESKurCLAvTQQOWwSWQYG9UY9ygabCxjY1tfPFLeP7lC888d/65586fPrv2zDMb6+vjrc1sFdCjlU0KTSqICqat9S3YSfKIadaGSBBAXLgH5l0jkpu5gCCef3F1iEMdTFAHYpioIyQzFoBQtWEjqT6g0UZjPjk5//SpT/7L/2vx9a+99XveOTl6ZK0sNsuiCdXWpC4XFzipL3Y/nxG63OWVt/eDdeRJzDQDp8APADlVbekenc5fuoMMpiKSB/8ufvEQwiwqmyLJ6e09fcgpp3TPd5m1/rskhrx2YR67RYqCqABUqA55OZRnrx/c+TP/8YF///ukt2hQEZ8oAqWsjcpovtQAxbxUP4/LBTkAFQVZrSyc546DkFyTxb/LBK0JB+sO5hGypeVaUYbHXvvob/7N8Z3XRyk2IX1D0SSINAVrQMCK2uYU8504j8tzrAJeFsXtJ9ZTswrbZmehJgCkuBSPbh6vdCgluGlO6rOjl4bGrIHV0IaMZSkiVpY2HGJxWB47hKMHqqP7BkcPDA8fWLruRH9hIazuY78nZcUQoCbBcicomXhQoKV1JBKECoodQQ/XLNWAFBGzJh/bhQ0IiqkyzFTIYaonyWAs90COWee0IJPZh6bzaflV0kxWyd3PzdDFvuIlS3f172SXtR1llsFJiO7Axs77TtIMnhTJjt3WfXnP3TPmQpxkYzGBh5B/JEstN9WR2awydSMEEKugFYTgiosn3H4TUloil+nH6wajNU5GaWNz6+WzF557afz8aXn2Rbx4duuls+fOXZD1cTGqPUZzGl1irCCFu7pnCZ2RtP5yO6npzI69ihGfuWSiZlZzdWHWYqE4gMXamadS4YDB3UCBJJdGUojNvklaitX6737oiY99pvfAXUuPPLTwmvvWy94wlPVaTIXMWg5cpFopedBuVvoSu1tnsyhrVpAzpSRis7xN96y6qlOYlyB5Qo/0PfBMRFJqYeRuQmanTStpD8zb7e6QOcvt95r6MeAisU1eyzDPFZ6yijFcoM5+6G03k7UTq3f+zR9dec9fLKoVjBoN7kUKKFyAoEIGqWEJGMyvZPO4fImcgJ4W96++qLrn4jqPVyRLA10QBZkjOwn29NCG3/aGx37p/bz5Ji90dUIUAk8oWHudYALpUyUpROZ+K/O4nCWJ1CsP3nfbWREBVS06FeKdN+4c5n0zfhWlSCNwRbKwadg0nFPf6tnisSP7jx1bPHHT9bfdcuDWW3DD9TiwChX0ezAASpNR8GSWRBKEYEAgKBAlAqB0y2osonQPmR4WM1c8QIRmOd0ztVbFD20KGN01G3m1GW2r+aiyg8T2WrHuvtIE2leoLxrtEnWI2eBXvtTpTomMFz1r54OJXOpDGDhFnIQ4Wj8Ev5RP9FTATKfPCC47nSXs9bTLiFMhpl3HaUdZxrmaHRKHMS3GZClJExEjmojRBM+/tPHkUy988cmzTz+z+ezz/vLp+NKZfeNmIWnlXkLgjk6Fc8cx/RqYrTXqTDLjIIQMhAoV6NEiGOEOp0QjApSEsIzSywYiqJuhsXemHv3+uef+4IOrb33zTe985+nVpa3h4Kzt4knuoTi6cxanTXt6lxyHm8quzLT+dLZt1qpfcieDmJ3Em/0M08G/XafF7hZcfq8pfptqgaaUp3RV1aZP7O7cO4WYH7+aYV6S1kNUO9281AJkEZfAiSKvoVYlCLnO8Usrwwd/9q8v/cA7Y1ElpwYTpYAhp3qKQFiyxqSYX8bmcdmOZEhIIGPvyPJmcIoaHYgCFWIO975eIKcJdHElA9wgDkQIUCiEaEySQSKKM71w5sjqve/7oev+8l+MS4sMsEQqMUkoNMHdQoAEilDadGluWT+PyxUuaFT333CzrR4YvXAmoRHQxYUi0HT1HohJ4FOJuR3xwx1xEGPJnXkwysyEGYGAkM0xMxgQ5g0gYNYkYTveiIhkYokO2fG5qjUpIFSjKDVImDDW0FEhk0LHwyFXV6t9ywuHDyweP7p8eHVw/ZHhDddz/zIWFmTQt4UFBKMZTV2zqn/rlw1Hn44kmbzI9iKQ+Ypdu2f6fduWkyBYi4ToFBMR4Y5nX0cjF4O2io+XZIMIqHvR1UW4LOBS+OsSj12E1oivIsOyC9fIVwGMl5Az5g42E+zqHDKPRu7dktMJQEoL20SnlkU++567GphEIVJQp1+PDbsenKJSSpHYck8J6o2HFh++azFGRufGJja2cGFj9IWn10+9sP7ymbPn1uwLT26dOy8b27q+3ZvEBRdr6j7EQIc32mIUytR6UYQMjgLiEIcIxOEiEulqQlKYLdtd0csnQm6XuUBIJQy09v5sfpgPk/bIUbSYO315nM4/BwvpbqqtlfiheXsYCtC0uIkCZrwVAYEKpKBkYAUzlxjquDKJK1q8/K8+8Ccf/ujwwbtveOgk7n0Aw/5mwCSYE4gMAqjXEpNykBSQJOLQ9kR2AT0FRIXuDF+oex6pNZIpuZntmpjJ/eGLPOu630kyu4eQ7K1oIk54jCpd1V7FuUu605mbjVPWaLZYyCaTTsJ9ygXlHtOIbAQ53btXM8xrfS5n1KDYrpoqQOXeiGpvwElTJTSheGEhHPnh7135S+9Gf1DkKopKPuPzS1V5VbEwx3jzuMwwD4AW2j+4vN03rpt5dMn6VDI3zvv6IkIBF0i+uie6iiqUlCRGaegToDrfqy7cc/Pbf/OX8eDdXphp4Yy1ogpFzquCFLtGVeYxj8t5mROhQQA9cHTpjtvG5zarZouSKDAPgNaQq7W1rJwZghUqc39mBwNltbspnFEgQRpBMmkEg6bjKYIChDYdEwrG3oiZO0DvW1kyRI8FBGSCSx6086oOek7iKBj6/fOTSVhaPXjrzcfuvePI3bfhxC04cQJLQ/RKDEsUClWEnB3uWGl1aGT3AqK7wJDscmGWNh2Z/VUvgmrfCOVDLmrkydf4/K/3QeAbX0G/PFk+2/btfaeZv/K1iCOLXLR7Cu55O5tFiFbASlQQQJaWs2P88HWvHVKOJsfWNppNbGzj1Av+3ItrT3zx6Q9/dONLz2w/93wvoV8UixsbhWovSeEMmRYIMNhEfMyUJyjNKZ5KWACZHKBBAlBKuU7Jua/ksyZrfmYpmlY0VSQrknDvkXBxbsGvpT3773C8cPfL5DedInLuOZS7wk1WXYUAmlCKKE0AJD8oWFlbW/vdD5z+8B8/f/ODJ9/17ct3HD810MmgT1WJELpZSOZsPeyzFKuYWNZkhScBRJTM4A3uzI21bG2X1xf31Ip2YscaY9qjm9I7OZ0gZbuVE+xmYadCKbtLCvDdWi0i6g7VTDS2PSzTDuJN1VmuGd+8knQgQWJ7jEhBKpPAFUhaNerbcatwaH/h6V64/if+g5t+7Ad9WDSeiqDzhG0eV0gQABPNiqXFhQMH6hefLYH45dbgefy7hUvK5UOKNqJQgXuAOBq3Bgko9700rPZ9++OP/sQP4ZH7ohWaIAwGUXonUDBfJ+ZxJRzNjoXeiW9/42f/+KNHxnBVdRgZ4bx6CcQBHoA8OtVqmTOP9+SEFo6aXSk9+7sJNFDERQRBJl03r7WYU1UmT6CEIjKhgEJHqVGoq9JsIjJSeq/SqlhYuaG87tDizYeHNx+pbjj68K032cqKLq+gV8HMlV4GimaURrSKCgrCBYSE+dJxtRVcvuJVnJw2GbMNIIHk8ARVDPuQCvsP+A3H3GS5rh+c1Lqxsf3MC2tPP7v23POLn31q/OLpM8++wHMbur5VxlQQ6kmJIFCpzesg5uJKcUAkJNIkgKjJOtRGFClLWQqJmFWCIGOBUgNbDdLpJGQCE/KhujPz2VVUuo2ugEPYO/Itu1KOJU9jXzCpz21et/aRJ5/8NO6/ffDoa1fuuWtzaSlWw7GXZNCJR0kgwWR0aHTEJAQYXCsXKhv6lLGZaZOzKim+R+kkhOmk36we5sUuCO7u7iqiKgSSuzi7AlXHFHVOeZuzn2EW1e0Cgpe63XJQn8X1V+tZV8AdkoAEpYgRAa5wgkk8shJhjWbUr84eP/Lgr/z88NveWC+vwJMhBg1zYuY8rpAYAZVjrJPe+oVnfvY3Rv/4ny/FycRcISHNu3lfd47ICDSqQg2UAAgw0lgXniRtFIt68uQdP/fjC299OJVV8AIIMciYPoBqndCbizDN44qIRCiBOJLTL//xu9933UeeoI9yNXOkahS7apcHTu3dOo/ALJDbTscaRkngEFcIJTgCUHatgS2tsy25MFN3FNAEacxqlWgcC70oYr8sDq4u3HyCRw/2b7tx8bYb991ywlYW0/AAiyAGURVRgVE1eapVaCqeCrioZqWE7ElHUltJkUvo483j6q/GtGKbEAjdFVDp8B4MBA2Z6ul0Yz7ABckbREmNpqTb2/Hl05unXtz64rOjzz2ln3lm66nnmrXTUm8VEWXDEiqJUAS1mGIQBZFky3LBA3CoK1L7ryz6YkCQ9qNhhvbcNqaKGTHTK+v8n3H6EGaFVeZxjAS4MIZRQQOrbSsvHDoYXnuy9/qH4r13bRWlhzJFJiSX6BZFCbikrN4ayFatZ6rdMgur2ntUpwN7qpoxHnYb6+2Z7sv/nHb8dGqmJxLMAGTn9SmKm+pt4iIvh9k5w/zWZiZdTKf13vD6B6/mbl4t1CwiDEmEC2I2zTBvzFdrG7OuVvY/c2j4ln/4d+JrH0jL+xxQ96oImOuhz+OKCWvrvyGF4vi9934i/J+IDdHKOgk4l0v/epJjwIDgTG2e7H0UPS9fVHmm3xz9rrfd/5/9rXp/b9zvWwpAQHb1Ud1K9aAKc5A3jyskNA/lWJADy6tveOj0H3/mGAIRE7zrGlydl7OZ0TNM01ODKHI7T4Aya3CIk0IXr8GJJFdQuG2VOYJLmSTQHDqGbPWKlyrx/YvVieuGJ26446EHl1/3Ghw+gEGJokAwV2FZIoQaUSEBotl3O7mImyoEDVBSiwawThavNawTSvYclznIu9aCnA5K5lbztCkGDbYpXkILIjhQO5wozQMaQVPoBkKJXgWExaXe4cOrd9+1OtlGE+HEaDw+9cKpj3/ixY986sLHPhuePT1Y21hxWD0pTSeMGlA1xcVJhRCBMKBWn0hUgaXc0KN0cJS7KZpyhYG92Qp3/tAUJSlgJZaYgKKUEJKUadJ/7uXtCx967kMfOfSut9/11sc3BsXT/UWjC6gQp1CQggrMYHCnE0DGTj4DvXJLLUMpzPguzBZuprf3CMDITHBG91NVvZPTzGqbNuV8dhCx23ZXE2/6snsMGDijH3o1w7yJoRdzk5oOYbAmxkJgag0d8K2q/+z+4cO//ov+mgfCcFkjGIBgiA4Hyvm6NI8rIkogkSYmWtitN02GvTjeMgCkgnPnvK8vGkghJJObjND0pZxETiScu+G6e/+THzr2XW/D4UOlgjAqEqgmEJSeaJb9lOYxjysi13Ew0U1ZDfY9/sgz//h/P3Z+S5FGiqJ1F7tqj1ajEc5WP79LfSRzoOAoHEimDhJJTbNsQp6R6cfhiGm7V0yGFQ6tDk9cV113ZOXWm25/4K7+of1YOYDFFZSBpcZCXcRFQBSCkIAGPXXRDmcWkCBwiLAPVB4F2rouTTVfvOs8fO3zbvO4GmoSkB2FGUFWSswdIwgMiUjMchAFAIEkEAGqgl6SrImS29QU4WCJksUdU3HkyC33PHDLuxusb/DlM/H06bOf+/z6k1/c+uJTa088mba2j51J6iwBYQwQeBIBwQYpKQQofRIkD59SRdjO8glBoVzJUr3ZgiKfWUmQ6EHNPea1oNdUNbBhTpMQm4WNc7ds6Zn/7Z9//A//4PpHTi687S3l4uKWynYIbhWlzD9TgDgcaDqq9S5G7lT9ctbGYI99+RQW7rkfu5mc0xefNgwvdn3IAHKWCzpt9E1fcE/PcI+maLiqTyvNR6qDSTlu6sWqh8m49GDWO71QnDq2+hf+29+ID53UwRISVGBgI60Y1TzmcaVETFAJELUKN16Pw6t+7rykxswU4pmIMY+vMYbQbSRZ6Nf1duXSeHN+2D91eN+b/t6v9B95kMMKJj7lu3UGwJYnG0DIHOjN44pBekHEhbCVB+9Nd908/qPPmTdNoVWNgDC5SitBaiVUPUUAoJPJTJNHiIham/mklFIz0IGgaBpug5uVTqowNgxWjh2967YTD9658NDd8sCdWBliUKEsU3KqiQdQqUjaTighN07RLgVuAcjYTQAYKIZs92VAI5hYq3IRsJPitwPVc5R3bZ6ne/4/k833u6OCArdW4lJdkMSAVhxVwYCkiNBs7R4ikEJLTVmqsG8h3nQ4IR74jkeObG9j0uDZ01uff/L8//ORpz/x2c0vPTfYrgfjpox1iLGgm5oJSm8KWO1xWxxVUadElwLaoxph0HSlJhjTkZVsdZgUFElwE42kQhoULslAJC+YKhFz379Rh8+fP3/q1Kf+vw8+9M53HH/4tS8sDtaLYlRzWC4YueUjVAFu1viseOYUvLXWee7TRt8eZLXHmAGXmqabbjPr37Bz/4wDRAZ1Fzf0Zp812/Sbbe7J1T2b15j2EwPQgKOAhj6g9dwayHahH3/g2Nt+5W8uvfnRSTEooimAgkmTw7Ke7HxAeh5XDMyLtAAA7nLu/Ed/9KeXfu+DNjpfSiEUQn0O87726MEmwol6INXtzLAcP37y9p993+KjjxWomCgVkoDZi8ynKt25gAqVMN+H87giwuExiVmTXFFv/NP/4ws//WsHxltjbi03CLD6ar3EQyIkAEFcAWPrPEYVUhMxCQmilOBiqT+U1f3FjdfjtfcO7r75wJ03l0f3c2EBVcHCYAqHWgAsK26m7KsAWm4QtgJ2WXspLwLVTKa+4yvAdgKKqVNAN8wAvItS/nlcE7Fj5DEjB9pm5bkKQAhcsoJkm6AboMzK/bGDNEqIS5vsi2fbB1J3GJWEEK4iaKIlCFFzFLa38dKZyQtnz3z8M/UTT40//9T4S8/r2oZtjXqMmiamRncTAz2ouhNOFXEhnbPHrOAKUh6bIr2sxZK09YE0wohGJTgLuIKEN4Cb1hANIcU0CdV6VcQbjy+/4ZH+Qyebo4fPmY0C6kKjsnKUcerSKFOW5s78WwfzZhHXLJybTuLNgsBpHy/fMNXknu3URbXdydI6t+RnZeLo7IAfdoPA2am/2TYjycde/+DVDPMSQgVXpBoYB5ZWhAkbVKcHATcdvfef/N3ebSfi4pK7xO2mP6wgLgQh2yIK9OcL0zyulDSuSVQTS05D89n/9Ncn/+B/3jfeDhSnEa0+8jy+phgjBdXkqSpXngs48ANvv/VXfmpydF8jCwtJG6UUCAmAuDKJB4pEgIgltoGlecd/HldKBklPnrlEddOU585/8D3vrT788cV6spAkP3ZVfm/R4K05mCuk0GLsqZFyopLMkugLw0aWhot33Hrg5D3HH3t9+cD96PXQ76EoI2Tc8zrVlVUKUUgB0U7u3DtBTM3yNp5agzAFxRvAgZ730BnBpY5QoWgNx8QvcrbekxvPYd41CPP23jfTn/G9Bwa7+whERAUDoK5wQBQqlNbRzuGEB6iRoIKSEqGiGftFnC/rCgZviuShbuDA+jbWNpuPf+aLf/Chlz77ubXPfn4wivsnsj9JL8YCHuE14kjTBGmR4ZLHrPKbv1Olw8NZNbfR1uzSHApUSI7WfsEFsOBAhl1mRT96AzYoLvR6a8cPHnn328NjJ8/tG55LHFqvaZJYMUVTs4qX7d8ZsuXsZhcTOGcxXoaLqpr7dWaWdVxyVxC7e4B7oOOUkDn9Z367DDWnN1qbhwzzHjl5lZM2E+BILm6kxAYIZ4fF83cfe/zXfq53531uYIJr0gV1ulHhEEXVCrTO07h5XCkFKxFBQgQmxkMP3P1pT8sCOEUt0sN8Ou9rDy20kbBdLb1043W3/+SP73/Hm3Bo2TQYmEo6GDgdoxBCo4gZhFCinKdo87iS6kAaZJKggkIDFqoTP/gdn/yTP1ml1pn/dbV+bcaIpKqN6hg+KbBZVenoYT16+OCdtw+PH3/0vnuH1x/hgcW0byFVNrIg0NJVIgNkoQmwQGc2yXLSs2+eupOWhzdIENRs3EACTsuZZVK2jT1I1tOUzsYU3uXwMjOTJZfq6c3jWkF5xMVcu875G5lChq4tlUc4pXPeE0R0/mzSFh4Alex8zc6TPWetIlCItYL8CkB8JWWpCXVDHPQg4HAoRw7Yrcdv+8433b41Ss+8cOaJL65/+gsXPvPEqSe+oGfWwvZWlUwTA4QpH/6zckdA52TwTQR7BFyQ85/8/c3hAm1VN1GLst1rQsKoMcVgSgCpbqQEUw91mDThqfWz/8M/Sf/vHxx402MHH3l4vRc2Q8uDmIKoFp7NGCTsmdzb0VbZ7aAw68QwhWoKAeEpqaoiu5/nR13bihNm/Rtm3+6rEjh35vSu8tk8VTgJFWEghygbFTt++Lv/4d8Zn7wJ0dThjI00CgsEosKQhCElQDqNrHnM45scMTZWBERIIROR1TtuToWyAUUi3edZw9cVvcbP9ZnuveHRX/8lnLx7srgQoGHkLLktUZMYQlJSaJASUgNbCgUGjl6NGcbWPObxTS4DeUpqRR1RUFAWx9722JeuO6JPPO+mpLRp2lUXSRHNJkxbaKojh1bvvu2eRx8uvv0tuPE4lgYw1LbcACYIQHAgAgSMqdQE72huIoQ5QYEn0GECAymEuAi1G8wD1BFya4CYVE1o23tZzbSt2EeBGwyiUJ/m7Z0b9bxAdI3CPIGD1sJ8Tg+9KUxLkgCotLivU2jtlPdRZSvzHVqw0NG6rSUIYCEjLifgqg64GyOopkjBFKBoK6yCpEogWSG9XlpewtEDR15//5HJNra2ceYc/uxTFz7wwQsf+bOtzz2lG1vQkD9WBh97MMw3ea9Ktz8yzOv+5pnYF3rWb3QQW3ZenVio1d4ovRQZ0yXY2BqTuOC+fGaNa/UXP/al5nvPHv7+d9j+lVntEzPLaiiz7E3s1sC8GOZNZ/lyyy7fY2ZmJsk9EzHyHGbeJteV6PlQmIVts2OB+dX2iHDOor6powNe1bN5eWVN0KjZKyOBydUJAYNQFKknSjZOjQipHL54ZP/d/9NvLrzhdRRTuwQansc8rsAYAf1EWFyHFAj9l9Y/+wu/6r/1zxaaLdeqSJKXdszIH+vUiPXqlWcROOApu15RjBIAbSkuSIJGysBUsBGQMEcoEMaatkLaquLzh+69/z3vuulH3h2PLE4GPUAGrhIJpQcQmAsxzePVEe5gclFxc8GWoYj16Hf/7Wfe+wvHn3nKQrSmGBm2CiFkpcaKC8ELwDigTAg7WefXEyHnKACgCYzwKKSQkhQ0t8CQgCRklpDgLleuAkgQF5DmOTsRbZJDgwt7KQrUJYMuJMgkyCjIOEi5f1lvusVuu71/z537771t+ZbrZf9S7IVkahBrJ57C/BI/j3l8FbCUZ8c6qCSJEl0S4+Zoc23j5aee1j/68IV/+1E8dUpfPNvbHhcaC7qwDiDZTMyECFRlnhYUiIirgQY0EqN47kFKHnmFAqo0zWaS2dxSxHMvst2yRb+v6DW4UShhZJ6ejWBUmQTdClouL+obv7X/1rfa8UMvl9isQg0paCGyUIueGk+pKkqoRlciCaIhClS0oGn0BNRwEVgIIphxTs8rEsUxy8C8CLDt3JPZmFODvlmVTncC0lE3ZyQ9WeenP/bIa17Vs3kE4KICVULhQCJIqEAVAq3XfDRcWOVWY2HwyT5P/te/eOR7vhth0FQWdA7z5vFqWYUhQkokNNLCaKJ/+KcfefdfPri96WpFbMkfvBTMw9VLEcoVuwREQ66t0bNeQrcfVBai1MDYUHgKRN0rRmLnHP37b3/N3/9V3HGLS8N9K1uMffSKvIQokF9lbm01j1cFygMJmgNJCYwKiE/657e/+Lf/y/E/+l+WtrYM1uSydzaaU5ijdBgQAf/GWkyNUgClgFnqHey6EEY2ymht6mYu2acLUG/RnaSQcoapicIUoA4vLExSTIpBNRiNxy5WQ0YWNoqiufm642959Pibv2Vwrmf7AAAAIABJREFUz+1YXkFRQYEQWIUoAitabOcOgirz6/s85vHVMgyCoLTJA50SkyRK47AAJ8OGTIhzF+qPf+b8pz/7kX/xr9PTp/adHx2rwwK9r7btkxpMSAYNEEftIKRAERLFE4J7CTcwN7fjTnqCsmt6d4mK7+ipCEt/Bc/fRlvzQAENcBEE24pN7JUTYBTKC0uLR97++LF3f8dTg7CmRREGg1Bub65rJSh0QjUImybkWVwnVGBKqiuEopQZlNGam+8M2u2W6MxDetPt8/2zDcAMFKcYb5ernrfiPtP2IyRmx/bXP3zyVQzzXBMF5mYMWXzWkZjFsTJfQrYnw/7GqBFUmzceueWX//rKOx/D0kFN5iomc4w3j1dJNGiCB0lSWwpaw/tPPfPRv/RXVv/kk2rqzuA7Ex/TVVF4lROEpJ2ag+e+nrZgN0tsCQBxYVBIA6xX0TX2Grmw/9DyD7zrph/+wcnJ60VFRYWqriYqrW0Qcuqrc5g3j1dDjLMLXGoRW1SAKfgkfvqJ3/+eHz/x/HrZbLtIQRTARLBRqACLNSqgBhKmtMSva3GyBEKpgIAmEEHmhuXWenRJEYgqFAFFaS3WFBCiUjf0bFSiouqOrFyn4vRn+xYWF/XIwcFtNy3df+/y3Xet3nsPDh5iMC+DB0ZtC/8KIxggynYcJ7/I/PCYxzy+GszLf9iWadhOCyqE7gKpNRldmeDu29ty/sLo2RfXPvH58Z89cfqTny+eeiad39g3xoK7MSU0E01eSJIUvalSVaVeRm0OutDFAShalZRaegCEtLZGlL0+6YokLNMreBVuVIVU0NqvTBGNQCNIAmWC2elBv7nl5qXHv3XhsW9Z27+0ZuJBkJrSgjeJAs9aLPnpEAgT6Ap1DW4AkyeR3LfM+ijaTtz5LlWVXbmNiAimMG+qszKrxdJtpqpKgq2DsjgzmTNlyPfqhnlJkwiLZIrCoQ2QJA/YiVAgomiSlGd7vY37b3v47/1i/+SdqSi2TZrkSy6hKOZn9zxeJSUNJHFzIEksZAIO0+TJv/vfyN/6rxZi3DYW3VK4B+m1qc5V2s6LKkmkSCiQpRKQwDznHiDWsje9FlKRRM8VofzWh+79lV+wO2+dLA7GGitaiB5goNDYmDbI6aoXc/fMebxKIusElImuiMKCItFZMKXJ1m//3x/4+V+//fSLZUQvsYTnqnItSCJCCRSB8xuAeQWSt+6drcaktP9ls0lmd4HYlpunORyTwJVLjRBC6Ahk0b8QdHOhhxsOLd99y4H77158zX0LR47owRUOB6hKh0IKpYjnHICuUEKdgDBBVfIIRx6Xm9UemCVHzWMe87gkzEMn/xKZRCwxQaRwVUIcVEZGKoKq15MA88lEX3559OLLL/7Rx85/9JMbn3rCXni5Or+5GFPPXZmSolaYIzh0RkVUAYEopBGTlo6XxWfabl4GXsZX8JxNaA0MFC6AiiTGIEZS1WqpAUqioFqvqrMHV1ff/sYT7/7O+vabt6tBAwxScrCmJ8OEHumJLu6BUAqdhJBMKXamC3QSgHtyd3Ul2hE7gcQYp/wrp5uau8cUQagqO0knECLizMYxBkBUSHribKswoV3uXuXdPEkACpoijCFjg5sXHs1bWB202ohYf8MDr/8ffxNHj8KLWEpTwMejYVVA5zBvHq+SigZcHZLETRpF4XD1+Gcf+9y3vOfEeLyGuuzymYthHjsG4tUXjUlSVBElYaADDdgoCFFCqIBVaJKkrcJO9wc3vOf7r/+5963feKQUlRgrLTwmlYDoKNUVUZCAAgx0UKBzmDePV0mWRhCs1RugB4RG6tRIKcW50Zl/8YGP/8zPHd7y5UlSkEgFILmPJxL4jY7vlpmFJeIzwyTdNRpGMxpbEpZnUfjMyUqggw1CYzoKYX1xEUcOn3j8seu/49twz+3YP4y9YKGMkaoirVgeAHfNDtG0hDKrWuQegBNBMrLMNLAwg/EwJ+/MYx5ffv2Q1hcWBEU1ukM1tRIYqHIiEQFFSkkLy6AjJQ9SQwV1jdhgbbP58Mef/b0/PPVvPiTPnV4Y+5JPyjQWSpafSTPjeXkmeAXR2yotYqaRt4MnIq/4yInughQizpR1kiorR2kCGI1qaOIklINzjnP7Vh/4yfft+w+/v1nsTZhEDKZqofEkwVKM4iyhBSQKo077db5rYfSYUhIJUyUVEanremrAkLVe3L2u61n9THdPKc0+KwPI/JTpQ+6e2Oq+PPza+17VMI9KBBihY5Fx4cJmmJKRjUhSXdOF9PjJ+//znykeuFfRk6QMSG3pvoGW89N7Hq+KiEjmIq6NIQl6DZI5N859/h3/0YEPf6qJ23vomdMJvbyuXK0wz0EINLMswSSolbQA5uaCOogibArK++88+ld/eOF73yHlgMFcUHgjCMijSrOOVqSmbv23eVI4j1fHmQAHDI24Z+KiC1xgkKbx7cmp3/gvvvCP/tl1Z8cL7lEj4YV7gLjAmU+Br/9QJ8zFYyubwACIu8Nd2lkckwD3QDVmqygks5FyIiwXBmvXHz105y3VfXccefNj4YZjvm+VoRTLmyNMWlcsbxt0FEkC7xJT01ZSvuOZtRNG7fInc971PObx1SIhyyO1TXlgRgJU8gLjitbnLWt7tudXHp1o9WQddLIRcTQRZ9ebL5x66aOfSn/6Z/jEp9dOvVhu12Xy4CQjQBHmId5SCCdEGqQkShGhhiQFtICM8QqqBAsUU1GDVuYJwlbp1BAA3dY4KaIxDhqWKEZSvLS0EB9/6JY3P7r98IO16tjEBsPxpNYki1UfiS6wMkShmubqUlGEGQ1MURUAZkU2vst4LMtvejewp2qzRurdczXDuUzjnDordKgP7nRPJJuE8+fPnzlz5uHX3vcqNlQgxKFtgQ/JmAYifUdV9F+Ok6Ys7dHXvfYfvL++4wSll5KaQRxC1IoS87LePF41EYioeXQMBkJhNby32Hv7G5/7k08cguyxr5nWwOSqtmgqIEakjsQPoB/K8WQ80GHtzSD0XuiNnq3k0Pd/18lffD9W9qEoM8ULDkqIKqlDxQoU2Y6oxXgyJ2zO41UT0uqIF/laKKhVTBESWIR6RY7/tR9d29h+7n/9nRvPjnt0BGXJyXhilKRKqH4D7bxMuRS4OINT0FRQg03oSVmbUyZGMS9EbEQ7Z3JuqYo3HjnxhofvfPxRPPI6LC9Q2VShtpIQgyhbkZb2KwkgUPFscdAJAgpFfCrY0LUkDQigzMC9ecxjHl/tLAbQGovPritti0+yAzs6BmUebUC2/mPrPWakkQVILejVQjh27Po3PsxmJBsbh/70U5/873/71Ac/Pjh7/pBUfUZJjQWPsVk3K4KJR08sqzBpUsZGyuzu/orCPO+IkFOvE1KEQgecrpTgIk0hNBBR4F4vb1zY/L0PfOHf/N74O7775He+7ez+/il7aRKK1PC8VuI6Vnq/CJRqR10zQ7Udk/SM2VJKIhJCyH+zrXl+1CyE0AK0vAEAM8tPN7M84JfxHrqRv/yQiFghKTUx1nhVGyokASgFBGAtdPUSqedhy8pne3r4ofuu/41f6t9142TQ2wAHqAoRdQiQtZ7DVe0ZOI+rKmJqTJNIkafMHEghMU4+8anf//4fu+XU2TJF6RZlmVm4+c12L31Fo1XaFEYhAKMoKDRHOQGj6UtvuuWuH/+RfW9909bK6pCFJjC4FzQ3OGKgY8cRKxBCIZkUSUSBOat7Hq+KyPhGSEkEwKAjwIAqwcUbpTWjsDl6+r/77ef+/j89cnqtZKwtQdwcKXlQC+kbOQ3NQYcrUIA9aINIoFbbFpo4k9dltTas5Lqji/fctXzy5P6T9/RvOs7DB9Arm1DmdrwATF5qNgAm4S6IWbQAsDxynzJ4EyqiQpzBQSGEnovwEAEMreznvJw7j3n8/+y9eZRl51Xlufc5373vvRgyMqXUlKnUaKXmebQkzzbY2AxejaGg6IYqMMXUYOgCu6uroQxmMpRxYQrbsIAypmmKwm23mYzbGNoDttuTbMsSkmXZUkpK5TxFxHvv3u87u/+4LyJTMh5W5RJOKe9vxcoVGfkiIzLyfsOZ9v4aNpCusDbL2WAtfjsaBM4youCsTUhd3Txmr3Ktm7QDyuHW1asgYRnKplHEcN9he3jX+J7P7/nYJ1fu+PTq/V9od++ZE+sJq9CcYMiBKGA3NmwwBwueUM/PWT5cgNYuSuqqkwQlFzub+u5uFQi4hFZonNw9OHOy9ZSl592y8Kwb9m2YWx0Ms1fyqnUbS1XRPBxAKXn9y3U1t9lXJbo2yy666xo1sd73vtZ12cVy60qbs/+IrhgKuNu6Z7qnWaRnZgqMx+OIePrN1z25wzwClUCooYppIJ8wPbIwl2+7+tmv+4Xmwi21BpMyaYZzVYkRrSUM8oLi8P4A6HnSbMMS2BhckdQAhpzCDM3q3te9+XO/+PotTXCtg+JxQV3wKRvmdUqb2RCUC3UQsCOeDs4P9gx59XOfcearX2HnnFWsdh82OVJlllUSsrEOkAWPqXaStAIVQKCjzwP1PGnCvAAMstKd/DYBDKhDUg6PaamJPFqdTN7+rg/90m/OfeHhJWNSlGY673Xk4xKzq4BYS7kTSPAwn1RpP8rKgKma8+H8YPu527/vpXO334DTN2I0lA8Ij1bmxLSrviE7yNnt0dZU6datYmJmb2LU0T6rtavZzCcC1ExPYa3lrD/je3q+5mDnMb0/x5b1ji7v2SsDhkK1QAbm4SzdeoUSV1mmUALnYKnMDN5DaGtkhKMMS4N9R/D5Hbvf+8G7/+GjzcfuSivTjZP2tKIR2GBaoLK2dJ/QkZNiBZ2PnXhsA89MC1SymbVD9wIa4FCLkqpqtV2dw2DF067F4cq5Wy562bfYFdv3zQ0PVT41s1RbwDvZ7ijA0fk6khG5a9c81hqhC/PWPxjxmInirl2z+6x1f3YAUnDNNcCMWHcQEHPOAJ5+05M7zBOBWuiqedkA8fBgkbfecPGvvLK68oJSzYUhCZYDlNnMsZWgFyD1R0DPk4MMpcziaFmGZQqhwVA0L22653P3/Ksfr+64B2suAuuOeXqq/1i6EbxiApACDmvMdyxVuuHiy37gO057wTMwd3YkTZkL8xwGjNQlIEFAbQpbjxc7IWfQtObiCqDv2+x5soR5AoCY+dZ1id4u4c4WDDXDTBRMvIyb/++Tu97w1tW/+fCmcYk8GaLKaMtx7BaECtEailGwQhvTy9LC8Lytc9ddOX/LzadcfUW95XQsjpAYZgEZzI0RArmWVyHY6RWQOroqWWbKmev+fmlmzycImSykdyFupyeuTge+W859mNfT87WFeZqtuGM7XNabNvPaJsNuoEGyTsGfM+shCIyj0m+hziO925a6CIqFLERRJLqV8FKQgSPLzcP37/z4p8cf+lT7/o/q4UdHuSQVSjNXpCdyETdeCJjMAgZfvzh1W4kBBraIsCJEElxmcCFN4WKC7U8lkcMDrPacfipuvWbx2Tf5xecvAwgWT6XqLDyD5FrZTVgzUYDN/BK6al7btl3Vbs0cj48L7Tp5le7FOeeuObOUQmJtUo9SdBFg5VU3wnfT9Vef0GHeAKUFs1vuFHpQAME8VDFcyMPSDKAWNqmraJHrxQMvuu3pb/rlvPkUwJL3y7fnqbgnrykskZxOp/ve+n9+9md/9Yz97dbGhLKCPIQqxIHEzLShZSCfsP+W9XD0mL7/oxwelqpw1LKWJXiBMnyC6QBeAYForEwHViJShg0W7h+lc1/1o9u/77vLwgave0OEnh4AQBGMM528Unwy3fmuv/3Qf3zT0mfuv3RCLyuBHCBpmcgQnCj00ACsYIfRJFgCHQLC4C1KAYpRLljKTaHPHbFq76hOl1904UtftOW5T/fzto0r1XNz7v067Onp+TKxlhBNqXJg5+7Vu++/+x1/9cW/+tstRyZnrDRLQMXVsVqm1CpyyQlWgQ6CLFKhYtbX0yW8TKKjcqQEM1iDQyIg41EnT2QgE5mo4/i+c3OXTDJEECu17d04v+G5z9j8km/YsTR/aHSK25CTI1NNyijFYM5VD1urUQJNtiaDdUvSsrncPWOQURSrtVaHtnH6mNTbsZor6z573SXQ1iTB1xVZSEYp3WfddMMVJ3SYZ1CAQQNFBRWgRJMc8oQcbNpkgKvFZDi3/6Kzb33LG+xp55XRnIypP1x6nuphnqR48Iv/8KM/Pf/3d56x2oSVUBnIALbssnFPmqrel0Z6oiBQndsyDVYoEDmCboGoPUXTWDX/cK3Jpedd+L0v2/Id36rFJQ6GXVq/p6cHCsAkFVAKLy3HU37x4Ufe/Xc7/vI9+a57Nh1aqQMecgFUQCICQuclhWBRork6sUuEWZi1imLcOUyD005duu6KxRuuPuu6q+vzz8Vpm6OqWKUckY6RmOvp6el5HFFkzlKCJWwyxZFVPLJz32fu3v3hj+y46x9Pues+m+ZRE8NAgiRlkxhJSOraK83W2nHUubDTgjOZGFee/Vkn7CTxmJLdcdb7GyZCSZEQhBrG8nD08KDGpdvPuPWWuRuv3b1xsXE2QFsipYruARlRRVjRapUHmU7PxmyWAoMMlJiaJkMblFnk9rhI79gwb73nc/1l6xbqiuim/m4+wcO8QhB0JZvVk4sQxCwsN0zr+dGDzWplI1O94/TFW970C6NvvNV8Tg1Qp/5w6Xkqb45r1XyVid31xQ9+2/dvfvARs8aLBqqhKiEM0wZFT1oxkaoTcUY0QOsCWeUYwqcoE0cbZT7NlfB983OnfueLz3/F92r7uQF38zbaSNWgL+f19AAZYRDDIJZueA1F49UEYHlcPvrJD73hzY/ecfeZ2RaX24VWw1KEllB3hUglCtCCU6Kt6iOOI0krlbfD6uqbbjjzhd84f/EFuOICbJobe72KPERlwAAV++m4np6er3zPLy3MG0i0gqgRKYqNxwS1fIQf/PjdH/jIfe96/8IjB8+YYNRMh8awMmnHdINVCqtL1AiiZKB1NR6QUpEJ0DyomUIdgoBH+FqwF8e3PxUmAKZwREIMmcbKK/Tx/IbDVRVXX3D+D3/PF4aj5YWNrdJAqlgCbaFRzmAzKMOggQ3VOpI4KPBWQWZDN524LsrSBW/rbZzHarGsx37rr3H3knPXtPn0m646ocO8qSOFV0oOCgoUIa+rKRu1qjGqxYNWrW4/74ZffFV6znWrC3MVvM4yEH3XZs9TkbXW7dnCboB6dbrjdW+677WvP7tpqpBHXUVFhDABcsHgSfovHcEy1DBaUzAAuQwBgwGcpGrPMM3fdv3TfuB75p/59HLqJggpiJJLHStqlnyhf1p6eqYoDniQooCWKp1FgWAlokzSynJ88ZFHP3H3+LOfTzsezbv2Tg8ciOkEkSNyHV6Sx3CYTt1UnblZZ52ezt962vYLly44B0sbmqWNnpKRYSyQ0UEJMpDqUst9tqWnp+fLBEvRwDzALApwsSKsFOSAIrNJTYtH9+365F2H/t+PLH/8Lt5zf31kZR5GlYLoSlc2E/48qtvkkgHCfFe4C0gIdXJOs74hmY5ra0rwADK6FFpxyywoRIOUrTo8StOrtm/6huc1V1+xa2FeqaqKBqUANq5tmhhFgwhTtBaNS0ANqwoZEI3gsaU8PbYta11181j3vPXGTjNTRIkgcNvTrz2hw7zGVRerUAFsgMYyrCTJ1LldEPCDgyGfe8slr/mZ+tKnBVO4TR21StUG6l4RvecpG+lhrRVbBQB5aP9Db/jdR17/e2ceGVcBglMqTFUJ4sTNd8Sa0MmXZtUEwNRC2YPSoKASi1VHUnW4snZ+dNYLn3Xuy7+LV20fL4yIuUHQCyKhGEyNA7C6f1R6ekKiwE63hFYYgJnIAgoNkQ1eSpIgoW1FIDKVmVvmks0wGLnXCBlNKckckNwKMDWYMBJmouuG0qkYKbyTXrc+39rT0/NlyC1AWNdTiU6mRIQESkYiFChAVmnRNnHPF/d/+NNH3v/xI5+4h7sfqafLSagCVVGa7XLIYCHCUAVtppkpAAUKIHPW3lnHcVXzRlALa8DWEQwwTMUoBcyqJpi9Xq44vfDspRc8K9184/6lTSvmxQArsihlOMglQfLIjpYBM8KsGKWaFhFdE2YXwq0X8Y5t3ZwFdccEgccGfpKeceuJrbTZeqmKVfACmxhKJeZmUJQsjaM1jg7NjZrnXX/jb/1y2XyqVyNkRIXGUal4CaQ+zOs5GbJhABCl2MFDd/7wK+f/6h9G00MY+nIzrjBXmOo8PXEvoGvOfnxMgNfZ+PDwsJ0r9LYZYrCKdpAWJyXtr6vlq8575n94Rbn1Wi2OCHckyDs3rYYAkBQuob9f9vR0WwS7yYfIUEEAluAuMGbSZp2gZTG0XNe0RCowYZJm6gUWMP1TGr6G1rAW5cEA71Lmne5n3zvd09PzZS/6a8c/CaIQQRQIoBCDYjM3YCm8ZBNLWzUFqxm79h/5hw9+9u1v3/vRu85Yjk0NO9POzGKKuqAGD6bJKNXIJfK08kGJzrfOfFbHOy4NloQc8AwrdMy2z+jG/wyWWQVItk3igbnh9PLLtnzHtx+++LwdVlorVCRsqCIGZhaRI4cxG2RmonJ4bZ0O57otXqe0uR7gdZKbWGvsXI/xHje598xbr/OfwoYTN8h3eXRCLCpWoLwA1grIi4/2Dge8/bqrXvsz+cIt2QcpDAY5jDBA1veK9JwcVziqlCANVb3p/Avu//DHtH+/yqqDrpqlMrQn7DevNclkrgV4BDsDrCCXSpjgNpyI9IW9ZpNrLt36U//6sn/7g7jm4mZ+PmxQhVMKi+ylMCohyUC21gd5PT3r53+33NasQzrFAgoGMMjOSESkDHCgBj1kAQQT4AELUZ0Lu7rfyBQmKwEELYgwRJJc4szMyfTY1qOenp6eYwkS5Loju0mGkmYDbxItZvETSHOYI4UlzY3K5qV08dPOfeHzz3vh8+2yi/bOV4+0k5XpdNCWQSkDCsyEPAcRpLWmbAzSZTW8huXjC/Mys0iADktAp0VcgQ43eA0IpXWImG8j7dx74FOfHU7GW886szHDcJQRxVAMIN0S1k1AAwksx3xvneTe+vtYs2To1BmwVsGb3am6aNBIMwHnbjvrxJ7NS6UqVgsBtBZSWSDrGO4B98zVo+ffdvXrX5PPml8ejggfya1LB6hr0Y26TyL2nAQ0KBkaKLkQRxr71Gfe+/IfPeehXVWTiVRny2hO4C1+7TK4HuZ1HuUEgDOCR8C9pmZufo9i483X3fSfX9Oec2qZW0BgAKc6Q+XSMBcgQbUcxdGN7/UbQE8PkGeu4SACXWcmOkusTlGzBAphBgQsOvPj2WfomFxJd89QQIBmdsiIYTf6O2u3Wo8pDWHonPH6dEtPT8+Xu+cD6FoAJOs2KKz3DEhWBdBlfjtDTF/bjIJQgRsCcBQeXsYDDz/8tr+4/4/fVj26Z67kGjhl7EQEcoFaRFQumGcOxAo2Pj6vqWytyUyJa3ufZl0MDniFDJSxp9ZIlJQzkz3qfmj7RZf86++dnrPtwYUYj+rWPU/Kog8jl6LoUt/pmP7MxwV760Lr3QtSSseW+44GgTYr6z3nthtO6Gpea+5iWhM/TaQhLafhAxtG9tybbnjNq3DOmfQ6uUs0wgUTQHaXxf6O13NSJMNQAkAwBeGMrZsWzzjlsx/8aLXSDBUVGMeXsnpC+ZJqHmTs2jaCeGQ0OJDSyobF4e03bP93P3b+T39/Oes0G8wxTO4BONkVJgxMMBKikWQQBUj90/GUQl/iDtJXir4WCma3B8rQVd00EyFnZ3xMN5jJDGYwBwkY5AIFF9ddp4w0gGBncGLwFpW6tAoR3aQKLEADuS6M3dPT0/NP7+owipiJqIgMWiYLrdCmoEFVkbewoEmtqSFEulCgMLIImUyJmzcs3HrtuS957vDay9uljTub9vCkXfGUrUIwWaJmnu0EAnHcZlOkjGvVpcySLVpDMRRjp2+cZB4SAi4pD0E/tPLoJz+ztGv/3Omn1qNqXLLX1bTNIQUVDlpIxWTHNmp2LZqllHVFTaxprmBNkWX911JKwayR4vxtW05wpc1UFQwQgdIyMlrz+R2G6puedcubf7Wcsmna2mhQkchtk1JCCG7BWRNKn0TsOSl2SeSM4mE2dTkmNTA+VN7x3nt/8hdP27vrSN1uGJ+4SpuPq+bFzPdGQch499Li8Lwtz3/Fv7EX3N6cuthaPZ8TwuRoEgRVoHXzRV0kayrOgvDZ6u8vmE/xqO9YtbH+B/LlaYCuQdNniXGsNW4SgmzNW+rYbWW2IAWkL5FIOubFsrXqIGbyCet/eUFfU+/p6fnKl4DZbqL1CT1gPaEXLNbVb8K6Iz2MWms2gKAIlEJLIqcqYaoBrqx6MaxM9r/rXR/6s3c2n/7cKfuXzwwO25Yq4sxJweM4Tw2bfctAIIcVMSCD3GVBB2VRHEEgA7DBajT1aNTmKSM/cPUNV/3o//TI6RseBW0w3wbkRApjMDfEXFe1K6UAcHeSpZR1URY81kkPa0nP7lNYp6qqADzr5mu/ztU8dU0jnOUOCQEqRDELWnEOJWAqWkuYD3fXg8UXPe/aV7+y3XpGpDSsUgiEvBvD684ZzuL1/njpOSkuu1ESNbvrwkhrkqWzT1saLT7yoTssm3Nq3a6ZUlZX9mY2ijKJlFg4u9AhoCCKITirqvlXTHkVUl3PwNqVj5AQwcgeAA3OtYtil4HJkMwKSHcEOwms1tWaQBjTSvJdi4PhzVdc8hM/dun//HLefOV042KwHiIxDA5RbjTJZl2b6wVBkl1rGjKQeteuEy8yw5rF9rGtOQA6+WSoFSME0hRi55ZaOj+dXFZWtHO3HtmlnXu1a58OHGTbIHlJbGhT0CWAzIpuCC2iNY0hdMWlk/nHTgMoEJzlVkSoU1tZy3DPwrPu4wYStFn3ZffB2RrGMVHfY9QT1v5tk7duAAAgAElEQVRHu72E6It5PT09X521jaXboQgwZjP6JhKUsRiyKQiTHJ1pi6AgAbfskMHN6qDDORw0g7rdMLfhggu2v+gF25/37NGF5x4yHl5t2kkzgInIVKVOBABCgAgqTCEQTrBLFgsoZNA0u1wwZu58StGpw0hdxkwymIs+2zgZQDAEOdhdXEhHaevSzhHaf/jhf7x3jn76aaejHhQazS1oIsLaJBEMONxACTSDQSqmmHUsrg3mdSFfxyzpSZKIEuedALN5ETSBpk6bS4Iyu6Sj09uCXLOOCGN1qKrsxc+55Nf/A87aXAaJncVhn8TtOdnJQikw7/ZCsvFiiHTg8H0/8au7/6+/PWf1oXHyJrTE0bBYUeka0gMlm4DOpKTrxbICCCw8uv2avvL+bAIKA7Ph6S7qkmbJOaOqQAQDAFVqJtKayC1YoCV4mzguzdASSkyr+oFEXnfxc378B3HDNe22re6+7hCKfr0/2cMNaL2aJGMXDrhEQezUo4MFiQ5aniliF44bPHpw8qFPfP7DH3ro05/es+NhTSa1Jx/OnXHp9lOvueKyl31rOXOzn7oUYY1zKMuRlZsqVdNKy7AF+CB6xceenp6ek4lO/zcHQjhwCHffd+h9H/zwG39v8fDKJvNN40lBtECx8KrKOSdaQmJZnw9QYC2/BXYlRSFEiaDWqmp6TMS6dth9tdMw5dV6bofXdsM1F373y/Zv3fyoM9Mo1rDsrQjJkgxZBsBNFjkyUSAjvSv3rYd2x1b2CmZzes96+tfbUMEgwQTXWpcH0Sl9mcGA9khl42TzOU2D+y8/77o//o104XngkFUlidZf+3r6u3MEI4MGS5kIZOax5VHk9Pndd/3hn+E//2HJuc7tQm7mJKkEGGCGT80CSKEucdU51qztVl3MhslX/OJDMEMtkI0CnEyBpC6bhQw1UOPKFkkYCankChbwxtASdcTUkC21lsaD0dwt18592/PP/IZn8cwz6HUa9tN1T7EzNwJykQLFLlFXEA6yBNoSVU2ihBDZoikH9u/90Ed3vecD04/c6fc9PDeZkNFUDEZqY1hgxVaGw5UzTjn1Bbdv//aX6KbrVpdqg9edAlkpcGVYAtkQdX9Y9PT09JwsrCgGYgpA0aLNVqqVcdz7xV3v+dCBv/9I/sxdzaHlDeJg2tZRiBIKEonmoalxSvNA0lH5gM6YJgEEx0cvS/89tK4WVqrBkWpwaPPGM17y/OoZ1+9emp8Mh00T8yW1pokVEB5Rw1wMsoTCurqiOmO99ToejhlfD6Jr73z2rdd/ncM8QoQbvMAEBbIh1jRJEcZDyJFGE1Y7l+ae+XuvjW+6Mdv8MFDlTt6mD/N6TnoCAKYGAYMCFsA0TWyRRzl74a7f+W8f/fe/dulKHpXlVa5URpMCSapqpYBn0BAOAlEgMTqtqK69K3/FFZYEAZkIGgWHz7osZkmuFmg7oaxgdImm2hOyDBqw2plUp+FuZT7/5lt+6t/w2qtgA9TzpeKyY8MxylH9Sn+qPKyRQQCpGAQZWwOAOgdaFXevgLZFm3f9yds//ea3Du66/9SV6TwVVkaU5dwgRI0szYWbYgLbSzuwWC8P0hW//fqlb7m91PNVIHJ47TPLbyMaoe7HtXt6enpOFo5gkpBs1lROgTkmoyJrM0L47N1f+Jv33fnH79z84P7zS7JmmYgG0xYNEQk1MQgoKEC2FuzZTIsYxyluV8EnNcdoraj2wU7zct1l53zvyx4+97R98yM28x6ZpWXNxoqnlApSawgPMkxgWb8arVulrzc9tVEAmNmzn/719s1rTS46DOhU1CMsAspUa5pCA9SN6oMXbbvydT+7+MwbNFxsopBeAQjB+sn7npOeAgTCEIQRRqiEJStAwENauPyic2+78YEdD0z27B9ChWWaANJjNjiTZpqUAiKo6BRQMPsQv+Jb15vgQCXUQIWZ0WVLNCmIMlQmuhZ4a2kcDlZLqBo0wTb5ri3b6ttv3PYT/+ppr/qR9uLz82gB9YBGFLiQ/DGru1/sT3akoMSAyTqVMs0UkhVETvI85q79+97x7s++6pf3v/UdWz7/6NmtliCghNAYslvXSCzFhDF2XzawTmmaN+S4+7P3Xnj7LXbqIs2TpUJ2VkSZQYrsw7yenp6ek4W6BCMCJD0FqinqkgQbD6sjg8HgjFNPuf6qi1/8vOryiw7V3Le60kxbC9JTW9WiV2GcSRKXsCiMQgXQhXtcU415zBm3NvaMr1blG6Bq1Ga0Q4th25ySlXYdevje+6q6Ov2MUw/NjyphWJDcUXlrIDzJk5hgQjwuyHzcbF5nqee0r79v3iS1w+wVUoY1pmCmSiIy1ZoN82jX0Opn33TFL7wyXXwB6jmBpWJAdduKDrf+5tdzspOBQKnUUg51GZAQSGcmMsoIWdP68KFD7/voQ7/5lvYDH59vslVklDrLyUA4ZuJWAYid0rp1ObDHWYh+ieReiJwJVknGmQxDoYoJgJEIVkqUAWnV0p45KxdvW7rliouee/vo8luw5dQ852FWAyqisyAbQyXTRn1099R6VAWEZ+Oatj9DlgWVwvbg4YP6rbfc8af/9+jBXVumrEsLwxiFrFKxIawQDUstQiEoQ3QLEEU13RQH6kE855bL3/ofy6YNrjq6kjRiypKAAar+v6Cnp6fnZKHJMIIWNpsKZ4ERDAhAghSkFC2aKQ8dnt5z/yPv+eAjb38PH9yzYdoOSwMEWVKUpOKSw1uwNZOnui3HRnfrMd7spqSvEuatOhZCtaJFKaTgGdakwb7aB+dswb946WlXX7pjsZrOzaEkZEWEkhlKBUSgPNZh6HGqm1hz0rv15qu/3r55LEkk0FKti9RSqtQ2Fhby1dGmePa11735F3ThFtYjhsMpg3dqPIbeG6+nBxAMYJCRZpknwqwzDgdgiARDVY0uueD0Zz09z8898Oiu1eXVGlaXCYm2KmK00SS3QGQVWqInCQVhjy3f6bGjxUreUhNGk9AmhSEQRlXOmgaRXpewCarD9WDHXD29/tIrX/Hy7a/8oTO+88W64qLVzRtTspTNgewIoxOmICMbnFUf4z2VYEC01tgaHPAChoBpGY+bO+79i5/6+U1/+BdLh8ZzyvAslyJXQgoI1tBcqoUWaExBulgLtZA6hVhgUNr2wHjuygvr7eezOEGmbhHI0LWN9PT09PScHHcjA2ZylJ1XE8JgRhqIyEYHKQM912m8MK/ztmy+/cbznvOCDYubHti/+0CzHLJh+LBgDglgC2RnlgiltZDuGKHiY8K8r1bNkxUGBStI2VIxIzgosSmXhb0HH/30PfnAvjOvv3I1sUpDTMNAH3qpI3tLIrEikNzdjEBX8iLpXVHPnaSZbdtyxtc5zHNFAgVOHa2rFti2QwzHSOPBYO9zb7rp1f9WF561nAadOnoxgrBZn21fyuvpQaEyRUaX/ugCvgIWEkY4xCzA5Cg23Tg/f9t1W595Y7Vx0+TAkb3jydSQMiysZuUySMYUQFFnlmBdu/dR+Xvy2DcLGFCbD2V15lxUVbgpKTzLxlYtp+HKKRvtWdcvfc+3XPLKHzz/h767vu3aOGVjMJmqbNkZnKVtAMwMUk3m4ejzOE+1MI/WdRkTAcGEPGbTHPzrv/vkj7/6rDu+uJjbWsaSK5G5TYIhAARLWDEWUxRG2MwygRAQBVFYWo/EyOPymeWDF77wWZyf63qSSTronatCT09PT8/JwfQYqwYPJSFRhcqMxjSQAQhDIQlLYYPWLJwbFwa3XnvOtz5n8/WX5eFovNysLjfT4Ni91HVELIobgtN/8oz7kl+/HCOpJafJJa/kSW6d55RyQh41Zfzgw8t7D2w5/cx6YTRluFsVBYwYmGQp/FjD2K6ad6zqZhf1bd16+tdfabMzplh1ZI8qa5PNHyixc1RvvOmqy/7wN3HqEuaqVajAHayOOagNvStWTw9alEA4LGm2LEQUoKwlmRq0Q3gqMLNCTKIdttnHDR7ds+Mv3nXvf33n3N0PLtJ8PBkJCVGiEUg4rfOnaR+TgtJjqnkjAGBCLRDwMXJhveJYTozRgE/bdvozb7jgRc/DtZfKChYWRWcxmneVwWmaCAZgoMRiIOAogHfmyr3Q5lMLdV72BTBMbUqLeu+BHb/zJ3e97vcvP9wsFdutxmmOgmjcOufcWDfn0FHp6m4Cvovz1ibSEWEstnDH5o3f9M7frW64kqVCrGnI9o9TT09Pz8lEAyXASswuQ47CdbNPuCiyG0rxOHo2ZZSJaWhKucHqFDsPPPLn7/nMn/653fvAmZMy30w2kFCZoBzP9zaAVmnFWBWrAIFTj8KSotSh4lUUHarnHjx98Wk/9D/O33btMpxpuAwdqCOCo0idoUInvrKuv9L9amZdA+fNN175dQ7zMn0gEGpRiqGmTwI750ft7dfd8gs/Y9deaTKWzMSW4aTBRIdgAfbGqz09s0E8dRmrmXdx50sGBFWoAlQFblYAhjxQKCWhlLTcYPf+PR/4yN5P3LH3U3c2DzxUHV6ea3PdRh2d8P1M0OlosuqxyRXBWmBcpdWUtGExNm1cOHfb4iXbFy++8KxLnoazT4/TNiA560GIFl2DBECEoRigYrNxZnbx48xmmeyv5U/FME+Rwwi2LZoW99x/x2+8ef+fv/u8adSxDAgamFkpubIqR14bcODMtIiSOpmfTrULBREUJUcYlNk0vrirnr/sv/xq9e3PrjGqsimh85nti3k9PT09J9OJkzGTHeCaMgpNnfkAGstJNDkCIIoUJCiHTCwKOLPkhK9OuHPfoU/cufdv37/rfR+sHn54FNqw2s7uQI/9ojOlgq96c4P7rCFFQBRS7IQQSMAkN2b6Qbc9py5ufMbN5734hdNtWx+V5fmFcTtNTjMrpUhy9/XBvGPH8yTddMMVX28JFq+HBTVKQemGK5ZZV8++6Wm/86vNeae2eb6uSSF1kxcKJSs0k1kLEP1EfU8PFJAE66RQCHjpKh2ACy5MDRUgoCCotmIDDIC6AMAqC60djSfYdwSf34E77sQ/3vfgxz61+977OZ4Mvapz+xW++P6l+pRt28575i3V9gtx4bm4+GnYuAFLCyvGCaoanANVIplJKIbOmT1BFrIo4GwNy7qItMusMc3SOP3F/KlFQaBdcWi8Eu/9+N//yKuf9vDBzWUavjqpV8fN6iIWBkipiGADa5Aac5Kp2BBoWVqoknUdw1p/qBGdcW3y1cM2P24HZ//Gq9IrXlZjNMoejoYwoO5//j09PT0nUZjXFqIFApaAWsYAQBgykaJd6ws0AIUohAFJQkQDwqzOM4/1PMREq/PNEd7/yOFff8tdf/L2LeOj6nTrDulfuz16y8FQ2VBaltbCA7Vg8Kn5ONlcM2E1XC7jGpW8eqSuHr703Et+5OXVJZcdnjIN0xSTziuvlPKl1bz1Zs7rr730iQ3zOrd4ACYCKhbFFDRGqkpVwad2aI7DEj6FWfK9Hrr9mkt/6X8dXXl1eOq60NBL7fX0PCE7oDCbuBMkhRhiADnalXG7Mjly4OCRvfvSvn3jI8vtdAqJZl5Xqa6Hi3MLGzfOL21ozzy9qut6fmQpiTA3QVpfs7NKTL+ETxZaIHXdLwqYsnIQRnOkKIIZI2z3/h3/9e073vgHm7/wyIbSFpbWzMMqMR/fV6+t7KlrtYPN//uPnPbvv3/qc3OtwSCPjFIdX16wSLNWUSqIIAUmwAIIwKbd6Rqg6ISZ1iJRoCFgqAsQAS+NIUMDuYcJDML7hEZPT0/PCXRDml2SBAXUTfkxhKJ22hzas/fwn/7Zrne/z+7+wtL+w4NS6MqQwbxFjZSZw4MFBqMYQCfwyS4HT1RCBrKxECAt5JJrNnDe2NAijKUwsiGQ2mru8MZNm7/1Bad883N2bBgdGNSip6I6F4eKqzEUuBevVTU27e5fN157xT9DmNcNVdAAIgR1OoBEZfCU2l1lMhjNDSbcnVhecNONr/s5bN2K4UIJ9GFeT88THuYdk/vhTBWYyIESs0QXJ4/JUkWBGTrnBAIcgYBiZiQz6xt9/Ahfv4RPElaRazGJgMnQKiqamlwMJSXlZrR/5YFf+u3PvfmPzmqaIXNYdqkqdBlgx2s4yzhQDVZRb33NT576k/+ypLlBsU6HtqD4cbZ/hCCs1ZsBJzgzlgS6MrW6XiBj9wcS1JXVAzQwFUAhV0MFNJBZGAD1amI9PT09J1qYN7u+zN5llw0XkANmmCyjmZY77r77zX905N0fPHu5sZiAbBnJnRJDCBUUR6JZq+jOi85pvZp5Hs8KgZ0CHWYmwzLVjiBKILpxlkCaDBYemEvtJdtu/LGX7zvzlKYeHvEUNCMckEUouu8wzCVBuPG6K55Ypc01kRsHEmEOVkACbW3WUZHLIE2UD9Qp33zVVa95Zb78IlVD5ezV7B/eH4A9PU/gIiVtVnHrEk0SRSfd4IQjDzwqj2RIpuSqU1QpJ2uSZfeqqwh21QsS7LJfZCfF2Yd5Jx0NKJEiJUqYNq3V7lIZr6S77r3zZ39x33971yUr7SYVIXcD8R40uOA4vjDPqRZpb7Kzv+fbRlddTCYDNXsSxePrAW4pkbGm/dUFebM5WIKCzaZPCSKghtHlbg3ygAcBhLMlBFYyLwDUeowZdd+f3NPT03MiXpLW4z4ZTRDdYDYZDjQ/z7POOOMbnrn5mdcdOXPj7unK4SOHvUQVURSCVcIIVkNSiU5IfC0jLnTqz3QwrdkUdznBoHWnFdcOxIFbJY1KqaaTdODQnk/fdc7iprQ0d2Bh2BSrilthy9KitWjryIUVAUhbzzr9iTZU6EbnrZOxEdjJpmUwA62rYmW5barq0NMvu/1Nv+6XXdyk4VSsq0RNzXrXrJ6eJzDAIznrK1vzxRNJmkgZRcnAoNMcRhlhLDSawypagtG4HhwKCnb3Xmo9SXOM5m/PUx7XlGSGUZ4CRrbJM6M+tFzdu/PDP/LTC3fcWR086MoVIiHqcJMV7+yNqOMN89Ao7dw4d+kP/0vfdhaZMBu3IBDHGeYFIqhMZkJGm+kdzY5iF2RoTK0hSCOrMC9m4YR3kt4iu1ZPB5NIAYbW1EJDeP/w9PT09JywYV53lyklG1lym81rgZba+VE5f8vm59+09YXP3XrJxV/Y+ehD+w7UqIdhU2qVMU0qpEFJM+FngpMkaa39ae3X6DKHZPaurIdsyMblsjpMg2msLqZkk+X5fcufe/9H2mEabL9AXrMgIhrkgkBpXchMkiLi7K1nPtFhnojuiLUCTD2yKaCgwhAmK5h42n/umde8/ufrSy4O1VUYExq1A5DslfZ6ep5gdNTkhaQEzTQvEZKZGygJItm9+Ghqi0JQ3ScaDUTXtXms2Ukf4Z1cREu4oTKRRBGAXK+sLL/j//n4j//cKfd8YWFlpXVNK0oYyAEUMDupSN3LjytzoakND1989vYf+K7YuGjwIATY7AE+rofRGyWAM6EjrguAduYliUWaWTw45erK4pAhDC0jM8hOKprHHo0eGgi0Pszr6enpOXHDvFAAMHdJ5k4WJ1mUZAkuGzQLc3H5Rdte9PwN112TU/XI7t2HoKhTLiURHmGAzcb8tNr5VQHQmsgkZuZBBGTd2cXZiZPqRkVkUTaoNm3wat89X2CrDaduahZ8UoUDXtDClo2MmQb7tq1nPbGzednChIEM8DE1rZTLdAMTc3YbtIhDddpzzUU3/trPzV9/o9kAAFzZRdBD/Vh6T88/R5iHo93nx36w29zi2HSTHr/3dX401GM/8dj7dB/nnUy00XoYg9mQE1LbVnsO7XjDH+x641s2LY89WgAGGpnFIAtlgEcMJIPa4yu4kdg5WNj4v3zvBa/6Yc4vUgybOXNQx/soRikg2JXxtCZmywgFLIRkMEagZDDCSplOuTLxIxNOA3RsGGLDQgy8pDpgLnh0zaQBAIM+zOvp6ek54a5G+DKymYwJYOq0OYFOSzwAQhYF7ZRffGjnez+y/I73NB/7dH3w8LwjmEUpBEUVRoXBhQhjhkRQrKIr9xWCBiNcoMBMFYZLjph4YfJ6wpVqYceWpfmXPmfxBbcdHI0mnGsxkA3YHpaR5DNvufaJLZd1cmR1kaEYVEVUJRLKEKPlKKzm911x1nN/59emF19YqgFXwYEihUkmj04rtKen5wndyh4Xkenx25wxvmLMNgsQj0Z6fYvmSYxZFULxkGuEwIMPf/4Xf3v3H7/z7HbSeil1GoxtBFTCKnDEkQ0pNJAIFRxnMQ8tsDznN3zj80pdddkJQ3SeeccfRa04ElABaSarUqKdclhZQlZIlgm51ZQdWebnHtj3p39579998NADD1mJVA3mztx69gtvP/+7XmJbT8cpp5S2jTRA5QFXb/bQ09PTc0Lx1S4yxZKLlAURRBK8BQRUWHah+MKFF2w74zR85zfjwx//5O//0YN//5GlQ2WTOEoVS5lTIZDROKpJlG7+RVDQXMCafFcnaCIYBYroxDwDRWqQl9rV+oHJzre+c8/9X9jyXf/DQxvKYH40XZna0LoyIIAntpo3dQEcFTjUMEB5RI161eo9w7o+b+s5v/W/LV1zZd64aQKrgslEFACCBVn1hYCenn+WjNXRPe1Lwryw+Cp7oWaTfY9p6fya98qepxQZLQJJPl7lZ+79xGv+U7z3o2eNW2NzyKYDVYu5IhRAhjLVdVRaJy82a2M8jhPH+OiV22/7q/8jn76JVpEwCECmuY43/zBFOOBhFGRoGS2CiBKTmkzjAQ8tH/nHz+358McOvu8j5c57Fx/dM5dbB0AVVtOqPpRsevrS4g1XXfx9/2Jwy5VHNs03rAayOVnqk5o9PT09T6KzTuviWzDNDBhgAYtMsKXJIimrZW7S4eX2zvse+cu/O/A3H8DnH9rQwGw6UFRZRATUQtk6t2OaAKg1ZGNVfCAksNM0AeRAZpHJQSslwZddj9apXHPlWS99yfjCCw8tzK9G9roqimfcdv0TO5snOuUOZkSYKNVIq+DexfmHL9ryzN/6pfqWGzmaV8lBBEuiu0ykKD/uifmenp6vJWPFY2MxPv4t1iI//VNvgPGozsq6V95ag3knO9hzMj1PDviBQ/zU597+XS8/9e4HtjQZMS3AfBpVrQyYQBOPYFTSEEpAgJkWZq7jKuhNqNGzbzntJc/WwgYzirAApGxmx11mTpLFLJ9aHC1KAurJeDhW2nnA3vv+j7/2N+/7tTeN3vXh0+79wimHD1coGEAoilKbNlRcmIwXDhwo9+34xF+/e9PmTZuuucS8roEqrD/renp6ek5oHns6WYERLQXCCZiyqzEQTMUyqcqSLIXTBnlhvj5/26abrjnrRS+w+flPPvTgQa2MA6AzsD4Zw7W3ATzDponFZdFFkNFaFAqQmUUJSqCXUUXFZlR8cM8Dn/zMaaedcuppCyujxWYyqarq7G1nPcGGCjIiEciM7F2nKCfV8MgFZ9/wK6+qbr860lyAdHk0Q5nJOi0yg0wZvQRLT88/585FSOr8OwvQ2T6nYiaaaODRd9bej2Oswzphipl8C1S6rbAP857aj89jA7NDiOrgkV1//f5P/7tfOffhA4srK0LTuip41ULUikfrER5AeMggwgQGTDA/PqXNxm3um5698bm3lmrAznZcATGbdSLWx/WXY6aCVkwFkXKuD64c+cg/Pvi7b//ca3+/+YO31Hd/fmMzdpuEtcHMKAxEWPFUmKd5OSxX8GHEQsv7Pnnn5osvXTjjzGRJZuzDvJ6enp4T6GY000fpfsMvaVYSCxEmgcpUISlLoqErVoUpRCtGGV2mDKuH2jgaPv3KC777xZtO2Xho16PjlVWVUsNnYnagwQBbggtsCEAp5BCg0omgSwgY3OEtOS4tSMu5Eoa0Bz53T728fPCi7Rs3LOWct5235XibNldTDAsXRIBTqCEIpM4/kBKzRziqYCWoVTm4cfjgZed+0xt/wy69vDGb68fOe3p6ep48NIABGbmCXDFhXkFaKoM0VjNkvfvzD//B2+75ld/bPrFBngA2RQ7MilWCE96yZC9UqRRVhAMBTs1aJ4T5sCKFWyoxr9RaHIrxKI1KntasVi0AGxUbAhPE2GWKOsxBwfaMFpb+4NVnv/SbLQ1kaKGEbAJYhXCESMBIsCgIwSVCNAgma9kWRo1kJSEQAisUAoCjIAqn9SShqWIuH0kHD+NdH9zxxj86fMdn53KJUoZFFWDwVbOWGBYbIFYZrccwKztT4QAxgTVWCSlRvGzbOX/xu/nsc1JbY9A/WT09PT1P6dBROpoYbSd2aOWhv/3AJ/7Tf9lw54PbpnmYp9kmpS452sVmU4GyNYypI4OcugfqqlQj1Y4MTATFTPYFAcuwxrz1VIxx2dMu/4Ef3HHxmZtvv+F4q3kBdaZ+LdnOHIpgM6Fp1LIppo2nypwR0+Fo55ZTbvv5V81ffyVYpbC+XNfT09PzJIJSJlxMMNFMaZDVWd/F53c+9IY3fvqP3rZ5Oc+1AcSUuRiA6KbvusJvhVKHXKIgWOcVS9EEZ3FYGFkIrx+qIy/OLfhwOp3M13O5NKIBnkQCBdEaQHmXWIQdHg0v/Inv87O3qMwUMYkgIDoAByrAOhVrUqboTqrZeWWgmYydqrWJYIkQGWAwyXIV7WDX3t1ve9e9r/2d+9/ytnzfjrlWJsDYGhhGWCazwSUDCpANwf+fvTcPsOysyr2fZ6333fucOlXV85gmdOaQkYAkBBIgfEAANYwiKqIC9yIXVAa9wSsig/o5IaJeHD4B5YoKOHAR5GNQEUQjCAJhyEBCxk56qh6q6pyz937fte4f+1QnfEiS73L1di7v74/uquruU7t3nTqrnnet9TxwZ3AoPIOZClBge6fLhzVvv/DhYI1YnlmFQqHwrYJFEQmLu3ef9uiLhuectK9buePQAUkeOgTTcQ1au2geAGfI0OBaGQM8I3W0BLZkIpMwQfpkcjoFCO4Hjh694w1oGjQAACAASURBVPobp6ecsPWCc75ZmVUbMzFR76dExWeGe2trOra+3rjPV1tLotXhnVse/1u/hIvPm8RYO6XtUJfiVigUCvcbBKnqI16dNGgGQKQx9hy4+mff0LzzvSfHQZw0UJkwZSXNqjRzpXZmcQuAAgnsQCPcQYgC4oC14masvZ67TfOWKx67dW79nrf+6fpq/mB7ZD2q5DPzMIcnwgTi8F5QKfKmddXObSbsMw/WkvJmkzZVC0jfUKQD/do80Mc9gmA0obtLzsEAIOeIiCxtchkwHDqAL1z/z7/5B9MPX7Vx3Gw2wilCd7cuexCChBBI4hOACQLGrIT1G339bRB3ugeaTtvP/tn7zv7e5+JBC+V5VSgUCv/HcyxuqkvgoMIw2oaTtpy9Y/sz/y986pqrf/0tez72mc0tF6Z3kPUyWIU5JJvrCyi6BtZpdg9EbXSKAE43MRd3hQV3OLZN5cBNt63ccCPh36zMC6C7JwCO4K6zxGQYYXDz0DZNFeRI4KEd6x/286/EQ87L1XwUuHVpaKGcYRYKhcL9q1BlGukOaQEi23j6qc987tW/nD5/7akphTTVEI7Y1Cu1rquN0SFA6t1ZwA5sSDgEEtZEGgEBnAzOaRjctnl08vOfcfJznnbDf/nVEQdj6wbVnLZJXIw0IAFGOKw/WMyCVlCf9kAsjhpLNQROAjS5WyakAXRaBrzPJ3fQZ1txBOm9JhR3dMiqQbpOpm11aDL58g03/cHv7fnEp+b3Lu9uTTy36i1NXAbGIcI0eQUPQOdOdyccCKA6en+VBE9rp58C0NPIfcOdR5e+eP3orNPKzGahUCh864i9AXTi3sCFGnQuLMb4qIee+6DTxlddfetf/m3zgfesrE4CQtXZaGZ2kDu6MYtnMQUcDhrJ3vKud1SAIwMY5bZtg83N8Zv3OCEoQJVdgAgQ6IBW1sZFRbtmMoyLe7eNLn/bG9N5Z2Hdgnaw1pohO3CxfLULhULhfoSHrDRH6Ffumonu3X/Vy1679dpbFprJBh0eyeNxmoZqsDpZXYjDaDkCGUxO0BN8HJgEdeKcAUALJLWYvQJWTVdksG/3jktf/4r4pEdgZfnI7ft3suokWdcCjr6RiJlVizqiIQAdxARyzukI6iJwCu+aE/V+OVAd6h2ZMStYYrKWgUujuTpcJEt0oYaxTTQ3cu1XbnzTH9z23o/Od0d2UOeyqXeEeu7qUKmTcEdKIp2BMHVf6NyBAAA0MK+l9mVBsF7QeoANsm+fcnzrnRFdmdosFAqF/+PV3d3fmSMHWUTggjGAwVB2VnNPe9wZj38Evvrs63/vj/f94fs2T5sOudEMmLqri0OcQiYxRIg4+ziiBDrcBEbXlCWlUIVYxW9W5nUEvc/vAwERnXoXpHIzcSLnxHj7/OCCV70iP/TcPFqUDgKwpkOLh3ShUCgc77LO/WuKk3HipkrTFK1J111/3U+/cfsXbpnztjLfhwkpELFk8xyEzhXa9+sAdGRSNyIYorkCGZ7EE10kZ5elemH1Eeee97IX1pdd3FUu196yeuudU0zVuprZnX4soBEAKNmjMwAgG3Ddg89OSoE40GULvct1b5gGt8AMt7U+nvQusb21LL2hGWzOiUw4ZDzR679y3bv+Yt/7PjB38+1bu67TkHI3dhtR6N08xJLl3j+G7JgtssleOYK7IydKpmS4UnpHWu/vos9GWOk2B8pkauVJVigUCt9KZPGQIEYYoBgiogNZt+rT9YvzZ515yuuu3HLJxXvf+8E9f3/V/IHDo9bFRECHttpayJoFSfp6Z6ABfXw63TvJA42tEt/80GZLj94vWqAjMnLUKnXNHIdKPUJb2rZ4xk+/dP33PaOrB5VBxJNmIysXNUFx2iwUCoX7g9jr35go5xNStypp5ZrffOudv/5Hu/eNF3IbtDpEE3cjaFSnQgycAkkAhzrgLoaBucANPqUHYtGlcd4+p2n98NQf+4mtL3xGGs4niRyPpx/59OL+Q8IOucluiRFwuKGfunRXRw0BtIGmheG2h57noSLoyCHM0hkcNEDdQYpD+2Aic7NMkSyWCSMlY8DKvOORA0c+9s+3/MGf+T99fnhw6RR0SVISW5hqPybauYOh7W8LYTQjRtkbM1M1l5yRJLRR2tzOe6gJ8+QQcWJNoBJiwgNIux64i6UQFgqFwrcSIec2MkGiI2Yy9f5giE51WBzapsHwu7/99Kc/gTfvufOjV+39yw8fueozG45ONnZWG1JnSjgsQbNKhhNQk2AQIAtDgjGC3/TQpgvckR2toAkAKMnnMZ8oR+B71s9f+jNX4llPnoY4cMCRgiV4BUqfyVWqW6FQKBzHkDzW0HN3gcEt3H7gxt/4nT2//86TJjl4ImSaG1cZGLP3g5B0iAGtohUE95B84FQnkDugUYAIiQSbMDhw8qYn/9Kr/LLLxlVdN1ACbXvtR/9+fdMEdDkweXCqZu+dMR1OQlwNSJDVStadfvJo69aWhGc4jbOgPF+zYWGfCGmz/5XEMM3JxSNEYWxN2iSTlX957S/e+Y73nLma15l14ilo1el80gz21qAZnmlOAC6G2iiwVkwoQ1aeWgdpgyAcZIG349wFrZgR1u4MIAkyDVjaOJw/9cSmDLYUCoXCtxZO0AHrF9PDzLuSAnU0tOgUq7JU01NP3Xz6Kduf9kR87FP/8Cu/cfCL128Zh41ZI+jILbKZU4QUEZVsAsnIwZlc8b8gf9whDgX62dCKWjE0sL2Bt26qLv2pV+A7Lre5QRBYdoo7KFD2HtZyV65yoVAoFI7HWrTWx+szfwary7jp1i/9wu+kd37wTLKDGX1Ka92GpgrLQCLpHmACBkOmizvhASSkg3fsHTO5EqqJ1qunnfioN73GH3L6wajrTDQ7CCwt3fblq89lNk/ZQuAg5076EUvAgewOIEMnxPIgnHnRgzEcqgTPpsrk1u8FmLuTgNtaGe0LbOvmgujQpmVjGK/c+Yl/uv13/2Twt5+8wK3l5EgwyYxtFKghrGpiX+8c1WzFjkRv4SKHo8csTZcCR0dj2F/5jgeesG7/0fH+OzGMKzmNTCr3BDqYKYowRp576IOwe6em2SZfoVAoFL4VyCoxIzqyohWIIDhgDqCh112CSAtoCLXDTXz9el5+ySMees6+f/jknX/2gVuvutqWDm3JXuc2mkt2igPZIA4kkWgzV7Fv2mnTEIAABEdlCMkEOaNa3rl4wZXfP/reK3xhvbllm7apm6sXokkmWiKKiWWUvfNCoVC4n+i9lJJ88UsffOlrt3z25l3ZAjwTjXcxDCpnk1tAkrBThAw1jxB31wzQI5DhDdzoAptLTNRbhlh60M4nven/rh58NuaqdTlFRRu8Qlr68nU2Xh5HCxJzq6NcZyCh6aNZDXAyuyXqVEO3OBw9+mKoElQRmM+W4nDMZhMdoX1WK5EJo8AM4wl9iM9/+TNv/q2lD/311ikW87TzrtKYYCCTO+lUjFLKkDTb3WNw9EeVHZCBddA25cH8huvTdOmcHed//1NPfMCpn3nBlSdIndspBf2ORAb6PmfynOrq/Kc8MW9YCGU5r1AoFL6lYD/EQc2gIhOJEHWB1eZwQkRpQApucDW4DUe2a7jhqVdsfeIT8NmrP/bmt1z3oY+frovxyNHK3c0NcJiDnSIm6y3G7l3mdWpw9mbTdK4F4vWl0+lmIlMwuGi2rL7sdmAhnvaiH9j4A9+XBwMQAoYQq1DNStzaGnpp5RUKhcK/v1wD3AkDCd5tqhEO0EGD0TMskuiTUN2cwPJUPn3N1a9+zcbPf2VjB1M2loIjyrBLXaBSFOad9NkJFBBgR3FkNQe8Cd5KVyWpLDQ6uG0QF5762Ev+84va03bnKrKFKqfTxGFIR1dXvvyV+S63lgVBHYktYNbnzoGABjjEk0+JQb15O84/r4uiBri4WaRQYLPdvNwRkjqQraiBmVBzbbpw58ED737/je96X7z2K6dOuyZ4Fzifo+Ts5Ip6jqyTV6mpIBk0txTUsjnRircwOCpn08TlhcWlc049/anfvuXJl9hJ6296y7smXTNhkozKXdwNMUGcZjJxsjrhpC2Pesw0Ru3Kk7JQKBS+hRCfjYL0QyIEMpEBccKYKhU3NQJmpAugqlCY2hzageolD7349JP2/8UHbvjTv8Lnr9u6PF7IWZA65o6WjUlgzPfJgiWYzzbUvf+ZAGsqzQEofEqrpR5348hAkz0bB2f/1Is2fvd3WbUhE3Em7CIw28QToO6FLMtCQqFQKPz76zz3tSU1mY0yrr2mO5o2xUqjqrmLU3JeCe38cnf4PR/965//tfO+ev2iQwhz0mcaUBH6+tSfOhKMRkLa3l0T4u4OmCVaqjE/leENc/WJP/Rdp770Bdi1uZ+klAgTH2jIDu1Se91XRp3VpiGJAkna/grd3UAgVpZXsRKihNxtP+U0bN0iClIAEKo+++8poFDQg7UZdA3j3I5M6uzTj3/6E7/wK/jU1buaboDQEXVCdHdYAq1PazCqA5AxyBgtd5I6AU0k51xV9XLw272b7tr56B99UX3Fk7FxsZMcu9X9H7lq8zjTEsnKnWCHAKhxomimYbBw0cOweScg5cCzUCgUvqW4y7967Zw19BWLQECYqSQAenelpL1zZRbIQE/YufNFP7DzKU9a+fAnPv9bv7/v6mu2UavcKFydZjm74L5089Y5V12m2m8LzqJkfW0QJlEHFM9tHWJn4c5hdeJLnrfxuc/AaJ2sNjJfl93yQqFQOI5EHtxnm97E2jliX2aUyDQZSufZMsUJZ4IPl1b3/fH7v/obb9u6dx/N+zw6fk3MwoxWUBujIcEauMCj0cTbgNpkzqvOqwNVuGPb6OyX/ocdz3kmFkbIrEXaiAl9wfvrcxiO3HhrnV19ZtRFcyfU4WBDBDfAglad5yZW6844yaNoFgvIcNPUr+ERUFdmwnikGkTHoGs3dildd/MN7/izPe/50Po9+6vOpuo5d3NGhTswoQCIjpGRYANJBOA5NUGovQUMQhfivjqunnHiyd/95J1PvSzs2GVh2AaPEFy/z/7xS4tOOszhQCKBrG5wA2SFcsoTHwVy4DLVNCjLeYVCoVC4TxoRcPfsBuOODaPvufwRjzzntg9+7LY/fX/6wo2jlelGJEEtSXnfdvOkEySlGtQQ4LYWgqRAF6J3LZhjrg6Mhpte/gMnvvQFGK1HNlQJnouZZqFQKBw/ZPav3iIAfe3I7tgsPU3gLS1o1KnAU0az9OZ3fukXf2NrmuxsJlkHDtd+5uTrHrwyVbjDM92Y1TyAHQRUNSriErn/9J2P+7XX5Asf1MwPK0QmQTKv1JBBwqCWcWh5fPOe9RnBoUAHCiBwATtBowidAUYN2Xk0ysnnnJmjwhEMwpxoLWBADVGfJdYRVEJWW7z/I5/65d8cXHPzCV2nlhjDtMm1BoEFwMCWkgSeRR2hb3g6DHkApJyaKFEHhzrbu3l01ot/6ITnPwdzo5V1edzZYhzAs3g6+IlPzS2trPi0DkzZKAEOIEeHuHcM7fat6y++APNzuUsYlNPQQqFQKNwnUoDBg5lA22xt1LkzT921a+euZzzj8H//yMfe9oerX/hyLWFDqHhfnDZXgEnwTA8GBWQtIq/f5Ig5JbL2cEcd+bzvPP2lL7D5ddZ6UFolgGmReYVCoXDc4P2IhTsdX6PxABDiTJ4HkJCSqcukWX3Xh67/9d/f2XZzeVJXPu3NInEs5vtrZR4kwVpxoxE5CWASzGHSUu6IUS968EOu/KF86QUrIQxYWQsV5oEgp3mBoU9B8HzdV+Kh5ZhNAEIyvbe4BJABAwgnOW0bVsOV9QvD00+cwsMsOJ2ECjyAwQmnKzpiftzI/kNf/Y233vbf3r1j6cg6y1Ob5qCW2k2sLTUEW7AljaCJA1O6YLbNOIR31BzjYcXy5sUdT3nCo7/vu6rTTsHCOoPUyQIVnYl0PHzkzg//7ZzYhFlcoq/lUEg22ABYlmr4yAt98yYAVBIJqMozs1AoFAr3SoZ3MCFDloq1CBq3OFoIIa3/niu+47EXH3zf+z/z3//GFyr3+7Cb1xI0RKKPQc9AI5gGqNMzXC2Y7tXBkSdf9PCf+pE0vxBT0ApdcIMUhVcoFArHFQSJNY3Xzx9yZsMCwKjRFE2H0LGbLr/7w1/5iTduH49zbpTSpo5maw/yr3TzDMigA+qexRuVbDKfxKi3zVfVEy598Ot+EqduX64oCCGLAhCY5YpgZqeAIK9Oj37pmno8DQRcfGaj4hGeIU4JBkWeeh7qYDnr+vPP8W0bI6g5pRAyVIBBv33oMCa3pO5yw83/9Po32F/+/UnTFJiXfVJVlaQUXFpvawiBRLaKaIhmAFq1TjwYoln2OA26j6wffdGjr/xPeNjZaTCADBycAHNQz+gEmjt87pqjn/jn9bkNdZBptwHViqPtzWOY3eOB4eCUpzzBYxRBglVlOa9QKBQK943aWXsAHEqbVQ91IMcY1ley7oFbXvy9lz/7Gau0+xSPXjlCosAVbvCWkqPAPXiIjmVMJ4zTZz720l98FRe3Uiun0x3eRwN5+XoUCoXC8STzXI69MLsbPc0+7ISbEYkSwNXl2//rO2765bduXelGuWupDX1kku4yS/6al3dxGDAVBMcIzIZO4gQurhNWezet3/Tsx536kuel3Ts0hjlX9KvlDjgi1WmmNCJ51tXJ5/7fj2zzBJhDMgTi7qR5BhwcmAPuKpa9q+pNDznf1s8zeedNNkKCJLijoVtAnEzi4fGeP3///jf/brp173aTjI7OyDp1DmiCC3wMOoWO+YQABzF1c6WCankAvWEU23XzD/iup5z48hd0W7eEUKmzBYy5gjUeVZDE4+Hx59/41m1LY3VLjTtl6kYXUUlmI62WtNKHn7/t4gsBgYEqhlyORAuFQqFwnzDAHKQp3EFgQNBBhbs70Q7rwdZBDAH3ZTfPoQojkIgscLDuOHRRV4UcrYI+9bKL3vBa27jF2e+YZ6HHVkNgKyx75YVCoXAcyTw/5qoJEEYY6bAASMoB0jJPPvXpG6/8leFVn9stOaHL5LwLcj0m1LtvdHongFtSICM7Y8qptsHhIIdO3/XgX7pyw6Musrl5aNVrQtrsakww6w/CxYV0u/HWlauvPcENyA7JgGa6INHNqSbRc0ZOMMFwumnD+c96elcNIiUjVNkle6uc0DXl6rYD+//kPTe9/d244ZbdzeH1QMMgIcIYLABIYplZzTthhtaeFWZwc0QRduyq6o5BHm7bsv0F3/3AZ3172rUj1wtq0t/Gyg2Sk3Z1jjBTn+z7q78ef/gftuVuVd2JJGgN80mm3kK57LJn985H/fJrfNNmg6lQkuUYi8wrFAqFwn0hKU2hDrXeF9NBdyLDjHAgWgWlCu+TzOsnWPpy5ZQqMxhV6hXRg8yHn3jJE179SmxYL5RpgMMHmXTmCIHXxuK0WSgUCseV0Ft7ow9QcIdXUM0JrUG78LkvXvMjP7flCzeE1GS0pK69jltw3vOExgjSSjKpJm6q80eht24cXPz6lw0e/8hcz2lSJHhwowtBpxNGJiC6qPcnkWnlK7dumGT3BPYtQ6ngraMRaGbldKBVV9BDqE7fjU0bRUI2i1YjZwsG2rxn/Mu1X37dr0/+5qr1kxXUWIHV0IXM7LkjXKjG2kBIhkeTAayhr0QHfJBkgXWn1U3q8pgLL/qZH8e5J0OChHrqsIAqgwkwgiQiM8DE1enN7/3Qxlg17dSIaBIy6OLIAw2r1h6ZH2y54vE4+URoEDUwiTE5y9hmoVAoFO5bCZ+5irkAa9JuLeWuz6tVKNQdvA8yj+7q7u6pj8l1OmVfxPXrefbzn33uy16KepjpOTQCNahDCHS0iKQmKD7RhUKhcNxghBLHOmhCCe5MrXfgJO/94Ae+/PNv3HH9PnarUcQgnTM4GuSO/TaAfG2B+BqF0mnXuVtOiPVesfDwcx/3qh+tLjynq0aWFTCEPiPBTZDgRgSwMgrg3o/8++pNe0bTThQw7+tXgCfHWHwuI0KmZBN8vuPB3A7OPAlVRUerIkZTsB3HA0u3/8Vf3f62d42+dMv2Lic0ZtG5wGxwB500wAVU0ECHAp5hgAUzgBPl3gr5jBPP+MHv2XHFE9L2jakKg0xxUU0GcxEEGgFGyTB0ktujH/9ke9XVvrpqgjozOBTsgJY2Z5hquG3T8HFPfSLmhuYu6MwzpY5WHKkLhUKhcJ9Qg7q5IK1l7onLLP+2X78IyAKBCeTeNVg0RMCBbEwEwUQdbxo94adfOPf9T1wdbUjZR9pNfFIxDrphG9gSowzSOu1j0QuFQqFwvHDMe6V/hw6BYNp88a//7ubX/+ZJN9yWg6/vnJYmIWq2WUeKthLzqKm/5qF4l+UmgaNsB2GAxlKXdjz8gt1v+GmcsaMdzdWdkFgBSR/1w5gRYzrBGkQCBKbwzug2/eqti1qZrwIzTTkzeRaQUEcWJHF3Gy4uzp1xCoLC2Igh0jvXPXf89ZWvnf/EZ7cfHgdrppqHDFWXM2JGXNEmCkPX1kACG6o7FewESb1O2JjcwNsH3HHFY078iRfj7DObOMjk3BR5gNbTEIacG9VWJSLUBhgk0A4c/bvfefuJe5c3xWq1XRmsJc8noomYb5NDLv/hHxg86DQAJhAY6QZoW2ReoVAoFO4jduykVkAxoHdiESQiE6JogEEv80hzFyMNAlDcFP2uRM5iJtb4qHNW5kOXBrJnVC+ffcq5//klc4+7dHVuNMgZgFkYcZEgIqreGVoV0KLxCoVC4d+Z5CYk4e7ucKHQ0S/hAQg0z2aKpMgMMNSdYbxy+1vedugNv33GwXGdgIQOCkCTz4Y8jYoQc6jQNcIMCSYCQEJiUvfOO4shShhTDozmNzzzqbuvfHFz2s7VoANYJRnweRFAoYCKAOuOXXEFd5c+cf3Q0uH912/pJibVgYob2rRoy8uUxHpTMxB0YxxdjVmtEl+4AfWlDzsPc0FSrizpZPWOt7/n9jf/4e4bb1vXTgypDTCEJotBEls6BrkPfg1GEfc5Dy1ypge0sWuEo9sG646cedL2Fz578zOe2G6cV4lqrQghqq1o1AnDkBZzymrqHVPIRKur3cf/efh3n9ngybrxIrhCtII6+9Ct6nwpVkfOPfu0K542XrdIYJiQY0hApKDGvbiVlZHOQqFQKPSIAneLPhccG7KJmHXXqtl7CCPPY+ZJEIMMEiNISAvJImoenJEJLi1wNNa3DcKJz3zSw37yJdi5BYPhKMHD7LHJUogKhULhfz+ZogANBCBMEBCioKIfD5yI1VJVEwO8GXoeH7n9F37ntje/Y8PKRET6Y8JvRAtVowmmFULGMDcDxkPo5uYX08rKpB7uG8azX/jczf/xudixtYbUGQCd4uIA72VZO3VYWj7y1du3udEQHHDkNRHUX5aCi60MDUYPJ270UzaPo811aThtb3n9m699x59v2X90wZqA3PU3wBlcIphhhBDsS2LnLiDEIYBasGgW91SBT7/00le/HNt2oBog0evg7pJ09jc5K6LmqCFqAvcUZXh4+sW/+MCWLLQ8htUSzdF3TA3oIIeG1banPg67ttamEuDRSa9AehFyhUKhUPg3ISwFjxkLnRHIYAIBUZAWGuFKwLq8al4t1/P7zzzxxOc/69SnPxkbN0CDJzM1ZQl1LRQKheNJ5sHoQCKEWZABrJlrGpCRItUmWUS8aetm8qWff+P+t/zZyeM8j9HYxvfcWOpQBxg8985eJBpvJMSl1ZWFOHfTuoULfvR5m3/o6e22zc5QG5EBpfXZAX4vesYBv/bmsGcpwhNY5ZnM6y1KMtzgoERDhBwS33Du7riu4mRp+SOf++zb373+gx8/abVZdFcykQnuoDgUCGBwZCCRdFHAgTZynCaVaOzSYVRLmzdvePpjz/ypF2PHFmNNBIJsnBrdDYJO4IAaAFEJdHhOjCFZV1/1xfE/fPbELsHc62raZlIdyAQc41AdOmHHQ57+eK9Fzdy0Ew8OzkxwWIY2C4VCofC/XuZlVAonEOAK7+Ad0RFG0KVKvqJ683zYdPmll73yFXjQKW0I2VArHdm0pP0UCoXC8YXAZ6P7wgQ6EIBgAGACB7XLiFWXu1jpvjf9SfOWP98yXpkoxUIAu3t+cIYkJpaHXQLyMrq6GrlJnlvcs2Hh0b/2c/UlD8W2dWOHwisFpV8DYJwlKNyjQM15/99/ev2ki6ABMQNgWjN6sV4VUXr36KMD+bZHPRyHlr/82+/Y9zvvXTiwsk4nQbmcVgcyN86dzMIb+j1E681jCActuyRYa9D50cTS4dTms05+5E9fiUdfgG0bcwPEsOoI2YckBK7isA6o+iiIXiYaKYLcVpNm7xvfuuHOJbXWldlZQQzs8yqcPDiqH/6fnoeTTxwHmcukIMAFMAEdzGU3r1AoFAr/BjJvIVUdbEWNnmufeaAlohOjuTgPnHHaBT/+H7Y86TJb2CDQymiChubwaOjttcvEZqFQKBwnRBAOCLPCAOk1XgcQIuiUOZLdVA8eveWt77z9t9+x9fBKFWWK1CrMcM+ZCcE9WxbPhBlR6yAnHq2Gh07edcGVL8rffknSqBZGjgRr1EgXuLrA5d6DA5rJ9R/7x13JErJB1eGgUcShbokUuIIOTkV0WGG5/ezzXpk/+eVTDk/moEeka1KO1bDJrqGSDILiyMgZWA0Ss1duBstEoKrJeMqlTeu2fufjTn7x83H+2T4YdFlYBU0+L0wRU0LdI9jnwh+7OQ6heIKF1vZ/9FPLf/OP8+aI2lpbdaycDaBZnFyJqC88f90V35lZOXRFfQCL2QF0SgWDl9W8QqFQKPwbyLwMp3h0t6AtwIwBo2Sb1vXBddUFT3rsqS/7EZy0A3XMIRDCDCGGEBfJpfwUCoXCcYYAEPZOjgTUgQ4wQ6DRVqkDdINm8tVfffP+t/3FusPLENE2r4NNfleRDwAAIABJREFUJSdhzPfkwByYKk8dbEoLIYYuNHFu8uAzL/utX8Rpuw4ORr2qjABVE7LCggHwpMA3CNhxd5I5ZztwZ3vn3tqR4CaULEbD2nq5AZVDHBmkg0dX/+n1v7I49a1dNqTDoR20jDJA7j0sISAAQ87KJKZJIJ7cKvjALXg8IHLrqHrIj//Yluc+Na0fWawkA8KGGASGhOhgcCMMGa5Vf/307IRbEsnwMJ4sveO9G1KbiKkjUAYOwAUCT6ILd1btw5/zNCzMq1cVZBXuyMgOhfSyMQB+j0KvHKQWCoVC4X9C5mloUk5CQSeJOtGwR5SnPWDb4y495Tsumz/vzGbTlqAi2YPBmVz6NQmhs5+AKRQKhcLxgwEQ2ixxDuqOwOzWSupEBm2qb9lz/Zt+d98fv2fz4dXaIFBCgVxZytB77iw1bGqIOOdk2EAOhnD49J0PfcOr7MzdSWMND7Oq4OIeaerWBzjc87Ggu7v74RtuykeXg3tLS/AIYK0DqJiNXfZLhgEYJgvu850Bvqo2jr4hxWSS+oFJYG0bEYbsbgsYNJazSkopUZaGFi656FE/8vzBIx8+nRtFETG4QIEaSHQGaOshIUVfVswD4gCsn0EVSLIu5NY+e037sU81weEMhmgOoIU7faMv3Anog88aPPLbMKxgEsyCeOh1OCRmmmAiGPj/zBfa18RhGagpFAqFwr8i81xkYpIHo6NVjKc8cPGSCx/ylMvjg07JGzcmSA6hI9ThStAyMkmBwA339tNAoVAoFP63yDwDAEZDL12m7FwsGnQ8rv7ys59/45vaq7+4o2vFmyEigBYyFQ0O8XsRDFP1VbcRhsi+VI2qp1/20Fe/uD3tJKKqGsTgveyAQxJ6a0oTOFH52h99A61iZkc/c8285dansY5tmw3KWbAfAAjcgamgVdTJwSxwI1YBuGybcApNQGa/xefiLg6BhywRXA5WGYIN7qhhjzr3lBd977pHP0I2bp62HAQ1dxOXTHVXhcLpDoWTFA58LR6wj6N1uHudza677W9f8eqTD+yfKocda6PDOnhLU4mHzFdO2Hnpz78GD9jhKjQXcs5dQFOhCxMIz3rv06x3v1FF1xUKhULhPsm8T8wPhnPzD3zQ2ed95+WDJ1xiuza1o7mE0DWprsO4y3WUkAnzHNBKJbAhCAPEjFBIuYmFQqFwHL2sG7PA++6TI9NBhmkburD60c/d9sM/Js24alrQRhhktB3MRMTFUDt8zZvzGzx4VtTV3s5XR3MPfNZ3nPT6l0+3zQtD7SAcniHiUJCchReowQXCXkDyG2oYM7Mb9sRkSs1tq6zgIEinzWLYZ/XG4aSrubqLYxpELYzAvZJmKqgXQu4g3EVAAo2mTuO+Qb3wxEdf8LqXN6eeMIVWnQ9Fm8kKR3PSu9cInBBzGJJKQ9SOOnE2ykqnex86wantfd/HwxduVOQ6a20Q+JQ0emVsBXtGWPeI8+N55yYNRktq0VxdoEqCjv4+zeM+DW1+vbTrP9I3Qr/+44VCoVD4Vv954MLffMP2M06LD9jWzA+7upbsOvGgXgk8p7kIsYmJgqquo8QsOhW4oobFzlES0AuFQuF4ghmhz0J3AJ7gjbWLbT743o9f8wu/tzjdy6zDaiiNTbwTwtgRIj5QVIbk9yjz5j2sNsDWTSc854rdL/lB37pYW4hdZkQKKTjdkYhOIEBwCY7Q5ygQfm9zm3LLnTFnwsT97hdhhPjMTmZgoGPgEBjdAa6CrcrYVNGpuc7UIA3MoFMMAudCM96/feHUV/3Izmd/F+YWqxTq/vNqJ4OseSpSTRUO1BAjUqADlVOt15bw/oTTQYebYenoze/54E6LDacLqY5AC06jR+PAsEq/bc7PfvoTQRCSYR0t0GGeM9wpjlYRs+nEcrwnYWa8S7wdk3D8BtqvUCgUCoWZzDvhWd8OwMmqLxiBOqs3YVY9JNy9jOhdzs9SNF6hUCj8e+MA4EwtXMGQiawe0AgEuYInCQ3hyCM4Geosg8PdgT9697U/+wsnHD4UuhEAdM3aowX1vlFlGeNMoUtAlyR1ojFVFQYdtavduqWN1IMy/y/r9Kwrn3/aC38QoQbExFOEw4ILGAlErBUH3u1XAEiAI8c+86FhdnDYBhBZO+y9deHaL47byTQOpMsB4kgOOEknYIQfCegUISMmBmgCWiGBYe46pFYGc5YcmAaDu2bL8CZqVkebfu+ih77s1f9l5yMuwHzVualk9Dt8FJV5gIAM7tLKa5WOs7KXMA25ElMoGkU1PoK3/smWf/pMPaA1fb8xB1irPg1cTGHOFodnnD5/2YX7F+LAWZnOZZUOaFptxmga3L53sPcg9h7CkRWd3oGm9fHUuyTmyBkAqgpzcxgOdPsujIbYsAGb12PzRiwMMQg20HYQO0aFq9H76PfskURnyAmBHt3ghhRAmsLpjFlme5LRwIxEWADRx787+8bgMZVNQEqlLxQKhfunzPv/HA0WCoVC4X6B9gKqD3Zj3z0j3Om5bsAgWeFtE5dWbv3z91//5t9fd7QRr++lJLgTdKgadZay3gISWmStD1m+44SNj3r5f9z+zMtTHdw9eh9eTmI2JHlvGpV3U1LwvsHnkJSmdx48tLQUQ3B3EfGvm2OsgZgwcax9mlnRogMOg0ezBIt0MWvVOnDOo+Vw+0C3POtJr/7RVyzufgCiZLjN1gbXZPN9qX7O/jM6wNxNv3LjP/7RH58s0jSTWuUoyU4qYL61RtEQK5U/4dnPkIPLW766Nx04tHLbTXtuvrXbe2B64MDKgYOTI4cxGcem5bRD00ajuMOcsw1AzhLohRBpY0VVCZXHwEEto7nB+nULW7fErVtGWzaNdp0Qd+6QbRuwYT5vmG9iZIihqjxBMwSABhiQAajTpU/zgxtdFCETHSFw8UwHXcC1m0pHOc4tFAqF+7nMKxqvUCgU7h+s2ZIoAcCFEPQ/jtMJE+akqJCwapMReOPv/sFXf/1t25cn80nV5Z5D2ggX0BED6PAWXctuzpmNRwdze4c862d+bPsTH91uWTcRzrn2DTFC5D5JJc6SzteaZKRAgewy7W7+xKcH2QahQpvESWd/qccuN4IEOkcSmNANAXDzzJk/SbBMZgsYW+MJI5nP9cKt6+cufu3L66c9FnMb4NnrkAlwTUT6Mel2L5cu1N5aBkTdttf+7T/q0jLgw1jlrpsOOMhSmQ+yADZGF9aH6sbrPvmj7zn4+ZvXjVfqdLTKNsqyIdsGs4ScxF2kN72RNigJQEB3N7gRpnTSiOHRZfQ7eAAhoCZ3ajCRo5DboyyJ2YbF+gE7N5191rZzztp84cNwwi7Mj1BFF0wqlYw5BTIkE0BFd01Gz3RC1BUCsj84IACHOCQDReYVCoXC/V7mFQqFQuF+pfRIcwg7IAMBoAFOiAuYcifOuUPjr/7WW/e9/Z27Dh0eAUKpfTDB5B4euCUADJ0B0iC36pQsSQ9QDp/5wIf9+IsWL78sLwymEmGk2VpPjhkI92a+PFMp/RsOJQxuAAM4TTf9zSfOAq1LwWFu+nXCqwGM6ARGKPtdOSgAx5p27UBMuiZWg0TuGQ3CI89/yMt/uL7wIagHLjRKR3fMTFn+fyFQE4jDYWymq//wmfWrDZinbVNLnG8phgaSmN2lDjLee+Czv/d2JtvdSPRkYpWhMgugIGTEzmhANjoR2PUuLIT39jUOt0wnQQxc1uQuHXBHhJiZuxtsMed1QuxZ8j2H0ievuSP+5c0L83jANj3jxPlHnL/znDPmd56NjYuo1KOYAiKAi/WSEono1CKovaZ09Ae/euxLpeX7rVAoFO6fMq/cgkKhULg/Cz5yFukGF2QCjrZGXB7f+stvvvMtf7xtdXUQvctWIxruRYq1ChCDzjKsZQYtZLkzyB27d1zyc68cXfptuRp5DDRbELEmIQh5zJfkXltiRN+9ImCkU4ksABEPHMrX3cJsNAio/9ojTQVJYHRxwGaheDZLUKCD0dpMXazW7W+bO7euO+OVL9z13O+20UKSIZWis9YdAbhxNsoy81a5d9VnTIIKMCRZXvVrbt7UWYu0UM2lLq233AFTQaYIPHa+CZ6OTlsYRDpAXJziMXbZsiVCCBGj9B08pNkEbj8w6e6gC0kakTnoR1gd7nBABEJ38wxQAWE2yySHgW07tiPN6tIdzZe/cMf7/+pW5fy2B21/2HnbHn9x9Zhv4+aFJMEkVqzE+ztgBNSIDICuMIEDwcEE5LWucaFQKBTu1zKvLySlv1coFArHLw4QRvSRBepQ9NnhbGktfA6sllcP/vlf7f1v73rA6oSe2mQK7SxNJUe7x5LgTJZNbOop0zTpqtbji85/1Ot+YvDwC5oYKqhnzFN8kpQOZKf5TCjxXi/8br/1A5PuhMN96dBouQmUIET+hlHqYqicwZ1AhieRTGTOtsi6IIMu7g+1Pe6iC17ynPWPeXg7Px9ZKZkJcydnkQwC0u/Snr6mQe/p4h02+0vZjx6qDh8duuXALnfoY9MBh6gjmgg8QBUmlFWFmFcm7t7lKSAi6uZEIkRn4u2uCVVfS47oG5aEr2rq1x77nTmhwbIQCrpnEskNVBeZdklF2dp6DnRMAQg/evjqAzd+8YYPvCedsG3bQy/YcfHFG886S049yeYH7bACpM6OPBv9zUQLOMwpKlnI+7a5WCgUCoXjW+YVgVcoFArHO2u2WQYIKAYkGJEVhuze6hFbec+HPv+aXzrt6OFsE2FdWVBIgk01R7unsNNBFoc5u9ZX5qr1Rxhv27jxcb/4s3jIGakKNeXYMhurACQwmRgAhfFutib3dPmOWUOPx+Sep/GknnZu7rPulq8tid2FGiogAtJ/YpVxboNGJETqsB7sTytL6xcWn3TZua96Gc7YnY0RNDqYFEZW7i59x8y9d405pvHu/bKPXS3dxmM0XQ1d9g7GDBvTjVSYmAjQQTMYYOYu5mvuKkIGESGZLWW4IyeKqraprTS6Ow3KmfgV7zcYOU2zTcKZNnV4r45noXmMUIVobxxqDsTkyJAOAqHyyAbTzSvMX7xlcvXtt77jI59bHG1+zEVnPPuKwUXn5sUFDue8YgbcEYjQpliF1loTdkjzGJbvuUKhULjfy7xCoVAoHOfMUuiciU6A2QEazYDQNMM27/1//vRffvW/nnR4OVrqhGqIMwHmdba1jPFvJCFzhDgQdWGf4Kbt6y989Sv9QadTKmkyaqR+6HLmW4IMWj8J6cC97+b105bSrxb2/4ruFDRNczfVd9cbd2u5wQhzZCADSZBgtcRoSiB4NZ024w0bt//k83c//3sxtw4NJdIEoAuM6OAVv65t518f+vCN1WnvkZLdNcZO5X+w9+bxkp1Vuf/zrPXuXXWm7nQn6YwQSGJCkCkMMiOESb3iACLKBRVxwitXcUCF+9OrIly8iuIAgoJeroITgqByEZSZhNEkQGQKScicHtLTOaeq9vuu5/fH3nX6dJN0ByQB9P2mPknn1Klde++q07W/Z613PevIhJE02MwLJYrB6GjBSHKGAfACWRiLJIIIURojZaiQHWM9chm1q1LQZAwihg5Y9hNER1wQRKEgEAL6gZwyUhHZQLe2YFyiLXKFfCpERgmLCK2UURShywY6YpFY2NvtfeM/fvBf3nnyuV+3+PAHn/LU77TTTsBiq1HbZbTJMetGyafIzjqBpVKpVKrmVSqVSuX2J/oZlQKHtG4BjAQgmgOztTf8y+Uvful5YZhNCtUwNQARE0DkQtjsWBvPUFGzlsY773TiY37j+f6YR6hpOIGNfSIQpZ+rGSDgfdnNZdSxx5pos70ZBCiQxAzCmTnkj/vmb+YhBxPRESEEIQMCIyVJ3q5c262VpcXTn/sTpzzjO/P24yZZyyAD7piBgLmaYRMb2ripV5O3oWuTDO97KWl23NbZyuL6jbtIFikUkHnAhZlhlgSpzTB4gQLmKI5ppjIRNNBXy1RNkxtOzIvjmu3b2KSFE7adcPqpW08/aevpp/rywuLx28fLS2wSMIaAEEoghBxYX5/s2bvrmutu3rl7/0037r3+urxzz8LByXLXLXTTUZk10SXlVkHNOmwhJBQg3L3L6w14PGK8t/Cij+780KUf+7O/ucdTvu1OT/8OnHEylhamM43asUoZNc20m6Gp1wmVSqVSNa9SqVQqt7/mGYYiWjDghuksjwhNdMmn3/srv3/u/j1TRNuMU04jRUaeWVdgJs9o+gC1WzexPKXfvLC464xTz3/eT40f/chunBCBRZtGCfMxBIlDTZBCMqnv4gw7xlBGDUvPDEAGMGQqgNLC1pXS9lMzEUTfrxiHe9fQlAj1pcQEh7hmdv1CZ4+8172e8ZSlxz0By62klNjlWcMEEWQgeUg+32kg5iY5DJMMHHNpIRl9FynhWF4enbqju+KGpC5HcfNMjKVFqAlZVibAmKJkWjEVemdLBxseXGxGp+xYOvWUpR07Fu98Rtp+3MqOE1eOP/5+J+/wrVswamTgqEHjSCZ3gSHlNAQ5UKBgIRS1EacWnVoKc3Da4cAq9h1Yv/Gm1d27Z7t2zW66qbvuhn1XXr33hpvi5r3jjOUpVsKZywipGCy1s5wpbZeWd+667g//z+fe/P9Oe/Qjdjz+gi3nfz2OT2pSdDFKo/oTV6lUKlXzKpVKpXK7Y30IAWkCEGBG64qykPGpv/jbs2/Y05ZZmJXSjZBCfZWM/SjMGdGombI0ioSYGAgfhxeoMCuplGb/aIXf9NDHvvh509N2YDxOncK15sVkbcgYkgX7xW1yCCgKwTwER8GwvM7mAX/9+jEjzUgoYAJokmjqJ6Nk+el33nOPs+KdN8GoiNZTKRmgiQ4RPnULZo9s1k+fREfuGjdrZ9/53B99yvYnPho7VkpamEEt0ETAVKwQ1ooQwrBJ44R5HsNc727DoE3QCiBaOMbLp3/nEy7/10/vOJhbYurTUJKnKJFg47BV8uZx2r/Y4qTjl08/+bi73X372efc/evuaqefjG0r3LKEplXj4cjABBj1I1A5j4zXYHT9bvlmMe8N2zevbIQI4cS+ELoCGGC5cBpa63BgzW781Oyqa27+1JX7Pn3lzs9cMbv2hubA2sL6ZKs1CyXv91nG7JRpw89cc/Dyv/jEa/7Ozz3zjG973Enf/vg4+9R1Hxu9iQ4mwlj6hA1YDFNiCon5Wst5rAVtGGA6vF8rlUql8hWBkupZqFQqla8VhD6uziwAZkQBU4nwG25695N/5NyLPpmxLkKyTRIzLJ0LouPCYhRiNrEQhfBFtCP4nna2Z7rHFk/jfR90/suef+CsbRotbrEFdIqGU6oRUglYFlOmBWgIllligD6Z5Ha0YMygl04kzT0imzFHliylpstdk0A5ZCBEdAiHeQ6sTt/71397wk/8j3FgjJh1a+4La6VbTO1S8U7lADRjt2jwkhsf7S26fssKH3T+Q//nL/jd7ooti12UJqWjNo7aRiY6GfOSHiE/rDf0Vpgh2mIIdA1CZXT9no8++3/w7e/bsn938ljhlr15Vb5wsLE9xnzitq//zv9y6sO/Afc4B8ctYWkZaQSfG49x2M/bc+qZpOHzPWYmQoa1jF17ccVVk4s//qm3vm3XpZc1B1dPgK1MZ00EwQDCPafRNZH3nX7SA579Ayc+6VvyKSd4MooqipQoswIRkQBkIA2aOYQ9gDADhlgGVs2rVCqVqnmVSqVSuU2aVyBAHpSpQFG8sWlnH73sLU9+xrnX7W5Ughw6KQETbO4TAqaNb+8AYJ+JKkkCjdCaNfu2LCw85hF3f8Hzy52OOzi2Rs3izEAvLWdUgpoQkMVUaAJMMhRIksnTtCCIXbsPHjy4itDK8tLx21eMxYHGOHRrMkzW5xoEMVNxWirBWXQ791z65Kf5x686YW260LS7sBotfZbbwiQ3sbixoPH2RsPqeWfseOoTznrqk8pJJ4qJgtH7ZPFbcyfi0McdiXnq3m3VvAnKSKRs3TCBFvJkfOX1n3jpH+99y7tGe/YFHNtWls45Y3Tvc7Y/+L7bzjubp54MmlIThPuo/7QlBwna2Kc7gC6GoaUUELJcOJvh4MGyc+c1l1w6u/DiyT9fuP/66xeVF3O0uSzQM3gw2YGl5qR7nLf0rGce/+hHYtvKhFJio0glw0o2g+AY9VcSQGgIceyfjrctZaNSqVQqVfMqlUqlAgiFEVAzczQSEFN6Wp2kt170jh/68VMP7BvHIDEYwsjhOnS9PYIOOEelGUEHEWhKV2ajZsv+aNcecd/7/9ELp3faNvUk+mJ4Mylo2mgwgxrJJTCEPlibVL96jtNsM+GKa2/8xV/7w0svvfSGG26U4tSTd9z//Hv+7E/+6H3ufnpSad1n0dHNQZP1IjBDFMWoL+hNu8/8zev+9Rd++377OV5fmzSTrkxXUmMZBTBvZ/I99JtXxqd+22PO+9ln4azTJyk1lhwcQugC5K3W84iseZLDPD0oDrv/qEYSyAESZmIIuUxHybH7ZkyET35uNor2tJNw/HEYp2h8JhI+sjGKUIBEHMrpgySa3QH+M2ThgiFk5SAK5EYDHCp5ppLbLrhz374PffRjr3/T7vd8aPvegyuTyWKTABWUheWlK7Vyj5/8sRN++CmTk7dZgafScdZE8UgwA0bQfCIQ4gsOqtbyKpVKpWpepVKpVL5IzUuQFBPawtrM3nrhu7//h++8etDD+2VnMaz22qjpgcDUc6Fb2GJQKPtSaS2tp8XyrY+556/9wuROJ8RCgoAuFrxBAGbhEOQRDIQPc1AAUAh5CV23Z/8r//TNf/Lnf3nDfgH9WkAIYTHdttz+1+/6lv/53B9ZahOSRCRYL58ishSUia5gBPft/fTLXrvzj16/47pd45g2Ko5s4AHYrhH3blvZ8bhHnfKtjzv+4Q/E8dsKrTHrB8oUlwgbYhpuTfOK0Gf2GWmbz2cfrMCjT5DJJSdMwHEwzQABrtwyEGUyaxqCJlpALneSQycjZAjJHJuW023az9sSzf7vJIoEWJ++0a+WLEYzMCIyTQifTv3Aav7kZ2/84Ef2XPShmz566XjnzSdNsbXDuref3zZeedj9z/nB71264EF5lOCj3o8TQM0Ho/azSzevGASGdXqVSqVSqZpXqVQqlWNrHoRIsn5opDowTaZ+8afe+YSn3HPX/sm8hNIvxhsGYQgGGLBrpC0zuDBJcEWDtCeN9j/8/If88W/ojLuwK5Y8Zp15ExHWWu5HekS/JBCRSIkaioWgr3X4yee95I9f8/pmcWunBcw792AkipdpUw6++Fee80M/8B1OkUjzlG8AgmZRzF0lFKUNcD3jPR9+z6/+7+7Kq5lnyHlko7Xl8UmPfvC5T/6m9iH3x9bjxIRiNECIhE6zlmRfNJt7FIAvqOuZMIw6Ib0/LyKACBSCdvSZZFPESPuBBlgqQBdIHoZc1DoxE4wwyBGEeqkmIgAbwthtCDaX0bjp5by9Na8EzPpXD2ZDWbHr4AYzqKBA0ZCSTdc8gH0HcMXnd77x7f/2mjcu71pbwWpTpmk0uvzE8cnPfvq5P/RMbT1p4ghgBDjmYYgABKP6JXkCAkGY1YJepVKpVM2rVCqVym3RPAGQ29Aspxygwq+74f3f+YzzPvKpVSiZIcJpHaJoSCYYTI/jDlNpFg2nRa1tmXzHY857yS9Odmz30WLJsVCsVzU5MgEqBajo+/9kbgioQAC8C/vAxZf/l+/+sYM50RcYSVBYqL+4D7QNLa+edmJ63Z//wb3OOU1dHqeEEqCB7MMZNqZeolAsnE7S6ur005ffdOONiVxZPm759DvrpO2x4GgtODaZx1BPm6HLKK0ly2F+uFFwrnwkgIIEgSoAjMN6PAFiCRSDHUPzOshVACAcAimaABdR+hImxF7BhwV/Nre4GFIgDhnPHal5io7sR6OaQhws+9BHf4DFaIIXQAp1JUrKBVdcf9W7Lpy+6e9XP3jxwmQ9gAOjhfabH3nPX/zvdvaZPh53Ig0gC0UYFQk0Re/PQVXNq1Qqlap5lUqlUrmNlNJHfgfAgAT6qsp4tvrJn/qVxT96c2oippOEPjbOp4iYTxgxYQmLBfkA1sy9aZYvv9OJD3/bX+QTj0+jUeeF4S720hLsHyIGwChEJhoc0jwhTcQf+6kX/vkb/qWkJbBtchYlQ5Bgkhy5NClitutBD/z6N73uZVs8Ul/KktDX44aqI0WkAjkmiBmmCzDNpkHPqXU2iwKiC6pY2wEBNIiRArnAfbVITbN0hN4c/uFWMNTbgIzwvq8UhCgg61jVvDVgDFkHRMACiZnIwyxJS/M2RR6yuwBR0Dug2WGjV+5QzUPsQ0hITCMEMTSsxhB30SdgyFEcgQCixaqUyKTZqAh7du962zsveumrT/nkDace6A5Yue7O2+7zwp877vEXYMtxcBMwiegYrTVpHm8ohAwcqpiVSqVSqZpXqVQqlaOjEFlAl4iMENgehBLz6l//4/uf/Ut3ObCvmZUt1rLrnNap5E3VvEKOzLtSJu3CFTtWHvjyX1967KN85hpb0UwpdWbA0OHZqB+iKBEdEUDba14UwAp892p5yKO/58qb1ouNKffcgSHrZ7M40SqM0TXt+my295/f8OpH3u+c+UGEmfUqpnmxCwELyTGzoNTKAjY1UBhPIRa0CPiUmEKGPC4Zq7r4w5d17WjdGuMRye+HlsBJQje77/l3X1lunQUC0cz7NgVmwI6+Nm8vogEaKQUMAgki5i7pc3sTQB2StkBvy9xc1DrM6W5/zZtqnUy79xy89BOfa1JLJopE7+Mo1olh6uPfLaiAHvCAeyWotTCVKaLJwLU3733XRVe94c35Qxe3e/cfOPn4U3/oe8988rfjlJMxboozmwH0Q5oH9QGJdW1epVKpfIWo8eiVSqXytaV5JEhiRo160TCQtGiOf/hDj/++J+x95f9daZo4ONkCL+oI5xBoBgJK+WYS0e4/7ZTHvuYjlUqpAAAgAElEQVR/d/c718yx7CyR0miG4mBABJKib+8rRBAONNosJBbEJf/2+et37SlaIk2lRGqkDOZ5VoFUIqV2lidMo8s++dlH3v+cEECEARQ3RoAKACaO1qlZ1yQHCJpCJpBEi9KPSREWAmNDBuGjz9x0zeO/5wcn0yWmrVM/sPk82WH1M7ST3f/8z2+4733ONgcUQ3PlMKXGhWP8xnMZOYMzMru1sCSiT+KTEP00EpT+sAmCLiIGtR6k+Ra5/SWoYAHAOy+67Ad++Dm5jCMSlIDoX1ikLC8sTkGEymSp0ac/+q5Td6wURXY2sYCuzM48lWd88/lPemT34U+877f+8OYLL7n5JX968OOfutdv/jq8YeR21E4jYD64K1WzFCqVSqVqXqVSqVS+uCt3ODqqRRAhhoKpECtLD/ipZ173ycuvfs9Fx42a6NSWtqjYMBcDBCY+LeCBM08/9388B/e8p9qmM1ieGj2TCLaIgKxPyx4S1UEgBVigRoc6LYE9N++bdIWNoZ84Atuo31CA5PQIGS2y9u7bH0Lu96Vfq0bYoemMaKIj6W690uUkuFoFAusWAEZwECziLFoqJ655s3+87EunIbYYbz5MhzFfg0YA8LxaYqhoSgE7NDZ0LntH/bCclNRYtiFToY9wKGQSvQ8pFDif4DkvZ/WdkTDA9RUQvJ5xl2Fpi3sbydJi9sWC3lILWChPJbmjM0TKZtOINfpiP8IUFGfKC2Z5toxRGbXNAx/4yFffe/eFF131pr+/9t0XfuhXX/Bt3/e0E+93z8g5eWOHDpMxVDcrlUqlUjWvUqlUKoAOy3P7Agw0OLgMhxbgoLBEyCMWW1s4/dRX/V55yzuvfdVf5g997DibKbjm6NxDZvC9J97plG+54EE/+QPdXU9eHVkLNiG4I9DmvheRDgABByADxhpWnMHBAljIJgUoWBiPmlZpmk1e4DMUUmF0iADFHKmYirliZovjBYUS5xoomG1WASU0/bP0TZBp8C8DsQBABRDYIQFsAEs+XYmyVJbWydLsQeHhBtVvWkajtN5ui6SxTVHGsigsdJoM7AajGcymn5HJeW6Ehni90QI4/8gkADRAg8GeNdRLN/Vr9lXC4ch4VJGUjup8vG1vGvSv2uYu0P5EO8LRJZ9wKWw5LIMTYqRwQbJOYCAKO2CEskgdMJ/AlpypUGyRAFgjAs5ItIWV7d/0qOO/6YLdN9103eve9PY/eMXDf/C/nv7QB4TFxFy0BtYWpBlg9SqjUqlUquZVKpVKZbg4t2Nd0c9LVJu8hsNEE/rytjO/6wl3feh9P/Pav7rota9f2n1wHDzQcHXH8n0ef8Ejv/s7cM5ZaxYctY7khQBhURIwaNfcJjeM4YhkAjqQDDTY2WfeZevK0s0Tm0lm4wgJCsBoAdBcOaNxlRmLTjrhRHf2q9kk0Db39cVtMJqNvdPGiQgiDGIcs0tw3h9qhzpYeykTjf1iO2043uGGxaPuWhz7JTt67vptqCUe0++Gl0i2ed912Ln9kt+O5OYz0Z+M5Cg6/qSTjn/6E8974uNf9+d/9pgdx51y97snMUwg5MNvCyqVSqVSNa9SqVQqX9TlPW/xmn/aEKnFWXc666d/9Jynfw927tf+Va4sYfuSTlhZP27c0QJNq5Q6GU2mjtYHvHE+tUTzi/o+6m3juZy9S7QQHHb6jqWzzzzlQx+/mhzFDPDoFa4Aw4yY1KLMknTCCVvPv9fdI4ID2uRst7G1j4d2jP3sFIgSQxQYOLpryftEiI1NcRiZ0gfa8fCnOFQRvPXN3vY9P+bD41h+e5StDJPUDonYPJhQ85bRL+fbjiI2DZQ5ccW3LTz5J5517RVXTm4+MF7ZYk65iiFDDjZ1hV6lUqlUzatUKpXKF6t5/TU+yQ1V6BqDkJR8aRuWtuFOpf8memLINFli40qaiLSIkhc9AAeavmnRB1vQhlxtulCPQf68N4lxg6c88Zs+ePFvW9OEj3q/m6sRAaB0bpHX9j/nef/97DOOU2Rz55B20M/X/FJNaa6jgT4/8JgP8I0OS2JThPzmetVG/yhvy/n/cjnevxP2LxE3u/7hf/hywj5RXmZUKdMEMjXHtWfd977I2vTEmldLq+ZVKpXKV4YaaFOpVCpffQZ39Numq+m+NHaoj1Eal1gMjAIKZGHqPm1SblIQIEe58XVgMsgBRx4QIZdQ+hC1mAcBxMbF+oZFRC9yvR0JCfiuJz76rDNOaDC1PB1GjgiQoAJk94xYe/yjH/SMp34T5ztfSgakfq3dYcTRbizzrZdDhy+YjHLEMT/OpEOn78hTyX453nz056B9vLXXJo7c8y/iJbulh/+7JC8MZT7mc7OfyiD7cruepKKAMSC5NWjMmvAmE13D3Fgkg9GFVrc0eKZSqVQqVfMqlUrlPyk8+m0ILe+9KCKX0kmaj+23hGzMQIHBDQY0AIGCKB7RUiNHCzRAAg0tygjFEHAIGYoonSIgUQGFIQwhZUMEuoIylGkI9zjxuMUX/erPj9O00erIvIE8SsPSWrZYW2zLthX7rRf//HErNEZKJOV0isY0N5HhFoH+0Prb/DCHr0AFQyZ52TAypyELOvasDyGTAPtYN23kgwMhSVKUUkqWClCEIhWpbNw7t03MI9APvzE234QilM1/mD98WB8osT/BwHDUR9w2zsAxP6b7KHtFBgoUERkqUCEC0c3nyhzS2S/xDblx0UAzGkma0czlCU5YMctmnbEj1L86BayaV6lUKlXzKpVKpTIIicpRb7ExxUTql2I5wIjoV751VoKFFEuBYFRGFHTGgpgdgFZNU1dOKI5AsRLIoYjOoripBOjkoFiQInIoGyVlggbNU8FD0Slmj7vgAX/3Vy9/4hO+cXkky2ttrPpsH2c3n7QlPeR+d/uzV/3OGaedoOiAHL3eEGK/lf42nypDDuvMDjsbiojBxiJK5D4rQREESy5t0yYYunLM8zpU0ihRGVkYynsCBdKd7mL/tQIGuVF8i7lxHcpb7+1vfjsMHHksRwqb1C+CJADSNm0HEiKG/AttLLw72rul35oNw1w2qpAKoB+Ic7u+WUGxT4xwwecH2edJVCqVSuUrSF2bV6lUKl9lHGtG4eYlT/1Awwj1mW05R5dMQkuDjCUsDX/RU2G0MWSQg33vIwkTUMSUhtQ390P5AAAtKUopMwApuW/uZSRJY1Fi3P/e597/95935fX4wEUf+ORlH28SzzvvnHve6+vPPnMbAo2pm66N2gUNYsOjHVlvkDEk0ZEwcxLqi49QVrEAYA4jPXddSQWtIY5mRNQ8O7DXMCT0fkUXGUIfOt/fPZ8uGre2s0d89YilgZqv+dvwyyO2sTm6nV+QLnf4xo9ZfyOZAANRApKMBMVbLN3pi66vCYdFxx954AZAJtompRWHzECrv0uuVCqVqnmVSqXyn5yNus0xxomo959eWCSFmZOMEAQ3a9SKnADuQEHK8gi4iSjQqNc7AS45suROQ8K8xTA4DGAxohQkB+gpjaWIKG6N5qnjECJIeBKTI0rc9TS76xMf6E98oM2/I+cwo0JtsxAwbayMuxUJ4XziSx9rECGQIREotAIKNJgIB7oSdA9CJqg71idar6+kTIrch7oRIosQmo9xIXs5EWX9OJp+TZ/dki5tzBwxfsG97At66g2Mh0nWEUl5R0x8IQ99ZylqEm/xfTL4sKAADdHrmDEAikUkCenLnGtwuCcWiugrv9ysvMOyzvpTXalUKlXzKpVKpTJcuB/1XuOmuAOj5BIgufWDN7G2xhnAhNRgnIhg41aKSA8pe7QgCyAaBHqOaAJy9nM8uoJuNmjeeIxpQZuQRcDMvL+IH7REdEsRoAIxS5TQOsMQUEFAsORtLqWUYHKD0fo5jZBkxiNqS0YCyFkA3dFlNQ0jYCSJrmDvOtbWuun0oKZaWkinnb6lK1kmMNAYZkf3E+c8K09gwAkWYHW17DmwFgUL43ZpqV1aoIgSdHA+VpS3oDqH73kc+T0UEH2shH9BNa8XoYD7oHPBIx1yw/Qs8VjaxSxGRmAoZ6YGzl5XGciuwwzzi2Zz/U63rH3q10rq0He65l5cB21WKpVK1bxKpVKpSHrNX79j//4DZNIw5F/DWMxeCVCI7tQTtj3xvzwSgjWYATfuOfi+91/ygYv+9YrPff6KG3bt27efxPbtx5188on3vue5D/mGez/kG+6xvNQaFFEK4QyQUAMxg9fuzu98/wc+cPGlV3zuqhuvv+nA/gOlaDQabdu65a53Of2xFzzogkc9eMcJS86N5IIQisgu0mWXffa8u52ZmJIXQ4chZy/LQ0ilMOjToos/8uH73ueei+N2Vvh//vwNs64NOFhAQAkAmIPFIzGgbv07vu1Rdzr9+GkUwa+8es/r3/i291700Us/ceW+vTdbK3Xle779sb/7288VwWRSoAi3aCPzBXat1hDq4IVl/8H1f3nfRe9850cu/uinrr1x5/79q4AawwnHb7/HPc576EMe+IiHPeAedzvZgQRIHVAIh7xfqLfvYPmbN7x9fSYhkwoBaMQSBOUmSlkmM19KesZTv9WZZYl9AVQK2rsvvOTSj3+ePoroiCKaGIJRbpKYC6FCL2tPePzDzr7LaUP9FiEVmHW5WGqmBZd+/MqLPnTpJZd95pprrt25a3cuQXL79u07TjjuvHPOfswFj3jA/e5cqGECTJmyzb1QC0NQ4hfRVnlLouiHZ8dvihxkTVOoVCqVqnmVSqVSOTS044W/8ydXX32d2AAe8/n7JCFSVhD0/LD7nP2t3/zI8Yif/Nz1v/uKP3/z295/w86DjY0M7PpRjfDr9hz4xGf2/vO7Lv1t/eld73z8U7/n277/ad955+OWpZB7LiLtkks/+yv/61Xv++Cla7MSbqBRTphkQsfrd/7rJ6//23/4l21bmu9+0rc+5znPOm1rk/pJlYyiCEs/+/+9eHlpxxO//Rsf+IB7n3LyjoWWEmiClYPTuO6m/R/+4Cde+YpX77rp8+/8p79dGo/WuvKrv/Gy3fva8JGwDqDvJJVNgZy04F1osuu8e5y94/Rtk4LX/MWb/9dvvvqGXetpYUE5EdtKyWLOGLslEkUFdJZbrVf1njzydSnWwv7+Le940W/8/meu3BW2JdgKDbnVFMw4sLNc/vZL/u5tH15Z8G84/27P//kffuD5dzOpcUqFchAZ2rl/+ssv+qObV0uniXkozKLN1snEaDyM7DJD4p2PH3//936rzxeuERKi0N78tnf//iv/EbYQMaHNqCZ7gZJF44rCiZqEjm3Ze+adTr7rnU8FZLJA0EwCmvYjn7jy5573mxd//DOTjp3cUqPB3+RXH6CueNNbL3rJ773mznc69Ue+//FP+/6nZllaGBcUDHNSBAZ17MBB3sKfNt9rX/CtPNoDKpVKpVI1r1KpVP6T+l6zoDQSUt/4FuzHFgoygWaNIXey7Lzqxpuf+oz/duV1kwNrTKMttIKYlcC8rJLMDDZaHi1cdd2+X/+NV37oI5/+u//zwmlnyVkcf/a6t7zgRb+7e78CI3qCBKPIougX/5GuELmwb00vf9XfvPv9l/71n7zgjNNObmjT6TQtLM4K0njLP77jA//4jvcuL/M+5977jDPOOOXEU4smN+y89nNXf/6yf7tqfY2jpllaXOxiVOhZ6mThiT6KfuK+WkA0RWmExlt1uQn3HOnN//BPz3/+i7Nt3br9hH0H9iU28yZBflESQZJNk8HX/eXbfvqnf3m8ckry02bRmFNaD62HCn1MMmCNtwdn6xf96789+b/++O+/5IVP+JYHrU1iZVQII+SEMVlqaQEJFqQbk5mFiWycFiFLdDYEIyDb1PjYF2XNCtCkERRGSC0tBGOMqCzlYPJR692smHtihGCRc7i16x3e+75P/cRznnf1TQfaheXczdyTaCqig0ApBZE9eQauuP6G5//qS177t+/8/h/88W4GNAT7IZx1NkqlUqlUzatUKpXKHUgHzzDBIYcbVIZ1XjDCUEIq9MV/u/yaZ/zgT1x57c0ZKzZa7ETrillCPw5EABU0U9o/yY2tsFn8p3de/JSn//Rvv/TXjtu+9LJXvuEFL/rtHKPgUg4zN6OKQiYI/cI0ATQHFyY5j9qFSy+77sUvecXvv+SXi5jaUUS0jtX1zkbHgTjYrV54yWff/5HL3VKoEzo2TWCJqZnEbLlp5C0JS4nWCE3pS0nsxzUKciAFragLooAH1vF7L/+rgq1F7cEDq0xJfQiC9CXEi6+ud7tv1u/83v9VWl6dBJpUIpgF9pmBKQQUwVMXoo0OrK9Pkz3zvz33N//XL3/vUx4N9VM4Oe9KtSKGkiSEUwz1+QcsIugBRkGR0TCMMJ17ngDAPbUFKDLSIAsIsCxKZmkcjBKYlhCZowMUUtBnWW9/9yXPfs4Lbtozi7SyNg15C3qUQhIRgsyc3kf1OSLaZttHLvnsNb/xu94sFoEyDTl+FLz+uFUqlcp/VOrv8yqVSuWrixAkAwgzCDDD4AkUmRoryOL4l37tNVffkCdd06wslZh5cqotsYjoB40ICkSO2awZL5Vss2jhW/7fOy7609e+9dJPz17wW6/MzdbJxJDGIcCbiL4Hj8OYSwYoQLIE+XSG0coJf/V3b3vbuz7RCZA7PWckb4JN9gU1KzMhpxTtQrQLJY1nwcKklGYxQ5PBAoCSe4p+euaQRMfBfZhE61SKU+6ved1bP3bZ1d5sE0Ylgl/q5Ma+GzYtnfCnr/u7K669IZKpja7bh3amlGWAN+oFqG3RD5RhUloIW+q4/LxffemFH725i36KiUiFiqCwBCYxCR6kaH0JVGA/9JLunhrY5qGiQ/JeDmUglwBNcA0ZegZSZO5mgFlqSaczGYuK0TtoCj7/l39r976itKWg7Z9UJIwpJYhujXkjtkIrjGRLJW3V+Ljde9dzB3oLbMrEqG2VlUqlUjWvUqlUKrcTR4zI7xfhDeNXhoTrGFxIyLlzt09+5qr3vP/StTzy8db1A2toWPI0aCgJSJCjH2svsW269VUlA1ikkkavff1bnvmsn1rv0iQnrmyZlcI2lTwFwugoaUg9k6AsRuQZm8RRO1mfrGv0C7/0wt17D5onQqME5Bm7Tt1MJdASCbOYZYWSsU1izmWamhCnxtxrIyQ3Q9kYKRpQH/cAEnLJ7aob9r/0Za8sHM+KB83GbZRuQ9sONUEeJUB8I6BCAjDj+O3vuhDNiKO2MGMB4BReAEUnWCIReYoocCMMshIeaPcd6H7kWT9z1bU3zAqkICRlEYEYxp4Or1T0YeFi32wrqRRlDX2a0e9K9JGEZkaHJfVtsZhHmSsoeZOgUJ4hirJCSmwAX13rnvnDz/3sVdcXtmVw4w4s/VOXKJIAli4ik2hRGsM4iqGwm0WzuBzliKmfNfKgUqlUquZVKpVK5Q76e7kQwQhKvQJBAoIKIggbtUv7V9cn3YzeAI40wlSYzlJjwrqLLqOs772UMlxSoRWhdGyvuOaGyz9/Q4EDLoks3tAbgpG7jiDlgA3VKwUshAx19MhY/OTnrvvoJZ8koZABCeHKrj6LrhcNoo+MK/MBH5ENosIAB1AyJRqB4JByECTcGbMJSITee+FHdu09IGuyJDKigx1ZfOLRi1GH3x1MM6RQYrTqDBmQk44g2zFAROk9DSqS6CawBMT2mht2veJP/pINQlaia0cOSshgAEHGkNHAAEOMviuSDiFgt2hT1MYekhuzMEkZAop+sioZRhiaKJh1fPd7PvzWf3oPfSFDQgY6WIFyRAYiJJhHiJbckudoUhNrazTC3JN3B1c9JcxTJYbJn5VKpVKpmlepVCqVOwYqBvmROHRh9oNYAvK11RwqbDI4Kd0slZR83CwslLzfm/W+BmgSh/Y89RngYAG7IpsVhEj0qW0hzfJsteQZCTPbsBD27YDqNxJAAYI+8mbhko9dPit9jDc4+Gc2FUQDJUSCHDLAoEQZ1VhpKKdEiOqLV5gPJIEJplBMrU2U+cKWf3r7O2BJhIYy17//pGZSyrTsTbRNaVMYZsXdkDMlEzgYtYBQxEaOO2lv/Md3fOry3TICLKWAfSmy1+/5/95arBxwRJsksfFE6mMIOT8PQL8bAYiDaId7EvDa171FXAyYUMAOyAgeZmvD6eoay4aJzfYutZ1m+xNn0JSjVErWxptp/qSVSqVSqZpXqVQqlTtI9G7BGobaj9ETzVSmEbNRay3DY8Y8ZUzMZhiMru8WNGhYD9Zf31szFlJ0gtgYPfKoZeuACklP1rsdScLZrxnbcDZAwVxw1dXXuEO0IIIczIFgL3UgB8cURaAPaeg30n/NBA4L0nqJHKbGFKOpWMl+4MBMdFGgDstj+5JJxHStZY61PVvbvICDKe9bTKVVBvuNk4fG18RQ7TKCpNlVV+/+3Ze/NgdIlzQ/FgByBTTPoJMB1o8B7Qt28z0fypqbXszeeHtLGzLYgxjODK0PZhdIxyzj05/d894LL2FayXRYATMAV6ISD21fYIG66PY32H/KcXHy1m6x6VKsKa+tLI8R3fyj3w49pFKpVCpV8yqVSqVyeyP0cjPM85iLDiUGLNCZ58ilbbdgKubpCVvsjNO3NDZJpDoUlsJSIIGCC0lw9ZYlhEg66RZgiYQo0/XZZM2MAHPkwCyQo18oFklq+ocPGwHGTbPrpl1dRoABFKSOXuCi9RU/UwEz2AFFzMOiNWA4HPaVs75/0wQTXLBCN4uSC9gaFyJ7FKr3ln4ap/59mjebetJD7v91f/A7P/eWN770PW9/1cte+gv3u9epEesNiGDAhX5d3SYxFgLKCi4c/1ev/4drrtsruaJ3POvD13lInADAon+kAU454xYlPvqqJhGGCBpgoAsWYMAAC3i/SwURht99+R8fXNe0OGj9nBfKWFqLxgaZH76ebHr2XU784z984SUfePNH3vfGV73s17/uriePvOzfu8uSD8/Pzb86qFQqlcp/QGqgQqVSqXy1QcDEjdVlnOdZmwCoFHXguJtw68r2n3z2M777ux4zanDTrvXn/NwvXXLppzI3UtGGVViQz+WRyBDZtm1Mpop8zrln/czPPTu1o5e/4tXvf+8H0TawmJeq5mMwN/1C0NWRWltft4SNJWjqZ4HSwTLvTezAvkrmIOamN/QXamMuJTcXu6iSG29yZ0F58r5tkn2pjaZ/n5K4+4lbl/7gD37tzFMWEetuOOucR3zHky543Df/xMcuu55IGma2DP2M/cAbgf1uRzRddJdc8rEzTn8YmQYVFEHOq3aEvHdXyjYd1xEypflXNUg9QjAwhubN4UjZK6TIgrLz5vV3v/dCIcFboMD6uqABI6qTNp8bbd228qpX/+HXn7m8iIIo3/K4Bz74IQ981GOfdu2uA5McMJ+/uFF/0iqVSuU/MLWaV6lUKl9tkhd9KPqw7Gqo6mG4LjeDLXn4KVunr3vFc37+Ry84c9vkrttn9zvH/vR3fubcExMzfEgfCDCD/b8LEAzBzdjGpFtMB3/06Q97+1/+2vc97uwnPmzH3/7xz/3Mjz1xQdMUyYIoGw/vwCnYAR3RhSLH0nrJBWiBkWCSGPCDzNaPUik0qcVwayQTAVOhQCVGmAOWYp1aB2HoXFlqw5Zn6uCryVYjCpTAZC2p1TZWm5iIE/NJG9Pl3FlEFgRro7FC8cjKVD+QsxdQAznpnvWMbz/rpNa7nDiK4uPiKwXP/e9PAm4OdmLeOFHA5tWAfaVuNmP7/kuugkhN5WvgukV42MwN1kEOAFyDTQGHZamDDASR51pnfS9nwOaFu752188FzUTnKi5BgEQEWFK0V1+z+3PXHszjEWzNYsZuhBjJc04Hi8+KBUiYG2OMg0/5lgeff9byAgppsIXFXE5Z6Z76pAs0AYPQGhBEAiFGbdmsVCqV/6jUal6lUql8raEQ+egLHvXgB53fOJtmPMurnpozzjjpmc98xk+98JVHc0grzDMiX/Coh77o1587hqQyal1N+zM/88w3vfX9n7tmN9j/Q0UcMa+y7/aLmM+J1Jf5uDCfWSkSEeYsk/2LqZx5+gmPedRDzznnLrQU3eSmaw+cumPFIKL0yeT4glg9bRTn5ht/6IPuD8FTChWSFMzwmAu+8V53/+uPXHb90auFZp6n3Qc/+K/k08zmrY93zKstfPADHx0tLc+ElFKZlfkdACjJzEOiUbOOrqc99bv7ZZQR8pT6iu75599rOv0rX1ou9cenUqlUquZVKpVK5avP8eSNM3ennXrywtgZms1mqUkCDTz7zLsc49GTNTSL0Oze9zqvMRignA0wydk0ySSRJtxKHt3tqzb9M1qQAGyUUKaY7v3xH/2xX/7Fp3tRkwigy3DAIWMGwwwRAXfko3UhlpLNk7shRMDNVQREk/jYx17woUv/BO3oaA+PYGp37tyVo88u4B23ro383JXXhCSVCBwp1xJQ0EcwGO719Xf/urPvbAQgd++60rAfCcPRaDSLgNcfoUqlUvlPQW3arFQqla8paGU6leQmBSC1TasIA4zKZXr0R6fxGAqp275tCUCUzt1K6YzWJJB9Pe0r1conAOIwBCVK5zH9we/7np999ne3JUacsqy7ZmPrWoMT0swk0miGOMZKs0SyDyEkBUV0ZoSidew4Yasd68OQYErp4MGDa6sdDv/u2/tkBXDd9TdGEHQMCzfneyUYrVdB5YySL3jkw1tH5I6IULgbTDlyH2RI1pErlUqlUjWvUqlUKl+NCDQypGwGI6Pr3L2UmUTqGE15eTJN9Dydtm0TgpvnWU7eADGZFrNDw0F4aETKkU5zO8mCDfXDfjEdEPlOp534v1/07G3LIy8zM9mQE5fngzBhsuiKmaMcQ/OMMIkgSjGamyuKSkfo9NNOwbHOmwSS00m3vj7ZXOfU7V/V6zJu2LkTHCIfFNpslwKiFJJSIMr9z79P40AUczezUgIiSTebzWZWNa9SqVSq5jFYNYIAACAASURBVFUqlUrlq9LyevuSDVUcWEoKuCczHXN8oqWFCKZ2HKUYADGlscKc3rrrmCM5eKTyfRnZNOSfgJzlgoc/qCVcYZYBwscBH2ZFkmAyJsJRBOet6NlQwpKCRkBwHwZ7SuYOoW2sSX6ss86uKznKbDYbhmviViMehtE5t+RUvI1SKA2mDVmDPTfvFx20kjPJw17lYRQpjFheHG/dsmRC03i/hdS4IKeXUEop1C9i1C135FYqlUqlal6lUqlUvkLMEw5YDhe/IwO4b/nB8o2/+bnhVPMv8it9YBuaZ0JM1+9/73NbA1Vo0BAllwpc3DgPdlv3mjEfWAoRARi9F+Y2ufsxPw2NZCmlRNzeH51H+OFkilmXo1956HbEvZIAF6ASTfLtW7ceEs2ailepVCpV8yqVSqXyNcVGz14f7Wba+N+jErRDgnBoS4bb9vA74pDmIuaKU0/aFhmgwRqBEgQJMU8csCFHnjhmbVE4VMBSr4jss+nQtq2bH3vnaBGS4o4ohenQEa3P1OUYKnakJB72/LSUJElKKY1GI256fI3Gq1Qqlf+01EmblUql8rXFMINDlAZjwUYS9xEGcNTNSDxU8tEXqtYdr3mc/1d0FZXZ8sK4SUDxgIxmg4hqSE9g9El96gt7cYzj7c22L4bFUAAlgSaNjl33IiW4O911Swp4O1kviS6XEkKTcAvjT/u6riE6MzMz2rzSCQzJi5VKpVL5T0mt5lUqlcrXnOZBmzv3dIQmHVMfBETvS/MHB4D46mnxYwAwDvHhRQFLOQSJyEQHFKovWGnIzTs2sflkcahmWj9b5TbU56iIlFJyPyRSt++LPEjdrCu5hFsD6RYnzZgZPQWRc+66bv5WqJ/vlUqlUjWvUqlUKl8zlicgIELzqSMEEAY6wDjmKJEQYTILOsi+7dEhRBJMX8kPhej/xQJ5RNNFUxKyRUrFBDeXEUhAi+L9DBZBjLAC5FtpODUGJCLF2IqrFGBdJRsgrAHrUaKbmQqo4Xakbg2FUjZqxq7xsqnkZrbseUGpK74OtSWtgdnzQuoWw6aR9oNLZd0bdn0CYZTeXad5NiUQcDkRnSFZHtvh7aobM04jggG4Nxac7GMErC0W8vUUxUojC7HTbJ0KgF2O1fXpxtmMQBHIXEqChLQOL9AC4GAHkUpDOoMS0AIR6BALUgubiFOgQZmoYDZFV2YZ+2bYPUW3ppgCM8UaMFUoOpQOkfsXsfSCGjpmykWlUqlUquZVKpVKpfKlU9AVyMwUJC0CZJLMUjqwfqAcK1CBxlBeWBgvLiya+7wquDlOYb5AUAY6Itq2LREbC+QUgSiefDKDBEJwCsEvaAKVBIlzzMzdJZkn5HLYZ7dAspQcgHmaTGc7d+6WoFJAIWQE8P+zd+dxllXV2fifZ+19zr01dLc0TTejyKCESQScgiI4IVEcYowafRPjRDDOicYhDokmUYwRNTGJQ/RnEqKvU6LGGY2oUTE4xAEFGZRRFITuruHec/Zez/vHudU0SOT9qbwkur6fS1HNp6u67qlL3/vUWnstH6Z2Qrp+wfd6ixlu+P7apggpCbIMWDudrL/44vofXzz/a189//LLru2nJhec7oTZjRxZjP0NIYRwy4mzeSGEEH7+dVhlwypky/LhYF726p7skisum3QTNg1+9GzidWcWXfLNW3Zr2gacAkN1blhkIM2qoDuqgSTQ9x0tVwHMZpXqvRblUdNgZXnFVQETqkzw9oYxz2YTRN21Yb2lJsscEnKGyk4HKaVhRUQy7/sCfflLXz3hmINyaqAuGd1NHEpr1asjDxFxNrZG8J3usYbi6A0SrCdWLxd85wdvecs/f/BDZ7Yjm19XjfWaq5cXxptPOOmuj3n0w/bZsllFZiZUH5ZVYG3pRAS9EEKImBdCCCHcTKy1vu9nG+0kGt2R0nji+Na55zOtNbv+l7FEluoBB9xGs8XxDjhkw0oGgLOARJ/lL2NK7IqbobiMBYSlZlLJBhdddAkEoNIE+o0PjxmmZwpNxsLCPK1zd7aNajdbBjjcGRNgKBVmVP7ABz/6rN99ePWaWlOdptRWwRKWllfadtwNa/Mw63a9XpD90WgLAujJz5/1lUc96im7bdnvz1/z6kMP33PXDajelx7vfs9H/uDZzz/jI5/41/e+bcO61utQuZQNETJKeSGEcMs+8cUlCCGE8HOPyN/7/tVG89qBPVDJ6o5t2/qPf/wztEb8sTNsVBLL7W63L2b71n2W7nwY/5kAOasDokGGWgWtTruPf/o8B4RUPVeOnXbGmed89avnAgYfRqP+F3/qrGMTLuy1x2ZKTEmTySw+XVeEE4xIBpqEb557/le+fm5hlnNoNK1MxfGt8y6t7jacMrxu9M7OuVbXxdSdfO+qpT94zkvvdZ/7vuilz7ny2nM//qkz3/Uvn/rkJ77yjW9eeP8H3uszn/74rpv3+NOXvbqvKEMvKvTfappPCCH8wopqXggh/FykGPy8Dc8f9oAbDKjQTtWhn+iO5rR4/rcv9RPY5FTr1FigTOJrX/3mt8+7hKN11w912hG0hiNnydQtbz3yiIOMpAA6DYSpumVUGXde30cb5oCuTPpXvOqvf/lOr1ZGzigV3/r2pY97wjO3rxrzoswFT5Zu/A7N8iQTsf/+tz7zs98Eqo9b1Mnaavi1b73WNjowV2/e/u6PHX3kQRWtkSQKcg/864fPALNztnnvulEz3GkF406XHaQcfcXb33nm/Pz6N73ppS94+V+e9tdvRr/Y9HOplILlu59wl39+22v/9E9f9ID7P/gBD7r/MXc5jIBBBkWvZggh3OKimhdCCOHnX+/pjE+cPenYV6tsClNh7iv+8fQP52a932DE6NqsS7kgQbI62XPz+iMOO8jkXnuoNwpOpla1cvbhLggiRKMAd9jZX/7mk5/xJ2ecefanzzrnL9/w3t984vNW+iQbEwZkIHm9qYAKHHq725hKKb3pujXvvjYCdOj5JClLSu073vuhD3/yK0sFU2+m3lx1zcozn/2KCy68LI3m3CvgQymSs3V/vMFPC9yHewFJ7vqX9378d37nt0tBSo2l9QcedPif/dmznva0U7Zs3uczn7ngda956377bv7lY+72Zy97xbalibBjf/1shX0IIYSIeSGEEMLNxWGfP+tL7/vQWSU1U86tYLx11Z7zwtd94KOfYjsGb/hsOBx+W1uhTpbVX3/o/TftMp8JejUTKVUHMjgsoqDoQ5WMNHkFvYKpXXzP+z/xa496ykkPe/If/smrL7z8mknNsuyCEQB1U0ssGuioIw72stokDpsZcIOKpmwYewJYYbNtgof95pNPfc0/LfU47ztLT3rGn77lH//F0/y0Vzs3Bzjoaysc0vVjngPaUc0jecEF37n4kovufsxdxxnwRdri7ntveMLJJ7zoJQ8/7r5HuZqzPn9mKXjwQ078/BfOvuCCizBcrtkJyHjQhRDCLSmaNkMIIfz84yjR5p71gld88BN327L3btuWtn/17K9/6+sX9mwxR5UyG04yC06Shg12w1IB7bvnlt95/G80JtW6adf183MjbO+Z2uG3EkZVcTjeRlU3GoBkzbQmthvEUW+JiT0bz3QNyw+HcKYfP48yob/d/vsedMB+53znaqWWprUMZUAFSBhFScNndE+Oub/4m7e+4U3/BPft076d3zSZgm3TTzuYQw4Qsp2qedpxv2laS5L87L9/frfN63bdZQEFhtS7SCx32va9iy+57Fzl5bve+fi5EW532/3d/fwLLrzjHQ6+7jPRITLSXgghRMwLIYQQbibyScnja1fw/o98YWm6jJRSpZdxuzCebL0K8/Pw659wHJaUk+4u6UEPuN9++2xEnRI2N5d3udXieZdcDsug77Q6YIhfpJFCrb2l1ruKqrkNm7syrbMN8BWEEe5lmMn542Mea7dhcfHJv3vK7/3hy4tXCACvmxYjEjTBSchEIjdsxqxlabmz1CKNu17t/GK3dSvmGlLDqBTKINOsNLg2fGWnrEvyyiuvXL9+MZunbCl1KfGL//HdXz3xWduuuuh72678pcMPfvpTT1bVwsKCWV5ZXtmphqcYthlCCLesaNoMIYT/XujJZAZymJQhQsNgi2HD9bCWrIccw5ZtFMCHw1aEm4xiEpMjOc1ljrUbQXfKd8x31FBucQyr4SDIKKODDnOu3WDaMYW/TzXlCsCH7QH0BnUkFihRxmErmxKUIRicEquZCEFO8wTI0QgjSEIF3VR2BAQJkHGYfSkMQz1m+wWGq4EK1NlGAU7BArXJZQ46IRIwL202oIJD6WzsBQW2NO2RxrTWrbG27Ytbu5Ccyatpx9E1N4OhmpdU+z023upxv/lAVZEOVhJH3v6wcbZkADNsLFIkkAAbvj1O5tGcSKRkc6PVlW3qlUpKRUl1cdysmxtBAnqmThRkdFIuVGeGGjoynJKnJOrBD/rlIw7fb2SV0lCII6pJBsqHuZ8EAZpXqXonlnbcCXW4FtNtzfoR0UkumCMJJDw5kxzsIMLnrI6h5FAnuGPTxs3ddkyqLddJ0bbU54W8Xjlfcc3Kaj960Quebi1SxurSKqvNzy2AEAtYCdKNHv83hxBCxLwQQghDzEMCSYp0XG/2Pci6VjKa7Wej1ubXKwGEuTAbhMHrAiKG2zANUrMKEGfPAiJ2/DPMtoQBQ3DZcZu19yk5UZJbEsAqiqzmCWpgPWACZjvlYEACBKtGH/YMEHAYIaI6DWggCA6Kmp2Em0VbrhWDCMJmA1GGywNbuwLDKbIiOtAafDafhAC8yanbek2m4BWQeQs3T7Q2yTv33tlXq4BTxjrsABjemOXk3VS1szpZbP01p/7RgbfeMkocdiUYcOwxR2K6PVsBq5QwO5W3tsuOElVqGVYukA5Vr1JfUu3mUjn68INutX592zRMJu9kDtAEY3WrMgOySRkOqbq7yoYFPO63Hqyy1BjS2k6FxCR3sDqq4IJDPqTkIT+7yUsdjVuoH5nb7IIm0TSEb4HwmjrQocbUSKj0AjezO9/xqCuv+O72iZTEVFLvhx506/d99NRfOnofa9t3/NP7yXZpUi7+7hXead+998Ns5boDpJOKal4IIUTMCyGEAACorKI7VVllvqO+NMSqIYmJdFglRANMSL62ys2TiqkkFfNitSavSbNb9qFYhxssiRsiohsAt1JTGd7W4e1ON8Cd1U3FUCEHnO4sQ7aBOVKVFaUKc1gBq1stVgvdrbp1bhA7tw4sa42C5sjOBGBWeWMRe3HqqI7OORE7UENI1excWdJsgggpQugTlIA0W9JdS/ewh//ag+93z1y6sQR1uaFUaumQDBQoWa1WqvXVVGGODI3grZdMS8kcXHr60x51n3vvmxMAmLIhy3H8cXe6/e0PZF1qUIzF1Jv6pN5Uzdduqkm9ofe+pGbRiGylyVPj9ied8qs5eemdnIMWhmAsSkMVlRUoYnW6E4nW0lhx//ve/ZEPPcl84t2qEWDuvSFp6BJ6Qzd8GVSf3JM8uWfJ0Pqq77l5n3sdf18qzcrCAFhlpVgtwxk9E9i7ddWXk3lmD0wPP+zAzXut/9zZX+iR4YvmuW2ZHI999G9ohZ/+8Bf//Qvn5NR86IOfPPywQw/5pf0hzH6esNO/QwghRMwLIYSA4RX3bEiGdhTShp1ks1gGQTABFXQm0XxWpgNmC9wIGmham/IhQDJIJpmuP3kDRpA+KyT+uJsykRxWhYrsoIbjXMLQojkb9z/M/deOu5N86CFdK/cRdTZ6RBlqodGQr+B5WAS3I4YOG7fF6w/nJzVcjVm7pAMFbMAMGqCk7tDb7vPXr/zdv3nVM//uNS+69UY0rCyduQMJnqEWaIAGlmAUTUxAAhKUWjLV6d5bFt/21tOe+ZRHzqUqVLlLmcp07bph7m1//+qjDt8nlWvbuuKiZIIJ5kzOJKThl5JBRleDkrB04L7rPvAvb7jfPY9Q3W5wVYMtQglqoLwWwjF8/wSrNENGKS2xaSH/1Z8/6zlPe8yGeTdfMThoDjjpxNo7tqMqCocxjbBt4zr7i5c/47DbHoi+mBs0BGLDsMydCcjDL00lmwjPMMpHbTrlSU/84z867bJLt68b77bXHps3bdTIpr/64GMe/ev33nUxP+d5p73jXWd+8swz//6tf7VuYZQEUwaa4WtXdG2GEMItJ0awhBDCfy9JTM5hzuPQA4frfiZHV6W5oST42siQWaulABsO7A0R6UZa5mjoE8jhOB+uV28hh6oSZx2UN9ZxR1iC023HF2WyLHcl1ewc1g8M68NnXZgmmYY2wRYwE5KYhmw2fJ7rEpyBLsrE5KCSKRkaIEHGnaZ6DK2RQ6+qoRj6BKtlPCRfQ0maHHfMEXMNGuIRv3rMHQ9/1cMe9/Lzzj2/mVuXmavlsmNvnCoIoIAOyVQNxacre2ya/4c3/vkdDt+vZe3rEm3OrB0KpkZA2nv3dae9/LkPf+STr92+OrHxTlfIMKxUhw/fnNbQbb8qtTz6iANe99oXH3TAHpPSt5iOs696X2s1cbiBCVbpcvfkMGXIVGQpT7sVMM+P2mc//dG7bdnt+S8+deI5pdRVE5rrP0ZUJRBGWeI+W3D6P77+dgduPOcr54yt65UKGodBeYjLPpwqFCnPXhMTSiJGw2PiYQ+9z+n/cPqDHnDS37/1H574uIe4dQlXz7XpNX/1rNVl/8JXvn/yE3/72c/8nf0P2MQ6BMcEJLAK/qNrKkIIIUTMCyGEXyzaYfValiVjEiCa7ajgQQSMMnOUZZTVLJggr2YAzURD3/Yr159if71BjtWmlHlZgk+lAhBI7oUpoQp1temXSP6XQ/6ZEp2+4gXZkAD2E5btZGbyLK3t3ZZIyZgTamGd5NKkWqy2yaFu1Xone8A4O0rIYfucrBcqZcnh02muSMLa8nGBENeKhBzGtFRjh7otpTH7AhNZzFeTL939TgePDfI+md/ugL0+8aE3vf1/f+CNf/e2C75zeUpzKY2H5khAkhOVKAanT/fdZ/dfe9ADT37sb+y1ed6EJGWb2znzGkGW6jjisAM++sHTX37q6//501/funWr5ewOKgFyuQGgVGtmf+TR+z78oQ/+rUeetH4BpumYOftqWbk2N+Ph3CCHkTMsmZ2DDUaputdlq0VNW0tpRyPJCc/EEx59wm322fycF77y3AsuyWmxppEkoALD/BmRrjLdc48td77znV781BMP3G8xCbn+EN3VydaDbWXC0KfrBKpbEYzK5j0xMQAwuSS0wGtf8dLnv/Clv/uEp59wwoOPv/cdNu3ewtvLLr7ojI997j0ffP+DHnDf//XokyQY6tpRTwjmdEbbZggh3HI4+5ljCCGEW5S7D5nj3R/+0tZt28xykRNpp7gmQi7AkLzc/pDb3PGIA+GiCbUiJcguvOCCf/uPS3b6rDcspxRzU1Lp7nHMQQfsv1uWEQ1YuupA+74Pfu7a7ZPrPUlcfyZ+lcH7vTavO/GEO8MF44c/9rnvfX/SgSmn5KKca616zlxqTcaMfmGU73/C8QvznFb87/d8pFfSrFHQATgdAGt264EKpFwzptP73++Xd999HQkIotN8mC4yfGndVEuT/l3/8tE0t9hVjryZzWfxKbT6gPseu3nTBqjAQHJaG0u44srlj3/y82/6/972zW9duLzawRJJBwgfj/P6hdFz/uApD33giRs3pCxk7NTwmvuhqDi7a+hI9DWVklLC1y/u3vjGN33wwx/5wQ+uzk3bdd3ceCz5usX5e9/r+Ef8+v3vctQh68awAkA5V4nvfM8nlzp4ZlFvmjM1AMAe6GlQyRkJWr7HPe6wzz5bACU44YS76GKvtDK1j57x2dNe95ZvXXB5KT2JWqc50egbb7X4kAed9LSnPHbLprmxJl6V0+irX/32l7/2bbe5wsZhQ8E1yw1wkyNRlk1LW7938mMfTrqZGTHE6pUpzvj42S99yasv+M4FfV2BjWo/vsud7/qSU5902CH7jVIHn87l1pChBMI529BgOz2AQwghRMwLIYRfOEMlD0BZa3ccjtVxxwjI4Rjc8NaRIO9LTrJkXqul5IIx9TeooFz/7/iOMIAOQ8mpUEk1MVdJq1OORg1v+HHX+3gHq3tj8jJt8jDGpKkwGYvQAKZZw6iG1QYgBHptMlCcpINTOVMymiATBDhdgLnJ6nAwLbklp6HSKuC1MuVW2Om4l+iVlnIBOoGGsQ+Rd5ZuKRngLgfMjLZSJVcjpknHSy+78pLLr/zBVVd104mlvG5x/V577XnrW++5cX0rLyMb9kAkIM0m2zR1baW4QLmKezVr5cldzOx7rEzKpZdc+sNrr5l2/ahpNu266x57bFmYH6WmkERJSbAkeSdkISmhaMfuurU8zUoAThv6cNk5R4QIN7hBLncHmasny5xM8f0fLF1xxRVLS1slzC+MNu+6cY89toxHzIRLiWbD8nbSyQpUzvZoEEruFKvRZ62/QvVk1eXJGoCsTmPxIssrq3bRdy+54srLm2a82+bd99l783hspBJLUoWQ2AzLHgSI4o/8mCCEEELEvBBC+IWLecM71VfMTDBjKnAire2PAwF3I1MtNSWYsZaOJC0RLKUmy7J+x9/wO332WQNdYTWN4KCVZNVLMsuyvqrIGxJEwX/96ryUatmk2pi5g7ORKuy8ppRNJJw77oiAlGutma5+kts5uER23qXcQjKQoiBZdajBvNA5CpCJtky8bQXr5VVsDK0EmQOVGJoTU3WHpQKX2dhXqkxsZusYXCnnUtzMnMi2LAjIQJrWktNo51JnX9DkIR/KUGvpU0qQgXkWdQ1ro0yHe5dqdZK11qZpUDuQYPIK0gDV6qRSAqCKAhA+cmdK1cwBK8Us0eGwQrmjBQwshmkCSrHEsawHOueCwTEr50IQkUopObcAavVkNht5IwieCKrCgNKhydJotuuhFgGy5IDoZDFVwsEsmA/n6ErfZJPkXpkaCalv3LyqpJSqgcgOSL3YQbXhIjQL3okmaacm4WFVfPyfHUIIEfNCCCEA8Kk47L8eal22duBtltjcnWbyailJqlWWkjvNKMGGE2c3PBW19uKby/AxkYUCFXLkldbI1YONF89J13ttfv3nCJeGHd5AohOSJRNKUaWlhLzjbN5QjexcZkyAsaqKzFXFhnzJTHE2O4YSHJ5hvViABLV0As5UXC425gnAsHXAAIpDvvBarLEqz0wCxR1paMgwaRgGkiVhKCfKSHdPydwFIVmuqqI4fDyHyzhUo2zYxZdE0IUCCEjuRhkpVyErSYISxCTRaMP6OMqlShsOQGaSQhU6MsEbgrRKFolAuzaDtINXYqSamOHoDUN1d7bP0B2WKHcApGotTDRYFcyS+zCelXCnUVU1ZQMgN5PktKThEaVhLmoF6cgCAU+o9AqYi2YmDpVWcjb5xh0yJkq06tVJkck9kZBEI1AJrH1nGfO8QwjhlhIjWEII4b9bzMs0m+0pGOY6YrYOGwBYzVBqn3OuXoGUclNrldBXzzlx57/Yb+TneBUaymWAZe/dUnKXy0FPKV33UbqRtGiQXGbErGoFOGjN7C13Gu9JuJAT+gJLKAXZrPSwpp1201E79r4kSzv+DDLBAbYiZoMfh0keJSFlwKqQMJSH0rB+nXCAqclAzSbVJMAN5BAznKZaJ1VOa0o3bprZOTESOcG9JAdIuCdTVZ/YyEEkzqKqHBWAQwlZs4tSgWRmk1WNRzQzoAebIjlpTMNuA8AM5ixwJRqUzYadgDCiesnWcshZFNHuuMBEhiUUEpxdVXRrkWx22SUIBlWzZFmCCpzMBTCzIqQhQVbkPMu8pA8XRbPl6WsVYpoS177VJoFMqDSjVzcz2RKRiXFf+iYDXg0GiRWJLbQKt0S6Q+TaQ9V3Wv4RQgjhlhHVvBBCCCGEEEL4uRLtFCGEEEIIIYQQMS+EEEIIIYQQQsS8EEIIIYQQQggR80IIIYQQQgghRMwLIYQQQgghhIh5IYQQQgghhBAi5oUQQgghhBBCiJgXQgghhBBCCCFiXgghhBBCCCGEiHkhhBBCCCGEEDEvhBBCCCGEEELEvBBCCCGEEEIIEfNCCCGEEEIIIUTMCyGEEEIIIYQQMS+EEEIIIYQQIuaFEEIIIYQQQoiYF0IIIYQQQgghYl4IIYQQQgghhIh5IYQQQgghhBAi5oUQQgghhBBCxLwQQgghhBBCCBHzQgghhBBCCCFEzAshhBBCCCGEEDEvhBBCCCGEEELEvBBCCCGEEEKImBdCCCGEEEIIIWJeCCGEEEIIIYSIeSGEEEIIIYQQIuaFEEIIIYQQQoiYF0IIIYQQQggR80IIIYQQQgghRMwLIYQQQgghhBAxL4QQQgghhBBCxLwQQgghhBBCCBHzQgghhBBCCCFiXgghhBBCCCGEiHkhhBBCCCGEECLmhRBCCCGEEEKImBdCCCGEEEIIEfNCCCGEEEIIIUTMCyGEEEIIIYQQMS+EEEIIIYQQQsS8EEIIIYQQQggR80IIIYQQQgghYl4IIYQQQgghhIh5IYQQQgghhBAi5oUQQgghhBBCiJgXQgghhBBCCCFiXgghhBBCCCFEzAshhBBCCCGE8D9ZjktwowQIoEDNfiUIJEm5CIIeVymEEEIIIYSfucoKJFMCBLrgUDbQHUYADotiVcS8nzTmEeCQ9iABFYCZ3BOMgJjiKoUQQgghhPAzVyBDGkorQBJYpWw0B1Bhip7EiHk/Ie6Ie4TLnPj6eReee/6FtKbWlJMExVUKIYQQQgjhZ66a05N5IiSrQoFA52323HL0HQ5OFq/DI+b95DFPgEBBJqIQ73jvx/7itW8obOVZFWaMqxRCCCGEEMLPnKynt+Yt4OSUqWRLSf6Qk45//d+8bERGLS9i3k/62JIAJyRCSCKKcjO3qZQkNJYyao2rFEIIIYQQws+edfBW3hISe7BUeC0T5AUSVW4R9CLm/YRIiKIA19J9QwAAIABJREFUBwygWdsX5jRX0HgtYBsXKYQQQgghhJvhpbjEDDaAQIMsm3mpqZmfFizkyHgR835SAsHEWfcmMBzzdFVVJwFAMWkzhBBCCCGEm0MBCSNkoINZjpxH3tcm4kvEvJ8y563N9nHCiWRCEgQXqxjnPkMIIYQQQriZXolXwAADKwiAQCJIwIQYkREx76cy1OyACvC6xxJNkKB4dIUQQgghhHCzvA73BFDS2qpqA9Kwy5rA2qGqEDHvJ3hsaYh5FXSDAxBYYYVJRrBGz2YIIYQQQgg3h+RjDUusWQAHpVneG95GY13EvJ845s3+rbUbBIpJMJDgdb8jhBBCCCGE8LOkRJg4vAb3Ha+8Rc3+Y4iY95NxAwH6CBoBDgNYSJnMa2+5ulJcpRBC+L9nKgavoCwBBhndDIDc6fq/+fGZmIZuHVY3FwWBns0b89Q3k1vqriVNpSw1QoIBKGBHgDIqi/Cf4kS3+axPSZQAwGevb2gkBUAZbuagdW69kIARlMAVcirNxWMvhPA/Ts09lKicHA4KAAkTYBkg4nV4xLwQQgj/PQh5rTvCZrmPGJ6+BYG6qYMWAuVIJqsiXDAHIJronm7Jn+zKGjmxY4kTCZoAaS2J/RQ/eBarsHMGth0XSgLogEMENIhmkxBCCBHzQggh/D+Leakqgz47Q09JO3pvHLypKMThmLRJMJhmR/MFuJtDt2TMcxlolAiRkA13jKDJiZ9uOLOsDPcfMCgNc+YgwYVhLhjLsOsVBGmahUoHYip0CCFEzAshhBBuXgYa4ECxodlwNiN7mGd8U5FkKFKpEjCYZE74LP4J1FqR8JZ6MnVDJZzwKmhIZTQYf9ozJKyAzWbLcbhqgpTgRkjdbOJcaup1B8e19k5MogshhIh5IYQQws2oAtU0pTqqSsypdTQ+yzC8iW5DJajSi/kKvZImJTDD8tqg7VtwArKoQp8mTQGHJbfRrMIG+2ljnnOt1DlcoGoQvU8+NfWie0pAI2SQ2hHwonszhBAi5oUQQgg3K5JAP8qe6uohv7TfKNull//gsiuumZ/fuNI5ZGZWUH9s2kkoZd18OuygAxbnbDLtlMYXX37NJVdsozPPz0+7pVvq3jWJDXCXIw9nv71tbKXw7G9c1NP6SSGToJ3Xr/7/lUC5CUkkAJOrW957r03773XrcYNJ1029/crXL3azUgtogAgH0tDTGePoQgghYl4IIYRwc0msI195zatf8qAT795kfP+q5Vec9tY3vuXd1m6gNV7rTTwjydo82riB7zz9r9bPMyWbOp7/4te/+R/fp3Z+ujRFe4vdNdVu9903vPufXtECELzB3e/7xHMuuMIsezdN7aj+NAnZDbNuTKOUTc560v3uceofn4LqqbHzLp6e+MDf/N7VqzZqHD7rYI14F0IIv9iiaz+EEML/C16733rMbzzkpLvPZ7Ty3XddOPnxDxuNM+mARqPRTTxdpVRrNz/KKJOF7I3K2OD9ipeum06bcXsL3rVaOvp0rsE4Yb5Rqk5Vr5XCwsKiftrxMARsWNhKoJY6aszQm7DQwtTPj1D61WbUuPtQNpwd0WN0bYYQQsS8EEII4eaUUzrkoIOS0FBUb/K99tyteqfkoq9Mlm4qJfaWUMvEiFoKgUw0llOylFU0uQXvWmqy5KXC0MFXs9HdR6N5idO+/pRTQEWJqjSJlcacq1BLzQaqJmi6ujRqs5dup1h43W69eOCFEELEvBBCCOHm4lVveMObL/nuFXLPRjO+/18/zCRXLeisucnnK5W6SiOAbGO6lR5SosHZid0teNeqBFMySD2TCKdZqS42xX/ap9pKOQUOlTpzZ6nMzRwJdxBmKrV0uW1BojgFAlQ0bYYQQsS8EEIIAQAK6iQ3BhRyCpuSRB0jb0A2pOXUz8+ldVYMrpRkqZI9vTcwMQMrxDQ3hAQlKFkamaWEqsl2NotfvnDpN57+2o+f42dd3D7/VR/7/Re/fVq2eJmHzNUbADlMYI88wWiCvIJUUtOgZHhN3KWfjlK25emKstT4VJ7SrvJ51BapANUMQAFWkZeRt5t1KJ4wDzewJVvUTLUoABMEmKEUIpnm4S2SMy8ACV5yncdKMQqec99nKKUMZLAFG/QVrLAO7VQTWs4rBW4L02kGLTnNq2wVyT1lABAIx3BLBJBslNTm2tBztkR0TVNR+xZj6xdSWbCSGxK2N8p4riH8Wo6KJ9Fyqp4dZqJ5wlha33kFpwmNeVPMa67wlEr0bYYQwi+oGMESQghhxtgwNXVKeEoNBfdSkyXUWr1Hk2Crq5OS2kyw9hUpUwAhyn2aa6alujxNzQg0d/euT4mCjRbX99NK4FvnfP2BD7ifke7Zbd7SSDAATI253N2sBYjevMKoZI2mUwMsQdPaNONa6tziotfi1DinbrKcMh0yl5xJpJunFtUFd0c7P9dNpmgSa2Xtc0rVe2vMVUXQvZlf6CdTrz1bwDtoJaEa4bUfLS70vmIpAblKqMUsed8lM6VkjiIlx2i+qZPluQZw5JzLrE3TgDpsLceQ82Y4rC2vZTWLmeYwp1FNmVbLo1KmSsmMUKmlwLabebe6nNu2rE7RjACtLYuPFBdCCCFiXgghhB/LK1BpKSdS3XJO1RK71aVmNMpJ08kysAR47RLymBirNkBi6l1LyUrTc7q8hNT4dMqmnV9Yt7y8mtKo69WDZo2h1Oly0mrbWJpbnJbaeXVQktEaTJLl0vej0bpS+9qXUebq0rVWp6Cr5mS7oXqyNJn0c+NmRNRudZzrar+SR81021LOI3fLzRzRssmrpeTMbmm7jVufrBjRZHpZGTdNgaW27atQ2W1fznNjJ+lT2momUYt7nR8vLnUrMJcq27EmS0BPw2LbTJaX1LlIuluTOZrMj8ZlqlFmSqlgln0JEwjNUhkAykTIHbUkiiqU2C7U5ZU8v650U6iTpqjT4gVoUm5IMy/zc+32SY+0gFpBAS6C0ZITQgghYl4IIYQfz5JJMpWFsR1/7LHrFkxVn/7Uf1x19ff33mPTCSeeeOTtb7u4bm616y+86KrTT3//ZZdth3LC5JcO3uu+97vb7fc/oGlHgF19zdZ/P+s/P/Xpz5fpxKtys+DMXiajxu9573vsskigyMbfPP+KL3/ju2BjZqOU73vcUYuLu5QunX/BJV//2jmtpcNue+Bjf/tJu2yYJ6afOvucN77ho3CvpY4X52r1Sp9rzSfXHnzQPnc/7m5HH37wrdYvdF256LtXfe6sb5z56bPNmmmt7cJ8KdNRm/ffd6+jDjuAPq3gD7Yun/nZLwEt3Cxn1QLnlt0Wjz3mKPPGTIJ96CNfbLL1qITVIjYj0/KWW7XH3uWou93pqH322M0dkp9/waUfOuOTV//gWwsjsNa+L2haIQ37DzRbV762tRwAzCBL3GVxdNzd7jjX2rTw82d96aofbLPS3eaAPe934t0PP3T/dQtzGTj/3Ms/8Kmz/vPLX6mTyTitW3UgNagSKwjBEGfwQgghRMwLIYTwY3i/ak029113Wf+qlz9z48YRq077i9e/693//La3vebW++4xp5pSWulWR+3cScfd9ZEPP+WHV1/9tKef/Lw//F8YCljg0urK/Hj+tx91789/6YJHPPrkbaucamRpwX3SGl7wnCcfcchuEqYVr3vje7/4xdeMN2zqu27Dhg0vf8lTtmzZPRkuuXj6oAc+ZJ+99jj99FesW2xHrdd++fZHHfn61723SQsAzeDV22STpWvvd++7verVL1q/cWEhee9TF5s0npz8kDe+6cPPf9GpeX7DZNpDsuQPvN89XvgHj6SAhP/81rX3PPHXLI1oqZZqJJPf/tDbvukvX2gVLvTAXY99/Mr3r5YcRvbV2G9ctHf9/SvvcOhtE+FVObNWgHjG03/9tFf9Ze1XWmutaVbcBXMYUAnDLIpptulABi9Sf9BtD/jb1z5XjoUG73zHx37v9597/L3u9bJTn7fnXhtJ5VqTMu+JU576sD/7szf87ev+AVwHZZQeBOgCCCL244UQQrgx0e8RQghhhm12dVKnulrL6nyqC03/4Psf+8/vevOB++7eGhq3JM2ZZ18++tDd/+a05510nyOf/dRHWK9UpsKUmK6fY8YK6uqd73Cbd73jjXtuWYT60k8sEerbVBuhgcYZ8j6PUt93cNWub1XnrLbUHlt456P3ecubX7bbLu04K6E0Wdu3/9DMS50QtTpIVZ/+1mN+/Y1vPHXTpoU2AVJjaFNnWFpoy8mPPfE1r3zhXFuz0ZoR3WvftcQISq5+dWubjS53pwtyuJduJUsjYGwYGai+76cwQ60Z03Vt+Ys/ee4dDzugwWpmZzZ19ZVTsJfj6U89uclJEOA0W6vdcUc5b8h5Gt61RFXvVmrxdWOM3U847ojn/t5j3vA3f7LvXhtbonW0tMTeMDHh2c947MmPe5R5N9dmkKDv2MUXIS+EEELEvBBCCD+OHEQDWWbKsAxPqIccfOB+t9nLxcsuv/ZzZ1/xnYuXLM+74JqccOJdX3nai9u5poiX/WDbf5x9yTfPvUqYk+dRalrjnQ7f/wG/cny2DqmHupSMqgZllAwQDoEkKYMyUkYy7xbn9IfPf/o+e27qS1+drrb4wspqFZSS0QRUMwN16KGHjucw6co3zj3/s5+95JprWTFXq3tdWRzX33zUve57/J2sTiU5ZFCSsvUNamIdEpID1mQRLm9MmZ6oBEAwemMJLoCNb33qEx7xkBOPtdpny12PTuNvXXj1Z75w3nkXb6WBKZOJliaTzq4rsg1vuVPH5qywRyBBDZABmnbdtP6pzzhlvK5ZnpQv/ufFn/r387ZuI9jAUka3YS4/79lPOuoOB8s7wMnrPmHMYAkhhHCjomkzhBDCDkmiRHhLGZXknvLo8iumL3jpKz/6sTOu3T6/ZfPck05+2DOe/MjE0nm51W63umalf81fnX76299z5eXd+sXm3vc4+hV/+oxNGxfaFiJ+5T53+9u3vIeplbnggCgH3AATrzu5BmdNqEi56b0/4MCDCvC9q5bP/NTnq+s2t9n3s1/+JnPjZPVixlI7y9mpM8748qmnveq8C87tr9lr973mTznl4Y9/zAMXR5KXuSY96hEnvvsDH0t5LFEU4VBvak0UzJFAilUQBEBUhQRSSKCRJCDpmDve7plPfvRC6/BUSvr4mV9++Wl/941vfXdlMlmYXzj0tnv+0Yt+99g7H2Ku0Wg0lRNu8AoALiUgARUU5EMP5zB/k4DBnclzWq317e/80F+//vQLL/x+7Xngrbc8+ZRHP+qRJy6mUkt/q8X2oQ+5979/5bXMY8ioRIGxHS+EEELEvBBCCDeFoAEGpCGDOHjNVn/M43/vi18/v13YtWvTZddO3nz6+5/w+EcuzmVSBTzrS1972Z//7Wj9nprbsuLTd77v34499q5P/O0TJTUJtzvwAJM3hlKqG0QBs7GT0PAHGdgTbkwSQEsc9cJ3Lll+yEOfcMll18gyc57UlcwNQnIQNGPqVT/wkc89/kkv6FGQ55gWL7+m/v6zXn7EEQcfd5eDMgX60Xc4fOOt5rdOvVoWEqC1g3IGJCEDLg4Jb61GRgkEIVAi4ZIe9IB7zrVJ7sny1iU894WvPu/SrbJ1/TSjmfvi185/9vP/+LOfeBfd3WXJiDr7zEO5TQl0QKAACQYN9TwQ1gMwvPUf/vXZLzwVzSbnRld/7mU/fOpzX3L4nQ475qAtiSBw3HFH17qsYYmFEoZyaAghhHBjomkzhBDCjpRXwE7swCngYi/UrUvXXnDJxR1s60qnFjJccfkPrv5+nx0tU/byja+du7BuYym5s37CaV7I5170TRjMaj/tF+bmDFYnYmr8uqceUhBsSJKYhas+N6i1dMLFl131sEc+9rtXbK3t+j4tTKxlu1jVVE8pjSSBBEZnfubsXgscbXLbWOaWpjZpN+363g+e6YCk2q3susvcr5xwn9pXh/ksxxECkKQ0rOzTUBNTmj0nioAJcJgkyE048shDcwaA4nrnez/y7YsvVW4rlTaMCyYdxttWNekFG3a8zxLdUL0c7i9A0MEh6UHDwJqhlllWSocvfPY/MzZ6P64lcdTQ0I7n/u3ML6DSmLp+smnX9Qcfuj9VhgQ+C4yR9EIIIUTMCyGEcFMKWUSDCSgkQS9SZS4UfAp1ObXbtm6jKlUbS0vblvteMCAtV6xaO96+vFxQAY3abBQ0Zhq5O4e2RUkwB8Qq1qGuJaDSe+9TQib+8Z/ed9ElP+zTXG9WKAeqEpIcneRDQDIypYamUt01ok3FItTzLzi/CqKnxgzl9occwtKLVZyV10T48D4cJKsoF1GZnAYQkgsuKOVE7bFp/W3325twJq4W/vWb3qKm7eGeqmMiTpDhUG4IVCNNpAxwygCRPdGbSnKZDycgS7VaWUW40KTUJqCq4YhuKcHLlNZ0nZ1zzqXVstCPRr7Lhmb/W+8NR2WqhBMQh/Ko/qtZLNHTGUIIEfNCCCH8olNeO/c1GmpQCa0B2bKUYQbRDKXCmoQ0lNSMbMTGrRCizLuRYZ5MQAMRlNAUgXRqaIYUmJyQFXGoTSUAYkopEzBgslKKJ6c5HRSdUBL61JRhvokRBCinTWkFMPStqU0YLS2tJhtqdp4M43FLuEEc+jUNokQHHagEONQTDZVZSBAMTgApeSLge+2+cd249dJDXJ1237n4sqoEZsjkEs3RDU+oic7hzB219iRrQBU6yKkEDd2wkhWwiHLCOEICcy0+gan6qrXWFxvP7XLt9u0l0elAaajF0SLQVqaSXIa1lte1uuCPzGOJAS0hhPALK87mhRBC+B8RQQklyNaGttis01IGJXjjBrmM1uS5WpDTiChC6monc4pUInhdc+Zs6MoQ6QjZbEsBJVVXllT7quqjZh5opAyg9E4kI+vsN2fBqQX5nAMOS6xudKuVEBJAkYD5bFyKAQmq9AyZiSY53WGVpZpXOoAhhXb9atMqA1QLGJFUKVcSZx2bjGpdCCGEGxfVvBBCCP9DnrBmIyt3XlYwVAITkJGSKCYbj0YA4ATbXpyWvqCYaOJs6IsIcK3SxaE0aLPgOIyhYZMxDNk0NrXAK3JKcGRL3pe1ZkgbJtZII6mVZjsanC4rsxLhME1z+AqRpYRKMHP4QwETRBfgRKWJCWmkvqac+jJdmG+9gEgoSZWT1W4YhLq2mK9G0gshhBAxL4QQwv9wum7V+OzXkg37zWXJWKdL++27Rx5W1wl9xRe/8jXLLVV3nlYyG4E5O9OWIJoqJA2zUSAS/6e9ew+y7KrOA/6ttfc593b3PBiJkYVkjBSLhxFKUARCCCFMpQi24wTickWuIvwR7CQ8TcWFTXA5ZZtQqcSpxFWhEruc4DzswmXiSgUrxq8EZAsTCxtjxcFG0ugFeiExevVM973n7L2+/HHO7Xt7pudh0FQs5vv9MdN1H+eec/pW3/PdtfdeFtUIs/SlLz+0PZ8Ps/bW1/KVV74ItTMGbFix0xM7R7WxJR7H/RxrbuEohuKcGefJiqVh6RQHF0XFYSQnG4sJYgI2sCl7rDdr3/K8S5LBaPBmazsefuTRlN1JH/fcNP1OREQU80RE5Fmd8GIsXi167cGKozj6hN7oXubsn7rx+iuNgJVAPL3Z3Xzzb2Zfs2Ey3jhxzhxMjIRwAjAHE4ojdtKjA2aWUnJPjzz82KNPPB4GGqdTe+MbbnTOs5Vk4YxEy+nJZJtDac5gBgOzMTuZ0DX1WNMdxfZjNnvMy2a2fugLD4xtBJ3uRIqUwlNYtmREQ/Sbx1577VWeEKxwPPbVzTvvPlKjwIZIaTDT/DsREdmT5uaJiMhOkuIyNSxGMO66F3B3o43T2IZOBGP9iiR9HAtpYwO6cd6bATCzE16Ki+beBCNiZzNjh4UhwywbgJMsEYyxmV2tEd9y6eHk20RvcFbP3L7hhqtvvP7lpWwiefjGbZ/9XE7r89qQW5vHnq5k1N5T8/xLDx8+uG/rK1u58VpLk+ao80PP2QCHQhxqgDVIC9Ka5gt33nXFFZcZq1v6vu/97o9+7L/f//Ax2qRJue/na/ue/HtvfUsCGFFqwM3ZZOSIQhz/a6+9+q03fff6xvTuex7+yC/817u//CQxJQi3GIZglt5Tev7zLrDy1HRitXQpjrfAG7/z2699+UuCPQ1Auu3zn5912543olaDGRG0YaSpop6IiJxA1TwRETkh65Ekh3hGnnzvCbfYGMsWiW3MfqczzI3zocvcTnq0xab2ehWgmlV3Mx+iI/r51nveedMHf+yHL7lovdt+hNtP3PTmN/zKR3/mgoNr00n2PJlV/Ppv/95sDkZqp+t3HLm3wHMzAXDx4Y3veuPrUt1E/2Rj2+ifvu6aK//pj/8QgVppnm3ciwo3z+kT/+vWYz3o5ojLX/DcD/34j1x+6SGbPz7f/MpVL7z03//sv3zvu97WOBI8Nw1IVmOBsz730Ma//uc/+n1/69vf+LpXvusf/O1/8oF397OnjNVoHHsh0LyPuv2P3/cP3/4D33Nwujl78o4JHnvrTW/46H/54IGNaW9kSrOKX/zYx2dwNMkSycU5V8ITEZG9qJonIiI78WvPlMW9HmjLdVAMEQHkcW4bdmp9u/PhYtM7LzXESXMzGoAgY2iqZ3u+5GLHOKyNYmvtNIgfeNub3vzm1z/40OOTpnnJt1661sLC+0hd2Cdvvf3jv3ZLnmwUpnmfv3jHlx47euy5B5pJ4w584H1vu+bqqz73x/83N/n1N77yxte8AgmGaua11DAAbmaBIOK3PvVHn7v9i6+55sWJYah/8zuuf/WrX/HAQw9H2BWXX5ImKAV9IDkSSCecKaX5bP661974zZccAiMndiWu+at/ef/+jeNzYGiDMBwL3FPdt24f+ol3vPfdb3n06MOOeuVLXlpLpFRnaPpiP//zv/rZP7rTm/UaNDpgAZhVpTwREVHMExGR09o1YHJ526K2N8YvMzMzYiewLat5Nt5pp4hpq0lyuamd+1Zj5MnB0oboxXEgaHa/88hDf+lFl1x04b7nHT7AoEXvyIFMx2c+e8dNb31vu3HhvO98kmtZ++oTm5/4rc/8/bf8dWdh9IcP7bvpe17/d7739eaIAlRsd7PtvuRm35he3WNYjoXxyGPlXT/4wV//b//hsm9abxwsvPiC9qJDL3ADA8cdn/j4rc+/4PD11794uzvGdl9YHyie0+bWcRroXkqp8O35dttOj8+TEeNKm0AXuWnaGsyGiy88cHA/92+sG2HuQTPY//iNP3z/j/5UTA9NDh7a3t6kdcPZCguNyRERkT3pA0JERE4OVEOVaY+xk8ubVtoaLG80nCLl7d4IQC4GbUYsxm0un3nyJkgCbpbMHATCto7PfvDd7/mlX/yV408/xQrHVpNqRH3w4a/+3Edufvs7f4J2YGs78voGrRqnwNrP/Ox//Mxtt9daDRUxS9Y1VpzzhNmRI3d9/9ve/uijX0kJi4GhQ3IlnZafc+/9X33nO9531513R6nJmABj1H52x59+7gPv/+kf+kc/9vnbv1jDcttU9PBKI8x+/3/fdtsffmFWAqmp5K/+2m8+/sTTQALM4T5EVs9d9Q//m5/73U9+unblwNo+1ih9lIoj93z5Q//iP/3wj/zkZO0C+Mb28R7msZyOV6mVNkVEZM9P873mPwhimPIQw+VIdO4/+VP/+V/9248V7AvrPdeoSWdJRL7BOKNJFqXftz591StfsdY2cD++PfvM7//BrO8Jd7OIksEbX/ua/RtrZl4i7rjrniP33keYcUr2k8YuOnzwFde8vPbzSkbYb/zP34E3qGWa+cprr33O/n1hCODee++/++77SqFZ07bTG171bfvW1wphlr7wxTvuu/+BgNF80f6gGut629zwmldPmsYMDz740O1/8iewtO/goRe98IqLLtwfxIMPPHTHnUfmdahLOi0PTRImNunLzK2PunXddVd/13e87uLD6zknlv7+Lx295dN/fMvvfb5tm5e++IrLL3sBaqGnT37qlr6wj0CAObNWNyaWq172sosvvsjdZtuzBx588L777tsulsz3baxf96prJykj+a2/++ntedeXyE0zbfyql77wgsMH77rvyJ33fIm2UfvU9NvXvfzym3/5wwc3AJStyN//nn/2sY9/6tJLL/+2F1+xMfW+zh545Oif3XVP3xfAaQlsgGQgolz2zd/0V172IsYcZlv037nl1iio4Uh5mLZHEBZqtyAiz9qMUsFkzM4IL4Q5clNnN73pho98+P0JNE1NVsxTzBMROduPBAO3tvLadJrT9taxlIa1Lm3foQufevppb5p+Pm9ydkOZb4NhhtxMItAFvWmiJLcAarYoZZbMaCDc8rSGJ8Qke1+61HoppdYahd60hoYVnlqrT6SUYYgwy7nWoWg39DSHJ0ft9+9bP/bkE22bu66bTCZdX/tg0077rpvmCAbMzXNfwjwDNsY8A7qaJq2jy4m1zrqtY0AA0aacUuoxbTYObW9uukWTEqOUynYync37ZjKheynRNm3fbWcHSx9RJ9M2ImqtlhpYE6zTtt0+fszNUsqe8qzrDWgm0zqbZ48+Om+90Dg3tBtNf/y6qy+7+Zf/3cENi3I88sbffccHb/7tP5h3iNI3iZ6sIJVqKRvogUSkYR5kmxPrzGK+vt5uz7t5wM2bZr0U1lItt8MnF4yKeSKimHfe0tw8EREZkY61jQC3C5kngSHlpceffMpSUztanva1uMPaNdQC9y4IT+5OOFCQkxElDGmK5FFqbtpS6U1TZjOCRC59ENlyk7PVMBLWtLWEp7YP5qatUVFIT6DtdIerNcybJze3UrO23XU5T7d7WppYQh/mk42+f9pSTqnp5l1uJjWCMDAAB4HWgj2NEYzwvP4cBg2ogYAhT2bbHZqJG7rS5Tz1xHmhT9f6vnrbmEfXFfOmgjCiaYrlsFqRk+VqYbSORNMmJG6hAAAJtUlEQVTG0IW9VkvJ3btSPLWV9JRJmiWf5Ijhe8RCqwDhwwTI2vcdfC1NGrDWqJXmaWIoizYXATNL6MrcjNmbrVkNJDd6bufd3KxJbRvBRd/3oR28roRERM5HmpsnIiILhpQnEagkPVnbhidaSu0aA8iZ5iCCViutaUsNphyBmHcMYpKjlgoELLfrpWbL611B0Op8ntc2KjyQoieQSEdqGGGpiVqZE/Jau7a/zHrLLVILJJgvmgYYPLPC84RwprYiI7W0TCQgRR9ITVgTlqyZ9H3P8bmLoGOw7FFKDcDbEolpLdIG0/6C9VKdllJu6Sm1k37elWCergXdmkmU4oQ3LSvgud04GNb2PWpkb9eQWgRJ9se34DkigkDKlrNPpkwJKdGbQC7FyCY100VmI40EHGYG99SurYUnpqYgFSSg8dSSvlgYh0AwCtxSO0FqSqSwHPTS9esbB9y9dt3KpElV80REzl+q5omIyEIEfRj3CJQSTobZMIzdzIaGeOYwAxglzLPB4M7G4Y46t2QkYd53vSERbpZpAbJ0nVsmAs2ECANL16emjVph5sba1whYOzXPMZ8j7XwROSzzYnA3eEQxc4JGEDQkGpE9mI3ou2Lu1rSLru2wxTB8lkBuEXVITREGEkakDFY4atebhcG8nRDed52NzQsQJOfz1OSodba1NXT9AzyCYJhlGDnJEeF5wgjWCPe6PTOziopKyw7LCJSuAM4h8SIVmNMLUWuazQotVxpgKWfAa5kZnUYMDSyMlo2l1gIwkTkNvyxiNpsZzFJaCXiEKeiJiCjmiYjIec4sagcM9TgjA0bSGHXRKZ1wAhwzH0BWwuEAKyw4DLMkYIkwRBCBcZ5YjPOdh4U2SRhq7QHAPCLgICuAWjokA2hcxJthaCMQNYaQiWGVEQKoQ5jh0MovJe4UsWyZETHUxLio8JkNYyCBwDAOM+owunMx1rFi7OdXAXdUJEQUYAh4Yyw+caHRIfjtNJ8YuwsSzdAP0AgScPeoCb4W5hUg0tYcnjeAbDQCcKsoZhVOMgMch3cOL5WcQ/rMTWWFJdhwLrgyRmdnJRYREVHMExGR81rYojn5sAaVYZEfiKHX3aIvOhYJBmYBgLQxWmD4IZajB8e4GIu+e1xGES7yEhBjRhmaDHD1AQYQwXH7y/bpXCY5W4k4ewxW9PChBeDi8E4c02i04UWXe2fjgdNoDMLcELAxiQ1hcwhlHPrrrc6D4KJ1PGkxHgaHPnmVgZQnf3bXl//Gm96R0DsNzcZd9zzk1lTaOK1usYdc3U8uRqCutrM4dWpXLU9ERDFPRETOdw74WLXblRUW/zJWlvPg7qU9zGiWx8caAJKx6347OZbs6o630hydy42OhTsY6XvkmJ0WcqxnSDyxKygNCcqwOz7tcVww2BgnVx40NpEftkm3DEMs7o1lOqUtc5obCFQaWKMYntic/58/vb/NXkEyh2UgIXqkvOtE2epiKra8x2IMcnunOdu1wyIiopgnIiLnJ8IqyD27m5/NPK9IK7FkNS0a6Is2bruSYh2THlceb6DtFOp2Hr8o/O2ZW7iMkKfINWEVKxtdiUy7C4OnOjIQ8AAwluy4+oIxzloMLvd2GEdKJ8fD59DCiED1bEg5CsJsDvQIwJw0qzaOXB0qlw4SVk+M2wA4tMUbpx1iOUDTVs6hneaEiIiIYp6IiJwvMW/XCsxmu8LXmZ/eLNfxX61B0TH0fLNFfW+ozC3nzp0pi9gQA5c7s/OSWLzYWFuj8+TtGWixkoKGRTj/HGtNh+08cQhWDgQ4FOgWhULjrk5OFmP9kwl0Iw3VwADpTlS49T09t7SCWi0nS/BCgkHA0rifNl+JbQYO0/6GjBcn/sp2BenhKaE3toiIYp4sPyk5DDFi7J4CsZiMogkPIvINGfRWQwJPMwHMdj9rUJZrPHKn/MexTDjcOD43VgpTO5vk6fZr5XG794i7E99qnDtpB8cD5In7sGuLe9648pSdgxoWktn10RAn7M74MwkwFmkVsXjpnIJlSGoVlX0sC3AM7jr25afPymw92+v3s7oH6qkgIs/qjySOnxzG4Vuy8StEtYRTzPs631m7/h9WXNM4GBE53/4Knv29VneFJZ4cBfcKh2f719TOdLud9oHprI/x9LGWq5nytHu1cte4MKmdtBuLMGzD6M7Ek+9dfcoyCftZny19WonIs5Atm+ms/nUeZmzr75pinoiIiIiIPCujHpdfmdm4FpYS3llTyVNERERERP7Cxbzx38XCYIQvet0o7Z2ZqnlKyCIiIiIif6HsasmzM1hTAU8x75wYp9qbkZrULiIiIiJyji67T3Gz6QpcMe8cxTwb1kgLU8wTERERETkXV93GnYl45HJh5MUCx1ptUzHvmWMDHzr8mlExT0RERETkHMQ8EKSTRNAwNFcwMC1n6oli3jP1buOiXZGRpKuaJyIiIiJyLkQYDRGwAAOA0YEKVvK0fVZFMe9rTXqLZkmq5omIiIiInAPuMMKcQyOFagCCwXG1TZ0gxbxnUN/3fd8DHRKBvkTROREREREReeZZARMiA0QqMIvwqF2pRZWWsz2FVFVqLwES5DBKkwbY0aOPP370qHuTkpcSnvQ9goiIiIjIOYgou6dHRdDdauWBA/svuui5OWkBFsW8rxUxjM+0IEEDLII5WwTcQIJ6c4mIiIiInAMnX2iTMAOJCJgh6VJcMe/riHkAjEMbBRjJCLiDNDMNChYREREROTcR5aRbIsLMCJrBYaYFN89Ec/NOmfPGdw9hgBmCTA4SyRER7orHIiIiIiLn4lL8xBSXHBHVADc/RRIUxbw/13cJy68KSEZKKaKa7fHmExERERGRcyEihoKeqX31WaYYDdo8xVcIJ5ynOOkBinkiIiIiIuckpHyd94uqeWf51nGAu8Of3lwiIiIiIv8fUp4o5j2zbze940RERERERDHvGzj0iYiIiIjIMy/OdCGua3HFvK/JGScs6p0lIiIiInJuLsV5pktxXYyfKa1oCRYREREREZFvJGogLyIiIiIiopgnIiIiIiIiinkiIiIiIiKimCciIiIiIiKKeSIiIiIiIop5IiIiIiIiopgnIiIiIiIiinkiIiIiIiKimCciIiIiIiKKeSIiIiIiIop5IiIiIiIiopgnIiIiIiIiinkiIiIiIiKimCciIiIiIiKKeSIiIiIiIop5IiIiIiIiopgnIiIiIiIiinkiIiIiIiKimCciIiIiIiKKeSIiIiIiIop5IiIiIiIiopgnIiIiIiIiinkiIiIiIiKimCciIiIiIiKKeSIiIiIiIop5IiIiIiIi8uzx/wDgESIE3JgjOgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">2 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 ya ff4 fs0 fc0 sc0 ls0 ws0">SPIS TREŚCI<span class="ff1"> </span></div><div class="t m0 x9 h4 yb ff1 fs0 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _1"> </span>O RAPORCIE <span class="_ _2"> </span><span class="ff2">2</span> </span></div><div class="t m0 x5 h4 yc ff1 fs0 fc0 sc0 ls2 ws0">      <span class="ff5 ls0"> <span class="ff6">1.1. Istotność zagadnień niefinansowych</span> <span class="_ _3"> </span><span class="ff2">5</span> </span></div><div class="t m0 x9 h4 yd ff1 fs0 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">O GRUPIE KAPITAŁOWEJ MIRBUD</span> <span class="_ _4"> </span><span class="ff2">6</span> </span></div><div class="t m0 x5 h4 ye ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ls0">2.1. Strategia i model biznesowy <span class="_ _5"> </span><span class="ff2">6</span> </span></div><div class="t m0 x5 h4 yf ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ls0">2.3. Kluczowi interesarius<span class="_ _0"></span>ze <span class="_ _6"> </span><span class="ff2 ls3">14</span> </span></div><div class="t m0 x5 h4 y10 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">2.4. Członkostwo w organ<span class="ff5">izacjach <span class="_ _7"> </span><span class="ff2 ls3">14</span> </span></span></div><div class="t m0 x9 h4 y11 ff1 fs0 fc0 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">PODEJŚCIE DO ZARZĄDZANIA</span> <span class="_ _8"> </span><span class="ff2 ls3">15</span> </span></div><div class="t m0 x5 h4 y12 ff1 fs0 fc0 sc0 ls2 ws0">      <span class="ff5 ls0"> <span class="ff6">3.1. Ład zarządczy</span> <span class="_ _9"> </span><span class="ff2 ls3">15</span> </span></div><div class="t m0 x5 h4 y13 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">3.2. Struktura Zarządu i Rady Nadzorczej<span class="ff5"> <span class="_ _a"> </span><span class="ff2 ls3">16</span> </span></span></div><div class="t m0 x5 h4 y14 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ls0">3.3. Strategia ESG na lata 2022-<span class="ls1">2026</span> <span class="_ _b"> </span><span class="ff2 ls3">17</span> </span></div><div class="t m0 x5 h4 y15 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">3.4. Model wartości a łańcuch dostaw<span class="ff5"> <span class="_ _c"> </span><span class="ff2 ls3">18</span> </span></span></div><div class="t m0 x5 h4 y16 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">3.5. Zarządzanie ryzykiem w<span class="ff5"> </span>łańcuchu dostaw<span class="ff5"> <span class="_ _d"> </span><span class="ff2 ls3">20</span> </span></span></div><div class="t m0 x5 h4 y17 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">3.6. Etyka w działaniu<span class="ff5"> <span class="_ _e"> </span><span class="ff2 ls3">22</span> </span></span></div><div class="t m0 x5 h4 y18 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">3.7. Zgodność z<span class="ff5"> prawem <span class="_ _f"> </span><span class="ff2 ls3">23</span> </span></span></div><div class="t m0 x9 h4 y19 ff1 fs0 fc0 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _1"> </span>MIEJSCE PRACY <span class="_ _10"> </span><span class="ff2 ls3">24</span> </span></div><div class="t m0 x5 h4 y1a ff1 fs0 fc0 sc0 ls2 ws0">       <span class="ff5 ls0">4.1. Struktura zatrudnienia <span class="_ _11"> </span><span class="ff2 ls3">24</span> </span></div><div class="t m0 x5 h4 y1b ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">4.2. Przyjęcia i odejścia pracowników<span class="ff5"> <span class="_ _12"> </span><span class="ff2 ls3">26</span> </span></span></div><div class="t m0 x5 h4 y1c ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">4.3. Zarządzanie różnorod<span class="_ _0"></span>nością<span class="ff5"> <span class="_ _13"> </span><span class="ff2 ls3">27</span> </span></span></div><div class="t m0 x5 h4 y1d ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">4.4. Podejście do zarządzania BHP<span class="ff5"> <span class="_ _14"> </span><span class="ff2 ls3">30</span> </span></span></div><div class="t m0 x5 h4 y1e ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">4.5. BHP w łańcuchu dostaw<span class="ff5"> <span class="_ _15"> </span><span class="ff2 ls3">31</span> </span></span></div><div class="t m0 x5 h4 y1f ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ls0">5. <span class="ff4">OCHRONA ŚRO<span class="_ _0"></span>DOWISKA I KLIMATU<span class="ff1"> <span class="_ _16"> </span><span class="ff2 ls3">33</span> </span></span></span></div><div class="t m0 x5 h4 y20 ff1 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">5.1. Wpływ na środowisko i zmiany klimatyczne<span class="ff5"> <span class="_ _17"> </span><span class="ff2 ls3">33</span> </span></span></div><div class="t m0 x5 h4 y21 ff5 fs0 fc0 sc0 ls2 ws0">        <span class="ff6 ls0">5.2. Ochrona środowiska <span class="_ _0"></span>na placu budowy i w łańcuchu dostaw<span class="ff5"> <span class="_ _18"> </span><span class="ff2 ls3">34</span> </span></span></div><div class="t m0 x5 h4 y22 ff5 fs0 fc0 sc0 ls2 ws0">        <span class="ff6 ls0">5.3. Materiały i surowce<span class="ff5"> <span class="_ _19"> </span><span class="ff2 ls3">35</span> </span></span></div><div class="t m0 x5 h4 y23 ff5 fs0 fc0 sc0 ls2 ws0">        <span class="ff6 ls0">5.4. Zarządzanie odpadami i ich odzysk<span class="ff5"> <span class="_ _1a"> </span><span class="ff2 ls3">36</span> </span></span></div><div class="t m0 x5 h7 y24 ff5 fs0 fc0 sc0 ls2 ws0">        <span class="ls0">5.5. Paliwa, energia, emisja CO</span></div><div class="t m0 xa h8 y25 ff5 fs2 fc0 sc0 ls0 ws0">2 </div><div class="t m0 x5 h4 y26 ff5 fs0 fc0 sc0 ls2 ws0">        <span class="ff6 ls0">5.6. Bioróżnorodność<span class="ff5"> <span class="_ _1b"> </span><span class="ff2 ls3">38</span> </span></span></div><div class="t m0 x5 h4 y27 ff2 fs0 fc0 sc0 ls4 ws0">       <span class="ls0">6. <span class="ff4">DOBRE SĄSIEDZTWO<span class="ff1"> <span class="_ _1c"> </span></span></span><span class="ls3">39</span><span class="ff1"> </span></span></div><div class="t m0 x5 h4 y28 ff1 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">6.1. Zaangażowanie społeczne<span class="ff5"> <span class="_ _1d"> </span><span class="ff2 ls3">39</span> </span></span></div><div class="t m0 x5 h4 y29 ff5 fs0 fc0 sc0 ls2 ws0">       <span class="ff6 ls0">6.2. Poszanowanie praw c<span class="_ _0"></span>złowieka<span class="ff5"> <span class="_ _1e"> </span><span class="ff2 ls3">39</span> </span></span></div><div class="t m0 x5 h4 y2a ff1 fs0 fc0 sc0 ls2 ws0">       <span class="ls0">7. INDEKS GRI <span class="_ _1f"> </span><span class="ff2 ls3">40</span> </span></div><div class="t m0 x5 h6 y2b ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:209.300000px;bottom:1473.240000px;width:61.510000px;height:24.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1431.280000px;width:166.107000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:209.300000px;bottom:1389.300000px;width:155.000000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1347.320000px;width:134.067000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1305.360000px;width:116.047000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1263.380000px;width:140.067000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:209.300000px;bottom:1221.420000px;width:139.010000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1179.440000px;width:80.047000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1137.460000px;width:169.577000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1095.500000px;width:154.607000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1053.520000px;width:154.077000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:1011.540000px;width:188.077000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:969.580000px;width:91.547000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:927.600000px;width:103.047000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:209.300000px;bottom:885.620000px;width:78.020000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:843.660000px;width:110.057000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:801.680000px;width:153.067000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:759.720000px;width:135.577000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:717.740000px;width:145.587000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:675.760000px;width:119.057000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:192.320000px;bottom:633.800000px;width:164.490000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:591.820000px;width:193.557000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:177.308000px;bottom:549.840000px;width:257.146000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:177.308000px;bottom:507.880000px;width:99.036000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:177.308000px;bottom:465.900000px;width:162.586000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:177.308000px;bottom:425.200000px;width:130.556000px;height:20.350000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:429.420000px;bottom:425.200000px;width:7.840000px;height:20.350000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:177.308000px;bottom:383.240000px;width:89.556000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:183.522000px;bottom:341.260000px;width:99.499000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:299.280000px;width:128.587000px;height:20.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:172.306000px;bottom:257.320000px;width:144.077000px;height:20.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:192.320000px;bottom:227.340000px;width:57.010000px;height:14.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7MAAAYKCAIAAACKgasiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZ5hU5eHw4We2V3aXXoSlLL2DNBEVFFuiscUaFY1ojFETe9eIRo29d2PU2HtLVBRBBVFBuoBI73WXZfvuzPthffkjLEtRI5r7vvgwe+aZc87MnA8/znXmOZFYLBYAAOB/XpyPAAAAQggJP9P9LsjPX/T1nKJVq6OVlQkpKY3b5jVv1dLXCQDATov87K6m2FBY+MVLr+be9HBWYfHGhaVJCV9fffbAE45JSEjwpQIA8Msv47GvvpF5433NFq/a8qmqSGTyEfsOvPHq1NRU3ysAAL/MMl5fUPDla29GR37c5cMv4qNb3eGquMjXd125x2GH+l4BANhRP4NrD8rKyib86eLuo77Y5sj4aKzsjZFBGQMAsON29bkp1q5ZM/a0czuPmbCd4+vMXeRLBQBgJ+y654yrqqq+mjAx/4a7u38+Y/tflba+yJcKAMAvp4zLyspGj7i5+xOvNY3u2GXQBY3q+lIBAPiFlPGyxUtmXvG3nh98Fh/d4V8HFvbt/v13IBaLFRcVlZaUJCQmpmdkmAkOAEAZ/wTGPPlMg9se675q3c69PLVz+++z9Wg0+sXIDwrefLfx+Kn1V65dl5E2tV2LcPxhAw47ND4+3uECAKCM/0s+H/lBl0tv3fmuDSGzaZOde21JScnSBQsW3nBX9/c/27gweV1h3fHTy7/46rPExAGH/trhAgCgjH90RUVF4//5dPMHntnmyFgIJanJaSVlWz61tl6dBi2a79B2y8vL5874atHzrzX+YFzO6oJupeVbjkmqija4/NbJ9et336O/IwYAQBn/uMbeeHvPf7y6zTnkqiKRyUfuF2tUv/e9NTT0quZNWjVutP0bXbl8+Yzzr+740cSG27qgue66wiV3P7qhW5eMjAwHDQDAL9JPP59xaWnp6Kee7f7E69uzKzP7d9njb1cmT/qqxmeLe3VKTEzcno2uLygY9fBjqw/+XbfRExK373d+OfOWlJaUOGIAAH6pfuJzxrOnTl19+U0dpnydUBWtZVgshBWN6y05dEjfc85YsXhJu/HTthxTlhif97uja99cVVXVwm/mzhv1UfbTr3f9ZvEO/begPDXZJBUAAMr4R7F4/oKK31/UYemqbY6c1aNdxyfu6VS3bgjhi8ef6llZWcOYQb32ade29vWMuvehjnc+0aOsYptbXJeVllNQvGmar92jV0ZmpiMGAEAZ/5BisdiMLyaUnX9ty+3I4vXpqemX/Cmnbt0QQjQajUyZVcMKQwhDBtayksL16z+964GuD7+YVOvJ6aq4MLdTmw2H7BvNL+h9/3Mbl1cmxGf26+WcMQCAMv4hVVVVjXnsibybH00vLt3m4Cl79+rw92ty//9cbAX5+XW/nl9D+Gak5Q3eq8Y1rFqxYvYn45LufaLn7EVxsZovKa6KRFY3yF7etW2dYUd3H9A/EolMO+DYTQcsa9G4x9AhDhcAAGX8g6moqPjwyut7PP3WNu9vVxUJk44cuucNV6Wmpm5cmL9qdeOFK7ccvKZp/c6NGm65fMKoD+uedXXH9UW1b2vyYYP7XX9Fxzp1qv8c9eg/u89ZtOmA1YcM6bHJbgAAoIy/l/UFBZ9dcX2P10ZtM4vndG6dePk5QwYO2OzOcyvmzG1bVbXl+IJWzVJSUjb+GY1GJ7w/quA/o9q8PSarsHhrW4lGIlP275990m8H7zlw44ZmTZlS/5HnNh22Nju9zaEHOVYAAJTxD2PWlKnrLrm+55Q5kW2N/KZDbvNHb2+yW7Mtn9owc3aNL69q13rj47KysjE33NbzkZdqmXoiFsKcrm2iZ544+JBfRSLfWeXSOx7uvug7p6XnHXnAvm3zHCsAAMr4B7B00eL448/Jyy/cZhbP7tKm5aO3N27WtOanFy+rcXFKy29vfReNRsdcPqLbC+/VPiPbtEE9ej90e3pGxmZZvGrFio7vj990SXFKUpfhJ8fFxTlWAACU8fc1c9Lk9ReMyMsv3ObICaf/dvBl59cyBUR2TRNTVEUieQMHVFZWjn/9zfhHnu09Zc7WXl4ZHzdzj+6xgwb3OPTgGqdgm/Tg4703mbxifUZqydN3dazp7DUAAMp4B5SXl4++7Z4e9z7dcFu3mduQnjz/qnOGnnBMLWPWrF7deMHyLZfP7dgya82alcec0bGmZzeqiItMOev4fS84Z2sngAvXr2/w7sebLvlmUO99e/V0lAAA/C/4cS8SmDRqdPf7no7fjrsvzz5kn0HHb+MOdotnz0msrOHndxvycsv/cEnzWrO4Mj4y7dyTBp/3p1qui5g3fUaTxd+5wjiuXw+HCADA/4gf65xxZWXlmIcfb3HfvxKi2xi5tFmDlScfMeDk4ze75HczsVhs1Sfjm9V0n47ur39Y+4/tvu7WNvGC04cM3qeWTcyZMSNy3rWblvfC3MY9jjjUIQIAoIy/lw/vvK/n7U9szzQUuU/d26Vx422ucENhYcLkGTXeqqOWLF7ZIHvdtef1OWj/2m9fV1RUlH/2la03mZKiLDEh4Y5rqm+8BwCAMt4ZC+fOm/Wv57v845Xas7giPm52384tbrii4XZkcQhh3eo1jWbM3c59iIWQn52xqHenxuf9YUD3btscP3XU6NZzFm66ZH7nNnktmn89ffr6FSvLi4rL89dXFRfHyiti5eWx8ooQQoiLiyTER5KS4lKT45KTEzMzkrPqZNavl92gQZ3s7E0nVwYA4H+xjOfMmJG1/0m9tzWsIiF+7l1XDTr0VzsQ3BMndVq5bjsHL2tar+Hr/9xn+5o7hLDh7fcTqr5zNnq3WfMivX9VL4R6O/4h5MdFvhrSt/G5w9t16xoXF1f7VSIAAPwCyzgWiy287cHt+c3atF8N2vvgA3Zo5SVfTN7OkYubNUi47/qG253FIYSsrxdstiS9pHynP4ekaKz7yPGxkePnZacv3KNXysGDu+07uMZJ4gAA2HVEYrHY919LNBr9cvSYogef6vzxpNpPkBanJn91+L4Dr7kkLS1thzbxySEndPxyVu1jSpMSpv/2gD2uvDA9I2OHVv51tyH11q7fmTceQtiOCT7ys9LnDukX1zGv4e49O+3e231DAAB2QT/MOePpn3/R4qQLtjk7WzSEr048dOhVF+/MjlZU1vJsLIR1ORmF9143dK89d2LlxZlptZRxVSRSmRBXnpSwIT19ZefWVd07puW1zm7eLCUjIyklJYRQVVlZuHZtwaIlxbPnJE6dnbVwWd2Va5LKKuOjVdVTc2QXFPV65YPwygchhOlNG2y4/KzeB+2flJTk+AMA+KWV8fJX3m62HVk8s0/nPmefvnObKGzTPEz7ZmvPzs9rXv+RW3rmtdm5la9p32rL6ZCjIcxv13zdwN6JrVrkdGjbLK9N46yszsnJNa+iTevQZ/dvS7qqavXKlcvmzC1cuqz0i8kNx37ZdNGK+Oi3H1CzpavKz7n2o4NHdb7y/MZNmzoEAQB2ET/A1RRVVVWT9juq1deLahmTn5U+7w/H9jnp+DpZWTV3czS6cOGi/IL1jRs1bNSo4Za/Wpsx8cvYGZc2WbZ604WxEObnNV/bv3vXs09v3GznK3Py2E+Lr7sje8Xa4jrp+Xm50cYN0np0arfnHvUbNvz+v5+LxWKL5y+Y+/G48gWLEmfPazT9m3qr1iVEY0VpKTOPO7jVsYfndezoQAQA+CWUcVFR0cK9j2i0fM3WBkRDmH79X/Y++YStDohGR9x0/3X3flD956GD2z52z6VZWzT0xDEf1T/tkozisuo/S5ITZ5xy+NArLvrZfegL582bf+Ff8ybOTCmvDCFMHrx773tu2tr/GQAA+O+Iv+aaa77vKuLjlz35fFbBhq0NmLpP790vPDtpK9chxGKx519649KbXq/8//OmzZq/tk5K6Z4DNp/8rUlu7tTGOeuWLS/MSJ07pF/s0rP6HHNUfHz8z+5Dz8rJaXTogXO6tV2+bFm9JauazF/6xaIFuQft55d5AAA/oR9mboqRf76k14sjt1y+NjtjyYXD9zqptjs/f/Txp8f/6d7lq4s3XdiwbsrYN27IzW2xnTuwdOmyJUuXbbm8Z49utd/97r9g3bp138ydv9nnnJCQ0LVLpxDC9PGfr/r089TRn6es35B/1AH9Tj7B/G4AAD+JH6YaO/z5zPx3xmYXfqduK+PCkguH13IRRbX3Pvx8sywOIawtKBv98ecnbXcZP/z4S9fdN2rL5UsmPtCwYYOf9iMeOeqTE//yeNV37ySSlZE4Y8zdDRs26D5wQBg4IJwfvhzzccptD42fOmvQ3TeZtgIA4Odaxru1zJ336iMT334v5433c1asicbHL+3YKuWUYwbuN2Sbr81IT4lEwmZnriORkJ72v3WD5Z577Vnev++siV+Oe+7FTvvv26BRI0cnAMDPr4xDCK3at2vVvl303DOLi4riExLyUlO384X7D+n/4NMfL1z2ncuU62Wl7jt44P/al5GUlNS1f7/Qv19JSYlDEwDgv+wH/slXXFxcRmZm6nZncQihW9fOw47qt9lvzw7fv3N2dvb/7LeyQx8gAAA/iISffA/i4uIuPf/0Ni2bPvHi6NVri1s0zd6rf4dhJxzuuwEA4H+rjEMICQkJxx9z2PHHHOb7AABgVy/jadNnLFm6YrOcHbLPnpFIZNGixS+++t67Y6aWlJR3ad/02COGdOrYrm7dutXDYrHYihUr//PemDdHTli7rqheTvqvh+5+8AF7N2jw7ZQRhYWFZWVl9evX33Tl69atS0tLS05O/viTT4uK/++i26SkxL6790xPT589e85dDz7/4fg55RXRR245o5Y9Lysr+3T8hAf++eaEaUvr56QedkCv/Yf079K546azuY0eM7a0rGyzF3Zo12bjtHGTJk9dsXL1ZgPqZGb077f7xgnpysvLP/jw49f/M27pioI6GSl779G5V/eOnTt1cJABAPwsbO98xsPPvvbxVyZvuiQ7I3H+hEdvuPWRB5/5tGBD+cbVJMRHGtVNverPh5xy0m/HfzbhqpuemjxzRf6Gimj0/zbUrmXWzVccf8DQwfHx8WM+GnfGxQ/37tysX++2Gekp6/I3zJm37JMv5r39zLXNmjXtvOeps+cXbHxh/eyU0S//dfWatb87+55Fy4tCCMmJcS8/fNa4z6bVOGvbC/cNv/j6Zxct31CxyaRpyYnxRx7Q4ZYRZ2+s85a9TlyycvOZ42657JBz/zis+vExp1z28nuzNhvQo0O9T96+p3qGtbf+PfKSvz07Z+G6yqqw6YYG9m42oFebGx/8cGuztjkEAQB2Edt7znjLgI7Fwo23PXrzI2Oi0e8sr6yKLVlV/JcRL2Wkp5434rkVa2qYZmH2/IIjznjg7qtXDT/1uGgsuja/5Ll/z3ju3zM2DshIS/h2i1t0+7SvZp/8l3+Ulke3Z7evvuXFuUsKN1tYVlH19JvTv5x+6TMPnt+5U8fq91L7W97KgG/PFq9du3b4Rf9Yta50yw198OnCDz5dEELEoQYAsIvb+bkpCksq/v7w5lm8UXFp5fBLnqwxi6tVVcVufvCdVatW7dBGS8sqr77lpe3M4hDCjLnrtvbUV/PWnXLOHWvXrv2en+BXM2cNPuyiLbN4E7IYAOAXXcbRaNj0Aoma4riq9jUsWVG0bPnKHdrohpLKmfPyt398WkrCkP4t9huQWycjcctnv5y5+vmX//19Pr7Kysq//v2fNfZ3h1Y5w47o3q+bG3YAAPzSy7jabw/s8M9bT2y9W52a1x4X9u6z2/Cje2Vn1nC744qqqtLSsh/17Z1xXJ/Xnrrh1aduuHB4zXfjmzD5m++z/vz8gqmzl2+5vFmDtFcfv+yhO6987ckRLZpkOM4AAHZ932vWtp4d6j9w28V16tRp1LDugSfeueWAPw/b44Zr/hIXF9e723N/uOL5zZ6NxUJVVdXObbpeVvLB+7RrUDezsKi0caP6Wxt2+smHp6SkhBBOP+Wof740bs7C9ZsNmDZ7WTQa3elPYNnyFfMWr99y+cGDO7Rp0zqEUK9evUv+eOCfrn7xe2wEAIBdvoxbNa9Xp06dEEKzJo1rHDB0nz5xcXEhhIYNcn7AnY6LC/+8Y/gBQwdvXPLKGx/WOLJ690IImZmZ3Ts02bKMV64pys/P3+k9WbBwaUVlDZeU9OvVfuPj7KzMSCRSw28JAQDYlcT9qGtPSIj/MVZbNzN570EDdjCm4zLSk7dcXlEVKy4u2ek9yS/YUOPypk1MxwYAoIx/fKcfN6D6GontF4lE0lJrKOOqqmh5eflO78n6wqIal9erm+3YAgBQxj+69m2b78Sr4uNqmD0tLi4uPn7nT2yXlVfUvK34eMcWAIAy/tFtvCHzDqnxOt+EuMiOnn7+zjq3cgfBsrJyxxYAgDLeFUWj0dVrCrdcnpmelJOTvZXq/b/HpVs5N5yWWnNVz1uweNNNO84AAJTxT6yw8NtfyJWWlk6dVcPEw61b1E1KSqrxtZ99+XX1g2XLlk+duaLGMQ0b1FzVn37x1cbHM79eVFVlYgoAgF1dwi/77b35zuhzzmxZXl7+3Itv1XinukH92ocQ4uNruDzjxXdmNr/yluysjOffnLB4Zc2/tGvbJjc5Mb6sYvNZmV8bOX3ft99r26bljFlz7nx8jOMMAEAZ/8Qu+NsbI+78d0VlrLishluKpCTFDTvhsBBCTp3URcu3bN/I7f8YV/v6W+Y279q+3hfTNr/H9aLlRYef/oDDCwDgZ+SXf51xQVFljVkcCbFhR/bKyckJIeTl1q19JempNc81kZGRcfiBvRxGAADKeBf1m33bNmuQVsuAtJSEi8/Ye8TlZ1bfou83B/ar8YKKanWzkk78Tc8an4pEIuf96ZSrz9l3a+kcQti9c8PM9ESHGgCAMv5vy0iLv23EWePevnnoHrk19m5cXBhx/sEjrjw3O/vb388dfeSvj9q/w5Y37ItEQvNG6W89cdHeA7ttbXMJCQlXXPTHc4cNikRq+Jldj/b13/jXiKz0JIcaAMAubnuvM27WOKdT65zNFjZv8u1FCMnJSVs+G0JIT0utfpCZmb7lgEgkpKWlJiTEt29Vt6Cw7DsvTE1MTEwMIeTl1kuI3zzfs+pkbLakQf3sjetv26p+dnZWnTp1Xn3qxjvvf+LmB0auK/x2zrX4+MiAbk1OOnrQMUf+erO6ffSeKw98+a2/3v76/KXfTu6WlhL/+9/ufuVFw3Nyctblr99y/9vk1ts4s/IF5wzLSE+947FRK9eWVi+pm5U0dGDeVRecnJKS0rZl3ToZ34njzPSkH+nW2QAA7JzI1u5V8YtRWVm5aNHieQsWhRDatMpt0aJ5LTcKKS8vnzt3fuGGDRkZ6a1a5u7oTUCKi4vnzptfUlKanZXVqlVuQkKCIwwAQBkDAMDPSZyPAAAAlDEAAChjAABQxgAAoIwBAOD7lXE0Gn3p1be6DTotLfeotn2GPfyPZ1asWDl23Gd5fYfl9R3Wec9Tf33s+Z+MHR9CWLx4SZ/9zrjptoeqJ75YvnxF+/6nvPHWu9FotO/QP+T1HdZhwCm/OeGiZ194razs22mMPxzzSV7fYedddvNmGx336ed5fYfdee/j1X9ece0deX2HnXfp36vXfPaFN+b1HfbXG+7dOP7Iky/J6zusXb9hQw//8z0PPlFYWFhaWtpxj1OHn33tU8+83K7fsOq9rf7XaeCpGzZsCCG8/OrbeX2HDTjwzOXLV1Sv56VX38rrO+zFV97adGeWLFl66h+vSW1xZPv+wx5/8oU1a9YUFhb+5vgL8/oOe+mVt0IIq1at6rnP8P2P+HNlZWUIYd68+X32O+PGWx8MIcRiscv/ekde32EffPiRww4A4GdcxuXl5eddevPwi59s3izrjOP69Om224g733rsqVeKiksWLC1s1Szr14M7r1pbdPQf7srPz6+oqFi0rHBd/obq11ZWVs5fun5DUUksFlu0bH1yYtxRB/VYtDT/5POfePgfz1WP+fd7n65bX/rGyOkVFRWbbrektHTB0sL8gg2VlZWPP/nC/f/69LhDev7t6nMikcjq1avfGTNzbUHp7Y+NXrp0WfX4ZSsKiorLD9u/S1xcuPBvr111/X3RaHT+koLlq9fnNm/y6yGdcptmLVhamFMn+ZAhnX41uFP1lMMvvTl2fWHZhOkrP58wuXo9hYXFC5YWFm4oKi0traioqKysvOHWB/sedOFnUxaeeUK/ru0bn3XVC3v86oJv5s7v1nG3BUsLR308OYTwyhsjp81ZO+qzRR998mkI4aXXR077evWvDxwUQvhk7PhHnx+/bFXRqec9tGTJUkceAMDPtYw/GffZvf/67LcHdn7zmVtuv/Hifz0yYuroey857/S4uLgQwr6DOt804vyn77945drSadNn1r6qDm0aXnfVuU/e+5doNHw68esQQiwWe/E/Uy7749AQCQ899myNr3rz7ZF/vvbFnp0aXXXJH6tvwPHeB5+sW1925dkHFJdUvvT6extHNqybdul5v3/49vPrZaVMmrF44/JBew647YaLjjy4Twhh8IB2t9940c3XXZCSkrJmzZq3Ppz92K2nZmUkjhw9cdONTpg8Z4+Dzv7s84kLFiy89q53V64tffS2s2674aIXHr/h0jMHz128/r5HXz3jlKMS4sLnUxaGEMZ+PjM5MS45MX7UmImxWOyBf33cpW39Lp07VVZWPvLUv9cUlB84qPWSlcX3PfK8aaQBAH6uZfzNvMUhhF7d2lTfQC4ajWZkZESj0epny0rLV6xY+fyr76Ymx3fu1H6ba4vFYhMnfRVCyMxICSF8OWnKqrXFvzl4cJe2DW99+N3qKxw2NXr87DMve6K4tOLUYwdX3zU6Fos99OTInp0aDezXrUmDtKkzFmy2/vkLFpeVVyUnbfsudC+//m5mRnLvnl2PPKDL6M++qW7W6nB96NkvlqzYkJKS/M28hZVVIS4SunXtFEKIRCJHHzY0Kz1x3uI1u+3WbK8+LeYuKigrK5u/aM1Be+e1b5XzzcJV06bPWLB0fe/OzUMIxcXFH46fF0I4/KB+IYSPPptTVFTk4AMA+FmWcWVlVQghOSkxhLBu3bquew1v2/eUQ467qKysPITw4DNjew39y1/veu+ckwfm5ORU1/PG06LVDzbekvmDT+d1Gvj7C657oWXTzKMOGVRQUHDtLU+1aFKnsrKybcuGi5YX3//Is5udUl21pqhBTloIYfY3i6qf+mLCl59MWtq7S4usOnW6dWg87sv5hYWF1YPnLCwYcPB5x/7x7qSk+GMOHVD7+8rPz3/k6Q9bNM4oKSk5eL8+8xavf/s/769cueqGe98KIZx2dO/pY+7u2aNbeXlFCCElKX7jDZ/j4+OSU+KrP5YbrhhWVFpx/yNPz1+6/uoLTzx0aNdps5b97fanQ4gM7NcphDBy1MdLVhb1796kR7cOmemJn09b9tXM2Q4+AIBdSsJ2juvcoU0IYcLkOcNODNnZ2SMuOPK4cx7NyUqt7tTfH92/rLzijsc/Wbm6IISQmZmRkBC3cOnaqqqqhISESVNmRKOhxW5NqlfVu3Pj20ecnpaa2qBB/Tp16rz2xjujxi8sLa/sc/DlVVWxEMITL4077eQjc3JyNm79qIN7nnbyEUedOuLBp8cde8QBHTq0e+udsbFYuPPxsfc8Oa6yKhqNhU8/mzh0371DCLs1znjstj80qF+vXr2cevXqFRcX1/K+Zs6a8+XMVZFIpPt+F8VioawieufDb97crPHAXi3nLZnap2fb+vXrhxA6d2wbF4kVl1VNmjytz+49QwjPvvzOyjWlB+/dIITQuVOH1rtl/fXO/7RvWbdL505NGje68f4PZs5bl5QQ171r+xDCy2+NCyFMmLZ8wCFXl1dEo7Hw5n8+7rN7L8cfAMDPr4wH9N/9sjP3uf+psfnrr8zdrf6ipWtiscjG08Dp6Snnnnn8spX5r7w743cfjdtr0IADB7V7+s0pp551bVxc5M1Rswf2aNKvb+/qwVmZqV27dK5+HI1Gb33gjeLSymv/vH+/3TtVVladdO5DsxcUTJw0bd/BgzbdgWbNmt5305mHnHTT8PPufOjWcz76/OvmjdLuvu7k1NTkEMIl1//rvGueHNW9cwghJSm+U8d2m4Z1Lf7z/qexWOTB64/JbdEkhHDfP95675O5U6bN2nuPzk+9MfXZ18ZNnjYvhHDSsQeOOO+gvz/w/ukX3LdP/7wVq9a//N6s1rtl/um0I0IIycnJ3Ts0mTX/q/0HdQwh1KtXb0DP3T6asKRdy6yWuc2XLVs+duKCw/drd9rvDkhIiI/FwjU3P/vae1Mvu7AsOTnZIQgAsIuIv+aaa7ZnXFxc3OC9+rVskvL+J9MnTlu8Nr/4N/t2uv7yYclJiV9OmTl4j0579O9z6EF7fTR2/Dujvjxgn56/+dU+G9YtHT9pwYrVhT06Nr77xrPr168XQhj5wSed2jUdOvjbixy+/vqbF978OC+37m3XndOhfbs2rVu2apYyf8GSJg0y+u7ePYSwZs3aL6d8tVf/Dr17dm3SuFGd1IrPJ88bPXZyRXnlGScOPv6Yw1q1zG3VMjcS3TB15sKMlFhJSUlOVuqhBw3aGJ1VVVXvffBxtw67HbDfwBDCgoWL5i1YvGff9v369AghPPT4ax3b1LvuyrNbt8pt1TK3blbSlGlz1qxd37dX+6/nLiwtq1y8PH/x8vy9+nc84djDTvrtoEmTp388YX5xScXpxw+896ZzW7duVb2VwoI1S5atOO13+7dqmRtCKClau2Ll6lOOHjRoYN9x47+YOn3ulecft/dee7Rqmdu6VW6D7MRJU+f26Ny8aZPGDkEAgF1EZEcnSSgqKiorK4uPj8/MzIyLi6uqqioqKkpJSUlKSgohFBcXV1ZWpqWlJSQkVFVVFRYWxmKx9PT06mdDCIWFhfHx8WlpadV/Vq94IocAABiNSURBVFZWFhcXx8fHp6enVy+JxWIbNmxITEysnoCiev3JycnVpVs9vnpkenp6fHx89eOKioqSkpLExMRoNFq9xY0ntGOxWGFhYUJCQvVGy8vLS0tLN66wsLBw47ZCCNFodMOGDZFIJCUlpaSkZOO7rn5HIYSysrLq3cvMzPy/c+b/f7Ubh1X/Wf2xlJeXl5WVZWRkbBxfVVVVXFyckpJS/WtCAAB+lmUMAAC/SO4ODQAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAP+vXTs2ARAGwjDqgWM4hr0TCG4qZAJ797B0hbMItnaBCO+16f5rviIAKGMAAFDGAACgjAEAQBkDAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACAMgYAAGUMAACv8eMtIgwEANDIsa1GqJa99F7GmelOAAAt3NM8nJcduuI3BQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAA/MEDMa0nQqHX7ekAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y2c ff5 fs3 fc0 sc0 ls5 ws0">1.<span class="ls0"> <span class="_ _20"> </span>O RAPORCIE </span></div><div class="t m0 x5 ha y2d ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-12, 102-51<span class="_ _21"></span>, 102-52, 102-<span class="ls6">54</span> </div><div class="t m0 x5 ha y2e ff5 fs4 fc0 sc0 ls0 ws0">Prezentowane <span class="_ _22"> </span>sprawozda<span class="_ _21"></span>nie <span class="_ _23"> </span>(dalej: <span class="_ _22"> </span><span class="ff1">raport<span class="_ _21"></span><span class="ff6">) <span class="_ _23"> </span>zosta<span class="_ _21"></span>ło <span class="_ _23"> </span>sporządzone <span class="_ _22"> </span>zgodnie <span class="_ _22"> </span>z <span class="_ _22"> </span>międzynarodowymi </span></span></div><div class="t m0 x5 hb y2f ff6 fs4 fc0 sc0 ls0 ws0">standardami  raportowa<span class="_ _21"></span>nia  Global  Reporting  Initiativ<span class="_ _21"></span>e  Standards  na  poziomie<span class="_ _21"></span>  podstawowym  „Core”  i </div><div class="t m0 x5 hb y30 ff6 fs4 fc0 sc0 ls0 ws0">obejmuje <span class="_ _20"> </span>informacje <span class="_ _20"> </span>niefinansowe<span class="_ _21"></span> <span class="_ _20"> </span>z <span class="_ _20"> </span>zakresu <span class="_ _20"> </span>działalności <span class="_ _20"> </span>Grupy <span class="_ _20"> </span>Kapitałowej  MIRBUD <span class="_ _20"> </span>za <span class="_ _20"> </span>okres <span class="_ _20"> </span>od <span class="_ _20"> </span>1 </div><div class="t m0 x5 hb y31 ff5 fs4 fc0 sc0 ls0 ws0">stycznia <span class="_ _24"></span>do <span class="_ _24"></span>31 <span class="_ _24"></span>grudnia <span class="_ _24"></span>2021 <span class="_ _24"></span>roku. <span class="_ _24"></span>Raport <span class="_ _24"></span>jest <span class="_ _25"></span>publikowany <span class="_ _24"></span>co <span class="_ _25"></span>rok<span class="_ _21"></span>u <span class="_ _25"></span>wraz <span class="_ _24"></span>ze <span class="_ _25"></span>s<span class="_ _21"></span>konsolidowanym <span class="_ _25"></span>r<span class="_ _21"></span>aportem </div><div class="t m0 x5 hb y32 ff6 fs4 fc0 sc0 ls0 ws0">rocznym <span class="_ _26"> </span>Grupy <span class="_ _26"> </span>Kapitałowej <span class="_ _26"> </span>MIRBUD. <span class="_ _26"> </span>Jest <span class="_ _26"> </span>to <span class="_ _26"> </span>czwarty<span class="_ _21"></span> <span class="_ _26"> </span>raport <span class="_ _26"> </span>danych <span class="_ _26"> </span>niefinansowych <span class="_ _26"> </span>GK <span class="_ _26"> </span>MIRBUD. </div><div class="t m0 x5 hb y33 ff6 fs4 fc0 sc0 ls0 ws0">Poprzedni raport zosta<span class="_ _21"></span>ł opublikowany 27<span class="_ _21"></span><span class="ff5"> kwietnia <span class="_ _21"></span>2021 roku. </span></div><div class="t m0 x5 hb y34 ff6 fs4 fc0 sc0 ls0 ws0">Raport <span class="_ _27"></span>zawiera <span class="_ _27"></span>wskaźnik<span class="_ _21"></span>i <span class="_ _27"></span>ogólne <span class="_ _27"></span>z <span class="_ _27"></span>uwzględnieni<span class="_ _21"></span>em <span class="_ _27"></span>wymogów <span class="_ _27"></span>Dyrektywy <span class="_ _27"></span>Parlame<span class="_ _21"></span>ntu <span class="_ _27"></span>Europejskiego <span class="_ _27"></span>i <span class="_ _27"></span>Rady </div><div class="t m0 x5 hb y35 ff6 fs4 fc0 sc0 ls0 ws0">2014/95/UE. <span class="_ _28"> </span>Jednocześnie <span class="_ _28"> </span>raport <span class="_ _28"> </span>zawiera <span class="_ _28"> </span>ujaw<span class="_ _21"></span>nienia <span class="_ _28"> </span>niefinansowe <span class="_ _28"> </span>w <span class="_ _28"> </span>oparciu <span class="_ _28"> </span>o <span class="_ _28"> </span>wytyczne <span class="_ _28"> </span>Komisji<span class="_ _21"></span> </div><div class="t m0 x5 hb y36 ff6 fs4 fc0 sc0 ls0 ws0">Europejskiej <span class="_ _29"></span>z <span class="_ _24"></span>2019 <span class="_ _24"></span>r<span class="_ _21"></span>oku <span class="_ _24"></span>dotyc<span class="_ _21"></span>zące <span class="_ _24"></span>zgłaszania <span class="_ _29"></span>informacj<span class="_ _21"></span>i <span class="_ _24"></span>związanych <span class="_ _29"></span>z <span class="_ _24"></span>klimatem <span class="_ _29"></span>(2019/C <span class="_ _2a"> </span><span class="ff5">209/01) <span class="_ _24"></span>oraz </span></div><div class="t m0 x5 hb y37 ff6 fs4 fc0 sc0 ls0 ws0">prawa <span class="_ _20"> </span>polskie<span class="_ _21"></span>go <span class="_ _20"> </span>w  zakresie <span class="_ _20"> </span>art. <span class="_ _20"> </span>49b  ust. <span class="_ _20"> </span>9  i<span class="_ _0"></span> <span class="_ _20"> </span>art.  55 <span class="_ _20"> </span>ust. <span class="_ _20"> </span>2c  Ustawy <span class="_ _20"> </span>z  dnia <span class="_ _20"> </span>29 <span class="_ _20"> </span>września  1994 <span class="_ _20"> </span>r.  o </div><div class="t m0 x5 hb y38 ff6 fs4 fc0 sc0 ls0 ws0">rachunkowości (Dz.U.2019.<span class="_ _21"></span>351 t.j. <span class="_ _0"></span>z dnia 22.02.2019 r.) oraz Rozporządzenia<span class="_ _21"></span><span class="ff5"> Parlamentu Europejs<span class="_ _21"></span>kiego i<span class="_ _0"></span> </span></div><div class="t m0 x5 hb y39 ff5 fs4 fc0 sc0 ls0 ws0">Rady (UE) 2020/852 z<span class="_ _21"></span> dnia 18 czerwca 2020 r<span class="_ _21"></span>oku.<span class="_ _21"></span> </div><div class="t m0 x5 ha y3a ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-<span class="ls6">49</span> </div><div class="t m0 x5 hb y3b ff6 fs4 fc0 sc0 ls0 ws0">Poprawność <span class="_ _25"></span>sporządzen<span class="_ _21"></span>ia <span class="_ _25"></span>niniejszego <span class="_ _25"></span>o<span class="_ _21"></span>pracowania <span class="_ _25"></span>została <span class="_ _25"></span>zw<span class="_ _21"></span>eryfikowana <span class="_ _25"></span>prz<span class="_ _21"></span>ez <span class="_ _25"></span>biegłego <span class="_ _25"></span>rew<span class="_ _21"></span>identa. <span class="_ _25"></span>W </div><div class="t m0 x5 hb y3c ff6 fs4 fc0 sc0 ls0 ws0">porównaniu <span class="_ _25"></span>z<span class="_ _21"></span> <span class="_ _25"></span>po<span class="_ _21"></span>przednim <span class="_ _24"></span>okres<span class="_ _21"></span>em <span class="_ _25"></span>raportow<span class="_ _21"></span>ania <span class="_ _25"></span>ni<span class="_ _21"></span>e <span class="_ _25"></span>z<span class="_ _21"></span>aszły <span class="_ _25"></span>żadne<span class="_ _21"></span> <span class="_ _25"></span>znaczące <span class="_ _24"></span>zm<span class="_ _21"></span>iany <span class="_ _25"></span>dotycz<span class="_ _21"></span>ące <span class="_ _25"></span>zakres<span class="_ _21"></span>u </div><div class="t m0 x5 hb y3d ff5 fs4 fc0 sc0 ls0 ws0">raportu.  </div><div class="t m0 x5 ha y3e ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-10, 102-<span class="ls7">45<span class="_ _21"></span></span> </div><div class="t m0 x5 hb y3f ff5 fs4 fc0 sc0 ls0 ws0">W <span class="_ _20"> </span>2021 <span class="_ _2b"> </span>roku <span class="_ _20"> </span><span class="ff6">trwał</span> <span class="_ _20"> </span>proces<span class="_ _21"></span> <span class="_ _2b"> </span>polegaj<span class="ff6">ący<span class="_ _21"></span> <span class="_ _2b"> </span>na <span class="_ _20"> </span>reorganiza<span class="_ _21"></span>cji <span class="_ _2b"> </span>i <span class="_ _20"> </span>konsolidacj<span class="_ _21"></span>i <span class="_ _2b"> </span>Grupy <span class="_ _20"> </span>Kapitałowej <span class="_ _20"> </span>MIRBUD.  W<span class="_ _0"></span> </span></div><div class="t m0 x5 hb y40 ff6 fs4 fc0 sc0 ls0 ws0">listopadzie Sąd <span class="_ _0"></span>Rejonowy w Ol<span class="_ _0"></span>sztynie wydał postanowienie o <span class="_ _0"></span>wykreśleniu spółki zależnej E<span class="_ _0"></span>XPO MAZURY </div><div class="t m0 x5 hb y41 ff6 fs4 fc0 sc0 ls0 ws0">S.A. <span class="_ _2b"> </span>w <span class="_ _2b"> </span>likwidacji <span class="_ _2b"> </span>z <span class="_ _2b"> </span>rejestru <span class="_ _2b"> </span>przedsiębiorców, <span class="_ _2b"> </span>co <span class="_ _2b"> </span>zakończyło <span class="_ _2b"> </span>proces <span class="_ _2b"> </span>rozwiązan<span class="_ _21"></span>ia <span class="_ _2b"> </span>spółki <span class="_ _2b"> </span>i <span class="_ _20"> </span><span class="ff5">sprze</span>daż<span class="_ _21"></span>y <span class="_ _2b"> </span>jej </div><div class="t m0 x5 hb y42 ff6 fs4 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _28"> </span>do <span class="_ _28"> </span>spółki <span class="_ _28"> </span>MAR<span class="_ _21"></span>YWILSKA <span class="_ _28"> </span>44 <span class="_ _28"> </span>Sp. <span class="_ _28"> </span>z <span class="_ _28"> </span>o.o. <span class="_ _28"> </span>Tym <span class="_ _28"> </span>samym, <span class="_ _28"> </span>kapitał <span class="_ _28"> </span>zakładowy <span class="_ _28"> </span>w <span class="_ _28"> </span>sp<span class="_ _21"></span>ółce </div><div class="t m0 x5 hb y43 ff6 fs4 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _21"></span>44 <span class="_ _21"></span>Sp. <span class="_ _21"></span>z<span class="_ _21"></span> o.<span class="_ _21"></span>o. zosta<span class="_ _21"></span>ł <span class="_ _21"></span>podwyższony, <span class="_ _21"></span>a <span class="_ _21"></span>obecnie <span class="_ _21"></span>sp<span class="_ _21"></span>ółka do<span class="_ _21"></span>minująca <span class="_ _21"></span>MIRBUD <span class="_ _25"></span>S.A. <span class="_ _21"></span>posiada <span class="_ _21"></span>w </div><div class="t m0 x5 hb y44 ff5 fs4 fc0 sc0 ls0 ws0">niej <span class="_ _2c"> </span>53,88<span class="ff6">% <span class="_ _2c"> </span>udzia<span class="_ _21"></span>łów. <span class="_ _2c"> </span>Na <span class="_ _2c"> </span>skutek <span class="_ _2c"> </span>prz<span class="_ _21"></span>eprowadzonej <span class="_ _2c"> </span>reorgan<span class="_ _21"></span>izacji <span class="_ _2c"> </span>pod<span class="_ _21"></span>miot <span class="_ _2c"> </span>dom<span class="_ _21"></span>inujący <span class="_ _2c"> </span>posiada </span></div><div class="t m0 x5 hb y45 ff6 fs4 fc0 sc0 ls0 ws0">bezpośrednią <span class="_ _24"></span>kontrolę <span class="_ _24"></span>nad <span class="_ _24"></span>wszystk<span class="_ _21"></span>imi <span class="_ _25"></span>spółkami <span class="_ _25"></span>z <span class="_ _24"></span>Gr<span class="_ _21"></span>upy <span class="_ _25"></span>Kapitał<span class="_ _21"></span>owej <span class="_ _25"></span>MIRBU<span class="_ _21"></span>D <span class="_ _25"></span>(z <span class="_ _24"></span>wyj<span class="_ _21"></span>ątkiem <span class="_ _25"></span>JHM1 <span class="_ _24"></span>Sp. <span class="_ _24"></span>z </div><div class="t m0 x5 hb y46 ff5 fs4 fc0 sc0 ls0 ws0">o.o. <span class="_ _2b"> </span>oraz<span class="_ _21"></span> <span class="_ _2b"> </span>J<span class="_ _21"></span>HM2 <span class="_ _20"> </span>Sp. <span class="_ _20"> </span>z <span class="_ _20"> </span>o.o.  - <span class="_ _2b"> </span><span class="ff6">s<span class="_ _21"></span>półek <span class="_ _2b"> </span>celowy<span class="_ _21"></span>ch, <span class="_ _2b"> </span>k<span class="_ _21"></span>tórych <span class="_ _20"> </span>nieruchomości  komercyjne <span class="_ _20"> </span>zostały  </span>sprzedane </div><div class="t m0 x5 hb y47 ff6 fs4 fc0 sc0 ls0 ws0">bezpośrednio do Marywi<span class="_ _21"></span>lska 44 Sp. z o.o<span class="_ _21"></span>., a spółki te <span class="_ _21"></span>zostaną postawione w sta<span class="_ _21"></span>n likwidacji). <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y48 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y49 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4b ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4c ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">Struktura geograficzna<span class="_ _21"></span> na terenie kraj<span class="_ _21"></span>u spółek w Grupie wygl<span class="_ _21"></span>ąda następująco:<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 xb hb y4e ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4f ff6 fs4 fc0 sc0 ls0 ws0">Raport <span class="_ _25"></span>obejmuje <span class="_ _25"></span>sprawoz<span class="_ _21"></span>danie <span class="_ _25"></span>z <span class="_ _25"></span>działań <span class="_ _25"></span>GK <span class="_ _25"></span>MIRBUD <span class="_ _25"></span>i <span class="_ _25"></span>jej <span class="_ _25"></span>czterech <span class="_ _25"></span>kluczowyc<span class="_ _21"></span>h <span class="_ _21"></span>s<span class="_ _21"></span>półek <span class="_ _21"></span>(<span class="_ _21"></span>MIRBUD <span class="_ _25"></span>S.A. <span class="_ _29"></span>–<span class="ff5"> </span></div><div class="t m0 x5 hb y50 ff6 fs4 fc0 sc0 ls0 ws0">spółka <span class="_ _2b"> </span>dominująca, <span class="_ _2a"> </span>K<span class="ff5">O<span class="_ _21"></span>BYLARNIA <span class="_ _2b"> </span>S.A., <span class="_ _2a"> </span>JHM<span class="_ _21"></span> <span class="_ _2a"> </span>DEV<span class="_ _21"></span>ELOPMENT <span class="_ _2b"> </span>S.A., <span class="_ _2a"> </span>MARYWI<span class="_ _21"></span>LSKA <span class="_ _2a"> </span>S<span class="_ _21"></span>p. <span class="_ _2a"> </span>z <span class="_ _2b"> </span>o.o.). <span class="_ _2a"> </span>Lista </span></div><div class="t m0 x5 hb y51 ff6 fs4 fc0 sc0 ls0 ws0">podmiotów <span class="_ _28"> </span>zależnych <span class="_ _28"> </span>i <span class="_ _28"> </span>współzależnych <span class="_ _28"> </span>konsolidowanych <span class="_ _28"> </span>w <span class="_ _28"> </span>sprawozdaniu <span class="_ _28"> </span>finansowym <span class="_ _28"> </span>GK <span class="_ _28"> </span>została </div><div class="t m0 x5 hb y52 ff6 fs4 fc0 sc0 ls0 ws0">zaprezentowana <span class="_ _24"></span>w <span class="_ _29"></span>tabeli <span class="_ _24"></span>poniżej. <span class="_ _29"></span>Wpływ <span class="_ _24"></span>działalnośc<span class="_ _21"></span>i <span class="_ _24"></span>spółek <span class="_ _24"></span>JHM <span class="_ _24"></span>1<span class="_ _21"></span> <span class="_ _24"></span>Sp. <span class="_ _24"></span>z <span class="_ _24"></span>o.o. <span class="_ _29"></span>oraz</div><div class="t m0 xc hc y53 ff5 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y52 ff5 fs4 fc0 sc0 ls0 ws0">JHM <span class="_ _24"></span>1 <span class="_ _24"></span>Sp. <span class="_ _24"></span>z<span class="_ _21"></span> <span class="_ _25"></span>o.<span class="_ _21"></span>o. <span class="_ _24"></span><span class="ls8">w </span></div><div class="t m0 x5 hb y54 ff6 fs4 fc0 sc0 ls0 ws0">kontekście funkcj<span class="_ _21"></span>onowania całej Grupy K<span class="_ _21"></span>apitałowej jest <span class="_ _21"></span><span class="ff5">nieistot<span class="_ _21"></span>ny. </span></div><div class="t m0 x5 ha y55 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-5<span class="ff5 fc0"> </span></div><div class="t m0 x5 ha y56 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Podmi<span class="_ _0"></span>oty zależne <span class="_ _0"></span>i<span class="ff1"> </span>współzależne ko<span class="_ _0"></span>nsolidowane w<span class="_ _0"></span><span class="ff1"> sprawozdaniu<span class="_ _0"></span> finansowym<span class="_ _0"></span> Grupy MIRB<span class="_ _0"></span>UD<span class="fs4"> </span></span></div></div><div class="c xe y57 w6 hd"><div class="t m0 xf he y58 ff1 fs6 fc3 sc0 ls0 ws0">Nazwa jednostki<span class="_ _0"></span> </div></div><div class="c x10 y57 w7 hd"><div class="t m0 x11 he y58 ff1 fs6 fc3 sc0 ls0 ws0">Siedziba </div></div><div class="c x12 y57 w8 hd"><div class="t m0 x13 he y59 ff1 fs6 fc3 sc0 ls0 ws0">Zakres prowadzo<span class="_ _0"></span>nej </div><div class="t m0 x14 he y5a ff4 fs6 fc3 sc0 ls0 ws0">działalności<span class="ff1"> </span></div></div><div class="c x15 y57 w9 hd"><div class="t m0 x16 he y5b ff1 fs6 fc3 sc0 ls0 ws0">Metoda </div><div class="t m0 xf he y59 ff1 fs6 fc3 sc0 ls0 ws0">konsolidacji </div><div class="t m0 x17 he y5c ff1 fs6 fc3 sc0 ls0 ws0">w sprawozdan<span class="_ _0"></span>iu </div><div class="t m0 xf he y5d ff1 fs6 fc3 sc0 ls0 ws0">finansowym<span class="_ _0"></span> </div></div><div class="c x18 y57 wa hd"><div class="t m0 x19 he y5e ff4 fs6 fc3 sc0 ls0 ws0">Spółki Grupy<span class="_ _0"></span> </div><div class="t m0 x1a he y5f ff4 fs6 fc3 sc0 ls0 ws0">Kapitałowej MIRB<span class="_ _0"></span>UD </div><div class="t m0 x1b he y58 ff4 fs6 fc3 sc0 ls0 ws0">uwzględnione<span class="_ _0"></span> </div><div class="t m0 x1c he y60 ff1 fs6 fc3 sc0 ls0 ws0">w raporcie danyc<span class="_ _0"></span>h </div><div class="t m0 x1d he y61 ff1 fs6 fc3 sc0 ls0 ws0">niefinansowych<span class="_ _0"></span> </div></div><div class="c xe y62 wb hf"><div class="t m0 x1d h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x1e y62 wc hf"><div class="t m0 x1f h10 y64 ff5 fs6 fc0 sc0 ls0 ws0">Skierniewice </div><div class="t m0 x1f h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y62 wd hf"><div class="t m0 x1f h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">Spółka działa j<span class="ff5">a<span class="_ _0"></span>ko generalny </span></div><div class="t m0 x1f h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">wykonawca we w<span class="_ _0"></span>szystki<span class="_ _0"></span>ch </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">segmentach budow<span class="_ _0"></span>nictwa. </div></div><div class="c x21 y62 we hf"><div class="t m0 x1b h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y62 wf hf"><div class="t m0 x23 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">tak </div></div><div class="c xe y66 wb hf"><div class="t m0 x24 h10 y67 ff5 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A. </div></div><div class="c x1e y66 wc hf"><div class="t m0 x1f h10 y68 ff5 fs6 fc0 sc0 ls0 ws0">Kobylarnia </div><div class="t m0 x1f h10 y67 ff5 fs6 fc0 sc0 ls0 ws0">k.Bydgoszczy </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y66 wd hf"><div class="t m0 x1f h10 y68 ff6 fs6 fc0 sc0 ls0 ws0">Spółka działa w <span class="_ _0"></span>segmencie </div><div class="t m0 x1f h10 y67 ff6 fs6 fc0 sc0 ls0 ws0">działalności budo<span class="_ _0"></span>wlano<span class="ff5">-</span></div><div class="t m0 x1f h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">montażowej.<span class="ff5"> </span></div></div><div class="c x21 y66 we hf"><div class="t m0 x1b h10 y67 ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y66 wf hf"><div class="t m0 x23 h10 y67 ff5 fs6 fc0 sc0 ls0 ws0">tak </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y69 wb h11"><div class="t m0 x17 h10 y6a ff5 fs6 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT </div><div class="t m0 x25 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x1e y69 wc h11"><div class="t m0 x1f h10 y6c ff5 fs6 fc0 sc0 ls0 ws0">Skierniewice </div><div class="t m0 x1f h10 y6d ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y69 wd h11"><div class="t m0 x1f h10 y6c ff6 fs6 fc0 sc0 ls0 ws0">Spółka działa w <span class="_ _0"></span>segmencie </div><div class="t m0 x1f h10 y6d ff6 fs6 fc0 sc0 ls0 ws0">działalności usług<span class="_ _0"></span> </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">deweloper<span class="_ _0"></span>skich. </div></div><div class="c x21 y69 we h11"><div class="t m0 x1b h10 y6d ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y69 wf h11"><div class="t m0 x23 h10 y6d ff5 fs6 fc0 sc0 ls0 ws0">tak </div></div><div class="c xe y6e wb h12"><div class="t m0 x26 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span>  </div><div class="t m0 x27 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x1e y6e wc h12"><div class="t m0 x1f h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">Warszawa </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y6e wd h12"><div class="t m0 x1f h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">Spółka działa w <span class="_ _0"></span>segmencie </div><div class="t m0 x1f h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">nieruchomości<span class="_ _0"></span> komercyjnych<span class="_ _0"></span>.<span class="ff5"> </span></div></div><div class="c x21 y6e we h12"><div class="t m0 x1b h10 y6b ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y6e wf h12"><div class="t m0 x23 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">tak </div></div><div class="c xe y6f wb hf"><div class="t m0 x1c h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x1e y6f wc hf"><div class="t m0 x1f h10 y64 ff5 fs6 fc0 sc0 ls0 ws0">Skierniewice </div><div class="t m0 x1f h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y6f wd hf"><div class="t m0 x1f h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">Spółka celowa<span class="_ _0"></span>, działa w </div><div class="t m0 x1f h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">segmencie nierucho<span class="_ _0"></span>mości </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">komercyjnych.<span class="_ _0"></span> </div></div><div class="c x21 y6f we hf"><div class="t m0 x1b h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y6f wf hf"><div class="t m0 x23 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">nie </div></div><div class="c xe y70 wb hf"><div class="t m0 x1c h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">JHM 2 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x1e y70 wc hf"><div class="t m0 x1f h10 y64 ff5 fs6 fc0 sc0 ls0 ws0">Skierniewice </div><div class="t m0 x1f h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x20 y70 wd hf"><div class="t m0 x1f h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">Spółka celowa<span class="_ _0"></span>, działa w </div><div class="t m0 x1f h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">segmencie nierucho<span class="_ _0"></span>mości </div><div class="t m0 x1f h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span>. </div></div><div class="c x21 y70 we hf"><div class="t m0 x1b h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">pełna<span class="ff5"> </span></div></div><div class="c x22 y70 wf hf"><div class="t m0 x23 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">nie </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h13 y71 ff7 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y72 ff4 fs7 fc0 sc0 ls9 ws0">1.1. Istotność <span class="_ _21"></span>zagadnień niefinan<span class="_ _21"></span>sowych<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 h15 y73 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-29, 102-46<span class="_ _21"></span>, 102-<span class="ls7">47</span><span class="fs1"> </span></div><div class="t m0 x5 hb y74 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _27"></span>2021 <span class="_ _0"></span>roku <span class="_ _27"></span>zosta<span class="_ _21"></span>ła <span class="_ _27"></span>opracowana Strategia <span class="_ _27"></span>ESG <span class="_ _0"></span>GK <span class="_ _27"></span>MIRBUD <span class="_ _0"></span>na <span class="_ _27"></span>l<span class="_ _21"></span>ata <span class="_ _27"></span>2022<span class="_ _21"></span><span class="ff5">-</span>2026, <span class="_ _0"></span>która <span class="_ _0"></span>zastąpiła <span class="_ _27"></span>po<span class="_ _21"></span>przedni </div><div class="t m0 x5 hb y75 ff5 fs4 fc0 sc0 ls0 ws0">dokument o <span class="_ _27"></span>nazwie Strategia <span class="_ _0"></span>CSR 20<span class="_ _0"></span>18-202<span class="_ _21"></span>2. <span class="_ _0"></span>Struktura <span class="_ _0"></span>raportu od<span class="_ _0"></span>powiada Strategii <span class="_ _0"></span>ESG <span class="_ _27"></span>G<span class="_ _21"></span>K MIRBUD <span class="_ _27"></span>na<span class="_ _21"></span> </div><div class="t m0 x5 hb y76 ff5 fs4 fc0 sc0 ls0 ws0">lata 2022-2026. <span class="_ _21"></span> </div><div class="t m0 x5 hb y77 ff5 fs4 fc0 sc0 ls0 ws0">W <span class="_ _2d"> </span>procesie <span class="_ _2e"> </span>przygotowani<span class="_ _21"></span>a <span class="_ _2d"> </span>Strategii <span class="_ _2e"> </span>ESG <span class="_ _2d"> </span>zo<span class="_ _21"></span><span class="ff6">stało<span class="_ _21"></span> <span class="_ _2d"> </span>przeprowadzone <span class="_ _2e"> </span>wewnę<span class="_ _21"></span>trzne <span class="_ _2d"> </span>badanie, <span class="_ _2d"> </span>k<span class="_ _21"></span>tórego </span></div><div class="t m0 x5 hb y78 ff6 fs4 fc0 sc0 ls0 ws0">uczestnicy <span class="_ _29"></span>wskazali <span class="_ _29"></span>kluczowyc<span class="_ _21"></span>h <span class="_ _24"></span>interesar<span class="_ _21"></span>iuszy <span class="_ _29"></span>GK <span class="_ _29"></span>MIRBUD, <span class="_ _29"></span>określili <span class="_ _29"></span>obszary <span class="_ _29"> </span>i <span class="_ _29"> </span>najważni<span class="_ _21"></span>ejsze <span class="_ _29"></span>tematy <span class="_ _24"></span>w<span class="_ _21"></span> </div><div class="t m0 x5 hb y79 ff6 fs4 fc0 sc0 ls0 ws0">oparciu <span class="_ _25"></span>o <span class="_ _25"></span>kry<span class="_ _21"></span>terium <span class="_ _25"></span>wpływu, <span class="_ _24"></span>jaki <span class="_ _25"></span>ma <span class="_ _25"></span>n<span class="_ _21"></span>a <span class="_ _25"></span>nie <span class="_ _25"></span>działa<span class="_ _21"></span>lność <span class="_ _25"></span>spółek <span class="_ _25"></span>w<span class="_ _21"></span> <span class="_ _25"></span>Grupie <span class="_ _25"></span>oraz <span class="_ _24"></span>istotność, <span class="_ _25"></span>c<span class="_ _21"></span>zyli <span class="_ _25"></span>na <span class="_ _25"></span>ile <span class="_ _24"></span>dany </div><div class="t m0 x5 hb y7a ff5 fs4 fc0 sc0 lsa ws0">te<span class="ff6 ls0">mat <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>istotny <span class="_ _2a"> </span>z<span class="_ _21"></span> <span class="_ _2a"> </span>punktu <span class="_ _2a"> </span>widzenia <span class="_ _2a"> </span>naszej<span class="_ _21"></span> <span class="_ _2a"> </span>działalności. <span class="_ _2a"> </span>W <span class="_ _2a"> </span>konsultac<span class="_ _21"></span>jach <span class="_ _2a"> </span>brał <span class="_ _2a"> </span>udział <span class="_ _2a"> </span>cz<span class="_ _21"></span>łonek <span class="_ _2a"> </span>Zarządu </span></div><div class="t m0 x5 hb y7b ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. <span class="_ _21"></span><span class="ff6">W badaniu jako kluczowe ws<span class="_ _21"></span>kazane zos<span class="_ _21"></span>tały następujące obszary<span class="_ _21"></span>:<span class="_ _21"></span></span> </div><div class="t m0 x28 hb y7c ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span>r<span class="ff6">elacje <span class="_ _26"> </span>z <span class="_ _26"> </span>interesariuszam<span class="_ _21"></span>i <span class="_ _26"> </span>zewnętrznymi, <span class="_ _26"> </span>w <span class="_ _26"> </span>tym <span class="_ _26"> </span>z <span class="_ _26"> </span>adm<span class="_ _21"></span>inistracją <span class="_ _26"> </span>publiczną, <span class="_ _26"> </span>akc<span class="_ _21"></span>jon<span class="_ _21"></span></span>ariuszami, </div><div class="t m0 x29 hb y7d ff6 fs4 fc0 sc0 ls0 ws0">dostawcami, społecz<span class="_ _21"></span>nością lokalną;<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x28 hb y7e ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span>j<span class="ff6">akość i bezpieczeńs<span class="_ _21"></span>two, w tym bezpiecz<span class="_ _21"></span>ne warunki prac<span class="_ _21"></span>y;<span class="_ _21"></span></span> </div><div class="t m0 x28 hb y7f ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span>e<span class="ff6">tyka i prewencja zacho<span class="_ _21"></span>wań niepożądanych;<span class="_ _21"></span></span> </div><div class="t m0 x28 hb y80 ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span>r<span class="ff6">ozwiązania środowiskow<span class="_ _21"></span>e dotyczące z<span class="_ _21"></span>użycia energii, zarz<span class="_ _21"></span>ądzania surowcami.<span class="_ _21"></span><span class="ff1 fs6"> </span></span> </div><div class="t m0 x5 hb y81 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7MAAAYKCAIAAACKgasiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd3wUZf7A8e8zs5tseg+hhkBoCb0XUUGxcGf3rKeiHnqep54N21mxnr037L03sCK9915DEtILqZu2m515fn9szEUSkoD4E7jP+8XrLpmdndmdnT8+GZ99RmmtBQAAAPifZ3AIAAAAABFxHKavu6K8PHtnWnXxHtvnc7hcCb2SuyZ15+MEAADAAVOH3WiKKrd71WdfJj7yaoS7pnFhXYBj593XjLvwXIfDwYcKAACAI7+Ml3z5TdjDL3TOKW7+kKXU+jOPG/fw3UFBQXyuAAAAODLLuLKiYu1XM+3Zi/rPW2Xa+3zBlqF2PnPn2NNP5XMFAADA/joMxh54PJ7V/7xl0NxVba5p2trzzWyhjAEAALD/DvW5KUpLSpb87brUBavbuX54ejYfKgAAAA7AoXvN2LKsravXlD/07KCVW9r/rODKaj5UAAAAHDll7PF45k9/dNDbX3Wy928YdEWHaD5UAAAAHCFlnJ+Tu+3fDw6Zs8K09/vbge6Rg377C9Ba11RX19XWOpzOkNBQZoIDAACgjP8AC975IO6J1wcVlx3Y04NS+/yWvdu2vWr2nIqZPyYs3xhbVFoWGryxdze54PQxp59qmianCwAAAGX8/2Tl7Dn9b3v8wLtWJKxTxwN7bm1tbd7u3VkPPTPo5xWNCwPL3NHLN3tXbV3hdI459c+cLgAAAJTx7666unr5W+93femDNtfUIrVBgcG1nuYPlcaEx3Xrul/79Xq96Vu2Zn/8VcKcpVF7KgbWeZuvE2DZcXc8vj42dtDY0ZwxAAAAlPHva8nDTw5548s255CzlFp/1vG6Q+yw51to6OKuHZMSOrR/p0UFBVtuvLvfwjXxbQ1oji5z5z77WtXA/qGhoZw0AAAAR6Q/fj7jurq6+e9+OOjtr9vzUraN7j/2wTsD121t8dGaoSlOp7M9O62sqJj76ut7Jv914PzVzvZ9zy8qI7eutpYzBgAA4Ej1B18z3rFx4547Hum7YafDsltZTYsUJsTknjpx5LVXFubk9l6+qfk6HqeZ/NdzWt+dZVlZu9Iz5i6MfP/rAbty9uvPAm9QIJNUAAAAUMa/i5zM3fWXT+ubV9zmmtsH9+739nMp0dEisurNd4f4fC2sM37osb17tb6duc+/0u/ptwd76tvcY1lEcFRFTdM0Lx07NDQsjDMGAACAMj6YtNZbVq323Hhf93ZkcWVIUMit/4yKjhYR27bVhu0tbFBEJo5rZSPuysplz7w04NVPA1q9OG0Zkp7Ss+qU4+zyimEvftS43Ocww0YN5ZoxAAAAZXwwWZa14PW3kx99LaSmrs2VNxwztO9/7kn8ZS62ivLy6J2ZLYRvaHDyhKNb3EJxYeGOxUsDnn97yI5sQ7c8pNhSak9cZMGAXuFTzhk0ZrRSatOJ5zVdIb9bwuBJEzldAAAAKOODpr6+ft6dDwx+f1ab97ezlKw7a9JRD90VFBTUuLC8eE9CVlHzlUs6xaZ2iG++fPXcedFX392vsrr1fa0/fcKoB/7dLzzc/+vc194alJbddIU9p0wc3ORlAAAAgDL+TSorKlb8+4HBX81tM4vTUns477h24rgxe915rjAtvZdlNV+/Iqmzy+Vq/NW27dU/z634fm7PbxdEuGv2tRdbqQ0njI68+C8TjhrXuKPtGzbEzvio6WqlkSE9Tz2ZcwUAAIAyPji2b9hYdusDQzakqbbW3NU3setrT3bs0rn5Q1XbdrT4dKt3j8afPR7PgoeeGDLjs1amntAiaQN62lddNOGUPyn1q03mPfXqoOxfXZbOOOvE43olc64AAABQxgdBXnaOecG1yeXuNrN4R/+e3V97MqFzp5YfzslvcbGre8Ot72zbXnDH9IGf/NT6jGybxg8e9sqTIaGhe2VxcWFhv5+XN11S4wroP/USwzA4VwAAACjj32rbuvWVN01PLne3uebqK/4y4fYbW5kCIrKliSkspZLHjfH5fMu/nmnO+HDYhrR9Pd1nGtvGDtInTxh86uQWp2Bb9/Kbw5pMXlEZGlT7/jP9Wrp6DQAAAMp4P3i93vlPPDf4+ffj27rNXFVIYOZd10668NxW1inZsydhd0Hz5en9ukeUlBSde2W/lh5tVG+oDVdfcNxN1+7rArC7sjLux0VNl+waP+y4oUM4SwAAAP4X/L6DBNbNnT/ohffNdtx9eccpx46/oI072OXsSHP6Wvj6XVVyovfvt3ZtNYt9ptp03cUTbvhnK+MiMjZv6ZjzqxHGxqjBnCIAAAD/I36va8Y+n2/Bq292e+E9h93Gmnmd44ouOXPMJRfsNeR3L1rr4sXLO7d0n45BX89r/ct2Owf2ct50xcQJx7ayi7QtW9QN9zUt76zEhMFnnsopAgAAQBn/JvOefmHIk2+3ZxqKxHef75+Q0OYGq9xux/otLd6qo5UsLoqLLLvvhhEnn9D67euqq6vLr7mzR5MpKTxOh+Ope/w33gMAAABlfCCy0jO2v/dx/ze+aD2L601jx8jUbg/9O74dWSwiZXtKOmxJb+dr0CLlkaHZw1ISbvj7mEED21x/49z5PdKymi7JTO2Z3K3rzs2bKwuLvNU13vJKq6ZGe+u116u99SIihqEcpgoIMIICjcBAZ1hoYER4WGxMZFxceGRk08mVAQAA8L9YxmlbtkSccPGwtlard5jpz9w1/tQ/7Udwr1mXUlTWzpXzO8XEf/3Wse1rbhGp+vZnh/Wrq9FdtmeoYX+KEYnZ/4NQbqitE0cmXDe198ABhmG0PkoEAAAAR2AZa62znni5Pd9Z2/Sn8cdMPnG/Nl67an0718zpHOd44YH4dmexiETs3L3XkpBa7wEfhwBbD5q9XM9enhEZkjV2qGvyhIHHTWhxkjgAAAAcOpTW+rdvxbbttfMXVL/8buqida1fIK0JCtx6xnHj7rk1ODh4v3ax+JQL+63d3vo6dQGOzX85ceydN4eEhu7XxncOnBhTWnkgb1xE2jHBR3lESPrEUUa/5PjhQ1KGD+O+IQAAAIegg3PNePPKVd0uvqnN2dlska0XnTrprlsO5IXW+1p5VIuURYW6n79/0tFHHcDGa8KCWyljSymfw/AGOKpCQopSe1iD+gUn94js2tkVGhrgcomI5fO5S0srsnNrdqQ5N+6IyMqPLioJ8PhM2/JPzRFZUT30iznyxRwR2dwpruqOq4edfEJAQADnHwAAwJFWxgVffNu5HVm8bUTqiGuuOLBduHt2lU279vVoZnLX2BmPDUnueWAbL+mT1Hw6ZFsks3fXsnHDnEndovr26pzcMyEiIjUwsOVN9OwhI4Y3lLRl7Skqyk9Ld+fl161aH79kbafsQtNuOECd84q91963cPLc1DtvTOjUiVMQAADgEHEQRlNYlrXu+LOTdma3sk55REjG388bcfEF4RERLXezbWdlZZdXVCZ0iO/QIb75t9a2rFmrr7ytY/6epgu1SGZy19LRgwZcc0VC5wOvzPVLltXc/1RkYWlNeEh5cqKdEBc8OKX3UWNj4+N/+/fntNY5mbvTFy317s527sjosHlXTHGZw9bVwa5t509OOu+M5H79OBEBAACOhDKurq7OOubMDgUl+1rBFtn8wPXHXHLhPlew7emPvHj/83P8v546odfrz90W0ayh1yxYGPu3W0NrPP5fawOdWy49Y9K/px12Bz0rIyPz5nuT12xzeX0isn7C8GHPPbKvvxkAAADw/8O85557fusmTDP/nY8jKqr2tcLGY4cNv/magH2MQ9Baf/zZN7c98rXvl3nTtmeWhrvqjhqz9+RvHRMTNyZEleUXuEOD0ieO0rddPeLcs03TPOwOekRUVIdTT0ob2KsgPz8mt7hjZt6q7N2JJx/PN/MAAAD+QAdnborZ/7p16Kezmy8vjQzNvXnq0Re3dufnhYuWXfDP5wv21DRdGB/tWvLNQ4mJ3dr5AvLy8nPz8psvHzJ4YOt3v/t/UFZWtis9c6/j7HA4BvRPEZHNy1cWL1sZNH+lq7Kq/OwTR11yIfO7AQAA/CEOTjX2/ddV5T8siXT/qm59huTePLWVQRR+P81buVcWi0hphWf+opUXt7uMX33zs/tfmNt8ee6al+Lj4/7YQzx77uKLrn/T+vWdRCJCnVsWPBsfHzdo3BgZN0ZulLULFrmeeGX5xu3jn32EaSsAAAAO1zLu0j0x48sZa779Keqbn6MKS2zTzOuX5Lr03HHHT2zzuaEhLqVkryvXSklI8P/WDZaHHH2Ud/TI7WvWLv3o05QTjovr0IGzEwAA4PArYxFJ6tM7qU9v+7qraqqrTYcjOSionU88YeLol99flJX/q2HKMRFBx00Y97/2YQQEBAwYPUpGj6qtreXUBAAA+H92kL/yZRhGaFhYULuzWEQGDkidcvaovb57dsYJqZGRkf+zn8p+HUAAAAAcFI4//BUYhnHbjVf07N7p7U/n7ymt6dYp8ujRfadceAafDQAAAP63ylhEHA7HBeeefsG5p/N5AAAA4FAv402bt+TmFe6VsxOPPUoplZ2d8+mXP/24YGNtrbd/n07nnTkxpV/v6Oho/2pa68LCou9/WjBz9urSsuqYqJA/Txo++cRj4uIapoxwu90ejyc2NrbpxsvKyoKDgwMDAxctXlZd899BtwEBzpHDh4SEhOzYkfbMyx/PW57mrbdnPHZlK6/c4/EsW776pbdmrt6UFxsVdPqJQ0+YOLp/ar+ms7nNX7CkzuPZ64l9e/dsnDZu3fqNhUV79lohPCx09KjhjRPSeb3eOfMWff390rzCivBQ1zFjU4cO6pea0peTDAAA4LDQ3vmMp15z35tfrG+6JDLUmbn6tYcen/HyB8sqqryNm3GYqkN00F3/OuXSi/+yfMXqux55d/22wvKqetv+7456d4949N8XnDhpgmmaCxYuvfKWV4eldh41rFdoiKusvCotI3/xqoxvP7ivc+dOqUddtiOzovGJsZGu+Z/fu6ek9K/XPJddUC0igU7j81evXrpiU4uztn3ywtRbHvgwu6CqvsmkaYFO86wT+z42/ZrGOu8+9KLcor1njnvs9lOu+8cU/8/nXnr75z9t32uFwX1jFn/7nH+GtVnfzb71wQ/Tssp8ljTd0bhhnccM7fnwy/P2NWsbpyAAAMAhor3XjJsHtNby8BOvPTpjgW3/arnP0rnFNddP/yw0JOiG6R8VlrQwzcKOzIozr3zp2buLp152vq3t0vLaj77b8tF3WxpXCA12NOyxWbdv2rrjkuvfqPPa7XnZdz/2aXque6+Fnnrr/Zmb126+7YOXb0xN6ed/L62/5X2s0HC1uLS0dOq0N4rL6prvaM6yrDnLdosoTjUAAIBD3IHPTeGurf/Pq3tncaOaOt/UW99pMYv9LEs/+vIPxcXF+7XTOo/v7sc+a2cWi8iW9LJ9PbQ1o+zSa58qLS39jUdw67btE06f1jyLmyCLAQAAjugytm1pOkCipTi2Wt9CbmF1fkHRfu20qta3LaO8/esHuxwTR3c7fkxieKiz+aNrt+35+PPvfsvh8/l89/7nrRb7u29S1JQzB40ayA07AAAAjvQy9vvLSX3fevyiHl3CW966IceM6DL1nKGRYS3c7rjesurqPL/r27vy/BFfvfvQl+8+dPPUlu/Gt3r9rt+y/fLyio07Cpov7xwX/OWbt7/y9J1fvTO9W8dQzjMAAIBD32+atW1I39iXnrglPDy8Q3z0SRc93XyFf00Z+9A91xuGMWzgR3//98d7Paq1WJZ1YLuOiQicfGzvuOgwd3VdQofYfa12xSVnuFwuEbni0rPf+mxpWlblXits2pFv2/YBH4H8gsKMnMrmyydP6NuzZw8RiYmJufUfJ/3z7k9/w04AAABwyJdxUteY8PBwEencMaHFFSYdO8IwDBGJj4s6iC/aMOStp6aeOGlC45IvvpnX4pr+lyciYWFhg/p2bF7GRSXV5eXlB/xKdmfl1ftaGFIyamifxp8jI8KUUi18lxAAAACHEuN33brDYf4em40OCzxm/Jj9jGkjNCSw+fJ6S9fU1B7wKymvqGpxeaeOTMcGAABAGf/+rjh/jH+MRPsppYKDWihjy7K9Xu8Bv5JKd3WLy2OiIzm3AAAAKOPfXZ9eXQ/gWabRwuxphmGY5oFf2PZ461vel2lybgEAAFDGv7vGGzLvlxbH+ToMtb+Xn3+1zX3cQdDj8XJuAQAAUMaHItu295S4my8PCwmIiorcR/X+9+e6fVwbDg5quaozduc03TXnGQAAAGX8B3O7G74hV1dXt3F7CxMP9+gWHRAQ0OJzV6zd6f8hP79g47bCFteJj2u5qpet2tr487ad2ZbFxBQAAACHOseR/fZm/jD/2qu6e73ejz6d1eKd6saP6iMiptnC8IxPf9jW9c7HIiNCP565Oqeo5W/a9eqZGOg0PfV7z8r81ezNx337U6+e3bdsT3v6zQWcZwAAAJTxH+ymB7+Z/vR39T5d42nhliKuAGPKhaeLSFR4UHZB8/ZVT76xtPXtd0/sOqBPzKpNe9/jOrug+owrXuL0AgAAOIwc+eOMK6p9LWaxEj3lrKFRUVEikpwY3fpGQoJanmsiNDT0jJOGchoBAABQxoeo047r1TkuuJUVgl2OW648ZvodV/lv0XfaSaNaHFDhFx0RcNFpQ1p8SCl1wz8vvfva4/aVziIyPDU+LMTJqQYAAEAZ/38LDTafmH710m8fnTQ2scXeNQyZfuPk6XdeFxnZ8P25c87689kn9G1+wz6lpGuHkFlvTztm3MB97c7hcPx72j+umzJeqRa+Zje4T+w3702PCAngVAMAADjEtXecceeEqJQeUXst7NqxYRBCYGBA80dFJCQ4yP9DWFhI8xWUkuDgIIfD7JMUXeH2/OqJQU6n0ykiyYkxDnPvfI8ID91rSVxsZOP2eyXFRkZGhIeHf/nuw0+/+PajL80uczfMuWaaaszAjhefM/7cs/68V92+9tydJ30+694nv87Ma5jcLdhlXv6X4XdOmxoVFVVWXtn89fdMjGmcWfmma6eEhgQ99frcotI6/5LoiIBJ45LvuukSl8vVq3t0eOiv4jgsJOB3unU2AAAADoza170qjhg+ny87Oydjd7aI9ExK7Natays3CvF6venpme6qqtDQkKTuift7E5Campr0jMza2rrIiIikpESHw8EZBgAAQBkDAAAAhxODQwAAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAA/LYytm37sy9nDRz/t+DEs3uNmPLqGx8UFhYtWboieeSU5JFTUo+67M/n3bh4yXIRycnJHXH8lY888Yp/4ouCgsI+oy/9ZtaPtm2PnPT35JFT+o659LQLp334yVceT8M0xvMWLE4eOeWG2x/da6dLl61MHjnl6eff9P/67/ueSh455Ybb/uPf8jU3P5w8csq9Dz3fuP5Zl9yaPHJK71FTJp3xr+deftvtdtfV1fUbe9nUa+5794PPe4+a4n+1/n8p4y6rqqoSkc+//DZ55JQxJ11VUFDo385nX85KHjnl0y9mNX0xubl5l/3jnqBuZ/UZPeXNdz4pKSlxu92nXXBz8sgpn30xS0SKi4uHHDv1hDP/5fP5RCQjI3PE8Vc+/PjLIqK1vuPep5JHTpkzbyGnHQAAwGFcxl6v94bbHp16yztdO0dcef6IEQO7TH961uvvflFdU7s7z53UOeLPE1KLS6vP+fsz5eXl9fX12fnusvIq/3N9Pl9mXmVVda3WOju/MtBpnH3y4Oy88ktufPvVNz7yr/PdT8vKKuu+mb25vr6+6X5r6+p257nLK6p8Pt+b73zy4nvLzj9lyIN3X6uU2rNnzw8LtpVW1D35+vy8vHz/+vmFFdU13tNP6G8YcvODX931wAu2bWfmVhTsqUzs2vHPE1MSO0XsznNHhQeeMjHlTxNS/FMOfzZzSaXbs3pz0crV6/3bcbtrdue53VXVdXV19fX1Pp/vocdfHnnyzSs2ZF114agBfRKuvuuTsX+6aVd65sB+XXbnuecuWi8iX3wze1Na6dwV2QsXLxORz76evWnnnj+fNF5EFi9Z/trHy/OLqy+74ZXc3DzOPAAAgMO1jBcvXfH8eyv+clLqzA8ee/LhW96bMX3j/OdvveEKwzBE5LjxqY9Mv/H9F28pKq3btHlb65vq2zP+/ruue+f5621blq3ZKSJa60+/33D7PyaJklde/7DFZ838dva/7vt0SEqHu279h/8GHD/NWVxW6bnzmhNran2fff1T45rx0cG33XD5q0/eGBPhWrclp3H5+KPGPPHQtLMmjxCRCWN6P/nwtEfvv8nlcpWUlMyat+P1xy+LCHXOnr+m6U5Xr08be/I1K1au2b07675nfiwqrXvtiaufeGjaJ28+dNtVE9JzKl947csrLz3bYcjKDVkismTltkCnEeg05y5Yo7V+6b1F/XvF9k9N8fl8M979rqTCe9L4HrlFNS/M+JhppAEAAA7XMt6VkSMiQwf29N9Azrbt0NBQ27b9j3rqvIWFRR9/+WNQoJma0qfNrWmt16zbKiJhoS4RWbtuQ3FpzWmTJ/TvFf/4qz/6Rzg0NX/5jqtuf7umrv6y8yb47xqttX7lndlDUjqMGzWwY1zwxi2799p+5u4cj9cKDGj7LnSff/1jWGjgsCEDzjqx//wVu/zN6g/XVz5clVtY5XIF7srI8lliKBk4IEVElFLnnD4pIsSZkVPSpUvno0d0S8+u8Hg8mdklJx+T3CcpaldW8abNW3bnVQ5L7SoiNTU185ZniMgZJ48SkYUr0qqrqzn5AAAADssy9vksEQkMcIpIWVnZgKOn9hp56SnnT/N4vCLy8gdLhk66/t5nfrr2knFRUVH+em68LOr/ofGWzHOWZaSMu/ym+z/p3ins7FPGV1RU3PfYu906hvt8vl7d47MLal6c8eFel1SLS6rjooJFZMeubP9Dq1avXbwub1j/bhHh4QP7Jixdm+l2u/0rp2VVjJl8w3n/eDYgwDz31DGtv6/y8vIZ78/rlhBaW1s7+fgRGTmV337/c1FR8UPPzxKRv50zbPOCZ4cMHuj11ouIK8BsvOGzaRqBLtN/WB7695TquvoXZ7yfmVd5980XnTppwKbt+Q8++b6IGjcqRURmz12UW1Q9elDHwQP7hoU4V27K37ptBycfAADAIcXRzvVS+/YUkdXr06ZcJJGRkdNvOuv8a1+Ligjyd+rl54z2eOufenNx0Z4KEQkLC3U4jKy8UsuyHA7Hug1bbFu6deno39Sw1IQnp18RHBQUFxcbHh7+1Tc/zF2eVef1jZh8h2VpEXn7s6V/u+SsqKioxr2fPXnI3y458+zLpr/8/tLzzjyxb9/es35YorU8/eaS595Z6rNsW8uyFWsmHXeMiHRJCH39ib/HxcbExETFxMTU1NS08r62bU9bu61YKTXo+Glai6fefvrVmY92Thg3tHtG7sYRQ3rFxsaKSGq/XobSNR5r3fpNI4YPEZEPP/+hqKRu8jFxIpKa0rdHl4h7n/6+T/fo/qkpHRM6PPzinG0ZZQEOY9CAPiLy+aylIrJ6U8GYU+721tu2lpnfLxoxfCjnHwAAwOFXxmNGD7/9qmNffHdJeeWdiV1is/NKtFaNl4FDQlzXXXVBflH5Fz9u+evCpUePH3PS+N7vz9xw2dX3GYaaOXfHuMEdR40c5l85IixoQP9U/8+2bT/+0jc1db77/nXCqOEpPp918XWv7NhdsWbdpuMmjG/6Ajp37vTCI1edcvEjU294+pXHr124cmfXDsHP3n9JUFCgiNz6wHs33PPO3EGpIuIKMFP69W4a1q34/udlWquXHzg3sVtHEXnhjVk/LU7fsGn7MWNT3/1m44dfLV2/KUNELj7vpOk3nPyfl36+4qYXjh2dXFhc+flP23t0Cfvn384UkcDAwEF9O27P3HrC+H4iEhMTM2ZIl4Wrc3t3j+ie2DU/v2DJmt1nHN/7b3890eEwtZZ7Hv3wq5823n6zJzAwkFMQAADgEGHec8897VnPMIwJR4/q3tH18+LNazbllJbXnHZcygN3TAkMcK7dsG3C2JSxo0ecevLRC5cs/2Hu2hOPHXLan46tKstbvm534R734H4Jzz58TWxsjIjMnrM4pXenSRMaBjns3Lnrk5mLkhOjn7j/2r59evfs0T2psytzd27HuNCRwweJSElJ6doNW48e3XfYkAEdEzqEB9WvXJ8xf8n6eq/vyosmXHDu6UndE5O6Jyq7auO2rFCXrq2tjYoIOvXk8Y3RaVnWT3MWDezb5cTjx4nI7qzsjN05R43sM2rEYBF55c2v+vWMuf/Oa3okJSZ1T4yOCNiwKa2ktHLk0D4707PqPL6cgvKcgvKjR/e78LzTL/7L+HXrNy9anVlTW3/FBeOef+S6Hj2S/HtxV5Tk5hf+7a8nJHVPFJHa6tLCoj2XnjN+/LiRS5ev2rg5/c4bzz/m6LFJ3RN7JCXGRTrXbUwfnNq1U8cETkEAAIBDhNrfSRKqq6s9Ho9pmmFhYYZhWJZVXV3tcrkCAgJEpKamxufzBQcHOxwOy7LcbrfWOiQkxP+oiLjdbtM0g4OD/b/6fL6amhrTNENCQvxLtNZVVVVOp9M/AYV/+4GBgf7S9a/vXzMkJMQ0Tf/P9fX1tbW1TqfTtm3/HhsvaGut3W63w+Hw79Tr9dbV1TVu0O12N+5LRGzbrqqqUkq5XK7a2trGd+1/RyLi8Xj8Ly8sLOy/18x/2Wzjav5f/YfF6/V6PJ7Q0NDG9S3Lqqmpcblc/m8TAgAA4LAsYwAAAOCIxN2hAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAALCIYUIAACAASURBVADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAwJHFwSHYL6Vdhre4PDpnFQcHAADgsMY1YwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAKA1SmvNUQAAAAC4ZgwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAHIkcHIL9UtpleIvLo3NWcXAAAAAOa1wzBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAFqjtNYcBQAAAIBrxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAADAkcjBIdgvpV2Gt7g8OmcVBwcAAOCwxjVjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAoDVKa81RAAAAALhmDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAAAciRwcgv1S2mV4i8ujc1ZxcAAAAA5rXDMGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAWqO01hwFAAAAgGvGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAANBeDg7BoUM3/K+ttYjoCo+Vlu9euKVwc75dUeuzbdtpqq7RZkq38NTOoYO6RrpMQyslYilxqCbbsUS0z7M2q9LWWjdstb1SO0WEBTktbWzMLvHU241PjwwO6JsQYSuj9b+l3HWezbkVhhZb7d9+O0YEJcaGaDGUqF8fE61FK1uJti1D78gs+uTbhdu25W/Yln/RGSOvytrsnb2wrkdSyPHjw0+bLPHRSsQQJXttBQAAgDI+vKhf4liJnrO58N0lue46wxZblBLbEJF6W+/aU7+rpOS7VYV9OwVNmdije6zLYZliSNMSNETqtfOZH3KqPZZW+/UC9MPn9g4LChCl35ifm1FWb2hRIqL02F4RfU+KMrS0npxlbt8jM7MPoIzPGhnfLTa0xa0rMWzRSzPyO4c773z4g8Xrs8T2GVpERGuRgqKQgsL6ZcvyFyxPeP1Bn6fcEdbVEK347yEAAIAyPnzZopXWKzMqPlmRn15Uo7VopbUYym7oRa1srQ1lm15DbSyon/bBzp6xgeeO7jCse5TShm56oVRp21C2MtT+XTNWhiitlSG2pUwRX8N+tdJiiNhtD78xxFbKVsrQ9n69d60MLUppLUo17FOUiNi2PXdL1lPfrJi9JnPSoG4TRvRZvHa3GF5tO0VEaUsbtqVFmQFR/7y4ZMvbJVvej+g+MSbl4qCI3lpp0Upx9RgAALQP19UOGdoWbc/bWfzErLS0ojpbDK1MEUOJUso2RGsltpgipiH+a8TKp9WuorrHZmVszK60tYjY0tjByhDRokQrtT//RJQWpUQpJVqJEqW0UkqUEqVV22MUtBhaaSX2fu5XGfpXYyC0aKUtLfL2nPUn3/fZd2tzfYbjx3W7uyR1FGWLmKKUoUWLocQwxNB9egQMSCje+JauLy9L+zTtx8s9Fel6/weTAAAAyhiHQBSLvThtz8s/7KrTzma5adqiLGVoEUNbhrZ+eUTZSnks4+lZO8qq67Q+gq6OaqW1FFYXREW5xPBppQ3bsCSwSplx4YbSRuPfAIYWW4mZ2qck4yen5daitB1o+mzbYZZ5KrleDAAA2o/RFIdABIooLat2u5/+PtvSLiW2FlG/DCeIcql+ncIjQwOCA3Stx5dVXLelwKu1pZQYYolWtqg99YHvLc//54SuYu7zAw12quBAU1q9hqpEm4byD989WG/ONFR0sGm3MT5ZggKMX96xaBGf5f0w7YsP076Y0Omo96475bpXFxZVVWnDmr0xc9pVZ9/ynw9tW9lKiWilbaXEMb5/0eaXbUMMW2unETz8uruXfzI3a+kjE26ckDhGRBhUAQAAKOPDI4216E+XZddrozHfbGWKtnvHmdP+lBwbFuJ/QNuWLXpXqeeN2Tu3FPmUaFH+R6zFW4vOHt6xU+S+PlB98sCYv47tKq0Goi2ibPugvjfVOdL5xIUDDGW3PhTD0rYSW4shopWtluavfG3b27YpM7O+PTMp4N7zhl09Y7GyHXPXpr3w9+s/+Gru+h3ZAU7D4wwQM8DncqrkYLU629Qun+Hsfuxzz2Rs+DLzZ6X1w0tmjO0y1OlwmZxmAACgLYym+OMpJbtLatL2ePUvH4cSUdo+uofr7rNSY8ID/jv61lCGIT1jg6edOaBzpLPx4zPE9mjHt2tybK11Sxd8tTiVOPzjiFv5Z4hoZYgodZCG52oRLaYhvnbs2rSV6Z+lTWt7dv4CbdqGVrZhfJH+bb8UGZkYbikpqZa1O3ZPv/GCxZ8+9K/LT4u744awb94Oeux+jy/bEpdt1IQmHp8TlPDlzp8MLVqpzLr8d7fMEpvRxgAAoG1cM/6DadH1lj1j9g6vbRpiNy4d1T34mpOSAxwO0VpUw2RphlZaGaZIhFNPPbbbfV+maxEtyv/Nuzlby49JcffsEKqbX53VPq20NtpIXi3ScHH6oE0HrEW0FkNJW4OglSgRrZUlVqmnvktwlxhHTKmnXJRtG9arW2c8e/013y4p79Up+qiUREfjtfWgQNeAFFf/FMsz2HQGevbszOg48Zavp1VataYWW6mOgVHVtW5ffZ0ZGMTJBgAAWsc14z86jEVlFrm3FtYbYjeWsa30aSM6Ox2GElGqyZQQSqmGeSnMgZ0jxnQPNrRS2jC0EtFVtv5ufYHSLc8J3OR/9vlPNfw7aF3sz13DP81FW7sWUaJUjWVOfGHJjqzhr096485ht8QFRtmGnVm7e+buWbeeOeqcMf2cpqmUoZShlFL+nwzlCIqOT7m84/gH39m5qMxXYYgEmYFn9z7+o+MfPmFeRc4rH3KqAQAAyvgQ72JLROeVe23lbJqj0UF2UnxQ64FqKhmfkiBiaFG2UkocDsu5Obe6Xikl9mF6QGytF+ws3FphPLU0/+RXVpZU9npg9L0prt6xjvjrh15lGua+h0krUeJUanLPYw3lGhzT96Oznryzx/m51z9S8uJblWvX6X2MMwEAAGjEaIo/lhItmXvqfpmgwn+3C/u04Z2CTP8d8dQ+niZaqSHdI24+uZPD6XQ5VZDTERxgOB3K0TjFQ9M/gLSI1lps1fqghoYZMdTBmv9NiyhRWrSIbv2meFpElLK0fnpJpq1MEXtZgeeCDzaO6Br218HXTOjpDA0IE630Pl+aEhGt5KTko8K1mbg8t+qS+1Zt3SYer9JGzbqNVk2t4QoWgzt/AAAAyvgQ7WJDRBVUeqRhDIPWYgQYckzfDkrEFkPt84lKlLgcakzv+JYrs9l44t0lNXO27jFazVOnYY/p08E8qOlY5bVmby1xiLQ+N8XgbmERoUEV3vpFmTVKKdvwiW3YyliR616dW739hjG/FO0+/1Tw/3+gGTg2uMfq+242LNtoOFSGVVpVsnVL3NAhWky6GAAAUMaHLLvK86tcDQo0I4IMrbXa9zXj/d6HYa/KcK/OqNKtDrSIdHpH9Yk3DuY4Y11c7X3ppxxL7Na3Of3MpPDQoJo6X5dwtcfj9XrFa9uWUrYEdA/zdApv7/fnDNGuTh3NhDgrr9ChlVdpZSrLFVCbU66GGlrpg/fmAAAAZYyDSGsRVeNtqFUtYosOdTmNhi+lHTRKG6K0fw61VgPa8csX8KyDtWdDi+WfV6PVJNXKUCLBuur+EXsCA4PECPAZgT5xaB0SHxXlbP8RFVuZquc9N+jKSlOJUuIwtUN7dZdgS9mmNgljAABAGR+ylM9qkqFKHKah2hh6cIA7kraul/4e0djud6KUSFFFwVvfPWcZPrGNhvvWaeOcCRdK8uX78TeAYTvmzzQX/azE1mKLMnxa1Onn6GFjOdsAAABlfEgzjV/NEPK/PIWCUobWWmlDtCHKFi1a1VfU1e1HsisRbZh1VdJ43V37vwfoMBvGXnPRGAAAUMaHZAnaYgf+MlbAUqbSusZTbx/s6fRsUWEuFekypNXsDnPYYmvbUAdx7w5DEkIdbcxMIRJgiBYdFhQuytDaFmU7lCMiJKpXl96pXZO11u0cXKJEW9pWo44WS1sFWUZhobJsrUR3TRSxtShFGQMAAMr40GSLERX0y02etTbEqqgVt8cKDzAO4vxiSvQJ/eMuGtOlzUI1GsLx4LSxrSQhKvDJC1KNtm6r57/DSHRETJAR4gpwTRg5afLoyfHhkRW7FhRu+LguqVdwdHJ79miJrKj0PN1l9MW3nz4sPDBs12bv11/VLlsQkTpQif8+KQAAAJTxIUqHuZy/1KGI6Hpb5RW7wzuH/3fZvp4p0nANWDXeZK7h92a9axkNtdt6betfZlY+aEWuRJtiG20mqbZFGUGO4Pv//lC3Dl11aXrR6hlbMlda1bmmz6rJ2xIcndz6vBK64S8NeXln4cdFxmf5eR2c+vzEDpdde3vS5Zc7I2K0f/porhkDAADK+NDMYodWnSMDG3/1zx3xxcqCaZ3CzH1fNPbfzy29pHbuhsKAAEew0xkcoFwBZrDTNyo5vvnTbP+UFG034UGuRqWVaH+PtpWkyhARrVRHsz79nQt8VTlGw23rlGVqb2WuVV+rHE6RfRwVrZVorWyv1x2oXUFGdZ3tyLOsx9Jrnk7LuLBr6BsjQzjbAAAAZXwoh7EhIj3jg5RSTb94t3K3O3NPbXJc6D5jUlm2Nt+Yk74lv15EbCVKa0NkUPeQEb07GFo1v9PHYcFQEt65vxkcb1dk+W92Z5iBHSbdHuMyamdNCZr4sApL3Hdha6nLc6y8/IU+Nw+OHnTthgpLRIn2GUa/iADONQAA0HaKcAj+YEq6xIY7teW/sYefbajV6SWWtv/bfE3yzxaxtMopqdpS4LGVtpW2ldLKtJQ+ISXc1HbzGygraYjlNv+1nJxKlOhWZs3QIiKWSNM30fiIspX/2nE79qtElJEw8nzLECVaDB038vLYDn18Kx4NLF1d+8MVdk2htsUW7T82WosWsbVtaVvXVXhWX+msWidrpk4J33B339AwW/v/YBgTwwVjAADQNq4Z/8FZLCIRLvO04fGfrCqwxfxl5gRz5rrSDuFBo3rHBJpKScMIAq1FtFZal1bXvj4v11La0EpETG2Llgn9wof16OAfl7DXjTqUFqUtEUvrtv8Wamm4gn/4htbabvmSrRJbG9KsrZUo5R8N3Y5L2Er551kzopImFieONczA6L6TQqvSfbP+avpqRAwzpJv72yzvhvUB/TsETeppOD1KLCMoZvu389LnLEs9Y2KnrmfaVesNXWtu/MdN3S4/Z/yf70gPSwiQkVEuzjUAAEAZHx7+MrrjwrSygvKGoNVKV3rV0z/nxq/Mmfan3t1jQsxfStNjWTPXFXy+IqvKFyhi+lvUVhIbYkydmBRgtpCnIuIzrTptVHul9ZvbGaIDHabZrIyV6JJq77Jde0QMQ7dQxlpJSJDZv1PkXt1sK11vSHW9GNpu/QgEGsrpMJVoW0xxGD1PeUK5d3vnPWiUrTINwyfKE9E36OhHSk74WLaXuU2JeW+YPfNmcbmi7p2z/NHXStPyds6ac9F3M8KivjdKFjrqS+xdj/ewX3p3+GuOmGMN/tMIAACgjA8LSkmAqJFJUV+uLVX+OXe1FtG2lryKgPs/3Tq2T3RSXFhkaIC7qnbu5tINhR4tLn+BajG0WCJqWI8Il6n29TU3Q5s/ri9auLlYtzr+2BB99xm9EuMj9g5fMbbl123Pz9ZitLh9LdK/c3DqWVF7vzWtCkvrrn19vW5r3POpQ+PPHNFV5JcpNpzBtVs/Dyhfrg2HVpYWh2vEte55xVZamUOUqcThrDdtb32dz6oqiUxNLtmVqavVvHufO/We41XpQm1YSjuUUWl7CgzTZDYKAABAGR8etFaizdOGdMgsql6fW+u/5uuPOaftLfOa32ysVFKlxaeVNuwA45eHtWhT12tl9IkPOnt4B9H7nMxCaeWxxGNJ6xNEKBHfPgtW+Wck1vso44YbzjVja1XukTZnvajzqcbXIKKUqKDRN/vi+urVTxp1xUa3Se7NHcuvn+mwxTZsu1+84cmzlDa0z7tzZdL/sffmcXpUZdr/dZ1TVc/ae9Jb0kknIUBISMISDIICgzgqsgiKoCjKKC4z4/jO4vzUV0VxHGfcxhnnnRG3cR83UJFhF1CWsEOAsGVPOp2192etOuf+/VH1LJ10YlDfmRc8308+ne7rqfVUdXLVXfe579NO2vTzW0Ww/dY16y946cKeld7EQza9QOa91eu/wNlih8PhcDgch4l7zfw/DwGC7bngY+ctunR1t6aVxGzS0hNQQbREAAGlJTT0LAGIpTLUx/RmPnHhkbPzGe4fz+Xzr8LWXMn4wOl0h16R03f9WwxD832plM6kjngDX35VpPN29htG33WdN1YBRGhbTx00o5s0CJjq02sWn34SasHsh66+wV/55WrHGerUX/iD76ZyGcYOh8PhcDicM35hWWMFTVL7r1vVf+aSNgUhtAUNNWEsaUkFEAq0RCSEBT2RFh+XnT7oa6XY6HtMQIlogYrnzT2fPxagFYk7hoh/mGspsaSBgGK1QFs+3/0CccKFrY8JCWgGfWd4r7669IjW5ZJAAVqE6tjZdmIyQiRUGF6f6cgHuVxcgWPf40/teKoYHP9v2ptNpX+PfQQdDofD4XC86HHZFP9POWSrwCtOX3TSgrFfP7vv0a1TxVLR0tOCeNobxRpqBZNW3rHzMi87qmvl/LaWlLf/vDfA0hLWUrQ8n8LGlCS5wyoF5UnZHvaaSmxsrbVIpESLfX7nLoktP/DZzetalf2jEfvBavTIruID26MK+1bPq3xnoxIaaO7ZEI0N5RfOLe8d7Tp6weLXnDF7yXx6WXc7ORwOh8PheN5mTETcKPxPYUVAiMRRY4I2TkugQGAj4faxwiPrR9bvnBytWGOQ9rGgO3/Cgo5Fva0ZDcIKvbjjcbOjFABipkJRoH0+nZ4FyCrlaRWvLocdbyWgiYz2IjFFI57QHGy/AqEk3ayb8MGUrw/s3ixihbEsAnAyHH9yuO2EnpHvfAijQ4oe2vuyp19cTS9omd0JRdY6Zbsm0A6Hw+FwOJwzfiERj30VFiIeoSnTo/gCWBEtIhKbZUCR+oXs+6xYkBT8LnkOIiJilbVCESpQEXSJEw6Hw+FwOH5HXJ7x/yRG7PeGxo+/YeQb6yciKyJ6v+cWiCZFKVGkUqylzb6ALeD2QviRdRNPT4a/yyMZSZKiPaEPpQlFFyJ2OBwOh8PhnPF/NxZWkhlq9T9IvpGGAgAQCwuI1JpriAC2NrkNAty+t/zu+8PXD3rvWtweKCUUEVgYm7Sbq9V7EApqP1EEVmAsbLw/gYWIiDGwBgYGzU2lkwODFYkPPG5IF1kAsCbpTheJhAKxAhGxYkSMQSS1tiBx+ztYCzEWIrBWjK0tXzubZEmL+LgigW3SrYGxsA+MFT79jL5zV1VqIfFkn4BNWl/HX+INm/jEBUkWc228Y38MKKikiIaN92atFRERM/0aiYEYWNuw42IgFvUZipIcxIF+XcTGn0lyhY3UmlM7HA6Hw+F4ceGyKZ4HAjGwSpTaLxcWYglaUVSJTaQFYEUpUGDrukAgUFBCCQVPjBU3lnFGp98V+AJrSC0UCCGGFMCPH12sTZo6C6VWn0zihF0AouIibkScc0EAikntYakVfgBESCUEBITAGNEAFEWBNk50Tvo4U4k1hBKBittkiIEQoFVQ1oBaLBl7TiVQRFIyzogIxTOwSoRQtWiuhSjAAnur5urnim9dmJ2X1khcMCyohQANhbQWEoFenDwtJEkIY+cr9fAwITAECcJCYEBLKFhPKGBzFFkglhFFC1jv8CcCgbGgIbRAxbujcNrjYuzelYU10ICQoiEE6Z4qHQ6Hw+FwzvgPmY1T4aUPFCxJqXWgS+Z6Sbdf+fjS/HseDZPRJABp8WRuWr1hrv+qnmxcKVhENhWir2+qPjoaPVUwBSM+9JEteFWPfuv8zOy0JvhvG6a+s11m+/bHq1sDrQQoWXvpPeO7IsLia6vSR+V9AGvHq+95uER6p3TJXx2Ze+OaydBqavO1E3JH5jxSAShZueDukVHrvaLTfnxpqxZtFTYXwq9tLt+5x2wsWmPQGnBZK9884L9uTgpUJSMX3L1vygYdgblmdVugNYGC4MK7RiciTeArJwRHt6Qp9idD5c+vj4T4y4W4YG5eKy3A3z4+ftdeZVX49oHgnQsygIo9+oeeGL1jr9AGVpn4YSEeJ4/Rf57c3hNQwa6fDK/e15PmjwAAIABJREFUVLljj+wKJTS23cf8nHpdn/eWBekMPYXIWvWnjxUeHYcA71+kL5qbBa2QNPK/103csZee2J+/tCXSuPCuyWqSsV2LLwtE2X9Znj6hMwVwRzn85qbqTbuq6wuIIBnFI3M4tsV/+0J/WWsgJCEChBa3DZdv2xPdMVIdKilC+rJ2ScZ764LUWT0Zl8DhcDgcDseLDFe17XlQsLJm3MJ6QquNMgpkBNGgmROkikbuGxMBwfhtOxUggh8OTV1/ijplVgBBydqL7x1/ZJKWHuEDnkW0Y0RuH+Ede8Z/fmq7FtXqqTWj1RQwVLHzswLwifHKf+2JQpuyOlw3bo/OKwBPTdo1k4o2elmXX6W6b9SWSQq+ur7yDyu8WhYGHxqXPaGdlwZBq20Y8eI1Ew9NKIEgoAL3luz6kvqvndWPFSp/c0RHRquM9m8ZtSmjNldkccZayDMTcss+FaciPDFmlrSKgNcOldaM+b4xx72kVZFW7JTFd7ZUd1VSVkkroysW6HrnkM1TWLMv0BIaTwSi4qoctIGgKtDAQ6PVV9w5Ns6MNrCeEuvtDu1zBXPLnvC/horfO2V2RmlqPDUla8YEwGeeNRcOZD0oBVpl1k/x3jHRiEIS4P1jUqah1aItrAWoRAOYDAGRkpU3r5n49Ygn4kFF8W/B1pK9ba/8dMfkvWd1zPaVIIKor2ws/vkTEUQDGtAQGa7Ko6P2JztLXz/RXDw35/KbHQ6Hw+FwzvgPlFaNV82ykJCwgETQd42jFBpQHZMLFXyIBb0lrdGrZ6uJKn+5o7Axai3a4COPTd50+qyA/OQTow8VAhA+q5fN0S+ZhW0F87WNdsh4t+7WP9geXjzHH8wJwFDkibFofsYH5JGRKLRpoQHU9lIUV/0dLhrQCr3BbFOlM8Xrd4afWM794pk6Xsfaf3xy8qFJDeKIVHT5QtWb8m7ZFf1gB0PwqnWYny5eMj/z8h65bjdD4vGR8uI5ecA8MlKsvVqw28tiQQu7dgyUqCPNgbQmaGEfHCntrnpWGcJ7YtwWYbJI5hSuaMNYVFZiDT2Aw6XoicmM1cU27bV7AOTqjdEUctrKkbnKeX3evJzcMGxv22tK4l8/0nLrcOGcOXnbyKDG2gncsbt8Znd6RmcaJ5nMSZulrTYO8CuIMOz0Uxb42paxu0cVIAtSxcuOyCxMew+MlL66JSpLanPV++hjY186sVNBhaL+z8Y4R8OuzJq3D6ZLhl9dX1wf6orV73uwfG5fLqfdr4XD4XA4HM4Z/0EyL+dfd2qXqs05+8n2yu0PlgB1Sbf5zPFt2yergKXIS1v1Z5flRThxbP4Da8e+stV7cEw/NB5qMf+yQRHy6tn2yqUtx7X7mjTkRfPCS+4tPl7kXzw81ZPOr2xNd2JkVKWuHyqf3RdYkZ9uD4VKaAD9xCQhFuAzBcIKrV3e4de7OIvgmRL++tHRf1zRnm1qFk2hCP5tc/lTm6xQv7JTvnxi20DaB82b57e8ZU/18gdKO6v880erq7qCc+fk//7J8RHr/2KHed0cRMB1Q1bixF5RT0xZCnaXzYaiCPyVbRLQWiCy/PunSpb6hNboqXG1K9Lf2VJ657w8FQB84Oj2D8RFiSFlK+fePWEnI0T+B5boNmUfGrc/GIoM1BXz5QsrOjNKg7hikXly0r7l/qm1U5UvbsTZ/VbXmuRRGJF/8uDU7ad5C/PNWRO1cSBo5Y9mqW+sao9tMuIqx2K/v638obXW0Duz01x9Ysdg1gfsJYPp9xxV/fjjhZt285ad5rmJyqJ88IHHx58uiIK+fMB+8tiO7sAT4IrFmZ/vqPz5I9GIYP2kWdHufoMcDofD4Xjx4GYRPQ8IapBUFIbAx9eVI2BpXr66uqMvUCCV1UJjQaEGmfflqBaKMpbWWLlpd1hWukXjGyd3nNCR0kqDSoPHtARfXp3zxYyI//dPTLb5PK1HQ+Tm3ZWClSlj14wYQs/PWAifGo/iGWnrC1WIzqtoWXumVstNXtJmId6XN9tPPjERz6WrHbotQ/7xiYkyvFYl3zi5bX42UIqKnq/Uq3rSFwxoUTJG7/Y9lYXp4BV9Sog7hotVkb2hvWeP8UVWd1iBfmY8opHNBVOmJ1pWtHkQBXD9ZOXOfZ4G/unEtlNnGQt8/snCWK0uB0lSkRSxH147fvtekvbU9vC9i3JWqc+vG5s09I389VG5rOdRkaSmt7w1eMdgilbdu9cMV4QkRRE256Hbx/Zq+msbyhAhaPcLHQuEVmgpUAIlVBDChJZXrZ0siM4x+srJHfOyAUBCKeGROe/bJ7VseW3r02fPOjLvP1mofnVjZMFTOqIvHt8xK+XH59CqvUvmZV/RS7Ecrhj3S+FwOBwOh3PGf9iIRLT/sXnqmSmC/hvmeqmkbx2sthAlNBQjIk8X5VsbLazXqmVhi7e1CMAszLFLS3NbCiFWtKguXyD68QlVFb6s26PFrrLdUjS7yjIFJZBTuxQhO8q2AkbkcEkAtaw9ao4NXzA3GMxVLYMvb7Q7K6ZRg4zYV7E7oxRg5mXY4+1fdOzoPJRAmWhbSajw8tk+YXeYYLxqnhkPR6DafVw0kNGUoZKEWnaUbVzhYmEurl2hHp+w1urOACe0+BcMZDVkUyV9957yflM8nyuaL2+2ENWh8MUTO9LKFkU9PAIhe1PRQHb/EOySFoiWKv0H9lYhClAQP23LZ/UqIPr5nqgqEKHabx4pCdqhUnjt0MS12yev2T55zdDUT7eVthWjTVUf4s3PqTm+IURokjIVUFrpPJVSFMUH9pXLyqP1/rjHS7HaKD9HKDFL84T4RWeMHQ6Hw+FwzvgP2hUDoeCzzxT+5rEo0nJKa/iuhWlCMamSpoT42TBOuHXi2FsnVt88+URZtyjzmeWpfp+jVcKqntT+vdoI+FCzUwDCiYiTkT1/bjatUGbqhqHSM5NR3G75wjnZNla2l7m1GI2GdluRSuxlc7NMjB0ApIH3L0xR7Lh4/7K+YpMkA7GQ8Yq1BEV6AuH+LUUwJ6VFaMGRCgFzbl8up8RI8PSEvW5HKOId06rO7Q86WBmuYMNU9OyUBURZe2y7gkCJvWV3ZGlO6ZQU5A1zs10eI/LTTxZDK/WyyqHIVevKFUnNDqKfnZpd0UIRPVWJdkYkZEkr/QOyhvtSHq0Adv2UQWJkIfD+fFGqVfGpKfnA2vGywB7w9AKo2/el3/CgXPigff2D5vUPqIvvM4+PFSwNxfSmfC2aEFpuqdi3PzD+1vtLl91XfMuDk297YPwbmwobppSIkOHxHQHg1523siB0T1oBtmLd9DuHw+FwOJwz/sO1xWIEd+6tfPSpyhT0HD/60akd3UFcCIKEeEYAGQ3N2gn9VMFOURPR51foSwezpPWV1cJqvX9HszmmqZICHwh9pQZS/sIWCvTPh6J1BSO0eRu+tMtb3emH8G7ZUb5/pFKwfpeqnD2Q0UkKLQBY2ssW5JYEFWH0lY2l3ZEkJYEBrSiiIV44Uz2FSABlBNrzAKjeQC/Ka0Aen6xeP1y1Spa2q4EMXjqboajrh0rrpyyBdkTLWn2SVapf7qqIsqd2eVDS4XHVLAqwZsJ7YrISu3MR+x9bij8cikSZdy/0T+4kaQmlFD0KRE1GkXD/GoLlpKcGU15cRVhEQcjlrfpTyyhQ/2eT/cyz4zNer6yKenXUp6JeFc32wl4vTHtalC+KFWMBiVtKj0f2e9vL3x0Kvz0s390m390RrisgrRQYCKQUhXEz6/pzjCUiEwGuG7XD4XA4HM4Z/2FbY2Xxg22VCL4A5/enuz2FpnZoRlmCZ3TxuyfhyCwpBrQntQUKClCzfETa7ilZO33YBZi02FsGIF2eZBQV7IKsgOrp8WhLUSiqJ2vbA3XyLA/Ce/aGj46GFjy2PegOlEybfca84gdXtPqwIzb16afGBYBShOoIlCeRtmpnxYYHeLodFYlbeXR6YgGPWJij0D5XkG1TihLNT0ODL+0KAP++0erOkgj0ke3Mac/SrhuvDFUUoEYi+cXO8nW7ihokjKX35JiJjfGzBXzs0WIEnbL2woGUQkBQgLyvev1QFLdOoXxAa7ldJQtqQBa1qOYTpVJvWZCdF4hY9c9PR/vC/dMplOW5vXbta9qfOLvzybO7nn51+8PnzFrZkQtMJORQ2VTIuPFKRqnjczw+Xz0+X9JUAt0byOK8pRWhemTcWpBNV5mC4SpBSStXC9zhcDgcDueM/3CNMX64Y/I/t1ll9KKM+cvFaTLJcU36DBMCLsjqi+bm/2TQo+hIUv++tSoiVmRVu9IGzxX0tUOFilgrVmBFJLLyxafHR0Mq2IsXpGO/dXybB5FRBDcNW1F8fX/KA8+dm/FRvXmvXLPDKkaXDPoeNKiaTBtBc9Gc1KePSXm039iA0VDDWgvbFeCPusWoaNOU+vG2grFxSzkRsVWR64dDiCbMqnaPMEK7slWD/MWwqWgt0EtbPRF97kDGR3j7HvPYlHgSvn0gS0oYySefLBjxCfnU0/Z1d0fn31P9xbCAQolu3mNE7MZCdM5de3dK0EL7nVWpY/JaABEPsBmYyxa10NqdJrhtuCzWWIlbMlsr5rphK8I+T14+K2MZ1bOWKchS/cUiX8hR6rtG9jf7FvSU7tC6Xat2zVYPHVpmBXxtH2llW0n+5bmJyFohF2V491nd95zZ8YElrRqRivTxbfrM3txR6TKAr2+0d++LbK3NthUzHtmbdlqhdPouauxwOBwOh3PGf6hsK0Vve6hSEJmdLl9zStucnG9ISxrYMK4LlhhoCvGmeem0WIDf3xLtqAgFr+3PdulKBXzz/aVPrRutCCGwrHxv6/hVzyoDtSIdfujoVkIIHNfuUUVGcXMJ2oavn59RwqNbvO6MjIT6kUk/jejcgRwJTn+tT9In37c4d0qnNVAGBEnxPPCLx7X1qdCIftvD+K/dFQsrgskIb39g9Jd7PNAuS1dO60kJNKCOa1eisalIAT1Uj2n3Fc0RWd2flX2S2VliHva8BRkAvxqp/ny3teSJ7eElc3jxXFwyR72+H3mKUN2521TEfm59eWMxRYs3DgTnzMlYaEMa0hAE/vSI/IJsZKn/6vHq+koEREIpwH72ucLXt1QJe06/16Ih8BuPAaSmfvuizKIgJMTIdJNKEKCIBQwRERFMJBDK549vHQyKBurDT9ivbi4aQqBD4gvrS39yf7UKfWyucsrs1KzAfuaEtCdmyHrn/apw31hkhQZYVzLn/XrPoxNCqnlZ54wdDofD4XhR4aqxPg8eHrNV+AJbgbpszYQg6XJsdHWONh9f1lZfUmB7U/rcPvuDXcG4kc8/N/EPSzva0+ZjS9Pve7Ic2tTfPW3uGdlzfAuGKuq6ncpSMmI/f2Jrp9YCo8AFWRAWoED1BebI1gBEQJmX9raXqWw4J+u164M6M0W+ts//1V4rNaNoiSNy/PCK1PsfCY0JLr+/cF5/qV2bNaO4Z8wXZVpQ+uwJ7TkFAyFkQU4piSw8KPaB3YGKa9HNzWJLEUJZ1aE6tQX0j7YUI/qehF9cnj+5PR03zA4hZ9+x97YxPVzl4xP2huFQVAAxN+2unHxLFKmkAUeA8MenzZob2PP7/S9sqG4sBi+7aeJlPehO4Z6dsrairKIv4RvnZEklYvfLQ27V6n8fm3nng6aqCDRKRVAA4he7vRNvGU06eFME9urjsqs6M59d2fbm+wuhZP5mbeXWPfuO8MzjJd68M209pI399Iq2jNIQnNWjTmiv3j+mJoDX3zN1bt9kObLXDnECPgVzg1JfJu9+KRwOh8PhcM74D5SSoVgLcDTEWFUBiItCEKmxIDQiAChWQEKR+IeVLc/eM/HIhL56vV2cHX/XwtYrjshPmuJnn4tGQty2x79tD4VKwQym+JEl6ZfP8pOyYJDBFn+utlsiAjin38+RAKzYY1v0vWORAMvbPC0GjKtMCCEQY+GJxL7QXDov9e3NE2untEAsrBIS/hXz88Ww+Jmno72h/7VtjNsmazEv75J/WNZ1XJsvoIYIsCDvL/DsxgoJvqrfy6g4WCvH5r2791oFXDLfV+D2UvjD7UaJWpSTle0pUSAUAC3yZ0uyv763UoH6xOMjY1EAMYBsK3O7pdTC3CkosQJ4/9+RGW3xzW1mT+j/ZFghqYMXHZfnlUszp/ak6gU4KKIYQZLA8CUD2eFy4SNPViLGLaAFEo+BjITRSMj4EmmrRLNgSPC8/vQXV9i/eyYaqqhrdxD0INSq0h+o/31U8Mc9AUAo+NBfPj734ScLd+/DcFX9+1ZAPIoEMGf343MrOwLlYsYOh8PhcLyo4H7lZh2HYP1U9Ms91Zk+kaySV3QH1w1HCnJEnqd1ZwFYG20oyu17SwYqZ6I3LmgJlDWiCiJ37yr/dFtpWxVtWp3dH1w0L+fFJjep/gYLc+eu8oaCAswfdQeL8gEAiH10vLJmzBBY2aJWdWUUCKAQhj/cVjGUVZ3+8taAcYsLyJay3DZcJLzBrJzRkyEUAQtTEn5nw+Qtu8sFwaIsXz+YP6UjTSjPIm7nbCCU6Jd7qpunEFHOmuUtakkDsMDjY8X7xowSXDQv20K1pRjevCcCZH6OZ81OKajkFMRGlGu2FCasJmKrOoOP9Ky5aF4242mKFcqOsv3+5sLacTMRmsV577TZ3pn9uUwc84WykBt2loZLTDN802BeU8XNTKw1P9lemoxI8I3zApLf21rab5qjsjBKzu7V/Zk0BRBbIv9z0+RNO0tToTeY4wXz0yd3ZeIKfI3rKlYE44Zf2Th5z56qR76ky39Nf/ronK8U6KpTOBwOh8PhnPEfMjMOFhEZKCLObYUFVc3gUqylgZCihWKptAVpBTSwgFgqCrykgllti1aEACKQVhRpFPzEqCV97SxAUNUqsImICERBgSISV30gRQypBBRYGkKDgAgFNsnxFRFoERJCRUh8EAIrECW0AEkDeLUdWbEKsKBQabEQgMoCCtYSSpK0ZytiGWmhIRTi45zRR8ZzF7Wh1UKBtVKrQcEkeh23dQaU0EIIkpDGMwRgaCjxcWuBCOOpiE3OWCQeFSAJVysroqrWKiEtSVgNK9CEVk3HKRCBgQACQxIgLKiVxAne7hfC4XA4HA7njB0HGGYBGU/Ci10cm7wVhYiLGEtirknWP2Ft7p40Oy1JvGHNX6PugFHbkDTHLEVEUKuUXNunqm1HiNjvxXPSkKwNIm6RQUvRNnacImRciq65FhwgcaM/AQgVG1NCxCZnFh8XAaOorCQHJ0KSFNhkfqIAtCBhmaSNxJ9DxFpQQ0ALAKLq2RNE7I6VINli43yTs2LSVDD+pGadZ3qqqT001MYp+S5+mOBM68TbRLweUB8EZ4sdDofD4XDO2PH/pjXfVQ7X7DNChcSjS86Xle3pNj/06dWKkIgVVKzcNVq5eXtxuGy6An3eQOblnYGmhqKFjJSr9+yLQC371y0xaa0UTSFiWswr+rK+UgD2Vqp37Kv6YJvH02al4rTpKrwbd5aNoF3Z03rSCkpEyjT37q3eNFTeXSwvas9cND+/KOMpJv7+vpHyjoqFqDjW6yM6s89Pi/fLfdXJCEfm9JLWaTnxj4xWtxbt7LSs7lRKUq7IisPhcDgcDueMHbHjxc07Cq95oApbC85CU4XdfvVLx7W+rj9fC3BK1dq/fmz86k2s0hNGpE1buXgOP7+yrd3zANy5t3jm3RWR6d3oCIhZlI7mt3m379IpU3ru3J6+tCfADTsK566pCmRxxj72x10+RUGeKdmVN+6L4J3RJTe+fJYCn5ysvOOesUeLugyPhBK2oXTOXH7+uFmdvgbwpvsmfzRUtlBxzYpWz2x4bWeb0qtu3/P4GP/2yMxVy3LNZ3zFg/v+Y7M6s6d6/UtnkRq1qLHD4XA4HA7Hb40Ltb04HnBATRHfwEt7nJ2xPekoIHdEmcsfqly7o2DERGJu21V8xa8m/nUzq8TcVHhCi52fZgh+c0i98d7CvshYGK2kVdlWjbyHvIcWTxRhAUs/6/OtC/KWKOv80xMVCyuw6wpiCEC2lvRwKQJohHfuKlSQggSXDqYF9td7SufeXbivkKpAzU3LijZ0+NEIg28P+W+4e2x3OTKwaWValG7V8DSt0hGUgiKNhY7gywEJ3kI/1IrQUKByqQ0Oh8PhcDicM3bs75DlXYPc/uquba9pu/uMlm5UJgz/4qHxSat3VsyFdxfvGoUWXHkU1r2yfc2Z7c+8sv2DR/lQcstI+K4HRkLRqzsym8/u3HJOx9ZzOrae03H3mS2+qlBUmvKPx7ed359u18Yq+/QUKAqCZyYsQYoukzftqhKw5I27DKB6/crZ/dndZTnvnvLmEgMxH1vMp17Z9vDpLQ+f1XpKW4U2dfu4vOOBsZK1Xzq+beO57Zte2/HKnrgssXuV4XA4HA6Hwzljx+/ijIUinoAQ79hW76K5WYjaa9I7S9Hde6qTTAE4pUs+fHQ+68ET+lDvPyJ7lB8J/Bt28IGJqqLkPGlVaAVySm7YUS1JXjy7ukuf3qVTsHNyHoDhoqEIwZ0lCGGpBOrBfRVAqsC6USvg8k62eLhrb3kMlpA/O0p98JjWrAKp5qTU9186a0l2Eta/aY++d181raI2JS2KmpSZ5s85HA6Hw+FwOGfsOFwEsARgIAY0VSs7qqEQGYQ5zTv2GQGgedl8H/RVnIUAtPn815NaPERFX3923YSl0pZx1banJ6J/WR9BbE7kY0cHoK9Fr2jzBeapKQhRFTw1GWqj3jxgNcytu6tFi7Vj5a0laERvmp/Wgrv3iQjnZ/DRJa1aUTGuA6zmpLx/PandR1hV9vNPlwUeoQla68WlMNwFdTgcDofD4Zyx43eA8th4+O+bCv+6cfLS+8eu3ZUGzEVz1JyU3jgF0IjlyjZfN+UqkDxlVmpWChDctzuqxMXfBCMW5/16dEsZPqufWe6fMjvwBaQ5oQ2g98xkaER2V+y2EjtY+vjy1g7PbCvrbQVzx65KWakWLa/uyyhi/ZQB9NJWlfUakWABQbu6y+sJNMH79lTKLnvC4XA4HA7H/zSuO/SLyBUDQrl9n759xMb9LjQqeY2/XNYhMBVjIFRgVlNoCY1arWRFlWUIZov0qkayHkXUjTsmN4UpKn1+T/SWwbwCQRpwMEtab1cpqoCPjRYM1JHtXn+K/Wl/JJKhUvjoqCG8OWlp8QhhxRiKymh6VtUDwQrWAhSd0WBFhUaqgtyMJ2UpiqwVTG7kWdCAyoICirh2dA6Hw+FwOH4PuJjxiwlRBr1pnNQmbT4FnqfUd09KL8oQtHlfQyjKjEUWUr/uIoLQmolIU2wbq4EWWLuzYj79bCQiq1rNl09szyDpmayB5R1BwMo+I4+MVq/bEYnI6+f6gcUxrRTBw+Pmrj2RSLS8A55QwLzvgRw3lHr/PcCCEFTFTETGKpXzVeogzpYUiNhaa47GqVodJzpT4k51DofD4XA4HM4ZO6bZyNTFc9TdZ+Q+sYQAqlZKJm5Xx0U5CyoBHhs19SJoipaQX+0uj4aaYl/Sk01BJoVvum/syUkqsR892m/1lGI9C0L1Z9UxOWOprt1VvmGH9UQumJ8lsbTVg/CWPZWdRhNc0e4BYiAL8oBg3agtkLRJuWIQBB/cZ/ZWPYismh2k1czWOOMpQsYjsUlbwESfMICSjOcnEWRnjR0Oh8PhcDhn7GjGqhBCwrtkQWtXEAL61l0hjQB6Sd6HMrRy+75IxFixAhGxZeBzT5etKC36gj4N6C8+PfHrUQXyxJbyGT0ZQgG0MAJDawNRp3b7EF67Hfuq6Eqjx9cRzfycQPPBMQi0hR5MA4SiLM0HhB2O+PPtRVgjYqwYESkb+4WnJgzpGb6+P6A1AmslEguK+EpIimV3QFA2ThpYY2lFjBGJIrtpygDSmxaQiq5Xs8PhcDgcjt8DLs/4xemQO4iL5wRf2qx+MmTeuzg8piU4tz/9xfWVZ0r62iF5nypeNM/vTXt7q9E3t5hf7vO0iv5s0Dt/Tu7WXZW/e9YKdJ7RpQtabh4ug4yTLnKenN6d8YE3zc/824bS5ikF5a1utT4JqGUtmlIdrWiAvoTHdaQoVMBr+vWy9Xi8wHc/VLl9nnnTXL8/rdeNh19YH909JkpwxYLwwoH2baVoLOKGqeiefRWhmpdlhoaQM7q8n+40d+yLPvpU5Ywe9Kb01oL5xQ776Lgo2Jd3uRvY4XA4HA7H7w3XHfrFgEBuHS798RoRMf9rET6zPK8t7x8vnXxnRcRblavc8oquvJKhqn3zXWN3TXpC0EYQD/QAA+G5veaa1a2g+dDa8B83liABEQmVIElgoOCodOWhV/WkISHkiBtGhkuBZfQXi7wvLG8VypSx864fmzAUYHGq8tirZwf0lBUhdkfRS28d3VzOKCuRIhkClggswtd2eT89JSfUlz849p0hAwkICCsfPiJ11dJcRD0ZmpfdvO+pimepSKOMb1VFKS1WndkWXnd6V0q59x4Oh8PhcDh+P+grr7zSjcIL3xrL7nK0dsLMScvJXerkzhQVZqX1aKliCK1UOSy9pCvdpvmG+alOzxSqZsogIvI6Or5V3r1Af2RJLu8rQK2brOypqP40ejPsS6M/jf405qTQn8YROXnd3FRKaY9cP1URSE+alwz4x7R41kIr7CqXI/H6Mrhs0HvZrGxczoJkTqkzun0i0jSFyFqq7gCndcpbBoKPHpNp9bSi/HpXuL0k8zM8uRNvHdB/uiiX0VqBKcUL56U07ETVVKAF0unpo7N490Lvs8fnMkq5qhQOh8PhcDh+X7iYscPhcDgcDofDAbgZeA6Hw+FwOBwOh3PGDofD4XA4HA6Hc8YOh8PhcDgcDodzxg6Hw+FwOBwOh3PGDofD4XA4HA6Hc8YOh8PhcDgcDodzxg6Hw+FwOBwOh3PGDofD4XA4HA7Hb8Z7QRxl9OB15W/9FUSEoNR6nhGQ5KtQCNZ/BAHMKtcoAAAgAElEQVQRxN3RfpMoEIBMtiLx9oWxiOadHo4IIWNRQNYOCYDEOzpckWS8k/+rIoi41UtdjBu/kLWhSpZJxHgBYgYxyma29ETJ6QjBZHCbrlTtDJtF1M66zoxi04c8YJkZRdT3eaDY+Kt27wC126d2fiLxqMwoJiN6CBEC+S1EAPHYJXf0DCJQO14ccCcfUgQgOOadtwatfe4fPofD4XA4ZuSFFjOOnUHiyiAQEYntpdS6+Qlrbf3iD+M1aiZtBlGYrFyzFbHBjT1jrUPgYYqsi2Ss144RYOKAD0usWccZxNjOHr4IiCRuan8xPthmscljJp5sPxEHF0VASUxiU2vF2C0LpHlxaQwikmNB0/YaokwTKc2G91AiJLbiM4nNh50Y0NjQQ0DWnmsOISaPM4cQ5bcROe0+n0msGWM2D2bt1v3NosPhcDgcjkPivbAOtxGEZN1d1MOWdfsbx4FJ1kNzrHmzGcSGsREB48hczZkkluLwxfoHEJHY8iYeN46j/j7Eus09XLER3PzNYrzLxGELMV1Mhu8gItl4vCDrgdj4Y7I53pxctPpRNL0HOFCsKY1xSK78ocTa24AZRIL1VWo3S3JKdbHm7fcX4/uo/uLhYGJ9mGYS0bDnB4j73egHiMmhJi8ZGksmZ4qm+Pf+Yv250uFwOBwOx0F4wcSME6tW+68+dggUYXM+QCLG//3XYsP1gOXBxJpfY+KzGYfyms3U4Yuoi3ULTwrIJo9zOGJ8XgcV8XzE5EAPS0xMLUEmo90s1o50JjE5AJnuLJG4xlqahUy7oNIUSk7i2AcRa88zUn/4qb8DmFmE1PzwAeJ+oWQmF6/+XMVDiPVnKgoPIdZHaiYxdryHEJtc93QxOSphk2mWOE5PsCn+fVDxoHkqDofD4XA4XkAxYybOIPkpNqFx5ixZd2f1jM8kNZSohR9Zi3IeIDaMNqZFPJNwcMNIHJaYxEfZ7O5qR1ZLEz1MMYmyziji+YhoCpPuJ4Ii00SwbiVrQWs2i/XE7ANE1AKsyfA3hTXrSbPCpmhoLSd7v8s8TawPZ9OlQVOEtmmV30LkfnkVjQzg2hWZQaQ0Rg6/rYhDiKxb4hnE2ie1rO1Gpn38GFPPSD5ARHMKi8PhcDgcjpl44cSMG2nBEnuFJL2YjVxjSTKPk5l2bKSq1uKPM4p1f1JPipgej3we4rQgZ2xhmNj4xtTBwxXlIGIcRT58kbUcggPFmqttjkwnqcdN7phN+cginFlEbfNSO4omb5t8bZ48mbg7NvZGOVAU1kLCNZ8XH1VzOu1vKTa847Qlai8AmiazTRelno9zEJG/SWRt7uLMYm2cZhTrx9qw77Lf9MmDiDItZ9nhcDgcDscL2RkTTPwXWX9TTDZCwCQbYj3LNVmtni0xg1jPO47fQP9OYrz5uohGdi0bia+HK/IgYsPNHp4otfmAB4o1N9sk1vNS4oi6TBPjDJIZxdo51PIqasUppJb/QsG0Whc1n9uYzceDisT0yWuJU5zmeg8Qa/7wICKaHHA9OVeaKlwcRKzP0zyEiEOKcjCxeV8zitg/j7tu2aVWX4QHF+mMscPhcDgcLxJnXHMBlJrTEamXNKCwFgmuxRelkTNQfx1+EHHaNKjEtUhzabPnIdZKRNR8uCTJCqyrv7sYz3o7fJEHF5vK2NXEugWrBekPU2zOD5ZGnLg+90uaquo10keaa1EcUkRzZTZplKL4HcX4BpDmbF/5DaI0eeYZxWl50c9LrEW42bzN/cT6oDRi4NMqemC/0WsSp5f/cDgcDofD8cJ1xjL9P/d69Ku5CFc9PbM5HSG2E42ytQeKEnuPZBYaav6Wjb0crlizfWyY8JoLqjndwxUT3zSTWDvQwxVxcDEpcTy9zG6tgh0Ts314YvOgYL+LUrsiBKa7TdRyElhPuDhATEaoNp9ueoz2UCJqkddDiajNKIxvgGkzCn8HMSmYMbPYOOYZxXpy9gwi2Mi/aTyLNdf5qM87PITocDgcDofjBe6MUZtD1/wGnPXoZD3HtmakmDT2mFZpYWYxSfgkmkoWxGIS+z1ssVYuF6ynbjT5w+clJvkiM4tsqmx2eGKQUR1900QvxfZepvNJGkptyaTcBJPOIHE2Q12sObKZxKa+GPUZc00zFZuSr2smD7XMCqmlQxxMJLj/bLlaesDvIDb2KM315hKR/9fExngdRAQPIjYOtRGAFzRZ6EOI+52mw+FwOByOA3kB1TNusn71QgxNeZTSqE4M1IoXJ9kSZK04bVIxYbo4vZdEYuP424i1Zm+SpOpKvfVeIxp6eCJrtchmFJsigr9BVPOWB694J1u77ZZHq9d8WiBM5YJXvVctOpFBpvL9j5gtaxu1d4mGxWdzqkVTl76mazBNRFOhtFoBiKbGbWiqZ1xrNwg2zYFrFHM4UESTmQbqR1fPg+FvJTZnG9dujwOyDf77RTad8n5i41Dr16bRWvA3inC22OFwOByOF4MzlnrFrSYnWS9MVX+tTNR6H+c79PwVzLZBeVIat0PPyL5tDRfcPBOJTSFmLyAgUZVeCoCEVRCiNAAoHX+UrOIFCOPvPaYysEaqJYE0r0g/AMCwCoB+IFGVAJSG0rAG1rBeZC7IQGlUS7CGWkNpsQbWAKQXAGBUTbyRgH4KgFhDpRFVk8HxUoiqEIjWDDKwBtUSQIowlYWJ7KZHooevTx4llIKXkqFnou1P2t0b2fDw8SDWLHrTOE0XeVCRzW/um4PJtYtY7ytHKBXEH1kbNmL5iUPXys+m2geUlxExlZHNpjI+rQbetE7QlANEUlMHABCVkoNVfsNW2rC2nCZ1chfYsLlSBHUKpETlWFTKB2BtlbVNiQ1JRWprw/hT2BBUirp+c1kb1k8z3m+t+YgmdZPNNSI2XlJstb5Ass34eGo7jU9T6aB2IlJbMaxdGKWorQ2bvbBMr4TicDgcDofjBeyMG43Gkrfysl+DtHo5Nz2wzHvpRXrhCaq9F34KIrBGpkbM0NPRvT+K1t0BK43QJJpq92ba0m//Isjwl1/3z3gb0y3l73/YDj+bvviTdmRIzZrH2YPRmh+H9/7IX32h95ILy9/6Sz240j/1TWzvQblotq4Nb/uaf/plamBZ+RvvQ6WYvvyfZWqk/O0P6P6jUhddWf3Vt6IHfh6c/jZv5avs2HDlhx+TyRGQ+rhXB6+4gum8nRoxj9xod20IXv3ndvfm8n9+mF4q/a6rUSmUrn43bSQiqv/I1BuvkpEhu3O9XnpG9brPmefWBOf8lV54QvnL71RzlgTn/y1z7SgXzFO/qv7y6yC9la9S85Zh7lJ29FWv/wJGdvirzlcLT2Amr+avULPmV2/7KqdG0SiBwFpviellGX6TiCa5fomk1slOmoolBO2Dc077ay83K758ex769ugz1yd9Srwg139C57ILsj3H6FQrlQYQlccro1tG1/1sfMMvxVQbN0VcurmR0pGI6e6jele/N921SMRMbLxz131f9rOzB175ifgxAyKV0c17H/1ecfjxntXvaV34smnizrWptoHe1e/J9CwFUNr91K77vxoV9w6c9Qkv07H1pg9BZO5ZV4aTu7b/8pPdJ17euvDlw3f9U+9L/8xUprbe+MGuY9/QdsQf1fy32fGrz/Sf+pf1/YaFPXse/lZh+4OtC07rWf2u+g285+HveKl8x9Lzp7au2XHXFwBpWfCy3tXvAbDx2veY0qif7x545Sep9Kafv89WCirdOu+sj/utfXse+tbYM9fPWvmm9qNfvfHa95jiCCB9p7w/P++kiQ2377rvaoFtLgQurlW0w+FwOBwvAmfcHPxK3uAnNRuSAg5xXq3qPyr9ti+o2fMbplmEJFNZ1TVXLzpR/vVtdvu6eqOQercHEUApNedoai/Kd+i5xyDXoRceb4efZe8ipbSac7SeczSDdPTQdezo0wNL9cCy9Fs/B2vs0NPsGvDnLkFhjLl2PbhCtXSha64eXAkv4H9+RM1bpuYvR3GChFpwnB5coYqDYeeAmRpR2bbU+R9EttVuf1LPX6EHV1a+/2F2zdWz56tcB2cN6AXHRff8ADZCPHEs26YHV9pUFmFZD64ITr+svH6N6pqrB5Yy3RKc89d6zhI79DT7Fvtzj7FjO9kyyz/lYimMyd6t3nGvZiZfvfnfgws+BCqz6SHVu9g/8x1214bovmviAHOtEUd9ml29HdxvFutlwaa3XakX16gtovy+U/6sbdEZ9Ws0VrPIQnQc9ZqBs65UOpCmBi5epj3VPq9l4KRdD3xl131XQ2ySd9Ew21LvwKdT+XmvvCrTfUw4tUtM2H3i5VFh3+S2NZnuo+mlwvEhne3M9S0PWues/+Fbg9b+bM+y6thWne3M9h7rZTo3XHvFrJVv7lx6fnVqN8R0LDkHYrfd+gm/pSfbs8zLdvnZzmzvsbZzoQqy2d5j050Lqbxsz9KoNKZ0kGobyPUeGxb32cqUNVWlU5nuo5WXro5vV6l8rm+5l+3c8ON3UGkv1QrAz/coPz2W7fIyHfGRxKecnX10rvdYEUl3LSpsexDKz/YspfKoPFCU9jKzjwra53Wf+Lax524K2uZke5aRGgRVkJ93Uq73WIjseuCrtNLcEqQp5djhcDgcDscMvHiqtrGjP/Xmv2fXQGyIY+rfA2C2LTj7/fACzFi1TekmPw0AetFJzTsXEdWzkLMHk4Gbu4TaM5seKX35ndUbvwRADSyzw8+RZHuv6j8aXgCSbbNV/5GoFu3YThGo2YMiglROdQ8CZP+RbO8Of/Wd8lfeEz12C0kobXdtZKZVLz1d9S6WajF8+Be1s0gOJBkMUh25mu19yY9t3ap7MHr0xtK//Ul45zcB6IUneEvPAFXlh1eWvv4+VIuqd7E+cjWUjh6/rfyV94S/+jaAeMT+e6q2qVRL38v+V+vC0/e7RjGZzkU9J72Tym++cI3L56W6V70j138cDlmLLd25MNW5MCrsXf+jy7fe+EEAXSveGC9mq8WNP33vpp++V6xJzzpCp9sAQOyGa67YetOHSaY6B6n8bN+xAIbv+qehOz9DMtu3AmJNZQqAl+n0crOVl/LzPV6q1c/NikqjNixheoe+PQ9/57kfXLr+x5dXJ4cBmMrkttuu2vSz91Unh9MdC9NdiyY2/frZH1y66bq/MNWCiJRGNqBRoRgAg7aB+IIELb1NzUqaLj8AINUxmO5c1FhX4OVne5kOEfHz3X6+p76Cq9rmcDgcDseLyhkn/kAaU6jq1RviAgr66FP0wDIq1XCyuzba4WdRS0sGoI84SR95cr0PQtwzOf77wEiamrtEtcyapmtfD66omZesiMjEHpkalZHtJBFkzMaHRITtfaprLqhAxfY+3X+UlCZRLTJIq/YeAFBaLz2dEGbbSCUj21GckMJonLEbPfhzKuWvfr2at0z2brXbn2LSquOAJ4VUTs1fnvwQZJhrl8l9KE3I6DBJplugPQDMtaMwZvdssSPbmWkjKVP7UByXqZHYi89QtY0zFWg7pIiGUY6/maFqW+cx580+/q3az9TNfeO06HUsOSdoH2ANERPHfesLaz/TOngqpjetaK7aRoBeikqb6lQ4ubMytgWAl26rGUcblUZLe54RMdSB8tLxFqLSWHV8OwAqX3lp7ecAhJPDsehlOkAVFfaQ9POzg5Z+Kp9kqmOh8jPh5M7YNDdXD7bVQlTcZ4ojsCZWbXWqOr41Ko6oIKODvJiyKY7k+o/T6RZTHi/ueGTaZVV+0Nof38KpjgX73ZzNbaKVn832LkdT25FU24CXbgfgZTv93OxGir6r2uZwOBwOx4vJGddshzQ64EqtFTQgEDW4shFitKZy7aeKX3hj6Z8vLX/1vXZib7IBP+2d+Fp4qbjxcNJkenpDMsSBv6iqOvrUohMbtkQEYvXilxzq+EZ2IArZOpudSShX9S1GukWKE1KcZGu3eEH04HUwoV5wvCivedfmufvCO79pdzwTrb3ZTo2yb7G39HS7bZ2Up+Ls6v16+4q1APTCEzA9DJgU3BARa8L7fwoTBq95n15+VulLby1f/R4pTdZdlN2+rnrHf9hND6P2hFBvYFcP1Db/aSrRfDBRmt7Wc1pTaKXaj3xV96rL0RTFb4oZi07l8wOrSB2LJixt/tn7nv3uGzZd9/44tzheMtW5oGbg6+8OaoZUfptwaL1OdnLCSjcuijSuTnVyp4gEbXNTnYMiFkDQ1q+DfHVy2Ebl5ntHRKAUvTSapuIB+0VsqdPtHUvOAdTuh/7DVovN7lYFuaC1r7TnaQCp9gFMC4o3eXCxAPJzjm+eKZmZfTR1UB3fXrPX9Xz65mvicDgcDofjheyMazaIaHQgTt6nJ4WFlae6F9QDkDI1Ej30C5QmUBiL1t5qnl1Ttw56wYlsmSX1AsjTO9jVHBvMc/dJtRS84goE2WSbk3vtlrV6wfG6b3FtY/XayrUVJ3ZLYVQPHKO6F9qhdRCrB1cy127HhqU4xt4jIIge/oVM7mN7r+qai6Z36NGjN1av+Tu76WGZGjXP3ccgw5ZZ0ZO3M3Hx+xlg2H1bZXRYL3k5Wzrrtqw2PgnRXd8N7/wW852pi6/Si0+W4gTENraw6eHqNZ+KnrgdIs31hlFvC8GmhnT1whE4iJj8JCINly21QGWme8m8V/19kO9pjn03f6/8XHr2UXWxMPTwxJa7ouLI5Oa7wuK+mhcUnW4HmiLcrFddqIvxkubQd1Rz5JXa1+lWAGIjaRqfZg9ZndiBOHuha1F577Miku09ln6mvOe5JAu86aR6Vr3jqEt/0rn0vP122XxD5+euyvYtL49sGHnyZ9MtvaTa5vqt/RObfmWjcqpjgQpapq1a+yGcHC6PbGwZPMXL1G4ApdsWnWGj8thzNwPIdC9p3Nd0WRQOh8PhcLxYnHHDqMXeoN5ogokXpNLUPuov6KMqwkqtlhulONbYVK4NQSqp3AvgwJZk8Uyl0oTZ9IgaWMrOOcleq8XokRuY71SLVtVn/jX50WR9OzLEnoVsmWWHnpHCmOpdxEwLJkcI6K65qEzJ6LDdvRmk6j0CzTFw7cFLQXmE2M0Px37GbnoYALwUvCBOjWg4pMJY9OiNqntQ9R3VVP03+Zp01wsr1es+Fz3wU2ov9YaP6jkN6wkRKA9eAOU1ElQk7uERdyxpVCFuiPVSEAeKSTM3NhfYqz86KC8TXyAk9c72i1ySJJtTvU21UXDMRmyg0EhuZqMUHJv76oH7xWtneNZqLDnvlVcNnHUlgOr49viuODB1xZRGSKbaBoK2uYWhh8WGme6jqXRldGPz0MerR+Xx6sSOOBI8/fGu0eakZfAUpbzijkejwu7mZx6CLQtOJXVxeK0pjwet/UFrb7Obb7h/E448/hMv29Uyb3Xyy+ylcnNPNOWxysgmAEHbXCSV2uq9U1zA2OFwOByOF74zjn1Q3YnWEgYSY9mY5jV9RletRd4MXifuA0LWuydIvVByfRm7+VEADDI1c2SiJ++Uyb2qpas5MLuf15CpfWzrYa7dbH9SJvfy/2fvu+PkOKts763UaXpyHs0oJ0uyZEsOcpBzBNsYBzCGZx5gwrLwWPLb5e2Sl2XJC5iMgQXMGmOMbZwTlm1ZlhVsK89IM9Lk2D0dK333/VHpq+6e0Yiwi8x30M+aOVNdXVVfaTh1+9xzmxdBJEHTYwCAzQsol6JChnJTAIB1bbw01C55V+yj98hrLwVANtQDxCgzznJpANBu/FTsI7+VF55Sck3MLXeBUcSq+rLnCMcBLMmLN8grzjHu/Yr5zC8x2ajd+EmMJPxLJJ9yZeyj96jnvZm8MX6cZCTn2WHupCuNybNmOEO4fZsDAgAw20wdfCR14GF/vYIyv38BZyDDjhcvDi4UQ8bNeTlWzZhHpG4B2cb0oadGnv/OTNsY6X4i0mo7UVKL49166qhW0wlEhbEDJQofACZ339177wdS3Y+ULYuXvC2rVR3riSjT9yyUPJYBJjvPBCBjesjKT0haQonWzXRU071Pm9lRt5UQQEu2A4CVn7QKKQCI1i3yeyCdcD2R2iYgICAgIPAqUcaBJqJgnJo7YiKYUoFus13gvAxkR+hzfC/JGL1hx+Vgfbv8DioXuUn76G7i3s4XO0FyRGZCUjRAiR3dTeNHnSxbmh4jAKlxPtZ3RN/5HXnZRgCQ2paHhFOyUWpZhPEaACBLByKwTQQiQqm+XWpegNGqEilOqSE2dKBSbx44JdjoGz4Tfed3IVplPPRtsE2paQHWNAdTOeLVUssirGrAIJ+YnzPnDXmeK+nPtwvKt8g5WxEx07u574GPG9MDbpoeYpnDu4wkQEmpuLF3NSo0lh2zZhyIUWIH77h530+vPXzPe7NHt860vVmYImY6vYN6qq84tk+SNWZkjemBsrsTyDKYmSu9eTh9HKlfpFa32cV0bnB7iVRV4nVabScAzr/y3yJ1C1BSapZeXPqQ6MHKT+RHXvFvgGjjUkSM1C1o3/RBANCq21CJca8pyX4WEBAQEBAQOHGVsZNE4UUYe+MlQvVgp7IYOCUomOVRWnQkd0KwF/qGwShdD/ZoLzvycslR2D3b3O1sk4ggEgdJgWgSAIBZxGxKjxIRmDqbGmZDB5x3Z6lhVDSsawc9D8SomAUArG0hUwcijCZBkt3iNLP4gyQCdEe8IUgyqFHfOAoAYBlWzzb3xGwL9AJEEyDJGKkiIrJ0YjYAQSQOtg2WCZJMRp6IUIuDpKAadVQkVDVisgEkyR/F7HhV3HefG+mvkpMigl7J3p37YZvpnicGnvp3sgpAUC5/7WJ6+LnbBjd/fXDz14ee+cbU3nuB2QiAsoJKJGjaY5az/KFasZdwTQBkm8Tc6AlJqwKAoEMOJZQUJd4AKBHZ3q6IPAlLjtXYGaqixmWtCgBsI0vMJEu38pNEZOvTxvSgnuoHIquYrvTkRoASSCpICmeSkKRIUo4kmaUzI59oPwUldeLlO209B5LKq1U10SxHkraRI2ab2VEASLSfAii5TyCSwm9PzM4P7vKvpFbdTkTM0pllEDMlLR5rXMY9CSCJgrGAgICAgMCsOHEmfTiKzHVNBsZarxgGUG4PRUfCYQnhykE/HwH4icdBgxnlpqx9mzU/Fg0AANjh7cBsQGQjPQAgL1qvXftxeckZiMhGe5HZlBoBAJoehcK0ffQV1XnT7ATGqqWmLuOBbxqPfEdetjH2nh9Kde2QHgWzqGy8HpMN8knnISIbOxL0tzmPAgypkAaU1HNvBjUCKNH0KFk6+sfj1NAzY2xqQFl5Hlz7cXnlJgBgA/vAMuT2ZdFr/689uB8icZg4yg7vgI03KivPoas/Ii8/CwCgMB1774/ANIrfezdlxkMKz9HBnJwimJGEEON+hu//oDjR3ffAx5mRLbN0u9VmW8+ObP0ulFhpAdRorTPn2dnS1qfBS4KjktUFAAIjPeDYc+dd9E9ypBoRs0efd/rqJDXavulDWnWHJCnF7FGnsc8z73qGZaugp/riLSc1n/Z2sg1ELIztB7KZVSxO9KhVLUa6n5k5PdXLbN0qTFLw4OY8aUqIWLv0YidTYmrvfQCASqTplJuVeKNW06lP9RqZocZT3wLEog1L2jd9CACm9t7rn6CabJPUeLr7sb77PxypX7D8LXdH6uZLahwAJCXSvulDtp5NH3rCP+Pc8C5iJkoqAETq5gPAyPPfnXzlN4uv/0GiY33N4gvzQy9xcSGiYCwgICAgIPDqUMbeWGL/c2HHIsxnmRGvKb26MFAwxSPYgMAbCeZFwTFG2UlCiYwiZScpNwWMWVvuUjZcTYUMZSdBiRAxGj9iH9wiNS9kh3caD92mnHaNcsZ1YJlWz4vW5p8DEJvsp+kxu3srWAbre4lSQ6RolB7DlkWUT7PxI+iYKyaOgqyQZRiPfFc9/63KWTdCIWM88yvW9xIBgm1RepSyk44ItbbdJ7UulbpOBlmx+14yfvclee1llJ0CANa/hw13gxqlfMZ47AeRqz7kHI/9yuPWC/eAomKyQepYqcxbZffvMe79Mju8Q1pwinLSJuWsG8Ey7ZcftfY+rV76Huvpn1N20rkkRIG49UdIOKT3rFGB9D0u3hAQ5PWyrWeddj3vhSVheYEBBv03J0LEqq4zZDUOnv9Yn+oj8NceuXvDJa38RP/jn2/d+J7qxRcSs1Ldjw098x+SFjdzY5Iar+raCMzODb88uu3HAGAbGTM35t1Q7nGMbf+ZVjMvWr8IJDk3/PL4jp8TINhmtv+FaOPSwug+W88VRvaYmaHieDcCEDErP2EVUkTMLqSN7KhW26XVdhGz0t2PWflJVCKJeacBUXH84Oi2H5v5cbJ1q5iKtaxyZlBn+7cxs2BkR+1iRq1qtnJj+uQhss3iRI+R7kdZ0arbrfykZBtVXRsBoDC61ypMOXK/MLpXn+yVY7UoyXIkaebGCuMHiBnp7ke12i61uhVkFZgZTAkUEBAQEBAQmEVvVvJu/tXB3HZv8ScfciQUoluzJD8EgQBkJfbe25WlZ7inU8zmv/g6mjgKRKBGYu+9XVq03t2Xnst/+Xo23IPeOGRyrLEoQaIGEEHPQyQBpk56Fgmhqg5sEyQJUKbcJBBgtArUCOWmkAjitZisIz0P0+Our1RWMF5Dep70PCJCVR2iRNlJUDSMVlF+GmwTECFeA4iQnwZiWNMMkQTlUpSddAfMOTthNmWn3AAGLYHVjYBI6REwiqDFQFapMA1AmKgDRMpOAREmGzBRC8UsS4+CM5JD1rCmGRSVUsNgFN0SebIOE3Wg51hqBOM1kTd8Rr/jE5RPo9eH5yXaudOdA9LVoxVIMx7ra7a8iwn+U4mvWsErJLee9f6WM94J3gSWwaf+fXT77egmvmFQbZbkZNeZnZd9Vk00OUvHrOLBO24uju4nf2tnER1Bz5GSGlermolZRmYImA0oKbFaV2/btm1kgWwgkCJVqGhWfpLX9QSEkqpVNQOgkXDuZ2oAACAASURBVB0h23JISYnKWsI2i2TmiUBJ1JNZtI08SpIcq0UAK5+StBgqEfAeCexiRokkXQHPbNvIEbMQQNKqHAO6s6WtZ5whI8zWAUBSIszUbTOHAHKkBmSZ6Tk5kvCfNNxvmWUVpwFI1qokJWIVUnIkiZJsFdJElnO0AGDlpwAYeaXxk97xmFbdJn7xCQgICAgInMA1Y9e06qoxxxXsN30RIgCzaGrQr3FStEo9+43Gw7c5JgScd1LpDktT2wCAIJdyy8ymTn4dMTdF4YIm6DnQc24RLp9i+ZRf8SQAsCzITJDX2weZSUdJgllkhu72qDGC3JQrGwlhagQ8Qem6FSwLpicClwgBGDk2lg+CyYy8K0AJIZtyt0SAzARlJ4i4cAfboIl+54384X+QnaTMpNsxl0vrP3ofgJ/ahu5R+deGJ/1LUYl0UtsIKSgu+5eYuGY8LPMZO9fKtXu7oryq64z5V37RCV5ARGL26As/KI4fDALaQqltyJO2mWdTh/2VJWJWbpLQm2ztbWnrWTT8lfYOlxCYpU8PlJBk6aZV9Ek7P+ktgW3nJ13tbuTAyHkPBISAVsH9kffOBIDMyIIRkASEtslMN+WN6Tl/S1t3rcxWTodA/4OV0wmd/wHTc8zIAYBdSIPjEkIgU7cs3XuL4EFS/MoTEBAQEBA44ZUxuEMdgtS2oJrpCTD7yCvKaa/zxbG66S3y6gsBQGrsBFktkWLkzVsmz5gRSGH/w/w/jsSA9OePEacG5066pdcyEj0fwhxJrxpakQQCNybNJb3aK1c/nivpOX+RuOcNDFR/OHa5NKDNXQ8ABEmKNa/s2PQRP4+MiFLdj41t/xmQ7Y8Q8VLbuFUNkb6VozIJ7pgY9Ge9ULDln0C6nhHEoAxdQgaX7o8jvauF4D+KcFNe3CObkRSGCgEBAQEBgRnxKkltQwB779OUnQw+XlcjcutiqWURKhpYBswhtQ29BiV+rtvxklhKgi//iOC4SHS9IqWku/mcSSfWoyIJvHfiL5nahrwfHKFCahs3ZDresmrh1d9wMsicHxqpI4N/+BIzcmVVz4qpbf6J4gwkr48ppKqDBaEZyGDdZyZxVpJ80VxGAoWPqiLptyC6n5lwtXngAtoqkiK1TUBAQEBAYBacSB14fm8WealtnB4kmjhq/Poz2jUfwbr2QG8x2+p5gcyictL5pfoaPYHmVN5kVV5xNigRAABmUWqYDXdLtW1Su5s6TFODbLgHJFlZejpI7nWjfApMHWtagh1PHMX6DkDJ3v8sFDPYukRuWQy2SZMD2LSADeyj8T6oblIWnkrTo6zvJXn+yVLnajCLds82Gj2MTQul9uU02c+O7nars+iXVt1z9gbwzZX0Z6OUk4jeeA6fdERV0MI4V9JfJcdTwYlj5wfEyzTkzspj3AJppLqjfdOH1argkuYGd/Q//llzepDfHf8Xcd8psbqqjlNts5A9sgUluXrR+czSM73PoCRXdZwaa1jKbCM3tLM4cYiYWdWxXlJjmb7nAKBmyYW2nske2SKrsXjr2kj9QmZks0efN7NjarIt3rLKKqbyg7tQ0armnW4bmeJET9W8DUAsc2SLbeRiDUsj9QuZpecGXozULdCq2wGAbMvIDOqTh8A2QZKjDUsSrSdLSrQwcTB79AV0x5EgoJToOFWJ1eVH9pjTAwAQqVsUbVxiFaay/dsgiPMIhhXyZHgwNoSLzaWk+JUnICAgICDwqlDGs6a2ASDalrXj95Sd0K54nxPjQGbR3Haved9X1Cv/D3gaeqbUNoxXR970r1KyweWYrf/2C4iS9rqPOVOLmZ63nrnD2n5/9C3/DpGEo+qsw9shMymvuciXesbmX6pn3QgoFb5xM+vZpp51o3b+Wymf1n/3pcgbPm0+/iPjnn9T1lwUufFT1tbf2nXt2k2fkyJxImLDPcXvv0tefUHkdR83t/za+OU/uS2CzqTlICvCyWU4DtKpqVMl0pWyrrpE4A0nf9bUNiBu2SqltjnvpsYbui7/fKJjfTBt2yoOPPmFwtg+LAtoq5jaFm1YPP81XzLSA/t/dl28bc3Cq76W7nki07u5+bS3tZzxLknWiIiZ+SMP/uP0oadaz/r7ROvJe398pa1nFl71tcLYvv0/e33dSdfMu/ATzrHpU33dd91aNW995yWfKozuO3zPe7Xqjq7LPpsf2T36wg8WXvU1Ijp4x835oV0Na9/YtO4mIzt6+O73NK27ue6kq51TYLbR/+inJ3bfXd25ccFVX3G64pht9Nx1q6d6ASWl/dwPxVvX9D/26fGXfoWAjetuajrlZiMzvPv7F4WdOZ5bJ5j3x3m450IKCAgICAgIvBqU8eypbegoK7AObrWPvAurGiCaoPw0ZMbB1MNqz9Nu4dQ2t/poFKzt94MWV065Qtlwtb1vMwBYe/7AJgfU016nbnqztfcPxsO3gazJq86X558M+Wlnv+auh9jAfgCgfNpRIlLzItazDRvnO1MqWP8eNtYndawASZY6VwMAG+5WL74VZUW/76vy4g3y8rOUDdeQngsOMMh4QArPuQ76Ef9EEry+OY/8C6W2Ab9YM6S2IUDD2jfG29f5i0W2OfzMfxRG9yIF1oDZU9t4VC/cZOYnh5/7drRxWdOp/4tZxsiW70YbFtcuv6Lh5BunDz0FAKhEGte9aeT57zkHI6mJ+lXXkm2O7fjPRPu6RPsp1fPPYrZesdjqvCRavyg/uCtS2xV+VIDpvmfJ0msWX1C36prJPfc0nHyDpMan9j+YH9ndesa7apZckuvfxsvW4EZHOVLbRURqokmJ1trFlL84wb2P3LXwPdzIZYFUIEVqm4CAgICAwDFwYviMPVsBojMJL7D0ulYI94NmBAAGeo6N97H+PTQ1AJZe2Vfpj2jzJhK7vGWYz//GePg2YLYUr0E1CoDW3qeM33yOUkOoaIiS+ej3zYe+BWYREe2eF50DtF9+zHjwW+ZD32KD+xxBiXWtACDVd7iG2mKWDe6Tmhdgfbs8byUisvEjWNNCmUnzydutbb8DQJnL0MASNYSuUnZT0hCPh3T8DxVI9IUlBuVX9EzIoQuG3tjB2Ugss1/zQ1g8sYautuac34gAalVrw+rrJUlxRSexsRd/MrbjZ8AYcf7YoLuPs3WHBoQAEDPlSDI5/+z80K7i+MFI3Xw5Ul0c2z/6wg/HdvwnAMQal/ob1y69RNLizsFIalyOVDMzP7HrjnT3Y4io1cwDqOzOdVZWq+lAWXXsE762BYBM7zMjW78PAGq8EWUt2rAYACZeunNs248KY/sjtV3k1e1LbnZJjalVLc58b2d4h9uAWnr+VEFVQ7n89UkSJmMBAQEBAYHZcaK5KZxyZpDu5U5PRkL1NR+Q5610trUHDxj3ftk1BFRUA+5n8W43WOCAPVa6MznWgZpmqXUJ0/N29/PygrX8T4Nnjo6VEE1iXau/T7t7q7zqAmXd5VLzIjZ62O7bRXpOqm2V5p1k9+8x7vsyG+vD+g7+ecCL4fDEjvuxupvANVcS0JVg5SQCBm8EfMMWlsnBY5Juaht5yQmBjnMXwjW/VrzGkty47iY10eiLzvFX7h5+/jZidtCyV+LcIE/yl9k5UFJrFl8YbVg8tv2njBnoqG1mgTcs2pmr50BNtsWaVjjLxyydWQU50lHVdUZucMfg5q/nh15Sk83cE1rJ/UDR+sVqsk3WqvyFDvLnmOWTKGv+bWsbWWIWd91Dg7KVWK1W3WYbeVmLa7Wd+aFdftOdX5tHLrTC8fH4/0bc61eJBBI1YwEBAQEBgdlwAmVT+Klj6H3ej+TldxGCPP9kedUF8qoLlNUXOmrV7Tpyy6XIZ1N48WLo/bfCfGmvXYmkmhZp0XqIJYnZUEgjkLJyE8ZrrGd/xUYOu7JnyenqOTfJXasAgMwimxyUmuYrp14Jtk35tCOP7P1bEFG74v2kqPr9X4fUiPHbL4JRiL71a/KCU8wnbrd3PeyuSv089aoPy0s3cp+gk/Nc4EVw4XGQBDOSrloOyECleTp0jqR3WYNQYi8hzPGqBBYLX/sGTXgESryxdvmVKMkOySxjbNvtzNKddeMi9pwysc8BhEln53Kstv38j9pGNn3w4bJHI+JXmRk5kKSaJRc6SpIZmclX7gKAjvM+FqmZN7r1u5mjW3xRXLIjZpt66ki0aVmy63SUVT11xLsebuYGosQPHvdi9eDIQ/909JF/cc+sJEEDMdl1pqRVTR96kogSLSf7t6W/cfCpQLCghF4eBQY5baWkH4wnICAgICAgcAIrY9c34QUh+JLIFQhO2U3PBSokUuVVLREBMF7tmH0BgEwdDD1Qap751pV2RBipkloWgSSDbZOeA0D1oltj770dq+rt/c+wkUMEKK84h/LT1ov3g206KkXdeEPkxk86CcpAjPXvwXiNuuEqykxAZsI97rHDlJlENQJTQ+zQi0TMfulh49HvYXVj5I2fUU5/HQCgGkVEedmZ2rlvQjVCxKsyZ9YbHi8ZTLSrQDrnHpAYyKpAfAWkr8zKSPflXpEY+XYxJE6/evqUtxojyFpCrWrySWbmjcyg56XljM8QUt0VSQBQorWSEkVA2yyEFHzwiOUiP7qHLL1q3mlOKjMBTLx058TLd6KidVzwj4n29eVdg7w0Loy8osTqqhedbxs5Kzfm3ZeEiEq0Jta0wnFLA7P9xwACsAqTVmEqODd+wjlA9aLzASDT9ywAqNWt4XNzXBHoe4H8czsmOYO8FxAQEBAQEAhwYrgpyI8xLvdKuiVMoulx8Ktrda1Y30ETAyAhNs6XutYEYmZwPxWnveaz4FN45xEB4zWRN30OZA0swz74PBgFAKJ8BuPV9oEtxZ98kIpZTNTIi9ezwX2sf7eb8kZkbvm1fXinPbAHtRgA2IdelBatl+avtQ/vIEWTqxsBgGzLPvIS1rbYwz2UGQcEkGTzmV9J89cqay7WLnsvGzmknHIlANjdW41ff9oe7Q01vLljkF1bwdxJb+RfBdIf74EYclWQl7TLx/kShhRm+VQ1Lt0XvUYwt5rrdusB4Qz2FpTVkOa0ioFqDr1DMEclsBPww1UAAMDMjgKimmiKNa0oju4LbiOAkpqxmR3N6tnqhZuCN2D24OavM7PYdOpbuq74Qu99/8C9thSF0f1VnWckuzbmR15hlu4/IBBRw9o3AgAxM33oKcZMvmacXLiJmJ0f2lWz+EJmFacPP+3vUFbj0caldiGlp46QbWrV7ZKWtI1pd2BKsCBBjCE3gpFmJ0UDnoCAgICAwKtBGSPnB+YyWt20A0c90lhv4OlMNkZu+Bfzuf/CeK163v+SmhaAO2GY2YdepEIG+VYxXntZBuvdxSaO0kS/ue0e9fTXAyDr3SGfdB42dKCsAaK64RpMNtlP/4KY7Rcs7e6t5tZ7EACXbAAANt4HRh6r6mhqCBvnBYJpcgARaaQHmC1VNaoX3wpm0fjtv0k1LdL8k7UL387GDssdy9n4ETZ00JGtGOigUGUR5ky6kqoi6cS4+S/1xK4vaZ2t50h62hdCRWR+4KD/MOMXUMPOV5+UlGjDmusdZ3BIiY4fzA9u90fPUSDgiY9wY2Z+at99rRv/Ptl1ZnFsX8ndFH5TGtvxn8mF5zgvlbSq5g1vQ5TGd/2yquuMePPKmsUX6qk+7gRD0FNHbD2jxBv0qSNqsoU/EX3yUG5wp57qm9x7H+fVIQJoOe1WYtbAk/8678JP2EbWCVR2oCZbZa3KKkyhojEzryXbtOrWwniG86L4E7G9C43BuJhjkuJXnoCAgICAwAmvjMkth/rxxd7MYfALyWAfepHyaYy784TllZvkJaeDpIDiFiOJiI31mpt/4X3LDZf2QwLMovHEj9nhF8lm/puzwf1Y34H186SV57J9m5X1rwVi9r7NZa1kXFaAZbHRXqxrZ6O9sqeMHV3iyTKCWJVy2jVUzBgP32a+eG+ka43UvszY/Atl7WUh+YOE/sw/dyKGN315rqRjq6YKpC8oPTLIdyPffwEBCeBPei4hnZEhhL4OQ276h1/a5dQ5hdrOSkg5WtO+6SOhZyMCQBjf8Yv84A4vUdlt+XN9txTsnshOHXikYfX1yQVnj+/8Bd955kaFMDtQ26P79Mm+WNNSRJCUaO2yyyQ1OvHyndmjL8SbVyqxOj3VF9xrKHFHTcwqmNmRaP1CIzukJlsoUP6U7nlidNuPgWx3FRkjTr07or989IZa1SxFqjQtseA1bvixEm9EOBB+CvHs3F5YHfrDxRFnJUH4jAUEBAQEBGbBiTQd2kltAy61zWueQwBkQwfNP/wMbNMbHoEYiYOi8h+dW8/eQZkJbhqzK3cwlFFGZDMMcsuQspPWzgdR1dSN10vzVkldayg1zEYOlVk2Q81UbPQwALDJfm6/YWOAbQEARhIgKRhJAADpeV/DuZvWtmDzIohUASIRYhDJ5qvBuZDOSLwKZLihy0vC88LxuFnKHhm4hSuTJfOxkZuSPVtqW/nsDwBJ0VBWnT+SrEmKhpLqClM/QTl8CtysEWZMD+RHXok3nxSpm8/MAgAo8TpASU20EBEzc/62tp7Oj+zmbwBJiaKsOhNeyDaZngFiSrQG5YiaaJaUKNmGU9An2yxOHgIAI93PLa0bTAHelDsCsospAJCjSQBQ4vVWIeVsKSlRSY0572XlpyJ1CyRJyQ3uGNnyncLYPpTkmsUXOOvAPVd4/gg+/wN80zfNTIrp0AICAgICArPh1ZPaRpZuPvZDkFX1zOsw2QihuR4ExYy540Hj2Tt9U8ZsqW2BI9RRWZa980H1nDfJC9ezNT0oK5BsjH3wv4DI7nkBAAAl7aoPqRe9AwCsva5nlMb7gBhNHC3V957yo8y4fXCLsu7y2N/fLjUtILNoPnMHqBEAUNZeKs9fC3qOpUfklZuK37zF7t0F8KpObSu7SiVGC76DbS6pbUCUPfJ8zZKL61dfN7r1B/nhl2PNK5e/5S5JjQOxdPfj3ClQbmBbw+rXEYFVmCpOHq5ZvGDBa7+iJttss5AdeDE3/Ephojvesmrxdd9XYnUENH3oD076GwAY6QFmGfpkL7/D8KEiEEz3bo41r+w4/+OtG/8uUts1vvOXenrAzI1F6hYsueF2rabdmB4ojO1tmvcWAJg+9NTo9tuZmYtd/MmqeacBSL7ZXqS2CQgICAgI/K0r42DMHXihbc4YDM8t63yYD0beuP/r9vb7ldOuUdZdAVoUAEjP2fufNbf9jvW9hKbuzoVG8odUuIOimU3TYyArYBp+yxoZBUqPgFFkgwft3l3ygrVS80KWmQAArKoHAFQ0KqQpOwmy6shxZDalRsjI24MHaHKATfZDLs0yk8AsRKJcimUmqJgFADCKxl2fA1lVlp8FAObjP7S2/Fo57XWUnQQATDaQrKJlgFFgA3s8/y1yLmLye+iOQZJ3hSqQnsQKyNBFD+apHYsEx6CBbtAHcT8k3/ICSAB2MaVP9fmLaxWnAIAs3ZweOuadYBdTgY/ZP2XuOMg2zekhMzsCAJkjz5nZkaqOU4etQu+9H+i87LOJtrXE7ImX7xzd9mMAsPUMMwsImBvcYWSGrcIkkD38zDfURGOkbgFZ+tDmr04ffoosfejpr3Re/C9qspUsfWLXHZO77440LDLz42SbxYme4sRBq5CyiykrN05k28VpIzPMrKLvagHE8Z0/V2K1NUsvjdQtyBx9fnLPb8nMDz/37fZNH1KrmpiRH37u23q6H5WokRnWp3oRMDe0y8yOSEpE1uLMyGGl0joX0BYetDIzKX7rCQgICAgIzKg56UQoI5nb7i3+5EOInsHYP3I/j8FvvnfnEyOqUfeTd2aRaaAzo4P8XAYvqsHfIwFG4kAMbBOY5X78LMmoRMDSgVmgREBSgBjvNAWnRUziHjAsA2QFbJOIoRojPY9aBADJKCISyRrKKtgm2KbbX6dqoMUAiAo5JJucd3QlH9OueJ/du9Pa9bBbeuU8puQZi49J+pq6Eon+vO0wWRKF4LtWgxJkCWnFY70tVhAT4S4JVeggRAklJdiGWcAYIIIkIUpBix8XtODPOCZmAbHg7oXyErSEagzIJqsIgJIaI2JkGQQkyZocqSJm2XoWyAZAlCMARLbuv8rJl5BkTVJjzDaYG/qGCIiKJilRYhYzi0QWooyyRrYBACirzDJQVhBlsg2UFJAUsnVidsgxjpIcSYIk23qWbMPVqmpMVqPM0m0jj0AoR0CSydKBLAKU1Bh4xw+eaxjCo7CRu0azkA6z6h2PatVt4hefgICAgIBARSgn0LH6ORQhae+6KkLNXcAA9Dy4o0B4mUee6dbVdhB08iEYeQrq0wROAdjIg/MayyDSgQs/9sLLCEAPkc7kMwTQc4gApu4ITyIA2wDLAM5kS6YOlo5+aZFZYLjZt0Rk/O6LfhKdq27dLWnupF9oLye96LWA9DOIKWxPgAoitJQMG1r9lXKfQPzUNiIbbMYraHcaC7MZ2HwwWyVT7DFS2wgJzLyXxUHMzPtbMtug/KRvbwAEZuueT53IfRURILMNZusYxDoTAZClM6sYuETI9gwVBBZDALJNAIMAyTag9OVOzd+2i2nvHNxLT2aOzHzwqGUX0XYfARGAmQUMtZx6TyVYKbUNaXZSRFMICAgICAi8GpTxXFLbXKXhkRT0ewWfJlckPYuAV0H1+vc8JcbHHxwH6VSvS4qmcydDMvDVldqG4PdNBmXkSil64b5I7239gLaKqW3IRV57o0xKST/VGQIpHxTEvcctpD+KxMA3ctykcylnJUGktgkICAgICPytK+O5pLa5HV5cdY18FeYHtFUk3dQ2BCCSJGAMJIlQAttCRECJAAAYSIrn1UWwLZJlx4pMRMA3h0kSePP2AAhBAi2KsgLFHIANKIFnQUAAsm1yLQQAjACYa3qWZWI2IhBIICEwG1EiJNdIgJJnnEAnXMTZFUgSEEPnB5IMRMQYyrKrs8gGL7UNAECWnHf8H0ptC3XmeQ8k/iNOBRL94/EC2iqmthEQogwAQMw9V0nybhN3FB8QYpgMpLysoqyRbZKte89ccvAsRrZXGZcBABgDBESJiIGzpfMW3pv66yWpMWI2swrc84lzPtxmzsq6P7T5ejnn+hGpbQICAgICAn/zytjTJegrW05++dZjLhWNj7DgAtoqkm4JOZKIvPYDICnW9vuVtZdiLGn87kuUmdAu/ztKjWBdm1Tf7h8JG+qW2pYAANg2G+42n7sT9BwiSos3qGdex4a6zcd/6OxXXnupetYNGEmwsV79gW+qay6S560MFH8uTdNjzq7IKLKebeb2+7QL/rfUsdzeu9nafp924duktiV29zZ5yQY2csh49PtSfZt2ybsJARhDLervyj68U2pdzPr3Wlvvlpecrp5xrd3zotS6BBNuwLO1+ylr54POFVBPv1Zeejqb6Dcf/Bandr3r7BUk+eEZLhkO4A2TGK7yUpB7waW2+aKQc30DF5ExI4n8mObS1DbwyWjdwqZT32IV0yPP3UbMTLSvbVz7BvcS6bl096PZ/hdiTcsa193kTN3TU0fHd/7CMTnEWlY3r79FrWoxsyPjL92Z638h2XlG/aprvJdnJ/fcUxjZrSbb2s5+n1VMD23+WqxxWcOa6/Mju/PDrzSd+mY93T/6/PeVeF3LGe9itjH8zH8ASq1nvifeuto2stkjW8d2/KevelGJtp/7ITmSGNr8NTM7KmlVLafdqiab9dSR4S3fCbUVuvYULuUOuVUTqW0CAgICAgJ/c8r4mKltCLxX1gm5Kgloq0i6dWMtqpz6WpBk1rtT3XA1JOqsfc9aL96rnHQeG+2VOlZI7cugkCG9AAiYqJdXnQe5FCmaomjYukS/4xMAqJ5xnXL669ngfvPp/yRDV9ZeErnpcyArlJ1UFqzDRD3l0/KyM7GmGVFimXEaP0rFrLxsI+VSEEngxhugullecpq85iIqZmn7ffKyjcpJm8gylNNfb3dvxSd/Iq+6UDnrRmvXw1LrEqmmGWLVQETpUbIsde0lZiRBz98ttSxSz7iOGFOWnoENnZCbIllR1l1h1LUbT/wIJVk57XXK8o0sNWw8/B207f/u1DausS60E5qZJH+qNRfQVim1TUk01q9+vZEeGNnyXQKI1HbWrbyabNMupuRYXd1JV/U/+mmyCnUrrwYEZuQlLVG79NLDv3s/oNR16WcjDYus7Fi8fV28bd3BX7051rSibuXVzCoyI6/E62sWX3DkoU9YxVTdyquN6cHhZ7+pVrXWrbwaZdXKT9atvLowtn906w+TCzc1rLkh1f2YpCXmX/nFRPspVn5CUmLJ+WfZRmbild84BywrkboVVyqx2pGtPyAY1Wo6G9a+QY4kzezI2I5f2HoafNsJBfVtkdomICAgICDwl8OJMekjnNqGni7yi4pOp11o+IE7iMKTa86MkMqkn28VHvkhL1wXajmzLeP33yh865bCN29hw91gFPX7vmr87ksgq/KCtVK8BrUYNnUhIsZrsaYZFE09/VqMJc37v6Z//z2US0lda4yHbyt88xYwigCg/+bzxZ9/nEydTfYXv/du64W7UdGcBDe35w4wbLUFAFBWnQ8o2S8/VvzB3xmP/wgRabK/8K1brOfuBP/MuSxnRNR//Rnj15/BSFw9902oRjBahcl6AMCqeinZ6KW2IQBWTG2bIwn+rD3vsYU4czDvlA3svwTIfcbvDg6pSHqy2Jsk4nMAYdJV1cwErjkwP/xyz2/emTrwkBJJVs3b4ByzOT3Ud/+HzcxQtHFprOWkuhVXRBuX5gd3Hvrt36UPPKRVt8ebVzkvzx7Zcujud6f2/15NtjWsuU5SIs4gvdLT95iaRRegJGd6N8eaViQ7Tzezo4fufvfwlm9LslbVeUbZRHL3WzVWL0eSiChHkmqikV97/35AzigfFMzdG9gtrGNQoC8lUaS2CQgICAgIvAqUsael3HkVnpeVifLBxgAAIABJREFU/FwqDCagebETzuf1nLF2JtLdNYQEJQBI89eClvC/J2az1BAbPcxGD5NZIABKDduHdwCzMVoF8WqsbZaaFhBjkKiRuk4GBFA1YDbLTbGJo2zoIOWmKD1Co4edyDYaP+rMyQNTp/E+dmg7EYGi+YfhV0u5QzpZWryeDXfbB55lo700Nej8lI0epvwUha6Kd9hEbPyodfB5IoJIAtQoJBuwro2YDYjy6gtcE7JnTyHi6+t+yZcCNTcDCUF500228FQ0+QbfEOk9xaC3grORvBeYU90VSXAmfXBgVrE4fjA//AoRSU4oHoFtZAvjB/SpIwCAkqImmgAgN7CjMH4gP7wbABwGAJiZL4wfSPc8QbahJttRiVJgJS8dbR1tXJpoX2dkhqYPPSXHaolITx8pjh/UJw8TkTPwmXuRv9YQaVzsfItKRKvp4BeSOzcir8M0dMLO1ZqV9O918VtPQEBAQEDgxFbGnj5AQiJA4nrsfYsEJwgcs6pvlvD0xwyk20Lnim9PN1iG3LpEXn0B529F0GIYSTiDfF1WVgGAbAssU2qcj1X1bKQHJUVedCoQs3Y9AkTRGz8lr7qgePv/KXz9TaTnwB9YUiJR1CgicmG9vmj3DiBWHbnxU4iy/qt/pumxkoHWEOQ7hFPtnAKirDgnBcTkJadjNGntfBAAlJXnoqJyqW3gV1qpJByPQnquIukbWik0kQ65KnJAhsZ/oDd7sIwMLzefJYLEjRHhJlLPdgeVFnoRUYkgzmAzkEL/Osi2gAgl2b0BKo22liPJjvM+ApLc//jnrfwEP1lRTx0Z2fLtqX2/9xaJwpcSYk0riOzC2D5EOd60EjgTsXdiBH73IxJy3hf0PBazkCK1TUBAQEBA4FWijN1P+r2Rze6fwHPgpo/5JCL4496Cj+NnIPlPxv1CIOvbRQDqGdc62hcAQFG1i26Nvu3r8opzASWQZGX1hdpF7wBJhlyKspNSYxegZPdsA9tUlp2Fsmo+8yv7wLMYiUeu+3/yovWQS/tTRnhFiVX1yjlvUjdeDwCUHoVwElywVO3LpdYl9sBeduTlYFIwYokaprDEJyLl1Cu1K96PiGyyH/S8snITEDM3/xIKGal5kTPMD3yPhJfFFvTTzZkk1/BAnM/C9QajsyYcWTGgrZzkKs3B2wYBI4E45ud5hy7FTI9ZSryhad2b480rmW3YhdSf5UZVky2JjvVGeiDT9ywB89ZCRgA9fXTouW9P7b8/+EyDWykCiNR0kqVn+7chYqRuvp8A7T1I+E8d7jCbIFMD/cfCY5PiV56AgICAgMAJr4zd1DY/CcGZZ+cEprlagZzJFFwZ2Jl658tLmomksCvXVcbpUda/R160AaubPJ0mYbwW6zogmnCEsrLxBmXtpWy4x3j4NrAMbF6IiKx/NxUzWN+BVXWIpN/9BWvPU1hVG7np8/LaS7x5HCE5i1X12hXvk7pOtg48Zz71E1+gY0nYg2UAMamhA2JJpJCfmC9AIoU8GIionHWjsuFqa+/T+h3/D2RFWrCW8mk2dJBlJqC2BRI1bmqb24jnXkTy9TtP+tX5SiS6k1NClmICJL9Iz5PuIrhZer7rYiYSgzP12+7IGwsekN7zgM3rZC3Z1nzaO+pWvpaIjMywo76VRGPThrfaZmHwD1/JDe2Y230YXFUK7iQIbh4isk0lVhep6eSsvc5PJVmNSbIGAJIScwrPwQpKSqS2i5mF/PBLjFlabReChMGjAjnGCM8xTJx32/0wBAGQ6FgkCJ+xgICAgIDACa+MPc3nNxOhpxH8mRGO5OQLjOQPtwintkF5ahtihU/h2ZFXQIthstEXpvpdny588Rpr+/1ADIwijfUBAI312vufAQCsbQUANnKIcmlQI1jXDoA00lP8wXvt3p0Yr9EuficoWqgA6vyVS9PUIABZ23/P+nfPdPps9BBNDmB1s7r+qrLOPO5bRAifkb37SQCy9m2mkUNY24pajFLDlJuiQgYjCam2zX0VBrV4t5uNq9G7JGFJ1b6E5M3E6BmOgUtt80kkLt4Yg6EUM5J8Wbk0tY0nnWvK+MsSbVjUfu4/xFtWm9mR1P4HnWtv5caZkTOzwxO77mBmYU53YElRuqyZzsyOFsb2KYmGmqUX8VPECSjWtHz+lf/evP6tarxxwWu+VLP4In5PSrRWideb2ZHiRA9ZupZsBVc6e/aSkjToULspiNQ2AQEBAQGBvzFlTO7ICXJj15zyoxd362vcksHNTmWTbz0qI/3aM4Tb3ezurbzrl5gNAGQavqo1t95N+bS8/Cxs6ARJltuWEpGy4WqMVyOi1LFSu+mzsY/9DluXGL/5V8qlpPZloEaDErVnOqDclLntd8CYdvE7QYkCL5y546FCxnjqp8BsZeMNmGzgPbUUvk7hy0b27icpNawsPxskGevaQYtBNBm55iOOj0JqXeK9EZXusKI5YWbSLeGGWvP81LagaFkxtQ2gQmpbQPqjU4IBI241mUpI5w0klX+L/Ojew/d+oOeuW/f//IbiRLf7pJOfyB7dGmtcFmtdPcc6ajDYhL/KXAeerWcm99wDjDWsuV6OVHNrDUqsvnrR+fG2tSjJyYWbtJp53oMMAkDN4vMBJVQiDWtuBJSURJOkxoibbeOtrXemwQVxeyF5t/1MJInUNgEBAQEBgVeBMv4fSW1jw900ORB8Gu40sbmf3QMCsMH9NNYLWkxeeAom6rC6CRG1s98o1bYSkVTfIdW2Si2LMBJno4chO4laDCQ5KFH7JU5mWVvvBiOPDfOkeSuAT21TVAAA5gp0e+dDlBmXmhdi2zK3koilEcPlqW1stJcN7JMXrMVko9Q0HyVZbuzULrpVbl6AiFjb8qpPbbPyk+mDj2SOPGvnJwGYf8y5wR2SEmk57e2VdbBthf6paDG3VGvps6S2pfY/YBWmtGRbvO1kdH0XNoYL+Yihf3eIcqLjVESMNSxpWvdGSYlKsqpVt4vUNgEBAQEBAaGMK2kUVx/8t6a2UXrE2vs0earUqRkD8vkJYO17BgDkledKC08BRbW6X8h/483G0z8HAGxZRPlpkGTllCvlNRdBVT3LpcETW0GZ2kF+2jq4FQDkledZ3c8TkbzkDPnUK6XWpcRsmuh3X5Wbsg9uBUmWV5zDHzABUCHLpsflzlXy2kvlFecAAKVG/A3sg1sgVq2ee7PUtICIjMd/lP/Gm/VHvkdEUtuyV31qW4mq9//O9r9gG/l428nRuoWF0b3ErOpF59WvfG3N0ouJbD19xNlWTbY1rL6uYfX1KGuF0b1mdszMT8jR2tpll9cuvQQAjelhYpaboGcWM0eeI6Lk/LOM6QFmG9H6xXUrX1u9+HwiMnPjzCoSsxKta+pWXoWyxiwDgKINS20j13v/Rw7+1y1Te+8lomjdApHaJiAgICAgIJTxLPoYCbkYL9cO61ZxOTJwJPvj14hoJrJyahsA2Zb1zB3ALE9lhEZQO/+1D24BALlztXr6tYCS/dIjrHur3f0CAEg1zdYL94Cpq+feHH3T56WqOnZoGxh58N8oLFFY7w5ElBevt3c8SFODUvvy6C1fxWSDteMBSg37m9mHtgGAsuJsr4vPLRxSdsrufl6ed1L0bf+hnHwJ6Dl2cIu/gX1gCyIqG2+Q5q9FRLvnBda9lR18DhGl+g6UlCC1zS9Ch0dNAEBpKFwZyaWMcVF3Xm0+eMLhda9H8KltPFmW2hb84YIpykMsAMpUIPHbIACAmZ/QU0eUWH28dVXq4CP65OFY07Kuy79Q1XGqlR0tjOx2LmBVx6mdF/9z1bz1Zm5sfNcvjczQ5Mu/kZRI5yWfqlv5GrswlTrwABDzb55M37OIWDXvtOLk4UzvM2pVc9flX2hcexMiZvqetYvpwti+mqWXdJz/cUmNpbsfAZS06nYzO5o9ujXXvy3d/TgiRmrn86OfS/I6fHM9ctdldlKIYgEBAQEBgWPixLAeWtvuLfzkg5xOcJSO46fwRkaD11XnlTQR3JHRTswVubq2jHTKnGpUcdTtwS3y4tPZZL+97xmUJOXM69nkgBSvgUStvfdpNt6HgFLXyVLXanv3k1TIqKddQyghMULJ3vMkGz+C1U3qKVdSYdra+ZDUuVpeejpqMZoaMnc+RNOjCKCcezPKqrn9fsqMK6vOx3itueP3UrJROfkS0vPW9vuxcZ6ychMmG+2ju+2XH8PqRmXVBSw9Yu18EGtalLWXAJH59C+kloXKinNJz5vP/RciQiShnHmdVNdO2Slr/2Y2sF89/VqMxM3t91E+rZ19E3mRX/bOhyg9BvFq9fRrydTNZ3/lWIG9kdmejHKr6zAX0orHelsszivhWcAB+B17M6L93YA/85n7FrhB0P47gG+oIHBX0a8A+6SabKlZcpGtZ6b23U9kR+sXJ+efbaT7pw894e8hUt1Zveh8W0+lDjyS7DpTq+0qjO7NDmyL1HbVLLpASTRY+clM37OF8f3xltWJ9lPdRxcznxvYXpw65ORM1Cy+KN66mhm5TN+zueGXtOqOmsUXWYXJ1P4H5Ghd3fLLyLYm99wDklS75OJowxJmFfODuzJHtxCxaN2i2uWXyWqiMLYv1fO4rCVql15i5adS3Y8QM2Wtqn7V6wtj+7L9L3jJeOELE9b9wSBo/orNQJ5062NadZv4xScgICAgIHACK2Nz273Fn37IT8alQC7watjxufJKwku9JT9EuBKJvowmCKQHApEbzoVzJbn5DQ7JyRK3Sg1/HpJTi39eMnQ7oP9AUaaMy0grHutrtghDWjaAc7WhdHwIecVh1yXuRYaUkyHx7CyeaxfnDj1EBpK7jHSep/wjCqeFkJf8UOYUmRMJ3kPBH0MGh3cMkjCY3uH/yH/am5GEk259VKtuF7/4BAQEBAQEKkI5oVS8K4M4NRRIgMDoAEGPWKXUNixPbfOMAZ6kpiBLGPE4SF+1+H1SXIScq8XmTALX5vYnkl4JsYzkvMPI6WHO0xo0jZVOsSsjS+KXee0WNIVxMh8Ig4cLTuZVJjnJXZ7aBjOQgU+jjHR8OCX9i26BG4A3uxwn6d5jfzTp6NhQf18Fkl9KkdomICAgICDwZ8KJl9rm6wX0LRMhYyU/UjeYCIKzk4E2CSXqHi/JiRnwJ5aBP7vCH9ArK9i2VDn3LdKi9aCoM2zpWGwrk3RcJPj5ZqWk361IQWybF6+G/tdzJd25a+74D28L9y2IykZNIK8RwQ0IqUj6KXuhDjMube64yNBN5Z2FnyqHwcYVSL9WTjQTicckaQYSyDeG0Aykf1RcpylUSm2rRJIIphAQEBAQEJgVJ0zNmOv0opKhwlhaugN+OnKQIhYULUMk+OLJyVsoGftBfm1vLiT/Lq6ALlPMoJz9Ju2y92BVPeg544kfmw99G5hdcctZSPqzkMAbTIDC46a5lLE5kQTlNVjkischMtTAF75u5SQGeXyBtyAo/VYigXc8hEnObFNSA3ZewFWtZyCdvzkfSkmCW8mU67mS3lNA+LYqJZH/lxDe50wztkH04AkICAgICLx6lHEgrwi5r8mdx+vLI3RJ5PLc/DY7vweslMRAQGFJGBkguZW9uZN+OhwE9WxHOcqqvPZy9awb5EUbQFYQkSIJ7dL3SO3LrefutA9uAVN3I2c9DwL/cuIIOi4SfDd2Kelt7OvIoE5LpU8Q5KVKU0USwD9xXgc7ll4Kq/FAK3u+D84EXIkkCFaYG3LoPo8gLy450nfdlJDAOdE9l3rIt1ty05WQ/o9mIfm2uXISuX1WIgOnTxnp7zB4RPQf545Jgpj0ISAgICAg8CpQxuApPeSDwTD0d/gbDEbqhiyaFUlOWJUNikYIOWTnTpZU6ghAu+Bt2pXvR0ULXoIIsqKuvVRZfaG5+ZfGPf+GlgFl8zv4Uysp/c2dhIokXwMGX0OFzgE5krj9lJPcW4SOHSvNsibe9IrHJqGytRY4u3SIBK6aW+rZ5XgKRlBDiTd8JpK/H2ciaVaSuH2WkN69y404LyWDuDrvcYGbn+Jb8MtI31ctICAgICAgcMIrY8/SGRTj3GKk96k2+SFuEIRMOMkEXn4VVSYR/Kon+lkNjqIIsiuOmwzKnJGEcto16lk3Sh0rvQgLLjXZ+VaS1U1vVtZeYj71U2vbvSw17Df5BQVJJwED+DiGuZLOO1UkPVGPZQbcko/s3RZHmpkE8pvSwqlu5CXlhUnnLwJ+mCGUkXxAW0mshh9eUYHkLBzlpGu+oED6B4fNrU8FksuSq0z6u4XjJ521K0lb48kgzI6cq4Ql007CF2RmUkBAQEBAQOCEVsauUiRPxznCxBOlvsAL6U5fovoV5EokBaZTV1GTL8w4xX3cJBAiSl1rItf/s9S1BiWJnLa/srqdT2Jtq3bVh9Wz36j/+rPWnieBixQLYiK4T9nnTsIxSApIfw9c1IdPYihlOEx6wtbNTOY9FUgVXK4YWiTyrlgl0t/cXzOgYBj0TKTXx1eJ9Ls1PaEZqv+SryjLSAzkbGXSF7t/HOkfVUXSO1RONPNim3/smYkUEBAQEBAQeBUoY8fz6k2jIN8xQMSlGvuOWSdy2MkXDuq4lUl/6oc7K8LTQ36empeGO0fSPQip62Rl443K2kulqjrwTMmuQ9e36paRKEnQ0Bl561eVfU+bT//CPrglVF4GdMvdnDj9E0koIckL++V1rEeGhwSWkU68GgF5jxvlSixUyPUWNrTMlUiuOOraCsoGglQkYQaS91sj+cZmzmzD3UwVSE4Yz0RicCvMmeRq6jOQnt+ESk0iEDyahPoVeRJKPhgQEBAQEBAQOCGVMfEVPPSj2fwRG25fkksGYoKIa8LyWvBKSfRVtmMq8PwAfxwJiiqvuVA9643yolNBjQai1PsikJEzkxiJK2svU1ZfZO180Nzya9azjWwT/KF9/vgNzyx9DNJTnBXI0GANXr0SlBg/gs4+ChmRiWtQ46Sk/+OZOtUCU0BgF8FAMJaQnMYFPjouFNk3VzKQ7JwDBwCDzsqgHbAyCeC2KVYieUsJHBfpDZuh0CNEiPQP1b8wGGqwK50kGJAkrBQCAgICAgKvDmUMJ0pqG4J2wf/WrngfKFrJD3mHMR98NhupqOqGq5RTrjAf/6HxwH+QpXMSUaS2laa2yZFqrbo92rBYiTcqsToAMDKDucFd+lQv2fp/Z2qbEqmJNiyJt61RonUAYOsZPXWkONljTA+SVQydpEhtExAQEBAQEMr4j5DFf82pbUSA0SrllCvVs98ozVsJkgzhSjBfEp4j6fMoK+qFb5fXXWb+4Wf29t9TZgJEaptz+JIaqe2Mt65JLjg71rhUq+5AWUWUQ7KSWcwsFCe6C+MHcv3bC2N79fRRYPafObUN5WjdgnjLykTH+ljTimj9IlQ0/kgICJhNtlmc6tWnDucGdmSOPGek+4FskdomICAgICDwV6Q56UT4P0tr273Fn3wQKmZO0UyFsNBn8qFQslLyT4XUsSJy3SekRRtQ+gvOFCRms6GD+n/9Czu84y/4LtyVgvBVm520YrHeFguP/42Oi/RXTonWtJ3zD7VLL5GjNTi3MDIiMrMjqYOPDD/7TdvI8gdf8hhWzs9y96jJtraz35dccI4Sq5/7kRjTg9OHnhx5/jtmfrLCc2DFh8Oyb/n/lmxWTjr/XfWOR7XqNvGLT0BAQEBA4MRWxoWffND9f/ny1DaYPbUNKqW2wZ8xtS320XukjpXgGSGgrNPO10MzpbbNnWTjR/JfuIqMAvzFUttKegOJIyHkKwiRVizW22zBn5baBpVS24BLbUOUI3ULmtb/r9pllyuRJH+kJVc+dJeHSbuYntr/4PjOn+tTfUR2SWqbc4Z+qXVmEuLNJzWuu6l60flqvN5fIwibZGYnzdxY+uAjEy/fVRjf768dVEptg3BqG9fsWZ5H4TuSQ6TjSBHKWEBAQEBAYBaI1LY/Q2obVjfx4iwsLEOYPbVtTkg2giQ7x/43mNpWu+zyeRf+kxyt4a9byZU/JilHaxrXvqFu+eX9j39uav/9f1xqW7xl1cKrv65WtfJr5+y/ZEFnIdVEU9MpN1cvvmDwyS+mex4DYiK1TUBAQEBA4H8Q0glzpF4qFxIEAW18alsgtxy3KxE58WPkfDUTifw8MSB0ZJ3b80X+m85GAiIi6Tlf9DiAcAAFlBUvZyHLtR0ZBQqrVe8Hbg3xjyOhhCTC4GpDCRka/FdOOm2J7pBsV7OV/IHgC/LlPX9AFUkCUBLN7ed9tPOSTyqxWv8i+1fP/+/cSSVW23nppxtPfiOgXBLQFr6ZSklZq2paf8uCq77myGK+Pn28q+yQWrJtwWu/3L7pw4pXe/YTKaBCahvMIbWtIokitU1AQEBAQGB2iNS2P0Nqm6PijEd/YB95STvvFnn5WSgrcwxom4n0vybG7J4XrOd/A2o0cuMngz65v53UNpTizcs7L/l0rHklX/otsax4IpWAiJgNCCgpiNJMWyKirMbmXfhPtcsvH/zDl/Iju4+Z2oaoJNrWtZ37D4n2daE18twv4QUlZpsAACghyrMvPUpy06lvqVlycf+jn8r0PRM0QYrUNgEBAQEBAaGMy/HXndqGAAB6zt7zdLHnRe11H1XPvun4AtrKSOcLlkuZf/iZ+fiPSM8p668CLnzrbye1LVLXteA1X9Zqu0oXwcnu8EgzP5Efeinb/4JVmGJ6BgCURFP96tfHmpaDpPJbhvYgycnO0zsv+dTBX97MbB1mTW2Lt65eeM03HC9HuRHcJ5lVzA1snz78lDk9CACSVqXVdMRbVlV1niGp8ZmXHiM1He3nf7Tnzreb+fHgIEVqm4CAgICAgFDGJbL4rzm1jYtBI9Jzxl2fs168Tz33zfKq81GL8ZrsOKLcLMPu3qr/7ks0uJ+YzYczwN9SahtKWts5/6DVdvHXiq+5Gun+iVd+kz36fHGih5kFIobBOeHEK3er8bp427rqhecl529Uq5oryutY04rF1//g6COf0ie7K6a2AWKiY4NjcS5viwQAYraeHsj0Pj3du7k4utcsTAGzPXMIAkoAKKnReMvqqs7TqxduijWvgLAt3vkiWr944eu+2Xffh/XpoyK1TUBAQEBAQCjjGcSxq08CgRp0a5WTQc+dlxQb9PuXk5zoLeuaQy/7YlaSM3UigG2ynm36kZflpWdG3vAZrGutvOuZScqnjXu/bG27F4w8hAt9WOH95kRCRZKvAYOvoULFW+RI4vZTTnJvESpwlp1jUGDm3rsyGW9dU71oU4l89MVo6sCDQ89+S0/18cOjuXMhYKaZHU0ffDh98OFI/eLOi/850bG+xHnsfFHVcWr7uR84dM/f8213/qNPrHHZwqu+ViKL+a+n9j8w9PRXzNwYEINQYpozN5wBgG3kMkefzxx9fuzFn3Re+tnapRdVvB/iLasbTr5hcPNXISgVIzfrxH+G8B8IkYK0EC+ipIwMmhkFBAQEBAQEZsAJ04FH4GZQkP+311Tm1Sv9ri8CIiB0f+yEWDjbVST9XRH5u/RqbXMkvXQMjiRTt/Y8mf/KDfo9X7TH+rz9lwaKlZAsPWI88ePCV260nv0VGTmujlt2NfiXc+1uFUmameSuG4TS3Kgsz4AIZyW9S+9+6f8JfN8cif6F5+vgJSRKzae9DSXVXyD/cunpgb4HPtb3wMf1VG+43u1PuQO+2Y8AipPd3b9++5EH/1FPD5T3OwJA9cJNHed9TIokucsMCKAl2+Zd8I9O5x+/cM5rc0MvHfrt3x99+BNmdoTI5nzWQY28hLT06b4HP9b7+48UJw6V3w+I2LDmBjXeyD1GEJck7VWBvRufvy0ISleyMikgICAgICBwQitjDIzEjuvB7UHyequ8/iRyPgH3SpiIQOGqaBlJxJfZEBCJwCEJ/ZyG2UhOhHCk85F+asR87AfFb95ibb8fiM2S2kbMtgf2FW97h3H3v7KxXnd3QWJESG2hT/odgDQbCbOQbtgbN02D3HMsSW0jLDEMl5Lo5oyRX993VwLdpxCfcffuVt7d/jA3eCEgId6yKrnwXCjL69BTRw/f897U/geAGPpG2iDTzyvql5PMmtp7z+F73lsY21f+lOK0wdWteE2Q2gaAstZ5yacSHevLY9cAINu/rff+D0/3POE22/mdoMCHrlUgmZmf2vf7o49+0i6myzPF5Wh1zdKLuSPjNXGZyZzK3ufYpICAgICAgMCJrIz/+lPbPOlDPglewY5NDRZv/2Dxe+9mA/v8WmOgzGzL6nmx+NMPF758vT24P6hHlySs8WKIl9Wv0tQ2OVrbft5HnRnLoSA8Sx94/LPF8YNcHRqdhxEEvjjtivFysjB+4MgD/zc3tMvprCtZjuYNb4u3rAquNaKsJSAcogcARGzilbsO/fbvjOn+cNOh571GOiaZG9h+6O73GJmh0P0AgIh1y6902vVEapuAgICAgIBQxuXC2JNgyJmJydGkvIUWvWQxvxnM17GVSQhnsXlbHAfJ1fAQnMJzyHnrinhrz1OF295m/uGn4NUXERGIGfd+ufitW+zt94NleKVOLH858O8UlF0rbfknkejXe4P6tE/6PXeVyMD67RZ9naXxFi24JIiuVsRgSd3KckDGW1bFW1dDOAmYmD30zDem+56BwAXsLYmrGf0DAJiBRMDCxMHD97w/N7SrvAdOq27vvPhftKoW94Jb+sCTX3Aqu3zNuDjePfjUF20jW+oDJ75OfUyS5YZfGn3hhyWjYYgo3rIq0brGfQl5z13B5yblA6EBZiWFKBYQEBAQEHiVKGPi/QP8/8Vz6cUlqW3k/vF1Ms1E8vrBMd2WBrQdm/QFDZQM4yDeJkokd6zEmhZf/ZBjvGiaj21LCUNbVng5905UacsZSSjxDXNk4D+uQKJ/uedKEjllc+A83+CFDHO1W9+9wTGeKvbIqs7TeIex716YeOXX7j6RtzVDCcn7UP4/e/cdJ9lV3gn/nAodZjQzCqOXCGM7AAAgAElEQVSMJJQlMCgBCkgiL9mAQYAINl7A2Bj2XXAA7+u1jZf1x7v2a2yzXowDtggGC8GaBRkQwUYJhEiSQCAhUA4jzUgjTeruCuf9o+ree+6t6p4ZjPGO9vtdYEfPVFe41ZhfnXrOcxrF0cP1t2+860t/MFjckrcvjx5l/oBHrT/5leWr3L7hOw987+LyKLsQwtLWe+/4p98bLG2N9Y9G+S/Urhcf/P7ntt31zfzLhBhj7MweePovxOKMxuzswaqnItWaa8oPKLtQBAD23GRcHeQxXmkL9RBZRaQyqI3X2VIsj7FYrjjOmbFYPK6+4R93V+xiMZRfXKdyu19hZq597Olzr3333Bv+onvys9LWB4Zb7o8xpqUdwwc3dJ/48lW/8rH5N/5N+5Rnx7m9JlaHa0MQ0pRiCtlZy1OKIdRHc0y527w4ah5O+Yivoth4As1iKo/pyG8Z81XLbARvdt1SrOb2jnuW2+uOro1uGL2z933zQ8OlbaHWSZDKNdVdLJYdFtvuvuaOz78jDXqNURUhhPWnvGL1IafE8ascbrjqvds3fGd0m213X3vTR1617Y6rm29Tcd1Cbc12SjHWi73tG2/91K8MFh9qDPLb67DT59YfW87wjiGlyf86lL/zoZzIt2zR1DYAeDgk41B+IR6rxeHa1Lbqm/LyC/Mwbm0YB5G4bLH43r+4t/rmsbLnYGfFxo+Xm8BSCLPPfcv869/TPflZIbaG9/xg4X3/YXjzN0IIYcvGhb96Y9p0R2y1OsefNfeaP5592e/GVaPRYDFOHbJW/Gf+4ndajMsUQ9YinT1c8fe1QW+xOIdt2WKIeXdE9V4VF6VWTCHW28Nrxe7q9TNrD8kzfIxxsLRt6+1fyX+gaJ6Nk8V85tpEsapv/v4lm677aG1VPsYYY7u7ar+fenEqVtP72zdt+Mp7hkvbUkobvvLnSw/dmbIWjlCbpxZj9tBTi2miuLTt3u13XxcmjrCeX39c+YvfmNpWvZvZqR+x/hEpL06ZPggA1O0x84yLr+/L83HHkyjGncPjEz/Gfx2LFbryIN1iPXJacdSJmorzk1OW18ab1nZazKe2lUMgYmvNfp0nvKhz1ktb648IIQw23rb0j+8eXPOZMOiXr2t4903b3/Wy7uOe1znjvNZBx3ROe177xHP6l//d0pUfTZvvGu1ySxPfgldrh6O5FtXpD9OLo6c2tVhEp9gYHlZGr9o9VKM5phSLI7hHMS7LmqMzuCeKo/8vVYu4sXgNae1RTwrtTv0ZpQdu+PSwtxDKt3K8LF8/ejqV3wvkS7SNYixPBg9pePflfzyz9tB1Rz85lEutMaaU9jn+OQ9891Nbb/9qCsOU4oM//NKGr/7lYPHBh269snhGMVYHYpczlMv5E7tX3Hrn19ceeXZ5lMn44I/1x4ze0FSNkS6P1U4pNDuC6hdk+SIAMI2pbf86U9tC7Bx31twb/2bm+b/a3v+Rob80/MHVC+95Xf/qf0i9xdo38DGmh+5b+qe/Xfjz1/ev+EjoL7VW7939d7+06s0XdE55diOphv9LprbFzvz+x4+mUpSxOKThlpsvD6kfJmax7cbUtvwMwGIU2rC3/b5vXJDvgRsF01Z37pBzf6W71/7FB6Lhhqv/ctO1H03DXig/JYWw0wFtu1hc2Hjj5Pi27pqD86da/JipbQDwr2KPWTMejaEYrbOl8tjifGpb2Vg5Gh2WinbZanF3enGcy4pNerEYAJDSaA1z/KArFPOpbSGE9jFP6J7xkvZjn96aX5OWFvq3f6f3xb/uX39p6C/mo9yysBJDCMP771y48Lfb3/ps9+yXt084u7X+8LlX/UHviJN6X7ko3XNTGY2nTG0bx/Hq2exWMTSKaXSe8+TUttHqbmNqW72YQrEunVJopOgyTGYLueXHicblaHdn1h3W+FzUX3hoactd41XS+tpvWLYYlinmp2THFNLW26++7+vvX3/KK2KrE4o149Gp0euOe9Z937igOKW58VqKYpwsxurk8V0r9rZsGCxuac+uyZ9AZ9V+IbZCGlThvxjjseLUtrTMKDfRGABWYmrbj3NqWwix+/gXzr3uz7qnvyjO7TXcsmnxH35/4c9+bnDd58NgqTEircgtIW+NHt545cL7/sPiB9823HhbaLW7T37Nqrf8ffeJ58fuTGg8UnjYTm1rz6zqzO/dGKY2WNzS37YxTBvQFnZ/alsIZVActZeke77yP3fc+908lYYQYqu9/rEvbbXnil+VqQPa/iVT26pif2HzsLe9/BQzegKd2TWxPWNqGwD8ZOwZa8b51LaYrbqVU9tiFneqzDMKE7WpbVOK+WOUzcr1SL7TYgwhtI55wtxRp3Ye9eTQmUlb7+995eO9qy4a3nvzaNZX3picz2Irp7yNl61TCjH2r71keOu1ndNf1H3q61qr1s7+zH/qnPzM9MDdIR/cNe0+pxdDo284K44W12OcLMYYY3G5d6lYLsrGarpzqr77T6Hakphi9WTKSrUEH1vd9sxejQM40qDXX3goVAPaYm0Uw7RiWKZYxtlsBTcNlrZu/NaHj3j2Y8tO31FKnll32AGn/eyGq/86pmH+Qoo+4dgo1ge07UZx2Nue+ovlh4Gio2O+1Z0f9hfqU9tGp82klKX/LDmnnRcBgD03GTdPzsgy3LgfoF7MokfZMBGWL4ZxZ0C5grp8d8XyxdB5zNNGhzz3r/v80if+23Dj7bE+TC1lOWWcfurhpbplCunBe5Y+++fDW66dedHbWwcf1znuzMZU4zTtPqcXq/PbmsVmiqymIlT3FnatWDyx2tsRyydbHx/RiGijy1mVWp3Ymc0zYghh2NuR+jvKDoTs40Sxa2+Xi/mEiqpHOoTN3//s/qe+av6AR4WsQyS22vuf9poHb7504b4bQvbMY6y1LGTF5i/XZDGGctW3Kg6Wtg2WtlbXZHR5292i37r2VJunv8Tafa5UBACWt+d0U4wHFVdduilmA7PKecYxm9say2MsUiqnwU4p5l9zV1MmisgTVyquO6Dz1NfGub3GGa6/tPTZ9yx+6DfSxttCaEaRmC/NThQbtxw9SP/GK3f8j59d+sR/H27bPK53ZrrPeEPc77D8lqn+WI1irCJvs5gH9FQNGR43Upet21kxrFAc9UIU53pkx22kstI87yMfy9ss5u971cmcLZoXHbVTi6FazZ0shtpTK35jhv2Fuy79w/6OBxpD3Npz6/Y+9t9lh1uHaoz2tGLxq7ZsMU2/ZfNV54VYf6rl5Q7jle/xU6m6tyeKVVsJALCnJ+MytKaYQnH+XHZoWCgP16gOBivjbIrVN/xTimG0Oa+KI/mAtunF0Dr8sbMvf+eq37h47oVvC9258TltnZn28We1Dj0htDqhsdOuOm1uV4shpDgz3z7ipPaJ58T5tSGE1F8KKc0+4w2rfuPi2ef+x7j+iEZkb/x4qKW26cVUS7BF7h8dr9aYiZtSrPo0phRD8zzC8UuLtYnRRXHcVZyao9xSTCmlYb/5EaLdje2Z2kkjqezTmFrMPslMK1bHs5Q/G+KW26/a+K2PlAvVpfUnn7/q4JNC/aSSVJzaVzu+JDU+/+xqsXiBE7/zaVD8fmRPtXo9+X7KUMxxm17UTQEAD5Nk/H/Q1LYQO8efNff698w88WVx1br8RN+UUvvIU+Ze92czP/1rcXZ1NaC3HKaWUm33VKiKzVuGEDqzsy/73bnXv6dzwhNDjOm+Wxb+6pcXP/H7aWFr6M52/90vzb/lI53TnluuDT5spralwVIYDhoBMbZnWt35qQPa/oVT28bxsrD5houHg6V8CEeMsT279qAz39SeWZ2PXfvxTm1rd1e3JpPxYDENeqa2AcBPhqltuze1rXX04zpPeFH35GeHudWhPsSsDMet1XvPPPXft489o3/Vx3rfuDhsvT/PvGGZqW0pX+ebXd159JM7Z5/fPvrxMcbBhpv7V/9D76qPpc33hhgG11/aPeO87rmvjnvtO/eK3x88/kW9yz7Yv/5L+Ty1PXpq27C3fWnrvTN7H55f2FZ3vjO3d3/hwX+NqW3lVs4QwuLm2+77+vv3P+3nWu1uyBob1hx+xj7HP2fTdR+tB+Mf29S29uya1szq/BcpxjhY3DLs7Sjv29Q2AJCMQxkcY5V2xmk4xlhb9aumVRShKxXn4sXlinFyFlucGNAW1qyfedrrO2e9tDW3V/O5pdQYMRZCaD3ixJlH/Gb7cc9fuuidwzu+k4aDchNVY2rbOCIVxdbeB86+8vfbx54eWu20tGNww5ULf/+f05ZNodjLle67ZfGTfzi49ZrZF74t7vuIzqOf1D7ujP61n1v6338YHrgrVdsLq9Flu1OsMle5XbFWjNOL+YvPlvdDdk+h9upTvhevNhBuOFjqb7s3j8UhhM7c3t01By1svrU67S9Vp/dNFvPM3ShW6bw2X6K4k+Hw3q+9b90xT5vb98g8pKbQWn/yKx644dPFPrlYnvkX6sG4OAgwO4l6F4rdvfZvz61t/Eb1d2wOaVDOl8ieasrOxK6PrVimKBQDwE7tGd0U+dS22v/EZ0t9E1PbRv8KoTa1bUqxeoxxW0ZtB1hIIey1b+fs8+d/8a+6T/n5RiwetxfXV47LYoyxfcRJ829+/8xL39E67NHZt9+1qW3jYmzFfQ+dfeHb53/t4+3jzwqt9vDO7y3+9ZsW3vfm9NDG8sWXP96/5pLt73rZ0sXvGm66I3ZnO6c+d+5NF7RPflbszOS3TOWIt6nFqtF5SjGWl3tXi+NG8FR0D4921KXyr4oPOfmskPIdTOUsj+Fg8YHbqu7ncQ/37Jojziw7bEfNGSnk3dO1Yt6c0iim2ja1Itu3OrP7PHJmzcEppsHCg5uuu6gaq1eE47n9jj7sab/VnllTfFZLsTHQujmLbTeK3bWHxFa3/DAwevTe1ntTkaLzkX31Fu1sQFv1ECsWAYA9NxnXp7bVZ/ROTm0br3SmorU0Zqc+TCmOfyyOZyDEfJdeCHH9YfO/+Fez5/1O6xGPmoyzZXQLU+YJjCNOnF3VPfO8VW/96Ozz3hI6M7E6k6Tq7I2dme45r1719k92n/LzrbX7p22be//0Nzv++PzB9y4Pw0F20xTzBt0tm3qfe++OP3jR0uUfDsNBe/8j5l7zrvn/8KH2oSeEvKO3eqzUKJYLjI1bNmex7XqxmC0d6wPayvM+wnJT22rD49KDN30+Dfr1qxT2e8x57ZlV9d+DOJrwsFvFvGO93V01t/7YA5/wC4967WePe9VFhz3jHa3u6hDCA9/91GDhwcYTiK323ic8Z99H/XQIod6JvdtT2yaLqw96bKO5OYSweP8P89ndE1Pbqo8XsVqN30kRAFjOntNNMT5RYpzvYjVYt5jaFrKdddmAtlHjayhOo5hSzDs0xt24IYQU1h3UffwLOmee11p/eDMhFfv+Vig2Wyzane7TXhf3O6x35UeGN38zC1ut9mOe3T37/PZRp8XOTFrc1rvuC73LPzz44ddrmas+fjhPOGn7g0v/6/cG3/5i56yXdh7z9NYRj537hff2v3Fx78oL08Zb61PbsiFuZbNEcXRKds/jXpPyx7JiNTG6WSzemGwKRLXjLcXm4X0pD6nFUyuLC/f/sL/tvu7aQ/KpbZ35vdcc8cQHv39JeW5LbUJwvZifMDJRDDNrDt7r0NPm1h+75oizZvc+vDWzerRMO1jckvqLIaTe9k0PfO/i/U95ZfM3MMb9T/u57fdev/2ub8UwLF7R+BHKqclpxWL521oWY+zs9YjHNx4rhLCw6Qe1d6S4w5Bd/BSrU2zKLovJYgz5uwAA7MnJeBxaQ5HZ4ngSRXaaRPXXscwD49Qcq81KU4phvDlvvMAYW0ee2jnjxZ2Tn1UNKi4aJPJJFCH7qn2ymB8yPNZqd097bufU5wxv+3ZcvXcIIey179ybLmg/8pQQwnDjbYNvfnrp8r8Lm++psnuIE2lpSjH1FgbXf6l//ZfaJ54zc/Yr2sedNfP013fPfXX/+n/uXXnh8MYvh+Gg8eO1UW6TMxtqZ+ZVxVjN65hSzD6hxFQMU0tFgItlH0XZiRDGfRjZcc3j4nCwuPkHX9j/lFfX3/1w8Flv2rHh+sWHbg9ljq73CWTFbIZDq93d66C5/Y5effBJ8/ufuPqQk1qza1qtdvPjTRpuvf2qNByMLtTdV/zJ/P4nrD70lGKNfvyGzq479Jjz3nfHF9656dsfq/dSxPyVhV0utlozB57+hrn9jmr8wi9tuXvbXd+I5TzCZod0/cNJ9UtdzGmZKOqmAICHSTIeJ8Wio7gcJ5sPHR5PbYu1s6OzpcI4tVil6xjDzKqZp722e+6r46p11eMW8bcxoG1qMY9xjf7jMoe1j3jMOCrP7RUfeUroLw1uumrxonem+24pzqWo9gqGahBa9i15LBp468XBdy9b+P5VnVOfO/OCX4977ds9+VntE88dXP2JxU+9K23f3Pjx7IFSVcwGzDWmtoXRbsdU72cpi8UUhDReocyWtotY2AyH2fuR8q8BQowhbLn5ijIZlxd2dt+jHvH03/rhP7wxDfuxWnCuWsezYjXy4xFP/o11Rz+ls3p9cZ5caNxt8Y+D7XdfWy57Dxa33fqPv3b0eX87t8/hjYbyVnvmkHPeuv2ub+24/wch290Z6rPYdrE4f8AJ608+f/JXZdN1Fw0HvWIjaHHpqw8axSvPzr3OA/H0IgCwvD3npI9iKldMVTNxbWpbFbfSaMdSSqPxY2n0p+WKMfuivf2oc2ae+cut1XvHQh7Nd1os/7OsTM3KtWIaLn789xbe+4bhvTfXYtF4xnHa3WLqLfWu+viOP3zx4LuXppRas6s6T3x59/QXLffjoVFMKVZXOzSKtbkak8VRh0q2OSxN/CtUfxjXUmgMsRsXt99z7ZZbr5i8zmuOOOuAx/18jO1y8X80CzllYbzcb5diiLEVQuiu3r/V6kx9p8q3Y9jbsWPj92N2Ml9v64Z7r3pvGg4an3xCCO25dYc9852rD3pMiO3G1Lbxund+kMzyxdjq7n/aazrze+e/GDHGpYfuvP87/zvUZvwVI593PrVtajGa2gYAD5NknMoIVg1vG81XizHfDTU+AzmNh6HFqit5uWLIB7TNro6tVp5lQ3OG70rFvN5YNs4zca0YW92zz28ddVpsd0K1sap6ibtbjDHEtetnnvGG1lGnVY8yv2aX7zOW2+WyZuFYnqiR4rLFfGpbee5dufcuVpsoR9scY7lDLJZDerPiYPGh2y/5rdRfbHyciDEeePob9j/lVbHVCdWuvpiffxxDvutyePdlf/TA9z41LM7Va7x35T/2tm5IaVD8Voxj//3f+9TGaz6S0mByCMmqgx5z9Ev+ep/jnhXqwXhiWMqyxdieOfjMN+197DMmf3m23v7V3pa7xj+S8ol54x+u7qf680pFoRgAHibJ+Cc2tW28mNlfGo4GpeXPYcUBbcsVy7EVeSYeLmxN2x8si61Djp9/4/tmX/n7rWNPT7FVvs5Qn+/WHLs2rTgeMPfLf9t54svj7Oq0/cG0uKN8WrUfD//nTm0ri72tGzZ9+2OTF7ndnT/43Lce+qRf7645eFemtg1622///Dvuu/pvynDcmMg2+selB+8KoTmLLQ37d1/xJ5tv+HR+yzKmt2dWP+Jp//kRT//t+f1PqP2m5ll0mWLszh505hvXn/qqEFv5L0kIIaThpus+ljW3mNoGAJJxmXPDT2hq2ziZPXjvjj99Ze/LH02D/q4MaFt5alsovrUPIaThYLjxtsUP/Nrgpqvzb/ZjZ6bzuJ+ef+PfzL7g11tr1peJpnl8SH1qW6PY2ueQ+Td/YPa832kdfFwYDvrXfm7Hu1423HR7/kz3iKltefG+r18wmp7WuMgxttef/IrjX3XRfo9+UWx1djq1Lba6g962Rp9x+UJGr2XpwTuajQghxBCGS9vu+tJ/33b3tZNvaAihM7d2v8ecd8xL/vrgJ/7HmTUHlT+48tS2+fXHHP0zf3HA4/59uzs/eZ/b7rl2+z3XhvrYNVPbAOBfm6ltk1PbUogx7Niy9PH/2v/GxTNPe137hLPDv2xq2/glLGztfe69/as/MdyysXv6i5svbTTZ7ck/1z7+rN5lH+p/7ZNpaXvY2dS28UOs3b97xks6j39h+8AjU0qDm67uX/Hh/ncvC2kY6i0Ee8rUtrK49NBdG6/5yIGnvyHvDy6vbWd+70c89TfXHvWkrbd/ddvd1y7e/8NBfyGmYXHyd7szt25+/XF7Hfa4NY88e37/E6ae5l11U2y7L9W6SFI5Z62/fdOtF//qI572n9ceec6UX8sYO/N7H/CE16095qlbbrn8oZsv3X7PdcOl7cWSeTWgLcbYXb3/umOfuf7k82ez469zg96Oe69+X0qDkE1qM7UNACTjLMSMBqvF7GTnUKTbMqSUU9uK2Q3VadKpGujQLIZGWCo2Wi3tGN745YWbvjrzvLd2zz4/za5u9ArnuWqyWGtmHQ6Gd39/8cLfHtz8zRhCbLUbebr6x1a7fegJ7Zf/l+HTX7/wd//v4PtXTZ6wXH8DZ9rHnTlz3m+19zsshDB88N7e5967dPnfxeEghRCzE/vSMl+lp+Z1DpNHkeSdyam2CFkvxmKeXsjHhFXdsdVAvTJE134kTCume7/2vpm1B+9zwvNGXQeNKx87s+uOefqoVXc4WFp68I7B4tb+9k2dVft1Vu07s+bgEFvlezT5cSX/x6WH7gzFbswsxI/6TOLSQ3fe+tn/dMSzfn/N4WeM3sHJu5rf7+j5/Y4+4LSfGyxt23r7VZtv+MzSQ3enNIix3ZpZNbP2kH1OfP6qg36q1Z5Z9hPgsHfPFe9+8AdfzBvnU9E+na86p8ah1tl05+WKuikA4GGSjFN1TkLMpwjHbPN+NbVtHJJjSqlcMFuuWEwsKyf8ZjuWUgqD/tKn/7T/3Uu7T3x559FPCTPzWQ6v/WF6cThI99+59KUPDL558ah3OdUnBCy3pS/ud9jca/6o98X39a76WNi2uWgGLl9aCO1u67BHd5/8ms6jnxxm5lN/afD9qxb/4b8N77oxu2V+BWs/XnQBZ0u5Md+rNWr8rQbhlp3Ak7esInJKUzpiiyHSsXwfR8Vqk1ssm6CLFt9acbi47Y4v/tc06O/76BeG2MovcnO/Y6s7u8+Rsf4bkt+yMV+i1vzdX1racnc2ZjhlH5zGxf72Tbd95u0HPOEX1p/0svIk5zCx7TKE0OquWnf0U9ce+aQ06KVhP4XUas/E9szkLWs/Phxs/NaHN17z4WLHaNbsU863TuUW0pQP9y5fZgrZFyuTRQDgYZCMY/W1fMy/qq+mtpWj3Eajw1KRLKrvn6cXy2PKitMUYqrNPI6ptzC88arFm766tPfB3bPP7zzuBXHvA8O0ccV5CEtLC4Nbvtn70vsH3/nnNBxUKTFLh41Rbs3l57X7z7zg12ee/ebeVz7a+/JFw7tuHK+at9rtR548+8K3tQ5/TIittLSjf8WHe5d+KG24KcuCk8vh42JKjXAexx0mRV9EDDGF5qbCOB5xl/3ktGIaTYCL5YeWKo9lS5hlNA5VwK4tgzaLg6Vtt3/hHZtvvOSQc986t/64MDH0I0weOjjRLNEoppSWHrpzZu0ho/aQ3rZ7e1vvDeMpZ7EcWVJMLxkX+9vvv+uf/9umay88+Kw3rzv26TFL6o2km1KKrXZstae+y81bxrhw/y33XPnuzd//7Oh9StlJHfkxJuNntZOpbWmZUW66KQBgJaa21aa25V83V6PciuyYHrhr8ZP/344/Oq9/7efCtKXicfAaDodbNi1e+NsLf/76wXVfCMPB1BFpYYVRblnUi7Oruuf+7Kr/+OHuU14TuzNxr31mXvT2uV/8y/YjTw6xNbj1moV3vWzxov+S7rkxFEefhDgttO9pU9vyYkwhDAdbbr385k+8ecutV6Y0mLz4uz5cL8Y46O3YdO3f/+Ci12659cujYn/7/YMdm7MJazH7SBbro9zS4v0/vPUzb7//2/9rOFia2rscJhrTVyiGEJa23HPrp399842fScPy00T2BExtA4CfiD1jzTif2lZsGKvSa+3ss+IvykXMWJvaNqVYe4xqUFYeyVNx7l6IIaQHNyx+8G3Dc1/VfeLL4z4HN3JoWty29KX396/6eNp4W9XvUXYyxOIYjYn01mgACI0lz9nVs8//1c5Jz4xze7UOPjaEMLj9O70vX9j/5mfCtgdCNQWt9kD1i1h79Opqjq9psxjH2xOrXXc7KZaHtMWsuaW4yuWlLvfehdqOwKI5oPZWVMWyP2DxoTt/+L9+aZ8Tn7fvo1+4+uCTWp3ZyezbbPKuF4e9hYduuWzTdR976JbLQki3f/4dh5zz1nXHPG3xgVsGS9tHGbh4Dak8IrFRDCEMe4t3fPG/bL7xs3uf8Jx1xzytPbNX/nmm8YYuVwwh9Hds3njthZuuvXBpy92hNqCtCOJTpraNT8KrjvAIeXJOOy8CAHtuMq5PbatHvcmpbbE8MTlWP1rNz50shnFnQGMmchh/qR3z0DkqLm5duuS9vcs+NPsz/2/n8S9IrfY47gwHCxf8Sv/bX4xZJCnDb6oXJw+w2Emx3ekcdWoIIQ36g+9dvvC+N4feYkopZs87TXug/BVlm+Fq0yoaxXIW29RRbivNd6vv9KvttyvfyfJvqs8xE9e+Xsw29KWQBg9c/4nN3/vHvQ57woGn/8L8ASe2uqsmR0qHiQXjweJD2+/59j1f/h/j+WshpBB7D91526ffvt9jz9t6x9X5mdzVB6+JYvl3w0Fvy61XbLnty/dc8acHnfXmdUc/pT23Lv9gs8IbmlIa9rZvvvGSe65899LWDeWlmdxpVy+G+tS2Kirnt1ypCADs6ck4/OSntlU5qFjzzZLFqLU27diy+NF39L72v+df92dhbq8YY4qtzuNfMNzww3TfzVWOzl+jr3kAACAASURBVKLS1AERkwMTVqin3tLih97e/84/pd5iXHGUW+Ox9tCpbdnksvGC93jP5bD30K1XbL3j6vn9T9jr8DPm1x8zu8+R3dXr23NrQ3t2FD0Hi1t72zb2tm5YfODm7Ru+u33DdQubfpCG/RhC3hqRhr37vvWh8hpMndoWa23SsTaLLQ17W++5/fPvuO+bH1h10GNWHfhTqw8+aXbvw+PEevb4rJD+4vb7vvvg9z+/9Y6rFzbeOBz06i+zHNAWTG0DAMl4un+DqW3TRwnXo2Zvx/DGL6elhTC7OvQWQ3e2e8qz28ed2fv0u3tXfTwsbquF2qmva1omzpcbm7cc9vvX/3Mq7nl61N7lYtgDpraVmy/zjoLx4w4HS9vuuWbbPdfGiY8H9Vc0uY5eWxhO9QFtU6e2FfdTPYFacdhbuO+GHffdcP91F6UQWq3uqkNOXnPY6Z1V+7Rn14QQ+gsPLm2+Y9udX99x3w3DYS/Unu2UAW2Np2dqGwBIxnmA+zea2laLMNk0tNo8sxRC6F3592nr/Z0zz2vte+jMz/yn9k89pXfFRwbfvSws7QjZuda7OrWtPlehKubXZHKUW7NYv/WeObWtbKsofwPKaxHjlGLZ0jF6ffVbhrKBufgAlbJF1bDy1Lb6MLXpxVFfznC4tO32r2694+pYC/RTbrncgDZT2wDgJ2+PmU1R7LFL+fLXONlMnoEbx/EzjidZFLeZVozljItypbaa2hbzk3snb1n8OcYY0/13Ll3yP3f86auGt38nxFbnhLPnX/s/Zn/+T1qHHF9Gx/G/6vmksWMsr0+7DtV/lnE05L3GebH+o1NuWc2NaKwrllehVmw8p2ZxdHlS7SDvvH875pdg2UOPa8Xs1VZdyxPHTE8tloF/spiydyEf0BbGU/vK37hlimEXiikvhmnFiVum7ApMLxbXdWdT26YWo6ltAPAwScbVeLU0MbUtTZnalkb/Hv8xlIXJYshblZuxrxgmWyyvTi2GfFjxA3ft+MtfWvrYOwd33pCGw86J58694S9nnveW1vojyiEWjQNB8v9s/GFKMX9644Xd6gaNYuMSTrllmiymKVPbymK+RDxRLD+2pPE6+qgPIaViXT0V8S5l5ayrN04WQxoNzBv/QBivHFfN5Kk4eLlRzOc2NIpld0GxkJ8POEvF27pyMeysGGr3sDvF6kFXLla/CKa2AcD/Tck4n9pWP6QiO4shNFYzY7HGFkJ9yXKiGPIJx2ViqvaPjb82j8sWq6QVU0rhwQ29Sz+w410vXfiLNwxuuCKuO2DmGb+46jc+NffqP4j7H1E97RVn7oZpJ6uFrE2h3BVY3npKcarRLcchM5ZHpdRi1ygoly0gu1iM1X82nnDjj7H6DFPb7bhssTnPYhzkU320xq4XizsvVtGrZoOyd2PF4uh1TivWv774UYqp0f9eK44fK6ZRt0m9IT7lTSwrFgGAPTcZ16e2xTzzTJnaFoqzGYpjGsoZFlOLZaadSA7jnDc6TKRaslymGMYtCEVxafvg+i/t+ItfWnjfm9IDd4fOTOdxz5//5Qu6j39B7M6GiSaKvENj5WJ5QfLsE6cVJz9ixGyqbawO5qgVw+Qstl0vFrOlG10M5XkfYbmpbWHa1LZG90goD70ofw9GjQq7V4zN/W3FzeJEI8K0YvahbEqxsVVuajEuXww7KYb61LZqYspkS9FyRQBgOaa2/ahT22rFbIWyduRGCIOlwbWf37Hh5u7jX9A548Vxn4Nnz/+v7ZOeGfc7tPHSlnvJzWKoJZz/O6e2la0atbm/9WJ+wkijmL9r9VFoP8rUtumj3FYspuw+G0VT2wDg39CetAMvjYZKjL5IHh+ullIsVwVTWSz6ZKsBbeOvzZcr1ga0xTBlalusrdI1i2XDQ61YGm74wdKn/mjHu14+vOem0O52H/v09qEnVvcyEX9XmNoWpwXl8KMWw7SpbbG5phxqy70rFGOVd7PNhs1V5FhNbauaYbKpbVOKjbkWWbwO4UcphsbCcH08XKzPhqsVG1PbJotZH/NuF8cb8kKoLeJnxVpDTza1LVQJPT/UulnUTQEAD5NknIrl4PFg49GSair3qaVqRlUxei2N2l+z7XZTi+Wk3PHDpBTW7Dfzwre1Dnt0aLVDuR0sxVD159aL2VJ1SuUty2aPcXAebrxt4S9/aemS96SlHeNHK4RpG+8aO/BS3uCbqhdQ3n9eTCG0Djxq5nlvae13WEopDIfNW077qVBMbCufe9ZBUvzjMsUqkFXPM6XiI0yxXh9rxWJUSLHFLixbHF/rUVt0qm9fC1OL1ca/iWJ5t/nvV5zy6WFKsVoTTz96Mf6oxcnPMnnmTVOaT+pnzfg/eACwoj3npI+sYaFso0gpH0tRTOrNhgGPcnI50WJqsbzbFMLwnpvS1vvjXvt2H/+C9qOe1Lv0A71LPxC3bk7143hHS9VZMV+fKxPixNStGFr7HdY96ZmhOxd2bQdeIzSH5caaxeoYlBBCnNurc9rzZp7z/8Q1+8UY08LW4R3XT9yyGP1QbgeMMf8QkvcQ5J9M8v7lRjHraK16fOuTwlJWjM1TmGNYoZjKFxDKHZfF9LVqY9ouFYvnV2s2KXdxpp0Vp2XM3Sum5YuN4z8mis1ftlT77c+u8kQxaDMGgIdNMi5P5ijaRstl4uKM3lgUq3MNUtFcmaoDQSaK49gUYwhheMd3dvzZa7pnn9855Tlxfu3MM3+5fdyZS5961/DWa1J/sUzDVW/ueDxF7Syz8X2mPHe3wup13TNf2n3yz7XW7p96S/07rx9c94X2UY9rH/uE1J1r7LqbEojL4jiypTzejVbKQ0phbq/2cWd0z3ll+5gnhHY3Le3of/sLvUs/OLzt281bxuoIwMliddJGlbDqR3NMFkPev5yNEslGfuTF8s4bzeJTi3G8xy8/x6Psw66ed17MmnSbxeo0kVF/Tm2QRXHMxjLF4oWOX/xksfwNXaEYlimOLstoSnetmbhZrP4LkbIAnKbF4+wcbNkYAB4WyTjV/lQOsJoY5lad5VH8u5itlqpJBxPFcptSCHE4SHfdsHjh7/Q+/e7O6S/unPmS9lGnzf/y3w5uv6532YcH3/pM6C1W0ax2HFyejWM5uTfFVuvAI7tP+tnuqc+Nq9YNd2zpff1Tvcs/PLz5G2nQDyG2D3/0zPN/pX3cWWHaSIrJIW71EVxZH0m70z7h7JkXvq114NExxuFD9/W/clHvyguH998xOjYwZMuu+UjjVAw8SCnVQlsR8lPMk9zyxVBtFqvWarM7CvmpHNWCdLarLJbnA1YRO1XFWFutrq59nFqMyxercFwtSKfspOvmkutPrFh86InNPoii2DhRL00c/JImWiqmFgGAPTgZ1yZtVeursTokuEqro4RX2yWWstEUk8UYq6kHqTg+L23ZtPS5v+hd/nczL3x794wXd448tX3EScNzX7V44W8N7/huNXK22WZRpJXR9/admZmnvnbm6a8Ps6tDCMOtDyy+/1f637u8bAiJMQxv+86O9/5i96RnzPz0r8V9D5k8FLqMyNPmVxQdB/scOvvi32yfeE7szqZBv3ft55cu+t3hlo3V6wp5e0GVT2McT8bNiuP7TNnojlQ/oK5xy6qYBbjao2Tzoqti9vP5YItGMYRa08t4eX+87Bzz1evJYvlrMbVY66XJOhYai67LFdO/RTH/9DVxGOEuFQGAPT4ZF1GhtsKWqtRWfa9fJcg0PsYiFqGp/OK9WQzVKmJsnP6xsHXpY+8c3v6d7jmvaB18XPuRJ839wl/0r72kd9nfhQ0/yNJHqmfVEFrtzqnP7Tzx/PYRj42dbtr+YO+bn+l/+cLBbdeVzbRlt3TsL/W/cfHgrhu6pz63c9bL4pr9ps9ry4rVH/Y5qHPGSzqPf0Fr/eExxv6NX+ld9sHBdy8Lizti1Zdb3D7VHjr7iFF7PqHoeEj1C5JS/TNKvRjGHeAp1a9LrLqRQ9aOUfY3pDznFfF5SjGUj1BW4krF8anI04pZI0ntzI/82Oi0s2L+cn6MxaxHYmoxZEPoGrP2mvl+6oF4AMDDIxlXm8xGq7qjfuLiHLLy+OiykbQa0JZ96T+12DxAL2RrrKG30L/iw70rPjzz7DfPPOXn47oDuue8qnPa8xf/9i39711R9NnW2h5aR54y+9J3tA45PsaYhsPBnd9b/OCvD+/8Xqrde5ZpYoghDO+5aekf/2Tpyx+de/Fvth91bujM1BJwbJ5BEruz7RPPmX3p77bWrg8hpEF/6csfXbzwt/MBvI3kNFmM9T1e+aiwyZkG9Sg5rVguTlcxvLbqmooJbmXPRfF+hTw4Tynu/ny6uDvF/A/NOdC7WQwTw+HSLj//2Bxl0SzG5lHUU24ZlinKxwDw8EnG1cCEcUQuBrRlp96F8cJqSOVKZsq22S1TLFtOY7WtqVxMLQ5jiKF3yZ/3v/3F7rk/2z35mXHVutmf/cPO9Zf2Lvvg8I7rxxMeYgyzqztnvHjmaa+P6w4Iw8Fgww97X7qgf+3n0tYHQjkmuWzaKJ5rXkz337lwwVvaj3la96yXtY88LXS6MTtKenzUSYytA4+aef6vdk48J3RmUn+p/73Le//0N4NbrqnuM7//+qOkaU+gLJY718bj12LtIIpyRXeyGMqPGOX9jPu/Y7neHct9faNrH0ezisdv6ErFagRyKk47jmWfbpxWzPewNYrj3Yv1bXYxxInGhSnFWN1F1q+wm8WYtV3nxbCzYvbBqvaxIUx84JksBl3GALAztcXO/2P1v/bJhfe/tdjJn80Xm5zaFhpT28J49kDKB7rViuVdhZDtAsvqjWLrkONnXvo77SNPjTEOF7f3r/hI94wXx1Xretdc0j70hNb6w1NKYXHb0hf+qveFv0q9xawfuUjhKe20GFLsnvmSmRf/Zmt2VT7fLfWXlj733u65r46r1oXRSvPF7+pf8/n6EW+1+4zVBrhdKRZdEY1cVfRy1BYgs2J/fv7WA/vFG5HHtvLDRVhxnlic8mkob+De2VSy3Z1ftkLjQZy27ju1gWG3/irsTufDysX6RsxdKo4qj37d52fWHuz/8AHAnp2Md1zw1vGX7ONJaanWIhBSNotrfLJxNQKg+H9Ti7UhF9mq6ErFtfvPPP313cf9dFi993j7V4wpDUOIobfQ+9on+1d9bHjbt9OgF/PV2RBCvu9vxeJo5HLnUU/qnPnSzglPHI1AHj9KCiHG4X239L/2yf7Vn0ibbi/XTEMI1Y+XxViNkNuFYtZmnUK2zLuTYn/V/K0H9LOF9xDqi87ZnIrJqW3jv6hPbauKxWi1cik6xompbY1idgjzlKlt5fC7+mDj2iy2n3wxH9AWpk1tyzY85h+kquXxxg0mPyk8+nVfkIwBYDl7Up9xLVXtZGpb1eyaDWhbppiy83bHj7Sz4kP3LX3893qXf3j2Jb/VPv6sogk4pq33L138x70r/36UzWP2ZXiszoELu1aMIQ373/6n/nf+uXPqc2af99a432EhhBhbKaTBrdcs/PWbw4P3jDoOyqRb+/FaMVQjO7JiqI6nK1sS8haCWj7bWbHosoiNnouQt11MTG2rkmI2oG1qMWZnc1f9zGliQFtZrAaWTRQbU9uyOdlVWo0/8WIow3/R6T1RDPWG8Oq/GtXZLcsXo34KAHgYJOP8OINQtgZXU9uqozfqq+CxPqAtTS3Gsrk21loSqj7aML0Y7r154YK3to87s3vuK1v7HNL/1md7V31seM8PY6ptmyonl8V8fPBOi7E6qaL/jU8Pb7mmc/rPdB/302nHQ72vfGxw3RfS5ntirG6ZZ8PJYgi1ccEhS6x5Rq1GImT7+FIM+WlwxbSJiWLxfuRXKLtsYZmpbWX+y6e2VcUi0sbymJCYDWjLusObxXpn+pRiNnpjt3fChYlNe9n1b265+zEWQ236dn5GSbl4HMLyRTvwAGBle06f8QVvLdNMPrWt6oZYbmpbNnZ4ejFkq4j1PL6rxRhDbIXhoBnnd9I6u/vFVjulYWy8ZT/WB2qcfhd3udifn7/lgH7RjpEdNB2a293qn0GqP4da40qzWAXjiac8tVguuE4WY73/OEwk4KlZ+SdTDDsbMVH/yLHbU9v0GQPAClp7VIgPKWanOsfqC/EwHlKRqqOhJwe0LVucOrVtd4op1WNxeXRzbf0v7U5x9OyaxeEgFGdEN265QrH6q4ni6Hnm/5jPYpuc2jZ5kESt2Jzall+tbLJeqN6zxoSIZYvTFnF/LMUw7YH+JUk3TETYsEwC/hEeK+7sx1ee2gYAPEyScRmFi/lrIaUUUwgppeyM5PEot5RSCGm0zSuF8vZTi6PQVH5ZX6XF4uv83SqmVBZTdY/Fg+1Gsf5XadpP7Wpxd+4qhXISXkgpC82p+MdlitVHjPJ+Rn+ZYtXMPF5lLopFO8b4HRzvpJxWHF/rUU9MKjpQyi7cKcXROzG1WN5t/vs1rdtgSrE60zr96MX4oxYn8/DkgLblisIxAOzUHrMDrzrpouyXiNOmtsXG1LY4ntaQdxXXi+XdjltSG+c9p7S7xSIDZj2scbeLoTgUemoxOyhtV4r5ScGNYqrmJceYfwhJ9U1y9UX66cX8nLvqELvYOJuiLGaHSBcHaq9QTKE606/cZVmeyLJbxZB91VA+Wq0VesXitIy5e8W0fLF+gPdksXaZ0+7PqgMAVrDnrBlnI7/Ga3EplRvCikXJVMziTUWGrvpNVygWg9eKHV2xWlHcreJ4tESslqjj+Ii8ImntcjEU69/Ti+Ol1V0q5qF7l4pVJ3ct0KZGvJos5s0c5fJw9fGhXJcfj6VO9RRYrkBPFkNKsVrmTeVnmVj9ajSL1Tu+XHH8kvOu7VTssExhmWL+azO1GFL272WKYZlirM4nSSsWQ9bgnb32+g0axSQbA8DDJhk3p7aNlvJifWpbNSghjg+lKycWx7RcMaRqWbM2oG33i0UkjPmsiWqYQEq7Uax/FZ8Xs5PRdr0YphZjPrUti2KTKXhXiuXUtxBqw3dHGbJ+5cLEcdchxbRcMdXG6IV8abw+ta0q1uJ4vThq5ojZ1LZYLOM2hqn9hIvjSzW+PFOL5Y2nTG2LtYs6pWhqGwA8HJJxbbkrO5cipWrFN5VDhSvjNDAeYrFMcZw1Ut49HKpi2o1iKLtbYy2qFeN4464XywkYU4thN4upnNpWLxaThWs/Pu6ULqe2ZcUqe08Wq0Enzaltjd14MVQjx8qV4BSq2dJ5sYi05amHoxQ/erh8bbtZHB32skIxP6A5Tds2t3IxLVNsXuHdL6bli1m9sdod6p3h04tWjAFgZXtGn3Fsd+LsqlA20Bb/u1/8Y6oXJ88DK/9zarG5byn8C4rxX78YwpQZET/e4krvxTLFODPX6s6EialtrTBlaluruKfGgLbyBpPFIhj/+Ke2xYnzrMOuzZf4yc93W/no6dEn3cmpbXlxykUFAMr/zd0j5hkDAMC/tpZLAAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGLgEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGbsEAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGTsEgAAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSsUsAAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAShY7WAAAA1FJREFUZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACSMQAASMYAACAZAwCAZAwAAJIxAABIxgAAIBkDAIBkDAAAkjEAAEjGAAAgGQMAgGQMAACS8f/frh2bAAgDYRj1wDEcw94JBDcVMoG9e1i6wlmktwsk8F6b7r/mKwIAAMrYBAAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAGNL88xYRBgIAaOQ6diNU21l6L+PMdCcAgBbeZZ3uxw5d8ZsCAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAABG8AETzDOel0rYmgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">6 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y2c ff5 fs3 fc0 sc0 ls5 ws0">2.<span class="ls0"> <span class="_ _20"> </span><span class="ff6">O GRUPIE KA<span class="_ _0"></span>PITAŁOWE<span class="_ _0"></span>J MIRBUD<span class="ff5"> </span></span></span></div></div><div class="c x9 y82 w10 h16"><div class="t m0 x1f hb y83 ff5 fs4 fc5 sc0 ls0 ws0">2021 rok w liczbach:<span class="_ _21"></span> </div><div class="t m0 x2a h17 y84 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="ff1 fs8 fc6">34</span><span class="fc6"> </span><span class="ff6 fs4">lata doświadczenia<span class="_ _21"></span></span><span class="fc6"> </span></div><div class="t m0 x2a h17 y85 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="ff4 fs8 fc6">2,5 mld zł</span><span class="fc6"> </span><span class="fs4">przychod<span class="ff6 ls7">ów<span class="_ _21"></span></span></span><span class="fc6"> </span></div><div class="t m0 x2a h17 y86 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="ff1 fs8 fc6">128 mln </span><span class="fs4 lsb">zysk<span class="ls0">u <span class="ls7">netto</span></span></span><span class="fc6"> </span></div><div class="t m0 x2a h17 y87 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="ff4 fs8 fc6">5 mld zł</span><span class="fc6"> </span><span class="ff6 fs4">wartość portfela zamówi<span class="_ _21"></span>eń</span><span class="fc6"> </span></div><div class="t m0 x2b hb y88 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b hb y89 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b hb y8a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1f h2 y8b ff1 fs0 fc7 sc0 ls2 ws0">         <span class="_ _30"> </span><span class="ls0"> </span></div><div class="t m0 x2c h2 y8c ff1 fs0 fc7 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h2 y8d ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y8e ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y8f ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y90 ff1 fs7 fc0 sc0 ls0 ws0">2.1. Strategia i mod<span class="_ _21"></span>el biznesowy </div><div class="t m0 x5 h14 y91 ff4 fs7 fc0 sc0 ls9 ws0">2.1.1. Działalność <span class="_ _21"></span>biznesow<span class="_ _21"></span>a<span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y92 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-2, 102-<span class="_ _21"></span>7 </div><div class="t m0 x5 hb y93 ff6 fs4 fc0 sc0 ls0 ws0">Grupa Kapitałowa M<span class="_ _21"></span>IRBUD od lat<span class="_ _21"></span> znajduje się w gron<span class="_ _21"></span>ie liderów branży<span class="_ _21"></span> budowlanej w Polsc<span class="_ _21"></span>e. Organizacja </div><div class="t m0 x5 hb y94 ff6 fs4 fc0 sc0 ls0 ws0">Grupy, inwestycje w park m<span class="_ _21"></span>aszynowy oraz współpr<span class="_ _21"></span>aca z najlepszymi specjal<span class="_ _21"></span>istami sprawiają, że jesteśmy<span class="_ _21"></span> </div><div class="t m0 x5 hb y95 ff6 fs4 fc0 sc0 ls0 ws0">jedną <span class="_ _27"></span>z najszybciej <span class="_ _27"></span>rozwijaj<span class="_ _21"></span>ących <span class="_ _27"></span>s<span class="_ _21"></span>ię <span class="_ _27"></span>grup <span class="_ _0"></span>budowlanyc<span class="_ _21"></span>h. <span class="_ _27"></span>P<span class="_ _21"></span>odział <span class="_ _27"></span>z<span class="_ _21"></span>adań <span class="_ _27"></span>w <span class="_ _0"></span>ramach spółek <span class="_ _27"></span>w <span class="_ _27"></span>G<span class="_ _21"></span>rupie <span class="_ _27"></span>poz<span class="_ _21"></span>wala </div><div class="t m0 x5 hb y96 ff5 fs4 fc0 sc0 ls7 ws0">na <span class="_ _26"> </span><span class="ff6 ls0">dywersyfikację <span class="_ _26"> </span>obszarów <span class="_ _26"> </span>działalności. <span class="_ _26"> </span>Powyż<span class="_ _21"></span>sza <span class="_ _26"> </span>organizacja <span class="_ _26"> </span>Grupy, <span class="_ _26"> </span>a  t<span class="_ _21"></span>akże <span class="_ _26"> </span>sprzyjające <span class="_ _26"> </span>branży </span></div><div class="t m0 x5 hb y97 ff6 fs4 fc0 sc0 ls0 ws0">budowlanej <span class="_ _2a"> </span>otoczenie <span class="_ _2a"> </span>rynkowe <span class="_ _2a"> </span>sprawiły, <span class="_ _2a"> </span>iż <span class="_ _2a"> </span>efekcie <span class="_ _2a"> </span>rok<span class="_ _21"></span> <span class="_ _29"> </span>2021 <span class="_ _2a"> </span>był <span class="_ _2a"> </span>kolejnym, <span class="_ _2a"> </span>rekor<span class="_ _21"></span>dowym <span class="_ _2a"> </span>pod <span class="_ _29"> </span>wz<span class="_ _21"></span>ględem </div><div class="t m0 x5 hb y98 ff6 fs4 fc0 sc0 ls0 ws0">osiągniętych <span class="_ _2b"> </span>wyników <span class="_ _2a"> </span>finansowyc<span class="_ _21"></span>h.<span class="ff5"> <span class="_ _2a"> </span>W <span class="_ _2b"> </span>omawianym <span class="_ _2a"> </span>okr<span class="_ _21"></span>esie <span class="_ _2a"> </span>wyniki <span class="_ _2b"> </span>finansowe <span class="_ _2b"> </span></span>Grupy <span class="_ _2a"> </span>uległy <span class="_ _2a"> </span>podwoj<span class="_ _21"></span>eniu </div><div class="t m0 x5 hb y99 ff6 fs4 fc0 sc0 ls0 ws0">względem roku poprz<span class="_ _21"></span>edniego, a względe<span class="_ _21"></span>m lat ubiegłych <span class="_ _21"></span>–<span class="ff5"> zwielokrot<span class="_ _21"></span>nieniu. </span></div><div class="t m0 x5 h18 y9a ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y9b ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y9c ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y9d ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y9e ff7 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y9f ff7 fs6 fc0 sc0 ls0 ws0">Wykres: Przycho<span class="_ _0"></span>dy GK MIRBUD<span class="_ _27"></span> w latach 2016-<span class="lsc">202</span>1 (w tys. PLN) </div><div class="t m0 x2d hb ya0 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h18 y35 ff7 fs6 fc0 sc0 ls0 ws0">Wykres: Zysk ne<span class="_ _0"></span>tto GK M<span class="_ _0"></span>IRBUD wg <span class="ff8">segmentów<span class="_ _0"></span> działalności w<span class="_ _0"></span> latach 2016<span class="ff7">-<span class="lsc">202</span>1 (w ty<span class="_ _0"></span>s. PLN) </span></span></div><div class="t m0 x2d hb ya1 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb ya2 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _21"></span>S.A. <span class="_ _21"></span>jako <span class="_ _21"></span>spółka <span class="_ _21"></span>dom<span class="_ _21"></span>inująca w <span class="_ _21"></span>Gru<span class="_ _21"></span>pie <span class="_ _21"></span>Kapitałowej <span class="_ _21"></span>i <span class="_ _21"></span>generalny <span class="_ _21"></span>wykon<span class="_ _21"></span>awca <span class="_ _21"></span>realizuje <span class="_ _21"></span>projekty <span class="_ _21"></span>we </div><div class="t m0 x5 hb ya3 ff5 fs4 fc0 sc0 ls0 ws0">wszystkich s<span class="_ _21"></span>egmentach budownictwa:<span class="_ _21"></span> </div><div class="t m0 x9 hb ya4 ff9 fs4 fc0 sc0 ls0 ws0">o<span class="ff5"> <span class="_ _31"> </span><span class="ff6">przemysłowego (budy<span class="_ _21"></span>nki produkcyjne i mag<span class="_ _21"></span>azynowe),<span class="_ _21"></span></span> </span></div><div class="t m0 x9 hb ya5 ff9 fs4 fc0 sc0 ls0 ws0">o<span class="ff5"> <span class="_ _31"> </span><span class="ff6">inżynierii drogowej (aut<span class="_ _21"></span>ostrady, drogi krajowe, woj<span class="_ _21"></span>ewódzkie, powi<span class="_ _21"></span>atowe i in.),<span class="_ _21"></span></span> </span></div><div class="t m0 x9 hb ya6 ff9 fs4 fc0 sc0 ls0 ws0">o<span class="ff5"> <span class="_ _31"> </span><span class="ff6">użyteczności publicznej (stadi<span class="_ _21"></span></span>ony, s<span class="ff6">zkoły, hale sportowe, szpitale, urzędy adm<span class="_ _21"></span>inistracji publicznej, </span></span></div><div class="t m0 x29 hb ya7 ff5 fs4 fc0 sc0 ls0 ws0">galerie handlowe oraz<span class="_ _21"></span> obiekty biurowe i hot<span class="_ _21"></span>elowe),<span class="_ _21"></span> </div><div class="t m0 x9 hb ya8 ff9 fs4 fc0 sc0 ls0 ws0">o<span class="ff5"> <span class="_ _31"> </span>mieszkaniowego (budynk<span class="_ _21"></span>i mieszkal<span class="_ _21"></span>ne jednorodzinne, s<span class="_ _21"></span>zeregowe oraz wielorodz<span class="_ _21"></span>inne).<span class="_ _21"></span> </span></div><div class="t m0 x5 ha ya9 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-<span class="ls6">45</span> </div><div class="t m0 x5 hb yaa ff6 fs4 fc0 sc0 ls0 ws0">Grupę Kapitałową MIR<span class="_ _21"></span>BUD tworzą spółki:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha yab ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">MIRBUD <span class="_ _23"> </span>S.A.</span> <span class="_ _23"> </span></span>–<span class="ff5"> <span class="_ _23"> </span></span>spółka <span class="_ _23"> </span>działa <span class="_ _32"> </span>jako <span class="_ _23"> </span>generalny <span class="_ _23"> </span>wykonawca <span class="_ _23"> </span>we <span class="_ _32"> </span>wsz<span class="_ _21"></span>ystkich <span class="_ _23"> </span>segmentach </div><div class="t m0 x29 hb yac ff5 fs4 fc0 sc0 ls0 ws0">budownictwa. <span class="_ _29"></span><span class="ff6">Gwarantuje <span class="_ _2a"> </span>najwyższą <span class="_ _29"></span>jakość <span class="_ _29"></span>usług, <span class="_ _24"></span>s<span class="_ _21"></span>prawną <span class="_ _24"></span>or<span class="_ _21"></span>ganizację, <span class="_ _29"></span>sz<span class="_ _21"></span></span>ybkie <span class="_ _29"></span>tempo <span class="_ _29"></span>prac <span class="_ _29"></span>w </div><div class="t m0 x29 hb yad ff6 fs4 fc0 sc0 ls0 ws0">oparciu o najwyż<span class="_ _21"></span>sze standardy oraz profesj<span class="_ _21"></span>onaną kadrę technicz<span class="_ _21"></span>ną.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha yae ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">KOBYLARNIA <span class="_ _29"></span>S.A.</span> <span class="_ _29"> </span></span>–<span class="ff5"> <span class="_ _29"> </span></span>pro<span class="_ _21"></span>wadzi <span class="_ _29"></span>działalność <span class="_ _29"></span>w <span class="_ _29"></span>zakresie <span class="_ _29"></span>realizacji <span class="_ _29"></span>robót <span class="_ _29"> </span>drogo<span class="_ _21"></span>wych <span class="_ _29"></span>i <span class="_ _29"></span>mostowych </div><div class="t m0 x29 hb yaf ff6 fs4 fc0 sc0 ls0 ws0">oraz <span class="_ _26"> </span>prod<span class="_ _21"></span>ukcji <span class="_ _26"> </span>mas <span class="_ _33"> </span>bitumicz<span class="_ _21"></span>nych. <span class="_ _26"> </span>Jest <span class="_ _33"> </span>również <span class="_ _26"> </span>pr<span class="_ _21"></span>oducentem <span class="_ _33"> </span>mas <span class="_ _33"> </span>mineralno<span class="_ _25"></span><span class="ff5">-bitumicznych <span class="_ _33"> </span>i </span></div><div class="t m0 x29 hb yb0 ff6 fs4 fc0 sc0 ls0 ws0">betonowych, <span class="_ _34"> </span>posiadający<span class="_ _21"></span>m <span class="_ _34"> </span>cztery <span class="_ _34"> </span>nowoczesne <span class="_ _34"> </span>wytwórnie <span class="_ _34"> </span>mas <span class="_ _34"> </span>bitumicznych <span class="_ _34"> </span>w <span class="_ _34"> </span>trzech </div><div class="t m0 x29 hb yb1 ff5 fs4 fc0 sc0 ls0 ws0">lokalizacjach: K<span class="ff6">obylarni k. Bydgoszczy<span class="_ _21"></span>, Mi<span class="_ _0"></span>ękini k. Wrocławia, Bogusławicach k. Włocławka. Dzięki </span></div><div class="t m0 x29 hb yb2 ff6 fs4 fc0 sc0 ls0 ws0">temu może realizować <span class="_ _21"></span>inwestycje drogowe <span class="_ _21"></span>na bazie własnych wy<span class="_ _21"></span>robów bitumicz<span class="_ _21"></span>nych. <span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x5 yb3 w11 h19"><div class="t m0 x2 h10 yb4 ff5 fs6 fc8 sc0 lsc ws0">773 993</div><div class="t m0 x2e h10 yb5 ff5 fs6 fc8 sc0 lsc ws0">859 856</div><div class="t m0 x2f h10 yb6 ff5 fs6 fc8 sc0 ls0 ws0">1 <span class="lsc">143 128</span></div><div class="t m0 x30 h10 yb7 ff5 fs6 fc8 sc0 lsc ws0">949 104</div><div class="t m0 x31 h10 yb8 ff5 fs6 fc8 sc0 ls0 ws0">1 <span class="lsc">242 903</span></div><div class="t m0 x32 h10 yb9 ff5 fs6 fc8 sc0 ls0 ws0">2 <span class="lsc">505 568</span></div><div class="t m0 x14 h10 yba ff5 fs6 fc9 sc0 ls0 ws0">0</div><div class="t m0 x24 h10 ybb ff6 fs6 fc9 sc0 ls0 ws0">500 000</div><div class="t m0 x33 h10 ybc ff6 fs6 fc9 sc0 ls0 ws0">1 000 000</div><div class="t m0 x33 h10 ybd ff6 fs6 fc9 sc0 ls0 ws0">1 500 000</div><div class="t m0 x33 h10 ybe ff6 fs6 fc9 sc0 ls0 ws0">2 000 000</div><div class="t m0 x33 h10 ybf ff6 fs6 fc9 sc0 ls0 ws0">2 500 000</div><div class="t m0 x33 h10 yc0 ff6 fs6 fc9 sc0 ls0 ws0">3 000 000</div><div class="t m0 x34 h1a yc1 ff5 fs9 fc9 sc0 ls0 ws0">Y 2016<span class="_ _35"> </span>Y 2017<span class="_ _35"> </span>Y 2018<span class="_ _35"> </span>Y 2019<span class="_ _35"> </span>Y 2020<span class="_ _35"> </span>Y 2021</div></div><div class="c x5 yc2 w11 h1b"><div class="t m0 x35 h1c yc3 ffa fs6 fc8 sc0 lsd ws0">21<span class="_ _2b"> </span>480</div><div class="t m0 x36 h1c yc4 ffa fs6 fc8 sc0 lsd ws0">25<span class="_ _2b"> </span>103</div><div class="t m0 x37 h1c yc5 ffa fs6 fc8 sc0 lsd ws0">27<span class="_ _2b"> </span>036</div><div class="t m0 x38 h1c yc6 ffa fs6 fc8 sc0 lsd ws0">28<span class="_ _2b"> </span>124</div><div class="t m0 x39 h1c yc7 ffa fs6 fc8 sc0 lsd ws0">58<span class="_ _2b"> </span>193</div><div class="t m0 x3a h1c yc8 ffa fs6 fc8 sc0 lsd ws0">128<span class="_ _2b"> </span>010</div><div class="t m0 x3b h10 yc9 ff5 fs6 fc9 sc0 ls0 ws0">0</div><div class="t m0 x3c h10 yca ff6 fs6 fc9 sc0 ls0 ws0">20 000</div><div class="t m0 x3c h10 ycb ff6 fs6 fc9 sc0 ls0 ws0">40 000</div><div class="t m0 x3c h10 ycc ff6 fs6 fc9 sc0 ls0 ws0">60 000</div><div class="t m0 x3c h10 ycd ff6 fs6 fc9 sc0 ls0 ws0">80 000</div><div class="t m0 x33 h10 yce ff6 fs6 fc9 sc0 ls0 ws0">100 000</div><div class="t m0 x33 h10 ycf ff6 fs6 fc9 sc0 ls0 ws0">120 000</div><div class="t m0 x33 h10 yd0 ff6 fs6 fc9 sc0 ls0 ws0">140 000</div><div class="t m0 x35 h10 yd1 ff5 fs6 fc9 sc0 ls0 ws0">Y 2016<span class="_ _36"> </span>Y 2017<span class="_ _36"> </span>Y 2018<span class="_ _36"> </span>Y 2019<span class="_ _36"> </span>Y 2020<span class="_ _36"> </span>Y 2021</div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7MAAAYKCAIAAACKgasiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZXgVZ8KA4XfmuMSFhBASIEBCcJfiRQqFuht0S7vd2m5t6+2Wdtt+dfeWuitQg+LuTrCEJMQ9J8dHvh9hszRGEui2wHNf+yPMmTMzmTNXrmen73lH0nVdAAAAAKc8mVMAAAAACCGMJ+hxV1VW5u7b7y4p1RTFaLXGdU1J7JTMxwkAAIA2k0640RQ1LteGr75NeuLNMJenbqHPbNz34E0jLrvIaDTyoQIAAODkL+NV384NefyVhEMlDV9SJWnrueNHPP6gzWbjcwUAAMDJWcbVVVWbv5unLVzRc8kGg9bkAauytO+F+4efPZ3PFQAAAK11Aow98Pv9G2/8Z5/FG466pkHT/XMXCsoYAAAArfdnn5uivKxs1TW3pC/b2ML1QzNz+VABAADQBn/ee8aqqu7euKnysRf7rN/V8nfZq918qAAAADh5ytjv9y+d/WSf979rr7VuGHRVu0g+VAAAAJwkZVxwKC/jvn/3W7TOoLX624GuwX2O/QB0Xfe43T6v12gyOZxOZoIDAACgjP8Ayz74JOaZd/qUVLTt7bb07seyd03TNixcVDXvl7i126OLyyuc9u3dOopLzx529nSDwcDlAgAAQBn/j6xfuKjn3U+3vWuFCGkf37b3er3e/OzsnMde6PPrurqFlgpX5NqdgQ2715lMw6afyeUCAABAGf/u3G732vc+Tnztk6OuqQvhtVnsXn/Dl8qjQmM6JrZqv4FAIHPX7tzPv4tbtDqitKq3L9BwHbOqxdz79Nbo6D7Dh3LFAAAAUMa/r1WPP9vv3W+POoecKklbzztdbxc94OVGGrokMb5TXLuW77S4sHDXbQ+mLd8Ue7QBzZEVrrwX367p3dPpdHLRAAAAnJT++PmMfT7f0g8/7fP+9y05lIyhPYf/+37Llt2Nvurp38NkMrVkp9VVVYvffKd0yuW9l240tex7fhFZeT6vlysGAADgZPUH3zPeu3176b1PpG7bZ1S1ZlbThSiKi8qbPm7wzdcVHcrrtnZHw3X8JkPK5Rc2vztVVXMOZGYtXh7+8fe9Dhxq1f8tCNgsTFIBAABAGf8uDh3MDv7lztT8kqOuuadvt7T3X+oRGSmE2DDnw36K0sg6I/uP6da1+e0sfvmNtOff7+sPHnWPFWH2iCrPkWlePry/MySEKwYAAIAyPp50Xd+1YaP/toeTW5DF1Q6b464bIyIjhRCapknb9jSyQSHEuBHNbMRVXb3mhdd6vfmludmb06osMnt0qZk2XqusGvDqZ3XLFaMhZEh/7hkDAABQxseTqqrL3nk/5cm3HR7fUVfeNrp/6v89lPSfudiqKisj9x1sJHyd9pSxoxrdQklR0d6Vq80vv99vb66sNz6kWJWk0pjwwl5dQ2dc2GfYUEmSdky6+MgVCjrG9Z0wjssFAACAMj5ugsHgkvsf7fvx/KM+306VxJbzJpz22AM2m61uYWVJaVxOccOVy9pHp7eLbbh84+IlkTc8mFbtbn5fW88eO+TR+9JCQ2v/ufjt9/rszz1yhdJp4/oecRgAAACgjI9JdVXVuvse7fvd4qNm8f70zqZ7bx43Yli9J88V7c/sqqoN16/qlGC1Wuv+qWnaxl8XV/20uMsPy8Jcnqb2oknStolDw6+8YOxpI+p2tGfbtui3PjtytfJwR5fpZ3CtAAAAUMbHx55t2yvuerTftv3S0dY8kJqU+Paz8R0SGr5Uk7G30ber3TrX/ez3+5c99ky/t75qZuoJXYj9vbpo118xdtpUSfrNJvOfe7NP7m9uS2edN2l81xSuFQAAAMr4OMjPPWS49OaUStdRs3hvzy7Jbz8bl9C+8ZcPFTS62Jp8+NF3mqYtu3d27y8WND8j246RfQe88azD6ayXxSVFRWm/rj1yicdq7jnrKlmWuVYAAAAo42OVsWVr9e2zUypdR11z47UXjL3ntmamgAhvbGIKVZJSRgxTFGXt9/MMb306YNv+pt6uGOSM4X30M8b2nT6l0SnYtrw+Z8ARk1dUO23ej19Ia+zuNQAAACjjVggEAkufeanvyx/HHu0xczUOy8EHbp5w2UXNrFNWWhqXXdhweWZaclhZWfFF16U19mqdoCxtu+HS8bff3NQNYFd1dcwvK45ccmDkgPH9+3GVAAAAnAp+30ECWxYv7fPKx4YWPH1577QxIy89yhPsDu3db1Ia+fpdTUpS4K93JTabxYpB2nHLlWNvvbGZcRFZO3fFH/rNCGN5SF8uEQAAgFPE73XPWFGUZW/O6fjKR0btKGvmJ8QUX3XusKsurTfktx5d10tWrk1o7Dkdfb5f0vyX7fb17mq6/dpxY8c0s4v9u3ZJtz58ZHnnJMX1PXc6lwgAAABlfEyWPP9Kv2ffb8k0FEkfvtwzLu6oG6xxuYxbdzX6qI5msrg4Jrzi4VsHnTGx+cfXud3uypvu73zElBR+k9H43EO1D94DAAAAZdwWOZlZez76vOe73zSfxUGDvHdwesfH7ottQRYLISpKy9rtymzhMehCVIY7cwf0iLv1r8P69D7q+tsXL+28P+fIJQfTu6R0TNy3c2d1UXHA7QlUVqsejx4I6oGAHggKIYQsS0aDZDbLNotssZhCnJaw0JDoqPCYmNDw8CMnVwYAAMCpWMb7d+0Km3jlgKOtFjQaMl94YOT0qa0I7k1behRXtHDlgvZRsd+/N6ZlzS2EqPnhV6P6m7vRHfZkSQOmRgkR1fqTUClLu8cNjrtlVrfevWRZbn6UCAAAAE7CMtZ1PeeZ11vynbUdU0eOnjKpVRv3btjawjUPJcQYX3k0tsVZLIQI25ddb4nDG2jzeTBrep+Fa/WFa7PCHTnD+1unjO09fmyjk8QBAADgz0PSdf3Yt6Jp2ualy9yvf5i+YkvzN0g9Nsvuc8aPeOguu93eql2snHZZ2uY9za/jMxt3XjBp+P13OJzOVm18X+9xUeXVbfnFhRAtmOCjMsyROW6InJYSO7Bfj4EDeG4IAADAn9DxuWe8c/2GjlfeftTZ2TQhdl8xfcID/2zLgQaVZl7VhaiIcLpefmTCqNPasHFPiL2ZMlYlSTHKAbOxxuEoTu+s9kmzp3QOT0ywOp1mq1UIoSqKq7y8KjfPs3e/afvesJyCyOIys18xaGrt1BzhVe7+3ywS3ywSQuxsH1Nz7w0DzphoNpu5/gAAAE62Mi785oeEFmRxxqD0QTdd27ZduLokih0Hmnr1YEpi9FtP9Uvp0raNl3Xv1HA6ZE2Ig90SK0YMMHXqGJHaNSGlS1xYWLrF0vgmunQWgwYeLmlVLS0uLtif6cov8G3YGrtqc/vcIoN2+AQl5JcEbn54+ZTF6fffFte+PZcgAADAn8RxGE2hquqW08/vtC+3mXUqwxxZf7140JWXhoaFNd7NmpaTk1tZVR3XLrZdu9iG31rbtWmzft3d8QWlRy7UhTiYklg+tE+vm66NS2h7ZW5dtcbzyHPhReWeUEdlSpIWF2Pv26PbacOjY2OP/ftzuq4fOpiduWJ1IDvXtDer3c4DUSUVRk13260Zl0zpdPE5KWlpXIgAAAAnQxm73e6c0ee2KyxragVNiJ2P/mP0VZc1uYKmzX7i1UdeXlT7z+lju77z0t1hDRp607Ll0dfc5fT4a//ptZh2zTxnwn13nnAnPScr6+Ad/0rZlGENKEKIrWMHDnjpiab+PwMAAAD+NwwPPfTQsW7CYCj44POwqpqmVtg+ZsDAO24yNzEOQdf1z7+ae/cT3yv/mTdtz8HyUKvvtGH1J3+LT0raHhdRUVDoctoyxw3R775h0EXnGwyGE+6kh0VEtJs+eX/vroUFBVF5JfEH8zfkZiedcTrfzAMAAPgDHZ+5KRb+/a7+Xy5suLw83Jl3x6xRVzb35OflK9ZceuPLhaWeIxfGRlpXzX0sKaljCw8gP78gL7+g4fJ+fXs3//S7/4GKiooDmQfrnWej0dirZw8hxM6160vWrLctXW+trqk8f9KQqy5jfjcAAIA/xPGpxtS/X1/586pw12/qVpFF3h2zmhlEUWvBkvX1slgIUV7lX7pi/ZUtLuM353z1yCuLGy7P2/RabGzMH3uKFy5eecU/5qi/fZJImNO0a9mLsbExfUYMEyOGidvE5mUrrM+8sXb7npEvPsG0FQAAACdqGXdITsr69q1NPyyImPtrRFGZZjDkp3WyzrxoxOnjjvpep8MqSaLenWtJEg77qfWA5X6jTgsMHbxn0+bVn33ZY+L4mHbtuDoBAABOvDIWQnTq3q1T927aLdd73G6D0Zhis7XwjRPHDX394xU5Bb8ZphwVZhs/dsSp9mGYzeZeQ4eIoUO8Xi+XJgAAwP/Ycf7KlyzLzpAQW4uzWAjRu1f6jPOH1Pvu2TkT08PDw0/ZT6VVJxAAAADHhfEPPwJZlu++7douye3f/3JpabmnY/vwUUNTZ1x2Dp8NAAAATq0yFkIYjcZLLzr70ovO5vMAAADAn72Md+zclZdfVC9nx405TZKk3NxDX3674Jdl273eQM/u7S8+d1yPtG6RkZG1q+m6XlRU/NOCZfMWbiyvcEdFOM6cMHDKpNExMYenjHC5XH6/Pzo6+siNV1RU2O12i8WyYuUat+e/g27NZtPggf0cDsfevftfeP3zJWv3B4LaW09d18yR+/3+NWs3vvbevI078qMjbGdP6j9x3NCe6WlHzua2dNkqn99f742p3brUTRu3Zev2ouLSeiuEhjiHDhlYNyFdIBBYtGTF9z+tzi+qCnVaRw9P798nLb1HKhcZAADACaGl8xnPuunhOd9sPXJJuNN0cOPbjz391uufrKmqCdRtxmiQ2kXaHvj7tJlXXrB23cYHnvhwa0ZRZU1Q0/67o27JYU/ed+mkCWMNBsOy5auv++ebA9IThgzo6nRYKypr9mcVrNyQ9cMnDycktE8/7eq9B6vq3hgdbl369b9Ky8ovv+ml3EK3EMJikr9+84bV63Y0OmvbF6/M+uejn+YW1gSPmDTNYjKcNyn1qdk31dV5cv8r8orrzxz31D3TbvnbjNqfL5p5z9cL9tRboW9q1MofXqqdYW3+jwvv+ven+3MqFFUcuaMRAxKG9e/y+OtLmpq1jUsQAADgT6Kl94wbBrSui8efefvJt5Zp2m+WK6qeV+L5x+yvnA7brbM/KyprZJqFvQerzr3utRcfLJl19SWarpVXej/7cddnP+6qW8FpNx7eY4Nu37F771X/eNcX0Fpy2A8+9WVmnqveQn9Q/Xjezs077/7k9dvSe6TV/i7N/8pNrHD4bnF5efmsO98tqfA13NGiNTmL1mQLIXGpAQAA/Mm1fW4Klzf4f2/Wz+I6Hp8y664PGs3iWqqqP/n6zyUlJa3aqc+vPPjUVy3MYiHErsyKpl7anVUx8+bnysvLj/EM7s7YM/bsOxtm8RHIYgAAgJO6jDVNHDlAorE4VpvfQl6Ru6CwuFU7rfEqGVmVLV/fbjWOG9rx9GFJoU5Tw1c3Z5R+/vWPx3L6FEX51/+912h/p3aKmHFunyG9eWAHAADAyV7GtS6YnPre01d07hDa+NZlMXpQh1kX9g8PaeRxx0FV9fn8v+uvd90lg7778LFvP3zsjlmNP41v49YDx7L9ysqq7XsLGy5PiLF/O+eeN56//7sPZneMd3KdAQAA/Pkd06xt/VKjX3vmn6Ghoe1iIydf8XzDFf4+Y/hjD/1DluUBvT/7632f13tV14Wqqm3bdVSYZcqYbjGRIS63L65ddFOrXXvVOVarVQhx7czz3/tq9f6c6nor7NhboGlam89AQWFR1qHqhsunjE3t0qWzECIqKuquv02+8cEvj2EnAAAA+NOXcafEqNDQUCFEQnxcoytMGDNIlmUhRGxMxHE8aFkW7z03a9KEsXVLvpm7pNE1aw9PCBESEtInNb5hGReXuSsrK9t8JNk5+UGlkSElQ/p3r/s5PCxEkqRGvksIAACAPxP5d9260Wj4PTYbGWIZPXJYK2NadjosDZcHVd3j8bb5SCqrahpd3j6e6dgAAAAo49/ftZcMqx0j0XKSJNltjZSxqmqBQKDNR1Ltcje6PCoynGsLAACAMv7dde+a2IZ3GeRGZk+TZdlgaPuNbX8g2Pi+DAauLQAAAMr4d1f3QOZWaXScr1GWWnv7+TfbbOIJgn5/gGsLAACAMv4z0jSttMzVcHmIwxwREd5E9f73Z18T94bttsarOiv70JG75joDAACgjP9gLtfhb8j5fL7texqZeLhzx0iz2dzoe9dt3lf7Q0FB4faMokbXiY1pvKrXbNhd93PGvlxVZWIKAACAPzvjyf3rzft56c3XJwcCgc++nN/ok+pGDukuhDAYGhme8eXPGYn3PxUe5vx83sZDxY1/065rlySLyeAP1p+V+buFO8f/sKBrl+Rde/Y/P2cZ1xkAAABl/Ae7/d9zZz//Y1DRPf5GHiliNcszLjtbCBERasstbNi+0rPvrm5++8lJib26R23YUf8Z17mF7nOufY3LCwAA4ARy8o8zrnIrjWaxJPQZ5/WPiIgQQqQkRTa/EYet8bkmnE7nOZP7cxkBAABQxn9SZ43vmhBjb2YFu9X4z+tGz773+tpH9J01eUijAypqRYaZrzirX6MvSZJ0640zH7x5fFPpLIQYmB4b4jBxqQEAAFDG/2tOu+GZ2Tes/uHJCcOTGu1dWRazb5sy+/5bwsMPf3/uwvPOPH9iasMH9kmSSGznmP/+naNH9G5qd0aj8b47/3bLjJGS1MjX7Pp2j5770ewwh5lLDQAA4E+upeOME+IienSOqLcwMf7wIASLxdzwVSGEw26r/SEkxNFwBUkSdrvNaDR07xRZ5fL/5o02k8lkEkKkJEUZDfXzPSzUWW9JTHR43fa7dooODw8LDQ399sPHn3/1/SdfW1jhOjznmsEgDesdf+WFIy8678x6dfv2S/dP/nr+v579/mD+4cnd7FbDXy4YeP+dsyIiIioqqxsef5ekqLqZlW+/eYbTYXvuncXF5b7aJZFh5gkjUh64/Sqr1do1OTLU+Zs4DnGYf6dHZwMAAKBtpKaeVXHSUBQlN/dQVnauEKJLp6SOHRObeVBIIBDIzDzoqqlxOh2dkpNa+xAQj8eTmXXQ6/WFh4V16pRkNBq5wgAAAChjAAAA4EQicwoAAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAgGMrY03Tvvp2fu+R19iTzu86aMab735SVFS8avW6lMEzUgbPSD/t6jMvvm3lqrVCiEOH8gadft0Tz7xRO/FFYWFR96Ez587/RdO0wRP+mjJ4RuqwmWddduenX3zn9x+exnjJspUpg2fces+T9Xa6es36lMEznn95Tu0/73v4uZTBM269+/9qt3zTHY+nDJ7xr8derlv/vKvuShk8o9uQGRPO+ftLr7/vcrl8Pl/a8Ktn3fTwh5983W3IjNqjrf1fjxFX19TUCCG+/vaHlMEzhk2+vrCwqHY7X307P2XwjC+/mX/kweTl5V/9t4dsHc/rPnTGnA++KCsrc7lcZ116R8rgGV99M18IUVJS0m/MrInn/l1RFCFEVtbBQadf9/jTrwshdF2/91/PpQyesWjJci47AACAE7iMA4HArXc/OeufHyQmhF13yaBBvTvMfn7+Ox9+4/Z4s/NdnRLCzhybXlLuvvCvL1RWVgaDwdwCV0VlTe17FUU5mF9d4/bqup5bUG0xyeef0Tc3v/Kq295/893Patf5ccGaimrf3IU7g8Hgkfv1+nzZ+a7KqhpFUeZ88MWrH625ZFq/fz94syRJpaWlPy/LKK/yPfvO0vz8gtr1C4qq3J7A2RN7yrK449/fPfDoK5qmHcyrKiytTkqMP3Ncj6T2Ydn5rohQy7RxPaaO7VE75fBX81ZVu/wbdxav37i1djsulyc73+Wqcft8vmAwqCjKY0+/PviMO9Zty7n+siG9usfd8MAXw6fefiDzYO+0Dtn5rsUrtgohvpm7cMf+8sXrcpevXCOE+Or7hTv2lZ45eaQQYuWqtW9/vragxH31rW/k5eVz5QEAAJyoZbxy9bqXP1p3weT0eZ889ezj//zordnbl758163XyrIshBg/Mv2J2bd9/Oo/i8t9O3ZmNL+p1C6xjzxwywcv/0PTxJpN+4QQuq5/+dO2e/42QUjijXc+bfRd835Y+PeHv+zXo90Dd/2t9gEcCxatrKj233/TJI9X+er7BXVrxkba7771L28+e1tUmHXLrkN1y0eeNuyZx+48b8ogIcTYYd2effzOJx+53Wq1lpWVzV+y952nrw5zmhYu3XTkTjdu3T/8jJvWrd+UnZ3z8Au/FJf73n7mhmceu/OLOY/dff3YzEPVr7z97XUzzzfKYv22HCHEqvUZFpNsMRkWL9uk6/prH63o2TW6Z3oPRVHe+vDHsqrA5JGd84o9r7z1OdNIAwAAnKhlfCDrkBCif+8utQ+Q0zTN6XRqmlb7qt8XKCoq/vzbX2wWQ3qP7kfdmq7rm7bsFkKEOK1CiM1btpWUe86aMrZn19in3/yldoTDkZau3Xv9Pe97fMGrLx5b+9RoXdff+GBhvx7tRgzpHR9j374ru972D2Yf8gdUi/noT6H7+vtfQpyWAf16nTep59J1B2qbtTZc3/h0Q15RjdVqOZCVo6hClkTvXj2EEJIkXXj2hDCHKetQWYcOCaMGdczMrfL7/Qdzy84YndK9U8SBnJIdO3dl51cPSE8UQng8niVrs4QQ55wxRAixfN1+t9vNxQcAAHBClrGiqEIIi9kkhKioqOg1albXwTOnXXKn3x8QQrz+yar+E/7xrxcW3HzViIiIiNp6rrstWvtD3SOZF63J6jHiL7c/8kVy+5Dzp42sqqp6+KkPO8aHKorSNTk2t9Dz6luf1rulWlLmjomwCyH2HsitfWnDxs0rt+QP6NkxLDS0d2rc6s0HXS5X7cr7c6qGTbn14r+9aDYbLpo+rPnfq7Ky8q2Pl3SMc3q93imnD8o6VP3DT78WF5c89vJ8IcQ1Fw7YuezFfn17BwJBIYTVbKh74LPBIFushtrT8th9M9y+4KtvfXwwv/rBO66YPqHXjj0F/372YyGkEUN6CCEWLl6RV+we2ie+b+/UEIdp/Y6C3Rl7ufgAAAD+VIwtXC89tYsQYuPW/TOuEOHh4bNvP++Sm9+OCLPVdupfLhzqDwSfm7OyuLRKCBES4jQa5Zz8clVVjUbjlm27NE107BBfu6kB6XHPzr7WbrPFxESHhoZ+N/fnxWtzfAFl0JR7VVUXQrz/1eprrjovIiKibu/nT+l3zVXnnn/17Nc/Xn3xuZNSU7vN/3mVrovn56x66YPViqppulizbtOE8aOFEB3inO8889eY6KioqIioqCiPx9PM75WxZ//mjBJJkvqcfqeuC39Qe/7NeU8mxI3on5yVt31Qv67R0dFCiPS0rrKke/zqlq07Bg3sJ4T49Oufi8t8U0bHCCHSe6R27hD2r+d/6p4c2TO9R3xcu8dfXZSRVWE2yn16dRdCfD1/tRBi447CYdMeDAQ1TRfzfloxaGB/rj8AAIATr4yHDR14z/VjXv1wVWX1/UkdonPzy3RdqrsN7HBYb7n+0oLiym9+2XX58tWjRg6bPLLbx/O2XX3Dw7IszVu8d0Tf+CGDB9SuHBZi69UzvfZnTdOefm2ux6c8/PeJQwb2UBT1ylve2JtdtWnLjvFjRx55AAkJ7V954vppVz4x69bn33j65uXr9yW2s7/4yFU2m0UIcdejH9360AeL+6QLIaxmQ4+0bkeGdTN++nWNrkuvP3pRUsd4IcQr785fsDJz2449o4enfzh3+6ffrd66I0sIceXFk2ffesb/vfbrtbe/MmZoSlFJ9dcL9nTuEHLjNecKISwWS5/U+D0Hd08cmSaEiIqKGtavw/KNed2Sw5KTEgsKCldtyj7n9G7XXD7JaDTounjoyU+/W7D9njv8FouFSxAAAOBPwvDQQw+1ZD1ZlseOGpIcb/115c5NOw6VV3rOGt/j0XtnWMymzdsyxg7vMXzooOlnjFq+au3PizdPGtPvrKljairy127JLip19U2Le/Hxm6Kjo4QQCxet7NGt/YSxhwc57Nt34It5K1KSIp955ObU7t26dE7ulGA9mJ0XH+McPLCPEKKsrHzztt2jhqYO6NcrPq5dqC24fmvW0lVbgwHluivGXnrR2Z2SkzolJ0lazfaMHKdV93q9EWG26WeMrItOVVUXLFrRO7XDpNNHCCGyc3Kzsg+dNrj7kEF9hRBvzPkurUvUI/ff1LlTUqfkpMgw87Yd+8vKqwf3774vM8fnVw4VVh4qrBw1NO2yi8++8oKRW7buXLHxoMcbvPbSES8/cUvnzp1q9+KqKssrKLrm8omdkpOEEF53eVFx6cwLR44cMXj12g3bd2bef9slo0cN75Sc1LlTUky4acv2zL7pie3j47gEAQAA/iSk1k6S4Ha7/X6/wWAICQmRZVlVVbfbbbVazWazEMLj8SiKYrfbjUajqqoul0vXdYfDUfuqEMLlchkMBrvdXvtPRVE8Ho/BYHA4HLVLdF2vqakxmUy1E1DUbt9isdSWbu36tWs6HA6DwVD7czAY9Hq9JpNJ07TaPdbd0NZ13eVyGY3G2p0GAgGfz1e3QZfLVbcvIYSmaTU1NZIkWa1Wr9db91vX/kZCCL/fX3t4ISEh/71n/p/N1q1W+8/a0xIIBPx+v9PprFtfVVWPx2O1Wmu/TQgAAIATsowBAACAkxJPhwYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAIOtMXgAACAASURBVACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAAAnPiOnAEBDXq932/adGzfv3JeZV1pWpaga5wQnJ0lYLeb2cZHpqZ06Jyf2TE9zOp2cFeDU/ZOg6zpnAUAdRVF27tq9YNHq739eH9SM3VKSYqLCjUZZkiRODk4+uq77/MFD+cX7DmRbjOKis4ZffvHZMTHRssx/UwUoYwCnNk3T5v/wy0tvf+9X5dNHD5k8fkjHDrF2m4VKwEncxqqqVVW7d2Zkbdiy59cl61OSws6bNnb0qOFWq5WzA1DGAE7dLN6yZdsdD70a3z7xmivOHDIgzWa1cFpwqgSyriuqunDJxgcef0fSAs89ev2woYP4TyXAqYb7QAAOKysr+/L7hYpmmnnplMH9U8linFIkSTIZjacN7XXetNHegPh16Vqfz8dpAShjAKeiYDD46Rdz5/6y+Zwzx5w2pCdZjFOT02H7y2VTZ105bfHKXfv2H+A/qwKUMYBTUX5+wdc/rAkNC580bpDFYuY/IuPUJElSdFTYJeeOM5hsv/y60u/3c04AyhjAKaewqLi0wtOvd7e42CjOBk7tOBbRUWFduySu27TX4/FwQgDKGMApp6ioVFH1PukpNpuZs4FTPo6l1K5JB3JKKiurOBsAZQzglOP2eiVJjowIMTBBGyBEiMPm9Sk+H6MpAMoYwKlH0zShC1lmeDEghBCSLAld6IJv4AGUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAgJYycgoA4Pei60LT9KCi+wMiqAhZkixmYTZLRoOQJE4PAFDGAHBqUFQlOy+4ebuaV6jkFOrVLslkMsRGGTp1sIwabEhOJI4BgDIGgJOapmkud3DdFt+i1f5l69SDh3SfX/cHhKoJSZJMRslqMfVJtV9xrmXsMEP7WCEzqg0AKGMAOPmquLI6sHStf/Ea77xf1UNFQlWE+M2NYT2o6B6ff8nawNbd9gumhN53kxwXw3kDAMoYAE4uquqb+6v7tY+Unfs0t1cIUS+LjwhkoZVV+b5dYDt7koUyBgDKGABOGlpFtX/Bct/Stf55i9TCEqHpR32LJElqcZnn4+/MQ/pKIQ7OIQBQxgBwgtN1tbjM/eYn7tc/0UoqhKq25r3Cv3azml9o7NaZb+MBAGUMACcyVQ1s2F7zygf+H5dqFdVt6eqySjWv0JCSLBkMnE4AoIwB4ISkuz2Bjdur73s6sG6bULU2bsQf1CpcQtMFYQwAlDEAnJBZ7PP75i/yfD4/uGV3m7NYCCFkSRiZtQ0AKGMAOCGjWNcqXe53PnO/+pGaXyyCyrFsTHLYDO2ihcwgYwCgjAHgRKPm5te8+qH77S/0Ng0srsfQLtrQPk7iYR8AQBkDwIlF93g9X//k+fBbvdJ1XDYot4uRQpy/18QUqqp7fFq1S/gDks0qhTgku41H7gEAZQwAx9bEgWBw0w7v1z95PpuvFZYdr82a+vSQHPbjeqC67vGp+UVKZnZg3VZl2x4lv1j4A5LFbEiMNw1It02fYExJEkyFAQCUMQC0LTf9C1a4HnkxuGOv7gsct82azeZ+PSTTcYpUTdNKyoO79vuXrgksWqNk5ailFUI5Yn7ldVt9cxf4l68Pu+8mU580YTHzwQIAZQwArQnOiirf/EU1z88JbstoycPtWk6ODjMkJxzrUApd12rcyv7swMqN/l9XKLsPqPnFutcvdL3hlvWA6v9lRZXb65h1sfWsCZLNyucLAJQxALQsOz1e97uf1zzxulbeyu/bmU1yRJhWUi40ramiNXbuIMfHHtPh+fzqgRzvtz97PpmrZOaI4BF3iJsKblXzL1uv5hea+qQZ01L4iAGAMgaAo1anrrvcvp+Wej/8Tmvt9+0kyTy0r2Q0+pevb6qMdV03du0st3mQsa6r+UW+H5cGVmzwL12r5hUJvRX3s9WcfCUrlzIGAMoYAI5G04IZB9yvfuj7aZmak9+KQRSSZEiMMw8f4Jh5geupN5t8o67L4SGWccMlu63VSayoWn6hb8FK3w+LAss3atWuNjxqRPcHlQPZjY64AADKGADw32xVMg64HnzON3eRrqqt+5Oa1iX0vhstY4dp1S4tr7DJoRSSZB7Qy9Sru2RqzR9hXaiFJcFN291zvvT/skL3+I7hl5SaGosMAJQxAEAIIdTScv/3Cz2fzg2s2dKqLJYjw4x9Up23XmMdM1SymIM796hlFU2OcDCZzMMHyNGRLU1iVdXLKnyLV3s+mqvs3qfmFf5mSHHTJS2a6l5JyO3bkcUAQBkDQBMl6XJ73v685pm3tEpXq6ahkONjnDdeaT17orFLkmSQhRDK7v16dU1T60sOi6lvmtyyZ3xoVa7AsrW+eYu9cxdqpZUtHU8sCTkmwpDUQdm1r+HdZSnUYeraiTIGAMoYABrLYp/fN/9X76dztYpq0ZrJ2SSbxXbuJPtlZ8lxMbVZLIRQsvNEINhkSTsdhoQ4YT76X2C9xuP7foHnjU+Cuw5orpoWHphktRi6dLROHSMMRvVATv0y1nVjcqLcLooPHQAoYwCol5+65nJ7P/q25rl3lOy8VmWxoXOiY+b5tsvPNhw5OEHTlIxMvekvxhk6dzR0TJCaeRCdruv+QGDtZu9n830/Lm3p1BNGgxwRah7azzp5tKlvmhwTVX3vk5rbU7/Lo8JtF0yVYyL55AGAMgaA3zSoejDP+9WPNc+9oxa15rHPsmRIjA+9/0bbBVMks/nIkQl6jUfNzm/mreZeqXJUWJODGTRN2ZvlX7rW/coHwd2ZLRw+IUWFWcePsIwbbp061tAuWkhSYM3mwKpNDW5d6+bTBlrPHMdjPgCAMgaA31ZocZn7rU+9X/+illS0KotNfbrbzp9qmThSsljqvaiWlmtVTU+BLEmGxPgmbxjrenDXPvdL7/tXbFAO5LQoi2VJjou2XTjVcdlZhs5JcohDSJLQRXBbhlZeVX9lg8Fy2kBD+1iJQcYAQBkDwOEE1TQtJ7/mhTme977WXO5WPCnDbLJOPM152zWmPmmy09GgtbXgxh1addNlbLMYuiY32sRqUal/4Ur3u18E12zRmx6m/F8moxweajl9uO2iM81D+xkiw+vuQ2vlFb55v+o+f/0/+uldLZNHS2EhfP0OAChjADhMzcytfvAZ3/e/6r5AK95mNVunjw994BZTt8bndtBd7sCqDaJBktYxxIQZkxPqv1fTlf3ZNc+/4/3ke83lacmBSDardeoYy8RRtrNOlyPD670aWLUxuHlnwzHTtiljjZ07NjfEGQAoYwA4deg+v5JxwPXoy76flrYqi+WIUPvM8x3XX25IjG/qnmtwX1Zg6y49qDS+a10z9espx8UeuSi4a5/3yx/8C1cHt2fobu/Rj8NsMvVPt18yzTb9dDkmSjKb6u1D2ZPpfvtztazeUApdjo+xTB1bf30AAGUM4BTNYrfX+8U8zwff+NdsFS0ZsXA4imVjeor90rPsV51riGl6vjNdV3bsUXMKmnpis2Q2WSeOksNCDq/u8fpXb3Q/N8e/eLUeUFoyokMKsVvPmxxy0wxjapdGG1f3+jzvfxVYs1X8ts4lq8V59YXmnt0ZRwEAlDEACKGLwLotNa98pOza34osFsKQGOf862XW6acbmn9wnS7UrDy9psn7vnJkhLF7F2E0CiGEogRWrK95+q3A6i26v0UHY0iKt4wZ5rjxSmN616ZGRGilFYHVm3VX/eeMyLFRlvHDhdXCVQAAlDGAU7yJda2iKrByg+uJ14PbMkTTkw03qFHZmN415NZrbGdNkBy25m+46oFAYFuGXtPkQGHzgJ6GhDjh8/u37PT/utL71c/KnsyjH4wkJIfdOmmk/eoLTb26y7FRzUxt4VuwIrh1d/0v8EnCcsYoY58edc8iAQBQxgBOUVppec2L73k/nacczGvFNBSSZB7YK3T2beYR/SWz+eh7KatQ9h9scloJk9E8rJ8kSZ4Pv6l55QN1f7YeUFrwd1o29U2zThhlv+YiY9Pjmw+HcXWNb+6vDb/DJ0dH2s+bIoc6uRIAgDIGcOrSNV3LK6x54V33nK/0qpqWZ7EU5rQM6++8Y5Z52ADJ2KLJHJT92VpZudA1IRrpV8liVgtKqh54xr90jVZUfvQjkYQUFW47e6Lj2kuMnTtKIc6jZHFQ8c1bGNi0vf5mnDbbpdOMvVO5GACAMgZwSlMP5roee8X71U96y2ZDqyXHRjquv9x+4VRDl6SWj0BQ9mXqNd5Gs1gIoXt8nne/1P0BobVkLIduTO3iuP5y2wVTDVHhR//anK4r23bXvPyRVu9JfpJkGTvcec3FhgYzuwEAKGMAp5Kg4v3mF9/cRc2M/W2EwWCZNNJxxTlyQlyrBuaqhaVCUZt8WdN0r69FG5IkOSbCPvMC+0VnyhFhLZlNQvcHfD8vUw4eEtpvbkVLdqt14kg5PpYpKQCAMgZwitI1Tdm1z/fdQvebn2lllS19myTJHdrZzp3svPYSQ2J7IbemJlVNPZinq+oxHrkcH2O/YIpl3HDzaQPlUGcLiza4LcP76Vytov7joE390y2TRkpOO5cEAFDGAE5RwW0ZrvueCqzarLncrfibmNY55K6/WSeNbOGd2t+0uKqq2fn1btm2MoplY9dk5z9m2i6cKjsdrToA3/zFyr7sBnesdesZow2J8XVzWehBRfgDuj+ge726L6AHgkJVD4/ukGXJYBAmo2Q1S1arZLdJJqMwGoTMdBYAKGMAODHpgWBw6+7q2S/4F60RQaWlbzMYTL27O++8zjZtvGQ2tWHsgVZZrebmt/GgJSGFhVgnjHBce5l5SB/JZm3NL6wrGQd8Py3VGwzkkMPDDAlxwTVbtaoqtbBEKy5VC0q18grd7dWq3brHK/xBoWlC14QQQpKFQRImk2S3yk6HHBYiOexyTIQcHSnHRBqiI6XQEDkyTI4Mk2xWYbFIBpkRGgAoYwD4M3exHli7ueqOx4Jbdrdi0mIhTP3Swp+9zzSgt2Rq4x/G4LptWllFm/4SG0y9utnOn2K/4hxDfGyrf2NF9X75g7LnQMNTIUzGmmfe1gpLdLdb8waEpgpdNPUFwaY2LyRJmAyy1SI5nXL7WFO3zoZOiabe3U3dkuXEhJaP9wAAyhgA/qdZrBYUez76Vtmxr1VZLEeFO64419Qnrc1ZLBRV2bVPDwRa/UZZMvXv6bzhCsvYoXK7mLbsOhAI7jnQyNTIkqSVVmglZUIX/4nXNiSsJHQhAqrmd4sqt5pXpGzNkMJCDEntTSkdDendLAN7G1OS5XbRks1KIgOgjAHgz1HFXp9/2TrPR9/55i/S/S0uVLPRMmKg7cKptvPPkKzWNu9dc7mDe/brwdZ9/U6OibBOG++YcYFpYE/JaGxbWWoen5JTIBr95p+uCyGJ49Kr/zk2PajopRVaaUVw8y7p+0We6AhD+zhT71RT/zRT357Gbp0km6XNvwsAUMYAcBz4Fqxw3fOkkpmrt3xssSQsowaHPXWvsWuyZDYd0+69XrWqvBVP1xO63L6d88arHLMuksNCjqkjFVV4/aJtX/w7fMC6ELqQZCHJQpYOz8ihC6FqQlOFqM3rBt/D03Td61dzC9XcwsC6rcIkG5MTrVPHmdJTzCMGGTsn8tU9AJQxAPwBtKJS7yffKQdydKUVd20NifH2q841duvU9kEURyamrokW9qksGzp3sJ0/xXbR1GPNYiGEUZYsZiG1dOfCYJCMsjCZJZtZstnkyDDJaZNCHbLdLpkswmKSjLLQha5qIqBoPo/u9miVNXpFle7xal6/8AV0RRFB5TfPK9F1EVCVPVmewi/khFjLpp228yab+/SQQkME944BUMYA8L/LYren5sU5vgUrW5XFxt7dQ+/5m2XSqOOQxUIIu02OiBGSLMRRxjdLDptlwgjn9VeY+vaQwkOPfdSBZLcZUjuJzbtEINjY72mQrBbJZpGiwg0d4oydkgwd28thIXJMpBwRKoc6JadDslokq1kymoQsC1k6fEi6LnRdV1QRVHSvV3N7da9Pq3LpFVVapUsrLFaz85SsHDW/WHd5tBqPCASEJrRql1btUg/k+H9ebh7e33rmOFPPboaOCZLVwoUKgDIGgN+/jA8V+L79Ra9u8bzFkjB0bB/6wM3WKWOPTxYLIYc6rWOG+b5ZoAdrml5JMnbtZDv7dNuMC0xdOh6vkbiSzWq/eFpg+UY1M/fI31EKcxpTOpl6djP26GJIiDN27WRIiJNDHJLFLCTpmPau67qq6v6AVlap5uaruQXBjAPqzv2BHRlqTp4IqHogqBzIUTJzfT8sNqWl2C6dbjtnshwZxvgKAJQxAPy+lOx8pahM6FqL5l6wmq1Tx9kvnGI5fcRRszgQVPLyS7LzigMBJSI8JC4mol1shLnRdxkMlsmjTP16BJatb2S0sUGWY6OtE0+zX3muqXeqdOwjKI4sY0myjBwScscs75c/aeVVks1iSO5gTGpv7JVq6tHVEBcthTiF0SAdYw3X26XRKBmNssNuTIzXdd3q8+tVLiUzN7g9Q83ND27bo2RkqkWlWnmVf8XG4J5M/+I15qH9rFPHGZMTxH8eOwIAlDEAHGd6lUsEgy2cksw6aWT4/91l6BDX/P1LXdfLK2qWrN7y/ue/bNq+PxhUIsKc6d2T/3LZGRNGDTAaG2k7Q1SE47pL1P0H1YKSI5+EJ1nMpuH9nDMvsEweLUeEHf/fX5Iki9k+80LbOZO0imrJbpOjIySjsXWPtj6WvUuSZLcJu80QH2sZMUDXdb2iOrB5p3/Bcv/ydeqBXK20wvv5D75vfvEvWxvyj2tMA3tJFjPXLQDKGAB+BxZzi/4zvSwZEtrZrzxXbh971PU9Xv8Xc5d+/v2SLTsPBAJBIYSrxlNYXK5qWmL72LRuHQ0NtyBJltFD7X+50PfLCmVflvAHJbvV2LmjuX9Py7RxlqH9JIf9dwxUgyxFRchREX/4pyFJkhQZZhkzxNg12TJy8P+zd5+BUVz32sDPmbZ9V9Kq944KoggQiCbRjSkG3O2423Ecpyf3vrnJe5PcJL65b3KT6+QmsRP3gnHD9N6baBJCCBAS6r2X7bvT3g+yZQGSaKLq+X2C1WhmdWZn5pmz/zlHPFfuWb9TLC5VnW7vzjwiycbvPa2ZkUV4XIAAAMkYAGC4sZGhjL9ZtruGTs/aBdP1jyzRzp1Oucuc+lSV7D5Y+Kd/fNbc2qV8NQIDpVSU5D2HTv7mjx/8z2+/HR5iHeCdBAUYf/i87v57pbIK1elhAixcfDQTFkxNBtqvkkEdanA3escNBDzwn8MwbFQYGxWmWTBDd+8s77GTUmmVd+ch38H8nsYWwxMrhDnZXGLc9Q6WBwCAZAwAcMGJLC6an5AhN7YTadCRjDW5WZY//IyNiaBXUOQqyfKmHUcamzsG+JEkb9hx+LEH5iydP3WACEspY9QzaYl8WuJgK2/v7KmoapTkgYfRiIkMCQ+1MnfOk2qqqjY0t9c1tCnKAINysCyTGBdpTUkwpCQQVRWfWO5Zu829YbftZ3/gJ48z/fxlTc5kPJYHAEjGAADDhpoNxh88K9c3i/nFA4zpy3OanCzTz7/LxkRS9opCmMPprq5vGXRzlJZV1MuyPGC18WXlnyz79R8/sA3Uw80w9LvPL3viwXnaO6cMV5TkzbuOvfHBZrfbe+lPDTrNr3/69JwZmRzHEkq5lATD957RLJrj3XFQKjrr+PsHcnOrduEsxs+MjzEAIBkDAAxHMmZZTXam6V9ftP/Xa1Jpler4OnRSnUYzd5r5V9/n0pOvMBYTQiRR8nh8QyRjt9urqtc26RxxuD21ja3dPY4Bk3G33XnNa741VNVmc9bUt7jcngGSsV7rdHvUr+5XKKXUoBfGpAjpyUqP3bvroHvTLkqo9r75VK/FJxkAkIwBAIYlHVPNrCnE6/PsyvMeylcaWwnHcTFhXFqy4en7udREejUjhQkCr9MNNTOFQa+lDOZ2uw4swwRYNItmMyGBUkmFVFrJpyUSDFgBAEjGAADDgjGbtCsWCLOzpco6paWd8BwXHsKEWJnAgMs+cncRvV6blhx98OjpAbtvtRohIy2eRXXs9e8yvU4zfRKXnKD22FRRpAJPKO43AADJGADg+lFKeZ4NsrJB1utcE8+xS+ZN3bI7v77x4gfLBJ5bfu/0iWOSKTLc8KRjhg0NJL0DfaBJAeCWn5PQBAAAlxqTFr/i3hnREcHMBXGNpiZHP/HAXLNJjyYa3rsaxGIAuB2gzxgAYAD+fsbvv7B8ZnbG+q15RafLfaIU4G9OTYq+b+G0KRPSWBbdCgAASMYAACMDpTTIapmfMyE3e0xjS6fX5wsMsPiZjdeWifvqla+hBkNV1Ttx+g8AACRjAIDh1NDUXl3XPOBjcHExYWHBAQzDiKJ0GipsagAAIABJREFUvqrhzLnqppYOj1fkWMYaYE6Mj0wfFWMxGfsHSllRHE53SVlNWUV9j83p9fpYlgkIsIxKiIyNCgsOtPTNr6GqpLvHYTRoOY4TBD42KqR/Tu3qcWgEXq/TNDS31zW0yrJyaaoek55gMuhsdlfBqbKqmqaG5g63xxsbEfz4A/Ou5A8XJam9o+dY4bnyqoZum5OhVK/TRkcEjx+TFBkWaNBr+ydlnyiVlFXbHe4BV6XVaNJGxei/GmrD4/WdKal2e72DbTo1Ocbqb77ozVRUNZ4rr23vtDmdbkKIwaCLCAtKTYoKDw3EpxQAkIwBAG6GHfsK/vu1TyXp4uipKMrPfvDYw0tzq2qbDhwt/nT9vrNltR6PV1FUSgkv8EFWy5L52U8+OC8xNkKj4Qkhbe3dOw+cOFZ4bvfBk00tHaIo9S4sCHxIUMCEjKTnHl+YPSmdY5ne+PvZhr2yrGSkxCfFh/v5mViG8fpEu8N1+lzVms0Hn3104Zi0hC27jv393Q2XznDBccxHr/08ITbsjQ83vfnRlvaObq9XVAmZmpmyfPHMy/7VTqd72978rbuOHzhW3N3jkBWVEMJQqtNp0kfFTJ2U/sQD85LiI/rCsd3heuXPHxWfrR7wFiI6Ivj13/8gLia0d/mOTtvP/vPNmoa2ATetEvXvv/venJmZfa80t3au25b3+Yb9JWU1Ho8oyRIhlGUZk0k/elTs/YtmzM+dqCgqPqsAgGQMAHBj2R2u+sY2UZIvTcZ2h7uuse319zbsPFBY19jWPxRKbm9NXcsHn+1wu71PPDh//OgEWVbWbct77d0NNfUtHu8FU3hIbm9lTVNdQ6usKDFRIVHhQb0J8mxZ7ZZdx5LjI7LGpyQnRmkErr3TVtfQcqSg5Ghh6QOLc1RVtTlcDU1tTtfFM1zwHOv1iUcLz330xe76fu/tCmfwyD9V9te31pVW1PtEse9FWVUdTtfRE+fOltVQQn/44v1+FlNvNlYUpaWtq66xdcBkLHCsKEmq+uUTbpIkN7V01jW2DpyMVdXl+Troi6K0ftvhP//zi4tbWJY97d37Ok81NLW7vL6OLhshCMcAgGQMAHAjUUoopZfW2FJKu7ptf3r9s9WbDno8XnWAX6Q9NudHX+w5VVL5yx8/efxk6VsrtzQ2t6uDbEWS5a17jvlZ9D/7/uNhIdbeuNnY3N7Y0n7kxDmjQUsp4/P5PF7R6/N5fdKXk7pR2vsOL916XWPr2x9trahuvNoJ7drau//02udnymouGi2ud8WEELvD/daqLR6P73svLI8MD/rqB3TQSuSLXh+kSS/aiqqq7Z09n63f/9d31tU1tA7Ywqqqllc1/PffPxF43usT8XEFACRjAIBbkpjppl3Hautb3B7vEMt4vN7jJ0v/638/Pl9Z39rePfQ63R7fqjV7Zk0bv2LRjL6IqKrE7fEOsZXB7D98qqCoTJLlq/otVSUbth9pbG4fKBZ/rcfmfPOjLVGRwS89tYTj2BvRwl6f+P6nO/7x/sbGlo6h3jAhbe09+EACwF0DAw8BwB2ZjEvKagZ75uyCJQk9WlDS1nFF6c3t8R0pKPGJ0nW+PZWQXfsLHZdUWVxBMlb7HukbeiwKnyiu+mJXyfnaS0tNhkXR2cr3P9vR3NY19F7ARxEAkIwBAG693qe+VJUoijp0xYIky1dY0kApraxp8lx9D/FFZFmurm+52jqKPjzPjUqMnDhuVGRYEDN4+iw5X7dmy8GOzh51uEt8VVXdsTe/uq5liK7ryLDAOdPHj01PEHh89wgAdw+c0QDgjr2zp9Tf3+TvZ3K5PS1tXZeOnnbRwnqdhmEZl8s7RJGD0+m+/l5YVSXX80Ra1viUR5fPsvqbS8vr31q1pf7Cp9/6JX7peGHpsnumhQT5D2/DiqJUUd00RCw26LUP3zdrXk5mQ3PH6+9tKDpTcf0d7QAASMYAANduzozxLz29NCzE2mNzvPPJtnVb8i4ad+LrMx3HPrw0d8mCbK1GOFZ47u/vrO+2OQZc0usTZUkZ9gTPMPQKp+tIio/81U+enDAmiWXZWdPGhQb7/+L37w5YJK2qJL+otOBU2bycCcP7hlvau8oq6gbr82ZZ9uGluS8+uSg0xCpJcnhwwK//9OHRwhKM3QYASMYAALeGwHMPL5s1L2dC7yAJOq320NEz9U0DD9M7OiXuJ99+MDEuglI6aVzy9r35J4rLB+wTVVVVHb4ByASey0iLj4sKC7KaZUUJ9DcPXXtAKV00d/KYtHhB4AkhRoNu2cJpX2w+uH1v/oDL99icOw8UzpicMbxtW1pe19DcPthPM1LjnnxoXmhwAEOpwHMTx4+alpVeeKbc4/HhYwkASMYAALckGfPBgZbeXlhKaXCQRasVBls4e2JaWIi1d2GdVmM06BiGKsqNfYccxz6yfNZLTy0NCfLXazUKURVZMRp1QyZjYjEbGObrrmWdVhMdEdyb/gdM0mUVdTaHa1jfuHq8sNQ5yOODHMvOmT4uKjy4r/+bYahBr2XwNB4AIBkDANwqlFKGYfv/d7AlGYYG+BnZr2Z+ppcbzne4JMSGf+fZZWnJMVf5h1385k1GHcNQWR64J7vH5nQ43cP4tmVZKa9uHKzYWqPhk+Ij9XpNXxN+NZQykjEA3A0wNgUAjIgcffO3OXl8SniI9frXw3HcELcHPlGWhnXgNkmS7U734EXGjNmkZ1kWnykAQDIGAIArwrJM9sQ0vU5z/aviOXaIPm5ZkoYelONq+UTJZncqgyRjjmH0Om3/eg8AACRjAAAYOs5yAX4mhhmGcyzLDrUShmGGtzZEURSfVxzsKURKKcsyqCoGACRjAAC4YpTQ4elYpZRQOngVL8eyQ0fnq9U7ecq1/RQA4E6HJ/AAAG5nqihJgw0kp6qqUa/V67RXs77LDUpHCcMOGsQlWXY4XZKsCNcYu1WfKHV02mwOJ1GJQa8NtFq0GgETTQMAkjEAAFye0+UZYqLp0JAA05AjwakXTsfn9vqGmAKQEMJzrF6vpZQMuE2fKDW1dIqiRPqVUCtXPD91j935xaYDp0uqGYYylPhEOT4mbMWiGZHhQdjRAHA7QDUFAMDtQlVJd7ejf7mCKEpNLR2DFTCwLDN1YrphyD5jj8fb3eOQFZkQoqrqyeLzg83/10sQ+GCrH0MHvjr4fOKh/DOtHd19Yd3p9tTUtUrS5WeHdrjcb3645XRJdVhIQFZmavak9MmZqTaH671Pt9U1tg3vc4QAAEjGAAB3ejJWj50453J/PctGdV1L8bnqwfqMo8KDp00eLWj4IdbZ2W3fvOtoTX2r2+Mtrahf+cXuocc/5jl2dEqsIAz8jaKsKNv3FGzZdczl9hJCZFnJO3427/gZUbxMMpZledf+woamtpypY9duzXv1n6v/9PoX67blzcuZIIryZ+v2Dp3XAQBuDlRTAADcRsn4TGlVRVVTYICFUup0eTbtPNrQNPBEzZSS0Skx4aFWZqgn9IjPJ67ZfMjmcCXFRZw4db7g1PnLPUJHM1LjdTpNb/a9ZKPU4XR/selA1vhRY9ISGpvaP123t7Gl47LlFC3t3dt2H5+ZnaHR8O2dPfctmGYx6T/ftP/oiXPjRid+um7PonlTAvxMKDgGACRjAAD4Mnf22F3/9b+rFi+YotNoTp2tXLv10GBdvCajfsn87IiwQFlWtBphsMpglZDKmsbaVa1aDe92e6+kJjgjNS4hJryj0zZYIi8sLv/pb99MSYisa2o/Vljq9ngvF/lJQdH5M2XVLz97X1Nbp8Dz0yenR4UH7ck76fZ400fF2p3us2U18TFhPI+rEgAgGQMAwFfheMf+gh37CyiliqIMMSLyxLGj5udOMhv1bo8vLCiAYRhFkQdbpyzLTteXP2UoHTofB1ktk8YlHz95brClZEXJLyrLLyq7wj9KJWpLe6cqK0ajjrQRl9vzlzfXMAyr02junTs5wM+k12kbmjskWUYyBoBbC3XGAAC3Pg2bjLq+EEwp7S0qGCIWhwT5PfngPKu/iVKqEbjcaWNNBt2VbMto0E7OTBl6OAuGYe67Z1piXMQVjpTMcxx3uSWjwoM5juuxOQkhAs9ljU/lWMbj9Rn1OrvD5XR5YqNCOA6TTgMAkjEAwMhm9Te9/OyyhbOzrnBkYj+L8Qcv3D8/dyLLsoQQlmUXzZuSOSb5sr+oqur83Imzpo8fekOU0gljkl9++r7khKjLTnen0wq5U8cEB/pfZoUZSRMzR+WfLJVEWRD4RfMm/+hbD3T12DfvPHrgWHGQ1S81KZpjkYwBAMkYAGBki48Of+S+3B98c8WkcaOYy82cRymdM3388nun9+/3tfqb58wYr+s3xvCAQoMDHlg8099ivOxzboLALZo35eH7cv39TEMsxrJM9qT0h5fl+g25GCEkwN9075zJxwtLPV7f2PR4i0k/Nj1+Wtbo81UNBw6fmpaVbg2w4PE7ALjlUNEFALcvnucMeu2AM1MY9Nr+3/VTSg16jdEwQFcoQxmB4/qP3qDTCoOtVqfV9OYzjYY36rUD1tmKoswyDCFE4DmDXjdgntNqhMF6QDmWNei1fQMAqyqZOiktKjwoLjrslZ89u35r3qadR6tqm7w+sf8QvwxDTUb92LSErPGjHlsxJzzU2n+7lNKHluZSSrbuPl50ptLmcPYNQMEwVCsIFrNhxpSMh5fmTp+S8en6vQaddsC2UlWV45jeFYYG+z/32EI/k+GD1TvLKuqcLk/fOimlGoEPCfJfOCfrqYfmW0z6t1ZuHWCFKtHrtb3twDDMlAmppeV1uw8UZqTE9dgdXp+Ylhxz6NjpjNS4pQummo06fOABAMkYAGBQk8en/tv3HhvwcTGB52KjQvv+azHpX3pyaddAY+JSSrLGp/Ic91VSZB5fMScne+yAqw0N8jcatJSSe+dMjo4IGfBdKbISFxPGsszUiWncyw9Lkjxg/E2KjxiwAzg9OebH33rQ6xP7wujMyRmCwFNKx6UnZKTGLZg1ce+hotqGlsra5u4eB8NQa4Al2Oo3YUzSPbOzIsICeZ67dL2hwf4vP3PfvXMm79ibf+J0eWeX3en2cBwXGuiXFB+Zkhg1dVJ6oNVCCJk4Jvn7L9zv7Ddqcv9kPCo+qi/++luMTz+yYMrE1J37TxSXVHV22z1en8ALFrM+MTZiWlZa1vgUk1HvdHmee3xhW0fPpcmY57m0pJjeGwmtRnjiwbm79p84euLc6o0HKKEcyy6ck7Ugd2KAvxmfdgC4HVD1imf1BIC72MqPV7/y6tpX/v2bi+dn3z7jA/h8ks8nDniSopRotV/3y6qq6nJ7BxupVxA4ged6O1lVVfV4fLI88KIsQ3U6DaXU4/WJ4mCzKKs6nYZlWFEUvb5BZ7jQaQWWZS7tURYl2ev19T/1ajS80K/NZVnusTm7bc6G5vbuHgfDMFZ/c4CfKTTY32TUD11yoKqq3eFqbe+22V0ut4fjuQCLKchqMeh1PM/2/q4oSl6fNNjJX6cVLnoSTlHUHrujd51erygIvNGgDQqw+PuZev/AIRqfUqLVfN0Oqqr6fGJjS0dza6eqkiCrJSIsSKcVbsM6indXbf39q+9/9s6/p6el4vwAMHKgzxgAbl+CwA02GdslCYwa9NorXPKy9biEEK1G0Gou+/Z4QeCv9o/iOZbnhqocYFk2wN8c4G+Ojwm76t4OSs0mg9lkGOoN8NxV3fwwDPW3mPwtpmFpfI1GiIsOi4sOw8cbAG5DeAIPAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAOBG4dAEAHA7czhc6zYf6uqxoynuVsFWv0ULphoMWjQFACAZAwAMmYxdnrUb91XVtqAp7lYpSTGzZmYiGQMAkjEAwGVY/c3/79ff9okSmuJupdUI/n4mtAMAIBkDAFwGz3PxseFoBwAAuAnwBB4AAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAMC14tAEAADXoLWts9vm0Go14SGBHMeqqmp3uJpbO01GfaDVYrM57Q5XeGhgR6fN7nDKiiLwfKDVYjYZZFmpb2x1e7yUUJNJHxzoTyltaGojhISHBfIc19HZ43R5goP8RVFqaumQZZnnOL1Oaw0wazRC3xuwO1z1jW1Op9vPYoyOChX4C87nDoerqbXD32IK8DczDDpBAACQjAEAbgxVVd94f+PO/QVhIdZXfv58bHSYy+1Z+dmOT9bsnjY549vPLd+97/jeQyd/+a/PvPXBpv1HTlnMBkVWpmdnfPvZ5R6v7zd/eK/b5uA5VtAILz19X3xs2G//+AHL0F//7LngQP8N2/IKCs9998UH6htaf/fqSqNBSwjRajT3L5m5dOF0QeAJIYqifL5+7ydr9+h1Gj+T8ec/fiI+NpxS2vcOt+06+re3182eOe5733zQbDJglwEAXAl0JAAAXIvzlY2NTe3lVQ2Hjhb7fOKJU2VrNh2wO1yVNc1uj7e9015T1+rx+mrqW2vrWx9aPnvalIwN245U1jS6PZ6mls65ORO/9cyyzi771t3HHQ53TX1rTUObKEqEkLaOntqGNo/H193jaGjqeHj57BefXpqeEvuP9zaeLa2WJJkQ4vZ4d+4riI8J+/4373/m8YUWs6F/aq+pbfp0/T6WZdZvOVxT14KdBQCAZAwAcAOphGg0QmpS9NZdx7q67Zu2H+mxO8ekxX9ZukAJ+aoDl1LKcywh1KDTaTUaSqiiqu2d3U0t7UQl8TGhHMeRrxcn/f/N82x6Suw9c6b84FsPUUrzC0tdbi8hhGVZvU5bdLry4JFif4sxwN/c12Esy8rmnUdr6loevC/X4xVPl1RiZwEAIBkDANzgcKySUQlRlTVNZ0urThSVpSXHWAMsly7mFaWPPt+1esP+SZnJ4WFWhmFEUTqQV7x6/f6m5nZFURRVuey2eJ7T67Q2h0uWZUKIwPNzcyYQVf18w/7X31nf0Niuqmrvkm63t+h0hVGvTUmKDgv2r6xu6u1mBgAAJGMAgBuYjcdlJAo8/+b7m5xuz5IF2Qa99tKFOJYdPyZJpxUYhuFYjlIiCPyi+VO+88KKOTmZb63cUt/YylAqilJvhBVFiTL9a4aJoig9NofD6Qq0mjmOJYRQSu6dO/nV//zOd55fnn+ybNvuoy6Xx+X2KIpS19BSUFTm9vq278n3SfLREyWtbZ2Kong8vt5UDQAASMYAAMMvIjxo7OiEPYdOZaTGjx2d1FsXcRGBYxcvyH5kxeyDR0/X1DXLskIp0Wg4vU7DcZzN7uQ5LjTYv6ml49CR4jMllYWnzoeHBZqNekqILCtl5bXbdh/7yxurfT5x0riU3vDtcLqP5J8xGXVj0+MNBp3bKxadKf/nu+vrGlrzT54TfWLutPEhQf7zZ01sbes6U1rd1W3/bP2e0oo6WVGw1wAABoOxKQAAroVepzEadDqtJiszZdf+wskTUq0BZq2W1+s0DMNoBM6g0zIM1Ws1JqNO4PmpWekbtuWVldeOTo3jWHbLrmNHC0pbWjsWL8iOjQmbP3tifVPbx2t37z5wor2z59H7Z1sDLILAsyzz6dp9kqJ0dtoXzp0cFRHcW8fs9fq27DzqdLl9PknguQljkyurG1dv2D8pM7W2vnX8mKRHVsyOjgx2uT35haVVNU0xkaE79uRb/c1JcZEsBnEDAEAyBgAYRs8+dk9n97SwkMAFsycHBviNH5NkMhoWzc+eaXcHB/rNzZ2UnhIfEhzwzOMLl947LSo8SK/X/PT7jwcH+lmtlh9++6HOLjshxOpvykiL8/ez3LdwRmpSTHlVg88nPvnoPRPHjdJpNePHJv/258/7fJJG4P39jKnJMQaDrnfrZrPxwWWzKqoaGYbGx4aPy0gKCfI3m/SJceEagdcIfFJ8hEajMRn1P/nOwwadNjjQ75nHFibERbIsYjEAwKBo30MbADCSrfx49Suvrn3l37+5eH42z+OeGUa6d1dt/f2r73/2zr+np6WiNQBGDnQeAAAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZA8AVnwsYRiWqomBSTABCCFFVlVJCCUVTACAZA8CII/A8IcTt8WLGeABCiE+UWJbBTOkASMYAMBIFB1s5hpw+W+nx+tAaMMIpinq+sj42KsDPz4LWAEAyBoARJz42JizYtGNfflVtM1oDRrjG5vb8wnMLZ080m81oDQAkYwAYcUJCgh9bkasq3k3bDrvcqKmAEUpV1frGtnc+2qLl5NyZkwVBQJsAjCiooAIAQgjhOG7Z0gUdnT2rtxyMj4tYODfLYjKgWWCkaWvvefW1zzdsP/Tyk7MT4uMoxRN4ACML+owB4Etms3np4tlWC//2ys079xbY7C60CYwcqqp6vL5te45t3X00MsSYOzOL53k0C8BIQ/GdKQD0DwcHDx3+yz9XN7Y6syaMXjw/Oz42wmTSMeg5g7v1M0+ILMudXfb8k+cKTpYWFpVMn5Sw+J6ZEzLHIRkDIBkDwEinKEpNTe2BQ8c+W3+gocUZHh4caPVjWRYtA3fr7aDX521q7mhv7wwNMn7jwdn3LZ5vMplQRwGAZAwA8CVJksorKguLzlRWN7R39MiygnPFzdFtc+0/Vp6TlWg26ZHNbg6Nho8IC0xNjo+Li46LjcFTdwBIxgAAcFsoPn362z9+9bU//SgtNYVh8CgIAMBNhdMuAMDtdFKmDIMv8gEAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAABgUByaAOA6KYri9XrtdofL5VJVVSUq2gSuWX1js8vrq29o1mq1lKFoELiZKKEMw3AcZzabDAYDw6D7DEbeUaCquIoDXHsmrqquPnjoeEV1Y2VNc2e3U5JkHFI3jUpUSu6q7Egpcbq8lfWdidGBWg2PPQU3/xPIc6xWK0RHBo5Ni585Y3JsTAzyMSAZA8AVxeKzJedWfrp5866TPp/kZ9EHWAwsh8v/TeJwes9VtqbEBxn1GkLvrmZX1bvpL5IkpaikISHaajHp0At++5NlxeX2tXc6GIa5d864px+/Ly42RhAEtAwgGQPAoLxe7+q1mz74dJdWy8+cMjo1OS48PMRkNKJz5aYpPn3ul//94W/+zxOpo5LQ7Lezjs6ub/3kTz/+1oqJmRkchxK+O+Ce3+vztba1FxSe3Xe42OeTssYnPffkA1FRkWgcGAlwkgK4ag6HY+Pmna/+c/3k8fHPP7k8Y3Q6ktnN19rWLnBcaHBQdHQUy7JokNuWTqcVeDY4KCA6OorneTTIHSFlVPKMadlzcs/8+fWPP91wRJKUf/3h82azGS0DSMYAcAGv1/veh5+vXL1/Rlbyj77zdFhYKGIxANx9KKUZo9P/499e2rXn0JsrtyXEbl66eJ7VakXLwN0NV3SAq3P6TMkbH+3SavlvPvNgeHgYYjEA3MXhODIy4vFHV0ybNOq197fu2HXA5/OhWQDJGAD6J+NSn0+6Z9b4yIhwSvE4EQDc5TiOy50xweHy7j9c5HQ60SCAZAwAX5JlOf9k6djUqPlzpup0OjQIAIwEEzPHRof5Hzha2tzSitYAJGMA+JLdbj9f2TR9SnpsTDTqKABghLBarVMyk+0usby8Cq0BSMYA8CWXy91t98RGh6HDGABGDkppUmKUTsM2t3agNQDJGAC+5PP5PF7RGuCPwacAYESJCA8VBK7H7kBTAJIxAHxJVVVFUTmOw7N3ADCi8BxHCRVFGROEAZIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZA9xhVFVVVVVRFFVV0Rq3lqIoiqJIsox9cfvvKUlSRFHEnrrT92PvCRBNAXc3Dk0AN5/X662vb2hsavF6vYpyJ51nGxpbXB7p8LGTnZ3dDHMLbixZltHptFGREWFhoRx3w49fl8tVV9fQ3NIqiuLttqfOllb02D2HjhS2t3fehKa4hj1lMhmjIiOCg4NYlr3GDoEVAAAgAElEQVTRm/N4PA0NjbfnMdXe2dXZ4zqSf9rrFTUa4XbbUwxDDQZ9ZET4zTmmnE5nR0dnQ2Ozw+G4s0Jm0Zkyp9tXXtm4fcceSukFP6OEoVRRVaLe8GMqOioyKCjwJhxTMGJR3P/Bzexy6Ojo2LMvb9vuYy3tDlkhqkoIpeTO+QxKstJj95iNGp67FedlSlRVYSjhWBodHpCVmZI7Mzs6Ouriq9T1/5mS1NjYtHtv3q4DJzq73bJKCGFut90kSrLN6TMbNDx3e373pRKiaDVsUlzYpPEpM6ZNDg0NGfY9pShKW1v7nn152/ceb+1wSHLvluntdeCrSrfNa9DzAscOewsMz56iqsDRuOigcekJs3OnRUVFDvt9ryiKLS2t23bu333wpM3mkWRVJZQQSu4cPkm2O7xaDWfQCZecmQhliKrc4JMEJURVtBomOT4sKzNt+tSs0NAQXFgByRjuVJIk7T+Qt3bzvoPHKtPTkmbPyIyNDtUKPMNQNM6VRy1Zlj0eX1lF/dbdx89X1mSNifzRy4+np6UOYw+K2+3etmPP6vX7zpS3Zk0cMyN7TGRYoMBzDMWeuopLuCwpdpf77Lnq9VvzWtva5k4b9YNvPxETEz2MkUsUxX37D63ZuC+voHLsmNTcqeNiokO0goBj6qrIiuJye89XNmzYmldd2zB5bNSPv/uN5KREQRi27m2Px7Nm/ZYtO48VlzZNz56QkRoXFxNqNOhwTF3dnpIVu9N9uqRqw7bDHR3t86anfu+lx6OiItF/DMML1RRwk5wvr3j9nXVF55oWzJny3OOLkhMiBQ1PCSW4NFxdOlZVlUyemDY6NX7rrqNbdua9+f6an/7QGh4eNlxbKDp1+rV3NtS3OJYvyn3q0QVREcECzxHsqWvZU+qUiWmJ8RHb9xzfl1cYGrL5hacfCgwMHK4tlJ0vf/3d9afLWhfOnfLsNxYlxoYLAk8p9tS1HFNTJ6UnJ0Tuzzu1fsv+9z5a/9iDC8dkjB6uyHWyqPgf725u7vA8vGzW048tDA0OEASOMnjO51qOqckTUpPiI3fsO773yEmrdeM3Hl5yI743gxHds4E+Y7gJOjs7f/arP1fU2++7d8aKxTNCg63o1rpOiqLa7I51W/L+9tYXi2en/ei7zxmNxuu/7tTU1P78N3+3uZjHH5o/NyfT6m/GJec6SbLc2WVf9cWu91dtevqhGS8+9/iwdEa2tLT+4pW/VtQ77l+Ss+ze6aHBAdhT10lWFIfTvXbTgb+/vSbMqnvl319MT0u9/tVWV9f8yy//l7DG5YtnLpg1McDPhD11vceUJHd121d+vvO9VZsmj43+tx8/FxMTjWaB4cL+6le/QivADeV0Oj/5fMO2/SW//Ndnltwz1d/PhFg8DDe1lGq1mpTEaI1Ws+qLPWmJoeHX/fxQR0fHX1778HxN9ys//2butLEmox6X8OvHMIxBr00fFdfaYdu26+jEsQnWgIDr7IyUJOmNdz7ed7TiV//n2cXzp/hZELaGY09RqtUIKUnRDMPt3H9K8dmnZI27zmPK4XD86X/frajt+d0vvpk7dazRoMOeGq5jKjU5psvm2rCzwN9IJ2aOQcPCsH3A0ARwox09VvDx2gM50zOzJqTqtBqcv4aRRsM/uDQnKTH+vY83V1ZVX89XQIqibN66e8ueUwvnTc1Ii+d5Hs07jIwG7YtPLbH4WT/6bEtHR+d1rq26puaLzUdm50ycMiFNi2NqeI8pgX9wac6TDy84XHC+tq7uOr9WPVtSunVf8bJFM0clRHEcymGHk9mk/9bTS+bnTtp9oKi9vR0NAkjGcGeQZXnVFztLK9vvmTPZoNfiEj68KKUmo372jMzC0/UnT52VJOmaV9XT07N+2xFFZXOnjRMEDjtq2PdUZHjQ1Mljtu89XVtXf515q/j0uc4eb+7U8VqtgGNq2PeUv5/xgaU5bi8pPl16PccUIeRkUYndKc+aPl4QcKs5/HsqJMj/oWW57d2e0rIKWZbRJoBkDHcAt9tdWt5k0OtiIkNwCb9BIsKDRJnU1DZdz1W8q7u7saU7NiYsNDgATXqDREUEd/a46xuarvMqXlffYtDrIsIDcUzdoMgVFhJg8bOUltVcZzKubWgJDwsMCvRDq96gPRUfGy5otDV1DUjGgGQMd4aeHpvN7o6KDNbrtWiNGyTIaqaUralv9fl8156Mu3psDm9sVJjJqEOT3iCBVouiqucr6kRRvJ71NDS1+fmZA/xMaNIbhOPYqIigM2U113NMEULqm9pHp8TptRo06Y06+wVYDEZDRVXDdd7DACAZw03i8/kkRTbqtSyeurthBIGnDOPx+BRFueaViKKkqIpWKzAYTOqG0fAcpYzd4brOagqPT9RoBJ7HsJs3CqVUqxHsDs/1HFOEEJfL62cxMiyOqRt49uM5zuX2YKAtQDKGO+wygzFWb7RhuTBgP93oA4ESovaOoAu3+c4anlFNKW41b/yeAkAyBgAAAABAMgYAAAAAQDIGgIGpRB2WWkZ8x3+jKYqiGY458OAmHFOCBkOtASAZA8CdeRnnWMwjcCfsKEXVYGjbO2JPqQR7CgDJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACGBYcmAACAYeHxik63V1VVnVYw6DS9L3p9UrfdpSgKpTTQz8hxbO+S3XaXKEl6rcbfrGcYdNMAAJIxAADcRQpLqt9bd9Dt9c7OSnts8TSeY1VCjpwqf+vzvU6Pj2eZ337/wcToEEVRDxScW7nxcFuXbfmcCY8tnqbXCiohRFUppWhGAEAyBgCAO5KqqoSQ3kQryvKWA0WtnTabw7MoNzPQz+jziXuPlazbc8LlE1lKn70/JzE6RJTkgyfKtuUVO1yeZXMmsAwlhHTbnHXNnbERQUadhmGQjwHg1sAXWAAAcI2ZuKK25Y3P967eke90eQkhY5Ojx6fEsCyTf6b6bEW9JMtlNc2HTpS6fZKiqKIkHz9dJUlya0fP7mMl3XZXZIh/9tgknuN8ovTJ1qMv/OLNf/nDR+W1Lb1pG4ZpPxFVlpXWDvFkiS+vwHeoQCqtVF0eNAzAgNBnDAAA15iM//HZ3n9+tjsixD8uInBCepzZqFs2Z8KZyobaps7N+4vGJkcfLaqobOzgWEbgWY9POn660u7y5J+tOlPe4JPkCemxMeFWSum5ysb31h4oKqsbFRvGcV922UiyzDIsyiuuMxbLza3ePYe9W/aJp8tUh1NVCRsaqP/GMv3jy6hRT9C+AEjGAABw/SiliVFBlKHna1s+33E8LTFCpxHmZKcfLa54b/2h9btPLJ2Vuf9EaXuXLSU2LDzY7+CJsrLq5ua2noMnyhxuj8Cxs7PS9TqNx+v7fPuxivpWP5N+xbxJIVYLIdTh8qzckBcTETghLc7qb2QQ4K42EkuSXNckFp51r1rvzStQ2ruI8mVPvFxdL9U3EZ7T37+Q+pnRVgD9oZoCAACuMRnnZqVGBgeoKtl1+Exrh01V1ahQ61P3TQ/0M1Y0tH2w4VBe4Xmn25c9LvH++ZOCAy31LZ0b9hXuLyhVFDU00DJxdBzLMHXNnZv2FfU43Cnx4VPGJuq1gk+UPtly5Nf/WPvdV97ffKDIJ0po7avMxarvYH7Pd3/Z/eLP3Gt3KK2dfbG4d88pDa3Ov34gllURRUFrASAZAwDAVZAVpa6pY/vB4vrmzq9flJWKujaH20MI4Ti2b+S15Niw8CA/WVa2Hixuau8hhCRFh2amxiZGBYuS/OHGQ+drW1RVTY+PCA6wEEJKq5vqWjtlWRmbHBVgMVBKq+pbP9yY19njDPQ3BQeYWIzpdlWpWJLEk2edr6307jum9DgG3af1jXJNgyojGQNcANUUAABwGaWVTb/86+oT52qeXT7z+08sYFmmqr5t096Tn+441mVzxoZbH144OTjA1Fu06mcyzMsefaaisba5gxISEmDOTItJiQ1bMWdi/umqMxUNlND4iMBvLJkaYDYoirr3WEm33W3SaWZlpfE819Ht+NuqnUeLKxKjgn/x0rKZE1M4lsUuuLJQrKout2fzHsef3/WdPEu84lDLyqLq9RI87AiAZAwAAFfFqNfanO7mjp43v9hPGarTCOt2nTh2plIUpQXTxrz0yJycSSkage9dmGHoc/fntHbZ9x0vCfI3L5szYVxKjEbD3z9/UvH5ul1Hz1qMuucfyJ2bPZrn2ZYOW97J87KipCdGjh0V7XR5316z/5OtR4lKXnpkztwp6TyP69SVxmK5ttG9Yafj1Xfk2qbLRl42NJRLjCXc1d91yLIqSpRlCcfiAT5AMgYAgBEnJNB878xxZyubGlo7//HpHoahze09oiwTQlRVDQ/212uE/stHhVpffnROVkZ8iNUyIS3WqNcSQvxM+hcenD0pI8Fs0GaPS/K3GCilHq9oNRv8DLrcyakBFuOx4oq1O/NtTvfkMQk5E1MRi68irza1Od/6xLNup1zffCU9wVxSHBMceHVTq4iSVNsgnjqntLVTo5GLi+THpFGDDo0PSMYAAFckr+Dc7qNnLhqellKyKHdCXGTwe2v22Ryui35lfFrcvGlj+jog+9t1uPhw4XlVvaAykmPZFfMnhwb7r1y3v6PbPtg7oYROGZ80eWyS0aAbIgvsyis+fLJ0iFyh12qWz8+KjQi+62ejkGTZ6fJyHKvXCgLPPbY42yfJn28/1tTaZTQaHl2Ydq6qoeBszYGCc6+t2vmb790fYrX0/S7LMhlJUWnxEQxDexFCKKXpCeEpcWGUEoZ+OdpEeLDf//vJI6fK6qaOTdJquP0FpeX1rTqN8MzymQlRwTiCroTq8UpVdY7/ecv9+VbV4bqiAgmBE2ZMpH6my3f6Korq9UnlNeKJ02JppffgcbmyTvV4KccyAWbd48uNLz/JWEzoPAYkY4DboI9EVnqvu2iK29bhgtLf/m21fEkyDgvy97cYXn13U31L54UXefLcA7NystIGScan//TORvnCZ4a0gpCeFKXXC39fua20umnwZEyW5E4IDfRPS4oc7DOjqOp7a/at2nRoiL8o0N80NiUmOjyQIXdz8asky3uPlWw+UGS1GB9dNDUm3Brkb/7eN+bfMz2jvqUzxGpJiAw+UFD68n++321zlde1dNmc/ZNxbw7mLvmmnlLKsRc0vsBz6YmRaQkRlFJZVmLDA41aTbPLe/p8fdc0V5jGgoPoMrHY4XJ9ssH1yUYx74Q6YGExpWxUqNzSQby+vtcYs4kfl8YY9JdJxTaHePyUWFDs+mKrfK5ScXuJIhNCCSEqIUpHj+PVd/jEOO3y+XSgAxYAyRjg5rHZna+9tX5UYtTc3EyjUY8GuX2v3Kp66ZRmvf9XyMU/UtWhOrzUr1z84uAb6r/FkyVVZ8rqkuPChIG+o1dVUl7dfKq0ZugJ2NQRMD+bqpKCM9X/939XF5+v4zluX37pT59fnDMxReDYjKSojKSo3sVmT0l7+ZE5/hZjZmpsTFjg9Wyx916FYeiinLEut/f1T/e8v+GQy+371kOzE6KD9VoBN8AD7CZFUVs7nG9+7HzzE7m5nQw0ygTVaTXzpwuZ6fa/vKf2S8ZsVBgXH0UGK1ZRVbmtUywqcX+2yXcgX25pU+2ufveY/Rbstrk+36KZnU2DArBHAMkY4JaRZWXn3hPvfbTtJ997WFbwbDUMFLYIIZT2z7H1rZ3bDpxcmDtukGSs7M4rrmts7x/XKCHKyHt43+n2/vOzPSfO1ui1vChJu46e8TPrG1q7/M2GsaOiw4P8WJYhhOi1mh89uZBlmeGKrZTSIH/zNx+aFR0e+OvX1ry//sDZioaHFmQ9cm92gMXQ/+bE5fFV1beFBfn5mQ0sM0JDs1LTaP/jG65VG1SbY8ADgI0I0S6eY/z+0+4P1xKX+4Jr/+gkJiSIXjocnqqqHq9UVuV88xP32u1KSzu59OPP0K9HR1aJihGRAckY4Jbr6rZv3n7E6m9OGJNS7mNHiYqRx4incAGB5ziWdXl9feFYkpW8k2XdNpd5oC8ZREk+XVbj8X39fTTPswatpsfuGlHhWFHVw0XnD58qD7Gal+SMKy6vP1xUnld4vvh8vdmgnTYucfm8SZmpsQadhhDCccNfUsKxbM6klB84FvzPe1uPn65s77abDLoH5k/Sab98yK+uuXPL/qJ9x0uyxyWtmDcpPNhvBPYoqz0O98cb3F9sU+3OARdgw4INLzyivW8+GxbiO3lW7ffBJqrKRUdQjWaAToe2Tu/WvZ4dB707Dimd3ZfEYpUJD2FDrOLp86R3+hWWESZm4CE8QDIGuMV27S3Yn3dqxQPz327nS2ravjnK8mSiSWDwfSt8jVIaExFY3dDu8nj7XqluaD1bXhcVZr00S7V12o6frhAlue+VuIggljJ2h3tEJePSqqbfvbGh2+b88VMLZ05M+cVfV2sF3moxuH1SWU1LXXPn6OTo0YmReq3mSuOoqqqKQlSVUkIoQyi97NNaJr32wQWTQwP9/vbRjvyz1Z9tO5ozKSXEauY59lRZ3W//sX5f/rlum3NfQanN6f7uN+abR1IyU70+Mb/YvWab++MNSlvnAEvwHJ8Sb/jOU7oH7mGMRrmhWSyruaDWgmW4lETKXtCboHTbxJNnnO+t8W7fr3T2EEnqXzhBTQY+NZ5LTdTMm+nZuFM6W957SLDhIbp7c4hWixMOIBkD3DJ2h2v1hgMB/ubknCkr66U2j/xeuW1OuD7WyCEaQx+3x5eaENnjcPclY0KIrChFJdVzp425dPKIkor6qoa2vhDMskz2uFGFZ6tGVC2FrChvrt575FTFA/MnrZiX9eGGg8eKK+dOSfu/Ly7ziuKRUxUd3fYlOeMsJv1lwq2qqj6v0tYmNzWptm65u1v1eChDqcnEWIPY0DA2JJRqtWTwye14jp2VlZqeGLnjcDFDmfrmzvzTlbOnpK/bfWJbXrEoyhEh/o1t3X9btXP25LTscUkjJher3l2HbD/7g1RWpYrygIsI2eMsv/0JPyGj96k4qbaR2C4Ys4WxmLnEmP73J3Jzm+utT5z/XCU3t39VKUH7YjQbEqh/9kH9E8vZ8BDpbLn9+Km+HmghaywbE0nRKwFIxgC3SneP471V26qqm1564b5yxmTzuSghxZ2+t8t6XhhlidJzeFAHvsoQSlxEUFtHT0t7t/RVh5mqkoIzVQ6nx89s6L+soqp5J0rtTk/fKwatZnxa3KmSKnXEdBjbnZ5th4pX78hPjgl9aH7W21/sW7kxLzY88KfPLxmXEs2yTGZqrNvr8zcbBqteUBVF6WhXmps8hw+JBcel+lq1q1v1elSfT1UUSgjhOarVMxYLGxrORUcL2dOEcZlMUDDlBxjZgFIaHGB+cH5WeW3rv/z3qpqm9kB/09TxSYHrDjicnp88fe+qTYeLyupWbTkyOinKZLj7uy2Vbpt73Q7nn98RSyrJpdW9lLARoUJOlvHlJ/nx6fSrez+pslZxXlBkzE9IZ8ODez/3Uk29e+0276488Vix0tVzYUBgudHJhseW8pnp/Ng0xmIihHh358mNrb1VFtSg1a64h5oMONkAkjHALbowKMq23cc/+mxXemrstNwpb590+hSVEOJV1A8rHEEa7rlRZgM6ju9kDCVsvy95HS6PqqoGnYZhGEIIe3VjCNMAP9PMSamFJVV219fdxvlnKpvbeywmQ/905/WKhWerpX7fOIcH+aclRPAMo5IRkYxlWfl8+/G/rNze3N69JHd8Q2vXW1/sc7i8P3l64YS0uN56Yp1W6Cv2HSAWiz7vwQPuLz4VS0uk8nLV67moaqKvHeV6Ip4+RQhh1q8RMifql92vnT2PGo2XVllQSjQCHx1mTU+MOHCi9K3V+3741MKciaM+23rc5fE9s2Lm/7y/df2eEw/Nn5w1Jl64q6cFUZ1u13uf2//whtLaMeBHkhsVb/rpS9rZ2UxIEOk7UFQin6sgnq9v+YjACbOyGYtZtTt9hWccr33o3bxXdV88TTT1N+sWz9Y//7CQNZZyXzas3NrhXrdDdXsJIYSlmtwpmpwsirm74S67DKEJ4A7S2WXfuPVwQ2Nb1oTURiLUOqW+H7V65DU1zha3hFa6c/EsMzo5Ki0pkmNZWVaaWrtWbz2ycv2B8zXNvUUOKfHhseFBVzoWASUsy0zISDBdWITa2t5T3dAqShd8VOxOd0NLZ//u4fioYGuAiWFGyklSkuXjxRW1je2SohwuOv/hhkPt3fbRiRE5k1Kv5DE71e3yHjzg+Mff3JvWiyVnVZ/3MsXElBJKlY52767t9n/+zb1pvdzYSAYZ5cCo1zx4T1ZQgGnv8ZJDJ0qnjkvSavkjReWZqbHZYxK7bK5dR890dDvu4t591e317jrk+mCN0to5UCxWqdmg/8Yy7eLZTGi/WEwIURSpoUntd8tHdVo+OU51ON1rtzn++KZ3yz7V5bk4Fht1uvvmGX/0vDBpTF8sViVJzD8lVdb2/pcNC9IumsX4mXHigrsM+ozhTrJzb8HxE6WTMlOnTB//dq3L5vv6dK+oakGHZ1O981ujLDyK3u6wy75qNupHxYcvys28Z+a4oABzYUnVxt0FBcUVp8vrRUlOWX9g6dxJ41PjpoxLeut3L23cXbD98KnahvZuu/NyWUgdMyomLiqksa277yWPT9ydV5yRHB0e7N9bFdBbSlHb1G+8NkKyxibqdRpVUUZGlzHhWPb5B3MTooPfW3+w+Hy9qqr+ZsPCGWNDAy2XqVBSFLm1xbnqA/fnn0j1dUSWr27nK4p4qqjnv37Dr1ttfP5bmhm5VBAuSdF0fErsohnj3vpi/99W7fzjvz6WMzHlSFH5iZKabyydVnC2+u21+7Ua4TuPzjXoNXfhTUtFrfO1Dz1b9koVtQMM963VaHOytMvm65bNZ8wX97srTqdUVtX/txijQeno6vn5HzzbDijtXUSSL0jYAX7anMmae3I086ez4SFfD+umquKpc863PlW6bIQQqtcaXnxMe+8sohFwAgMkY4Bbo7vH8emavUEB5m89u8RjCdh5tsN34UjGoqp+WulYEG5INCMb3xkoIUa9NjLE/5FF05fPzwoJtBSerlq/8/jancdLq5rkr3oQ8wrLjp+uCgvyW5Qz/ollOT9+fulDi6Yeyi/9dMuhwpLqoTdhNurGpMTkFZZ93aGoqnuPnr43Z3xooB/LUkJIR7fj861HbI6vazH1Os241DiWGUHfqvWWEY9Njh6dFPX7tzceLa7strs/2nTY36J/csl0k0E3cD5WFLH4lPODd92b1ip2+zXfGintbd4D+5S2NrOiarKnUqPpokV4jn1s8dTNB4rO17YeKSp//oHcU2V1r3+6+z++vXzhjDGvfrDt9U92LZo5ZvRXs5DcJRRVbmp2/P4118oNqs83wE0ax2qXzrH8xw/Y2Mi+zt0LVtDQojS2XfBKj93+yt/lptYLMzEhlLIhVsN3njI8/QATGEAuGrnC5Xa+9qF3z5Hewdq41ATdw0vYsGBMCg1IxgC3hiwrxwpKyisbViyZkZEWt92htHoGmOGjzCbmtXlijJyGxfn6tqeSiJCABdPHZY9Lnj99jErImu3HPt546Ex5XWeP84KB0igVJamuuWPVxoNNbV33L5gyb/rYx+8LjgoL+HzbkaJzNUPUV1BKk2NCBY71ilLfSzUNbWfO108Zn8yygqqq5TVNFXUtcr+v8q0WY2SolYy8DxHLMjkTUyRZ/suH2/ceLymva3nni/2TRydkpseydID7BLmlxfnhu+5tm649Fve/uS0vc77zBmEYzYycS3uO0xIiJqXHt3Xa9+eXrpiflZoQsffY2Y37CudMSQ+0GEVR6rG7764DRJWr61yfrPds2dd/+rqvMYyQmW587iE2NooOUvEi1TZ9WRbct1aHS3a6L+l7VtmoMMNTK/SPLWWCrZfmXaWmwXf0pNo7XQglwuSxbEggYVCQCUjGALdIXUPrP9/dFB0Z/OgDc/wD/fZXdHikAUoSbaLyj9KeTKuQ4a9BNL7N+ZkNv/vJ41GhVqfbu3HPiY178o8XV3Z02xVFGbAjSlXVbrtr/Z6C48UVa7YfnZqZMjVz1H98/+GGls7YiGAyeNHDxIzE0EBLTVNH3yudNueGPfkP3Jut1QiSJO87cqa+uVP56laLqurs7Iz/z959B0Z53HkDn5mnb+/SatV7QyDREb2DwWAbXHC34+Akju04uUt5k0vuUnzJJbYvFzvuJe4N29gGg8HYpgkESIB6772stu/T5v1jQQghYXClzOcvabVNz7PPPt+ZZ+Y3cTFWjz94mewLFeOWjr7Gjj4IgNWoy02L/c3da7NTYvaV1hm1gkEnwLFaCTjg9z33ZOC9TThwYrEJOmcC0mkBAEBRpfpaCKDqGTrL+ApoMDBp6SDS2SkpUmO9VFPlffjPkGW4wrmjgpdBy//g+oXeQLDoeP2zb3065A0ERendnYfXLpz8p/uvNeiEnFTXJbRLVLGoxPe3p8J7j6gD7jHuwNL8ivn6n93F5OeMF4uxKEqHj+NQ+MxjaWTbEdktbEGOcNs1/JI5UK8d4+jDOPjONqW5I1IUGRkNbOEUpb0bh8Kqx4f9QRAOYVkBKoYIAYaCPA81AuRZqNdBgw4KPBR4SFOkg5kgyZggvq6uE7x9Z/G+A2W/+umNyYkxNX6luDc8Xg46OhDe1OTPMLCk2/gCZ9RrrUbdS+9+vutA+eHyBn8gfCJ9neX0CaGq4vaewbc/Pvj+riMTM+JvWF04qyDTbtH3Do7bZ5mWGJ2RGNPWPTjcK4wBPHisrr1rIHKP0VAAACAASURBVMpq9PpDnx6sGBg6tb6uxai7aslUo05zmSRjRVXLa9v/8MS7e4/WYYyjLIZklyM9MSoz0RnrsEzJTUqNjzqzKAiWpNC2rcG3Xx+OxUxKqum//0a5YgEASmfH0G9+TsXEhnbtwD7fePuUX7Lc8NOfQ14AAMi11d5H/05FO0Mfb/U98wSTmYNstpEPhBDOLsiQFfX23zz12BufYIwRglqBM+iEpbPzLqmjXVHE0krPfzwc3l0Mxrg2BqBRxy2cYfjdT5is1LMcL2pXn1RSdtrqd2ccUHRumv6eW7ilc9DIUcWj9vWQN/jOdhw4UeACcmzone2Bx19W3V510IODISDJWFEBwBBCQCFAM0jgoYaHNhMV76JcUXRGMpOeRCXHU3YLoEhEJkgyJoivpqGpY/PWffEux+IFkymaOjYQ6Asr48dosLnFvyZem2tmyXDjC1nvwNBP/vTCwWN1gWBYxXjMoQtagVMxDobEM07oUFKUw5WNtS1dCTG2v//mjoRYx3gvZNJr507P2V1SPfJ5PP7Q8erm/OzEqvq2iroW8WR6gADMnpKVmeyiqMviSjHGuLyu/Q+Pv7Nlz3GeYwAAx2vbyuva2X20wDHT81I3rJ415qaQa6u9Tzyq9J4Yw4qsNt29DzDZOZDjgaoGNr1BOV3c7HmhTz8Z74Wp2DjttRuouHgIoNzUGHj9VWZSATKZ4Scfhw/sD7zxqubWO5BON/JBFIVm5addMXviWx8XxzutVy4omF2QnpceBzDGAEiyAiGkKXRRLxaNJTm8/XPvg49JJZVjxmIqOU5//x3s0tl0QuzZIibGckOr3NwG1LG+LRGiE5zsnOma269hp+RBjj3LU8kNrUrXqcHKSu9A8N2Pgayc6Hse8UAMI8cQODEaqgaAA0chQ0ONgMx65Ixm8jLojCQmP5dJTYQWI6n4RpBkTBDnzT3kf+qFD4+XN1yzZl60wwoAQF902qvxiI9XDf0k15RuICtGX7gCoXB1U4cvEBrzr0at4Iq2blhVCBF6a9v+iprWsKyc2Qoa8gVrmrr7h/wJseOOpqBpavncSY+/ur0tNDAyERaV1KxbMfNweUP/kH/4wRqBWzEv3241wsujWwtjfLS6pbS2zWbW//vtV3T1ux95aXt2SgxDUe3dAxlJ0VphrBU0VDW05X25unK4zho3ew6/aClkOYCx0tYa3v2Z7s6No2LTaW0bg1G74RZmYj6ESPV6/c89JdVUmm69XSovBxBir9f//FNc4Ww0qWDUAwWOvf/mZdmprvhoa2pCtIrV4rLGjl73oDfQ3eeempu8rHDCRVzYGGNxd7Hnd/8rHasaMxYjh1X/63s061eePcue2EteLw6GxihngSA7K1//s++zM/KRxfiFz4MV5bSCeqoKVAAYGrI01AjIZIQWExVlhUY90uuQwGMIgSThUFgdGFJ7+tQhrzo4pAx65LZucd8hyDBUgospyNVcvZydOw0ZdYAmUYQgyZggzvm0XXq8dvf+45Isu5w2lqEhALEaWkNB9/iPUjDY1RUsjBKSdAwZU/HdUsepUHt2MXbzqvkF0/PTr1w0maHp2GjLGx/uPVze2N0/9OVKqCW4bPEx1rbuU8kYQljb1OHxBpo7+uQRY9YtRl1uepxw2dSiUjHu7HX7g+HcFNf65dM+KSpnaWrdkmk5qa6Glu689DiBG6vigdcTPnQQSyc72lmWK5yDDEYAIfb7Qp9sh1odk5Ur1VSN/aoIsQVTuIWLoUYDAFCaGsP797LTZtCJSVJ5+YmjuKtTqq5iJuafmducDjPPsfuP1W7ZfdQTCPX0DXX0ut3ewJA38L1r5s+fmnXxJmM86Am+tUWuqh97EIVBK1y3il82B/LnVJwO6XVQEACAp43CR5DJTdN+fwO3ZHZk+egvfp5oOzToQO/gifYoy9DJcXR6ErKbqTgn7YpBTgeKtiGDDup1SOAwhECScSisuj1qd586OKS0dykd3UpTm1zXrLR3y7VNcm2TUt8iNLawUyYw0/Mhqf5GkGRMEOeisbnz749vam7pQhCZTTqKghCCiRamwMZ1tAbO8sC2gPxQ+eBEC5dnYUk0/g4bNv5geIz1FzCA49d9mJSV+Pt7r52al2bQCwxNQQjXLZ8xZ0pmU3vvHx7btOtA2ZdYz8GgFaZNSD1wtH5kAYr6tt665q6q+vaRN2anuFITomn6cpl0L0nK8dpWrz+UkeQEEJRUNnEMPTUnqbAgTZ2ejSAccyiFWHxAqq0+eRqhuQWLuTkLAEJYlgNvveF/5UXt3fcghwPUjp2MKVes9vs/oFPSIIRYEgPvvkUlp2hvvBUazac+I6oa+nQHv2wlMo7u1AyJ0mtbiw4er5cVFSEksDTPsxqedZj1LEN9ucbYBXLAhPcUi58dHKsSBUZWk/b7N2h/dAuyWc7p2SCk87L4NUvlhlYcGUbPMVRMFLdktvb29Ux26jnGYgAA5XTo7r8jvH03pBCdmcJMyaMTY5HVBAQe8jzkGHj60OHhn6hoO8hMwaoKZBmHJewLqEMe1e2RjlVJh47L1Q2+J1+Fz77Or1ggrFtJpycjk54MQSZIMiaIs9mx6/CBQxXhsMRxjChJkUikY6gNyfrS/nB7QMHjnmJAjUfa3OLPNJJu4++MoqqdA0OjeqwAAAhCZpzoiTEoyE6ePTVr5MJ1HMvEx9jjY+wFOSWfFVcoynlHH4qi8jITeI7xj6hgNeDxl9W1NrX1jHz1iVmJJr0WXjanZ28gVNPYJYpScqy9d8BbVtum13A2s45CiB7nwMHhcPCjrXhgMPIrWzBVd/c9VIwLACA31Ptf+RcVFc3PnH2WIaT80hX89JmQF4CqSgeKpKMl+nt/SqeknFaMAkKxtERpbUb6HECddqrS8Ozs/LSEaIvFpDPoNL5AKDc11ukw2Yxai0mv1fAXcWPSF1TDZ9QthpCKc2q/d73me9dR9nFjcSgstrT1eH0BrVZIiI3iOZYyG3XfvwF7vOLnxVCvZWZM4gqnsNMmIZPhvCoSQpoSblvHrF2KAVC1GglAmmepc+6YhwgBloUsC/RaymkHAHDTJ+Gb1sqtnVLxUam0Ivx5sbjvMFs4Rfu96+m0RBKOCZKMCWLMhITrGtrf/XBvOCwBAGRJKa9sDobCPM8CABbHaP4w2frfxwarh6SzhOO3mrwrY4VJVo4iX7XfxR5s7eivqGs787IwRSGdMG58Ocuu+iqBdVJWkt1iCLT3Dr+dcFg8VNbQM6KoBcdQk3OTL5O5dxHt3YNdvW4AgNNurm7sbOjos5r0Rr3mLPtVOlYqlRzCsgQAQFHRurvuZrJzIUUBRQm89Zra3aW57kZkHjfA0Smpwqo1kOMBAHJnh/eJfwCOo7OyIcuNuryg9vVJNdV0SirUjErG3H03L0cQsAzd3NH3y4ffQAhmJcfkpMUxDH1RH+rsrHxmWp7S1QPC0vCHnpmUpf/lD7h5M5B53KWYw2HxiX998M6WvR6vX6cVFhRO3HjL6phoK7KZ9b/8oXJbLxQ4ymEDPAshPJdYHBal3n53c2t3XVOHx+N3e/1erz8YCgcDoihJ3795VeH0CV/+cIQQagQmPYlOTeDXLhNqGsQDpVJ5je/xl4S1S9mCCVCnIV+hBEnGBHEa95DvuZe2Hi9viPyqqOrOz47cectKs0kPANAzaF2ijkPwl4f7W/3yeF3HNR7pqVrv73WMnSczoL9xKsbwZHZVVbW5o+//Xtx6rLr1zHtyLGM0aL/lt5eSED05N7mnfyhwskKFouIDpTXeEaXZslNj8zIT4OXUjmrt6vMEQhBCCqHyuvbBIf+E1Fi9lh9vI2BVFQ8Xq/19kXldwuKl/Jx5UKMBGEvlx0MfbsaqgvS68daAgLygu+sH7ISJAEKAcWj7R+ED+7lpMyHDRm457bVCQbmmGs9fCDWnfVoQghajFmPc2N77fy9/vONAxfai8t2Hqv/+y5sLci7mHkcIqQSX4d83qn2D4p5DQJIhx9AZSfrf/JhfOf/sZRxKyusffe69jq7+SKO0vLopJTHmpnWLEULIZEAmw3m9kVBY3PzRvtc2f3qsrGHA7ZFlRcV4uN2CIJo5LXfWtNyveqRACCkK6jRsQS6bn4ODYbG4VDxQAkIiO28G5BjypUqQZEwQJzOWqh4qqd57oCw0YrxdT6/7WFl9Xk4yQggAQEE4L1q4JdXwbrOv3C2OF44/6wrWeSSSjL9psqwcKqunEGW36gGAze29H+w6/O6O4sCZqwwAoBM4g/7b7hPiWGZyTtL+w9XDyRhj3NY9IJ8cmwEhyMtMsBj1l9WOE0VZwaqiqtv2He/p9/hDok7Ly4qqKOrYfeeyrHR3RebeQY7lZhRCjRZAqPr9wQ/eU7q7oUY4y8tRcfHctJmQ4wAAqs8b3rcbB0Pj3htjpbsTi+KYf5RkZcvuYzsPVEiKoqr4SGXza1v3J8bZLQbdRdy0gZDOTtNuvIGyW9RBD+Wyc7OncYVTzh6LVYwrqps93sBw4AyLUm1ju6Ko6PyXqfN4A3sOHH/iXx8cPl4rjygIM5yDMcYerx9jDL7GVSIhhBqenTWFinbIrR3Y74eskQyrIEgyJogTmlq6H33q3bqG9pFXVzFWt358cOnCqVEOc+Q72sRSP8oyLnIKfytz7+gIjDnquNknvdbom2DhdDT5kv0GhUXpHy9sPVbTwnEMAMDt8Xf1D4XC0pjT73Iz4p12s6zI3+Y7pBCcMyVryydHugaGhpe78/lPxTKBYxbNzNVfzKNUv4Ts1NiJ6XEllS2vbS3CGIRE6dODlff+8cWC7IQ7r5lvOrMBo8jq4ACWJUDTwhVr2JmFke5hsfhA4L1NOBw6WzKmKM3666mEhEgJi+C7m8SDRQCfbdS40t6Gw+GxMjPeV1r72Ks7mjv7V8zOs5sNe45Uv7B5L4Do3huXxDmtF+8egSwjrF7MzZ6KwyLSClCvhcwX9Z5iTFOnV7PEmKLQlyjk4vb4/vfJTZu27Glq7Rp/QD8GKsYYf/3/O0PT6UkozknqHBPfIbLoOXEh+njXoUMlNeGwNKpPYX9xxY5PD3t8wZO3AAODptn5P0+x3ppmSNGPMasLY7C1zV/cGw6pmGzYbw7GYGDIW9fSVVLZVFLZ1NjeGwyJY547LSbthtVz7BbDt/wOIYS5afHT89PZcYqnRtvMk3NTGObyOiWnJzr/eO/6m1fPSoy26HhWy7HNnf2vbS16++NDofAYa6dhRcXhMMCYjkvQ3nk3sjsAANjvD7z5itLRDs6altiMLGHlasjxWJZDH2/zP/ukOtB/9k8V9njGXFzaHww/t+nzupYem0l7741L//LT6/7np9fbzPrH3/hkX2ktvsiPdcgyVJSNjo9BVjNkv7huMUJo/qyJaUmxw926Lqd9zvQJDH3eH+Zde48+99q2hubOkbGYoSmNwBv1GrNRZ7cas9MTpuRnfFPD8SFEGuFcqjUTxDeE9BkTF1rAwnUNHe9s/jw01lV4r9f/9L8+1OuF5YumcSPqXybqmV/mmVbHaR6vGtrVFfJKp3V1tAfkRyoGNbR5io1MxfuOaTh2w6rZ86dns99FANVp+WtXznr1g70dvYNn/nVKbrLTboaX2SeEplBhfnpGkrO5va+n3+MJBFu6+stq2+OdVoN2rO5zCCKdxNzCRXR6OkQIy3K4aJ9cV4dsNgAAMpkhx0cus0OWRVYbZlnV46GcTu0dd1FOJwBA7e4KfPCeGvBHHgJH1GWDPI+sdixJqmcIKAoepxnT7/aWVDbFOc0/um7RlJwkg05YNjsvGBL/+NTmPrcXAwzBxbcf/f5gU2vX8PAenmOd0VadRhi5NDfGoH9wqKfPLUtyJP8LHJuU4IyNsf/nv926acuerp4Bh828YtHUaQWZwZDY2dUXCIYBABzHxsbYGZrq7h1s6+wb8voYmjYbdXGuKKtZH/nYi6K06cPd/YOeSJsWQpidnrBoTn6U3WLQCRqB43mW51ir2WAx68qrGodbIFoN74qxswwdeR4V48FBT/+AN3xyJAzPsQnx0W63t6dv8CztFkHgEmKjGIYkE4IkY4I4KRQS//Xqtorq5nF6E2BFVfMjj72dmhybk5k48k92nl7gpJP1zEv1vmdqhjqDp/qZVAx2dgQdPJVqsFo5cpHuuzRnata9t66McVi+kwAKIZyQEZ+RFHNmMqYgnJmfrr3MhlKc+N8pFGU1RlmNGIPItDajroxGY1cyhhQNNRrActyMQsQLAEKgqtBo1P/ovhPjIliezckFFAUAoFPSjL/8DxwMeJ98jM3KYQvnQpYDAACENFddA1aviTwnckRDQYjsIHbqdIPRKFVVep94FHuGKKsNjFV2l6ZpncDdetWcG1cV6rU8AIChqauXTNVrhWCk6tlF2MCpqW974DePuj3+SDvBaNCtWT7zpnVL7DbT8H2CofD/Prlpx+eHQ2Ep0kOfnuT6x5/v02j59NTYR37/A0VREYUG3T5JUlq7e//yf6+WVzdjjE0m/fdvuQJg+O5Hew+WVA26vTRNRdvNyxdO//H31sZEWRBC7V19peX1kViMMY6Lcdy0bjEEwO3xud1es0kfH+eYVpBpMuje3Pzpw0+8LYlypLHkjLL+/MfXT5mUwXMsAMA95Hvkybf3HqzweHyRtz0pJ/nPv934zpY9z7y8RR3/8l12RuL//Hajw24mPRgEScYEcUJza/dne44GQ+J4d1BVtbK6ee/+4xmpcfQZ1wrjtPTtaXoZ41fqvZ1BebjvWFbxp13BSrc0O4ok4+8GS1NJsfYNq2fHOW3fYVk0ikKJsXZUDNXTe65Ymkp02anLeDHxgSF/dWNna1ffjqKKXQcrE5zWK+ZPctrNo7cIQshkhhwLBSES4CDDsBPzQd7EUw0QigIQAQCQ1cYvWYbD4cA7b0KdbnhgAHJE8UuWj4jbCEb6hiGk4hMoVyy0WODzT2MAkMMBmTFWR2MZuiAncVlhnsWoG25lURSaOyVzwOO7SHNVMCTWN3f2u70nthKCbo8vMd55xeLpLMtE0urRivrN2/fXN3UMD1XiWUaWlSGP/5mXt+RmJpkMWo8/cLi07ool0xmGamrrrqpvVTGmaQr/CwSC4brG9kAwBCEMhcWGQOjN9z81m3Q3rVvsirY2tnT5fKdWUNII3I7Pj1TXtQSCYVVRBYGz20z1TR3rV8+3WU2dPYN9/UMYYABAY0vXR58UpyTGOKOsAICGpo73txU1tnbJkZEwGEzKS+UFrq2rr7KuVR2/01jQ8pIsg4u0ZUOQZEwQXztJkt/bsreuoV1V8VnObZIkv/zGjqyMhBlTs0ddd0MQxmjo+7ONs+zc7u7QB63+eq8kqgBC0O6X32zyTbSwOgaRL91vIHHC7LS4AY+vZ8AbCImSJKsYIwg5ltFq+Lho69LZebPyMyZPSB4e+8iz7IyJab1xnlFPlZ7kpMaZUJ8U65g7JUs5fZEzjmFsJj3HMFMnpETZT/WuYYxjo62jUjiCcOGM3JaOPmnk6FUMLEZtdlrcqJ5snmUm5SRxOn7kqdyk15oN2q9wsR7HuRws+5XWwqW/vvlJiqpWNXbuL63bub/seG1b/5DP7Q1oBS7KaujuG3KYDaPbnwzDZOfADzi5phrPmgMZBkA43hSxyBIPAGMAoVxTJdfWIIsVMgykKDDOvxD5E2RYCCGgaTo1I9KdPArP0uuXz0iNc4waSqsRWIG/WIfEQAgghBDCSDLGGNQ3d/zzhc0TspJSk1wAgN7+oX8+v7m1vQeMrO0NYeRb8fX3Pnvute0Cz4TCktcfnJafERNthSeeESiKeuBIJcb45A0AQogB6Olz/+9Tb/sDwfvuurqkrC5wcikcCGFja1dNQ5uqqpH7D3p8Hd39Dc2dh0prNt6yamp+5qd7S4OhMAAgLMmvb/5san7mykXTaJrafeB4S0evcvKBGg23fMFUDc95vQF81qrkEEKSiQmSjAnilKrqlnc/3CtK0tnPaxDCiuqmP/31pUf/dn9yUsyZdzCy1BKXdlGMdmWs9tlaz7b2QE9IwQC83+JfE6+dG8XTJBt/3XiO/c096/vcnqbW3o6egcEhvyQrDEPbTfpYpzUtyemwGNHpm91hNT75+41ndiBxDC3wYwfHm9fOvXbFzNELhAGg0XA0ov7+H3cop12oxQLPcae3nSCEVy+fvmJ+/qiXHXPxkSir8cF/v1k+PYhDCLUCh77CRyg6yk59tWhL019bMu4f9P3iodc/O1TlD4ksTRl1mmWzcpcV5s2clJqZHHNm7z5EiJsxi4pxBV59CVlt3LQZyGiM9BCf2kA8B2gGAIAVGQRDOBwCsiIePOD5nz8Z7v0pkzcRcvxp86toCvIneqCxJAExjAMBgDHU6piMTMiPkYxrGrs27zg0MOSbkBYX77SyI/bypTRSHGNQXFq952BZSqILQnD4aM2uvUdFaYyiLhBARVF6+92RX9lxhupCCBmaYjk2GAwNj2rw+oIvv71zQeGk+qYOaUSZNlGMTMGEkS7cyIb1+YMffFxkMRuuWlHY3NJZWdcSOZTaO3vfev+zwqk5RoO26HCVKErDEXfyxPTpBVkQwkitt+EdhBCMDOAh358EScYEMVbflaLuPVjW2dl3jieM4xWNR8vqkxKd450IEQRTbJyOMcVp6c2t/iav1BdW9naHpto4PUnGX393FzTqNQa9JtHlkCRZlJSTfcY0Q9MQjbGTEILG86xqLHCswI3b22o4t3WzOIbhmHNaRAAhpNcJl/aO6+4fKq9pC4RECsElM3On5iYvmp6Vmx6n0/BovCPLHsXkTAi8/rLvqcfEQwcom31kBzAUBG7OfCYjC1CU0tYW3LIZ+/1KWwuWJelYqfeJf7C5eVCrAyMyN5WYJCxfBXkeYCxVlotF++X6WjUYQHYHinaCMybhyYqyo6j81a0H9h2vn5AWt3hGTmFBut2sZy/FmVuiKB84XLl+9TyeY4tLq70jRjt8CQa9Zsm8KQmxUR/tKq6obhq+vW/AU1HT7PEG8OntQJ5jY6JtiIIdHX3DtckxxodKq6+7cm5+blpdU0ckqUMIy6ubevuHJEVt6+wdjsUQgJmTs01GPcY4OGJtdoaiFs+fXNfY0djcKY9VfoQgSDImCOCMss6fMyk0/iDjkSiKspj1I3sgxvh8I5hjYhN1ptXx2iP94UO94SQdTcpTfFNtG4xVDACANMOwLDvc+lAxlkd05SIAVAAoCEYGLwVjHBmxCE6dUCkIVYABgGjE2AWMgaRiBWMIIYMAdXIufKSYNQQAwRPL30oqjjzJyB2uYqBgjCBEEIx8V5EHKhgjCIY/IcrJmq14dKMLUpfKh4hlab2Op/oQBjgYEvsGPQfLGtt73Q6LwW7Wm/Qah9UwavAGpGl+2YrgRx9KZcelygpIUSM7gJHZgmx2OjUdUpTc2ux74jHsGcKyDCDEkhTev1c8WAQQNfKaOTd3AT9/MeR5jLF0/JjvmSeUnm4gieyKVXRsHDxjaI0oyZ5AUKvlS6tajlQ2f/hZ6cSMuAlpcbetnZOZHHOJVReBEH5edPzI8TqtwH30SfHIpTfO+whV1UVzCv7z325x2MwOq/G3//NC+ESvMJBlpbSszuMNjLyGQ1HUxluuuGrFHJpG72/b/+jz7w3X/25q7Wrt6FuzsvCTfaWd3f2R99nU2r3/cDlCVEt7z/CbL5yas3rZTK2Gk2R50OM/1crl2R/fsfZfb+1o6+ghyZggyZggxky6aNXyGQvmTlLPrfAwglCr5b9whScIgY5BkyzcRDO3IVmlIaRIh/E3QMW4pC9c4xbDMuZpGKNlciysmaMgABWDYmlvKDIbEkGQYmTbA/JEK5dpOtX7W9wTUjHoCcqDITWSRK08NSNKqB0SeRpNsrKRATAKxlWD4v6uYFdAEWg02cHNiBJ4CnYHlU/aAqKCeRraeDrfztl46v0mP4RgRpQQLZxqDdV5xAPdoQkWLsnA7Gjze8JqJG3bBGqKg9/dGYjXM9MdAoJAxbh8QGz2SACC/qCCI/EZAwhAgYPPMbOXxgcpMcZ+383L3t15+EhV8+4j1Z8dqoIQchyjE9goiyEryfngA9clxNhHPYqbmM/m5oU62oGi4NNjDRbDYLjfUVVxOIzD4VPRGWMsywCcPh5AGlE4WVGAGAaSCGlaWLAY6XRn1rUVOPZnt60snJT+30+/f7iyqXvAs21/+Y6iCm8g/OcHrtNrL7UCI20dvc+9+pGqqHVN7V/pIFVxrNNmt5o0AjcpN9Vo0Pb0uYcjbFfPIABg5AB6o15z4zWLs9MTAAAGvfbtLbvrGjsifwoEw0eO1d5zx5qpk9Lf374/EqfDovT2h3sUWfF6TyRgg05z100r05NjEUIBX2BwyAtPDKHGer022mEZLvRGECQZE8RYYRdRre197Z39mWlxzmhLXUNHe2cfhWBSojPWaesf9FbWtPT0uRGiXE5LVlocRKimvq29s0+S1ZOnTCY9NQ4CUF7dLMtKWoorIdbR0tZT29BBIZiUEN3c1sMyzMTcZEHghr+PZUWprm3r7B4QeDYrI95s1GGMDx+rG3SfKDlEIaTRcFlp8RxLHzxSAyBOS3JFR5mbWnqaWrsS4hyxTntVbWt3n3tiTlKU3QwAaOvoq6ptVTFOSXCmJDkv+X0nq2Brs+/NOu/iOI2OoXa1+wMyXhKnvSJet6cjsLnZPyuaZxGiIIjTqR82easHw78ssEYmQ4Zk/Gyle0aUsKnem27mojQ0BIBCQFTVTfVeK09lm800ghiDj1sDT5a7kwxMmpHpDSn/LHMf6Q1dm2Jo8op/KelfGKvhKdQw5Es2Mj8vsDxZ4e4NyndkGm/PMmpoBADo9MuPlbm3NfvuyjGtZnRPlrvzrJxNoCHGNAU6/NLDRwdjdfSfZzgSDTTG4LOOwIdN3vkubUjGlW7xeH94oUtjF6gUI6MCcGlUOWEZW/IyzwAAIABJREFU6roVM+ZPzWzu6G/rGezoGaxu7Gzt6Kts6jpa21bf2nvDqsJ4p31UeoFanbD2mvDBIuw+ozI0xlgUcTAIFAWERXAOo0ixquBQEAc5rKpYEgHGACFu/kI2f8qYyz1ACM0GbX5WAkNTEMBrl0+vaewoq+/YW1LTN+jVabhLLGzJivrhjqJRoxG+Iq2GZxkanrweAiEAGJuMeoQgUE7sxii7yWTURe5vMuoMOg2CJ4q6YIw7e/pFWV62YOone0p9/mBkvxSXVmMVD5dkzkyLmzwxg+fZSL53j+gzzkiNu+SHKhEkGRPEV4UxfvaVba++veu/fnFrWorr4cffKT1eXzgt+57vXYkQeuixTVt3Fnu8fgyg3Wq8cf2CH9626vV3P3/lrV0+f4jnWVVWEI1uXL9ozbLpv//bK7UNHTeuW/Dze6999NkPXnl718ScpO/fsuJ3f37RZjU99fBP4uPsw6dPjzfwx0de272vzGYx/Me/3bhq6TQV4wcfeb3oUBXL0DRNSbKs1fC/fuCGmVOz7/3VP33+4JoVM3/9wA2bPyr653Pvb7xt5YZrFv7j6c0ffnzg6Ud+snLJNADAO1v2/eXvbyqKcuP6hX/8f7eNGgGJMVZUFQBIodMu9mOMVRVDCNFF2B/pl3FQVO7KNqWb2CaP/L/HBv7nyICZpUIyjtXR9+ZZDAwCAKgYu0X1xWpPb1B1aikIQJVb7A0quRbujTrv9WmGKXZ++L8PyKogw0i4Cir42Up3hoX9SZ7ZIdAKxq/Vev+zuE+gUJKBDiv4lgxjjpn7vDPwp8P99R6ZRsDMoXcafVck6hL1SMVgb1ewqCto5aiQghUMVABuzDDmWbjIyx3vD0sq6A0qr9Z6NuaYzBwKyuqQqK6M1+XZuOerhurd4l3ZpjwrdynlrsiEwuS4qOS4qMgtoijXtXX/5M+vdA14ODaS/8+oogUhVziXn7cwuPV9IJ42/AmHQqEd25WWFkBRSmszEL84zCktzb6n/wlZHmAslR1TA34qJla38R7kPFuT8nB547GaVoGhNq6bv+Xzo03t/ZfYXC6DXqMoaiAYBgD7A6GRt4dFKTzWCoXnLiyKsqICeGqokFYjJCVE0zQ1PMOPpmnq5NxKBCGFKIjQ8JKEqooxBnNnTIiJstY0tJ04YEe8TwDAgsL82BgbhZCq4kNHa7wnly+lEJo5OUsjXI7lw4mLoJOObALigsrGwZA45A00tXU/9+r2gyXVFov++qvn52QmHC2rf++j/RSFrlpZuHLRVI/X/+rbn7a09YTCkscfNBo161bPXrpwss8f+nTvMbvNNG9WHscxn+8v27Xn2OdFZQihRfPyoxxmrz/o84dUVR05dLSjs/94ZZM3EGzr6i8urYksa+wPhHyBYEZa7DWrCrVavq2z78jx+rAoef2B7j73+9sPVNS0hEXJ4wuEw5Kq4kAoPOQLRGZ2qxhXVDcHgmFfMFxa1tA/6B15ysYYV9W2bvvk8I5Pj3R2DYz8U1eve3dRedHhquHxfxdh8wZQECYZ6BvSDFoaVg6GVQAwPtV1iCDMtbCyqjZ7JRWDsIL3dwftPBWtoWHknuM885Co9gTkxS6NhaMAABSE06N4HYN2dwb80olhyiwFY3UMgjAsqzSE06KE3qDc5pMBAJKK93QFzTzl0tLjJVsV4xwL+0mbv8YtKqe/j8tn/jwGuKi0rqa5Syewy2fnTUiPG7MLFhmNmqvXU9GjwysOhcJ7PvP/61n/808Ht23BkvSFy/zKba2Bl1/0P/+0/4Wnw/v34lCInTadycyG41fwwBgfr23zBcLpidFRNlNnj1uS5KRYu0EnXDIdxnEx9tQk15nTCidmp5gMuq/4b/b2DwVD4vBRiTEwmXRpSS5mxHxHt9sbOtnsCYlSMBQe2fYwG3UCz0Y7LNMLMsec+6jV8PkTUiOD1APB0KGjNeHwiWcTBC4jNY6hSXV54kJE+oyJC7AXC72/7UBn90AgGP7h7auWzC9gGbroUFXvwNDGW1b+8t5rVYzv+1X4g48PFpfWYIAhBDzHuWJsDEOzHJOSGK3XCXfeuJSi0JMvbv3dX17y+Pw/uP2Ka6+cM+D2gcjkLHjaKXbPgfLW9t5p+ell1c3vfbT/urVzM1JjIx23dqsxJcnJcxxFUVqBAwBDCGma6u1zP/vKdqvZcGpV25NVjTDGldUth47WTpucgVVc29BeXFK9YuGU4dLL1fVtv/rj81oNHwiEZk7J+tGdqzUaPvLA97bue+rFj2gKPfHQfZNyki/iNjeEeVYu1cR2+OVYLV07JD5eNijQiENgebwuRss4tcznHf6JNrbBI21t9q1M0OpZKKr49TpPUVcQApxqZGc5NSPzaIdfUgFM1DPDo4YdApVqYpo8oldSZBUf7gm3++TPO4I2gYrTMhCAeU5Nm1cq7gnNiOJrh8TjfaHr0wyHuk90XHkl9ZUaz2caGkKQY+HMHFIxWBir7Q0qz1QORWsux9O2oqrv7Tz852c+CIXE+29adv2KGXFRlrEPU5rmZs/VbLjF9/g/8JAbjAhZOBjEIHgeryrLqvdEWWvIsuzUGbrb7kQm05mRWpIVhCCF0KDHv/tItdWsu+3qeW6Pv6isPiRKy2fnGS+hC/QOm3n1spmPP/9+bWP7cCS1mvVXLpv56PObv8w3KwCdPYPNbd0Cz23/9JDPf6rMBUIgNyNx5pQcu8045PUDACCEfQOe/YcqIstTFx2u6O13qydHkHMck5+bajJoeY697bple4vLG5o7T3stCKdNyshOTxhwe8Nh6WBJ1c7dJeLJAeUOm8lqNvYPekal7bAotbb3SLJkt5m1AkeGIBMkGRNE5DsaNjR3RnoaOrsHVFUFALs9flXFiXEOq8UAIYyJtmKM+wY8kW/q1o7eZ1/dJoqyKEpms15RlNgY+713rSkuqflkT+miufnfu2m5zWJwD/nPfDlRkosOV0MA1q6Y1dM/VNfQcai0Nj0lFgCgKHj3/rIdn5WERCk3M+HK5TM4lgEAxLvsFrP+o52HYqKt0hm1RcOi9P72A51dA+uvnGMy6h585PXtnx6ZO3OCiaEjsaGza6CypmVqfobDbrJbjcMxPRSWdu8v02mFto7eg0eqJ2QlUugivqpDI0hTSMYYAEBDqGWQQEMOQQoBgYaT7dzLNd5bMoy72gMtXnmyXaAgggBoaKhhIAJQoEafFiUVQwho6lRNCwQhS0EFA1UFQQW/WjtkZJGFp++ZYHLpaAhBgp65Ps3weq23L6Ts7womGpjCaOFYb2g4KAg01DIQQsCdLDYRp6PvyzP/Yn/vZx3By63OqqwopZUtf3hyc3NH/w+uW/TArSv0Wt4bCPuDIYfZMEZtY47T3Xwb9nmDb72hdHeCrz6YgeWE5Su13/8hMyHvzFisqnj73uOhsDwlN7GkqvloVfPSwgnzp2Zt3nWkrWfQYTHMn5pJX0LdkDSFVi2e7vUG/vrPNyPF2miKumrlnLzslC+XGCkKbdtV3NUzgBAoOV6nKKcKtMVEWWdOyU6Kj56UnTI8zS4kSg/+/dXP9h+jaWrvwbLegaGR9581NUenFSCEE3NSJuelj0rGNrNhw7rFHEs/8uTbdY0dxysb2zp6hz8gXn/w0WffZVi6tLxekk7N4Gxu7f7Vg8/odZoH7l43c3IWx7GAIEgyJggA8JwZuXOm57789icff1ayZUfx0vkFUTYThVBFTWtjazfAuK6pg0LI5bQODnkBAKlJMT/70TUIwv/82yuvb/ps9ZLp82ZN0Gn5rPS4XXuPZqTEmkcsIRsWpYamzlBYRAhazYbm1t6j5Q0YgFff+TQyU7voUNWa5TMiJ5JVy6bJsvrW+3t6+oa8voDZrAcA2K2mH96+6smXthQdqjrz3VfXte3cXRoIht/+YC/L0F5f4KOdh+66aYUpJylyh8S4qOuvmt/U2l1T39HZNTC3MM9qNjAMVVxaU1bdvKBwYjAQ2negYt3q2TRFcRxzMU7fVjAu7g3VDIZXJWoRAIl6+oY0g4FFAAAKAgjhrCjh8TL3J+2B7S3+mdFCkp4GADAIrojXTXbwFAQoUn9txHO6tDTEuNEjxmqoSF2I3qBSNyjGahkdg7Q0vH+iOc/K6xhkYk+M06YgmBUtvFLj2dcVPNITujpJH69nhmffa2m0OlGXZ+EgBAiCigERAAABnOrg784xfdwaMHJIvWzSsaqq7+48/OirO+vbetcuKlg+J2/3kerqxo59pXUAg7/87IbkWPsY3ZAGo/6uH7KTCnxPPCoeOQS+QvktaDRp1l2nu3MjFRMDqTHOTW3dAw8+/X5Te1+Sy+YLhENhqXBSmj8obt9XhiBcs3hyjMN8ie0UnueuvXLe3uLyz/cfxRjkZSfffv3yLz0JIbLWxp4DxyNN9OHDy2zS337DirRkF01TN65bfOR4bVNbj6qqGOP6po7mtm4AwHC1OIyBRmBvuGpBcoIzUhqI45iVi6Z9tKt4uNYyRaFrVs2ZMy1XlpXP9x8/WlE/qgehr39o667iyNsYebvPHywurRZ4rqfPPWqpS4IgyZi4jHMxxkvnT77thiUeX+Dplz966LFNdptx7qzcTVv2ffTJofbOPlGUj1c2Ts1Pm16QWV7dAgBo7+p76c2dWAU9PYNaLa/T8pHTAMPQAECWoUeeS1rbe//fn15gWQYheN3auZU1rZ3d/YXTslOTYhLjo/cUlRWX1tQ3d0XWRI2Jss6ZOWHvwYqm1u5NW/bdddMKAABCMCHOcccNyyqqWjynF96XJHnTB3uralsT46NmTMmkEFJU9ejx+j1FZbmZCRSFMADV9a3lVc3zZk2gKOpoWUNVbdvhozVJ8dGHSmuDQbGmsZ1hmYMl1QeP1BQdrFg8P39KfgbPMRfHvgPAI+GeoHK0P/xQ6QAAYF6Mtrg7KGMQkDGNMACAoyBHgQQDm2/nnq8eCkrq3bkmI0cFZQwACCs4IGMKAgQBTwEAQFjFblEVVcAgFG9gn60aihboRAMTUvDbDd6gjNenGUwsRBDG6phE/egNZWCpTDP3cq2XhWBqFK+hT3U5YwBCCvbLGEEAIRiu5MpRcG2S/vOO4OedQfmyicZhSX5964Hi8kZVVcWQ9NfntpQ3tA+6fZKiWg3ahtbusZMxhNBqFZatRDa7/5nHQ7s+wT7veb82x3EFk/mVa4TVayibfbx79bt9CEJJlouON6gq5lj6jW0H39hefOBY/bTc5A0rZ+kuuRldEMLYGPuv7rth3ow8RVUn56VlZyTU1rd9lScc9YPTYbn3rquuvXK+Qa8FAMyZMeHffnT9i29+fOhoTWTww6gKyhazbsNVi269dllkDFjkqVISYwx6jc8fjCRdu9W0Znmhw2bq6hnEGI85M/Ks0yXJqngEScYEcZLVYoh3Oew2o0GnWbZg8v7iikG371h547rVs2++dtGmD/aUHq+HEGanxd950/KYaIvZqIuLsXu8garaNghhUkLUgtmTkhOiT/SFGHUJsQ6T6UThIYahY502lhny+oPAH4QQdvcMtnX0xsU4br520ZwZue2dfYoiNzR1dfUM2qzGhFi70ajNSo+bOzOXYaiu7kG/P+Ry2qIdZo5jZk/PmTUtu6qu1WjQUhSy2YwJsQ5VxW2d/VazYfnCyT+680qaop5/7eOhIf+g2ycrSqSr0+W0h0Vp87YDwVB4fmEey9LHKhpDYWnA7Z0zPWfl0ukBf/Dpl7c1NncdLq2dkJOkyAq4SJJxWAVv13t1NCztD4dk9YY0Q7aZPdQdbPRIL9UM8RSEAExzCPl2XkPDAju/vWVgTowm1chGxjKICv6gyVfaF4IQGBlqnktQVFDaF36haohFEEGYaWZfq/U8VeEucPB9QWVLs++KJN2saL7eLQJ8xvn05NofuVb2pRrPsjiNjkEjT7t+SX2vwXtQE4QA6FiUYWJPzdNn0GQH/26TT89APPxsl/T5GmMQliRVVUVZ+fDzUgVCjDHH0BPT46fnpURZDWcPXOykAvTD+wDDhrZvxT7febwqy3GFc3W3fY+dOh3pdGe5b1Ks/cc3LimpbN5RVHG8tjUsyp8crAQAMBRaND07LT4KXeQVpjHGqqKosnJioWxFjeTOggnpedkpAACaQgghDDCWVVVWToRLRYl8PFVZVU+mWBXCMQe3sCwtibKKMcYYIWQ1G65aWXjt6nl2qzGSlXmOXbt8ll4nPPHiBwdLqoPBcCRCYxUzLG23mlYtmb7x5iucp48+b2zp8ngCw2E3Od6ZnOBkzpyWhzFWxw7KkTI95AxIkGRMEKP7M7530/KrVs6KjbEhBKdPznj0z/eEwpLJqLVZDHfdtHzFwslDHj8A0GoxxLvsHMfccNW8JfPyhwfMaQTOYTcZDZHzK7xu7bz5hROj7Ce+9ONd9v978IfSiC4Qk1Hn9wdVjBPjogx6jc2s//3Pb/H6gs5oS0aKKxgSox0mi0n/y/uuGxj0UhRyOa3/+O8f8hzrcloFnn3w17cPefzRDrPZqLv3rjW3XLvY5bROyEkKBsUouzEmygIhvPW6xUvm5VtMusgISAhhVlrc337//f5+D0IwzmXXavlYp43j6GBI1Gl4l9MmK2p+XqpRr5k7MzfKbo5UA73AURDMjxEMDEQQaih4U7oh28LG6hgNBadE8UEVI3hiUToZYwwwBdGaJL1XVGc5NXE6GkLIInxdmr4/rMoYAwxErKoYL0/Qlg+GEQIKwBCAlfHaaXa+qDtY2hOiELgr27goVmflkKzgjbmmqNPnzF2TrDNzCAAwM0r4QY5xioOPDCZeFK81cMjKoRtS9QEFR15OVrGNp+7MNsZoIrsJrE7U+WVVUbFDgwAAeVbutmyjXbhkp+VxDH3z6kII0eGKRoFjk2PtU7ITc9PjclNjY6LMRu0XzGyDNM3k5hl/9VthxSqx9Ih4uFhuaVL7+0EoBDAeudIHgBAwLDKZKKuVSssQlixjp0yjXHGj1tI7k0mvWbto8tJZeRuumHWorGFHUXlDex9NoWm5STeunmUxai/2aJWU4PyvX9wROlmOLd7lEHgWAIAQZNGpk3W0w/Kr+zd4PIFIwLSZ9XqDFivqb3560/AadRRCuVlJA+7T+u9lRVm7qHDyhNS2zn6GppISnOnJsTkZCXabaeSm0+mElYun52QkVtQ0V9Y0d/W5sYptFn16SlxcjD0tyWW1GEYuseT1Bzdv2+cLnJpzuXzhFMfpzxlhMOhuv25ZTJR1VBtGVdWXN+0sr2keOfSZIEgyJggAIUyIdSTEOiK/CjyXk5kw/FeGobMzEkY9xOW0uZy2cZ4NuJxWl9M6fIsgcBOyk84WDjg2JSkm8nNkwY6IOJc9znXiIq/ZpB++fbhzGgCQnOA884EAgGiHOfr04Y80TaUlxaSdfCEAgCFNc1rKpFBuZsLFte8oBJfF6ZbG6SJbfuR5rzBaMytaM3K/RP4ap2N+XmAb/pWn0feyzaP2YIqRuwroRz12gUsjY4AgoE8Wg04ysPdPtIw6EW9IN0ZucWjoH+dZhl9oVaIu8vOP807r94IAZJpP1SqO0dI/ybNgcCKtFdj5fDs/6l+7lFAUumrxlKkTUoqPN5iN2owkp9NmohCCEABJOqd/G0Iq2imsWMUvXa60tUk1ldLRo1JNFXYPKl4vEEUAIdRoKKuNTkllJ0yk4hPopGRkNIFzS7SSrOw+XE1T1NTc5JxU19pFU7oHhmiKirYZtQJ3CewCZ5T19g0rvvBuVrNhwzWLz7z95muXjrplcOi0znuMQVyM/a5bVvEsCyFAaOxuWgghy9Bpya60ZNfqpTMii5IiBMdccBRjXFxSdaCkargn2G41zp4+gRm7jhu37sq5eVnJo2ZzyrJSVFJZXd9GkjFBkjFBEJdSw2bs+HSWNDnq6veZF8PHjEwUgtQ5vMTwY+Hpz4Pg+C83/tNewpn41PmAohKcVpfdhCiE4IlmB1YUqeQwsljp1LRz/SRQNB2fQLli2akz1J5uPDSkDAzgcAgiBPUGym5HUdHIYIQUBc6n+kp9a/cjL25TVfxfP7omPyfRZNAY9cKIEbPEue0dAM+9ggdC6Oy7SJTkD3cc6B9RtmJSblqs036+7wqTocUEScYEQRDEhde8gaf19ilK+NOd3of/QkU7dT+6n8nKgTx/rk9E05TJTJnMYMQcLAghOP8kq6q4uaPvD09s3lFUISuqluce+sWNMXYTCcXnEDkBHs6d30D6LKtq3Lrz4MlFQ7DdZrp53SKrZexR6RzLMMwXh3KapnVaHkGyEhlBkjFBEARxQcUqv8//wrPi0VJw7Kg6MKC9cyO/cAkUznM1DQi/YoRt6+7/3WPvvLPzcFiSEYQ6DUeWTzsXOq0wITuZYZlIy0RV1MS4aPS1Vklvae9Nio92RdsAAAjB6ZOzFsyeNLwkHkNTCS57KBiSFQVCuHBOwZmDjAEAAIKYKGtGUkxYkiGA2RkJuRmJLEvyCUGSMUEQBHFB4QV+2QqxqkLt7AgfOqh0dWG/X7h6PaS/vXOHivFb2w+9t+twSJSsRu28yZk/vW2lzawnHcZfKD7W8Yt7rw+fnNKHATAatJHlir4u82ZOmJSTfKIODIRGo85kODUV0mox/MfPbgmFxMjES4fdbDKOseMQQvfcsebW9UtUDCAAJpPOGWVFiPQZEyQZEwRBEBcSyLKaq6+FNO15+K9KW4vc2hwu2sdfceW3mYwhgBMz49MTnA1tPT+5Zdl1y2YkumyIxOJzaddwbEy07Rt9CYvJYDGNW9GPZZnUJNcXPgmCMD42iuwv4gJB2mQEQRDE+MFUEPiVq/mFiwHDUHYHN3vuuQ41/opUNVKpF0IwfULyxvUL1i4suHbZjASXjfQmEgTxzSF9xgRBEMTZIL1Bd/c9lDOGycxiZxZCigIAdPUNHa1uyU2L/dpnwuFwWDpWGtyxjUlJE65aBxlGK3Abrpi5at4km1lPkVhMEARJxgRBEMR3eaqIi9f94MfDi3FgjD/4rOSPT2yeNSltwxUzc9NiXVEWmvqqmRUHAlJlubh/b+CdN+X6Ojorhy2YTCenQEQJPCtcDEveEARBkjFBEARxqYNw5NjiQU9g8ydHWrsH3vz44N6jtenxUeuXTrt+xQydlj+v/uNIzYThwsn+114KvPi83N6KAwEAoTrklurrKFcsFDRkDxAEQZIxQRAEcSFSVZyV4iqpau7q97R2DbR2DXh9wUUzc3RaHgCAA34cDEKNBjIsGGuunqKooiT7Q+HOXreiqNkpLpahIUJYEqWmBiBJkOPYgqmaDTdzMwshx5MNThAEScYEQRDEBcpi1N5x1VyLUfPuzpLSmmZRUnJSY+1mQ2QZQamyIvTJDmTQU/YoZHdAg4FOTEJGEwBAFOXy+vbG9t62rv7eQW9DS4/Nov/1xjV2iwFAyE6eTjljsM/HzZmnWX89O3ka0uvJ1iYIgiRjgiAI4sKFEExPjL73pmXLZ0/csvtoWU3rhlUzdRoOQoAlKVy03//8U1iSIMdBQQO1WuP/+x2/aCmA0O31//bvbx2ubvYFw5KkyLIcF2W5a90Cu8UAAGCysg0P/BxqtWz+ZGR3QDLZjiAIkowJgiCICx+EUODYiRnxOamuQFDkeebEcGGvR2ltxqEQDoVwIAAGByHDDq8ILfCcPyz2DHhVFUMINDwLMfD4gycCt0ajuXo9+FIrSBMEQZBkTBAEQXzXZxGKMuhGrBctaISr19NZOWpHm9zepvT2AFlGzphI2NXw7MIZOWajLiHGGmM3x0aZbSZ9ZpJzOG6TTEwQBEnGBEEQxCUCCQI3bQY3bQYAAMsy9niw34ccJ1Y4oyh0z4YlDI0EniMRmCAIkowJgiCIywWkaWixAItl5I3GkR3MBEEQF1rznmwCgiAIgiAIgiDJmCAIgiAIgiBIMiYIgiAIgiAIkowJgiAIgiAIgiRjgiAIgiAIgiDJmCAIgiAIgiBIMiYIgiAIgiAIkowJgiAIgiAIgiRjgiCIC0ldQ4skSV/lGSRJJpuRIAiCJGOCIIiLHRx0e2X5K0VbRVXJdiQIgiDJmCAIgiAIgiBIMiYIgiAIgiAIkowJgiAIgiAIgiRjgiAIgiAIgiDJmCAIgiAIgiBIMiYIgiAIgiAIkowJgiAIgiAIgiRjgiAIgiAIgvgu0GQTEN8JfyDU1NIpSwrZFOdL4LnEhGiWZb7pF5Jlubml2xcIAky2+nmCIDU5Vqvhv83XFCV5aMinYrK3zhMGCEGLxUChb6mrCGNQU9cSColk25/vltPrtfGxUTRNkW1BkGRMXGoamjr+/bdPDA55yaY4z3Mqzkx2Pfifd8dE277p1/J4gw89+npJeb2qkrB1nsEYwicf/umE7ORv9ZhqbP/r31/x+IIAQLILzisZa7X8Q3+6x2zSf2tH8X/99V/1jR1k25/vdps9LfvX/3bbt7anCJKMCeLbo9HwOZlJXn+AbIrzPInj+Bg7y3wbRy5No+QklwIgJt2Q5x+NNd9uhzEAIBQKN7V0Dw75ACTJ+Pzo9RpZUb/FTwfISI3XaTVky59vMk5KiKFIhzFBkjFxSYqPdfy/n95Irvx+mYOWQt/OOVWnFe66dZUkkxEvX4ZB/23nnvS0+H8+/DNFUUmX8flCCJmNum8xGcN7N16tfItZ/JLpGGAZWvuttzkJkowJ4tvA0DS5InbhxwWDXku2w8VCI/BpKbFkO1wUTAYd2QgEcYGe+8gmIAiCIAiCIAiSjAmCIAiCIAiCJGOCIAiCIAiCIMmYIAiCIAiCIEgyJgiCIAiCIAiSjAmCIAiCIAiCJGOCIAiCIAiCIMmYIAiCIAiCIEgyJgiCIAiCIAiSjAmCIAiCIAiCJGOCIAiCIAiCIMmYIAiCIAiCIEgyJgjiEuPx+AKBkKpir9fv8wUwxgCAQCDo8fgwxoqi9A8MBQLByO0AAFGS+vrc/kCQbDqCIAjsEJkGAAAgAElEQVSCJGOCIC4dkiQ/9M83X3htW/+A+5mXPnzu5S2BYBgA8NKbO/708Ms+f7DkWM3GB/628YGH6hvbAQCqqr7w6kc33v3HZ/71QVgUyQYcBWMcDIV9/oAsyyM3st8fVBQ18quqqv5AUBSlSGMDAxAMhny+gM8fkGQZAKAoSiAYUlU10g7x+4OhUNjvD0ZuUVV1+K+yrAQCIUmWQ6GwPxBUVTUcFkNhceT78Xj9/QOeUFjEGIuS5A8EFUUBAPx/9u47PI7jMBv4zO5e77g79N57L2xgbyIpFpFU71229Mk1yRfHsfMlduzETmzL3ZYVS1SnJFIUe+8ESIIkAAIEiN7LoV1vu/P9cRJEkbIjiaBMSO/vsfWAV/b2Zm52352dnfV6fZPr4PcHrlzDK0kSc7u9Tqc79K73V8/t8Xi8kwdLAACfkIAiAICbO8lJLe19Hm/A5w90dA/yPBeKR929Q00t3aIoDdvG2zr67Q7XmXOXUpJiHQ73waPnevqGOroHJRHB6Gout/f5Tdv6BkbnzsxftrBCEPiR0Ymde6uaWrtuX7MgMz1BJhOaW7rf2HogOyNp0dwSk1Hncrn/tGn7wNAoR7m42IhVS2f6fP739pxYuXRWXEz49r0nG5s60pJjahvannpoXXSUpaWt592dx9aumpsUH117sfXQsZqFc4vrGtq6e4cef2D1oePnJFG67db5gsAHg2J1TcN7u0/aHe6UxKg7blt0qbmj6mzD7WsXhVuNm97Yk5+VXFKUyXHcO9uPXGxsv2v94rTUOIHnr/xG3b2DL72+2+50PXzPysy0BFEUj5y4cOxUbZhJ/+Ddt2jUKlQ6ACAZA8AXk9vjHRy0ud1ql9sz2SEYZtSZw/StnX3BoNg7YPP7A0lxkTyPc2Ifw+F0v7HlSE//0MDg6MyyXJNR19DU8eIbey639eTnJKckxwgCv//o2Rdf31tSkJGdmWQ0aJ1O97ZdJxVKuUmvPXqqjuNocV7qzn3VRqN+8bySzVsPd/UO8vzMl97ct3LJrMiIsNPnLv359b0ZaQmx0eGnay69tuVQdmbSgaPnai5cvuO2xUdP1YvB4OpbKgWBn7A7//Tyjr7+kdho64X6lsXzSi7Ut7yx5cis8vz2zt6tO0+kJMYwQuwO11vbjpw805gQHxkTbdXrNFd+o5OnL768ed/ouGPxvLLMtASny7P53cMHj51LiIu4Y90iJGMA+FSw5wCAaYMxVnOh+Se/eu0H//XSyTMN0gdnzzVq5bIFZY1NXW2dvW9uORgdZYmNtlJKUWLXkkTJ6wvkZSZ19wxeutzlcnvf3Xnc4/VazMZAIMgYGx2z79p/Oj87ub6x/diJ8z5fQJIkjqf3bVz6vb9/MDkpeu+h02q1akZp9qtv7X/nvSPNrT1rb5k9uyLPoNO2dfb1D44cOVnrcnurzjTaHa4z5y9RQmKirMGg6PMHGGOBoBgMioQwQsjomP3MhcvFBWl/93/u+s4374+LjQgGRX8g2NDU8fPfv71gTuGMshylQt7a0Xe5rbcgO2nPwTPtHX2hcRohQ8Ojh46dy89OUshkkiQxxg6fOD824agozuQoxWgKAPi00GcMANMGpTQ9Oe72dQu1GrXHG7DZJkKP8zy3bGHZsaral17fvX1v1TOPrau72I7i+isHGLHR1mHb+NGTF1RK+dFTdcsXlp2tawk929LeO2Qb/+ZTG37zwratO0+sWjaLECIGpUuXO70+3+joxMzyXHOYcc0tc97ddfKFV3ZVFGduXLNAqZQnxkV0dA1YwtovXuooykupPtfY2dV/8VJHSX5auMVIPu44xWjQ5WUl7T10lue4+ZVF4eFhhBDGyJbtRxkjG1bPD3UP11xojoky37F2wY+fe/3gsXPpqfEqlYIQ4nJ53nr3sMmgTUmMrKltJYw4XO59B8+uXzW3f8C259DZL0Z9BQLB3v4hj8cfCvqUkshIi0GncTjdnV0DLo8v3GIMt5q0GlUwKA4Ojdidbo7SMJPBYjZyHP2rix0OBAIxUeEqlYJSyhjr6hn0en0R4WEKubxvwGa1GGWCMDA44vH6BIHXatRWi5Hn+e6eAZfbSwhhhOi0KpkguD3emCirUqkQRamrZzDMpFMqFT29gz5fINRCY6KtGrUKx6uAZAwA8NmNjTuaW7vGxuyFOckyQSCEhFtNpYVZep16264TIyP2yVdaLMbE+KhNmw+YTdrczCQk4//1GGNmWfaeQ2edLk+E1bhgTlF9U2foqRPVF3mOBkUp3GK80NDW3NqTlhwjSmJbZ39bV7/L7V1YWWTQazRqxeJ5RXsPnd2wdn5EeBiltCA3paN7wOfzB/zBZQvK/vDS9v2Ha4JBccHcYqVK/rGrEWbS/fO379+26+T2Pad2HTj9vb9/kBBCiGQ0ajs6B4dt48mJ0V6v/+SZhtSkGIHnJVHauvPE+tXz42LCJUnaf/jMm+8eXrVs5sDgSCAgdvUODW8/OmQbU6qUA7Zxu8Pd3TcUZtJP93E1dofr1bf2d3YPdvUOEUJiIi33bFgUHWV9ftOOnn4bz/N2uyM6yvJ3z9wlCPx//vL13n6bOUzv8we++vC6gtxUuVyYPCJijE1m09aO3n/+4fNjE857Ny5Zu7LSoNd2dvd/59/+2D80dvf6xWVFmf/+s01PPHCrTCb87HebCSEGvcbh8Ny2qnLJ/NJ///nLE3a3XqehlOSkJ1gtxv95bdcj9668dfnsy63dP/vt5q88skalUv7bT17iOcrxnM02/vWnNs6fU8TzPCGUEMYY+SupHeBvCKMpYLp2ek2X86Q4n3s92jv7fvrL1wOB4JwZeXqdJsyoCzNqeY6jlJoM2kiLkeOoUikPN+vlgjCrLMdi1C5fUJYYH2Uxak16Lfqn/ooZZbnjE8633js6d1ZBanIsz3GEkGBQPF5Vp1Er9x067Q/4vT7/6XOXRFFUKuS3r1v4f792j1qlPFF90eXyqNXKwrzUmChLSmKMXC6TyYRVS2d0dA0cPH4+LsZaUpipVqt27a9OTojKTIu/6pq5QFB0ON0Op9vp8hoNukfvXXnHuvm2UUdodhFKuZVLZ5nNhte3HJywuy639XR0DvT0De87fEavUze39nwwCQnrHxihjOzcU7Xn4Fmn23Pg0Jmz55oGBkZ/9ft3duw51d41cPBIjc837ecn0es0d21Y8uyTG8xh+nCz4YkHVycnxb72zoH6S+1PPnjrd791X2Fe6t5DZ/ceOuPx+Nq7BpLio776yLqBgdFDJ85Pzl3IGOvuGdx/6Exfv+1cbfOE3elwehqbunw+3wsv72xt7/P7A+/tPmkbnejtt/UN2NxuT0tH34TDNTbhunS5uzA37akH15jD9O9sPzoyOtHbNzJvdsGzj6//9tN3bly7oDAvzeH0vvja7q7uwc3vHna6PNGRluHhcdvIxF23LXroruVOt3d03BEIiBcb21rbetrae4+fqvX6MHUM3IzQZww3td7+YUpIuDUsEAh2dPVHRZr1Ou2E3dnc2u31+lOTYqKiLBylE3ZHb9+wKEkKuTw60sLxXGd3v1atio4KJ4R1dQ/odBqO4yYmHHGxkYLw/k7a6/V1dg+IopQQF6nRqERR6uoZcLk9hBG9ThMZaZbLZH5/oK2j12o2Go16Smlv35BSKTcadH0Dwwq5LCLcTCm12139Qza1ShkbHX7luULG2LBt7HJbr1qlzEyPVykVV361sXH70PCYVquOjrTgDONfEhVpWTK/VK/T5GQlKxTyhZVFHEflCoEQUjkzLzcjUamQJydGr11RqVYrS4szn3nstvzcFL1es6CyiFA6WddwrQiryRxmGB6ZKMxN1evUodEOY2P20TH7PRsWpSbHuNze5/6wpaml2+vzE0LlMiEm2hofF3HgSM3S+WVGo5ZSjuMoRykJDXRJiXe5vb39tlllOeFWk8mora1rLS/ONBp0V/3C2zoHNr25Ty4XYqMsre29URHmuoZ2jqNWs7G7Z4AQEhkRduuymZvfPdzQ1N7a3qfTqu67fanJoD12qu7Pr+9tbe+dO7uQ4+iMshyDXuv2+o6drLWNTuTnpVQUZxXnZ0iMnThdd76uNT87WSab9rs5mUxIjItkjBkNWp7j0lJix+3OM+eb42IiSgszlErF8gXlh45fuNzWM7s8lxAiMSkQCAgCbzXr+Q+OSXy+wLbdJ2rrW9ZK0p6D1U8/uj60kUpNijle3VDX0BYdaT5efTElMXrINnHtFsliNmSmJ8RHhw8OjYmiSAijhFDK1CqFxWxQq5WFeSlHT9TVNrSeOd9cnJdqMujG7U6FXJaZliBXCEqlnBAiStKhY+dsIxPFBenv7jweE21NToxGSwQkY4BP4U8v7yBMevT+1XsOnN668+jfPXNXY3PXgaM1HMfxPO90uR+4a/ncGQUHj5771fNbYqOshBJK6QN3Lvvza7uGbRP//cNn7Hbnc79/+8mH1gwOj7y3++QPv/u4xWwMLby6pvH7//Fnj8f7nW/ct3LprPEJ+/d+9MLA0EhCXOTYuGPurMJH71vV0NTxre/+OiUp+skHV2dnJP3i92+np8besqj8v371RnJi9FMPryWEvPjarm27T8bGWH/0vScsYYbQTiUYFHfsO/Xq5n0qlVLguHtuXzx3VuHk/sbnC/zsN28eq6rLSk/413981GTUoa4/VmR42P13Luc4ThB4SumM8lxKCMdxhJCSwkzGCM9zcTERMVFWnucT4yLjNobzPEcprSjPZYSE+kHhSiqVYuXi8pTE6HCr6b6Ni9s7+gtyU5VKRWVFXmJ8lN3hXja/dOXSWeFWkyQxxkh9Q7sg8Isqi6LCzUq5/LaVlVt3HHM4XZLEEuMjFswqVKvfP+TT6TTrVlT2DdhWLplpNRs23jo3Pip85dIZ5jA9z/Ozy3Kjw816jWp2WTZPaVfPEMeR2Eizzx+orrnE8/QbX9kwb1ZBzQXVrUtnxEeHlxZm2B2u/oERv8+/flXl0gXlSqU8Pi5S4HmNShkMijKBz8tJyclKlpgUF2MNC9OvWDIzLztZYowSmpQYmZkaX1aS/YU8OrLZxgeHx7IzEuVyGaU0IjzMbNSPjTuDwSAl5OyFZpfLa3e4BJ4PisHQCIoLF1tee/vA6uWz9h+p0eu0JqNudNzBCElKiOobHNtz8LROq7rc1vP4fauqapqu/cSTpy8OD48eq6qfXZGn02mCorhr/+n6Sx0TdmdWWvxD96x47L5V/QOjL7y8o7174OlH1xJCLjV16HRqo0Hr8Xnfj/gCX5Sf9vPfva3Vqr3+wLadx598ZK1CLkOrBCRjgE9qaHicMbHuYuuWnUeXLSizOz3P/XFLXlbi157cYDRof/zzV3/2mzf1GvXomMPu8Nxy/wytWvHN7/123qyCmaU5v3p+6+Hj55pbe0SJpaXEdnQP9PTZgkFxcuFnzjUpZMLIqP/UmYZliyqCQbGzZ0irlj9236p9h8/s2Htq45r5Dqd7dMze1TMkE/h//Ma9fYOjFrMhEBT7+kf0eg0jZHBo9O33jhqNmqaW7tqLLfNmFYX2xB6P9533Dtdf6vjJvzyZkhSjUSuv/F69A8N7Dp5JTow6daaxpa23uCCN59G7+TEopQrFh0NUrzwpP1lilNJQVp7848pn4Somo+4fv3kfz3EymbBx3UJRlELR5NH7V4WKNz01XqGQUUo5jixfVLGwskQulz39+HqZTMZx3LzZhTNKc2Qygee50qKswtz00IsJITzPPf34eiZJcrmM47jb1y1ad+s8hVzO8Rxh7KF7VogSUyrkt69duHbl3NDKKOTC8iUzPG6fIBNUSgXH0aULyxfOLZHLBZ7nn31yIyUkNCBVLpcRQhLiIp99aiMjRCbwlNLQShLCL6gsmT2jIPSuUMXPrsivKM1WyOVfyBMyWo1KrVK43Z6gKPE8bxudmHC40lNjBUFghJQWZjzxwOpfPf/2n1/dnZwYXVGSw/N02DbucHliY6wXmzoy0/LVqve3SOEW0/xZBW9sPbx566HEuMikhMhry4sSarc7CSV3rF2wbFG5SqkQBGHFkoq5swoOHK157g/vzJ1VOKs894E7ln77+79LS47OzUrqHxg5VlWfm5Ws06l9ft/7y+FoWkpcRHiYbWQ8OtLS1tkXCASRjOFmgw4VuNm5XJ533juiVipWLJ4xNu7w+wMLKouyM5KSEqJnlGYNDo919Q6KosgICwaDLrdXpZBHWE2VMwsy0+OrzjQcP1Wfk5mo16mv2kEyxjq6B+bPKZhdntPW2e/+YDSeUiEPtxjVagXPv395SEJcREJcxLGq+q7uwWtXr2/ANjw6sXh+aYTVdKG+1R8IvN+0OE6pkPv8wYamjjCTLjLCfOUKdPcMUo4uW1Su1aoamzo8Xoy3g8/vYEOlVIT6GmWCoFTIQxFTqZALAi8IvFL5YZrkeV6lUvA8p1QqeJ6jlPA8r1YrZTKBUirwH3kxIUSpkIVeTymRyQS1ShlqR6EjHLVKwXFUJhM0amXof4IgKORyo1Gn1ahCnf0ymaBSKUL5VqmQKxRypVIu/yA8hZYTWueP9PEIvFqluPLASRB4pULxRR2nFGbSpyRE9fQNDw2Ner2+wyfOd/cNp6XEhoaO6LTq2GirUa+dsLu8Xj8jjBCSmR5vMupqai9npMQdq6obm3CEFiUThPlzCgSBP1N7uaw4Q6dVX/txjJC5swu//uTG++9cHhr9RSm1mA1x0eFWs5EwEggEHE53ZIRZq1VXzijQ6zRVZxu7eoZSk2OCoujzB5jEgsEgk1htfWtTS1dMtPVSS1dBbqpSIUeThJsN+ozhZtfTOzxgG79lUYXVapqwu2QyPsJq5HlKCDEYtMGgODrmkMn4Cbtr+56ToT0rISQpMeqrj6z5+3/5Pc/zyxaWXtWDyBhrutzZPzCyYfW84nz/j3/xWt3F1tCIt8vt/d/78Qv1TZ0P37XcaNARQvQ6zZ3rFv3plZ0791d5vL6rVu9c7eXoSHNeVkpvn+3A0XO3r10Y6oxRqRSP3LPKaNTvPHD6ePXFrzy8Zv6colCPJmPszPnmpPjIzLT4wtyU3QdPFxemZ2ckctPk1L8oSqdrGmtqL0uSxHE0OSG6ojRbr9Ocq20+X9fi8foopRkpsbwgtHf2L5lfEh8X6fX6duw5FRTF3KykY1V1Pl+AUkoYueO2BSerL45POFevmG006BhjPb1DtQ2tzS09QVHUqFXz5xRmpsU3NnUeOn5eYkwhE7IyEooL0gcGR4+evCBJbPniisjwMErpwNDo7n3VHEeXL67weH0791UFgiIlRCmXrVw288y5JtvoxIolM6wWU1fPwPGquvKS7HO1l/sHRya/1+zy3JLCDEqp2+OtPttY19AaCEqJceFLF5Rrr4gLExPO9/ac5Di6cunMq245AXBDmQw6nqMcR01G3eMPrPrl81u/9+MX1CpFd79tUWXxwsoSnpJwi7Gmtvk7//aHIdv4o/etzM5IDI0pio+N/MZXNjY1d82dVaBUyL1ev1wui4oI02hUhXnpyxeWVddcWjq/TC4TIqwmvU4tl8sirCaVUsHzfGS4yWo2arWaDw77qdGg3bbrxOmaSwNDoxtunRtuDfv5b9+sv9SRmRq7blVl7cXWX/zhrUBQ3Lmv6tSZRr/fbxt1/PL5rZmpCRN259oVc/Kzk50uz5IFZbgdDyAZA3xqiQlRZSXZZ2ubLza2y2R8ICiOT7hCM/1PTLgUcrnFbHA63Ua9ZvUtc9JSYv/xX/+w59CZeXOKZpTmxkRZUpNjk5Niruo68geCew6e6egZ2rb7BCFkeGTi8MkL0ZFmQki4xVBRkn3pcjdj7P2tNiXzZhdITHx+0w6H01telDG5HK/Xf+pMg8fre2fHka7uofP1LS1tPbHR1lDnVklRRnZm4vHqun/5jxe37DheUZqjVMg4ynm8vhPV9R6vf/O7hzu6Bhsvd1WdaUhNjpUJAsfRm7+XSxTFnfur9xyoLi/K8PqDr79zcMWSikfvu/XgsXN/2rSztDA1MsJiNunsDtevnn9Xo1HGxUV29w7912/eLMxNFgT+P557LSs1Li0ljueo1+vf9Oa+9s6e2TNyjQadbWT8h/+9qaa2uTg/XSYT6hs7qmsa//2fH6+uaXzuD2+XFaYHRfGPm3b88LuPjo7af/bbt1xuL8fRdavmatSqd9478tzv35bLhezMhNEx+w/+a9PiucUWs0GlkI9POP/82q6qc012p+vu2xY3tXT9+o/vaDTq5taehqbOU6fr01LioiLM6SmxoYlETlbX/+tPXoqLDY+LsgwO2GaW5l6ZjBuaO/77N2/4/IHkhOiSwowv20V+Q8Njl9u6AwExPjY8MT6Kw0juzwul9O71iymlKqVSEPiy4ux/sZgaLnV4vP7U5JiEuEijQevz+f/P47fZRiYIoVER5uTEaLlcCG1S5DJhxZKZS+aVymRCUUE6x3Eul+f//ePD8XGRSqXi8QdXr105JysjMRAI/tO37o+wmsJMuu9+477kpGhK6f/7h4fiYyMm10SjUT37xPrxcSchJMykS0+JE2TC8kUVxYUZKQnRaSmxDU0dLpf3Kw+vzkhNCE3N1trR96OfveJ0e1avrKSEMsLKirNCJy5Qs4BkDPDpKBSyu9YvGh1z/Px3m1cvn6XXqjdvO6xSKVRKxY59VZUzcovy0k6evhiatV4m8IGgqFWrCCEcx6mVCqNBK/Dv/84n7K69h86GW40mo3bv4ZqCnOTi/DRCqG1kYu/BM0vmlRBCDHr1isUVo2P2/Ydr1t86P/RGpVK+evnsHXur6xrPiuIH999i5GJj2/DI+MbV8y1mQ3Z6Qkf34OETF2aV58nlgt3h3rX/lE6rZoRo1EqtVtU/MLJ7f1VWRoJSIR8bd2xYM99k1KUmRrd29L2z/djM8twDR2pyMhLnzSm8ydMGY0yUpIy0uL//2t0KhWLTG3v+9PLO8uIsUZIYJbcsmVGcn2G1GEdGJt5+71h9Q9ttt85rbO4KSuKCucUatZIwMqs8Z9Xy2Ua91mI2SEwSpfentquqaTxysm7DrZVPPrRWpZJfbGz/9vd/V9/QFggGw4y6e+5YajJoH3z6xxcbO6xmA8fzSQkRO/ZWlRRmWMzGnfurY2PCh2yjksQYY4FgcPUts7IyEvVatVwmBETRGqZ/fcuhcLNJo1GIEqOUPvXwmsHB0ce/9pO7NyxaNLfEHKYP3eygo6vfNmpfuaRiw5r5cpnMYjFc+d1PVl/MSk8YHXccOFKTlBBltRi/PHv38QnHfz732sDQiF6niY40P/3Yeq1GGSq0YFCSyfhrf7qSJEmSxBghlPAcd+ULgqIYDIi8wAk8f1UZiqIYCAR5nv8CzCwxhTLS4kMROfTfxPiohLjI0Djs0INKpSIvO+XKMH3l23mO45UKQkjoYE6nVc8oyw09FRNliYmyUEoVctmM0uzQgxUf/GEJM3wkN/B8cX76lZ/CGCktygxd6kcpDQvTzyjNmj+7MOuDU2FxseFHjp/X6zWhWcmRPgDJGOAzSoiLIEyKijDfs2HxT379hlqt/NbTG3fsrf7jS9sJI+kpsV97ckNMdHh7Z39MlPXwidqTwsWi3NQ7bluoVMgliSUnxURHWEIDhiMsRnOY4bV3Dhr16pKCVLlMuHv94oVziwkhkeGmnz73xviEMyc9Xq9X63Sa9avnNbX0jIxNaNTKtMQYmUww6LV3rV84YXfFRYcrFPL05JjYaEtH92BRXtp9dy4z6rU+n9/hcI+NOz1er1yuJYS0d/TV1LV4vf4Ii3HDrfN8fv+52stKhVyhkM2dmX/vxiV6nSYQCPb02y7UtQwNjZ6rbdZolJUSmxbdcDJB0Gk1Op1m3uzCP27a2dk9SBgTReml1/ds33ny0ftXzZ1TuGhe8fGq+rFxe11jW2ZafGFuWmf3gCiR7fuq6xs7Fs8tXr9m/pXL7O4ZUirlZcVZFrNBJhMK89Pkclnf4IgoSYGg2D9g6+waDAREq8VACKWElBdnvf3e0SMnL6QkxgwNj82Zkbf/yNhkCHj+pR1mk3754vL5c4oII5UVeVXnLv36T1vv3rCAEEIo0evUfl9AEHidVm026Sen1asozSnKq33l7YNNrT0rF1csXVQuk70/ztXt9tU2ti1bWN7TN3zw2Ll5cwrMYYbQ2J4vg55e2+lzl555bN3MshyP16dUyE6druc4bsg23t0zNGdGXm52ypWd6Iyxy63d9Y2tTrdX4Lj83LTsjESe5xljvf22mgtNTS3dURFhi+aVRkWYJ9/l9fqPnDx/rvZyVIR56YIyq8WEc+4fm3RDMfSvv+YTLm3y70/49mvW5P3VCf2zvDgrOz3BoNdyHBd6MCk+6qc/+KpRr0UlApIxwHVZvqicMKbVqgvyUp99Yn1iXEREeFhKYmxrRx+TWHZmQkx0OM9z+Tkpzzx+W1CUZAKfkhidEBcRumh9zS2zdVq1IAiEkKyMhGcevy0QFBVywahT5+ek5eckhz4lPyf12Sc3pKfG3nfHMplc0GpUarXy0ftWWC0mSsmaFXNCQ4dnVeRq1Oqk+EijQbt+9Ty1RsUIyUpPCHVRy2TCrctnjY07Q3Mp6LSqO25bVFSQ7nR5E+MicjITPV7//XctiwwPkyRWkJsaWqZMJty+dsHcGflpKXH337U8OtIy7UIApZRQwghjjFBKwi2mqPAwjUbJ8/yM0uzdB0739g23tvcW56WFmfSd3QOEsDCTNjbGajTq6EdvgiVJEheaIze0pyUf7n5HJxxbtx8LBMWK4syCnNTahjZGSHxshMVsOHW6YWzMkZQQdWW6YoRERoRFWU1GvSb0KVGRlrkz87fsPH6pueuv3H6FUpqeEvfovSte33Jwz6Gzff22jPSE7IzE0LO2kfGxcadKKdeqFb39touN7cX5GTz/ZbmKKHQ3taozjRazoaQwQxzI8BoAACAASURBVC6X7Tt89nJbnyhJ3T2DF5s6/u07j5rDPtLF3t0zeODIuZaOPqfT89RDa9JT4nmed7m8r79z4MiJ85QQh8vD8/wd6xZOdiefr7v80uu7vV6f0+3z+vwb18w3GfXYGE4jKqXiqunbZTIhwhqGkgEkY4DrlZOZFPpDIZfNn10Y6iPJz0nJzUoihExGqOgoS1Sk+ap+FEppfm4q/aB7w2oxLZpbPJl/CPnwLqlhJv2i+SWU0rjYSEJJ6M2VMwtCL7CEGUL7bLPJsKCyKPSmwoKM0B+T9zjlOC4lKXby5qscx31wrpOF1lMul82ZkT/Z2TL56TmZSdkZiZTSqEgzoXS6nJqXGAsEgm6P9+Tpi5SQhLiIwaFRjuPuWr+wojQ3tF/My062mI2vvb1/cGh0zow8rVZFKeE5unR+6cY1CzUalUzgQ/nJ5/d7vT6TUe90e+sa22aV5SgUstqLLUFRjIsJb2nr0WlUs2fkF+WlZaTFR4aH1Ta0EUKsZmPlzIKd+6pa2vueevDWoPRh3hVF6b47luXnpMhlQuguaEqF/P47l9rG7EdP1UuTQ2Ku/V4SG7c7C/JSkxKjBIHfub+6taNPo1bKZILFbNh35IxtZGLf4bOBYNDj8b+z/ejyRRWUo4TQ6EjLF/5ut3Ex4RvXLtix99SpmsaFlYXPPLZ+cHjc6/M/et/K9s7+H/38lQfuXH5lMqaUlhRlRUZafvjfm2IirdmZiYLAEUIamjteeGXnsoWl992+9PlNO3fsrbplUYXRqCOEuFzuP7z0nlIh/6dv3v/mlkN/fm13bmZiRWkuuo0BAMkY4C+e77tqrgn6FwIl99G3f/Q1H/PUlc/TD3qwrvzcyRdc+8e1H/HX//lxnz5tchUlpKW999d/2ur3B45V1224tTI/O+V0zSVJYtv3VtVf6szJSFy6sFyv16anxL742u45M/MS46NCk2pJjByvuuh0+wSOv3vDIkKJ3eH5w4vbzCZ9YX5ackLkq28dsNvdAs+dPHMxOz0hNzOpvbNPq1ZVlGbPLs/jeW6yx1epkC9fWHb4+HmPx1demn3mXPOHVc9xW3ceO33uklzgly2uCBV0RmrCM4+te+jpHweCIvcXSjsoBjdvPdjbb9NqNM0tPRFWk0Gn/tlv3wwz6jesmffG1kPzZxc89fBaQpjAv7T7wOmGpo4DR2qUSvn//fq9yo/2k33xqFSKR+5dsXR+ybs7j7/x7qFlCyskJuVkJZUWZuq0ap7jnC43Y0xijP9ghmmtRtU3YJuwu77xD7fnZaeEWu6QbczucBXmpmamJ6amxO05UO3zB0LVanc4O7oH5s8qSE2OTU+Le23LgZGRCVEUp8XFqQCAZAwAX76thsAvXVBq1KsJIQad6ptfuaOiJMto1M2dla9Wyr3+ACUSoYwxxnPc2hWztWpFYX5aaErp5MSYZx9f6/P7OY5yhPE8f9e6hRVFmYxIHOXSkmJ/+E+P1V5svdjUKUnSrctnLZ1fZjEbivLTKCEJsRGT2Sg/O+mJB1akpcRGR1q+8dQGr9cfHxMRCASffGBVTJTFajb83dO3B8UgJRJHeZVCfue6+cmJMTzP5WWlfOcb946N2XMyEniO02lVD929LDs9YXJ0rMDzs8rzjlfVdfUML5lfUpiflped3NE9qNeqBZ5bs3zWzLLc2GgrY+zhe2/JyYgPtxqL8tJkcuELP0sDY6ylrefipXajQadQyPRajVIhJ4xUnWlITYhq6ehTKeUWs/Gl13Zdaun+yiNrY6PDJUk6UVX3i9+/bTRoB4fGmhVdGWkJgsBHhoeZjPojJ2qtZuPZ85fSkqIVCtmmN3YzxtauqMxIiWto7jp2qq7qTGNqcmxiYvSBozWnaxqffWKjXo9p8gAAyRgAbiY8z1fOLKicWXDV4zPL8maW5V31YElhZklh5uQ/E+Iin33y9itfsH71/KveUpCbOjkoJaQ4P6M4/8PJ8iilOVnJOVnvDxO/7YMpRPKyUyYvzP/6V+64cpnxcZGhPziObFyzYPJxrVb9wN0rrnwlx3GFeWmFeWlXrsP9dywL/ZGWEj+5DuXF2eXF2YSQoivW7QuOkfd2n2xp65PJ+bUrK9NTYzmOo4S8u+v4mN31zOPrU5Ki39p66FztZafLEwrTvQM2rUbpcrr/9NK2ubMKkhKiBYHPyUh69onbdh84/bPfbg4z6e9cv0itUjY2dfE8lctlX31k7c9+u/lHP3vZHKb/1lfvSEuOq665VFPb4vMH0PoAAMkYAL50bobz5jh3f22BxMdFPv7ArR3dg1qtqjgvTaVUUEryc1MXVhZKEikpSNeoVevXzJ9XWRQTZQ0dZsyuyEuMjwz4A4yRyIiw0N3slEr5mlvmZKUn9A2MxseG52QmCoJw14ZFksTkcll6avyTD69p6+iPjbYW5qYoFLL5swvTU+LQYQwASMYAAHCzUChkZcVZZcVZocMGxlh8bERYmKGiJMeg14QeLMxLuzJMJ8RFJnzQYX/l4+Yww8www5Ud85P9/RzHlRRkFOenTz6VkhSTkhSD8gcAJGMAALiJXHVR6WP3rxJ4QatVfbYu9r/yLvTZAwCSMQAATCdhJgMKAQC+SDBDJAAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjH8rTHGCEMx3GC4M8K0aAioqOlSWYRRQqeq0uFG1hTuCwNIxjB9yGQynuPdHr+E3cMNEwiIjElyGX89uwdB4DlK/X4/k1BTN6ymgqIkMaVCznHXte1VyOX+QDAoiijSG8fnC6iUwnXWlEopsztckiShPG/Y1i8YDEoqpQLhGJCMYXpQq1VyOT88MhEIYC9+ozhdbiZJJoNWED77XS01GrVSIbONTnj9fhTpDaspD6EszGTgef56lhNm1LpcHpfbhyK9QRhjYxP2cMv11pTRoO3uGw4GsfW7gW3K5/OGW0zXeQwDgGQMnxODwVBWkDw6NtrY3ImzijdI0+VupYzmZiXL5fLPvJDIiPCUBGt9Q1t71wCK9AZpaOqIidRnpCfLZLLrWU5WRtLE+FhzSxfa1A2KxW2dfb19w2XF2QqF4noWlZed3NjU1tkziFK9QTV1vq7F43Lm5aRfZ5sCQDKGzwnP83fetjgtwbLnULXHi87Iqefx+g8crcnLii7Iz76efYPRaFy5pEIS/UdO1AZFnPydegNDoyeq6xZX5sbFxlznmd+83EyjXnHkxAV/IIiCnXIOh/vt946pFSw3J+N6zsMQQgryMpVy7tDxCwF0G98AY+PON989bNLLM9JTrrN3H+DD3PL9738fpQA3VFiYiWO+7ftOx0RFRFiNCrkMA8KmbBfudG/avO/YidNff2J9Xu51JWNKaWSEZWJ8+Fh1Y1JCjNVsEAQBFTVVRkYnfv67t7s6O7721B2JCfHXuRfXarVu59ieQ+ejI61Wi1GhQJuayjb1P6/ufvWtfUsrs5cvmX+dPZF6ndY21H/oRH12RmKY0SAIHGpqqgzbxn/x+7f3HKy6c+2sObMqMJoCkIxh2lAoFBnpyWdqzm/edjIosfSUWJVKgWK5fj5/4M2tR/7zuVdvW1a0cf0qlUp1nQvUaDTZGcmHj5x8b89ZvU6TGBcpl+ME5RRwub3Pv7zzpdd2PnTH/FuWLbr+0748z2emJ587d/7VrccpoekpsSol2tQU8AeCr79z4LnfbU6I0X3z6XsjIsKvf+uXk5Wy/8CxPUfq5HJZckIU2tTUtCmX948v73jh5ffmlac89tDtBoMBZQJIxjCdyOVyGSftO3zm4qUuk1GXEBshR8/xdRBFaWTMfuTEhRde2aGRi088tDYhIf76y5NSqtNpvR77zgNnWjsGzBZjXEy4TOBRU59ZUBS7+4b3H6558Y3dmUlhD96zOjzcOlUHnJQE9h0+23i5O8yoS4iLRJu6rjYlSYNDYyeq6//40ntmA3//7UvKSouucyhFiFqt8nmd7+2putzaFxkRFhttFXi0qetqU109Q/sOnXl58560BNND96zMykzHUAqYQhQXcMDnw+fzHTl6Ys+BqjN1nfFxcTPLcuJiwmUygaM4BfZJMcIYYx6vv62j70R1Xf/gUH5G1MP3ri7Iz53Cq0+cTueefYd2769ubrdlZKSWF2VGRppl2Jd/2qTFmMvlbm7tOXLyvGNiYmZJ8mMPrE9OTprCXbjH4zly9OSeA1VnL3YlJcaXF+fEx1jRpj4tiUlen7+1ve/w8fPDNltRdsyjD6zNSE+7/pMwV7apbTv2Hj52/lLbcE52ekZqbHxspEalRJv6tEcvLre3qaX7yMlzLodjZknSI/fflpiQcD1XHgMgGcPfNNgx5nK5Dh0+8c72I21dww6XXxTx8/u0TZbIeE6vU2SkRM6dWbhg3kyr1Trl+1dJksbHx3fvO7xt18me/jGXJ8imbj5qUSIul0+h4BXyT90hx/P0E76LSUwUWUAUP8N6u72BQFBUK+Uy4boiplzOGfWq4tzEOTMLZ88sMxgMU15TjDGn03n4yMm33zvc3m2zu/zSTdym/EHR5xM1ahl3UyVCxgSBM+iV+Vlx5cXZixfOMZvNN6JN2e32HbsPbNt1cnjEYXf5g4EvzszhlFKB44KSdGMTBSUygTMZVMW5CXNnF8+sKL0RbQoAyRg+b4FAoKW17UJtY3fvoNfnwxz4nwrHcRq1KikhujA/JyYm+oZ2lvh8vobGpvqG5t7+Yb/fP1XbimGb/d295wuzY0oKUj591pTrtKpPtC+UmMfnd3u8n3a1JYkdOdXY1Da0bF52Ylz49dSUUa9NTowtKS6wWMxTcl7+LwkGg03Nl+vrmzp7B3w+/03bpi5d7j1/seuWRQUGnfomalOU02hUyYkxpcUFERHhN3TyL6/X29BwqaOrp6tnwO5wfWH2vxzleJ4LiuIN/UYcxxl02tSUuOLCfKvVghEUgGQMXyjBYDAQCDDG8Av8dC2WUo7jZDLZ57NXYIwFg8FgMDiFYev8+bqv/t0v7t0w96nH7/sMu0aO+6RX90uSJH76u8SJoviD//jN1j01P/3+I/Pnzb6emuJ5XhCEz23/ffO3qXfe3fXCq3t+9Z/fjIuN+TK3KUmSAoGAiFsY3tw1BV9aAooA/ja/PEG4ob1oMFW7IplMNrW9aAqlnKOcXCbTaDQ34VcWRTF00aFSqbg513D6timFXMZznEqpnF4FO+Vtiud5ZDuAmxYu1AAAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBoAvCcYYCgEAAJCMAeBLzefzS4z5A0EUBQAAIBkDwJc7Gfv9EpNEUURRAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAwPTZLHLYMN4QksQoRTEAAJIxAMCkm3u6NkqpTqemlHo8PtTVVFY7Y+MTdpkgCIKA0gAAJGMAgFD0JJRyN/Hq0eTEWJ7jBoZsmHR5Co2Pj9df6jAa1CqVEqUBAEjGAACEEKJQKDhKZbKbtOOQUpqakqDTKjq7BzC13BRqvtza1NIXHRGmUqlQGgCAZAwAQAghcrmMEiK7iU+pp6elLp6TW1PbdrmlFeF4Srhcrtfe3t3ZNzZ7Rr5SiT5jAEAyBgCYJlQq1QP3rg0ExRdfebe3tw9jKq7fqaozuw/VpcSby0oKKa7CAwAkYwCAaSQxIWH9qlk7D9b+4Kd/vNTUjHD8mXk8ntNnan71/DvFuQnffvpOq9WCMgGAmxmuEQYAuBrP8xtvWzkwNLp9/7kf/vSFrz66Pj8vR61Wo2Q+OUmSenv73nhrx44DZ3Ua5T98/YGM9DSZTIaSAQAkYwCAacZkMt1312qVUvHKO8d/8fs3197SN3fOjLAwk1wuR+H8r1wuV1194+59x9/YdkqhlD127y3paamIxQCAZAwAMC1RSpMSE5945K7U5Ngde0+98OqeF1/fZzJqjAb1J5lYw+sN+PyBqV0lmSCoVLKbfJyuJLFgUBy22cfGXXq96t4NlbMrCkpLinBEAQBIxgAA0zscGwyGdWtWLpg3+0LtxRNV5/sGRuwOdyDwv09Y4fMHA59tXgtGAgFRJvDXXgYi8LxSLtz8hcbzXHysdc0tM8vLChPi4wVBwFV3AIBkDADwBcnHJpOpcs7M4qL8iQm7y+0OBP73zmC/P+APfKY+Y8aCwSDPC5SjH5OMlYqbv7gEQTAZjSaTUSaTIRMDAJIxAMAXDc/zer1er9ejKAAAvsAwaxsAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAAJIxAAAAAACSMQAAAAAAkjEAAAAAwOdBQBEATC+iKDocjrGxcafL5fX6JEmaXut/uaWDE7i+wZGDh47yPK9QyKfX+lNKOY7TajUmo1GjUavVao5DFwMAwBcEZYyhFACmi8HBwdNnLxw5fu5ic/fgiMPl8gVFaTp+EUli43avQiFoVLJpl4wFnjObNKkJ4YnxEbcsmVNSXMjzPH6cAABIxgDwOXG73Vu27Xpj6+EJuzsuypyaHB1uNur0GoHHmZ/PFWMsKAaHh8fauvoHhsYn7J7Z5Zl3bViRlpZKKUX5AAAgGQPAjWW321985a1Nm49kpUUtX1gxr3KGxWLmeR5R7G9FkiSPxzM6Ovb6W9tf3XK8IDvuu99+LC4uVhBwoAIAMI3x3//+91EKADe5qtNn//NXbyXFW7719D2zZ5abTEaO4xCL/5adCpTK5XKDQZ+SFB/wOQ4cv6iQSUkJsTqdFoUDADB9oXsD4GY3MDD4/Evb4qPN337m3vy8XFzvdVOJiAh/8tG7GWObNh8ZGZ341rOPGAwGFAsAwDSFXSzATc3v92/esqO9a/jZJzYW5CMW34wMBsP9d69LiDW/uvXUuQt1GKIGAIBkDAA3xMWGxm27qsuLUkqKCzCG9aYVGRnx0N3Loqz6oyfOBQIBFAgAAJIxAEwxSZKOnjjbOzRRWpilUqlQIDfvlpTj5syqKMiJr2vocDqdKBAAACRjAJhiPp+vraOfMRIZYcH1djc5vV6fk5FoG3O43R6UBgAAkjEATDGv19s7MCKX8WazCaVxs29MOa4oP8vp9LndbpQGAACSMQBMMUmSfP4g5ahMJkNp3PyMJkMwKIrT866EAACAZAxwU2OMMcYopRhKMS2gmgAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAACQjAEAAAAAkIwBAAAAAJCMAQAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAADJGAAAAAAAyRgAAAAAAMkYAAAAAGDqCSgCAEJIIBAYHR11uz2MsE96WEk5SukUH6pyHzlYHRkdtTu8Xm+gp6dPrVJ9hgVSSqd2JSmlV62kWq3SaDQ8z38+NeXxeMbGxn0+3yevqc9Na2uH1y929/QqlPKbasUooRzHGQx6vV5/VfUBAMBHNpiMMZQCfDkxxhwOR0tr+8mqc/WXOoZG7H5f8JO3CEqnOGFQSq4Ksf6g1NIxHAhKafFmtfqzhq0pTe+UXJ20VSp5uFmfm5k0o6IoPi5Wp9NN+QGDJEn9/QOXW9tPVp+/3NY3Nu4KBqWbcNvl8gQ6e0eTYsNUStnNtaGnlFKq0ShiIsPKi7NmzSgND7fK5XJsBAAAkIwB3tfW1v7nV7buP1YXZPKC3LTUxGidVv3JU50kSVPdepgkTfESJcbIlK4lY0y8YoGMEbvD1d7Z19DcblBx82bmPHDP2oSE+Kn9xNNnan7zp7dq6rvCwszF+Zmx0VaVSkHxC/5UtSZJQ7bxxubOS81tRdnRSxeU3rpiiV6vR+EAAFwJoyngS8rpdL721o43t1fHxcbcdduiWeU5VrNRLv8UXX034qjy5j9SZezqdfT5/IO2sRPVF1/evPfN96rVauWTj96t1Wqn6hN7enpfeHnb6brenMy0u9cvLspL0+s1MoHHb/jT/rJcbm9379DWHce37DzS2rEjzGhYsni+IGAvAADwIfQZw5dRT0/vi69u2Xuk4dZb5i2eX5qRGqeQy1As18Pr8zc0dRw+fuHtbfs3rCx74J71RqPx+hfb2dn1g5/8savf9egDa0oL02OjrQKPTHxdAXnC7jp0/Nz2vad6urr+4Wt3zp5ZgXAMADAJG0T40nG5XH/4nzdeeefUU49uePrRdXIZWsEUUCrkxfnp+dkpQVH8zZ+3JiXErF61/PoX+/pbO06c7fzR955csaQCl45dP0qp0aBdu6JyTkXeV//+Fz/55WsJcbGJiQkoGQCAEOxp4Evn/IX6d/ecqyjLu21lpQy9ZVOK5/m71y/OzU7fuvOYw+G4zqX19fXvOXzhvjuWV87MRyyeWuYwwyP3rujsc+zdf0wURRQIAACSMXxJnT5bJzLh7g1LYqOtFJdxTSlKSVRE2N0bFl1uH77c0hYMBj/zooLB4L4DR4Miv/qW2TqtGmU71TVFZ5RkF+ZlVJ+75PF4UCAAAEjG8CXV3tmfkhiTlhzL8/j935DIVZCbKsiULa0dPp/vMy/H6XSer2+JjLSEW4w4gLkRNBplfk7KwLDd7UYyBgBAMoYvpUAg0NlnK8xPNRm0FIHrxiTj2CiL0WRoutx5PZ2RQ0PDrZ2DiQnRWq0KNXUj8BxXlJdqG3c7nA6UBgAAkjF8GQWDQbfbbw0zyGSY4uBGUSjkKoVs3O4MBD77aAq3x+NwevVatYAJ2m4Yi9ng94t+nx9FAQCAZAxfRowxiYVuwoxuyBuIUsqunfr409aUJFF0F9/QHQDHsekwizYAAJIxwI0LbSgDAAAAQDIGAAAAAEAyBgiRJIbJcQEAAADJGL7sGGOMMI7jOAyqAAAAACRjAPgcjkE4is0LAAAgGQMAcrHEBJ7D/B8AAIBkDABAMN8aAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAPxvMJ0xAAAgGQMAEMYYIZTiJngAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAwAAAAAgGQMAAAAAIBkDAAAAACAZAww7THGmMR4HvctBgAAACRjQDJmhOM4RGMAAABAMgYghBAEYwAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBgAAAABAMgYAAAAAQDIGAAAAAEAyBoCbAsNNBgEAAMkYAIAQwiRCKKEU8RgAAJCMAQAAAACQjAEAAAAAkIwBAAAAAKYrAUUA8MmJkiRJ7CMHl5RyHBUlibGPHnRylOeuPvJkjAVF6epGyHOEkGsfn8RzHMd9/IBdxpgoMXbVZ3+AUhpa+F/7Rox4ReYOSkGJEUoFSlQCVfEcP51HCDPGJIldVSXv15QosU9QvBJj4kdrhBLC8zxjTJT+ck3xHEf/ck1d89FXrhv/V2uKESIx5g4yj8hERghjMp6qeU7JUw5juQEAkIwB/iax+NSFlovNXVdmo4yk6JLc5CPVDb1DYx8mVEZK81JKc1OuiknjDteOQ+fsLs/kIzqNasW8Yq8/sO/4BZfHd+2cDhyl5QVpeelxAs9fu0oen3//ibqPfPSHQY6lxkXOr8iWyT6+mbuDrMMVaLEHa8f8rY6gIyBSSjQCl6QVCkyKVJ2QpJNphGkZu/yB4OHqxvbewSsPY4qyEmMiwqoutNjG7OyKg4fK0qzs1Nirvmd3/8jBqnqP1z/5SHiYYcns/P7hsRM1TV5/4Nqa0qgUs4ozkmMjPvYwxu7y7DxUM+Zwf+wK56bFzy7O+EvHP46A1GwPtjkDtWP+TmfQHZQIIUY5l6KTFZkVSVohQSMoeQRkAAAkY4DPMxmL0qHqhpe2HPb5gx88xtYvrUiOj9i88+Tx85c/7BOU2NcfWlWSk3zV5Awj484/vnmgo882+Uh8lKUiP23c6frNq3sHbBMfm4wfWDcvNSFSp/6YZGwbdfz+jf0NLb3Sx3Ubr5pXPKs4/dpkzAixB6QD/Z4tXa4me7DLFZjws4DECCUCJXo5F6+WpeuF1XGapTEqg2z6dUp6fYF3D5zZc/xCIChNHig8ecfiGUXpL209Un+5Z7K4BJ7T69RZKTFX1VR7z9CvX94zPOa4IlgnlOWlNFzueW7TrjG7+9qaMuhUQVGKizQr5LJrV6m7b+SXm3b3Do9/7Ao/uHbejMI0jru6ihkjNp+4q8/zbpe71RnodYv2gCgyQhiR89Qgoyk6Wbpevj5BMzdCqRYwFQgAAJIxwOdo3O7q7LN5fYHJ6GIbdwaD4qBtoqPP9uH5d8YmnG52TXoKBMW+odGOJq2Z1wAAIABJREFU3uHJR3ieCwSDfn+gZ3C0Z2D04z6TbTt49o6VszISo659rq65+9T5y7YJJ/m48/TDY/ZrE3NQYqdH/C+0OA4MeDpdweCHvaqUMBYgxOMRBz1SzZjv+JB3Z5/qkVRduUUhn1bxWGLMNubo6LMFAuJkMh5zuLw+f//weEff8GRfskzgXG7vtTHX4/P3DI72XxFkI62GoCi6PL7ugRHbmPPaD+UF7q09VSvnFUdYDNcEXHamvrW2udvh9n7sCo/anVf1+jNCAiI7NOh5sc15eMDb7xFFxkJfhBLKCAsGmStI+j3SKZvv2LB3RYzq3mRtgUmBvmMAACRjgM8RJYRSEoqijIb+/36uopOvYH+5+45eEcImXxUKPJSE0g8llJD3Uzajl9r7LrX2XpuMGWOn61vH7K7QAjhKGSFXBix6TV72Saza5vtOzdjxYa/E2PvfhTFKCM+YSqBynuMI84rEJbEOl/g/lx2XJgI/LDaVW5Sa6ZO56IdV8UFNhcr9/SdCVcA+eAH9i5VEP0iplF5RbZR8sFSOUkbfL3NRlE7UNHf0DV+bjEVRrKptcfv8oWXwHCcx9tGaupo9IB3s936/dqx2zM8YI5RyhIbLuVSNoJNzEmODXqnVGXQyFmCkacLf/P/bu+/4OK7D0PfnzMzOdiwWvRIACYAEAQIsEKsoiVS1miXLRbLlyJG7Ezl28rGTOM5NbpybvE/eu8/3+Tl+vrbsxCWx5SZZvYsiKYoUey8gSIANve4uts3MeX8sygKEOqmI5u/78ccfGFwMFjML+Ddnz5wZTR0ZSf/jkrymXJfJ1GMAoIyB95ASakaGydf519m+duK/hFQz/2minNymK5YYn3acSKY6z/U7jqNNv6QvnbY7zvZOjgr7fR7bdsYSyde7AZ2t1I6B5A+ORXYPJh01/iCfJgpcerFHr/AZ9TlmvlczNLG1J/FMd3zEUkKKPYPJHxyL6EJbVWheghMr1Os088RRUErMfrRU9gMzD522ASmEEF6PaTtOIjX+HkIsnjx9bmD5onkz5maMJVIdZ/vGj5QSOQFvIpmOJ1MT2T3ze1uOeqEr/oNjkaMjaaWUFKLIpTXkuG4q97WEzaBLKiW64/bGnvhjZ+NnE3ZaCKXElt7Eg22RP12QsyDHRRsDAGUMvIetNZ5NmQhWb3sjcrZsm/iMrutFBaHOTEspYVnOnsMd8UTa73NnP/Zc79Dh9rOZbWhS1lQUDo3ExrqTWb01rY8ODaf/fs/Q1r5k1HKElEIJXambirz31+dU+o08jx52a6YulVKmIzb3JUYsJYRI2Or3p8a6Yva3l+cvzjPlJXrI5GyhLN/+kVJTkSyU8nvdpmmc6RnMfMay7T2HO25bvzR7qrFSqv1U7/FT3ZlBYk3KuqqSU+f644nU6z2BrX3J/7Fv+MBwKuUIIWWD3/h6Y2h5kacm6HLrMjMOroRaX+69piT+HyeiT3XH444aSTs/a48MJe1vLQnXBl38pgLAO8B6xrj8ylZdiLsWqxnjvlnJpeSbJ5d6oxRTyqksyXNlFqOQQgix+3BH98BI9vvvSqnX9h3vONuf2Zrf417VUu/3esa/RM6cSWEp8cuO6MbeRNRS43tBKEeJkEe/stTbXOCuCBh+l+bSpC7ljKHRuO1s7E08dDKasNUlecjl6+/9N3glZEfw5FayplQIKVKWPae0QJ/YiFJi+8H2SGzaZOJ02n5+y77u/pHMNnP8nrXLFnjc5tQOnr5TbSUePB7ZN5RKOUoIZSj1qXnBe2qDDWHTY0jLUcMJJ245Uso8j35nTeAfl+bVB1yZZxa1nN+dij16euwSPVAAQBkD73EWK6WUbry7V77KnlIsx2s46580KTOLrCmlRiJjPQMjacsWQuiaNAxdqBkbyd6sFEoox1kwtzwn6J18wKlzfbsOnsxsJGNgOPLEhl0jkVjmf1ZVFF6xaJ6RmQqcmSQgRfZUgANDqSfOxFP2zJOEtoj1eEfsl22RLV3x2ZZUnsx/9djZsb2DKVtdOs2lpv9ncs9k/WS6pmWOlKPU4Eh0YDhq2bYQwtA1Y/JFMn6ksqfBZD6QyWR6UX1lwOeZfCEcOHa6/VSPNXGklFJHTp57YeuBRGbuhBTNC6oW1lVMnZtNfxnYSr3ck3ipO25NPM+woa0odGemR5yLWn+9ffDejb0PvDpwbDjtKCGlqM4xGkOGnJg2nXLUw6diJyIWcQwA7wCzKXD5xbEQUsp3NWw8c7RvapBY1/Wq0rzm+VUrWmpHo/EjJ8499tKOM92Dt61bum5FU34oeMd1V6StbR1n+9K2PdtmlZBCKVFXVVJdVjgwHHWUElJGYomN2w9dv7rJdBmZ3tp75NSOA+2ptJX5wpUtdTUVRWp89rDKCnchhLAc9ejp2PFIWsjxMfPxSSCa2DGU+srOQdtR91UHlhZ69GkTVOXUpBEp2yPWc13x5rDpu1T+bJx/cZ2Uk4PEUsqywtz1K5sW1c/pHRw51H720Rd2JFPpW9ctvXLZgnlzSj64vvX3L+zsGRwZ38nT9uj4B47jNNZWlBWFR0/GlZJCir7B0W37jtfXlIZz/EII23Y27TxytKMrs6KfxzSuXbUoN+C3HWf8RGj6XPNYWv3iZLQn4Uy8vGTIkDkuLekoIcS+wdTPOqK9KcejiWsrvDU5hialqckij65JYWdeOlLuH05v7U+UeP1BF9ONAYAyBi5qbcmsxJ78SAkhpGnoi+ZXffyW1auX1AcD3oee3PLMpr1bdh8bjcWPnjx7rmdo1dL6e269srQo7+ePbtpzuDOVTr/et8kN+uuqS/ce7UxZthDKcpxDx8/E4sncid7af/TU0OhYpm/dLmPpwupQ0KfUeFtPG+YUIm6rA8OplKOyhqvH15RL2CphK6FEcpY76anM3I5MHKdsdXQklXbUW5uf+346ZGpyuHd8yNfndpUW5n7sltUfuXGllPLHv33p5e2Ht+9rT1vW0ZPnunqHVrTU33/XutKi8ItbD27f3z4ai0//qccbVAhVmJ9TUZJ/rLM7c/8Xy7YPtp0eHo3lBn1SylTaOnj89EgkrpQSSgT83ub5c0zDUJOD+tN352jaaRtNW46aOIQq6ohnuuL7R9NCiH0DybijMvN1sl+Glpo6gRFKxS3nZDSdsBVlDACUMXBRZa3+O/k+vRRBv2ftsvk3rW1ZsrBGCvHqnrZnX9m389DJoZGoZTlCiu37T7Sf7qssyVu/oun6NYv+8Ssf23OoY+fBk119Q9PuJzzxZr3pMtavbHx2897+kagQQim179ip9tM95cV5Qoj+4chL2w4Mx8YyD66qKFjRXOfzuWeMaE4aSNonotlvr2clctaMi+k/pjr/Jx9NOZfeW/RKTY7x65qWG/TesHrRreuXzq0oNl3G4xt2Pf/q/j1HOqOxRCZtX95x+NDxM3PnFF+7ctE1KxquXDb/0PGzT7y0Szf08fcZpk45lFAinBNY27pgy55jsXgy891e2XV09+GO8uI802Wc6xvatud4JHPXQynq5pS0LKg+cbpn8rxjhu64fSY2uca0EkL0pe1/OTScuYlH0lExWwkh6gKuxlwzM3cmlnZORi0n84LMrB+nVCTlXErzXgCAMgYu+UQeX8tYBvze+z50TXlxnpDiN09v/f2LO06c6Y0n0zOycmAoOjAc2X/s1OMbdn1w/bKP3rLmwzetOHKiqyAvODASnVG0miauXLagoiS/f+KfBoYi2/e3r1kyX9e19lM9ew53Jie+RWNtZVV54dDo+befGN/ccEoNZRZqm9a7cnroi1m+fLKuZNbHlww54yebU1bwJ5+4sbaqpH84un3f8d8+u23XoY5Uysp+jOOonoHRnsHRHQdOPLZh5/KmuR++ceX//Os/OnWuPxTwTW1uorZNw7hudfODv34xU8ZCiuOnu5/ZtG/9yibTZRw4dvrEmV5rYuZM8/w5JQWh8Vu9yNnOYVL2UNrJXvbPVmIwNW0CuFuI++YF6nJcmpS2o7b1Jg6MpMdH/OXrLXoCAKCMgYuTxNNXAVMelysvN/i757Y9tWnvsZNd0XhCiVn7UwklbEe1dXZ97xfPPr/1QFNd5e3rlnnd5vhgZPZ6cELOKS1Y3FC99+ipiZXh1O6DJ6JjiVDQt+9I59T97Ry1pKE66PcMR2LTiijrY8txLEep6ZePCaGyelfNltTZC26oS/NQZX0oRTDgC/q9P/r1S09v3tvVMzgaTzhO9uSTaauzpS1739FTR46f2bTjyPqVTbdes9Ttdk0rz4m0bZhb3lhbebp7UAkllEim0hteO9g3MBL0e3cePBmbuO+dLuWShmq3abzecxRCpB1hveG4fLXHuK3c+7G5Abcu07Z64ezY/zo02pWwpx0p7hINAJQx8F9lOBL7f3/yxKMbdo+l0hPv3WfmoQopRFlR2OM2T53rH7/kTgklRSyR2n24c++RzoNtp1saqpWanqNSCiE8bldr09xfPPFKMm1l5jEfPtHVMzDi97n3HO5IpKzMgz1u1/LmWpehTy/xzKVd441lSM3Q5PRSl1PfSylx/qBxZu02eYk2cXYQjx8LocSxE+f+j//9yMadR5JTF9WN/6sm5JyyfMtyuvqHM9MqMmsGJy37SEdXW2fP8VM9jfWVamoC8NRuzAl4lzXWPL/1QNqyMu8kdJztazvVU1IY3nf0lDWxtbLicEtD9fjtWpSYfq3kOJcmXFrWIZh6YSihZIGpfa0x9KFqf7FPl1Ls7E/+3d7hfSOplFLnDeoTxwBAGQMXtbLG7+grs+45LIUQacseGo0m0+mJ0Bn/V4/pqi4ruOvGFUV5oYee3LLrUEfSsrKuc1OOI0ai8VQqPe3it6wr56rKC31udzJtZVq5Z2DkXO9QQW6wo6t/4t1zUVIYriorOG8K7LQ28hnSp0s5ufLF+HPMyqnzRxkzDaguyT6euEv2xF2gJ45XPJkaisTSlj01cK6UlCLg88yrLPrIzasdy/ntc9sOtp2ZsXKI7Tij0bG0ZU+7Gd5k4UpZU1FkGnrayiwVItOW1XGmd0FN6Znu/sy1d0KK+rllpUW55x/l7CMVMKTP0AaSanLS8MQxklKKVfnmzXP8hT5dShlNq0c6Y/tGUglHZaU2VQwAlDHwnrAdJxKLK+XMGJyTYmI5sKxb4q1oqf3UHVcvWVg9v6bM7XatW9n48o7Dm3YceXLD7mg8MdnVcnwJudm/4/zq0rmVRXuPdlqOI5ToGxzduOPwcGSsrbM78+WGrl23uqkoPzSVhGJi6YmsRMp3a3MC+uFROXVVllJT/y3OD9/s6QVysro8xqVx12HLsscSKTU1f0RNHiqZGQtXzuRnrl216L47r26sraidUyylvGlty4bth57ZvG/TjsPJlDXZmlJO1qyctoeEkFK0LKgqzAuOnUtmJnMroV7b124Y+umugcwj3S7jhjXNBbnBafv4vI9KvEapRz8bs5zJb6yUEMItxbJc19ebcisDui5lf9z+fw6O/OxkdDyLp0JfCCGlEm6dPAYAyhi4mJLJdFfvsD05DVQKoZSha1LI8xdyuHFN86c/sn5yksOi+jkLaytWLa7bub89eiYxUa1vUi9lxXnXrFjYca5vYCQqpEilrVd2Hh0cjg4ORzNfHvR51q9smnHXaJH1/DIfhUxtTZHn5Z5kzJ7ewTJrCHmmrGWPhRBSujWxOM90XQp3B4onUn1Do+NziCf/2OnazFFVJXRdu/O6K+65ebWuj/9grYvmLVlYU1NRvP9oZ8/AaNbOmRiVn+3KuXlzihcvqO4dGB0bv+ezdqj9TCqdjsTimSOVFwqsWVLvMc2pozP+HKbdMbHIoy/Jd+8dTiXtiaZX0iXVrWXeP5kfWlHk0aW0HPXTtsiDxyODKceUUihlC2FnbTbgkg25ps+gjQHgbeMeeMBbNTQ61t0/7DhOdsq4xhfzkjOK1OUytOkDrLqm+b0ePdNnWe/FZ7fojNXSPG7X0sa5mTWMM4/o7hs+cuLc5ELIuTn+2jnFmbu4TeXaeRs3pFhV6Mkzs6eiZgY+lVeTxaZeampBY2rk2qvLIlMvMbWQMTFLQ6k8U1ua5zYvhVHj/uFI/1BETb8Cz+UyJo7U1LmNlJOfzzpSuub3ujVdE3L6BZQzDlYWv9fdsqAqJzB128KBkcjx0z2Tl9MVF4TKi/OyXhITQ7xy2iH36nJtscenTZS7EkKoSq/xqdpga5E7M2Rv2SpiOWuKPLdW+G4t995a4W8KuabW/lOq2KM3hFwenTIGgLeNMWNgdkqpsURK1zTD0GzbicWTv3lm67GOc870Qda8UEDXpt6vn3VAMXubU6Ow5y9nK2f2liblqsV1C+eVd57rsyxHCHGub6h/OJJM25ntNNfPmVdZomXfaljMWONCCCGklK355o1l3n9vj1rZi1E4Ym2J56sLQ35dlnh1l555sLhpjr8x352w1VOnYt9tj2TW0L2h1Neab+rvy3UPkqm0lFLTpGU5Q6OxXz356pmeQZV1I2ipyXDIL6XIuoDudXb6tHLNvkednHYCM72PdV2/ZvnCZ1/Z1zs06thKSNU/FBkaidnjd9xWVzTNKwjnzDJvZvrLQJfylnLvL4rcT52NZ87ANKE+XhVYV+b1GePH2aXLLzSE7KwlLB48Nnr4wEhKCCGULuVtFb75OS6DFSoAgDIGLhTHUT946PlU2iouCPUPRdtPdT++YddoND6xdoQSQuiGPndOsaZrQs2SVW9i1tkU0z8hpawszV+/ovHl1w6PWnEh5dBoTAiRGbfWpFzeXJub45/qrWm3rZ42kh106R+vCW7oTp6MpbNu+SGKPPqqIk/I1LJzvCxglAUMy1FtQylDSilFuVf/xFx/vvsthXHmQkVNvndvST2/ZX/7qe5g0NfTN3zw+NlnN+9NJNPZ9z3xuV01FUW61ISSb/3wjGexFK97mKbWn5aL5s9Z0VK7+3BHwkkLISKxhBQyU+emS1+5uM7rMWffTvbll1Lkmvp984I7B1I9CUcJZQhZEzC8xtTpj67JYq+evZkc1/j4sCZlS9j8aHXAb/B+IABQxsAFLGOlHn7utT1HOk2XkUxbyaSVtq3slYmFEHMrihbVz5HZQ7Zvb5xOzf65abNj9XUrGn/46xcPtZ8VQtiOMzkkHPJ7WxZUSe28W+hN3it4+vZXFLr/ujn3J+2RbX3JpDPefB1R6zcnoj5dU0pJKdW0PeBsG0gKoVYXuO+rDawo9Lz1UUg1vpzCezRsuX3v8e/8x9NS15KJdCJl2Y494wGNdZUL5paf7hoQQr3R7s7+fPYCbfLND11ujv/29a2/emrrud4hISdXMhFCqcJwTlNdpTbrgPFsbijzfrkh9NDJ6MHRtOOI1/oTZtv4cZaZ+3pPnZ5JIcSu/qQthEeXVxd7vjQ/Z1HYxe8vAFDGwIWP41g8GYllLpibfkM1KQxNu+v65fVVpWOJhJBvFlqzk2/lc3XVZU11lYdPnFXZD1CivqZ0fk2ZnHULsyWXz9A+URNozDX/ds/gS10JSykhxdaB5K6hlBQzbl8yviFbidVFnn9YHF6S7/a+j+etOo6KxBLjKwdnBsuzIj/gdd9965rSotzT3QMie6qxesM+nTYwPH0e+Wy7WNe01qZ58yqLz/UNZT9YSrmsaV51eeFbP08ImfqfLshZnGf+971DO/pT/94R+/mpsdl6fvw5pB0hhLi53Pd3LeEFIZepMY8CAChj4GKQr1tCc8oKbryyJeB3jyUSb9y6s1AzVrR9ozR2m66q8kJN0+zJ8lNKl7J5flU4FJjlS1+/zt26XJpnfqY2ZzDpHBxKJRxlKWE5maVz5fS74glTEwtCrs/UBZfmuz36pTBr9XX2asPc8qtbG9wuY+JB0++N96bbFDOvk8tauHoar9tVVZr/ipTO1CrRyudxL2+e5/d5Zn+2r3Owgi7tmhJvZ9SKpEfbRlPji4rMfPT4U/LqcmW+5/7aYEPI5SKLAYAyBi7Kr4eh65rmOHbWMmdC17ScgLeyJO8r992yvLlO1zQhhMtleNyuicuthFAq8/mZzSuFaRoe0yUmYtttujKL7LpNw+POvAkuDSmyv1zT5LLGmrwcf2QsMdm+pQW5t1yzJBjwZFex2+XyuM2J+/AJl2uWX3CXJm+v9M4NGk+cGXv6bPxc3BpKOUlbZCYf61K4DS1kamVe/YYy720VvqZc8/2fxbquaZkFh7OulzN0LS8UqK0q+dr9ty2srdA0TZPSdBket+mMn2MIl6HNeqQ0LeuISCGEMF0uOfV5c3yZYcPIniOhaXLZonmPb9w9OctZCrGssebqKxa4zakZDpqc2MjEPfAMQz//OXh1ee/cQFPYfPR07PmueG/cGUk7SUc5E0fKo2v5bq3Cb9xc7rutwlcbJIsBgDIGLg5NyjuuW15RnN/W2TU4GLEdW0oZCPjqq0vXrWhc1jS3ZX5Vppz8Pu8d1y9vml+tJibvKqWWN9eeP680LxS4746r+4eik72VHwrkhYJej/vTd60bicYnG3f+3LLsnl69pP6r990yEotPlvecsoIVLXUufaqoQkH/vbev7R0cnfxMc/2cWePYo2ut+e7GkHl3deBENH1oOHUyao2mHU3KgEur9usLQua8oFHtN7yXyIVcrc3zPnj9FSdO9QwPRx3H0XQtJ8ffWFtx/ermZY1z66pLTJehlCovybv75tVrWxuUM35mommyqa7y/PCvKiv8zIevjUQnV54Wc0rzQ0H/gpryz33kurFEKjN6q0tZUZKXVcbaDWuaRyLxeDI1eexam2oaaiv0rGatKM27/651I5Gpw71qSd2sgR5waVcWeZbkmZ+oCZ6MWkdGkh0xe8xypJBht1YTMJpyzeqAUeEz3KzRBgAXglSX1E1fgXdpdHT0lo/9xRc/e/cHb1ozyxvcWZRSsXgyNpboHRyNRBOOY0upeb1mUV5OYV7IdOmT00YdpZLJtDU5YCyEEMI0Dfd5Veo4TjyRdrJ+6TQpvR6XUiKRTDnTVzJ2ZY0jOo4TT6adqUcoQ9fdpqFl5ZTjqHgylfUYYeiax+16g+mtSgklVNoRcVulHSWlMKT06MLU5Lu5ek4p9bFP//f5c3L+9Iv3FhcXvbON7N6z96t/890br7/mL798j6a9SaAnkqmB4Vj/0Gh0LOHYjqZrfq+7pCA3Pxw0dE1OrNZm204qlc5e70wI4TGN888fLNtOJtPZD9R16TFN23GSqXT2X02vx2VknZ/Yth1PTnuA6dJdrmlDy5btJKcfbpehu03jTY9U0lEJW2VeaC5NenRpau/qKsf9h0/e96Vv/fxfv7ZwYQN/HABAMGYMvO5Zo5QBnyfg8xQX5L7xIzUpZ1mQa9ZHatrr3K9OvHGma5rm97rfbOPyTR9z3s8opJBuXVzqI44et1lebJYXh9/ohxXC0DXjre0iQ9cNnz7bTtZds818yApoPeDT32zjmvGGh/v1jpRXl16dX00AuIhY8xIAAACgjAEAAADKGAAAAKCMcVnjqlMAAEAZA8JxHCWErrPGFQAAoIxx2VNKSSmFpI0BAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQzg/UApJYSQ/HUBAFDGAC73MhbCUUrTpJSSvQEAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMgUucUkoIoXHXYgAAQBmDMlZCaZI0BgAAlDEue1KQxQAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwDvD0oppYTGrQYBAJQxgMu9jB0llKPpmiSOAQCXFINdACilHEcppdgV74A+WwErcVF2pm07HKZ3QEqpaQziAwBlDLwFact68eVdbSfOOY7D3ni7pxW33rhqXk35e3KY7Eef2nzmbD87/e0eo3nVZVetWZwT9LEvAIAyBt4sudLWsxu2P/XCDsuy2Rtvr7mUaphf/d6UsWXZjzz5ytYdh9ntb/cYXX/V0iUtdZQxAFDGwJtzm+Yf3X3TDetXKId36t9mdQnV3Dj3vfleLkN/4DN3fvyu69jtb/coFReEw7lBdgQAUMbAW/g1MPTFTbXsh/f/YVq+rIH9AAC4eFibAgAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGMgiheBOuQAAgDLG5UwpJZSQdDEAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhjA+4eU3GgQAEAZA7i8OcpRjtCkRhsDAChj4A+fbdu2bQshLNu2bWfik07mk0qpdNpyHDUVi45Kp63JR2Ztx0ml0kqpGZ9Pp61oLG5Z9qW7ixgzBgBccgx2AfB2WZa972CbEKKlqX7v/jaXodfXVZku40hbZyKRbG6qPdfVf+BQe2FBuLFhrt/nEUK0nzxz6OjJUE5gxbKFXq8nsx2l1J79x/oGhlsXL8jPC02m5NhYYuOWvZ2nuxsbala0LnQZ/J4CAEAZA+9LY/H4Qw+/pBw1v676od+96PN5vnh/QTgcePK5bT19A3Oryp9/eccPf/K4221+888/ue6qpUqo/+/ffr9h8+68cM6PvvOXVZUlQoj+/uGnnt/6q99vEFL+3ddzw+EcXUohxODQ6A9/8tiu/W1NC6pjO+KNDTVBvy+dtoQUY2PJQMBruowZw7G248TjScdxhBBu02WarswDlFLxeHIsntR0mRPwG4ae/VWJZCoSiWmaFgj43KbrD/h4dZzqeu6l125Yv2I0Etu249D6q5bOrS63bfvhxzc2N9UGA77Hnn4lHk9es2bxosZaKUVXz8CGTbtiY/FbblxTUpSnaZoQYt+B4y9s2jUwFKmugPOWAAAXnElEQVSqKLr1xlXFhfmaJoUQI6PRlzbtPnysM+D3rl7e2NJUN2M/AwAoY+APmXLUaHTMsZVSajQaS1r2WCLhTZijo7HRyJijnEhkzOf1RmJjv3ti49LF9T29g52ne0I5gcHhaHpigkQqnfb6PLU1ZXsOncyeNdE3MLxp24HKsoIv3H+HLrWA33fi5JmXt+yNJ5Nt7edaF9d/4PpVhfmh7Dju6R382S+fGRqJ2La6ek3zDeuWm6ZLCHHmbO9//ub5c939mqZde/Wy665p9bjNzJdEomMPPfzinn1tQoqVrY133X611+P+Qz1ex46f+j//9Vc1VWWnz/V9+/u/LSvNr6kqs237x//51KfvvbWoIPQv3/mlEurkqa5/+ubnXKbx8OMbH/zZE/FEsm5eZUFeyDQ1IcRLm3cdOtoRH0v++vcbbNv+1D03ezymEOLlLXu+9T9/um7N4t6+4dwc38L5NZZtG7qeSqcdR/m87kxYTzuTsZ1UKi2EEFK4TdfkA5RS8UQynbY8HveMcxXHUclUKp22PG7Tdd6pEQCAMgbeLzpOdT374mtBv/fYiTMB//hMiYKCUNWcokPHTp3t7t+191h+OCiFGI3GJ7+qqDDvlutXdXUP7D3ckb21nKC/prJ4x75jv/n9hhvWXREOB8919//ity8UFYUHh6L7DraXlxVes2ZJ9sCkbdl9A8NdPQM79rSVFoevvao18/kXNu1+4rmt86pL+wcjJzq7G+qr5tWUZwps246Djzy5uaK0IBKN//J3LyxtqV9QV5UZBP0DPJMRYnIi94wJ3Uopx1G6ri1ZNO9kZ9fwaNTjNl997WBJUd7gcMSZ+DKl1JUrm2+6buXISPSBv/pOx+luyx4/meno7E6l7Y/dua6oME9Kkbasl1/ZXVwYbjtxdiyRvO6qZTVVZTOez5lzvVteO5C2bF3Trl7TUlFWlPkWPb2DL23e1dU9uHBBzdWrW7xe90QWO4fbTh041N7TO1hdWdLSVFtZUXx+cAMA3j3+tgLvVnfP4PbdR7dsP3jmXJ/tjF9j53GbH7h2eSKR3PjKnqee37ZwfrXP58kOT8PQvbMNKBYV5P7Z5z987dqlDz+x6R/+5Scdp7rSlmXZ6ot/fMcXP3Vb38Dwzt1HU+l09peUlOR//lO3L15Uu6C+ct3apZkBY6XUixt3rr9q6Tf+/JMPfO5D7R1nDxw+kbnUL21Zjzy5uayk4G+/dt/fff0+qWk7dh9Jp63L4mgp8fTz277/44d/+JNHu3sHJz+9srVBKbHvQPveA8fbTp699YZVeeGcyX+VUi5prq+tqdA0ze026+ZWTJ6Z1FSVejzmD3/2xOFjnVJqo5HY//r+b//2n368Z3/bL3/74r//4ulEMjXjKcQTicNHO77/b7//7oO/6+oeyBysQ8c6/vaffvTCxt2pdOo7//u3z770WiyWyDz+0NGOb/6PBx99asvAUOQ7P3z4b/7pR339w/zeAQBlDLwPykop23GUoybf0F6xrOGvvvLxb33j01evbnFNBJPU5KorFtXPq/jNoxsPHe1c2drgOm/6qVJqfBAza1RTKVFRUfSNr977lc/fdbT99N79bclk2uN2zakoLi7OM3QjkUylUtbIaHSyZXVN23ew/ZEnt3zg2hVNDXN1ffz3ejQ6VlIULi7KKy3OM3Q9mUwlEsmR0ZiVtoZHYjlBX1FBuKykwOfzJJLJZDIVicQu6dUw3gopxbnuwWPtZ9raz8YTqcmDmBMM1FSVvrhp50ubd1fPKW1ZNMt04QOHT3z3wYcrywpuXLd8crbDuiuX/NWX7+npG/7zb37vH/6vnwwMjvQPjoZCgb/4k7vXr12yc8+xSNYbBRnza6uuX3dFKmWtXblobnVZ5pXw8uY9m7cduPOWK//yz+6dM6d445a9w6ORzIti++6jp073fuzO9V9/4J76eRWvbD2Q3fQAgAuI2RTA27PvYPvjz7xy8EjnVaubDV3TNM00XT6v1+fzetyuTJVqUuqalpPj++gd677xjw8uWVRbVVmqaZqua1KMt1j/wPCmV/e9uv1g/8DI7x7fqGnyiqUNQoi29tNPPr/Vbbq6ewdzQ/7KiuL+/qG+geEf/OTR0ciYz+duapi77+DxH/38yU98+Lp1a5e6XMbJzq4f/PSJ/oGhzlNdL7y8fd1VrZlua5xf/exLO1Ip60xXf1Fhbu3cil/87oUtrx380898aGlz3YYte376y6cHhyOJeHJxU92mV/c+/cK2P7735pbGusm2fhcFKpzzlqJ77zmOSiSTY2MJpZSuaZlzkLs/tP66a1otyzp0/NTkc9R1bVXrwm9//zem6frsJ28pLMidPFIZ23cf+edv/0faSn/l8x/JHk5OW/a6KxfXzCn56je/9+yL2z9821VCSl3TbNvJfFOlVG/fkO04xYXhzFsEo5HYrx7Z0NpSf/eHrssJ+jNlbNm2kFIpkUpbUihN14QSZ7t6A35fOm0LKYUQlm1LITRdU0qdPtvr9ZjZS5q8M7ZlK36rAYAyBt4ZpdTwaOyKpQs++IE1pum65solbtP0+zy6rl2xrCEyGvN63IsX1RYU5Lrd5tpVLZ//1O1NC6pzc4PXXrV0QV1VKMef2U4qZfUPjsypLKkoK5JSRifeOs8P55QU5e/cc0QJ8bn7bl+0cN7mV/f4/V7T5XKbrq89cPe6K5ecOtNTWpwfCPjGq0iKK1cuWtpcK6QcHIpkFqmQUv7R3Tf+6pENx0+c8fu93/yLTy6oq+o43V1SlOf3e+796PWm6dqzv810ue7/xM2LF9Vt23mouCjf63FfkIu7pJRK/NcXV2ws/vBjLz/+7Fa/112QH+o83SOU8nndoZxAOp02NH3yoEohl7bUKyU0Ka9avdjlMoSY+gmUUv/x6+d27j565cqmTa/u3bPv2Bc+fWcw4BNCPPL4xqPtp10uY2Q01rp4fn44Rwixe//x//t7D72y7eC6tYtdLv3b//qQZdl/8xd/5Pd7hRCbt+59+ZW9S1vmPfrkZkPXmptqNU1rXTy/vPTVhx556Wj76WNtZ/7sC3cF/N7/9s8/Wr5sYf28cinUz3/97L5Dx3fsbVu+ZH4w4Pvnb/+8ob7qS5++Q9ff1VIYjnL4pQYAyhh4hxbUVz3w2Q9JKYsL8zRNu3H9ck3TfF6PpskrVyxyHMfjcbcuWdC8yHabLtPl+sSHr/W43R63+YHrV6bTVm4okNlOYWH4rtuunpwxHPCPZ25hYfjOW9euWd4oNVlUkJeZNBzweT9657qA31NcmOd2m16v+4HP3ZUXDmYGdyvLir7wqdsyU5y9HrfbHF+Aom5uxRf++PaRkajX6y4qDBu6fu1Vy1a2NhbkhUzTde9Hr+/rHzJNs6ggbJquJc319fMqc3ODf0jrHiilhoej0ejYLdevLCspOFPYt6y5LhwOZtq9cX5VYV4oFPS3ttQXFYaLCsPr1y5xu12F+aFEMr2wvio3xz+5/l1+OGdR49xkyjp0pDPg94wvLiGE3+89dvx0PJFatrj+Q7eszQvnSCGKCnNPdJ7LCwevXrPYZRialJP9qpRIp6151aWjo2OHjnasW7tYKSWlbGqY+4kPX/fEs1te3ry7dUn98mUNXq+p67qmyQV1c27/wOrd+9q27TjUsmjeHR+4MjcUMHRN1zXFeC8AXFBS8ZcVl5OBgYHb7vn61//sj2+89opLZZ2yfQfbHnl885989kP5eaFL4gknU6l7PvutZY3Fn7//7oKCgne2kd179n71b7574/XX/OWX73nH6zA4jjM8Eh0ajoRzg7mhQGwsMTISzQvn+HyezFoQwaBP07SBgZHcUMDn8/QPjkgp88MhRzn9AyOhoN/jMaWUSqm+/uGx+Pi4vq5ppSUFmYnIsbF4b99QKmVlvkVv39DN9/z1yqXzH/jcXQGft6Qk322aA4PDjlKF+bmTsymGhiNKKSFkQX4o4Pdm4juRTHX3DCST6YKC3LzcnMzKyn6fJxjwRaJjQ8ORZDIdDgdzcwK6oXf3DHjdZjic827OZPYfPvnxz/63X/7gG40LG/jjAACCMWNcbsZPBaUU4pIZGV04f25NVXnmXnp4WzRNywvnTE4LDgZ8mSkQQggpZUlxfubjivKizAdFBeHxLxR6SVHe1BCClEWF4Vm/hd/nranyTv7PQMB7581X1s8rr5tb4Zk49SosmPa1OUF/ZnrxtFEKKb0e94wl3spKxs8rQjmBUE4g+5/KSws5vgBAGQPvuowvpSoWQgjD0Cd7Du9zoZzA1x+4Wzf0P+zbCgIAZQwAeBNSysxldgCASxHrGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxgP8CjqOUozQppZTsDQAAZQzg8qWUUEJoGn9eAACUMXAJtBu7gAMFoZRiXB8AKGNcvnRdl0Latq0U0XWxOLbjOLZput5Ndem67jIMy7I5UBdPKmXpmqZJ/o8AAChjXJZM03Sb+tBwxLJs9sZFkkimkqlUKOg3DOMdb8Tr9QQDnlgsbtkcqYtlaDjiMQ3TdLErAIAyxuXI5/PNnVO4aeu+vv4hho0vBqXUwSMdibF4fV21x+N5x9spLipqml95/OTpwaEIR+piSKetV7cfLCkIhEI57A0AoIxxWb7iNW1l68JtOw5t3rY/lUqzQy64ZMp69OkteTnm/Ppal+udD0YGg8Gbb1h79kzXoaMdtuOwYy+4rp6BlzbvbqivCAaD7A0AoIxxmVqzall5kf/ffvHU7gPHGYy8sJRSG7fsfWHjjqtXN4XD4Xczz1hK2dLSVF9T+MOfPd7R2c2RurDSlvXbxzYODw+uv6r13ZzAAABlDFza6mrnfen+W5107Hs/evhkZxcTji8Uy7YPH+v81x8/UjcndNvN69/NJOMMr9f7yY/dePjIsR/89LHBYeZUXDDDI9Enn9v260de+Mgty1csX8b6egAwSf/7v/979gIur9NBTSsrLUrGI89u2J1M2SXF+eFwkDh4l9KWtfdA+08fenbP3oNfuv/W1mWL330ZCyHywrkdJ09u3Ho4Py83Py8n4Peyyti7FI3FH3vm1R//59MuLfnlL3ysvKyMXQoAkyTDMLg8DQ8P//LXjz706BbD5btyxaI1K5tLi/LcbvO8XxFxwbvhgmeIlPKCb1XKt7RFJUQylTpzrv/lV/Zs3rrHsZP333PdXXfc7Pf7L9QzOXv23A//7VcvvHI4JxS66dqVK1sXhkNBw9CpubdOCaGUio3FT3R2Pf7Mq4ePtBUXBr78ubtWr1x+QU5gAIAyBi55iURi1+59r2zd9cxLe4YiqZxQ0G2YMzpYSiEveMpqF3iLUkipXZzeftPkUiqeTA4MjOSFzFuvX7Zq+eIli5tN07zgpzEvbtj86vaDm147oune3JyAyzAEafx2OI4TjcX7h4YWzi368O1XLW9dXFlZwVslAEAZA9NyIRKJbHpl65Zt+89294+NpWb8Qihx4X9FnAu9RaWUuNDbdN7as5RC+HzuyrL8q9csvXrtqkAgcJFiK51O9/b2Pf3chh17jvX1jybTaf50vZ2zHCGlzA365laX3HLD2ubmJtM0mUQBAJQxMAvbtsfGxqLRWDqdnr07L3jIXmhK/Jc9SdNlBoOBQCCg6/rFPlKpVGpkZGRsLG47XDf5duNYetyenJygz+ejiQGAMgYAAADeCJPMAAAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAUMYAAAAAZQwAAABQxgAAAABlDAAAAFDGAAAAAGUMAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAChjAAAAgDIGAAAAKGMAAACAMgYAAAAoYwAAAIAyBgAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAABAGQMAAACUMQAAAEAZAwAAAJQxAAAAQBkDAAAAlDEAAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAACAt8t4g3+TUrKDAAAALpINd9zGTsi4+uFH3+9lrJTiOAEAAFwMgxWtYvs59sP7CrMpAAAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAADKGAAAAKCMAQAAAMoYAAAAoIwBAAAAyhgAAACgjAEAAIBLwf8PdOU8ijyNcCcAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">8 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 ha y4d ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">JHM <span class="_ _21"></span>D<span class="_ _21"></span>EVELOPMENT <span class="_ _25"></span>S.A.<span class="_ _21"></span></span> <span class="_ _25"></span></span>–<span class="ff5"> <span class="_ _21"></span></span>rea<span class="_ _21"></span>lizuje <span class="_ _25"></span>inwestycje <span class="_ _25"></span>w <span class="_ _25"></span>zakresie <span class="_ _25"></span>budowy <span class="_ _25"></span>oraz <span class="_ _25"></span>sprzedaży<span class="_ _21"></span> <span class="_ _21"></span>budynków<span class="_ _21"></span> </div><div class="t m0 x29 hb yd2 ff5 fs4 fc0 sc0 ls0 ws0">mieszkalnych <span class="_ _20"> </span>jedno- <span class="_ _20"> </span><span class="ff6">i <span class="_ _20"> </span>wielorodzinnyc<span class="_ _21"></span>h. <span class="_ _2b"> </span>Przedmiotem<span class="_ _21"></span> <span class="_ _2b"> </span>działalności <span class="_ _20"> </span>spółki <span class="_ _2b"> </span>j<span class="_ _21"></span>est <span class="_ _2b"> </span>ponad<span class="_ _21"></span>to <span class="_ _2b"> </span>kupno <span class="_ _20"> </span>i </span></div><div class="t m0 x29 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">sprzedaż nieruchom<span class="_ _21"></span>ości na własny rachunek oraz <span class="_ _21"></span>wynajem i zarzą<span class="_ _21"></span>dzanie nieruchomośc<span class="_ _21"></span>iami.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha yd4 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">MARYWILSKA <span class="_ _2b"> </span>44<span class="_ _0"></span> <span class="_ _2b"> </span>S<span class="_ _0"></span>p. <span class="_ _2a"> </span>z <span class="_ _2b"> </span>o.o.<span class="ff5"> <span class="_ _2a"> </span><span class="ff6">–</span> <span class="_ _2b"> </span><span class="ff6">jest <span class="_ _2a"> </span>właścicielem <span class="_ _2a"> </span>i <span class="_ _2b"> </span>zarządcą <span class="_ _2a"> </span>jednego <span class="_ _2b"> </span>z <span class="_ _2a"> </span>największyc<span class="_ _21"></span>h <span class="_ _2a"> </span>centrów </span></span></span></span></div><div class="t m0 x29 hb yd5 ff5 fs4 fc0 sc0 ls0 ws0">handlowych <span class="_ _23"> </span>w <span class="_ _23"> </span>Warszawie <span class="_ _23"> </span>(Centrum <span class="_ _23"> </span>Han<span class="_ _21"></span>dlowe <span class="_ _23"> </span>MARYWILSKA <span class="_ _23"> </span>44 <span class="_ _23"> </span>oraz <span class="_ _23"> </span>Park <span class="_ _23"> </span>Handlowy </div><div class="t m0 x29 hb yd6 ff6 fs4 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _2b"> </span>44). <span class="_ _2a"> </span>Jest <span class="_ _2a"> </span>r<span class="_ _21"></span>ównież <span class="_ _2a"> </span>właścici<span class="_ _21"></span>elem <span class="_ _2a"> </span>i <span class="_ _2b"> </span>zarządcą <span class="_ _2a"> </span>parku <span class="_ _2b"> </span>magazynowo<span class="_ _21"></span><span class="ff5">-logistycz<span class="_ _21"></span>nego <span class="_ _2a"> </span>w </span></div><div class="t m0 x29 hb yd7 ff6 fs4 fc0 sc0 ls0 ws0">Ostródzie, a także obiekt<span class="_ _21"></span>ów komer<span class="_ _21"></span><span class="ff5">cyjnych w Rum<span class="_ _21"></span>i i Starachowicach.<span class="_ _21"></span> </span></div><div class="t m0 x29 hb yd8 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he yd9 ff4 fs6 fc0 sc0 ls0 ws0">Rysunek: Struktura<span class="_ _0"></span> organizacy<span class="_ _0"></span>jna Grupy<span class="_ _0"></span> Kapitałowej<span class="_ _0"></span> MIRBUD<span class="_ _0"></span> na dzień 31<span class="_ _0"></span>.12.2021 roku<span class="ff1"> </span></div><div class="t m0 x3d hb yda ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x5 he ydb ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he ydc ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he ydd ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he yde ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he ydf ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he ye0 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he ye1 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 ls0 ws0">9 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y9f ff4 fs6 fc0 sc0 ls0 ws0">Struktura akcjonariat<span class="_ _0"></span>u na dz<span class="_ _0"></span>ień 31.12<span class="_ _0"></span>.2021 roku:<span class="ff1"> </span></div><div class="t m0 x4 hb ye2 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 ha ye3 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-<span class="ls6">16</span> </div><div class="t m0 x5 hb ye4 ff6 fs4 fc5 sc0 ls0 ws0">Misją <span class="_ _29"></span>Grupy<span class="_ _21"></span> <span class="_ _29"></span>Kapitałowej <span class="_ _2a"> </span>MIRBUD <span class="_ _29"> </span>jes<span class="_ _21"></span>t <span class="_ _29"></span>realizacja <span class="_ _2a"> </span>inwestycji <span class="_ _29"> </span>w <span class="_ _2a"> </span>sposób <span class="_ _29"></span>godny <span class="_ _2a"> </span>lidera <span class="_ _29"></span>rynku <span class="_ _29"> </span>b<span class="_ _21"></span>udownictwa, <span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb ye5 ff6 fs4 fc5 sc0 ls0 ws0">z <span class="_ _24"></span>poszano<span class="_ _21"></span>waniem <span class="_ _24"></span>ś<span class="_ _21"></span>rodowiska <span class="_ _29"></span>naturalnego <span class="_ _29"></span>oraz <span class="_ _29"></span>zgodnie <span class="_ _29"></span>z <span class="_ _24"></span>zas<span class="_ _21"></span>adami <span class="_ _29"></span>etyki. <span class="_ _24"></span>Nas<span class="_ _21"></span>ze <span class="_ _24"></span>c<span class="_ _21"></span>ele <span class="_ _24"></span>os<span class="_ _21"></span>iągamy <span class="_ _29"></span>dzięki </div><div class="t m0 x5 hb ye6 ff6 fs4 fc5 sc0 ls0 ws0">profesjonalizmowi <span class="_ _33"> </span>będąc<span class="_ _21"></span>emu <span class="_ _26"> </span>odz<span class="_ _21"></span>wierciedleniem <span class="_ _33"> </span>pa<span class="_ _21"></span>sji <span class="_ _33"> </span>budowani<span class="_ _21"></span>a, <span class="_ _33"> </span>którą <span class="_ _33"> </span>opieramy <span class="_ _33"> </span>na <span class="_ _33"> </span>fundamentach </div><div class="t m0 x5 hb ye7 ff6 fs4 fc5 sc0 ls0 ws0">szerokiego  doświadczenia,  wysokiej  efektywnośc<span class="_ _21"></span>i  działania  oraz  partnerskim  relacjom  z  dostawcami <span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 ha ye8 ff5 fs4 fc5 sc0 ls0 ws0">i podwykonawcami.<span class="_ _21"></span><span class="fc0"> </span><span class="ff6">Naszą misję najlep<span class="_ _21"></span>iej oddaje motto Gr<span class="_ _21"></span>upy: <span class="ff4">MISJA<span class="_ _21"></span>.PASJA.DZIAŁ<span class="_ _21"></span>ANIE</span></span>.<span class="fc0"> </span></div><div class="t m0 x5 h14 ye9 ff4 fs7 fc0 sc0 ls0 ws0">2.2. Wkład w rozwój<span class="_ _21"></span> <span class="ff1 lse">infrastruktury<span class="_ _21"></span><span class="ls0"> </span></span></div><div class="t m0 x5 ha yea ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-2, 102-<span class="_ _21"></span>4, 102-6, 102-7, 10<span class="_ _21"></span>2-15, 103-1, 103-<span class="_ _21"></span>2, 203-1<span class="_ _21"></span> </div><div class="t m0 x5 hb yeb ff5 fs4 fc0 sc0 ls0 ws0">Rynek <span class="_ _24"></span>budownictwa <span class="_ _24"></span>j<span class="_ _21"></span>est <span class="_ _24"></span>strategicznym <span class="_ _24"></span>i <span class="_ _29"></span><span class="ff6">jednym <span class="_ _24"></span>z <span class="_ _24"></span>największ<span class="_ _21"></span>ych <span class="_ _24"></span>sektorów, <span class="_ _24"></span>a <span class="_ _24"></span>jednocześnie <span class="_ _24"></span>p<span class="_ _21"></span>odatnym <span class="_ _24"></span>na </span></div><div class="t m0 x5 hb yec ff6 fs4 fc0 sc0 ls0 ws0">zmiany <span class="_ _24"></span>gospodarcz<span class="_ _21"></span>e <span class="_ _25"></span>i<span class="_ _21"></span> <span class="_ _24"></span>czynniki <span class="_ _24"></span>ry<span class="_ _21"></span>zyka. <span class="_ _24"></span>Czynniki <span class="_ _24"></span>zew<span class="_ _21"></span>nętrzne <span class="_ _24"></span>takie <span class="_ _24"></span>j<span class="_ _21"></span>ak <span class="_ _24"></span>pandemia<span class="_ _21"></span> <span class="_ _25"></span>CO<span class="_ _21"></span>VID<span class="_ _21"></span><span class="ff5">-<span class="_ _21"></span></span>19, <span class="_ _24"></span>wystąpieni<span class="_ _21"></span>e </div><div class="t m0 x5 hb yed ff6 fs4 fc0 sc0 ls0 ws0">stanu <span class="_ _27"></span>w<span class="_ _21"></span>ojny, <span class="_ _27"></span>wzros<span class="_ _21"></span>t <span class="_ _27"></span>cen <span class="_ _0"></span>gazu <span class="_ _27"></span>i <span class="_ _0"></span>energii, <span class="_ _0"></span>wzrost <span class="_ _27"></span>poz<span class="_ _21"></span>iomu <span class="_ _27"></span>inf<span class="_ _21"></span>lacji <span class="_ _27"></span>oraz<span class="_ _21"></span> <span class="_ _27"></span>dostęp <span class="_ _0"></span>do <span class="_ _27"></span>pr<span class="_ _21"></span>acownika, <span class="_ _27"></span>m<span class="_ _21"></span>ają <span class="_ _27"></span>najw<span class="_ _21"></span>iększy </div><div class="t m0 x5 hb yee ff6 fs4 fc0 sc0 ls0 ws0">wpływ <span class="_ _27"></span>na <span class="_ _0"></span>działalność <span class="_ _0"></span>budowlaną. W<span class="_ _0"></span> <span class="_ _27"></span>2021 <span class="_ _0"></span>roku <span class="_ _27"></span>obserw<span class="_ _21"></span>owaliśmy <span class="_ _0"></span>wzrost <span class="_ _27"></span>cen materiałów <span class="_ _27"></span>budow<span class="_ _21"></span>lanych <span class="_ _27"></span>rzęd<span class="_ _21"></span>u </div><div class="t m0 x5 hb yef ff6 fs4 fc0 sc0 ls0 ws0">około <span class="_ _25"></span>25<span class="ff5">-</span>28% <span class="_ _24"></span>i <span class="_ _25"></span>możemy <span class="_ _24"></span>spodziewać <span class="_ _24"></span>się, <span class="_ _25"></span>ż<span class="_ _21"></span>e <span class="_ _25"></span>w <span class="_ _25"></span>kolejny<span class="_ _21"></span>m <span class="_ _25"></span>roku <span class="_ _25"></span>utrzyma <span class="_ _25"></span>si<span class="_ _21"></span>ę <span class="_ _25"></span>trend <span class="_ _25"></span>r<span class="_ _21"></span>osnący. <span class="_ _24"></span>Polsk<span class="_ _21"></span>i <span class="_ _25"></span>Związek </div><div class="t m0 x5 hb yf0 ff6 fs4 fc0 sc0 ls0 ws0">Pracodawców <span class="_ _0"></span>Budownictwa, <span class="_ _27"></span>ws<span class="_ _21"></span>pólnie <span class="_ _27"></span>z<span class="_ _21"></span><span class="ff5"> <span class="_ _27"></span><span class="ff6">Ogólnopo<span class="_ _21"></span>lską <span class="_ _27"></span>Izbą <span class="_ _0"></span>Gospodarczą <span class="_ _0"></span>Drogownictwa <span class="_ _27"></span>oprac<span class="_ _21"></span>ował <span class="_ _27"></span>analizę </span></span></div><div class="t m0 x5 hb yf1 ff6 fs4 fc0 sc0 ls0 ws0">rynkową <span class="_ _25"></span>dla <span class="_ _25"></span>kosztów <span class="_ _25"></span>budowy<span class="_ _21"></span> <span class="_ _21"></span>dróg<span class="_ _21"></span><span class="ff5"> <span class="_ _25"></span></span>w <span class="_ _25"></span>porów<span class="_ _21"></span>naniu <span class="_ _25"></span>do <span class="_ _25"></span>roku <span class="_ _25"></span>2020, <span class="_ _25"></span>aż <span class="_ _25"></span>do <span class="_ _25"></span>czasu <span class="_ _25"></span>wy<span class="_ _21"></span>stąpienia <span class="_ _25"></span>stanu <span class="_ _29"></span><span class="ff5">wojny <span class="_ _25"></span>w </span></div><div class="t m0 x5 hb yf2 ff5 fs4 fc0 sc0 ls0 ws0">Ukrainie w I <span class="_ _0"></span>kwartale 2022 roku. <span class="ff6">Z <span class="_ _0"></span>analizy tej wynika, <span class="_ _0"></span>iż ceny takich <span class="_ _0"></span>surowców jak m.i<span class="_ _0"></span>n. ropa <span class="_ _0"></span>naftowa, ruda </span></div><div class="t m0 x5 hb yf3 ff6 fs4 fc0 sc0 ls0 ws0">żelaza czy węgi<span class="_ _21"></span>el koksowy<span class="_ _21"></span><span class="ff5"> </span>w stycz<span class="_ _21"></span>niu 2022 roku były <span class="_ _21"></span>wyższe o 50, a w <span class="_ _21"></span>przypadk<span class="_ _21"></span>u węgla <span class="_ _21"></span>–<span class="ff5"> o n<span class="_ _21"></span>awet 200% </span></div><div class="t m0 x5 hb yf4 ff6 fs4 fc0 sc0 ls0 ws0">względem <span class="_ _2b"> </span>stycznia<span class="ff5"> <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span>roku. <span class="_ _2b"> </span>Wzrost <span class="_ _2b"> </span>cen <span class="_ _2b"> </span></span>surowcó<span class="_ _21"></span>w <span class="_ _2b"> </span>przełożył <span class="_ _2b"> </span>się <span class="_ _2b"> </span>bezpośrednio <span class="_ _2b"> </span>na <span class="_ _2b"> </span>ceny <span class="_ _2b"> </span>materiałów </div><div class="t m0 x5 hb yf5 ff5 fs4 fc0 sc0 ls0 ws0">budowlanych niem<span class="_ _21"></span>al we wszy<span class="_ _21"></span>stkich asortymentach.<span class="_ _21"></span> </div><div class="t m0 x5 hb yf6 ff6 fs4 fc0 sc0 ls0 ws0">Według <span class="_ _2b"> </span>danych <span class="_ _2b"> </span>Głównego <span class="_ _2b"> </span>Urzędu <span class="_ _2b"> </span>Statystycznego <span class="_ _2b"> </span>w <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span>roku <span class="_ _2b"> </span>przekazano <span class="_ _2b"> </span>do <span class="_ _2b"> </span>eksploatacji <span class="_ _2b"> </span>22,5 <span class="_ _2b"> </span>tys.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb yf7 ff6 fs4 fc0 sc0 ls0 ws0">nowych <span class="_ _2a"> </span>budynków <span class="_ _2a"> </span>niemies<span class="_ _21"></span>zkalnych <span class="_ _2a"> </span>o <span class="_ _2a"> </span>łącznej <span class="_ _2a"> </span>powierz<span class="_ _21"></span>chni <span class="_ _29"> </span>p<span class="_ _21"></span>onad<span class="_ _21"></span><span class="ff5"> <span class="_ _2a"> </span>14 <span class="_ _2a"> </span>mln <span class="_ _2a"> </span>m</span></div><div class="t m0 x3e hc yf8 ff5 fs5 fc0 sc0 ls0 ws0">2</div><div class="t m0 x3f hb yf7 ff6 fs4 fc0 sc0 ls0 ws0">. <span class="_ _2a"> </span>To <span class="_ _2a"> </span>o <span class="_ _2a"> </span>8,4% <span class="_ _2a"> </span>mniej <span class="_ _2a"> </span>niż <span class="_ _2a"> </span>rok<span class="ff5"> </span></div><div class="t m0 x5 hb yf9 ff6 fs4 fc0 sc0 ls0 ws0">wcześniej.  P<span class="_ _21"></span>od  względem<span class="_ _21"></span>  powierzc<span class="_ _21"></span>hni  przekazan<span class="_ _21"></span>ej  do  r<span class="_ _21"></span>ealizacji  prz<span class="_ _21"></span>eważały  bu<span class="_ _21"></span>dynki  przemy<span class="_ _21"></span>słowe  i<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb yfa ff6 fs4 fc0 sc0 ls0 ws0">magazynowe <span class="_ _22"> </span>(46,<span class="_ _21"></span>5%), <span class="_ _22"> </span>w <span class="_ _2c"> </span>następnej <span class="_ _22"> </span>k<span class="_ _21"></span>olejności: <span class="_ _22"> </span>pozostałe <span class="_ _2c"> </span>budynki <span class="_ _22"> </span>niemi<span class="_ _21"></span>eszkalne <span class="_ _22"> </span>(20,2%) <span class="_ _2c"> </span>oraz<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb yfb ff6 fs4 fc0 sc0 ls0 ws0">ogólnodostępne <span class="_ _2a"> </span>obiekty <span class="_ _2a"> </span>kulturalne, <span class="_ _29"> </span>e<span class="_ _21"></span><span class="ff5">dukacyj<span class="_ _21"></span>ne <span class="_ _29"></span>i <span class="_ _29"> </span>kul<span class="_ _21"></span>tury <span class="_ _2a"> </span>fizycznej <span class="_ _29"> </span>(<span class="_ _21"></span>13,4%). <span class="_ _2a"> </span></span>Równocześnie <span class="_ _29"> </span>w <span class="_ _2a"> </span>2021 <span class="_ _2a"> </span>roku </div><div class="t m0 x5 hb yfc ff6 fs4 fc0 sc0 ls0 ws0">wydano  pozwolenia <span class="_ _20"> </span>na  budowę  35 <span class="_ _20"> </span>tys.  budynków  niemieszkalnych  o<span class="_ _21"></span><span class="ff5">  </span>łącznej <span class="_ _20"> </span>powierzchni  użytkowej </div><div class="t m0 x5 hb yfd ff6 fs4 fc0 sc0 ls0 ws0">wynoszącej 20,4 ml<span class="_ _21"></span>n m 2 , co jest wartośc<span class="_ _21"></span>ią o 27% wyższ<span class="_ _21"></span>ą względem<span class="ff5"> rok<span class="_ _21"></span>u poprzedniego.<span class="_ _21"></span> </span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff5 fs4 fc0 sc0 ls0 ws0">Po <span class="_ _0"></span>trudnym pie<span class="ff6">rwszym półroczu związanym <span class="_ _27"></span>z pandemi<span class="_ _21"></span>ą <span class="_ _0"></span>COVID<span class="ff5">-</span>1<span class="_ _21"></span>9, <span class="_ _0"></span>w <span class="_ _0"></span>kolejnych miesiącach miało <span class="_ _0"></span>miejsce </span></div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">odbicie i powrót do stabilnej kondyc<span class="_ _21"></span>ji branży budowlanej. Jednym z efektów pande<span class="_ _21"></span>mii był rozwój branży e<span class="_ _21"></span><span class="ff5">-</span></div><div class="t m0 x5 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">commerce, <span class="_ _33"> </span>czy<span class="_ _21"></span>li <span class="_ _26"> </span>handl<span class="_ _21"></span>u <span class="_ _33"> </span>elektronicznego. <span class="_ _33"> </span>W<span class="_ _21"></span> <span class="_ _26"> </span>z<span class="_ _21"></span>wiązku <span class="_ _33"> </span>z <span class="_ _33"> </span>dużym <span class="_ _33"> </span>zap<span class="_ _21"></span>otrzebo<span class="_ _21"></span><span class="ff5">waniem<span class="_ _21"></span> <span class="_ _26"> </span>na<span class="_ _21"></span> <span class="_ _26"> </span>p<span class="_ _21"></span>owierzchnie </span></div><div class="t m0 x5 hb yd4 ff6 fs4 fc0 sc0 ls0 ws0">magazynowe, <span class="_ _2b"> </span>dynamiczni<span class="_ _21"></span>e <span class="_ _2b"> </span>rozwinęło <span class="_ _2b"> </span>się <span class="_ _2b"> </span>budownictwo <span class="_ _2b"> </span>przemysł<span class="_ _21"></span>owe. <span class="_ _2b"> </span>Dla <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>Kapitałowej <span class="_ _2b"> </span>MIRBUD<span class="_ _21"></span> </div><div class="t m0 x5 hb yd5 ff6 fs4 fc0 sc0 ls0 ws0">oznaczało <span class="_ _24"></span>to<span class="_ _21"></span> <span class="_ _24"></span>realizacj<span class="_ _21"></span>ę <span class="_ _24"></span>no<span class="_ _21"></span>wych <span class="_ _24"></span>kontraktów<span class="_ _21"></span>, <span class="_ _29"></span>np. <span class="_ _24"></span>dla <span class="_ _29"></span>najwięks<span class="_ _21"></span>zego <span class="_ _24"></span>dew<span class="_ _21"></span>elopera <span class="_ _29"></span>logistycznego <span class="_ _29"></span>w <span class="_ _24"></span>Euro<span class="_ _21"></span>pie, </div><div class="t m0 x5 hb yd6 ff5 fs4 fc0 sc0 ls0 ws0">firmy Panatton<span class="_ _21"></span>i Developm<span class="_ _21"></span>ent Europe<span class="_ _21"></span>. Pande<span class="_ _21"></span><span class="ff6">mia <span class="_ _21"></span>i wprowadze<span class="_ _21"></span>nie reżimu s<span class="_ _21"></span>anitarnego w<span class="_ _21"></span>płynęła również <span class="_ _21"></span>na </span></div><div class="t m0 x5 hb yd7 ff6 fs4 fc0 sc0 ls0 ws0">spowolnienie wydawania decyzji budowlanych <span class="_ _0"></span>w urzędach, jednak dzięki <span class="_ _27"></span>uruc<span class="_ _21"></span>homieniu rządowego portalu </div><div class="t m0 x5 hb yd8 ff5 fs4 fc0 sc0 ls0 ws0">E-<span class="ff6">budownictwo, <span class="_ _2a"> </span>od <span class="_ _29"></span>lipca <span class="_ _29"></span>2021 <span class="_ _29"> </span>roku <span class="_ _2a"> </span>możliwe <span class="_ _29"></span>jest <span class="_ _29"> </span>sk<span class="_ _21"></span>ładanie <span class="_ _29"></span>wniosków <span class="_ _29"> </span>w <span class="_ _2a"> </span>procesie <span class="_ _29"> </span>budowl<span class="_ _21"></span>anym <span class="_ _29"> </span>i <span class="_ _29"> </span>można </span></div><div class="t m0 x5 hb yfe ff5 fs4 fc0 sc0 lsb ws0">sp<span class="ff6 ls0">odziewać się usprawnie<span class="_ _21"></span>nia procesu wydaw<span class="_ _21"></span>ania decyzji administracy<span class="_ _21"></span>jnych.<span class="_ _21"></span><span class="ff5"> </span></span></div><div class="t m0 x5 hb yff ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>2<span class="_ _21"></span>021 <span class="_ _20"> </span>roku  Grupa <span class="_ _2b"> </span>Kap<span class="_ _21"></span>itałowa  MIRBUD <span class="_ _2b"> </span>ko<span class="_ _21"></span>ntynuowała  pozyskiwanie <span class="_ _20"> </span>kontrak<span class="_ _21"></span>tów <span class="_ _2b"> </span>infras<span class="_ _21"></span>trukturalnych, </div><div class="t m0 x5 hb y100 ff6 fs4 fc0 sc0 ls0 ws0">związanych <span class="_ _21"></span>przede <span class="_ _21"></span>wszystk<span class="_ _21"></span>im z <span class="_ _21"></span>budową <span class="_ _21"></span>dróg. <span class="_ _25"></span><span class="ff5">W <span class="_ _21"></span>marc<span class="_ _21"></span>u 2021 <span class="_ _21"></span>roku <span class="_ _21"></span></span>G<span class="_ _21"></span>eneralna <span class="_ _21"></span>Dyrekc<span class="_ _21"></span>ja Dr<span class="_ _21"></span>óg Krajow<span class="_ _21"></span><span class="ff5">ych <span class="_ _21"></span>i </span></div><div class="t m0 x5 hb y101 ff6 fs4 fc0 sc0 ls0 ws0">Autostrad <span class="_ _23"> </span>poinform<span class="_ _21"></span>owała, <span class="_ _23"> </span>że <span class="_ _23"> </span>Grupa<span class="_ _21"></span><span class="ff5"> <span class="_ _23"> </span></span>Kapitałowa <span class="_ _22"> </span>MIRBUD <span class="_ _23"> </span>jest <span class="_ _23"> </span>dru<span class="_ _21"></span>gim <span class="_ _23"> </span>naj<span class="_ _21"></span>większym <span class="_ _23"> </span>wykonawcą </div><div class="t m0 x5 hb y102 ff6 fs4 fc0 sc0 ls0 ws0">zaangażowanym <span class="_ _25"></span>w <span class="_ _25"></span>re<span class="_ _21"></span>alizację <span class="_ _25"></span>k<span class="_ _21"></span>ontraktów<span class="ff5"> <span class="_ _25"></span>drogo<span class="_ _21"></span>wych <span class="_ _25"></span>w <span class="_ _25"></span>Polsce</span>, <span class="_ _24"></span>rok <span class="_ _25"></span>później <span class="_ _25"></span>G<span class="_ _21"></span>DDKiA <span class="_ _25"></span>potwier<span class="_ _21"></span>dza <span class="_ _25"></span>pozycję<span class="_ _21"></span><span class="ff5">. </span></div><div class="t m0 x5 hb y103 ff6 fs4 fc0 sc0 ls0 ws0">Realizacja <span class="_ _2a"> </span>dużych <span class="_ _2a"> </span>k<span class="_ _21"></span>ontraktów <span class="_ _2a"> </span>dro<span class="_ _21"></span>gowych <span class="_ _2a"> </span>jest <span class="_ _2b"> </span>możliwa <span class="_ _2a"> </span>przede <span class="_ _2b"> </span>wszystk<span class="_ _21"></span>im <span class="_ _2a"> </span>dzięki <span class="_ _2a"> </span>współpracy<span class="_ _21"></span> <span class="_ _2a"> </span>w <span class="_ _2a"> </span>ramach </div><div class="t m0 x5 hb y104 ff6 fs4 fc0 sc0 ls0 ws0">konsorcjum <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>KOBYLARNIA <span class="_ _2a"> </span>S.A. <span class="_ _2a"> </span>Struk<span class="_ _21"></span>tura <span class="_ _29"> </span>s<span class="_ _21"></span>przedaży <span class="_ _2a"> </span>pod <span class="_ _29"> </span>wz<span class="_ _21"></span>ględem <span class="_ _2a"> </span>geograficznym </div><div class="t m0 x5 hb y105 ff6 fs4 fc0 sc0 ls0 ws0">pozostaje stała <span class="ff5">- </span>g<span class="_ _21"></span>łównym rynkiem jest <span class="_ _21"></span>Polska.<span class="ff5"> </span></div><div class="t m0 x5 he y106 ff4 fs6 fc0 sc0 ls0 ws0">Wykres: Zmiana w<span class="_ _0"></span>ielkości p<span class="_ _0"></span>ortfela zamówie<span class="_ _0"></span>ń GK MIRBU<span class="_ _0"></span>D w ost<span class="_ _0"></span>atnich latac<span class="_ _0"></span>h.<span class="ff1"> </span></div><div class="t m0 x40 h2 y107 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y108 ff1 fs6 fc0 sc0 ls0 ws0">Wykres<span class="ff4">: Zmiana st<span class="_ _0"></span>ruktury portf<span class="_ _0"></span>ela zamó<span class="_ _0"></span>wień GK MIRB<span class="_ _0"></span>UD w ost<span class="_ _0"></span>atnich lata<span class="_ _0"></span>ch.<span class="ff1 fs0"> </span></span></div><div class="t m0 x41 hb y109 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y10a w12 h1d"><div class="t m0 x43 h1e y10b ffb fs4 fca sc0 ls0 ws0">0,78</div><div class="t m0 x44 h1e y10c ffb fs4 fca sc0 ls0 ws0">3,53</div><div class="t m0 x45 h1e y10d ffb fs4 fca sc0 ls0 ws0">4,57</div><div class="t m0 x46 h1e y10e ffb fs4 fca sc0 ls0 ws0">4,81</div><div class="t m0 x47 h1e y10f ffb fs4 fca sc0 ls0 ws0">5,49</div><div class="t m0 x33 h1f y110 ffb fs9 fcb sc0 ls0 ws0">0,00</div><div class="t m0 x48 h1f y111 ffb fs9 fcb sc0 ls0 ws0">1,00</div><div class="t m0 x49 h1f y112 ffb fs9 fcb sc0 ls0 ws0">2,00</div><div class="t m0 x49 h1f y113 ffb fs9 fcb sc0 ls0 ws0">3,00</div><div class="t m0 x33 h1f y114 ffb fs9 fcb sc0 ls0 ws0">4,00</div><div class="t m0 x49 h1f y115 ffb fs9 fcb sc0 ls0 ws0">5,00</div><div class="t m0 x33 h1f y116 ffb fs9 fcb sc0 ls0 ws0">6,00</div><div class="t m0 x2a h1f y117 ffb fs9 fcb sc0 ls0 ws0">stan na 31.12.<span class="_ _21"></span>2018<span class="_ _37"> </span>stan na 31.12.<span class="_ _21"></span>2019<span class="_ _38"> </span>stan na 31.12.<span class="_ _21"></span>2020<span class="_ _38"> </span>sta<span class="_ _21"></span>n na 31.12.2021<span class="_ _39"> </span>stan na 31.03<span class="_ _21"></span>.2022</div></div><div class="c x42 y118 w13 h20"><div class="t m0 x25 h1f y119 ffb fs9 fc0 sc0 ls0 ws0">BACKLOG w <span class="_ _21"></span>mld PLN netto</div></div><div class="c x4a ycf w14 h21"><div class="t m0 x4b h1f y11a ffb fs9 fc0 sc0 ls10 ws0">3%</div><div class="t m0 x4c h1f y11b ffb fs9 fc3 sc0 ls11 ws0">11%</div><div class="t m0 x4d h1f y11c ffb fs9 fc0 sc0 ls11 ws0">1%</div><div class="t m0 x2b h1f y11d ffb fs9 fc3 sc0 ls0 ws0">85%</div><div class="t m0 x4e h1f y11e ffb fs9 fc0 sc0 ls0 ws0">31.12.2020</div></div><div class="c x4f y11f w15 h22"><div class="t m0 x2 h1f y120 ffb fs9 fc0 sc0 ls12 ws0">2%</div><div class="t m0 x50 h1f y121 ffb fs9 fc3 sc0 ls11 ws0">12%</div><div class="t m0 x51 h1f y122 ffb fs9 fc3 sc0 ls13 ws0">9%</div><div class="t m0 x52 h1f y123 ffb fs9 fc3 sc0 ls14 ws0">77%</div><div class="t m0 x53 h1f y124 ffb fs9 fc0 sc0 ls0 ws0">31.12.2021</div></div><div class="c x54 y125 w16 h23"><div class="t m0 x2 h1f y126 ffb fs9 fc0 sc0 ls11 ws0">1%</div><div class="t m0 x55 h1f y127 ffb fs9 fc3 sc0 ls11 ws0">12%</div><div class="t m0 x56 h1f y128 ffb fs9 fc3 sc0 ls0 ws0">16%</div><div class="t m0 x1b h1f y129 ffb fs9 fc3 sc0 ls0 ws0">71%</div><div class="t m0 x57 h1f y12a ffb fs9 fc0 sc0 ls0 ws0">31.03.2022</div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">11<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 hb y12b ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y12c ff6 fs4 fc0 sc0 ls0 ws0">Decyzje <span class="_ _2b"> </span>zarządcz<span class="_ _21"></span>e <span class="_ _2b"> </span>w <span class="_ _2a"> </span>k<span class="_ _21"></span>ierunku <span class="_ _2a"> </span>kons<span class="_ _21"></span>olidacji <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>Kapitałowej <span class="_ _2b"> </span>i <span class="_ _2b"> </span>skupieniu <span class="_ _2b"> </span>się <span class="_ _2b"> </span>głównie <span class="_ _2b"> </span>na <span class="_ _2a"> </span>ko<span class="_ _21"></span>ntraktach </div><div class="t m0 x5 hb y12d ff6 fs4 fc0 sc0 ls0 ws0">publicznych, <span class="_ _2a"> </span>infrastrukturalnyc<span class="_ _21"></span>h, <span class="_ _29"> </span>a <span class="_ _2a"> </span>także <span class="_ _2a"> </span>rozwój <span class="_ _2a"> </span>portfela <span class="_ _2a"> </span>zamówień <span class="_ _2a"> </span>w <span class="_ _2b"> </span>kierunku <span class="_ _2a"> </span>pozysk<span class="_ _21"></span>ania <span class="_ _29"> </span>duż<span class="_ _21"></span>ej <span class="_ _2a"> </span>liczby </div><div class="t m0 x5 hb y12e ff6 fs4 fc0 sc0 ls0 ws0">krótkoterminowych i wysok<span class="_ _21"></span>omarżowych kontrakt<span class="_ _21"></span>ów budownictwa przemy<span class="_ _21"></span>słowego sprawiły, iż w 202<span class="_ _21"></span>1 roku </div><div class="t m0 x5 hb y12f ff6 fs4 fc0 sc0 ls0 ws0">Grupa podwoiła przy<span class="_ _21"></span>chody z działalności wzg<span class="_ _21"></span>lędem roku 2020.<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 h14 y130 ff1 fs7 fc0 sc0 ls9 ws0">2.2.3. Wybran<span class="_ _21"></span>e kontrakty w <span class="_ _21"></span>2021 roku<span class="_ _21"></span><span class="ls0"> </span></div><div class="t m0 x5 hb y131 ff5 fs4 fc0 sc0 ls0 ws0">Wybrane kontrakty i<span class="_ _21"></span>nfrastrukturalne w trak<span class="_ _21"></span>cie realizacji w r<span class="_ _21"></span>aportowanym okresie:<span class="_ _21"></span> </div><div class="t m0 x5 h24 y132 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">B<span class="ls15">udow</span>a <span class="_ _21"></span>d<span class="_ _21"></span>rogi <span class="_ _25"></span>ekspresowej <span class="_ _25"></span>S1<span class="_ _21"></span></span> <span class="_ _25"></span><span class="ff6">na <span class="_ _25"></span>8,5 <span class="_ _25"></span>km <span class="_ _25"></span>odcinku <span class="_ _25"></span>Prz<span class="_ _21"></span>ybędza <span class="_ _25"></span></span>- <span class="_ _25"></span><span class="ff6">Milówka<span class="_ _21"></span> <span class="_ _25"></span>(tzw. <span class="_ _21"></span>o<span class="_ _21"></span>bejście <span class="_ _25"></span>Węgierskiej<span class="_ _21"></span> </span></span></div><div class="t m0 x9 hb y133 ff6 fs4 fc0 sc0 ls0 ws0">Górki). <span class="_ _2b"> </span>To <span class="_ _2a"> </span>największy <span class="_ _2a"> </span>w <span class="_ _2b"> </span>historii <span class="_ _2a"> </span>MIR<span class="_ _21"></span>BUD <span class="_ _2a"> </span>S.A. <span class="_ _2b"> </span>kontrakt. <span class="_ _2b"> </span>Inwestycja <span class="_ _2a"> </span>z<span class="_ _21"></span>apewni <span class="_ _2a"> </span>bezpośr<span class="_ _21"></span>ednie <span class="_ _2a"> </span>szybkie </div><div class="t m0 x9 hb y134 ff6 fs4 fc0 sc0 ls0 ws0">połączenie n<span class="_ _21"></span>a trasie <span class="_ _21"></span>Bielsko<span class="_ _21"></span><span class="ff5">-</span>Biała <span class="_ _21"></span><span class="ff5">- gr<span class="_ _21"></span>anica polsko<span class="_ _21"></span>-</span>słowacka <span class="_ _21"></span>(Zwardoń) <span class="_ _21"></span><span class="ff5">- <span class="_ _21"></span>Svrcinovec <span class="_ _21"></span>(powiat Czadc<span class="_ _21"></span>a, </span></div><div class="t m0 x9 hb y135 ff6 fs4 fc0 sc0 ls0 ws0">Słowacja)<span class="ff5"> <span class="_ _2d"> </span><span class="ls16">i <span class="_ _2d"> </span></span></span>usprawni <span class="_ _3a"> </span>ruch <span class="_ _3a"> </span>tranzytowy. <span class="_ _2d"> </span>Inwestycja <span class="_ _2d"> </span>jest <span class="_ _3a"> </span>długo <span class="_ _3a"> </span>wycz<span class="_ _21"></span>ekiwaną <span class="_ _3a"> </span>sz<span class="_ _21"></span>czególnie <span class="_ _3a"> </span>przez </div><div class="t m0 x9 hb y136 ff6 fs4 fc0 sc0 ls0 ws0">mieszkańców <span class="_ _28"> </span>miejsc<span class="_ _21"></span>owości <span class="_ _28"> </span>W<span class="_ _21"></span>ęgierska <span class="_ _28"> </span>Górka,<span class="_ _21"></span> <span class="_ _28"> </span>przez <span class="_ _28"> </span>której <span class="_ _28"> </span>cen<span class="_ _21"></span>trum <span class="_ _28"> </span>obecnie <span class="_ _28"> </span>odbywa<span class="_ _21"></span> <span class="_ _28"> </span>się <span class="_ _28"> </span>ruch </div><div class="t m0 x9 hb y137 ff6 fs4 fc0 sc0 ls0 ws0">tranzytowy. <span class="_ _2b"> </span>W <span class="_ _2a"> </span>20<span class="_ _21"></span>21 <span class="_ _2a"> </span>rok<span class="_ _21"></span>u <span class="_ _2b"> </span>były <span class="_ _2a"> </span>prowadz<span class="_ _21"></span>one <span class="_ _2a"> </span>prac<span class="_ _21"></span>e <span class="_ _2a"> </span>z<span class="_ _21"></span>wiązane <span class="_ _2b"> </span>z <span class="_ _2a"> </span>dr<span class="_ _25"></span>ążeniem <span class="_ _2b"> </span>tunelu, <span class="_ _2a"> </span>który<span class="_ _21"></span> <span class="_ _2a"> </span>p<span class="_ _21"></span>ozwoli <span class="_ _2b"> </span>na </div><div class="t m0 x9 hb y138 ff6 fs4 fc0 sc0 ls0 ws0">ominięcie <span class="_ _2a"> </span>Węgi<span class="_ _21"></span>erskiej <span class="_ _2a"> </span>Gór<span class="_ _21"></span>ki. <span class="_ _2a"> </span>Równolegle <span class="_ _2a"> </span>p<span class="_ _21"></span>owstają <span class="_ _2a"> </span>p<span class="_ _21"></span>ozostałe <span class="_ _2a"> </span>trzy <span class="_ _2a"> </span>tu<span class="_ _21"></span>nele, <span class="_ _2a"> </span>mosty <span class="_ _2b"> </span>i<span class="_ _0"></span> <span class="_ _2a"> </span>estakady.  <span class="ff5">Droga </span></div><div class="t m0 x9 hb y139 ff5 fs4 fc0 sc0 ls0 ws0">zostani<span class="ff6">e oddana d<span class="_ _21"></span>o użytku w 2023 roku. <span class="_ _21"></span>Wartość kontraktu to bl<span class="_ _21"></span>isko <span class="_ _21"></span>1,4 mld zł.</span> </div><div class="t m0 x5 h24 y13a ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Budowa <span class="_ _2a"> </span>drogi <span class="_ _2a"> </span>ekspresowej <span class="_ _2a"> </span>S5 <span class="_ _29"> </span>Now<span class="_ _21"></span>e <span class="_ _2a"> </span>Marzy <span class="_ _2a"> </span><span class="ff4">–</span> <span class="_ _2a"> </span>Bydgosz<span class="_ _21"></span>cz <span class="_ _2a"> </span><span class="ff4">–</span> <span class="_ _29"> </span><span class="ff4">g<span class="_ _21"></span>ranica <span class="_ _2a"> </span>województwa <span class="_ _2a"> </span>kujawsko<span class="_ _21"></span></span>- </span></span></div><div class="t m0 x9 ha y13b ff1 fs4 fc0 sc0 ls0 ws0">pomorskiego  i <span class="_ _2b"> </span>wielkopol<span class="_ _21"></span>skiego<span class="ff5">.<span class="_ _21"></span> <span class="_ _2b"> </span>W<span class="_ _21"></span> <span class="_ _2b"> </span>20<span class="_ _21"></span>20 <span class="_ _20"> </span>roku <span class="_ _20"> </span>kon<span class="_ _21"></span>sorcjum <span class="_ _20"> </span>firm  K<span class="_ _0"></span>OBYLARNI<span class="_ _21"></span>A <span class="_ _20"> </span>S.A. <span class="_ _20"> </span>(lider)  oraz </span></div><div class="t m0 x9 hb y13c ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _0"></span>S.A. <span class="_ _27"></span>(<span class="ff6">part<span class="_ _21"></span>ner) <span class="_ _27"></span>roz<span class="_ _21"></span>poczęło <span class="_ _27"></span>prac<span class="_ _21"></span>e <span class="_ _27"></span>związan<span class="_ _21"></span>e <span class="_ _27"></span>z <span class="_ _0"></span>kontynuacją <span class="_ _0"></span>projektowania i <span class="_ _27"></span>rozbudowy <span class="_ _0"></span>ww. <span class="_ _27"></span>drog<span class="_ _21"></span>i </span></div><div class="t m0 x9 hb y13d ff5 fs4 fc0 sc0 ls0 ws0">na ponad<span class="_ _21"></span> 22-<span class="ff6">ki<span class="_ _21"></span>lometrowym <span class="_ _21"></span>odcinku <span class="_ _21"></span>nr 2 <span class="_ _21"></span>Dworzys<span class="_ _21"></span>ko (bez węz<span class="_ _21"></span>ła) <span class="_ _21"></span>–<span class="_ _21"></span></span> <span class="ff6">Aleks<span class="_ _21"></span>androwo (<span class="_ _21"></span>z węzłem) <span class="_ _21"></span>Wartość </span></div><div class="t m0 x9 hb y13e ff5 fs4 fc0 sc0 ls0 ws0">kontrakt<span class="ff6">u <span class="_ _21"></span>wyniosła <span class="_ _21"></span>583,<span class="_ _21"></span>3 mln <span class="_ _21"></span>zł. <span class="_ _25"></span></span>W ram<span class="_ _21"></span>ach dr<span class="_ _21"></span>ugiej <span class="_ _21"></span>umowy <span class="_ _21"></span>w 2<span class="_ _21"></span>021 r<span class="_ _21"></span>oku <span class="_ _21"></span>oddano <span class="_ _21"></span>do<span class="_ _21"></span> <span class="_ _21"></span><span class="ff6">użytku <span class="_ _21"></span>kierowców<span class="_ _21"></span></span> </div><div class="t m0 x9 hb y13f ff6 fs4 fc0 sc0 ls0 ws0">niespełna <span class="_ _29"> </span>10<span class="ff5">-<span class="_ _21"></span>kilometrowy<span class="_ _21"></span>m <span class="_ _29"> </span>S<span class="_ _21"></span><span class="ls7">5 <span class="_ _29"> </span></span>odcinku <span class="_ _2a"> </span>o</span>d <span class="_ _2a"> </span>węzła <span class="_ _29"> </span>„B<span class="_ _21"></span>iałe <span class="_ _29"></span>Błota” <span class="_ _2a"> </span>(bez <span class="_ _29"> </span>węzł<span class="_ _21"></span>a) <span class="_ _29"> </span>do <span class="_ _2a"> </span>węzła <span class="_ _29"> </span>„Szu<span class="_ _21"></span>bin” <span class="_ _29"></span>(bez </div><div class="t m0 x9 hb y140 ff6 fs4 fc0 sc0 ls0 ws0">węzła)  o  wartośc<span class="_ _21"></span>i  niespełna  360  mln  zł. <span class="_ _26"> </span>Dzięki  temu  ruch<span class="_ _21"></span>  pojazdów  odbywa  się<span class="_ _21"></span>  płynnie  przed </div><div class="t m0 x9 hb y141 ff6 fs4 fc0 sc0 ls0 ws0">zakończeniem termin<span class="_ _21"></span>u realizacji umowy. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 h24 y142 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Budowa <span class="_ _2b"> </span>autostrady <span class="_ _2a"> </span>A<span class="_ _21"></span>1</span> <span class="_ _2b"> </span><span class="ff6">na <span class="_ _2a"> </span>odci<span class="_ _21"></span>nku <span class="_ _2a"> </span>od <span class="_ _2b"> </span>Piotrkowa <span class="_ _2b"> </span>Trybunalskiego <span class="_ _2b"> </span>do <span class="_ _2b"> </span>węzła <span class="_ _2a"> </span>w<span class="_ _21"></span> <span class="_ _2a"> </span>Kamie<span class="_ _21"></span>ńsku. <span class="_ _2b"> </span>Prace </span></span></div><div class="t m0 x9 hb y143 ff6 fs4 fc0 sc0 ls0 ws0">budowlane <span class="_ _2a"> </span>r<span class="_ _21"></span>ozpoczęły <span class="_ _2a"> </span>s<span class="_ _21"></span>ię <span class="_ _2b"> </span>w <span class="_ _2a"> </span>2019 <span class="_ _2a"> </span>roku<span class="_ _21"></span> <span class="_ _2a"> </span>i <span class="_ _2a"> </span>zak<span class="_ _21"></span>ończ<span class="_ _21"></span>ą <span class="_ _2a"> </span>s<span class="_ _21"></span>ię<span class="ff5"> <span class="_ _2a"> </span>pod <span class="_ _2b"> </span>koniec <span class="_ _2a"> </span>2022 <span class="_ _2b"> </span>roku. <span class="_ _2b"> </span>To <span class="_ _2a"> </span>ostatni <span class="_ _2a"> </span>odci<span class="_ _21"></span>nek </span></div><div class="t m0 x9 hb y144 ff5 fs4 fc0 sc0 ls0 ws0">autostrady <span class="_ _0"></span>A1 <span class="_ _27"></span><span class="ff6">do <span class="_ _0"></span>ukończenia, <span class="_ _0"></span>który <span class="_ _27"></span>po<span class="_ _21"></span>łączy<span class="ff5"> <span class="_ _0"></span><span class="ff6">Pomorze <span class="_ _27"></span>z<span class="_ _21"></span>e <span class="_ _27"></span>S<span class="_ _21"></span>łowacją. <span class="_ _27"></span>30 grudnia <span class="_ _27"></span>2021 <span class="_ _0"></span>roku <span class="_ _27"></span>zo<span class="_ _21"></span>stał <span class="_ _0"></span>oddany </span></span></span></div><div class="t m0 x9 hb y145 ff6 fs4 fc0 sc0 ls0 ws0">kolejny fragment now<span class="_ _21"></span>ej jezdni. Wartość k<span class="_ _21"></span>ontraktu to 857 mln zł.<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x29 hb y146 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y147 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _25"></span>2021 <span class="_ _24"></span>roku <span class="_ _25"></span>k<span class="_ _21"></span>ontynuowaliś<span class="_ _21"></span>my <span class="_ _25"></span>budowę <span class="_ _24"></span>stadionów <span class="_ _24"></span>w <span class="_ _24"></span>Płocku <span class="_ _24"></span>i <span class="_ _25"></span>w <span class="_ _24"></span>Łodzi. <span class="_ _24"></span>Podpisa<span class="_ _21"></span>liśmy <span class="_ _25"></span>również <span class="_ _24"></span>umowę <span class="_ _24"></span>na </div><div class="t m0 x5 hb y148 ff6 fs4 fc0 sc0 ls0 ws0">budowę trzecieg<span class="_ _21"></span>o stadionu piłkarsk<span class="_ _21"></span>iego, w Opo<span class="_ _21"></span>lu, którego bu<span class="_ _21"></span>dowa <span class="_ _21"></span>rozpocz<span class="_ _21"></span>ęła<span class="ff5"> </span>się na p<span class="_ _21"></span>oczątku 2022 rok<span class="_ _21"></span>u. </div><div class="t m0 x5 hb y149 ff5 fs4 fc0 sc0 ls0 ws0">Wybrane realizacje b<span class="_ _21"></span>udownictwa kubaturowe<span class="_ _21"></span>go dla sektora publicz<span class="_ _21"></span>nego w 2021 r<span class="_ _21"></span>oku to:<span class="_ _21"></span> </div><div class="t m0 x9 h24 y14a ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Stadion <span class="_ _20"> </span>piłkar<span class="_ _21"></span>ski <span class="_ _20"> </span>Łódzkiego  Klubu  Sportowego<span class="_ _21"></span></span>  <span class="ff6">na <span class="_ _2b"> </span>rz<span class="_ _21"></span>ecz  Miasta <span class="_ _20"> </span>Łodzi.  Prace  budowlane </span></span></div><div class="t m0 x29 hb y14b ff6 fs4 fc0 sc0 ls0 ws0">rozpoczęły <span class="_ _27"></span>się <span class="_ _27"></span>w <span class="_ _27"></span>IV <span class="_ _27"></span>kwarta<span class="_ _21"></span>le <span class="_ _27"></span>2019<span class="_ _21"></span><span class="ff5">, <span class="_ _27"></span>a <span class="_ _27"></span><span class="ff6">obecnie <span class="_ _27"></span>trwają <span class="_ _27"></span>od<span class="_ _21"></span>biory <span class="_ _27"></span>techniczne. <span class="_ _27"></span>Oficjalne <span class="_ _0"></span>otwarcie <span class="_ _27"></span>stadionu </span></span></div><div class="t m0 x29 hb y14c ff6 fs4 fc0 sc0 ls0 ws0">planowane <span class="_ _2a"> </span>jes<span class="_ _21"></span>t <span class="_ _2a"> </span>na <span class="_ _2a"> </span>koni<span class="_ _21"></span>ec <span class="_ _2a"> </span>kwietnia <span class="_ _2b"> </span>2022 <span class="_ _2a"> </span>roku. <span class="_ _2a"> </span>Temp<span class="_ _21"></span>o <span class="_ _2a"> </span>budowy <span class="_ _2b"> </span>było <span class="_ _2a"> </span>bardzo <span class="_ _2b"> </span>i<span class="_ _0"></span>ntensywne, <span class="_ _2a"> </span>dz<span class="_ _21"></span>ięki </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x29 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">czemu <span class="_ _20"> </span>obiekt <span class="_ _20"> </span>powstał <span class="_ _20"> </span>pół  ro<span class="ff5">ku <span class="_ _20"> </span>przed <span class="_ _20"> </span>wyznaczonym  w <span class="_ _2b"> </span>kont<span class="_ _21"></span>rakcie <span class="_ _20"> </span>terminem.  </span>Obiekt <span class="_ _2b"> </span>umoż<span class="_ _21"></span>liwi </div><div class="t m0 x29 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">rozgrywanie <span class="_ _2b"> </span>krajowych <span class="_ _2b"> </span>i <span class="_ _2a"> </span>mię<span class="_ _21"></span>dzynarodowych <span class="_ _2b"> </span>meczów <span class="_ _2b"> </span>w <span class="_ _2a"> </span>ram<span class="_ _21"></span>ach <span class="_ _2a"> </span>r<span class="_ _21"></span>ozgrywek <span class="_ _2b"> </span>klubowych <span class="_ _2b"> </span>UEFA <span class="_ _2a"> </span>i<span class="_ _21"></span> </div><div class="t m0 x29 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">PZPN <span class="_ _20"> </span>pierwszoligow<span class="_ _21"></span>ej <span class="_ _20"> </span>drużynie <span class="_ _20"> </span>Łódzkie<span class="_ _21"></span>go <span class="_ _20"> </span>Klubu <span class="_ _20"> </span>Sportoweg<span class="_ _21"></span>o<span class="_ _21"></span>. <span class="_ _20"> </span>Cały <span class="_ _20"> </span>stad<span class="_ _21"></span>ion <span class="_ _20"> </span>jest <span class="_ _20"> </span>zadaszony  i </div><div class="t m0 x29 hb yd4 ff5 fs4 fc0 sc0 ls0 ws0">posiada 18027 miejsc<span class="_ _21"></span> sie<span class="ff6">dząc<span class="_ _21"></span>ych. Wartość kontraktu to 12<span class="_ _21"></span>9 mln złotych.<span class="_ _21"></span></span> </div><div class="t m0 x9 h24 y14d ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Stadion <span class="_ _33"> </span>piłk<span class="_ _21"></span>arski <span class="_ _28"> </span>klubu <span class="_ _28"> </span>sportowego <span class="_ _28"> </span>Wisła <span class="_ _33"> </span>Pło<span class="_ _21"></span>ck</span> <span class="_ _28"> </span><span class="ff6">na <span class="_ _28"> </span>rzecz <span class="_ _28"> </span>Gminy <span class="_ _28"> </span>Miasta <span class="_ _33"> </span>Płock<span class="_ _21"></span>. <span class="_ _33"> </span>Prac<span class="_ _21"></span>e </span></span></div><div class="t m0 x29 hb y14e ff6 fs4 fc0 sc0 ls0 ws0">budowlane <span class="_ _25"></span>rozpoc<span class="_ _21"></span>zęły <span class="_ _25"></span>się <span class="_ _25"></span>w <span class="_ _25"></span>2020 <span class="_ _24"></span>roku, <span class="_ _25"></span>a <span class="_ _25"></span>ich <span class="_ _25"></span>z<span class="_ _21"></span>akończenie <span class="_ _25"></span>pla<span class="_ _21"></span>nowane <span class="_ _25"></span>jest <span class="_ _25"></span>na <span class="_ _25"></span>k<span class="_ _21"></span>oniec <span class="_ _25"></span>2022 <span class="_ _25"></span>roku. </div><div class="t m0 x29 hb y14f ff6 fs4 fc0 sc0 ls0 ws0">Nowy <span class="_ _21"></span>ob<span class="_ _21"></span>iekt <span class="_ _21"></span>umoż<span class="_ _21"></span>liwi <span class="_ _21"></span>rozgr<span class="_ _21"></span>ywanie <span class="_ _21"></span>kr<span class="_ _21"></span>ajowyc<span class="_ _21"></span>h <span class="_ _21"></span>i <span class="_ _25"></span>międzynarodowych <span class="_ _25"></span>meczów <span class="_ _25"></span>w <span class="_ _21"></span>ramach <span class="_ _25"></span>rozgrywek </div><div class="t m0 x29 hb y150 ff6 fs4 fc0 sc0 ls0 ws0">klubowych <span class="_ _26"> </span>UEFA <span class="_ _33"> </span>i <span class="_ _26"> </span>PZPN<span class="_ _21"></span> <span class="_ _26"> </span>drużynie <span class="_ _26"> </span>Wisły <span class="_ _26"> </span>P<span class="_ _21"></span>łock, <span class="_ _26"> </span>która <span class="_ _26"> </span>o<span class="_ _21"></span>becnie <span class="_ _26"> </span>rozgrywa <span class="_ _26"> </span>m<span class="_ _21"></span>ecze <span class="_ _26"> </span>w <span class="_ _26"> </span>polsk<span class="_ _21"></span>iej </div><div class="t m0 x29 hb y151 ff5 fs4 fc0 sc0 ls0 ws0">Ekstraklasie. W pierwszym etapie zosta<span class="ff6">ł</span> <span class="ff6">wyburz<span class="_ _21"></span>ony istniejący stadion, a na <span class="_ _0"></span>jego miejsc<span class="_ _21"></span><span class="ff5">u powsta<span class="ls17">je</span> </span></span></div><div class="t m0 x29 hb y152 ff5 fs4 fc0 sc0 ls0 ws0">nowy <span class="_ _21"></span>obiekt <span class="_ _21"></span>z <span class="_ _21"></span>zadasz<span class="_ _21"></span>on<span class="ff6">ymi <span class="_ _21"></span>trybunam<span class="_ _21"></span>i dl<span class="_ _21"></span>a <span class="_ _21"></span>15 0<span class="_ _21"></span>00 <span class="_ _21"></span>kibiców, <span class="_ _21"></span>z <span class="_ _21"></span>zapleczem <span class="_ _21"></span>soc<span class="_ _21"></span>jalno<span class="_ _21"></span></span>-biurowym. <span class="_ _21"></span>Dwi<span class="_ _21"></span>e </div><div class="t m0 x29 hb y153 ff6 fs4 fc0 sc0 ls0 ws0">trybuny <span class="_ _21"></span>są j<span class="_ _21"></span>uż <span class="_ _21"></span>gotowe. I<span class="_ _21"></span>nwestycj<span class="_ _21"></span>a realizowana <span class="_ _21"></span>jest <span class="_ _21"></span>w <span class="_ _21"></span>sposób <span class="_ _21"></span>umożliwi<span class="_ _21"></span>ający <span class="_ _21"></span>rozgrywanie <span class="_ _21"></span>meczów </div><div class="t m0 x29 hb y154 ff5 fs4 fc0 sc0 ls0 ws0">na <span class="_ _21"></span>obiekci<span class="_ _21"></span>e. <span class="_ _21"></span>Do <span class="_ _25"></span>budowy <span class="_ _25"></span>obiektu <span class="_ _21"></span>wyk<span class="_ _21"></span>orzystywana <span class="_ _25"></span>jest <span class="_ _21"></span>tec<span class="_ _21"></span>hnologia <span class="_ _21"></span>BI<span class="_ _21"></span>M <span class="_ _21"></span>(ang. <span class="_ _25"></span>Building <span class="_ _25"></span>Information<span class="_ _25"></span> </div><div class="t m0 x29 hb y155 ff6 fs4 fc0 sc0 ls0 ws0">Management). W<span class="_ _21"></span>artość kontraktu wynosi 1<span class="_ _21"></span>66,5 mln zł.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y156 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Budowa <span class="_ _2b"> </span>dwóch <span class="_ _2a"> </span>hal <span class="_ _2b"> </span>magazynowo<span class="_ _21"></span><span class="ff1">-produkcyjnych <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Tomaszkowie <span class="_ _2a"> </span>k. <span class="_ _2b"> </span>Olsztyna<span class="_ _21"></span></span></span>. <span class="_ _2a"> </span>Inw<span class="_ _21"></span>estycja </span></div><div class="t m0 x29 hb y157 ff5 fs4 fc0 sc0 ls0 ws0">realizowana <span class="_ _29"></span>na <span class="_ _29"></span>zlecenie <span class="_ _29"></span>dewelopera <span class="_ _29"> </span>powierzc<span class="_ _21"></span>hni <span class="_ _29"></span>magazynowy <span class="_ _29"></span>Panattoni<span class="_ _21"></span> <span class="_ _29"></span>Development <span class="_ _29"></span>Europe<span class="_ _21"></span>, </div><div class="t m0 x29 hb y158 ff6 fs4 fc0 sc0 ls0 ws0">została <span class="_ _24"></span>zakończ<span class="_ _21"></span>ona <span class="_ _24"></span>w <span class="_ _29"></span>listopadzie <span class="_ _24"></span>20<span class="_ _21"></span>21 <span class="_ _24"></span>roku. <span class="_ _29"></span>Obie <span class="_ _24"></span>ha<span class="_ _21"></span>le <span class="_ _24"></span>zostały <span class="_ _29"></span>wykonane <span class="_ _24"></span>zg<span class="_ _21"></span>odnie <span class="_ _24"></span>z <span class="_ _29"></span>systemem </div><div class="t m0 x29 hb y159 ff6 fs4 fc0 sc0 ls0 ws0">certyfikacji <span class="_ _33"> </span>BREEAM, <span class="_ _33"> </span>któr<span class="_ _21"></span>y <span class="_ _33"> </span>jest <span class="_ _33"> </span>potwierdzeniem, <span class="_ _33"> </span>że <span class="_ _33"> </span>dany <span class="_ _26"> </span>budyn<span class="_ _21"></span>ek <span class="_ _33"> </span>został <span class="_ _26"> </span>z<span class="_ _21"></span>aprojektowany <span class="_ _33"> </span>i </div><div class="t m0 x29 hb y15a ff6 fs4 fc0 sc0 ls0 ws0">zbudowany zgodnie z z<span class="_ _21"></span>asadami zrównoważ<span class="_ _21"></span>onego rozwoju. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y15b ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Bud<span class="ff4">owa <span class="_ _2a"> </span>hali <span class="_ _2b"> </span>remontowej <span class="_ _2b"> </span>wraz <span class="_ _2a"> </span>z <span class="_ _2a"> </span>niez<span class="_ _21"></span>będnym <span class="_ _2b"> </span>wyposażeniem <span class="_ _2a"> </span>dla <span class="_ _2b"> </span>czołgów <span class="_ _2b"> </span>Leopard <span class="_ _2a"> </span>2.<span class="_ _25"></span></span></span> <span class="_ _2a"> </span>To </span></div><div class="t m0 x29 hb y15c ff6 fs4 fc0 sc0 ls0 ws0">pierwszy <span class="_ _29"> </span>kontrakt <span class="_ _29"> </span>MIR<span class="_ _21"></span>BUD <span class="_ _29"> </span>S.A. <span class="_ _29"></span>r<span class="_ _21"></span>ealizowany <span class="_ _29"></span>dla <span class="_ _29"> </span>wojs<span class="_ _21"></span>ka. <span class="_ _29"></span>Umowa <span class="_ _29"> </span>podp<span class="_ _21"></span>isana <span class="_ _29"></span>we <span class="_ _29"> </span>wr<span class="_ _21"></span>ześniu <span class="_ _29"></span>2021 </div><div class="t m0 x29 hb y15d ff6 fs4 fc0 sc0 ls0 ws0">roku przewiduje budowę <span class="_ _0"></span>hali <span class="_ _0"></span>remontowej wraz z <span class="_ _27"></span>i<span class="_ _21"></span>nfrastrukturą towarzysz<span class="_ _21"></span>ącą <span class="_ _0"></span>z przeznaczeniem d<span class="ff5 ls7">o </span></div><div class="t m0 x29 hb y15e ff6 fs4 fc0 sc0 ls0 ws0">wykonania  obs<span class="_ _21"></span>ługi  i <span class="_ _26"> </span>napraw  czołgów <span class="_ _26"> </span>dla  potrzeb <span class="_ _26"> </span>1  Warszawskiej <span class="_ _26"> </span>Brygady  Pancern<span class="_ _21"></span>ej  w <span class="_ _26"> </span>m. </div><div class="t m0 x29 hb y15f ff5 fs4 fc0 sc0 ls0 ws0">Warszawa-<span class="ff6">Wesoł<span class="_ _21"></span>a. Wartość kontraktu to <span class="_ _21"></span>ponad 79 mln zł. <span class="_ _21"></span></span> </div><div class="t m0 x9 h24 y160 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Budowa komple<span class="_ _21"></span>ksu obie<span class="_ _21"></span>któw sportowych<span class="_ _21"></span> przy <span class="_ _21"></span>Centrum <span class="_ _21"></span>Edukacji Z<span class="_ _21"></span>awodowej <span class="_ _21"></span>i Turystyki<span class="_ _21"></span> w </span></span></div><div class="t m0 x29 ha y161 ff4 fs4 fc0 sc0 ls0 ws0">Świnoujściu. <span class="_ _24"></span><span class="ff5">Obiekt <span class="_ _24"></span>o <span class="_ _29"></span>nazwie <span class="_ _24"></span>U<span class="ff6">z<span class="_ _21"></span>nam <span class="_ _24"></span>Arena <span class="_ _24"></span>został <span class="_ _24"></span>oddany<span class="_ _21"></span> <span class="_ _25"></span>do <span class="_ _24"></span>uży<span class="_ _21"></span>tkowania <span class="_ _24"></span>w <span class="_ _24"></span>maju <span class="_ _24"></span>2021 <span class="_ _24"></span>rok<span class="_ _21"></span>u, </span></span></div><div class="t m0 x29 hb y162 ff6 fs4 fc0 sc0 ls0 ws0">składa <span class="_ _26"> </span>się  z <span class="_ _26"> </span>nowoczesne<span class="_ _21"></span>go  basen<span class="_ _21"></span>u <span class="_ _26"> </span>i  hali <span class="_ _26"> </span>sportowej<span class="_ _21"></span> <span class="_ _26"> </span>z  boiskami <span class="_ _26"> </span>do <span class="_ _26"> </span>piłki  no<span class="_ _21"></span>żnej, <span class="_ _26"> </span>siatkowej, </div><div class="t m0 x29 hb y163 ff6 fs4 fc0 sc0 ls0 ws0">koszykówk<span class="_ _21"></span>i,  piłki  ręcznej,  tenisa <span class="_ _26"> </span>i  badmintona,  z  siłownią <span class="_ _26"> </span>i  ścianką  wspinaczkową.  Wart<span class="_ _21"></span>ość </div><div class="t m0 x29 ha y164 ff5 fs4 fc0 sc0 ls0 ws0">kontraktu to 42 ml<span class="_ _21"></span><span class="ff6">n zł. <span class="ff1"> </span></span></div><div class="t m0 x9 h24 y165 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Port <span class="_ _27"></span>Lotniczy <span class="_ _27"></span>W<span class="_ _21"></span>arszawa <span class="_ _27"></span>-<span class="_ _21"></span> <span class="_ _27"></span><span class="ff4">Radom <span class="_ _27"></span>im<span class="_ _21"></span> <span class="_ _27"></span>Bohaterów<span class="_ _21"></span> <span class="_ _27"></span>Radomskiego<span class="_ _21"></span> <span class="_ _27"></span>Czerwca <span class="_ _27"></span>197<span class="_ _21"></span>6 <span class="_ _27"></span>roku<span class="_ _21"></span><span class="ff5">. <span class="_ _27"></span>W <span class="_ _27"></span>ramac<span class="_ _21"></span>h </span></span></span></span></div><div class="t m0 x29 hb y166 ff6 fs4 fc0 sc0 ls0 ws0">trwającego <span class="_ _25"></span>kontraktu <span class="_ _25"></span>wykonujemy<span class="_ _21"></span> <span class="_ _21"></span>bu<span class="_ _21"></span>dowę <span class="_ _25"></span>terminalu <span class="_ _25"></span>lotniska <span class="_ _25"></span>dla <span class="_ _25"></span>obsługi <span class="_ _25"></span>ruchu <span class="_ _25"></span>czarter<span class="_ _21"></span>owego, <span class="_ _25"></span>ze </div><div class="t m0 x29 hb y167 ff6 fs4 fc0 sc0 ls0 ws0">strefą <span class="_ _21"></span>komerc<span class="_ _21"></span>yjna, <span class="_ _21"></span>o <span class="_ _25"></span>łącznej <span class="_ _21"></span>powierzc<span class="_ _21"></span>hni <span class="_ _21"></span>30.000 <span class="_ _25"></span>m</div><div class="t m0 x59 hc y168 ff5 fs5 fc0 sc0 ls0 ws0">2</div><div class="t m0 x5a hb y167 ff5 fs4 fc0 sc0 ls0 ws0">. <span class="_ _21"></span>Planowany <span class="_ _25"></span>termin <span class="_ _21"></span>z<span class="_ _21"></span>ak<span class="ff6">ończenia <span class="_ _25"></span>to <span class="_ _21"></span>2022 <span class="_ _21"></span>r<span class="_ _21"></span>ok. </span></div><div class="t m0 x29 hb y169 ff6 fs4 fc0 sc0 ls0 ws0">Wartość kontraktu to 280<span class="_ _21"></span>,5 mln zł. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y16a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y16b ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y16c ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y16d ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y16e ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y16f ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y170 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">13<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">Postęp  prac  na  wszystkich  kontraktach <span class="_ _26"> </span><span class="ff5">realizowanych  przez<span class="_ _21"></span>  GK  MIRBUD  </span>na  dzień  31.12.2021  r<span class="_ _21"></span><span class="ff5 ls7">ok<span class="ls0"> </span></span></div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">przedstawia poniższ<span class="_ _21"></span>y wykres:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5b h10 y171 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y172 w17 h25"><div class="t m0 x5d h1f y173 ffb fs9 fc0 sc0 ls13 ws0">6%</div><div class="t m0 x5e h1f y174 ffb fs9 fc0 sc0 ls10 ws0">33%</div><div class="t m0 x5f h1f y175 ffb fs9 fc0 sc0 ls0 ws0">42%</div><div class="t m0 x60 h1f y176 ffb fs9 fc0 sc0 ls0 ws0">72%</div><div class="t m0 x61 h1f y177 ffb fs9 fc0 sc0 ls11 ws0">1%</div><div class="t m0 x62 h1f y178 ffb fs9 fc0 sc0 ls12 ws0">2%</div><div class="t m0 x63 h1f y179 ffb fs9 fc0 sc0 ls0 ws0">59%</div><div class="t m0 x64 h1f y17a ffb fs9 fc0 sc0 ls0 ws0">80%</div><div class="t m0 x65 h1f y17b ffb fs9 fc0 sc0 ls0 ws0">84%</div><div class="t m0 x66 h1f y17c ffb fs9 fc0 sc0 ls13 ws0">60%</div><div class="t m0 x67 h1f y17d ffb fs9 fc0 sc0 ls0 ws0">16%</div><div class="t m0 x68 h1f y17e ffb fs9 fc0 sc0 ls18 ws0">8%</div><div class="t m0 x69 h1f y17f ffb fs9 fc0 sc0 ls0 ws0">31%</div><div class="t m0 x4f h1f y180 ffb fs9 fc0 sc0 ls11 ws0">18%</div><div class="t m0 x67 h1f y181 ffb fs9 fc0 sc0 ls0 ws0">16%</div><div class="t m0 x6a h1f y182 ffb fs9 fc0 sc0 ls19 ws0">0%</div><div class="t m0 x6a h1f y183 ffb fs9 fc0 sc0 ls19 ws0">0%</div><div class="t m0 x6a h1f y184 ffb fs9 fc0 sc0 ls19 ws0">0%</div><div class="t m0 x6b h1f y185 ffb fs9 fc0 sc0 ls13 ws0">9%</div><div class="t m0 x6c h1f y186 ffb fs9 fc0 sc0 ls10 ws0">3%</div><div class="t m0 x6a h1f y187 ffb fs9 fc0 sc0 ls19 ws0">0%</div><div class="t m0 x6d h1f y188 ffb fs9 fc0 sc0 ls1a ws0">5%</div><div class="t m0 x61 h1f y189 ffb fs9 fc0 sc0 ls11 ws0">1%</div><div class="t m0 x6e h1f y18a ffb fs9 fc0 sc0 ls0 ws0">15%</div><div class="t m0 x6f h1f y18b ffb fs9 fc0 sc0 ls0 ws0">17%</div><div class="t m0 x6b h1f y18c ffb fs9 fc0 sc0 ls13 ws0">9%</div><div class="t m0 x70 h1f y18d ffb fs9 fc0 sc0 ls0 ws0">68%</div><div class="t m0 x71 h1f y18e ffb fs9 fc0 sc0 ls0 ws0">23%</div><div class="t m0 x6e h1f y18f ffb fs9 fc0 sc0 ls0 ws0">15%</div><div class="t m0 x72 h1f y190 ffb fs9 fc0 sc0 ls0 ws0">85%</div><div class="t m0 x73 h1f y191 ffb fs9 fc0 sc0 ls13 ws0">69%</div><div class="t m0 x74 h1f yea ffb fs9 fc0 sc0 ls13 ws0">64%</div><div class="t m0 x75 h1f y192 ffb fs9 fc0 sc0 ls0 ws0">100%</div><div class="t m0 x75 h1f y193 ffb fs9 fc0 sc0 ls0 ws0">100%</div><div class="t m0 x15 h1f y194 ffb fs9 fc0 sc0 ls13 ws0">94%</div><div class="t m0 x76 h1f y195 ffb fs9 fc0 sc0 ls1b ws0">40%</div><div class="t m0 x77 h1f y196 ffb fs9 fc0 sc0 ls14 ws0">77%</div><div class="t m0 x15 h1f y197 ffb fs9 fc0 sc0 ls13 ws0">94%</div><div class="t m0 x78 h1f y198 ffb fs9 fc0 sc0 ls0 ws0">75%</div><div class="t m0 x79 h1f y199 ffb fs9 fc0 sc0 ls0 ws0">36%</div><div class="t m0 x7a h1f y19a ffb fs9 fc0 sc0 ls0 ws0">97%</div><div class="t m0 x75 h1f y19b ffb fs9 fc0 sc0 ls0 ws0">100%</div><div class="t m0 x6c h1f y19c ffb fs9 fc0 sc0 ls10 ws0">3%</div><div class="t m0 x72 h1f y19d ffb fs9 fc0 sc0 ls0 ws0">85%</div><div class="t m0 x7b h1f y19e ffb fs9 fc0 sc0 ls0 ws0">93%</div><div class="t m0 x7c h1f y19f ffb fs9 fc0 sc0 ls0 ws0">57%</div><div class="t m0 x7d h26 y1a0 ffc fs2 fc0 sc0 ls0 ws0">Droga ekspresowa S1 (Kosztowy - Bielsko-Biała)</div><div class="t m0 x7e h26 y1a1 ffc fs2 fc0 sc0 ls0 ws0">Droga ekspresowa S1 (obejście Węgierskiej Górki)</div><div class="t m0 x5c h26 y1a2 ffb fs2 fc0 sc0 ls0 ws0">Obwodnica Olesna S11, GDDKiA o/Opole</div><div class="t m0 x7f h26 y1a3 ffc fs2 fc0 sc0 ls0 ws0">Autostrada A1, odc. Tuszyn-Piotrków Tryb.-Kamieńsk, GDDKiA</div><div class="t m0 x80 h26 y1a4 ffc fs2 fc0 sc0 ls0 ws0">Obwodnica m. Gostyń w Wielkopolsce</div><div class="t m0 x1c h26 y1a5 ffc fs2 fc0 sc0 ls0 ws0">Obwodnica Metropolii Trójmiejskiej, odc. Żukowo - Gdańsk Płd.</div><div class="t m0 x81 h26 y1a6 ffc fs2 fc0 sc0 ls0 ws0">DW 455 - wschodnia obwodnica Wrocławia</div><div class="t m0 x5c h26 y1a7 ffb fs2 fc0 sc0 ls0 ws0">Autostrada A-18 Olszyna - Golnice, odc.2</div><div class="t m0 x82 h26 y1a8 ffc fs2 fc0 sc0 ls0 ws0">S-5, odc. 5 Białe Błota - Szubin</div><div class="t m0 x28 h26 y1a9 ffc fs2 fc0 sc0 ls0 ws0">S-5, odc 2 Dworzysko-Aleksandrowo</div><div class="t m0 x83 h26 y1aa ffc fs2 fc0 sc0 ls0 ws0">S-11, odc Koszalin Południe-Bobolice</div><div class="t m0 x84 h26 y1ab ffb fs2 fc0 sc0 ls0 ws0">Obwodnica Zawiercia</div><div class="t m0 x4a h26 y1ac ffc fs2 fc0 sc0 ls0 ws0">DW 548 Stolno - Wąbrzeźno, odc. 2</div><div class="t m0 x85 h26 y1ad ffc fs2 fc0 sc0 ls0 ws0">DW 548 Stolno - Wąbrzeźno, odc. 1</div><div class="t m0 x86 h26 y1ae ffb fs2 fc0 sc0 ls0 ws0">Autostrada A-18 Olszyna - Golnice, odc. 4</div><div class="t m0 x87 h26 y1af ffc fs2 fc0 sc0 ls0 ws0">Jelenia Góra, hala mag. Panattoni</div><div class="t m0 x29 h26 y1b0 ffc fs2 fc0 sc0 ls0 ws0">Bolesławiec, hala mag. Panattoni</div><div class="t m0 x88 h26 y1b1 ffc fs2 fc0 sc0 ls0 ws0">Warszawa, hala remont. dla czołgów Leopard 2, Stołeczny Zarząd…</div><div class="t m0 x89 h26 y1b2 ffb fs2 fc0 sc0 ls0 ws0">Koszalin, galeria handlowa, LCP Corentin</div><div class="t m0 x8a h26 y1b3 ffc fs2 fc0 sc0 ls0 ws0">Czosnów, hala mag., Panattoni</div><div class="t m0 x8b h26 y1b4 ffb fs2 fc0 sc0 ls0 ws0">Opacz, hala mag. Frisco</div><div class="t m0 x81 h26 y1b5 ffc fs2 fc0 sc0 ls0 ws0">Mikołów/Wyry, hala mag. Panattoni Europe</div><div class="t m0 x51 h26 y1b6 ffc fs2 fc0 sc0 ls0 ws0">Wrocław, siedziba Sądu Apelacyjnego</div><div class="t m0 x8c h26 y1b7 ffb fs2 fc0 sc0 ls0 ws0">Gliwice, hala mag., Panattoni</div><div class="t m0 x80 h26 y1b8 ffc fs2 fc0 sc0 ls0 ws0">Zielona Góra, galeria handl., Stop Shop</div><div class="t m0 x82 h26 y1b9 ffb fs2 fc0 sc0 ls0 ws0">Olsztyn, hala sportowa Urania</div><div class="t m0 x8d h26 y1ba ffc fs2 fc0 sc0 ls0 ws0">Swadzim (Poznań), Panattoni</div><div class="t m0 x8e h26 y1bb ffc fs2 fc0 sc0 ls0 ws0">Bydgoszcz, ul. Bohaterów Kragujewca, JHM DEVELOPMENT</div><div class="t m0 x8f h26 y1bc ffc fs2 fc0 sc0 ls0 ws0">Szczecin, Wojewódzka Stacja Pogotowia Ratunkowego</div><div class="t m0 x4c h26 y1bd ffc fs2 fc0 sc0 ls0 ws0">Łódź, ul. Dostawcza, hala mag., Panattoni</div><div class="t m0 x8d h26 y1be ffc fs2 fc0 sc0 ls0 ws0">Wypędy, hala mag. Panattoni</div><div class="t m0 x5c h26 y1bf ffb fs2 fc0 sc0 ls0 ws0">Skawina, obiekt magazynowy, TERG S.A.</div><div class="t m0 x4a h26 y1c0 ffc fs2 fc0 sc0 ls0 ws0">Łódź, zakład produkcyjny, EuroEcol</div><div class="t m0 x53 h26 y1c1 ffb fs2 fc0 sc0 ls0 ws0">Warszawa, budynek produkcyjno- biurowy, PCO S.A.</div><div class="t m0 x4d h26 y1c2 ffc fs2 fc0 sc0 ls0 ws0">Września, hala mag.prod., Vida XL</div><div class="t m0 x90 h26 y1c3 ffb fs2 fc0 sc0 ls0 ws0">Radzymin, hala mag., Panattoni</div><div class="t m0 x8a h26 y1c4 ffb fs2 fc0 sc0 ls0 ws0">Radom, Terminal lotniska, PPL</div><div class="t m0 x2a h26 y1c5 ffc fs2 fc0 sc0 ls0 ws0">Warszawa, Szkoła podstawowa na Woli, UM st. Warszawy</div><div class="t m0 x7f h26 y1c6 ffc fs2 fc0 sc0 ls0 ws0">Gorzów Wlkp., Centrum Edukacji i Biznesu, UM Gorzów Wlkp.</div><div class="t m0 x7d h26 y1c7 ffc fs2 fc0 sc0 ls0 ws0">Płock, stadion miejski Wisły Płock, Miasto Płock</div><div class="t m0 x3c h26 y1c8 ffb fs2 fc0 sc0 ls0 ws0">Warszawa, budynek biurowy EQLIBRIUM II, Eqlibirium II Sp. z o.o.</div><div class="t m0 x43 h26 y1c9 ffc fs2 fc0 sc0 ls0 ws0">Warszawa, zespół szkolno-przedszkolny, Praga Płd.</div><div class="t m0 x1d h26 y1ca ffc fs2 fc0 sc0 ls0 ws0">Łódź, ul. Smugowa &quot;Helenów Park&quot;, JHM DEVELOPMENT S.A.</div><div class="t m0 x91 h26 y1cb ffc fs2 fc0 sc0 ls0 ws0">Łódź, stadion miejski ŁKS, Miasto Łódź</div><div class="t m0 x92 h26 y1cc ffc fs2 fc0 sc0 ls0 ws0">Bydgoszcz, ul. Fordońska, JHM DEVELOPMENT S.A.</div><div class="t m0 x1a h26 y1cd ffc fs2 fc0 sc0 ls0 ws0">Zakopane, Apartamenty Zakopiańskie, JHM DEVELOPMENT S.A.</div><div class="t m0 x2 h27 y1ce ffd fs6 fc0 sc0 ls0 ws0">LOKALIZACJA <span class="_ _0"></span>/ OBIEKT <span class="_ _0"></span>/ INWESTOR</div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">14<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y1cf ff1 fs7 fc0 sc0 ls9 ws0">2.3. Kluczowi <span class="_ _21"></span>interesariusze<span class="_ _21"></span><span class="ls0"> </span></div><div class="t m0 x5 ha y1d0 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-21, 102-40<span class="_ _21"></span>, 102-<span class="ls7">42, </span>102-<span class="_ _21"></span>43, 102-<span class="ls7">44</span> </div><div class="t m0 x5 hb y1d1 ff5 fs4 fc0 sc0 ls0 ws0">Na <span class="_ _29"> </span>potrzeby <span class="_ _2a"> </span>opracowani<span class="_ _21"></span>a <span class="_ _29"></span>Strategii <span class="_ _2a"> </span>ESG <span class="_ _29"> </span>GK <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>na <span class="_ _29"></span>lata <span class="_ _29"> </span>2<span class="_ _21"></span>022-<span class="_ _21"></span><span class="ff6">2026 <span class="_ _29"> </span>zost<span class="_ _21"></span>ała <span class="_ _29"></span>równi<span class="_ _21"></span>eż <span class="_ _29"> </span>uaktualn<span class="_ _21"></span>iona </span></div><div class="t m0 x5 hb y1d2 ff5 fs4 fc0 sc0 ls0 ws0">mapa interesariusz<span class="_ _21"></span>y.  </div><div class="t m0 x9 ha y1d3 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Pracownicy <span class="_ _25"></span>Grupy <span class="_ _25"></span>Kapit<span class="_ _21"></span>ałowej<span class="_ _21"></span></span> <span class="_ _21"></span></span>–<span class="_ _21"></span><span class="ff5"> <span class="_ _25"></span></span>wszystkie <span class="_ _25"></span>osoby <span class="_ _25"></span>z<span class="_ _21"></span>atrudnione <span class="_ _25"></span>i <span class="_ _25"></span>współpracując<span class="_ _21"></span>e <span class="_ _25"></span>ze <span class="_ _25"></span>wszystkimi </div><div class="t m0 x29 hb y1d4 ff6 fs4 fc0 sc0 ls0 ws0">spółkami Grupy. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y1d5 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Dostawcy <span class="_ _29"> </span>i <span class="_ _2a"> </span>podwykonaw<span class="_ _21"></span>cy</span> <span class="_ _29"> </span></span>–<span class="ff5"> <span class="_ _2a"> </span></span>wszystkie <span class="_ _2a"> </span>firmy <span class="_ _29"></span>oraz <span class="_ _2a"> </span>osoby <span class="_ _2a"> </span>współpracujące <span class="_ _29"> </span>z<span class="_ _21"></span>e <span class="_ _29"></span>spółkami <span class="_ _2a"> </span>Grupy </div><div class="t m0 x29 hb y1d6 ff6 fs4 fc0 sc0 ls0 ws0">Kapitałowej w zakres<span class="_ _21"></span>ie dostarczania mat<span class="_ _21"></span>eriałów, towarów i us<span class="_ _21"></span>ług. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y12 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Akcjonariusze</span>  </span>–<span class="ff5"> <span class="_ _2b"> </span></span>insty<span class="_ _21"></span>tucje <span class="_ _20"> </span>i <span class="_ _20"> </span>osoby  po<span class="_ _0"></span>siadając<span class="_ _21"></span>e <span class="_ _2b"> </span>ak<span class="_ _21"></span>cje <span class="_ _20"> </span>MIRBUD  S.A., <span class="_ _2b"> </span>kt<span class="_ _21"></span>óre <span class="_ _20"> </span>są <span class="_ _20"> </span>notow<span class="_ _21"></span>ane <span class="_ _20"> </span>na </div><div class="t m0 x29 hb y1d7 ff6 fs4 fc0 sc0 ls0 ws0">Giełdzie Papierów W<span class="_ _21"></span>artościowych w <span class="_ _21"></span><span class="ff5">Warszawie. <span class="_ _21"></span> </span></div><div class="t m0 x9 ha y1d8 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Administracja <span class="_ _2e"> </span>publi<span class="_ _21"></span>czna <span class="_ _32"> </span>i <span class="_ _2e"> </span>agencje <span class="_ _32"> </span>rządowe <span class="_ _32"> </span></span></span>–<span class="ff5"> <span class="_ _2e"> </span></span>z<span class="_ _21"></span>lecający <span class="_ _2e"> </span>przede <span class="_ _32"> </span>wszystkim <span class="_ _32"> </span>inwestycje </div><div class="t m0 x29 hb y1d9 ff6 fs4 fc0 sc0 ls0 ws0">infrastrukturalne <span class="_ _3a"> </span>oraz <span class="_ _3a"> </span>re<span class="_ _21"></span>alizację <span class="_ _3a"> </span>budynków <span class="_ _3a"> </span>użytec<span class="_ _21"></span>zności <span class="_ _3a"> </span>publicznej<span class="_ _21"></span>, <span class="_ _3a"> </span>szczególnie <span class="_ _3a"> </span>Genera<span class="_ _21"></span>lna </div><div class="t m0 x29 hb y1da ff6 fs4 fc0 sc0 ls0 ws0">Dyrekcja Dróg Krajowy<span class="_ _21"></span>ch i Autostrad, jednostki sa<span class="_ _21"></span>morządu terytor<span class="_ _21"></span>ialnego.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y1db ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Klienci <span class="_ _29"></span>prywatni <span class="_ _2a"> </span></span>inaczej <span class="_ _29"></span>inwestorzy<span class="_ _21"></span> <span class="_ _29"></span>oraz <span class="_ _29"></span>klienci <span class="_ _29"> </span>i<span class="_ _21"></span>ndywidualni <span class="_ _2a"> </span></span>–<span class="ff5"> <span class="_ _29"></span></span>firmy <span class="_ _29"> </span>zlecając<span class="_ _21"></span>e <span class="_ _29"></span>usługę <span class="_ _29"> </span>bu<span class="_ _21"></span>dowy </div><div class="t m0 x29 hb y1dc ff6 fs4 fc0 sc0 ls0 ws0">obiektów kubaturowy<span class="_ _21"></span>ch i dróg. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y1dd ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Pozostali <span class="_ _2b"> </span>klienci <span class="_ _20"> </span>indyw<span class="_ _21"></span>idualni</span> <span class="_ _20"> </span></span>–<span class="ff5"> <span class="_ _20"> </span></span>dla <span class="_ _2b"> </span>JHM  DEVELOPMENT <span class="_ _2b"> </span>S.<span class="_ _21"></span>A. <span class="_ _2b"> </span>nabywcy<span class="_ _21"></span> <span class="_ _2b"> </span>mieszkań, <span class="_ _2b"> </span>z<span class="_ _21"></span>aś <span class="_ _2b"> </span>w </div><div class="t m0 x29 hb y1de ff5 fs4 fc0 sc0 ls0 ws0">przypadku MARYWI<span class="_ _21"></span>LSKIEJ 44 sp. z o.<span class="_ _21"></span>o. <span class="ff6">–</span> osoby o<span class="_ _21"></span>dw<span class="ff6">iedzające ce<span class="_ _21"></span>ntrum handlowe.<span class="_ _21"></span></span> </div><div class="t m0 x9 ha y1df ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Najemcy <span class="_ _26"> </span>i <span class="_ _26"> </span>w<span class="_ _21"></span>ystawcy</span> <span class="_ _33"> </span></span>–<span class="ff5"> <span class="_ _26"> </span></span>grupa <span class="_ _33"> </span>klientów <span class="_ _33"> </span>współprac<span class="_ _21"></span>ująca <span class="_ _26"> </span>z <span class="_ _33"> </span>Marywilska <span class="_ _26"> </span>44 <span class="_ _33"> </span>Sp. <span class="_ _26"> </span>z<span class="_ _21"></span> <span class="_ _26"> </span>o.o., <span class="_ _26"> </span>JHM </div><div class="t m0 x29 hb y1e0 ff5 fs4 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _2f"> </span>S.A. <span class="_ _2f"> </span>w <span class="_ _2f"> </span>zakresie <span class="_ _2f"> </span>wynajmu <span class="_ _2f"> </span>powierzchni <span class="_ _2f"> </span>handlowej, <span class="_ _2f"> </span>wy<span class="_ _21"></span>stawienniczej <span class="_ _34"> </span>i </div><div class="t m0 x29 hb y1e1 ff5 fs4 fc0 sc0 ls0 ws0">magazynowej. <span class="_ _21"></span> </div><div class="t m0 x9 ha y1e2 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Społeczność <span class="_ _2a"> </span>lokalna</span> <span class="_ _2a"> </span></span>–<span class="ff5"> <span class="_ _29"></span></span>mieszkańcy<span class="_ _21"></span> <span class="_ _29"></span>miast <span class="_ _2a"> </span>i <span class="_ _29"></span>gmin, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>których <span class="_ _2a"> </span>działają <span class="_ _29"></span>spółki <span class="_ _2a"> </span>Grupy <span class="_ _2a"> </span>Kapitałowej </div><div class="t m0 x29 hb y1e3 ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD: <span class="_ _2b"> </span>Ski<span class="_ _21"></span>erniewice, <span class="_ _2b"> </span>W<span class="_ _21"></span>arszawa <span class="_ _20"> </span><span class="ff6">–</span> <span class="_ _2b"> </span><span class="ff6">Biało<span class="_ _21"></span>łęka <span class="_ _2b"> </span>i <span class="_ _2b"> </span>Go<span class="_ _21"></span>cław, <span class="_ _2b"> </span>Ostróda, <span class="_ _2b"> </span>K<span class="_ _21"></span>obylarnia <span class="_ _2b"> </span>k. <span class="_ _20"> </span>Bydgoszczy, </span></div><div class="t m0 x29 hb y1e4 ff6 fs4 fc0 sc0 ls0 ws0">miejsca <span class="_ _27"></span>realizowania <span class="_ _0"></span>inwestycji <span class="_ _27"></span>dewelopersk<span class="_ _21"></span>ich <span class="_ _27"></span>przez <span class="_ _27"></span>JHM <span class="_ _27"></span>DE<span class="_ _21"></span>VELOPMENT <span class="_ _27"></span>S.A. <span class="_ _27"></span>o<span class="_ _21"></span>raz <span class="_ _27"></span>mieszkańcy </div><div class="t m0 x29 hb y1e5 ff6 fs4 fc0 sc0 ls0 ws0">miast i miejscowości, w kt<span class="_ _21"></span>órych prowadzon<span class="_ _21"></span>e są lub zos<span class="_ _21"></span>tały zrealizowane inwesty<span class="_ _21"></span>cje budowlane. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y1e6 ff6 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Media</span> </span>–<span class="ff5"> </span>branżowe i o<span class="_ _21"></span>gólne, o zasięgu krajowym <span class="_ _21"></span>i lokalnym. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y1e7 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y1e8 ff5 fs4 fc0 sc0 ls0 ws0">Za <span class="_ _22"> </span>di<span class="_ _21"></span>alog <span class="_ _22"> </span>z<span class="_ _21"></span> <span class="ff6">interesariusz<span class="_ _21"></span>ami <span class="_ _2c"> </span>w <span class="_ _22"> </span>z<span class="_ _21"></span>akresie <span class="_ _2c"> </span>komunik<span class="_ _21"></span>acji <span class="_ _22"> </span>s<span class="_ _21"></span>połecznej <span class="_ _2c"> </span>odpowiada <span class="_ _2c"> </span>Dział <span class="_ _2c"> </span>Komu<span class="_ _21"></span>nikacji </span></div><div class="t m0 x5 hb y1e9 ff6 fs4 fc0 sc0 ls0 ws0">Korporacyjnej. <span class="_ _25"></span>Głów<span class="_ _21"></span>ne <span class="_ _25"></span>kanały <span class="_ _25"></span>kontaktu <span class="_ _25"></span>to <span class="_ _25"></span>s<span class="_ _21"></span>trona <span class="_ _25"></span>inte<span class="_ _21"></span><span class="ff5">rnetowa <span class="_ _25"></span>www.<span class="_ _21"></span>mirbud.pl <span class="_ _25"></span>i <span class="_ _25"></span>f<span class="_ _21"></span>ormularz <span class="_ _25"></span>kontaktu, <span class="_ _25"></span>med<span class="_ _21"></span>ia </span></div><div class="t m0 x5 hb y1ea ff6 fs4 fc0 sc0 ls0 ws0">społecznościowe, <span class="_ _29"> </span>kon<span class="_ _21"></span>takt <span class="_ _29"></span>telefonicz<span class="_ _21"></span>ny <span class="_ _29"></span>i <span class="_ _29"></span>e<span class="ff5">-<span class="_ _21"></span></span>mail, <span class="_ _29"></span>konferencj<span class="_ _21"></span>e, <span class="_ _29"></span>wydarzenia <span class="_ _29"> </span>branżo<span class="_ _21"></span>we <span class="_ _29"></span>a <span class="_ _29"></span>także <span class="_ _29"> </span>pośredni<span class="_ _21"></span>o <span class="_ _2a"> </span>–<span class="ff5"> </span></div><div class="t m0 x5 hb y1eb ff6 fs4 fc0 sc0 ls0 ws0">poprzez prasę <span class="_ _21"></span>ogólnopolsk<span class="_ _21"></span>ą i branż<span class="_ _21"></span>ową. <span class="_ _21"></span>Ponadto MIRBUD <span class="_ _21"></span>S.A. rea<span class="_ _21"></span>lizuje równ<span class="_ _21"></span>ież obowiązki <span class="_ _21"></span>informacyj<span class="_ _21"></span>ne </div><div class="t m0 x5 hb y1ec ff5 fs4 fc0 sc0 ls0 ws0">obowi<span class="ff6">ązujące  sp<span class="_ _21"></span>ółki  noto<span class="_ _21"></span>wane  na <span class="_ _26"> </span>warszawskiej  G<span class="_ _21"></span>iełdzie <span class="_ _26"> </span>Papierów  Wartościowy<span class="_ _21"></span>ch,  wywiązuj<span class="_ _21"></span>e  się  z<span class="_ _21"></span> </span></div><div class="t m0 x5 hb y1ed ff6 fs4 fc0 sc0 ls0 ws0">obowiązków informac<span class="_ _21"></span>yjnych regulowany<span class="_ _21"></span>ch prawem. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 h14 y1ee ff4 fs7 fc0 sc0 ls9 ws0">2.4. Członkost<span class="_ _21"></span>wo w organizacjac<span class="_ _21"></span>h<span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y1ef ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-13 <span class="_ _21"></span> </div><div class="t m0 x5 hb y1f0 ff6 fs4 fc0 sc0 ls0 ws0">Spółki <span class="_ _29"> </span>G<span class="_ _21"></span>K <span class="_ _29"></span>MIRBUD<span class="_ _21"></span> <span class="_ _29"> </span>aktyw<span class="_ _21"></span>nie <span class="_ _29"> </span>dz<span class="_ _21"></span>iałają <span class="_ _29"></span>za <span class="_ _2a"> </span>pośrednictwem <span class="_ _2a"> </span>wybranych <span class="_ _2a"> </span>organizacj<span class="_ _21"></span>i<span class="_ _21"></span><span class="ff5">. <span class="_ _29"> </span>Ponadto <span class="_ _2a"> </span>prezes <span class="_ _2a"> </span>Jerzy </span></div><div class="t m0 x5 hb y1f1 ff6 fs4 fc0 sc0 ls0 ws0">Mirgos <span class="_ _0"></span>jest członkiem Konwentu Państwowej W<span class="_ _0"></span>yższej Szkoły Zawodowej w <span class="_ _0"></span>Skierniewicach. Należymy do:<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">15<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h24 y1f2 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Polski Związek Pracodawc<span class="_ _21"></span>ów Budownictw<span class="_ _21"></span>a</span>, </span></div><div class="t m0 x9 h24 y1f3 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Ogólnopolska Izba Gospod<span class="_ _21"></span>arcza Drogownictwa,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y1f4 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Polski Związek Firm D<span class="_ _21"></span>eweloperskich,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y1f5 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Stowarzyszenie Emitent<span class="_ _21"></span>ów Giełdowych,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y1f6 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Kujawsko <span class="ff6">–</span> Pomorsk<span class="_ _21"></span>a Izba Budownictwa,<span class="_ _21"></span> </span></div><div class="t m0 x9 h24 y1f7 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Skierniewicka Izba Gos<span class="_ _21"></span>podarcza.<span class="_ _21"></span> </span></div><div class="t m0 x5 hb y1f8 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y1f9 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y1fa ff5 fs3 fc0 sc0 ls5 ws0">3.<span class="ls0"> <span class="_ _20"> </span><span class="ff6">PODEJŚCIE <span class="_ _0"></span>DO ZAR<span class="_ _0"></span>ZĄDZANIA<span class="ff5"> </span></span></span></div><div class="t m0 x5 h2 y1fb ff1 fs0 fc7 sc0 ls2 ws0">                     <span class="_ _0"></span>             <span class="_ _0"></span>    <span class="_ _3b"> </span><span class="ls0"> </span></div></div><div class="c x9 y1fc w10 h28"><div class="t m0 x6a h29 y0 ffe fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y1fd w10 h2a"><div class="t m0 x1f h2b y1fe ff5 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h14 y1ff ff4 fs7 fc0 sc0 ls9 ws0">3.1. Ład zarz<span class="_ _21"></span>ądczy<span class="ff1 fs4 ls0"> </span></div><div class="t m0 x5 ha y200 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-18, 103-1, <span class="_ _21"></span>103-2 </div><div class="t m0 x5 hb y201 ff6 fs4 fc0 sc0 ls0 ws0">Ład <span class="_ _26"> </span>korporacyj<span class="_ _21"></span>ny <span class="_ _26"> </span>to <span class="_ _26"> </span>system <span class="_ _26"> </span>kontroli <span class="_ _33"> </span>i <span class="_ _26"> </span>procedur, <span class="_ _26"> </span>d<span class="_ _21"></span>zięki <span class="_ _26"> </span>któremu <span class="_ _26"> </span>zapew<span class="_ _21"></span>niona <span class="_ _26"> </span>jest <span class="_ _26"> </span>efektywn<span class="_ _21"></span>ość <span class="_ _26"> </span>prac </div><div class="t m0 x5 hb y202 ff6 fs4 fc0 sc0 ls0 ws0">budowlanych <span class="_ _21"></span>i najwy<span class="_ _21"></span>ższa j<span class="_ _21"></span>akość usług. <span class="_ _21"></span>W <span class="_ _21"></span>Grupie Ka<span class="_ _21"></span>pitałowej <span class="_ _21"></span>MIRBUD <span class="_ _21"></span>obowiązują <span class="_ _21"></span>systemy <span class="_ _21"></span>zarządzania, </div><div class="t m0 x5 hb y203 ff6 fs4 fc0 sc0 ls0 ws0">zgodnie z najwyższymi standardami i <span class="_ _0"></span>dobrymi praktykami, a kluczowe decyzj<span class="_ _21"></span>e bi<span class="_ _0"></span>znesowe poprzedzone są </div><div class="t m0 x5 hb y204 ff6 fs4 fc0 sc0 ls0 ws0">analizami <span class="_ _25"></span>i <span class="_ _25"></span>ekspertyzami. <span class="_ _24"></span>Potwierdzają <span class="_ _25"></span>to <span class="_ _25"></span>posiadane <span class="_ _25"></span>c<span class="_ _21"></span>ertyfikaty. <span class="_ _25"></span>Spółki <span class="_ _25"></span>w <span class="_ _25"></span>GK <span class="_ _25"></span>prowadzą <span class="_ _25"></span>systemy <span class="_ _25"></span>kontroli<span class="_ _21"></span> </div><div class="t m0 x5 hb y205 ff6 fs4 fc0 sc0 ls0 ws0">wewnętrznej, zarz<span class="_ _21"></span>ądzania ryzy<span class="_ _21"></span>kiem oraz compliance i audytu.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 h14 y206 ff4 fs7 fc0 sc0 ls9 ws0">3.1.1. Polityka jak<span class="_ _21"></span>ości<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 hb y207 ff6 fs4 fc0 sc0 ls0 ws0">Jednym <span class="_ _2a"> </span>z <span class="_ _2a"> </span>celów <span class="_ _29"> </span>Strate<span class="_ _21"></span>gii <span class="_ _2a"> </span>ESG <span class="_ _29"></span>Gr<span class="_ _21"></span>upy <span class="_ _2a"> </span>Kapitałowej <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>na <span class="_ _2a"> </span>lata <span class="_ _2a"> </span>2022<span class="ff5">-</span>2026<span class="_ _21"></span> <span class="_ _29"> </span>j<span class="_ _21"></span>est <span class="_ _2a"> </span>stałe <span class="_ _29"> </span>doskonalen<span class="_ _21"></span>ie </div><div class="t m0 x5 hb y208 ff6 fs4 fc0 sc0 ls0 ws0">systemu <span class="_ _21"></span>zarządzania <span class="_ _21"></span>jak<span class="_ _21"></span>ością. <span class="_ _21"></span>W <span class="_ _21"></span>spółkach <span class="_ _21"></span>G<span class="_ _21"></span>K MIR<span class="_ _21"></span>BUD <span class="_ _21"></span>wdrożony <span class="_ _21"></span>zos<span class="_ _21"></span>tał s<span class="_ _21"></span>ystem <span class="_ _21"></span>zarządzania <span class="_ _21"></span>jakością <span class="_ _21"></span>w </div><div class="t m0 x5 hb y209 ff6 fs4 fc0 sc0 ls0 ws0">oparciu  o <span class="_ _20"> </span>normę  ISO  9001:2015  oraz <span class="_ _2b"> </span>s<span class="_ _21"></span>ystem  zarządzania <span class="_ _20"> </span>jakośc<span class="_ _21"></span>ią <span class="_ _20"> </span>w  kontekście  obronności  AQAP </div><div class="t m0 x5 hb y20a ff5 fs4 fc0 sc0 ls7 ws0">21<span class="ff6 ls0">10:2016. <span class="_ _27"></span>W <span class="_ _27"></span>r<span class="_ _21"></span>aportowanym <span class="_ _27"></span>okresie <span class="_ _27"></span>roz<span class="_ _21"></span>począł <span class="_ _27"></span>się <span class="_ _27"></span>również <span class="_ _27"></span>proc<span class="_ _21"></span>es <span class="_ _27"></span>przygotowan<span class="_ _21"></span>ia <span class="_ _27"></span>do <span class="_ _27"></span>certyfikacji <span class="_ _27"></span>w <span class="_ _27"></span>z<span class="_ _21"></span>akresie </span></div><div class="t m0 x5 hb y20b ff6 fs4 fc0 sc0 ls0 ws0">systemu <span class="_ _21"></span>zarządzania <span class="_ _21"></span>bezpiecz<span class="_ _21"></span>eństwem <span class="_ _21"></span>i higieną <span class="_ _21"></span>pracy<span class="_ _21"></span> ISO <span class="_ _21"></span>45001. <span class="_ _21"></span>Polityka <span class="_ _21"></span>Jakości <span class="_ _21"></span>nie zosta<span class="_ _21"></span>ła formal<span class="_ _21"></span>nie </div><div class="t m0 x5 hb y20c ff6 fs4 fc0 sc0 ls0 ws0">przyjęta <span class="_ _25"></span>na<span class="ff5"> poziomie <span class="_ _25"></span>Grupy, <span class="_ _21"></span>a<span class="_ _21"></span> <span class="_ _21"></span>w<span class="_ _21"></span> </span>spółce <span class="_ _25"></span>dominującej <span class="_ _25"></span>M<span class="ff5">IRBUD<span class="_ _21"></span> <span class="_ _21"></span>S.A,<span class="_ _21"></span> <span class="_ _21"></span>nato<span class="_ _21"></span>miast <span class="_ _21"></span>jest <span class="_ _25"></span>stosowana <span class="_ _25"></span>w<span class="_ _21"></span> </span>spółkach </div><div class="t m0 x5 hb y20d ff6 fs4 fc0 sc0 ls0 ws0">zależnych  i <span class="_ _20"> </span>monitorowa<span class="_ _21"></span>na  w <span class="_ _2b"> </span>r<span class="_ _21"></span>amach  nadzoru  właścicielskiego<span class="_ _21"></span><span class="ff5">.<span class="fs6">  </span></span>Zg<span class="_ _21"></span>odnie  z <span class="_ _2b"> </span>ce<span class="_ _21"></span>rtyfikacją  MIRBUD  S.A. </div><div class="t m0 x5 hb y20e ff6 fs4 fc0 sc0 ls0 ws0">posiada <span class="_ _27"></span>zdolność<span class="_ _21"></span> <span class="_ _27"></span>do <span class="_ _27"></span>zapewnienia <span class="_ _0"></span>jakości <span class="_ _27"></span>w <span class="_ _27"></span>zakresie<span class="_ _21"></span>: <span class="_ _27"></span>budownictwo <span class="_ _27"></span>og<span class="_ _21"></span>ólne, <span class="_ _27"></span>inżynie<span class="_ _21"></span>ria <span class="_ _27"></span>lądowa, <span class="_ _27"></span>budowa<span class="_ _21"></span> <span class="_ _27"></span>dróg </div><div class="t m0 x5 hb y4a ff5 fs4 fc0 sc0 ls16 ws0">i <span class="_ _29"> </span><span class="ff6 ls0">au<span class="_ _21"></span>tostrad <span class="_ _2a"> </span>oraz <span class="_ _29"></span>obiektów<span class="_ _21"></span> <span class="_ _29"> </span>prz<span class="_ _21"></span>emysłowych. <span class="_ _2a"> </span>Spółka <span class="_ _29"> </span>po<span class="_ _21"></span>siada <span class="_ _29"></span>równ<span class="_ _21"></span>ież <span class="_ _29"> </span>certy<span class="_ _21"></span>fikat <span class="_ _29"> </span>dl<span class="_ _21"></span>a <span class="_ _29"></span>Systemu <span class="_ _2a"> </span>Zarządzania </span></div><div class="t m0 x5 hb y20f ff6 fs4 fc0 sc0 ls0 ws0">według <span class="_ _24"></span>PN<span class="ff5">-</span>EN <span class="_ _24"></span>ISO <span class="_ _24"></span>900<span class="_ _21"></span>1:2015 <span class="_ _24"></span>wydany <span class="_ _24"></span>prz<span class="_ _21"></span>ez <span class="_ _25"></span>T<span class="_ _21"></span>UV <span class="_ _25"></span>CERT <span class="_ _24"></span>o <span class="_ _24"></span>stos<span class="_ _21"></span>owaniu <span class="_ _24"></span>systemu <span class="_ _24"></span>zarz<span class="_ _21"></span>ądzania <span class="_ _24"></span>zgodnie <span class="_ _24"></span>z </div><div class="t m0 x5 hb y210 ff6 fs4 fc0 sc0 ls0 ws0">powyższą normą w z<span class="_ _21"></span>akresie:<span class="_ _21"></span><span class="ff5 fs6"> </span></div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">16<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h24 y1f2 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">budownictwo ogólne, inży<span class="_ _21"></span>nieria lądowa, b<span class="_ _21"></span>udowa dróg<span class="_ _21"></span> i autostrad, budowa o<span class="_ _21"></span>biektów </span></span></div><div class="t m0 x29 hb y211 ff6 fs4 fc0 sc0 ls0 ws0">przemysłowych<span class="ff5">,<span class="_ _21"></span> </span></div><div class="t m0 x9 h24 y212 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">wynajem maszyn sprz<span class="_ _21"></span>ętu budowlanego i tab<span class="_ _21"></span>oru transportowego<span class="_ _21"></span></span><span class="fc5">.</span> </span></div><div class="t m0 x5 hb y213 ff6 fs4 fc0 sc0 ls0 ws0">Jednolite <span class="_ _2b"> </span>procedury <span class="_ _2b"> </span>dotycz<span class="_ _21"></span>ące <span class="_ _2b"> </span>jakości <span class="_ _2b"> </span>obowiązują <span class="_ _2b"> </span>na <span class="_ _2b"> </span>wszystkich <span class="_ _2b"> </span>realizowanyc<span class="_ _21"></span>h <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>spółki <span class="_ _2b"> </span>z <span class="_ _2b"> </span>Grupy </div><div class="t m0 x5 hb y214 ff6 fs4 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _2f"> </span>kontraktach<span class="ff5"> <span class="_ _2f"> </span></span>i <span class="_ _2f"> </span>obszarach <span class="_ _2f"> </span>prowadzone<span class="_ _21"></span>j <span class="_ _34"> </span>działalnoś<span class="_ _21"></span>ci. <span class="_ _2f"> </span>Jakość <span class="_ _2f"> </span>gwarantują <span class="_ _2f"> </span>umowy <span class="_ _2f"> </span>z </div><div class="t m0 x5 hb y215 ff6 fs4 fc0 sc0 ls0 ws0">wyspecjalizowanymi <span class="_ _25"></span>podwy<span class="_ _21"></span>konawcami, <span class="_ _25"></span>dostawcami <span class="_ _25"></span>i <span class="_ _25"></span>usługodawca<span class="_ _21"></span>mi, <span class="_ _25"></span>którzy <span class="_ _25"></span>świadczą <span class="_ _25"></span>usługi <span class="_ _25"></span>budowlane </div><div class="t m0 x5 hb y216 ff6 fs4 fc0 sc0 ls0 ws0">na <span class="_ _21"></span>rzecz <span class="_ _21"></span>spó<span class="_ _21"></span>łek <span class="_ _21"></span>w <span class="_ _21"></span>Gru<span class="_ _21"></span>pie. <span class="_ _21"></span>Wszys<span class="_ _21"></span>tkie <span class="_ _21"></span>działania <span class="_ _21"></span>na<span class="_ _21"></span> <span class="_ _21"></span>terenie <span class="_ _21"></span>użytk<span class="_ _21"></span>owanych <span class="_ _21"></span>obiektów<span class="_ _21"></span> <span class="_ _21"></span>są <span class="_ _21"></span>zgodn<span class="_ _21"></span>e <span class="_ _21"></span>z <span class="_ _21"></span>najl<span class="_ _24"></span>epszą </div><div class="t m0 x5 hb y217 ff6 fs4 fc0 sc0 ls0 ws0">praktyką, co umożliw<span class="_ _21"></span>ia wdrażanie innow<span class="_ _21"></span>acyjnych rozwiązań.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y218 ff6 fs4 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _21"></span>budowlane <span class="_ _21"></span>pro<span class="_ _21"></span>wadzone <span class="_ _21"></span>są <span class="_ _21"></span>w <span class="_ _21"></span>oparci<span class="_ _21"></span>u <span class="_ _21"></span>o <span class="_ _21"></span>bardzo <span class="_ _21"></span>dokładną <span class="_ _21"></span>dokum<span class="_ _21"></span>entację <span class="_ _21"></span>wyk<span class="_ _21"></span>onawczą, <span class="_ _21"></span>zgodnie </div><div class="t m0 x5 hb y219 ff6 fs4 fc0 sc0 ls0 ws0">z <span class="_ _27"></span>prz<span class="_ _21"></span>episami <span class="_ _27"></span>praw<span class="_ _21"></span>a. <span class="_ _0"></span>Wymagane <span class="_ _27"></span>atesty<span class="_ _21"></span> <span class="_ _27"></span>i <span class="_ _0"></span>certyfikaty <span class="_ _27"></span>z<span class="_ _21"></span>godności mu<span class="_ _0"></span>szą <span class="_ _0"></span>posiadać <span class="_ _27"></span>r<span class="_ _21"></span>ównież <span class="_ _0"></span>wyroby <span class="_ _27"></span>b<span class="_ _21"></span>udowl<span class="_ _21"></span><span class="ff5">ane. </span></div><div class="t m0 x5 hb y21a ff5 fs4 fc0 sc0 ls0 ws0">Podstawy <span class="_ _21"></span>praw<span class="_ _21"></span>ne <span class="_ _25"></span>w <span class="_ _21"></span>tym <span class="_ _25"></span>zakresie <span class="_ _21"></span>t<span class="_ _21"></span>o <span class="_ _21"></span>Ustaw<span class="_ _21"></span>a <span class="_ _21"></span>z <span class="_ _25"></span>dnia <span class="_ _25"></span>7 <span class="_ _21"></span>lipc<span class="_ _21"></span>a <span class="_ _21"></span>1994 <span class="_ _25"></span>r. <span class="_ _24"></span>- <span class="_ _25"></span>Prawo <span class="_ _21"></span>b<span class="_ _21"></span>udowlane <span class="_ _21"></span>or<span class="_ _21"></span>az <span class="_ _21"></span>dw<span class="_ _21"></span>ie <span class="_ _21"></span>kolejne </div><div class="t m0 x5 hb y21b ff5 fs4 fc0 sc0 ls0 ws0">ustawy: Ustaw<span class="_ _21"></span>a z dn<span class="_ _21"></span>ia 16 kwiet<span class="_ _21"></span>nia 2004 r. <span class="_ _21"></span>o wy<span class="_ _21"></span>robach budowlany<span class="_ _21"></span>ch oraz Us<span class="_ _21"></span>tawa <span class="_ _21"></span>z dnia 30 <span class="_ _21"></span>sierpnia 2<span class="_ _21"></span>002 </div><div class="t m0 x5 hb y21c ff6 fs4 fc0 sc0 ls0 ws0">r. <span class="_ _2a"> </span>o <span class="_ _2b"> </span>systemie <span class="_ _2a"> </span>oceny <span class="_ _2b"> </span>zgodności. <span class="_ _2a"> </span>Jakość <span class="_ _2b"> </span>wyrobów <span class="_ _2a"> </span>budo<span class="_ _21"></span>wlanych <span class="_ _2b"> </span>przekłada <span class="_ _2a"> </span>się <span class="_ _2b"> </span>na <span class="_ _2a"> </span>późniejsz<span class="_ _21"></span>y <span class="_ _2a"> </span>cykl <span class="_ _2b"> </span>życia </div><div class="t m0 x5 hb y21d ff6 fs4 fc0 sc0 ls0 ws0">obiektów.<span class="ff5"> </span></div><div class="t m0 x5 h14 y21e ff4 fs7 fc0 sc0 ls0 ws0">3.2. Struktura Zarz<span class="_ _21"></span>ądu i Rady Nad<span class="_ _21"></span>zorczej<span class="ff1"> </span></div><div class="t m0 x5 ha y21f ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-18, 102-<span class="ls7">26<span class="_ _21"></span></span> </div><div class="t m0 x5 hb y220 ff6 fs4 fc0 sc0 ls0 ws0">Organami <span class="_ _2d"> </span>spó<span class="_ _21"></span>łek <span class="_ _2d"> </span>notowa<span class="_ _21"></span>nych <span class="_ _2d"> </span>na <span class="_ _2e"> </span>giełdzie <span class="_ _2d"> </span>s<span class="_ _21"></span>ą: <span class="_ _2d"> </span>Zarz<span class="_ _21"></span>ąd, <span class="_ _2d"> </span>Rada <span class="_ _2e"> </span>Nadzorcza <span class="_ _2e"> </span>i <span class="_ _2d"> </span>Walne <span class="_ _2e"> </span>Zgroma<span class="_ _21"></span>dzenie </div><div class="t m0 x5 hb y221 ff6 fs4 fc0 sc0 ls0 ws0">Akcjonariuszy. <span class="_ _28"> </span>Podst<span class="_ _21"></span>awową <span class="_ _28"> </span>rolą <span class="_ _28"> </span>Zarząd<span class="_ _21"></span>u <span class="_ _28"> </span>jest <span class="_ _28"> </span>prowadz<span class="_ _21"></span>enie <span class="_ _28"> </span>s<span class="_ _21"></span>praw <span class="_ _28"> </span>spółki <span class="_ _28"> </span>z<span class="_ _21"></span>godnie <span class="_ _28"> </span>z <span class="_ _28"> </span>Reg<span class="_ _21"></span>ulaminem <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y222 ff6 fs4 fc0 sc0 ls0 ws0">i reprezento<span class="_ _21"></span>wanie spółk<span class="_ _21"></span>i na <span class="_ _21"></span>zewnątrz. <span class="_ _21"></span>We wszy<span class="_ _21"></span>stkich spółkach <span class="_ _21"></span>z Grupy<span class="_ _21"></span> Kapitałow<span class="_ _21"></span>ej, zgodnie <span class="_ _21"></span>ze Stat<span class="_ _21"></span>utem </div><div class="t m0 x5 hb y223 ff6 fs4 fc0 sc0 ls0 ws0">Zarządu <span class="_ _21"></span>or<span class="_ _21"></span>gan <span class="_ _21"></span>ten<span class="_ _21"></span> <span class="_ _21"></span>składa <span class="_ _25"></span>się <span class="_ _21"></span>z<span class="_ _21"></span> <span class="_ _21"></span>1 <span class="_ _25"></span>do <span class="_ _21"></span>5 <span class="_ _25"></span>członków.<span class="_ _21"></span> <span class="_ _21"></span>Zarz<span class="_ _21"></span>ąd <span class="_ _21"></span>lub <span class="_ _21"></span>j<span class="_ _21"></span>ego <span class="_ _21"></span>cz<span class="_ _21"></span>łonkowie <span class="_ _21"></span>są<span class="_ _21"></span> <span class="_ _21"></span>powoływa<span class="_ _21"></span>ni <span class="_ _21"></span>prz<span class="_ _21"></span>ez <span class="_ _21"></span>Radę </div><div class="t m0 x5 hb y224 ff6 fs4 fc0 sc0 ls0 ws0">Nadzorczą na <span class="ff5">5-</span>letn<span class="_ _21"></span>ią kadencję. Prezes Zarz<span class="_ _21"></span>ądu ma głos rozstr<span class="_ _21"></span>zygający we wszystkich przypadkac<span class="_ _21"></span>h, gdy </div><div class="t m0 x5 hb y225 ff6 fs4 fc0 sc0 ls0 ws0">oddano <span class="_ _2b"> </span>równą <span class="_ _2a"> </span>liczbę <span class="_ _2b"> </span>głosów <span class="_ _2b"> </span>za <span class="_ _2b"> </span>i<span class="_ _0"></span> <span class="_ _2b"> </span>przeciw <span class="_ _2a"> </span>da<span class="_ _21"></span>nej <span class="_ _2b"> </span>uchwale. <span class="_ _2a"> </span>Zarz<span class="_ _21"></span>ąd <span class="_ _2b"> </span>MIRBUD <span class="_ _2b"> </span>S.A. <span class="_ _2a"> </span>określa <span class="_ _2b"> </span>cele <span class="_ _2b"> </span>krótko <span class="_ _2a"> </span>i </div><div class="t m0 x5 hb y226 ff6 fs4 fc0 sc0 ls0 ws0">długoterminowe <span class="_ _29"> </span>dla <span class="_ _29"></span>organiz<span class="_ _21"></span>acji, <span class="_ _29"></span>wartości <span class="_ _24"></span>oraz<span class="_ _21"></span> <span class="_ _24"></span>s<span class="_ _21"></span>trategię <span class="_ _24"></span>r<span class="_ _21"></span>ozwoju. <span class="_ _29"></span>Strateg<span class="_ _21"></span>ia <span class="_ _29"></span>oraz <span class="_ _29"> </span>cele <span class="_ _29"></span>są <span class="_ _29"></span>aktualizowane <span class="_ _29"> </span>i </div><div class="t m0 x5 hb y227 ff6 fs4 fc0 sc0 ls0 ws0">podawane <span class="_ _2b"> </span>do <span class="_ _2a"> </span>p<span class="_ _21"></span>ublicznej <span class="_ _2b"> </span>wiadomości <span class="_ _2b"> </span>za <span class="_ _2a"> </span>p<span class="_ _21"></span>ośrednictwem <span class="_ _2b"> </span>rocznych <span class="_ _2b"> </span>sprawozdań <span class="_ _2b"> </span>Zarządu. <span class="_ _2b"> </span>Z <span class="_ _2a"> </span>ko<span class="_ _21"></span>lei <span class="_ _2a"> </span>Ra<span class="_ _21"></span>da </div><div class="t m0 x5 h2b y228 ff6 fs4 fc0 sc0 ls0 ws0">Nadzorcza weryfikuje <span class="_ _21"></span>pracę Zarządu i monitoruj<span class="_ _21"></span>e wyniki spółki. <span class="_ _25"></span><span class="ff5 fs1"> </span></div><div class="t m0 x5 hb y229 ff5 fs4 fc0 sc0 ls0 ws0">W <span class="_ _27"></span>ok<span class="_ _21"></span>resie <span class="_ _0"></span>od <span class="_ _0"></span>01.01. do<span class="_ _0"></span> <span class="_ _0"></span>31.12.2021<span class="_ _21"></span> <span class="_ _27"></span><span class="ff6">r<span class="_ _21"></span>oku <span class="_ _27"></span>Z<span class="_ _21"></span>arząd <span class="_ _0"></span>MIRBUD S<span class="_ _0"></span>.A. był <span class="_ _27"></span>czter<span class="_ _21"></span>oosobowy i <span class="_ _27"></span>n<span class="_ _21"></span>ie <span class="_ _0"></span>uległ <span class="_ _27"></span>z<span class="_ _21"></span>mianie. <span class="_ _0"></span>Pełnił </span></div><div class="t m0 x5 hb y22a ff6 fs4 fc0 sc0 ls0 ws0">obowiązki w następując<span class="_ _21"></span>ym składzie:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y22b ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Jerzy Mirgos</span> - <span class="ff6">Prezes Zar<span class="_ _21"></span>ządu,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y22c ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Sławomir Nowak</span> - <span class="_ _21"></span><span class="ff6">Wiceprezes Zarz<span class="_ _21"></span>ądu,</span> </span></div><div class="t m0 x9 h24 y22d ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Paweł Korzeniowski<span class="_ _21"></span></span> - <span class="ff6">Członek Zarząd<span class="_ _21"></span>u,</span> </span></div><div class="t m0 x9 h24 y22e ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Tomasz Sałata</span> - <span class="ff6">Czł<span class="_ _21"></span>onek Zarządu.<span class="_ _21"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7MAAAYKCAIAAACKgasiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uxdd5wdVfU/5857u5tk0wsJISSBACmQEAIJIQYISFUQBUVRIaiAqKDSxIIgqMAPBVFBaYqIiAoKAjaQ3nsJPaT3nmyy7b255/fHnblz28x7G4ICnu+Pn5/N29l5U275nvY9SETAYDAYDAaDwWD8z0PwI2AwGAwGg8FgMACg9B697vXr1i18c/amlatktVpqahq8w6hhI0fw62QwGAwGg8FgbDbwPZdNsbGl5elbbxt+8TW9W1r1h+0NpTfPPWXap48ulUr8UhkMBoPBYDAY739m/Ohtd/S86Mqhi1b6v4oRX/jY/tMuOrdbt278XhkMBoPBYDAY709mvGH9+uduv1Pe8/DO9z8dydwLjgW++dNz9jricH6vDAaDwWAwGIyu4j2Qe9DR0fHMV74x4b6nax4ZSeq44x5gZsxgMBgMBoPB6Dre7doUa1avfvQLXx334DN1Ht9rzkJ+qQwGg8FgMBiMzcC712ccx/Grzzy77sKfTXjqlfr/qvuGTfxSGQwGg8FgMBjvH2bc0dHxwAWXTLjh9q1l19Kg12/Vj18qg8FgMBgMBuN9woyXLlr82nd+OPHeJyPZ5erAlskT3v4FEFHrpk3tbW2lcrlHczMrwTEYDAaDwWAwM/4v4MHf/n7gpb+asHLt5v15t3E7vZ1vl1I+fc+96+/81+AnXhqwYs3a5u4v7bgtHHPE1CMOj6KIhwuDwWAwGAwGM+P/EJ66596dv/njzee1AD23HrJ5f9vW1rZk/vwFF/50wr+f1B82rm3p98TLnU+/+mS5PPXwD/NwYTAYDAaDwWBm/I5j06ZNT/zmpmG//H3NIwmgrVtj97YO/1dr+vcauO2wLn1vZ2fnnFdeXfjH2wff+1jfVevHt3f6xzTEcuC3f/zCgAET9tqTRwyDwWAwGAwGM+N3Fo9edNnEX99WU0MuRnzhyA/SVgMmXRHg0CuHDRk5eKv6v3TFsmWvnH7umIeeHVQrobnf2pbFP7tu4/idm5ubedAwGAwGg8FgvC/x39czbm9vf+DGmyfc8Nd6LuW1PXfe64fnND7/avC3rbuNLZfL9XzphvXr77vmV6sO/cz4B54p11fn13fu4va2Nh4xDAaDwWAwGO9X/Jd9xm+89NKqb188+sU3S7EsOIwAlg/uv/jw/SafetLyRYt3fGKWf0xHORr1mU8Uf10cxwvemjP3vof63PTXXd5a1CWzoLNbI4tUMBgMBoPBYDAzfkewaN78yufPGr1kZc0jX991xzE3/Hxsv34A8PT1N06sVgPHTN9t3x13KD7PfVdcPebyG3btqNT8xrW9u/dd32pS8zV77dbcsyePGAaDwWAwGAxmxlsSRPTK0890nH7+iDpo8YYe3Xqc/ZW+/foBgJQSX3w9cEIA2G9awUlaNmx4/Ke/3OWaWxoKndOxgDljt9942P5y3fpJv/iD/rxainpO2Y19xgwGg8FgMBjMjLck4jh+8Fc3jLrkuh6t7TUPfnGf3Ub/33nDUy229evW9XtzXoD4NncfNWPv4BlWLl/+xiOPNVxxw8Q3FgoKpxTHiKsG9lm2yw69Zn5iwtQ9EXHWQZ80D1i67eBdD9iPhwuDwWAwGAwGM+Mthkqlcv85P9j1prtq9reLEZ4/8oAPXPjdbt266Q/XrVw1eMEK/+DVWw8Yt9Ug//Nn7ru/35fPHbNhU/F3vXDEjCk/+M6YXr3UP++77jcTZi80D1h12H67GpfBYDAYDAaDwWBm/LawYf36J7/zg11vv68mLZ49brvyt0/db9pUp/Pc8tlzdohj//j1I4c2NTXpf0opn/n3fev/cd/2f3uwd0tr3rdIxBcP3LPPsR+f8YFp+otef/HFAdf+wTxsTZ8e2x9+CI8VBoPBYDAYDGbGWwavv/jS2rN/MPHF2VjryLdGDx923WVDthnq/2rja28E/zzecTv9c0dHx4MXXjrx2lsLpCcIYPYu28uTPzvjsA8hWqdc8pNrJiy03NJzjzxo/x1G8VhhMBgMBoPBYGa8BbBk4aLomFNHrWupSYvf2Hn7EdddNnjo1uFfL1oa/LhpRNL6Tkr54LcvGP+nu4sV2WZN33XS1Zf1aG52aPHK5cvH/PsJ85PWpoadTzhOCMFjhcFgMBgMBoOZ8dvFa8+/sOGMC0ata6l55DMnfnzGt04vkIDoExKmiBFHTZtarVaf+Oud0bU3T3pxdt6fVyPx2l4T6JAZux5+aFCC7fmrrp9kiFdsaO7WdtNPx4S81wwGg8FgMBgMZsZdQGdn5wOX/nzXK24aVKvN3MYejfO+e+oBnz664JjVq1YNnr/M/3zOmBG9V69ecfRJY0K/1agIfPHLx+x/xql5DuCWDRsG/uth85O3pk/af7eJPEoYDAaDwWAw/hfwziYJPH/fAxOuvCmqo/vyG4ftO/2YGh3sFr0xu1wNlN9tHDW884tnDyukxdUIZ3312BmnfaUgL2Luy68MWWRlGIspu/IQYTAYDAaDwfgfwTvlM65Wqw9ec/22V/6uJGscuWTowBXHfWzqccc4Kb8OiGjlI08MDfXpmPDX+4uL7d4cv0P5jBP3m7FvwVfMfuUVPO18k3kvGD54148dzkOEwWAwGAwGg5nx28L9l1858bIb6pGhGH7jFTsPHlzzhBtbWkovvBJs1VFAi1cM7LP2/NP2OOTA4vZ1mzZtWnfKOdsZkhQd5VLpJ+epxnsMBoPBYDAYDGbGm4MFc+a+/rs/7vzrvxTT4kok3pg8btsLvzOoDloMAGtXrd7qlTl1XgMBrOvTvHDS2MGnfXHqhPE1j3/pvge2m73A/GTeuO1HbTvszZdf3rB8Reem1s51G+LWVuqsUGcndVYAAITAUoQNDaJbo2hsLPdsbuzdq+eA/n0GDuzVp48prsxgMBgMBoPB+F9kxrNfeaX3gcdOqnVYpRTN+el3px/+oS4Q7mefH7tibZ0HL926/6C//mbf+jg3AGz8279LseWN3ub1uTjpQ/0B+nf9IawT+Op+kwd/9YQdx+8ihCjOEmEwGAwGg8FgvA+ZMREtuPSqemrWZn1o+j6HHtSlk7c9/UKdRy4aOrB05Q8G1U2LAaD3m/OdT3q0dW72c2iQNOGeJ+ieJ+b26bFgr92aDp0xfv8ZQZE4BoPBYDAYDMa7B0hEb/8sUsrnHnhw01U3jnv4+WIHaWu3xlc/uv+0887u3r17l77ikcM+Pea514uPaW8ovfzxg/Y658wezc1dOvmb4/frv2bD5tw4ANQh8LGud485+00RY0YN2n3i2N0ncd8QBoPBYDAYjHchtozP+OWnnt722DNqqrNJgFc/e/gB3/3G5lxopVrwWwJY27e55YrvH7D3Bzbj5K09uxcw4xixWhKdDaWNPXqsGLddPGFM91Hb9Rk2tKm5uaGpCQDiarVlzZr1Cxe3vjG7/NIbvRcs7bdidUNHNZKxkubos37Tbn+5F/5yLwC8vPXAjd/+8qRDDmxoaODxx2AwGAwGg/F+Y8bL/vK3oXXQ4tf2GLfHKSdu3le0bD8MZr2V99t5o4YNuPZHE0dtv3knX73TSF8OWQLM23HY2mmTyiO37Tt6h6Gjth/cu/e4xsbwKbbfDvbYPWHScbxqxYqls+e0LFna/vQLgx59buuFyyOZPKChS1Z2nnr+Q4feN+6c0wdvvTUPQQaDwWAwGIx3CbZANkUcx89/8KiRby4sOGZd7x5zv/jJPY49plfv3mHeLOWCBQvXrd8weKtBW201yK9ae+XZ5+ikbw5Zusr8kADmjRq2Zs8Ju5xy4uChm88yX3j08dbv/6TP8jWtvXqsGzVcDh7YfdexO35grwGDBr39+jkiWjRv/pyHH+ucv7D8xtytXn6r/8q1JUmbuje99qlDR37yo6PGjOGByGAwGAwGg/F+YMabNm1asM/Htlq2Ou8ACfDyD76+z3Gfzj1Aygsu/sX3r7hX/fPwGTv86uff7O1x6GcffGjAF85ubu1Q/2xrLL9y/EcP+M5Z77mHvmDu3Hlnfm/Us681dVYB4IUZu0/6+cV5NgODwWAwGAwG4z+D6Lzzznu7p4iipb/9Y+/1G/MOeGnfSbufeUpDTh4CEf3x1ju+efFfq6lu2uvz1vRqav/AVFf8bcjw4S8N7rt26bKW5m5z9ptC3/zyHkcfFUXRe+6h9+7bd6vDD549fodlS5f2X7xyyLwlTy+cP/yQD3JlHoPBYDAYDMZ/EVtGm+Ker5292y33+J+v6dO8+MwT9j62qPPzQw8/fsxXrli2qtX8cFC/pkfvuHD48G3rvIAlS5YuXrLU/3ziruOLu9/9B7B27dq35sxznnOpVNpl57EA8PITT618/KluDzzVtGHjuqMOmnLcp1nfjcFgMBgMBuO/gi3DGkd/7eR1/3y0T4vFbqsCFp95QkEShcLd9z/l0GIAWLO+44GHnzq2bmZ8zfW3fv/K+/zPFz/7y0GDBv53H/E99z3y2a9fH9udRHo3l1958GeDBg2cMG0qTJsKp8NzDz7cdOnVT7z0+vSfXcyyFQwGg8FgMBjvVWa8zYjhc2+79tm/3d33jn/3Xb5aRtGSMSObjj962gf3q/m3zT2aEMHxXCNCj+7/Ww2WJ+79gc49J7/+7HOP/eGWsQfuP3CrrXh0MhgMBoPBYLz3mDEAjNxpx5E77Si/enLrpk1RqTSqW7c6//DA/fa86qaHFyy10pT79+62/4xp/2svo6GhYZc9p8CeU9ra2nhoMhgMBoPBYPyHsYVLvoQQzT17dqubFgPA+F3GzTxqilN79tEDx/Xp0+d/9q106QEyGAwGg8FgMLYISv/1KxBCfPP0E7cfsfUNtzywak3rtlv32XvP0TM//VF+NwwGg8FgMBiM/y1mDAClUumYo4845ugj+H0wGAwGg8FgMN7tzHjWy68sXrLcobP77fsBRFy4cNEtt939rwdfamvr3HmnrT/5sf3GjtmxX79+6jAiWr58xT/ufvDOe55Zs3ZT/749PnzA7ocetM/AgYlkREtLS0dHx4ABA8yTr127tnv37o2NjQ8/8vim1izptqGhPHn3iT169Hjjjdk/veqP9z8xu7Mir/3RSQVX3tHR8fgTz/zyN3c+M2vJgL7djjhotwP323PncWNMNbcHHny0vaPD+cPRO26vZeOef+Gl5StWOQf06tm855TdtSBdZ2fnvfc//Nd/PLZk+fpezU377DVutwljxo0dzYOMwWAwGAwG4z2BevWMTzjl/Ov/8oL5SZ/m8rxnrrvwx9de9fvH12/s1KcpRbhVv27f/dphxx/78SeefOa7F9/4wmvL122sSJl90Y4jel/ynWMOOmBGFEUPPvTYSd+4ZtK4oVMm7dDco2ntuo2z5y595Om5f/v9+UOHbj3uA597Y956/YcD+jQ98OfvrVq95jOn/Hzhsk0A0FgWf77my489OSuo2vanK0/4xg9uXrhsY8UQTWssR0ceNPpHF5yi2fmI3T67eIWrHPejbx321S/NVD8fffy3/nz3684Bu47u/8jffq4U1u76+z1n//Dm2QvWVmMwv2japKFTd9v+oqvuz1Nt4yHIYDAYDAaD8S5BvT5jn0ATwUWXXnfJtQ9KaX1ejWnxytavX3Brc49up13wh+WrAzILb8xb/7GTfvmzc1ee8LlPSZJr1rX94e+v/OHvr+gDmruXkm/0ePusV9847uu/bu+U9Vz2uT+6Zc7iFufDjkp8050vP/fyN39/1enjxo5R91J8yzkHJN7iNWvWnHDWr1eubfe/6N7HF9z7+HwA5KHGYDAYDAaD8S7H5mtTtLRV/u8alxZrtLZXTzj7t0FarBDHdMlV/1y5cmWXvrS9o3ruj26tkxYDwCtz1ub96tW5a48/9Sdr1qx5m0/w1dden3HEWT4tNsC0mMFgMBgMBuN9zYylBDNBIkSO4+IzLF6+aemyFV360o1t1dfmrqv/+O5Npf323PaDU4f3ai77v33utVV//PPf387jq1ar3/u/3wT59+iRfWd+bMKU8dywg8FgMBgMBuP9zowVPn7w6N/8+LPbbdMrfHYB++yxzQmf2K1Pz0C740oct7d3vKO3d9Kn9rj9xgtvu/HCM08Id+N75oW33s75161b/9Iby/zPhw7sftv137r68nNu/+0F2w5p5nHGYDAYDAaD8e7H21Jtmzh6wC8v/UavXr22GtTv4M9e7h/wtZl7XXje14UQk8b/4Yvf+aPzWyKI43jzvrp/78ZD991xYL+eLZvaB281IO+wE4/7aFNTEwCcePxRv7n1sdkLNjgHzHpjqZRys5/A0mXL5y7a4H9+6IzR22+/HQD079//7C8d/JVzb3kbX8JgMBgMBoPBeNcz45HD+vfq1QsAhg4ZHDzggH33EEIAwKCBfbfgRQsBv/nJCQcdMEN/8pc77g8eqS4PAHr27Dlh9BCfGa9YvWndunWbfSXzFyypVAMpJVN220n/3Kd3T0QM1BIyGAwGg8FgMN5NEO/o2Uul6J04bb+ejftMn9pFMi2aezT6n1diam1t2+wrWbd+Y/DzrYewHBuDwWAwGAwGM+N3Hid+aqrKkagfiNi9W4AZx7Hs7Ozc7CvZ0LIp+Hn/fn14bDEYDAaDwWAwM37HsdMOwzbjryIRUE8TQkTR5ju2Ozor4e+KIh5bDAaDwWAwGMyM33HohsxdQjDPtySwq+5n65w5HQQ7Ojp5bDEYDAaDwWAwM343Qkq5anWL/3nPHg19+/bJYb3Zz+05vuHu3cKseu78ReZX8zhjMBgMBoPBYGb8X0ZLS1Ih197e/tLrAeHh7bbt19DQEPzbJ597U/2wdOmyl15bHjxm0MAwq3786Vf1z6+9uTCOWZiCwWAwGAwG492O0vv79u785wOnnjyis7PzD7fcFexUN33KTgAQRYH0jFv++dqwc37Up3fzH+98ZtGKcKXdDtsPbyxHHRVXlfn2e17e/29377D9iFden3359Q/yOGMwGAwGg8FgZvxfxhk/vOOCy/9eqVJrR6ClSFODmPnpIwCgb69uC5f53Bcv+/VjxecfMXzYLjv1f3qW2+N64bJNHz3xlzy8GAwGg8FgMN5DeP/nGa/fVA3SYgSaeeRuffv2BYBRw/sVn6RHt7DWRHNz80cP3o2HEYPBYDAYDAYz43cpPrL/DkMHdi84oHtT6Rsn7XPBt09WLfo+cvCUYEKFQr/eDZ/9yMTgrxDxtK8cf+6p++dRZwDYfdygnj3KPNQYDAaDwWAwmBn/p9HcPbr0gi8/9rdLDthreJDvCgEXnH7oBed8tU+fpH7uE0d++KgDR/sN+xBh2FY97rrhrH2mjc/7ulKp9J2zvvTVmdMRA2V2u+404I7fXdC7RwMPNQaDwWAwGIx3OerNMx46uO/Y7fo6Hw4bkiQhNDY2+L8FgB7du6kfevbs4R+ACN27dyuVop1G9lvf0mH9YbdyuVwGgFHD+5cil7737tXsfDJwQB99/h1GDujTp3evXr1uu/Giy39xwyW/vGdtS6K5FkU4dfyQYz8x/egjP+yw2+t+fs7Bf77re5f9dd6SRNyte1P0+Y/vfs5ZJ/Tt23ftug3+9W8/vL9WVj7j1JnNPbr95Ff3rVjTrj7p17vhgGmjvnvGcU1NTTuM6Ner2SLHPXs0vEOtsxkMBoPBYDAYmwfM61XxvkG1Wl24cNHc+QsBYPuRw7fddlhBo5DOzs45c+a1bNzY3Nxj5IjhXW0C0traOmfuvLa29j69e48cObxUKvEIYzAYDAaDwWBmzGAwGAwGg8FgvJcg+BEwGAwGg8FgMBjMjBkMBoPBYDAYDGbGDAaDwWAwGAwGM2MGg8FgMBgMBoOZMYPBYDAYDAaD8faYsZTy1tvuGj/9C92HH7XDHjOv+fXvly9f8ehjT46aPHPU5JnjPvC5D3/y9EcefQIAFi1avMcHT7r40quV8MWyZct32vP4O+76l5Ry8gFfHDV55uipx3/k02fd/KfbOzoSGeP7H3xk1OSZp33rEudLH3v8qVGTZ15+xfXqn985/yejJs887Zv/p858ypkXjZo883sXXqGPP/K4s0dNnrnjlJkHfPRrP7/qhpaWlvb29jF7fe6EU86/8fd/3nHKTHW16r+x0z63ceNGAPjzbX8bNXnm1INPXrZsuTrPrbfdNWryzFv+cpd5MYsXL/ncl87rtu2RO+058/rf/mn16tUtLS0fOebMUZNn3vqXuwBg5cqVE/c94cCPfa1arQLA3Lnz9vjgSRf9+CoAIKJvf+8noybPvPf+h3jYMRgMBoPBYLyHmXFnZ+dp37zkhG/8dtjQ3id9ao89xm9zweV3/erGv2xqbZu/pGXk0N4fnjFu5ZpNn/jiT9etW1epVBYubVm7bqP622q1Om/Jho2b2oho4dINjWVx1CG7Llyy7rjTb7jm139Qx/z97sfXbmi/456XK5WK+b1t7e3zl7SsW7+xWq1e/9s//eJ3j3/qsIk/PPdURFy1atU/H3xtzfr2y371wJIlS9XxS5ev39TaecSBOwsBZ/7w9u/+4Eop5bzF65et2jB82JAP7zd2+Na95y9p6dur8bD9xn5oxlglOXzrnY9uaOl45uUVTz3zgjpPS0vr/CUtLRs3tbe3VyqVarV64Y+vmnzImU++uODkT0/ZZafBX/7un/b60BlvzZk3fsw285e03PfwCwDwlzvumTV7zX1PLnzokccB4Na/3jPrzVUfPng6ADzy6BPX/fGJpSs3fe60qxcvXsIjj8FgMBgMBuO9yowfeezJK3735McPHnfn73902UXf+N21F7z0wBVnn3aiEAIA9p8+7uILTr/pF99YsaZ91suvFZ9q9PaDvv/dr/72iq9LCY8/+yYAENEt/3jxW186ABCu/tXNwb+682/3fO38WyaO3eq7Z39JNeC4+95H1m7oOOeUg1rbqrf+9W595KB+3b952uevuez0/r2bnn9lkf58+gemXnrhWUceugcAzJi642UXnXXJ989oampavXr1Xfe/8asff653c/meB541v/SZF2bvdcgpTz717Pz5C87/6b9WrGm/7tIvX3rhWX+6/sJvnjxjzqINV15320nHH1US8NSLCwDg0adeayyLxnJ034PPEtEvf/fwzjsM2Hnc2Gq1eu2Nf1+9vvPg6dstXtF65bV/ZBlpBoPBYDAYjPcqM35r7iIA2G389qqBnJSyublZSql+29HeuXz5ij/e9q9ujdG4sTvVPBsRPfv8qwDQs7kJAJ57/sWVa1o/cuiMnXcY9ONr/qUyHEw88MQbJ3/rhtb2yuc+OUN1jSaiq397z8SxW02bMn7IwO4vvTLfOf+8+Ys6OuPGhtpd6P7813/1bG6cNHGXIw/a+YEn31KcVRHXq29+evHyjU1NjW/NXVCNQSCM32UsACDiJ444oHeP8txFq7fZZujee2w7Z+H6jo6OeQtXH7LPqJ1G9n1rwcpZL78yf8mGSeOGAUBra+v9T8wFgI8eMgUAHnpy9qZNm3jwMRgMBoPBYLwnmXG1GgNAY0MZANauXbvL3ifsMPn4wz51VkdHJwBc9ftHdzvg69/76d2nHjetb9++ij1rt6j6QbdkvvfxuWOnff6M7/9pxNY9jzps+vr168//0Y3bDulVrVZ3GDFo4bLWX1x7s+NSXbl608C+3QHgjbcWql89/cxzjzy/ZNLO2/bu1Wv86MGPPTevpaVFHTx7wfqph572yS/9rKEhOvrwqcX3tW7dumtvun/bwc1tbW2HfnCPuYs2/O0f/16xYuWFV9wFAF/4xKSXH/zZxF3Hd3ZWAKCpIdINn6NINDZF6rFc+J2Zm9orv7j2pnlLNpx75mcPP2CXWa8v/eFlNwHgtCljAeCe+x5evGLTnhOG7Dp+dM8e5admLX31tTd48DEYDAaDwWC8q1Cq87hxo7cHgGdemD3zs9CnT58LzjjyU6de17d3N8VTP/+JPTs6Kz+5/pEVq9YDQM+ezaWSWLBkTRzHpVLp+RdfkRK23WaIOtWkcYMvu+DE7t26DRw4oFevXrff8c/7nljQ3lnd49BvxzEBwA23PvaF447s27ev/vajDp34heM+dtTnLrjqpsc++bGDRo/e8a5/PkoEl1//6M9/+1g1lpLg8SefPWD/fQBgm8HNv7r0iwMH9O/fv2///v1bW1sL7uu112c/99pKRJzwwbOIoKMiL7/mzkuGDp6224i5i1/aY+IOAwYMAIBxY3YQSK0d8fMvzNpj94kAcPOf/7lidfuh+wwEgHFjR2+3Te/vXf6PnUb023nc2CGDt7roF/e+NndtQ0lM2GUnAPjzXY8BwDOzlk097NzOipQEd/7j4T12343HH4PBYDAYDMZ7jxlP3XP3b5287y9ufHTdhnOGbzNg4ZLVRKjdwD16NH315GOWrlj3l3+98pmHHtt7+tSDp+94050vfu7L5wuBd973xrRdh0yZPEkd3Ltnt112Hqd+llL++Jd3tLZXz//agVN2H1utxsd+9eo35q9/9vlZ+8+Ybl7A0KFbX3nxyYcde/EJp11+9Y9PfeipN4dt1f1n3z+uW7dGADj7B7877bzf3jdhHAA0NURjx+xoEusC/OPfjxPhVT84evi2QwDgyl/fdfcjc16c9fo+e4278Y6Xbr79sRdmzQWAYz958AWnHfJ/v/z3iWdcue+eo5av3PDnu1/fbpueX/nCxwCgsbFxwughr8979cDpYwCgf//+Uydu89Azi3cc0XvE8GFLly579Nn5H/3gjl/4zEGlUkQE511y8+13v/StMzsaGxt5CDIYDAaDwWC8SxCdd9559RwnhJix95QRQ5r+/cjLz85atGZd60f2H/uDb89sbCg/9+JrM/Yau9eeexx+yN4PPfrEP+977qB9J37kQ/tuXLvkiefnL1/VsuuYwT+76JQBA/oDwD33PjJ2x60PmJEkObz55lt/uvPhUcP7Xfr9U0fvtOP2240YObRp3vzFQwY2T959AoHYPPEAACAASURBVACsXr3muRdf3XvP0ZMm7jJk8Fa9ulWeemHuA4++UOmsnvTZGcccfcTIEcNHjhiOcuNLry1obqK2tra+vbsdfsh0TTrjOL773ofHj97moA9OA4D5CxbOnb/oA5N3mrLHrgBw9fW3j9m+//fPOWW7kcNHjhjer3fDi7Nmr16zYfJuO705Z0F7R3XRsnWLlq3be88xn/7kEcd+fPrzL7z88DPzWtsqJx4z7YqLv7rddiPVt7SsX7146fIvfObAkSOGA0DbpjXLV6w6/hPTp0+b/NgTT7/08pxzTv/UPnvvNXLE8O1GDh/Yp/z8S3N2HTds6yGDeQgyGAwGg8FgvEuAXRVJ2LRpU0dHRxRFPXv2FELEcbxp06ampqaGhgYAaG1trVar3bt3L5VKcRy3tLQQUY8ePdRvAaClpSWKou7du6t/VqvV1tbWKIp69OihPiGijRs3lstlJUChzt/Y2KiYrjpeHdmjR48oitTPlUqlra2tXC5LKdU3aoc2EbW0tJRKJfWlnZ2d7e3t+oQtLS36uwBASrlx40ZEbGpqamtr03et7ggAOjo61OX17Nkz85mnp9WHqX+qx9LZ2dnR0dHc3KyPj+O4tbW1qalJVRMyGAwGg8FgMN6TzJjBYDAYDAaDwXhfgrtDMxgMBoPBYDAYzIwZDAaDwWAwGAxmxgwGg8FgMBgMBjNjBoPBYDAYDAaDmTGDwWAwGAwGg8HMmMFgMBgMBoPBYGbMYDAYDAaDwWAwM2YwGAwGg8FgMJgZMxgMBoPBYDAYzIwZDAaDwWAwGAxmxgwGg8FgMBgMBjNjBoPBYDAYDAaDmTGDwWAwGAwGg8HMmMFgMBgMBoPB2FyU8n7R3rLukZt/iilA/WeAiIgIAFB/jqCOQUT1W4EoUKgzEJGUMu8MmP5h6AcABERQB6s/dH5ARCGE86GGOpUwbiC7LwB1YXEcq8sjA84Z9F2SJAACAHVz5gFCCCKK4xgAyuVyt27dokgAkJRSCJEdhihQBJ+G/sF8XP4tAwABSPXQjdtJj6H6B4GMq1LG5vn1E5AyljKWUqqzO4/FflzS/YCIKE5eMQCkfyillFKCJH2p7kBKb0l/FSKW0oEEgFFUElEEzvhQvxYChDtWzYeTvS9MnhGGkA0bzG4qOK7Ur9QI1ONcSqlvSgiBIDB5BoH3Yg5jRFRDkYjK5XJ7e3t7ezsilsvlUqkUQTKV/GGZd05zXKUDGEXOH5pT0rxl9UXmfamXaz5PZyL4jwhC4wcQZDra/ftSnwgh9OzOu10AAgzMVv85mCd3noztM7Bux/9BDXihBp9xm+qs5hxw1j01JEqlUvCh6Q+FSNY08zD1ibNEoHGM+aXJMQhkPwf1KyKKoqhcLkdRVK1WzVeZswCiXsGsVci4R3WAHqLmjSezEymddoCofkT1uKwVCUhmAwb08MiuK11UzEeqvj0ZKogE5K9H9vKCeQPGO9IdJ+aLc8YVehulebzzBrPjCcBYRsKTxb4w822a08RcIvwlyzlDeMICQLo9OYc5V5WMQOO+zE8wQhThPzRXleJtDqQEkv4fqoFvXoa3EOnD9ISlwhkdGCQOVSAgCRJCM84ZjQULstoM1bCP41jGMcWyWq3GcawWf3MxNFckIUQURfp/hcCoZD8Y0G9NIAoBQJLU7CaSMt2OkwUzvZhkMzYehTndgJKTmrdprjPpwRL0Q5L6mcjgc0jGrZTqSvQs0ycMcjl9eXEKWY0hHfz6jajr8VcqhwkQyVjG5uIwao/9D/j8uTWYMQEoPqRnBni7qcWJQ98dXE3yFpTinT5vKNf8VfH2r1cKvSQVrIPJH0o1NygZikD+3q95thAiioR63eZsESgUt9PbavYYMzqYMWlNK8G6L0LC4Nw2ybFjM9jcmgAIvGGkn4MQICWaD04NO2ez1yaDRwgIlL1hb6IkpU/dC94mGq8HAL1xkhhvmRWXfqPDLbzxBv6odpY5Svctl9FlyzIm/xGai3Wy7QOqyEzBgMybL/o5q3UQa02QvMniGjMyl+UHL8NZ8YNs0p81am0q2IfMUVNAZ52dL+cxEgTWp8D1F6xOgRXQWNjCzECRLyDngrWNlGdQmQQiaB2pH6JI6Cdp7rjWvDDOYN6gflOxMXLV0qSPiaJIHxx8Vv47NW/Kp+y+/enevtpprR8tZkwpM3ZpgbGIEZEy5M3L09uh8kogIkYiuLCEyBPkcVBnwIQhMJnoxi0QJaND/W9iaKUGFdkzQP2FSKd8wTf6RFa/6HrgD7OcAxAQ8hYEczfU70VzKdNQUSfJe7Z5loY55gGA0OdXhisux4ogUit31xZMZ8Q6K0ZyDGDNmVITQghEoaxTkgQpJTQN1ziOzR1TrdtxHFer1dQdA4gSMo4WKXebOjlismMmY0+YkzShB8m6SiBdj5g0HzMCmguaOTUsYw9SoqmpMQEZVo1ivamRjJQMHlJ+z6BTyTG/1a+q1Woy3wUiuZ5Bf5MKW1yQO/yKmLE1yQFA29c52zO5DFm7BHKprbko51y6vZwGvlevKmjQFPAmBOZNSP/RmI81TBeQ9DGICEgO29avX48w5ZW2vx1FLAucbUHT07Ui0gt02V6t5UAPVsWMTXburlaUTieDoJg2gGntUep4DvF8a25Auj8iFpmGDgNAjxlbn9jMOPSHgS0tl7EFpk9gXc7ulAzPHCWLSXAW1CSjJh1UP5dKJdMmLjhJQczEvPA6aXruwMvfAxxHbMiCss+JKND10hUET94O8qJA1kgDx0ytvdWRd1jBpDadsnmuStNz41vyzh6glwjMdlzbTw8E6BIIvaWpi3FCBMF3bTIAm39Y3tM8T0cWBSJjryDPF+Wv3d6Cpia5H4hI7zcZ4yih2IFaJ1WqwYzTFSgwLnz+ay4G6C6U5OwzoRu3lyRvs0Pb1ZK/2dU0Ec3YUXBs60CZtuG1Myjx3wsVl6PiQFlwmmSjGjHnDMny60w044KzZ5UuNQBqt05Om3613kSTJ05GrDJxXtlfjHkPpJYB7zD4dMUTiIAohEM91dkyp6xU4dsMRFKS6bMhtGx5oba4klDxVRAi8wCqB6wd2PaNgBAZVVZPzQkmW69PqHgySNJkQB+pIjMU2Oasx+Jeg/NgLfJgmMGK9xf7Q4Mrmzs2vDdbKp7yxSuK4wftksGaF6YJTVE9S4s2e4Obo8uNE7qSOHrzHxIQJMZODgEH5WixySuay5pixp2dndVqVZvOUgKim0mifBtdctdltnjq8CB3ihqWrfGaULuHLWdn9oEb7M7Gr+kdB9PbJGOZsMFss5dESGkoE9WyaLg0tBVZ4DBWiynY0wfTZBqXlqW2inEXlOwOyf8L0651X36IGVsBtXzGjB7bcNy9wdhl3ubkBKpME0sxY/UECriUGUiqORFR6PQWMoc42hk+AV6o/0ZlmqAxcswonRp4RJh/MdnSgblO5Xp4v+kzLr53M8qWM+l0jhMlcytEFrNBqDi9tEZLupcHzNOMbAlRSv21ecw4ljKuVooT2JQDOMiMM+MEAdNFw4xUOqkRecHuvGBg6I2YlCJs3NqsoMgzakyHwJpt5iT4cydorph36ofji5hZYfISIhJigS8iL2nB3c51+NFwNHmxMWecZMMuc+I63BxDriKDlAdNd/J+tMmiFY7TfkbNlXUsQnOkmjudH0C2JneAZtg3JATYC5FB+AwbC31vYcYX9KhAP1XLGksCwEm6cH2f/oh1CKHe/c1kCSfqqkKF1mZHlr9Ayriz0q6ePBHJmKTUqaGk6LTOhQAgFMmsj6IoijIuoQZwFCVJGkbuXBzHMUlphou9hSLxXmcj011j0aRGFsO2sq10yhYEMza1PWAyogiFyE/DCK4M1pBDsMiP8dZKxR5/DLnx/PSg/EUBgmtGPYmSvk+iOEOo5sVIcOd2EgOnbEcXaK3Y5MTcKXH/eqsbmusFIjY0NICb/abmT5KPS2SNGCdeHGRaYSadOksNZmw55NAwi423qUkJmfulGSZOxjhJveR53jVIaUHmrHGzMgxTjIAQQABKQCpMg6bMhWIkR6rEESn1XWXMVaDQCysBUZJiEtr2MOR4QPuZGauY6YvK8ZYVONtqrPi14v6VSkX7YDbD70V1+jvzn07YUQ71JbGjMkYpj2qT1OMXihlYgEYEvHMyMPxsT5IT8Q+eKlvWMODX89ibdUvoRXrN32RTEBGAqjK2Nw/PmYggSpH6AsxN7idnrvnLsmLGfpwn6J7Io4na7tVzxNzs7YQ0y/nkBWlEksBKYaeOrBXTKLBR01269rww3Io1sn2KXZt1XlV9vyXYHNe2v81ZDwBdpzWmZSikU0B8nzd6c9x5Knq70YwFgITAKBKlkjKYJclwhX/BBAxWEEGSF1EYxkOTPRYtXW8z1hT6bUohqPjbrLC6wa3Ml0d+fJW886q3puZat1I3tUEDgGLGad2UkfeoUkClpCRvg6rVahxb+Spkj0mduqhcfwJQeWfMdMr0pEkKs15gKY2SGyYTOAkxCf+2kyXSG0Eh0EnLNHN1CiZ1cepBMHhuFTkYf1QqIrUh5425pCaOkZBjTfst9b5HDu9JD5SUOheDMaZg9Ce0jJHt/QpNCnStyIQyGs8FMZSLYUbGk8RZ9+R2JMz03KSXKcxMAKKAFyHovPEy9wMFPf5qbj4hIbLyueLV38nJSB+Il4LshpLVqkCo3iJlBVGW8UygvFe298sfx2FTShKJzCWZrP6CsnCsmdaQUGRrlQn5wySQ8vjY710IfcvGwMSaiy0FHBH15VGYlAWSHNOovb0djGRQSQTKPvZ2UUofCHkMK5dJ1u+zMaNNCa0hbXPXCEfb84JCj4skdYlSBFa9XAckohFkVsMm2w8CUdqCbGXyJ5cZ0VJrv5rnZIdrffaZxcFyh1biW1bHCG1ehtIB0SCqoUJGlFLGsSSSatdRv0mP1KEV8OKcphVM2RKZrmOaX5I3R3Ly1gjsIePWk2VfEXCz1YwuBpanfH5DzgXbcwNDC1LATwSqopCccsCaVCw4yCknTckYsX4o1Jlm+UuU3rUBKE1lJntD9Jf2QkYr1dCSqY2XloUJo3jLDTvnebgK0g88SwyLXGyYvyAghly5dbgPAvsmBmMRvqGV9zyDjsWMR4bKhY1IfsahDI81CIQ0jUHxlDTxQBJQkqYsKVYEVCbFZ+rnrHw+WZARVCqwiIRAjFQZuRXiSDZcgagCFVaGGDppLaTLkNwCDGtB8zb9lIX7nMckBmYKcv0BXoKi1PBSoSVk7QGOxyX5p5f+mLuxEfk8KCUwSJkDMMd2t2cE6IyrdElFu5bWf44mS8uLcPmFw+550Ao4G29Ie8IIEWRqjEhdg+plLQdirDkeLwhV9xfKRJBP7AtMrkhE5VLJDpkZyyhl9isaORzk+89UEXF6y5AyS/NrveHhlbmkgYZwtMGOk7o0JUhXrVQq+7mo+FSqvGL42Y3UnPy91lRsgJwiKl3JZY794ItzTGq1wQghyuVy9oeY2h0E4RIZz1UZoMaySJOhoKrdtYohDnJ9zC9qDJTk5zvj6yyVy8lBtJgu6ZdgvU7yWVfNmBMZBSLBrU92Za8tfIDZbCQCL52OtL2XZQAb/hX9vmKAahwTxVIqIzAJmCYFsslKHhdkB6X5SAEdHmciBCv2zE9EqosS5KmWwxzAL6LQR8uc1YxqBjGN4AUiagUG73rMK8J8qgRAuYOHCoaWLhQmMhIUDPeNcQxY7x3dhUwHx0KJar4L1awLDOQthKrkwcvX0pNU1ztGUWS6FQECvMNMlHec8f4i4EWasKaTPvNehSUByAwIOq+J0tQvxFzzmELWkR9YCJs99vfqGn13JaS0YIXI9K/lZF5JyLIyRFpQoGiMYUbKpDZcx9akVFIY6j9JALoIkIhiiGUsAWQMBFVAREEQx9UstVdgVEpyZnQChhnWToi1cErPpalPINMkjTzvr5+84SQsEFFsnCRYXeq8CKdyo2BMlWqu4DX3jDpjTMWlTjW1VBy3Vl59QK3wVq5KQP0J0yISxjmF499IsrYodtzk5NTbGgXIuR5cr9om72A/O16b9VKS73V2OEqMcbVSgXCWqkomhkiVkyo2lFNZnHhYnSRgCkTgHZ+xY3tk2Q1kRyqSsB8anNWtvbNXJd936/8q9QsbxxKa4UcrJoLor41CLTfmfum+XIqDu3bN0auS9uBdAH/2pbFSsncNc9SjEC7Z8vcDXQtS7DfaItefl2fsrAOhqBxaBlXhAijt2R0k+nlZ5sYer2mbTKwQCY71jyJjUIl3IVnlKM1nRpIgjATQcrms7jHTcEhYctFjJ6I4lj4DMGOj5ljNK1+jOC5ir4VbiZHICLbT2lxmyQlBuGuLxbq3wL72NgfkFv7e3MRpmxALM9iZsels8Q3JfpoaII4EjZlbrMdSJIQEKrhNM0ksryI2NTWp3gGDSVKyEUOu93lSQdQy/zXVrnjOWWfClMNgxkEhS/9MIVe0NLRSk1cgEgG95H0pGdDEcwxIILTvhkimqmjVWCm6SkIsax9zLGW1o+J7GNNi/eREXnGkUOS4+KkSJUtTZk57WhM6LlG8cXSJlzovvrT5E9vgJj7xCm0/6Fe1hwixH7awVPGKvVPBlMSsSik0VbJF3NAYMHe/bG8DNHmf7ddxrgkzBU8UaQzc+FIhCkzPYjU6y5Gf+HApo6WYRlOS78mSZSWaHvEsngHat5uJaWR2nvZHoNqdQ3GNJI9TKh1SkwNJzx6U5AVHckt/jGRiTX7ND5L1JU3mhlSpBlCFoIVfuexuk0XeHhUpdpwFgav2jGMviCNlml8eSt/T5WvKVRBFkIpP+QtonlpqFzZaTNfIUNJO8S5uDg8nPSDHcevPUOFaUxjejKmLqZch32Itb6Iz0lAnaSLkpqwhIIbDHfUlpfiq7ZBbd6tdgdJ09CH5kWg0mIG6fv3nUvufIlV6g64SsJmVoU1rc+A5Is0Q0v3VTiNTOc5lPEQYzP43zNDQsMyCV2obrxlPCCUl6C/SAmpFtKYLDDXftZG3uIXXilrjU2fgWBWKfs118azxvARm9bMTMUZLbdnS6TZFu0QUoRCQJFhqlSekTPIzNyhUk9ZkhZuYeyvWSMKwp995pPnf7paoW1E4Y3fPm/V2/SgVWODhcUsEBEgYtOTJzGQj670HV0s78UA63y5EBACS0K5uFwAoRCREVCqViCRm+b5xUpknc0XNM9lC9/kkvFwvL2hIWOozaG+6Xwjh6KOnIsrhp+2EJnJehEOM69CmMISM80Wv6irYQT9XwfAb+YLYdlDN+3ZzETADozX3JFVAAiHCbq5MmCZHmakF6HC71IrNczSbq0YURfryikxA3wayq7l1cqj5piMRIZi1q2ldBQJ4cvSBgk1ldRAQoaEFY+x/aYohxVLJK5qVgk4GSAkSLSVltEpymbGRTi9DzFBxecVwLQdkpqmHwmPGEUaRECJJw8hhxrlBiRCnLNh3C+hvwTGUFle4SR12rFE9+3K5JCVVq1XUWw4ksok1a0/rIbgChf/Yg60ZICenU8szQb6yge3DyB/5iAQY9MXaplsdhnFo7ktrqBu7GgZssExSzAh0OMX5dtKn6X7MLtPc9vKcxwXtIczBbxZMm5IXnr4bmfQPsro9qfrGKBNLhT6dGJSiy348x/O1W/5CX9lUKa2aJ9dh1my/EVEpilxnPGamqM28EaySYP0e0hGcPAvUYawalhRaxIWowGLCAu+gK7hRh+OQ8kW7i5PoAnZ5nlWvt0ZPBT+oHEzmxmlv6QQkiUS6ooKR0JmkiiNi6idOjKuk7hmUjLQ6v3IL+0Mr2E6opiu3DqdsUYmCtDL7XT8d+UkshsvC+F4U6Dy1JDKmVT6sc5Kz+JjysjltE9JfB6OFliAshsdSKufqZGNKGROYHYL06kFIdiaD+jlZM4SycVKdOCnjuBrLqi/h2tnZmfi5pUV29ZGIUCpFppWuO6MpieI4jnVBoZ28l0QXHUk+EYH0Vi1/dOX4HK3B54ycUi3XBuZmwQpEoytSMVeoP9ZZ8wzKKNXeFL1GeYXnWrU32xpjkonwNWreSc4MDC6u0t6b0WLwRrWWbQPZC07NGmf09vhQYFCn24u6JAKs7J/8V61aFQYkspOUaYISIYFTJWrlA0kZJw7rhBkTSafaNi1AlT7Tyl49IWYOCUJQyhNhPooCE+U1RBDo5F3orl15wwm9nTsc2ssZq3lC4kHlwUJ/qmngAWJEVI1jiRghRkn6IYLZwMnxvgQnTlfF57uaw+CFF96pRIgtErl22J7jUXBaP5AdEsLim8J6y95z+1/kGvN6OYhMO1ztPaAkShGl6syVLR2o2TJJimMJmHXP8uX6i116/uZtyu+bM1fTbv/usoZ81bhizAjSVNUYvYZXGzFtbxk5zRQIivt8Wup1BhsCJ0sYwsET/RDyfHtOa7T/5GD2U3W9ceWnAAUNyKC7VKSrsNTKxOYb1FS4VCpFqZHjaGlBqFL8nV8TwhXtIWedUVZChrsiL5sr8B0IZJQvokAISk1TsNNDwikKfOT5a5c+Rnnc4rhaeJ0O6Y9Aqce6OxcaqXGEqAO/Mo5BShmh+9VCCNMSVa+7XC6nrW+lWTxnsuRqtVqpdGrBKzMAorsTKE+27TbV+XtONUekXM95cnJ5m2DCm3W9fpdU24LMGLy0h2BMMH27GC6MQwxPTVc1wo4pguuqx0xtAu0OxKYFpm00ac2NWt5Bq4wH7ASGgAkeziWP41gt9Io0BvWM0ut0q1C8Y/xGsokrMY/b1VemjWAMzTz+p67bdxNqTWsCQCUQY3hnwBBoyyxII1UwN5xkUUrVj1OVthKAcCLCOYwWa7ZXzGXMpk8oc9KRSYTIVnAESysbHVlSgYLQdR25hhmREJESY1eLSUNDg2Wr2GV3ee6WvO50gQVUsw07KcjVLjUSvpVqOxVWw9vfRbmOIFdQylaa8epBbW+BXZLvxkDdLcp/z04ZaH42CJn6bcG5RtISs0fIFYrZLE4QrEUjEgSqBRQKVMXkdoWKlOHilSBNr7MRKSY9CayCMN1szCaaSYGgjrxTks9IWTKDr9ymmvZVY6uoQAQsW4GRlcCGAn0ni6mvEyZP4PfAK+gNlNeDoDg/PmiBBBOZajZ7L4rfBrcuzLftM6EkMrqUJdtu2npC6GLNYNuz4rv2k+nfGaMXTPe/Hp8Ba8fWIzGDP24GUY7mkNIEJNLarrqrjP6X5a1H3VgkaEcjFo8EAsDaqSbCmL92xxySIXpl3KCKNBkqOdoiNWUlSMoYDFWkrFdPkieqDWMATEILKIOya1LKKIriuCRlNanDUyGtnH6TNYd6lDYscgx1nRKd76uq8WBr5xmj3VrMdNJ7oWo0hDDUEihMgmumpOVGgrx13G/uQPV5nZOInqZ9XuysuL4w0BYSMSHaOSYIAJCMESFt8JFkIOj1BVGgiFQcJK+noNO7vGilTm0lX1hXTxX91PNHSaIB7ETVU9dvkiArklQ/orzhIQTEMXg9JB3TTSbl9IGTmD4G0/khSYn7JSxc+c+MtUPlQJPAqCC0Hi67zO8+mI0iEFq7PRkGtn6NlNJRQRMWGVWhFQSj85nTr1u/blNlnYiUCW6U06Z5XPVVHuRFezI1VzMQrEu6TMtEb5Omj9AS4w6s74XOcoMxp2/YkTiwk4nqZfzeHhww4CEnBdBsKuERaJGeSTqhUsxpcutXxwcKHnSbWXIYjOGJrCWdQeB190nnkaPphp6IpPNAnJTivHC/7yjN4sghaSTbQ53tv4DuiqSko9QWWq3GiaglGhJutl+/VDLrfpzUu2Q2Sf2VBDaRBacU2++8Zc7EYucC1cqOUOFvs4ty7jtFz5h0RUrsJ2xnTVDWjh4KGteZnNUJEhojM1OdMqOOmiv70Ui/cWOe5yvbK/WHthPIZJ1Uq9o1z7qoqWYTLF6vLZ2utA8NhRCzP7wuVaK8gKN5I5g80vC+bBQ8OPEBe/23xHay0oJUeca89nQ51ysagpRgZGUYERe9u8VWKg0YaUjoOQRTDQxnvCkupH5uaGhQmcpKHKPS2VmtVjO1ipzWDcGsSEQkkMJoTe/IpxRNW3KVY2yXcQ2fcZS6KjEUDnB/MKpeyXB8Uh7581/2Fok0vc2/9R0D4MglFssyJeXigKUYVflBJECouhjKlBUol9PnXU/gBut6aIgYAUhfL9kaPVk1FJrTVfspVR9KKAjEOSlumBIoSaZrKooiBJJdfN1ON904jiuVCgiMRIRCRFFJlCKRMssk+ziqndWj0iJ92yPbDin1V4daVfsmh59kYhwji4erud9ozm2V/RIC/JeTEwpkDYMx9HrebN46WGCuFM/0YGOUgoxzX2UsdFMpRcYa3SQIAO0F00gtxJzkC8xxfud2cVPPNpbSUYw1R122YdhtyfImQt6jrtO1mRdAd2cWhSM2Su9RSlkqJaVxBJZ+U2auS+ro6DRft5nWnHUdL0Xa2NBuLaegRzURNA0D9S2VSkX90NjYGEWRvjWH16LXr9mPC5VKpeIyoDTmlrsm6odUlXEWyDCMNlNSH72Yks8n9F34zmDtUUaPYTgSrl3dst+BlQuNahFZfFiawEDOWC3OmenqrYU08nLDaBhamixRDvV2Em+F2wekhgGAGLqc0G0mPcjyVsVEkiCtp7faI2ZVJEBEFFerSUKUwJQquWrEdtaDKEUlNUeM2S3N5ci0q/VOkZ1QSqPvSWbTqjajZmc+J/fP1HLOjFhjj64vmyKLpgbrjYAc9YdCplvgoitYmmtGz2tak0Gx5NBX+wkMjm4xudzW81JiGnkErYKsXXROgNYVubAMd6tnh8U4Q1G5QJpKplJkbMnSW8qltCsfKeQVt0LgKlBktcKgpEUnSavTh16JtLZ2jk9RR7ICwh0UIMpJh+JE2DHWTg4UyoysaOlW838tHlzTjrLLnP0ytYIxqTaP1M0MCMJPFJtD4wAAIABJREFUpfDLL3ScwXc71Wn0FZeiUqG0dj2pJlCYnBp06xYoxhT44dALJYVnnOdwghBf8XMsaPPM6ayLWGArVGNcOstIJn6fw+mNS3EEYBPSKMkPVaeuqjQ7L02iMLhNEvKE/KTY4pxj67C0LY7fESR7FuSYAn541OmiYa6XprhvYjzrSJGUZmEQGR1+3HLAzH1XFUHmYUpn6MRrzY107qz5uV89ablaQx5353k65fbhLL681jwGAbfax7jtLcjzM2OOfSic32rRS3Mf0K5Cq7GhdpTmJOZiXqpk8ZwKzTKoEVYNtzAM9NROdgpbzY3ywotGN1R3c677zmzbNrjW2eLaehqYy1OaqamE7DGYRB7UF0I/UwiNprBO1it6/bzsRy0ApKql9OKO1t1q748OcyaN92yvls49BgJEEUVWMaLKuDC3DzMI5koHIpK09FIMd1LWszo8RFUKAAZcGLWYsRD+uPEtSEmupkrNDdXfIerUOYJa7ToL8oYz7eG8P9cFy2hnqJH57lXim9kHKHw2gVEaQPec9qCqaYQ9MXRpowjuoJn1Q7rpAAnXBZWnV4+Ga8Ht1GGqF1EOawk3Asj+AyABSCglkYB0f5ZGi5qYpO+Z881lytq4GL4cMl0ElnRbkvIRAymDMuHGUZq2IMzmTDoamBBlw8kk7J41ZpsrYandBYI1ef7IbDcR5Jdg+kF207pVniqTHDjKylCokB9MHLejBFiD3BuJOAEzrD5NDPSIRUZf9PLp+2u9MoIA9bejUsHQpV9fC3bX2YCBnVNDZjWBTsaDDO6GanoiWTV9mJsCHXA4Z9psoS7xZsKJouhqTAOB2nQ0+0nTnBBq2VVBrXTP/ZFcnkRvo7WfUNpxMOAdN4rvzfAlGvZDulgnpi+lmQ/WE9CM1kxhTH5QgWRJYKiiBpVAGhoaSqUSZH2tM5+T9i47GlJOzVmyH+d0tSz2N3mBO0QRhYlX2jrQa96LtkVi7sNCx9bVP4OiTxCSME3PKmXaUA1TDYqsmEJxnSCjrZFHEF5t6kkMs+eiZj+W09fUe3VOKVCAU8cJSVST3PtH2xFPzgDGOh23hdF8Nz+UAIGCTdOUXGySD5rV+gOi5fK0v4U0w3b6kfnlB5oAkFnhQ1a7KyEEEaY19iSlPd6ShcjdIomslDDVmDot2adse8XM4aBDQH7PSzPjQpf6Abk6GOn3St9N41XN5fpJ34aecd2eJ3i7qumo8jpye0NkQwFt1eSuycH4tpjzQ2jCizw70vJ3ksqyEAX0aMsFmHKNWrMbnO0wUHZbcA8GQz2q9vOkVH2avP+6NLQ8vpIwYqEsCoG6yw4iUspDEj9QItqqhB2sqVWtVi3uaMwTU9ZKNXNKtp90f9caOs6y4veuDHiVbIE/dWs6zOqoBavv0tKzWcwXk5YiNc1IZ+q57aYK3DN5+az6/dYixF0ez29jachrGdqlLcp+ob7SDhVu5CqgLcNzLkdg1pJw8igQptUaGA7PhvNAgvRLl8bWfAOWkkNOQUKBG8LJ34A6mKK9nFA+oUwjSbZYrA656L0wm+Z25ZFTCWRecEdHR1tbmyOtoIUX1IKgf9CLg79tx0bWk965zatS8WIAV9vHfFZCRLmEMtVPMNXN0TBLsO6d17nToEysWnOqVfWhiCIRRSXN5o2DMSwobC0YYTO+/qm6xfutYNCxrT1YIaE0r34uFAnJHe3kLaKpZww8RaNQPKfQB4+Q+emktxXXpDy5hCGn87pKupAqOTN1L1BqopDeDW3yHWkPqmofEvI7ZD+qtGOoQ2cJEaNSCWzerIOuUVTSrX/1JTnxWBTWADOzOEq1xxHWZr3omqFIRj9WOzRqu9+90Eaw2RihXfpnPlJt2aXC5JnIKOUP8DooBeSrjYaKb9AO8JIW6kvqGVAIFGkbEUTIXSbyMsczTV/t1kI0Pb9+q2p7kllyCfYbJEp3d0tBlsKR7nCESRmSJDM7UdmDSnMNASmQ6OwvJZQ2z0EngSftcQeQ6P4muW4m1dNNbJMeKzWkJyDkc5VSViqVbDCT0VIkJ3LnO0RdIiXjuECvNLUE9NzWtNhk7Zh2ZKjp9A3SDdNjbIaD8vIKCsoAaLPSxINrXJB+5YqW5JNUm9SiF8eqd4uVMmfVQDPwj8lgB11yab76LH8BNkvC0jK8LYVIQ8iIUn8XkBACE8ehHizCGpxGwAfR1jOG5E/JaAmZ+m9JVxRFwvJAQkify8w68zxkYDq588KPZsxFVxcFB4yvppw9FbQajvqdQfUkElFEaXTL1dlNd/JKpZK9Yzs3S0/PSAjtc9YPPIkIm8+fCKNI6BplL4ghrFQH42Yhp7yM7K3BrmCHGh2Mheq7olQojPmSLLBKVUkYosV+0V5QBcJ+kk4fayz2svk1kXY8zXJ8Om4Up343r04f/IQDJw1SO6UddazN8vTlqSarLAaPGbsNMsJ6gkaGtXElgkiGO63m0h9T8Mrf1S1FIHveoUN4wJIHQRACyUrpljJ2wi/6z/SHWrFKFPZBszfWzJwwwz7pOmP1zHPaLlJWsEhd9BljjVxDtb+KUM6DdvXV2L/9wGJoOLrZwuanZL9l45WFjCMqSMkoyPFAf/IUTYbwrFD8TtFEU/+4S/zDWS+QwhyJbNUY3eTOeehpAkOsV1oyPcQERjlqkMUaG09aIEZmgCW9vUxIVQ1IiyJnvZWUqaM2ZOFlxBKaujvo7P3g1omT2aVMe8UshWNbDNyN1KgLIFfY23kXulFCQUeAPGenuWGr9Amjrl84e//mESzK+ldljKFAgJkKcwchP53JT3wInjalnuRQJe2UClYl1mTPJjMm8nsjYD2cO6chlrVUhdYEtLaWRFzb7evup83UmXVmuJANwSl0XQxJxiu6AgLJipW6EBDMpjnp5kTSzy3JEqPB7Afpr/YkRP3hr8LOGghpRQv6OkK1XxZmWipBsQItte5vfo7Rrj2+1Th2Ak3mepL4laPI/KdZDqg5cVoqgMJWnMyWHchvHRCq28lJ2NASsXkOfrLTOdJaPjfbKBkjURQJERkcUugWCTItTiEKkE8/F72rHuJgAmhmKVA+kyCoGcMBTwjv7Qdv6w+hQ5KLRYUZI7n1drk1d1Zc3XA+1mpQqm1aKTFMpFU3MKsRQcDZnInhZI00ElpcqVTjuGqpf6RiBr6T0eu+6ahdWdLdzoJgiMBUtcZR2Lq2mbEj0VPqyrukete5fJvpfYP6ZRqLBUQKSwdqtVEAQCtp34xoqeZ2tmaovfah3QvUZ4fuBM4ZAFlZIYLpC4ekl5IM9lHLJV5+w20PpXJZezIAVW8Q0Bo2wWfoBFKToKEtYOQTXKLEwR+corpg1slRDtDxCJ2qAn/aa3O2TrXUvCdZT8ZeschunUpJORLCeQ3hyQ45FOls1G4YuaXjrXUsU1grsyL8DC0FQCMQn2eNdOl2zEU/2Zb8y9jiAemuL5LGYMuqbcgvnezKmQMGnlo9ZHj0Zo6o9K9M0TFnCmtm3NjYaGZHmDkS6uRxHLe2tjopCg511lkZURSVy2VhS4WoU1WqcbUaF1txefU2xlZCBX3gzBXJVL8xW7SkAwlVErbK8SCSylUihMm6/pNSOUY/9gK/aOGugVCkDbAFBbI2D6njyNqy8zRAKNclp+4/0lnmhqgoGMnZ4OVh16IxMlePyl5ssk+VyoQWZQs+3bDMEZC/4ZpHKm9UWocvg4/ILKXVGY9mRjIiRKUob7KUaqw9+UVyilgEjXLj+M3c0mxP6mZS1WCBXT1/7pwq0CovddpoV5Fp8STeWlQdKiiWUpAUEBEYQUvyirRyvFk1pmuOzrERijXGDdXevx1ZrizPWFJw8TH1B9Q/EECSlARSSf3bO4p2NTuP03RBSUzr6FC4NkM6200HMKEgQ3/HKucz4nVgpdSmgSSRdURCp+KUAJO9QMk2YuayoOxcmapkttVJkqrbc5xUqyTfgn6ZvK8nakbDycgvrNNt7AurOVRM5VrVT7tzGm+6UyrowvPzTLR/UUtv+t7BOjtiFjCAeuzVoJma/4dZwbET7fEeNUkpwVb/9cMOwR7Rzjd61bvuoyZSNmGq76TimIr9JOkWQsufQb4nNe8J25ncIhgB9193oQ0sCpgxgduFO9CQTy0RcSjFvKBtU+gTh3bkyWODrePrXLyUsqFc9sVx9Q8qebGzs1OvTsKDciabQeRieUHIUeZO3boiMCeNDLPUCShVUZoKKRgBQoyiqFSK9BJk2jNaUp0IcrQvyPaZdI0dBmyqrJxM6yNRzkhDDCkeZlV6+f2oi1Ww6rnmLulx1aDwmaA7mnJjDh/TCk1mQqvtswq43o12HjotXubx46zO3hKjJBRW7orh61VsIc2fMBp5JG3zrPL9oL+PasYtdb4yUsAXYFT+kbNY6cBsFEVBHdW6fMZ5y5wIaVaAl93vxUwDi06d8UTb8491Xm09vViDLQBqhwNV4mwt6p8u90YtPQVusNhCKPCcYY0/xywWUvjoqA4pvRjiYJTKeptJlnASFgU0QvlO+YvZXMLpxVBov6oRLw2ZCyFUQZ7FP4w9xvVo6j00qenLNiEqDuShbS4GG7Loul0nG5Kq0oxjmnukHrRKQlXto6aPKuhGrRl98zeAgrydd84LklcOaEflwtnnNd3G9tOoaz3Z7JCokaGRkYKcl4JEVrc8Xz68vmxFpEDOs6PsRZBl8WLCioxEVSWGH7wdMzoU2YVH9a6E7m6NhskUblPs5CKbeb3B+KzrG06GkPRaGroB5eC9UK1dw0x49VMahBDBSRel2WEya4kgzSksJcVxlQCycgMElaCsSvuEQFEql0rlPN+z2cLAX+XsYl+0dcfAXsqykp1UCsPiE2oMRVGk6oPzeqPmTZmQYlp9ocICS4YAoTZtzWRgsMakzvvnllALgK7OI2dZzrKkKVOMCSqrgOn+9dh2OBXH8TBlX1rbZ2yzHcvmkVn5orCHvTSvXAiVCS3rcFTmji4dp1XLlwAUIf0lxcy1BRU0NQnQJMcOlSp19R0H/QQ1M2Lr3IcKHDabbdL9V6DMozzT34gY1Our870ylFlyNaLAiJFKHEBEPxkgIb7k9ImEgkCetvaIHOH0kOxB2mjUviNDaohUQgQaivekfwiNorB0rqnCplQYfRZr7TQYEFvwxhzmiQM4XnazYbUvs6o9o6aRoJtcyKT1V1Up2qiQqxn9SS87YJD6zQudfJi8mV88K833tdk0Wt+guYsLVxbN6oHik+m6GW0g/OJceRJhoKKukFukma1qZ+MzUTMyEIWq4MM+CJfcZFPeP6dWcNOmgoqE5y3pRmyx5mPHgrXB8BdmGatGOaPePmTw9KhaA3hswG7cSDLlSUrqwVxMpefCCiynRZYV1owqmC1pjK6oFMcSE7sEhMpMSPPKrHCZ8R2KO8QyjqtxHMeViqy2tVelFSQxFSfVJ6ZihlpwzCGdfF0cmO9OYUOyK6RJFHEcq5UH0tYkIhLmYoKBBbwgzIyO9bXZZmo9DqN6Dk7FPYnSbG/wlAr/w6kUSujXGUumEh/m2yG5ivhQ72NJsyk2+5a9aHxWAGSFQNUYs4PGrrHkDC1FF4I+Bb1MZS17yBIVLdiwnAVTxYAT9anQoy4V3DqmNQTODmxUO2Eq5ohm1TNm2vMBrQkEu3mFLxntisyFjaH6J1uW8U3ouRJ1+k1S+6HFOG2XqvbPQCYhnHS7QgISVhQjaagrUESq6wQASokkdQcQMhxC5LXeSO9Ukps+jKlwA5hilloW3x+6SWxC+WkNZm0zA0QSqe+J0KxxSONoSG67gaybDSWaLaSTjdN0kkiV7WMS/yKQaTgOzGhK4nGRSRFRWZQgIbZKrU2gLmYRAoRAnf0rBIgIE04stB5FIu6WMmDLLtcRD0xeKLrFTECg9GmQANzaPnNwG4NJEiEZmh5oxDYNNR5lP5RK2XoBAEoUqaOjI4pKACoeLsx2srr231ROsE0Vc3YKcJPIpRergeDa6ncbctwVJnHJmjGA3RYuMLsT9UqtFQqmFAlkygak1RLcMI1hUJIVCUl/GTkurhwPEPqRX+3ItIQaDcFC0xiL46RYTbraTOlEQCDMfBlJHZsZbVAPUKXIhwxbzNKhsklnFLXIVMEQJUmSVZBKBBSjhCZRLCUYdZzOFMizAfK6jqfrJ7lZhdrTawR/ST9PgkiI5PWnijUyb69Jo8KO5rpVPGqk/lfTlc/MxCBDmB09MWysscXb2liWMI4fgLI9WVEElORhKnsgqbtTT021+RGJEDuCZiUkJEXltBAjTVhTS0TqeCMiWa0mhKBSqTgcKdWSU4mXSaNcRIxEJJLNR633Qtu8QBRLKVBJRksp41jGUsZq7Y0iRUtkNZZ65GQSE4SQ3xcmrTY016gIstu2i0nIM9mSRR31AZTKpiRNyM0lWi0oZrcOMmabreKiN0ddqY1mnCI/qzsv2gNd5/Z+dwUjBpS1TXBUoWSSf4mmpD8Zio4obDdD1vQFM/0SFJb2hHYSI6BQXATTBSzzLmeKSXoY6IyWVJpHabSqDmZSymolljJNnyDNN1QsQmXxQZY/KYzqHatNGdb0FGQqE6nmtmkEpvSXCrR0DcvWimfVZsZEVKlWnaqRpOAJ9GIvICe9zKiqNhJJQ9JrlLNrmQaJnzEDXbH+jdFYSKD1I7JNFoueJxEpBFPCOsi0QTE1kZHRJFaVeFKNBgc50QV0g0NJEwEzWwiVz82u3Ay5hTSvE4iOcamK6ZNpmCjgJcr+ViQylEVHaRs8smYVKN0jIECZtFMXmp6nPEK6Oq9piwQCt0MdYVpsmGYE63Z3KS0GFGm5EabNU7NOB8a7QXLCSungFGbqp5F/4TRkIltDVM0umSiOkJeDof7PUtuKolIqPVHVeYfVahxFyq/pKdZllFT6G7vDZKT0s2ABrORst2kL1CFPAV77EoIsaySzOlXWgVpMIePLOsrgkl4kg1iF+yc7Y5ucvJeQakFeihQFExT8XH+ythhT259ISArIV6dFSaQpW8aJrVAGoOlZCNXISR0L8hf3lPwhEJAgGctE61ppfCfkUKaeQy2nX+x5MhPhggnE5CUj6JIJO5ffSI0y5MBk+lDIN3vS8eOdjBwxR3MQSqNtJ1CODJzjU3Ey/MDOSnWHR7YXFHjTE8+T6kVitOlzAs+qFsLP+0FhKjtBVjJlKL9KKYmsOku19atvU245DZE6IoQmy9b2najopIV0RCTjuCqlBCQhRKmkxCJBpv2k0rCZkUWdzWHyxpK97wCpgRlInEhYm8wbctqiRkiXE2NZTFYbMrwamskl0wq09IqWWLISeSivbEZASBzGGrR27KTA61zg28ZAK0hDMJXM9mIubyLzaKP9ofQ2KQAzb9FXWU6tERIoM7OSLM8GmZ+glnVF3ftHGXJpTnFa4oZZYypFHchonmiXuire4XcEzBczNqoOwv3P1TZn6uKFO32Sn5tWixlLovXr15v1QGqm6ThOFEVmXlTQ2VCNq6aQh1CmX46gUjDgZS4v9SQemM08HV6Y1xs9mMiVb2GQSGclANbMitCkKzHuPF4F+fnQunkphFQj/Ccf1D50omkAIMERTVMDHtMuEqZxQrobtR9hD2SGqTJYIpBGmpHeL6R0NIGCeSBSyjiupP4Q9TYTubbkGiSWyg1CRI7MsBM0iaJA2anjWbeS9lAI4y3rTAuZb251JSzothk3VxC1ESaJU3YVjhoAuvOIb/A4r6NarapaHz9nQI+BcrlULpfyUuusJhE5UlZgqdhm8tH6W5QPIUwm6k6pCgoFuvkzKeJqbYdNQtK6kluS1pSYXa8iIRBsmYLMH2o8MfMxBklV8VaqPIZ+OhDqUKiRG5oNKrslmL8r+DmLvq89oIZrbLE1FTkKapL8prXBBCTIl+pDW0A1+Ei7IGaCRbmCdboAiahAVzFf0Rbzdk+1rJXL5XRiCadBpuKWfv+/SqXa0dGm05NMhdcoiqKorDK1mpqadBqG+tJSqaQ7AqpSB79FSJ7UYzD9WqEkSgJFXixC8wqzTYNfi2y2UsrTCA9q5DuzhqSsmbIYRaLGmMFceemCNr2BFQCNnrvuypj6UAFz8he6mgVBRKGGm7YfJ6NMRb5zCakwHgrlYoNKpVKpVKpxXEpzJ8wnII23C1tIJs8YjRTcDYubndUz2UsFD9PpFwKGjrxqwKtmrGmemsW2Kt3KlBfALBHAEo6xXyAGF5S8pY1s3hYU2C/uqeF3APKXKkf02yl6tKI6WaMRQJ35KgQIYUb3JAUsBL9IP47JqWLxShKll6wSCAPVUTMOljJO5uaGRG3Ci3ak+QBUZ/oXGZen5hYSCGuXIp2iomixECJVhhWZO9/WIJREqUfWWp4kSUGoTOks8yBn70+y/vSSjYnf2gwgFI7D1JDOq+1IK8PB6JKl8qWMjjBm5Q0Fe037U8N50WrnC5pJRh+ghD0XvLhgWxPHh61yP1JXg1b/EKajrY6eeRK8pgeB2Akm8WqjaakKrJOZVg6FYi+e8GpgE/U7UevFwNpK/YVYW1OkU9wxj0jl+TlMsqKCzY7JkYyxtJ+TqbplvkTzn8Fcz8Du6K2c1qhIff4FDlRz2XF+qy18ab+EYNlDnhPOfK0yxJ7zjI3CTxAA/L6QGUORZg9rEF6lp5b+yMtxd3KWCjTO06wnp6+qmxqb2tiZ38RsxtvU1EC2UKaKYisGoyznlpYWc8UolUrlcrmjoyNJQgMSUVQul61HlHUswTSHMHX/StKezvQWI6Hi85JiipNApUAlb0KGkqckHRoFEaGIIieRohpXEAKzyXH6FGieZiM2Er5R5P0BmSlggWQRu59KvX6R/Cx219BLyw2zXCUKE+PMq4U1MjeMVJganEq323BC06ZFjWmdQ5ruk1Be4XX68V1oeTpmJu0uSKfwfSUYWkk2x3NVPzNGxKamJseY0/9ERCkrRGBWCZicOOHQEaZuv5RSAwijOZkv7J/kXFi81hWfCToJhJcCETLKpf253f0YdIawo71qpSCSH9HwX2FCHtNQvvpBCkiLScmoJ7e9qI53wXnTvtITOosy5iRIWbkWbq0qhoRQ8y7DntBWngKmQSL3haVGKxIQurmoVtAnWX/1cILI4hBGIDAJ8hKFFgfX0HJj5/5SazSgJ52KgQj+ScKx5vB6q+Nx2X1lq14yceI4lpWKIlSa08gkKz2LscVSZtzeNpSQ0DawjIixZsaUdKuvVDqr1Sw1U28HBv9R+00g8G1yfWHXtqOHkHsjJNBPMscTglaeEwElXdnIdK0oxSlE8guAnFTRAociWVnF/kgng75LxeZtads0VwDASiio1aIlz8Wl6CTJpEdZEjsnsIqb0iCDqfHn+C8L+on4oS2n7i2k6lCjp2AeDXXsdt/HrM3Fgppsyu8eUeAvrJU+h7X2Ygq5EBBC6mCbAdt571yMO5LVzmumxqkTREmCeTJqHE4Sx7GUFMfSLNI125eoVK5KpaLHThRFSlw5YzyeoGSWyOQ4UTV5gqRdk1GW4Y0jIilju2dT5kShRIwwNQnSkol0SUYwOzOi/T/mGqPfmgiPWoucUtF7rYcWh3/llk6Q60Q2+vyB1eoPC31NUJcYOFrP3l0Jpc6jqFFwrdcII6dHKoUoIYTM703jOxzzvqeLvmQ3tR3cEjXrc9cPm++EzWXGIooGDBjgNKQ2laSUfrNpsHZ2dioRO71nRGVVFpD4lUulUiREJCKTQzc1NZmBb58ZA4Dp9cgN5eeEbMwEMyfNxd63sNYbcNJNneEpzSQnSjmNRbHN7yGoc7sqsLHqN4ms/YkARa3R2aVQjePcAyCB4FZjJ5VVRHWcvLg4Pq1dKNjgcx296Cq7mZ2xsnCbSgJMWTjUGh/ZAKOip0T2Eq71/3UxGxjN/KQkwKxJj697aKeuGs4nV1dPlyILpazcraGHundfXkdPrjRnTDeil/YnyWiPknBRkmTl5GCYCgy5Pczq5xhCtwf31lAC34luZyVFSYO4zWhtLSnbOsD3e+qXIrJtPTOssMCHrVdOJ77s6HgEFzoZWiKkQZtNZlwsj1XgzumSjlXYDnfcz0Zqr9/RpkC5zxE/NlPg8toUwxbF2+nyXdyzI33XkTI1C0wOvbc6LiEhsowLUyNILS+pp9YaaTogrP6qWpWdnZ1SxorldHZ2dq5fb+YsJfJyUeT7v/Tc1+l/Oq6i0sDMdcS8fbU4mPLq/iNS4nHabjf8O0qLWegn49NuwzZPp4wMpUrmk98caTE3Px3ryKvMX92CCc9GFRPmTbctOby1a0AWDf4kaUyLFSfevzRE2FmpQL4Yn0qMyZ8ghiZB17ObQq1/ZDCnJY8Q16vaRlK2tbVBKAcxFc4oaaeRE9PRn8QUp0ZeZvXGVavsvaWlRe8BIi2xtudeVC43gFdyrn5QqVHak22mVTjBRFWTRToClDp4hCqTAwRlUpDBEvTQJJNiGA07JKE/HYkkEAJKIAmESbVd0kkiCZZhHPIZuLmAxZaWqrSwlpVwYyTPN+/NMek3qzS2IBViyyqG02iyLgRJS+Z1jExmlftkq5dZuSv22oDWyqNUmkgHEwWa0hNCKzgIYQq0CSGS0J3K7bZ3YpMZOzlCkYjMAh1dwkz5rmLPMVzEocmuwkWwlnWV25e07UlTV3UvGeO7hOGVQR2e8A1hTCqSzSQYSrvnWpcdTNRWOY6m7JRDXFQLg4Rbx7Iq40q1Yjo40OzBnXaWFdkHGV8UIsnKMKQICmgEBvx56T4SpJLpmoA1pfgp6EhQz8wQcsmmgd3uUfurnNU2SJGDFQI24ZM6LI761tLgvXIVRnowAwBAZCviJbOmvi54BYzZiWvVqRMfJM36Xp1M6JpOaGvP883Bwguof6MNapLW1NJ2DEJ/6S7O6DCchejctHOwp3joPCJpRFnVxcSIUielWy6xhM5GyuAtlWRDQ4NvqIBXqKDPo7zOfgd7zZMQsWxhpcwyAAAgAElEQVQ0K9WZ067Ba2xhzlcUGWZ5CeLobnmZApJyHrs+Zk+TKu1UYNSpW0FB4Ze0Ytj4t0cLen5qR2mQzGa0Bf13UgefDLCCUB5t9lSzjC/7uRGoMiPKc+ggIoCS5Y7jWMoYZIyIquZTW+PmpM54F+XuofaoBgAqKFSwMs2MlDO/75ifbex9HjZQsR6fcWqHWTVt9souatu4sqpKXLO9VWY5RqpkS9mpSZs/KREFxBb7RRRR1GmuDtrc9KUznMkJRoobJpVzSQzW7ZuMTi8Oc5xhEp9OOy9SwJ6zS0fNRnpJJSemvZyTqjLHtNVBe/OH0Di3c6UQ0lY41sTI6zauAyLOGkThGBMiSK2gqvIWyGtC64xFMlMTsqZxZN5O4HuNxj++/e6sKwkhzirwDOliobN1BKAw1Eg0b7FkTzKJC9RdoNPrkkRW3ghCnpS8lcgQLhf1ljnUsgDKFeSUDGZyLpiphiEIp+VNcClJ6rgpy8g0RguqPL//p+5de2xLjuvAiMjcp6ruu18UJVEPCLItCZ4x4JkfPgPNNwMDy7I0BmyRomW9QIGy1OwHbzebfbv73qo6e2fEfMhXZGTm3qduNwW4SJB1q06dx96ZGRErVqylE0FFbYQI9/e99a7ugsCBjddRZJ3nOJDm8DLpRRhYeWBkK9uRau8kj+wfpRNTrXEBddUWOZkdzZqqTTmCM0W3Gbn1IlX63MxV6c9OuBtrBpj4I0ynuCjpbUVJtpqOOOeyFyn0yqCISEXPeEykVlofivBAjSpl7gWh4a1d2kfWyEjujrBSljUBfjigYx7DWeoHukGRB2X/OKCV7yXHM47mvhHPcCSrL2ZN+dflB9LviFEjeEDJ67C62BNziBTzs5i2xiOozDyYJoypkA3NUtN8yicNYStrP2ttm8oKzdCbnkjCKt6dLpESMSwhMg7NU+4IQW6vy8AgQ7WI++GNdgAAh7f1snYq9jd+aC7XpgyGpyn96NF3QuDZecvYyuOKSvqZo/52CCGAcDy34x0tK2FU78kM3B3KNgwdavbJAjBJRXTzZCbAJ3OD7D13aKOm3n/mNYPnOLGSdn5ZdDAYqrZ1m23LEVdEQuAQzufzN+bKloQ4fnN1dfX48WMNRRTVgpIlc9iK0HdHNYYRZmMPlOpP0wg4oElJ1VpLnSzAHtWnqqQyYBQV0Ei0yE+fh0ULiVaCDcw0j82MlTZFYRmBLWpFGyFrBqYuxIgwdt8iE4El1M/T1xlmxL9tUTfk46TKg0rnsX60TMNNCiFF4FmquR0ikk69azjHVginzJTELkDL4QU3JpbRZJwi0ZoxSWXpM7KUc2bEO+IusZ9IFQIH3QcvMrkIe07pO/yirok/tceriLUy4JhlA8tyQrCAqGZoMPO6riX7j9B4tDaoolS5rVTatbkz62JXoJTBM+JaLB+yJgYjVFA6Uprih8EDs655kw7yBGrNPlORp9KCVPulqW1HPU48s/M1J4MSLYGi5SOIGpvRuYuoHmXjxZgaYsjAfTTVdXuq1SeMQIW+EBLq2Xzp5ixM0jxo3KXuUz0B+sbw4a3h0YDpZEfgPJ+wA8ew6xw5Jofs7UFj/G6ry5FVm9m51uFI02rns+aNRtMo/wYAAsAQGIDL4VMyG01BTg262Lp1bugeUiJszp9CyPv99vbNtq0me9bEDO2VbXhZhbYRQiiZhnNGDiKKVIoivokBepv5xeYAoFmRVJtxI+rCIStiwMfoiBlDs96hwc2D6DolmRg2W0rXktpAHIX1qI0akjOQxJVdV2FGkNh/Q0riCqyOrDG3CiFKMUCraNRJK3FJxbGt8PuB8nqtFMJpKjRROvT75Obh1b7UA28Uk+oynb2GySyHmXE/PHeCxiALWgsfPQuouzCvXr3q15lmZThCR1nUMffiMbMP9bukgt12E/oR+RqRkoZlGFKx4nz4de7b3F3ZlNQETWbcDyMW4NzspQIykQxunxQpQqVIBY2GQD1O4lEsQpGcESeigPKQY7SF4mn5rZFy5pgMcKUPiPoVssqSObtpkNV+ZgHkWc3WN4WZGbvHwNsyC2W0OHrl7xDSQLpWd9H7v0EW0IyiauTD8DAV8g39JP4eBtYrJ8wSBQaApBdhFkemHzm6OT2K64fT+F8i2jDn4XMOHFg9JHJxgohsG4OERPVpWCKEiTZTpoHIL45GauXxWH5QmDk8/ZxzoAbdcmZMdYKmtWOcTZUNoWLFErYKvsIS046S8ZmYVJKbxDXnMWHmoYhvPgqyqLjdvzJooZZpeOVnWVRld95BNoCoHahhZOmVwoYd5DGS9xb8y661jVZxv6YYBzji5CfMErYtrh3AaVehV/9oFXIkyln2qJgaZKBlOekcpUz9Rk4X5B5cvZPFTap2xazePeRWAwISEnlcnD+dljIgZQaWYnVXphoKNUsPlJfCONIwdDRXrE4Hc789vb+4qUvK9FIpNbSRW2GlfIuls7+nrFsU9gGiV8qDo7mxnfdQ2QjaQuHoz03WQd5VNfwQB05y25GIp1Iz2NON5lnNQ65tcjqZ9Lzf/r7tZsYs0qiUqJnr3JXIblvF+UuMMY0RG2l1CbqStxrM7B4KGmMu47d6p+ktV9pDjlJft+TiujDtrep1eloooUWhGxtlThjLN2CFaUmTauUBt+wIQcGWgNeC2nmrd5TIZjVKN+SafMjy50oO4yLY582QnO2aMeE4LJWy5LaXD2TcgG02icWDDgGxlZJAff30T8q8rbAwiBr4wWGqqq3qanNnkibaplvD/gDca6aVb5i6qBnDQ9ETLRNsMJrkVe1F2O+8K6FHC02N+I7QolMySakH5Qy3jJiBkkHWIMJcfjrQLJucEbS6N32jtog927fCEhIqwCyhDilLYjXryaSO8Uuj7IoHgHQLPc7noJW7JOGsmTblRfXlEwBLwNyFYBEOQQILSEoRjHWIclDQGJ6eyNZn6UyNdfYZyyLpTvXhv5pB48JWhKEom3ZwUI/fGafe4aW0gk64u/hxbpHYyz9p44DBhkfEbPk35FpMM+P87GwEs4abutULNXNFBSQzkL9Cf8lpiBdak79sS6J9DRUZToWOYZpOqkEan8VRU6/qra0H73Q0NypYEcOOcXz4VWZ8jefzgMukxF00W8jy+ZpbJR0Pb+qB9zDPaqLO2cyOFRGh5stO4M5mmqjkvvv5cXadTTEerUMhSCeXn0bAErFYmIPkieP6tnM467L5LA3W+kXs5zz7Tu81pwCcEEcHm+jykT6/Vy3kCGOvbM3DsmpWvbG0n8xpPePJfdbsgsFBppvOevXr2rHYCMVKNP5z2+7DthVaZ9E8KsYlpb8zbPSkwlqpC6LpwBTnKnUQokb2Mk+UhXfgSONzOJLRMHGogc+x8U/PxxnXK6v3UM2UjQNRJhsUqC76MJEB8ttuSP47RRZUx3yEkUUiks46t7KBiFCyr5d2ey760PmId0gE1DnFcNLxmlEJSxKESQkZbeNgt+di5u12jV5AE1aizo12ii5tce89kgOsmemIVxt9xevSGuKRnGe2rIPjWMi9HVKR7HXIDEczhRD1QRU6Cq20KrOEcJ5i6qXxlw/3SN/qxRwagmNc7syJmxFCvLB3d3fRzatoM5atXXZxHNUve7oATq1p+gDExcY3m+PK15oeTUydTJnsaJpCpxkPAIEDi6RDRyDqgwBL7Dm7RM9UEr+QsPaSH/Q00J013i7qBHyjmvDTyuWzhGBI0rWNzl2KDkwG5tCqFfEsjy96mKZ1NsqMybTUe7v1uTZ2o2jf92F26IxDYIiKXbBSZDfz6+X/S3hq+ZpczOFLaZkqUyTnyC/L4j0AnM/nVjcGIAuwppwxiyvvVG6GTWHudTrrgPUnLVHbex9lK8yoGbaUoULBKrbY7UALlNAcn9BEbQNMFmnwFukrpQjKnhBbWjBTKsyQSLCT7aHDUejIkxoNJ2Podcwshm/Tj7nvUMiYObvYCWnbbYThvPXpdHIuUaGSxSbWPVayZ+hEZuq0vuxNVyNSthGZzoDuIFb9c86kivo7MoQq/G5VQ99KK7kHSIzJ4hilwCosPjr7Wk3H+qVJzylwtzJSHBaRMOyUzaYKhvOhRECOiBIlwxE5jKaaVK0QQcilXDD12KJufxZ1hjyBt88+BKVkPrpu1QZ2duwmsoQ2AhA7WY9QKSKVuFKdPmSXNSBqowaWXPczc8gaf9kJL7+TdEkoStEq8FanYcbiSyevFUFGaDF+qi6r7RFZddxyvk6/Ajmc6XCec5C0SirbgUHO2yoCy+K9WwCBay6NVVkiiZkkRKb6XQgqJ50O5cgtnZqIjiCRDj0G7UczIkViC3vk5lJuWDSnmApFNR/qhi8FaqGlITNN+m4myByRI1r8IqcCQGOySC9LUQooVUC1KOPKzCLNttLy2TE7j0dHroePG+4SxadVG9qU8Q/yUExt4tIWT4S56HujSEdZPqpaZiEpHhAiORJgDor4bmdfh4u9VR9GIhIAgoNUaQpQXbBTdnjDQ/eQ3YAHRdx39hKlk7PThNG0jbkchJSQ1KdiwyprimChzZSiLBkotbKiqVheLoaqLJcWZd0AAEKeho2645ixpDX62zXsmrpqhnW+Mf2ZJRlGJVBEUKJ84cAFUNcqvdOWDt/Rt0gj5Rl6rB0mEdm29Xy+b588fbZsmo2LP3nno3gRJV3FqExFLs5zZ0ZF1jCyupDwXcy+dcif9AOU2SccRHbYONMbYZYxZ/xluBcQq2DHwIwwTXygI4eg2MCxzskCUrOsNDWyHUVb3NCCysOKYicznhX5Ggh4Owj/YWyKC9lpO6fPbOb6WCazHVkzGsCtf5weIQcRoDJLXbDa2LBGjzgQ02hRLjZDuD1CIBwkVlxIgBgQCRJlGZR0TjgxAIYQEKIMHSEiuBzLFJuqJ4lXAbJJMBhSdtJ51G6Zgf0SWnZFHRlr6yc1TJd+SekDphcqKjiSmglYsPPGJUVEOgqH7rZLi9t1GE9HyeqJFpXeU6TZLFVG9QtNYxenihM9I2G05nGX3mBh5vTqUlSuI7yZ8CH1hlQRoPTjaoEpqMhxppEkIljle7UA2eCQbRx3Vf9gxzSnsHQsBjzPfWbHeYzTZexcjZWLGiSvHidSVYO18kj8PnvegnAoIjgSuyhp5q/G00J2Tgl6YAn392CnFLCld7HCQdic6cmwwXkkPOQZw3zAKx9exElLvxZLmG930ZBrmr5poBRKcw4hUvOLWQoYnoNCLqCukwxXUnLjm7gytatiBu3oYgm/ZUpx3BVFrf/fAa6VgFgmKC6xq52hyDKaduoD8z6z304UdJSeViACzXBOhusoTScW7mdbn01WHQ49t2eesrMzoUd5RKIJqcyWxz7s1yI7Jpy5GZ4F0EOeaYQEZeUtmJdzLmmyU3bhzvaCratuw4VEw6ZUajtx9xQYUKwFdKN6jC1Br860Ft4ialIQNmQHTKL7vH9JRXEgp1Brrr1q5lMokYQViOoYC9lqacCBVgIUonP2vo0zs0+/hG7BzAQ4rLgur8YfPIG3k+YOmRxDkng3rQy6QBmADTDgGZN3MFe5Gze7a66cb3SeNlUN7SIaVcZXsZd00B9WOKz3d7pfzEFWXlMvizkyoojI328AEP+5LMuyLC4JN3IaNyPLaW6mwTKJSrtbGTqmbgfXi8BiMAZ7rYZkQWnKIVH/zuwIEmYEEA4iyBw4bVeK/qXpHBHUZmjCEqHQ2KEHhoFaHOa6FQcrOFFFyRlbFgFsmXQEaGaeLjIhK5k19dPjdUT3wK2nMo+nslDYt2tLQzMyeUKwuBe0o5OaMjgLV4cbfmdHw9HoroHE+AIz3sNjTikwJgpaX5e21REOJzZKilNrIVerogIqaLWmUgMXoYxtXdf7e4uaIIAIURFQp0JJVwLkiYXPpaAdSVLMrsn4ouU3z1U9BmLHqRyhekZHmZlLZOpXA4KyYABnWZfhrqh5yKqZr6VqByV9QzAXGIoz7uZGBaaVOeNf00V6GFLpAQ5yYk1E0ijGPhBuLrIJ6jPNwR1C4KRvCca8Nwam1BTQ0VBxhfvn504bm7rM2DZ/+hNS+1BXYpgdIpoJn9X0FC/VB5gREgpgpVdQfOXClRoeZVEQNreJRIQhxHHfZgRQjz4joiMfYeb4ZWz/oLKwU/SuCa3U2FuILswD9ZUysj48fhuJaNCqo5Yygen6MoxA1iaAOgeKtw0jwYpo9JAudGQXtqGTmdVMSNWRGNgFtzTxJJTctekaEcZ8MqdUp+2T78Vfrr3CTsKC95tLg99emBmbT/JtCv09YvFu2K7SSzAV6C3re3iGKqsbh2VYTvSsTp0TDYpL0PYIyn/d9fVNVeTmBKdoW4TMD3ZpcbCE8yqh6HdKCCG1GFoV96EDZ/9zzRJh3tpDk4DEYMatjW1z1qd1qcSVL7pBMu4qxbfJuYsvCgYplUPThSx7q6Wa5RiP6AjRlWGppoGgF2oaFYXxQZPb3A2ihJ1UezHwa48wY5wDu8wSnLGgJoxdfWf3x6tNMfltHLkuod8Ms88GIp3kzZekwvqbqOwGRlxpdIZokKzNXGshNAzP6gQEI/hgvOW9c08ePTLtIwAAqdNC23Ze11WU2WdhAcbizDkH2+acr8afOcTunKWz7lBhW4JIGRwuQ7WDa5U/IYcwJNLhnH+vr3//zJyHe4JRHBqZ/PG3kwEpyXG/KS6w2pYHrflvB2TXd9t7GfbeRjtxFuBBO7oUitTRT0Mk4JpCsS0J5Pjpjzr3QRilw4xN3B/hfA8/mijPokFWKU14f0+bISp0bSByiI7Ip0YIC4wO85g9RzbzhhsIGkcb0l/OgU80yvifIqWctagaKnOiwoFSCy0cEgHo9btUu3i4cjq9/wN7y3paqgLP+OzgnJbRhIPiMzSYVdkLi/XvHrIx9YnUi9mluAwPE3z8btgUR0EaepOe/ay8160eg5pG4a/NsS4/7+xzxp6K0mYZij/v9+lQCYsCgBCV00G70scaaNs2IkxTVxFwzeZh6BCYevCMiJzzkFUDY5M5Hw3AnbmlMTqBIivx4CNpgmOVeYvAuUOJQ0PNXtpA7xkzMSujzSyplK6UCQv6YrZIQZOP4giwGdnVKmja2MkA9p6fh7v+oPxrUasM2mGZUBFryNfyEzSh3FzAgkqWKYyxKECnKD27y+anF5Ot+6dvdnlhL0NDzLGtPFAOq9PEUU9HqdulF8pu8jHG6hriBKJrM9TcptnUXC/liTQ9y5sy49gXIkCAxO3TfkkmOZ6pttXFADJziZXOyCC7QVwK2B9DEi0xAAuTb+Tb923odvuaTRcWEpckeqPQUD6sVSFLqiAzHMAQNQdJBcbkZq71Jpdvrg4UBK29oxPfyHaDkfLSLPnWZ2YvVqPOWUvGkr3kqIr3qBZIxUJMCjG6U/r01lKhDcCXUc5GGwYaF6e86US5sam1F3doVXERMBmpdsB2IogeqJpgEIkAacZXzgIF2xMQ1KCF5hsYGoBeP0f2jdhfQvNsPTu0V+1oxOzaXw2Ypf2A+KhpcHgIDKkvw7bSHjtCaTYdjtz9C2XGMOK5HjdnpSHazJTVrcbYyPjn8Gzt0DVJtulYrS6kdYNzzumPYdvlmCek9MuRMY+oUjICzge3xk6ZQ4LUwHXOgVMuverqRLUzBVGnzcuMcdjOIDQ9F1m4ISsfDkzE6wLK8boFbklBRol3JBSxCojas0W5O2svjOUJRV0rqHqKTboDUQYO44Rspmo1CL80NX3kQVBth5VIEEKjjllfRS4tMdOgbmS2Is4iwCX5R/4gQEggwCwhVvBxNBAx2AMI67AkaF9pOGZKzDwVYW+4kGVAcoT5lD3mw34/qT4WrkehYoKFAI1QhuKVFkZ79Re2gpIXYvpDu7K0j5g3pQ+V4YpYkNZhVu99UJy8zj3LdHW5xBiY+yKNOTCR+ihI0pA+taVko0CCTW4xlKa+nMbXn/N69nzGo92vxg8lKWYL5mKlpwtyfVGjnrkyTGmW1KF+6kplXS/LoL8tOx+cRtL4XT40wYUnMLPKeim7waVR2OR4X4UgcVYelI/bwu6jG6X9NZPOUi1N+0NIikxMTbupCgw2bbbhKpKstcM7jr5Nv7SjvuhalBCBZQiHxU2NiNu2CUs+OAcJa4Zhk60VIze66khmmWObx0s2ZnNuQUdQ+GMK/dM2ZKgdWGWAJYkx4trZHRFd644pIopakKD4IeNaPe4UrJaaO6MlqBlcSOXNm16QjIxCDtssw6p0aHT3oGB9aWZsOKxmfRgRn0PYZu+zzc0A8021V7yn7oUQhodR69Kc0SlK+ot1UEnnELhfwg9spANzkrphRkTvPFIai12WLXpgeu8JKeZILKmbojkYieyYRWr6QU7DtTDG3Sk1BNRW9YOyrNWmiGhQTDPaQcNCD06qb0Pf5nKrWFhgkHPEMSk3shttY8CggScMjNXyAwVImwJmu5aiqRchfUg2NE5EsGkmWrCwMHAuhEbxiIpQwInDytUwhic15K/q67DJsz/EUJz5Dt9if1TJxZBA3xMcVuD7T2hsFg0xVGd40u6LxkBB0nkYJWmYnSzL6XRSlFwWZsoARpAm0xnqMWtijDH9yjE+bBuXHVpLwfi9c5E3pZ3cCvf+QdjtzFywv/dl18QTxkwMf3ucZkg/GD75LD1CTBOk2hlmIJQh3+UmC8okSF+TXVcO2/d7u14wVrQGhEE4sm8pS/uRMYu+iDnxL/u1M2g+b/JjP7bVJwBliiD+8+Q8dSBo3G5xEEitZIj4RRFTL0Jy27adb1dtTJuGdLHu3GXxp9Mpv9sqJQcA3hc9H8gpMjmvwnTClpjZqCelxLlgT1FiZ4DRd1eseoh2QtRaLzkxV0bejPjAtLLZuUXQNm/D/k7Ne60yWxW9cnPvBPmrwoz7ll+LWQ7A/27PIbSCvuYK5+HyQ2Gk2madTTDMetm1nyVd/z3xfl3Ku3r0elSqaowZK9hQME4AAEZx0WzAOUzifxg5SUmRVhqGlHH1KxTDfUm/YeqMbRep19PBgb8xGiHPOl4pBR9hw9EYaOlnXYjsk7zXlLeKRXWZ0UVZ3ci+wfDasjTPbPC84aixUq6tNWgBSHs3lLl66ywP7i9dzIiGC3g0PwRVhKMFDLFFGkw3U7cX92OwXOa7e0lQHbVKD15xNOM7jpf7dfjQGbXPR608vrqMxmlS+0qGMEzRGn1y5xty/CGAGo+UclKV0TcGKcOEUbQvjtm3KKOuVdrPfvGIyL5cqFHXwrk7+oUg8f6qe+ib3F2P2NOga8O9bwiTOoUIIc0Qd+Ozhllw7BS9V5Ds7MrRmYCaYBClR0q2BADeLwUsMPO7Zgsc4NKIljFhEKJOk6BVehTdrHrQnd3Hzg53/Wx9Bg6Mqh4qccRMf+cC1AGKgBMu/4n7coHFNguyCEYIDAAhbOfzWT9fmYCsVVCkLGfSC6rYTHm+rrUy7e+FwaURCICPCx2N1xZRHaSBQ7V0aXG3nKTMH0Kbbes1FpNjvIB0QURhdIYMM+PaBh6jOXgYgLDveB5mxjjxGWrN4aaZsfHXwdac7bhHpp8KpiTjPqzuHc1SG0BFtUcjCgB9zIM+V9Z3jtROk9JWwtibFgQQhJjeEgCxKwP4hZCuCIiA6LuYHQOSRIHgLn+WXnJOApsEQrsExV3oFVYad0ZhYCnFKAWfowMuWI6U9R5zBkyjdBinQcZKGu1gbAWvs0d9aclhFAiBrKGjdNkqrkaURXIUn7hkCcltkQSQUp5d/KmswloRl0zee22gMFMkciGhoucIESIYKQBClKi1OUVqOw5eK6/E465Sy2povxHYtdrZR25sUb6f0CRBmGpbOPxMQaS2sLGxJOw7esPNXj6UdYFWFBJmMUMR9snbAsMw/HRhnZZ0CBpMYg6RZxyPTb8scQKv99Q0DIp+Cxf6ctxeMcspd99IBFbNgX5cssSw/mjr5E22qHjaZU79/dX5cZ+qXq5SvHP4W3mci3OpmDjuUpZJlfr59FKVOXVAZlRih56Ory0SlV7srlYSHMmWHXTFCUmUHEDO2kWnI4URO+yclJU+NAnTB1ZZVjv7W9pWa2/Rha0rkigApfyobRHYJDiJsdA0QzL3ayc/DtvKzJTtosq74krZM7IeUbnNgQMHVWjYe9I0gNTsZS6MuPV8vru7s5c7q6ylEmzx3rucIVOE+XOHVdck0qUlUvRUpXpy5YQBRUVqe9H673VshXZcqsEGRmc49rtvdEqnZ+pAxsZrIs+BxJ/zkbzaLG9WNIGoYAg7Tp/7ifK34hn3kof2A4zGlmFXdLq3LpM2YTnkzM3LEcRRa+mw4dvuVfDea+WVFIS48Agp6bJBRV2LN11qd4I4R3G7aZdrxAaFahXLwTlUhLAylFCDQXoWFkMMLdhzCugi6/lcYnAIAShFCCVe4ygNIxVfVFZ+bgIsZtCOADY1h1f9PrrMuIC1mmYMVsDYYqx5N/kx9+ayvqDpcpgTBIdCvzSBSh+29kg7mJQ47b2PY9fbtu0yNb9zLYrjC7Vv0xAdB+DiCz4745CQhfoNWJyNh3BFCFaXlDsZKsIiyGmsDew7pGITIwxhs++8eJtmOYhlWcJkvCGSe4Rlk60leg4Ga3RtbLTkmDkwbxxqbl1kldqe1SCT0Ko+R7cnPoVX6qyiOpWiUl4TNfv38F0t0CnH8a1aurvgYtN62iVp7AbU1oTowjj1nXyZGxGVUMi5t3vFjuYLM6nm2WVpNnjvcFqPaUU/4REghgVKgCiruP+eteW1SrbsbXJIZUlXebuIl1JpyKX2C4NINtJK5wkAC9/fnVHBTOTc4r3eAMy8xZirBSAbGUS4v7+/vd30VY+OGrnWRSI8na6cIxN3lKBn6lTbkEGJJrqzawqlzNoX/GoWqs6M8cgcoK+NNRrbf5Dogfqdv2e/0yjdUaEfniajlsfBodmPcQxVCwypdSgyf9xtAW0bMG7k7ZbhCEsAACAASURBVCcEcVlvXEsaiYAfV2W0uFmEOXFnI0maBZPerioFUTQpoOtgDkojGDfNsRE34QGQ0+QWmTNQMmMGZiv9kypgUOqJReMj598hv0SIjr0bSeRQF0uFSjAioqb9BGZMrzMapKjqRkQR0B5o0yMabo8qRlHEeEqlOmJ0qVGvkKZbTXE+vV0kcCmLSQHepNEs5VzlnMMypDXsn9bJThqvWBjxlfe/EeHDBu7OFFTCjI9kXC7ZlaVdaGg/szT9wpEsJSPdNIX7y6suJ6MwzigjrQSNJgSXzpbVxxqZn5X9ODu4NJyzLEsmz6dVGH2nejK0GW3RyzNWEcOJhXYH4SxB1PdlR8RwX3+0R4Jnc36HmagJAb2FmC6pW5fv9tNhmlrYMVTSqmfTaWYAnK9z/W6PaAOpKV/WeNeMqlmN0amIvUHvF0Tq6dqmzO69k0Yqs1PH78NNPQpcuoHRgOQx+Ru4VlUzGhoaKbeCuOGwIJee1AZJyr7CFmmGCNvQATG1jYiIawUuy/GAKpz7WJw4Z8DaovLrvNt4M5QMra0es2ezN/WUeUnYB7UKDmwaS48Ldgy9ldMH7m/q1ukk7nCZOPKWDnncC5omCq2v4X7OaQ7JdDDiuH91SFjfpxvsuUM3dhudjNfoWMQevEsxOM9s2j/BkR3L4Qhc503WCI/gMLJNKmNJ3ZQkBUWo+izYeagmCrwafIk2jlqhAaoXcToGCFBUkUCSBttKFzhZJRvBLSQsLk2lbwJKhlmgdlOaolJfJgTvXLLLKtMCRSKaOQQOvAUJgMgFrWIWhLRcAwcOkUgP2egZmKWgyBJEODAH5NTNyYsdAPNkcVoeOd8u/CCRzMSYyrg0HR2pprWdy136IRJAdP1CykMSAmJUr6rcV26vYkaRlHuY9ic2i69fXmi8vqj6p2Hr11EWG3S7atz9QeNWOodjv9Naf++fI15Xc2boOXHFR2qvWo3BuAPRjTLjwQbXbZZ9wbr8hI3SDA18glK+UhrGpbHYGJGBgNLnMpKDM44KGj/e2tjZAjMRLe5U9AvjA9wETdFRjev47AA8K+sqhNAXmUbgRSdMWg5sFlEMOf4oidr3lzE3V2xLAHEWF8oB2vwEBwXSjOMxo7/vJMdd/0qpZ1ZWobQO6A2gmnUGUBNIUY8J5sNKqiN4ZvHFKts5zid7sbxMyqf15cVczDbqDIgwNtZ2GG/T/m+5sYeSIrZkajLNxtG+n1UqjY2yyFXPpD++RNNgtIk76IusImyZbiyHBCEQOZWqRANZGV6QakCtXWNAAMBfnRIyneb2Y068hRCyR4ms65piRTlP8pB99sZCv7gef0Tp8jSpg1CND5bGdCW1pcxOwKI5Wvn1mPOBt8GPzRSHVXfZ6bS0IksNPIo6uB72Qwbb3KQc+2yK8YyUTQoSJAbSh1IISa0rezaX+gIKO7c5KBo7hvo0dppLOvHUJgAN8+lo5WQyDCSMTVTmUiqVOqxPBYgg9WOa++d6nJ9y9CTnfABkkS0AEQJ6EBOsyibSgstAQEiYcklUVzsDCxI7J4Dxf1HLCudEMqazDBtLjKyAABLy0gIfzmcAd7V453zcoxts6MBhGuAIIYSwQtFoE2YOLIFDCIFD2LZNwsZbCKucE2cUMf4CwRV8VAPF7Ths3OuEQFErvXaVSuKruSmIaSQ3SafkcROkwvsAAI+OsDr5CBazIFGRs3XSyidwQhjYwHImJSVNrcg43HgHMW+ATM5xYIENIHjvvEcA3oIAADmbMpbh1LcTc9hpUqvCvuq5NhMVxyyVGr4QUINzAoqyC5JhsJ6lxt0+5T6/0Re/uw7lV9wlMQhV67iN+9jOjqC+1JGRXM+KvIPS/a6tg/KhAVJYY7FS2AToAF0za6FH2VLL2yq0lCvBiOTJpdHx0ayt+af3Hlqd1PiYwI0XVEmga2NnAgda6XRXUzAtkdvBtIAoGRlouYaJ81Jrj7YTs++fSGrlgAiB1DRTbWHrgd5mgqJsnZJ3yYzvVwqAwuoZ6xarlFCvcNPxNA/BQdLvwVEeLZEacrs6kTkELpkxkgMih47AwYZBlDjgWPMHqoUotC7haInBzRGA3bS8Cr2kqlxpLryirAzBro2DadzpIJhrAO4OonSJiEwrGxoxKvXlqGrYifTxl+pLizQIc85d4v9uSsgBjMqkyZAFQKTXpU4LMYliURTzXGg5nUSni1mmQiABVini8rZtIQ5ocJpj0ikKEjmHFLWw8uUgAsCFnG7KlDM1Bk4hEkQhKiaBWn3ZtbeWWwWPgvb09yj9NRVslF1rQAYgRJGGqtJbnUZPghlAGuKyXvdRZIBRt6oeyhXZ9cDTNDI1FW8t43HQXsZ+G2Hf4hyWBSXk4gS/HkTHXlBs2ALOIGAjp1AEIHMGXgoQa9eZfpWTvxklQ4331WovdzhtutOMcBqYxIzNlpZbXQu5Ta8vLALUXnl5kCNiyBhqatchIZDzXiSwBAhb2ieZ+LDxFp/QL0vgkAY+4sErjhDBMQZETy54z96zCznt2rYNkUAwUZnjZkibrfCMdWTacgAmvzhScmz5WwAPSM5pD3sWoUrQKC7vieICXEE9Y+4Z/5oLHq9XN2mIyGjgD7M3N7FtExV8Yr0vCe4SIhczjIwMidEWgA4SszMETWAbGuGWpoRxh7GaccPPVVpqeyNNu4oB6uZaNLGxZ58r0cKI/jQjWQ6wE8SdXjD0TXDVWei1vXO4ymZcikYIwo0deexcjOgKCnONeB9WA0iMZEQGBOedIzJW6v3nGlqs7VAdim9tLVYn7ek+hUnpGnAIrA5V1OxA55b26MI2caFhfz+fA4YhMItksZNWZWQaw47OC7Oelt2kCiEdcoq0CjWMXBIQgEPo+/SDBLgFO41obvQwipsOSfVToph3nYsQaZH+RMnKfHmcOHhjHxYFRjyrHPSJxhunPzFMrlqfX2Ik6vvyDUIsMI+k+6W+PtOo2xozaGBOtsRWUL3/lZ7WreJSiJ2Ox/RyDdyudG4NpvuQ5J5yJ8eRAy+ypMauCAOv3PhxgkACm+/yqIZzLg5AaC+/NpQwNMGkUEcALBEoNi2QFAeuZMbCAQUbjF3ZFxcwtJ/pMqfBUAZHN5O1x2SPL4hMAaR9ofSLJvB6l4RZc3C4f0wSXBLEsUyM7HdditfJ4csNNqxqMTCMMmNVp3KTGXf5fsxAhwpxl7cSHtT4Pngkpisn5f+hMJijEoeocJ8mjZhZKDK+REBoIWZh2bY4e4QRRBcW4RCQImnBsUiIysaQ2SSEIIjkHCN6QibHxBKKZwqiQ4B13eI+3LZNEiiHQ0pQ7sGjAFtPTnLesxcvgEIQtYqZmUSiw0h8DCW1BzJiojI+4hUa1PHtLqTPDpuzo/NdYavxwsUuSgUXOiZSd4RiG0xq00RMO8X2drBd7QJ7o1kX+hhB3wtmaTP2gRgnKNRBw3MdIVEOWlijrqzusCs0samWZ4O2KSaygPZxzWWFceJg5up1Gb0MMwR62clQWFKGYJ0UzRGRyEX5ph0Qd/9sGcZmfYb3Yt49+0J9auZizFslnxosn4h0JzaWgWbmHUbzW73RifEq3z8bVZdchiotaKGZQcFgdq55b0PZpaPDGSdLGIcbgZNGS0X0BhLnIiJcjDx0V03XvcMKarTmES7QD74sNs1mAI63w7GHC1jUuZeI3vnIE7ROjrNuhMPnhG8xgSrZ/aK5ggU0UhITVA64uJviURUJTrIkMDmEaCDFIrJtzLyua8SkvPdQuYdmQEIVuCA7vaNhatv8VoDbPPjyVMfoZphXl7mecc/BeGgfdfYm/c7faKePt23gOsS9LLboCsN3/dWXAq62v9GQpUQEkYTG7pcPenNannY2U9WXHG/9MdtyyXaoBQAgCDBzwPqiSeiXhbcQQMARercEjuO0EmfyBACjUR9CgBCAGTO3CBEgbsKQDXKDcFAsDQRAl7quFPenc47jiHGLGVsNXSXJWCYSELd13ejsnL8n9PELANBF0kdy73RRC8c5IlrccnhhI9ZSmh6zoeZZZVnYn2V0eqflHYuCPJSY/jmwN2n7cf3clGY+9KzBqI5wVF89wJlsfpYZ2ANM7gvjNP+SU7LHe2Ri3IU7h4ehihbN/x0TUQSMJMIDCKAOpkYqRYhwj5qjYaXqkMKO0pyBjHxg0exj5sBrmcVMYiaTy6Ynacw81oXFdr+etWfe+KSJxBiGzi82IZ3bFoqMa+ZO2NctLiFGc10vXzNdV8SeWwzLKbfNOrZgjM1KVwJGYoVDMnF/mPcRVPtHpJYRDbTbm72ccxqcReXAgSM9AHagzQgrRpzYe6/V2S4aQ58U9rOJ9n2BagWyCow9cXF/7V2WPxVFppEvtc10tdC+jFH8w+QBjIDGW0Jgx2nxuPiXkoD1RFh98iCIc4DOLd77xLngEMKyLKzEoBCR8+kU4/W6rlo2AyudlaGTuNEia+Y0MEmOd17IyFAGVLiyCLOM81HdPHHZzrDPSI08zl7ud3Qc7gc4f5jk7WTGRfZv2JeBgaOExXNhNOM4CKxRO3dXCH0f5wOr6mAALRQ9+VCUPQfbSWA0PV3+aVZzKe61trZ6mmo6o9GXQhITKaQOzUAqXToJGN87VeSxJhPCIIRI5IRjxySOPUsVwxBAJIaw8ZaOLYdIBCGal4CgbHE7SaKMCyYeFgOzMEtg4RAzY2bMNI0St7TGk2qU1s9rxGuRfDTo0DEyzbM5R44IfbmLcYhQCmyMoZAvUkM7ine13tFlBqG+RHTlHkJ0mLnHIuYSRywe4cDjCgBEXIZR80BtYUVPMVHsMGCzklP5ju1oUQdg20Hd/CfHO2U3mubmuBS0dScPsx8LQVN7m62x4/S+A8lFLf9ubL+RO+gNmWcC0uqY1lMfLBN5IDYihoQ4hpRQp1aIPi6GaHvJHJwn5TBnP610oqGiyjMbacrd3O0hzoQyBkVg7lErbowG4WhZau0hacZ4IKTaK+6N69UO1NSXURLMVVqJU/8dUBaqfTk085/DziGoBw6bzdK5MuiGxXhsvY1DzjlyOKy9tVxJPMmiv12pMUb3zkxH4Kw2zjQkk69fkNupWDbPtvESrO7CPlXp/uG8oybSMjjbuveBGDbuHI9DwYQHAOFSBzTr6yWCk6TU0/BMTCscEQTCtpU+ScmMU27nPbrUmTRqqnVaN89VZLmqoPJa1pKv9tYDd1qr4HObS+k8cgvzR4cBfdQ3iy39oREe6fZgSagwz40NypKu87LvYP+ACbyh04d+Rmu/vDdi3B4aouu8GffPllAPTf+7fKVQYHr9hmGBO3Qshj5TaTA9IkOU6XERVdvqGCrmVziueusr1y4C1ca6uX6SFHkxjbBET8nk2IjRGFpYQuqWYhxTQIQ4YpcJvA1/VRjyEJ2kiiKSK0ImsErNeLZt0w7pZWMJNwPFbQaTnHijl32+gC4yrTDqQKuBuS4YSOAQhLVCgCZ9Fgyv9iIzr84+PkJBzUksmo/RL6dh9laklNSKoEIk2AX8cMjcBetTc4BftIiaHFaYQ/DbkOk1wUl7KOaIf9HsoIBVDZkgO5mwoGd05m5bQ2qBQdNlCPLJ+LfGURYUt1VadBMAKJPf0XqwdQYlGNGRWEACUVSkdSGEOsw4N2oCMz96IfXkwMFhdtcExFiaavtGanxokyqRmL5QMcoeGkFrOLaH7dVNjJTcQcqiwa26NNGuCq1dBRdbQpr6qvxzY+7vS5TINc3RWkk2dzOJsTmkKkYkdcakvIVSM0Qd9OyFNAmyR6joEDPeYYK8BTJ64WOMfBjMs/hLrTUf3l7GdgRleF71DkQwEQjbH29IC6ITcGlWizngmoQ4VYUiLIGqZWYIVQeKiMhlQTpjM93VM0pRrhiXMAcWZWJSiczZxDqzJwoX5Nyie0maqaklRICTNfZEhKr/yRAAbWhavarVqPP4oC//NgvoAmnGEQyj7jvu7Bl80OZ8ixaH7hv+6jTYdTzWJcS3fMXBEVaUv4CsfAcyi/C2AQhS8u+QOHUacm+DmQjIu7CyCKMgkUciCXy/rSDiyJ1OpwSYCTBvUe0iiTVHOzoCEeQgwtKrJB6iRA22FDhIiL1CEYmx1sW5O0yK68uyxEk8pMYqL4bnBLBxAjK14Dpn5ocGFIkINKPZpezEOYeApSnce6EnhJK5vNC8KpvWnIch+ZJjYr90LENXOmX5VSx1aAcMjnjDeb9nuy1QettTmkVGIYSbgOTwgA9wmAOVGhzs6HQTwbVs3LAvHGW8yfZ2p8ioTg68i+Z5Vd1pf+XoqNwrgu8fOPgQ7+hEpBDUZuMAekCQh5CB7qXqT138w/rXur29LSdGHz5zgUE9fzq7iBGk6WJKDJl20q6MHl5C14YLvAm4ATWqojUMD4HKJGv2hrO5XxUG0JlxoTgqcPdh+/QSMsOF6WwHfj0sRR7ehe8kSv6v/lVTOyX41SdgCOKulhC2bdt43YCQoBAhMLZ0NWrbpMK2R10zzgwXaaBZIms5BdMsPyzJ/jOde+fzWXuylPEJ2/pqGeq5FFTWuG3lWWK6PpOt6ETnBoUPD2GXeuAN7RYH9eUojcVGNRBmoyS7wWPilDukXwjM4Oqh7un8FaXvQDU6sm28Mo8UwRBYU52Kwlf8b2ruEaHY8WFmKc2itrfVJ0Y14XDAOZMgJaoBRekSAMhTCFukAhM5RO88EjrnF+98iGkybMtVEmpBRIfo/Mk5v22bMHNIRD4UQECHRAiCzEQhMS1FOMBop4Hi/KV6VKS7jAqQI9T8uZKjoAOX4Dpe1xVDAELnnLLhpSQKEK+5IyMwXvrjbIj8iDpOb9u2bVtZvabF2WfGKUqrRo+2Bc7ZM0ZhaJA0CqF7rIi9jp+ScsB+jeZfcgu+jrqBSXYF9ahHaIyn3jYscawZEtcE1YRg9Xts6rQGpxBDPdjXZhdtdT1mRcOOUcWQjDv0v8ggLpt5c1T+wIJ9i6kzygkBETlauVLlHpRlFonysaMiAqU9IiIcotP6XgHTywT1bnxaJG7/GXTImSeCfX+8aV/AnNHOHTd5FmJE5ObmBjqZufIM8eWKGoRmGmzbVvLR5Ow759Lohl7/SDPsNcQI65unpoEvo9hcydy15Vc92HKfLU4eo6LMVOHs6HCnSyNt2QOKPNMO0Uzz4EsGOmFXuENJvFmLe0VFw/3Me7glh54jl+TuFw7t4HQ+ErQXqgyjcKTeabS0zSlU/W6a5OY9UC4p5+wRSS218oScFT+YBYC3LXAcj01tVXTZVQqRxwXeaHyKW21HiSNF2JCG4+kURVIIEcAxMzOV6UHnnH58oUM3PwTWNr0R7NYHI3ZKI9rO08wCVfshc+yPqDyH4zR4CWY81KkZbqeevjP3i8audQKX4GFdp+G4JG3zA+y62zhZiJd0Jo0gXetSy4KtPl0Ot6gyY4di23NEcoC6149ZBb0pSa6W5CMeVVhNneODRIARRLy/QnTMkSHhBPzd/XkLZ4FtWRYAt4UQQvDeL365eXTatm07r9u6MhewDkgQgAQII1DEICzIxhDbutf2LNJqPtSyQDT2Exs3CBr2FBbGIABURKigHfXtY2HltFCzxjjLb+VRQi6zC2VkoAA5+eI37XtCJKgkZueS1pxzToSYIyBKzBK2LY4XDHZji0DW+hmF+kqs/t+ed+4g8qXYSTtTa5fiiCNDqa47hCZrl2ZYR4Y7eh/T6gUNcmc8ZdjDGYCCmh8GTKsj1V1AEdETeHH5FCnTbOxi+bVa8rlIQ4QQYmbsnCPyzhEARlmYuaCesdKwBjHDBw8Jb/33g7Nd/6ENBAXcHygGjNtBKcHti2fRdGjnvLq5eponrRlmAArl5hevzULxSvVfCMOqz8BjmmrVfwMjYakmGs75TIY9CROBkZ4ODi3/mwgjuUzLiUzDvLTGICZ7M4ppLTmm7OKogHFIDBhmxrqKSqYT/XtGGCJNvarZhUPwR+aCRZNnT5RnzooDoz+bDompp5iM9qN0bIr29MOBRoroSJADcBnVYWYOEcQhikEz+YplpaCWRd6hD1ierZFsU6YDLAydcIShNJS/LZmx+t+MEaSQyqVjoit2jUz1qwW7YYCg9N2PPTPn3Ji3ZFMcttuqMKeMs+oWqrGK9wAyE9iZHfG/UubDReQKBAKSb/9+egOxB0/sAgAQ7+bqSALCGyP6xTvv/c2jRyLw+vXt11+/vr9/HTZ5+fLlut25E73zzovFLRzC/f3d9fXN82dPnz17uiyyufUO7863tzECYbHzFSAhTDLhAIBCOKt/K1pswkNJL4H20HxVZxMReZcOgsSK1qYPWDBji/RgwnebHZ7VcCJoZ1Jq5hD4bPgYRTwy8bA5Eado9JV5gVcAuG0bEYH3JLV8r6x9JGhOyZpP6bqrHEQyal7EAeUZwKOctP/X6i3KjvlfWkCjuvfQa3SUxMBQXUNjxuWP0gQqs7CQ4uO2TjWZJd/hBWUUJi8el3uVkrQp7Nx9bS1IlvjaK17SKb33qAcoyLYY2RCCRQv/U3VNSW/GFW59eZPM1a5lNsulCcRIgN7D7nxLHMA3qHMPXQ/dd4tIsE6dzUCwHlFYo97l7lchT9NEJ7gKsbeSWLHYjvLn89pVSzfwIFdTnWqtmFGPAkUBgSSkIftYVa9JPA6gBcSWKb46JF11RrT/Al9WfP2tAenDaD4aWW6MhmumWKVjiidd6Z9I1H4oY7vxjOAsAFi4hqBYhUreIenMFMMU6OhPlHXGI5tiJ7mMSHlHeDBplQiwBL0fizZzJrAp0rNpM+k+WJ8ZW4E5ZvkWwl/+kjpsqFcPmlMoAFZYp6pti4AITuDP6ZzfDLXdD2wPqCxHBiVGoMBa96b8HjRW1xqoyuxDadRkOAm0o7NjijnNFvKNN26qNhBcHuEjJOeuCBA35vvz/defffnys1/89Kf/88MPf/b1V9+sa3j58hfrdr66offff3/xflu3N69fP37y+HsfvP87v/VbH7z/3jsvnj9+dPP48TNCCesa1rttPYdtlRBtoYUYQQhBNuGQ18AWAgubcDLzf44ueLE0LKRA2LVOGH7FBKMGOT2mg6O2EcznmYq5jvJe1e+/7FsEAB7oLOq9fXd3DiGs6+YcLcvpdFpq7aKcF4wXdEe1onb3aUSgeAOQyow1NaiykJJCyXzj7GrPtRlqLXD0zbVNANklBvQxWyZmqzMigcHc9dxTfCrWPipiXbxKcI7UvUHvi6qbdJzgTm+Y813mgv+kidd46Kl1bhrNmJUGnG5oxB8qGRNzNbBVfb6IDsvMw/b6qGQaMzR6ld9MfhVTofXMjSTgmBV7RLAnUOn3M6NH29YTDPitpkd0dXUFndbVsCoYTOu3+nF9ZqyGdPOornb/SH0Z5RKTLYXLQkpGWplIGkWBOPmcJYOGOPBgeWUN/YOa4k0kWasN+EKz2rKaDAhLddkFvjAvbJ26tcmRNELmWoRYvT2r94Id5aC4TlwANM285WfnhsJV8VDeaiIb94DMZHTeomrDlf4n9+u8CDWkjJYFAJfTqWT0hXIWVyYjt9ZmKQMWEAaktIXjxedhKp95j9GBy2lvIG785217p0mFrRe0KaSx+A/UAQAFJOePPN7Foo6Vposoot2XYD5Z3qwclZjtOX3c398bVmVDr1Q8y35MWAWAhFscBlq9edq06SBf3BemKM+GMmuS5Pyi08bXk5WQ1d2ibfkwMy5Zr3GCbQCPanWMps9VR5ErR0sF79qGKaJtQIIo0cYPOSqtSTysCZC2wOv9eQ3b3fn8zevXX7569eWrr/75w4/+7u9+8vHHn37zzWvewquvXgfelit69uyZI+It3N7d3txcv/vOOz/49Q9/8Bvf/43f+LVfe/+9999759nTxw7Bo1uWK0/uLrxh2bIFNUp2PyjXnGMYJETGWG7Gbgt0Yy6xV0sy8nPJfN1a/Spfy1Yc2q7VnVJL64fPgDRmRhQk6OvDJl2INNtcGpUoW/RuEPF8XrdtE2EAig0mlUygzjzGmlBlQis7AGuegN6SfQhU/d4CVQ6222GFOcgtsAFZ1T1F2OmfQrenEojIPWDUa071uJRIZ+SuEzibRCFYvVLpGrfYXeRmaN14x6gihGNlgtqsOLPrEEiYMRG/MTDHz55vIqUEX9B0b99uULhtpOyy6zrJBaPxN98mB/CzzifiOiziNDPUucAKh95+0iH86RxsW5o7DGydGZfdauyydaE7yqigWtDF4rXjY5SS3Vw1krZUUtAuZY32dtzCNrXbxgKo2uwY0TQno3FbhEbD9IJuwkg/SqDobBwYmx9mkLZkVhvEVMPlAgxl8t7ORkCbLCpEBR/APbtMxMN4xSnOhV6rWYszSfxSZ/KdDX2RIn1BHV6Jgp95lvn8zzMhZu9XTotItG4tvy2c42aG51CprCsqSlnSAIvtpGx0Sze1676wcTm5ZuWQOQr6Y3aaGTPzN998YxJiam1UEh80z5bpTxsfVnCgYTa8I3dihM80vGtGIvZHsHWyQkVERNEPWmWDIy3VEfyjX10XVYUTFi/UsiyQ1aqHZ1MtnamZW2yYG1gL9LiavERxFQFyzLyxCEQjdgSgb968+fwXX3z86c9//vlnL1++/PTTl7/45Zefvvz8k08+3xgAwGPMSOHuDX/1+suCPfKr888+/epv//af3n3n0fc+ePH9733wr37/9373t3/wwbsvfu2D9188eXLydF7XdT0TICAywBYgRP5yjx+AnM/n6+vr0+l0f39fVrOVC403CDHerAZi0iszlr+pCJF6MGdIr+BkGsywHY84nnDJgcUs2ITzbrPVoYG4aOMtLm3xZVlev37j/RoNSnon96Lg0WPquv9bMmP9tmPPtzj/6Rqs/Bwm6oE6MzDi0y1datSvwJL39bhmIr00OnEo/fZXLAKBubu97ir2SVgqQUGKoB4prXexuEymAmf9oyrxk7R6UWGi/JAIVxYeooCLPr3RAwIjgw2jCQAAIABJREFUbs3CguC8d5AtIXMl5yCWB9mntatxxgpiw/5en5gOLbWtQ+wB7mtelLQ77gG+K1oOJSUZh63CWV7bGObtXJaR8IW5aGV37IQPAyeXf+qJQEMgbIvztPVOp1MfH1Gh0YFDHPx1RM75ZVniGaI64GQAF1BG0qYkPKSm6N9qRCN3shCny+khfdp21rp3EzxUD9QgoowMMhJEjnsz+ZfkwKPGyAFPqWdnPcjj9mjcOUKY0nsmQzvU3pagKXsWBiUVnDVl9GsVVf1MZzJXzYImI5y8HW4m5k3PGcf3phPcC8lz3MYImSBTNXKNFPElgCjqiDEMsk3p6r5+lBnHMGwit6mVKbe/se2AqwQ6/UqztcqpNxT6zfc7dKe57NRYw5pAEz0BIGT6DWTVhlLoS67NUjPVdqDL9Immy9dctdl+Uco3a/6GWO4U/YhEkieU7qDpw08nVd33EVZmJAJHgD7wFoD9cnLL1Rr45We/+PF///Ff/83f/tPPPnpzd/vm9v716/vzer69O585gTirAAI5573DsMUUW5xzBCDC28ZffnN/t37x2S9ef/TxZ+++8z/eef7sN7//vd/7nd/+wz/4V48f3Tjvv371CgA2wVWABQNzzCfiHdSJ1HldyyoabpU4aK2nw3Rao8fTHkRRbZbHiCM0q3eJoj4ACsgOSzWqPZp2py6C49Q888acdeXaxCV5esmie1Jx3kiJSHL5YeaHRaJY0PyK5ugjJHIZ8sSi3lBGeTRENxzh13mDHWJDiKvFZMaaS9IWnGzOo/jelJUdQmcU3HOT+vQoVyNUG1MIjTpRU9WkNYAjtFK4mV5ibiGH2sh2KLzhVizARJhBkFNKFAKTE6eOkaTCm4OUqKo++3pUeh6IsGA8NnYQBM3A2e2bjQNwI5U/7TLPUGEp/cDCFMVq9F0DQt4OVIfnjhSa5z2Kor2Qnm5Iyag3K8dsAy2XpgbrVv4IV49NZOdcQc4gU2oaZjrLyFpR4v5gAMFwH7jTpVXyWzFHdjEsOu+bZV+Ed1zb0e6F2xBROOwwXzWF1LSe2pam9NTH6Sie4LCCRUD0KGCHt8xSNAnfhBTRoY04XjwyFk3PR9YR+aFpHQuWvm4dM0A7XafFg1Ka3ggLTbyLuSQTUlIPrb4SMSZJ3UjoHZ3jJQ1bGMem1JxC6TlqXWe+aPKU7YCU3rjLR1Nd+4U7WHqUUk37DHxpmgYJwi4DgBlGGVZo+6Q+jRwPaWARKTFAgHl+PfsE0Mzs7vGMT6fTsK1mGzEiwMFcEfWZ0cQA02mihhYVRzQGfBSNPeu0Y/8cb57EJa00Y58hWJdnXE5mtl7qfAKU+SXpGqb9osx8cvU28mxOYT5KpypeNieOAZgmVIj32WkDxDnyp5snz17f3n/08uUPf/SXf/HDH/39T/7h55/9QkCYYQuQ2iyOCB0IhMAAJOiQ4mChsADFECcUnJw5rLfhze3dV1+/+vnn9PzJo48+/vjTl599c/f6j/7w37zz/BldX5/v7jYkcItDASznoyCmDmBsG4cQuJ0WH967LBijnERGx3wqe6ixg690sVazRd9vaYluw2lxaejJKN2aMW9edBtCAWM1O0tGKqxGrtPfU1JlTjwSkXRwCJusiLUTLksWq6xSCXXsN5nzBkC1MbPxRLz9ztAl9ZaE1jTBTOjnUXp96RqeMZT7p+6ZyLRu6T3wZrbqw9+WY7YTumnDNPQBYo+ka4ZLqgBeoi9rmnEQZgSpzvBWtqPYegMHKVCKgg5T8hYfJ4WluVfyFSYJ7j+mHaTvk4vhmh+wPhUeCe3aLqN50lh1dps2lv+X1LUzZnDhBpWjs6eF2C2vjNPmif4IIC8RLYeoMYFVhKRpv/TFjGKbN+aFulFD3rvFAwARlyanatkTIhUxwbaq14dZY4F9iWvsof0hHILHDDO6Thy5h9YJBUcDP8OyBIYGVw8EZaecrtnrNlG/JVgWK8j5S7ag8gGcXtrARRp81D2rDfKObCaGAN3Sz2RAedEcidZrTQSicKzk46IIXIFQytYZQKqgpKj/ZpC0iRQdz7YaUc9cVAYX9fB+j5R8EUlo0KI0rziLAnuYcZxgGPIdW4A6Re1WclIA4Hy+j3CaCboKpipYl8wmguMPDTVk5uxHjvLkvhS6Z3rn3jnvNGrQ+imUOheHbYMm0HVsEHN9e8qEUdAUyqmPbs2Y+ffeulZsl4hOpxDCed0EhE6nq6tHj1+887OX//DDH//3/+uP/5+PP3359ev7LcDiM4MRwTskWog8byy8Zo2XmMSjADALoQAhLYTAUQw3CNxtsqznVx///JPPvvjnjz4MAP/23/7hO8+f325bYPGeHKMLFC/4tmFENEMIEddkYG4s2uectTSz2blPdZYclKa2dWZczD7ICHuatW9QkAlmRjn8yZRdR8m0T0QirqrFB0S7tuWBiJzdJg4+CZdRHEOvR6KSQgNCYVP0dIush2V/lfU00sgGCIRtLZWzIZmYFat3IrTiG0joF1/MI0tynxksCIAhhKgPgEiUXJ9qop9ziCy4cVmvU9feuuEee85myEFxrqw86mWxlSzMmGUERUQ4xOW9bRskgU9LEsjXMEJ9UTokmsBhHK5SH6EOfuV7h00bGYYReVRyYK8ySUNd+QuTp/zGCs+yam42mbH0GJ9JxPGQvVoSx/rfZj+m37K+LDho3c869Y08qsg+GTd1ZdtmKXQaqOUmQmdtbdApM4kxJE3GFbVtW1uREiJpcyJtIFVCp4u20cqkFyYdcEMgNKUIEZKn2fKYaWDbkhWywuEO31eELmAYUxsZ0YbtHXtqc79w352uzecGI6oxKExX1yglnb5DwjbQxAOSS3fCuGa0SZ6IACEBGX5dGUHLZjydC0afuTNEFddiLSJVUIQSdojFbi6PANZlXI8no2g51OVFIARm1b6wxQCaKqjzf94ncxfJuZ59Ye77siw6ssTweowZx6mp4dLRCS4hCFmYNn5zdSU9QiMiuowvxAlNc+zEdNAQbSkDywXwcuSQEIHigot+GjpUCFqWEmIvLZ5gzr1o0Ve9I9pfoYgNxSV2Tpz9Cdm2Y4LnLawhMOCjx0+8P71+ffujP/3TP/vz//LDH/3ly88/v7tfAeC0JJcxYiAACCxhFWIQ8EmQWGATn0dFBUWEJXBqq2G0uIssEfRXyxbgHz/85Z/9lx++Od//n//Hv3/86Ik7rV9/9RW/+UbCGo/sYgMbxWTLYYpyMUftAjwA7UzxwyRa9N0ZZsZ54E8uwybG2zWEAICOPJGr4nSqchceDT13Zyyz3N+fNWSQmB5pEjfVSs6hSDMXFzeWQhqw+nCN4mJ8z8PeVlPiUgEWqOxKTMm0i9875zDZLlR1DVAC74EhIMOENTQT5CrNr7KbYlowYwpeDjIV25HctmYd9pDIXJMK4x+OG0rxX21k3dQnamN5aXDrCnzGeRzCvPOVunPaTFazHK78Qft7/Cb2klJpQQDplLywQ7xsETDJjC+WPR0kkXv9d4AjdF8AIFITTSrcYDrek69GCQpRLlrSaNosxu8glawykKLrDU0MY0pjT7mkGb/Pnlodw+5o5wrgXg02BNf3Fs20+Wcy3i4czES/p7cVL1kbbxfFOmHj+knqJZtLqu9z+k3qDQAggUUOP1LqYLPdXKLpMqOohG0vaS8t3i+Gc8qESsB4GvdxLHGjD2S8LBtokKALPfAO7+uOCYihQImajjIEdmYnSurJHpkIEtm6I4mfFpixwjrQqV5J88PSm8siEElOwY7fNyYMkkVuOhH4GZejsDk18xKKRIg5aPJgEPTz+ZoKFoO2wMoCbrlaTn65+uzzL/7+73/yJ3/y53/1P/76k48/cQ4dASMQJr6FI3CEKMAb+/hS3mHs3sYjEgEAgzALsvbPkDRHtK5h8Q4QNuaf/PRDBiS3/Ovf//2nT5+407ULd7BVcG7btoygEABThT9hv75HwiEHvYSWdI7jTgCPkDMe5kZDOZT9MD8yu5kyQ5LGBaBzjiqemgoGmIyKa4WHWluydAME0yiS64a4ZlxnrlvbPjpgl+fXgNDQKllEeCvDAKShXCWjWZonUMgaShw+gWHJe6U2mZVGiyJiipJkATVzWdBQkygMqReFpjn0ttBy16ZqKt8SUd7HOJHZkeEJIJk1Tsm70WlyZws2V8pY6akBPNwLeLerfmhZ3/2Vdi2BxrikkxBJzAoZSM2A5TtAL3iym1KL7DSqNf1UZB8df+urN9z70iYZ2Gi2IPUtwRRZsoGn8+R9LmIh91WkFfwdrLRc9KZtijLWmTaQ1kT1Mjc9lMBtv1O6sw51G7AlgI6pw/sgkWno1bxBLFNI34UZvRh37HDG9VJKCUTkbbCQiytz6T5M3d8pDcGhBT0oURZdmQ76z9qP1/iRixr1bUp6zIMane1ZvPUpSyEZOPvJTv2glXzfeg8akxHOYjfQ9pcedFNkZPB24PSBQ+K3eWqBo5Z0nZ2wcAWWTnPxN+IeIho5k/ElRYnuvDvvkew4YDojYq8gplMIMnEqL/cAdW8VBlMyur8Wn59FADadGUMcIzHC60l/sFJGAZvsPPZ6JBssMtDNzePr65s3r2//6q/++j/8h//3//vzH765vbta3NMnjxzc3smZAyCDJ1g8Xp08sqyyLQ69c4tbsjRM6aTwOQgDCSBHPSORwEIOEeR8u8GJr678Oy+ufvHLN3/11z999erLu7vtD/7gX3/vgw9urhC2+/P5fD6fozB48YJJh2CE3GS33EoCMfbIViw9US1XIxGdRh6s8NXkwL0IWZRBq6HtZycj5OFpGfFXYxYwUARvOsnQUcIG4ieznW+av10OV2vpXr6qfKmxsLGWJDNv21ooIa0naIiTiwp1FmU8QTkGAwCcTqd+bD89oPRts214Yo+18nBx+57XLYyEAoaMkemBqyQ0iKwCnX6H0mhyIY+cbHXvW08TOue8X4pflDno2xv9AHGM2aT8JUH9AnTHpqOo5e36zDjxpi2wy4pALUfwsiHCSpfx7AVOlEYr9IGfVzcSd9gUSfxxXKLriCDMA/UVTHgrkXOYPFBQo7e9yJQqAmvE1L1WAtdSjLivbO3hmrAIZeTpSWmu241px5Vkt8lJg6ac0S7YcY0BS3qUS0DEWTKAR6BMPvAvKqUuF+sY8D+75om20kyBnxyCmBBgQQqpgB0AYiePS5R8WLUPc+VC6YISASX+PYkwqOE5MfqWsaMlIfdxsl5yqzVJSlujbIrkWKkXX2P9A9BPtnRZrCECwZjX0oJbMhBHshoAl2hT7NxdewQLDCkTcJkHlVEU78vc3ikblM5Ur4xrflV8y+B8BhVx01ZXux0BvPfknHYYhn5gP+FKBqLDHDyaLg8qqiIHruU1UV7ElyMZZqgLAPHFsxcM+PLTl3/yH//Tf/7z//a3f/uTR9fLoysPwtvdHazbNYBf0BNdL8vjm6ub0wlCuH9zd1qWq2W58icAlCTGHNYQztt6v25rCAE4AATGmBlvzJuABwj3vApfn+jF4+t145/98+d/8h//8ycfffzv/vf/7d/89ruPTi6mO+u6ns9nrTqE2NkLNdY4QJi4mCg0Vs89KtUeCptdigTMDEybFEF6EhtR5C0E1TqnttmHDTNqUFJTWVemo6pVhLWkqMqeUWFnsp98NAOFo3aY3owRDF4WV95w2XM5EhtZOtY68PEnIQgAvHnz5s2bN7MAXL6ZydKVzXl9fS0TGgbOzVzMN4Tk0M2afVUOgRtPxDQvpaS4TRe7veCJdqyP5v0lPZtngO/C9ij+b3Fo24HT9jvSD3rppos8+20V3pNDgsb4apRwf8G72vFNfLAIrrFc3iE9K+K+AERS/vC1tFhbkcAry6xJPrgMcCI5EqHSf9EhEpVULQAHDoEViHXGu7upO2CxNx+KxkQz0VSlS5iZYswsOb490e7bfR2o4H97WkXpIB3TlbCo6Vi2CRrKRGX6X+oYHHHJPLysXqXIbbfJcUrAmpY6JSxB+HJYvfhD5aVrApk9YmaEup2yP3uk87dZB8eY8YwyMayHpvKxE0uOJFgzyUSyECb2AsZDwlbf0NHlcrnrBYJgYGRRIjPAIXTdn+aIA0hqU30GP3g8ghpT5yxg51SZbc/h7pteEgFUz4sQ6J/+5z/9xV/88E//05/99Kcf3r9+887TRyLhfB/W29UTXJ+Wx9enx1dXT26unz1+dHNaMMh6f//4+vrx9c311TUBAaKABJZ12+7W8/15vdvW+22938L9tt5v27rxN3e3d+sqSCEIC9x9sxIBiTDLJx+9XO/X8915++o3Xzy7QYB3330XWhd1GyHyqdyOkkuu3BhagaFyPzQ7c1wpFr19sDLbl2cSD2q8SgLwxXS+Sq0bAju3OOe7YJBVgQTaPnXbqu4mxobytNKrnDT6DPX5tSb3TAf38mQiDQq6PFZILCyMHYCaNciUYVKIWzW0G7lfLcbQpMe9iAidh64vPJTaGGbGVQD5goRSzTWmYSnhEA12CtVHZ8aaPFqWsGEmmCtvyv5D042dvF/bkszu7MUJNw4FNLPtX1+NCOCsuj9IjUduY02dLLr728Wmnlt5OGs4DHAzdvJg8ZQgONqkQ1i0COzE+Wjt/wwgw2RdX//hFFCicXQLBpvMuIGcRutKmMeN0/I8ZdYQFKXTqtygAI5Zl4eC1vJwdc7Dx2DH6NPxxTh3YmcK1Dt8WUpH00jeLcAqqUh6Tbomu9A0VEXe3mMfSZE40msAhxoOoD+hypEiWZdyFKb0uQhyt1pt4OowPoRErbYa9v1Sy1duu7Jvo01haEg7gMiwHez3qQj74WRW/PWj7r0Qb7nP2o4hZ7FcKIZxjls/JuqjAwiRllKjQY8vtdqlykEfmeJu69Z7XCtDAAFA52uKk7xOlNWC0c/v3UTj/GPoWAX9Md3Zptc9mYQtAV999fVf/Ncf/vH//ccfffQpIb54dL0g3t+HcH+Gs1w/8u/c3Lzz7Om7z568++zJs8ePrr13AhDCO0+fPnv85Ob6kY+D84gssIVwv6336/rmfH59f//69u7r29vX9/e35/XzL7/85vYNercF+ebN3ctffO0cn07+2eObL7+6/fSjz7/64pd3X/7svRePHt3c/NEf/dGLFy+89+u6quVRKTEt20HKJN0MYpnWISbRzGlxRGcrqfetMuOZknS/kwstdTiIGUJAuHLO96mJpo8qi/vaoirZtsZwUR2NmQeeZydMLEzJGLbIUyhKCD23pKcD9VTsvBlKUU7lhhJgdDg2KjmplKuZH7ME3SXXShqQbcnMD6et1chNUjvRqS+tbzMT+Sp6xhKkxcghjSJ1ugclM163VUJwKckhZkbVJlYq11R0KsrJ1h0XU8LMhRMtfWJNVHkpc3gC9zNIJePb7YUOpTJoaRtUBuTsPl/vDcasM98kLbB62JOdPjyfh0aAl3hUYdXdU858rZqK8w4KNbYY2Wd/6bg84hGhuxMjXgEXyZTGOSxLhZqdO1TCrkntfF31z2CAuopwF93fPAhYrupy8lkPCobB0UwC9K6cxwBkd2d3JibHOn0lCmFUTyuEnOp3MmAUDahFxhFsH5pOWquYodmcnetME0EpwDAzsIhG+lr5f5VGFuE1cyUxzQyJypTNZakQQQKssZEcLOtNlGszSow/HHZuDVQhF+0w9TaF0AEef+TkOn3FSzzw9qkUpj/Ya+XsqEFBo6BlUmpIcheWKWgIK2zrHdRdYwE1vhNz1wjaDhMd/caWxfVKi1L0YhPxl8pYYTwdZhqrJR7HQ/D+/j6mxUQkMZfI+Z0+5SmzbCGJ+WeqZdS/I3JEp6ur0+l0d3v/lz/6rz/+0Y8/+eild/To6vq0nO6+eRPW+wXg8ZOrF08evff86QfvvPj1999978XTZ4+uFwEP4ATfff786eMnN1fXi3POeXDIDJvIJhJYVoBzCG/O569vb1/f3b++P3/+y1++ev1GCG7P6xe//Orq9PFXX706r/d3t7c3Vz4EWs/nV6++4vX11dXV7/zu7z59+rTkIvFTb9tqSeRqkqeZ3yLXU3JV95kvJFTIQ7UqvguGxsi+uCoXY67GW+RAECW5qSsBHEjOCFzCPLYCRKNdjY38BQAAcihy3VHHJ7mx7EzrD/2K2rib6NU9hlhCv0a5QjD9L2s/29MPjEWfUYo1+R8r7cwQgtHV0SiyRrz0/yKid35xi2aniGAEAbOBqkTWBIfKiAghSAjCXI41ptUvW37baX7Y+5ive537GtwhXuDek+wtluKD/nYI4BkFA0QPjca+9dz+l+mDj7ElnDY0EPDtnn8HY7aH0ogHUmbYksqVUmenWAU7F8UMozMUCksIcwzrMiLAXKR5iLDMelCH9Jv2F9gZ/aRte38+4wrDPk+Jm14hTTvjejOg7TBjeQinPDvGHcmY7Gfqh1x/iJBrKqUiv441mIyA/SlXNdN0e3xkE5uccDAddHosB4AvsR4cXEznjFyoGaQURkAG23vkww6kZr1Gns/bESa/2yPI7y4sh4lNksc1oYzM6e7WjkDgTE8OLYxeJPSxkTpuZ/xGiwB0Q2cQp0XD9/kTNFZ5SKrbIvaZc56ScbKkO9vKk7Ao7CTnzbyFOMAWoyncn8/OUdhWTXHORGcsbjmoJn0LBhp/sQXxjvxydQ4YVvnyzf1f/PhvfvKP//xmXZ9c3YjDwKvA2WG4Xuidp6fvPX/8/Xee//r773z/3Xffffrk8fWVF3GEHunxk0c3NzdX1ydHRG5BWgRQgIBIAANAYLlfz3fn+7vz/fl8//W7j1/f3a2yvTmff/nV0998cfrJP/7TJ7/44qvbsz8tQrQFefX67rzC9dX26csvHj95/t7Vo/X8BgScI+GALL7uzyrzm+QSJat6AaLkf6ZUMvv5FmwwqTNFyoTLP84/AYLsubWTIneCfZNTr5gLVCnXJgSmQweBiMi7IuDtnAvnc4gmhekmZ+eXuqDFAhcghoVWh5kkPh7Lf6R1N27fVFsjSEtKxkGf64HpF9bhZlG4IRbfh4xHAGbvUewPhog81K5/MqRsmJoRVCMRMwxZ5TMzyNE3kfU3Wh80ZN6UDtXO0eJdvIpFSKQIxmCVEWORgCgR/CWHIkRAhJ7QI3hEFw+KkLUFEp7sCAj1/UqunPn9RrfCcR+pEXWa5mqisMZ0cmPtdiOSJ7eFDVPqFsvvgnpG+5K0ppZl8d4T4raFkK3VYh+1mOmkWwfUN/rzXmfdYJZh/3S+zKYgou1nV5ukppmpRBdFpGWrITqXDn/ULi4dDt40rgc8Nw30JZtD1QSTKPjPkkV31CRu3MNJaB73UxMAOxKa5/L1aDuZw85AnGg/jljSWk2uqI25BlPEIplU3RCzsVM5cDbcWEJc7PFUF65nPiECQti2OPOGSRwJWJIPDmTLSkdYm2iDogErdABocDfEMjffGwJA60qmVxb2yF3lv006/PMybODn1yKFA825NMKhiisoNr3QHOQy3D7YBr9isRmvvhkjsUzOagPSMJtqGYi9tQaQz86dhfeccpwCpiBQnljGPHZVrLLijshMnlwK6BpOvTd1ligOQhFCU7bC41uE2h+1E97ew4wd+dH5hS1FBkC686nBgHHesqmStKNDscQDFNhBB8qVqQCv4e2kYwV13anWRLHAZcZD8KCYxJScXUT3FXQYTthPageHbb0PG3LYAMABOSAkQkcYnWNzBBOMVnScFJoRnfPOLUDuvLG4xePyiy+/XAN//sWXf/k3//DRZ1/IaWHvzrxtvC6erzw+u1p+7cX1b7x4/IN3n/7We88/ePbk+c2jR6cTIZJD5507OX8NyzUAMqCkQ9stjjwgMoOwbN6FxYVrB8Hz89O2rbfb3Zvz+tUHj37v+8+u8J5wC5+/Ch7PQcTTN/fbeYP7jT785PPnL95/8fy9bWNkAWbezoTgCKNzmCR3WeWglsoOBAIBFsj6IZD+6yBerKh95ggdIhF5ir/JYmGJSpH6Yh38omlek2y4GzxvTaSL2ZwqDOOB4RyhcyJbGq1xLjAHZuc9OgRXJGkH5MsojTJs65TFXbZwenDs1Ed5PQSgTBGzBbdEr5ZjX7UHtS8BRKiC2C1qpBCmlGeaqlY9fxDempxgNEOiVK9m3TocaCOMcJd+hFftXEZiAEJwcY0557NEMzgCgIDIwufzer+FlTmwrBhdDCUuy4VgcW5BciwYSpnkvfMeiCTfzrjNgVkvB619B63ufculG4kkaCwwRxlEjEQbzNCvd4tsDALOOUeOBRiEkFiYgQUwu47zguj84omEz9vGG5TGGRC5OG6R3c0ozeaUgJQiFmNyvQ1mEH6Y/hqoz7jKdRnKHr5Y8fhSLWiiXXZ+1tTeanudBPOki6VoMtT4tAQEdpQFCSn5hoe00siRd957X+k0kqGZCA6Mcq2Rl6Re+ZqQikbLrDv/DPc6C6J34ksCJOhSLyu3m7LXZ/wRcnxp8hktEmCmkpSkfE84ztgzEINjhADACRBwse8a1sAboxARY+QLxPE+B0QSNfjbTrK0MpDFY6BNZ+tRn4mXbJCz+DRx/LELAVQsPxTRgEo2MhihGxu2Wm3EnN0xgkYlCLAjjGHCXKRUxSSiuCuZ6tC9GWwy6IxppuMk+68IaDCe8lwgplxIVdmauZvRnUqn13mWwwRRc6FZEGCkW2QiJbAUxAMFnLACyBE5JgiK9YympFCZcVumiTIeEZhZHKqRLaz/myu6h7IpZkTkCxra30G/T4dFlCnp/BKwvbcENLMU/cigfTBaBQpUmIO+ONkuJpESi+Q7AJAgCjrnMDIr4u1Ne4ATDCPAIYjAtgXAFdAFQWY8n8OPfvijL7788tWr15988knYws3NlWzbxuuCfH199f7TR+8/efze40fPbx49ur66Ol2dlmU5+dNVpE44cgg0EHlIdNW85IgQvCNcgND7G4Bwur+9DutpfeSvz39/u2liAAAgAElEQVTw+7/vbp5cf/jzf/7s8/X17dXiHW0gvK7bZ59//vKzl997/73Hjx5t9/d3t28krEQQOZ+CUDD2IsvFwMTo4lHN4h1KdDCu4npUMilK6suGMwrD+n7I6sEMddZTRQaStJdkjSOdvoRKVpLAt2t2D1fyYD4XmwsxUPaAA+uv77br3Y/kjvbkXtNzH9Luxxl3dNlmuXJLpmSWLYVAoZhqJHEVDgABYANhDvd3t69v37y+ffPm9vZN2AIwOPSL38KJ5Qau5BRTH+ec9957vyynmEpqvspQN1DldoJ9oi8PaCMWeS+MfvCIILBuKyBEGUt0DngLGzMACwcQ7/2VvyKidT0H5jd3tw4QEbwnchiCROp33MgACNH6HYAQeBShE/wGGF0tQw5ihjc8uwiHfdgdQqqRM+ofE0IoHZ7+oGgEUy/4ymzyhjVb/rwMohxumW+/9Xblw/qrsf9U1Sm4isYmq1QGRBebc8zMgVLXnZJJWizJiLx3BERCFAA4gscS4p4Subp+BMIsLMBbrCMYmCUEBmYizyG8ubvPcyO5fdhkxhQdJQEEsc6/FnIepfmKTd/NIpFqVovqYUMzCJcA8tRk2Jno6okcmgmWkhBIAmkqMNGMBp2Y6HViO+8OZglaBrGt5czhqU9FokYKDfgSwoNx0ZNSdOYvhw9nQUTlQhkIkYmiQc+oMg9lne3sFEOh8Qc0TZVdDPINOor3ggAPaNcOQeHKIz5CjsG0Hg1mPP1rnLXcB5SqAmopT3NspV4aRVIRIBAhDGn0OBkHAhGmaaHYlJXSr81WsZHQyMwhlXLiyTmi83n9+7/7+w9/9tGbu/PXX38NAA6J1+A9Pbm+evH45oN3nn/v2bPnp9PTZbm5vrq5OsVJCCJy3jnn0GHqy0t0KyNJdblyTI9Km+AiFSq+x8V78g6XEy5Xv/ODH9DVI3TX5y3wxt/c3Uky++XbN7dffvnql19++fzpbzrEbTufeYuNWg6h0NIyx5pA+nsEQ8slQgSXoPTGsqUTBokT3whaTluVjEpzsB/zFRNLNNdtYptgRM0QMTq0EZH3Hi87Mo63iYISu96Z+pAZftQfBy946R3hfXuUZGOOC2dldl6ZkGBEIO5TnOERNkythm/D6lt1pItk9ZNWkUviMmnakGJNLLxtQpG9JyKOXIDAwgQSQghh48DrtsH5HLLOLCIBbIhhbtmAY6XVfju07bDBlJjq+qc1GS0GI4LJLEFOywKAK0clRmEElJRBM/z/zL33j2VJdiZ2TMQ1z2VWVlXXtBlDYpcCRUKEQBCrXYgrCZCgP1jYn7kGAiSQS3I409yZnume2elpUzYrzXvvmohz9EPcGzeueS+zZ2YBJWiqyzwb5pzvfAZa8aBeu8FOgAjDxgYA5CHHBVSVIAYA0zDxTmYzSXipphDo471gT92ncqJ6/n0gGJjp6B+0/JvdNlPlJfSCkwmN/gyP+fGRjTOuxe/79k/cxQsGId0cvA8LIoBQ+4N6FUEFJlRkRSJE0kBygwCvq2i3IEGVENEwqFdP3isoUjeGC+cnIBnCaIqvfTy4Dqa8Qy5PfxQPHnOU3AKRaDF1kzrZio9jabSHJ/Uso2mpYUu7plAZ49RjZCFDbmiGY+LzeMw1mSQN990YHJ/xf04WXUm60DmEqL+vEZAQkrgNHUtPYpgaIBGpTKfrcxRjBNiNqfP9LwRmxsan7rPzTfWEv/7YyriXDC3QLuMZ8CBkjEsVaOqwig8VB/MeajGEdaowmEHLNBRFOM/BSvzj8BEn5/AKois4DS9vcCqIAwzQ4NemRIwIhMzExD1foKuMMW3rw7UsKi7wDxTI5sxZVe9/81+//OwXv3QCTd1Ya0A8iC+z8sl2c7Uunm53T3e7NfOKqcyzIs+sNczcExMClVc7LIMYiBXDADC8GApxN0lcmqpvVcUQGyZCQOMpK9kUInR3t/d1K01z8OAVAMG1/ub97auXrz568UGR2SwvnHNhiiLipC9GKRHCEnSnBSBwjweLCnYJ20G1iMRMxjDxqAyKjRoSEg62x4sgjaazoSmqOqNQDTtycvrALOQshoETESg452Jl3BOtThw1CjpOClnkq/U5jkH9kAg4x4iB6DyxdkLL1MkuTN9dHMiOtslC2sKpUMHk5eDZva/TnTtnPoTfDJ/kpDIej3cehL4WJkWLUAQR95ATB9p693rFKzCAV2EmRfDV0bbGBK6UBx9WXl/Ka+u8iBIyEhN553wKHSGitTaZkQ802cdY6fVjnSVoPCEIhqrAIwiIE9+jFIpMqtq0TlWRDVvTxVkhegDxraoGRiwTEaqIqPfqPBIzcrC+UvEqSvFJFUI4+JwMMNZd6ncthfGUr6f+Lv8Qzma+xAU/SbV4AJsfL8vQgIXGOJbFUeV5pnI9ZZ1xvnSebBxmOs2mWESmaTzBifuVenBMAXxUMXQERwAOx5Goeq+gTGwIEcG3ol22kTEIHlS9elFQIcVOBRZ6XSJAlT4VUj2AIqEGuAi082ZGQua8G7z2LCgfOD/9G4mfdjJmHgI5w07hka47kMyxu4LHp1BCydDE5bXjJk3j92YRe3FWgCOP87HlQJfVMlp7i34g48pYJpVxn1wLQ1fQU6FnjxafT0FHahY9uVlO+jcPwjskUN+5lspi6EZv3ScAROJlYftEkRWMIwtmlXF4senAbeLYFl8ejiu9B+WYNERMPFAZ4yMb3MfQKUbuJ/Eei93JgxOdRTz7/IGI0+occZS7+pgh1GM982c1+sQ6pz9qkJCNMQE8hr79wQ57g+hhSYAAyshIIABGwYs6VWtyQCNO7u/ub97fApFhYBBxjUHYFsXVZrvNzSaza2M2lgukwpAxaBiJU9MCROholIysbIQMIiMZItOxqVQ10CRVQInJEBIzKiGLAjhAdevyk+fPjj+qpGnu31/va2g8GAIt4P3797/85eeb9eqTjz9crwrsLO2QgsfGGF/v3G7ViZBh09EPcMg8RRRR5aW+b9Te0wg/hji6BTzTaj10IuicsLDICRjGpkjifWBThMo47f0Xs/kWkOpzr43iGYuDN4/A1C16+FSmk9/xe5s/sy79qU5zyxasbU9TmSe4xfCB4ENlTZRXL1bG/Q3BqbfjvKSYJx4tbfOByRBzRzvjNvEKAuAJgY0xPkxvuzs+WE5YzvKsKIqMioKzjIiKvMjyzBijXjoArO+gqqoamqtevIEjDRlwf2eP7K7CPhpu/JFUQ6YaZBX1zvu2aYuiMNYQohcBBWNMXhS2yI2xTqV1rvXOe6/AhJhZKyLiBVSJFInVt53bl0LTNt57VciynEx3soioFwdJOofOzFoRgR6HaU6qwEVnt8VvOfXAfvBS/J2DoyePmbqVpWVx8F6IoRj6+4V7z58U/sDpGLF0o2RgBgmRN4GzFAAgoLneqzrnO+eWDlIDVefFy9iGToMSr1smhGCMASYBUFQ0xApESEogAKjeeRB1EB0e44ahmOUOgNZCguLoDMnr3Cqd88kh0CGeqfF5lmV9DxPZL5hECoV17k+UOcMiZ45G9acuHZ05uHd3WVxIUafUl7ka1CRj7b+evLTwgWJKzxN7wohIBZdoqGN3SOomJN5171mmuENKRlZcJvV1il2VvnqWaZ0QeRwncI3hF6onjasf92PO7JF0xfy+05hZZPyI8nJ2NoqL2L8+1Nos4W96dtg6b6lPY/XT34wtTKBB66Qd7O4z6rpU5ojEhZtGeg1msIXqYotIAZAgtDKqIkTUOl9VdV27um6RyRAzAonmlnNCC1oyb7JsV2Qr5gwhYzKIhslYtiZgvoxMAMiGjbFEqMRggqaNkTgs3l5P3AkOGYhAVB2Iggg4zwol89PNuv7g6fH25ubNm3dVe6grTwiCTdPevL/95ptvd7vNerNSBBGRbvzek9cGq93+P4iCsExxPvQKZLYQqcChV0bq1N5RsRH/vnRDq6F26JvSoXPGsUlt8osYU4SEKCApbSI1M4Eukqqb1IecauwP6DhF1SFFHBDONGB48hyFZcg5LrAoiZhsEgWQIVelRxPgNIlzqLHkgd2l36WNxARdTDeO6JxwpToahU1sdHEYZaUPJWOrggUfqAerk1hbIxJCEN2H04AS/ZaoJ1AUkbZpDodDsB1QEkMZdfR9RKDAMQ6kflEJjtWxpxk3z/0nlGp0YIje9iEwcPbS09CQNN0XEtNltMBMtiyMsUSEGliGqKqHw8Hv7xWQDJNhMsYYE7qCtm2rqnJNiwBMZJgsApIyERIJU+AKdHSTwLTQwb4riSNATER5CH5RfDKh5z4IRejiSPg04v4geHyKy3ieqtEZvqZJ5r0Pd/x2JtfoedO089j2Ym7AkrmEniqJJi7jMA5cGHGl0t43RTs75pt6lQgjGyYgGMByESJiBoPWWjbGEjMiKaB0J5J48U6ceOdBWu9VvHpvmBlRnIL3BGQoTNt8YP8PYcGA3BHjaPI1zU3MEt8PGkXk9jqt9FNtmqbfRIxdgc8jR9GeFZuyICY8demuugkYOP4So8vsgg54DPeOKuPhBSOiqIL3J5ZOFNMpprb54dGoG1XF9hnng6nuXyGAwgxTGDPpu3yJnuvXMcWDJcskEHuI/+yeRUCXuUw6q/NGQaQjFHlpvyPC47QriweFOQdMJVv69+xKz7XmY8wYv2vNrQvBcafu8ZnEChdqgvMiiRPPpEllPGkfR98EdlYGNNyRmHzPkGRxJQImDRd1yNPyx7ryol4AVKwlRmSEwrABMCJbay+K4qIoMlAGzZgMQuAgcGY6UTkxEhnmIAeUrmgnRIJAz1UECSZ6GuLUGRXFucYhBVc1IYUckYrc7TbVi+fH+x/8+t3dvm4JQUW9SiPNu3fXd/f3H/hn4sX5VlU66n/YJD2U0vEECLvKOBlQjuMaKM09w2C0kZgfw+l55WxM1gMjCicDxrQXmSuljrNzWX1KqyCieBwMlUo/VsOHDMZPXpZ6pkgYsJ4+THSqlhg/rMJD3IPHT6i/U/TuI2dCsxtiypyaJwKqSgx7m5hhnyq/ljij2rFlsWP29Pr06B4IYZYHQCLaOHc4HJmYiQR9botwG6AEE34KSHYyOguFbECVGJbyFIJ6qb/Suq8vOjrPZ6mT5ReVXtEfNEObMRd5EYbQXjwje4WmaV5+++rucN96bzJblGVRlqvVCkCd8yK+rirXtIRIhIa4sJwX+aosV6u1NZaAvPcEGOBwpJFhYH+MpZZY2FfPMtphcckOBMmTfBg4Yb57RnO5mNnx4Aj0FEy7/Jeh12SrevEh0xFDV8wU/dISBP0E0WE0YIW5I9Ms7AcB8ZGI96RwHokQdLoTZ4OtU1N1iBE2iNQR2QGR2BhjsxwxQ2REVECv6kQ8BNshRmssZgriXCNtI07Vi4RRv/PqlBFMRhPJYGz/e1FJb1ojMOHdxl/E2cpQk6n0fg7Tgs8515PiFCjsP9+7d2DsryeJ2ZO5wZhNMW1yEqdtiMCwdgke5+he01TRdCVMyHW9uQ1MynPp3YUnZ64sG6MM9SU+fCMgAoEJ7jWC2h2TIAgYkvMCxTwA74F2qL3wZ0xr7LxENOHWPWp0r/pdKQ1TTFYfgxmf2r3fhVAxv9J6MEvH2w3PbkI9B/zjw7MBXGBJLjxTUpSOT4rTp+j8OxNQEVHpbGvCdzxO5gxzVcNMAKSAokoicW33grhJ80vIyCaDxnvvmAERnAdrgBEygzlzhlAyPdttn26226LQ6sgIGQF35e4wRqcOSScEDrj9EEORdtqBqcvMKogqnrCt2VoCBVAL4ASdamX5kw+ebtarf/72ZQWNeFdXNRNmK3M4HPb7/eFwaJqmaSovzhjTVTCEFJlfxERB0oRsOgA4/hhr2FjD1ljL1hpjABZcNbx68JoiZxEaeeToY36nnt+H828/TOKCn0EMRzwzlDj1R78DwhTfbHSXwx5s+G8UwfAH0fo85kHSyK4zB+JiTMD5p55/2t77dKZMafomIiAjIJLElxRvY+974Eu8AYVxsEinux0LMxZ5rsPbAaBunS/ckRif1Pt4vzrnmqZJbcsQkRokxFbJudY13rXOOXesju+vbz7/4ovb+7vW+cY5YjLGZnkOoES03ayzLLPMhHg8HOu6FvHPnl198vHHP/rRjzabTZ4V3vm2bZumaZ3LMovEU1ysY1AnHmt6tt/TJCOu39cx5TGWPjLyVYVJn/CY7z1JfqFTW/Kxu6a/NUQDhcqrKhOxNWxMR2cBnc+4dXqvIsCZKfPCS8IJuqS9udFpZ9PxqAUnDChduINxikL1M6oQ+hhfkXQKB8ryVVHkZbkqikI83d7tX7958/LV6+vr69v9vVPNiny727748MUHHzy/vLwA8KriXVsfD9K0vnEOAEiRDLFpWyfQE8KSxArt6arR3b3jKA6YFE8+KS8yFB4IHDClcWeRZVnEuAIhRvzIRsa5tm2bxcY7bnBjTFARpKH0E8pNHPcnXCnoJ1TL8jLVMF1O2unYs+t3O3IXOsOZdc/iP3mkaczwr0Kl0gfL9yY/wzA/uB7G2UQ48TAlRM8liSB/wPvr1Bsx51rMZGyJZy/jR1fGMG3oThw0M36F4ONOqDQnYYYVTTuf6UeDeKLcxkn9nN6J83ARIlKMln0YuYPjtG3wXrrwxekB1D+B9LIYL4KgYb5DJEFpTgiqlim3XFhTWLMpiov1+nKzXhdZweyZGNUyM2GwiXRhxgdIQKSKqKZ3RfNIijSEoRB1rpWdPIgQBFXIWDQGQIw36h2ol9ZJW+eML64u/vs/+Zebq6dVXX322c+r6qCibdu61gGgsRkgiDjsYh8CFA3qRTDM+z0RIXnxDo1F9M4551zTtsawMdba3HhnRbz31mZsMyIiNkSMHHt3YuZAHfOahN5jCsbrRHg39Lzx7tAkN6H/5zNa2HQhxVMvXJCRSgELAQe6WILjAma2QKxYsl7C+d6FU7EXyXqfWX+f60PHki+d0Iq+a67SqT5hca794IP3keALf5Sqwhfx44TakRY7kbYYPHsDt0FRxYs4kbb1zkmn1RsWDxprsizP8iLLcmYTeuM4GwleVwDUo1bLGcg9CETx3uoMBkVgyVwsDLKNMRGsCm5xzNy2zfu3199+9fX9/X3TtCDgxQen2Wp/9LX33htm3/pjdXB12z1a6xGQEbMsE+db37bim29e3e+Pb9/dbDfr3Xa72+02mw1bS0zE3ENlw8ynd0wNgycAABLlmYQ/hSzO8weSYg1/Zw3f/NM70/oulhFTuh10nvUxHjnOuYJI6dzAcXTp4HlAatoEIiYmP/FB/Mi5eWk0E3MWllrEaE1E44ZlmDX1PAQS7bwpAZEN51lmrDVs7/b7b9/89s3rt29evXv95vrtu3fvrq/vD/tjXTvxRCYvi6fPnnzw/OnV08siz54/f/rs2dV2tS6zLCtzb3xVVd75qm0llNtjjdsyy2XceqlKHNf09XA0pziViNQ/OHS28IGPl5S2ZIwxlofOTYIex0fyEgA43zu59N9C4qfWK9+JGSfKv9Q9H+M0UrGLdMLeoGNA2QLOPqRb6CIric7GZUeWIJxQAXZ1TLIp5qqPDolPSq/RFg5rSgARfSAUIoAuoQMEceKqPediVhlP3HVhiXSRJGyfvThOXS7mQXT6d9YowFL+8++KJD2aboFTc5IomaKE2bNIIzsD1C29vhSAlvjEc9wxTmdjUnR3DXtFEkDSkWdKTIkbuginzgsAofSxDcHNgQizjIssK6wpM7spi+2qLLMsI7KEWZYRSDBGAFABAZVgnRN0oqIgCgycxP909WU/jgFQCgUDBoqQtUAIIdfNA4IgCIFYApvxv/jRj568+Phw2L95+c2rthIv4j0AMlsAJUYVBlVRHxNVw9qX3sUwpGR6T1H/6kWcJ+vFezXivQgbK6JGga1hANZBd9eVp4B9cjHEiCuEsezz9KgQx0ODaXibnizvIukzNanAhXYLz5aPCEt548lptSyZX4ABiFJwYnjzgpP4ylHkHjzeMeqUm/py6uypav7UvnuMoPjkXOxxQPvSK+HxODmqGUX7sCBFEIHGuaZ1CtjFYwh4UUA01uZFkRVFcOvTjpk2uni623emk0l9i1Sng/U5kWA+GIljXqJgYYzv311/8+XXP//Zz4/Ho4hYMkiY2TzPCwYusjIDzfK8qqpjVRnq4utJybdeASwqARk0LeGxds3bm/v7yhjebTbPnz/7+OOPtrtNZg0SJaSwBds2Pdn7TfkzE67wQuM0rHZM6kNIqNrnpp5n4OHz4LE+ZAIFvW9xqIwXup0z1+hstHOeynhqbXc+IYind9k8zh0np1OU7aYhCmPASIOrmoiaIGExRkTv9sfD4d2XX331q1//5ovPf/XbL7+9fndzrI5N2zjxIfnIiyLRqsy229Vut7m42H7/k48/+fjDD54++96LF8+fPt1td4DU1E3rHMSwQBjJn/H08PgksIVTB5LzC6V7Xh751AKARcbEM8F7T34k8B0s2Pp4pSRTuYOfmdgkSWo9XxlGWtuu+BZIKvtRKdmj4Hp6ao4zRBLSSEpNP5gzfAGdXiXzwxNwHsrX6Zd76+MZH0yXGWXdJyk6c7KbG3qcwXZx6cHP3Uf4O7Ap/ttMY0/p7cad+uk1fOrexdFZjEmneF5+9+D5teic1znYwOhrS0cwMUgTAQkZ+jiP2LnLGGj3qqDCIfqNyTtwIgDe948pAMhgmYrCFlm2srYwZlXkRZZJ06izJjfr7dq1bRdCC+ABghDY2AzRqAAAg9KImYChPScNoWUKEvx6VAmBAcFm0tYhxo+IssyazHhZV3XduPrpkyfbZ0VVVz/5p6vb2/dNU4FCZkyRZ4dDE5a7YQakoTLuaU7QA+qGOaeOD03MxD3QTiiqzjkvWlW1ArI1xmTG2GDVHGiWxpouXCEowrWn+SINBjtJluxoZy71oNTTl3tz9bhvF6611Mc0EqPn3depyu9Bu/WQabyIY81Nf0/NdgS6GL/zytf///wQ0SkLzMd/enDaFh5H5RuN7sdhZkbB2dcaI0L1sXZe68aJV/FtwDnytvUqZNgWucky7F0gENEgg0psnvtJgpzvuBbeEY3sqxlQe8lXIBkbY5gNAFRVVVXHuq4//fFPv/3mm7ZqLy+erItVkedlWYpCXdX3x4qIbWa9AgIrkDEGAY0x63VJioyUWdtU9bGtavW7dVbkRZbZ99fvvn359tWrN9fXN8+eP3365GK725VlGXQLQAhEA0cLaKhenYvj1MW0momFyEmP2E4Ltfh3ZFZipgOBtPgRgJNw8mNW1OTejQSwicHwXPH2nbbbIlX6FIY1OY7OjFbTpn3KxerusoVA5fhPnPeqwszbi4vVeg0A/+Xnv/inn/zkP//9P3751ddv317f76vDvUfEcmXyPM+yXCVwiTsTgtv3N4e7u/ZwvH75+sd/+7fe+T//8z/7q7/6q7/+67++vHzSen9ze9s0TqWdwe2zMOvZr3CSvrxwbsA43BYhcRg+eYaoiG/TQ3gyrcI+iHW+QkZSAdHgdRYZON67eC1OkFSC2O+O/AQRMcuyU7X+VD+TiL81RrY8FmuABxkbgWymXeimxCM3BACL+mhYMapwVR8005yA0/BQLskf5OcBBd4cM553wGfuV01DZtKIgNiwIAwWDSmRYGy0hbB8muhp6swIBuitBhY76Qf1RsvPm7IPp9W4Tq7zIFZACsHHysyo/SQGunlNr+YOzgYCAl5VVQyZLM9JxHkJYbJkTVHmRZGpKCNmTJk1lijP7LosVmVhmIJEOlRAwUyCAJCZ2ACxCDrnBVzwbgOOAZuoGgaV3YsTCUhzlwMWSPNdNImS9875FlCJkBV3xdrb9TGzT3aXq6xoqjozxhomBO+ceB/sL7WLVg/SvvjldSYTpCgiSIxMbILJHRljyGTh4gek8D9ISGQwyvO7fNTOMqmqjhCcIjp5IaXWk+H/c2cWEHPqOv+r1AU++kwn7ns0bkMlTl17oiqkWijvfXi183vuTLrPItkrbskH0dBz9OIuOCpFiCP5TbEb3k3KiOi0ndJMljfLvC9fFDxNjpF5kTSpeNLHn/zNU/zdRX+3ybUBk7SUsPz6tN3+aw2mUeC8QyIQcCJN6+umbeuaiEDVO1+uSmRTrtepuq6P24j8CKKh/OLJsdhBftM5Rf9QhFNdJSISSbfkKM8LIqqq6uXLl/f398dj5Zy7ub2rqrY6VuVqg2TIZO/e33kviHh/d1AEm2VsrfMCSt6rd+3xWFVVXWZZbnPvhJlsVlrxquiFiLOnz15451zbeKV372/3++PF5X69WuV5bo0BwqAiEFEJCi1jmAkQLDGNOZpz5+CJynAiPYwTOwWNzvFxGYT2eDq1O12MPhgiE0veRag+vrZU/ghL2VoPShf09BZe5JaceKhJQvLsXlaYZcgMM/rk7auIVwFkJjLS+Q1osOdDpCyza2sD+vDy25df/9NPvn356rPPv/j1b37z1TevjlXdeOUsW206AKXIc1VtXWsth8opt4aD0LvxNjNZVlJB79+8/dv/5//98jdffvjRxz/84z/+kz/907vbu+pw1zSee6BBxIdPPZYNE5wVJ+nQOETZjb+XpVt++PqCgwuCgo+cZoyW55rK7EbS8KUDZzDZjUYiXeiJJouwv3X7RTWA0IAdX8f7yNvp1nx8m8NFR1GZ2L+8IXIhllISTSG6j2Vgdk3Oxv5ld2wHHJ+icUCqKgkTp5udRhvvkAQc1mdv1hROO4nn/2ybTG/MyVh1OLN1th3OWpw9prB+wM94vuwWL6ST009MspwxuX51dNw/IJ0JtfN5B+JYNJx587pczZ8pMh41s56cMp0juC4C4QrqVQiZe2PCnoOOGtZt79UtiOpdSPqh4GvqJYxlDXOYX6loxpwZU2TZOjerVVmWeVHkxCQKXlQEiBGIIPhRsAFmQAOEbIiB0RgJ9R8MqMhWcG4AACAASURBVHe0CFaMdkudYz+FPFAyqj44wHvngYAYGanIcrEZqN+t12Ve3NHdalXaYIzahYWGEkNiPgpoQKgRtfe4TBrisMmZmThE7NpQGbOxGIAZ7DQ0mi4mRERwrRcvIkKEEskho0gujb14DKBGhOAVG06X0Abo+EukKZ+Bog9l/LonYbA6LiXPW6tOrHNOcWRPxSyd9V44M28c74iTPObEZQx/Fwxsjsmd9AY58eATWDGcs/PPZ75/JwX0HIdGpKBoCP6KYbVCkhsftqsqOCdN46ratXXbFUMiTgSZi3JFxmjydXTPiwhAxIMebaAW4Ni+jWBEtTg93w8q+6A/CnrW/X7/5s3b3/zmy6ZunBdQFSCTFdA6r9AqWMWbu733kuV5472otgrspWmbummGU9QLtyK+3rtDUeRgjRNo27qqnQJcXV6u18b7tm2auqmrYyWqx2NV5PnuYmetAUJtmjDkCiresB3akBSU0j5muS2nisv0R2Aa2fhg1bj4F05ZUkz21ORPI28qLZRDchMC6kTJpmlWTnKnnSII4vC/U8n4RJ4zuZ76m/AxzMdTvBEc+uBg5aUIgkideZdCcDSy1tR1dX/bIMGnn/7zp59++uVvv3r17t3t/aFqPQAbk1liLrtEuiLLRYSJM2vVe/XtusgzZlRp6+PG5rvddnexu727/ebL3/7yl58//eDFn755s764MNay4QwK750IBMc0EQgHe3RJo4RyHY9cnBra6NL4LkGzdJGLMympNY26mMAW56mn044dJsmFGgvu+BMNE7TPqPc+/SOFwR4OuQsvGXyawpXIXfguKiZmGqLT2NRYUuJg8ZkyngFABSM7BMasVETsqm1d2rOkgl58T5cSkSRIDJKA0pQ0/8gI6AXvxXEG3mMUhL+rN8VZssEsc7x/S3DOL2nWp56qjDvX09+HtvGHnBefZWMk0RKBJXEOkKYYRUsYfWiAouOpRVXvvWt967zzst5srTVMKK4FldyYIs/KPNusymdPLi4uLvKiQOaA2QAFqxQma21WGFsgcXBNyfMyy3LDFoBcVQlOpooUnGkIoLOSEQ+IAL6v/kGd5zxDg604DgI65ymY4Iqu8qLMstzyk8uLoshFPBGIDEGDg4mxQpDbduHtpIDA1lA/kRSR1rkuHzsU0shIHY2viw/pTNwopoES4arME5oRqIom1lfhkZ1zKoqCI5Z3Wjciag9LxxraEKfqujg7S9nGoAt1GDzCln8RE1304p0Ezcc/ioDlKEjpcSt6sbGeY8DBbzp9g6cK8ceoFM68vFOSgLlw6kGGydxlaVLrAAAjExkFH/rE1knKjWFmMmzYtKpOoGpcVbfiRNUzc5ZbAYRQhpJRQF06l0dFjSosWzYszsCxd6sKGrcuHbDTelpDSFVVffHFr7788reHw+Fid7kq1wAAZE2+KjZbVW1UjSgYA6TApthuAVEAjsfj9d3d3X6fZdnV5eWTJ1fbzaat6vub29fv3hgkstab/HA8KmhZ5q7xlxfbvLDEbCFXNkimdSJaf++j7Wa7RoT7+3sAYCZAbF3bOgeq1fEQz/JFJ1cAKIoi2jR27jTGhNTA8J8K0Dg/vxHDYLrLR1g69lMN9GQgfkqlF+HqSY0eJ8Uqymw6h/VJqduRLE/M56cKhDg1pMn7ikxT/Q6Cm/kKCh3ZY5WLxESGWuerprVZgcQI6J2zebYuyqapf/qTn/z8Zz9T1c8///ybb771IlmxenL5ZF/V+33lRIjYWktE4j0x5nnOqzJj65vG15UBsACWaFOuCsu7rPjBiw+vy5IRmjdvvvjl519/+/Krb77+X/63//XP/vS/e/786etXr6rjEUDzPAckrwKAzIaZjsejIlJwAukLnHEc40MmWif/igJgjILvhqg9//XUqXKGsYmzEXqyF3x64nVLPfEzVlUFjnByiMfDWDT3Hs3iRrsgtkqU/KQRQohIoWZI+oL4riIn0Pc+OCrei3rvQfx87hec/Ibavdt3SGCUyCO1bTMQU3RaIIX6J7heTvyMk7tbprx50McU0H8YNsUcrzoVJb+IrfapyD060tPHu+4t4XKHHmfQyM8MnMN5oIn4FGfnVwKiKJwVWDzYN5/5a91zYZLHqFOmaUIjgahkQByNVESEkQhRwgYO/wMoEV4E6LAWBAA1SFmW5XmBSJmxn7z43tPdxfV2l9vMeI8IzBR2Ud22dQCDAX3dGOacDXKmyIrMnGW2NCZDpKZpHYlhS1lOBGr6+qMPwBMdjOTQsLiO+0GAIth4n3P3yslYgwTsHTERecZ1Wa5X5aosnzx5kud5z47tkJJoxjFM9CUEYQOCAncDoE7fHe5INtZaZsPMEDw6YMB7MXiu4lAZd4IGSEfwFP4j/Zqme6mPpo9r2Ku2OspNANVG5yEkGutj731wFEoPzTDmOl2PBq9JiZ2DKvZao4436ZzHHuoegARMW+t4PPl01atq77UKj6km4bQR7HS6MuI7Raxg2BRp6PTgMz8mW2nn1QBnZmHafxYjgmSc+55+L+epKQs0FSDopPBIhMpG1Idl0DltCzRNu98fbm7vXr16/fLV6yLP66ZW8dYaL3J59fRYN6tVHm0iZkfN6PSaZJ/EdTvMn2DQ+2q0c+0XQJ+tIEVhrM0P+0NVN23jinwVHJeZzd3heHN/3zZNXTWEVORFVVegyGwAMVjWeJF90zQi6v2+abLjkY1xbXts6sOx8s4hcVasW+dExdX1G+Lj/j7LjbXGWpNlNsvEeYXWvb+5Y2NWqzLP87A7nXNEmNnMWhaBtDKe+zRDImzy3rdtO5EuddvJ2OGa78vo6AtxZlVPsscnSRnzIjg8WvwqZ3xcwOA+ib2RbWKZBzgl9aat0RAyHPcNnljJqWwRlwHjE1d4fBY6LV1bvPrFe6eISJxlWe0corCx2+22qarPv/r6Jz/+x89+/rPXL7/NrKmO1SbPbJYDGyeAHuyaW68CoN55J4RUGL7c7XbbbUbcHI6Hu1tpaoOwKfOPXnxQ5jbPs82quNp99PRyy4SZtbfV8dOf/LSqjq+//frf/ut/XZYlEV1fXyuiNZznpWvq8CVmWQbTtjyF1/FEnBCkOnpI5t4pHaWzqO8zXLRLdaF06NF1VoktRudIPiI+j6xj0680kpAnWEDfesnAyR2LdEHBIClJv+y6Y2HSznXNVfIT3R4jh0Sn/lo4qYwTaKZnDakJc+A+9F6CE23PtBwK9CC8VBFV6T+onq82wd37d91Vc6CniHbJwS4Lf2EWB/cHy8BT1bqusd/hk8kXjGPiI3oXlls4ybQrfQbbLEw9zzVywHXEDdeEhzxt6RLztRMiqkXaFo4+rsmpgvMMFZyQtBKCssIomkTTxO8FrcJ8TjYkVROghm4BCYAEBq1mSnUKvhIEit6/efMKkQHpyWrzvasrQ3x3/c4717ZN3dR1axtvW1VP6BDrts0U1Ai1oizglCwiGmKLSN6LAgEyGQscAqGjZbqIBoJgZDWgMEM3zCJQkVBABxoGMUF4XEPEXkxZhtyAYrvdZpn14rU3NsXBEwtHnY6CSmd/5L0Pd5zG/jXpy7G3ohgtwbBKAyiC06DdZIAFZ4jmU3txFa9IOu5ZwzafypA1XpmhMo5SvHDAhWnrIk6ZQlDprh9YIgkXbXiFqdsaxrTULltz/ESxv4WE2oEwUeNq0pbhaAtEjwRMsqh1MnlMokxO6GQ0SYSObB1Q1Fmm4FJru6jbT9xGFsHgSWV8xhwjmvp16WX9v+Yw49Mucco777w0rXiv9/vj3f5o87JufdtWVOOTp8+ILRlDiQxr0ueP4g4RdUn5Dzg1mj11oFBH4xNC9s6/f3+zPxy9wHq9Ei9V1RC61++u3968d861jUMAY4z3gtBVkOFStUWmzLYojGEncru/b9vWu/a43x/rSkSssaUIiW/r+tBU6tr7Is8yWxT5ar1abdfYsTnwWFVt64k4y/MwHGZmg4YQmEmRUypdvML7y1VVNaQtxN+f/HRfmPPz0iT6QkxQ4TSCYbJIJkSO+T0SXxgsyQEjAodIc87PUtTco1R9D6binQE/ddph4ik+czJwXsx47wCAAJSwYWttUzf/9df/9Z9/+tOf/vgf7m9vwbfs7EVZlmWZFytRbAXqVp1C3bpjXe/v7+qmBoWCcbcqPnx2tS1X4L07Hn1dWYTtqvjwxQeFNYTgwdsiv7rcMeHl61dfvnz1q6++/uy/fOrq4zov/vIv/3K9XmWHY0AKEJCYFcB7YWYYyqnFz3PZ7SfdVCcsRHCwkR3pFSmtGmO2aP+MKCoPTJoXgjxg4uY5IK+ic91WvHrif8RbIPVF6XZZF0mXtNbJOFFn3aNIUqn0o8hF//Xw6B34hB2007UT2qXZJrl1XcmjoZJA0m5iDDGUEIa40wj/T45GGhO4F/bpOZOaM4PTx3hTiMjtzU16f08qYx7/BKXUcKsP1LpFBvSQ+BoVDOOiYZiGjFzdxyTIgUwzU+csZIcoLporP8KmCs9/oj12oCkkMZtlIRIH8K4Tm/blCcwGLGERGwi5d+qlPdzvb29uP/3pP7vW73YXG2M+efbcObe/flcdj7fqSX1h6WK7FsOQZwpa101TN5XX2uNaUMAAOWOFLeZZkRVMbAAZvFfo4FpQiPyl+OaIArDPoGSoy8Y0zgGCipfh0ifDxMYIZnmR5UVWlFlZZmRIoGNDzJqRhR/vvffOWhUFAbDWDkx7QhREFOYT03PoYn4Q0QTYb6rPnfZOOiYCdTzvDrMlJi5tnmLGIiLOp19xUISEVx5wBe9c8HIOZbH3PuZgT67z9Gyd/GZkKo/WtpdTY+jUzjtds/Ephk9YvOjABRvhxICphee0UFAd2QPhyFb2MXf/fLgUlI+wZKWZLonzI525/mGaODUWR56aF4mqeFUVVgpGh4QBl+1OqsY1AMaYbL3ZscmIzHq9FVU4ovfu6tnzDz788PLplTiNND44G5+20MYvlcWnPlEiQuKiMOLl3bv3v/zlF+/evRcFa7N9fdjvD03TfPn1N69vrlU1txmFqWgrgZyATERkrb1YFat1aa01RMfD4fb+7s3xVdvU4hyIrotyu15dlMXdXVs3x7u3b+vDfV4UeZEXRVHVm9Y57/16Xa5WqxCLbbNcxDV15VxrrbWGQaVpGkUGJDjtnIWIRVHMWT1p3eO8v9sfgtA2uJ5HgX+6xWKhbPuf4FkTxzvp1ou3Xoo/IWLbtl3kew/jpR9+mGpFyGNx5UcC5SMvmSX6+6OSa0aF7TJG9Fj31SBuZmvb1td1w2x3u51h8+lPP/0Pf/M3//j3f5cTffTi+bPLC/D+crddbzaZzYO+k0zuFG/3hzdv311fv7u9uz0cDgxaEDxZl9//+MOnFxcXq5UBLAxnCG1TGVBQqZtqX1ctFt//+C8/+/Wv1usyz+nXX371xWef3VzfPP/gxZ//+Z89e/7Bfn/X1FXV1GVReOeapskyS+eICr8vkVJhgU6TnquPD784R60kTF/qHAcdmuwk+6P1bpggjTs9xCklnRD7MNkx068f2ocn9cmPSnepwVgLO39hCGo5fizdx4Z97SAEnYIwGb90lXDIyoO5JHrRVkEBNG7277qw/wCYMRGu1+vzzx1KgTDwSs+U4YLv+4xJQ58W2Yu9yOSGkCUipg5E++UbenrmBGnl5IPGx3H8YoMC6qcoMCa9C/ZjZZnMozEGpAUqKnZ2/0qkRBBB8z5nghBVpHVOvduuVibXvX/f3u3buvFoVgpesXJCAFXb3LvGIBx226Nrb6uqca0FQCeoWJCWxgJbD7g/NHf71yEOY71eb7bbzXZnDCMbMmE6I11wWnBgwKC8ExXBBJgjYpsVqAIK1jrftiKugxgIicgYYktkyGQWCb1IiAqBCckYB3a1JjBYnllmy53vGkV4OJhUsLFIPBxSNCQwY+/E3LtdDFLciSFi6JSDym5wKOrNp/uYRhVVV9eTL3xGIKbIcwqXKGQ5jZNCw05JIOkenxUJVvZRa6+iIhJNSeN7DOpC0wutqIfJk3I40F4ITdCSiya+RCO988zmfhEMWCAfjxJHA36BeiI8adEp/BQMFo+8RQk/MybuGXMyNo5GUkts6bk1+7KVjXbfvBdRJ04cMTJTd8QEk2C2SKZYucAn9opeUZCQzWq7Xe92Ni8qd/DicIKmdzsbcXKV4kC5H/Xa07QnHS7OxGoAiazJXr59/fXXXx8OR0QScd98/e1+f6yq2jlPxOv12nu/LlemYy5inuXr9bosSzYsqofjUbxvxXOR77aby+26OVa319eH+3sVudhtPnz27AfPniPRsTq+efvu/ng8VNWxrgHBNc3+9vZ43N8W+Wa7QcQss8aYzXYdsi2JSLyCqrXWK0IyDJksnrl4dHEYysS73S6tIbqRbVIcT3Douq7ruk6r4XRW3ls8UspFDj9ZloVLCnrbxIgW96cTqQzLKS0dzntsT3dc3MmPIPidvaxSktFJDS4iLpIyYk2iqm3r29Yj4tXV1f3d/vPPv/hP//4//uZXn+fEHzy5fLbdXa5KA3K121xst3le5MXK2BxNRiYHMl61auqqrpu6FtXNen15eblZl6sszw1L01pQVl8gaetEPBvyrYJrodo/366a7z2T9piBvr65f3+s/q9/9+9++/VX/+qv/qosCyYOSVIRudN0XycZoGM/36lxvZ7AvULkdQe4qqr3mqAMRCOUcPHrPsM47Re5B538UbjzpzYsoaRVXZioBYrwIB3DgVgX3yDi1CYrcs01gUFT5nR04w5z08lsJ+yCyVQn/E3nPIDTjj4hkNpHwICGJslZOjrK+r+MQzzW3I1YISFJpjXnI6cuab8642Dgw5UxIuZ5Pu+H4sNNgkm992EKltbBlBw3EVpOAebJPGKxP+66Cly46uLKpkcYqOND1KwzDlOT8fQSwJMk4w0bUueGA6qKSUQkEgGR9krgfnErIHRQlZcMCZGsB+O8qxp/v7eNy1uvTiiAlCLHuj429bFtCylc07BoTsYSC7EQK7JXUi9N3QQIUxWMteVqxSZE6zHGEzFyrRBQRQV9N6mhzpwFiNmoc4RsTY6CTkA63FkBlZjYMFs2mQVC57wxJAgCnYh4iN6IusNQ/xESs7EWqRtJ91XvwMgJFeHE+DsqF4cTDVQDhbUjuqPi2Ku8f8xUlNpRCXrFg3Slq45YDksh0nGvMjMCcs93HEiTEmw5RFTF+zCGElFINMkhTsk7L73b+SS5ITMmTmmUGKm35wnfDXUfDoiohBDDgQIR8xp1Fj50xjHt3H9KetDLcrhsqiCbzivDGTcZei7yoUdEt77oSc81PBWAMlfynTGsxZF7gIpK10IREDMSEZssz70o7o9KLMguVMZASGjzIitWNi+qw6FffOOpVHJ+pBfc9DPDJHtvQsaAicIhgKPmeDze3Ny61qmCeL2/PxyPddM0zgmoWjaMZI0psozZIGBRFNvNdndxwUx104DI4bD3zoE3ZVkWeVazcYeDr44gtMryi1X5vcvNar1unLtcFy9fv3n9TnxTCwJ43zaVq6RpGgXYbPb39/vt7rjdbY0xKp6IQQSAEJSIZ5XxpM/RGcg3rZ5Dwt+cKpMwFCHe3ymoPLlHIzST+J+PyBghVjD8ZuomPoq3VBXReItxnwV4Pkd3wUDwxGzyvBhgqSDDE1gPPnKS0w8ssCfjUlEUb1+/+/q3X/36iy8OtzebIrtYrXZFvrXGgt9ZurBUZlyW1mYZsM2Lslht8rJsvTjvnfeta5lNlmdMmBk2jA69tg26llld23ppGcH6pm1rAH+R23a7vl0VcLF1Tt4eb37x2S+22+1f/A9/sdlsBDp4lYgQTIiI6vzkEhVQ6lw14DCQ2GRNk2eXugQNPryKiEHPk5TFS+DbWZud4QzsYdq5wcVkatEVbJ0Wfp7bMBA5wl2qMCKNRqaCdp4AiiqRbjBJeloSpHIk86auzLHqi4WfAIj3Ic7FuzYO+kKJB8HsJNAhh6zvKckYmNWLjI6+P4x3wgQWmYt0J89iHnysUxTmtCmHmWtJt4CG3xkOr/iyYmDYHP+fMKydd9Ox8siuGDTxFZ6/Tu1IMDyQRmHUj8BSDLSOfjnAOKG2O/+d6YlzaAq/YaQBRN0NUO9FaMNlAqDOa+OswsZkqke5P8Cxtq0TryA+TDKcyrFtjm17ZW2wGUYAm2WUFV7RKxgN4ZYZUQgFsBhSbaFz4EZEAgpZX+FhMbWC7CwXVEVVFBVEFAQZrZIqgmqroAKi6oFCcWxMbpS09S3bTFEERIESDlFHVu3yp4mQqDO2UyGlKYYWtFAi1Bkwj8gn4euk/nsL1+AwMEWa3w6aztr6BJ8+rL1PcifUE6ldcQuEDyZOoJhIFUcdLYEhghA34EOQiyoEv9cJ/UbD1wAJVzKhM452HipGC0vDiEzBSG90tg7WGUSEquRFZWmPPIhRTXmWiotgFY4K8bQOhjGnP8Rci445eWccmk+9PCL8rqfkYgqxCgBI124weNemFwciIYPNc/LaNM458aK+C0VFABRAZLZ5Qf1MY1kE1jutTVNFEqYZnEvpTtH04NWg3otzAkDi1XtlzoyRwJOSeu99GwKfgTXPTGDqgXgGVeekaXJmT9R4IOdRhFVZhVQMIBFmAFYk07ZAz6QlKXuHbUO+YcqVwOkQ8yUiTsSrWGu8B08uwMYq0rYt8ihjLHH9HzW5E0365NtTBde2i6Lw9DNPRZA6+4E+r26BszSuAOKWC7V16HgDqNZV3q3viRWMS9nXGB3EZxYuqUp1CAOPizOOpaf4os6FNL0RGA7sy4WVr0t5aRNT7Tj9Y6PovIqTtml92yJoZmyZZTlTQVAgsPe2bU1bZxazhi0CiC+tKSXL1JAXIyKoNQhoS06JidlaZETvtBHfEAFqA65BRGhrbGrLCCbbIBaqK4SCkIgDjhtESt77pmlMUTCzoLi2jmIghTmfGHHwQdTECWqIJZjQrvqJns50uhxidFIi61htEZqlSOhd6EzSFm+8vAc+9AhHg3NoqIxtjwmj6gkUlMIEzLvkKRH7Giae2ZxYgC/M40Chn5akpXPsDDsASDRUxqkkbsBoewCIkhzqFN0ImA4rtNL281U5xQXq1Dvd/wWAaWWofad0Pt1pQo5CwkdVxtTfrCk5NFYSubWDF16wU+jSw8PKAERsxYW7H1S9OO9bSP9B//h97YIBGCNmotD8dXUBGzvRLdHYFFNVJfj4LLmj99RvWlAjTIxdCRePi4j1PC45F5Lcj9P/gmiSQjv5q65tM8B1WWpVa9PkSB9ePZX749tXr7///Hu5tfu6vrH+5c318XhEVOfl5u4+fDW5NQpUAJq83F0+fbLdFTb3jVxfX9/e3t3f3xer8qo+AtPuYmeNAUBGAlTUlNlAXQAegITW0EvwHPfOuaYR7ykE3giogCH2hkBAQMhQXuah0pVAyIhUYAAK8V+dnXMqZwRVcM4xQahlu+XAfCrNYcA4BABEIh7Qd2bDldEzkRdvDRwCn4LAI/ZcSqfToYkoVHip5C6OYgf9nPqUAmt6g6FTR95oSpVcpeJ8/P3Unap3d6cUMIpzsQ7fivY9xlprT2XppY5Uy4VdtLgHPOULC7MYyOUJ8ll/t+l7T1roWT00neScqkofOZEO3YRh0zl9AyBSaGVubm7v746vXr95f3NzOBydl9ZJ0zpEcM77RCR2ylteBs3uSWLjg2hFXwxR07hvvn755s0b51yW5UTGsGOsDodj2zgitszMWVmWq7LMs4yR66aWxlW6v1XtDs+mIVWLSCLHu7vD9bv72ztf1yubffTixccfffSDD57+0dXaZpkHfPZk+/GHL97e3L18e/3N27dv3t++3x9MluVZZohvbm4UQUGfPX2aZxaJqmNtGJmQmQXwYTjtrC3/RO0EfUYALLllhb1mrS2KYlFdF+/1lPh0asIQ9m/gKzvn4rIkMkCpQgvCRTYgcrF8GULqk1ax9weIIt1hjKDLy2FZmDnyapnQI1IOwfSqSVyTuy0ffDG9hyzLLeBnn/3iH/7zP/zj3/99czxebtYfP716frF5tl1fFNb4ZlPYlaESxLiaUNnmxlk4UtNUAkxssszmhQUiRfDi1YkTUN8SeMOQMQqIgCtMbi42VZ0dm/q4vyfXfPz0qmSqwXwt2ZvXr7/44ld/8zf/4f/8P/73i902y/JwU3TIsZ4Kd8BpbvR376LDcR1rwXS9TZbogwaUA5KoDz/vtF0hJKXptKHnA8IIFR8QN0QIfnZRV5LGSsTXfWavhZM+sa7TVIEatkMX6eyKjoHhB+p/0PP7/nB0bZsc7z7xbNbUcmdEsDh7cSwDHyfEGWfULI/lGUNPxAwFyvyomodeTq4xADBqAqTSW+5FMqVElKEfXaNgv+i8S9KcAYmQzUSoNIHTIggJiRfPjAmEiDRRFA3eSAtUCh0VXsl5rKdNoEI9NTyTjpqSWMqENAlN+1ZJ8sgQYlQliqoTFi2M2a3W18a+qZpsCzmQJ16vVmvXWGvLMl+vV4j0y199ZQ2tc7vK7MVqe729ubva319eXW4u1sUqy/LNZqsAolLX9f1+b/MMs9xY8qpeBEWQlDoFqTZN29R1U1VNXTvnRLTMc8PknfNto+JQNLMGRNWrMYbzrBWnoGxMUZaKICAA6oJMrfuyQTQ6VGjcEkNDMRswEY0c2UZMwJ5kPDoEO5YxRQBBI96kna/YvCobchWG8kMRZGJzMTNDUJzaLeFEnEHJmXWqmhw5AyYTqyE8SVTJDyp99DJhPAeqRpzjIzrn5mYyyJ1ddBgKL8pK0ti5SdZP4slIp/IC4mNG0duizX6K6KTgwdykeT41nida0QxEXKyzF1uC3pAx4FJJfUaddBIQvYJ42e+Pd3d7LwqIzMZmGTEDEhKwMYjc+pjirmNT1fEb0aXSeUy9G9ahDtSsSTXpWvfq1et3767v7/bMlpABkKKPnQAAIABJREFU0IuGewiRcmsBOWeTEZOqaxtpHREZheZwNMZkmc0NozeteAIlERXNELPV+ury8o9/8IPvf/LJh092V7ZFQI+4KuzFbnd5eXnx5Em+KpG/qdtWmUG1bdvWOyeCRB9//PHzp1eZtR6dKKACE+GsJJi8qcW6eVryYogG0gdcBZeE4+lfi+1fCgxPbs34O6mHTMqzVFVimSSfTa6q+TA3vZsSWgzN6II9/Z1wUsyMCbQ9FQ4GD7gRbeBsaT1YAfS3lRcFj4AMgHVV//Snn/7sZz979/b66uLi+W57sd3sVuV2VewKm6ux4K049ppbkzEapgyFxAkIohJRhoCGgUgInA8O9qIogEokoGpI2XJmiYDAowp71+aIF2UBzepG6Dmtmqat6+YXn/3ij374wz/5l//iYndxuL/z3mMXVDl5O2Fkj9EdTzVEaQ1T0IQFOTdpHShM/biOUlbYg+Xvw6q+JClDT4RAJWTc+D1TR/Ca6GYW6uk0BG2EKsJYSj1x+FmiXOPkboq/GLF1QyHWvSwTxiki4STyntB7cs75EfrTVQORwR/ZBF1hv1AZz+n4S7SlyFKYu5b9YZM+NOXQxJfTufYlNpM4ygOzbOOWHrNwBv7cokGP98E3rPPIqlo3iPeTxZ0K+a2x2AukIq15XBZ0eWmRxjDsmUR/+jtJWYfJC6YGYaoak2bS+QgiMXEXFg0S7t9eEBgqBQIiY8j5+lgZVWssZ5KzydnmZG7fvb8DqFXqtiHE9Wr9g+9/vNlu3r2//Y//6R/b5rjJcVOY0hYX+ebpxeUHl08/evHRj37ww48//vjFRx89de37m+vW+0N1tIcci3JVrsU5cQ5UDKMNkmvnD/d376/fv3//fr/fN03LZJ5ePdmUJUhgPThwnlYrJlAAYy1Yy84EJ53VatVRJlCda1CRAtFJVRUIQFBRE3vrPjazi6OjZJwYCBfUM/y4U/YQ94wdipVxJ6Pz/QLDset04is2EiWEBE4djcE68dsoGVkWazVdHBAkc1vC3uoxlj46ITjPlDSI1BtEAhEhIGniTInDzRdTBp3zro9ODGdT4IEFcCX8u9Z5L9KNBnvWU0jwMsZwv3l6q2hKpZBEOFhaaDr6V0jf1GDMoGllvFT30MjrYpDYgZAsnmIpxDjyz4qbHdL7b/Z9xTMknmARdCEig9FYVFRRu0xErygqTqSuaufcbrvd7Xb7+8N2s63rWsQTQ1mujbFt03bB7IoAOq/UA0aQiuuGUO45jWtxfeAgmnDi7+7v39/c3t3cq0KZr5B4fzh4J2FJFzZTcNI0jaqKNk1tjS03621ZVlVlAAtrrTVHwKN3iLjOs9xmsLss8+z51dUf//CHH37vw4vC8PG1OPHeI6jhbLta5UVhbAZEVd2+Px6rpqnbNi9K5w8K+vXXX6/KYv38mapK59ahM3u68BqnXLgpwWiprBu1N2nbNvMehpmhZ9jTYd0DgLLOa9awwKJ4Ju11g9GyiO/tR9tOg9S3shhkzsxhvzBzURQwTluYluy9fU1aoE+Ts04PYUawDcDI4HF2WE07jcE3vft+AjmnXG+atv3225f/9OMfv/r21Xa7+aMf/nDFlIHLDReWV5kpkV2117ZRMOV2t1mv2RaAjMxorQcGMqaPdwVD1rCCF2m9AwDR1rVNk1ljMgsK9eHg27Ys8s7s9nAsM3u5NR+WGYK+v35/f3f3d3/7d0We/du//p+r49G5FhA6g9F+pt6djBot56TD3iBUJ5p8OIkCf+YlEw8WY0wgUYSel5MUqjlp88GCOMpgYJpevsA87gerCb0POmGM9tkNcyeTdEcM4w7Ega4DKn0sM05MOieX1xgkxt5TAkQAQSXK8kRFSCW9EZGQu46YjOGemZzhUBl775zvL6nIWm6aBhKwcK46CJVARMGXYReN4Seja30SNI24PLY9WxkHOg4hTMSuA6JGnRikuygxenhF+Hicsj0eXiMFGWL4Fxy0pjpl2amoF59cwBpcZUfv0EvrKhk88xZM/sP9Dn0gRFcNxPsfR1aB6bizu+oHKR8lgqGO4IohVb5v0RC6RQNDsTa6E1pQh2oBWYAVhMETBLss8AoeWAnBgrWt9c57Ay1XrREqgVdZds/+juXG13fXd+R0Uxi6PohT2R+IFAxsn1z8m7/4H3/w9MNnmyflavW+qd821f/99ht89y05tQ6u1tvLy8sLk3358s2mbV8YvVxvV8UqJzbEhCzO74/v3x3cdS2tLfdQV9JmAFemsMWWASyzeu/qSkQMZ9uL1TfHdn+s7/f3n/36Kyfy4nsfGrGtE6pJvFhL1pD3LhAzBYA4rCCFgCw7VTEKKiR9SK0BkCACiMeWiBDpKYVJ/A4pNaEYxawOW2H4grFzpsYFmTb1105n6xanE5Jge96LF1EAtpbZUFAIed/xm2lE79OT5JworO6OzbjfVFC7spyCRU74DEh9+qhEwEqGSRFUtcAcFGOKGwC1TRv8NoOYUkQVwYvzXlzThCJPxBOTQiBpaby9w6THGJPnubVWwUcVM7O1JmMT/hPD/WEMGTPiYsV+V0GDDSaqUrglRCcBrdTDt+JFRwUudb1M4vQR8jkWasqeXx7mMJ3mkbj7SzRMSAFAUIGEOIxnBVry6lUkN5lvvW9b8O1uu77Y7gBpZQl9kyNsC2u1AASrQF6sgiUrpADgWyEmY016Kncrk5YmeskaVgFwQbwi4hVQ+6+GgVAAFYAZG4B92wpRvlqBF/DOHfZyd7sFtTkagmt3OLhKvEcxhsza8vOr3aZc5WzLiw0CgopBou0Wd9vMGAqEKtXddvP06dPvXW3XVlhbgZINWBHwXlon2CqiKa2/2jaHJ1++kZu6bZHJZkiGubi7q6pKFKzXxgMIQA2elSjpPTuqXiKODnY4MFz62pU6o/HIw6PoEf0dp7yCQcrfH9RdGcSE1AkNRMSHo6p3K49IsLW2ry9HCTZBQStDfm+wvHKuberqODEkCYHSPdlpNATrpOozv0VgGlfCHW292zoxmyky+aZarq7vRERkHEixMLraCRDZIFtri2+/+c0/f/qT4/31s4vsxbPLDO4t8DazuxUbkqZtVCEzpS0vbJ67Ylvl22y1BiIhAmRUIjRoDGYGmZFRgporrF+rJEJOOiOmqoL12mSNokc9slAB2Ips/fGF3AFWpYUKs0KxuqvevrlVsGBVpGEUUUEBBiAgBgIgVVIEARAEjyCoWcLaEw3JKtgB7Z3Qf+ATd6BLsBwDSq3GTtnwLTr8nK6Vu3pDRmsS++NBYFK4Q9JW6pAllsqBol9amuoyYvkk1yAlPl0TE5yByZBmZ/fz3QQKCi2HdFm/IY6tR8PD70qXWqYaBgXhYbrskk6BQwSBMStiUttyAa+TNCDpxHnixbdt0pxoim13pS2bxPMKoVcaxQKze7he1tiHcDyiMtZxg75Ea5razk27/PHln8oINDCzRlHXlM60h1gvVQt2QnOc8F3mmok5WuCc817nMSUTbsaQXZIMkdOBQkpdlQ6XGXVs4UGk47OO0kTjB+VVAZRVTeD1di5uCIxhkTKgiHoCMdyJdppmf78nhadXV1Vzq9w4x4fjYQW2XBuoW8hshvjBB5dVW3//k4//zb/6n3aQY62N99I0903zcn/nnN/Y8vsXz7YX/x9v7/4kx3HfCX4fmVlV/ZgXBiAIUCRl0WHLZ5/Xt7HriL3YuIu4f3191kbseu2VLIqiJIgiQTwH8+ju6qrKzO/3fsiq6qrq7gEoaw+hgAZgo6enuyrzm5/ng6woqjreVOXzu3dfPv/d5dn55x9/8qOPPo5NLFfr9d3Kb7fbum5iIKaasEZsQnh9d7utaxZFEVQgQlA1znJT/eLV8+uq9L5pol5ePvzk6aca/fXNVbVeMxIKahCNg7JiQuxLcdplqWvDA4G2Fb7VwYxj+Uc1RaOrcVTP3XcrKhzT3Y2XJTjka5lO1IeOev2hmtkQMyWVQl/egjKQ6R/4nhOKVHteA3dNdwogHXzdrgXD9MI+nD9NdUBsmA2rgAQBAGZDyITESJxmxDSbMoGqQAt3hRhiCGnZ7PLjFABVxfsQYogxNnUdYxD1g2mODBtrXeeOx36DGd1rnfB74Ecm5tQieDgDR7WtAjnY0Av35mEBjC+KDvjHbm8bWqMAgBiRu0sHyFgbJcX/UYh1UzegupzPrc1WqzVE0VSRGkL0DQDcXF1dvX49zzLDYIwFAIlNi+4Mfq4e5zgsdd/ZPFCRmFI6IvaXOLU7ULJ5G0Uqq6pqGo3CAhQjqRSGlllWWGsQYSvOg6oysTO2cPlHDy7meWHJLBcLUtAYZ3nurGVEAvChkeiJ8fT05Pzs7OxkblKlgssxRoLIiimLKKrMDF4sZ48vz2/KjSf05AJyCNB4f3e7rqpaRLtKIABCFMJ9VOwAAbcrhtG9mzOZWD5Ai92TSAiH87Zby0sfaEAdRdRWIyQwcjyeDsvzOhfpbhNkITU6dAIMaeJJbEWKQo8xIA7iP8fR5uOFry1fY+rGNmpzalturH2ebleVqYgr8RVJ45Tuu8SeICbtRMeKs0PjVner77779ptnzwzD5cXpR5dnoVznBEXGzpDpCGLj8qyYuSxHV0SykQwYA4aRDCkTEDADt79jmuBRkaA1RhglRIiR1Fhy7JsQKo5iRYAwxDCLYRmqOM+N4u3Wh6q+vb69fnc7P5kz2abxnMKcENoG13a+xNQIoti520cNXf2siDq016czSqr7RkKinoBKeVG7P/2QPN1DZ+B+wxppp/rMKhwLww8e+3qmYL/ecGfHPORnOND+gu8NEcC9SW7UbtbtyDJu7YB+8mypiXZabcN4VaFPM00TfiJHuxlWlZBUAXiY9xBDsvr1LI1MUiZU1WsYnVUEUY9aYHc17B80GQ/Y//uE4Yd0k30qylBo14N07Rg4oCR0Gt4pI9H8sAJtrN96r8K6/8L7JoRmQD1Pu0kBwFrbazCOLE80rJnYV4/1r42Gu28XYzxkxPqYqj2mFAmBFEMK92IGxCix2pZX1++M6uPHj9+9qp2IM1JXdZGRczY952xWfPHjp1XT/PiTz/6P//1vX//222+///3V9e272Gw1WNDC5j9+8snf//XfnnC2vrt7/vIF1f73f/jtP//ul8v54j/83b//D//u71bXty+/fX775s1yeTKfL4rZzOQ2oHiGstzcvVxxFI5a3t0hwGwx5zyLBJum/vnXX1+vbjNn/+qvfvoXf/7F06cf11VZ1+XV27CYFzGGqmloGFkw7hQZVBVSWtoSocItVMvtUZ66KDei3eWlQwJxl1U26k0+fsRvmY8f4MuAKauQJCK48951KC7uNVEdrAMYrWKjlXQwEHZ5Pwkz1v4NVJXd1YTogydmYw0iRokhxoT5tqwGMSKLBjRomMikOEW2hgExOYyTxgv7PktVBQjeN97XVRVCEIlRsa6bpq4BwHsvos651GLNbLvd145gMGZrLRnmjrBhpJROPblxeuVZSs76kCL3AyI5nOYZt8JQQBlVSe18vYzUKk8QnHUCnN7bpmmapsmybDafM5kXL155H0AhxlhXVVmWqvr9998XRe6se/TwfDGfJZl1r7eDQRDYnkh6NOi3DyYiIGJUBNUIqIiMCMzcJqADWesIq7LcrtdriJoh58yZs4vs7GI+m2UOFbi0TWjShZnZbFbMzk5P87xwzs2KWQr/f3B+kTmrIVbVttqWwTcusyfL+XI+z4uciFQwsvjtVkSYCcFIDJX3yLYoZhfnD+ZX11sgRlMFqXzlfXTGlmXZNjIqEAIbSxFBDvDOUzjjUMTQe2WdE7Gvqu7VHYyV/dK5Twb4yKguBJkIese6Hugtk05pSMO9YL9eZ5g52F/eozg5gSjaBWHF/uLvI//75+xj5pL5KdH9/ejcA9JwKMB7OKxPQqX6H42ZjTNI/PtXL/7w+29ev359eb68OL84WSw30efMbcYzcWYtKWZ5lmWZdQ67vA4CZSLjHCu3IGiXvEltJGn3pg1OPdY5MCQMUIVorWpkgzH6PIYs+HNToNnWene93l5fX19fXy/PlkimrlXTmwNAmnifMWnUxcEP+zmxU1wMVvEUGmb68zz18kvoywoAPyA8Z/94f4TVuGdm7RHhrjT84MN+iOpzv/gD9pTqOrE4tD6sIwuvEiB0q/Ww41MOeDkUR+HEozSbBB7sDpNdEZUO1WijDBm7U9920rWRZz0pckfRNCKpQGA41vZlge0q9KFqij/lr6NTR9oIJ6V/XXtCO17Edmu/74h2T4JPp/XMEfOR3WUQH52+7PTNMHh/w56CezQHj11iu57S4Q84iZFXVTIEhpwCBQAFNcSghoCYWIAJGIGFARWsNYTio+SZjzFz5uz8bPP1L96urm6gaZoKsgKZQMFazhdzLp7erlYnWR6rikVmzoVitpifXxq6iZ6IP3/8+PNHj29fvo6bjYuRq7q6vX3x4sVvSvz2xdt/+G//dXVdOoWnlxf/z3/+v+Z5kdQpVdNcr27fvH5zuTx5sDg5zWcx+u9fvPjDr//1Xb15V/nbSgr1RuPp6clf/9Vf/flP/owY68oxs298/uCiqsqqjtay7t+bu0uf+hP/kJQYALiJd2QiBtr1gMBuFRvBRR96FQ6JKz1Y8f2eRShG6Y7ZexK0Iwb88aqKqvIht05a5KmLYgbZyagUMKWrW5czMyBVVS0ChAk8Vh+jNRaNAzLGZoBaN/X1m7fr1SqEYJ0lQoE2LTgJveu6aupGRJbL5enp6enJyXxxlj47Y6Gqqmq7lSjGWlCtqoo6bripG5EWbG5vpRB948uyFJWUFJ12ACYaTjbD4PM0E6Tz6v6dPukw0700/IPxAp2ZXQVUQUeLuLaTQYxBogADE8eom81mW25DCMvlEgCqqt5sNsba09PT09PTqt4qKDNb56JK1TTbqnLWzGYz59z+LNInf+1nKYyAydbH2eILiWcDBGBOZqsU2CKit7er9XrjiLNsRkjOmYVzZ6enizzTGM4WBRFlzpGxxWw2Xy6KYu7y3GbOWJuSsKyxTCghQmnAsMQwn+WLxazI86RDV0BuRW/MElWYUDQ2yJxn+WWWP9lsym+/v35zpSaLPjRVcws3m80mxuiciwJRgDpf1K71hvDQHQd4lNz504SbDjyrow7n3c7afRtmRrrHcUWTs01/4w8TDIY9r/3EnK7woX4wkUDDA9Jwsx/+8t7Xdd3/cXhHDFtph/W0/R1ERPP5vCU2x88/sifGWFVVU1UaY+4cAtRVpVHZcmYdAzmX5VlOUW2KP2GDbLhtYjIECZEmUIgKIIqkPBCX74TyvgERUqCUwMVsjImRJbaaOWt4OZ8DZ1lxArYI+i6GeH19/fSzT9gQtKmagxrnQxcIjXFVHeCUu3MQErNJ8ko4DrjCfq7wn+LiHEYd4/B1EkLUaSwDTpKID24bdP+IrKMmjokFliY5m0eehzrif3jTDB/CrQ1yclrQDwr6OlYGBJ18OG1V0AUxtSkZOsRzdneTRtFBIV1yEQwfkwJn3j8Z47iD45A/8DiR1amM+4iiQf1Fp3YaSTFSDoWOLU0dFS5jCnt/vOgIth09OrbeTMRsx6gPZtmPtJwoh9IeN/nwRHaBADSkaAeyZugvH1V0bJwFQArtmCGUsEVC1ZRLbpgBJYAoEhq2RYYutdVSuVrdXl2VJJm1LndkiNu3VBd5HqvaxLh6945VzheLwmS6KGKeNZaNNReLU2o8hTBjxtncb8sZ8ILN+eOLj548nJ/kf/jmu8fnF08/efLRo4c5maZpvOrrq7d3d3fW2azIi6JY5LPlZ58vT09w5pZS333z7df/8qs/P10uDaPCcr44WS5D9KvVTdM0IYTGN1EFifqMlvRukkorAR0I5tvhONFg3ZTc0V6d7ww5TcOpahvGmM0Bow8cnHoP0dk6anqDNlASJ14W7byb3ZE07U9ISIlA7x+qOuqzOD6i4/3cXJdtuVvOklhfQRBRkaB/v0w6iSGxZYOp3CH6gKguy4Li3bZ+9+7danX37t3Vixcvbm5u6rpm29Kr1MvUFKq6Ck1QleVycXp6en52drI8WS6XJ4vF6dk8z12ez5M7MMaYfEctrUxmZ3/oaheSoXYnNgbtR+R+kx72KQyHiX4tmpQHddpMGmSWtP/fN3LvT8aQ1NDQll31Vo8YpbN3tP7f2td3t6soMamrQwgJow0xIhMZTopEIBSVqq5v725BGo3hYDTBPblOMM3TFYCISVXXVh21TISIRgUkFNEQwmZd+sYXM5fneW6MM+SsyTKXZ04C5upyY4uiMHk2my/mJycmz02eceaQCJBSBjgRgSg4Y/McVIo8yzJnjMHu1AUiJsuEQJoGFVAdeZdCCgvnHj989O6ufH11A8Q1kaqUZVmWm7quXbZQJQXEZEfGQdzf+6rdhsZlfV8I96F7R/elF0PfXhInHHD+tf+l124d3SJhz/90EO0epiRN2kbaqzGNEeMLdcJqDnelg6rC4R4/rOubqDISzDypph+e0yTGxvtyUzZ1DQqWjWVjyaCxjo1jk1uXWWfZAAghobYlnV03J6mqREkO65ThSl3bhKa/SatiknRJFFESIQJCZGusWBUv6o2hzGVLl0U1SnouVDYQiG9vb7fbbcE5EYs2Ap2OlBB7qqjLMSPUrsoed2bh1r7cneWR22R4or4rd2fc6vRMCgCgH0Jo/AAE9wCfOMrugb3us33p8BgF6DGmw+jhcV3+1P47aAnGSTzOGIQSAEoxca0QbHBd9dZikZ0quu+O7W4x2h3zjtD+MMi8G1Y+HcydINqdDVSldVwDAtBOY4lmmMwyxF/MvYMxvaexfSJvwWmMYk+W61S2MgisGAnGFXZR1bvJeCjL23+b+lMcdpXLB69XkbgX9jitwB1uZn237mCTRgAIqaJsByrHyck7qmrXMz4J5ei5M1M4l2ce2AgiAEbbEEQmK4pRo0AEStdK430UYhDOrSkyrWO1LbfrTb1aR4uL+ayYFcQpNzhK01iTWRWtq9XV1ZmdnS0XusCYOZzP3NmJcxlGqO7uLMBJMZtbu765PjH2k5Ozn/7d3/z07/5mdnpy9/bqs8dP//3f/rvHDx6wl2pblcHHqtKm+fRHnyyz2Zwdi37+6adffPGTz/7ii3qZZT/72X/99a8vLy8u82KxXDBgWlSur6+3ZakA6806yV5FQjeFJPNId1onFJGOakXQJKhIixR1upz2f+nskEbnA5Px3iW7PxnfE/kE42hMPXBxd4IfhEn82yDGeOeAOES0vT9t90hw43Dlwm7Xp3R0JxBAJKakjgRAm6Vln2IUVSBRZr5bb7978fqXX3757bffvvj+xevXr8rtJngPTDFEBLTGaDezxiggQAyZsc65osjPz88/evT4yccfffz44umTJw8fPVoul8H7GMSYrI95b7PJASfgBOiI2QldhdKOXJYYQwwxeO97wLUNM6a+hBCRelEGMzPbHULWVpoBo46CtIahRe1LUNjl3gNElbR2p5khxlhV1aZcl5tyNp8vlyfWuhhiWW7u7u6quvIh+BBCjD4GiBBiaJrm9va2KVcgMc/zLMt6cciQsj/GwE4HIFXSRGVJrxVC1Bg1ChADRKnrZrutUCDPipPlMkO0KoRd6zxhJjgDytHkxhUum7vU32vJWEVUQiEUADJMRCZzMo+oatm0kLWIStQYQSM5CwxePCiBOlMUVVOne/ji/Pzhxd2L11eNUN0EQqgav91ut1W1WM4R+tYy0CStgN3IeawOWt+n9Nv/+oNblNPdyjyYVocAbE/0iUjbwDqUZY0zOlV0OGwPd5B2ACNkNr0RZtgu1T+ckBEFDqUTTjjfKbM8QHD6OJre45/+OFFFikgvxuh/HwXJBdmU9Xq1aurGEFk2RZbNZzMP4ogYuchzywb7E3ovpldAwHZsbwIaBuLeM4FtKKFGEZAUHtHbbiVKNKpIQNZYtSrWh9paWxADmU0VnIHFjC8vzU1ZrVer1WplMzbG+KYWTDBc8hC03ygVryV8BbD9cnet0a68g5mJGAfM5CgLYDTi6IfMu8f6dIcWzH5NnOSFHYAc28avAwzixBu6m4yB9neQSSdAH2kHo0S2Lkc1AVZtvWAcGntw4NnrhPa4Q5FB+0q1Hu7CTs0Ow7QNbatMexfosYapqQ4qTs6EOkEWYCzB1YGGI8lT0htm0AzXXmvN//9qig8Up09h4wTLMRK+F+/dexMnRQkpogr2YlkmgYBjrq0/Qg/TAYmJ9re0ISzUL0YT40UfoUVAEEEgNlFBVKPfggZQQjJeXFQjmOU2GtxoAEanWICa3NXr2+9fvoghOmRCwixjppDKutBlzi5nM3+3oiAcI1AERELjnEHD0nhVcC5bPryIm+12tXp3tX718sX61dtlI392evmXH32yOD/73z798cLl3HgoK1+FWFXW8NPzhx9fPvzJF1+E9fbu1ZtX3/yBa3/x6PLy4Vn29NHnT5999KD4v//z//nnTz7Nc/fp06eWebO+e/vqVdM088XcWhaVOC5rGJA+I9XVICIG26TaZDsetgFJq74Zt4W0o+qHb5CHGe0PElCMztm9mjbtpqODlmAfWj5BlP4YsOGwPC2t6pwsDFEEtHXzNz6K+Mw657Low5vXb3/x9W//+ZdfffXrX1+9vdpstogym82Wp+fOuc2mbBqfqoyIMS+cYcOGLRtnLDMhkvfw8uWbq6vr33yFT558/Pnnn//ki588eHAxm82Moe1229Q+hpDKVF3n4m9B0KRgSHBx2+MHKYwOCI2zBuzwrdEuA71/43aei46hTnddCiUb9Q4OhBn9RzPEzIbap14azsTOMCAoSJZld3e3Nzc3i8XJ6dnZfLFA5EobH+Jqsy7LcrvdlmXZNCFGUVBidnlWzGbgq0TEW2uT93eyM/2g2pF2/9t121KEZKm0IUpdNaFpnLFZli3mcwu9sDqAAAAgAElEQVSCvoHQICgRsKVcTc7WMmXGOGYETakHCKjMSoREEkNa4oyxbCymnsu2+QFjTFsRsDXACMGCKjJZgzWoikAUh2aZzc7ny7erTZrcUyilSCRCVRRAApQfpo38E6j47lkKhkxO7MjX7tg1FAofmId26FSXpNIGO+CAce3WEdlph5iZh+sV7DWcDU3kE6d4P7mms+Jw4hlmmO5LjGSgXx7abLz3TdP08cx9MQoAV9v63du3vmnmxazI8vlstpgvqujR++CDBAkQEdViG6UJgDGKNEG4UTJABCjMGaYUBEz26pYbamPOFQmQmdM45mMMMapqxgZTOARilmUMaNj6sNn6QESL+bxW9NuqripRmGV5jBVIFNCh3/AIHbGrriDCdI5mtsRJQQGDdAJsyTPsIbyUxh0n4OuxQPd/61z0Xvnf/TDwB6PUxzeZoeCBBkz+gZf64T8wM2uXmjKKRfmA3LthY0CvRksX1OSRwxqsnZPhUOjhsW9432QsrUB9ZDaaLNnvnR+6VzYpBcBjL2uSYtn5KAR/4KVw8NAmuocGT9amoSdzJ1mapNOPnGNDO1nLpxP3ETn70RnGxBACGmbDBgBIVFQNWVUEZUADalGtJABAI4oCMKIguPls++b67u3bIssenp7XqDcaRGLKxiMCQ+SQczQivlyt7Qw5nxeFc3kGznpK4Hv0sWlC3WhQlrIuc6Y/O3v0cb44i5x7/dHiTELEsi7IgCOjAJY/+/gJO3PiiphBtjy1D5vCuIzt2fJstalM7T+7fPg3f/mXP/38C0QFlXK93qzXr169KsvSOBNiAFRk6onr1vTWYrw4ds9AL6zo/yshtZYIpD398WGhxJ6G4f0OnvZEfByoHQED7b6HItqrnyfa1mFeaY8RHIQMj5Gwg+87SKkYvjTcUYOKXbIboGhihDXBCtttdX119fWvv/7vP//yl7/93fW7mxjFMDuXz2bzopgZa0MA1SpgMBaZyLIx1jprrbGWTZ/YnXrCb+/WPjxfb6rVuvzxn/34yZPHi8WckLMsjyakh4rKKO8xvcgEoxKBtk0qk+Vl9w6T7oMxB5VnIQaRLruqNUKP/lUqPekf3+JwfS86kUhMoFOeO0QUjTHG6+vrqqrPTo1IrKqK2dZ1Xde19z5NP6EL5EQEYs6yrJgVUmnSRk9I6iHbPgzJ3yfB2pdK7fvVl7mmkKl0Vzjr6qYsN9vgoyWblGTcSrmUCZ1lRs7AWnLs2BWZzRwbJmfJWiBCJAUCJQOcUuuwZZYhalCAVPkD0lXZMwMgZTmogLB6siGCD6IQfSic+/jyIbJVIjSmbGpmChKIKLFBMNa0HVBY7t+Yh7L64XDQxMGtBw+WSPcrRtSBLGFvA95xCzjgjfe0GgOr1jh3tC8A6ho9pxnoI6+h9ggyMY2BAtBd+jlO9t/uKm7nDATcr4pMR8F9AUY/KPfjcsqka5qwWW+bumHm05OTxXxR5LMsy8RmaRWnTmySbh4k2sWf6U6Ii238DEKKXJKOY2sRyJZLICJNXd4hDnhmSKdNgxSRc+c8GAxogCuBKkrTNCF45hmx6X/4/nNKWfkd1qZt7lgrt0yAYY8WU5d+MwwlG8toFCbZRz+UoNg3lkxkESOF6lDE0Ufpj/EaHUm2xw1Hh9pJ99mMvacbifxV9wa/UTH5vehRt28f5Hbu16JghyCIaqLNJ5TaUGgwPAROYMoYg+rwJhyQgwPH1zGJ5ftT2/ax1MFJegLt46SlsJMsYj/j9xDbsX1uMuioTmvI75+MJ4va9NAQZfhK+6lstzoP5O2DeFQcaFFAZBr2AQdal6hTukx8WpFZiJgsE5NpRVgAhkk1AhgiE9QEzRS3TRXAG8PS3enZfBYZblZ3Zyenp3iyif7q1fMQQucRUVS1SKfFPGCzWa0wAihynqn3gOAJyZo6ND54X9W+rstqvfblYlb86OzBo2yeVQF089DOVs1attvCOFvYZhYiSDabEVO53jqi2dn5o+VZtS3tbLaYLb75/dfNzeqLx598+vHHTx5/5Jvm7bu322Z7e3t9/e5dBHH5omkimeS1wi7RvJXZ0KBxA2EYY6ow7rojYsL0PyKikQPvuOHg34A39QsiQj/hYW/dwP4AKaJ9bobqKFVqZwYb9vPBh+gjD5ZidNYFHYqUcLi2impKe1BVIGJEFamr+s2rV89++7t/+qd/+uWvf/fy6sZYN5vN8jxv8yKAQJDJOJdZ66wxjAQA1jhrrTWW254dMoatsaByJ3GzqTbl9zd368223lbV48ePH1yczedFCmmPwfumTstsL6bcybhVQSGChm46uWfRnLhdJ/5X6FvHB6mLoCAdrdwPAb3WM4aoKsGHvqUvAWqqkCZj7/3t3U2IwVobY9xsNrIus6xo6qauKwAw1pgQFSANF8awNSbP8/l8HgmSf1+ndYlj7GQvdHJINO12ZgRQ6thh7JpM0FoX/GqzKdtsgygxBjDMjIpgDWXOGCRLjtmSMVxkpnBkLDlLxmg6eQggqGUTkxhP2qRsVQIESXGjBjHx0oncdzlAhEgC4LIc0XvvQ11mbB5dXAAbyhxn7uruFhDqpt7Rf4m9xR94/x2zshyqj9mbA+hgIeKOVBzwipNSVd2NBm2ofy/U6kjnvm6NuxezA6sSyt/PFjRWRKjqeM7Y+XqGV/Vwfp2kSfT4S8+Opt+ZqK2RUGjzyAGZuc1QNAYHN9QQGm+/C4Bh3my2m3WlqoZ5MStmxTxzmTXGsyGjlncShIT8KiajJiMzEgMxtJeMAWKk1PYqXTRn6s5urUYapQXpEQIKSNA2YVclFUKBisTMOTDoIpdCZdCND75pElOESEoEKn2wU9ov09U2hDGGHzEZZjLEBLvPboiMTcI5cXDseY/effg3+71xx6uLD130feTcRFmxw/kQp9sHTe6x/dTw1uS1Yzx6yckuOR67mx5Uk86nBY1wWCV9mMLUwYvu08Fb2jBdljsf3gSl7ppE2hgQGXq9hgkYvTOpT/kY3jKI2Oo2B6gUDqyNXVCYDvpZh4KF+x14h2pUJyfyD+ECj//xwKTb3gu70ROha5D+QdqMfZyAiN73etpReb+ERqepuNPK3CHqOUTyD+vnemPEzlRDALEN8G1rEMA6A2zIaEiSUi/5cm6KHAw9evioyPN1tf3q9YuQQrZCqKomzOLF6dnZ46dS+++/e/7qzevvX76yRQHGoLWUZ/lyCYbrplnMiqurt199+avv//DtZ2cPHj9+9OjiYmFc7eN5Ma83ZbXdrv32/KTIXVE3dVDVEABUQJWQjQ1bgBBCU71789oE+evPv3CAvqqAYD4vrm/ffffdd9YYy0CMeZ43oa7qhpl6/XnLJgAxMgJIy2MKHr0UU+VzV4HTj0eEw8nzg4ClP+a8f5haTYu4od58doAHO7h/7xZZPPCCJ1TdYIPvnblD+BhH4g7kFI/EzBql2tbP//Ddb7766qtfffns2TMN8eHpGRIjYdL5SuMBSQGMsctivjxZSBQEYmNylzFzGseYybARidW2rqrKGMdkROJmvf3lv/7qzZs3f/3Xf+U//dHlowdF4ULwAGqsRQDsbcsCQ3dRqzNW6WW4Q0nl0NR/oJt64GZLDQs67hjD7nY2xgCAtbb33gFAmvvTNJC0FiLiffDeI2IIvmmau7vbs7Ozy4cPy7KsmyaKGuMUoAk+z3MEVJFuHSBjzHyxWJ6eLk9PGgZjTNJP9ymQvXV6aDc8thhqH8bXlcrs7J6AMYgCI2DT+M1mm3yfqBBDQMvGGDWd3hoVnQHjgAkyo8YIQcrWAoEI6Rug4cwkY0qQFMQek1kFpb3gFUz6vi0yiIKoiGQMi0YvoABRCKDIXNFkxnDdVDd3N++ur2r/CSOSMY7ZqwSVD2F+d1f+hyib/tiTLw6Ul/2VM9zRE96Iur9f4NAws+/YPiiR3Ee++2Pevotu370wbG4fPqDveO8ZUWw9k9JqQLGV0WvskOedu7CPT43a1usAEtnMxSh10zhmAE1UnfaJWkDIhog0inTx6ciGjCFjII3IzMEYYIMpxjjlzhIk2yp0lHp6XgBFZkOgvhHxAAhsjLEx+hBCE5RsXrg84zxWITdNYV1ofF3V3vsQArVdMLhLJYoHPu6h5o0M7yCzg5T5zrIE48KNER/1R8on8Jim+NCJ8EPVfbRDSfDYmIMTD+rAMQMgHcYGMrLYjGfzrhvkw0aycZuJxAi77mR9L3003BR2k7G0VZfDG2fCh8jkNtHRuzKuof5BmDGO77fDwwodMw8NAmsUBgVmfTDFvdovnHyubWLA4SB/HH5+u5Za7HC6gU6IkO6l3o6p5sdS1EE/7o79b5mQFg/VbtWZdp8QgrYIRNvmgP13JQJNayApkIJoTDF/wClORnExM3kWEdkYy8awyfMiWiJjrXVMrFE1CCNnhX348NHZAwkKAaBqfABAZzfVthEJGtd1+e766q4q89PF8vJifnpicqegqPro4cOyqd6sbn773TdPWc8fXgbTDYCOMs5YcbutGgtCcVOVr1+/ghD/8oufZNbWdYWMxpj1ev398+eGWUh948kQEnHKJh4wVG229xAS7vzB2P2OBIoKqJ2vvUXQ2+5PbKWBE9HC+ynXvWl1Mozq6ErF/Ql02Jee2j0IUUT6xuNBF4AcGcsVYK8TeEBTTI9eg6t+ZyjozsydARisdUQYgn/75u3bV29ev3z58vvvX3z3/PWLl6GqjTIzGmNijCGGIDElLqmCITESyUdQJUKjkDEnd04MkZGcMc7NlsW8rme3q1Vd1yEEixRjuHr77uc//8W22v5EfvzZpz8iNpA6SDujUtuvJe161tYEMPOgIj4huPd8KPt2E+iaSHUqXxlYVAZYAgyU6P1T9ZEa6evb27osy8vLy/OLi7Ozs9lsVtVNiJHZsjGLqvY+fvXr31R1nV5GlFh7VcSUh8rMMcb1eh1j7IetYe7sZA6eRAf0k9kuRxAH+unUFA5srdOovmmcc3meZ84Zw87ZnFSkcdYYw6SRMgfOCWJgRIgaY6wqIoNpyEVGpAiekAFR+lBKppiSjyASsyFGAJSgKGkEIQS0qEoagSnOswKUg1S5dbm1zrDhlF0LxNyWLTJj1KGb/uDOdKRFHN+rnZscnLpgGDh22ty1LQ4Vui2T25WbIh5KAu3+SC3H1U+3w0cOSd7+wp5ANkP+l4jv/+n2z4eHiHLp+bfRAaOdgWRIeYkqdn/TvniE5JTw3i+WS0ZY5HmSWhEysyVAJhTRGBVVJSorCBIwK1ME0KjMZGzGRYGYARnmrshRImG7VIKqRK8ixCb6JgbPCCIQYoxNw6iKzNb5GFWFEUCEEa3LrBdrTO6cIJmE/BIhKLUxIwRAqMnc0YG97U6TtMUJ3W5HF9GoqkjYW9YA9gpBRtDmhyJ090BjY7XfaLLRsVZmmNGG+xeDDgnMPvNll7gyATGHV+8w65s6K56CdiX11GZ1twsm7g30OO3COhSTsrs421dIRH2t9eBpW8A2xZD2x8sdgD0l5xVgr9xtQsGlbIpRnv3gLU2FkT3/r3vY532Y8T0D9TGK8IBBYfTHadbgPukwuUJGwwAivI9cg7FeTN8jZj9wsFIdSm2m04lOWAnEoRRsEJO4MwG0T0KdvGRXAzP4OXUX1Uukbe5MiFEkogJzy9XPCs6zVOYiCipgswwNsbGZdU4VgUITqrIqXHZ2dp4vFpRlXnVVlnUISvRus976IKjXd9e1BDfLF6fLk8sLsygws5FURM/Oz863mxu/ffHmleS2ZCFrCIkUMKhkOQZdrW69b4xwfQObcpNl2ePLR0zsQwMRyfDq7u7tmzfnl2ei4uvAapIXeGcu6eVI1IVTUJeb0wZOtNvNLlkSBy3vQ0XPnpz3WI765GyKe4jsEELonNMAvWRtCh3psEptPz13EFEJY63taKEZhkHqgZMf7hRlA61hv9yIJDUaJ7orlTg1dXV1dfXrX3357e+/ef3ixXaz2a434sM8y0nJkM2yzIfoQ2hCSBxoGmKMKtQNEyEDIbJqRuSci1YQwRo7m80yZ32IbUC7gmEbJdRN9ftv/iAgxLA8WV5cnFlrm6aijthM/W2pfRc7Nz8TIWHvTJ0QkbgnVpsMx0Pt1uE7fBDjtwuOFRXYRcUlKUWaDKx1Mcam8SGEzz750XyxMMYsFovGBx8Cs3VZtq3q7bYhJp+cr5A8tJ6I2/KFLNMQUjhAgvr6cIz+h+pn8UmJw2jFo7a3b/y2pHeUiTjG6JvGsMmcc1lm2FhjLIFax8TtP7SsmQUFrxqjF4EoxBQJidBw6uz1ERiITLtCJyEppdkBkU3KNNa0ixOICgGRYRVQI8LWFhax8lEbUWdM5myWOeeMMUxMUSTKLu/0WBr9UBswVZMfF/v90DH6KDKSIsIn+Ng4oGmiMGwTpuTAEW7si7+PaO3gKz7mMh/6JXbE0YfN0MefEycI91BpEGNsmmZ5slzM8kWeLxYL6xyoMhsGSPl+IbarVlA1qrGbblK4pBKjdYYyJMOU4OYgkpp9UBFT4EqMGkFiCLHxhrGuqmZbRl/lzhpUAYqCIkoKMYrEmIzYjrnI8waE24ZlaXsTk8elbZ1v9c79tpAAlxZ26WuP02PS3j5OWtaB6LgX1e0LIQ7p1z8sqfeoXvUwmnzoaYdZYAhjz8592tdp0weO4OAWZRneC6OJqMfyOtwnts+po31xL9apJYVTKoVG1T1wW0envt08N41v22mRdOLm2hEpRDDkV7TXVvRj3r6U99/Q9DG0B/4wybkclJjRIU3PFPsDOAC0HLposG0XPMRZI+zKIPZTKcZ1bL0+h8fv+FEX5h8txk+iKE1vxOBJAghQgl8BuL2VTZZxkYE1aJ3NMifaqEQgIPIhZsZmLm+DpfwGkCLS0mUXZxeLs/MIqkifnyyBuWmqZ89++4y52Va+aSIAzGx2OgfR7WoTJDx4dOlO59+9e/P67etnL78jaxOia5TABwgRBQjUGpvnxccfPc6K/PbmJrfW2EJVr67e3t5e174uyxIMRpU6NIKCCGxbIxcBMpESSisp0532jro69W5RY0bTMnXM3DWgUzIRIXNKbxzpt7AT5sKRpL9+yhgSmtLx4wPBE/YsTV/f1c3sksJ3E18fVTTB3IPoklbDJyqjsVpHdMjgwupO8dw3kU7cSKnyOooYYwk5RgkhALHLWAAsIbGp6/qrr379j//4j1//6ksSOV+enM6XZ/kseh99mBlXmIypxQgrH1ab9baug2hWzIx1nd2RkHlmzcl8dnZ+Np/PAaBpmrpu0ud3Op+j6Ga7jbGJEph5Pl+8efO2bqpVWf6n//T3T548RjHGGFUJddNtUKhRY1LlEIHEVBjeW+M/4Ni8E2NMTu/He4ABhrWUtJuq++EgeY8Q+dmzZ01Tn1+cZ3kRQqjrOsuyKBKiqCIbmzpCkrG9I5YNEZydnV1cXJyenrqTBXb5XCEE732vZm6aJo3j/Rd9aECfktEKMAiJ0RiTYpn7q9RZAwop1a4sy/Vq7RvfdWdoCEEtO5eFGKuqYlATAwMYY2sfAJHRMCmoRoXMETlrrNUgSgRITAyEQCiANnfOGPUeDZEK1CnHQsFSU1dBowFAMsYIOkABIBKE0tfOmnlRzIvcGgOq3vukifSNl3HV5IQiOJhgCoMwzX25wv463J8ueh3kfhdMd5MxdU5HuBd2uXcBx7E178AXzMhsRpjXgb56nIa2/lF7ynuzm3SMlO//2xCCDz7EAAjW2tl8fnKytAhSVTFEUFEiNCSd3NOLgPeNQpYXrnA2ywSh8Y1sNmbmmKjrgwAmBGshRm1q7xvvfd00681aY2SELLPvrt5uVreW4Wwxd4ZC0wQfYwje18gZg4lYapQiy7gorst1XdU3766bsDWWrDURkZRQCQBJ21lggBMbZpM2hdSXlH4bBCRoZ3bZ47EHswEjT5o+7j/p/a/4NfnuCVM6JqlPoMmheoehk2qE+4IAQuJq4yD7SY+g5q2+gohFYm9rEwEYpKodrwMcAIhI4y7ko4+8n2hipl4P3Z97k9pmKL2APy6bAg6Vrw7fTZHDMvPjdDYeBHS67X/wz1ER4dhh914lxvFTMkxL5KfI/wQJxt2LGA/Z+h6p9PH8+RFn2gZZEHQJe+3QRCiqKGmfRMPqRQQ0IgEAZ9ns/MyDlo2vY2gERNQr2JbNJ1RCIkJg40AxhBhCIGuYDVln2W6q6urVyzfPX96+eRerxhGfLJfnlw84s3VZbZt6s9nYLDubLeaLRalxK6HyPmqMKtFHEqUgGARVnHWLxWI2n9e+vlmtAIENhxjvVre1r/M8t5lDQxEkxODFi0SIMb0XAigi6W4OgIzec2Aidsag1dZOkbTFhMTMhjiSxBRRgTSIDNc+RmW3OHTNIDtYeX/e6g6TnS9oTIFpJ9EbJCXrQPXfkkHDpKSksejDE3eLwhGCZbzNj9s0B0ngXXyZQowdtoQSFUmI2GUcResmWGdDkNXN9T//j//x5b/+4vfPnjkyjx89eHz5MFQ1qTjDy/nixLgZOzaWmAGhDvF2tSqrykcha6NC3Xi2Sa1jXZ7PZrPlcrlYLJhZJJbltvG1b8LJ8ux2vbq9u7u7u12tpZSgCiGE6+ubL7/88vz8hJg++eRpVVciytZKDK1IkdoM1ImdcbJPH/MyH2AtYZL7Nxad7N+kA+1yT4Jba0WkLMsYY5Zny5OTNNMnSLgr7dmZn7Ad1ADT1Wk4z4uiKIo8D9tNDCEJQNP0nJLj0ug/1cN1gc2T5SiZB9ORUWJMQ7yqWlP6IFGQjC3LUkGR0FrrrO1HQ0dMiBIFNKIAI1s22kWHp9pjJCNEKfoYnUEmQGq98CmuipmYQAkIUQnYgLGAAhCJGESiFwwpxAJUgYmctZlzttoy6DxzRJSiO5g4nbUoFYf0y+lerPgBnfG47KMtPUnBJjsGT3sUN0FI6bPqb33tyRnsE4S60ITO7Hhs78C2XxgORSqNGKDxHoIH9IHaVbwrHgLvjkKGOJ238TD8pwBK97C+RDgU7h8mvgHIGDYmYXxsDDNjy66Qxtg03leVM84YgwCVD7ityDhYbZRQgGyWuSwvisXZR9lsYTmVEBG16hNRBGSkrfc3NzffP39eVZWqOGd8vZXgnSH18WRR5JlTkeib6BtUEqglrgMaZUdImbGGSKOoaFM33jcIyEAIjEAJWiECY5AMEhEFQfLtXZxugSSeSdcPYkrTH4gEOnqyuz4GGjidiAcmLfT7S9nk8YPeTb3foNWe50UVRx5lEdm5VERw4H3CUU9IH4cwpVlGfxy3Avc7ZlsH2MWjjGTDfRz1Li5YDrN8KVYJoXuSSXk3gQrq7sqcYK8THVQqkYEx0DuZ6JIMbDiRY+uZmJ69j6Fm5sPPoO+lDI4tK4O3nsZT8m5YVNXRWeH4ZHw/eXTvcI/wgSe5Xcnf3raqOkw0vOf9ee9kvAsVgpHqQxGUdlCHIfU+ioBaUKLZ8uTh06fxblM3sVHFPIsSy6ZJ41GUdgtnNnleMBuN0lS1BWQyhhiqpnz77sXvvnn77ffl9a2Nena6uDw7Oz0/Q+aIEEHKaluILlzx0cWlOztR59blqpLQSKjq2iJxUNlWGNVaO5/PA8jV7TXobYq9DXW8W901vslnhXUODZIKMUFQH3TIJ6aar45YktTUakCEpQ9sS2FAMii+EbFGwdhWJ5f2wFaP0ctPERUJd21H952sdh/0tBpGEqU9kmq0kiDtXe1982r3zCrdCUpUWoYJUymdHh/4RlVHO95/oLcZQd1EIoqixrElhiD1trKKq9Xmt7/9zc/+8WcvvvvWEv/Zjz///JOnD05Pb95eWcSTxezRg8slmQLIuoydRaKoUFZ1HUJUCKplVd+u1mhYW6gbrDUW1aI6JrJsEZqaGhtmaJ0zllFC0zRl02CIYtk0oXnx4sW//uKXeVF8/ORJermACCIAIoic7OOx7VdCOVwOd6xJG95nDj7oVhnegO336jodoCvG21b17e0tG57P56lBN51do0pfikbEzIoDoi7VODMb51yWZda6enUXvB96f4eSiWHxR18p3McL9KGzIQQfCED7MjNpe1Ck8SKKdV2pSmo1cc5Z52IUAGRmZ4mS5EoBA1AEY5n63ABANIbZApISAhEYi4YTjKY9k9V1U/dSbiWMUZpySwwoIFEhCkraNSUdALLMIUhs6swYJQQRAuB+BBnTp6rTsIphoMex2WLHhkLLAAyFoN3g2Zeh7vZUaRkDQsQEGCPcR0Xu/hONTf3w/n3n8F6z89EfBI/wqCdrXKF11PwzHZoPb1KJDUv96LrLPGl1oAhojOHUeoDtg2OI3vu0/sYQQl3FXDLNWkUFIttY+VA1vm7C4mS5mJ/MF9GdPLCu4A7UBESQ2I5ZUYIP9bZar9brzTpKdNYYJkNQN2Fb17mzsyJnNkgIKggSY/Bh68EGFrHOGnbGOjZIzocqhNCWAPWlqtj2SDKmxVxUfX8zYu9oIR5uzv3CMICwWt1uL2x7r15iz0q7d0mPItRGWtjDvqvODTjMa++3t37Em6YNAo2km3slDC0Yd8RN19WsYpcsk24gGt6G1BqEQfq648GvDoRvO/GGApUdbUoIspeTOL6S99JvYxvTh6Nqr+GxQY94BO+bjD8EM0bASfzCvnRhlG7z3oF1nL0HA8H7/jnpg3IvfijBpPCBNNMH0Gf3Te3vLcJpl1pKkgFKp6WdmiNNxsi9DbizVVI+Kx4+fZqxffv759vru7gtLz5+9PLt27fX15A3nBUnZEVaKN8a47KMycba5/ksYweAoanjpsJNswQ2xYINf/TxRw/PHxAwAFrn5svlttyil2ZVRrNSznnplpTPHQaWZhYZkOoQwDokVAg+Xq/vtvU2nxVZ7owzEOrr1e2m3pIjHz1IWnGB2RBTW4u2E2O3ewUjMxsmSirGlCbrfaOIUTXEEEKwjUI96nAAACAASURBVLPWMVvrGpdlQIjIbVjo+BcQsbFMOFJyTymk1mM6tUQcIVkmPXr3ELu94WFM7N53gJx0+YweBh3hC4psVNrpB1rtbvvkzjkAeP78+f/7X/7h7Zs3pyenP/7kk6ePH53N5hnRw7PT88X8fLl0xjofbRTLaJnZOZNl/MCxs+yyOoTb9eb127dVXb+5unr54vn17Q0izheL5XJprSUCQjLWsHEeja8b8A1qzJhrYxrfzGYzL9mm3Dx79o3NsqefPP3ss8+tNXe3N9YaIqMqTCwxiIZWMYuwj7vsczvH8K0fRDH3Gt+hiCLd+yGE7Xa7ravFYrFYLrMsC8EDIDFJ1N5AsuMpBFL6UDrxJ4Nd78BT5h46SpqBvusn/Sx9vvIxPYC1dmlPOo9JMMQqqScamiaK0sOHD29v7vLMJboIAOq6jnmGwMY6Eo8ChASNwDYSA5CiRcNWkSC5oKxDa8EaNYxsgAj7OQkRknm/zTdQiDFUfrW6e/3m9fnFWZFnFpgMIgTRNnvLGLZMvq43qztgcuAKw4XLiLmpm7qu217Le9fb+9dhIpJDAtnJdDtQUMDxROT3gRqt7AvvjRL4Y9jzg2QsAv0JZNNT6SYemNRxfOoetn/2cYFEkDx3xopAs91ublfgG6NqEJhtciYEBSJma9g6FCUDOdvl8mQ2Xxrnom/qbYki2cmSAaCpoShANZbl6vYu+GZRFD96+jRIJObZLJcYfFWVm1XhGJnW660zzMzWMRKBgJdY1aHWGqzLTheZtcvZjOy8CXUT6pYPUQLgjlAUQE3sb5dKBwAQRVJPLWB7XkojWZIz7b3zrTWxrVNi3m9g2T/oHrNsdaBm1GMTyURv0++V3ZPsJ5kcZK1FEzU7kBL1gPc0xnhvLcVjYPaxvxzAnTgc/7h3FOmhEj9o7ScwTCTrvCGjZoHebJdgBBhZV9+T4btzm+zl6x2j+u/Lpjg4GQ+ea5pNsf+FiMBgg+/yYgZK79EosftL3XO4HW4N6iu2dyjCvZjx+5anD0KTkXYVIAB7Xjo9IOwYLn8DFwAiph6gPrSjsxEgKSBqIn5yCz6GettwzlmeXz55cjI/ldpXIZj163/5l3959vNfEhETG2ONdWQMIMYYQZQYEZBExfvQNCS6sNnT80vb+HfhXVlvqQlG0ToHTBGQvc9mM9x6h2wC0O0Gm8i5xZxBISpYJkTSqNLUIjGAVNttgMhFtq6rBuKm3NyubpvQWGtTltaA2saWCukvoL7Fo6vpJEtkydosc5lzzrjMOmeNcy6zzhnriAwRE3OSiwJS/8GKSOya1XRbTzD6tiZksIRNFsHdMtdt290ejIPQxARwKuxiDdq5ZKwjnJ5Q78eZ+ntqsDTooRFZdhsXgQCIQgyB2M7ns2fPnn391dfPfvdsXhSPHjw4Pz1dFEVhTU7kZrOZMRyCRiHAzJgiz1w+s1nWlj6wISZrC2Y2RF7iYj7LMleWpbFmsVwmDFViSBnAIcbSC/imDE0oNyQhI9yq+roOEh0ZX4fvn7/4h//ys8X89OOPPyIyhNw1AxAotUqaXeHu0THl2GQ83cOGbxTCEJ2bHELSBy0iKupcyvEIq/WqbuqiKE5OTrIsa3N1UFHTqNrCGakvbTSZdWnt/b4ICBNt68EoyWECV5/zOCSUWrS4ta512SxdIW+MIS+yi4uzositNYToo2CXj6HRRxEElCAYwKHRdBhEBjbCpMRuVgBRbOlOTXOxikJUkShbCb6pt1UMQUKUEEMIm8363btrIpT5PDNsCVgVAYVQVUTFOZs7mxEHAAvkFLXxZNEioc0jxggyZfPT8r5XJrp/WOoY3n6VxXsm4/0MxKHJLHXRwSEwb7ox7fmZdGwlxA+Ozpj6xSfXM/6wyViPlRvh3pg13qS065Bs18CUntP6KCC5N1LCYNKyS1X7zbrebjMEpNQibpyzJkUhMlvnivnyUTEzWa7EhhiRRMExb25v3pbl5cOH83mRsQHQpiy319eb1SqKAOFyMRcVQCqKHBHirChy5wjU+9XdjQZmjNawj6IqhKYqNw2wQ2YFEtUQk7QmsXuETMSAnPxhoAoQU+Mxs+2dBrpTFAzdXkMGexJ4souebFt+9n4dXJruWdZ2ZMzwum3/Kkmo4mQ07BqO25xfPULm95HAUwQBu0lsQlfCsWiEjhyb5LgNVCWp17Rnz7RtcthpBZFauFuEWmcfqvYwqe5e5R4gMpqJh5Nxv7B3i+fI9joIWtYhNwWiMNZOTLDd4YZi7qEjJ/V694jN72sJ31cydEdw3aOYBv9i9FNNp9rdFjiYR4+odg4sNCN9yu6BA7cTHpmlW/IOEfdL8EZnuOPa5YHOeHjOSqwySJc3lzZeBiTkzDIoNsH7EIxxbjZfzk+YTACA5tHzVy9/94tfJvonyaeMMaYT2zIiGYsIwTfbqrZkDMLFfBlmq+p2td7e1OtNva1iiEDgY2xCFADLbMkaY7FpYuM1FogOgFWjikIIEGKsmyjBE9S+Dg7zIrvbrmGr5bZcbVY+eHYm9ZGlfqbWZaUqw32i26sUeusqW2udcy03nRXWpSm5nYzZmE44xMnwBrgTfsUUmykqUYe6pXZT7LQRk+t2uGWmybi1Z6lK12i9t+NqW/aaUoP6BfRIlsLBr++3cUwu525IajumtWuQSoUextjf/fZ3v/n66/Xd+uPLhw8vHjw4O71YLq0q+aawLkNkEQaxxlpjnLXOGmsMMsV0alU1zLM8ZzZAuFwsTk5PRaJ1rpgVCZMOwTfbqiy3VVVtvc8Nqq/ubmzNwIjBN2Vd+6Y2SEqwvl3//J9/8dO/+OnJclHksxi9iuwiXwhVBZPd8l7FZR/3eg9mfMiOfeDBEywn2ZVFNcS4KUsAXJ6cLBYLJAy+SRcvilrrOgN8uxKPT1OEgCrtcb73oBwECyZww8GsuvbiFI2pekBENcZhJyikHbrJMnt6fpql0j6JAOlKMIQcooIXZApNDI2PPiIzkEYfAUkAooJF1FQ/lOohFIgRVCSE2NRNVVetw6+OCmgzQhSFLM8JOQZpogqrJTREQJQ2rsyZeZ7NXbap6gwwA5JtnToiHRuPCBAPp/wODgnj3E/ZN7HwXpz8/kff/cMdRTuRtbwHee2gn/1sij0Hy4cDK3hsEUCYrkt/EiPXHjoIOw9EW67eyfnSpSWqCEzknGOiWDfbbanIUtUShaw1xIYpt5YNEzESojGuKE5OTucnpzYvAqgGjTFKFAZYrVcvnz/3q9tHjx4+vLwE3zSru/Lmuq7KIIrM2WzW+KbxvtpuZkVuDCcSp1UUiZDRLLOxikRgwETvgwR2OYqqD01VWzQAQgkaHojpB2+AAEgqJ0m2wVbIlaZEGKESe1kHO3tRz/bsr94T1UQfwXtsUUrgGOyFmfRiBEVQkYOQ38SYDTgVmO2S/4dXL44b/YbPJwBwpKDuQziKqe6HOvUEDqGDDrxIn44Ofwgdz7UT7cQwna2XohHSsNNxb0donXy7O7evFznOOuKHYMaqWlXVQYFsN1nvUtL3PnXaA3JQp2HR7yfOjh2731evfY/2UPdn432N1kECCgD0TxQ338q8jlyl2sXDKCiIoqCzlkymOUSQrfd1E4PLHURRBUNN8Her1dnCRBNi8CF4ms9ylzOisWwtZ3keiaoQyqrEKOyFfHBIGRGKrFd311dXp1cP0NlNXd2u7sq79YnJF4sCZjOpa19VzTpkbomu0ChV1WDjCYQsq6JqrDUIW7vMr9++2W43ZVmWdVUHj8GISNrgQggxRgXNnMVDRxRRiCKAqD5EFZVEWlhkYR7QJ60KwjIbSBHIRMjU30fJyiSqhl1fwLvjYEQS4jecSA40Ofc0D5GxlvbqADpGR/r0EjgU2DS56z8E9dnHRwdjg2gMyeQekgYaCAmdzYlMWZY//58//8M3fzg7PT1ZLC8vHnz65OlH52ebq7fXL+8QsXB2WRQGkIktsar6pooSTZaRdb0KhRBzJiDK8vzk7LRfraIIIiDkOpvX88p7z8x3mweX56dFnl3f3Nyu17PMff/6bVVVoDDLZz6Em6vrf/2fvzg9PfmPf/8f37x56RtvDYbYYgVpduEPKS/E97HG9+LxxywQqYguhFBVlYgUs/nZ2bl15v+j7c2aI0mSM0G9zPyIwJFHdXV39cHhcJrzsn+A877/m6SsrOzsysqSnGMpzR6yu9lVWZWVmbgiwt3NVHUfzN3DPSKArNqZgdSBBJAAwt3NTPXT78gpZdOTRVv8uU5i+SaB/zh3J1i6cF4a6l2q0U+QqnH3RwocHMwgu6rbeIITgjCVUWkMoW1bIiqJYEzEEogFADS7DYaC+9y7742kaVvIql1PVeVMRgQiwGzmmy2bOYASxzHQYUjpcOh2u/3Dfep7itX17atNu2mrKoiApuHQ7Z+ezLICCAEF9uxoGkXaum5jtX/cVUAtBzv02QAlcEUgJ7j4Ot/VveCUvgTgF9zK8VbgFO5zqUBZRAn6qshd65MmMd7ajm1Fk3uerrOcsjvg2oHfL1ovXnjHf3j58T/jbdkk2LrZCyHUdV1XdTdk1+KShBJCHeuAEJiauk05pZQ5SCSJsa7q5vHx8endtw+Pu6vtdVVVRHTTtpC63d2HD9/8MR3+7IurDZjZ0+Owe7I0DDkNqg/3nz7e33+6v+uH/qc//fLm+kaHnsGDUCMsiEEo1pg9kwWHQAiWU+o7Tzn1vaKytBSIiq3KnPSx0GTMnVIZYY7PAB2RmcXa5BUddk1pAL8gvFtma8//LbjyCx2yCC25fONWfpxbAsHafnt6zBxpJH9PmXInyE4pzaZk+SVX8AVihK8/aSt/0GfpghNBmXA2+Hh2u/7Bz+Tct1lJc1iXv8fnFmnONL34G9JIH19gxuAv+x39IJ7xhFWAr4ng89AHkZz8pGs5nWaWRPXJ9nGxn/wQwdzlMMbP/sXPF834uUcDX1JRrP3dLudKXPqCskGXVApwdBsjbUcH9mJfCghWWBQAUYSy5y55MmJqqnowU3BwSIRmbmAZvcSLVMxNrKoYrbDTGRBRQghVxCiH/vBw2D/1e8rGyeJgVRXfvH3tFeWAFPjh7h6CGFFgiTGyBBfOoMg4MO1Sn/ouBEIhzdlTFjMOojk9Hrpdf+CGOIZD6p8O+37oQx0NfXqtYw7ZGIe76OSWyE0BCNwdKUQJIoFLmAmXfxhx/AeA3VHVJk2nE04XdqyzVv3PzB6bYtj86Pjgfk5mPR7Di9lZkdPNQ8+sWVXdLcbISGsaK0y4BS7iZG1JxjhXYTzPel+iVOQjvo6gRiyI5E6xqvqu/+brbz59+oQOb9+8efvmzevr6ybGp7u77vFREF9tt5sY2NTVqKq5ihIjM1OIFCMQO2LSzMokgSTMA8fRP78IdkrAMngMMYiQG7V1/MkXN9vtd99///2nT/dP+7bdvPv+w4f7BwyS3WOM37///t3X7/JQfAgRkVQTgDONwmk/97X8MejFbAK4KHouoCnlzpbTqLAUiIiFh5T6oU85tZu23WxDEFVVN2Se3XKyWTl21BajWF/N5orfX9kbizXxfBPPaRUv0KaPA9+pCi+xzDByIcfIInBQTbGS65vtpm1dLWuqYo0ApmYjEoEA+JT6hyF9v3t88/aLatM6EeUMRE6o7k27qesmHfqckoNf021RS8Wi6o8Rm0ZjVJbBLD0+9n1/e3XNAMzStq1bJiy30kayoCu7R8CW5Sc3t7/44suq2SbwIeuhfxzEM/tJr3I0qnt+kuPuNGUYOECyDBd13qvsjFVTuvSQOSJPE8qDF070Bfy83NAnrsvqq5a/jONzJ866Q1uH/M0hh+u/8GzB4c9a4OJnCpNj9tY0IZtEy+PVFmGIIlWMWaTUZExM5EIkiFLmEkSsGYgOh8O+758O3cdPn+7vHw9d/xd/8ZsYK3ewnCEn8px2u/3dp6dPH+sQMPWsyVNP5pEIhG+vt1UVsumr29umrg9PDpoCYmS5vtrGCpyemChl7dPBLYMZqHFJVEqK5oKMgYpWe5xRwmy+6ZNSYwaSj44i7ri2HNGZJ4sL65z5ws6PDxwTJeikXH4ue2JVIpuaKkyuQ6eBUkWHPz35lwm6c5tItGJ9LA6h8SjBmTnsLyC9yyn+WRFlC4uVZVjPHPKASOjmR4owroRZeDxGTmNT1pgvzp1wqYzPt/plqk5hp55wF8cibTKNG39EUQj6Oe9iOZL9Qd4UyMSnO/gYV20jugmfkZrBiOfhOsPreDFPZmTrIcFyGX/GL/CzCqfLWqoX8enPafJeqPL95BFcf02Z6tvysZjD3cqasPLMMKMaGJgpAQWOGVJhHiX3XBLVEQhRiAJiE2ITKwdT1+wqTBSZgxja/f7x0+6x11wj14TAGDhchSvcxo6BQrBspoNUsQmRG4wsIDx4QqZUyWC95mxD30rLxE6G6BlssHzIvYK76m63/3h/9/Bw76rAxFFGEyV3OBJ6Rh4wTDMVXBPjppqUxn9mHvKUBVJ2Nzyq3HHK6zg9Ji9qdGCCKBHwnIC/bPqXk+5Rmzt+QzTwnFOprpjZQGF1bq7SAU4MDU9qAkS6eLqvmrOj9ZyTjKGOxWybiMvFHob0/rvvNOtms/nizdub7bYKAbI+frrzrmtFtnVdIcIwuCoSgggwOTMwIwsy28Rem9Pjx1gHH/XJNKa4GnhBW4g8A2FoqlfX15umvt5e3e12dd3EqiH6FoIoeJeGru8/ffz09PCIjkECEWhOJV+MieHFzvdiXu5lsgTgIiJ85ap1zv8b2QuISFQ404C42W7rpnGAnNUAiMRBy9fnnBfhjYs+ykaLknJHTsJHlpXx0chiwucudvJLMNUBZpY+HtEGLzIid1LNTVVdXW2vrjb7x527BRF3z1mNBIlJAjPt+q7LJha2hFVdxRgBcPSCGzIERdHdfnfY7cC9DZGrCk0xqwBUTB4jIT6ZfXv/sHt8qJi/fP12U1V1kEpEQmRyIjfLYIqEqChIjQhdXf3k9dufvP7CADvLMKQu9UNOPdnJPT1WxpNbyDmFE8cBrZWB20h0uWTgulhxXozbTrIGy12YIt+es3rAUy7TpWV5jCg70be9pFNZaLqem0jiDziqnoljW6yCy9/g7KzE2WrseIkMPJubW85Z3SPC7E5IFIqlPDoTOXHXPfUp9ykP3UBIdVU3VR1CMDUd+jwcPA0CZv3h6dNHaBvLmSyhZkFCIYrStg0KI1FVVYRQMUEawDK5xxDqiBmDBPB+6LqeiZq6qjeb66srqiS5MiADIpDCItQbFyrvOWYLaHVq4yr0+fTyLFmeR+XTqnRZ1jAXyRUXbd0AQHM2zQBgaH72VpjgI3Jkfl5YTwxSGL2ap/aSyIp9DuAUXE/HU2ayiZj3El/3aX4Bsrn4WMLRbXPc5XBFx/cF+eR8IrrOkbgAwz8nLFlRkI8159EC2c/Yh6vOxNev4EUIVV6AYIsM5WXXt0sv+/impp7hpDKeOUDlj8vYJ8RzbMjwktPkyV52Mm6DZ6Trz/ts/I8fVP24r1/e3ukhVXcGEBJCYGIw0KwJzBhdQYhFmMSCSBQGs0DUxAoAsulgOVIAIWNMuf9w9+H7pwfa1PX2pglNm1H3BzKvWoptHTjGLIe+Y5TA1aapithn78ZCEIS4UbU0ZGpgW7cuOjw9PR32T8NBwdrtZm/59//8z7//w+93+50w+yI70kzdbDIgdjq+3pLwRUV2WzKicSxElFk555xVpCCVMyu8GK0KsYzBb3hUoNuK0Pns1bappj5n0p8REB3AianM3Jc0sjLzrarKVPOIK4+b8vw0rnhRC4rRWZV8iqAv18gcMQ0r84xpmzM3877vHx4etpvttmm/ePtWiFPfPyEMh0ON0FZRAMgNAYKIixhBbwae2bGZVJvBwQrZPWcYzRZ4NnYhFmJxD56GnJJqipg996YWJLy+uqpjvdntmKID90lj0yr4/e7p092n3Of3371/8+Z1rCrVnolslINxyfz471loCwobnuzr/gKnYgo1KFiviLRtSyxJNdsY6WxuF2sbXOhCTG2kTyAQ4UW98kU6xzxLLU5tFyEGGg9lAuBC1DDTrMWbkdCRiNqmvb6+ysMAjiGE8qI8BpHILALQQ5ej3L59++YXP/viy59uttvhcEjdkFPSPjPA8LT/8O7bh08fCeB1VYftFtHT4QCuoIqqIpL6/p//+Mfv3n1Lal+9/eLtq9svbm9f39xsNg1XQkI6ZAUz14BUhXi92Va31du3P2k212m/J2GikMwPSc3yjKvNhnTLY/iksUREhhWXD5m4ikvS8MVdd2aBnyw9/EGhHriQdvvneTz/406E80fl5YiElyvjHyrdW3Agzazv+93T0/7paff0xOrVZgOADMjEVQiRGQzSkJLmWDdFnSkkv/l3v76+fSUSRULfDw/39znt+t3DsH/aNiES7B4+QeoIETQLeDkDmGhztW2urkJdmZnltG1q1Dwc9ncfPuS+9xibbZMy7fYp57Rpmnrz6vaLn7796U+McJ8Ogw1gZrmMYWlGi5EICUjG0DtLZuan8oRzXT7h+Y3GoyXwJSHaizfo4m2KQXDmeMxwzETOKLvCEnue18v4wVkEzIRjTUzzfLWowktlVYT5Z+zW9ZY4bnQXCe5+jiK/kLixoMvqj+C5LkKeT6j+cCmv8bMrYhyxLlPukHANnP/3Jn2cXIW1yTm9wAYGgDzKJ3G6spctKl+ojH2y2rvoB/xC7Xvutg3PxD38qEf8+bDSH7EJHs/xVX7iuPgcxzlq1kyGFVMAcvfDfp/ZKYhUcUgZEIwQEEUkStAhg5kwERMyEpNEQYSch91hD8LVdhOuWiBObopIkQMRRPJNVUPVJmliBQhIDMyDavJshE4IjNJUuRsQgAxQVYeh73sWDhBAu77rv//04U/vvx2wlyCAJQ6uYLlWZiLoaCN4PBoxOo5Sm9F8jRwQqfimIo+F9BwJ7QhAMAWiFLgOloHMSzPzMRTUXjgSpuEsXowjPkLIZbPF1TNQuvOynYkIMDPT2moFl2M1XztNrh/+067y6HKNdL4AiXwcKDuaIwBpdpFQMlOYiZirWG02TRCxnBFAGIUJ3QhAEKOQiViIxAJIzMIxYBBgBnNCciBEcAMkQhZwAzMwH8s0c3BkFkYg09A0BKDDAMRVDK/4FigayWHI7fX1fugPXSci6JD6JCLCnJIRMwMRGZbxyOe2movOdydhy3TpkPNVvYBEVNobEkbAlFPf9QBQVVVVVSUjWtVngSzCGK5RQF8zReS5fzstwkb2G0Kx2AYq3/C5J+eEUzTv+8uUmTndY/Y8HSWhRCJBYtX3hw8f7p+enna7nQDnq5thGDILEzdtFAAyq1ybq+0v/82fU11/fLj75tt3n77/QIZXm+3N9iqr7R4eP3zz7u7DB0L85RdfRiBmzH1P6OCGqiSyadtf/vrXb968qUh++up1AGCzfhhESAIFjoZQTm5hdDd03zRNRPKuOzztqKlDDG1d99ER4okt/3LiuaQVHt9RW6FKCL4npKPLxAzVLxcVMy+4WMdQ7jl15bxjWcwJjyNaW4uGccGeeuFwvahcvwz+PVMTf1bLe+GDvqqML45cXjgr5z5tt3t6//790+OjZW1j1dQNZ8WUCbGu601do4Ob9cPw+Pi42Wzfbjbt1bWIpJREIiLGGLfb7ePX720Yrreb3HWp7/rDflNFYkEAy0mEqirWm02MwTTffdypZtWsKQk4u2/bNobgZsW6m6bNkZmYsD90Usc6VgSULGUwPO6cBGOQS5n72YjtnhraHbeNS0yDC5q1CWW/FFn84nFz8ik1X9gQTw3hhOi4Fwn5SpY6VodLmwb3bOqLzXPMDMr5WP8sUmxKEiAuaEXjwpkvjZ8/hATo6DTtWsVAa/aes7mbWvpMgMHCUfSZcLSJNjYW/WYjV9S9KHlw4Tp1tnBO5x6XSrWj0vS8o10S64+78WJxvcQz9rFMoXmIsOY2XSg9j6zdCWmarah98aJ8fXatJAtHD9+R67lEbs7xNsRnWu3JB3uRg35Bz/7D953jQHwE8EaDvikfq5gnOuKKQFFSYebXVeBRN2d3t9E0sDiAlYWC5lzsZwDZDd2BwEzVPZtSCMiCQOjFOAwKLZiC7J+6bEoFWsrZcgI3R3dyZ2zqGj1WTXu4333a7x77XLNUMYrXhEDkCB5LhmR2zclySpYgBkInDswMgcSRGG3IqhmJJqo0pJz3+/3D/UO4jhIFwFMevV5nrlZRhk7O/nMCWlGp0jhbRCdCckBXBhcEQWA8WlOOaGrRLhdXQZyCCYpJxViEFo9cXekmYOHQA2Pvv2I+IRS9LE7BNFY87L3QwY83cFIHFiYAIpIwLpfG3EGNG5qZu81Pwax3XpKiypR8+uPkxDmFvS8iO20KMiEjcyc17yUMKZk7UrGlw6qKguBDzwiBOHBwRxTmSCjMVc2xIpGSrE0iyORUDJPHg98QsMRI2SJ0ZLTVZh5NXpWCIOIw7MoSqALfbDfJbLffN1fbu6fHd99yEEKErBkJgVDdAYCJmMlMZ47bFCoHx/0UV+6Hx5ngKVK8SDtbbzC4UBHM9S4ASrE3ySmlHEMUCSKhpM1B8R4yd3dmLImGRDQXR+WHqpsW5hohMiETIBgUQQwssjPHR3Qc5SF4kQT5VG1NI4HJKNDB0YvvmwOVBhLci47IS9atlPouEO/vHvv3H5tBn7rBzX3oMDChM2PT1JWwZb1GpaZpY9w9Pu4P3f5w+NO//qmS+NVPfrqtK+zzcP/QffrYPd6HKhqqQlaDXvuAxAAFr9429Z+9ulb9SSXxptna4ZD2+/6wK7TmnG1Mn8tejjcOMbQNCmbLwGTuqFahVDEqUbkbl0eqCwhtfEfNzXzRZBq4jsebl2gUmCLBii1Nua7CMhfHIyOIiFlCUT+VvPtFlkMBGaenjeZ5MRHiKrJumV+G4KeThQt5eo29JgAAIABJREFUfsdzzfF58q8/J5E608CsBX8nUt/F6WMvspJXL30iFhASMjvGwTcYvZZt28SmtkOnORm6ghkoM01BzLqJ8bquWwl5SD5oHjJvWmAGz6aKRFVV9/suZzcostKIFA5dRmd2rjgwclbL+33KOWs2zc7CMVbtRoSdUm+9GqBBNBxyZsuCptqDIWIgIkQZuUdEjjjav48uoWUHNZy1vpMX3zPyI3xB3XAMmIEX7uQPQknPg+KO97cojU66LxsTsUYGrpm5seqCazW5fiH69JBMBn2OJRST8oiervPGCJdTyWV95YAj+nr+kBYvYqSR7OTApWAbYzRLVJBPaTCwwAPLwjZVzabZRjOp8aSdVs1phvFMuZ6ryUvdo+PkAYnPX/ZzbPSH8oxLJB0RAvF0yJ8Km3ypZVsV3FPk3eVA+ZeQ2gumyAve5xJ7X3UkeGEIVQr3eUhdwsvKlngRTj6Zyp04Yk6PlzPYTMZSQ3BUszKwGCwxc1mTRASuWogEZUCjUKIucs6ctZx/AGSIGKSM4TFp4yLCQmRsCjlr6k0dUKoYqsqA+iFbl81BKrq93bSb1iLfDfsOMgdmzbrPveWhjvlqE5pmWwUHyoMKxN+9//bd198+3D3ctldvr159cf2qxqGrJW25ioGRPOvusD8MfQILm6a+2QRCAOfAQZgr7nNvAk3cfHy474ZBHQyQYmyutoDKDoRkDpoV3EIIQKRmSTMDlsTaxaV2AiyGCGTIgJGZzSHv2TlgrNgiWSBndiIjdhaSGAARkCQG1dHZipiRCFSLWbIw+9jZTsSm9YPvc0+2ir9xMFi6P5YadAQ2jw7H6o4MARAmIdDa+fuo52FCBwZCu2hGft6JLQEzWMRDjO6jrJbVs6MicwXAatDRft/t+zxMP1mFgdwt5wAYKQSugAI0DTQxC8eqCaEC4sJhgWL/iQw8HqArbIUYiprBHAhJpEATjuTEiITgocJh6HPKgBqFX22q9OUrDMG8b9sQnhDZDDV7Lvx6UyPkwMEcgIDL9rmAR/wMxMFiAjLeqBOf9RKix8e48MlFf0HeL5uuEzMRxRhzVgByB+aAwGnQkUBClFIqm3uUyEEcPOfMLIykZsDkBIPmZKoIzkSR0dkBBtPBrZaQD2ZZC55ZvP+mBw0nSzICXrDuxgZvbHeBCQEYXSADgiNp6byc0IFDdERzwMHobt98//RvqQlKd90TD/vqpmkaDuybtmqaasj5jaU8pN2f/vTthw+JKVxvn7RTAavQLIc0hKHn/b4Cba+qzRcbaLnr+r4fAIRJYggSQl1Xm5sGYg0UICMAOJHH2FtWtWE/1EEAQs6HbBk5VDdXeNWkiqGiZvNq/9QN+6GiQBU4FQr7CZB2BOVCjLi2BViOQQtpSgHMveQFpjSkNKiqZvWpH0ZE0zxCvHDc2BllGj0zLSbRZUvnyYVxPguKdHh9xtqMy5YaQ/0z9IxjHzQN689d22xm083C/+mLCem5bzuBR8vDnguFZFwZR6UWXqzJylcW8x8kZAohhC+2t1dX3U2WnhRrzpD73KVsHRsOT33etVVM0IcKrkMbNMvDQzz0DZCa79X0zXUKfN93HDg27a4bOgWpq7B5hdV1qBsG7BObqnUA1Rg7s6XQgSdwY4pNG+uGQ+QYEg5DNjvsIWOj4PtDbA4Nq0ZLOKScWYIhO5OCK5XbY0WOh26j0JdHmcqiNL6kRFsVAItSZNZZOoxsDVxoGVdFi50/1ctaaTKj4LXNAFzSnPn6vz7/r/xgIm6iLFP9Rhre6EyOAKBmWfMUQ29qecRnp812EivxRdrYMSaajiSBo7ccjnr3smMBk5maKSE4oTsDmJcCGJIxIZCCa3LTnPOgOWse6VXgTiMKBA5wKnAbsx5OUiLPugufcnXnIr7oWv1ZgP85VfRLGXhlKvEyG+PHqQN+PAcXlzqty4OhEwG7n1yvJRRXTJrnje98kv7cO4thNzCDanZHZEHiwFxVnLOae13XqgowKfqRCHicsYJbUUsW834gJAxVLFc4T6nOEiIRZtXD4RBEWDhyLWE8HRwgq5p607bmoK5Pj7v7T/e7x6eWJZvtus6DxBgCsSFls6QZHce0eoOmitu2yV2vKT3cf7LDgdUpCm9GVQWY9TkZOFWhJaM2iteBCZmZiyeDZVVVByKOkckPH/sh5VjV++4hqTJRgdNUNZsRjAq80jBky1jW7pgeWUoDLk9xdgRgBpw8aohISIJIZAlApA6gCoBAjlrmFr4kLJZBTAkYQ4SzthzPe82j1ftlrfdJILtdZF+8PEczd8DPr4iVNdWirxsbMzAjgmCoyM7u7MABGUOIMRJRiKFcx5wyl0arSPLnCtGKLcMoSi+om1t2tRGhZSYmEgJhQIAxhNPHOIC5YhYCI9RsxX5fJBJizikN5XeOMfaqALDZbK6urjbbbVVXZYotIgX6HPm1TidOeT/EweYHbh1rq2mfF3Lf930/pJTruhbhUv3knMt+U9d1gR7dwXQusnFB+AAzY2Ii6vt+GFJKigQiIcaISEJsZGXu4AUmhjFh2OcebRxYrPW8Z9qDUjMpAMMYCATz30OIMW7atouxbuqKcsn3SSn1h25o+xgEidq63u8O9x8+ssLNzfUXX/3i1fWruq7f3r6W/bDbfb87HPqUJMTNZkOOkA2yQlJ1zwSBRXP2vrceJRujeHbos2W1ydjONA+adEjgwIRRJGt6enyUqr6qa2y22CUwJakIjzSGiymSo5fiKgj6tDIGIgyBJ8a/CFdVLMjU7LEwT/ncR5ePqefC2a3LzE2Tqp4k0y79K8qzsXQOWY2hC0MmxLmSPv+C517pkok+vvNZWPESaoOnyiec/SiXvJ3n+O7naidVdVVP+bDbHSCxBm5C3TSB8XA4GABVUZom1C2YsYMIBQwhVHnIakoiamAAMUbP1vfD/f29hDCSibcbqRtExNR3h517ZjKspGqquhLJKRXqvwThUMq9AhaqekrpcDioatlh+Op659YdDuqALCiMKzHkRIla1AYLg6wftIWcy8U+y6V8WXp55uiHn8GYl3HofkxtmRXApZ6ZPVzOK+Niul8G2sDuEMDtmEddsn10Nbccy2YzWCjmx+nXmEswUwSPLcPEM5k+NfV3JVzATG3KvV8coEVPS0fV3sKNbBUYB+CuBSh/Fs73qZpYtCgnj/3SXO/lG/ZSBt6SUPVyaTtqG5fuI4BTZgU+L9CFhW/9c33bqnt7obCe7bGO5JJTOeDxZ08W2ksXkaV7wIpmtEbsyzjDHFCQwDO4s4ycivE4BUcrJ9oYcOgjHwXdAc3NceKDlfPOHbTgoETFkQkcSQsBiBmdACCP4DmySNU0SNT13e//+Ns//fFPjw9PlVRJtUu5jlEBsrshqnlKGRXykHJSMqxDuLnaBkQbNCJtpMJsij4aGCIgk1AARqmquq5DCEw0Dk0AVc0R1aEfDkbkTIf98M237x/7/fb2Zp92aUgp5bIhIbObJjM3penxt1lSCcfx9vSgM0FmJOIAyAZkgAboSEjFhDcgl3QPLtmkY/QK8VK+9hzJZ+mUdHZbEaaGFE9zo2D+lC8on+PwFVcyXl9Kcy/0/S8JYp4L/JwPWgMFZGBmoQAhZ3AnkYjT4R1jYAdCTCmRu5iJFHIvT+4eY/jicUBXRo5Y+G1T5JfPDA8fGwbC0QtpPGhLpTcRvoVJSAByTjCxOXUYHOD6+vqQ0ma7jTHO9UEJokF0IkYoWsMRM7YzP/bFDPNUA4VHJ6GjJQjMVv5TQuFkMDKGQuech2EYhlSKYCYuV2nyPCpOSUXaaCM8fbTbRyImJB9rrKOZMThUsQoh5JyJCBcB1CsWNRzhw/Nh7jKeCh3Ii6/pyOkBBzJQLGpKdMQYI9TNA3MIQSwouLqbaur61PUpBg8yunz3aVO3r5rt2/bqqtmSSGDp0qHvutImtM1m07aWMgBQ9opEfOQkmltKfT54wCTAZIilXyAq+KSZY85g5qrEKASM2KcEhFJVwEX7MKNSx7uHSEcu04RgPhfWtMrEUp3WrxdTyAKLllTjtRHswiF1lC6ObgU2Tn7xoha+vBUjdriUtzcTMSXmk7jgpUPcxXw+eMZA/eykn8opX9Yfc6N2+lf9RXPDi238RRQNzFFN+6HLBzDexOu2qbkOD4eDuaNDIIkxoIOmFFgCBSQhJBIjQKlrimKW7z/cPT4+7Q/961dvrm9fbW5uQt1Q2yJzcAXyrj88ggaGWEepA6mKmqkV4pGrOVBZiQXmyFmLR5EjhrrmNJg7uMl4591KPYgwpUoQzhQWPwbOPXM6XORX+KXyBc97m4X47Lm/tSTErGulVTvsa0+Il0tnKJTcaexUBDbr7KR5iY2jBIIFHI4ARhN3z21ZPoKpTXWUw5ieVQrohcewzxe4uOYszkwfCdMjkTgXNb3l7KZq2c3hssoZjy6rx5kfnT+0L6hUl6mi8GJi3aWgkBcVeEsvvRFcxxdKZFzPEcZa8AKxygGWPe6Z8hHW1siI4HDqIXD+OqfdkJ55XkHV3C/geS/kkC2zmaaP6ND3AEAkQDakpMkAoGm3SNQdDsxMVDonQwSWcpYVCAGnSEd0JAMbVCekAJHIkRwRmYQZOaTUJyuJWmpmuUSghxDrhlhiFdXtP/3Df/qn3/7u6WG/bbEfcjLjKmYwV83u2QyGZH3u950lBcoR8fX11eurK0JoY3XTbEC9S8N+SMxU7IMd3AiQOTQVRXahbAaGDuQAyGw43O/3m+vrZP7+091//e0/eeD/5csvuaus7/shE0EVQ6yC5qRd16fspgTOBByYqDQDjg5zwLh7MQVDwMhSAQcjVqfkLgUm4sASOQSRyCEi0jAkByekEMbYz3KGlVHpQvZ+9HZwN0T/LDDjMA3F/BhbX4qaCbgbBajl+JvDk+Y96McUxqfDjeUDvCRLGUBGL5gAIDuqAxATjqFRHmNkAGIahgHMCCBIqGIsiDIjBxGKwUd9A9q0tzATsSAxMkOB2TQf54WlATc1d3WDEYemMTfvmLELROTTiT2kAQBubm4Gs2qzKeocNTQzCcIIABZCGOUyYDMZDkeR8im5ci6hZiL/EV2GGTE5FtkwuUDOsWqlbB2G4XA4AGBVhbquAYCKkJtZtRwM45geCQgYVgZEyCTCwR3MAByrqun7PqUBEeuqFg7d4SBwNAh7WeB7TIQ9/5QDeRHBgSG4A9lYGSuCEzhCCIHrmnwcvgyWyyGm/TB0XR/FTPr9QVPahOqm3d5ILYOJhOGQn/b3Tx/vdk9PKaUhDddys6nbfOg5KTm2oZVyhZkPOXUpDYfMTgE4IhOwsAgzxICE7uJ9Z93ec3JkMiNwIeQQIAQY+mAGzDS2PXMVgoi+TK7FiVI/5d8ugrVnPr67ug3DsCwFR4yWmRahdyeBZHg0NualQxk8YxRV/jgMw2xKc6ILnBE92+8vVcbzvBOZudiG0DNvAMDjery8NZ3UAS/RES8di8vfqdjsnNMrcXE1UI2zk3nq+y5p2NY3t9tNtenu7mLWyCGyNLEixA4ghigc1FFizQ6u2t7cWuD89PDhw8cPH+4caHtzc/36dXt1hSHSZoNV1TDt0fcP/qS5Nq0ZgwR0lxL9q6Yp5z6ZeYGExmaDUCQA0pC1QjREBy/0FxhluDZrior0BGHezfGEYn0sGpGem/59NmToUmbhWGLiJc+88STCizMEQnRYKvPQ0Vdoi4OBjaNROGaTzyaoZSJC48UAKM57sHAHm7U/x33SCuMIifCIMfvojojjJCeZqvOsAdBjxElR3JvlrLPzqqm5qbmaqquaaUGOc85gBiNvxOcLMvsdA+BJ0iQzuyPh0Sg651z4QcvxzuSsinOZ7muJ2sXhyXN+DPJjCBIn7+NZU4U/sAr47/dKe44scrF6nu3h3C/83efMCJ9hbRNJWYlSNjLiko9ZMYsjtU0boribu5YTW1NydUAQETfTbAColrNp4SDiaJ4KatbnrMUuGyHUDRc3aAcklhBYgiMd+uHv/u7vPt3fPz4+/sf//f94unt8+/ptenzqhzyoHbKJELH0biFnEGQmCZKzDt0h5wwOJT+WyAEt2+DgVR1DCBIDi6jl7GYlUADAsuY0cFMTgZqnnHszY4IYHu/v/stv/+kf/9vXGGX76s3VbbW9fd2azgMUIK+abdVuAdw15ZyypnG8WRb2uOUhOQmCG4EqJKMIFQmHuqq3sd5IVQOJOmiypJmzIzP42G9kVTJbHnInGbyLe02nSOQl+XDRCZr7Cef2PI745dncQqrz+QEcIS1+qwtsoZmJmMHd8phWnBMjlW2qqqpKuK6q/d1d13UZ4CbECUSfchjMDAzAmYmFkRiBppbfR/LbXNkTApTcwDEaQ6QMjh0BICOLQIldsVzAYANAVXfXrAhwvd0mM6oqBOi6zlxVcx0jgpnlQOyIhRE+C21nKGI2QSs0jBNLnFXmtyOuiSjzTG7GP8pZ0vf9fr/f7/dtu2Gmss8Wt5VRqw6EOLFLARysNANFyGUOVVWpusjYjPWHLg3ZzJnxw4ePX3y6i0UzsHDbPZFJnBkp2DNzjKU2a2zsyKBAr+XlUfmd1Ya+P/Rd8AoIRgfmvt/vqOtABttI9fr2pg41Ox4+3ClSp6kbBgGqq6qrqqZp6rqOIUYSITHVw9OTkISmjje3tStaAkyYDSdrqew5m5IpCxEDmAEYulkyMI/C6CQ528NDv+8wQyUM2fCFlbIQlhUy+ap4KPyTaRVHCr6ujAt5ZumpdyKZOT9BLjIcTuaETdOcl8snNastYBY7us+6WS7vEmHO6UzANwvgEADG1vSswv4h+8wi62Gy8V1W/LMW2Oy4vzzzDcsLYDVxuGrau/7p0+Hp6elpc9VUUkSLAAZDnwRIhAkpmxsaEVMViISy4vWVmfYf+n7It6/ffPWLX3b98PHTw2Gwn//5n8dmo0QPD4+5SxXFlAdQsGTmNlZ5IsW9HZLnERESEQ5hZGTlnJ+enujxMeNkMfFs9YoXjRHwBzAipmtO6/PiB1YoMxPqxxHAljP06Y90LOz98xQMX4fQEDGRrCkdZXDlsAA+j+AO+ipkba4vEUkYbJK5FxMBm40l3N1EZncTVVAFh0Xu/WzO43MShx8VXNPKKZpsuoDjur5s7VKuOk2TFaJqMryx8773s8Zz8kNv2QIwLjDnevrwbOry/78S2BcWE4tE75OpxAU2ztlTtbJaO0kSWRLCLho2n1jtFCiLKBISAKXsoaoQeEj63fv3XZ8QIIRAhCknAGdGYspDRvASGcVE7oDIyMSBRXjq9HgUCbKUIbVqjqFippTy/nDo+n5IaRjyoe/v7u7/5m//9v33H8C9fzpctduqho8Pu0M37Pbd7auC8Nm+H1gCkRAQEzlSVkV3JqwiMxWL5Dxor46lPHICYHQkLwF7ppDNwV21TL2zDvu+77Ny3WTmD49P//i7f/n2wycFCP/1t//m3351dbMlhGEYusO+6w9gWgWpqhhjZGIMHEJAAISRdD0y8wiRkJgpBAoRQyV1UzVXzfZms72q27aqG5aAxEiMLBNHZSwuVLMjMdPCBsSn59Oeb/DmLChfDhmm8xLRSx7ybLQCWFwRy3M1egj5YtQ/I9M+ecvPviifZ7fhxcnxqnQGZC4xiWYFZUI3G8NO3Ku6qoWZSTVDSk68sMDwoxjd0Qy8IAslzcPA0cd1AFDEz0VfMQs+sHDNRZBQVc2UAIkES57TqAEfvXKKYZmDjz7BMTKyTVyznLNbzmkwEZ+MY23y4liUO+MK1Zwnh5wRdxtNSphmiRVPZH6YPNOm6SmAgzAjgmkehiENCQGrGGIIE3jiqios5fcotiflaiQtSDaZWUrdw+PTx4+fHh9377/7ru+6YRg+fPjQD0PWhAi///3vb29vfvWrX/mEcp3TsZYbzopHMUUGzGPEyVPqyEyjybnwOJJFLJHUqjrkFHicl2rKljSn3GdtpNnEupEogJZyLnbNDE2IkUPa7ft+KK+RWUKoQgyas/fZ3FM2zMaBg5AxQ1JSJwPIoGp5ULRc0irJtNgrWlYWZonW92m3Ozjk5JEjYSgMHOKy4PHCnOSk/8TLapKlRG25jRMvCFNuYzlxNiWfTdguurYtPzLfkZf6lgVvzy+9XeJNmftZPFZWJJ6f+akmpqk/xLW4fGXsSHR8jRPZdBKdj6CwLafnuLROB1xexgLrC1Gsqturq4/9Ix7ucs4pZ3UvPh3gbiknIDenwNkMyeu6hhiBQ0Siurauy9kkxO1m++XPfv7P/+1fPn74iN/fXb/6IsTWAJ/e32tOIYhQjCCskzKRESgAARhiKDNWCVyJm0ggEkdKqt51sttZFcfkF3dcbHQr7w0Ax8W4aQpmXXz1QjntK4OGZ/C+M8D+dKa/DNg7Vbq4+0u00KLn9jU1xhe5ikuIFC5WRAu302d+0kQDdpwXCeGCtmZH78JFQYWATjb28g7rFm5cB2ZqR8E6I7ojOZE7F/cJEbFcVIBoqo5YnOhgYXW6dFvD2S7KdF2hreJFYTG9xNFk5jQzz5/haZ3Wjp+vjI/ZCkdZzElPs2hhCu16KkdwQc/8EQz1C8D06KS0+nEXftfz58MvOq745ezsi5yKZe7iiEUBgAR30+zmULcbBH54/+Hv/+E/f/PNu7Zth5SGvj8cOmIMgUNgMxemum5ev3pT102Z226urq5vrzebTWECAGQiFmEJFSCklA59Qg4+6G739O7dt19/883X37z77v37u7u7jx8//T//8Pe73f7t69f/63/4q+sYHr/7/pHD4dDdPTz+9KufmpkPg+32EmMVqgBIXk5QFOEqhrqtHZwAs+dsgxqhsxFkckEHhOyqrkm9bLOExMxINKS06/qEWF9d79Xefbr77e//sO8Ou364/4fHwfPrN7dMvN8/PT4+7PdPANDW1aZtbm6urq82V1ebptkIz2WLTVv5uAZEhGMjVSv1JtRtbDah3oS6CXUjEiUEiVWQoO4ln1mT5pws53JGENFICgQv+QAX+TNnG9xYSZ+oUuZkoOOu4ZPpI0BhAfj8oUWC4yo7dgo2PBfg/RAb1NXog1AkTrwKEGJUtGyEwARMUFdBEM0M3ZmpjlFm4XlhGYswsSIDkKt7oVwgGCAQU6m6wbMWj0yiEopCI9+gGICYW1bVrMEABYHIwG2KVStUMiLSYsZjVlWRq0pEDKxg8ESU1VU140gDHaPd3JfctfPWdBGIOGc+lRfGTVVDGZoX4d3UtSAgEBKxmaZhSH0P7m3TtE0bQhinQIToIMxmMKgW6tNiSAfMNAzD3d39v/z+D99///Hjx08fP356fHzsuu7rr79mJnPPmn73u9998cXbX//qV7YOjl7ex7MomVNlxfxi2UEACZ3IAZ0IuBjjABCBU9HZAJX0FnB15xBKBnvOCSbH7m3TtlKlrreRxUgUuWna5mrrah/ffXv38a7vkqkTSaibUEUxCxi6wyGpdo+PYdNyW8WKUYwUWF0HtX7QpNonNXaTYieB4K4qVZQq7vb7/eNjPwwhNEUgwEgkxDK5tpVqZnksnTCwy8ZgcCaZdbWjl8ORX75mEhATHIFDwNW609Fy6hn24dEuYBEG9FzkHq5lXycT28IPKhPtEwRrrRR3HVUqDs/HuJ6zI044zcxC5OvZMZzZucBCk7SqIcq8uqri9dVVDrDdfYoS5li54+6YLXtyd2HJaERUbTcABCJ10wKXTGnaXt9sN1ck4dD1nz58HPr085/8vFZi4u77ByRotptm224wVi5gBAhADCgAjgwUnMzYI3ODnkgEkIsNJqjuDwdmwlipOZjPAOsRGB1fNk1zg7Esnk2fJ9MJ9BUQi2v19VIbXKovOtaNE512ud0vHukT9NCX7R+uRHhebA/nnGZ0H00bYIaN/TJMenz8cDXPx8ty8EXJPSaMEdPo/TMShXHWqPkqHa/gJm6mfimcaPlgI6IwgxCYg1thUxSOlDGbZjVyLdklxbWtEOpI1bKuCUtFEaC20OTpElQu8vR51DQqanBl6XtSHy8NoE7psz8AMz7ZBV5OXV62R0fn0RMvtx9pcPEZ3Bk/t4PA/5yUu5TNzZt244Dvvvvub/76f/vrv/nb3//LH2KMXZeGpGbKjMxAhJqBCOtabq9v6roWCQjYXG2ubq+3m60EKfr5KlR1UzdNg4gppYfHxxhDSnp/f/+nr79+982333334dAPQ86as/mASEHCf/irv+o+ffy/371vmxYA9vv94dDVmwYI94eurg41hyo2Y8miSsRlIZmrTX7JzEIcin2LM0oUdPY0DF2v5sIcAltSNc9mwAxEPfjv37377R/+8O7T3aBqgCnZH/71/bv3n1R1fxiGIakqATBTENps5O3rm9evbzebWoQnIcBYf/lYGBkzEVXMTV03dV3HWLNIiFVV13XTbjZXm+22bTebTdu2bVPX2+2mbTc5BM2pnJEhBDjaC+KJHqLIxC9RLJbJCzhLzcpQ9AJVeJ1J88Ks84Xxl1/Q1Z5DC6sTfbSD9qkgAAQDRgosdVXnNGga9mkA8Lqut+0mVhUyAyHFiuuaqhrMCYWQgQhEQPg4qg4CwmBqpsUT0gAIgViEjg6uhBTr2h0paZnPUqwoguY07HZlr6liBIeUkqmFOnKQwgNkDo4iTMLITEK4rIyXb+76QsMwU4eLkaKqWdbjHH5RKsy1srullIZhAMC2becQjYLSjRIuoqoKNv5oZ+aa0MCLJ2MIIYZQfoG2bTdtu3va9Wm4utqGGHIefvWrX/78Zz9r23qwwfKF8dRaav1ZBnpxCvXJOBYIS6e6ip5xAAkSYowWq6oi5kLyI6K6rrEiMNvvnoZ9X1d1rBqp2+qqDddXUNcP33x79+muO3Rv37x9/eZNbFu82kBTgzvFgRDh0CU1Lqd/yuRIwBAiCUSJxNINA5T5DxOYuzpPAdwIEIKQBDMbUgKFSqo50eji2lkcSmdiAAAgAElEQVRIzZad5UKMMpbOZX4+/ouI583mBNOMLSWd5rCWlS6zLHCN7s/HJ0xw7Godn8vGn1MLnJM0lp4V645o3ABmPLnsiTAxrs9EiCPn0kZP0NE4eUlWpkX1fETWL6WcnOSAkjAwHbr9br87HPYhjp5O6j6k3KNpqMjAkg1+CJsm1jWFCEQUItQNOAjgZnOlr/LQp3/909d13X711S80KQF2+0OU6s3NayIMgQgYFSAbhGlGMgmzkBlDYM/EEQOFuq6a9tB1SCwhllXKVNz/L1n/+ElpCy8yhvHH1CTwYxmkZ+xTO/uU4xoQRCAoypZSwBsCjKaPjpMBP812LyWEiIswuAzOFrKZhfuJ+woaB587t8VCdFzuQrAKKh11siecIrOcizmxFnNxvMRfGovgY77J6J8EY53K7qC2EvmZa6mMF8EiNO+ii0rX5oakFNzrFLkLQ6ETnOKH84yRVnUtXpBYrmpoOp8dwBmz84dzbqYXfJkq9Eyt/yy0XI7Ac8z4s7jdit1S/KuJAKlu248f7/7ff/ztX//N3/79P/yX795/YOLR0cyhzL3BQQ0IQQSbqo5BRNgMpK6qpq7rinCUUgcJMYYYKyLMmveHjohV9XA43N/fPTw8Pjwexkxdop/99I0E2rSbX//6V/cxbjcbv74KZoz4cPcQ66pt227ou0P3RFyDYM6a85CzgTkBJDRTQGMAFmQSYCkma6YZHA3c0A2dSzkTQk6pH0zBnVmJDOAP777956/f3R2G4jYrLA9PnT+5mXV9ymqTHQsQwv0OHvf5+0+HqgolsmpMCUMgAjNQNXMjQgQGEAlShDIOREwSQlVXbdNstpumaTabzavb25//7Gd/+Zvf/OKXX1VVfTDTnNiJiR0s54yEzzROp9rhSyE6o/itoGBnz7PPrhS+pvggvtCMvdzpneZ2LsheuCQBgjv6mA5U+mNBrFg2VbV79KHvB02UElYspUgCV/AM3ufs+/3Q9SS1hEZCCByYBABUs0LJhAEQHnVRc45GmVK7FasKZGZiQ1TPaUhmSkwxhGJ8UcDmEKXYwjJzVVUc46jMw2KyAIQkLFzsBMfzfTzCJ0IkzdiZL/+d/IyL4G++XwVFmHWW4wEy7YM5u5kNw5CzhhAQcZJwzQUEqyqREFfuauaIwMIwWc4Q4dXV9he/+Orm5vZpt3t62vf9sN/v/cl++uUXN7c37vrv//I3P//5zwhBmMvevrR5wtG6cZl8uEQVjt5MOO1W4wzOgeaLhz4FQk7gIRMKSQhBQ8H1wbCY7ZVsycPTru8yGMS6xijURrnaSNsY0ZAzEb26uf3q51/V7aYfhpKwm3J++PSxe3gEtXa7LbEXmrVwpxkAWTgyAib3nPqUld1yzpo1CLtZzk7Moa6panb7zk0RSGB0hjjOQxcWfSvu79loZx6YlmtKE3XqOLXEc7LU3FuOoOBR67Pg+a5H7ziJgubhT+HgTWff+sdMgJot5kWXlT3nJ/SJff5cGfN6jHmuC7wwBV5UzGBHx6UpZXQ2Xx5t0Eq6x/GjSLR2WXZwDDxoTjkVKTnRGLHpiAZIISCQmg1DCtsNcUiqQQKJuIPnDFpC10N/6PeHrq2attkgYFNvWAIw1Zu2+OCY6aAZcxImQMJRt2ATXQ5KVCcFilVTb9ouJRSWqkqISVVzirEuvK+LmMSCCYrLruYoSDtSLT8b9nHazExrmz5b25wQW1el1fyUrpxDS+zoNEDzInjG0b1isumdBpSj8A7GIM4pPGtumMq3mINK8JS+VMbhCxLFkpR4TJs6gt3MYAYL930zwyVDdfblQluY1a9Mw1Ys50WMswjPEMnkkESOcwgfFJYzTPl5Zmpl/lR+h3FdsrudCGfx0mznOIlasKLlpbL4aPAEZyQKPPHAWm0U62r0hUnxC0Xqj8J6593joknc+lqciDNOivsVwHeeaF3yk0mIiEPTvPvut3/39//5P/6f/9fdwyFnB8gigDyax/hEQHcATd4PB0ZgAlVQnKJa7LjAyhUlBnPIdryEVL7V9DwT0c3VdVWFm+ur7dUVHA5vXt3GlIJ6Jfx09/Dmzaumqh1gGNKj7WqKUoidlocECVTJEIEJgClKJSJG4m7ZzVNSMi9kOEbiECRKCPvH/T4NuGkT6ACAIt98+Piv333YZWDwtpG62ey6LpsTCpCDa0l7JAB1yAN0Hw/ffzwUAziiKTunVMYKqmAGswiNCMxB/QiBiKAIhiAhhBjD7c3NX/673+Ssm6vtT7/80h1HSFzEAXLOEgguG4ISrEdKz5iGFqBRJ8i4oEFeqsalJfYLUvFVWgHiqegPfDm2Q4CFMgThEuG41AVj6pABmhOQAFXMm7oGzUN3yGmIaipSfues2ueUXPucwOzx4THEbdPeVHW9UavMEbG3rOTiXkVGZuLg0y9DhZfsDmXqpYaYDTGbdftDt9/nNAjTdrNt6qrE0SGBhBBjjO4xxrpuULjXBKNThKlBSasuVee83427KhLQ0Y1yLVYrPDKazry5IUfTDO5FNleqqxkeU9WUcs45pVw+WKy4lrms5YNEIkGn0byxEEwNQazqzaa5ubmpqlrV3n//8cOHDx8+fO+uv/7Vr37xi6+I4N//5i/efPG6O5SHnNYS9gmPdDv6sTyvxyh0o2LlgMWm1+ePYIm2LBJ1iuwlWUwDTjRTBchmKeXs2t3dSYbrq5vQ1GHb8KaiTYOVQFZiurm52Ur8yRc/eegPd3d39dNtdN133R/+9Y/dbt/G+s9ub5EYDB1BzdCzZqRIyMwxUuo9oaolgFwCaYDNPLsjUWhqqZvHrnfzjJBKwOAMeYwSTyA4ShVPuLxnaepuUwTl2VZvl8WvR8nKaRCcrzeBkZN6tLhCOE0cwCl6Y2XoqXqsIS5OMtd0IHyG7DgLaU5x5ZPzGxZ5QJeGwniSazAuuRKPcvbTaWE9OdcK2dADKQIyhRiqWAUWRAwiyoJOsWrQQXOyNCALIPX9QLESBx9ScUbs+5RHLTeEGKuqDiFWVSsiDqg5G7hDeUqz6lAbEQsBkOWUrfCcVBXIxhj7qqrbxh8egEhizMx9zuYW65aQVEv0Gs1pQGsQbxlWvCpjZvNHP3OMPZoULQg+sMwTvjQJvzivPiWG+QWweu0xMpOBi0fE5LlSfo3VM3OpoF8+61MEtNvq5cw/rbgvwipnajoixy8ihzzHOE4Bx1SGjXM+5WTMRSMDwv8/3t70WbLkug87S2bee2t57/U2KzBYSYKMgIKAaEk0wzZDFj+I/639xbZoKuwwLZMKEpBFbIMZYPbp7unlrVV178085/hD3rWq3useiHIDMWh019SrJZdzfue3mIFotlybHLbZ/GS6NSZsCiF2RDj4JQ+sbZzoqqc0V8l+cJo9mwesetCdZsKG7lkpTwd3wz+ncIl7TcXroRvMPyE54ehRslfN3AbvTs5BuI0KtpfpMG2wDw4pwEOUsNc6ZN5ljkoAwLZpP/3si9/89qPrTQRAX1D/3RhyZ9KaMbisH1JR6rnhamIAzJzdALobWLv4r0zpTL3NtuiY/EkAjJAH1qfrE3YcQjhdr0LTVsSVc21dp119fX6xOjupVdumef7iReW8RwLugmiFuSxC6V3BVJYVYkjqlBFNImjU/BbNAXXZIrt61zStmQO6uL6MIbzz7jcTwC62AlAUBQBvdi260js0s8AFSYwptrEVMATgnvlE1HGAOh74kD4JkpEJAzMTIGBC6mISuiwxBBBTbVMb027XPn9xWZTVcrm8d3oWQkAwSW0EI0Tn/Gs0V7inmdlb9tgZYvY26SPXGLE3BlbVIz/kMLqV7MgKmxohG2g2rkWaNmd7zx24UBMEDOQhKhoUwAGgYK5CAapN26S2Cc4VhV8uq8J5Mb24vrreblAB1Nq6EQtGgQjLxaJaLqrFolgtlqere/fvAaAqNDFmXJyZCXPkB4hAvauvr65fPH9+/vL86nojaE1TS2wd8ltvPnrzjTfunZ1iz+8sikIIHVPhnTK1ErOnW1YlIzICZtP+vhLtGGUKdpT9v7/lYVQpIZJiTpzm4Xyn/v+2bZuPvPV6XRRFF0LJnEGC4Ucws6jW9c57Z6aighGdQ0SMkpq2ubm5YfJ98eBOT9dvv/2oqsLv//73v/Odb4kKgF5dXkhMrMrH7IGm87t+XJgZclNq+7h0Ur8ycq6m9BOArl8UY+e4DC3m3C+0JARAjoVw2zRydd1Iy7vGF1W5LH1VclVgWSiDgAHC+vTEtbLRl189efpie711pqtqef+MHFdnp8TsjWIr3gszlWURmyhRGmmCoAsBPDv2Vqg4Lj03SdrNphWpvAvB3WyuKUYrgYtCFQRZg8sJdPuhOQdmoEh98TH4XM4hNxUA1Gn6SscwRThuwp87caIJXoOvHKC/0hTiNpjmdyPy3TarvONHTDvAcVhqMK1CBkhv2qHthR1MM0GISIwSg1tWy9OTU2iL1RIUtte7KJpMCACK4Ml5swosFFUeYVkSwYRAqW13u93l5aXuajRYL5cAkETAqWn0SNnOL4u8E/tEJqiG6skcAoMpdHY40rboFYiBDZiBOYmyAQdHnmLTbOu0Xp+ym/jVfM1PfhRYH/QhE6T5WFL3oUfnq/h1MzvaW6rn+ZTeRp4x2qHT/rgFMqhAQ4gW2d4oMlcxxlPG/oAQZcPKqVfivuAr591p3rmQU366fzmbwpgRYue+bqagoDIpvgmBs9gua0AJCACtf+2Wx4WKBtBVsXNqdd8BGgBMjRQ7aXxf4uN4r0tWpGQb+2kbuddvD1sgc+peURnjQXF5SEs6lPTtL4gJZvw6eqPbHjOHnof3Q4dWgvNlja9DIHrl2ZeLmR5w1jYmX5SA9OTpV7/81fsffPibpDIYr3dz6P6MoulYg7DrFQnQeEwXzZEo1HWknUVuTt9Gm/IRqVc4BufKEErviSknlldF8XC1Pquqzc3NLjXtZiNVGdhRwHbXaEoO2SH64H0IGAr0HpwjJiKfTXHLwCAppcYyxV6zgw9ETfWuQR/M+cvNVtlVJyfLs7NtjNfbLSAAkSKBmCMi4nwsUy6ykLqbDQbxFGt/fOWrTLv9y0AGhACCoF3ac08TJaaulDZjQGIEs8129/6vP3j06MF3v/Pdt958VJZlbEAkJRHrZNR4+1XXG5XdeYYiouWQNuq8FzCLEfv1j8iHQR84IxjDHkR92yrbi2s6RmlDAuvu+ExxUGm2W6m52W6kababTb3bEoAvyyIUIQQm2m5351cX51dXVVGcrU8fvfWWYFkn3O22F5vN+eZmuV6vYpNAnfO+KNkTJAFAAxEUHwokUrHYxu1md3Fx+ezZi4vzi6aN5WpRlCUWBarVdfPy5UtCWC6XBReqWoQCmYsiZO2md04REU3HNU+T8VyPe/VZFzglpkwaCZw3wUPsk2mnycuEyKFi6MZ8iN77nFwzRftyfTzWBwYiyuzMFBUAMm3Fsl+hqnTTPuQQ+M03Hkr63ma7ffTo/nJRGVhs29g2qkKa+a+DscC86qM5o2ByZnAvIux14eq6haadHzoCglKOMVdDJioDL4rMF3dIiKgIibAxgbaNsQ2OQxk4eCo8eoeOgCBp0jZme6WUZLfbEdFqWYUQslLz7OzMqiVFZWRpYgvmiHKQO6qBmIkis3MeAIkjExAxIBtYAiQDQYwZ5woOjACdOAdMw7eX32z3uWjXGAx/OPABAHOEZIeQ5FZtGIPnxTO5m8Y5tXYi+Slmssc2pgMaFexdc4cdywEGfKS0f7XQHA92+GFewGtjSfsxeHMR+Z7DxtGye6o1zIiAFsbL0i1KvwuOXZYN1G0rKXnPXJZFUTpAJKpjG5s2cEVdyqw0TdPUNZgyoSMqysKHwoWCQgHMznkKDhA9goKpSZSoIkkjKbJj8gySMhqICMyOgwdT5AaRs+u/IZHz3iwQA/aVfQdcTL4R64PecIqgDf8zZ7QfDG7wePkwdbkHfC0V1pHn2HcCmNdSWf42HyvhMS8NHGlvY6k0xsHsr8bJdtmTO3e30D5jVvtqkPNOMFVUHcU5ecMymyqo5mt67MdmpLKD8hKnG7P7bS/yOTLIzYah89Vr1gPbeyLdw0DZfCYM7eIhQ2l6IrnX24cwjSQ5bKoQj08FDfDuAvQ2ZOhAEwB7+pU7DovuYj0OLb9uTXwHaSyplM5L0o8//vSX77//8aefMoMZarfWCSdjfCTQTvLZ5ZD3ruo8/9AMEfoUUjRD6VxRLE/A1NTMKOeRAZbe5Xg6RDAQMw2Ozlart07Pbnx4eX2xiXW73S1P1t57aWNMkkydc8RsPpgLSqzIitwlqjoMZSFtU2vMH5eqxBQjgEbZbHanD5fm/ZdffnHvG984efCwVX15dX15s0EmNVRAItRcSSCBGWrmTbB2c+EM6ZAA4zgk6VY6IhhNbGhIkF0mI1vHlqRBcOud894RAPPuydMn//izn/3zH//4ZL1arx4w4m63jUkAFCeN021BOGZwLOZwz9s476sOhWFm19s25r00Sfqwg4tzFNRNt/Tegp9urlsjbzJDdzjmFRyxSdxc36DBtt5I07R1Hdu2cFx4X3rPxADWxPZ6u6lju1ytzh7c/+43vy1+cVnLs2fP66ePt9tNUK2bxt1sPLtquazKElvJNiwGhs6yWXyza3a7elc3dd0acrUsHr7x6OR0XYZgKV6ev4x1vdlsiqIosTKz4D05F5zPX5xjl0w1t0OdgENHo+XxerD+u2Ic3Cgnc8zOv/8WJBmJTGSoA7IoJKZExD74zLQBAOd953vNPB86dWkLZqrKnWGAaf43e2ofEZJjevPNN1arZUpxuVyqChGl1Gq28U42uBrtde9TIdTwc/MgZRhtd3c7IXAOydTM2TfrqBhoQEkpr97AblmRdwCQrUjELBJEU6dCCsWyLBYlOaac48NkoDFKvd3JzWa32ezqGonunZ4s33hQPrhnwSFRsfABGFvbXW9TSrGN5l3hve/sTyAneTJ7QELpUNycTJnUTETZJSJAU8+EHskJsBJOHGnGr0lBUKEPMpuMcYgM1ER7onCvOcfRjQhnhtAj199mgPF0/DhGPcPBWsJDDMZsxoc5XHrzovMOOfgdGBDOLKi+Nnwzvl6FQzzrcHZx0P/PTjBiFDRaFBQCIGcfBxGtmxZErWS3KMtq4ZGZePPsq7ppQlEwIANGFWmjqRZFIEIC9I5Wy4UvS2Sfb8Lsm4uIRgjoTFMrIilFFUIoioCMKAiqRMjM5AuQBOyIOUvAFQDZld65HD7VT5pAu9YoE5C6kB6c8ymnqRcAe2f115VF7X2Y08LrDlrFYFGJe5fEIdPODmggQIY6hc1mrNmOKz/iyfuNmU1NRmyKEE0ygc32ZuuZymRoI06pM4VAplVMTF1yZWx6t4/haFQ6lun5h0zsxRAQGIbAvEE/rQbDFTFmRo5PdYTkvXcmT3+9bmV827/fS9Gm3yneIcy/gzVxWOkeq2Bsbh1Ac84o3lEu/1f4hT4Uzvvt7ubjTz99/vyijbaoShGNUdqYgvcACCBHNDZ70wkgmNCYMlg89o6W56YAyAhAhgIp/10ODXMIngkllt6dnq4lXTpC79yqqorCb1NzsdukNpI3XxRFiYisAC2Ata0RsV8tQuFdAEPynsoCwNCx8140OXQGsN3uYkye/cN33y3XJ1++ePGTf/zZv/7WtwXwf/nf/urD33y03TXErnPSRwZUhdhhH6TogBQkDWnLM35356aI/RB0SOXJ679D3fIxDRO7dewpZOacb+rty5cXX331bLvdarqfkhRFUZaFaZfWdnve4ejUdls27G0N6O0Ldb+vG0/GiRfjbb+mRfYt9x4hgKhmYEZFSaEgZyktnH/j7Owbb72VpL08f2mSwNQkRdWiKt99772wKFfVahGqm83m2e7y8fXm4uX52enJe2+/tSwLjZERMNnzTz+vQnF2cmJErqr8ek1qbdPsttu2bQndYrEMi6o2NWTn/f179x/cv4em16en11eXkmI+XDw7xy6mdrfbOTNwrNThF3ZENYuHpxgetPt7iEjWE/V1Zma49RvJMROLiiRNagbgvXc+QKdnuw3E6bn+PfQIgGRurDUMASBGNTDv3Xq9KstCRLxnJDQVJNdZeMbZ2TegJgO5LaU0iMGnqvoZzoHkMBBkaN2MQAmViQkcoGPnERJoE5vE4KsibIu2iYhM3m9TDOx9cJVz7Bw6x855Zs/OnK/rdrert9eb5vI6bbcIcO/+verspDw9DetT9A5VMSkao6flqTczYABnlNtfTWgGyEAOHKIio5IgOg/OWZJkGeV25vLQHBQdkSNgQ7kVfeF+DnmwH+dnPtqeVP544NTk0MDp0XEr8+nIn2TF/4SpPMY1j1ckoOnvXMseLvj/Ymriqz2g7pjgd+gPwA4teaLC+6rwIUt1DQDIe1eV4B347OyBKaVmV2/dxnNgJO94uSi9o7Ztra5j0zZNHWNEZERCYAAU1aZpmti0sRFJhhAKf//hveu2Iefefvcb4WQdqgraeH152bYpREcGOUsQGMERBScI6Ng79iGgmslgApzBY93XP5mJyrQ5BRCAaadt0Efj3Yb1H+FXzD9V7TOn7v6Vx/zdoYKYLaqPJcgAqILtI4122xTymPsAHjn3Or+5aRDgoC2DyXWd9W0djmtz+NY6qcjhquqtM50oaK67Te9gBx2nt9z94NwgdxYmPOOodIeIHspY9wr028LwXl0Zz1fGlH+JU7/0yWMOVhDgnazB43nWey/3cJ51WKYf1OOHVfgRzPu2b+tWhJvIOR+Tnp9ffPzxJxcXV9pptJCIvcvJ5RPVqh0Q4kdZNPVj81HUOUx1J57h2KVaACgA50m0GYExAgZXLJer9cnmaosAZLCqKg4ughab652m2L9mZg/E+TsTwCbKFhMpeWS0aBLVNIo0kjbNTnKrze5kdVItluT8r3770SdPntx/6+2zt966jun/+g//4enTZ5LErCMRZxX/WFyQMYM6FDNJHaHCsEOVJxVBxzSCqRgN9sPDcyhOb1OCqkBEVbmQFLfb3Qcf/Ob3f+/7bzx8WNcb59gxEaLe6mdih5fRAbY3Vm99P9r9zZ7owWw/suEo0XAvWp0I50wkOzZPOzgdzFA7SYaBmQADhlBumytWWFeL+6enT5+Fp7ttbFsVQQAmCmXll4tiuQDFZls/e/7y06vN4+021s363un67PTByVrqpr3ZbC+vN5cXq7I6Yy9mpEjlQptGm8aieGL1hq2rU7rcblR1sahWy0tCRFOPdHpyKikSoommto2xFUlMpCKY2W/9KT0BabAf8OAk2Wd2tk+B//GRCDOMpEMCJy074vDVMDvnfeaQ2d6WxAl9xY742RB1ueV9ZYxEebZvjgnRm3Zp5wo66YgYAfekY3tetpPVaNMsoeEbF1WxhgXQFMwSWiIQRkbwhl7BqQViUHVlUa6W/uZ6s9nsmho9qyfwjp1nwVAURVUWZeGQSFSbVN/ctE1rScCsLMtquV7dOwuLylUF5YxDFUgCpoDIgIagKqlNRkSAeWbaqS8QkcyUgIyc96EQaDRr0hyh9xg8GBiQIBuw5Un4wZk/c45HQuumZKCDO0T3HXVwEE6rYZwrpw8mhCMNsxd5Au6R/e4qgmZS2b2dDrfdTbfduMfuVpzTF/E2FsbxWsEOOBkIh/YnE9HhEdrG3sGnjELMi7I6XZ/ExhOZWRtbAWTvfFVSESgERIYcqC6iIgCWk+pF0m6zuby8vHzxfHtzE9vo2Dn2wYXAhWdHiDGmmKKBlmUBBMFgQbyrm1Z3zcm1X+QxiJoKEA4KZSCSPKIH2LVNMiZzktQBcha2Tpi51Okou1nDeNDgNCeFxo8dh9bCpszjfcoB4EyJtv/hwUHgwzHwOM/N+tc0c8gdb35EJOuc2XNEIHVsY+xF2lNwdFjP8yDk/tFT/isefyvHFz7uvajhSuueFo55t+djmQjUDqOwbfSjsBlrFo5YMHaPnAfWjOXCnPwx7CPVVzN17/h1V2U8PaaHIdTwOkRuo1FNXuj8srnNzWpuc3Eka/ropHug2ve34V3++dOLECcKQuuzkkanTLyLGwQAIRSbXfPs2YvPPvv85uYGACRJbrdC4KRJMgsn81KPnIi5cMykWsPODVyoX8/D9CFb6wyBMMO272maiqgQQkFuvT5p/AtVU5GiWJRVaYHCqrrYbq7rXZOEXXAhOB+AKCc3J7VdEzFB6T1EjdZmVDOabnc1ILEP1XJ1cnYP2H36xZf/8LOfXTftv/7LvyxOTn/1y1/99P/9z5dXV4hoopiD/LJ//siIIHamZpytXXp1qg5pqEA2fOC9bqJHjXPWAvXeIJSvX9NOmy9iCLjwRQhl28b33//1j3/8x99675sS27YFQmCiTvGO+8LrPsRhfyrSc84GotUYMJRtRjOleKjLbMhss4Prx/bXKpER2hSrnhJo+wdnkpbdSgfsDUoGMbVjv1iE7fkFqYT1YrVYFMFripKSiTKSc65crsLJikLYbXa7XX19eXOz2zYqoQzlslqtl2enJ+Kbq13z/Pz88tkzWq3pjbeSCLCHupXrjUokJl8W4IjbRhGTWZLUxnh1dZ1iNEmP7t+7t15zWaUUY2ybptltNwJQLZeWBzvEgKYIhqbdu8i603Fo0pGo1Yb2hQ5Cboe7BHuTuMxDzd9THwyOqpZVHIjkPXnvmVmS2P4hPtM67kcK76FHCDlV2yxbzQOoDdT/ruNBMDN2jEAGs/LEMm9fdZ5xOhjXTjwHsiYmaRsjmpGYqSbUliyJoVlSSGIsmrxn58KyWpyswmX54uLiZrvBwqP3XBTMAVV9WZZVFUIgREhq0qbNDtQKduRD4XlZVLxcKEDdtHB5DQCYFJuIQMiMSAIqliIk75xnx8BAzNinJgLkTBH2zheFShLRZAoc0Dv0PttJGJACGRLNMPKeJ0N5tGKZkZU3nGrHJQk91V4AACAASURBVOshp2HmOkqtYGbNqniMj5eJs50PTncGEMzToe52xL9bCXdUqPfK3PhDBdg0NPMWmMyO1bt2SOHcx433Dpw9gRnu6+sNURE9LVYpZf10Xe/iVVIDdM4VBfuA3hMQWAJDVEM0dEyOzbRt6suL86ePHz958uXm5hoUFuWiKhaLsqp8VfmicM4jeu+992f3TgENHa2Kcuv8rmmkqbWpgUlTi6BALnP1FCD75bKZmtWpjYokzsQCcmA3vn0ABuLM6fdkRGDDjGlWq4yTJrjVUcRsL2XjkPBmt9VgE6QP58UVHDrr58thHBFmbQFgZ3Ld0WOmjtUTMIXGGi2D0EPvqkNLZPuQ5byZnHt1T4y9x4TqCWYwTtJMJu1G503RBRNmbQDhYKM5f91HQpvxANntxdlz5dwsq2+PGg6HOdID4+C2EfHrVsZqtt3d9P4nufqnSYO1L6HYr48RAMD1fsZ7dcCcTSF7KQfD30wGzTQhy9P0efbe5pwcg/sfze2BjHfM10b4B5SQq2p5cXnz/PnzZ8+ex9Q4z8yckogIOZeSmRkz3h1uDscnyfMuCtAARcVMIWdfATgEh+AcEpimBMnKUK5Pzi6cT0nqplmEUNc1U1itVxR8qIvr7S51UalQlqX3BSKltoUoIADISOjQZUcKBlotVuVyuVitfVU9fvb8P//il//rX//7R++886N/8S9/+Cd/8nc//cn//u/+6vPPnxRlWVVVW7egYojOF4rJespH9hsnBmLANC4qhtTTITL3mPujHPqYHzvguGebWxu8zFKSmGL26xWxL7744ssvv9xut+++/XZT75pml2LbO77OXIH3vv9eizrLIp4aQjGxc15FiJDRdfgWU/YGyktLRET0+E2FY5OZ+uiK6QExkE1vCyTfn8EBEjMwIVCBGIwdelCDJKVzpfeLslyvlqVzjsghVUVRlqUvitbMOXd2cnrml28uy3a9WBbFvcV6XZSFwU63abfdvHzJMVVIFZGxI+fBINW1SIQiOF5UPtz3/P3vf+fNd98GwPvLdVUUoHJzdYkAKloUwTtmwuaqub68ouC/sV5HMyUEx8lUTAaXwnwnZS+X19OsjAy4SVhqN6xQyY4uDIAiKpJijIjk2DnnEFDzsFVhMow5EDyMMhejfG7vS9HROY/Ina29Wu+bAoyMBGYqagkEprfpFFPAI/Bkpub3w4R+JTBwEXwCFgPVlrQli2igykl9UhJT0wTqylCultVq5cpy1ybbbBOAAghAys1GfloxICDGpS/RO1eUV8mkbq6vr26ePt7utnXbChgBsqFHKnzpi4IKL0wQOKyKRVFaUQaH3M2JRBUEtJsbESJhdrOJIAbBEI1QFVIGSTDvfOon1l2gwyQ0UsHyirCeXo4IjAjE02sSZKwqpgEKdKdMjfqTh+CuONUjzKhDSOyOKehrXDEw9XcaGPavRZU4oCLB6xXle1ket+kZejaFqcrCF6vTk6ooHdLV1WUTIzAbkiImleyQBSmpSub9AQMQgJiklJom1vV6vTo7WZWhOD29v6qWhS8R0CF75wrvsSgoBGYEEzMl0LP7Z0sTDp40QWzAzHsH+ZSWlGK73e0MwDnnCu+iKJkRgkhKpjGNH6N1FSUSGKMxKiEjcWfkwYjknMvRnr2impg5K3QnId55mfHe6b4XrXooINnTO/5OZJnso6JAOKjg9hR4r15rOCswDvhG3cYhpr5KVZu0oXv86X5KklGhyZWH3ENZXcUvB7jpoJ8TkX9aeusMzpgY/dyxBfbd078uZtyDF5rrGNU+YnHYPynNIPxR9z8x0ehChmwWc0sTJxCk/l440od1ILrppDKeqYeHBTm6hM6n27PlO8JRBwj0xA1q35R7ZKOiqm5uNqpWltVisSByE78bADXHbOPIw3C/H+pgMO0/kc6HYgx4mkBoGWxThQnpPTMrPDMTgAooLKrl/YePni1OcLtLauicKwJ7pyZFEcg7X5Rtm6KoGICooiAjO+8oeKDADJDEAMTls8GAWtEX5xdPPvztf/r5z3/98SdYVT/40Y/++E//1frho99+8ukvfvkrU3VEhCSd36KaCrph+3VfF2dreRonDKod49QgX6c4kZhnbLkTtBJBLq45H2honaMBsWPG/GixlFK9ufnpT3764N7ZvX/zPxICs+tcBdAO3fKnV1pKca/j35d+IhG1McZBbNdHsDL2JjqjzGUyNMGpOrgbHtFt049Duef06h1fcDYm6EZOJmqqQOxi05hEz87nVlVUk7S7enN1hWauqryZZ1dWwZXEZ+5sVUoVHGLFDpPcnF9eP3uxOT93pkURFsFr2xgAMHJZ5JhXMbUUibEswttvvvlARA0K8oEdglU+kElWRXCXgCZg4L1frla7GJMZOJLYTultfb3SE9oO8RO7RRezn78ydDadxZ7EFFNKot4zMiGTiJoaEsEw18MBXsJpUYUTU3acWuKPdiEZIAAmJsxNe3dV9O/LCMkADzFFZOwTkW0+VzzCpgADy/JYBiRiQkfdXJXJHCkNml+i9dnZ24Z+sWhN69jurq+TKjh0wfsQiDjGSEq5zSzLEpwzwM1mc/n8RX2zRQADzeUJk/PsKxeC9z54KgsIHkvPFReh8N47ckiMnM8x1Rwpy9TBSLnfMaPcQzITGAHlkBBUQ5Xe2nkqusB5CMDhaT+T0uMk7niPK3hQIYxOFD2dYoxJeU123yEEOHdCfUWFMvNAuFV187WMxl5RFN32gMHNDV4RJqAGqIDsfCjZEYW2cUUBTF0Ks2FqI4qhCBI679AzOAIyEGHGsvBn65WgOsdVWZ3du1+VS8deVRGImYMPVATwTqVFcGba1lt2gdCSdNK5HDKkoEkSSmqaerPbueCLRRVCCGyAZkiGxIZs2Q61K/E63huCEip1BuM96qCAlqIRiSTsecZIiNT7DnXLo6tPDnMhYPaVImain41hcwjTUmikAfSEFhp/7sCVGw88663HuhFltoA1HJwoBmCmU/V3wuWsvuiAZ8qZCZm1iQCW9yzYpIPEEabuPCQPEHEkHEPxTDtO48QEcICRgZCAVK1PFxlqyN6bbah37K61jXBMwzOTEo7Q59Fx7aGZzB02aEf1b+6O15c1+AP1cxLVM8gP7YC/u0dikYHefuhbPhQZcNcJNfDKDk24DvMt54kA9oo+405Xr/EDnb5gUa132xDCo0eP3njjjfLDT1QsL4VeFuYMcuL5PkTU0SRpQqjNCzfHWk1RkJ4flckT3ZP3tuOKsFhU69ViUZVo5H25Ojlbn91v0/OoZsyuKl3B21i7oihCIOcqrzFpjBKzhysgc3DeeXZMpAooXHqXvdJE4dnL819/9MlPf/7z9z/5JDn/3/3Fv/mTP/uz7/zgB5uUPvr8i8+//LIovGcGNdTsaoZg0u3hfFkDIaAhMgoREvabbhjWjDMr7Qpl08wn7J27gBAdOybOA5msAWdmx8SIIimvrpTk/fd//fD+vX/53/zJyXrFznViNtDDgrhvE/M1LHvkhxEtmFxVTV0DmPeB+nG5c27YDkSYQ+ePrPCxQrZ50lU3Eu7NzO8IOR/wiZ5KiZQHzKmzvxaJLZp65xwRqsamlTa2292Grjy5xUkkQ+dDwaFAj+ZS4RKaxFabNm52F0+f1ZeXqd6WjkpmR1Zvb8yMNRXekSUCExOJDRF4Xy5PTgQxiVo0RnKElS9Su9PYZmKAJIkxBu8X1aIoq5Rnh0wY43zki2a2f94B9m/5uLL4KGGqD1Im6wxwTVT7WpkAUc3UrBthTa1JcTa4mfCsDLI5Wv97g5kxFuYUNkBmUstIeL4yukyxgRl/2PPMNTqzyhhmWQA2ZFHkDju7vXQaNCYgcIjZFnqxWpWL5ekbD19eXT179vzly/OO1OWd954A2rZFBiIuitKXhRG3TdO07c3NZnd1vV6vq0XlyoDBBfaFKypfOHbsPJaFqwoo2FjyZkTLyO/gnJsdc7Cf9o5k+qkZU39pE8KtTkTHMpNtTkjpBqlTOcotlbFNTl0aeZtItzjVHPoX4SAVPghTGJ7B7giZwtdja/wOlfHXl+Xh3ZXxvlsOIhp1A3HEbBHPIWCfH2RqIgliYjBm8mVBwaFDIzMUJluUHk9WxsjeF0W5Oj0pQolIScSAkNi8U8/AoIjEqAYxdrdeStLHKiGoqoBKQpG6abe7XajKcrEgx46c5LR6ImfogOa01K5SUUJBUAJSIBiGh12+aZcdYwBgArMIj5wXyETYefAPbHibM5WncSEDP/m2ymzQqeBkcDEQnGenQv5RXR0NOpAAjykEbTr57AryCX25z3EcvSlwKNTHcm3wVaCRaoSdy8dQ+luXq0ivjMq6dSkOJfKeLG3AlyalVw/eg9mUjKH57RyCvnhLjfdPxjNGxKqqZhkZNpvz9uFV08rY9kZCKYpIurv6vK0pH05GIvKFO95b4BQqPlTXzVwDjyLnX9fInZCqslydnAHgN7/53sn6V0y5POJ858EggZ5pzkdsZP7q+/0wtbJAzEYPSXsoLUM6/TMz8zvvvP2Ntx6erNeBXbNr29YevvHW8229PT/ftW1FaxeCxJ3GFlIrUQtflGXJS9+ataqNmBoqWJvaFlC1QYj3VuvNzebF8xc3m/r933z0k5//4qe/+Pn3f/jP/tu/+Is//8t/+/CddzYx/erXH3z06WdXN5uyXDCxpJQHXsSdhFuBB5FHDu5gNIdmlLJaL3MoDiPVh68QAT1TRsocsXeOmGz+fcWYBMx77ytXln5RBCJqmjZGASBmpwIijR4QGLI1HoxJeAwHHhSqaoYGXUDpQOwhyqoJU5XMmsqPT6lrEed92r76c/iTzErq3IhoiKtAEZkXigcDXwM01uzUp8YeKSEoMBJ6x2XlXACA2LY5V0bayADB+SoU7AunBK3ArkkbbclE2t31TX1z09xs11W5OF29rHfNdnt1I84RMwdNCgqOzTskLy0aIjkGYueYUGJMEpOihRCCX4IUIKnZbHbb3eb6pirK9Wo9SHcpZ4Lr4Ja1z76izsoNLBsP6JETo+uo+piVyaec+S2dRbyqAqD3jjnPd7NJog2X2fCNHAibhrvEuuQosL3Z0kSNgzPr6skz2ORIOpxXvE61BABM/XWlWZ7e8wwAsiSAM7tGra7bUBZhuQjuxELY1nVqJSWJqjsQUVOR3W6nwagoisCwKAGRwc7u3yvYad1WRbE4XZXrJRSemBAdkQc1VABiKD14BGi7aVfqvQPzzEdzU69mkrtc7PPETFUkiZogGzKABeqskQ7l4dNAij2KoUIXeqzQVTFHIu4mhte38JEOb2ucAjeH30V/GtyB2uKUcvn62PP/f7/mwtZXQMr933IOhJf8S8VYCV0ZQllCTLFN0raALldvzgfPAIGBAcgUVCWBSAAsVmtXlex8CAGZVEEy4M/QgqAoAvngAMxEIXBT1ykmEyuk8KoEKilFBRBh0STSpvbs7CSUIYpElQhqBgU4AxBTHsDYDkhDAzBGIVQCFIGO7koTduhkARgOQ5vuKjAFAxHJ4/F+QC1jBvKQqzE5kTIiPj29B4besAzS5HY5WCR9zJ5KdnMFkNczkHs97saUXzHxzJmctkwTEn6HyE0yOzLSYyb7VOBD0vCkCrL/Or3ffOp7JD/la9D9XwczBnuFczARzOxOuuJtRgj0wU08tyf/6WF2g30FU/9/cCAVJpG4a2Y43NgJDbq1oZ+jvTSHId336GF6hzpwD/IZ/snkbm5uHj9+/MXnX17fbFQhG5/28iydtj821Vb0/HIcci8wu55Yl3CT5+U5EgZQTbssGOr6OELwBMuF+/73v/sH3/92VVbOFdttW0c9/ea3623dbjY3bVu1DVe+qMr8+gOZAyI1NHFEwI4cqYH2JQkom8Dl5eXzZ88/+/TzDz/86OMvHj+/vv7+7//Bn/35n//hH//xLz/44NFu24r+3d///eMnT1JKVbVIdQuiq0WFCClJ20SHBRJ38FZ3WhgTOkYRJE1dM6V9To/h6LIzRJERsWMwYGbn2DEDUhLNXN7MkGNix1QWAUAlKQAul6uT09NQlkgkIm3bMsO0xT+qy5ySCDNpJz+2MwPpPJkxtjnULfT1q+ZjcCiInZvGE0z9GaclkR2TkB6BzfYUAzMqDgfJ6v3hESn1hTallEzEMxXeOyRIEtgVznt2KiYpWavURLBoliy1C8TF6kRP79XnL58//+o3v/ng0YP7JycPq5OKmQ2wTjswDn5RhIUAaEqy3aWLS3ZsQOyKHO2tIllxlg10Mq+3qqqqLEEUVBGBnetMfMf0XZDee9iGaMC+orJOeGV7qEwPYvRuFCPIgZoRa5EMGLNzOcYdkJjRJqh0/xsbKUrjWJR6Q80hnHXa/2M/IYEcL517YSbO09fOYrOLdRoOAZuNVnMVaDof/Pfq4CH4Si0z+JU6Nm6XNJatfLtrHxHBEQGSgCmaq8pquSpC8M4jcVIw1WyblEwFQR0iQxRpUguMi0Xlq2VZln694EUhBGKqqqiRDZmZAiOjmilEMAQxEDMiRGLsyDGGuYBIbdt0CdYqkmJT10C4MxMkQwbAiMgTY+9pPTEwNZk5W+Z18G7mqaGidUvFoAeQzPZ09bdGj+0j03u+BK+D6d5Rjr/63r2DH2nHMmbveOSRowNuVeQdNZfsp1W3onpmBslUFQGRHXoObrEyXaxXu4urpq53N5tFtQzEIAJoirZLTYgNOkBQNQFVRgACBQPTGKPFHMquSM57n1OLkBC8U0lJE4JZEhMl5J53Z13nlZKJiUgSKYrCBy+gMPibZ0vrwe40GwP3ojVF1M7WaUzNHERT027ZDBh5ImegwUhnwjw2VZmkK1iPaOpgIIuITdNM+5JhneOEUYAjp5T6FQo4SWfMyXCDMwNlf4pb4hsnzj29L7LNEkn6+SVNTiDVuZlah9SORgEjJjM1DbIJUXBa74HNq6bx3Lbe3VinlKnhBffnJPV0GN1nO+TyvA+jORBSzyAMnCCht2W2H9Xh4etgxj0lgHDG+sd5IPPs05ussAHbpzxoBoBDP7mj5s+Hp4CoxNSOP87wwJEEMqF++InTq9T2TPgOTpZDdSTc4mWb2yJC2lxfPXny5PHjL7ebjVnehNqn0Srse0/Nos2hTwDpZDEDvc6yp1nuXcEAxfp46H72wgRMEIJ75923vvvdb3vniUO9rdsE1YNH1dlTCqGWVMdYmfqysIzpMkE0EzUzZOeQyLEiKhISEzMZp1bPXzx+8eLF06dP33///S+fveDF8of/6k9/+OMf33/33f/zf/6f3m1bDv6Djz66uLxUNUIyNQIrQhCRZFFS5FSgo5EsZJQrSyYkVEQDE+ipYcM4FufHOSE6JlUjRGZ2zNJJAnS4yZjZOxd8EI2SIIoWRblarUNRAEJKKabIGaQEe6UappOC9YwFwE5dm7c0IzITAHjP+RhWTf2kGHMOCDs+trYnq0hGImkfC2wDtaM3F+Pp+hzmd8PdRsRsFNEM0RFlo2tIibGT5SVJpuqcK/LNI+rZeXaMlEQgKUSlJJgiS4MSq+WyWK5gWX1x/uLi5YtPP/vkZL0IVVicLhGwjbGuawByUIXgY5IoorWoXaEP6AOsQmcuG2PugsDMEXlmJvLee+dMxFTRMXMmonY83+wt0SWF7mtCEAx1coBOx9WTkO6Zs9twMmtnJ4lEbmANInGWSkz4zTgdQfZ7kzqX8Ull3AseBtSEsv9Xb/PZJ4XnSB9VhSGCGKbskNnpqgozU6GBsz6pkgepS39h5qGFUOaaWyeyAwsuCGFUicnYcSjK4D0R525heLpkltDUZd6/NJIMwDEX5ItFxWWh3omm1iSqQNICOVBBLtf7MVlEw2xPCujI1PqiO39EqiIpck+yEBFr20RYmymSIXc498S3Lq/5GaseIATPwEg0mvPNJ/5qIDpcSYrHJWp7piI4n/PeiozsWxNMgOhD4mP3J2pHDxgEPDblnfIvwb6OTOtAjTMbSSK++mnuFviOYIGaiYABIrFjJHTOlwBlVdVX17GJbd2qL8lzHp8ZQZ3aQhqn5BHUBEyob5JUxWLUZCkmU/NOUYko71MzTilFteSC42SmQIwmqqLGmaVjKSXQTuvsvHPOJVMYGDqA+1/BWDmZCIiBGhByP2u6A9S3IZvtWG8zM5bJJ7mITMwYbTjhJ33LGN89RPywd9QFXnbBJNlXbo9ZNpRWqAhzgMD6gLqDg3DfbuJAcTewOuy4Cm3KKrM9zxScXW+3LKRXFHg2o5Tsk5qOqF3v4hrNPPUmYR93dX13MPReR4H3CpLf3K71lkkT6CFT+zWefzbU6OxLXvFLVQ8CX7LqZSAp4G0f02tKIHM/gpSHs5nzio5RRTJ3wHufUjx0Y3mFEVxfFsPtrf8gFRKBFDOemuOjRiNwJEJmBTFiIxYDEUERRx7zLBNQDUTNRI0IeByQsGNANFUQLUIJAG3bMjv2AZwHosxL4BAEIIkAQFkUkFJT13kpFyEAMAjB4IOj+YjJUeYMIJONmhFwRDhie4add3MPLk6MGIeTpX8kAZKoRElimn2CDYC7UfTr57/cugzUVE1GYwGcUVv7Am1asO39d3ZSH52nT/MdpxfztM3NDj6ilsAMbRQPqTIzhQC9zwYD5moYFXqaC4AoiGajbBYlMQNmAWhbICCRfMO30rYagcEAJGm0ZIJFJqVYFh4jJEEPgNy2sdMbJ4FAQAwpP09W4BmYQf5NN8r5emMyu2vvTA9cnHBbmUi7QvZ3nc71B9i+U0o3F1NRMO/9cAjQMCmavjidnVp2kKY26duPK9xRjG1cbNR5mXY/ScEEgFRZMYSwM4kptYZlyJknKCnFFJFc7tiROZm2JomAGcAYAwOTNpJSa1KCCCgqgyAmg5RSziLwzJCSaRIQ7pPFENRUREhALdPserlI7mbZkmHHABlq82NuhjSrjDNZhrmrICYuMQexkQN1j2HfVOs1R86v5vbanX+Ctx7wdzsg2a3VLr5yHG7HnhOPjMn/CyfUAIw0tJFJUq4/u/4WMYtMJKVc5LnMOQAQMA8oKiJCYD01HkzVRCGpAyyBK2QAU0kggCiMoEiYLI9OJUlqW2JyoRgORhUTlSGqY9p7qCr1UzW7/bI1sHzAEhHiOIzaG1wchcx6FzJ7nXppum7vKFdsGB3D5DyfRj8jo/WRy7eaqRxdpHj4+6k9jtnXuRuHT7pzKhOzzmJi7hhOhreVx69LaThaJ95OWj4oR19VGd+Gh369ytg6MiX29YkdbaTGTIqprBjzBWlzL3YcZpmjnzbMs4XmIUOZdzi95w482oYGLkueNctNZ0h378mXpRg9xpPBwr4y67dKxzvIzEh2+R0k1aZti6II5aKO+A8/+flf//X/8dFHn99sakRm5gxxpTbmkkltkKbiPPEjTwYAAVw+0HP4BTkxUVEVAdBuOm7iQBFRVBCtazCJnV+AOzX/gJ2rVmtQBIkIunpw/9577z17/MV11NDYWajIOSRBJANJIGZmKB0PzIhdYEfXl+fPXpx/8dWzjz/+5KsnX52fX258+Qf/4k+/84d/+M//+/+hXJ99/vFnu6vd2lXs/fkXX8kuOnQxKSMqYiPKRERMhGLZdLIbcOUcAE/kHSB520VtB2cABSQD6r0KRotvQzZzRI7IITpAzrwPs0zgAURDAgXZ1hsiM0uA9uLls08///TFy+dvvvFGURV1rdgJ5TFJAhv80ToZJSIycWYMTXjpBGbZJSp/eWoqKSI6QtKMehsSeWaHgB0TGcF0zLTB/lufOuYY6cHMZGY3MyP0T867ns1vebYXlAFE0HYODbkWKyXVIfm03X7xmb48Xwq8eXpPwRoy7wskolrovPaxBXbA3DpV8kDeOQ/LRat68dWzjz768uK8/s63/+ib3/7evTff1eoMAHyp95Z2c36xvWzi9ulivQqLpSsKadtUtyTmqTIFRKTCUzcc5TbWUSwsVuXJWVitLQQjiKBts41owth5dPRpztngGLshpnV/RYbOYW9DkS05sygng3g0uYEygkvkdrvtZrMFgBBCVVVZQGymiGggfY818rXw6IGJ05NnMunBwXgBDDDlkMZ8MU+AlbyXO7zZ+kd3Ko2ZfoaQBi7ZeKbZECUDaIjaGWHlgBfNdL+MZxuCgSAZoyAmQ1QsgQuhiH5ZrAC5EYiStkmrgMBOY4RWXDTcJRdjuWssRSDB4Mxr1CbudpvYoqPCc+EJNLatiDaBGckxrkWSqhqad8yOFDXGmglD4Uzb1todJCVsCRNzEYIvSihCsCQAOdNTBQFy+lemmYjG2O2FPt+wifVeN7mHaCJRNqvN1gE02Adk2K0rxVDzrTGeL/vGozOLV8CjVGQcvIxGx5lBV9vfT3icwDGtebvB1BRMmidSQd8J23CIwMHLHNLUp6NtHKZdA1HpoHrGqTAeDgME9nQ/mP32iJCwEyRHQMPVcr2prnYxvkg1YoieyTQlVbMFhYWSq1XaVNcxgVlwixhJUlITcsaeysCholCZLwiIDU3MUptSk0B85ZLEKDFqKhfOCmyhFopesRR/fXMFoOs37reVV4/Jk3WpUQSpG8kpklHPeeIOGKVOHZoXQlaGcyfYRbTBQt66Fm9UhnXfBg4GsCObCQDMiIDMuvgsG1RzQzk0TIR1HE2NkgnTbvAhYDZ1yp8sGu4WRq/CVUv5EEVQQjMzMSWC7AHjmIgcEA6vZxKhZDnzfliEnWCYuv2CffN6HEqf4leWj17Xn1w6gsDEY/YcoGW+N2UWFGWvAUJQzFN2s2xfMMiBOkpAPtCx16lnGQMOLXRPrshH4qCVR4MZdXsWINZTXqaOzUfa2dfiGQ8xvDafHL0Wj6ovjXu+SI80dGOMzsB/FGXinXxfPYRVBo68zUOAB+hu6qHR/UZ7kXLvqImdxZJNCUFgqJYrNmcEUSzvHyoCl0Vr9tEnX/zt3/793/zNneXa/AAAIABJREFU3z5+8kxECJnZdaxD6bw4xknswdnTmdsbYL8gDMkITUxMs2EN5w9LlbtNqL3tChmRIUf1jRYGwVeVikizi9KWJ6uzb3zjuq1FZNvKIqKnQGzEJNAqDvFjlg8HTe2m3nzx6ccffvrkwy9fnF9cqELx8I1HDx784If/7I9+9KNv/t7vPX3ydPf544dnDx6d3t81zfnT51JHRhYx9KSEli2LCa2PqUcE5BwBIKqGOXETFVF7EnYvyEfTDlUY+IRgkAVAxMwIDMCAaJDGC8VATUysbWuXJ/QEF5dXn372+QcffrA+WS9WD7BtsocxEnV+F8ij6D8beI2MK4DpZMpgiJIQSVEjkyeibAQElm9id3DB9G11P4ubO6HOeMZ7+HG/Vmc+UPPctGHwKJ7U0JooOyIFUKdWktWxefECNtsgsHA+ptg4tyoCIlkdJW0gRlqUuijEo5FHH7AssKyam82z5y+fPH0RG/3e97735rvfPXnzkVYBAByRN9JI1y/Pby435IJbrENRmAgkgRQpsSEAM3OJnX8DRVE1qJarcrX2i6V5RgRJTRMbtRxOg/NYjd7YzobkKbA+OjXDgcM5bgbT/hom5Y6ZtW3c7XYhBOdcWZb9ZNMybWMe7LB3eOJ+p30o2xrHBVlHasO3vxecCswz5Kovi2c/Z0x76SXoY4jD6AdEhsONLZ3+rIuwzZxjpcyhzCRHCsZeqSB/sj7d7eomJlPdtM2qDODYYrSUbNeSAMaIu1rbGgmVKVrUGKOk2DahKDyX5FgyVhdrwcDkwIIZKgigGpESmiXTFomZOLZ1TE0EZYLEZODYBe8COw8GipZffyLMSHGGzVJK1vtADWZUeTjdxdKqjbyaLssMgcgm42lmnmiqEA9ErB34SR0gQ8f03129gkfKyoHWc1SdopAPsYOic/7MOh59dhwXtj3uHR4bAc/ByKGd2ocQD97gsWjJsemDife/ZQvDDBx0dzWpISIjLMpFKMvNzc2LzY2rCqo8JQFTBizJh4QskpooohGBHKlEiCoG5oxDCMvKLU7Yl0AegBEZ1KypLbJqmzwJg+YuypGASkpg6ozLCBfbnYqEk5VWrnUYoXfN0OxkmQcr1DkcjWlN5gAZkAEioHWoGGcfG7AxSc5gNJUYD/E5aJmHmV1m7TC+sJE9OtVFTPhyR8R2mmFX68wSrT8BDKaBLDSIrvpnTKhiIpqSSrLOU5qJyHIYLxt0GUO5XewMETvj3X6vjcTkqQ8cDC3WnNSqMzini2CigRKEQ3GMXWR0vgssK2PADJjMeiDMAMmgswWESdxHb2g57gUcgIOZFAcGZ4UscLAhxsSGlmRoa8d75QC+PgCr6fUqY+hNBPBVE6JbqZx321C8Ghu/nQjVP4aGm/SQcbFXf6h0xmiqKTdPedXq9FYDtb58S9qKWUzKPqzW67ffemvXtB/+5pN/91f//u/+43/8/PPPY4zeeyTUvgFg4lzIvPKddr3WtFQ62D42pEJPJvttitt6d3Nzc319HUIQfAfLAIW7rrfrsjx98w12dPn0ye7m+sX19bIMy7LwRECEFFxZWBsBjLwHoufPn/32ww9+8fNffPLV+XnCd9/75g9+8Id/8Ed/9PZ775X3HlBVYUye6O1333n3W99anax/9f6vN5tNVk3l1+PZ+Yo1K9AlAnXe6UQkIjHGuq5VpX+7rzW/Gaaoh8lSg5Q4xphSG9uGEZ0j7ylGe/z4+f/9N//Pu+9+48GDBwMzYWreLiJTWpUdGU3abS+JJz6Xt/GWXvWl420b5zCC5nC6Z2YkGlqxwI5M484zL4hWhqkRsC20idgl0avr69IWRSgypSS2re5aA2CHrnAuePCBitJXJYrG6+vzly9Vtaqq09PTxclpeXoKq6p7dWKnURzS1cVFTNI2dSllCAGdqVlSzaAdqI4hCwZEtFgsnPfoHHhHkrpLqjOqzkQAQDsyELRJlTlx2t8TmgwxnFm7TUBws7nJ+7EsS+dcpvoNxL5DJ4SjC0zt63r7vMa3jQc2HH3jM1t4vVfy2EPZxHd0LJu1L6NGcS/RBAknKEp/7+Fp87jebregtmk2tfiqKElIQbfbmwUuJKZts9vWO2ZWxCYmIEIm7wvnCgBnisEvmDOWj6LQxC0ze0ZgBFNJapa6/lK03taxiQDI7L2RAQHmiBJTIEUERgDzjrO+qtuJiOzcAa2i52vmUaDolLuZT5Kmru1gD06suoCZQwgE0Lsqs3Mu/9O5TMIG6m+NcSUQwmGibxaSzKMBRl6p2SQ6ZI5t9yttSjx9LZIHdCydfXri3jHR2XXsA0vHL6DBHUltztSizhZr7EOBiKhwTdMwgHeeQIsiEOHN9VUZisL5q5fn66I48QWmtnDOs6Mss0IABOc4JUoqV10cG5VlWazWq5NTWKyQPSiCduxocq60ihLdbK4QoCAiLmPdtCqOnHNMCrGpm7qtYyts3vsIsN1ui2phZpKSR84MYmJWU4W8dhRM0ZQo30jZfR/34mBmHw9Nea+zAEx7BRnARuPHebVDHQSjU3vtXs2S2UYCub2akZjBDNLgtJNrWhWVqKm1lFKMmiKAUfDsnRMVBRFgUaAsNWTnBpuOUSExIlOZeYI9Z3mvWBqo09o1qTBLabZjTm2Qu17IkqAcUKqWyeBKZECd0QsCEQEzEpiiCUh20ElJO/IV7TVve2DGyL2aauhtTGDRYwFS89LR7q5L3d38j1usH2/Vve55yB3nB+M+fP2afN/DIntumL//Oe69ZpcjW81UyazPLAbrKEcAgNjEaIDMTkTYu+B8YUA+ANIvf/X+T376n/727/7hH3/x0aeffNbGNjuJAgBxZ/ysqHufyW3vK6fMD+jpwKvO4e93RFQzUQhhsVyuVitfBHREGHi51BhvUiJpyPuTN99cnZ3Jbqcp3bTt/0fbmz1bkl3nfWvYe2eec+5Q91ZV19ADgCYGggBIAiJBmTIpyQ4q/OoHv1n/gt8d/if84AgHQy922C+yLclhSaRIWiQIEM0GARBDA+hGN3qurqlrusMZMvdea/lh78yTec651QXKrAAQjdvdt4aTufcavu/3LZumDt6zMwF0AdmZ40f37r395juv/finHz/4+Pj681/9ja+++LnPPXfz+UtHx5OqMgRpGybeOzjw0yk5/+Ts9O7de/fv32+aJiMaJEUmdJQrYzHNwc9oZjHGlGLbNiklNbV12uTWwZ7359TxIzPAmHlwWRZPQ6c8JBEpEA/o5a9W175plt965Xuf/9VfvXLl8vPP32zm56ltc3nUO37G1swekN7PLHXI+eto8Zbv1B4Cmj+vvhnbJR79BNsf7lqVDL202z7UHuttHQC+5CUSIXFUWywWSsjBk3MxadPGqJrLHQJkz0rUxqhklQ8ZH4GIoaquXL5CjciqWZyeffzR7Uba/eeuIKGJQpNgvmwXi2a54kkFAMiMxJjEUmrbFgGYlZCIM+AZU9uKiA8+NiubG0S/apsoEUCZ2XlnZeuVBwSQJMUUx5YlHFQ8NHQZ93byYk/E0q6oiCl4F6qqnkwm3vls/M5DRkJUNDOlDizRiyXG3OoL6PHPcLxuebOeItbbpUPvh1KDuQmaIms3ks5WM8PubUIchDsiImU7flRD9nTl6vHjxw9PTxMgNtqurK38xAQbbU8XpxwYzbTb5gCiKiAhs5/ODlxVEzOoUlUje4tRUwLT4IEIDFRiFIuIRgyB0CFam5r5UttUcXDotIBUHKBTdBmIYYyGQFk2mcEbhpAT1/Ob3rkVzRQxo71ASTMYOtc6XUthXIXt12QUk5LNgQCAKlagJX2nVATixJ2+jpAKTmejd6ISQj5ipIx7KrRR9G63Al67DwzNcOzJW3PKu54mW2w3CoHthNveYtUBBDavYCIu9wro9o0MiIY5i3T928kRVqVcJgQARWxBEqohAkgywRS9c7PZ7NrVqzXRvSTN+eLjJgbEw/09nkwQYdmsylOKWNWBnIvsLFO+fG0uiALFiKKGZGRZ5SDUpLZRSZPgGNBSWp0tpG3BACqSCAZgyU7n8+Tp+PIVZGcA+cBBQCQOLqCqiXZMA0NE5zxnb5sqmgESYZYOdBSH4SuPfW3Xby9xgEzqDV7FGGM7pxij4f3G54Ib63HsYgg7LjYNK2M1UANPxPleWFfGqASKyACCqCYKoGopiUFrRs4QXS5GVURLfpZoUZGUFUD+PXJHEgW0zXZh/WBktEJHsLTBPqeXX2NnZSYgowL5z/WxDZb46x3ocC6QxRNGvcJW1HTMP1jrAmztWdjqVmxo5jEzGleVG3OQT/S/PWtl/LR579b2am267YUTQ6cJPut4+OkuGRiHZT5bad23cQiYnwcbrptcIXiyIbsQwmQKSOfzxUd3Pvqrb7/6yrf/+sev/fR0HptVCwbElCeR+fEjpO1OYDh42BDgb1fGw0N548/E1kozrqpqtjfbP9h3IaBjQMC6JufiYp5i8gD7+/vh0mF7Po+rlTQrbVt1LiGmJOy9Jl0slu9+cOu9Dz96eHJ26cpzv/KVr3zp9/7R1ZvPc1Un0QwmA0Ngqia1B6QQPrp7987duycnJ2bmnVOz1EZQZE+WJwVULDiqGmMbY8wmnowjsK2RSVnrjE1m1DX4fWXch1WOnQ3dHUaUTw/nuGna9z+49Td/893nrl6+efN5dg5yyd69YkTcM3vKu40bLwyZCQzW/T0Yf4NqsoHzuyg4Zme7+PTGb6cRZK1QJCyfDVFGFakaECvAomnQcTWdVJNpk6LkP18mZEJA8k4wO2OwMiADbSICBHZXji9Xyc4fnSzO53r/YwV1jrMcG6NwUm2ixhSmNSPheh+MXRSFSNOAV3YOAEWSqEwcS2zTQlD8qm1aTYrAwTMTlgGKrVUrTGth3jpl0/rtZOdHHHKwu/Dxks4t+dnx3gdf5cem57p1EeOjgqbPohr3bPiJPe0zLAcudEsNxuFbc2Qs8vv1YWRWUmm1Z7PrOrMKhyNCsZwQaSAWPfv9S/v1rPa1R6Rlas6aZb2/B540yTI1k7hCw1ZiEkFmIEJAIsfkva+dr4HYkiBVyB4l09KEWQw0pZRio5aYgMg5YjaQmKRpUSH4ipDz24bkgb2RMwIhyJmWpkI5Xkf7jLPS5gyW+dZb0tHQUEsJaNST/IrWZkybyhzrsvtT1STb71130uadYck+pK5e2p4ElUk2js6osW0LwcYsyF4Zgv3rjHzBrmmwzeg5TusR9Y5HabRsHtHoOtHzSPezLZ/AXpYNSF2DtS5Tutm5sKkDQCNUAW1SVLO6nrCqrJrTetKcnZ/NlxWzB3QGWHmNUVUARFSKbzpU6CtPzjlH5NUAYzKnRihgkn15Ek0TgwVmaFNcruRsDmpIDlCBsRFZNk00A2YgZucJDVMkZlAAFWbKlwRa4RkSAhOzy7yc1CX1EHWsrZ3YM1zryftDbnBVrYUrF3uDcSTK2u6VN3qedbRFFvuU5WpRcxZGqRpY9oFTFo8YoiAKkUgSyuYjpg7zggMkG4CZCuTlXg7FJsoFsoEO23rassYirs/G9QOGmKcx+XAmQjPq+FoF0oIXHIF9/t+65M3YONU1JAERQYvMYheybJCqt1Ec7YCJDeuojaHYU3CNz6Cm2ODb4LOVrEOTy3CJ80uWv30t0jcNsCHeeyZ78frfyjw9GJH/aJAXgwAwCRMRbWMMVagm02o6ReJ33rv1H//8m//L//ov7969DwjOh/zLc87lZIG2bRExuBBCaNv2WdQUg494ZCocbgc2oILaYeV9CNPpdLa3x94DORE1ojCdmmmMadE0NVE9m81me6gKMULTLM9OV+fnq5iCwfzs/KOPPnr99TdOTk6Obtz8/d///Rd//SuzT78Eoudn5+fn83oymc72/GQGAJLEAF0IJ6en9+/fb9s2hFCFkFJC7bADhIhMxMlALa962jxNd84hgqrEGItAU59m6eUuChoGBJpxedoFvRIgkHPee5diayoA4B18+5VXnOOvffUfHB3OXPCyEtiGRJhleLvzboeCCNdC6OFP3XeZw79+9i3HjmZp3NHmSfknOGeZVaKiuuDzKZqSOmZgjmZhMpntH+wfHqbTkwwWJsfAlIUsmu1rWQLeprhaOSQHeLx3ULfKTVqcnLbz5fLkbD6bKoADrJA9ewcUiCcueGJIqrHJH1blQpZHpBiRiIl7k0cIYZHalBIyxrZdxSaKoOfywnWLbALk4Jx3uVXMUcc9hWfsKAAiHm5X8seStaoxxlBNnPPlKimYmhHlAy/ed+/s0p+9Xd/eZenGkmRnctUw+6dThXVqCisbdRtX1La2OffXlqkpJOwSRpImZqon9exgdtgcEtH85DGenkwPD2ahJmZt0qJtNcpqvmzaZkpcA/pQETsip2oqRgCqQBkvAUyOCQVgFVOMsW3bhgiY2OVOSQ1iAgGHrnJBMwAHsnzHZ2SKoiUAAHQmfT434QhAoaadYrC7pssmObP1x/m6trWe7q5zxG5AVuFFm5yOKdubDTahov1ft21bplzjx2ZQQKNjl1Gh+QTLP2i9xSfYypnaNhuo7lz+jmw7OJgtIeCuhayJJNva6eMuuVoZwqltg1OAgAKDJcgymIRtG1OMs0tHjUKzahEYgUwhqZydnqNoOL6UufxJUtOuRAWJiKeVDyFMKudcJpp0WqCkaRWXMTUOYcK+dgxJVmenq5NzXUUKNROiGDE1bXP7wcP6YD85vHP/weeuPTdxeLZaErlea9MXcPmRTCqqBknBwJLmFPcLqpiNJDrDkXLbtl5c22Xf2rEVHv4U69tH+78t3U+qfUbDNux1YAHNWUZM5IwUWME0Q9vZeecDec8uIDkDSGoi/YyVMsaqX1iYmSQT62ioWTU7fhq7bnU9jSLYcJDi4Ov5LpLYyi5N9cYFW+SqhXmnIpKGs2HYFMoPlyXlanjK/Yu/5C38d2FT9Lu2XYK5Zy2N+wNl59N0Qa7g5sqyuzWfRsMZZGxeMLrbZoP1gb1gncdRDRDYNSktTk/t9Jy9/9Frr33zm99cLE6dt7y2DCEgQEopj36997mbapqmn3SOfne7NrCjv7Cyyhn3A+v03N5kmity51yOTkAgE0tN0lYch/1LR6v5vFWdL5v92Yy8h6qCySRUFV86rpneee2nP3ntJz/60Y9uXL/+ua9+7fNf+ML1l18Ol48lW+e897OZn9TgXbIMaswienzw4MGdO3dERFKKiHkenJ9vkWKH0Oz5zdo+zvmF2KvAiRHAYpSnlMXc3THd4g9Vc1LomNdmhobB147L0lwUAWhST5qVfPzg5MNbt727uT+baA4l6N5wVRVRZoKCjt6hgy+6MTMRUQMih8SApKXzzrNqBuiTvqHfna45LWtuu40Ua58EsOkXtIPc+fLNs3iTCBhVHREAJhFIIYRqb2/v8JJIhPm5IBox+eCqGp0zIiU1U/bBz2qaTgk4tu1ytZQ2SdOms3marzTJ1cuXp0eHvDcxdobAgAzEVVUTI1O9N/MhdGqyTGRhELEYRZLlUy6re5ndpK4SkUoaTuUL673cZNkSLecpZXnjWgcM0EGmOx2UY3Z5zmfFkNYbZzHLRifTmeuia/vDfdjbPEtM6O538+Kmffc/03N41jngG/1vd7QWU2c/nhrS+aFfbQNQ5vznodjIDUamACqCxMQEhCaaTMX04NIheUdEtxfzxaJ9/PgMD3lWT6o6IBImYPYqzWKxAuDDIx+8c6ECBHAEIVBAMBNNMSUwUxDTlWgUUGT2joJnIkIFTZKiuJw9TRlfLoRA5LBAAMBIFUxUyJCxjyrr790id9JBT2CFxdE519ZZZUVCtWMHtQ7GNYPM0hwVsn3LnVWnhgS4ozIe/t8QQq7aSxmxlTYPADmPaedApD9Scp788MeGoWJNAl3LyTe0NsMKTdGG4Qbany1Mzrb7wPHmahQ0aGVEP7x21SzFFglTSqvVyhT2ZrOK/Tvvv/+Dv/neh2+/+9KNm9eOjg6OjijJ8vz89Px8NpsGRlWNbVotVkkSM0/rlimBRXHZX54U1EjUZNUul4uz2K72qgr39pDD6mzezBfaapYX+6oK1WS+aqKon+2Hvf133/3Fn7/6rd99/PALX/nS1RvXT09PzayuJggAhOw490SEwID9hEWyZTtfJ1kpgmV0PvYm9tiANdIMC/kDhuAhxB2l21MLItzB7LPN4XPnzDcY1+ZZmmOdAj8jlFNMkqKqqIoHYleIDSoqalnCSJ3pJzgaihez6IRUc2rlsDLWLonDVPt3rPRQnVhljfIYayIBzME6pAM7XDERoREy55yGXNNg/rwMSZGZek9Bb5te79U3BsZjfJ71votdhtqLBL3Pche4p82LLzDPfSIkeXunaEPt7MY7a7ZddvcKqrX1Csx2tAXbityn+Kj6R3sQOLVe4JkBZL0dOV8Rr9q4WK5Q7Padu2/94u1l0yCRY1ZjznVfdxTimnliF8imDccd/sY2h9abPByEqI0UZhlMy46ddy545x0gsQIKWNQoiesqhAonkNommUWDlPnmPiAgI5BzsQoyqSdXr77061/5wq/92mde/hWezYQpmqgZBB+C91UNBkksiuYNX9M09+9/fP/+/VJcpmSqjAQ4trVREVLmJUuW7eaHvlMSAqJsKMP7mjiDUKkDoxYqR6cxHRh08kkI5ByAiahIzuhhUanr6f7+YT2Z9f3JWAoGvWSwv6t2qJEMu7geJGZE6gLmsUuXp2EFW/7vzjRa7OG4mwb08SNQuFUb79sgXDO7CI29VzSBlBORBQUc++l07+jo9OxkJXK6XLZZYubYnAPncrgoVSFMJ1RVbROb2LaSUmzjatksFrBqA9L+4eHB1StW+0VsAEvcLxBxcAFqYBYEBbGOfTReQaMBpJQAjJjIOYemgklT7uWgOEEsix8shwBkAaimzm9nXYLV6M+FmXNuRbfvLQM55xxR3iFm9fm6pdyw5O6sjJ/R2/B3MeUN1MwD/caW6Lg/q7RviHR9buahZh6OZlSUUT82zj8BGed4qTKzR0yGqtBGmezthckEkR7fvn++enzyZO6pchCqSXDssPKeQmxS28bVajWJMdSKpqtmSaAkCclB/mzyq41GWXXKzEVFQYiAaqpgCsyukN7JOacOkdkZoKpC4e+pqmRn3mC8h52cbBiPZTAMiyfcmsqUHfOuZSv0uP/u0h9FvmVfPQ3mKDBW3O7sgkpmoZWh52YornZxvhnc21kIbSAby+a0YbFMA1lzhkgSu/X12q32cW0THG0asA//6+8zK35MG/7uOnPS8NYen3ijiUzxtppYSvnE884nUV9VoPDOBx9878ev3Xrnvdne/uGloz32iLxKqWnSUdP66cQ5r5I8BwLynquEbhVVMbqoaAnUUBXUNEkboRVqxawVbpK3FCMQUuVdqH09CVXtQkjLeQKj6SzsHzaG7390x33/h5NLR5/+3OdPTs5U1AhiSjncSySZogGIGimRc8wMyIZgfa7B+v1EwItmh7YjcXi0bNpV/w4zYkbFUtEeDIUr1IkucrQQ7po8FsIrIIDk2CxQ6kPtS6YRlaGEaUGY5Q6R+/UFDUwMxcsECEZE2hEMRpWx9rCILOvvI6BtGGeSJRDdY15e3ZSPcTUzUclWLlEVk6SSVJLlOZeti+wO6kxgSshmmaKq4/LRxuD3/kk2HJModlWSu307n3iwu6erjOHieL1nkuINBdNjOvdmN/wJA3gcwTi24kBtNGDHnd5DJMr+NhukGVonNO74NwTk2Pmj48vLptEHD5NaTHo+X61adY7ZsXfe1DppI1nn7WDnvPcXRfrBeKVLa4mX5bgt7LIQCsLWRkfh2uvK7ELI/zEDVnACzrCJkiA64CrUwXlVWSaRFBFxEkI2ocmyPbx29Wu//3u/+wf/7LlPvTSdTs0MYlSzhCgA7J133vmQW1IDzCvs89OT+/fuPXzwIHjf6V3LfkpVszxunUJjg71n30EWjPOwuyGAtbY4zwWLyHjwgOXKe0gYKDAaMyhlVkpJnWMDPZsvX3zxpS9/6de+9KUvazqX1GxIFLJpvdPZ4Y58yP7rXbJVZ88fPfbD0f4zioPGS/ANpdQoVnrTurE+JU1M2DkmkFXMAYNGpEChrvbYnSwXZ6vm40ePmXl/X5OZMWFwWXWAwVNVAVrU1GgyJghM4l0dVIyQw3RCs6lVnpYKCBJT2zaVJkJUR41EjMg+F+RKGj1QTn52zpFzRhRVgHIKQ1EJJxEiChwCATkunZVKtkTlwDgtJssk3Y8uWarwCRaLRUqSKw0iduz7QVsIoaqqEMJiucx3QV9qlNVKL78rOtQdx9TTD7RNxf8uCfhOS8An6y6wL//6dX0nqwAFwyw4XHPrTE1pvP3KubiExggOEIlVxZpWqkldOw8Gh4eX43l7djb3cO7NT7mqp346qxwyKJyenrZt27QtNw2pni3mCoDOkQ/EjtghE5HzjusQGDuBcOZ5mkKhXBKxA0ADco6dOIfonIs5zYGY0Ajy/peonxF0bkPNDv3xuzD4gGxr36cAbAPDTfkcxzEPzFQSZnBt8MU1hrgktA0bp22Tbv/9OWf4dYLh4T9AwE/vu7Libp2aNg7CXC+aSrWcj0SkfFJ1kgxEYCq+nY7MvDak5lsSDZoB9qjHbNnWtdjHIiNsrGc17ybIoIntbG/v0uHR2WKJSCfz87c//PCDu3efzOeR+CwKLZYTx/MkGNOyTXszrutQV1XtKzQNzlkKGkVkGR2ZZwu5nQUCPws1TfYgtalZMjAA1Qf7QJTRCr6qmb0aJBIlsFCHvYOj6zdvvvTyz3/x7o1Pffr3/ov/klyIcbFYrkClYueIV6smM9KSCBK7EOq6zh4DIg+aDIw64pYBDXpMQNzqXjcRfr3gYR0UAiPK43qfs1XibKIrEBjW40+jPAQp7GNbe2lyjCUCWqYNGprD3LcwAxpyOVRTm9AhMRIfoAKdAAAgAElEQVSxc57L1ABVksSIwwT6daa2Ufflsp0a8bLUrJzDoNbfv6qay9yOuFKCekVktVxmvoR2lTGUSO+kKaokQnCuhGqqSklTGmBzAZEYufxcNADF9+nc/bzbhp7F4WJkuN0ZeoF2KhQuusHd30Eo+f/7j2cYbu+eBA8KzX7z+JSBkGk2f9hIPTS4yciHmsi1KX3nu9/9/t/+4Ac//KEL1Rs/f6tN0tffikpImQyVDV79SSoiXb7AL8F/6l0UY488MOVeTnMCfB5X6JbXGAEZqPYVcoGFomORFFvhENTs4fzs5OQkpljV9eHhpePZzPtgRMu29d5zCGiGJp2RV5umjW1MSZgcMy8XizfeeOO9d989efKEYJ323p/sZf5KlERFL0SlFNng1t+iwY/tEJkN2JapUpf0u1yuOhQ9tG0USdNJHWN8/OTkwcPH08q8I+eDmvR98NqF84luqk5O1hfBwyH0zpfqP+VleSZfF+bFR7E2Z1IAuQIGJ3ST/f2D4+Pjq1cB0dd1KyqZg6uWkpBqBaoGoQrOBzNbzhcJaMoBJ5HEmB2oOoDpbCamVilPZi7UgIApWWrUUXb1sXMMBCLZuQ+I5J2YKQBXgaugplFTMs1g9/zO5SanQ4IAO0dgohnMudY85FZkG/ncdYw4MOCic8F7z8zWVR5DhegoLmtc+gytVL1Qpwt4f5p2ohc6X4QiGfqPh/38jm4fBnrkTcJPt+o1yhYDBCx50EX12t8HRFn0aQSa2f25HyUDMrPZbK+Z7a3OF2CWYlzMF2zAqhiqEPz+/iymirxDAmKa7c2AHQWPzvuqdj4g4Zr+raYSVaIhKFiedymiIGLwOSRNEBKogGaUGRqAKpI5NEL0yDRg0RUF5VpbvD6PuydF+wZ7jaZAIP4lBvlDnUNfTZbnjTY/7iHNZsebPo5gLlsO06eMkPL/ZqlPocrsuh2ss0R1f0vLjaUpwWCt3F0NQ5V2IXvky8D70e1guM5BIdzwBOcJQ39h9e0ogDlEcpU06dHDJ7ODw8cnpz95442/+NYrt+7eu3J8eXLlik4mczNVWwJImz68/wCR6fjSwWQCATS2ksQHYnaIBo6xChSCc54QyCwjI1DFZoKM6EgZFs2yFXHBCYO2y7MnZwjGkwlV+7Mrz11pmhsvvvzDN97/7vd/9qk//+bXv/5bh5eOz09OGCAwM2CYzEKonPdRpG1TVEGk2MYk0kiq2ByhbpmncD3YxQvIAmPX1LrEfQY30UXwgIycLRqPvBJCAwMq2Pw1jkU7k0i/dhiMbjMXWFVRla2fNRFiUYGDAZdLopN1DeKhM2Ybe1vbqKovKUqAYKijGU9u04jyQq/8aryfeN8Jv0VFVAVURJKkKCnmejqlfgISRaKq5KpslF5s0DHOO1ZrWZvsnmSt5Qfl1sCeK7Vj5jV++y4qjp/OpqDtsOVRBWDPooLGHXOw3ZHluwczRTxmA9OJbf8rQwjGBaC0osfC4fpjwEXPeD+6c/fej3/y07/9wY9++OMfv/nWW+zCfLkUM5cDdw1EJMfz5mciP7/ElAWyT5lCbf6mxgMkRFQrgrbBFGEA9OinBVS8qFZggUU6htTl8xACsAsBEEViAkgAxq6a7U0PDyfTGRPHGPPKVoCAjHOGjJioWqGwGTkipMV8+ebP37xz+/ZiseDy05kaSHeGlhcoq3dBc6uXP4hhJdxZo3ZUxsPB3gbLrN+39FhQRsqlnqoi5u0SmSmzCyEsFsvXX//5v/7X//fv/PaXP/XSzUld59fKul0TItrY7bJVjo+82sxc2HzEfTPam3P7ThXX5+vOJ9l+uSL4ohxpRlFLpnmSBIrICAZqKGbTw8MXP/MyTeuzk5PV+XyZsXnBHJMBg2NgB5ryZDWlePbkyZP7j6CJE+CK2JMLqeXZBCdBVJlp4oKU+tK88xacec8IzI6QoE+YQ1DQqNJqouAoeAGNIlElO6n7GlFU1bT3j2vprKBf+G7UDeMalKzQSm2gpnDFOzuZlE51vFkabr2H/L5ClRmM3PoqeafhYWe5cxHRkjZN6JvRstY7V3aR4spRRowIualDUANFFe2KTRjuELPfQNEAkJkZRfJkBUXtYP/AjpZnJyfOsZmumlVwHBw7JmYMVWDHXXAG1JOpCwFDUKRQ1+yDqimCSdZmqSEbKpbmFE01AiREriokMoQ2SiOpkWQIxEiKaoaqTBhytrBhjzbH8QnfLfC6RCKwAUuxEBVxYOt/yvxkDY7YeIlwmNZ64bRlYxq9ZaPpE1psHTAwskyVJU+voHLMT++fdVwZWxHfZwIsdli6zmrWpSKPVsmGgEAiSIPL3ta6jW5qXo4qok5mbbBWURtklp5DQuZkIAqxTe++98Er3/n+6794b75Y1PuX5mrPX71y9eCSN63q6cm9e48ePazCiWM/CTVzxcgmCQKBAwICT+TJOc5NNVtOoCsiaUVTMiFNkgQJvFeAhNAihOD8ZO/w6Prk8Ng9emwczhbxrXc+eOWvv3Pj5gs3b1xjV3nm2DZni8VivvA+hFBBnhE5V0+m7PKQ3kAaNcU1C6ZP4+0EOz3FbDMvZfBU2bYWErpp0Saby7ZNJIabKYbrYMVSpeUGkADVinav0OKy4LjfPHS6NI+EiM57Fzw7j8SwXmlm135naxir+HCAYRol920sxIbCITNAI0DrVEbrEzvLHZnLUJnZ8sw4kRAJkwpLIoAsPspNG4giaj+itvwmrKcP5QnuRI7rcUnuqbWA+4bV3NqxTc9Gjdh94bqnahg2pLEbcogdNoiNf9Jol8HINlWWzzZexS3PJgyuVUN8RojGCEWnVrwdOawtJfvxT376P//hv/j5m+/Ol0vnqGlPDYEdhRDULNdkYImJqqrKZ42oOHTOsWdnA/3xrsHAqELK84m+fc9bZRvC5DtbdC4FzCyLjDl4Dh5ETUqI32K1dMFzcMkU1BCxns6atgGTejZzVVXX9ZXjK0lERFOSECpElCSpFWJ0gSOCasyoIzBwxI7I1OZn5794662HHz+QGF1V9w9oEsmMIEIyxIxH7YsMM02paOq7o19HuzwYDox52Ff0fzhdMU39wFhUHWVecvLel6eMiV1FhMG7k5OTV1/9ziuvvPo//Pf/3cHBP+bjyyEEYkZg6ypj0RHOaUzRHc2ZctydgHWVMRWNbClshtpE7DNgYQ1Y1e1h00bN94lfHD4wzNy0TTRxk6o7zNEQUpKkOj04/Oz165/9jV9/982fv/X6G/c/vDVv2v2phRACeDeZQAiUAJJJTM35/NY777375i+aJ+eXp/tHewf705nfm/B0Qnu1AUxC0NkeZRxh8NXhHnGAUGOKAAxIwJKTkcVMYlyluIzNZOLAczSNpslUEY0ykmgw9DMoLCWRHCE+NMytoZ7d+ZhpXM4F0+z4lBAq7/1kMgGglFJKaW9vT83yzronA9h4UTDcXw/VGn09vS1M3/4L7/22m2qjruLBmNnWSVE2CARdH/Fo64O0FFqdNwiByr9HaqKKSDk1YNB0WgkSADUTteCY2BmqKhmAKFw6PHCpffjg48oxokVpk/gkLgkjABIQIDmnhGo2CSFMJ+h8I4bEZhhFxdSSUpIyq0YiZkST2KpZa5YIuK6YOakum/kir1QJ0TGKoUruXwMHMxBTM0XcWCh1ZYn1N4uu/zzQiNbgSuvpH9tDfett/ohdpMhISTzWL9oalT1qcvLqYGjVH50MXSOXC0kGfupdm4cVu9n/4xuBBr9UxrXUeFya25qqPvgBebae2kaLKDrLRtf7Meqszs650aauCAyAiHIFz4DOEMFVdVCiOw8efv/7P/qLb3z70cli2TR3Hj7+4O7HX//P/tHXvvoPbLV6eOv2B2+9+bMnJw/P5p7c3nR2OJ3Wk4rBlrQSVMzcGjRT0ZQInWEO90YDSxqTaRJpIRkQeQdIAgYeZ0eXNIm/dGn/U58OVbVq5cGT01VKj8/Of/DD165eu/HrX/nSi9dveO8fPXx49/btB/cfqKljX00mlw6PLl+5cuP5aT2ZTbw3xObssbSrAh4a8NIyTteGcYE5L3H9TPWNKEKho+cEk017Xb7WdDB6Wde9BsPPsiuCqIdOAQLhIAOVIIenmOSBsUDmr4FlIE9KKaaYck3s/WQ2db4icmogRf5bour6eNdNxAkCWqEW4k4B/ZjW8omVpXUO6/HSb31OMnNd11Ce3JQHxqqpL/XNTJNoSoPjWocXQVcVpBJunb20hMMZR/6HvQ+II4rU8Kze+Pp21/rUmTHR9pi3n3Cg4dA/PpxL465Vwo4ycQA5f/pyeXjGjUdKF28ttgaTqqBWqGFI5H1oY8wI8N4JPJnObtx8/gu/+sUPP7o/Xy6ByAc0RARcrVr2zrHr0VT5AS3WH4Ods67yUeGQz5YbI4VBvld/vNnanVOqLhkr8HI6Qx/To5CADDyBxwSyig0Gly/mVYwGCkRkbjqt6xDAsgoUzAAF0IwUvKGIxSamJCaKCiKKAMjgkVIbz09OPr53d7VcIICmmEm6+RhVADURSSgIMbuGegREUpXeNieaAGxtPikjIiCiEALzJlWgGEFEVHW0zVZdLBZbz0yZOa2aCEj1ZEpER8eXL1++cunS0apZlhzOXp83kIPj8AjrRgYClgPVnOOhC2f4mQ6/js8cWLNrIn6BQIjoAiMpMQAT5UkIgkUFUUOAlUharXRlQE4BzxaL08Xi8tGR35tBEkIEEUACMAKryb9w7cYUOJ7OXbSpC/uzfZ5VGlxkiCKkYG1cLZv5fHG+XNK0qi8dzI4vHezt1bM9roKioWcA1NhmyVhCSACclcMISmiUg9J7oyJ1Sy+DktGtF+oN1jB8HCqw8/Hqvc/mj1zHxJRG5nrVnSlHG5/dpm9mS1K8vfPJkLinqYfzmr7M5AZR1tiFrlEJKi7zRsp2RCgp8ABMhESqFqNA8dSMvNhZVlMmONlBQZTMpI2j2RaAc87XAYNfSbtcxmlVHR8etppaTRPqlK1Gxe1qslqtlMgFACRNyg4C+zbFLHAGUCL0IaQURaOousqxwxRRHLdmqxjPJM6uXTs4Oopt8+T0NKZ4/caNGGMbWwInlqwwJ4p2y3sHACllR+/wVC8aE6JMiunSBPKOQp8Ss0Id+mPnVYJDsQHsQiFtPADbS57NDuoChNQv70bov792i6nRtdf/pL09o1MZaXH8E1pJgCu2v3KrIOK6sBipnwFQRds2AkAIYTqdrlYrbYQUZ/v7ldgixb/85rf/+tXvfnDrDntfM82XzSvf+e4LL36qrvdc0hvPXf3ib3/96nPXHn50a/Xk8QcfP7h6dHQ4m1WVd9OaWCUmIqbCYNdkWR8C2W+wdmBqImbvicifL1fRNEwm+9eOqkvXebJnCOB8qKdI1MZ07/7jf/Wv/u0f/dF/nFQVIcXYtqtmtWoxp04zk/M++Om0/vTLn/mVz372s5///GdfvH71+FJumEUkxlZUEcvbKqqSDcSEXeJ4ubxMQS3bXZAAkViiGJojJCQ1VVEAhWwNRrZ1OBF94naw17hQMeSWrrm7KsnQNLb5Hc+SXgOLKTbNKklyk6lz3nlPRFaEg5Tt+iVOrrP1DwP9Cm9gmFRetgfrltXWnJi8rNO1R6vXdQwnGgBAtHZwrYvj0UiiVyqnFM1KGd+r6SCHnTEPOBijWUleU4skFRkoj21buE/UINJGYzwEwl4E7vzkylhURlnV4++DhE+x++3ceG1NUre2Frvvm8095q5ZrF5UHI+mPiW80DJg2hDVTGIi9syOiZ6cnt25e+/OvXtN2+YQAqYups1h39NbVxZ3ZxDuHAOs72nYcenCeFVnA9E4dZ7/YdXVf881VAHRQAwVGIBQrVPUIiBl6DsyMgJVPnjnQbOjhwwAFdCMBFQMQYHUYjJRNAPRkv2EtFqcPXn06PGjR23ToHXxn0W2VsDqoqomYICGTJBj6orygTnbv4bTUCqRDdZJKdwwXm5sBxkEfGjxo/eGvPFTnu16KZ+KRPjaaz957rnjr3/9dwiBiE2VXBEAMLGomJljHi1WcROaQURWUBu9K6jDum0t04e5Mz16bCfRa2NLe9Gmfktra0lSLptMTUTRwLNDAjNJkqjIMtVVdZhM0Pt508xXq0MV79gQNAlkqTgROT6+fDytKp2vdN44w8l0xtNaKo5ookoAAYmAxECI1DMApLZtYnQpcXDoGBwBgCklSQnVHBmRIJpJRJWypyydYWFf944y0AKHUXh6oand9dmRrTA77fLwvp/T9CMZ2zWAX394nYlmPEo0M0PbLJS366T+Yb6o3Mn3Lgxsmrkq6SDMhbtDWNx1WWjS3cEGkE2mpVQutW83RwbOWH5EQNW13wQQHDFWSI6zlpbZsffOuZ+98fqje3eF3fRw5plXqkgcASNAcMxMCJjy2ABBJKUYkRjZgYhBRHIkhgCOCg4BtQx0kcAYkR0RLEXEQKswqScHV67sHx6dP3ny9k/f+OjWrX/yTy9NJ1NynEQAidnMykvdtm323jnnJEUw4PW1An22lvVBJz3hDtfXxwZ4YceDhOtEjJHKoqO2rR3jm6OW4aK7f6jGdTbg05/eZ/TwYKejHCitYaRsHWiNOiEQdZU9dzu4ElSdQ0PzVi0lGTBAS0OSi4Yi5MYyI8+eAR8qIGAlduHex4/eePsX3/zmKz9/8+3VsuFJDcBtK7c+uvP6G29d2j/yBnv/8HduvPzy3mx//+Dw7P691fkZBdcgRYNawTOTZwTH5By52KaYoqgyuxhbScmT80SB2AGzkUWMSRkDT6r68vHk+IhnlxJ7AEMXfDVBYjVo2/To0Z2UN5ydHETVCIAAmUiKnUx+8d4HP3vz7U/99I3PvnTjpReuX79+7dq1a4eHh1VVYaFDZDaHuZyJCwhoqppE8x1aANmFp4MAiOxy0JF0IS15G5ZEefNIp8Fz9RQRaTkTbVit5mY6b8a7aObuQswxVkKqhY1WslUsn/AGACDD8m2DW7v7Vdn19PYewY6ZhTYGL4/6zDyF7FR222djcVcX0qEarJMLe2N62YV2mXcDuxF0HFjo5Bxiu37AABDeGRV2nA/d5K58JaX0yZWxmbVtzLVkpwEtWrTtadY4wnazXL7ICb52qjxVQpHNy59EycjGc33KcK5UisxtjCJJIwCygjVtO5l4HwIyv/az17/9yqvf/vYrbVRkLveumQHUVSWqKkqDLN/yogzcY0+/Nce6EtzI9RjNsZC6+VBP7+lUudl3lk0Xpt0MpgtCJyAquWIIwAaK4IgZCLWcugWulndtSRCNzCBK5oPn2pcM0OD87Ozjjz8+efIktu1gaWK5NKHsEOq6NYZ+edH14gPN+zCfGTalFLThauq7w0xzyyHReVTfNwZDZH3+fHNEe37Z/p9/++8eP3l04+YLL9y8MZ1MVARAU2xFBAFzE0zO5yDD9Z4bc+K3DebBFwIlNmmLW9yYtRV+YCXclqEP7+yNHdaoMlOVJL4KxNTGqJmp5wMjCsQUxZWnw9XT6d7+wezgcBnjk/Pz2Wx2dHBAZipCCkSAjOKwOpjVsymuopwvUcBXNe5NrPLms5/UICXYS4emghgJGpNookyanzTvDE3NwHGSGE3RM3inTEklghqUQseKfiCj/WiAhMliuk0dxcYL3m1T1Fee2SHkiyE/DGw9pGAHxH+djTA8dEdiwCLes6HGd9smNdQof8JK0SzGCINkClEFSb0MeoRYtpLmR4NfVT96INdpJ7rUQeLOWp9FGYAGEJtIaOyrST0RMzFjxuCDD8EF/yff+OaDu/f+6T/+/euf/ixK+vjO7cpX4txKlZlc8ISEMZIWoKqZmCZmQkmmapAIkBA9EYKJSmobcoiOBUzMlAlCWM7Pwfl67+Do8nNhOgPmCbo33vngG9/4xtH1F7/4hS8cHhw0cRmcOYcA4J3Lf1AxRmaeTCZnsTE1x76L0sJyrEGvPSnI+exgt63gp+GwGUbpph1jsfvDK8yLjr8Oo8LAhi979z3WBsExxAA3cUu/ZIncv/KZr2w4wHR0pfHQMljmnSkDOakTEXNv4iPM+zrNtJ+MO4wxmgGxq0IgZhVRBRXzrlKV3Kj0fzD7de2oIuH5cvHWO+/++z/+07/+zvdOFnMfQiH4A6ZGPnj3wwq9A/jU8y9+6sVPzS5ffaGeyM0X2tXi/OTR/OxsuZhbbJFoWk9BjZx3zsc0j9ZGiZVDAYkSHVHgMHEBkFWsaeLZYlk/d6W+crW+cQ2CT+hi7had51AhESIzhckkcxMMQCWJikDediI59h4wiTbRbt2+996tu6+8+r2psxduXv3N3/yNr3/961/84hdv3rxJOSNPNQRf11UIobTcqk2zakVUxHl2zhGTqaYkYIX7j4gptap5i+K1wyQBSB4rjTAVtnVzdOE+I0zhqG4YSTU6k4YhkWPXjQaKKsygVMRlyZJHN4QFd1uSAQsFAkqZsDblEXSY9LXL3HD46yzYF+00A2g4MPL19/sFDhkkBIU11L4rGLrxtQ11xgiGquORkK7F9z0suYiL3S4rCJhZjKkXZHbIo+6Pq7tkh9tgAIixeVY2hSqs4RqdqWBw8Y9YVN3uAItTNv/qB8QFLH7D4bU3IvJst9Ed45d2rjiH4dfMPG4vtsaxGe9Q9iHOu9AmIXZHlw+YnAKeL5b/4T/86V/+1bdXrTjnDGC1WpXyzyCjyzmDEUD+/gAd/Um7s7hm5hACDiIhOP8HDAEYjAEcdDj9zDJC4E4CsdE1ikqUlF3vJgKia0OICpg+evTwww8/fPjwYdu2eTts2yP5MTpkQxTRoUBHr3x2S2fe4vixzl/GGGP+PnkCbACxbXMelXOuqqoslcuT+6ZpRBUJnfO+CgAgkprl8vHjk1u3Pnrh5s39g0PV9PH9e6ltCKldzUPwVRXaGIehYkjMriBFqzoQM+Vw5UEvBANO/rar/e/GeBl+852a4/LyEzKTmmibAJCJmBiR2rZVUV/XUY2QJpMpIdWzg6qerVbN6XJ1abU6OjpKqhLbEEKKWaedJlVVeYeIakpiUAeonThoQdAxOWLnqfLYY7dMwBQJwQXxjAAxpihJwVaxbVQwBAi5Mk6GCIRGQ94AlVljQfhRJ2cZiuE+YfPonMungZUMXSDqVAj/yZyQDNDYXkz9UgR3RKx8GF+DuhXpV9i3mr0LPdp5SAdHNVTRZJ3vCroted9EeR/YcZSERgQqpKJG7KbTvbOz8+WjlYC98d6dRw9OfvXx6jdufOb6leOrN+418/N2fna+XCSMlULwjpk5UMYZEjORZaQI9CE7QCCQxVguC8wRvPdtbJdtGwEOn3suTPeomoTZQVJIUeu9S+Hw+P6T+f/4P/3hP/9v//l/9Qf/rJ5WcfUorZq6DqIgIjFJqAIRNW1b11MVadsWqWhEOhUdGIuURPei4Ry+LmWG1m9jyt24w3ZiGyvIgZpiY8bz9Lr27w/Z1CuSRyV+98CUgFUidj4QE7GtR2vlvBdZsXOBOYk0bYtAPoQQWNWSpLZNgAIGqobEVaizeStUFSAsl6uz09NVcx7bk9PT5Q9++INXvvOd73zvb5+czZHZoTczZiJ0RHTr3Q8ffHSfEa4eX9nfO/j6b33NhZpDVcGBOzrcj63EBuantlpKTLFtENi7EPbQTSdZlqOSQJTIsQIIQIJ528zb1IYwO7ocjq9BdSBESS0m8S4z+BgALSO0KQAqZFMuguTJtwEYpFg8Jd5VvmLL5Ox2ce/Bk299+/uv/fStw8O9vb1pHq947y4fH1+79ty169deeP755649d/ny8eHhweFsj4gALMa2ads2CiIwO0bfxoRgznukzBmGJIqAdV0nSXn3g12JBuNoAhguPYq9DjsaCcJ2hBzmOraMyYgZHGcDtEiSWHiWNmCyrZ3AiP1eaj06xtHGvvuS9SOt3ov3SZiFC3EHCqNkcxtbZYrynnJ6VaGw9ZFeoPKJkA8rA0GATU6ibbMf8pq9bEUGq3hVbZpmOJQZznzdU873jHbalgFs3hMZXFNCiwARRbsbXQc0noGBYG1JtmKdxV0DZltvpm18oO1M07OdpvJh+oaCqio7BwUHCcTsQ3jvvfcfPj6ZL5ofvfbTWx/dQaTOEQzZfY+IKSbMQaB5mdu5xPro0OHPeKEGDka7e+ue0t2wjiGQr4MgMPN0OqUiMwQSJTFWYC0TYjZwgFwctgjZStolG9lgWKagAhZBQYUHUJhu161g9vjxo9u3Pzo7O02SiAkQpFTPOZfdssifcwGpMEyj6WPncs839NzkcW9OasBhCmoZyGQhS251oNdm5H+lqqqsFWuaJv+t/E8bmKjkCRw770O4c/f+H/3xnx3sH7RtNBUmIOK85lazGLOBwdZjexJRSSmJqmOXRBCB1ptWw7HEZS0U28KJb/XNvVh2GJK3qb7YVX7ZWryR/6sGZlmUiQYiEkUR0YXKEzWr5t677/3sJz85ffgQRVh12bbnqwaIESzFtp0voiQxBUQGz+yqSSjbilCBY0NLGo2Ukdk7AAYgMFVUQGJCZmLk/CaLWVTVDNVl8iGAc0aYWR6wRlP3dQqabWzi+pQE3OQLjFrfgZzLhjP4/KR1kLBPqmYGD5tdvMz5JSzMsJ3o3oWxmQ1DhXdtsRARTfM+ZPB0db1pStZ2dV75Np23qnBPJTYkJGpIhGpt9qqHerKHb7711nvvfyAq7926P1/a27ceLyVMDq5XvNcuz5v5WTs/sbgyTRE0N0KESJwpiCaaCJGAB58IpSTgiKsqpaZp29VqBSG4ehom9d7RsZvMzFXGXlpJpMLV85/53Gc+/6X/98/+7M++8VfTvaP//Hf/ka9nmlQMYhQRBXKI3sCiiM8gmFBB3pBm21EW0hZNJAISlm0Y96PdLJek9e5lqEEYgKg25MW7KuMNTMgzVcAXhK7as0VtDQdLsDnT2XrSqDuQiADJgHQwLM+7QKT8CqnLbLUAACAASURBVIMaZty0xU4VSU7EAKAKtRk0TXvn3sePHj06PT1drlar1Wq+WMzP56smNW06XzRvv/P2+x98+OjkNFQVEoMBirEjTx4AlqeLeTpV1e9/72+vHF1+6cUXjy4fV5NgROQdg5kl3NvTxTKtVhwbVGlUAIyZGVVjw0SOSRQSaAsmBmceWl9Pji77K1dhdtCaE6WkaiBruGn34RKyIaoiACEDAZkaqsFanVpKUCJGJjCvKZ2en5/Nz2/fAeco65qYaTrdOzg4uHTp6OrVK8fHl46ODo8vH1279tz16zduXL82mUwcO+/ROc9ErCCF9AuZN6xiZkhM7Lx05ofd4R1rEFauTHGwl+CyHrchLiLvj7mE/TBnUpqCJUltjES+TAiKthERs1Jy8OjTViAi7H7IEKkviDet40SgXTxlNsdifvmw52VvF8q20/SFBNRF3xhuhy1fKPoYrvp2rOg3tnzrD2FDE9f/9rx3Qwk0DxiOT5kZow/hKQOwfrbRj6xtIJnuaixF27pRbFQtl738hph443c2MID2eK/x8l10q9XYWNADAhrGKN45ZI5RnHei9ujR42//9avvvPt+TPbBrVtN07LjGEt2V070yEv2LArP+vz8i0gpJ7QXLXueYj7bdGrs3Bpo2YbIkrLJyMEwBqbqvd/b388hfGiGoizqSmVcSmQ2ZENDVFuvcXKA0zA5SkATaosZ7yTYDfO0OMLNVE9Onty/f2+5WgAg5fTdIo1X0xwpzZQd84AK0t/xg2yOzPS2sYKiS+hh3iqLM5YrK0ol5itU1SFl31UIIWeWzufnquYcT6ZTQBKVtm1jjDmtpJ7U9z/++N/8m3/36U+/NJ+fo8FXvvxrk9kktg27KqW4XK24kwaVpzclZGrbVlS9r3JNj+vyK4/UCjw0fyWfaCOd9MAJPDajGq4LJRgay3oD706b6Wi9m/fBSHntpWYpJTXLotIqVLdv3/vWX37rj//o3x/Opr/91a/WzItVM18uE0DFzgBPnpwIKHkOVSUi4oxDIFdgtIZgpsaUkgAaeAYMYGbRVA08smfvPFlHkEJTsKgGzMzOVwGYBU17Ibj18wdbu7C3dN3jeZkO2RT945QHiKqSe9X+Hec80C7ZhE9LIxrDTzbqFStyhadWwBeZmrdnz/lM7Mn5HWcAhz7usj9hGhVtnfVKILVCqmWBCwAqKiJqfcq2JUkxCWCuWkRjxig6UfvxT3766qvfUbM790+MD3/xwYOHDxftZ1y9d7k6OD7UaM35+cnD5dlJXM3BkZEqADkCA1UtcaC83l8Z+yhiCo5DG9t5k06Xi8PnZvuXLk+PjsB7cJWQb0UTgrGLRp/91S/9w9/7J9/4q1e/+cp32mS/8rkvvnB9NqkOlstl0ihmztdAbKoKqU3mPPuqktSqiJmagGoSUegOWIReeMLaXTpqme+RJQGDq6RT8sCgKbc+wxJ3y28GiVRw0aRj5AHACzsq2+q3nuK4Bds5Yhs9Y+wYgMwgM/QMpJPVULfXxsqHvNanjB0HbJoGANg5X9UKSVWN3HKxunP3/s/f+Pnrr7/x9jvv3L595+TJk1WzEtHVSqOCMiISO658NZntpZiWywYU2MgBqWSuNkiSN19/89LB4W989Tc/79wlf2SoXHlyDsCxq3my7ySCSLM4X50+sUadJhWTJnpGZooxJsKWYOlwMXU8O9x/6VNu7yhx1TSiRtk2k42XqEYGWUwMiNJdcMyEpBJjxp4gA0i2xkkemRJicN473siCMNGU0tnZw9t3Hqjm6CRwjmZ79csvv/zlL3/5a1/72ksvvnD5+HgynezvBeaAaOwMMBWVj2q+sIg5CyuHVFlcX/eFW1CIe6CF9dlBGgtPT7WUhtjjDpBzqAcaoKGaEIpKm1ITo+ekHQ58UGj3FTj1+h/s8ucRELN6oksmyfVtN122MjfrJjPWuYcNS7StIVpZnGKWN3W/PSmnuHVtZ6GqIRCp0dpT0lliSh7euobarJJgR/629aqEoUB5JOIdVFl5vtmXqcOfwHs/1HsiPRub4iI32xqgm48o5jzLhK0MITUZDr07BXfH8iyh8+t8CBuFcW9IkXH71zDAr2GOZPtEG2ioGAAkSUpp/9L+e+9/+H/8n//XN7756vsffmQG8+Wcmds29d8+J49j9yhIEmSgTgmQXV+mv3x+7LPNpbZlFVVVHR8deXbDnBLs3gzMTXMnPC6eNSKF4mfp1hxZm2wJTHDjyDY1YWBgUJDFYn52fmpbUXwDQQaA5nJtV8s4Fo92lKC+MnZEDBfM/3t5UDZN1z4gomo6OXmcUsqj6xCcc84gY1w0M6cNdNUuJwGZGMAePnh09869ugpmwMwRACzrpINn6ivj3ratTknVB04JTMERDjgqqqKSrMijxhdgLyXKbP1slSOknfdmr9kf+nqsmx7bzksUwAEYcL7dLSkRsvdp2QJxqCa37975i7/8q//9f/uXl/Ynn/nKr7z82c/96Lt/szg9m00mj56cHO3vA+DJ2RmpTiYT5wK0ApjAAySDGEE1gkZCCMQIHoAlP1tMjiohBbVkJBHFzKwBaUVSklYSBudDQO/z/BiZ2TsC0CQDLwH1Nn4dQkH6o7T8MXGW1fXtd9dBsXak7RDqLpIj5xpSts9dtArficPbsTE3G6hrdseKbqSOP20OSIOVPtA6QLgEjfM6uYV6oKxapoUDGKELQVISlRz2o+VtQ0AGZmDwoQIkgEwE94BsgOw8cHj05PzW7XsGIDZDCg9O5vcenp7Mm/ryJbUEjDQ7mE4m/uAwnT0RaVO7ihLJB2ZiMBBgYpfDhkTN2Gga6r1Fs3pw/7GaVJPZ89df8JcO3d4MQiWmKpCStmJRwQAcwNHxlZc+85lr1669/+57r7320z/8w3/x3/zXf/Dbv/Xlw6OZqKbYptgG70XEVuScSzGeni1cEVDlt4Mw99sqWWEskucu0k8W8gavcGgNkqiBEWAGy1w03t3OZ/87i9/+vn+st1Kwk35DkNGtSAQEBMHThJkQ80ZuqtKnYq+a+PjR4zd/8fqf/Mmf/uAHPzp5Ml8slovVatW2jkzVYlQA4MC+qmezGRGKaNu2bZNEdDbdIyBTkZQq793k/6PtzZ4su64zv7XW3vucc4ccKjOrClUooCYApAAQBASIlCzJalutCEfb/dBvDof/o37wmx1+cocj7O6wOyxaFCkOIiESIiAS81iFmqfMyqqsHG/ee4a911p+2Oece24ORchuZ5CIrKyszDucs/faa33f7+upal5Obt2+/dvfvb+wsrRwahmtrUTEMxKBgrMuzTJgNmkyGPTD/ijs7lTjUa8/51RAAyWQZKkQjUf73MuSpQVcWKjACAClCTBq1EQzcFWFqkRhAxBL33jiRjLWEoB6QVEPotSyHmp0NoOi94FArbXQYZkZa601vT6pxj4wI4KqlEV1/dqte/ce/vpX783P90+uLF+4ePGVV15+6cUXz597rtfLev1BmqbBV0UxmUzGLRzaWCdRAXVAF/qUQdWMYHdGddjuFoQmggsj9jqEUFVVVVXgUgXAmvzR2DG1pgUfWNxmEMYzkoMDD1D1qFMjUcwQQq3d/wqCJACIAgKoZKK8pxZ3aOO+FlBQQSAEMxvkDl1P8/+Luw+b2OtDwilt6/XjGBRdR/VhV89T1BRwQJ58eJtpoY+HfTNN65fw8Jy4nafGQ25ztJ/5XaJTgTdMY78PP7HWDxGb84d7RZ0yXRTVOsfCZOxgfmFre/ezz7/42c9/ef/Bw53RPrOQMYDonItnC2aOBDQEtMaIiHKIk2KahlNQl03RystnzdEH7wmdGatPG4OH4OB1RY6ND3rQH5w8dSqajrXjZNbmYNr6W7VNz6vJT1LD8wGn39y05BuTi4gIqxgySFQFP84n43wCBKLKym1g0HQsIIK1abard+sY6RqNTYefOe0ZN92XaXdEG5dobIy1frsQPHOoqiovcmuts66JTSWNGBcRQDBosE4yi1FrkE/y0WiswrG6Cp4pMQ3Ir+5wazsiapQcRGSMauOvxZkQUTwuMXiaTsnQolKfcsLsXq5HEioOXNKsYqwlJFElRAEU0SRNybq8LH/6s1/+5Oe/eLC2/sKff//FF791/vkLn3740eb29v3V9OTScj/N+mlKZEJeeBYzGCQWnSCUXgqvlQcVIVRn0FikOLkPiIhkgcjE/ABWFVbPrFISB6iB1WSsTRI0FDEs8R3G6ERQQJU4v2izPqd7Vm0nq+fEHVAFtX2LNiW4iZQWlyTRezGLCMCnVy3fbDiuRxqkjnsfjzrTaoeg0AoKaTou1+l93kKOZKZ10Ho8NDCotlENYFxzeEJkUEIDSLUYGAnQsMCjx5ufffbOtet39sdeRADnyFBe5tduXrtw4dnTp5cxkgkBDRg0ZLNUqiKfjKUs1DgGZFVWRkHw6ivvqwCorqdIUHmcqBsM5rPFhd7yElgDajkQGIpLjDGWlUNkI1iTJclw0J8b9Kpy8t57/4i6f+36ldOnThHR/Pzc8+fOpVlKhByQrCNrkoyiirImmDNzHZoVIhw9shlUQiurhClrInbY6qNL602v5Vk1s3fGggl4TCv3eGENzipy9J/V6eioZfCQkKPB7CIcnCxN42lEsSYkIBJF6LxFih10FdHS+8nu3t7eaHdnpyhLZjGGBoO5wXDoEre1uXPr9p0PP/jww48+vnd/VVmtc0SGjAVUEWaVqApwiYv5NBCVbbY5grKqsrEkKj5UiORDePTo0dtv/8Pzly+efvbsyWdO+aoQVUuGFQIRUBwMCqi4uQUyhtOUigKCB3UGlFmJdaG/gPOLdu6EVIERJTrKyNZ6d1auSp9PUMQAkCILx5MkmmbQikhkyCi1YKOaM6Ea1CoBEIc628NQjcMPXpAkyivJxoxtjRlyxaQs82rzycaDB6u37zy4du3Ws2fPnn3m1LPPPnv++ecuXbqIAGnqhnPzzF44lD5YQw2lEhAPwfJ12hmZ8Xuq1AAfnV7WNd8Y22QMAhMpmMDCPoTKV1pFFyAZYwSptmVqA4bQzkLUgaZPu8V6OKNk9tFGibNOiUytBK5hRmIj68cZDGKNsunsdBFpTKSEce7XBjhjnW1K0CYVz6ogDkSodATBHedf+7of4XiE6Lbs+tqwO/M5lIH4NDXFAVT+cbDeboP6KHo5HhgpaXt4qZ2URIgHK2OFrs9Ru4LuptLvVIYRoMsH5lwHjP+evUYztWpCJun1r/z2/Xfe+c2nn19NU+ecAYQQmIxNkiQO8WvWB4gSWGs4KIfAMdmxyemgOGZvzH9HHoAQjjggtEj6WDe3v6rbEa9ty1AHJBLRYDA4ffp0kiR1xxYhEASC0LTjQu3Gi23XyLUCFG1lQFOFhSAo4XTmABxp27GXSTAp8tFkf1LkYKJlWkCnIXjxyhaW5rSkHYR4rZhsEBNAM2R5anPvIuKtMdJ0SkBmZibE6AL23uf5xFeVD15VE5e4JgQ1uqZqzykCErno02Ifr7nd3b2NjY0873nv470jIlFOGQI3GX71gI1FIh+2RYGASPdqPxw43BXFdq+BQ8DzIzSvh3fco6Yi00sHOYAqmSYxFFAU0162n+e3793/v//mRx99+MncoH/u3HPnz184c+bsqdPP3Nnbe7C6dmp5+dTyyuL8fL/f3xnt5ftFWFwwWc8iclHKpAAWIoTETXd9VWYmAUQGY8ESIACr+KBVCCLBMRsEg1HVbaxTIhVWAKLo+kckE2eAFIWx9ZIdg2HjYEy12emVInRQWqU6onZk3DXqJ8JDkLSBOjS2fTgOOXSsuOIQRUcPzH+eglo/DHSbqYyxEYY2O8cMwKAJYmzXt0heqxGqNW0HJJjovY/OuLhMiiiLcBCvAhpEwFfiozqetar46pVr/9v//u9Ho/0QTAhKfTAmeD+++vUXL1w+9/3vv1FvP8wIAs6ZLKWql9gMygoE87yajCfj/coX3hc+HxchBCCyg5wMpqkb9Od6y6cGJxapn3FVihcVMORiKpUxjgWE1SJpCOKrxNLC3CDf319fv/e3P1p7993fPPf8ucQlzz3//J/9Z3+SpWmaOudcr9/LsjRNnDVkjDHWWEsIFokQmNBEPA0ooARh6CoNsAmkRKoDquIt2KkNoAlenAZbPKVlfFxHub4rWw1F02XofuuRDbCD0r5DR98aPNpCKpss3CkHqcFrKCKSIWOsTTDO9b3s55N8PBlPiv3xaH390YP79+/fv7+zs+crn6TJysmTyysrvX5vfe3R119f/+CDD0sfI71NkmXOJWTIVz5oCUaQjLHOWsuBRYUQkyQlouDjsVgA1FobyipwIDIKsDca/dPv/umN77310h98+8y5Z6nyCmKxJpgFVgRkQVUySebSxPYH/uHjqghSeK6Y8wmoDpaW0kEGIalGBaWgDoMKOTUohAoq4iuf5yAcjTRVXQ1HbgOLRragMRAF6nWJGaAG3ZF1qBRVlwaIIoYyhKrygGLJWGuttVFsb8gaMmSIiIoin+T51vb9W7fuW4NZai5duvzqqy+/9eabaZI+9/yzr732irW2EvYhIB4eXnf0Y80pjpp+Wl0wxKF/J38EkICwQTLWFS01dQCL+ODLsmRyzGzIGOsAWrtFs5mKdqQcXc9dK9aIq2fTJ8MW4iN1Wl8k0jezrFq90Lk5Oo05jBG8emBePNuRjYu2EgkiRd6wNOnTtexjOp87ICJoFLNHdZSmIVKdISxqh+EpbWO+I9wH0jb1Fr+RmqJr0z5wJ7cFcYt/a3fxLmK2EQxqt9LtnrmxefViTsFRQvUjReItsVnb8IinUvrr301qYm63S9IQwp0bN/7jf/zBT37yCwAoioAGjSVrLZlIng9ElPUyDhFNr4m1oZ4zUPyGaC/rnmC+ocj4iFW4jV5srrgDDXtEstaq6nA4PHXqVJKm8euBwBvwBr1BCSogHtS0XkdsmQBxCgvdE2JUV6CAKgThOjOp+YYQwubW5ubO1n6+P71qlQGtAtTy6659TBTo4A4hGpp5t+kIi6kLJD5uFzF16xeKohiPx1WZWzJZlg0Hw1hwN7TOEHwQFSJyaRL/SQghMWSds9Z+9sXnV7++0u9lb77xxptvvL6wsLC7u6mG0ixBrQf7Mfk5NqqJDCGohHhv2YZWceQs5lBpVTthn46tOLJcbk4IM6iKmQtb1YGWRQGA1qVegFySDXpFWfzm3Xf/x//pf75zey3LkpWVE8Ph0KZpbzD8i7/4i36afPHxx9du3Dh76tSzz5zu9/ubCHv5SLc2NHVgbShLVEms6fV71M8osd7UonxQkJI1BK08glEkBg0hiAQBNdaiQXLW9nrorBj0UUEH9foQRT44nR0JApCSAmKjp1BAmdXntD5uxGkUWXvEQoTpy9vykuE/lZwJD1yT3xBS0ZVYNCPeQ23kWNXNsv26wdTdKYqKAFmkpCiKsqq8r0rvJ3k+2t/f3d3d3dvbG432J3lRlkVe7Y8no7393b39vd29yaTc29vf2NxKbGKNReMAg8heWdD6+q3NzQcKeVmWHCoVcdaiGAAMzDabGwyzsgiP1+9c+er2tas3d7b2ykklAoP+EAxul9uLiwsXL1548w+/C/15O5gDRHSGNDbEDYGQcpmXAJpZCxzYF+xzCKVUuYXwzPLiuCi3d/Z2966K6qefX3nn178hQ0niev0sS9K54WBhcWF5+cTi4sLC3PzKyvKJxYW5+bl+P0uSxBlrbbSeiqW09cWGuqnMdfCbKugRjbAo2wEzNYbWo4rjb8ljwEH/P340uxseV2fXKIkkM84Zk4wnxeMnG/fu3f/iq6s3bt68d+/+xuZePil8VRVVxSyoah0S2RimXlW+LCsG6PV71lhVYFHxbJRYkYEYSBUSMD2Xub7Li2I8GRsyziXWJflkgkhgsKgKaylNMgW0aeJ9tTPau3HjxtdXv371tdcMGlQMRTACRETOeFBLCfXS/WKUAGToPLq1+49Xv7iyeePOCZsupH1f8ZkXXjj18svZay9jmgagQqrcB0M6V5cLHHxFKhbAEXrAuPsygjW25nYGVpGIb3PWJsYxKoNyTN0EsDaJ55CiqKK9PkYZNLtN/E2kyiEEDGiMsWTnBnNzAyQi4TDJR3fu3H2w+vCX//AuIr7x+qv/3X/7b15//Tvz83OqajBOC7UjiegYQJsT8izFHRENTmcas4evTtg8IhlrjTEqUpbVZJKTYgw5ImujZBeO8qwdUajP2rzrmku7IzsFkAZ8Se1f/fOX2vaApxpdEiyicmQVBLPFz0HtU3OuCHVVNrV1H9qjhVn0qKFNt+34lILNPgUfc2RnCw4COODIPk2bvzBbjMGxhvEDT0BnvuGQVFNne+dwdEwRQkdsr9ZaAgMAWZatrz/60d/99LNPP9/a3jYGEEkAQpBmwg5JktRcUtVIPPPeE1GapgIUvBfmNgqr7fQcRVzBQ53zWb9kw/DWzn7aVo3d9rwxRkT6/f6JxUVrbbQkBEJvyBv0hEIqCB4hEl8pHvgE6pa8Kh6o4aSujD0LM0OTCY+EAuJ92Nze2t7ZGU8mAnXrTprJT1sZqyrFKLPZQJP2Zug+/oZAPK2MWwvaVE2hdSXNIUS6WFVVIYQ0TRPrnHPe+/gD43YYv8c628b2tpucsXY4HO7s7IVQDXrpBx98uHzixGvfeaXX6wmzsFDMcUE1hkTq+oYIyWAj1MFWAXygkf97x+uHDV6df34EEOdAomTn+6c/A1UNkQiEymeDoZLd3d19+51//Pu3/+HrazcJTb/XSxM3HA7SNEXEs8+ee+XV73BZ3rlx/dbt24vD4anl5Wxu+GS8vba76RaG2EsBOE2scS6kVlPDCQVLioACzCohSAgxH1UAgmgATwYJwJelEFrVbG6OY1q4QWq8TXXjs+OfRZye1gipUf1QFMBHk2u0lsVto22dc/NhrTWGEFsRjtYhMMJo7DcRPDw95S6a1Y+UER8Owzs2V+JgTueU9dkCW+rGSZztNdGo8Uouy3IymRRFsT8ut3fyvb29vdFotD+aFMUkL8Z5OcnzPC+KsiirqvLB+1BWVVlUZVFWlQ9BVYEwMZQSWRUFrYTZBx3tPdp8srrx+MH84oJNib2AQVZlASTHmJSlrq5ufvLVrc8/vfF4fctQmphFIBOwTw57w7RCWN0c8adXxpW/dP75Z06dtMYaA2gAEX0I3ocIKgYVEjagqcW5frptoBBvCRPnBEx8n4vSl+UWNUIRBLDWJlk2GPQHvV4vy+aGg36/n/WyXuqyLOn1kl6v5xKXJnauT4NBfzgczs3NDQaDLMsiyxIRawIRS3d8V9ebzSrU+rwJfn9lfMBZgUf4Omc8dt8ESXF4w5qOpGqheWzDoTF1mDOgMcaIgmfe2tre3N5ef7xx//7avQcP7z9YX1t/9OTJk92d7bysYhslXgoIyErMpYjW7HZA5xJAwwqIhoUlCIonJCJnHRFRkqSptcxikXppJirMDBRR0qIKAQIzGdHI31TENE2vXLly5r1/+sM33zx16nSv3wcQF8DErZGQLTABuSwvitW1h7/+6x+uf/alv/dofq+s3BCSQSq0szaB1dHSXtX79gV7djmbc8EhKEvlgYV9VRU5M0Mzom2m9nXrIb5GFCWxUgMQYwYnEQBRneTYjKSgdaspNkN8JQJjoHWoxRlqbOFH7Eya9UPwZVnmea6gX3zxxX/4D5Km6SuvfDtxtsxzETa1ORsIkLoxC1rnhWnsVHWLnLg80rRckkbrWCsPUInUAJCJWSdVnucE6H0VN2hRaQyBGK8cndllDkJ5EJraaqpco6nvrfljvdiK1jKUNl9HMR4t4lMQBAx4ANamDfF3ZmnslLkICFg3R47zbxzZieg48ACP2GoRZ0WPMituPHqK+00qY221GniMagqPSL9sudU1eQRn5XZHPqbaZzibQTRby1OT9qn1EAC1k4eEXcHeTN9ZO+ZKBDLGmMwlgeXOvQc//Nsfr66uIQERWGeYoaoqdLES0cQlIYTCF9ZYUkQAX/kkSZPUCaDGmS5z84JOuQptdl2c9ulxUJ8GGtSyljtGrjaaZTYOFNEa2+/1FhcWrLWxY95JZovHUazZETFCAFAxXuwziJBWhSQqoKISQ5gJpskUUFXV442N7e3tsihryQESAHc0zV0hfxsL37ZyVFSakTLV/6MIhK71J8fVKPFnMHNRFlVZxsZtv98zRCqS53mSJGRMtCBwDCyw1lmLiHFGTYjMbA31B4PxJA9BQggffPDh+efOvfrqy71+vyxyX5XO2WgUaFHcEBN80XB93ShIZJS3DCA8nMLY1PTtTKyWNMX3Iv6xAbepdoY98XI+xPSaqs/bH9WOlwhJWL1nMsn23uiTL778wQ9++PFnnysYlzhriFlckhqbKJkk65+//IK1bn+0v7G9++W168M/WnSDoRsOtzceb+6PXL/fo8Q4w9aW9a8jRSORpSbiRbh+slIxVz6oiCNjiHLP21u7gvDC3BxYCiBRQUHYEUfOFMddqCYQkNThLHG4hAooNalShMWYqPcmZREJIgGUKCawQhNrgwTHxNEf/PpBw+QRZ5cjAZ4HvqiNbn4qWqtVzl1fMXWSKZrecDRmEqpqUNAgVVWVZZmPJ3le5HlelsX+eDIajXZ3d8eT8ZONnQerT3Z3dndHe3ujvbwoKy+Bod1FFGbyjwnQWmvIkTEIxqCJFQMJIAizn4z3Hz1av3nz5nde/+6w36sACW09NEW3szNeXXvyxRfXPvvs63t3HqImK6dOLCysIFhCa1JzYhknk3E+3r96fbWsYH+sIunK0mAwdLZOP2LmkGU9YQmBUdGSyVy6MD9ME5OPAwoYk6aU1Vx/EBVBQlXxvvK+muRF2BnB7FEKACxCklKWJf1+L82yfi9dnHOLJxZXlpdPnT596uTJpaWlxcWFwWCQZT3nHLYB0VP/BXRbyS2sqI0r968RdQAAIABJREFUh4bCOdUoRm2m6OH+W6eXpYdbStNh80xJPUvBasDw2IG11UO4aNZXQWOIbAxqFUUiy0H3x/sPHz2+e/fBzVu3r16/fuPGrbX1J7u7hSISgSUwlpLUOedMCaKKSMZYCcIiaEiiLpdsPIVGk6KIAgdKkmiJrhfAIEVZxiq5LAsO3CyIMRYAQghBgzM2vle9Xu/B/fsfffjhxx9++L3vfT/LegbJYCCIjjhUBhVNMdl9tP71+x/9+P/4P8c3757y5qXe0o4ZsU37WW9rMt4tShXs7+z1X31h7vXL1LMsyj6QAscuiWpQDTX5xeAUqFRjRyI5SgGYA7MIqkZhF5HWWVRReh49etGoLgCANfRGsCHu15zhWkUgsVxJk8xaJxLh7rC9vfOTn779yndeWT65fPHC+Wo0YvaJrf+5aKx1ESSWAlRHFmMNIqAmQK2+aGV20h0vN8Jm446dJeuDlFWY5CWw5nlRxVQLmG1EHjcAmbkuEWAGmda6u6aLdd3FJiXQqR4zutAjerbVUtbaUJ3Ri0JHyTlDVcD2sICox7SjVadyhykYvz7c6oyIYmrTaNvzM2kZRxTZxyfNPY1NESDUa8dR3XhsEEdNZTdt007LnhjRSHXdoYeicqGpFQ7gpWXGeQtuKjWOOxDJjO2wMbGIRNl6pIBIUEBUrFsFpSJQsri4+Lvf/e6Xv3n/yo17ITBZ66tgLREoATg0Bg0BYRCnSC6rpeYMBKQVVOxt5hLrDKD33gcvKs64uqcbcZEU05m15W/jod4AAHAdeTt90xHRkKmZTc1svW61IoJomqYLCwtLS8vOuvr9CwoBiMErKZElgz6ADegsAQkwgAK5aUESpNYeEQGoQAihkuBBwBqjAKwiQcBB8OHu7bubTzZDYIAaLUxkaz2Sc0HiORK8hPgmWmucjaGvPgTPLJZs3SdWREULNrFJU8iDBu2Ol2PMARGSJZ+Xk3w8zseGzHA4HA6HwlIURaiqXr9viILwpMhVxFk36A9ckmBMd6xhWBgCE5C1yWAwyNLUEFy5+vWXV6/+i63tuWEPao9P/K8Gjh4oa03MS7EWiVWVPUiO1sacJSICS0QUQUjWWpkKYFAi8UOUEAktxOsGAIgEFYissSzMgRnYWmeMrR2WMcbKmLrLrtM5ikoNp4qLsknSeHelgPfuP/j1r//xf/l3/+v29jaIXRz2va/K3O/hZDSuAlibDbe3t3uDxRf+8BkzWPjkww9u3b9nb98/t7RwZulMuVeWO+WW3145sWwDQxkMwQLYhFMoEIhYmH3JOagAWQsByqKoJmObWI9aOhcWlt/57Qd3bt/6708snT61nCYWmEECoqaJmx75YiojokbDR5ROiRADKgqiGBQtGVAIWFUJfOBJOXaWstQN0hR8qVIgCAGgCDATkTVowWKwiIaimvD3apZ+31dkZpeg2YJGau1+hIQ4E0JQVgEwaIBsNMRHiIJNHYAq11E1hqyxNjo6i7IYjce7u7tb27sP19cf3F+9c/fuo8cbOzs7eZ4XVVVVvvIsKhIYong+iscwdRllxjbXSb1d11xwJFCMCrfAHHzpm6ZaXxdILXA52TN372x/8OHV5y++3O8nIUji0sQ6ICqK8OmHn//8Z7+6cvUm2f5wuOjSYQDYKyfGJEhGxsi7vLCwsLJwuncq23qy/ulHdzYf7f/xH3/n/Pll64i1spb7BiQUwhGx5Qz0EjPspfPGJhqhThI5bNx2NZQFCNIky9JeLFK6UQVN7wBEuCh5MilFSwVR8FF8Yi2lSTo3N3fy5PKlSxcuXbxw8cKF5ZNLC3ODLOkBKAizRINIMCoKasDElp4FG5N1hQOgJEnqfSWi8RwfQfvMrLUPCXVqnZQpq+rwIfkgmBtBAaYQnpnUPW3ocgCMwAqkhAGorLSfzZmsP87Lx0829/fH1iVra2tfffXVe7959+H6o929vbKsqsoDQC9NbeKiwlCUlaXwpYjESX7gEDvoEGobVACOSm5qNCZIaBGIQES9L8fFZIyAiM4664SMtTGMXVBEUYHAGhRFsGQ8B0AwLrHOPHny+Cc//buTz5w6sbLU72XB7bCzVbJUeZtVOFcIbo13f/re+l//+1fWH8+l6Yks9ZP9h3bnPSs3QV65/OZbz5/IBDb/+tdzH9/+s/OXd1MQgjPijDFIiQeoAHKQBIJHIAO2BgyDsqCIqoRaLYsCBOSiiCvWAbEqlLoYlm5Hph7m1DShTk03LchqUSLngtaiUuV90kuAoNTitx99+vzly6+8/kbuC1+MEUJqUTmw9wQorCGogEGwiOQDAzGSTtNtAWz0KXZ+LVKsFwUhARFgAXRATtTu7lejCY9zHu/vPt7aObu7N5hfdDYldNFxEUULcaBT60i6WN+mYU14pMSiZbcdaubVrfSuVRjrHy1tyxkQLVFdNCPyTOlIUf1cJxaLKre83Zgcd1BoIVMhcHs0FZ5hQXfhz2A6draa7xEzhQ+N/qQJUWqejXyzypjqUl9mCuL2yKEiLEeLgxvnWn0cOGpw2WKPu13udlkhQ503Q1W4ee7SQH7xoE5XlFBjEamqBikGOigSIHpm1x8K2QdrD3/59ju/fPudSV7Ee8EYEwITYC9NZ4ZigGY2gSSG2qpIq3VGxAMi6OmL3wVT4EHldN0w7n4XmUZngDCLjqrFFQjOuTRN0ySJmzCKUJRytvGNdYikqAjajnSzDbbF9tyikYpWOxKoExhDBgGrstrd2cknOTPHgngaVxFTlFWgM0yZxX/WoSJxcBwB2oQGkeqdrzmUR3tsAwyOlmIu83I8GfvgkyRJXEJERVHEV9QliaqW0ZBrTJJmaZJkWRYL6xkwCKCIFEVpjXHGEOHW5uadO/c+//zzt956I0udSMCoVq/nG4QYRcamQRQrWEF19ZoSNaCgUYsMsdSLEusovgM1BGli48VPhEaim9GIiYMHIFEiNiKAGHODuRn7auMub5wR0494OmLPG1sbW1vbjx9vPHz48N69+1999fW9Bw8TZ511wbMKKJCwbj7ZHu2NjXVZ1iNjCOn5S5fLEFyWbY/Hc4bODPvPnn62LEoVrYoyFMGQccaqaK/XiwGQEtOoOQgIixdQ4WAQivEYCZN5t3TyGUa6/3D9yvUbNjEnl5d8WYAEAvFlqaCEZI2VJkO97oRL7TmLL58iSm2tkNg7FAkiNRMmogmEYwRsPWVWkEikigQVRAOIRJFqezRZAtoZ9yz2/eDYDg6ns2LHvKwAioIAGk9x8a9Fa2NSPOMbY51LFMBrCMy+8N7ne/v7W9vbGxtPHj1+vLm5vbO7u7M72t3b29nZ297ZyYsihCASxzcazw4EaMkaiiAc03Kd2887xlajDWa8dn+bWhWGiMEzGSK0IfD21u6tW3dHe6OTJ0/Wy4YAM4/H43wy8b5CgOCrIs+REg6eOSjGcBzby/pZ2rcmEdHxeFJSmEz68Y6rqqDgEViBOYAKglpAZS8cxFqHSCJqbF17dCzh7fGpWRJJOzlHDZInqsPQgK3flyC+XoVE8zwUxfb29u7D9Y0rV66fXFk6cWL+zJnT5587d/LkyokTC8Nhj4ytc9A8a+WJMHHOs6CAczaum1VVRlFTs7ZTo2XCNrMqFivT8Fdo+Y144JLTWZ4xHrZkH7DYiqiosSQCSDScmw+M9+6vvve7D65+fXPjySaRGe3tPd54fO/uvTjHc8ZaY+P6EPXWCkoEckBAqTNbyXRwrKoghiJQGxFBhePFh4gSI8EQp/t5dCdjjV1FquclhgxQfULbG40++OCD733/+8+dO3fh4gUlo4YUmYw1jorR/nt/98Orf//T9Wu3XQWZy5Js0F/uVQnv22qfvOTlvTt3wv7jQUgHgxRUXe7ViU1SEGGWsvJB6s5wHPbVXIeOTa2xltW3b1MQI7UBrk+LZELs1qeHBVrTq9UgSlUFZrHOra6tP1x/1I5wCUlEUMFGmqyqMeBMKooqmGUOiAGldSU0zPJmuZJ6IiyqHPG4osIsIVRk9vZGm1vb29u7O7t7I5+P9veLsgwhgBIREJlZXWuLlZhah5tJG3Zjzxs7YJQntCIIrKVgjYxipgmrRFGKEiHJJo5tuSnlYoPZaPQgaB3z1DXkHSH2jSljBzQIzfuhzYbbPoQ4ZmxJWzOj8eNhRNoSOqacGf2GbAqgWcYbYjeCpgZwgurhWKnObtSGIEi7Ana9ER2RtbZ901lKVqNHVzxYg9c/r8naxubaAiDCWuAqimSi/YWIdvZGv/qHX739y199+cVXSUJxfbbWBB8AKU2zEAKASqP2aRXfTTWOgDXIOWYJzigiZv06vxeheoBRgAptZRzlOwcwwIiYJC5mu0NTRiFOpTvtBXcYGxe/QhQH3VP5efScAU6NR4jonGORyWQyGo3yohCRA0656ZWtNRGpgVHU3c0Z7Wbz4KO7SESJtD2gc/P97cLNHIqiyIscEXtZL03TmOJoa5Epee+jwjtN037WS5OkjlyZBRNGEXxZlokzzloiVMDV1bX3P/jg5Ze/NRwsc7CqQtPgMa3ZV3XHCIniEc0xBwQ0BrUhJBjjACEwx3wBJESwkWBGxoXALCFieBRAvWcEL1KVlQ/sK++9r6qyLCvvqxBCzGoOPrYK65fOtHko1iZJ4pyrqurBw0cPHqzeuXPn2rXr21vb++McyVibIGLlvSGDiMz6+PGTnZ0dAErTjNlzCPOLJ1586VtZmn7++efBB1+GxbnFwuVlWapwGTwoGEJWnxWpc0n7DlpnBDUEz6pk0BBVRemcS2y6tLzSH8xNiuLLK1eeeebk8omlovIGmEA9BxUlQutYRVmmxX68ZuL9TEiqElRYhJmLstzZ2QoSrDGDQY8AQCBUrKwiqIIiICC1rmxKhekoGr4Bpu2wi+44PTEecuA1ZjtpgSpNEGY7FTWIWJXVpCj39vZ2d/dGo9Hu3ujRxubqgwf37t9fW3u4u7s7nkzKynMTah2tota6pgtCLZGmzcYLIcxYvImi1zOWxV5qF1q8ray17SIQ2BuAJHEiur+/d+/e3Y3Hj8+ePZOkaWMZEGZ/4sTCt/7ghV5/uL6+NdovqmqiE2JRlwmiSbOsP0jT1IhU49G+c3BiYXjmzIlez4pKVZVkBIHrBpBSXBODrypfGWMQarRcXMy6ut54i4gczHrFqaQi7sBtNpAlItY48kZAEPZVVRXFZG3t0drqmjWYpvb06ZOXL146f/755547e/bs6RMnFoaDfpomcQSsEZUQRJlFxRhU4bIsksRZa5qcWKyhos18CVv2WydCRBvX+4EIw265fMjIPqUHTLeY6eBZDdHc/Pydu2sff/zJ3/zND69+ffPJ5jZgLR1g0cTaxLnEOm7yYpqVHBoJ3wy9ud2juw6W+OJH+GVN2BRVhZoepBozddvNQmf2ekAiaDJ10WBccsuyvH379heff3758uVnz50jl4gi+GDRkNUC88++/ujWnRuc+wVM9iER4+YW5xOnz2BYRHQy8Nv5lbXVt/70P19+40V12C8CsJrMhqjFjzr6ek9s+nBHhe9oV8eJEPe+Q+r/ox0Fx+3arY40+s6NMXmVs3KappubWw8erK6vPzIIxjgV8YENgCODCIYUAY1zLCCCzjkgVmSts2anD6gj+sLWtxZTlURFWBk57h8hhBA4z3PvfRt3LBLi9jpbGevh3LgG/kMHbDAHtAGxRUh4jPcOp3Vh7N4pNskGTXhwl9n2jfiGh1nKU2THsULh7plHG8loM+c5wkhQv9qInQCUmca5fcpj5KqaHRLhgRg/E1/yw/6+9kGbRq7dzLixA9upL7PO0DJmntYC2Ob0R6iWOmHy2IC6YxNdFAGsIWOdhCpyx4x1LOwDG2sJDFk77Pe2R/n773/4b//t/7C2+tAY6vV6ZVmpxJMxRDTBURNXbLU58SXkTpPbkPmGMR/H3WzTNQsQjyKBtC3D6B1M05SMAdXYIj0GfSByCKZ7YBVoyWgiQgitGQ4BrbPlZLy7t7e5uZlPJip69CWt09ZPXHCDShdVRmBq/pK1zbMwXTdeV0QRAx0oDvGZ49erqorfnCSJtVZFvfdFUUQrZIzEA4A2J6+7OcWfzyyUxkwWMQYerq+9//77//pf/9fLSydqyQpRtF3GxJkOmqDNpIDAiojOWAXgEETZGSsigYMCJMYkSQpIxXgyGeem8N4HX1U+BEIKnnd2d/Yn+Wh/tL29MxqNRqO90Wh/a2tzb29vPJ6E2mjoy6ISqe/V9iWKtUA0F7LI1s5oMhkXRVVVnoiSJJkb9FQhBGaujHEiXFTVo42NrZ1dH7goy8TZrNcjxIWlZZtm1qWj27fK7ScA4JwbDPogAoCg4kM1mmzvjLgZK5K1tj8cRGqeALgktc4SmV5vMD+3YJJe2p8DMJ999uV3X/uufTmFMRjjEmeTxPiqqnxZllWLxGlHQBLBY8Ii6kPpvSfCoii3t7fu3L0XQpibH16+fHFuOCCyHIS9clAJgsJiAFEDs2VmKzXHLE62EI4pRI6Gy055WO2tQVRPq47SXsQaLqbxiTCRASARZWFEMNb1ej1m2N8f33/w4M7du9dv3rhy5evV1bXNrZ2ylLiVCTMRuMT0en2MTsYY4dukS0bb4rRH3XSCu/d7IySwsTLmIMxtsQ6dU2i96hoDUXucF5O7d29fv3H93PnnL12+XE4mAJomdnFx/nvff+M7r79859b6xx9/+dnnV+8/eLTxaFfRLSydci4ZDOaGvX6WmlCVGxurr7328huvX3r15bNVJcwlYqAWkqrtlJZ9qHxVWmsRDSgiOCJjGgNl/frPhqR2T/WEpuvNbiqz+mhUd9UQEE2W9fu9PiCIhOBL76u1tY07d9assSsri5cuPvv669/91ksvnj9/fmVlqdfPiKjMC2MVVcqyiCq8JE2NoRaZJMJV5Tu9Q5yRToK0e3Zs3HZLzwOJ94fd6rMJl9oA/kwVvKJxziZZdvX6tZ/94heffvpV5at+LyEy1loECD7E62F/Mo4XQ6S1WOuMMay+FnEdsd1Mi5h66AEAh+ir7YOvnX/NEt1Wxu2lFb9IxkRfSrwsReTjjz8+d+7cd197LZsfAGHwuUkqcYnpwaW3Xil3dx56HW3u7gXWyX5xfycDPWGzC3Mrb/3JG34w/Hc///GFv/z+S//qzyFJ5nYDVMzIsYkWU11UNARWnQ1mb/+vesSzPzDd/f/6Ie2M3Bjj0mR3d/fLL798++1/+Ku/+i+Gg97243VqrlATQzgQQ/CAsasqCqzAMxCKpgXWBfeyiBGxziKoMoNC6hKDdOrUqaoo0dDu3bG1Lsuyfr/vvQQv3fcLOiqBtvBq0V4YjYktMfCgjvWAHepoToM2p3RFgKgmrX9ObOayCNedD26jIAx0UlE7YJ+GTYHUlvUNu20GcXbYwBqPhR1zuzaY+CmqTY/12rYjTfomlTGI5+YebxJ4UFslQ9usbF5xnG39NoILmO491BgjZnrMdbGuBxXI074wiPhGkEpAiqJTx14MWEFSkaKYQA11UkI01gAiK5OaJMs+/vV7P/7h3z5cWweVNEnKshKROHN3xsVlumlrNY+s1uMTTMvWafxZuwJ2GzmHw1SOq4zjN7drTRsR22Xadg15otrv97N+H4lCVUVKEUS46Sxfr6VcHb6AupC7bnJMt6AkojzPNzc3t7e3y7KM87Kp5U6b3Bo4MExAYRHl+J4gEDWbd1xha29H0y1GpDblrl1nYxEWkXmN3AJa7HHwIXgfC+U0TSPGLjQ/Ie6p8XgTd46m2cYxXbbf71Vl9Wh98/HjJ889e7bfS5gDdE+1rUnQYOOeQkNJI5c1IqJIEJOAiKxLjbVkbF5W167d+OrKlZu3bo/HRZSF7+9PRFFFfFWUPpRllRdFdA36qsrzvKoqDr5pyahpN1SsNY7ttK+lm5aeQwiINBzMkbFoKOIfkcDaVJWiKmRnb+/J5tbeaDQ3HDhrWbUoK2NtmmbPXrgwMTRey3Z2tkNtQJHhoJelCSHk+VjYN8cDBESXJiyKJvY3wIsM5hcWTpwYLCwCGGtSAPdg7e7Gk83K8/ziEldl8FUoyjRxqTXkK2y6FhKvUqgjqJlDCN4YmyaIiIlFQ4ugXPmQODdIe8hQ+Yo5RDiFMGudxUNkS0UbANAwIGn0pBMeOMlPr3/Vbr9OZ+CPs76VmdUIp6kuzeYbO2WNItFYoCQ10fzwZHPrxo3bH3740c3b9x893tjZ2d7c3JpM9gMH57LU2TQxcQWPRx4kAwgqUEdJN/MX0AOEH+zumq5uMEf2KjYydWqj6Q8GT6Ko+qpi42yoeGtr6+OPPjl//uLlS5e89yBqDEsQ65K5Qf/SxXNVWZVFsbm5xQouHZ48tVKUVVlO7t27vrK8dPrUyuuvv/z665cvnD/lXMZhLMIg4iVYg8YQoBKiNajKLJ6FQVEVRUjUtCluHQp1jZjFWYwdNHal1k0UD/O14WGaKq/1YZzAOlP33QGMsb0ehuAnk/zGjbsbT3Y//vjzU6dWLlw4f/HixeeeO7d0YmmQWmOo1x+G4EWCQaMaRKcTrQSo41mKk4o2rEXqUbOoNvyCaBvgTiXati6joqzmFyK1n2ibDqwSd0ubOkLz6NHjmzdv3rlzWzQYa4yxiFTnIYpYY7rVdgiBRa1FY6xGqCxSu492hI6deTrSdN1Wxcbv3w7epoVv82pM+Qmdk2McOSJgVEAlSbJ8Ymltbe2TTz756KOP3vijt5aXl5gILSsUgv4733/z5HDp9tnL7//qH/d2nwBWPQun2Jwssfcov/vbz/X5M9/98z9d+tbFYj6txuN5FWLJJwUSSQjRY1f3fkQjvPjIXVabILd2YQdpValTCuSBLewp1LHpb4iyThWOtnWDhIRA9+49+OlP//5bL77w4qXzWa/PZY7CNfdTUViV1RgyxoaYDNp5MbGFW3X0A+3IuM23iaf3JE2Hc3PD+bne3k5s+hJRkjhQBo3Sx+70WFp/WrcoVO2qKWQmcGYWvlrDN7GlPXSECwdnCBJ/piiBGjSKGjXZwsqIqhxYQgzpjT3dNhtk1sQ65TK1ykzoNmFVDyD/m0lIKx4VRFKoqfEd2T8eKJFbL2zj2ft9lbEIb29tRp54awLDBjiEnaI+qv06M7Km3sVan9QRKcd7sM6re4pl5gABiWvfC0YONIB2pgC1kU0YWbwx1hiKHXkEFEJEI6CPNp789ne/e/fdd4P3aWKJ0Jfc1uamnpMd5t/V1XB96ozzL8GnYC+PiwY4Mtbh8P12BBGoLb5FBoNhv9+PfetYGRMAd05j3eL48M7ajpOOffzN2jIeTzafPNnZ3Y1dWyTSppdT42anWBCETgeIRZr9ndr9O3aL48rbCW6AJhCjLuLb/6pq3EhaChszR24xqKZp1FonDbVgGokeQoicaefclP7GzCyIkGUZBxmNJqurqy+9cHFx8WxZlXGuCTG0hcDEaFqC2ICL/Vtj40+L52xjjAkxGSpxztr98eTe/fu//NU7H3zw4bVr17e395PEOWcnk5JFAcFgvFwj3a5+pxtrprZngMjbx44GUVWFpd4MOWIujLPGOtcfzAEii3gfABWJTBPYbg2Ox/mjxxtr64//4A++ZZwtigkBApJzdriwOAAdpE5WXTHe92UhHHogxtIgy3qJQRRbx56zDywIXlQNMaAXBTQLSytzSyfS+XlBQ2RFaXt77+7dB6ur6y++eJGQWLgoyiRLrTGsGhWbqiBx6YzoRFAOSBTdPKSq3oBzw2G/V5YeFLIk9T6EwOwZY/HIGmNBBIVZggRgg3VyEsU0xu489Lib7vBd2Tn7x/1ymqjXQWrgzLmdTD1oJ+tcBkg+8IPVh//02/d//OOfrG9sFWVlMJpW1ViTps46R0ihySCo7yaZyUettT2ABwKDDp+T498yCwc5sKR05zbRUy7CgcXYHoCWRXn1ytUbr1z/kz/+vkrMFSxRVRCMheEgPf/8mTyf3L2/ujPKXTJ3+szpjSdbG48fb28/Prk8d/bMibfefPnccyeG/ZSZkZRQomchjtUFNQ6HfOmFfTy6RuUXc21v7xbH3ad2cMWbQv8PzMEjWIBaxnp80sELESggkXMWkzSJqqXxfvFk897Nm3fS1Jw5c+alF1/61rdfunjx0sricGlxePrUaWMTFAQJcf5HxqgqIdrUQoelOcVtg7TBAUCqPCP165Qg0uZaxSwDRGhnzNIJBquNRyoK5NAElps3b9+5c3d7eydNE1ZVMJEXEViEGaGexzXTP4n/DcTSzTeZdq2wOx+P5/r2QlJValZmRAkhRFtwO4WYdsFnD10z+wugqhqiLMs2t7auXbv2zjvvPPvsuaX5+cQRkK98hcpnn39+Zf6Z+eWzN3a2tr76TEbb3z558uwY554U5f7O7at30OB3/81f9k+vTCiUWmbWWNUoGCjL0nuv9VqNzCx8OPpAW+fRtMfWegzgiOzSp8yXDneRmiSL1iWvMTsmTdO93b2PPvz4ow8+7iXJs8+soBUNHkGNSURFVUjVWkPGsAggNdm3Xa/bdAKt7YwfW2VFraA2zvV6vSRJqZbPsfehcXGDMbY93hDFyphajGpHNtNtpEqTL3S4Mo7+RTDGQB3DpA1VsONhisOuOkht5shBTe4dGmLFwKIazeoKh3lyR7RJpyoJ6T68A3Klw7ILQlQBnJ0mYp0GLEcwJWae97GVcVVVX3z1lbMuSZMYUhSrHBc/c84YQ0hkqP4rtK0/qYOQnIIs2gNSY6o+Fqd/ADCJCFHFPpu60m5R7Rel38uMtUQmQkyiCLQ/Nzea5D/7+79///0PHq0/dpYiEDdN07IsRdQYKr03ZLI0PUpQ0eoLY8BgNB7APzfp+8CxtnGbyVEjtiPMG7H+m5+fGw4G7R/jJRo/j0OKI19J6CYR6BFTs47dpT7hTCbjzc3N0WgUC82DNEI9gowV7zfhWI8izX60Sv+2VraBAAAgAElEQVQjTQ/d+WPjiQxRLRC7yFVVqaqzLupJuqPJdroXWbBRleGci2IAY4yv4hfRGGMM+crfuHnj1Ve+fenyRarT5LqPpH2k9RIQRCKHrLZWxCZxniOiNc6L3Lpz9+23f/WDH/xo/fEjDuyDhlBaF3q9Xt1fZ83SNCJX26lC07rg4GtVSkeWU0dDmmljrPb0F94TkbFWFDlItJ9b51TVVxUQOWPSxJVltba2fvXa9YsvvWgcVp57vZ5xDhB8UdjhcG54abCysnrn9sbag6LMN3d2qzzXxYXMmsRSSqSqJXPpqyKwGIMusUlqjKWst3jmTDocQjagNFEgz1pV+ulnX50+eerkqZPLJ+attVXlASiwFoVHqiXBWAM+46oU+1RRDRGEJVSVsGauZ9BIYBB1RDZJHdnYyOKY7WJIEOoFyVm0FohUUbwc1qoeJyU6rjJupvQRiGqwsY02cKE4PCVAJEPMKiLGCokgEYC5c+/+V1ev3bq31u9lJxaHMWTeV76qwqSosPSNONjF/l/ERB1W5LO2jdCpe6Edf7eNYSIiNO048kAWaaunMjVsXRDAOUvWPnr06ObNm/fu3rtw6TKB5ONRkjhjAcCXRbG0NHz55ZeebO7cuvMwL3VlaXG8NzIEvcy+/vrLf/anf3jp4omi4KL0iVOXoAoGr7WtN/JqDACA94WKB+WiKEIQVYxEimiUnMnOmD3GtCse1+m/UdJpoq7aGEtkdfqiGWOsqkT8uQgDqLUYgkzyfQS1lvrD+bkFU/lqMtm/cfPe3XsPf/v+RysrJy89/8x3X/3WX/7lf7myvGRdkk+q6OwkoqjqtomVIMd0QOpCGesDPB3euZqrTqADa48mJ6lT22aE48aYIGxF8qL45NNPV9dWASBLe3lVsaiLe25p8vE4sKiCc3W7AQkghOjHOIrrfZC92i1t64opkndpupu2V2DT2qinWCwCnZOnNtWetdZzqKqKmQ3Rk42Nn/3sZ9956dXlubmVswusJSmkaot9nwz6z3zn8vkHb918dHu0evu1V95cWBsX5cZeb9lDLouLyckVzCwgu8x4AvDgcjvaH4329/dHI2W2REmSeB+Hjdwmzh+JWfxP/dFKjeOaHEjVJm7QH5Rlsbs7+tGPfgLC/82/+q/6aQpolD2SA/YAkmQpkQEA5ww3PECcuse07Wx2MQlxK1UEVoXAMQE7STIRKEsPAEVRTMbj4KVVZNR1KjULQB3J1RznVJvcvfoExexFwhSRNl0wI8kKRNV7H539dWU8Y23i+A9NXAJUIDpmlJVZ2AvX/7YJ/DuuK9e2o7uLQzuHl1lpuQIodQ6ircSg/oO0xAmFp2RqHPNxbGU8mUz+rx/8tbUuTZPYoktcDOVN4p+yrJdlmbUmSeIfs1giG2Odc85Z5xLESMCheFe3WQ+tgPJA4tTxonhpfKJaz+Piuh+lJACirCJJ4oKXwFqGQNbZNHNp78nm1qdffPk3P/zbq9eus4hzSSwpvQ+IcSiH1lhQLctyysmDmQZGnWhMpAAG4YDQ6in1/ZHNKjgmY7ZtuiPOVI3t50tLSwsLC+2ljQ1gIoQQq644UW3E+DKreJteOgdVECoo2hazIYT9/f2dnZ0iz4W5QRd1tOyNfQpw9o3rxi4SGRvRAdOAjM7FXbczjDFuVvoZr5b4G2OrIGZc9Xq9XtbL0rQd8MXJRvAh6oxj+IhzLhI8agmKxJQjYw0yc2D2wd++ffvxk42onGh93LU7se2711HBsYFdj621fl4WyAIaUX30eOP9Dz/++S9++ejJk8BijHWEIgpE5FJQEBYWHxi8FzKKXMMomo6Xif5eMjR9kQW4hphKre2J8aeiiMYlqXMOoW4VcKi1JCFIkjiyhhV8CGvr65999sX3/vj7vWfPpr0+WUIbSTriQQXRDoeLZ89CYncfPSr3doNw5TWzhsBwUEOGQDD6AJPU9gfY67nhXLIwb4fDQEaIjGJQYAE09u69B//47ntpL/3eW29ceP7c8snTCKLKJkmZA3PQ2CxTVeXgvSiDCpFFCa1XQyT4ULFnYSXAxCWgEDkkjVXFRPpSLS+Z9nbVOlOHPx5zwD5QJLddPcSGWN3N7AQkFIzhsrNY5NqgaYhFCa0B3N0dVZ6DwGeff3n7zu3EGTJGlDxHp6EhCzBTiwACGDIQucxNFFEEhMUxdxdA0V0r2uKYWRDYGGjNdl2FbltcxpcVSYkghJLAEblikt++efu9d/9p5dSphbkhiJTlRDgG5UDwua/GSYLj8e7a2vbO9sh76GdplixWxWRne6s4M2etQRJEluA5VBwqg0YZPHsVVUOK6qtCJQDoJJ94HwCtgtU2CXeWp9p9zNJEnzDX70bUacbiuH0N4+kqTksxjk2sRUFh4WgMcFnwXgRE4vLtkqRvbQaAIeDq6qPtzc3t7Z2FxaU333j9mTMnAeOAFBUUyUB0nigeEA23NIG2bcYs7Ui2u1xPl75Om7wZrk61EM17qhziwIIAzXg8mUzysvTGkXXOAhFR5b0PQWslBopC8AGgTgNRUGYB4E6jvYGozppYGozyNFkNkeqcZdWa6dS5olp4aFcOO73YCA+4vdM0ZeHV1QdfffHxpUvPPPP8W0YTFEuakLPiEtNP3/zTP9q68tndW7efEweBJuT2V3qj/pxfmX+4v3+64r7guKom1iQAw9KoaPA+1mdxsaYoOUdUheNOwjMCQtEDLu3DW2FH7Ifd0KjZBIZpB3AaLIzGWme9u37t1q8H7w4H/b/6l/9y2Bvk+3tlFeLIUVV98FGuI03BVq9iCBHR1upVEDQwgyIBQUNujOQWQuz1+8YYBc2yLIQwHo9D4BoDOvPs4ii1yQyZGtVmgtisNdNB1rTkFYgPqlaTk7bVrdTqr2m4XezyBB/ZWBpYhUWCchD2HDyHaBZhVeHg48rQ3O8BmvSLuv5pjx8NvgsRVKc5o9JBkwMeUXpp096eGb7pNHoa6w4fKXSpJt+gMq68/+jTT4iorXQb1ahLEuec6/WyXq8XbQHOJVmWJs1HlqVpmqVp6gw5a2KlEv/KNR/x89b9eqB2nMIFqcmVJYpYs3hLY0tSx+kLGNnxgUVErXXGJeNJ8cknn/7dz3/xu999tLuzT2Sazgoy14WjMEcBdDs8avx22CpIpg9kiubGrjr2KWXxkSXy7/VpHnCSxbVpaXl5YWFhViIzlRR3fMdHpHC12Sfdm2c6UtHp1MwHPx6Pd3d3q6IUEYhkcoXjOv3aOUjEBxBX6mYxxae9FApmNmK9W83Emjgu1tFylzjX9vUjz6Eqq4iqiCKK9rqq9QA+zrOICLlmqcjDhw+3trb+H87e7cmS4zr3W2tlZtW+9X2mey4YDIAhCEIARQKkKFGUjn3soxMnwg/HT37zX+cIPzgs24o4tmX5yNKRSIkEARAXAnPBYO4zPdP37n2rqsxcyw8rq3bt3d2DkTomGGDPnu59qcpcudb3/T71jjBHqWnBjapeRIiAAUgIQIwhEGSIzSpgjNUB+qPHT7766tbXt74BJCTDiMY4FEAkATLGIkpkZIEQhTwrdFZ72O0JOYCpwfCSYpMFYwSipEKOUQDBWEto1KRurcpbPYDmaUREEoAQY5C4u79/55s7L1682Ny82O93OQYlzQsiIzAhE3UuXFjPc0R7DIbHI88UxbEYZhYgBiQLGRnsdbOlJer3s9VVt7ocQSqWyChFNSlKH9jYfDie3PnmW2b2viqK4vrrr4lEIrDORWYQJKOnBgAOwhIDgCjzhzTgI7JETkBtUbm6dSggHHVazMzCVLOXBGFmigUEQ9RuRZxrYT4FcmkreqVONWmfWZvhYF3BACJiRAY0hhzQ0cnJyXASGe4/eLi3f9Dr9VgwsKAwqRzHEjInJkeNJkhgDd2lhFNZwgq0rafTrTulmTbUTxUWiuAzy+J6VIrWUowsMRI6jvLs6fYnH3/6Rz/7We+Na9aaoixAIoAjNEVZDE8OR8Pjw4O9nZ2dybgaLK05ZyqWRw/vdzswGLhrr291u6Ysp7GqJAYQsNZyZO89IUoMLDH4QvWL0+kkhIBoACxAgIWZW1sb2tZH1vjCM0bbMKMe6fG4hQohRNG13ZhMdQ8+SOSIhNZ1bQ048366t38UfPnp7z6/euXK5tZFxcEr7MIaq5VxK8QeAU7xT+TcZPLWdrbI6jlTNxg8M4IzxhgL4KvKl6UPMZocLbm0CANqCaYcMoU8aovBOsfCDAESeEvmZXXJ4oeIzYGrtXmRYl+5/h1adDaL8JnDvWZ7as7wetUSofrwyqL84otP33zr8js//N5gaY2wA2ytdQURY3htc+PtixuS92j/hD3H5aWDtd62m1YZvzg+ioXPA5ZlGFkQgkHqRTI08KPWlhdSm+zUTDI9VWxCd15eFi8I+s+Pgk9ti2bbRUBmAUGD5vh4+NVXt3q9zs9+9ifLg0vGZFVVEoExxCIhRha2aKXO+cV2QgTOSMJt6kPLR0h6T3S7PescIOad3Hs/mkwiRzIWmjqktobJXAgetvMwoJW63Jje2uDdxiCox4pGoF1Xxo0aUsm6GDlwhJTAkcSVMXmJYuDg1ZMQ2QtHFQWzsMTQmpfKqTAcwBabt+G61WfOVEe3s5waI15zHp3rF2MjO8Y2qk1kLrnDvqQ0YyLPzKGAstDaO4kvARQkSoixrsgNgTHWWKMGKS1QVvv9fid3znW73W6326m/9L+1XO71ejr7buZlSbPhnLqsrLMuS9+21lGrDUn1lJYoI6Kqqgix0zEZYN5f8oK37tz8X/+3/+Mv//f/syxDJ8ssUVEUplWVaEpw80sbNg3UCM1aDNYWpyvQ68x277/yC3Fh/VxMBtF3ZmNjY3l5efF8PG8mONtYryAzFfvWzYBGoks4Q34zc1VVo9FoNBp574UFzdnp64v8DgTtW4hIo72hlodmwSV93k9Talt7+KhlsSorUkuDOcZYlmVVlMF75vQJdrtdvZYaUVqM0TmrzX4dhVuLx8cnJyfDEAIZwkiSesY1CBJ1OSDVNOioNATNU4rCwgLWZoA0GY3u3Ln75MmzEKA/6FZVVZS+18kMWUQKnk1OLrNIln0AAI5ABDWrY27ZbQ5sLRsZNZ8+kSBGQHCZ0xdujd4gHesyVbwhYTqsAwvAaDx68uzZ02fP3njrjaWVpcihCkFXA8pyMHZaTnvdfu46SxWEiqfgqrIsJTPgDEhgFnDU7eW9nul3Tb9nlvo4GECel2URCYLg8f7xweHJtCyzPAdH02n569/89vjk8OHD+z/+wx/1+t3BoNvv97Ms6/W6S8sDl7k8d4RgjKOy9GXFHAAIwE7LaVVFYVBFOkr03ntfEgBIZA51J5FIEMASiiGwhEDIiKopOl0Znyf6Pw9h0ZhBm6tUZJGZoNdSSH0YIwDHJ8O9/UNBczIcR4bB8vJ4POEYEYFsGkN77/W2MwYBsYGDKreAsN5p9TJoUpxODdBqnjFYMzvKntZltWdNxpCxiGhBWCWzhtzJ8fDW17fu3rpzcW1la2sjhII5BM/WurKYHB7uP3n8cH9v15dl70I3d1nlixfbzx49uPP8+UMy1fLKL5xbPjk6EObc5f1uP886xXRSVVXunITAyBw9oCBBUUxijAgEZFMk/fnMpnlUZRJ46d25sCrqnc7MZRnVYNAEznN92LcuDyGUZcHMWZbleaZ+OUC7cWFzdAwxjL66efMnP/nw3XffJbLpagvc6eWGCKBsN4yhlX/QVJ+6Mp9JAZqpjc/Ki617ZrNRb5Zn3V4/y7Pjk7FiTADAWQdkdc6Z5bm1NvjgfdnkyFhrsywDIvaBWQj1ND0X9ViLV6hZYeSlLh89h7X9Gy14NrUrSyLiethFgMaaLMtKXxHR0mDp088+Wd3o/8EH77/3wz/uZa4so+lCBObJ1D9/ujyaXIzw8NadwaXX+fql3Q7fOdgtDot3Tg7DtCIPnQCjIJFTdU4wszPVTlb9zjlXVEoxSTD0pl47LwO8KYvbF9sZPSwiaHhKzjprCTAG1plPr9s92D/8za8/ffrk2eWLFzvdflWV6laJMbSLdmq43e1oONEUGQYQda7PSnlEtUgiYqfbdVlOZG2WlT4MR+PAbKFOqEt5JaA0yZSQgClnQF15WjbW+GJGWNAZ8xl1SH1wEkyHrXZbkBCd7UiM6q2OwcdAMVLElPDEIMFz4BhjFI7QZFmHkOTLLWVRqoyxZaeUBvLIszQJqB3MrZjomQsK636JnFFwzNhE9X5Lr0Jty/P8p3/8J8qT0nm996EsK23jgbDXqMYQamAWiECI7GMsqkqvsf3dQwuGDDprrNW6mQwZ64yz1jpjjXWZs8bWTj/rnHXW5Xmed/JOp5tnWd7Je71OluV5nmd5xyWFoXXWWWucNQiYOadxD2StzfJuf2nv6Nntuw/+p//5f/n409+xcKfbIUBhsNY1XA3N13DktHNTjzITP4MQDdIizwEAa2D9aQ5ae9B/+jz6HRa9OjRgYYFSIo8Wf0uDQa/brc/PTESai7kgMRQQZlTFrfa2Z8AU0mQNbEaWwgwGkVKGlkrMi6KYTqchBD3gGjIhRo0z1DEW0PxmTEhIGtQuwnqwMcYiy1kdr1kVrofKuXaXQLtLoYpwLXkRUP+qKIqyLMuyRAFDpIcr7VLHGIuiUF1yQ4gDkBBi3smyLBeOk8nk8Oj48PA4y10IsaoqELEGLRiAGfpK4eoxRERQA7YxRtPJOlm/LMPe3v5nv/vswcOHnKhzNnMYQiRCIiAiNUZkWVZG8ZWvqkIHLFlmW1r8ZLWeSVVUEgYRAEzjDbdWhMuiYl2MgIDQQGPBCSxR6sO0c06ET0Ynv/ynX25e3rz2xuuBg/hKhA0Z7zly7OR9AWS0vQtbzIbsYLR3MEbjwWQGAcBmrrPUc0tLtpdjbrHX8QTl1JeBXZ4h4N7e9t7e3mg8ti6TCAjc7fW2n++cnPzmiy/vdLuu183yTr60tLS2urq+vra2vr6xvrq+trq2vDIY9HvdgTEEcRqqzEcjUMUQvA/KLiZDxhAICwSOZYiBmckzYCTIURhRdEosKQrCtHmlc6ic89GkInjGEbWeLzeDEWzw7XVlLCLOWpd1sk5nUhR7B4csCEjGZqX3goh6oETSNo8ydBGN7m3MEVGfOrayWGsokOLM677NIoVUp1aEDYyiuVMaHosIElljAJGYR957RCF0CBSDkMOqCvv7R59+8unlS5uXL29mWVaWIfgKAU9OTra3nz14cL+YTDKXxxhPToYicX1t/fAw7O7s/f3/9/eDQfbuuzeW+lmn08lMJiLTybScFqHymTEcQdhzCAiMwFVVhhCkbikC4EvQPa06II0D6xChhcYesrr9ZVabtss1ESmKQqvnPO8wRyRi1YARMPNoMiXrcjc4Ph5OpiUjdjKHJBh9DBhi1AWk/pm14Rvbqc9UJ1a1hSHQ1sLVTSo5b0bY3g4YqCi9YFWU5Wg8GU3KybQiN807PSILkMh9RGStE4qixjuORVValxlre8bEWAnHWjbQWH0R5mktbWUFNJzAeYh+G6nZHNuaxkRTEunhL9aioLIsQ4zGmDzPD8cnDx9tf/SrjzdWr1+51pdBViJzOeb93cntu+Wj7TitYOvi45zvHD75p+FOZ2v9Qr/37cef7L7+xo2V5U5/0OfIwSNAOv3ECKLCP6PhaiKw0LmRxZ23VvDw7JWcSmlYNMYsGNkX+tBkLYRQlmWv7qmJ92gsWRdCZWxkkc8+/3Jrc/OdH7xtphOOPsRoEhMyMc5mplvAObt/ndymyAKWZGonxEjEIgjiXOastdY451g4BK8VIYtwZCKr5x+NwtZ5Y0M1llbAWH05S1MKL57rWLAZnaXSWhZGJTP9ITenxZrWICTa9ATLIIRgCE0g4cCaGBuZ01sxmxfVoAiU5vQonPzRwvVso1kY68Nfo0XRXkYNgsAZo2XWTtZ1l+YV+K9UGXc6nf/23/2Fb31VCTVVVpWPMU6n08lkopkF3vuYuuZaKqc7MxSefRThKsSiqlo3GCc1rdYuyspSoxaRMcaltnOmB+JuV5uGuXOZNpFzl7kscxriAJjnea/Xs8bk3W53sLS0svrwybNff/S7v/u7fzwaDskZJMMxIotK4IVFgPXMack0uw7V4GSstVxtA+aCLk7Z5rpGvFzg2O6FLDxmoYxO0Wv1OV+XeC1wnXNLS0u9Xm/uuNNCnjW/Qt/P9o09pzuE2fg1/S0gMxOaWsIYldzEzNgCyNULRBJit/ehpB23Vn+pMbaGUQjO+811217YBZOdqIWdalbhZv4AACH4qqx08dVTWe6cc67T6aguU7+pl6tK261V745wFAQ0xhrrJpPRwcHRzu7elSuXFAas0AliaUSfqOciEY4VICAZMlYH/bowF8X0+fb2gwcPDg8OCIFjRDLGmBhqKRsDR46RnRVdx0tfsQCSseKaxZfIpDF6cgvwAnULROpLMW3Y6U2WqJoV/VetsQYaY2KEqiq/vvX1Bw8/mBRTSwgEHMWqJElI2BwPx5PhOJTV+PBkdDgeHhVG0Fnby3MBGQzyjdWB7a+5XgczhMxy9DFEZkSxEuOLFzsH+/tFUfS7PSAFyPBkOjk+Hj3d3skcOkvGmH6/PxgMBoOlpaXB+vra5oWNy1uXLm1tbm1dXFtd6WRkCIU6Ns/IBoFp9F4kIAoDQwpj8DF6EUawAJHZg8TGsYEARsfBMsdnaCt5TlXMi9K007P9drijlhfUfIcoy3NEozaFaVGeDEfMGCIrMERqv14NFFaxZ535yHrBt0iXclYzA9sdynpDqqUCVKMJmhoFG7JYCyagMmOtDMggAEmdh1oW1e3bd957790f//h9XX91LxkOh8+fP3++/TyELO8Mgg8hMiF2+p08643GB/fuPfjtRx8DhA8/eD/LOpZsKL2KCYFBBTAxBkPIoZpOxtPpNKbQRz4zjaXxF2qNq6ff5rAss82s2XATuat+sSAyK+NmP5PZMKMaHhhZIDKTc/ovvfe93BhL02JSlFWIYlxGJIwQY9B7qrk2FhgnzagsVTKqHcfmwbhgIlpw4p+qiTHxjIVYOMRYeT8eT4rK+xCLohQgYxyzVFXFzAYplSl1VQCKxDN6QmCJyKQJLgk4qc1fRJJ2ZCm8jBDVbuik0XiMbVpF2xmCiCAokBj5wqwYRZtlO7sH//Sr37zzg5921re6m+tVKGwY0fBw8vBRdTSMWbY3yG6Pj26NjspYvUEXlqr49O43t1//9PL6+vf/+I+ysuQQKdkqfPBemwc1gkPaqViwaA5vM9zmQMftXswps3jbGCML/61FQqy76U3r1xDpXmqMFZeL4JdffvWDd9/9gx++b1zOHKNES4ZQ60eIp54oNj5ClVIl58Ms0pWIJAXqiY7TkSjLMqmJ/ro7MwvinGZM45zrKLS2PKFBPS/iIORUgsbcInXOEBnngWiz25UQWY+zSIasEJMhScQWBtOoqEREW0VJ7KC1AaKk/nQtnl3QXiZydK0hqZcMfQilDv2sklOVF87YLc3ZNH53Zdzr9f7jf/zv9X5oV8baq/Pej8fj8XhcluV0Op1Op0VR6MNC/RVjDMXUl4WmM+hX4rkmIFN7dokhpGNh+9QSI4MAEehMXMs5RHI2s9ZZS5aQALU8cs4tr6yublzIe/3Pf3/z4999WUUg50RsUQWM0YikAAUiA9Qm4bUF+CKiGhdusxFrRWOzQabDoszhOJpPq8mjavqj7VtuYcNmZo280kwK5ljnMEFVVZ1OR6eHKysr/cGgWac4xlB5Xa2aUpKIjLPG2uaJaY3IzFVZRgH9LU0PwFgLHEMIeWahPvp778ui1FMftgYcIQSR2D5naVe7OWc3i4sSx7CFvcRWu6iBChERSjLJGWOaXm8qBBgabmtZlmVRFNOiWZ2ttXmedztd55z3vizLyWTS7K95njtnierTjiXV5FnnQoC9/cMnz55dvXrV2NQKV1Cu8IyvTFmGwJUvFY+aEfmyZECXdYT5+Pj40aOHxycnzNFZwzECAxIZY6nW7alVtyoq5zLM8+l0qqPJ5jSlzu66kpstLIjN+KJF+AIhi3ry9LEy0Th2kGVJge9sjFFEcxCistL29vefPH3y/Pmzy5cvozHCkazpujyyGR4Xjx5sP7j/8PGjp8fHJ2XpCYwj1+10V1ZWmOOFC+tv9dfMRmZsxzlgAQS0BiNPDJhpVT7f3j48OgohGkNoMhTxVZm5PHe5MdSsW8NhcXQ0rqrHOvfo5vnq8vLVq5ffevON733ve9euXdraXOv3e51ON+ugzbpVOY7VlH1ZhpJDJewD+8AegG1GxlIVPQAbAAPkVVHqrB7G9WrXZaS5cs7ji5+FsJjtJrOlSep9eIbZwU63V1Q+BMYqFEVRFqWAKcqyCqGXd0MMGtKmKSpkjLEkIlzvXpRglzPuew1hmAEQdQrTMHgQSRtCVaz0qNzOa1AVgTHYTvqoA3QsCYqQCOmOoKoVQ/Ts2fNHjx7t7OxsXFh1NkMBMGY4HL54/mJ4PMw7a8aYENiaDBEm48LarNMZBJ588vHvrKMf/vA96zok6KtCoiBQ5jJDCBKBY57Z/b3p/t7ueDyOHI3JAnt1ULZ1INbZGBNVRr0EyjeIkeGlWM9maQ2B655+vSECAKExtkbKqb+em4xVXV0FMMQQIkzLUJRh3eaGhBGYI6ShRDPHpgXca82mAAAwQDMSrTQWT54fRpum19V+WNN+ISJCqx+1D6EoCp0ye+8rH7W3mMazsy5wquoMJfsNS7TGAVkR8eCDBN13dFfV9kF684FaetRTCJfUQkM9digbU/3QjVKuWccSGYkIqU5FRhSREPzSoDsanfzDL3/z0z/7i+Ubb1660JU4XIqjzI/HL14EA3Fz/aty/MmL+0fTyZ/94U/WxUye7D599Pyf//4fcHnp7f/qF1QEjASo5YEPPpAkyZ824wXAGMfIHODbruMAACAASURBVGM7B7vO3BbGxP/T0L4FWGoTpdSk5ywEFzfrQNrBkciaclqFGNV9pduitVZ1bnmeE1IM4auvbv3xo6cS0dg8BM9RECkJZEEQDOlZ8Sz8QMPWlcaVh/VFyyIA/X7POqez/aIoNFSp0+kaYzm2+QGEKHUMxcLZG+YOeOfVuahpa5rumWYneibQup1mSrO0Y8Xz5JzMzDGEqm7cNlCORv4riGBEZ2syE3wgipCQTkRrPk/tWxVtocgp7BUis0TV4SBag/VKyyAxraoyN8wJ0X93ZSwC7FlECCm3eWayXqe33F/W1nBDnImcusT6Ha5RCfpN7wtflSEELYu1gK5L5LIpo9Vcn2j+IYbgqyo1qvUvfFmIQGSuKp/i8QSKaTmZVADSybIoGGIBWO4eDP03D8HYw5MTAMiyTG3DWdYxHDFGbLVoWk7hFCmnd8hM7k5Na1eaxt6ro9le/THYTiaoycrtwCGtjDudjrW2SRWPzPoWtaJTlQDfUuK/mgyaaj+QLjp6elmQZDU3wGlhVpsv1nan4ClJcdPgrskqM7xUW+ORam5jmVkPVCnroe4u6wfXKLGqqpoW08pXasLLskwF1QBG7+KEEq4Vgy92dm7duv2TD3/irCGiXrejF6+1WadjRLgsSz299zp5iAxEiOgyJ0DG2qoqd3df3L//YDIpAE2WZczN3AlqkTolgnH95mdZpq9uOp12u11rjTp+ID097UhA0lxpM4rSxEeVWIaIsix1tbW5wKJYqDaJvB7p8snJ0e3btz755JO/+Pd/Mej3RHg0Gu3tv3j6ZPfOnW+/+vr248fbRRWJHNnc2Lzb6/d6S/0TLyK9g/G3+8fXnjx/683X3nrz6lLfEQIzWHQGbQhhb29vMhkDSOSoci5DlqOIcAhR3wAAcVmWoel0UovFEBUVP37yYn/v6ObNu6trg42Nla2trcuXt7Y2L6ytDHpd28ly51yosJqGahqKqvK+FImdqtchY9UTbJ01FghDkHJaZnlOFmeoslPcm5djSlvWW6yjpnHWdqIZe0sAmHk6nQqSMSp1lRAiEJGxZFzTuE2fK6mEAJRtpBhyJNTM5CbcR2hxuFQDeKCNFmjqXU2IbMZK3MoVP3UnIkDbnojM7EVijEdHR/fv379589af/PnPe3k3BJ6Mp3u7RwcHR2gMkdGL0ocAAgYhsgBg5nrj8eHjR9uffPyF/Vl+cWMjyzrFZKox8hqpoF298WRydHRUVSVzNEbaAUaKg7TWDgaDLHMxxuFwWBTFeDxuC9VefTld6HipJKl9DbRd3akuBw4MkSG1X6zl6H3gEBiRjUEgAzGcawxp18lncAxogb9ZQwplXkPZol5KcFlmbIJAJc10/bk2xyGUlHShC2YjmTOG1ciLtZu8nS0KgES2NiOhvPJGRtSEUEFzpD8T4KD7oyXDgAjIkR1YC52K469++9HSG5c3v7dFcSrVOIYiW1/ao/jp7uNbuzuD3uCPtt78AdjqyV65s9ct4v7uwa37Dz77+tZrly8v9bJ4PNJbW7WFqVODxK0S77uvilPFU7sddtqBcF72R4hMZK11ngIRWWPU2a/FTK/XA6IYw/HJ8Kuvvv7nX//mvffe6XR7VSGJwwDRWTNrubE0PqY2RPVM9KQwIycBRtruGUOta619CLaN3zmn8MDaegNa8qZlZ0bUxaRokjZnbeEHUjLoUdrqRc74pZhYnTAfvfSSK1DTcpp6ujn0zmDVzX2Ord+hx5/ZX5IhEmMsgCjxniWyvihMJoYYKuazaNIvT4cOla8VpNoRN2DTSUJAFGYMdbJ2YzIQllg33lgic9ACLnhfNc3nqqqasjiEEKPGvgtzZPaVL8qiLIqyqkQkel9Mx6pynk6LyntfBR9CWVQhaLgxVmUxGg59iMPx9Oh4qJgoIkvWsiADZVlGHDEEmJcBzN3YNTuJ0mSkNW3Q2x75DIbL+dLhBTHDgqVm8au1bbTb2A2/Kc/zvNNR/YYiErSdr2tfO20OiRThf+oFzhl4Z5ozheAQMYvqdDWhbUYf5LNHgYs7jcjCbFoWexLn4rTatnQW1tyiBmWvz4SI0M7qckUEalu9LMsYoraKO7mmRvNcE07quSaDMWZ/f//mrduTolhdHhhjjbVKbzDGEmlTzaiMITMGQ9QwUGMMkiVjJ0WpUNjJpFBVqorYGlEiJZeVhv2KCANinmeV9yF4X1bWGmNya1xSAFJ7yp8CfwRIcVTpWAKChCaN5CD596HWZNYXqyHkemxdluWTx09+//vf//znPx/0eyKyt7f30Ue//+Tjr+4/fPx0e2c4KrLu8vLKRncwcNgx1APsRG8FZDQKh+XB8SQcT6vjyfTyxaWL68ury31n0BCFyu/v7xXF1BqTwMRELsuihxh9jEGNU5HZgCXjyKb0BATgGKbTMB4WOztHNqduL1tbXd3cvLC1deHS5sbW5trFjeW1lZ4zgmgoy8lXEn2ovA/RhEjGCOh8TTUvgiJERpV0sW7TQopQamgTgvPz1fNcO9gkBMz+H1DCA4EASOQQo7HKugIyhowFNIikXouo56T0eGxTytXljYxzjE2k5nLFWb9q5iIXAaK5iZOWPnq/hxAaSPyCfyjNZhPzkgAIMb0zgeN4XD15/OTmzds//skHg24PyY5Gk/39w4ODE63yEQ0ShSAQhQg4CgBlrncSj55v7/3248+uXLm21F9e6nWLSQEClMbKpFf+aDg62D/wvtJhNlGyQbUnIdbafr/fuClGo1FrscDTSITTxPdZwDKqe0lOFRY1o7rl39KUbwEJUabTcjItkhhTIxt1lyVEIuCW5k3R463YAGlG9TjDUZ73PCWdrRY0NLPMF2NMDHEynhRFUatKlMVRcyRme1IiNREZFeUnOU3iV2BzXlLWlp6IKHWXZ8vyGXEJ89tZ8rjVzaPmMlNfRwPaa+onLcSVTIBgDWZo41dff/3G1zf++E9/vN4RiqGM5QFUD0eH9w52Bfna8vI7/aXB3uFw59ANy142mGa9F0fH/+9/+fv/8Bf/dnD5ci0yBGNI2iojUIWsyFme2voy4zrmQhYUxu3N67zEmdPdXGaBeV6Vti0IMXOOiLSFU0wnN2/d/odf/vLSpc2N9RWyjkMptXQCCaGpPJukxHPGI4u9rdoabq01bLRXHUIQAUIyZs5+MPsJuJCoMAulBpSEvERBlamwzEsqpA5ag7lJR0pBUwwCQ2ueMUfXmK9zzl59W2AJmSPTt55Ga6YxR/ZIU5f5yhgNIqj1Ke0WUqufAIzRZpTOQ+qkcXqFpA8RiZWH2pHUvKSFvNVaRZf0wamkAzCAhoxxGVlz+nC20LNJ4qQZqjM2mg0RiSGUxaSqqsl0OhxNRqPJdFpUVeVshkgxxuOTk8cPH35z505RFD5CXgWeFAaQyAiQIWuNzYxbYLI0t7Seg3WMsiByFUFoibGwRTZZuGcW6uPGcNb6UXKeLa/99i5MexvhHRH1er2800WicjptFilNLWloHtrzjgocCsG2NBWLLr1WcUwabGCthBBjnEwmk8mkKItGCy+p7Up1z3gmGsYkUpIW+aUtX9MsFmwiDL/rWD9zHTXd6BkATueFMerstdvt6kB5PB577/UtagI1mJMsJ6j1tVENsmRZfnh4fOfON8fHw5XlJZvlMQohWUtAVJZlDMFYZaCiMWQESNHpNQ+lKMsXL3bufPPNZDpVsFEI3DgJCSOgEeOsEUIrBMARjen2OjCVEKvKlyHmLG6WQUU4A3IJccKHtdE6IsyAZAitsU24SfOxUi1GQzSVL3W1JcCD/f27d+/u7++vra1677e3n//t3/7tX//1f2Gh/vL68urFwerGha3Xltc28+6yywdknKSEpyqE6dHID2/f//bbb956feunH7x7YeMdZyxKDGV5uL8fqqqT55YSDNoZEwxWJcTIWHuGfBQGMUYopbgYazOxzBwlxDKW+4ejnd2jO3fv57ldX1+6/vrlN69fvfHG1cub6+ur/V5vWRAZIESJQlUQCb700YUIJoIxZLJOZiFluosW5are5rmbjnA+JHJGup/bhJpGBM241inHTPckBEDW+ThijJJlea/XCzGRBAUxRtaG5byRHwVSXJ8KNFBm+RD1ms6zcREJsix4Eua8+fXZvhV5RTQXR6pzcwsAQqRHBvVy6awm+Pj8xc7t23eO9w831taNyYbD6cHB8fHxyFBubIbGAVLdEEylrHOWTGf/YPjJJ1/86A9//PrV19ZXVnX9MkSWTGRCAWAYngz39/arKgAYNIhAMXoUbp94Ywyqm+x0OnomP+1CPs1lh3bPdb7/Op8WnMTotQADm96ec9bYHMTGeHJ0fHJwcBjCdWuNtQ44cqgSxlXjJVscP5n5t9M0ONZuilOBAtiasDVbOy70CRq0lCV0Ljs5ON7e3t7b2yvKAnGuz9LoTdXN7jQRPc2VWoYkHSGSBSAR8N57H1kYkbIsa3a6xkXzkoHmrMef2Fux7WxuF5HtcQ0AxBCi9wxMNnMOnj55/O3Nm8/u3t363usO6TjGO/svbr94ejIa/ukfvP+Dzsr6sDy4e99H4zrLvdUVc+3Kgchf/tVfvvHm5tX1pdUsA0TlRjFCVF9araaQ0zPYGuk1axQzM8+lXNFZX+2OzxnY0xp7lkY0qE6fwMzOZZ08M8aEyD54H0NR+Tt371pnfvrTD/PO9wf9PMSKjDVpSEjSJGlInQ8wx02TOUNnip6VxjBorc1c5iRjFtWyigCRbeI8GtuSpjGfMjjV06S0Opo5WFtN/lWeJCSIX32sI2iTXjXRTw/F6YSHJEgAxDO4V00Cl9ppIQsUPTlVIy9o+6V1oyf0miw4Q2TWdI+zE0EKtla1s54BCIEIjXPehxBSe9GY7LsrY0TMjQWBBTB70wORVu87fcQYKCXCK28RSw5cypkJF+21u1076rWrCcBcI6QR1pglRq5CNMYhURQkoMPDowcPHhwPx4cno+0Xe8q7ZhEyJjLEyIJgLIDIeDJxKJkhmE9RPrPLC62gqZfEqb/C+Eb+RTnSLcK2tN8flVL0+31jTSNUbW5yU0PNVJIPRMBRH7ZA2GmOpQsFPRFqap2+cK2MfeXnbiQ4911oqPf4Uhzbme+ztKQUC42KhUZ4opBWvizLhgzIIZZlOS2nzro8S9eMbq5aGafpszBAbBY/l7npNB4cDG/evLW6ury1eXE8GgLH1H+tldPGGkKJzbiFdH5CAjCdFgeHJ7t7J8IRELwPovolSZzEoIWsOIXvNPP9LMu00z9/OFysz867PDjEUI/Smk0oLdf1W59qJkBAtNaVZfXsybNPPv6k1++/9trVjY0LV69d23rtyvb2LloCQ1UIo/HUutI6sBYQDRmHCN28083XScrtJ99+++gOcrF1cWXr4trGWt+QDMfDw4PDqiwJUZilNnHogqN+ODKm2+mpzC0EVkIvx9SBIATjXDdzHexFDswRII7H/pu7D588efrFZ51Lm2tbF9c2L6yuLvW7eWYNrV9Y6vb6McrSysbSyrqx+WhShigkTBaJUNV+2lBpDtvnTeTPeJOxdl3Ld+ugQggWbX+5PxgsLS0vR0EgCpHRQB34jechUXVKjsm10Kq6ZK7pcFpXsPBatBfYuO7aK9vstzMt2GNSuAwRC02m4ydPnnz19c3B6uraxgUWYiYQAjRIFpAYGMmgndlTQpR+fznEeLB/9PDh0xdv7712+RIkDkfLVcY4Go4PDw6FGdDM/AbAzjkVv3rv9/cPxuNxv9+fTCZFUejH93JD2Gkt2KtEnmmhUDc4GbTZT2Rc/uTZ8zt3737w4Y+6riMEviqQCCU2yJjZ57gYJ65r49kb3Pwnzqe6AwvzCwYBAhwNRzs7O9PRmADyPIssLBJjCDEa0lpYf6c5VYi3WraaDSTcNH1iy130r9AELhDNmo7SwnvbPJ2EQSRAAxbRIj65c/8f/tN/fvt//B8G6yvBuN3DowHZDy5e/rC7lu0ejbZ3PUDYvBAvbMHyCq4tc3l49Pjx17/+xzeWe3/0wZ/Dwl5WI5G+WxiSMH4g88zvdqv4X7DLIwKRcOQZdjhxbF1micy0HE6n07IqgZBBquCRyGWZc1kop6fiCAFnndhTq72S6RqCI9eTppoyQUR5ljUqxNNVR02uToqHVwPLEkB6uNbFqccyOwnCPIg5EatAiAhBDAgIsTAJIgk1CPfmSmfmlIXO37HU4stJQ40PZMEWmH6q5hdE3Q3VtptwXgmKpXpOSHBNa9G6V1BTpPVGTqPgWj1jaVDQqUstjErvEB0UaCAonO6YnvaHtj/U5JMzRlcxg8AigGZgbLc3CCyHR8O9vf279+5/9tnn3967d//eg72Do6IsRcAaQ0ZVe83lrpYWYGTd0tp3RbP9LGR2tLuqC7jK04yhBcrEAlH89Ha1oCiQWpJy3rXrnBsMBqqsiLX4RCsoVdZa51q9cKn7Im5OPVIv5+1cACIyButhXKqMp9OpdqPnXg7MvcyzlpLFxnB7PnVmc33h7W1P6xpjhH5kmuuhihwtmmOMVVkWRcGR0aWlWcXrqoupX6BmUHGyYyEgWgAYj8dffvn7t9568/Vr1zhGjiHG4KvSkEEk7wMZ03gmNOCYjEMynqHyfjotp0XlnMZi1RZlbje/k2Q69RkQ9eVkWdYJnRZNT84ja7bJnToPZ5YYol4nxhhCBDIzqrm2D5kbbxehCVU42D/84vMv3377+zfeurG5ufXBhx8enBT//OvfTqa+KKeMmRmOMjsaLK1DEO1AIYpD27X5ZDQqi4JDWF1ZAZYXL553O5etkdF4OB6Po48GSV1VpGu8seAgRk6FEhIzq75A4SfpqaVZos6wLKg4XkQklGUxnY6PDo73D46ePH2+tjzYWF9ZW14a9LtVtCsrK0RmsFbmPeh1Oi434GNIhxJMdBtqf3BASHJGOXJWEYCzMTfOe7PbiKsZBMYYY8xkPDk4OGQ0U02b1/JFDZWn4DOAyKLRlRpwuHhMl7nJ8BmU3PY39YDcXC3tplfrtZlaw9hoCZNZ21qqqmp3d/frm7feuPG99QuXkDIAK2ABDSAJSNSOEKb2FrPEGFzWzfPiZHj86NHTp0+fvfeDtwWYDJI+UFgYgo+j4eT4eJiIovUAaqE0qaqKOWqycYNrnIcAnaE7q3tFWBcKOKcPaDzTGipXJzQRkgAjCCnABwnIdLq9Fzu7d765NxyOCZmQ9cmBCCaQB5wO7ZuvPNoja6zx7rOhfz2OhtMsiNZPS02+zLnBoL+5uTkuPR0PJ0VV+eB9wFYtwiF6EYkpSQY1ykgP7s2+CUrRtepbhwBt3tGr22PaV3vzgMjsNfK73qwb3u0cRtAAUATGvnUnO3ufffTp9r/7b1aXV01nYCNdzQcX+9nq/nC8c1AVhbm0ebixsTPoPTeQBY9VtRLii9///um113/2R/+WAXTjA64jM1u6eWAhmKmlTm/PbVzuAqltQTixUCufUbqgIapLFGsyZ8EKoqiKzPtKu8hE1Ol2V1ZXV9fWe72+sYBkMLmrm8wEEmqlldWssXT9YON8SFAMFCBJy4juj6E+ScbIC3YgxJYgAV/uOMJTnfcZalDaBILGdwUN0AKx1c5JlwERE6YU0frPKTXxTJcsDWACZh5arLsU2LLsw2ks59yRv5kTzKTZTYSyzlbU1MdR2+NIxpIxSCYw+/gK1DYQCdHPXs9srNN6y0VquhmdYoVKG2e9cI5pT5gau1W7MOIYqbZXi3Dg6KNH47rdgQ9h7+Doiy+//vR3n338ySeffPzpeDyJMTZ9A8/sxNabpCassbMGa22uXrXthOpE9q1xEAvAtQWZ7IKZt1HBviQMb6GYbv9DOJWKtGAZ0Ucqss2qfqsx3uGMcJdMtcyCyDGVkZ1OZyGvCGr3xqwAbc2RtC+rRkk9P8BsoNzwtFubvcJV0w+gtjW4dlvTeUtMmxzXFrcoBqDRUWlZrOoaTuRsVRibyWSiSR+EmkLEWtDHGGtRphYNRu/dRu2jg7AqlJ9//vkf/uH777/3nnq6YvBlUWTWgXBZjonIZFagPnOSNdYKGjW7I5G1BkmR2IYFMNZYKq7nKrVynSNHmUHomng/5VC2GSYLzcIUcEgqsCNVmHsfYmTnxBpTI5xU5CkAUQSMsYLIwiAxRh6PJre+ur398+codPHC5i9+8afd5bXRaPz5Fzf39497bIFtnvXFV2IDmkhoEBg9xarYe/E8lMW1q1c+/NEP+108PNi9cmnFQxwNT3xRCLNBNIg27YwMtYQgREVWRqU4iggQChGgkElXm/4F6yjZWmOMy7ogvRi9r4pJUYxGR0+f7vc6bmnQXVkaPN0+XFtb7/Z7peRlNFevZt1eHy1yWXIsqRZAAhLLbBopTUwuopwrM263umaAxnRXtJhuCm8hIpvlxprxePzgwYObN28K2aOjIwHJ85xa8Li5/ZgQUqhhk1w5o5g0xMCXlCnzIxfNRo5Nkmh7eWnpJilp/7R1hiLCWBuyvA/Hw+Pbt+58+OGLH7zzvnMdY3NBC2gVHBqZBSKKGAiAzBLLyvezbpb3Ot3+kydPHz58NBwOSdgZNAQgUcc0RVGOhuPRaJIMjBIFGAkIEr4gcYjjnKBufqCH530JkEAT5M5AimRFFKEZtBQkskAareiFygIEaIkyawFIgHr9/sHh0d1v728/fzEa5d2OvbC2AozCQKckkTKvcKqvFML2SUpODQyxJtTKqci8ZouktF6tr6/e+N6N93/4vpCFx0/pZDSeTJWOUOehSQwhBK5g1kQwzlmnC6Yk0Yx2AozokLEdozCHosdWftiprJx2f6dBNyiE3gcfYlAwlPoFazNoQhKRMZUVkWC8rGWd6WRy7+69O/cfbV19bdBbuZAvu87q+vHx9O7Dife8vmLeeXOP8G5R7YxOLobuMpdv9gflvUf7d+5yDMxRrWYK9pIUh4GqqKT6aNTIWnSE1/rT5pTBaR3FK7rVdcKKjgAlxqB5ZISQNs0YAjOgoCFEXFpevnT5yur6hs2yGApjDbIgSO2pVXCtmZkiJcl8QVMHeG4vUOkD6hJrjHUuy1xV+XbthJjmSK0aTdrBci0FrF60VGs6CBK1v30BEOhNxVEPmYAa2FkPSgSTPKwGtiTtlV4MRCIkRJJie7DWZJJEaejHCysyyndPgFoF8iJo4LTvWCXwUVMeVOclEFkiAxBmxpHNBHEyHI+LV2BTzCQocwi8ZJlv/3dzINAyaIGG17Il4IKGRv/XNiZJAFPLwlmEtX+AqcRVvXOn03m+s/vbT373V3/1n25/8+328xfDySTvdLrGaPILMEeOKBJirHwFwQMCoTHOmXbFdmry2Dazz/uL299jOItJ/C9Kvzvv8XWc3wz308atO+c2NjactVArs0MIhJRb61rd4pRfHrlNxHu5oqN+K9KE13s/G2vqtLcR6r3a2HLOvAxnTKnOPDm0CSHtcVKdMpMQHI1ruyiKyXQikQnSDF13Vj1JE6GxiWSUCGIiaKg+G4ghJxLv3bv/N3/zn4cnw/X11ffefff69Wv93pKwj4E1o5GIQmAlIjJA5SMQItm1jY033nrjB+++c+/+g8oH4wwEnjFP0kFhJhLT61nzF1UUXsNbUmz9bPlDPA8rRkTOoVpbmZlD0h2333tD1pCtw3WB0KAhBNrf2//mzre3b9156823ennn6ubFD3/0wxfPdg52DyGU7MtQTorJMLOZ6/XWN5YI0aDEWA6P9rod+tH733/nxhXCaveFB1/t7z9/dP/uZDwOlScQsoYRmIU5NNW8r0oWIOd0+oMI2ihhYKPbCxHHiCpJq4/BZeERgch1OjnAEnDgUBFyUUm5Nzk8eeDsE5e5W3cfXbpy5fr16x/+9KevX39jZXmpGPuZaf2ca2yhfXvmfcFz3o65+VmbP5tnubFuZ2//1x998nd//49f37wDxhwdHSutIni/cK5uMw2JqMl0N8bAOcX6wsTpOwe+59/pWFOYdQKo9ZFo9DlFZObt59uPHj3e2dkDtJq4hkSs6kJCZkaJBmIznShKz4K93tL+4dHjp0+fv3i+eWG5nztnEdSGIzAeToYn42JaGXIJlQKJ8VQUxdyA3lD7cNj6BF9RxoZnPvJMKQtzrNlPSfxjsw6SPTw6+uWvfpVZuf76lf/uP/z7cjoOHNLuM4/LlVkZyafnvvN2IZlDnpz5VDERShAEOI5Go6w3uPbGG2+88ea39x/pOqz4Auccx5CKENIBY4sa5D3H4I2pSm7A/9Y6ZimlAKiYpQo+i+wYzrc/nf2ONwetphsdOS3U3LJILtwwlqhA4RhMFfqd3LjOhPlvf/XPG1tb/+aH769TZ3w0nWwfGNvpXL5Sbq3eDMXN4fAwytWNraVpaQ+Piu09ssz7k8nREQGQoaRDAwgcVev/sntCZn/wrI3vX6ajmKuOybmcekhE3vsYfFkWIcb6qhKtJSfTydNnz/76b/76xpvXL29eeO3yZsc5iGE6HWtbrnVBYH3J8OlT4Yx3BADASABELnN5np0UI11KyrLSEqjmkFDTU2350uS77qNzVqPk0pP50pDn5A6zDOZk9q0nIk2aMBGSEHH8DgVMM+pvymCc02/oTc3wUvVm3Z5HAmJpItOVTGEgcwSE1iLZMvBwNN7e3c2uHL6CAw+AkduJZYsFOzY3/2z7xzoGAtumQYAZBElbuK15JbWR2pRcXBAjSyPjAURBQmtN3sm3n29/8eWXH338yeHRiY+cdXpZlhlNARQRjBpfFpmbgGwAFo7cAmi0Wy9N+nmj0Wxe9QxjmR6ZLJALGTmnBRXtocxpTYXMu7NPiQqwrRjTn9DpdC5dupTneVM+xhiFxNqOtTY58ZnbSPaznIJzJ8JW45wQJUbWQ7lSq5sEgXp2mayr37FkYMvEgITfFW6yUBwrp7B51U1shy6IWJ9nkvlMmOrf2Lzeunmm+pDZFAIIeJRpZAAAIABJREFUWQRFDBmJ0TmH6KrKf/XV1/v7e6sry0cHhyA/v/76a1FIRJxLnV2W5k1A7yMatLlbXlm7ceN7P/7gx89f7E4PjyJLZGFOS7Ch9PL1uVHK09SEIkYBUlc7M4coIAQIpgaANNMXSTEW6c4RrMV80LhAFHNQWxNmY3RO0jo0ZEVEohwdndy7e+/W17dfu3LNGbPa7X7/+vXPNtYfdZwh6DiDEo4Od4uirHxlMg1ti8FPy3J0eXPzrTeuDXodh9ZsrPWd2R6eHL14HqsKWJBaUqgkNJQk+U1qEtL4QBAQ4MhMzIRGBCVtrEiolXHigokQkiMEACdgJAFvfDkJACVRsXNwcvfB01t37keyrtNf29iwzkmMIjPza8s5DqnP2Jp+n5nGLnjKJNpax2a3QA3G2t3d++g3v7l37/6LnV006Fwnc0515As/vLmXEZEMCas0MOECGhWStHt3coZ69fQga2EAdcYRVJoIClFaCpIAMatvjICFDw4PHj56/OjRk/WNLedyJKNooYY7CsCAUVtbSKjJHS7rDIf7O7u79+7fWx68vdZfIUMQ0pz1+Gh4cjwqC2/IAQGjdsvSXdkG4wDMf6e9SsEZ4iuQ+k+aVapFM+matEXYXntnfgPmGIMGd9fLo0HCvNMpy+o3H/2WwJ8c/+Df/NmfkkTmxM3D+XR7VaVhS6zXdsTjWQeV9jZ6StmeGsEKcCyqqmNNf2lpaXlJhCeTsfcMIoYIyVTBa8MCTXLbzrpMzFEAInsAnSzFtMqhsTbLc2bxMfnoiPC8E7jAd5lF2p17rZJr44SpJ4+6ailuEgUss2NhY8Ygn3/5+Xvvfv9Hl1/LPE68lAydCxeGF9ced+xXh3sl0WbWuVwFd3IcDw95NEFrxwejJw8fRmbrHNdSb2k+Y0JjSNOfsc6HaBBiWqHgKbn5aZHxeSXyaTWUesoJAa3jGHzw3pdSj399DIBgrQGylfePnzz5v/7v/+dH7//Bn/zsw9dfu9zp90NVhvEJJmWwMlCQFodTIPWCpXhBjWwTAOFoyICwNWSt5TQJ5+l0GmOc1aAzzUyraK2zus6pitu9y9YIpPGBzkvtW0Y8rrtAizwKWIBS1DE9rXsBpV34avg08Klz5txVKedP/WYPl5qzSQCMPOtrK4zSREDPUhbleFoeHJ8cDotp9QpJHy2b9OIxYhZ62SDN04SJZ29CWo4bfYm0WTY4Z+njZmlBgVRzErZ2emGOxlCWOZfZp8+e3vnm7tNnz12ed3v9fm+gDUUAiSGCMCrJzpC1ptV2ZVZVFNiFcraOy4KWX23utllAn1KrFGgza9qE8AVa+HlipjkyTp2/pzvSAkmj2+1evnw573SavChV5ljnEqmtjXfg2Axrkxuj1iFQq0eehh5GFzSd0UeNZVF+cLMWzOWdYuIBztam+rpvasHZbdGmVJzfvZ4/ZoAh0yRj+eSsjoYSIagBLTvjtDvV3labN7yVSqWgJYohikkFU0ppiXFnZ/fhwweGqJwWmbOXti4a0lGz8b6MzMbZ+r7FEBkkkpNef3D9zTc//MlP/unXH+0fHvkqsKTWOs2ShxSMYp2xIhhZYowotRGEBZPeVKW6oEEk2ljVuXoyLDcFGQMmPBrWvBFBnPPF19ukNP0DZvbBT4vi4cNHt2/d+cWf/mKp2+uiubK+cXlj7cLykhfbX+qhNccnBwfHx0fj43E5jDFIrIArI9XGxvLlrQuxDN0cN1dWHEUoy8nRkYRAiIaMNVan7mqIQURrTZ5nVRVG04lSp+rjQGSJIQiCUeO8wt1BGFOrw0TGwBhLIUQQkGidQ0NoHQOxXgKHh/ujF/uPnj5fvXjx8mvXbrzztjVWwVKalaPFaKPsOq10P1v1hLPkM4T5w329EhKRcvh88CfHx48fPy6KggwBQrfbtdYlvWzr9FtjZROFULXKzFGEzpgFziwlAjInOl9QbUFdG7WJ4K3zQFvkqj+L1QOZ8qolsiSU2slw9PjJ0/sPHm5cuJx3OjbLyqmPCQWnuMCafEhinFGxinoUjo6O7nxz++23LsnGEpFlSYixw8Pjk+NRWQTbydFABBaIliy2Kv4YQ5sy27Qtmq0XUy4pzXMwIRHokhJFEAgXEBWQ+nnz/WNmTWhTNaRoHAB0uz1fjr/84vcg3iLcf/Dw0sX1TuaCD0mXDDNlKtQspkYHAaewQgvTs6arcoYLtF5erSEQlLJSIgYAlGU5Ho9EDJJGiqKIxBCRSBDJULsybrrs2jUAgKpKcHfnXKfbJWN8VQlLCCHLsvrJw1zM2Vz7SxZATMmVjiBQyw5r14oeBbMsc9aiwvN0lwFEMDkaCB6dAQOPHt+/9fXX967diIU3NgvLS8XlrUcZ/L4Y3Ts+ee/y1bd7S73tnbi/V5ycxChg7PHJ5NatW9def90a2+xBRAhkdMMxxrJESUVwrQ05xfRtS//Oo1K8pDKetZnVnsYizMH7EEqO3jZxpD4IoMsyl+cxxu3t53fufOOL6fVrl12WdweDaUGyhylyAlLxQzC/IiEIIjf6TIioDnAAiNGS4V5UlLLeOgnQFHzrBmnqzsWDZS2ehxoRCWehXZKkV+bbxthoeLEV4Qmi9QAiopDKmlK2rsACgqIB6Eni9gvOZqvpJp9RYueeHs5fkLjoBGwHNYmA6HEiuVqaZBxAEiQRCiGOpsXxaHo8mp5MCkZns+4rVcZgqBF0tAFH2H7nYJ6TpyT8BPkBwwuZ4ItWkmahbydutOEvIhJiKKqiN+hnWVZV1dOnT7e3nwGBdVYAhpOJXqMgTIjWkCEkBAegSK/6mgYOidIWQiJHfuddcdpG1ixmL1Ejndm/+dd9NZrabrd74cKFLMujiC73baIZvoJgo36rWxjDpP6ZPUArUeXlaZHxnb2DpvFMSbfUYvOdFtW9gt9cQEIMxprzZqPJfYiY57mGygDAoD/QJLyiLHz03bxrjMkyq8oTDRIqi5IjRBKRiBGbI0eW2aooP//8C0P4wY9/9NrVK3ne9b40xhkLDBxZEIGssTkyQwixrKpur/f69esXNze3n+9MJhNES4bqdHphkQjiCJ1z3bwDYCKD9xUiNRd5W139MiNsY8WLLK2DTe0tPQMaYtKKKXWBiJ55eDJ8+uTp9vaL7tXXBnmna+2ljQuvX7lyPC5XNy+afHA4KqY+FN4/fHofQapiWkyGP/zBjZWVpW4nr6bT4bTMwK8vdavhaLh/UJZVDFHXCM1hMaQUaiJr8k6HRbJJPppMKu99KI2xCEKtNDEFaREgp7fEEDowxAzMGAUJnbEEOgIyRMACMQIPllZc3vGxevr02a3bd27ceOva5poBqapKB75QhwI0J6XTav7FblBSaGJNEKrxsAnHw3MlA0Ce51uXtn7y059OSwaiKkQkzcGqssxZo6OMhiQTQqCa/xo5xpdoiE8/sbOUSAkh2MyI1Ix7+giaguKBAVFQ1EcvgJEBRIgAwYyLam9/78WLHWNsv7/U7fZPhgcKpffM9U/Q64+ccwIYY6y8z7OsmE7v37s3Gv2EYwSIDBEBY4zDk5PhcFRWle3khCQIBOK9V4KoPtXkQEU4z27xLxl2nx5vzsUf4jz3xhjDIBwCZcYaE8kUVUngd/d2f/nLX/7Xf/6L165cqoJvrKX6ZEKMAkE51o3rD1tuioUeZNuqMc8HOt0gFwDIs9ywlMW0Koq6VRGMBWNBl31rNRxIP/TUpjHGutQiMTGlqaJ2NzSxqB1T+q/bhmaieWz1VhC11NbzhjUGrDVIjGlSZ8Bkhga5wRAZGTKipf6Tnee//ei3N8rQv3ABOt3bXP527/ChxGs33t4S098/yR49hWLoJJh8yVzY8mA//fTTbq9bVlXlfYwRa9SJbgcSv4Oe9Cq4pJfLDheciCAcJVRV5X1pDS4vLxNhVZXDyaSqKj0yajweGXKOmENZlKqDhLKKMVqD1hoRrOdsdf5zPfWXFAMi2jOuCVEgIeqrt8ZmWV5HxPN0Oq3KSsWHKklPccoIIjqYmil6aHbUTG5RBp6rHGpiBiGDNIDwsxERiEbOyj9vC/OlhZRWsd9pKNMCa+KcwXIDV0Y4nfo939rV7PBkkQLEup4JkSvvR0W1f3R8Mi6qiL3+0uWr19+88b1XqozbjsI58qfMETxmi0JdR0uCOIm0Wi+zFzCP4qCUYA1K0UDthBGhoVoiZ8F2895qFeXuzW9u3b77/MVOZi2BxKryIWowOIGwir4NabPNoDUmjRuMsZJx7fmBuk/cdFEbXYpJ5xkAosTIb3N1AFEMgbEC4svS19RcWaAzxCgcIWUwqP1Unc7aW21gAykUScvKZAFMJJoGAohIptvtra2tO+s4xFB5Q2TIWGusc6hNrPqEV5vYJAlt01UxoxEnnRpoi1JxAQIQQ6xirFhCUU599ICaaIosUEdE6xOl9vKvfnQ9vKshRFn5ddKTNJS/hOATrityFGXok2lulCig/fAQA4AQUoxBDUNNpGUTh9OEHVhjtR7yPgiAs1mv189yZ50RATKRBUTEuVS4MxMLBi+6zGXO/P+0vdezJEd25nmEe0RmXl1aAIUuiBZowemlmGnK4ewsOWZjY/uyNs9rtvv/zdL4sBwuOU2C3SRbAmgC3dANoKpQVVflTR0R7n7OPhyPyMh7Lwpg224ZDAZDqYzICPfj53zf7xsUw8nZ+MGDz46Ojm7evDYc+uVy4ZwjIE3qkUBVQmQbD0pESfVyMTk9iU0Nmqwitlgt3RB3UpezQIweC/t2HPkoKdVNjCFKMvG46Lr7uwHp3MiCl1alYgAAVU023TMvPGaGvIKIZvg5CCghLpfLR589+uXbb+1vD29ev8alw9Kp40oEvBvsbO8PRsWqxvm8qhagMVXTZjHe2/ralf3R9pBjvVQUdXy6Wj0anz06GVsQD9hwHMgStpKIqDCgS4qITI5trCqab5GZU+y1QDD0ece2QVQCRWrnfi3XB1FT2wuISdkNCmBt6Pho8unHjz/95PGN/e1R6dXC1UCREDSqqSERNJEI9WZe2AcawTrYwzCc2nYirW3febRBwUJdMcRU+MG16ze+9/t/8OjR09lsEQVOT8/q2Awc+6KwDJqypBhTXTeQM4q1HV1RRvdI8uh754SOg67tJE3X3oPNQIMsZ8sakJZLZa2dNZ4RIFvEEZAUEYAN9EqQFKxeRQSYTc8eP34wmZ4OBu7a1b0nTw9Foqqg2g0gEWrnaZZpgkSeeVhVq6eH09k8NckJloKCKI02R+Mn8+pMsYnSsBaIBCljkXtdhh4ZFbhV4nXNfiRyzGxBJ220m03qLpn/2y1DhhSTigokZEACBUFm01NJFu0xEIMCijIQATKVo+EuYlpW8tOf/curr37r9t3n2JWIYl9UtskZuFdNs2e9dyFcC82wl2fad3S2E7zWcXmRYWoNQUkKqpJWVdWEkJKKKml+VLRtPNhUra2+LZO+cM6x86zI7IjIO5dDZGMSRJD1dLS/AbdUgI6qca4D1peBtMQAbMcwBsZBEZWUEjUBkaAocuaOqm/QAwnjSlNFIqTDAk+ePvx5E4ubLzmnhxrenpwtEG4Pt15RunZ8XD554hYnEYF2dkc37h6Cm0ynzVv/8pWXXpiuZtFhQ+oQCdgJo6KqxCiWcqYpdconAUk2O7N/DJLYC17oBE6fY0vozjz9DB0mRJVg4wznnHMjx+S8r6rVchWqKjgunPfel6SEKWJShxhDXK1qERJ16AbDnQNNFWhQAXLWVLL6x8pllZw007IbsmoIQEEIBSkBusGgHI00Ro8oqpPxSVXNU6qT1HmP0Dw8xPU0v2vtUScR3CTh9AWd7cTDusJmnDGBr9Ep8q6dB6RKog7aZRpy6zeZ4b3rELedgn7sNbRcd1XMcmbZsLdlxYa1KLDTd6xtbSJt+WM5MPkYZwQPm8oSOSRuklRVvWhkUafZqhkvxA+vHhxcv3Hn+a+8+PLzL7/6xZUxtpjm/vm7f6qwRKuMUOg4NRm3QWvd3jpwpV9da/fzeSQkIim1U35BG/0hqgJzUQyGwqOnR0++/9o/vf2r905PxgWzxiQpSBuDh0iiIIiJCBULX3hfMDvDOnoqyIGiNE3o2EBWuHTeTTAphyYry9ZHgm66KQoERgpQFSuLU3c8gaxuNDGQ4T9JiQHyMb8delLGeqtpw0GAkTtC4Trjh0iRkioRDwbDnZ1dx1zXIcU4GAyYmZjYO2TKfXoERYhiiAT13hGjhRIaEF5EOk+hbRFArABACVVirJIEhVQ1y5gCMRkWWtqLsn2s32InRIdIgKSZgpj9oNofwWCbFJBENKlyuykkAYsTsrBEVU1554SYokhsK2ybz2ageDfVsSgT7/2gKDPSrQlFUWyNtra3d8AIUiIIhiURM2FmyYNoTEKEoMAF7+xsr5aVKlTVUiGSkxiXRJ7Ic2LnWFSalKxBA8QamqPHn739izdPj45SqB3lMaNuNEMZgFQgJlFUYiZHEoWAvPdJpQmhrkL250E+NmHvbtuVa/sfpkfoslqT9nF/QEht/DKriBKoJiCSlJIkQFhVyydPPvvFv7z50svPX79zJRW40jCpVyfLxaipC4RiNEiIgxhGpcckSilAvV3ozpBGA1okdWXhBv7p06efjs8enk3qEBiZCEWViAlZVJo6iiSOyfTZloNJAgSUXdWt5CaHjyILcJceqiA5hmwdiKhGY1NVUMPImNe5INTZZPX44fGDj59886svbI1K9i7WNaIyEUISqUHEOZc5/xtWHOzEXpgrcjAmQytdVYCU4XLd+QQAyYNgiIkFdvb2v/2d7/z9az/c/vUnzG58fKwxbG2V6AsgB4CDwUCSOBcQMcVo+YegUSippKQJJGreejp5PWaUxzrKrZP09UOt1oAiJlS0RUAwJcy7OLZQ/WRqTEDKW4sAWh2a43WTZ14u5k8ePzh8+tA5uXZ1DyFKCipCwO167q0skmQ7FjkuAw/rOozPmuksVQ0rjxJFhKaW+un48aIeA4coNaojdZCUgIDXFaFzfq2msCiYXHF2oQaMyDauXefAEeZkIUTJh2skxSRgeSKaUkwRFYuiQMIEyZEXhJQkCjATsgdiVmZkB05FmYr9veuAkiS8/auPHh+efT3CaLgtqdZUK0RE4EyNkryloQWmKPRQwes3tye3ywkhvSldfv57rCdFUvKiElJc1tXp2dlitUqiSKioRjXO6hrj9rDLpgubGCMrMiAbV9Z774gccaZYJtFNAvFmV28t6ujwzOd6Yt3Eu30yIaMqGcjosDHWISgimJcdMYoMgyJC43DlKFJUTVuQVuOjD86mV3YOFpU8nIxP5suv3Lj5ys7ezaMTfvAxj489q2ztytWr8fk7n3x2dDg+HYzPHj389GQ1TwVHb9B+LhI7ARWok4hDRYwidvwGwqRJIOVmQ1IQQXbU0qhytPIFgGxXELcPoOHas4EhH+RSQCJmYi5tMBVCmM3r1apJCbdG22VZMnOKUUPCJA65WtbHx2cnJxNDKBZbB7EehzokAPskRt5FRPZekmgSe96sbQzrkhUUkxImIB4Mi9FIYygIouhkfFKt5iK1ashqeMIUkibtJJTtvLgFEGMH9GAAt2F10t7ZNedzmFvMzsa29iQRUZAsoCJKCIKmhVBDKEsSTUk12VTfTlAtRoP6y2pu7SbL5ErtGZMAMGnOIO4v4B09PedXg9ihs32ItVEgZue8aWOZvSg1dXW2WJ0t46zRVaTo964999WvvPL1+6987c7d567duP0lHHiao+0vDvW+PIqhDdzTzZm+rPELraRXW9dzTKn7q5g5xshEV65ceevtt1977bW/+Iu/ePDgQYyxScCEzrntra3lctkWnetcHyt/RZKtoc45cqDYy23Iu3SujPtgpk5F0Kf4tawlTY1QiqBqwGDLplZLY+bfcFx16eS0w2V0gReAQC3ltw0KxUsVFBciLtfSeDh/TOwoEPmpFSPQJiGS1szw5X3i/x/8MIXABjnrwpikS5lPSaq6tvF0WfrRaGtra6ssy2W1CtEENKlLQ+tWt/4DGZownU6dw+vXrzz//PPbe3vkXTkYMYEjx1Q0ISpAURRRlJ335eDBZ4/ffPPN7//93x0encS4ITvB7POkvvyDnDs3vOuUMP2w38s5NJeZri6dsHd5KBlTTdQf0DdNPR6PDw8Pp5NJqOuqWi0Xy+VyUdf1ZDIR8Ioco9RVVTd1ASmmWFXVkydPT05OYopFUZSeqW1GimqKiRz1IJrtkKxl0rWXb1Ng3z17VsF3UuBzopEWR73u8KaUbIjfT5QkosFgMJ/PDw8P33/v/d/5n17e3xsOBoMAoGInW3XOE6DzPsaUxE7yeJ7CmPvV+XHLyQ4iAglVECTvEth1QBpFJj9QgLqqx2ezydnkbDwBwKqqY0pRkoYaSRA5A2QGhXcFAqSYqnpV16uqWi3rCkmIfK70BLLyRzccXf/aH5KvJTfkgfq0T3yGYqeqquOTk8PDQ+dH3vtcr4rE2LAnV/ih32qapm5C0zQGjnLOjYaj2CyWy+npyelisUC8AgDWJl8uV3XdWLjU5ygiLh/O2gNsCBojNjKzc+y929raAgBR8FTaL0gpqKYkFtFNIgZDdB1IIYSgit4PuOXtMjvvS8fO88D7EhCruooxIoJ3vqqbo6OjTz75+PDwlVde+kq9qlWgk/t1EWH90T2T60vsWkprvuHM1BdZ9IfC7WhHbPSDDDs7u5Pp9FfvvPezn//s8eMnAOh9UYckKoOy6DDpIYQUUy7vLFon829ijKlpAjObj9XYbX3J9f8fP/rJi1Z/E6J3LhqQhBAEMIITIsABlwUX73706/lilUS+8eJLt4pyazFZPX60tVgO/Wh39yDdufVwUPzkwafvLZcO4r3R7vjhk+PljAU8sQNqj62SQNSz5Uv08Aj9Wh4EQTIC5Pyy2UHcMoA5yaXayEwDitF5V/ZYqKY8rKqqrmtE3NraGo1GiBhCCKEREeec83x0dPSP//jDg4P9K1cPrl698p3vfGd/x3tyMTQiEFVSSmVREmITQmgaUCiKwnqqDFmHbPUfKSABETjHzuXGFECSlGzqbjIhK2Rs+SI8V5ZkzGe3yJr6rw+i6q2SaCf03iAki/rb1Lc8ZkMkRCfYAeRitzXE9oeKOufMCpuP9UlEU1brWmWMqRts9Ad6CMhrIW9Lek124YEQzJKIYNW3OucBWBS9H4UYZ6uwrOJ8VU+W9WQZoRhdu3H9+Re/dv+Vbzx3/6XrN2+T875Xv7kvRIw9Q+bVeX4/r8LTNq4Peynx2AG5218nSVKK2AJxu0pVREKKROwcN00zmUyOjo6Wy1VMCgLWFAKjFqxnBGtXZms7I2YWTZSVeWTlSA9AsRkhv9aDr3M7+5dsTNIkklJkImKyyb4yO+eg66n3M46eWdb0jEFr4fxGdUtkzEh7HW2nyXX9ZWnbfRHbpZVx/z+6gW3r7zkXU4IX15FehUdfAiaVBw658aZwTizfel6156XtWQR68PaOR2uN0nxyQIgpqiqj3SVHhMZazzW+9AF2ffAIdlr9ECIqeO8Gg6GZhJzzzMDoWJw0QQE8c0hBVZEoJZkt5sfHRyE06x5Kfsg3PIh9o2f/hbrwKH7uS3feGbMZFtD96dCrP7q/3qpM27esWl2tVikasRgtUJAwE6MVWRKkmEAsYx6ZeT6fz+dzy+9lgpiatjw9Ny/WTfL32idq5jMi7nNa+iez7kvpiAEXmS3tkUa6xO/MP/ZeRKbT6Ww+CzFtbftQ15r56hYglQ1T1mZsLTqZqI+bGjFda1VRtTVNt9/uummBWUcpijFJVTerqraBCrNDZFEFFSJKKSI757xzlr/OCiISm6bW1giDa3RPh77vZUesTd+X+rE3vDObBmDtDOFrlJBeEqWbBzgpVatqOp3u7Zfee0u39t7bHUop1hLa9ufaLGvNywawrpsQU061VghRqqqOIfV4KXKphrBb//pPji1x1pBr3fe9aEMRxxlJwUxmaA0xiljCAjJTL54IWwsEqBi3AQFIlXLbRpUw16+qmmJMKc3ni+VyaX0TIz8StqNB7C3WkCkF66aMzX41C+lwHQ+RH3FTPHZfhCmGRDWpEqr3RYxpOp0tFoumCapGJkZTRnp2reQ3afs8EmRzXs5ObrH0BECOOt9YxxvuDuFd3HQvr1qfobK9cETXbpU+l43Xsvio8SmqsoIk9egL9XVVq3dpUJwtV81yNmS4js3NpFvVolnMIYbgB81wN+0czFmfHD0+g+YAdTsSzFZYN0OkhTlXARpNjABMiUApi/3afTcrpqS1/AutuUnPkBpbFHh/0e7oRudm5t0prra0KRHnXFEUvbuN2ULFlFJYLJZPnz5drZZN07zyyisHO4VzRV0HU/pJykolE3muT7PramDjk7YQT5+17CKxBZ52NlarEDKApb9AtF2BVkeTvbVrG0XXSeoAZKqEvREH9om+eeigG3s0rgvafktuHdqh3SES2qFKa5zEdh0+bxHtnrt2jRYVUU2ZE4Om2lNDRbUKK/RFCeKC4DLKMvIquVWSAhz7crQ12t/bOdjf2dkeVnWtqf5SlfHnvSeX7oWfS7fQlr+dJ0rawfayJhIgxiAxOZejd7VN/pYUrVhbLlfz+XyxWIQQUhLVPBdIKTVNZCJmakslZmLB3L0SycPZlCI5R0A9x3q+BGYCRZG8WOXg2k7a2X8eJdMBOKO61YSMXVlHRBL7mbSdVrj3zba16LlRjhV5XfO6UxyqqmP2RVGWpRlaO+NgH+t2rk+f73D/ZxV6rtVNCFTuXmQzuiRtI1QVeb3e9zM+8vvfLolt1Ytf4GLs2S4v+hS1HV+ly0T81PtGjCLHLRIyWHuSkJ0DhBBDjCGJJFGVKO1f1Kvk8vcrIkA2gUVVrevm7Oxsb7w9GLimCezRocakIUYg8gAxJUHiFK1YMdVjxm1lLWg+97Xhoq8WAAAgAElEQVR3eM0n0Z41s3OdGjn/XIDZ5zlWu3r03GtnaYgtTz1j/O0vtslJl7MNAMvlsqrrlJSQQwh13Tgu1fzsWUWmFuPs2A0Gg8ViMTk7WywWW8N9IqibZCvyoCjYMfVM62uRJeC5BJz2fLcRMdBWDGSGit4uy32ES0fiMzhRp9a1ZmRRlIi0XK2ms1kTgvVLFBC57fGBRMsSyT2t9ZC4lU5qL4CBsrkHzVRgYpVcP7WGNqfoYtICSFGrulmu6uWqdo6RiJFsxQYQcpBiQAUmThjRmaGWvXeOrakH2NIuzx2HqMVQYi9F4pn2IFyHorY3uX1Je0ltGyf8tiZvBwtN00yn063t/Uz7YnbOWb5YSlGlzpkSgKYTzIknzjvnV1VVVbUImGwjJamrJsaEwAhkgEHtBeDk2K91vlbPkNJrErTVuantcsJliCn1oF2qmmJYVSubThi/3AiW9pIxGwiFVBmUQEmVALgtE7OoTxViys7j5XK1WCyZ2L52ZjIDTN9vp5ApoNi3ZYtsAhGoW4QVzhWiPVZgZ0NHXCxWpydnddWIZGc/M6lCVdcOiYhzWBOohftwfqgdkagCEYvkBael9OSVwTlnx+M+Y9Rm2v3CFzdhRP0MuUtdVrZ8MbP1ICw81TxoiVMSlQisUGAxwmFoJKoD76KGouADB/thsR90OFvUoa6ImsFgur0zQ3qamgWIH/BW0lEtNKs4hS1042QGXRBNSoxMQU2mA0AIJsVsG6ICCmQsP4JNEsVlQXd5jToHP+0Xo0TcNQT7XFE7pdt6bg9MSmx/DBObhWA2m9V1rQrT6fT2jf2iHDZNbC04KUZTkzrvpV3DWysXQY/ADQRoq5/3HjPLlELIsbjMjN2Ky6SIhA6z6kCy6n0jBGV9astNKukDkLUXgm6fCiErwKBvihFNCklSVMMwJTVd5yaHZf0H9jAYkHMAGcAqwHVNvG4Y4PnoHOt9C4FiC/aymXeKIknJGBSCSTko1SLLEBdJayQsy8HO/tbuwXC0VZaFIwSJGmvVL9Uz1i8c49rzcVlARrtnb4REtHqqXnnSIdq6So6JbC4bNaUkW1ujBPzrX3/893//2muv/cOTJ8cAUpaO8vKgyGjSIQR0rrAeRjt1WtPKUkqUuqi+/kjrogm6hw5YV7H5g4LAYjEfbY0GZel2d2bTWV1VCFAWzjEtl3Mm1nx8op4lb21u0D7m+aJO4MIcx5Ze59xwOFRNfXaHc+7Lihx6neBNwpdmj5xCVlMkMavxJkIELt6r3wCRfgHQ1u4HCXp7+bn71s572gZLdpc7R45h05gaJWlT54leixSUzZFfiqkLqiECUCR0g9FgtYxPD4/++1//zTe/+dWbN68RKjt0RAzFaLRVDgYJVAQIabGqVlUVYwSgVtkEso7G1ouHxjUNu8ej6P+alJJz7jefoefWLF/ctPr0wBCaJ0+ePPjk4ZPHT2OMdd3UVe2GZagbkQWQRyIQRQDOJPlyPB7/+te/fuedd0bf/fbu7lZRlgcHB9euXj3Y3y/8E2vNd3sGEiRJHVOl22C6S940HtFlTy851+Eg0zoUsyVD2fGgM2U756qqevr06eHh8Xy5AuKWjUFkFAjTgCIRsvTmOLxuP2gOqwYVYAXXO7QTaMpxVGZrVIiiUUAA2LnZcvHeBx989uTw9GxSWJ8VKUklAL4orE8fKaYkiOCc994zk3NuOCibuowp4ibKl5mkF5r6m+qw/rW/HZxzIcSqqo4Pj/YPrjvnBoOhGd5FmN2gLMpRWRCxCFZNrOqmu7HIDoAePXr85MnT6qv3PREAiWjVNEmBnLP4gkvTB/s7ZLcmDodDZgbE+XyOAEVRbG1vG2bh6eGhBVYHAzdI1zdFJLKPRHnCVgwGQ9tzVTUGazn7wQAH5XBQDp3zaDGxKTWxicmq6vzBHj169OjRZ855xy4KGxxyc43Khk7rJuOGF5D6qSXtifcc0h76lEkRYe/Zl6vV6p133vmHH/zgnXc+mi1mzBBjbIIA4KAsTCXYLYv2dsSUSKL3JQB47zvFogBEjTY1sl5mWZbnlp1nwov1wrckF37LetpJBCKgmmIUMxMgQRxEJeWEg2LAkesqAQ/A+8DchNWdK1dePdi+S8hPn1SPjzG64dW74ebd6Y0bb508/XhyyjF86+DqLcHtJ2eTzw5nGJyARwoACaIrPBBFhTomAnKU8clm3RELlOvm785I4txvKvXRq61zvumnTdkOZVtt144ipq4mNjXFhuIxN87znW9BaToej1977bWU5M6du9euXb156/qt5+4QOVAITT1fzJIIxlR4lynFIrCml/HFFZ+RvHMm5iHUpq6j5Ch4svO5CgITQWvZNhZApiEgSEdPR+3FGNvmJRt0FyPBdi631PZ6rUlh26lIjKmSFFUUYpQYNTTSNCHUMQRTU1g+IiJYFKY1hECddYlzu1OslwGdKUtb+ljubefWs4iKkT4zE10lxZhz0Z1zbqDKdZSzeT2r0umiPp7MVwl4sHXz3t0XX3zxpZdeeunll7e2R947CPWAEQr/ZSpj/AKlRLv9dxveJRv2Wk2Rw1igmzdnGHgOPUCkmIQgOURVCCkllaIoyfvj4/Hf/d3f/fSnP3vw4IGqMOc+pv21PfpYu9Co2OPvAEW4a1yJSEr5xH/uw1vQQOsxy3t5OzLTXpYRMvOoGBBCU9dV3QwHg5s3rt+8cWM+mZ6dnU0mE3OHSFvVmYNKsT3HAliOpQLm4yyCua+6PjVqy6y3JyAJee8K7wdlXa0EAJnIMTIhU1eHdUNnVV3HbXy5IlXUDnnGQIuGbGvdXV0ILayd0K2EtQ3a6FomuEELz5dzSc+r3zBud5oErR0BY+5USweQ0T60BRxTTmNS1SRJhFr+cTd71SQ5PKfrbcO639/roKOohhiQuaqbn/785yenRwf728vVfDgcDMuBp2IwGPiiJOecK8h7IFc3zdHxcTkcutk8Rtuh88gKM6MlV4IJcq69oa+6GihLPVoxro0g++KKyyK1LwON5cEIWHbEOexXV562/GM5Pj7+9MGDhw8f7h5cTTGmGFkkxSjQICMxozmKUtaETSbVgwcP33rr7a+88NzW1rDwBTMPB0Ni3pyq5G++4wf3Jc69r3sjfcrqg374TtuTs+tC1RyA3DcAWNndSfCrqppMpodHR9PZzGiM9somkQ4q3AvgxHOxC21lbIs+ST65M2k3E9R1j1AhJfXMg9EOkTs+PvnJT352dHTUhJBEhuWA2SEgSNKUUAVERWMElCSRQyoK7522+dJk2IOWO97ehz7kSz4PrdofZ3XY8XOvXm4ZglwaNa0dYb+t22KMx8cnV6+Ni8F2WZZVgKZpiAakIkIhJkRNAiHGEGOSZLgLAGDnHn32+LPPniwXq52dMiVdrerFfBljYvIiirwWfuBay9SvF9eqmSZEp1AUviwHNpUbj8ed1nNvb293b9cPXFmW3vuu00xEp6fj09PTk5MTRJSkTR1UwbtiMBg6V6pCjNZrRcg47ZRiqKqqiU3S5BwroKg6758eHj5+/CQmIWZWB2hdaERgIkYk45cbTrfT5rQ94rVKwRbMHuahbbb1Anxt/fRFSew/ffDg3ffee/e99xbLOTN7x01IecOS/BIxrhu9F00mmcOpfZdmEklmjWvDj6TntUFrh/dyxfScXutSCY9uCnq7RolIijHkbmKpREqISJpQEqAMili4xJqCOqSREkyWcb4Uha2Dm/WtW0e7W29Njw6rmXfwW9tXri1CsVgtZ7MZxhWLcKIOGMFgmRDaRoObI1OT2NhZ8uk7CwucVbUXUK1rta1iN7/t67g6wGtusbe6kdZJhkVRFEVhi233u7z3dudDCCnFEMNsVoWYFPDHP/5JOXCPHn5aEN6+dftgf2842tYUJcVVVTMjISDnFwRbNIVNtpgNG6DO+aIYCBCxwyRVXaeUAFEFzMPd0VCyzljX4jGD0vTcVbpe5ewmrOk2GQ1MSN3+a9OMjtXeFSFifeIkGkWSaJQUU4opWmEcYnYFpKAqgEK5g516bTAVg+nk18SKPWlzs8Wazpgd2yDmORIAQAGErPgHRBL2TSPTVRjPV7M6LRLycOfW/rXrt+/ef/nlu8/fu3Xzxu7ONmhKManqg4cPqNh94dVbX4LaRpfMx9edVe3ZET7nFdo06gra7thb00WT9WcAW3OcVcYiiDAYjRZV9f5HH33/+99/9913p5NpHuAq9nCt1BvQR6s2vPdM5IiZidsTHphTgzZUraptfd2BUXrxEC3HpKd6JC4HXNd1VdUhxBdfeOEb3/j6V1955c3X3/jlL381mUzanXhjzehHXnT2Ms2eYhQLR9McbdD1Sy1eWFJyzvmicIWv6woQ2Dli7pQnm0lL/zq5S1/bZz/MOpAu8FbXiKD8T+cyw3OV8bmHIasbNz9kn+1/cRnC7jSvXdriJYaPPBkUzS2LjkWvmuekagpXYkZmdNma7Lo6LlMwEeomOMaY0ocf/XoyGZclj8fHW6PhsBw69swMSKLgy4EvSi6KwWB4eHxqV25MmrWIot3ycs1jGuv2RehKuosOj37K9+fJ2j6vT9jPrOmv+OvzQ/5vXi6Xjx8/fvjw4f1yZG0AOzISCZIdH0VjiNI4FMdeVY9PTt57772Tf/e7t25dHw5LB4wAWdfUmw/LegaxJnFpXoW77CXtJYh2jmnq+w4uSo1z02c9IVm7DO2q67qez+dNXVt3OKuwJFGPXrZGFsIaRbuZXYao2IM/UHeS7VlVkQjJ+eFw68nTw3ffe//11984O5uYd4ecc85rEtVE2Mmy0IoFY75KdICaUmhPCz30zQYznrJF/Jmk1VaFop/HZNX1RFYRqQf/bDlCqP3x4Hg8Pjo62tpN3vsmJRU1k2VKqU4NEClgTCIqySIfG0NH+8Ojo6dPj+bz5fbOMIQ0my5ns0UMYsLNdTW/Lo9p81luz9qEKTSA6MSVZRlTtDzO0Wi0u7e7vb19587dO7dv7V3d2d3dGW1tZXWciKo+evT4wYMHH3/8cQhxPluenU2mkxlo2tryRVHGKDE0CIyYw9hjiE29Wq6WSRISOIcpqQKUw8F0Ojs+OV7VFRI650HiWuyDnD1HargJFlnvg22ARk8S0rMz6YZJoN3/cwVNALhYLCdnk/l8QQjkmNg3QQhR2mtcBxZ0Pg3KN8/WEiLK6T/r2Ryq2hhQev8gtfn1nbnmIhz9Mnnx+jSlmxaU7iXpDvyUkBEZSSQpUHIUBxicBkzMGJtYTVaLydIHx9tX8Pbzp3s7H2l4e/xk17n7w/JVLreens4n05MUgocgUseYX0KzxKKsb7nmmFFIqpAEUInMqE1Ajpwj14+ivHRFtQ1orUTq4tz7mvhevqZZRVuYNPW0KLYfaUoxhNBlDylAVddvv/32ajH7lzfe3N7e+u3vfvc73/7WK6+8FGNdVctmufToCkdEKIItTRa7Q6X1d1XVOVcUJQAiO6S4qhrz71oL2PxsLbeYYH1a6tbkDFNSgHYy1ju90nrM3cYIbrhERASIQAXX2zMSOVBUjUoCQpKj/XIcjLXeRIKRWNvKWDTF1uGRH2hlziHzOXLUanrDVki3LhKgGLNCEiAjMTJZgFRUDY3Ml9V4uhjPqwbYbe1dv/X8vfuv3Hvp5efuvbCzf1AWBTT1qqqWy0W1mL3x+i+29m+88OrvfVFljLnL9QydMZ5LKNDzaTpIbcdQN0gI2KuoDTxpkliLGWtiROZyONra2Xnjrbf+5n/87etvvHl6epYSgCTyhATdcQ0AMvGr25MV7FEtnO8IAAAGAktd91F6wZ/aioFt8Ugq+f/1tG+dUy00zWq5UtVbN6/94R9+7/d//3s3r9989PBBSqFpmlZBfz5U9BKSs3nzcQMMh5tsChFpmmZQlMPBoCsKuxIqXZYX8LlsaniWAKLroJu1uT/h7a0aTMitzO7LzOO+QE3RURq6vBEzbsAlg9fzN7Cr5gHAO8+OyajDHRqPAIHyiMtbhLZjZibXTfOzSU5kVS2akFgEIE5ns0HwgDSeTI/DiSZF4qRah6iAw8Fwe+9AEWezxfHJeLGsY9QWo97je+XlQ0FTpzjOHc32SlteTyY5dM6V30yk0nlfMvtd0rnHoyyLovCr1Wo6mT548Gh//3qKyTGnJhJLflqTpBhj06AGV1BRlFtbWyLh8PBwPB5bjkbT1IvFYnp21sTGUUHMZGw42w7bL85skZ0YiZg7m3PvkeLc1TGMIZwXoK/Npoj2LtiqulgszPJi/380Gmzv7IxGI2K2T3LuTN9aTD5XsnsuSfWcnjJbVRREldkr0Hg8/ocf/OP/8zd/++tffxyapiiKGFI3tmJmx0wAhcsXCOrswuwSYgohNDEGi+rowXCyYeGZ71Tn0blc9HnRzKogpPQMK7V9BiaazWZPnz7dqSIxF54VvC+KmCCJMNlIx5dEPsS6aaqqSjExUVGUp7PTs+lstljexJurJp6Ox7P5MkZxRSFA5+QTm1iK1ppjoRrEWzvbItLEEFUkpaIsv/Xtb/3Wv/k3r7766o3r1w+uXNnd3R6OiqLw7JwZTyXGFEJVNYvFYjabVVX9zq/ee+21f/jxj35ydjZbLisih8DO+cGgGI1GhS9Wq2q5XK6W0yTRtVlxTVMjwt7eXr1arKrm7GyyvzNy7JNtFgYFIO7MIBfWpW60gxsRHp3KuAdq2iyRKTQRGe/efe6VV7724ovvv/vuh/NVtapiE2OXzHDubzIdh/kVWll96jDdCMDsENGm2CGEpmlCCrZWXFReXXQC/AZspXP296JCLJipiBKAGAoOHBuEhGlQuOWieXK8Gom/sXW3uHp1cvv6L04++9X0CBy8uL/zciX8zgfXYlMgfDQotnZHs7hanh0nhwy+IE4hASIz9UMmxA7lKYsZEYgBHZAHZw3jz1ldqWv09nKVz5/VM0QygQVRMXNRFABQFEUmVK4Lx9Q0TQiNSLJxEyGNRiP72el09sYbv3j9dQCAhw8exyRf//rXQ2gAqBgMvCPHpoXoeZMUNhG/ymyfFpkZkZqmaRrrLuI5+u6Fp1R6a93nswEurkHtvSNCRFZSUGLtFm4pCi8paYoaQwohEQUA1AQppsjCZJhmbLsNlBvZBKBo+mLEpBBDzMU6oCAQimGCOnVMyh4qEqAkmBSAgImZfRIMMayq5mRWjWeL2aJy5ejKtRu3X7j/8tdevffiK9du3iH2IablYll6P5mtPvzgo5//9CcfffjhN7793T/78g68c0/JRen9M8YufTUFrmPms0Srm8aY45eYBTCpEDtfFkD04NGjH/3kJ//8ox+djc9AtPBO26Fw5ypgIlhHHZpHR1QlpqgKhWpXGWvGOfVVnohIko/8loxA3YqtqklNuJb9PClJiE3TLPf3915++cU/+eM/+t73vnfvhReqVb29vV0URRKxxnLHiOwYom24qsEAUbtLQEqS+pVxP07Jyqa9vb293T0LPegOpuuM6N6JZRMrcUlh3O9Tdvx8kbUzzEQVXUagjUupS9XEvoWhNQC3Hviu5X5pi6vzindd0u5c3lXbhuNlcl16ZO6yd37jLEXQoLEbQ7dBgBhT7GboKtK2b7R1rAQRSZSo7Xw75+2Dee9DaEJISLq9s/u1r778ne98az6fLpcLFa3qJsYYkgrAYr48Ojn94KNPxuOzpmkQtWsfSAZuXcZzae1onSWuW1XN+dTx8vocvYswu56VcFNWoXDOGL4257UPRrdwn47HDz59cO3aTSY+OLgyXTRMTAApNoRMhL5wDGSYbGbX1NXp+Ozxk6fT2eLW3TtS1yE0dVN3OhVE7OnYRXtxSu0sgC01pu1yrZ+jddfT3A9Gp8+wYewMpibpa5oGQE1F2rELAHRnZ/vqlYOtrZEdsQgt6KeLilVm7BCR0JM45zgP7dp53cHmQsXT1nREFJKcnpy+8fqbr//8zdVqxeTKomRKaCrLJEwgKQVtHHskbQH+2bHbjoPtNcyUK7vWte8EN4KWsA/gXzslLgz5qD9Ayx1lUXMhq3ZJqbLhsrCXzg4es9msPD1N6sgNCTBaOCE6atHvImrEXOecLzwCO1TLMppNF0+eHN174d5yWZ2cnlVVULC0IFLIacy9cr7HKoJuHp/XGEPOhhCI+eq1a3/y7//0d373t+8+dzc2McY4m80Oj+bL5SLEaHBfJibEg4Ore3t7N27cVEBJ8M477xZFiTjvRhOI4BzbYHexXC5XyxCasizYZTaw997Cj6qqXi1XMRlv3VLl2F72jmFCCJjNiOtJUeeRb6Ui7e5E/Ve17+0GUGBQJGZ2B1eu3bx95/r1mx9+9KmuKiMPdm83ta13Y/9rd9ZLoqpJBBOa9lJEGNEikDb2iHY17Gh6eKHpm1ee1jeegYJtx7EjFrT7Zifj6dIJqF1tJK1SEi8DT46jSAxL4qJ0LAhhXtcBahzEnSvpxu3p/vYvl+PPwmJQ4Ku7B19ZhKsn81EdiIh3hns3Dh7Ox+N6uZRIfsCOUbUgNnYkGqmK1rNFzQHSDIAM5JR862Tt760dYannsZe+yLhvisgvacuUxl7mvL3CnXKsHb2GlCRHNKSNJM4YY0wamxBjPDkdT6YLKgYYAlADSEksGMG8DrKeuxq6G3MpwgxE5F3hnCesY0whxJjEGskKarKfFvUArVM829p08yXsG3s2tFrWOMa2F9mFb6/XJGpHVwgWAKIqJEqiuVIgvPAjy1Ksa80ALVwkHzdFQQk04To6uxMI5ZaTSALOZ2lQFOQkKLWumnpV1YtVdboMQXl4cPX2nee+cv/lr7z0yvW7z+/tHRTehZRUZDad//Lho1/+8lcPPn2wWiz8YHtn7+BfQW17tgPv0or5oorfSqi8Yfcq43yPsgmbBAAVCud9WcyWy5+/8caPf/qzd9//MIbo2BGh9J7Xrh7qQFl2VO1GOSEGBPXiXZbfMyOcKyiho+opKID5+9vhDEi2E3EWnktMKZXef+Prr/yH//Dv/9Of/6e7d++yc0dHx9vbW8PRyMYOOTkPL9jIznWhurqhv/9tZIpm/s7BlYOD/X3ovaiybkFcrv/uiRnWu2D/P9pSmDY4T6oiqY/6kh5AzcTctndZuYV9pzUCbl7sOdXjuY9nfKWe3iTX/RZ2CiltMGZQ+84/Mac7ALdlcespFlExsT7Zy7fW4toNT62s3Hqr+U03y0hKkJIC8tVr1//gD/7YeQ4xxNCsVqsQkwIJwCcff/JPP/rx27/6cLGsvM/d7haJreYOtkrx3HqgvfBzazP0S9imaTa2q95YvG8YtVyDc5LT/o3tiFedR+ccUAkRp9Ppo0efXb/xSBX3dveW1TgjPmI0qTE5RyAIKaVI7ERhPl8+fvJ0fDYV0RBCqEMMsTXObj5vKudOa21WBvUbS+t4ST13Dt94rDtGm3W8rO5HpOFw1H7pyYQoZeGJUFIEBCJ0RIzrWFME6pICMwZ/3bUUbOs10Rz5cUnZ2dMBGMrj8OnTx48fq4IfeGaXA1aSYJveK0mZDOOYv1YRUxASoONIKWGPlqjru5VzPTpeA14cKV3eMbZ8yk3rt/F52vQYbI3R2i+0mSioxpSLY+LBzl7ZlTjI1rQkmw4jETAhofOOiRhFEjhXzOfLBw8/+863vrmYL8dn0xCts5NzNHvdLHyGs8WqE5v1xRjNgL+/v0/Mp6enTx4/PRuPz87G47Pjs7NxVVXmqyuKwvvi3vP3nnv+3r1793Z2d0XV+wLz2RtVlV1+EZqmquumqqqmqUHFe9/FxhKzAqYUYkqiyuxyCikikENQzOdfzbk7gNLxKDcoe7BJKIJeKh70UA9r3bWlmiYxya/l+Jilw6/9ym1kbGf0bdUxqQP2aqoz8glJe7l3eUhF3Jkx+ofqPnQos+7WfCY9f0hs2VHn0vKsMs7NJlsPmxQAidOgZBCQ2BRK5impU0rKlS8WW7snO9vLgj6aTITS3WLwTfK7Z5Ot8XxQDMKoWO4O49CfnVXjZlmBjhwjk4o6wAxQAlEl6Fvq84jTKmNkJa9Z9tYzcnRdMOp11tIlLxURUW/7JeoYUt3v6pblpmlMOJBzl5htIkZMRM7EnN57JsfksamWy+rkdHwynpSenC9TihKDgDgk7rAhF9534y4TkfeFc97ueYwxibB3khRVuWtc6hrIdtFAudla7mF4cnxeR4bA/ll642Bnv01UJbWuDVx/YtWLDTvsLcdm/aGsilEBYFFQUcGsFdcWnyydKk+S8RjRITlUTgp1kFVTz5arZVVXTajdYPfq1Tt37r700ov37794++7zxWgLBEK9mi+rk9Ppw4dP3vrlO+++9/58vrx14+bO7mh7Z++LK2P8HG7UM5rEF5MmvhAHlzXmxMxcxSaIIvP2aBRVnjx9+n//1V+9/at3V1UsvI8xxSjO5SXMe2+1hRnOuiqkg600TUgpVBLJUc5nI9cBgNrnmNvhI7TxrbCeR6fUmp1z6nLTVM7x1792/7/85z//sz//s/29K01dxUUaDAZ7e7vbO1vMKJKeIQpcm5U+L+ubzisVRGT/4GD/YP/8n8VEX27sfq4y7pxq3WBFej9SSjHFXsOyF7gBzx70/2YpJ3pueI1kOYgq0i12F2YRoiKJswUau+GdZP1/zgNnZos9Oi+8ZiAAEQwhYO7kRXP8zObTjz/+eDQsv/3tb/+7P/rDGzeuj4+OCu+RObXNnzf+5W1CZvaDQTlfLDoNZUtLSwhgko3Oq0jOSe+2twFg2cscY+wbpX+DIWafMtsflYYQTADHzDGKVeR11Rw+Pfr0k4dUDBwzmB6XKINVQRQ1SECNjMkVpQ+DGBaHh8enx8fVfDGfTauq0gTda9LXP2iPQtjvX67Jbr2Gt8gav7/ZIzdZm+GocxdnMBjY7Uop2fgypZSSNE0zn8N4fDo5O6tWFbV7nlhmUEsKBk1GwemQbJuPX1cAnN892k3veyAAACAASURBVPKUBLNfgomuXbt27dqV3Z2ts/EUFBiRGaMKMnrvrDK2TVaSpCjqtAu8zmTZopQU7V2z80xWjyjEpBdWjC98MPDZWJrN9zRnbnPv9zLbMbNMKS0XC1/usBsVhQfkzh2SkmnLkQtLlqLCF4QSMQ2Go2VVffzJp5PJbDpZTCYLY5bkTqVeYiK0RMFe8ZFnURbtUZZlURRN0zx+/Pgv//Ivi/9eVFU1Ho+ralXXdYhVVxyYgdux39nZuXbt+vPPP/e1r309iUwn8xSt0MGUEngoykKSLhbzxWKWMcbOs3m6CRExphhTUIiD0XBnb28wGBByjqlmRMuhy7GMAJiFK+fMEs9uJ52j5PbwICUovP/++7948xfvvvvuZDJXQMdect8diMhs2caJs0w76WLDe0J4x46JrAzMuRuUIz9yXvQlhAroNtA+XvPZC/dFFnvnpgWAFO1YK1I1zEJAJXEpIHWjILuDAQCcpkRa6fhxvRAo4H6xc68O+x8/2jlbFcB69er05v7DOH/74w/HcVWBJIIESilB0pSEkAtiAGi6EJb2SuwYADkbkBhINvBKbaDdZV9WK7o4n3hgbXLqSDvAjjVh6vzNIlJVFREWhec2by/Gxix6gJBiEpGicKoUXQLE45OzX779zg9f++Hv/d53r1+/gghNtZTUtHUndZVn/zVv11h2RdE6czClJEkdF0ECohBRa6zUL1o31gXx+t/asShM2OY6bTn2A5w7ahuKxGh8YU3Qhj610W4iNhtvW2xKVh1r7s8RErceMMFMIgUABiGgrD1oryMpRMWopOiBPSHHOszqMJ4sZsuqDgmYrz73/Kvf+s5v/da3b16/NhwOmQlSCHVczJefffb0tR/88y/eeick2N07eOGFG6NyNJ9NVqvqS/WMLw3Ae4ZW9eL/x42mIhi+BNpcKyRkQrM5ZgoponNuuLX10ccfv/7mv7z+5luHh6eqWdYjspYZmO0mo47W6yptmrogxmjdOO+9c/nPt62ofWKcc05JSYHbNa6l/kvnzRNJq9WyLAf379/7X//Lf/63v/c7V/b3z87OENEX5XBQbm9vD4ejbnNPWSwBSJQHT2swSs4sWONOoF2qWnECIfVb8gf7B7u7u+tTviU25qBU6pd9VnsZOct7T8xoamZFy7fsOW/wwheKXbpSV8C1FGrs7mrPRI89ak9r+Vfs03wyUKyLEdJ+ES6I3BJ/cnXbEnXYyjsiEk3SbQC9jQc7nHoegdmBKPaH+LqWHXerCWZSbC4Ykm0pVour4tbWdt0sHz1+8td/87f3v/rK3efuOu+blAigHAytrbhYLBSThSeKoIh2BEkAaKOPNUkiQO7uW4tWsE/VNE3fIcfMTdN0Qos+pnozW0suxx7jhhguJTO2om2Ha2B2+1tiiqenp9t7B7kLpaKS2Fw4koJEACEQbBMQYpDFclnVtYjGJsaY1j3O3t3Oaaqt5A6RzF3XPjB0MXpmHefZMzDkb42Q2Vl8V2rZKXYt9u53h6K6rmOMhOAdixr2RzB3tdSkAlmhQWuYtbYQQM2QGEBFEWDHoOv6nnomS0eMzmnUpl7M54vVqi4Kb982IaGKiARrQyIhmngmn4QR+tko7Tul64rQAALa+TFs2Lim7kM/CcXem82dvteq7FEVUSil2DRNUZLRLfNQXYTY2Z9ZNzURO1cAaIqxbuoQGl+M2LkQW0ANIrMjBvM9maUrijgSRCwHw6ZJh4fHk+nsbDKbnE1jyoJpERUxxjS3iIe1saN1NiMSWpwKkbOd3hp0TWg++PAD2/hjjKICa6yNvXc5EHS1rJ8+OZxOZo8ePSakxWLpnNvf38u9OkxNU81n8/libor5wnPhWFVsKIuEpISCMci1a9du376zt39QLWexiYUjJlBBicmUvaabp3Ys039PL45SuwK6j6rsV9Uiwo7rJr7z3rvvffDB0dGxPSFJpAmRnbMDtqSIqIyOmdBo7nkujQksfCqF1KhTdY40d3lsEeg6Sn3BQKZotTqcbqRj+s+1SG/9wpz34vd/wTrQxEQViAIYU6pXTUHNqBh4X0AICFoS+oKTgznqsplc2dm/sj3cCunOdHllMvNnp8wj2Duo7t75ycmTT6dHSdLu/n4I9WR8EkJgz55cJoKYBxGk5ckjOSbIORcIyEoM3LOAYMvGlc+bgbfLL4jopb+gi5herbInp5VPJO+dWfJalRQOBqOO+YZFLl1CiKqwtbWjKg8ePPxv/+3/ShJ+93e+e/v2TUKoawhNbZ8jNw9QzUSLzAiEKdhexo6JGBSbxj5A7CEySVsRJ8JGPA32kz+MB6Gb6uROGd+xenAdIYqgJg5uQ0FM3b1+ruVSg2MXgJoRmUL2RaSUzYIZPaSEklIAS1VjUkn5KogAMMYkyEqOuYjATdTZcjWer84W9XzZcDG4efPG3XsvvPCNb965d+/G9Wtl6UEh1CHU1WcPH33w/ke/eOuXp+PZ9qgcjHZECFMoPR7cuXH31s0vSW2jfsfuwgt/wW+3ET7c/iwqAtr3ZIVOXvNFcgedQBRSTIDkmJn9qqreeff9H/34p58++GwxXxmC5CKaO1O4AaU9r3fPq/3b+6JFGq8Bw90yIaLn9vVW3aiY63VBVCuLDWFx//4Lf/xHf/Cnf/onzz//HADU1aooB+zYez8abY1GI1FIona0N1kfMkFPkNC6KHoXcnGt6V2rnfX39/d2dnbXu107UQPtoh82gxU0e2bpXLYFnCMTZ3q5Tf4BMKUc5NhxIbLGiuzFwHMWMez5TdrMEOhbITdJyuemKtondvXOwciOLTEriWiSPh3fauz+77VLjzH2s+4oD7z6GR9rUIpqt+Jhl5sokgBoMByIxvl8/rOf/fwXb/7i1q1be3s71dlUY/LFAACc97u7e+XAK2gIoW3W9DaFtkaRlATISnxVJWZ2DICWwd1pfmy/YcfaqNnmRIU0Mxov6WpeqnRC2Az6Tqbvarvv0s46yQ7jIjKZTJALdAVlJIpmIr4hXFAU26YFkgLM58vFYtWEWNVNU4dzY8ee1nCTF47YZTV2wuL+ne8UON2Ja21sb1/qpmkMZtxVFbbr2KQSjLsTIyGWRdFokjpIikQmTVBJqbV5taDXjd7IWvNEuTC1JCcCUG5PJe0LkrwvYmg+/fTT46PTumpGowGASoqApN3Rr8Vy2/GPaU10sSe8myz1Ev4wz7Labtb6PPS5CzSda1j0J/hdE5OQBND8FyiyDtZslc1ZooqUpR2QMKWYgqgwmO8bCVBEbRkAQNvMRCTEoKQE6n2Z6sV4PD0dn43PJrPZwtI4REGkA5VdJDO0b2W+cATArPq1RimzpjA+O2tTRfIAxDibfTYtEali04Tlqjo+PiHmwhdWpEjugEnTNLP5WV3XNsIl+2Zy7Jf1hSEJpSRFMdza2hkORyk0wWAOuSjomIPUpT8AwKXE9/U19vziax6ojWdyeAQgsWg6PTk9OTmdLxam1xDRmFK3gtvZSdodLxd/2fShYCYLWfeku+W6m5RmpnsvBu8imr4l/bXZD10zovWidNPNdbHVU1P1nzwAAgkam1Q3gg6YRZQBPBAmDcQ1w0oX21COlG/NV1fG49FsXhDE3dHZ7uCBVh/O57M63tvaSWU5E8HurUVVJOtvJ8uTNBsnmU3S0AW25jEC9VZ/mw/DOcL0Of5Sv8jpQhv6ATQdh8d+1lZdESmKoiyL7rYj4mAwWJcDzAAphNg0wuS8K2KKZ5Ppz19/fXdvR1L8vX/7O3t7274c2nOTRBDQW+MGxYA3LfCW8kPODjC757vF81Ip41rPc773SZuOio3I4p61vE2405Zv3aKPDb9ExGiSlXPtmw1ygyGNtQuKsGAVJBAxyXJEiGiFYp4cWn2PRuYIguicootCVUzTRXM8nU+XTZ3QDXdu3X3u/kuvvPL1V2/ff2m0tU0IKnG5XEzH48Onjz94//0P3nv/4aPPhqOdg4OD4dZWU0cm3B3S/u5gb7v8EpUxgsW9XHTg9XT6etE0vfmarVl3Flchud2pznsRFYCiLKuqrqq6HA6KcpAA3nvvwx/84If/9I//VK0qe4qbtj3cf9VtUrkBS29rYnNrIpL3RTvt1Y683V2CDdw785mIhFAXRbG9vd00dcrfPVRVnUTu3L75v/zH//m//tf/7St3r9d1vVwstre3fFkWpQeC0Wg4Go0QIMRILUW8w5qdM7trL8WRkFJPf9nVzbYNAEBZlrt7e9u7O2jBFtgzPuolZntqVVHUwy52MWP98OdNofK6qEpr4GW3DtCXYyP3KT8biupLKP/PkGUQeM8BxCK4M8QDQEUMyE+9VrlsztxbDx+1QcLUepvW+CFRQVCRROSYbTKpdoBS0KIomwDj8dlf/9Vf+6L43//P/2NZNdVyZdEe16/f/N73fv8nP3v90aPDuq5al8PlgpJO2suFhy64lPJMQEBjjksA5z0aSUqSEyFW/o1kFT2+OOKFAroT0Mcgs9kMuXDlEACYWIksObdrqyMqMSpEIuf9YDyenJyezRaL2WyxXC7NDHfRIqig/4pxv663mc0tClo2qtR1PZlM6roeDAY2lGRme6mtpcJMRNpUlaj6wSCGWkRiCOScc4SAdd045ynDv7uGGWbBPHSzOiAiz97OFewYNGW8N2hZDoB4ejrZccV0NvvBD374+PHjTpssmgc1tjdLklaCwcTEzjG73nNiHP/1vPEc2UA/39MMG1np+MypfUefROecGswoCjIQMRETZxAvEZVF0SpeEloEsWhogkgVErBDJFK7RkJoQWyi0oQUETwDE4nCclkdHZ+Ox5Nl1VhLSnrfvOREH+zhNfr7JnXxh70BIDN7Fe1mINnTA65V9xJA/sfavo5yBExZlnVdqSQiIoYYYpAQJAApO3YFiaQgOiq3YpKUlMmLJsQgArPZfDabi8DB/pW6XkzGxzEEJrT4QmsfdJYAaAncG7zfc2gdvARkoTlXz9JHwTm/s7MzGAxEoQoZBuId57FYiMTYeq+lx7kkIgYm770vyhTFjnfaWm6MTWHLwpdBT7SGs/V0YkMu1SdQPVNukfPSiUdEEKSCKkIaDgaMjiKGSuKAdEACupqdVqenw7O6WM18wVu37z092HlrOfvbn//09tUXv3rz3t0tevfxg+XZFBMM/ACR6tAoFY4YCEJMEVURuJtT9867giAA0pKkv5z+8JIu8uVT8dbL203nDGxs/2eT1yEhxKYJMcaqqgGYCUJISPY+0vf/x9998vGvnzx98md//h9ffPH+zvbuyfFTS9crS0+A5u5NKXtsgJmKcjQYGk/DtkgzonRkdCLKacC9Yzb2onbXjPfMPO4ODNprfwGdJ6ZLj11B0GkdEBW/cHMngmS2bHtVyezyraYghiCpGo1G9qiHENouLVrEEpAHP4wJTmeL8XQ1nq3OlrWy37ty/fn7L3/3t3/3Ky+9fHDtppITAYlJEh6fzN57571//uEPH3/2EEFfffUbMUm1XC6nJzeuX7t6cDAqi+XsdDk9/LJqiksX3+4puQivOGf8tDtmE9UuDtRimIkdEYhoExMwD7e2XFEUZTmZz994481f/eq9o6NxiuJssJyg77XP2jIF6hF8e60XVU2IYutslw6QkqSkRA4RiZxq+n95e7NvSa7rzG8P50TkcMcagcJYGAlCJCiS4iBSJimpW8uWtLyW5YeW2w9e/Qd59b/QfnO33a3VliVKaoEUWxwBAgQHAEQVqjDVPNwxMyPOsLcf9onIyHtvAZS87It6KFTdqsqMjDhnn72/7/cNXnDp5TjHOaeDgz1iyikaIfXsmdPPPPvMH/7hH3zlK18+f+ZUSO2imccQR+NJilEBqtF4ujZZW5uS63pDyCBd+7D0ibXPgRUApX5KgqqQUhKtyma/qiVi5s3NzbX19RV/XqcxplWxVOkKMIHokHkJy+TeFfHDkRF2RxyUZSvN4CgDr9jRDRv/ydXb8fZ/H/VqtW7O0eb1VeWJ0CJhi9+OXcqp9M1VTbqkpcbo4qeoTCeKQ5mJV41ives/50TmiyBSgJzzbDZnNs8NXb363quvvPqZl146f+7sZDI5PDys6/H29vZLL730ta99rWnC22+/XdajPLxeRAN9q6jknFHYnBrD7KW+bibm2rm+M9pLa4b+6I4FjAOj21HZEiyDP7oh6zGrQFETgrYhzOezGgCxKiCWIlkp3kTTgalmYsfO7+zt7ezsLeZNCLFtQ9u2IqWvPQRfDGuBcqYCGE4blgmc2vWcCMukQ81iX4AwNrIPIQCir2vnPTErgoBYXg4xFWl5SrP5Yuf+zt3bd1CyCniumMuRiImLDQs68DX0njYTVkuRVaQskKznlbtvZWbb0tjTqTNnROnunXuv/+xnd+/dQ0RfVQCQY8qSigxmSe4i5ypmY53yILIGCNg0AFaPlp5lL1QVBQBZhlQNSNkDBdNydnTkUVxmtvZpxoTEIcQsiZxzrnC1cxIAZSZiLpqHklehKcWUIlACcIUk11dIWkDNRXimklLOEkNKkOXaR9fv3709XyyA2CQqpW40Tw0iW+wHQsneLAHKxFhE+SI9RdMqSuwGVrjsvttmXUBAKNobPZdFTM45pQygzhEixBQXi3mMrXOuqpyviJU9+qqqNcRUBE4CitPp9PBw9uMfv/K//tt/+/Wvfvm5Zy5ub51q5gcpBRF1rtDNvPdgssCTZscKK9IXM0VAd/d3ivMVKAQRbW5tb21tTafTfDC3qrc4WgvICEBtSdEOnkUlewIJin6ACGmIhhy+PBsiWWzbEns6KHwH2zoOpm1qhLgVpAksifUrTz2URAwFIHDshRVTCq20TYhQO2QPzqUcbZQzYaqawAfBLWCt3h5vre1srr96//bVw4PHTp359NrmutDerfv5YMExV4o5RvQVe5cFoiZJAp7tYaEO11kMiICCXQ5I18A//lmt5gAcw/4Mgj+OfLKdMltFIhGZ8Wk0qnvum32DeUljzCGE1H3VdVXXo6qqfOUApG0bYr51+85f/d/f3tnd+dLvfPGlz35mbTodjSYxhkUTUIGIHDvNWaDYrEmhritCNE9F2ywW87lqXml+2SqhJ4yMl+1LQVntew6pAIjIK6Y91cJ67+EK3FFnEAFP/jKvMwITWf6HgvUymXqmCVLOiZm9q21hFAVkr4AClBUUGdgR+4NF2D1c7B4u9mdNUN44de6Rx598/OIzTz713LmHH15b3xSBHHNo4/7+wZV3L7315pvvvns5NovTZx6ajKv9/YPpqDq7PV2bjBwJLO7t783b+WE4f/b/bWU89Bl8vE4fAZmYisSknF902aTXLNnXo9F4TMT7h7MrV9/74Y9+fPXKe+2iVQByxERa9l0bTOUuLUOHtXhp5pfKWAfTeeq3N3PW8yCNrMeBdLZwMkEjIm1urG9uPIIAL7zw/Fe/9tXf+/rXz547ywxNs0gpIgExtiEJKDNPJpPp2sR5pwrDgmBwSOhWGRM/KnUbmFrCZ85Z1ekgkMeqDefc2tra1FCIHb8SuE+5I1iNhOiFYscV4Q+sjLULHLcjacez6zpYNhh7AA5Zl/hmeIC6yMb3AyH1MmZhtYGNXdeNRAIRVZX33iFCNn2hAjKTLG3TUlpvg2DWZSYYmWkQeqZY78guYxoUEaLcQ3NVJaVoga/eVzs7u2+9+dZ3X375T/7kTx5++OH9/QNr4Xtfnz93fmNjo/uocHj26I9o/aZhph3oZGc9SaPfnGw+UNe1eeb6q3EUydfH2+uxYnegFCnzHERUWn2EywnEZGJJJKRAseLK5RwtUBXINpYStGpRSVa0zA73D2fztg0ikLLEmMrt2stoVqfJ1sJbGZ4sweCDHQgR0DpnBt+wSRIQOgvvakNAoorJeVcOML2ToxTIKBlu3b7z5q/eAtG68o7IE5nMnokRgL1j55g9smNmYkfE1GEHGQuXUBVFhR0hYLbTK5nUjZEcKMaUr1y58uOfvHL58pXZ4SERiiqTJTJmK/HQIKpkUlADp7DNdqHbqwAN1cwW79d131SXzpclLqskaR8Fyq1wGI9psgZhOqWI7lhaORu4Vom0V5StDn5MJuFzYlUuTomMXTWMxECYVQxyMaRAJtVr12/s3b8znzdIXOg10A/khdAdEYF0IyAi7D4Qo8p1EjHohVfYS5W6WTkujfAiUGR3Za8BLWDHcuE7pyNVlR+NKiR04Bw4c/L1HEwkGo/qGMP7H3zwn/7TnYO9++Fb3/i9r/0uscOcJHfxs+Uiqio8yJZ83A9wpHk0rJ/s/Y3Go6quh+WsvXILbCeEsoppT0O1ELGSJgyI3nkD9/Igt2K4VujJVMmV4bsdUgt+bqlT7QxTOkz4KbP1IbRuKT4Gh6hcgWAUkVYSpgbJK/vsnABAkkrFh4RRhEe4ebZZn1xezK8dHuYUn98+80QKspjd3t3nJLWyB4pZ1Ck5TipZJKMyowCWgbvdJKVJDBnUYt0E1K3O9I73g1f9Dw82UA4+NVXNOeWcRqOR976qfFVVfaZpP8Sz3mfTtCUhGdFZWLz3Bk4xVtJi0b57/+qiWdy5fXd3d++3P/fSQw+dr8fTmLKKMrJaPUVoUFMqUeqkKswUQts0C1Rdke30DIHuMRfoInfwKLcYBx13hEG1sGS+9U4GAs1HlVG6RLMeqYsHOaP9Stc94KUG60RKxIiackEjAjEAG/o2ZowJUsj39+a7h/NZm4FHp7bPPPbk0xeff+GxJy6eO/cwEitgTnl/Z3br5q33P/jw8uVL169f39s7WJuMp9ONjbVRbGcb02prrZ5U1M4PmsO9dr6XYwvx8DeqjIdHpeGj1VfGQ7nSiQhkW5cdMzD3WbjFLCzd8YWonq5tnj4NWd/89aW/+7u/f/nl7+3cv+8YYy4bLhGo5QCCqoCgEh6dNlu82XIDGL4GIvPEhBDN+Nx/OcelVaZFDee8Z1eH0D7/3LPf/NY3COCLX/z8l770O7PZLMQwa9ocW+edqyrjuIGgc248Hk8mk7qumzZ8EppjuLx0lXFKxsGAFTJLtqHMeDyu6np58bv2LSE9aED0YJfkCb+lAB1Ot3Qj+upOH0j9/uc2jY99rVILgJ0be15yf4lBNIUYYhAVEHWEPVBvRcm0SlPpAbHFkCUCZrsc5lURpRTt+GG0E4jl7df1aD4//PDDD//yL//yS1/5yhMXL04mU3Y+JdnfP7h548bO/Z2cgSjjqoaiVy6vXuFCFu6HHsso7+5rNBoNn6l/at7HERvAER3UEUwhdCmyIkIqKQYFBmBk18uCRbNIZnRGJ4hJQkopCztHSANvSqc5O3ao7uuYjwF19VPloSxq+N5FhB0RI7HhtyBn6Rt1hoVOSd9559K9OzdffeXVce2ZiAlHdVV5Nx7VGxsbVV37uh7V43o0Ho3H48lkNBrVhj+o3KiuRqO6qirHnjr2OajGLIjCzNWorkeTpo3vvHP5f/8P/+ff/f137ty+a9X8bDabTCbeuYpGOSUAIMdIHsmKbzaH9XL0WGYK2PssVy/OUu6xglX7TW+Gk2vl4ZosIjkJoRAun6DUMRyQEEBzzjFEGQkhOM8xaU45g/qqqqrKV1USaWOIKVkqFRXimUeFG7du7e/cn80WNOw0DT7lE9Vf/UM0jHoZBpsfX2qONvnsJIF9C3N4Xi7+MO8989poVFe1jzFippRlfrhX1bWrqr6R46pqY3PzYG/n/fc//I//8S+axfyFFz418mQjhpiSFbLWzhARogrxE8qpI42kI0MzOzEjsAC0McybRUhChKSaBUSEEJmNcFuazoRFkK2KWTQn45wYBqvQRk6yWZ/soR8al7selhyXIH+iR//IPJCBCn3OOUpJY5o1MwWn45EbV5qThgApQCNCVbtx6uDsmT2JP3rz8vrp9SdPn3kKqLr7/uFhQFwfsx+T+JyyoihkgKwCBORdMtbM0MJja24X2y2gBMqrL3I4znpQZTz81IbCkiGHJKXUtk1d18xsCuN+De9r4hBC27bzeWMLfl3XzM5COtrQiGTvq5wjIK9vbr575b333v/gjTd+/ud//q++9fvf/NQLz6uipoygzWLOzM67+eGsroXYra1PfeUA0XufUgqhISJ2BIaKI7IRw5H8Ihzs6gX9jKtyEYWjMHX9JNDYMWLsicWB5FTEJwSEhKqSRUWAkQjZuRxTCBnQZAXOgNRAjsEdzhb39g7v7RzMQ4wCQP7ChUc/9enPfPHLv7t+/nw9nmqSxWxh98GNDz/88Q9//JNXX3VV/eijjz7z1NN37txsm3lD8pkXnxtTag/v79z+KC12Nc29hAqlpvQbVcbDJ/nI+z/CpjnemyztioJ/7sG9RExKBd0PiL7y4/Fkd2//3StXEfA73/nuyy9/5+Dg0KoWDwq2LlA/5uvOedynOEAfugNgqclFoSsCplK1WqWqPbFLKYkqinjvU4o5R+uOEgIzx5RjjLVWf/zH/923fv+bX/ji55FgXNez2UGKUVICgPF4rGDGvuycq+paVUej0ebW1unTp2/evBNitPAh86SbqKfQiUpzSI4k02TpAL2dQtR6GM65jY2NqqoRUVMmIuvjaaELakcROp7JsrKoDTu+Q89cvw8NsW0WGrz6mX7MSXrgFFod8XcwvCWbwt69KeqHogIzs1qdkFNsQ1NVjomRMKXw6GOPPPPMM5ubm+9dvfrmr361u7ObJQ1jtHF1ue/606RKmlI3NBda3ofl+72vrLdit6hjB4UnUK5h04Tr1268/Pcve/af+9zn9vb2Dw/nu7u7ly+/e+f27do7EVGQMkDEE7Qiw1dVDHCr9XG/wlZVlXMOIRwHPy31QsceTOzNHYNv6wQm0ntHhu1kNTEwckqJOKLzYnNIdpalXQaShsZjInKIDIA5SQgRFRG5a9qdsNz204xhRd5tLcvQlj787IEByKiASrxkUAx9Av3h3N5jyjpbtLy7v6i9lPliUwAAIABJREFU5qSSR3VlbCDvKxNuEDvva1d5X1WGwTbamnfsvXeO2Xkm77yvq6qqPBNbAU3MG1vb80X4Ly9/98evvHbz9v0oXaiPc01IbRsMguGZyZi3oqSKKIgarStZXoKQEkgeAJhWPuKecKcAyNRZ5ehj1JDDcy+cELJNCqoizBWSpJxVNaakmivvsejs7QFktOssUbHtDo0kKirQ3VKSxdItVhnswIQVCu7c393buT+fz21wYL4/hSyDI2kf1t2nNfU0gH7udWK83PJxX00c6ofERyYtRE5VQkhE6JybTCaqGRFy1hAiiVhCrT1bKSVB0BxDCL7iajQ6c+Ysauok6UwAqNK2BcsVQjREcI5Jj38eyyJDTTG1NK7BkSLEpP2Ycu4V/M71Y1XpwxK0jFPIeXbsfGXZnh4t80JBRC0EhLDPwFohIxXvf4ndseZhL5MozfgiYoaj69iRfEp8cGXcdx9RMYNGVKicc95rDm1q2wZ4Xk8mjqASnGDF3s/Jvz/iX9/+qG2azdHmozA6f5DrZgeaRT2ePnL2cWwO7s3uxdlBFETAitm6OF2HsmdlKKIOuxU6vGtW3e1HXvBxTNsRqUnvthxenb4xZ1Jjgw7Z9M8K4rZtreWk3fFsPB6Px6Oq8pbmaxmoIbQxtjGGGAMivP/BR//Xf/6r/f3D+ax5/NFHq8rllCbT9ZxSCC0gJhFUnYwn3jGh1pULoZ3P54Ba4sQ1m4+ZcOWG7AX+OkhdGM4oirSt4/YUbcoR1vEqtU277z+JXrISC0nMXchzYRkZ9wYAJJWgNuQSb6lKQVSEYtLZYnZ7Z3/3YB6SUjV9+NxDn/r0Zx554uKZcw+Np+uskBaL0Mb5bH7t+rVL71x655dvz2eLxx95qBqNBPL9uzdOba6d2n5oc1Jpe3hn51ZzcJfSHMKMpPUs3lHt8TeojHWFMDrcqof4pyM/OSF6TSDlbKNL7TZ3iyljx+yrRQhvvf3Wj370E2L+0Y9+8s47lyULEaMid5In7MfwvfCFbU2kTqinA+8RFAceYSdBNTATWpfYttIyAEWoqkpSMuiNSj516tTzzz/3R3/0Lz//hc+dO3dWQMJiEZsFgCIIIzjmmJMV4oakDW1bj+qt7e3TZ07fu7/btGFFimX3WXFlIg5QA7180KoV7Jo29twajPb06dNVXauo5GQigWXoTnfy+BgxzG9CO+4bMyolcnmJuaCyC33c36bd8UQf1EJecg2Pkb+1++ekK7MsmhuIgAhCjqdObX/hC59/8cVPv/7a67OD/YODw5gSHuMtL4eL9ooIwWDhncLJaOuWDmNvxnXWKCuwshFwl+5+BznPZ/NXfvyTc2fO/fZvf967irBpFou9vb35bN5xIAd1Xjduw64KLz7I5dINXcoJ9ZpjK/u8973Q4ghzVAeckD69YvWJ0yFBryxtMERzDDr0SsW/mnPOyWkmJKAlK8JKbdUinEZm9h6RQ0yHszmrppSJeKWA0ZPvv2O3wXBj4tWK0Gr2Mv4WMS61EKGxBwbdGujHzR0iWrJq28YZtURsu01MCToERM522uvqfiqJaARAjEzIpnElQixTTu+cNfKrqhLR9c3tmOWXv3rz9t17KQux7/hNXrKAoEkvwBiipStgEsdlBAGRaEIiAZXcWa55oMPuKEmgQ93xSXrxf9I0QQVyFuccgSVZZAuLdN5RAYP0E/Bl4E9OMedoVh9ABCHTH2ej3KmaqdGIJoDIzlOGncPZwcFh24aqdlQCbkTBmFO24dpqgx1gga02HkwzeAjrWL0KFjyH1Klqe0ZEv/h0pUyfSYY5223HRJKzxJiM5umw8kjeeSK2JdrkOikFJ+zYjyeTFBbO+bquGRUV0AkGHKiBypsCPb73HR2lLskPx9psFnAdY57NZm3bWsNXTEuiymjtY1HJAOCIix5MQAWQkdl5duaMLIMLJATIKaWUOrlgf0IGizPsfiwxGtRlVVqe3fDW06W7ulRWmlfWHDiazYkASKJZRRmUGMFXTiRozqkJc3EwZe/MB+rxgHhHmkU7H0d5rl4/H3UrNjCfufUa1zer9WlKhwE1ISgTIOSccYnKtkT1Ximm/QG9u1uoa7wcLYgHZ8iVxPXjvhrEIwmUXfoBseXRMJOILBaLTr0Z27ZtmqZtW7uwJu53zjl2oBJjaFtpFouYEgCkFFNKKeWqGiFCjPnyu1eZfbMIn3r+uclkhCjnzp47tb21vj4xQL7mPKprJlQR71zTLA4PD4rhskwzOppM36VblTnq8hM8wsVe3VhXecqd+BxtY9N+A1rFWHS5tsuqgBCBWLKa/Ad7YGOXLSlZzO+lSIosgEGkiemwSff3Z/vzJqPfOHP67EMXHr/49IsvfubUufNVNUohpJCattnb3X/vvSvvvnvl6tWrhzt70+na5taWATQrz2dPr62NHclib+fWfOdWavbGTgmiZ5iO68lktDld++f0jPtC2YYFJQxmcNw4Ds0mZBVNKTnv0dJmJWXVnIUr76oamd9///3/8vLL//7f/x/O+b29w/minYxG5sEsDCwCIjnWlcYi4OuCmnLOImWnNKBTkTWqimrKFvS5dIwiYlVVdVVN16bzw8O2mYfQMOFnP/uZf/Nv/pcvfOkLnvHW9Wsphbry41GFqITaj0hU1FeO2KnqfD6vR6NTp0+dPnOm/uCjw8PZ0QGyiihwb0cBElBR6CiHZL1t08WqWF1I1jM+f/58XVWSU4yRHEGX02iqzF5F+4AAiF5pvfRw9Y+9DcR7AW5faqScc9m4S2HcJ0cg9o3AlSeq87TiJ5bhUso1HXYgRJaxTMw8nY7n8zmAjMcjVRmNqgsXHvrKV75SV9W7ly5dunylbZoTai5btXu5iOLA6G+TGvbOeXbYLaE5i2Vo9TZYZlRQZEIg7zyi5px+/dbbjz36+L2797e3t63E8h0236IZhyvm8Dy51EtYMMAqfHo44B6O7UyjNhQVrCzNqwOrFUTaYDho5YgMKChLrioCIglokkQpVVruZDEwVLktQKwAAiVmV9VA1LTtzu4+SJw3TWeLwv5QossFEk4yPnfxqkVJRt3yOhxcpK7JrcYPtCOE9x4RrZdf/ExdrZxSzDmpCpDGrCGLq8cjz5LifH5oni4AoJytBWthbCKSNVvNjYA9tyFpyrkl4pRiCCHHZNrXEBO7uqrH9Wi8vrEeRHPWZLHASHXFzjlmzMmmUBG7o8by0VuukcVukUXzQJ29HGZ0qbO93bb3v64usHhie+LIsKL37PVzBSJnXgJJhucDQnDOmxg3i1l2CBVSSjGFLInYe18xUdM2TYw5RFd5co6ZFUSziCiqlbq8aNpF06aUq9oBmQFKjd8ADDmJ5JUykVYgWTAEEK3CvFcQKwq5z6MYlkBmaShMnizM1LePRVJKaT5ftG1rPRHnwXnnfW3sBuecrytAFPFGM4JBky+FRkWQeTQeGwC2qirbC5yrEE4YeqwoWMrGdDQKpMeroQ+LNh0cHLRt2+fbpyx9ETOk66SYcxJoW0ByvvJVXY3GFvpgD4s9cvFY8vNq7/Not6t37KGSrla93bl0eeOVtNFVZMrwMIAAnDKiApEIqgIjjitqUg7topE0mq5RNQ6QEnGAsDObn6vXH5pOL7S0uT+r2jhT2Hj8oWZta+d+c3u2t9suxHmuqqTaLBY11d4hIcaO6UV92Fs3oBjQIkvG9xFIwDKJEORjnXn90tod9lSNQ19VlYJYXRFCmM/nJs8LIZipOudMxHbctj1URBfzRYwhhJhykoLZQefcdLo2Go2Y2Tq+b//60hs//8WpU1uTcb02HV+8ePFb3/xvvva7X51OJ6KWeeRsKyPm+Wy2v7sb2kYBjOBmgi4u9slljKfa/xQtOPSMteHQqXTqOgaOZjGO7dCQ0O220lfGHTGma94j9pedivlHBUCypBxVFJihdAOZiHIWcAzMTUhIoMRBYedgdntn//7B3I/Xzpy/8PynfuvFz37u0cefrOpR0VUiLWaH9+/fu/bhh3/9V39588bNjY31Z559tqp8s5gvZvOLTz72zFOPp2Z2/YMrt69/QDmMOE8rYMhMOK5Hp7c3T21vnz595jejtjkHgw3b6mAdwBt1tW83EFcPxvrSjZIRFDHGLCqAWDuXUrp56/b3/vEf3/j5L+/v7tsHVXkfQiDiqqo8e2Mrxtz0Atmum6ZDg11XX9pJSaLlG5d6rhgy7Bst6cPkQcwVAMQ2WMjC5ubmH/3Lf/GNb/zep1/4VGrbNkdCGI8qpjJg6qs773xVW5hneauj0Wh9Y2NjY8OeEFienXo7TekRn8iGeZAAt67rxx57bDwe2wuu2MNw7nxSPbpKlf7NlL6DY0/XAh7C++iT8pBWAEwfz2brp+pDkbEMBCEiCmpDfAKAzc2Nh86dO3v6TDOf37px4/r1a5ITPpgat3Trk8EFShNaRFJSyxIoE1gx84Q4l/q5PHNBUaaUUk6IOB6PQwiX3nnnf/t3/+5/+LP/8fz586dOnXri8cevXn3/w4+u982tE9/mqmSfjvf/hn+w7xP3PeP+QPLPwLf1YSbL0JZhqhuSOVasSiwQdeluBhWLXlKALBYh5Yjdogm3b9+V1BweHnbt/XLBjwYi4dK7Xm5GKkGUxRmJIMU0ICpZRdJKnioOUVMdM9/gfTg8R9n5FkAXs9na+vSpp575+td/98JD52vvDvZ3Uwwpx5RSs2gW1r6JsW1D0zahDTGGlGNOIYWYYogxGtPWIs6qagSVppSy6HRtHJOKQj2dbiRtot66exeA2DkmF1JatC2oVt4zInuH5Jg9MTO5PoeC+uMqiFXzBkPU3ncwcI4vaY+fpDg/sn8P1+++GkdUJM2yLINESDWnGEHJMbF3pYReInNAJBsWpkIHVB7VkunIBABJck4RVRDUMwFATMnSdgbs3u5Ujr/RUOtIkE0/B1omJHfB5wpZQUWssCYA7OrgFXAYdzPGlGLbhGYRsmQi8L7qAVumoxjXIwAD04pqBhBCENEQwsHBbFw7AGibxndBjCVRVeXjP5rBiLJoqIbjoN5mPZpMIoWYYtuEELIAOO9G49r7yiETooKwTVyT9YJTzllUY4opSxsTOcfs6srbecM7VtGhX2gF976qk+t/vYPt5E/UFlt/HR4chWvvnhQdsCbMSgDEjitpJDaymGeCQOBqThJyymso2ylsRpwkp5JgY/3cU0/fqsOHB7N3b+3tk+RJlaIkyQjogJwCRgHUcV0JgqDwEY9dofqZ2B9/84zWIxfqYx5Acyt1aLwcQmsh9tilHVn/zvsi3zIgakqZEKrKRlMeiUTFmqdMFHMC1FE9VslVVa2vb+QUDg4O9/b2rl2/ff36jUuXLv3pn/7xY48+Np1OqZl455moqlzOyZQbvRMJwWDrCVYq456tpt2Eqi9ChgpMgq6f0akuFHWY+CzduFi6NWwZfHc8u7azxmY7bTrPhIgKkgUVyLFN4FuRWYh7h7M2aUi6e7jYn4eEfO7CE489+dSTTz/35FPPb546BewPZs14NAoh3rl1661f/fLKu5dufvRRXbnnn32qrqt5mIEbnTm/dWbrcZZw48Nfh8P95nCnhrnKwjOPfb0xWR+PR947UDmYtf5gvvUb9Ix7eymc3BheRQqs9Cn7k2j5b5lUrpq0XAV/b2fnncuXf/DDH79z6d22DargiJm447IrsAkvpF9cutZRiVMDyLiCw1yuoaJKR+WnSlSMWR23V1KKOcaN9bXHHnv0pc/+1u///jefffaZ9fW1tlkgaF157DYvoiX1wubOhW5mUrmqmozH6+vrznnFLvzPpj3Y99EUVVf0uj16/QGfwXg8vnDhwngyhlXJJgz7hA+kzwzGedLHOdKJaooSCoif4Oj5GMBqj334+Jr4yDjiyE+K/AmXdKHz5849/NBDDz10nghTTl144UpayXDbHWw5ikXWbUwuJSnnfWYmpK6Bl1Mqqu7+VCBJci6kSaOd3Llz+0c//OGXv/zVU6dOT6drDz/88Pb29kfXbgxyrT7e+HjyFG84L149HpTKeDi5WzK7jg74jpxmjirkevRvER2pIEoX1CcxxUoymRl9iWHqI52VEJjIuSrGtLOzk+NiPp8XBx4WZcaqouVYm2uQs2gdnQLlEVFIqskOfqraszntg7atZdhKBICcTyCsZ9X1jc2nn33uy1/56sPnzzuC+ewgRTOD57YNbQxNG0JMJv4LwSR9McYmNG1omxDblFUEk5V3IhZV2LQhphxCyoD1ZDpbBLEepKJpcLTrz8eUlYmpC3EoqBTslLR9rITkTCLZsUtWHHemYUQSWZHvDrXjD3ahwVGrtK6s2UjKqkmkG/UVYkFKyTKSlUlL/aTdUQayZEv2YvIAaUlLZQJAC5Sw1Z7QDlE5xNChHqiTsQ7AXrp09hD1GRV9AEMXczIYxCKUrnPpew//0sL/tFh2MrFE/6eHq4Idg1PKISQRMdiIc14BrVXch0kVOnoWRGVGJrcI8dat22+9/dYLzz8zrr0NMQpWrx/IrM6pT86CXeoA+QiYwm57AAhte3hwsFg0Oaur3GQymUzXnPOoaMAYBJAs7aLpg/cYqcAX1FQigtChP8UfgxEtG0knslb7QD6L38OT692+MkZdRR0fb1QgAAN4IRESgKTExI7TKGFMKbeLuQO/PlFRp7oRdTuGTdEaqtHmhLfXZ1tbl+58+OH+YeOAplOMFPYWAuoUUZBQHFhQCiqaoMlO9CsmBgJk7dEwetIHhMcHrUPi3gDa0kUmD3rtdjHbtgXQENpei2g9YOecKg5iFhQIvff2wNnEEgDaGEFJRGNMISdMOScpYEPUGAJoUpAQwltvvT2bHZw7d9axu/j4I3a6M5FGytnIgwPzHOBAGIFHzL7LsLZOVtEVy6rWuwDp/1SpZfr9WgYjPxmMw0S7eIHBKPSI9b8gfbEHygv07ITDeXN3/+D+3n4bJSmGTPV04+FzDz/93IuPPPHU+Uce2z59TpFiylngzt37N65/9Nabv7r+4fv7u/clp/W1tfXJZDSuU83TtcnW+sSxzO/f371zQ5pDr2HqpK6rce0no/F0PKnrERK1IYhAlt9EZ9zXKworLpnusT6CqjiZbiGACgRkUgZiJmZCcHWNRHfu3Hn99dd/+tM3rn10gwiYUbJIyqNqJFlCaiGrZFXN4IXQGdPfMafB/F3Lcs/Mroul5EE6KtsFHxYKzIhAYr0oEFR46qmn/viP/9t//T/9eVW5tlns7e+M6mrEHjTHGEUMpusAUs7JLkyKMYTkq9qxY++dcxYR4pwrAa/UJ96tNNdxVcBf9vvBIaQDAyIRTSaThy9cqMfjLgkZOkRZ37bvaMkrGZC9368j357gH12m1Ulhwg9kGUswL5ZaalB89jO1foaoKwvGEidu9M1lNHRhlOuRl2J9l26nKefUGEIKYXtr8+ELD1+48HBd1+vr66dOnWJmfTDooB9f5JTU3lT3wxFYkYeddJqIu2kmm5BVi0BLAGE8HbMr8IrFor1169ZHH3342GOPjcaTzc3N6XSKy5peB9Ugntg+6Q+H1OuAVRUUiZiReZlI3IF9dSCchge5gwef2GBB7wcKqyE4JeA+JSRxXIGCSGrb1lcR2QswaTd412LMAgQRINCqqiTL7t5eDvPFvBEpKK4OuLbqPCrAadRBu8+Y8KYBtTFFTgKQRCPAsu/et2H6/8WBIaijASzhHnbrIvPWqe3Hn3zyyaef2ZhO28XhqK5VkkWBFBYusSpkLaZQ63FkSZJCijHlGEJqQ04xNe2iXSxijG2IB4ezGzduZZGkurO7/9G1m4fzw6qu2zbHmERSXVeVr1Q1xRBzzkwAwKTCKgqOlbkYCMi6mihI6HNylXfZQI2aS5vKWMFHDa/H6CIrseFHlt/ufuxuDEJUBITYRlX13nUaX21DBFAhSAk76HLP7ZKScxICkzNZoKKanUe6cG1iRiBSUZWYUhtay8wzAaiIWhavqAJJ9xQiADrLQ8KSwbPM/rSZgqm2QKmzKuMAbldCanWouVdCUCUtxrJlEkoflx5jSskkNK6YpWLImjc3Rt5Xti1nNQWksiPP7Bw2TXv16tXvfe97D58/M334PPXpc4opRpP6aDoBEzv4/Kx8zJ0Hl/rWmr1Xk90s5vM7t27duXN3Pl8g0mQy3tjYWFtbVwCJCgDecYyhjY2lz4CC9975mohEIWZJYku9mtuLuyp86J/r1r1CjRzeaStHFRwUTccWn2XBvQrcOA4lQAJUYEEGih2h0BGP2DFSCOGQsp/S2Fc10PpC1kOaKPDIrz1+brGx/uvDvZ9dv9VKevbRx0PNB3s7cfdOiZ3KAoKV58r7kFPnW1CUZWfOZtx9Egyc1EhaouAH+rflpqarl6Hj2fXmDpvLpJQWi4WFcfZNemY2+E3OascMImImJlfXNWImAkIWEUNmSYYYU9u2rq5yzm3bOKKUY0jtuB5NJ+PJpN7aWN/d3bv87tVvf/tv1tfWzp3eWiuJD+icC3GeUhARi7qyT5uJCMqOyUC6rBxMxA4IoG5QLGtvR1nyqkvKtEU5lZpCYMCWNHEnZgHJKklWiuO+g2WWO7JJlEiuau+ct5IpZ2nadj5f3NzZu3Z/5+BwkRW5Hm+dOf/0859+4TMvPf/pz9XTDXA+CrRNDDGpwqXLl3/6yo9//MMfnD219fgjDz/5+GO3b15LMfB0dPHZi+NJtTjc/eCdXy92b2OcjzB5h+vj6tz21qiuHDlElwWSKJKvnK+q8SdXxgjgyJVFhUu0snQ22z7waTAuHd563R1IdqWVCAUwaQYCX43G4+lHH137x3/4wV/8h7/Yv3NvZDaY8mlljMGVNlpUFQR1SpQENAmLdWDAgUhZAKlfYU0KI6iqkmKMeTSaqIKNEQ1bSmwfbBaJCPjI40/8wbe++Xtf/9qnnn9OUrM3a1IKCFlytGBrQAJyChAFFbwia07mYCdIigSiEhNVde2r9bX12nsEkJS72LY+77uoO5IIgeW605Hl1E5biKhkfU4dTcaPPPrIqK4RwHtvvHzSvojkbmHD3A20C9kSSbSLowXpJNfLCbul8nTt9AQ5EiqA5BwLRQIInUdy0EPiBj1aWK3jtSxBcDT8DjRrSfzqyL6yFMYsBzEwmC2CAqytTR270Dbr62trayPvofLwyIWzL7zw9BtvvLpYHMao1OXNJrVeCBVkMqKK1gAEmhEyQja/LpN3fuRr7xixZLZb8gsCUkLImUSZSD2ro0BAoDU5zxBjvHnjxk9feXV769SLn/70z9/4+dUr7xKBzUAGXt2SeoZI2i0MzjmN2ZphxtOx83H3ni1tQpxzjnztR2ERgJCAofj5h3YQHcQqHR1WFVNFt7wRGbN5JRhWREiARAmlO49pBomgwBhUEBnJiyICVb5GSSohhkTk5224duvm4f69uwc74oGBzGiWklBn8UEF68mV5QI6TrEmq1o6qDECA5CiUoWjuqoB+3eqTdPs7+/b7jJMJUBA686WJGeHBJ4JRHLbxCtX3vvB93/w6CMXXnzh+VPb6/PmAECIANpk9rpiyYLiBh5WnDbrHFdCoAqYdTOLJFEBVIU2RUBaLJqrV9+79O6lZraHCjkqCHhmWaRGUQtHqyKuyDliR8yK2KYsIQCgc1RVvvYVOwarEpAAXUrReQbyBuy2AlGs+BM1HZf5ohCRSIdKkqGxEZZBSNh19IuVWgEEhJ29WbFzi/Mk6iXnJqQkUCnXFbOrusiPrLmBiCS1B0HYSLoNqEhCHiVFBUXwzo1QQVP0LocYU5qHtCcw9x6RvAKqEPtJziHFAKiOmMkbpQOQrG7pYqCo/KASSG7BLMiMIkWe2MPTlbtM+3LjIIAkO/j0TrGlyg8BmMAxpAQqRduJiOLwMBwQMiOjqFNkARDCiJBBnKyNNuaz+OqrP/+TP/3v/WjCYR7jwpHUJBKjJ/JYLRzbAjecnjhyRljLKQJkE7oCCECGEkaBAkDM5D1W9aU33v7bb3/3+z987cbNO3U1Or19tqpqiCXsJidpCQ8ODtpF0+FvyZYIK72dAtkaJNJPjFLMxqLp5y0WrECAWSRn5YoHawcDUJZeiJZxkPhgw6bj0yHLHIVuGKWqFkxrXwsmUdHcMPkRoQdpc8iQY+XFb4QQcsx+D/3IM/k9DO+MdHdj47de+NRNjdfv3vj5pUvb25u/7de+uIs/XVy7P9/ZjDGMgch5Ji9lyxHvokMldIK1gBdARSHKTILEQE6JBYLLwgNSxbJ4wWON5M64LQp2rOyR8QogQnb5uz0rhoS1+VhGnXbFaBWemAWSAaSiZEZAkJQSO9sBJaskEAFZhCa0bUyJpCWTARF4513Fla8E4GC2mC0aEVBwr/3i7YvPvf30s8+/9OwFIRcFiHyM0jRt39HvYrKNlZaRCBhTzFoCwgjK5kuD6UppijBBZ8GGPmtWO66WKoigzfWlh1oLaBZNKaecQs5BcgAJEBoMDYYGUpScokKbcquQgVQBIkBUBeKD+eLu/Z2dnb27DR3SmVMXT7vKT9fWXvzMZ556+pkLFx6t1tZDG9K8cejmO7sfvPfhL95448MP3l/M55957tlTp7aQ4KPr1849dPbMmdNbGxPav7p/5aO7d+5As9hwNJlUlaum49F0MvZ1HUVCFKRcGGIEEULU8MmVsQ6YdoTU3z1YeKcwdAGd9Id7IYuWaGwAQGTvAPFwNv/+D374j9//wZUr75MCIaFVkAomperULUoMhuHXrEkSZHSVR2Z2BDln0U7SgEyoKgb4JjTSkGoux/kSFERgwWmiGRFA5cyp7W984/c+99Jn19emezv3bI6GBDmnLFhUxAgKKDYQR1SJfTtGRbNmVVQRC1llJuwQXf2l6NEohc9g9uDVTo+VxbbeA2IWIebJdHrq9OnKe7uJi/exW7B6K7sOWpW6nDZaQAD0XX+FE/I8u1tfsMBUsxkdEVFKAAAgAElEQVTyCrmtZLF24elHpQsgMOCnoRyrmEuZNgR6Dl+qgq60sTuNSa802NhYX1ubOqaUwpnT21/60hdCu/jFL96+/O77t27eDDGWDBgkJIYBAQNBSUERMyIQEJNzrvJ17WtPpAgCigSCpZGPVmmnAu/PoEmUAWpAJhaUNoYrV6787PXX26a5/O6VnZ1dKoGZXUqV5U6rxbytYPzLgQQBzXu7QmLHPuOAkBw7XEYeDNr0hd5QerAnSZmHBD09IptDzKqE6CxjDUSVsiIKKhClnEgzAotmsM6xUglKUVIlVSDipm3v3r27t3v7YHYAdnFtWdBhOp91/EhVGQGwUGKAqT9ElfdHhXjqkJ1zfU9LNYNCzrkPKejpyPbXAXEBAfWXEqH21cHB4Ztvvfntv/7rFBZf+MJLIpnJ4CdRpSSX9AlqOvSS9LNmRE+ggA5Z0ANzVsiiE7deVfX+/sHbv34rtIucImQgNGYXkPOEHoCRPHPF7FzlgdD6hJ3AS3KSqKIiLrOdUgmZkFVj1xvV/iHrzhB9Vx4GEmE5cWpvj0zXbtcjmHntyFZdBhCQknMuAaSkMWWkzKxmTzUFqaqqxBzm2ZOjCfEYKBNn5wAJHSCCY6oliwh6J5lI1SYAiYgBDbdDAE4hS8mmoCL9NcW57cp9znPRoNPSCkRlxxkapMrnCLTMAVbshzBlFANAjIM/AAaoGRKrrHrIkhQEIGvKCF06CRMqqtBostGGxeWrH/7ktZ9P1tcevXA6LA5F2qxZMGNWxYiee09Dp8aUPiwDl/FGqKopCzsGLFG3zA7YvffRtR/95NWXv/u99z+8JiJb6xuj0STFNF/M27YNMUgWQlrMFylFJnYObfACOYvkfgYFvQ2q87pai7oUdf3WQ9R5k4fQS+oeZYJVV8KJkMDjYGYwsQH1azsokTUmHSkZrTBrAgC7z7JiBGhUUXOF2fkAQjXfILl/587OnVuTrE9ONp7Q0Wh3bxyaUUxONaYMTAglygSY1JGwZrSCGEEtkqQzZ1qwlvYe9BMkLiuSd10SsZczcxhqlMreXdpeBdDTDbZ6wzqidEEgNhGigWSFmIA05xxiaOyrbUQECWyEaBqJvv3cG1GYIOe8fzD76es/P3v69KNn/igLOl8jQhYIMcWYfFUzY8pJVQWEiOxZkZ7AUTx2dLQyLruOlmQpADI1KALbQAata45SfmKBe1CGFZoBgRw7Ac0qmFWNc4IERGpbWCa16Q6IaAypTbFJurM/v3P/MER0m+ceufD0UxcvTqfT6XRy8eKTZ8+dnY7XcggxxNnhbLZ38O6ld9+99O77772HoNPJaGtjra5cPfKnT61vbW/WFTUHu+1HVxY7N3Sx2BiPx5N6Mh5XdW2BLFr6gjpMn1KRIXjOfRxGoNNRmQzLuvR9xkSZkenHxQ1Aj7MQUUBXVez9YhE+unbjr7/916+8+lNzQitAtEhYRIty1c60YQcwzRKN9SOg7DybUcawNAqQlQEdqZjVB5lZhEQkSiSgEsNng7sspoioqirHMB6Pn3jiifF4EkLY29ubTCbOc5fFVUacJi1g9qpq1YpISUS1hrBosoPyxwhLOllc+WLoemz96bTzG1mdlHM2ecb6+rpth721pfdJdKzkFULmcQHZykF4SJjvNMfYiaX6PLOlkKZsT4Q6zN4arpSrviH8hOiBId+3W3JWIG62KLRtiKH1jjc2NuwKHB4erK+vffl3fucLn/v893/wo7/52//y/e//8Nbte/NFo1lMoYhE5tyCrr2knYnQXNtVVVXOM6CdgB1hFNtayhatAFEka06CUjkTBBGy9zWzv337ziuvvHLlypXr12+klC07z2qSsjXYoYJKEg1365rpeFe0iaup5kfUtD3Z7SiNWJfSrSNxNgNQ/1EDQA9R7q6MJfVCBhAkQMw55hyZGIBUs0Ki3i2hgqrIJAlC08RFu7e3G2Jj2eyEBKoM1FU3ttDaELXM7G1KS2wLazlo9wsSMzOyDYjtnidEIsdL6EfRVxARIS/Dm7TPShMiXF9fn7ezGzdufPe73z17Zvvpp57Y2lp3Do0DVECwhY2MXefj6BlCQARL1IYiudFo0baLpkXn19Y2Dg/nly9f2d3dsdnWaFRVlVeByWSjriYIDtA6d1h5JypmTiciJeyaKppCmyMiYVVVrsw6i/IAVLsw5M6yNshKHKomjutHj8gtPsYSOiwFTM1vIu+UUuRoHEPnGBFzBgVt29Z7T178yIkqkhKB8yNmh1hJhhgiEDkmNPVqyVlcBuRKIaIcj7M+KsQ/7lJ9UGTG0SCbbmLT1ccFNt1rIpe6dpW+OLFTIiJqzjFn0ITAhEzOOwRkBmb2o5zy7Xv3/vNf/S1W/s/+7E+p3shpEdsGiJoUMch0IERBIFUUyZpVSvfVY1Fjk0BWSQisipIzECJyaPNPfvzqy9/5h1deey3nvLW1vbaxLqCzxXx3d3exWOScFMATIyA5smxsNVG0Sncy70/bNhslSy8qw4QsOecUDVZhtjA77i5j22mwCxT05Md6P/t7sgv0WZEv9wZ5O/4yEpp1iKiILBQUKCNqlhAjMlWVZ6Q2hGtX39u5cW0S8pdPP/4wb1WzxXsHO6n2jscSgyaFwul1wCzM4NCeHyHNAMm0/KC5yGpIlBQJSYcI+SOL8FCpPxAbHjUXdkTezqXHZWexECJd9Y2YWSLG2EefOue881VVIUPWZDKM+XzeNE1Puqjr2gTKQ2lZb/U2QPJkMvnlL34Z54dffemZGNJksp5SVKUQNcZkquZUEpEUkYlYAYxWAQMlLC41yKU87MVK5SNSxHLOZAQQlKJrIgE1C5UaGEpAhZUdM7L6TKSoSTOCACpSJhLMgCKU2QlQBkgJZyHuztp7+4u9eWwinTr98GMvvHjxsy89ffGprY3N2nsGRXK5jYu9w8V8cffO3V+/885rr71269bN9fX1Jy8+sTYZz/Z32zg/e+bci596bufe7VvXr93+6APde29S6fb29sbGhqmxLV3S3CMG0XuQFugTdMbWtmHmPtwTu18vWp9P+iIu1DbmMpQfjSbXr9/63ve+9977H7YhTNemKSTJWURBTLJv6+Py6GsIzAygaGY1RAG2XdURc2fqyV2kC5ANtYEwSwYGZoAOM1pXTkNC5I2Ntbt379+8dfv113/q3e+cOX1qa2tLNPe5ygjAznVcifLGEZQ75M0KiwyAmUejkfMeiT7RS35C3VzEvkBMKhpjXFtbG4/Ho9Go/NOD9MHjxMFjTeAHq2TwRO8BdCvs/39f/b94ZA1iJAWgqhqPR5ubm2O7AikDqBGkv/LVrzz7/PO//wd/+Dd/83ff//4PPrh2PeckKuZmMLF5tjwoZq6YPBeKJGBOKSdJOQXJUVKUnDWDAgM6YALIoBlBHAoKqMvAioDE7Hh3d3d/f//y5Xf39vbsTgvRYsCWfJGcs2TLJTW+GKeUCD3hSg9geBsYQ3oYWm7y2X86m+Jo1Pbwn+hR3327X1QzKGqWHFVMk51NhAJg/FQlUERzlZOk3LRN0zQq2TlewcQv267wcWZE7fhI1N/2FpYOtnMwc04pxBBjZCZrnNR1bQf9AttO0gVCUE+SzllFZG1t7Q/+8A++/OUvP/TQQ6opxUZysrEmIkqSlSCoY+G9mnNM0VcVImfVEDIAj0ZTX4831jfravy5z33htZ/+XOGdqnKj0aiqagImLnuYjZGZCHKumEbjcaqrEEIbGlE16zURGm6UqVPaEvY2cYSlQaA0b/8/eyStrWjFse3iTdOAQl2PvK/6OiGEVnVCpb5KEmICIWarSXKCFCPknDP0KPROxihIDKiSo1qQLD4gQB6P5i/881eUAcciRiUquUI9Oi0VdmxiZkBBVEfekNaIxOw8e1fV5B0QCUATYwKsJxtv/Orte3s7b/zi5//zv/5XTz/xGFfcLGbO+co5lWWTyDZGBFZL4bVNq8TmKJGfjuqMqKJMPFlbny/aK1fe+6//8P23376UVCfTtWo0CiKHuzvz2awJDTAyeViqVIfBKNrP5sphigiQRTSlZMWWyYS6g5+mnAkLKnvFwm3TQTzOnfoNVhxUKThhHGLpCmARGNiajYoADqnz1QMCJ3Yx5CaGTCgevaI2cXd/9mi9+eTaxnPVpt44OFjMduvRDoSFAgFX6BU9gud6lBFjysIsbNR6yCQRIesAH4mowAIMg9C7ByR9wOD1w/Ez2PERTeWqwqbI2QbUVVXBIGy8N0A75spXlfOOHRG1oWnC4vDwcD6fp1QgSJYrVLoAqz2REIJ9mxUJhqvaPzj47j/819PbW6PJ+t7+XsqQM0BJM/VVhX3GlmNSkZy18mzg1xMNDIDUFTvFiqsgnaofTYSmZVRMBebfKZKRaDSuc4ohNLkJOSXA6CvBLBpTghYgAGRmRoCYMYS834T7B82dvfksYrV+9smnLn72t7/4+LNPnXnkTOUr7zwJhNkstbPYhsV8/tprr//il7+6efv2dHP9yWefqUZVk5ta6dlPPbUxdvFw72c//M5sZyc2M5K4vbm2vTnd2tpyzhnIpUAbRGKMzsEQFnn8g/44NYXN5pg5qxwZzKkeIZANsVnLTqE5nYkZiJAdEu/u7P7yzTdffvk7t+/ciSkZKkq75UQBkgVboo0bqIDyHVCnE0gZRIUVzc1XhgQWq4bOupDFZk/lCI0OU05EjoiyJHOyzWazjfXphUcevnDhQl1XAOqcM7dyH+2ly55Ej0FRLjzA7inq1JOOeTwem7m+b+CJCg2yyI/EgvYtWOwAnJ0/XHNMdVVNJ5PK+ZQTgDJZ63Z4xDkJh/QxkRwPADwVYroUfyotzYP2Gx1wDo+wMZae1iX+XYeb35GVRbvZ+7I5LSpHKuOcIFFAgKpymxvr506f3lxfZ0IEFck5ASKNR6PHHn309Kkz9iHN/v7lnd29GFPOSTpTjoKau42dZ8d23ggSc8oQc8opqSSwE5f2r866m8gknjNR6QCVwxZpzkb+si2HiGIOFiIz7JyXaVm3BDMzAndp1aoqOafSGBz4hbNoiZ8gTDnnnFSdCYsU5J9UHZ/YoV9iyFFLN630VpJoUo0d6UVAsxaQOyhaEHf2XKzoORfvmi0e2pXDS7JJoQJ1itDyaONQwNdrRUzSOuyUW/+SCEuPv6oAIMY4iGnsRgSIAyON7XN05szZ06fPrK2tLxYHOaJJrUSXhJySQdBJtnXlQrGqEDmFEvxWVSOu6pTl5o3bH3107fWfvnH79j0ArHyVk0RNo1ElWUOOEQSQRVFFWaX2rqoqclx7ZqqzagmZIyRQETY5dkfi17L79A2bzkBxJCv7iH3+CPf3AQ3XoyDFYfu5M8i7EEKMAbTHCTsTNaUcRTKgMoMCJcWcsojkDI5RpFQ8WVJKMaUo9kuqKgaA15yTogIvbZQPKouP/O5qR3xlTZGOibFEq8LQvFrctMT2WjIgZDGqZ7bZi6gSgbOUQWbHntAxeyIHjMmq6Jxn7SLlwIRN27x35cps//5nXnh2c1w9duH84W6DTOjYPr1uzCaA3AmKpOMCgQp0UEIXQxQFR8676t7dm6+99rM3f/nru/fuk2NXV1n1cLGYzw5DaCVn73yJhC7iJpAyfekWYJBOrkFIYKJBO6PElHQlZQmHUEVA29fLC16hT0mZWQ11eh/P7lwGVx1vBCGDqP3gMj+BBOCJkD14SiBtChJgvaoZKbfNqenZ837N7y3cfjMnnJ3eJAdVc+h3NWoCIfJeLGjWxEbSpQ2A5I6Uqh3jpWRRKg6HEsdxh3iC4BiGUM4+1XVolEfEJFk0i67MA/vxICI6ZiYmAMkSckgpHS4OFs08xmhxQt57s+uZN7RvZ5hZTVWtMq6qquv363g8ZuZfvfn2qe2ttbX16XQiijlDGyRlYCVR7oyyCkpgT8ygHCz6El05snaKnN6r1wvWsHMbiZbfLWLTfm03iZqCAAqRKGdJUaRNuUnS6v/D2pv/WJJdd35nuTci3nu5197dVV3VXb2Q3WyyucuUTEojDqkZCSNhMIANwzYM+zf9UbIB/2IYGIw1GlkyBWMGI43E5tZsdjd7X2qv6qys3N57EXHvOcc/nIh4LzOrii1DBH8gkVlVmRH33XvuOd/v5wuKzAgwm6dp3RzM8+48HdQmtHLh0sUnrjx/5fmXLl+5ur65UlQqWa1NImZJdj7bvnn9xieffnrj5s3Dw4O1tdVyXFVlnKxUk2ptdRQLSrPdncP7d/c/u8G5XQ04GRVr69XKZFRVVbeSlxrDXZ6DKNIjm4iP6RmbJ00wU07yUDy4H+uP+7S4qomD035iKN76+N3XXvvJ3/39jxFRROf1nDkyeyCtg3X96s0YAjK7A4+95eM1RZLk7J3Irl8x6RLUmdl9wKLqF2MgI0ZkzClXIQTG+byOgRGhaeZfePFL3/nOt7/1rW/l1Ka2EZUY2YHHuoRuOJLXBUAgrjwHBkDXy5ifLp6Yxcwp5UU3dInyj4Obaikyzt+Od1x6galJzqOyWhlPAnNOrZl68rUszdCXD4zFYl9uZi/vTkfErQ+J1LKeOU/dndX6/DZDWPwSwzlrR/pvy39bv3Gc+M8ylaI/n45XxmCa2kxEk8loa3Pzwvnz62trQ2aLCihIXTfE8fTps7/1W78FAB9+9PF7739w/8EDkXxUEeZjJT/jNaWc2gStgGZz3Eb0YT4BQMfbJOYYsQgWQgvu5eywd6oWY0kcjFBEs6grbf1nX+QvUvTQrLIolqI9OlCDf28WAVkkGnTfow7eRGIEMTXxwwQAP1/j0I5VD/0eDUQo0iFKiZB91t1119BMusrYMnlqlaGpohEhmpqpmEkRBuwYqHqCuHUTNcYFk6Qfy2EvKwVCIlLCo33j5R+1E00BdGWxisQYvYMSY5xOp04c76s6ICAk7ncYMLTAjEA5yf7ewXw2H3RHrgRzoV/oYP8LRfbydRUAiCISA6IqAjATlkVlxDdu3Hj77V+/9trPfvSjv7l//z4jE4WmbhNKCCUAimQVoBBVrWnaaJoCl2VZjqqiLKuyNARRyaqGxsQcOKsiMzIDgZEpac/WH/KieHn4O7RUl3tR8LBg3qOWTegWHsixzNtl8pTTMJ3R1rYtMbvzzRU1WbJajgQFBxS1nFTNQGXYwZhURfrKmDp5NCAZeoOKDB9RuC9vD8tb1OOPFfdBgBEcJTZabxUSyarC4PIARQJR8YK4b0sYcwyxYBeGh0AYENkMUk4pOa+knTdzZB2Nio1J2TbT6c72tfffefDsU8+c34D6UMkUM8dxl71mIGJExhw95ARUusfk7mMFkdy2LSAXVSkpX7t2/cc//smNG7frpg0OkEpN27Tz+czMmNAVNr1HRU1RAQgVuxaDegS6OV7Uibh920pMQcDUsO9R4cDZ6v7bIYM8MGvxDHvlFXTpZN316ljteGRFATgpdflGZp2tAHsejHn6pIIhGBFHZA5xlppaUp7PV4oyxsjEBQXKerizew5juTaZnZvE0Wi8v1c084PpHgJwKNS75wHEMqv69dLQZxa9tQ79YZmgmDI+Gu9zbMnhUZ/0QhrUC3K6Xh52BqEs2c2yyyK3ATXLfe56m5NjDQ/nB21qiqIYjUa+yw1zgKED4OLjtmmX+Z4utMg5r6ysVFV589a9Gzdur62tfeGLX2habZLO5ykrRKM2ZQ++IyBVdCWLdXcd6hlttgznXdIaHy/s+hDfjqvQv/AFrNUMspopEDHFYOhNjFakztKIZSNSQ1Xbmbb392YH89wYc7V25vSFL736zedf/vLFK1fNKLeHzeGepKRZNUszrz/95NNf/vKXr//y9Y3NjScuPnXhwoUHu/dzbiaBrjxxtgC5df2Dz258bPXBehXXVqv1SbUyqbgoBg2hwzt6uIjFEFTBd6hlZOHyen4stQ3E1QUu2mRmNSUk5BNj/UfsYtLZAlDBRTftL17/5Ztvvt00uapKZiTPCQQgsi5QlQaflw88CBEjdTIdMExtats2tSm1KQMyEgIGcrMuI5ooAmgnpjQxcP63iSQwMZPZrDlzZut73/2dP/mTf/WNr31dJM3ns7ZtVDNzuTzC7r3P+GhtwpE04aKI/scHtpSqEi3YrkedDUeftna0HTAXQ8tkMlldXQXunAOu5VBbDgH+HOXS46M5HkFo/zyx0p9zsv/QadTQM4aj8dQAEGIYFQURbaytPXnhwhNPXBiPx/VsLjmDGjIUHIFRDfYePFhdXX3llVf+2T/7vbpt9w72U5bg7pY2OyKwlzdkVZW2JRESYwRiDoG5isjsQyMTQTHwvPGsoimBgBpkCL722jyajIlDYENO0qY2JTCXzXrTVxCRAWKM4/F4VFW0EN6QFyhDGpYdDcpebjb4oOahlNDl7z9x2Th+Vi3+BgRAUBMTAVTrHkx3aIKYpDa3LceWHc6qihD85uc9brWsFrq1Kd1wQwFOQpT7rBftjV5dm4oeQRD10F5/TdbpUijG6FLXtm1ns6k3jPvb6TAFM5/RmyGgMVGMsW3rv/3bv93aXNvYWn3yifMUIqqAaVFE8kHk0Z94eRDmiohYhNlsDhiKalRU4+msfveD9//sz/63t995797dz2azWQwFhnI+a0ajcYyxbduiKKuqYgpNygA4Hk+0nqrkVlqpNYnEsqDAgJ3dU/2208n30AgUQfrIKbeaUdeCeaTM4B+hsliEJz9C80YIgL3qDtWkbRsEGI2YmXOGppnNZodxkkPgyMGoMNerUeF5VggmrXi87UOh5j6rZ3YT9D+NEuuY9vqYTGsJ/K2qMghD3cYQY+jRAa6agjYLmtuPJYunZyRVHZdcjYrRKJrUo5XJxSfO/cHvfOPZcxsHtz7ZYJPUtDv7aWWLYuzsawCIFELR8cM1gxoRhhhiYDWd1YdmGIsYCrp56/qvf/2rX//6V3Uz85tjaltRGXpSHbIQvPXugboA6l6uBfZ6qTSFnDNROJI83484e4+BERxLFjRPTnGSiZqqyeMX2DJje0ndZzqMPBb/tCGgiYIqqILbajsLJPZaBybJzXzexHlbwQjx2md3kMdfOL1VjtZ4LRysJU3trjQJACGEUMSq5KIwMBUpkDuMGHaYzo6MzT3+DyHjktHsN62sxx9/yzf7DlrW70uDCmL4zPbJslkytG2bk3hlDATj8XgymXifWJcgZ23b1nU9m83cQudS8PF4PB6Ph7z6HvRuWVEFdw9mb/zqnfl8WowmsyZxOeFy1BzMRuOKCDQlUUXCEGIHW8TPoZdxO8iwuEz7mnhp8udcGekIgJaBIRATGObcqgiAxSIqjI1wXqeDafPgYHZ3r92bap35iUvPXH3xi1946cunnnhysrIi7WFdt5gTtGn73t2mbff3937685/duHmjbupnXnw2hgCQtu9ev3TxydOba5jT3s1r+/fvHD64t1LhxrnNU2tjBikCFgW3KasaAoYQOEYg7DQVZtwf+kdeNNPyHvu4yli7PkASEbdhW7bBFfdwKsWJTddplhyjiO7t7b311lsffviRqmMWej5DhyU2D3NEBBVJZq4RJCJRQDMKIXDkoowcWmpTm3x4TtzxgEUVafjILS7GgBYjs29Vpk88ce6rr776b/7Nv375pS+ur68eHh6AWQiMyAaQvbe2ZEHtxgR+b3Nc1ELm2IM1u5omcP/vHDvATkYn4xHWFg63devLpvFoVFWlpORfEhF0aPiiE7lMtu9jaJc5O8tH45AqfyKpbrHNmS3HnQ9QpKPdJjgK7O4nVifMCsvX374WPFLS2ZFwKztmsR9X1amtrfW1tRhCzm0M3LUkTIkCArRtDiqnTm394Affv/9gZ29/76OPP+18sAxD2LWpCJiqmEiXv8AETBAImI2wF5H4nK8bOphC/xXoeWcdBQORRqOx8xeZw9EOHCLh4JaQ/j+m2AtHaRHBevRoWe4KDNXzsYzofoz8kMr4uGS2F8cMih3tg597jxz2chjLknJuY04Ugju5e8+oy866voKqiphKFws6sLWP7C9ehWvf/1M1Qxuykwb/3LLEaKF764Cqvtp958k5+eMiwoc0Dvs1mbN5xXzzxs133n33hRevnj1zKgQiJujVH0duskfzu/p9SEUg51xURVGW08Pp3/6X1/7q//mbv/svP97bP5AuvtOt+9xXQujliE8BmLkoA1DVX4A0a5bWyAKHQMxd8Ix2FH1FlJ6t0FnU+ixnwIcY5x+TInEsY3yxB/dL72GHYb/qzXyMa6Y5S9OIqsQYqopjZNFc19M42y+qCgmyCDF7jWs9jFE0p9ymNkFXWAwveNhSaAFdebjm63ixu/x/j7YnFzvHsT9+dMPplR1LTJ4hbZvZgYOiWTttdDfG8pRyRdDAOBnFoiCUBnK9sbl1+Ymz9cHujQ+bNJ+tr1Sa2iRanGuK8TiEAEBghkgxFn3MshAgEfpY0UdwxAUHMMjXb376wYcfXL9xp25aAELV3Gu1u0D5DkwKqqo5D0MbXxsLvRYthAGix9dAt2ARAcGVMIH52MZx9L6tD21qdHvHoy2SAwZ4gf5dKKiGV2AKKAhKfQ/GoMACAaFNmqSlVBVhTlavjspnnr7zYP+DtH9rf3bu1OnYlgqKToUsQms+ysZgSIYmXq+h+Q6HBNZRaBRRPSkaHmfufOgoFY5GlC9tXah9oyrGiAIANsS4eAU2iMQ6vyFRZx1kjmUoqlgUxdA98ZMipdSRKtrGz4IiFo7NdsuKp9wxc9M0JhL8JE15Nn+QUvvxpzf+4i//+vezvvDi85OVNWICE0VTTQxEHHJq0Ud5R3thD+GM9UbpTmvoBvUBY9zjqt3hbqZoxFiiCUhWSQjEIRZFpaqpSQ9m7fbuwc7ebOegyVCUW2cunL1w9YUXn3326sVLl7hg1JzreTM9uH975861ux99+lHTNknS3c/uhoCnVtYnIy4Cj6t4enNtpUI53NnfvtdM90Oan10rJ0FRzBIAACAASURBVONibaVYnRSmCUwUEmEg7vC/pq4LPLIPHMlvONF9+A1JH/4mept5JyDE/l0uFU74qMrY0x5CUabZbHt7+6MPP757+y4jiGR0cCW7TMKvHcSMYKCSxUwQYwjEZABKpCFQUYVQhhAjcYOcMauqZzINJj4auN66yOSLMTiefjQqvvKVV374Bz/459///bqeT2eHTV2PyqooYghc17X7C2npwqd92eqVseIRMQn0gapDt4+O+WaWg17hyKWiK0ENyIVqqiaqpGbGSKNqVMTYzOeDMoGZA5Hva/1Q1Y5VxsN8xI5m+wAiGh3N/OiodDQAcu3IPHe4HfQjtRPcnkFdYX2Ken9POFYZD2zwAb/v0VXHMAt+wKeUAnNVllubG+PRiImSShGjH9uqCqBEgdhSWxfV6Nvf/uaNW7fu3L17++7dnFtTJUJUMNHuu02t5yIAoREZoxB0zD0DBAiARIyG2vVm0NuWxBBCcFeo+VcNvDI+PJz6IMWtXZ4nweT579Ko+mw6peSVcQjBxWS+IR7zWHi/zWuULvq1r5WX8xcWvXb/oKud7OX0FAtdBtoP95OuS0vdi1MAkZQlqSSliODIbDdcsCsiGNlRLSKm1uuLpPNeEPNiyxki0buljUbYmXQW0yDwKbFX6T7t768NaKY+Ehq8U46I7i/k2NMDl7I4wSQZIDCHvf39u3fv3r59p21TjKXzKEQE+nyQx/cCTEU8fRDwo48+/su//Kv/4//8t4a0srI6Ho/msyZnJcAQYs6iakURPUozZ6nG4xDYLIcYQgyqmnJKolkyEVgH24Is6uMFcc9Qh1IwR9B1b4WPZ+CdVEGcFCcsPBJHo0B6uXdnaz4q4e3+oNsBVTUl54TkqiqKMobIItKm5uBwdwIrxEHUQiwBjEAlK6IQiEhOuW3bdlBL41LwbB+tg0cr48fVWL+pKW7LRrGhnjtaGQt0/hQ9dmlUlZw91cc0udbG9fC+QyoThRA4YCwioaam1dwiAiP+/Gc/L9EYdG0yQhNDXLm4N1pdLauKHB/BVJVViMEZH9Hbv76ZcoixiKVCJknt9RvXrt+6+WDv0ACYESSriKl2Qs8MRgJIQGgilgV95N7V9xj6bI5BN4UA2sEDesQndTbWgXjtB5wuJwgdmUTpMcb8UcJm98eWh8bHwq6Xp5Lq6CS1/vH2PjkE6QPqQKFgLiJirCxri6mdxDwu89m1+unN9/duvXd49yDL00+eh3FpksGEGChSqhtELCmwGRuSIADpsCyUgQiMsqH5j9ARZ+kYC/wxVvmTX+3NRd3Oq2petvpsjJj7SCtdzrpHt04RBSZCjjEWo8iRh2wB7Q8LV1BIFgMLHIpYlGXp/66zbvzhF0WRUjLVUSiJyTObcs7Xb976t//uz9VAsn7966+6PwopgKgfUENlBtjn5iAO1oYlKwgOlfHSfFy7baTrlRMaoJr1HJrArNlpT0gYIZSiWsvswWF9c3vv1vbu7mHbWDxz4dzFZ174wktfevry5a2t9SJiO99vZwfzw93t7TvvvfXp269/fOvOzSSpHBenT2+cPX9mZbWaHu5NKjy9Nb74xKnt27e2b97YuXdnc3Vyan1la2OL0AIroxqhqCVJBZdEERGdetRdVIaqzd/f0gtGw+VV/5ikD2RmUZ3XdVGW3n4b5v5Ltwt7TPM4Z1EkDgGA6rr97N72bNYAQFUGyWIqhsAQFUCsm2SHToHqIgsEzb55Z4CMmPCwLEZlNarKUTGqcqFtm9qcxHLXiTEg6BE6jJGj694RaD6fl2X54osv/OEf/eHv/u535/NplsTMk8mkbRqtc1VVy2eniAzhZkMzDwFA0qJRevT37TGEfHKYedJAc/JTCE4kIPZcj5WVSYzh4OCgqqojmAL7/8eRwN9IilhIRTvJ7FIGGz5On2GPlVOc/BazBef4JOMNAQLzeDze2tqqRiN/7Cqde6aqCjNSBZfjqmTJ+etfe3V/f++99969duPGwcHUDNAyAWo/nO776QgI3kIWE2kbp9QEJOCAZAEYOvIUMCCC8wodmY65d7QQkqceppRc10hITE68Cl7mOqLfP5YxlL5F+g54TCmxPDE/JgZdss3hcnTBUBrosWffx0XYsgRsadqq0oUOdD0U/zxn0Zwl58ACxP33igGCASMDoZg4Bcl6hCcLgHZo2aGTTYye7AGeisyL/IaOf7hAvHXj3by0BnLOdT2fz2cA0CdLFrP5tG7mZVG4ysLdzV2qgHQkVzUlxsBBDWIsx+MJAEg2M4ihQMyq0kcV4OKqODwb9A0DUSHEqGbb29t/9dd//ebbbwHSqBqBQV0nomDqEkny91gU0TMyQ+CcW9FUN1iGkpEUDIE4hMCeagFtk3qMgSEzCIAASJfHBwG910UAAQIh/cZx9udUPT10trD89yx71b2L7Dwp3x6ZyRByrgFGgaN17q3F1u8M95xzyg0NXTVcTCm7WcA/lZTiRGUMx0M+vfMqxH6htc6l0NUrkHOCDt2H7hbo6gByRHYgdlAuTtscGUIxymI37+0fTH+lqY4IVeCSGUENzcZcjiu3X8cYq3K0urpWjcqqLMuiGI+qyXg8Ho/BoCirldW1WJRcVKJ0+87t2fwwBC85xZJ6zm9n8FDVrIbqtLvYnT7ayV/6t7CIjEcApBACEps5NQ54COTok9IGTZeZCZiAERg95JH+Zi0BPIwWuvx6jlSfCIioBErQbSN+lmXJOUHWQJyyzlOT58LjrVsy/Y8fvnnt3sexLL79whe0yXvb2zI7ADMm40gRo2UvCI3FGBAhdA0XQDACJUUiQrHBPfZPQnWBY7jaEEKbGlEJiENTw0yZ2KO/QwilI0M5MnFRFEk7a93QY57P5/P5vG5rM2PiUTHyna1tW1vMcrtbUF3X3tJqskRAJFTAWI3MbF43f/4X/+GTT6/t7N5/9dWvnD1zGhA5BERT0SOirKURGh4tE+zYS8ZHHvO41HImAwKyUITISebTWXtv9/DTG3eu37l978FenbBc3bp48ZmXXvnqM1dfOH/hqUDAZJpzqus7t2++/+5bP/vZj3e2a7KNy1evFhFBE2gth/uAzctPPzUqqZ7u/+rv/2Nu61Gk566cH5VFVYSyICbMqT08nJZFRECyxSzXQa4DItrPxZxlabL5kKt4eMzrDzFqSk1dl1W1PPm1jvLbT8sWco3jubhOsiMOSeSz7ftvvvnWwf4BKrCbd9T7UoI9D45UAxgzEqHHfZoaqEOjsOup5NbmllVDWUZiKgKytYJZPPXaFNTUAC0QlkVhKpLapPrkExdefuXlH/zwB69+5cujqpxPp30Kg4bAZtq27THX6rIqcTHu7xPFwKWWnUVrAfHuY7TB+jwURAB1VGCf1GCqCkQ0aCd6rrF5qmNRxPX1tZXJpJ7XgRn7AsRrJZcNMbOIHa2BFpHUNADJl+rzY6fp4tLf5zeTww+J+uY3LhgaS1a7AWZny5ejRRW8vM66fLjFNR20o4seRQki+Z5vklIIvDKZbKyvE6LkJDkToUpWM2Z2K57vIAC2t7e7ublx5crl02e27n527+Bg2vdDbTA4gnp327RPmvCoF8/PDMTd9BKMurkvohqSWScWpxhjVo85x5wzE00mk739PctDLh17+etzsdzbiv0zGUJk5tCFedJSiEOnLffDu0fue9nXTUGJaMBLwtFG+1KRvcDTL3d0fFddHrU7WIB6gWnHWc6iOWtU53IOdz+/H6KheSQcoSKqSs6CSKhmaKQLGDY5UlbUY7AJkLTr1C85nw369oWYiUnPOTK3cVn3li2ltm0bJCiKGGLgwEionlTS/frdb81MouJ9lLIoJ5NJjEUIIWfNkjs5OJ2wDdmyyqO7BIYQYlEEt5mBEQ/KEQP067cSWIyhyyXp9il3KoLfvQIH5mCeY98KEnGIHCMju8oCFFARBSAbkCEgIbBjAjw82fgx1+nhHvXQuuQIAUeP6A4G/drg0RxmNQ4KLIrCG1RN03RPIwYORqzjUVGNJimDKJsxICEqEzJKzm1OjdPoluYh7mtkdA8IIRqd7Bk/ik2x3B3/PBrRDlyiXpdIl0JgDlcBN3c6erz7V0RRjQMTh44rTYRMiITMQKiEHNiYhFAizk3zHMhiJKqBoVUERFKoD8LB1FPrkTCGOBqNQ2fupVFVVmURQ2f1C0VZlFWsxsjlO+9/cO+z+74/sgGZoQy0cfckAgH54RJCyJJVlQAMaUjdNKfM9snOBkZog3wfEbNk7xOHEIiZVdu+i+Z+Bt+KiYZ5AjxuWOG5V2BLhPtH9l+dW+xREUDkEclK6BYwVCC/eIMZIseYLLciTSsjaWW6f+3urVFRnFtbv9DAtRt3053PxqrMVLBTmhRAkRAYXRnNC9k8KaJrMEHJ8epDINxDK6Hljxg+gi04KKR7Pjp1awkhS87iBGFxcpfvx775l0VZlWVRFAg9HQIBAJkpi7RtM5vO5vN5m1oPLETEISHBJ5D++ropYt+BBkARSKIMFEKhJq4u3T84fPOtt+Ztc+PGzW9842svv/QFCgFMs6TgIcCmi6F353ztygfrQsSWWEPLrpB+puVJs30J7VICDAxIrIBtlt3D2Y07dz/4+MOb9+4ezufleO3ps088+dSVZ65+4cJTlzY2tkrG3DbTZnZ4sP/O27/8+KP3btz49HDalpPVcbVupKpSkq2vrqyPwqQimu7OdmdNfTCyupiElZXxxuZYRQCyAuc2m2iMpStfA7IqAIivYdei9G4W88l+B0f6x7IpEDDE6FEXXjcNx+2RJWVLEM4lj2e/7SIQAXFb17du3/nJT36692AXzVAU1Qg8z1uHYVsgqmJYXRlPqiqGICk1dZOTmNnKZDQej2JRHUzn+4fT/elMTLgoYyyN2AgULRiqT7t7hTgTmSmHuLqy+u1vfuP3f/j9f/7DH0KWZj4TlcDB65NYRFVt6+YYLgD6IuVo68UMehjkUtupL0+XzqoFnqILCFEaeDsIJ7RcQ92DAGURNzc21lZWJWXNqtxl0g3k/EBMiNp5KuyIdnmQufSk/QFN1pnVj17ol51hPtX14nj47Rf1/cNujn3Jc3w7eZQDb/gXbXlL9R4mAaiJSBHDyspkY30DwXJKkgUD+k+Z2oTOVgBEDKa6d7h/6uyZU6e2Ll26eOPmzb29PV8F/jgXbJojyFhgQ/OY3IGNshDwuQKgvwNoz+YkRusSZgDBRRG+yRPyoGzuwhmzdKauGGOMgb0yDkOXrlc0DqvD+q1weGyyLH7yYvDkkzx6eJ1Al+Py9QW6FBu/lRkaGKi5QdYl3ka9ORIBCVXMTNDQTLrS0Dq1k1LoPRp2tJHtqRag5roiNUAdMm2cVUBAxB6eZANoz9S1xb555ZxSbtu2WV9fL8vS++mqLps6IjM1M8Kgaikl6yzhgUPgELKkpkmeqTGU+9C3ahawC6JOagLgh9B4Mrl48eLW1hbRR33drP1txlShKAIzeffRTMRE+6oiJUYjH7lIzqkVZC4rilyEEARFRBExIwQgUiQzAgjkhEkiIlaPjLKjCk47GTx2jFNxkh6wnA7zUG3vsf/dC46taZq6ns/nJWBFUQilKHgyqVSLJkFKIGKAwgRoKNJmSWbmvF0kGpqxQF3YCxKi4snO0+OVFcfgAHAisWip2dkTF7rNdxhVi7eORGQ4bhymDSoIyATMCMjG6HQeI1JENSNkA9asWQOYZcAiTjCwMZkqEwa2qAAootZ4xQltOKglZ5WkqkUMjKiqMUYEzmqxrIrRJJTjB3sHD3YPkVhFaUjOFPFJF1EXV6fah95bB5AlHjoQQ5jRYGfObMbOkiP00ChVW0pfY/Do0CPRTl1c9jFF+8NlLXjy3gIPWZCIDD3O0kesjNabB13zyIAB0Ygd2oKB1ajRNGsalTzdO7j0/PNPjtfLWw/s+j082F8FYg5MhKogGQDJpb2g2fsvnVqYFX1gSGaESozeYH/kB+FzcjCP/T9f4C5pz5LB+T/QyTE5hL4tEnpftV+tzTpMDknbzuv64PDAQ8sYqQs762XKQ2Xsfl+vWHtBM2S/tKuRQZuyqoRAxPzZzs4n/+9/2rl/f/9gfzweXTh/dlRVDovxI2xQc4J2x16vTlt698u5gIOPySUy0Dv5sPN3IwIHNIOU873dnY9v3Pjg2icfXbs+z2lldf3S1Reee+6FZ6489/SlKxiKnHK7/+Dg4GB7e/vGjZuv/fS1W7dvtJLPnT+/sb4xLqpmdkCaq4LPbqycXq2C1XdvfNzWB4HtwuZ4NBkXVYER6jpnVTJo2oaBxuVImoQGzNT2TpuhW+x340EL5M2XJasJfq7K2MCIoSijwWg6PUix3NjYXD6nO8IIHE/hcjSmyyVb9WshNG174/rNv/3Pf9/OazLArBEAAQqAMnJRxDLGyGFlUp09feqLL7xw+emnN9fWD/f2Prt7b293N6f24qVLT126dO78hQ8+/uSnv3jjP/3d3z04nLW5Ga2ugRqAcrAYYs7Ytm0MAUFRNdVNIH7yiSf/9Z/8yXd+97efef6Z+eGBFzJlWUoWVSHCoihUNLfpiPrzBBS26w0TOaCEyPq87K5jkXP2iT8FVjPSrl3XaXl6Q9VgDRaPhTBzaHRXOEgGxrIcb21srq+td+kqOaeUqtGoEzSHAACSkv+AfRj1kFqD3fl01LbyUJKoSfcOm6ZN3brhEEJUYALA4AIA6ElA9Jg9ZehSL7HYlluVi2WjmnN2Dp13LAGBOfpf4nrc9fX106dPhxAGBJjzqzVnjgURNymRtQBkIDk16+ur3/+9372//dnOzs7Og8NAYAaiEPvfnx28a5CTQTYgKBhABUTd1sHMzAUhglqWHEMkYvGbpUjTNLEoArGZAWGbUjOvXVbRUbwBPEpATREhcofj7RrGFIbDww/pvol1JPuXmTvT3kNi8CCl5L38JVC/LoXb28M6In1oJwNgl4ghgjFyb0wzc3WjvyNVIM6qRFYElrYBNR/xm0mWDCDe961zW4QQQxBQQAQCVVMQA0uQ/TRy1qrHwCF0aVk5S0DiyDkLMASmnKVXUzg6LIXAKScAc/u2T8D73wvDYNXVjgMjZoAYYwSA6Wy2t7uXUmainDVnVRR/jt2jU3U0oQGk1BLTuBzX9QzNkAKYhxPFr331q6+/8avXfvrzoihSKykl19IFJgBoU2ONquUFzqU79QnUVExFiZkxQECkICnP0nQ8HhdFURUhxpiahpLOMIJpUAoQSCEwl6HwS5OQnGwJL0c3HZ8A9l9aFn2KPiSpdKnP132bzzSGLIxYRDXJKR0c7hmoUZFgbzrbH03W1lZPVZnmdZ7Nm9yHEw03hxBC4EVeQB846NcSRjiGblzelI5XxkSOz1saUw0b8nHJ+OJuZiAG6qMRn8kQkbOWe5hJ17hRzSCZxdVbAAS5q0xNFUWtzXn/4FC8mhExA1RDQA5clMW4qkZVNa5C5CpECiGUlSXJosoIdT3PmCISu02JtPvTAE0DbU5Y1wCxLFdGI0uHU9W0PJ0jAmJG9Ex1E8mi4pF62l1bGYgcdOAdPlETyQRgqqK5aVJRFkVR9i7vrhby3dUhfUM3I5vyI0Tex/joJ8X6j9L1mSoC4xCazYiBBLoRKxtEoACkKoAIgVoTKmOM0Bym+nC2vrL24uUXr2xdWD2YTd//eJLSJkQBMY4KADmjBx0yKXYjW1VD7bw/xmCIOkR/2SOHDo+xtz7qd+yCvnOOMcDRyElCChwCc4jR22xm1qbkuFXv1Tqj3btRs9lsNpulnJZSqMFlZAPiHQBySiZCSLAg+Tj0KAJhVpnuzUQ9dkoRgRnHk9F773+ws3P/rTd/9b/8z//Tq69+eXV1palnZsq9YwOcxu84IXExNjJFT97E3qGbe/oEoev3nEtkyBQDm4qJGCqgzefNrXt3/vOP//7jm7f2ZrM4GV+5+txzzz3/8ksvn9rcWqkmAAnarLN5s/vgw3ff+9Wbb7/59jtUlKfPXFw/c3Z/elg39Zj05RevrBQcNBWapvfvHD64h2l2bmttY30MbNlyzrUkA4BAjIBFLC3rfNagYSRmCIRiaIMwqevl92r7PtMbHnUhD4/RsXn/uShi2wZEyJIGKvSwjFQEHZHar6v+ag45Z+BATIHDzvb2vdt36sMpAQSAivDsmdPnTp+5cOb0+bOnNzfWVycTBihjWF2ZnD99enN9bVyUuW33L+5Op4eqMp6srK6tra6vbXzxC2ujEUp64513bz940LYzD24R004FT2agoMqI6+vrX375S9/+1re/+73vnX3yNCE2vYbdoSf+UXclAQdeMmE+hATs0gtQUvUGp0vacfmJSx9lN8iC+vv4Ak1qaiLig/uBFq696FPEEIqNtfWVySSGIDmntiWilFMI7L5C8LYXIPUx0eBhBr1ewI0O/bHad1xgGKbLQtMh0mXz5uzwAu/5HLOHL7yDS4p8PGFw1h5U3FMZ8kDj6rePzhc3OBqha6HjgrGkOh6PNzY2tra2YohmeclqQv0U3VzyAUjRWHOeTCbf+q3feu2nP/31O+/s7x86uDQwkapvlxEhEgamECICiOQm564pjEYBAKCRGpECh6IqUF0CQ6AKQMjIiG5lI8PAXJZl0zb+wpza1u3QSETkdbHPcUIIhLxMq1iEgQ8Rykdys2EwZyxNYGz44vANy3f7YwqKo1bPhfG8c9J2wedAQAoICipdu83fhYi0uaUuPCkTm0hOTQ0qaGKqGUwlJ+Dub0cgpEBBVes0j0UFRAaZORqBojCRmuQsxAECAKqyF4DSKWQ0e9QzIs7ncyQIgftTRJa9VlkHH8VQQgEyMoeqGt2/v/PGG7+6dPGppy9fXF0dxxi1A2pgX/9rwMVNVVWn0ymAEkDS3OaUFEJZPfHkhedfeOHKlSvXb9w20KIIHk5EhP4mnejZdV3M94PAzGYooK1kEGWiECMx55TbNs2mU0mpLEu30lZFMSqKtm39RDMERfSgaOfhPDQa4/EHvB3tiJ9g6tFy4MbygiFifyDuoGdm77am1FJTB5o3zayez2KYqRaqFEIIXCCBSZPaWlWKIsYYQ7dPOs2arAu/YUICciFo5wscfpVhVneyFMMT/PXBCGYLDoKaWZbsG87g3QT3N6pJ/6WlX5YCUQilL4CcE7C0okk0i/g0o8M8mKdEOEUbGZHJWLM0s3lq0pxSyJub6xeevPjNb34zxNA09eHBftM2dT2fHuyriObUNK1X6qrQpCzGRuFwVu8dpFndqjKTAuShB9wDW2wAnHUTIEJCVsTsnRfifqgrRJ57lkMgIkpNQjNCjGWZskiWuq4dtz9wIYdH4dRQAlwCH9lDgdlLA9Xjc8PlSm5QU4AtJ1p1seFkwADBMAAqUfZBDJGgAlBVVbGVMEvlQWO2q9N5bHSzWsUArTUza3JSShqQDDsrrxIBahbrtiL0vg4YWFAjNXZ35WPRbCd6w3gCu9HbEAG9fu0cWUSIxMh+yDMzh9BVY70SryzKfsWjj55Epa7r+XzeTbr81OAwJEIvG9O7tkR3D+9fE2LO2tUAaDEG6oLqIASKkZu63nnw4Bevv/Fn/+v/vr2988d//IcI2KZU57S6smKqKWU/kwkhcPS30zZND/pVME/zNhEFwhCDIpshqBCFHveliJhVr9+89cmnn3746ScfXr+WEU+dO3/5ueeefe7qpYuXzp45PQqRDbSeT/cP7l6/9cE777z/wUe7+4dntrbieJwx7O3sFqPRhc3Rk2vE7WHbpDY3h+2MpV1dHxVcVmVQNocgcM+BQWSEYGxiKioIaMRC5DeEh07b+qJIT/pMPxebgnphTlVVZtZR3ImdVNVHWCn1HBkvMTukJaGoOMGSEa59/Mn1Tz4JAAXTalWdXVv70ktfePG55569cvmpJy6c2txYGY8ttSaKJqwGmtmsHFfnJ6Ms2cCm8zqL6PTg3KnTo+evksnKZPzep5/e2X1Qmx626aBpGp/DkomkQLy+vv7qV1794fe//53v/Pb5J59q0uFsvr8Ef6ZB0u6tO2LuZIsnQnGWPkWdwdMAXZHWfViQvDZKKTmG0P9m60m9nYDVJUSmouqD2w5wb0OtI6rKRGdOn56Mx/6ztU3jYQ2JSVWAEMGYA7rggVzfQYumSde/wSGRsCcd9TIGyUsICXVYjIr6/KFnA3UivU63urjRqi1BYO2I/NgWER4LzZ8cYchbHmo+6MA+dgy8lEVGo/H6+sb6+hozp5xhyX9AZCmLmnnMJhAVFiTnsiyevXr1mWeeOXfu3M2bt1XA0JgJDcggAkwin15fP3fm9NbmZm7b3d29zx7s1XUtolQWxbi0QHuzWV03WVLEwpUq1JeWkYOzfr38jRSwovl87nXuILrgEBidmRq9LB5OGu++uyHAf50BZrIMehvCk/wp+eIMIXQ3e5PBa39ymA5HGMO2EH0vjz7N8S+KPTUcFUxBRR1zBR3XVqVtYoxmKjkVHEwlt41JQhMApMgAJp4/YOrJqAQgJik3HIMBiQoFMgRxN6RaUikiC6lYMjTVjJJDDCYg7mpGQIJm3pZV4VMwLymWyyPp+Tu99ol6lROWsdj+7P7Pf/76ZDz+7d/5r15++cVRVabUShYPfHFrr7qzXDXEIJLrel6WhSH528xtIwCbm2euXLl89erVm7fuiBjHICr9jF6wx6b2QjJPajEkyNi16iXnIsQQAzgn2vK8bkRaNQlMDi2IRZFzFlURJSJlt2e46sqO3E4XQ87HH+rH/UKwFP4HQ0QBLltrbFC0L3IKsJtgpJSgmWuYtfW8ns+IpgCKWHIInoxbZ2naGsyqqooxkBkodi2mvjLGLmZF4WGa6ZP6kOUr/XFmhZnHVyxr61VFJInkHl+z0OIPe35vIvenyrEIHNjUskhWMcI2S8qSJeEgKeTA3rxFD2bhyO5JgCxJUl3PVSLFYqQQLj797OXLT49G1d7eg5TSoaBHiAAAIABJREFUvJ4+uL+d2za1TT2v/YOvaofzRgTE6NrN2/vTtmlvAgRkRhRNC4ygS9uRuoNGVc0xSExe+zNajISIIujVSQzBRGNgDqFtkjtzmEhQs5nHCw/zgf5BeWOwk6EwDcCk7mD7jb5PfFQL1qleBn0b1z/ZaKjWqSnQA3WymIFBYJ/zV7EsmhpmbSO78/1UGa1Vq7S5mTHDbKed122WQiDGoIAmBkxGoIbaqwYRFX3duYHFNBiKkT1WrX50seHDRck26B7d5QKIWBZlWZYOIHHlw4BE8NPcoQjAxMAuV/CzYDqdNk0jIv5ZY+YYjkQiDJx7026Jd1nTfei3dl5ndD9ACMGBnMzIhETY1PX+weH//Vc/Ksvq61//6pkzm4DYNO1oLKgm4gexEAIhE5NPJqmrzlGSACIzobnqbtFwCcweqZPatqmbB7u7P//VW+9/9OHd7e1yMr5w4cKlZ5/54pe+9OSTT66vrSGYZZkeTnfv3bv1ybVPPvzow/fe3907GE9Wzp09l812D+fNbH56feX82ujcim5v32vaGVg2bTdWx+trazFYbus6t4zInSmp1+ggKwKydtZOQqVO53ryfOzZTXA8C+Bz9oyHeO75bFZV1TBlA+fLwBEaXM/WZd9JY1EQkagQkqmmev76T37yxuuvA8DmuHr+8uWvf/nV73z7G1cvXz69tYkiOafcNtLM69m0mU0tZVQrCEdFEUNkRAFpD6ZNShwiAxSj8VdefOHy00/f2t5+/+bNu7s7t3d2bm5vf3Dt04PpLGeYzevVra2XX3rpT//0T1+4+ty4GqXpVKH1CYWKgIHvif4rOD2Zu6yQz6dA6k6Rhd1MwdqUHK3SW8rQAE1AVQ3MJRAAnqG3yOo0U5XstWybWhAtiuLSxYurq6sIkNrWR8cGii2wZPeChiBEbGhk5HjVBaUYcTm7G4/5s3QpS7XLqlMR8dA1n40ObgPfypcNrdaTMXzfPq7AWmSLDlaYhfi1E2Mtr1c77iv3mrmoRiurq+PJpG1rUXUtF/aeIWL2P5Qle5HWto0RAOjzzz374vPP/fxnrwOCA/yjQAEwITg9Gn/n1a/+yx/+4MXnnrv/2fav33rrvfff//T69b3D6ZmLF7YunLcifnjj+rsffHj7zt3793cno7KMEUAZsQhhVBaHs5mahRgjB0CQrOPRaHAKZ8gKyhA6L57vXP68NHtWyzDTGcRny8HIurT39WGKqYuFU2UmwIdcf5dbC9gDKL1VBifSzohIs4iJtea9DeyFPW3bYixRlUiJ2BRSFkHTnCU1sQpAwJAh16BCGEZFUY0qAHiw+wAkM3NEg9xazgxC0vpPIqbGEZnm8wzEMRbMYJCyqAEyQojMjKqgqk3Tane1BgfciaTjedcnrD8ARhxylpwbMNvd3b+/s/PRxx8ZyPnzp69cudxVRQjQ30batjFT19QSYQgcY/RFtVKt1G1q20TMp06dunTpqc3NtXuf7dRNHYhyblU1MEbmGILrac3Eb8A555wlGxBXJVPOrYpKK30KqwrkRgxaKMogxjkLBMCSIWmdU6DIXHBV5ZxF828MHfjHkBzwEUAZPKGH0j56hkPP7pT5LFOo28PUNlZ1UQWeAyoibVO7Xa8qyhjQ+kN9OV0Q8J+GDNDRYZdefYcutmEek/vK2IaPm6qqiYdZdKRoAhFpRY1QTbJ2F1wkLAtmJEcGlAVFYgb0Fg8ThOADbciCWTArAhef3d/Zfe0n93f3/sf/4b//wR/84Jlnn23bWjQXkSUllewKeVMAxMNZLYai+NrPftGKffjhx0kUGSGwau6Ah72DkUNgCgaQ2xa719Gq6iDgDiGWMfgnTdoGQYCZkUZVYYAmMjs49Fm487+WPSkD4dwleQIae1GFvz/+x7+gRbyRg4XBwJykitQdeaSgvQsEoPMDIYAG5EAAKZGC5HQg+xsQ43hjY/M8nlq7s3/30zvbD0xDsVpxrGIpWduch8dlCObpnthhnH2vIEAG0sdJKj43l8Jb7CJqYCKGHEJYXV0NkVNOOeeDgwMXSbap7RppvdaYPZAVyMzSXObzucd5DGVxF8jqHeIhEMoWlqHuexD9b0OioqIh/CvGwIEGrByYMvPK6krcWLt7d/ujjz/8v/79v/9v/rv/dmt9PbXtwcGsLItqNBIRAkOT6WweQvSOGxMzkpp1bT6IjCgiB/Npt+mZghUONj2Yzj54//033nzrp2+8G0flxaeffuWVLz118cmz58+dv3COQ7CcVbWZza998uk//Jd/+MVPfjY72L9w9sIzV58TSTc+/eDgcH9zc/OlZy6vrwee37+/c7+sinFFIZajlQ1kUMi1iYJ6Sq2KYde06sjY7mo07jcvkEcO1n5T8tFvqIzrur5+/dpTT100s6Io2radz+d9SAH5B2lwSqpqFglhEIabNyGKGO9vb//0x6+98fobs939q0+ef/rs2S9evfrKC89fOntutShkNi1jzKlNsymBQs7atJYTI4GRtQnUktlBPZ1OZ6I2nqwcPnjA09loZXVCdGFroyyLq3C5NtuZT//Dj370q1+/e/vutib50ktf/ON/9UdXLl8ajUpp29Q2FhQZTc05D4SUNA1jxB5hTg+lqi0H7/aiczfDdfnG3mNt27ZNrQzAiKFHq+rE5YWHuusKOMG4ryBVc8poVoRw7ty5wNzWdTOvwZUe6BZeAkJQTSEQUZQixBBj5EXcmjejEXsDyhCVjgZo2mX7Lq6+QACE6BRG6MssNZOcBzY2AboSeuDAu9xNlyJxQA37zveyZmAgZXovebmgWUqjGB67IUJZlUVVcVFIM/Mmh5vVuhszkxqqdN3NGKLPtHd3dp577ur3vvfdDz/66K33Pry/vYsGWyvj9RA2i/IH3/vet7/+9Zeee359ZWUNeYPDc088ub2zM8/59FMXxqe2cgw3d7Z/9vrrP//F62+//W5kDsQ5Q93WqlqVZVVEVVOwlFo1zSIEUPa09lk9l7YZtrluf/KXbp3MzFWPzBRcr9rLrEU1pzy4yDlwDNFM25aaBn17UnWMoB3zx/i9C8DQfGEfAdw+xLbF4K59WC5eEFzc0m39zD4IZQQmjAEt1VpPsZkXKme3Nq4+c/nrX3317NmzOee33n7z3t17KaX19XUwm8/rnZ2dum7UjDkgsxgmEeVgxAZ4eLAHQLEswU0kiwmsqeaUWlFxQE1f9xzJCMQTqAJVM1QiKmKp2kpORVFeuXz57NmzRVGmlFTN8w5CDExISCK5tyEaIZVFadol3aSUCGk0KlX1o48/+snPfrrzYC/lREwcGEBFOpBIFqMe8NklXCIhkAAYqbJhdOe2mBkFCgUFiTnnpPW8wfFkjJEEU53rNucQCo6YGA4leSAw2REn6+Mzk+ERoIDFNBvwEZNDb7p7wYlDZePWe7MoWXOWXB/O59OU2xCCQTAjEQWUpm2m0wORTAQhMrkMYDk5oCPho2l3wD+UyoyLKpoGmdBJXEAn2erky05A6jYWsf467luDqXiKGJH0oOAB3mgI0mXeud/UKHSlW86ioAHRd4DARN4uADQDUfQSFxx17gEPoHXTvP3OO3/9Nz8qRsUf/ct/ISpNM0eIKglMmJCDB6WFFRpxUXEsNz9er6qg1oqqi/3NW2GEqpbFyUwSgl+QVAQQMBAUgQkQVHPTSNNmxCJyYGJiAAKV1DRuPScKiOg6KV/bZlnVUspuA1VVpzr5fDBJT1Re4grhibynhyI7jykPndNtiCi93067xEdAFAABEwD0KtwMRZkJiRXFEFuEPUtnStKtFTpz5v17tz66v525IIRQVMTRu0kBkATMOgRiRhDv2PScjb45rYj8eSTFv/lu1pmFQERAQE3b1KU/xhhHo1HTNANqbTD0+w3TbwtZ8nw+83njsjqis9/AIitkSbvMbuYe0g39bE2aDNCRMkWMHKhLhjHvJhsRUQiTyejB7oN/+Icff+XVr7zyyisbp8+18zmYenQYgKDh6tp6NzYk4t4RUpXd6eYRTCkhkZfgIad0+/ad6zeuX7t+7ebNW9s7u+cvXrl0+crzzz/73NVn1tZWRqOy5LKt53t7e/fubf/Dj197/fU33nv/o5XxeHNj3arqw5vX0vwwzw/ObE6eOhMvTJoSt0PUWJSj0YgYjZQYRbOYhhAURA0UGNCwo8AbmoFm6PcY8nVnR9sBvb+BFvlDMCTNDRot+zyVcdu2v37n12a2urq2trZGfT4zE2F34ir0dlbv9vsz9SPWwJhZ2+b2p9f+6s//4t71m1srky9euXTliaeevXjp4pkzK0VhTTNvm7Ay0baRpkYmadvUNKiCSEoMyLltm7bdn+5JVuZAZvV8jm0KSBmBiTbKwsqi2tiAqrp5/drdW/du37j3xNkz3/jaV7/7O9+ZjEc5tR65idblgPlCHOq2IZPsoXm8j+9eLG/cXhnn7FgEOIll8OKIFxFw5vEe/r3+HLMIA4QQNjY2JMvh/kFdN2ASYwQmSRk9JkGUmICoyKmsSvI5Wgex9xs6moFIVjVy/ZMj8rq+ZF6CtighBib/ylDLdnN86HVRi0yArlKRxTwCzQPapauMZaGnHbpHYCZukx9OQV2i8R5rbRZFEcoCQ9A+S0KtL4Q7vBAS+8gPAzMiJJHD/f3zZ8994xtfv3Pn9nT+72Z7B5jshcsXn1xbXw/l93/7t1989mpVFtC2KyGsnjlzZmW1feoiFnHt3Bkcj5tAz0q7uba2ubq2Ph5JI6mVg3navr/dtE1qmxAjMoKap6f6TDqGEGMExKySUz7SMB5W1BLzCP2Y7fvyg4Ii5bZvGCMzxSIgdv4dbHufmcjy0HkIOOj6xB2njk8YrZbBcIAIRugpBwSKGFwP1eHAkTyqjdABu0ZohKj1zOpZoXk8Kr94+dJvf+sbv/dff/fC+fMppRcunLt14+bhwWFVlTnn6XS2vX1/Op2KaowlhdCKTOd1KEvj2Cb55Nq1vf2DNJsjo3BQorZtEUlVnEcBYEURe825LiJpiBZ8wKMhaGKZOQQiUyTG9fXVV7/6latXr26sbxKRIAKgKoSASAxgHAJKzzckCkx+mLmzMxYhluX+/v4HH3z45ptv1U1GrxJ7soGpiIkZAnCfJmSGXkAxMQKpWEbSTodkSkh+4qjmtk3TWQolFkVpqNlShswhaoBE2moTQgg+IzxW5j4CCPDQVLxH0dxO1sedKgyGaE8wE6eXhIA5+3upZ/PDpqkRmSiYsne1mqaZHh6qZm+9o7czFymbPfClk7rjMRb7Uk18RM968nuOFGM4IHNcEOwLRcVUTFxx5B4K/1zI8l2wS7jxI6z7iHZRcgimlpKqAQfmEIg9R5GIGYBUTZEFLCsQOrcOzFoOHECns+lPfvqT0aj42le/PKoKkTa1U5eOc4dVI0Q2Q8bw/7H2Zk92JUean7vHcpa75J6JBBI7CoVaySoWl2KxSXb3TFM20otMJjNJD3qQmf4wyUwPMplJ3TJNj0atbpGtZjfJIou1V2FfE1tudz1bRLjrIc69ebEUyRkTHmBAIpGZ99xzIjzcv+/3KZ2INCHUgWuO2jcQpdq+S0ziEAYvDFF8L0IzwI4WpRFIgTKakEgAIVBM/IvEYu8ZJBq24psSZH6MDPPSzRgjAiEEnD1cPoSXYCgWXZB/ODV60UaJ7ftEHH2pQDLvxkCbTghIgCwgEYoTMya1ZqOb4EPgoZFDI4lyNw6fPCnGeW8psCdjAaFxjgAMEgVGBk3g451HENo4UyCZRw8dx9x8E6Tl2Q++3JgVRYKk1fyu5cBN09RNCQjWJpGtFoUrsUPJMdEzBHQuBBaBpmmKsqybOnozFqlfIQSC54XdRmkzk+ctZuxFpRMRGUUm5skAMrdQ1KiUEAkikKRpVdVffX315//w8xD4zbfeyhOrVetuF0YgMdb6xkHwNAPmEpE1RqmZ3JQwTdMoGvEhPN3bu3H9xpdfffVk7ymL9JdXL731g4uXLp/dObm2tqwwhKaaDsaPdh/cun37y69v/N0//PzLq9fqEL79zrdXkvRgOpkOnqbotpfzcztLp1aT1bRU0KgkV2lfKxU3Rt/UiKCJIBrqZhGtHBcMZhBG4XiDKWyjfUQ4zJadZ8BMx2JDfIkYCP80NcWHv/3w8PDw0sWL586dW1lZXVpais4tEGDvAGKrNZJJUSlZGMEHAkqSZH939/OPPvq//93fv3r+9JtvXH7j0is7m1sr3Z5FgKYWpZA5uFqCB4C6rouimEwmCpBEEqVSk5RlOZ5OJ03VyTtZmgGAVSa2bkbDUdE0tfDhdNLf3Ny5dOn18xeunbp169b9v/rzP/vh976zub5ellVMZyBF8ypkjned3+vzHI3natlvfJCeXRxatYNITG481rLMRMbHzqq5pDhCl2c9lShEovjDEJFSxpjJZFwVRaSEcZLMhPYARN4HoijATwQk2o1jhy2EAKCYEVh84+Z8AyIFqGauOHe8AzFHGv+8ROMZ29h7j6Rmu+bzlTEft3xnlTG3hKgwa4QvHnznqWx/VB+JikgpIgVEsYuNLQ63XVXj4NMYG/ECEhuxIo0XADizc/q/+a/+6+tffXVw/14zLP/qgw/eOndBN/7s1hY5V0zG/V4XmMtpMdg/MGmam2WuqiY0jVY2T1+7ePH01ok///7748HoYDB8dDi6evXq9evXb926TZqUMTaxiUmBMDDXdc0sSEoZ3TSNq92ikW7erFULMLZFj92c1PHSU1mbrgQQcyWccz4cc9yYOXBg9kSEz6LE5703oqishRB4JrGd8wI4QEAmmkGVeQGtzdw2rAAYxSt2TTEhXy2l+tTGxo/e/da/ev9751ZXrQho/efvvhveeHMyGj/c3R2Px3Vd886OsYmxidbG5LkLPJ4Waberk8wx//aj3//yX/7ldx9/orWi/pLqdkMQ5+qoRIq4mJlpwQGIc1GeZBBNRB6xD9xCBls5igue0AdCFs/MWZZduXLl0iuvbJ86CcLD4aDwEw7sHQfkwD4xVhE51yittCKcbZxEioiVNiJw7969R48e143LO3nchFxVaSIE8N5TtN60yeHsnI+XWGtOEsMioSkUIaho12Dx3tWitQbfcOOKRrQW6Ha1gSRV4liQnXhiAKUBmF4IJljM4/jTh7/Hf6bjyPcXP20Oh0aa84Pb0DBjTIDQSF0Uk+l0wsyaCEmLBCQKIRRlIcKKkIhghmFdjAuIFgEQgPAfEVH0hzuVx4fEGZY9LIZuPk+mm9moGFghEIJqBeNxfZ6byUBprU1KpAEVAKFOgBQBorYhtqMBWZBD44tBainL0l6vMxwOfv/xxx/+9lfvv//99bWVp493E2u0Uuw9AoIE52sAwpp8cIODp9PxAJgpkpQVAQAHiVxzQ4gkzJE3IBpBEYBAcOCd00Ytde3pU9v9ThdE9p88PjwcTSYFdDMyVilqnK/KEurGJmk8YQtApFJMJoVzLnohACCESDNQUc1M9IfkOC9fsb/phpzrtWWeEd0ithkktOWNjtuNJoqNnCzPCwmNOGnCQ18UBw/vHjw+KIYmz7dOnngyGJYhON80wVmlDRE4blnghISRZR+gpcLN8nD/fxElzR5DYmp91kREDABFUXgOaeKMMaRVmuehEA6BQTgEcCiEQZiAhCUG3TFzDExd3BGEhQHUrFuntbbGWGNjzzjM7PJRXxdNgprIaK2VngfpzTpv88BU7nY6AHSwP/gf/sf/6bPPv/jZz/7qgx9+cObM6W6309QNKQMSRpNCIRmtjVGuie0JCyDx27mmMdb0lvrAMhwOd3d3P/700xs3bz55ure8vPzq5ctvvPmtc6++2+stJYaQUJqyGEzv3r7x83/8xS/+6Z8//N2Xo7JMuvnO+XNMdO/xo6P9R2++cvr1i+fevLDVp6pLdZfqhIJPqEjteDJtqoobB86vLC9lNj08PFRKW2NapRRBG+OFQIIteAqFJCp4IkGpzcEGebmYWL45p+wbK+M8z19//XXn3LVr1zY2NpaWlryHuqqFOc6LiZTEA8pC8kVbZs0Yfl9//tn1zz85s7n07uuXr1y8uNrtr+QdK9BMJyFLtbUiwTssimI0HjGHo8FgMhqtr65ZbazSQmo0rQajiaQabYLG+hC01sgyGQynw6ELgRKbIUFZHe7uYtOcWOq+/er5f/0XP7l44VxdT53zpJRSWgIIBESyRgkAh+B9sNZgS7kLOCOOLRIXXrIKzAx3cFzQRKQVOOeKopgdFmkxFQVnoq64987b+3NmxEw/Ciyhk/byNEOByXgCIjpqkwCiTBkJiVQbEQHQ+FqAtaLoumgjHxnlON+lHVVjJCnznOwObd63CKIAYqtnFY7+khBCm8mAcpysGAUgMg9sgFbLCsggECJgv+0ZL+gonhG8zraxsJhQitieT0Qg+MhbanHRgZldzJlDwOjTaoOaEYEFvHdKK0A0Sg+HQ5ska5sbl3Z2Hu7sFNnwwsbWpe2TJrBlJu/y1Cprqum0KqfW6CxN4kcce6krL0zMHVR5b+lk1nfbZwpr33vnnes3bvz6N7/+7Isv9g8OmrrW2gTH07JSWkXahiZjjDHW+Blwba5xnCOyXxwjxJe8KONetOvFYnox/SiKj+fSnUVO+eJ/nP11kQeH8xDP2GOLTWKPDnwLEuS2xx8QmBBJkSIgCL4sm2K8lNpLr7z+1qWz57Y3T29vpeyf3L0JoX3eM5sYpbZ6+WaeRWWIIDTOT6ZF8I2xycmVpZXNrXR5ma1d7nd7eZpZfev27b3aTScTrVUI3rk6sKdZpGpLwItTyFZhGeZmO2ntKe08TWsdjZ9KayQuiuKXv/wlohwdHayvrfZ63SzPObB3LnISmXnOaIgbidZxG9WArE3iGH77249u3boTfFtsxTwRbLFKKhrk6trNoDOkYloqs0xLYEbheKILglZLanW3n21ubOZZJgCD4XQynU7LShpnhAWhchUBkyJrdWARDgD0EkD1QjPpxWP8iwqEVjFCs8z7dmmCY7XFjNu+cNKXttWNgAjGWEZuQu2aqiyLpmmsIaUMYmQBQmAfQWqxAprJ0qQtiBaUEjNpGbw0UeK5JeJPH9zNvMJzOy//cSHhDOSqtYbYcg6CBEpRmtoI6m7qOoBHIBBUyjEQA9qsI1ozEWkTl+Fup4/i6tqNxxPn3NHh0d/+7b87ub29tbGutSUEFIlTIhFBFm20URREymlRlZVwlC8rrUy8P1FAEbb6ucB4rDQFTbCU4Mbq2s721qWzO69euri+uqoEb16/du3q9Ws3bt2clJPazcjFilQ0IUvLG11YIuaYvxbWrjRi9BdFkn14jl7MACQvR5g9kyLzYkeu7dnGt0dCDJ+ZyZmZg4oteUQJHEAaCGK1hKQRPqiLuq5WBXe2TiY2qcYFjMaMIp0sIDhkhcESGAFiAMCARABKMEoqSBAAeR7xt3C2/BPZcy82xSPWA6VFKWut8zQbInlfl1I67yKLZjFuKYQQnXYAFDWTbcZvfEf4OC8i7gVz4YTWWlFr7GubI97PhnuoFBmjo+umLsvGxcLYSUs1pLmpqGlGCpGUmUyLL768WhT1J598/pMf//hHP/qzre1Nmxjvm7JqGCEgeUaIJCZC37hYIpskEZHpZPro4cO7d+/dvHXrwcOHQPTqa69funTp7PkLJ0/tZL3UWhAJxWh8+8b1rz77/JOPf3/z1q179x4VVcEc2DflZDgm38nMqY3+lfOnLp09sbaUWccmOADs9lfujdzvrn79yUd36ul0Yyn7/juv5FlHSU1BjAIN4DmS4+fJlYiCra14QbYJpNpn5mUpQdGuIvAM0XLxlvjGylgptbq6Wtd1U9UxFYk5cAjBhwUcFIaZ+bftSABwe9SA0Wh0/asvDx49ePfNy1cunN3Z3EhQd63lpimmU1laAkUgjAx1XQ+HQyQ8Go4m49Hq2obN8tQkSNSwVCFoSsEmlKZQN0ZpX9WTwagYjlFR11htUxaohsNmMj61sbaxtfGdb7+9srrS1BWgbo8SSjgIsJDRIjFES+LuH6IjDiFyXmbItpcDHdsnWmQmb2yleSLinJtMJs65qCV9oZCOwUaz+psWvvJMphhEQCTN0k6nAyJlVXJga7W1Oua4zPxDEkLMOmB2EXeDSlGSpi14TjAS+44ja9qWSmTFeA4BY3zQQs8yVrKIaK1t0SLzzJuZ4GNxTZunnrSQPBEIUc8Wv9FzfVB5CU4BX4JZjd3mxjnnvQSOrfH4gyEBIUbNKEZdLM5eLKPS2hozKaZAaK29fObs9JVXj7pPtzrdvjaGBJsGjU6y1AU3Gg9Hg8O11TWTaARWCpUIhhDKEgGtUKqT1BpJ0mkvP3Xq1IkTJ9bW17I8/+zzzx48fOhcE9sBbViNsFIqsdYlyaSYzrMVFq2Hc03wi1kMizLrxSphPjKL/0spZYxGUoASSQYCapH49tzMvW0BzhAHc+xAnK+1k20QlhBzGBZCu6P0HDQhO0/BG8JXzux88O7b77/zxtZyl7yrJuPDowNX1xyYQ1jq9nq9XpYmibWKLAAEkKIofTn1wEZjL0v6uc16GXV63cQoBTbV//wv6e+u39zfP7LWMofAAVDiUSKE0NraZlcs1u2IhJGRP2vZYNsWaO93rTWLVGX10UcfF8X03r27O6e233zrjQvnz/d6PRAR374RgNCyq4ARpL3TGBA1oKqr4pPPPrv/4EG8RvEnUTN8jVEKQYQlSvGjWxwQg0jwwQrn1nSyjiIIPrDnbq7XVpa2tzbOnz+3trZurDk8Gt66c/fW3fsPn+wxB++ZnFNESoKOJnBG/ubJ77zV9Nzt9Fzay/yOml+rYwXwYh0TC1mYH+NbK2csXrVGRm1INaWvq6qu614HtdaCINDS3GmW7XU8J1EkbZ5iRN1EORnDs6r3l9YoL/01K+JxHisv3/hrQcyGc0XAC+4RRGnzIKAdnEU6ZOvcEgVgmA2jAAAgAElEQVSy1MutthIksBRVMykrEUZjUBuFAszAQSvDAYIP3oswTKfF559/vbd3AIJpkolvQIKiNtI8xq1r0sLgXWAfUEAhKiESJEYQQhCKqDgBI2CtTbQyiFbrpTzZWu68euHipXNnL5zZObG+1u90NNJmojcSs2yofvD0wcGwmE6FcPZy4qQPFKkXzyRyTJ6erQCAL7YzZlfwGyuJl4Iq2sNRq9COnTwJs+ghiv/KogiRqIkRmwQle9KEicHgqrpKBTObnujkWvDxk0M9HSurQm5YU00AGLQm8IgiyPGMryIfAAVQSAADzpzpfzDm448Wx20qkFLee2FGpaL02xrT6XS8hKqu4gUjzYvXrW05hDBTUMq87zP3rFM7e6a5084YQ0QgEpmq3nvnXRw1a6Xjuh/nxN4HDsHHkW8IQCigUEX+IyilvPNMsYy2R0fj8fjLGzduF9NKRH33B9/tLXWJwGgTpxa1d4ZIEQX2gEQEWmsXwmg8fvLw4dVr1x48eHhweKQTu3P6zKuvvXbhwsXVjY2skwfvq3IwHAzv3b7zye8//fTjT69evV7VjQuQJAnXFbLncpz29UYn3dron91c2lhKUwXERGAFlMNsd+/g919cu3V3IE0toa/SDqiIy4wptUwSGSRIAjFPcdaJhCCAi3iB58I/n5kd4TPAgj+9Z1yW5YMHD95+++333v3OXDBKGTV1U9d1WZZaG2OsnwlJUWnEeSYilGV58+bNe7duKQ4/+eCHKWkLsNLJOlaXTc11jcIEwAJWGxCYFoU2ZjSZDIaj00FAW51lBGiyjm4a1pqSNMk6YBIj6KumGE3qSZGmaYZaJ2kwahLc9ODw4rkz33r/B2tbmw4BgqRZ0vhQ+VppHThA4PlQe9FoMqdoPfuIv7Q4luPYpdbVEC0jUjd1rIyFX+LplZfpmRYd4zxLTel2u91uN46SOQQiqOs6zrmUUotiLxauXc2zpEoRSbOUlGJh4BBH7IQUPyGitSLXk4Nv64hZlPG8l6OUyvJMaxUBmYtaTm5pT3PzMs7SrIEjT5o9zKWvz3d95LkcGfkG268QMYeyqquyYu+11sw6BCEERagIvW/D350LUXjcpp4qpZTKsoyU8nX95vlL3UG527vdA1UfDmvvOnlOva4kdvTwwcMHdweDwcaJDYYwmYyWenkkbQfvDZmUdK5TFBwW5f2jvTTv9PtLf/Wv/vXJ7ZN/9/d/97/99V/vHx4am6ytLI+LkkMgokQbRSowT4rpcy+uBWZ/c7viOZfV4tiujQ5p3xqyqZ2pdDAaPha9SseGvNkf4Znw9mPbOAlzGyBOAEBRSzn7RGqzzAEEqskkQT61sf7TD97/4bffuLSzFcbDwE4bKjMj4JvK+6auvVKVVCVqUnmWLi0tp1mW5olOdZJ3mKjyoXYFTlVKgggXLp/bOHNiaWNp+G///dVf/HM1LuM2oKLTCVrQZnw5ESkTQizoBSOiSButTfs5gZ0L2ugkSUmB99w0bu/p/pMnT375z79aXs7+03/zb/6Tn/3s3XffMUZrrQJ7VzexZ1aUE2ZvdJvOy4xKaQ58dHh048aN/YP9ecEXdXvsBZGMIqVUbLXP9VAswEF8w5u5Obe1eeb0jiKoq7KpyrWl/pnTO5cunDt/4dz6+nqSZZOi/PLrax/+/uN/+tVvbj864LJOCDQABu8nE9KGUPMfvGEWy9D5UXxRJ/YHSFvfkHRAL1qqWvQHUUK6KcX5pixLAFBKswAzEqLWyrvnGBdA1FbGcyqODx4jFrD9qZ4NHP2GpIlvLGJe8opeLH9bFfGLZTECotKA2MRehsIks4aIPZeTigA6iV1eSt66cml9ZYVdGI8nDx89uftgt6qOQomitfI5gLDnQiVKaaPzXm/p8PCgqR2BZY/C1Ml6xXQkXhQRgAQQYIxRDJqUIh2TG1SEvjQOAAwpRRiCF2ZA6GjaWOmv9rqpodV+//SJzVcvXvj2629sb6xpkcf37+8/faIQVtP8vcuXzm1uJPce/+bra1evXhuNCg9eqYBILMKCChhAIWCkKr2gKhTEP3L9Y2QL/rG26vwmUrMUTmjJkBBmOygJEGDMHtCEEh3emoCg9C4xWmmVaEN1s5IkVzY387II46o7mvS4hiStCCbkGyJGzJVmEHYyi/WYTUJiujZQNOcp4P8I1MYfllU0rolhqBsbGzoxuw93EdF739TlXEAcj9UA4MPMpjgb8keFd9ymZ5MnjJvZnFkUmWjRlwwAmo6JRgAwmUzaiUkQm1htbJJkbf6YoqZpAFomSewnZ1keuy1lUf/iF/9048bt//Lpf7GxtbG6sfrBD3+Q55lrmnFRmCwhwqp0eadjrRbXHO3v37hx89PPPr15+w6iOrWz8/Y77166/OrJUzvaJqQ1ECtqDp7e/vT3n/0///jLW7d3B0dT1Em3u5TUTemCOzhQ4vraXzm1trO90rHQg5rqKYsBINB90OrhUfHVjUe37z347vvvdhO7lCdnL11S3NSjQcwkQ/EEQLAQMockpFo7QaxHZnfBN4HfX5RQzK49/fHK2Dn385///Pat23dv37ly5crm5mae54QUdynnXFzXzFw92arYIPZ5Dg8Pf/vb30oIZ7a3t9fXRwdHwdVWr4SmrqbTuizigzEbzSMpI4DK2LzTXV5ezTtdbW1ukyQfUTGJmxhqE3xI85yCdLv94eGAte91upRoR8iEJzY2trY2V5b6MAtfqF0tREorboGdGGZKTa11LDueQwPOjxaLXfhn+iuwkKAA7ZcCgODjxIQXJZsyS8ptC8YZdaudKIloIqXm800GgDRJksQ659o4DB+auonZHiaxczPfzFniaxFEbE2rirQxiIjoCSkak4UjRRhanm4MW54HrzvvXTM3Jmqt8zyGIzDF0bAce7gWK2MgxW2VNquMwzOV8ULP+Fj29FydPI+oiI+61lpYPPvJZDIcDieTSXTXihBIaEmmsyC0dpyiFJEKs2mGtYaQ6rqeHB5p585vn1pKs1xpbUzW79o8bYK7evN6aOrN7S1UBAq1NuydNraTZamIKxqpHULAwAZxaWmJRSbj0dHgcHNr46c/+amx9q//5n9//ORJURSEqGYprhrnCXYyjxZrl7CFsvVFwsBzqR+LIvV5wziSfWMDeK6sWNQ0h2dVHHOd5XNFc4Q7hTYPRoADA5OYGX3ec3AheASUIEH41IkT509uvnH+7MWzZzvW+rI0RLbbMXkinaSuK/bBWksCrqoODw48e/CA1WQ5M7bb6S93lLIBQLmmCjz1VVlA2ukwKTZ46Y3LH0yKEavf/OY30+m0LewIYSEYeV7Nz1J34r4uIYS5Syb6fYWlqmI+CCZJggQsniUcHU5+8fN/qqum08nPnzvXyfO6rlW8cWJm8Sy1OwREVL1+/+ne3ldffn1wMGIGa03gEKWfiJgkGpFCCBI4RsDOmHceSWtjeiu9H7/9+vvfeuvKlcsSwmQ8LEbDXjfbWFtbXV1WCqWs6rJOjLm0s5Mqk+v0Vx998tXNO0fTAp0nIFBIyED8XGX8TKTlC6qJ5xB+z4WWzRuEC3h7WrS7LYaQA8iiLy7WTJqIOdRVNRqN6/UmyzCeWmOiTVW0eT3tkxmx9xSJ5cIYw2EYmVGOB8dzkvccvw8vS5Vf7BnPFGLz3sSMhBN99RyYZ9S2YxkAszyfBNgKjmMUFiIQiaBzPoa6b6z2L53ZefvKK997591TWycs0ng8vnX7zhdffrl/dFQ2NRN1+j1Qajxtrt4+mEwr1zgRRNHdPD+xtdPvrhDaoqqCBwjoBYzRmlRQxEziERUSakQlACEIgZBggECMLCjMRqn15eU3Ll+6cvmVkxsbSnw/S9f63c3VlVMb6x2jXVFQ04TptHEu6fosSbZXVn6wdbp74uTGxvq1azcfPd0fTQujtbGJthYEGtc03lPMw0RsGtcGdyOGEOJg/7nAoOc9oC902hahIs9slG1XGOO2wdgWx4IAggpQg2gAJGAWJ4ERAiFr1CaBwCSQaFtLHYrq4PEjqzq5QwMqqA6RaiSg1Wi1iCorjwwpIAJGNBuDkAAKIRADMUBAIPB/isbmTyLTxQkLs9YqSZL+0tLZC2cfPn54eHDovPOzWKKIIuCFpWxBxdT28qPqxcyEcxIJ1tQa+kMIwfngfcvUmguV2gUQdIuaJWaxiY3nVeccihittbYh+Lpq4DiDltI0sdYSQlWWT57u/c3f/B8mNasbK7u7D376Z3926eIF7nQRmDkYY0PwB3tHu/fvXb169f69e0eDwcntkzunz1x85ZVTZ84sr22avINKlUU5Gjx9+uDzr7/8/NPPvr5z714dKF1aUjpngeBYEI3CjlXbK52VRJJmXI2HdV9jz3SXtgCT2snTw8k//+r3R0X9ve+8/9533lnudxWEmtmXZWBvUAAZUQwAzeA0kZwef/ciHpgBWCGAMowowN9g5BV53seMiH+SA08p1c17xbT6+qtrWiXA6tROmlirFCGaEGKHSasYAgcyV74qBBA1Gk4/+/TLEzY5e/JE36RMVjEQy6QoR9NpUTfMgEojkTO61lQjkhcl1DFpv9PJ8ow0aWuVIiVihBKljbGhaXSeiQCkiQMQVHnWQa0JQgPQ6y1lnZ5oXYUQFMVoe4NKATnnUTjeURHQD4Q++ADCkdoWiwRo1XFzJXDbCMfjFq+O4j+OEL2onUIOoW7ctCx9iBF0GAUaEteHGTiLZ011juEIApHPhwqC1IEFAbQxqNW0KiWmHsQwLR95N8xijjlxsV8G0jR1WZbWJtoYFol6Qq0Uz6bq88KoaZpYGavoyRMMzrmm8c7P5ZtGq6inFAkwG4iyiLDgAjIsXq9o64r0OpHwjHRgMWtgTo+Kd8szwROztFNSihQSo1A5mAz3B6PhtL/cQbLSeOIYd4MxlUei3hqBiZGAgBFFkTRNNZiM9w8Pju7fTcpqZ/NEv9vJItBmpc8ap4PB9GjY63bWVlYbZqvIZhkYgwLk2JBGIEYGZJGglOqnpm6aqmmaorDdzvntE+mPfnT/9p3fffzx3uAItRZUQlS54LwvaweghCXmhBMRoDSeCbW0Al+J1mOKcI8YOBGYhWdGWhKkELM6RUSink2R1kSxmRsimq/VEVL0y0cIkgiJOhYThrnQnDk459r0QRAQICEQieJz8S4S98gV2qtUtEI0WnUS+/arZ9969dJrF86u5WnHEkhQ1miTKBTJbOocMORZGmo/HY2nRa1tYm1C2rBOOEkpTVFrjYQhuKKomoaLwhqDRNaHk73+d9983SEV44NbN28NBkMnQtwWazBzgbXHLRBEBQQCLO2iF7h15Akp255GGBQZ0korI6gC+7oKt2/fB8SdMzvW2vPnz7cpkiDMQWsj0Co0BBWQMSbZ3X30q3/59fBoBAFnWTNKKyXA8dkILBCXC4UGBCSwcJbY5eXeyRMnPnjryvdef+XM6R0EmU4mxWioDfW7nSzL6qosqqpxDmzSt8mFE9v5d1NCQqSPr16rvHDwyugorQKhtiGtdKQrHiPPhDHGMSDM6THtit9eOmylwizzPHp8KUxglmUTr3R49gwsgdm7AA5NIPAcyvFkz4UpqqBt0riEdK5tX/CQJd6VghBQgFAQKVLvOUDw0vK6MIYcx65WJM1EDWosV7mVbEVGPDAAx3AaaUdN8QXT7PDHniUwBAHPwIyBgeM6ixziPA2BWzn6sZogtuokxqYjAKK4oNinLJnWb25vffe1yz/8zjuvnDu/trysCRvZOL3ePb3RPTg8LMtSBHqrq8raw3GZpVev3bqzd7BflbXzvms6vdXVpNMTMmUjKCYmhGnQSEAaAVVADAyOwQsFIBbSQPOOLQoYkO1+77XzZ/7s3W9dvnh+Y2UFXIPBa5QEhOqqaaAcT1xTCYJJjEqMzhKT5Wf6m3m3v93vb3V7X16/de/hw0lROAk+OK2Vg9BIAKIonpYgwFF7ThDVB6K9oLSzwHmqKciLg9T5RoDHTrt5bTHzZs8nrQsnm3jyisUzAioMnr0EUEgCWkgTgggJKSKlbR14d9pQnm9k3c5SrusSpHLOG9CERhBZgkf0ijCGQ/PsoEUY4kmvZaXEPEM67nAtov5x8QDwQqTODCwEx6KeKHBlJCRN29tbgiHP09GkgcARSsztqoXHDGmcf4/5Xhq1kMrP+OXSdiy4hXPPXDfxMKmUJhUXQREARXFrUEpAKR0zRFqPf2CFyCJVVWqliNAoTK1J0zRNU6UVKjWZTO7cu+/Ap4/S0lXW2tSa1X4fFQmLL8rDwcHu7u7VG9cePnlce7988sQrV16/cPHi6Z0zeZ5pZYJv3Ljee/zowZ0bD259dOfu7f0nT9k7YzsqyYAS9izerq30Olj1TFjvZV1LGKrx8GBarQcU3cmPRs3uk8Obdx7d3Rue2l5/7/VLO6u9Tifj0AyP9tmVKIFo4e1qS9o2FSL2HGN+8XFE82KY8Sw3E/EPaWcWP/KNlXEn7/x3/+1/PxyOrl+78ej+fqJ6W+unrbaizfz4wawBKbZbXNNwCLG5hYLl1N+6ef+V77995uw5Kv2JpI+MrvD7w8nheFo3oQ7UNZlJTdVPBmN9wD4vPZYhR9VVxqbWGwwSxNemafK0s6KSTpJ431Cn41iGwI21kGYm6RhtwbtxA0BQgxoFdppRa6O1CZQyJU7C1LNxYhmUqkVcgEbQE3gFFYmiWSY0CzJQa+GXOBMEAqZ46hUFoEFz4wOzMsp7z0GI2bkwKcrheOJCAFJAOnA8QEeLuURHayypZ3lyCMxklNGJUqrwwTuvicAYj3A0HSsiaxRYhRAgQHDBh8Z4Y4xJrCVCiXwIgVjylnVJmmxw2mhjrdLkQ+xhz6auAs7Vrq7ZB9BakIAhhODqui5rCewbVxVFcDUBawLnalIaSbn20Xym5Svsn2WHxd6xzFW2iyCf4/ZwPBWARF0fAgRuSwAdH3qEjgS3Nx08HAwOp/3VNRIJTW2YDIABRAVBoyMImr34gF5J6KYmNQql3n9y58uvv/jd73577si+2j2xkWX5ypLqJGAQlvvjvYOje/c3bL7aXe2ZbK8puZ+ny0tkMrc35MEkTVJrNKSJWCUKiCSXykJYTrXprj98tKuT9I2dnf/sL/+CEP6vf/zHIrBXhKQnk6KYFE1VJSpl8d43jp2xGpCda5TKkQzPcnJR6aA0EHHkic4ZH0iKtCwI+hTNwkIRGYRiFy6CAYVQCEiHNoUUCEkhadUmEXCr6GMWdq7mwM65EJiANCgFxBBAWANI0wA0liDR3POyQaSAV7rdM6fW//L7l6+8cml9eZldQyKaiLQBigHCSiNDkOCBA2nTX1/LOmtrSZZz0zTAJYCr0WprrTWkEtHcjFwx1VIkpCiweP/miY3l7WVsjn7+D/zJx5+NJ+1ALMx34hgEiOg5oAYSRIAY0awwONcE59gzGauN1UrFVrhz4pwgESqbZlRWxf3dx//z//K/bm2dOHHyZK+b1VXZeMdMaZIKc13XRikiS5S6Rr787Nr/+bd/NxlOkDE0GDxpa5ShwDFkgS0JsaAXcE3fQq7BGNhaz86d23rt1cvfPbe5CsXwzhd5lmmWtK7rcVUXqe12U5MoCSVzORo2gjrvfOu1y51+13Ty+08fPRqMKghgxYMnZhUUiBApQwoYFKIhChF/LYGMZgIGZpDQdvMQJYYmgJJIPqdoeXqx6zxXFbeIX4hgNUEIPBccCzjvfFUFqYnrhEBgOp0+8HJEyUnbWaongc0y2i1RY/EjBmeNEAcIQTggGAQtAVwTmiAAlpA1cbQVaQVGx6PxrM8tIsHPxVgYZYVxUcb5iRsQUIPyIl7AAzaMXohFe4kkBwb2IoGlEQBSJIQhNo9aYQcBKAKFQizAhKhEMau66QBsaH22k//0zJkfXb783rnzoSzr4VEZmnx79fxW98zJb4WykbJBhu7Gls6yQVGcOLH2t/9Q/fI3D54cFYWXDFLsJCFNajIl60xbBSH4OiASCVgCpbzSpQuTEEoGD1aB8chBnAIkYAPSBfjWztZP37nyo7cvdY1RYQrin+4/PRqNvOfmxAmTptOqnlaVzfPlzbVON1da+yB6Or3cX/n2e9uXV9a+PLnzxY3rH1+9evPJ48NqkneSQOQQvQuWtBVNgTSTQaW9jtlRAaGRIMgKGUQEaNZdm4Gg8VhtLIstD8TFrnzsdkT5wtwhicxqdnATAA/gCYjIC4cAOqqMHYATQC3ADXDIs7Gyw1LGnZWd7ZNnTu3sPbh/sPd4MjnKK02iIyNGLDrBiEYHFqVACIQ4gAAzgmgAJYTRTQDH7cFjoj4c+z2eM2wQtufE9haKmQGEWquqKaflJKAP3KSp6vWSuiYJbYZYJGiSQmYIDMwMRECq5WsKEhCJQqEQJDAjgVLI0M49ZslQwBD9dtFrorXWvk2miVghJqE4yGKW4Dm2hF1dpdYiO99M0yxLtNXWdDuZ1jrqYrK8Y/NcACpyE1/8vx/+WinkuvjZj368cWILmI8ePPjks0+/vHn9xu6DtdMnz7/x2lvf/+7pc+dX+8sJmuCqUJZ+ODm6/+DmF19c++KLw8HjgLjZXde6N/ZcsQRoUk3LaXZ6dac6MtpNepm2RjtuBk0zJiyzpOl1vr5x58PfffbV17e+8+733nvjzLdOpocHN8ZPAwAkSiUxK5FMxBJ6AJ6l/85ZT8KCQAaOdapACHRMLZ1B8WSR8zMfSM4a9vzHK2MkPHVu+0J6/tKrZ70LWZ53lxKGhiGQJpvFPqhjEAatSCnLyCIcGDwAkPa9vl1e7uZZWo1KSxE6xpPpZDyZYIjzK2QR1zRFUYxGI1+FhNnkOWkDpAQkCGtr814/7fSUtQxI2oDRVfBP9/f6q6tbW9v5yjJpA8H3SzMcHZCixGibJqg1hzB6uv90f+COxm5cdJezzmpXJ4np5kmeZ2lSC9eBG+cBOU7UFCo1wy4eo8ZAkCS0yYPA4IADCSpBiwKEmQZXVM1kWA4PualIgp7jpGeGPZx51VqFPiEiBJDMmo3V5c2tjfv37j59/IQQ8tRaoybjYWIMpIlRBAkAinj06ISdBBOaChBF2Mf2sLXRURRCsNbaJElSP5vFS5teKwAidVU1dR2cb5RCAfbBe1+Vk9H4aDAcjkajyWQyCztE7x0wAykXZsjcZw5YvCBm5dlri92f47QhWoT3zLpA0l5Jiph3QgDUAIoFA0CN8LSe3B08ufnk/ur5rU6aQmZBhD07H2Uk5IWb2mtNickSgGYw2d3bfXj/zueff3rj5vWHj3Yvv/6D5ZPbkFrQyAgBQDMfHR3e3b1/dmO7t7oCxmapsmmGgKGqppORKwqTWhca9pxnCYFiYAltQLT3rtvpVI27f//exfPn/vIv/pyT5N/+/T9MyqqbZibPo+KlKktgJiRr08Deu6CNRQ7gQ9sHFQIMzBojnFEAZk8pIhHOGxUS21kqDiBEBMRFS4UsXtIAwAhMBBqj3XQmxiWKzJ3ga/ZNt5OeOrV15szplW4/NSkBjobDYjrmpimL6WQ4HB4ebK2snNhcP7GxDiFsra9dufzK+c3tJZ1C2TRFgSKsdZITaA0ioXFVVQcX8jQLMTBhlqBF1mpkx6HxTWgqQLA2TZU1nV4widTVZDrxPvS3NlQnXyH+y5/8ZHN59e3X3piM69u37ty5e2/v4NAkqQAdTcaeWZRS1s4atUABmAOyaNLKam1aMOrM2hJodqxFAhbQWjH7p4/3Pv74k9Ontz/44feDV14YEZumQQBNqiiKtGNsmv7q17/58Pcf7Q0GoIkAPQADN1wpj0ZTjEZwXozASic9f3r9lbOn11f6SriTp2srKye2toCgahpEHI4nzjnX1MLsvHfMSZIBKiHV6fVTUp7U0WDQ7/ffe+87Tqt//4t//PzGzemkMFmilGJFwbkQgNGTkEIIMUWMCFGxJgYJx64oXPADgMwkodxiYp+DB8ywARIXvkhQaE/uAnRM1CENJtFEaaaEwHnLgau6LqpKVMWBo7CnhVfNOoctISIyeY+LD5ktCRFuSzyPIW4naeC5dSG0yyUDM0R+IM+y6FGAxLfd5cg8YAFhZE/sRTxAIARSmkECSPD8jHlE2isUB0PAQIFTrTZXl3Pm7W7n9TNnLl64sLq0XBRF01RksLu0bJJ0PJo8frqnUOVZp9ftNtOpL0pw/sqJE/KD90+vrH967eb9J/vTxt/83W/vvPfelVOnNvpd31QQQpZqAc/sQYJCQ0pZ4AQ4AbYQFCiBuHVKbvXOyvK7Vy5/+/KFczsnJqPRwXjs6soatb9/WNeuk+eD4agbIMuymBQ1GoxskupEJ4nSVhujBML2yc3++vKrb776+u03f/7bD3/z+edPJqMq+ABIqNoEAgAgyyCNBGASUkxKItGRQeCFJFV8tm/MC/9KC2/8YiN2IYQcn4nHW/haMc6PZkKy5wCyEkpfJ/1T6UovJDQJVekqYNYM7e0SxaZA8c49pi/zYiLeN8mj5aXmwWdJf3OWc7t1KVIMXFZlYK8MIcKt27eyLHn77bf39vYePNjdffhYawKQEIQDI5LWStocPphVAQItxjDW3rJYrzOz922mTaRNK6VbIaVvoT0iMXWo3QUisGduLGHmqq4QpN/tp6k1Wkfwq/PO+cCAATBEcgX4hmvw8uXnX/rx5NGdu2+99cZqv7u/++Dh3mObpd//7nuvvvHGzoULK9vbue2YRtAVo/29w0eP9h48PNjdffrwQTkeby+tB4BB3QyqqWFAbUDrLEkSRYqbvt6QOhE3HowngC7N+8J4/+79mzfu37272zX5f/6zvzpz+txWxtPpIDK+WomXAAsg/gfETbT09JdJw78BX/0nO/AQob+cLS0vr6/3QkvqBB8CEmhFpDHmaRKCUqx13PQpim+ccwK1Mhy51HVdcqKRoGyqo+HRYDhIla3r0jdNQOMbbKq6rNEpQdUAACAASURBVErVQGZsp9/TaUrGAAbvAxqT5J2s3xelPYBO0yBS1NVoOt3e3F7e3DC9jmcmodSAGzxxrkFmLTIdDA/39h7fvlftDaioczLolsQ7k6U9oMxkNlHIiAzEEd+DhNQu2IJxuBzfDUGcs4cRYmiXACD7RgQVkgKupuPh4f7gYM/XNYEoZFhY8bEt/oCDMDADoCAhAKFW2MmT82dPF+PRYH8fAJb63aV+1zsX1cgIYjQZrbGdn4hw8BzB9eJjV1ukASEC4eCM9d4xe5A2uKMdtjILS1VUdVWHpkFCCeydc40rivFgdHh4cHA0GIzHY+8dISmtQuEFUSjGmuIs626hYSCzH2k25xR5UcmFxyF5c5PMbC4iOBMZKxURNh64Il8244eDJ3ee3n/Dv5nqhE1MEYllNImKtkeyyhohHk/37zzavXXj7s0bt7++uv/kEXHodJeytVXO0mCMMkY0Dkfjo+GwaFy+tJwvLUFqE4PGJsI8ODgaHOxz6bJexysShgSFUEIIddloUhGdk1nrnC+n405qd05tv//973116+a1O/fqqsyzbmJNSJOqKCQmVoMKLAyirQJ2ENpgCQQCz0IhHCtJ4qOsiGaVceuEEyVAzFF3y8yOQ7xSM3x9OznDVioZK+OYWSMz6WYgkvWN1XPnzl1+9fLrr7+22umkpABgMp5MRsPp0eDg6dODJ08OnjxZW+pvrq+dWF+HwBtra5d2zi6ZTDsGx9BwCJ7RESpIgBGqsnLOi0DtPAK2LEetUCuwBsSjcwjB1Q15zgKStjolJlU1tQu+8k0KjCK51me3T1rG05vbHOD27XtfX7v+9fXrJsm9wKP9g0f7e4PJxLEAIQIhIRAFEAAmMqSIEIlDa4mdERDjnDKWZkopER6Py/v3H+zu7h5vdwLMAbH1SwCi9+5Xv/n1Z198OanKNEsZxTODmh34QIiDBshSs9rtnDmx+uarZy+dP7e61AN27EOW2H7HKiZAIlK1r10IAUBrA0oHwCCgFCljkixnpWuWoqry5e7Z06dtr3v30aOHT/dGD/cQSRQwBPGeUAmiJh0AsEUOEylshzM4MzQcH5gE5/jGOdfzRap9m8wL2FKu2ohPiUyK414fgtJaU54rVFjW1gVkDsE3wTsQMUoliVFEkWgOdFzVtrcgRyB/rIBmxz1EFmSZowZlJpeXOVSuHUWJLJbFs5LbzzAXEu3qEpiCF3YgIXaaSQC0chKeqYwZCCRmQQQiVKACd0mvZ9nZrU3LYWd1+Y03Xzu7s7PU7TGzWE25tf3udDIZHxw1B6O83+dEKg6hLKT2wYeVxLx15syJ3tK5re07Dx/ffvDw+t3713734dnNtZ/8xU9L57xUAMShCRwE4tAmMHBCYpEVBAInwkSwlGfnNzfeunDux99558LJraXElKPBeDwajYZaq7KsjUm6y8t51u10ur3+Uu7duJhOyimgMja1eQpoEBUA9Y3qYWd1bWlpuV9zXdZF8fnnvnHMgkoDh8AoDIQelFbaeBABEmVbL1O8b2ZdIpnJD5COPTaLgjmEZ42erQYvnskE5WWRNLMSEBGVgshlWKy6cZYVAAo8SQVuEkqHAZC1iGEWJgbxwkJxZLLAzpCo1xYSafsFs7bBYujDM/kv3xDRNXu22poeY1SiiAiTIgDw3q+urp47dybP89Fo+NVXX3/00cf7+0/KsgptXYtAGFhmV27+jLWFH87y2KKxJ/p953ChVm+hVCR2y+wxifOWmTU5qqpaAmMrp+OgFaVZqrVuCVrehcCN854ltJBFEGBkrwPuP9kvhqPDw8Gt+3fOnNrKU7u2vHx2c+v06TNnTu2sLK2SV83TQVWU9XR69PTJwdMnR/v71XiYks7XN9byvGwa4PFUJ11SYi23Fg4Q9pIYJ7ZoIJSVIkalHz08UE8HwNLPe2dPn7l88ZUszckNmqKB9jCg5hPvF+BLx1L4+UueQ05hgQbxbMIuvBir+R9GbUNEDmVdkggQEYs03hORNsoYlCYEdsCsjdYalIJZmJwGgPG48qFsmmldTeuyCFXhtG0CHowO9w6eHA1GS1l3NB72lpYIM1G6DUcDzDqdpfU10+lgalxoyqIWVCpJbafjEBgkyfO6bibTaQOSLvXylSVJbT0eCyGldlRM/MiWk0nC4eGtW199/MmjW3dTJ9vd5dPnL2lRofDsq27usSMUyEj0CAOLABKhcs5Bm/iK7Q2NwgAcWcAwl76BCDS1Y0AtFAIPRqOnT5/u7e3VVR2THbgNVpZF33fEhraKOQGjlbBHka2Nzd3+/cRaRFxdXdnY2JgMhwBgtDZGZ3lujeHgW5g0xUwaFgASbvViwfkaa+HgGpEQ1biL4R0xiLoq67qsXV3H57mp66ZpJpPRYHhwcHA4GI+KshJArZW1RkR8CECtymkhIVuOOwZyHIX3DezARfVZ3N9ktk8zAgqK1irmwHPggL6kRnxzMNp/+PR+5QqBToAmCACCMtFdjQooV1miDBfV/r1Hdz/56v6166ODAzwoVyBfXlvuLa9Br8dpFtJUZSkq2n3w4Gg8yZdWk17fdDpgDStRynjnHj54MN4faKS8XKI8U6AbDhhCU1dFOc6TTCWZMYZJEk2p1Q/u3UmWl998/dUf//D9oq4/+vRzWJE0yfI0mWrVND6wD03MecfATCHgjL+LsWiYeRtxHsnBM2bSzMgSuQcyWzEDswc2RDE3CVqhuQgIECCixNI4BmiJYIglCWSdzutvvvnTn/7kgw9+eP78+UQcNoWwEKlqWjy5d+/B7bsHjx83kykF6abp5uoqCvS73bWlFS6qqvFpllkylQtlXQEoECKtimmprdHWlHWdaJvoRJNGrSUx0Mm8q0BJZmm8VzaurhtOVtdJGUSnlCKjQZpiNEhINHbYufVef7O/srS8+v53v//wydN/+c2HoHQV5NH+wT/9+leffX31yf6Btom2VindznRDAFICKCpCRj0yY2yVIgCQCLCw92ysAkRf1JNpMR5PmiYydQRnBaFntmmqUI0Hw999+NsbN28GgFp8BI0ZrTWSFiHvNWPfmp3N7uXzpy+fP3Pp3Nl+nhsF3sHwaOp8E4yy3c3U5NGCro0GQGO01sZoq7VWWpM2pA0qZRg0eQLsptnli+uvvfLKjRu3H+zuc+kcukCgkLRS8P+x9mZPdh1Jmp8vEXGWu+WKxEYC4F5k7dW1dPVM18hsxiSZjfS3zoNkksxaIxupl5lRV6mqm8VmkyySIHYkgMy821ki3F0Pce7Nm2CVqR9kpBmBzETyJm6cCA/37/t9YsSkA5scmRwCxT7hZiVsLlO71UHuGuc77R+xHmX453AwXvUF2CYkbjicAYm5KonZMft16x0CmaAmRgwO6+AdopqiCoGQSs5iAVQzVgFQxfzCAQHZkHKRvzVCiOh2kW8q4938DhiY7Jf1bdpoMJRsSMEDS5uyGEBNUvJcKkLWPW9LMUbw+e/Im3osG7telXcPDu/evIGot68dfvjh+9fHs3FRkMcwCm5UYOAnn37WnS+nRb23d9B7XnStNwerDta9G7uj0fjm3Ts/eu+D0/n8H//58//wv/yv//yb/xKo/4tf/ti0S9L0+fEFdMwAQigE4p05zjOjHgEq5+/cuPbT7330yx987/vvvH1Ylxj7c40vHfepX7VaVfXRtWt37r01qcZVNSrrGgBOX77qnj4MoSqqcT0egWdgrwrt+fl6sexTOp7UP3r/3b5dnz579LXIRdOpiapaAlXroQEsQjGJKQkCoiIhiA0ooo0CHCCb2jKEDXeqk8FzadsL+uVObzoQjPKV6PIUwF2WSE7SHYyYkE2RmhsthKDonSvL6mK9oHOXKBFDFTytMSRFNva0imKq2cCxVZOjKZmRqttwMARMyF4LRfujYJPXHdKDihVUhxJWTQ3Ue0+OYuqaZv2rv/zLn/7sp0Somn7/8ccHe9O/+qu/evTkOaIQWg5f1wGC5pSQDHnTRyICYswUiy2JKIti82YPdhnbNLiLBprWNrAAd+GMapJ9qaZCCGqWkgKIqiCTiG5MgoPI3iN5Y1JujS6Wza9///mnX33+1t3rv/pXv/z5L3/xo+9+fzae2sXKnp/FJl08O714+XJxcb5YzpOmyvFs72Aym9Rl2Z3Nz1+dWadhH817c67VtOq7NrZN6tuubbquESUxRgFJX3z+eDKqPvrgrX/7y7+4fnwifVyt5iktyGzYJxFFdq7qO/qWjfIBd4CDuhX2EGK6ZOJu2EE7GNkt3ONq5uG/oDLu2vZ/+g//MxGllMqyYnYZjOd8cOy6viMkZmc7jlTKFioiUf3yyz9ol548fDhpW7+K6/q8j+mb588+++Lzrk92dCKSiuDq8dgwFc5VVVkkrCbjajoBR+AcoCbVpIBEVARfFq4sirp6+vXXF4vl0cnJ9PAgjGv1TOMKnTOTZ6fP5g+/evjkG+/d/S++ePDFlzcmezePTm7OpvvB4XgaJxNFKMb7frwP5YjMPIJjSqpqSMQBroiQhpoEQEHT0PcwIkUAMYt9NCTni2I0ifBo3trFWjpFBQcQdDAxbGdN+V0i3YlV7pJa050vli/Ozs4WSyqK77z/nbtvv3N4fJxE23WThXRKDlwwICAjds47iDmWHbz0RMjOcS4uiZiwYCq9q4uguW2cszFyJosBmTGomTGaCUkC56goQl1XMUUwJMdN01xcjF6+PEtZwWpAjIB0KSvbSJyvktns2+VwpinsfsH26o5gOZkpEBQEHiGaONBRgLYHaZrmxTNbXbi9caE9ixEgAqlKDnEngPnp6erZi/nDJ1NH79680YxrWM9XzerG0X6o6sEENtuH4GOzevHqIkY7PDgy5C4pBygm0z7G5fmyWzZVUU6n02o66VDnzeLFy9NpUdUhjL0DTdY1AEplFdRVDU2roqrLyXT0g+9+8Mlnn/76N7+11IEjBCwcaYIoCjmdFSD1PattIs1w2Kh3GdkDPpg2YaqDj4CQCCj39nSIdSJgB84BkdqWXIPb2bdodpU5M41JU0w3b9340Y9/8D/8+3//ne98cHh4MF81Baw5LS7OL54+fnL2/GVsGqd2dDQ7uvcmqQXiygcCKn1RlsX52TynKvu6glRh27JzEArwPD08jCkuFsv7X96HmJwRGp68dffgzq2iZnFArqiVwhTjxbx7NfccoCoAlArvtXCW+r6H1YqYq1A4whRTcz4n52ZV9b3vfMChxKLoASZ7Exf8//Yf/3cmT6CqkYAcOVcUElPO6N7kbgNxGKJ/AcRMTJOqp0BkAFCNRuVo3CdD9t45JlQ1SSklKUKBQM18NT+bx64rXI5g3PhlREmtUHjr+skHd9/48O07x7PJ/rgaY1g+e9GtV6rRsa/rOkRkGGDDVT123uUUJMfOe49IWbuZsu4QaVKPDYnUKnZ3rp18eO/e8mJ+cHjo67pFXcwXz5+fPnl6GkGy6D+7h3PubJZh0y4sB7LDbfNFQJSde1e4OrBL19kYvC9BMVvNLwyhy9pJvIAWoOq1Sr1C6kAiSA8ADrT2XHkyNNAEkMASaARNZqRGedKLCsAMEGAn2y8fVZvC9/IX27Zx/si3vDKoCEpD5wEt/27w6hEAASpgGlqSkBJcehI3Yo6M+HFMh3W4PRvfPdy/c3QIHo8P9+u6co6JiTxbVUDhkhkojMrR9ZOb/trJElKzOJc2jotqXE7VJwFIzSqt1tO9vZ/85Id7+9O//c2ve6cff/z3d95/t9wfnS3OjIAQjMAgxmQpiTmFAsBBEqgAro2Kn3/vOx/cvV2gPn7wFR0fjcti1ayapmnbNia9dnL9+PhkPJ4BYAIE54Hd+PDoduEVLPYC4Ia3laiYTB37dr548eRZenk+Bbi3f7hfjdS7ajoNZaVGq+X6k99/evrybL2cKxoEhwZ922PiAqrX1AZqQDle/oq7HwYoyWuxhFv+sWaahe70a+01aQNtw8O3/0NTGAKzVSW1qS1S8GBT5x0gJIU+AXfE6ENReI5mOxyvy5eQCV95w5X/P8IXbeM5VxNRgagxRSAjovF4NBrVbbP67kcf7s2mk8n4k0/+6ZsHj77+5pum7TRjasHAxLErHLNBH6OoJDUyvAxJHQJoeFP5Xu1sX2mpb3W0OQ10wIyklFKMqomJc0BYrgIkpYyL22ahmomKsQ6JRJ4dOjTpuwRPTue//offffDOO8ezWV9PV49Pdb4uIqxfzeN6zSldH43q/Wm5P+2l66WPqfcuHO0fHUwO8psYVRbd6rxZnS4vHp03865tuk7JqeJy0Z6fvixM33v/zn//l//2oB6lxcVqvTIQImW3ZXCZDjl2OUFytyd3Vab5Gho2U5w29ckGH4XbDjQR55uGXeG7/wsqYxF58MV9MxXRsqxyIgsAsvPOuZRiBmYhkeO89dtAlHVsaosX586wWa7OmMpoJNr28eXFq/PFRUrSTqYAFrwrg/dJPFFgx2oueBeCADAhKPdJRM0RUwjmGJidD6umXTdtUdW+LCl4JTTvgClJWrXNi5fPm3blGB988cXzBw9uvl2MHU+rUDuMgVMIiEhlyUUJIYAqIqB3rLlLTLRpxA+WsUy/NzMwHvAgkBPTQS1BT0TsA7iqS7jutE0gQIAo4CzPcrbzksvtJad9D6daL9rG1EXpkyD7w2vX6smUfIkugE8GZOiUnCBr5oKzR++zVxsRGCGDuImJiPOEyzZKcRy4GwQgCghIzok4J86pKqoMLHgiIGbvyTkkRnbOBxdCxuDn8KTtutl++8ufzf446H1HmWa7SYy7VuYBPjhk9hiYkGmJaGjU92m+gNXax+QARRIiEm/h3uSIU7deX7zqlucl2nhcdZgmlVehunTOB/DBfEFFSd5Z261XnUWriprIGaAqEhBGtTZiL3VVT0bjUBZN33R937VNqVCYBfJIyKaYmUyEJWPluQquLvy1w73puEYTjZ267LY3Rkj5vMhub1XdHMeZmEuEuyK+PPHLKoHNBBoIkTAn9Q4fsHwbIAZiQ9KsqNlx6g6z6WFGxkjaxRTK6sbN22+/+96NW7edo/lyhdpRWq+bxfPTx6dPnpLC0WRWzaaz/SkbeOSSPRoQEiApmhCqY3COiBjAEBMSArIP0axXna9WcbnGZKgQDvereFR6NjVQ8Eg+FERe+gR9px7Nk2U5QQht00KfoI3Ol2hoySR1XELl+Nr+jIsqjGo/Hj169M0/Hu2TGmkizfsOe+LA2HYJwQhZM07YyDGbwlb+nt1bOY/CAH0oQlkhOzRFAGK0PFQkBHaWQNoY205VOTB4l6KBimcmMUpaIZ6Mx/eOr719fPNoNikdxW69WPb9vDFTX7Fj8pFVLLnN+VZU3jkFI2J0np0zg5Q0df22mwGIjsg7P6nqo+nkxt7k+slxORu3oC9K362WTyUBIzlkx0mze8Ah2YbkMNhc8yaGoAiEqAPQ3Gin24q7ndfNTNw23wG3FgEzIBAFQU0qkjTGPiJ5NcnMHNow0tGUKXeDzVSy8CdH/Qx//1ukxGV72nYIcbBDGLwS6bwLH3ytMhakjcoYNrZ0yyyn7M2xnIIATi3lTKfMNVG57B+DAomNvM0C7xdhvwxQuOmoKssAANHEkyPngJz0vQo4F0aTGVRjl1pmr5oc+cqXvY8Su9QnBRx5N5vORmX45vE3X7949uz545O33yjCOPIQtq1AklvcaOZJmRKAEHiDfeZbe5PjaV06XK8uVuMqOEwqfUoxChhWRV2WI1Ekx8LcGXgXPLsa4eL8IiUALoAsQxOYPXsT7tKytVVb9HZc1GNf8KgcHx6Eqk4A88Xq0ddfv3yhfddzIDZiUEvRBIyHk3C7v78WmLJjd7CNW8TwCrHedkvdKzkLuMvMGv7dVTHYUBmDqZgpOSJJRZdmEXxnlIAMNSWQBOaYQNQkC25s8/0z0ITy0GQbsIGDIGKTDvHtjvEw1twAXv5IFnmWaNt29KtmioTeu7IMaKkMh6O6+uqrP8znFxcX54w0BPJtrnVMysQMSAkUL4krAECZjJQfQKJ8t9g2oTZ+ofxQDCLNrQRk2+9OsZcksEm+HOAvqqKKljuqm3tIzv4SI0Nmxw6IomJse1uvu+fPnl2cn68Xi3W05dmZni9Tgu5soX10zOO96d5kUu/vLdvlYq0pRSLviyKU6BHYTCQuHVSo0i2f9T3EaGLoHKCLcT2/aA9rvzfee+vNu93qYrlaaVoBCiAjuW3E1aa/i38CYY6XV97tBDAnzBjqRksPGa6ab/142TMWvSo0/5eoKcAAu0SIDESdoCI5iCKGiUKgPItXKYoSg7FzZoZsxEBifeyt6Wp0qBpTZIUu9Z0mze1KsWTCjMxECM7MmbHaoJ0hErMM++ljUlX0ngovppgEAFMfUx9zFJYZJrWEoJpWzTpKkpQ0dhoB+p5FHAhBROtFmqZvVrEgx531QXuQHDOITGHrEcmyOgIc7AQECKZoktcjgRmQMAGbQcoDHIEuxqbrur7PQW35rovZEHA12sKyT4EG2IjlUslQABUI2YWyUqCoakiuKBmZfGFImgVyCEZs5MENtj5CY4YB6YWomIMJUQSSoiqqGgIpZMG5ATGwA/aAaqJADsjl4hucN/YJW1BIwIosAAJISMzeNraBjaVh92HVP3oZt0tw1HDi6tWL/TZ8KYdRGaAYgKEzFyBxMllFWfYczXOxkh4IwCEx5SFdCJ7ITHqTngwZhUm9M2YFiMzEvkD2Oc3NUbBokMCDc84PCIi2hza6aBW42hVVKJx32qmZlb5wBhZTZKjLMuOEISUU8cwhM/rRPGHBXDBJ6lMkR94koRkDpu12hWBA2Q0COTNxqGPwshljwMCEtDFmAAEQGeVstqHiGey2CAhDDvemb7NxvxChI68iRMjs8uTduWBqKQqYOeeh0xT7JFElqYlDdp7JUZRkiJ6dC15FRE0lGRM4MgQREURlymM5i4qokkdFwXeqse0QYNmsu64P3ksnlpKpgSkRee/yHUGBBA0dF0WBXQJF7BWikZozAzMSMQBWZelZfUFWO6g9FcQokUC8C47BkwRMyXpTY2TBMBxWA8/IkPKTiDn4LS9Wdi6EIhRF7LocDCaiYOhcyK1cNMsNfCUgx6gJBYNzlpRURgVPfTGh4DudUFEyv2oWXnxJNZgV4oP4oIUoIiI57gfpHxkBAityGQoAMJLYRSIm5ySTR0PIbaKSaVZV0yKURSjIZFxNq7JgB2TeIQfXN9n3Js75/ABuHG15nQzqG7xiDMDdkeGVmfZu+KLhVR0euI1Uy9DAeQAH4oyY2bNzGXWc0VRiIAaUj3HArOVRMDUQBEXTYWtUGMJAhziCTRmkm06hXoZXbdltlzfrvF2YQN4SVU10257cCKpzNiSzFyA1A3ToPDOQCUQhREfkCI3Ak1VoBUiwVJoCWEnknUtJexUAKJBASTo1RfDeQpnNgIxs6MhYDRNSNBTA4D2JYt9X3lUheKK+69u2LWJUYiAyZDM0NSIHzsw5AYoKxDAiOiAuYyxUPFsH0mvfa0LvsmmwcCFQAMNV09Z7M/K+MaPcEez6JCjKxgWwDpoCETBGDM7YmgSrbmQUkB2XY1cgcGcqzs/qclyGs1VPhg6JjVhRDZR2xRGXS8YQdGveHKJ5QbMDbmdPM7y0vm30uzs68d0eyoaTaio74dNDX9lUiKwKIYhW625vHsMqcQIkXgH0JkmjUi49DbLKPVfGhEaZvqlqigpGaoa6sSvQZrVvWzabdTasPLTXVaobZf5Gfs+EzBolprRNHMrDVcc0ruu6LDxz4YMUYqBtJ0SAPPSA1JDI3OBRH6TQZoZGoipp85BsRs4DkH6Ik5YcwmDbGJusmczypCy8pE1+CJCawMbQhkQZpwiDPVZNDdAVRSmYzMQBeTQH6A0DgFOzGB2CEaIJgCIZOXQekU1NAZQQmBnJDQ7XpA4tgDnH4vgC0fexMurR9wKADOaTgJoDCsReTAHVe+tjZ+ZUaasC3eIjMplmSx6+Yqx4fXdDs8sMiTyNuvzZN1/7mr5cr6po/mRlnGL8+p8/zWzq7BNk71JKAPnE3RBbVJGydB5EVVJKEotQAILXeH7+UpbnYwoXLijAOvWhLtkLALRt27fdSBSSQhSIEQQQwDny3hGhqsS2BUnoPRDWRe2IU9uvFyuIev3GtVFZ5+9THcxenr385JNP/vDlH16cPi2Dq73vlhdMcPryuXXt0ycPD6ZTO74ue3uGOPpyVo7H4Lk3MyJfFoa53WBDukyOnx3QULaZT+a7FnotPAd2zgC9984Vzvv5k6918WJCsYVezJzG3adu86xtPXkmQ/vZAGS9OP/4t79++fLF0eHhD7/7wd03btZ1PSr8erVS0aIoRuPaMYMaMxdFKIpCN2obMmNm9i6/uLyTFWVZ1VU1HuesiHxZzJoG3/Wh74uuB9WYUte2fd+P+nbad6vVqjp94U5frNaNbyIXNfrSosVhpqmmdjXleSuawK2c58pWSrRZG3hpDU0JMCeu7STThopCSUVByoIhSZLUrjs4fdU8PV3cflMP9icRuiSCEcxUVB1h4WDVxFeLdbNcu6r23oPzFMpQxXo8LnzpgckIegEGCBVEK4Cn1diTJyQjAnTr+Wr98uL28Y1yb+b2J1SXe971Mf3hs3+6e3Bt7/havbdv2TphLnVqhq6oJ6EU59br9vjk+nvvv/v2u/e+vP9w1XTeWTKQQY2OQ/+BCRRfS0K8+kgPUI8B9nM5MBpqHhzi4YEMURUsZQTSoD9D274NBMgInaT1qlGVd++++e9+9a//x//uv33zxk0G6FYrD2BRVy8X3/zTFy8eP4Uk12+e3D65sT/d88R1VTsg6KP3hRnEPhVFQcw57dAxOR8UoO9jipEcFxyqqvaj+td/+3e/+93vTeDH3/vwz89e1UaTm9d9XaYYyQPUznV127YMGoqJeQcIqOaruu9S6pIpkC8Z7wLoLQAAIABJREFUuZ9fvJqfR9FyVKe+7bu275qTvekPP3j3Fz9474svH7y6WHXUGfesCYqidFvwy0A2Von5AkaUvVbABJqiWGKCcV1Nx6PC+9S1MfYSbRuB7oiy/ZYKAg8RRKVVECQQiA60Lv3J0cGbt269efPmwd7MwBbr9Xy1Luq6Hk/A7PjgeDoaFz7g8chPKvbhYn6xNo2gdT0iDuQDjEYECE3br9Z1XdXTKVRV9uVD6qej+v1337l7983j4+PR3h7W5enLV7/9x9/7UP3+888XTcs5Epw9IIkhGNJreZu7WEjA12T/+O2QnV1U7Qa1vsUTIRE5TwZiNm870T4Ji7lGIIJDKpRVlZSCcpGoAO0REsAm9QcAEAVAKE/lyINx9nbZFuk6ePQ2q16GNs9lxWLfStCEtKmMc1V19bJNAJAUugFvBwCsCqaCGj3A9f292yfXDqdToQ6hO0J2iyb17aQsoQwFcdd349l+XZZA6FzZtd3i9LweT0fTPZuMmr410Ml46qr9IKR9fHn+1AeuRzMQWZ8v1ot1PRn98IMPT27enGuEVQfL3gODOQACQ09cuQKBSii9sQcY1+HD6ye/unvnzcO9Zn7+/PkKvasno7KugIjYE5B0SkZlqKvJjOqRH9dhPCbnEakuq3bVeQE7X3V7FVdl4AAxgkuUsJ7snb745A+ff+1DePf9d+++9+7RrZs8rpVdn+Jbb733n/7mP//Hv/6bpo99qyUjKAGAQMJvER1ydsfuB3EYuKACYra67Z4AtukA7aKahtxx2OqVbXM4bIzFhgDE5L0TTbFr2/X6wKqJk71Fj4u2XUdQ1UB5BiVD1ZSTBQaRgQ7u+Y22RlUVNRv67JJSsA0uya/0StDMNvN1pxVuZmlzDIpp6mIfW0Rbr1dtux5PivV6BarM/Be//PO7d+78+Ec/+t0/fPzk6dNnz599+fX9to+i0jStxtwQtRw+qmoppVwjOPaOvORXjJB92VvNqqq8PkUZQqJNYp+TKBBgYH0CJJGtcorIDf5dIlAlRHReHVvMJkCQGGPfJdGT/dGdW9e+9/5bN8Z7sG61gKr0wc0KZDw5JDNi9iEo2fnZi3XfxhRVjSGoioBNJjVrD2q1H0PtsXAWwsOzs29evLr/7PT0/NWr8/OoPD66TpPp08W8Wc9JmuChciyKQ1YWABFdBp2qbgvfb7mZMvje7E+nPX8bRvFthcru+PtPVsam2q4WuVUmKZqBRJJcHuHmKoKmsrlAZjKrJJEEMfgQxpVT6duYvOOYGgHsCUJdgYDz3gCUGYoSmzUn9YZMGIgckyNSUWm7tG590pzByo41yvmLF+uLOSXdH008Eqo5dox0+vz0t7/73cXFBQIWITgmP51AVQLhXNpuGc/jkrqFvSiiCBcenRPCCKZELoSsQzGzrAzBjfIJtiKC3KwjIsRCApMj5pzz5FwIRfHwwUO7eHxn5mXMm8f0ioNyi33J/+0UopEPXkUNTFYvJ04OR57iavHiUetc3/c5wJZiaGXlc8/Se7FCrRgug0SG3pBAjRi2lXG2ZoFmibAxUfb8EmE29ATv0FBUY1XFGJOmqGm9brz3BkAvX63X61FdjupSUowx2VDJ266KAr4Vpa1AO92pnMeQ5xqXssIcbm+7zlxEMZTcOzcUYCWKIPMmPn52dv/R87feXR9euxFGSpaMUFFR1RGir4p6Uo1mbZivk5kIcSine8mzkvPsCnYFMWVRr1hAGjk/KipTE1U00phS00ofRycHYTKy4I25cFUIRbtu6MgX9RT8JGmHoABONCmQOSI08858UdXVjdu33373vW8eP58vV30yFcsoj8sWiWXfpeJOIOC3Hm9T0d1htwGYohHpEDNKgIiKpiqIg8YHAIfA8EFhAqQqqF3HZnvT6S9++tNf/Oxn7779jmNSSR7RO79cxYtHLx9++nUZwvVrN966eW9/Ng3OSx9JkZgxtyjNADnfrVLfqajz3nvP7EQkddEhU/DT2ezN99+F//K3DxavVmfruzevL5++ePSbT262afbG9TCtIyqUTJNKzvrUdWmBYVyyc4SezJn1oCpdj4imulos+tghszM1QJWYVsvD6eQ7b9/75U9+2MxXXdMokGmylCB4Zs54I0TF/DZLHKxZaABAIA5RJYpEBtifTQ/39piACRmzagUQMk9VmLisy+OT4/E3k/XiQg3QASJ2fWKzUVXcODmejEpmqEblaFSn1C+6lXOOgMmgHNWj6aSuaru2x9MaiZaSYtsZYh0KrkauKLGsUI0Aua7Ae3POVxWBWUzaNgy6P53M9mb7+/vVZAJFfW3/WuFrAPfibL56+KiPysEjOUMSUdRsvxzm2cOTiGi7N1XLTT3842KnXW/AkDm/iezSYUshZjWXQKNSMlJwgpyQGUkQlTQRG3lBJ0qgDEaiJJqtgZmZiHmIzZrjgjbXP7zMgMyHjolso/A2sIz8Zu7O4rMmAVQHOs7w2Vzy5A4aghHlOTcQgQqYFs69eePox++/9/333rlxeNj2521zXgsuHj8PCfenMwuurEc+hDAZhfHE2JMPGOcsNBpPy9kUypDWHZArQuG5jK8Wy/O5GJW+8kUtXQuGoBaX7fF4NqrGTxfneNFGNx/v76ELCiRiTBScJ3IVFhP2B0Vx58bNP3v/nZ+8dScRrFfL1Pd7+3uhrHxRjqvJ9Vtd6SoSDEWdxCgUoR7zaERlAcgA6JBHkwk0fbdq46wWYgNkZHKIZenG43WMq6777vvvvff+B2++/db4cJ9HI/RBCYyKXvnBs9PPvvx60bYuAaIDMNH4enA3oinaTqdjaB3rQAPYVAU7wjsjtF3O8SBRoJ2LkeWQ8SGIEQ1MRIjIkfPeM3cIBpK8JF6ue3npYxwVYR34nNrGYuqMvDMAsa30dshHGypjHB4IydXVNgttG+g1CDA2lbFeDZgceMa7Ch8YxqSU+4wWU79YzFfr1YHOtr63vb1ZXZXHR4dvvnH7xcuXz56f/uGrL1dNu1guv/nmwbMnz85enbdtmy+giNT1MWV+sRpsqMrb3M+sk8xWerjESJttZ7IwpOLx4GUk5mxBtmRKgzUHN5UxqhoiMiFu4NV9bCX2HmBa1T94++2f/uCjn/zwezcODvZGVUnkQnCAgd1G40cA0LadrHtHjh1F0eVyDaqj0rmqiE0fYxyVrqiKKU2vG7ZCp2dNu+i6dQIM471jDcVadR47BXUoqDGwba5SG08hsw0MAWOknPaXl9uGlrITvTJQ3gancq7Yvq0hhj8u//yXUtuwqosQfPBBNyT2bcAZM+d7Sn49A9QMN41LAAMjoq53IEbsYxejWUTgsnRK3pXsHHoPVQWvjFUL4kCucOwAQEXaKOtWm9ahD0iiYqrNav3o/v12vqhCOQ4VRIGk5ajqlutH33zzjx9/bKaHx8cnR/skEUwsRYmdqvQmnSVanNq5tF0XNSW1iJZgEBvmyji7nijzI4bUpZ0I9kybBQxpAEwjkgIQuaqqRJXa7v3r4xC8GXR93CmI7fI2shEKLSN25kajUYyx6zozY1ftj/n0/qevHmYlM3p2zvvgvQ8heO+998EXoShDMWQFEwmN2AXvvXOOHCGRGfjgmqJs60pUATAEn98c713OT0VTRiZAYnBABk4ASiqlrZtF1S1dU7mDSXm8N/KQ2raVlOPuMp5Ud6MoLhsCAGlTDu4cYnr5uwGgY5uIgc0fE7HEkkgINUVVNXSG1LTds+fPv/7mwfMXL++9/VZR1h5zsS8ARojIYTI7SCc3Zd4uXpw2XTMuy2K2lzw3YgRYEYfgkRlUqetG3o9dUYawkg4VHLjUddL3hmijkXmXNVdKGeKHxWjsx7MWQrRsUHJGrGiGkEAwFL4aNabFaHJy65Yving270F2+ui43b4yRmq3BLkCldnwAfHSq7mxe+sAnTAaMi5yFNo2oBXVtlciIwRAM419N5vN3n/73f/mL//Nd7/7/Wo0Xl2cO8K6qEztfNFePDg9f/jiux99+NHd92/fflNS6rtWUozrHkuqphOICVW9QxPt2qbvWrDeOwch+LqmJByTD8jki7168tYb9773wbVPPn7UPTo5ON731dNP/8AGYHb40dsRgQLzqKSubZbL7vx8j/fK0YRCAYk9OJLUd62mGCXNz89Ho3o8qh0xB2eEraRRXd+7/caf/9nP7n95v+/WSvzi5UUSS5oDiiWqEimCoWmujFWzLx4RzBP0KVlKjHAw2zvc3wNNjhCCA1PM542IxN6H0WRv9s4773z69ddPzy8AgT0hWmwEEUaVv36070i7fl3UxeGNI2OQAhbLZWwjGvUWhbHcn8DREYxLibGYTBMskyZlT2XlRiMAMhF0oRxPLEnfR5c5M32f2ka71psejEbjMjBi18r+aPbhOx9U9ew///1vHz9/1XedKhLlGANFBTTUK7phMzTF/BkEMlIl2PRLdqlVuLXsXYn/2qTpgW6MUkTE6I05AaJ4wmDIAtaL5KBGMQAiBexFcw0sgqIDcCpbIRVyWMclKWs7N7msjM100+LaRWi9zpfNglLLGYg6VEGDICufRQRMDJzUENEIoEuMOKtHP/7ow3/35z//xfe/ezyZnJ09PT9/HhTPj5+nZXtwsCfMYTKqJ2NX1zQZYzUFAddI5Ssqg69r84RVSYiOPZBfzRfzJ0/CnZuhHKNzGFM9KtFgcX5WIM2KIsyOX52v+nh2WB1w5YW4V9FkROg91RT2QnFjMvrRW+/9+P0P3rpx9OmXn1uUcT2+df3mbO9gPJke7B2Myllzc+WNL86X6z7VAHVVcVXFnLxjgAajybTTVdM0NqSi98HME2PwNK609H46/vBHP3zj7puj2VRVIUYiBg5377216OLn3zx8/Or87PHjXhTQA6RtZYxXGLFoRJerKJMjt1+19eJv71m5TQ5X7J94RaMMNqQWb9vKFmNipuGMQ0QAb+CSxn51sY6T6ayeTcYTivOny3YdYzcdT80saUJyQNknDptk1ss0PtkYPi7BXhuZ4+5YPoeJX5UFXppS8zpMKgrKAOQYE/Ztv1gtmmataoQoZpJS16xCKG7dvH771o2Y0rrpXrx80bTt89MXv/nd//O73378xWdfPH36NPbJAH0RiKjrY2dJNRt0bTMzzMjOoeAbpFE0yJ0hx5rvUMk2L9mIMLdedcg6zWC4jQltk6BukoXY2q9XDmxal3dOrv3F937wq1/8/KOPPnCSIPUQe5EIZsgMiIaExITMBi6l2hUEuG7aJ48fEEIoxolglfq2a7jySBgBoloGkK6bHjlM6lExrdu0fLVeLVNfB6+RmrYHMLJNgbsJGtTBMkhIDIiiaaB2EG3iP7PpmBB5G8q9o5z4o13knGeOVyF99P9dGTvvb925N/BKEFVVJRmCiqSUgg8qKassNmn1mdrGzBxjNFUjouBMrBOFosgFYrtuKMXSXJ+iNA3MF9Z2TqFmF5x3AKltu8WiV+kXC+j7svSBsG8a8a5v1k8fPSqYj2azSVHGPvXYCNinX3/5xZdftX0/GtchFIbcaR/7LqXO0IjBiGKSQqEAKELwWAARBqcGyTSKMhPx0FzEHZrMpV6WYAgzBXBp0+pH16UooiRd4fxoUh2Mi9x2TUlg1xu5A/AdfCUclMPQ4TcTEQQkonTxrBMxgOBDa4aIznnKHBDmfBEkpIHMDwBYMnvneAAWIqSUkMh5F4oiiZgZEyMCMRchbE8j7zxtxg+ioibMvG6a5cXcFosZSXlYTeBG2x7krnaMKaWkCiJpEGiI5JQe3VyYIgVBsk04dAYzbqDmw4fymtkEweZ/wAcJPoYArXZ91KRxv0YVdXFx8eiLB59eP6oAM4yLKKfCZdtgUCgCH986ltS+et4sL17OF/OUYlUVFhOoYAjSNqgKIqNQVEVAj72kIhR+Ui/PzprUCwCEDE8SIff49PTBo4frrpciQFWpIrhAhKEMKfaekUrnQVYaT0+ff/Xk0e9+97vP//mf2qahHZMhAirsDr3stYnMt8DPV1p6O7IURAQVIiIEEnP5qNiOjZh5CxbdgGjQAG/cvPWzX/z5hz/4/uHhkbQ9Yx6ukWhanC/6RfvOG/feun3veO8IoqYYwWA0GWPmbqYetmYWB1y4gmC9Ws9fnsW+P752XNX1eDKiUGnwiVkQvv/DH3XL9tO93/zrn//8ozfuPLv/8OXF+fLTT1tMR7dvFOMRFFQczfoC+7OLxXKt676m4MoxFgWx57WdvXhxfnGBYNV4VI0nsW0JiL33odJota9+8NEPnv2bV/fe+Y4w/x//519/9c2Di3VXlI59QVUp/VJFcpdlYD+nlK0bzjtWVlZmGk9GoSibphNJCMDs+65DxLKs2rZNwPX+3i9+8a++uP/gk88/d+CsU0gycTAhqoAoSRnCwcHerTu36msHykC1//KrL5vYqqiwQV3A8REUBfRCbT+pJii4XC67deeL5AuTpgFJliQAAyKJ6dkFmiGidwVFcV0/UijQpWTd4oJV6/Hk9q1bs7oOCCQiXadRkB1kd5tuemWXc0XMO5kRggKoXOaiXmkB7mRUbieRcKkWzRosGCazYGBsKhIN+9gs2sUZc2+IzMiQAptDaaUFBLAepDPpNz4DyCQJEFRDQd4Wx7kgvlIZm+JV6Oxu0Nrl0FMRVdAUByHyJkEIDYbEMRDLtqxcwMmkLu/euPaTD9776M4b16py8eRRszwPSHdu3ro9O27ny3XTJUZX1egLUUhRvRPoJK3bddPNjg9pXHcA5dEhA8C6aZ+cymLhQzGZzbgIIgkKB94z4cQmi8UiLhflaOT6qNZ0L87qIw5VBcidJVAB40A0K6qbs4N3b92e1uPFctW2PRkWXJQUCg5FGIXZ0cHkSKOhQHrwsGmbFqASCVEAjdgxMzgPLoCaSt9LH8C5wmsXDYUCVPuTycnhQXv9xvv3Qlk2sYmiBaEjUtUwmuwfHtx755367/5OFPokOSsHQGDHjr6xTtOVtbRbIg9dkisNZQMH+K3uHF7qerIYeSv5VANV7fo+b/Ahxq7vUx9JspyNIVTlrWtdiS+7s4uu6VW8D6nvxDBr2JjAA9AwjBhelADQYKWX3CsdMso36tLXAEtXP7CZcNrlFDjPBRXMIeUzUEQRsSj84rw31VCEruskpdR3AMiOi8CHhwcAeOPm9Tv37nz/o+/9w2//8a//9m8+//zLs7Oz2PUDhH5AMRDa4NE2g6gpi7bVZFvu5R+GceDd6wCAQySQJGpG3uUHUAF0UOMLAnjHOfIDzEDEJFpOWVApgz/Zn/3wgw/u3biJTffb//R/jYpQOAKQKNHMOPiqqqt6NBqN62KEhgyuKMbMbBzK2QRNwdGTZ0809p5JgF+dX/zh4cO///iTYu+oC2F2+1ZIEQhD4S7Ommaxfv74+d2be84VHVGr0YG6HQmqiGVtRS4vEbHvE76mEdvprr9Wx2ZJye6tZtuOzp/ddntfE1f8ycq4KMvv//QvUkrDn9TBayEqkoSZVFRSyjXx7rfeoDHUzPqUQNUjqYqYRrCu7aztywiK2DZNWq76dUNq46LEzCg3066Lfdcvl9j3rqwdQiOxa5v1crFezI/3jmaTaeF9ip2agenzVy8E7N477/jgqzIEz+QQPbMU4LL5Q1Wj7y2kTChCI0RHooaqKLLRw5ImuZS/2RafZ0MohSIgGKuIgAG5wMiCqe17D0YMopZAEVEzoSWHcuWpTnZHDs0YcYTM1vcxg9byhQ7MYuyHMidKbp+g8/lSnnDAqcNw/AOAeXBZ5J1byAaWRBARmZidqJha/tGIKa+SfNVxjrfSpfyIMLOKapIipZodVrR/bSxaZcSupCQi+SfaBFemAZq4MaInZMFNimtGkw4G3jz01CHFEdEsy6ou6dxExI77jkVMjbxzKklE/Prps89+/XHzNG9YyFyWFSDlRkNd1sG5vu1Onzx5/vTZ2enparUcV9W9u3el7yz2aElig0lIzTP64LHwgUo3KrH0rSZzHOoCUhSHyUGP9tWjB/fv3z8Yj1xVgWNoe+/JJC0X5+vlHEBd6TpL5+3y6fnLT774/P4XnzVnz2qKGMAMmNAUsi0p69QEBi3kJYFx09WA1+PBrnihdxNYc9MtmVzNpUJRHFxesHFcI5VF8ebtmz/7sx/vT6epa2PXllWFYG3bnJ6ePn/2tG3WR0cHs9kklAE8OfYG3hV5J82ZabQx9olzCKXrpJ8/mz97+qRN7fHR8d7+YcETCN4c931/9/ad6md4M4a7b76xd/3EH+zdv//14uL8m3/4pwkX49uFViGVhlQXaN2LC5nPY8LZMQY/tYKb2M/Xq6ZtTk6uhaIAUyQk59gVSNzH6ID2JuMf//DP7r2zjkTPXy0vmnj2zUNCp+RzGwNIwciQgHP6zRDK6IlzcvZ4PKpGY3ZFH1VUEcEDKDICipGh0wSI+NG73/3gre8cjP9mHVtTc+ZrsAqowmJWzY72jw6PT+qDfV/X6mlShoOu9WXNAj6BZudTG1XE2t7VdVnUqY3tuu99U3KhXW8ioOaQTNQkIVhG+SOjS5baPs0XNp644Cskp+pUK0SIvfU9pMiOchOWkXGgmmWdZFbubPRLhtmVxLvekst0j922H5rILkkAr/IrIOeAgoIYKhB2lhpp54qRvAMEs561ZetQW40CGkEimewAoiQX72quB8NtWLVJPiw2Xbp8i0bczrh3BWmX5yWC5tG+okmm84FJllhrHraYqeGmY2gMsj8q7924/uG9Ozf3pq5t5o8fiaPp8VF9cELF2is17UsgIh9CWUUxaHqHHQimKOuuH6sRoCKQZwJIpvPzM0ScXj+pDg8MTfrWhJAJzKQzYyAFRiiZollcLmwyhsIPeEYyJBvVxWRUjbzzKkRIZenLWvo+UAgQaqoqV7EQ1TVOPADOwHg+72Jqug69L0Yjym4GAmDCKmAsmsUcQcazGXoCSZKiK93129fASSidKxjIWR9No4rnooixn5+fPX74oG87BFDJlaTSMMTCnWBoQBxGVhvl5rbQyDDhS+7s4GlD3aoUtpXL4PTcfA8dsD9b7qSomcSk2oho33cqwoDqKVVlnM1elnaa1s+W513qGbkgzmnMEUFIyEyBOGOV0DImTdXiJtTaQDOBeTMLBr2aD202tLF3Cq/daBKTIapAVZQYFEzEVqtV27Ybu5hqhngrpEGVzETOESJxYFcUYVSWhwcHR8dH//W//t+///0n9795gJjt8oK5Kh7KDxzMJzmecgeWtwUlXJ4hhICgKvkpEZHcZB3OHzNTZaLcRlZJuSxBVbLEpt7TzaP9t9+4/eb1a07SxelpOz/vyyIwivR97JEolMUyFC4URaj2JnuxT4vzZRI4PDw8ODo6Oj5qmtXq4uzF40ejqpyM6mV3+sWD+189fboE3L9+Mq7HF0VgZgCTvkvNhfVpfbHE6/vkvAEDI5gf7LibhUbEWcGRubHMnKf3l1G7ODQvAQf2yODGRdwkDF2id3ZzF3SjbzV8HXH9JyvjUJQ/+sVfbvqFMT8FomlTBWXwjMTYb1dNijEHCzvnACDG2PctgNVF0fd9kpRXab9Ydy/OEV3Ttqlr+7ZlwFFZS0qF84VzrKptm5qGRBnAIRLCerVczC9UUlWVo3HtvENNgphAO5W946Mbb93pY68SJfWpb1SSmoKzXlMPSVHLyD5xruTzVppUWdWLbm8SKUbQLeVoBza/1Q6DmSdNyUy5KAiBU7LVWoh7gzZ1pFt1Cw/CIIlqgAjBcb7wiWABGqRLMWoOeoEstCfv2HkPYDEmBAVA7wYvq+kAe9h2YhHMQ8pN+4GHkW/KiIaYNjQJRDQkRYhb9vXAbhlUOBuVtREyOxcQWT07NymdZY4GshllJVkWXV0Wvpt+sA6ZVGqbHHNRwc1EZJD+qBEzIYlK3/fbG56klBOzU75yALFzphpTVFgtn3z65Ys/yODMobqeiGoX1ZBDPSLm+bqZz+cvX758+vBJ33a3rp/cuHmSYmN9a9069Q1KcsnQBBkpuKqqaVSZw1Yilb4qHHRtRO48dyZfPXr06MmT9376y2o8AlDUrvC+aVfPHz9cnL8S6dlTp/G8XTw7f/H488+aly8m3N/eD10JoOAdS9KUwREOsgMwp4OJDEVHXkyqQ67tt3VPBnA5B9z1xRruBq9umEFZyzxskQ55VFbXj2d3b5/0i7Plyy7G/vjaMSLO5/MvP/vs6eP72syvhYNk/TquQ1GSJ2I2sg35Ilu3SQEtDqkZgvZqcfbF/a8W3XrZrq+nuEdFPSmJSJr2eLx3fK+6trIQPIzLk/fvtQHSJ//84rOvuxtv6miWGGNhNKrGVXkxX62btr9oRmHsRmUswvlyue47KsLe8TGappSGOAz2QIxJ2QCN3r77tnrfI3325TdfP3722f3HCVEMTIUzDYYIDIAYgfK1DQ0UKCkQudn+YVlPyBdGnFcjICB7AIxi5AtIqG3/xo07H7z70TtvvvPp559q0sqxT+LBj/zo+ODk/6XszZ4lOa40v7O4e0TkcvPutaEKIABuAEh0i82e7ukZM83Y6EEz0t+oP0Hzohd1t1qaXrg0m9MkQSzEVqgFtd09l4hw93OOHjwyb1aBlFFVsLIyWFXdvLlEHP/O9/2+G8d39g9vYDNWcsZEo+bw7r3dg2POcPH1cxHNlwtMogCasq/Ru9BUzWrZ5VWfXVdUBgJkppRFYvKuOJsYRCtkUWsvr6rdvcCh9oGQpO+Xi0U/n+e+B1VPoGhiykgGCiZo1xsuWzv7zdAMdSN1vRSu30DeSmKvLGu3DF/FXslc7vSiAqZmYllRgShDbiUuzXpvtZrmtLK8RI0oUbQHy2g6gFPLZQK0zFZSsNzrOhsz+2bl2CuFZK+w0suoTFJ6ggRB1daTcVnFDHkkKwB4UCNTBtmpw6393TuHBzvOycV5f37WHBxOprs03ZVlH4dAJjgjXzVM/Gy/AAAgAElEQVRtH62PDfVIXgEFMedMOav3mjKApZwvl4udejp77TbMpmrCkSRH05xi34K4ccVae6BGA6pJbE2jQVYiRVNWI6nHYTQKwUFeLZFwdHCw28bF1ZyRvfmamhpr6ARqMO+VeXrrJk/GL549jyn5mMYTjypQZlkEqpgnTXx86lNEH/ykyUkk98HhrdvHTe1Su6grX49qNE05G6fg+eTs4v5nn/3ipz+7urhgxKLklJuJrX/dEAFtq8N405tARFYaNOg60FZeKCFVfKl1jLa2YzjcYtdaKQ5Nn4YoWVJMbdsRozNAhOix3Qmro/GT7upkfnmxmHtgR84plLY4QUwiBCagHtAp0pqnIWCyhvrZppZ2E+fArTw5UGn02Ba5N9/poOmIrPlAwkM7qV1dXS2Xy9IoYQKqwgMpUgFABFQMEBSTJQCE2e7O3t7+m99688bxjb3dXdV/OL+4urycx5iQQMTU5DqmsnZBlHonBXO00d1NbX3qQAMzkSHIKCpogAzIDtZsqXLPL905qoKIntEhBMQm1G/evvn2vTt7O+N2cZnVpnWFKinmbrUUzc55Z7RaRLErAO5nq65LJ8/PXjx/8fq9N9754Q+md/ZXq/nz5y++/PL+4f7ebHf3fHH1uwf3r0Te+P47b7zzfXXhLMvebBdULk+en38dNKb2cgHZyDs075jYyHS9FkW0AamB66ZMZOc3xL0BJjaczcgGFMla5d/Q93CwXmw0gfXOyl7KgP0xkzEx33rjrfVLQ6ZqOZWxaIjQFw+FCBIxERKIiKqAlJlZUkqISARMlGJMklSFEVdnF6f3H+WzS3AevA91E1LKKnWoJtPpeDpFsBZWHohHoyoE7/10On38+PHZxXloalcFDh4rr5rm/epy1c6OD/fqO9O9WUwRNaMZlYegWUB6SQmEPLF4EC6bDzGToUvGVEqJLwzj51bh0mDTH04BuRRmAHHKuZTKrsuNMWcRkSxSnCRFndXrH2KbLeEQwVtAWg5SLnF5uqRQsMpmM2enBsXQVs54r0Dwi5/QEq0f8Lo8SjcKUilVXZOQYK3lr0OTa/wOFa+4arllqojZUPZZYClF0i0BetrcU6+TogM6waQFE9oyCZVnpxA/ylhNbEyAwOJC8aUDgKpHJOfdGkWHHBwAikrKyYZTo8PhRO3USIwy0DLr2eXFF48eXVxdnV8uT190oDbZsWwGOVm3zFccYwcqItb3qyoFsASOwEEGWfarGtHVlTpa5bRse/FwfnmZRb/3zru71ZhTW3N0llaXTx98+mtPQCUoSEYSR7a8PfO79V7Unf7ekWYrWDmVwWtiBIImACmv3XSIaipZio1k4znZuKqGMDQMqQPdmhjUsBenti7/AlA1lbzB2YhkAHDM3vt89fgX/+3/qOqKEJjo8WRMhKvV6uHDh8uvv6blil1e9Zd7Z3vjyaRu6qqqffDOudLVBkRZtI/JssY+LpfLx4+//s2HH3z88Senl+cPHj0a78xuvvXOd9577963Xp8475YRYrpx62abe2FIsZ1Oxndeu7ML3gNcPnmyPIHdb9+rDmbk3ej116/UrfJT6/t+tZr79Ozs1Ht3uL/vxxOUrDEyIpEDRHDsuAFR0Ox8ZZV3iG+/fve1G4ea2+VlJOed575v0axUCRYmdLkiOuacXc65bqq9/d3pZDIZj8fjJsau1E055wipIPAwMlPgcfXu+z/4X//L//L0f/v6/PkLBOhTctVoNtvfP741PTz205lxWGVNlsGgnh2M9gMotonlcnm5TN6Qg2PnQJWY/KhpsiBzD2KmzjGzA+TcdVly5R0GD0TQrfYP9sYVm0p3dtYuVrnZmezunp2e/erjTy7nS+f9KIRU5l0kGc6qRV9VXWvGpe5CCZUQAFNS1DU5cUPYwZfi9ga4NYyuh5hyLF4vN2BoJwEm6Pu4Wq3U2KWIaKp9yilrTpJBZOho2AhwA6mlXG24eAFBZTAT20uLzs0qe0vlxo3lcIP5YrEtei2svRTX+DZk8OS07zZB/tj3y8vL5eVVrqtAeLS/H2Z7TTVChSdPnr/44itkL8HRqM8ZfFUTcQKglOrgb712G7zPWSxjt2oRLMckBOAQQKHvMTiqKmS7ulrGfjWajoILTgBXvQDmnCMAeKbKkafYrcSMAPrUE+HubHbj8HD/6Gh242Y1ni3O5/2idVBZRhNCVwG4nK2V3jnnp5Nj5/PVAmPuX5z4o0NXB9Cccw+eKj+aPAQ8my+TTo8PnGeHgDlP6iaPRmenp64ZjZxfXc4B2AR6vLz/u88++PVvPv7440Xfo5EDzINwz2tn2NByVxyftKnswDUUZWDyodJ657RejGVSo40XYcD4bzEVhtgwDNpuuR8XZxgSOkRgZpAc2+6cSWWVZXFxeeKS3h7vTqrmbH759OyMmtq8Q0S24QurDTf4UnysaILgzAi25uLN8PTqfmRr7f4qx3B4KyoM01fKKeWEXH6TAcB7zwiOqRDTNyc6fdkPtFosiVxdN++//4PDw4N333vvr//6b3/5r79atitVg5eeJykEuQ01mhERSVVFy/aECKHAlhiBsDzjZmBiSkrMIKJMXDUVI4BK1lxXQfpeUmpGozGHWfA3j49u7++NvS/e8PGoeePePYldv1wwWNPUo2ZUNXXfZWLfNGPn61UXfZiQq1dJf/vxp7snowePHn72xWcXl+ePT55V47EwHdx+7b233/ruD364TPnp89PaaOKrvl8tLs+Xq+UiLb94AN9++7VRNRv5CaaEiOhIslhZKJXynq2LxMv4K94+U2+4dQDA5DbxypftPLhu0TMrPN7fl8P7g5NxjOnjzz9FRMmZvceyaIFSllxUYTPRMhYTM67tOjzEA8HMgJiZHACwJ2I0Dc7lUXZNo3WvjnswZSLnfVVV7ELdkPM59n0f+z5W7NA5CqEajRar9mK5DOPxZH+v2Z1Z7UwZXd1Q/drtm2E6rifjnHpUdYBsAMXtYTmbKhpXTsGL4vbEMYgVa0QIAgz2oWEGNbqeRHXg6xkg+yyF7opZBMAcu5xzMfVujLUwDDcy9JwPZXLrF0o6yP3mk4aIse9TzrjWeMqjRMCiKBdj75qSM/xEsyC5fEtrhv4W1bDU1m8AubY2Pm8Gq+slkYJJKWhFhJxlM5AVH/E1eXfwQg0/ywMrVjFCZF2i5ldyM4YoOKxPDUySEhkT2UDQoXKkLrq0mRVBhVRKkFZ0CCQ4MgZmZZAE5gAgAybRPlkUzOiMPfqkXY69zK9aiRlVQTJo1pxjFCpFWZJBOKfYS55fXlajWT0aiaprGpP+4w8/IoXX7rw23dulXiT2zPrgyy/uf/7Zk8df3j4+Go2CWc6SSfoA6WjWJA1quq4kMxJbJ7YV1teqXHAVw2HDXjEgrT84Dodl0LD5sldLETCp0zVoHgdWmQz5V0LJ5QAGItLU3elXv/LeFVf2pfPOsWrOF5ckLbF23eX5WY795Xg0GjXjuq6rELwP3ocQKgMU0T6lGNPV1eLFyemX97/66v5Xi/nicnR1dbWIXz/91aNnj168+PHZn77/7nslg+53pyaVpBTPLinmyWQ6/fbYIaUYc9va6RwMYVQ7dtXONB90FMY2arocv3z8+PV79/Zu3ORRgzGW4E27WHSrVZJsZoToiVaiCSyaXX79xQjab9/aXcUemX1VaXbFZVTYIJt9HDPXdbWiPBrVt/Ym0M3PnzzoRvX6KqrMrkDgwQCEUUM/X+3s+Hfe+dbeTtVegAfro4XKNZOaghOHqXCzHRqaEGVfGXpTq3eP1O1QEh4ReVDE1oSRqKlJxczEMVUemZEYiTWymINpA01tptZrvTf140piJ1kyB6zrBPDgydN//Pk/Pzk7a7MoczItlsqsUioMyiS8iRopDpT0EsRngVLpu64iX0OztuP2sOX2XAvLm664wqUFJEUC9ui8AGRVA9KcANUsxZKqRwZy2xQ2GyKzQ89HARq94r23l2ustojL9tKfspeYX1uc/+GR4jXqn9ZsZUBCJoKUY0rzxXK+WM7H45FkUQJkE2tPz85OTs8u57s7u4aKYo44M5n35AMsuiK1sXPGlEVR1UQty2gy8XWVUbnPaGgMmiFnEyV0FYeKDQGcA/J9jDnHHC1HCUHRkKxomE3dHO7t7052vK8yh+mNvfFu7udtXqwMXZcUFB0ysGMiQyBHzXQiokkWfbt0bQOlChHUkIhoNtppV2fdycVkukNEwASmo9FE1c6ev4iLFSZNXWKPKpZj/vW//vqXv/zvi9VKgJDQ1MoFBeHl7tw18wHtetuwgXPisOrGQVAZ7lNDlOTa/7l1d0TEIRa6Ia5tSqUHIbnIzkam6Dg6uMhdvHzRpHTI49frPc2aejzJGlVECQBZZFjClwOZGRoYmZBFBjDl61JaAMItA/tLeLqti+6Gt72VigYQEwMjAssiKohQRpZSrgFDcPC6h3rTenvNRpSBoTIej+7du3t0dOSDP7px9M///C9fffXw7OJSTQeaEwC7oe/BYAjTbfWSDK6AUgFha//LkJg3FRDL5fIDhOX5UFSNMY+rMNvfnY6bCelu4JsHu3vjuiZESfu7uwe7u03TLFMEpHo0bpqmauoQ6slOE6raVw0241HSZm81PbrZxyQ5+bSALi6u5l88elrtjW+N67e+85233vr2a3fuHUz24MVZ3coswfzh47P5+emz529++63l4vTh1/efnJzsTpq9ZpJXSyMBLnUn+AcgEqgb5APCcNO060MIFhPJehX+jeQd/mE2xR/R9NF27d/83V8TYkrZe0dMa7CUIWIVQtEqQqEicOkbNkKs6pqZmYmJFT07XwXvmJkQwSrnuvni4vJqhCDeRcQeVB17apxjCkGRuizLvm9TakYTGo2gqYF50XaLvr+xfzg5PhodH5rnLi57QKirMBtzU4tjwMCIHtgNFSiqIGpgjL7ykSgVY83awjIMjaq4ZrKZ6NrIhoMzdI0iJsCyjDDyqmZqRJRyKpg9Xd+NhzLGMiUXtRisiIiaZH2gXldGmRbSinM+pbRJNA7BOBFEYHYb5Xlz9betO0DZ/mzPW2LXk/91yYhdW1bLWuJ6TDcxKTbiYl0VHT5lkNMwMUth8uW87cFS1SxZRUs41ENHmodY3voxXRtSyncbkyIg0WA4Rtw8XansIVCSGyR2JgIezgkOXUDnjRGRlNFIjV2g8bQ+uuXHsZ+tVjs7F/Gy3RlPYw+SBFSYgMxyzhJ7JiQwjb2SF7Su7+an53vcBO/72NfjESzzb//117Od2fe/+31XVRpXYooWf/Phrz/76COJ3f7ueDRySCYxSY6WU1OFYCKSvfMF3w4pl2JBcIBM5Igcm+RriAThmizz0mTsfcDS+bypA8V1RdnwKpZu7+EVxDWMr7S4EHOpAgeDrmuXy+Vy8bU6l5kzQG/mvXOOG5B65FA9k0petYso3TLViz5UwQfvgnfeuaog8ZPofLE4Obt48vT5/a++Or+8QqW+jTHl08Xy/tXnz5+d5IvV0Xi2d7wfpk2Y1CF7WaxW5wuIyQdf7+6Iii3b+opg3kpUHVU0G2Pw/nCPm6kE31+cPj09u/36G9PDwyExbZJyOnn+5PzZU40RwYjJe39+eb7su2T24vnTqc5//O3bV+3SCF2obL3WLB+CYuQpb+mqCm1b1XW4Mwvd6aMHHxkxVlVVljPFbU9EhGzkjRx5z47Ho3y0V6VFw4q9h9lO7Ru8XJ2Fc28j5w+mPBlBHdCHjJzVrE/NbN9C7i/nLawIwQWfTZkBUM/7JRg0PJqNd4g45Txvl+eL89h2kcFJDya0uiIm9KTG5jAjJ7DVcnH/0cNf/fY3l4urrHlTr4BDS+3g2hw8iOsKr9L8V6Cx5XBmm9Px+jLyCvwB8eV+X3spilQqaw0QiYmdmqoJIomqQjbpU+qTpMFbvxmvDc3IruvhlUzR0jc5SBu0Lf6eVrKXxeRCMzRaK8SoiEY84LzXxkMzkKJjMDGzZYkxL5ary8VqMUtMbL4BDpo1XV3mnMA5MCAxJxCIIyF49tNRu2z72Keun0waJMqaAlSakvZpZ3eXHbWWwpI4qjmMms0cOhTw2QiRKTALsBFC18WYupYbVgJmMiZkrup6ZzobV2MElwxn01nYq/Jebl+c9n3s1DCrqTGSI8qSAIEDuzpA5/pVTotLyD1VFYSixMNkZ08uVlcXV9JlrSpCBsLQuLHRqmktSsqdGjkKBq6N+TcffvzBx59kACRnyEktmyoCvVwRt1GCtztN8Zq0AwhGRiUvs171g0oetojr13fDuVqvFDdehQ0eH6/bEA1EzREG5yJBztHm+baf3fPTN6B5MT+r21wDr1STZlTzGXBgKA8b1BL3KXVfZIqbKtqt+hv7Rv/ZK+OU6bUV2QYBRG2gNA3fUtu2Xd/phnsoSrAu3FtHRLcJp+Wr5ZRUtKmrvf29/7DzP96+fXu2M/vJT3/22RdfnJ1d9n2fkgCA95ylPFGFaYZi608xUKkk0dL5RsMzWD7WWireDcHQzKIpmXkwz1hV4cbhwe2jA880trjjYG8ymtah8Vw5d3xwcLi/rzmLqBpWowlXAbw3H6aHB/VobORoZ1YbjfbTvkISyV2Xnj4+vzjf2dldxPvk/M7t2+//5b+5e+vuhOt0uQzLOG1lP+Onj76+WlzUNf/4xz86uXj2N88fff38xfHOztGdOww5W0wFK4S0vjiU5obNCAMlG1yqZBG3rlCIuGZSDJD/b3ApXhGkcLvq6I+ZjLuu/a//9X8nohD8uuxTEJGZHGFhLzBRVTV1Fbzzw8tsVoVQmveQiPyIq6ZyflAg0ECy9j2m/Ofvvnewf+imk/npCSGMR02MMQMAUwbICNjU+6/dHu/vS/Bn8/lV1/cAUNfuxpF77baaPnl0//MH908Xc3GkhIBYuTCpm2nV1Ow8sSdmYjMTNERMATWAcz44x45pXYvKiN57713wnsqVv9woy/AiCmZIFNh575k4xcRE5IgIR/WIiIp+XIwB6PjazLTx/m33Nw45KQYkKAk2AGY32HSLcUWHYRSRridjkU0ZTGkGBiR2DRRsp8gQY9lMv6ZD+G1rlsV169UajL72FKquEUybP28IWNTxDVBBVHRL+V4baqT40WsPaJbLNG1G69IdM7Msm4dt65DC5o44JPZEs2Qh08pM8trkZqZiKgjkgSpgFoZeJEnKACGIdy1I1Bxjym3Xns+xjQ05NVitVvXhrqjElFLXaZbcx26+MGtAg7Xd6uR86Zp01DaTsWbpTs4unjz/wdvf+5N33nOuhkr7fvns9Oy/f/y7Lz77/MbB/uT0fBEzMySJvfS9RAyuT7HvO8+MRSDLucCvgUFKQsqAJJHKhoHlnANAEc1DPeVg+0ZCu273LggSQtpCP4Ou313GJUTJjOX275yqEKF3XnPvWKfj0DSNAUjOotk7dI6IPVKNWDO50t9hYqWrWFLqoUUgRAdAqpCynl9eXiyWfUouVPVo0qd8MV/FnLuYweDk2fNf/uIX0rV/+R///fd/9Kf1qNarBSBNjm/G09Mo/Tx3YdzU08PJ8Q06vdJlJ2dLQ7TAMGlg2nR97vo8nuzWs30YTfTqEhG6nJ589eXvPvxgcX5y5/ioqXzu8uWLi/niKklm7/ZdbG5M7h1UQoiMwJgFcpacBUqRDDoAirGXLCG4Imiyz/MHH33y+OM+dmUylpyHRZAhMUMTtKlSTiFUZvjG7ebW7DVnjNkqdAztr3710/qz8e7x8d2v3ty/fev43t27b7xVNxMGJ5l9M71cnT/46qvPH3+ydzh774c/3Ll53K5Wj766/9Of/rSqqrfefvv9H/6QHJ2cnP3sJz/58vPPlpdXu5PJaFxP6mZn1DATIZppXdeG3EboJT948DvLi6NpaCroczZiIyz0wOEgsW47Kb8rdai6ftuwOTRa7yg2riv7/bcKezkUKtexuEwAgoCKFKS7Uu+8r8wENErucneR27O8ugCT9Xt4s4kWQC2Wh5KBsK3b0itj+kuUpa3tabFyrS87mJMYoKApqaAorT0bm0gOskMa9lCSASDlvGi7RZexnuwfHdM9R6CAmh2+/t23Z3t7lw+eQszQZ8wGFUIgqN18tYjzeTDoYifkMhkD5DZ1l6v9u7dX2p9dXI6vliFUPKqiA9c0zlEbY0w5gIycM3DgFEAzgIIYmHLZXmE2yAIpA3AI1aipR2RQGsVHIeBi2cW+N5GuY1BAc54dE1gPYBica6qLxZxjt7t/wKFGx5AVmjE3U3aX/aLl4IIfQT3JbSuG4+leHSoiwmVbjaed6KNnT5/N5xd935X9MpOQSUIDU5DfU4u71cGLa7AxDu+SQj7YmjANgmYCA6Ii0K6TZNeWzo3shxuW2npvoAblNc0KatCp7bjxvcn+9/z+3Zab0zm252ydc5wgZTFv5hKQkgEmKtdKU4BMkAEEQERR7Hoyxms+xisntVd0xuGWZ9eTMSIaqGiuqgBIOcNi1bZdZwYxp1zMYEMDJ+A2x2N4w5NjVLW+74lI1BaL+WQ0fu/ddw4PD7/7znd/9vN//sd/+KdPP/sqxgXStT7vvRtGMTEiJHJITrV0UJoMSfeBx7jtN6KiVSJCTjnncVX9h3/3V/vTiaY+x66OqwnIqKrqEGbT6dvfenNc16AwasZd0ymgD56D56ZyoxFMGxg15D04JvKuqaVPkIUav7fz7bdGIVbuguXmW9/6wZ//6Hvf+d6YK523admGPu8AZ9/M68ndm8ff/4v3D1+/eTZ/UYF8+K+/+MQ+P97ZPRqPAajNVwCEzsHaI7yGOsP6xLRxeK3jxLjZXwyL2e3zzAZbYYMSP4wftE47rC3Lf8RknLM8fviEHVchpJRNxQZyNzKhqaaUVZS5rGudc5RjFpE19IDMzEKNPhQ1ghE8kcQIOTeObx3f+Nabb7nZZHbzBqQciMm0nk6tGWnX1Xv7FUJzeOB2ptFssbx8fHp2//7Ds0Wrs9nR2WmS/JOf/+zjzz97enbiRjU6NoPArvH1yIcA5JADu+ADDvhcit7EQwgheO+Y0EBFyv7Bex+CK/q382UFTbTmayKgY65CVVeV957NVC3n1HVdCIHZ5ZyJ0DkXvE85I2IIYR1aGBDoBQ2xHnQQyAF7x1wEqwFqjYQ0MAfL68TEzvvNMmqo6OP1mgAJnQNkGpwrBeNFSOvE28uunIEYvo7Erdn4Jby61b6mun2cMgAsUf+NWWSjXpcrRWmDEPFVKO+cwXSxTviV3szyz9KA+dM1mhE3Sflh/gfJKK4IDznnFIvuTkwOkA0xGwugoqgpszD1ZFGSqDrAPF8uzy7OnzxXw17NnE+AiuRDwy4QMghyRrEMqzirRsEoLlcA2Jl0F/Pjyc7Rzqxh156d5r5/cXnx4eMX4zuvv3N48/Xbt492Z5WjFPusOVsWUK59KjlUUxIDM9K16ZFMQLNJVqGsBFZEyoJaU7UskkR4TQjZ2CvXcU8bcgYFGqoKmtEirBkfaz93saAgEmURQgTnknpzxogWgqpmSjlHIUQjzCAmYi0RoQKIWVZCJCMqSouW/DmZgSisun7Vp06Ndnac86vFcrFIneReBQEWq9UXXz+8WFxa48Hzd77/3bELIQSqmqCReu89MXnnnGMP03HqU3c1b/ZmwTdcsYzrtrtMMd197d7e3j4AIruc4/nl5Qcfffj144dO840bB6vY5m7VtldMQmQG/bjCcVMB11x50dyl6NiVBAEiMztmh8AxRsnZBz8Up1ghjeaE6lxCRAFZN28jgGRqI3QeBOKKyf34+69DRhTw6DXq/HLx6OHjfn76ol8s56fNl7sHn98+/fbjvb3jkR+RYAjjF4+ff/Avv/zgs1+PZ+OTZ8/vvvlmyunB/fv//A8/CcGfPX2mq7YO4fzFye9+88HpixegOkZKpqs+xvni9OxkMZ/nnMfjcTOqqsqTd5UtfvDWLUXscmr7qDjc9UsO3UyuPRHX8lapUyhangPDLTbRK3jgral4s9y5Nlls8vwghCkDmHduNN0Joxqdg6yW1USgC7QIflmFgcUoQ6tjuX4MuzszI2/AazXattydunGibT0stOtOIN3oykUsMgBBEzQllJKZMIK1mGwmpoIy+PjRrE/p5OLyk88+OxhPavaH+wdsGUn97mw2m9S7u1MOkK2a7VBwofFQBzHtuxZMJ7NdnIxtVFWerItkMHKBiyI9HtUYmJ05AgZzHhzb0KyMioSk6Ikz+GlDkwZrhzGjQ3QkZKscL7tWg+cQ0HC5WgUkN2aeTaqmgr7v2jamCLFDgCowelZGJiS2alS3sTO0mPvQeWZGAUzsquCn03mMmDW4AOS4agKzG09ZAdVGvgIfTr5+8v/87CcPT5/3CMokVEohgDxbwSx9s/9rW4JDfQmTc01vw+2yQjQDHeITiC9vA3Rj9l3/urH5bVYZZfRGa5gPXX3Xjw96aJYdrFYT8rPGTyqR1WmSRGCWS1ExGIKQlS+bwTJANnACpGAv7yO2J+Pr+gJ7afN+LQYhFiEWicw05eyDAwQ1WywWq65DppiypEzelWAclVvspikWr5+jzVGvBNb7viXnbt266So/m+3cuHH8j//w099++NHjx1+nlIm5riuzYg+1ouiXgH1BFQ6dq1iqPwraHXT4+sVYMtx8K8f7e3v//q/+bb+4+t1Hv93bmY6tnoCMR5Od6c7h/uHOdMcRE5AahmYM3iOjbyoKTrxbSFKy8c7EjEQxq0ngDCYmWFWzm8dv2vdi7Y5u37x3940pOI45dlH7yAhNE/YPdjNlavwogp1e7Y8nP/rRX3z+mw+++uqhd/wXP/6zccOWsYw6G/wrAjBywVEYWqlhLqu+byyfBnPFuuJwM+Jcu703gYTh5rspFfpjJmMEZK7RQIRMS0UyGGjOkkwZQYVFQLKuclLRqvI5iaQ80N0NVTU5ygiqimBM6BElJhCpg/v80cN730/TsLwAACAASURBVHpj/8ZRtkxoAlp7n7wXwPOu7wBCqGIImeiiXT08Ofvkq0cffvK70YOHzxeL3b3dNsVff/Tb+48fnc0vx7MpB19OtB45IJMiA3li7/y6wYMjWyYojRlctpFZTLUUoBcksPfeee837g8wUyMEx64KdV1VVfCN45j61Wq1WCyc88xFM6bgfV1VXdch4mg0KuecUl1WuOUhhDIcmxmyJx9Ki4dzzlTZOccMhVCLaGZMxOxC8IUSTUSl72MjxAIgulKDZFp0a+Kq8qV7WQeXCA1z7VB+AxspdwMzRSA0QMLyhYo72mDdUU5DxHJTCGAyTGbETM5BsUnkjFUDyP4beQXYip9zMQyUyOB6/i7tuGVqVBVJsfaeASzF2PVq2RyyZ0IwNcjikR2yAWSABJbQeokGVvuAMV0+P2G2ah5xNIKmycsFVFZ55jBHdKDogCVm6OVgPJv42mLuYXWxXHTzxZt3XttrJnnZLudXmeGq759HffNP//zGwcGdo+PGs+XUrlaqIibK6Co/QL5TQjECYwDTrCYGqmRimkwsGQF57zfjRpbyU533pZFo20WjZqqyXQ4joiYJtKQJCxUIzDRLLsVOBJgll+yKz6nIbCVPSSlxTuWplpw1xyxpgLOJoS/sHjQ1zQoy0OYM0YChrr2YidY+1H0fFgt3NV+1bUppp0t9n2LXPrs6/+zTT4/39o5HEz4+wtkMKHPjgyMahjM0AptUeeF61ZFrQjXWCldV6FUx2+t37u5PZ5AFiVOWi/n8wddPur6fjevEuOpijp2C1XVFKClGIiBH7ImD65NQVI/iHSgCojEP1YHOQAi9x/USy2dNklnNlU2cmjIxsSOinHPEHJ2YdzkpmBzfuEHGGjVQnZNcNnVaLq7myzal5cmLxfnF6uwyz5d7uweTeuq5csbPn7z48ncfPfrqvq+c9WlxdsHOvTh5cfXi1DE9df7LelSH0C2WumpnoR41ze3jG5X3qnm5XF6cnD9//qzr+6ap93ZHN47Go8n4aFrfOni9ClU27WOSYY1VRk2xNZJ10OSGsECpjEEEVCPbtnjaK05K2y7EVd0KWK9n5FIpp0wpmwqjeRdGjitClySJohmmbF2HbVuZqoqJmMrwzxmIahbLqhKpEXBbcNit0+CWZ+z68Vwnx7eKSBRNvQIqWgZVNLGhuQzESItnxIq5P6tmHWzXbbf84svPDkZNzZRirFBdoFHDMB5ZxdV0hALq6Pnp85gqWzo0+PrxI99p5UMzbRwzED35+kkd9WCyg0g+1OM6NE2lWaKZqwM4p4TM7JDYIMVEaBkgWQpUA6pIL7kntEwslpexO1vOF6lLpsiUVCBHkGS+5qoJdRAymS8kJkaQ3EcCYgxNYMdcsat9jHGxmNd9CqEK5CE7Duxn07PzE8pphOSIuWL0LseI2cigDv7kavHp/S/+r7//+8cvnguCIQooqKICOTIAE8U/NBpsYR1wHVV/xY48BHVMcfPKvdQcPbTNrUNu67zLZnJZy6xMVK5uI6J9cEfqw6LTZU+Qx6NJMwLmlcxVTJVQbHCxm4GYZTIjELUsJZKBapsucdyCngzisb7MBywksOtumc3evig9g3g7nPjm8/lqtULmkvsgYhwK+LbC1a+eItARiQ2QnK5bkvOj8fTmzePZbOfevbu7s53JdPSTn+jVfJFFibDve1jfqEtY8Vo7HQ7/25W0YBtTlClCUUJ0PJm+8fob77377peffNitlq/furkXcATS1KOdyc5stut8CBwIKWdxoaEqGAEFJwRRpG9X0tSeEAHFNKkakSIogjr008kh3Xl/PN7Zmc4mU1hF7aMsl5o6I3VjNx3NeOSurq4efPjJ3uHu4bfu3HjtOID76vQsonz3z/4k+Ab7oRnDzFJKJVRDxeGDBiBlRsLheLBd54Gvsm7w9xVBF9MPQEkjX1u26Y+YjOum+f6778+v5gbmvaOBUYFd2y4XCyKaTqaz6Q4AXF1dLeZzxz7nnGMSlQKeVtWldtGyqroyD+ZsIafUp5z+9aPfrmL38eef5bbdn+7cOjiqnb9xfGM0mnz44W/Pr65G08mfjxub+wdPn/7dP/7jT371m88+/8IRfvzVfed927XztssmHEgv5+wcEuWcGNgTM1BpglA1yVkNiF1CFBiGv+EZ1bWjHa8L/AZhlq/db1imDR4aJjxh265iTCH44hAYAAyEuCa8FG137bAAQnLMZYFbRp8Qgq98IQkwMyBWITjncs6DBO8cqhFRGYXL+FhG9m3akXO+/HUbvC7c1M3wf0yIkJBgYCqvyyB4azAegurM5EIIo1FT11XRaiUPiFNmDqGqqip4D2VyFRERZvbOhyqU7yjlbGGMLpSlwQaWzMSMyM7R5vkkcswhhM3szERGRIDknANGDB5c8QyGwMAGHsGvLdZgKIAG4LxTrdDAs5AWohCqVZVzrNVlGlcjPDpg6XHVkZAGFwVilgBEhiwwDs3OaDIZjVuT5WIR29V333xrGkJ/ddnHdny0f7y/++b+4Ruv3TuY7jhVUiWAPTAwTZoTKBAalr7FhGoEwAAiUSQpKDgiBwbQ9QbgRk0zVKRkyTkXI00VAiAWsInBEEnUdSRlONgMukImjTgEK4dFpAwcFWRGVQEb5IQsOacsKuVGlVJy3jnmnLNoJ9LlVIqczDERMyio5JQEDBDJtJSqeELOarGQipgRKabUdV3XdbqKXddenp4/+OyzHWBaRVh0l/78KnXQVRNwY3O1OagCoAOmjCYjj9MRNCNwYQheGoyID3d3x85B14Omtm37LOP9w73jo6ZyS8SEDKFhH1YmqALe9bE1URKI80UJt9pitdZLSdVUjbFwPJSdIwQidI6K9a5UX5czB+EA9u66Hlh9zQCUk0rWuHiCSppNs43qsXfV0eGN3d3CMEMXqtCMR+OpY+YcNcv5su3i4vBwWk3e9aHa2987nO1VdX2ws7s3mXrn9mazo8MDJrSc3757j8CC4/F4Yipduzo5PQGDo8OjJEnVJmO6eVQ1oyaEyjnnkArIUyQpmKGJZWIgxu04GwEN/VDACERQ8O3bS3Dc9lKWy0iWbNd2C7CXXVXrhsssAiqk6g0YlNQsSTJLAAkxm6lo4d+DCoBcZxzUslpWlYWE3tw3AW0bQfu68uOl7MS612o9vktSBRSwXJTjolSLgRiVg8Pgy4fydo0xtasut33ur549e/ipw/OT59PKh8Dy4NNollOCeeuy9imfdKtVjRrYE59/+bWLcOv4xvd+/Kezm8ernP7b//k3b9288z/9x//k9/ZHlatya3k1X857g6Nbb7iqFpXYdphFuq5dzi33Xb84W5zgVaBJgHElhHU9ztUorhZ9vzi/Ovnki0+PbhzeffveuK6UKAMs5pc+VMH5ZlQ7MKtDxbS6OI/tkgiZFcwrGpislsuL86tRqHems72dPSbFih1Vq5Pellf1ajLbGbssabk4ffJ0Ot0ZTyYg8sGvf/l//93f/vLXH8z7XkSBoFy7CMFipwD8kuf7G47jPzQy4+//s3btYbguZC7mv7ItL3+RN/3R6/8YrTiXuU8Oeo/tcnEF4ibjKRzvLLvzF2cnKWZjVJJIqIBYDotoQGBr361TACmL761m6nWG8PdOxrwZjF/5lovnDYwIs+TiYZzPF8vlaqjFwVDXDa7h/7BV+qVDkyxs7JdkAIzEnLskkmJs2btmVN0b3/3P/+U/v3b37t27d3/+i3/53adfPH92AmAhVN5V63uulRqflw3537Dql7u/gImYpDt3bv+bH/+4qavVchnb1fHhwfGkbiCHUKORAWS1yWRU+dB2Ma1WClCFatEt2tQnEK48IKPRZGdG5Ar00RG4utKmygjS8rgaBfAQFXKOl+ftYh5zG8HYu6YZe8hn90/+/m//9v0f/iCvlv7BV1dPniPy9HA/7E9d461fhBCISEVzUrBsBsCw0dH+cNvz9eUL6aW34/Zw/LLS/P+zHZqYvv3Od1+8eP7o4UNf+7qug/ftaiWgFUjfdQc3Dt//4ft3X3stS25XLSPrugFCFURUcu4tJRMwZUBQ1RgJIUvqcs+OppPJbGeaVu1OPRpNZ2QITQNVVc32amZumiVRF+OVyGj38H/4y7/6zg9+AKaeCcByTlkECJ1nkVwyZX3frfkZNgSIs6Sc1Yx9kAwqWlJYJipZhqaSAnIzUdMsokkzSvEaXRPvN01MAAiYcgKA6dSVl6C8ijHnwvpGRIQ8cMrWJnBC5jaXobZE60qGBtamC+89IsYYAYyIQ/DFWOydX6cVoAznL03GiMVBpFkAgYiqqmLigiQvYi+sCQZY7Hp0XZtYpDQ1UKOqqsbjUdPUZTLOORfcHxG5UIJZDGsvRCHTOe9DCMUSLSLgAjvnnS/feNF7mKist4t0XZo/Q6hGo6ZgAXCrdsQ5x8iFyuRMnZojVDJhjWTCoAyAxIZsROTQgBi5qigwIaopK2DK2nUzHl2m+dXHp189+LK/WoyNj3xzMJoKsap1bTe/uFzNl57Y1zWMa1cH6txqtWrqmjxz8CtLPYW9w0NztIo9i4BoYG6qSmWI4ZMvjjLzNZAhAxCAaRZNSbOVLmcC3zCBD6FSETUgJl1Hntk5VdWUgAiZgHgLzDeY0gGg6MhoSoi2NeKICgx6Pw4OdQNybGugW1kW9X1fzoQ5Z4BsliUnETEwJmZXvBM5JTEAYgIDMVUpmFICpL7rYWixN1HNOZsIi8jV6vS1e/OvnzXs6p2Jm4xxFMj59vRcIlSTXRjVWHuraH65TJrdpAE2NAMFjhKSoFlTN55ZY+r7Vs2me3vv/MmfMBM5NBNNCUy5eAVUwEw1FQ0npiTFegZpaHcAkqyq5thvWVRtwEaZqIqBauEDEqkMZ7OUEqFWbgCJgBEAMXkwbFedd947f6DDJ2hY3TETMZSACFK1XE2T3EHMyZzzTVOPRg0Rqcru0T6ieceV92BqOXPOJqKqi9iqSpf7DnW0vxt2pwbWx0iYc7AefRYGAciRCJlYJIIZkCmKlZXpy5MxG5fJmJAJUCgr6Zq0eI1vs6054BWi8Cu6C5aglPWIjsyhmSmZIZohqGEyyM4XEBIP+05lNCqIfmJYjwTSm8tGr6zdrz0e23Fh02+0kV1r3GSiiAIoABmLxGHFz0xZcV2QwN5ls5jSqkvL5apddJqs8bi4OllenJAagnYgCU0BSJTMAFCIIpoSENDls1NLdrW4OkurZjaLIr/45395uH+/jenWt9+ezHZy7u9//MHV/Mo34+/98E9C1XRtd/r81KlVhCPHlceUlicXzxdp2WKMDgTR+RBcffb07Nn9z1fnLz796Feau2fnz15/660bt+/s7B8UeCI7JiLwycAcU93UjhRNyAw1O6bRZArkyRjEGEkkz5cLF7yvw/HNfVHt5hcVA8bUXV4unj6Ti4u2qpLKsy8/X7x4MuM0nroMmE2D86iqMXt2gtBfp1NeSmv/nunXtg4zOoBC167cwQW/7WGw7YF06L2DjcN4E80pJzhFU7FMEIRcn6MuyHE3qboxP+tOvpyfX7Ydm4lam63HIf9XXBMqMJQp5zVFfqh53gKdrLvy9GWed4mP0rbfffP5YR5ALIglm4NoXd91XQ9iTd1oTrpJvel6YVMm44IPh7VTdmC5opr64EW16IbEkdmFyn/nu9+Z7c7uvn7vn/7p5z//+S+ePn2Ws5j2ROVGyDQ03piVApOtaOSQMyr0ACIidgiidOf2nR//6EeznR1HVI7rh3uTSjMA5ayArERCZD40oXFNE1PMKQYKFAgZu9hdPXnx/KtH49nu4dGNvYOjtk8FlLi8WrSLK2i7G9OpCz5rXp0+65ZXajKdjedtqwDeO96ZuNpfLOcff/7pw2ePlFWyvPXmm9/74bsVO02ZB/tveRsgboVBy2SsaltvS3xlR43Xlm77ZoBhMxZvwyu/ibBw/x9z9+xwx9W0ivMYI7BhBRrFvJKRQ+fHfnY8+7N/+2fT6VSkBCCH/hhRlaw5JRmMHUIGKGopM6OCdhJXcSWqCJbbPgA1HEBtXI2883cMdmNvjmE8kpSaw/3vvPfDd//UeUZTBZPSZKg60FvbblX0sT72OYuoJZGUNalksZSzlKbE3jAKIlqJeqUUU5SUJackkjWL5D7FpFm1BKe2Lte6np8NjDhlSesfYMZVY2ailDEPPvfCDgBcD6GogEnWdwHFnFMBGgy932bYixUXpAiYsXO59Ikwr28dRkSl6nmjsKBJwYCUSjlACN4joKmKiStmHTDJAzNuLT9vTcZEWSwlCyHUTVNXAQBKtSEOjeTIPhTewmbzCgbFOc3OA1ghVzgmxyVeBiqaJYMarXnG5ZgbYyzj+2g0cs5xMWus/4BzDpkVifoURGugwCwoPeSWLXsURwrg0QVgZ8QlexYqXwXnGBBYzAM2zh3sH/SSH548ffj4YT9f7nH1P//Fv6t3dlxVQwi6RBEtRLyo4hDGOxMllD6Katu1L/rF2Vnf1Q0d3HnytTi1CgHFaufHTZNyVgB0TMEjMwJ659iQip2LAFGjZTUxAvQcMDhwaJhzJubReMzBD09IDykl6SN7T46x7InWeRccjleoogBAHAy5qA1DEzSqmRGTcwR6nfIcauQLJE7EuVie5uL8GYzooMVEjg4BQIo3A4EZATBLjjHhUA7MfduZavmHh6GcbARYtzke3How+rhdzv3utJo2XAVPrls+TV2y0VRIC0p0tWot56qpkUtlKVCXfEwM4InYIGsWUx+qvaPjvdu3gUlg3RSx7hHcHBiGftQhGq7Ig8CIgJLMDLwPiLRuBzQ1zTnpgGHPWQWJnHM5FTiMMzUy9SYxRUJm8iLm2CPRatWqKQI4pBIOIFSVXHb42UwRjLCJiZhC3WA0BmZHpiaaVWWfWDXnHIe205wlJ8kpp5xFspKSdzRtquC8A6Q+RckZJNMafSYxDuBhzmaKqEimmrNuKn2KuZ3YBrYpARNggm7tGbVNEmUjuhRvTykJuFb4rvEoRSNDBCk+RSQCXW+Ji3EOUK0UU5XGIQIlQwdQDsXMPLRUm0lYC1wlbWXXwzC+VF8DZoMJBHDTwbZpU7P/l7M3e5Ikuc79zuLuEZFL7d093dM9mH0GAEECBHlBXiNlui+STLL7xgf9cXqWnqQrmcmuZCYDzXhJgAAJkAOCA8xgZnqd3muvyswIdz/n6ME9srIboEhTPcz0Ul2VlRHhfvyc7/t96osAAEkAFKmkM5EBK1BWVEAVM+HgjZ0CLGIahrRa5cuL1bBKqY+L5SoNOec8pAjBURNcGwzBez+bTKeiljVnxflcDXzXnZ+fnS8WSURVDs/OfvHZr05Wy/lsPvTLTz/9u5zizt5+IATgs5PzR/ceNsj78+ntawezqTeL/eLk7OLwIi16zAlMgcAoD6DnZ1PUy8Nn/9wv7798+uGTr9/94MPb33h7urU939qaddPgvOaEmhMgO4LMse8PD58Pw0COtq7f8qHdmc8XF0uR3Mc+WkTCtmmvzQ9ODo/OD1/kk2NKSVZ9Ojs34oFo0KyXZ3sNffP2NfUuI0SR1gVS01Xy7DLCAuW3Ilfsd9Kv1hpxEalCGq1RKwOgjJWx1SxUuOJrIZhB2hDMwCuKn/EZByC0mXKnbCI2nS62/FkrXx4eHaWled5yYaFyaZoZwIANmowVg1vEvQpsZkhGNRTttVt9M+jhym8DOiZGbDi5iMBoHd06ju9Ack4xSZa26yQ5zamwKawa6OoPietobQMCUxViLkYs57yaxZxMzUxSNmK+fv3a7Tu3r994Y2t7ZzKZ/OpXnz158uz05CzGROScc4hOcpZsYnJ1Ink9twJxTAMhxGsH+x988IGDDGZtCDvb872dHa8pRolJREGRkqkHCE3o2sbH4fLsbNJOCME5PpeTxeXJ0dMn5+2xXKygz+eLZUwSU355cqaSd6aT6x/NgCymYbk4zTk6z46h9U4NPaF4psar5wcvnsYnvaJ++O0PvvXRRx+++54kFYkMBfZVOV1rg0H5NWIJAbXfPqZtLG6/Iydrsxre5OH8DoDF/0dlPAz908NHd27f/tPbP/iHn//82fPnushNCBAEQG5cP1jEs08+/dmf/tkf3dg5CD6kPo7rHZW2aEoJwYOyagZVh9SwU80KKmTqUcFMBMUwCWX15ExARPfeuAnMEexchpl3N30I0HIBIBo0gdlM0qCSGTF4JzkW6q2WeEqkqJrVsqkRR9EsogB+0CYrU93XVMuuJCrFNK1qNuSYNMvIHxbV8uDXRqkIAIGfXlwu7z+4/5c//MvDw8OYEw45pgSmvm01iaghEigYoQOGUeVdWWllcOUoNNPr1683TQCEmGIeEpiFEFJKKcUsUpIICEFEChztCq40ZjLHOCAgA2UoI1FjEVMtw3rvXGlZ1dm9WamW1uatglLPgikawpL5vNS1zEjERbzBzCGMJ/hXQ+YRURXEyrEhT515RoASSppijGPHrqLZ1onQRBRCGJcLWN+jzrnMNBBAn1qBCbJHiDkuNcnEa+s18BCTR9eAcxEbdo6cijnvg/dd21oWEmsIJ/vTpcVnJ0fZNCjc6Ob/4388eOMbdyhl7iZz5wK7lplDEE9nabWzu3Pj9i0E6s/Pv7x39//68V89WBxdMLvtGyTqkSbsSM0jeaIsCoQUvDEjsWMffAARTRlU2tY3rQcmI0VPoWtn3DiBvu9jHJqmvX792mw+B4TlchVjXPX90A9E7Jxz3rFzxa7J7Ao1hYgRkdg3k13nXJmqB++51LAIxf1ZAnoc83K1JKSmbR2ziKSYnHPOMfAIt6IQmgbdSLvg0myxQsUvaXJWmzVU3Fvb8x00NTV0Ds3EdEUQUm6CdG57+/jUTmiYOOfJIwdot7A1h9L6pfXSK2enq54FfesxMHgGlXi6wD42BNj3gMqNm+7uAJM5grYF7zJATAnRgWEWBSBCYmQpphUFYrYyJiXIOeWUAJAUECiE1sxyFpUymVHMKbhCn8xDjnVQEzMRh9AgIkqmFClnInbsCzhTwXbYiWaRTCBkyqCeQXJEU+9pFYcoMZtttYGDJ+dopSQAYDFGMkWCaTdRySn2CGYiYNJ4ZzV0yHJN5AMODsmVtBtCDxpiP4CoAwIRkGwqjtgsi0Ykq/1ZKKuTmggooiAKkhYmIiZeCKYrU93v6pdIzrrJIN9AQI75NBHlnIBVKSbTXFcgRBAZkvQ+YDnXW8mrFpRMGWpf1wzERCWGvHKWr9y99grYe2SoX/3hZkF29WmaUM4NUJGVyJCBGICdsVNkNSphTyYGAN6BDxkAOUxc66Y+Nw5yp3vbBk6NVXIzm0y2t7vru9GEkOa+a5PpkJaLlZVKeXu7X8V+2V8u+2//3nciADk/Cc3y5Hx5cnb7xsHOzvb+3kHbtidHF/3R0eLZM/SNSeZJZwm8txtt2Gv21e1BQ4Npn2TVpzjAqtu6mO9dni2eLFf3Ht3/4t7d7q//y/7Btbe+8c6HH3z47tvv3rx+wzOymUcIoP3lxYunj3/8tz96+OAhqP27P/nT9z/8eO/ajdOz05SlnUxuf/iN6dYMmdHx8Ozx80f38+WqJZq60CAF54jQVN6+tt+4j2+9sZ8Jo0GS7BBb4AZcv1j0CH3n18Or35lTuHELVUJYZYZeXT44F4y2Bvta1ZLZSLkgVLOUkqiqaE7jPrWhqBEVAUigNy/hINI2hGHCx0EeQX/UCPv2pp90bXcc++dxtfSIgF6hi+jUsH4hIVEnOigmwLVkYh09UHvcNfFZXx2VlEBF3fzZtQYXvF57Sc79MEy6lpoGSvbypvR6bGRWXEUBY4MWRjKoiAkyURMqkCmLGiB575u333lnZ3f/D37/e59//sVf//WPfvQ3P7579z4AhqZVCinHOJhpVsF/SeuikpOIIqLmEELbtU/vf3Vxft627c7O9s72NucUY1rFNERJqlGFcuwXeRJaB9Q2beASWqHtbAfmfX98tlgNj39z995nX56vVien5y9eHj249/Vbb731x//u+x+88xb1mtISpmHqO8vp5bOn+7sH3XQqAufnF4u+59n07ORysDidTL79/e9+/NG7DdDqYmk2iFMBfZ1UM4K56lR+lIO+Ms0Yh4RFfPVarfLauvf/U02BRPcePow5f/zRh++9/+Gkm9y/dzcN0VQ8Iua8Wq2eLBZ/9Zc/tD//r771zW8LQIySszkOgKyCwyAICSGVW0RBpUK71NBASuScemZkZ2iCZKRaM7GNATpiIyAQj3FMaAcSBDACQTJCM8jI4EoIzAheaIwqXhgLmQoAwLKCVpTYVS6lgdqV5yNr1qrIx0rOHm+2AqBg17iw/eXdew8ePTw6Pj47OwMAa9ucc5mZlAfbDJgQEQaIYEp1BFBSoGzohxDC3o2bP/ij725vb5dS1cwcc9u2lYYmklXMwDku8XEbw6uiVTJVjWkob0sRqpupiqaUDKxrO9NCIq+F9Xrnqzabygg1FcjZcs5ldp9SGnP77PT05PJy4YOv3AisjFguc+RCvkMstXjrkQhLOVKmSOzdfD7vumlKqfw4zE7VENH7EFOSJKPpsMILBVUwoQIZOkBJknKKKuZKB1FSSsNymfvBBfBFE25mZoNBFolD1JyJKRznpOliMcSU2EwT/ujLL2R7+86tW5erxW/ufvb1vft/+N3vbs382eXpj/7up0A4m829Dy9evLh3//4/f/GbpaXETsNJGRI7RFBzAFx6HVRj3Gn0CpR+CCMRYcm/IcIiJZm2DSOu+pVkaULY2dkpPLW+X61W/TAMOeXQhOCD847WoHhC7zwzl6McAPqmDaF8ThkdaOnjFn9nmQAAwHK5ZOau62pWSxYaPwDBk/PsnPfle6lZEcsgkoFB0bMClc3CO8eIAOZdAQJoaEK5JaNZ57wTOD081tVia9ZNuq71PhAjqs09RCNvjQIkgWxTKPgVw5yMi8gn26SxuEDzbgAAIABJREFUWWc7E/FeCPusCISA6SKGCQPRapGahr2jAARghMYMoqW1gYiGzEDekJJBUvNtV6g8zjsAMHNKAGXloQ5HJKJiGeigiiESOwfFvmOiRXeEJRlSzBSJDMGKyhmskLZNBMzIuUZFrBjWuZBnZFY9kSK50He9YxWRnKqziNCRq0fK0heBkW2lAKZIaMgRyKWsdSJXxktFTqMMBmDEiIgpr3PfTaU60pkYDEQEKUENxr3qkNUW7HopWPv3Sq/P1pVrsVkVfVoqWVytYU0QKitejllSCM5MRYWQwFANi6alNuRK4wLNpYE1r0PQy8xUq4EKN7AEWqGTtsH3HpM5CQx0qMOC0chbi47SwYY6uixqUCPKomXClZKYFK6tIXlEJzGxZ+c9t76pLUYTQ1RtdgQdcwgWAvvQzqbBYMsA2bEPoLa8uNw+O6DheNq108kMidrJ9mx7Z+faflyuGHE57SIqkTIaEJupRcgiWc0gkIMwaeY8ne5a2/fby+Vqter7QU6PHy8X518/vLuzd+3atUnbBe88cXCc4nB8dPiLX/7q8PCobdvpZ785vVhO5/MnT570w9BNJu8//vDgjeveufsPH9z9/LNnD+6zgWdsHbfez2eTrg0GpqgK0jXZ0ATUVBvnglOHMrRZASCgjTfD2tVlFXeyTgUYs/F0HU1VZgw1zre0qEZbKAIU5R6YWcU0mali0WCaOjVfLrSuM0INBG0Am0ecCDaKCfUA6Q7SSjwiefaE1Ce3SkEQSZXVWKD8jJEsg0iRMAwOhWu++AiQKze8jAlY5ZYZZdAbvtRaRms2iuAByczEhJiLWJEdnD349D//z/9T0zbFkk5MPK65OHakcHTbMJVhI2A1AyEgMDN7h6PsmoidD957MUtJJOmHN3fSt9+Bi+dtPjt8eTLkCw4TIU1oA2KMmHOVM6/FKgCKmnFNEwF7/uzpT37608/++Ze/+dVnq8XiHz//+vn24U6Lb9250zUhiBG7EFpmDyJkAma+YXZORPs+ctvSzm47xK3J9Nnh4cMvv3z07NmQMk+a2++/8/4HH7z1wXvNbMtQkWg2n6FK1j4EG6JLksR0AI1OFxyHRgeGMAG3Ow3bs8BoZmjs3XDV9B0NIVBrFgFQ5qK1MKJKLmfiktGYUi6t5WwCaIVxZVhzhtbcQNxM/FhTof4tlTE7J2LPnr2YdJNbN2/dvPlmXA3nZ6eLi/NhtVrqZd+vcow/+dGPtqez/Z293b0DNDJVRUJ04z3VA1TQd2ntXEHba5qE0VjHa6mYyQQqEdMVVYIKYLIxPkZehXCXmQ8CjsPl0Q5qNcGu3IyAkMiEqnK+ChCREJGM1ggAZ1weYSYe8YU1Ijqn5IP3ocvWLhaXX3/96PDwZRwG78NYGKkmuXqaxvJbNSMAE6sJMwLY5eX53s7ewe7Wh++9s7u7i4hN05Tipuu6oiRWVTFFohBC8I1zvnRzN2PcASBLLL9IKZUfIsZYFAt7e3s5SYxp3QGq/aGN3u1GAjHGMq41G4YhpRjjsFwuv/jii4cPH8acUkq1v5VzmT4TuU0cqaoWl52qklp1EQa/f3Btb+/ASlYIgGOvBkjkXFj1Q4652BeRaEyezoADEgMQIMVYut0AAJqz5ewc56GX2BdaZEkyEskpZTWLQ8wihshoOaXl5WKxvFTJk7a5e3Q4ffL1ovWnJ8e/ePDV3ft36c4b23l1fHz84y9+YwbdZEJEh8enJ6dng2td2HLORaBKgRIt7T4qoGWtQS3MipRjzghI7BrfmKAlBdOi/gWUyyDAlmICM6Z8shLHrGopxb4fck6qWqkpJVd87Lswl23Gcs5qSmSuujDrKEBVqYjImNcq0n7VI6IPvgrNTMunISEYOAKH6NixKzI1bZvWOWcGRRta2qVl1/OucEmMHZa6o2m8c0yEqjDpJgTw+PHjW29c+863vvktF5q2ZUIAyy0poKhQAjZAxgbRmBzVYzIgIgHNJ242hW666Puj45P7jx4rEjmXBJquJaLVahW8b4Ir7V5CICLLGcdxBDoG50xJkiDY1v6eieY0VCkrITe+TjXAUI2AHHM7nRFRGmJ50suh1Xvvg+v7nhCDd0BVRYCEQKigEhMxEfusxMjElIGBPRuaInOhpAM0AIxswCoIwMU1qeIUxrudDQjBaG3hBXAEKBmygAoSCiEQuJqgqUQ4uuhsTCqqomdMaeRDruePVGzGkqXQtYhpzTkfex9YTfaqsCaLj+2x8vlwNTXGrFgsu0RYLfEl7UBUNHvvS9dw7Y/JkmX8amVaxsyUE4isv1FZ00pHodznawSFmsAVpLmi0Kmgmgplr5zeVUu00Ua3u/aZBaiUOmomIoTAhJITVJV0CSYmSdlqkq5gcQmkVM6mft1kQqJyZnQekLxvQtMk0RRTWi15eeoKkx7RkA7Ubg7vn5+f930PAKbZVMqNVGRwLuc6PKw0BvRNyDkP/ZBzPr+4PD8/WywWOWuO8fL8PPXROY+E3gcRuYzabl+71m3NZjMNk+dnF/no5PHjr5fLpQ/+6OLyxhs3Jl375Vdfvnz5YrW8aIJ3jM5RkDgjadUTWvDUeG5aT2gAYqbekSNA1OAYzRilXj6zq/m0bVLOigeBxnxoUVQEJB7jx82qA6WEMY7oABhvsHW6htYLCIjV+V5mCfWGJUwMbIgGls1E5qV9xaQIBqQipJ5twgqkgqOCM5NGskgaSTNC03uXeU3s1o1BhIzHN92QpUqJA9z4ENVsOGBTujEpCzuuoriU/Oro07/9oY7ykgK0Lb2KUocVV085ZbALxL5a4OnqA4txnxARyxbK7LKIAQTf3Hrz1iSfv7UTzm5Mp7K4WK64MzNK2cUEw8Apa9YxSXBTJV6ij5AIYDg7/PSTv//1p786ennkXfjiy7vHM74+C6GbeOcIcDadOueCc96zpKymyJRNB8nLFHOEo+XyeBhu33pzgkgvXhzdu9e07a07d96+fuOdt75x587tZjrTGFE5EKVlLzERdH2fgNVPghpklERJWAzVnCZL0cSTR+8JMrIi1tN51dyUQ/x4hQgJsFj0CZDcqEXOogSMWPoCqYSPr8cdFSILa1UGbkD6zMycD/96ZdyE5uOPP7771Vd/8zc//t4f/P4777zzxz/4wbPHj3/96S8fPXzUtaFwtr786qvZ3/5tO5n+D//9f5xvzVMGUzJgMwxNK+JU03qePprHN282U9t0V9Z1e+29KN0U26DO/dacwF5Jct7gEK2nHHXRHx8GIhtxZFeQ+XXPvRCydDS5rT1zOefOIGd8/Pz5T//u7376059cnJ81TVsW9zITKSVpea01/mP8bZYMoIhcqtjZfPrGGzdCCOWLr7t9r42ryp9775umLU3BzciW8qCVy51zLo3nUhk7565du1bCQ9g52AAkrSvj9cTKOd80Tamhy8tLKS6Xi+fPn6eUTk5OHj56NMQh5zwMQ6mPC46j3HZraDZRnXf4ELwP7ArrEdj5a9eup5yHlFQVkK7kXAhAWOhKAOS9d86TQwVw7LxvS4OZRl9a493N69dvXDvY2ZpJQR1rLpXxWOKX3p8C6GKxODx8cX52HofeJIvK48ePH3/9cBiGxeXlZDL56quvVLXv+8mk6yZT5/3F+cWNGzfee//9/YMDIlakhJVhZFkkJ5UMoqZSolVKB90Qsphzrmmarps4FwAwDlHLWY9czr3olf8ypZizXAUllrlhzuVuF9UiYc9jWvhobc1m2VRjEpF4RcEDSCnn5WqIVSFQ/rnkXJiAiDAMsVTPZpbjoCrBuZxFJAMokTMFiZHZEbpiA77ayQrlGLXGbWKxe5gZtL4x1adPn/3Bd741mUz/9E//PXQT8A5yjgpDPzB5Jmq6SRParMCEvm0geEACMx+Cm03bnR1w/vD585/+9Kf/63/6P5ZD9G3HoVkvZzEOjnF7a05ljc+pcY65Sn3KGhBjDk2zvb19+/btLLJcLWMcRIWYZ7MZMsWUjo+Pu66bdpOubW/depOZT46O27ZTtb7vvfd7u7u7O9tff/1127UHB/tl/3ZMzpGBJcnLxbJpmyY0ADSZzLz3qoBIxXM8m81CCADEUw8MqgJZPHETPGStpaGjkuaroDWjDomrVRbQsMSJAzvn2DFvFMIb2bJX6ZWAANauZ7Wv0WRLxyUDAvDo7Fyfq4mq5HMNPv+tfA0YCyMFyKIFXm9mWrIwzcpOXty9pf+9TtoowZ+1MjYoLTEsaJacU0qlMqYCjherlmS9kreuNYFmJlpP5qWjwcilpY9jd28dpalqCsDO+dDElLRG8CkTMqHkTGiOiIiSSMw1tq/k/mKd+RdtnZaBGCH6EKCklSjElIldExori5Jkb7e0GDsJsxogNW2rqmYCADEOJsIEmgtuF0GlqGeoHHeQ2PmS2dJ1E1WLMS6XywLFRIRhSDHGlDIzi8hyuSxpQd67ly8Pnz9/9uTJ05l5uLwchv7+y8XL5Yud3Z3J/p3vvPt78/mUCbxzzhET5NSrRACV1KtkRGACMMk55px6yQiGHiXHlFZjgGrFg1kVS5QP3YQ8lctiWvbvqwCpsqHXWONRn4OATPTarlTq4Ep5YiTypfOaUjYHNHWgCmKoQOCtRjmUf08E3JbhmgKZln2UCT1BQ5DJBE0BfMdk+JosBHE0PYOtQaJrdIa+qhupqZNc7CQjSgUREaWE2ICdnZ2pqnceLaMgCJjW86fghtlUNsVLo2EOr4je4ykP1CzGErVLTdOE4Ilov4XtO7tJtnOxFYupgiiogYyaEFsfLVRXqyUCtN4jwDXfr55/1cWTG600weLhvZOz0DdhcbEwNc/u2t7e7VtvvnHjxt7ubsVyZ1muFjHlJPrw8eMv7t598PjxH6ntHVx77+13Pvv1Z7u7e9/5vd/74+/83lbXEgAGj6YSU7q4WF1erpaLftUryWRnduPNG8tH9zQNLYIXAREvcnl4eLazpbMZ5Ays5OsBuJKzSsoDA7r1IkdEzrFLSdhxN5mmlFMWEp37xnnnnEsS17br8p46x+Pw3XA04Wx+NFu7/xYHnh4cXAdDRtf38cH9By/adn9396Nvfnt3b//e3a9WqwUjhtCcnp1//sWX//Wqbydb7ClFLY+0qqmhWa5dW7B1/vjoQtZxILZuaOvVfbFOHK+11zrjydYSiPWnmY6dcCthSBvg7rXAf50AORq1STeMJiPxFwG0aiEI0BDJoDKPmUPK+vjJ1w8e3Dt8+aJpmqYJzJRSLESxwk2jYs9JesWdLu8FWdk8EGl/b//Ondsh+CKK2IQWlZ4xM4Otu7w557Sunjf1NzzO3tcF68i+QFUtmu+ckv0LlXH5/NKzzFnGkJdcXkYIYWtra3tnJzx/LiOsbf1qibTcZqWy996XjA8rKz7W+NbLy8X52dn1a9ebpkF2IkLsiB2TK9zHcv4ui1QIDTsAIhEreDkFBSQkKmEiQuic2z/Yv/PmG5azSDIRIpDaY6jC05ySY0opLRaXcRjAarS95oxWzIG5aAxG4Ag5HwAxxsQ+hNCEpgGAbBDXcwg10wxlTytqllGspmDEfrlanZyePn78ZBiiGbiuJSRVizEhhUCB2ZXCt7z/hW0AUBokepVQqFcF8/osZAZqopKQ6nkJR8HPekpeArcLOSGlNAxDkWcw85q7KSKVfDmK0YnQsSNkqKpcKIIRQkYkyclMARVAiQDJUh5UsqmioGY1kW//gZmko/PF85PzsL2Tl5df/vMvJ87tTOfT7V0CA8AY05AyklEfi616sVj+9O///vqdN9/56KMnT5/97Gc//4d//ETMXAhFV51zziqEWIh2p+dnlTijoiLM3DbtGFGuq1XPzk+n08OT05jicrVUzcVxxsyla5gle+fKHrq7u4eI52fnITRoIDl776fT6WTSnZ2dImETQklOYUe1gENQ1bZtvfcqmtUA0Dk/hmZhgbU0TcMeKsFCrQm+Dc1qscwpIWLXdWogAL5pFFAMzJSJvWPP7Ag9YXAuNA0CxoKIMUAmQiTigl1fj4CYqCDYy33ive8mE++9qa1Wy2GIZhq8c96xd1VMMzaMmR1tnMhxHeG7zvEZmY7EdaqjFLVkc5ZAYEQFBK6dMKqrVimsybxzBVVQzgCISKQpG7nQTvQqkfWq/i7zjXoAkJIWhEA8ZprYGmmB439KLTtauLT2mGoIgNMsBmBYdThgqnEoPFgkzKLVvFED9qxuUyVZZ1xRi0e45n+KxixE7Jyv7VDJwC2IgoELQXPOWaPj+oyZmQ8lgkHTAGbEDsAsi+QsWJ7i0rsiUFxlAUMjr5O5IgmgqgoG8Y1lUWYm2t47KL5qFd3pZn7vYPv2W6vVqgh2wXzTtF3X+eAmXdu1TWHYI6hKRjRCQzSTbFq0sOWQn00VKo2hqFxTCZ+/UtkarHOaSiPmlWTdavZVFYGrzSVrhTHg2qtXPLyVDToGrK5bAKZ6VS6LpJwFVYJCFsiKWcDKGiwlvtLUGJBUSRWzoSqMjB41A1MCATNWQ65n0ryOmiozkzHP3MxEr9QjV+0603V7gkCnTlPMauZDWFcPuQw2EQKV4L6hJLcRYnE/AQOtOboA6JQMXqV/ILzKx1gnUqq2pWofhiGwNa3DaUgxFnaqjgk5iAxIAJjLnWkjcRogDT0YeGY0aBrX6OUbc+e220k36TqnGABDihnBJKVnz54dvjj0zjchMJWgBd/3/ZByVn3+8uXXT5++PDre3782n22/+/Y7//4Hf9JNJ3duvzk52HaOYYh2cb44OhnOLtnA0kCavIfJ3h517vHTh5988rNf//pT6fvr87mZqMmXn3764tED713KUYiKOhbXwdDj87mmTkB9LOvg2gwul8sYkyrs7e+HEMzUc+Gd1hl7JV+N8AHEihBYk3kR8fY3+Q8//FepbcQ3btxsm5aA+n61uLg4PjqRLDvbW7du3045n5wc9cslM18sl4+fPj09v9ja2fclCLpkQFABU6xBtleDmFG3X2DVmyw+++3OcJlZj72TDenPJu5nI7kJbZ2avlFt22Z+D250iG2EzgAAkI3G/Rq3YgrVk82e1PDs/OLzzz77+tGj5WLhfUAEkSySqMQScVEnonNOqmJB1/lSBEVQJV03OTi4duPGDWYqcXGbles6Js1EajWjkiWzMMAo7d1MsjTcvPzrlasMEDcjJNaVcZFeXJG/RIrYodyLKaXyjhLRdDrd2d5uuzZLTinhZmyP1TvPrnIG7JX0aTNkjjGeX1ysVqvpfKttw6rvnfPsPBF7tXrnj9115wMzAlHOikhIjGZUla+VENIPvZk1TROmE5Wkkh1T+SkLyMbMYorBOUBIaQdUiYCZY9+bSmnol+mM5EzMpb2ExbhVO2cIgKKa1RLgyOWqFkS8sviDAWRVBQhNe3xycu/hwycvX+YYAYG8I/YmKjkz+1JbAAAbcLAaeMgMZuW0weMYcpNpVTqJ9cqaSI6Vdj1+tQ2VagHzOO9caJpK91NdrVbL1Wp9rVNKk9kkdE0c4mJxOQyRmRz7kkStBiZ1jSZiIpdzNFNEUxNEQ7JhWKpmUKNMkoTQZpPu4YP7x4v+73/xz4+ev1wtzj/5yU/+w5//2RtvvNnOtwFBctZ+GBQIoSM2tZiGlyenv/r8N89OT876+OD+g6/u3+tjeuvtd4aUs6hv25L1KCIIVlr+Wnojqv0wgBWetRWfYspZFYhQiQTRiAGByzhFanYKs8uiKfcAMKQEBsMQi4i/rIzh4tx5t1ouy6JURkDB+7Zt+n4ow3ERYcfz+dwqeGmchTJLVnZ+0nVsGaHEG3HjvXeuX/WSEgD6EJKKGLSTiREpYDGkcjmIADim1ofppGOgGOMwDOVJNANm9t6VkXp5hIsEy3tf7pkQmu3trbbtzPT8/Hy1WoloE7wP3jm/UcoUaTU75jXevJ62rsRa64cSnXPEaGRl/KVmPFbUalb2TkQk59h5UykSbvIO66HBqBAJEbMoELfTKRMZYukel8uKzFCwO2glycQxO+9dCEhUqh0Zp4jMtaM06uFGHn3tghaha2EkAnLJ/iybbCYmcmwARTVUy1+o6SgIY/jeGs1BhFhO5qpqLFKYGzlnEVVTZFBTQHRNS1lSKkey0swTJiBCBOXUwCgg0SwpJcA6hTHTYoZNIuX1liF88YT5qsKAInUqoMySLjRH3DfLksdeOwK1xJ4RAcE5dlwSulRVSr+AGWsIBSoW+HrOKkJjm650KmHM7FyzpUu3vvxOJJcQK7D1ALbODzWXszcSUUq9aq5BiKUjO3agQC2lJJJrAhUhAI7UV90MdSxmThQjUUxSI0BNM1Q0DRmUlG1UMzEzkbHnX6z1qApqStVBnlVU1htjKUJGWUXWq2CO0f5ZnYWqItlZntMQYzSDtutES8oiaFXxgPe+uG4qsBirD7CMJtaZKCxC627eOpEDbJP+VOcXxdBvkFUXl5fENeIgOic5FWCX1PGaKxDJEquz4bQCmPiKbS31t6VZ6ybtZDqZee8zdBlbZnZMCJBTLoUmlF2J2bFfrlZ9PwwpHZ+ePnv58uj45N7de2+98+63vvPt733ve+x4a3vODoBUNQ1nJ8uTo3i5an3DjG3jgwtC9vLoxRdffvbrzz87PHzZNc1s2iLYEFcXJycXp8eGECUJOXP+CpJX2BTrirgQ600BkNmz8yrWD/HJs6MY43Ta3Hrzdgghxdg5Yxr5jwAIWCxba10C1e7AugQnndz8w3+1Z9x13Z07d8DMkQOAZ8+efvGbz3/+ySdb89m777790ccfHx0dfvnVl6enpymm84vFi8Oja9duNdszdgg11RbUsB4RAeGKsT2Kn9cNrt9CU7/mH/Q1z/i3pBhXOPpX/vy10PP6mSKv/dVrbPk1xayUj6o20gqRmUNoV6vV46+f/N1Pf/L466/Xrdw6JGUiBGZOKZlR27aJWXIe787y9GPKKed869at69evz+fzccXBtZJi83xjiKWDpzVsRxjGdvIrSfavKI83VRm/k0iyXsU2/qrMsGoeY87rdRa6rtve3u66rqCa6yy1ahlfNylT2UmpHoaJqAlNynJxcXF4dNR0k2k3GWKCsRqubzYAufpRGWKemaXkI7MxswshIGLs+xyHk7Ozw6PDawe7B7s7dXmjgvNTAFIpTfFUNDNQQzPLW2SbUzM1rREsjg20djKIsoioeufLdNUBupIGcZXOvlYfogGQqhiErvV9xyEAEzUNs8NimWcjbZxzVDZX1dqjLW+1Skp1M2C2zWtHeJWYXa+miuT4mtJmLfUuv51MJjvbbdNNb9y4cXBwcHp6+tmvf/3o8VMAaJomhCAi3c7OdO/A98PJYnmyWHnvEYspCrfmWy6EnEXVCNiRV08FvagqZlkgJ3RQCyo3nTUheELrdi4fP3zwv/xv/3vu+8uzk2ePv/7mt3//j7f3wHtoGjJzfpVfHAbnJ1vbqzhcXJ4+Oz5exPj1rz/7x8+/XK1Wb9y8+cc/+JPdvf3HT56dnp/v7u1df+PGZDrt+54QcorL5bK+IVlSSn3fr/reDHZ2d2/evBnabuiHy8VlSinGIcYoIsURJykXEGHOabFYlZqy/JeZcy7GUE4pISMxnZ2dFbBgv1w1Icxms+2trbv37h2e3B+G4cnjx0j0/e9//+DggIiOjk6arivxljkJIoUQnIDEIccY2s5iGvresWvbDpH6oVcRA4z9wKEhx+icqsaYYj/0/Uole3azyaRxAc2Wy2VR9q9JL967GNMwDOv1qpxmS0jQ1tZWcV4uFothGNb59uN4xGo3qQqixm1hvH82F5P1c+2cE03L/pzHD+8DAOacU5LCmWHm9Q2GgI65bUMZoCFAmW8CQGZ23WR3d9d7r6olSbRcLC6aY1VJGRHZ8Ww6m8/n8/ncOVeAj8MwlG5lN50UtYl3PgTnvWMuUTZMjrGeEP2y79WUmRvn26Zpm4CgjpEJTdS1E/LNeoAGAMQVIzSiJFHViIAZDAiImcrhi4iI0WNAYgTKBgqIMIICiwYMwFKK5UWZmaVYLJtlyQZV4NLkowIrAFFwDtbtm7VkJgtYBQaNY09dwxSACJyrzSDAQUnUCgufEAAspVRWngaaSpBQ4cpKpjj0GgdLCUpAFoKkZAZEXsf1J2su/JPxO5tqQetzadzTeLQwMvP11gLmbDTEPuUCu5P17lZadapsQITk2FVwpxlplfeM501GRnTogJwZy9gUIwRPxqgIJkqAXEYDZdVGMMJSiLAim5FCHsU3mzXGuu09OvB0vYfWgnhs/ZfzBcnQ2YWW1Nsm9H1ftfVMWrfO9S5T7Tc5Z8lZ89XEFQAg9pbi+rtUCoeOjfDiWkopxpRikQuKE3HzvRhjTimrZucEYk69iIqWnygjGiCp4eidLPhWKVTKnJJnR8QE6NBl8pm8951zE88T51zbNE1omFnHl1pexjAMduEy4kpSBu1jPL28uPfowftPH6ecvvHB+4yowwqXl2Ymq/705Dj3KwJDgnba+UkLwX3y2ac//+UnP/vFz0Pw0+l0Z3uuOYFK100UsqEBkxGY88bexiC2TUjOmleRUi5oDhGNlpH0+ctBRXZ3trt26n0wAU3LIme6CpelAsqrnK517bdeA988PPo3JH0gffT+x7PJ/NGDR92kvXnz1ltvfeNXv/q0bcLbb39jOmmbSYfeHb48vHf33pPnz3/56S/396/Nt3bEzBMAWoxS7zxFuGobgwHoFbD1tdyWWhnray/GXlHQIV45relKcbf2Mb/C6dA1m0VfJzKCXdGiy78UUUIkpjrlMVBTRGR2zPT48bPPfvPF/QcPAOHa9QMRSTHmLFWlgVZc06IqORGCUf2RSwFYTu7M/NZbb+3t75lZiZIuLZ+xyLkqZ5nrALe8mFKLOR826iczqCqHtRLjFUDJ2BExewV5/RqzaRyyw0abpBwGwmQymc6ma+7BWhi9aeAr5XLfD6WCRGYAZK69BAOaKKrxAAAgAElEQVTLMR0fH8+3ttvJ1DsnBiklJCqFaYHJEBE5VjFRkSSVWwpmiIYoZp7IeQ+mi8Xi+Pjk9PR0b3urStm06EPUOa8qasqMo7XZuDa3pOAW1Eptyohu1M+gqqIjIEtpyFmAMLiAGdCAVNGwGpfG8rpMPrSQTwiNOKkMOQ05ZQQKnl0jWTIiOZ7M5yYmouO8i8m7YiECEWbvqZ5VcHPYTQyb9GhcFzayIfWm0XhaL3Q7m8/3DmazmbE/uVi8ODpZJmmm88J6c861zKusT18eq6qQn2zvhhDKhITJOd+w8w6oRNAwO6hdQgGwlAYZluARCZg5WAMAGbEJfvf6reWQvnrwcHG2iKvkJ/PP7j5474t7f/SH3wPvH92/98lPfvLOu+/uHFyj7Z02p5cPHv7ys8+/8f4HP7h9Z/f6jcViwezU9MXLl4enJ0+fPVsOvRFO57PVcsVMOefF4nI6mYam8U3zwTe/tVqtPvv8868fP10lMfbz7a2UcozDfD6/8eat+WSKVLInrLTwi1S7SKtHV9k6m6BSjpmJHZXZCLNz7Far1fn5+fn5+Xsffrh//cY//dMvZ5fLyXT6/kcff/D+B7PZ7PTkrKTQmWrfD2bmnbt4/lT6VVG8qGRJmYiGGGNK0+l0p22R+aJfZa20hcls2rZt13ZljTDRSuYzSykjovcuplTuwQKKKTmaplaQ51a1lRRCYOdMLcYh59Jjrda5zfHOGqdY1oFhKGV3gQzUfppUiFYGgCxp1c/NTMVSTrkMpJGb6bTt2rbrKmfUTPqh71d9f1HamirZREpljIC9mbGbTKeEKFmGOMQhVlOvr0mp1a9g5pwLPjRNWPtNZZxZGxMROkJmckVwvtHGNkNiduyGtWwJMXjXBM+EnskRqUrbzZxvFpdLACsMGSLKOV1cXDjnmrabTCYj+FLTELUETJoVkoCKMJP3HJwiFeO2s4LQxhoHY6BMFXF/ZTQroarOuRCYPbMLTdM2zpOdXVwAmHOhbRoY5wnee0KKKRU/FlVWY90umF1oQvW8IfWOXdO0TZOlcAoKq1tBjQirep1CGa4iWvCNWdA8Uk8BAFokh+TXO2Qd0Oo6eQVLeAEWwCeOTLKKTh03GCLRXcnJyvi0AMsArkjaWkZwr6S2Ibyi/kRENcgGzpDNqIyOTAVNHGQGARUSrCx5WMvbyh4FVgJTDRUki+imXBPWLbMC+SqHqLUypIBTZZNdiMigDRoRIxEOulpJTHFke3Np7rz64zCYAwRwYGzr7Gw3N8arSuUK/lEb+lVnXzwojt26XxZjjHEYTTrqNFnJjLqax5djQlm3y0TRin9dRbwPUIyMqo5D8A1C0bshEaVhWC1Xi8vLy361WC6Wy2VKebVaXV5e9KthuVpeLBYpSWTws+4y9S/PTp4fH82uXyMfElhaxdPDo8vTU6dA7EXi05cv5KUllct++fDZk5fni+u33w6NJ4dJBdgXIAJIVklqSkgiUEY9Nqqly9nhitYPaMBmsFwlVXPe7x/stM3zy8vLVZ/6IatRPySvmaHCK0ZQeqXhF00LITjGV+QsG5Ei/2JlDAjXD254Dp5CN2mRcOiHg4Nr3vPBwX6/WmbVcHLyzrvv9UM6PjrWmrsKIuqo3nbF1TtGPY6Avw09BbweMWMblcfV7aVVg4NXN9Jar7wm25UH9rfgduvRPtYz9OuRlRv9Vcu5KAtruYaIKhWGkXN69uLwq6/unZ+dBc/T6ax2p4aUU91uzRRMRTXGehaozQNEM5UsADiZdLdv397e3i42lLKkl44mbiTLq6rzjkfVb8VvqTjQmv4AuFZibCqV18Lf8WGG3w5IXNfWa7rw1ft0Re0j51zbtrPZbD6fl+FsCKHKrTZEz1eNZCAFRTN2nioSqyjH7OLi8vTsbDKfTyYzyTnnbIKhCeycmYwjn6K5NRPdUD+SAeQsReXGzq1Wi/OL8+Pj4zffuB48jwPeUizWyQAzi8mVyc9MVIgRgEwMeaP1S5UzgaAAaKDIiEjl3VY1AgLQuqjD64HsOoqEDEHBpJy/iMk7ATBDRWJmA60PZCmCyztmIFQMOOwcr/VBa9d33UVKZUxUpHBoyrrJ3tq4/RF924XJ1LeTVUznR8eHL18uhxQm03KNgKiZTgeRuOyJyMj5xoe2rWmayC40zB6AHRTWECFgieNlhzC4pEZIROCcc9SaqBlgCO2c5/vL7Ws3XGhR8qwN975++v/8l79ZxEzO3fvyi7//m7/+k5ihm/D2zvOnTz/9zZef37333e99b+fa9W+8+4Fzrh+Gk5Pji+UqtF1o29A0PnjnHTGVCUXTTXavXZvNZsGHO2+/8+LwMH/+m+WQ0HklTmrJVIkmW/MbN29ePzhgJioq5JQRbTMPqejzxDSlRMhqlqVESJb7rb67XTd5/vz5/Xv3l/2wt39tOt/52c8/ee+Djz788MPvfu/777z99nw+Xy6XKQ4pJxVZrpYi6piOPQ6Xl7UVlHJOydQmpuzc7v5BH+PR6cni5LBP2Yi8D+g58MRNOiYGBRGhYuk18K0650JoXE4FvFgO0gbWNo2WlnBNg1mz/ggQPMzr7VEr46tsdhrjdXA8jueUyl/ZxkqS5YqDbppTXpVnWURTLtR27Lpp23Y+hPLYikiMw2KxWCwWqkklq2TJqVSuAJAMFNGxK2OwiYpkKRpido6ocqxKVV7mvyNdzkYiIhrCoIJiWRRypqE8MOWEX0B4ULOkYf0DDghKCKDKCIxopo1vHYchZmYiduU9ypIvLy7ZudA0IYTiL0wp9cuFqtXeZv2akQi9I4aEVVXjkpmaOedtbEKDKiJ4JqhgfAE1Ym6axvmG2RFx13Vty0zp5OQEAIJvmqZx7ErET9M0xBxjqijIGmRa27TMVJvlRMi8IGsm3XQ6TTkVFXUITTGxt23bNG3wgR2XWApC9OUbGY4TztLdcMWX9spsyuAqlIzYl2vquMJCRdGUiZzzIQTnPTPHNKQYJUYzBWJ0NcYIy4ARxsszCs0JCZmoUIerFhEBGNBVxx0ishGaoQoZMAAqQbFjAllZc7WmyJRyQKFQr1wW1rUk/ZUxc73nQdcPhY0A/spfHnvYhCWotAq9miY6FQMUyUQUfBgTzKtQmHBd/dS6v6zYzED0u5gCBq8wJawE3ePYLHM+J8i5Jq2YYp0iIhjIaEnEuqGX/rQRodacMnPOlcpYsiCyIOckIJFQnXOrYbjI6SLHpeaVaY8ghAPhEiEyrgguVcgzzyYN2mWK958+/sVnv2p2tqbTab+4XB0fnh4fX15cMiIBas6r5QoRDSEZNdv7N3f2mklDwQloH3vnCBBMBVVQFQtFFyyvUY9QG4r2Kp64eDzNULVIjNz2rx7Pd3e+/4Pv7ezsAsBqtQjWO9T1eHzjSle8II6En7VLZ//aG/+GytjAkzvYO9je2mFiAxPNH3z4PhEB6PPnz+/ev//k6Ys///M/R/LHR8ff/Na3D/avoxUpggEBEY1z81G4A69UFeNhpsKIbG2Ivvr/Wv+uryokwF5Nstn0Zr8W5G7jaapsexsFor1WhCNg4OqLorEyzllUJaV0uVg9fvL04cNHjqhrmmnXSvDShmFIi8UyRsg5VwGr6JCHIgAwU0QyNckSYwwh7O3t3bp1azqdxhiLtHeDqlYNfOVFeu/ZOdncn+ox2gpLuD57o3xQxnFVmauOsl/Y7CmuOdivkrHZOb+e9axfkpmFEGaz2d7e3unp6XK5dM7V/V7EOV/eyDIYVVWmClgpvukSdq0ACLQa4vHJaTuZTGZzQBIzEQlNw84ZkqqICsk6NpaKIbWoPMo7kEW848DknFssFy8OX5xf3tqez4JjfCULoBSrtLnUFCkvO0dVU6qSczFdUdGyEBZRmnOeHYvaatUX0plzgRCoHLpGBwUCQf1SkNWsBMU5j8w1/xMRXfVpxZzJEImhsFAQs8K42UNl+4nWc+GYJgogv3WYMRAp42zEsqZorvMEqE1GYjHIZsdn5w8fPry4uPDeTyaTnHPKSQGRHRqiguegMpgZAiuYKSTTtvPMIWcj9pUHUiNMyXuvis7XHBskh65BBgSA4NSsm+98/J3vShwmzt/Y3/2///P/+Q+f/Ke/+usfB0fLy8vDly+fn12cLFd/xu6HP/zhP3/66eHxUbezg90sufb9994D9i60BzfeePf95c7e7u7uzsG1a03bnJ+fLxYLQNza3n777Xe2tnbUoO26R0+fn5xfCuJsZ++NN+9kS8PQq+rW7u7O/v7OwT4BklWpHlZVWdULlZGFqKScnPOAmFXKvEVK90jV1NqmOzk9EwP2oZlMV0N6+vzFf/Pf/nd/8Rd/0bTtpGm9d4Bwdnba9z2iLRaLnDOhzcgujo/OTs8KCViyDMOwu7d3881bt26/+U+f/uqLR/fvPnyQJHMI3WS6zGmZ0+VQ020RwLuAiGJaen7e9+tFYC2mcmM7sxye1+tD6TK27UizKZTZsRquIChEX2s8ZOZmOl3nUI57MF9prRCZiQmMwDvftRNkh8SIFNoWkVUsxVTE3AA2DMMwDEzoHRUlTO3FqDgfKrYi5/JSy2KSUiovsChDijhEUh59v1drYKUAWaqGYElliVbNkkREc85qMMTYD0PTtMwOzC4uzvp+Gftlv1xqTlmVEPt+IJBuOmuaBpH6IQKg9353fwpEKtL3/WKxiP0Qh2G5uACzxof/l7U3+bUkS9L7zOwM7n7HN8WLjCkjcqysyqwqNpsSyS6SYIuQIJJoQSKoBSVABLTWQtD/JEAbbQRpJbZaZHNBEc3qqmbWlPMUGfOb7uDuZzDTwtz9+n0RyU5KfAigIitexLv3uvs5dsy+7/eVhTeGgKVptwBAIvXmijkTkbG+DiHl7ItKA4SNpdC2KFAWvgOr5MgpExnnPKLRiqwsS4A2xqtGE3+MBYDJZGKsW6/W/SOP3Tx+aBwowVA45+Q0lsmaVaytd1VV6SemQnydTB4eHlbV1DsPAHXdhBAJYDadlWVlusRjASAiAwQKZjCGBprksIkYMk51O5OJHqt04E5EZVnO5/ODg4P5fF6W5dmL56vV1XZbp5yos6eTphF57733zjpnOyeSMUZ/1lDNdEpFX2E1h8TIYgG8M8aSECTJWQAU+k5kgEiAenYBIAEaUBgoIAAUwBavJ5WME2G73hAR6c0vmhPKgp0ZVEPgBb0QKFnfWmucM8412y3nTISpP1B2rqeut7fLC9PNKuQQOQ6bqf5RF+nV6ytC0+qzEELQb1J+1C45K4R6tdIdHABy6iS02NU5Om0Wog7mSL3o0aCRDLraNE1LEgojk8kkxNjGAMDGGDOfLY8O9XmcbNZt215cXuYnz4gohMCXl5ffPv7tF59HQ34xOzg4qNfr1eMnhgwjPnr6JOXkfXF0cHR0dHRydHxyclKUJSC0ObOFTJIRJospS262mxKpcr6yNjWBUcCavZhuHsF4ZMeodUUFAKurq6+/fnjybz+6e/fe//A//k+r1Wqz2TTN1kNtkAfnVffodCfnTkCbUty5pJhfe/OH3yPpQwnDmTmx8RYAQagHasLJ0Y1pNb+8uPqTP/nnB8vlW2+8+eb9t6azGQtPyjInyTlreaBkcNnvDeuxsVPYjzu42KkmcM8jB4T7hQ4I7KWsa44uvVRVo6p9UPaEW106pbzUnUYgJBbJMQ9uXAWQFqU11t2//8bbb7/zxecfhdBu1oCI1rmqKovCC4sWH9t13bYhxmhtf0joWsCJOS2XJ288eHO5OCCknPOOX8ucUkopec/KzNLZFI4ExHupVNQ3CdEOMsHhAVPlHDMTXs+AeWVEuGqJxkrr3MeCEFFZlEdHR0+ePDk/Pw8hvJwiM2izLJEOdlQJwMwhBkFCMjnwxcWF8/7kxi1V6yV9scKg0bHMkpIx/QxyWONgmL91D31VTWJsnj9//vTpU2fQLWaog2BRpLx0+EaDIsApa3av3kHa80IA65z3PikqBMBYo5a7NkYrXnGwZBCv33o9RAVZWfnqbNckjhBD3TYhJgZEm0QP8YLGWuBu4sFD34XIkOnqYpaUWSl4QHuPynCyVGGAQNRWi3TOfNJMbH11KfO2bs7OL589f1Fv68wync6NVa8eO18Q0nqz9UU5LScpJWccM8c2dlwFXxCoNgw5MaMQUtIwEQIbGRj0G7THnln05ec2WjLldLZIKbVtac308Ojd939cVtOr8/PNpj44OPqDD35y9uL5v/zXf/bnv/7N+eXljdPTn/2V35tMp9vEv/7dJ5sm3jw9PVjMX5tOMkA1nXBO2l+fzudFVfmiOD4+OTg6LqtJSOm3v/voX/+bn//mo0+qyRSNM85vtzUSLeazo6OjalKx9kE5g2SUbm9MI9lVFhYEIkqc9EySUhKEvs3EItCGEFIEhPlirnIIQKqm0+lsnlK03vrCp5Qmk8pak3MS4c1ms15dCUEmaHJcLpfTyURDbZDobH31q3/+0a9++5tPP/s8AZvSF9Vkulgc3jg+PD5ZHhwIag5hTyrcOQp6qyWRGamBtV4ZxkrDIWqopTRTrgv0ARTETBhAMCfkvLP/DJENHeRFuhE5gvpfRTjUNVkznc1vnJyScZmlCbGL+wFyHaODRWS1urq6vOQcVdGbc7IG9ciPLNi7i7RcGzzBA8qVeyBX3yjqez19kDUDtBKFlVKikSAEZE3hLGIB2imALGz7PvTprZuTspxNKuTMKeScgHPKEELe1nWIUQSLqiRjsTu3s9p5vXfeeiJKodHuLyrHJ8XQNoTonLXWxZRTzkhWBRPWeQBUaTtzlsycE3NWrIomDiIgC+hfNMakWMewGXaEpu6A3DFGIjtUxvV2e3Z+TkRF4afTidIV1I4SQ2jampqtNaYoC+k+R/SFD21s23Z1ldsmWMMhpBBjSkkEXpxFY646hpL60ZgZElIYlF2knGdFT/SQYz16dWAozqrHIzLOuUKl39bE2MYQYggsYgxZYwEHqQVpOoMekIjIdWrjvcxeay1ZD7bqzkUEVkGUCCwZEQjRWWvJWDKou4Zat5EAjf5G4x4Km52RIZZOGT8jtb12dbrQeGetmod6REtfpaEFO5nNZ77wIl1jwjqnXaTJZCIidV1vNhvShgUZY8kM1hp9rogSQUboIceKbjTW2sr3kOOufagGiWwIiUyM0VrnnVNUFHdV1sAi00QgGML7tMSinfyU2zYQojNOh+gglDkDRyLuBsLCABBiYB1PIQhITCn2Bg4CiiFutpvV5Wq72YDA3Qf3vS+a2exgNne+AEPTm6eBMxA56xngeQhn3z6KIcacGCQaaHJctRsGYckoYjLbLDYzZUkgYdRi1xaqyO7sAgBI3ePgfJGZV6v1189W6/z4f/s//8VqtWrbNudkqTHaM+7XOKO8LO4UBNDH0uhYxBDC0eaD79EzFhQwgIyGBAVB9CgpzCxFUb322u07d+798pe/XHzwwZtvvnV4dOy9lyydqw57PjjumCwvFd+aaiT6px2sE69Vb3gtm2QMlxiVaH31u6NyDtXFcI/JaJKyq5JHSYMdS19tUrqAd48GYVEUpzdv3n39nrM2xZZzJqLu1AqIhqzx3lmLpvUhhMDCMcYUQbn4+kMODg7u378/mU70zDfkeujeEGPI2RtDAHYcZjjYfvcshuql7s8DRKSHy0E0zMxMPIiWxh8X7xfcQ+NymJ31bSZUQcVyuZxOp5pcvbfpdmmueXidesQjIs3fGvKrcs7bul6tN03bTKYz51xiYc2r6jofwsJaGPZPAQJiR5wgA9gJpq1zTb2+vGxevDg7XM5ns4mCJDsfMwJ2OzQKABIId8yJzBlBlK6v+JHxhzLItHLOiCwgHR8NOvIh7IvC5HpQqjYo9fJgNxtUEYX0i6tK/nUt63CNPTG0f9e91Kl7OYNDqiuXNRF4+C/scte6XNPEIcbNdts0Tc4JuwKJAJCsUM/d1ApdMhtCY2yMCRF0G0ElarKakIwhozI7FOTEwEC4U8f1LRHhzISGrJvM5tl7Z4mK4vbr9xHNt19/lXO6cePGgzffpKJ8fvbi2eXaFdXy9LXTe/dTynXTrOrm60eP19v66HB5fHwoiEVVgeT5YjGdTtUSb6yvJpNNXV9ttm1Kv/3ok48+/ezJs+ev35+RdYyYciq8m81ns/nMOJtS5JRIRA34mqcGrBNMFYkmQUTq7v8eMiisuUoggkAGi8KXVZVyUruC917J4sxZoSaICJLVYuW89o8M5klVFeVsOp/Pp9MpET18+Oj8/PzF+Ysvv/76m0ffXqyvfFWRITRETg1i3pWloBHBnEV7aGi63klmpt7Urz5XXeK7XK3eldS3hvtRe58MK4P1qDer7yzw2PE+dalm6OX5o+R2CwIiIQkK2wwJLWcIMW/raAwIIEv2Xl0NQITbKJuQc0rOGmcNMxgWw4IEEAL0Wi9AsElXKgVNsh5eSfE0pBPyblsQQ+Nmh6p8unuwR1z1B9muCgGigU9UlcXNGye3XrtZOiOcOEXJmcnUbXz8+PGjJ0/Xm42vKiCDaLy1bQgi4Jx78803b5ycFEUhKXFOnDPHkGPMMcS2JSJf+moyDyHVbcsASJRZ6qYFhJTSdrOZziaTqvLOphiEMwzWEGYRzCyKws0pcArG2tCGtm116pVzvrq6Ojs732w2iLRYzKtqonIa5hxCe3l5mXMuCm+N1fm5Q4htaEPYEakQlYjMzEgWAUNIuQtNwCHJeWjHpJRYWqDmZb97p5vIOaesIwvpoFBspcNAZZZtEkiRKCIAC2W0gCBILNT/OOa+Yyrc4/n7W32I19DTGTFSwgicUBIKWCAS0nKKxYqYLuUGWfF4iKCVMRjqymI1kkYy3LfAdIDXxR/tdgFRe6VxHWO8Y2TuYBVo0U0Wy2VZlogSYgQRNY867yeTChHbtt3WtVbGlox1xpJRcBX1JLJkLBvSYBRDxlCHhrTG6EOtsyOt2nPOhsgaq90055xK8xX2q3tN3zned2R3Cj7oWUPYNK2OpIgMogqLUIQBMzaBjLHOOu9STJlZ7eUsAmTIm7KoSiXoJ17EeOs2bzfb7XoTs7SbbY5pvliUVYXOcFmANWgtCKaUcsw5JmlaSQn1hCxJUtWEFkGctZQyhYwxWcAM6Hcoil1jdVz7WOsEpKmb6Wy+retHzy4my6Pj09uLoxMma0MUEMIaUXpecHexZdRhHLdfu+rPV9+HZwwkYK0zKMoEccYBQcoxSxKAN99862c/+9sffvjh8dHx22+/Y51T1XCI0RtnnUmRB8E5ogyTcoFuxdPvN51GDLhX/7wsAn4psb0jXe7XwWN9ziv4b4T7hDjcZaNfS4HX6C8RyH0lzSxIOJvNTk5OVHzvvQHAnGMILWdBRO99URR2OinLQqdLdQ0ppkHya609Pj669/rdovCxbZnZ9uR8dV6r6U0FvmpXGDRewyRr3DkehqdD9aza5d5ErHNkuvYZXiN4DEWz6ijG6APVTlRVtVgsZrNZVVVt/7K7ZB/oXtIuBVPbTNp8QCAyggptlZxzG0Ibw9SQs179z9xB2WjwWwBihzQFlQ/omNISAajoAo0iiNbrddO2OWfoUka7LlpX+OXczcWAoWO6sU70Yo45Rl0slGyae2WDcy5GxRWAJYt9ricyCA/sGABEo5FwgAlAAJ2x+ssYQ0JWATqSIQkn1jSklFMfcqs36ICqx+F66vXCfgyHu6yxXtKMg3VVujUeu95eZmSRmGLmjB1hOrGItcaR0ws9qUoOMdRbze4msmhN90xlVjlfTkxIxjjvnPThiWpKJ9DkIe3NaBNPNB2cAJ33zhlDkJjnB4eG7Gy+KLyvqnIynbxRVrdiDCkaayazWcsQBUw1dRWtt/WjR48B8rvvvgWSCfnk6PjGzRvLg2WMGY1NmVfrzVdff31+cRVz/uTzz58+f9HG5IvCehdSzJJ9MZnNpmVZqFkQGaxBS0ZvIxAAEr3c3fvZpQUgkLoQdE8mLRmrsjw8PDg8PDg7e+EsGGOrSaUPLALohMYYkxCds87Zkt18PkU8zaHmnPqpi9lu6199/PGnX33x5OmTLILW2MIzcuKUOIUcYwptbOvQADoWFfhYAJEcB1RO/2Ayan6hKh1ZMgsZDa/ujlKCqNRJIjTWMhN2PWDYHV/3FwQANIaMMeP1YVhn9CGhOQLSbD5bHp00bcK6ZXRlMRWgkFJv+jBF4QQMomVJZeEL53IOINzZgEINnKwxe5bz7kCImTnF6Jy3XWscO+I97yp7fUgKo2HaugdoUcacs3CXt6f6/RhTTiHnXCFVk+nR0fFsWhGw5AQgtiyblKn0Z9v144sXl22dMpO10/mirhv1Pr77kw9O7t6aTipOOceYU5ScIGfJKYVIhM47X06bNtRNHXImY+omXD58yCyR41XYHsyOb9+7e+f2LcWSmG4Uzjkz6mSKjABowdC2zaNHTy4vrk5OjsuybNv45Zdf/dmf/dnzJ8+J6Ma9+x/89Ce//1d/P8b4+PHj3/zmN/XHH6UUj2/cODw8OD4+OTk+vnlw+Ozps6+++rosC+1lbrZbYTDGFL5ImdWH1g0lkBJnbWf3hmnIKbE0QC30EN9hKtjJ9jjnEDt7a8osvNtxco4x9WMHPdYwd/ZuYGFV7ubMKcWUUk69VSbnEGKIIYYwwBm0u0R1cJdttNAY3mIOEFJOlHMV2US2MUNKIaUgHA0EwoSYEQEIFNDMnY4zYy2UhuAcGpn+h0ho6hXrHQehGxr3XnJmQCJblFXprNOaVfOAYowCYg3tWnuiAWRkHZkBJd6v3dlYRjMSdcBAIdyVPTERkXUuxdj3hrtGt6oZrbMJ4nC2V0I59NIUq2lBVq8aq8JKBwVE1rvCWm+MRbKGUIRDiGVVTmfT2WwWYmRhX5ZtaHWm4Zzvzv+ug5hMq4mzXgQ//eSLpqmds/dfv8vOOFsUVVVMKlsWyodUsQcLMCISMgI643yT4/4AACAASURBVArXNC0hlIWnLJQySiZAQkvGjQFQvRZ9F1dPxuacttvtweHhN18/vLy8evcH7/74xz/++//wHzx//qxpIyJm3ghm6M9+2klK3YMbVXWdcxZOXcJAysenp99LTcGJc2JSybZ0DHYiKl0pIM7627du/zf/5L999+13bp3eyjGRoCWnzK6uzcsCyDv9RN9C7tqU/XBahiC6ne9/pHED+S4l9ND4g13mjozjtscNZtZZyyushjvvoi4NDKLxnbzTfhAgXK6unjx5EpoaciIAskSEzolI15yIKajNjshMJpOiKMqyjDGu15uU0uHh4Z07d27fvh1CcM45azQT2Fqr89C2bZVt1CkCvR+au6odHCgqOk8a9i2VUmhh3batah46SRN+5wFjJGDFwbA77MH6GmKMRLRcLo+Ojubz+cXFhS6U1toYk66w439W15CmachaW3hnrYZQWefzfvNfcUiDKnpc/dOQMo/UHY4NcRI9+16tro6PDl+/c/sHb795dDD33iFIiuHldwaAwuN5A7KAdIEmtKN79FEzwtrnhiE5VgcIOrrT0glhFOOoJ3VA/Rs55rZuJQpZJIAcEggga3RCBivU7S5dTbt/Y++aNv3xrHfg6YnfkIxSbIaNanxZO6wskWrcB+zJ+CvGaECcIemeBtaaihC8s0TdsaRPAoma9LHjvfYdGAK0hHtBOjAQSCHEBAC+LA9PTpy1ZIwgFNM55WRScEWB1jZJkNTKTa6sFkQxtl999Y0hXixnN09PWeRqtXry9FndhvVm++L8YrXatCFpoMt8uTys68lsCgChDZOyODk+fO3mqZbmXfdQOOcIzKbvCnNOkLunfceWBBQQZFIxi3BS92aITVn6w8NlNwrhtFpdnZ+fPXr07bOnT601VVVWVeWdIUKWrIrPEMLFxfPptLp163ZRlMjSpjhfLpZHh6t6e3lxoZFiHDnlRITenSzmi4Pl0jofkgALqvkJQImZgED7UjHsiO1AapxNI2C5nob75F2OOaao/raeNZ4H+RntWhWQmHPcETAz9z4VIhRijmHbzufLxXR+59bN1aq5vNwIX+WYcu6yIDpwRPbAYsnWdWhzwzYyJ2u6tGoeAWK5TxUB5XrqD7OOASJz7N2zgxt1b0RjOteu7kvdP2Icms4rKwwCOC8nzDmlUBYFGhtybkIkYJRkjambOggfnx5/YN6/8dqNR4+fJb02ANPZTAvsq9Xq2fPn/tZtzlF5yr4sDQgyS07GGmdtlmys8yWGGDfbOsatMdl5Mpa2NVSVcQ7qZqWxRNyx9rXrj5wB0AhAREIwCBDi9uLyeUz1yY0bi8XijTdfZ4l37r5GRHfv3Ll1+2bKzVdfffG7j3/34Ycf/vnPf351dXl8fPR3//APb925cXLzkNBfNtuvnjwyhjRyVWnevdsE+omWNuRosLX3A3cUEcBkKA/5YaMeGw57Sa88RgTTxcgRghHnB0kkmk4LBjvJwmgQOowcjXYouhRDNsZKR1zGGFNV56OrTMuqrcza5stmBTlXQLOQJ212bYaUNymsJdaFaRy2hBEgxpTbzCFbNCCYQmwwRkgqCZGcOWUW7U/3NBYlpvct616XmgYlsDADoCXXG751OM4p5ZiinjCUecrMIbSxDZyDd07FcCCQUgIR7x0bJ2iGGFrp0wHHUkVh7jImRQY36gCWFREySJ6RSGNKjLGaSot9fk+n5bDU1FtmRgVmKQeKnLo/AdCIWAAyZvciDAFCFgkx6qys6yl0tOgOl2TJIsB2vck5W2eOTha//x/9/vs/+iC07a/+9NeffPJZE4JxHp1LwhkgCidmEDHWlK6QnICZRHfGDu5rkDT7s3sh1mIv7VIugnO+O0QQVlX14tmLX/zyL+azGbebdn2xXq+zAuApkEG1sfaxaIaMJbQaoKeNADPYLRDbo+Pv4cDrm4mcmQgJMIN0iUEGCbAsytOT0/l0dnpyMptMQxuUWk6kSkTY40CIjEs0HGWX7v6jG/ThK6tX3O9n7wMm9kJRdyqKHZFjIFu80gwK+24tYeCUUye8Y9ZzXGjah98+/Ozzz1IIOstDAYP9bKZnO3BHBpMsYI1dLhZt23JmEHj7rbce3L+/XCzOz87ZiMa3qFxBRBTVOXDcFEo6BjyPK6Ee/j/w3YxWxgPt+Ls6xAMOZhwxDdDdc8N3jtvVZExVVToX1tJK0aq7E9TIt6enbAbgnCUk4zCxZAFnnSZvIpkdiaKvp1jDVPq31rHneq3ILhYIARFjikVZHh0fHx0fF46Yc5euPpBZFDNENEjJd2eybkJs+hmLyh169dDu7VNP0UMeIs72hw0w9OCQBCnnHNo2NC0KECAJZBZVYnQGEG0G4uioJy/Jg0Y39iC4Rxi5VAehCQ3zEtkzlACACA3/0csHd2CXrpGJMq6wEJHAWCKDDDDqKqr5VU+MWn5x1yoH1rAn1bbJLuBdx+tCoO5FY61uz0zOKSTWFIUAZmYkUqBJ4bweNIrZZFLa5WI2nU4Va9iEsN6sLy5XZ+fnqnEBoOlsvlxuN5u1ZuUI57Lw89l0Ppuqya6z1eRu3dGRouwyA4G6KDAZ3Y0q3JAuD5eFOVtjlov5/dfvNU17cXa2vrr6/NNPPvv0k8VikVLcblmAY+wQ8s5aEYgpCoie67bb+uzs/PHjx99++23TBudc3TRt2wpnQpxMqpMbJ/fv3nnt5s3JbL5tEgkLIKEBoI69ND7GjZRhyHur3djCgaiZ5NKVjiwogCzYq9r7WnRnyaDxKa1nXJIAkobnUmaObYOzWeHscjbxxnoyBnG93jZNCymzQM5JOENCi1gYEzUvOIsK1LSF0fUS+/I+D0t3P8ET3fX7TLCui4b7OwCi9BNWABw6INowk361FxEwBqnLWsgiWaFiGq0hkjkLSOX9zRsns8nkYHkYMzdNe7leb7dqpcsXZy/mk+rW6amwdI7gHvinopYcY+SQmWNKbduGppEcSm9ZOHEEjt6SdyQcUBKIYte7Xb+zu0hGBaMgG2Nn02I68c+efRvDdrNecmbhdj71gGgtr65ePHn8zYsXz89fPInt5tG3X6Wc3n779Xt3b75282g6cSGiEIABcgaQQECzzXu/i2gbtP9IB88n7m2H6Ay+lBIwgpftvka7Lo6RUL3obDd2QxpSjMbb2TBy7DRwA7Bfm00xLipzd16Zo2ld4rm0Zb3ygAfWHyas6mSbiAIbyCuT6plP0zIVNgBs15vt5ba+2hbWGbQ5xZokYd+N7lkN/WGeO81fTntbp+rC+2QQ3YIcGk2N7SqEPkRWUYcxRkIgMs5SzjnHZI3RH6lIe200RIbUI4N3kdCjKDQEZM67jvYunZtTik3TNE0TczA+x5RU/OAMomCMqTewZKRks3FiQ5YYE3Muq8lsMiuK8ttvn4QQVaNsc7aZSc+vxghg5JQ5S+dIBgWKq887tUEyq/OSAAxiThlEkOCLhzlDzolvnZ4+/vqb3/zFv31xfoHOsqGGs1jDhFmEBAnEZjAiRmneuqcQoCEDYnaoWbVS9CqGnqgDvc8YEdfrzeNHT09unNSbi2++/GQA1WeIxpKzrlPMIllnsceHW2OtswhorDFklInShvTXf/b3/pLKWGdSxpiYc+lIjQ8hgybaeGemVUV4nNOiKktCqsoqx5QzW2v1QExIgmM8wijpoxtoIu+w2/1Mbdc55/7xkJfSKl6FQh6VCNfqjV3PGOHfcRLo/4cBJOWo8wjOmYSY8+XVxWeff/q73/1WmI3rae0d9aKrpQDAoEkphRC222Y6nZ4cH6WYLJnZZPLj93/04PXXS184azJ2sQ6aYqWyirqu67pGxKIoeg2GQkbhWmt2VMN1Xz3Qk7QJPYa4jcNQxn/32r+2/xHz0L7Vz2EymUwmE3WqajYYkUEccoSYOjidCAgZkzOHEC0SY2eJFwHrdXxD3G+NOD7B6DkYqeunACKJiia7W0BVY6MolpSZc0JhVWwpvVGgCzXatVxlDDfbCyiXXW0xRDX1PwcIEBlGCR8jA6l2XECvO2JoQ7Ot27ruoE4svY6NwBgG1hoU5RUIFehY/9fsoLKTCnXdNi1Mhx+898Jwd4llZFvsKqnrZ0fs27wqEiGDhtB00hti6vt4ggaFAQi4q5IzksYFAHJXePPec9hXMqDmBGENFiPIgIwGUASMEChjBbRNh4ZZrLXvvvtOVVpnsCy8Cp6rSRVzLtpQTCbOeTJWBCchhtBeXJxp7K0hqMqiKrx3lgCAM3QOTgJBXXqxOzXhjuWHoM1wGVkRRAQNSWYBRhEinE8nP/nx+48ePfni88+3m6vf/vY3b7/91h/90R+lFNs2+MJyzoaoqqrJdCLCk7o6Pl4WvvC+OD9/8vHHH//qw1+vN+uiKAzRerVu6hqYnfe3T0/feuvtt995b7pYhiT15rlhQTGdWFaQWF72ZgCOBmnyysoYEDu5S3dzERJ0Hh39jerch/fcM1s6lyqKmJ4wqFr1mBmFUdiglBbLeVE5Uzh3bs3qCjbCKWVEjpAdsCGyDpNDPaHoMFc6xGTP1qcRZL0LpdBr0YVoDsq2/lwg+wsWI+wfI/dzVDuhTIwAojETISVBIEMkGhvGwmwAKOfCmOrg4PTkJGZerTdPnj57/OTpeXuZQrhcrZZVJSGQMmwBc92mGFMKzhrInHLIkEMMTRPqttHp+6SoNpt1bNrYtBZJ4ZTy0ouVXYMIBYGMGILT40Pk9NUXn2yuzr/9hi4uLrTFKyKb1ZmIPHz4cDabIcLBYuIt3Ll96x/+5//pH/z1v3Z0fNS2kVmcdwdHh5NJRahpYTDg+XLKDIIjowiODe+7taO7YXasrIGX24PH+iN3H/EqMqrwukNY5qTH+J1lqM8OgZFhRovKGGMH6RumHymFGGszWUxuUtNehfh0exlSmFk38SDi85ZzHa1z4h0UHkpfHB5MFtMEgs8vQotx1TjjnCuoKMVRr3DfEcAGNoXCO8e6kW6Occ1QAujQ9E30vlEluSvaEHNO3rvZbPba6Q2NwkWAGNqckrNWObB1Xa/rWqWAwqCbmjFG4wkGmG2MHahRJKs1MqVUN816tT4/P7u8vNxsV4BhtbnabrYp5qIoALCpG2MNCKQcmRMiGGtm80VMMcV0+trN11+/P58f/um/+NOz8wtANMa5GKVp66auqqr0hSvLi8urkJPznsyQ+pCtddPptKWGmQ1g27bATCDeq3E2XzUvfvPb39ab+u/8zZ/FJlhAEuCUEmObIoIj54wxHg3ElOotCaIhIko5JUmMYpwDTpAj6fGzn2Dr9fLeG6JBCwEdxybHyER5dflM8ThqGo45Ko+oU8IjWWtT4hBjjGo6p94Mt+Ox/Xf//V/WM04pbTab5cGydAYBU85tyM5ZMigoOTGBmZZT7ZbmnBU0s7uFaByHDq8a42vnfGguw8tpbcMZCuHfWdN+F1vj+u+Rv0uY8VJEnNaaBikTEVLK6eLi4ptvvvn24UNvqFDSTP/U0PAbRCSxhZ9UZWjbg+Xig/d/BEgPHz785puHN1+7eePGycHBMueYchLhpmliinVdl2VpjCnLUmfYl5eXInLj5qkS8rU7PLD6uwFZf2a99qH1FjrOOWfKY3j1/4cvRDRExpjJZKIgnlFr+fo1Ub9XZjGGAMkbe/P27cl8YYsCjWEg5wu1M483upffAu7/KXQDfBkw5m2Im22TGRwYQwLABkFEEifsnjWTO9eV7B179jttqm7sZhD9RHoIMtdf3F9iGl7BsFOggDASichmtbm8uNysN93Zjru6lvo+H488ny+XxfSKoxyMAeA7Lsb//y8EHk4/IgJgyIDBDNyViabrumXInYMZtTLOoiVnliy5S9WF/enQ+CoSdlJ9QOjML2Cs0Q9GIxHIoEFiEDCIBOvN6o//2b98+vjRH/7h33n//fcPDg8TS0h5kvJS0PvSGKefGIdw9vzJ/Xu3DxdLb2halWXhrUHIo0q929uoi8MFYB48jiCIRq1s/UggSxYWQ+CKEhFjYkJ0ZVn64uzFec4JQASydebGjRNNtwGEnKKAwtSwKKvl8jClbWibzXpTbxoEOjw4fO3ma48fP/ry889W5xeQUmmMN+Zwsbh1enrrxrFx5eVqCyEQG0SQJCKM1KdF7IZgembbueuUyzD+9LvZNRL2Jg9CI6OZSV88d4b9/gbXq7V3/xkyxlg16BOSd+QdKgoFEcrSOFPOpna7ma5X9Xq9Pr+4WK1qBGPQohHCnDgy6w7UhVxwdxoZXaH9OaL8u/sW19M99zol0n8ycm0LIEgxpRy7jXaoqTnrDSE5J4kamb0oq+nrrx9MZ8/Pzl6cnX/99der87OnDx/euHEjpnR+dhbahnNGAKsJHgRiTMo5xtiGSMY5Z2zhM9chQAoYA+QE1lkQ7OUko4d7uPeSpJwLb733h4dH77333vn55ZMnT7/99tEvf/nLb775BgDeeOONt95668GDB8yyXq8ePXr8t/7W3/rgxx/8jb/xN8uyCiEBUFO3oUmSIYVeEKVNWUOGSKsENKOkp712fE84BTJdbbAXEbXTt/Sh2buzyJDMN5rYqkALOycY4q4hMSK4Ekqv2TDGIGBKsWsnZxaQaTEtFyeBwMRmWuEx2QPrD9EvghjXclnaSQkFBcdrTGrUcGCW5cwdgEtQVpX3RQZoIWfg/kA4ODdgF7DV5UB0kNn+pfLYIK3ACQuaEgU6W8q5N1QjApCzdlKWR0eHZVEwZ29MyjmnrO8zhLC6WpHF6bycTaeTybQsvFGDCqK6Udumqeut6js4Z42kNYTaREPEFFMb2hRbkKDiDVVRceYUY1EWIbTPnz//+usvv/rqy4cPv7l58yYL1037N3/2Bz96/4OTk5u//1f/SsrZ2SLGSCGdPX32p//yT7/44ovNZrss/XQxtaloQghtKwCTyfTdH/7onXfeeeutt+rtNoaQM6NIjjGFwCkVZTmdVr7Azz755Ne/+tX//L/8r6Guj4+O/st/9I+Xx0dUFEHyuq6b0MaYvDEOyQEVxpy/ePH5p5+tNiuRbLzdNnXmJJCFhXbOB/DenZ6ePvzm4fn5+c0bN43BzXb78JtvYszWmOXRFBFCTDFGa03iyLFR9x1LR0NnAaQOWoJoMktsc4oZR8VlG+L3yMAjSpI39dZaKrwHpfx2Hk0w3cEOdWTAOQuOjVyEHVhKvmNl23W18NULoPSAYux90/hd2/x3lHTwMuuYAPcFF69cflXYZvRGN0gi0jbN40ePnz97Vm+306n11uongIJD1JzqezS1jQBK7whkdXWZMoe2nU2nVVnmnDablTFkbKFHbO7H+do21sTUEMLl5WU1nRZlWRRFj9TZ0SQUBzGEWI4ryz5mGfr5Fb6yQzz8n9wdqa59zygtj5BMB6qczWZlWdZ1fS2Lu+tbW2MINdUCEayzxyfHx6c3y8m0jVHIIFnrrObbwP7ojfowhmuVMRFpn29YtIgohLjdblnEOmfJAWf1ECAGo3p/BHWBXGuTXxOZjHS6gqguvUGWgLh/IhtCZeSaQkhAFbGXV1eb7ZasUXnfMPuAva719ebwGAT/clD6KCK2Ty/D78pR36sV9jpq156xHrShOjv1TTJiEsYOgNUfGDrZGQCqcBMEAYmAswwgulGtP5RdMLynPrGlozT2Lp9eodG95g63SeScK4qiDe2Hv/rw+OR4Np/7ovAxlYkXaKpqZp0X5scPH7548Xx9dWkJlovpcjE/mM8rXxhAzZrRiYEecrp0sD37wvDRE44KMgNEBgx2sV4dZpXQWivCOaWi8G+88cbbb78VQssC27perVZnZy+29ZZZiLCqquXi4MbRrCyds67wflJUhS+uLq7OX5xtVhtnrCMwCIW1lXOltRaAmA2zBSQyjCSAuR9MjJeqvSH2mDYz/p6XV8Qd1H64IaT7tWsFjkMGZP/f0mFBzhyQWCltOgAmA5PKeUuTyk8nrihwWmnQr8nMieu6ziknpI6XOAhDRtQghFfeo3tFr3z3ko0vDQlx8K70P4EM2phiyjmmKF2KsqjzXy8+EYpIzFkXMefsyfFBVRWL+SyFdrvZfPHFZ7NJZQzVzVZrSQFJzAg61jLWOjKFsRrog8wUooQggBbAiFgW0zX4R2PUTig9MKpEOAEBeVu+dnp7Pj0o/WR9tf3i868f01MWWV1uzl5c3rmVq8odHZwcHZzcvXf7wYMHB8ujFBMwGLJts2pDZMacoVdRKe1+QKgLIfXWEnipWyRjHOooc2LvE+9VebxTKL+0xw9TLOwNUCMl2q5VjdDZ841Rgamu5EiIbIQIsXSXFddtmzH60s1tOQPrI2TOYBFs0VRmY2WNvMmx4OxSJoCJdbYsa+eMITaQQYiZNO0FEHD/mRndMf3IS9f1QbAziqmDQfKLrIHWtEvpIkCSxKm2JIVFUcxVyim1MbRqDbfIy0VpCjudTquq8s6RihKzzl4S+9zbxhDBEXoy5KwtiqIovDrjU0o5RUzBGNLeJfYv0hCtVleVxdXZk/Vi4ujW7du3ALFumtPj5enR8t7d12aTgrMY45CQGFdXq/nR8he//MXvfvfR02fPrtabxMmX1c07t46PT05Pbz544437D+7fvn2n2dZt28YYVRAgzE1dC3Ph7I2D5XJ6UBZT436FgA/u3//bf+8/Ozm94coiMj979vzs7Ozy8rJw1hlriSZl8ejht6t1Dc9NWbgbp6ez2bSYFqagNrQ8Qsd67+fz+dXqqq7rwhd/8Re/WH322fLw4Kc/+entW7cAebVatU0DIoZIEbhWTGaOMQFAzKyEDOe894Wxtm7DdrPdbLbDhWPm27du/+WVsXWWrFlt1oh4eLgsfOmN4dyrLCwNptUuwa/DGRKzIIqq+oZMu++wf432VJFXNn2vqQi+35dca7QM9dZQCeF34DikF7dZIpUQGaIQwma9/uqLLy7OzhHAW2dJQ3dU6r7LWO+QR1lSylVZxNh+9NHv1utNUVR3bt8hxM163TbNdDq1zikXXetaJfDrS40xZh24rNdqFO0yCHIHghiq4aF9O54BWWtVjGGMMWQ0zu1ar2VcKY7L7uHfvNZBHxDuy+VyNpttNpu2bYd/ZIBjKFDKAKbcEabKqjo8PJzO5pebjaABMiHFMSVocGNQ/3NVxwDcHduJkAV4VEkbMjHGzXabOTvnvHOQkzGEwkQaUE0AKJAF9ud9IPuV8UhE0Vuhx8p2JNof08KexXNoPAsx56vV1dVq1TRtOZ0iGFYCC4toIxblFaOMUZPvu2jTw7S5b712vU8EwS5g6bseHPiuB0eFHcrbyJpEQygIibk/rPa8cVG5NQH2qGgCMiZz4szDjaKMkv3MHOysHKQMZ9DpmN4tWRgAO1qjYCegE0HEyaT66U9/sphXv/zlL7788svlwUE5mYqAMbYsyRfeGJdi/PLLLz7/9OOLs+eQ49FidvfOLe9M6TyyIGtILNCgJUdQRYV2w3b3HnUWpUFhTmQIrYBwFpZsjFUTZ84ppYgAs/ns3XffefDgwTffPsyJV6v1o8ePP//yi/Oz85RZdVCL+fz9tx+8fu/20dERp5xT3q63n37y2Xaz8r4onE2xgZxK741IDm1bb63NnJK3JoNRxBlI53YcH4lVIwe9qWE4H+1xeLr7g4czSnfd+p1dBnWOjIBIfaxy9wcd1FlQssoWEseQWyFGA4KSc9JVxaJ1jsrCV6WdTt32YKqPR0gh5JohcB3RaF+ee/EwjdcW2O8VX4Mowh5gcw+SiKNbfbfU9wIAdZWKri2A2WDm3IQ2M6t5gYiUkccizhpATCEKcMwhcijLsqgOFgcL5vTZ5198/c3Xr79+bz6bGWe9KxSUlzODACE5X1rvjXWA1IZYt21d120TQ0zGOmMskhEgAJI+tKA3w+0EVupJ4ASJGQBnk+Vidnh8cGM5PzJo7956nXOum6aqSkduMTu4c/v2G2++sVjOnHWxzSJsjTVATdu2MSp9r9sDtEM6ZMFqjjdcOxZdNwFdr5h3yfXdkz5ui8A1ZCoMcdEsSobZ/7YdD6pv3+omqC8yptjdGwIoGHJ7nrjdbkugw3JaopiYchNTG621VNkVpYvcXnFsIBsuMGcjUBpnvCXkNjUJ2ojoONt+RbtWIXRC1A6gO9yCPQOKdvJfEADJ/VtFoy5kM4zOWAg4t80mpXbLDjnnJoS23tbbbV3XGuFeFMVyMS3nJZEhk0VyylzXdds2ddNwVth6tzs755z31pGzaB0jxSyJMydOnCOmSGIEMLXRIKo4s23qdrNqN1dX589I0pv37x4dHSBh3bZhu9pcnSPfnle+DZElTyYT64rF0fLm3dfuPLh78K/+1R//8f/1+Px5TOno1umPfvrBu+/84Pad27P5sqwqdNZhic5QDJyzs74o/NXl1dXVxVVTH7TzO7cf3Lx174Of/rUoPF8u33nvR8fHR0VZcOLl7OG3/lsrtiwKY0mEq6paNO3h6Wkbw+Fy8cP33nvvnXdv3D72C7fdbrebbdM2A8IrpTSfzZDo6ZNnn378WwT+4P0f/tN/+k9++N4PX7x49vzZsxBaZ61kzjlJzgZMCqkNARBjym2IddP6oqgmU++L1Xp7cXl5eXmhd5rCCn/0w/e+D7VN0BFlk0LMvSVet0gRyEml/DtETspZiX1A0LnQrlFf8VWjsevy1v/wX/Lv8yMGDlruS08ACCG8ePHiww8/fPbsmXOORn0aVFkldBs9EnKXYC7Kzd6sVqvVan5rdu/uncPDg8mkypm3262x1nmnOUCDnFd3VvXShRBCCJvN5vDwUItmHamMXb07Z6vs6GlKqPj3fMtwTXCzXxYbY0xRFNPp9PDwcDabXVxchBDGl1G/iUWwCyNAjYo9Pz+fzhdAJsQswEBZibK8h4zYqz8RxiHZL2sP0DgXY7vabDfbbVgsvHOs7D+y3puRQ9G9JE6/3nkaXclu67j2/rNwAwembgAAIABJREFUFFZdrvplcJf8CR3dwVDOab3ZbOs6CaPpumqDv/C75EDS7zL4l57z/oN+IfQgeSRAIGPJGA2Me/msqCCjjpIoqCOpocI2Q+dnLzUbhyuHiIJDNd8rLLpwTkIQAkOIIKxcn8vzi3v37r1+7/ZiNts29c9//vNqOpsvD8n6TRueP/94s9nmmD796LcpNG+8fueD99597503Dw8P2rYddVIVtaQiyw5m1oUG7aRPu+F732jU/jiq1I/QGDLCkjM3TeO9Oz45PDo6+uKLL/7kT/5vQMosIaa6rrfbrTHely5nDjF8/fDRRx/+whtaLpbGuSdPnjx69Pj+/QdvvvV2WbiPf/fr9VXNKVal1yzlHIMIsgZWZxFgRa8JgeLjdsMi3LVZZR+sM8pN3Y3IOj7UuGbuOhZaLvdZtURaCQ0tfOidrypJ0nANdAYMdeloBAggfXadMxYAC2+smWhUHTRsLQFwzAHBpMxZqYeDnHnkLJSXG43fS+i1u6leCfrUrDjmrBOqGMN2u8n5wJFRP4sgZIaUswBZY03pOGdFh0VJxjlEunnnZpPDs7Nnj58/SyizxXy7rZmTIZM4W+uM81oald5V00kbAq2k3lyGsI2h8dYiZIRMIAAZIHd+g955o9Ey0j0ZJuUkQgiYYyDrppPy3bffPD05Wv+djYDEGIlwUpXOuaIsJtOqaZrQNoYMkUDOIefV9qqOtRjJmBVChmMsReck6Mcp1ydQXeOUM2RG3KuH973A/fYwHv2Obbj9bWpGeozrF3fgkeQu0oByUtWNIcQMCCCcWGKEKBODS+NPna9aMW2EFMlbmvhc2k273uQQIHnvpt5NnTURJoWPBk1pQmoaYLYGA6Dgy32x8ZPCnIf3OlJg952L4dTW5aoxmQHx0v25dRRYQmhDqEO0nNLZ2VlsWwRx3hoi79x8Pvczb7yKz4WBGThLCjmE2AIzIhljvPNOR8DOGiJCEMhRcWMaCcnsATvLTUpgjBHJOTdNnVKYTErvnWuNNXR+fh5TjDn7YnPr3uvkHaRMxnDKq81GYKuxR/feuPcPTg7ffu+dX/zyl+cXl/fvP7j3+v2iLM/OzyOwazYKqvLTwrKLKVkyxhhw6KeVL3wImTBXi/lPfv/t51cX56urr58/y8YcLQ+MoDd+4ieF8dPJzHgbc9y0tZ9Nf+8//mtPH9+ZldWD23cODw89gQmbEqLxUKGpm7i+ukDAW7dvPX781Z//+V/87//HP5tW9Pf/kz/4x//1P7bGnD36fHVxPrG0mFlrDCdJCYWhIIviWEpjraBRz7d1hS8KY13dNk0b+xgXZOYQwo3bb3wfNgW4wrVte3Z1gdYsRMqyNNg/GNzl4gwj3Q4ygIKkTkwhItmTk+Er8RfXek0vI8ZelrR+v1pBXv6ncG/IPPIbjJ9VBOyJHBqRGkM4e3H2xedfXF1eFd4b2iEBdFA5nrAgdtlNVrE3IsJcVcXx8aF3FoQ5JxFIMWbOYxqxs9qjAo3HdM6FFHVs0Qdmssoj+tIEhxZyZ8bs2/Y6bVGbGu7FWbwCVTFuoMK1NIshLJ5IA3408qMoiu12C9DlUfexND14lcA6L0gMcH5+Pl0siunMFVUW0WThgfPapb51A28coG/dfA5F+ZF7FwjJOReaZrutV+tNiFGgEsGskSZdB2xHaHhp8nr9XY96HKNx2u7uJEH1bYGazYZWrHTzN4zMTdterdZ1aAVBEFkkaxe1b68Y3D944N4HLbgbUMpL37PPHsT9X98pMBqOOiKvmMN0HzKSIVKwJSKlpLIcVaBSJ6pW6jwzoVFdNSARaCNfK52uwdx7/Wg0GR+i4Yc+NyAwSmdGJFBIJ6hwU4RX65U1d2/dfA2Fnzx7+uzF2dnl5TYkMo6RiqIovJecD/7q780Kf+vk+L133z5czIywd45Z+tQA6nmP2OcN0RBFv//8j2VmXUi9ZCFrrXPc+19SjFVVnZzcODo6+vSzz9qQ/sYf/Cxu66ZtWcD5iiwIgDUIZGOSzbZ5vrp8+M2jJNw0rXf+jTffPDxcXlycnV9cNqEtvE2cAMV5O5lPBUzLTZbcJkkgxvudKXAEchkUnTjqqeoEdXTjfKfqAPBl0QLsOFEjaX/HhBnnLSEa46x1ZOxgPyBAgayuxpwiIjhDKrsxhgqvcW4ootgI6jyPg6Bjt+C/agsYxiz7HsMdz3PvGZCdGL8jwkFPuxHhDCAppaapUwziCkIUyIBElgwaFok5IUKWDChlVRBZAcmcjDVHx0c/eO8Hl1erTb09ODoqRJoQQ0zGOSGTEedlURTOe/KOYmThkHNrjJSlLZyzFhASIQkmwDRUxr3sFgQ0mgsko+ufGOOJOUnM1vvFxFeOkEgjQlNO3ntEyKGW2ErOTDiZVMxhs9muN1eRo/GGDIpwN58ZcBiqbKChJh/VvuM1R7nZ+5XxsGrATkSFo3trBM+BMQwIBwnGqFk8dhH1AEtjOXMWsMbIcIAypiAoGSbGz9EuAtvIwJwJoaDW5E2Kq1Bn4IJMAcZHRgwxZKgKUxgzdbJtWDJYAraQe6kY7EVm9fKJbj2T/edkF7UriACWQAQ0qrLvgCOPIoyFiFk2bWuLghBCTsbaqipn06khNMZMqok4YOKccwwpak6g9vrBkOISjPFFYa0znbl+zDRi1jRJlpSly8M1RhCjWkIZrC9nS0QyF1eri6uryWxycnJy+95rZO1iuVREjCChQUfEwlmScPZlcWBm9+7cevLkW0Dxzq7Wl6v11Xq9QUINaXfOSlWpcl0QImcwOJlPS+unLYEgGsMAxaScoghA4hRztNb7wpWld844a5x3noxQBsxB4vJwcTCdLo/ms3nlTcu5jk1NzCZnaVYl5dCGX/w/f/rxx598++2jB68t3v/R2z96790K2u1q02w20tYWvAeDDBgTiiAwhgYBLaJ0AwlXOEfEmKNkqoimc+uLQouoGGPT5KqA71cZeysEq+3KOmes9WVJ/VhY6ar6kGvbmIgUCei8G1SDIlngO4Rkfa9umOPvTdPGvtdX/H287u59qfAWue4Axn52iHDNhjValKl7cGOMAoQGAaHe1s+fPXv65EnbNMvZxFI2fX3UHwiyTqmo80TzsAkTgnNuNpsdHx15ZzXfwRqT9JDXv0FrbXLJWktoFC5RFEVaXeX+S7qRkww4Ln0fQwL4+ANUvXL/V15RFr+yMt7XUcie1IFI28Ya+aF+wT56NvdMCewlCeJ8YSxx5surq+n5xfzg+HS+TMwQMxBx7m5VYzTqj3dUiD7UUkWowoCmT6/pQpFU9Clt067X2xCjXt3cKyH61Vw70/LdnfLrhejLBlCVqlpjFLgNXWU8uqsIAbCp69V2e7FaNTGCMRmYQZKIIdNXYzCOJHuFzVSD2sZqt2sO9tE4faQ1pb7AuPZI7G1XiNefQARSbQGJIGHhCmMdC2SJhCqSNkNBYtD0zCcjyF3wIhAK5T5FENB0e+240dKHAA/URK2MiJFY/YlCHTxC4XnCzPV2E0Moi+KNNx6c3LzxzaPH//ZXv940AVgm0/ndu3cXsxkK3zhYHi3mB1UJknLbxLYmP1UrcJ+dJqNOtWKCRABfgQDBEQ29f6wNWed809SddkakrKrD4+Obr938Nz//RczyX/xX/+jF8xdNSMZiZggxtW1w1vvCA5j54iA09fnZ+aaulweHb7/7gx+898Or1cWjj3779MWL0tNsXrU5gsXpYnp047hNUosEyU3KiaCgPpDymn908An1Eu3v2SzYk87j9W7ZvnoeBryWYp53NRWQMc4aS0AZhIAcIaABYckcU9L5A7KQgAUqfOGdN2SkczxQl7PZL8K7XuNe86IXhg9L6P7cf1cNy3iyJDvmYf8R7YJLmOH/Ze/Nnuw4knNPd4+IzJNnq8IOEODS3Jq9SOS0pJ6x29ru2DU9jGle5s/U89XY2NjYvSaZZmyk1tIL2Y1mN0kQIPba6yyZGRHu8xCZefIsBYDdlEYm85/BaCBQVTgnT2aEhy/fBxBjqKqq8mXBaaIjYpPwI+/r6NkYjCEaovFoxFF88JUPgXk6Hu1994Of/vTnIfgYwqAYClYhLPK8YBAQHI4La0iE67qcz8/PZ6fLamEIiyJz1pIBhIgogFEwpjVkFXS2R2PmyFGyQZGad8mYqix97WNYlmXpa2+sKQYDJKrL0tIIQBaLOSGCSIzRmUEV6vn58WI5ixxT2TDEEH0EBBQkIjS4IxOCu8d80tlY+omSplkCcV0faXXa7P9g2Tj+pwM1dQF2NwLc6HUjGWt9CBJZaNWV4ZwbWbgSeWKzPKCpKwPEiJLZOqMZ18f1cunr3GZDyrJIWRmlKutQx70xDnJXZKYmCpI8nggsdqc+5mSTmpT+OtMlWJ1YttScJOVugNNQMiIaEkOAyNFHaScLyYql82XpBsWoGJh8MMyyvelkOp2m3c0YW3MdfF37WC7rZbmsqoqjGEJrBtaapLabVIRb9eImYkcCavR6Q4wQOTAIEZElYAgcOUQgyothPhi4fFB5P5udj/f3bt15/Xvf/35Z13t7+zGEmEy2yOR5zhA4YAiBQ10uFuViVi8Xy9nZU+/jI0Eyg7wY5LkM2Hs/Ozv1VeVcNhwNo4j3XkSK4fDydG/oablYzpbLp8+fmCLLnWVh4RBjbYqBycg4NA6RIornGKNflouz+WKGMbK4wBVaRghQL8JylsTqICyR+eTg6X//P//r4eHJjRs3/rf/9S/e+dZbhvDerz/J88wQOo7oKw6EkI7oSES+rNNqVocgQmRdMRoJYowSBYej8XA8NqmAFmP0VayX7Jev0E0BwgCDYnDt5nVMykcEIYhwFAFnzeb+TgixFRFCAAOML0vuXlw5+zoV5JfW375eOTp11ienKx8CIhwdHd2/f7+ua2vtIB9QKBFiO/eNq7HWJNMRooAAYlWWta/LZVUM8qtXrty+fXu6N/U+zudzETHtTLj0FBxDCADBOZdlmXMucLSuMdrpDhvdtyD2fHzaH9VXNU7x7PYE3kubK9LQLq6nOUXEGDOZTCaTyXA4TJFxekkbrRHMHGJAYwGg8vXJ6enw8GC6f8lkGZheNrFxr0yDv01LayMMIZykxntj8xQkptsyycILx2VZhhAMITkrsckXJns6aqfApZ9Q2jVmuq5hsjbcLoKMq2L0urBsk/8QhLIuj05Ojk9PQgg2cwyQ8kJNCht3JIm/rj7IVhUZ4XfpQZKVcoMBm5kMwSRhCgsGwTZjUoCAaKF11wQSMAQMABZsGk9J0hUEuGrGWCVheT0X2F475tQXQE2ygwFgMMhDXQZfEwPHEGNYlnMAmE4md+7cmexfnkz3i+HYOeeMcSAWxUiYL86lWjpDgzyPyWIbANG0La1t2poMtyOfBpoS8FpLOXRN7WCSN5hAtSzbYi9lg1yWZVEMv/f975/O5jHCfFmmZAyRiyzexxCZBzbEeHZ6Ol+Wy7Iqg7989eoP/uCPfvSjHw3y7Kcf//RffvKTIIw2CyAYox1k08v7125dX1RhFkI0wBaACKyJgshCr7ya4frd0b9rTK/9c1v6B9sEGvVu8W1tQR9iuawgggVDADFw8JEBDIAlsmQzsiJg2lJDRCnsIDe5BetDTPniwGBeVvLA9QV9+8vw4tWfkowxNt00yVskZSMBQCBWdblcLsfFwBnDLCABA6VZVIOQGwshSohhUSabpEHjxQAQ+I2brx0fnz788qvbt18fF8MiK5INtTWWbLaslrP5fLEsD44Oj0+Ol2UJwkgYOFSBA4MBA8ACJKtRgf4pjcCIQSYLAk1BHABsbhDQRooMgLysFtbZYjywFkVkMHTQCMyHwJWPZR3KclkGxjzLEMCiIYuNw0Ajkcv97HsnTkHbQw7tle284mitwNIfku4yzrj1E/qKjpx616E1bJTWttEmxwSICBEkQGjOfsxc5G6M5nINmWcMzD7AYCCZCw7PMZzGsAxxYAcTykaBsgAuIDlEsA4NoLFobARXScYB0QI2k6Dd66SuJaTJpDTHKmh0dlvpunbFFJEqhO5sx00qCtM9BsJAJskPzpaL6d50MB4Z55wh61wZfKqoUAxVWS3ny+VykSwDrWnCYURw1g7yLM/zVFDlRuouRgFEMIYQyIJFtNZaMnX0PoYQGU07LN28KaQ7t29Np8PLly698e7bV65ds1l27/PPq3IZg5cY0wDJcrkgDI5gmNnlclmenx08fXx6eDA7PjZ2bm1G1sayfs482dub7u2dHx2fArgsu3P7dojx5OTE5dn+dDIsBiL1MixOZ8e190goAFVd3bl9Z1xYa8dVWJZhBjYA1qenx189+PJnP/tJMci+9/3vzWZn87Nnx0ePw7e/PbYRlieI6DLnbJ5l2X/7b//X3/7t356enPzlX/7lj370nwzR+fl5uVxkWTYeDUFkMT+LAYjIOpsSLQg4KCwgRoGQ/CQoRggABIYMkR1Y4yhwjcaARQvWSWYz9/LIOJ04jTOXL10+PDhMrdBtpkp2jsolZYYQYyoyRIkIax2jW4vgehpY+qe0Tiq8K7jgTh2JjUGl9XhivVlCtuefNxfnpPmQSoVJTJuIHj169PnnnyfLcmOMeOk8hNIDzb0R8nRsTCYuSYu3GAyKwcAaUxTFeGzG41GMHFhibwYuZXlTBDwshmmEbjQaGWtTk/FGJ3QbGQts6Eqm9HMIqy+DHULIG9bQsD4BxtyK7zYuHjGVUURkPB6nyLjt7mgC3HT+T4LZbYapOWDMF4vnBwdXr92Y7O/bLE/epF1U2raj9EeWBVjIkgBIOmUQEiVpH2ZGtA6JYvDz+aJc1t6zNdSlKplFogAhNEMM3WgOrs+RtK7svSnlLu3ZfIoi0iniC67N3WGT3RKEsqrPzs5mi3kEHuQZECELgqChldzsyk+xSVLi5lSctG9B1jtaEDc6grCfAcSXBND9hqKeGgm08+JIyaeKJApxGgOilNWiZiqFgJlZDJEAMRCAWCIhE0U4pQCbvqkur93bWrntRaF2SK9tdkFprMuTfH0SJFssF1VVRo7W2lB7730IIc+y6XQ6nkxjjBIZJQKLMANHa8kgSPCCJp3mjDHMEDm25y8kY5JXczLRXuW9Vr1g7QqW5m3IJLMeQHQuQ8IQQvBhNBr9px/96PrNW2dn8/F4vLe/H1gWy9oiZQWBkDHOh8AsUE4no/yD0fjbH3zn/W9/+9q1G//0z/947/79s/n80t6YLCyr0hoAQ26QD4qCbciKHAjQWTSWLcUoJEK8VraWpgDexfK43lORdnpaWS309ThY+lnWXj17lTBvYgQWkdC0VbQjUgToKDNggZEjcgCJkmQEhAANGiERwQjEIAIWzMANcps7cpHTYkAikbARCNqUG5LuwyBc6/zevK+7VrKmVaefoMQ2zy0rX1VCJEMszJF9XS8XSz8Zj4oBI3amqAYNEjohIsfAJqYSCCBIo1dj7JXxdED5WT4/OTgikyqoloxFxIPD+nx2PpvPfQiLcllVUcSwoAQG8QGs2AGTEUAREgy43k2Rij+GDEJY+qrpWbCUuhOJCCwhmyZtSBCBESKQiMEQQkQ2uY0os3JxdHJMaAY2c5iFECUygTFg0miHABCYrlG4J7m4Wv3bTn1GwxvCkdSoym/Gxq152ebgZNoipXXOga3jVrPaRWBEiBBqid5jZCIwZAHQR84tDY2beAQvIsjGBTIlwTnyUahLYMzysSum0QxLxnlFJJCJy40Tg2RHNl9iZoN3EWMu0XJXyWpPU2kOIpV5uV0gsL9rSK9kkQZXySAgCItA8otJFipN110qRNRV6YO3xtjhwBKhQAh1ylX72pfny3pZCYvF5MhmnbNp1Mym3A+bJkRDYkRBYmjGM1JFHTn5igWDjAQi3GSECIxpJOTee/tbtS+ds5f2JoVF76tqcU7CwZfOuNQEUnFACCRIRKEsF2dns+OjWJYWIDf2tVu3rHPPD46WZ+fIMsoHy8UycDTWHbqsruvz2fm33n57OhoPB3kNzMchxnI8HFC6x4f5/qQYZMRcGyuUQYD6fL44Ozo6evbo/PDZ0uDDwj4/OqhiPZqOr928ZPbGRsAgxcDz0+N/+Zd/+fTXn433Lv/oT//82x98YFy+XC6qwIzG5a6OAhzJ5SmhHhgYCQEioCQ91yiUZSDIAMsQkEwSCphV1SJEAExtxwAQiGJf4+vF+UMiGhfjEzxOioOISAZBcKMdtZnuJEKBVqYKO6PBHdITaymO1ihXZKsLYltr++IWOoGtiGM9USJdXxNux8fSBoWIyGIQwQd/dnaKAI8efnX/y3sEklmDwN0suGlNvbHtUe3KT8ko3BqbZc45V1XlkyePAWG6tzcYDPLcCJK0bV+EZKwJIYQQYoyZy1PDQFEMjLGEyK29J/RkaJOBMjTab8Ktu32MsSorRBwNh8ktQmBzBFl25yWlJ2C5iqIaafYQkktkURRFUThnmeukHZESryKcmocB0twQE5E1pq6rk6Pjg+fP8mJQDIfJcnZtXmsjnGs9MmX9BNUpTKbjmQAu5otFWdWeCZNbfHuq516Mi1vvd73lsj+e3QUarVlA26wgTTYBMbWhdr6g4n08ny2OTk7rENEYYxwjmEZhA5sx1SYxvpUX23woZO31dbpd2+3yOyyo1oZNN/52s2lEIOnGt17V2CiyNKrNtAo9UrG2a0ZKX0ONwZtI3JyTxJUgkkDntiLde5Ndz7+ARGYiBKJlVZZlxSHmxWBR+bL2y6qqg5cYDEeJMfoYY0jTUwbFZQ4iex/ESLuadBnJdgwfO9OTVb4ScXMUsh2Tl+ZwRyjtdH9ZVsGHQZ7/3ve+987bbx+dnB0eHI+GwytXLh8dn5BxxjpCywwhRl/V82vD8TB7/fU3fv+jj/JB8dVXD39595cPHz00RKPRKIayrsvG8JMMkrEWrXWIZAyhsdi2SHcvjRA371XYWBrX+kH7/cNrU1YiW+IoPX3G9ujMjUgVNgbuIgSYu8ySQURhAE6ClatZt9UcJkrqIrPWpAEijKnChtxEvV0ao/cjVjenbBpPyEYipDl3w9YbTFtJUhJIU+Cr7hAGAQiRF8uyqgMDAhpsGxuaUzqLQTLUDWmhsEgURDYERZYVg+F0svfxL34xny+tywDRkGOAw/n5fLGoqjplII11+WAoEpO3MKEVNCIkYAR6Y+m9yYF0ZhPkqq4IyRrnnEtuw43JsqNU/UaiwK2NH4APQRCyLK8FThfV89Nza6ZkCgKSGCE2t48wp5IaGUIw7XEIt1JITcRIKGvybe2QOTTqDRtdiIy7xiDbO0RWLS6bOSls9IK4MaNP5sAGwBEiIBnKiXKkXEwtMZKNuV1YOMd4Ev28rp0xk6yYQjZidKGu6xgwAoJkBAIWzMgOFpQDVpSmfjElpFYGT4icFOykaffCftWls6aTngImNrVYiNDaSksnVEmNAmlq0QlemLPMogDHEGqfZiqW8/NyXkkdXRIotsmRzVpn0oh/irib1jcDhAgGudfK1/h/sAgHADGEwmmaBQgQCQ0hIrx2+7XTs+Ovvvzy9OxkMplMppNQlsG6GPwgywHQB7YIFggBOPByvpyfz0PlrbGDvBgMijt3XrfWnRyflctZuVjW5XJ2fhZCcM49qpbeByS8PJ1cmoydoWgBjRiD46JwZA0ZN8jHo5EhYglZbvLcMYfF7Gw2PweQzLpyMfvy8y8Ojg5qrseXp4vleT3K47I8Pz+v6/ro6Oj//n//fn9v7wd/+MP/8l/+5/Ozs6fPDwDEGpPlhSEoywWwZFmexlRiCAC2zRoAizAwWUdAzOx9QBCDQiLlYhlZrHV55CyPiOSDb/IpL8kZC+aQJw3gG1euI6LFtOAgUuNbSM2ki+na981m+NU0DeC62VnX+Ct9Q7L1IuB6OMP9rswdXgnd5rfdfYfdj+AtnQpcSWyCRBCwJj3ohOBDPV+cRu+PDx6fHjzJMeRIFAFIQqs8kHo2AQyn7STNwBlrrC3LUgSKwdB7f/fu3YcPH964cePmzZs3bty4fuPG3qVLw/EkzZyCMSDC0acWGRGfZukMEAFXi7kPIYogmTzPkShG8b42SURTmhbk4H0aY11W9dnpKSJe2t/HtoYVo6RxVyJiaWR02gfPCK8tW6k21Bc87rqZq6oyhobDwXg8Yg6RmYQNNMF5CA6MMwZ8VSEhWUtoDMdQzh/f/2JvOr56+TJlaQCcmZmMwa7iTb2tArPYThVs+Q8AAFjj2MTFslpW3kdxKaDD1khLmuO/IG7cS9syRbjlI8cCfTNoCxBiSJ3YhmwUKUOw5JCAmZ+dnN97/Oz+42cuHyNiDGCsSRkC5sCN4Rc1nny4afa7fV7pz0D/1kosO8xTen7gxoAg1xysza2zDMgCEQw4EjSrlnyDxmAMHgyTxSihUZM3Lkj00UsMqWILELv2jFbdDZKtdHo8GFeCYdgzNgEmQLDE0eU+xir6ADb4GMpQFGOgnF1Bw5F16MAXvhQPEknAsdSADMhlYEELbojcSBCn9v2VwQ2DMBMggkmum6ttb00RDJsvYRbg1CkFLMFXMYA14CyK51CVhTPXL41HDovh0DlX1TUhkjHtEaBRsUxDsUUx/Oqrh3c//undn//07OhwNMjYe4tEtojBgzcQDESCgBisgywKSEQKYJkYoMkSYZsplVV1TDZmCQFw6xDYijTvED/DrVmNdM4PzH3ZAV4VAwOAdzlmuTUWmJEBI4t1FgBDKiI3XmZpDC4GX4Nlm4NUPkYBMsm/EKT/77Zvpz0qMohpPp0mXunNRiMg8ipyWXXp4Pp6b5AQJK5mZdFYiwgS+XzhZ8swDYSYE9UkYXWc5s7sBwjbeVFCBIgcyBACmIzefe+tR48e3/vyy6OjIwB02UAIrXUuQx8qiTJwxfW96XQyzvOMmXMb/flRMR53EuXtAOLKFBYEonBEyAdDYINMUqNBMsggwVoEYwHXNqCIAAAgAElEQVQgekAwuc0wCkgkkQiGyQAVp/P6YAYnlRvmlFYsoMYHkiEISnMfkAgExpUEPvdsLFofgu6QIusu9dSvYHSrGe8QF2k/OOamH6M3Ob45DISY5IxijHmWZcZKiBjFGRrlQxdAOHiPM0ezwizG9pzC+WJZnc0vibuFxfUwqGeLKFwinw9jsAYyoFwKCTbE3OWQuUVuPbCzFgVijERGQNJkigECNCwRgdDQVhZhc5NAEQOtEmUKfqg/04wWSDhyBEInAeplnZEJIVTlsiqXSeUt+IpcKhABWAALaAEsiJFAIS0+0n4QcTsearxFRQBYLEsEACTbqHimufzIxlCMfPc3X/zVX/3VfLH4/d/7vb/4i7+w2TgfTBEcok0agkWeERCz1N6fzKvTMuR710YVlHS6qOoFWMN4sqwZKDOmDuHZsye+rieT0Wx2NsgHd954/ea1S9NRvljMy8UsQzPJR7OjeV6MbOYOZotRDVfYvFZMh86M7NAGG4N1w8u33rn+1dOzs8UjXsAov+rCgjzZaOenp/d+88u/+Zu/OTk92d/f+4Mf/OB/+OjDWzdvfXX/Mw7BEGbWWpscWoGyjGNKxCXvTgsgTTaEGUEIBAKAgAEs0GHqgKk8xohEGQhUS6iWUQQiw2T5SjljavzUMXNZa0kquK6q1YrIY9eyvh6R7hzxhDVryk5g+OtZeexunXxx1HBROrnzwTJkko49IJRVeXJygszHR0cnx0eX96Y29Q0k+ZR0WBYGIV65njcVyaRJbIxxznnvZ7PZ8fHxs2fPPvvss6TwMN7bGwyHAHD16pU7d+6888471toYQ/QhGGOsRaIYmZCsdUnVgbkK3pN1howIhBhjZANMXd5aJISwXJbz+QyR6qrKnCMi770IGEptTJ0Y6Jq4ZBc2JU/yfvax65dIPRWIYK0dDAZVXbLENlssRCadzNLIIBlCIuOsBRtETk5ODg4O9i9fmexdSgKj7UfS1hV63lWtntF6Dmyl8wNkiMhUdV1VdQgBwKbiKQNgc35vTSXkwnG2nYpxm8dD5hgCIhrE0Hgig7MmCgpDiHx4dPz84PDs7DwfFMY6IuLIAsk2iZtibnu2w0YC7UU9wtjPleFqkPvFzeL96ck2HMedyn1NOr7V4WhU/1rD6EbHC5scclcmRWo7zwHREBIJtt2F/TRS7ylH7KXzdj/emK4wC6MlQQkAy+WyrmqOjEAsyYuk0frCJInLnLQQABlNSlEioJEYU4Vk3QKjKxnvSKXvcMgQ6Q8NyqqK1anOND06CJA5MxhkztLGpRYR79kYOxgMvA/Pnz371a/unpwcI0Ce5THENt2JrbYNNoM7DI3eR2vEsaq/9aZid3/uawFnT2ML1pUsdtztbUy6Lka7ITjI0qyK6ZZIzREIYohaZQFg5tip86eDhjU2s8ZQOiaJxFYEcKuvrlM42dDQkK32+vXIeL3g32/KWr2x9vMjBqlrX/sYo7jMElhqDBNThYhWH3arh5eqiGRIAELwzDwo8hs3rpHBvf3pYrH0PtQ+FMPhaDRMC35RFJf394piQETe14hgjZGkuQkrgxUU6RtksHAUQbDIScdLiABJOK39EgEwMhBgErtFSOZIiEBIZrGslqWPQtya9ACuXcg1mei+IAutJtF7jpab+pbQFfHkBcPuvcBAVjds1+pGWzWuvsqjsaYRJE2bSuQokZwIYgnsDQWLFfK8WnrvM6T9rBiChdojs5BES5Jn4owYwwaFyFhbDAqXOSSKMVhJSjiEPVmtdoq+E/venW5Y/72AbAYdzY6JEJP+ISIzl2U5n8+LQZ7uUWctERIKFIU0tYzk2Jpmgqi776Sn39/XmNxaPtOTQ2sTuqs7SiLz9Rs3/+zP//NvfvMbFvj017/54IPvXL16bVAUIUaODIDGWEKan57/5Gc/+/Vnny3K6u13vz2e7C2qWMdzJEPWDkYjidE6KquqqqrTk6Ojw2fDYfHmG2989Pu/XxQDEKY2RAw+lMvys88fLCp/++1vRRQWPj89fe3aFUNmMp6czuYSOS+GN27dxgiLk1PwFRkAE3/8Dz8O/rycH//gD36QZW6QZ2+9+eZ0Oq2rUjg6a60haAueTRcDIbMkBdKeWRt2YkMCvZ2t3UxN67KYLlTaC/sZK/vi7XZTy3B9Re7WQFlveH3ZJJx8bY3WZlpZdt6sF4+myIvv8tUbaTtLsbVVZ+bz8/PHjx8bgOPj47Is7ZXLJoWNRH1Zg5VsWc+axHvfyUSkHonk3BFCSMrVbjAga0MIr7126zsffEAI165dH46GhtAQUhqu9J6BjbGGCBFCUmEjSrnYFIM6Q6bVjoDGAaSJAJpu406/olcP6hSRZctha3tGjcik/qf0XYhJ0qpRWkzhOCI4l0UvIcQQQ3NsaDNnHHm+XJydnZ2fnU+ml7AzQuvao9fMMKBf7Nt5RyUb6qqqqrL03iPkK4UNFgQggzvvsq9rHJMK/dZaRMLkV4jgnA1efIjLqnr67Nnx0ZH3Pi/SVCJ67zlGFEjHEOgla9tTye4GibXenvXGiRe/8v739jvON7opNkxGerVzTilJZmkHK/sd5/1OXCJqbgkiIysrLNxhxt4L69tD9ZoQeHecYxaUJru8XC5rXwtIV2NCwp5iVCuG11xIRiRoG5NA5KL5gVfJtUubz1wbGdj6acwSA4cQQ4jBhxAC9pp/0gVdLKtBXuSD/Ozs7Msvv/zVr37lvXfWGmOir5NOwPaxXTrXGZEuXbop0bM13bFzWet/KJ2envSOCmsL66tdnM0xZSRMfTWtbWV3ymqlq8ga45xzzrH4yMI9kfgXzHtsNUNvfTG+muAxADd9QtS9/hBC8D5GzokIDIlpB6vWHT3T3EtSXkcgg5HTMTnkeb6/vz8aj69cvXp+fj6fz+fLqiiKyWRSFIMsy/IsLwYZIsYYrE1zxhJDXEvhSEq1Sj9mbT/2JKyCnY1yjBxTZBwBAMRIf4BYAGKMZ2dni8ViJcex69bdXvBf5YJfVJjaGlbZvCdhTSxo9wctvSXfWCsA3Or/RI4SIhQFGCotR4sMHKoQl1XGMs2Kkc2pxrquGYGtkYzAChsMABJDAEZDubWZyywiRkGzWkxgS8l0lzaRvEJg0m/STm08SVoDmbmq6uViIZf3CZCIbJ4nCUxrDbTjffQ1L3668usNdeuLwHqYdPPmrVu3br322muPHz+uaz8eT8aTCSCWiyUzW+vSR1SW5a9//euf/OxnDPj6m98ajUbX0AzH4zRtf/36dWD2dbmYn9e+jjFaQ6+99tr777///vvvI0DwHlvp2LIsWeThw4cPnzxjZ9FijPWXRwcU396fTMbjkXOu9F5Ebt++Pc7yg0ePDp88Ws7iYjF/+rOfZy7cuXXlT/7kT65cvhR8Xdf1cr5YzueZc846BAl1vdqbpDM7BSDCvr/brhLxxg4ROSL05jHoFfuM/yOzdvLt9qTAMbWclWX1+Mnjj3/+MQofHh4Oh0VRFMDsa5/ndluQoR/HdCISKVRKAsN5nnfRhrU2NvZj8Pjhw9np6dnJyQ9/+MOPPvrojbfeaj9uWlZlCBHRGGuTSXJyVkuGsiFGjnGYZ9hLEwLAaDwuimEI0TmX3lZaLpNEYpJV6/vn9RfZ7g/7/naGiI1JHcbe+zzPmnnB0PhgpSxynudzv/QxpGR5Wq997cmtptzWpUh3SEbIq1UJjDHGmMV8uVwuq7oCGDffyyycpDDNN3KXICIZ0+iXGYMCgk27QFnWzw+Ovrj35cnpaZ7l1prOZLI9FLl0OWOMG3prX9/W8ZVe6qt+jXQDgSwQRSKC2VB6jsm1XFiEqeudQxAxZIxzwjHWYfm7v+z0pHhphKt9CDFyd7tmeT6eTFyWExpjDDABESOxoCABmSgQ0QAaY5G2drWdvuhbw6ZrTVm9T0cu1k7YUNTFlbeLADMkf/K6qu/du/fzn//87t27eZ4b6+raA0dnyRgTI/77WQ03w4X1c066IOmhW8X0KwW41IbPW9EzmDYyDiFGjiIvkVT5xl2fZOu3IYSqqqu6Ho2HBN3MTKuFjtxLzWN61+1Djem9WGuFgZAmk8l0OiUihkZmp+ktZq7rOgTPHEUkc84YulBiQ171naQQGdcPgc7aimW+mD98+PBsUQ/GU2T+WstL3zdq46D1uyxTuJ31f9l3GGMkMkOrYCQQOYIxkJmKg2RYxXp2fp4bM86KfTvAhY81IwMb5NxybpaxnvuqCrXUcTKdTCfTYlBkxmZJYnfnrf4132ba0HFtgnc9tZ4GN4UBMcZYVdUq2LKWmiZBsxoK7/nR/nYPwtqGsl4FYwaRSATvv//B++9/kFJ1i/m8OaYCAmAIwZBBhOl0en5+/vTZwb17X37w3e+9/e77g+FwWZaLxeLdd991hg4Pnv/q7i9ms9m1a9f/7E//+L333r106ZKILJfLdnGg2vu6rqaTS1evXn16cPTjH/+4GBfD4Z3Dw8OHRR6uXs2dHY2KOvjlcnn79u03bt46uHzl/zk+vPfJwy8e3v/u7731p3/yP/35n/yPg8FgsVj4ulrM5gJgrcmsSWusdU5a7+z+3M3WAR7XJz0373tIHe5tzXPjkr8oMk5H/K4HnVm280O/dTfkv8Y6+Ir/bnv5OjO7lDNmFrGtXcVysXjy+PEvf/lLFD49PR2NRimllEoe/WaDjeNyX4UtSb+lPl3s6ecTUSqd5YNByrl++umnp6enn3/++UcfffTWW2/duHFjOt0bSOYpigAZQ8ak/grmJNoqxpA1zauNMXahLRJZ22jAJbNoboe+qS1AbJaVEaQNETpTvc4rpBOMs9YWRTEajYfDoXOuf3iVVhI5PR6t+DnUMRKAgEEiIotkUuMk9buHEdfNImBNVlk2VwqRZpOuva+qqnHjWz8edlOEL01QvXTRMUi1DwJsnCVCBgxREPDs7PSLL+4dHBzEyKPRCNOpo7Xpdia13rSt7bjyz8atR2DHM9VrZYFOKmNnR8Ku+7BvHt49y92P4hhQON3JqWRvCAHIg0+VGWZupQzS7WrazERzIxmy1rhAlO7udLe36X98wQtbn4Bs53pEYgxsbGpDOj8/Pz8/v3r9OhEZ41yWG2vJGDIWGCGNIUHWWLOwCBhBY8lQf25h5QreVRhX0rxdig55o2ac9Dra2KidIUZEMo6MGOMABDGmGURofqF0iUcAQMzzHBFn89ndX/3q3r0vl8tyMpkYY2IMBBBiRC9dn1Kac8S+3AxsNRFv3bq/y+K58fhvhgjrf0XU2MtTs/mZ/lMr7QLXqdlsVC2a97j1yl8sJX7Rn6wS4bDmUrGdiUxNBhIiJ0k6acoPgdn7uq5qabyB1uzZui6Mts0Lunsb2z6QEIJwmhklJNOoNXGMHEG66B87u4q2BY96rpcb8zZtKQ8lKYUDEAlSknRZ3RrphyCzpPaMqqryUfHs6bN/+tnHz49n2XAvy/JQVf1a/IVjuGuTmnhR0Cy/bR0G+zqBXd/Irp8mfYGklPZrzHmAyBhroqV6QKUvy+BzpJEdjNDlXqBmDtEjYj6oHc2Rz7muIDChyy0aAgQizJzLs3zga+n6RdqLufP1bJfgLlpsXxxmOOustU2LCPfV4lI2k/rn9Z3/xAvqRb3ny0jj9Lm6kJ1oSxssYqr6ikjwERCTP6gPPnlYpu353Xfeee/d9xbL6pNPPpns7U/3LpG1B8+fP3/+/PT05OaN6wCyv7//4Ycfvvn6nQ8//HBvb5qEsLrtxjlniAAgyzIEmM1mDx4/Ojs7y7Ls1q2bWZbFEMSa0WhkshzJDl3+5MGDjz/5+PPPP6vK2Ws3r3z00e9/8P6396bTo8Mj7ysRRgFrrEv+CU2uhlfOvf2mkl2dif1C5cYdKKtGrE6+/ZVzxtsNDPI7lCx/15B297r58i7Mr/c8IwjzcrF8/vTZ559/ZhAcUZ4PQvC2bVrYWKm3r9KanFmbRFxFOUlZwpg86bGHcH5+dnh4+ODBgydPnnz44Yff+eCDt976VjEcWutSw24KINoeJIlpfA3Jh5BM9bpuh/bfjXVdp3ioC4j7+eDOxaNpI1kV11fa5n2BtxTuJ4/o8Xg8HA6TnFw/wqP2SBCZAYnIkLVIBpAK51yWCWJkllZytJt8Sv8nIDtyxiLrdfmkrEyGTMrN1FXFSRu+VxzuYpRv6gzWxIuUjNsghHB8dHTv3r3lcplleZblgWPkyMyEaI1Jy1Dj+mpMP2fc91SACwbm1koQ0AiQdGaB25ENrvdsbBc6u08yxggxEEBe5NDMzgq1e0bz4TO3PWOyyokKdBEmkTHGIlGKilpbH9lwnHmlvGDzypouIO/90fHhs+fP3vjWtzAJV0vTv4FEyXRQ2lMDoEESAiNoCZLXjLy0DaB/q2+uG8KSWju2qpbWZiJgnWNmwIhoup7FlQIaNie0PMsWy+Xjx49//vHHXz38CpHSWbDx/BRJmXhaHWcBO7HDrvEeG/HKF9y9L173ZKXIhn0jtBf8hJ0/sCk90WqEt5H82+W+hIgs3F3c/r2KF98VF31MF/VJ9PRqti3fsd/a3vX4ERIZAAHvfVmWIURjZUtUAS9OqTYd4cnbqGm1ahWBkkgBgmB7DCDCtgiRbiTZ0jZfG45BBEJGobYdElttGiRCApIULwu1lzUdd82zZ8/+7u/+7uadb92cXDbGBqhe/Rx1URXrFQ8qG6vr2meNKBd70XRnsNYbo7k7yAA2PU1okDJrgagGrjDOfYksI5tPTZZHMHUUBkaMhsTRAuJZ9EuIJnOFc0OTDYoiNSZaa/M8yypbI3C7D26cGTbewksvgvQGYS+6RMasuhClb0uz41t3V553eLhuPCDYSVFzz3Wl0W7pGZQgCASfarytoHtyJWOpqpoQkPD1N17/6KOPKh8+/eyLzz77TYiyd+nybDY7Pj56/vyZQbh65dLt27enk/Ht127cunUrBJ+ehbbNclVUMcaQoRDC8+fPZ7NZlmWvv/56WC5i8FUFzjlyLkS4f//+p598cvfu3cjx8uW94XRw5/Zr0+mUQ6zLsqxKRBiPRs5Yaqc7pJ9l764mykbo0AUAq49m29wLV0Ol0PwUeNXI+D8uF3awpb7aqqqOT46fPn2SO7c/GU9HY+89OWes3b6ntxeXLkXXLa/WNj0YKcYy1ljn0mdoDV3a318sFuVy8c//9I8P7n/5q7t3f/hHP/zud797+/adYjIBgBC48j79Y4RNt1wj1I9grR0Oi8ZSrjEB94vFYjQaZVnWJq0FgbiV71lf/VdKfF1809WaU/9NekfOucFgMBqN9vb2Dg+fz+azlK5OZdO6SklH8ME7lxfD4WQ6BTJJI2kwLFiYY9y4iRHhFbT5tj4swpRirKo6BDCu02RtTgDwTZzcRCRwNMYAi/ceyJAFQzifz548ffbw4cPheJzngxgjx5hSNSZtZM2JiAnROZfmkl7lBe1MS0h/OPGV31enQtjPQDAzMBtLw+GQBeqQpDg2NzHTtMJKZ7a3MrQhAEAiQ0SRv5mnkVL3vDEhxsdPnty/f/+jP/hDajuPmafdITNGZCSAgBjIJv2ANKnU2SCurl4/LbQdb+2aVRDpVca6q0dEzgUAdC4PIRAFIkfkiGynF9hPHDiXnT199vOPf/HP//zPj588yQeDsqwz2zQjOGedpRj9hc0avYzHv3klbUdNrzv8EFEaO2Zmku7lIRECYF/zKG26m5/yb+Ny89u0HvXH+frXtlE9C7EsS+99Zgy1PTi49RTg7kslSarSGCvtULK1lghSB35S1IrBN61oxrxsG7pw6isJ7fYPA63+AcYQDMFwOIwxPHjw4Mc//vH/cuuNwWAgzP+mm+jL7s9VpQloTWCqX5ruX+206gQGALK2GA4ZpKyqc78Q4RHZsRsMBKmOUHpjHOVZ7WhBcuKXp7GmIpte2r+ytz/JiiFZR1YAyJF15qIg+LfO9PXFTS/83vYgaqjZ7hvJ0b777vpW9fVexurISe0YQdNYj63NSuO6AOB9rOu6KApmLqvauSzLBohYliWhOOcmk/Ef/dEf7l26TP/9b3728cd//w//eOPWrbfffns4HKYvy7L82++/tzcdD4s8jU6lGaqugGytzbLMuYwQh8PRaDyaz+fL5ZKMuXXr1sHjh8fPz8+qarS3Ny/LL764/3/8179+/vDRten0j//4j5fL819/8atnz54/vTqZDu1gMGCOMYaiKCRyDL4RDUWEXnm299C+aM5stZbiWhAtuzbZl0fGXZaxMSeTzfhvu5foVT/X/z9a7HqDt7iWaU9uckgEGEMQEon86OGjg4ODNllicufqtUMI7MzbdZtKKvenzXWjqth9S4whjXal73Kt3d3Z2dkvf/mL46OjL7744u2333nzzTevXL06HI3IWOuyJFuR8gkpi9MW4zAVPa1zxhhrzXK5CMGHENqZHmbcNKvrZih3jQStuinSBDci1nXtnBuNRlevXn32/Onp2Wld16lnI8/z6KOhGJkjx/FkfP3mzVuv3UFrfWRjXV4MB8WIGwmJ/qD5eib1FVbhdgKLQghlVXnvXWri6E7Q39wOIUmzGQBi07nlg79//8HTp0+ZOc9zMsZ7v8r99ebSUuDGTQoWN2pna3IJG4kK3DBB2LzrXpBU2whx0nlmrZphqCgGV69eXpbVbFGWFSdxGNumu0w68kNT3Eg1XOlmfAGtNUmwNoatS41ryaSXhzUIRIhESEgGrTWnp6dPnj713kuWC0CIyXqd1iUZk6ItdyltXndxWWVo1ooIgOt66auoYy3f0iVucSXWnvxmmnlUZ6wz1hrroDOrkc7GRU5OT7/66qsHDx5cuXLFGAuA89kchBFJkGOMiCyduht0j0Pj3LhyGujitpeVcXcmvWTn0N3F377KMW+d8wEgy1zmnLV2bYPgNSWQNIHHnLptOQmoJeODVZ7368deG6WP9sNpi6Dbuevmb5Med5tXQkLCbkjIe88ZWUvQuYavyo+Cvcak7qUkS4YYu+YxSL1jMUYENIaMIREBjq3yrDDH9jHElwfHK7XntgsI+7P2SYYAiSjUFVpTjIr5cklIw+GIWbz3rs1nb0/f7rwJNmqJL8jZv2Jb2sY+2BcEWElX4UpAUFrp2daCPIk8sohYECGqqqqKlWc/yYshWAoRI1oWMDYaDBYrC+exqgmyfDDZ37t2+cqVyV5BFuoAkRnEOmczxyjcHut3TCS/cpS8lhSHVYdW91cEyS5Uoq997auqDjHm1ibtqSQoTkTpLv7tGvx6UTFCO/LUFaVTqaLR9m70STBGNsYMh0Mig8JFYax1ABAjG2NBIktcLBZFUbzzzts+8utvvvnVo8fPDw5TAHD9+rVLl/cnk1ExHDhnmTkGn8x624RFTH2hAuCcszalj50xxnsfQ5hMJjndHlj75b17d+/e/fSzzz/+5BfLs9kbb7zx4Xc++Pa7b99/8EX8TZzNZjHEYjAI3g8GA2sNIfoYmdkawxw5RuG4avWWrTFlXF2atfLs6mmTjV6LnZvUyyNjWGlTrO36q4dHUF7hNLnDpu4bPby+QmqhJxYHG6fx5sEMXgIHX1VffPHF4cFBMRhYolQdaPNnTR9Uvy1hZ8PxRo27+yybdFTqDRJBAgRkEUNEWUaE89n89PR0PpudnJzcv3//jTffuHnz1uXLVybT6f6ly5PJdFAM0ZAxFpJpDjWtvdzMuGBSjUi3LIuQIWGW/ullFSxzm0x5YRuiJDO8Jm08Go2uX7/+1cMHBwf5bDaDnqU2i0AEY8xgMNjb279565YYU/ngshzJClDg2O8J6PUMoLB0kQg0mie4o47atN02k7BVVYUQQLK2Wo3fVDvm+jEuOdZjiPF8Nn/w4MHR0VGSaRfANFWJtPJxbMP91AjOnTPZmujErr2/10m53Q+wu5XixcXTlM5PfRQpCWqMKQb5lcuXT89ndeCqLkUYkJsxotRCi5S0SHvtcK2kFaAx1hg01Jz91vZU2LXHrL2FzXg0CYAARxE2xpzN5oeHh2VVibXSisxKO7CCjWo14Ur+C0VgS5As+b7J2uFCXuatLBvq1rIqtDWae0nF3yA2v1ZKddh4Xorwyenp4dGh9/7DDz88OTl9+PDR/HwWQiBylpBFYuTe3O8LJEd2f8ovWOvk1U6Y22HBeukMNyKqVanUmPTXbY+NrLpI2/NH42XLDO3Jar0/GL9WBLDdF9St2isfhh317lSPXjm2NrqcxiTRAO89swOhjY3pon2qTRK1awEBNx2xKWnUOoxDCn2+1jTOyzKvrQxdY2GwktgjY8xoPL527bqIVHU9aCeTLgpkd/ZZ7ew7gi3RhpfGyjsaiNfuLeorOm/2ryB0TYMp2xmFPYcq+MDROVvYbMBkakYfEYicCwZK5PMY5xIgzyZ7k2tXrlyZ7k/zwjHWnkMq4mXO5hlaSqnofspgo2fmFTuL1pfftZJ9OzKDiOKZvfdpe8rbzkNOfiK40ez0CrvVSgUP19aHtTCDoFFZ3mo5Tda+xoqAMzbNDIQQOPo8y5k9S6jr2rpsOp1+57vfufPmm0+fH3z668/KsnTOXrp0aW863r+0n2UOqaknO+essUjove8cwYgomRZRsnWwJsbovbfWDi9d5uCfPH70+eefffLJJ4eHx++++a23Xru9t7e3WCxms3MRiSE05SlE45yzlnuHPWGOMSLIRquJXJAhbuzQ1/ZOQOT1HXj1A/CVPPBwsziVKtX8zTX1/rtgVaUGIiDCyvvj05NPP717dHhwef8SMDvrkgscWmuN9cG/NEbvRuK6kazuOWzPdsm3LlIy4GiCV8msxdFQRKzNjg4PHz9+/JOf/kvm8r39/Zu3XnvvvffefPOtG7deK4oiyzLn3Hg8GY8no9Eodf2mEA0AUtDWtEg6J95vFDe70cBkacBx7Qbqn8m4ncnrNsjJZCIily5dKoqizX/HqqoiB2aOndQXGZdnQTU5McAAAB3vSURBVBB8TCL/MSkCY5Px27hyKbq4yAdjI4+bYj5mrqs6xgggSCBB5BtugEdCm7p8k1hZWVVHx8cPHz6az+aTySQpuXXNZNKrjhEgg4BAjAwG+w7KFzWubdf6uT9a+Mrvq78LElGWZd1BiIgswSDLL1+6FAXOzhcAyyR0n2rluNLLA2YmQ6uLnt4ZkjE2VUHgd14NUlbYc4wIIYRkg3dydrasSpPnzGvOlkTJYC1FxoiIkbl3dPnakeIFB/hm0etEkBCBeeWMmH7f5FMj9P0cDYIwnJ+fM8dbt2798Ic//Oyzz//6r//32WIevJ/SOM8GCFEkQjvp+u+it2xjqnhLy7w7b5vN5OeaZebW2pICHnqpJMWrXweRC2fvdnbpdONoqz+JnAxH0+rXLij9SFGS83U3uYGIITYAgDHWOetDTAJBSWcTQHrmPthf87dVUGT7ce7ZRcBax3kXdSNho9iQOWcQysVyMBlevXbt9u3bItCXQXjFK/lvMCwkG+INzb3VuQGu1PTJEHRVTJDAvKyqGKM1ZjocOC+WZYAEMYIBdE5ymNXzg+UsDLJL4/G1K9duXrk6oswxQ2Dk5AZHNnOuyG2R+aXnKL/7HbhSgtpePTg5wTZvmTkG77vYrn+wk9686+/YidZvU1nNPKx/0M65GLmq6hQYuCwHgBAiABRFwWzrugSIVV1j4KIopvv7t19//Xvf/73nz58vl0trbeZMMcjzPEsHYkIbQ+QQiagzyTHGOpdZ6wSACFMHqQh778uqtEVh83w8Hj19+iSE8Gd/9mfffe/92dHxP/79PyzPTyJXJjfWWmauqsqSiRzrqmrWVaLmIRJwmeNXFmC5SBe1lbXuZiJhY6F4Sc643w+wVtT5N29mEnjJeQ7xglpdvylb1pwtubE7S+PuTd1HmGNIGQVOQaKI+OBT30KqGvSvyc4QpwmVejHlhqhtErTk5NDFjWtrl2aOMRrDRCjMdR1AIASfVChCDJFDozEQYxJlS23vnN4PStfWnM7oKbcq0g6LtK+fm4Bv1Zye/ruzN66Tn0v7RJowa1Xh+qoXAMDY1MeJyGIaakqWZdwf/sOmmiwsTeYGYVMy40WHaWOos61OyxQzG5PSniQvsdT4Wv1kwu1SGJm990mv2jkXYhTAZmBfcCUgsT65uJZG3crK95/zLlZqPiOQflbjpQX07QAF+4Ih3S2KkuXOWZPuMYZIqZ+IkzAgYT+ZIyicrBAFAI2ICFAvMu4nnFYNVv32OcRVwhnWXH5S2d0YR8akYDf4UNc+zXMCQisE20wBNlEpAoIY00us9uYn+ivBzjmbix7bzg6s8wmRnr03d3Yc/V8C3Zkz1X9SJBMFAsfUdLHqUTEmxmAIqPV4XwurcWV8gLst3HeIW2//ZjPJ1+VycTuz3v+81h423KK3/TOvq+J3NVxrbYwRRDjGEEMSA+4V0C5ojrpYP+Flx5uV9shaIqeTHyJKiu7NjcpCRCHEEEL3zK2n7btGiWZWcrM9oJ0DTj1jaa0DYWkdvLvSIACIxFXKt+dWdOE218lH7Y6MCZAR0Sb/cAQikMZoMnlGGGMc+3pjFvYF+2b/KzdiiO3g4wWFi7XqX29BYGGUns4JYv/xbLJ3basFEkWJApzEHFikqmuD5MgOhayIDZGrYJDAmGhxAaEyyHkWEKIICeRANgp5BhGLKESBo48+SkRriKIwd1oruCVN+HWPCq1dD26HzpKkUVs9E2YGYUrb3nrqF144qdx7KjdloVc5415jQFP8bSe2u+UxhJhkB5vDPyJZSyGiDzEKETprmSUKMHNdV9Y567I8p8FgEGMQaDf3RiAciQzHZnMBjqYd+us62QyZlKSLIcYkUYlNJ0kqPiGBdU1xOzL7ENiggBCiJVOJT+E2x+icI8IQfJIM6MwiesHheuaouc7AMa3o0jlSIVHPQYxYeL1I+PX1jHGjvPdvERG3iwpsNE69sEr4osj4JWNefZlTEW5uoCYZwCZ1W668NDdHcTeCyE7zeOfYtQhTu1K0ygOwLssnjZB7I+YAveBGeqXkZrwvhV9dnrOXsZAN1aT1JXJlB/DidFr3ptZqo21WskssNV2y1OhpYKMauD3GC0ggvGOuPJ0a2nvtBfPpndYH7wjikRjxG0nHrbRh2jbEpAmdJOp8jLLm7dRTgek10uxs43tpomLVOPUqwy7r+3d/n9u4AdIHYtuBsFVfEKwcnHHVAE49bQpZ6yDcdV9tmEfg+pTJSvZfNnJ7jS4hILQDoymHjVt9k31D+YsWpfVBgs2+4hcUsrseNOxns2BNYasvY7zug9W9PyJpFFqa1sl0FjTGMAdal5TvnwhTTErdgL68eqr7txpTW78CO8u7L5fpxNa0AElAukWvV4t/yfb/r5dqSTcwg2xo/PcH+V+9qaN7lts3mOqBCHHVF9D1UazUOWDtrHVReIzds9E1Snb91IL9W9oYk9QGmyirdTMhMoZM+IbWvX/trX2tY6g/kQZpPSVhjszGGkPkhCwISZQQ0Ro0FA164EgIzjKHFP1YAMOSzJ4MUiRh4cjMII2B1itozu5UbbuwB2nD6aM7bySd1ra9Ip2+iAibJ1v66yS+2qp+0b4MuHly7kKdbhuNMaYkboxNi1nqi0/jgAhoyBDGtsgZhSVNH6WsSuSweQxOnXftE5FKpv1X2EUFPS2s5pZuJeS4P3/VJRwJyfTSQK3RnQHw6V/xPqwn0Na6c9aWrM0cw2oCpfmauNFX2/uf/1CtEYqiKIqiKIry20J6CRRFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYURRFURRFUTQyVhRFURRFURSNjBVFURRFURRFI2NFURRFURRF0chYL4GiKIqiKIqiaGSsKIqiKIqiKBoZK4qiKIqiKIpGxoqiKIqiKMr/164dmwAIA2EY9cAxHMPeCQQ3FTKBvXtYusJZpLcQAhHea9P913xFUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMTAACAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAytgEAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMjYBAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjE0AAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYxMAAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADK2AQAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyBgAAZQwAAMoYAACUMQAAKGMAAFDGAACgjAEAQBkDAIAyNgEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAAoYwAAUMYAAKCMAQBAGQMAgDIGAABlDAAAyhgAAJQxAAB8Nr68RYSBAAAaObbVCNWyl97LODPdCQCghXuah/OyQ1f8pgAAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAAGUMAADKGAAAlDEAAChjAABQxgAAoIwBAEAZAwCAMgYAgD94ANc1TlPniTSvAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">17<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hb y22f ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h10 y230 ff6 fs6 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski –<span class="ff5"> </span>Członek Zarządu, Sławomir Nowak –<span class="ff5"> </span>Wicepre<span class="_ _0"></span>zes Zarządu, Jerz<span class="_ _0"></span>y Mirgos –<span class="ff5"> </span>Prezes Zarządu, Tomasz Sałata<span class="_ _0"></span> –<span class="ff5"> </span></div><div class="t m0 x5 hb y231 ff6 fs6 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff5">.<span class="fs4"> </span></span></div><div class="t m0 x5 hb y232 ff5 fs4 fc0 sc0 ls0 ws0">W <span class="_ _21"></span>okresie <span class="_ _25"></span>01.01.2021 <span class="_ _21"></span>roku <span class="_ _25"></span><span class="ff6">–</span> <span class="_ _21"></span><span class="ff6">31.<span class="_ _21"></span>12.2021 <span class="_ _21"></span>roku <span class="_ _25"></span>miała <span class="_ _21"></span>miejs<span class="_ _21"></span>ce <span class="_ _21"></span>zmiana <span class="_ _25"></span>w <span class="_ _21"></span>Radzie <span class="_ _25"></span>Nadzorczej <span class="_ _21"></span>MIRBUD<span class="_ _21"></span> <span class="_ _21"></span>S.A. </span></div><div class="t m0 x5 hb y233 ff5 fs4 fc0 sc0 ls0 ws0">Po <span class="_ _29"></span><span class="ff6">ustąpieniu <span class="_ _2a"> </span>Waldemara <span class="_ _29"> </span>Borzyk<span class="_ _21"></span>owskiego, <span class="_ _29"></span>do <span class="_ _29"></span>skła<span class="_ _21"></span>du <span class="_ _29"></span>Rady <span class="_ _29"> </span>jako <span class="_ _29"> </span>Z<span class="_ _21"></span>astępca <span class="_ _29"></span>Prz<span class="_ _21"></span>ewodniczącego <span class="_ _29"> </span>do<span class="_ _21"></span>łączył </span></div><div class="t m0 x5 hb y234 ff6 fs4 fc0 sc0 ls0 ws0">Radosław <span class="_ _27"></span>Niewiadoms<span class="_ _21"></span>ki. <span class="_ _27"></span>Skład <span class="_ _27"></span>Rady <span class="_ _27"></span>Nadzorc<span class="_ _21"></span>zej <span class="_ _27"></span>MIRBUD <span class="_ _27"></span>S.A. <span class="_ _27"></span>na <span class="_ _27"></span>dzień<span class="_ _21"></span> <span class="_ _27"></span>31 <span class="_ _27"></span>grudnia <span class="_ _27"></span>2021 <span class="_ _27"></span>roku <span class="_ _27"></span>prezentowa<span class="_ _21"></span>ł </div><div class="t m0 x5 hb y235 ff6 fs4 fc0 sc0 ls0 ws0">się następująco:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y236 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Wiesław Kosonóg</span> - <span class="_ _21"></span><span class="ff6">Przewodnicz<span class="_ _21"></span>ący Rady Nadzorcze<span class="_ _21"></span>j</span>, </span></div><div class="t m0 x9 h24 y237 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Radosław Niewiadoms<span class="_ _21"></span>ki</span> - <span class="ff6">Zastępca <span class="_ _21"></span>Przewodniczące<span class="_ _21"></span>go Rady Nadzorczej,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y238 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Agnieszka Bujnowska<span class="_ _21"></span></span> - Sekretarz<span class="_ _21"></span> Rady Nadzorczej,<span class="_ _21"></span> </span></div><div class="t m0 x9 h24 y239 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Hubert Bojdo</span> - <span class="ff6">Czł<span class="_ _21"></span>onek Rady Nadzorczej,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y23a ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Andrzej Zakrzewski<span class="_ _21"></span></span> - <span class="ff6">Członek Rady Nadz<span class="_ _21"></span>orczej,</span> </span></div><div class="t m0 x9 h24 y23b ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff1">Wiktoria Braun <span class="ff6">–</span></span> <span class="ff6">Cz<span class="_ _21"></span>łonek Rady Nadz<span class="_ _21"></span>orczej,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y23c ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff4">Artur Sociński <span class="ff6">–</span></span> <span class="ff6">Cz<span class="_ _21"></span>łonek Rady Nadz<span class="_ _21"></span>orczej.<span class="_ _21"></span></span> </span></div><div class="t m0 x5 hb y23d ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y23e ff1 fs7 fc0 sc0 ls0 ws0">3.3. Strategia ESG <span class="_ _21"></span>na lata 2022-<span class="ls9">2026<span class="_ _21"></span></span> </div><div class="t m0 x5 ha y23f ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-12, 102-44<span class="_ _21"></span>  </div><div class="t m0 x5 hb y240 ff6 fs4 fc0 sc0 ls0 ws0">2021 <span class="_ _27"></span>rok <span class="_ _27"></span>był <span class="_ _27"></span>osta<span class="_ _21"></span>tnim, <span class="_ _27"></span>gdy <span class="_ _27"></span>realizowa<span class="_ _21"></span>liśmy <span class="_ _27"></span>Strategię <span class="_ _27"></span>C<span class="_ _21"></span>SR <span class="_ _27"></span>na <span class="_ _27"></span>lata <span class="_ _0"></span>2018<span class="ff5">-</span>20<span class="_ _21"></span>22. <span class="_ _27"></span>Podjęliśmy <span class="_ _0"></span>decyzję <span class="_ _27"></span>o <span class="_ _27"></span>jej <span class="_ _27"></span>rewizj<span class="_ _21"></span>i </div><div class="t m0 x5 hb y241 ff6 fs4 fc0 sc0 ls0 ws0">i akt<span class="_ _21"></span>ualizacji, <span class="_ _21"></span>zgodnie <span class="_ _21"></span>z <span class="_ _21"></span>obecnie<span class="_ _21"></span> obow<span class="_ _21"></span>iązującym<span class="_ _21"></span>i <span class="_ _21"></span>trendami, <span class="_ _21"></span>wyty<span class="_ _21"></span>cznymi <span class="_ _21"></span>i re<span class="_ _21"></span>gulacjami. <span class="_ _21"></span>Te <span class="_ _21"></span>z <span class="_ _21"></span>zadań, <span class="_ _21"></span>które <span class="_ _21"></span>w </div><div class="t m0 x5 hb y242 ff6 fs4 fc0 sc0 ls0 ws0">ramach poprzedniej strategii były w toku, po<span class="_ _0"></span>stanowi<span class="_ _21"></span>liśmy kontynuować w ramach nowego dokumentu. We </div><div class="t m0 x5 hb y243 ff6 fs4 fc0 sc0 ls0 ws0">wrześniu <span class="_ _0"></span>2021 <span class="_ _0"></span>roku <span class="_ _27"></span>Z<span class="_ _21"></span>arząd MIRBUD <span class="_ _0"></span>S. <span class="_ _27"></span>A. przyjął <span class="_ _0"></span>Strategię <span class="_ _0"></span>ESG <span class="_ _27"></span>G<span class="_ _21"></span>rupy K<span class="_ _0"></span>apitałowej<span class="_ _21"></span> <span class="_ _27"></span>MIRB<span class="_ _21"></span>UD <span class="_ _27"></span>n<span class="_ _21"></span>a <span class="_ _0"></span>lata <span class="_ _0"></span>2022<span class="_ _21"></span><span class="ff5">-</span></div><div class="t m0 x5 hb y244 ff6 fs4 fc0 sc0 ls0 ws0">2026.  Jako  dokument  strategiczny  definiuje  ona  gł<span class="_ _21"></span>ówne  cele,  działania  i  rezultaty  w  obszarze  ładu </div><div class="t m0 x5 hb y245 ff5 fs4 fc0 sc0 ls0 ws0">korporacyjnego <span class="_ _2f"> </span>(<span class="_ _21"></span>ang. <span class="_ _2f"> </span>G<span class="_ _21"></span>-<span class="ff6">governanc<span class="_ _21"></span>e), <span class="_ _2f"> </span>środowisk<span class="_ _21"></span>owym <span class="_ _2f"> </span>(ang<span class="_ _21"></span>. <span class="_ _2f"> </span>E<span class="_ _21"></span></span>-<span class="ff6">environmental) <span class="_ _3c"> </span>oraz <span class="_ _2f"> </span>spo<span class="_ _21"></span>łecznej </span></div><div class="t m0 x5 hb y246 ff6 fs4 fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _21"></span>i (<span class="_ _21"></span>ang. <span class="_ _21"></span>S<span class="ff5">-<span class="_ _21"></span></span>social <span class="_ _21"></span>respo<span class="_ _21"></span>nsibility). <span class="_ _21"></span>Dla <span class="_ _25"></span>każdego <span class="_ _21"></span>z <span class="_ _21"></span>k<span class="_ _21"></span>lucz<span class="_ _21"></span>owych <span class="_ _21"></span>obsz<span class="_ _21"></span>arów <span class="_ _21"></span>przy<span class="_ _21"></span>pisaliśmy <span class="_ _21"></span>Cele </div><div class="t m0 x5 hb y247 ff6 fs4 fc0 sc0 ls0 ws0">Zrównoważonego <span class="_ _21"></span>R<span class="_ _21"></span>ozwoju <span class="_ _21"></span>ONZ<span class="_ _21"></span>. <span class="_ _21"></span>Dokument <span class="_ _21"></span>jest <span class="_ _21"></span>s<span class="_ _21"></span>tosowany <span class="_ _21"></span>we <span class="_ _21"></span>ws<span class="_ _21"></span>zystkich <span class="_ _21"></span>spółka<span class="_ _21"></span>ch <span class="_ _21"></span>z <span class="_ _21"></span>Grupy <span class="_ _21"></span>Kapi<span class="_ _21"></span>tałowej </div><div class="t m0 x5 hb y248 ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD.  </div><div class="t m0 x5 hb y249 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y109 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x2 y2 w18 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">18<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y1d0 ff1 fs6 fc0 sc0 ls0 ws0">Tabela 1: Kluc<span class="_ _0"></span>zowe obs<span class="_ _0"></span>zary Strategii ES<span class="_ _0"></span>G GK MIRBUD<span class="_ _0"></span> na lata 20<span class="_ _0"></span>22-<span class="lsc">2026</span><span class="ff5 fs4"> </span></div><div class="t m0 x93 hb y24a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y24b ff6 fs4 fc0 sc0 ls0 ws0">Dokument jest dostępny <span class="_ _21"></span>na stronie internet<span class="_ _21"></span>owej: <span class="ff5">h<span class="_ _21"></span>ttps://mirbud.pl/strony/zrown<span class="_ _21"></span>owazony<span class="_ _21"></span>-rozwoj  </span></div><div class="t m0 x5 ha y24c ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-19, 102-20<span class="_ _21"></span>, 102-27, 102-<span class="ls6">32</span> </div><div class="t m0 x5 hb y24d ff6 fs4 fc0 sc0 ls0 ws0">Nadzór <span class="_ _0"></span>nad <span class="_ _0"></span>realizacją <span class="_ _0"></span>Strategii <span class="_ _27"></span>CS<span class="_ _21"></span>R <span class="_ _27"></span>s<span class="_ _21"></span>prawuje <span class="_ _0"></span>Zarząd <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>S.A. <span class="_ _27"></span>Jako najwyższy organ <span class="_ _27"></span>odpowiedzialny<span class="_ _21"></span> </div><div class="t m0 x5 hb y24e ff6 fs4 fc0 sc0 ls0 ws0">jest  za <span class="_ _2b"> </span>forma<span class="_ _21"></span>lny  przegląd <span class="_ _20"> </span>i  zatwierdzenie  sprawozdania  danych <span class="_ _20"> </span>niefinansowy<span class="_ _21"></span>ch  oraz <span class="_ _20"> </span>zapewnienie  o </div><div class="t m0 x5 hb y24f ff6 fs4 fc0 sc0 ls0 ws0">zawarciu <span class="_ _21"></span>w n<span class="_ _21"></span>im kluc<span class="_ _21"></span>zowych <span class="_ _21"></span>aspektów. Z <span class="_ _21"></span>ko<span class="_ _21"></span>lei Rada <span class="_ _21"></span>Nadzorc<span class="_ _21"></span>za <span class="_ _21"></span>z<span class="_ _21"></span><span class="ff5">atwierdza <span class="_ _21"></span>raport <span class="_ _21"></span>danych <span class="_ _21"></span>niefinansowych </span></div><div class="t m0 x5 hb y250 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _0"></span>kluczowe aspekty, <span class="_ _0"></span>które <span class="_ _0"></span>są w <span class="_ _27"></span>nim ujęte. Kompetencje w <span class="_ _27"></span>z<span class="_ _21"></span>akresie <span class="_ _0"></span>spraw ekonomicznych, środowiskowych </div><div class="t m0 x5 hb y251 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _33"> </span>społecznyc<span class="_ _21"></span>h <span class="_ _33"> </span>są <span class="_ _33"> </span>delego<span class="_ _21"></span>wane <span class="_ _33"> </span>z <span class="_ _28"> </span>poziomu <span class="_ _33"> </span>Zarządu <span class="_ _28"> </span>do <span class="_ _33"> </span>poszcz<span class="_ _21"></span>ególnych <span class="_ _33"> </span>pionów <span class="_ _28"> </span>organizacyjnych <span class="_ _28"> </span>za </div><div class="t m0 x5 hb y252 ff6 fs4 fc0 sc0 ls0 ws0">pośrednictwem <span class="_ _23"> </span>wybr<span class="_ _21"></span>anych <span class="_ _23"> </span>członków <span class="_ _23"> </span>Zarz<span class="_ _21"></span>ądu <span class="_ _32"> </span>M<span class="_ _21"></span>IRBUD <span class="_ _23"> </span>S.A. <span class="_ _23"> </span>Z <span class="_ _23"> </span>ramien<span class="_ _21"></span>ia <span class="_ _23"> </span>Zarządu <span class="_ _23"> </span>bezpośrednio </div><div class="t m0 x5 hb y253 ff6 fs4 fc0 sc0 ls0 ws0">odpowiedzialny <span class="_ _20"> </span>za  kwestie <span class="_ _2b"> </span>ek<span class="_ _21"></span>onomiczne <span class="_ _20"> </span>jest  członek <span class="_ _2b"> </span>Zarz<span class="_ _21"></span>ądu, <span class="_ _2b"> </span>b<span class="_ _21"></span>ędący <span class="_ _20"> </span>jednocz<span class="_ _21"></span>eśnie <span class="_ _2b"> </span>Dyr<span class="_ _21"></span>ektorem <span class="_ _20"> </span>ds. </div><div class="t m0 x5 hb y20 ff5 fs4 fc0 sc0 ls0 ws0">Ekonomiczno-Fina<span class="_ _21"></span>nsowych. <span class="_ _24"></span>Pod <span class="_ _24"></span>na<span class="_ _21"></span>dzorem <span class="_ _24"></span>Dyrektora<span class="_ _21"></span> <span class="_ _24"></span>ds. <span class="_ _24"></span>Ekon<span class="_ _21"></span>omiczno<span class="_ _21"></span>-<span class="ff6">Finanso<span class="_ _21"></span>wych <span class="_ _24"></span>znajduje <span class="_ _24"></span>s<span class="_ _21"></span>ię <span class="_ _24"></span>Dział </span></div><div class="t m0 x5 hb y254 ff5 fs4 fc0 sc0 ls0 ws0">Komunik<span class="ff6">acji <span class="_ _25"></span>Korporacyjnej, <span class="_ _25"></span>który <span class="_ _25"></span>odpowiada <span class="_ _21"></span>m.in. <span class="_ _21"></span>za <span class="_ _25"></span>realizację <span class="_ _25"></span>polityki <span class="_ _21"></span>komu<span class="_ _21"></span>nikacji <span class="_ _21"></span>s<span class="_ _21"></span>połecznej, <span class="_ _21"></span>dialogu <span class="_ _25"></span>z </span></div><div class="t m0 x5 hb y255 ff6 fs4 fc0 sc0 ls0 ws0">interesariuszami <span class="_ _32"> </span>i <span class="_ _2e"> </span>projekt<span class="_ _21"></span>ów <span class="_ _2e"> </span>dotyczącyc<span class="_ _21"></span>h <span class="_ _2e"> </span>zaangażowan<span class="_ _21"></span>ia <span class="_ _2e"> </span>społecznego. <span class="_ _32"> </span>Za <span class="_ _2e"> </span>obsz<span class="_ _21"></span>ar <span class="_ _2e"> </span>środow<span class="_ _21"></span>iskowy </div><div class="t m0 x5 hb yaa ff6 fs4 fc0 sc0 ls0 ws0">odpowiada i monitoruje Główny Specjalista ds. Ochro<span class="_ _21"></span>ny Środowiska o<span class="_ _21"></span>raz Dział BHP.<span class="_ _21"></span> Zarówno Zarząd, jak </div><div class="t m0 x5 hb y256 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _2b"> </span>kadra <span class="_ _2b"> </span>kierownicz<span class="_ _21"></span>a <span class="_ _2b"> </span>doskonalą <span class="_ _2b"> </span>wiedzę <span class="_ _2b"> </span>z<span class="_ _21"></span> <span class="_ _2b"> </span>zakresu <span class="_ _2b"> </span>C<span class="_ _21"></span>SR <span class="_ _2b"> </span>podczas <span class="_ _2b"> </span>szk<span class="_ _21"></span>oleń, <span class="_ _2b"> </span>konferencji <span class="_ _2b"> </span>oraz <span class="_ _20"> </span>sympozjów </div><div class="t m0 x5 hb y257 ff6 fs4 fc0 sc0 ls0 ws0">branżowych. <span class="ff5"> </span></div><div class="t m0 x5 h14 y258 ff4 fs7 fc0 sc0 ls0 ws0">3.4. Model wartości<span class="_ _21"></span> a łańcuch dostaw<span class="_ _21"></span><span class="ff1"> </span></div><div class="t m0 x5 ha y259 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-9, 102-<span class="_ _21"></span><span class="ls7">15</span> </div><div class="t m0 x5 hb y25a ff6 fs4 fc0 sc0 ls0 ws0">Zrównoważony <span class="_ _2a"> </span>łańcuch<span class="_ _21"></span> <span class="_ _29"> </span>do<span class="_ _21"></span>staw <span class="_ _2a"> </span>obejmuje <span class="_ _2a"> </span>cały <span class="_ _2a"> </span>cykl <span class="_ _2a"> </span>życ<span class="_ _21"></span>ia <span class="_ _29"> </span>prod<span class="_ _25"></span>uktu, <span class="_ _2a"> </span>od <span class="_ _2a"> </span>podjęcia <span class="_ _2a"> </span>decyzji <span class="_ _2a"> </span>biznesowych <span class="_ _2a"> </span>o </div><div class="t m0 x5 hb y25b ff6 fs4 fc0 sc0 ls0 ws0">przystąpieniu <span class="_ _3a"> </span>do <span class="_ _3a"> </span>przetarg<span class="_ _21"></span>u, <span class="_ _3a"> </span>poprzez <span class="_ _3a"> </span>dobór <span class="_ _3a"> </span>odpowiednich <span class="_ _3a"> </span>wspó<span class="_ _21"></span>łpracowników <span class="_ _3a"> </span>i <span class="_ _3a"> </span>dostawców, <span class="_ _3a"> </span>aż <span class="_ _3a"> </span>p<span class="_ _21"></span>o </div><div class="t m0 x5 hb y25c ff6 fs4 fc0 sc0 ls0 ws0">użytkowanie <span class="_ _2b"> </span>bu<span class="_ _0"></span>dynków <span class="_ _2b"> </span>i <span class="_ _29"> </span>d<span class="_ _21"></span>róg. <span class="_ _2a"> </span>Spółki <span class="_ _2a"> </span>z <span class="_ _2b"> </span>Grupy <span class="_ _2a"> </span>Kapitałowej <span class="_ _2a"> </span>MI<span class="_ _21"></span>RBUD <span class="_ _2a"> </span>opieraj<span class="_ _21"></span>ą <span class="_ _2a"> </span>swoją <span class="_ _2a"> </span>dz<span class="_ _21"></span>iałalność <span class="_ _2a"> </span>o <span class="_ _2a"> </span>s<span class="_ _21"></span>ieć </div><div class="t m0 x5 hb y25d ff6 fs4 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _2b"> </span>i <span class="_ _2a"> </span>dostawców. <span class="_ _2b"> </span>Relacje <span class="_ _2a"> </span>z <span class="_ _2b"> </span>dostawcami <span class="_ _2a"> </span>regulowane <span class="_ _2b"> </span>są <span class="_ _2a"> </span>w <span class="_ _2a"> </span>rama<span class="_ _21"></span>ch <span class="_ _2a"> </span>Systemu <span class="_ _2b"> </span>Zarządzania </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">19<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">Jakością <span class="_ _26"> </span>ISO  9001:20<span class="_ _21"></span>00  MIRB<span class="_ _21"></span>UD <span class="_ _26"> </span>S.A.  Współprac<span class="_ _21"></span>ujemy <span class="_ _26"> </span>z  dostawca<span class="_ _21"></span>mi,  którz<span class="_ _21"></span>y <span class="_ _26"> </span>po  spełnieniu <span class="_ _26"> </span>ściśle </div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">określonych <span class="_ _25"></span>wym<span class="_ _21"></span>ogów, <span class="_ _25"></span>umiesz<span class="_ _21"></span>czeni <span class="_ _25"></span>zostali <span class="_ _25"></span>na <span class="_ _24"></span>liście <span class="_ _25"></span>k<span class="_ _21"></span>walifikowanych <span class="_ _25"></span>dos<span class="_ _21"></span>tawców. <span class="_ _25"></span>Zgod<span class="_ _21"></span>nie <span class="_ _25"></span>z <span class="_ _25"></span>zapisami<span class="_ _21"></span> <span class="_ _25"></span>w </div><div class="t m0 x5 hb yd3 ff5 fs4 fc0 sc0 ls1c ws0">St<span class="ls0">rategii  ESG  na  lata  2022-<span class="ff6">2026  w  2022  roku  wprowadzimy  klauzule  środowisk<span class="_ _21"></span>owe  w <span class="_ _20"> </span>umow<span class="_ _21"></span>ach  z </span></span></div><div class="t m0 x5 hb yd4 ff6 fs4 fc0 sc0 ls0 ws0">dostawcami pracuj<span class="_ _21"></span>ących na kontraktach o wysok<span class="_ _21"></span>iej istotności. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y25e ff6 fs4 fc0 sc0 ls0 ws0">Dział Zak<span class="_ _21"></span>upów <span class="_ _21"></span>przeprowadz<span class="_ _21"></span>a negocjacj<span class="_ _21"></span>e handlowe <span class="_ _21"></span>na<span class="_ _21"></span> dostawy<span class="_ _21"></span> np. <span class="_ _21"></span>materia<span class="_ _21"></span>łów bu<span class="_ _21"></span>dowlanych do <span class="_ _21"></span>r<span class="_ _21"></span>ealizacji </div><div class="t m0 x5 hb y25f ff5 fs4 fc0 sc0 ls0 ws0">poszcze<span class="ff6">gólnych <span class="_ _24"></span>zad<span class="_ _21"></span>ań. <span class="_ _24"></span>W <span class="_ _24"></span>celu <span class="_ _24"></span>dodatko<span class="_ _21"></span>wej <span class="_ _24"></span>kontroli <span class="_ _24"></span>kos<span class="_ _21"></span>ztów <span class="_ _24"></span>na <span class="_ _25"></span>k<span class="_ _21"></span>luczowych <span class="_ _24"></span>proj<span class="_ _21"></span>ektach <span class="_ _24"></span>Zarząd <span class="_ _24"></span>powołuje </span></div><div class="t m0 x5 hb y260 ff6 fs4 fc0 sc0 ls0 ws0">komisje przetargowe, które <span class="_ _21"></span>we współpracy z Kierown<span class="_ _21"></span>ikiem Kontraktu i Kierownikó<span class="_ _21"></span>w Branżowych dokonują<span class="_ _21"></span> </div><div class="t m0 x5 hb y261 ff6 fs4 fc0 sc0 ls0 ws0">wyboru <span class="_ _27"></span>najkorz<span class="_ _21"></span>ystniejszej <span class="_ _27"></span>oferty<span class="_ _21"></span>. <span class="_ _27"></span>Do <span class="_ _27"></span>zadań <span class="_ _27"></span>k<span class="_ _21"></span>omisji <span class="_ _27"></span>przetargowy<span class="_ _21"></span>ch <span class="_ _0"></span>należą: <span class="_ _27"></span>identyfik<span class="_ _21"></span>acja, <span class="_ _27"></span>kwalifikacj<span class="_ _21"></span>a <span class="_ _27"></span>i <span class="_ _27"></span>wybór </div><div class="t m0 x5 hb y262 ff6 fs4 fc0 sc0 ls0 ws0">podwykonawców us<span class="_ _21"></span>ług oraz dostawców <span class="_ _21"></span>materiałów w<span class="_ _21"></span>edług następującyc<span class="_ _21"></span>h kryteriów:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y263 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">poziom cen dostaw materia<span class="_ _21"></span>łów/towarów/usług or<span class="_ _21"></span>az wynegocjowane term<span class="_ _21"></span>iny płatności<span class="_ _21"></span></span>, </span></div><div class="t m0 x9 h24 y264 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">ocenę <span class="_ _26"> </span>zdolności <span class="_ _33"> </span>dostawcy<span class="_ _21"></span> <span class="_ _26"> </span>do <span class="_ _33"> </span></span>zrealizowania <span class="_ _33"> </span>dostawy <span class="_ _33"> </span>w <span class="_ _26"> </span>zak<span class="_ _21"></span>resie <span class="_ _26"> </span>i <span class="_ _26"> </span>terminie<span class="_ _21"></span> <span class="_ _26"> </span>wymaganym <span class="_ _33"> </span>w </span></div><div class="t m0 x29 hb y265 ff6 fs4 fc0 sc0 ls0 ws0">zapotrzebowaniu mat<span class="_ _21"></span>eriałowym<span class="_ _21"></span><span class="ff5">, </span></div><div class="t m0 x9 h24 y266 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">ocenę <span class="_ _21"></span>zdolności <span class="_ _21"></span>podwy<span class="_ _21"></span>konawcy <span class="_ _21"></span>do <span class="_ _21"></span>zreal<span class="_ _21"></span>izowania <span class="_ _21"></span>usługi <span class="_ _21"></span>w <span class="_ _21"></span>zakres<span class="_ _21"></span>ie <span class="_ _21"></span>i <span class="_ _21"></span>terminie <span class="_ _21"></span>wy<span class="_ _21"></span>maganym <span class="_ _21"></span>przez </span></span></div><div class="t m0 x29 hb y267 ff5 fs4 fc0 sc0 ls0 ws0">klienta, </div><div class="t m0 x9 h24 y268 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">precyzyjne okreś<span class="_ _21"></span>lenie wymagań dotyczącyc<span class="_ _21"></span>h zamawianego materia<span class="_ _21"></span>łu/towaru<span class="_ _21"></span>/usłu<span class="_ _21"></span>gi. </span> </span></div><div class="t m0 x5 ha y269 ff1 fs4 fc4 sc0 ls0 ws0"> </div><div class="t m0 x5 ha y26a ff1 fs4 fc4 sc0 ls0 ws0">GRI: 416-1, 416-<span class="_ _21"></span>2, 417-1 </div><div class="t m0 x5 hb y26b ff6 fs4 fc0 sc0 ls0 ws0">Procedura <span class="_ _2a"> </span>Zakupu <span class="_ _2a"> </span>obowiązuje <span class="_ _2a"> </span>na <span class="_ _2a"> </span>zakup <span class="_ _2a"> </span>materiałów, <span class="_ _2a"> </span>towarów <span class="_ _29"> </span>i <span class="_ _2a"> </span>usług. <span class="_ _2a"> </span>Zespół <span class="_ _2a"> </span>analizujący <span class="_ _2a"> </span>oferty <span class="_ _2a"> </span>bierze </div><div class="t m0 x5 hb y1b ff6 fs4 fc0 sc0 ls0 ws0">również <span class="_ _25"></span>pod<span class="_ _21"></span> <span class="_ _25"></span>uwagę,<span class="_ _21"></span> <span class="_ _25"></span>czy<span class="_ _21"></span> <span class="_ _25"></span>dany <span class="_ _25"></span>po<span class="_ _21"></span>dmiot <span class="_ _25"></span>jest <span class="_ _24"></span>mon<span class="_ _21"></span>opolistą <span class="_ _25"></span>na <span class="_ _24"></span>rynku,<span class="_ _21"></span> <span class="_ _25"></span>czy<span class="_ _21"></span> <span class="_ _25"></span>posiada <span class="_ _24"></span>odpowiedn<span class="_ _21"></span>ie <span class="_ _25"></span>certyf<span class="_ _21"></span>ikaty <span class="_ _25"></span>i </div><div class="t m0 x5 hb y26c ff5 fs4 fc0 sc0 ls0 ws0">aprobaty <span class="_ _25"></span>tec<span class="_ _21"></span>hniczne <span class="_ _24"></span><span class="ff6">oraz <span class="_ _25"></span>o<span class="_ _21"></span>dpowiednie <span class="_ _24"></span>doświadczenie.<span class="_ _21"></span> <span class="_ _25"></span>Pod <span class="_ _25"></span>kąte<span class="_ _21"></span>m <span class="_ _25"></span>środowisk<span class="_ _21"></span>owym <span class="_ _25"></span>zwr<span class="_ _21"></span>acamy <span class="_ _25"></span>uwagę <span class="_ _24"></span>na </span></div><div class="t m0 x5 hb y26d ff6 fs4 fc0 sc0 ls0 ws0">odpowiednie <span class="_ _2b"> </span>zarzą<span class="_ _21"></span>dzanie <span class="_ _2b"> </span>odpada<span class="_ _21"></span>mi <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>partnerów<span class="_ _21"></span> <span class="_ _2b"> </span>biznesowyc<span class="_ _21"></span>h, <span class="_ _2b"> </span>zaangażow<span class="_ _21"></span>anie <span class="_ _2b"> </span>na <span class="_ _2b"> </span>rzecz <span class="_ _20"> </span>ochrony </div><div class="t m0 x5 hb y26e ff6 fs4 fc0 sc0 ls0 ws0">środowiska <span class="_ _2d"> </span>oraz <span class="_ _2d"> </span>proeko<span class="_ _21"></span>logiczne <span class="_ _2d"> </span>podejśc<span class="_ _21"></span>ie <span class="_ _3a"> </span>do <span class="_ _2e"> </span>działalności. <span class="_ _2e"> </span>W <span class="_ _2d"> </span>raportowanym <span class="_ _2d"> </span>ok<span class="_ _21"></span>resie <span class="_ _2d"> </span>dostawcy<span class="_ _25"></span><span class="ff5"> <span class="_ _2d"> </span><span class="ls16">i </span></span></div><div class="t m0 x5 hb y26f ff6 fs4 fc0 sc0 ls0 ws0">podwykonawcy <span class="_ _25"></span>pochodzili <span class="_ _25"></span>z <span class="_ _25"></span>rynku <span class="_ _21"></span>loka<span class="_ _21"></span>lnego. <span class="_ _25"></span>Aby <span class="_ _21"></span>uniknąć<span class="_ _21"></span> <span class="_ _21"></span>ryzy<span class="_ _21"></span>ka <span class="_ _21"></span>uzależnienia<span class="_ _21"></span> <span class="_ _21"></span>od <span class="_ _25"></span>jednego <span class="_ _25"></span>dostawcy, <span class="_ _25"></span>dla </div><div class="t m0 x5 hb y270 ff6 fs4 fc0 sc0 ls0 ws0">każdego <span class="_ _26"> </span>kluczowego <span class="_ _26"> </span>z <span class="_ _26"> </span>punktu <span class="_ _26"> </span>rea<span class="_ _21"></span>lizowanych <span class="_ _26"> </span>projek<span class="_ _21"></span>tów <span class="_ _26"> </span>inwestycji <span class="_ _26"> </span>produktu, <span class="_ _26"> </span>prz<span class="_ _21"></span>ydzielonych <span class="_ _26"> </span>jest <span class="_ _26"> </span>co </div><div class="t m0 x5 hb y271 ff6 fs4 fc0 sc0 ls0 ws0">najmniej <span class="_ _2b"> </span>trzech <span class="_ _2b"> </span>dostawców. <span class="_ _2b"> </span>Ta <span class="_ _2b"> </span>dywersyfikacj<span class="_ _21"></span>a <span class="_ _2b"> </span>pozwala <span class="_ _2b"> </span>speł<span class="_ _21"></span>nić <span class="_ _2b"> </span>najwyższe <span class="_ _2b"> </span>standardy <span class="_ _2b"> </span>jakościowe <span class="_ _2b"> </span>oraz </div><div class="t m0 x5 hb y272 ff6 fs4 fc0 sc0 ls0 ws0">zapewnić ciągłość d<span class="_ _21"></span>ostaw, co w czasie pand<span class="_ _21"></span>emii COVID<span class="_ _21"></span><span class="ff5">-<span class="ls7">19 </span></span>było<span class="ff5"> pri<span class="_ _21"></span>orytetem.  </span></div><div class="t m0 x5 hb y273 ff5 fs4 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span><span class="ff6">rok<span class="_ _21"></span>u <span class="_ _2b"> </span>nie <span class="_ _2b"> </span>mi<span class="_ _21"></span>ały <span class="_ _2b"> </span>miejsca <span class="_ _2b"> </span>incy<span class="_ _21"></span>denty, <span class="_ _2b"> </span>które <span class="_ _2b"> </span>s<span class="_ _21"></span>tanowiłyby <span class="_ _2b"> </span>zagr<span class="_ _21"></span>ożenia <span class="_ _2b"> </span>dla <span class="_ _2b"> </span>z<span class="_ _21"></span>drowia, <span class="_ _2b"> </span>życ<span class="_ _21"></span>ia <span class="_ _2b"> </span>osób <span class="_ _2b"> </span>lub </span></div><div class="t m0 x5 hb y274 ff6 fs4 fc0 sc0 ls0 ws0">bezpieczeństwa <span class="_ _21"></span>budynk<span class="_ _21"></span>ów, <span class="_ _21"></span>jak<span class="_ _21"></span> <span class="_ _21"></span>również <span class="_ _21"></span>przypa<span class="_ _21"></span>dki <span class="_ _21"></span>niez<span class="_ _21"></span>godności <span class="_ _21"></span>z <span class="_ _21"></span>regulacj<span class="_ _21"></span>ami <span class="_ _21"></span>odnośnie <span class="_ _25"></span><span class="ff5 ls7">do <span class="_ _21"></span><span class="ls0">o<span class="_ _21"></span>dpowiednich </span></span></div><div class="t m0 x5 hb y275 ff6 fs4 fc0 sc0 ls0 ws0">oznaczeń stosowanych na produktach. Na żadną spółkę <span class="_ _0"></span>Grupy Kapitałowej MIRBUD nie <span class="_ _0"></span>została nałożona </div><div class="t m0 x5 hb y276 ff6 fs4 fc0 sc0 ls0 ws0">kara z powodu niezg<span class="_ _21"></span>odności z regulacjami dotycz<span class="_ _21"></span>ącymi wykorzys<span class="_ _21"></span>tania produktów i usług.<span class="_ _21"></span> <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 ha y277 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 308-1, 308-<span class="_ _21"></span>2, 412-3, 414-<span class="ls7">1 <span class="_ _21"></span></span><span class="ff5 fc0"> </span></div><div class="t m0 x5 hb y278 ff6 fs4 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _27"></span>z <span class="_ _0"></span>przyjętą <span class="_ _27"></span>S<span class="_ _21"></span>trategią <span class="_ _0"></span>CSR, <span class="_ _27"></span>do <span class="_ _27"></span>k<span class="_ _21"></span>ońca <span class="_ _27"></span>2<span class="_ _21"></span>022 <span class="_ _27"></span>roku planujemy <span class="_ _27"></span>wprowadze<span class="_ _21"></span>nie <span class="_ _27"></span>w<span class="_ _21"></span>eryfikacji <span class="_ _27"></span>ś<span class="_ _21"></span>rodowiskowej </div><div class="t m0 x5 hb y279 ff6 fs4 fc0 sc0 ls0 ws0">dostawców <span class="_ _25"></span>i <span class="_ _25"></span>us<span class="_ _21"></span>ługodawców, <span class="_ _24"></span>z <span class="_ _25"></span>którymi <span class="_ _25"></span>zosta<span class="_ _21"></span>ła <span class="_ _25"></span>podpisana <span class="_ _24"></span>umowa <span class="_ _25"></span>prz<span class="_ _21"></span>y <span class="_ _25"></span>kontraktach <span class="_ _25"></span>o <span class="_ _24"></span>wysokiej <span class="_ _25"></span>istotnośc<span class="_ _21"></span>i, </div><div class="t m0 x5 hb y27a ff6 fs4 fc0 sc0 ls0 ws0">ze szczególnym uwz<span class="_ _21"></span>ględnieniem ogran<span class="_ _21"></span>i<span class="ff5">czenia e<span class="_ _21"></span>misji CO</span></div><div class="t m0 x60 hc y27b ff5 fs5 fc0 sc0 ls0 ws0">2</div><div class="t m0 x94 hb y27a ff5 fs4 fc0 sc0 lsa ws0">. <span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x7d y2 w19 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">20<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y1cf ff4 fs7 fc0 sc0 ls9 ws0">3.5. Zarządza<span class="_ _21"></span>nie ryzykiem <span class="_ _21"></span>w łańcuchu dostaw<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y1d0 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-<span class="ls6">15</span> </div><div class="t m0 x5 he y27c ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Model wart<span class="_ _0"></span>ości a zar<span class="_ _0"></span>ządzanie<span class="_ _0"></span> ryzykiem<span class="ff1"> </span></div></div><div class="c x95 y27d w1a h2c"><div class="t m0 x1f h7 y27e ff5 fs0 fc3 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x1f h7 y27f ff6 fs0 fc3 sc0 ls0 ws0">kapitału<span class="ff5"> </span></div></div><div class="c x96 y27d w1b h2c"><div class="t m0 x97 h7 y27e ff6 fs0 fc3 sc0 ls0 ws0">Opis kapitału<span class="ff5"> </span></div></div><div class="c x98 y27d w1c h2c"><div class="t m0 x97 h7 y27e ff6 fs0 fc3 sc0 ls0 ws0">Sposób tworzenia </div><div class="t m0 x97 h7 y27f ff6 fs0 fc3 sc0 ls0 ws0">wartości<span class="ff5"> </span></div></div><div class="c x99 y27d w1d h2c"><div class="t m0 x97 h7 y27e ff5 fs0 fc3 sc0 ls0 ws0">Rodzaj ryzyka </div></div><div class="c x9a y27d w1e h2c"><div class="t m0 x97 h7 y27e ff6 fs0 fc3 sc0 ls0 ws0">Stopień </div><div class="t m0 x97 h7 y27f ff5 fs0 fc3 sc0 ls0 ws0">ryzyka </div></div><div class="c x9b y27d w1f h2c"><div class="t m0 x97 h7 y27e ff5 fs0 fc3 sc0 ls0 ws0">Interesariusze </div></div><div class="c x95 y280 w1a h2d"><div class="t m0 x1f h10 y281 ff6 fs6 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x1f h10 y282 ff5 fs6 fc0 sc0 ls0 ws0">finansowy </div></div><div class="c x96 y280 w1b h2d"><div class="t m0 x97 h10 y281 ff5 fs6 fc0 sc0 ls0 ws0">Strategia bizne<span class="_ _0"></span>sowa, </div><div class="t m0 x97 h10 y282 ff6 fs6 fc0 sc0 ls0 ws0">portfel zamówień,<span class="_ _0"></span> </div><div class="t m0 x97 h10 y283 ff6 fs6 fc0 sc0 ls0 ws0">zakup materiałów<span class="_ _0"></span> i </div><div class="t m0 x97 h10 y284 ff6 fs6 fc0 sc0 ls0 ws0">usług, wyniki<span class="_ _0"></span> </div><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">finansowe. </div></div><div class="c x98 y280 w1c h2d"><div class="t m0 x97 h10 y281 ff5 fs6 fc0 sc0 ls0 ws0">Realizacja strategii<span class="_ _0"></span> </div><div class="t m0 x97 h10 y282 ff6 fs6 fc0 sc0 ls0 ws0">biznesowej w <span class="_ _0"></span>sposób </div><div class="t m0 x97 h10 y283 ff6 fs6 fc0 sc0 ls0 ws0">zapewniający pł<span class="_ _0"></span>ynność </div><div class="t m0 x97 h10 y284 ff6 fs6 fc0 sc0 ls0 ws0">finansową GK MIR<span class="_ _0"></span>BUD </div><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">oraz jej akcjonar<span class="_ _0"></span>iuszom. </div><div class="t m0 x97 h10 y286 ff5 fs6 fc0 sc0 ls0 ws0">Dywersyfikacja </div><div class="t m0 x97 h10 y287 ff6 fs6 fc0 sc0 ls0 ws0">działalności, </div><div class="t m0 x97 h10 y288 ff5 fs6 fc0 sc0 ls0 ws0">przechodzenie<span class="_ _0"></span> z </div><div class="t m0 x97 h10 y289 ff6 fs6 fc0 sc0 ls0 ws0">projektów o zna<span class="_ _0"></span>czeniu </div><div class="t m0 x97 h10 y120 ff5 fs6 fc0 sc0 ls0 ws0">lokalnym na krajowe<span class="_ _0"></span> </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">inwestycje </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">infrastrukturalne.<span class="_ _0"></span> </div><div class="t m0 x97 h10 y28c ff6 fs6 fc0 sc0 ls0 ws0">Przemyślany <span class="_ _0"></span>zakup </div><div class="t m0 x97 h10 y28d ff6 fs6 fc0 sc0 ls0 ws0">materiałów i usług<span class="_ _0"></span>, </div><div class="t m0 x97 h10 y28e ff6 fs6 fc0 sc0 ls0 ws0">terminowość i utr<span class="_ _0"></span>zymanie </div><div class="t m0 x97 h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">jakości współpra<span class="_ _0"></span>cy </div><div class="t m0 x97 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">biznesowej na </div><div class="t m0 x97 h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">najwyższym po<span class="_ _0"></span>ziomie <span class="ff5"> </span></div></div><div class="c x99 y280 w1d h2d"><div class="t m0 x97 h10 y281 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko wzrostu<span class="_ _0"></span> cen </div><div class="t m0 x97 h10 y282 ff6 fs6 fc0 sc0 ls0 ws0">materiałów </div><div class="t m0 x97 h10 y283 ff6 fs6 fc0 sc0 ls0 ws0">budowlanych lub<span class="_ _0"></span> usług </div><div class="t m0 x97 h10 y284 ff6 fs6 fc0 sc0 ls0 ws0">podwykonawców<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko kredytowe<span class="_ _0"></span> </div><div class="t m0 x97 h10 y286 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko walutowe<span class="_ _0"></span> </div><div class="t m0 x97 h10 y287 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko opóźnień<span class="_ _0"></span> w </div><div class="t m0 x97 h10 y288 ff6 fs6 fc0 sc0 ls0 ws0">płatnościach<span class="ff5"> </span></div><div class="t m0 x97 h10 y289 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko utraty płynno<span class="_ _27"></span>ś<span class="_ _21"></span>ci<span class="ff5"> </span></div><div class="t m0 x97 h10 y120 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko spowolnie<span class="_ _0"></span>nia </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">gospodarczego </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko umocnienia </div><div class="t m0 x97 h10 y28c ff5 fs6 fc0 sc0 ls0 ws0">konkurencji </div></div><div class="c x9a y280 w1e h2d"><div class="t m0 x97 h10 y281 ff5 fs6 fc0 sc0 ls0 ws0">Wysokie </div><div class="t m0 x97 h10 y282 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h10 y283 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h10 y284 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y280 w1f h2d"><div class="t m0 x97 h10 y281 ff5 fs6 fc0 sc0 ls0 ws0">Akcjonariusze, </div><div class="t m0 x97 h10 y282 ff5 fs6 fc0 sc0 ls0 ws0">Dostawcy i </div><div class="t m0 x97 h10 y283 ff5 fs6 fc0 sc0 ls0 ws0">podwykonawcy </div></div><div class="c x95 y28f w1a h2e"><div class="t m0 x1f h10 y290 ff6 fs6 fc0 sc0 ls0 ws0">Kapitał ludzki<span class="ff5"> </span></div></div><div class="c x96 y28f w1b h2e"><div class="t m0 x97 h10 y290 ff5 fs6 fc0 sc0 ls0 ws0">Wykwalifikowan<span class="_ _0"></span>a </div><div class="t m0 x97 h10 y291 ff6 fs6 fc0 sc0 ls0 ws0">kadra, doświadc<span class="_ _0"></span>zony </div><div class="t m0 x97 h10 y120 ff6 fs6 fc0 sc0 ls0 ws0">zespół inżynierów<span class="_ _0"></span>. </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">Przestrzegan<span class="_ _0"></span>ie </div><div class="t m0 x97 h10 y28b ff6 fs6 fc0 sc0 ls0 ws0">najwyższych </div><div class="t m0 x97 h10 y28c ff6 fs6 fc0 sc0 ls0 ws0">standardów </div><div class="t m0 x97 h10 y28d ff6 fs6 fc0 sc0 ls0 ws0">bezpieczeństwa,<span class="_ _0"></span> </div><div class="t m0 x97 h10 y28e ff5 fs6 fc0 sc0 ls0 ws0">programy budow<span class="_ _0"></span>ania </div><div class="t m0 x97 h10 y64 ff5 fs6 fc0 sc0 ls0 ws0">kariery i rozwoju<span class="_ _0"></span> </div><div class="t m0 x97 h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">pracowników.<span class="_ _0"></span> <span class="ff5"> </span></div></div><div class="c x98 y28f w1c h2e"><div class="t m0 x97 h10 y290 ff5 fs6 fc0 sc0 ls0 ws0">Konkurencyjne war<span class="_ _0"></span>unki </div><div class="t m0 x97 h10 y291 ff5 fs6 fc0 sc0 ls0 ws0">pracy, przestr<span class="_ _0"></span>zeganie </div><div class="t m0 x97 h10 y120 ff5 fs6 fc0 sc0 ls0 ws0">praw pracown<span class="_ _0"></span>iczych i </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">zapewnienie </div><div class="t m0 x97 h10 y28b ff6 fs6 fc0 sc0 ls0 ws0">bezpieczeństwa w </div><div class="t m0 x97 h10 y28c ff5 fs6 fc0 sc0 ls1d ws0">mi<span class="ls0">ejscu pra<span class="_ _0"></span>cy dla </span></div><div class="t m0 x97 h10 y28d ff6 fs6 fc0 sc0 ls0 ws0">pracowników </div><div class="t m0 x97 h10 y28e ff5 fs6 fc0 sc0 ls0 ws0">zatrudnionych </div><div class="t m0 x97 h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">bezpośrednio pr<span class="_ _0"></span>zez spółki<span class="_ _0"></span> </div><div class="t m0 x97 h10 y63 ff5 fs6 fc0 sc0 ls0 ws0">GK MIRBUD or<span class="_ _0"></span>az </div><div class="t m0 x97 h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">partnerów biznesow<span class="_ _27"></span>y<span class="_ _21"></span>ch<span class="ff5"> </span></div></div><div class="c x99 y28f w1d h2e"><div class="t m0 x97 h10 y290 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko wyso<span class="_ _0"></span>kiej </div><div class="t m0 x97 h10 y291 ff6 fs6 fc0 sc0 ls0 ws0">fluktuacji pracowni<span class="_ _0"></span>ków<span class="ff5"> </span></div><div class="t m0 x97 h10 y120 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko braków </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">kadrowych lub <span class="_ _0"></span>kadry o </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">odpowiedn<span class="_ _0"></span>ich </div><div class="t m0 x97 h10 y28c ff5 fs6 fc0 sc0 ls0 ws0">kompetencja<span class="_ _0"></span>ch </div><div class="t m0 x97 h10 y28d ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko wzrostu<span class="_ _0"></span> </div><div class="t m0 x97 h10 y28e ff6 fs6 fc0 sc0 ls0 ws0">kosztów zatrud<span class="_ _0"></span>nienia<span class="ff5"> </span></div></div><div class="c x9a y28f w1e h2e"><div class="t m0 x97 h10 y290 ff6 fs6 fc0 sc0 ls0 ws0">Średnie<span class="ff5"> </span></div></div><div class="c x9b y28f w1f h2e"><div class="t m0 x97 h10 y290 ff5 fs6 fc0 sc0 ls0 ws0">Pracownicy, </div><div class="t m0 x97 h10 y291 ff5 fs6 fc0 sc0 ls0 ws0">Dostawcy i </div><div class="t m0 x97 h10 y120 ff5 fs6 fc0 sc0 ls0 ws0">podwykonawcy </div></div><div class="c x95 y292 w1a h2f"><div class="t m0 x1f h10 y293 ff6 fs6 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x1f h10 y294 ff5 fs6 fc0 sc0 ls0 ws0">organizacyjny </div></div><div class="c x96 y292 w1b h2f"><div class="t m0 x97 h10 y293 ff6 fs6 fc0 sc0 ls0 ws0">Ład korporac<span class="_ _0"></span>yjny, </div><div class="t m0 x97 h10 y294 ff6 fs6 fc0 sc0 ls0 ws0">system zarząd<span class="_ _0"></span>zania </div><div class="t m0 x97 h10 y295 ff6 fs6 fc0 sc0 ls0 ws0">jakościowego, </div><div class="t m0 x97 h10 y296 ff5 fs6 fc0 sc0 ls0 ws0">standardy BH<span class="_ _0"></span>P </div></div><div class="c x98 y292 w1c h2f"><div class="t m0 x97 h10 y293 ff6 fs6 fc0 sc0 ls0 ws0">Najwyższe stand<span class="_ _0"></span>ardy </div><div class="t m0 x97 h10 y294 ff6 fs6 fc0 sc0 ls0 ws0">jakości i bezpie<span class="_ _0"></span>czeństwa. </div><div class="t m0 x97 h10 y295 ff6 fs6 fc0 sc0 ls0 ws0">Wypełnianie obowią<span class="_ _0"></span>zków </div><div class="t m0 x97 h10 y296 ff6 fs6 fc0 sc0 ls0 ws0">wynikających z<span class="_ _0"></span> obecności </div><div class="t m0 x97 h10 y297 ff5 fs6 fc0 sc0 ls0 ws0">na GPW </div></div><div class="c x99 y292 w1d h2f"><div class="t m0 x97 h10 y293 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko utraty kl<span class="_ _0"></span>ientów <span class="ff5"> </span></div><div class="t m0 x97 h10 y294 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia </div><div class="t m0 x97 h10 y295 ff5 fs6 fc0 sc0 ls0 ws0">wypadku na teren<span class="_ _0"></span>ie </div><div class="t m0 x97 h10 y296 ff5 fs6 fc0 sc0 ls0 ws0">inwestycji </div><div class="t m0 x97 h10 y297 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko opóźnień<span class="_ _0"></span> w </div><div class="t m0 x97 h10 y298 ff6 fs6 fc0 sc0 ls0 ws0">realizacji zle<span class="_ _0"></span>ceń<span class="ff5"> </span></div><div class="t m0 x97 h10 y299 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko zmian<span class="_ _0"></span>y </div><div class="t m0 x97 h10 y68 ff6 fs6 fc0 sc0 ls0 ws0">przepisów prawa<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x97 h10 y67 ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko niewypełn<span class="_ _0"></span>ienia </div><div class="t m0 x97 h10 y29a ff6 fs6 fc0 sc0 ls0 ws0">obowiązków </div></div><div class="c x9a y292 w1e h2f"><div class="t m0 x97 h10 y293 ff6 fs6 fc0 sc0 ls0 ws0">Średnie<span class="ff5"> </span></div></div><div class="c x9b y292 w1f h2f"><div class="t m0 x97 h10 y293 ff5 fs6 fc0 sc0 ls0 ws0">Inwestorzy, </div><div class="t m0 x97 h10 y294 ff5 fs6 fc0 sc0 ls0 ws0">Akcjonariusze, </div><div class="t m0 x97 h10 y295 ff5 fs6 fc0 sc0 ls0 ws0">Regulatorzy, </div><div class="t m0 x97 h10 y296 ff5 fs6 fc0 sc0 ls0 ws0">Pracownicy, </div><div class="t m0 x97 h10 y297 ff5 fs6 fc0 sc0 ls0 ws0">Dostawcy i </div><div class="t m0 x97 h10 y298 ff5 fs6 fc0 sc0 ls0 ws0">podwykonawcy </div><div class="t m0 x97 h10 y299 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x7d y2 w19 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">21<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y29b w1d h30"><div class="t m0 x97 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">informacyjnych </div></div><div class="c x95 y261 w1a h31"><div class="t m0 x1f h10 y28a ff6 fs6 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x1f h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">intelektualny </div></div><div class="c x96 y261 w1b h31"><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">Innowacje </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">produktowe, </div><div class="t m0 x97 h10 y28c ff5 fs6 fc0 sc0 ls0 ws0">certyfikacja </div><div class="t m0 x97 h10 y28d ff6 fs6 fc0 sc0 ls0 ws0">budynków<span class="ff5"> </span></div></div><div class="c x98 y261 w1c h31"><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">Wykorzystanie </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">certyfikowany<span class="_ _0"></span>ch </div><div class="t m0 x97 h10 y28c ff6 fs6 fc0 sc0 ls0 ws0">materiałów budow<span class="_ _0"></span>lanych, </div><div class="t m0 x97 h10 y28d ff5 fs6 fc0 sc0 ls0 ws0">realizacja inwes<span class="_ _0"></span>tycji z </div><div class="t m0 x97 h10 y28e ff5 fs6 fc0 sc0 ls0 ws0">zastosowaniem </div><div class="t m0 x97 h10 y64 ff5 fs6 fc0 sc0 ls0 ws0">innowacyjnych<span class="_ _0"></span> technik, </div><div class="t m0 x97 h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">certyfikacja śro<span class="_ _0"></span>dowiskowa </div><div class="t m0 x97 h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">budynków<span class="ff5"> </span></div></div><div class="c x99 y261 w1d h31"><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls1e ws0">Ry<span class="ls0">zyko utraty </span></div><div class="t m0 x97 h10 y28b ff6 fs6 fc0 sc0 ls0 ws0">konkurencyjno<span class="_ _0"></span>ści oferty<span class="ff5"> </span></div><div class="t m0 x97 h10 y28c ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko błędnego<span class="_ _0"></span> </div><div class="t m0 x97 h10 y28d ff5 fs6 fc0 sc0 ls0 ws0">dopasowania ofer<span class="_ _0"></span>ty </div></div><div class="c x9a y261 w1e h31"><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">Niskie </div></div><div class="c x9b y261 w1f h31"><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">Klienci </div></div><div class="c x95 y29c w1a h32"><div class="t m0 x1f h10 y285 ff6 fs6 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x1f h10 y286 ff6 fs6 fc0 sc0 ls0 ws0">społeczny<span class="ff5"> </span></div></div><div class="c x96 y29c w1b h32"><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">Inwestycje </div><div class="t m0 x97 h10 y286 ff6 fs6 fc0 sc0 ls0 ws0">społeczne, budyn<span class="_ _0"></span>ki </div><div class="t m0 x97 h10 y287 ff6 fs6 fc0 sc0 ls0 ws0">użyteczności </div><div class="t m0 x97 h10 y29d ff5 fs6 fc0 sc0 ls0 ws0">publicznej </div></div><div class="c x98 y29c w1c h32"><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">Budowanie poz<span class="_ _0"></span>ytywnych </div><div class="t m0 x97 h10 y286 ff5 fs6 fc0 sc0 ls0 ws0">relacji ze </div><div class="t m0 x97 h10 y287 ff6 fs6 fc0 sc0 ls0 ws0">społecznościami,<span class="_ _0"></span> w </div><div class="t m0 x97 h10 y29d ff5 fs6 fc0 sc0 ls0 ws0">otoczeniu reali<span class="_ _0"></span>zacji </div><div class="t m0 x97 h10 y29e ff5 fs6 fc0 sc0 ls0 ws0">inwestycji, prow<span class="_ _0"></span>adzenie </div><div class="t m0 x97 h10 y120 ff6 fs6 fc0 sc0 ls0 ws0">konsultacji społec<span class="_ _0"></span>znych i </div><div class="t m0 x97 h10 y28a ff6 fs6 fc0 sc0 ls0 ws0">dialogu wykrac<span class="_ _0"></span>zającego </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">poza wymogi praw<span class="_ _0"></span>ne. </div><div class="t m0 x97 h10 y28c ff6 fs6 fc0 sc0 ls0 ws0">Podnoszenie ja<span class="_ _0"></span>kości życia </div><div class="t m0 x97 h10 y28d ff5 fs6 fc0 sc0 ls0 ws0">poprzez wznos<span class="_ _0"></span>zenie </div><div class="t m0 x97 h10 y28e ff6 fs6 fc0 sc0 ls0 ws0">budynków uż<span class="_ _0"></span>yteczności </div><div class="t m0 x97 h10 y64 ff6 fs6 fc0 sc0 ls0 ws0">społecznej, taki<span class="_ _0"></span>ch jak </div><div class="t m0 x97 h10 y63 ff6 fs6 fc0 sc0 ls0 ws0">przedszkola i s<span class="_ _0"></span>zkoły, </div><div class="t m0 x97 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">obiekty sportowe<span class="_ _0"></span> </div></div><div class="c x99 y29c w1d h32"><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko utraty re<span class="_ _0"></span>putacji </div><div class="t m0 x97 h10 y286 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko wstrzyman<span class="_ _0"></span>ia </div><div class="t m0 x97 h10 y287 ff5 fs6 fc0 sc0 ls0 ws0">inwestycji wsku<span class="_ _0"></span>tek </div><div class="t m0 x97 h10 y29d ff6 fs6 fc0 sc0 ls0 ws0">protestów społe<span class="_ _0"></span>cznych<span class="ff5"> </span></div><div class="t m0 x97 h10 y29e ff6 fs6 fc0 sc0 ls0 ws0">Ryzyko opóźnienia<span class="_ _0"></span> w </div><div class="t m0 x97 h10 y120 ff5 fs6 fc0 sc0 ls0 ws0">uzyskaniu odpow<span class="_ _0"></span>iednich </div><div class="t m0 x97 h10 y28a ff5 fs6 fc0 sc0 ls0 ws0">decyzji </div><div class="t m0 x97 h10 y28b ff5 fs6 fc0 sc0 ls0 ws0">administracyjn<span class="_ _0"></span>ych </div></div><div class="c x9a y29c w1e h32"><div class="t m0 x97 h10 y285 ff5 fs6 fc0 sc0 ls0 ws0">Niskie </div></div><div class="c x9b y29c w1f h32"><div class="t m0 x97 h10 y285 ff6 fs6 fc0 sc0 ls0 ws0">Społeczności </div><div class="t m0 x97 h10 y286 ff5 fs6 fc0 sc0 ls0 ws0">lokalne </div></div><div class="c x95 y29f w1a h33"><div class="t m0 x1f h10 y2a0 ff6 fs6 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x1f h10 y2a1 ff5 fs6 fc0 sc0 ls0 ws0">naturalny </div></div><div class="c x96 y29f w1b h33"><div class="t m0 x97 h10 y2a0 ff6 fs6 fc0 sc0 ls0 ws0">Działalność na rze<span class="_ _0"></span>cz </div><div class="t m0 x97 h10 y2a1 ff6 fs6 fc0 sc0 ls0 ws0">ochrony środow<span class="_ _0"></span>iska </div><div class="t m0 x97 h10 y14a ff5 fs6 fc0 sc0 ls0 ws0">naturalnego i </div><div class="t m0 x97 h10 y8a ff6 fs6 fc0 sc0 ls0 ws0">związana z klima<span class="_ _0"></span>tem.<span class="ff5"> </span></div></div><div class="c x98 y29f w1c h33"><div class="t m0 x97 h10 y2a0 ff6 fs6 fc0 sc0 ls0 ws0">Wdrożenie i </div><div class="t m0 x97 h10 y2a1 ff5 fs6 fc0 sc0 ls0 ws0">przestrzeganie pr<span class="_ _0"></span>ocedur </div><div class="t m0 x97 h10 y14a ff6 fs6 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch, </div><div class="t m0 x97 h10 y8a ff6 fs6 fc0 sc0 ls0 ws0">monitorowanie wp<span class="_ _0"></span>ływu na </div><div class="t m0 x97 h10 y2a2 ff5 fs6 fc0 sc0 ls0 ws0">otoczenie i odpo<span class="_ _0"></span>wiednie </div><div class="t m0 x97 h10 y2a3 ff6 fs6 fc0 sc0 ls0 ws0">zabezpieczenie<span class="_ _0"></span> terenów </div><div class="t m0 x97 h10 y2a4 ff6 fs6 fc0 sc0 ls0 ws0">budów. Dbanie o </div><div class="t m0 x97 h10 y2a5 ff6 fs6 fc0 sc0 ls0 ws0">bioróżnorodn<span class="_ _0"></span>ość, ochrona<span class="_ _0"></span> </div><div class="t m0 x97 h10 y2a6 ff6 fs6 fc0 sc0 ls0 ws0">gatunków zwierzą<span class="_ _0"></span>t i roślin </div><div class="t m0 x97 h10 y2a7 ff5 fs6 fc0 sc0 ls0 ws0">na terenie inwest<span class="_ _0"></span>ycji </div></div><div class="c x99 y29f w1d h33"><div class="t m0 x97 h10 y2a0 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko awarii i </div><div class="t m0 x97 h10 y2a1 ff5 fs6 fc0 sc0 ls0 ws0">nieplanowan<span class="_ _0"></span>ych </div><div class="t m0 x97 h10 y14a ff6 fs6 fc0 sc0 ls0 ws0">przestojów<span class="ff5"> </span></div><div class="t m0 x97 h10 y8a ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko wstrzyman<span class="_ _0"></span>ia </div><div class="t m0 x97 h10 y2a2 ff5 fs6 fc0 sc0 ls0 ws0">prac w wyniku<span class="_ _0"></span> </div><div class="t m0 x97 h10 y2a3 ff5 fs6 fc0 sc0 ls0 ws0">niekorzystnych<span class="_ _0"></span> </div><div class="t m0 x97 h10 y2a4 ff6 fs6 fc0 sc0 ls0 ws0">warunków pog<span class="_ _0"></span>odowych<span class="ff5"> </span></div></div><div class="c x9a y29f w1e h33"><div class="t m0 x97 h10 y2a0 ff5 fs6 fc0 sc0 ls0 ws0">Wysokie </div></div><div class="c x9b y29f w1f h33"><div class="t m0 x97 h10 y2a0 ff6 fs6 fc0 sc0 ls0 ws0">Społeczności </div><div class="t m0 x97 h10 y2a1 ff5 fs6 fc0 sc0 ls0 ws0">lokalne </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y2a8 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y2a9 ff6 fs4 fc0 sc0 ls0 ws0">W  2021  roku  gł<span class="_ _0"></span>ównymi  zjawiskami,  które  miały  wys<span class="_ _21"></span>oki  stopień  ryzyka  dl<span class="_ _0"></span>a  prowadzonej  działalnośc<span class="_ _21"></span>i </div><div class="t m0 x5 hb y2aa ff6 fs4 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _21"></span>by<span class="_ _21"></span>ły: <span class="_ _21"></span>pandemia <span class="_ _21"></span>CO<span class="_ _21"></span>VID<span class="ff5">-</span>19<span class="_ _21"></span>, <span class="_ _21"></span>która <span class="_ _21"></span>zaburzy<span class="_ _21"></span>ła ł<span class="_ _21"></span>ańcuch <span class="_ _21"></span>dostaw <span class="_ _21"></span>wie<span class="_ _21"></span>lu <span class="_ _21"></span>materiałów <span class="_ _21"></span>bu<span class="_ _21"></span>dowlanych, </div><div class="t m0 x5 hb y2ab ff6 fs4 fc0 sc0 ls0 ws0">rosnąca <span class="_ _25"></span>inflacja, <span class="_ _25"></span>słabnąc<span class="_ _21"></span>a <span class="_ _25"></span>wartość <span class="_ _25"></span>polskiej <span class="_ _25"></span>wa<span class="_ _21"></span>luty <span class="_ _25"></span>czy <span class="_ _25"></span>wz<span class="_ _21"></span>rost<span class="_ _21"></span><span class="ff5"> <span class="_ _25"></span></span>stóp <span class="_ _25"></span>procentowyc<span class="_ _21"></span>h. <span class="_ _25"></span>GK <span class="_ _25"></span>MIRBUD <span class="_ _25"></span>ana<span class="_ _21"></span>lizuje </div><div class="t m0 x5 hb y2ac ff6 fs4 fc0 sc0 ls0 ws0">kondycję <span class="_ _2b"> </span>gospodarczą, <span class="_ _2b"> </span>tworzy <span class="_ _2b"> </span>scenariusze <span class="_ _2a"> </span>i<span class="_ _21"></span> <span class="_ _2a"> </span>p<span class="_ _21"></span>lany <span class="_ _2a"> </span>r<span class="_ _21"></span>ozwoju, <span class="_ _20"> </span>aby <span class="_ _2b"> </span>móc <span class="_ _2a"> </span>jak<span class="_ _21"></span> <span class="_ _2b"> </span>najlepiej <span class="_ _2a"> </span>dos<span class="_ _21"></span>tosować <span class="_ _2b"> </span>się <span class="_ _2a"> </span>do<span class="_ _21"></span> </div><div class="t m0 x5 hb y2ad ff6 fs4 fc0 sc0 ls0 ws0">koniunktury <span class="_ _29"> </span>i <span class="_ _29"> </span>zmin<span class="_ _21"></span>imalizować <span class="_ _29"> </span>ry<span class="_ _21"></span>zyka <span class="_ _29"></span>finansowe. <span class="_ _2a"> </span>W <span class="_ _29"></span>celu <span class="_ _29"></span>zabez<span class="_ _21"></span>pieczenia <span class="_ _29"></span>się <span class="_ _29"> </span>prz<span class="_ _21"></span>ed <span class="_ _29"></span>ryzyk<span class="_ _21"></span>iem <span class="_ _24"></span>z<span class="_ _21"></span>aburzenia </div><div class="t m0 x5 hb y2ae ff6 fs4 fc0 sc0 ls0 ws0">łańcucha <span class="_ _3a"> </span>dos<span class="_ _21"></span>taw <span class="_ _3a"> </span>lub<span class="_ _21"></span><span class="ff5"> <span class="_ _3a"> </span></span>gwałto<span class="_ _21"></span>wnymi <span class="_ _3a"> </span>skokam<span class="_ _21"></span>i <span class="_ _3a"> </span>cen <span class="_ _2d"> </span>materiałów <span class="_ _2d"> </span>budowlanych <span class="_ _2d"> </span>spółki <span class="_ _2d"> </span>MIRBUD <span class="_ _2d"> </span>S.A. <span class="_ _3a"> </span>i </div><div class="t m0 x5 hb y2af ff6 fs4 fc0 sc0 ls0 ws0">KOBYLARNIA  S<span class="_ _0"></span>.A. <span class="_ _2b"> </span>staraj<span class="_ _21"></span>ą <span class="_ _2b"> </span>s<span class="_ _21"></span>ię <span class="_ _2b"> </span>zabezp<span class="_ _21"></span>ieczać <span class="_ _2b"> </span>ceny  i/lub <span class="_ _2b"> </span>dostawy <span class="_ _20"> </span>materiałów <span class="_ _20"> </span>do <span class="_ _20"> </span>realizacji <span class="_ _20"> </span>kontraktów, </div><div class="t m0 x5 hb y2b0 ff6 fs4 fc0 sc0 ls0 ws0">których umowy zosta<span class="_ _21"></span>ły podpisane.<span class="_ _21"></span><span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">22<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 ha y4d ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-11, 102-<span class="ls7">31<span class="_ _21"></span></span> </div><div class="t m0 x5 hb y2b1 ff6 fs4 fc0 sc0 ls0 ws0">Spółki <span class="_ _0"></span>Grupy Kapitałowej <span class="_ _27"></span>M<span class="_ _21"></span>IRBUD <span class="_ _0"></span>stosuj<span class="_ _21"></span>ą <span class="_ _0"></span>zasadę <span class="_ _0"></span>ostrożności poprzez <span class="_ _0"></span>dokładanie na<span class="_ _0"></span>jwyższej<span class="_ _21"></span> <span class="_ _27"></span>s<span class="_ _21"></span>taranności </div><div class="t m0 x5 hb y2b2 ff6 fs4 fc0 sc0 ls0 ws0">w <span class="_ _2e"> </span>zakresie <span class="_ _2e"> </span>zapewn<span class="_ _21"></span>ienia <span class="_ _2e"> </span>bezpieczeństwa <span class="_ _32"> </span>podczas <span class="_ _2e"> </span>realizacji <span class="_ _2e"> </span>budów, <span class="_ _2e"> </span>zaró<span class="_ _21"></span>wno <span class="_ _2e"> </span>dla <span class="_ _2e"> </span>pracown<span class="_ _21"></span>ików <span class="_ _2e"> </span>i </div><div class="t m0 x5 hb y2b3 ff6 fs4 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _33"> </span>przebywając<span class="_ _21"></span>ych <span class="_ _26"> </span>na <span class="_ _26"> </span>terenie <span class="_ _33"> </span>inwestyc<span class="_ _21"></span>ji <span class="_ _26"> </span>oraz <span class="_ _26"> </span>środowiska <span class="_ _33"> </span>naturalnego <span class="_ _33"> </span>i <span class="_ _26"> </span>społeczności </div><div class="t m0 x5 hb y25e ff5 fs4 fc0 sc0 ls0 ws0">lokalnyc<span class="ff6">h. <span class="_ _27"></span>Zarządy <span class="_ _27"></span>spó<span class="_ _21"></span>łek <span class="_ _27"></span>w <span class="_ _27"></span>Grupie <span class="_ _27"></span>Kapitałowej <span class="_ _27"></span>MIRB<span class="_ _21"></span>UD <span class="_ _27"></span>dokonują <span class="_ _27"></span>przeglądów<span class="_ _21"></span> <span class="_ _27"></span>i <span class="_ _27"></span>oceny <span class="_ _27"></span>wyników <span class="_ _27"></span>w <span class="_ _27"></span>zakresie </span></div><div class="t m0 x5 hb y25f ff6 fs4 fc0 sc0 ls0 ws0">wpływów, <span class="_ _2b"> </span>szans <span class="_ _20"> </span>i <span class="_ _2b"> </span>ryzyk <span class="_ _2b"> </span>w <span class="_ _2b"> </span>odn<span class="_ _21"></span>iesieniu <span class="_ _2b"> </span>do <span class="_ _2b"> </span>kwesti<span class="_ _21"></span>i <span class="_ _2b"> </span>ekonomicznych, <span class="_ _2b"> </span>s<span class="_ _21"></span>połecznych <span class="_ _2b"> </span>i <span class="_ _2b"> </span>środow<span class="_ _21"></span>iskowych <span class="_ _2b"> </span>nie </div><div class="t m0 x5 hb y260 ff6 fs4 fc0 sc0 ls0 ws0">rzadziej niż raz na kwarta<span class="_ _21"></span>ł.<span class="ff5"> </span></div><div class="t m0 x5 h14 y2b4 ff4 fs7 fc0 sc0 ls0 ws0">3.6. Etyka w działa<span class="_ _21"></span>niu<span class="ff1 fs4"> </span></div><div class="t m0 x5 h14 y2b5 ff1 fs7 fc0 sc0 ls9 ws0">3.6.1. Kodeks E<span class="_ _21"></span><span class="ls0">tyki </span></div><div class="t m0 x5 ha y2b6 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-16, 103-1, <span class="_ _21"></span>103-2, 103-3,<span class="_ _21"></span> 205-2 </div><div class="t m0 x5 hb y2b7 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>2009 roku K<span class="_ _0"></span>odeks Etyki Zawod<span class="_ _0"></span>owej Pracownika został <span class="_ _0"></span>przyjęty w <span class="_ _0"></span>MIRBUD S.A., a <span class="_ _27"></span>w sierpniu 2021 <span class="_ _0"></span>roku </div><div class="t m0 x5 hb y2b8 ff6 fs4 fc0 sc0 ls0 ws0">weszła <span class="_ _33"> </span>w <span class="_ _33"> </span>ży<span class="_ _21"></span>cie <span class="_ _33"> </span>jego <span class="_ _33"> </span>zaktualizowa<span class="_ _21"></span>na <span class="_ _33"> </span>wersja, <span class="_ _33"> </span>która<span class="_ _21"></span> <span class="_ _33"> </span>obowiązuje <span class="_ _33"> </span>we <span class="_ _28"> </span>wszystkich <span class="_ _33"> </span>s<span class="_ _21"></span>półkach <span class="_ _33"> </span>w <span class="_ _33"> </span>Grupie. </div><div class="t m0 x5 hb y2b9 ff5 fs4 fc0 sc0 ls0 ws0">Podstawowe <span class="_ _3a"> </span>zasady <span class="_ _28"> </span><span class="ff6">z<span class="_ _21"></span>arządzania <span class="_ _28"> </span>z<span class="_ _21"></span>awarte <span class="_ _3a"> </span>w <span class="_ _28"> </span>Kodek<span class="_ _21"></span>sie <span class="_ _28"> </span>to: <span class="_ _3a"> </span>odpowiedzialność <span class="_ _3a"> </span>i <span class="_ _28"> </span>uczciwość<span class="_ _21"></span>, <span class="_ _28"> </span>otwarta<span class="_ _21"></span> </span></div><div class="t m0 x5 hb y2ba ff6 fs4 fc0 sc0 ls0 ws0">komunikacja, s<span class="_ _21"></span>zczerość, <span class="_ _21"></span>dzielenie s<span class="_ _21"></span>ię umiejętn<span class="_ _21"></span>ościami, partn<span class="_ _21"></span>erska wspó<span class="_ _21"></span>łpraca ora<span class="_ _21"></span>z inicjatywa. <span class="_ _21"></span>Dokument </div><div class="t m0 x5 hb y2bb ff6 fs4 fc0 sc0 ls0 ws0">określa  m.in. <span class="_ _2b"> </span>z<span class="_ _21"></span>asady <span class="_ _20"> </span>wsp<span class="_ _21"></span>ółpracy <span class="_ _20"> </span>z  akcjonariuszami,  inwestorami <span class="_ _20"> </span>czy<span class="_ _21"></span> <span class="_ _20"> </span>kontrahentami<span class="_ _25"></span><span class="ff5">,  reguluje <span class="_ _2b"> </span>re<span class="_ _21"></span>lacje </span></div><div class="t m0 x5 hb y2bc ff6 fs4 fc0 sc0 ls0 ws0">między <span class="_ _26"> </span>pracownikam<span class="_ _21"></span>i <span class="_ _26"> </span>oraz <span class="_ _26"> </span>wskazuj<span class="_ _21"></span>e <span class="_ _26"> </span>standardy <span class="_ _26"> </span>indywidualnych <span class="_ _26"> </span>zach<span class="_ _21"></span>owań. <span class="_ _26"> </span>Ok<span class="_ _21"></span>reśla <span class="_ _26"> </span>również <span class="_ _26"> </span>zasady </div><div class="t m0 x5 hb y2bd ff6 fs4 fc0 sc0 ls0 ws0">poszanowania <span class="_ _29"> </span>środow<span class="_ _21"></span>iska <span class="_ _29"> </span>natura<span class="_ _21"></span>lnego <span class="_ _29"></span>i <span class="_ _29"></span>współpracy<span class="_ _21"></span> <span class="_ _29"></span>ze <span class="_ _29"></span>społecznoś<span class="_ _21"></span>cią <span class="_ _29"></span>lokalną. <span class="_ _29"> </span>K<span class="_ _21"></span>ażdy <span class="_ _29"></span>pracownik <span class="_ _2a"> </span>Grupy </div><div class="t m0 x5 hb y2be ff6 fs4 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _24"></span>jest <span class="_ _24"></span>zobowiązany <span class="_ _24"></span>do <span class="_ _25"></span>przestr<span class="_ _21"></span>zegania <span class="_ _25"></span>w<span class="_ _21"></span>ymogów <span class="_ _24"></span>Kodeks<span class="_ _21"></span>u <span class="_ _25"></span>Etyki, <span class="_ _24"></span>niezależnie <span class="_ _24"></span>od <span class="_ _25"></span>zaj<span class="_ _21"></span>mowanego </div><div class="t m0 x5 hb y2bf ff6 fs4 fc0 sc0 ls0 ws0">stanowiska <span class="_ _2b"> </span>w <span class="_ _2a"> </span>strukturze <span class="_ _2b"> </span>organi<span class="_ _0"></span>zacyjnej <span class="_ _2b"> </span>dane<span class="_ _0"></span>j <span class="_ _2a"> </span>s<span class="_ _21"></span>półki. <span class="_ _2a"> </span>Zapisy <span class="_ _2b"> </span>Kodeksu <span class="_ _2a"> </span>mają <span class="_ _2b"> </span>za <span class="_ _2a"> </span>zadanie <span class="_ _2a"> </span>przeciwdzi<span class="_ _21"></span>ałać </div><div class="t m0 x5 hb y2c0 ff6 fs4 fc0 sc0 ls0 ws0">wszelkim formom n<span class="_ _21"></span>ieetycznych działań, w<span class="_ _21"></span> tym dotyczący<span class="_ _21"></span>m nieuczciwych praktyk biznesowy<span class="_ _21"></span>ch.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 ha y2c1 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 103-2, 406-<span class="_ _21"></span>1 </div><div class="t m0 x5 hb y2c2 ff6 fs4 fc0 sc0 ls0 ws0">Jedną z z<span class="_ _21"></span>asad zawartych <span class="_ _21"></span>w Kodeks<span class="_ _21"></span>ie jest dzia<span class="_ _21"></span>łanie na <span class="_ _21"></span>rzecz róż<span class="_ _21"></span>norodności, szacunek dla <span class="_ _21"></span>innych oraz<span class="_ _21"></span> ich </div><div class="t m0 x5 hb y2c3 ff6 fs4 fc0 sc0 ls0 ws0">prawa do <span class="_ _21"></span>prywatności. Za<span class="_ _21"></span>bronione są <span class="_ _21"></span>jakiekolwiek <span class="_ _21"></span>formy <span class="_ _21"></span>dyskryminacji ze <span class="_ _21"></span>względu <span class="_ _21"></span>na pochodzen<span class="_ _21"></span>ie, kolor </div><div class="t m0 x5 hb y2c4 ff6 fs4 fc0 sc0 ls0 ws0">skóry, <span class="_ _2b"> </span>rasę, <span class="_ _2a"> </span>płeć, <span class="_ _2a"> </span>kulturę, <span class="_ _2b"> </span>niepełnosprawność<span class="_ _21"></span><span class="ff5">, <span class="_ _2a"> </span>wi<span class="_ _21"></span>ek, <span class="_ _2b"> </span>stan <span class="_ _2a"> </span>cywilny, <span class="_ _2a"> </span>prz<span class="_ _21"></span>ekonania <span class="_ _2b"> </span>religijne, <span class="_ _2a"> </span>polityczne <span class="_ _2b"> </span>lub </span></div><div class="t m0 x5 hb y2c5 ff6 fs4 fc0 sc0 ls0 ws0">przynależność <span class="_ _21"></span>do <span class="_ _21"></span>org<span class="_ _21"></span>anizac<span class="_ _21"></span>ji <span class="_ _21"></span>związkowych. <span class="_ _21"></span>Szcz<span class="_ _21"></span>egółowo <span class="_ _21"></span>obszar <span class="_ _25"></span>ten <span class="_ _21"></span>reguluje <span class="_ _21"></span>w<span class="_ _21"></span>prowadzona <span class="_ _21"></span>w <span class="_ _25"></span>2021 <span class="_ _21"></span>roku </div><div class="t m0 x5 hb y2c6 ff6 fs4 fc0 sc0 ls0 ws0">w <span class="_ _2b"> </span>spółkach <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>Kapitałowej <span class="_ _2b"> </span>MIRBUD<span class="_ _21"></span> <span class="_ _2b"> </span>Polityka <span class="_ _2b"> </span>różnorodności.  <span class="ff5 ls1f">W <span class="_ _2a"> </span><span class="ls0">raportowa<span class="_ _21"></span>nym <span class="_ _2b"> </span>okresie <span class="_ _2b"> </span></span></span>nie <span class="_ _2b"> </span>zostały </div><div class="t m0 x5 hb y2c7 ff5 fs4 fc0 sc0 ls7 ws0">pot<span class="ff6 ls0">wierdzone przy<span class="_ _21"></span>padki dysk<span class="_ _21"></span>ryminacji w spółkach GK MIRB<span class="_ _21"></span>UD. <span class="_ _21"></span><span class="ff5"> </span></span></div><div class="t m0 x5 h14 y2c8 ff4 fs7 fc0 sc0 ls9 ws0">3.6.2. Przestrzega<span class="_ _21"></span>nie Kodek<span class="_ _21"></span>su i zgłaszanie nar<span class="_ _21"></span>uszeń<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y2c9 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-11, 103-1, <span class="_ _21"></span>103-2 </div><div class="t m0 x5 hb y2ca ff6 fs4 fc0 sc0 ls0 ws0">Za przestrzeganie zapisów Kodeksu Etyki odpowiada Zarz<span class="_ _21"></span>ąd danej spółki <span class="_ _0"></span>w Grupie. Wszyscy<span class="_ _21"></span> pracownicy,<span class="_ _0"></span> </div><div class="t m0 x5 hb y2cb ff6 fs4 fc0 sc0 ls0 ws0">zarówno <span class="_ _21"></span>już<span class="_ _21"></span> <span class="_ _21"></span>zatrudnie<span class="_ _21"></span><span class="ff5">ni, <span class="_ _21"></span>jak<span class="_ _21"></span> <span class="_ _21"></span>i <span class="_ _25"></span></span>nowo <span class="_ _21"></span>przy<span class="_ _21"></span>jęci, <span class="_ _21"></span>przechod<span class="_ _21"></span>zą <span class="_ _21"></span>regularne <span class="_ _25"></span>szkolenia <span class="_ _21"></span>z <span class="_ _25"></span>treśc<span class="_ _21"></span>i <span class="_ _21"></span>Kodeksu <span class="_ _25"></span>oraz <span class="_ _21"></span>mają </div><div class="t m0 x5 hb y2a1 ff6 fs4 fc0 sc0 ls0 ws0">obowiązek <span class="_ _0"></span>regularnie <span class="_ _0"></span>się <span class="_ _0"></span>z <span class="_ _27"></span>nim zapoznawać. <span class="_ _0"></span>W <span class="_ _27"></span>MIRB<span class="_ _21"></span>UD <span class="_ _27"></span>S.<span class="_ _21"></span>A. <span class="_ _27"></span>ob<span class="_ _21"></span>owiązuje <span class="_ _0"></span>Procedura <span class="_ _0"></span>zgłaszania <span class="_ _0"></span>naruszeń<span class="_ _21"></span><span class="ff5 ls20">, </span></div><div class="t m0 x5 hb y2cc ff6 fs4 fc0 sc0 ls0 ws0">przyjęta <span class="_ _2d"> </span>w <span class="_ _2d"> </span>s<span class="_ _21"></span>tyczniu <span class="_ _2d"> </span>2021 <span class="_ _2d"> </span>r<span class="_ _21"></span>oku. <span class="_ _2e"> </span>Każdy <span class="_ _2d"> </span>prac<span class="_ _21"></span>ownik <span class="_ _2d"> </span>zobowiąz<span class="_ _21"></span>any <span class="_ _2d"> </span>jest <span class="_ _2d"> </span>powi<span class="_ _21"></span>adomić<span class="ff5"> <span class="_ _2e"> </span></span>bezpośredniego </div><div class="t m0 x5 hb y2cd ff6 fs4 fc0 sc0 ls0 ws0">przełożonego <span class="_ _25"></span>o <span class="_ _21"></span>w<span class="_ _21"></span>szelkich <span class="_ _25"></span>nieprawidłowośc<span class="_ _21"></span>iach <span class="_ _21"></span>i <span class="_ _25"></span>nadużyc<span class="_ _21"></span>iach, <span class="_ _25"></span>a <span class="_ _25"></span>jeżeli <span class="_ _21"></span><span class="ff5">j<span class="_ _21"></span>est <span class="_ _21"></span>to <span class="_ _25"></span></span>nie<span class="_ _21"></span>możliwe <span class="_ _25"></span>–<span class="ff5"> <span class="_ _21"></span></span>prz<span class="_ _21"></span>ełożonego </div><div class="t m0 x5 hb y2ce ff6 fs4 fc0 sc0 ls0 ws0">wyższego <span class="_ _0"></span>szczebla. <span class="_ _27"></span>Prac<span class="_ _21"></span>ownik <span class="_ _27"></span>jak<span class="_ _21"></span>o <span class="_ _27"></span>drogę <span class="_ _0"></span>zgłoszenia <span class="_ _0"></span>może <span class="_ _27"></span>wybrać <span class="_ _0"></span>również <span class="_ _27"></span>f<span class="_ _21"></span>unkcjonującą <span class="_ _0"></span>w <span class="_ _27"></span>MIRBUD S<span class="_ _0"></span>.A. </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">23<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _1"> </span>pozostałych <span class="_ _3d"> </span>spółkach <span class="_ _3d"> </span>w <span class="_ _1"> </span>Grupie <span class="_ _3d"> </span>tzw. <span class="_ _3d"> </span>Bezp<span class="_ _21"></span>ieczną <span class="_ _1"> </span>Linię <span class="_ _3d"> </span>i <span class="_ _1"> </span>wysłać<span class="_ _21"></span> <span class="_ _1"> </span>zgłoszenie <span class="_ _3d"> </span>na <span class="_ _1"> </span>adres </div><div class="t m0 x5 hb yd2 ff5 fs4 fc0 sc0 ls0 ws0">bezpiecznalinia@mir<span class="_ _21"></span>bud.pl <span class="_ _3a"> </span><span class="ff6">lub <span class="_ _3a"> </span>pocztą <span class="_ _3a"> </span>tradycyjną <span class="_ _3a"> </span>na <span class="_ _3a"> </span>adres <span class="_ _3a"> </span>spółki. <span class="_ _3a"> </span>Zgłoszenia <span class="_ _3a"> </span>mogą <span class="_ _3a"> </span>być <span class="_ _3a"> </span>wysłane </span></div><div class="t m0 x5 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">anonimowo. <span class="_ _21"></span>Każde <span class="_ _21"></span>zgłosz<span class="_ _21"></span>enie <span class="_ _21"></span>jest <span class="_ _21"></span>przekazy<span class="_ _21"></span>wane do<span class="_ _21"></span> Z<span class="_ _21"></span>arządu, <span class="_ _21"></span>który <span class="_ _21"></span>zobowi<span class="_ _21"></span>ązany <span class="_ _21"></span>jest <span class="_ _21"></span>do <span class="_ _21"></span>jego <span class="_ _21"></span>weryfikacji </div><div class="t m0 x5 h2b yd4 ff6 fs4 fc0 sc0 ls0 ws0">w ciągu 14 dni.<span class="_ _21"></span><span class="ff5 fs1"> </span></div><div class="t m0 x5 ha y2cf ff1 fs4 fc4 sc0 ls0 ws0">GRI: 205-1, 205-<span class="_ _21"></span>2, 205-3 </div><div class="t m0 x5 hb y12e ff6 fs4 fc0 sc0 ls0 ws0">Dzięki <span class="_ _24"></span>Ko<span class="_ _21"></span>deksowi <span class="_ _29"></span>i <span class="_ _24"></span>Proced<span class="_ _21"></span>urze <span class="_ _24"></span>zgł<span class="_ _21"></span>aszania <span class="_ _24"></span>n<span class="_ _21"></span>aruszeń <span class="_ _29"></span>zostały <span class="_ _29"></span>ustalone <span class="_ _29"></span>jednolite <span class="_ _29"></span>zasady <span class="_ _29"></span>przeciwdziałania </div><div class="t m0 x5 hb y12f ff6 fs4 fc0 sc0 ls0 ws0">nieprawidłowościom, <span class="_ _26"> </span>w  tym <span class="_ _26"> </span>zasady  antykorupcy<span class="_ _21"></span>jne.  Zarz<span class="_ _21"></span>ąd  oraz <span class="_ _26"> </span>Dział  Prawny <span class="_ _26"> </span>w  MIRBUD  S<span class="_ _21"></span>.A.  są </div><div class="t m0 x5 hb y2d0 ff6 fs4 fc0 sc0 ls0 ws0">bezpośrednio zaangażowani <span class="_ _0"></span>w <span class="_ _0"></span>działania prewencyjne. Co <span class="_ _27"></span>roku ma <span class="_ _27"></span>m<span class="_ _21"></span>iejsce <span class="_ _0"></span>spotkanie <span class="_ _0"></span>kadry <span class="_ _0"></span>zarządzającej, </div><div class="t m0 x5 hb y2d1 ff6 fs4 fc0 sc0 ls0 ws0">na <span class="_ _27"></span>którym <span class="_ _27"></span>om<span class="_ _21"></span>awiane <span class="_ _27"></span>są <span class="_ _27"></span>ry<span class="_ _21"></span>zyka <span class="_ _27"></span>mogące <span class="_ _27"></span>wy<span class="_ _21"></span>stąpić <span class="_ _27"></span>we <span class="_ _27"></span>w<span class="_ _21"></span>spółpracy <span class="_ _27"></span>z <span class="_ _0"></span>innymi <span class="_ _27"></span>pracownikami<span class="_ _21"></span> <span class="_ _27"></span>czy <span class="_ _27"></span>kontrah<span class="_ _21"></span>entami, </div><div class="t m0 x5 hb yff ff6 fs4 fc0 sc0 ls0 ws0">szczególnie <span class="_ _25"></span>pod <span class="_ _25"></span>kąt<span class="_ _21"></span>em <span class="_ _25"></span>procesu <span class="_ _25"></span>wyboru <span class="_ _24"></span>ofert <span class="_ _25"></span>podwykonawców<span class="_ _21"></span>. <span class="_ _25"></span>Proces <span class="_ _25"></span>ten <span class="_ _25"></span>prz<span class="_ _21"></span>eprowadzany <span class="_ _25"></span>jest <span class="_ _25"></span>z<span class="_ _21"></span>awsze<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y100 ff6 fs4 fc0 sc0 ls0 ws0">przy <span class="_ _3a"> </span>udziale <span class="_ _28"> </span>pracown<span class="_ _21"></span>ików <span class="_ _3a"> </span>Działu <span class="_ _28"> </span>Zakupów<span class="_ _21"></span>/Zaopatrzenia. <span class="_ _3a"> </span>Ważną <span class="_ _3a"> </span>funkcję <span class="_ _28"> </span>pe<span class="_ _21"></span>łni <span class="_ _28"> </span>równ<span class="_ _21"></span>ież <span class="_ _28"> </span>mon<span class="_ _21"></span>itoring </div><div class="t m0 x5 hb y101 ff6 fs4 fc0 sc0 ls0 ws0">zagrożeń, <span class="_ _24"></span>który<span class="_ _21"></span> <span class="_ _24"></span>pozwala <span class="_ _29"></span>sprawnie <span class="_ _24"></span>prz<span class="_ _21"></span>eprowadzać <span class="_ _24"></span>m<span class="_ _21"></span>onitoring <span class="_ _24"></span>antykorupc<span class="_ _21"></span>yjny <span class="_ _2a"> </span><span class="ff5">- <span class="_ _24"></span></span>wszys<span class="_ _21"></span>tkie <span class="_ _24"></span>budowy <span class="_ _24"></span>są <span class="_ _29"></span>na </div><div class="t m0 x5 hb y102 ff6 fs4 fc0 sc0 ls0 ws0">bieżąco <span class="_ _23"> </span>mo<span class="_ _21"></span>nitorowane <span class="_ _22"> </span>pod <span class="_ _23"> </span>k<span class="_ _21"></span>ątem <span class="_ _23"> </span>prawi<span class="_ _21"></span>dłowości <span class="_ _22"> </span>realizacji. <span class="_ _23"> </span>Nas<span class="_ _21"></span>tępn<span class="_ _21"></span>ie <span class="_ _22"> </span>w <span class="_ _22"> </span>cyklach <span class="_ _22"> </span>miesięcznych </div><div class="t m0 x5 hb y103 ff6 fs4 fc0 sc0 ls0 ws0">monitorowany <span class="_ _25"></span>jes<span class="_ _21"></span>t <span class="_ _25"></span>postęp <span class="_ _25"></span>prac <span class="_ _25"></span>budowla<span class="_ _21"></span>nych <span class="_ _25"></span>i <span class="_ _25"></span>raporto<span class="_ _21"></span>wane <span class="_ _25"></span>ewentualne <span class="_ _25"></span>nieprawi<span class="_ _21"></span>dłowości. <span class="_ _25"></span>Co <span class="_ _25"></span>więcej<span class="_ _21"></span>, <span class="_ _25"></span>dla </div><div class="t m0 x5 hb y104 ff6 fs4 fc0 sc0 ls0 ws0">dyrektorów/kierownikó<span class="_ _21"></span>w <span class="_ _21"></span>kontraktów <span class="_ _21"></span>pr<span class="_ _21"></span>owadzone <span class="_ _21"></span>są <span class="_ _21"></span>sz<span class="_ _21"></span>kolenia, <span class="_ _21"></span>podczas <span class="_ _25"></span>których <span class="_ _21"></span>omawian<span class="_ _21"></span>e <span class="_ _21"></span>są <span class="_ _21"></span>procedury <span class="_ _21"></span>i </div><div class="t m0 x5 hb y105 ff6 fs4 fc0 sc0 ls0 ws0">instrukcje <span class="_ _28"> </span>wewnętrzne. <span class="_ _33"> </span>W<span class="_ _21"></span>e <span class="_ _33"> </span>wsz<span class="_ _21"></span>ys<span class="_ _21"></span>tkich <span class="_ _33"> </span>Spółkach <span class="_ _28"> </span>Grupy <span class="_ _28"> </span>Kapitałowej <span class="_ _28"> </span>MIRBUD <span class="_ _28"> </span>nie <span class="_ _33"> </span>są <span class="_ _28"> </span>akceptowane </div><div class="t m0 x5 hb y18 ff6 fs4 fc0 sc0 ls0 ws0">uznaniowe op<span class="_ _21"></span>eracje gotów<span class="_ _21"></span>kowe, za wy<span class="_ _21"></span>jątkiem <span class="_ _21"></span>działalności <span class="_ _21"></span>wydawniczej, <span class="_ _21"></span>stanowiącej<span class="_ _21"></span> marginalny u<span class="_ _21"></span>dział w </div><div class="t m0 x5 hb y2d2 ff6 fs4 fc0 sc0 ls0 ws0">przychodach <span class="_ _24"></span>Grupy <span class="_ _24"></span>Kapitałowej <span class="_ _24"></span>MIRBUD <span class="_ _24"></span>(lokalne <span class="_ _24"></span>gaz<span class="_ _21"></span>ety). <span class="_ _25"></span>W <span class="_ _24"></span>roku <span class="_ _25"></span>2<span class="_ _21"></span>021 <span class="_ _25"></span>Zarz<span class="_ _21"></span>ąd <span class="_ _25"></span>Spółki <span class="_ _24"></span>nie <span class="_ _24"></span>odnotował <span class="_ _24"></span>w<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2d3 ff6 fs4 fc0 sc0 ls0 ws0">Grupie praktyk korupc<span class="_ _21"></span>yjnych ani nie odnotow<span class="_ _21"></span>ano innych przypadków <span class="_ _21"></span>naruszenia Kodeks<span class="_ _21"></span>u Etyki.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 h14 y2d4 ff4 fs7 fc0 sc0 ls9 ws0">3.7. Zgodność <span class="_ _21"></span>z<span class="ff1 ls0"> prawem </span></div><div class="t m0 x5 ha y2d5 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 206-1, 307-<span class="_ _21"></span>1, 406-1, 407-1, 40<span class="_ _21"></span>8-1, 409-1, 415-<span class="_ _21"></span>1, 418-1, 419-1<span class="_ _21"></span> </div><div class="t m0 x5 hb y13d ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _24"></span>2<span class="_ _21"></span>021 <span class="_ _24"></span>r<span class="_ _21"></span>oku <span class="_ _29"></span>w <span class="_ _24"></span>o<span class="_ _21"></span>dniesieniu <span class="_ _29"></span>do <span class="_ _29"></span>żadnej <span class="_ _29"></span>ze <span class="_ _29"></span>spółek <span class="_ _29"></span>z <span class="_ _29"></span>Grupy <span class="_ _29"></span>MIRBUD <span class="_ _29"> </span>nie <span class="_ _29"> </span>zostały <span class="_ _29"> </span>w<span class="_ _25"></span>szczęte <span class="_ _29"> </span>postępowan<span class="_ _21"></span>ia </div><div class="t m0 x5 hb y13e ff6 fs4 fc0 sc0 ls0 ws0">przed <span class="_ _2d"> </span>organami <span class="_ _2d"> </span>a<span class="_ _21"></span>dministracji <span class="_ _2d"> </span>pub<span class="_ _21"></span>licznej <span class="_ _2d"> </span>związane <span class="_ _2e"> </span>z <span class="_ _2d"> </span>naruszeniem <span class="_ _2d"> </span>przep<span class="_ _21"></span>isów <span class="_ _2d"> </span>dotycząc<span class="_ _21"></span>ych <span class="_ _2d"> </span>kwestii </div><div class="t m0 x5 hb y2d6 ff6 fs4 fc0 sc0 ls0 ws0">pracowniczyc<span class="_ _21"></span>h, <span class="_ _33"> </span>działań <span class="_ _33"> </span>antykonkurenc<span class="_ _21"></span>yjnych, <span class="_ _33"> </span>ochrony<span class="_ _21"></span> <span class="_ _33"> </span>środowiska, <span class="_ _33"> </span>BHP, <span class="_ _28"> </span>praw <span class="_ _33"> </span>człowieka <span class="_ _33"> </span>lub <span class="_ _28"> </span>pracy </div><div class="t m0 x5 hb y2d7 ff6 fs4 fc0 sc0 ls0 ws0">przymusowej, <span class="_ _2a"> </span>korupcji,<span class="_ _21"></span> <span class="_ _29"> </span>j<span class="_ _21"></span>ak <span class="_ _2a"> </span>również <span class="_ _2a"> </span>jakości <span class="_ _2a"> </span>usług<span class="_ _21"></span><span class="ff5"> <span class="_ _2a"> </span></span>i <span class="_ _2a"> </span>produktów. <span class="_ _2a"> </span>W <span class="_ _2a"> </span>żadnym<span class="_ _21"></span> <span class="_ _2a"> </span>z <span class="_ _29"> </span>p<span class="_ _21"></span>owyższ<span class="_ _21"></span>ych <span class="_ _29"> </span>obsz<span class="_ _21"></span>arów <span class="_ _2a"> </span>nie </div><div class="t m0 x5 hb y141 ff6 fs4 fc0 sc0 ls0 ws0">zostały <span class="_ _27"></span>w <span class="_ _0"></span>2021 <span class="_ _27"></span>roku<span class="_ _21"></span> <span class="_ _27"></span>zidenty<span class="_ _21"></span>fikowane <span class="_ _27"></span>n<span class="_ _21"></span>aruszenia <span class="_ _27"></span>prz<span class="_ _21"></span>episów <span class="_ _0"></span>skutkujące <span class="_ _0"></span>nałożeniem <span class="_ _27"></span>sankc<span class="_ _21"></span>ji <span class="_ _27"></span>finansowych <span class="_ _0"></span>lub </div><div class="t m0 x5 hb y2d8 ff6 fs4 fc0 sc0 ls0 ws0">sankcji <span class="_ _20"> </span>o <span class="_ _20"> </span>charak<span class="_ _21"></span>terze <span class="_ _20"> </span>niefinansowym<span class="_ _21"></span>. <span class="_ _2b"> </span>N<span class="_ _21"></span>ie <span class="_ _20"> </span>wystąpiły  przejawy <span class="_ _20"> </span>dyskry<span class="_ _21"></span>minacji. <span class="_ _2b"> </span>Ż<span class="_ _21"></span>adna <span class="_ _20"> </span>ze  spółek <span class="_ _2b"> </span>Grupy<span class="_ _21"></span> </div><div class="t m0 x5 hb y2d9 ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="ff6">w <span class="_ _0"></span>2021 <span class="_ _0"></span>roku nie <span class="_ _0"></span>wspierała partii <span class="_ _0"></span>politycznych, polityków ani <span class="_ _0"></span>instytucji o <span class="_ _0"></span>podobnym charakterze.<span class="_ _21"></span><span class="ff5 fs6"> <span class="fs4 ls21">W </span></span></span></div><div class="t m0 x5 hb y2da ff6 fs4 fc0 sc0 ls0 ws0">raportowanych <span class="_ _25"></span>okresach <span class="_ _25"></span>nie <span class="_ _25"></span>miały <span class="_ _21"></span>m<span class="_ _21"></span>iejsca <span class="_ _21"></span>p<span class="_ _21"></span>ostępowania <span class="_ _25"></span>sądowe <span class="_ _25"></span>i <span class="_ _21"></span>administrac<span class="_ _21"></span>yjne <span class="_ _25"></span>dotyczące <span class="_ _21"></span>zac<span class="_ _21"></span>howań<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2db ff6 fs4 fc0 sc0 ls0 ws0">naruszających <span class="_ _3a"> </span>swobodę <span class="_ _3a"> </span>konkurencji <span class="_ _3a"> </span>lub <span class="_ _28"> </span>przepisó<span class="_ _21"></span>w <span class="_ _3a"> </span>antymonopolowych, <span class="_ _3a"> </span>w <span class="_ _28"> </span>k<span class="_ _21"></span>tórych <span class="_ _28"> </span>s<span class="_ _21"></span>półki <span class="_ _28"> </span>z<span class="_ _21"></span> <span class="_ _28"> </span>G<span class="_ _21"></span>rupy </div><div class="t m0 x5 hb y2dc ff6 fs4 fc0 sc0 ls0 ws0">występowałyby <span class="_ _29"></span>jako <span class="_ _29"> </span>uc<span class="_ _21"></span>zestnicy <span class="_ _29"></span>postępowania. <span class="_ _29"> </span>Nie <span class="_ _29"> </span>za<span class="_ _21"></span>padły <span class="_ _29"></span>w <span class="_ _24"></span>ra<span class="_ _21"></span>portowanym <span class="_ _29"></span>okr<span class="_ _21"></span>esie <span class="_ _24"></span>ż<span class="_ _21"></span>adne <span class="_ _29"></span>decyzj<span class="_ _21"></span>e <span class="_ _24"></span>ani </div><div class="t m0 x5 hb y2dd ff6 fs4 fc0 sc0 ls0 ws0">wyroki, <span class="_ _27"></span>w <span class="_ _27"></span>tym <span class="_ _27"></span>nie <span class="_ _27"></span>zostały <span class="_ _27"></span>wn<span class="_ _21"></span>iesione <span class="_ _27"></span>pozwy <span class="_ _27"></span>oraz <span class="_ _27"></span>nałożon<span class="_ _21"></span>e <span class="_ _27"></span>kary <span class="_ _27"></span>na<span class="_ _21"></span><span class="ff5"> </span>żadną <span class="_ _27"></span>ze <span class="_ _27"></span>spółek <span class="_ _27"></span>z<span class="_ _21"></span>wiązane <span class="_ _27"></span>z<span class="ff5"> narusz<span class="_ _21"></span>eniem </span></div><div class="t m0 x5 hb y2de ff6 fs4 fc0 sc0 ls0 ws0">praw  c<span class="_ _21"></span>złowieka  lu<span class="_ _21"></span>b  przepi<span class="_ _21"></span>sów  ochrony<span class="_ _21"></span>  środowiska.<span class="_ _21"></span>  Nie <span class="_ _26"> </span>miały  miejs<span class="_ _21"></span>ca  sk<span class="_ _21"></span>argi  dotycząc<span class="_ _21"></span>e  naruszenia<span class="_ _21"></span> </div><div class="t m0 x5 hb y2df ff6 fs4 fc0 sc0 ls0 ws0">prywatności klientów <span class="_ _21"></span>i utraty danych.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2e0 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y2c ff5 fs3 fc0 sc0 ls5 ws0">4.<span class="ls0"> <span class="_ _20"> </span>MIEJSCE P<span class="_ _0"></span>RACY  </span></div><div class="t m0 x5 h2 y2e1 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 ha y2e2 ff1 fs0 fc7 sc0 ls2 ws0">                     <span class="_ _0"></span>             <span class="_ _0"></span>      <span class="_ _3b"> </span><span class="fs4 fc4 ls0"> </span></div><div class="t m0 x7b ha y2e3 ff1 fs4 fc4 sc0 ls0 ws0"> </div><div class="t m0 x5 ha y2e4 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-41, 403-6<span class="_ _21"></span> </div><div class="t m0 x5 hb y2e5 ff6 fs4 fc0 sc0 ls0 ws0">Kapitał ludzki jes<span class="_ _21"></span>t jedną z <span class="_ _21"></span>największyc<span class="_ _21"></span>h wartości Grupy Ka<span class="_ _21"></span>pitałowej MIRBUD.<span class="_ _21"></span> Na tle branż<span class="_ _21"></span>y, w spółkach<span class="_ _21"></span> z </div><div class="t m0 x5 hb y2e6 ff6 fs4 fc0 sc0 ls0 ws0">Grupy Kapit<span class="_ _21"></span>ałowej MIR<span class="_ _21"></span>BUD rotacj<span class="_ _21"></span>a pracown<span class="_ _21"></span>ików j<span class="_ _21"></span>est niewielka, <span class="_ _21"></span>w k<span class="_ _21"></span>ażdym rok<span class="_ _21"></span>u <span class="_ _21"></span>wyraźnie wz<span class="_ _21"></span>rasta poziom </div><div class="t m0 x5 hb y2e7 ff6 fs4 fc0 sc0 ls0 ws0">zatrudnienia w spółkach<span class="_ _21"></span> budowlanych, który o<span class="_ _21"></span>dbywa się<span class="_ _21"></span><span class="ff5"> </span>równolegle do roz<span class="_ _21"></span>woju skali działalności Gr<span class="_ _21"></span>upy. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2e8 ff6 fs4 fc0 sc0 ls0 ws0">Z <span class="_ _29"></span>uwagi <span class="_ _29"> </span>na <span class="_ _2a"> </span>projektowy <span class="_ _29"></span>charak<span class="_ _21"></span>ter <span class="_ _29"></span>pracy, <span class="_ _29"> </span>pracown<span class="_ _21"></span>ikom <span class="_ _29"></span>przys<span class="_ _21"></span>ługują <span class="_ _29"></span>dodatki, <span class="_ _29"></span>np.<span class="_ _21"></span> <span class="_ _29"></span>za <span class="_ _29"></span>rozłąkę <span class="_ _29"> </span>w <span class="_ _29"> </span>prz<span class="_ _21"></span>ypadku </div><div class="t m0 x5 hb y2e9 ff6 fs4 fc0 sc0 ls0 ws0">długotrwałych <span class="_ _25"></span>deleg<span class="_ _21"></span>acji. <span class="_ _25"></span>Dodatkowo <span class="_ _25"></span>w <span class="_ _24"></span>przypadku <span class="_ _25"></span>sp<span class="_ _21"></span>ółki <span class="_ _25"></span>KOBYLAR<span class="_ _21"></span>NIA <span class="_ _25"></span>S.A. <span class="_ _25"></span>prac<span class="_ _21"></span>ownicy <span class="_ _25"></span>mają <span class="_ _25"></span>możl<span class="_ _21"></span>iwość </div><div class="t m0 x5 hb y2ea ff5 fs4 fc0 sc0 ls0 ws0">skorzystani<span class="ff6">a <span class="_ _21"></span>z <span class="_ _21"></span>wynajętych <span class="_ _21"></span>przez <span class="_ _21"></span>firmę <span class="_ _21"></span>obiektów <span class="_ _21"></span>sportowych <span class="_ _21"></span>i <span class="_ _21"></span>wziąć u<span class="_ _21"></span>dział w <span class="_ _21"></span>zaję<span class="_ _21"></span>ciach ty<span class="_ _21"></span>pu: cross<span class="_ _21"></span>fit, piłka </span></div><div class="t m0 x5 hb y2eb ff6 fs4 fc0 sc0 ls0 ws0">nożna, koszykówka, kol<span class="_ _21"></span>arstwo czy triathlon. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2ec ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _21"></span>GK <span class="_ _21"></span>M<span class="_ _21"></span>IRBUD <span class="_ _21"></span>n<span class="_ _21"></span>ie <span class="_ _21"></span>zosta<span class="_ _21"></span>ły <span class="_ _21"></span>zawiązane <span class="_ _25"></span>związki <span class="_ _21"></span>zaw<span class="_ _21"></span>odowe <span class="_ _21"></span>i <span class="_ _25"></span>pracownicy <span class="_ _25"></span>nie <span class="_ _21"></span>są <span class="_ _25"></span>objęci <span class="_ _25"></span>zbiorowym <span class="_ _21"></span>układ<span class="_ _21"></span>em </div><div class="t m0 x5 hb y2ed ff5 fs4 fc0 sc0 ls0 ws0">pracy.  </div><div class="t m0 x5 h14 y2ee ff1 fs7 fc0 sc0 ls0 ws0">4.1. Struktura zatru<span class="_ _21"></span>dnienia </div><div class="t m0 x5 ha y2ef ff1 fs4 fc4 sc0 ls0 ws0">GRI 102-8 </div><div class="t m0 x5 hb y2f0 ff6 fs4 fc0 sc0 ls0 ws0">Zatrudnienie <span class="_ _21"></span>w <span class="_ _25"></span>Grupie <span class="_ _21"></span>K<span class="_ _21"></span>apitałowej <span class="_ _25"></span>MIRBUD <span class="_ _21"></span>rośni<span class="_ _21"></span>e <span class="_ _21"></span>i <span class="_ _21"></span>w<span class="_ _21"></span> <span class="_ _21"></span>2021 <span class="_ _21"></span>roku <span class="_ _25"></span>było <span class="_ _21"></span>na <span class="_ _25"></span>rekordowo <span class="_ _25"></span>wysokim <span class="_ _21"></span>poziom<span class="_ _21"></span>ie <span class="_ _24"></span><span class="ff5">- </span></div><div class="t m0 x5 hb y2f1 ff6 fs4 fc0 sc0 ls0 ws0">łącznie z kontraktorami <span class="_ _21"></span>to 1001 osób.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 he y2f2 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Zatrudnie<span class="_ _0"></span>nie w Gr<span class="_ _0"></span>upie Ka<span class="_ _0"></span>pitałowej MIRBU<span class="_ _0"></span>D w podz<span class="_ _0"></span>iale na płeć*<span class="ff1"> </span></div></div><div class="c x5 y55 w20 h34"><div class="t m0 x8 h35 y2f3 ff5 fsa fc3 sc0 ls0 ws0">  </div></div><div class="c x9c y55 w21 h34"><div class="t m0 x9d h36 y2f3 ff1 fsa fc3 sc0 ls22 ws0">2020<span class="ls0"> </span></div></div><div class="c x5a y55 w22 h34"><div class="t m0 x9e h36 y2f3 ff1 fsa fc3 sc0 ls0 ws0"> </div></div><div class="c x9f y55 w23 h34"><div class="t m0 xa0 h36 y2f3 ff1 fsa fc3 sc0 ls22 ws0">2021<span class="ls0"> </span></div></div><div class="c xa1 y55 w24 h34"><div class="t m0 x9e h36 y2f3 ff1 fsa fc3 sc0 ls0 ws0"> </div></div><div class="c x5 y2f4 w20 h34"><div class="t m0 x8 h35 y2f3 ff5 fsa fc0 sc0 ls0 ws0">  </div></div><div class="c x9c y2f4 w25 h34"><div class="t m0 x33 h35 y2f3 ff5 fsa fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x6c y2f4 w26 h34"><div class="t m0 x48 h35 y2f3 ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff5"> </span></div></div><div class="c x76 y2f4 w27 h34"><div class="t m0 x1c h35 y2f3 ff6 fsa fc0 sc0 ls0 ws0">Łącznie<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5a y2f4 w22 h34"><div class="t m0 x11 h35 y2f3 ff5 fsa fc0 sc0 ls0 ws0">Kobiety<span class="_ _0"></span> </div></div><div class="c x9f y2f4 w23 h34"><div class="t m0 xa2 h35 y2f3 ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff5"> </span></div></div><div class="c xa1 y2f4 w24 h34"><div class="t m0 xa0 h35 y2f3 ff6 fsa fc0 sc0 ls0 ws0">Łącznie<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5 y2f5 w20 h34"><div class="t m0 x8 h36 y2f3 ff1 fsa fc0 sc0 ls0 ws0">MIRBUD S<span class="_ _0"></span>.A. </div></div><div class="c x9c y2f5 w25 h34"><div class="t m0 x26 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">82<span class="ls0"> </span></div></div><div class="c x6c y2f5 w26 h34"><div class="t m0 x11 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">295<span class="ls0"> </span></div></div><div class="c x76 y2f5 w27 h34"><div class="t m0 x16 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">377<span class="ls0"> </span></div></div><div class="c x5a y2f5 w22 h34"><div class="t m0 x8e h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">104<span class="ls0"> </span></div></div><div class="c x9f y2f5 w23 h34"><div class="t m0 x13 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">323<span class="ls0"> </span></div></div><div class="c xa1 y2f5 w24 h34"><div class="t m0 x8e h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">427<span class="ls0"> </span></div></div><div class="c x5 y2f7 w20 h34"><div class="t m0 x8 h36 y2f3 ff1 fsa fc0 sc0 ls0 ws0">KOBYLA<span class="_ _0"></span>RNIA S.<span class="_ _0"></span>A. </div></div><div class="c x9c y2f7 w25 h34"><div class="t m0 x26 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">52<span class="ls0"> </span></div></div><div class="c x6c y2f7 w26 h34"><div class="t m0 x11 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">197<span class="ls0"> </span></div></div><div class="c x76 y2f7 w27 h34"><div class="t m0 x16 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">249<span class="ls0"> </span></div></div><div class="c x5a y2f7 w22 h34"><div class="t m0 x19 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">78<span class="ls0"> </span></div></div><div class="c x9f y2f7 w23 h34"><div class="t m0 x13 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">233<span class="ls0"> </span></div></div><div class="c xa1 y2f7 w24 h34"><div class="t m0 x8e h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">311<span class="ls0"> </span></div></div><div class="c x5 y2f8 w20 h34"><div class="t m0 x8 h36 y2f3 ff1 fsa fc0 sc0 ls0 ws0">JHM DEVE<span class="_ _0"></span>LOPME<span class="_ _0"></span>NT S.A. </div></div><div class="c x9c y2f8 w25 h34"><div class="t m0 x26 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">16<span class="ls0"> </span></div></div><div class="c x6c y2f8 w26 h34"><div class="t m0 x7f h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c x76 y2f8 w27 h34"><div class="t m0 x8e h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">26<span class="ls0"> </span></div></div><div class="c x5a y2f8 w22 h34"><div class="t m0 x19 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">19<span class="ls0"> </span></div></div><div class="c x9f y2f8 w23 h34"><div class="t m0 x8e h35 y2f6 ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xa1 y2f8 w24 h34"><div class="t m0 x19 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">28<span class="ls0"> </span></div></div><div class="c x5 y2f9 w20 h37"><div class="t m0 x8 h36 y2fa ff1 fsa fc0 sc0 ls0 ws0">MARYWILS<span class="_ _0"></span>KA 44 <span class="_ _0"></span>Sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x9c y2f9 w25 h37"><div class="t m0 xa3 h35 y2fa ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x6c y2f9 w26 h37"><div class="t m0 x16 h35 y2fa ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x76 y2f9 w27 h37"><div class="t m0 x8e h35 y2fa ff5 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c x5a y2f9 w22 h37"><div class="t m0 x19 h35 y2fa ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c x9f y2f9 w23 h37"><div class="t m0 x8e h35 y2fa ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xa1 y2f9 w24 h37"><div class="t m0 x19 h35 y2fa ff5 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c x5 y2fb w20 h38"><div class="t m0 x8 h10 y2fc ff1 fsa fc0 sc0 ls0 ws0">Razem GK<span class="_ _0"></span> MIRBU<span class="_ _0"></span>D<span class="ff5 fs6">*</span> </div></div><div class="c x9c y2fb w25 h38"><div class="t m0 x24 h36 y119 ff1 fsa fc0 sc0 ls22 ws0">159<span class="ls0"> </span></div></div><div class="c x6c y2fb w26 h38"><div class="t m0 x11 h36 y119 ff1 fsa fc0 sc0 ls22 ws0">504<span class="ls0"> </span></div></div><div class="c x76 y2fb w27 h38"><div class="t m0 x16 h36 y119 ff1 fsa fc0 sc0 ls22 ws0">663<span class="ls0"> </span></div></div><div class="c x5a y2fb w22 h38"><div class="t m0 x8e h36 y119 ff1 fsa fc0 sc0 ls22 ws0">211<span class="ls0"> </span></div></div><div class="c x9f y2fb w23 h38"><div class="t m0 x13 h36 y119 ff1 fsa fc0 sc0 ls22 ws0">567<span class="ls0"> </span></div></div><div class="c xa1 y2fb w24 h38"><div class="t m0 x8e h36 y2fd ff1 fsa fc0 sc0 ls22 ws0">778<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y2df ff6 fs6 fc0 sc0 ls0 ws0">*Pracownicy zatrudnieni bezpośrednio, bez k<span class="_ _21"></span>ontra<span class="_ _0"></span>ktorów. Osoby samozatrudnione wykonują prace z<span class="_ _21"></span> zakresu <span class="_ _21"></span>usług niezależnych w </div><div class="t m0 x5 h10 y2fe ff6 fs6 fc0 sc0 ls0 ws0">obszarze utr<span class="_ _0"></span>zymania czysto<span class="_ _0"></span>ści biura, ochron<span class="_ _0"></span>y osób i<span class="_ _0"></span> mienia, obsługi <span class="_ _0"></span>technicznej.<span class="ff5"> </span></div><div class="t m0 x5 h10 y2ff ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h10 y300 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h10 y301 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">25<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y9f ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Zatrudnie<span class="_ _0"></span>nie w Gr<span class="_ _0"></span>upie Ka<span class="_ _0"></span>pitałowej MIRBU<span class="_ _0"></span>D<span class="ff1"> w podziale n<span class="_ _0"></span>a wiek<span class="ff5"> </span></span></div></div><div class="c x4c y302 w28 h39"><div class="t m0 x8 h35 y303 ff5 fsa fc3 sc0 ls0 ws0">  </div></div><div class="c xa4 y302 w29 h39"><div class="t m0 x43 h36 y303 ff1 fsa fc3 sc0 ls22 ws0">2020<span class="ls0"> </span></div></div><div class="c xa5 y302 w2a h39"><div class="t m0 x92 h36 y303 ff1 fsa fc3 sc0 ls22 ws0">2021<span class="ls0"> </span></div></div><div class="c x4c y304 w2b h3a"><div class="t m0 x8 h36 y303 ff1 fsa fc0 sc0 ls0 ws0">MIRBUD S<span class="_ _0"></span>.A. </div></div><div class="c x76 y304 w2c h3a"><div class="t m0 xa6 h36 y27f ff1 fsa fc0 sc0 ls22 ws0">377<span class="ls0"> </span></div></div><div class="c xa7 y304 w2d h3a"><div class="t m0 xa8 h36 y27f ff1 fsa fc0 sc0 ls22 ws0">427<span class="ls0"> </span></div></div><div class="c x4c y305 w2b h3a"><div class="t m0 x8 h35 y303 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30<span class="ff5"> </span></div></div><div class="c x76 y305 w2c h3a"><div class="t m0 xa9 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">56<span class="ls0"> </span></div></div><div class="c xa7 y305 w2d h3a"><div class="t m0 xa6 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">76<span class="ls0"> </span></div></div><div class="c x4c y307 w2b h3a"><div class="t m0 x8 h35 y303 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-<span class="ls23">50</span> </div></div><div class="c x76 y307 w2c h3a"><div class="t m0 xa6 h35 y27f ff5 fsa fc0 sc0 ls22 ws0">207<span class="ls0"> </span></div></div><div class="c xa7 y307 w2d h3a"><div class="t m0 xa8 h35 y27f ff5 fsa fc0 sc0 ls22 ws0">244<span class="ls0"> </span></div></div><div class="c x4c y308 w2b h3a"><div class="t m0 x8 h35 y303 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50<span class="ff5"> </span></div></div><div class="c x76 y308 w2c h3a"><div class="t m0 xa6 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">114<span class="ls0"> </span></div></div><div class="c xa7 y308 w2d h3a"><div class="t m0 xa8 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">107<span class="ls0"> </span></div></div><div class="c x4c y309 w2b h3b"><div class="t m0 x8 h36 y30a ff1 fsa fc0 sc0 ls0 ws0">KOBYLA<span class="_ _0"></span>RNIA S.<span class="_ _0"></span>A. </div></div><div class="c x76 y309 w2c h3b"><div class="t m0 xa6 h36 y27f ff1 fsa fc0 sc0 ls22 ws0">249<span class="ls0"> </span></div></div><div class="c xa7 y309 w2d h3b"><div class="t m0 xa8 h36 y27f ff1 fsa fc0 sc0 ls22 ws0">311<span class="ls0"> </span></div></div><div class="c x4c y30b w2b h3a"><div class="t m0 x8 h36 y303 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30<span class="ff1"> </span></div></div><div class="c x76 y30b w2c h3a"><div class="t m0 xa9 h36 y306 ff5 fsa fc0 sc0 ls22 ws0">26<span class="ff1 ls0"> </span></div></div><div class="c xa7 y30b w2d h3a"><div class="t m0 xa6 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">46<span class="ls0"> </span></div></div><div class="c x4c y30c w2b h3a"><div class="t m0 x8 h36 y303 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-<span class="ls23">50</span><span class="ff1"> </span></div></div><div class="c x76 y30c w2c h3a"><div class="t m0 xa6 h36 y306 ff5 fsa fc0 sc0 ls22 ws0">165<span class="ff1 ls0"> </span></div></div><div class="c xa7 y30c w2d h3a"><div class="t m0 xa8 h35 y306 ff5 fsa fc0 sc0 ls22 ws0">202<span class="ls0"> </span></div></div><div class="c x4c y30d w2b h3a"><div class="t m0 x8 h36 y303 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50<span class="ff1"> </span></div></div><div class="c x76 y30d w2c h3a"><div class="t m0 xa9 h36 y27f ff5 fsa fc0 sc0 ls22 ws0">58<span class="ff1 ls0"> </span></div></div><div class="c xa7 y30d w2d h3a"><div class="t m0 xa6 h35 y27f ff5 fsa fc0 sc0 ls22 ws0">63<span class="ls0"> </span></div></div><div class="c x4c y30e w2b h3a"><div class="t m0 x8 h36 y303 ff1 fsa fc0 sc0 ls0 ws0">JHM DEVE<span class="_ _0"></span>LOPME<span class="_ _0"></span>NT S.A. </div></div><div class="c x76 y30e w2c h3a"><div class="t m0 xa9 h36 y306 ff1 fsa fc0 sc0 ls22 ws0">26<span class="ls0"> </span></div></div><div class="c xa7 y30e w2d h3a"><div class="t m0 xa6 h36 y306 ff1 fsa fc0 sc0 ls22 ws0">28<span class="ls0"> </span></div></div><div class="c x4c y30f w2b h3a"><div class="t m0 x8 h35 y303 ff5 fsa fc0 sc0 ls0 ws0">wiek <span class="ff6">poniże<span class="_ _0"></span>j 30<span class="ff5"> </span></span></div></div><div class="c x76 y30f w2c h3a"><div class="t m0 xaa h35 y27f ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xa7 y30f w2d h3a"><div class="t m0 xab h35 y27f ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x4c y310 w2b h39"><div class="t m0 x8 h35 y311 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-<span class="ls23">50</span> </div></div><div class="c x76 y310 w2c h39"><div class="t m0 xa9 h35 y312 ff5 fsa fc0 sc0 ls22 ws0">18<span class="ls0"> </span></div></div><div class="c xa7 y310 w2d h39"><div class="t m0 xa6 h35 y312 ff5 fsa fc0 sc0 ls22 ws0">20<span class="ls0"> </span></div></div><div class="c x4c y313 w2b h3a"><div class="t m0 x8 h35 y303 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50<span class="ff5"> </span></div></div><div class="c x76 y313 w2c h3a"><div class="t m0 xaa h35 y306 ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c xa7 y313 w2d h3a"><div class="t m0 xab h35 y306 ff5 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x4c y314 w2b h3c"><div class="t m0 x8 h36 y315 ff1 fsa fc0 sc0 ls0 ws0">MARYWILS<span class="_ _0"></span>KA 44 <span class="_ _0"></span>Sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x76 y314 w2c h3c"><div class="t m0 xa9 h36 y315 ff1 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c xa7 y314 w2d h3c"><div class="t m0 xa6 h36 y315 ff1 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c x4c y316 w2b h3c"><div class="t m0 x8 h35 y315 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30<span class="ff5"> </span></div></div><div class="c x76 y316 w2c h3c"><div class="t m0 xaa h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y316 w2d h3c"><div class="t m0 xab h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y317 w2b h3c"><div class="t m0 x8 h35 y315 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-<span class="ls23">50</span> </div></div><div class="c x76 y317 w2c h3c"><div class="t m0 xaa h35 y315 ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c xa7 y317 w2d h3c"><div class="t m0 xab h35 y315 ff5 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x4c y318 w2b h3c"><div class="t m0 x8 h35 y315 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50<span class="ff5"> </span></div></div><div class="c x76 y318 w2c h3c"><div class="t m0 xaa h35 y315 ff5 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c xa7 y318 w2d h3c"><div class="t m0 xab h35 y315 ff5 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x4c y319 w2b h3c"><div class="t m0 x8 h36 y315 ff1 fsa fc0 sc0 ls0 ws0">Razem GK<span class="_ _0"></span> MIRBU<span class="_ _0"></span>D </div></div><div class="c x76 y319 w2c h3c"><div class="t m0 xa6 h36 y315 ff1 fsa fc0 sc0 ls22 ws0">663<span class="ls0"> </span></div></div><div class="c xa7 y319 w2d h3c"><div class="t m0 xa8 h36 y315 ff1 fsa fc0 sc0 ls22 ws0">778<span class="ls0"> </span></div></div><div class="c x4c y31a w2b h3d"><div class="t m0 x8 h35 y31b ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30<span class="ff5"> </span></div></div><div class="c x76 y31a w2c h3d"><div class="t m0 xa9 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">84<span class="ls0"> </span></div></div><div class="c xa7 y31a w2d h3d"><div class="t m0 xa8 h35 y2f6 ff5 fsa fc0 sc0 ls22 ws0">123<span class="ls0"> </span></div></div><div class="c x4c y31c w2b h37"><div class="t m0 x8 h35 y2fa ff5 fsa fc0 sc0 ls0 ws0">wiek 30-<span class="ls23">50</span> </div></div><div class="c x76 y31c w2c h37"><div class="t m0 xa6 h35 y2fa ff5 fsa fc0 sc0 ls22 ws0">396<span class="ls0"> </span></div></div><div class="c xa7 y31c w2d h37"><div class="t m0 xa8 h35 y2fa ff5 fsa fc0 sc0 ls22 ws0">471<span class="ls0"> </span></div></div><div class="c x4c y2be w2b h3c"><div class="t m0 x8 h35 y315 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50<span class="ff5"> </span></div></div><div class="c x76 y2be w2c h3c"><div class="t m0 xa6 h35 y315 ff5 fsa fc0 sc0 ls22 ws0">183<span class="ls0"> </span></div></div><div class="c xa7 y2be w2d h3c"><div class="t m0 xa8 h35 y315 ff5 fsa fc0 sc0 ls22 ws0">184<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y31d ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y31e ff6 fs4 fc0 sc0 ls0 ws0">We <span class="_ _25"></span>wszys<span class="_ _21"></span>tkich <span class="_ _25"></span>spółkach <span class="_ _25"></span>G<span class="_ _21"></span>rupy <span class="_ _25"></span>Kapitałowej<span class="_ _21"></span> <span class="_ _25"></span>MIRBUD<span class="_ _21"></span> <span class="_ _25"></span>przeważaj<span class="_ _21"></span>ą <span class="_ _25"></span>umowy <span class="_ _25"></span>o <span class="_ _24"></span>prac<span class="_ _21"></span>ę, <span class="_ _25"></span>zatrudnienie<span class="_ _21"></span> <span class="_ _25"></span>na <span class="_ _25"></span>pełny </div><div class="t m0 x5 hb y31f ff6 fs4 fc0 sc0 ls0 ws0">etat, na czas nieokreśl<span class="_ _21"></span>ony. <span class="ff5"> </span></div><div class="t m0 x5 he y320 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Zatrudnie<span class="_ _0"></span>nie w Gr<span class="_ _0"></span>upie Ka<span class="_ _0"></span>pitałowej MIRBU<span class="_ _0"></span>D w podz<span class="_ _0"></span>iale na formę<span class="_ _0"></span> i rodzaj zatru<span class="_ _0"></span>dnienia*<span class="ff5"> </span></div></div><div class="c x5 y321 w2e h3e"><div class="t m0 xac h35 y6b ff5 fsa fc3 sc0 ls0 ws0">  </div></div><div class="c x62 y321 w2f h3e"><div class="t m0 xad h36 y6b ff1 fsa fc3 sc0 ls22 ws0">2020<span class="ls0"> </span></div></div><div class="c xae y321 w30 h3e"><div class="t m0 xaf h36 y6b ff1 fsa fc3 sc0 ls22 ws0">2021<span class="ls0"> </span></div></div><div class="c x5 yf1 w2e h3f"><div class="t m0 x8 h35 y322 ff5 fsa fc3 sc0 ls0 ws0"> </div></div><div class="c x62 yf1 w31 h3f"><div class="t m0 x49 h36 y323 ff1 fsa fc3 sc0 ls0 ws0">Kobiety </div></div><div class="c x58 yf1 w32 h3f"><div class="t m0 x8 h36 y323 ff4 fsa fc3 sc0 ls0 ws0">Mężczyź<span class="_ _0"></span>ni<span class="ff1"> </span></div></div><div class="c xb0 yf1 w33 h3f"><div class="t m0 x88 h36 y323 ff4 fsa fc3 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c xae yf1 w34 h3f"><div class="t m0 xa2 h36 y323 ff1 fsa fc3 sc0 ls0 ws0">Kobiety </div></div><div class="c xb1 yf1 w35 h3f"><div class="t m0 x24 h36 y323 ff4 fsa fc3 sc0 ls0 ws0">Mężczyź<span class="_ _0"></span>ni<span class="ff1"> </span></div></div><div class="c xb2 yf1 w36 h3f"><div class="t m0 xa3 h36 y323 ff4 fsa fc3 sc0 ls0 ws0">Łącznie<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5 y324 w37 h40"><div class="t m0 x4e h36 y325 ff1 fsa fc0 sc0 ls0 ws0">MIRBUD S<span class="_ _0"></span>.A. </div></div><div class="c x62 y324 w2f h40"><div class="t m0 x95 h36 y325 ff1 fsa fc0 sc0 ls22 ws0">377<span class="ls0"> </span></div></div><div class="c xae y324 w30 h40"><div class="t m0 xb3 h36 y325 ff1 fsa fc0 sc0 ls22 ws0">427<span class="ls0"> </span></div></div><div class="c x5 y326 w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s określony<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x62 y326 w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">34<span class="ls0"> </span></div></div><div class="c x58 y326 w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">131<span class="ls0"> </span></div></div><div class="c xb0 y326 w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">165<span class="ls0"> </span></div></div><div class="c xae y326 w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">58<span class="ls0"> </span></div></div><div class="c xb1 y326 w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">150<span class="ls0"> </span></div></div><div class="c xb2 y326 w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">208<span class="ls0"> </span></div></div><div class="c x5 y327 w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s nieokreślony<span class="ff5"> </span></div></div><div class="c x62 y327 w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">48<span class="ls0"> </span></div></div><div class="c x58 y327 w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">164<span class="ls0"> </span></div></div><div class="c xb0 y327 w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">212<span class="ls0"> </span></div></div><div class="c xae y327 w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">46<span class="ls0"> </span></div></div><div class="c xb1 y327 w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">173<span class="ls0"> </span></div></div><div class="c xb2 y327 w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">219<span class="ls0"> </span></div></div><div class="c x5 y328 w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni pełny <span class="_ _21"></span>etat<span class="ff5"> </span></div></div><div class="c x62 y328 w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">76<span class="ls0"> </span></div></div><div class="c x58 y328 w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">284<span class="ls0"> </span></div></div><div class="c xb0 y328 w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">360<span class="ls0"> </span></div></div><div class="c xae y328 w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">50<span class="ls0"> </span></div></div><div class="c xb1 y328 w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">357<span class="ls0"> </span></div></div><div class="c xb2 y328 w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">407<span class="ls0"> </span></div></div><div class="c x5 y329 w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni niepeł<span class="_ _21"></span>ny etat<span class="ff5"> </span></div></div><div class="c x62 y329 w31 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c x58 y329 w32 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c xb0 y329 w33 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">17<span class="ls0"> </span></div></div><div class="c xae y329 w34 h3f"><div class="t m0 x7f h35 y323 ff5 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c xb1 y329 w35 h3f"><div class="t m0 x1b h35 y323 ff5 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c xb2 y329 w36 h3f"><div class="t m0 x8e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">20<span class="ls0"> </span></div></div><div class="c x5 y32a w37 h3f"><div class="t m0 x1f h1a y323 ff5 fs9 fc0 sc0 ls0 ws0">samozatrudnieni<span class="_ _21"></span> </div></div><div class="c x62 y32a w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">14<span class="ls0"> </span></div></div><div class="c x58 y32a w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">110<span class="ls0"> </span></div></div><div class="c xb0 y32a w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">124<span class="ls0"> </span></div></div><div class="c xae y32a w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">15<span class="ls0"> </span></div></div><div class="c xb1 y32a w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">122<span class="ls0"> </span></div></div><div class="c xb2 y32a w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">137<span class="ls0"> </span></div></div><div class="c x5 y32b w37 h41"><div class="t m0 x8f h36 y323 ff1 fsa fc0 sc0 ls0 ws0">KOBYLA<span class="_ _0"></span>RNIA S.<span class="_ _0"></span>A.<span class="ff5 fs9"> </span></div></div><div class="c x62 y32b w2f h41"><div class="t m0 x95 h36 y323 ff1 fsa fc0 sc0 ls22 ws0">249<span class="ff5 ls0"> </span></div></div><div class="c xae y32b w30 h41"><div class="t m0 xb3 h36 y323 ff1 fsa fc0 sc0 ls22 ws0">311<span class="ls0"> </span></div></div><div class="c x5 y32c w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s określony<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x62 y32c w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">22<span class="ls0"> </span></div></div><div class="c x58 y32c w32 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">53<span class="ls0"> </span></div></div><div class="c xb0 y32c w33 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">75<span class="ls0"> </span></div></div><div class="c xae y32c w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">42<span class="ls0"> </span></div></div><div class="c xb1 y32c w35 h3f"><div class="t m0 x1b h35 y323 ff5 fsa fc0 sc0 ls22 ws0">97<span class="ls0"> </span></div></div><div class="c xb2 y32c w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">139<span class="ls0"> </span></div></div><div class="c x5 y32d w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s nieokreślony<span class="ff5"> </span></div></div><div class="c x62 y32d w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">30<span class="ls0"> </span></div></div><div class="c x58 y32d w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">144<span class="ls0"> </span></div></div><div class="c xb0 y32d w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">174<span class="ls0"> </span></div></div><div class="c xae y32d w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">36<span class="ls0"> </span></div></div><div class="c xb1 y32d w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">136<span class="ls0"> </span></div></div><div class="c xb2 y32d w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">172<span class="ls0"> </span></div></div><div class="c x5 y32e w37 h3f"><div class="t m0 x1f h1a y323 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na p<span class="_ _21"></span>ełny etat<span class="ff5"> </span></div></div><div class="c x62 y32e w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">49<span class="ls0"> </span></div></div><div class="c x58 y32e w32 h3f"><div class="t m0 x1c h35 y323 ff5 fsa fc0 sc0 ls22 ws0">195<span class="ls0"> </span></div></div><div class="c xb0 y32e w33 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">244<span class="ls0"> </span></div></div><div class="c xae y32e w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">76<span class="ls0"> </span></div></div><div class="c xb1 y32e w35 h3f"><div class="t m0 x16 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">231<span class="ls0"> </span></div></div><div class="c xb2 y32e w36 h3f"><div class="t m0 xb4 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">307<span class="ls0"> </span></div></div><div class="c x5 y32f w37 h3f"><div class="t m0 x1f h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">zatrudnieni na <span class="ff6">ni<span class="_ _21"></span>epełny etat</span> </div></div><div class="c x62 y32f w31 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x58 y32f w32 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb0 y32f w33 h3f"><div class="t m0 x1d h35 y323 ff5 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c xae y32f w34 h3f"><div class="t m0 x7f h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb1 y32f w35 h3f"><div class="t m0 x52 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb2 y32f w36 h3f"><div class="t m0 x19 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x5 y330 w37 h3f"><div class="t m0 x1f h1a y331 ff5 fs9 fc0 sc0 ls0 ws0">samozatrudnieni<span class="_ _21"></span> </div></div><div class="c x62 y330 w31 h3f"><div class="t m0 xa0 h35 y332 ff5 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x58 y330 w32 h3f"><div class="t m0 xa0 h35 y332 ff5 fsa fc0 sc0 ls22 ws0">38<span class="ls0"> </span></div></div><div class="c xb0 y330 w33 h3f"><div class="t m0 x13 h35 y332 ff5 fsa fc0 sc0 ls22 ws0">45<span class="ls0"> </span></div></div><div class="c xae y330 w34 h3f"><div class="t m0 x7f h35 y332 ff5 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c xb1 y330 w35 h3f"><div class="t m0 x1b h35 y332 ff5 fsa fc0 sc0 ls22 ws0">57<span class="ls0"> </span></div></div><div class="c xb2 y330 w36 h3f"><div class="t m0 x8e h35 y332 ff5 fsa fc0 sc0 ls22 ws0">62<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">26<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y333 w37 h42"><div class="t m0 x19 h36 y334 ff1 fsa fc0 sc0 ls0 ws0">JHM DEVE<span class="_ _0"></span>LOPME<span class="_ _0"></span>NT S.A. </div></div><div class="c x62 y333 w2f h42"><div class="t m0 xb5 h36 y335 ff1 fsa fc0 sc0 ls22 ws0">26<span class="ls0"> </span></div></div><div class="c xae y333 w30 h42"><div class="t m0 x4c h36 y335 ff1 fsa fc0 sc0 ls22 ws0">28<span class="ls0"> </span></div></div><div class="c x5 y336 w37 h41"><div class="t m0 x1f h1a y337 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s określony<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x62 y336 w31 h41"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x58 y336 w32 h41"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y336 w33 h41"><div class="t m0 x1d h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xae y336 w34 h41"><div class="t m0 x7f h35 y323 ff5 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c xb1 y336 w35 h41"><div class="t m0 x52 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb2 y336 w36 h41"><div class="t m0 x19 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x5 y338 w37 h3f"><div class="t m0 x1f h1a y31b ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s nieokreślony<span class="ff5"> </span></div></div><div class="c x62 y338 w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">14<span class="ls0"> </span></div></div><div class="c x58 y338 w32 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xb0 y338 w33 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">24<span class="ls0"> </span></div></div><div class="c xae y338 w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">15<span class="ls0"> </span></div></div><div class="c xb1 y338 w35 h3f"><div class="t m0 x52 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xb2 y338 w36 h3f"><div class="t m0 x8e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">24<span class="ls0"> </span></div></div><div class="c x5 y339 w37 h3f"><div class="t m0 x1f h1a y31b ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na p<span class="_ _21"></span>ełny etat<span class="ff5"> </span></div></div><div class="c x62 y339 w31 h3f"><div class="t m0 xa3 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">15<span class="ls0"> </span></div></div><div class="c x58 y339 w32 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xb0 y339 w33 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">25<span class="ls0"> </span></div></div><div class="c xae y339 w34 h3f"><div class="t m0 x11 h35 y323 ff5 fsa fc0 sc0 ls22 ws0">19<span class="ls0"> </span></div></div><div class="c xb1 y339 w35 h3f"><div class="t m0 x52 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xb2 y339 w36 h3f"><div class="t m0 x8e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">28<span class="ls0"> </span></div></div><div class="c x5 y33a w37 h3f"><div class="t m0 x1f h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">zatrudnieni na <span class="ff6">ni<span class="_ _21"></span>epełny etat</span> </div></div><div class="c x62 y33a w31 h3f"><div class="t m0 xa0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x58 y33a w32 h3f"><div class="t m0 x13 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y33a w33 h3f"><div class="t m0 x1d h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xae y33a w34 h3f"><div class="t m0 x7f h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb1 y33a w35 h3f"><div class="t m0 x52 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb2 y33a w36 h3f"><div class="t m0 x19 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5 y33b w37 h43"><div class="t m0 x1f h1a y33c ff5 fs9 fc0 sc0 ls0 ws0">samozatrudnieni<span class="_ _21"></span> </div></div><div class="c x62 y33b w31 h43"><div class="t m0 xa0 h35 y33d ff5 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x58 y33b w32 h43"><div class="t m0 x13 h35 y33d ff5 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c xb0 y33b w33 h43"><div class="t m0 x13 h35 y33d ff5 fsa fc0 sc0 ls22 ws0">13<span class="ls0"> </span></div></div><div class="c xae y33b w34 h43"><div class="t m0 x7f h35 y33d ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c xb1 y33b w35 h43"><div class="t m0 x1b h35 y33d ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xb2 y33b w36 h43"><div class="t m0 x8e h35 y33d ff5 fsa fc0 sc0 ls22 ws0">16<span class="ls0"> </span></div></div><div class="c x5 y33e w37 h44"><div class="t m0 x8e h36 y2fc ff1 fsa fc0 sc0 ls0 ws0">MARYWILS<span class="_ _0"></span>KA 44 <span class="_ _0"></span>Sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x62 y33e w2f h44"><div class="t m0 xb5 h36 y315 ff1 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c xae y33e w30 h44"><div class="t m0 x4c h36 y315 ff1 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c x5 y33f w37 h45"><div class="t m0 x1f h1a y340 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s określony<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x62 y33f w31 h45"><div class="t m0 xa0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x58 y33f w32 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y33f w33 h45"><div class="t m0 x1d h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xae y33f w34 h45"><div class="t m0 x7f h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xb1 y33f w35 h45"><div class="t m0 x52 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb2 y33f w36 h45"><div class="t m0 x19 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y151 w37 h45"><div class="t m0 x1f h1a y340 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na cza<span class="_ _21"></span>s nieokreślony<span class="ff5"> </span></div></div><div class="c x62 y151 w31 h45"><div class="t m0 xa0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x58 y151 w32 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb0 y151 w33 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xae y151 w34 h45"><div class="t m0 x7f h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xb1 y151 w35 h45"><div class="t m0 x52 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb2 y151 w36 h45"><div class="t m0 x8e h35 y2fc ff5 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c x5 y341 w37 h45"><div class="t m0 x1f h1a y340 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na p<span class="_ _21"></span>ełny etat<span class="ff5"> </span></div></div><div class="c x62 y341 w31 h45"><div class="t m0 xa0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x58 y341 w32 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb0 y341 w33 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls22 ws0">11<span class="ls0"> </span></div></div><div class="c xae y341 w34 h45"><div class="t m0 x11 h35 y2fc ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xb1 y341 w35 h45"><div class="t m0 x52 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb2 y341 w36 h45"><div class="t m0 x8e h35 y2fc ff5 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c x5 y342 w37 h44"><div class="t m0 x1f h1a y343 ff6 fs9 fc0 sc0 ls0 ws0">zatrudnieni na ni<span class="_ _21"></span>epełny etat<span class="ff5"> </span></div></div><div class="c x62 y342 w31 h44"><div class="t m0 xa0 h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y342 w32 h44"><div class="t m0 x13 h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y342 w33 h44"><div class="t m0 x1d h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xae y342 w34 h44"><div class="t m0 x7f h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb1 y342 w35 h44"><div class="t m0 x52 h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb2 y342 w36 h44"><div class="t m0 x19 h35 y315 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5 y344 w37 h45"><div class="t m0 x1f h1a y340 ff5 fs9 fc0 sc0 ls0 ws0">samozatrudnieni<span class="_ _21"></span> </div></div><div class="c x62 y344 w31 h45"><div class="t m0 xa0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x58 y344 w32 h45"><div class="t m0 x13 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c xb0 y344 w33 h45"><div class="t m0 x1d h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c xae y344 w34 h45"><div class="t m0 x7f h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb1 y344 w35 h45"><div class="t m0 x52 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c xb2 y344 w36 h45"><div class="t m0 x19 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x5 y345 w37 h30"><div class="t m0 xb6 h10 y65 ff1 fsa fc0 sc0 ls0 ws0">Razem GK<span class="_ _0"></span> MIRBU<span class="_ _0"></span>D<span class="ff5 fs6">*</span> </div></div><div class="c x62 y345 w2f h30"><div class="t m0 x95 h36 y65 ff1 fsa fc0 sc0 ls22 ws0">663<span class="ls0"> </span></div></div><div class="c xae y345 w30 h30"><div class="t m0 xb3 h36 y65 ff1 fsa fc0 sc0 ls22 ws0">778<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y346 ff6 fs6 fc0 sc0 ls0 ws0">*Pracownicy zatrudnieni bezpośrednio, bez k<span class="_ _21"></span>ontra<span class="_ _0"></span>ktorów. Osoby samozatrudnione wykonują prace z<span class="_ _21"></span> zakresu <span class="_ _21"></span>usług niezależnych w </div><div class="t m0 x5 hb y347 ff6 fs6 fc0 sc0 ls0 ws0">obszarze utr<span class="_ _0"></span>zymania czysto<span class="_ _0"></span>ści biura, ochron<span class="_ _0"></span>y osób i<span class="_ _0"></span> mienia, obsługi technicznej.<span class="ff5 fs4"> </span></div><div class="t m0 x5 hb y348 ff6 fs4 fc0 sc0 ls0 ws0">W całej Grupie tylko 1 osoba zatrudniona jes<span class="_ _21"></span>t na umowę o dzieło, a 8 osób na umowę zlecen<span class="_ _21"></span>ie. Przeważa </div><div class="t m0 x5 hb y349 ff6 fs4 fc0 sc0 ls0 ws0">zatrudnienie <span class="_ _2a"> </span>na <span class="_ _2a"> </span>pe<span class="_ _21"></span>łen <span class="_ _2a"> </span>etat, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>niepełnym <span class="_ _2a"> </span>wymi<span class="_ _21"></span>arze <span class="_ _2a"> </span>w <span class="_ _2a"> </span>sk<span class="_ _21"></span>ali <span class="_ _29"> </span>G<span class="_ _21"></span>rupy <span class="_ _2a"> </span>są <span class="_ _2a"> </span>24 <span class="_ _2a"> </span>osoby. <span class="_ _2a"> </span>Charak<span class="_ _21"></span>ter <span class="_ _2a"> </span>działalności </div><div class="t m0 x5 hb y34a ff5 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _27"></span>S.A. <span class="_ _27"></span>oraz <span class="_ _27"></span>KOB<span class="_ _21"></span>YLARNIA <span class="_ _27"></span>S.A. <span class="_ _27"></span>s<span class="_ _21"></span><span class="ff6">prawia, <span class="_ _27"></span>iż <span class="_ _27"></span>w <span class="_ _27"></span>obu <span class="_ _27"></span>spółkach <span class="_ _27"></span>p<span class="_ _21"></span>anuje <span class="_ _27"></span>duży <span class="_ _27"></span>odsetek <span class="_ _0"></span>osób <span class="_ _27"></span>świadczących </span></div><div class="t m0 x5 hb y34b ff6 fs4 fc0 sc0 ls0 ws0">usługi dla tych podmi<span class="_ _21"></span>otów na bazie samozatru<span class="_ _21"></span>dnienia. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y34c ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y34d ff4 fs7 fc0 sc0 ls9 ws0">4.2. Przyjęcia i od<span class="_ _21"></span>ejścia pr<span class="_ _21"></span>acowników<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 h15 y34e ff1 fs1 fc4 sc0 ls0 ws0">GRI: 401-1 </div><div class="t m0 x5 hb y34f ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _24"></span>2021 <span class="_ _29"></span>roku <span class="_ _24"></span>sytuacj<span class="_ _21"></span>a <span class="_ _24"></span>związana <span class="_ _29"></span>z <span class="_ _24"></span>fluk<span class="_ _21"></span>tuacją <span class="_ _24"></span>pracow<span class="_ _21"></span>ników <span class="_ _24"></span>w <span class="_ _24"></span>G<span class="_ _21"></span>rupie <span class="_ _24"></span>Kap<span class="_ _21"></span>itałowej <span class="_ _24"></span>MIRBUD <span class="_ _29"></span>była <span class="_ _2a"> </span><span class="ff5">stabilna, </span></div><div class="t m0 x5 hb y350 ff6 fs4 fc0 sc0 ls0 ws0">zarówno <span class="_ _25"></span>przyj<span class="_ _21"></span>ęcia <span class="_ _25"></span>jak <span class="_ _25"></span>i <span class="_ _25"></span>odejśc<span class="_ _21"></span>ia <span class="_ _25"></span>były <span class="_ _25"></span>zbalansowane. <span class="_ _25"></span>Wyjątek <span class="_ _24"></span>stanowią <span class="_ _25"></span>spółki <span class="_ _25"></span>bu<span class="_ _21"></span>dowlane <span class="_ _25"></span>MIRBUD <span class="_ _25"></span>S.A. <span class="_ _25"></span>i </div><div class="t m0 x5 hb y351 ff6 fs4 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _24"></span>S.A., <span class="_ _29"></span>gdzie <span class="_ _24"></span>nastąpił <span class="_ _24"></span>zn<span class="_ _21"></span>aczny <span class="_ _24"></span>wzrost <span class="_ _24"></span>z<span class="_ _21"></span>atrudnienia <span class="_ _24"></span>ze <span class="_ _24"></span>względu <span class="_ _24"></span>n<span class="_ _21"></span>a <span class="_ _25"></span>r<span class="_ _21"></span>ozwój <span class="_ _24"></span>skali <span class="_ _24"></span>działalnośc<span class="_ _21"></span>i </div><div class="t m0 x5 hb y352 ff6 fs4 fc0 sc0 ls0 ws0">spółki.<span class="ff5"> </span></div><div class="t m0 x5 he y52 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Przyjęc<span class="_ _0"></span>ia i odejśc<span class="_ _0"></span>ia pracowników w<span class="_ _0"></span> 2021 roku<span class="ff1"> </span></div></div><div class="c x5 y353 w38 h46"><div class="t m0 x8 h35 y354 ff5 fsa fc3 sc0 ls0 ws0"> </div></div><div class="c x2f y353 w39 h46"><div class="t m0 xb7 he y30a ff4 fs6 fc3 sc0 ls0 ws0">Przyjęcia pracown<span class="_ _0"></span>ików <span class="_ _0"></span><span class="ff1 fsa"> </span></div></div><div class="c xb8 y353 w3a h46"><div class="t m0 x4e he y30a ff4 fs6 fc3 sc0 ls0 ws0">Odejścia pracown<span class="_ _0"></span>ików<span class="ff1 fsa"> </span></div></div><div class="c x5 y355 w38 h46"><div class="t m0 x8 h35 y354 ff5 fsa fc3 sc0 ls0 ws0"> </div></div><div class="c x2f y355 w3b h46"><div class="t m0 x19 h36 y354 ff1 fsa fc3 sc0 ls22 ws0">2020<span class="ls0"> </span></div></div><div class="c x5e y355 w3c h46"><div class="t m0 xb9 h36 y354 ff1 fsa fc3 sc0 ls22 ws0">2021<span class="ls0"> </span></div></div><div class="c xb8 y355 w3d h46"><div class="t m0 xb6 h36 y354 ff1 fsa fc3 sc0 ls22 ws0">2020<span class="ls0"> </span></div></div><div class="c xba y355 w3e h46"><div class="t m0 xbb h36 y354 ff1 fsa fc3 sc0 ls22 ws0">2021<span class="ls0"> </span></div></div><div class="c x5 y356 w38 h46"><div class="t m0 x8 h36 y354 ff1 fsa fc0 sc0 ls0 ws0">MIRBUD S<span class="_ _0"></span>.A. </div></div><div class="c x2f y356 w3b h46"><div class="t m0 x27 h36 y323 ff1 fsa fc0 sc0 ls22 ws0">130<span class="ls0"> </span></div></div><div class="c x5e y356 w3c h46"><div class="t m0 xbc h36 y323 ff1 fsa fc0 sc0 ls22 ws0">132<span class="ls0"> </span></div></div><div class="c xb8 y356 w3d h46"><div class="t m0 xbd h36 y323 ff1 fsa fc0 sc0 ls22 ws0">54<span class="ls0"> </span></div></div><div class="c xba y356 w3e h46"><div class="t m0 xbe h36 y323 ff1 fsa fc0 sc0 ls22 ws0">75<span class="ls0"> </span></div></div><div class="c x5 y357 w38 h46"><div class="t m0 x8 h35 y354 ff5 fsa fc0 sc0 ls0 ws0">Kobiety<span class="_ _0"></span> </div></div><div class="c x2f y357 w3b h46"><div class="t m0 x9e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">32<span class="ls0"> </span></div></div><div class="c x5e y357 w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">40<span class="ls0"> </span></div></div><div class="c xb8 y357 w3d h46"><div class="t m0 xbd h35 y323 ff5 fsa fc0 sc0 ls22 ws0">17<span class="ls0"> </span></div></div><div class="c xba y357 w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">16<span class="ls0"> </span></div></div><div class="c x5 y358 w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff5"> </span></div></div><div class="c x2f y358 w3b h46"><div class="t m0 x9e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">98<span class="ls0"> </span></div></div><div class="c x5e y358 w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">92<span class="ls0"> </span></div></div><div class="c xb8 y358 w3d h46"><div class="t m0 xbd h35 y323 ff5 fsa fc0 sc0 ls22 ws0">37<span class="ls0"> </span></div></div><div class="c xba y358 w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">59<span class="ls0"> </span></div></div><div class="c x5 y359 w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30 lat<span class="ff5"> </span></div></div><div class="c x2f y359 w3b h46"><div class="t m0 x9e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">22<span class="ls0"> </span></div></div><div class="c x5e y359 w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">48<span class="ls0"> </span></div></div><div class="c xb8 y359 w3d h46"><div class="t m0 xbd h35 y323 ff5 fsa fc0 sc0 ls22 ws0">10<span class="ls0"> </span></div></div><div class="c xba y359 w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">21<span class="ls0"> </span></div></div><div class="c x5 y35a w38 h47"><div class="t m0 x8 h35 y35b ff5 fsa fc0 sc0 ls0 ws0">wiek 30-50 l<span class="_ _0"></span>at </div></div><div class="c x2f y35a w3b h47"><div class="t m0 x9e h35 y5d ff5 fsa fc0 sc0 ls22 ws0">90<span class="ls0"> </span></div></div><div class="c x5e y35a w3c h47"><div class="t m0 x2a h35 y5d ff5 fsa fc0 sc0 ls22 ws0">72<span class="ls0"> </span></div></div><div class="c xb8 y35a w3d h47"><div class="t m0 xbd h35 y5d ff5 fsa fc0 sc0 ls22 ws0">35<span class="ls0"> </span></div></div><div class="c xba y35a w3e h47"><div class="t m0 xbe h35 y5d ff5 fsa fc0 sc0 ls22 ws0">41<span class="ls0"> </span></div></div><div class="c x5 y35c w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50 la<span class="_ _0"></span>t<span class="ff5"> </span></div></div><div class="c x2f y35c w3b h46"><div class="t m0 x9e h35 y323 ff5 fsa fc0 sc0 ls22 ws0">18<span class="ls0"> </span></div></div><div class="c x5e y35c w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">12<span class="ls0"> </span></div></div><div class="c xb8 y35c w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xba y35c w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">13<span class="ls0"> </span></div></div><div class="c x5 y35d w38 h46"><div class="t m0 x8 h36 y354 ff1 fsa fc0 sc0 ls0 ws0">KOBYLA<span class="_ _0"></span>RNIA S.<span class="_ _0"></span>A. </div></div><div class="c x2f y35d w3b h46"><div class="t m0 x9e h36 y323 ff1 fsa fc0 sc0 ls22 ws0">63<span class="ls0"> </span></div></div><div class="c x5e y35d w3c h46"><div class="t m0 xbc h36 y323 ff1 fsa fc0 sc0 ls22 ws0">121<span class="ls0"> </span></div></div><div class="c xb8 y35d w3d h46"><div class="t m0 xbd h36 y323 ff1 fsa fc0 sc0 ls22 ws0">93<span class="ls0"> </span></div></div><div class="c xba y35d w3e h46"><div class="t m0 xbe h36 y323 ff1 fsa fc0 sc0 ls22 ws0">59<span class="ls0"> </span></div></div><div class="c x5 y35e w38 h46"><div class="t m0 x8 h36 y354 ff5 fsa fc0 sc0 ls0 ws0">Kobiety<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2f y35e w3b h46"><div class="t m0 x9e h36 y323 ff5 fsa fc0 sc0 ls22 ws0">21<span class="ff1 ls0"> </span></div></div><div class="c x5e y35e w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">21<span class="ls0"> </span></div></div><div class="c xb8 y35e w3d h46"><div class="t m0 xbd h36 y323 ff5 fsa fc0 sc0 ls22 ws0">14<span class="ff1 ls0"> </span></div></div><div class="c xba y35e w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x5 y35f w38 h46"><div class="t m0 x8 h36 y354 ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c x2f y35f w3b h46"><div class="t m0 x9e h36 y323 ff5 fsa fc0 sc0 ls22 ws0">42<span class="ff1 ls0"> </span></div></div><div class="c x5e y35f w3c h46"><div class="t m0 xbc h35 y323 ff5 fsa fc0 sc0 ls22 ws0">100<span class="ls0"> </span></div></div><div class="c xb8 y35f w3d h46"><div class="t m0 xbd h36 y323 ff5 fsa fc0 sc0 ls22 ws0">79<span class="ff1 ls0"> </span></div></div><div class="c xba y35f w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">51<span class="ls0"> </span></div></div><div class="c x5 y360 w38 h46"><div class="t m0 x8 h36 y361 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30 lat<span class="ff1"> </span></div></div><div class="c x2f y360 w3b h46"><div class="t m0 xc1 h36 y323 ff5 fsa fc0 sc0 ls0 ws0">4<span class="ff1"> </span></div></div><div class="c x5e y360 w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">28<span class="ls0"> </span></div></div><div class="c xb8 y360 w3d h46"><div class="t m0 xbf h36 y323 ff5 fsa fc0 sc0 ls0 ws0">9<span class="ff1"> </span></div></div><div class="c xba y360 w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">9 </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y362 w38 h46"><div class="t m0 x8 h36 y354 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-50 l<span class="_ _0"></span>at<span class="ff1"> </span></div></div><div class="c x2f y362 w3b h46"><div class="t m0 x9e h36 y323 ff5 fsa fc0 sc0 ls22 ws0">48<span class="ff1 ls0"> </span></div></div><div class="c x5e y362 w3c h46"><div class="t m0 x2a h35 y323 ff5 fsa fc0 sc0 ls22 ws0">80<span class="ls0"> </span></div></div><div class="c xb8 y362 w3d h46"><div class="t m0 xbd h36 y323 ff5 fsa fc0 sc0 ls22 ws0">61<span class="ff1 ls0"> </span></div></div><div class="c xba y362 w3e h46"><div class="t m0 xbe h35 y323 ff5 fsa fc0 sc0 ls22 ws0">32<span class="ls0"> </span></div></div><div class="c x5 y363 w38 h47"><div class="t m0 x8 h36 y364 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50 la<span class="_ _0"></span>t<span class="ff1"> </span></div></div><div class="c x2f y363 w3b h47"><div class="t m0 x9e h36 y365 ff5 fsa fc0 sc0 ls22 ws0">11<span class="ff1 ls0"> </span></div></div><div class="c x5e y363 w3c h47"><div class="t m0 x2a h35 y365 ff5 fsa fc0 sc0 ls22 ws0">13<span class="ls0"> </span></div></div><div class="c xb8 y363 w3d h47"><div class="t m0 xbd h36 y365 ff5 fsa fc0 sc0 ls22 ws0">23<span class="ff1 ls0"> </span></div></div><div class="c xba y363 w3e h47"><div class="t m0 xbe h35 y365 ff5 fsa fc0 sc0 ls22 ws0">18<span class="ls0"> </span></div></div><div class="c x5 y338 w38 h46"><div class="t m0 x8 h36 y354 ff1 fsa fc0 sc0 ls0 ws0">JHM DEVE<span class="_ _0"></span>LOPME<span class="_ _0"></span>NT S.A. </div></div><div class="c x2f y338 w3b h46"><div class="t m0 xc1 h36 y323 ff1 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x5e y338 w3c h46"><div class="t m0 xb6 h36 y323 ff1 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c xb8 y338 w3d h46"><div class="t m0 xbf h36 y323 ff1 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xba y338 w3e h46"><div class="t m0 xc0 h36 y323 ff1 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x5 y366 w38 h46"><div class="t m0 x8 h35 y354 ff5 fsa fc0 sc0 ls0 ws0">Kobiety<span class="_ _0"></span> </div></div><div class="c x2f y366 w3b h46"><div class="t m0 xc1 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x5e y366 w3c h46"><div class="t m0 xb6 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c xb8 y366 w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xba y366 w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y367 w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff5"> </span></div></div><div class="c x2f y367 w3b h46"><div class="t m0 xc1 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5e y367 w3c h46"><div class="t m0 xb6 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb8 y367 w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xba y367 w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y368 w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30 lat<span class="ff5"> </span></div></div><div class="c x2f y368 w3b h46"><div class="t m0 xc1 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y368 w3c h46"><div class="t m0 xb6 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xb8 y368 w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xba y368 w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5 y369 w38 h46"><div class="t m0 x8 h35 y354 ff5 fsa fc0 sc0 ls0 ws0">wiek 30-50 l<span class="_ _0"></span>at </div></div><div class="c x2f y369 w3b h46"><div class="t m0 xc1 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x5e y369 w3c h46"><div class="t m0 xb6 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xb8 y369 w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xba y369 w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x5 y36a w38 h46"><div class="t m0 x8 h35 y354 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50 la<span class="_ _0"></span>t<span class="ff5"> </span></div></div><div class="c x2f y36a w3b h46"><div class="t m0 xc1 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y36a w3c h46"><div class="t m0 xb6 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb8 y36a w3d h46"><div class="t m0 xbf h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xba y36a w3e h46"><div class="t m0 xc0 h35 y323 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5 y36b w38 h45"><div class="t m0 x8 h36 y36c ff1 fsa fc0 sc0 ls0 ws0">MARYWILS<span class="_ _0"></span>KA 44 <span class="_ _0"></span>Sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x2f y36b w3b h45"><div class="t m0 xc1 h36 y2fc ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5e y36b w3c h45"><div class="t m0 xb6 h36 y2fc ff1 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb8 y36b w3d h45"><div class="t m0 xbf h36 y2fc ff1 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xba y36b w3e h45"><div class="t m0 xc0 h36 y2fc ff1 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x5 y36d w38 h45"><div class="t m0 x8 h35 y36c ff5 fsa fc0 sc0 ls0 ws0">Kobiety<span class="_ _0"></span> </div></div><div class="c x2f y36d w3b h45"><div class="t m0 xc1 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5e y36d w3c h45"><div class="t m0 xb6 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xb8 y36d w3d h45"><div class="t m0 xbf h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xba y36d w3e h45"><div class="t m0 xc0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y36e w38 h45"><div class="t m0 x8 h35 y36c ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff5"> </span></div></div><div class="c x2f y36e w3b h45"><div class="t m0 xc1 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y36e w3c h45"><div class="t m0 xb6 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xb8 y36e w3d h45"><div class="t m0 xbf h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xba y36e w3e h45"><div class="t m0 xc0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y36f w38 h48"><div class="t m0 x8 h35 y65 ff6 fsa fc0 sc0 ls0 ws0">wiek poniże<span class="_ _0"></span>j 30 lat<span class="ff5"> </span></div></div><div class="c x2f y36f w3b h48"><div class="t m0 xc1 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y36f w3c h48"><div class="t m0 xb6 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb8 y36f w3d h48"><div class="t m0 xbf h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xba y36f w3e h48"><div class="t m0 xc0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5 y370 w38 h45"><div class="t m0 x8 h35 y36c ff5 fsa fc0 sc0 ls0 ws0">wiek 30-50 l<span class="_ _0"></span>at  </div></div><div class="c x2f y370 w3b h45"><div class="t m0 xc1 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y370 w3c h45"><div class="t m0 xb6 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb8 y370 w3d h45"><div class="t m0 xbf h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xba y370 w3e h45"><div class="t m0 xc0 h35 y2fc ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x5 y73 w38 h49"><div class="t m0 x8 h35 y371 ff6 fsa fc0 sc0 ls0 ws0">wiek pow<span class="_ _0"></span>yżej 50 la<span class="_ _0"></span>t<span class="ff5"> </span></div></div><div class="c x2f y73 w3b h49"><div class="t m0 xc1 h35 y372 ff5 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x5e y73 w3c h49"><div class="t m0 xb6 h35 y372 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb8 y73 w3d h49"><div class="t m0 xbf h35 y372 ff5 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xba y73 w3e h49"><div class="t m0 xc0 h35 y372 ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y373 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y374 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _28"> </span>2021 <span class="_ _28"> </span>roku <span class="_ _33"> </span>toc<span class="_ _21"></span>zyły <span class="_ _28"> </span>się <span class="_ _28"> </span>dwa <span class="_ _33"> </span>s<span class="_ _21"></span>ądowe <span class="_ _28"> </span>postępow<span class="_ _21"></span>ania <span class="_ _28"> </span>sporne <span class="_ _28"> </span>GK <span class="_ _28"> </span>MIRBUD <span class="_ _28"> </span>z <span class="_ _28"> </span>pracownikami <span class="_ _28"> </span>(1 <span class="_ _28"> </span>w </div><div class="t m0 x5 hb y375 ff6 fs4 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _21"></span>S.A. oraz <span class="_ _21"></span>1 <span class="_ _21"></span>w MIRBUD<span class="_ _21"></span> S.A.), z<span class="_ _21"></span> cz<span class="_ _21"></span>ego jedno <span class="_ _21"></span>z nich <span class="_ _21"></span>zakończy<span class="_ _21"></span>ło się<span class="_ _21"></span><span class="ff5">, <span class="_ _21"></span>natomiast dr<span class="_ _21"></span>ugie jest <span class="_ _21"></span>w </span></div><div class="t m0 x5 hb y376 ff5 fs4 fc0 sc0 ls0 ws0">toku. </div><div class="t m0 x5 h14 y78 ff4 fs7 fc0 sc0 ls9 ws0">4.3. Zarządza<span class="_ _21"></span>nie różnorodnością<span class="_ _21"></span><span class="ff1 fs4 ls0"> </span></div><div class="t m0 x5 ha y377 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 202-2, 405-<span class="_ _21"></span>1 </div><div class="t m0 x5 hb y378 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _26"> </span>Grupie <span class="_ _33"> </span>Kapitałowej <span class="_ _33"> </span>MIRBUD <span class="_ _33"> </span>od <span class="_ _26"> </span>2<span class="_ _21"></span>021 <span class="_ _26"> </span>roku <span class="_ _33"> </span>obowiązuje <span class="_ _33"> </span>Polityka <span class="_ _33"> </span>Różnorodności <span class="_ _33"> </span>oraz <span class="_ _33"> </span>Procedura </div><div class="t m0 x5 hb y379 ff6 fs4 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _2a"> </span>nieprawi<span class="_ _21"></span>dłowości <span class="_ _2a"> </span>i <span class="_ _2b"> </span>nadużyć, <span class="_ _2a"> </span>również <span class="_ _2a"> </span>w <span class="_ _2a"> </span>z<span class="_ _21"></span>wiązku <span class="_ _2a"> </span>z <span class="_ _2a"> </span>dyskr<span class="_ _21"></span>yminacją. <span class="_ _2a"> </span>W <span class="_ _2a"> </span>raportow<span class="_ _21"></span>anym <span class="_ _2a"> </span>okresie </div><div class="t m0 x5 hb y37a ff6 fs4 fc0 sc0 ls0 ws0">została również prz<span class="_ _21"></span>yjęta Procedura prz<span class="_ _21"></span>eciwdziałania mobbin<span class="_ _21"></span>gowi i dysk<span class="_ _21"></span><span class="ff5">ryminacji<span class="_ _21"></span>.  </span></div><div class="t m0 x5 hb y37b ff6 fs4 fc0 sc0 ls0 ws0">Celami przyjętej<span class="_ _21"></span> Polityki Różnorodnośc<span class="_ _21"></span>i są:<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h4a y37c fff fsb fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _3e"> </span><span class="ff6 fs4">aktywne <span class="_ _26"> </span>zarządzanie <span class="_ _26"> </span>r<span class="_ _21"></span>óżnorodnośc<span class="_ _21"></span>ią <span class="_ _26"> </span>w <span class="_ _26"> </span>ramach <span class="_ _26"> </span>pro<span class="_ _21"></span>wadzonej <span class="_ _26"> </span>polityki <span class="_ _26"> </span>zarządz<span class="_ _21"></span>ania <span class="_ _26"> </span>zasobami </span></span></div><div class="t m0 x29 hb y37d ff6 fs4 fc0 sc0 ls0 ws0">ludzkimi, tworzenie otwarte<span class="_ _21"></span>go i różnorodnego środo<span class="_ _21"></span>wiska pracy,<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h4a y37e fff fsb fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _3e"> </span><span class="ff6 fs4">przeciwdziałanie wsz<span class="_ _21"></span>elkim formom dys<span class="_ _21"></span>kryminacji,<span class="_ _21"></span><span class="ff5"> </span></span></span></div><div class="t m0 x9 h4a y37f fff fsb fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _3e"> </span><span class="fs4">zap<span class="ff6">ewnienie  równych  sz<span class="_ _21"></span>ans  w  dostępie  do  inform<span class="_ _21"></span>acji  o  obowiązując<span class="_ _21"></span>ych  w  Grupie  MIRBUD </span></span></span></div><div class="t m0 x29 hb y380 ff5 fs4 fc0 sc0 ls0 ws0">standardach etycznyc<span class="_ _21"></span>h. </div><div class="t m0 x5 hb y381 ff6 fs4 fc0 sc0 ls0 ws0">Przy <span class="_ _26"> </span>wyborze <span class="_ _26"> </span>i <span class="_ _26"> </span>powoływa<span class="_ _21"></span>niu <span class="_ _26"> </span>członków <span class="_ _26"> </span>Zarządu <span class="_ _26"> </span>oraz <span class="_ _26"> </span>propon<span class="_ _21"></span>owaniu <span class="_ _26"> </span>kandydatur <span class="_ _26"> </span>na <span class="_ _26"> </span>czło<span class="_ _21"></span>nków <span class="_ _26"> </span>Rady </div><div class="t m0 x5 hb y382 ff6 fs4 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _29"></span>MIRBUD <span class="_ _24"></span>zwra<span class="_ _21"></span>camy <span class="_ _24"></span>uwagę <span class="_ _29"></span>na <span class="_ _24"></span>kwesti<span class="_ _21"></span>e <span class="_ _24"></span>różnorodn<span class="_ _21"></span>ości. <span class="_ _24"></span>Dec<span class="_ _21"></span>ydując<span class="_ _21"></span> <span class="_ _24"></span>o <span class="_ _24"></span>s<span class="_ _21"></span>kładzie <span class="_ _24"></span>Zarządu, <span class="_ _29"></span>Rada </div><div class="t m0 x5 hb y49 ff6 fs4 fc0 sc0 ls0 ws0">Nadzorcza <span class="_ _2e"> </span>dąży <span class="_ _2d"> </span>d<span class="_ _21"></span>o <span class="_ _2d"> </span>zap<span class="_ _21"></span>ewnienia <span class="_ _2d"> </span>je<span class="_ _21"></span>go <span class="_ _2d"> </span>różnorodn<span class="_ _21"></span>ości <span class="_ _2d"> </span>w <span class="_ _2e"> </span>szcz<span class="_ _21"></span>ególności <span class="_ _2d"> </span>w <span class="_ _2e"> </span>odniesien<span class="_ _21"></span>iu <span class="_ _2d"> </span>do <span class="_ _2e"> </span>wieku,<span class="_ _21"></span> </div><div class="t m0 x5 hb y383 ff6 fs4 fc0 sc0 ls0 ws0">wykształcenia, <span class="_ _26"> </span>doświadc<span class="_ _21"></span>zenia <span class="_ _26"> </span>zawodoweg<span class="_ _21"></span>o <span class="_ _26"> </span>i <span class="_ _26"> </span>udziału <span class="_ _26"> </span>kobiet. <span class="_ _26"> </span>Ogólny <span class="_ _26"> </span>roz<span class="_ _21"></span>kład <span class="_ _26"> </span>w <span class="_ _26"> </span>zarządach <span class="_ _26"> </span>i <span class="_ _26"> </span>radach </div><div class="t m0 x5 hb y384 ff6 fs4 fc0 sc0 ls0 ws0">nadzorczych <span class="_ _0"></span>w <span class="_ _27"></span>spółkach pomiędzy <span class="_ _27"></span>kobietami<span class="_ _21"></span><span class="ff5"> <span class="_ _27"></span><span class="ff6">a mężczyznami, <span class="_ _27"></span>podob<span class="_ _21"></span>nie <span class="_ _27"></span>jak <span class="_ _0"></span>w <span class="_ _27"></span>innyc<span class="_ _21"></span>h <span class="_ _27"></span>spółkach <span class="_ _27"></span>n<span class="_ _21"></span>otowanych </span></span></div><div class="t m0 x5 hb y385 ff6 fs4 fc0 sc0 ls0 ws0">na giełdzie, jest obecnie na<span class="_ _21"></span> korzyść mężcz<span class="_ _21"></span>yzn. Jednak warto zwrócić uwagę, że <span class="_ _21"></span>przyk<span class="_ _21"></span>ładowo w zarządzie </div><div class="t m0 x5 hb y386 ff6 fs4 fc0 sc0 ls0 ws0">spółek JHM <span class="_ _21"></span>DEVELOPME<span class="_ _21"></span>NT S.A. <span class="_ _21"></span>i MARYWILS<span class="_ _21"></span>KA 44 <span class="_ _21"></span>Sp. z o.<span class="_ _21"></span>o jest <span class="_ _21"></span>więcej kob<span class="_ _21"></span>iet. Wybór <span class="_ _21"></span>kandydatów <span class="_ _21"></span>do </div><div class="t m0 x5 hb y387 ff5 fs4 fc0 sc0 lsb ws0">ci<span class="ff6 ls0">ał <span class="_ _29"></span>zarządczyc<span class="_ _21"></span>h <span class="_ _29"></span>spółek <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Grupie <span class="_ _29"> </span>Kapitałowej<span class="_ _21"></span> <span class="_ _29"> </span>MIRB<span class="_ _21"></span>UD <span class="_ _29"> </span>odby<span class="_ _21"></span>wa <span class="_ _29"></span>się <span class="_ _2a"> </span>na <span class="_ _29"> </span>podsta<span class="_ _21"></span>wie <span class="_ _29"></span>oceny<span class="_ _21"></span> <span class="_ _29"></span>kompete<span class="_ _21"></span>ncji <span class="_ _29"> </span>i </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x7d y2 w3f h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">28<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">doświadczenia, z <span class="_ _0"></span>zachowaniem pełnego poszanowania równości <span class="_ _0"></span>obu płci. <span class="_ _0"></span>Wszystkie osoby <span class="_ _27"></span>z<span class="_ _21"></span>asiadające w </div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">organach zarządczych spółek GK MIRBUD są obywatelami Polsk<span class="_ _21"></span>i.<span class="ff5"> <span class="ls24">Og</span></span>ółem w zarządach spółek z Grupy z </div><div class="t m0 x5 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">uwzględnieniem prokure<span class="_ _21"></span>ntów zatrudniony<span class="_ _21"></span>ch jest 9 kobiet i 10 <span class="_ _21"></span>mężczyzn.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y388 ff6 fs4 fc0 sc0 ls0 ws0">Ze <span class="_ _24"></span>względu <span class="_ _29"></span>na <span class="_ _24"></span>charak<span class="_ _21"></span>ter <span class="_ _24"></span>prac<span class="_ _21"></span>y <span class="_ _24"></span>w <span class="_ _29"></span>branży <span class="_ _24"></span>budowlanej<span class="_ _21"></span>, <span class="_ _24"></span>w <span class="_ _24"></span>G<span class="_ _21"></span>rupie <span class="_ _24"></span>Kapitałowej<span class="_ _21"></span> <span class="_ _24"></span>łącznie <span class="_ _24"></span>zatru<span class="_ _21"></span>dniamy <span class="_ _24"></span>w<span class="_ _21"></span>ięcej </div><div class="t m0 x5 hb y389 ff6 fs4 fc0 sc0 ls0 ws0">mężczyzn <span class="_ _29"> </span>niż <span class="_ _2a"> </span>kobiet. <span class="_ _29"></span>Nato<span class="_ _21"></span>miast <span class="_ _29"></span>w <span class="_ _29"> </span>sp<span class="_ _21"></span>ółkach, <span class="_ _2a"> </span>których <span class="_ _2a"> </span>obszarem <span class="_ _29"></span>działalności<span class="_ _21"></span> <span class="_ _29"></span>jest <span class="_ _2a"> </span>sprzedaż <span class="_ _29"> </span>lub <span class="_ _29"> </span>wy<span class="_ _21"></span>najem </div><div class="t m0 x5 hb y38a ff6 fs4 fc0 sc0 ls0 ws0">nieruchomości, jes<span class="_ _21"></span>t zachowana równowaga<span class="_ _21"></span> lub wręcz wy<span class="_ _21"></span>stępuje przewaga kobiet<span class="_ _21"></span>.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 he y38b ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Różnor<span class="_ _0"></span>odność w<span class="ff1"> </span>organ<span class="_ _0"></span>ach zarządc<span class="_ _0"></span>zych<span class="ff1"> </span></div></div><div class="c x95 y38c w1b h30"><div class="t m0 xbe h10 y65 ff5 fs6 fc3 sc0 ls0 ws0">  </div></div><div class="c xc2 y38c w40 h30"><div class="t m0 x5c he y65 ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c x47 y38c w41 h30"><div class="t m0 x91 he y65 ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x95 y38d w1b h30"><div class="t m0 xbe h10 y65 ff5 fs6 fc3 sc0 ls0 ws0">  </div></div><div class="c xc2 y38d w42 h30"><div class="t m0 x8e he y65 ff1 fs6 fc3 sc0 ls0 ws0">Kobiety </div></div><div class="c x12 y38d w43 h30"><div class="t m0 x1f he y65 ff4 fs6 fc3 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xc3 y38d w44 h30"><div class="t m0 x26 he y65 ff4 fs6 fc3 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c x47 y38d w45 h30"><div class="t m0 x16 he y65 ff1 fs6 fc3 sc0 ls0 ws0">Kobiety </div></div><div class="c xc4 y38d w46 h30"><div class="t m0 x24 he y65 ff4 fs6 fc3 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xc5 y38d w47 h30"><div class="t m0 x1a he y65 ff4 fs6 fc3 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c x95 y38e w48 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c x47 y38e w45 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y38e w46 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y38e w47 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y38f w1b h4b"><div class="t m0 xc6 he y390 ff4 fs6 fc0 sc0 ls0 ws0">Zarząd oraz pr<span class="_ _0"></span>okurent<span class="ff1"> </span></div></div><div class="c xc2 y38f w42 h4b"><div class="t m0 xbb h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x12 y38f w43 h4b"><div class="t m0 x7f h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc3 y38f w44 h4b"><div class="t m0 xc7 h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x47 y38f w45 h4b"><div class="t m0 x14 h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc4 y38f w46 h4b"><div class="t m0 x27 h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc5 y38f w47 h4b"><div class="t m0 x8e h10 y335 ff5 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x95 y391 w1b h4c"><div class="t m0 x88 he y392 ff1 fs6 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c xc2 y391 w42 h4c"><div class="t m0 xbb h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x12 y391 w43 h4c"><div class="t m0 x7f h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc3 y391 w44 h4c"><div class="t m0 xc7 h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x47 y391 w45 h4c"><div class="t m0 x14 h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc4 y391 w46 h4c"><div class="t m0 x27 h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc5 y391 w47 h4c"><div class="t m0 x8e h10 y393 ff5 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x95 y394 w48 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x47 y394 w45 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y394 w46 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y394 w47 h30"><div class="t m0 x8 he y65 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y395 w1b h4d"><div class="t m0 xc6 he y396 ff4 fs6 fc0 sc0 ls0 ws0">Zarząd oraz pr<span class="_ _0"></span>okurent<span class="ff1"> </span></div></div><div class="c xc2 y395 w49 h4d"><div class="t m0 xc8 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc9 y395 w4a h4d"><div class="t m0 xb4 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc3 y395 w44 h4d"><div class="t m0 xc7 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x47 y395 w45 h4d"><div class="t m0 x14 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc4 y395 w46 h4d"><div class="t m0 x27 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc5 y395 w47 h4d"><div class="t m0 x8e h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x95 y397 w1b h30"><div class="t m0 x88 he y65 ff1 fs6 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c xc2 y397 w49 h30"><div class="t m0 xc8 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc9 y397 w4a h30"><div class="t m0 xb4 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc3 y397 w44 h30"><div class="t m0 xc7 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x47 y397 w45 h30"><div class="t m0 x14 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc4 y397 w46 h30"><div class="t m0 x27 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc5 y397 w47 h30"><div class="t m0 x8e h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x95 y398 w48 h30"><div class="t m0 xc6 he y65 ff1 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A.<span class="ff5"> </span></div></div><div class="c x47 y398 w45 h30"><div class="t m0 xc6 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y398 w46 h30"><div class="t m0 xc6 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y398 w47 h30"><div class="t m0 xc6 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y399 w1b h4e"><div class="t m0 xc6 he y39a ff4 fs6 fc0 sc0 ls0 ws0">Zarząd oraz pr<span class="_ _0"></span>okurent<span class="ff1"> </span></div></div><div class="c xc2 y399 w42 h4e"><div class="t m0 xbb h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x12 y399 w43 h4e"><div class="t m0 x7f h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc3 y399 w44 h4e"><div class="t m0 xc7 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x47 y399 w45 h4e"><div class="t m0 x14 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc4 y399 w46 h4e"><div class="t m0 x27 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc5 y399 w47 h4e"><div class="t m0 x8e h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x95 y39b w1b h4f"><div class="t m0 x88 he y39c ff1 fs6 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c xc2 y39b w42 h4f"><div class="t m0 xbb h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x12 y39b w43 h4f"><div class="t m0 x7f h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc3 y39b w44 h4f"><div class="t m0 xc7 h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x47 y39b w45 h4f"><div class="t m0 x14 h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc4 y39b w46 h4f"><div class="t m0 x27 h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc5 y39b w47 h4f"><div class="t m0 x8e h10 y39c ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x95 y39d w48 h30"><div class="t m0 xc6 he y65 ff1 fs6 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o.o.<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x47 y39d w45 h30"><div class="t m0 xc6 h10 y39e ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y39d w46 h30"><div class="t m0 xc6 h10 y39e ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y39d w47 h30"><div class="t m0 xc6 h10 y39e ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y39f w1b h50"><div class="t m0 x27 he y39a ff4 fs6 fc0 sc0 ls0 ws0">Zarząd<span class="ff1"> </span></div></div><div class="c xc2 y39f w42 h50"><div class="t m0 xbb h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x12 y39f w43 h50"><div class="t m0 x7f h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc3 y39f w44 h50"><div class="t m0 xc7 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x47 y39f w45 h50"><div class="t m0 x14 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc4 y39f w46 h50"><div class="t m0 x27 h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc5 y39f w47 h50"><div class="t m0 x8e h10 y39a ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x95 y3a0 w1b h3f"><div class="t m0 x88 he y392 ff1 fs6 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c xc2 y3a0 w42 h3f"><div class="t m0 xbb h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x12 y3a0 w43 h3f"><div class="t m0 x7f h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc3 y3a0 w44 h3f"><div class="t m0 xc7 h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x47 y3a0 w45 h3f"><div class="t m0 x14 h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc4 y3a0 w46 h3f"><div class="t m0 x27 h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc5 y3a0 w47 h3f"><div class="t m0 x8e h10 y392 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y3a1 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 ha y3a2 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 401-3 </div><div class="t m0 x5 ha y3a3 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Liczba prac<span class="_ _0"></span>owników,<span class="_ _0"></span> którzy na 31.12<span class="_ _0"></span>.2021 r. pr<span class="_ _0"></span>zebywali na ur<span class="_ _0"></span>lopach mac<span class="_ _0"></span>ierzyńskich<span class="_ _0"></span>/tacierzyńsk<span class="_ _0"></span>ich<span class="ff1">*<span class="fs4 fc4"> </span></span></div></div><div class="c x95 y3a4 w4b h51"><div class="t m0 x7e h10 y340 ff5 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xca y3a4 w4c h51"><div class="t m0 xcb he y340 ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c x5a y3a4 w4d h51"><div class="t m0 x51 he y340 ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x95 y3a5 w4b h4f"><div class="t m0 x7e he y3a6 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xca y3a5 w4e h4f"><div class="t m0 x49 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x5d y3a5 w4f h4f"><div class="t m0 xcc he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c x63 y3a5 w50 h4f"><div class="t m0 xac he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c x5a y3a5 w51 h4f"><div class="t m0 xa3 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xcd y3a5 w52 h4f"><div class="t m0 xce he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xcf y3a5 w53 h4f"><div class="t m0 xc6 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">            <span class="ff4">Łącznie</span> </div></div><div class="c x95 y3a7 w4b h52"><div class="t m0 xc6 he y3a8 ff1 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c xca y3a7 w4e h52"><div class="t m0 x11 h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x5d y3a7 w4f h52"><div class="t m0 xc8 h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x63 y3a7 w50 h52"><div class="t m0 x26 h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x5a y3a7 w51 h52"><div class="t m0 x52 h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xcd y3a7 w52 h52"><div class="t m0 x1b h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xcf y3a7 w53 h52"><div class="t m0 xb6 h10 y3a8 ff5 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x95 y3a9 w4b h4f"><div class="t m0 xc6 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c xca y3a9 w4e h4f"><div class="t m0 x11 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x5d y3a9 w4f h4f"><div class="t m0 xc8 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x63 y3a9 w50 h4f"><div class="t m0 x26 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x5a y3a9 w51 h4f"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xcd y3a9 w52 h4f"><div class="t m0 x1b h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcf y3a9 w53 h4f"><div class="t m0 xb6 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x95 y3aa w4b h4f"><div class="t m0 xc6 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A.<span class="ff5"> </span></div></div><div class="c xca y3aa w4e h4f"><div class="t m0 x11 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x5d y3aa w4f h4f"><div class="t m0 xc8 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x63 y3aa w50 h4f"><div class="t m0 x26 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x5a y3aa w51 h4f"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcd y3aa w52 h4f"><div class="t m0 x1b h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcf y3aa w53 h4f"><div class="t m0 xb6 h10 y3a6 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 he y3ab ff1 fs6 fc0 sc0 ls0 ws0">*<span class="ff6">Nie dotyczy spó<span class="_ _0"></span>łki MARYWILS<span class="_ _0"></span>KA 44 Sp. z o<span class="_ _0"></span>.o.<span class="ff5"> </span></span></div><div class="t m0 x5 he y3ac ff4 fs6 fc0 sc0 ls0 ws0">Tabela 9: Lic<span class="_ _0"></span>zba pracowników<span class="_ _0"></span>, którzy w<span class="_ _0"></span> ciągu roku p<span class="_ _0"></span>owrócili <span class="_ _0"></span>z urlopów macierzyńskic<span class="_ _0"></span>h/tacierz<span class="_ _0"></span>yńskich*<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x7d y2 w54 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">29<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3ad w55 h53"><div class="t m0 x7e ha y343 ff1 fs4 fc3 sc0 ls0 ws0"> <span class="fs6"> </span></div></div><div class="c xca y3ad w56 h53"><div class="t m0 x50 he y343 ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c xd0 y3ad w57 h53"><div class="t m0 xd1 he y343 ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x95 y3ae w55 h54"><div class="t m0 xc6 he y396 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xca y3ae w58 h54"><div class="t m0 x97 he y396 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xd2 y3ae w59 h54"><div class="t m0 xb4 he y396 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xd3 y3ae w5a h54"><div class="t m0 x33 he y396 ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c xd0 y3ae w5b h54"><div class="t m0 x13 he y396 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xc4 y3ae w5c h54"><div class="t m0 x8 he y396 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xd4 y3ae w5d h54"><div class="t m0 xf he y396 ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c x95 y3af w55 h55"><div class="t m0 xc6 he y396 ff1 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c xca y3af w58 h55"><div class="t m0 xf h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y3af w59 h55"><div class="t m0 xbb h10 y396 ff5 fs6 fc0 sc0 lsc ws0">11<span class="ls0"> </span></div></div><div class="c xd3 y3af w5a h55"><div class="t m0 xa3 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">11<span class="ls0"> </span></div></div><div class="c xd0 y3af w5b h55"><div class="t m0 xbc h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc4 y3af w5c h55"><div class="t m0 x1d h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xd4 y3af w5d h55"><div class="t m0 x19 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x95 y3b0 w55 h4d"><div class="t m0 xc6 he y396 ff1 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c xca y3b0 w58 h4d"><div class="t m0 xf h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xd2 y3b0 w59 h4d"><div class="t m0 x2b h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd3 y3b0 w5a h4d"><div class="t m0 xa0 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xd0 y3b0 w5b h4d"><div class="t m0 xbc h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc4 y3b0 w5c h4d"><div class="t m0 x1d h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd4 y3b0 w5d h4d"><div class="t m0 x19 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x95 y3b1 w55 h4d"><div class="t m0 xc6 he y396 ff1 fs6 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A.<span class="ff5"> </span></div></div><div class="c xca y3b1 w58 h4d"><div class="t m0 xf h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y3b1 w59 h4d"><div class="t m0 x2b h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd3 y3b1 w5a h4d"><div class="t m0 xa0 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y3b1 w5b h4d"><div class="t m0 xbc h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc4 y3b1 w5c h4d"><div class="t m0 x1d h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd4 y3b1 w5d h4d"><div class="t m0 x19 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 he y3b2 ff1 fs6 fc0 sc0 ls0 ws0">*<span class="ff6">Nie dotyczy spó<span class="_ _0"></span>łki MARYWILS<span class="_ _0"></span>KA 44 Sp. z o<span class="_ _0"></span>.o.<span class="ff1"> </span></span></div><div class="t m0 x5 hb y3b3 ff6 fs4 fc0 sc0 ls0 ws0">Charakterystyk<span class="_ _21"></span>a <span class="_ _24"></span>urlopów <span class="_ _24"></span>t<span class="_ _21"></span>acierzyńskich <span class="_ _29"></span>względem <span class="_ _24"></span>ur<span class="_ _21"></span>lopów <span class="_ _24"></span>mac<span class="_ _21"></span>ierzyńskich <span class="_ _24"></span>r<span class="_ _21"></span>óżni <span class="_ _24"></span>się <span class="_ _24"></span>tym, <span class="_ _29"></span>iż <span class="_ _29"></span>o <span class="_ _24"></span>ile <span class="_ _24"></span>url<span class="_ _21"></span>opy </div><div class="t m0 x5 hb y3b4 ff6 fs4 fc0 sc0 ls0 ws0">macierzyńskie charakteryzują się<span class="ff5"> </span>dług<span class="_ _21"></span>im czasem <span class="_ _0"></span>trwania, o <span class="_ _0"></span>tyle urlopy tacierzyńskie, zgodnie z <span class="_ _0"></span>Kodeksem </div><div class="t m0 x5 hb y3b5 ff6 fs4 fc0 sc0 ls0 ws0">Pracy, mogą trwać<span class="ff5"> <span class="_ _21"></span></span>najdłużej 14 dni lub dwa<span class="_ _21"></span> razy po<span class="ff5"> </span>7<span class="_ _21"></span> dni w ciągu roku. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 he y3b6 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Odsetek <span class="_ _0"></span>pracowników<span class="_ _0"></span>, którzy w<span class="_ _0"></span> ciągu 12 m<span class="ff1">-</span>cy od <span class="_ _0"></span>powrotu z ur<span class="_ _0"></span>lopu macier<span class="_ _0"></span>zyńskiego z<span class="_ _0"></span>akończyli prac<span class="_ _0"></span>ę w firmie*<span class="ff1"> </span></div></div><div class="c x5 y3b7 w5e h3b"><div class="t m0 xa8 ha y3b8 ff1 fs4 fc3 sc0 ls0 ws0"> <span class="fs6"> </span></div></div><div class="c xca y3b7 w5f h3b"><div class="t m0 x55 he y3b8 ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c xd5 y3b7 w60 h3b"><div class="t m0 xd6 he y3b8 ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x5 y3b9 w5e h56"><div class="t m0 xa8 ha y3ba ff1 fs4 fc0 sc0 ls0 ws0"> <span class="fs6"> </span></div></div><div class="c xca y3b9 w61 h56"><div class="t m0 x24 he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xd7 y3b9 w62 h56"><div class="t m0 x17 he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xd8 y3b9 w63 h56"><div class="t m0 x24 he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c xd5 y3b9 w64 h56"><div class="t m0 x1d he y3a6 ff1 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xd9 y3b9 w65 h56"><div class="t m0 xf he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xda y3b9 w66 h56"><div class="t m0 x17 he y3a6 ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c x5 y3bb w5e h56"><div class="t m0 xc6 he y3ba ff1 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c xca y3bb w61 h56"><div class="t m0 x7f h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xd7 y3bb w62 h56"><div class="t m0 x13 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xd8 y3bb w63 h56"><div class="t m0 x7f h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xd5 y3bb w64 h56"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">96%<span class="ls0"> </span></div></div><div class="c xd9 y3bb w65 h56"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xda y3bb w66 h56"><div class="t m0 x26 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">96%<span class="ls0"> </span></div></div><div class="c x5 y3bc w5e h56"><div class="t m0 xc6 he y3ba ff1 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c xca y3bc w61 h56"><div class="t m0 x11 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">75%<span class="ls0"> </span></div></div><div class="c xd7 y3bc w62 h56"><div class="t m0 x13 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xd8 y3bc w63 h56"><div class="t m0 xa0 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">75%<span class="ls0"> </span></div></div><div class="c xd5 y3bc w64 h56"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">75%<span class="ls0"> </span></div></div><div class="c xd9 y3bc w65 h56"><div class="t m0 x52 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">0%<span class="ls0"> </span></div></div><div class="c xda y3bc w66 h56"><div class="t m0 x26 h10 y3a6 ff5 fs6 fc0 sc0 lsc ws0">75%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y3bd ff1 fs6 fc0 sc0 ls0 ws0">*<span class="ff6">Nie dotyczy spó<span class="_ _0"></span>łek JHM D<span class="_ _0"></span>EVELOPM<span class="_ _0"></span>ENT S.A. i MAR<span class="_ _0"></span>YWILSKA 44<span class="_ _0"></span> Sp. z o.o.<span class="ff5 fs4"> </span></span></div><div class="t m0 x5 ha y3be ff1 fs4 fc4 sc0 ls0 ws0">GRI: 405-2<span class="ff5 fc0"> </span></div><div class="t m0 x5 hb y3bf ff6 fs4 fcc sc0 ls0 ws0">Relacja <span class="_ _24"></span>wynagrodze<span class="_ _21"></span>ń <span class="_ _25"></span>k<span class="_ _21"></span>obiet <span class="_ _24"></span>w <span class="_ _24"></span>stosunku <span class="_ _29"></span>do <span class="_ _25"></span>wyn<span class="_ _21"></span>agrodzeń <span class="_ _24"></span>mężc<span class="_ _21"></span>zyzn <span class="_ _24"></span>na <span class="_ _24"></span>niższych <span class="_ _24"></span>stanow<span class="_ _21"></span>iskach <span class="_ _24"></span>pracy <span class="_ _24"></span>w </div><div class="t m0 x5 hb y1e ff5 fs4 fcc sc0 ls0 ws0">MIRBUD S.A. <span class="_ _27"></span>oraz<span class="_ _21"></span> <span class="_ _0"></span>KOBYLARNIA S.A. <span class="_ _27"></span>jest<span class="_ _21"></span> <span class="ff6">mocno <span class="_ _27"></span>z<span class="_ _21"></span>różnicowana <span class="_ _0"></span>z <span class="_ _0"></span>powodu charakteru <span class="_ _0"></span>branży budowlanej, </span></div><div class="t m0 x5 hb y3c0 ff6 fs4 fcc sc0 ls0 ws0">gdzie <span class="_ _2b"> </span>poszczególne <span class="_ _2b"> </span>stanowiska <span class="_ _2b"> </span>i <span class="_ _2b"> </span>zakres <span class="_ _2b"> </span>obowiązków <span class="_ _2b"> </span>w <span class="_ _2b"> </span>tych <span class="_ _2b"> </span>samych <span class="_ _2b"> </span>kategoriach <span class="_ _2b"> </span>zaszeregowania <span class="_ _2b"> </span>są </div><div class="t m0 x5 hb y206 ff6 fs4 fcc sc0 ls0 ws0">nieporównywalne. <span class="_ _2b"> </span>Mężczyźni <span class="_ _2a"> </span>stanowią <span class="_ _2a"> </span>zdecy<span class="_ _21"></span>dowanie <span class="_ _2a"> </span>licz<span class="_ _21"></span>niejszą <span class="_ _2a"> </span>grupę <span class="_ _2a"> </span>prac<span class="_ _21"></span>owników <span class="_ _2a"> </span>zatrudn<span class="_ _21"></span>ionych <span class="_ _2a"> </span>na </div><div class="t m0 x5 hb y3c1 ff5 fs4 fcc sc0 ls0 ws0">stanowis<span class="ff6">kach robotniczyc<span class="_ _21"></span>h, w <span class="_ _0"></span>dużej mierze jako <span class="_ _0"></span>wykwalifikowa<span class="_ _21"></span>ni operatorzy maszyn budowlanych. Z kolei </span></div><div class="t m0 x5 hb y3c2 ff6 fs4 fcc sc0 ls0 ws0">kobiety <span class="_ _2b"> </span>w  tej <span class="_ _20"> </span>kategorii <span class="_ _20"> </span>zaszeregowan<span class="_ _21"></span>ia <span class="_ _2b"> </span>zatr<span class="_ _21"></span>udnione  są <span class="_ _2b"> </span>na <span class="_ _20"> </span>innych <span class="_ _20"> </span>stanowisk<span class="_ _21"></span>ach, <span class="_ _20"> </span>które <span class="_ _20"> </span>nie <span class="_ _20"> </span>wymagają </div><div class="t m0 x5 hb y3c3 ff6 fs4 fcc sc0 ls0 ws0">specjalistycznyc<span class="_ _21"></span>h kwalifikacji, co wpływa na r<span class="_ _21"></span>elację wynagrodz<span class="_ _21"></span>eni<span class="_ _21"></span><span class="ff5 ls7">a.<span class="fc0 ls0"> </span></span></div><div class="t m0 x5 he y3c4 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Relac<span class="_ _0"></span>ja wynagrod<span class="_ _0"></span>zenia kobiet d<span class="_ _0"></span>o wynagrod<span class="_ _0"></span>zenia mężc<span class="_ _0"></span>zyzn (w tyc<span class="_ _0"></span>h samych kate<span class="_ _0"></span>goriach<span class="_ _0"></span> zaszeregowan<span class="_ _0"></span>ia)<span class="ff1"> </span></div></div><div class="c x95 y3c5 w67 h57"><div class="t m0 xc6 he y3c6 ff1 fs6 fc3 sc0 ls0 ws0">  </div></div><div class="c xdb y3c5 w30 h57"><div class="t m0 xaf he y3c7 ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c xdc y3c5 w68 h57"><div class="t m0 x34 he y3c7 ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x95 y3c8 w67 h30"><div class="t m0 xc6 he y65 ff1 fs6 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="ff5"> </span></div></div><div class="c xdb y3c8 w30 h30"><div class="t m0 xc6 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y3c8 w68 h30"><div class="t m0 xc6 h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3c9 w67 h58"><div class="t m0 xc6 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska ro<span class="_ _0"></span>botnicze </div></div><div class="c xdb y3c9 w30 h58"><div class="t m0 xaf h10 y3ca ff5 fs6 fc0 sc0 lsc ws0">38%<span class="ls0"> </span></div></div><div class="c xdc y3c9 w68 h58"><div class="t m0 x5 h10 y3ca ff5 fs6 fc0 sc0 lsc ws0">37%<span class="ls0"> </span></div></div><div class="c x95 y10f w67 h58"><div class="t m0 xc6 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska nier<span class="_ _0"></span>obotnicze </div></div><div class="c xdb y10f w30 h58"><div class="t m0 xaf h10 y3ca ff5 fs6 fc0 sc0 lsc ws0">79%<span class="ls0"> </span></div></div><div class="c xdc y10f w68 h58"><div class="t m0 x5 h10 y3ca ff5 fs6 fc0 sc0 lsc ws0">70%<span class="ls0"> </span></div></div><div class="c x95 y3cb w67 h58"><div class="t m0 xc6 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska kierow<span class="_ _0"></span>nicze </div></div><div class="c xdb y3cb w30 h58"><div class="t m0 x81 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">115%<span class="ls0"> </span></div></div><div class="c xdc y3cb w68 h58"><div class="t m0 x5 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">85%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x7d y2 w69 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7YAAAYKCAIAAABsqGBmAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZ5wcZeHA8Wfv9vpd7i69kFzKpYdU0ggBAoSmIE1AEAgoICqgNEFpEhAQAVFBugiIiPRmIRISICFAIJ0khPRer+T63e7/xfI/Uy5VxIR8vx9eTGafndmbnRc/5jP7TCQejwcAAOD/JTkEAACwqeje/gcUFxUt+XRe2Zq1sdraaHp6y86FbTu0970CALDbInvvjRYbS0s/fO7Fgtsfyi0tr19ZmRr99IaLh515WjQa9e0CALAPJfKEF1/Jue2+NkvXbP1SXSQy9aTDh912Q0ZGhi8YAICveCKXFBd//NKrsTHv9Hrrw+TYNj95XVLk099cd+AJx/uCAQDYVXvT3QhVVVWTf/iTPmM/3OHI5Fi86pUxQSIDALDr9poZLdavWzfhu5f2HD95J8c3mr/EtwsAwG7YC64i19XVfTL5o6Jbf9vng1k7/67MkjLfLgAAX8FErqqqGjf6jj6Pv9Q6tmv3TBe3aOzbBQDgq5bIK5Yum33tL/q9+X5ybJd/U1g6qM9//gHi8Xh5WVllRUU0JSUrO9tEcgAAEvl/afwTf25216N91mzYvbdn9Oz6n+w9Fot9OObN4lf/2XLS9Kar12/IzpzepV0444ShJxyfnJzsvAEAkMhftg/GvNnrmjt3P3BDyGndavfeW1FRsXzRosW3/qbPv96vX5m2obTxpJnVH37yfkrK0OO/7rwBAJDIX56ysrJJf3yq7f1/3uHIeAgVGWmZFVVbv7S+SaNm7dru0n6rq6vnz/pkyTMvtXxzYv7a4t6V1VuPSa2LNfvZnVObNu1z4BCnDgCARP6STLjt7n5/eHGHc9HVRSJTTz4i3qLpgHsbiOk1bVt1aNli53e6euXKWZff0P3tj5rv6KbnxhtKl/32kY29e2VnZzt7AAC+kvageZErKyvHPfl0n8df3pnPNHtIrwN/cV3alE8afLW8f4+UlJSd2WlJcfHYhx5de+y3e4+bnLJzPwrMX7CssqLCqQMA8FW1p1xFnjt9+tqf3d5t2qfRuth2hsVDWNWyybLjDxt0yYWrli7rMmnG1mOqUpILv33q9ndXV1e3+LP5C8a+nffUy/t/tnSX/kehOiPN1BYAABL5v2vpwkU137mq2/I1Oxw5p2+X7o//rkfjxiGEDx97sl9tbQNjhvc/tEvn7W9n7L0Pdr/n8b5VNTvc44bczPzi8k0bff2B/bNzcpw6AAAS+b8iHo/P+nBy1eU3td+JPi7Jysi6+of5jRuHEGKxWGTanAY2GEI4bNh2NlJaUvLeb+7f/6FnU7d7ubouKczv0WnjcYfHiooH/P4v9etro8k5g/u7igwAIJH/K+rq6sY/+njhHY9klVfucPC0Q/p3++WNBf8/lVtxUVHjTxc2UMDZmYUjDm5wC2tWrZr77sTUex/vN3dJUrzh247rIpG1zfJW7t+50ahT+wwdEolEZhx1+qYDVrRr2XfkYc4bAACJ/MWrqal567pb+j712g6fnFcXCVNOHnnQrddnZGTUryxas7bl4tVbD17XumnPFs23Xj957FuNf3BD95Ky7e9r6gkjBt9ybfdGjRL/HPvIH/vMW7LpgLXHHdZ3k48BAIBE/mKUFBe/f+0tfV8au8M+ntezY8rPLjls2NAtnmm3at78znV1W48v7tAmPT29/p+xWGzyv8YW/31sp9fH55aWb2svsUhk2pFD8s7+5oiDhtXvaM60aU0f/sumw9bnZXU6/hgnDQCARP6CzZk2fcPVt/SbNi+yo5GfdSto+8jdrfZrs/VLG2fPbfDtdV061i9XVVWNv/Wufg8/t50JK+IhzNu/U+yis0Yc97VIZLNNLv/1Q32WbHahesHJRx3eudBJAwAgkb9Iy5csTT7jksKi0h328dxendo/cnfLNq0bfnnpigZXp7f//KF6sVhs/M9G9/7rG9uf0G3G8L4DHrw7Kzt7iz5es2pV939N2nRNeXpqr/PPSUpKctIAAEjkL8zsKVNLrhhdWFS6w5GTL/jmiJ9evp2JI/Iams6iLhIpHDa0trZ20suvJj/89IBp87b19trkpNkH9okfM6Lv8cc2OIPblAceG7DJlBcl2RkVT/2me0PXswEAkMi7o7q6etxdv+t771PNd/QAu41ZaQuvv2TkmadtZ8y6tWtbLlq59fr53dvnrlu3+rQLuzf0ar2apMi0H5xx+BWXbOuScGlJSbN/vrPpms+GDzi8fz+nCwDAvuBLum1gythxfe57KnknHvA897hDh5+xg2fjLZ07L6W2gd/qbSwsqP7e1W2328e1yZEZl5494rIfbueWiQUzZ7VautldyEmD+zpXAAD2Ef/1q8i1tbXjH3qs3X1/isZ2MHJ5m2arzzlp6DlnbHFb8Bbi8fiadye1aejBH31efmv7v8z7tHfnlCsuOGzEodvZxbxZsyKX3bRpgi8uaNn3pOOdKwAAEvmL8dY99/W7+/Gdmbyi4Ml7e7VsucMNbiwtjU6d1eCzP7bTx6ub5W246bKBxxy5/QfjlZWVFV18XcdNJrKoSolGf31j4pF+AABI5P/I4vkL5vzpmV5/eGH7fVyTnDR3UM92t17bfCf6OISwYe26FrPm7+RniIdQlJe9ZECPlpd9b2if3jscP33suI7zFm+6ZmHPToXt2n46c2bJqtXVZeXVRSV15eXx6pp4dXW8uiaEEJKSItHkSGpqUkZaUlpaSk52Wm6jnKZN8po1a5SXt+kkzQAA7NOJPG/WrNwjzx6wo2E10eT5v7l++PFf24Xy/mhKj9UbdnLwitZNmr/8x0N3Lr5DCBtf/1e0brPr0/vNWRAZ8LUmITTZ9YNQlBT55LBBLS89v0vv/ZOSkrZ/AwkAAF/lRI7H44vvemBnfuA242vDDzn2qF3aeMWHU3dy5NI2zaL33dJ8p/s4hJD76aIt1mRVVO/2cUiNxfuMmRQfM2lBXtbiA/unHzui9+EjGpxjDgCAPUckHo9/gZuLxWIfjxtf9sCTPd+Zsv1LpuUZaZ+cePiwG6/OzMzcpV28e9yZ3T+es/0xlanRmd886sDrrszKzt6ljX/a+7Am60t25w8PIezE/CBFuVnzDxuc1L2w+QH9ehwwwINIAAD2QF/wVeSZH3zY7uwrdji5WyyET846fuT1P9mdT1xTu51X4yFsyM8uvffmkQcftBsbL8/J3E4i10UitdGk6tToxqys1T071vXpnlnYMa9tm/Ts7NT09BBCXW1t6fr1xUuWlc+dlzJ9bu7iFY1Xr0utqk2O1SUm9MgrLuv/wpvhhTdDCDNbN9v4sx8MOObI1NRUJyIAwFc2kVe+8Hqbnejj2QN7Drz4gt3bRWmntmHGZ9t6dWFh26YP/6pfYafd2/i6rh22nlY5FsLCLm03DBuQ0qFdfrfObQo7tczN7ZmW1vAmOnUMAw/4PKnr6tauXr1i3vzS5SsqP5zafMLHrZesSo59foDaLF9TfclNbx87tud1l7ds3dq5CACwh/gib7Soq6ubcsQpHT5dsp0xRblZC753+sCzz2iUm9twQMdiixcvKSouadmieYsWzbf+idusjz6OX3hNqxVrN10ZD2FhYdv1Q/rsf/EFLdvsfm5OnfBe+c2/zlu1vrxRVlFhQaxls8y+PbocdGDT5s3/8x/bxePxpQsXzX9nYvWiJSlzF7SY+VmTNRuisXhZZvrsbx3b4fQTC7t3d0YCAHylErmsrGzxISe1WLluWwNiIcy85ceHnHPmNgfEYqNv//3N976Z+OfxIzo/+rtrcreK6Y/Gv930u1dnl1cl/lmRljLr3BNHXnvVXnf0Fy9YsPDKnxd+NDu9ujaEMHXEAQN+d/u2/ucBAIAvR/KNN974hW0rOXnFE8/kFm/c1oDphw444MqLU7dxi0I8Hn/muVeuuf3l2v+fdm3OwvWN0isPGrrl3HGtCgqmt8zfsGJlaXbG/MMGx6/5wcDTTklOTt7rjn5ufn6L44+e17vzyhUrmixb02rh8g+XLCo45gg/4wMA+B/6gme0GPOjq/s/O2br9evzspddef7BZ2/v4dJvv/PeGT+8d+Xa8k1XNm+cPuGVWwsK2u3kB1i+fMWy5Su2Xt+vb+/tP1fvS7Bhw4bP5i/c4oBHo9H9e/UIIcyc9MGa9z7IGPdBesnGolOOGnzOmaaHAwD4n/iCq7Hbjy4q+seEvNLNMrc2KSy78vzt3F+R8MZbH2zRxyGE9cVV49754OydTuSHHnvu5vvGbr1+2Uf3N2/e7H97rMeMffesHz9Wt/mjSXKzU2aN/23z5s36DBsahg0Nl4ePx7+TfteDk6bPGf7b2012AQCw1yfyfu0LFrz48Eevv5H/yr/yV62LJScv794h/dzThh1x2A7fm52VHomELS5qRyIhK3PfeoZzv4MPqh4yaM5HH0/8y7M9jjy8WYsWTlMAgL04kUMIHbp26dC1S+zSi8rLypKj0cKMjJ1845GHDXngqXcWr9jsVuYmuRmHjxi2r30rqamp+w8ZHIYMrqiocI4CAHzJ/ls/C0tKSsrOycnY6T4OIfTev+eoUwZv8UO1E4/smZeXt89+Pbt0AAEA+EJE95yPkpSUdM3lF3Rq3/rxZ8etXV/ernXewUO6jTrzRF8SAAD7aCKHEKLR6BmnnXDGaSf4YgAA2GsSecbMWcuWr9qiaw879KBIJLJkydJnX3zjn+OnV1RU9+ra+vSTDuvRvUvjxo0Tw+Lx+KpVq//+xvhXx0xev6GsSX7W10cecOxRhzRr9vlEE6WlpVVVVU2bNt104xs2bMjMzExLS3vn3ffKyv99Y25qasqgA/plZWXNnTvvNw8889akedU1sYd/deF2PnlVVdV7kybf/8dXJ89Y3jQ/44Sj+h952JBePbtvOhncuPETKquqtnhjty6d6medmzJ1+qrVa7cY0Cgne8jgA+rns6uurn7zrXde/vvE5auKG2WnH3Jgz/59uvfs0c3ZBgCwV9jleZHPv/imx16YuumavOyUhZMfufXOhx/483vFG6vrtxdNjrRonHH9j4479+xvTnp/8vW3Pzl19qqijTWx2L/32KV97h3XnnHUyBHJycnj35544U8eGtCzzeABnbOz0jcUbZy3YMW7Hy54/c83tWnTuudB581dWFz/xqZ56eOe//nadeu/ffHvlqwsCyGkpSQ9/9APJr4/o8FJ3/563/k/ueXpJSs31mwy51paSvLJR3X71eiL6zO9ff+zlq3ecuK5X/30uEu/PyqxfNq5P33+jTlbDOjbrcm7r/8uMUHba38bc/Uvnp63eENtXdh0R8MGtBnav9NtD7y1rUnfnIsAAHuIXb6KvHVSx+PhtrseuePh8bHYZutr6+LL1pT/ePRz2VkZl43+y6p1DUzOMHdh8UkX3v/bG9acf963YvHY+qKKv/xt1l/+Nqt+QHZm9PM9blXyMz6Ze86P/1BZHduZj33Dr56dv6x0i5VVNXVPvTrz45nX/PmBy3v26J74W7b/J29jwOfXj9evX3/+VX9Ys6Fy6x29+d7iN99bFELEOQcAsIf7Ama0KK2o+eVDW/ZxvfLK2vOvfqLBPk6oq4vf8cA/1qxZs0s7rayqveFXz+1kH4cQZs3fsK2XPlmw4dxLfr1+/fr/8Dh8MnvOiBOu2rqPN6GPAQD2jUSOxcKm9040VMl129/CslVlK1au3qWdbqyonb2gaOfHZ6ZHDxvS7oihBY2yU7Z+9ePZa595/m//yUGora39+S//2GCId+uQP+qkPoN7ewIIAMA+k8gJ3zy62x/vPKvjfo0a3k1SOGTgfuef2j8vp4EnKtfU1VVWVv1X/84LvzXwpSdvffHJW688v+Hn/E2e+tl/sv2iouLpc1duvb5Ns8wXH/vpg/dc99ITo9u1ynbCAQDs+b6YSd/6dWt6/10/adSoUYvmjY8+656tB/xo1IG33vjjpKSkAb3/8r1rn9ni1Xg81NXV7d6um+SmHXtol2aNc0rLKlu2aLqtYRecc2J6enoI4YJzT/njcxPnLS7ZYsCMuStisdhuH4EVK1ctWFqy9fpjR3Tr1KljCKFJkyZXf//oH97w7H+wEwAA9p5E7tC2SaNGjUIIbVq1bHDAyEMHJiUlhRCaN8v/Aj99UlL446/PP2rkiPo1L7zyVoMjEx8vhJCTk9OnW6utE3n1urKioqLd/iSLFi+vqW3gbpPB/bvWL+fl5kQikQZ+eAgAwJ4k6cvZTTSa/N/YbOOctEOGD93Fqk7Kzkrben1NXby8vGK3P0lR8cYG17duZTY3AACJ/CW64FtDE7dP7LxIJJKZ0UAi19XFqqurd/uTlJSWNbi+SeM8JxkAgET+8nTt3HY33pWc1MDka0lJScnJu3+pu6q6puF9JSc7yQAAJPKXp/6Zz7ukwXuBo0mRXb0gvdk2t/GQwqqqaicZAIBE3qPFYrG160q3Xp+TlZqfn7eN/P33cuU2rhZnZjSc1wsWLd101044AACJvKcoLf3853SVlZXT5zQwgXHHdo1TU1MbfO/7H3+aWFixYuX02asaHNO8WcN5/d6Hn9Qvz/50SV2d6SwAAPZ00X3k73z1H+Muuah9dXX1X559rcFn4A0f3DWEkJzcwJ0bz/5jdtvrfpWXm/3Mq5OXrm74Z3mdOxWkpSRX1Ww5u/NLY2Ye/vobnTu1nzVn3j2PjXfCAQBI5D3FFb94ZfQ9f6upjZdXNfCMkvTUpFFnnhBCyG+UsWTl1hEcufsPE7e//fYFbffv2uTDGVs+RnvJyrITL7jfeQYAsBfZh+5FLi6rbbCPIyE+6uT++fn5IYTCgsbb30hWRsMzVGRnZ594dH/nEwCARN7TfePwzm2aZW5nQGZ69CcXHjL6ZxclHv73jaMHN3ivRULj3NSzvtGvwZcikchlPzz3hksO31ZDhxAO6Nk8JyvFOQcAIJH/Z7Izk+8a/YOJr98x8sCCBsM3KSmMvvzY0dddmpf3+Y/tTj3566cc2W3rRwFGIqFti6zXHr/qkGG9t7W7aDR67VXfv3TU8Eikgd/k9e3a9JU/jc7NSnXOAQDs4Xb5XuQ2LfN7dMzfYmXbVp/fn5CWlrr1qyGErMyMxEJOTtbWAyKRkJmZEY0md+3QuLi0arM3ZqSkpKSEEAoLmkSTtwz63EbZW6xp1jSvfvudOzTNy8tt1KjRi0/eds/vH7/j/jEbSj+fsi05OTK0d6uzTx1+2slf3yJzH/nddUc//9rP73554fLP54bLTE/+zjcPuO6q8/Pz8zcUlWz9+TsVNKmfofmKS0ZlZ2X8+tGxq9dXJtY0zk0dOazw+ivOSU9P79y+caPszSo5Jyv1v/R0bgAAdk9kW8+8+Oqpra1dsmTpgkVLQgidOhS0a9d2O08eqa6unj9/YenGjdnZWR3aF+zqU0XKy8vnL1hYUVGZl5vboUNBNBp1qgEASGQAANgrJTkEAAAgkQEAQCIDAIBEBgAAiQwAAP+LRI7FYs+9+Frv4d/NLDil88BRD/3hz6tWrZ4w8f3CQaMKB43qedB5Xz/98ncnTAohLF26bOARF95+14OJeTNWrlzVdci5r7z2z1gsNmjk9woHjeo29NxvnHnV0399qarq8+mQ3xr/buGgUZf99I4tdjrxvQ8KB426597HEv+89qZfFw4addk1v0xs+eIrbyscNOrnt95bP/7kc64uHDSqy+BRI0/80e8eeLy0tLSysrL7geedf/FNT/75+S6DRyU+beK/HsPO27hxYwjh+RdfLxw0aujRF61cuSqxnedefK1w0KhnX3ht0w+zbNny875/Y0a7k7sOGfXYE39dt25daWnpN864snDQqOdeeC2EsGbNmn6Hnn/kST+qra0NISxYsHDgERfeducDIYR4PP6zn/+6cNCoN9962/kHAPBVSOTq6urLrrnj/J880bZN7oXfGjiw936j73nt0SdfKCuvWLS8tEOb3K+P6Llmfdmp3/tNUVFRTU3NkhWlG4o2Jt5bW1u7cHnJxrKKeDy+ZEVJWkrSKcf0XbK86JzLH3/oD39JjPnbG+9tKKl8ZczMmpqaTfdbUVm5aHlpUfHG2trax5746+//9N63juv3ixsuiUQia9eu/cf42euLK+9+dNzy5SsS41esKi4rrz7hyF5JSeHKX7x0/S33xWKxhcuKV64tKWjb6uuH9ShonbtoeWl+o7TjDuvxtRE9ElMXP/fqhJLSqskzV38weWpiO6Wl5YuWl5ZuLKusrKypqamtrb31zgcGHXPl+9MWX3Tm4P27tvzB9X898GtXfDZ/Ye/u+y1aXjr2nakhhBdeGTNj3vqx7y95+933QgjPvTxmxqdrv3708BDCuxMmPfLMpBVrys677MFly5Y7BQEA9vpEfnfi+/f+6f1vHt3z1T//6u7bfvKnh0dPH3fv1ZddkJSUFEI4fHjP20df/tTvf7J6feWMmbO3v6lunZrffP2lT9z741gsvPfRpyGEeDz+7N+n/fT7I0MkPPjo0w2+69XXx/zopmf79Whx/dXfTzzR4403391QUnXdxUeVV9Q+9/Ib9SObN8685rLvPHT35U1y06fMWlq/fvhBQ++69aqTjx0YQhgxtMvdt111x81XpKenr1u37rW35j5653m52Sljxn206U4nT5134DEXv//BR4sWLb7pN/9cvb7ykbt+cNetV/31sVuvuWjE/KUl9z3y4oXnnhJNCh9MWxxCmPDB7LSUpLSU5LHjP4rH4/f/6Z1enZv26tmjtrb24Sf/tq64+ujhHZetLr/v4WfMSw0AsNcn8mcLloYQ+vfulHg0XSwWy87OjsViiVerKqtXrVr9zIv/zEhL7tmj6w63Fo/HP5rySQghJzs9hPDxlGlr1pd/49gRvTo3v/OhfyZuftjUuElzL/rp4+WVNeedPiLxYOp4PP7gE2P69WgxbHDvVs0yp89atMX2Fy5aWlVdl5a64+fbPf/yP3Oy0wb02//ko3qNe/+zRLwmCvbBpz9ctmpjenraZwsW19aFpEjovX+PEEIkEjn1hJG5WSkLlq7bb782Bw9sN39JcVVV1cIl6445pLBrh/zPFq+ZMXPWouUlA3q2DSGUl5e/NWlBCOHEYwaHEN5+f15ZWZmzEABg707k2tq6EEJaakoIYcOGDfsffH7nQece962rqqqqQwgP/HlC/5E//vlv3rjknGH5+fmJjK6/UJpYqH/q85vvLegx7DtX3PzX9q1zTjlueHFx8U2/erJdq0a1tbWd2zdfsrL89w8/vcVF1jXryprlZ4YQ5n62JPHSh5M/fnfK8gG92uU2atS7W8uJHy8sLS1NDJ63uHjosZed/v3fpqYmn3b80O3/XUVFRQ8/9Va7ltkVFRXHHjFwwdKS1//+r9Wr19x672shhO+eOmDm+N/269u7uromhJCemlz/TOnk5KS09OTEYbn12lFllTW/f/iphctLbrjyrONH7j9jzopf3P1UCJFhg3uEEMaMfWfZ6rIhfVr17d0tJyvlgxkrPpk911kIALBHie7qG3p26xRCmDx13qizQl5e3ugrTv7WJY/k52YkgvU7pw6pqq759WPvrl5bHELIycmORpMWL19fV1cXjUanTJsVi4V2+7VKbGpAz5Z3j74gMyOjWbOmjRo1eumVf4ydtLiyunbgsT+rq4uHEB5/buJ3zzk5Pz+/fu+nHNvvu+ecdMp5ox94auLpJx3VrVuX1/4xIR4P9zw24XdPTKyti8Xi4b33Pxp5+CEhhP1aZj961/eaNW3SpEl+kyZNysvLt/N3zZ4z7+PZayKRSJ8jrorHQ1VN7J6HXr2jTcth/dsvWDZ9YL/OTZs2DSH07N45KRIvr6qbMnXGwAP6hRCefv4fq9dVHntIsxBCzx7dOu6X+/N7/t61feNePXu0atnitt+/OXvBhtRoUp/9u4YQnn9tYghh8oyVQ4+7obomFouHV//+zsAD+jsRAQD24kQeOuSAn1506O+fnFBUcl3Bfk2XLF8Xj0fqLwxnZaVfetEZK1YXvfDPWd9+e+LBw4cePbzLU69OO+8HNyUlRV4dO3dY31aDBw1IDM7Nydi/V8/EciwWu/P+V8ora2/60ZGDD+hRW1t39qUPzl1U/NGUGYePGL7pB2jTpvV9t1903Nm3n3/ZPQ/eecnbH3zatkXmb28+JyMjLYRw9S1/uuzGJ8b26RlCSE9N7tG9y6aFvR1//9d78XjkgVtOK2jXKoRw3x9ee+Pd+dNmzDnkwJ5PvjL96ZcmTp2xIIRw9ulHj77smF/e/68Lrrjv0CGFq9aUPP/GnI775fzwuyeFENLS0vp0azVn4SdHDu8eQmjSpMnQfvu9PXlZl/a57QvarlixcsJHi048ost3v31UNJocj4cb73j6pTem//TKqrS0NOciAMAeIvnGG2/cpTckJSWNOHhw+1bp/3p35kczlq4vKv/G4T1u+dmotNSUj6fNHnFgjwOHDDz+mIPfnjDpH2M/PurQft/42qEbNyyfNGXRqrWlfbu3/O1tFzdt2iSEMObNd3t0aT1yxOf3P3z66Wd/ffWdwoLGd918SbeuXTp1bN+hTfrCRctaNcsedECfEMK6des/nvbJwUO6Dei3f6uWLRpl1HwwdcG4CVNrqmsvPGvEGaed0KF9QYf2BZHYxumzF2enxysqKvJzM44/Znh9fdbV1b3x5ju9u+131BHDQgiLFi9ZsGjpQYO6Dh7YN4Tw4GMvde/U5ObrLu7YoaBD+4LGuanTZsxbt75kUP+un85fXFlVu3Rl0dKVRQcP6X7m6Sec/c3hU6bOfGfywvKKmgvOGHbv7Zd27NghsZfS4nXLVqz67reP7NC+IIRQUbZ+1eq15546fPiwQRMnfTh95vzrLv/WIQcf2KF9QccOBc3yUqZMn9+3Z9vWrVo6FwEA9hCR3Z5RoaysrKqqKjk5OScnJykpqa6urqysLD09PTU1NYRQXl5eW1ubmZkZjUbr6upKS0vj8XhWVtX/9ksAABmTSURBVFbi1RBCaWlpcnJyZmZm4p+1tbXl5eXJyclZWVmJNfF4fOPGjSkpKYlpKxLbT0tLSyRvYnxiZFZWVnJycmK5pqamoqIiJSUlFosl9lh/iTsej5eWlkaj0cROq6urKysr6zdYWlpav68QQiwW27hxYyQSSU9Pr6ioqP+rE39RCKGqqirx8XJycv59Ff3/N1s/LPHPxGGprq6uqqrKzs6uH19XV1deXp6enp746SEAAHt3IgMAwFeSB1ADAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgCAL1c0hBCJRBwIAAD2cfF4PLHgKjIAAGwmGkIoKSlxIAAAIMFVZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAANhnReLxeCQScSAAANjHxePxxIKryAAAsJlIfSwDAADBVWQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAADs+aIhhEgk4kAAALCPi8fjiQVXkQEAYDOR+lgGAACCq8gAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAA9hTREEIkEnEgAADYx8Xj8cSCq8gAALCZaAihpKTEgQAAgARXkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBgrxKJx+ORSMSBAABgHxePx/+dyA4HAADUc6MFAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAOxVoiGESCTiQAAAsI+Lx+OJBVeRAQBgM5H6WAYAAIKryAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAANjzRUMIkUjEgQAAYB8Xj8cTC64iAwDAZiL1sQwAAARXkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBgLxMNIUQiEQcCAIB9XDweTyy4igwAAJuJ1McyAAAQXEUGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwDAni8aQohEIg4EAAD7uHg8nlhwFRkAADYTDSGUlJQ4EAAAkOAqMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAABAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAe6BIPB6PRCIOBAAA+7h4PJ5YcBUZAAA2E6mPZQAAILiKDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAgD1fNIQQiUQcCAAA9nHxeDyx4CoyAABsJlIfywAAQHAVGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAD2MhGHAAAAQgjxeDyx4CoyAABsJlIfywAAQHAVGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgOAQAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAABAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAPxfu3ZsAiAMhGHUA8dwDHsnENxUyAT27mHpCmeR0kaEgMJ7dar/mq8IgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAACARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiWwCAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAACARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAABAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJFNAAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAADwRv/kUURYCgCgkW2ZjVBNa/lNImemgwEAtHAOY7cfdvgUHy0AAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAABuLt/hd6ZVS5FRAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">30<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3cc w67 h4d"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska dyrektor<span class="_ _0"></span>skie </div></div><div class="c xdb y3cc w30 h4d"><div class="t m0 x81 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">136%<span class="ls0"> </span></div></div><div class="c xdc y3cc w68 h4d"><div class="t m0 x5 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">85%<span class="ls0"> </span></div></div><div class="c x95 y3ce w67 h30"><div class="t m0 xc6 he y65 ff1 fs6 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A.<span class="ff5"> </span></div></div><div class="c xdb y3ce w30 h30"><div class="t m0 x5c h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y3ce w68 h30"><div class="t m0 xdd h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3cf w67 h58"><div class="t m0 xc6 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska nier<span class="_ _0"></span>obotnicze </div></div><div class="c xdb y3cf w30 h58"><div class="t m0 xe h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">77,7% </div></div><div class="c xdc y3cf w68 h58"><div class="t m0 xb5 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">73,4% </div></div><div class="c x95 y3d0 w67 h59"><div class="t m0 xc6 h10 y3d1 ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska dyrek<span class="_ _0"></span>torskie </div></div><div class="c xdb y3d0 w30 h59"><div class="t m0 xe h10 y2f3 ff5 fs6 fc0 sc0 ls0 ws0">81,4% </div></div><div class="c xdc y3d0 w68 h59"><div class="t m0 xb5 h10 y2f3 ff5 fs6 fc0 sc0 ls0 ws0">86,5% </div></div><div class="c x95 y3d2 w67 h58"><div class="t m0 xc6 he y6b ff1 fs6 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A.<span class="ff5"> </span></div></div><div class="c xdb y3d2 w30 h58"><div class="t m0 x5c h10 y65 ff5 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y3d2 w68 h58"><div class="t m0 xdd h10 y65 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3d3 w67 h58"><div class="t m0 xc6 h10 y6b ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska ro<span class="_ _0"></span>botnicze </div></div><div class="c xdb y3d3 w30 h58"><div class="t m0 xe h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">56,1% </div></div><div class="c xdc y3d3 w68 h58"><div class="t m0 x5 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">52%<span class="ls0"> </span></div></div><div class="c x95 y3d4 w67 h4d"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska nier<span class="_ _0"></span>obotnicze </div></div><div class="c xdb y3d4 w30 h4d"><div class="t m0 xe h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">95,2% </div></div><div class="c xdc y3d4 w68 h4d"><div class="t m0 xb5 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">82,5% </div></div><div class="c x95 y3d5 w67 h4d"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska kierow<span class="_ _0"></span>nicze </div></div><div class="c xdb y3d5 w30 h4d"><div class="t m0 xe h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">82,3% </div></div><div class="c xdc y3d5 w68 h4d"><div class="t m0 xb5 h10 y396 ff5 fs6 fc0 sc0 ls0 ws0">90,8% </div></div><div class="c x95 y133 w67 h54"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska dyrek<span class="_ _0"></span>torskie </div></div><div class="c xdb y133 w30 h54"><div class="t m0 xaf h10 y396 ff5 fs6 fc0 sc0 lsc ws0">65%<span class="ls0"> </span></div></div><div class="c xdc y133 w68 h54"><div class="t m0 x5 h10 y396 ff5 fs6 fc0 sc0 lsc ws0">59%<span class="ls0"> </span></div></div><div class="c x95 y316 w67 h5a"><div class="t m0 xc6 he y3d6 ff1 fs6 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o.o.*<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xdb y316 w30 h5a"><div class="t m0 x5c h10 y3d6 ff5 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y316 w68 h5a"><div class="t m0 xdd h10 y3d6 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3d7 w67 h4d"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska nier<span class="_ _0"></span>obotnicze </div></div><div class="c xdb y3d7 w30 h4d"><div class="t m0 xaf h10 y3d8 ff5 fs6 fc0 sc0 lsc ws0">87%<span class="ls0"> </span></div></div><div class="c xdc y3d7 w68 h4d"><div class="t m0 x5 h10 y3d8 ff5 fs6 fc0 sc0 lsc ws0">77%<span class="ls0"> </span></div></div><div class="c x95 y3d9 w67 h4d"><div class="t m0 xc6 h10 y3cd ff5 fs6 fc0 sc0 ls0 ws0">Stanowiska kierow<span class="_ _0"></span>nicze </div></div><div class="c xdb y3d9 w30 h4d"><div class="t m0 x81 h10 y3d8 ff5 fs6 fc0 sc0 lsc ws0">117%<span class="ls0"> </span></div></div><div class="c xdc y3d9 w68 h4d"><div class="t m0 xcb h10 y3d8 ff5 fs6 fc0 sc0 lsc ws0">117%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h35 y3da ff6 fsa fc0 sc0 ls0 ws0">Uwaga: Po<span class="_ _0"></span>minięto ka<span class="_ _0"></span>tegorie,<span class="_ _0"></span> w<span class="ff5"> </span>który<span class="_ _0"></span>ch nie ma<span class="_ _0"></span> pracownikó<span class="_ _0"></span>w obu płc<span class="_ _0"></span>i lub dana<span class="_ _0"></span> kategoria<span class="_ _0"></span> zaszereg<span class="_ _0"></span>owania ni<span class="_ _0"></span>e występ<span class="_ _0"></span>uje w spółce.<span class="ff5"> </span></div><div class="t m0 x5 h10 y3db ff6 fs6 fc0 sc0 ls0 ws0">*W spółce Marywil<span class="_ _0"></span>ska 44 Sp.<span class="_ _0"></span> z o.o. nastąpiła<span class="_ _0"></span> korekta dan<span class="_ _0"></span>ych za 202<span class="_ _0"></span>0 rok. <span class="ff5 fsa"> </span></div><div class="t m0 x5 h14 y3dc ff4 fs7 fc0 sc0 ls9 ws0">4.4. Podejście do z<span class="_ _21"></span>arządzania B<span class="_ _21"></span>HP<span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y3dd ff1 fs4 fc4 sc0 ls0 ws0">GRI: 103-1, 103-<span class="_ _21"></span>2, 403-1, 403-3, 41<span class="_ _21"></span>3-2 </div><div class="t m0 x5 hb y3de ff6 fs4 fc0 sc0 ls0 ws0">O <span class="_ _2b"> </span>suk<span class="_ _21"></span>cesie <span class="_ _2b"> </span>realizow<span class="_ _21"></span>anych <span class="_ _2b"> </span>prz<span class="_ _21"></span>ez <span class="_ _2b"> </span>nas <span class="_ _20"> </span>procedur <span class="_ _20"> </span>z <span class="_ _2b"> </span>o<span class="_ _21"></span>bszaru <span class="_ _20"> </span>BHP <span class="_ _20"> </span>świadczy <span class="_ _20"> </span>wyraźny <span class="_ _20"> </span>spadek <span class="_ _20"> </span>wskaźnika </div><div class="t m0 x5 hb y3df ff5 fs4 fc0 sc0 ls0 ws0">wypadkowo<span class="ff6">ści <span class="_ _2a"> </span>we <span class="_ _2a"> </span>wszystk<span class="_ _21"></span>ich <span class="_ _29"> </span>s<span class="_ _21"></span>półkach <span class="_ _2a"> </span>w <span class="_ _29"> </span>G<span class="_ _21"></span>rupie <span class="_ _2a"> </span>Kapitałowej <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>w <span class="_ _2a"> </span>2021 <span class="_ _2a"> </span>roku. <span class="_ _2a"> </span>Za <span class="_ _2a"> </span>prawidłowość </span></div><div class="t m0 x5 hb y3e0 ff6 fs4 fc0 sc0 ls0 ws0">procesów <span class="_ _25"></span>BHP<span class="_ _21"></span> <span class="_ _25"></span>na <span class="_ _25"></span>budow<span class="_ _21"></span>ach <span class="_ _25"></span>i <span class="_ _25"></span>dzia<span class="_ _21"></span>łań <span class="_ _25"></span>prewencyj<span class="_ _21"></span>nych <span class="_ _25"></span>odpowiada <span class="_ _25"></span>Dz<span class="_ _21"></span>iał <span class="_ _25"></span>BHP, <span class="_ _25"></span>kt<span class="_ _21"></span>óry <span class="_ _25"></span>w <span class="_ _24"></span>spółkach <span class="_ _25"></span>MIR<span class="_ _21"></span>BUD </div><div class="t m0 x5 hb y3e1 ff6 fs4 fc0 sc0 ls0 ws0">S.A. <span class="_ _20"> </span>oraz  K<span class="_ _0"></span>obylarnia  S.A. <span class="_ _2b"> </span>wy<span class="_ _21"></span>konuje <span class="_ _20"> </span>obowiązki  na <span class="_ _20"> </span>podstawie  przepisów <span class="_ _20"> </span>prawa. <span class="_ _20"> </span>Dzi<span class="_ _25"></span>ał <span class="_ _20"> </span>BHP <span class="_ _20"> </span>zatrudnia </div><div class="t m0 x5 hb y3e2 ff6 fs4 fc0 sc0 ls0 ws0">Specjalistów <span class="_ _25"></span>oraz <span class="_ _25"></span>Inspektorów <span class="_ _21"></span>ds.<span class="_ _21"></span> <span class="_ _21"></span>BHP.<span class="_ _21"></span> <span class="_ _21"></span>N<span class="_ _21"></span>adzór <span class="_ _21"></span>w <span class="_ _25"></span>tym <span class="_ _25"></span>zakresie <span class="_ _25"></span>odbywa <span class="_ _21"></span>s<span class="_ _21"></span>ię <span class="_ _21"></span>na<span class="_ _21"></span> <span class="_ _21"></span>podstaw<span class="_ _21"></span>ie <span class="_ _21"></span>obowiąz<span class="_ _21"></span>ującej </div><div class="t m0 x5 hb y3e3 ff6 fs4 fc0 sc0 ls0 ws0">Polityki <span class="_ _0"></span>Jakości, <span class="_ _27"></span>k<span class="_ _21"></span>tóra <span class="_ _27"></span>z<span class="_ _21"></span>awiera „P<span class="_ _0"></span>rocedurę Nadzoru <span class="_ _27"></span>nad Środowiskiem <span class="_ _0"></span>Pracy”. <span class="_ _0"></span>Przedmiotem <span class="_ _0"></span>procedury jest </div><div class="t m0 x5 hb y3e4 ff6 fs4 fc0 sc0 ls0 ws0">usystematyzowanie metod postępowania,<span class="ff5"> </span>określenie zakresu od<span class="_ _0"></span>powiedzialnoś<span class="_ _21"></span>ci <span class="_ _0"></span>i up<span class="_ _0"></span>rawnień pracowników </div><div class="t m0 x5 hb y3e5 ff6 fs4 fc0 sc0 ls0 ws0">w odniesieniu do wym<span class="_ _21"></span>agań środowiska <span class="_ _21"></span>pracy, w szczególnośc<span class="_ _21"></span>i BHP, Ppoż. <span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y3e6 ff6 fs4 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2b"> </span>z <span class="_ _2b"> </span>proc<span class="_ _21"></span>edurą <span class="_ _2b"> </span>za <span class="_ _2b"> </span>stan <span class="_ _2b"> </span>bezpi<span class="_ _21"></span>eczeństwa <span class="_ _2b"> </span>i <span class="_ _2b"> </span>higieny <span class="_ _20"> </span>pracy <span class="_ _2b"> </span>w <span class="_ _2b"> </span>trakc<span class="_ _21"></span>ie <span class="_ _2b"> </span>realizacji <span class="_ _2b"> </span>budowy <span class="_ _2b"> </span>od<span class="_ _21"></span>powiada </div><div class="t m0 x5 hb y3e7 ff6 fs4 fc0 sc0 ls0 ws0">Kierownik Budowy. Na każde<span class="_ _21"></span>j z budów są zatrudniani zewnętrzni inspektorzy BH<span class="_ _21"></span>P. Koordynację i kontrolę </div><div class="t m0 x5 hb y3e8 ff6 fs4 fc0 sc0 ls0 ws0">prac <span class="_ _25"></span>ws<span class="_ _21"></span>zystkich <span class="_ _24"></span>inspektorów <span class="_ _24"></span>prowadzą <span class="_ _24"></span>Działy <span class="_ _24"></span>BHP <span class="_ _24"></span>w <span class="_ _24"></span>poszcz<span class="_ _21"></span>ególnych <span class="_ _25"></span>spółkac<span class="_ _21"></span>h <span class="_ _24"></span>Grupy. <span class="_ _25"></span>S<span class="_ _21"></span>łużba <span class="_ _25"></span>ds. <span class="_ _24"></span>BHP<span class="_ _21"></span> </div><div class="t m0 x5 hb y279 ff6 fs4 fc0 sc0 ls0 ws0">opracowuje  i  zapewnia  ni<span class="_ _21"></span>ezbędne  dokumenty,  wytyc<span class="_ _21"></span>zne  dotyczące  BHP  oraz  prowadz<span class="_ _21"></span>i  nadz<span class="_ _25"></span>ór  nad </div><div class="t m0 x5 hb y27a ff6 fs4 fc0 sc0 ls0 ws0">poprawnością <span class="_ _2b"> </span>ich <span class="_ _2b"> </span>stosowania. <span class="_ _2b"> </span>Inspektor <span class="_ _2b"> </span>ds. <span class="_ _2b"> </span>BHP <span class="_ _2a"> </span>o<span class="_ _21"></span>pracowuje <span class="_ _2b"> </span>dla <span class="_ _2b"> </span>poszczególnych <span class="_ _2b"> </span>pracowników <span class="_ _2b"> </span>danej </div><div class="t m0 x5 hb y3e9 ff6 fs4 fc0 sc0 ls0 ws0">budowy <span class="_ _22"> </span>imienne <span class="_ _22"> </span>„Karty <span class="_ _22"> </span>Świ<span class="_ _21"></span>adomości <span class="_ _22"> </span>Pracownika”, <span class="_ _22"> </span>k<span class="_ _21"></span>tóre <span class="_ _23"> </span>następ<span class="_ _21"></span>nie <span class="_ _23"> </span>przek<span class="_ _21"></span>azuje <span class="_ _22"> </span>do <span class="_ _22"> </span>wypełnienia </div><div class="t m0 x5 hb y3ea ff6 fs4 fc0 sc0 ls0 ws0">kierownikowi <span class="_ _2a"> </span>budowy. <span class="_ _2a"> </span>Pracownicy <span class="_ _2a"> </span>otrzymują <span class="_ _2a"> </span>dokument <span class="_ _2a"> </span>do <span class="_ _2a"> </span>zapoznania <span class="_ _2b"> </span>się <span class="_ _29"> </span>i <span class="_ _2a"> </span>podpisania. <span class="_ _2a"> </span>Karty <span class="_ _2a"> </span>na <span class="_ _2a"> </span>stałe </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">31<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff5 fs4 fc0 sc0 ls0 ws0">przechowuje <span class="_ _2b"> </span>Kierownik <span class="_ _2a"> </span>budowy <span class="_ _2b"> </span>przez <span class="_ _2a"> </span>okres<span class="_ _21"></span> <span class="_ _2a"> </span>realizacji <span class="_ _2b"> </span>budowy. <span class="_ _2a"> </span>Inspektor <span class="_ _2b"> </span>ds. <span class="_ _2a"> </span>BHP <span class="_ _2b"> </span>cyklicznie <span class="_ _2a"> </span>doko<span class="_ _21"></span>nuje </div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">oceny <span class="_ _2a"> </span>funkcj<span class="_ _21"></span>onowania <span class="_ _2a"> </span>b<span class="_ _21"></span>udowy <span class="_ _2a"> </span>w <span class="_ _2b"> </span>zakresie <span class="_ _2a"> </span>BHP, <span class="_ _2b"> </span>prowadzi <span class="_ _2a"> </span>ko<span class="_ _21"></span>nsultacje <span class="_ _2a"> </span>oraz<span class="_ _21"></span> <span class="_ _2a"> </span>wdr<span class="_ _21"></span>aża <span class="_ _2a"> </span>niezbędne <span class="_ _2b"> </span>zmiany </div><div class="t m0 x5 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">wpływające na popraw<span class="_ _21"></span>ę bezpiecze<span class="_ _21"></span>ństwa pracy.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y2b3 ff6 fs4 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _27"></span>z<span class="_ _21"></span> <span class="_ _27"></span>prz<span class="_ _21"></span>yjętą<span class="ff5"> </span>Strategią<span class="ff5"> E<span class="_ _21"></span>SG <span class="_ _27"></span>na lata <span class="_ _27"></span>2022-<span class="_ _21"></span><span class="ff6">2026 <span class="_ _0"></span>w <span class="_ _0"></span>2022 <span class="_ _27"></span>roku <span class="_ _0"></span>w <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>S.A. <span class="_ _27"></span>z<span class="_ _21"></span>aplanowano <span class="_ _0"></span>wdrożenie </span></span></div><div class="t m0 x5 hb y25e ff6 fs4 fc0 sc0 ls0 ws0">certyfikacji <span class="_ _2a"> </span>w <span class="_ _2a"> </span>z<span class="_ _21"></span>akresie <span class="_ _2a"> </span>systemu <span class="_ _2a"> </span>zarządz<span class="_ _21"></span>ania <span class="_ _2a"> </span>bezpiecz<span class="_ _21"></span>eństwem <span class="_ _2a"> </span>i <span class="_ _2a"> </span>higi<span class="_ _21"></span>eną <span class="_ _2a"> </span>pracy <span class="_ _2a"> </span>I<span class="_ _21"></span>SO <span class="_ _2a"> </span>45001. <span class="_ _2a"> </span>Po <span class="_ _2a"> </span>u<span class="_ _21"></span>pływie </div><div class="t m0 x5 hb y25f ff5 fs4 fc0 sc0 ls0 ws0">okresu <span class="_ _33"> </span>sprawozdawc<span class="_ _21"></span>zego, <span class="_ _33"> </span>a <span class="_ _33"> </span>do <span class="_ _33"> </span>dnia <span class="_ _28"> </span>publikacji <span class="_ _33"> </span>nin<span class="_ _21"></span>iejszego <span class="_ _33"> </span><span class="ff6">raportu <span class="_ _33"> </span>spółk<span class="_ _21"></span>a <span class="_ _26"> </span>u<span class="_ _21"></span>zyskała <span class="_ _33"> </span>certyfikat <span class="_ _33"> </span>ISO </span></div><div class="t m0 x5 h2b y260 ff5 fs4 fc0 sc0 ls0 ws0">45001:2018.<span class="fs1"> </span></div><div class="t m0 x5 h14 y2b4 ff4 fs7 fc0 sc0 ls0 ws0">4.5. BHP w łańcuch<span class="_ _21"></span>u dostaw<span class="ff1"> </span></div><div class="t m0 x5 ha y3eb ff1 fs4 fc4 sc0 ls0 ws0">GRI: 403-1, 403-<span class="_ _21"></span>5, 414-1, 414-2 </div><div class="t m0 x5 hb y3ec ff6 fs4 fc0 sc0 ls0 ws0">Wszyscy<span class="_ _21"></span>  pracownicy <span class="_ _20"> </span>spółek  Grupy  MIRBUD  oraz  pracownicy  podwykonawc<span class="_ _21"></span>ów  realizujący  prace  na </div><div class="t m0 x5 hb y3ed ff6 fs4 fc0 sc0 ls0 ws0">budowach <span class="_ _25"></span>odbywają <span class="_ _24"></span>szkolenia <span class="_ _25"></span>z<span class="_ _21"></span> <span class="_ _25"></span>zakresu <span class="_ _24"></span>BHP, <span class="_ _25"></span>któr<span class="_ _21"></span>e <span class="_ _25"></span>kończą <span class="_ _25"></span>się <span class="_ _25"></span>teste<span class="_ _21"></span>m <span class="_ _25"></span>wiedzy. <span class="_ _25"></span>Szkolenia <span class="_ _24"></span>ogólne <span class="_ _25"></span>BHP <span class="_ _25"></span>i<span class="_ _21"></span> </div><div class="t m0 x5 hb y3ee ff6 fs4 fc0 sc0 ls0 ws0">szkolenia <span class="_ _24"></span>stanow<span class="_ _21"></span>iskowe <span class="_ _24"></span>są<span class="_ _21"></span> <span class="_ _24"></span>bezpłatne, <span class="_ _24"></span>pro<span class="_ _21"></span>wadzone <span class="_ _24"></span>pr<span class="_ _21"></span>zez <span class="_ _29"></span>wewnętrzne <span class="_ _24"></span>służby <span class="_ _29"></span>BHP, <span class="_ _24"></span>natom<span class="_ _21"></span>iast <span class="_ _24"></span>szkolenia </div><div class="t m0 x5 hb y3ef ff6 fs4 fc0 sc0 ls0 ws0">okresowe <span class="_ _3a"> </span>realizuje <span class="_ _3a"> </span>firma <span class="_ _3a"> </span>zewnętrzna. <span class="_ _3a"> </span>Przed <span class="_ _28"> </span>r<span class="_ _21"></span>ozpoczęciem <span class="_ _3a"> </span>każdej <span class="_ _3a"> </span>budowy <span class="_ _3a"> </span>ma <span class="_ _3a"> </span>miejsce <span class="_ _3a"> </span>spotkanie </div><div class="t m0 x5 hb y3f0 ff5 fs4 fc0 sc0 ls0 ws0">kierowni<span class="ff6">ctwa <span class="_ _24"></span>kontraktu <span class="_ _24"></span>ze <span class="_ _24"></span>s<span class="_ _21"></span>pecjalistą <span class="_ _25"></span>ds. <span class="_ _24"></span>BHP,<span class="_ _21"></span> <span class="_ _25"></span>podczas<span class="_ _21"></span> <span class="_ _25"></span>którego <span class="_ _24"></span>omawiane<span class="_ _21"></span> <span class="_ _25"></span>są <span class="_ _24"></span>wymagan<span class="_ _21"></span>e <span class="_ _25"></span>procedury<span class="_ _21"></span>. <span class="_ _25"></span>W </span></div><div class="t m0 x5 hb y3f1 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _2a"> </span>S.<span class="_ _21"></span>A. <span class="_ _2a"> </span>obowiązuje <span class="_ _2b"> </span>ponadto <span class="_ _2a"> </span>standard <span class="_ _2a"> </span>P<span class="_ _21"></span>lanu <span class="_ _2a"> </span>Bezpiecz<span class="_ _21"></span>eństwa <span class="_ _2a"> </span>i <span class="_ _2b"> </span>Ochrony <span class="_ _2a"> </span>Zdrowia, <span class="_ _2b"> </span>który <span class="_ _2a"> </span>pozwala </div><div class="t m0 x5 h2b y3f2 ff6 fs4 fc0 sc0 ls0 ws0">zapewnić jednolite zasa<span class="_ _21"></span>dy na wszystkich kontraktac<span class="_ _21"></span>h.<span class="_ _21"></span><span class="ff5 fs1"> </span></div><div class="t m0 x5 h14 y2ec ff4 fs7 fc0 sc0 ls0 ws0">4.6. Wypadkowość<span class="_ _21"></span><span class="ff1"> </span></div><div class="t m0 x5 ha y3f3 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 403-2, 403-<span class="_ _21"></span>3, 403-9, 403-<span class="ls6">10</span> </div><div class="t m0 x5 hb y3f4 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _24"></span>spółkach<span class="_ _21"></span> <span class="_ _24"></span>Grupy <span class="_ _29"> </span>Kapitał<span class="_ _21"></span>owej <span class="_ _24"></span>MIRB<span class="_ _21"></span>UD <span class="_ _29"></span>działa <span class="_ _24"></span>sy<span class="_ _21"></span>stem <span class="_ _24"></span>dotyc<span class="_ _21"></span>zący <span class="_ _24"></span>z<span class="_ _21"></span>głaszania <span class="_ _24"></span>i<span class="_ _21"></span> <span class="_ _24"></span>rej<span class="_ _21"></span>estrowania <span class="_ _29"></span>wypadków </div><div class="t m0 x5 hb y3f5 ff6 fs4 fc0 sc0 ls0 ws0">przy <span class="_ _33"> </span>pracy. <span class="_ _33"> </span>Liczba <span class="_ _33"> </span>wypad<span class="_ _21"></span>ków <span class="_ _33"> </span>zależy <span class="_ _33"> </span>od <span class="_ _33"> </span>intensywnoś<span class="_ _21"></span>ci <span class="_ _26"> </span>prac<span class="_ _21"></span> <span class="_ _26"> </span>na <span class="_ _33"> </span>da<span class="_ _21"></span>nej <span class="_ _26"> </span>i<span class="_ _21"></span>nwestycji <span class="_ _33"> </span>oraz <span class="_ _33"> </span>od <span class="_ _33"> </span>samych </div><div class="t m0 x5 hb y3f6 ff6 fs4 fc0 sc0 ls0 ws0">pracowników bu<span class="_ _21"></span>dów, dlate<span class="_ _21"></span>go stawiamy n<span class="_ _21"></span>a<span class="ff5"> <span class="_ _21"></span></span>działania p<span class="_ _21"></span>rewencyjne w <span class="_ _21"></span>zakresie BH<span class="_ _21"></span>P. W 202<span class="_ _21"></span>1 roku w <span class="_ _21"></span>Grupie </div><div class="t m0 x5 hb y3f7 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _21"></span>SA <span class="_ _21"></span>miało <span class="_ _21"></span>miejsce <span class="_ _21"></span>jedynie <span class="_ _21"></span>kilka <span class="_ _21"></span>wypadkó<span class="_ _21"></span>w l<span class="_ _21"></span>ekkich. Ni<span class="_ _21"></span>e wys<span class="_ _21"></span>tąpiły <span class="_ _21"></span>wypadki <span class="_ _21"></span>ciężkie <span class="_ _21"></span>i <span class="_ _21"></span>śmierteln<span class="_ _21"></span>e. <span class="_ _21"></span>W </div><div class="t m0 x5 hb y3f8 ff6 fs4 fc0 sc0 ls0 ws0">żadnej ze spółek Grupy <span class="_ _0"></span>Kapitałowej MIRBUD nie zostały stwierdzone choroby zawodowe. Odnotowal<span class="_ _21"></span>i<span class="_ _21"></span>śmy </div><div class="t m0 x5 hb y3f9 ff6 fs4 fc0 sc0 ls0 ws0">wyraźny <span class="_ _21"></span>spadek <span class="_ _21"></span>wskaźnika <span class="_ _21"></span>wypadkowości <span class="_ _21"></span>w <span class="_ _21"></span>porówna<span class="_ _21"></span>niu z <span class="_ _21"></span>latami <span class="_ _21"></span>poprzednimi. <span class="_ _24"></span>Oznacza <span class="_ _21"></span>to, ż<span class="_ _21"></span>e wdrożon<span class="_ _21"></span>e </div><div class="t m0 x5 hb y3fa ff6 fs4 fc0 sc0 ls0 ws0">do <span class="_ _3a"> </span>tej <span class="_ _3a"> </span>pory <span class="_ _3a"> </span>działania <span class="_ _3a"> </span>na<span class="_ _21"></span>prawcze <span class="_ _3a"> </span>i <span class="_ _3a"> </span>budowanie <span class="_ _3a"> </span>świadomośc<span class="_ _21"></span>i <span class="_ _3a"> </span>na <span class="_ _3a"> </span>temat <span class="_ _3a"> </span>bezpieczeństw<span class="_ _21"></span>a <span class="_ _3a"> </span>przynoszą </div><div class="t m0 x5 hb y3fb ff5 fs4 fc0 sc0 ls0 ws0">odpowiednie efekty.<span class="_ _21"></span> </div><div class="t m0 x5 he yf4 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Wypa<span class="_ _0"></span>dki przy pracy wśr<span class="_ _0"></span>ód pracowników w<span class="_ _0"></span>łasnych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5 y3fc w6a h5b"><div class="t m0 xdd h10 y3fd ff5 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xc9 y3fc w6b h5b"><div class="t m0 xbf he y3fe ff1 fs6 fc3 sc0 ls0 ws0"> MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xde y3fc w6c h5b"><div class="t m0 xdf he y3fe ff1 fs6 fc3 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c x5 y3ff w6a h38"><div class="t m0 xdd h10 y315 ff5 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xc9 y3ff w6d h38"><div class="t m0 x8e he y3fd ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c xe0 y3ff w6e h38"><div class="t m0 x1b he y3fd ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c xde y3ff w6f h38"><div class="t m0 xb4 he y3fd ff1 fs6 fc3 sc0 lsc ws0">2020<span class="ls0"> </span></div></div><div class="c xe1 y3ff w70 h38"><div class="t m0 x8f he y3fd ff1 fs6 fc3 sc0 lsc ws0">2021<span class="ls0"> </span></div></div><div class="c x5 y400 w6a h5c"><div class="t m0 xac h10 y3d6 ff6 fs6 fc0 sc0 ls0 ws0">Łączna liczba<span class="_ _0"></span> wypadków pr<span class="_ _0"></span>zy pracy<span class="ff5"> </span></div></div><div class="c xc9 y400 w6d h5c"><div class="t m0 xb9 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">5 </div></div><div class="c xe0 y400 w6e h5c"><div class="t m0 xbc h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">1 </div></div><div class="c xde y400 w6f h5c"><div class="t m0 x3b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">5 </div></div><div class="c xe1 y400 w70 h5c"><div class="t m0 xdf h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">5 </div></div><div class="c x5 y401 w6a h5d"><div class="t m0 xac h10 y3d6 ff6 fs6 fc0 sc0 ls0 ws0">Liczba wypad<span class="_ _0"></span>ków śmiertelny<span class="_ _0"></span>ch<span class="ff5"> </span></div></div><div class="c xc9 y401 w6d h5d"><div class="t m0 xb9 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">1 </div></div><div class="c xe0 y401 w6e h5d"><div class="t m0 xbc h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xde y401 w6f h5d"><div class="t m0 x3b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">1 </div></div><div class="c xe1 y401 w70 h5d"><div class="t m0 xdf h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c x5 ye0 w6a h5d"><div class="t m0 xac h10 y402 ff6 fs6 fc0 sc0 ls0 ws0">Wskaźnik w<span class="_ _0"></span>ypadkowości w<span class="_ _0"></span>ypadkó<span class="_ _0"></span>w </div><div class="t m0 xac h10 y403 ff6 fs6 fc0 sc0 ls0 ws0">ogółem<span class="ff5"> </span></div></div><div class="c xc9 ye0 w6d h5d"><div class="t m0 x1b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">6,55 </div></div><div class="c xe0 ye0 w6e h5d"><div class="t m0 x19 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">1,16 </div></div><div class="c xde ye0 w6f h5d"><div class="t m0 xe2 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">9,92 </div></div><div class="c xe1 ye0 w70 h5d"><div class="t m0 x2b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">7,94 </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">32<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y404 w6a h5c"><div class="t m0 xac h10 y405 ff6 fs6 fc0 sc0 ls0 ws0">Liczba wypad<span class="_ _0"></span>ków ciężkich<span class="ff5"> </span></div></div><div class="c xc9 y404 w6d h5c"><div class="t m0 xb9 h10 y405 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xe0 y404 w6e h5c"><div class="t m0 xbc h10 y405 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xde y404 w6f h5c"><div class="t m0 x3b h10 y405 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xe1 y404 w70 h5c"><div class="t m0 xdf h10 y405 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c x5 y406 w6a h5d"><div class="t m0 xac h10 y402 ff6 fs6 fc0 sc0 ls0 ws0">Wskaźnik wypad<span class="_ _0"></span>kowości wypad<span class="_ _0"></span>ków<span class="_ _0"></span> </div><div class="t m0 xac h10 y335 ff6 fs6 fc0 sc0 ls0 ws0">ciężkich ogółe<span class="_ _0"></span>m<span class="ff5"> </span></div></div><div class="c xc9 y406 w6d h5d"><div class="t m0 xb9 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xe0 y406 w6e h5d"><div class="t m0 xbc h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xde y406 w6f h5d"><div class="t m0 x3b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c xe1 y406 w70 h5d"><div class="t m0 xdf h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">0 </div></div><div class="c x5 y407 w6a h5e"><div class="t m0 xac h10 y408 ff6 fs6 fc0 sc0 ls0 ws0">Liczba wypad<span class="_ _0"></span>ków lekkich<span class="ff5"> </span></div></div><div class="c xc9 y407 w6d h5e"><div class="t m0 xb9 h10 y408 ff5 fs6 fc7 sc0 ls0 ws0">4 </div></div><div class="c xe0 y407 w6e h5e"><div class="t m0 xbc h10 y408 ff5 fs6 fc7 sc0 ls0 ws0">1 </div></div><div class="c xde y407 w6f h5e"><div class="t m0 x3b h10 y408 ff5 fs6 fc7 sc0 ls0 ws0">4 </div></div><div class="c xe1 y407 w70 h5e"><div class="t m0 xdf h10 y408 ff5 fs6 fc7 sc0 ls0 ws0">5 </div></div><div class="c x5 y32 w6a h5d"><div class="t m0 xac h10 y402 ff6 fs6 fc0 sc0 ls0 ws0">Wskaźnik w<span class="_ _0"></span>ypadkowości w<span class="_ _0"></span>ypadkó<span class="_ _0"></span>w </div><div class="t m0 xac h10 y335 ff6 fs6 fc0 sc0 ls0 ws0">lekkich ogółem<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xc9 y32 w6d h5d"><div class="t m0 x1b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">5,24 </div></div><div class="c xe0 y32 w6e h5d"><div class="t m0 x19 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">1,16 </div></div><div class="c xde y32 w6f h5d"><div class="t m0 xe2 h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">7,94 </div></div><div class="c xe1 y32 w70 h5d"><div class="t m0 x2b h10 y3d6 ff5 fs6 fc7 sc0 ls0 ws0">7,94 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y409 ff6 fs6 fc0 sc0 ls0 ws0">Dla wskaźni<span class="_ _0"></span>ków wypad<span class="_ _0"></span>kowości <span class="_ _0"></span>przyjęto pr<span class="_ _0"></span>zelicznik 1<span class="_ _0"></span> 000 <span class="_ _0"></span>000 god<span class="_ _0"></span>zin pr<span class="_ _0"></span>acy i oblic<span class="_ _0"></span>zono ja<span class="_ _0"></span>ko iloraz <span class="_ _0"></span>liczby wypadków i <span class="_ _0"></span>całkowitej <span class="_ _0"></span>liczb<span class="_ _0"></span>y </div><div class="t m0 x5 h10 y40a ff6 fs6 fc0 sc0 ls0 ws0">przepracowan<span class="_ _0"></span>ych godzin wsz<span class="_ _0"></span>ystkich pracow<span class="_ _0"></span>ników, po<span class="_ _0"></span>mnożony pr<span class="_ _0"></span>zez 1 000<span class="_ _0"></span> 000 godzin.<span class="ff5"> </span></div><div class="t m0 x5 hb y36d ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y40b ff4 fs7 fc0 sc0 ls9 ws0">4.6.1 Działania pre<span class="_ _21"></span>wencyjne<span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y40c ff1 fs4 fc4 sc0 ls0 ws0">GRI: 403-3, 403-<span class="_ _21"></span>5, 403-6, 403-7 </div><div class="t m0 x5 hb y40d ff6 fs4 fc0 sc0 ls0 ws0">Na <span class="_ _33"> </span>bieżąco<span class="_ _21"></span> <span class="_ _33"> </span>prowadzimy <span class="_ _28"> </span>aktualizację <span class="_ _28"> </span>oceny <span class="_ _33"> </span>ryz<span class="_ _21"></span>yka <span class="_ _33"> </span>zawodowe<span class="_ _21"></span>go <span class="_ _33"> </span>o <span class="_ _33"> </span>z<span class="_ _21"></span>identyfikowane <span class="_ _28"> </span>zagrożen<span class="_ _25"></span><span class="ff5">ia <span class="_ _33"> </span>na </span></div><div class="t m0 x5 hb y40e ff6 fs4 fc0 sc0 ls0 ws0">stanowiskach pracy. Realizujemy badania czynników <span class="_ _0"></span>szkodliwych na stanowiskach pracy (hałas, <span class="_ _0"></span>wibracja, </div><div class="t m0 x5 hb y40f ff6 fs4 fc0 sc0 ls0 ws0">pył, <span class="_ _2b"> </span>itp.). <span class="_ _2b"> </span>Przy <span class="_ _2b"> </span>zarej<span class="_ _21"></span>estrowanych <span class="_ _2b"> </span>przekr<span class="_ _21"></span>oczeniach <span class="_ _2b"> </span>wprowadzamy <span class="_ _20"> </span>działanie <span class="_ _2b"> </span>napr<span class="_ _21"></span>awcze <span class="_ _2b"> </span>i <span class="_ _2b"> </span>profilakty<span class="_ _21"></span>czne, </div><div class="t m0 x5 hb y410 ff6 fs4 fc0 sc0 ls0 ws0">ograniczające dane ry<span class="_ _21"></span>zyko.<span class="ff5"> </span></div><div class="t m0 x5 hb y411 ff5 fs4 fc0 sc0 ls0 ws0">Pracownicy zaopatrywa<span class="_ _21"></span><span class="ff6">ni są w środki ochrony indywidualnej i podlegają badanio<span class="_ _21"></span>m wstępnym, okresowym </span></div><div class="t m0 x5 hb y412 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _21"></span>kontrolnym. <span class="_ _25"></span>Oceniane <span class="_ _25"></span>jest <span class="_ _21"></span>również <span class="_ _25"></span>czy <span class="_ _21"></span>s<span class="_ _21"></span>tan <span class="_ _21"></span>zdrowia <span class="_ _25"></span>danego <span class="_ _21"></span>pracown<span class="_ _21"></span>ika <span class="_ _21"></span>pozwa<span class="_ _21"></span>la <span class="_ _21"></span>mu <span class="_ _25"></span>wykonywać <span class="_ _21"></span>prac<span class="_ _21"></span>ę </div><div class="t m0 x5 hb y413 ff6 fs4 fc0 sc0 ls0 ws0">na <span class="_ _33"> </span>wsk<span class="_ _21"></span>azanym <span class="_ _33"> </span>stan<span class="_ _21"></span>owisku. <span class="_ _28"> </span>GK <span class="_ _33"> </span>MIRBU<span class="_ _21"></span>D <span class="_ _33"> </span>pokry<span class="_ _21"></span>wa <span class="_ _33"> </span>k<span class="_ _21"></span>oszty <span class="_ _28"> </span>badań <span class="_ _33"> </span>wykonywany<span class="_ _21"></span>ch <span class="_ _33"> </span>w <span class="_ _28"> </span>niepublic<span class="_ _21"></span><span class="ff5">z<span class="_ _21"></span>nych </span></div><div class="t m0 x5 hb y34e ff6 fs4 fc0 sc0 ls0 ws0">placówkach  służby <span class="_ _20"> </span>zdrowi<span class="_ _21"></span>a, <span class="_ _20"> </span>a <span class="_ _20"> </span>wszy<span class="_ _21"></span>stkie <span class="_ _20"> </span>badania  wykonywane  są <span class="_ _20"> </span>w  ramach  płatnych <span class="_ _20"> </span>godzin  pracy. </div><div class="t m0 x5 hb y414 ff6 fs4 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _25"></span>informacje <span class="_ _25"></span>medyczne <span class="_ _25"></span>dotyczące <span class="_ _25"></span>pracowników <span class="_ _25"></span>są <span class="_ _25"></span>zabezpieczone, <span class="_ _25"></span>przechowywane <span class="_ _25"></span>w <span class="_ _25"></span>teczkach </div><div class="t m0 x5 hb y415 ff6 fs4 fc0 sc0 ls0 ws0">osobowych, <span class="_ _27"></span>a <span class="_ _27"></span>d<span class="_ _21"></span>ostęp <span class="_ _27"></span>do <span class="_ _27"></span>n<span class="_ _21"></span>ich <span class="_ _27"></span>mają <span class="_ _27"></span>wyłączn<span class="_ _21"></span>ie <span class="_ _27"></span>osoby <span class="_ _27"></span>z <span class="_ _27"></span>u<span class="_ _21"></span>poważnieni<span class="_ _21"></span>em. <span class="_ _27"></span>Inform<span class="_ _21"></span>acje <span class="_ _27"></span>te <span class="_ _27"></span>n<span class="_ _21"></span>ie <span class="_ _27"></span>są <span class="_ _27"></span>w <span class="_ _27"></span>ża<span class="_ _21"></span>den <span class="_ _27"></span>sposób </div><div class="t m0 x5 hb y416 ff6 fs4 fc0 sc0 ls0 ws0">wykorzys<span class="_ _21"></span>tywane <span class="_ _3c"> </span>do <span class="_ _3c"> </span>jakiegokolwiek <span class="_ _1"> </span>korzystnego <span class="_ _1"> </span>lub <span class="_ _3c"> </span>niekorzystneg<span class="_ _21"></span>o <span class="_ _3c"> </span>traktowania <span class="_ _1"> </span>pracowników. </div><div class="t m0 x5 hb y417 ff6 fs4 fc0 sc0 ls0 ws0">Gwarantowana jest pe<span class="_ _21"></span>łna poufność danych.<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y418 ff6 fs4 fc0 sc0 ls0 ws0">Częstotliwość okresowego <span class="_ _0"></span>szkolenia <span class="_ _0"></span>BHP <span class="_ _27"></span>jes<span class="_ _21"></span>t <span class="_ _0"></span>uzależniona od<span class="_ _0"></span> <span class="_ _0"></span>rodzaju <span class="_ _0"></span>i <span class="_ _0"></span>warunków wykonywa<span class="_ _21"></span><span class="ff5">nia <span class="_ _0"></span>pracy <span class="_ _0"></span>(raz </span></div><div class="t m0 x5 hb y419 ff6 fs4 fc0 sc0 ls0 ws0">na <span class="_ _2b"> </span>1 <span class="_ _2a"> </span>r<span class="_ _21"></span>ok, <span class="_ _2b"> </span>3 <span class="_ _2b"> </span>lub <span class="_ _2b"> </span>5 <span class="_ _2b"> </span>lat). <span class="_ _2b"> </span>S<span class="_ _0"></span>zkolenia <span class="_ _2b"> </span>ogólne <span class="_ _2b"> </span>i <span class="_ _2b"> </span>stanowisk<span class="_ _21"></span>owe <span class="_ _2b"> </span>prowadzone <span class="_ _2b"> </span>są <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>Dział <span class="_ _2b"> </span>BHP, <span class="_ _2b"> </span>natomiast </div><div class="t m0 x5 hb y41a ff6 fs4 fc0 sc0 ls0 ws0">szkolenia <span class="_ _26"> </span>okres<span class="_ _21"></span>owe <span class="_ _26"> </span>prow<span class="_ _21"></span>adzi <span class="_ _26"> </span>firma <span class="_ _26"> </span>z<span class="_ _21"></span>ewnętrzna. <span class="_ _33"> </span>Skuteczność <span class="_ _33"> </span>szkoleń <span class="_ _26"> </span>m<span class="_ _21"></span>ożna <span class="_ _26"> </span>ocen<span class="_ _21"></span>ić <span class="_ _26"> </span>na <span class="_ _33"> </span>podstawie </div><div class="t m0 x5 hb y41b ff6 fs4 fc0 sc0 ls0 ws0">malejącej <span class="_ _24"></span>z <span class="_ _25"></span>r<span class="_ _21"></span>oku <span class="_ _25"></span>na <span class="_ _24"></span>rok <span class="_ _24"></span>liczby <span class="_ _24"></span>wypadków <span class="_ _24"></span>przy <span class="_ _24"></span>pracy. <span class="_ _29"> </span>Pracow<span class="_ _21"></span>nicy <span class="_ _25"></span>uczes<span class="_ _21"></span>tniczą <span class="_ _25"></span>w<span class="_ _21"></span> <span class="_ _25"></span>konsult<span class="_ _21"></span>acjach <span class="_ _25"></span>na <span class="_ _24"></span>temat </div><div class="t m0 x5 hb y41c ff6 fs4 fc0 sc0 ls0 ws0">bezpieczeństwa i higieny prac<span class="_ _21"></span>y za pośrednictwem prze<span class="_ _21"></span>dstawiciela pracowników, p<span class="_ _21"></span>owoływanego w drodz<span class="_ _21"></span>e </div><div class="t m0 x5 hb y41d ff6 fs4 fc0 sc0 ls0 ws0">głosowania.<span class="ff5"> </span></div><div class="t m0 x5 hb y2f7 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y41e ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y41f ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y420 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2b y421 ff5 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">33<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y2c ff5 fs3 fc0 sc0 ls5 ws0">5.<span class="ls0"> <span class="_ _20"> </span><span class="ff6">OCHRONA ŚRO<span class="_ _0"></span>DOWISKA<span class="_ _0"></span> I KLIMAT<span class="_ _0"></span>U<span class="ff5"> </span></span></span></div><div class="t m0 x5 h2 y2e1 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2e2 ff1 fs0 fc7 sc0 ls2 ws0">           <span class="_ _3b"> </span><span class="ls0"> </span></div><div class="t m0 xe3 h2 y422 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y70 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y423 ff4 fs7 fc0 sc0 ls0 ws0">5.1. Wpływ na środ<span class="_ _21"></span>owisko i zmiany <span class="ff1">kli<span class="_ _21"></span>matyczne<span class="_ _21"></span> </span></div><div class="t m0 x5 ha y424 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 103-1, 103-<span class="_ _21"></span>2, 103-3, 413-1 </div><div class="t m0 x5 hb y425 ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _25"></span>ostatnich <span class="_ _25"></span>latach <span class="_ _25"></span>dy<span class="_ _21"></span>namiczny<span class="_ _21"></span> <span class="_ _25"></span>rozwój <span class="_ _25"></span>Grupy <span class="_ _25"></span>Kapitałowej <span class="_ _25"></span>MIR<span class="_ _21"></span>BUD <span class="_ _25"></span>oznacza <span class="_ _25"></span>rea<span class="_ _21"></span>lizację <span class="_ _25"></span>dużych <span class="_ _25"></span>proj<span class="_ _21"></span>ektów </div><div class="t m0 x5 hb y426 ff6 fs4 fc0 sc0 ls0 ws0">inwestycyjnych, <span class="_ _24"></span>w <span class="_ _29"></span>tym <span class="_ _24"></span>budowę <span class="_ _29"></span>dróg <span class="_ _24"></span>krajowy<span class="_ _21"></span>ch, <span class="_ _24"></span>ekspresowych <span class="_ _24"></span>oraz<span class="_ _21"></span> <span class="_ _24"></span>odcinków <span class="_ _29"></span>autostrad. <span class="_ _24"></span>Są<span class="_ _21"></span> <span class="_ _25"></span>to<span class="_ _21"></span> <span class="_ _24"></span>projekty, </div><div class="t m0 x5 hb y427 ff6 fs4 fc0 sc0 ls0 ws0">które <span class="_ _29"> </span>na<span class="_ _21"></span> <span class="_ _29"> </span>trwa<span class="_ _21"></span>łe<span class="ff5"> <span class="_ _29"> </span></span>prz<span class="_ _21"></span>ekształcają <span class="_ _2a"> </span>krajobraz <span class="_ _29"> </span>i <span class="_ _2a"> </span>zmieniają <span class="_ _2a"> </span>otoczenie <span class="_ _2a"> </span>społeczności <span class="_ _2a"> </span>lokalnych. <span class="_ _29"> </span>Z <span class="_ _2a"> </span>drugiej <span class="_ _2a"> </span>strony </div><div class="t m0 x5 hb y428 ff6 fs4 fc0 sc0 ls0 ws0">powstające obwodnice mia<span class="_ _21"></span>st i mniejszych miejscowości dają ich mieszkańcom spok<span class="_ _21"></span>ój, czystsze powietrze </div><div class="t m0 x5 hb y429 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="_ _2a"> </span>bezp<span class="_ _21"></span>ieczeństwo. <span class="_ _2b"> </span>Wraz <span class="_ _2b"> </span>z <span class="_ _2a"> </span>zapotrzebo<span class="_ _21"></span>waniem <span class="_ _2b"> </span>na <span class="_ _2a"> </span>inwesty<span class="_ _21"></span>cje <span class="_ _2b"> </span>infrastruk<span class="_ _21"></span>turalne, <span class="_ _2b"> </span>nasze <span class="_ _2a"> </span>od<span class="_ _21"></span>działywanie <span class="_ _2b"> </span>na </div><div class="t m0 x5 hb y42a ff6 fs4 fc0 sc0 ls0 ws0">środowisko naturalne będzie coraz większe. W <span class="_ _0"></span>MIRBUD S.A. obowiązuje System Zarządzania Jakością w </div><div class="t m0 x5 hb y42b ff6 fs4 fc0 sc0 ls0 ws0">oparciu o normę P<span class="_ _21"></span>N<span class="ff5">-</span>EN ISO 900<span class="_ _21"></span>1:2008. W ramach<span class="_ _21"></span> Procedury Jakość<span class="_ _21"></span> PJ<span class="ff5">-</span>6.4<span class="_ _21"></span>/04 „Procedura Na<span class="_ _21"></span>dzoru nad </div><div class="t m0 x5 hb y42c ff6 fs4 fc0 sc0 ls0 ws0">Środowiskiem <span class="_ _2b"> </span>P<span class="_ _0"></span>racy”<span class="_ _21"></span> <span class="_ _2a"> </span>realizowan<span class="_ _21"></span>a <span class="_ _2a"> </span>jest <span class="_ _2b"> </span>Polityka <span class="_ _2a"> </span>Ochr<span class="_ _21"></span>ony <span class="_ _2a"> </span>Środow<span class="_ _21"></span>iska. <span class="_ _2a"> </span>Jej<span class="_ _21"></span> <span class="_ _2a"> </span>celem <span class="_ _2b"> </span>jest <span class="_ _2a"> </span>takie <span class="_ _2a"> </span>z<span class="_ _21"></span>arządzanie </div><div class="t m0 x5 hb y42d ff6 fs4 fc0 sc0 ls0 ws0">działalnością <span class="_ _2b"> </span>biznesową, <span class="_ _2b"> </span>aby <span class="_ _2b"> </span>zminimalizować <span class="_ _2b"> </span>negatywny <span class="_ _2b"> </span>wpływ <span class="_ _2b"> </span>prac <span class="_ _2b"> </span>budowlanyc<span class="_ _21"></span>h <span class="_ _2a"> </span>na<span class="_ _21"></span> <span class="_ _2a"> </span>otocz<span class="_ _21"></span>enie. <span class="_ _2b"> </span>Ten </div><div class="t m0 x5 hb y42e ff6 fs4 fc0 sc0 ls0 ws0">standard <span class="_ _21"></span>zarządzan<span class="_ _21"></span>ia <span class="_ _21"></span>ochroną <span class="_ _21"></span>środ<span class="_ _21"></span>owiska <span class="_ _21"></span>stosowany<span class="_ _21"></span> <span class="_ _21"></span>jest <span class="_ _21"></span>we <span class="_ _21"></span>wszys<span class="_ _21"></span>tkich <span class="_ _21"></span>spółkach <span class="_ _21"></span>w <span class="_ _21"></span>Gr<span class="_ _21"></span>upie <span class="_ _21"></span>Kapit<span class="_ _25"></span>ałowej.<span class="_ _21"></span> </div><div class="t m0 x5 hb y42f ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>2022 <span class="_ _20"> </span>roku <span class="_ _20"> </span>planujemy  opracowanie <span class="_ _2b"> </span>odrę<span class="_ _21"></span>bnej <span class="_ _2b"> </span>polit<span class="_ _21"></span>yki <span class="_ _2b"> </span>śr<span class="_ _21"></span>odowiskowej <span class="_ _2b"> </span>wr<span class="_ _21"></span>az <span class="_ _2b"> </span>z <span class="_ _20"> </span>metodologią <span class="_ _20"> </span>mierzen<span class="_ _21"></span>ia </div><div class="t m0 x5 hb y430 ff6 fs4 fc0 sc0 ls0 ws0">wpływu i systemu s<span class="_ _21"></span>tałego raportowania wyn<span class="_ _21"></span>ików, analiz<span class="_ _21"></span>ami scenariuszowymi.<span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y431 ff6 fs4 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _27"></span>z<span class="_ _21"></span> <span class="_ _27"></span>prz<span class="_ _21"></span>yjętą<span class="ff5"> </span>Strategią<span class="ff5"> E<span class="_ _21"></span>SG <span class="_ _27"></span>na lata <span class="_ _27"></span>2022-<span class="_ _21"></span>2026 <span class="_ _0"></span>w <span class="_ _0"></span>2022 <span class="_ _27"></span>roku <span class="_ _0"></span>w <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>S.A. <span class="_ _27"></span>z<span class="_ _21"></span>a<span class="ff6">planowano <span class="_ _0"></span>wdrożenie<span class="_ _21"></span> </span></span></div><div class="t m0 x5 hb y432 ff6 fs4 fc0 sc0 ls0 ws0">certyfikacji <span class="_ _2c"> </span>w <span class="_ _22"> </span>zakresie <span class="_ _2c"> </span>systemu <span class="_ _22"> </span>z<span class="_ _21"></span>arządzania <span class="_ _2c"> </span>śr<span class="_ _21"></span>odowiskowego <span class="_ _2c"> </span>ISO <span class="_ _22"> </span>14<span class="_ _21"></span>001. <span class="_ _2c"> </span>Po <span class="_ _22"> </span>upływi<span class="_ _21"></span>e <span class="_ _22"> </span>okresu </div><div class="t m0 x5 hb y433 ff6 fs4 fc0 sc0 ls0 ws0">sprawozdawczego, a <span class="_ _21"></span>do dnia publikacji nin<span class="_ _21"></span>iejszego raportu s<span class="_ _21"></span>półka uzyskała certyfik<span class="_ _21"></span>at ISO <span class="_ _21"></span><span class="ff5">14001:2015<span class="_ _21"></span>. </span></div><div class="t m0 x5 h15 y434 ff4 fs1 fc0 sc0 ls0 ws0">5.1.1. Ujawnienia<span class="_ _0"></span> dotyczące <span class="ff1">taksono<span class="_ _0"></span>mii </span></div><div class="t m0 x5 hb y435 ff6 fs4 fc0 sc0 ls0 ws0">Zgodnie z <span class="_ _21"></span>obowiązkiem <span class="_ _21"></span>wynikającym <span class="_ _21"></span>z Rozp<span class="_ _21"></span>orządzenia Un<span class="_ _21"></span>ii Europejs<span class="_ _21"></span>kiej 2020/85<span class="_ _21"></span>2 dotyczącym <span class="_ _21"></span>ujawnień </div><div class="t m0 x5 hb y436 ff6 fs4 fc0 sc0 ls0 ws0">dotyczących <span class="_ _2b"> </span>tzw. <span class="_ _2b"> </span>taksono<span class="_ _21"></span>mii <span class="_ _2b"> </span>zielonych <span class="_ _2b"> </span>aktywów, <span class="_ _2b"> </span>od <span class="_ _2b"> </span>2022<span class="_ _21"></span> <span class="_ _2b"> </span>roku <span class="_ _2b"> </span>raportujemy <span class="_ _2b"> </span>jaki <span class="_ _2b"> </span>procent <span class="_ _2b"> </span>prowa<span class="_ _21"></span>dzonej </div><div class="t m0 x5 hb y437 ff6 fs4 fc0 sc0 ls0 ws0">działalności <span class="_ _2b"> </span>g<span class="_ _21"></span>ospodarczej <span class="_ _20"> </span>kwalifikującej <span class="_ _20"> </span>się <span class="_ _20"> </span>i <span class="_ _20"> </span>nie<span class="_ _21"></span>kwalifikującej <span class="_ _20"> </span>się <span class="_ _20"> </span>do <span class="_ _2b"> </span>sy<span class="_ _21"></span>stematyki <span class="_ _20"> </span>w <span class="_ _20"> </span>łącznym <span class="_ _2b"> </span>o<span class="_ _21"></span>brocie, </div><div class="t m0 x5 hb y438 ff6 fs4 fc0 sc0 ls0 ws0">kapitale i wydatkach operacyjnych, ma wpływ <span class="_ _0"></span>na cel środowiskowy obejmujący istotny wkład w <span class="_ _0"></span>łagodzenie </div><div class="t m0 x5 hb y439 ff5 fs4 fc0 sc0 ls0 ws0">zmian klimatu. <span class="_ _21"></span> </div><div class="t m0 x5 hb y43a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y9c ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y43b ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">34<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y9f ff4 fs6 fc0 sc0 ls0 ws0">Tabela:  Ud<span class="_ _0"></span>ział  proce<span class="_ _0"></span>ntowy  o<span class="_ _0"></span>brotu <span class="_ _2a"> </span>z  tytułu  produkt<span class="_ _0"></span>ów  lu<span class="_ _0"></span>b  usług<span class="_ _0"></span>  powiąza<span class="_ _0"></span>nych  z<span class="_ _0"></span>  działalnością  gospoda<span class="_ _0"></span>rczą<span class="_ _0"></span>  zgodną<span class="_ _0"></span> <span class="_ _2b"> </span>z </div><div class="t m0 x5 he y43c ff4 fs6 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą w 2021 roku<span class="ff1"> </span></div></div><div class="c xe4 y43d w71 h5f"><div class="t m0 xac he y43e ff4 fs6 fc3 sc0 ls0 ws0">Działalność gosp<span class="_ _0"></span>odarcza<span class="ff1"> </span></div></div><div class="c xe5 y43d w72 h5f"><div class="t m0 xcc he y43e ff1 fs6 fc3 sc0 ls0 ws0"> Kody NACE<span class="ff5">*</span> </div></div><div class="c xe6 y43d w73 h5f"><div class="t m0 x7f he y6b ff4 fs6 fc3 sc0 ls0 ws0">Opis działalności<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x32 y43d w74 h5f"><div class="t m0 x1f he y43f ff4 fs6 fc3 sc0 ls0 ws0">Udział w obrocie </div><div class="t m0 x27 he y3b8 ff1 fs6 fc3 sc0 ls0 ws0">[%] </div></div><div class="c xcf y43d w75 h5f"><div class="t m0 x33 he y43f ff4 fs6 fc3 sc0 ls0 ws0">Udział w kapita<span class="_ _0"></span>le </div><div class="t m0 x9e he y3b8 ff1 fs6 fc3 sc0 ls0 ws0">[%] </div></div><div class="c xe4 y440 w71 h5f"><div class="t m0 xac h10 y43e ff5 fs6 fc0 sc0 ls0 ws0">Transport </div></div><div class="c xe5 y440 w72 h5f"><div class="t m0 xbc h10 y43e ff5 fs6 fc7 sc0 ls0 ws0">49.41 </div></div><div class="c xe6 y440 w73 h5f"><div class="t m0 x8 h10 y43e ff6 fs6 fc7 sc0 ls0 ws0">Transport drogow<span class="_ _0"></span>y towarów<span class="ff5"> </span></div></div><div class="c x32 y440 w74 h5f"><div class="t m0 x52 h10 y43e ff5 fs6 fc7 sc0 ls0 ws0">0,01 </div></div><div class="c xcf y440 w75 h5f"><div class="t m0 x3b h10 y43e ff5 fs6 fc7 sc0 ls0 ws0">0,01 </div></div><div class="c xe4 y441 w71 h60"><div class="t m0 xac h10 y442 ff6 fs6 fc0 sc0 ls0 ws0">Budownictwo i d<span class="_ _0"></span>ziałalność </div><div class="t m0 xac h10 y443 ff6 fs6 fc0 sc0 ls0 ws0">związana z obsługą<span class="_ _0"></span> <span class="ff5">rynku </span></div><div class="t m0 xac h10 y65 ff6 fs6 fc0 sc0 ls0 ws0">nieruchomości<span class="ff5"> </span></div></div><div class="c xe5 y441 w72 h60"><div class="t m0 x13 h10 y443 ff5 fs6 fc7 sc0 ls0 ws0">41.20<span class="fc0">; 42.11</span> </div></div><div class="c xe6 y441 w73 h60"><div class="t m0 x97 h10 y444 ff6 fs6 fc7 sc0 ls0 ws0">Roboty budowlane<span class="_ _0"></span> związane<span class="_ _0"></span> </div><div class="t m0 x48 h10 y63 ff6 fs6 fc7 sc0 ls0 ws0">z wznoszeniem<span class="_ _0"></span> budynków </div><div class="t m0 xe7 h10 y445 ff5 fs6 fc7 sc0 ls0 ws0">mieszkalnych i </div><div class="t m0 xe2 h10 y3fd ff5 fs6 fc7 sc0 ls0 ws0">niemieszkalnych  </div></div><div class="c x32 y441 w74 h60"><div class="t m0 x1b h10 y443 ff5 fs6 fc7 sc0 ls0 ws0">99,98 </div></div><div class="c xcf y441 w75 h60"><div class="t m0 xe7 h10 y443 ff5 fs6 fc7 sc0 ls0 ws0">99,98 </div></div><div class="c xe4 y1ce w71 h5f"><div class="t m0 xac he y43e ff4 fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c xe5 y1ce w72 h5f"><div class="t m0 xbe he y43e ff1 fs6 fc7 sc0 ls0 ws0"> </div></div><div class="c xe6 y1ce w73 h5f"><div class="t m0 xe8 he y43e ff1 fs6 fc7 sc0 ls0 ws0"> </div></div><div class="c x32 y1ce w74 h5f"><div class="t m0 x1b he y43e ff1 fs6 fc7 sc0 ls0 ws0">99,99 </div></div><div class="c xcf y1ce w75 h5f"><div class="t m0 xe7 he y43e ff1 fs6 fc7 sc0 ls0 ws0">99,99 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y446 ff6 fs6 fc0 sc0 ls0 ws0">*NACE to europe<span class="_ _0"></span>jska klas<span class="_ _0"></span>yfikacja działalnoś<span class="_ _0"></span>ci gospodarc<span class="_ _0"></span>zej, odpowi<span class="_ _0"></span>ednik polskieg<span class="_ _0"></span>o PKD.<span class="ff5"> </span></div><div class="t m0 x5 h10 y447 ff6 fs6 fc0 sc0 ls0 ws0">Metodologia ob<span class="_ _0"></span>liczania <span class="_ _0"></span>jest <span class="_ _0"></span>zgodna <span class="_ _0"></span>z zapro<span class="_ _0"></span>ponowaną<span class="_ _0"></span> w Załą<span class="_ _0"></span>czniku<span class="_ _0"></span> 1 <span class="_ _0"></span>i Załą<span class="_ _0"></span>czniku 2<span class="_ _0"></span> do<span class="_ _0"></span> Rozporząd<span class="_ _0"></span>zenia <span class="_ _0"></span>Delegow<span class="_ _0"></span>anego <span class="_ _0"></span>Komisji (U<span class="_ _0"></span>E) </div><div class="t m0 x5 h10 y448 ff6 fs6 fc0 sc0 ls0 ws0">2021/2178 <span class="_ _25"></span>z <span class="_ _24"></span>dnia <span class="_ _25"></span>6 <span class="_ _24"></span>lipca <span class="_ _25"></span>2021 <span class="_ _25"></span>r. <span class="_ _24"></span>Metodologia <span class="_ _25"></span>opierała <span class="_ _25"></span>się <span class="_ _24"></span>w <span class="_ _25"></span>pierwszej <span class="_ _24"></span>kolejności <span class="_ _25"></span>na <span class="_ _25"></span>analizie <span class="_ _25"></span>zgodności <span class="_ _25"></span>PKD <span class="_ _24"></span>w <span class="_ _24"></span>relacji <span class="_ _25"></span>do <span class="_ _25"></span>NACE,<span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 h10 y449 ff6 fs6 fc0 sc0 ls0 ws0">powiązaniu tych <span class="_ _21"></span>rodzajów <span class="_ _21"></span>działalności z <span class="_ _21"></span>f<span class="_ _21"></span>akty<span class="_ _0"></span>cznie <span class="_ _21"></span>realizowan<span class="_ _0"></span>ymi <span class="_ _21"></span>w <span class="_ _21"></span>spółce <span class="_ _21"></span>MIRBUD S.A, <span class="_ _21"></span>a <span class="_ _21"></span>następnie obliczono <span class="_ _21"></span>udział <span class="_ _21"></span>procentowy<span class="_ _0"></span> </div><div class="t m0 x5 h10 y44a ff6 fs6 fc0 sc0 ls0 ws0">tych d<span class="_ _0"></span>ziałalności<span class="_ _0"></span> w <span class="_ _27"></span>obrocie i <span class="_ _27"></span>kapitale za <span class="_ _0"></span>ro<span class="_ _0"></span>k 20<span class="_ _0"></span>21. <span class="_ _0"></span>Z <span class="_ _0"></span>uwagi <span class="_ _0"></span>na<span class="_ _0"></span> fa<span class="_ _0"></span>kt, <span class="_ _0"></span>że <span class="_ _27"></span>2022 rok <span class="_ _0"></span>jest <span class="_ _0"></span>pierw<span class="_ _0"></span>szym, <span class="_ _0"></span>w <span class="_ _0"></span>który<span class="_ _0"></span>m <span class="_ _0"></span>wymagane <span class="_ _0"></span>jes<span class="_ _0"></span>t ra<span class="_ _0"></span>por<span class="ff5">towanie </span></div><div class="t m0 x5 h10 y44b ff5 fs6 fc0 sc0 lsb ws0">zg<span class="ff6 ls0">odnie <span class="_ _27"></span>z<span class="_ _21"></span> regulac<span class="_ _0"></span>jami d<span class="_ _0"></span>otyczącym<span class="_ _0"></span>i Ta<span class="_ _0"></span>ksonomii, Gr<span class="_ _0"></span>upa <span class="_ _0"></span>Kapitałowa <span class="_ _0"></span>MIRBUD<span class="_ _0"></span> jest<span class="_ _0"></span> w <span class="_ _0"></span>trakcie wd<span class="_ _0"></span>rażania<span class="_ _0"></span> tych <span class="_ _0"></span>regulacji <span class="_ _0"></span>do <span class="_ _0"></span>wewnętrznego<span class="_ _27"></span> </span></div><div class="t m0 x5 h6 y44c ff5 fs6 fc0 sc0 ls0 ws0">systemu raportow<span class="_ _0"></span>ania.<span class="ff2 fs1"> </span></div><div class="t m0 x5 h6 y44d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y44e ff4 fs7 fc0 sc0 ls0 ws0">5.2. Ochrona środo<span class="_ _21"></span>wiska na placu budowy i w ł<span class="_ _21"></span>ańcuchu dostaw<span class="_ _21"></span><span class="ff1"> </span></div><div class="t m0 x5 ha y44f ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-11, 304-1, <span class="_ _21"></span>304-2, 413-1,<span class="_ _21"></span> 413-2<span class="ff5 fc0"> </span></div><div class="t m0 x5 hb y450 ff6 fs4 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _2b"> </span>spółki <span class="_ _2b"> </span>z <span class="_ _2a"> </span>G<span class="_ _21"></span>rupy <span class="_ _2b"> </span>Kapitałowej <span class="_ _2b"> </span>MIRBUD <span class="_ _2b"> </span>kierują <span class="_ _2b"> </span>się <span class="_ _2a"> </span>zas<span class="_ _21"></span>adą <span class="_ _2b"> </span>przezorności <span class="_ _2b"> </span>i <span class="_ _2b"> </span>podejmują <span class="_ _2b"> </span>wszelkie </div><div class="t m0 x5 hb y451 ff6 fs4 fc0 sc0 ls0 ws0">możliwe <span class="_ _28"> </span>śr<span class="_ _21"></span>odki <span class="_ _28"> </span>zapobiega<span class="_ _21"></span>wcze. <span class="_ _28"> </span>W <span class="_ _3a"> </span>zależności <span class="_ _28"> </span>od <span class="_ _3a"> </span>lokalizacji <span class="_ _28"> </span>i <span class="_ _28"> </span>rozmi<span class="_ _21"></span>aru <span class="_ _28"> </span>inwe<span class="_ _21"></span>stycji <span class="_ _28"> </span>inna <span class="_ _3a"> </span>jest <span class="_ _28"> </span>skala </div><div class="t m0 x5 hb y452 ff6 fs4 fc0 sc0 ls0 ws0">potencjalnego w<span class="_ _21"></span>pływu dzi<span class="_ _21"></span>ałalności budow<span class="_ _21"></span>lanej na <span class="_ _21"></span>środowisko n<span class="_ _21"></span>atu<span class="_ _21"></span><span class="ff5">ralne. <span class="_ _21"></span>Na p<span class="_ _21"></span>ierwszym <span class="_ _21"></span>miejscu stawiamy </span></div><div class="t m0 x5 hb y453 ff6 fs4 fc0 sc0 ls0 ws0">interesy <span class="_ _32"> </span>otoczenia <span class="_ _32"> </span>i <span class="_ _2e"> </span>społec<span class="_ _21"></span>zności <span class="_ _2e"> </span>lokal<span class="_ _21"></span>nej. <span class="_ _2e"> </span>Do <span class="_ _32"> </span>takiego <span class="_ _32"> </span>samego <span class="_ _32"> </span>podejścia <span class="_ _32"> </span>zobowiązani <span class="_ _32"> </span>są <span class="_ _32"> </span>nasi<span class="_ _0"></span> </div><div class="t m0 x5 hb y454 ff6 fs4 fc0 sc0 ls0 ws0">podwykonawcy. W <span class="_ _27"></span>tym <span class="_ _0"></span>celu zachowujemy <span class="_ _27"></span>naj<span class="_ _21"></span>wyższą st<span class="_ _0"></span>aranność w <span class="_ _27"></span>sposobie <span class="_ _0"></span>organizowania terenu <span class="_ _27"></span>pl<span class="_ _21"></span>aców </div><div class="t m0 x5 hb y455 ff6 fs4 fc0 sc0 ls0 ws0">budów <span class="_ _25"></span>i <span class="_ _25"></span>ich <span class="_ _25"></span>za<span class="_ _21"></span>plecza. <span class="_ _25"></span>Przyk<span class="_ _21"></span>ład<span class="ff5">owo <span class="_ _25"></span>-<span class="_ _21"></span> <span class="_ _25"></span></span>zaplecze <span class="_ _24"></span>budowy, <span class="_ _24"></span>składy <span class="_ _25"></span>i <span class="_ _25"></span>mag<span class="_ _21"></span>azyny <span class="_ _25"></span>lokalizujemy<span class="_ _21"></span> <span class="_ _25"></span>na <span class="_ _25"></span>obszarze <span class="_ _24"></span>już </div><div class="t m0 x5 hb y456 ff6 fs4 fc0 sc0 ls0 ws0">przekształconym. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 ha y457 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-11, 308-1, <span class="_ _21"></span>308-2 </div><div class="t m0 x5 hb ya7 ff6 fs4 fc0 sc0 ls0 ws0">Od <span class="_ _2a"> </span>podwykonawców <span class="_ _2a"> </span>oczekujemy<span class="_ _21"></span> <span class="_ _29"> </span>bezwz<span class="_ _21"></span>ględnego <span class="_ _2a"> </span>przestrzegania <span class="_ _2a"> </span>przepisów <span class="_ _2a"> </span>prawa <span class="_ _2a"> </span>w <span class="_ _2a"> </span>zakresie <span class="_ _2a"> </span>ochrony </div><div class="t m0 x5 hb ya8 ff6 fs4 fc0 sc0 ls0 ws0">środowiska. <span class="_ _26"> </span>W <span class="_ _26"> </span>2022 <span class="_ _26"> </span>roku<span class="_ _21"></span> <span class="_ _26"> </span>poza <span class="_ _26"> </span>kontrolami <span class="_ _26"> </span>środowis<span class="_ _21"></span>ko<span class="_ _21"></span>wymi <span class="_ _26"> </span>na <span class="_ _26"> </span>placach <span class="_ _26"> </span>budów <span class="_ _26"> </span>planuje<span class="_ _21"></span>my <span class="_ _26"> </span>wdrożyć </div><div class="t m0 x5 hb y458 ff6 fs4 fc0 sc0 ls0 ws0">weryfikację środow<span class="_ _21"></span>iskową dostawców i us<span class="_ _21"></span>ługodawców prz<span class="_ _21"></span>y kontraktach o wysok<span class="_ _21"></span>iej istotności. <span class="_ _25"></span><span class="ff5"> </span></div><div class="t m0 x5 ha y459 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 306-3, 307-<span class="_ _21"></span>1 </div><div class="t m0 x5 hb y45a ff6 fs4 fc0 sc0 ls0 ws0">W 2021 <span class="_ _0"></span>roku w spółkach Grupy Kapitałowej MIRBUD nie miały <span class="_ _0"></span>miejsca żadne istotne incydenty lub awarie </div><div class="t m0 x5 hb y45b ff6 fs4 fc0 sc0 ls0 ws0">środowiskowe, <span class="_ _27"></span>nie <span class="_ _27"></span>odnotow<span class="_ _21"></span>ano <span class="_ _27"></span>istotnych <span class="_ _27"></span>wycieków <span class="_ _27"></span>sub<span class="_ _21"></span>stancji, <span class="_ _27"></span>np. <span class="_ _27"></span>oleju <span class="_ _27"></span>napędowego. <span class="_ _27"></span>Nie <span class="_ _27"></span>zostały<span class="_ _21"></span> <span class="_ _27"></span>nałożone </div><div class="t m0 x5 hb y45c ff6 fs4 fc0 sc0 ls0 ws0">kary <span class="_ _21"></span>lub inne <span class="_ _21"></span>sankcje <span class="_ _21"></span>w <span class="_ _21"></span>związku <span class="_ _21"></span>z <span class="_ _21"></span>naruszeniem <span class="_ _21"></span>przepisów <span class="_ _21"></span>z <span class="_ _21"></span>zakresu <span class="_ _21"></span>ochrony <span class="_ _21"></span>środowiska. <span class="_ _21"></span>Spółki z <span class="_ _21"></span>Grupy </div><div class="t m0 x5 hb y45d ff6 fs4 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _2a"> </span>nie <span class="_ _2a"> </span>odnotowały <span class="_ _2a"> </span>skarg <span class="_ _2a"> </span>dotyczących <span class="_ _2a"> </span>wpływu <span class="_ _2a"> </span>na <span class="_ _29"> </span>ś<span class="_ _21"></span>ro<span class="_ _21"></span>dowisko, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>tym <span class="_ _2a"> </span>nie <span class="_ _29"> </span>mia<span class="_ _21"></span>ły <span class="_ _29"> </span>mi<span class="_ _21"></span>ejsca <span class="_ _2a"> </span>skargi </div><div class="t m0 x5 hb y45e ff6 fs4 fc0 sc0 ls0 ws0">dotyczące <span class="_ _27"></span>działalnośc<span class="_ _21"></span>i <span class="_ _27"></span>podwykonawców. <span class="_ _27"></span>Nie <span class="_ _27"></span>ma <span class="_ _27"></span>infor<span class="_ _21"></span>macji <span class="_ _27"></span>o <span class="_ _27"></span>nałożonych <span class="_ _27"></span>na <span class="_ _27"></span>n<span class="_ _21"></span>ich <span class="_ _27"></span>karach <span class="_ _27"></span>i <span class="_ _27"></span>sankcj<span class="_ _21"></span>ach <span class="_ _27"></span>z <span class="_ _27"></span>tytułu </div><div class="t m0 x5 hb y45f ff6 fs4 fc0 sc0 ls0 ws0">nieprzestrzegania pra<span class="_ _21"></span>wa i regulacji doty<span class="_ _21"></span>czących ochrony ś<span class="_ _21"></span>rodowiska. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y460 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x2 y2 w69 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">35<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y1cf ff4 fs7 fc0 sc0 ls0 ws0">5.3. Materiały i sur<span class="_ _21"></span>owce<span class="ff1"> </span></div><div class="t m0 x5 ha y1d0 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 301-1, 301-<span class="_ _21"></span>2, 303-1 </div><div class="t m0 x5 hb y1d1 ff6 fs4 fc0 sc0 ls0 ws0">Do najc<span class="_ _21"></span>zęściej <span class="_ _21"></span>wykorzys<span class="_ _21"></span>tywanych materi<span class="_ _21"></span>ałów i <span class="_ _21"></span>suro<span class="_ _21"></span>wców <span class="_ _21"></span>w branż<span class="_ _21"></span>y bu<span class="_ _21"></span>dowlanej <span class="_ _21"></span>należą: <span class="_ _21"></span>masa <span class="_ _21"></span>bitumiczna, </div><div class="t m0 x5 hb y1d2 ff6 fs4 fc0 sc0 ls0 ws0">cement, <span class="_ _2b"> </span>beton, <span class="_ _2b"> </span>mączka <span class="_ _2b"> </span>wapienna, <span class="_ _2b"> </span>stal. <span class="_ _2b"> </span>Do <span class="_ _2b"> </span>ponownego <span class="_ _2b"> </span>przetworzenia <span class="_ _2b"> </span>nadaje<span class="_ _21"></span> <span class="_ _2b"> </span>się <span class="_ _2a"> </span>ż<span class="_ _21"></span>użel, <span class="_ _2b"> </span>gruz, <span class="_ _2a"> </span>ur<span class="_ _21"></span>obek </div><div class="t m0 x5 hb y461 ff6 fs4 fc0 sc0 ls0 ws0">skalny, mieszanki z krus<span class="_ _21"></span>zyw łamanych, drewn<span class="_ _21"></span>o, szkło,<span class="_ _21"></span><span class="ff5"> metal.  </span></div><div class="t m0 x5 hb y462 ff6 fs4 fc0 sc0 ls0 ws0">Zużycie <span class="_ _2b"> </span>wy<span class="_ _21"></span>branych <span class="_ _2b"> </span>surow<span class="_ _21"></span>ców <span class="_ _2b"> </span>miało <span class="_ _20"> </span>charakter  znaczący <span class="_ _2b"> </span>prz<span class="_ _21"></span>ede <span class="_ _2b"> </span>wszys<span class="_ _21"></span>tkich <span class="_ _2b"> </span>w <span class="_ _2b"> </span>spółkach <span class="_ _20"> </span>budowlanyc<span class="_ _21"></span>h </div><div class="t m0 x5 hb y463 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. <span class="_ _27"></span>oraz<span class="_ _21"></span> <span class="_ _0"></span>KOBYLARNI<span class="_ _21"></span>A <span class="_ _0"></span>S.A., <span class="_ _0"></span>gdzie <span class="_ _0"></span>najwięcej<span class="_ _21"></span> <span class="_ _0"></span>zużyto beton<span class="_ _0"></span>u, <span class="_ _0"></span>kruszyw asfaltowych, bu<span class="_ _0"></span>dowlanych  </div><div class="t m0 x5 hb y464 ff5 fs4 fc0 sc0 ls0 ws0">i drogowych takich j<span class="_ _21"></span>ak piasek czy gry<span class="_ _21"></span>s. </div><div class="t m0 x5 h36 y465 ff4 fsa fc0 sc0 ls0 ws0">Tabela: <span class="_ _0"></span>Zużycie<span class="ff1"> </span>wy<span class="_ _0"></span>branyc<span class="_ _0"></span>h surowców<span class="_ _0"></span> w 2021<span class="_ _0"></span> roku<span class="ff1"> </span></div></div><div class="c x5 y466 w76 h61"><div class="t m0 xe9 he y467 ff1 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4e he y468 ff4 fs6 fc3 sc0 ls0 ws0">Surowiec / mate<span class="_ _0"></span>riał<span class="ff1"> </span></div></div><div class="c xea y466 w77 h61"><div class="t m0 x25 he y467 ff1 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 xb9 he y468 ff1 fs6 fc3 sc0 ls0 ws0">J.m. </div></div><div class="c x78 y466 w78 h61"><div class="t m0 x16 he y469 ff1 fs6 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span>  </div></div><div class="c xeb y466 w79 h61"><div class="t m0 x13 he y469 ff1 fs6 fc3 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c x5 y46a w76 h62"><div class="t m0 xe h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">drewno </div></div><div class="c xea y46a w77 h62"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. m</div><div class="t m0 x57 h63 y46b ff5 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 x4e h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x78 y46a w78 h62"><div class="t m0 xbd h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">0,08 </div></div><div class="c xeb y46a w79 h62"><div class="t m0 xec h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x5 y46c w76 h64"><div class="t m0 xdd h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">asfalt </div></div><div class="c xea y46c w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y46c w78 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y46c w79 h64"><div class="t m0 xec h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">20,9 </div></div><div class="c x5 y46d w76 h64"><div class="t m0 xe h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">cement </div></div><div class="c xea y46d w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y46d w78 h64"><div class="t m0 xbd h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">17,4 </div></div><div class="c xeb y46d w79 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">36,34 </div></div><div class="c x5 y46e w76 h64"><div class="t m0 xaf h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">beton </div></div><div class="c xea y46e w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. m</div><div class="t m0 x57 h63 y46b ff5 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 x4e h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x78 y46e w78 h64"><div class="t m0 xb6 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">223,45 </div></div><div class="c xeb y46e w79 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">51,11 </div></div><div class="c x5 y46f w76 h64"><div class="t m0 x43 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">spoiwa hydr<span class="_ _0"></span>auliczne </div></div><div class="c xea y46f w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y46f w78 h64"><div class="t m0 xbd h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">17,4 </div></div><div class="c xeb y46f w79 h64"><div class="t m0 xec h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">3,74 </div></div><div class="c x5 y470 w76 h64"><div class="t m0 x7e h35 y3d6 ff6 fsa fc0 sc0 ls0 ws0">mączka <span class="ff5">wa<span class="_ _0"></span>pienna </span></div></div><div class="c xea y470 w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y470 w78 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y470 w79 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">16,73 </div></div><div class="c x5 y471 w76 h64"><div class="t m0 xed h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">stal </div></div><div class="c xea y471 w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y471 w78 h64"><div class="t m0 x8f h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">20,97 </div></div><div class="c xeb y471 w79 h64"><div class="t m0 xec h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">4,36 </div></div><div class="c x5 y472 w7a h65"><div class="t m0 x24 h35 y473 ff5 fsa fc0 sc0 ls0 ws0">kruszywa a<span class="_ _0"></span>sfaltowe </div></div><div class="c xee y474 w7b h62"><div class="t m0 x27 h35 y405 ff5 fsa fc0 sc0 ls0 ws0">piasek </div></div><div class="c xea y474 w77 h62"><div class="t m0 x19 h35 y405 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y474 w78 h62"><div class="t m0 x8f h35 y405 ff5 fsa fc0 sc0 ls0 ws0">562,8 </div></div><div class="c xeb y474 w79 h62"><div class="t m0 xbf he y475 ff5 fsa fc0 sc0 ls0 ws0">110,07<span class="ff1 fs6">*</span> </div></div><div class="c xee y472 w7b h64"><div class="t m0 xc1 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">grys </div></div><div class="c xea y472 w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y472 w78 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y472 w79 h64"><div class="t m0 xbf he y476 ff5 fsa fc0 sc0 ls0 ws0">286,18<span class="ff1 fs6">*</span> </div></div><div class="c x5 y477 w7a h64"><div class="t m0 x3c h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">kruszywa b<span class="_ _0"></span>udowlane<span class="_ _0"></span> </div></div><div class="c xee y477 w7b h64"><div class="t m0 x27 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">piasek </div></div><div class="c xea y477 w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y477 w78 h64"><div class="t m0 x8f h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">562,8 </div></div><div class="c xeb y477 w79 h64"><div class="t m0 xef h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y478 w7a h66"><div class="t m0 x26 h35 y479 ff5 fsa fc0 sc0 ls0 ws0">kruszywa d<span class="_ _0"></span>rogowe </div></div><div class="c xee y47a w7b h64"><div class="t m0 x27 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">piasek </div></div><div class="c xea y47a w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y47a w78 h64"><div class="t m0 xb6 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">162,08 </div></div><div class="c xeb y47a w79 h64"><div class="t m0 x23 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">676,12 </div></div><div class="c xee y47b w7b h64"><div class="t m0 xc1 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">grys </div></div><div class="c xea y47b w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y47b w78 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y47b w79 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">95,85 </div></div><div class="c xee y478 w7b h64"><div class="t m0 x48 h35 y3d6 ff6 fsa fc0 sc0 ls0 ws0">pozostałe <span class="_ _0"></span>kruszywo<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xea y478 w77 h64"><div class="t m0 x19 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">tys. ton<span class="_ _0"></span> </div></div><div class="c x78 y478 w78 h64"><div class="t m0 xb6 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">618,09 </div></div><div class="c xeb y478 w79 h64"><div class="t m0 x57 h35 y3d6 ff5 fsa fc0 sc0 ls0 ws0">479,4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y47c ff6 fs6 fc0 sc0 ls0 ws0">*W poprzednich<span class="_ _0"></span> latach suma<span class="_ _0"></span> pozycji “piase<span class="_ _0"></span>k” i “grys”<span class="_ _0"></span> w kruszywa<span class="_ _0"></span>ch asfaltowy<span class="_ _0"></span>ch stanowiła<span class="_ _0"></span> jedną pozyc<span class="_ _0"></span>ję “kruszywa dr<span class="_ _0"></span>ogowe gry<span class="_ _0"></span>s”<span class="_ _21"></span><span class="ff5 fs4">. </span></div><div class="t m0 x5 h15 y147 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Łączny<span class="_ _0"></span> pobór wody<span class="_ _0"></span><span class="ff1 fs1"> </span></div></div><div class="c x50 y47d w7c h67"><div class="t m0 x49 h10 y47e ff4 fs9 fc3 sc0 ls0 ws0">Zużycie wod<span class="ff1">y<span class="ff5 fs6">*<span class="fs9"> </span></span></span></div></div><div class="c xf0 y47d w7d h67"><div class="t m0 x1f h68 y47f ff1 fs9 fc3 sc0 ls0 ws0">J.m.<span class="ff5"> </span></div></div><div class="c xf1 y1ef w53 h43"><div class="t m0 xcc h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c x4f y1ef w7e h43"><div class="t m0 xf2 h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c xf3 y1ef w7f h43"><div class="t m0 x8 h68 y33c ff1 fs9 fc3 sc0 ls0 ws0">JHM DEVELOPMENT<span class="_ _21"></span> </div><div class="t m0 x8 h68 y480 ff1 fs9 fc3 sc0 ls0 ws0">S.A. </div></div><div class="c xba y1ef w80 h43"><div class="t m0 xf4 h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">MARYWILSKA 44 S<span class="_ _21"></span>p. z o.o. </div></div><div class="c xf1 y47d w81 h69"><div class="t m0 x88 h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2020<span class="ff5"> </span></div></div><div class="c xf5 y47d w82 h69"><div class="t m0 x24 h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2021<span class="ff5"> </span></div></div><div class="c x4f y47d w83 h69"><div class="t m0 x1c h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2020<span class="ff5"> </span></div></div><div class="c xf6 y47d w84 h69"><div class="t m0 x11 h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2021<span class="ff5"> </span></div></div><div class="c xf3 y47d w85 h69"><div class="t m0 x8 h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c xf7 y47d w86 h69"><div class="t m0 x1c h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c xba y47d w87 h69"><div class="t m0 x26 h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2020<span class="ff5"> </span></div></div><div class="c xf8 y47d w43 h69"><div class="t m0 xf h68 y481 ff1 fs9 fc0 sc0 ls0 ws0">2021<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">36<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y1f3 w7c h6a"><div class="t m0 x1c h68 y482 ff4 fs9 fc0 sc0 ls0 ws0">Łącznie<span class="ff5"> </span></div></div><div class="c xf0 y1f3 w7d h6a"><div class="t m0 x49 h68 y482 ff1 fs9 fc0 sc0 ls0 ws0">m</div><div class="t m0 x1a h6b y483 ff1 fsd fc0 sc0 ls0 ws0">3</div><div class="t m0 xf h1a y482 ff5 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y1f3 w81 h6a"><div class="t m0 x88 h1a y482 ff5 fs9 fc0 sc0 ls0 ws0">2120 </div></div><div class="c xf5 y1f3 w82 h6a"><div class="t m0 x24 h1a y482 ff5 fs9 fc0 sc0 ls0 ws0">1900 </div></div><div class="c x4f y1f3 w83 h6a"><div class="t m0 x97 h1a y482 ff5 fs9 fc0 sc0 ls25 ws0">       <span class="ls0">7807 </span></div></div><div class="c xf6 y1f3 w84 h6a"><div class="t m0 x97 h1a y482 ff5 fs9 fc0 sc0 ls25 ws0">     <span class="ls0">8615 </span></div></div><div class="c xf3 y1f3 w85 h6a"><div class="t m0 x97 h1a y484 ff5 fs9 fc0 sc0 ls26 ws0">59<span class="ls0"> </span></div></div><div class="c xf7 y1f3 w86 h6a"><div class="t m0 x97 h1a y484 ff5 fs9 fc0 sc0 ls0 ws0">        127 </div></div><div class="c xba y1f3 w87 h6a"><div class="t m0 x97 h1a y482 ff5 fs9 fc0 sc0 ls25 ws0">    <span class="ls0">15705 </span></div></div><div class="c xf8 y1f3 w43 h6a"><div class="t m0 x97 h1a y482 ff5 fs9 fc0 sc0 ls25 ws0">     <span class="ls0">15467 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h10 y485 ff6 fs6 fc0 sc0 ls0 ws0">*Zużycie wody<span class="_ _0"></span> dotyczy wyłąc<span class="_ _0"></span>znie w<span class="_ _0"></span>ody z sieci. Woda<span class="_ _0"></span> podziemna i<span class="_ _0"></span> powierzchniowa nie<span class="_ _0"></span> podlega zuż<span class="_ _0"></span>yciu.<span class="ff5"> </span></div><div class="t m0 x5 h14 y486 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y487 ff4 fs7 fc0 sc0 ls9 ws0">5.4. Zarządza<span class="_ _21"></span>nie odpadami i ich o<span class="_ _21"></span>dzysk<span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y488 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 301-2, 306-<span class="_ _21"></span>2 </div><div class="t m0 x5 hb y489 ff6 fs4 fc0 sc0 ls0 ws0">Mamy <span class="_ _21"></span>obowiązek<span class="_ _21"></span> <span class="_ _21"></span>do <span class="_ _21"></span>zarz<span class="_ _21"></span>ądzania <span class="_ _21"></span>odpada<span class="_ _21"></span>mi <span class="_ _21"></span>budowlanymi <span class="_ _25"></span>i <span class="_ _21"></span>biurowymi <span class="_ _21"></span>w <span class="_ _25"></span>taki <span class="_ _21"></span>spos<span class="_ _21"></span>ób, <span class="_ _21"></span>aby <span class="_ _21"></span>możl<span class="_ _21"></span>iwe <span class="_ _21"></span>było <span class="_ _25"></span>ich </div><div class="t m0 x5 hb y30c ff6 fs4 fc0 sc0 ls0 ws0">przetworzenie <span class="_ _24"></span>i <span class="_ _25"></span>ponowne <span class="_ _25"></span>w<span class="_ _21"></span>ykorzystanie <span class="_ _25"></span>lub <span class="_ _25"></span>a<span class="_ _21"></span>by <span class="_ _25"></span>były <span class="_ _25"></span>one <span class="_ _25"></span>s<span class="_ _21"></span>kładowane <span class="_ _25"></span>w <span class="_ _25"></span>prz<span class="_ _21"></span>eznaczonym <span class="_ _24"></span>do <span class="_ _25"></span>tego <span class="_ _25"></span>m<span class="_ _21"></span>iejscu. </div><div class="t m0 x5 hb y48a ff6 fs4 fc0 sc0 ls0 ws0">Przy  każ<span class="_ _21"></span>dej  inwestycji  z<span class="_ _21"></span>awierana  jes<span class="_ _21"></span>t  umowa <span class="_ _26"> </span>z  wyspecjalizo<span class="_ _21"></span>waną <span class="_ _26"> </span>i  uprawnioną  fir<span class="_ _21"></span>mą,  zajmuj<span class="_ _21"></span>ącą  się </div><div class="t m0 x5 hb y48b ff6 fs4 fc0 sc0 ls0 ws0">usuwaniem,  u<span class="_ _21"></span>tylizacją <span class="_ _26"> </span>i  wywozem  wszy<span class="_ _21"></span>stkich  odpa<span class="_ _21"></span>dów  budowlanyc<span class="_ _21"></span>h  oraz <span class="_ _26"> </span>komunalnych.  Przekaza<span class="_ _21"></span>nie </div><div class="t m0 x5 hb y48c ff5 fs4 fc0 sc0 ls0 ws0">odpadu potwierdza<span class="_ _21"></span>ne jest na tzw. karcie prz<span class="_ _21"></span>ekazania odpadu. <span class="_ _21"></span> </div><div class="t m0 x5 he y48d ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Całkowita<span class="_ _0"></span> waga odpadó<span class="_ _0"></span>w niebezp<span class="_ _0"></span>iecznych ora<span class="_ _0"></span>z innych niż niebezpiec<span class="_ _0"></span>zne wedłu<span class="_ _0"></span>g metody post<span class="_ _0"></span>ępowania<span class="_ _0"></span> w 2021 roku <span class="ff1"> </span></div></div><div class="c x5 y48e w88 h6c"><div class="t m0 xc6 h68 y48f ff1 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 xc6 h68 y490 ff1 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c xf9 y491 w89 h6d"><div class="t m0 xc6 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c xfa y491 w8a h6d"><div class="t m0 x33 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c xe6 y491 w8b h6d"><div class="t m0 xf4 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">JHM DEVELOPMENT<span class="_ _21"></span> </div><div class="t m0 x27 h68 y480 ff1 fs9 fc3 sc0 ls0 ws0">S.A. </div></div><div class="c xd0 y491 w8c h6d"><div class="t m0 xfb h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">MARYWILSKA<span class="_ _21"></span> </div><div class="t m0 x26 h68 y480 ff1 fs9 fc3 sc0 ls0 ws0"> 44 Sp. z o.o. </div></div><div class="c xfc y491 w8d h6d"><div class="t m0 xc6 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c xd4 y491 w8e h6d"><div class="t m0 xc6 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c xf9 y48e w8f h6e"><div class="t m0 x50 h68 y493 ff4 fs9 fc0 sc0 ls0 ws0">Odpady inne niż nie<span class="_ _21"></span>bezpieczne [Mg]<span class="_ _21"></span><span class="ff1"> </span></div></div><div class="c xfc y48e w90 h6e"><div class="t m0 x8 h68 y493 ff1 fs9 fc0 sc0 ls0 ws0">Odpady niebez<span class="_ _21"></span>pieczne [Mg] </div></div><div class="c x5 y78 w88 h6f"><div class="t m0 xfd h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">Ponowne wykorzys<span class="_ _21"></span>tanie </div></div><div class="c xf9 y78 w89 h6f"><div class="t m0 xce h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">1199900 </div></div><div class="c xfa y78 w8a h6f"><div class="t m0 x14 h1a y31b ff5 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y78 w8b h6f"><div class="t m0 x2a h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd0 y78 w8c h6f"><div class="t m0 xc1 h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xfc y78 w8d h6f"><div class="t m0 xb4 h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y78 w8e h6f"><div class="t m0 x3b h1a y31b ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y494 w88 h6f"><div class="t m0 x8e h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">Recykling </div></div><div class="c xf9 y494 w89 h6f"><div class="t m0 x7f h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xfa y494 w8a h6f"><div class="t m0 xc8 h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y494 w8b h6f"><div class="t m0 x2a h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd0 y494 w8c h6f"><div class="t m0 x1d h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">1011,58 </div></div><div class="c xfc y494 w8d h6f"><div class="t m0 xb4 h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y494 w8e h6f"><div class="t m0 x3b h1a y495 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y496 w88 h6d"><div class="t m0 x33 h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">Odzysk (w tym o<span class="_ _21"></span>dzysk </div><div class="t m0 x52 h1a y497 ff5 fs9 fc0 sc0 ls0 ws0">energii) </div></div><div class="c xf9 y496 w89 h6d"><div class="t m0 x48 h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">22070,23 </div></div><div class="c xfa y496 w8a h6d"><div class="t m0 xfe h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">161549,07 </div></div><div class="c xe6 y496 w8b h6d"><div class="t m0 x2a h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd0 y496 w8c h6d"><div class="t m0 xc1 h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xfc y496 w8d h6d"><div class="t m0 xb4 h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y496 w8e h6d"><div class="t m0 x3b h1a y33d ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y204 w88 h70"><div class="t m0 xf h1a yc9 ff6 fs9 fc0 sc0 ls0 ws0">Składowanie na </div><div class="t m0 xfd h1a y498 ff6 fs9 fc0 sc0 ls0 ws0">składowiskach od<span class="_ _21"></span>padów<span class="ff5"> </span></div></div><div class="c xf9 y204 w89 h70"><div class="t m0 x3c h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">3288,09 </div></div><div class="c xfa y204 w8a h70"><div class="t m0 x27 h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">32,7 </div></div><div class="c xe6 y204 w8b h70"><div class="t m0 xb9 h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">3,8 </div></div><div class="c xd0 y204 w8c h70"><div class="t m0 xc7 h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">27,38 </div></div><div class="c xfc y204 w8d h70"><div class="t m0 xf h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">31,42 </div></div><div class="c xd4 y204 w8e h70"><div class="t m0 xe2 h1a y499 ff5 fs9 fc0 sc0 ls0 ws0">6,63 </div></div><div class="c x5 y49a w88 h71"><div class="t m0 x19 h68 y443 ff4 fs9 fc0 sc0 ls0 ws0">Łącznie<span class="ff1"> </span></div></div><div class="c xf9 y49a w89 h71"><div class="t m0 xc6 h68 y49b ff1 fs9 fc0 sc0 ls25 ws0">  <span class="ls0">1225258,32<span class="_ _21"></span> </span></div></div><div class="c xfa y49a w8a h71"><div class="t m0 xfe h68 y443 ff1 fs9 fc0 sc0 ls0 ws0">161581,77 </div></div><div class="c xe6 y49a w8b h71"><div class="t m0 xb9 h68 y443 ff1 fs9 fc0 sc0 ls0 ws0">3,8 </div></div><div class="c xd0 y49a w8c h71"><div class="t m0 x1d h68 y443 ff1 fs9 fc0 sc0 ls0 ws0">1038,96 </div></div><div class="c xfc y49a w8d h71"><div class="t m0 xf h68 y443 ff1 fs9 fc0 sc0 ls0 ws0">31,42 </div></div><div class="c xd4 y49a w8e h71"><div class="t m0 xe2 h68 y443 ff1 fs9 fc0 sc0 ls0 ws0">6,63 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y1e7 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y49c ff6 fs4 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>202<span class="_ _21"></span>1 <span class="_ _2b"> </span>rok<span class="_ _21"></span>u <span class="_ _2b"> </span>w  niewielkiej <span class="_ _20"> </span>ilości <span class="_ _20"> </span>wystąpiły <span class="_ _20"> </span>wśród  odpadów <span class="_ _2b"> </span>oleje  silnikowe, <span class="_ _2b"> </span>p<span class="_ _21"></span>rzekładniowe <span class="_ _20"> </span>i <span class="_ _20"> </span>smarowe, </div><div class="t m0 x5 hb y49d ff6 fs4 fc0 sc0 ls0 ws0">opakowania zaw<span class="_ _21"></span>ierające śl<span class="_ _21"></span>adowe ilości s<span class="_ _21"></span>ubstancji n<span class="_ _21"></span>iebezpiecznych, <span class="_ _21"></span>sorbenty, m<span class="_ _21"></span>ateriały filtracyj<span class="_ _21"></span>ne i ubra<span class="_ _21"></span>nia </div><div class="t m0 x5 h2b y49e ff5 fs4 fc0 sc0 ls0 ws0">ochronne zanieczy<span class="_ _21"></span>szczone substancjam<span class="_ _21"></span>i niebezpiecz<span class="_ _21"></span>nymi. <span class="fs1"> </span></div><div class="t m0 x5 h14 y49f ff1 fs7 fc0 sc0 ls9 ws0">5.5. Paliwa, energi<span class="_ _21"></span>a, emisj<span class="_ _21"></span>a CO</div><div class="t m0 xff h72 y4a0 ff1 fse fc0 sc0 ls0 ws0">2 </div><div class="t m0 x5 ha y16b ff1 fs4 fc4 sc0 ls0 ws0">GRI: 302-1, 302-<span class="_ _21"></span>3, 303-2, 305-1, 30<span class="_ _21"></span>5-2, 305-7 </div><div class="t m0 x5 hb y4a1 ff6 fs4 fc0 sc0 ls0 ws0">Branża <span class="_ _2a"> </span>budowlana <span class="_ _2a"> </span>charaktery<span class="_ _21"></span>zuje <span class="_ _2a"> </span>się <span class="_ _29"> </span>s<span class="_ _21"></span>zczególnie <span class="_ _2a"> </span>wysoką <span class="_ _2a"> </span>energochłonn<span class="_ _21"></span>ością. <span class="_ _2a"> </span>W <span class="_ _29"> </span>2<span class="_ _21"></span>021 <span class="_ _2a"> </span>roku <span class="_ _2a"> </span>ponownie </div><div class="t m0 x5 hb y4a2 ff6 fs4 fc0 sc0 ls0 ws0">wzrosło <span class="_ _25"></span>zapotrzebowan<span class="_ _21"></span>ie <span class="_ _25"></span>na <span class="_ _25"></span>energię <span class="_ _25"></span>elektryczną <span class="_ _25"></span>i <span class="_ _25"></span>cieplną <span class="_ _25"></span>we <span class="_ _25"></span>wszy<span class="_ _21"></span>stkich <span class="_ _25"></span>spół<span class="_ _21"></span>kach <span class="_ _25"></span>w <span class="_ _25"></span>Grupie <span class="_ _25"></span>Kapitał<span class="_ _21"></span>owej </div><div class="t m0 x5 hb y4a3 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD.  Było  to <span class="_ _20"> </span>spowodowan<span class="_ _21"></span>e  wzrostem <span class="_ _20"> </span>skali  działalności  i  realizowanych  projektów,  ale <span class="_ _20"> </span>pomimo<span class="_ _21"></span> </div><div class="t m0 x5 hb y4a4 ff5 fs4 fc0 sc0 ls0 ws0">kolejnych <span class="_ _24"></span>fa<span class="_ _21"></span>li <span class="_ _24"></span>pande<span class="_ _21"></span>mii <span class="_ _24"></span>COVID<span class="_ _21"></span>-<span class="ff6">19 <span class="_ _29"></span>możemy <span class="_ _24"></span>prz<span class="_ _21"></span>yjąć, <span class="_ _29"></span>że <span class="_ _24"></span>w <span class="_ _24"></span>p<span class="_ _21"></span>orównaniu <span class="_ _29"></span>z <span class="_ _24"></span>rokiem <span class="_ _29"> </span>2020, <span class="_ _29"></span>nie <span class="_ _29"></span>miały <span class="_ _24"></span>miejsc<span class="_ _21"></span>e </span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x7d y2 w69 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7YAAAYKCAIAAABsqGBmAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd3hdZeHA8fcmNztpmu5Bd7pLJ12UAgXKUpAlIAgUFBAVUJagLCkIiICoIFsERET2clApLdBSoNBNW0r3nhnNTu79/RHML23SNi3Djs/n8Y/bk/eec3NyHv36Pue+JxKPxwMAAPBfCU4BAADUFt3Tf4H8vLxlny4oWrc+VlkZTU1t1TW3XaeO/q4AAOyyyJ57o8XmwsIPn3uxw+0PZRcW12wsTY5+esPFI848LRqN+usCALAPJfKkF1/Juu2+tsvX1f1RVSQy/aTDR9x2Q1pamj8wAAB7eSIX5Od//NKrsXHv9Hnrw8TYNj95VULk099dd+AJx/sDAwCws/akuxHKysqm/vhn/cZ/uMORibF42SvjgkQGAGDn7TErWmzcsGHS9y/tPXFqA8c3WrjMXxcAgF2wB8wiV1VVfTL1o7xbf9/vgzkNf1d6QZG/LgAAe2Eil5WVTRh7R7/HX2oT27l7pvNbNvHXBQBgb0vkVctXzL32VwPefD8xttPfKSwc0u+Lf4B4PF5cVFRaUhJNSsrIzLSQHACARP5fmvjEX5vf9Wi/dZt27e1pvbt/kaPHYrEPx72Z/+q/W02Z2Wztxk2Z6TO7tQ9nnDD8hOMTExNdNwAAEvnr9sG4N/tcc+euB24IWW1a79p7S0pKVi5ZsvTW3/X7z/s1G1M2FTaZMrv8w0/eT0oafvw3XTcAABL561NUVDTlz0+1u/+vOxwZD6EkLSW9pKzujzY2bdS8fbudOm55efnCOZ8se+alVm9Ozlmf37e0vO6Y5KpY81/cOb1Zs34HDnPpAABI5K/JpNvuHvCnF3e4Fl1VJDL95CPiLZsNureemF7XrnWnVi0bftC1q1fPufyGnm9/1GJHNz032VS44vePbO7bJzMz09UDALBX2o3WRS4tLZ3w5NP9Hn+5IZ9p7rA+B/7qupRpn9T70+KBvZKSkhpy0IL8/PEPPbr+2O/2nTA1qWFfCsxZtKK0pMSlAwCwt9pdZpHnz5y5/he395jxabQqtp1h8RDWtGq64vjDhlxy4ZrlK7pNmVV3TFlSYu53T93+4aqqqpZ+tnDR+LcbP/Xy/p8t36n/o1CelmJpCwAAifzVWr54ScX3ruqxct0OR87r363n43/o1aRJCOHDx54cUFlZz5iRAw/t1nX7+xl/74M973m8f1nFDo+4KTs9J7+4dqNvPHBgZlaWSwcAQCJ/JeLx+JwPp5ZdflPHBvRxQUZaxtU/zmnSJIQQi8UiM+bVs8MQwmEjtrOTwoKC9353//4PPZu83enqqoSwsFeXzccdHsvLH/THv9Vsr4wmZg0daBYZAEAifyWqqqomPvp47h2PZBSX7nDwjEMG9vj1jR3+u5Rbfl5ek08X11PAmem5ow6udw/r1qyZ/+7k5HsfHzB/WUK8/tuOqyKR9c0br96/a6Mxp/YbPiwSicw66vTaA1a1b9V/9GGuGwAAifzlq6ioeOu6W/o/9doOn5xXFQnTTh590K3Xp6Wl1WzMW7e+1dK1dQdvaNOsd8sWdbdPHf9Wkx/d0LOgaPvHmn7CqKG3XNuzUaPqf45/5M/9FiyrPWD9cYf1r/UxAACQyF+Ogvz896+9pf9L43fYxwt6d076xSWHjRi+1TPt1ixY2LWqqu74/E5tU1NTa/4Zi8Wm/md8/j/Hd3l9YnZh8baOEotEZhw5rPHZ3x510IiaA82bMaPZw3+rPWxj44wuxx/jogEAkMhfsnkzZm66+pYBMxZEdjTysx4d2j1yd+v92tb90ea58+t9e1W3zjWvy8rKJt5614CHn9vOghXxEBbs3yV20VmjjvtGJLLFLlf+9qF+y7aYqF508lGHd8110QAASOQv08plyxPPuCQ3r3CHfTy/T5eOj9zdqm2b+n+8fFW9m1M7fv5QvVgsNvEXY/v+/Y3tL+g2a2T/QQ/enZGZuVUfr1uzpud/ptTeUpya3Of8cxISElw0AAAS+Uszd9r0givG5uYV7nDk1Au+Pernl29n4YjG9S1nURWJ5I4YXllZOeXlVxMffnrQjAXbentlYsLcA/vFjxnV//hj613BbdoDjw2qteRFQWZayVO/61nffDYAABJ5V5SXl0+46w/9732qxY4eYLc5I2Xx9ZeMPvO07YzZsH59qyWr625f2LNj9oYNa0+7sGd9P61RkRCZ8aMzDr/ikm1NCRcWFDT/9zu1t3w2ctDhAwe4XAAA9gVf020D08ZP6HffU4kNeMDz/OMOHXnGDp6Nt3z+gqTKer6rtzm3Q/kPrm633T6uTIzMuvTsUZf9eDu3TCyaPaf18i3uQk4Y2t+1AgCwj/jKZ5ErKysnPvRY+/v+Eo3tYOTKts3XnnPS8HPO2Oq24K3E4/F1705pW9+DP/q9/Nb2v5n3ad+uSVdccNioQ7dziAVz5kQuu6l2gi/t0Kr/Sce7VgAAJPKX46177htw9+MNWbyiw5P39mnVaoc73FxYGJ0+p95nf2ynj9c2b7zppssGH3Pk9h+MV1RUlHfxdZ1rLWRRlhSN/vbG6kf6AQAgkb+QpQsXzfvLM33+9ML2+7giMWH+kN7tb722RQP6OISwaf2GlnMWNvAzxEPIa5y5bFCvVpf9YHi/vjscP3P8hM4Lltbesrh3l9z27T6dPbtgzdryouLyvIKq4uJ4eUW8vDxeXhFCCAkJkWhiJDk5IS0lISUlKSszJbtRVrOmjZs3b9S4ce1FmgEA2KcTecGcOdlHnj1oR8MqookLf3f9yOO/sRPl/dG0Xms3NXDwqjZNW7z850MbFt8hhM2v/ydatcX89H7zFkUGfaNpCE13/iTkJUQ+OWxIq0vP79Z3/4SEhO3fQAIAwN6cyPF4fOldDzTkC26zvjHykGOP2qmdl3w4vYEjl7dtHr3vlhYN7uMQQvanS7baklFSvsvnITkW7zduSnzclEWNM5YeODD12FF9Dx9V7xpzAADsPiLxePxL3F0sFvt4wsSiB57s/c607U+ZFqelfHLi4SNuvDo9PX2nDvHucWf2/Hje9seUJkdnf/uoA6+7MiMzc6d2/mnfw5puLNiVXzyE0ID1QfKyMxYeNjShZ26LAwb0OmCQB5EAAOyGvuRZ5NkffNj+7Ct2uLhbLIRPzjp+9PU/25VPXFG5nZ/GQ9iUk1l4782jDz5oF3ZenJW+nUSuikQqownlydHNGRlre3eu6tczPbdz43ZtUzMzk1NTQwhVlZWFGzfmL1tRPH9B0sz52UtXNVm7IbmsMjFWVb2gR+P8ooEvvBleeDOEMLtN882/+NGgY45MTk52IQIA7LWJvPqF19s2oI/nDu49+OILdu0QhV3ahVmfbeuni3PbNXv4NwNyu+zazjd071R3WeVYCIu7tds0YlBSp/Y5Pbq2ze3SKju7d0pK/bvo0jkMPuDzpK6qWr927aoFCwtXrir9cHqLSR+3WbYmMfb5CWq7cl35JTe9fez43tdd3qpNG9ciAMBu4su80aKqqmraEad0+nTZdsbkZWcs+sHpg88+o1F2dv0BHYstXbosL7+gVcsWLVu2qPsVtzkffRy/8JrWq9bX3hgPYXFuu43D+u1/8QWt2u56bk6f9F7xzb9tvGZjcaOMvNwOsVbN0/v36nbQgc1atPjiX7aLx+PLFy9Z+M7k8iXLkuYvajn7s6brNkVj8aL01LnfObbT6Sfm9uzpigQA2KsSuaioaOkhJ7VcvWFbA2IhzL7lp4ecc+Y2B8RiY2//4833vln9z+NHdX30D9dk14npjya+3ez7V2cWl1X/syQlac65J46+9qo97uwvXbRo8ZW/zP1obmp5ZQhh+qgDBv3h9m39nwcAAL4eiTfeeOOXtq/ExFVPPJOdv3lbA2YeOuiAKy9O3sYtCvF4/JnnXrnm9pcr/7vs2rzFGxullh40fOu141p36DCzVc6mVasLM9MWHjY0fs2PBp92SmJi4h539rNzcloef/SCvl1Xr1rVdMW61otXfrhsSYdjjvA1PgCA/6EveUWLcT+5euCz4+pu39g4c8WV5x989vYeLv32O++d8eN7V68vrr2xRZPUSa/c2qFD+wZ+gJUrV61Yuaru9gH9+27/uXpfg02bNn22cPFWJzwaje7fp1cIYfaUD9a990HahA9SCzbnnXLU0HPOtDwcAMD/xJdcjT1+clHevyY1LtwicysTwoorz9/O/RXV3njrg636OISwMb9swjsfnN3gRH7oseduvm983e0rPrq/RYvm/9tzPW78u2f99LGqLR9Nkp2ZNGfi71u0aN5vxPAwYni4PHw88Z3Uux6cMnPeyN/fbrELAIA9PpH369hh0YsPf/T6Gzmv/CdnzYZYYuLKnp1Szz1txBGH7fC9mRmpkUjYalI7EgkZ6fvWM5wHHHxQ+bAh8z76ePLfnu115OHNW7Z0mQIA7MGJHELo1L1bp+7dYpdeVFxUlBiN5qalNfCNRx427IGn3lm6aotbmZtmpx0+asS+9ldJTk7ef9jQMGxoSUmJaxQA4Gv2VX0tLCEhITMrK63BfRxC6Lt/7zGnDN3qi2onHtm7cePG++yfZ6dOIAAAX4ro7vNREhISrrn8gi4d2zz+7IT1G4vbt2l88LAeY8480R8JAIB9NJFDCNFo9IzTTjjjtBP8YQAA2GMSedbsOStWrtmqaw879KBIJLJs2fJnX3zj3xNnlpSU9+ne5vSTDuvVs1uTJk2qh8Xj8TVr1v7zjYmvjpu6cVNR05yMb44+4NijDmne/POFJgoLC8vKypo1a1Z755s2bUpPT09JSXnn3feKiv//xtzk5KQhBwzIyMiYP3/B7x545q0pC8orYg//5sLtfPKysrL3pky9/8+vTp21sllO2glHDTzysGF9evesvRjchImTSsvKtnpjj25daladmzZ95pq167ca0Cgrc9jQA2rWsysvL3/zrXde/ufklWvyG2WmHnJg74H9evbu1cPVBgCwR9jpdZHPv/imx16YXntL48ykxVMfufXOhx/463v5m8tr9hdNjLRsknb9T4479+xvT3l/6vW3Pzl97pq8zRWx2P8fsVvH7DuuPeOo0aMSExMnvj35wp89NKh326GDumZmpG7K27xg0ap3P1z0+l9vatu2Te+Dzpu/OL/mjc0ap054/pfrN2z87sV/WLa6KISQkpTw/EM/mvz+rHoXffv7fef/7Janl63eXFFrzbWUpMSTj+rxm7EX12R6x4FnrVi79cJzv/n5cZf+cEz169PO/fnzb8zbakD/Hk3fff0P1Qu0vfaPcVf/6ukFSzdVVoXaBxoxqO3wgV1ue+CtbS365loEANhN7PQsct2kjsfDbXc9csfDE2OxLbZXVsVXrCv+6djnMjPSLhv7tzUb6lmcYf7i/JMuvP/3N6w7/7zvxOKxjXklf/vHnL/9Y07NgMz06OdHrFPysz6Zf85P/1RaHmvIx77hN88uXFG41cayiqqnXp398exr/vrA5b179az+Xbb/K29jwOfzxxs3bjz/qj+t21Ra90Bvvrf0zfeWhBBxzQEA7Oa+hBUtCksqfv3Q1n1co7i08vyrn6i3j6tVVcXveOBf69at26mDlpZV3vCb5xrYxyGEOQs3betHnyzadO4lv924ceMXPA+fzJ036oSr6vZxLfoYAGDfSORYLNS+d6K+Sq7a/h5WrClatXrtTh10c0nl3EV5DR+fnho9bFj7I4Z3aJSZVPenH89d/8zz//giJ6GysvKXv/5zvSHeo1POmJP6De3rCSAAAPtMIlf79tE9/nznWZ33a1T/YRLCIYP3O//UgY2z6nmickVVVWlp2Vf6e174ncEvPXnri0/eeuX59T/nb+r0z77I/vPy8mfOX113e9vm6S8+9vMH77nupSfGtm+d6YIDANj9fTmLvg3o0ez+u37WqFGjli2aHH3WPXUH/GTMgbfe+NOEhIRBff/2g2uf2eqn8XioqqratUM3zU459tBuzZtkFRaVtmrZbFvDLjjnxNTU1BDCBeee8ufnJi9YWrDVgFnzV8VisV0+A6tWr1m0vKDu9mNH9ejSpXMIoWnTplf/8Ogf3/DsFzgIAAB7TiJ3ate0UaNGIYS2rVvVO2D0oYMTEhJCCC2a53yJnz4hIfz5t+cfNXpUzZYXXnmr3pHVHy+EkJWV1a9H67qJvHZDUV5e3i5/kiVLV1ZU1nO3ydCB3WteN87OikQi9XzxEACA3UnC13OYaDTxq9htk6yUQ0YO38mqTsjMSKm7vaIqXlxcssufJC9/c73b27S2mhsAgET+Gl3wneHVt080XCQSSU+rJ5GrqmLl5eW7/EkKCovq3d60SWMXGQCARP76dO/abhfelZhQz+JrCQkJiYm7PtVdVl5R/7ESE11kAAAS+etT88znnVLvvcDRhMjOTkhvsc9tPKSwrKzcRQYAIJF3a7FYbP2GwrrbszKSc3IabyN///916TZmi9PT6s/rRUuW1z60Cw4AQCLvLgoLP/86XWlp6cx59Sxg3Ll9k+Tk5Hrf+/7Hn1a/WLVq9cy5a+od06J5/Xn93oef1Lye++myqirLWQAA7O6i+8jv+eq/JlxyUcfy8vK/Pftavc/AGzm0ewghMbGeOzee/dfcdtf9pnF25jOvTl2+tv6v5XXt0iElKbGsYuvVnV8aN/vw19/o2qXjnHkL7nlsogsOAEAi7y6u+NUrY+/5R0VlvLisnmeUpCYnjDnzhBBCTqO0ZavrRnDk7j9N3v7+O3Zot3/3ph/O2vox2stWF514wf2uMwCAPcg+dC9yflFlvX0cCfExJw/MyckJIeR2aLL9nWSk1b9CRWZm5olHD3Q9AQBI5N3dtw7v2rZ5+nYGpKdGf3bhIWN/cVH1w/++dfTQeu+1qNYkO/msbw2o90eRSOSyH597wyWHb6uhQwgH9G6RlZHkmgMAkMj/M5npiXeN/dHk1+8YfWCHesM3ISGMvfzYsddd2rjx51+2O/Xkb55yZI+6jwKMREK7lhmvPX7VISP6butw0Wj02qt+eOmYkZFIPd/J69+92St/GZudkeyaAwDYze30vchtW+X06pyz1cZ2rT+/PyElJbnuT0MIGelp1S+ysjLqDohEQnp6WjSa2L1Tk/zCsi3emJaUlJQUQsjt0DSauHXQZzfK3GpL82aNa/bftVOzxo2zGzVq9OKTt93zx8fvuH/cpsLPl2xLTIwM79v67FNHnnbyN7fK3Ef+cN3Rz7/2y7tfXrzy87Xh0lMTv/ftA6676vycnJxNeQV1P3+XDk1rVmi+4pIxmRlpv310/NqNpdVbmmQnjx6Re/0V56Smpnbt2KRR5haVnJWR/BU9nRsAgF0T2dYzL/Y+lZWVy5YtX7RkWQihS6cO7du3286TR8rLyxcuXFy4eXNmZkanjh129qkixcXFCxctLikpbZyd3alTh2g06lIDAJDIAACwR0pwCgAAQCIDAIBEBgAAiQwAABIZAAD+F4kci8Wee/G1viO/n97hlK6Dxzz0p7+uWbN20uT3c4eMyR0ypvdB533z9MvfnTQlhLB8+YrBR1x4+10PVq+bsXr1mu7Dzn3ltX/HYrEho3+QO2RMj+HnfuvMq57++0tlZZ8vh/zWxHdzh4y57Od3bHXQye99kDtkzD33Plb9z2tv+m3ukDGXXfPr6j1ffOVtuUPG/PLWe2vGn3zO1blDxnQbOmb0iT/5wwOPFxYWlpaW9jzwvPMvvunJvz7fbeiY6k9b/Z9eI87bvHlzCOH5F1/PHTJm+NEXrV69pno/z734Wu6QMc++8FrtD7NixcrzfnhjWvuTuw8b89gTf9+wYUNhYeG3zrgyd8iY5154LYSwbt26AYeef+RJP6msrAwhLFq0ePARF9525wMhhHg8/otf/jZ3yJg333rb9QcAsDckcnl5+WXX3HH+z55o1zb7wu8MHtx3v7H3vPboky8UFZcsWVnYqW32N0f1Xrex6NQf/C4vL6+iomLZqsJNeZur31tZWbl4ZcHmopJ4PL5sVUFKUsIpx/RftjLvnMsff+hPf6se84833ttUUPrKuNkVFRW1j1tSWrpkZWFe/ubKysrHnvj7H//y3neOG/CrGy6JRCLr16//18S5G/NL7350wsqVq6rHr1qTX1RcfsKRfRISwpW/eun6W+6LxWKLV+SvXl/QoV3rbx7Wq0Ob7CUrC3MapRx3WK9vjOpVvXTxc69OKigsmzp77QdTp1fvp7CweMnKwsLNRaWlpRUVFZWVlbfe+cCQY658f8bSi84cun/3Vj+6/u8HfuOKzxYu7ttzvyUrC8e/Mz2E8MIr42Yt2Dj+/WVvv/teCOG5l8fN+nT9N48eGUJ4d9KUR56Zsmpd0XmXPbhixUqXIADAHp/I705+/96/vP/to3u/+tff3H3bz/7y8NiZE+69+rILEhISQgiHj+x9+9jLn/rjz9ZuLJ01e+72d9WjS4ubr7/0iXt/GouF9z76NIQQj8ef/eeMn/9wdIiEBx99ut53vfr6uJ/c9OyAXi2vv/qH1U/0eOPNdzcVlF138VHFJZXPvfxGzcgWTdKvuex7D919edPs1GlzltdsH3nQ8LtuverkYweHEEYN73b3bVfdcfMVqampGzZseO2t+Y/eeV52ZtK4CR/VPujU6QsOPObi9z/4aMmSpTf97t9rN5Y+cteP7rr1qr8/dus1F41auLzgvkdevPDcU6IJ4YMZS0MIkz6Ym5KUkJKUOH7iR/F4/P6/vNOna7M+vXtVVlY+/OQ/NuSXHz2y84q1xfc9/Ix1qQEA9vhE/mzR8hDCwL5dqh9NF4vFMjMzY7FY9U/LSsvXrFn7zIv/TktJ7N2r+w73Fo/HP5r2SQghKzM1hPDxtBnrNhZ/69hRfbq2uPOhf1ff/FDbhCnzL/r548WlFeedPqr6wdTxePzBJ8YN6NVyxNC+rZunz5yzZKv9L16yvKy8KiV5x8+3e/7lf2dlpgwasP/JR/WZ8P5n1fFaXbAPPv3hijWbU1NTPlu0tLIqJERC3/17hRAikcipJ4zOzkhatHzDfvu1PXhw+4XL8svKyhYv23DMIbndO+V8tnTdrNlzlqwsGNS7XQihuLj4rSmLQggnHjM0hPD2+wuKiopchQAAe3YiV1ZWhRBSkpNCCJs2bdr/4PO7Djn3uO9cVVZWHkJ44K+TBo7+6S9/98Yl54zIycmpzuiaidLqFzVPfX7zvUW9Rnzvipv/3rFN1inHjczPz7/pN0+2b92osrKya8cWy1YX//Hhp7eaZF23oah5TnoIYf5ny6p/9OHUj9+dtnJQn/bZjRr17dFq8seLCwsLqwcvWJo//NjLTv/h75OTE087fvj2f6+8vLyHn3qrfavMkpKSY48YvGh5wev//M/atetuvfe1EML3Tx00e+LvB/TvW15eEUJITU6seaZ0YmJCSmpi9Wm59doxRaUVf3z4qcUrC2648qzjR+8/a96qX939VAiREUN7hRDGjX9nxdqiYf1a9+/bIysj6YNZqz6ZO99VCACwW4nu7Bt69+gSQpg6fcGYs0Ljxo3HXnHydy55JCc7rTpYv3fqsLLyit8+9u7a9fkhhKyszGg0YenKjVVVVdFodNqMObFYaL9f6+pdDerd6u6xF6SnpTVv3qxRo0YvvfKv8VOWlpZXDj72F1VV8RDC489N/v45J+fk5NQc/ZRjB3z/nJNOOW/sA09NPv2ko3r06PbavybF4+Gexyb94YnJlVWxWDy89/5How8/JISwX6vMR+/6QfNmTZs2zWnatGlxcfF2fq+58xZ8PHddJBLpd8RV8Xgoq4jd89Crd7RtNWJgx0UrZg4e0LVZs2YhhN49uyZE4sVlVdOmzxp8wIAQwtPP/2vthtJjD2keQujdq0fn/bJ/ec8/u3ds0qd3r9atWt72xzfnLtqUHE3ot3/3EMLzr00OIUydtXr4cTeUV8Ri8fDqP98ZfMBAFyIAwB6cyMOHHfDziw7945OT8gqu67Bfs2UrN8TjkZqJ4YyM1EsvOmPV2rwX/j3nu29PPnjk8KNHdnvq1Rnn/eimhITIq+Pnj+jfeuiQQdWDs7PS9u/Tu/p1LBa78/5Xiksrb/rJkUMP6FVZWXX2pQ/OX5L/0bRZh48aWfsDtG3b5r7bLzru7NvPv+yeB++85O0PPm3XMv33N5+TlpYSQrj6lr9cduMT4/v1DiGkJif26tmtdmFvxz//8148HnngltM6tG8dQrjvT6+98e7CGbPmHXJg7ydfmfn0S5Onz1oUQjj79KPHXnbMr+//zwVX3HfosNw16wqef2Ne5/2yfvz9k0IIKSkp/Xq0nrf4kyNH9gwhNG3adPiA/d6euqJbx+yOHdqtWrV60kdLTjyi2/e/e1Q0mhiPhxvvePqlN2b+/MqylJQU1yIAwG4i8cYbb9ypNyQkJIw6eGjH1qn/eXf2R7OWb8wr/tbhvW75xZiU5KSPZ8wddWCvA4cNPv6Yg9+eNOVf4z8+6tAB3/rGoZs3rZwybcma9YX9e7b6/W0XN2vWNIQw7s13e3VrM3rU5/c/fPrpZ39/9Z3cDk3uuvmSHt27dencsVPb1MVLVrRunjnkgH4hhA0bNn4845ODh/UYNGD/1q1aNkqr+GD6ogmTpleUV1541qgzTjuhU8cOnTp2iMQ2z5y7NDM1XlJSkpOddvwxI2vqs6qq6o033+nbY7+jjhgRQliydNmiJcsPGtJ96OD+IYQHH3upZ5emN193cedOHTp17NAkO3nGrAUbNhYMGdj904VLS8sql6/OW7467+BhPc88/YSzvz1y2vTZ70xdXFxSccEZI+69/dLOnTtVH6Uwf8OKVWu+/90jO3XsEEIoKdq4Zu36c08dOXLEkMlTPpw5e+F1l3/nkIMP7NSxQ+dOHZo3Tpo2c2H/3u3atG7lWgQA2E1EdnlFhaKiorKyssTExKysrISEhKqqqqKiotTU1OTk5BBCcXFxZWVlenp6NBqtqqoqLCyMx33DVlEAABqLSURBVOMZGRnVPw0hFBYWJiYmpqenV/+zsrKyuLg4MTExIyOjeks8Ht+8eXNSUlL1shXV+09JSalO3urx1SMzMjISExOrX1dUVJSUlCQlJcViseoj1kxxx+PxwsLCaDRafdDy8vLS0tKaHRYWFtYcK4QQi8U2b94ciURSU1NLSkpqfuvq3yiEUFZWVv3xsrKy/n8W/b+7rRlW/c/q01JeXl5WVpaZmVkzvqqqqri4ODU1tfqrhwAA7NmJDAAAeyUPoAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiewUAACARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwDA3iza0IGRiJMFAMBeKx6veWkWGQAAtiCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAwNcr6hQANEg87hwASGTYI0WcAr6qa8vFBbA3i9eaCnGjBQAAbMEsMnubgoICJwEA+CLMIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAANQRicfjDRoXiThZAADsrWpXsVlkAADYQkNnkQEAYB9hFhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAMDXJ9rAcZFIxMkCAGBvFY/Ha16bRQYAgC1EavcyAABgFhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAMDXJ9rAcZFIxMkCAGBvFY/Ha16bRQYAgC1EavcyAABgFhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAMDXJ9rAcZFIxMkCAGBvFY/Ha16bRQYAgC1EavcyAABgFhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAsDeKNnBcJBJxsgAA2FvF4/Ga12aRAQBgC5HavQwAAJhFBgCALUSdAmAPUzh1i39mDXJKAPhymUUGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAwN4mEo/HnQUAAKhhFhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAAP4nog0cF4lEnCwAAPZWtZ85bRYZAAC2EKndywAAgFlkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAe59oA8dFIhEnCwCAvVU8Hq95bRYZAAC2EKndywAAgFlkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAX59oQwZFIhFnCgCAvVg8Hq95bRYZAAC2EKndywAAgFlkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwDAvia6s2+IRCLOGgAAe4d4PF53o1lkAADYQqTecAYAgH3WTt9oEdxoAQDAXsONFgAAsEMSGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAQQghRpwBouIhTAMDeJS6RgS+ooKDASQBgr+dGCwAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAACARAYAgDoi8Xh8594QiThrAADsHeqNYbPIAACwhZ2eRQYAgL2bWWQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAgL1CdGffEIlEnDUAAPYO8Xi87kazyAAAsIVIveEMAAD7LLPIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAgD1VdGffEIlEnDUAAPYO8Xi87kazyAAAsIVIveEMAAD7LLPIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAIAQQoju1OhIJOKUwb4sHo/77wEA9rL/aau70SwyAABsIVJvOAMAwD7LLDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJGB/2vXjlEbBqIois4HLSPLSJ8VBLLTQFaQPvtImUIbeCmEhYYUEsQG2XNONYWq7+byMACARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAwmunIR1XlUgAAPLYky8OKDAAAnUMrctwJAIBhWJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAADAYnICdpUTAAADyOVhRQYAgI4VmX3zPDsCADAOKzIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgCAc6gk+x9VuRQAAI9tDWMrMgAAdA6tyAAAMA4rMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAABAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAAEhkAACQyAAAIJEBAOA/pt0vqsqZAAB4eEmWhxUZAAA6tcYyAADQrMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAABAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAIDxTK21qnIIAABGlmR9W5EBAKAztdbiDAAAcGFFBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAADilyQm4a+UEAMA1ZPO2IgMAQMeKzH2b59kRAIDrsiIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEA4BYqSVU5BAAAI0uyvq3IAADQqW0vAwAAVmQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAAEhkAACQyAAAIJEBAEAiAwCARAYAgKspJwAAgCTr24oMAACd2vYyAABgRQYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAACCRAQBAIgMAgEQGAACJDAAAEhkAACQyAABIZAAAkMgAACCRAQBAIgMAgEQGAIDTmY58VFUuBQBwI59vr46weHn/uJtETuIHAwC4hZ+n5/b17Q6n4o8WAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAiQwAABIZAAAkMgAASGQAAJDIAAAgkQEAQCIDAIBEBgAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAEAiAwCARAYAAIkMAAASGQAAJDIAAEhkAACQyAAAIJEBAACJDAAAf/wCa+DAcnhiKwUAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">37<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff5 fs4 fc0 sc0 ls0 ws0">przerwy  czy<span class="_ _21"></span>  istotne  ograniczenia  w  pro<span class="ff6">w<span class="_ _21"></span>adzeniu  działalnośc<span class="_ _21"></span>i  gospodarczej.  Wyżs<span class="_ _21"></span>ze  zużycie  energii </span></div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">wiązało się również z wy<span class="_ _21"></span>ższą emisyjnością CO</div><div class="t m0 x100 hc y4a5 ff5 fs5 fc0 sc0 ls0 ws0">2</div><div class="t m0 x101 hb yd2 ff5 fs4 fc0 sc0 ls0 ws0">. </div><div class="t m0 x5 he y4a6 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Zużyc<span class="_ _0"></span>ie paliw i energ<span class="_ _0"></span>ii elektryc<span class="_ _0"></span>znej<span class="ff1"> </span></div></div><div class="c xe4 y4a7 w91 h73"><div class="t m0 x1c h68 y4a8 ff4 fs9 fc3 sc0 ls0 ws0">Źródło energii <span class="_ _21"></span><span class="ff1"> </span></div><div class="t m0 x7f h68 y47e ff4 fs9 fc3 sc0 ls0 ws0">i surowców </div><div class="t m0 x26 h68 y46b ff1 fs9 fc3 sc0 ls0 ws0">energetycznych<span class="_ _21"></span> </div></div><div class="c x102 y4a7 w92 h73"><div class="t m0 x17 h68 y47e ff1 fs9 fc3 sc0 ls0 ws0">J.m. </div></div><div class="c x103 y4a9 w93 h74"><div class="t m0 x19 h68 y4aa ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div><div class="t m0 xec h68 y469 ff1 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x104 y4a9 w94 h74"><div class="t m0 xb7 h68 y4aa ff1 fs9 fc3 sc0 ls0 ws0">JHM </div><div class="t m0 x8 h68 y469 ff1 fs9 fc3 sc0 ls0 ws0">DEVELOPMENT S.A.<span class="_ _21"></span> </div></div><div class="c x105 y4a9 w95 h74"><div class="t m0 x26 h68 y4ab ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c x106 y4a9 w96 h74"><div class="t m0 x3c h68 y4aa ff1 fs9 fc3 sc0 ls0 ws0">MARYWILSKA 44 </div><div class="t m0 xb4 h68 y469 ff1 fs9 fc3 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x103 y4a7 w97 h75"><div class="t m0 x1d h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x107 y4a7 w98 h75"><div class="t m0 x3c h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x104 y4a7 w99 h75"><div class="t m0 x24 h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x78 y4a7 w9a h75"><div class="t m0 x88 h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x105 y4a7 w9b h75"><div class="t m0 x26 h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x108 y4a7 w9c h75"><div class="t m0 x26 h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x106 y4a7 w9d h75"><div class="t m0 xce h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x109 y4a7 w9e h75"><div class="t m0 x26 h68 y4ac ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c xe4 y36a w91 h51"><div class="t m0 x8 h1a y4ad ff6 fs9 fc0 sc0 ls0 ws0">Węgiel<span class="ff5"> </span></div></div><div class="c x102 y36a w92 h51"><div class="t m0 xa2 h1a y393 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y36a w97 h51"><div class="t m0 x27 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y36a w98 h51"><div class="t m0 x1c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y36a w99 h51"><div class="t m0 xa0 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y36a w9a h51"><div class="t m0 xcc h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y36a w9b h51"><div class="t m0 x1a h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">59,22 </div></div><div class="c x108 y36a w9c h51"><div class="t m0 x48 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">64.664,8 </div></div><div class="c x106 y36a w9d h51"><div class="t m0 xf h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y36a w9e h51"><div class="t m0 xfe h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe4 y2e3 w91 h76"><div class="t m0 x8 h1a y4ad ff6 fs9 fc0 sc0 ls0 ws0">Olej napędowy<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x102 y2e3 w92 h76"><div class="t m0 xa2 h1a y393 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y2e3 w97 h76"><div class="t m0 xf h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">41.938,86 </div></div><div class="c x107 y2e3 w98 h76"><div class="t m0 xac h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">59.915,64 </div></div><div class="c x104 y2e3 w99 h76"><div class="t m0 xa0 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y2e3 w9a h76"><div class="t m0 xcc h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y2e3 w9b h76"><div class="t m0 x49 h1a y393 ff5 fs9 fc0 sc0 ls26 ws0">21<span class="ls0"> 193,31<span class="_ _21"></span> </span></div></div><div class="c x108 y2e3 w9c h76"><div class="t m0 x33 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">44.224,93 </div></div><div class="c x106 y2e3 w9d h76"><div class="t m0 xf h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y2e3 w9e h76"><div class="t m0 xfe h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe4 y4ae w91 h51"><div class="t m0 x8 h1a y4ad ff6 fs9 fc0 sc0 ls0 ws0">Olej opałowy<span class="ff5"> </span></div></div><div class="c x102 y4ae w92 h51"><div class="t m0 xa2 h1a y393 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y4ae w97 h51"><div class="t m0 x27 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y4ae w98 h51"><div class="t m0 x1c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y4ae w99 h51"><div class="t m0 xa0 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4ae w9a h51"><div class="t m0 xcc h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y4ae w9b h51"><div class="t m0 x88 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">43.991 </div></div><div class="c x108 y4ae w9c h51"><div class="t m0 x49 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">49.324,09 </div></div><div class="c x106 y4ae w9d h51"><div class="t m0 xf h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y4ae w9e h51"><div class="t m0 xfe h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe4 y4af w91 h77"><div class="t m0 x8 h1a y43f ff5 fs9 fc0 sc0 ls0 ws0">Energia elektryczna<span class="_ _21"></span> ze </div><div class="t m0 x8 h1a y335 ff6 fs9 fc0 sc0 ls0 ws0">źródeł <span class="ff5">tradycyjnych<span class="_ _21"></span> </span></div></div><div class="c x102 y4af w92 h77"><div class="t m0 xa2 h1a y467 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y4af w97 h77"><div class="t m0 xf h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">10.786,21 </div></div><div class="c x107 y4af w98 h77"><div class="t m0 xac h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">19.516,68 </div></div><div class="c x104 y4af w99 h77"><div class="t m0 x88 h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">361,2 </div></div><div class="c x78 y4af w9a h77"><div class="t m0 x48 h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">387,68 </div></div><div class="c x105 y4af w9b h77"><div class="t m0 xce h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">8.212,68 </div></div><div class="c x108 y4af w9c h77"><div class="t m0 x3c h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">7.833,2 </div></div><div class="c x106 y4af w9d h77"><div class="t m0 xf4 h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">17.239,27<span class="_ _21"></span> </div></div><div class="c x109 y4af w9e h77"><div class="t m0 x33 h1a y467 ff5 fs9 fc0 sc0 ls0 ws0">23.191,26 </div></div><div class="c xe4 y4b0 w91 h76"><div class="t m0 x8 h1a y4ad ff5 fs9 fc0 sc0 ls0 ws0">Energia cieplna<span class="_ _21"></span> </div></div><div class="c x102 y4b0 w92 h76"><div class="t m0 xa2 h1a y393 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y4b0 w97 h76"><div class="t m0 x1c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">4.566,86 </div></div><div class="c x107 y4b0 w98 h76"><div class="t m0 x1c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y4b0 w99 h76"><div class="t m0 xa0 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4b0 w9a h76"><div class="t m0 x48 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">678,43 </div></div><div class="c x105 y4b0 w9b h76"><div class="t m0 x13 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y4b0 w9c h76"><div class="t m0 x13 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y4b0 w9d h76"><div class="t m0 xf h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y4b0 w9e h76"><div class="t m0 xfe h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe4 y4b1 w91 h78"><div class="t m0 x8 h1a y3d1 ff6 fs9 fc0 sc0 ls0 ws0">Całkowita sprzed<span class="_ _21"></span>aż </div><div class="t m0 x8 h1a y61 ff5 fs9 fc0 sc0 ls0 ws0">energii elektrycznej<span class="_ _21"></span> </div></div><div class="c x102 y4b1 w92 h78"><div class="t m0 xa2 h1a y322 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y4b1 w97 h78"><div class="t m0 x27 h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y4b1 w98 h78"><div class="t m0 x1c h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y4b1 w99 h78"><div class="t m0 xa0 h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4b1 w9a h78"><div class="t m0 xcc h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y4b1 w9b h78"><div class="t m0 x13 h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y4b1 w9c h78"><div class="t m0 x13 h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y4b1 w9d h78"><div class="t m0 xfd h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">6.793,61 </div></div><div class="c x109 y4b1 w9e h78"><div class="t m0 x48 h1a y322 ff5 fs9 fc0 sc0 ls0 ws0">7.582,34 </div></div><div class="c xe4 y4b2 w91 h51"><div class="t m0 x8 h1a y4ad ff5 fs9 fc0 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x102 y4b2 w92 h51"><div class="t m0 xa2 h1a y393 ff5 fs9 fc0 sc0 ls25 ws0">GJ<span class="ls0"> </span></div></div><div class="c x103 y4b2 w97 h51"><div class="t m0 x1c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">2.733,49 </div></div><div class="c x107 y4b2 w98 h51"><div class="t m0 x1f h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">3.442,75 </div></div><div class="c x104 y4b2 w99 h51"><div class="t m0 x88 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">491,7 </div></div><div class="c x78 y4b2 w9a h51"><div class="t m0 x3c h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">578,4 </div></div><div class="c x105 y4b2 w9b h51"><div class="t m0 x13 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y4b2 w9c h51"><div class="t m0 x13 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y4b2 w9d h51"><div class="t m0 xf4 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">13.073,86<span class="_ _21"></span> </div></div><div class="c x109 y4b2 w9e h51"><div class="t m0 x33 h1a y393 ff5 fs9 fc0 sc0 ls0 ws0">19.919,53 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 he y4b3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y4b4 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Intensywnoś<span class="_ _0"></span>ć zużyc<span class="_ _0"></span>ia energii<span class="ff1"> </span></div></div><div class="c x4b y4b5 w9f h79"><div class="t m0 x0 h68 y4b6 ff1 fs9 fc3 sc0 ls0 ws0"> <span class="ff4">Intensywność zuż<span class="_ _21"></span>ycia energii</span> </div></div><div class="c x4f y4b7 wa0 h75"><div class="t m0 xbf h68 y4ab ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c x10a y4b7 wa1 h75"><div class="t m0 x57 h68 y4ab ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c x4f y4b5 wa2 h75"><div class="t m0 xf h68 y4ab ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x10b y4b5 wa3 h75"><div class="t m0 xc1 h68 y4ab ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x10a y4b5 w77 h75"><div class="t m0 xb9 h68 y4ab ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x10c y4b5 wa4 h75"><div class="t m0 xb9 h68 y4ab ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x4b y4b8 w9f h7a"><div class="t m0 x0 h1a y481 ff5 fs9 fc0 sc0 ls0 ws0">Mianownik - <span class="ff6">całk<span class="_ _21"></span>owite zużycie ener<span class="_ _21"></span>gii (GJ)</span> </div></div><div class="c x4f y4b8 wa2 h7a"><div class="t m0 x17 h1a y469 ff5 fs9 fc0 sc0 ls0 ws0">60.025,42 </div></div><div class="c x10b y4b8 wa3 h7a"><div class="t m0 x1b h1a y469 ff5 fs9 fc0 sc0 ls0 ws0">82.875,07<span class="_ _21"></span> </div></div><div class="c x10a y4b8 w77 h7a"><div class="t m0 x7f h1a y469 ff5 fs9 fc0 sc0 ls0 ws0">111.423,30 </div></div><div class="c x10c y4b8 wa4 h7a"><div class="t m0 x7f h1a y469 ff5 fs9 fc0 sc0 ls0 ws0">166.048,02 </div></div><div class="c x4b y4b9 w9f h7b"><div class="t m0 x0 h1a y4ba ff5 fs9 fc0 sc0 ls0 ws0">Dzielnik - <span class="ff6">Łączna lic<span class="_ _21"></span>zba pracowników<span class="_ _21"></span></span> </div></div><div class="c x4f y4b9 wa2 h7b"><div class="t m0 x1c h1a y4bb ff5 fs9 fc0 sc0 ls26 ws0">377<span class="ls0"> </span></div></div><div class="c x10b y4b9 wa3 h7b"><div class="t m0 xc8 h1a y4bb ff5 fs9 fc0 sc0 ls26 ws0">427<span class="ls0"> </span></div></div><div class="c x10a y4b9 w77 h7b"><div class="t m0 xbc h1a y4bb ff5 fs9 fc0 sc0 ls26 ws0">249<span class="ls0"> </span></div></div><div class="c x10c y4b9 wa4 h7b"><div class="t m0 xbc h1a y4bb ff5 fs9 fc0 sc0 ls26 ws0">311<span class="ls0"> </span></div></div><div class="c x4b y4bc w9f h55"><div class="t m0 x0 h1a y4bd ff6 fs9 fc0 sc0 ls0 ws0">Wskaźnik energochło<span class="_ _21"></span>nności (GJ)<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x4f y4bc wa2 h55"><div class="t m0 x24 h1a y4be ff5 fs9 fc0 sc0 ls0 ws0">159,22 </div></div><div class="c x10b y4bc wa3 h55"><div class="t m0 xb9 h1a y4be ff5 fs9 fc0 sc0 ls0 ws0">194,09 </div></div><div class="c x10a y4bc w77 h55"><div class="t m0 xe7 h1a y4be ff5 fs9 fc0 sc0 ls0 ws0">447,48 </div></div><div class="c x10c y4bc wa4 h55"><div class="t m0 xe7 h1a y4be ff5 fs9 fc0 sc0 ls0 ws0">533,92 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 he y4bf ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y4c0 ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Łączne<span class="_ _0"></span> bezpośredn<span class="_ _0"></span>ie emisje ga<span class="_ _0"></span>zów cieplarn<span class="_ _0"></span>ianych<span class="ff1"> </span></div></div><div class="c x5 y4c1 wa5 h7c"><div class="t m0 xc6 h7d y4c2 ff7 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 xc6 h1a y4c3 ff6 fs9 fc3 sc0 ls0 ws0">Emisje bezpośredni<span class="_ _21"></span>e </div><div class="t m0 xc6 h1a y4c4 ff6 fs9 fc3 sc0 ls0 ws0">gazów cieplarni<span class="_ _21"></span>anych </div><div class="t m0 xc6 h1a y4bb ff5 fs9 fc3 sc0 ls0 ws0">[tCO</div><div class="t m0 x26 h7e y403 ff5 fsd fc3 sc0 ls0 ws0">2</div><div class="t m0 x1c h1a y4bb ff5 fs9 fc3 sc0 ls26 ws0">e]<span class="ls0"> </span></div></div><div class="c x10d y4c5 wa6 h6d"><div class="t m0 xe2 h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x71 y4c5 wa7 h6d"><div class="t m0 x1c h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c xd5 y4c5 wa8 h6d"><div class="t m0 x33 h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">JHM DEVELOPMENT<span class="_ _21"></span> S.A. </div></div><div class="c xc y4c5 wa9 h6d"><div class="t m0 x49 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">MARYWILSKA 44 S<span class="_ _21"></span>p. z </div><div class="t m0 xbb h68 y480 ff1 fs9 fc3 sc0 ls0 ws0">o.o. </div></div><div class="c x10d y4c1 waa h5a"><div class="t m0 x1a h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c xfa y4c1 wab h5a"><div class="t m0 xa3 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x71 y4c1 wac h5a"><div class="t m0 x13 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x10e y4c1 w81 h5a"><div class="t m0 x88 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c xd5 y4c1 w62 h5a"><div class="t m0 xa0 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c xa7 y4c1 wad h5a"><div class="t m0 x1a h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c xc y4c1 wae h5a"><div class="t m0 x8 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x10f y4c1 waf h5a"><div class="t m0 x8 h68 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x5 y4c7 wa5 h7f"><div class="t m0 xc6 h1a y4c8 ff6 fs9 fc0 sc0 ls0 ws0">Emisja związana z </div><div class="t m0 xc6 h1a y492 ff6 fs9 fc0 sc0 ls0 ws0">wytwarzaniem cie<span class="_ _21"></span>pła [C0</div><div class="t m0 xaf h7e y4c9 ff5 fsd fc0 sc0 ls27 ws0">2 </div><div class="t m0 xc6 h1a y480 ff5 fs9 fc0 sc0 ls0 ws0">kg/rok] </div></div><div class="c x10d y4c7 waa h7f"><div class="t m0 x97 h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">135.239,94 </div></div><div class="c xfa y4c7 wab h7f"><div class="t m0 xf h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">190,8 </div></div><div class="c x71 y4c7 wac h7f"><div class="t m0 x1a h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">8.020.690 </div></div><div class="c x10e y4c7 w81 h7f"><div class="t m0 x17 h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">9.670,2 </div></div><div class="c xd5 y4c7 w62 h7f"><div class="t m0 xf h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">23,815 </div></div><div class="c xa7 y4c7 wad h7f"><div class="t m0 x24 h1a y492 ff5 fs9 fc0 sc0 ls0 ws0">28,79 </div></div><div class="c xc y4c7 wae h7f"><div class="t m0 xce h1a y4ca ff5 fs9 fc0 sc0 ls0 ws0">559,31 </div></div><div class="c x10f y4c7 waf h7f"><div class="t m0 x88 h1a y4ca ff5 fs9 fc0 sc0 ls0 ws0">1027,33 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 he y4cb ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 he y4cc ff4 fs6 fc0 sc0 ls0 ws0">Tabela: Emisja<span class="_ _0"></span> związków NOx<span class="_ _0"></span>, SOx<span class="ff1"> </span>i innych<span class="_ _0"></span> istotnych zwią<span class="_ _0"></span>zków em<span class="_ _0"></span>itowanych do<span class="_ _0"></span> powietrza<span class="ff1"> </span></div></div><div class="c x95 y4cd wb0 h80"><div class="t m0 x7e h68 y4ce ff1 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 x7e h68 y4cf ff1 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 x7e h68 y4c8 ff1 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 x13 h68 y492 ff1 fs9 fc3 sc0 ls0 ws0">Waga istotnych emisj<span class="_ _21"></span>i  </div><div class="t m0 xcc h68 y480 ff1 fs9 fc3 sc0 ls0 ws0">do powietrza (w t<span class="_ _21"></span>onach) </div></div><div class="c x110 y4a1 wb1 h81"><div class="t m0 xc6 h68 y4d0 ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c x3 y4a1 wb2 h81"><div class="t m0 x1f h68 y4d0 ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c x7a y4a1 wb3 h81"><div class="t m0 x8 h68 y4d1 ff1 fs9 fc3 sc0 ls0 ws0">MARYWILSKA 44 S<span class="_ _21"></span>p. </div><div class="t m0 x9e h68 y8c ff1 fs9 fc3 sc0 ls0 ws0">z o.o. </div></div><div class="c x111 y4a1 wb4 h81"><div class="t m0 x24 h68 y4d2 ff1 fs9 fc3 sc0 ls0 ws0">JHM DEVELOPMENT<span class="_ _21"></span> </div><div class="t m0 xbb h10 y65 ff1 fs9 fc3 sc0 ls0 ws0">S.A.<span class="ff5 fs6">*</span> </div></div><div class="c x110 y4cd wc h82"><div class="t m0 x1d h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x112 y4cd wb5 h82"><div class="t m0 x97 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x3 y4cd wb6 h82"><div class="t m0 xa0 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x113 y4cd wb7 h82"><div class="t m0 x48 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x7a y4cd wb8 h82"><div class="t m0 xa3 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x114 y4cd wb9 h82"><div class="t m0 x48 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x111 y4cd wba h82"><div class="t m0 x1c h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x109 y4cd w5 h82"><div class="t m0 x115 h68 y3cd ff1 fs9 fc0 sc0 ls0 ws0">2021 </div></div><div class="c x95 y4d3 wb0 h83"><div class="t m0 xc6 h68 y4d4 ff1 fs9 fc0 sc0 ls0 ws0">NOx </div></div><div class="c x110 y4d3 wc h83"><div class="t m0 x27 h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y4d3 wb5 h83"><div class="t m0 xfd h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">0,155 </div></div><div class="c x3 y4d3 wb6 h83"><div class="t m0 xcc h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">17,41 </div></div><div class="c x113 y4d3 wb7 h83"><div class="t m0 xce h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">18,3 </div></div><div class="c x7a y4d3 wb8 h83"><div class="t m0 xf h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">0,425 </div></div><div class="c x114 y4d3 wb9 h83"><div class="t m0 x17 h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">0,755 </div></div><div class="c x111 y4d3 wba h83"><div class="t m0 x26 h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">0,0231 </div></div><div class="c x109 y4d3 w5 h83"><div class="t m0 x88 h1a y4d4 ff5 fs9 fc0 sc0 ls0 ws0">0,0237 </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x7d y2 w69 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">38<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y4d5 wb0 h84"><div class="t m0 xc6 h68 y4d6 ff1 fs9 fc0 sc0 ls0 ws0">SOx </div></div><div class="c x110 y4d5 wc h84"><div class="t m0 xb4 h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,23 </div></div><div class="c x112 y4d5 wb5 h84"><div class="t m0 xfd h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,001 </div></div><div class="c x3 y4d5 wb6 h84"><div class="t m0 xfe h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">5,44 </div></div><div class="c x113 y4d5 wb7 h84"><div class="t m0 xce h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">7,49 </div></div><div class="c x7a y4d5 wb8 h84"><div class="t m0 xf h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,022 </div></div><div class="c x114 y4d5 wb9 h84"><div class="t m0 x17 h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,035 </div></div><div class="c x111 y4d5 wba h84"><div class="t m0 x24 h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,00112 </div></div><div class="c x109 y4d5 w5 h84"><div class="t m0 xce h1a y4d6 ff5 fs9 fc0 sc0 ls0 ws0">0,00115 </div></div><div class="c x95 y4d7 wb0 h83"><div class="t m0 xc6 h68 y4d8 ff4 fs9 fc0 sc0 ls0 ws0">Pyły (PM)<span class="_ _21"></span><span class="ff1"> </span></div></div><div class="c x110 y4d7 wc h83"><div class="t m0 x1c h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0,08952 </div></div><div class="c x112 y4d7 wb5 h83"><div class="t m0 xfd h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0,001 </div></div><div class="c x3 y4d7 wb6 h83"><div class="t m0 xcc h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">2,295 </div></div><div class="c x113 y4d7 wb7 h83"><div class="t m0 xce h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">2,28 </div></div><div class="c x7a y4d7 wb8 h83"><div class="t m0 xf2 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x114 y4d7 wb9 h83"><div class="t m0 x17 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">8,918 </div></div><div class="c x111 y4d7 wba h83"><div class="t m0 xb4 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x109 y4d7 w5 h83"><div class="t m0 x11 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x95 y4d9 wb0 h83"><div class="t m0 xc6 h68 y4d8 ff1 fs9 fc0 sc0 ls0 ws0">Inne standardowe <span class="_ _21"></span>kategorie emisji </div><div class="t m0 xc6 h68 y4da ff1 fs9 fc0 sc0 ls0 ws0">do powietrza <span class="_ _21"></span> </div></div><div class="c x110 y4d9 wc h83"><div class="t m0 xe7 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x112 y4d9 wb5 h83"><div class="t m0 xa2 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y4d9 wb6 h83"><div class="t m0 xa3 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">14,713 </div></div><div class="c x113 y4d9 wb7 h83"><div class="t m0 x115 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7a y4d9 wb8 h83"><div class="t m0 xf h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0,084 </div></div><div class="c x114 y4d9 wb9 h83"><div class="t m0 x17 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0,172 </div></div><div class="c x111 y4d9 wba h83"><div class="t m0 xb4 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x109 y4d9 w5 h83"><div class="t m0 x11 h1a y4d8 ff5 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h7 y4db ff5 fs9 fc0 sc0 ls0 ws0">*JHM korekta da<span class="_ _21"></span>nych w stosunku d<span class="_ _21"></span>o 2021 roku.<span class="fs0"> </span></div><div class="t m0 x5 he y4dc ff4 fs6 fc0 sc0 ls0 ws0">Tabela. Niebe<span class="_ _0"></span>zpośrednie em<span class="_ _0"></span>isje gazów c<span class="_ _0"></span>ieplarnianych<span class="_ _0"></span> w 2021 r<span class="_ _0"></span>oku<span class="ff1"> </span></div></div><div class="c x95 y4dd wbb h43"><div class="t m0 xe4 h1a y33c ff5 fs9 fc3 sc0 ls0 ws0"> </div><div class="t m0 xe4 h1a y480 ff5 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x116 y4dd wbc h43"><div class="t m0 x92 h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _21"></span> </div></div><div class="c x117 y4dd wbd h43"><div class="t m0 xef h68 y33d ff1 fs9 fc3 sc0 ls0 ws0">KOBYLARNIA S.A<span class="_ _21"></span>. </div></div><div class="c x95 y4de wbb h85"><div class="t m0 xc6 h1a y4df ff6 fs9 fc0 sc0 ls0 ws0">Niebezpośrednie emisj<span class="_ _21"></span>e związane z<span class="_ _21"></span> </div><div class="t m0 xc6 h1a y480 ff5 fs9 fc0 sc0 ls0 ws0">wytwarzaniem e<span class="_ _21"></span>nergii elektrycznej [tCO</div><div class="t m0 x118 h7e y4e0 ff5 fsd fc0 sc0 ls0 ws0">2</div><div class="t m0 x119 h1a y480 ff5 fs9 fc0 sc0 ls0 ws0">] </div></div><div class="c x116 y4de wbc h85"><div class="t m0 x35 h1a y4df ff5 fs9 fc0 sc0 ls0 ws0">1825,59 </div></div><div class="c x117 y4de wbd h85"><div class="t m0 x50 h1a y4df ff5 fs9 fc0 sc0 ls0 ws0">732,718 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h14 y4e1 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y4e2 ff4 fs7 fc0 sc0 ls9 ws0">5.6. Bioróżnor<span class="_ _21"></span>odność <span class="_ _21"></span><span class="ff1 ls0"> </span></div><div class="t m0 x5 ha y4e3 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 304-2 </div><div class="t m0 x5 hb y4e4 ff6 fs4 fc0 sc0 ls0 ws0">W 2021 <span class="_ _21"></span>roku <span class="_ _21"></span>część <span class="_ _21"></span>z <span class="_ _21"></span>naszych <span class="_ _21"></span>budów <span class="_ _21"></span>była <span class="_ _21"></span>prowadzon<span class="_ _21"></span>a w <span class="_ _21"></span>sąsiedztwie <span class="_ _21"></span>terenów <span class="_ _21"></span>N<span class="_ _21"></span>atura 2000<span class="_ _21"></span>. Była <span class="_ _21"></span>to <span class="_ _21"></span>m.in. </div><div class="t m0 x5 hb y4e5 ff6 fs4 fc0 sc0 ls0 ws0">budowa  drogi  ekspres<span class="_ _21"></span>owej  S1,  szczególnie  w  rejon<span class="_ _21"></span>ie  miejscowości  Węgiersk<span class="_ _21"></span>a  Górka,  należącej  do </div><div class="t m0 x5 hb y4e6 ff6 fs4 fc0 sc0 ls0 ws0">najatrakcyjniejsz<span class="_ _21"></span>ych  pod  względem  turystycznym,  dzięki  swojemu <span class="_ _26"> </span>położeniu  w  dolinie  rzeki  Soły  na </div><div class="t m0 x5 hb y4e7 ff6 fs4 fc0 sc0 ls0 ws0">zboczach <span class="_ _21"></span>Beskidu <span class="_ _21"></span>Ś<span class="_ _21"></span>ląskiego <span class="_ _21"></span>i <span class="_ _21"></span>Żywiec<span class="_ _21"></span>kiego. <span class="_ _21"></span>W <span class="_ _21"></span>2021 <span class="_ _21"></span>r<span class="_ _21"></span>oku <span class="_ _21"></span>zostały <span class="_ _21"></span>wy<span class="_ _21"></span>konane <span class="_ _21"></span>prace<span class="_ _21"></span> <span class="_ _21"></span>związane <span class="_ _21"></span>z <span class="_ _21"></span>drąż<span class="_ _21"></span>eniem </div><div class="t m0 x5 hb y4e8 ff6 fs4 fc0 sc0 ls0 ws0">tuneli,  budową <span class="_ _2b"> </span>m<span class="_ _21"></span>ostów <span class="_ _20"> </span>i  estakad. <span class="_ _20"> </span>Podczas  budowy <span class="_ _20"> </span>zadbaliśmy  o <span class="_ _2b"> </span>wy<span class="_ _21"></span>tyczenie  dróg <span class="_ _2b"> </span>dojaz<span class="_ _21"></span>dowych <span class="_ _20"> </span>dla </div><div class="t m0 x5 hb y4e9 ff6 fs4 fc0 sc0 ls0 ws0">ciężkiego <span class="_ _25"></span>sprzętu <span class="_ _25"></span>w <span class="_ _25"></span>oparc<span class="_ _21"></span>iu <span class="_ _25"></span>o <span class="_ _25"></span>istniejące<span class="_ _21"></span> <span class="_ _25"></span>już <span class="_ _25"></span>szlaki <span class="_ _25"></span>komunikacy<span class="_ _21"></span>jne, <span class="_ _21"></span>a<span class="_ _21"></span>by <span class="_ _25"></span>jak <span class="_ _25"></span>najmniej <span class="_ _25"></span>ingerow<span class="_ _21"></span>ać <span class="_ _25"></span>w <span class="_ _25"></span>zmianę </div><div class="t m0 x5 hb y4ea ff5 fs4 fc0 sc0 ls0 ws0">otoczenia.  </div><div class="t m0 x5 hb y4eb ff6 fs4 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>terenach szczególnie <span class="_ _0"></span>wrażliwych zewnętrzni eksperci <span class="_ _0"></span>przeprowadzają identyfikację stanowisk, <span class="_ _0"></span>siedlisk, </div><div class="t m0 x5 hb y4ec ff6 fs4 fc0 sc0 ls0 ws0">szlaków m<span class="_ _21"></span>igracji na <span class="_ _21"></span>terenie<span class="_ _21"></span> budowy <span class="_ _21"></span>i w <span class="_ _21"></span>jej <span class="_ _21"></span>pobliżu. <span class="_ _21"></span>W <span class="_ _21"></span>celu poszanow<span class="_ _25"></span>ania r<span class="_ _21"></span>óżnorodności<span class="_ _21"></span> biologicznej<span class="_ _21"></span> oraz </div><div class="t m0 x5 hb y4ed ff6 fs4 fc0 sc0 ls0 ws0">zachowania <span class="_ _27"></span>f<span class="_ _21"></span>lory <span class="_ _27"></span>i <span class="_ _0"></span>fauny <span class="_ _27"></span>w <span class="_ _27"></span>stanie <span class="_ _0"></span>możliwie <span class="_ _27"></span>n<span class="_ _21"></span>ienaruszonym, <span class="_ _0"></span>każdorazowo <span class="_ _27"></span>zabezp<span class="_ _21"></span>ieczamy <span class="_ _0"></span>okoliczne <span class="_ _27"></span>drzewa </div><div class="t m0 x5 hb y4ee ff6 fs4 fc0 sc0 ls0 ws0">przed <span class="_ _27"></span>uszkodzeniami, <span class="_ _27"></span>zb<span class="_ _21"></span>iorniki <span class="_ _27"></span>wodne <span class="_ _27"></span>i <span class="_ _27"></span>siedliska <span class="_ _27"></span>zw<span class="_ _21"></span>ierząt <span class="_ _27"></span>i <span class="_ _27"></span>roślin. <span class="_ _27"></span>W <span class="_ _27"></span>razie <span class="_ _27"></span>potrzeby <span class="_ _27"></span>prowadz<span class="_ _21"></span>imy <span class="_ _27"></span>nasadzenia </div><div class="t m0 x5 hb y4ef ff5 fs4 fc0 sc0 ls0 ws0">kompensacyj<span class="_ _21"></span><span class="ff6">ne <span class="_ _21"></span>lub <span class="_ _25"></span>przenosimy <span class="_ _25"></span>rośliny <span class="_ _21"></span>z<span class="_ _21"></span> <span class="_ _21"></span>teren<span class="_ _21"></span>u <span class="_ _21"></span>inw<span class="_ _21"></span>estycji <span class="_ _21"></span>w <span class="_ _25"></span>nowe, <span class="_ _25"></span>bezpieczne <span class="_ _25"></span>miejsca. <span class="_ _25"></span>Po <span class="_ _25"></span>zakończeniu </span></div><div class="t m0 x5 hb y4f0 ff6 fs4 fc0 sc0 ls0 ws0">każdego <span class="_ _2a"> </span>projektu <span class="_ _2a"> </span>powstaj<span class="_ _21"></span>e <span class="_ _29"> </span>raport<span class="_ _21"></span> <span class="_ _2a"> </span>na <span class="_ _2a"> </span>temat <span class="_ _2a"> </span>jego <span class="_ _2a"> </span>wpływu <span class="_ _2a"> </span>na <span class="_ _2a"> </span>środowisko <span class="_ _2a"> </span>i <span class="_ _2a"> </span>prow<span class="_ _21"></span>adzona <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>obserwacja </div><div class="t m0 x5 hb y4a0 ff5 fs4 fc0 sc0 ls0 ws0">przyrodnicza. <span class="_ _21"></span> </div><div class="t m0 x5 hb y4f1 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4f2 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4f3 ff5 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">39<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y2c ff5 fs3 fc0 sc0 ls5 ws0">6.<span class="ls0"> <span class="_ _20"> </span><span class="ff6">DOBRE SĄS<span class="_ _0"></span>IEDZTWO<span class="ff5"> </span></span></span></div><div class="t m0 x5 h2 y2e1 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2e2 ff1 fs0 fc7 sc0 ls2 ws0">               <span class="_ _3b"> </span><span class="ls0"> </span></div><div class="t m0 x5 h2 y4f4 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 xa h2 y4f5 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4f6 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4f7 ff1 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x5 h14 y4f8 ff1 fs7 fc0 sc0 ls9 ws0">6.1. <span class="ff4 ls0">Zaangażowani<span class="_ _21"></span>e społeczne<span class="_ _21"></span><span class="ff1"> </span></span></div><div class="t m0 x5 ha y4f9 ff1 fs4 fc4 sc0 ls0 ws0">GRI: 413-1<span class="ff5 fc0"> </span></div><div class="t m0 x5 hb y4fa ff6 fs4 fc0 sc0 ls0 ws0">Mamy <span class="_ _21"></span>świadomość<span class="_ _21"></span>, <span class="_ _21"></span>że <span class="_ _21"></span>rozwój <span class="_ _21"></span>biznesowy<span class="_ _21"></span> <span class="_ _21"></span>naszej <span class="_ _21"></span>działalnoś<span class="_ _21"></span>ci, <span class="_ _21"></span>wpływa <span class="_ _21"></span>na <span class="_ _21"></span>spo<span class="_ _21"></span>łeczności <span class="_ _21"></span>lokalne, <span class="_ _21"></span>a <span class="_ _21"></span>sa<span class="_ _21"></span>m <span class="_ _21"></span>etap </div><div class="t m0 x5 hb y4fb ff6 fs4 fc0 sc0 ls0 ws0">budowy <span class="_ _25"></span>może <span class="_ _25"></span>być <span class="_ _25"></span>szczególnie <span class="_ _25"></span>uciążliwy<span class="_ _21"></span>. <span class="_ _21"></span>Mając<span class="_ _21"></span> <span class="_ _21"></span>n<span class="_ _21"></span>a <span class="_ _21"></span>wz<span class="_ _21"></span>ględzie <span class="_ _25"></span>ten <span class="_ _25"></span>wpływ <span class="_ _25"></span>na <span class="_ _25"></span>otoczenie <span class="_ _25"></span>społeczne <span class="_ _25"></span>MIR<span class="_ _21"></span>BUD </div><div class="t m0 x5 hb y4fc ff5 fs4 fc0 sc0 ls0 ws0">S.A. wspiera <span class="_ _21"></span>lokalne s<span class="_ _21"></span><span class="ff6">połecznoś<span class="_ _21"></span>ci, inwestując <span class="_ _21"></span>w projek<span class="_ _21"></span>ty, które ws<span class="_ _21"></span>pierają grupy <span class="_ _21"></span>wymagające <span class="_ _21"></span>szczególnego </span></div><div class="t m0 x5 hb ye8 ff6 fs4 fc0 sc0 ls0 ws0">wsparcia, <span class="_ _27"></span>tj. <span class="_ _27"></span>dz<span class="_ _21"></span>ieci <span class="_ _27"></span>i <span class="_ _27"></span>młodz<span class="_ _21"></span>ież, <span class="_ _27"></span>osoby <span class="_ _0"></span>o <span class="_ _27"></span>specjalnych <span class="_ _0"></span>potrzebach, <span class="_ _27"></span>wy<span class="_ _21"></span>kluczone <span class="_ _27"></span>lub <span class="_ _0"></span>w <span class="_ _27"></span>inny <span class="_ _27"></span>sposó<span class="_ _21"></span>b <span class="_ _27"></span>pokrzy<span class="_ _21"></span>wdzone </div><div class="t m0 x5 hb y4fd ff6 fs4 fc0 sc0 ls0 ws0">przez <span class="_ _20"> </span>los. <span class="_ _20"> </span>Wspieramy <span class="_ _20"> </span>rów<span class="_ _21"></span>nież <span class="_ _2b"> </span>inicj<span class="_ _21"></span>atywy <span class="_ _20"> </span>sportowe <span class="_ _20"> </span>i  kulturalne <span class="_ _2b"> </span>tam,  gdzie  prowadzimy <span class="_ _2b"> </span>dz<span class="_ _21"></span>iałalność  l<span class="_ _0"></span>ub </div><div class="t m0 x5 hb y4fe ff6 fs4 fc0 sc0 ls0 ws0">prowadzimy <span class="_ _0"></span>budowy. <span class="_ _27"></span>Z<span class="_ _21"></span>ależy <span class="_ _27"></span>nam na<span class="_ _0"></span> <span class="_ _27"></span>wyrów<span class="_ _21"></span>nywaniu <span class="_ _27"></span>s<span class="_ _21"></span>zans <span class="_ _0"></span>i <span class="_ _27"></span>aktywizacj<span class="_ _21"></span>i <span class="_ _27"></span>osób <span class="_ _0"></span>z <span class="_ _27"></span>mały<span class="_ _21"></span>ch <span class="_ _27"></span>miejscowośc<span class="_ _21"></span>i <span class="_ _27"></span>i <span class="_ _0"></span>wiemy, </div><div class="t m0 x5 hb y4ff ff6 fs4 fc0 sc0 ls0 ws0">że każda inwestycj<span class="_ _21"></span>a w małe kluby sportowe<span class="_ _21"></span> może być trampol<span class="_ _21"></span>iną do rozwoju dla wie<span class="_ _21"></span>lu dzieci. <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x5 hb y454 ff6 fs4 fc0 sc0 ls0 ws0">Co <span class="_ _27"></span>roku <span class="_ _27"></span>wspieramy <span class="_ _0"></span>ogólnopolską <span class="_ _27"></span>ak<span class="_ _21"></span>cję <span class="_ _27"></span>Wielkiej <span class="_ _27"></span>Orkiestry <span class="_ _0"></span>Świątecznej <span class="_ _27"></span>Pomocy <span class="_ _27"></span>cz<span class="_ _21"></span>y <span class="_ _27"></span>Diecezjalny <span class="_ _27"></span>Dzień <span class="_ _27"></span>Kobiet. </div><div class="t m0 x5 hb y455 ff6 fs4 fc0 sc0 ls0 ws0">Na stałe współpracuje<span class="_ _21"></span>my również z wybranym<span class="_ _21"></span>i organizacjami: <span class="_ _21"></span><span class="ff5"> </span></div><div class="t m0 x9 h24 y500 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Fundacja „Dziecięcy Uś<span class="_ _21"></span>miech”,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y501 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Polski Komitet Pomocy<span class="_ _21"></span> Społecznej,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y502 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Polskie Towarzys<span class="_ _21"></span>two Walki z Kalectwem,<span class="_ _21"></span> </span></div><div class="t m0 x9 h24 y503 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Polskie Związek Ni<span class="_ _21"></span>ewidomych o. w Łowiczu,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y504 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Stowarzyszenie Hospicj<span class="_ _21"></span>um im. Anny Olszews<span class="_ _21"></span>kiej, </span></div><div class="t m0 x9 h24 y505 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Fundacja ROKA w Skierni<span class="_ _21"></span>ewicach,<span class="_ _21"></span> </span></div><div class="t m0 x9 h24 y506 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span><span class="ff6">Polskie Stowarzyszenie Di<span class="_ _21"></span>abetyków o. Skiern<span class="_ _21"></span>iewice,<span class="_ _21"></span></span> </span></div><div class="t m0 x9 h24 y507 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="ff5"> <span class="_ _31"> </span>Fundacja Akademia Bisk<span class="_ _21"></span>upa I. Krasickiego.<span class="_ _21"></span> </span></div><div class="t m0 x5 hb y22c ff6 fs4 fc0 sc0 ls0 ws0">Ponadto w <span class="_ _21"></span>2021 roku <span class="_ _21"></span>spółka MIR<span class="_ _21"></span>BUD S.<span class="_ _21"></span>A. udzieliła p<span class="_ _21"></span>onad 450 ty<span class="_ _21"></span>s. złotyc<span class="_ _21"></span>h wsparc<span class="_ _21"></span>ia finansowego <span class="_ _21"></span>w formie </div><div class="t m0 x5 h2b y508 ff5 fs4 fc0 sc0 ls0 ws0">darowizn. <span class="fs1"> </span></div><div class="t m0 x5 h14 y509 ff4 fs7 fc0 sc0 ls0 ws0">6.2. Poszanowanie <span class="_ _21"></span>praw człowieka<span class="_ _21"></span><span class="ff1"> </span></div><div class="t m0 x5 ha y50a ff1 fs4 fc4 sc0 ls0 ws0">GRI: 103-2, 406-<span class="_ _21"></span>1, 407-1, 408-1, 40<span class="_ _21"></span>9-1, 412-3 </div><div class="t m0 x5 hb y50b ff6 fs4 fc0 sc0 ls0 ws0">Dbamy o ochronę praw człowieka w całym łańcuchu dostaw. W raport<span class="_ _21"></span>owanym<span class="_ _21"></span> okresie w żadnej ze <span class="_ _0"></span>spółek </div><div class="t m0 x5 hb y50c ff6 fs4 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>GK <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>oraz u <span class="_ _27"></span>naszyc<span class="_ _21"></span>h <span class="_ _27"></span>partner<span class="_ _21"></span>ów <span class="_ _0"></span>biznesowych nie <span class="_ _27"></span>odnotow<span class="_ _21"></span>ano <span class="_ _0"></span>naruszenia ani <span class="_ _27"></span>wys<span class="_ _21"></span>tąpienia <span class="_ _27"></span>r<span class="_ _21"></span>yzyka </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4d ff6 fs4 fc0 sc0 ls0 ws0">naruszenia  wolności <span class="_ _20"> </span>zrzesz<span class="_ _21"></span>ania <span class="_ _20"> </span>się  i <span class="_ _20"> </span>zawieran<span class="_ _21"></span>ia <span class="_ _20"> </span>umów  zbiorowych.  Nasi <span class="_ _20"> </span>pod<span class="_ _21"></span>wykonawcy  i <span class="_ _20"> </span>dostawcy </div><div class="t m0 x5 hb yd2 ff6 fs4 fc0 sc0 ls0 ws0">zobowiązują <span class="_ _2b"> </span>się <span class="_ _2b"> </span>również <span class="_ _2b"> </span>d<span class="_ _21"></span>o <span class="_ _2b"> </span>niewykorz<span class="_ _21"></span>ystywania <span class="_ _2b"> </span>pracy<span class="_ _21"></span> <span class="_ _2b"> </span>dzieci <span class="_ _2b"> </span>oraz <span class="_ _2b"> </span>przestrzegania <span class="_ _2b"> </span>praw <span class="_ _2b"> </span>czło<span class="_ _21"></span>wieka. <span class="_ _2b"> </span>W </div><div class="t m0 x5 hb yd3 ff6 fs4 fc0 sc0 ls0 ws0">okresie <span class="_ _25"></span>o<span class="_ _21"></span>bjętym <span class="_ _25"></span>ra<span class="_ _21"></span>portowaniem <span class="_ _24"></span>do <span class="_ _24"></span>żadnej <span class="_ _24"></span>ze <span class="_ _24"></span>spółek <span class="_ _24"></span>z <span class="_ _24"></span>Grupy <span class="_ _24"></span>Kapitałowej <span class="_ _24"></span>nie<span class="_ _21"></span> <span class="_ _25"></span>wpłynę<span class="_ _21"></span>ły <span class="_ _25"></span>skargi<span class="_ _21"></span> <span class="_ _25"></span>dotyczące </div><div class="t m0 x5 hb yd4 ff6 fs4 fc0 sc0 ls0 ws0">wpływu na poszanowan<span class="_ _21"></span>ie praw człowiek<span class="_ _21"></span>a.<span class="ff5"> </span></div><div class="t m0 x9 h9 y50d ff5 fs3 fc0 sc0 ls5 ws0">7.<span class="ls0"> <span class="_ _20"> </span>INDEKS GRI<span class="_ _0"></span> </span></div><div class="t m0 x5 ha y50e ff1 fs4 fc4 sc0 ls0 ws0">GRI: 102-<span class="ls6">55</span> </div></div><div class="c x2 y50f wbf h86"><div class="t m0 x97 h2 y510 ff4 fs0 fc3 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x97 h2 y511 ff1 fs0 fc3 sc0 ls0 ws0">GRI </div><div class="t m0 x97 h2 y8 ff1 fs0 fc3 sc0 ls0 ws0">Standards </div></div><div class="c x11a y50f wc0 h86"><div class="t m0 x97 h2 y510 ff1 fs0 fc3 sc0 ls0 ws0">Wytyczne GRI </div></div><div class="c xb8 y50f wc1 h86"><div class="t m0 x97 h2 y510 ff4 fs0 fc3 sc0 ls0 ws0">Stopień </div><div class="t m0 x97 h2 y511 ff1 fs0 fc3 sc0 ls0 ws0">raportowania </div></div><div class="c x3e y50f wc2 h86"><div class="t m0 x97 h2 y510 ff1 fs0 fc3 sc0 ls0 ws0">Komentarz / Opis </div></div><div class="c x2 y512 wc3 h42"><div class="t m0 x97 h7 y303 ff6 fs0 fc0 sc0 ls0 ws0">Wskaźniki profilowe 2016<span class="ff5"> </span></div></div><div class="c x2 y513 wbf h87"><div class="t m0 x97 h7 y511 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-1 </span></div></div><div class="c x11a y513 wc0 h87"><div class="t m0 x97 h7 y511 ff5 fs0 fc0 sc0 ls0 ws0">Nazwa organizacji </div></div><div class="c xb8 y513 wc1 h87"><div class="t m0 x97 h7 y511 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y513 wc2 h87"><div class="t m0 x97 h7 y511 ff6 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa </div><div class="t m0 x97 h7 y8 ff5 fs0 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c x2 y514 wbf h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-2 </span></div></div><div class="c x11a y514 wc0 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Główne marki, produkty i/lub usługi<span class="ff5"> </span></div></div><div class="c xb8 y514 wc1 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y514 wc2 h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y515 wbf h88"><div class="t m0 x97 h7 ycb ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-3 </span></div></div><div class="c x11a y515 wc0 h88"><div class="t m0 x97 h7 ycb ff6 fs0 fc0 sc0 ls0 ws0">Lokalizacja siedziby głównej organizacji<span class="ff5"> </span></div></div><div class="c xb8 y515 wc1 h88"><div class="t m0 x97 h7 ycb ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y515 wc2 h88"><div class="t m0 x97 h7 ycb ff5 fs0 fc0 sc0 ls0 ws0">MIRBUD S.A.  </div><div class="t m0 x97 h7 y516 ff5 fs0 fc0 sc0 ls0 ws0">ul. Unii Europejskiej 18 </div><div class="t m0 x97 h7 y517 ff5 fs0 fc0 sc0 ls1 ws0">96<span class="ls0">-100 Skierniewice </span></div><div class="t m0 x97 h7 y518 ff5 fs0 fc0 sc0 ls0 ws0">www.mirbud.pl  </div></div><div class="c x2 y519 wbf h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-4 </span></div><div class="t m0 x97 h7 y510 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y519 wc0 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Liczba krajów, w których działa organizacja oraz </div><div class="t m0 x97 h7 y510 ff6 fs0 fc0 sc0 ls0 ws0">podanie nazw tych krajów, gdzie zlokalizowane są </div><div class="t m0 x97 h7 y443 ff6 fs0 fc0 sc0 ls0 ws0">główne operacje organizacji lub tych, które są </div><div class="t m0 x97 h7 y51b ff6 fs0 fc0 sc0 ls0 ws0">szczególnie adekwatne w kontekście treści raportu<span class="ff5"> </span></div></div><div class="c xb8 y519 wc1 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y519 wc2 h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y1e wbf h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-5 </span></div></div><div class="c x11a y1e wc0 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Forma własności i struktura prawna organizacji<span class="ff5"> </span></div></div><div class="c xb8 y1e wc1 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y1e wc2 h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y4c1 wbf h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-6 </span></div><div class="t m0 x97 h7 y510 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y4c1 wc0 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Obsługiwane rynki z zaznaczeniem zasięgu </div><div class="t m0 x97 h7 y510 ff6 fs0 fc0 sc0 ls0 ws0">geograficznego, obsługiwanych sektorów, </div><div class="t m0 x97 h7 y443 ff6 fs0 fc0 sc0 ls0 ws0">charakterystyki klientów/konsumentów i </div><div class="t m0 x97 h7 y51b ff6 fs0 fc0 sc0 ls0 ws0">beneficjentów<span class="ff5"> </span></div></div><div class="c xb8 y4c1 wc1 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y4c1 wc2 h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y51c wbf h8a"><div class="t m0 x97 h7 y403 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-7 </span></div></div><div class="c x11a y51c wc0 h8a"><div class="t m0 x97 h7 y403 ff6 fs0 fc0 sc0 ls0 ws0">Skala działalności<span class="ff5"> </span></div></div><div class="c xb8 y51c wc1 h8a"><div class="t m0 x97 h7 y403 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y51c wc2 h8a"><div class="t m0 x97 h7 y403 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y98 wbf h5e"><div class="t m0 x97 h7 y51d ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-8 </span></div></div><div class="c x11a y98 wc0 h5e"><div class="t m0 x97 h7 y51d ff6 fs0 fc0 sc0 ls0 ws0">Liczba pracowników własnych i znajdujących się pod </div><div class="t m0 x97 h7 y51e ff6 fs0 fc0 sc0 ls0 ws0">nadzorem spółki wg płci i rodzaju umowy<span class="ff5"> </span></div></div><div class="c xb8 y98 wc1 h5e"><div class="t m0 x97 h7 y51d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y98 wc2 h5e"><div class="t m0 x97 h7 y51d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y51f wbf h8b"><div class="t m0 x97 h7 y495 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-9 </span></div></div><div class="c x11a y51f wc0 h8b"><div class="t m0 x97 h7 y495 ff6 fs0 fc0 sc0 ls0 ws0">Łańcuch dostaw organizacji<span class="ff5"> </span></div></div><div class="c xb8 y51f wc1 h8b"><div class="t m0 x97 h7 y495 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y51f wc2 h8b"><div class="t m0 x97 h7 y495 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y520 wbf h8c"><div class="t m0 x97 h7 y521 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>10<span class="ls0"> </span></div><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y520 wc0 h8c"><div class="t m0 x97 h7 y521 ff6 fs0 fc0 sc0 ls0 ws0">Znaczące zmiany w raportowanym okresie dotyczące </div><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">rozmiaru, struktury, formy własności lub łańcucha </div><div class="t m0 x97 h7 y523 ff6 fs0 fc0 sc0 ls0 ws0">wartości<span class="ff5"> </span></div></div><div class="c xb8 y520 wc1 h8c"><div class="t m0 x97 h7 y521 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y520 wc2 h8c"><div class="t m0 x97 h7 y521 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y524 wbf h8d"><div class="t m0 x97 h7 y525 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>11<span class="ls0"> </span></div></div><div class="c x11a y524 wc0 h8d"><div class="t m0 x97 h7 y525 ff6 fs0 fc0 sc0 ls0 ws0">Wyjaśnienie, czy i w jaki sposób organizacja stosuje </div><div class="t m0 x97 h7 y526 ff6 fs0 fc0 sc0 ls0 ws0">zasadę ostrożności<span class="ff5"> </span></div></div><div class="c xb8 y524 wc1 h8d"><div class="t m0 x97 h7 y525 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y524 wc2 h8d"><div class="t m0 x97 h7 y525 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">41<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y527 wbf h8e"><div class="t m0 x97 h7 y528 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>12<span class="ls0"> </span></div></div><div class="c x11a y527 wc0 h8e"><div class="t m0 x97 h7 y528 ff6 fs0 fc0 sc0 ls0 ws0">Zewnętrzne, przyjęte lub popierane przez organizację </div><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">ekonomiczne, środowiskowe i społeczne deklaracje, </div><div class="t m0 x97 h7 y518 ff5 fs0 fc0 sc0 ls0 ws0">zasady i inne inicjatywy </div></div><div class="c xb8 y527 wc1 h8e"><div class="t m0 x97 h7 y528 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y527 wc2 h8e"><div class="t m0 x97 h7 y528 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y52a wbf h8f"><div class="t m0 x97 h7 y52b ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>13<span class="ls0"> </span></div></div><div class="c x11a y52a wc0 h8f"><div class="t m0 x97 h7 y52b ff6 fs0 fc0 sc0 ls0 ws0">Członkostwo w stowarzyszeniach (takich jak </div><div class="t m0 x97 h7 y52c ff6 fs0 fc0 sc0 ls0 ws0">stowarzyszenia branżowe) i/lub w krajowych/ </div><div class="t m0 x97 h7 y2f6 ff6 fs0 fc0 sc0 ls0 ws0">/międzynarodowych organizacjach<span class="ff5"> </span></div></div><div class="c xb8 y52a wc1 h8f"><div class="t m0 x97 h7 y52b ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y52a wc2 h8f"><div class="t m0 x97 h7 y52b ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y52d wbf h90"><div class="t m0 x97 h7 y52e ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>14<span class="ls0"> </span></div></div><div class="c x11a y52d wc0 h90"><div class="t m0 x97 h7 y52e ff6 fs0 fc0 sc0 ls0 ws0">Oświadczenie kierownictwa najwyższego szczebla na </div><div class="t m0 x97 h7 y52f ff6 fs0 fc0 sc0 ls0 ws0">temat znaczenia zrównoważonego rozwoju dla </div><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">organizacji i jej strategii </div></div><div class="c xb8 y52d wc1 h90"><div class="t m0 x97 h7 y52e ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y52d wc2 h90"><div class="t m0 x97 h7 y52e ff6 fs0 fc0 sc0 ls0 ws0">Wstęp do </div><div class="t m0 x97 h7 y52f ff5 fs0 fc0 sc0 ls0 ws0">Skonsolidowanego </div><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">sprawozdania </div><div class="t m0 x97 h7 y510 ff5 fs0 fc0 sc0 ls0 ws0">finansowego Grupy </div><div class="t m0 x97 h7 y511 ff6 fs0 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD za </div><div class="t m0 x97 h7 y8 ff5 fs0 fc0 sc0 ls0 ws0">rok 2021 </div></div><div class="c x2 y530 wbf h91"><div class="t m0 x97 h7 y531 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>15<span class="ls0"> </span></div></div><div class="c x11a y530 wc0 h91"><div class="t m0 x97 h7 y531 ff6 fs0 fc0 sc0 ls0 ws0">Opis kluczowych wpływów, szans i ryzyk<span class="ff5"> </span></div></div><div class="c xb8 y530 wc1 h91"><div class="t m0 x97 h7 y531 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y530 wc2 h91"><div class="t m0 x97 h7 y531 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y532 wbf h92"><div class="t m0 x97 h7 y529 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>16<span class="ls0"> </span></div></div><div class="c x11a y532 wc0 h92"><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">Wartości organizacji, zasady, kodeks i normy </div><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">zachowań i etyki<span class="ff5"> </span></div></div><div class="c xb8 y532 wc1 h92"><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y532 wc2 h92"><div class="t m0 x97 h7 y529 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y534 wbf h93"><div class="t m0 x97 h7 y535 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>18<span class="ls0"> </span></div></div><div class="c x11a y534 wc0 h93"><div class="t m0 x97 h7 y535 ff6 fs0 fc0 sc0 ls0 ws0">Struktura i skład organu zarządzającego organizacją<span class="ff5"> </span></div></div><div class="c xb8 y534 wc1 h93"><div class="t m0 x97 h7 y535 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y534 wc2 h93"><div class="t m0 x97 h7 y535 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y536 wbf h94"><div class="t m0 x97 h7 y537 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>19<span class="ls0"> </span></div></div><div class="c x11a y536 wc0 h94"><div class="t m0 x97 h7 y537 ff5 fs0 fc0 sc0 ls0 ws0">Proces delegowania kompetencji w zakresie spraw </div><div class="t m0 x97 h7 y516 ff6 fs0 fc0 sc0 ls0 ws0">ekonomicznych, środowiskowych i społecznych z </div><div class="t m0 x97 h7 y517 ff6 fs0 fc0 sc0 ls0 ws0">poziomu najwyższych organów zarządczych do kadry </div><div class="t m0 x97 h7 y467 ff6 fs0 fc0 sc0 ls0 ws0">kierowniczej i innych pracowników<span class="ff5"> </span></div></div><div class="c xb8 y536 wc1 h94"><div class="t m0 x97 h7 y537 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y536 wc2 h94"><div class="t m0 x97 h7 y537 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y538 wbf h95"><div class="t m0 x97 h7 y539 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>20<span class="ls0"> </span></div></div><div class="c x11a y538 wc0 h95"><div class="t m0 x97 h7 y539 ff5 fs0 fc0 sc0 ls0 ws0">Stanowiska kierownicze lub stanowiska z </div><div class="t m0 x97 h7 y53a ff6 fs0 fc0 sc0 ls0 ws0">odpowiedzialnością za kwestie ekonomiczne, </div><div class="t m0 x97 h7 y444 ff6 fs0 fc0 sc0 ls0 ws0">środowiskowe i społeczne podlegające bezpośrednio </div><div class="t m0 x97 h7 y53b ff6 fs0 fc0 sc0 ls0 ws0">najwyższym organom zarządczym<span class="ff5"> </span></div></div><div class="c xb8 y538 wc1 h95"><div class="t m0 x97 h7 y539 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y538 wc2 h95"><div class="t m0 x97 h7 y539 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y53c wbf h94"><div class="t m0 x97 h7 y537 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>21<span class="ls0"> </span></div></div><div class="c x11a y53c wc0 h94"><div class="t m0 x97 h7 y537 ff6 fs0 fc0 sc0 ls0 ws0">Opis procesu konsultacji pomiędzy interesariuszami a </div><div class="t m0 x97 h7 y516 ff6 fs0 fc0 sc0 ls0 ws0">najwyższym organem zarządczym na tematy </div><div class="t m0 x97 h7 y517 ff6 fs0 fc0 sc0 ls0 ws0">dotyczące kwestii ekonomicznych, środowiskowych i </div><div class="t m0 x97 h7 y467 ff6 fs0 fc0 sc0 ls0 ws0">społecznych<span class="ff5"> </span></div></div><div class="c xb8 y53c wc1 h94"><div class="t m0 x97 h7 y537 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y53c wc2 h94"><div class="t m0 x97 h7 y537 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2dc wbf h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>26<span class="ls0"> </span></div></div><div class="c x11a y2dc wc0 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Rola najwyższego organu zarządczego w określaniu </div><div class="t m0 x97 h7 y3d8 ff6 fs0 fc0 sc0 ls0 ws0">celów, wartości i strategii rozwoju organizacji<span class="ff5"> </span></div></div><div class="c xb8 y2dc wc1 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y2dc wc2 h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y53e wbf h96"><div class="t m0 x97 h7 y53f ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>27<span class="ls0"> </span></div></div><div class="c x11a y53e wc0 h96"><div class="t m0 x97 h7 y53f ff6 fs0 fc0 sc0 ls0 ws0">Działania podejmowane w celu rozwijania i </div><div class="t m0 x97 h7 y540 ff6 fs0 fc0 sc0 ls0 ws0">doskonalenia wiedzy najwyższego organu </div><div class="t m0 x97 h7 y541 ff6 fs0 fc0 sc0 ls0 ws0">zarządczego z zakresu ekonomii, środowiska oraz </div><div class="t m0 x97 h7 y3d6 ff6 fs0 fc0 sc0 ls0 ws0">kwestii społecznych<span class="ff5"> </span></div></div><div class="c xb8 y53e wc1 h96"><div class="t m0 x97 h7 y53f ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y53e wc2 h96"><div class="t m0 x97 h7 y53f ff5 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">42<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y542 wbf h97"><div class="t m0 x97 h7 y543 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>29<span class="ls0"> </span></div></div><div class="c x11a y542 wc0 h97"><div class="t m0 x97 h7 y543 ff6 fs0 fc0 sc0 ls0 ws0">Rola najwyższego organu nadzorczego/zarządczego </div><div class="t m0 x97 h7 y47f ff6 fs0 fc0 sc0 ls0 ws0">w identyfikacji i zarządzania kwestiami </div><div class="t m0 x97 h7 y544 ff6 fs0 fc0 sc0 ls0 ws0">ekonomicznymi, środowiskowymi i społecznymi<span class="ff5"> </span></div></div><div class="c xb8 y542 wc1 h97"><div class="t m0 x97 h7 y543 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y542 wc2 h97"><div class="t m0 x97 h7 y543 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y545 wbf h98"><div class="t m0 x97 h7 y546 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>32<span class="ls0"> </span></div></div><div class="c x11a y545 wc0 h98"><div class="t m0 x97 h7 y546 ff6 fs0 fc0 sc0 ls0 ws0">Wskazanie najwyższego komitetu lub <span class="ff5">stanowiska </span></div><div class="t m0 x97 h7 y547 ff6 fs0 fc0 sc0 ls0 ws0">odpowiedzialnego za formalny przegląd oraz </div><div class="t m0 x97 h7 y548 ff6 fs0 fc0 sc0 ls0 ws0">zatwierdzenie raportu zrównoważonego rozwoju oraz </div><div class="t m0 x97 h7 y549 ff6 fs0 fc0 sc0 ls0 ws0">zapewnia, że wszystkie istotne aspekty zostały w nim </div><div class="t m0 x97 h7 y54a ff6 fs0 fc0 sc0 ls0 ws0">uwzględnione<span class="ff5"> </span></div></div><div class="c xb8 y545 wc1 h98"><div class="t m0 x97 h7 y546 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y545 wc2 h98"><div class="t m0 x97 h7 y546 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y54b wbf h74"><div class="t m0 x97 h7 y54c ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>40<span class="ls0"> </span></div></div><div class="c x11a y54b wc0 h74"><div class="t m0 x97 h7 y54c ff6 fs0 fc0 sc0 ls0 ws0">Lista grup interesariuszy angażowanych przez </div><div class="t m0 x97 h7 y396 ff6 fs0 fc0 sc0 ls0 ws0">organizację<span class="ff5"> </span></div></div><div class="c xb8 y54b wc1 h74"><div class="t m0 x97 h7 y54c ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y54b wc2 h74"><div class="t m0 x97 h7 y54c ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y54d wbf h99"><div class="t m0 x97 h7 y54e ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>41<span class="ls0"> </span></div></div><div class="c x11a y54d wc0 h99"><div class="t m0 x97 h7 y54e ff6 fs0 fc0 sc0 ls0 ws0">Procent pracowników objętych zbiorowymi układami </div><div class="t m0 x97 h7 y54f ff5 fs0 fc0 sc0 ls0 ws0">pracy </div></div><div class="c xb8 y54d wc1 h99"><div class="t m0 x97 h7 y54e ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y54d wc2 h99"><div class="t m0 x97 h7 y54e ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y550 wbf h9a"><div class="t m0 x97 h7 y551 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>42<span class="ls0"> </span></div></div><div class="c x11a y550 wc0 h9a"><div class="t m0 x97 h7 y551 ff5 fs0 fc0 sc0 ls0 ws0">Podstawy identyfikowania i selekcji interesariuszy </div><div class="t m0 x97 h7 y552 ff6 fs0 fc0 sc0 ls0 ws0">angażowanych przez organizację<span class="ff5"> </span></div></div><div class="c xb8 y550 wc1 h9a"><div class="t m0 x97 h7 y551 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y550 wc2 h9a"><div class="t m0 x97 h7 y551 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y412 wbf h9b"><div class="t m0 x97 h7 y553 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>43<span class="ls0"> </span></div></div><div class="c x11a y412 wc0 h9b"><div class="t m0 x97 h7 y553 ff6 fs0 fc0 sc0 ls0 ws0">Podejście do angażowania interesariuszy włączając </div><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">częstotliwość angażowania według typu i grupy </div><div class="t m0 x97 h7 y523 ff5 fs0 fc0 sc0 ls0 ws0">interesariuszy </div></div><div class="c xb8 y412 wc1 h9b"><div class="t m0 x97 h7 y553 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y412 wc2 h9b"><div class="t m0 x97 h7 y553 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 yeb wbf h9c"><div class="t m0 x97 h7 y554 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>44<span class="ls0"> </span></div></div><div class="c x11a yeb wc0 h9c"><div class="t m0 x97 h7 y554 ff5 fs0 fc0 sc0 ls0 ws0">Kluczowe kwestie i problemy poruszane przez </div><div class="t m0 x97 h7 y442 ff6 fs0 fc0 sc0 ls0 ws0">interesariuszy oraz odpowiedź ze strony organizacji, </div><div class="t m0 x97 h7 y408 ff6 fs0 fc0 sc0 ls0 ws0">również poprzez ich zaraportowanie<span class="ff5"> </span></div></div><div class="c xb8 yeb wc1 h9c"><div class="t m0 x97 h7 y554 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e yeb wc2 h9c"><div class="t m0 x97 h7 y554 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y555 wbf h9d"><div class="t m0 x97 h7 y6a ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>45<span class="ls0"> </span></div></div><div class="c x11a y555 wc0 h9d"><div class="t m0 x97 h7 y6a ff5 fs0 fc0 sc0 ls0 ws0">Jednostki gospodarcze ujmowane w </div><div class="t m0 x97 h7 y556 ff5 fs0 fc0 sc0 ls0 ws0">skonsolidowanym sprawozdaniu finansowym </div></div><div class="c xb8 y555 wc1 h9d"><div class="t m0 x97 h7 y6a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y555 wc2 h9d"><div class="t m0 x97 h7 y6a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y557 wbf h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>46<span class="ls0"> </span></div></div><div class="c x11a y557 wc0 h2a"><div class="t m0 x97 h7 y558 ff6 fs0 fc0 sc0 ls0 ws0">Proces definiowania zawartości raportu<span class="ff5"> </span></div></div><div class="c xb8 y557 wc1 h2a"><div class="t m0 x97 h7 y558 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y557 wc2 h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y559 wbf h9e"><div class="t m0 x97 h7 y47e ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>47<span class="ls0"> </span></div></div><div class="c x11a y559 wc0 h9e"><div class="t m0 x97 h7 y47e ff6 fs0 fc0 sc0 ls0 ws0">Zidentyfikowane istotne aspekty wpływu społecznego </div><div class="t m0 x97 h7 y556 ff6 fs0 fc0 sc0 ls0 ws0">i środowiskowego<span class="ff5"> </span></div></div><div class="c xb8 y559 wc1 h9e"><div class="t m0 x97 h7 y47e ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y559 wc2 h9e"><div class="t m0 x97 h7 y47e ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y55a wbf h98"><div class="t m0 x97 h7 y546 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>48<span class="ls0"> </span></div><div class="t m0 x97 h7 y55b ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y55a wc0 h98"><div class="t m0 x97 h7 y546 ff6 fs0 fc0 sc0 ls0 ws0">Wyjaśnienia dotyczące efektów jakichkolwiek korekt </div><div class="t m0 x97 h7 y55b ff5 fs0 fc0 sc0 ls0 ws0">informacji zawartych w poprzednich raportach z </div><div class="t m0 x97 h7 y55c ff6 fs0 fc0 sc0 ls0 ws0">podaniem powodów ich wprowadzenia oraz ich </div><div class="t m0 x97 h7 y55d ff6 fs0 fc0 sc0 ls0 ws0">wpływu (np. fuzje, przejęcia, zmiana roku/okresu </div><div class="t m0 x97 h7 y54a ff6 fs0 fc0 sc0 ls0 ws0">bazowego, charakteru działalności, metod pomiaru)<span class="ff5"> </span></div></div><div class="c xb8 y55a wc1 h98"><div class="t m0 x97 h7 y546 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y55a wc2 h98"><div class="t m0 x97 h7 y546 ff5 fs0 fc0 sc0 ls0 ws0">Dokonano drobnej korekty </div><div class="t m0 x97 h7 y55b ff6 fs0 fc0 sc0 ls0 ws0">w danych środowiskowych </div><div class="t m0 x97 h7 y55c ff5 fs0 fc0 sc0 ls0 ws0">dot. emisji <span class="ff6">związków </span></div><div class="t m0 x97 h7 y55d ff5 fs0 fc0 sc0 ls0 ws0">lotnych JHM </div><div class="t m0 x97 h7 y54a ff5 fs0 fc0 sc0 ls0 ws0">DEVELOPMENT S.A.  </div></div><div class="c x2 y55e wbf h9f"><div class="t m0 x97 h7 y55f ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>49<span class="ls0"> </span></div></div><div class="c x11a y55e wc0 h9f"><div class="t m0 x97 h7 y55f ff6 fs0 fc0 sc0 ls0 ws0">Znaczące zmiany w stosunku do poprzedniego </div><div class="t m0 x97 h7 y560 ff6 fs0 fc0 sc0 ls0 ws0">raportu dotyczące zakresu, zasięgu lub metod </div><div class="t m0 x97 h7 y561 ff5 fs0 fc0 sc0 ls0 ws0">pomiaru zastosowanych w raporcie </div></div><div class="c xb8 y55e wc1 h9f"><div class="t m0 x97 h7 y55f ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y55e wc2 h9f"><div class="t m0 x97 h7 y55f ff5 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">43<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y562 wbf ha0"><div class="t m0 x97 h7 y563 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>50<span class="ls0"> </span></div></div><div class="c x11a y562 wc0 ha0"><div class="t m0 x97 h7 y563 ff5 fs0 fc0 sc0 ls0 ws0">Okres raportowania (np. rok obrotowy/ </div><div class="t m0 x97 h7 y396 ff5 fs0 fc0 sc0 ls0 ws0">/kalendarzowy) </div></div><div class="c xb8 y562 wc1 ha0"><div class="t m0 x97 h7 y563 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y562 wc2 ha0"><div class="t m0 x97 h7 y563 ff5 fs0 fc0 sc0 ls0 ws0"> 1.01.2021 <span class="ff6">–</span> 31.12.2021 </div></div><div class="c x2 y564 wbf h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>51<span class="ls0"> </span></div></div><div class="c x11a y564 wc0 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Data publikacji ostatniego raportu (jeśli został </div><div class="t m0 x97 h7 y3d8 ff5 fs0 fc0 sc0 ls0 ws0">opublikowany) </div></div><div class="c xb8 y564 wc1 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y564 wc2 h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0"> 27.04.2021 r.  </div></div><div class="c x2 y565 wbf h57"><div class="t m0 x97 h7 y566 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>52<span class="ls0"> </span></div></div><div class="c x11a y565 wc0 h57"><div class="t m0 x97 h7 y566 ff5 fs0 fc0 sc0 ls0 ws0">Cykl raportowania (roczny, dwuletni, itd.) </div></div><div class="c xb8 y565 wc1 h57"><div class="t m0 x97 h7 y566 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y565 wc2 h57"><div class="t m0 x97 h7 y566 ff5 fs0 fc0 sc0 ls0 ws0"> Roczny </div></div><div class="c x2 y567 wbf h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>53<span class="ls0"> </span></div></div><div class="c x11a y567 wc0 h89"><div class="t m0 x97 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">Osoba kontaktowa </div></div><div class="c xb8 y567 wc1 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y567 wc2 h89"><div class="t m0 x97 h7 y51a ff6 fs0 fc0 sc0 ls0 ws0">Paweł Bruger, Dyrektor </div><div class="t m0 x97 h7 y510 ff5 fs0 fc0 sc0 ls0 ws0">ds. Komunikacji </div><div class="t m0 x97 h7 y443 ff5 fs0 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 x97 h7 y8 ff5 fs0 fc0 sc0 ls0 ws0">bruger@mirbud.pl </div></div><div class="c x2 y568 wbf h6f"><div class="t m0 x97 h7 y569 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>54<span class="ls0"> </span></div></div><div class="c x11a y568 wc0 h6f"><div class="t m0 x97 h7 y569 ff6 fs0 fc0 sc0 ls0 ws0">Zgodność z GRI Standards<span class="ff5"> </span></div></div><div class="c xb8 y568 wc1 h6f"><div class="t m0 x97 h7 y569 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y568 wc2 h6f"><div class="t m0 x97 h7 y569 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y56a wbf ha1"><div class="t m0 x97 h7 y3d1 ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>55<span class="ls0"> </span></div></div><div class="c x11a y56a wc0 ha1"><div class="t m0 x97 h7 y3d1 ff5 fs0 fc0 sc0 ls0 ws0">Indeks GRI </div></div><div class="c xb8 y56a wc1 ha1"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y56a wc2 ha1"><div class="t m0 x97 h7 y3d1 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y56b wbf ha2"><div class="t m0 x97 h7 y8a ff5 fs0 fc0 sc0 ls1 ws0">102<span class="ls0">-</span>56<span class="ls0"> </span></div></div><div class="c x11a y56b wc0 ha2"><div class="t m0 x97 h7 y8a ff6 fs0 fc0 sc0 ls0 ws0">Polityka i obecna praktyka w zakresie zewnętrznej </div><div class="t m0 x97 h7 y56c ff6 fs0 fc0 sc0 ls0 ws0">weryfikacji raportu. Jeśli nie zawarto takich danych w </div><div class="t m0 x97 h7 y56d ff6 fs0 fc0 sc0 ls0 ws0">niezależnym raporcie poświadczającym, wyjaśnienie </div><div class="t m0 x97 h7 y56e ff6 fs0 fc0 sc0 ls0 ws0">zakresu i podstaw zewnętrznej weryfikacji oraz relacji </div><div class="t m0 x97 h7 y56f ff6 fs0 fc0 sc0 ls0 ws0">pomiędzy organizacją i zewnętrznym podmiotem </div><div class="t m0 x97 h7 y570 ff6 fs0 fc0 sc0 ls0 ws0">poświadczającym<span class="ff5"> </span></div></div><div class="c xb8 y56b wc1 ha2"><div class="t m0 x97 h7 y8a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y56b wc2 ha2"><div class="t m0 x97 h7 y8a ff6 fs0 fc0 sc0 ls0 ws0">Raport został </div><div class="t m0 x97 h7 y56c ff5 fs0 fc0 sc0 ls0 ws0">przygotowany w oparciu o </div><div class="t m0 x97 h7 y56d ff6 fs0 fc0 sc0 ls0 ws0">międzynarodowe </div><div class="t m0 x97 h7 y56e ff5 fs0 fc0 sc0 ls0 ws0">wytyczne GRI Standards </div><div class="t m0 x97 h7 y56f ff6 fs0 fc0 sc0 ls0 ws0">przez zewnętrzny </div><div class="t m0 x97 h7 y570 ff5 fs0 fc0 sc0 ls0 ws0">podmiot, w oparciu o </div><div class="t m0 x97 h7 y571 ff5 fs0 fc0 sc0 ls0 ws0">dostarczone przez </div><div class="t m0 x97 h7 y572 ff5 fs0 fc0 sc0 ls0 ws0">MIRBUD S.A. dane i nie </div><div class="t m0 x97 h7 y4c4 ff6 fs0 fc0 sc0 ls0 ws0">podlegał zewnętrznej </div><div class="t m0 x97 h7 y30a ff5 fs0 fc0 sc0 ls0 ws0">weryfikacji. </div></div><div class="c x2 y3dd wc3 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Wskaźniki według aspektów<span class="ff5"> </span></div></div><div class="c x2 y573 wc3 ha3"><div class="t m0 x97 h7 y574 ff5 fs0 fc0 sc0 ls0 ws0">Tematy ekonomiczne 2016 </div></div><div class="c x2 y575 wbf h57"><div class="t m0 x97 h7 y566 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y575 wc0 h57"><div class="t m0 x97 h7 y566 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y575 wc1 h57"><div class="t m0 x97 h7 y566 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y576 wc2 ha4"><div class="t m0 x97 h7 y577 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y576 wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y576 wc0 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y576 wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y579 wbf ha6"><div class="t m0 x97 h7 y57a ff5 fs0 fc0 sc0 ls1 ws0">202<span class="ls0">-2 </span></div></div><div class="c x11a y579 wc0 ha6"><div class="t m0 x97 h7 y57a ff6 fs0 fc0 sc0 ls0 ws0">Odsetek wyższej kadry <span class="ff5">kierowniczej zatrudnionej z </span></div><div class="t m0 x97 h7 y574 ff5 fs0 fc0 sc0 ls0 ws0">rynku lokalnego </div></div><div class="c xb8 y579 wc1 ha6"><div class="t m0 x97 h7 y57a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y579 wc2 ha6"><div class="t m0 x97 h7 y57a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y57b wbf ha7"><div class="t m0 x97 h7 y57c ff5 fs0 fc0 sc0 ls1 ws0">203<span class="ls0">-1 </span></div></div><div class="c x11a y57b wc0 ha7"><div class="t m0 x97 h7 y57c ff6 fs0 fc0 sc0 ls0 ws0">Wkład w rozwój infrastruktury oraz świadczenie usług </div><div class="t m0 x97 h7 y57d ff6 fs0 fc0 sc0 ls0 ws0">na rzecz społeczeństwa poprzez działania </div><div class="t m0 x97 h7 y57e ff6 fs0 fc0 sc0 ls0 ws0">komercyjne, przekazywanie towarów oraz działania </div><div class="t m0 x97 h7 y57f ff5 fs0 fc0 sc0 ls0 ws0">pro-<span class="ff6">bono. Wpływ tych działań na społeczeństwo</span> </div></div><div class="c xb8 y57b wc1 ha7"><div class="t m0 x97 h7 y57c ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y57b wc2 ha7"><div class="t m0 x97 h7 y57c ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y580 wc3 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Przeciwdziałanie korupcji (GRI 205, 206) 2016<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">44<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y581 wbf ha9"><div class="t m0 x97 h7 y582 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y581 wc0 ha9"><div class="t m0 x97 h7 y582 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y581 wc1 ha9"><div class="t m0 x97 h7 y582 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y583 wc2 haa"><div class="t m0 x97 h7 y584 ff5 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x97 h7 y585 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y586 wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y586 wc0 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y586 wc1 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y583 wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-3 </span></div></div><div class="c x11a y583 wc0 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">Pomiar i ewaluacja </div></div><div class="c xb8 y583 wc1 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y3d3 wbf hab"><div class="t m0 x97 h7 y588 ff5 fs0 fc0 sc0 ls1 ws0">205<span class="ls0">-1 </span></div></div><div class="c x11a y3d3 wc0 hab"><div class="t m0 x97 h7 y588 ff6 fs0 fc0 sc0 ls0 ws0">Procent i całkowita liczba jednostek biznesowych </div><div class="t m0 x97 h7 y4d8 ff6 fs0 fc0 sc0 ls0 ws0">poddanych analizie pod kątem ryzyka związanego z </div><div class="t m0 x97 h7 y589 ff6 fs0 fc0 sc0 ls0 ws0">korupcją<span class="ff5"> </span></div></div><div class="c xb8 y3d3 wc1 hab"><div class="t m0 x97 h7 y588 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y3d3 wc2 hab"><div class="t m0 x97 h7 y588 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y58a wbf h92"><div class="t m0 x97 h7 y529 ff5 fs0 fc0 sc0 ls1 ws0">205<span class="ls0">-2 </span></div></div><div class="c x11a y58a wc0 h92"><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">Procent pracowników przeszkolonych w zakresie </div><div class="t m0 x97 h7 y533 ff5 fs0 fc0 sc0 ls0 ws0">polityk i procedur antykorupcyjnych organizacji </div></div><div class="c xb8 y58a wc1 h92"><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y58a wc2 h92"><div class="t m0 x97 h7 y529 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y58b wbf h99"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">205<span class="ls0">-3 </span></div></div><div class="c x11a y58b wc0 h99"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Działania podjęte w odpowiedzi na przypadki korupcji<span class="ff5"> </span></div></div><div class="c xb8 y58b wc1 h99"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y58b wc2 h99"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y58c wbf hac"><div class="t m0 x97 h7 y48f ff5 fs0 fc0 sc0 ls1 ws0">206<span class="ls0">-1 </span></div></div><div class="c x11a y58c wc0 hac"><div class="t m0 x97 h7 y48f ff6 fs0 fc0 sc0 ls0 ws0">Całkowita liczba podjętych wobec organizacji kroków </div><div class="t m0 x97 h7 y58d ff6 fs0 fc0 sc0 ls0 ws0">prawnych dotyczących przypadków naruszeń zasad </div><div class="t m0 x97 h7 y47f ff5 fs0 fc0 sc0 ls0 ws0">wolnej konkurencji, praktyk monopolistycznych oraz </div><div class="t m0 x97 h7 y544 ff5 fs0 fc0 sc0 ls0 ws0">ich skutki </div></div><div class="c xb8 y58c wc1 hac"><div class="t m0 x97 h7 y48f ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y58c wc2 hac"><div class="t m0 x97 h7 y48f ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y58e wc3 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Tematy środowiskowe<span class="ff5"> </span></div></div><div class="c x2 y58f wc3 h42"><div class="t m0 x97 h7 y303 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Surowce i materiały (GRI 301) <span class="ff5">2016 </span></div></div><div class="c x2 y590 wbf h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y590 wc0 h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y590 wc1 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y591 wc2 had"><div class="t m0 x97 h7 y592 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y591 wbf hae"><div class="t m0 x97 h7 y556 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y591 wc0 hae"><div class="t m0 x97 h7 y556 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y591 wc1 hae"><div class="t m0 x97 h7 y556 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y593 wbf h93"><div class="t m0 x97 h7 y535 ff5 fs0 fc0 sc0 ls1 ws0">301<span class="ls0">-1 </span></div></div><div class="c x11a y593 wc0 h93"><div class="t m0 x97 h7 y535 ff6 fs0 fc0 sc0 ls0 ws0">Wykorzystane surowce/materiały według wagi i </div><div class="t m0 x97 h7 y594 ff6 fs0 fc0 sc0 ls0 ws0">objętości<span class="ff5"> </span></div></div><div class="c xb8 y593 wc1 h93"><div class="t m0 x97 h7 y535 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y593 wc2 h93"><div class="t m0 x97 h7 y535 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y595 wbf haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls1 ws0">301<span class="ls0">-2 </span></div></div><div class="c x11a y595 wc0 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Procent materiałów pochodzących z recyklingu </div><div class="t m0 x97 h7 y533 ff5 fs0 fc0 sc0 ls0 ws0">wykorzystanych w procesie produkcyjnym </div></div><div class="c xb8 y595 wc1 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y595 wc2 haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y597 wc3 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Energia (GRI 302) 2016<span class="ff5"> </span></div></div><div class="c x2 y598 wbf h6f"><div class="t m0 x97 h7 y569 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y598 wc0 h6f"><div class="t m0 x97 h7 y569 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y598 wc1 h6f"><div class="t m0 x97 h7 y569 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y599 wc2 hb0"><div class="t m0 x97 h7 y59a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y599 wbf ha8"><div class="t m0 x97 h7 y3d1 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y599 wc0 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y599 wc1 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y59b wbf hb1"><div class="t m0 x97 h7 y511 ff5 fs0 fc0 sc0 ls1 ws0">302<span class="ls0">-1 </span></div></div><div class="c x11a y59b wc0 hb1"><div class="t m0 x97 h7 y511 ff6 fs0 fc0 sc0 ls0 ws0">Bezpośrednie i pośrednie zużycie energii według </div><div class="t m0 x97 h7 y8 ff6 fs0 fc0 sc0 ls0 ws0">pierwotnych źródeł energii<span class="ff5"> </span></div></div><div class="c xb8 y59b wc1 hb1"><div class="t m0 x97 h7 y511 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y59b wc2 hb1"><div class="t m0 x97 h7 y511 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y59c wbf h2a"><div class="t m0 x97 h7 y59d ff5 fs0 fc0 sc0 ls1 ws0">302<span class="ls0">-3 </span></div></div><div class="c x11a y59c wc0 h2a"><div class="t m0 x97 hb y59d ff6 fs0 fc0 sc0 ls0 ws0">Intensywność zużycia energii<span class="ff5 fs4"> </span></div></div><div class="c xb8 y59c wc1 h2a"><div class="t m0 x97 h7 y59d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y59c wc2 h2a"><div class="t m0 x97 h7 y59d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y59e wbf hb2"><div class="t m0 x97 h7 y59f ff5 fs0 fc0 sc0 ls1 ws0">303<span class="ls0">-1 </span></div></div><div class="c x11a y59e wc0 hb2"><div class="t m0 x97 hb y59f ff5 fs0 fc0 sc0 ls0 ws0">Interakcje z wod<span class="ff6">ą</span> jako zasobem wsp<span class="ff6">ó</span>lnym<span class="fs4"> </span></div></div><div class="c xb8 y59e wc1 hb2"><div class="t m0 x97 h7 y59f ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y59e wc2 hb2"><div class="t m0 x97 h7 y59f ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5a0 wc3 h2a"><div class="t m0 x97 h7 y558 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Bioróżnorodność (GRI 304) 2016<span class="ff5"> </span></div></div><div class="c x2 y5a1 wbf h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5a1 wc0 h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5a1 wc1 h2a"><div class="t m0 x97 h7 y558 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5a2 wc2 hb3"><div class="t m0 x97 h7 y5a3 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5a2 wbf hb4"><div class="t m0 x97 h7 y533 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5a2 wc0 hb4"><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5a2 wc1 hb4"><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5a4 wbf hb5"><div class="t m0 x97 h7 y5a5 ff5 fs0 fc0 sc0 ls1 ws0">304<span class="ls0">-1 </span></div></div><div class="c x11a y5a4 wc0 hb5"><div class="t m0 x97 h7 y5a5 ff5 fs0 fc0 sc0 ls0 ws0">Lokalizacja i powierzchnia posiadanych, </div><div class="t m0 x97 h7 y5a6 ff6 fs0 fc0 sc0 ls0 ws0">dzierżawionych lub zarządzanych gruntów </div><div class="t m0 x97 h7 y5a7 ff5 fs0 fc0 sc0 ls0 ws0">zlokalizowanych w obszarach chronionych lub </div><div class="t m0 x97 h7 y5a8 ff6 fs0 fc0 sc0 ls0 ws0">obszarach o dużej wartości pod względem </div><div class="t m0 x97 h7 y5a9 ff6 fs0 fc0 sc0 ls0 ws0">bioróżnorodności poza obszarami chronionymi bądź </div><div class="t m0 x97 h7 y3c7 ff6 fs0 fc0 sc0 ls0 ws0">przylegających do takich obszarów<span class="ff5"> </span></div></div><div class="c xb8 y5a4 wc1 hb5"><div class="t m0 x97 h7 y5a5 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5a4 wc2 hb5"><div class="t m0 x97 h7 y5a5 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5aa wbf hb6"><div class="t m0 x97 h7 y5ab ff5 fs0 fc0 sc0 ls1 ws0">304<span class="ls0">-2 </span></div><div class="t m0 x97 h7 y5ac ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y5aa wc0 hb6"><div class="t m0 x97 h7 y5ab ff6 fs0 fc0 sc0 ls0 ws0">Opis istotnego wpływu działalności, produktów i usług </div><div class="t m0 x97 h7 y5ac ff6 fs0 fc0 sc0 ls0 ws0">na bioróżnorodność obszarów chronionych i </div><div class="t m0 x97 h7 y5ad ff6 fs0 fc0 sc0 ls0 ws0">obszarów o dużej wartości pod względem </div><div class="t m0 x97 h7 y481 ff6 fs0 fc0 sc0 ls0 ws0">bioróżnorodności poza obszarami chronionymi<span class="ff5"> </span></div></div><div class="c xb8 y5aa wc1 hb6"><div class="t m0 x97 h7 y5ab ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5aa wc2 hb6"><div class="t m0 x97 h7 y5ab ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5ae wc3 h6f"><div class="t m0 x97 h7 y569 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Emisje (GRI 305) 2016<span class="ff5"> </span></div></div><div class="c x2 y5af wbf hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5af wc0 hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5af wc1 hb7"><div class="t m0 x97 h7 y4bb ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y4bc wc2 hb8"><div class="t m0 x97 h7 y5b0 ff5 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x97 h7 y5b1 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5b2 wbf hb9"><div class="t m0 x97 h7 y354 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5b2 wc0 hb9"><div class="t m0 x97 h7 y354 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5b2 wc1 hb9"><div class="t m0 x97 h7 y354 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y4bc wbf hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-3 </span></div></div><div class="c x11a y4bc wc0 hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls0 ws0">Pomiar i ewaluacja </div></div><div class="c xb8 y4bc wc1 hb7"><div class="t m0 x97 h7 y4bb ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5b3 wbf hba"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls1 ws0">305<span class="ls0">-1 </span></div></div><div class="c x11a y5b3 wc0 hba"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Bezpośrednie emisje gazów cieplarnianych (Zakres </div><div class="t m0 x97 h7 y523 ff5 fs0 fc0 sc0 ls1 ws0">1)<span class="ls0"> </span></div></div><div class="c xb8 y5b3 wc1 hba"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5b3 wc2 hba"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y3c1 wbf h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">305<span class="ls0">-2 </span></div></div><div class="c x11a y3c1 wc0 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Łączne pośrednie emisje gazów cieplarnianych </div><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">według wagi <span class="ff5">(Zakres 2) </span></div></div><div class="c xb8 y3c1 wc1 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y3c1 wc2 h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y2da wbf hbb"><div class="t m0 x97 h7 y5b4 ff5 fs0 fc0 sc0 ls1 ws0">305<span class="ls0">-7 </span></div></div><div class="c x11a y2da wc0 hbb"><div class="t m0 x97 h7 y5b4 ff6 fs0 fc0 sc0 ls0 ws0">Emisja związków NOx, SOx i innych istotnych </div><div class="t m0 x97 h7 y5b5 ff6 fs0 fc0 sc0 ls0 ws0">związków emitowanych do powietrza według rodzaju </div><div class="t m0 x97 h7 y49b ff6 fs0 fc0 sc0 ls0 ws0">związku i wagi<span class="ff5"> </span></div></div><div class="c xb8 y2da wc1 hbb"><div class="t m0 x97 h7 y5b4 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y2da wc2 hbb"><div class="t m0 x97 h7 y5b4 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5b6 wc3 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Ścieki i odpady (GRI 306) 2020<span class="ff5"> </span></div></div><div class="c x2 y5b7 wbf hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5b7 wc0 hb7"><div class="t m0 x97 h7 y4bb ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5b7 wc1 hb7"><div class="t m0 x97 h7 y4bb ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y2df wc2 hbc"><div class="t m0 x97 h7 y5b8 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y2df wbf h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y2df wc0 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y2df wc1 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5b9 wbf ha6"><div class="t m0 x97 h7 y57a ff5 fs0 fc0 sc0 ls1 ws0">306<span class="ls0">-2 </span></div></div><div class="c x11a y5b9 wc0 ha6"><div class="t m0 x97 h7 y57a ff5 fs0 fc0 sc0 ls0 ws0">Zarz<span class="ff6">ą</span>dzanie znacz<span class="ff6">ą</span>cymi skutkami zwi<span class="ff6">ą</span>zanymi </div><div class="t m0 x97 hb y574 ff5 fs0 fc0 sc0 ls0 ws0">z odpadami<span class="fs4"> </span></div></div><div class="c xb8 y5b9 wc1 ha6"><div class="t m0 x97 h7 y57a ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5b9 wc2 ha6"><div class="t m0 x97 h7 y57a ff5 fs0 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">46<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5ba wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">306<span class="ls0">-3 </span></div></div><div class="c x11a y5ba wc0 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">Wytworzone odpady </div></div><div class="c xb8 y5ba wc1 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5ba wc2 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5a0 wc3 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Zgodność z regulacjami (GRI 307) 2016<span class="ff5"> </span></div></div><div class="c x2 y565 wbf hbd"><div class="t m0 x97 h7 y490 ff5 fs0 fc0 sc0 ls1 ws0">307<span class="ls0">-1 </span></div></div><div class="c x11a y565 wc0 hbd"><div class="t m0 x97 h7 y490 ff6 fs0 fc0 sc0 ls0 ws0">Wartość pieniężna kar i całkowita liczba <span class="ff5">sankcji </span></div><div class="t m0 x97 h7 y47e ff5 fs0 fc0 sc0 ls0 ws0">pozafinansowych za nieprzestrzeganie prawa i </div><div class="t m0 x97 h7 y5bb ff6 fs0 fc0 sc0 ls0 ws0">regulacji dotyczących ochrony środowiska<span class="ff5"> </span></div></div><div class="c xb8 y565 wc1 hbd"><div class="t m0 x97 h7 y490 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y565 wc2 hbd"><div class="t m0 x97 h7 y490 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5bc wc3 hbe"><div class="t m0 x97 h7 y5bd ff6 fs0 fc0 sc0 ls0 ws0">Środowisko naturalne: Ocena środowiskowa dostawców (GRI 308) 2016<span class="ff5"> </span></div></div><div class="c x2 y5be wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5be wc0 ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5be wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5bf wc2 hbf"><div class="t m0 x97 h7 y5c0 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5bf wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5bf wc0 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5bf wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y1db wbf haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls1 ws0">308<span class="ls0">-1 </span></div></div><div class="c x11a y1db wc0 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Odsetek dostawców, którzy zostali poddani ocenie </div><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">pod kątem kryteriów środowiskowych<span class="ff5"> </span></div></div><div class="c xb8 y1db wc1 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y1db wc2 haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5c1 wbf haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls1 ws0">308<span class="ls0">-2 </span></div></div><div class="c x11a y5c1 wc0 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Istotne aktualne i potencjalne zagrożenia </div><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">środowiskowe w łańcuchu dostaw.<span class="ff5"> </span></div></div><div class="c xb8 y5c1 wc1 haf"><div class="t m0 x97 h7 y596 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5c1 wc2 haf"><div class="t m0 x97 h7 y596 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y239 wc3 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Tematy społeczne<span class="ff5"> </span></div></div><div class="c x2 y5c2 wc3 h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls0 ws0">Miejsce pracy: Zatrudnienie (GRI 401) 2016 </div></div><div class="c x2 y4bf wbf hbe"><div class="t m0 x97 h7 y5bd ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y4bf wc0 hbe"><div class="t m0 x97 h7 y5bd ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y4bf wc1 hbe"><div class="t m0 x97 h7 y5bd ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5c3 wc2 hc0"><div class="t m0 x97 h7 y5c4 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5c3 wbf hc1"><div class="t m0 x97 h7 y5c5 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5c3 wc0 hc1"><div class="t m0 x97 h7 y5c5 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5c3 wc1 hc1"><div class="t m0 x97 h7 y5c5 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y141 wbf hc2"><div class="t m0 x97 h7 y5c6 ff5 fs0 fc0 sc0 ls1 ws0">401<span class="ls0">-1 </span></div></div><div class="c x11a y141 wc0 hc2"><div class="t m0 x97 h7 y5c6 ff6 fs0 fc0 sc0 ls0 ws0">Łączna liczba odejść oraz wskaźnik fluktuacji </div><div class="t m0 x97 h7 y574 ff6 fs0 fc0 sc0 ls0 ws0">pracowników, według grup wiekowych, płci i regionu<span class="ff5"> </span></div></div><div class="c xb8 y141 wc1 hc2"><div class="t m0 x97 h7 y5c6 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y141 wc2 hc2"><div class="t m0 x97 h7 y5c6 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y56 wbf hc3"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls1 ws0">401<span class="ls0">-3 </span></div></div><div class="c x11a y56 wc0 hc3"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Odsetek powrotów do pracy i wskaźnik <span class="ff5">retencji po </span></div><div class="t m0 x97 h7 y5c6 ff6 fs0 fc0 sc0 ls0 ws0">urlopie macierzyńskim/tacierzyńskim, w odniesieniu </div><div class="t m0 x97 h7 y4bd ff6 fs0 fc0 sc0 ls0 ws0">do płci<span class="ff5"> </span></div></div><div class="c xb8 y56 wc1 hc3"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y56 wc2 hc3"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5c8 wc3 h3e"><div class="t m0 x97 h7 y476 ff6 fs0 fc0 sc0 ls0 ws0">Miejsce pracy: bezpieczeństwo i higiena pracy (BHP) (GRI 403) 2018<span class="ff5"> </span></div></div><div class="c x2 yf8 wbf ha1"><div class="t m0 x97 h7 y60 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a yf8 wc0 ha1"><div class="t m0 x97 h7 y60 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 yf8 wc1 ha1"><div class="t m0 x97 h7 y60 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5c9 wc2 hc4"><div class="t m0 x97 h7 y5ca ff5 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x97 h7 y5cb ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5cc wbf ha8"><div class="t m0 x97 h7 y3d1 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5cc wc0 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5cc wc1 ha8"><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5c9 wbf h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-3 </span></div></div><div class="c x11a y5c9 wc0 h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0">Pomiar i ewaluacja </div></div><div class="c xb8 y5c9 wc1 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">47<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5cd wbf h99"><div class="t m0 x97 h7 y5ce ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-1 </span></div></div><div class="c x11a y5cd wc0 h99"><div class="t m0 x97 h7 y5ce ff6 fs0 fc0 sc0 ls0 ws0">System zarządzania bezpieczeństwem i higieną </div><div class="t m0 x97 h7 y3d8 ff5 fs0 fc0 sc0 ls0 ws0">pracy (BHP) </div></div><div class="c xb8 y5cd wc1 h99"><div class="t m0 x97 h7 y5ce ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5cd wc2 h99"><div class="t m0 x97 h7 y5ce ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5cf wbf h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-2 </span></div></div><div class="c x11a y5cf wc0 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Identyfikacja zagrożeń, ocena ryzyka i analiza </div><div class="t m0 x97 h7 y3d8 ff6 fs0 fc0 sc0 ls0 ws0">incydentów<span class="ff5"> </span></div></div><div class="c xb8 y5cf wc1 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5cf wc2 h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5d0 wbf hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-3 </span></div></div><div class="c x11a y5d0 wc0 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Zatrudnienie w warunkach podwyższonego ryzyka </div><div class="t m0 x97 h7 y523 ff6 fs0 fc0 sc0 ls0 ws0">chorób zawodowych<span class="ff5"> </span></div></div><div class="c xb8 y5d0 wc1 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d0 wc2 hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y4f6 wbf h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-5 </span></div></div><div class="c x11a y4f6 wc0 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Szkolenie pracowników na temat bezpieczeństwa i </div><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls0 ws0">higieny pracy </div></div><div class="c xb8 y4f6 wc1 h8d"><div class="t m0 x97 h7 y53d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y4f6 wc2 h8d"><div class="t m0 x97 h7 y53d ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5d1 wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-6 </span></div></div><div class="c x11a y5d1 wc0 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Promocja zdrowia pracowników<span class="ff5"> </span></div></div><div class="c xb8 y5d1 wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5d1 wc2 ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5d2 wbf hc6"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-7 </span></div></div><div class="c x11a y5d2 wc0 hc6"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Zapobieganie negatywnym wpływom na zdrowie i </div><div class="t m0 x97 h7 y5c6 ff6 fs0 fc0 sc0 ls0 ws0">bezpieczeństwo w miejscu pracy oraz łagodzenie ich </div><div class="t m0 x97 h7 y4bd ff6 fs0 fc0 sc0 ls0 ws0">bezpośrednio związane z <span class="ff5">relacjami biznesowymi </span></div></div><div class="c xb8 y5d2 wc1 hc6"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d2 wc2 hc6"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5d3 wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-9 </span></div></div><div class="c x11a y5d3 wc0 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">Wypadki przy pracy </div></div><div class="c xb8 y5d3 wc1 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d3 wc2 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5d4 wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">403<span class="ls0">-</span>10<span class="ls0"> </span></div></div><div class="c x11a y5d4 wc0 ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls0 ws0">Choroby zawodowe </div></div><div class="c xb8 y5d4 wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d4 wc2 ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5d5 wc3 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Miejsce pracy: Różnorodność i równość szans (GRI 405) 2016<span class="ff5"> </span></div></div><div class="c x2 y34f wbf ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y34f wc0 ha5"><div class="t m0 x97 h7 y578 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y34f wc1 ha5"><div class="t m0 x97 h7 y578 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d6 wc2 hc7"><div class="t m0 x97 h7 y5d7 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5d6 wbf hc8"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5d6 wc0 hc8"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5d6 wc1 hc8"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5d8 wbf hc9"><div class="t m0 x97 h7 y5d9 ff5 fs0 fc0 sc0 ls1 ws0">405<span class="ls0">-1 </span></div></div><div class="c x11a y5d8 wc0 hc9"><div class="t m0 x97 h7 y5d9 ff6 fs0 fc0 sc0 ls0 ws0">Skład ciał zarządczych i kadry pracowniczej w </div><div class="t m0 x97 h7 y4a8 ff6 fs0 fc0 sc0 ls0 ws0">podziale na kategorie według płci, wieku, </div><div class="t m0 x97 h7 y47f ff6 fs0 fc0 sc0 ls0 ws0">przynależności do mniejszości oraz innych </div><div class="t m0 x97 h7 y544 ff6 fs0 fc0 sc0 ls0 ws0">wskaźników różnorodności<span class="ff5"> </span></div></div><div class="c xb8 y5d8 wc1 hc9"><div class="t m0 x97 h7 y5d9 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5d8 wc2 hc9"><div class="t m0 x97 h7 y5d9 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5da wbf hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls1 ws0">405<span class="ls0">-2 </span></div></div><div class="c x11a y5da wc0 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Stosunek podstawowego wynagrodzenia mężczyzn i </div><div class="t m0 x97 h7 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">kobiet według zajmowanego <span class="ff5">stanowiska </span></div></div><div class="c xb8 y5da wc1 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5da wc2 hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5db wc3 hbe"><div class="t m0 x97 h7 y5bd ff6 fs0 fc0 sc0 ls0 ws0">Prawa człowieka: Zarządzanie aspektem (GRI 406<span class="ff5">-409) 2016 </span></div></div><div class="c x2 y5dc wbf hca"><div class="t m0 x97 h7 y5dd ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5dc wc0 hca"><div class="t m0 x97 h7 y5dd ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5dc wc1 hca"><div class="t m0 x97 h7 y5dd ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5de wc2 hcb"><div class="t m0 x97 h7 y5df ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5de wbf h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5de wc0 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5de wc1 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5e0 wbf hcc"><div class="t m0 x97 h7 y52c ff5 fs0 fc0 sc0 ls1 ws0">406<span class="ls0">-1 </span></div></div><div class="c x11a y5e0 wc0 hcc"><div class="t m0 x97 h7 y52c ff6 fs0 fc0 sc0 ls0 ws0">Całkowita liczba przypadków dyskryminacji oraz </div><div class="t m0 x97 h7 y2f6 ff6 fs0 fc0 sc0 ls0 ws0">działania podjęte w tej kwestii<span class="ff5"> </span></div></div><div class="c xb8 y5e0 wc1 hcc"><div class="t m0 x97 h7 y52c ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5e0 wc2 hcc"><div class="t m0 x97 h7 y52c ff5 fs0 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">48<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5e1 wbf hcd"><div class="t m0 x97 h7 y5e2 ff5 fs0 fc0 sc0 ls1 ws0">407<span class="ls0">-1 </span></div></div><div class="c x11a y5e1 wc0 hcd"><div class="t m0 x97 h7 y5e2 ff6 fs0 fc0 sc0 ls0 ws0">Działania zidentyfikowane jako mogące stwarzać </div><div class="t m0 x97 h7 y5e3 ff6 fs0 fc0 sc0 ls0 ws0">zagrożenie dla prawa do swobody zrzeszania się i </div><div class="t m0 x97 h7 y5e4 ff6 fs0 fc0 sc0 ls0 ws0">prawa do sporów zbiorowych oraz inicjatywy </div><div class="t m0 x97 h7 y408 ff6 fs0 fc0 sc0 ls0 ws0">wspierające te prawa<span class="ff5"> </span></div></div><div class="c xb8 y5e1 wc1 hcd"><div class="t m0 x97 h7 y5e2 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5e1 wc2 hcd"><div class="t m0 x97 h7 y5e2 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5e5 wbf hc3"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls1 ws0">408<span class="ls0">-1 </span></div></div><div class="c x11a y5e5 wc0 hc3"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Działania zidentyfikowane jako niosące ze sobą </div><div class="t m0 x97 h7 y5c6 ff5 fs0 fc0 sc0 ls0 ws0">istotne ryzyko wykorzystywania pracy dzieci oraz </div><div class="t m0 x97 h7 y4bd ff6 fs0 fc0 sc0 ls0 ws0">środki podjęte w celu eliminacji takich przypadków<span class="ff5"> </span></div></div><div class="c xb8 y5e5 wc1 hc3"><div class="t m0 x97 h7 y5c7 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5e5 wc2 hc3"><div class="t m0 x97 h7 y5c7 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y40b wbf hce"><div class="t m0 x97 h7 y5e6 ff5 fs0 fc0 sc0 ls1 ws0">409<span class="ls0">-1 </span></div></div><div class="c x11a y40b wc0 hce"><div class="t m0 x97 h7 y5e6 ff6 fs0 fc0 sc0 ls0 ws0">Działania zidentyfikowane jako niosące ze sobą </div><div class="t m0 x97 h7 y5ac ff6 fs0 fc0 sc0 ls0 ws0">istotne ryzyko wystąpienia pracy przymusowej lub </div><div class="t m0 x97 h7 y5ad ff6 fs0 fc0 sc0 ls0 ws0">obowiązkowej oraz środki podjęte w celu eliminacji </div><div class="t m0 x97 h7 y481 ff6 fs0 fc0 sc0 ls0 ws0">takich przypadków<span class="ff5"> </span></div></div><div class="c xb8 y40b wc1 hce"><div class="t m0 x97 h7 y5e6 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y40b wc2 hce"><div class="t m0 x97 h7 y5e6 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y155 wc3 hcf"><div class="t m0 x97 h7 y5e7 ff6 fs0 fc0 sc0 ls0 ws0">Prawa człowieka: Procedury odnośnie zamówień i inwestycji (GRI 412) 2016<span class="ff5"> </span></div></div><div class="c x2 y5e8 wbf h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5e8 wc0 h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5e8 wc1 h2a"><div class="t m0 x97 h7 y558 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x3e y2ba wc2 hd0"><div class="t m0 x97 h7 y4c2 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y2ba wbf hd1"><div class="t m0 x97 h7 y46b ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y2ba wc0 hd1"><div class="t m0 x97 h7 y46b ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y2ba wc1 hd1"><div class="t m0 x97 h7 y46b ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x2 y5e9 wbf hd2"><div class="t m0 x97 h7 y5ea ff5 fs0 fc0 sc0 ls1 ws0">412<span class="ls0">-3 </span></div></div><div class="c x11a y5e9 wc0 hd2"><div class="t m0 x97 h7 y5ea ff6 fs0 fc0 sc0 ls0 ws0">Procent i całkowita liczba umów inwestycyjnych </div><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">zawierających klauzule dotyczące praw człowieka lub </div><div class="t m0 x97 h7 y518 ff6 fs0 fc0 sc0 ls0 ws0">które zostały poddane kontroli pod tym kątem<span class="ff5"> </span></div></div><div class="c xb8 y5e9 wc1 hd2"><div class="t m0 x97 h7 y5ea ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5e9 wc2 hd2"><div class="t m0 x97 h7 y5ea ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5eb wc3 h59"><div class="t m0 x97 h7 y587 ff6 fs0 fc0 sc0 ls0 ws0">Społeczność lokalna (GRI 413) 2016<span class="ff5"> </span></div></div><div class="c x2 y5ec wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5ec wc0 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5ec wc1 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x3e y5ed wc2 hd3"><div class="t m0 x97 h7 y5ee ff5 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x97 h7 y5ef ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y320 wbf h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y320 wc0 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y320 wc1 h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x2 y5ed wbf h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-3 </span></div></div><div class="c x11a y5ed wc0 h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0">Pomiar i ewaluacja </div></div><div class="c xb8 y5ed wc1 h7a"><div class="t m0 x97 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x2 y2a8 wbf hd4"><div class="t m0 x97 h7 y5f0 ff5 fs0 fc0 sc0 ls1 ws0">413<span class="ls0">-1 </span></div></div><div class="c x11a y2a8 wc0 hd4"><div class="t m0 x97 h7 y5f0 ff6 fs0 fc0 sc0 ls0 ws0">Charakter, skala i efektywność programów i praktyk w </div><div class="t m0 x97 h7 y537 ff6 fs0 fc0 sc0 ls0 ws0">zakresie oceny i zarządzania wpływem działalności </div><div class="t m0 x97 h7 y516 ff6 fs0 fc0 sc0 ls0 ws0">organizacji na społeczność lokalną, włączając wpływ </div><div class="t m0 x97 h7 y517 ff6 fs0 fc0 sc0 ls0 ws0">wejścia na dany rynek, prowadzenia i zakończenia </div><div class="t m0 x97 h7 y467 ff6 fs0 fc0 sc0 ls0 ws0">działalności<span class="ff5"> </span></div></div><div class="c xb8 y2a8 wc1 hd4"><div class="t m0 x97 h7 y5f0 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y2a8 wc2 hd4"><div class="t m0 x97 h7 y5f0 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5f1 wbf hd5"><div class="t m0 x97 h7 y572 ff5 fs0 fc0 sc0 ls1 ws0">413<span class="ls0">-2 </span></div></div><div class="c x11a y5f1 wc0 hd5"><div class="t m0 x97 h7 y572 ff6 fs0 fc0 sc0 ls0 ws0">Działania o znaczącym potencjalnym bądź </div><div class="t m0 x97 h7 y4c4 ff6 fs0 fc0 sc0 ls0 ws0">istniejącym negatywnym wpływie na lokalną </div><div class="t m0 x97 h7 y30a ff6 fs0 fc0 sc0 ls0 ws0">społeczność<span class="ff5"> </span></div></div><div class="c xb8 y5f1 wc1 hd5"><div class="t m0 x97 h7 y572 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5f1 wc2 hd5"><div class="t m0 x97 h7 y572 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5f2 wc3 h2a"><div class="t m0 x97 h7 y558 ff6 fs0 fc0 sc0 ls0 ws0">Miejsce pracy: Ocena dostawców (GRI 414) 2016<span class="ff5"> </span></div></div><div class="c x2 y5f3 wbf h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5f3 wc0 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5f3 wc1 h59"><div class="t m0 x97 h7 y587 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div><div class="c x3e y5f4 wc2 hd6"><div class="t m0 x97 h7 y5f5 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5f4 wbf ha8"><div class="t m0 x97 h7 y5f6 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5f4 wc0 ha8"><div class="t m0 x97 h7 y5f6 ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5f4 wc1 ha8"><div class="t m0 x97 h7 y5f6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="ff6">Pełny</span> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x95 y2 wbe h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7UAAAYKCAIAAACHn9tlAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd3hV9eH48c/NniRhDyGMsJEpS0RFxdVqXXVWRb811rZq66q2ropWrVVrW63gqFUr1rpXh1QEFURF2QIie8+EkJ3c+/sj/iJCCFML+no9Pg/JuZ97zs2550nenufcz4nEYrEAAACEEEKIswsAAKBWwn796gsLCpZ+Or947bpoVVVCSkrzjnmt27X1pgIAsNsi++n1FZuLij587sXcOx/KKiqpXViWlPDpTZcOOeeMhIQEby0AAN+WPp744iuZdzzQatnabR+qjkSmnXLkkDtuSk1N9e4CAPBN7uNNhYUfv/RqdOw7Pd76MD663ZddHRf59A83HHzSid5dAAB21X5zHUJ5efmUn/6i17gPdzgyPhorf2Vs0McAAOy6/WP+ig3r10/84eXdJ0zZyfENFiz11gIAsBv29fPH1dXVn0z5qOD2P/b6YPbOPyttU7G3FgCAb1ofl5eXjx95V6/HX2oZ3bWLpAubNfTWAgDwjerjlcuWz7n+N33efD8+usufICwa0GvPX0AsFispLi4rLU1ITEzPyDBnHACAPv6fmfDEmCb3PNpr7cbde3pq9857svVoNPrh2DcLX/1P88kzGq/ZsDEjbUanNuHskwafdGJ8fLyDBgBAH3+tPhj7Zo/r7t79ug0hs2WL3XtuaWnpisWLl9z+h17/fb92YfLGooaTZ1V8+Mn7iYmDT/yugwYAQB9/TYqLiyf/9anWD47Z4chYCKWpyWml5ds+tKFRgyZtWu/SdisqKhbM/mTpMy81f3NSzrrCnmUV245Jqo42+dXd0xo37nXwIMcNAIA+/jpMvOPePn95cYdzzlVHItNOPSrWrHG/++so6bWtW7Rr3mznN7pm1arZV97U9e2Pmu7oQueGG4uW//GRzT17ZGRkOHQAAL6R9pX5j8vKysY/+XSvx1/emRc0Z1CPg39zQ/LUT+p8tKRvt8TExJ3Z6KbCwnEPPbru+B/0HD8lcec+BZizcHlZaanjBgDgm2qfOH88b8aMdb+6s8v0TxOqo/UMi4Wwunmj5SceMeCyi1cvW95p8sxtx5Qnxuf94PT6N1ddXb3kswULx72d/dTLB362bJf+F6EiNdlEFgAA+vgrtGzR4sr/u6bLirU7HDm3d6euj/+pW8OGIYQPH3uyT1VVHWOG9j28U8f61zPu/tFd73u8d3nlDre4MSstp7Bky0DfcHDfjMxMxw0AgD7e+2Kx2OwPp5RfeUvbnYjjTemp6df+NKdhwxBCNBqNTJ9bxwpDCEcMqWclRZs2vfeHBw986Nmkek9UV8eFBd06bD7hyGhBYb8//712eVVCfObAvs4fAwDo472vurp6wqOP5931SHpJ2Q4HTz+sb5ff3pz7/2dtKywoaPjpojryNyMtb9ihda5h7erV896dlHT/433mLY2L1X2pcXUksq5J9qoDOzYYcXqvwYMikcjMY87ccsDKNs17Dz/CQQMAoI/3ssrKyrduuK33U6/t8N541ZEw9dThh9x+Y2pqau3CgrXrmi9Zs+3g9S0bd2/WdNvlU8a91fAnN3XdVFz/tqadNGzgbdd3bdCg5ttxj/y11/ylWw5Yd8IRvbd4GQAA6OO9YFNh4fvX39b7pXE7jOP53dsn/uqyI4YM3uqudavnL+hYXb3t+MJ2rVJSUmq/jUajU/47rvBf4zq8PiGrqGR7W4lGItOPHpR93veHHTKkdkNzp09v/PDftxy2ITu9w4nHOWIAAPTx3jR3+oyN197WZ/r8yI5GftYlt/Uj97Y4oNW2D22eM6/Op1d3al/7dXl5+YTb7+nz8HP1TE8RC2H+gR2il5w77ITvRCJfWuWK3z/Ua+mXTlEvPPWYIzvmOWIAAPTxXrNi6bL4sy/LKyjaYRzP69Gh7SP3Nm/Vsu6Hl62sc3FK289vmxeNRif8amTPf7xR/9xtM4f27jf63vSMjK3ieO3q1V3/O3nLJSUpST0uOj8uLs4RAwCgj/eOOVOnbbpqZF5B0Q5HTsn//rBfXlnPNBHZdU1eUR2J5A0ZXFVVNfnlV+Mffrrf9Pnbe3pVfNycg3vFjhvW+8Tj65ysbeqox/ptMcHFpozU0qf+0LWuM9kAAOjjXVZRUTH+nj/1vv+ppju6Rd3m9ORFN142/Jwz6hmzft265otXbbt8Qde2WevXrznj4q51PVqrMi4y/SdnH3nVZds7GVy0aVOT/7yz5ZLPhvY7sm8fxwoAwLfB13HBwNRx43s98FT8Tty/ed4Jhw89ewd3v1s2b35iVR0fztucl1vxo2tb1xvHVfGRmZefN+yKn9ZzpcTCWbNbLPvSlcdxA3s7UAAAviW+2vPHVVVVEx56rM0Df0uI7mDkilZN1px/yuDzz97qUuCtxGKxte9OblXX3T16vfxW/R/F+7Rnx8Sr8o8Ydng9m5g/e3bkilu27O8luc17n3KiAwUAQB/vBW/d90Cfex/fmakqcp+8v0fz5jtc4eaiooRps+u8wUc9cbymSfbGW67of9zR9d/6rri4uODSG9pvMW1FeWJCwu9vrrlpHwAA+nj3LVmwcO7fnunxlxfqj+PK+Lh5A7q3uf36pjsRxyGEjevWN5u9YCdfQyyEguyMpf26Nb/iR4N79dzh+Bnjxrefv2TLJYu6d8hr0/rTWbM2rV5TUVxSUbCpuqQkVlEZq6iIVVSGEEJcXCQhPpKUFJeaHJecnJiZkZzVILNxo+wmTRpkZ285GTMAAN/ePp4/e3bW0ef129GwyoT4BX+4ceiJ39mF7P5oarc1G3dy8MqWjZq+/NfDd668QwibX/9vQvWXzkwfMHdhpN93GoXQaNd3QkFc5JMjBjS//KJOPQ+Mi4ur/7oRAAC+sX0ci8WW3DNqZz7RNvM7Qw87/phdWnnph9N2cuSyVk0SHrit6U7HcQgh69PFWy1JL63Y7f2QFI31Gjs5Nnbywuz0JQf3TTl+WM8jh9U5nRwAAPuOSCwW21vrikajH4+fUDzqye7vTK3/ZGlJavInJx855OZr09LSdmkT755wTteP59Y/piwpYdb3jzn4hqvTMzJ2aeWf9jyi0YZNu/ODhxB2YiqQgqz0BUcMjOua1/SgPt0O6uduIwAA+6C9ef541gcftjnvqh3O4xYN4ZNzTxx+4y925+VWVtXzaCyEjTkZRfffOvzQQ3Zj5SWZafX0cXUkUpUQV5GUsDk9fU339tW9uqbltc9u3SolIyMpJSWEUF1VVbRhQ+HS5SXz5ifOmJe1ZGXDNeuTyqvio9U103dkFxb3feHN8MKbIYRZLZts/tVP+h13dFJSkqMQAOCb2cerXni91U7E8Zz+3ftfmr97myjq0DrM/Gx7jy7Ka9344d/1yeuweytf37ndttMnR0NY1Kn1xiH9Etu1yenSsVVeh+ZZWd2Tk+teRYf2of9Bn/d0dfW6NWtWzl9QtGJl2YfTmk78uOXS1fHRz3dQqxVrKy675e3jx3W/4crmLVs6EAEA9hF77fqK6urqqUed1u7TpfWMKchKX/ijM/ufd3aDrKy66zkaXbJkaUHhpubNmjZr1nTbz7TN/ujj2MXXtVi5bsuFsRAW5bXeMKjXgZfmN2+1+605beJ7Jbf+Pnv1hpIG6QV5udHmTdJ6d+t0yMGNmzbd80/XxWKxZYsWL3hnUsXipYnzFjab9VmjtRsTorHitJQ5Zx3f7syT87p2dTgCAHxz+ri4uHjJYac0W7V+ewOiIcy67eeHnX/OdgdEoyPv/POt979Z8+2Jwzo++qfrsrYp6Y8mvN34h9dmlJTXfFuanDj7gpOHX3/NfrfrlyxcuOjqX+d9NCeloiqEMG3YQf3+dOf2/s8BAICvR/zNN9+8d1YUH7/yiWeyCjdvb8CMw/sddPWlSdu5MiEWiz3z3CvX3fly1f+fYW3uog0NUsoOGbz1NHEtcnNnNM/ZuHJVUUbqgiMGxq77Sf8zTouPj9/vdn1WTk6zE4+d37PjqpUrGy1f22LRig+XLs497iif2wMA+B/am/NXjP3ZtX2fHbvt8g3ZGcuvvujQ8+q7d/Tb77x39k/vX7WuZMuFTRumTHzl9tzcNjv5AlasWLl8xcptl/fp3bP+O+d9DTZu3PjZgkVb7e2EhIQDe3QLIcya/MHa9z5IHf9ByqbNBacdM/D8c8wEBwDwP7E3q7HLzy4p+PfE7KIvNW5VXFh+9UX1XFZR4423PtgqjkMIGwrLx7/zwXk73ccPPfbcrQ+M23b58o8ebNq0yf92R48d9+65P3+s+sv3H8nKSJw94Y9NmzbpNWRwGDI4XBk+nvBOyj2jJ8+YO/SPd5raAgBg/+7jA9rmLnzx4Y9efyPnlf/mrF4fjY9f0bVdygVnDDnqiB0+NyM9JRIJW53LjkRCetq36xbNfQ49pGLQgLkffTzp7892O/rIJs2aOUYBAPbXPg4htOvcqV3nTtHLLykpLo5PSMhLTd3JJx59xKBRT72zZOWXLl9ulJV65LAh37a3JCkp6cBBA8OggaWlpQ5QAICv2VfyUbC4uLiMzMzUnY7jEELPA7uPOG3gVp9MO/no7tnZ2d/a92aXdiAAAHtFwj7yOuLi4q67Mr9D25aPPzt+3YaSNi2zDx3UZcQ5J3uHAAD4NvZxCCEhIeHsM046+4yTvCsAAOwffTxz1uzlK1ZvFbVHHH5IJBJZunTZsy++8Z8JM0pLK3p0bnnmKUd069qpYcOGNcNisdjq1Wv+9caEV8dO2bCxuFFO+neHH3T8MYc1afL5tBJFRUXl5eWNGzfecuUbN25MS0tLTk5+5933iku+uBg3KSlxwEF90tPT582b/4dRz7w1eX5FZfTh311czysvLy9/b/KUB//66pSZKxrnpJ50TN+jjxjUo3vXLed9Gz9hYll5+VZP7NKpQ+0Ec1OnzVi9Zt1WAxpkZgwaeFDt1HUVFRVvvvXOy/+atGJ1YYOMlMMO7t63V9fu3bo41AAA9gu7Nv/xRZfe8tgL07Zckp2RuGjKI7ff/fCoMe8Vbq6oXVlCfKRZw9Qbf3bCBed9f/L7U26888lpc1YXbK6MRr/YXKe2WXddf/Yxw4fFx8dPeHvSxb94qF/3VgP7dcxIT9lYsHn+wpXvfrjw9TG3tGrVsvshF85bVFj7xMbZKeOf//W69Rt+cOmflq4qDiEkJ8Y9/9BPJr0/s8753f7xwEW/uO3ppas2V24xvVpyYvypx3T53chLaxu9bd9zl6/Zeo653/3yhMt/PKLm6zMu+OXzb8zdakDvLo3eff1PNXOxvfbPsdf+5un5SzZWVYctNzSkX6vBfTvcMeqt7c3v5kAEANhH7Nr5421jOhYLd9zzyF0PT4hGv7S8qjq2fG3Jz0c+l5GeesXIv69eX8dUDPMWFZ5y8YN/vGntRReeFY1FNxSU/v2fs//+z9m1AzLSEj7f4jYNP/OTeef//C9lFdGdedk3/e7ZBcuLtlpYXln91KuzPp513ZhRV3bv1rXmZ6n/R97OgM/PHG/YsOGia/6ydmPZtht6870lb763OISIAw4AYB+3p/NXFJVW/vahreO4VklZ1UXXPlFnHNeoro7dNerfa9eu3aWNlpVX3fS753YyjkMIsxds3N5DnyzceMFlv9+wYcMe7odP5swddtI128bxFsQxAMC3oI+j0bDlJRN1JXJ1/WtYvrp45ao1u7TRzaVVcxYW7Pz4tJSEIwa1OWpwboOMxG0f/XjOumee/+ee7ISqqqpf//avdVZ4l3Y5I07pNbCn23wAAHw7+rjG94/t8te7z21/QIO6txEXDut/wEWn983OrOOGyZXV1WVl5V/pD3nxWf1fevL2F5+8/eqL6r6T35Rpn+3J+gsKCmfMW7Xt8lZN0l587Jej77vhpSdGtmmR4WgDANj37YX53fp0afzgPb9o0KBBs6YNjz33vm0H/GzEwbff/PO4uLh+Pf/+o+uf2erRWCxUV1fv3qYbZSUff3inJg0zi4rLmjdrvL1h+eefnJKSEkLIv+C0vz43af6STVsNmDlvZTQa3e09sHLV6oXLNm27/PhhXTp0aB9CaNSo0bU/PvanNz27BxsBAGA/6eN2rRs1aNAghNCqRfM6Bww/vH9cXFwIoWmTnL340uPiwl9/f9Exw4fVLnnhlbfqHFnz8kIImZmZvbq02LaP16wvLigo2O1XsnjJisqqOi4yGdi3c+3X2VmZkUikjk8aAgCwL4n7GraRkBD/Vay2YWbyYUMH72JSx2WkJ2+7vLI6VlJSutuvpKBwc53LW7YwcRsAgD7+uuSfNbjmqomdF4lE0lLr6OPq6mhFRcVuv5JNRcV1Lm/UMNsRBgCgj78mnTu23o1nxcfVMc9aXFxcfPzun+Qur6ise1vx8Y4wAAB9/DWpvaXzLqnz+t+EuMiunor+0jq3cw/C8vIKRxgAgD7ed0Wj0XXri7ZdnpmelJOTvZ32/eLrsu2cJ05LrbutFy5etuWmHW0AAPp4n1BU9Pnn58rKymbMrWOi4vZtGiYlJdX53Pc//rTmi5UrV82Ys7rOMU2b1N3W7334Se3Xcz5dWl1t8goAgH1dwrfhh3z13+Mvu6RtRUXF3599rc673A0d2DmEEB9fxwUbz/57TusbfpedlfHMq1OWran7c3gdO+QmJ8aXV249i/NLY2cd+fobHTu0nT13/n2PTXC0AQDo433CVb95ZeR9/6ysipWU13EjkpSkuBHnnBRCyGmQunTVtgUcufcvk+pff9vc1gd2bvThzK3vkr10VfHJ+Q86yAAA9iPfluuPC4ur6ozjSIiNOLVvTk5OCCEvt2H9K0lPrXs+ioyMjJOP7etgAgDQx/u07x3ZsVWTtHoGpKUk/OLiw0b+6pKa2/t979iBdV5iUaNhVtK53+tT50ORSOSKn15w02VHbi+gQwgHdW+amZ7ogAMA0Mf/Gxlp8feM/Mmk1+8afnBundUbFxdGXnn8yBsuz87+/NN1p5/63dOO7rLtzf4ikdC6Wfprj19z2JCe29tcQkLC9df8+PIRQyOROj6E17tz41f+NjIrPckBBwCwj9u1649bNc/p1j5nq4WtW3x+WUJyctK2j4YQ0tNSa77IzEzfdkAkEtLSUhMS4ju3a1hYVP6lJ6YmJiYmhhDychslxG+d8lkNMrZa0qRxdu36O7ZrnJ2d1aBBgxefvOO+Pz9+14NjNxZ9PjtbfHxkcM8W550+9IxTv7tV4z7ypxuOff61X9/78qIVn08Dl5YS/3/fP+iGay7KycnZWLBp29ffIbdR7UzMV102IiM99fePjluzoaxmScOspOFD8m686vyUlJSObRs2yPhSImemJ31FN98GAGD3RLZ3b4tvmKqqqqVLly1cvDSE0KFdbps2reu5vUhFRcWCBYuKNm/OyEhv1zZ3V28dUlJSsmDhotLSsuysrHbtchMSEhxnAAD6GAAA9j9xdgEAAOhjAADQxwAAoI8BAEAfAwDAV9/H0Wj0uRdf6zn0h2m5p3XsP+Khv4xZvXrNxEnv5w0YkTdgRPdDLvzumVe+O3FyCGHZsuX9j7r4zntG10yRsWrV6s6DLnjltf9Eo9EBw3+UN2BEl8EXfO+ca57+x0vl5Z9Pe/zWhHfzBoy44pd3bbXRSe99kDdgxH33P1bz7fW3/D5vwIgrrvttzZovvfqOvAEjfn37/bXjTz3/2rwBIzoNHDH85J/9adTjRUVFZWVlXQ++8KJLb3lyzPOdBo6oebU1/3UbcuHmzZtDCM+/+HregBGDj71k1arVNet57sXX8gaMePaF17Z8McuXr7jwxzentjm186ARjz3xj/Xr1xcVFX3v7KvzBox47oXXQghr167tc/hFR5/ys6qqqhDCwoWL+h918R13jwohxGKxX/3693kDRrz51tsOPgCA/b6PKyoqrrjurot+8UTrVlkXn9W/f88DRt732qNPvlBcUrp4RVG7VlnfHdZ97Ybi03/0h4KCgsrKyqUrizYWbK55blVV1aIVmzYXl8ZisaUrNyUnxp12XO+lKwrOv/Lxh/7y95ox/3zjvY2byl4ZO6uysnLL7ZaWlS1eUVRQuLmqquqxJ/7x57+9d9YJfX5z02WRSGTdunX/njBnQ2HZvY+OX7FiZc34lasLi0sqTjq6R1xcuPo3L9142wPRaHTR8sJV6zbltm7x3SO65bbMWryiKKdB8glHdPvOsG41UxQ/9+rETUXlU2at+WDKtJr1FBWVLF5RVLS5uKysrLKysqqq6va7Rw047ur3py+55JyBB3Zu/pMb/3Hwd676bMGinl0PWLyiaNw700IIL7wydub8DePeX/r2u++FEJ57eezMT9d999ihIYR3J05+5JnJK9cWX3jF6OXLVzj+AAD27z5+d9L79//t/e8f2/3VMb+7945f/O3hkTPG33/tFflxcXEhhCOHdr9z5JVP/fkXazaUzZw1p/5VdenQ9NYbL3/i/p9Ho+G9jz4NIcRisWf/Nf2XPx4eImH0o0/X+axXXx/7s1ue7dOt2Y3X/rjmth1vvPnuxk3lN1x6TElp1XMvv1E7smnDtOuu+L+H7r2yUVbK1NnLapcPPWTwPbdfc+rx/UMIwwZ3uveOa+669aqUlJT169e/9ta8R+++MCsjcez4j7bc6JRp8w8+7tL3P/ho8eIlt/zhP2s2lD1yz0/uuf2afzx2+3WXDFuwbNMDj7x48QWnJcSFD6YvCSFM/GBOcmJccmL8uAkfxWKxB//2To+OjXt071ZVVfXwk/9cX1hx7ND2y9eUPPDwMyafBgDYv/v4s4XLQgh9e3aouflcNBrNyMiIRqM1j5aXVaxeveaZF/+TmhzfvVvnHa4tFot9NPWTEEJmRkoI4eOp09duKPne8cN6dGx690P/qbnmYUvjJ8+75JePl5RVXnjmsJr7TsdisdFPjO3TrdmQgT1bNEmbMXvxVutftHhZeUV1ctKO72D3/Mv/ycxI7tfnwFOP6TH+/c9qyrUmX0c//eHy1ZtTUpI/W7ikqjrERULPA7uFECKRyOknDc9KT1y4bP0BB7Q6tH+bBUsLy8vLFy1df9xheZ3b5Xy2ZO3MWbMXr9jUr3vrEEJJSclbkxeGEE4+bmAI4e335xcXFzsEAQD24z6uqqoOISQnJYYQNm7ceOChF3UccMEJZ11TXl4RQhg1ZmLf4T//9R/euOz8ITk5OTUNXXuKtOaL2ps6v/newm5D/u+qW//RtmXmaScMLSwsvOV3T7Zp0aCqqqpj26ZLV5X8+eGntzq9unZ9cZOctBDCvM+W1jz04ZSP3526ol+PNlkNGvTs0nzSx4uKiopqBs9fUjj4+CvO/PEfk5LizzhxcP0/V0FBwcNPvdWmeUZpaenxR/VfuGzT6//675o1a2+//7UQwg9P7zdrwh/79O5ZUVEZQkhJiq+9ZXR8fFxySnzNbrn9+hHFZZV/fvipRSs23XT1uScOP3Dm3JW/ufepECJDBnYLIYwd987yNcWDerXo3bNLZnriBzNXfjJnnkMQAGCfkrBLo7t36RBCmDJt/ohzQ3Z29sirTj3rskdyslJravX/Th9UXlH5+8feXbOuMISQmZmRkBC3ZMWG6urqhISEqdNnR6OhzQEtalbVr3vze0fmp6WmNmnSuEGDBi+98u9xk5eUVVT1P/5X1dWxEMLjz0364fmn5uTk1G79tOP7/PD8U067cOSopyadecoxXbp0eu3fE2OxcN9jE//0xKSq6mg0Ft57/6PhRx4WQjigecaj9/yoSeNGjRrlNGrUqKSkpJ6fa87c+R/PWRuJRHoddU0sFsoro/c99OpdrZoP6dt24fIZ/ft0bNy4cQihe9eOcZFYSXn11Gkz+x/UJ4Tw9PP/XrO+7PjDmoQQunfr0v6ArF/f96/ObRv26N6tRfNmd/z5zTkLNyYlxPU6sHMI4fnXJoUQpsxcNfiEmyoqo9FYePVf7/Q/qK+jEABgf+3jwYMO+uUlh//5yYkFm27IPaDx0hXrY7FI7Snh9PSUyy85e+Waghf+M/sHb086dOjgY4d2eurV6Rf+5Ja4uMir4+YN6d1i4IB+NYOzMlMP7NG95utoNHr3g6+UlFXd8rOjBx7Uraqq+rzLR89bXPjR1JlHDhu65Qto1arlA3decsJ5d150xX2j777s7Q8+bd0s7Y+3np+amhxCuPa2v11x8xPjenUPIaQkxXfr2mnLvK7Hv/77XiwWGXXbGbltWoQQHvjLa2+8u2D6zLmHHdz9yVdmPP3SpGkzF4YQzjvz2JFXHPfbB/+bf9UDhw/KW7120/NvzG1/QOZPf3hKCCE5OblXlxZzF31y9NCuIYRGjRoN7nPA21OWd2qb1Ta39cqVqyZ+tPjkozr98AfHJCTEx2Lh5ruefumNGb+8ujw5OdmBCACwj4i/+eabd350XFzcsEMHtm2R8t93Z300c9mGgpLvHdnttl+NSE5K/Hj6nGEHdzt4UP8Tjzv07YmT/z3u42MO7/O97xy+eeOKyVMXr15X1Ltr8z/ecWnjxo1CCGPffLdbp5bDh31+2cOnn372j1ffyctteM+tl3Xp3KlD+7btWqUsWry8RZOMAQf1CiGsX7/h4+mfHDqoS78+B7Zo3qxBauUH0xaOnzitsqLq4nOHnX3GSe3a5rZrmxuJbp4xZ0lGSqy0tDQnK/XE44bWpmd1dfUbb77Ts8sBxxw1JISweMnShYuXHTKg88D+vUMIox97qWuHRrfecGn7drnt2uY2zEqaPnP++g2bBvTt/OmCJWXlVctWFSxbVXDooK7nnHnSed8fOnXarHemLCoprcw/e8j9d17evn27mq0UFa5fvnL1D39wdLu2uSGE0uINq9esu+D0oUOHDJg0+cMZsxbccOVZhx16cLu2ue3b5TbJTpw6Y0Hv7q1btmjuQAQA2EdEdm8KheLi4vLy8vj4+MzMzLi4uOrq6uLi4pSUlKSkpBBCSUlJVVVVWlpaQkJCdXV1UVFRLGXICbQAABqaSURBVBZLT0+veTSEUFRUFB8fn5aWVvNtVVVVSUlJfHx8enp6zZJYLLZ58+bExMSaSSpq1p+cnFzTuzXja0amp6fHx8fXfF1ZWVlaWpqYmBiNRmu2WHtyOxaLFRUVJSQk1Gy0oqKirKysdoVFRUW12wohRKPRzZs3RyKRlJSU0tLS2p+65icKIZSXl9e8vMzMzC/On///1dYOq/m2ZrdUVFSUl5dnZGTUjq+uri4pKUlJSan5rCEAAPtxHwMAwDeS+0sDAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACwb4rYBQAAfLPFYrGdH5wwatSoEEJ+fr4dt4dGjx5tNwLsyW9Rf4+8QfAVHbq7xPUVAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQAAfQwAAPoYAAD0MQAA6GMAANg1kVGjRtkLAAB8g+Xn5+/8YOePAQDgCwm70dTUafTo0XYjwJ78FvX3yBsEX9Ghu0ucPwYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAOhjAADQxwAAoI8BAEAfAwCAPgYAgN0VGTVqlL0AAMA3WH5+/s4Pdv4YAAC+kFDzz1lnnWVfAADwDTNmzJhdfYrzxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAGDXZGZm6mMAANgj+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAADwdSoqKtLHAACwR/QxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPa2hJp/xowZY18AAIDzxwAA8IXPzx/n5+fbF3to9OjRdiPAnvwW9ffIGwRf0aG7S5w/BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAsDdERo0aZS8AAPANlp+fv/ODnT8GAIAvJNT8c9ZZZ9kXAAB8w4wZM2ZXn+L8MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANg1mZmZ+hgAAPaIPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+4uioiJ9DAAAe0QfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAGBvS6j5Z8yYMfYFAAA4fwwAAF/4/Pxxfn6+fbGHRo8ebTcC7MlvUX+PvEHwFR26u8T5YwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAAD4aiXU/DN69Gj7Ys/ZjQB+kQL7O+ePAQDgC5+fP87Pz7cv9tDo0aPtRoA9+S3q79G+/wbBt4HzxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAANDHAACgjwEAQB8DAIA+BgCAXREZNWqUvQAAwDdYfn7+zg92/hgAAL6QsBtNTZ1Gjx5tNwLsyW9Rf4+8QfAVHbq7xPljAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAA9DEAAOhjAADQxwAAsCORUaNG2QsAAHyD5efn7/xg548BAOALCbvR1NRp9OjRdiPAnvwW9ffIGwRf0aG7S5w/BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDH8P/atWOUiIEoAMMOpM0NPIa9JxBsc4F3p5kLTCnsCey9h6VNDhCLCAFZNdkxsBu+r0kz27yE5OexAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOwp5ZxNAQCAA4uI9YftjwEAYNFd0NScVUoxRoCWt6jvkRsEOz26m9gfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAABAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAECLlHM2BQAADiwi1h+2PwYAgEV3QVNzVinFGAFa3qK+R24Q7PTobmJ/DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA0McAAPBdyjmbAgAABxYR6w/bHwMAwKKbL8MwmAUAAAdTa936E/tjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAsE3f9/oYAACa6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwDAb8Zx1McAANBEHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQDgv3XzpdZqFgAAYH8MAACLr/1xRJhFo1KKMQK0vEV9j9wg2OnR3cT+GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAAoI8BAEAfAwDAz1LO2RQAADiwiFh/2P4YAAAWaZomUwAAgJn9MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAgD4GAAB9DAAA+hgAAPQxAADoYwAA0McAAKCPAQBAHwMAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA3KbuzxMpJWMCANjJ6/OTIcweX0630cfTNLlbAAB7+Lh/uHt7N4er4v8VAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAQB8DAIA+BgAAfQwAAPoYAAD0MQAA6GMAANDHAACgjwEAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwCAPgYAAH0MAAD6GAAA9DEAAOhjAADQxwAAoI8BAEAfAwDAtfoEyV7cTL9gQ0UAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">49<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y5f7 wbf hd7"><div class="t m0 x97 h7 y5f8 ff5 fs0 fc0 sc0 ls1 ws0">414<span class="ls0">-1 </span></div></div><div class="c x11a y5f7 wc0 hd7"><div class="t m0 x97 h7 y5f8 ff6 fs0 fc0 sc0 ls0 ws0">Odsetek dostawców, którzy zostali poddani ocenie </div><div class="t m0 x97 h7 y569 ff6 fs0 fc0 sc0 ls0 ws0">pod kątem kryteriów pracowniczych<span class="ff5"> </span></div></div><div class="c xb8 y5f7 wc1 hd7"><div class="t m0 x97 h7 y5f8 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5f7 wc2 hd7"><div class="t m0 x97 h7 y5f8 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5f9 wbf hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls1 ws0">414<span class="ls0">-2 </span></div></div><div class="c x11a y5f9 wc0 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Istotne aktualne i potencjalne zagrożenia stosunków </div><div class="t m0 x97 h7 y523 ff6 fs0 fc0 sc0 ls0 ws0">pracowniczych w łańcuchu dostaw<span class="ff5"> </span></div></div><div class="c xb8 y5f9 wc1 hc5"><div class="t m0 x97 h7 y522 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y5f9 wc2 hc5"><div class="t m0 x97 h7 y522 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5fa wc3 hb4"><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">Udział w życiu publicznym (GRI 415) <span class="ff5">2016 </span></div></div><div class="c x2 y4f6 wbf hd2"><div class="t m0 x97 h7 y5ea ff5 fs0 fc0 sc0 ls1 ws0">415<span class="ls0">-1 </span></div></div><div class="c x11a y4f6 wc0 hd2"><div class="t m0 x97 h7 y5ea ff6 fs0 fc0 sc0 ls0 ws0">Całkowita wartość finansowa i rzeczowa darowizn na </div><div class="t m0 x97 h7 y529 ff6 fs0 fc0 sc0 ls0 ws0">rzecz partii politycznych, polityków i instytucji o </div><div class="t m0 x97 h7 y533 ff6 fs0 fc0 sc0 ls0 ws0">podobnym charakterze według krajów<span class="ff5"> </span></div></div><div class="c xb8 y4f6 wc1 hd2"><div class="t m0 x97 h7 y5ea ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y4f6 wc2 hd2"><div class="t m0 x97 h7 y5ea ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5fb wc3 h57"><div class="t m0 x97 h7 y566 ff6 fs0 fc0 sc0 ls0 ws0">Odpowiedzialność za produkt: Zdrowie i bezpieczeństwo klienta (GRI 416, 417, 419) 2<span class="_ _0"></span>016<span class="_ _21"></span><span class="ff5"> </span></div></div><div class="c x2 y5fc wbf h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-1 </span></div></div><div class="c x11a y5fc wc0 h75"><div class="t m0 x97 h7 y493 ff5 fs0 fc0 sc0 ls0 ws0">Charakter istotnego obszaru </div></div><div class="c xb8 y5fc wc1 h75"><div class="t m0 x97 h7 y493 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5fd wc2 hd6"><div class="t m0 x97 h7 y55c ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5fd wbf hd8"><div class="t m0 x97 h7 y4ba ff5 fs0 fc0 sc0 ls1 ws0">103<span class="ls0">-2 </span></div></div><div class="c x11a y5fd wc0 hd8"><div class="t m0 x97 h7 y4ba ff6 fs0 fc0 sc0 ls0 ws0">Podejście zarządcze (DMA)<span class="ff5"> </span></div></div><div class="c xb8 y5fd wc1 hd8"><div class="t m0 x97 h7 y4ba ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x2 y5fe wbf hd9"><div class="t m0 x97 h7 y28d ff5 fs0 fc0 sc0 ls1 ws0">416<span class="ls0">-1 </span></div></div><div class="c x11a y5fe wc0 hd9"><div class="t m0 x97 h7 y28d ff6 fs0 fc0 sc0 ls0 ws0">Etapy cyklu życia produktu, na których ocenia się </div><div class="t m0 x97 h7 y537 ff6 fs0 fc0 sc0 ls0 ws0">wpływ produktów i usług na zdrowie i bezpieczeństwo </div><div class="t m0 x97 h7 y5ff ff6 fs0 fc0 sc0 ls0 ws0">w celu poprawy wskaźników oraz procent istotnych </div><div class="t m0 x97 h7 y600 ff6 fs0 fc0 sc0 ls0 ws0">kategorii produktów i usług podlegających takim </div><div class="t m0 x97 h7 y601 ff5 fs0 fc0 sc0 ls0 ws0">procedurom </div></div><div class="c xb8 y5fe wc1 hd9"><div class="t m0 x97 h7 y28d ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y5fe wc2 hd9"><div class="t m0 x97 h7 y28d ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y602 wbf hda"><div class="t m0 x97 h7 y603 ff5 fs0 fc0 sc0 ls1 ws0">416<span class="ls0">-2 </span></div></div><div class="c x11a y602 wc0 hda"><div class="t m0 x97 h7 y603 ff6 fs0 fc0 sc0 ls0 ws0">Całkowita liczba przypadków niezgodności z </div><div class="t m0 x97 h7 y604 ff5 fs0 fc0 sc0 ls0 ws0">regulacjami i dobrowolnymi kodeksami w zakresie </div><div class="t m0 x97 h7 y605 ff6 fs0 fc0 sc0 ls0 ws0">wpływu produktów i usług na zdrowie i </div><div class="t m0 x97 h7 y606 ff6 fs0 fc0 sc0 ls0 ws0">bezpieczeństwo na każdym etapie cyklu życia, z </div><div class="t m0 x97 h7 y607 ff6 fs0 fc0 sc0 ls0 ws0">uwzględnieniem rodzaju skutków<span class="ff5"> </span></div></div><div class="c xb8 y602 wc1 hda"><div class="t m0 x97 h7 y603 ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y602 wc2 hda"><div class="t m0 x97 h7 y603 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y608 wbf hdb"><div class="t m0 x97 h7 y609 ff5 fs0 fc0 sc0 ls1 ws0">417<span class="ls0">-1 </span></div></div><div class="c x11a y608 wc0 hdb"><div class="t m0 x97 h7 y609 ff6 fs0 fc0 sc0 ls0 ws0">Rodzaj informacji o produktach i usługach </div><div class="t m0 x97 h7 y60a ff5 fs0 fc0 sc0 ls0 ws0">wymaganych na mocy procedur organizacji oraz </div><div class="t m0 x97 h7 y60b ff6 fs0 fc0 sc0 ls0 ws0">procent istotnych kategorii produktów i usług </div><div class="t m0 x97 h7 y4bd ff6 fs0 fc0 sc0 ls0 ws0">podlegających takim wymogom<span class="ff5"> </span></div></div><div class="c xb8 y608 wc1 hdb"><div class="t m0 x97 h7 y609 ff6 fs0 fc0 sc0 ls0 ws0">Częściowo<span class="ff5"> </span></div></div><div class="c x3e y608 wc2 hdb"><div class="t m0 x97 h7 y609 ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y60c wbf h74"><div class="t m0 x97 h7 y54c ff5 fs0 fc0 sc0 ls1 ws0">418<span class="ls0">-1 </span></div></div><div class="c x11a y60c wc0 h74"><div class="t m0 x97 h7 y54c ff5 fs0 fc0 sc0 ls0 ws0">Uzasadnione skargi <span class="ff6">dotyczące naruszenia </span></div><div class="t m0 x97 h7 y396 ff6 fs0 fc0 sc0 ls0 ws0">prywatności klienta i utraty danych<span class="ff5"> </span></div></div><div class="c xb8 y60c wc1 h74"><div class="t m0 x97 h7 y54c ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y60c wc2 h74"><div class="t m0 x97 h7 y54c ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y3c5 wc3 h7a"><div class="t m0 x97 h7 y3ca ff6 fs0 fc0 sc0 ls0 ws0">Zgodność z regulacjami (GRI 419) 2016<span class="ff5"> </span></div></div><div class="c x2 y60d wbf hdc"><div class="t m0 x97 h7 y60e ff5 fs0 fc0 sc0 ls1 ws0">419<span class="ls0">-1 </span></div></div><div class="c x11a y60d wc0 hdc"><div class="t m0 x97 h7 y60e ff6 fs0 fc0 sc0 ls0 ws0">Niezgodność z przepisami prawa i regulacjami </div><div class="t m0 x97 h7 y4ba ff6 fs0 fc0 sc0 ls0 ws0">społeczno<span class="ff5">-ekonomicznymi </span></div></div><div class="c xb8 y60d wc1 hdc"><div class="t m0 x97 h7 y60e ff6 fs0 fc0 sc0 ls0 ws0">Pełny<span class="ff5"> </span></div></div><div class="c x3e y60d wc2 hdc"><div class="t m0 x97 h7 y60e ff5 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 hb y60f ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y610 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2b y4d3 ff5 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs0 fc1 sc0 ls0 ws0">SPRAWOZDANIE NA TEMAT INFORMACJI NIEFINANSOWYCH ZA ROK 2021<span class="fc2">  </span></div><div class="t m0 x4 h4 y4 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y6 ff2 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x5 y7 w4 h5"><div class="t m0 x6 h6 y8 ff3 fs1 fc1 sc0 ls0 ws0">Grupa Kapitałowa<span class="_ _0"></span> MIRBUD | INDEKS <span class="_ _0"></span>GRI<span class="ff2"> </span></div></div><div class="c x7 y7 w5 h5"><div class="t m0 x8 h6 y8 ff2 fs1 fc3 sc0 lsf ws0">50<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y611 wc4 hdd"><div class="t m0 xef h2b y612 ff5 fs1 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11b y611 wc4 hdd"><div class="t m0 x23 h2b y612 ff6 fs1 fc0 sc0 ls0 ws0">Sławomir Nowak<span class="ff5"> </span></div></div><div class="c x5 y613 wc4 hdb"><div class="t m0 x11c h2b y614 ff6 fs1 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x11b y613 wc4 hdb"><div class="t m0 x14 h2b y614 ff6 fs1 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5 y615 wc4 hde"><div class="t m0 x5c h2b y616 ff5 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x11b y615 wc4 hde"><div class="t m0 x5c h2b y616 ff5 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x5 y617 wc4 hdf"><div class="t m0 xb6 h2b y612 ff6 fs1 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff5"> </span></div></div><div class="c x11b y617 wc4 hdf"><div class="t m0 x11d h2b y612 ff6 fs1 fc0 sc0 ls0 ws0">Tomasz Sałata<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5 y618 wc4 hdb"><div class="t m0 x23 h2b y612 ff6 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x11b y618 wc4 hdb"><div class="t m0 x23 h2b y612 ff6 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h2b y619 ff5 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" src="data:image/png;base64,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"/></div></body></html>