<?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,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);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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oO86DnUAJfYHXMSylFUe6Y32Bwr1bPvqbVMzPUM8sDeH+IM0N9obXDWuFe/NlC3xbp12dAr8eb9P54PTNMvjHl/tUrT2XTMI9YKfLZpHlJdUzfDx8d+51JtWmi2MVJNWui2O9KqmUTxS5JqnH62KxXG9fx6N26p8k6ZXTs0vFig/YYHfs948b+2Rix548b++djxH7vuLFPjSEJ6yYtCX93X29vva+3v6K9PX3MtyeqKUwKpmlSMBPe++w9v/a1e2jUKVNUTjxwiv/nHhRFqnHzgBobJxQA1Y+PKRkjZMT+mxF1YiwqlZOgcvWeVD4xCSrX7kll5b2pON44qpYzKoyGQKWJU/nYpLhxLyrLJ8WNe1F5blLcuBeVFZPixkhdGQEaItUlQ1Q+Oilu3ItKxaS4cS8qz06KG/eismxS3NBTIZrUFQItrnmev8dbo7k2NpWqKVG5Og6VT06JyrVxqKyaChXKNSZ1YegveTXdhdAHJmgvR8rr6DcXTVIbJb/5wUlqoOQ3yyepdZLf/NAkNY0Ib85Aib7d4nvzFvoWyW9+eJJylvzmkknKVvKbH5mkPCW/uXSSMoTpm7zvHdN4u2ACyRlZt0e/+b5Jau7kN8smqa2T33z/JDV08psLJ6WHhmY69t1jRuYtLC7+PoPCGxO4Bv8A4RBHm51ZnMD500nMyNhGzbOyOVb9DKsNsVlINu5l/WxWkqxeM/lDMHtaCVqGzRWzuXnWe0NoPXWbqNuKRs6bPFCIveg8hRHg4EzaDhTRMcZ8WgKLacu0gmrhGlRLx0ONlNdb0Da0E7WgvaiN8uMQOopOoFNsHkimPTPhreSnFB4w7KJwI8D/gPB/Bsjj9LJwMRXwJgbFo4CfBvwXAHMh5CmgNhfguwB+CsI/lQgXnwfcB3gY8DUAZ0PMGIM0T19CvcJvhdtCvzAoCqIoGkWr6BF9ol9MEQNiuhgRM8W4+LT4RvEZcZb4JvHNYjF9j+Cb+H/xbQGBRRGbk2BtQYg6OlYadMkqwgP/ySDtT/+E8ZIcGKMH/zk02R78V+/r7W339faL9/X29vt6++v39fZ3qeSuwHQUi6uo/EboyLuU6qtyqmGX075vNVqD6lED2oA2oya0AzWjPVRXtKOD6Ag6jjrRaXQGnUMX0RV0Hd1E/WyyCytMGlk6RNDWfI4Tgw2hcAkgn/mugnCYVxbfBCH/AXBjAhfDunA+Uw7rJMJcgOVs7o/WO4a/FahxvBzgpyCE66Mg4H+feIrfoXtanoDot7ovAqQ8YXaIBmTSLB7fbrlpuWX5g+W25Y+WlxWDYlIsilWxKQ7FqbgVj+JXUpSAkqo8o7xJeZvyduXLylcVZtOChVSUmFd8G4VXURcSsAy6d7y50Dqqx9ZTHbYVbUe70G7UivajA+gwrTswp3wXuDsGfluH9wJ+FGAxwBaAYR0+A+ASHR0ePzeJTk8i5iDM+A7AjPYrnD1k6zTTqZuFxtLueAzt/qD0dmJN0A8hn0L62bjEvGQAFY94LiADfpmtLAk+wUdDPkW+DDPt30AZ5Ds0RxHzD80/RJnQZkVHUPNSP0hzV3sf9F751/1UD4do7a5Dex/Z919JajFtE5nt0HUqG84J1wmG6gYemANyWA0QVv54yN29iZC7oHXuTtPVgnASnDMa8rf0lB/wurETvZLeDKLaAFEuIaoRENUJiGoFPNgFdXI/wGsAuzQpTuBc/hsSIYPHdXhyyCGIHwd8Z4IC3o/XUt11mJaR737aCuzEfhzCUZyLp+GZuAAX4WI8Hy/Ei3EFbZeqhrTL3TUJrXN3WaIM75YnNNBdaBU0XbVXh+/SvauXiDW6OBtH09F0m/dR43wF7y60oAP7EmnWx0G+MfXpFs1+pGnY9uPrTMeCBQhhKyo0/EVdb4zPXkcn0JMJu5H3UkyFN52wR8CNLFSfeWn5++nPSrVkgD4P0p8N9gPYUQb9OVEm/blQFv25UTb9eVAO/XnRU/TnQ0/Tnx+9jv5S0OvpL4DeQH+p6I30F0TP0F8aehP9hdCb6S8dvYX+wuit9JdBe9lFtG2eS3+ZtNcyD9JZTL9TQn8xqudK6dfm01+cjtzeR7/5fvrLRR+gv6foqP6DVK98iP6epiPfD6N8Ohb9CE3FR+lvGnqW/l6PPkZ/09Fz9PcG9HH6m4E+QX9vRM/T30z0Sfp7Bv0F/c2imvRTNI0v0N9s9Gn6ezP6S/orQJ+hv7egv6K/OegP9PdW9Ef6K0Qv09/bDH9t+GtUZPgbw9+gtxu+aPgimmv4tuHb6B2GPxj+gOZZfk9F9J1KlkLTqrxfWYiWKn+h1KAK5bPKZ9Fy5YvKi+g55dvKt9Fq5TvKd9Cnle8q30VrlFalFf2lsk/Zh2qVNqUNfUb5kfIjVKf8k3IY/ZVyRDmCPqscVY6itbbv2qPoc/Yz9rPoLi3nXjoeYeuqbGU1l3JgMqMYjPoGme1lP+1BUDg4axhHtKdA4SCTrB8NljJ8QAEIuwcGwHL4zjd14WAbPQDtLJX5BCwehv3wVv9d1j64yUXJLfmkoJQmZUox6e+l/dIPZYecKofkDDlXzpdfL0+3fda2FmrKRHGz5JicPeINH9Kve7PVSLZex+y0EGjNDdRtpq6Juh3UNVO3hzpWU9upYzY9bO2Z6VBWk1k9PkPdOeoushzAzHsf1fcMfpTCn8KaA0Lc7pmOvtDXGT54Eb1bVxs7EJ9f10IGf8/q7uC/Qw0eq/Y+DXD0U/4tgPgq7kJEMNIyV+85Qu1GZ+kY9xLtsfahW+gOFrARq9iNAziMYzgPT8ez8Bw8F5fgBXgRXoKX4Uq8Cq/GdXgdXo834a14O96Fd+NW2m4coK0GHlwN2uxGQuPR76KxwnmPf4zw2eOEzx07XE9f06UQjneMHX/c8C33DtfTF+ZPGH+lLj70xLmtiBYe0IXPmCBcAP0+an1K7VNvUC2NkRVaizraXuhbiy9B/9uK+IpQAe0lFlGf1bX5iFmZYZhNrKA+s4iuos9r6JdqEV/bHa/F4NLZlRRyVoffGv1U2EG5hIVmKovFSSOdY+gkHSf1UB11AV1G19ANdBsNYILN2I69OIgjOI7z8Qw8GxfiebgUl+FyvBQvxytxNV6D63ED3oA34ya8AzfjPXgfbscH8RF8HHfi0/gMPocv4iv4Or6J+wUkyIIiOAW/EBKiQq4wTZgpFNB0fVuitY8EpFUUrgb8WwziNAalFxgUr8DTRQyKRwEPQMyfwNMWEqB4KTxdwSzuR+BdEOfTEIfH/wrDKc0EZU5tP7ylaPhwGnh6OE0NwlPyIoPy77T0M/gcwByg/Dz7+gj4lUQ4HtClhIe8g+EcigqD6NfAgZ/Cu3U6Oo0csjjCx8kbKG4ACi7po0M55VB6BvA3AVwBsJjjQEEPgYd6To6APxnmiUCliPdVPkE1uNnwb4YepBh+Y7iG7NCquumYPYyiSoHyFjRHKVSKUKHyKeVT6O3KVmUrmqs0KV9F71BepC3sO2HUbhsatQ/uFA+w2QthM4XH6FcWPGw9iY/hk7gL9+BefAFfxtfwDXwbDwhEMAt2wSsEhYgQF/KFGcJsoVCYJ5QKZUK5sFRYLqwUqoU1Qv3wbMcZgGDJp82j8NkXD8B/S4Tw2RctvC2hB7V5l/KE5tXiVELIOoAwthLA+oi2K+zpTYADurd4Grj1217dW3q4TIeD9tTmgWAsJgq6XPD5pNuJ+FrM6+PAiblRD/CWjg/14/BhdlLe9bmeML/o7zTONA/ZpApBgP+s+1ab7lvLNDrNkNpmyAWDayicmpXOGBauT5Y003QwDu4BjvDROJQKVgFyuzewqsYw58Gt1rXwTQDBLnBwcyIOzW8iDvCd9ogZvAwQZAXxFmubDt7U0TwHsDlBRw8pFxMhREdZl3ItVd/QpWpTgianP/ibJHxibnwGQn6p48NnkvjwjQQHRuQ9Odfj5BfmJTD6G4BvA/gjHeVNCchDtPAPJFKrcYNRm7o0j7Rz/7M0/1ma/yzNr5I009E++jN8zcI/MWnWVsWOPlHw4aX5SeTGRHDq0tw0pjQffzKkWYQ1IQ3CXJPIV+hhVobtLqUQ5qZEmLkRr+nCYfVIOA/hexJxCPCBn90jdCaoiRsgBNbaRZj1QvxpKbwFa0sijNjIdIDuxFsj4E90+FqIGQJ4B+CqxFPyrwDZjC2WQGORIzr6SfAe3IA+hujS8eGXY/OBc0Cfd32uJ84v5y1Pg0aTv3VR9y23jud7xk4tUJuqNA/tCxtzT9kTJtlQpzUIa2PaXjuwbhOeAxxmDETO5TuJcG1ED2NzcYUuDtSEwS9zbiSoidsh5A2Jr/C9uCKsLEofS4STIoBy4q0R8Bc6HPruJB/gFwCCrIugcUkOQJAMArJCunT0k+A9uPFzwDN1fPj5OHy4MTrv+lxPnF+N50d1NBsTNPm3ONS+tWLs1AK1qUs22zf2mpBsAexsNAhWOOJnAYeSwy8Czi2suOa2J8IxjKgEPlPWqYsD2pHrbHw9QU2AdWZhewJynS2A3YMIaw6aBloEcJbuLT38f3U4X53gkvEPgG9NPBV/D5DrbxhTcs2n0U+C9+AGjPOEZ3R8uDs2HzgHRuRdl+uJ86vxvEdHk9dhOfEt7YudOshTuzbxRaD2p6yz3wdcACh8F/B/Bwgjeq3t+wqE/AXAL+nCOfwchL9TF+dbCckWnk9QE0GDau2yRyfZ/z2sY7D4si4NLyXeGgErdDjsSef9EwnmIogt8ZT3TAikRMoG/KM6+slwYm7UAezQ8aFuHD58a3Te9bmeOL9aT+N9OprwlviF0ZzXvvXOsVML1P6EJfvPqy2P3WrLRzXOdCBtD4IQBHiv1ZYOSG0H5ILBNajjFUj2+GdMDJ0VxCzs+Ql3Ddo4U0DmUTaTX6OUvk6+gZ4i3yTfRPlkN60vr4M1/tebv2v+LpoOVpRvAHvCGUDlpeGd8WxPyBK084F+4cGlkNmnsP1zS9EutofiMUrjg8tjGEqaoArUjC7g8Gsqlw+GS0Na/uyToeW5JQ6HXHOJ0CbzcRH+I4SDbal24kt1Ihx/Uadr4DQVEexYNaufOp0WBmoirIQIoYTmRbDTge+wILDyoI33DgDcnnhrBCzU4Xw8zEeYvJfLRwd8DHYlAQnMf2hjywPjwAm5IVQAfDHBBx4yBh8aR+ddn+uJ88t5q6VhWeIt8dnEt7QvntDBpNQCtalq+Ve6t2EsW+8HtidNq1HnnowapZW6TvoF3pfhLXOZTg74zhxeuz4PcXjPKAyQnwb2rC4OpwlzOWJNUnw4z0qE0SnvffDer7a/6NsAq3R0wJJc62l/WxfzrwDCLiPRqZPX0olwjWYskV8BVkvJ2wGH3o0I9LU6DzMl+HeA814kjDZFWCHVdlv9b9IX2+Fpn+5bv50IH8ETHa7nCddTGHpYvF+m7Q3VfzdRplOtUeqwvWLDGBaLLLf3PrFqLMvdB1a7dFCEPT0RsOcd2p1ci4YsbaZ+UuFUz90hcFJiGexw9T+Q799vj2Bq6ZcQ23O8EDWhHugnPQ45eLQckKn0xGl7sA2dwV7otb8WePAoeTjU2l16Mlo7sQT0Ix9Ngw7l42iRa1I+lwnjU95/ERfqwlsB8l7bVYAfTLQlWhygo82r8/21fDYHZqm0+Uv4ugh73LTZJb7uxeeP0pNgmQ7nrRe0WCJQE2EMLoZ0OMw38ZySDwMOI3qiJOETckOAVQbhcoIPWkgyH+qS8q7P9YT5pXzrhzgdQLMD3mLw5uCN4W+16r51VUttB6T2CKQWLKdfwSzBI98nOMUW7r4gPohXUE6Zac186v52lY+3UxAldhFNCd51vpK37gXvtD2YOJOBd29rUEBWqn2sVNvaBTciVOcGkElIE7Jp+NPCNOQX3iS8CQWFNwtvQWnC24QiFBbeKZSgiPAe2kuLyf1yP4obBIOAcgzEQFDuQ6D4FJUG1ptndY/tKT1KHRuFnaKOrf+w1Wy2+srqKatdrL/K5gbvsIpGHe0NM0tA7KaO9hIw1RGY9lrZ+QGYjrEwHWNhWrsx7aViWk8wrSeY1hNM6wmm9YT1UjGtJ5jWE0zrCab1BNN6gmk9wbSeYFpPMK0nmNYT3Mr4OrhhHNgFEGbUYP/bEL6VydQg7I0Z/AjAX+rgS8O4NAjnqQ5+RQe/rIMrdXiGDu7UfR3u4tC+tVYXZ38SPD5RDdXowA0mg3tGxhf3UX2OxXZac5c9ju2o0CBsEDYLTcIOoVnYI+wT2oWDwhHhuNApnBbOCOeEi8IV4bpwU+inXXRZVJimlg6y9XXSBbtGDsJ+EQpxHoNSq/Z0HwsH+AbynwyycLGR3W+i7Wu5SmJshgRCntfCy1gvRLzCZp91O2CusBCcx+6Q4ZC/Jf0D4N0MEggXqgDfDN99kUHxCqTnZZYGcT7gkGb8nkTKJTeLySH5Hk8/g/IZwAOJt0g65KJMS1UjpPAAhf8htUMuaIjwVqmT4pdIJoX/CPt18lhO8esgvzMBj7H4shPo/EL83jAfOPwpiyN8jqQxbkPe/5e8keI/BgpfYVB6AfAwwJ06nKdtYgjpTIact+jXwGdXAo5IWzLshDhJUFYTceRv8vLVSjCm4QLyaXuMeunPjN+D34ss+H34fUjFH8AfQDZcjj+E7PjDmLbc+Fn8LHLh5/BzyI0/jj+OPLgGv4C8tFb8DfLjL+IvogDsTEqFnUlPKXnK69E7lDcos9G7lQJlLnq/8jFlOVqivKC8gJYq9Uo9+qiyXdmOKpTvK99Hz7IRAu6Gest2KX1BNCTdDPBplFiNmPq5+fx03pJkSlM7CWLK3/XC6bWlqO5+v/yQ0zkWn9morfkB8k9P79Xgi/774+TX+IcHm99heq9Sfoe/P15+bz/g/N5+lfPL+pNR+mWB9s9ZDxNOlBc+Jc1hs+rQL2H3f9C+ITlLLiIkOaUYskjPSM+gsLRTakEZ0nekVhSXvi+1oXy2zx5NkxU5Bc2QU+VnUJHl/ZZyqrm6lW70nPVH1h+hFbZa21r0cTZ+wbRPiGmfkJ0wj2mfkOozhGmfENM+IaZ9Qkz7hLiPrxdj2icUBD5DKlAdLLCzymifUKB9QjaTKdA+oTCdhs2ijvYJ2cwl7ZsigfYJBdonFJbwVQI2VhRWUZz2CZlVBVtbFmifUKB9QoH2CZl1D5vxFWifkI3+hP3UHaDuMGJ27Eg4SV0XdT30fy/1L1B3meLXqH+DutvU0dGwSKgzI7BMYrO0YpC6CHVx6vKpm0HdbOoKaZx51Kfja2h1yqm/lLrlCGyS2PqJuIY6NofQgJj1FNgPik3U7aB4M/XpiFjcRx1r1Q9S/wh1x1nLhsBuVDxD3TnqaPmxNR7xOnV0JC/282PamIUIG5cTOt4kfuromJ5Eqculbhp1M6krgDUhTOB0BrgnDMlwhpIEJxaQlwFvpqWVxnbrDjbD3XkvE3Zaaj+71w0Tia1798P5B4MMxyq81YcyIc4mFgJx+BkJg4TdfvdTwnqq3RJbPf21xO7P+6l2agJAiIPgLQ2Si0Nw8PdwsoIWB8LhlAUUIs9RWEBmDcO4DnfrINJgvg7ykOcSpzWMCJ+V6GlzXLwDIR0T9ckfLhy8OImYoREhcJIE5R/D333faWDU3g10eJn2QUlxnMP/1ckDD+mWs4dLfDzIJQGgsIJqBSwcodqr8EGfR0R7brV4LW7EG/EWvA3vxC14L27DHfgQPopP4FO4G5/F5/ElfBX34VtUU+GBFsNpyvf3MUjrSQ0dJR43wF2NcPYhMsCNRPJCHdxC3/pvLf5BgN+cCBreOPLdkVB7egbwIEBOuXAoPcPwx7q3qnRp2w3wbyHEmMB5uL6+yZHRIfrwMZ72jxMzOW36fPGnb58E/DxtrVR8k7cUVCo8wuuFNyCvMJO2DSl0ZDkbBYU5QiFKE+YK81BYeLfwbpQpvFd4L4oKHxQ+hrLET1KtO12+Lf8RzZRfNmA0yyAaRPTWh0a38FWZ70CYtm2Ytm34MHW0bcO0bcO0bcM91NG2DV+g7jJ1tG3DtG3DtG1jllcCbTQEM5snoo62bWwNVKBtm0DbNoG2bQJt25htFuUFopxAAm3b2Housw0TaNsmLKeOtm3M8pat2MLeq9/JFlYDGKSak45t7/4zryvk51CqYElFYH6D/AwNaXhZGgCc9poGXyLfB5zDVcPwE6RV9+5LNOZ1kZ0yiPjtpBySQ6PeGvrijyDOhwCHM/Q0arW6EIhDPqeDL+lwmNuh/H2AkNPUcqSHe3Swa9KQUpMKJBUJ0jy2mnK/+k8QBCOtIW4hIISFmJAnTBdm0ZoxVygRFgiLhCXCMqFSWCWsFuqEdcJ6YZOwVdgu7BJ2C63CfuGAcFg4JpwUuoQeoVe4IFwWrgk3hNvCgEhEs2gXvWJQjIhxMV+cIc4WC8V5YqlYJpaLS8Xl4kqxWlwj1osN4gZxs9gk7hCbxT3iPrFdPCgeEY+LneJp8Yx4TrxIx/nXxZtiP6F9H6IQJ/GTEImSXDKNzCQFpIgUk/lkIVlMKsgKUkX74bVkLWmE09a2kZ2khY4W20gHOUSOkhPkFOmmfePz5BK5SvrILcLa+z7ayrCVdNofoi0Qw82A9wJeDfjnAbcCfhLwEsA/wXDaT2J4PYQ/BfiPAX8X4AcBn5sUvxbC1dH4YD7DB/ltaD/U0WnQxU/+rhPwDl3aNgEeAfxvAYfTKdB+wAsALwU6lwFfrMPbdGlervsWp+lPoq9Pz3h4N8TfkhTeCuGFgF8GvHJCnk+GV7VJaY6MTv9gnYZ3TBB+P7JxGvBnAf8W4KVJ8qCPMxl50MvAeOU+XlnfT/l+UBdHzwd9mnXfGpHm8fPVD3E6RuKT4m0ibVNdzRu6pZKN5Nn8ID9BO7kvLA6fLDt0ZvNfIr7e/3DtRZi1yhLE7kL2Jn33Ua7ZvxI7F2YlfAol7FweXMof55w/KDm5vzw+TpJzvzl5LcnS/fLiwUjX0Ozw4yIjQ+l57ZT0UI4eWHnB7PaDo3YbYbFIaKOQ2RwvfFxObxSKhGJhvrBQWCxUCCuEKqFGqBXWCo3CRmGLsE2ANXU+H6LBXToIsx9szmRwk4Hd4f1r+SqF52Q2098n76DwDouDCZstwYTN1VB8F0D27kmAfYYMgGwWqItT5rM6EswDavOncCubYSMant/gMy3ajA2fLyrRhUOI1AfhMG8j1SagfmZJm1fZraMDT6UXGBQ+BZCdAopEgw7C2oMA4212Nuco+O0EpL1XBgt18GACCuW68AsQ0g54pQ6emhCyt1YJ7M7MPuN2xltjKnD4NOArhnDK7esQpzgRYlQAbgfYMgw7jHVUwv10pPZrWMVwIbPkkbxIkfxSKlKlkBRBTikqZSEfrG6kwOpGQPqOtBdlSK1SK8qCNY6Y9AOpHcVlRbajXNkpp6DXyUE5DT0jp8th9CY5LuegN8tPyU+jt8ivk6ehQvkNw+sg74R1kPfAOsh8W62tHm5VTHnoaYrIUZomlrI5kLJCSNnbIWXvgJSVQMoWQMreBykro/1zVs4IL6duJXXV1K2hrp66Buo2ULeZuibqdlDXTN0e6vZR1w6ygPAR6o5T10ndaerOUHeOuovUXaHuOnU3qetHsGVOkKlTqHNSR3U32w0iRKnLpW4adTOpK6CuiLpikEwkLKRuMXUV1K2groq6GupqqVtLXSN1G6nbQt026nZS10LdXuraqOug7hB1R6k7Qd0p6rqpO0vdeeouUXeVuj7qblF3h9YUmljRSB3t7YtUj4oB6sLUxajLo246dbOom0PdXOpKqFtA3SLqllC3DOoknxvl86Ewyy7NA/h3DDK7g3FXUQZp2bPVkk0Q3gD4NghnIT+V2O7CbqD/a22VhmsKmNmSzCgx9/OfCb0AISHCdHsBsQ/De62NRHVweG1kVIgO8vWQQd06ycODgxd18NpQ+ODvETvf9WntTo7J02Q7F2EdA5tgtYqwUtB4PqiFcLx2OFxbx4BSGAcaDhvo2NHQDXNv99m2CS3CXqFN6BAOCUeFE8IpoVs4K5wXLglXhT7hlnBHFESjqIpuMSCGxZiYJ04XZ4lzxLliibhAXCQuEZeJleIqcbVYJ64T14ubxK3idnGXuFtsFfeLB8TD4jHxpNgl9oi94gXxsnhNvCHeFgcIIWZiJ14SJBESJ/lkBplNCsk8UkrKSDlZSpaTlaSarCH1pIFsIJtJE9lBmskeso+0k4PkCDlOOslpcoacIxfJFXKd3CT9EpJkSaFa0U/1YFTKlaZJM6UCqUgqluZLC6XFUoW0QqqSaqRaaa3UKG2UtkjbmH6U9kptUod0SDoqnZBOSd3SWem8dEm6KvVJt6Q7siAbZVV2ywE5LMfkPHm6PEueI8+VS+QF8iJ5ibxMrpRXyavlOnmdvF7eJG+Vt8u75N1yq7xfPiAflo/JJ+UuuUfulS/Il+Vr8g35tjxgIAazwW7wGoKGiCFuyDfMMMw2FBrmGUoNZYZyw1LDcsNKQ7VhjaGerxpTCBbc2i1qySGw01q7ae09DGo3yPPzFbkVM9+lzfcugY025k/5jexgJa3dgfQ1gPy+Jb6j6tMAua0030MEZy/wE1+S6WDYAwV2xdqp3to+bE45C0IgjnYixqfH+Raci8HPEODf4ifuDMA+vbs/g3f5LjC4yYmf5ZicU76/SXgdxPyFLuVPw1ufTKRHSIXwf4JwsCUfhD1KA3AGD98vhvm99fz0iW8B/JIO8j2KfD8ht3DnOxX5CVH8DARuYw5fET48TgonE8JPEgFLdkEeJw7f0w88x/8CX4fdpALg/CQefqqQdq6XGSDfI8rPheDnP/Abud6kkyhODc5SEeDMFH5SkWiBkO8BZX6CFj8xg58qxPeO8hOApHH484pCHl5N4XvuMD+TgO+25bcdws03GG4yTK4XyW+9snqRXAsmJfOTkPCHJ89j6Jbkshgn7/oUanub+b7cnLF5OAZXk3VLcsgrkoSknE51LmasO8JZfcmnz9h4fzZ1hYjtWsQwai6jjo2P2G2my6m/8kH0dORimXUX2F0KWfQrm9FpdAO78Uw6rq7DO+nY+QLtR8wQFtG+wg7hsHBeRGKEtvkrxA20XT8lXqdt93TaRq+nOe8k1ySVtrU1dKRKkBP5Ya/h0P0wWDrHepXSOXY3PCllOFnLcOE6szagfWBmk9sv9iB2y198LAqmfGYjbKhit8YYgqy3KdUOypTORXk9KzOG46USK7O8QXYTtxnZkZedayGG2YhZPAD3mVxm38M3B/9rRIxGNl6m9N89HKMepehjCIeBRhnQaGbjarxlFI0w0GgEGs1sLI5LxqTRCDROMh4IzsHouDQusxg0L9Fx0wE0JkwHp8HSISIVuYdvbR0qgxcnKIPxcz/tnrmfNpnc01KQ75XypBhL75H7Rmb3kZT7ETQMa+5BYw7EmJjG/HvSmD8xDeEwm3OZiIbQCzEmpAE8DcMNSEADXR6zXK4MHL0HjfuXqD1SfEiixFxyfGKJGlUnd9MYF0Z9dQV89aj21d1jlIIygkbbGDTKRtBoGyP319mcGm1ZOY08VvNH0VAgRrVGg8UopDTupeP03JgzJjfGoGCYyzSLYS+LKbmB2gKgEJYHoIzYzgKVjYenTgFugxlNQUAWS4WlAiHLcgttVSwnLP+KBKvP6kNmtVB9D7LYKm2fQCn2X9p/iVIdKY4gCjoWOj6Awo7nHc+jiGO742sok9k3vQIr3wxUJMflZ9C7YCbpQzCT9FGYSaoAW99n2X5F3EId7bmy0x1wBxrP9hfrbH8x7qM+t/2Fs/d0tr9IYLfMhBHW2f4iYRZ13PYX62x/sUD7NzrbXzQJ2188ge0v7KbV2f4izfYXj7L9RWPY/mKd7S+cz6LZ/kJfRbP9xeJy6idsf7FYT/0G6rjtL9Zsf9Eo21+ks/1FYid197b9ZafDsT259zcbxe83089J8bvO9DNTmk3vOPNTI+5Dm3iuitv06mashmx6H8i81bBNb9LsFe9tJdv03mMm6+MTPp0k5De/jQjR3QKnzWdxO9uxZrXGuy9uPPiQ5rn0N9GZC8wqIuZyNuc11V19olP0iyExKuaK08SZYoFYJBaL88WF4mKxgvZpq8QasVZcKzaKG8Ut4jZxp9gi7hXbxA7xkHhUPEH7u93iWfG8eEm8KvaJt8Q7RCBGohI3CZAwiZE82heeReaQuaSELCCLyBKyjFSSVWQ1qSPraB95E9lKtpNdZDdpJfvJAXKYHCMnSRfpIb3kArlMrpEb5DYZkIhkluySVwpKESku5UszpNlSoTRPKpXKpHJpqbRcWilVS2ukeqlB2iBtlpqkHVKztEfaJ7VLB6Uj0nGpUzotnZHOSRelK9J16abULyNZpnrXKfvlkByVc+Vp8ky5QC6i/f/58kJ5sVwhr5Cr5Bq5Vl4rN8ob5S3yNnmn3CLvldvkDvmQfFQ+IZ+Su+Wz8nn5knxV7pNvyXcMgsFoUA1uQ8AQNsQMeYbphlmGObQFKjEsMCwyLDEsM1QaVhlWG+oM6wzrDZsMWw3bDbsMuw2thv2GA4bDhmOGk4YuQ4+h13DBcNlwzXDDcNswYCRGs9Fu9BqDxogxbsw3zjDONhYa5xlLjWXGcuNS43LjSmO1cY2x3thg3GDcbGwy7jA2G/cY9xnbjQeNR4zHjZ3G08YzxnPGi8YrxuvGm8Z+EzLJJsXkNPlNIVPUlGuaZpppKjAVmYpN800LTYtNFaYVpipTjanWtNbUaNpo2mLaZtppajHtNbWZOkyHTEdNJ0ynTN2ms6bzpkumq6Y+0y0Trcv8PEEMJ/pgGK3CnY/jh8NMEoLzeBCM2gfhFOkRczPPwlOYUeBn7WA4RwfDST8I5lHQPwOck6AwCOfZ0p4JC/8xwI9AOD/BNGk+TxuL85MQ/xEgjMjhLsrx6cNJ53BmgDbCHrgA4XByBIIzRNG74Cmc9TBifgJG2PzUlnHTA3NsmJ80DactwF5vPAic1M/23QEeYr5ODyc5oTdCzJaJ+KadL/l+CIHZDlQBIXAWJH4KQmCOZPDTSeG/AgjnWcDIfMSM4F24K0Y7sdoHcYCrCObDhCaADnj6q4Rs8DOQBEgh/m4infzkSu1cYj4PAbNx2omTnALMRqBrE+ZriuFsFz8N5ydswmwTenFCOqcAQokjfjMPP4GZz3XxWRYoNX6jjnaOBo8DJzxjfl5U0pwinqf77lt1/OfnLUOd4icqYy5pb4OQpFlPXADx+VnKcPqvAGfQYrjJZ4xZpW0T8v8Bhb9aegPDGcNwvgeGE+aGbl7i7wJNBKdPD/KzvsbRD+PSeVD6YRw9MOX6PsV6/WrV33H17XjyMB4/x8lX8hwnl5Nxy2u88HHKa9zwByS34/BtqnOu4997y8+JYzOuAppHHT8nbmjGFWszrgKqpv4aJKJ66hqoe1jnxDHMDRZXYQhj+5r4LUmY7NVmj7+m5cQMObHc8y0Kzf9Xt2t46CS6ZOpT3As8THXib3c+lG8PUWX7rv2jKZr/ZcQ3S0Z9c+q72ifmvR9sCNle7HX38Z0HnaoAnJs3n8psq3ai06NI14POxYMrQb3EDpVY2X2V2P3Wm1dPbvSpSMhJwyOUk/vl3ZMj3fpUB+EkxwW0r8V2GV94rNP9ysvmwdbZzseizo5OxatTZzufyDqbnOonoc52/knU2c4Rfbji+6tZSf2u2kcpm8NfT9TRvY9vadHUYke/4wQyOPOQgt73Z3tHZu9oaDBsMGw2NBl2GJoNewz7DO2Gg4YjhuOGTsNpwxnDOcNFwxXDdcNNQ78RGWWjYnQa/caQMWrMNU4zzjQWGIuMxcb5xoXGxcYK4wpjlbHGWGtca2w0bjRuMW4z7jS2GPca24wdxkPGo8YTxlPGbuNZ43njJeNVY5/xlvGOSTAZTarJbQqYwqaYKc803TTLNMc011RiWmBaZFpiWmaqNK0yrTbVmdaZ1ps2mbaatpt2mXabWk37TQdMh03HTCdNXaYeU6/pgumy6Zrphum2acBMzGaz3ew1B80Rc9ycb55hnm0uNM8zl5rLzOXmpebl5pXmavMac725wbzBvNncZN5hbjbvMe8zt5sPmo+Yj5s7zafNZ8znzBfNV8zXzTfN/RZkkS2KxWnxW0KWqCXXMs0y01JgKbIUW+ZbFloWWyosKyxVlhpLrWWtpdGy0bLFss2y09Ji2Wtps3RYDlmOWk5YTlm6LWct5y2XLFctfZZbljuKoBgVVXErASWsxJQ8ZboyS5mjzFVKlAXKImWJskypVFYpq5U6ZZ2yXtmkbFW2K7uU3Uqrsl85oBxWjiknlS6lR+lVLiiXlWvKDeW2MmAlVrPVbvVag9aINW7Nt86wzrYWWudZS61l1nLrUuty60prtXWNtd7aYN1g3Wxtsu6wNlv3WPdZ260HrUesx62d1tPWM9Zz1ovWK9br1pvWfhWpsqqoTtWvhtSomqtOU2eqBWqRWqzOVxeqi9UKdYVapdaotepatVHdqG5Rt6k71RZ1r9qmdqiH1KPqCfWU2q2eVc+rl9Srap96S71jE2xGm2pz2wK2sC1my7NNt82yzbHNtZXYFtgW2ZbYltkqbatsq211tnW29bZNtq227bZdtt22Vtt+2wHbYdsx20lbl63H1mu7YLtsu2a7YbttG7ATu9lut3vtQXvEHrfn22fYZ9sL7fPspfYye7l9qX25faW92r7GXm9vsG+wb7Y32XfYm+177Pvs7faD9iP24/ZO+2n7Gfs5+0X7Fft1+017vwM5ZIficDr8jpAj6sh1THPMdBQ4ihzFjvmOhVTPVDhWOKocNY5ax1pHo2OjY4tjm2Ono8Wx19HmYCuRzTCrAjO52i1MfFYXzi3Grwf4CdCnfYk4JJrAtTOn4fx/fsK/Zv0Ls7f8fGWO87s0tDlQmFtEYA2o3cV0WodzO0l+GwrcxYA+j4ZniMTOBM5vecB85hosS9FJCIc5aGJP4NodEHCGNIYToBHki9/yoFlp6m58QP2Aw5nQiN839W+6L3Ic5qb5jBvmd7v/WPf1gO7r/NRtmK3DcKMrOghP+c0iV3Q4v3sC5lXxqimmsxZwuAtDu2OG34vxU8BV3Vs8Jr9dM5zAuZWjFpPPSMKNo3wOjts98pPCuS3lIJQXgvl39EOdhAR0EpKc9wZ4OluXd45/S/f1172iMuJnga9J4Nq8J9y1geMQE0715rO0miSv06WzRMf5TfCU32B2XofDXX44ApDPcv4tPIWvaHei8pjc0pXPbC6AmHxO06ijyW8D4SUOKxYYao02K81PTz+QwAXAEZx0DlcLsxMV0NB8sXg0gfMaNyJmm47bvB7x2zcKdVIHsgG3Y2j1UZOlgwlZ0jgf1nEJ7lKT4gmcgFUwn7XnKzpaTJj/JVsTOL9zROPnjES5cx7y25C1e+d+q/v6Cw8tJtwzqsn8FR0OVtB4C8CZU6TZquP2HR3O7xnl/F+dKC9eKyWQGb5SRbj1cmUCaloR1s8Ivx8P1sAIhjhJWpFbMksgY3yfBeG1Q68VofS5dtXuZ+FaFyz5tboJMTXNAOflE74yNzMhV2NoBviiNE/3dd5S6DVDrY6fG3Rf/93YUqdx6YgODybJkk4+5RAyUxy0NL8BXC+f2q1aOkkWDSMkmbWYLQ+N5muvheVf5PclrUzgGNaW+NoPBl2NuObnMtyvwysAL9XFnHy7Ofmvv7rt5uRbw4fRxj2Mluu11x7x9e+/gzhwdzXth7CTf36j+zrvh3D6cI8ov7+d41refwAh0GMcvKzlqGO4ZeG3iUKJ8J0sCO6rQyUatzuGJYTj/M4vfrP1R3RSByvKZFFC6sT1SVI3VZmfREx+etIEMt8BX++fUsypcimm4xK/l/V3Oi5xDcZ1AtzXOtxT7RjWYMBDTYNxCVkDMbcm8CQJEZCR7GHtGaxJY1iTToc16TCsSefCmnQ+rEm/C9ak30Op+0iN7k6Xz5B68tmke102ky+Tb2p3uzDbhMSKNNZWpFl+ZLgpdAMiaDP1m5CIdtA0NUNbgRG7Sb0ddCdGR5CE2N0NnaAhMWLnfbIztWC/M+T51Yf62cgCCGOWu3xd1zbqFhzGKf39NwIyk78ftgtIM7eb25OsA7rQ0+bT5l70jPkcLZUiKJV5UColo+Yuq0Z8farze48mrYmZzp33kdrHM2+8HOaguVOUgsmv16/SbtN8WGU8lTX6XWj3Y1SCk7U3mWoNHWuN4OHWs7HXBR6n2pLMk1cq82PZFjwaGR97Zf5xlOnkder74fboVeFHx+3kNdXHldudo7hdNUVuTzUfD7JdXXVfmuLxzJteYk49RhLz6pVzYVK9fdCpnXxPoPo+6/GjT3nCPqIZTvF7UiVqsraID1uDjdVjebz0kD6Frw1tkpyjIu0G0oevFTDMxfMvjKxRNdp9JI9VyY+Z4hAywA3j61CLdmfKEywJY+bw0bYUY/WnH8+WYWzr1tdCS5A8mnqUpT+6f//4ln6yneRrpfRZzvjuEqc2P5kod0y+iXBgWcouCiuRIk7/807qqe+kNgtmo1k1u80Bc9gcM+eZp5tnmeeY55pLzAvMi8xLzMvMleZV5tXmOvM683rzJvNW83bzLvNuc6t5v/mA+bD5mPmkucvcY+41XzBfNl8z3zDfNg9YiMVssVu8lqAlYolb8i0zLLMthZZ5llJLmaXcstSy3LLSUm1ZY6m3NFg2WDZbmiw7LM2WPZZ9lnbLQcsRy3FLp+W05YzlnOWi5YrluuWmpV9BiqwoilPxKyElquQq05SZSoFSpBQr85WFymKlQlmhVCk1Sq2yVmlUNipblG3KTqVF2au0KR3KIeUoHX2cUrqVs8p55ZJyVelTbil3rILVaFWtbmvAGrbGrHnW6dZZ1jnWudYS6wLrIusS6zJrpXWVdbW1zrrOut66ybrVut26y7rb2mrdbz1gPWw9Zj1p7bL2WHutF6yXrdesN6y3rQMqUc2qXfWqQTWixtV8dYY6Wy1U56mlaplari5Vl6sr1Wp1jVqvNqgb1M1qk7pDbVb3qPvUdvWgekQ9rnaqp9Uz6jn1onpFva7eVPttyCbbFJvT5reFbFFbrm2abaatwFZkK7bNty20LbZV2FbYqmw17AQXW6Nto22LbZttp63FttfWZuuwHbIdtZ2wnbJ1287aztsu2a7a+my3bHfsgt1oV+1ue8Aetsfsefbp9ln2Ofa59hL7Avsi+xL7MnulfZV9tb3Ovs6+3r7JvtW+3b7Lvtveat9vP2A/bD9mP2nvsvfYe+0X7Jft1+w37LftAw7iMDvsDq8j6Ig44o58xwzHbEehY56j1FHmKHcsdSx3rHRUO9Y46h0Njg2OzY4mxw5Hs2OPY5+j3XHQccRx3NHpOO044zjnuOi44rjuuOnodyKn7FScTqffGXJGnbnOac6ZzgJnkbPYOd+50LnYWeFc4axy1jhrnWudjc6Nzi3Obc6dzhbnXmebs8N5yHnUecJ5ytntPOs877zkvOrsc95y3nEJLqNLdbldAVfYFXPluaa7ZrnmuOa6SlwLXItcS1zLXJWuVa7VrjrXOtd61ybXVtd21y7Xblera7/rgOuw65jrpKvL1ePqdV1wXXZdc91w3XYNuInb7La7ve6gO+KOu/PdM9yz3YXuee5Sd5m73L3Uvdy90l3tXuOudze4N7g3u5vcO9zN7j3ufe5290H3Efdxd6f7tPuM+5z7ovuK+7r7prvfgzyyR/E4PX5PyBP15HqmeWZ6CjxFnmLPfM9Cz2JPhWeFp8pT46n1rPU0ejZ6tni2eXZ6Wjx7PW2eDs8hz1HPCc8pT7fnrOe855LnqqfPc8tzxyt4jV7V6/YGvGFvzJvnne6d5Z3jnest8S7wLvIu8S7zVnpXeVd767zrvOu9m7xbvdu9u7y7va3e/d4D3sPeY96T3i5vj7fXe8F72XvNe8N72zvgIz6zz+7z+oK+iC/uy/fN8M32Ffrm+Up9Zb5y31Lfct9KX7Vvja/e1+Db4Nvsa/Lt8DX79vj2+dp9B31HfMd9nb7TvjO+c76Lviu+676bvn4/8st+xe/0+/0hf9Sf65/mn+kv8Bf5i/3z/Qv9i/0V/hX+Kn+Nv9a/1t/o3+jf4t/m3+lv8e/1t/k7/If8R/0n/Kf83f6z/vP+S/6r/j7/Lf+dFCHFmKKmuFMCKeGUWEpeyvSUWSlzUuamlKQsSFmUsiRlWUplyqqU1Sl1KetS1qdsoq0O3M3IbcK45Q2Bfdt8HVripxHA+jqBHdsi2HkIsFqsvVs3GpdqBxppiMwgp8xtdPS4FnI0gfOvc8uScfGXgKYA9PXhcC6kGB6oHomLZQObh8PX6nKqw7UVdzIRjusZHbyeQVKh0a8bshdB/QyXYG2brwGLYIXDrSX4qrZwGCgsBQpRHVf1eIUuhbCfm8xKCl+dCBdXDCwZtnUAu4TxcF52PEccxzsgJTz8pK5k20fjQvndXpb3u7eHyp1brelxvprOS3PK+D5ISRGD3EaNWxtw3tJ0srKDdXR+zqwe5zniq/6kOsElzQ5Aj68YWwJ5eWnSy8+f/Wv2Rc1WsjHxLjrJuK1Jl8LiSM2JNGi85afTbk+UKTsbC2H5oL4cE6WmLyPpCNDfzyC7+RDkioWUDvQMpUQr2SuaRC1h1jbsHEutLLhFSyPQ13O4U8eH4rG5ynNE4ZKhOqXZQilaSuhTE+zgN4L1gxFO9TCA1YXUDe9CLTMCTXk38OckfEWnGfR1aoSs6lLLrVsMYBuk1alxaree2+IV0AwzAOpxgcWkvKoeqqfJudDTlGu0/K4YVe/G0XXjaarxNMnENVSvaTXZHqfWCBsH2J0TBxkUytmZpUKMyckILVcBXDoLfJiTkAH+RW5xpc+LcB14VQ6lqUubviYKQdC9xxkUYvwkQtB+/VpdTpQ4r2vcppPbjc3V5LZ6+Fv8fI7f6XIHkB3jPJKfek0r+5mUSghqh45XI9LJOfxzneTz03jBwpVbr5K1upyeSIKHEzS1ugAnMuOZCWnXIOfqLqg7vVwmIZzrn2qo0SRRvhosBLib11yNGo0pQ3sh9UENOpego6X2QKJWSnD2jGaXdimhtTTb7iGZZ1/fzfHEU7EnQQffhDiQLw65tagwG0LWMxshvAW+fjTBB84lnh5pk67EY1p9HK6tWonvAmjklAHy0ztO6/Rho66M5iRqN08hrdHVw08PjKZmWAcpAU1lBEs7zer3NHASLKqlbZCqlYlaxjnA2zvyJYjZmihTzeLQz0skkUeuD/Wan7eVWmvINSrIhlCFe4fbi5OJ+EMQ4lyA+Nwa8nlIoR04X6+TsU4IWQo6aiHECWjly8IhhEoawwt1b/UABL5p2uA4wA0ASxN0aC2bPlzXYkBHBfpch3cBne06jaErL03+D2v6gevbHtAkPZCSzaCvNo/q9c0HmkNt2XB8CjcPh5/mPEyUWrKm1b5bpWmVFsBbRn5Xq3FQjiNakKQ+odYfGKevyPWS0Mu0Hy2LliGo1/D6VonjnCZvy3geOU1MEmnguHBiAE51BT5shFLIA8lp0NX3cfARrdWexHcpTzi1nuHWsGm0hp8MPtSWQap0+Bh9y/pE+LAM90D8HjSyb7kO0uPk0psIHy/OyP4npKQSwiF3VEf1QHyu8ZYM92dAM9M0tEDMllHh47WwyxLaTJ8GfR91Cvj+RAjvT+rxcfu6axOyxPPIW3leXzgfOB3+rr6Xpa+n4/ZeJo/fD53ORJ2lHK6d5Fhv0jinObLHxaUUeMJlfu4rkfkR+P3Q0b3L9ZV2ktx9jJv0dEb0fLje0HB9uE5O4IQ8Arbj445GjyfKUd+v4KffaS31bV18OZESTdqBmqaXeHvRo3t32eiaor2bn/iu1rLoWw2+EwM0udbGHRhR7nVoxPiL60atZ3I9IRu8/zBG282/EkukStsVw/lWnJBqTbahldF6FPqcNupyMSHUWsbTidzpoXZCG+xK4rt6UN/oHI0HNZlJhnDSpMGZSK3WNnE9f4xpyBF5hDgGGC/wXpAmUet03FiZhK/k3NalH/bCabutOpNg42iYLJP6dkGvJ/Ujem03yw59D003cg/ryv00jGJ4f2OceSqtB8i+LqAwkuCENyd6CZnRj9Bh1Ib+Gf0bake99PdT9Ct0Cx1Hd7EbncM+HEM38VM4DxP8OrwPy/JuuRs3GiRDM/6h4TuGAeG9pnea3in8PbM3ElrZuobwPdNh02Gh3fQT00+EH1p+ryChQzEoYeG4kqXMFc4rpUqpMKC8X1koDCofU5aLWPmE8glRVP5CeUEkSr3yWdGkfFHZLlqUbyt7xVSlVfkHMUP5kXJMzFZ/o/5GfD1bZxLgdkdER4woPngL7uOcheYgZo2CNUuUz0xiDWx4HW5qN8fep42ViGajQjhVhK2irZliajESyE7yzUeeagFSzdIsDFvePDweP1qrN1YilWiVViKTz9vU11AfvbQRVIBWou1oF+L3qZ96SLl7EnghAi+qgRPCsG3W41LSj1bmCdjs7YA9UUFKrwvdeYIl41HriwJUhEo0OaqFPWWPQoc/agnhtaVW0xyTz+UrKfFXq12ThuvBXqgJfAfg41IPXi2ucO1Qg+o07bD3oXHlSaoREli77UQtiN3lEaIUz2L5NSAtj5aLI3uSqx9qT3Ji+/XRenztI9HjE6dJgDSxFIk6+8bHo6d9b27qe1eTT/nD7yFMnPLkvlDPY1SrH6zEc73O8inqbFIfj1J6kNJIhnU109QiOo0GMHliS/XB1lO2u7NUkwF2HmjbY9h/nUyN1fdPJp+HR9eyTpyHMXoT6PxjJKEPI89E2y9Qr9XK1oeY58dFViXYN8XaQ7ZrKUxDerERq098ST9IHj36PuHQTpZX58udr3Lvcyj3r3YaOp+IHq+eW493D3copa+9Hm2iDF5rPdhEmf2p91gTOvlJ0AidT4xG6HzNaoTO16xG6PyzRhhVxk/KmHVkG/xkjFGf7DS/dseU+hZxpdYibkcnHpNV/PvrS/+5Rj+K2vFanmX609IAj8rCDWvn/rwadmpD3358rc303Hk8bcaGUvjasfxK8Py1Yr+VKKM/VSssfZk+7rZUI2vU420RNZTW16Jd08ha89qyTkqU259tjDgv8NPHns5HQn4AKUK3pcSywLLIssSyzFJpWWVZbamzrLOst2yybLVst+yy7La0WvZbDlgOW45ZTlq6LD2WXssFy2XLNcsNy23LgEIUs2JXvEpQiShxJV+ZocxWCpV5SqlSppQrS5XlykqlWlmj1CsNygZls9Kk7FCalT3KPqVdOagcUY4rncpp5YxyTrmoXFGuKzeVfiuyylbF6rT6rSFr1JprnWadaS2wFlmLrfOtC62LrRXWFdYqa4211rrW2mjdaN1i3WbdaW2x7rW2WTush6xHrSesp6zd1rPW89ZL1qvWPust6x1VUI2qqrrVgBpWY2qeOl2dpc5R56ol6gJ1kbpEXaZWqqvU1Wqduk5dr25St6rb1V3qbrVV3a8eUA+rx9STapfao/aqF9TL6jX1hnpbHbARm9lmt3ltQVvEFrfl22bYZtsKbfNspbYyW7ltqW25baWt2rbGVm9rsG2wbbY12XbYmm17bPts7baDtiO247ZO22nbGds520XbFdt1201bvx3ZZbtid9r99pA9as+1T7PPtBfYi+zF9vn2hfbF9gr7CnuVvcZea19rb7RvtG+xb7PvtLfY99rb7B32Q/aj9hP2U/Zu+1n7efsl+1V7n/2W/Y5DcBgdqsPtCDjCjpgjzzHdMcsxxzHXUeJYQGVpiWOZo9KxyrHaUedY51jv2OTY6tju2OXY7Wh17HcccBx2HHOcdHQ5ehy9jguOy45rjhuO244BJ3GanXan1xl0RpxxZ75zhnO2s9A5z1nqLHOWO5c6lztXOquda5z1zgbnBudmZ5Nzh7PZuce5z9nuPOg84jzu7HSedp5xnnNedF5xXnfedPa7kEt2KS6ny+8KuaKuXNc010xXgavIVeya71roWuyqcK1wVblqXLWuta5G10bXFtc2105Xi2uvq83V4TrkOuo64Trl6naddZ13XXJddfW5brnuuAW30a263e6AO+yOufPc092z3HPcc90l7gXuRe4l7mXuSvcq92p3nXude717k3ure7t7l3u3u9W9333Afdh9zH3S3eXucfe6L7gvu6+5b7hvuwc8xGP22D1eT9AT8cQ9+Z4ZntmeQs88T6mnzFPuWepZ7lnpqfas8dR7GjwbPJs9TZ4dnmbPHs8+T7vnoOeI57in03Pac8ZzznPRc8Vz3XPT0+9FXtmreJ1evzfkjXpzvdO8M70F3iJvsXe+d6F3sbfCu8Jb5a3x1nrXehu9G71bvNu8O70t3r3eNm+H95D3qPeE95S323vWe957yXvV2+e95b1D1YPRp/rcvoAv7Iv58nzTfbN8c3xzfSW+Bb5FviW+Zb5K3yrfal+db51vvW+Tb6tvu2+Xb7ev1bffd8B32HfMd9LX5evx9fou+C77rvlu+G77BvzEb/bb/V5/0B/xx/35/hn+2f5C/zx/qb/MX+5f6l/uX+mv9q/x1/sb/Bv8m/1N/h3+Zv8e/z5/u/+g/4j/uL/Tf9p/xn/Of9F/xX/df9Pfn4JS5BQlxZniTwmlRFNyU6alzEwpSClKKU6Zn7IwZXFKRcqKlKqUmpTalLUpjSkbU7akbEvZmdKSsjelLaUj5VDK0ZQTKadSulPOppxPuZRyNaUv5VbKnYAQMAbUgDsQCIQDsUBeYHpgVmBOYG6gJLAgsCiwJLAsUBlYFVgdqAusC6wPbApsDWwP7ArsDrQG9gcOBA4HjgVOBroCPYHewIXA5cC1wI3A7cBAKkk1p9pTvanB1EhqPDU/dUbq7NTC1HmppallqeWpS1OXp65MrU5dk1qf2pC6IXVzalPqjtTm1D2p+1LbUw+mHkk9ntqZejr1TOq51IupV1Kvp95M7Q+ioBxUgs6gPxgKRoO5wWnBmcGCYFGwODg/uDC4OFgRXBGsCtYEa4Nrg43BjcEtwW3BncGW4N5gW7AjeCh4NHgieCrYHTwbPB+8FLwa7AveCt5JE9KMaWqaOy2QFk6LpeWlTU+blTYnbW5aSdqCtEVpS9KWpVWmrUpbnVaXti5tfdqmtK1p29N2pe1Oa03bn3Yg7XDasbSTaV1pPWm9aRfSLqddS7uRdjttIERC5pA95A0FQ5FQPJQfmhGaHSoMzQuVhspC5aGloeWhlaHq0JpQfaghtCG0OdQU2hFqDu0J7Qu1hw6GjoSOhzpDp0NnQudCF0NXQtdDN0P96ShdTlfSnen+9FB6ND03fVr6zPSC9KL04vT56QvTF6dXpK9Ir0qvSa9NX5vemL4xfUv6tvSd6S3pe9Pb0jvSD6UfTT+Rfiq9O/1s+vn0S+lX0/vSb6XfCQthY1gNu8OBcDgcC+eFp4dnheeE54ZLwgvCi8JLwsvCleFV4dXhuvC68PrwpvDW8PbwrvDucGt4f/hA+HD4WPhkuCvcE+4NXwhfDl8L3wjfDg9kkAxzhj3DmxHMiGTEM/IzZmTMzijMmJdRmlGWUZ6xNGN5xsqM6ow1GfUZDRkbMjZnNGXsyGjO2JOxL6M942DGkYzjGZ0ZpzPOZJzLuJhxJeN6xs2M/giKyBEl4oz4I6FINJIbmRaZGSmIFEWKI/MjCyOLIxWRFZGqSE2kNrI20hjZGNkS2RbZGWmJ7I20RToihyJHIycipyLdkbOR85FLkauRvsityJ1MIdOYqWa6MwOZ4cxYZl7m9MxZmXMy52aWZC7IXJS5JHNZZmXmqszVmXWZ6zLXZ27K3Jq5PXNX5u7M1sz9mQcyD2ceyzyZ2ZXZk9mbeSHzcua1zBuZtzMHoiRqjtqj3mgwGonGo/nRGdHZ0cLovGhptCxaHl0aXR5dGa2OronWRxuiG6Kbo03RHdHm6J7ovmh79GD0SPR4tDN6Onomei56MXolej16M9qfhbLkLCXLmeXPCmVFs3KzpmXNzCrIKsoqzpqftTBrcVZF1oqsqqyarNqstVmNWRuztmRty9qZ1ZK1N6stqyPrUNbRrBNZp7K6s85mnc+6lHU1qy/rVtadmBAzxtSYOxaIhWOxWF5semxWbE5sbqwktiC2KLYktixWGVsVWx2ri62LrY9tim2NbY/tiu2Otcb2xw7EDseOxU7GumI9sd7Yhdjl2LXYjdjt2EA2yTZn27O92cHsSHY8Oz97Rvbs7MLsedml2WXZ5dlLs5dnr8yuzl6TXZ/dkL0he3N2U/aO7ObsPdn7stuzD2YfyT6e3Zl9OvtM9rnsi9lXsq9n38zuj6O4HFfizrg/HopH47nxafGZ8YJ4Ubw4Pj++ML44XhFfEa+K18Rr42vjjfGN8S3xbfGd8Zb43nhbvCN+KH40fiJ+Kt4dPxs/H78Uvxrvi9+K38kRcow5ao47J5ATzonl5OVMz5mVMydnbk5JzoKcRTlLcpblVOasylmdU5ezLmd9zqacrTnbc3bl7M5pzdmfcyDncM6xnJM5XTk9Ob05F3Iu51zLuZFzO2cgl+Sac+253txgbiQ3npufOyN3dm5h7rzc0tyy3PLcpbnLc1fmVueuya3PbcjdkLs5tyl3R25z7p7cfbntuf9/e98D3lR23Ht19c8YWZZlWZZl2ZZlWZYlWZZtWZZlWZZlLSGEEkIIdSghhPBYQillWUJdQohDKKUOJSylPEIpS1nCIw4hhBDK8lzKeimPsizrZVlCiZewrEsdlrAO8aOsA/Y7d86V7sjyBTlA871+fPudo9nhd8+fOXPmzMz942OOE45TjrOOHsclR6/juqPfcdsx6BhyMk6FU+XUOg3OQqfV6XB6nD5n0BlxTnZOc850znbOcy50LnEud7Y51zjXOTucm53bnDude5z7nQedR5zHnSedp53nnBecl51XnX3Om84B513nfRfrSnOpXTqX0WV22VwuV7XL7wq5oq4prumuWa45rvmuRa6lrhWuVa5213rXRtcW13bXLtdeV6frkOuoq8vV7TrjOu+66Lriuua64brluuO65xqukFWkV2gq9BUkDpSMSH9MPOyBkQxCL5XL4n+17YjifY7PLOJopTlGSzrl3Rxy+C5giuDaT3HtyLMZCdvAtRPjc3g2T8Z9a618hLsje1PxN4S2jVzi+PLVhP4HppZ7f1fxBfhukI/UO+ULCLJ/2DqaVtTE6efkHaT+W+5aZkQxEqMlN2W7uW+BjEzjaIU0RrPbZTtIlBEcOT6alnvHoiUuRRf3xbKRj0fRVjmX9+x/cIOjFW/F6ZfkPyctfBMwL8nWkPpzQI/I3o/JhNB3BFp+XZCVLIerR54jnL+U9ZI6c+Qywbwhj5L6s8OkNXaCnBvhBGjz0/Iwqb89wpL6D2TzCZ/7K5oSyXX5u1zNfTdLopLrST2Z0ZJ/tch6YutF1zo2Blj3thFbfI1gLSRvyPbF+iXrHkI6EBRoft1nAu2Or7VFvinWF2tR/AHq92asXzZP8XZ83fNg3Xma15Mtgm6MnAFMcRJmAfC/lMRXgJ4YBZ1RasbWJUyDbj8cI1V+Ia5jvO6NbES0UsAAbVW8MQr/9vAHpLX3lX8Y19v/VObH6UGBlhxUfCTosHydQFPdHh6K063D34nRkmvD/zGaL7+E9sI/Ifq1R++L8e0Rpp+bO90LWIcfhyb6/5OYHkq+I/8oTsP+onuNnSb/X2Q8bmHf8fwJ3Hj4/fKm0hSj6T5i3hs+BHu2RdizCfTXE/lkL7+D6POjMHg/PpzOHt4f26fMKuBf5+TM79nripcFmsdkAX9RnG+RDzKxv3WL7aFKwf3rZM6uStJllaSeNPIzrpaHEP3tGI1tQiItfxPt368i+l8Q5iVEvxPf4zeUzFh2hrUAPZe3gd8T+IoWhP8V2BMfolWE7pdxYzgw/A8cDXOhdJNie3y/3JRPHlufka5iW83bzGFuV1oUF2PyjNuQb8XPIzizEm0O2KUY/bdA/0+E+R7wPx23pTsV+Q+xJ/8IX7WJ2YdfC3t8JJA4FzL+vbHxk71WhehH7rvEs0k+Pemc4qxHlvzt+DkSO1NCcT0MjWg4WtmOdPW1OI31/KbiH5HtWjbWuojZ2ATMTdiztJ2dyhdiGHLW7EJn0Mtxn2REZkfnbDk640CXhr2g571I59+L616/7IigY7KfxmmRsSXQE5SVcduC/BxeB4BO0AFkM8c463PBvmF5ZnFnHL8uf8edoeS8VoyiY+fCpVFn/TX5OejrW3EdGxx2oH2xItFmMneRHTApNsflj3we3n7+emQnzPFDNN8P0b4oYQS/bnm8nREOw+/9hLkL/ga2h2yGfDcT+6unbZwfInExLyT6CcyA3ATr60ik8Z6N8R/cT6SxzxC/Vp9IY/+E6NvPwS59nEhjP4Twf4Ewv0CYtxHmI4SJ01gmhH9MwICtcCVh2hQ345g2ZXEMI9kOets3THaEZK/cDf7AwlH0WJgPRtFjYfyj6LEw+lE08n+wX4R9Id4efo3ac+SrYF/oTU43eNvlkndyvfB0R5x+Sf5FAaP4gYBRfDtOv8lh+HOcx4BMKMYF9JvC+U7kXxy7FtNiZzfzG8ViQv8xXRfQpSPD3CnmkhFvWbJo2AwYRQwjmcvJSrJjmLMnX2J/SegfPniFo6XrYzT2YZgBTjf48SA68bxOOMfjZzc+o0ed+/EzXbJc2gn6f1rYCzBO4EsOgh2O8WeNotu4mJHuU6KT5hidEDO2cbED0VUuZvxzGXci/3T4JCclDhPTeUTz+IS9vxz16x9F/0a5IiZbHGOSNgdR+3Eax55ie3wsPR+JjKLHwnw8it4OPhuPUUQEDKIfI7YlOjYk6DylwQ4nYDjdju+drwsY5C8t4mjp5JFvJtKjMO8gjECLxc7jpQ/KuDUaenAHxrlW0Hk0x4OKzwgYxR60LybH9wW2mQPKtPj6Dija4jYTxdqEfx9hVsVtL47BE+2PQKOzm1w7O3YtphNi9h2yo6S+BHxMo1ieXhsfT5xOOOvR3pT8uRR2Gd2/iqhwLfgDLv68CAr7FMXybVwsz+81sVh+uXQ41heO0+N7amMijeP3mM/G7684TfaFEe2dq2jvCPR2iOVje+cDtHc+QBizgFFmCRhEPzx+/xpHi8bmTy4eHzMGJ7pE/Ea2Z/iNRDp5j7M9nA+D6eQ9HsMIdPIel2mGRxLpRIzCIOxxROPYf0hZGtuDZH99QdiDyoyx9yCvk8qYTlJ6zH0KGMXasTFcO+S89sd1exH4JCJ5g4RcwV75B9wXc5NocR/jdHwuKLdAxlmK5lsqYFCegW9neN4o+s1x+CrvIExRHOMCOtFXaYqPB9GJdknwJzH9hDGQ64jZPbpGAo1zIHGb5k+kcQ4kzt+YSCfkRsY4W6m/KtCjfB4hd/Gq9O9J/X/Bfi6XvscIfs6byMeI0wm5C+QvjbUH+b38dWEvjz5D43tQoJPONdbEXRs716BNHMu/iWiR3IhkruJ5hvczcd4D83EORMy/wrmRuI/kT6RTi7+EXErsvAAMonGORUxPcO4lPs6KRBrnZAj/bXQmxmmiP/lIf55H54tApxITjTe34+LyM3E7AzSfB56LdOCzgp0Bm7aXt71KZHsDAkZxCWHqhXaUUYS5Jm6fJYtGipDPUDQ2Btleuq/fFHJNYrYR6yqNc2P2SqCpHeZzU2Azif77BTsMNM5Z7QCZ8H4UonEuK+ZfKUfRKMclbouE3Bexq/MFH0agcU6MzPdLgo4JdEr+YSo5NJf8ZaQzL8d1ZqwYpGYUPZYOqxLpxL4ULqEvROMc3XbI0cX8ru8gvytOE9+S5u6oz/lyjCb281Tc3h6RzxXsiUATzL8gzFcQ5isIA3b4QZ+w94fZRFosB0hibS5mjMXdX43RY8rqZCI9al3y0brE6VGYKoSJ0ziXSHRGifZOnI6fNTgGn5RIj9qDY7fzJuR+XxT8HDaN9xUhlwJ04jn4d+gs+DtB5rJctC6DaF0GEeY3Akbxt+i8iNNjxvWKRHqUfXaC/AdG0SnElWPm2ZQMn2ejNM7HxuNB6ouuimMS9/JGtJfjdEL+dofivGCjEH2Ti6f4eC2W91Ak0gmYmF1SJNIp5YFRrhXnqON9+RNp0bwxxAtsuxA78PSbQj5ZLEcnmmdOivfZ+dy3zPl4/xh8nR3ln+Pt2xNpnJcmc/kQzStO43x1jM/7HnEa57EJ/3XB5gt0Qn77puy6sF8UnwbMrEQ6lTgo4f67WL4C5R5F8gMsY5D9hzyLYeS1ch/jlPvl32Uq5EfkP2W+I39V/r+Zl+T/JP8ts1X+QDGReUdhJPH39fRrE/OYDybmTzRLCiZWTQxISiY2TmyUVEycPnGGxD1x1cR/kVRl/GPGMcnXM/5JXSf5hrpRHZIMqT9UfyS5r76X+QlWovl1loH9TFZhViX751m+rM+y3856Put59vtZf5K1le0kY1LLLnPf05dr5TZmorxOXseY5Tvle5hi+ffICtrlP5QfZNzyQySC8yhUijzGq8hXFDMRhV1Rx3xy4mcntjKfV11QXWC+mPFqxqvMPO4vqTJfYhYRN3YPKftJOUjKEVKOk3KSlNOknCPlAinc3Yar5LePlJuEHiC/d0nhVptlGO4vL7FqUnSkGAnPzMBfTWBdpFST4iclRApZN3YK+Z1OCreqc8jvfFLIONilpKwgZRUp7aSsJ2UjKVtI2U7KLlL2kms6ye8hUo6SQmwT201+z5BC7AJ7kfxeIeUaKTdIuUUK9+zIPfI7zDBSGSnppGhI0ZNiIsVCCtF+qZv8ekkhvqA0TH4nkTKVgb8UJm0lhZyp0gXkdzEpy0hZSf5/NfldS8oG+DsKEulWQu8gZTcp+0g5QMphUo6RcoKUU6ScJaWHlEuk9JJCVpX7+0bS26QMkjLEMDLuLxoQDZURj4JhFBaulg9B/SmoJ0H9ElfLbIxkZLeMe5LktzIOOSTntF0m13E0Q6InZgT2uFoOMSAzHTBrgbMNOF8EDPevr8u5XXABenyfy1owr3N/CYpEO9ugxzaol0KdDr2fh/o9wLwO/Bfj/L+Dqwpl3PsmQZkmXttlfqC5Wodqhq+tqKac/0HmeJ35VBIfarjPxdNS+tbXEa4eQf86Rv38Q/81xXrk10zhKM47Aof8aybQXFRVAW87JbZQOM4eOfynODlIJnDrRVa5M752IzyH0m1x/gVFWXw1xWq6ylB702pCDOvVMippjeq86qLqiuqa6obqluqO6p5qOEOWkZ6hydBnmDIsGfYMd4Y3I5ARzpiUMTVjRkZrxtyMBRmLM5ZlrMxYnbE2Y0PGpoytGTsydmfsyziQcTjjWMaJjFMZZzN6Mi5l9GZcz+jPuJ0xmDGkZtQKtUqtVRvUhWqr2qH2qH3qoDqinqyepp6pnq2ep16oXqJerm5Tr1GvU3eoN6u3qXeq96j3qw+qj6iPq0+qT6vPqS+oL6uvqvvUN9UD6rvq+5lsZlqmOlOXacw0Z9oyXZnVmf7MUGY0c0rm9MxZmXMy52cuylyauSJzVWZ75vrMjZlbMrdn7srcm9mZeSjzaGZXZnfmmczzmRczr2Rey7yReSvzTua9zGGNTJOu0Wj0GpPGorFr3BqvJqAJayZppmpmaFo1czULNIs1yzQrNas1azUbNJs0WzU7NLs1+zQHNIc1xzQnNKc0ZzU9mkuaXs11Tb/mtmZQM5TFZCmyVFnaLAOx/9YsR5aHnADBrEjW5KxpWTOzZmfNy1qYtSRreVZb1pqsdVkdWZuztmXtzNqTtT/rYNaRrONZJ7NOZ53LupB1OetqVl/WzayBrLtZ97WsNk2r1uq0Rq1Za9O6tNVavzakjWqnaKdrZ2nnaOdrF2mXaldoV2nbteu1G7VbtNu1u7R7tZ3aQ9qj2i5tt/aM9rz2ovaK9pr2hvaW9o72nnY4W5adnq3J1mebsi3Z9mx3tjc7kB3OnpQ9NXtGdmv23OwF2Yuzl2WvzF6dvTZ7Q/am7K3ZO7J3Z+/LPpB9OPtY9onsU9lns3uyL2X3Zl/P7s++nT2YPaRjdAqdSqfVGXSFOqvOofPofLqgLqKbrJumm6mbrZunW6hboluua9Ot0a3Tdeg267bpdur26PbrDuqO6I7rTupO687pLugu667q+nQ3dQO6u7r7OWxOWo46R5djzDHn2HJcOdU5/pxQTjRnSs70nFk5c3Lm5yzKWZqzImdVTnvO+pyNOVtytufsytmb05lzKOdoTldOd86ZnPM5F3Ou5FzLuZFzK+dOzr2cYb1Mn67X6PV6k96it+vdeq8+oA/rJ+mn6mfoW/Vz9Qv0i/XL9Cv1q/Vr9Rv0m/Rb9Tv0u/X79Af0h/XH9Cf0p/Rn9T36S/pe/XV9v/62flA/lMvkKnJVudpcQ25hrjXXkevJ9eUGcyO5k3On5c7MnZ07L3dh7pLc5bltuWty1+V25G7O3Za7M3dP7v7cg7lHco/nnsw9nXsu90Lu5dyruX25N3MHcu/m3jewhjSD2qAzGA1mg83gMlQb/IaQIWqYYphumGWYY5hvWGRYalhhWGVoN6w3bDRsMWw37DLsNXQaDhmOGroM3YYzhvOGi4YrhmuGG4ZbhjuGe4bhPFleep4mT59nyrPk2fPced68QF44b1Le1LwZea15c/MW5C3OW5a3Mm913tq8DXmb8rbm7cjbnbcv70De4bxjeSfyTuWdzevJu5TXm3c9rz/vdt5g3pCRIU6Uyqg1GoyFRqvRYfQYfcagMWKcbJxmnGmcbZxnXGhcYlxubDOuMa4zdhg3G7cZdxr3GPcbDxqPGI8bTxpPG88ZLxgvG68a+4w3jQPGu8b7+Wx+Wr46X5dvzDfn2/Jd+dX5/vxQfjR/Sv70/Fn5c/Ln5y/KX5q/In9Vfnv++vyN+Vvyt+fvyt+b35l/KP9ofld+d/6Z/PP5F/Ov5F/Lv5F/K/9O/r38YZPMlG7SmPQmk8lispvcJq8pYAqbJpmmmmaYWk1zTQtMi03LTCtNq01rTRtMm0xbTTtMu037TAdMh03HTCdMp0xnTT2mS6Ze03VTv+m2adA0VMAUKApUBdoCQ0FhgbXAUeAp8BUECyIFkwumFcwsmF0wr2BhwZKC5QVtBWsK1hV0FGwu2Faws2BPwf6CgwVHCo4XnCw4XXCu4ELB5YKrBX0FNwsGCu4W3C9kC9MK1YW6QmOhudBW6CqsLvQXhgqjhVMKpxfOKpxTOL9wUeHSwhWFqwrbC9cXbizcUri9cFfh3sLOwkOFRwu7CrsLzxSeL7xYeKXwWuGNwluFdwrvFQ4XyYrSizRF+iJTkaXIXuQu8hYFisJFk4qmFs0oai2aW7SgaHHRsqKVRauL1hZtKNpUtLVoR9Huon1FB4oOFx0rOlF0quhsUU/RpaLeoutF/UW3iwaLhsyMWWFWmbVmg7nQbDU7zB6zzxw0R8yTzdPMM82zzfPMC81LzMvNbeY15nXmDvNm8zbzTvMe837zQfMR83HzSfNp8znzBfNl81Vzn/mmecB813y/mC1OK1YX64qNxeZiW7GruLrYXxwqjhZPKZ5ePKt4TvH84kXFS4tXFK8qbi9eX7yxeEvx9uJdxXuLO4sPFR8t7iruLj5TfL74YvGV4mvFN4pvFd8pvlc8bJFZ0i0ai95islgsdovb4rUELGHLJMtUywxLq2WuZYFlsWWZZaVltWWtZYNlk2WrZYdlt2Wf5YDlsOWY5YTllOWspcdyydJruW7pt9y2DFqGSpgSRYmqRFtiKCkssZY4SjwlvpJgSaRkcsm0kpkls0vmlSwsWVKyvKStZE3JupKOks0l20p2luwp2V9ysORIyfGSkyWnS86VXCi5XHK1pK/kZslAyd2S+1bWmmZVW3VWo9VstVld1mqr3xqyRq1TrNOts6xzrPOti6xLrSusq6zt1vXWjdYt1u3WXda91k7rIetRa5e123rGet560XrFes16w3rLesd6zzpcKitNL9WU6ktNpZZSe6m71FsaKA2XTiqdWjqjtLV0bumC0sWly0pXlq4uXVu6oXRT6dbSHaW7S/eVHig9XHqs9ETpqdKzpT2ll0p7S6+X9pfeLh0sHbIxNoVNZdPaDLZCm9XmsHlsPlvQFrFNtk2zzbTNts2zLbQtsS23tdnW2NbZOmybbdtsO217bPttB21HbMdtJ22nbedsF2yXbVdtfbabtgHbXdv9MrYsrUxdpiszlpnLbGWusuoyf1moLFo2pWx62ayyOWXzyxaVLS1bUbaqrL1sfdnGsi1l28t2le0t6yw7VHa0rKusu+xM2fmyi2VXyq6V3Si7VXan7F7ZsF1mT7dr7Hq7yW6x2+1uu9cesIftk+xT7TPsrfa59gX2xfZl9pX21fa19g32Tfat9h323fZ99gP2w/Zj9hP2U/az9h77JXuv/bq9337bPmgfKmfKFeWqcm25obyw3FruKPeU+8qD5ZHyyeXTymeWzy6fV76wfEn58vK28jXl68o7yjeXbyvfWb6nfH/5wfIj5cfLT5afLj9XfqH8cvnV8r7ym+UD5XfL7ztYR5pD7dA5jA6zw+ZwOaodfkfIEXVMcUx3zHLMccx3LHIsdaxwrHK0O9Y7Njq2OLY7djn2OjodhxxHHV2ObscZx3nHRccVxzXHDcctxx3HPcewU+ZMd2qceqfJaXHanW6n1xlwhp2TnFOdM5ytzrnOBc7FzmXOlc7VzrXODc5Nzq3OHc7dzn3OA87DzmPOE85TzrPOHuclZ6/zurPfeds56BxyMS6FS+XSugyuQpfV5XB5XD5X0BVxTXZNc810zXbNcy10LXEtd7W51rjWuTpcm13bXDtde1z7XQddR1zHXSddp13nXBdcl11XXX2um64B113X/Qq2Iq1CXaGrMFaYK2wVrorqCn9FqCJaMaViesWsijkV8ysWVSytWFGxqqK9Yn3FxootFdsrdlXsreisOFRxtKKrorviTMX5iosVVyquVdyouFVxp+JexbBb5k53a9x6t8ltcdvdbrfXHXCH3ZPcU90z3K3uue4F7sXuZe6V7tXute4N7k3ure4d7t3ufe4D7sPuY+4T7lPus+4e9yV3r/u6u9992z3oHqpkKhWVqkptpaGysNJa6aj0VPoqg5WRysmV0ypnVs6unFe5sHJJ5fLKtso1lesqOyo3V26r3Fm5p3J/5cHKI5XHK09Wnq48V3mh8nLl1cq+ypuVA5V3K+97WE+aR+3ReYwes8fmcXmqPX5PyBP1TPFM98zyzPHM9yzyLPWs8KzytHvWezZ6tni2e3Z59no6PYc8Rz1dnm7PGc95z0XPFc81zw3PLc8dzz3PcJWsKr1KU6WvMlVZquxV7ipvVaAqXDWpamrVjKrWqrlVC6oWVy2rWlm1umpt1YaqTVVbq3ZU7a7aV3Wg6nDVsaoTVaeqzlb1VF2q6q26XtVfdbtqsGqomqlWVKuqtdWG6sJqa7Wj2lPtqw5WR6onV0+rnlk9u3pe9cLqJdXLq9uq11Svq+6o3ly9rXpn9Z7q/dUHq49UH68+WX26+lz1herL1Ver+6pvVg9U362+X8PWpNWoa3Q1xhpzja3GxUjk/yfNy0VRXJ1Azxqbz9YLtKLz0XjMl30wNkb24u+HLz+Zwphf/K/jK5BssazGy0+Yewp8vKZPg1Z8Yuz5YhrjxdYugRYZfyp8aY4I/93fXYai/B8g+l+fzPqmsu7Sgsfgj1NvE2TeOTYfy1YM/8Rk/oT4yr8eW+apyEHGPJovpp+KH6O+ToqMWYwvYs/FbKDiJ49uU3Zl7LnL30K09NG6Kjcg2S4fWw6p2IEEuSG+8qNHrykej+IdhD+E2kHjlP8G4ZtFZD5rbDpBN95E439/bP1PZR8pXkF9vYH4i0XWt/wxdPWDsa+VDiH+nrHx6Wj8E9B40hBmApKV0oTaQbqRHkDXMmPjU9GThPNonOcmbjNhDAWPbjOlvh7DB0igfWPPN5W1EGs/rQWNecajZTVuf2ycZ824fY//wjM0JV0S2+O7EF2eQvsvo7lgG64amxbb7+NdF1G5ieClw+ha5AvJ0Njwein/YWw6lXMtFduVMHckZ+kvHt1XSnZeRFcVNePUtxTaF52v2NzHKyu87ujsw/Yf0/K/RNd2iOi5WL+HRMZwfnzzTck+7Ef0v42NkV1EeljwaFp0bB+Ozcd7QdGNZDgytj48KVr2AxEa623no2nZZ1LAYDncQ/T+sftViPh1spcQjffvMsT3idBi+i+m53gMeO2QPifoKoprpCLylGLbnsJeS2tCOvZXAj3hR2ica9G1kxB/O6IHEV2L5Ibn8hyiUZvyS2PTqZxlqewLUf0U0UMxH5UdQPxeNN/fIoyIHUgYG9bJe48ePx6bolRk/PhcG6dMEvTneAo6zIjwx+nPJ9jzkIjcxNZIxBdNySd8UvH7024/Ff7vKX8oqp9PKE/4pPjj9eGfVO73cXKGqfAVIjZwvPynLf8nlW9MKRZIhf+k8pZPKJ/5tPfjk+L//2LfxPKoT5v/NNYxlbxuKnxR+/wY90ee8X+/+/1J8Z92juv3xhfJtz9t/rjPR7Ec+1PmP/XzSILo18aeu5ifI3Z/XzQWwON5dexrU/JPxunPK0T2hVgeD58dovk9sZh9nPxU8mCisepjxJXjjTdFx5lKrkYs1yqWU03hmROxdRxvbudp0OO11eNdo6dB43tYilR0SWQPiq1Rwj2yvxZpJ4XnhVLJvT/OWZmSrRChU4kHx+tPPpa/ncL5i8eG66cRUyOaZYoZOaNmGEbL/JRJZ15lupiDzGvM28xh5gr573XmF8xd5hTzQKJjeiW5EhszKHFKXOS4qpQckCgUexUXJOuUcuVuyU+U31MOs5+e8IkJn2C/z/1lGLZzwv4JB9kfTOia0MUenvDPE/6Z/cnEX6sY9ohKqTKzp1Slqih7VTVVNZUdVn1WNZMdUX1ZtUAqUX1F9RWpVPWnqhelMtVq1delE1R/pdounah6RbVfmq/qVP1IWqx6VdUtLVP/Uv1LaVWWJ8sjrSYzkUxcOPErDLyMxn0NmTHw7x9xXy9q5b4wOPJHcvhGj/w1oF979u7Qs3eHnr079OzdoWfvDj17d+jZu0PP3h169u7Qs3eHnr079Ozdof8e7w4pl5BY54PhPxhFzwL6B6P5bD1HS0wcrejkaOnnHobHfNkHQL8wGiN7Eej6342ftv135ctPAv/aQ8eMr50F146DP752SMxP+FLTaFmJ80H+SfyEuX8AdLLMER6vaWo012bqeMUnYJwlo+eLaYwXW+sEGs0LXys2L8yX5gC/I4n/LvBvJstQRG9FZY74PwD6XaD/Fei+VNdRnD+2PuAxSAtgLptGjzmRL4Ifp54nyBxsguRzo9cIy1YM/8RkPm7+2O0r/xrkf3r0WojLQZivjAE+8zC+mH4qfgx9tY62UQljFuOL2HMxW6r4CfT1+Ye1KbsC9J8k2fm3gP4PoKVAf/NhOiw3AH8jyHY58F99mN0QG3+C3BBf+RG0+Z8PW1M8HsU7QH8F8IcAcxnagXFKYZzy3wD/Y8A3A9+cJHMsExGbL3sT6IUw/vdh/MuS94vYPkLjfwXG8Bno6w3g/zvwFwO/Nml9y4Gve9ieTdRVxMc0ulY6BGN7APw9wP/MaHx6J6fzchj/BBiPDMaTBhgZYCaArGQgK6UJxgn2R7Zc6Cs9wNHyArgWxiljRuPFznqxcyoV+yk29zSGw/BjKBDG8Di2WvYi0PW/SzsJtsUH/PzR800HXXr4Woi1n9YCmGIY8wzgfz9lG5uKPzbOs0bc9xjfWo//DH00PyVdEtvju4D/aaBhz7K65HaQL/cyYN5KsuEq4K8fTYvtd/F1GduOicpNZL2kwzDHEbgWfCEaL8jo2BSj10v5D4DpGU2ncq6lYrsS5k7lvBXG+QsYw0cP6yslOy9yTilqYC55yXoitJ/ogz26fdH5is19vLLC647OPmz/MS3/S8C/Dtd2AP1ckp6L9UvP39akMZwH+vlU55tS/LIf6JlA/xvQS0ZjZBehzcWj7bwYLTq2D4H+apL9QXtB0Q30l0CGI4AZGa0PT4qW0Xjkc0k01lu0XmK07DOAtz8Ug+VwD+jVQIP82ZnJtgWdfVgHXgJ6ctL+XQb0MeCjsy+BFtN/MT3HY8Brh/Q5QVffFfRECvKUvJtkA8G2S95Kda+lNXG0rAh07K9gPKc4esKPgP8zGOda4DfDtZPgWoivFduBPxXoQaBXAV0LtBHkRufyL3Dtc0BbgIY2WWhTfgnoD0fTqZxlqewLUf0U0UMxH5UdAEwb8HuBvxTm+1sYw9cfZgcSxoZ1EutqCvNVlEJf2ofZ//HKJEF/jgP/vYfqMJbPOO28qD0PAeblJLmJrRFuH+3BlHJ3KcX7YvwUfM7Han+c/CeWJxTjPzr/wEL8xevnOOOd1PItj84rjj/fiH14gRaLlcabKxbPDeJcotBvKrnExHw4yDnJBorzgU7iP229TS0mEmQy7hgK62cq/CeVtxT1pR8nP4/0LSW+2H4c204+Dv/J2bFUYli038cpT+Vfg54k5VGfHB/olPO0489vi+V10Xk3Tn6C/yDm94rkPZ7GvbDx87Ed/q9sP4V+n9C6Px3+o+3GuO+vjTNn+HT4KZwX7wA/Kd/+5PgghyT+eO2e4hVoPznH/pT5T+o+sqgdkyBb9BrQ85LskoifI3Z/XzQWwON5Feje0demco9G1K8TOdcS7u/gs0Akj4fPDtH8nljMPk5+Knkw0Vj1MeLK8cabouNMJVcjlmvFz10k0GOvC8ZgeyJm839f9HifnRjvGj0NGt9HS/CjxHRJ7PkZkTVKuE+H9peYTUtoE9kuUT6ixWJGMRqPU4wW11WBTiUeHK8/Of58wtg2Suz8xWNjoF8mKV80Xt8yBdv13+rdIXY6O4vMhPsLbYXk10qKg9Ae8usjJUjoCCMZmcr9XSP2S/LDRAb/S5FJOJ8b4f6+N7xTxK6mbxmNXGckzw1ErzLSST5GxV599obLszdcnr3h8uwNl2dvuDx7w+XZGy7P3nB59obLszdcnr3h8nhvuNRU1/hrQjXRmik102tm1cypmV+zqGZpzYqaVTXtNetrNtZsqdles6tmb01nzaGaozVdNd01Z2rO11ysuVJzreZGza2aOzX3aoa9Mm+6V+PVe01ei9fudXu93oA37J3kneqd4W31zvUu8C72LvOu9K72rvVu8G7ybvXu8O727vMe8B72HvOe8J7ynvX2eC95e73Xvf3e295B71AtU6uoVdVqaw21hbXWWketp9ZXG6yN1E6unVY7s3Z27bzahbVLapfXttWuqV1X21G7uXZb7c7aPbX7aw/WHqk9Xnuy9nTtudoLtZdrr9b21d6sHai9W3vfx/rSfGqfzmf0mX02n8tX7fP7Qr6ob4pvum+Wb45vvm+Rb6lvhW+Vr9233rfRt8W33bfLt9fX6TvkO+rr8nX7zvjO+y76rviu+W74bvnu+O75hutkdel1mjp9nanOUmevc9d56wJ14bpJdVPrZtS11s2tW1C3uG5Z3cq61XVr6zbUbarbWrejbnfdvroDdYfrjtWdqDtVd7aup+5SXW/d9br+utt1g3VDfsav8Kv8Wr/BX+i3+h1+j9/nD/oj/sn+af6Z/tn+ef6F/iX+5f42/xr/On+Hf7N/m3+nf49/v/+g/4j/uP+k/7T/nP+C/7L/qr/Pf9M/4L/rv19Pgv16db2u3lhvrrfVu+qr6/31ofpo/ZT66fWz6ufUz69fVL+0fkX9qvr2+vX1G+u31G+v31W/t76z/lD90fqu+u76M/Xn6y/WX6m/Vn+j/lb9nfp79cMBWSA9oAnoA6aAJWAPuAPeQCAQDkwKTA3MCLQG5gYWBBYHlgVWBlYH1gY2BDYFtgZ2BHYH9gUOBA4HjgVOBE4FzgZ6ApcCvYHrgf7A7cBgYKiBaVA0qBq0DYaGwgZrg6PB0+BrCDZEGiY3TGuY2TC7YV7DwoYlDcsb2hrWNKxr6GjY3LCtYWfDnob9DQcbjjQcbzjZcLrhXMOFhssNVxv6Gm42DDTcbbgfZINpQXVQFzQGzUFb0BWsDvqDoWA0OCU4PTgrOCc4P7gouDS4Irgq2B5cH9wY3BLcHtwV3BvsDB4KHg12BbuDZ4LngxeDV4LXgjeCt4J3gveCw42yxvRGTaO+0dRoabQ3uhu9jYHGcOOkxqmNMxpbG+c2Lmhc3LiscWXj6sa1jRsaNzVubdzRuLtxX+OBxsONxxpPNJ5qPNvY03ipsbfxemN/4+3GwcahEBNShFQhbcgQKgxZQ46QJ+QLBUOR0OTQtNDM0OzQvNDC0JLQ8lBbaE1oXagjtDm0LbQztCe0P3QwdCR0PHQydDp0LnQhdDl0NdQXuhkaCN0N3W9im9Ka1E26JmOTucnW5GqqbvI3hZqiTVOapjfNaprTNL9pUdPSphVNq5ram9Y3bWza0rS9aVfT3qbOpkNNR5u6mrqbzjSdb7rYdKXpWtONpltNd5ruNQ2HZeH0sCasD5vClrA97A57w4FwODwpPDU8I9wanhteEF4cXhZeGV4dXhveEN4U3hreEd4d3hc+ED4cPhY+ET4VPhvuCV8K94avh/vDt8OD4aFmplnRrGrWNhuaC5utzY5mT7OvOdgcaZ7cPK15ZvPs5nnNC5uXNC9vbmte07yuuaN5c/O25p3Ne5r3Nx9sPtJ8vPlk8+nmc80Xmi83X23ua77ZPNB8t/l+hI2kRdQRXcQYMUdsEVekOuKPhCLRyJTI9MisyJzI/MiiyNLIisiqSHtkfWRjZEtke2RXZG+kM3IocjTSFemOnImcj1yMXIlci9yI3IrcidyLDLfIWtJbNC36FlOLpcXe4m7xtgRawi2TWqa2zGhpbZnbsqBlccuylpUtq1vWtmxo2dSytWVHy+6WfS0HWg63HGs50XKq5WxLT8ullt6W6y39LbdbBluGokxUEVVFtVFDtDBqjTqinqgvGoxGopOj06Izo7Oj86ILo0uiy6Nt0TXRddGO6ObotujO6J7o/ujB6JHo8ejJ6OnoOUbCvqvQMRJpP1ezW0c2kPo2R8uuA+cKcAAjOwScdoEj1wHnuxxHYuFoyZ9xNXOD40hncLRCDe3r4apXUDutwOlCnMMIMxVhXkCYAO0dMqRTFW2x3lknYCZyf92clfKYHtLvxwgTpTMFjF6YBcHALB5cIXWd7HUOw9WsnuNIWa4d+eegnSuonfvQTi3MNIYJi2PYVwCjg3amCfPiZVgrzJ3nUDnDc3VkLdriHA+aRZrQ8hPA0LV4m66FIA0ZK0iDSlX2Q2iHrldgtOSlZpjpSxyGX/dWhDGBVM2CVBMwRowBaXwOxtMHvbcq9hKMX8Cwv0GrQ1f5azDCTwCHSvUN1A7WhPuC5CVl3FVE88lVzM+AY6D9cn0xF6iGA6YHMBcQ5nYSpisJ04UwZbBTBqGewM2C53QLHLoH5bvhWqottTDmhYB5GeRTDzP9FteX5BjqKwB9bYR2+tDc24FD5/4WtHMTOFrQ+bdglene6YC9cxZk+Dy0/BzMywTzGgHMSmjnLLQMuiHJFmbBnICWQcOlR4VZSFzUzgBmgPaF2qGYAkE+dC2o1iWsMm35LbS/3kiaaQfM6z7Mi2rLbZF28F6eATo/Fa56INhDeQWyUS9Ay78SWpbquX3Kt9wn0jLS+QTMrxCmXNg7GCMrT7IktJ03QGKbYWw9go6xh5Elgb0s2QxjVnI1MwDS6BJph+pzJ7SzFXTsEGBWAmYYxvw3ctAfwOxCGGxb9iDMEnSmmB7s5zSKWnj5b7h3CTgO+wJqx0m1DtrJpxhB67DN5DXKCRgLYK6IrDKSMz1BkjG8jap9aDtXH4r5mmJm3EY9tB3ZLIzBNoruHdDDiVTHQDfe4tpRfgds5irgZMFVvdBOH39eCH0tQXYD5i45Bi1vHS1nVgWYixRD5Zy0FoOjMby2/AXs015kV68Cv0nwAei8pH+PTpnfAqYDtfzjJK9gp4AhejLC7QKhZYqR11HNh76Uim8Tf+Mc8jds3GjldpDhC0lXwV6WrgPOEFw1g28HrqJ7Ae9B4LwgWAB+dVqpVAHzHhoztRsnUDvUt/kWwoD1k20Bi2ehVh1m8bEwHrYd2lkLV4FVpxZV8TJg1oEMqe3dTNsR9oXkI4HD3oN2JkE77+IzV5A83w74ABIDlSHtBTA2kA/4igof9R+QN0hXWUlPapCPUZAPf5pvBIyZ2kNo55LA4aX6LWG9pH8PmIP0DKV9cf8qf5G2jNZrAZJYB54XjIfaw3Qq+eFl3E4BDPUq4Yxjm8BCfhWdg62K5+IY0DpJGHw8kBsrBbtK7Y+Nu0rigr5WIg1/Ae0UkJJktWDHeAw9ragMX0enzCvoJKLSqBR0lT+bXkNn018AZhVI7PMgDa+wyrRlSTf01Y6scZRadcHvlfwfpBsUo6XnKZLYNODYBDlTOy/phna+Ae3sQLMATWB+xl2VFuJsS/psTpLKexxGCbOYsIXDKL/GcahWpHk5jgLaScsHDks1HzDg7SiWw+x28/6hLmZzqMeYBj7eBDdX8y3DjlCC16r4JodRyKgVhfovkZfrh7WmFruJajtY2gzqpYBH1MFheL8O9g67RDiF+RO/Ddqh9vl5kJg16XSYBJjDyNpgTBRkKAFNAF9druPOL+Ur3FWyfdDXMpjRXu4qaUjYX9SHjNlDtCup3zIZep/OtcNjtHRNkY/dhUbYTi02yMcIHCnqq1OQPO8jXYW+orzPvwQwYQGDZhqlK8ifOxwmFzhwfskk1JeAHUe93FbBy02bw3HSX4SVpRrVxfXLa1Q7XXeOxhol9Qqrw889kDT3HmgTauoj4YiVuSFoCy+frchP6E/wN7h5/Y+xNUrycQqYYdo7H8cJfdmQDNNSxfDa2wXa+yFwDEh7Bx6KeQUw74toOF1TRZLf+1AMr2N1wi6gcQTx/XSx3h+BeR9hPoV2Uyuau4mey0mYF5IwK3nrx2FsD1YKdh7WIsxx6E7hMyf0LBgEnTeD9aO+Vg/KDOyia8HHp0JfoF2xqB+uCqDzqx3ZXpoVmSaccXzvtYKfwFtsz/DF0Vad46Ri2XgNp+1spTEjihDTUPyetKYJvvEPYb9XA+Z55EtQfT6HYkYa6w0k2Q04ZSRzkeSpb5MNM5oLZwpYfinIUAHelxR0XtoDO/09aG3rg3/j5g6ecz/4tFtHuO8VQ7wv/zKf26FfMCbel7xBfg5WxxqTBh+fmviZtsV94wBgbILnQGwU11cGcH4NnLeBs1VRR676kvwdbnVgFh/JFQTzNVmI0D9H/uFUwXPgvQIGOHS9foDW/U8RBmeNogoP95yZvIxbr+EQeJXxk1HSTXc30CBb5kfcCKV53Ajlb3E1+x53Fe+PfUO2h1tT4CTl6/gTPx/W4oIwC94n+YJw7vB6uBek0Yp8G6p1lDMLOFrkDRoxh+4LeqYktXwNOE6UwdMiC0ClGhV2E+8JR9EJWyOcsLzO94/myK4jDl3lv4feu0e+FbcAlPMy4vQLHN7P7OfnzmGeoycyyBBlTvg4pRZ51OWARBy+nWmCB8vLR0p9UeC8J0SRCVKtRacwz0mSM2BiORnqxVH9obN+KIfuXGhNki1YbJ6zHMUpNBtmQLbuE4IFkK6DvRyG+X6JRm2Yk4xJikFqRTgvIM+qNlk+0NcfQ8tqaHkycCBHJO8Fjl6IQXjP8zRIDOTAPg8ymYnmDrOLcQDzCsXAVXtp3knwljGHyicRw7XDDACnCXvvSDfwvKai6IbunZOCtvBxCuxfZghxwMIwHz/4gNTbYPw00kSxDI3UJJu5q5gbQP+cWhgUV1KOJVmf0QgPIQ6ehRTFaPSEHQTJZ8FVdwHTh04ZGrFKk/dFUryzF2Y6jPuCs9ImSExyicY7SZwMoS/e/mQg+6xFHPCQJW9TPxNJHue626j/LEhDuh3t3FbhKj6r9oJ8LWfHkAWgUqV5CZuwl2kugujY24nrznvU1wAP+VLJ91HMSC2kSYj1pCehnZtIzjSLTqMS8P+Vf0F3B41T4Fz+GDjpXDvylwCzhMco4hmYScIKEmtg4Kyx4FlReco7YXZ/BOtOOS8BRyPIUHZL2Kd8BkYn7NPkiJX4PzPjvhbVFogdYuOhEVAS5y+QV+BJOmVA8vze6aK+jWC15ENohDRHfRXpfAdeQe6sTD5hJYCX/rvASfRAAPMcPeshLzoXnVa8T8Lrj4J7Bp3zQIg95Ppqk6sIPSDbT+ggYJbKbhNMr6yD0NUcht5FUkyG+ULsKTFxGLaewzDX+LNA4Lw/9rzYmdByFFqmuabVwLkHnDBwEuRMPQcsZxhzgpyRdxGLc+NX8e3Qq+i5sxqu6gX/J2F14KqE1RE44qsDmCRvMNmu8hi4gyD5WLiKtiwZFPEhqfXbgzDUZvqp/RdmGt+5HCfRexda5v0WGGGC35J81bBjlMf4PmDqAQNykzwQmWlippS7Kh9W2cetsuQXvGcu2MwlcNUn0Uy/Tz0ZiFzoutO7wEvQmiJvmcd8l3qwAkbyMXAwJpqEGQbOLv5eLYeZjzIDU5Gdx153AK5CGHKChEZhWlPANKHob6pg/RIwzydhMoCD85lfAI4HrWAypl0EA/f+ZGuEuUve5vMAulgkzmdyQMekLLar0A7NFl5BMuQjcf6uoi5u63Dku3/0WvARR59yV+KTBmwTx0lo5zZq53BSO9OAg/t6Bd2d5NtB92H/jLckAofq/M/QPcSEaAvNS5o0nnboPYr6kgqRVGw8IpiO0bPgn7KgVut9ioE3xDCmDN4p2oox2IpSDGrnTciHJ2DQ3FcLc5f+ITdTPvNfSU80ON8ngBbRrCPFlCVhZiIM5OsU9O6eGeLTOeBjGygGxnybz6oJ+sPf80VnZQ+ydd8VItYYBq176pitKAvBY4QsqOw83cvCic+fDqYUMPydiNH7QvJ9oKk//yZc1Yd0Yxes1/dRFDCT7guE6UnCPAcYeqfvn5Gu0pzVOuRD0vtWFPM8XKVFVn2Qb2dXHANZdDYX9iD1e/l2xomhfeWi8XwEnOdhzLcEOy9xcVexn4R2XCg7dwvpM83OfRLNHWMCSZiZyRh0N4diPg3r9QuQM43EdyHd+BXSDYx55TEwh8HWUT2kd2/pnfSTKAJ6BenqfJhFLfLnYb3id4q5a/9GiE/lHwo+No9pT8KcSMKk0s4ShIE7NfLdgLlCMRwnhoERgr/EY34Bs6BPKNE7YjRrTe9cH6XzonNHmJVJGJohp/urQji/EjDn0BmHnkPj70FTDI2g8d0uJ+gP9ZEopluwq7En05Iw54QTn49Ga6kewnl6GvTZR89TxWpOGpCv6+OjktWcbnAcfsyfBM5JwNA7UJuhneepfRZ8Et6PorYO+1E3qb8B50U/Ok9py3ugL3ongp5N6agd5A3yNqELfIB01E4U2nmLZh1pO7AWiRjBhsfuRHCnVbvis7FIQZLNtcMGuHZ4DvU8u4UTLfasEdhM4PARNLWHV5CdvyrYeeK3CL5E38hLcKZwY74KY475El8WMq6oHZoZMPFn0644JnY2ce30QzsmpId0n9LsdxrMnfr8x9BdafrUx0poORYXbImvO7UJFcgm2IS+HoLRxcbMYxjwuiVcLTkFmHmyPsJZKZtGaKuw7jjXnRgljY151FOdMK8mLiMtfQ/GDPpD4lPCYSfR+BQwEE3IXkRnUy/EpxABsbtRXzhDjp+ZnIZ6Rx4szX7zmAcCB+fDecuG/brkmdInY38r6HOC1vUlcXpQpIBz+DhDTp9hOIktJGD2o3aeT7rqCzyngIznf1LbgvJje5DNHCNTIZzvscwSkirNGiVEf2NnM8aIsjtGSywxZkzi/Cg5Nh9b61LKnLyQxEnOOSTFy2Pcv0gll5IQ1aKr+IienoPCmGOZSRzjo6vwnZHkLM27fOQr3M99VxkFGy5w8DPb36UxddJTee/yp2f83h+xh78EHRPu4tF72UzS/UF4lo/Xn9Q5/Y/gzBx11SeRZtI7NU56XtAnBADzO3Eki6jfBfcQp3Ac5n3gNAn3jmlsRZ9+5O9WUA48uyuZgLwCeqcYPZ3O3/d84clz+CcSH4cTRWMGaVA9UdIe/xNZLZR/5u+n0OdJ5kA7kLPl24FThtpP2QrYHX8mPAsRv8eKtTfO4e8d64RnXKnlUf4jtKYBDHhQylzQhwOC/tDeyenJaTh+fnUJ6suIeu8aexckjBBjRK7ifbYOeP4ZrB8zhDid1G9Bz0scAcyPgGMDzItjzz0VTnxXCk+QUs6CJA7CSFxgQ+C5X/7sbkX+4fPI0m5G5/srfAwbf/ab9yW+ip7m7UDy8SD/+S30BCn2CqYl6aFH6IucaEJfeJX3CmeKXId23NdQO5DPlIb4pxHE3ibg7Dw8mU/GGX8yn498E55nQ5Hv25DxcPBeXPwZaRqHSo8mPU/ycAx+h4U+t4yfYaB3S8sQ533SO8tUjPryy3HmINNF/jsE33/5MXz/pRu+//I6fP/l5/D9l9/A91+k8P0XOXz/5VtKuVIlOazMVBokx5UFSrPklLJEWS05o6xVTpdcVn5eOU8yqPyycrXkvvKbyt2sXvk95X7Wp/wnZTcbUL6pvMiGlb9U3mInK/9TOcxOhS/IzIQvyHwOviAzC74g8wX4gsxc+ILMF+ELMn8KX5D5K/iCzPfhCzKd3Bdk2APcF2TYg9wXZNgfcV+QYY9wX5Bhj3JfkGFPc1+QYc9xX5BhL3BfkGF7uS/IsO8RiUyUDLJEIqyG1TH5bC5rZMxsAVvGWNkKtoapZH1shPGxUfZTTAv7B+ynmU+xf8h+mZkm/RPpMuaPFPeUMuaLzBKGkRwm5RgpJ0g5RcpZUnpIuURKLynXSekn5TYpg6QMkT7JQrAKUlSkaEkxkFJIipUUB6fTDMv6SAmSEiFlMuFPI78zSZlNyjxSFpKyhJTlpLSRsoaUdaR0kLKZlG2k7CRlDyn7STlIyhFSjpNykpTTpJwj5QIpl0m5SvroI+UmKQOk3CXlPsNIWYaVppFfNfnVkWIkxUz+30aKi5Rq8v9+UkKEjpIyhZTp5P9nkTKHlPmkLCK8peR3BSmrCN1OynpSNpKyhZTtpOwiZS8pnaQcIuUoKV2kdJNyhpTzpFwk5Qop10i5QcotUu6QNu+R32GGkclISSdFQ4qeFBMpFoaV2cmvm/x6GcnwR4qJpP4VVxPuAUby4DWFGug3uFqhAfoQ1P8K9XVGMqKQDwO9itA/lf0QaFovjddfkXWia39KkLeJFAhN5s/XI8el60h9auSbUJO9OvIO1ECTq44D56fASa4XM5L7b/N4H9T/jGqK+Veov4V6ofUSVC+GeifU7nj9U2jh+MjFxHYS5hiTz6swo88DvT/WC6E7UZvxkRN+WwxJryX8Lehfv4FquIr7ahP5197EmmJi/8rVhLOYqyXdT7KmbfLriOt9sTre+/nUajxajv5/1RyLdgAAeJzlXQd4FcX2n9mdSdnduzNLCaHFgIhIiRAQEBURkYeIdAMExFCliRCK9N6lht4sCIJIMyAgHaSGakRKCODjKc/CU+QhICD8z56dXLIIggLK+/7f/fKb2f1NOXPOmXr3bgglhBh0kZ5EeJPEJk1JdLPuie3IvlcTW7QlZ1u1aJpIc7Vr0rk9LUzyEFb5mdrRpOyL1RpEk7g61StFk84v1QZMIuTqVWISSnTCSRgxIG6RbCSS5CRRyFnXcfJ3Wft32Sy/yzpBlkHL3BQBCEJJOITZSQTJQXJDS/KSB0g0yRdMY0PAbplKJxoJIblAeq1a3SrRJLZu7RdAE7dRgptCZEqR9TbSiBukyd8stlMzsqdZk3adyaFmzV7rQI65SG3EXM3btX6VFkAs2rz966/R2Jat2zehZVsmNmlGy7du37ozrdy60+vtaDVI0oTWbte+y2s0od3rzdrRlojtEBMRuyH2QRz0WovmrekISJ5Ix77u5prUwcW3Epu160xnJ7o1zkdc0glko8s7vdasA13TqVPxEnQr4i7AWJoKWJIe6tK+dTN6DNqqgzbd9hGwYg7ACFKMxJBHSXFSgsSSkqQUeYyUJmVIWfI4KUeeIE+Sp0h58jSpQJ4hFVFXDCwfDrZ3y3JL0QA11Jx7VQQxP6KFDGoarmxEE5CDz2QBi2RTeQojhiDmRAxF5IgC0asrgJgPy32YFMKrR4JtoeAnLhZFLIAS5gW/fCB4TcFTXSyI+JCK1yfJZBXZRFJIKkkjJ8h35AwNoZLmovlpYRpLy9GKtCqtTeNpU9qGDqNJdAadTRfQZXQN3Ux30f00nX5FT9Gz9LLGNEvLpuXRCmhFtVLak1olrbaWpE3TZmnztWRtlbZJS9FStTTthPaddka7qBfXy+oV9PZ6V72PPk2fpc/Xk/VV+iY9RU/V0/QT+nf6Gf0i05jBsrBcLD8rzGJZORICgwjVx2I/ofpFLwxvSdyxhRruNYXwiouEmm4YTqhleddWBOg6nIRaBay61ljrUMAO1Ay8BffAloGv7CxezK5oD/Py2ZtVmOqFMs0Ls8z2wmztoT43nOLVm/1L7zqCedcRhdR1PyzZivguR/scMyIrRiblLJ6zW676uU7kPpXnnbwzvHqjCkSVR/m0qKpRI7waonZ5LYs6o8JzXvhAKxWu88J8m70w/5MqHO15VYEp3nWBJSpU5RXYr8LTXvhQRRVe8MKHv1Ohqvfhi15YSPNaVshQYS6UnRUqWqhroeRCh/Aqb6HTj/QrXLvwqSLbixYqmlIstlh6TJaYETEbHi376JTipHjp4u1K2CVWxhaPnRd7pWSjkqtK1X6s6GO7Si8qU92rpcxpr/QyZ72wbJgKS6mwJdZDy0V51+Xaq3CIFz4/yAurxnjhC/NUeMDzgxdOYv7IF76rVq3asRffqZ5UPbVGxRonaibXTKsVW2tV7cTas2qn1omtk1Q3f93klxLjYuPi4zbHnfJqrRftlVavMl5nq9e43sn6levvaRDTYHl8RPxb8VcaDml4slH7Rntejnt5eePyjd96peArQxJsL3dCBS93wj68NpsYTUnTc81GNs/ffGWL6i2+atnjVfnq+4S6ft4q2vOCVjHQ6yFPqwQVnvLKaN1NhSNVuEaF33hhG8W3ZV6+tqW98tpW8fTcNt7TR9umKmypwjYqn9Jr25Eq/wwvbBehwtlqdMoCf7mwzGdxXCxHWwDa9KwWBgOWrdkku1ZCK0kitNJaWZJTK6eVI3m08loFkhfGicokWntBe4E8qNXQapACWj2tGXlIf03vQGJDLoT8QkqHXAqlpGyoHqrDeEx5GxgfJc2vldIrs/owopeD8bkqqU3iSVPShiSSHmQAGQErhWlkFpn/2xGOXATRQ6hltyc6PUqP2q9hmG63w/CI3RbDNLsNhoftVhCmQ7pXMUy3W2J4xG6BYZrdHMPDdlMIj0C6Jhim2wkYHrFfwTDNbozhYbsRhGmQriGG6XY8hkfsBhim2fUxPGzXg/AwpIvDMN1+CcMjdl0M0+zWRIO7rwMetV8GTLObAR65A42MUBoZrjQyTGlkqNLIEKWRQUojA5VGBiiN9Fca6ac00kdppLfSSC+lkZ5KIz2URrorjXRTGnlDaaSr0kRnpYlOShOJShMdlSY6YHjYfhN10dfVgt0F8LA92NXRHWjkfaWROUojs5VG3lMamaU08o7SyNtKI28pjcxUGpmhNDJdaWSa0shUpYkpShOTlCYmKk1MUJoYr3wjSWlkrNLIGKWR0Uojo5RGRiqNvIs+Mhf1Mg41Mtn1lDvQyCalkY1KIxuURtYrjaxTGlmrNLJGaWK10sQqpYmVShMrlCaWK9/4WGlkmdJIstLIR0ojS5RGFiuNLFIaWaA08qHSyHylkQ+URuYpjXyC3vEpamQhamTpHWrkuNLEMaWJo0oT6UoTaUoTh5VvHFIaOag0ckBpZL/SyOdKI6lKI58pjexTGtmjNLJbaWSX0shOpZEUpZHtSiPblEa2Ko1sURrZrDTyBWrkCHrKDtTIXtQIjPFufneEp+B3sKptD0N8GIz2eWDtWBz0VYlUJ/VFDcLoRS2M/iyqq9hZ8SLGQuFeNRU7K16A2AVMV1XFzornMeamq6JiZ6GeXLBmjYGVeEVSDfY8CWCNzqQPGSaaQZrL9CKkbqpiZ0UTjF2AewkqdlbUC0oUF5TopWBNdYMS1QlKWTsoUa2glDVvQ6JXgxK1DErUIihR86BErwQlahyU6OVg7Y2CEjUM1h4flKhBUPL6QYlgX6BN197TFrv7B70krm7LAJ6BfUYekLQCeHIj0p50A99dQA6Qb3A/aYnuROO5rVTASHWnp3vHrIN3YCUn+kAsj+K6IfdSptQ98E5cMHVvTM1xrxwJO44CWHYWsz5gGUwXgfmzYw1ZMU8vt4zMefBOTpQkK9YQgXJmwfqzq5pdubJhfTncUrAGVyqdZ+Gwd+K5QY4wXoaXgR2aBmXrdg27Oi/maorH8OV8JdwFxmnkvOyuUdh+9i8vndPKae20cdOxL3gsLwmeTmGH5a5qCK5pKmEtD/PiUItbjmFXt2vAjgxK4e+F5MK9emHYP8Ja8BY5NHcPIb/xdo8qrw67ttJgL6r2hLeT+0bl3K7MnG1nO9hOtkt+9ycl95dwp/L7S2PBXpaxY/1j5d28ZL9+nrupfihLuYFebpY+c31Ufq9yVsiUs/JNc96s/t13oxSnnefd3OZD2GnsBUP5MD4cRvbN5LgTZfYwe7Lvzd5mH7M/+9EczH5iZ8yR5hgziZ1j59kF9gu7yC6xy+xXdoVdNT80Fzn5nALOw05hpxgPM5dxg5vc4gEzLxfmZnMLf8x51fgysDawLrCeP8mfCmziT/MK/BlekT/LK/HneOXAjsAu47LxS2CvcdXUeHVeg9fktXhtXofX5S/xOF6P1+cNeDxvyBvxl3lj/gpP4E14U96MN+ctAj/wV3kr3pq34W15u8DFwCXTDFwOXOWJvBPvbNp2mJnNNk3HtnlP3ov35n14X96P9+cD+EAzyi5g5vTaz0fwN/lIPoqP5mP4WD7OrGk/YhfmE81ydoz5gBlt5rW/t0/xT/gq+zH7P3w938A38k38U76ZbxEBIfl2voOn8J0ip8gjHuB7+T5RSBQRMXw//4If4Af5IX6Yp8uf5Fl5Xl6Ul+QVedUhju6EOOGO4ZiO5QQc6WR1IpzSzmvO486TztNORec5p4rzglPdqeXUduo4HZyOTmfnDaeb093p5fR1BjiDnWHOcGekM8ZJssu7lmX/Zv8mhH3LYRfJw7hDHuCP8dLkEV6WTyVF+HQ+nYziy/jHZDS0ZTUZy9fxw2Q8T+eXyGL+a4hJ9tpP2U+RY+APZclUJ9rsaw40h5ojzFHmWHO8Oc2cab5jvoe2X2gucR50CjqPOEWdR82l5nJzpbnGXGduNKPMp8xa5lOBlWZf4yfje+NEYHNgm/G18YPxTSAlsNv41bgY2GcSUw8cD5wIfB34JvA9WPJ0YGXgv4Fzxs+BX4wL5lLjZzMQuGJTWzdj7RBT2oYZYQfMrLa0s9oRdk47jx1lbjR+svMZJ8GSD5l5zFp2EeOEcdIubpe0y9g/2r/Yl+2rQhNchAlT2MIROURuESXyiQLiYVFYFBPFRax4TJQVT4jy4hlRWf5XnpO/yF8dzeFOmCOcLE52J9Ip67zuPOGUd55xKjn/cKo6Lzo1nU5OV6en08fp7wxyhjpvOqOdcc4EMxZskFPZ4D/sP9Brf2Q/wqzyE/sZ5pGLYJUwsArse7kE2+RB20Tx8vxFEg1ePZgUB28cSuJ4Ek8i9fgEPoHU55P4ZNIArdUQrLWNNOY7wWatwGbHyRv8n/yfpCf/ip8kvfj3/ALpy6/wq2RUiBYSQsaEhIFFJ6BFpyiLPvA7Fl1gLnbyOw85hZwiToyZbH4MFl3tWpQPUhZd8Ycs+mNgReBM4GfjbOCCcd5MNs6aVuBXmyiLCjvczG5bZhZb2Fns7HaknTto0a/5ILBobmXRr9Gipe0fbmjRXCKviBYPioLiEVFUPHqdRc/In+UFedmhDnNCHdtxnGxODqeM094p5zzlVHCedSo7zzvVnBpOotPF6eH0dvo5A50hzghnlDPWGX9/WxTWn4a7cnEa2zVghIJ1jdOcD3VegXHdcFcyMBLHQP0wB/C1Zl5zLazYY2EeiIZdzGayhxyCHcspcs49GqXZaBQtBCuhCFgn5oc5MQbmuXIw11Qm1eyaRDO+tGG+Day3KwKusysArnVyEw1GsZyAV8xdRDP7mymAvc3tgD3NrYA9blyikwdz5nJz2rWw9Oew9Gex9Gfc0s3dWOJOLHEHlrgNS4RVnl3Z5TD2j2CsSjD2fDBWNRh7IRirFoy9mBETrTJiTt1g7CUVC0AfWAMemhV8NAK8NCf4aR7xDPjNP4h7Wk5h7+OuRbOYCbC2+MFNDboOxsH67uz9gz+t0/Za2mvxTGnjcGdVEPTlppdQHguWzFRaZJwpcL0Gy1ExxdiBHER373shlq1DPcnmaojBvoTYYJXSpKYqp21GDRkxzMFM2K1A3+/PTZVuarC+qf765GGvHi8087q52Q/sAtao43cl2cBjo1EP3ncS1FyHOPZanJ1zzwjZIXYCVi9ZeEFi4uo9ms/gs0g+PofPJ4X4Qr6IxPAlfCkpHmKF5CSlQnKH5CMVQwqFlCHPm3VgF9DASoU9xyuBTwKfkATRDfYJTZQMGf7oraD+cVMp3NRhv/FdCntbT/JRLnITz0b1a3dQuxQ9x4trfCjo4l62KczdLcHKsDhY80lYJVdRbavyJ+TU8btKz0pFSSysussDV/kWbd79F7Y29DqbeG19/g/J55YjlMbKw06iKvSCONgZuyc8HUhX0osMgLTDVKvfQVzj5jZrmpszlZ6QKb4gmIqatYI1BXkukJl2LRW37qmehLIfjrikNqlPGpPmpB2M/d1IHzJI6a3qPW6hK0k2Zakq0HfqkniSAKNPO9KZ9CD9yBAykkwg08g75H3ilp9893XOvr3O+n+fTbKpHnrN31qR9srfhpHRZBKZQWaReWSRss4Lf7MuXJmzqlGg0nVSX7NfEqxF3oIcs5XtBl4riVs3lhbnODUGsQvkutGXB24jZa2/wF5Zr61Zgj3o2gjhWszzXc9a1f6G1uvqWYKMMwFqtnDRKaEYqWR7UXHe3QgI8+MJjcu536+yjFORW5yf6OqpARY8+fyjJWSORZJwp7HT3ElwmjotnFecJk4zx/22MRxWrmtx73zOXCtKiFKOO5eF6JPdVlgCcjYnj8rK8h+yinxeVpUvyGryRVld1pA1ZS1ZW9aRdeVLMk7Wk/VlAxkvG8pG8mXZWL4iE2QT2VQ2k81lC9lSvipbydayjWwr28nXZHv5uuwgO8pE2Ul2ds9QtO+1cyDmBT0nsfQeeg/ifuNaheSTT8ny8mlZQT4jK8pn5UOyoHxYFpKPyMKyiCwqi8kY+agsLkvIWFlSlpKPydKyjCwrH5fl5BPySVlJ4rmR1knrBKV30WBNq/XSJsLMptEw0l/MFR+ID8UisVgsFcvFSvGJWCVOiH+Jr+RB8ZP4RnwrvhPfi1PiP+IHeUj8W5wWZ8R/xVnxszgnzotfxEVxSVwWv4or4qokkkpN6pJJLkNkqAyT4dKQsJ2WUjoyi8wqs8nsMkLmkJEyj3xARsv88kFZQB6QOWUumVtsk1HyCzFPzBcLxEKxRHwkksUy8bFYIVaLNWKtWCfWiw1il9gt9oh94qBIF1+KjWKz2C52iiNik8wrUsRnYodIFXvFfvGFOCA+F4dFmjgkjonj4qj4VAZkPrFV/FNsET+KC9ISX4uTYOX+hMOaMlQ9W+M+VxUAL8+Cz8hEwvokDz7Hko88SB4iD5NHSBFSjDxKSpCS5DFShjxOniBPkafBOytB360CI1c18NFapA55idQjDUhD8jJ5Bfp4M9KCvEpak7bkNfI66Ug6kS7kDdKd9CTnyS/kEs0eOjh0aOjw0PdCz5sHzZ/MM+Z/zbPmz+Y587x5wfzFvGheMi+bv5pXzKsWsR6yCloPW4WsR6zCVhGrjlXXet3qYHW0Eq3e1nBrhPWmNdIaZY22xlhjrXFWkjXemmBNtCZZk633rDnWXGu+tcBaZH1irbbWWOusDcrL79STf6+XuF7O9Fz649Cxn9Ark2i9iv48Kar31Huir1cl+YO+fjte/hs/93oIlKRpk7Sp4O3TtZUwdmjUIAN8Pv2XeTT681zw6A/Apz9Er3Z7mufZS9G3l4N3e70us4/vAJ9OAU/fqXx9L/h1Kvj05+jVB8GrD4Ffp4PXHwO/Pg79YBv2BLcPLPb7uefl0I/dEX0APouXg+QkuUleWHfnh5G1IKxvC8P4HAMr1FiYg0rDSFsOVg7lYS56ljwHu5bnYW3wIqkBs1JdmJPrw6qqEcxOCTA3N4fVVSuYpdrBHN0BVnudYbbqBnN1L3KBXCSXaUTokNBhoSNCL5gHrVArzAq3DMu0LCtg2ZawpOVYWaysVjYruxVh5bAirZxWLiu3lcfKa0VZD1jRVlGrmBVjPWoVt0pYsVZJq5T1mFXaKmOVtR63yllPWE9aT1nlraetCtYzVkXrWauSVc1qZjW3Olm9rCnWbOt9a571obXQWmytstZa662N1ibxPs52EeTaSXwNRHeu6CL7YCwbCQ3PHh4RniM8MjxneK7w3K5XmV+aXxJifmXiuoaEsIluHrj77W3m0UDH2cRs+b6cK+fJxXKJ/Egmyw/lfLlALpSLxBz5npwt58hZcqn8AGfZcBhj3BFG2UF7QxukTdBOaz+B3jL69mxrNZScQIqJKfJTuVlukSvlJ3KV3CrXyG1yu9whU+ROuVvulftkqtwj94tZ4j0xVUwT08UMMVO8Jd4W74h35Tq5Vq6XG+UGuUl+Lj+Wy+UKuUzukp9Jd0VQDGTxfMeTyHsuMcM/PD/oRiPB0ifNb2HMugj29uybA2z6gM+SvTLJvhClv0J6ifFigpgkB8NnCHyGyqHe2CtHw2cMfMbCZxx8kmTSrcZgOQk+k+EzRU652UgsZ8BnJnzegs/b8HkHPu/KdzNGZTlMDvONy+fFRDFZjCchYoI7U4hJYmLGXCEmy4FykHxTTpTTZT/ZV/aH6wF4Z4QcKUfB/WlyKnB94W5/uNMP7o1w78HMQqG3cJh9DPVcpvccrNdD1XOwMPMUgLmnID53eau+WhV6azXor9V/p8e2hj7bFnrta9BvX4ee2xH6bqdMvff8b/rvBfMSWDQceq/bc90+GxHsr+5c5M5ERXxWzuitT2DfrITz07WZaSLMRJtwnfV2pl4E11fdMxkqhosk71r/wM/jd6tU9BXDgs99hbkrQuM40dgyXLvOw75z7b4edinIXHtaLBJ7fU28vwowB+vIurKebAAbyAaxwWwIG8pGsLFsHEti49kENpFNYpPZFDadzWRz2FxVUjY8GY2+rizKpgJaNywRct9GXspG3VaqHvhNXR6wrzemNcV0uGJn3d3vm+klegmGpxxaDrjTEXJpbgtIEfY2e5vEsNkgzaNsLrSnhDHXmEtijaXGUlLSiXca4rePFDSnkVA2j20hJHxy+GQSZSwz1pIHjPXGJvKIsQX0W8zaau0gVZw4pwF4nvt9bBR421tKx7PvqkR/Z4taqha1u8s61tgMSPfnJGPgGQmwK3R93n3+cdF9pu07aZvXIrcnR/ta5Xk/yMY+CJaW10g2kn9T5h5SzNhnpJEyRjqUXxHLr4zlV73n/eZuSEhBQlc+DU8hf6sDb0y7U2ldTbj+7Xq3hqcOd18Xd0tSijNmJMS8U+ib6cTFhYgzsH1uL3H9ScfzwMR71kJ/vX9c2ql/k7RTb9Hfpt1zb572l/nItJu0/o/mmnHPx5C7ofV73bfvnt3uvd/f2PJ/R70ZvpNf+c5v+8MsxI1/aq3ierC3VvmtH89S9d+b0mfcsezuubdX+t331T8rV8Yq6301Ri64q5L9/S1riWtat2V33/fvzN849JCm6nsqb/5Ydp/q/s+28N5b4M765P+CBe6khe6ZQhjmHKDGYu/cYBlhYZfYRwy/B2IfEfe3su5zMhG4OmL2aZByJsZ+CsbOqJjunRrgCOnmiYQx08vjnkVk5LoWPxOMB3PSVShJ6Rt8+zmbzCdLyHKyhmwi28kesp+kkS/JSXKKnCEXyBXKqEEljaB5aH5aiMbQUrQcrUAr02q0Nq1PG9PmtA3tQLvSXnQAHUZH0wl0Gn2Hvk8XgD41p6ETDxgPGtZAz3MBXc1roP85gHPYbMDZYBcNrDPTbS9o393lTUerubabyqYATgHNaWwymwQ4yT0rZRPZBMAJ0DqNjWdJgElsHOA4NhZwLBsDOIaNBhzNRgGOYiMBR7I3Ad9kIwBHsOGAw9kwwGFsKOBQNgRwCBsMOJgNAhzEBgIOBGtqbADrD9if9QPsx/oC9mV9APuw3oC9WS/AXqwnYE/WA7CH68+sO+sG2I29AfgG6wrYlXUB7MI6A3ZmnQA7sUTARNYRsCP4rablAB/W4A+8Bbzu+nOm2sT7nvXOvT0XyXiyy2LvQ73PuhiG9bKVhNqLyBCahRYFeyfQHmDbRXQ7PUEvaxFaca2q1lzro03RkrVd2kmYbnPppfTqeit9gD5DX67v079jjEWxsqw2awc6fYetYvvZDzyM5+dP8jjegY/gs/k6foifCbFCCoZUCIkP6RwyOmReyKaQ9JBzoTK0cGil0Mah3UKTQheEbg39MvRiWLawmLAqYU3DeoVNClsSlhL2VdiV8Mjw2PBq4S3D+4VPC18Wvif8G0Mz8hiljZpGG2OQ8Zax0kg1TpkhZrRZzqxrtjeHmbPMNeYB87RlWAWs8lZ9K9Eaab1vbbDSrLMBO1AoUDHQKNA1MDYwP7A5cCxwwc5iF7Ur2wl2D/fXa6Atm2RzraM962LYJcSLGQxa71kXwy4hBhnXuqDfji6DeI1JRCYRmUQf0wmZTsh08jGdkemMTGcf0wWZLsh08TFdkemKTFcf8wYybyDzho/phkw3ZLr5mO7IdEemu4/pgUwPZHr4mJ7I9ESmp4/phUwvZHr5mN7I9Eamt4/pg0wfZPr4mL7I9EWmr4/ph0w/ZPr5mP7I9Eemv48ZgMwAZAb4mIHIDERmoI8ZhMwgZAb5mMHIDEZmsI8ZgswQZIb4mKHIDEVmqI8ZhswwZIb5mOHIDEdmuI8ZgcwIZEb4mDeReROZN33MSGRGIjPSx4xCZhQyo3zMaGRGIzPax4xBZgwyY3zMWGTGIjPWx4xDZhwy43xMEjJJyCT5mPHIjEdmvI+ZgMwEZCb4mInITERmoo+ZhMwkZCb5mMnITEZmso+ZgswUZKb4mKnITEVmqo+Zjsx0ZKb7mBnIzEBmho+ZicxMZGb6mLeReRuZt33MbGRmIzPbx8xBZg4yc3zMXGTmIjPXx8xDZh4y83zMB8h8gMwHPmY+MvORme9jPkTmQ2Q+9DELkFmAzAIfsxCZhcgs9DGLkFmEzCIfsxiZxcgs9jFLkFmCzBIf8xEyHyHzkY9JRiYZmWQfsxSZpcgs9THLkFmGzDIf8zEyHyPzsY9ZjsxyZJb7mBXIrEBmhY9ZicxKZFb6mE+Q+QSZT3zMKmRWIbPKx6xGZjUyq33MGmTWILPGx6xFZi0ya33MOmTWIbPOx6xHZj0y633MBmQ2ILPBx2xEZiMyG33MJmQ2IbPJx3yKzKfIfOpjNiOzGZnNPmYLMluQ2ZKZCcfxIBzHg3DfeGBg/zGw/xi+/mOghxjoIYbPQwz0EAM9xPB5iIEeYqCHGD4PMdBDDPQQw+chBnqIgR5i+DzEQA8x0EMMn4cY6CEGeojh8xADPcRADzF8HmKghxjoIYbPQwz0EAM9xPB5iIEeYqCHGD4PMdAPDPQDw+cHBvqBgX5g+PzAQD8w0A8Mnx8Y6AcG+oHh8wMDbWqgTQ2fTY2tyGxFZquP2YbMNmS2+ZjtyGxHZruP2YHMDmR2+JgUZFKQSfExO5HZicxOH7MLmV3I7PIxu5HZjcxuH7MHmT3I7PExe5HZi8xeH7MPmX3I7PMxnyHzGTKf+ZhUZFKRSfUxnyPzOTKf+5j9yOxHZr+P+QKZL5D5wsccQOYAMgd8zEFkDiJz0MccQuYQMod8zGFkDiNz2MekIZOGTJqPOYLMEWSO+Jh0ZNKRSfcxR5E5isxRH3MMmWPIHPMxx5E5jszxzIyFPmqhj1o+H7XQRy30Ucvnoxb6qIU+avl81EIftdBHLZ+POnEu42LYJcRrTD1k6iFTz8fUR6Y+MvV9TANkGiDTwMfEIxOPTLyPaYhMQ2QaIuO+oef2dsNbSAk8zamJe+JasCdeS2rjmc7LeKbTBM90ejlxUHI/2AvPwt+eub+gLk+qwO67EWlJOpAeZBAZTdw3UjHvzAFjeAaBMTyTwBieUWAMzywwhmcYGMMzDYzhGQfG8MwDY3gGgrFpEJuGMTwdwRiepbjPhrGxcIfgTt8ilMaTCBJLniTVSQJJVHK6b05YTraTVJJOTpLT5CK1aASNpoVpFTyj2uKevHhnAa6PsrfdUS7jjmtluLMt0516eGd7pjv18c4OvOOWmBKM7QzGdgVju4OxPZlqPopl7A1y+4Kxz4Kx1GDs82Bsf6YyjmEZXwS5A8HYwWDsEMZcb5IkEiyvs1lsBswSOnsXwsOZWtUAS0vLuMPmwQqSsCWwVgtly2H1ZbGVsGoKsNWw2hFsHawrHKjBfQrVIOrNE+68xGa58xZ7V93ZhHc24h33yYaNUGfmJ5COKLt73/GEXL1KvO9+dPV8oHt2mh9Pg+pg/mWgqbv1pIBbQwSJAiyAZ003qiP0ur42Bk/vZpJ8bA70svx4zvQgnjMVuEsSRUIf1ElBUhd/43TnMv31LcgFFmOkEImDHpn8N7Thr29xhhcVvmFrM77r1WH0mgp9ajqMYQaOYeZvbB5/F/R16/oyW2jEX26hW8uXB1Jx0GZ9MoQsI6vucx+6dXt+bxwDhDnp7o9Gmcv9O8eUzHL8L40MN7LL7/VvN/2RP5g+5R72/8zy3KvyU+6j8SRze+8XeVL+h8ezzPr8X5U/5fbGX9b9un7b/GYrzjv+1r37bUo0+i+TyK3Je7pQw3cveL/vqUu872TdFBMQ8XetzP0FbKZvU909Npvi7sEVn4yllcLfrbtPz9VUz2a8RH7v2X5KwtVvBq79YmAuljcfULD57EO2kC1iH7G1bD3bYGwzthspxk5jt3HQ3eHgzDtFzbzh2FoD5YjFdyy4zydUv2MpQlkyW8FWG3uM/bAC3HZ32wk7zvugnSjFPW0n7vL+9naiFPfWnin3QztRintrz4/uh3aiFPfWnrvvh3aiFPfWnivvh3aiFPfWnqn3QztRintrz0X3QztRintrz533QztRihu30/0dXMZbQeMA7Zv8cnKyquGP/rLyz+Qoje8Yi4J9YYw6A27oPo3neP9fgMEVhiiPe63uw4rzspaDZfwXAfddIx3ISLKOeP+Voh65d99QWGBhz74r2EqwrmfbVCfuL9LYtV+Y/v9qdQ9y7b007WFHPfZvbTO1z/hscX9Jdb/p6vR9qavT96WufrovdfXT/agrfPKesqT7Uqpx96VU44n35vri9rfUPXvR3f+4Y0k83xEyTR6R6fKoPCaPyy/lP+UJ+S/5lfxanpT/lu7/AbjxG8P7EHHduyUzv8PPfZegJr+XaYhHENMRjyIeQzyO+CXiPxFPIP4L8SvErxFPIv4b8Y5kctrxhxELIT6CWBixCGJRxGKIMYiPIhZHXI64AnGli3Z1xBo3lSn4GxWzCfyNNdcx939yeW90iyUZ51mRZjMSxk2im6PM1WZ/+Mt7/R3vHbD43sqYYL4ISBWqUu1WuTJdZ8qThHkYrDsLw9q3jdmUCHONuRlSJsDfAojXct9/yYU5zVzDLcXXvAXvyw+1/W7+zDzK5b6/cDTK5T4nEEsaOXlJthtLxb51W3ctv0p5A/luJ6UniZvyhjKVCtqsBclqTnPfpufmdd/Fyy64NuSBTFe1VM6BJONNJtxs4ZRwYp2SDp50mvjfrQiT38rv5CnnMZL5nXjXv5sIrrn3+xD3tDuEeG9ndH+vGRKO56HE+/Wz+/SDWxtznynynmBxnyHCWMZJbfBph+BzMd7JaksYDa5/M2xGT9FYx7ALgF0ReyIOQByIOAhxMOIQxKGIIxBnIs4Ju3CLfUxX0Md17372vUfRleI8SnEepTiPUpxHKc6jFOdRivMoxXmU4jxK4eJYxMmIMxHnAN5y78NK469xImkULUAL0+K0NH2SVqRVaHVal8bTBNqStqOJtBvtQwfREXQsnURn0Fl0Hl1El9FVdAPdSnfRVHqIHqNf0e/oaXoO9iuaFqbZWjYtlxatFdSKarFaWa28VkmrqtXU4rRGWlOtldZe66z10PppQ7SRWpI2RXtLm63N15Zoy7U12iZtu7ZH26+laV9qJ7VT2hntgnZFZ7qhSz1Cz6Pn1wvpMXopvZxeQa+sV9Nr6/X1xnpzvY3eQe+q99IH6MP00foEfZr+jv6+vkBP1lfq6/TNeoq+Tz+gp+sn9G/0H/Sz+kVGWAizWBYWyaJYAVaYFXf3ZK72tByoQ88iiYidEDsjdslkqTcQuyF2R+yRyYK9EHsj9kHsi9gPsf9tW3kY4vBMFn8TcSTiKMTRiGMy+cM4xCTE8YgTECciTsrkM1MQpyJOR5yRyZfeRpwd9CuNzUWch/gB4nzEDxEXIC5EXIS4GHEJ4keIyYhLEZchfoy4HHEF4krETxBXIa5GXIO4FnEd4nrEDYgbETchfoq4GXGLi+HYXgPlN7B2A2s3sHYDazewdgNrN7B2A2s3sHYDazewdgPrNbBeA+s1sF4D6zK2Im5D3I64AzEFcSfiLsTdiHsQ9yLuQ/wMMRXxc8T9iF8gHkA8iHgI8TBiGuIRxHTEo4jHEI+7aKFsFspmoWwWyubEIdZDrI/YADEesaGL92Zl938IIiRRAAEAAAABYXJhYgAMAAYAAAAAAAUFBwzbDYINgw2EAAB4nGNgZrnOtIeBlYGDdRarMQMDozSEZr7IkMYkxMHKxM3OwgQCLA8Y9P4fYKiIZmBg4ARihhBfZwUgpfD/D0fRn78MDBxFzMwODIz///9nYGBRY90FkmMsBAAt9xNpAAB4nO3We1AVVRgA8LP3spdrHDikGc4k7V5p70xlWI5TlIxCZpkzKAZKioDgmKUZmhqhEqj4QkAQLbMsNAUSH+iQNqb5iNTQyRch4pu9cA/4AJFH8N37bQveoZgmx2b6p6Zv5uzZb+ecs9/M75udJYQYyb3Rlwj6lbgX65nQmbu5ryNEqNITd1JFZOJPgskwMpy8TkJIKAknm8lOslcQBQ/BW/AVBghBwhghSkgQFgjZhh8Nxw3njQnGJGOyMc2Ybtzodl4cII4TY8RlYpq4Sjwm1olNpr6m2aZ6U4tJc082F5sPmDXfUqm35CsNl0KkCGm8FClFSUlSsVQinZMuSvVSk4Qyk3vKvWUf+TFZkv3lQfIQOVqeKSfKyfIaeZNcKB+UGyyipZfFx+JvGWUJt0RbUi1rLQX9pH5P9ov1M/h5+1kUohgUqngrjyh9lL7KE0p/ZZASqLyrpCipynIlXclRNirblN3KPmW/UqKcVE4pF5Qaa6A1yPqydZJ1svUt63RrfP9kf5/8zPwd+XvztcIpdwUgYAIfeB4CYQgEwyswGsbAWBgPURALU+AdmAGzYC4kQhIshMWwBJbBClgJGZANa+FT2ABfwkbIg6+hELbDTjgM5VABlXAJrsJ1UIEDgOaY7GhyDnU2OpucTvTDOZiCizAVl+JyTMdMXI1rcB1+jrm4GQtwK27DHViExfgt7sdDWILH8SSexjKswEt4DW3I8TY2YCM6NIem6ea/G4/oNH7DZUwEs+Al9BRkYaAwTAgX4oREIVnI0Y1LDVeM83TjVN040/iVW6X4nDhejBVXiBlitnhabDAR0+OmuaYmU7t7qDnXvMdc5kt8UeojydIIKdRlHCOlSHuko1K5dFlqlFpk8gfjp+SBcqBuPE2eoxtnybnyZnm7y/hR3TjEEmaJ1I2zuhnLf2Ec2mWcpeQqW7uMT+jGFbrxS13GU6zTdONJurFPflZ+UX5r4bOdxkboBb4QoBsHwTB4VTcOgwiIhBiYDFNhOsTDbEiA+ZDczXgV5MAn8Fmn8RYocBnvgrJuxtVQB05HtKPRGdhp3I4yzsQPuozTdOMs3fhjXI9f4CbM6zLejXtwH36PR/AoluLPeBbLsRKvYBXWuIybO4w1VSvXSrQftCPaIe2A9p22T5uuxWoTtJ6at+aleWoeWg/NXRM1QSOI6ETAdmzSd9/BW3gTb2Cd3jN2rNZ7R8Xreg9V4Dm9q47pbz2CBzHeOdo5yhlQG1Ar1hprBa5xJ3dw4O28jbfyFt7M7/JG3sDr+W1+k9fxWl7DVX6Bl/NTvIhv4Zv4Bp7BF/GFPIWH8kA+gD/Dfext9mZ7vb3UftC+3f6C3b+mtSaiZmTNYFuUbaItzBZqC7GNtL1mC7K9aBtoe9rWxybaDKqmOtQ29ZZarV5TL6gV6hn1hPqTelj9Ro1TY9RoNVgdqg5RB6sBl0dc3BW3O25XXFHcrJhgnzxWwPLYeraWrWE5bDXLZllsFctkGSydrWRpbAVbzpaxpWwJS2WL2SK2kKWwZPYRS2IL2Hw2jyWyD1kCm8Nms/fZLDaTxbMoNpFFsgnsTRbBxrGxLJyFeTV7TfWSPd/znOH5tuertJ220V9pK22hzbSJ3qWN9A5toPX0Nr1Fb9IbtI7WUk7ttIZWUxtVaRW9Tq/Rq/QKvUwv0Yu0kv5Cy+g5esbj7L1v+P/xnw6T4aGOSSB/0haIwXVnIPePezuN91nh9kC1iB31kI4/hI4wkx6u550VEg99UOJJvB7orH9BGLa65px/6MCH/9Zq7+7pb5Zx8kl4nH1VfXSPZRi+7vt5nvc3kiQfTeMwWY7pY06+MsU4acnsWJSvSuYcQyhSqeyYSaEYEvmI+R5qZUU0po4OolkkSbWjliY7Z5EIe5+un+qc/qn3Oe/5/d6P576v+7rv63rddsS56LkOcTYBcYD/8Z8zzPI/Rp9Ff/U0IE3/Ov8+3sMmfCWtpTm2yCU0xkWJlSSkwuICDN5BDV5HAzyIhVIfN6MR+iNVLN9JxGxZ4if5SnTFPOT7rZLjC/h8Dj7FRSL4zgo6Io3v98cIVJoKDPRvIgYzcA26oJ80wjAc5TpPDPOxADvlBX+RWRsgh/GS0R3d/W5/BW0w2851x2q9jzzskMAP91lohnjM1ER/1H+PBAzEKmwipkQpsfehBUZjOhZJrPmU/17HaoRSR4eaHm4XM6ViAMbiGcxEAfZLfUl3x1y1f96fQoAb0JqYslAp7aWPrrF1/N3+OAbjQ+xlvdFVYgfbdW5weI9f5j9GQ2yV2vKR7Hbt3Gs1U/1K/zbqEE8SGUljnscxDbuxD7/irGb7bNyHDGbeI02luSSQ8aMaq1N0ijmM21jtUKJ9Gm+hkB3Zjh0oJjffoBwV0kBukvvlccmTs1pHM7XULDFF5ogVu4F8t0QrcjQRa/ABDuAgSsUx/h2SLqNknLwhy6RcC/WMXrAxdpq9bGtcQlgeXvZp/jxuRBM8gMnIJrersAVF+Bxf4izO4XepJ51kpKyUQimXM1pL47WvjteFukY3mzSTZ3bb9jbFjrYH7XH3kpsVGRYJr6wN54ebwzK/1ZdxduoyfgLuJaNTORVrsAuHGf1rfIuT0flh/C4ySB5hlgnysiyQzbJHyuQ0q8TVFa9dtCezjtOnyFOOztcFzF7KdUiP67f6i543zsSbDuZJs9IUmm3mkPnJ1rMJ9jabZPvaQdazM+1cL5fh1ruN7mNXHSQHmcH44OdITiQ35kBNm5rvQoQjw8JwC2c3hpM0mUwsRz7nvog92E9GPyficvzGLjSRFnILcXeWe6W39JGHZIiMkByZIfNkkSyRfHmbFbAGjRB7onbXDB2mIzRXZ+irWsS1XffpUT2mVUTe2LQ0iSbJpJpBZrAZyxommikml8zmmQJTag6bU+ZnU8WuNbbN7NN2sl1s19kiW+YecE9w5btdrsSVuSvuSqBBkyAuuD0YFawPTkaCSIdIeuSVyJHIuZjxEidtiLw5/nVoLDXYTAu0gc2WKt5oKhbXsfJE9iGDqjiHe0zIvtSNPie2hhprb4juDLrZQu6fKDvQXvYgO1AjgC3He3JCy+0n2hVfymMSa9eZsW6/tsBGutFc/Uh3SAqKNFkH6FIDqZD1qOC8P4sFMlomYKNUyV3yonSUbBzRRiZDcpHs89VKLUmVahABptpMPIL/PaQzTqAyXG6vtS/Qn7ZhITu6Cd/LBlwS58/Q3QzdaBhdZjbnfTqirjeUOsumHmPpIGOCUhRJAEQ6BnfbyajGH6h02zlRKXTSU2GWXW5/8B39rVQYVYb11N1I9KJiKjglxbyOXg2h0mvTS9pR1ekYhEy8SNfL84V+qZ/mn/Pj8Bn3XpK2cklWUBHbuCMZe7nm4GuZRR32+v86/+sIM1GC03KjtJJ21EOVm+TmugJX5Ha6g0ES2c7FEk70SU5zbVYwHGU4jQsSw97Eoi3uJN5OxP4wxuhAU4we0gTjqdnW9PGUvyuZwCg5ZG8p9VxMbVTTJ4ZgJ46JSmNWNJz5YxinN3l+lG+vZQenyRbeyaRrt8EvrLuudNKJzNeNkRbStUqI6QR+Itv+Kq629IWeMoCxLuAhZDJDB6TLu+zAB+hMZ+1pDpDvm6UeUiReVnPfY1RoXTRFZ/eDKNqGab6TZplifmM876/g1+smdJUnieI61lGDhtIX7cN+xHBYjC2UL66iWKwj/AzzTDgGn2EDe9LNTor0tE/Z6fayu/5PQxboFQAAAHicfVRNb9tGEN2lFFuW5ZiOY8uW0mbZjdTUkup+pVUV1yFEkXAhFIhsBSCNHEh9FHJOPgVIT7oEMdYu0H+R69DtgcrJf6D/oYceG6CXnN3ZpaRIBVqBIN+894YzuzuiWX/SNh/tf7f3sPZt9ZsHX335xeef7X5aKZd2Prn/cbFwj39ksLsffnAnn9veym5u3F6/taav3lzJLKeXUosLN5IJjZKyzR2fQdGHZJEfHFRkzAMkghnCB4aUM+8B5isbm3ea6PzxX04zdppTJ9XZHtmrlJnNGfze4Cyixy0X8c8N7jF4q/APCv+i8Apiw8AEZm8NGgyoz2xwng+E7TfwdeFy2uJWP10pkzC9jHAZEWT5aUiz+1QBLWvXQo2kVrApyPGGDdu8ITuARMEOevC45dqNvGF4lTJQq8s7QHgdVkvKQixVBhYsWFRl2IlcDTlnYflKXEQ66filTI/3gqcuJAJP1lgrYd0GZH/6c+t9iC+/ZbmvZtV8QthbJ0yGQrxicNVyZ1VD3j0P34G5WsHxhYOlL3ATm0cMq2kvPRfoSyzJ5ErkquL19bktGf8ZgyVe5wPxzMejyQkghy+My1zOHF3/QXI2E22XG/Aoz72gcSe8TcThi1+3TbY9r1TKob4Wb2x4c3UMMiuzoD/VFFJ2iZqH052lsiP+PQ4EsC7DTlyOa6rKW79KRLeKNvx5FLOghydyAkuWL/Sa5GU+3CjonIl3BCeAv/1rngnGzEJBf0cklHMyHTXUJxhKJdjZkSOyaOGZYo/7Kn5QKT+PtK/5qc7wgdtHHuPeBl5tF7ffMOQBn0cm6WAAw5Ybx4x08pfE3C15oPlSuZooG0+kMpwo03Sf4yT/RighZANSxem1qm+u24Ma0M3/kfux3jzizdaxy2zhj/e22Z6LYr061cYI1i03kdfGSMsnlIpD+XRqloGbgWQBrwU11D1I4FAqgjIHdP8gvntpw/jPnGgxNZMUXf8ts9Tjfdq4S6iV5uOHc/FcdxmRwH6TRa3ZPhYiPac5+AESwuHMEb4IouthhzOdi5H2WnstTm1/cqDR9ZvzPDgXHi5iQGs4rBqph5yetUKTnh0duyOdEHbWdi81qll+3QvvoeaOGCGmYjXJSlIGTAakSXHOL7WU8udHJiFDpSYVoeJuRIniUhOOkm6kxZweFyqqQibRUEnGijlxJ5FLxdwwdt8fu1Oo6FJ5Q/CbTpQY/+RHw2q7s+Og/mNe5R+GX7hgAAAAAAAAAwAIAAIACgAB//8AA3iclLwJfBTl/Qf8/J65dmavmb13k+yV7G7CEjYkGyASySiHHHIpIKALqFwCCkkVwYuACngC1rPCH7Si1aogIIRYS6yI1VahVVFrVVqp0iOF9kWkhZ28v2d2k4Dt//9+3hwzu7PPPjPP7/z+jhlCyTBC6GxhMuGIRPq9AiTTuEPi+3TWviIKv2/cwVF8SV7h2GGBHd4hidvPNu4AdrxOi2mJmBYbRqNGBTxuzBcm//unw/j3CCFAfoibFyGI81boXjqIKDTpJBESJTWEJ0F+3tJAepx6Mjc2T5rGdvavYXP9EIIQNL7BrxPKNsI+oR2vSoGL9hKp6xNdHtiQFStxI7V1dehyZX1W1HGD7z7RJ8RS+Bluqkgfvo9QqWRsg8hAocm2gCygc7i5wnzLPOUY5xwtArXIwCmyzEsyQJRIHkIkUeb5qCB6BEG0KHqobIjCTmENlWWVBOU4kZfb4Ge6Q5SowPNALDa/P0Ta6NW6NYJzQA20AgdttEKXIzLUyK0yldtpBeFxhBwVQAhaZ1zbveDgqVzzyVxzID9u+JxhX5Omxka1salxbKfmasg05tPpxjVCv/Sa2/ev6RdgO0ltbFyzf/8rIh06aeouOSvbsyQ9rX8NjNluvXzM9vDE6VP3Eq7L2GHhlfYuAyl19hWRH8R+pkFzLm3+VAEX42IQc1tB2Gf8vDW/e7lxgA6Ghj7vHoCxxk6h/ey9NJo/QkzeXd31jTBD+ICEyGF93Gr5Hs89vs3kcfFt+UPuQ+u3nJyQK22V9ipPle8m4SZ5tWCR3JLf7/b7q2gfLiFIlcITwmPyO9xbVqEJxgOFy1QCR8gJZCuSdacWyJp7BVfSBtN1f6Catzh0hyvrGDPTCeOd4NS9gayzDSr1uKta4ZzHHVPIcWJOFaophVJvaosETiki1Uic1Ebv31lyx+UF8jaP7Ryn5k7lxnae7CRN+ZPpXPPRNNuzF7n+NSQHuVwOBJEvjxJNJbGo3+cX+kF5XNRUX13tAL4JIhcb7/3N+L2xFm6BLNh/MrvW+Cy0demPf/XLLUtfoCVXnvgzrIPpcAM8snnG9hEtd/3F+Lfxl789WqDdI4TwJ1BurWS9fqFF4CVLQnRFBKgRtglUEGSOT1CgipywEoskjuHoSIVYwRqK2mvsup2z83IUmJIgqeh9O239i+tqHJtvNBfWOPZk48lGlJp8I/vXGjK55qFXoQgIXR07yhqEtq7WHSFz94q7ATk/DQdxAsqQqWPeWPH/Eb7p7J/pkXyUqxPaTxuvfWc0f2dePy5D6GNe/4/1hMwLCkdlJcG7tnHAcUQUBLx6yWLBqxcsUfGgBEj/+/S4bp9gn2Xnlthb7ZQtZYu9w87bqbWwmA40A4Xl3NS7nLFqrrnllPmyWwlwg0qQM9fDmevhUFBwPWz3vfV0L6nn91GopMOg0vgk/zOhPb+PXvTvEXRlfgWu6X5c2C5cE0cWm3TaWZvNCkwCyxPmXm/y+LNE0IUJQqtwRBAiwixhiXBC4FsFlDjKEQvlPgVCtpMjhOtgcswWdQjf8eQGvv/moui1FJfShBcG+Bavll3f/VAptP97BF7HBkLEIF6HjQZ0q5VLWpJWjke6IrN0ufSCrBK9YHBWbus6srO4158p7YdHcSPKFuUr+W8Kz8uK4qalvCpHlHLal4/KGWUenc/PkRcoN9Nl/DPyC8qrcrtySv634tvMr5c3Kwfkd5SP6Sf8YflT5Rt6jP+T/BfFfrO8TLmT3s/fKd+vrKfSVOscuoCfJ89XltLlvDSMjuGHyWOUKyxXyFMVKaBkHFl6AZ+VBytNDomjNl6UZcVLQ7xflgqmSY9QHs2qYJOkWtFhqyWEUzlqmWCxZ61sY67SYbVnLbojlbWyDR7aqKvshdXCAeFRshRiYcLQ1Ki5/A0F25WDTKf6YSc7UNLWNVivxrNEeYss13K8h+N4alWUWo7iS4rTcDaeUpuC9l2yRBzgaAP7TkkU+Hb0QYz1V+YKLPdfPikr1Eq6tMICltdXIBdet0atNtpGB+ku5LWOA4mOg0htxAY2No2dSa96srkznVYb/642hoJqvjnf3BgKqGi28YB6tBkvXjVFGa/2fDtetNnuy1G2LV1HXrFGmYHOmT+mrKRJujmHAiMDk2aIgbYBXgMFJPiZ0Wl8bnxlfIFmOsAd+/cIftWZO9g/Wglmb06jTDlJCblZT4jCXs/eAHeJAPOEwwJ1aQm7w0FKVGZ0nMTiS21jGot0kK1ZZjl1X6SspmxW2ZKy1jKhTHWea3xKzzU+Y9XmU2m0rqZ85xtNX9XI7GkzsIuO+sPg9ThAEtMQpHW1Q6A+m0wlyx+Bz8Bx2R0vXPPYuAXvvPH0tqVDZ4ys3yK0+2Kfb1vTdp3mzX/M/8KY1e+aiybMtyt4YmZ/UH+Jl8TIaX1Vg3OU8wppgXWB7QX5OceW8t2OT2RFtIiK3+JTBjhGOEY4JYsqax6Hx+lRBzgGOC9x3uRYrn6gWJfJy4JLy9bKa4Ory0TZ55FtTsfljpscdzkedvzYITiidpvHbrc5bV6735dwqx6Y5dnioR4PicYYuZBwXmJxMMefInbVTu0flqS2iNvFDvGQyItrlpRDtLymnJbHvOdSLd7/2l6qoYk7les8mevstnAm5XLNuAf09w1r+qVzjtvV/aA1EHxv+qfmHCNoLaOnKIXB745x/ShSFXqomoZH6eK/ftT6izdm3b5gp/E/h1smzZjb+NlHCxrHj6zY9Y3QPv7dVVs/Lh20+qfGH6Hpp9Ni+Y3cuIqpF4++0iYwGz+662v+n+jf+8Ih/cK9WlvZ7soDfXl04l504t5Aeo4wp/JGcZn9xspPbYfLbdOUyY7J8Wnl821zXfNi11XO63tz2eqyR2M2VzmzVeFIlu31OcFQdmJ8Yvkb8TfK+eZ4c/nK+MryP8T/UC6mlT72inhFeYM9Wz5GGWMfFh9avsA+p3y5/Zb4PfZ7488qz9l/EnfLimwX42J5UAnafXEpXq7YefBPCejBaHZxABYHNgdooJ3OISWov7ZQQ6QESqo9HBkJTKFHhaLZGtBhAsyC9bAFtkMHWODvvB5qUHngq/vIgeNdfvDrbn/WP0ZKJUP9Iqkt6naVqmPguFZgYLD6t0WZH3P51FeIPmjaWMa9ceop3KdbGKRoTp/MpY8W9i3po6jnBf01nVYc6VFSNgTpcai4/2qHuyGO5MEdvntnh4u9O6Q7XQ32qKtBMf+d7Ngx3WHDY/YGJcD+3UXrV/yZVjSy3guUC+z18Xqk4yj70PiI8meV5+MKyU0rqqI7EUY5GWCKCfutzw6BuihfgDiS6PX4fbwpWQz/jIZoaPOadRsuvDS79++z1qw4/jx4wC8Zn7hvv33lqEzfQbD94E33d5F9xl+Mw/B56Ya1yydmR5W4+g2esvzlJW/O/ee79uZr6+MN2URm7vWv33fH7xcCMPnqizZpr4ndW/TyjFzD1wgT5CWIitfLkggCTfAclYhFRhDNr0B03AbVuiJKiKPJCqZF+FbjHBPoEtpK11OeBi35F4tcmTj1FYpcQRSUQx3CDWLoo0Wb1Gj6XTSe9QzjwJfGWP4BYxz/i9OnzwwxY4pq8j7fxP+RlJMM+VAf9qT9Ee2RyJPlz9uf1Z6NPF9ueZR/wvKE79HQVv6nlp/6toYspe0lR8Peo552l9IuH7VxR2k7cddb64/0gT6XuIbYhiBG/YNee7wCKi4pqyeonuEhsWCNp760PhA+WtZeAu3kKGc7am2X3e2uo94hJUOOpyB1SaANVugupZ7Wy0O4IUeqofoSUdz6m0CaNHXmjuJPHncnOzvVnr+jRwHXP5Z91pnLs83Ro+o5A9jKSc6dGuhHftf6/AP9UsGA+KWUA1mfTEmpgf3QfAzwe3wFAUHI+8pdz66tv35Qww3Z1c/dVYo/q59bW3v94EGLsqteWFVaVnL45ssnLV06adJS7qU7d6wtKy0tW/383XXXX9Bwffbun64txQN3/uSu7PUNDQufKYxbyjBkV6eo8reLbyPeKtMVeI3QkIAh34y9MJowNh5VvyYZFvRxyCg3v15U9+wxsecv6YXwB24Kfs/5Kk0S9Ngk04nev3+NGz3iL9GxXFgIELu6CvGh+J0rSdCkaZLtSVgF1xGfrlBidQhEp2DdS7OkiqQhXY/jR3Ud4/sJD7qSNqkwnhzFKczxdQN4HsfX7aX1vePN+aW+PfNvhAdhGqnVA3SJG9x6ojLr1oMluLE5slvwCMK1KbtGpik4e07bjHrb0nvuD3rOvZF8jdNX6ipdMrh1MK0ZDB2Djw+mg/m2rsXmHAN7LiXX3FxfWK8xncXDPdfzFM/jHNbdlMSsQHS8aGKOG2VM5xv4IT3neoo+UBw3qs5u6x1nxnjSHJxPNMc9AT+Fh0hIt0O0BEhJWFF0gFjPWnJsHZNxHU3mOuTCd7ppCCRU5vfjF6Ln0bBwjpE959gEz8FNhfElYcmB40vO49H359907vweXCSEzpv/YeTR1dJgV9L6T3P80+CE+aREd9CauB6ncSDzkZjJcxbB2MqRiV3HhA4zxikhlWSv3v9fXrguvCA+p2JOJT/NNcU3LXxlfHJiSuV1rjk+S4NzQOCCWDYx2jk8ODo2LIHgQ2qHcUSEXbpdsa5Ek2ezKyUhkmyjN+7wS1Hc6R7NqvyKwkqrVEGeKSmvCgWTJfY2qNLtxAa6bZat1XbExtvaaP9XS2OeYNXUvRAylePk2M58rrkTzdnXqnEUd+hzOvG3sWDjTuYRKjBbj0FsDupMyJUaAgPLuVg903OMaV11tX4tBmjpe/ScfzNfuejS2ksvhlvmGGcuemX6HuOM8YsdqyCYd2WG3XL12rvmzV4jtL+6pHV2yXXB6WPODN145TRIof90QPBhqp5d8sKlN2x9Zs9Tm5nsdOWR7tcI7ZpoewHpKe5IlQHkkB9m7GvqZFHHYEpBJ4HYnECRf7bz+H0R8jtl6qS1qJN/7NbJsqjFgTpZdh6/zfmlqT3zb8T57y7M77ab86v/Zf4PeubfSD7pnr8ibM4f+y/zj+yZfxPOf9P/5/X3zr+J/OH/vn7UzROmDhd1k7vY1E0ggYDV2qubF+G4lKnDhXmfgvVFHa6Jo6nqGVe43sE98z0N41H+K1CHnY4mx3gHF8UAiG+DwK75aQCtVw+KNuX71/80+Qwn9uL1Q8TqmZ+iUN5z/Wz8NajPrzObYT1ZtBmfo80w6ROrUOh5BoOtd5IxkZ9lzm8vji/rpk9NnSuI9Kk5jz6F+Uf2zL8J57/p/8f8m6D0/54//67wOhtfnP9N+EuR/rG4KBbpivbBnFe8Du1DHzIALPpFaythWum06imZKXXT6q8rva56bmZu3XX1p0us8oCbw2v93GBvfXhwpq5ujHd4eHRmWN23nn9HFEkSRbLCClYrBgb1uiZCFIOvCgxXIWm1xkN2hK2vog+x19lYRFbZJ2srJiXMff+suddlb0l2FoagM51oWHYlnR5vP3yx26dExUg4y2xOGdocNC22eP8qdzLeOGjdIGBz78RgG21O225bXToWmjpQPdV5sjPdrJ7MI3RAq9LQ0GRu8ifN8PNomoUkmc6GDAItjEea6jI5rS5TlylCy2aIMTQ50I8mpw4EHwtHLgSxPI6wwjQ69TEMw6A8iqDTfQ7IoAeNj6uWzU2OHiTelX8BLhKfnn119I43Vx2aZby5vxWkqV+1G8Y/zt7YfM2GW5YtWcpvnX7jrTNL7/Y0DP73jNTC+ityT774+Jm1IELZS4+cveT9L5a89IST3r5+++ZnHty5w5RjM2dl+jJLUc4e7JZL1FvxP/T2IdSbaVI9yo2jWy7hmsJ4f8gn43h/73jEjehxhXb0F27iJ5v0jCIqIrV7KPXYOQBeS2zzgheBjMXCU6fTbVFsis1h8Vl8zuhBloGg9+lVQT04ITgryC0JtgZpNFgT3BLsCLLcD7gFr+B1RaPuGneHm3PvpfeRgHoql6+tzWS0uroMRost571njME/xqtcJ278eKzwCeKk8vo6hn7xv85bXkiMAb59dMMGSNHhkNqwwfg0/5rxKXvHN7bvx5/2M/tZnoxvfPNNxGBBpM10XGspeV331AtZ13B+mIuXLH7LVPd8Nw9BJpIlmi8bPBYIzMQwWZdtWUpLRJfbw/l4QWPeLyBKJcTmU2xJqx6tyG6zQheqQWM4wL7si1dk14e3hOmS8IkwPR6GwKO+Ui9to3e+ynHeZMjHBtnwa1t8cMIHvqYy9RQGWOj8EDk2qn9j0ZZ5xMxFMAnW/A2MGulco5pPNxagMCAVvAPqWBiNRMiaGV72yiQQYp2E8dmaX9z+4oXG1/5Jw5YsNb5ZvhyCwmWvnd7c/PL2/Abaf/38IQ/vy/+Nf+y1+czntWMAcYNpawvY5Eddb8OagswILtM3COfKWNdrOH6xsAtl7HEcL9p+9Evy/dHdlsn0qb/D8TNM31mY/0mcv+g7ecn8Bn/e/OZ403cW5n/ybfL90efNj56JTjR9Z2H+jTh/0XdaBfMblvPmR09MLzNta2H+jd3X3zv63PnJSGM6vGb6Ntkc/5SzYFlDPOFMy4pjLsEx7WyMzVkY4yh4tbCFl7rH3I8+4AWhXS1ep/Vb+BxtcnIPjHesc1AHBoc36urINNlMthFagwLrv39kwaWlm5lu/9CYyP2Wfd88h2RTKUaj5CI9VBMBjjpL1VK9dEXpttJ9pR2lh0pPlMqlfBvtq3txEjKTR/JF+Rr+IM/z4fXmvC319Ygb63Ps2sq7vuHvM/3ft0W78RXamcgr4DZF1qplidtHAKnj7qFlwafQrqeNiSgPHyAS9pF1e/HAST0ItscQEVOfklSigYEK3xoAaBHW8iJzFxmnw+YTZ2qgPWhzcn/lVwvkr+JqQfAmVQtYQoF1ARgfAGediiYm6PcH2ulCEqMLXmkMpM1QOTj2aK45MA5Nx9h8sCFzMtAZVHHDIswmraG2qfEkCxqbc82DBnHumLs8JflN8x1PDTRNe7024LfAH/zDjYtO931k1WWL+yejmQus/IuQMj595JHVZ87sffm68Am577CF3LdImyfQt77JeGs9VfStPyr6VpvdaunFLPfk3+VnmjKgFcc5/nMcshWjFv5aPkmsYNPrRvLL+Hv43/N8H2kqP0mcIi/g54jz5LfQ4uoDL8jyeqYWN+hAeW4J18p9yPGsYKBfXpHKihwV/VxKTMlTuMvF2dzV4lZuF/c2Z5NFReAsoswT4Hg+KSgeQVBEUZAtlqQketB5c6Ks8BaBB1GyEEW2KBLPsdzxq4HSrCAUsqi2rNQGoV12TkmymtarsXiWNNnUU2m0VqfStZm0i5mmhkJOuycpbLl9P+4Daf52dT9hiW0zGVhI8bwqR619WGr8yA65T5ak02ZqJ90MLBXeXGemhmWIgaQ9AEEYBdONR+Bu4zfGt3fySeNeWGrclp8Bn99jvFig9yak41apAfnynUnvCeT/gbkM4wGIlIxMAcg9ssrGL0dhHSLVIH9chfFdP0dzWrEbJN3lLVRerbh+CVaheoDUK+dFO7AJ+btVeLnnfG8iIi3wV5SI0CsHrfl34SVTDlymLXhzf2EULxTtBfpd89qFl9H/auSWV50OzaYingnrg2wbVW0QoivguYRALCxZWyGqLZImJi3SGIyMBVWICjXCBEEQQm7KnZufdfXfG0D/wdJHTDkax6onmWvpVLvTSCx/Xwy0iNbQUCwyedGh9ARbm6CSHjGehmCfm6YPnDSKrhVePjPqO+Hld2+5vzl6U+k1kws17EdYDcSMM53kBzvOCRuTZtTocNiJ06Yov2Kg0EpW0vEwk1U4NYczaT/Big4oYaEyEwXujiIqDKpNPWFiOt1cqAkWKmiqCekaC9WH/MlOM0rsjQ/rywEXQd2FMHDoLQaGfufFe2aFqkdeevlHNBOzB3eiuHBtMPxVJjHs1ZFXRqa6ZeaHuM5Rps11Fb/DeF6mqyznR9EXcXexr6FS0vuLXzPtKXoWodyUzdMFWYMlKJtx3QZOe9S+z36QlRDbQN/FRM1+fi5iA8Nwpn/yFL8bxXNWvAIhpNYeRL7REFKyravd/HJv3qC5KKePo70qN+3V6aKcthTlVLHKUq+cbkB5nmbGYp7iuHhxnD9ghd5xhbUM7pnvabgZqZDVQ2i/KvplZ9oW26jTptroCts6G8Ul2ixsZSww6w1ac7nm7uv7/vqehgieyI98CIptXad2zUeC9kaX5jV0IQRAMNmupqyfd13GP4Xf8pCf4UeX6D5wBsYHZgY4Etgc2BbgAjqCsIC1DRbrHnSmxKpao9b11i3W7dYOq2Qtb+v6YjceRyEtUjxdCBqBbOz6WpiPfqyM3Khr/iA0+Eb6JgvXKTc7VztFBzMPCaeWdThsTqdWbZPLLP5qhLnU6XCUelLbLEAsqiVq4Sys9mSLQGk0WlZT1lHGlTHgG1bzOWY4c82dWkOmjiC6a2rK1yK6zaSLGU4EdbFan0tTqVh0VQM0FcMMB8N5GyF5CKw/fn/6lF2bfnLLtKuGTRr5+J3N2wcYvxPaf/OXPcY7RqfxqvGPh4Z/ltoLPFx/4K4n15390vQ3DxqX8lP4ISRKNujO52UQA0KZP+AtS5UJVgZpK3ySSyQkAsBxEU3Br6BfSJaY8LYEukqgpDEeZ8vXGLyNb4nTJfETcXo8juAAqnaoSa0H1mpwAr16U6wAYjt78CyD+HUI7zMs6MIl4+qLWNZcZr3bRLHmQrUebGu6bHpZXTY+IA3+Ky4ecVuF8Q0I93106/NNqR/fNcFY/J064Wrqf/AHo67YsNmI8MmNuxY+82T+qfdfvp7J2TTEW98w3Gn9VzFn83Z3HrU0QhSMoUvPi50u6zrG/8jEnd7i+J6YO1RGJBx/fo7OnJ/hzuL8G6GIOykpLzPnj/6X+T/omX9jb84gVmLOH/4v8w/qmX8LtMLVxK/bOEqjUuPIFOVo7woKulo4x8c959hCXscP4rqbw5ikNUz1MIT5CSPT+NVeFcshCizGmj9jNovYinYnZNosK52VgJqEnqAJ2tb1NzONmzhHsdl316CdHGiuLWD6vAnTCCnXPeB0wZeu4y66zgUuLszsleec0zabuPhRtFc/M/G1rWiHninmhOLlXkevHbo1/y430LRXhXO8ua9grTRXMUvcs4bBPXM9DSm0VWwN+yoOVtBtFVCBa9ixi2VPK7+3hgnfW8PTY9E7MIvtBrdaycyZv9fWFq/JrDeaNLMXabaoG4P08yjMNdSch0FqkD+qeY5gcbzVzEvJ0NetMPL0Oyf46Jl/Ts/8T8CU7vi/ukZleenq82Ts+/M/Qf7UnWdO91N9OD59noz1NXKsnoXzF/IFm2FAtw/wk3N8RcTI0ceETThvyKTN5gmFUVVVNls37c3amEl7R5H2DqR9ue6FiJJRuhRO0dF5KfAoI6WjF141F+IIEu46xn1sYooE6dLVPqGG0KgQ5wt43fI5iendhbx0RRuA7iTlW8q3l3OzcNdRzpW3Ab87Znc4IhEzUy3HbIlEPB4T3exdacCKeGQlApLFBLrQLj5j82Z8GZttph0Qe/G6y1mRSDgQoYTL4/FIJDw5FmWGLTxwcLYpujm6LcrNirZG10cPRU9EhWi0JkqjweSyHtjCjF3j2LMmTFELWIuVytWTwaMs69HceDRvJry/N6D5aE/ym2C8X8dK5efmv+vLJW+55mG1z4F+MyWVStabsX5Co7/rRj1Xd1hTpanRgWtuu/SWBqu8ciWEzgFBjx0xJq1Kl5b8rk/dxOH9H4GDRz54xrjn3Hqmk9z9ihUByVm9ygbgtAgJkTotGMs7rVZHRmvSJmhLtFZtvSZqfn+oxrLCQi1mbVN2YFTpXOGkTvZWdUwQlgitwnqBF4LquaVNgRWci5VNszsw52owEz3oCcf2Nl1ArL67ymn+w5fGAbigUO7E/QHjE1r5Gnx5+rQRey3/SSGekrqO0TuFTSRC2l51qihiJQXZCG0JbQ9xs3DXEeJCjMP2AHUfg3Ue8HgsYT8Kxc6ygGhhwqHarZSG3W6/krFmZqKRZMNLuNJIMujyTW7yb/Zv83Oz/K3+9f5D/hN+wW+mLzFG8gejy7YUYGtzy5jtAy8fs32w2bfo7+pgK25k1duTuZNHNdPxmQJQ6G1jeJyxHxedRnaXe8/l8YXAOFzgMn4GL27fLqTiJoMXrUzcf/8qRLkdHXTGy4Eb6pLI1ylrX2l4+ZjJ1iMmbkXfUWFitjOFnA6s687plFQS+3/Upx5Au3G5mdMpKY4v67YbgYTsxfGB8+yGOb/pW88UfeWD3Tkd9JX2Qj3rP+Z/sGf+Ht/K8pLm/P7/nN/0rWeKvnJdd04HfSWbP/xf5v+gZ/6NvdcfDpjzl/yX+a/smf9/YA1MI330UgqZMiiTCHNy5XrZoGy57vLgRnFky0mGxYL1DDT2nFOkPef8H8A9CesqBWcoE6IhZyVadEp7UUPhe4VzD+o59xYYgX4dvwd0X/hgmIYlxfxe2TlhQff5rjF9e0nRtzN8V6o7KKgI0pyN3ztbc30Bb//QmC5UmPHAmWLdtNvGV0fc7l4b/4AxnV/AJ3vmf4r+vHucH0nZM04iRCrkivIFH0Obu32SXeWF83JE7LplQsRBJm/Kij7sl9286R3fyxuzBjfVnL+rOH5m9/yyjVhwvPO8+R3GRL6Qz4t8v3br8RNePxdzsPE+tHmvM5+NEKGQNziNPrse44/eSKyQsGjr+uMuux0vMV2iW1mjVKt9GwZufBu94JWRGDdMM/0eRk3cYfP80eJ8dxZq4FDjgW2efR6qeyZ4qAcN5i92/RcIRHquKdJzTZugL1xK+upu2KKcUOhmZbtCVygwXgGFb4PV5jTKOVWv7lr6969lE3kSJxyISKxGO6HR41qXRtehGacrEKejDdsVjWc1vLCUOaPWc2HpXOHSivkqug/jIgeZ/+qfrf+yUivriaqRrVlC7CxosIMFaU1UXZ2g0lZ1u9qhHlKPq0JEnaWuUFkjkiAlLabFjFVkLUFnU2PBYo7tbM61sEIMOgEWGaAX6F+Dp8+BlCwmtVmTTy3dlxyqD6k1vmncvOAWYdt+tXHcmXX80tX3jmW4oQT14mH0YQGSJB/plQmunqMJX72PHghAMjQgRK2lJaVUiYVi1MaRhJqgDubW2PUENF/WekxXNKcGDk5jCX9N89pJWVvXCd1mc2Y5t9tNuTJ3CXMSNq/kFCMitfExsZwd8PJWi6Jp7mCMVEYkpzup6DYLW+huiy17wgKWTHMa1I5Q4P2x+Y79+9UvOgsOr7O2duaMnLnLpUmgiWX4CR5RD4UCYzvTRO1Ap4Dv8c/8AY/EQkJvMcfvLRYA/D5B7W59Qs8xgH94/rLf/2qlcWbRIghCrfH+qh1fLFtgHPnrrUNqs6OWLxtcTcPfPLlr10aW+Z//WufDz/7wW7hi7uV3bR2/ZPEVZn0wjLp6KdIyStJkAJmt61WuBtcoF+dHo9g/EUnBthSkUm7JaUkm3LQ2IVnKYqlQ3xQZ1D8ZXWFZZ6HjLfssBy1fWnjLTBvYtMznucO55nwHrv3Dzlrm/vKH9psFnubOhmYT6uDiJLEKtMJKpGS9WgW4Nr+PNfngDrKsL1BjK3QXXsbwpXjpSxOXXmmcMuwjwkl1fwVcQ0c/OXj5uE2LZ64cdanx+CN9PnjhFy/1+fGA2y589zi4NmYegeePLG+wK/wBT3D4kKHJHyyDuOSsX/jadS+kk9NnwD/XuwTjJcFt9F2b9hrL5DKmT6g9wmy0nSI9Y2LUNUVZcyGFtujheg7qVTjgggEesPpKfFQpCZUwKYuAk2GEE7qVCZHdbad+u5fVNqNO4JySzRQnmRTFqUQsYwdcTJysVps7RuJi0Ja06N+XpVBAHZvf/9Z/CFLTzBy+zKX/N7FhWOr/EhjaafT934RFaP/K+OA/RAVpoRR6JYiGUnOrrjj5Ffw6nnOKTHl2OrWsm62/HF88zIGsgKRIVn9iHYJtu2SlARQdV0pFMrLc5f26FrUHovJ4CVZIxyXKqsksaxJB4Jxrfh/F51TOBM+47GZ2O8mMHBOdtKk1BQEqj2mpemDtpbhKFBN8z8Rk4ADhGn34jdfuyV+6AVYNhPv/ct//GO8vHLHO+ACiN6WuqOkDO1cu+kF1kju6NQZqfve8mz5fXl1m3CY6B2SK6yzy3E1iZKve7xquhaPXaC0a5d0w23ujl473z/TTsaW5Ujo7emOUUqvLGrdyFt7K2wI9hsThdlAu4PAxRjtUydbN+1IxbAJQxntPjJSLIXtS+a+cf7/I+l6+d1sQJMjMAkWY2T6X8an6RN3/yfnbYebA/9VMDHky1pE/8Z+8B3IdYpi56BMCZLEelwWUaQsERdW8uUUF9JTVupcjkspuY/FzUvHeGDPHHlLsWUmu5mVrioSk46J6PKrVaBQtsJbJ5ToPd5pLzB8oMDfQFBqbPzCjR7RzoEpiLMolXHVRTY3FRSmBPGb3ughzf7rbeMuIrYLIJQbMNx666dmQ8Vnt7J+AHcbueYEeMn7+68/g0yuNdyiFE3e1jNg2c/OXBwv3BIk/EH+KvnOz7vtag6MeWB4CZzQSzUQ5Kx+Ry2Jm/KhznGwuUAa7bKvWyzjiUl01aBw5V3GBbK+ncIEutdoru467I0kiHy8mBiVLhSPFCuTUGYwEaZCtVj08I9f5a1z0f1kxYa86zd5pKKi06RaRiRrreWXLr3ULNBZNJTUVaVDrxwPiD5JDhwwPesz7eoyHkA6XQGSVETP2737hhT0w9sV7Yegycc1+NRkeYXw+4gd3GmregIFXGqnPfg0Xw6SDR4aZ0BzpMrnrmDBa8JFy8v5e4uo6pl8YiGQviV4RnRflbi25r4Te4r3Xy5TgqPukm7apv1TpHhVSjksc9HHbT2y0Pjw8PDn8SHhrWAjLpXEzIuckpJ7EySzxuFMvlczUoT0UyRIEJVs0TtJYK4he5bEWTEM4ZtmsbdP2aZwWc22Wt8n7ZE6OWRL22PYA1AQgwPwICkzucGdO7fx1MyNjN+nyB0zbiAQ0/Uyz+ZsjuXSRjGUg4F5TUR+QinHWUTyQqYq5FUYX6fjX0me+/svWJHiuMBZ+u3blqntOrxo+cepjy/h/mjT8Ze1zKHTPvZsxWjc9/K+zD2/sv2T0eHJuL5mr0EtGTd86Fu1IkFSSy/SBlRT6uC5wjXZxlX5At+C0xNClxtEuhlJmCZj0iUXXWeC/OlRcc3Nn0ZsWFZ8phmkGz/ejvBtVP5XscaHoOce+O27V1VvzH1xSmio4zrK2mcDPqTHebxlwedOuuz+/ddAV/WbQg8Y9+8f0ifC/0ALd/rL0UuOTB96A1KI6l+NsvcOXXYiXeRWuM2H6xDC5Ur9geeCeAF1aAstL7imhHmbwNzObD2pCo+EEWFRVcrij6wjsQxmLBlPrJdY8FEGLjwrBFsbggtZghsqd5k1gnQX2VUG80PfNFlFnpgkQCpirRZRQJyTylz477ebLxg4fuWzRM3D/2SP8SOMT44N1IxaOHXLB2nBV84JH7rzhxr6VMOnUmUa4q6zvLfpsp6Ng4yehjb+66Ncf30siKO0htNqKAPMRcltB9oNcAk7OGWFmzhRejXjY7ZnMwdc5hjqox8EcvG6fgFySBtMxlNKI6daDvBUUVbVQtyN5BNccD8bQqtcww15YL5r1Hneeayp48oLyn+fP01VQz8x6t5yaBDjfql9tnFn5q8O3Lpx/8x92rDL6ols/9tflCK2H3bJ8SO3GXTs3HvnrD59/GKq/OjsZps6btOqFS2+4YRpb/zhjEf8APwRls4r8Vh8tAlwsXCZQWYO9HpjngUe8W73ferlN/pf8lLMHygLXBzoD+YBgE0t9pc+WcoejYI2WRKlcEaygn6VArPRVUofdl3yN3kh4EkaC+STJLDdEdNnhtEfsGTs3wDrCSp3WiDVj5bw8b7Vzbsn0EYGSWFZFiQjFugjMRJqllXjshBvc6P33Mwnp3J9jPV3+BpM2BWI1NHVmOk1rWcQ/zF2YDrHZhAi+COsXivXcPkDqou4CVDiXhA/MX7xzXs36syvg28t/vSQ7siIGqVNw0WOjjX8MHbVq1aXDLx7dumbMUKq+tu7x8KjEkgN/HnvPmPrRc3Kzv4O+xr9Wrl49KXfNtNV3Tb92zpUFOzoXY7s3zLxmf71ESIgiyAmFUlQFiYuuxwF2QXZSoJncgQOo1vkOU/JZv1r/GmS5Kejsn3/jzFauLh+lR87+mW/6DtZ9B8NPI+9YneB29MVBlN2r9IZABOQIIGBHA2exB+w0hI42rqVcJSnFaYlYqKUk4dI2K7BZA0VTtLCz2seF0R8XFa4hg3qo1XVCJleHmB2Na23/mgKeVAUmfxVadiCjIpKN+d469L0QM+/NEG433n7o/W9+aBy3ckdck2dt/sco47P+z238I4zc87zxdn5csH3FA230I6PurauWHYFHqyc9O6flH0M/WnLdlweNwfvbXzXptbjrG/5jXE+adOnVCVpP6VYKc0WYi2pkv9dOLYI/4a/3cxxJ1iSpShRVoUlRiYQjzAv7AtlIG52jj3GGIRJuCo8PrwtvC+8Lfxk+HrY4wyvwzfEwbwmHVZ64VXfUzbm91SrnxKC3EongRXW3kTBGg+Fw0B11paNEZ+0PugdjQydpItTPkepgylaRKoA03Vkazx6xQNRSY2EpUwuzYgWkzqjHfFDx3WHGU3zrasgxN5Vj/ywSmpFrbuk8B8Sh2DabEtwMolRQeDVRUPqoW+iR1sHg7RXcAQP5jy9+8LZvjj+8AypOvLTuPdiVM45k22cOGT5l9LL40JvHXH3FqEXL7kjAZQcvHzVjyR/AOrv1tx3zJhs/GtqWqbuqZXDt55XZRXPr+864kd3n8KIxkb/LvFetSvcKCUp9kPBQZ7Xi5IifilGbO/NrFtQdOEdWoRBnFLDnQFOb6rUYf1d+MJ2d3zhgzMHLl/SvDk71Slwn/wtj6+n8jqOz14ZPyKNDNwv3IN+vQRz2JuKwPuQ9vf/ddgjZ+9jpvRp4NfQc8yqeq6D1lcMrJ1dyU7zg9btvCd0bopwzBBYxFAin2G1Gdoc/m5IT/kQgkAhXmUi7F7QtlqnM7ruutVYnOHd1WCappJyyBAMBpy9KgmqQsg1rZuSlYF9nKhqviVNnPBKn8W6kZtZu1cOdnb82Xe/X52C0DNt0M3Em42uuqDXnoLZkrNfS1DOtZvw14Rsporc3i6jjd0ONfx2+4doZN3zS/pTxEr1jYftLTxlb330T7oOxv73nHAj32cA/P7Di91+t3Xx7+3f5tvn64I8OwhX4+yMG4yihxkTBZ+b30YHpA5IwAJYCxzkBJBGo3U0c1K44rYrTprncxKa5NYXyNp8uOonTbqOaGqpkcdwxfQO+8LmT7hHuKe6l7tXuR9273ZYpbhjhnovvn3UfdgsJNwS1Ko1O02CUdp22XHte4/to8KjyrEJXKzBA2a0cULh5ys0KTShwD4UGupe+QzkfTVI6ny6jtA8FxY1xlc2ZJKPIdWQ5eYLwNQTirHvTnrQlbSNsc21LbY/aBFtAq0PEh5sc7gq3qjF4h7rU/Z9m3Ono6GgKvaf5G5z40x1DyOD2edVYFA2ZG2IyzaaQK4j5fIZnSbXxS+Pd6hZDgVEwAkYYx/rV1PQT2s9caXy3YLTxL5DGXAcyv/Xs77mKf71UP31G/wyzWQ91HRPPIp1jZJmuzYc2oLs5EL0+L7WoRGbdzR4pKppZpAi1OhVfkgjgFEARBEck6SRQwpFylyPp1J1mMV3CyM8JHc5DTurMdNsTpnB4/UwImSwWegg6m4oOD9iC6rvdmdkgiwZD63ZsqIriWSNphLWK5fcOTBrfQHDt63BduPqWW6rD7MbW/Kt04ODlmTk3jH08/zehPf+nzca0rXfq18wd/iCN9jz3wrzXfKAuUwIKSYJu3qDo8fizHQAEVPMuRV4CEPiiaSsaP7xY5s20GLzITo3TFGo3CD4aTN84aJfSym7ghbO6H3ies1DOQhQaFaQoV8NRjrPbzLRRx/v5jvdxNnzdkc+xRFl5ofcVt3W04W7jk7vvhsq7aWu+lba2sx07zxOIUd9En+KHrO4kFrDiK1VELOPjPMxrhFNZD7t5scapZVm2dpaH4z0eD2WbCs8wz0mPYOEmcOu5Lag8HDgEzkP9vFcwo5XrdYVDThMQLF49nsp6Aw4tu9i72Uud3oh3pnexdwWOxJcZfMPjmM0+OOrDmNk33jfTx7lFH6EAenkyC1H2TYAILIYVsA54J77MAFICwMUB0f3EdEZBiy0bYEph83DRWQKwjrDtQofAC5lcS75jv3qAwaM6pPx7KDAzTGXA9wH1sCn/zaH3ZvQqSFNHwYYVwNTMwifq7Wsc+/f3ryHm96vQXrBkrIk7u80ZxEB401hpXH/C+GTUuH3LWOQ5IuimU+DB/Cd0+7fGcH7pnglTKvarqbJLjH30vvxbJs/vQTw0k+EVCOlWDAetQpByAU4zUbUNzCbppeF4tsan+2b5ONV3wkdbfet9dI0PeJ/HV+Gb7bvRt8u33/ehz9LAjeLon7l/cdRHgxwvBPwi8kFZR6GELqS3Us5KS2gaZWk1PUAPU24vhWuDPwi+GfwgyOMXdvlhsX8FyoHTDwrvb6PX79SRsGjxdpZFs2yvl3pDWWg4zjqGWKvdBMJLHClx+LikoAvFLM1BAYSe/Nyh/SaZ0aenASmOtDWJjn6/wQSlzRilMqozo2UGpS1FN9JNc2akein+fZrzM82WSOMbb9mkS28yqT4s6C22S7LuSH7pTY2T+1Uh3SvCI40m1jdp0r0Eda3c1LWpO6yiaDasa76seAwEASWMU9iTbARd4rgenUaR41ROR8nHRRc10NTp7qR2tyZ2J63P1cXym41vli2D4M0FXXyNrsivZNfhRP7PwOvwwET9XR7VK+vhHKvdQGWXTJ08r+OZM/xMnt7HwzAeeIfF7bI6iepE/6RYXQ6wOzAO9qCH4nlJli0OcNhcVtcxzebRNJsTHJAkTg/BjyUpaZE9Fgt6/rhcK3MeGe2Kw6W67YpNjFprzJ4w3qqxKBAki2K1WewKj+qtuj2aSyDOJO8Y5pjkmO1gPHcg0nA4LNCAiJBp+FomEqBwxCc1mFiQARAt+5wFRMsAhNkWJFU39jNxYPebAgw0LTlr7/c3mG20HYdQJg69lyscyq0R1PTt6v41AdV80gJf2KtrLPstuHXsZ/6MwQ2GNgtqCqaicsmUKHEYtAipRCrG7pb18zOML/Yk06nK3cYReNxjfH4RxIaBN9x28Z4h8Mc597UuNIJ8ov6OV27ZOW7c8+M3sWeldB2Tppl1gHv16HTPAg9qiC1iQ+wdCWCsopS63XoolnXrLn/W7K7IYpAcjqIjIyEtiqRycY5Q1K+LqsublcWgWCVyFjHqBzzmX+/f7uf9/nisUAeo60HIHzKaqB9iQIz4Ks1EKtDUVFfX7baL8W83KEYhU4uejb0IQkyaZhy/74tTEy5YPG/h23OugtTOu5tqcHsSUhuef/mymr43XtfODz5rN06vmHkf99DZpPElXMs9jnj3JcRJ5SbePaxX3ErPUIQm4KQRmqHcjSy9tdsNLFygVg5qQmUs0XeINbACK4UlY6msK8oe04RYKylwViuAnbpd7lqgHgDqpuBxUTPnP1hyggWc7nXuze5tbv5yzl2L0qT3zWTZI6Qy5EtynAhu4ncR8wbxLZS/nNbKUbVDpWobuO/O5H6dn5F7S32/m2Z5pMxbJhLoYA9dMIXEBAQzzOcjke5aANqT7yNzdMZCufFx/pV+w98bV4TmEKVTwc397Oy1f8mt6cbmZ6u5D8w+wkVmH2GIjNIVn/9Z/24/p7jM9om4R1JFp8JUb5vZXPMlji9FPKM6o84aRDE8opj8WyxyZ08aaDJTHWbxB01cqhBLntP9ZxZ/+CnGN7y1Nn3x2AsuLDT+fbho8qyKiLGI27GibGafinTfhzYVuv6qa3MTN5n1qykYCx9F3+IkPqTnTfplfcJwQfiF8LthrjIMiRDUh7aG3gpxqRAkPQM8z3q4CzTwJfYFDgbo+MDiAA0EeFe1jSvFUFD1pxhTqERivkCqBtlmRs8sGKhVv0BJre0OfoopqkLyvbmYocaorZiYpgz2S0LMV0BiwtFtrxntRt3uK195DabBpJ/vMd6uNba+dN01fq7k7J/8Vyz96Qs3TaGfGbve+wymvvhnmPGrwx/96ndw+8Jrt51+5qrbb7uykLPCuF/8wFxrFTmtX5QMzqmYm7iZLhNvdtzkudvzaFDmg4hgJU6komhx+KhPDCkhx+rg6rJ7ovdUPBF6vPTRmOMuepd4r3Kvg/ex/vOyTLIpSZPJqkEqtVXHOb66RLakkskBeNBXuMepqT4aqAnQmoAe2BLoCPA6bqj5Ua2sZAMBUqljDF7ZkqlqqqJVrHuiKsky/Kx/iNe0NEltCYMzHAnXhLnwXno/6VPoiq3L5DrT+Gfe7oQ+sa4uV7xBOF+LHxWfEmbOWnwoBLt1D7rhbRH4FnvZEd6TGHsMVoEF/gEDy+HeH1y/Z8+i5hsW/OxnC5fwNRBMt0yRjFbjNaPNWPHrNrgIhr15U+Ymfi394p9rW1tXnz616rY77oQ/vXPb/ddHhww1thiLYANcBUt+8/N3btlZv47x4LKuY8J21Akn6UtO6oODAbc3+0Tq8+BH4Y/KP039OXwsfiZoWe15LP5W+K3yX6aE+XSeOE+Z75iXEqbSK8QrlKmOKyoFRxD8jPpKpgqqqvoOUkVmLHYkJB53r5ZYLbEqs+FonCRnCy1I3AT/LP9m/wk/j0DW7ydpRvN0y7q+m/vSvux2hr661ZHtm6zRZrG0ekTLaDO1g9pxTdC0fhilRGdFKetue3VIUzY6tVo9lW5hHGhG+qebTR60NOfSdf/JgB2ZvmCSnz3MhXm0/0J/UTJ/0dawxzIMZBX8IgtaxlzS0jJizJgRLS2XjOESyIILht4YvG3j3x5bsWbt8JH/3viPH93nWIUccD8xbdKkaU8+PhW3cAtyYOBFiZ13bL54xJk961fcvXbjg7+pf8TUAWORuAp1wIWKeofely8FTymIpcAHbgxQTwA4EgBZUDkNkX61gwtXizLz7ile5xlBY05XdgI/i6c8RCMEWDUoFkptUaBGAacSUajSm5M+0B3KFJq38/ub1Pe6PZOp9oh8tGI4b1ZjEnWgnZNbFFcZnzzz7N+Nl3++d/drMOmNj+HhQXlb/8bfLrhyxqL3BuNCZpy5Z9HBd2AyXPOr36667sxA7lPb43f9/uM1Gwv6PtlYJFyLsuZCJPekbktZ4HAQcGkix4qKOxxSiJnioaIVV+h0g9WdrGF3fdXgWk/wvMZDMkLWkX2Ey5AmMp4cRGcjFLzOeDIT/Y7o40hZIKbo5hMCtYqqbA2+nqCsV7Yo2xURSdENZr4wg4S8mRGZkTufHrlckRC9ieoiIZiTFq41vrn/2bdO3rNy1dp/vfljmH9h/uJY5dd/SaJv+cvZ3+qbHjmd/+HGeePPvkJXWFlhpVA3Eb5C31yCdu4a/aJPKuHR8LPhA+Gvw/ypIIzyTPNc5+HKE5LklXUNNCWe8FLZUtptvNPllug++aD8pczJMxErus0KCoulZzADY1ZQtGIGq7tqzp71pJ1fSWFWxCdkzy2kCF+9NO7Sue+9YXzSXUmBz8B++frxo4yD0y8dsHnd06tq5vWLcd+dWTZANR8H1VtJ8SVvad4ydoFDMWbJ7qE1jL/3IQ0eQ1kuJX3Idr26vs/wPvRw6lSKlqTSKRqMV8XpgMiICK0PDQ9RWQErMp6jhc6VYuxkPq3IbDnwuX203GcWLm1ByS6WidTGpcSq7lqzoyxG+jp8CanYZaArhWLzoUJZorvVoGP/eQXnc0oTxYJzEV50l5xZyNIbr5RBQffPT7Lzjy245dMDS4xvHtu+rFitrH5x5sfLFxp/7H/hrbc21dfpK4/S4FcbdzyZ/7Oo7H6uwkx1fTNh9kuP//HuK66fPXnVA1fdVLwPyXhDmGnmt0LkG/3HIpp+K8jehMUiiCOd4PQlMFq3cZwgUsECaspeqjvpNrqPcg0FdMdeH6RiCYVb6V8p5RbTdXQzHuMJVSmVBTMwT/3vgfkSABjghKVOmO68xfmu899O3uKsdLY5OQxZSi0+PkoEGLKlEKJ3CBwG6M0MOtSqh2sZ7Zrf6w3PzfAb38zIIfG/GNtJMmZwhcPreiR0BtMvM8yKeVnmXVMFd29/jDAT4/EFDxifQOVOuHDtm8bDg1c1dKx7evvFS403aLtxt9D+0ojZxtfGfcNh78OVmjEz2NeMDWd3fS3YUPaqQdUDlTxGMHMtNFkGnDMGdrNnyi2Ws6gYXYvCyl4z4qnsZco1SovCPaPAbAVGKuBVEiy1V698pPxJ4UVlhEKlt8pBZH++8q/LuYpyKFfSroyvyTfexzl9Ed+XvuM+3kZ8qo+6fU4XhDhXtV7CVbOcTFksW23CCsWZ3V4NpLq1mrqqCYoml66mcrmScqQi1cdJxnfcn0qJuqhLSjYq1iDc6TFVZv3iMKtqoCdD+u5n0WuvBO83kyOaGZk3M1luNsPxdHfeg9WPwKywMzDHfrv9XE/pw+speDtTtqNuwTY4/4Vx970jPr/k1Of1fTOjVi4fcrHH+MTy3EP/gCmrmtbM+vtrtfdcM34xOGrhc0P+9IY7wHpjQm+oTmQb4vX9am+0f90y++2rm19ePmVwP1fN/HkDqiFo8ujarmP8ULT/CRihr3yMBwsPD1nAb4FHovBYGYhBX5AO9o7xLvRygyJQGYFUBIQITI7MiXwb4cwyyRKlVWENhXyFMluhFyuXKbReAUHpZpogD1QeU55TuIhSrmZcm13bXPtcvNN10EUV10wViIrGRh2h+6UE40x9sDQ7K9Ga2J7oSPBMSiYkZplvDiUkOeEsB0f5CGo9mIBEDBdQiiF0rEQvMXlbnmV7vVqyZseXQEnqhAtcsRq37p7gbnXz7lhsltgqrhe3iDzjqC5yM0UQEZ80d37Y3NnM8lvdVRUWM+aQu0Xm9vC2eX83a1nKpbm5xWRuAbiQgs3qqfoXONtd0KotcFUwk8ID+aGTjCveuOt/Vl6270iydN/WcuO7fncueK1t6YY7phkvtLzz8wRkjL3jZ7268fJsuq7UG57a2v+pofXDJ7/4xJQLLw1e9IPnurrIdEL4O80+sgcKvQDGRK5JpOjTUhhhX+0IKFrWGlBcWaq5tLjGKWkHVCMG4SJchuOsvJzQEzqiv0REhWA1dWZKm0ppqZQkE9ywhP21mo9YqIovsW2x0fW2DtsJG0bsGVuTjeuygQ2tTnPLe2b8tT/fwcjV9PmBNGEJwgKGaW5mASMUI2vcFQtOQfB4C3ELmI+88JqPv+Callz+90EliexlLRdfOA1miJWlfYLVRnU2kciyf2NxeMfkd/jFvpbLpg3MGsvO7JkvDSlxy8KXhc+zTJ4jxkS6QdhEouSg7laipV3ZJHeAo3ZbmQ0jMCvLmu/gnaw7aqfVGtRYJdlFvKy1f5ZniYdGPbM8rZ4OD+9hvfpen0vUAxAIRINOEeycaE1GdfP+DTs6tmjcrfqCSVVX2REvHiGqqkbVQ+oRVfBwqhqPmZ0oMn7C7nKgGsvmofAEMj31O0QMHeqBbseIh83sBWnqYNGLmu9gSLlgoNOJcyLtZO/tGuy5FQW4TDf0H/GuWQ67ER6qDrHbNTo6RHWQPsr1h9ydGHc/ot18yevF+zSOGJNmRsaUmDYgULxfQyPz9VGKM+RsR5/zO6dgswGfUCln4aPMM9GB49FNdQHHnFQTWnE4CF8CJ81CbwUuExgVbht2z5RBdmTey6FGNbPmuhmm/zFxUUchkWA+s7P8XCjE7zXGGZ/M6QY9XBP/izNDzgU3hdx+pOsYZfFpimzRvawxoKGCswfLgtVB9I0cGhKOsTYJ1gjby1HRhfs9ut+qKF6rt5t13ipisSb1WDjcw7qwGo6GD4WPhJF14XBVZaSHdZH1ERo5n3UsU2nmZA8UjxJmH5o6GMO66625no4gk0VFgfebytDNPhPK0g9YtjXk6ejgSj0l5u0YT11UapNXrhx+6Z5lrDM5UTZiLDJsunOIx1Hyuz5XVQ6v34B8nLBj4nRGk2pjosk/N7lErx5nBwG0hIuK1VaBmPxQZafWhOIH0UI7NeukFiRV9XoKqdf8/twBdb+pv3mzSZixx3PO5dabnQLIIIv3imB1/yWX/2F4H2Mcfz+yaNFNJSPlE+F1U/7KP3Wa1XO6vhF/jNeSIp07vxNBYO5ddWV5c+9m92af1iOWeloKl9mmhyaVziv9oXWD/UfOH2nPWZ+zKyUJhyyxqNXbFYe4bnVm4/HUIEKiXhqNWmIF627Jbo+diFESWxI7FOMmxCAW86WSLFhNtmRSTSmaYgmCVHILBWrebGVlj1yp8kWJJ+qpYdod9UxANV/v4YmHNc7fRyrVUxibsmg1XUgYaMVotbHwKFIMVvFoU0/CgJ2lELEy1582n59ihqhes2GKOfdCMrG3UKYxh1Au3IvxacNV+wL+ix403jaeebDJUwaV1qpv/xaxQ+WGhjhdK7Sz0HRq2d1GvmXh2Ge2jZ18+3ec4+zX+wa8vWPMy1w6/23JuH5Xsh76rmPCr/gkSZCP2XOakcCaSWg9gC+et7fZf2nn7AHJls3YYZT10hJqUta5OArRaAKJGtZEWQma4N1mleVw0kIiEyJUjwAT/j3Z+mxEH1NvKkIcXWok4k6wBECCpQLWoTumiWQFo3pFSzelNfPhNil3cpa6RaUnVGCm8dVoRVZtSqqn0s1mPiDd0pnOI9W0BnbrS0tzY77Ql1Wkc66TpWFa0qwTt5uqKH896VmP39Qk9sSNIk35HSzmn9ZunLn9q79OSEJQtVZXNV3ygz4QvG8QEpRPMoJOCRtTNu/ZOflRusUI/FaviYbHLT0KHflTpZf2u9K0LaxXwIKyW05O67cJJd6SRMndJbzg9/oT/rv9vBj1RZNRTnYFXVUuzmKH5cpehS7ld/OUIwAWMaZh2JSIO2mwGt0qcLGYnq7NxvRQJOuMRWJNscUxfrAzti1G2dtMbGZsBb75MibFSFkKjZeF4xK6XbMyr7ETv2l6j75mH6OqsaQLP5hoWzTK3kbNm+e2aIc0yaI5vClWeKBWJN4BhlBMt4sizCA/2qOxeLT3YAHMMGNVp/WkwdkPYWEATl6QX01l9815xd42JgZTU/Ux0WJ8BcK7vzB+Y/zmzXdBMI7SzT+ZPmnWwn37Fs6aNO15upl/0/i7sd/46NWXX94FfaERXN/9rWn92vYDqzZsWHWgfe36pr+Rgq0QKszn5i/S/RznZo9OV0er09UF6gtqu/quKtnMMkB1gJOps5qXnT50wj6Ndc/obl/WSUAipUp0hQybZYjKNXIHhuPsAVCd5+SymVc1xauzmMIGlTPRd7Bo5aIaA2kptMQ+oWLOD411xt7b5kBlLPs0jG4xnc+mvXyzIRv/NG59/Um4nuniV5Pv4mbvRE/F+g3ZQ/3SwkcIJJ7aS2zIszmVXdkUDASEHbaoKHhEm1UUbFZrVJE9iiILnCza7LxlBPpNrhqDOoVaLHOFpcJu4YDATxKeEWiV0CCMEji7QGxytEuEzeJBlnBVVDydx9qdRXoPHWyhmbGhUAdED7sf4+mcy9+gNXQXeywBNS3gC/O5KOiUUkkJCk/Mdg9guiSm75ur988aLxmf5v8Ek+Gyf89/+dpZs/lT6xdSuCz/Tf4xOo+7PP8zeHEnhSEXFfyww5gotCHvwuQP+kUsXULvK/1pKT0GrLFxeRBoABQu4PYFAn5vEH8RKEkWjyRZAn5/EpGwz+cNlrklzuIIeH0ml8fpDideDMceEZDhYDw3k9vHHeR4rgyqvE94n/dyL0mvS3SeBNOkf0lUlAZIX0ucJAUtAa8m+hj00AlHov4G0QcWH4twGXn8DYUIjDS9VwDyhcJ0A1JMY8+aOackZjGptb/YbwPNZjoYehy5BMUMZAZM6BpzgwnshbbW4X0uKBcTxhWR1EU36xMmjgteXL+lwVgEaQNK9Pjo1vuFab/p06TMO3P95IaZUU37vf3XfFXewTW0D1haoKd5r5aJwQ7plTanalVFjkpDKXxAYZwVvrDCGitIeDhKJQ+lkk3H0IX1NVTqTgbotyGxvuQEO8dxMrGqGLQWWyBRvKSELlPKbhroh8dnmc8J5qiaIBackDpUK3RYT6D1WGc+JYorgjjeQjP7O9TDGPPgX+GpPPm3utug32I4iHQjog48kutgpFxz+35ids2sEfbvV9ewynMVaMySmNaEPWYMYvzrZ6ZBP+O38BZcmJ/M9zd2wlij1HiDuxiscFM7rD39tTG33biZ9bWye8/Qx3ngaj01ywGqQ3ccchxxnHAIizkzlBnPreD4gODQXHYXoxkteKJMbdbOnnNEKDjtMOT/pe1NAKOosr3xuvdWV3V3dXdV9b53dXe6O3sn6U5CQEihyCIgYVXEACouKEKCC4sLUUFwDSruIBFXnAUEFdyGzIjoqAjjMOqMIjydGRgZxsx7jk9HUvnfe6u6kyDjvPf9v0+T7upQXVX33HvPPefcc34/kk1/WK0NVuZ5Bb+4nfOccJ7zaid8mQcWHvjsPLDzETzAUITl8ZXSupip1CY7vPk8HAWnQTQN7oZQhM0Q+pATMm67WfLkx9tfJSwOoMcO0DD7FXaIb2g22XnBKiOkyt48OupgOIlTOKzjOM7NW4kXInBuMuytKmN18tAu6UkYDt6fZ7ysFULVHsnDLNnt301dBPy+m4YciPLufVPf79X3yEnnGHGedtop9FN7xWoTVoCkS6gzNpt0i7F7R3Mxij1E/7m1vQzUNybr441cknQVn/PE+cY4+vDEhLfeAgu2T6rTbkML33tPW/viPWD7J5+/+i73l7eOvLqXp+N3KLZBb8fjN8Z8pFZc4wS/c/7JCf3OUifko8A8zgHesoJzw5dh/9KrMh7VAx3I4wmwIWKuBOLpPBeaEYIhXyoAGQtwIlIKwYph8q9n1g7JN4bBpWHAhsHK8B/DX4fR2DAY55vpm+972MdafGC+Dwg+cMz3vQ/6wjEv8HrNISmzjwF0hYj7LRlz9jiNzbYf300UZlMT8dwXE/998aC8/qYBgzp4sFvPgp9NVsZ2w/9KZyhkuL4aVoB6fVhjNcrefv/6f/zmng0VwC0/cOGa8c2jpz/6Fni8twqP7ymPLHjriW83Pz/7ktey5y5eeeXa2y+69iB4Fw/zpH/6BiK/mVh+m6n8vsTy84Lfef/khX5vqRearcA8OgjejoJzbZfZoM2pMi7VheXncomsnUiojcjPPsMO7XJKhEwMyy8WJvKz+bHsSm34i+A62ye2Y7bvbWyjDTTIo+UZ8q0yO0P+RoYH5D/KX8tItjFO4HQydn9G1Xcls2aE/5diGbLc8nJ+C2PAQsWl94spWN1EUq1FqbZimf7PRWoqpqJiMw6QGsST0k83V2y45zf/WH//Wwse0aawtb1V4PG3Hp0+unn8mgsfkLOvXTL7+c3fgrM2TPeDg3/+Vqs/eO1Ft6+9cuXic3WdWo5l6sa6I8zsVhXe4rPAFQSL2slY9T0IlsFv0I+sVmgTSPzRksjkXxKAoNeLWG0cE5bCkA8H9RQ78VUrkK0CCWAdciKnUxAdMQcUkCOcNvJ5w9jY3sLsYvaRqkdRAD4k+NMkiGj35bmsITJikNBcKvqJCAkLr50s4HqhCYFoHCCz9v3BvVRo/fUkuqwSGUNaJGGBJaUk36y+6YbzOrS30ULtgrpJIHXRqrEjv3wqndU67r3zbx8vmeECZ731F0774KmJo6/S3nuHyKgJyyiKZZQGDWo4gMpQE0JhU6XpNBNCJf68H8KQEzsOLM3sKa2ozrPcKO5J7gVuN2daxwGi1Go4xHBtXAenkz1w5GQsLzWiRkiiBht5MgL5iKvkK3sfHqKqN+sARHCdjo2OLQ6TAzkcTojb0Jj3KIls/nrPnZ71HiR6qOPu4vCT8ekSWisFRd7b6IV2swgCXlF0AIV812NNB1WCYrU9XZ4P6v68mA+m0yT9hild6+xyQqcSZ7PHd7fSyqg9hSjfHpnq0KYmYhX2y57oyKLwc8G97bQ0kMa19BggTY4BusIlvYINyBSN9WF1kNKVJ6CVpqZ+45mNTtOmaSEAr71m3W8vAjzWptfgbvr0+onjtBfnzmmrbZj5WuYy7WUw9b2zQsHSxsueOorVq3bCOa3l0qNnezzxXHU08Yw+rnPYVrCZupkk8KlWzuv1wkCXGZiJNZBQw50mYDK5gCgBHkkOh+rEhjIZp0HkeBrrDQq6JOE/MgkpAaUEyUhGiZ3wcbVOBdZXTe+a4CwTWGQCyGICVrPJBp4MvBCAMOAMJALIzoQPh3vCyMEGwj4C4HRYJZY4uZaSQMPUREsCKglwIAHYhDvxxwRyJ/KJUYmrEysT6xIcwj49CNo+9jEp6WNeXrIRbAEQZFu/6T4ufbb/eDdNPFpMYkXUUWmaU4ykk/T11nbdcxkYj8VHNAtKz+KkVggJxpYRy6wRd0QxBOuM6wHYnCep7yTHWduJjNRyZrf2GuTG+Ib+4mVRO5oFO9+86Y7zz/82Vj9fGqfA6vtXXrXzlbGJGTPe+FMYbLu07ZcP3/NKrGauNK4R98OsviNsPc3PXatOekv4SIBrIGj2gl14BUqpkZ4IjETYsB+vaTUWwFg6LFuxe2LHfkxEUQ+TBESyWQF55PUy5pBqd+ZDcoZJ+i2KsXtmSZTma/AxSQ8pqFvps+O7+yNRrcGJtMivtb25t5sC3NJgdHHnDC9W3gFb6SSNjpR5k2A0W39n5ye7b1oVBH6hoWn6lY3VtU1t2ovr0J1azZxf37gU/PWTdQ9cumBX5JymEbMnXn3t2KngnW+/PX7vHfoYJLg6z2O9EWJuUN2bIUhD0CECkVat+nys10lVpour4efybTxi+C5+K0+LNxW+m9/Pm8yIJ8FY1csK3rQqy4zTo0quvMeOnWGec2b37x3QVKOZdIdYb+liXSfqDVVQymjkoCai5x9avlVbOR2AEZ3YitiuvXMfatHOP/+Zi1eA+p/NHAPKsutLysY+AS794ovto2cW4ovsTNMGJsn8VZXpdp0oxkRoxpPNZVIIf0tEyStksVDcvvwSO1irgCXKauVB/AxKvQJZxa1As2J3WnwEMEZWvS1eyNCk0y4vKyLvTsBu84SIeF5Q/di7pgqrIpvfisUCGSqbwzzLG9IRWEGIMyk+jhcRHQw4k+dcQX8o7VnkXEEgsA5h7UZ2n9uxP7+3EEoulLvOMTYvyMzolkhaFy10bqKbhK0VhhqbPUiMeKSUZNI6VgwNL3toxAWPmJmPrfylds40EEz94teLtedm3qiHmK/yrfzFlJvAhBfnTgJjKp65amRgwvAZj0zUw8zlDWlztKJ+SnEvmh2BfZwwc77qsgaDQWhDIhtj57BI4rwCMYhfcPAWjgalHJzZ4YwzUSHAD6ha1/eSC9FzvXT54HEj94u4bcXibZ7WqBubxXpJm1zS2MA+eNO8N596UjsCuOpXL/zkmiu0z/+y+PQhgG2+F07/w+abl89u3WJ6Zf3ESztv/gOwXz7r2t5PfjpyHRkbW/FLJ/Z5kY7HAqzMOJKdDgdkpusp6fGknAOdhw7hc0m78ffQRPo9nhmpVkIOn28F4yYxXzGwhWnDZ1jYcarpsAnONQEdi1M1sfwckv9LN3JJrghJcetu7jYujn/RxEOHtNPJTf5ZRW4EmBl4XTgHH7qYO1SfwwnGCTzDSiwUEcuaJAIIpifoVtoluqXZQddrE4esBJ7JFDNBU6OT+7ksWmIW3DGWRtVhpWkbNjzqFGo0ISvHNLcSn4MEwIkD8g1JmG9uBgVUCumzbt01yeUm6vl4JHPDqDeTdWzQOHuOtuiQtgjcQ34P6W/gau1OcDVAL+Ml4XFtjqa9TLASduKGHSV7XMIHFIsEd4R1Jd8oUQ4LKWNjTG/puGDcf4F5zAhCKdSjlvD1iKnJlqRUqJSuLe0uRUxpW2lnaVcpWwqYbglIqB9Crbq1vr6a4CHXV+jXt2ww/bZ4faV4/ZW4L4eqKcTUAqa2vrQMXzvbkcUvc7Nt2a7s4awpW7h2kY+keG2KBTet76j5ZXJtm1W/NvuFfm3Tw/jaQ0hxezVgqutSaRWqlW2VXZXdlWwlzaPgzflKgIcRyBcvja9MgCZbDRzZviPmrQRTVMchFf5Brs1EVNdMcbOIVyUzaDF3mQ9hgx4LtJo+FMUU3aBN5m7r/55Not8r2QYBxTJx8pY8wbpsE1Cz0CJAofDtiiIO0GR0qB/L1CbBJvz9Gvx9i24QW0hp+1zLPgtstqiWFZYtlh6LycL04PEKqtvJpRYXrvVQ3xHLOvos3+ptILJn4qofNNtabLDGNsnWZuu0ddl22fpsvK3YEPpdbTJ/Zf93bRL9LmmHWGyHqIgtIuoUd4lQPLkd9xTkYOCH6nIg7QjTLQTy/bASbgv3hdnmcEu4M7wrvC98CNtCfPjkazGUC+e0IvfMpgFcOyJHMBnlQVhDJ/PdbBrAtdNIuXaaBmEZvUOw0un1dWzyTQOwz80Ubdw6CJucnj8Am3xTEfu8ePYgbHIdI/K0IkbkpgEYlwrFoEz8KAblpgEYl1GKQamcAifrtCJ21KYBOF9RisOl/CgO16YBOF8hisMVOcX1c4Xr27fDPxBMXtWOIGCS5A74IMlk6wnsFn5hCvfg8/o98NycDIqYYuBpZrgqopYYtg4SvqgKIIyKO8ES1To2g5QY6DD2S+yOfIz8m/EsJOG0noAe1fdjp+WLz/TC/49nagEZcAEzknB+/ka1xmKBQP8zBfEzxdRoLB/r8Afyc/CjYT/25OeqqKinSOuneK4XBz5XOqg/V/p/9ly4X/BzjVAJIFKJPzL4oVIqfp6U6sUPlQIp8lCpUz7UKZ7ppUGyCv6vZMUBET/T6bj/umKgJhYLh/+PZNVKeC0m4HvUYvvFw0SZJ9UIdDvdcIXcKcMnHWAUBwQuxEEInRCSvGeybDrkPMlCUrwo5N0J78LeGWPptsAyZLGwTlH1h/MiSS/aKG4R4RxxEVZLdhIZdPK0ps+NLWNLnFHEuOSL7zcfNvdg7Z1tp2AmvW/S3do9rQOdVWwlFzFN+iFblEzaVaisdsZpXbXhE7C1y1Z+qf39poUm2I0aRyxcXakdXQjmAu/K+don2vmodsjFFw+th6G/P7x51xMguHjMpIeyYNiLa7Vd88+YOOHMAbouV9B1xlxrVNMsgoybaDsWuVW8fLlVq4xfqs/MuztG9+Wh/kcmi5ddAwCP9KTOyUX0IfeVrg9JXzKfGXxHn+G+HKpm2JZhgBk2It+EBwKfGwrMKisOU4ZBdVjfMDgMQXEoUIeCoUwWz8D6LJ2G9cYafNLzOqZAomvtO/DTSuRpyZmneoYNg55hojoEtTUCpnForkGF1hxhvUHZRiA2tjVuacRHzY1zGjfiw75GrhFmG1Y0wJaGuQ19DahhJx5ZI9oXk8daTJ5L1w99zzEMv4FgH9qm6vdBPzV0Lja/sZaGZJ96gE48t+8o9zrFPrxIPx8Oxe3wE53wzY5xEyLlKgLjBup1Y3+TmIopkFWXh9RgMh9Sra58LJQNNYe+CrEXh64JrQo9FWKvcQOrO+iGy/3A5Pf4oQUxNtUGHVxJTAXhcDwIG9yBvB3eAO8i2SEwwcXVYCQfi8+JL4qjeAqP8wRoScxNdCTWJnoSJiZxGL8hu5gAIqIBiFhNPp9I2HVwn2ZphdQpIVFaRA92SSaJ1FTnnVV2FKziLFJGTEYTCW9YUZK4GUkpCcmLmmxJsnwy480Q2xQWU6uPSwdI1GyvRB3FbunD40ZhdbsxVSoYo36RukpFqCPjX7uDB7upJzHHqJfHUwwkPQOqqknB/ICi63g9/V/OcVVtxZLq28HZ0Dn7pJJrMJWUXbeBCx4cUFOtTS5WW9+25L+1e/Uc1BJtMvsa1jVxpoLZpEZNfqc3P9S13AU/cR1zwWU+Ah7yie+YD4a5EImObQvwpURpJOdQZJt9MisrDiAK+OcroU9AZqGN7+Ah32MB1LFUWPFtAQihhJgGTFsURKuwj2lLxw97ejywxgM8ZFdxN8l0bH8v17v7zRwJkLXuaSXp2d0Huz8kyRB1zdQFJ/EwU5IwGcnxgjwGZmoTniM+R0BF9NIq9rUrlM+PaBI43fbgLuXEUZS8sft3115++ZJDb3YAnp2rre05+sWNauP5L20AwTOuP/+znz5y+0d/vHsjoTNqbIANoFb7UPv4nPHMqTi2NlGOEUV1gq4MaMl0ZCCTSYsithEyP+DzOpkPaxPzqWG3RBvqPR485xoG2RW03pfe6xvjXrPxvWqfBxShSTLXM07V2eZEinOtc78T7ezbusMpA4JF6Rxwb33dpfWq5FoGr8cm5jl8LTx/Qd/BHU68hgz6lmGXaeeZjlA+ru8MLM1rDUzrbNxu78fSnKKdxz5CMa09Bh/az43zqmKEp7BwHr0er+jXwzqOXo/aPO8RnhZVRkyugdh7+vURoXwsPNCgexXwzck1yL3oNUjCFr1GbZ7YgPq9EajtF2nhGnTviOJRv2DI4p8FbM50KhDEkkgP0n0JfL6NyAF0Guf3FOzBZMJL8KuTg+xlwiVzJT0/r9u/bzJM5fPAT/kionlaZiQKcr7NDxi/T5IHAdO2VxS4E60rqX+hcydSv5Op0P3NIF//rxzNfheQKfiv2L/svw71L5mk6v9X3mTxAvr3dR/yFd2HJN+nfoqiCoM9xpcMh7HgJp5yrrSAD425IpUAtaStBFpKSuhcif/budLC/NOYK1NzOTpXBnDHGbWee2l9RasqzwfAnNpCAJusogCDHMU0SkHBanZwSosM9stAli0BErEnfmHEblGISu+2IqzPSVGFDpJBqtB1fAI91klr/SSaq1Lfz2vfn3HF79XS2m8WTe19jeSuE7J7f9nKIjDBT1cA5ezeFaZXenfBkSfOfui0S3VQApL/v4D9mmKTBplz1CZLoCmwLIAsEPDTLMBjcVUJiIf+KpZziBRUaxeDRAaYmbDFb1I2coDEVro5xGUJ6NSb+rZjMUhVSA6UADR5iqWJoAix0MCwX2v/+UftJe0gkFb+6Xer7tTebT59yZqzhh8E5WiHtkLbpH38swf5s9e/eNd92h/vmT5z0azrTiy6F1oG8Gr0c4RwYCG4hClVA0BQI0o+JuwSYLPQKcCMYKWqSRismk7FpcEBtuhv+WT5B7jN1KYyW/D5aWNcdcIGgufAMiVpYgEm6c5202n5mmRXEorJ5iRMEuOsQk+ne6kGr+UdSdQ6s76fl5XYX/z8ov31GOGApePuj+AB5qfqcJaZcDb2jbHddtpp+J0dr46pH68Oxb81tfnxHSX1K8aDSePnjN83/qvxbPN4crhi/C788dB4fvxOuFkdjWBD9+L6hu6Fi/INHbPwwYyZ+QZ1Un0DobFv6BiKDxrwb7Y2n20AYkO2YVJDZ8PGhl0NnNTQgd8OYXvOhO2555hmg5G+QjdlCx91s1PnE6P2HW2Pbt+1wJ/gdlAf2e11sv/Cvvtt0b5roXEVfD5izprgGTbYusPnN/f9nGPo9acZffC2fn3EpEtdLnx+atD1z+nbwW6k159nnB8uXD9T5nbj89On4PedX7CbIYILsO4IEN4Ip2gjQQ0EB7AG9tvQFFua178DsN5hEtsQbNSDWkKeGMwdjXip/PSFxkbK1dlaUd9/v4uL9zPBP+hrArbT6e1O4i49KYaCzx9ViEEMydMYypBTcJfOL3CB4qc/V1/zIJgkH5JhVLaR2AiE8kDAbGYAD+hHBR5Qo10R3C6SoPoiVr1SHOzs+/ML8TilKW015KHf8+LiPU3wNWOd4530bgNX/B/yjeLziY0fVO2wJQGYRBRfnIZiikDgeJw1YuPxPNoui/5szNt6P2Ev3mzSm2Qe3E99Vfg7LbQ9Dxnf+QX1iSAI618xzsOthPPo8+vXNoHKIoa2znJnGRR3wjMWzijGncj50YIeMc63DuoTPe40v2Df4D55rTDGwkqEp2NMOWmMncRNgs8wMwQvnRSxRUGWYnWtiHZGTXI0pI+v9vr+e11cvJcJKYXxlQiTW53EnXpSjAv3xYLC+FKCdHzFBrVF5wyZX+AMMcZXCo+RNB4j2/AY2dn3G9WSTmJLD/9jv3FqyHov5Q35yOANIWNsNvHvKA68BxD4F5j0OCXJaFGR1/M12j+2AeMr/jwsJbc0W/Et399RmgCcOpCnRLdHOwbxlJC+2qn7k8Qe9cmQsHx6T4oT6nGa+YU4DW7GOtJG1Qux4MGc6NZodxQloyFgI6MuNtCmoPe8lMb1itjzuI3fUlvGB0FIDYSxdyrY8ytCnSFoCvmtbjqTinFneu+Li/c2wU8LY1EhHFIAxH4shtjff9jc8J0ihnhW7zvsf5LzDY6UN8A0xsCtry4v77eha/B5ErW1dW6UN5gPjPMqKktL+8+rxOcN5ETp58UyWwZxovS+Q+pXipwob4xmGJ/O0qUPmiMvBEOUHqWC8ktVY7tsBLZVEszj6uXPInCpaYkJcmbgNafNDeZrzQ+YXzJznAXgH36ldZ0VNljBAy5wmx144qk4jNsjUtVGEYgi5/dWeQPpAESBCOKrONGdYeIkqTlmFzJMicpLAX8goNo9+VgABLKtBvRPd5AUFdbtJ3WG1M/OEdRog2u1qZXilS2ercNoAVr/ZKovaSypz2c4k0wPaO4tqQrCXqKXHfGzW7UTknYRKFkFuObNWhMYchkQv3li3c8n3njzWphbswbkj2y8fjZ3Q++5o+987Zqxl94M2Nn5NXu+fPZ3rUOGaYG3Hr6GyGWcNhkdxv5zCXObGvHG0jH4UQkwO4GFBdiQsyaDyfIkMidx80maSUECpGYkgDUNsU8zWARxJgl6kmBd8snkC0mUjNuFOJPmpal+wPt9fuifREWRa239kGzMYynoUBRYCv0yIOUguPXYUU7RbUnS/gbafv2g0H49P8GLDm+6sWek9ioQbzgy81ntbuC56PsXb13yq7OX3rxm67LHNmx4dP8tl4yUm/9UXjvrqYuyZzQfq1amdD72RNe85jMnzPv17osmn5LjdxO4ozA/sE/K/WCt0Tl+Ly5y/G6i6wad//+5IxJhGH2G9PujhNtMW2BK4LEnMxdivSR9IH0uITNr5qpUEdHEtEq3L28XIHBYzUAhqcuMRIqnXdi+b7HOtcIOKyB2/lZs6bNWEhDDtv6HBgpZc87I8qjTA5o6qAcWloHnocimhPZxzYiNT9xKrPufbYEQP455++RLJ3+/2PTKkMla1OCm5kheXYIpZ4aAEsIkeni72ZaP79TfG8lz1tvE/AN4VMhBGS7zbvZCqy/ogw/EgSUbyEJLLpCDDiQ2ggCXKUtFBA6xsRBTWQBqnRq8KAgrg1U0Z8zPz3Jc4YCOxnoSlJFoGZJqXZQCTArwKEVLpe0qKwqSM57nBMZBMQaT+ElWZUAmGXFUBNNMpCPSFUFiJOIWk7Ek9KKkkV/m4G15ZmhtvMdNaCDcFOpV3/LfSzEgs7NbSX01QfDRM2iMTLwPaZKeDgVbKLcmgEBFHOgCogvBdzHpuSMcGZbp4WAwOqyO+82TUYvdrMFIsdzmGRduf2J1sOKNypG1y3YVIGNB4IbVj547uWdW7qKRpy/sXdsPHnvVrTPmXpBovqd54qVPBJ8zgGSh9M8Hb75g5p1T24bC3w8AlCW4GEfYVyiGZw6ILzNJLLhXeGueK/eWw5dkvfv4obSCAC2z3mZ92Ios3DhuJnbF4Gg4A6JSG2E5rFKZ6q7q/dVIQtXVcdZNylncVWrW1eya5EK7XPtch1xIdMXIJztyxRVyglIVR3VVKmtR1FAknyUlNBLpBNXd5u5yb3WbugkBUNhfahPDCqlaVVKoKwVSlQXEgHq/0il+JUKxJlOAfDl+oPU4BQw4gPsRd5aOXLS4KVtIcGo+TvKbPqRpL8GJxwdF+lubmgxsAZrqS3QrLSkm6YH1en95aN/QjI50sl7XLx4KOBBXPO64wr7y5No+po9Z++TZYxf9YdPKbaOzud9/mq85+7vrrzy4aOzZ2j6tV+sFhHX7ta+XXH75kq/XXnS+R2w58PDUM77HzuTNz51Vnv5+3sxHj10ges6/6PZPP/2MYQb0U4bJMh+r53Jp8E0a8DFgloHFGrDC76zgNu7X3O85ZOCnldi6/MBfpZS3lMPy8gjrfia8IwzDrgiqrmItJba4GAuT4tQ5YZYJAzMKB5W4SovB6r2BfFccxEsLYq6VaI1Xi5sV3fhMt1cRVZHsOnViFV/ZL/rdhRQSiqFFe2Hwn/SE9+PN3QdbyXzKtvdLnCJCnkLgjb6CuBu9Py7sg1dOXn754k8/XXz58sk/JuoLjl118YT8I1M7PvigY+oj+QkXXzVI1KRuQDtG6wZczJPqsOkuwNsytkYb4qcKbwhwtvS+hK15CXg4G6kZEmxuQbBJtDpAiklZCYlIsqVUB2Ff6VGrSHWA0CZ0CEiQU9BitsmCJIFuqQdrd9Og6gCPXcjuIbUBe3e3ttOs9N0n1QYUc88Zvb5ID3tg3ZIp5KIZBQEK+7qO5nfiNQRJNcCJg+BzMLdch3Hwy0BAO77984mk3t6EdgSv62kCUEPosI5uxwpYKCT8O2nCv0AIAkcgVyHh30YT/l3zXHCe62oXfNkGLDbgs9sAKQp+3YYirM3ldKV14VBBDCUJ/8IoYZqApgm7CZp0swB9yCVY3E6a8O981QkVJ+hxAjTMeYUT4huaTU6bZBOp1tcz+wVosbpsgtNkKG8n7yclSwpiAiJ23eyRvEDT+/f04/nu1TP8dxsZ/v/rpH5C+zVAxPWA46mQG3N12LAgkBeRMb1Pwlh6Fsnl7/3knjkvbq4uYCx+Ai+D7F/e6r2Hv50ZsLdX9MFtG8DKgo8kOKgPLvxoHsOGQlwWMrkG6iPlBvvgWivbQ21i3uAJvJP40S8zEazZZcGVB5Ktxka2k21RhjrS9ZTvcCT+Xoba3ILxPRKfir7MVPcdfQF/DdKcGYvNnmcqK6nTp+f26D5fruDz2bfjwVzcq0wpPNmrTJFtyRTZq0yRvcoU3avU/3jKvUrqF9J9Qo+x71xixL9LCnuVxFdPhRSyVxmJklCVmFASUE30JWACe6lxoGIFdqq9ypOe1zEVlRf2KkvJ0w7ygQc8wyODnmGC2oSYnJQjnRAqVWFPiNC1kdCZ2KA0wFhDtqG5YU7Dloa+Bq4BVhC6IrECzKnYUgEraJDOeKr+XKOTfGc8Lt4rjItwjPrOp+JA7c8P2VCIAxAOVDouTsWB2t/uKbSfaLvjP9buDYPaPUkdilqic6OE7yEYUaGV3gtlCU5YW3RLFJHgwJzoRnzYF+WiMBtZEYEtkbmRvgiKnGqXtsi/cC7dM+kz7nVZP48Y5E6OgRg8YncXecQepXtMYVU0eMTgKDy0+tm7DNsaMudg/+Vrih0YYTYSq/XodrOdwMnimYEP6oPTgzAY9kvEGHXqNibZvcA2pj+sA+KzooMR/NjKtHDAji1Ne1Ci+cZe5DUUkpVYkzEpbVftZCsEf7Jni9CSRauSVsk16fwX/bakXDAeW08yGOtPthHR1wOswsG24ED7z3R60ewj7Sf5WI9j/62MpNsZ7bflS0n7U/ggHW+I74l/GGenV4MSIoN0dWXNVO9FXjg9cnEEeiNEA78U40Nc0JrWxVMJmEosnsoa8rGRmOB+3QS3V5fb04tKgFgSK8mWrCjZUmKySGQ3pKakqwSWlATF8lg5Flu5ITaBiC0XCRhlB6oHfxaDoHltsCsItwZ7gnA/tjKzrXoeO7Uo3hxspRO1vZhAdv7QRNf3CIj1Qexzam/8QMAGuOEgbEPPYKFzjw8QusnRVNY09upKinf42zfPG/2v+gA83ZGYlwmfvWarDoG45PyPel8vdAqkudHQtAGPyBTzV71PcNNpkZYTH3CQgKT5SW8EEyW0ZsaySAGMAniFbFFvZwWfSAA3JMYFgOpUVWeLE5I907nOLicrIifB3Ai7Ja7QMw5PAiR8BNYPiz9qiD9LxJ9xr/B24rHsS8trHV2OrQ7EOCTHfgfiOx3A0SGuFWGnuE88JCKCdE2zaLt797Z2DxrXrQXxd0/8hqylQYq4QRDIWo8X5d9Otv8Hy78feGOQzFnYL/M6PTV6oKBBya3TL9AlPX8jaDJQODYVxzwg+5TgaWzbyMxsVZU4UQAOJNzNiWaGQHirp43Ki2ptHr9gt3oRoUftFDfSRn4lmrZghSJK+LQWkeVF0eXU85H1nQh9Tr+noxU119bogYhBsJ1P2wKzxl9L0UOmey0gEH92xC1DstEeS3PwZvQPYgogsvfIT8c6yc6EmCZmqzp7CVgN4FInuDq6MgqPDAFXD1k5BC4vu70MHq0C11XdUQUdcSY8N9wR3hpmwwl3Pl3LxcWKRRWdFbsqWL4ixUi1NbVra1FNbUttV213LVtbO2wocOZrnbUSpK5yQ5avw8un12ZL+UnZ5AtKRiixMs20fD0n4/8HHALdg9r95gFS/NuL38kmYWsBTWyQs5oa/Mkgt0rWn8rdReP6fVb4135KK6BQwqu/99OjgADlvYJiv+N6Sz/N1b2UAatImQIlyoNFZTtLW8BPp5iPEWYYlS1cDeFSL7hWuVWBR4aCq4euHAqXVdxWAY9mwfLs7VkoxRm8vHVEt0bZaIM/lc6Y42LVoqrOql1VLF+VwytiTWZtBtVkWjJdme4Mm8kMP80LG3Iw52apbIfU8nmuJBN0ODJhgg35QqJMSDuobHf3y3b3YNnuPrVsT2I8SQ363I/jRqVrQH7X53TVhabUnnZ9x4ja6mHXX396PfxTP14biF6+/PdPr9WOLHnjhWtvX3jdH95Z0nPVxx8tuwIqq6ZftujcO9ZMv/KaOTcQ+LZpt9zZeg2Y8sWj2x/t/Qv0PrKmC4ifP/DMixvWv/CzhxhsH/a9Y9pleg9rMRNjwd7DZLWcEz28wAq8w+uzuhxet8sqepBN4AUzgDw02R1eh4WBokfEnsTbale8Ke8cgl/SLjDD9Y0LljnBr52/d37nREudDzmfdaLznMCDv7NM9LhF0ePCF1KsLrfV6nJKvKTITrcsOwk9i41jeUFyutw+1irjb4iCMso7zQtXegEt5jrq/ZaUBlEYd95Lc5usASjiS7Ac/o4TmSzmlM1O0Nslr6eUH8LDYRTk/jXV4nJChyhAybwTeFcxzTk8MZq7j7e2f0h92O5uPFW6CUY4yFK0uNY9s2n+Di0K0QNCPgPvt4ARrb/pbm+7AeFuFA4Xfg0WhCQCGd6VQTkQR3GUbMRWbQjkEPj7iEXwvPwk6Zw9C9EZ2i86tPs+2RjT3oXDQNP8xzZ+DyZq78OyO+8E9cd6D/e+hj/e0GB6Rfsn8Gtn6LlQF+C+m236LcMxKXCWOpuQv0HL02aAml2AuPtz3Uj0AJEpAQEupMQFW9DmZziHPRDAR8vsAbfdHnAIFn/IG+XiMKmQXDVFdfrzFibAQA+jwACJ2NSk8IVTBukahSK7xGrPp5JVFtVmt1iiJFVtURREYZU3GPBimzTOsWz0uuAdQTgvCEYF52GLzGtP2xvsiLED3m63BYIOwR8yR5ypr/joV5MigIkAC4rgqYgXPQos56xxQifpq34cTBruIfByuCuIBicoW+SYaT7QjecdtcMOdAdJnEL3+wzzTPcR6W9TU9FJJODvuym29+5CpTcJ9c0hOBhpQvfmS5GyUj5JMKUMjNHGHO/1mdIZAnPgQq9OWqDdOxNddbMWf2plfuNsJfEa4XzbuiqxcVJbXvvE4tSGjW3VxrCPDdEk7Z9Lz9UyauszwZK3wUwwfd+hUcPvuGjn6NLUic8yoFHvT7d2JTsHz0WOSYLpLzMubD+c44/lr4vdEYOBGGDd4I/ur91wp/y2DHfI4CH0LIJmu8Pn5/0JhgsGkkl8tCyQdAeSCbMQ9CmeRg5wDomxQ8EfcPBJSv8EeSRACmGp8DRBSyRIKk7JSSpCWd5JAv/qEI/AORg7K7BBX8LMWsOic4Wz07nRyQrOuAuvwCMmCXOERQIShRVCp7AR6wskxK0qLdvKeAP5Gl7lW/i1PMvwIIx4a4qNh9WAKnnyga1hUBNWwzCs9297f22WXpcFCgWl2E788DjpR33+DaKbI8XCpO7H6NfWYv+eqnMNuhLsexBkVLcPoGI/6mx0KOkqaF8XvN3r/3MA7j96S6N2zOzWemqbDUa6q2bv2/hf225e89200e+jVlZ785oJ7KVa1eTX6rLJ3oNhQkuX0uaCo/eD0t771kvgMQZgm4VhnzL9HNsGk1S3SIg5rTZGNNsUZALmDhMwkepUvxCDYA5cATvhV7APmiC2GKEtBcwGCycx0lq7QZbQcUjvU0YSCh+hg/9T7nb2qe+/xbqiFMzUnoGHCRnH1b13EqgIPK4q+8geWw8Br2D2q2eKktWB7SCLw8VaZDInkWQ1ccAiQ8kKOMHGWyWzhZR6WGTLMquENbUkSw6LlTcjYE+5HNBCUWsPq6OwSxyzgmbrJOsc6z4ra7VLggzelT+Rj8lIbiZ8BoRMxFZjB6K92Q7tHFB4kjHbYuu27beZeJvN494J/Kt0mwzr4N2t7dKB1vb9re17pT3YRKM2KYPtUKyemz/tlj4rYGmIxn9EvXpSSURwW5KAFFPhSZpDM6eAbb/8u/ax9teNYLt2NnonuTGZZH/V0aGtPrEDLNda4GY46duGBj12Rmq9JWxj1DPPqpf4S4AnD+ryWaYiXh5VEuE442SBE/cUK8msx2K10t0apjEb987zAE9iZR5cmwfz6kC+LpiOKmzV6PJYRbYCVqR5SfZabRYTy4+2icHRHpLzPhe7mRZWYJrf39vaRCnAiEvT1NT8XmsdQV/R4TFbQXYP/izhl2yO8u1I5B8P0PWI7JtRy2EAElkWEJ61RprArhcqGqYaGejJBC1VjAJWun/1/tm5oec0Tj73vnPUBvXRynFjRt8zdNZlUw7SwsV7rt356uW3VGv/nXxqV7ji84M/BxN+csG5y08/91ft5SXT9g5tyGbfasrWL6SljA//dPqZ9Wc8XttxbtSj1NXda8QhJ7MMttWDYIKaDLAAD6yZ5l+bf29GH3q/8cJxZBeJrEpMUAriAfF/OUR5WB3ncA8KUQ4jmb7Ah1wWgYYoz3cucF7vRDRS+YkTsE73j0csCYveNh0NbIcKRRK31JVmvAw/MxM+KWK5P/i+vsFU2KgYHK8shCz1QoR/E7LUaSZ0CCpQ6GWCrFEopY9RBcYyl66coeZGLZ3T0QljF8ZoBHPXecuuH1bTPEz7cFVFYvoDSz6Bl3F/eav3Wvm+B8acS/rpdKyX3sa2Q4hpVr3uuIe3x3G3KXwNqUrmPW4/rbPdzrIchTv2A444FyTb8Hid9F4dyLb2HiTVtHgCuikQmTwAmZw4hCUEr5V9e9l1f9CONEzunHb+7HPun/NU6MTpoOwVUNK1Ad335wcfTWBlpUrTWrf9bPa5bS0XrX3u4Qfxs9Vgw/8BPB/9zGS1gveBs8zABzMQG/aEt9ZkjTMozdBiUGzyIYBkicP/mxzkQT28yXjQpmxWzu1tLTypYZUDN33YfhD1wh4zeuC2S7QjU6e0VleOfbjxb8nbl23YcnUH3NX+Vqn2OPjlmWdfMTNfe3vu9gmnz57PoALfKDaUSpgc06YqXhnwMqiqqkhlGG8w42Lqq5UKRbCahbUVXVgbED2vVJu98VQ5iZtkyyeVzynvLOfM5ebybCxlg9kUbx7ACigdb5J0rb+XGKfShwfwH4j8dfSlAo83XQJ+lMCbEpgTdmbThQUS74cf/jH67iHa2wMpvMHsV9Cmf8ndfekrl1oiWB16+46Y1mN5BJkUc7YauSQOwl4lGNgCdgEIMhGP4pQJOQUUA04vEYVNBJFIwueGiSozJUOkNQmkpbjDSIuxEd69l8AutmIN7+4HD6QF2EZKa86E54HhWZnWL7V6W+7S9mhP3q26IjfcAErhSFC6VJvbu0uHEYSv+bsn/az1yS1nT7vhv6VX4Kje18jvkaowRRDsj+1Pp9ixt1L/8/6++9kezoRXTh+eK/eqZ7Mhv8+Nl0IzcMoOu9Vihha4DJndCJktFpvkigS9AcVUhoclUvCi4ZcDKZ/D63W57Z4UZ8arKAdDTlfKBBFWjmZCTvQZNl8JRVH3p/RggBxyeBjQvt+zpy6rux/S7t26baO/EzMA26hJma57niTCXY3iBEWUT8o5tufE3/Mb8lvQDakNqdRjGwGn3bQbPqBt1krA8GW7zVdcYXpl/PhvtVf/W2tH79I3rBaYkdgOTWI7NMwoTClTybyhTjDLwFsJLHGrFYXipWWVshSWHCZWiQGsAhlxmRR2S1KYJDgzkXgUgccIUBnlM4KoOlMe9wyVgCR5YvGkUkoqvqxWS5mpkmdZPkmjkIEwEwIBXpRIisl22WHDK2Qud/zTbvyKxULGPVaj3e/XkdoV7KURyRwnjhphDMAfTikckomTpaiJoBWbfFgmgwy+4hrpQukMb/jlOT7p9bHJD/ZrI6/MVKyuBP6FWtesiT/buGdE9fxlK7+cddaO5TA6oiGizBta/8xZF0LF9J4WXqct/E58KKu96dbawa/LRqz9rOfRZ73gyRObpjfd3WM5a9QVP51xGl0fk31H2Ok0/3uoKpnNAA9fJRQEEeErqy9IJoYA3G4/tApiFYfnRe/7dc2Eew2PBuwBkQmxtzAjKOpNEceiMC1y7PQ1ymztocNXLwLAZ1JqLlya9v3kJyCzBr62aedc7U8d132h3JifdH7j2hfpFGAgrQNIUq65CDNGLW2wgIwFmztMOO0QA36geGu80BsIHzV5vUFOlO922ESmFTJGPk/h+fB0pf2zl8xZCmTrSsonB9SMhwRPE166G24YFFxbvBj/iX0JsCd8WsuAMBvoehU8ol2i+0gztcncfLpulTJnqWVcCnBx4HR5uLDChDzlyYxoA7ZIrMrtlFA4U4VnXChQxUCRoY9Kf7uPk+ULi9MYTfRx9fDWQEaJxpyRMj+YWGI+RXm9/37tp796/dU3wKxjz940hMK/atHOe3+3eN7Fi/dt0hZFO8/5dWDfO2AamPX+h8OH/3MWgYMFT6Ensg+t/v2B29fTtszSJpsm4nUujOfYWaqbCXsjvNvNp73VqTi2me0ejlAKbHfJPEmPeYG3CBRxaduA5pAfvTHH67LSbul9khVE22IkqMj9tUYGsPTggJRpIgWX7g8kAWTxTsetaRgYfCIQ0zPeuKQ/enTCdkuw2QJ/OSDcpPcP0Z/76fhOMxerQ0GQCSoIYO0IsPfQ4Jvhg8iXYBk3OTWc8ZTyCcVus9oTqSACPuwcmeMpBwSMmWpGam901+EFsddYB6UDZLZTG7lAv0RZuNKUQmLAYiiZCDYHGoDWv1977MNr0+NWu7WPe3pg2fH5bdg8umHRxKrZ/3hQ2fn4/b+rbwfNW8om9q6H876ECzJlV1x0g9Y1ZOT5DQ/Avz3sN2l3OtO6vxAiOaG437zYPgk1ugB+XFnmTOa0TVAcwGEWjjpMJitAO+ES1TFKBnXYamE8vMhZrTSBK0dIjeT+aYPnTC6LjSqqqQimIiIxdKM5HmqfoMZzxgx/xvPgg9qRBQuAqbFi+NS5rOUf1VrPq9ptYMmr4OsHzynJ47lM9+EoXqKbeVgd5bQ73A5stLrdgtshKFaTm7NYTVaex0cOEbqhQ8GvQKKV/yJUyJLlEK0JEyiBwARZJwdcRCtZJLvFJlghayZh0IOFgBnpB2k/aUXve3j83YAVr79CYn65muBqYoO4/48UQ7IfWC9JkTZxAzNxX7wxzudMcZ/p3C+1fdrvtd98uXw5mLUI7F8Apl93Xe9B7Ztb2ZwGe9+FjeDEK3vxf698R8ca3UPEvoYf98gv1XlrJOAKhpyhkDPg9tg8EOBhgLwojZ1M7Gj6/V6vLeSUbSGbMy3b3HZJtsmiGJdrZSjLvNnmk9yuowE7yAbBoiCYHcQHzcFJQRQMyjaP1ylzNquZRNq388gk0tWprpnwyNH4L16GiEz2k2X7/bocWbpPlgZZjHL9q7gDiwLLw3yAvNKKnSRwgAKIJsKiQXEX/h/lTEkXO2WL9o+mF7sMBM1DLy5cCCouBPVzQPLyyzV1Zysc15t+9BaCnwknvAoS2mfk91XtGJXTmX1H2XI8XpPYUn1NHXImuBhcA1DQXe5+xf2O+w9ukyeRStQn0Jiac2rgQyzorAbzq5dVw+r9HOA4p5iJZbIZlKFYYwof4ObZr7ZDaHfaE3ZktjMCAcJAfkQJx71OIVoVtN/tKIkz9VxV2hdMqwEfJVRymG15yXfY1+NDPT7go8QnOmWjRGqZjlPvFi952O0h4VdsxBOQ9Na9JEemvR0U2WJ4Q3eZjNLTRldDhpRu+xp0+hMdlJSLUKyrBrb8iZa1e8bnyy+4Pcv0ZZfNf1V7fUYpRPB04LWJZrj25YcuuEw7cr46cVSdLLgeWhpvROzrkzKhdCx8XiK4qnrzmBGPjd0Oxn64Olof4u5smb6teUpdakhq3hAuGfalC3z2WL4SE2UuUEPncZdz8DzhcuEdAc30zPfAmYH5ASgRNhzCMGXDigCGilz1UHak+xhAuOoV30lc9e29uyndXB35XWyktZ1ETP/jtPQgcEpS+ut7/zKQkh634Wbchk6jDUvVGBfxRiDn8rrgEqIHPBCaHB7HNQ7kKBGAQOrUXrTzFo4rFOSbrXJcZEApYhTOZz2J5uarwTQ3b+rEusWGtRZJ5I39kP7yL53LplC6xnZesfyjd2/Svie7Sf+x5DLtP3Ijlh+rG7Fs+ags9P3H+m0vrGfT16/bfN/Ht0y7RHv25pkLF04gbVuN27bO4PrZpCbOxGsRbkR9EOwJg4YoEJSQAq2pYAraEFMGRFOc5DpRYh+fywfjPpKr+lKAzzoBoikFNjsQuRgHbWyKyxQ4fqyE44dLit4BmEw9pOHFdu9+czC9zxwj53RQpunsgVIYSAGLh/MAwKaCRNbRjTbt+4j6ZYGclG60aYf7d+NglG6vsUtvOeN+naf0rXVP3/eP/u03sqblsYyiFMPhWbX2GrgKQsEEjpm+N8HV5h3mt8xopxnsdABBBsfk72V4rftWN9xKssMBjyg6w3bVydPor52Ek/m1fBcBIaY11WkC1pXFN/GRrVhFRGJc0hHPkBNRCC/V7urHgZxDwr6t0mftxwdFfGn2oRHMpfHcAdhcslTEsmOjN635h3bFOcCdfurLPz8Z1o5dBK79bs3N0Pndug2gI/sOmAmGPVMHpqy/j8bc+55mG3C7o0yG+a1ax0FgsXJgmDReguf6LvNBTyQVgUjkgIB/bZzAyWwwnEzF3TW8Ne92e2lSib853knAy7fEIan0h0wcSyUeT1GqMJlPkXNqVSwFxeWjmRXp5J+TkE26kzAZjPk3ure4d7mRO+6KMWUWf3yrHRDzjyiBPdJnew8cb9Wjgv1ZETRKQIHuCHR8U5YGlfSEFEqzQOC+9NE0eIu+n9YezykC7F3Yo29gG25Z+s4vVw8ftmFYc9PNt30Lrr1IOxZ+8s/o+eee2PXPZRfdMnLuqOVgwrbW6RdMOKd7+llL7z+xbr3287pntDcT4Zsf6RrTNvQ0Is9p2KadgO2PMLbPN77MZEi2O0lFRCH0LkKC1Rq0wqUisEpBCVrigTgkXBUkizwDApybiRaSx3OuM1ww6tLTxGV+GD+eh3wmRaNxAs2h8ECRj7jSzGEv8JYn4z39QsOac3fv7m4aTBmY2X3SRKsYZCj3b20bhrJUxBBtME2gRvJNOz5afsVlSw8TtaobydVEtx7HmlXnYLnuhW3r/+PLdTRXeyk1kLdSNautX3iuvk6Ylht6aMPLTBmWTTluqiUQCEDBag/aSc6A1RV0GZJJBVJEMmVYMhZrv2S8Z3hh1KtLxs0Ps463QmsZ0UPbbAKikgkBa8SLJYPVTyWWjARqsPdtSGYPXVP+nWQKFMgnIRbQt8HrjWm5rnYGrjpEG2mn9687hKsDq53vO4sL0K/XnHH/idNOWoMG4sg8qMYIqSu0yAG5CB6jOuQ8ydXKFoBjBNG+zw7LkN3OBgfooO3+cJ7qIhFPUqKJYAs/F48fSwE+xh5nFKx4onEdMhs5BsDHGOAxdJrpiG0D0WP09GYDV7ExDqmr6DU1GERVbO38ldqXWtdC4K9cvaB5COpVTYs6gPjlymXaJ6C+6ZKLh9QiKHy29kUwLPtQy9g2EHriF88+etf8URMmjJp/kgymqHI/0I15jm+RD/pIC5yS2GcGBH+xT0Rm0SyGBsDjPE82F4pRxFY5d7wVZGnjaMXIv0W+WfUX7T9vWkSQb4aMuPIHyDdN8y5pqoehrx7d/IsnQbB9bBH55rJREyeM0p+fG0n1aYr5XM0hxSLnl3rWeOA15lVm2BkGYRUS4jhSR5B1TXLNce1ycWbk8uOBzkIFxSitBqF2ZmJSTIlhvYFH+l3bRJXglW1vGpmnuGXRbH2eLCawQ9wqdhPO2xp8RpfYI7KimCAh621ePkEBPayCGIs3+cf5oZ9hAcs6mIwr7lZO6vpuUkefa9Xxg2hRPaVsLyxIWMH6cviHbhP7swbysKFCKIEVlWqqIFNXIxWoHVD9wY3sWHOwEhRRhZ7KP1iQ7GXtO32eK2e0nfiHNv03N+bKwDb1Y1fYQBa68XYiXu2j+K3Xnd4yQfvj5VOp/zmp7yj6HMu4ApSogXRJQ8noEuwCN2RGZ9Ci8hXlUCwHftZGjJh1ZiH/DAssbIAtY5HZbANmCTjNMVEBwzcqW5RdWODKJHxwSPlK6VO4ScoKpVNBiuKA+12gxwVIJzW7kN5XyCX5FF+ND7X5OvBQdPBSBWAqpAqlYn/F4QoTX0H4YveVHSr7qsxUBrFJFIsFGVeHa60L2VyiE/iRs8JIViOFPW1MB7OW6WFYpioY3289jNVYKs5wCgcPcz2EVw6vbQcoWYG+D0gSAPbSPEHiJhwkTkI7fmvfQ6wBo0YEn9FElr9WSgBOQYn7mcf698R4OvoJvxbupgHQ2o3o8+nayueuX3/s9ZsWPvnwoutK/hYpKR83YlpDOjmmZlzN0Ka6MzpHAFn7aOSU9W+os9Y9OnXM6WfdmRsXTZ41vPRswbojmhw1rDS5nvaTH/fTT3A/lYKIGihzNDnGOVCZ0CSME9Bcc5sZMmbcT0nST9tJP2HTAwZgGcT9lATmGHBmZFHC/SRtkXZJKCZNwgeHpK+kPombpCMDSVKc3R8GPWGg14Eg8jYpjMKSn9AGozZ/Bx71cWxqAd3eIhiqJp7PWpopR+dXFpOFFTIpWfaI4c7wxjCyhTsiIMIT8zbLdXKsxHniYiqWgl6UwkpTZdRMhc4vUt5PJaJTiWex7D/8P+ugwVi1FaCevusadVAN4E/WX/+cAVw7qm7I9prrqyJTm8eVl0T+VnLdooefXHjT68eAb/2UkaAsvz6ZOW3VjiEl2RHjktFxuTvPOn3MlPXrZql6v5hW436pBUvUP6NSQc4/Uw12VIGGclDqG+Ib60OlriGusS40T7pagqwE1pgeMsFnrLRKp8yKzEMyQMziH1jBQmQr40JiEPdTcEtwVxDFgpPwwaHgV8G+IDcpuCLYSUIIZbb9JaCnBJBM2uYSRN4mlaASSVGUGgW1KR0KVMp4SU9WVLA+OyyaeDErN8v75EOUSdgmcGwoFBFLOks2liBbCZPC8yklOlQHQUgWHQA5InFW1ecjMpsqK1iWJESynrjhjbnwIGPMBER5rpmV8Siry5G5uAP/uYOgZ0vdrSfTsFGg4RzRevRTdk77/24q0lydvbTSky6ehFqgtaA2Od5QnMWep8QBdYN6XvHpmtS0umPNH6oDjx1bf91P+kfA0NqxNXumjSiOAGCat42qUzhC/e0VE9Q3+sfCqGR0xx3DzzLGwnoFq1SDU5odRnl+y5gdLzN2bJPdiAXigSlYD9E51h1W+Kbjd44/OdCaEmAuBXIskA00B9CKQGdgYwAFJvm3+Pv8aBJhw2MJVVpNFLVFO6IwKvCxNCH4RivSnWmIfSBZZPyEyHuun+X9/kQoThGUvUh0FSYWU5GIm7PHpfcHziua7kHEvBfLeC8ljiNEpu1NA2ihDQyuPFOYKabBsiz6i8Meu+EnWu99d4Ehx55atPL1Y9pfDBHePqo+f/pdo+qa6PzpegQwfwPVY6Y+imfMT6johk5cfkHn2jnXJTNEt/Xt1qbCe9k0E2DGq8HRphkmaHV60nhudfkhbp2bCbm9nJ8C2liB08pQFhBipjxvFvESi5tCSOFAVtoj67kf+3fjQRI3tvqKOwbFbQ1473p3ePrEawpe7gcfgMD6liVDp1WX6z7t+INo3IkdTMEHWYbt7GpmBPPiy0ytXg01nCjaMD5oahrXBJvqx9VDSzkQypNDk7A8MhR7efRhqwBMO9MQpXO0VqmEF4OxIHb1g8OogRm2OmgRjSeUZ7AZQ0M6aswqBrPpNNPGA17Vtznjjsb4YaVHgTUKUIjpfYC6tLpf0ru74NUeN5h+SSzAIIAgm//U/sbmt8QREP1Gk2GeEXmcbI9Ti/zkoP4yLKTh9ce1f2gSACPNkbLpCxtTLvuN3b9devnlSz9771JPZNqEa5Zqo3PNN153Wm31sOXXn95IrPSm6ScY7c3/AGMc7swQTzTurU3MefSnm+//5Mj9m5/45JrTpleXnZi0esZll05duWr6gktm9GMgsSOcHMFAwpqEzKlL8ZyKMZeqlr+4v3PDZzkQpeFDJgImReYQAPiAqNMdZB2LHCscJrPDSclf+IARUIlEPGFH3B5OM3EPnRSfHd9PAoRZHeBxtjERdKmljFAgNgqpf2us7lQa9cn6OHvpmKWr1ml/f2QdqD8BrlimfSlVnHbOjfedOfbmxbNeBx/eNbqq7tH7v/sW1GvvDsmm6p5b9+C5syoWfqHvaYi4ffPwWBcZH7hE/fZBAHjgA9DsB6UAPgTeBjBlAuU8GCuQwJL9UgF85QT7nIAwokGJJODD0xjHXAfJyN+PbU5OcdTQ5Pweh2k/Vtx4INnuFcC9ADhdjE0GjMsOHXZoFQXZZhUdAv6zVYZmLyPabZyXE7+GYBqcB6Edgu+tYJb1CiuEVnCFfJ0Mr5PvkF+V35W/l02CHJLH4w9slTxRbpXRDfJd8gYZ0USaq10rXS+4dru+dplYl9s1Cn9gHcTfSri2uT5wfe7iPKzgBNDqknnG5rCLTYVaPYstT/kjAvYmzua1QbNtJ7Cs0kmliquGTBW/ASZIloTFetAG67BmPc9Wz91qpay/ZKkgkQzCb01LSPGbhQTvJTL4mwGIWwDKZ2gNKTtPu/6CKm2v9k7VBdr1oJzpA/BAdUVFNZs+sffIFeO07wA/7oojKNe7F+a+b6g+e1wur/chHpO76JjMgFvVszgOSBeCxeBmgLqxfWwleUXOubjFHqcn4UF+NqF4fPmEGo3nJQ6w+GwJkIJR2+8TwJ64IQHt2DRKoLSLEuvmfPF8TagjBNmQOwRtIV5Egh/r9Y2uLdhojvp5Jr023ZVGPpRWBSHud1+Tp/zO7miekojfEr8mPz0JpicvTsJRSeBLZpKwLN4UnxmfH2et8WAcDg2DP4S/DENLOBAuC48LLwvfFn44zAueIHgx+GYQIiXYEpwbbAuy2BSxN8sb5S0y2igDtwhY0S3CjSJYywOBBxLBUYeMqcsEAyY5GDaJyThvZrz9ZfRlhM48SVKss4SPhZgEtC/bddhH+j6HvrbrFM4Vure8l2Zk0qpgyi1GYlL0i606SUUhpUlnMSdcp0TJiaSj3XGlHne0kY+Tq4sBQ6vpfb5rxMXDp5YsWFCH+31v3YIFJVOHXzxi5x2bxpWXj9t0h3Y36X904Fdjhm07cOGUEyemXHhg27Axv7r8+jFjrj/xi7Kzx1Vn9X2727UF7GRSI8tcoNotXIAr45DZa+Eg8RfVKCsAhwekKT1SjOQ/MwoDSVWqcFI8+/DAeLaemDybQJrpEe3uApHrycyMtKCEnawdWfP6O+edCQLI3lR22qO5AAhoC2BoY8eFx+Gi3n03+89PhW47YzV002e+V8ccY5JM+8tMHK9gVmydmGUgWCNmul7FeOCwin7g8NPQgAuAtB6IT3ki9jQ2D2mGHe7YLgfowhoHdmMdBB3Uv9UD0/t3FwLyx2lOrY5OjydzGSiUVNFQ0KnC0R52pnaEtTeWjngkF9SODAhDr3n93fNGwdoVodklwTWjV/X+lb1qTSH+/MHGjrlf6X1yL9atpH055maC0dqzXbDla/FKTaxSswIEsqn0Aif6q7y0birLh61iKXBQTE8XdpNEo7X1qapQOqyGi60Ng65wTxh2h/eHYfiHre3drTeXtNZgQKyo+EH9z8nNP6UAbMHz+pMY+mXhjkyfcM0gaQyoHboF9A2UzJLTZlSXnSQbwlfNGHkZIrN4m6hzDpTK3rz1qMli4W3cPgAYsBZ0AWRHoBUyvJVlHFzaouKZTuNfbuwAdOvOH0nHZnmelyU925bSEnQH/e+T3Nr3ydAlc5NkG+vcaZSggKRwxItJGz8lSRtLlmhHli7F70amRhb8Rk/PAMwVfUdhE10nk6pdNKd1engzp6M3M1DQsxbIbvH7tTXxgfOD0DQ3TZi+R82Q0OqZ8Rr/PTO/gO29T9wSbObIOBmFZfFPfG2Byap2s2BJI2iqQQBZSMnOdo5DZGv2eWAlxhX+wff4bLfU+xnND8CPT8hPktiK/GfvWe+/D1/at+8LOPeLL3q76Bgkwn4Wy9nHrCG4LthKFJx5h4RfsEfmAwLyeaxQ9Xg4F8NZqaIMVubzjE/1EdpXn9uU5lSriv9ktagU3d+O/2zBJwOe4wJ+I7vZqLArMHTsNj6S6lF8QvDgbqpIDhCKcIMbHIsmwScNYy9Hsxbhs/BJh1s7Mgp2gIqaWRYzCAwT0OLvYe9quPc8n3320NPhuN4LztHrCfDLG7hdEuNhHlU9dm44N5Fr5Vi7dbh1orXVylpJlKhbPQsPKdtRdZcTkDIAxYl45BRlgP1H/A/sUVlGdgZZRTkmQ8Ems2TGSQD6ESBuS3UzlsRWN3AzZsCbSRCg1SgmPEhoMAjXBSGRIm2kqB1vSt0fGgw9haAqIIOsYNWSkRavx4ofvoFH2qrxkyaNX4VHm9Z2NTioJcFnZ4y+ZeXo08HuE589CSZPof13nzYZPojbKTIzVCuhPoSCiWfIoNsBRcaSNjhiYngyEF4uSFAo93OHOZaQD6pcC8fifirOi4KiIArCCIyDk4fqg3Q/oLALQGL/e0zr9ZC//jzscwRbB3Bq2U4RmBW/Arm4Nw7NK5zAqbqYWE1MjbXEWAa/YUHGYmxEj+8nMnkmCpymqJtiLqkRDg+owzsscn6mBVgEfTdNDFiDzB9jwB1b4epzQRJK7XMhs8vlw9/1oai9QLvm1pEVHIgpsaTNgbAvHVADJIxam8vTd0+Yvqt2ojEDWwPdgZ4AG8i2F2oje7ul/cf7YRh0jjbqsLVTWrZmEi03PJmmAVjRA+jZiE3XTxFI9uoMfkAuaSCT6iyBz916x3+/3Xb3OBDI/OrrkWNXXQRSk+q0HqJy4CHt7Y7zbmg9fte99Wf8PNsG8leNnvgUqOZO4NGtLXhLe8k1g3Biruo7ym0knG3MbWrcouAVRPSAsCnlt3PAyilme95Y9D0cVKjj1sCaBTHN2AD+8ds4XzoIS7D+CoLmGmxPQQa/bA3uD7IMtq068MHhoCkYLM0UIxwHet+UeusO6NBM2KElY53O6JxBIFxh7NafNIAaTjYLuI1a7x3de+fc8fLfJkdAIJKeckfWBwKskFXq7632gsA9mzdvfvWMh+EzvY9vrDrt7tH3A633lfborLh3zchHIEvnwSptwb9sv+P/Ufu7/037DTvof9D+I7ds+5H2UxPp34kAy+BGbTL3ELbz68juYxbb1jYsBrcbQAQE1kKz+Fl/yprmKonhLWKZcJXeynQl8lSWOumeWkN1OV9akk4F0l7OQXQd/vEzlaIXNMe8zd5FXkTeNnp3edkWL2C8HV7o9eZzukyIUHJEHr149TlAdhNoEW5BKoSwy6AVrTAmxQBTo2hoDLQ69EwI3dbgHgoO+apgaegywtaXUK003FONjwAqDqHor6ds0w0NWIWFddfoBzQIR7dFWxXvmjMe6j3Bpo0BRWI5TxMbjOYHtauxlFQvnSkhoq6ejr8UZy3I6rJCU8QTgTbd5nyBwAdQc8wti8BatDexuam6gkGKsmzL67X+lJ6VQN/053xQk2t2Afim38YkZfuDRVIo4Sc2ZqFWf4AAjKJ9GC0W5w8vthp9Tav09TFxjzbZNIq2b6kaIUyOkAt6g08HXwri1okuEZq8Hi+0iV6yZKhBP+/mcJNFhkszkcMRWIIiKa8z7VJdBeNyravLBbe6elxkl8Q1wLg0mrmbaMZBzSysIKeGKDDymUbRVeUHqAQDFhnI/BCI4DG66pB23ol9hdksQSFdpJ4hwBC8A6IQrIDj4SzIPkBomkfzM3hkRvxF/FU8QryL/y8eWXgIzNgfZq3YIcNdmUOMwME0q7JkhcAeD5sd1Dri53STdP2mQs0KsbFIPl/8/2PuTeCjqs6/8fOcc5e5c2dfMjOZTGYmyyQkkQnJhB1yZXdlFQSNQYsixQKJG4pKcAG0rWKrYpUKtr+qtbZsYdMq6dto1YrwqqWtFeFHxa1Nobb6s2pu/uc5904WQG3f9/N+Pn9NJjMhM2d/zrN8n+/DH6RLzI/Ms82PIARbwMPP6lwp0305fRix9IKXRGCMYqSEfN8482x6I72LsonqteodKhvkhMk6XOu6w0XP9t7ovcvLMj54KQgvRGBhAq5MQ2xvHLzxZPwwFmXwxOMSuhe3edSkbb4V+tN8GgaRslg8jbW6shobfUA7op3A6ue8q111gs+qToT4rMt+n2AysKmr+soDUq6KYIE0ItsnUZV7Q6QPPfjwiQdvXn3XxCmfP/xPGGL+IdA4YeGSc3I++MyUfcbERYsmNtKCvz+y8cyJpGfH92+59U7zlQ2Lxk6YNbLpqcXjpkweZ3OBva9cxuciQirIz42yH6iwSPuB9kftA026QrtOo1pxrJgyb0myhHoU6guGc260ioKRnJt6QMCQPEZ4Wnh+mG0OQzgMIubpUYosL5oofSDp4pQWgzMK7kygrWAdltxrKziAxn2BI+Qjg1KWa62z05oOLqysAKg9Q4guQdBJHqPUiz/r9TaLooLi/5OdkMpl3aULnjS777sbnc2L6UvmBPi++S040B0ZM6lt1aQxYyatunXi6OmLbGdz08Q/P/bn30Pd6rmXXzF3zZq5VyxEbrvz+Txdx+cpyG+15Ub4G3yvhqNhqvC7g2ojY5BMFuIg232qUi5gIYP5labUpmBaqiN1IHUkJZGUL7UstS4luVIZrAGcTEZDaVIZTXtdMMYlPFdvW072LtT+Rlgiu9FKtYGmS/pwab01eUXMHL1TPstHbSehKNctW/GHj5rnf/SHG5f96jVYBate+5V5xHSZrucvL49CrKB84Qtw9M27Hjh8+IG73gTnj7Zs+ZH5CVxv3mm+c/Go5bfddgPXqfCcmFfJP+f6YwFJkkpyydY4wsDbgz61KGWNUNX9RPFE0iRYxG2P8rTuS3mVlQod7VOgluuz85VNQsXl/1UN8tvEKvX1b3Txy7ruDcEiid73DkyvAZ+sWPp3mV9sev48FbSQd5gmJfvtNZV/bn50+z3me9+9w/z7xCmfPQQxOP/uieaR0ZNWrpw0uvtd/jB6Ei0x7149zrwdbhq3BlruXXnbnXCTebv5j9seXj13Yfc1C+d20O8snLuav+D3zrvcXnxA8HqMNooeYI8xepYLwOlTEFJK27D2eq1u6JSrvdfvUnTgmkrQkfW9LVRzrHjZKEIguCH73RsxSNMHzM+HVY+eNX/unMljbhrEFYn1F5bVN3w8+IGZ4IcpJN+2wEkPbJv8P22bviXaNqezVXzcCXKu4aliIxl9wPGYg57lBwtOSb1hhfh8PtqGDHO1PiQRRSy5putqKEMiSTfvSCfKYasnXVYkqBfONLBD9u3CVonbZXBl3ey+rvW7Wi6/IFnRO0MWvB/vlDXmVQLr7ue6QQ1Eo4W5Re4b3D9w/9QtTZJgkXSDRKMAn4IoOU/vYT2MNrKpjArwe8SnOhXNgwmztYRpjARdjoxlI+PFovVdLGhi4LbEASEtLGAZThuFhGPoD4NfMSiKd+PQGhsD/8Ac8x/dZfLTAgFv9Xm66HOCrDSGWH2O3RD7QeynMWlQYESAfm3H24vUAsVlazh9vU96o45M2Ajb3Q/3dr/T7n/XwAH0G0GoX65uw8mjEaswxDIpBw7L/BDX4QSuj+ToG5+df6CTiYaTaNO0+VyNUTB8tcNAaH8fiZVbyagiJx/7q/YjsbI4q2xdVPQSZ9mXtvr0Sz6/+9tEfsEfut+l3Cgg1r69ij4g2i3ddaVzt/NFJxOEKZqmggcyxK1mbYSrwLOnBSqzAilp+aF475djJs+5tA328w31C6gc/HFD91tcvt/FdZYt/CyESAK8hsvtT/jP8Hf7JZcEGK+7KBDONfjgJz4Y6nrX9YmLSa6Qq8zFHO8CVNF59JuUPU1fpm9S9jmFRRQo8H6EQoR/UxgemBK4UHCQ7A4oDwY+DdAPAuAM3Bi4K8D0gLKb/sTQvHGIsnjcUYivYppCwOH0hpIhWqKg0aCScNrgG1g4fZCYgqwjm7iITsax9qrPAcTBLW6HPcOOrAVpsE3n55vyAHfbE04aD3Q05kFldSIHWHAW+KoxQQBf2oHyVpEFPAjYYBCJLXaRZkzw7E1pkbaYe17ONl1YaH5AB/26adWks26cNLt9bE3zS7vfhLFn1ZmTpUzdpJ03zZythm6HHbOKC0zbr5if8zC6C4xQnQTjpBnSZRJzawntDI05uGLF534un3tZhmtlULSd2gsa+zAA74ahKjQv9M0Qs1IH2J9C8HkIFoUgFA5nCPCZB/50GJvM5rD17HG2iynr2f8w+i4DmV3L7mBMZ14x8yTGZz4Wc1sz73KSsFvxQhL4zEM4xDykIG2op858KubJuAyfMFkjzGXPvGvgzL/wn8680GKbemeen18msmkFQEGkmtYNHaYEWc7OJpK2vDR70o1nTVrV9Ovu30Ok8MKmLH1l6Ju7X2quGStlzFduD6mzZ960c1IdfzG57iwNJndH7jSPFxTj+a21+QZyMN8Ysp5rNBTW1cOF9VfW00g9vDAE7i+CqsDIwNkB9mAStNJYKc1VTKhYUMHeqQAhli73e4cnoDIBFQmQE4Dcbh8nGKnz1dFldW11m+pO1ElldQvq6Li6GXW0oQ7kuvK6hrrf1R2rk7VhdevrHq9jibpYTbZqY9Xmqr1VkrdqfxV1VjULMjgPq5lklKsiaWNkrCg3P9IW2RLpiEgk4otMi8wXLw5EVC3ijYEnNknS91ZBVdo7CBJsUFyAGZKlObFyJUipSsBNhnoVEuFmYiRdMDidNtJGojRXy3/SdC/Dy0HM/Phdp4gj9gdANAlPfecl/eubt3TaBdAx8sL/axWRKEvwoC5P8vxLluZWYLsa8gK4r57z6WkSHrn9V6u+AdRRWlTVK5l7qzufhiRhx/ypqfP0bDRoyWrw58s9n44jAbETzCu/TorJNwy/XgjE6XNSXfYWZAxi+e2jkaLcMhWmWUXCVTWV9DLoYSAgCloCiGAsQCtgq9uGU/Bvm4pKMBEgRYqo1taUxxKcEtuwwhnMK7ACA8AVVuhC4AFmfG70A1lIe68fNXvwoH5jyJD5RtGUEpjkme2hwXhxhjixpjlVVTXhqEyoIuzvdMad/QdQDqQAThQAau5b/X0DaBQZcXlICNdwOkVupj0AUXL7NOiQgQPZcDJOpP9gvvjWoZMwI+utAYl1edicTt/l57KQfM/wu6WEdIbEUA9L+Zguie3cGCzIzReVqblSkELsos6VGn7Hug3+L43uze69bjbV3exe6mZuomLtcr56alHc64QeJzjF6L0qicKJKGDAbivtG70/ADjuzr5MGeEnyjvJ8x6EfJC0z3FA3716+V+MooYxY8dnrl7+oZEIxyaMHW9eW3b/mWvYGTNG+DrL7h+/5os3phSX+VD+F3P5s1PURjiDPGkMCfg0Vy7oC0VyBQ7+bE/4pTB1FoOueZivMFpaQ6LropuizB2tSNVAjc8r1rAsDWQQhNkgIzS41BFL50qj/L2l8YxiFHiAeT3gR9f1+4YnUJ7zaCku9pYpoGR9B/kA6+urLXNSHPK6aktY7xNy+ryuxkNNBwW4zEposBwo1X2gmJAqAJwDUPt5IIww18MhZB3cKbbDkDNrfh0asubnO745/6L5P7z3Zms3dL+Zc9dmL59Ud669Lxw/Xnhe473F4y+df+Htd1586a1SqdgX//rhKL1qZkWt5UeKcZvh2/IPSZxcs2tSeHb4ijDzCMuMn9pCC7aSgg44AKyN/zgCDJ4GiXCVxChhiqISP/glNQMIE6SkEAoLi7BGFhV4ioSvF9LCDwGmuGZJtrtbvOqwFarSsCxicbmGTEXfLsB9UE+/vcp8t6MDucErzo5edtOPjbhLWwXNr/8XXH8EnprjmhDyxN+suigzpeFecwgfS5Lv9XvFWLZy/c3CB+uIvdlOvQEnslHqxMN77jcM9zQ3JW7DPd+9yS153UhG6fbqCg6H+f0kIE6Gm1/CJOHSvAFbwTfC+BvNp6U09MHIIaZpiSIRwtT4v7Q512FVypaTEYf88u6wQAfWb5H855NeDkorUGsdhYoBjJOhsCXh6b2X3fTomUV88IJokhWF4hVnmyuqLq6c2HAvu8Jil/zi2fNDE/mEYIy1533pt1wXKuDHebMRO1udp1KnWqg+qT6tSlznL4RqOex3u4Xrz1+Qc78PUZdLCXJ92ymJ5J/Bii4FIlybQuUlC8zoAViHgVlQoSTq52oxFDK3oXs8xugzcyIc70IcgQcQgS4i8dVWiXg8AGgMYakHfq917Ot+Hr0xdVZdt/p6JLrPO9ZRNGDcrME2+vqTYliuKsx9/O1y8/Ob//yXaRnMrYf7ILbcvMpcxlwlt0y4tsAN/9vMbty1/YIHzhERXPx+5paKJeeOLbP2+zl8bn4ulZMassRouKQCGiumVtCKNGNKTU1ZeogCGD9LKcyhKIPPjEEqVhujsbTfX5T2hMO1HvAQ3EfVJEiv2RZW0Hex1WklJ7zRJdgtfF312S7MUUA+N/7cL15iejCe4bDtjGvIWaDg+jrkOMm7lxpy4vCPAunnU8at+MkD77/3wH+tGDfl6Xkrvzl+yi23TB73zTPHznuajc/qx5a9fXNLy81vLzumZ49e02QcmHHz9Dlzpt0y44DRNGoE+of5OM8TORd3GGE3JICex6AuLMBA/yvMXBJyAbWHVFnRLAphqgeMUDTnDWwMbA7sDUh+Fggo7jSJKBnZkPPct/PldfImmW2RT8j0gHxEpnKfp9j2OTX34gAto8nGQ/vSKWG4W+O0jSjpvO7PzLMh9sOHGxKtQtLDZPpWt4sSOrb7/r+9+K0/fpsLely3ANfvLxWx8ieMIV4KRAWXohhlFTkllUjnsgqMVr6jbFCeUiRGlYBCVUnRdCfaPprTYrwPRnNOXziam+Nc41zvfNwpKU5YqF+vU00HB3MqOtP4BncrMKI/+a97igMcIzS+iL4X+pL5bBQQynDklO0QzmMh/lvyjsUmK4m/QmVpqJcuNQ+/7PPogZEvmn+Ep7ppcVVtpmFH91HJzr/XCFGGSxi2ajJ8XLt0KtSIjczJ+CAETLZwZG4x16tlWCyDKsMCq54KZUjApsjUyVSXrjn4gJmkqE6G95Tm8eekKH/gr940tNDInJThDxq+Ws+f6PhqsmuOi17nWu2iuivuooP0s/S5+g26NFf/gU4dOryvw406ePRinWa0Sdpsjc3WrtMe0NhwDagW0OgUx4UO+gcH3OC400EVR4GDfqrAcAUKFJDkkEwdEjwowXoGwylU0rX0QcrQkU+5gQ/glBWHJjv5ouku0ImKE78DpaxH3Q2eO7L9wFrNNjwrX5XBIsCzHlusenzWWgjimQ77TRbAqzq/KoNAhzT/Qr7KtDLc/Mtvt5p/3/Ub8zhMA3/7LvDQ3d1T8FvKdF9AfybWxosxCPlpvveOGUbEAVM0iGk/0PZoL2lcmdJB90rgUSTcjJJRmMrh1UObpaXSSolNlZolqutEkkB1qhLAbvZDbifq3KjUnVwx5q9GOLSQw6Gt1x/XaZkOkq460U2lOpz8qTai3QlsnXOTk+acIOoeq7LT6chv0l1ij6oj0OWd35+WSYiIti5R2MLensgvYRmHSPTJf/jWODodnaSpFYW1nWPZ3GRvXAX3bZpJl5hHdlZWVGd2mW/TMRB+GN5b3Pbty81i+WlzsT03t0pYeeiJbSBxRf+A0RKI5DAoc1B9V/1ElR9TYab6DZUaKlRJ86S7pIck/gUqnzqHIvMrRwVppQO8Dsg6Gh09DuYwCEwj88kWbhlDRlqGMlnU2TyhMGWqDM3yUnmvzGQiTZP4MZecmoVyOCQg5K2+bvuJyLxvtCkdxE7Bu2ZIrSZ4Gvj6S7eaM8z3zZkw68P/5sv9A/NM2EsXoqM3X39iuvQrxINDfJcFwZAceW43r+B2w4w1GMt8eW43TXC7+Rb4qEiz2KOBpkHErQF6IZ7VWELSfF5fxlrwiEBDUK8DpdNwLEPhmOCY5WCz+Krw3zY6aIT5HErAK8pQeJ/x0pQXTniBjfIu9lLesEP2amg6b3MrInjiVpw+zYExPsMbDFoYiGguGHc5HMjn5shXoLADmF2d+bonXaevPmFJcZud8PQVKHqBJBXpXg63YXn+KulXaGXGaPflNDm1zq5CAdt7HbRTf2FTuN2rPm/5Zikp6UnLyH9RSNLQhrzjJ4wgV8LdqcKqnBvn3G0MG4Xc+Ee289+E0FXCfyl+8t/HUOp9g/+9EoMCR0G0YHjBlAJpWagtRNUQRLzupJuOdYeCoYzLHXK53Le77nPRdhcMc6EUZF4XfODiir4r66KqEnLp4WAlt4G+E9wQpEuDsDcIajASpEG34BP1+pVlEYhwNTdB1URS5AVMUmXdOUW+kF+MQ5OTktclVyclXxKSmbAznAzDyjCMDoMWvpNbI+F4KOSeFtyCYJfNohARN7yCQVfcOthIty4OeCiVI6U+F3qFdhaX5VIucGVb8ytpAa6sA98imBZF/rS/Houdt9ShqlnXfYArX/tacJVb8KznV9gi7+vl6xNq6CVNrZgra/8nPA1pkbUi6ovIYnlJLxF6fZ08Y/Zl28xnxubecGTM9X3FRlaD68OHL5z+2fTzb/rZMjj/zou+2bKkLXgulh2hVKw4/BDJ0J/MnzMXX/Mi0m6kHIXRQrrSBz7DT7jyZcSmxSTCf1B0rEmRKEKKtJKK3E5ubAZE7RVnREEwILUz8wdL3vYYBGLRdf5N/gOozkdJ2BemeljNbFK2iGq93FiNsKhuY4ra+Skhxb3iE03UbFPXCwIV1BIQoCAE5+MEngYMZCGB7Jz9PhxQg40Bcq1a80k+db8XAnQpW2LBf/72ne+J/P08+ucDG/gjfJo4L4g9LCU1UGYEVJ/mzjmj/MGbSCZoVPEIscNfKx74hKumLgcDvYQVyWWZ6pVBCCL9ErLSTsNSSkYRn8GiIrkw3juDcYiHUQhtKxSBgZ0kAyrLVAtAiewt81T6SvA8jQsU5NQSuJxdy2gBQ5AiA1aipdqLIFwUXxfaFDoQYqFQnER9UapHKzdpW7QOjStTcT7JcV8mZaTsSU4NPmmS93X2TbLNEtrSj2tSFEroOt28+wN2pYrAiF53grCm8ya0AJg05NKl/RcDs4jKe43pEc+E6tb86vXlt+196smtzPyo39LcNufmETnz5tu+cettE+abHzzIjegLmrbd/tCtkeDHvct0fsvvVy8fayybXDHaui+Qf7JYfp3r3BO27wmB2I1aI+bnBiy8qBEMgOJUMyJn16dz5dqb9ok0EFFAkCD0zN9X7rqPhHIAF0TTZTvM90ZP6iWC+PTOW9njb3znvkrzWnpjtJcK4j7Rpwt4n4aIPs3evjMAqtUnLkNcId3yXJWEQHe6MkkNstpUbSNfOM0H6WaylO/AiJy20uwF2aSVnHJyLwXzAgaNeVfz/HMpaYhgWvhw0mjzvR2XNQnyBWkVMiuYj0e7V8O3K+/7zhtf3GfllI7reY/PG9Y/adxD3HiiawMQCEg+Yp1oLhj9mZRvnY/6fArOmppW+s9a9wuN+e6cRJ+Bs4dTxts37/oG366iSxDjXaJB3jzMqHscRsHcKL3RvJZ3yVrHC/i5axQ4hnON6BxpoUTnaAs1uty/1k+Xedo86zzMgzfAdl2NCKnPb2NP2h1Jk1ggU6uCKuar66DVte4XrLzqJtnK2fX3EVbERCq11DjHXPzx2lV9DBV/++gnmazZ9sP7/gXreykpzEXm4y8L/kZRM0fUYkyTcnK7cUlVamTqodSTKam8qKHo/qKfFElDo49F6YjQT0P0CR88psPjCjxBoSxburGU3lO6t7SnlJWWSgVneFjxGZJeUlpaGKg4QI4gC5sorVZRWFGLOplVQc0qXSfqsu/LA00snElfvQWLy9J2WqX6VTnPVwngdrz83s7nzM3m5r17xi/+013bYNZzu8xX51352uuLLrrkqn37v3mR+bHARv7J/Nlv3zjwEsz67/V/v3jkG6+Ym9+69YEHbzt0cO2GH66ZBDGr5qX0sJQJKKxIyMqp3N4dbuc8/slI9lDw+pf6e/zMtSXdkT6QZlvKOsoOlDFSCV4UnCeMNsxPViCfM+HwQMBZ5E3AmI2JzYm9CZZMTOVPDieOJ3oSytTEysQ9CZZISP3SxddFWMTXPyNyY4ZlJH6YvEWNRVOLlhZJalFRYTBNqgvTB1xHXNRVksZkVXrEcQLn1c4Ff/v06ZC9acX5rGKLSAcnekDqN7EIhTCtJDwgL3L4d79vdv/s5kf+8uztS3/yFxhuHmmYcNfYWS/UThkyckTdhO+Or6clPeShTX1p3+Zr3d+/9Mbzxn4bU77PrChd0ZzPfZPb5AJyBlljFH3g/ZeXPpGGkeVnl9Nvlj9Z/nQ5G1F1VtXcKlaDdwmzst1iU6PNURqNhrwaWLilpdpKTXZoAjefUcXNHUzq0agvQiozWtoRycSzvnSpnRXX9copeXFddjphi+0+x3yFU9Pi/P3S5vgVgDMkt2F1uVjo5Ay5fvlzN8xTp124brn0UacvUzzpZ/3z5cxxvYl0yW9OOIvvvbV8750n9l6FOI/F5nTWLnIaglyHucGYofn43npR+4NG57oWuT5w/cslBdB3JJMwqOFUDFlBiQ8cPoVbwAYcEH7VJkog5M0QuTawLkB9gbYADQSLI+v0TTrVsy37fM9zu+Z5dJ1a3nWukBxq5Zpdx6HWDpu4QSQ32MwAQ0eBcJzhbYfbgSHAILbhkUJzffsVF3VsWsVfmOfcevmSc4oCmPbwWcZsmT/njtVPskVfrD900ZyhIj5OQuZV7EPhd3nfuJUvn6RxE9koLsk10ql0KWVJ2kPpPXQj5YY9oFlfTRfTFfQZ+lv6J+oYqk3S6LvaJxqlDlmTFCY5FdWptDkg5FjguMbBJEfIUeZgP3V84PiXgx10wHfkDfJf5S9kSZXB4ZDpMwzms2WMMsLAKfEL61tY7kpRo4lUTo2GC3PqiEkKKBrNINsYep3dwteI/uau6nzE1HIECIVB+ANaBBMjuggsN0Ir2jqi3EWnyBHB9Lw08BuNfWi+Z+4yH4PF5grIgn4bonaZ07wLbqc/MkvvhFm8Vb4f2AUSVs4ztlFFJG8YYCMWHO4cUaUMX+XeZCuA/QCQbWkZAF1Af5kgwOeLyC7orocYtEuZL54VnJpXySsEP+gg8ugeUsl1sizyD0XjXN86wzXGRX/ghzMCYwK0umRUCT2jfEw5fanyj5WUJgNJ6pIcnmLUFJFoZ0j4zDAtDgvMlTOojtbO1ahWmREAO5topxC0onCGHOH3WHVZmtubtV7w9hHtnI6CSJB6D+DZETDf09Ds5C8Fi4JohQhnYMmX319/xZIVb750mWDZOXvImBVtY4ccu2lcgwhlzPxXNy14aNcP/3z0gcfXv4IsO+fdfsGipRd+29x5bXM/vStBvmV4/1gE+mbHXi5fkbBSZMGFmiXwSs1Sj8QkqdDpjYB9b0cKwenUvRlNKGTRYFohSX6NR7NdHb63O8Ut1yFS4FAGWYFI/CUmBPYqaBZQsIH/fzpFDaaZW/gO2gpTT6ewnfXMmjXPwPAv09kSZJXhPRgA2CztlahUpKosZo0Hr+Zm4Stx+JgXzVIxngofMKfkAEcmGYdsfGp8Y5zF465EMN0cWMrFSTKSVmrRfmzqFApdhzWkDt+Xj7HcHlxDr2oX7KfwcTVvKx/eFpiWV/K+kdf7YOoaPrizbD3PVmEej5ov9taXcoQFHpDvarjUKHfKhTJ9QgOnXqhb0GwmSOywUhsllb5K6pHjee9LUHhf4sCHPpahM8CYWliTiwjvS2hBiC4IXROieyKgcfvcHQF3JBF5NsISUgRN/3gkFI9HguhViQe/HaQrgg8HaQcin/lUNgaprgQjgnnJr3iKBQDJxcV1HHWGqKcgF4qXxXNxlov/V5zyaT4eh1AcZ78dnFScJKNe0nlDcX+GFk31LPVQTAnv4TqjxxH0kiw/0NUlaa9jKl9BdpwvIrXYEW2SL7uqVXeHqA4qMvnQfWWJKJFdb7trmv+NAqG2G/BUhkUrR2VYWmSsDCS/coQ/n9yfbJHdL7w25mJuHF12WuZF6jOvQpOenqt0PwK5AXWcZ5nT1Wa+zlkyBmYZk584Y/cZ9MYQOBOFCdQisDj7jaVMHhIeQh25aI5qw2PDqTK6YDT12HlFNbU1Rs20GonwH9yEramRqqrRhHVjXlG1Uc33RbWdWVSlCBiex48ubsFWqGkxTDDaLnkzdcL0KVMrSMxZOHokvsoW6f+sgVBNtVUPuicoeYPZYHNwKT7htnAwOKhayzgy0UEZo7A2k8HtV1NZnVuXgS0ZIBkjQ9WpmaWZ/ZnjGWllBjKZ1JFqqHZnSOPQtEWSgNpMZ74OYIvw23Q+X2glIfltv02r5WPAtRbZtoL97usykKz/vioP6TQLzo2hgbXQ1OYvSVEawLdpJyt9/mHf4p8ucWnghhCOjDcH0KERiZ/7tHYv3w9lpJrUkrE02Ofjq0EfXw2e7Br08RXbPr5i28dXbPv4MMvcuA99fKUFpbQAE9GGp6akJMFQohZDxFuTrKFjEWxPo0G4MXxX+MMwu7bujjq6vGFtA71hxJ0j6HVjVo+hNcWJ4kxtTai2tub22vtqaXstCLpYby1sqIUxtXBD7Qe1XCjUZmupqhTX6smEcAcmNiTo0gTsTcCiBKiJSIJGEpCoyQpTMK4swxKvFb4KqlYMQhj/DvQJRpF6Y2eBGiOuMci6YSz36FfKy2Uqzx50xaAHBj02SPpkEPD7f1Am6Uw2JmFjEi5PwsVJGJT8aZImy4uLa+YnoC3RkTiC5eLBm2jkVsp+bqBw88SRSBA+mtp4xjUkFYVNUTCi66J0f/Q4Erl4o/ujVGPRaKB8oG/R0NG5aAxLo72Ne/UkhyLfmp3PnydEkZUg19IqfIxNto+xq8nyMYqdi2ni/X2N6F0c6G08xd9ob+GvdDueRmr1d0CeRoBp9/b5JLu/d7IoG+CZ7P7gZKHW56s8RbzZHstTpRzan0lClKT8Q76vh8PdxoZENFXaj/3KKIVNpcAWld5QSseV8j5nSrm4SwPNQEBSfbo39+AgyEUmROg7EVgbeTBCHRXwRAVUVIBcARdUXF7xcQUjJb4SuqykrWRTyYkSqaxkQsmskgUlklxSXvK7kmMlkjasZH3J4yWsoiRXlC20qJskb+H+QuosbC4CUgSeoklhNYfyUHYOdmMg20P8AhDhm+ajxGf45vs2+SQv8yEgYmjAoxSnuYQ1ilK5aqyr7q1url5avbJacnLxNHhvIRSmvbFkjCZYrHwARC6oOnNkpNcVGJzxCkijVXbW0PjGa3Ovc1O3TSF7SMADLHzEAHycFdLJ/46r66JqpwWYQOjcQLCcgMq12tZhdS8jQ7MFWBbbaQC6In0KPk7OI+dK/QJ1gcVFlOQjt/ym+/pe6AX86IJrBqLkzHcFes65E4pDcdowPzUFzt0+e7wAZsAuAcyI9ofK/dwC0FVUmOfPO6eA6wPW3jFnSj/j+l6WjCDHjHgc94NWHaseUc20QlCcBU6qb2SbBY77ml2DAYuaUUEt4/YOw9WM6XVpXM0SUs5X02eUTeMqU5lRNr9sU5nkLcPFrMyUKN6K2kiGLFUspt+AotSNKk1l6jLedDKdTbNKlrZctdtTZTnxMxQRP40ClBcpH//X+Snk9TqSUk/g7dZbcHRffhntfOPO7rq6Tly0fmvGDYZ87mz16fF7Y04BwfSSAfntZamTfnYqtO/CJb1LtNfCQpln7hUomdPA/WamrNXZL1bnfAGJ+jxG55mzLpsY8ljr0fO+chE/y4PJMLjLmOnE9YhpIzSq0AJKRyrwRHx3nOrxeLw6flF8cXxFXFmcWpGiayserKATz7jgDG6t1oOjl2A3rqSlqpr6hiFlSLBbVpapEcZH45B7hlDvkM1DaPOQpUMoGQLqkCENwhZLqw1WspNALzn0Ag8ur5cErFq6/ml+SvyGf75/k5+fVj8u8OygV4kLLt44SZTVv4M1wH31VJPqq7KV6YSRMNz+XBJ5iu6x/Fv8yiiYWtZctrSMlaVL+d7zub3hZJh6wsGCDPHwU+uxi0Xz7SB+hgpy/YpHD1j5fZc08TOc5/XtIxLxW7HE0xbf7bJZKb+K8dcKSItstuoBGUv9YVJ873wVDbBy0W3LX37v+9ufenpMxkJQTRjSWnEqH/BVNzdebvMBf/e7N57/G3uLHDFrHr30yuUnUQMvbrRqn0TNc5WF/Ow2ko+MEXOiC6O0Pjo+SjNsKDvI2O7gi8E/BNmgyhGVcyvZY6N2jhK6bWb0Y6N3jpa1bO3+2sO1jIky1a5qIMN8w6hLjg4T6uwINYFsn9sbSkXFLmOG4i1KOYcVZnAxB9XkuBKAdcw3cgVA2swVkESxYA6ZyhUq3rEzz2gozpRtSsOB9JE0TdeWGCXT+N0h4S2SEi9ktYTPfeshxOMhgwgm+Fqex3wOCCZFdom0qj5+b1v5bEE48pdxi1ipoDbNRsPJHCN2iijm/i50FMybcfu0K+pzJWeGXZJeXz3+7OVl5nuvme9t2GDxedlnHH7/7d99a1ZzWbLhudq1o4eV/o9vTOl0GmlLNFeVXbhuo5lEpjR21qFpgs/LhsJuaK+pa56+QfAp9Lwvv8b1zkq4zDiiRN2+3HV0NX2AMgeFiAfWVcCFFVdW0EgFvFAO9/vgwSA3HmMROiG+IE7ficOwShjuh0o/VPhB9sMF/sv9H/sZyfgydFmmLbMpcyIjlWUWZOi4zIwMbciAnCnPNGQmZn6XOZZRtPWZxzPUn3GnsqII/d5iyVu8v5gWb0yBwSXppJiqT3WDe5Ii6RpxOLl9GN4YptlwY7g5vDS8kr/YHD4eduDLleKpTMJbMIi8txiK03wn8PPsHXAFF+EVXKUgzw9xGA7qc6QcJxzM64CQlduh9uZ29KUYDLyD7ZMp6nt0NdWh17HzNAh1kanVksent/SR9yHnvb+gPvXlqHT5tc6Hus2PO9A1+enrcOaXYdF/PW/yrNHy05/fdNuXQtC53P4+IfJ8vsYal17xPcRjOwsU4Szw8FsPxjIVnQWzC2tyTuEsUBeodIF6jUr3IBMmRNxOcDsTzmedLCE5+ebOeJwhj8epCAiG8oxCf6b8VqEpBU4owBqVpQolAp7iUBSnW/gKJP4rEV+Io6/AU+bJeVjO818emvTAcQ9UIsGeYDkKg9OpehThEdAY8UmevJcQKas2wRY4AewAegp7wdMdIlm50/IMYLS0n1tAyMwWS83+GreA5WTsNf/l+Z/Xn2TmCwqKvEUv5raYG28VfG5dJAbMONcVA48epV5nhPm0AsnvCMsBNbQ2+mCUIuhieQEbVDCigFZEhkXohV446IFQIOz3FUS8nmhM52qP2+emOnPHlSDb3fOpkdU9uSkOiDuqHaMcbIoOcb1aH6UzB9OZQr1yo7xU3ihLDiYbLk0hPnxPNb4nDPFwdXhUmE2JQjxaHR0VZeGoj8UKSLA2OD+4Lig5gt6Acze47uDSjF9TdXVYerJJeC7r6wsFoUvA/hVEs/Ui7a3OHxkhLp0Wf/3p/udbnpXqUMrq41Afp/2eg1RxeMv11219a/uq5VuuvmNH/xfy093nwrPmeNpujoLn8fuLz07+Dc41+pM/43Ot8ht/slEFtRpo5LBVc8IvYfBWPuCGlLvWfcTN3CCzcoXq5R7NTbIdh/idegiL17SgBw+Fuu3Js9iC0jZrUJp99ql5y6es1Xpkr//3f8N7n03CR5LPixP8AknSbHgdSlShir/Af51/tV/Cy2inTy1W4lS4I8uQZCyQMbQtGrXA0dO0TVqHpmiaJwGZdVz6pj1Z39st3R29EWTLYhQKe55VbAz0ptaF+9NoyBNsdrF8st2pHGPfsHLvDlf2JxoTOanKn5BTmlyzh0h8xwQ8/pxDj+oUa29fV7C6QMIw7s6wWqqkRFbHNk0fJPhoqDeSMTxbPBSZDlOeaZ5Nng6P4vEE1ZIM0u2uK4fyM4I4qM6mvmF19R+XTcXvb/jK0dnpDsqfLm3rXLzpS8ZZWXPlmMnm6oYZK2D4kC8Z8BcVt44aP1joJHXwJt0ruJ+uMLyIfakNG2HJLXuJ37GX/YgEGVbx9bCNBNij22ywa2E4lptKIEVqCYLv2oiMT/n4/e497FHiyXLp09mH9RWqQV2eS6i0P79HKT8hVi4H3fscN2SLKheV+J977uKVd44ZDG/CTRe5xxQGLh58kfkgO2J+/6o5Zz7a2+eXuP18ixEeETgrQJWSgpKhJZNKJLe3EAKscDf70fYwKRYjSJ1uBMVfNoKVEYgU50dxoLPpNOPoEgonWMRNA8bSX3vpJUgTA8sUVuPA3MGRddNnnFdYdUZVaX6MK+Z6G2N+HOMPGJ1eOTIZj97uLB9+txgsytOeo2QnjJX3EEbC5LI9ROUXhssXzHmBDxUoCf2Sj9DLR+pkm7a5ILibPbrdIJKgr2gYk5MEuK+kPOeVwPAimDKC1NXCYEbUPXJxidTdfda4qgWW/mRtrR7GPvecwz+mflrD+eli/wiv8pysbfli2LLquZlU+EdKlX8u/bm9NrxpLo1yzxGNTzrjU/8I79ojhhun2CAMK6G4HNjLDi6ssk3dz3ciNWbjPtwhecWPbwxU/ag0qrZqZpHvua1nzx0n3feT5BUjd75NX73iOsFbBi/Da9ITvK2zt2rSL8UKb8TmDJdF4M3iTAHP7r5l1wePydmoBX8ff3d3Z6edfr1PCL/+VmY9vIZNj7a7AW9ecV2Z1Qtic6ftost4H1J5ueFKl+ecUqFUJTF/Me4/xjYRP3HxnhWIngnOV94zjyOMPYuKnu0IDcuRaLS3j9Ek0giX+F65xKKQ6WVNszq6L0/ZV66eJumd97ovH2SZPGXoo5lAMl4y6szRI2urZvFRSPFgkb/4txBcPmLNhJHhQntE3bPO1GoCbgXvFb6OjPBxhUicvG9ENklQyzXDafyODcaD1UEMJLlkhgqSyHPBQpc+iXk8RiSe80SNqOXZ0flIjkdpgYWhi8ZCrt3skV0xIxLLxQz9adwemCIVL859zACzYymLhfistGOoDqfHiBClVpmvMKIgHg9Zy2Rd0d0x/De/V4cRSb1Rn6ov1aW9OuhZrJmOVfLQl3AQUUiW0lMoeOY6LFcl+sht6jnf8829tS0EVEBRi8HOea23cl6HYc5ruL6OkbWjBs+cP6fxdvOuZ/2jjCTcVf79m9aukZ44MM8tt85akS2hr5oHS4Yoh0xH0x5rf74pZfkcumAY7o0jRntxOufy1dTmNF80nnO4PnVRr+ICnyDO/VSnfskJEyVnyPlPJ+t0vuGkinO28wonC+taXKMTqrVR2mJthSZp2lwLUb5I+5dGH3S876DD1d0qjamgqhCTB8lnyX+UpT0ylEk5iZ9HqKajKNVpNT58Tql3Cn2RUheFFD8gDwB1MyiV9KFcSXLgA2HgUhw6YzJXoJ7hx5cSmW00vKrsQD4knYJLJ4rlvdNDOUwGNLgclchUpZlf/gKM39TZZKHxceK59mRB7PvVdRZ+N24WtOaR+a0WX654tORTNQzQlrLv7bzpxt3v7FmzYtfyO6UnuuvgVbOOT/og+D1+957Ho0Im7DMSzbCUy0fq46NGNHyWzyRis7OMVctc737ZGDJsZO52D1zj6fTQdahtL/Rc72G/98A9no2ezR6me+Keas85Hq5MxjGvwaU9y0+0xE+0l5/oR4ziUfo5+kU626vv1w9jxW2wq8H5ZP7H3j7Js8sZyi3l3RM3iyvb1dnUi7+3i2GLy4Vr61YVGnRR5qdKoHq0fsXxcDLoUfN3lcu/NaLOP7jkqgrz+MtPPS498cWBb83S79fuogdMCqbgpr6YbYW7sZ6v/gfxehnbyi4Xr18X8/UguxJelF8kTlK/SxruZcA+JLuh2Ag6iVMmZVKGtqbkWpnKsku3gHzd7/qxSt0nAkOnqPX+tLDa4cWHpbXme5ePnCfPym0033vp0GXDU5aMvJbNhZ8IeyC7h9s/xUbUyzfqh87hOtFaXRm1LKXX6lTXPW7RwrvdXb2fbxW8qxiKFX7hJ94CY9TcYRvoGohJJ5aOuWDMiNS1uY0Q423cx9vo5G04sQ0QbfDffqgN59KsTM1orRYZp9I3it42VFFVmWu7BdA5bAeSra2h7NVrz3xgyvKXzfc2WmP4h3Qj7OLmmptcjFGoT7drAXRwfWpE+RPnUd3QDQTbchkkHRX4f7abNhghPSXVSobEpAZylODpVL0ey+/Z9UlTB2ls6nqhya6yYvFehpTShjpR/KGhrgB2tc4oz+XKZ7TKY2e0Ls6Vl+cWt57cn3lcFDl4J2R8UI9iNTHsiQKK+6i46wj2JKpk3Y3uqdwGaHAeJSzFahlTGcv3pvv0vSkR6NiwqBRSD7tmtFr9kW5snWH3J69Dvsr1sTC5WUTodjr0nIKYVq6FIZ71GS7nvcTNfrQtQFS89xHQigJcJ1wjmE+43UbEWfEZPkHbyJUzwf8ycZMPUr5pvjYf82VRMvR3OSChZh7PKbToagsEW+oXye29+aH01cZxK56tzG7csDT4zPjuJy6+UJpxT/OCuPkxPOX74HctJe8sWkDIwHHMNDQP4rIGIQqW/WiHjYDlIwgRcW1pfBQulw9wFFqKy742rujIeLh9WQTqWZ2zwa9279SMja/iXewtvkxffSa4dMPGbOWzK8Y1XnjxE93SsZKW333gM2eBHl/QfM+TCxaJc9tMHpfOlYGf27/arx+TzpN6+Ou/ib5Xkbek26SXuVRu4WeMa4jl3H6RffwBuSh2sd8w6fcyaFaUiWqEgofBMH7U72pnwyyuM8ObLsvNlw5IJ/h+pbem5N1w+1aQuKHYXRjr4vZu3lH7zy5LMmEKJnoJygUCql66zXzPPG7+1TwGO0+8RZ/rHsdO7tvVFr8s9o2KvkmTpV3SbyTp9xQUmX8VyFTzyrxvitU3aRgzmFBgsW/sADvBGFMY71m7Id+aoiTLu1YYxbT5L+udBqUI0eK9O++EeTbEIQR+6eUvAuxv3ePoc8jXkZaWwFqByavZRdsEBwc8TRu4GtRpuAgYMA2YCiBL9snlB6VQaIpcK167cCF/97linM9IT9A2+XX+OTONMEsFwjmWKi7LrWSAd04j7/lumLvTS5OUqpQfyu0+/qbd9FLDy5bQY9NgPiwDlm+nqftjZH5A31qLOIx8HEHaZnZtu0t+3fwdVFt7tkp6Ao6LNi9A/ugj27FVVMs8p7S8wxoZNtxIgWLDLraEHBOZur2js5rtbRUnD45vNf8Ko3hL2CifL3MRrO3ZwdusNwK0zZohpGE+AVzd5iP6t6aNf8i51hiC5kG6vuce/nkx3iMZ4GpxZ6t8dfnbkBABgXYNabq++yZ6u3lwD47bvAqO96z/d8ZtuO3OgOf/aNy8pWprfc2raJto8yvW1/AQatBplKnU8x+tr9y7vovE8lLyMm/0PSnD21PJJKOGDmeKMlx2qqDwYTCJZORafjqmsQ5+Lo4whbAt/ClKdc3h7+Wz4woGqrLC4SBcUQzSwXp4b96ieZAw/zxvkZThBzb++ZsQxzG+zHS7zTojjS1yBSrzJc3kp66lSzgZ7U/HT7Y+U9xTZAHsgr/ye+qygfdm7Un3psr4zcnbMVRnjn3NtZm1LylBzPtv3J5Q2e/27N+n+cao09+dKuO3J7rI0TP+b1ydX9aj8i+5QRf0XaBAHiPbKOP6mkouNmoko2pwTjLi6dxeab90WGJZqVGaKrGUBETySRQfUEBDh8K3cuc2brOIAwdELNJ8JqkMWai795Fsd0eh7xWuUmPsdUhtebqhvqE+XE+Z+eMVC1dsW3jsmHX++tq/dCvI+GmDcSZ4PxTRD2W/clhhWaVRmaqwlJX2TvEBkyw7GAHRAYXwFZsmzZckVcp3oDDfOrHMVzz94VKEXlPGuwBNsP7YsYX9+6CT1m3EiSMzfLLab0zMqeIvhxggSZj3yXvnEL1z7HccdjDMB53qYClkpPJhaTEfRjBUB+9etnDfJfluCGxUB2KqAE3Bjle7O17t7ZQ9O7xj2Lfyq69e2Cr2SxDcdD28wM+EbwcXT/RqINlTxBK40ebr+W9opbPZUK7rjjTKWSXfVlMYqEud4Hxf+lSiCyWQptH5lFKHhM4QblhlO5v48cHie037mrDyQIvlDVQrrMpPdHbb2jezE5P/EIWdYJvxR8/LWVG9Cdv7nCl0s8g3vtmoV5wOXaYScajAWFthUY6hpa2xGBvE2AXcyEsA0p0yVaYOXVMlJ9JLtW3nfyhsuQj/Y4UUEH76LxjHpSNRcOdRKdvS0dncYjuM/JZF12kZ0siUzy071KKxw7zLwyIq3Tz/s8/mf/65eGRX5J/xRyv2gjZal7DRImQ373WgIEA1T8xDdcYFQUj5+iowu9kj2woMZTfbtMOfSlyeC6Lkr+BPCihcQWGREwqCmeDQIHsheDD4bpANqOWCOpsH6WtqCZbgk0ksb5X5DjTZtVvsPHHhOhhQsgU9BSI4Iiq0hEpLsHAHGmT5Ci20y/xsXPH+14rHmZ+99NTme1KJRIrbqgc3TK7btq1u8gZahUnDX/y6eOiQ0tJevZMcF/pH3R50YW3jU4TqsBXi2R6O5vDnzngyJ0I8LX1Il8YhtUF+nR5/9ll4kx2xPuu39IC0h5TAJUbN+BJ4r+B/CqgrWBSkXwTB9t2MkOETChIN0TLKXMxLoVBBdtXthQnEcJzY7vbjz/eNUn7FtWH04ICbLnavcP/Mze5JAaI7OlLMKbtTWqGK8MpEUUkup05QZ6nMrmusMVXTjJLynMZVS7bRKBQerdE9UbgnujlK8VU2ylxSVPAlt/M/LAw/zR4hUfbozv2RwxEaEQZC5jjpwTwjKLNZCIfjT8E+1EEwB0l2MOJXn+HLp5AiPmV+wy8IRjzBHPGn/PS4H/zZXgfuwS4BIhLehRZU00mj8AK90Gw5Hiw/kXjZ1AtGsxkD+krEimI+LXbccpjFpNWLeI6ofRFLemDx3FvN/x7xXGzV2vM+GHXBZdNuAnXY9ujSVYHiHzxwDX3mxjMbDiVazq/x5ypHXnnNiOxz6Tmjw+6CkpLLiO0/on/j50Tnp2R4pQ5nOaBChkkU2CYNfCqgoryRgRfAqzgkTeV/qDIn16T52ijAf6E5GT8jj7QzfjmIZfBpKefInOYkgD/BYpfTnSFR04gRzMk/spP/i6pIqEy186f8jVjgqF5kEdcJZ6Qgq/Hnf8PPSKSef/WdD4GnIgJKDKUVaimw+siwekb/9uH3vn8Y2Kfvr1x9+B/w5ttvQytc/Pzz5lPcnrFtr4ACz4mxP8AFxY38TMgkajgp3gTAqMwFb3YfZJt8b3NFMo30L2l64wZzN7wjF28Y8D6VpAwPf5+Gb5Qo5aoefy+/sK23H+rIv99fb33ClA3s4AbBjfp/8xn0Hv71f/kZoiunzAHjc8DVPomvZXZfNj8Hg8B6p1nE37VBLhZzwHcPPYst4+8L7pRVibdrv2ef71UR0a33p+lZZuwSuJMt++JvA96jkiJulmsKMHQDy7S3s4c68M3oJrHffv0l/P1wp3k9W2ZeLz6Dcf34iZ7v86NYaxQpbK3caqnCJ6jElWHyF0NZLa9OSX9hWW5QdncXRrtQ/+1GtUBmadwk9In95hev/fmqa75l/hEq7r/fui8S0pP0u0qR0INLDR+RNJBpFhphKlenFa6wNJDGQwebeCc7fAc7rEtZbI3vdq+jy/BbXnufefd9+FmL2FzWInxRETJnp9cRiOT8Cjq8agJZdEqFncML8m6pLTrokUBZQSbUakSmRSjS/1GV35LRvN7b/a7voOWv4pr2J00WoXD1AK+VHOp9ylr6ObDMygWj5g17WFp7ki/r5UOX8mf1myAm5vR2cyMt6dnN53S8UUiQ00Xm558vDtdNsRYZMySZUSqYUJw5qnB1p2OfkF3cYC88ZFdZsZyvOM2lYppLduR2cDE2BbEUTz45sJ3Gdn7OmDC6C/lHMpm/dEiyQnEb2a1yrXTgR/P9JVQB1ATwyAfraQlvoHVHztz45JP2WF4yL4ajPZ/xNs4y3DJIimLwBhQbyYAklyBDGMqBOaxBWjE5iY8JK6uKslqQzZeRsVsrbygPqxE4ag3FvNga2UntNRpltmLj4PYLH5Ko4KIzkAyZYS4W7wff7Th1mFFOsMKxqPEp2hxS64aGYRUNMraCozm+Q4wN99O95nQa6/kjF72ieg5aOHogp3MLZxf/GT5quy9C3kCuvzLrPWrTAK+8VeQfbB98vvhpFIW4wuYSpgfXHS0dhYmCs8rRQBYLJ+adYARhdaQ3Qb6/1SFzO8gyPBDaZlf6ra8bSmOtM6Zf3TpjZoswPfD7LzNar54+o7VlpvUyZ/lrtsFxOMTP2zlfZ1u3w9eZ1Nm8fVveZ1FvQ4Oa9jzPdf734S1xrh/Blt7HltTd1k9kJdrOG8TXhp8/oUv5lacm1ayg8EdXCkhwjCzh/Wg3fFzSGJ5wjiszKqP3SfxMt+9Ul8jHbN9WgO8uNE6WSVukDkmWJMtGzk/mx12+d/s42D7uQqcX3v3iPFdbnednJ03f32L2QKar/X+geBtUmQehyorR/pqP5V17LN8zSvq8Ayo+U8WzpQzs8IPDcgXxo3VMWcKH0r7N7qaLD4FIfAjSfZTguArZEjiGY+P9b6ZL6Uq6l+7ncpn+Z/3nlnmwFB0M7/5P+3dnmT1bvg1vYeftAUDPP7jsfrxnMd/F04z49coaZb3ClgfXBh8MssjELGnkW905UY84dgMYTqzLO9XP/A1hfKnzfzKc05xMdXpQoB/s/mdT1wsg/KDIXynbSN3SvmJOlmHzON1SXhxdML1mvFXNqXHZ9OpJ+v2fq3Jlco6o5VRXNoc3/BLcB0eFfqySYUYZDKdUGS5LLCPXivulgx6gR6hC6Bb+lKn5ubH8H3wDCteEXWzHEhT4LT0Ksc/fFKKJ7/mfSkuoIu7a67gdh85QrnZbLJesgpE2xo3PdkpVBY1dvlp4qrdzG1Sc7rJkOiccF+vYJraFMQyHpvghZ3CYHWc9/Kh0cMOda5dNwgq1j6qgK+0ufMUOQZYi1IYqnyyEJnnmsbxvrK9fVxt+ZvBO2Vuoglt4cr5TzOoU2J2CfKdAdAoQIMZQ5KUAebQO89Pdw69Oq1OvnK5T+/KdEra6svATaJKWoKUu+mQuokrPDt6nm087V2i9tzOmYnprZ96KyXdr0Nd3K0mhmUsVbhO3fvWUcdWHG+yK+eOFn6A38diAvt1o+EHMl0VLWMHAmi9JUm3PyX/eMQmaJfSI846ddtp6O4a+BOzYJwvNRQuxX8XmxczX8wbfwWcaYSkLsJJ/rHUNqQwMRVzh2wdPzOHPXXpBjspEotl9b+xDOU8QqHFIwC/32ePmTTBft+cheO4hfs0tf9vGI+TbkckYI3RKO/y49GtmJzYjWukUjdg5Fv3aEC3QC0UD1uePNC+mLWQT0fidWsKtDgdFryYFzFCkKUetgzrA4VAkirWANW47BO/I7jvUYrkh+cQ1HWrZFxjh4y3I6UgpawjWq2naYp712CUvvnjJY7Br6z8g7oH4P3hb3VsUredatRQzQK17iAtRcQ+5uEgltJnSJF4+MNfQ0AbCgfLTmduetK8kHcOZ1q2ENfe6BZUy19rsC4lxmf5tcR8pGhQSMOcqGgmL9mYYQUC5DSi3T2oJCyIdFlG13Haf3ZIXm+AtoW9wIz/up2kNgmnewioYZX6CzZnvivk0N0tPwSz5da6jZI0IV5FhNV2dYn+R5Fa6FrxSElnLhIKLNaK7oFdzzutZaZh19Jqr/vwaSNJT998PFfwzv1im6D0e5SMSIDN26A6PLyc4DSOaxpYkfeDzEXWJy9V/HIZXmyjo4pxOMnEq5ne1dNUJupSmlvpsl7+eP6/DaiDDuXKbycvveiHXS0siX7RAy0VjF48qHeO6VXmuceH45PlU0a+4ZWjxnHeGlwleCHOv9DsYL9/N57bQ4HoXvVoEI1Swx8ZHts9S3GE8etOk3+0R89O9Q/HRicpv+PuGGKUE6DMbcaWnArWO9VTAGP89sBH28+V3onGFpnzfx9GJny+T1im+XbwPL0pbYDifa500GN4KCYNPTJ9IlImqru6m5xuu4xrwicDorcrsjnU3fdLBZ/0NvMlECD5TUS9i8MNdP1mz+jHXnZ5HH/XIr6/Z8MPV69bxe3S59BL5jojHlBsh8kfYzI8Gv7Ip/dtJA25qAQwMBvmd9B2+B0PSS+Ak1NwqHYXp4v0qKeNXq7Kfm/lJmapo5uwg+0HeL2UFXcwltrlR2lAv82+Y/tFH5vS//106+ve//93aWxn5RM+f1EYSJte3B8IhA5nPjAzX39tCYISmhei60IkQDaleF2Rdja6prjZXh+uwq8elujAOu+OMbM73jrjgvKqWY0zTgquXhTbyt6AQcbpyoWw10pbWZau7qslN2aaW6L6bBV5O4Gv4ChAExNlcvRFBQq6GSxvMD30NAImqi5KNesWiFefPptLTy5QFsjvNDSzpCgdARdU5V0bqlnC9aox0I3leoUK/bu6NIKB+bRTyJ0KPRk3Zy5cufNReOxF79/dq0QPU517fGcaQOweozcEvUZufP0VrxnD8SWozX7ul0s/he/LvxdqtMFKn1QFPChZpshUOZBgPbD9ZG9RtbdBWBtuFLpgVyl5/XQ+H0tF9qrIH38sre/Lv+5Q9MH/BZc5MIXNqDZew0/tiktz4/yo7HSw7HWbadrr8eq+hDj2vSktIg9DTig3NDqSq8IwVSSWQFR+DIUD0WTbkA6e05wr+vo22fldl6Cptk+z3PsffK/P3SvlPeNva+IXoN8FPYfx748KFr1kfZrbzDxy4Drd/tV3hRbtipQpoVTSqwqowNFvuYnGPhvZeC8Pbz8KwDYx2YWD8GwtiWw/wvT7rgffRWhBqySXlkKhzu8xwYuwi5WCaBbDKBsO5e8hGQZNdxP8CuLaV2wIdWOpD906UuFZ+D4UssqrQv4FX54Jsx343uCeqQtKg/DoghA2XYUifJrx2wsFpOetQAAX7CTYhjJ4aINzAaX5iCzghV/rkaOmO/Sgy2TP0fK4byCihJoIyUbYWquMTkcVXKjR/LCdWAMPFR97JP37tf0lb1q1bs+FhK45xJbuSPChwSBUDcEh6Hw6Jf2p/7FGwD3v04OmgR/iZc/lnoq+n1MId+U7CHenZflijYH+vzYNfCjXq97lO/FwQnzsQa6Rk++GLgn34ogeH7Rwc7oUXTbhJwIuAEDYXav/tfg7ERNV+OSaqJ2leRd4R8eqzvzZG7ukN2Hts9akdVSe+bU4KU3PJkn5nQFy8XzsT/qO4eDuGxU9tIcJF1zvmX7facXDomWAuIo9ynV4lbfzz+9lAAnbKxT1CDrbJInS5w+DGIQxU7ONfr9gr0KyAMtDiELHCQq7bc1saPSwIyAvaccJHF36Cqv3VC1t5/5p5/34p+nebZQ8F++whC23Me2p1URFdBJAtfZ93kea7KEz8dXQTt2IZ4h9SFCMzh+lx2kMZ7UgimS3I/04XsdJzuP6XnyzkZtFbV8O5vI/mGulpuEFZy+2ChOFiSPw8UB95A128nQKdgUrYDfd3/5h+xN8z4n7rfP6VjYHFfI96SLW1R4Pqh67hbqLqrZ6M23Bj5935glBdWdysfXu1gWsBYrcu9hY0Xrz33hElFN2ef182evaYCxOt8fMHX2Tb4T0bzOlkfs8fiZssMbzg0IIYmw/mRDBeMLro7tx+i72Ji/ejVmlj9KIpthdNlDr2e2M5RUEK1yyG7dlRZ9YGDlT3C9QPvPwHROrn5wP15vR+UDfev+l8rX8h1rp1qxV599L+jj31tKblv7EDv8y0tCPV+7rx3rQj+L8QAXy0LI+d3CciQudeuX+fCB6MbcpAn8Wgr/dZ9D8Vp+vTq1jGPGIH9H8h4vnbRDi/X590cstXxfN3WuH8gT2Lf33PHNDM7czTHIZTYvvBfrH9X1ihfX4orNA+2iX8Dh4vsEcRtEtOhh4NMEoQeYRjC5vT+XZdQPxcW4lMYrMZ1VIOf8bnW6mDfrcoe+61BFoWvWCFMf4pJ+e/8gsBYq7YRedc11vONZZ+Yuxtw7OigOut9bjHzelUyrdzFpvLqD9FHBlVXekF790E9ZC+drrtdvJV8NLh3hQAya7WrVRiOR9R7u6l8fULNCMe1EhPzxe3mku7H+5ZG1Dd3+s+SoQ/09zKpfv0niahQ5UbYbRDlsorZUqQUN4z0A45vSFiXmUZIlyH52f6+f+/+cgj/7ayf6qLnO+Bxeb55EE+JheZbsSdqk5EIfU2ZZ2ySWQpnFA0lSlcHbP6r9v914Vaz6WT3v9mz1p09M1I7DiCH6n8DY/nSmgiV5avuR2qbhg69LxcbVFz+bRdYu9+ZDZBsOefmBVknBNyJFK5DB1KJ1FWDg1ApaMprpvd4z4acFqUxw3Ea3jbvOu8UorvH2/S2+id6l3pvcfLd+ulWOxxvr5Mb9NlPdvU/UZTU8u7yNbyzyarumK1bGXUN+TBtZYbF4JTLmtfNW7h7J+sNMYXnj/vikkzX7pw2Dm+6/RLZoW+Ea+qx7mabM4jT/MeF5D01oLgbnjC0F1ELnDojrUuD9/B9V11jZCtf6WrbkhtvYdZ6zAszJsbTPkCDVsaTBa4SgcFzgjNGj98xrD4pFGe8qrqUPoMt/J4ZXFuYsXIW2qF/cFlToPAJZYZwZNwiVyvIXtOa4X04hDNNebFcIPw0U0ywpCVYKV02AJcoTHA7Ltm8ETrjtH1gpzCld7jXGxnmw7Zjjo0fC0nWr9ESrjhIXPcQ/Qj8+K334bloq1nzJ0wqec2PieXihNhaKo/53TwBw8/F9vTNYhp+dRI8ydKwF9gkECb23C1BfyKI+Q1JEdbgd/rSrqoi8vAjo7Ct9AkCozgAqvwrcJ9hT7+4BfhMTQ/5P5kCPUhvoDiASYNHjJnXkPDRXOGDD7vm1fyr5vnDh89YcLo4XOv4f9Zc/ILLgdmfm1Ml/2FC4Mvien22or9Yronfa5wdlnwsRMIH/PkHWFog/b/3I7ufo6vmbbjy7xKOL64XcI/cziX5Tr6Pvv7dzBqRG0nj184eSw5cwLljKfPzdNk+XnkL/PztOStoP5tNRh+EI2gm0YWn86wITffG4Y8TT6B/JSiEbSH8o18qVVkXmVbRWA+xtuYJ2Iys4zi08dk9IleJzj/o7AMHu6vjMvAvH8rLvN/dHd27zIX08k9acxlNDT054mQ4cB30MnoszMX7+T30HNfdMM48fcqqTQiXMSL92xC1VV5plGeKjdjeQc+qrfFR3QKJdYGAMA4bFo0v3hn91voA3yMHIF5cJjP6dlG8ivmVM1Pqtef9Gfzk7qVOkk2P5GX9M4k/GczCYdPmkqcS3DDeIEx9LSzXojhgCkUCEPhE4UInQivir/FKRzwt5bDEyK7rHOW7Hkf/sR+zP/2ceNqJI89AcwBUaiEK0HK61OWhsVvXb/CgMAzlIUoGiHcCjfGTRHWFh3jZVNZM1vK9rLDTHEx/m/AJ8sY1pjbS/bzlcds2nVkCzlAThAZk2qxWiXdDYk7slhhozXP1Z7N5+Dhy/4MXwivam1q1aAC4E9fvHArG8lKvnhhFRuJ4zja8x6khF90lJHGTp5ld5Ir09TJf5FEJ0gj3Ug3U8lqtalln6ho0thhl6XAch6lACnz3v3clnn9s5D815NsjqttD2NQYJR38Z9SXjsRhgcCqQB1VwQun+5qR8MDK7j4pJSFXla/1vCIDAAtz89jlv/SP+HnpLvp6+JH4m6iMqED76bTBpHghpOCSJTb29O5PfuSOHOzDLfqhWagIQZKPnw0zGoljgob9Yn7YD6VVeqQeFe3ECy4JEBj+7C6CrEKWvbejPsspzdrKA3/0lwLy+d1cnV6uXm0sxPH+bT5I5gs7sUr95CCnhPiXvT5+IOM/rpsrCTnjPIHMJZhO20ertIEHYYadK1U71E3qkz1t4GHucJ4bqkfb8dDHW93FPr2teD1WHhoROHbeEG+3SJyESzvnJXAXWoRzpaKcgD1dTD5PP/UXLr4/OJ0/TTfefF7rysru/5e8/1x1Vwxq6gZ9/CFF/K9UyotIYeUSn4PjDcivfhbpk1VuVjrCyUYvj7QLeY/K1K2440mAabFi+GNJgtFG+yHoj108apV+S/p5X4vxJ59iLd7mbKEeMlIK98nFgjnPD4MjMlOlbpV4nVY1566hzbw44Dt7EMr/419vjcOvWDZvIpVZqzBriZ22ZVXvMC/lJDS4L677l73PGlY8O4z7tMI7d6j+OhZ6rliT9QaSQnlMCgrZcjiF8phNA82y3vl47ID5XFL66GDiMg61B+QdRbKJhGQeaXN7FzF13uU9AQh4lx/rY9qZ5/HYnufjwqOEXTADvAg+Ush3T9lBW0p/vR50c5X+KhOk5vT53M/JRkHnkcnVW8yDpiPSzvgIrmd3y0z//P7ehe1CjY5bYfMKdf1l14yF532kpHbT76v/x/5Q5kZ4XP7nh2z0sl6IzLo/yPuO+CjqrZ+996nzpneZ5KpSWYmIYQJySQhEMhBuqg0gYAMoNJBIYgINiJKEVBiByygiIpXBKliIypiuSLcT0QsCNcConKRKx8WmJO39j6TAF69X3nv93uEzJkzmZlz9tqr77X/S6qW7pSWS2slge5eWMqv5NfzAs/24hBlDzYwUDmIj6hkKIY9dBeIzaFrUI9iAQ0qoj003Q7PCSgWXmTLIRY4ncbv5clhCsEsJssh/NetSpmvpbe3vTxZfP4ST3n512UsC52m8WmMy3dyNEY9CvHpr19unvTcyZP8Myc70inUPjoJNJoBMcSS5ttgLAMoP4L+cURSxAYPLJNTXJRMgcdSHcGlEF1weojRwIIM3bgaIM6ggTmK00gDfIRaWm5crItb1Fm+RPu2bDOEHD6Wk3sWzxbzgGoVqpdurJgGoSNhtBHPW/vdekGQQdXFwawK/114wT+bDS/Ab0JnMwT9b/0mgs4inv1m/SbSPA7ospLFVlT+3XSN5vfxlfDKf2+lhgZcbKUGnZfbFdBcsL00R6o3EHTRFKpgEyICp69/cgL3R1Uu/3dVG8ndLGmKs9aYZXejj9NqF20i25cCMj0LZPo0CqJxaiLhq/IRWfL6eHOQCfRU1AwjtvSwmrHZ43flGkQjCRp14XbVuvq5OFdFri7ctJ2UZG7JtlLhZi216G9WyMEYUEbVxRzMwAWSDgbhnLDb+nYc3j7mycp7pxGdhqeCHl3k+cCEsjpFl/rCyWWj5KGUHzgYxzP4Cqk3zF8uCqNv1V6bPG96yCuG9w3kBtbjkJvlpWCiHBodmBZoCHAB3BTCe0M4FLLk9tjLYyrIJ/hmnuetPdTDFmy1gCNkYX6As7BNivoApIHQ/DVHcK6JRSAUIzDp5gzuCj89N6kiRb8gMc4Sogi9agQ+iEK2UCTUFNobEuyh0UGMgrh2FT00BUmQkYuBUu1mnSJttChzf86lmVPAtLv272bNnlkDO3htXzrNVrimNx2kwXc6jerrnTQp9SeKkyqC4Vu2YPyH+nPOli3ifVv+40IlqpVtAdliel58G/R8Et2tll6o6W8ILQg9FOJmFS8sXlbMJb09fLrmzzf2yPsz3b+JKMmI/nJRbVG/Iq6oooQRMCeSj6354Xwi5Wc5R2edXftbzUNThnoPmSa9ffufGQnn/8x4zP3DV8W3f0eN4/8SxzRz2iSUaX4bGVAX1Sob8C8GLIv4FxFj2pBhp+qQVMNocZrYQDtrEVlo4KRkU87u/U27qauWczBD9QXdrOWVwEFMVLnLKzJzT8+de/rb52+66fn1N90E1xiojUDrwRcW0WBajxNGpFDUN6F5BJXXdxCKTWAi+sMzHi51Xtpmk9WTElszNbpPTKuJacXvpTTHDsykp7Sr1t80/qbnnz99ei5CvkwY9Nph4XXQUwaIE9ygD2KoBFWgzqgH6osGoGHoSjQR1aPZ6DZ0J7oHLUePosfR07hOXSetEh9bBT+X9nxixZN9HlnTe8XMG28tmzt/0rX3Pjhk0d2VHTuWDRxyLfzMLBs53DLuqhyPp53DclGXvJAFfuLtysqmtxmAFNOlXH9sireZPlN52PTow/DTu/+aVRPGNC7pri68444Zy+4fPeL+JfBz84xIwZRp02ZdXmdz1fkCHWrq4Cc1a0bbwhkzGkpxb6kvb+jJ6TnBVKQUlzagm7F089OXrXri0sdQsglctiYwCge/oP/Zme0LBta6d7dtt726Opm07Yan+lkSnlIdBi+ee4H9/Ysm/eUmWxNOHvzi4BfwrU02+Db6Ved9D/sMdUpbvqflS7Lfw76K3cXn576xpTRRoNExWJYY24lVXpbIHp3Zozd7xNmj9LtzvepSr9fD/8V7f38e+921Wq4doxuco/TeWHni4TGHIH5/XXsVdyO1Y8Zo95emUqXs4efy9uXtC+gzraoM/q0rb9++nAykj2cXHxqDu/G3aq8eGnPWTv9I5tHHB9qXl7fPrCtNlZXl0XO8iz5qI+jjz/SD97Pze8eM4UL0ivS6Yw7xtx4aM2bM2VtxtwfhLUn41T6G7zlEv+AheDIEXsncBA8cgXv9rXbMIfJR+3aVmV7w0gOlpSkSyb5bk+DJt/Tzn6RKU+3gyY2429lbx8C9HtLX767j56AlYhBks7vqgRdkgRbcYx7MOt05IBAVsyqTP6y6r83ZvUsXzJYNC06BFd4v0evuhVS28B43P8rfiK5k+BeXqJF/j38hMQAM8x8sB1KHfte/WQW88o8AL87Vaxgh+qo/r16Dtl1UC2m9hmmliSATDnAmbGH1GpYmC7FYBJYoFPacyxEiYakFJy0r4a//MGcLNuqb9EThnxRsnJ855GhFc0v28Kn5C9asotUbwkuNjfMffUSbihU2J/laT3QQnhlRpRo9b49ohKPbQf80ME3+l2Gp9sSFYSlcazro5sVsz0W1Gj1vj8d/Y2NH654Op76nY/G/bOm44Pv/b/d0eHXWWvy7LR0wv0e1Efgxdg0zmnVuN0wl2w0jSh4pDkQzK5zJQDGxCCcbTX+wR4ZTecVsYL04N8MnTeaWAdIb+f3mmf2j2H2l/2UbjaTfJX5M301zTL9bfVPN0633fL48DLxwn73/T/Bp9LSE+Q9yVX8gFRekqK78Y1AaDCb+MbxW6Enrgl5FBvIm4shmoOfLqpGCsZFSEE0iZtEPaW3AuQU4vLa0IL99aUFBKf/PgtL2+QWlpTCmi7Q69Grzm8hCMXc4GFP33imGAFqZ6pBCck44NQHNQgsRR/uMbxA4VcBCUz8dg4lYOSNSnb5UM20QvAG4rUkGutOmtVmH8X0aytOdnV7J28LfiXKp6tX5V/Tr1avflfPCN5pGWO74R87E1Iwbasbkjei8aHE186XXaQPwwOx6ZjFaqbYVv1R1qGQuz9Fg+lLNbm81cr6GYMIBfwzKwWgqKBsdqQRd3YETelTD9IVgLOw2fKmCW24LR8LwoXCswcp9qRbFYgxI259iR6sjFWvN4l1Kd/Z/The5czJNDDCb5rFYKUh1dQ79Q85xeAM8ti89f3Ezdt7zKld2UailAybMQ2XLmicOtjybXD9oYE2nywdcVz/o8k6dBl0+7fvsMmjr76D6zp2vGzCovqZmmi6jHflr0U6xH0SKRaqjD497gl7BHOEFSYRYnjA1t//gbpws3122r2x3GUxDPYTlVRAeSztHja9pRvAg3Kt9/ioueBW+b5A2QJjf/AHQO60m4uI4cZe4XwTNMl98UNwKJ4JBuVNZrmxX3lUEg7EH4nsIBqZdVSst3bZwpMGowyEaXSmeYjW0ZEJZ6Qxbj6FZUYFEI1w5XTSPVAnzf8x8nNn/4+o5K+/Yh59/t0y7Hd9yZ0Xb7+j98BuE+WIJ3M+lapuecBtHxNMiHxefgrvZDydCkbIW7uYT5ZgisNtRBSPfQG/pvAQTE7McCr+ao686pevxH13/+vmN38P1xRJ6A7emOnyn03gQ/xH3lbDkv66n5r6i+Tb+o23Zz2n7ua+a7/ov1mz0D2n7t2WvtUWYJ5xETtRXDcwn+FIhLdwirBP4O434mP1XO3H2QIYeslOEmGWjqcJKA16O9YOUZJp8NMzTE1pnacCiD5ZuoKarbAUtpoynRRFVwry8w3fOz+y9blm31fmH7lxEKiZ169g1KJyct3Fx4/wXFucnel5A/8vU+B/Sn6wl28kn5BihFlfuITFja1SVBpy9rZaS+pyDOS0cQCcgPx7Nk0Qp3xGNCPNXv6sN/L5x/vWrfyRtSBG/4bsOqVvxLYyGk7i/QYwjopJt2eAmW3WjtoY2DUTgkzSygbAGoprdNKgRJNYdi/vb3LM8d/ZbWo2i11rg9/BA/kUUhXhyvzroGTCbha5CcqoQJ4JVQdIrODR4Q5AbGhxPD7FgRbBHkFPMOWaiLDS9aCKKIcfQxnCxYbhBaMrH+dPseJUdV9mH2onVjk12u+TBFIGrDZIohp/VV+sj1bU+7DvkwZ5cuukec49vRhHBkcdAFVdG8A66yR/+742QiNFHd9f7UYJ7fNMhBrF4fN9x2z46g5mmt2y0AuRgeld6ZLp2d2121xVtqc5gbRmS3XRUP506LYnWfru0KLyqIpWtC6eRqBWLiQpR0jUT/TMe+LJRJvyVt47v2vPa1NXzUvm53UZGnqvWPuuYgwneNmJOvLa4oiTPKONPAwGDeWRl9djbKvxOv8fRxeMYHn5/UumNX9xzIO4szikqror647lA5w34r0Dn7RC9hdDbal0Fhz/hgFPxDRz+zPS9iRSZqk3vmrjPbN/bSJGt2kbeDWAWvDPZkqdJmAVNJskaCoeSIc4XWorX050IU/EcvBTz+SBPOYLSlcKe5iAHUFYC0snIcw6A1OfOTY1GjTqEAcU+a0SCjCw4lEWcfctGsUpa4QoQEJWGQ6P0DMguhl1Ai3xaOjpNx1G9yMd7fu8bj5QFpfXiy7QCEi/uc0Xo1b7HXxnWa+Cwx7YN7dtE8uLduycKMGe8pLRyfOSjG6986IkJ0xumXtyrJFWe7AkOxOP4UzQyW5NdsHUlGHeCxFdhSAJHEfF47vEXMPhWrONdLZ1ummmhe8NHvgr/BGXD2Qj5AGi+BGg+DWhuAZqvUDu8Qw4QIhJ8Mb+I/47/jYfDCv5ZnmNJvhNCs8BbBbxUwVYF8xbwVew0H1Qg5AJNKZLqSuSEo4nh3V6ARkzhJ6cBMZvA8WN03YB4CXkpVcGref8cTVtwkLIwBcCro3Q0hxb6Mb9a+l1DWjxtzxNHRrVr1/7pyav3vlnUrq4uWVSUhMdCrvsTH68ffMtVQ4Zf8R9PjujUvUenESM69ejRieYOXwS57sk/A17CjarnfgvuK3wvkE5CX4GwlKaZJ54X/w2o8gaU9ZMpFMa2Q/IJmcgeww4msLQe3M6gKFfSlkq1tbR64fjO8/oxsEwGnGfxbOMV9nJ7Fky6C6Z4vj1fGLx8ZWXOa1guDLQp6xt6DX865ebZHcfiXdrW65VBQVdq0EPA/nSPEszhYJhDD7pXdfERp4dCCZvlu+R18qsyb+Q91LR6c1Me5uqaUh7ny3BrKiLcyq1m6gubrTsYPPFjVBSAe8wwapPKwiVaKhsx9afhEj00mHiTnUIEHoL4TR/RecKQyXa/hGNLx7pinO1h2gq8TEFYKqvw4E7aP9akh1JIvW4vO6c+/FhlDwv5QMtMGvPMs2Mnfk1B9jr31XPlT+B38ShhO0hkCEaY/4j4ivi++LnIG0T8iPKK8r7yucIrCoaY1YGtbuwT8atsAnL1CdhkRRbnSzpfbrST8/GGve6cFIX5Ga2zJgUKpKviXjrCPayT37kRZt7aqU9lK1S2DgWabp3BbGOrci51AW+O2jB00T2Devfqv2xW3WuvrhzYJj/SbuDANnn404k3zp647LGx08fgsZl53/aorpue6nsx60WivYQ/xb0Y7veU/ye43zCiLYcsJyCOTab/F+jfuNd/E/2b1j+cwp8SB9jLAjRlO4o2H95msafEUA5np+CsERRgODKPbcQm70v6/atOOgkNMAk8GheaGZof4kJUqDaacjwMh7LW28+71LvSy3tNyX1p0MKZsnoGD1NeDqJ13Fum42LbU+dhfZ83CHfWf6Zo347XXDlV6YjttTbugivD1tfWj2xYrI685fFKF4xoxeRw0ejSMdrT+M5lQeuIthO01eSDq6ZPn35rO31vbbMf9O73/3v8bOfv8LO//1P4bLhWCX4PfSSsAePeRzXwPrqAbHQodPatyMiE9Qkqw5uQ3UJBxVXzIeWEQhTTXvkwa0ndtAtcgF0MPLyJzjklUkuiWW+6U+VmTXcYo37UdfC1bR2yWFf32ty5bosjtz0+Eujib59/Fa5edvfUzDLt0FSr4gDeXAKUuh70pojWqhG2HMZq8ByiUAjaRRLwzwJGArbSmJ+j4OeETjPEVZ4AXRT6RQ3lxVLz8YP4NObMmKLlnSaYEGzl9ezDeQJqVZx0e1inOQjvALLylI1pkQvhmGiegxzVI/VscwxfLcWSZucteohWlpTnYny99tVftENvr99A8YlB33jxMSZvC2FMMxmWz47/P1g+qkLBfEax7rCsOCP9/wDSB8/8M0ifLH4NT7IYOFaKKRPhpBjGMG2cDPxKkVHB996ZxZVhPzzJvKIdwIWkO7ktM0d4KUNnRYGgexLfBXRVuaqYTFa/Yo57rbSFylajkfYVoS1VN9JEHysl1b/3gwxdX0uCSIAYhHgv7bwLV0i1IyAgyiWDu13ZrdAjYXyvdq12lHMWxaKlfNwX6dBnwJBEu6+0i0i6pH9NvkjH0RbGsZ1hrMXpvmBwTCO8GJFl2cgZxBghYJh2fr6zFsbyBW3hCZdkg2EdNOxt+bu0A4u0A4u5NElnVuOxZ7rwb2i0vg+54HtXwPeGUYnqQEI8nOM0x632uNOpIIuLtiN+wYzgy9869+VltEbWGU+0wxWpLnw5Xa1ll8mzEPCdwby3lQRBinXs06erm6vVjq7SjtY4ExEXTziOj9l9ro7xzoOrQhZOm7zxTBG/n7PHos6I0WL8/4Zf2orj2Z9iw7L6D/yne5RadxBl6z+24Wu5bxDSr/j7Gg2Bi2J8YpH2FnbpO4kobu5yeHeC4l9zhF1/SfO3gpOPQ0zQQXW5LXGzJHllU9yATJJsNItuJ+3WiwiRFWCuJGWvnWzFNnm8DPzycroDIpqtuGc8jFu6dAjOSwa/rCa0i7V/QqS7AbsMnh7RUt89w776Z2YYH8+MJQ9nVt+eUyvqdHhHm4gPs7qDhOptxSuliE8ofiGqynGIKGtpfEVhPA+3lhPA2FLN3/IhvotDxAMYbtJgOK8FueFAw6fV4ipPLw+hxsMf5e1R2w4e23jM5xJ3tFRRQa/zfpvdDz9eQge9ySJhL2VB0Qgs+AH8Z4svFEuUrld/YNufTu8/bst8wOIRmoc+54id1/eZHKVZXFw3VJt86s7b5i78tbXt85o4XoH92hat4dEHfsnc19r2+T1279mxsHu/Qm3TwdLbQjhrlAIS7uA5duPOqEuJQGBijCqK0eU0wo+Zo1KzySMhqh1ekP/g1uGGIWild0/njt05q4+OcLELe3KTv7A7v+62hf+pTR6KXfE1rU25f104l97747/e/yhuSL53QUtumIf85qPcboax/p/sPCtXDtHUn+YPm0/xz3A7W+tllqp+AwySIJvVnhL28Dxn2CPLbGsb2xYDrzLuVzCS9yi0TkZhxXeKJaUonLRHoFUyAjWF0/BeTA5jtvsNLJslhXEDh09wYPPMJr3VXnmyOE1bCMNRL5WhXnVxusZ23Aa/VGzSdKtqtILVBrrxPbjtl5vxcyfPlp6kUnsyu7eca/4W5Ggn0+2gq/Aw2pXkgGqoqk6JhfAgsQaehRUpUYUHhhF4eTQBf4MH2eQzFfKFSgdUJUxEk8hYbrzwLWcsQm34NkLSVmubgMYLE+TxiuFiEXOKgScyWD8MXqcEClMSDTwfEUSXIIgyI4SSE0wpMdBvguFl/Ao4DUZ4scRgTBmNZrMkEvIM5gU5bEwaVxrXG3mjsdSMkTliVs2NZt5sNtiuZjrMGIZL4FLcAHL3IilQDWEDLjU0GIjhJVIAduzKLREBCyOtttPpjP90uv5Uut6X+ZpCIwBRQe/U1HwNv5SmNor+XZMprlkgtKNlpwva+ejBtnOnVFMDJO67wTio74bQgOF1NKutbZR55aVmDQh49gWR70D/DcO0Mxr7V0R3XEdB1o2YIkgIO7VXGzLbZmtvkU64Y9F7uzL7V4HPsQ1fqm0SXjq7iEQyh8l0zGtnKf4VeD9fMixfj6pwHcARirfqSpaCp3bqXeyHt/m1ozqO0csIidcwW2dF92yRzT4zsVIqR4GgVqvFguVYWMClwnraEsDAxzAxxBA4LBHGdFUOVxZvhYKzTcMixrQlUqNllYW3WGg7eboaZpL6cr2REdPVCLVjhXGQ3XaquD596mtgTqAl/C/O1KBsx0faFJSRlWaUaCuyll9KDggDas9+S/6eCXOpXy9jlBBe+kV7+Wet/md+KyNDdkxrWsakWtmglNh6KhfgSbeMzmSiC3RERrKRRCKggUnLODZggY2uEGTvggGNMuE5JlxqajYRfWCCHNkjYWk7WYxgTOlMDYyofjobEzyhg6rJMonehSA7ptYffUw4QXrghPZJ5uWzc7NjyuwgXX/rSX2ilmHp4+KqszmakVtkwScQJngVMBpJEil0syzaxAjblMSLo3g8lZ9DN7To6MrNvMDTu+bRJ3uAFvSmDcDdx/V7TifBRTuf8K0313pTv/VsuRmu+anmo2I30Gkm5EMBtFFNGnJ8OXe67/Dysxw3+OaRO/k75XnGO6yL7LJkNdjd1hx7jtvtvcEifcwfUEiA3vcguO9AIJfYSgwGTwkorYQVTUXrEdcPjUJz0FLUTLM7YtCWG8ltzF2Vy+fmTvMf9hPkt/n7+Uf5eb9qc6f8zsR6HaM4InLidrIEhWBU9XRYdCbs5zXgqmWjQyyd5rShaARmDUXzCkjM5Sgvq7TT1RISg2FvxbPwpcAJs7WF2runtd1bcPvDW//y3YFXdn6Y2cGoQfbhcXi5dpX2FPyMew4PPXVS+/lnLP6saf/5PSMSaX4H1BeVLRmotEetkhWfkuAKBZgOzHO8wEkwIZygP48Q7IKQhb0SESWXKEqYlzhRZvxqYvxqNEJoM0R6kYxX8wWKAohk2nyk0biKqjmD6oykaDs4QeQlTEvxiXcjjohw2KQzqRdZgDL+r30Z/ynWStVe7QPZY+oM2NSW+drWwqzeaqrM5FtsO+HoY08k2VazQKZRHyUg9XxoFwDGJXybzLd4OJjFQXhw5pvfZuoUmsgNyLxCup9dl1l+TjYfgQmlWBRBFEWn1YqnDZ+Q/cJ+w37Tx/YDucfIEZPBF55MxpnG2CfnrgWV7wb3LJzjdnmF5cJyw35xv8xHKUVmAEWi0Qix2cwxiwUFAhjUkqdE4myRSKQxsirCRyIhNRxNhVSzO2ULJUMkZFIIb7WFweT0s021zbGttEk2m4ICtkBpQA3QOrjGgBQI8Bj7E1RkmnjOClOlmq0pMBzOBDU/m+C6CmWyfNvp4uPlSSo8cKB2Qf+lj8U6TY/XZsqSYGfh8XzOK6+IMr6j3IdBt1VUOipSEKWAR+/wMjW3Dge0M3gm7om74xvgWTAz+tl1f9v+xrsvrjzbnxH3Z+zANdiFb9QWaN9rO7V//PxDLc558R1s147seEf7zy4/tJC8ubm5CAj/K/gjcbIaIbtEpjdXgD4JqBaOgD40YgK6j+NM20kFKkLFuLiiooL5MfBP2EH9GiqGcA7xnXAV83NOMh92BcQzTzCssuKtXAwRQWblgSajLUW2S3ykCQwo1TIi1TK2r4sRa3/nZOp8BS9nItoB4aVfz9TqGNHsWqDbRLROzTMJFwtLhWXCHuGQINYKo4TtAheGA1kG8mLz+Glt149qT/qEyJyB70UGk2GcSMwCD+wfQRy4DpwgChC3YeLCmAiEF2MIyyA1BP7AC1hPZV0tYwmm6Os0K80HbZ2psf8r778gkm6X120WVEMihYqHMWQkmOV6ND1dXwSBgNOAhR2/dQUbXf2stlVrEl4605m75ux9un/4ANDpR0ZHiZ174PxVem5CrXRtw/4uU18LDWk+KnzdqlufVAe7QG9StTqfLOIXyfON80CtLnLP85qoapW8LmuuPdct5sSSoBbJHv8hP/H7mUalmjUQMNv8EfqS+QJN+SJZokZCpSE1NDo0LdQQWhUSI6EfQ8ScWEWhosIUfhlRTg8ydZquBwNXTy30dPhl6hQ0a71u036nTW2eVm3qrIi6h2S16Y3afO09XZv+8JdnQZu+9skz+PN/1aTN6Dddk2raXb/8otNoCTDcZkYjQ2tc9ybjxdN6vT+cDwb+EdEBdWiYG8WRpdwe7hDHfSwcQafRL4R/iH9IWCk3yZ9gUDm8NAvPJjP5G4T5aBleRiQv8pGkPIGM50fLoGURinDExXFE5FrdT+5FchXEpLQZg8DLCIsC9RyvVJU5pIEcIofZPiQjnHINcOHDHM+9hI3MkxRKQRKAzdI20LzpU2nfcVC+DspvNcBxxy/0G7O8xp3jNZqFQfXTDbrG5foQk7ZDu0tbru0CfqdWueYMdc0ZXe4B/epndFLY+TKgSz6j0y+Mt8YB772e9SGMdP+TRNPWRnNKijXRUnueR7IKp3LMKLMqmCScUOFugjiD9VRqEjEFCVCwMshMQXSIxEmc1Uh7OnHGNSZglrKyZDKtH+vTyXrglWL4T7nleLEu//SXg9+5fP6Zg1XclrN9B/FXnFlDfbnXftGm/qyPZRjIwVEaRxl/bdE3QjsWg5SoigiuKNwrH4FpWawaDFJEF2iqcGSmcE4dpwIN/Fme9bZW8PdrBzKvMJK9caZLq2z+wuhlZNcYDue3M9/xJbVe5iWlFzeEm8ft5z7l9wsHFcNE5UZlkfIQ95DwNPe28B3/K29wchgCUl4QIgbFZTAoCsQwHBcxKi6jEU4aeTyDv4NSVjAaKSUNBiEmy1P42fydYOwVMP8GQqhMEiqTW80QsYAVp5LHiJlkD7RYHFF7Qn872/XYzsc4R75FV1T0CXALqCRKXgM1LXYDvob7OTMT36SNJHvPfIzv1BZRItdkfqUW5Ae8mdIgm+8CGliYvcgAnesYzzRn9dFbYifhEHJA2BpBD6imHH+JDGOLOEuIg4GtOrwphwMpBsRZ88J5yTwuj2oXt5DoFxwVnBPkIsGlwcbgquCJoBCksa0f5xgiDn8/ZZQyR+EiylKlUVmlnFAEhUW+ngStGy+1cBZKhSgNwUAF1YBuroFjhm5Ur6V+ClXW5RB60Sgr6uaR3YUEsKcFqCLlKKhyWzDNkUW74IpUPEG24EKKJKc1aV9qB7S/a02LsfP1RU8+1ogL73zy0Ubh0O2S9qx2IqPdb9uwwYavOfs8tqwTzljeWL38A7O1ac2yPaasTRzEaKMxfhkC8gbyhXLQ9ao9GcCyUOL0eNxmERG3HKBU6GCN0J3bEVOpSTUtNTWaVplkCCRMJtkVEWjFfIStxSx1N7pXueVRbux2k0hpDs6hY8+lUQUVIxgkPVCYIdAaLOCko6ZwTjaPF5i7C2EdYy1YgkO8IF4xBBfOXYsT183piBNjtJPaJ0e0zCThJW2t1vwS4VxnfyCXbtuGh2qzvjr7uKQNxn+Rlmssd02xwUWZ+WgvqGOfEaiP9onwEfho++2fgI/2jUkZz/yz+eKd8oPiClmiXhr17icQ4V/8sRani7pcK21C1uGi7lZjQABn6wLHitLLHKb+F90OUwqiofvzpyjsnO5wne9pXeBi6Yry3ztXV7U6Vt3wLOZYXbl23dtvvvHOurXnPKqF2nfnPKpX4RNHdmzXjtayPlzN74OzMkWyOOLUDtkl04Dmt3En2scIbAavu1IEbjrV4km1yhP9DJUn+hnco/UzBhuW6GcMF34GXdb8Lf8M89keZp/pz/bPQFxPUEGBy6USXHDOX9Pfz21m71+pvx8t1t+PUX6+x6OC8r7g/XdrU/gh7P2PZ78/2PJ+v18U4f2eC94/F8bdq9WHFE39386+mwd3Gd7Nn3s306tT4P5r2PvX0/eT6bNaPc5ALlKYxxm4wOMk+phZ3j8fzVALhljHWmeJsyILxYWRh2xPm59xbDW/6NhvPWL9xWExyYoHiVG6EOCScml3dYvR5JFDL5LnNvE8LQH+y0aMZTioRro3s2vMF7XXFdhOH6e2QQe5zOjN0mlcWFvOtoyVi4xPWopXCOgRutKHWQFdBSum47adrL60Z8UPgtltvenrj38+/dmBeY7M4VvGjL5x7ojRt/DxGdpDvdPavlmugpqad3D62Oc4taePVnfftieeWfPsBurrNgLtHwD5csLgJ6uhDtHe0aGJ8YbxibUQs0lAon8S7LAprq+Limw5dIQ8zqedpxWbEVkUqajI6X0RF6lmSYpHzV2LQ844qm1jO52pgdHRkVUnqWhkPbTj1bQlOaLN0Zx2W0F5Ge926V1PaRrb7mTaMT8PdKXdFcLZYTbiyldew/ySCc88um/bh3fPaWi8bkDPq/OSdw/qP2X1s7T9N+547MO11z6dEzi2dMPZTZm/8WfJzCsGjR88/zbtPxaumXVDeuGzTJdYYawj+Tj4si+pDoyMPFYCPL/Sgi2qwUJ7Fa9SozwGO87HFYNL4QlNAPIyiWMEbjuSDRGa+W8+rHYBa2+QCRYVpJgsvIIsq+TqOQaQINXQ39BIm6Qq8TnUE6S1IY1sY1o1hQtdiTm806zPOhiPMpoN+JoWCNey5AzoUuzt4O2wIOvyy2BJBXhCt6t3YAlSlKb5OG9VZRWEZnaIzrSrcOKdjkGL7T0c1SZoR/l45sstV5SUkNCZT7UpLK/GePkusAselIduVdtMckzwjw+MD02IrhCX2Ve4nnU08R/yn4qmDlKVpY+xp6VOGmoRPYiLUFbu78RO6m7O2IgQZQA1YDIe5k44CefEYQ/2eGwYB6OGrgXeqK0un/L0qaxmdFRXp3WWTh/XAUHANwc16PGGgLPBO49Tnq6KJ7HzPJ5+gbtNMw5+77ZrL9J+0H7ecuCBz5+flmh87tH6+iceu7bhAeGlY/0WDL1p+9i/a6/Nx9yaJpwf7BeeliEPPr522fJnWO9bpn9YT3g4N8J8wUVTcddDlu2ud137w8LHRjzcPtQ30T7edyQs8GZsR3RglqXgVmKTz9Pox34/lePNHkkxMdgfg9Ga2guekEGi7zSZjHYnQiG/z+BjeWCrwZxSxkZDUaeTj1rrIjrzg5EAt7M8KwPUdILjSY9pmu5I1meqGbwNqk8X42zVv15MRVcyspWxkl40S+7/y01DOk26d/vRg5tOvHL/jr3HVjw1/qqevUjjpx16lKtXb1u0YdHm/gMeumXT5E3VlfFrGL9fpg3gHoV5D6LZqlc0Kz7i5/w8WWlYbwDHzwvqO0j7ym+0WIN0VCU0EE8EegWGBpYE7gu8H/ghIAeI1RIMGi2WHCPGrigyYuNNYSGaUxdq1V40qcWGaC/XpxteqIXp11MMTuoLuUGavbzdJUarshNNFxHBJm4nX2vva6eLug3A4z7XjvXMtZVX9h787hZ8SrtBeOnlv2ndnq+5PGFMaj89cEjjq/NKCkXzr0/j6fgFOj5mN2Ce3RSbT3J6nSm5ytpd7mUVn3Juc35jo3HlDNVvl8witpgUHEdqpCC1HuFm+HCN18tAE/IKUo3eVV4yzfujl5zwYguos43GuJ7qgrevMuEfwUOq9dhO108vPn6cFpfYTtGntPqM1XOBVGK6uot11UUTxHTdF7v5IdpR7+CL+s3M145iYfG+m56t1aZwG+++rvfwu1ZqYT7+yOZJTz7C/FoqoyLoYRlZQU7Hq3mSjHvj3lwveTgezl0uXC5PwVO4McIYmW6ZNMsitjM1bLXiqRRRiTcxEcUuxsm80WCLkq4+qz0q1Xl1dZxNa+spyCzj4YjdFs0j4J7QmxclIcrULmmDP9cKDjaTB+X04MtHSvg67S4pPXhwWvgwo2SMeCh+gvwzM+e3J1b/egwe6FzcBw/PsXx/tWpvEE4IJCyMFuaw4niB7apVXJ4UjdW4OGs6Hi1IoVqe+lGslRQurk/T2Og+7OfjZz5l/Hs3xALj4TuN6Gf1btDGcgP5kHxGu5B4yWAyRBhLxgkzhJnyPGGBvJo8K28kr8hvE+sDBOdynblPwajLhVyJWC30ESZzE6W3hF2ygVOrOqY4NVkGD4VtUrIAKt4gyLwRgRMQ5w0unjcIEFKDPRMFlygKBiJwMs8hUZSMiijRvTYcoQXdW3yBFM+zfX0GU0p8EedsNhND3MgGl5cy1kLEVEwJX1yWBLln7ahraYxdk81otgZLvK7ivdVsP7mODJFm+RxnS2oTHOm7sR84Yih4x+9r27R3VarrtUY8TeuSeQQ/013TexBZgWYj2T77T9QYjMVgMMGQJEUyThBXWrYr7ymfKseUY0YDs3mKwch2t8clOcWP5pFJAttnkF0GHhtkHvMSyIzJheDbcITItKpDrQXbB6eSDJoR7B9vMFlW4eoLjZ0pfqExlKopRPtKmZN/b/yOnGf87P/O+hXjcuo7MBNYhDlwiSQuirmokx+pfbEtv12icKt2GC97GLtX4i+HP9gwWfPzMfyANhlujPo4g9k6+2zVUidPlIkRiU6r3aJQBbHVbnRbjHEq96rVzDSEGTebsTmrIVy/1xDYFXe3agc3/hGiJNAOVCVkas5ph+PM6wGvrraGakKYSebS0PpHWjnBHJ5oI/YHru7Re2II+7VMvwWN3dikBhcsG3nVkiX4yJlPG5Yty/xAfVgjzOtwPu4QTYFW3d4I+qINWqKGeLshTy5y2/15viKxyFRnmWCYYJlleMb+Dui+MF2VjkQk78tkBrh5cVATkoKpmnAhazjsVhVTyu0upGkrIx8tpCOzAUMXFrY150Rttvyosa6Y2fTjNJ9cDI5qMsmeleuZtyRVKcyUUT1YpUe47UiFLUYLRSqj5W7dhIVwp6yV81K3D99X23dg6urlDw/Bne6+5SOsvFHQ9i/zayeuKHv9q2n34OhJbUAGd4jl5eUUjX52PLY+m9hw9dyXTgtV3Ys6WL95Z8YV44sHfXb/R5Q2A0F3rqC1ByY3o00poqAFVG8M2CIYFE4y0tHCnHPxfiIOixiE9d1N1pbFahgsvsmsxFWJFkNJ8LeNxtUm26kMXf47XVyfYUs2GSq6LRlj/adU2KEd0Y5qT8PvET5+7OybXGf6S32umcBza8A2WSAav1YtQxGLI/Ww4RnDi4b3DbuMnwqHDHuN3wknDF8ajR3k3vJw+xDnEM9w/0T7OOc470S/4qOzJknIQW/dbDYSizuqdA1YcZz1W4J7Jl/l6grmFGO18hZTVByjpUaOyvII2F2Un8ed51zhpdrR9Kl1MPJS7bOP7lo6/7r6JbfNnnhfV62Y6/4lNqzWNh/7WnuTGO94Yst9Dz7/KGrhNV6EseSh6Wq0Su4l18kjcmeGV4dF0JzmHMFn/otwLPdI5JfcnyMGA73xHISpy7g1KjkcdjuzSW6wVMBjJjgPeqOmrgViNJj1FylLUY5iDEUh3cFHKqcA9dSBwFkPiDa10+OE832IlINGEWLH+itf/GfDmrc3/vRWp9s6Xt6hdnDfCT9/vhYnX1/NW34o2L34ioltylfd9fBmyz/dFe3bVbhTPz2+HEdWt/rHQh8YnxXlosVq4gEBPyMfFD+SPzJ9a/jWKNblwqy4YVZyhY7ixWKdfYh7iFegSf9NTjdFIzq8yeJMUYnaaBX99GCWaBWLapeMeyFi8EQb+PU056YwfgPTnMLbg7aoUhegw/+6mGbQjpfX676yvuuNZlnTGHxlNoWoIoWiZd7zQz+hj9Z8mfa3X3/SPqSYVX2v0vreO/3aB+6+/rp7gBPnPf6tth2Xnj6Fa3yZ48uef2Z14wvPt8gGdyXIhoQuVq2jDdNAQa8y7DUcBqvGXNsoEgWlFO56KR+vBWlYGhFKBbrHba9wWBAFIdv65+t05mua+WpJ/OhCUcq1186CMPyQFQa43kyQzTK4nhPdodoFs2gnk/hJ4mx+tvgMfBtjbqvRgEQ5bqSql8GwmIG71xtxMzibtW6map1UB7tXuck0949ucsKNSdyZNbzOVlXsxD9CrFLjYvq3WHfUTrOn2dwrYgZVJ6Ken8rPAx6aif3XDh07GvtHfrniqa9ofdThN2feuYFENPP+4wvv/uFvjEcg0JzCqyiAYmidWjPCMcg7JPcpcW1oq/hi6J3QfvKx+GnIWOjo6Eh5+zp6eOssYqVYGeop9gzdYJ9vf0C8LyT3o/EFyqOCYTIhKZhkFE85PWCAqGzwUqKrLd4/3BgmU8OHwifCXDgcdMWl/u5GN5nqPuQ+4ebcbj7qr4uDO3dBJo5OSjlbNc98XVtjY20zsmt8WNJzj/YU3V5AhQixtByi5VJYXxoR3aRTbe+e02a0v2v6o4ev0X46pR09oX1/903EdbiuazTOd/nFs+qK2W/H8Ttrnxjx8Jmb9mnb2lIArTxceziz4o6zt43BbSc91lmPs+2g++5i+vcLdTK4V3IfoZ/cxyj45YFkmHw7WSwLz5I18j7yqXySZGRwO+NCH44balwgLDRybIuwIhh5JBMOI+qIYXDEMAeORFzhXIoCbyECr9B2hOCVGRQLMYIHR2Gur9nIlwNRr1FNNtDyY839zCvNtC/LNRtRuYG+DgF7RClVOGWsyQ+eiO/4qePplidZB00PxLMuWutKCLbreClI7zgL7lmacpOTuWfUQyvClT9ghOPaHXiZ9loz0n7W9uAHwZq78feZNpkA/lWTyNeMPmAbhEagTy6aqhqsQWyRkGhgsYrH5TV6LMGvrPEGC61o58JwIOCaDFUdsjvu8TRIh6QTEheGAwFLNXQLiVtzcW7WJOR+FaDVLCxBbcvo+WnGE3RM1OXXvZB/SdGCtQYhSEwZjP1DJiWwf9Df39eO7joCPlPm5C0Nl0jcqLOPy5fceiuxZk6++f6DNm0Rnmlr/I839VhbvB7GkkC3QZBszPMiMSLS0GRjKMSG1C3PiKNLqXsY80YbfI0+4vMVdc2NRlyNrg0uzuqyuaa69rh4lytijkeURmWDwlkVmzJV2UN3PnDRWF1hltuPV+vMXp6spwzOCikYr9fW6NW2UcKkW/exWjJIJBH1OCCC1jec0pTDN9h0+/X9qwb5sN87uPLy+u612NRh1C/v/XPU6H/+9edRMGcntL8/uaT7mPH4Iu21qyd0v3ftdFx2W1p7dcF32oeHDuF2xxbgbmxdqHk3KIdrzstFDngH/WsGtjWzqK8lMZ3Ymo+UTAMQzeXrn3LpCUniOv9TLT4O/Qz1cc7PkRKUG+R5ldAc/Xk50t9foz+7BsuSur3YoGLs/X3OVryevX9T9vv/2vL+omKjCd5ffF5WFaPl2lBhDcNkv0vtA3xPwMMxuywWs8UEFsaocJjgiMnoMhmx2WRSZHDDIHSKgPwS+KOi2LiIYAQBhxBFUojFwsO7eBnVlrOqhdqdO2k4xFzLWxbs3OkrtuHXF9A4yY7Lfcly9PoCgcVPDlztSzqqF/A2FjO0LxUMjKP1uAnsxHqImBo/YmXdQ/DdmXeIK/Pr33BHUvyJ1kN4KXM9WZzZcvYnn2aGyHU80OxW8KlDKI5SaJ4KTjp253vDiAbYiTiqbOf3xqX8aCSGX4jhhlhjbFWM+zGGb4vh/rHRsWkxLuZ2FlOmd/pRLq0U4nJzy0ZFp0bnRDmWHjbiMlobyhmZrU9Tw19+/Iuy3XQ/Xf10Ox1xWZntCxogUZQSWmnr4mmFr92mb65zZ+F03S59zwem23GA5Z1sS0h2X04lf6t27Nuzi+9Z9cCPT02etmDiguXpXDL/yQ9vmqMtu3NU14qp8/qqnYanZ3XpNGJMPX74jZOvvoWvw1N2v9r3srmL+nRUh0xtkzNl+gwytOMl+Rn7qI4V00aO7lA5jdpBpfkoXQtAheBJTFfjoaJ4YQKXRZKlSZKM5+VJVmSxUbgJyR1XFF88Ai5EUYIOHVtohmKb1W4PYZxTQl+KYZpQfEEwttTblbMqZ9vxMrqhLNv8ibLD8bQNiETLz3E+kcRoxJ6qZEDQiSxRWPfrqsoKVgQMnq+9PMoI4nbxz4w3198DAn1jYcdoqs2kq6Z065m4ZXGvyq8at3zxAn5hvHZbQdElC8gu7bM3fsHOwvmJsvi7tamqUW0fDlyzdcnLQ6Z89eTOzL75I69dsiu7ti8WCx8hB3p8OzKB6zG2sDmVwFWYAANHaMrAZBQFk9EYoSlkxSBQbA4zL/cE08+VWEEyiCyPE2YKW4VdAn+58KRAigSaoeDMAjIZIs0iXinuEYkoKrTC3WXUe2MBP9h2pfWSxGqaWE1T74tubkqDoNAqEVsxi5l9NhYzU9tfjOlWTAkzYcBO1gRJLF48Tm2f0tZpn2S+wYPxwN8mPH/16DH86cbJBA/MHM08RMZzgzKv4Oc2EdylK2qpvZF54SNbgryCP2FVOxOae8CLCdWEkdPmnObc4GxyCi82/6CanE5FUZGCsYfpimRFcboi+x1isdgM+uWV7LrTBNwWRTcSrDtwUgVy5hhEqvqcrctPTGNyaCDYy3Usfx0Gvhutmmn1GpGwF5PcXCpXm502KUCz1WqEl4x2JFq8UeQMCHHRFhFjcaNVxDWl4BCIbYqY9zoyvQ94q9yWKSvbx9J4tLa+nPHXSHCYbIJINzbkJQrsbE8mPI84PQLlKDtwmWDP7oAT1mn/vAMiqrvmaSd79P5tBfbjy+7uoR2u6TlnTs+azBF4qOlJ8rS7519E+65ftADX3zPn9jvxzdod2k+3Pzx/2PjMjPHDmsiS8cPmw0lLLMLsqQsi+9u3I2fzj6rT4aPomr7UMDKRkPz8kNNnpYO2iWJRiA66jJeNOXFrP9N6EzHlibE8d9xBszGrECejWNyaNzWP1KA8NW90XlMeL+XltS3Wy/kpivDIdBPN2Nr2wRHVNoH+Aaai+wuol1PM+gm34nenqhjqHyVFNKtrumAG90+fitdPu3k/taH7b55WWSkmKiu1w+3OXtc2Xj6lcpAf+y8qrngLNx98YM2hQ2seOLho87FjmxcufuGJNbP6Tbxo3PjnnnuxIk+PN13aAGEwxGPt0E+q22ClO4qi2CEmHM64s8DtirmcNBHVIyecikXggbLgaGDCBqfQ4Gx0/ujk9jmxNRaOTY3NiS2NCUtjK2PNMe6zGI7BF8Th8y5XzF3gSPAxF1vRMISleEx0upS2LHgz0hBWbcuL5ni7mNMVd4B3Y0tsSDQl+ESiNOkKFsTnuLHq3uBucu918253afJFrMzLFnfu3K2X11L9vT+zk7UApTjANC/urc6iAYP/OJ3GJ8W2WxbwO3fawMS19njPIqbrrRqq4vrujir7+VvWg/CK1LLXY3Cyz7usj8NlXjOZ0rmj1l274WvFc2m4Mq97n7+MG4l34Tn0vGul9MqIxtCPhlSorvCq9MyHNfkXfMfEgv6Ww876iQ8/hs/8pzZ7YqyfhfHhMJA5iqvpQgVorppuk98xf0X+s/l8LFwRfiC8JsxX5K7JJR29z3rJM068xYG3W/HTFrqprCN5lhB/iZ3joyWSQbQIEVE0uhN70WFEsphI8WBilRGX0irssJEYk2maafmCNrXWy8Nbsxn16ew/bJNEFrWAKWR7+Msj1PhduFNaOPr6/Ye1A1/c+3q3yZ8t2ogvf22b9sHwCf/x4cQrRk7ZvWfSFeQz7bF3VxRoN+IFsYfewem/P3RyRMd972vrP5/74LLbD+5f+MijC2DsoG9oPgl0fB5aqnatID0IEch/EiIfILiN0lEh3yn4mBk/ZMZvWT6ykL/aP7OTbxx4mQMPcY9zk2H+iX4yLDgxSIZEx0UJ3cmy0SbRPJyaC/oJSBIHkjijlNcLcqN7jYeNPxo5Y5ISYXoLCcr1VED63L96kNd61tWGESKrnMqQ8Dsy8CsentyoHe3ZnWqlMw//E5drhzr3uO22np0797xtbo8a4jn52DV52gy8xJaXVUnaez8tqBs7btiCBcPGjR9G7+sGhIRpMP8BVK7mWCJ2uxsnUMiQcCOMTUKJn7OYSuxWcNgOgupktht8F/Bc4Bm9baFlny1b07JHK+K6D0M3twjTtM8cVwybfee46//6aI/B2oGTC+99cyOOHFr5OB/vWd+96/Dx69d/4tbM/wiveAp0aulTD10zjd7TYG0A3x7mJR/dpLq2geVQ8MzI/AjxB4oCJKbQFfYZqjtQFRgaeCjwdIAXA1gKWBup5aVTkCfZaQrUgVzwNq/V6osaV+L1eAfmcBTF7EK0NIRDdOslDCPNtnzvhznYmXZUg1Gw6cghNJ5m+4vYdnb3+aJKQSXYpABv8u3ZPqPNXXZoLy/+7NaPL3nopqt7X3pL5VPaWrYNifxA9xvtrnapQ956c3i3jj90zQ2WdI5YklfhmzL3PQJjfQgh/g5W+5VUcwQpRogBxxSIpYUIh8wSjtAwlvoFmSbbF/uZzNA07K6W7YwV+pbGOzKdyBjtgLZTO8Ad59/Q1mhXrMvcwwr0MFqoTeEGszi9xwsCzUVsIsTEMsMWRTRYRHahuKKyJU6DbErtVX6k12zZFg+e6v7dv79yPtsUGOUGa5fg+959TztKdnPdtLe1JfdkemSvi8DGccBbMWxXr1Rkjz/VV7lCIUYjNtrwGRu+PIj5EJZQcFXwxyAEg80KcQjgSwVDwTitZAsGjHBmiEfCrkgkHAgG4yazy2QymwPBUFgxGSHMKLCXeLiCEpUzmGlx7li4xnLTWtN2E5dnKjMRv7nIXG1ebl5rFvzssN3M55nLzOTB8FPhrWEue/BE4pHKyIORpyLCuadbI6IcwQciv0SIOWAyBpVQGC7oRAln0kaxy+g+Xaq46DYahhhAfVtvq4fmO+eo6UVyiG5xxQyuBD4Rk1pMrRMnnJXntTsBZuOwl2OurshF2qQfnXgzX332bt8N/PzqPnltr6DnNdx13uv5+Z0+PS6olywNB/EKzclxfQPOeaYf6CvRXG0iPkHOvhB0LGBzAVEkH4B5MaAr1U6SLLfUlxIS0aseWCUjRdkmSJDjHAf+N0W9pythBIvZTfhGIUndU68Oec8qPcBFvXDIDAHfGa3A5VyUD2ifvvFhxoOL3thPvuM6nH2H9G/PVWfWs3tStCliHPgjjp5TK3zmheZ3zNwyMzUvBrffTRZ63/ESrxf39OFJsWdjRIxVxmbGOCkQBvn15+b67V7GwzZzxNxf32hlV1heNh/rOU7eGvTiXDP2mo2OuM0WRv64NYADASQIYWMUFYaToAL0ZW1WukDj0Op0tpih5TXbznS17jBC7EYfqI2Kci26QF8JpraKULFgYNagGTAS42f2at1GPDT9m7HXXjW6v3Zk3JUbd2s/aUdWXJGuW/nck/gJiFtDuFob9/QSbG87Yuyp336QGxZrCfz5K/XX5OK05sJrpz/8zfwrJ2qvaZsZvQbwy4FebvSgeo3PgIcbsWjBUoUTe9xx9xH3aTfvtxXZSLXURyIvmrDfVGQaZuI6mvEwC1asOdY2Vk6O2SvsxE4kxWCyWmTOgTmrxWwAv3+oY7yDONBg61grKVQ6UJhwk5UHdYm8dkonyvKgI9MsfVZLgeRG6vZKx4qhJzGbJDiAJkIiFmcPsSre6eCXV2tvDSrUXhiFp/oqtTtG4hF7tPt34y+/1DZoR78cg/1f3Pfo6nc2X3Tr9h3r98x852Xt79prbG+3NkAaBjzbBj1N8ea+VUtBN00K3Rgifk+Rh4gl6lS6TUzVO0ZxgrUoz0/iwaCaE00FVYc3xcodKlxGY2HEymxwREQ+7OB8BZGoaqNA9gYbpRgn2yJRDK9FG6Mbonw0qjvO6fry1r35+ygQGsUkomg0xxlEmo8iN1DUHArxxUx4MW3AlQ9swJpvMX86K+bAGTbGMPoTP/h1w4p6/P23JULhULd860en+3ecOn7y22NH4MSmebWl8HgKJ8LfD74bC71zZ1y+/PmBpW1nTHyJ73TWrP0yZ9Ri7t6zce0QvppbBuOapw0QV4J+L6V1MJROZbIx5YzAw7Aw/lcqJfO8EC/J5pbBu22mNoxSVRaHUfDHkQfDf5/HFo0XmNrFkbUA15YW9C8gCB42FOwt4FHB6IIGeHK4QCgoKGuv02o6hZxuglhrH3XwgEpNmaayMgap/DtC1Rf/AaFayJR1brJPW0/ElcnuH5xJ8HfVuaXbN+4etXj7PwYEsT8YH7g46cV+3piMVNzbzoP9ke9HLMTCxTmzBq9cu/blbsvJ05nHV5bU3N3zAaxlXqoPXRH1LOy6gvBAt1vA96H2yY+uUwtZrClLxvHGG4ycRXJ4HcTlLkE8DnM8j+0lqonzEaxYqI0M2b0pixdHViJM+wTmOhMRGTOcRivtTJ4cqTu66frM3g8YkgO1Dg4GsXScqRL6U4Tt50Ou6LAyUepECZx2YOtT/1hw1+2Lz4yf1Le2+5fY+Mo1uJBcNuDW209+ctsi//fOn7QBZBZcexHoddrLOQreu8foM5hTi4yYWyphimmRFDlZYAVOPB/BdIlxm2rGEQTKgCHH2HwpaxjHqbd+AnFuDuV74zAKVsUBomaT8WEGINPiCNi+gBFkmt5vHRPTmXpEUz+qvrh1SPZzY6JAIefmlB+gHV346seXdwmq3826Lt6tS3e/2xuvX1QVx36Su3LRhIM4trjbAwU7bQWh3t/eUzvu2kuXEReM8xGIFfNYbuAa9eJqaa30rsR9q+Bxbmw2ljhcLquN8CVTOVzKqRxBHGg1q2xI0NQKstFQxGe3RPj+1tFW2jM4Yi21brA2WXkr5VuKK7J/JFv8rQUePU7BHfQkAQtIYFCUTSts0Tw941hJffG8zJWaHx/76+iLtWMbr6F5x62P/APUefrsKSw8PPMF/MKAzELhpczGAdo2PZ9G164bUAKk9C3VGLUBfUNURAltOdLWHUgZCvGwwomF7xZ+UvhrofC2hL0i7kNmQ4yVU5RDhidwrDCRJDkowBbT+idHJ4k1iaVkUm7DbJ6++m1Azv4QJXNODz0LyUarkkPCaEwMF8YSiRLki/JltSW4pDSMw9bt4Cbbksf3pXenQcHvsrOME1v9qK2laPHM4R/JIM+r9ZKVtA4LRuHtsSh53Daq31pam1B0x/IyiGCzpW0MsaYK6wnL8jJ+Rafa6hsbTk14y5bnsh+8f3r/nR0+5154dvWO22e99/qCzp20fV1Hd79x9tVc0+CLZz2gnWl86IZIIH/Bhum4U15g7oo7NqYHX3nJUG1lx5pEL2ofxjQf4T8G3q/AFjU8W8SXK5sVMiOMh+XjrYldCYJS/VPTUpzMpyjMJWvMbKLbxCfnJVIDTVeZppu4J014jAn3NmG3KWYiMVOF6SPTNyZeNPU0EemtGBbpf0/sSIwriOGYqcSV9NX6+vk4ir55yHfCx5uQz+YjTp/VhV0lQQ6V4ByupIQ3xExFtgQYFCpLBa6cVLT9Cau+xYn4OVTlO+EvSoCoURzxiFxKoW5aLY0uZqBCW9pNsIpheKn2eHon1Rz1duam1DNwsXqWX0A6fq8O0J5myZwIyKGNweBVZnHwRCmWjajdet+N1lAS3hDz8B9/8MBb2rxFPQ/2On2wom2yz22zu1zk0g7IT997Eg+ZW7tg9D9eLrvzqn5Tr+wzrhrjQfie76YN+OTaW7FxRkytLomlqvMq2pXNMB+ZPubtK+ufnz2kUztH6YTxlSX57SfWXXxJA9Ln7Fs2Z22xpLpFeZwMBhuENYrNKGaLEaeYn50phc5UPZ0p5SplusI9qeAxCu6tYLcC8VFMqVA+Ur5ReFHpCZ7KW/lgROC/J/9IPleQj/OVNo6kp9bTz8NZPWHPIc8JD8yUx+YhTo/VgR0lubSXIyppi9rAfLUpIYZ8JWFJhNUwna88mK/webPVznPCm0hQ0Gc6W3Q/kvgvs3XBZGVoB4Hj/26+9HBgZHoUOE1ilK5O/9dTRWeK//iQtuX1n+/5t1N0712Hfu48ePzH8/79zPS/cZJeF+FCtAvGhygHooQP1PtvCOJZubjY18l3hW+x76++z3xigSvlutx1h2una59L7AsudK4pKBhNuYpXlNxBweOWFK8pNzcuwd1KbgEiNcXrUuA1wSgGhKCF8zq95d5u3kFegXM73eXubu5BbsHt8XIGJ7ZxlhK/k5NylWCJQTG5vYIHPqUEcyWTHYUj9lLwV5Np2y4WdmSampqoZ7G/iabZ0umWZNu5+EMHFNK3vepVJRBPuSEe4VoSa2FMVRM2YsHWfnK3utDt+KKzpbjbHaG6bpPbv/7Ek507duz85BPaV6tWCgu/LuusncpM+vln8iA2dS77uu/NN9xw85kC3EN7mdFOAfv7Ht+F0S6jdvyfEuYcCWi1gN8pUSqwqEY1KBKFx5EieTEqDIezQnFY7QsvWKU5EqE74fpJHFKmKYSmCVSFs7kx73a5Z7g3u3e6hbAXRMsb9s7x7vDu8Qoy/3vi2mlxhWRK2ZMMlcnOAKhG1dNFKtbCJAuFdwHN/4zijNRWzEid+B2pExL/Xs0lPXu3m4Lbne2O201p17vnJTUP37dyRFXViJX3aa/dfjvX/EFh56UaUBo/uLRz4Qe1N1988c1nt69bh7I4M0eFJcCjPlSI+qqlvRO42NHJ8bLjrw4+WOJ289YSCxcDvWv1J7LJxzbOaKJU1sFYQbumaRoD/K+dLYtQx1ncwoK5iJ60gvjSXSDx0h8nHZe8u147rL2xbvOrb+Dx9+OU9vbt2guXPrIOR9e/o31QP+Guu8dNnTr+riUTphOTdqzx1nVb8Ag8YM9HeRZDhjNH9g+7Zal2bN7ll/YdOH/+kH6XDdZz4H1BHw5mua5LVZOIPTiOOfmpPEyt/KZolPHFRrPkY3VGnDEcznFZcqIo5orSHSYQooLhZt0OzhsWBsVy3npijPY5FVq1PUs1VFBbzQ/WfjpzcO7qA09j86N/v1r7acvga3p2uerwM1dePHX2jt143La3py/F5dixeLJZEr/BJlPnyzY+MrD38geCRwLvZHP4CHG/gV+WjwaoyRvy8Cw/JnSDGZHcCg3MyWjzNDMxhwMBU5CYZAdwPgoZIwGTKVZAb5u2FqF9GXSsrqaDoEnpUgVzvsCMJZhCLMYMf4qNQGKeRSf6Cs2WcL85l1vKwv2i2oFov3CZZbmzX9/Vebgwb3XfftxVfboXVYZ7ea1nVa7J6u0Vrizq3ufBbrVY1Zpqu7H7L4T7HwH3b0fzVKNBBVkw4JWscvCs2tOGlNEQFHCKZKHtx8FlM5swzxEjazFjseE4A42TeaNVwN1pc7KlwiHhhCDQYiqKXYKckmxI7i4D0YIQCaal6S3qQO9Mo9qDu2t3630IaGjUdGkm3bSzmOXWYhTkVKLZNcGd745yI7TT2tyx143piO341rFY4eafvXFMDTlyP74U3zSm5jN9Hpq/FXQ+OqK6DTxdS/FghxiQ5FzZT9F75Za1lBy2liLb5NHyNLlBFhrkRvlHmdsHopITzpmaMydnaY6wNGdlTnMO91kOzoEviBtyXAZDjuKXAnyOwcr8TJeUmyPKBoWuy6ltiBHlyIZcKU432m0INAX4QCBWYHD443MUrCoblCZlLy3ziBX8yRKKjvD3P1k+aUXE+ndrJmxl5M9WSsKVAl0R+eMFEjilemeENoCtEeShMrRpO7I3/6hW+gKpOjKBYcxKii/HR4xScGiQmN+N4t55zF8knLUoXESsJeESgtrb2hOLqLDaVK/qVR3+lNdlTbJNVkqC5bIjksuZH6Wo/gWFKZQSi6M5ag7LxoIDFMkpzSE5rR7HbtsHLb7Hbj1Ttescjj5D86QQenqMmS7OuoIOr6cTLitnFPLmg0DRvYpsfeWP1hXuuu9D7cebuDcHN8AUOgzbutWZdrg63a09oR0NlT/asPY47qh9Xtvr5tk9arr0mjW7Vy0J71/51DHt7e4hXFTxZCHuh2di7qbdYwZou080DL1qTN2tt9SNGVPX3NyCF+YQTWxPffMT2gD8FMMlsLE16CwOgUNEep37AJDP2/k4cqArVMsVZDIhTwt4uDBJIKYXyRrVudS6w7rHesjKJ634R1q/YaeE3iix2iTVhBWz2WpALpM1yiWpBWg6T1Wm9Q0SQK0iHKEhaxEYrzyJbl0qj3K3ax9mzsydj5pxsfbh32y0eZvvr/+Hs++Aj6rK/n/3vv7elDe9JNMzM0kmYUJmkhAI5NFC772EJk0FISCCgoJKFVywC6KgK6KiS+/rEhXsKCoiSJG1AO4uyu66iMK8/O+9bxKCur/f7/MX8+ZNyeTec8897Z7zPSABndeWrvj62Ca9F8mN4xsIxgP4ogUMskywQFEfn3BA+Ej4UmCSAriEgwOMkZTicAwZHy0JAs1LIcpupJP1SJaXWn5vfNgLLUNeaKgsFIugC9JP9P2Zq9qnIPG+G+POKR/je6ph8X3Qmfnb119uOvb1iqU31Job/kTou1ybwjxBnm8mz8cieo8i9ObIfLK1/JSBKld9Mi3hKgkYpExsEENFsrTIMLwsIsYXGkPAaLvW4zOhYzhC2LIEucsYogU5yiIIcR7tovap9pN2VLsI5pMS2AXMfVoMfHH1HuQcX4EC/ptPaVPY8aReb4ya21oGBTIoE0FMBPkMyA4hCEsghHvgpt2UiQSpWVxlaQ/yJTzkWSjRjCxyvIkGjITGVY+xM3FeUe1FDMRWSwZGPKNQxAIiNIZNRKNjx/+gZS79dAnpaQFIYATcn+kM91/dikaWS1L4sH2Xze82Is99i9ojhhFMD0KAm6C/AHdBJsG2Yd9n6YTQBnkyhnIDfMG8ywxXK+Cl0N4QfDcCjDFfDBoYd06OanGmcy74HQ6vgJxFwqZWmbCBJ8p7TS6XhwpRJmChTQWc3RPz5+oyACe/evXWgx/WY1uMOBwXCR9jRqmsxW2TLuKIZKMAyP6X0G2YxpBaVD/FwiCVyEbDUNrprASgF5W3v/9a24533t25DQiuePjUgytBqfahdn7KlHDLhXf+6TJoAx3LB07Q1tzdd9gtI2Z/+czzw17eP336fuh5b9YLQ/tpbxBeuhnx0kTCSwsJ7bK8RRBF3lST513gHABzeDAtB5hz5udAOed79SMvmO/9wQspL7B6vVYndqdL3LSLduOpW9xp/Kh2loxpt7NYhaJZdbjTfdBGtxZLtPfESg/AACSbPQc8jMdjd/9AmX/oYwKIjCJt8tv/i9NGWrzVXTyWxf7CoM+111GfsWdmwS1UsLvm7XVxFMF6xLsQNlqKeAO62BYgguuqSm1xDPA36j4tpB3atenl3UgvG18cX6qd9G64Q3sYTNa6bCcwf/Va/OQHoAMY9NGX60Zvrpl5v6ZkNFCRwh0uMb2y9KNogsBS9Z0ILhjANAjMcD6EMkTEwi15f8AteYGVBsBitGNqmO3AaLcUq8hTlRWMiOGi5SzxSJp1GBFPNhYLIjixDsfD7OY445d/kOw/YBQAZK0BBzaPj2WPdWt1EGxCBp0k2UbKek+T5hQhwIbEgKaj1hSpMdMdVyKgBuJJQ+umXdohLXQfCHTRECkenvWCVztZOv5FYAS9dr8MewPPE9pfPjgJTozQ3oUQXFo4o2bz6HVfftSIYcNXWnEWO84l4sA0MJFKqzlgjPGAkbQ7rDbSK43rjVuQ9DSORnYm3JP5YkfXBADGpuQi7HOXXcfEwblJ2e/rB0aDomw+psGmZ3EamtfEI2olG/7NHSK1lffu7MIP5aEHxydkIy4jvqCGZFPaw7iKSdJRjs9SbBBzBOiLUtBsMtlxev0eULyL9gZLcPIuKFaNPnucEhUxKJaIDNIQK7YHfBm/8o0OHlKbqfoG72ZcRVpVTSoscYJcKXJnE4ls+j3er6RYoKk+IqLHJZPMg1qvv/7578gz+ebDkZNbdK0Yu/CR5S+c0k5ovTD+xu7x2tV/fqNdCv4nuHj8zU/Mzmxg3tDzvgimEqYzvCebE9oW0ZnkhPIixgkF3HWqIJoMRXw6nGA17FdzXYwrJ8514YbLw+x3WBdZhcWmt61v2a9KjNW+p+HfqhUaZSOsFvvgWtS+yNaEJL5cYvGkBYEd7ZzmhE5nHxdwubxUNIksBwiAwVNso1lETACg4Io7nUJczMI1YJqphoAPxjHAQ4lCK43oa6QEj2QTWq9jBdXquYUEvoEA/7UswaVnpODEoRdBVrAccpXyYJlChUoZsqsRF9O1Wtqz9/4lW+ygIKW9d0XTTt4DbgFt/wNSSe1k8JXbntltoQdfPrT32SdGnrx2CbQ+CIaCFy681XHmPSeeRzTt3nCO+ReRhcbfwxJqeA9t+FsILzZiOhxq4sX/gulwI+YnkhfehivCGMSbuVSMenDncf4CD4O4WsVsSUfwaXgbDPZptpsn8rN5JhYlydmSIZoDXVGLI2q32O0WX1QSpGBuwNfH95HvBx/T1wd8PmM4zmbJjdTsit35xqDX68jElculSM//mMCEnVFblcFVPKlkUrmoZIGZLuq5ZLhMlhQgmAA+49ELMJKgrLEgI1SqAwCEmNfBg+u+WP3Ewd2ZntrkwjWLI4m+ffytculzILR86qBVW7VP6ekDP3/ksU96MG9kun69ZT7NXjGptzHhq1U5Y7qMH6XLzacpSshBdLBTfmrR7hOIDldorD8IJXIwJdLoBlMB+g1RymIx2czQEZUkk2CTgvZqRx8HpBygL4ZBMXrj2ZaweOqqFERObNBUgrw9DPIT0PnsR9IEdAapy6BwGUZ1M3SU386/6V/TvOeCB5/+Yu3jB/eiedfhwwOwEsRBaMWUQau2aJ/Qdw48/uQTH/dqhKeG7dF0b+oycQxawIosdqabmqemJ4mPCKvEjcJGO8uJoKtlkfiESP9R3C2+JX4u/iywdsaqiyajE7qRUGoSSI5giRM4sUAS3Wh+hhIDNqeX7/Lini0Zj/JNXTOBhIVRsqpREmGfjGoSRX5ITr/xniFCqAILoTc3Ljl6l087nrNg5uoHG8XP0S7DH1v2nNYWlL+5fEzPzGTmjSbZcwTLHprJyp7cRtmTF6NkJHvyru+CRmxl8nmY1QmT0OfzVCfA6KuwWu4jT5NpnyxRDPpd+boWyOoAquF75he+GP2+kfz+WtAODNf/nttKfsdxg6xbjWzTOMnP6a1KIgv5qMwIwIjxn4JCMCnXy3ClDGQZRJOwHsKVGASeD2IkP7x9l1MGHUemTkfUuXiOSlZXXcQFhjp2t/6PHnFZS4N82A7ka1PAoxjJjXnzl5rf4OEhXn8KPR9P8vHd1Ni9lBUxuWJJOzCTB9CNO7qOAStx62oThn0yR00Q2uNY30AiOY3IlwS0uRlLewhL1+rlujiLEVfp6RBruJs0Lvhq4uVoEwc/xXS9dhaseP746jWHdmV6IgYOPjB9wEObtU/ZfZe1V/oef+ixo70v54ypmVhL/S6O3/No3RcRHL9WzXD8tkuGNMHzUyyONLyJZ4I4klKPNmNzTL8bQP2ep/+a6YJB/S5fraJgwy9aPXsvoY+N6qe2rDB0MUwy0Gb0F6BkifICK1qDELLRLNYiwzgwMYDJZAnKshAVk6QANqs38D2VrCI1oUS2IYMnlcVcT5VbLaxChyzIRfnPvZevTbg8b0Rr4L0TFqPlq8q8h2NMsPzP4J9g3ojMeO1D+sPf4vIhOrgois9jD1KdgKyW15hqygabBpcxZigynEnw8TGxjFOZDnGlQpFEjmvnMrkc7hbusi7OrsVDnEOLpVy3ew/YrYoup93lcsYTCfzMWlRsLyoqLo7nOpkiW0mkYyS4B05QpY64FhYUdYIyerpNkirRw+7W0OUOJ4psmIVaIzlZgjGinTZPSYEtVlJpKy/hbG70PSFXoqQ4zoSLkjXVNbDmJpcsu1xUKNgpHG7dumhUZ6wcSpOkUC2VVM7VNoaKsTxMVuFyK1zDg4N8dRhCC7el1muvTI2ghyaSPERKroClHdB9kwpHPGzCpW28H7hsIRqj5CBpg9O2ybEIT4ds6LMtQJyA7mMd48IlpC4L06J7z45DR444KoUSwwemUznVfW+6t9c72vNbaJOQ26prmfZlqntFgBOFLdrz73S/f0Lf6tzS1KAxBm9I+nzE8CGdenRHwncVN27zt9XtwElQPHJlz4nFvpee0m4DcwWXufzm1pl74H2tbq0SzYq2CDz82GZf8YReK0a1QB+uVr/eMpaD08kaFzWcZx4leU4vqy5ctL3RS9fAbgp8UtnovgyvKIzow8zvdOOMlQmqwe+nzaORsYtMIdJxIc+kpCkqWkzT1dY+Vmi1jrYBm81ZbBZ9PqsYjnOcJ27IamwD3ubmfCoIgC1otgbQx5HmJkLoYtZASpEYAy7MRzyOHzF06DxsNrkzicoscA+IWkPBJtweJhTOi0cbsXoSoKzR9AQTtbO1YAcaKj9nzsMPa99q585plzsCc+HyiSsWPPRwx/DSVbOm7mMKO4KJX6+++SW1dPfi179f/cmwhb3v7D38ttN3Teh7G6ZRFjMfWUM/qmKNAPgSrw+LgiNqCN0IkOfd0MWnYRu+D/8ofJo/Bk/wMk/DJIHqqd/erpoIju0janUBEh8wMA1LBd4uCDwPaYGmICcINM2r6BO8it7lSz9iAYsFea6syn3lMTI9XV4gw/VYpmexBQXhhi81ki/Ftnu9SItYJElYeiYSpThWM6PxnmB6Yg5f0gKfodQ2ASzi7Jz63WIcDYAALWKkRapWN+0tWWj/1cAB+4O49vfMZizVrpXQR36poV+7ptehZfVfvEn/rQWrwEBdf1lkor9MN+gvol+RfIlQW9WwwLm5Cq6ruYtrsH2Qc6BroHep9Ulll/Nn5mf2isfs83iw9FDcLrvb7XL5InPty+3QHkI8uRPCCIVthAlqWIYed0QYZr/PftBOU/Yx9un2s3amrx3YPT4XE5Jl4rJbREPafVMUhIPBSEmkPkJHML3yGg11gi6ILCgClUHEwsXKWktlk0TI4sz9z2IgbgmtAfk31XQbWTvysBQqHNF8m29mjGywslsPTMXMKqn//u9bt27axrkvZ7ex0HZKOcjcQ/ZpsOEnxBH7KCvyMe1x4bx4WaRZpDlowYjMZDoIEbPstnNBi8WQsenG8GUC8qwrB5uuzBVs7cbLXGiDxDWG1o5rXfKWP5pe1qFWBToMZOYP2r8/my19C0rHXfs9/MwbsFl/B5Oyca8QTEoyQD47OlUUuaAeFPsdTMrsAEOrmT9oxzNvYMKg4Ry8WvVrTMpfxwV/jddIcnuRHYXGoFC71CoJSqys5EAvm6PggFgl153txsku6FbgQviAAmm4AMLBcAK8Az7Ifg7/AzknBDQThBTpw9EGIj+OooMMslhx/xxIgyCl2ClKgQplZBkBlwBDY1QQAQ0VlmUkSbewrJRFqVKqkBwjh8MXs/AiZO/9Gk+XYI6g/TYDSbe6GbUkAgj0tSKtSkEPMBjkgTLN0u/FRfd3r05NGlaAOIeHP199YedrllNMj3kUTQ1DazWX3UtZkP3lp5aroSH2Ia6hOUP9c3j2DtMcy2J+iWmpZTe7h9+tCG5vVIeVcuFUQ1GyeqIUTUMJQiEQTAaRt4ZktdcZX4UD17IVBCXPKmxA+uIBErDCrm0gC6RCkCiRnLn4TRaJUgeiTBCvA/uz0SwKJRUt07GYqCi21pQQQKrSodBXtTPas9qXoAXoD8JIvkfQ8+du31ijrdPO7H9h06ZNRtD+nxpIGR96yKi98eO/tNf/1nvhfNAuUwdXbnxJe72pRuwGLMo1yN56jtjHbdQAQ0GRgxjFNchxYlRnRN4Ig0EsU2XdHr7czLbCnoWOtkE4k9hWa3RD+K7LV7/HlhTmT2xNNeXrYT+vs5qzRnhJeEc4LjCTmck2yEUtFgmxiCAZgwayEZzor9pL7LjAdjnlwApQh0aqrsqekV7HaimvIH+d9Aq13A3yPfPmjH60HNnix4f/aeBJ7QS7T3vu5Wn9C/LhnF9qYO/8go9wkS2ae0MDP53MfYAqCWjyZO7EN5D5YFLaLMGVEpD2gH+oMh1Mcps5uJIcLf5jNyZJSXOSZJCHkCEOQnW2itvW5Dbaoogm4EXkIe4CcfhzYSNZmIO/dAb6GvD/QuMwU2PVkBEPROLQUMyCRXW40hZTVP4/DMdcYoZmPBxFyVwfDrYWEnhICh5UsvmomlarcWQLL//8zPWhZVeNxCnQnnk867NMUuXj4ncinCjeIWIgV+Kj6+6LGbsvxIGizFGDYEKCzRAEffHeMNnjfNa+4XHQzEshJ/VcYyii6mITNHQWVYOsbXMfHDR5Ll54Gqx4+syTa97AQYce6FlwycwBD27Hnktm14ATqx4/2p05eK00d3TNTWNIHxIcX+AryJmIE81lmdp6lni7Msu2SFlkYyeIE5WJNnqZBE7gaTn1CRhcFPQa0SSscYXfwkOVP8LDvhh0Bp/pGSxpnjd4gx7MKZbc6blncy/l0qDREceLkNPolWFvLIH0JKmBJ2GGuotZC+3GOV73zbAh8TRalhVr//r42gN7iHcWemDqoOU7tU+Z7pit8UwHnfzDY5/XIBet87hxtIqcTd23HEf42UHdunuygBeKNmfXCK+VmoNubheAQ5+ljBYoKlviTTjCqt1V4pruOuuiVRcAhmY87iTzqavF+xA7mTdEi/A8gtbfuJh4CsB99ck39SkEV0wZpDuYmV3aL7sf/6QH9i8njNLP4YYgfTWM1DG9rpZNtjwhPW5YbVlt+1z63HDcctym2SQ37XK5PflSvq2b1M221LBUEavtfZCAsBPcDYI/Um7xpB0O92hhmgAFAcuv0fw6/ku+ATkaPENFk7l9cmFurpUplml3sVXMzXWAnLgpy5omYnr7+bggOOJmewCJH9reiGaetb8x1Pv/FJ3UQeb0GGS0PC8VpCx2yODOQbqkCsGB4APr7qdnPxfSThaD1GWggskbtVMfavLtoMC185779uZoaXrw8ycWTu345t+1IdqmC9q2PeDzketW73pHj5c93nCeP0tq/oLUFnXWzcwSdim/VF5iXuRa6l3mWxxYwzwhPCGtUV5iXmTPOy94LbzL4fJ6vD5HIJ+tMc92CefYc/wFwwUTY41Og5vhl5A2wz5wJcQNIuz+Yg6Z2+5io2hHhKDnW1ZaoMViy4lvxmhhOBhBk2CEFEYuynUhHcrahnp5YG2VjqylR8FJQILkdCFmSVkJ1i6mSzgG40gKAdxLw6pDnDwO8r/3gu6gDUiCiWu1r48ebzhg+V47Trd7Y8vOnR//cd27iIPWAjO4TZujPfq9tnnvUlDyemY9PPmj9hNAe/Ta3y7qdGJ0OwzRKUB9pt7xkwKWsMsNyzzLcteH9nFvM2+LxxlxqGGCMEG823Cn585cTpREg0fyGCq5bhx3QvxCgnIAyALLjeTu4pZzT3GvcCwX5AU7zwuswAeiCgBjwHrs6NmdURvkOTt63cwHkN50UMH1dozzt1wNhMyhYKgkRE8PAa6IP+qN4/jNAdNHpi9NrGlJEO2qcz9eJLsL8VdtpQ5Ad45kWZzL2kK12KoGlkpKh+isI8hDOKvmugtdhpFjkA9C4A0JjhcDq1bMXH5Me2b7LfeMPrxryelTcJp2/PyWaX17zd59Eo4f+LH2OvC/vKw8eHrN4o+6YONWGdm91wgnsRW6NVxgWpCzfp7QcyTBtjhF+ZB7sk6tfNMDWNpj9tjoSZFJ0ckFL9r22N4zv2d72yl0tXVxDg8MigyKDi+YHODjYoXYytzKVuHtauZkkjJh6WsCJo7EM8w8aOBJxc+2XIqko+Taca85kBeytE+MSUxPQH/ITboAye6hhcqPpbh/Uh3BOstim2Fg87rq2kw26RtHIFLENMSk4En1JTlzyYMY5zlVegM475YD4syvcnLyFr94K2x3aOnHIKx9dPmlBuo24AGj/tAmc+ahm+seemTKzY+yp+bfD9q8/Nqs27X9x77U6p9DH+gM7gG9rw156KXNDzz46su6vsE9DZ9iYkhfutAOXaLmtrK28nWz0sj4kZFEkfPodwzn6G8NF6wib8ZZBuagmhdLbw6CS0EQDJpc6LVtFOcmCQgmibeFGCY3dATp/vZhlztGShjMGEnJBC6ZwJeIkNV47xFgu6ykSjWJqBmJizoQji1U6rwO4xtqCgVYGm8eh5Ne+/Ok3rdN2bUtcxPI2Xn/rKnLd56Zc9s9u1YxsQeWD1vozHl06Lyn4NQOXTpWZjq07tG7jS67l6JJ4/pElmq3l6Lh7bsxNtWqLGybiGHbAM/E2CYAKBZcQn5aNacjdRLZ2TwiuBQe1npigL2vr72G+a7hZ+0Ccw59vxF5dov2Iqfi9l0CZ6QZiYCuIbKYYgF0lYz74O24s9d2u35yitWefoKKxiDPtStq565pRUW2fEAB1QpQlFU4o8MaY1mIIXSDdIne1FMPIWL0w0QCyfxEgkQUCbZcknhiBUCPINqIFUXbQpBnwLVT38zsOkqkh8349o9Ae8UyV7sAtL5gIFh7rV6DQIPDtK7P4n3VHu2jONlXpH8AtsrZPzHFVEvQRQ3H6DifX1jQopyu4FsVVrZ4gnmy+EV+Y+FOZl/xIea9YsW/p+HKdpcHA2pdUaPoppgBbHHLIoZii4uWF4GioNeXLoolCu2JRCHDLsRBEuSjOdGrbEzvEpQvuhi+uJChvJjVVLnkSwAuEdAr0364AflGEfTqsGDQwrk5jk0UURKdT/rNd8ufmX9/PltUXJjPJFrKYo5YI84TV4isQQQsz4gMxaVwM+fUlERJBEQiVEJJwETC0zLmJnUcyJA0mbikjjtMYo2IynXKt6R7UB2JOeI2tSTciM9lFB0GFX0SvZMVhIm6poijfgt0j5HSKxzISSt2BrBYxHX5SBeTbEmXDqiEdDCWBy4HiT86cTACByJgj4pE+WLtk8dnzB3ZMtp2+oBQ7cLWxeXlwFVeUVR57wTfgGntoi1Hzp3xuPbJory2rcAhpmCCdhhETwUjD09N7GP7/3F+Rwi2ab1r7nl2ILsvMfXhSPCUdhKk+lcxWhuyT9wNF+hNTDsqRp1SvQ6LxxOzbDS9mMsOMU4y3mFcYtxlecvCOQBekgiFJQKllpSmV1JgNAVwT0bKnOPrQfm3+Ov9tN8fxJ8z5MiGHmb5CDLTZAG/4ELSFBgcAl/mwKdgMEhA4fBh2AuqYlVdOWmrNRJyt8/vkw/kv8AXkFHsR1cfwUgxuXPSBkODD/hUoyXtIzZNAq9CLQFKxlhtqURT8PEb/UoOuWegndKELVmWNQERheOkVfp1saN3UCSSF2zt1qFNt26thuZ9n/ePJ+o/HTHujlkXvtAWDgKg3co+o2/qC3bstnVLlg4qGZ5asWLLogFTk8H7xs7bDgqSawe0atdFlz0rMI4qg09ht6sBAM28A3r4GtiNPwpP8kIF34WH/eBo3HAEwj2AVvP0kCLkBRpjxQoSTfMxFkPasVWIjEgcwBh2+XeiV8RqCVt8aJLIU8ncGBdsigmqdpnPgwkS2uwAe/HT4XxehLj4QbS40nw+uuASod3uaJp3owtFQorD9EDG9bDhCr0BqPYv3AxUb/159Qu4MTNMP3tmRrGfWWN0OBszLEJb6Vcxw2aYT0txT10kT/zUJjXM8g4eTmJnu5c5l3kYT67H53G7Yy673YV+PF63NRexzQ5k9vlJQl5I4ijO5fZLE63LrNBt91gZlyxTLgWX8gaBL+bPpjT5Cd4fFud+oOAeQGfxxV8dQO4nTvkk0Q09sKMHCXVDMNMU3CFbF2/byiZvvjFaGABhXt+d2f2JTMSlwF3TuqBcVScH+4BpgUBey5GLRrLc09onKxLV7ZCGiGm9hZo7ni4qYvc5nFMfCUffkGS8/2rLtKye8jR8z6wgmC2d9lJCw5FdojnNCTiGfPsOiqMlhYCtSjIdg1VOLoZLguzTDMBw0EHaqdTdEC6sS2RdabsegyoliE5lX9Kvahe0ewdOrOt4mxgrcld6MUwy3UGL7HqkhfUjSPfYRMZCzgFxzhyYr+ZJyPFK8/hyN3+3BKUSgzHN4wssMZjSotvjTws4XUVENzR+RqJu+JkYRDqOpAaLuAcoPvoB2NEjz/JFI352fBt6zDKrCCAtCqzMcbjZAWuS98NNRMfWq16xEMe1C9MSvkCJpw24sxYnGiQdDxlLZ1w3hvygoyTLN2e7AGl6D71WlXSTGEiiiJ/m6I3pIC/RIg3QLkPfQQs8EKFefykjtjFV6eElzE52Bw4LbFL9rBpCG5FV4AEIIb6HMClVI4qo6CPSPjRWg741DdVGfBiCBJQHSyl3Et+fS5BjqcpGeMDfgAMO0zGbs//hnViLz0hFgA8ESV7hU425hHpmIdqIufAbtBFJZmGmc5O9w/QieAwD9lIiLlQ/QtxppP14WWL4GEfQiTnQwAGuyggkAjat2z4yuIThMg3E9sHmGnkgkiXb7bFZhAYxvQc8DLzaOdyAGnH4XLDo6hfgL1oH6vfwdPG4KghmaMe9FIvG5UZcjdYgBsl4IGhAw6wSuRjfNBweXEKmd7Wgm2KNeOk3RJuX0pu189r9+O8jRu6IbbLGPFTyt3Vf4Ya8YDQWNCL6GBlLp62QVPNL2CoUsXUg7gNezHL6aTHYu003DvFTFj/lD6LxIIn7Y+JcIotd2ohc6qBf115Bw3mFWId0R/K3TVo/pj/BXA4Q+3ugNoV7leR8FVBl1Da1Ew1lk2yhfQwfEFrCtzzfes4FLkTPF33X8kLZT/wVpzgpNil/ctHkFhPT30nnHPxQaYhnEjfZMTk4OcJBn9dksZcQWDg5jzQPkQsxQAmLNOftapQt8CL3SDFVtE+FFGRPXlHicUqJmYuLgWIG5iuhkGtoOZIcmVpk7igZcqm9+A2Gs/qGZN4QaMQU+r/ReakDWBQih5igIcbi2dgmLEtT2I7hsy0IsBZlm93Dy8CV+sOITSf+/UKPha2079ou7/3KWUA91m9x+Z97z5rar/+MebD34Ckz+/SZMRm50N/26aPtPHdee7NH98wP0NK9B2j3zx9Aq549q/evXrNv37Obn4HvPvHE1neWPvQ2orEB8dYYQmM/Wd9lSOLuJ3tg2DaRg6SmFfE+xm6mcMaKiG1x3CdMtDnSFK8QGMyu243wv+0F3KWg0c7GJ/bJG6PKy9BOeAh4pn19bSsTwyt/7TWNBW4ylhkUbleKsWu77hQsSyw4lrVBzTGbKcSMSH7FfsBNZDFqbZUDxs7aCJQZliK2ajuSIjiynKglmzCpF+CQ/BgSWtYjyxzBn50BcgMTevWoxY1wnx9874c90YYcMqhtGBxCe/LFommvrtLtES5A6DJyKyHLLhmHljkjaQ4biqSNVXwsKa2TDki0pKLn0kN0LMmt4w5wNIefcw/BLDZ9JItNfzGDRod+LuLdUFWV3Q/XhcQKAEENoJErSv8ytZE4dEcMzg+oB7UL3CNoPGZq5g4jDivjIZmzQ8IVDRYVLZDZErBAC1ogFcea/9fxmbPjM1crzceXSp6rJeKjigScfyfa/CAaZkf00wXQM7/+5fT1wWZXE+J6HvZ+4uvhSnFjgQCiLBhmAyc44MSrKs6HK5FugBJJw0fuBHFgJMka4tu7oYmQbru7p+73KUjxjSFHF5SKXkNWzJnE0doEkbsXrwfxCGLQ9Wgslw04615xPrwduF969c5tlzMvahvQE3ZuzezVu9Dad2mx7palf6I7Zqb1adWrNZI7j6G170PW3k65qY1qDsdygpN1CnH2RfYlcQ+7V3xbkN5h3xKgHQ/bjmNuUJ8QXgVkhLmxEbZblhwUp4SImI4jTb4Sw8hizHNeRqYbEeYu0OACrirvAu8RLwSG3+4qTyPSva5iSKZ0VrZjTZOorbvY2Pnj+ryjjbPGVuljaMt5X9h859GjmY3olp04cvaaXfRSzP549slnbl3z1Da1a69KOBHzGsTnmkgf6fO/Q/V1swCWZUUH6xDj7EuIAHsRAd5h3xbeFQ1k/rbfzp/YoFZZItNv7ww6jzibZifqs5OrkTmWnVkjnlIiW2lR97uTWU0msu2OTz/NbEC33NzOs5/cjadQsu5mNIW+FWj18F5phXSYB/lnHrR2ziHiUHmoeYhlkjhZnmyeZNkId0OMTrNBTQSoL3WINNxtmEmStsM0hWdAqb5AmqIkRehxhD+LZN4+0AfZ4rfvkHhrD4KEjT5k24ccbQfae15F9ngE8Kw7ZGyfw8cEwRaz4sax1pu92UwP5XLmG5INi3Qhcrd+1L0t3HViRjafKRtptoZKKYdCNfpXFSHwHkiIU8a1m2bWvp8AxmmA0a5c0RZPAs7I0zdNN2kn4dR5c1U1BeLaZxntR+0M6Jd6ecECEud7qOECtwjRwYam+Me9lAlZniaHOy27nW5klqILCShE0c1e5h0GTmYnm25x3uKekDvB/xLDD2WHmoY7h7sH5Q7ykyoe7FzYMIDfDqNskwjIvJPjkZcRogM4CGPFbYlCwBprggi/ZAPrkZSuDqKFrtN3628iytnKGmzI4ShMeV6qlNJtcT2i3EwxIr1x1gnEM2eB/9ZTWxt+kc5q5+l/zbp15qwpU2YhPhjwwc/aGe2H9ZceAY6ntYn0TY8//8kjGza8txwZKVcRT4eIz+Cj3lMjcesyGRmxstVr8lrHyTPkBfLjwhPyXvFd8bj1gtUo0MRQz3V60guRLQAFjIUt2yUJuefSfuP7RmikEQ/twj62DxKJ1srOScgwnm8ERkUWBVpCOgrgPd4AwGYAfgAAVAUkyRNS1GA8bVYaFLgZkQ139kHEwT3ufqwlVEKeliVVpydkYHJlbkjIQK4WLgNo9NFJQSZnBiRIkg0dszqAfxvAhLTvvCMGpS17tb3vDq6545Gxz64D1nenDZ94+x5sBYK9yZ4O7XOQXmjnNyyY9HDZzupu3VSqKbZF8I9lPb+TOoJ4KqEqMOkHSewqjvbP96/0M3sazu32+2VZhcDf5L0ivs5iL//6e/pRZ3XsZRpSvjzBpEIa+m5AbAYUhexAjDcUpw6prcvZtK+G7YRsPpExuUS7KWaqMHUxDfVN9m307vKeM102GTkTAHmjIxEIY7zPH6BDHMvQuHJ3B8+jJSeYnWZzSLJaLEFXzEAErwE0IJewqmBVwfoCOL3gUgH8oQBEIqF4ECJnKBiLhpokcQhcQnqkOp9IYP24n7SpJ6lGWaGcyrK0C6fTYb7GgOB6159a0o0zCwZvadZSQc/X5RwExS1VFgKbwBDtpU7Pj1mwqc3i5wYtzO8ZKg25Bnaafod2/uGHgYft/LD2j759Zr66OVNbvz/0kS3VB967cnL1I/WZfzDbH56F6U1iuJjetE/v1TcoiyrNCaSCQGzeqw/XzZF+AVhW7t7JKTaPfr7oQTdDhSHSENNQZbIwUZpomqy86NrjkihdcOI2w2ZPwLPS0+Bhkp756Ib2YMHpwYLT4zGLlh5HrGet0IoFJ5KRO8w834PLCk4OC04GC04Rnw9YYxYL8mXa57ifBSEDFpwGJDh/TFz+Rm+DQgTnZSw4L/9GcOIoISkfqGBhKExZkGUdtGVLB0JwvXbSNP2mpyPAOUlbfEW7goQnGDdB+948rd24KSJIgDcWLHg5pW0GYWDIgIR2IqWqc+cRvi1BdFGIH+Qhz0m/JVKvZyZ1A2g3wOmEr5/Uccjf/19xyG+ssUTy2d3wPT8TySQPFabWY/l8RHWJ5jRN07yDdvBx+iX6JX4PvZcX7aTZhRzWtS3Vh4JYV0FdV1FuLz5oECUMPLPTzXm8JPKlxqyO9GhxlQi/xMd9QBQN/hDbPk/NQ4rYjAs9plmA5WAkGxOpRcTW8aMS1ztXYX2sJ1UlQDOjSmfiZnUEun5mVgCPrp43akuemVv5UG2w2Ee/ii2tYbt2w6klz9yy5im6WkucecZ6UmjVHX58bUXfita9MC2wvX2R2P651CLVLXgAYwJWu8lujZli1rctn1nOWcRc4p8oMtHJxI5iRJYjNgjOi5Ike0ycRq3CQLxmSqWgQo1Gz2i0Jdwhpb0f+TQLGMBU+9CuJX1crL8tHsD1FKR8oO7GigF97k2mCPy7to/UktUAN8j5y6vjd/xbew1wE0fMeXI39ut1H1+bqz4154+btnXo3LNSx7Imcs1HrVej5ULaWSN0cjK8wWUY6prsYhjf6NxclgWS0+WmvaLA0w483ZYSDyjFKyFXlAguM2hA7mhVYFVgfQBOD1wKwB8CIDfXCz0sy3GeGOVtElxecMkLvNX+/ya4iBn5W5mFg3hlpDqxSWqFbpBVSBZdl1Ta+UYRxXaeNatJQj0EW14XTbouIPFMIpvyshj5+CA8qNrA9OCCYH3wbJChgmFSbBC4rkrKGut2mFHkd8PZegMmi5cfvV5j0Axfn8QScKwVxxJwrJX6W2OsNcdBPu++MdaK/OCexOa9bTviKRzp2CEzEiT+nhPbMkawHjepEmLV8lkZHkAG7D7wPgVxDX41OAvgAXxQBt7fxseYJvuHAesxwxmUH7GKb8otQk9+t/4AnvxKW0lCRR7tAnDrbpXu/w1rOC/ivvDV1GPqCLYdchkAUwUEl9sFBbPbDDnGyUCGBhWtWomFwfzcnJz8fFvLeAn61fbhuNkWsEFbq9YVFWXFrT0FBf5Yjic311/sofNjxcZEcTGbENuIUDSKVHWq9ijBhK++WJokBzJJ5Si5BQTlgpTcpJIpBXeHSGXLeXWoI4J00Qi1pwOqNYMfy5a1o2k2wbc2gQW4nOI3/YdrL327fVuH8vIO23acfHHn8MHDx732h4+3blwxeupnt40fPfX4vmdB4tl9x6eOvum2Y1NHr9i49eM/vDZuOPzq00373+jsRVug87Cx+3d8cvbVveO6DTnT6sH5p75atu5uMF5be/e6ZV+dnr+i1Zkh3cbtfTWLl8FVYnsQdFFraTU3kO6jN44/QEMPDd6lf6bhn5EvbgCzDIcMnxloizFkbGmk64xglxGcMwLGaDdCkeZkq5E22HjWbhY4yEoUADbKCnI4qw3QeMvS2MZeib5fhB64DNI3w73wO0h3ogfScAcNFtI/0vAtGrBMZ2YRQ29gDjEELRUWGMEJxG80pPuYQTWprqfxBT5oBj3NoJUZiGaPGZrNoj2mn8k57zKAfYYvDFA2MLQYc7NAYCeze1ia5aox/so0Yb5A/yA04Mo/IC7CUiCVQgLeVVpbpxwjlcw67vEMV4oAPtSSa7ZW11VKgJJwtXkqZSUANTo8DXlIELRRGURArCxkd+XoDzbAVWrDMw8uzWjnBoN41QO398FXNFlsfHbS/gwXHTp1baW2B3Q48Al+hJ82z1NzUhHqaVUyM/OZlQxt5sLZFChcUqbK6OZRGpiwJ4lBQtpYBMqiWLZYaN5iMeRGV1qB1coboC/KC32we0KZrL6g3JcH8/mPcDqk6IpjugWRftgDV+yIBpCKJK3rdTVYr6OyExBSkiVFENyP1Gd0UBS9LpegQxOVWBbSJaaDIC5j3tZRFSvKucfVzrffRJLcAO5DvhM9rvjb8me0D2+tWal9CoKz4kNKCsH2e6fMLI4xLfZ98sm+v0yadfrOYp82jzOXJ/UcmByKYnuTHBgf9bo6/B3bcRsstwGHLWqD74ITANpBHkgD2mxIGmAfw0rDZsMBA2MwUEYpJ8YrNFhF19NHaNpMJxGfo3uwkgYq3RfxF806QlT7QJAFrECROExws/dL7w/eBi8z3bvAC6d5QYkXfOQFlBfwXi9tZNCHtks8l4Met9ISJtHBzEFCIMQMdchmQLJC0bIchdjjYJaYdY3AaATNT8dMztJMpxpGmClleyOm2aB9CEqRLExrHwDvE53nVLfRzowtnbcbcPWgTHufvnU/eFSbsl8z5wzqM3Gkz6T9Sz9HbDjPz8a4ZlRGza/gwR22xTY43AacrnIX5AOAjwGJL4wXQpnAExmQcVBUhOX1SIsnXVI0vQgWFeVXe/p4oMdT7T2AC+IVL/R6fUo4KpkjyQiU6UgEYx3RJphfzIhGIRIpCuXFJdUiSfi4lTSQEGlJogzeuMdTFEeWSDYxDTOaamqhGIKqsS8unAa8EdMsU6+cy26zbN3saAx4aknpsM+WLMRAdRa7sj5Tj5V4NmENe4MpUhOehbTUKdwkhuO6fklZdTRwvbAWsS3pDKyD3vOzy559+vtja5/rXWR8G5dBvpP78E7Q9ps1L6S0k4EXZz4zdrAFfKClHT2Hr/nDkAE28Jdv75pz06Q3p87PrCdJXNTLn06efqzjtPtmTNxwecNNdwzpj4tcH2m4wEWRbxEEtBqaA5YC6KbBauMJ43dG2m0CcyxLLfAd93E3rPABDI+5QU3KAW+1FybRRQfA2ezlzN4+3nXo5iPCkzxiQAVae+D2A9CGvQsX0sBmhad6KEHkbvcNjgnSQexg4KB+CsoiJ0g5OR5bzGoNxjZTByj4EdGJuZ4QazYAsyGAdgzaFmiryHwj6qbCG9LrhS1CvXBJYOqbY29m6vU1qMONU3CKXKODUl2N20B9i6/f6t0eCKIlWpMZ2RWBuHYnuxgEVM6WRW1HK2FF68BFkZfyrXbN/hS2LNfabr1P91ZMrVIdD1mRe3Iy9xDyZSq1zT99rbXDca/X5z6GfJZ24eBPmxqol4mcwHnhg0juqImao3bkTUZJMApBUbKLEhLRovFe+iEa9qXH0NORn8Gy0GCUAcYile244gBQRiPkDSYTK2Pwc0AhkVB9EP1Xjbf3wdMHk8CTPF27hBzDKQcP4u5Ah2trPUqz13BaDR1BZk2ERm6zDNlB2oEd/U71ekV7CxpBVfr2OqhkLuEfxDstwEDtFYxorffbJOO+T+2ZHXeMjDuInRjRuJV+nf6YphfQq+j1zcceI2MP4NyKdeibrk+AIxOQfm8Cdf/3GaToOM8M1768t3BHwXztBHglU969GzYq8A9u//3++7r/wk9CdLchrfW4OlCyWEUr73RYBQcivtUuWkvIJBy/Jr/dgYQ4Ir/Njn4Vn7c53LISNDokyNstTidrM1uhsflCHMS9mtBM0FTQXJJY7P6vK6IDNl2fU2M4H68OP6lpdV7TviU10JMBfcMyNS4V/CS7XGi+yB/mehN/zUm9oI5tPt8Yma++aI6tzOvMxwy9gFnFrGdohsO9tQGecoxMuWnVyLxjFEYqI5N32i0WPHnO2HwRfzX52sbZX19Oy/9p/lmT24bXluvdtLYrvyI+XfSLTFmP7o1L3LjM0E+WGo11MJp7BK11APnt3+6lwg0X1Mds7rQ1HA6Xhh8OPxfeFuaGhCeFZ4dpNgzeCYKKIOiSMyQHTvSA2c4lTogFbywcsodDQY/bEwsH7eFwkFuHtmc07NmMm7y7+OC60OYQDEWRgQ94k+AJup0hVzjMiawbbHQjrzNIcUFRQH68KWgeIwKFdJakg6QL8BbcBTgvkgWEPnoxVadk0JUgYOKzdQItm0pVY2uGfOjQIXSXRfvSyZY9xKyjkD5PFIAyJU4OMDmMIxzSTfsKEAJO0pcBhGxcRDtxZ/Xt2ol6NaEdj5WvGni/Npsdod3xwKDlqWjmvDb9vd2gZ7cYzKyAt8NFw07vvnB45rpBpXY4NPOSo3zo03Xv0V9oz5JerkiG4X59ISqPemWrIOu9c/OUPJiXgwFfoYl2uz2WcIR0+FC9Hg5IFimshKJpczgZrg7TXjYn7M0j4Ast0avOSHmkJkK7I568PEEGsZ+QV0wJFzxXkJZXYhYhViL3lVfJ9TIjy7GojvaByaUcLSXY85hkSP7jh9FNQNr1GJAxq6vr62uxqEdkShOV+98JFXGxq7Tzsr1t2WDt/Cv5du18sHhu35naKaardmZe77sKA5lLV2YnpqSGFMUEbRGYa1rUYW4isWX0vb1KXeAzLeFO9583Yitt/YduFyK5I3RFvBimosC4l4oiXvRjXoyGo6XRh6PPRbdFOXpwdCJG7IdR4GH8mCgrbc70OxFQEQE1/sH+iX56Yi6Y7VnigXkerycWzbNH8yK5ObmxaMQejUZ0zozmWqNmz3wPnObZjK0jLx9Zl7cZrUnUmeOFPHDgct5IzmQP8OR5o1HEqDlgYw7IyTIqIjli1M04DhV324PrHAccUEGSD0PfOBCX1hHN+ju8WkuY1YUI3sStdRfr/yu/Eru8dnTtb3lWqWgSe9fZVujanG1rtH+T1nUP6Kx7X+1/Y10g3ZdZgU0fOD6zlm5znXuzspHHPV9jVAF1bofT6Wtk4QKlABYEzb6AD7Gwz+e3xPMJOrTqDfg5CXhoixQnXBxPxqvjiIuD8UBBPl6wtuhVLt+ZD8/lA1++v6AAs/HbARCgBNwOFfoJG6+TwWjyPyUDAy3LicJcd8yjekiiMTJpFE/Qs96zxXPJw3qSTQZNlodxSPXXTF97I9eTRfg125NWkP+F8yO/JnjExY+9kf0TFt+PBKAo9r/tgTduKYhpyEbQEr/ZB4Cq0foxf+JbUF2oF9VWJdHCRDIWfT8M9oXBU+FNYRiORvKi0WB52m4PeOLpdCvElZQSb9UtEAwG2wUlurhzVbkVl9UGggE7+uczFFcJhYlEcSSSX+wrLglH6Q7FnBlZJ9gST6UunjpcirNfKzFCXGUS3V6sVM5cBAS3gHQUxAnROFaCKIl1lPuwBXeRQ3rJffrDUpL7H0pHwiRmUqYQZPN0KFLWLDQStUbplK0pgmIGegccxoKczlBYD6fkYfjQP2nn2tu0i4M3Tb0TnLpzcJ12umN4TvfBnduO2ZfWznYHsec2PzqzzeybS4YrOSHXyEn9XrkE8s4+pZ1YEQuVdAFGddkObUqPiX2HvQA6xUrHv3O6tPXM2lSLPR1BoBLUalvPzeo/KNxit73lxDc+WTBe+89/Rne4qYXXNW4TontHrR/9T3Y1VU1tUdNFoVg8EQ594Qfv+sEm/34/XOMH/lAgGAp5S0usVo89VFKSBhRlCqXbe7zeypBEky5y7cq9nlKL1Yxkh9VjdRnKpVg8XhAI5BW4ivwhvg0GYW1G/MNNxD9MiF+rHK60pBrJf5iQ//Dvkv8G+kcQ/blG+pelE6CsVIdxwq1DKn6P9k4HhtbCIOroHfqf/2pPf9n9qaEjwR//tL3krf7q3RXf581NttnQnNyj25Xe+9rftVSqa23iSPVPmND9B60GJbct2r28uusDqRXdcy3IxMgS+TVrcMBTj45Q39S+a1V682idtxvtjRxqrVonSh4Jfu4CDmsxJyKxajNAQeDsQTFpG237yEabbdW2PrZptvm2dbbN6AVhGsYoMHqDuD8mzPHFTWCj6XMTzDPtMEGTMXizfKf8nfyzzLwg75JhngzkSwZQYhhjmG5YZVhvYA24/UYthu2t1cNExI/Hrg1umpXSoWN1CF8dIRt375ORZMXOJUbp19tGRKKlKxZc0k5or/TcDvK3y8FIIYh/UeYDcab0/elrh/bjtUFgEyiDX2SGFAbCtP3aP5iNI3eBITf07z2602szcQ5SLzCNE2XBxNlFyg5kewxN04wosNJ2AE36B1uDja/CFPkSUyRA3si+HECEgTab2RMjQExAoClfqQLCSqkCMZYVVMwxk1pqBKRBEQY3gyJjNJHisvY90+TR2zKtJ0CKxjRlAr23mIAJtznEaZWWlA7PRlx3QjP0fEaWbBjuDslNhRAvg0NpuOVoI92wv46s02Z0Y1cFCu+aflg7//zQEf4VwLPC3At4NhXYkLx0bR0xr38P0hu4S7cXacO1HwfgvsHK/W0XQDPJn8tieFJmKpdKUH9QJ7Qp3FQICwpXF8LWBcAey4vBdOz5GIzFHkcXe7n9BTs9xwIKLa0t8Ccj2IKUdzQQSAaqA3RgCzI5o6PDIBxmrMUGGkc+FF8jxHOxM+/3IJ5Lr6fm1B5FP03t1eqyHeZCQZpg42OYOnx+h1OFiUyzxXTJmA1QsN9s3q/t01K7RmzdD4aRPnNvl2obXr15nKtnl/HArw6umzpc1b4a36Wna8gdm16eNQSe1HYcPgmGvvIdGPX+sc/e/wLcfetNm0vHa5+Xjm/5/Mi7543EfS71vEtKQbNoQb2utt5VAB53gdU28LYC7jK/bN5npjcYdhrgOzK4Qwbv8mAWv4HfydN3wZfhPki/DUCJX/Uf8dN+cjB3NgzM4UAYymHcjXZ9Dm0iQQ1zMlodhQRWX4lGGQfBHeVJ31o/I1uCuC9dAVXiiYfMYkBMinQV7g9/SaTFZN2o39BS5yDS2+U6QXEriBm12d6RMVjW2Kku2xUOUxWLspgu75yN+LJPPnXpybsXP4C71v0IWmrHrdWdJt3WI62Utez4alm7li3blb3asWWZUt3plls6VeM2duvad6Yadj5yz33LtA/W3tyu08DWtfl9P83vmz+lQ9euHbI1MNxc9iii6Ut7KanhiDollJcmrQK+lYAsSaRlqyTiFFIxqOfwSzLL8jFQjpPfYlQ5VUPRgMK9W0UBcrzg4QHHA1mUeI5lOXYwC4+xl1kosh62kqVZAQDKGhPKhcUCLWB4eqRHMMg/aZNE6VDGpWgfWvS6k9+2ba1r7Nsawi2M0bZzObm5yyeqXfzaOO1g5kfQHswE6cCI7iMPkLatcADGTL36Jr1hVDKKMSBx7IINYz4CQB3GShOkWbgjwiEJfC0BeqUMPHKBXCnTq+WX5BMyXSyDPBFY2TBbyo5jH2ZZKFklJGIkXkD0iTWjT6wZfWgCQNNOcSL1SdOq1ZmmY8imEwWO46WJPBjURKK72DXsF+wvLHOYBUtwTBe3usc41FaBxM2R6R8XughDCLkI3DySTzrRapsRzdvrIg4spgjkJMk/QQLtBuLhN3AMfAY+KKjDnRRwUy5y2AMipAMu1p9seEHnZNtS7T8ZbSCIA7gtFu0+Ywl98OPCezLISM4Ug4s3p8aR83HCO3zCGqNHka63NJwJBlJxVYJgugsEXStdkGTIuyyijE/Ync1RxbL5JmQt2M/Rd4zOfgfG64qqIgS4+KHeRe9p+OWGr2g6ZyS9b4dp/YTPEP9iyZak9qiThBaAL8RhYyEM0j7QOge0doC0DXQ24dLEEBL8RpPZGCOttwMGYDAE4wrHyyYzBU3QHKOgHbkEEFKyogBFVuSW+fEAkqV5xbl0UbFdNFNGAyfzIrFwIGPGbjnuCXvw6EG84fGZW6OJk0ouURIKbsWN04DcyoelCs6zXUJQNSjSAKxJHIhAx/rDGx2EckBzeP3Q76DqC59pNZW71vXr7elQtr4S6ZTE2SvXvrxnuXZRu7j8nnuWA2RELL9H+6ym/S23tK/Rr0zsaren7recMn7AFGRM8F/aLm39m5999iYYA8bgR239v5fcffeSf5Or3le4H/8y2idmykcVIX1U9ogJBG8goMHgD/2aeph2ZpnQrkUs5Apj8ZnDF5JUdLv8v9KvkXynU0t+S7wm2uHjq19RjAhTqLfPsd6IzV3Ov/w75MrUzdy166vpM3bt/lr7OhJuVRGKREIVFb+hU+biv9auB63/ia7aW/9cM3Tg4GFr0HUz8R0jDQu5sVxLyoW47z61X6sgiAYBF3QGYVBRovmAOIH5QkUuKMwFYq4nF+ba7YVFQCzyFMEiRkD/DO441TIvjiPb0ODPDRZbFTssKswvFjjc8f1wKnM4VZ06nCk9rJ/o4mZ72IHBBwrY0rt+hxgK8Q1BeM9r7GGA1Aij808821gN08Sl9xgq58ZueEb7a/t589prf31mw4Z1INj+rvltQfCZDdpHo4c+1mHMmA6PDRkzZtgTNUOH1Tw+bAw8qr1xYHfR9OlFuw+AdqD9wX0tp05tue+g9u6hhXcmundP3Lnw0NsL70rU1CTuWqjT5xHmCvMYZUcc9IhaM8QHOvtAuQ/4TKYhUdA5CsqjIMoP9YDuHlCJ3Qnr0ALQvQBUFoACuoRGcpCnZUeoDxLbLUIhOYlsHA9p9CEpJitXEIyDeBTzEs/icy1Mq9ossWpJw9VanVqESM3odZ1gdnj9/Nuqd5Ik3PN71GKu/OdQxdw5FYfm3oVu5sytOPQf7Wzriv6VfXtV9i9v06a8f2WvvpX9K1pD23va0cCttwaefOz990ARvtM+fX/a4D655eW5vQdNa7ojdh/JFRDyKCuSYUOps+pyb28g9AZid8B1cHaAjna4lHqiBcwxgUkCmMOA1pUut9svS9P88/3Qb7Xl9q8pyB1QmTtgQG4lrfaMB4ercXMqkIKpAf37Fg+q6N+/sqJ166riCiuF9mZfDrTk2nOQ4jAABc35c90uVwVd06m4uGtxtCuhfX4B8KAVKCb5Bei/oxdxhgHy0k6dPoOeHv6gFLltJMsghdMNGpMNMJR5EvEmonlKOf3B6doz2K1LWa7nHWBLklCb2DkRonKYFO7pTLw4DK/9e6kJSvQ3iQm/yUpg+I8fuW/ChNtnTKlpa95mn33v1sXgmUczWxKxEZGW5tyRHzE39R+mvfjtjq1qq1bq1p2nNu4cPhjc+eAnesrCtJtG3Xb8l58u/3L8tlHjbvucJCx88iC4k3u+VSrdqmObYaunzfl44/DSotBYm8EZf/nqiySPwePzeToPG/Pn7Z+Cb98kaQwLTn61bB3aS00pDG+iNR7UcIE7y31D1rg9tV8tndRsPVvFQEEMNF9TmxWtam5Ju4pYqk0o2LEkFSpqS9rbtCsha6gvWkv8krmEf7IC3FJxVwXsUQEqynCJTD5Vid6x5q2JgVtjc2NwWAz0jIFYvtx8OdFj9UV9SfX1PIrEb+YD5UwGieAPkP+DnHalcQmx5ZVtDfR/WL5mHdHLU44w6eGIW5wpEVyvxw38n9cJnrp36X/+suzet/+z9N77lv781Y/Prlrz+I/nri27jx3/+2txzf3zo0937Pj0oz9fe3Ttae2QtnH0aOR4tDm99lEdB0z8hruKbIzu2MYwnWXzwT49t6iHaqNUALrfgJVKck3Y9ujzPfTPwyton7bYCoIEzE4Q08GgGoTrg0eCyMD5cHfQIVA35kDVkRylscgPHk5w3CvVMAWYYgctFBsFA/LiJYkDQcrLxUmbJr0MBDtiel9VPd868xaGVWhCS6/Itvdu9L+GN+GkD+qsHd/zxJ8bAdSZWBYiPZ4ZC5bmrH8HUYJAp+s9oqeQHtEOqpdqK7fWWOE5KyAtTKmmRtB2nhSO2QySbDLERJEFMcrFhkqQQZT89RBrdeiHOr3rs5JqHGZZ8z7Pf6up0s7vHFd737Irjb2dtY3uzBLwQP6jK46iJdPjJuaG88xTiF42IKv1ikUwUzbeigwGExAskLeagCixgsUgM4KF5q2MjIxu/D4VBSY7ACaZYaKsZGdZycrz3QQLssUtk03AbQKtTWCfCaw1vWKC502gizREmiTRvNRFgrKUI8GrEihjO7ODWPpbFhxngRWAr8C/MLgIEMFeAPl5YAWADCvJFDCZBcFqAcj2n2i5wwK7WcAdApAZ1mQGAm+xShJueAIph0RSdvSmv7VZG13v/Zptfkwe8LXRx2Hcv+4N1dgfKsqzfJSO2KIVbAX6saVo5ql22twisLBamzf02wnaXe3AkiJ8XXzruTn0ql/G7hh7day2DjyBHnaM/WUseEXzU0B7gZkPRrJ/RbZKjWpwLEBuWxC5JuYFyBgrU81W1WRJI3Ji18Og4tzfHegFzpA8TALPp5HrcJiA/Z/24nvvYaw8uUgIV5mTvoXlqRC5ljrByA4ttNWgQ4sWHTq0AJPIDVvXogMv4xeyj2TNta3MZ6Afewn5n632Iga4oPrM9nRXeiiN7H+RDZiSpmoTbZIAdrUhNhvLqOpRtfWnj9Yia+goGgNyByNECXA6uib+8/0GBSOtcn/pOmNGxRH15nuYz1rHCh/YO+4Z5O8+yCSoexGPyVRQNVMC7schABYKLMWxydNvWSuREVGJvfaWJTa+BWgLUo4I0jf3lkwfeO6WgJNZMjI5e/by+rZ+Bxl/s+/LU62UCHhRZGgJCjIjL5CAlJxxmHznwcbvtF8XlPcOnF7S0Rm45Rzbdfbs5Mhch79tPf7OzFvseNgG6QqFSqiuSQYwmQFDaTAMAkUS1xmBkVNEikoePHwK2ziHPyCi+bpcxmI5D0tl2GbtnR2X1M0av8yyzQmojfPAa/ORAI10ajVr3IaTH+PxC9cS2hb6M3YrJVI2ZOUjQ5RqQ3Wm+iArpF+H9p4uNfmtKlKl+T17tCguyPd6qto6InmcJJsVzh+gAItNCGikObvD07Z9dSe1k8rL6U5dApEeXbr1DsXMvZO9oUT3rsh1qQ4vyXONoA94SxICnSgGbMGB4o+KIVXctxjyxa3LrMayCllJVVDJ+iP1yrEjh5XTZ0bV1uInZ/CTt3CvDq/71GHSyYO8jd/T2/ige5A8cxoH75A+Q28eQw/KEfL/6WO/fikbTXZE0qlSW9Md+B/v6N95LXr93doRc+aM+PTTOfrDtR/1R/io/vjLP254G17RHzML9Ef6vcce+3fGhi7gKrr8/G90oVONr129iN9AP/qa9dTG0zs4hjKgnRyiWqAVq6H6UaOAV32qfYdOVf2HDB0waiRd2z9V1qq8pE3rZP8+RpNiTRQWJQowGm1BguVFWuAowAmJflRvpTfs3cdPhZQQDAU9PfuUlbdOtqTblPj86GmJB3pKOIFnZSQuRJYv6UB1VjrDzp2qKDtyU3g7MsOrBg0ZPrR/7YCRo3r07N13VHGigC4syosWFo0yVwWqklWjq6ZVsVV7QHwRlaw9c+z0scO4il05g1fjdGll5bHSw6XKsYOnD49Cbt/p2rfQR0rxa9iMRBY8+Zir8hja8G8dwe8jo+T0mSONX3P6+kfxJ9Eb2W8kv0NezDbZ4118HB/v2iKxiAMf3SC/KIIkVoWDc6Qam6ahj6CXebyXKlzY1qygiQ2acqZ024YvI7s3ioPApDCkIl5B+6tdnoIW5ZOnjCvt2uPTYdItjyzv3qb62urVAzr36Akf9lZbyJs1V+dMHZcymaP4eSn+iAV/Fq7KL6zp0XO1Jt2U7tyzbfa7mJ36b92EfiETRW/nF8LRy7vNxb/yy95UoulP1tCLpjb7xcwD5NuunWz8+rqmPzmZ+KyrtXr2Pd6HZJYH9Fa901xgjBVgYFCVoSmoQOQRWTCYjRNHbzqiG2yfrLSss2y2sAPwfdIynzznZNwbdIFzlXO9kx2gOvs6xzi3OOudR5ycxelyllotdqvVIiNrovfOH0QgdkbmRVodZrI4rQ4X9EQVqyB3zsakuc7qAh5jUsk0z3tsZkUypM2eaab5JviDqcEETSSyrxgNHlfz4VhKp3sWeCA+JYUEFzCQY84BorX5wJyllE219bWdtTG8bR9cTnmBbZFyeVRtZlTtoVEY/asO3yHeQyquts5SSQ5RSYpenbdX5ugoXBtd/w3u2lSZrM7UXq5fouhH2FS2X1gikW0gRIIShFlKKwBS2ZFGnBEL4zVsWLL4BcMy07PPmmDlG5fnzsVIxTpqMe9bsvbpxatW/XwCgz9i1GIdwfhqFckZ0C4wfyc6xkO9i7GQr+xEUtR0I13L1GSOJWF5ykInLG0sIyy3WpgXcGbKYOdEJ21zRpz3Ox9xMhFnygkJ+TkPtvHKFavUbAl43oazlAvMtGz2NJiQtWMEFkxyS8zsASnak2N1xhAt8ZmKYEjbko1n0sop3OG6kYSWylG4HUuWckcuEsrpNg8hXxLjQfx3UtG7mpEK/GXP17NnY3QWHamF/VQn1VUFVy5jpBYdtUXHrKIsWSxGnIu86L/kIu/GaIw0kE04D9kr/Cb92BXHacaQZH/aowrOQxYNfXAi8g88DPKAb0Rkrq2r/zBTWvoBTkJunnes5xH+OueY1Iw5Urg34a9zjtlx2ZzjBx4A+Q8++P+Xb8ysyeYbb1A9zVOMSe4xTjwus9EkXThS4sV5wjROD056p5FszQNe1uxd6YUy7fUKNG62tmGHhIwjciJioSWScmyQTDkxVuVpugkKjQaXaPAlDehqv3IOFyMBrKI/7KWThVDl9JGmBIS6UU2t2fSc4iaaWH6VU8yswTnF99wDPPff/3v5xMwT+ydP3p85dkM6MaJDFo8ZWTNhME59TaZz6AS9nGbcEgP8seBbQRjD8blYcHBwcXBXkA2LftDO46/0wxP+7/zwTucyJ1zsfNy5y3nMyXxuA5Ns4LwZPG4CnOn/cfYmAFJUx/941+tzeo7uue+Znp2dmb1n2ZldbrblRoEFEQR1AY8geMEqKoIGPAEPwCNGlIjJT40aIwYNlzFsDBqTnxxJDB6RSDwx32wg36/Bi+39v/e6Z3YWMN/8/q7MsTvT/V5VvXpV9ao+FXB94mKltwHWAHhTGqMlECSB8QqwAK6DO4AD5EWyGNLgiAZztLUaymitGgpo9Eidi0QzBI9BE1ldXCUirOVskYxOsjY5BmTGawdQATlRHKEY50VuUSPNax1KMUnUcB6/eFWDVg2GJGcnFyZZes2oL7fbDdR9FN3VUUnbbAMCs45seazTuslJVBeJyXQRRLVSZoi7YP4jzegjU2iOsvkpetRHoVwK+APqTatdJBXPRZtH0qNQWl9AXpFkWYY84Y0SCzftM0p7e5FDd7aYzZn4dnhnDLZxX966Jp5csPdXWNn9GZwzNnRMWvzKeZPbNq//UdfoS25dFUBn3brGIfh73+J3BbLLuzb9ejkMnXKZSzbmy/jPdSZfCe7JblobnYURuj0SwvRIqOSBwLEtCESKM13fcb3qYr9QQQoA0XpoDlqEnkY7EefNVDPVqCoN6TB2M702CAOaA4sAXY9dPMw0J5erHly9uprNVcOc6kXVyJYOp+ekF6U5G0lE4TTW7rUjO20m63SKNsEhxATkYAWN/GY8Z5dc/8V8Q4Lf1Qx6k/kIj9dLrusWq6uBJsLF03BTGtamN6YRSnvSyMVVpaszXMyXctfEynnM27BOPUCzly29+uoeM6ZGN5euEnMwe7q6iP9NSjzIE3Ey51YwD78odA3gHwEc6KJV2xmRhmZoJj+NdlKODThdoFzbfet9ndc8ucH4FIRr3n7rhssX7Bg0csWK9taCfnNL7Ypbr/C7b71vyCO9n/G7Nr3404cO/9d6WHb7uVdecs6td3de68N/H2/69A8yDLtF+IoRmcE6lnAuIyJBYjJUgaiyWmR32niNtJnrFlihH3v9eD0NMBTITuEumMVWO48bCsHghfbe334zCq/xEgbiDH4kvv6krfjytIZYEEjd69IX5mG1RDP58W12oEUv2PisUK61E+CYAEIZgYfAkZxyx64PjKkEdAGChnDiZS6L/b1eq/+KkxmjqywrMAoSNLvNwlRCd2118TZae2+3C0AGgaVEIhd2020B8Oz24Wfa2JZ2rTUBdkhXwRR3e+8EyBnvGG//+MfsX7k9xnW7elehVbvQKpOWooX36GSG6Yp176zdJra7eGngPQkFKu9Jb9lt3dJUt+Yt2ZnG5B07jE9vvhntZcd8/JwxDZ5/DqwexZuM6XwV7ZP1iL54qONpB5roOuJCc6Ibo2hBFNxKYygS8QYzPvSC/dd4fTQu5oAYkYjBD9O4+ZyZRXyAO8wd42ROEb1SIOBx4t0VaAWUyCRCHs0rasI073wvWuUFzdvsfd7b7eW8JPniQI+Kh31wrglsy7Tva8cyTNrDk1ZvPS3lfcRspEdOyWkrPdGsUqEd3/iqax4wfmBcsAxqnIUxF8M047N71xlvk943T/z0H5CATmPTzqPQnK9PN8AH8LPpvWtII56nphvbLcwpYzq3GdM8zmzT4zYELpsYFlFOBsEBCqvEdseQl4mBT6DdfQMRPUJqfMmuisi2iiIRn5dkE27nFGyoeeUg+Vi1T9gdACVAuritDHCEKCkmacsqEois5A15LBuL6INjXvD25/6pB0gPSzMERxAbe9r3dZoVKFjDV3azpb1+u/B+a3WvzOYyZgC2RB5z8XOb77jri9eXrJsE4dwrn3++fLHxKTpupG9c/sVdd5zXc9e9rWOeyy/BZkSuwfgJl/3QSN13j0mXoNEtpvk9zDTmiL4inUxqzU2+5uampuaagqsm7AmFtHDUF45GE2GXjWW1jim+jo4pZ05xdoybMEEbOtw3dOjwocPbzuhAGtPR5tSasa05YZxjdAb/Um9tbirUJtNKNlPbOqWj7cyEEg0XMp6QYmMdiuJqReGQa1pHhkUuCZh8e/cBItzdtA+2m6RB9rrJATh+TfDShtLESPVN/IK8IUno3e8d6iELcOhqGmqj+6IVdoOQ+h5+Y718jawZ61MkYuBO0wYaJMxCsn/Ecicdkn9W+ku5mQ75MRODyr04stZX8J+SUBDTx7/zPOe0RRvCTaON90c3hevjkiyStjpnNcxYePXQJqGmUHchaazzl86ZM4aqQ2ZDas5gdeiMmXMPyan6+1sjBS1ePWnR2fVnTVludINOOnO4izNiRdJhpxibMcSpKqTFzoMjuhL65pud58aCeA+eeMY798cuFNGS3g3i/MiDb42ehH/Jzm1af15NsTa5eMT3zXhsX59xhH+Wa2SGg0uf71LVrNvrc7u9Y7xQ7S16kdc3Qg76/dlU0pdKJZOpcLUc7nCDW+ZZNjtsiG/YsCFDbMOKbW3ZugZfXV1DXUNOaUm2oJZhKMsMy9myjIzNH9k7orqtKLXQvRV/ZFAmlayO+IN24p9sj2SGDMv5BlfTOnKXaudZyW6XM4LKysOHUZ3nluXTC8G3SYDbUyEEnQOkoEIIOit5TyWks9P6c4UkmNmzJyGe9rO+pcT6EuopZjr/7IeTbtcCmVHGZ1ggMgT6dMlNFwyqHrVkRuqGMwpNGUfuDAiOztqzTcUzbozPWNxePeiCdfMyi0mFMRQmReo5Yzi8yvkyM0swqJc37uLPaLllkX8sBUId573itpZ2flfTZfel4++bcVamAesx0ktpMKT1YQIKIGST2TqWFNRJ4Gr3wtgk+ApgbwPFF4fdXrB7L/ciD5Oflkch3rVGtyltVamU1W6JtLbRVb2qqtmjNCWbkIttampspPE9l1psbKxvbGY7sHpDgcBi2qKykfPYSI+5eXbWLuyAp/SkqmoqYlRdXaWyEquqTCCVCrTlcsVi4uQKPGVoo9bUFNSUQBJfsXdICRW+ogaPtGYq+Rg9pE083h/MNk34uVxwZ/ZqMjNlsINPrN9BzfPMGjyg/jtVm5bPZga2KWxCazFHVShFrjhN4m/KtKM47oF7Ln0hsvbqzu9Mal8vfnjT3aNByay8/opJ5w7M8e2EF/evI1m98OCvrp8VWjKu64b61cFHi7Vnztg355p5Da0LXj/UMvxqM6l3wTmX/uoPqy4x+RgyplMs2zboIJGAI7om2Yuvx96OHYmxr4ffDh8Js1zAF0CPB4BlRHDxg0gS0a34QyICaRBIjeBxrbEprUklASM3J7YkdifYZKIDv3g/cTTRlxA6KE4Mm0jkPQfq4FgdJOvyde11LHnqqGPr1KyWbc6yS7KrsiibF1U/MH7Vr/kP+A/7edHfHuwIvh88GuwL8kHOY1fspL8gaze5PrYZM3ya2q1ymOG+1kISa/m69XWb61hH3ap6qPcT9P+8b72PU33pFD3CDrCFKO3wnqsvksMJZoi6b26pIfGbZDfMz+3ce7BzLw05mAXwnT17SOVz4VDna1ge2g91dr1mWc9mTufeoQQkYy5t9YyvMK/zaqvj+0k8r6aoToTPJNd4sNU01ozgW6ZzgP3J0pl3hkssN56YTmB0x7YMeaH5xsb4jPZJddXxf1SvWLzx8atufvm/IHjjnDM8V0w02T24xgVaflM6N/z27UOq86MmpROTCnefOXrC2ZseOF9nSn1iuDfwPlvPbNDrseOt1dVgXVqTqXHXBXw+zSxFqtLcsTq8k9Y1uktdN2mjxYYqzRHP+ALuqFpTl3FnRNbhcGKr1Vlfl0FOunlStdlOKdcz1F2xT5KmAt3qm9+6Uw7cD6k/8W+2Ou6N4xdt4ZxioiXSMJOUbCxudZ5xzjmdeBure8Daxi7RJ447s7yNOYbOjdRBL2l3vsE+LfDkO2dMxLsUN8/cpWIz5927ibFwIADvUaTyvI1sPFUJTJFEPGGrwrsMU6WSWoJILJZVPT5V9ageJ+mUjUIZpy0rt1fHIhL16mz4D0FHoipugvPhbUayOUTWlibpSy9gXfm/0Ar/ZU/FXhIiIeoeSq2TiJUeSKgyHDYlEnx45t2ZYHY8UfVTsp7qpoJ+k9ZxVXuaYO5yYuZ6cw+YHq4xhhPcXdvQyEJL1RPcXZtjtCkzVu+yWuZl/YwAEQ8flhVf4HwfXKCBT/PEGBZAY2p8DFNTk2E8vHuVsEFAipAUEHYdtuBr1Ltkqw0JkaRcXZVmi2FJckWdNUzGpnrdbqcrY2OBw94w/pGdCBhZoj3kacINBYRViQdCXpwqWK910QTr7kPdngqqEVHD+6wVXa0FTDF32l2WLnfBf1oBC3IHjMe3+OsuSw8mstVWfVkgdJJwLTq7bjKsyE0xPoAfKpZY8Src9VXLqIGSlVgybGMFlnMG+z71KZ5JaFrWpKIvEMMEE1xy1t6exXTMMtWYjtXVMUZL2GLUUCFkqoaUzedVWUIo2njBJnIsaxFLwMSSK4gVNEkVLJPKNFVfy5cpgyXsL5hYA5aiRSHszZXFqp9C/ZIV5JDxh7vt9smxOiI/dbHJDnuFZJ09KjUcCmHf2zDIYYoVr0Dt9niqLFnBKXW016Dbkqs8+PTWEMDBJvgiB7NzIGVhRxYWZuDcGNTEhsRQOArhCNhCwBM5y2P65FWCLEcCrgHn4gAwARADAXcwzzuG159Vj+pl0iwvGHS4URWxLdr0FGkuLu3Mf5VHNfkh+Yl51p8HMQ/OafVYOg/XozBLUe6TXD3wec7OpFIMzbmN2xxF5uJBih+O+vv8yO8J2DWXSloEdTtY2iSoGYugGbjt7CJGBLEO3CZEhhmjNA/saU5tf4c9s0i8s9sqZDNXdVdXVylBvosyo6wN+6O936IVTaHt14lr10LN8uWn0Yum6PZrRDMG/NGpSpGKLikJp7g9u5gcMHrGF64OF8Psavg+oNVB+KQakICwLYDlNof5ksshSFPcVvt+7/veo17W65VIevwLMcFjI7+fqDicpOxCfiv3ae6LHLs8d2cO3Zl7OIdCuZrckBz7kxw8nYY70gA5lOZEJh5nGI1pZliRZZhat8clZmXdIUkWgDkt2A9p1UVV6pYQI6lSs8SSJyRK7TXqP+ZSGPOKMLK7QGy3AmWRGQbrotw51N3bbZUrmAnP5sIoQ5uTRi0mT9KV/OhXvkkYuERM1btiBYRWr+5Xv7C4f5WYmtcMPR8aoH1La4RgofBU957QdbJGauCLFMxOgaTBDu11DS1MwrkBqAkMCaCwH8I+EPH/73jMlVKLOVJbyzsuz6zIoAxZE9vdbocro6AYWRUdUbooamvhs1qYXbuwdlktO64WBtfCgQwcy8A5mUvw14Cv5Ri3XdPNqiBWxU+POZ53cIpjv+N9BysT7IS6aNRcLjJdLvVJWhHTvxqsEkNSPEhbRJhiTulu1jWU2k6WVgKJCX/bWiDIId+2CgR+wCogncX+kzWw5/jpzAJzBRA+1OA10Iv1d4o5pmc5r89b7SVI6EFAohsWJPoXQQqTPIWVTdxcBB3Oec7FTtbpJHbBE1sDgkyPyewCWQHnpi5NXZ9i5RTIqUjq6xT7UOqp1I4UW58CNh8HJg4KDykU5xhnGZqCYA+r+PV8Ak2hYVmfj8X+sMRLkhwMWs050gpJFeki4CAteRMxtgReYcZ+55ml3f3U/3aRn1sh8wPoXintvWVpN55A1/wbWWfHfHiSmUEFHZgHrf6FCnO2HsKmp0uzF0k+ESDWLZd6aRLTIaDaMxv452kzal5w2JArwwqm6UnPBfFUSrbmPKJdD/WYxlIFmluB/9HxZ3p/QSt9x0LNMmIiVvZ4L9mBL1G85dG6D1t+rqzdbCuDR5MV21USg9tGB0Cgi5e+wApyxRh6TBPuzW+5P/fSh08QJHgTFf4qaoWVQePIwSONcwvv07hwpz6Cz+wnfXGwvGUcEukyame1DgSbEah4AaNmpKNuxImk4znWk4hRLIp1i6yYp9YRXlt5euBCyva68TDdFmIyDIC5E943zjLeLpEGHSLtA/spY8XH+R/SmPGFOxkZLX2R5/GwiEznHBJBqbez2Q60GeEh4ZFpaAk6gDgHi4dGRpUVddE66xX7z3pJ7JpslJ2VgztlbPwPjWdNAH1CNnQVAZvupxrtx2pMl0gsPcE8r6+siC/HN8bRgjiJL2PD3evPhP7T+HLQK4XNgHK3F3Tv8160GO9pKO/tIxWEgcrIsxbQ5pMalebg88HuIBfMd17dY4aa6frr7KLBZzy9/5egs2mEFVoY6fbThp1J71hu3bcFngnzMOO2VsaexVbMuyTzSz15auwZe+7IyyTUBCpFn2N6jEafY4tjaHNsC2m5F6LRZ91Gw89Br0whCmtDghlslrwRT5aUYSLFu9i72bvby0ksoVSKSQWyQT1oMT9oMZ+meJvMJ7Houeaxd/f/vxh0iVrBgNh6ShSaND5gt5w2Dk0ECQtR0opFI2Z430f8s/wfGYlpYe7Uz2lrAqEepBqQaqtBdkfcyKaGVdRiszVE3GFgwhAOi01OppprULJJUk6pod0N0FDUcl6usa4uEmsMB1mmulFpaWputNntToWkwRcI+ynQHnnOk1IV9WDnXiIuWEvvJa2sC2amNI0jYRlpa1Upsi+Y+dClcp7KPPYgrafEIuQTW/DWyD698Lz8aLRg+Q13L7/6LuPJH6664XvQcMnSS4YNeXBiYeTsnddfcMkuuHi5wzGzA9ovOwjz9t53yLhxWLH4r1fgDBj++ufD/hJ5be0zz6zZA88cA9ejz/Q+89edrZhGxb6PuTXcKCbH5Jld+kWZKhicgiFJqEvCHW5wa2ozVk2qW0Wq2vBVFI5E4XfRd6Po6ejOKLozCudH4a0MPJnZlnktw95OLA3INHFRLh2PB2vSORfeHbGNn4b0oGBKrtM0t5cEZ1WX2BQlGcUCLdL4OYMQJ9hLtCyTci8h5Wt468NWnkoIahp61n8mZTvNCoJMmZRmoU9lSYCVfOr3iW2DMyQtzxds49bMvWPmlJmLjL/f1TXv2vdnzbgw1HxeJpgbdc+ku29atXbyuUONE5MmnjXe05hOv/jAh+89tCv9duDOGVcsnXPP8o2/ePOPL2/6Lhf/6r337upoN9fkhcZ00t+ZyeI1Gd+egW0AggAuyQ8exxpdVJisSqJjQTZLlo47VCTPuiY7i9nqRh2ptrjuDxXnxSGuNYbYdrlDniezMkeCY82MCxiX6tJcS1yPuXjJ5fJljzLxox0xYGJgY2M1VTmf7tNFuWg2fywdE/fQkuWunoOletPXsPvS+5oJfIItuNfMRBQr3mlhjgHiBwa7KqrNguWkcy8/90pjUzmiafxm2zOlNPOWcv65MQG6jWv0xZNKUcz33sDCSFPOt1ip6DCY5p5PJ71KmDTz0U6G6TuijwwliyuCdwXRcvedbnSdABzgNf4RfA7sjqrXq9D2KshpEzT0UOKpBNoeA8caUXk+CkoURDZKqoBe0ENimh7pRpJFJr0h/ViaTdNWhg6k2gltF5eoO8wkre6a5uLJy2b8stt1wCWImM6b01vSu8lXmc3RLdHdUTaaimSSqed90OwDHwEwwYqv82BPZwWBCxaFCYGJjWbi7pYzu5n6UyhcTov3lpPlufaJxl+jJfIevf2mW9Z8BdddbGbNP4F9auPXg68Zb9K1rYZ79IHPe+/fZDxnZtD/DtO00egm/cUZOzNLb+VRRpTAlpGxTYntCux/SUKG1VndEy6yiq3dhmzYycDG6DRsgx6QeFGSnA7Tr+3d07mvJE175pHoKXGuzCNq0kIiTYxJbqcxdfnxZ42p3N3cKyeKJFeNe+VLs++McYT2nbEzU38G5AR8q0x7XrwgyrxAdAGr4U/tgJ0/h2web0X4la5oeCDzKWwbXxoJ3mp7ezr/0oNts552mkZVcX/2oPHsYmyKPcv+ih3T+xhJAMMGKr0/3te5RbTX8Cw9r+EbYEPPgW+JrXuwCYLGcz6ea+aB5xwMaBz+HcexDp4REEuO57u7u2lcrwD5XpI62rm6lItvFhySekOanOYNBNsGe7lFxiy8R50Pxddziq/qDX7XiWd7H0YL2HOMWWcPnzAeniFj8hhXcARXRmKm6nUkb0wSBSlrjkkUhCwdE89JDGQ5kSMp6HgFyCw5zTIHZA3m28ZiA+5C4zI8jvmkUNdE6TSugAe4bK+C/skMoIuHuUYfqSlAAK8Vj+LwaAznIxjMdlFxODS76LOLtmY72EXgPNjA0kROzIDikGXBY2ccSKikEkkqyPceeq3gGYpJ9drqyvMzyXrNzKMDtfoHtaYqSPcq2Iw1eNj3AG/8tp+EvWsPERoeQteXidhPQxczV2/UnOB0OR0ui4ZOhyNrl3122WaXXXjMkBVlp+zCwxUEjvY1BRpl6+3eW6Info2HrR567TQ0pciWrXSoJmVhqPEbPMzf4OcKCr/0zjsvlShMsO+7+WnUD/quPoXjHazk5B0um+yyCXZRsLOSnXfwmmD3CYLdxkqs5rL5XC4b8ZgcsiA5RU4jroLo5PCX7ZINKa4MEkiZPBEDcqpJhx4kZ5aFQuHQaySZvWe1BaREn6wyEbxGbGTk5v8FftrxKwyCwvAD+JcxDM6DLGhwrjEEznmUhti/MXjUi142auGt3iEGR+biwD7UfOpD/UCfGMQ06J+OYMfGJ5kOmUPWmgPmCm8X7FkH73PwHgdYE5Jl/GDORlCIs/VzMiH51AlZ88FrDc8CQuV5kQmZfdMIJMEb220ji1wRPzD19XNo9w08VTudZ5SUrRe4+R9e9/a7xnZYadwL5/7iNTjTeOgfj1AvbZKxHaURa7wH1YbNeLF0FtotbKI8W6afBS45g6fFZxwCsmtkZ0DHXOBCmWZFV+Yrq5QNCq+4y2GqZqw9WezI66Qhc7ONZfCDTohi42kvreDIIp8nVfpvWtnDe0wUlkN416CiiJVannKLrgq/5WEKm45/8w/jIfZL4yE0CmroKQhWrV+eKBKvwNSv/AzKm7Vb8ZCpCyvbSAu9bVja7VkXhVofpigwep4CK5X1yhZlt8IxyhLlMewruEncATHSEukYGX5Wb7bNtyHGtoTgVsjW4Lc3jy8yPIh8fm7nqVMgB2c9h/7dJPgZH554zviCrTe+gAcgTE+ssX7+sPcxs30Zof1NeL3chGkfZM7fyXj6vtQ1T6C4UIGFInhZLYAywfUB2B2AQNiukWgJkkgQQQ153RlOEFifjCCQISq7B0uTm7pkQDPG3uzsOkRcNmIn1lMHHpuJYbx7ECvbArIu8Dcdf3bbk9gcqeFc40Yt+8WVFqnR1OmwD44aP3oofElj7XS0jNL8arwe1mOaR5il21fjfRX/T7DrXxAEJ0lO2MbKQacAlPCJCHYZsmFdCUOQDRPc9/CImJJ16IwD/8Kxo9Q9L0oibKR6im60H5VfY2/qUA9V/D2mL40NCmsStKxnJNZOvmCpM1aBW//hE4/PWnrJNXVZiNk9CyeT7lhmhsBTDc1t889dbxgd1YPbq+BVSnhMd4bhWUz3CHOeHvILPlF0hhhNA4CYU2NkTW7GhhKN10R9Pkco4M1IPJLwjiVB2IGAan8LOKugmujAJbr3ED50H6J4em5BIS16q8uED+Lduw2PmWeNt8+f5dhm+Cnta8Zuu/osqEFTa3ys8Qc8BvhVifxRG3zPuMo9BC2r7DEWZ67Qm0J8kBFIsiArCGqUyWrQjLVyUlNBzRKE3g1O1tmeCIXCMSUaoPntLknkkCTgH1AEIElxVvG8OQuaE0fn0UknQgyQ8kxEf7o1LZSJXzEZTjM+7She7rjxYK1G6N8aSV4+YgKE4Sm//Jffo2sunnonpb+miqAafxMi8CrNp6NYFyQ3uU13EuKT0fsVu+YghHf6ZCmjuN12FwI7OUlr95TEm4amzPbHRSvHyHKeNTdfZbzNusYTYSZRoG1PIgRzf+C7uKmW5rKRcEJLXx9zn9nLwCM4XNRnlvs+FdZgP6aaqWce1S8fXAfZOhhSA7U1cGYSLkjAiQRIXvjSC+eTRJBL7ZDjB/NoIg9sfc6zMr4lfjTeF+fi4XZsINtyciZ3gDmMr9sYz2Rkm+d5BB1oMcIa5nkbEhE2PMXaxhQrNrpsFBiHihJxQ7DLTKb4l66eN3vynYcOdraQGIuFOtRVgqq3kI95kkiP/ZRctbtoFucECh4T4gAIWTRWWGM/oXlmznvsn5MgM+jHmz4wdmxfHTU2V+9RM/FxaXDft+/T+8Ft/MZ/1nkPGX8soI8bz3nyO1f/c8yfuha+/8RXAKll12THjBob9kLXsxcsO2y8//jF1xu3MBbNjvBRgo/M1EJIn+kMhbXi8sSdCUQfxmuzNPxwnXaHxpIHdEN8bZw+fBZnnXHssmyMgV2Nqt+orMPpiDuQi/PVRmtrSd2lUpuszdey0dod6B7docB+QLWsC0Cm4AZ6UqRhuFCsKJrYgHJxg/iYiKaJ80Ukkl1AHyrboTbloqhh06LAkGebEs1H26MdUc4XZYKQY4Me3UMwrz1iSkqljjJ9eFb1hPgHe/LlKs+DZn53y5TeV6kb2VVvujk0AkYSLuaaENY07G9mz9CzAgt9vsQrlCIF4GYRuMUriqIMVvV4kI/26uyQ9itWN0DoKuOxdzZ8f+P0M5PPeVOhMcGbbv2/8JXxGTtoyHcWDG0FeGXJxGkP5Y1XV93+pzNGXjpnaXZOYnTAvfe7txvNi8ZOnjx2EeWP8d9UpnNME7NQHx6qq6lDggMkkQ/yyKWqfiynck2OaW5ic5o/EgsngxCMhLUmLLF+lhUbGquxhCouNwn37KVSmt+zr6V3zxstxPo61PJeC0F36jGB6vZiMZ17snQSnYHnx2r/oYDe+Myubzauj1EBrY6PHyCgczZWCujBJTPcX30d3/oksFBFhXRM2HeykFIaUBlNMw1Ml14raWBTQHY43O3Y/0hJUns1VKeYpgZIJRg3SO5QJOgPBRMNWO62SaIbgCcQl1urqFC9YJed9tPQgpBibqdJjE5MjU6LHJ39zOdNQvzv/B91JeH/fOOzXQ9d9f1bpl1EBCA8ul8ABi/4zjAiAF0TiAD8o/qb3uBFd7zZPHw5FYIzgu59373NaL5szOTJ4xaafUfgRaLnGBvFFwoyjFgtNnqyLGP2FUEdcJ5Z+z95/FhStj+psvbf7AlP+5ZoVs/n262+JczQQiiMP982oA/Jw8Z0XuP3YGp/oI/5ccP2BrQjCxPjUBMD8xB8iAKvI/hPAtgip9R6zGNwn988Bp+UQqLuk8bWwiW1wNV+Xotk9vJaSNaCUgt2vtabSul2tTgvtTmFdqeOplAq5cyRw1qmKejVfKImkEhRt4/1kXPvRrzRHSDIDyTQTaCITLRQGqSdR0s68DLf11469G6fSyPfZlSj69Sot1Wqc9q8H1LKo11zr/FwRQz8vLlPvHO61J/MwVXroN544umDVjj8+V2Lrzlt4k9r/Ob1Vk72o1wjU8f8Tff54tXxYpy9AcFqBVZHYTUmDBFdTsl5zGNtmo7GYqLSdkzTNcEvKDasjm26T86FPP5iTrMrRSWXzOVzHTkuyOe8DCZrqKikYDEmal+KVVLJVD7FplJeZ4ppCHqzPltWN7O1fT7rXJs86z5yro0Jjpp9YBXIttf3n2kfoObeFMqDv5TaN1k8MLXsPlrSMcU843u1vVQsxZwUQz8N7fvP97hH71j3+etL7pkEodwrnw+dcN//HZhQRE75PNpH1y1Zduz7j5mR9dF3n3vZKTlFbc3+1TdjemvYZn8c2y0h5kp92AE77LEDI2PxQ0ImgEIZTlIzulNiScUmG5qHt/330VHEoZWwHts3j+ELcBqBI8RGzvaIqPl8Sm9Y/aQl36N+TvyiQ517ScmlucUQ2yBvbiudnRlaFZhymwV0VbnWYKCtlZwn84+/cnzFOmMC750+/oHi2tFz24Fjj5vhqN51fx+0a/wI+WOAIZ0n2HHkeJD0IMf+UxjbkSFmCe1Bvt2mFLMSkJa1S7cGBJIEtpUzO5E32u2T2DnsIpZlQ5sRoC3YSD5GZpENjYiI2bwf/P71TmBIN4g9eCZ4qLRJ+eflydAmJNZMuupL01DNSbQQBVkkfbj48I4Pr7/ZuHl1oWvMVd4p3gkO9qcf0qDWaCNtHBoZ9Ozn5ylr0ALLhn8Q65o66jut0ec/5HjKgSRsP7q0lQxsYeB95ijW/2G85t0+VdvtBt09zX3Yzbr/Q90jupXMFtJ63eOWAh5kGaDYwt9nKQIwa8oOEFSlrquJp9U1UCOE+w8A+Tp6ADYVL37H8EmXwLT+41uYa2zaRU6+6qrJydei/tPKUr3FFNpjbeVOxk6YorhpP8BjpJjVG/JZa9crq6EsSQvFCy7J7MczHxEtF1D4SwUUZqmPF0gRRXtE/YSstgGFFJ+Uf8G006VnnkiTdZdRKxbcYLNxmvnDTela+tWvltxagHDtQyubq/qPhs8zvlx5y/DxT+SXnK+vhUvKh53mefleGnNYqk82l4py8lJhFAevYe99vQK7FWjGjjtS3HZR2ywBcYW7secuZLbYwW63SUjB605y2pB5Aps3Y6cWi97rpAwixfR0beHJWDJY+uH3khXUzxS6eE53pv4ujTk8sJMRSF7k8+Tm+K4CogeOgzlJtrFhtpZl7axCupwrAG4CXxhg8WS4rKLTHmiKsltBNawywt3fsoNyRoJjEkjt6gDOfDSvlN9LpkDwHEo1xaSWOG+x6NQ5ce/i5XRrPzPoUjr5nJ7EH1iqy+bsZPx9X+pJEn/wwEIZIMPhTQtvMLtJHo+rIv1RDQd8GUGSIOhELJ+B04QfDhLCk9yBzs76FHHcC8R1ryZS0x+A4Nlnjy/f9uS7hOrlAITRjdpg9vQDRmX8weyvjemv0fjD1dtXy2DD/5POpS9IkkIDPyCHFYGl8Yc4F+bxclAYCLJ0TTAjYu6sS2dc+BcuK/zgOin88ElF+OGU6IM5idbTxR847YkPF58SfsB7zDevnhR8MNf0vUa38AtMcxWG/NwVUtxFB+nVasMvXKFQm/UOvxDJ34TS38SQv818NwS/iLpWuFDc1ei60vVTFxdwgMdR5bjI8SMH5xTjYqPIIsEjVAmsxEkhb1uRJw9O8uWF+IXPWe28xIm9LpBYAnp7FD/xSf4oz9p4p8SzosuB1AynI04QZYLPRHA5rQ1NXYxWIrxI+xDC0p0EpIKZtMFrpHoBuVnVI2myLpeTqeRjMhLlfDlJncbRyN5QgS4QHIr3u+7u7nwEf4AiA9FCBOpI1ZfQBGjVrvlfxiqQp3u+DetZ4Rd4Ad9gHDI+NP5i9MBLIIMIvzD3wFu++S75x+86EWKPWPvfI3j/+yeWJRUW6TPqeLBJYQmZDxGpTkIOCew/cGLn3gnI6XGiWhcoLhjqgKwDGAfYxI3i01jtimH8tFN8R/xMFBRFxPsnuDne6XLuYDfpDoKF6sSPktNBf6GIkk8UJYvEAt1dXRaZZVeN3UV4/7begF9IrpALkdaKqJ/8aD1sxmqRpCNrfDPNIeKw4P9EjzGqqjarj6lYjauCTfUQpm6WtkicnZXwB7aa7Hgh31qkz6kMfdbtoqP4vNwtHyCxLvDdnqe0pkzCBFcJXEEn3cNJBRE5g6Y22QA20R4G3E0mqip5YRkrc61gBUOStaz3FtPSLDm9Ikzj/4k11Gyj99gXx+ACkDDPzqdKCr3UO47847K9MfTRiZcH9C/1UD+G9AnaLY7wZBmeYpL9FTbAIuKXIMZtF0QdgWsAhtmkviNcE+13Kpqfp70bXbRm5MWhBY7Tzc+Z1x1Zuq5jOtwKl1n9fl0KuTCLKq7cypx6bcd05li5R3DbYHxp/J22ym6q2K16BvthP6DzmUHnM7vviPAy7dd6MX1P6vaP0XFY44WFeBzU7/I4SINWUAbM76Q+xXh+7+Ex2LchJh2323WzXa6J/cbfRK97jzW/x/F1U7qXRVq6Oa2nWSadDQTIkKv74WnNeU7G9xhE7gGzrHkSGlZtw9Os0qvQjr6juq0q7fGQL1dVAtOW/c6RZb9zOppt0hVv8xMnEccToYkD6XqK7zkdbmFKXWpb24jziVDrQLoyDX2fcg/Q+4D1Ha58n7p6liXfqTuJf6G+I+xP6H1S1ryw18zEfoZgR99x3VZXryjW1yob4gK910aar7Vbnz4+hnejcAA5fAgWALCKO+/e72adQlRP1RajUT/NUZhGDEruaAQc5P9Y5L3IiQhnc0bAHQlkQoixgYe12Rt1zhbd0XdAr2soFJdGYUgUMtHWKDo/cHlgRYANRP1+KaLkaPmPFrTl5tEa+Z7XKNL2HlpjcDXxpPpP49t7htIoVhf1sfYOzdcTvOO5nTCv0wraDLDtqDvVCuQsg3QO4Db+/PuffnD7+rGgTHz3+vFTLj77mjGQ7T2Lyxn/56fzZ8KLf1+xYNqsV+f8YfCIq5ef0XoIBn/5iXF/6PbrTJmrwjYsNn48Aqyn7zdivuaELzG9EaX3I7CuJNuyk/Y2lQfIttk7dV25d+oj4CrFIPo/X9E7lV6fygCyZGBdWQacLvIFhJwnycDJ/Vmn03skdFWSpNaB3ysLQb21nj4l97J/ZX3vjbK+SGoi1RfJk+5FcdvpWvVb3wmV9UU8wYin9hSvxMIPMSlmul6IaCSF2h8DMYYdAQh7IKzmmHQk1I9kr2Y2RCASSfgaHWyikStFmk27mAKzl2PLp8LZlzAt+VKXPf6j518yXiIg9ltfgtkwY/d24zfB+Quf++UV0/xs9MTHJnL9LPRn4+f7TOT6zjcO/umNd7ZcctnN837wJQGtP5+h+K4l3HpzLqN0JaymyMhT0jR1vorItrjtmDly4oY6xQR++hlr7x8/wbK1hg8+Bksu6Rx/EmZ8eeDcw8YbRx9cuXotwYn/bygQnPhxCwhOPHxt8Ko+btGice0ocMx45YzxvdvuXXnrWuN3D1+qE3D4Zy+nuPCYZ5T+VKYODOQzxzKZrMOhsxzKfBuf2d8P5DP+TlWtxFjfGaC/zsX3mUPvE7S+o5dlV0vZKei3dtJ9huD7hOl9Blv667Gy/vpAt8UTsky+NlCkiHbt+wf3NV2HTmtd6aV16PYBVpXgHrAOzZ7E68o9iR+he0xMV4DxBfHyQGNFqQjgs+5j9mgv3YfOyWnNqaY8J5/fXFe+k+Zk3uuP5XtNZ/6M75XU3QQHPVS+GULBirtZe5x5vzPK93uMOYbv17YVgZtYPe5QrDjNPd+NyMMq9wY3t6Pv77rNHQK6O7grUNnrW/vn/VZ5LI8x/wffKI+vR2JcP7d7iod9mNQf6y5fFF+jNLIKOnSVx0bPHSkt3BYtFpZp4Y8xlL+hk2hBz/wofweV9rTyPohpQZkbHMBcYB43uikuh405S/fxkJEQyuiiZHWMlU04fq/bX2QutgsZvPmX8q1JYFQmCeiHSg5RKRI1IPmJYHMsP/4sgeU40UKs7BL+iHGEYnLYmMatjJ26ZSzKiu0yybHeKtEcqK2izNN8Jppmju8zIK2JQHBc9eHjBH/DTGnispgGP8D2w2BKN0tnorsw3WI/41i6R0ermBBZTtFK0ll2lNBBaddq0e4TujbI936r28Ialnf8vfDJe7sb8/x22uv8zBeZpEvxk5w5WeI5pEUjoSgilVsePhQSIBNDQiYoKe41LodCC60tNUWzgvZ29+7tfq93X4v6WhnepOA2t1sTsnkkOdcuw52cbTw3qzD6wUljq9qSUwLy7+6/30I+Ma4zDvx66iXeja6p6cvaLBQUYKLGdErvODOZjjNAscBFPM5saZwv0mHSOs6YIATlypHuPd1Iu8uoKAX/aUdKWPTJJxdUjPNXV15JGLb9JeN3f+ofJfz+JXjY9HkZYzo/HdMzzKzRO4JeCAaUsNcX9qp+t8eh+l0eR0DxKwFFU/0+VfUHAmFBFB2hsDfs9HgdHodGPx0ORz0e/FevBymqFHaItnUCZ06lpUCyxA7giRRIayWaQ6O6KN4PLeEhucirK/ODOvn+uWGDpyJXKMBPnzvrlkuXDGoMLzrbeOs0OUM3XffQbVPGJ96zja//LvyuMnOo96UXGTN3aDrtBxpm7tFnfMt8Fb/qzwYUX0AZMF2Hw0vavTp8HvxJkpxdmrOgqPK/m7NVKLr65Fl/+6QrsoYC3HlzZqyaQSc98zcnZQ8Zt993x9RJZL6ZFZAakEN0229M/mK9NgPz183crbe7nKzTzsicg+ccyMnawME6WY1z+DjO4XS6GZmRSPAGNEb2MVjbqAzjtdk4QcB/tkkUhs7h5nlWtiGWA4Yc/h/opvElgttTni/JLrd4qpIemaR1psXi1XsU/AuSIWAjfVHMHLYUSWnjZxiPWHlg241j4DWuLfP1BlBI0Aaz89Fd6CLKz0d3EV5i/UvywNzMWn1Kxdzo1FgH58g6WR+pkeqfWbY0M1phUTm5I+bEBDIx+dsn1nnqzOjE1PLE7HRiBZN9eLFy840f06yv8caJ/8bMMVn35//5nCR90ZVIObbgJXouOhfzK4P55WIizGx9+EIeFvlu8K31sdcFYVHwhuDaIKtm1pPwJjhRJAOSQymFAmP+3CpxA0X+S4ogYlOyi4bASczYwvwjkob9/1qoKif5kjZ67hTNTSd2GZ/pnfzk7GXTJz96zxG4G2qMt40/rptw+dSRQ+6M55YsevDwtQvRmd+MgNsSDTe0f0dxEV1+DrZzLqQ+s2zOoe+I+DrFY6phVusXLLOtsZHz7bVVG6vQ2uqN1SjQiGyHaX50Pro5ipTo7iiKJjKbXeBySSrKZSSJ8yQUjfEc8CDJ45EjWpJZj69cl86tkjfIiKQBoSQpRjMnaXVR78UcK8+VnFl1lZOdQU1pFKefnHjTWbutFiWtmACtqVJyvia+bmSN46unjLn+496eR+/+jBAh0bh8eWMCwidaKTGuGf0QaKjQ+/OnJkaa4IW/LsUkOTF5/dgFC8atg2uM6++MN96wsi5EaYFpI3KYFmlmEPOnnUxz3xF9rEMprubgevtqO1ruvNOJQm444oHl3ju96IaatTXohoa1DaimGfJVHVXzqnZXvV91tKqvSlSqNlftr2JFtirIZEg8yo4vNCNwcQBlAlm6jfjE8+XLZSQ3x5vI+ybBYZfD1YFsnvQdZ8IaeTgWRmIYG/bZPAOHsdQU6lLHVDAx0015sbLzLWp29+4pFDppryPit9KaGnJcVCqhrIfSsVc2J6SqygUP/QQeCSlerWwKI3Kp/Mquh5+4+pymZcYXB1dcvvD6v269BcJlMo/92w3thfzY5TeMGoQKuy77/uSxE1qn/PaFTYf/6/6nH0AqpfWlY9c9ch/MvvScW56ZfNVVs2mvRkzrwbRH+wf64Ie4pzj0YPTJKFqTgIAGD2pPaigQXBBEx+ohWQ/t9VvqUbJ+fz1i62lxksgnZJvNAo6xmcAxshxCFM3FxQYCfj8NnbrUot/vbQyxlOZ5ZJtHeo8q/kRMyFXFcooCSWWesl5hn1dAURr8dVmmyV/ChGmkQfi/mFVIeGm+2YOtDvKa+lDfCgFDqiII+uHVmPRdYPU5S9Hqkm+BeKEQh2UBFwdjof7jdbNPi+5y29SzQ/W3UMoTob7/qvcfOxnUxdYxY801xblUvk27YUzfEWEq9hUbIL6TSfQd04ORZHFbBj5Nw3ei10YRyxCUSJcQIbAuzZK9uCMCGwNPB3YG2BBXww3hdnBcvr6jfl797vr364/W99WLSv1mzA4s3/UawUqcROpH1LhW1GTFBiPX2zbbttjYdtt+2/u2ozZusW2lDdlsIdTthcOkR1/Smyc9+UDyMoqqoGnKfOWYwiohkfJpELJrMVn2OYRUdSylOmCDA1Y61jt2O953HHXwDgfTTjv8sd7FPvARnmEu5Tv3dvYziqaUU6DQzq7X5p4E1EIisNba6IdrIS8sNvU3gRwAyyKI9NlaJsJUzKYPlp35QvNrFYgsT1x58+Dazs7Rk1/t59F5y7q23zFynAXEMnb6I+cOr2+sGzT7ccyiR8y+pd28C6+FKuZdvWGNAHQl8FE/5sxdCVCD04Lzg+xdEbg8CZ8n4f9lAejlBQCpDJIo4L3TZvMnlJwSAx8bY7UUylTpVaSaowpPP9WcYlPV5SWQpkvgvc69pWMHEx2nQCtJ6YHVv10HmL6Y8kCpSzNPzZjYaWGO3P4C7zr+7IKpN5wW1MjEcHnsimLNyfJ+lnGi25Jz4wgXwXJezfxNt89KAYp74sjHxYhYe7BY18eGxxBpHp0PsSpPBXd6v+DadJveVCwS+S0LbruNiO5u+law2SKo2w+H/aD4k/68n1X8IPkZt2p6wcfcrDsi0n7UVUgGLSHLrnb/bv9+P+snoHwo4EoROCSU4LJp4sL9vJoUt2XV90iScc+bnSURxoKbP1VySYIc5gGRXjPsaApuJV2/BU0oDgUu8uETQ5snng4+yMzwzY9NJ06DF9Q9mNBVw7qa5GrUMFfr9U+m4ZnUrhQS3PCFG9pUWCvC4RwoOcjnNueQktudQ1LOgT26KgpRItgDGa8ka4lENJvdT+p10F3b65xaNBrorTVTNo53Wt0/zASHuabuBHPTsrYsvDBp/u/JaRsVevNxulMZv18846QsjlDtbdZqpPvTsyuxRbD+5JyOE1MfGnEp3qio0gQmjOecx/ZqHbNmJ6P2HdAzJLlDhd/IsIaFfG1H7bza3bXv1x6t7asVldrNtftrWbGWVCZsTQjVpF+OwITx/Gu8dke2XZunbdZ2a+9rRzVB0+I1ZENnGpSsEod4/GgAAnvq1U/MjA/TPqJFsG9a1DDNosrNO9t6Uu6H0DpgDxfzlBYPLvnuoIaKXBAnsD8tbdwWMUaOvfXa/eDpzw3hN6EFvYetTdvCW8W02Et73S/Xq5+MwDMhcGR2u8HtdnkVdDgBSgLyic0JRMuHpQTNkq4V7C7JI2uMH7r9B/zH8Crwu+JZBV8v5XZqm0nbt2ZXt4t1WbDCnWbuEu0pawlB+VgeKuXA3dp/Pl/B/r1l9venIJyG81NL+QiVDAdmDd4jj9G66Id2Mg6yho9ZExTyiY7EPDwzE8tMVPBM9ydY0ZxmDZ6m7LFnsS6wmzO0EkgUZjeDalhmREp1Zl26q5yf4AJSC9KuDchP+KScn9BjwmT0k6GfCGUKjIRTKEB2pGMmBf66bHJ/wsJJ7P7pVT8Kl5IXeg/dM/Y7JpeBuajvU/5lvAfFmF/pc2Zx13F3cNu41zj+HGmpdJv0orRH4peqt6loqe82H6oNwWchCIdAViMq4n1+3798rE2UJkjIZQMIYmchwkYzeixmQw5Sm6o4FjuQyDp2QI2eczXaWOJVOHJ2JhbzRDRCsXCiyCQ8OZKIb2FG0dZFpfpBvOGoB6mG6KWkolh7+Qg9YyWpBTRjGEi2cNnccqtMilRFpiqs2dZUK/9y763Gk6/9Eu6CKcgz13h3jPHVwasunnPZWzsunGz8lPWc+NOf9sFsOBf7etMHf3bPyvc+vmPzlbOWfmGuBRKPvhTvMXHsx+Z+F3k38rcIeyT4ZRB95vvKh3YKcJnwjIAWomVoDXodvY2OIIG2losxMeiIzSPl82GFnIOTNjSkEwEvuUgr4612kcqTytnjcX/UlXJGsTD6UxLtJG7CIdDpkz2BLpRSGl/p3IFYLgytA6UdW6wpp1u5Sy+91jhm/M99d0LrCbj8BuNvav2Ic797vz725lf8L6OzjP0bfvTIfSe+JAjoQ/KZlmce2Djr/I0fkjrQviP8M7Tn9Hw9scMHn4iwUYS/cXAsCskotEe3RFEyuh/7gxQBICHYVUfGicIkkqY0K0ixawypARfVYw5w5EnD2t49nXg6ViFov54fqOVp9U//yuaf6VfsU7m7jaknrepnVkIS3ffll73jHhpuLWhg/HjsGRrTu0iPY6WdjxHq7469Hzsa64uJSmxzbH+MFWMeqrIVgWLoyoI9lk1inZx074CdWz1ZJykptWF+LXbtdyGqqXqpiqas6C4p55M0c+X4iUOVKSvjRlJmajx7qg6+fi94P/zQ+PUAvbu471PuLbwm65k+vTGDWhF6AsECARbYQSa+qMQHM8HWIMsy2eYsUhlZlVFWkJOJpGUYJolheBbWzslEO1Zi6ykyI1FjkpJYid8cTXBSIqFyjFf1atic9jeqrFIP9aSzsx977A4mAS42kQh7NU+9ZiJo6j6bAyu3dgYFWaYxnHNU56zsKyVWVTxsppUhhZ6mljBn8E5GO8xa7w5aOs4z1KwpJ//MiuGuqytsR8BmuQmc1QUWeVvVTGW5s7mwh4O/oi3nYO6t0etu/PToA1uh+thP1++FFzuNw8Vd80aNm3Xmsqox15914bmTrlj23QycvX/GpLlL/gr2S1b9ofvSmcbDY3bkCxdcPbzlUE3xigWtDXOXEh509B1hP8DrvR6q9XC2uq16fDWbzbXlxufYxXUr65BSByHOQSzMB7CF+WMObFyYq+VYSXKApIJHSioajNysbcHbP5vUOvALYgX0aUKHtlJbr7Ga5kIHaDYhcYravSx56sDMUIMESYRdElwVREGXqBKIMrVeqz9Qf7ieF+vzte3Y5iAGCF+L7JKcTEYY7yrvBi/r8CoeCLGeeothaclRXMKsYjYwxxiOaYykDsiHZSRnUqTuCR0WjhFliymPLVD1NZNHe0nxfwn9kmn/dsxLmtZVskWJtYassEIptBAIiiV9REJWFZwazH4w07jtmRs3/dfLN1/1+MbFK6r/Ea+umzTqnLZsekLzpOZhQ1vGrB8FbuOtM87e9Gv9/AcemTFh9Jl3FyYl0meOrJlql7cn0mOH16Q30bWiGdN5wLoqxbToEUF0aql0WNWSSkZD4di6UMBWEfI1zxcg37NPPdi7r2VQc6YyQt86IDu4BYsU0UFQHHtoKgnszvaL/eYlx50/lGOThy9dnThmOzN8A7eh36wcej5n5Z+Gjenc3VgXaUybbsdjyzJVQTWboOmOrqQQjKwLkErpfz++VOX4Tjb9uLvtTcZXNPA8M2A7yeJLPjvkb3h47ZFbWXWgnUdt+y+kNM2/uFofFw8nYigSTkQDwRATDUCIiaEA3rK0aMAXDUSj4VAinNCYkI8JMYhB4bDGaS5fOIQy2OnMyLZELEoCzS0t9PimUID8vh53IU/qsmjk1d0fg6WhdJrApJq0zuZIpzU6vdIZAjoA/zLeNW72eMaPvz8yd1x24mhFY/tPEP5lRqFRL7zau87478suGzGc5z92OCIXcmdYJwkuEoo27fl/CARLIMas0odFg7EICgVjYZ8/wIR9EGAiyBdBkWzY5wv7wuFYgAlkgzFfMBgj81QJ3HCCzcoe6rYFAz680xEkaVmyR8IxEoImU6acK2C+vUEm3UlnTcPPJ88a2H4OJhBNf4zSKdsB3QIr9xq/Wl1cMvZKSUtr0gQHK5vnB7CWxKZRGpIlJiIE81CveYbQ+3sSoi73KxGW0r4taWaBPtRJavFlnx3/E8eKSJQkzSb7bDZZzsVidpst4w1ojBzIOD0eh90n6SKI/oxNAmT2Ue7Ej2ZSar6nhRwXYFfNwovsR68uuFN4KsHB9ITAxdaTva1lFGotNnHp78H3ht+9ZlnueVjX+zYab9xsXJntmDIpueKCugsmt8Saho8aEeJ3eQtzxn3Ue+2J36OL3AEn3/sW94oxX64958yW8U0RB2v16xDOxbo4xjQwi/WcW1WzisunuBTFaXc4sk6Xz+l0ZVIul9PZFIdINhZ1uWpTFPLbHbArqlxLXtsRXoIO7J61t1B+tRfIo3toO5kfmWB5fpa40gl6U37TpU6AOUvWBdaW705ByVixel7cBUJx1uxFO28OVis/gRbjYthu/P6Xal301h3nTprQgW3zwITxl150xhljxl506dixXHbT9EEt90aGan83Qr2vgK12QuL+dNWs3s/YnS/Mmjl12tanpk2fNo3ylmMY8X4ar88xS/URgbCWE3heM7vES3YRcqFQ1OeL5vCPq1YUq3IuiWeyGTs2yzPhMBP3ZzwokhEFc6GSQCa2rXsIeI6HwIP2FGin3bx1hOIuVEKpklyRlJu0A2RT3lEwmGSMjIICLdam/yBd5QK/LwHDgX0+dt41dx00Hn3hsu/O27tt9aH3uF/0XogW9j6EXjoR/97zi6dNuX77WnTJOb83fgWJZ9a2aYcevmP/hC+Nl74wur7gXlEvOHPK+QGS69L3DfbNfoD5XmBGMWcy9+u5M5MN2VGY7VnV7VNVt9ur2kZBimHqU+2j8E9osqoOS4XGEoiQZJU4qp0oWo/bpZA+LdMa5jcca2AbGgYVyWKOC6oik563P+NobkzBzI4pFPa14JlTXVxBFJXW6Z1EE9pRlTSeakK5KhcykdubWEwahElDEmoSyO8T4pDykdXeRoiEf4HtlkyxCZE3op+/FkJtR56/9oUbJ8jJxrqG2O+Mnb+dNX7UReOqR1/90Ez4rOk7Q2/cdeMo6B2XGHpO2+jzeq9YO2Rys3/B0mXopVjb1EGDprbFAc7OP/LY+JueW+RMFLLGK1C83csOmn75iFlLxyfa0vVzHv3zLbxLUNrmT6ybgJZ40i2YXqhw3tia7BnnDpKt3MYrhQT/R49g/5q+P9+4gruI5lQG6XsRy99d5PzI3kvf27CuGULy0hxxuteRvLFf03rkJ/V5IQESPDh4CLLg9YgKo7odCuN0O1yAPCL2goBx4R/R43B7RIfo1jyizyPKAnAsCKxH9HCcx+MXNRvmtZ0RBcnBYjmWPG474jlJIvoJ/0+NlKGkPTTRTqTbOznTVG9avQdrKKyi6lX41WqOrGcPDMVeI/m0qYmp5yHmRKyzzOJnyA3Gqxu4d+6890Z0M9ZULT8noQQ4657Vt90D64xN7COrnll5Yhe6/hfGOH5X77Ww8MmbHn7YuI/OfR3DYN8wi+e+Q7+yRp2tokoCZNF/RIPsqTRQSR8xv5glEDQlSrAOixICpoT8LZTo7DFPQf9TWpxEjcGUGiy7ZdF50+ENY7vxW52EFX7YseDM8XDu52jPZfNn9W6Cp8Yam7isseHFmZd2dBh9jGWPzZDmYTkoMjP1fGNACwl8UXNqzmYnCjlDzrZMVKsLeDONzc2hcKYeZTPVKVtIEqQMz1pGEH6ga9HcefaZLdfVnjdaqBrifZUWW7HUppSOu9KiMO0lsgiDAb807/Gty67JnqGPifidjlGjls2/v81425hQMjBGd2oah85/dua7Dzww7amfk/rZxER4+tnWIbW1tTW9a0glWNnOCBEzo3drTe3CS/vKdp5Yhfk/hDlP96XErK1lUG12iA3/DPPZs4kWonBeHJRXzOJqWyqdttmTgj9Cfu3z2G0ESoAmlJhF+u3mzN+wNI81cVNnmBMtm6ktgbK37La6RfjdPhfqJ5EgqI1nj558gfGpcXNdXYHYF3zQWx8e6nSyzz0xc9XChZlsdMzSOTNvqzmrapDbbRRmjaqqMoaTsrHtk84MYHMDgM1U/xQtMGY3DBky69z1xr6Zd188OLXfG4lMtWrJZkhrMM/rmDl6cyCthbWwwNdZXA87w86GZESLpbOZgNebxJtRNJVAoegApmMp9ljbEbU3+rnuLvyvfC/9lLi95nTc7g8Ofjuf+4uWBvB3jTFd+Cvmbz3TqQdEX1Z2y5nqWLZexj+Nqj3rzOQIK6urFF+AwlTxPC1PwJaWw6MINgdZpxUTbK+cZMUcK1k8ANPwFK7yrxKuTjmvHxMTIo9/OzP7C5e+lYekj+cPKfZXDnv6mp3VeKSJKCOKvCzZMtgCIf2BChSq8C89pK7HW846c6c2cuuWH3+WQFLyu74ZQQtH9vTXfT1JsbwaddmWtbNZHmVFak+TS8sE3utnxCj7N1dfw24hSF23kvZZJ142kbpKGDCb8Lg30Rqs4boGGhuiDcCQIEQ8Tk1xyhmP38+7kQsxGZ6UWr1RKEFhUAZgVfkeKf8y71VsgrJQEWHi/HwVnlf4xmXzHmgj4nPec+f8GXK0MgbmPrP4bCI0BBejpna/JSv34fm+TrFRRujuSJaHLMvjn5jXlVW9BGpnm1/0MApLmor9jMeC0bOvQFqFVciDetKAsGVVEgVsUHBzMC206SPHX1UgnF/z8oWbOuJm5cegH5/XOnbtHb1/x0P6ePPEJWvW0zH1/aRc6xnTXd6MS2EzNhuIEkdNfVqg3d7TPMjbL3VChV88+EFz2ZAlxLWctX+G6Q3zyFwpX48nq+Z3nWuIJ+w9m9zvB1bdZZBJ7WS8aOlWfEdigZObyhwI33LTSmd88BpTqImARwYfo/c8JygiU4q/eRdL9PzfnLOVuLeBi7B93Pe10W036wnSTFGPejPxVDgQYxFKpTNBvxvZ2VQmERUlG8/kqeFvOgEUKN8zFA+Eog5ReUu7C22e0mGDmfskukHFzpuw2Lj35uMnvnP8xvOHsf+CxZgws/qdm2Nfr7sBNWLz4VoiH6QU7xfwT7jxEapPrkV39b564mb0/L+Mcdye3kuMfew+Mu6vjCO2O2i8sooZuZPxkGhkrMofiuKhVyWJvAS8quBgq6jRGhHlfzcBf8UEvAPHn/GmkMg/b+y5+uMT7310zcS5NnYOjMBEngTnGd/DiuH3xr9uPfE9MJ51r4Bfvm0gCBlHwJgG58AmqjjuhOuMG3vnwqG1xrOfoDnGxB/SfHSCWdaH6e7HM0jhNR5IOhJuLRMPSZGIx4F8YiCDJOy85Fva6YiHEqQuivnTPAiswUK2VNpIMlkJXA7ZxMENLXzf8W96js+FQRughpNiyAU1y7+5Db277cmaSVVw1HhnJzkeplWPV1xznBQ9PhwcmUPXfDMCZk/nBRgGgvG0Nc4jHDnnCeBxVjODdHfKVaV5EvGwFI16XYJfDNLmHPLJQ93bMnCsg0sFjOZgMyla1Ti4ZXCrmADu2Icn3vrorP/JB7IQEyS4HMKLT0xC+SdmTprwweQLDjmi5NCV0NWobZ29zjAahwZhxYmX2VcafFuqfvMxQpYN1c2voDokojuFTBjhNesCrL8QOSAumAsnU1KP/VZPkGwNORK0IsCK/dbN3KRWWdNetmQgHLnwBDuuVNPOfUNr2qtofe7WoECPJxwOmnzMy6e9t4+4P9gMoRFYGo9a/OHjxs3nLOgac5Ut2xAaGqmoQt92f5NnP2LP+glaUDpffJM/gOeZZQbrsTSb1CLeRKLGrhEUu4hXTbNCQkZqo0CLL/aYFi4xbokCL1D/i2+CHB6CxtAzYlJSij0wbMxjZx37qGSAAmZLkO+aemXduDfuM/Ybf4GaIbd0jbmkuuqctnNHza9BCtT4wrm5IxrSY1NDRkIaprPzTvzfVx6Z6lY9afc34bZ43fnNbOuJH855bFyo0Wfhc/PT+D9i/TZEjyOXpihhkWc0gsqoKOBrlCHDcYJsNmskio425CCNwvaQEGovyWb2m0hn5KyKcftTrZamh1+y9524Cm81cWjAP3Hj7dYVXV0rWtlJ//zSeIydB3MginXik7P0F++fNu1+M+5zCR7P/+DxqEyUGaWnXUjzmHjlrMTEQzkT+kxxZ4DjWH+jnaUolYSKe3r3EHqqpOypE78pwbDhIdGBhbGP7y5aUdwC/z9fYaP5sPGecRDqoQqTKvtV7/t3fv/h2297GOYbj8F8rGkSEIUwHuEnxk6Y8JMHNz711GbK6/PwGD+xaJbwBLRmEluTfWGb1oy57cn4Zb/sCkpco4s1swPxVtjTPzg6NotG2KFuLQ2PdJ9k9xRv7Oq6sdhPta+/Nt5mJz39o8mTf/R0w2hKs4+NHxtfYRKacvcpxVkMYrmLg8ZoDDgYBxO2uWQN+7VeV8Yu2JC3kaeC124yj/LONEppirc1ArP/IRW9UdDKMXif/MD4k/Gm8SHUEFZi9i1Z0YaWNxkv4HUfhTnsPOOKL19+8XtTp6x/Fo/lbkyXszBd4sxQPRH25zguqcS1mJzTFFBiTCgTdTo9UUls9Fh0yau9b+4lhDGznYgwZVqqPa0Wm4J81iSO24dEKmPwhwdBevThe+9/EIy3BBiFdX4Yxr5+G5z7zVyo/foXcMZTP3zsB8955HGFISBDHR79FweNtbO/hrV4fJhgfIDWQtToPixGyM4zgsYzGVHgEZZzySRRP31Iy1MLxc8Pr6OdJ5KYEFPZpt7ffcnvwlOvWD9+pkEPIrzeSU5pkNF4p5PzNEps6bJERLFdRKw0umbodU+3Yr4Zf+p66d3y5anLBTHf6/tYnIDvnWBqmTE6Vl6SVOvFQuCorf3/mHsP8Kiq9H/8nHPb9LnTS9r0SWWSmUmjJBfpNhBBahA1IKJUwS6wKpYFFVEUEEXXjgpCKIGV4m5kbcGGIq64q66C7rJrQURhbv7vOXcmBfFbfv/n9zw/I8nNZObec97yeT/vKe9xozJHwF1giuKSEpdc4eNcuminDeS8RbPHNs2TWXl/VpY3Up2O9MFZJXT5dUrQXCdZ0w9LQ/7zy4kTqorxL6+//dHRv4G5LgYKMR7P/0+msPny5mlTppDFB/7+9eF//ONrrvXZtvdPbYMOlOFh6pvqCd+Jiddfe0nT9QeYv4P9/kD3wIO/1ytgKAFTZR7OywNvd2a93UxwXtRqEj3ZDkCDG3/t6lorZVSCWUHDXFurbdTVoYHwbz+0IIwDuPjnUztX37bkgZV3cb3gD1+rJ7Ab67EVovQDoNW7H169/J5HcTHzdWozScYJapQiU4ClgWazh8N8QMMls5mAniWgOBSJsnrOoiNb8ZBj4D01/Rql4I13jetU9FU31OMDagnY1cBgoFPPw+7U2sA/C20QkFcx8hKtGEy4KGJ2xbTIxq7Boh4DEvd3yFoatNrDj3UcBsum2NCoRGwBg8FIWGVD7LMYrdnz0IxRLIsWYta5srGpsbHtaLcOZC0jZwZdpUyYdAUIQerP6rfwRb/TpLRuxi23zCBl+GTmP4Cv9HD6APadeo/6iyq8smwZ6Pzyjq+EXcI7gBOl6EIlYS4MIp9bkuOBOI7Hy/OCcXd+IJBXSRdqgyWQSIVDX+iLIrNkqBA5jlaYTib3gxHQ3jflwAPcih5GVE/P+6iJpJJuj03LgHik4ZstXVMLCOvy0NFdZhpg4fiZW/CIndMPDBn/5ZX9lsZwJR6sPq2+D19P1Vfeg4sfqqnZ/PRjrZ//lX/n5lvzPOpXxQmnzae+1AH9XYsvw8Lsv4zFh775YfSbs7bs2bvh1TdQFgcLmc0AJnDAV3iPORAwYZOJmooO8zqaN2hpQ5YDtFEhM5rekwI0YO44TVdqlo/TcBgsZcZNddyrl0De8GioiKIw/lqtAAw++x76bEhU+ScY36pRCjzOuFErZonzZckjRZeJtCq7NSprlSuzJ6bgxF52sf9ovVZLMRYOVgc1AcFFgHcx6uHin1A/Wr4y80/iumbh9CXqUNwKNw5e0XzjLfixG6efGHfe2CEnXls365Gywu3LqW/f0vGxMA3wqQRVo6lKHZLMQ3kgb/G4I1EdoGVraqvN+fGguahI9lVEuER50oE4jldkLCtScpECKGjQ0+2qje1N/k/q/e30PG/QdTaK7T8q01GmJjbGnWzSVA8MSdKIVChb997TgM8UUHi3RrDoH/g1tVMqt6Sm1U77+fdrP/h06+x9kxOp06PMhFPPKslhd9cPuLd/VT88u6IpcSg9JTH6ks33r9zYLzVh3/RfRZ5V6hdflKcqYuWJ0h68wYVKFZc94HIZHB49uKXBApyhky5kIwVDt6O/wRTOxBMyn/6aJmRWnaBzTvDc8QwHAoAEQXOBl3fbdXLA5wt5A56AHdu9UbuuwBM1I2SISnR4RBu8o0Cwl7YH0CDrWw4qUfAvCF/gW247DRBpe20YWpcmcZG4lnxXM7VqNtatwLx6qmZuxWcnTiZnzPgrLiELPn/r8iuEsF43fFzGbJ6pTlXVy/AjLXjY3acOPPY57t84Q31tZ5bTiCHmP0mlAHDWVekiLpeReEzZ2jMAfkZiq5AYYO3vRq00OhPuwqouMkNCv6hfgA8xL9KEJ+w4kVkFXOpLjcuc2qaJj+nqFsCoa0FXxahJqQ4Vxe3ROB261pcSb9xn5uIBUkkgqzV7vS5L1Mxx4jIzHm7GZnO+WFGsd1Xkd+qyia5AYKzZxhj/3ixegbulqip5pJ2emnM27QJEG6UglvM8Jx/EH6itRhyVNz/66NpnHsz8nlwzd+Ets26dqVcPSjj480kcv3niwqfVPep7fkx+KFqxeO6MyVNPTBo/bkTTVO8bH773ypXP5vn+dOPfsmvAEMTdJUzGaSUfqKILeLa+Uk/0dr3d49TrLY4o+EiuLCkzyRxlZKQxK9h+XewxXB0kQU2wgFhZUf9MgmROzioBWb+ioiaXa/Hpuo5vhF4sZ1KUkCnGGwviXm8xb4/TChQknJcnuCoC+pjJaOSjBoGw0VUwwlyMPdqWs0xoTy/MFmW7PYItqjl1FuPjUXcO/1EtCZTcfM5VOy97oC+pUHcX9it4+sMHVj60HOMSUX1FPQIB6xWM3uRX2e0Zv/+kuv9ene7rD1peeux55tfqj+oBXIs9x/BAXy53KgYbcaCwYjcEjEYXDgQIpmkeZ6R0oI150JliaCfh65Ee3TB37g1A9xhZyrK9U49zw7bcd8EF98HzZnbsEkKM7w1WIoXgp/DlyosbDAGIncxJHA5srvByhRIHfAQ+AbmlLdVdZLQptuw5lEC2bdjm6bS+X1Fu3pfx7Y6OiK19deX9PbHwX69+A2xqEC6/ULb9/M9HnjwN+P6lbqPnWoxASKwW3gXcaVCCtoATBdixEfDlEwJWI9YZdViHLQ6dh2jYl9RyJZyYRFvazdpoWKSNg0S4S4SxOHdA/ejpO7H6Ac/h3+H5eDZeqL49bztuJyfk25fZdAO9KT8QkHwQ5LenxnHPLLrTTeMS1dt9IEc/8I+zlWK3PR5xQVQqN/kDvoI4DdSRoA+5ot5gBQuYVq+utMKay1kAayBrYYdlZ6lHKpXSUhcQY4T6bq6ZnXmLXXS5PbXgz9lghD+5L6P++w+pWQ35ETwGglYAT2BZTAiXPLABonX+ejywuDD40qofrx48coXN2fDYBVjEvdR31FPZfIYb8+QjNht54oohD52/+hmUO2srxPLS3koQ8lK69opkM1O2g43mpi4DDTQeg2ae7IyvM2amri5zZZkpj/6rzLTTZE/PTYvZPCr4R5Z6uox0RKRrJCSbE53uH1l4YTloJ2rXXD937vU1ZA54yOPdYXvL/cOH398ZX2mcSyheNwpwnBH7TAGjm8YKiTOKSKuQnmNe2RjbRoeoXVnmZavuzIBpRa9/QVhNP9DFvYClE1x84gR+tChEHw8kfcX5w+58Ev8Iz2+GmGFiZ+DcqIx0BJwBthRYEZeJvCgWx/xxWtyaLnPUjlfyQjypKFhVgM8qwLUFOFqAxQJc4OEqwnSZ4gg0GS1DghM5kRzWeyrkrrGEJhpN2FSnzKoPNh39sDOkMAqkOXQC07UNkVSAZ+fWMEjktWASQHG8xPHA8rvvv3LnzQfbceQHsK6ITv3IsHjBNbfejQf8sEJ9Q/0nIOI+Bz65/K4rLmkYUxWofeuZHX87st88a8qwIf1HnN28+74vjqOOE6gnFiaUPDA3U6WJmEwMEGmgNBoZKpIc68xiUQ+990iEzzRs1B0XuwaNSGesDqIKGq1JMB4R4pTW2BPG0nie0ePOEQfirljmwZ6o22SyDqcMVBevKOSsFTpjZ7RmoxJNbZp/f9gmd0VrAEyUi8aBnmE7pUka4jXfCaXulFCWC8nqWz2D98aKSlx6AmK2OnzRtTfMWXTzXO6DbHjuFrxjU2v3vP/eK3+ePHbU6OHjJzRl81G+P9i4hEoUr3aaoF7ISRlFBbEzEWVJnNzWlEtB6RAGy9Cu53pp+dgJxNHxNvF2tl/bi4rQBUplfryRLnQ36VzxSm4yJLh2JAWKrMt0j7FCi7pgwOurQFaZ2IvAh+kChkM0IT/EhhEwTcjhqm2/VgEfns3TpFwA1UboRbSa5sIgoniQpWEeXg86vkBdD2HjI/i3Ho/AFbj48eeffFb96Nknn39cmKhT19Gl3+pTtvnzbXgCNmMZj5Emndxj2fnck7tstl1PPrczW7sdbPAPYAduFKI8122JB4pwUVGE87lIQBK4/AqbjQtVGDmXFIU8RGv6qzkQ3EvbbcsN0ETpmSe0yEGamiZVeSgWdwWR2JU7Cn84NVk9+O67uAY7sB03qH9Wjw5fXcs9euqnBx9ccvcDq++49tprvye3fQ5MuOPLz04UFx3nbrhp3vwbb7jmuutyYx/fQXuNgFhpJUji9BimZRbOYvFlxz60+j02aHJu8EMr2ZN1HR3uHPYI+kGqJBwiLqc9xc/DN6uL1c3qNvVWfBM+e9eBj3bu/Ojgy8L7kISvha/peAW+FL7uPylh64/HsUn9/thx9Xuwh/Edn4uNLH8MAvcdqZTb4oWWvEBICBRWFpJCyGtLPTG9nrBBT7/f5MwTKpz6oGgJhU3A0A59mGxPNmqDB9SB6hPtuaFGEK/GHCUny81pdha0dc/OsWYZuJqZBl6K73z6yLGfAXhxKU6rv1OXqUvUhRzPLVq/8K4n1Y/uPHcaqdDJ990uk/P5p1etfEKdqlf/TcchvsL52OJPedWb7YvvWHy7BZMdXFWvXqXgP/O5i/BTwlawlVLFKmA+YojhuRrz5Vtx4RZhDaozQEcyx1hczHzFDhANa2klsF18z51k6OjaOXdiH//I6Evz5xU/+ebrHR25+zok4yHw0EeQuJFOM1eyOcu7+en4UuEoSNerGBHBjdxwOqCNED3hramdpVVBHFZwSH11tXBUvRk+8wp85krhe8BT+IyenrlCrA6BGFECQmb7oab2qkq7J0yXKVOhxVN0mxyIbRC3iOfmbuYWCWT+Rv4ak9/qvGJ0r6FGk092zmiKavMjU3kTeUAk0J6Y4sWczKINXVstIIojkwkHJDbbuCbGriG9Iw+8oa7BEd6Ej9M+rYP2LRc9yIcqlXxIG3mPYbjtYttC2722DbbdtrdtEq13apGccJ+2eu1e++kZdtDX6i6+6faENUug59OJewqLohWJsxyGJQ7rY7OmXn09v+7KuMcfHj2i4ix7+NzY9WtnnXf+ZawPZ4lJ3iDdCU0OKQ5B5uhgHDebwxzhFwHNgOaDjEBSTXPatKIyriBvOFW3lyNiEl/0B3aPpR1HxCf4GAqj85UwxuEYCuGQxxqzWrDO4o1JbFw/Ggl5LCKRpAJ2dJ+gN7LjMsCagVo3tmVBL3WUFkmkkEd7WEJNmB3IF8pO3WTnlDrzUVtQfELNDH78krcmL9l+/eph2HfhWSMXYl9BY63SnMC++0aPeu65SSsfJ89kHt900e1fYDWzY/X4ioGL1hIeabVDr+Jv5RtA/oMUJ7bGZDlPkgTEx2hFSCLo2G4Wg0GWDZIoChY2Rc8ZtAE+mo4mWXiw06Q0kcM7FiTozDwbbMjxQLyOHMzE1cNYWPL+dU8NVQ/njWocfkPRF1+oVwk71my+7JF1f53y0OyzJi1bSTFtPLw6BdoFZB+iSZ7DQdtUUCko0CjBBOINVgK/doj2AJ2jtEoiWzmkN/ZsIh17SGYHee3aIK+dCjbbSipcUp2203yvOsh3w2T+EjrsoB6ufWLyKz+or05/uC/mMisXXTvzit8vuoI2mbiHjsT9fjmOS8ZPeKRtwxNr1v9x7cp1KCdToYnJ9CzFDc0WBBnn2e3WGJLpOZCctuhhs0uyiYgd3SYboNmNjftZizW4Y5SS8uhsU7uvetBk6+LHaW3U5NgpWNo6bpMmSbWIjzHRau3qOMLfymrmDFY8VqsBmWIGQ57LS2Ja1mc0WujE5hav6EZWWri7xWa0UCOlK9B6DEhn9jIxdhFstguvutNOg/ytmXhkRO9zr41in3py6Xs3/AFMkxzkBqivPj+lfuwdT5dk7l+z+dI1L/DF6lU5fV8AMrOzrNRlswGm5OFFHBdwBelsmE2UadW2FrPEs1riklHTs0UrQJBTMzTL397mZ94jZMn4b6r428xPZ9Tvxi9+S7sgQ0DlJjb300sxinoR3JjXxTA9DW0zD1ioo63Chl/PALH5BKZL7udTK0EYLZnzyHBKn77IPIZ6+KIHKYrXY4xRCzf5MMe5syfxmAw8Lda9WZSI6GYPsuTMXLOaTtqBu8ykh/Hwt56ynOaA5GCnA2auIoWa4WRmgk6gPWIvvg9ohEbwCOR82GQN+oJBYinleRzTyKLPFLRa9ZOLcbHdmE/NRy9xIrEw7tjINnG3HWrLGvVebZ2RnR1noQkkxRYVeSA3zI219sEsy0A1tVn+i59Tj2CBjPjXyu9wsuCW37n+s3vHof3rdnl3PL5rC7l5svnJQU0jGkjVqT7CjtVNI79/Z++h7zY9vPrFedcuzXx8y8IhveuHMF43vuOIMCU7R9RPcRAxJrM5IhNf4GLCppbVojfaBHa4KhHhUxShX208evo8kaZKmQRDjDTRvTw50+KGYh91zJPqiYz6M+Yx+uabG6684qbr5jJlq6+qX6s/Ac+zYCN2fL76D08/+vBzXfoflx2vBPvH2GOyGGNaCsT8cZtNMiOThQWOLFR0TrrR8fbTV0ZRjGBqPmtWLV0YtfhV0DtT8cDrnzl1hXR+5sgaBg7s2WQ1T6vUhoEiLEIxGgjf4TiOF7s5GhWDvz3rWkG8DjwI+zZ+ka3VRu2F7o0vQWOBNbudMYcxVqCLBQIO7Ag4AmUluDgWKKksISUlFo+F7UUwug0OkdBCAS2CxMRNsSZr0N2mlz84KjOfdmiL0NwuidK/bAgE5NFspzZdS/kAE8F92HfWQ+OW/5HHQ89loZCFyc7f1cPCjsyxoUM3/eVLr+vBSSwgnvwYwmXXC6emaTbDr2BjDwF0oVIk6XUGsyCa5KBPEAPuSrfi5tzukFgQrASuw2KRw+gz076JekkwiBLtE10kn8kO4rVlpxoAQmlRah4BONXGHUFJCLrCNClEYY2+5oz/JvXTtSv+8xfc6x6cxE3zy6PqX7+eufC8C869bt5NM7y4Qt2AdXVrcH7bO180PDjxlPrul889cun9fdY8sPaZHjZVqcgWU8xo9IDjaqeiayZltFiMmqXnoo9dG8xwdKcZdAEcQ3eQKwA74AZI9PDtbQDswo5T5wOoA2rgz34ZTDwPA6yjHFZqz646sz1vpfaM6VLQtt82Z+nX5jz06nLc056H3/BwJgMazdozQUNBbxF4dgj1AlaW7/N5YlGnzRzkixEfiFZGSZSP8pVlwYCflRwy2ZCzmNcVGH0GHRMFKIeth9QMMHsom2aDmFUHrWnEQYklGEXgyhID2qwZpu2IRpi4NkGI/xroM6AgUIjLz7a5KtJ3xwYUrdujnhzcOr1129t4wsppiy+dMHkcH3NGxtaHh/cqm+6PO/Nqw5Pzk/6zT61Sg2smjHv/wDP4gkz1jVunrBgydesV86/r4hnDWLxoUJzUZznOZ5Flc0ybkrXRWASZhFWEIN7lw10cg4m6053PyDDAwU+jFxu/OAO5IOgGkPdFLN+Lo4uUPE8wYjHqHH6M/bHCwpJI0IR0NBPldJT9tthR0EQx1mMWSZw5v8aGu/b7NbUxM9SIkDZllGXDNETUQkZdE2GbXUXJDQamuYwmcP6irHRLY+fvvQVf+8aIc677aPS/Maf2ub5q87pwbMJEJtP5HzV/sfPAF1dOSqmffKT+/ez5V9/ztHvESxc/fIvG6YWBbAywQXELAhdT8CKEfJZYduZeFBmN1xkFA8eW66LukZjREI2FsHmkbtQo51JcH6L/tpMaaS4l7PjiZAmjReSBzOeaT0GO9LR6AV5Ha8ujuOKQcOxe627r21YuwPaVy6KBLZu1otw8No1P2VVotTn/xeuSD1134ewqZ9haVmvnYydP7tlwSeG3vBBL3sr9SNfDgv7Gsf72VuyybImZzT4uRjSkyFqSUTaYWeHHjQR1s6T2rKYAMcLVPTEj2+37vsIdnaChdZk/8EUXapz8mHWa2nQSyOubYNOFEKHdNn2Qzd/n5QXcJMaZg26fsVBmIGshrIgv4GtjZi877w6cNTeD38ZG2KJapHASRK2CTjRS00HafP2LF5rUI76Tmz7+8V/q7UYLSWXOGT1/IZ764MRR3MTzzytbtf0ff1qnblf/ETFaP7tq3LAXcM3HUy6+tAvXoI0ulFLsrhghgGu/BjaxB7Dl3O1XgdrVA9m6e1qOi3XzM4y8IB8P2z9bpbh9DoucPa8xxAXzIZT6AiINPhtl5upUKKn9NJ0E4gVWQbcb8x4L7iGQRlxTmwU0/DtZh5/nKtdBWwy4LfPd1EUT7hlVXLT3dp2o42N3DBhw+w48ea/6Q73D9NnMK85ed/9FJfEJf7y98sqaYdRnIP7TPDgEeU9eENroMsdM7phQSU/0iYQDLpOIBSGPUVgOCLzljPkvNJetYrCJ/03maxN+f+uG38h7gc0Y7/3NzPeXwYwPzoTYWMn2UJahc5RAyOstzjcLwQBQ2eIKe1EwH8zPXmkndskb5YiZFUewlDH7l7Ta0Z5uszfZ2EUHVLQZVx3uJuYGjibC1REa0+lkrDZ/MxO7Xz+ERfVndRbY4IRMxej5eaPPKnukP7516r1G24qFs0ZzEz8/smu9uk39ZxQsccqY4IBL+0xLzXhxwagXxl94zuPN/gGFC9+6bPL0rF2ugP740XlKkd7kMxGbDRuCTgt85RPK2BGhnJ0jAl3Zu1kCos56JROw1O7ZZ26HH8vymnDOTqkz0Ymo6hptbZ0F43WauT69a/7l2Jc5dtnYySOpm3+mGe3r625TT03+Ysk8rFt62ZxJy1BuvIQfBXbCeIHlDKRkK807jXQHRFt3TpIlgGcAmKXdSEkWX2I5AO0GL5qNZnG9t+ImizhPzO32mWLasL4bGUWWYW0ST0svc6h+dH9nvPwVokN2NQriJeNErD3Auik7Jt41XYgOxJt7qHPMqAG48jmK31XiKimOOfJjRQ59TFcJdNlRVlpYYnBRYrzVKzl0IrJ01ixP0gk3+KZ5DPUXSo5ZkhllWy9Pa5W27fK0RJALAhueuXpQp8tw2u/qYe13NQNcePJDj4H7dLqN9kpmHBmsvZI51S1vYXiYVuxZnvfrxEXsmbj8/wDEU0uy+SobN7iAn8p8uBis3m23O2NFolhqQkF/lA0R5efrObZT3WoXbSFtsEiiZzBupHvMtJGD7EKgnCe3acMHbF6mHxbpAIJsTyU9ENxkMUjXNdaibtMzeI80cOyy8Qv27D7+y95XF2Hpc/Wbo2oGk3PuvGXmVTfdOG1GTXXz4odfwCXfYoSjL644Vap++Y8nXpANuGTdikefefbBR5/NxRVuGcvBgooZS1oORjozMEMuA5M7h4XwOvxVBmPfF1/Ax3L2LT7B6pMNU1zmYCzkjnlCJIZNlSEcCpWWhOlIxbaoMWTxGCwsXbdJJsTWkeVSr+z0i2ZYNJY6esLumcxJ84alXQAMuVd3azp86wZqbAu7zIlbSdOvHvZ0ahqA9uSHGDYjsCm6z9mLImicUuiVGRNQ8ri8vJio13NBD4npNPm4I9RjHQZKCLaYJZ3ooX1swTz1XjapRCvzMaOjUzN2uqE7N0mdm53RnMQO+EZ3DdiC3fXLP5yxqofvuw+LqZYpe3/8uW3cc2nynXrZ726dOvnee6aqH06f/gU/Y82IZvXUl0fUHy4cqu7Ctz+44Kb77rx2wZPZcQf+ceiLNj/jIkHKz+kMDU9naIKVOqyzaWWPPIzKGXMTNF3zMzQtDCFa1MjerWXcHFypvnPsmPou7vXj1cuWXU3/8Q3qaz/8oL6G6374Htefunf9ypXr6T/E9nwAvxKHsfplMVSBmpXCgmBZsR/HYjbiCgfKKstIGQmHSRmXsAQlesIjJOkxA3xxLLn1omIWvhFnJNnw3ajlSHJb5lWaL3ngGjL2dpnN39GZGoHuEqGNr6kVWLnelE1bUxe00aUNCGdnOW1sXI57Dfz+Z/UhCFc+nry+6vCx419iHy7DF6nPZHZfPWXGldj39MvPx9X78Qyc+KxwWH6owuO+fQu57/Hlq59Rr1LfUH/4DrJ7Z3V1qvTzzJynl770ojb2yeajPKhGsXMM9umkfszoBqjvifmGLszPzuznhox/zeIB88eBC7q6aPx514eoP2YHNxnHnbD0RiJ0dKDXwUE/p/vDjd8wXw3h6Vwd+QSZUULJr4QXrKL5bAkXS3USkQzRYrFOHArUDrSWSKWajiabmsCG5b10JpYlQnGHtruDq7vwL1fMeHf04kEtzX2u74vfSaXq6jGu6+ehtXz16Cr1Omml8CTKA1SoQQPRBWgSugrdgO5AfCs2L3aAVdEtlUnkojUSwdIo8wKFgZL42hgBuNMSq1qNLmatj9TU0i02CayBINtoml0ekFs6EBf5cAhT4lCEs2aLs8OvccaCsBtcLsuFQt/gwKYlf9y1dCMuummB+nftWv3sJvJS/+UtlRff8uFDj1duvcM4cMiq9+YNWF952ey1P6X5vIMP4dtS6qOzp5Zsmb/q/czOeMs1Kw/4a9SOlXPIdZfNfvSnaj7vw1Wz1qtfDxq8+r350+EWOPpAS/LiW/avGsqNPf1hC7RGnPKnML965lS42+oPVl8267ETKXjUyhnrVf286Vor1rxNrMu2VjUv+GDlsMwl7Hb9l28h11duvou2cf81p0x5B1bNerHysllrT6S5AtakKax5/71Ooj20UNtDQ5jRsKwcI5KHDhplZYgllvZlxQ85EFu4qmU8dEV+PDtIibOK8rAzTtj6jqyOk7U5/XroQIaUr362cemuPy7ZpP59wU24SLvGgQVqpLJlef+hD314S+axgcY7tlZOn/feKpLh0z+tnX1Z5fqZDx08OWhLydTZj6op//uruA1T5qxUO2r8B1Ze05I5u3L9rFUf5vHVPz06GzfSz85/b/XgQeo7/Yeu2n/LxcmW105/2k1aK7i+U2euVk+l/B+svqZlVx6fOvHYLHjYjJUHM1drbXh7zRAyakFz1dZl/Yet/ODk88kty9lNydPTr9m/ashA412bT52dPrEWPvbirFUH8rgga1IcmofpuYp0rZmwRngfhdEYpcJfUBDN9wZiQQ4hq4CDwag1ZvMKpCiUj/OspIgQIhPZGTQYKpyka1lN26dth9rkQ9k1SSzitMla5GExp5p+nb4c10YPSGD/4K9kHL5EXYsvOX2p1A74T/0I/nLt1Bd3dy7SHc/2hD79wYtTX3zjDcjlB6gj0c6OfUhGEcUqE2I26iXJKCHeZLQAlLQfYmdMJ9rl9iRNVyBrT4dDBRh+1FanwMJ2No+Z0LykeYk6MrFiReLSldGmpuhKxHWU8PPQAeFbZAKrLUUhxVIcCHgNnOyN5ItOimKpQ8lP6WTpp+22FLtzdu00tVBRS4M07uC04NpQtmKK9tdbC2sqI96Yu1L9sLjcHfO6oz5H/Ap4Aa7py/y8spJwlSfqjVRWF3mjHmfMD2/ZT/8a9bCXtX2906GND0EbjeghxY05o6CXRJ3BijDocJHIEx096f3vyjCDLb1B2i29LXFIkqWAxEn650RMV1mNAMgVNhh2G942cAZjM48RL/MBnuO5DWg3ehtxVyLMIyfwEk5CmLTiqsXIl/C2HaJntLcdampqO6T9aG+aU4ZkL5hBKuVvv3hSUzJJR3wdUrg2Dl8pySM9tONqqlL2nd9zbu4/RDpegH6Mgn5YUAFybeMdpjyks3pQ4hAVcKo9WVVpywqShaR0jafnr52SKyvpEqLwbae8iqpPlx3XMQ6e+Qw8k0N2FEQxRfboZMwVgQXxJkceAq3TWiLQgiSQ5dSn1H6qKrmwrQ/+L5syoLn5wTM2h5+Hb/rtBuGOi8CO14EdG5BtCz3yEfEo8Qm1r30gRVoPP8XgbJ36At/ML5yjjsSjZK+9ZM5V8NmroS93s75M3g5d26NYPflpxMkcMXFcABFCq8H54DXt0EkJ02KsiGALRwKY42jRQMmU5nyJMgwq9Puo/tqbkDcxqcnXztSqvVZGFRqvvRv+E5K7du2CdqsH+D/hEnh2EWrZDk050mLzpDEtfD9VktOCzl+QNtNvNi+8biuG1zw6hzsN0fC4hPV+/LMfFxTqFQe3yGzxWbkijkic3ox/NuPLhWsFcqewUiBmIU8sxMcL8ZFCPN2Fp7muc5FCl5ynzKZVhTHaaqRHOBI50dTu/6TJ3w7AROuBzrHV19OqdQi60b6/3S8f8sMPWhZ/Lj1Am/2HndnqjeEQBAhJ82DtiFWI6LVuXDJWGVLjSSQTYxo8Uy9ShlQX9I2UjVPcVwhjlYsaIkMGj+vjaUxcqoxtiF+UHlPva6wCmUzk53W8BDI5ky5xwOaUwixKqRPxKKZM4Vv1hawyGVeaBNp9EGxBQPfQMxZPKI2SMc0LmCPYxCGMFU9emmoSEtkwh4kiEEJfWkjuJWsJZ6XvIgrPcYovmOYUHtFqgNvgGtH3wvVmuBZIQivufaidah1SfVocPavoOWU2lPL7ZKZ0qn/tQNEyHKaujB9c3NKyuEUdyUwAGpizXcr5A4rZZEKiy+ox6Tm7ncu5EUPKJHBLKbdwBfiUixGnFHiQHFxXUhqqqgqFK+cu4JsJUV9YXFxWGQ5VVf7hyrllssmpU19gfgK2vi4rWx1YvEHUZLuPQTAN8+FYNdxtzkIQLR4lLL1qTondK+NRNN6BEz75G5/FXZ/FT/76w6yfRnj2jwxvPTTamKwuPT1RyYVMRo9gh55+kmxn0UYGvDi0r7NBdGlzytPtWj9yKOvjvy4cwn4KS+dPY33Eo5o7r+gzeXU0tPl5eKYVPKwM1aIhSkQnCWIJFzb7i2S7rdqZ8AdQTCeIEm8oSHrKi+w2mS9IeFJg7PKHniT8QAn4lkolk/L+7AVdUkYtH7w5u+NHkOj4Yyy3rEiKdiZeyZru1/j5cWf1Dk8OXVw48SxlghoJTQ737j9+gjJwfCHhepf0qu9dUVqf+UddoqR3fWlFb2HkgAmByfCm+gETJnSEJgcmDOjfNH5gfXhiSUN9r/I+fct61TeUlPXtQ+U7AOS7k/U1D5UolDLTrvo4h1lGbq2HWr86O0SLsDpO64nUrbU7uze2Lte8Ho0akG0I2Bb4LXoKnm9DhYrJZtWJBoNsNEsiuG9q36HkPqpbsGLQq1aqgh3yBI/ph1NPxeoHl3iamw3Bi5qFDcNqhhluxjc9Y1qYRqdzFEpPzDLGZpORt0i02sCh9lR7d44ipehhA3BTUIMrDJw4x1GS3SkK3Hc+3HcJwwnbFkAHRIQsztAmBiHTTy1Rv9nUrI5spofn4Q64Qmv+X8QVB8OVNT1gpVtMNEL/9OCvxm7+ynWHjhxkqFu7YQX4K3z+xywu/Y/8tdtNw/Fu153+mv2pbp13RfY5zZ1XWpt/D8+8Fp6pRwuVgMxhjkqP1pLUvk0mL5E9RJA4IGeKRONyoGxQ+m0JU2amSCOkydIy6THpJUln5CReL+iYkBVzfjBdhBKoEaTACa3YsTgBlIuFa4h2KMGkyI4JoOc0zJnTPhcswIqra+ON2CVdm/feggWR129S350UvNS5eHKw2YNOx9LT4xTXFafW/TpM9fTViGKzAp3w8Q6DW5LBThBv/pWjOk4DmHh3N+2GIr4cdPAPdoeLTpj4v+hPzdCnNdAnAT2s+Yelm3/wjCgpLnCI2dwibhkHmoCXOeYm9C8y/IWqOEDAe4iCcCsJKYb/vbM05thWl6/M+S1n4edpzgJYAG1fwtrOsECgK2UP/RoL+HkaFqARwDGe7M43hR4cJcc38ZO/Jpz0eZlD/J9QgvG+9T15X/3/Me9rJdVK6f+M/CGjIgPz2wgsHThfF+WzZylf429TPsd/Q/kS/3vGR7FmPn+Qyd+IHGikYuS9hsK0jn4D2zjSAj8N9AD5PLgw0bL3BlcaUjTZQg8fgWv9IsqU2v1vaU6ME4fgkhVkhsZ3trozwNGmp5JLhvftO5z+6zMC/hOm9B0xgr0wYsQFKDuuPBI9CzrW8ioHn2fyWJEOUSaWzas8/2UyM+qMmUzyv8irBPpMMjP7zFLgK4NRWvFU9+qV1zc4sNiRZ+LzlKq6skJkjeo8dKivPZn8lKEwhWB6pWXTp7UkePqvbu03KhEhyybP9MZRWuNoD7AJcuhsF7BUUgaX4apKdV9RNeTiUU85XqD93RX19+iiI+7P9ZAl41XhSOX+bH6e+ysk6Nm8kvV/KPTfBOhURMcNXFy+3mz12kSz1YoggFFMkjU+nKQqyDWfDRgI1UGX1vVshxowPlZcXl4cqXTH1Age8SQ0r7yYDRgkq4uKqqvC0J+Zzc1ToSFF1dpAwWntoNWAyxWHjwvobQ6r2ZHvEi1mh82WbQygJWvOoX2a/E9rEa4OQ5vCruhvtuqR6/GIq7HnTA1Tv3+sufmx3j3bRvfRxrJ2aW7hTTptTf+vld7N/LorJGvbHTG8nvUvD2xb9ho4p2im6E9tiZE0T0+7cHfduQGPyo3A4NKuEZjkmUZdsrLsfBYbCwoUF3P0kZF8M3KKdJip51jQf/Vo6bROnqkl3caCztioHm5H5TkZL+9og5aaWwgVTlaeLnoE+XJQATtDdA97j0RHWES6z5XSWlA+0KlDNEZk9bxyJV7+oLqH6o3FFW1sJj+rK4Ye7N6njchkfSvqqRTyoY1a+8NVqNs9CkB+5hbOAE3ovIfbRasaUi8uLsdu1kuhoDrA3KykXJP9BeT3He3AMwpRBZV9uMyZb+Lz40WyDnlluNUn7TINXAw/fmVE4FI9G3rar6M6G+6MYWOX2LGrEzkqU50QAG++qpvop/VAP7pT89/4OfJgrp9irp+4uzng0YU1zDnKyIPMg6I+zaZxxz7A6yTYGdUj5jic+7yUsoWTzc1J9TZtfOBmbiDn4aPwvqL+BtD3HuAUGxAh+wF/MXkb8fJX8leoMUO1GnTdTFZzAz/7DO5fyy9Ar/OfZ+2EdPodB+96HS/nF4Cl0Pu/1lGFH+GPw/uqFTPCIwScEBqF2QIn7CDwaXJIMY6gJiWj2fCe7eQzeOKxprmZr5rmIjoz77GlbK998Lbw6i+Mr3GEn8etO4P+seYZEjMA7iLA5KgvXFWjWYAbayYA7cb8vI7nzvB5jtmP9vHncwZU2fXxaKWGFdm5KGirhKo2iXV8K9m4CdUBQdvQot9ApD+SVugO37Fni96U5jfo5ONlfTN9v2JTY9qMMF0V8jpdBIp9nJn+PPUD/Q5te5FvQRcK4yDum1uQZOBzbdNSRC1iXxhz+oLJyvCFgljhMyeD4ez47QuAg6MYB4PPilynb3my6AuxflRVOFw1KlJ5e7iqKjyqMqt/6NSbfBXIf7JiWmzGnNVcZCZ6gdsNpmAlLyGJ7AaSYSAbt9CBfnZe3BadMa23S62kdZNBMdAhP+irIZE7321vmXbkLaQY7LxqUA49HW8OlrIVjeiiSVoHnbzp8vaecSmOZ14Zf/G+6/mig+LkGerV35MH373scoYzI7M446dnoROBB/bMgyscSlLSse/QvhREmLAjTNfPAdQ4lzoBcR6jRW+aad/GIcQvA9t2oYxSaTCf5I5buCnkcn66+XZyl/k58K+DxiPka6PBpy/HFVzMGDGFLWOMYyxjXLSff28JhtMWesJbCC4clmYLeR29zn3MvWv9hvvMKiKLGeRlNBGCzeZW8hFkhcRpMhEjZ0E8wUSipmEzm8A0FKOZvSyaMLa1ku1bZtnvtRN7K3l/q2etB5tMIn1xsrRIItJ2sg+55eNzjqYSTdoPu6ceNfbtC//bPPV3CL3oMQCSpW9fySL37btRJANGjd2OLB1/36Y3pyEym9OorGxcVSVqmgt8D5gsrdooWnGwtgHXckGcXYHLjcCKulW9e7BdVr91OueN+wkPw6nzbRbMm1xz8Z/VfsQ06Nj7n335Wi2erJ5f/+b63322m9lMf5DrTLAZG7qU5kwGmRyUvpaIBzInfgeYCwfGYjJZjEb9y2BEFjAiAUwFPklTGyPYCsYOo9Fk4raTt5BdPp7UTtstY+e3ZZL0ujHTl1Jt1DSHbg2v1irHSfGaVIC3cev3nPw7GfLgtqtud61Zg8PY/v3332Pv+mWuQ8H/qCc1uwYs46ZCG91or5KsE7+xEp3eqy/W1xprLcP0Q4xDLHfp7rAYOE5vdXAJb52+0TvVco3lTtODFoMOtE8+2iZKTlGURLmV/EkxNervpcdP0pMPQKEbN7vdCDl3QPcIeWmbXkd/NcM7W7ciWrHArINLxUITcSIpsjMtSV4ThQYzeQ155OO0pnaZtkwhQ8tTJ9g5tinIFBr7yn3Zcbb1d1h6lQns3AAMWUiTg9L1AuwIxpkq7VHtmL5151/3+u6Z6pHB0+sGqIf7LcLeCfN6e/ki+56/nlKnHrdffvNiiD/tzVeImlySoLs0+ISE6vrrqaYo0wadiYD6HDSfEPElOhTesWcrKAocXmSqadIO18v0bczV9asO8umn1MOZl3nCpU61c6nvtb3gcP8ZIHcLsqMxiq2eH8a/zn9g5iUzttsFbNsBT5TInk06nbALpGcA48AgF0Q+2OKUQLgylZKNvIMcICVWgz1zFGnFIvtqe6fmNGklkpg5JHm3KwrN4WeoR175033PO5/49Dusm5PpDfB67M8rfJ8VLHm31ZA5SOLQqTtAAM+yWBfsbwTFbYQeb4Def8CaQOChvHw8A1jdqG2ywc+qf+OjJ/8KH8nVD+LK4BcHulYxp/FATMaSaYRYA3raKwTA6C0AkdmoD9jJhq2N8nCZyJCLHtxksQAabFfkZQZsUDy+tMFAT9MhXXJ22beTduSUv2LSrqfWAX1OQfqZgV9og+qaUJM2suxm2wPZETmgBq5sydM6n3pSFheqfyXvchMX3hVTtq947I67Xmgs3Tz+e63t0Hd+KsP53pt1Foz1FJwMBqG/GbRg6tICqE0HV3oQhg00AP8z6TeCO6I5OcF37SuYqh654YkxIO1X9mZ+nEoqliwznvozLwdvan8+G186DgMG94MM7g9KfIgTC4JLqDGPc452X+Gc4n7I/KDzuNOgMwzRDzIvNvP79f/QEwEgt8XhSpvphKPR6QG4GE6jQX5/PQOXl5AManNBu41kk2JEaCGEdYKx3UedzsScDklYkors1JiswGIKNZdrmpNhBzP4EshL12ED1jSlwKYAL+kRo3NwvCbVndPl1s/2w7Tb5MZR03bOeqD/hT++3HLyEuxbcuXMhQOrziP/XrHjxr9sb/1u0/rj7bg9c2zjQ3fdPO3ZS7Jyxx9kba5gI4GgekZ7S3S3t8xLZIT22WJ1GrcBdGZGI7cjE8Qhm9efftq01USGcmM58hGH8Q7ScmZ32k+X6+m2Q8SyUICVj+W8iOqxCTeV4Z6YukE9vOX5SWuc976Mi3ABPPgP2xY7uuHpOR3fco/w1ciDZiuF++X9zn/I/3DyXrlMjjn7yGmnIMk6Z7XQW+KBCu0BsOco9rvJJlDSnk0mk35XNhSIZAc4x3vbfBABsAkjGgO88rFkMkGdvbOZ9BsNYaCWxtzal6zLs+SRD4fOiTePXfnSiw9PuCR+xX27M2uWq2rbPfIn4U0PrdwU/mvwpm92bvn6tmy84u4VdkAsuFCxlJo/5D4yf8UdMR+3igYwqY3IAWblBs04yXqQYGuLXu+w76A8jry/2Wv1Yjc1Iwd5kyE3xOTsSaONVJi4CducgMjaigS2Klw7WZG7119aUVqoHilrzEtl3sRePqr+58Glffs3nNf7pV0j546JDrliMblDvVLjlTn/1IGHDmnRiVjKeoFM0QSDsxJiZs7KgxD1nc4qs3ZSZz3W5ayUcpUxd9XElXNbfuqpIHNUzWs1P1W34D7gtpktTM+10I67oR0ewLhCDmG9C+utPmux9WzrEOfljhu5ax0Pc9scf3EYIcTt3iRJ9l0gQTO0EQIhlWKLTmcDcGndop3A+EfIJHzIAxDodtuoHO1Ab7wM24/Kx+bQBaRMkn1l7bB6NIeue7KzE/y0lU9GiHY1tVwKz3v0s5c/zXyB+cFjJl6XVNQDVeWRTSp31n/UD9RN6tDvP3j3mb+o/1ZXH26fTGzM99RpPfC+5X+E978MELL14M8BGa8CWVjRBYrtDjMWzC7zj2buDgs+TksaZPViMEi7shjKaa63xUYPRsIU0GWN3fTQDI3moJtupAZyD7Iq8wqOz7ykt9d1/vVv7Pwe333daPGgve0A2MYIwNCVgKEm5EXXKY0f4QPiAd1HpiP4sHhYd8Skm2adZpvqmupZhVeJD+pew68Je3V7TT95TLW6Ibqx1rG2i1wXeUS37k7hdh0n97cxoNgEytrD0NQBHimR95Af1LgD2v8W8nUaE20womeyNdHVbsnC7ILKaOdu4JA4Avf68aljS9V3fvhB3YeD91xzzdK75//uVmLI4Jq7jz/xL/VlnDh1/6ZNKx54aVeWm3Vcyn0LerGhFUpFHEX0cXmwPNB2re0O20rrs9anbQaL7C9Ii+hOy0oLpzf6jBusxxGPbDbKsg2y1SnLVoG3Ad/asAlZgXvv2WqyIhsn89RtBfK+IjtMpnvNa+mOo0XyMojClFUD1ZyTTMxhMANMGiUyySSQ6r6UUlsY00L0tMGmKPBkR5CzcLwQB8sLEtecgZwJe6yib9wf1d+pavix+a04/92y1avwcfXW9S0v3XNz6VfeAu5ZrX/N6jR+ANiNH81VgpKMp9kOyz/JnGjHeoNk8xlKDQcMX9oPe47bf/LoyY6Ob0ENBzbLOkyrBrRsMpt9O8grNPlqEUXs6k+d3QlulA/mRs+V3YfytMjMfIdalVbHp44ZFmani3uyKy4B3LNLjkFV+KprZGdiyKgp9571ystY+v4K9cjaxxu583ffR9YXXbB8OW6OLnrry1PTuMfab2X96PiWv5SvRUH0lFJez/WR+ljO5s6TzrM8J23n/ii9zr0pHeAP82Y9z4vXeLg1/H0iySvw+72t0J2CAofZABebjEbzDnIAWMUmiAoOeglIscXvz8tzA7btAHW9tyVsNBoMbmBILYuCOEgzSl9BOrgdIndIPlY2RyOCrMOpbJchdGs1iyFdqM8GCqDIAVbORKv8nw0Z3eWxcGcb9uBz1JXqoW0v1668a8N761bX9Z7PpHL+XZN4PqX+9Wv1O/XDATt7b9n0xA7jjcvJ+sK6e9ZrdgthcR3YrRm8sEg0uU1jjM3Ga7hr+GuNt3O383cYP+Q+5L/ivuItwGHInhazmcO7AHV0Gu6Aa7UqNjopSnelL8OPYRFjTsf0qwf/swK0fwxvfQ1CNvM/lh7Q1I8WzMrUs2BDq/A7shmcRKaqX6m7cOLIGMjaHC7XwwuhhUPJfLWk6D+vH/nnyyVdudBmxlt3KQMkK35Gesa6TdpmPSwdtopDTEOs15rvMP/e8qD4DC9JQsQcttYKtVKtqdqctup43eW6O6zcHTKWrBaLzqSzWKgX6s0mp9lscljMO6FvOjDL3XSQQDFZTFaJNytgzHTLYmvLvVo2QYcIUCvZp+hdRsUsp8EqtkNPnRQfy+TjTMdzWKJ7tL5Rc0mW5UKGm9UuPcIT4iwnOWhCCCltA27E3GaDxPnrx/Y7eGorPpj5BiewoapIp+ejTzZVTJxwflB94ebvuZTabBn2yLMsPwHfLAdZ0OMHJyimtW7sVoyWtNttoo7WAv0AJs+QfQMwl9YWk8nrpKDCAagY/FZ/wj/cz2EvjWQuCCA+UFPfJs00GV422ih3Z6Nlv+YFNMjcwq0DYlDpUQ8zYjALeyF10pjBkPOqOpnByWpu96ns2Y/FoL8z88Bh3LgcD/yNtOq/5YHdkimNBx55rnXSw65lL0PDC4lh3XJggf9Wf2H5T8cXwjSQXQjdppRex19nuM64zrDD8IbhoOGA9QvjcaNhqOFO/k7DncaVBkHP+/k6w1DMe2j+bEAKcBmEpHzbyyzTfAWCzaYtb0f+FiGR/hawfpp1SOSvqAB+5sNPO8sD21EYhHvs6LHMV3OoePv2BfFmTy3WVkvn4SBHgA4GAP+DDnq8TZIaBoVv/LTzqSnPb4J0yRl2X6t+fVA9rG4zYTfBEjdwWkAyYNki5o3eiK8dOettnIcXq9NV9fhmfBWehS9XD9dN7+UYMHvpTvWXy+dcfQE7y/gE/wnoIR8tbdGbsSXL0CAqbdySn+8HaVN08wMnEF06yoL1etfLLE2hzKhV0U8W3qFlWPJt1KJk8oFiKdTp9CDab+HuepRP/cTuTOdvJ2+gAnAKIMVNczqhr0lTHaQwbJCkPtGo0TwN62ygwkiQ5sMa2md3so7tV9k3NvheNyRI7n9i+xL18O2ZkkXXLJr3vrPPSHzKdjA48uPXMn8mhjcWZI7eMf+cqMZFuQOMN0mo10Yign420l/YwDClmx9AYwW4EsEDdDmu0JfmiNlSZzbugPo39ftc+sxS6NPvK5L/6X0Tv3VflioRmmN13re0hYic1N/439wzcca20vuxe2I0gizE37J7Vm35kKNLnIFsbOU4yDORsBPslZBPGFdiFFKr44MaaTKJm6hJjpiBU1/CPZ5WxzN+D/fj/pxt45WKASKFRCsJCfS2CrgoLwgiz9GVMwTxreQTxVgk4uHixeJakQMS/R70Ap6oGBJoFqLraXmWOOnoAKF8vGkui4U2bWsYa0nfFOsia0vQkW0P9na1irUMo8EdRVIt/hqwpUSxQDN0PDJhopNMBG/nZtJVHEdTbYe0NRDt+2z1PrrDKxivDqZrIKhKopSSan/R/yLsqjt7RLUt37jvs+8Ln9s56t/9CnoNRNr9DSPxCNQXrd1i1WNZhKz+2806U9qcauUqFas1gaVEIs9A/IQQTqDpAkIhLrk5L1lUKrVyM5W8eojproCL03OuUqVUoUdHl4IHl1ZXROjfrT6FI2avzpm2GomZ96GEJ8XWO9DBaPAgtj6ITn/DxX46PL0XJ47SYzqb2HHRR+vLAArhb1EnYCBd0S3w2gZabWKfDr3Tc4iht4xJsBM8sxP8dKI/GqFT/oaR285qChRmvs4crLx4xLAZgxX5vMpQos/dM1+1yL5ycfXwYeNd/cp7vVhyg7XBVT43ThKkpLYxXjL86p3uWcX5l00dMKDeMrG+/8M/Drzo8rgU974z4EI58db05LC+k/58+dTyBNgQyJJ7E3RF11CntiCHA7x8F0dzNYlLoSJk5i5uyQs7EVWcnSou9Yl2CBY7yo8OlWuni6e1TnjcHlfQFe08cZSOLHlqyDtbl06/N1xe23vyWfVnBwsJXp/5hVfszrPOL1k2IGH5zFM0ctrzF5x7QYl30OCJ7xfMtdlH+KWx6byYQ0eKma1TnSfxx6gAxdDZisEdKpSdVo6zFrZytVsKCop1hrxWrnlrQLaGJA6DDlvcRn0IJVJtbZlkm/xW8lNoNm1z5q2kLwGaS7I6BgLwOno8DbW+GqoQVkYilWykGaONrmSQqH4MyVOv/K6+d7pP0ynzL0LsylSZaQC47ZhZ0/8+a+rbd98z/uXNi+prP3toZCD6fSEZMegeQ+9wtf3ayz+6Sm1znPWo08Vi7sCOQkOa/AuNQYuU2JgxI502wVlb26+mpqqkuH+0uF+Vs7iqqtjJjTOaa2pr84pLSs6DjmzKC/WiPxoEBD82jxljMxlo/yyWwQ10hQLVCXxLypnkJ5TUakcsprTNX3I7LZdBa7TZwc3gmvaculsvLm7hWLeT2pbzBh5SMT67Iai2kGNXvQi9dNnoBid4e6gXr50RWkg8UoWrT0Nfj5xUzik9+e8OAVX1cZoteVUDL5yUDNcneyWqAzU1OqlBDpRUR/OCFm/QMd5XaBOnKhNjhb3Kyv21owdUVyb8xQ1l7voLxhW9x9k9+RZbpNDxfVHA5U4VpGZdecmwsjLlXKUsVVvUO9S34Ypzy4L+vIrSMv+MeD9lWEp9IRxw+y1CxYDzB1QUlle7SxvK/NkxaSS6+KckDPmSR9E7HQ4dskgCncFKfkInwVOVVQ56xnHQJQVD2cNO4w1Ce+3M+YvOxseeUq8efdPUiTW2stKIwW0ojBTHIxJ2eV2m++Gb3efX2Z1VlRVhF7PNRxDHPyD8HgVQKdqsXFFY4BO8XqMTnmq26KpDo0MkEsI3hZeGybAwjoZxKBxsMGKrsciYMHJGYzASLS6pK5lWwq0qxncW4/ri64tJcTEuKS6Nx8uDpeEwPL6gwOn0uYGKcUF3Xp7DbTZH4mx9xFsAR/Jb7ex7MpFMMGXjRLt25iarKNtOX6Ily7VfU4faQQDUGryJFJuT1hbbapVTnFI4FqdnFNH9Ryn2zemO4pQj6ArjMObaU6kGh5wKOzz2qMlnqSlNVA0eao3okiljiGT64PXiO1jXpO6pyXwilI8fHvU4SLK5OnnVo+eXNvdZPr75wgv1sdEnX8Bbz85cItzRQ356YKXrlUtbJbxKwndK+HoJ10lY0ol6v88HyVwo5nZbYgUFt2Ich5iG7ZjcTfCNBE8kVxGCsyV4Y3A3USylsY2TRLfD57cYY8WhAr/DUYz8xUYjl11Y8slb1CfYsU32ei+VWzfZaTLLSoweVdquCTgF/9tykqyq1OcEo8cS27kFaX6cVUXR6tHQEo4MBbGuu2TIG31vnF2oC/mHlo1bYe9bXRQddlb/54Xfd8pF5e4Qy2PlNXIyHHT7PEsvm+EuMRtks88mDxjgK7YyuZV2XCEO5oeioegCtGTLsF7V5zVwrVyVYu81cOCAAah/L/i60CUXFhUFW7maLV55wMCB9YCSivuc4cMahiOukkv27z/cVej1+YoKC4f/ETA+CYi/YGNJEiU+PSofTVJ8AUnY2IQhdFv+lL5Gz0+HH/Z6VnZcBnOqp5h6FHyL1bYAS6LdlihkxDShwEvVDRwLeG4PQxd2LLU2kZw7wBreB9hDhSbEtDVkNeLgC568yOAcFbxo+qJzfv62VJT1w+7pG26ePS9V81BdfUGfQSNTkx5K3S1eXNE8a8DQsZfU27xCvxsbzRcNHeT2q/by/lXn2kvwsep+lvLVxeMH+BNh5xOrb5kph+3O+tDv83pXl1uinyytnVhkdZnFkvxzJoac+svG33bb3UvKLqkzlMRGTfnw/OHj/jB+arIvD9RlMfLxc8QUJNYOFEYpNO1lFOEKUTnK5wo3O20Ou6OVmwHJKDsA2ik7ZXs1wHZhi05n51u5wVtMJtlRGYCrrd7iYq/XbmMQTqek2hiWU1J0VCv5kD2kHeT6qVZjlfGHrLTAJcEZT3tNOO13/G0sVlsTj8H3umgM784MmEG2lcThtVg0GoW/xPGk7r8J42uK4/HimppINBp54uevRP8vO6vh49Hauli8GJhM1zVdSweyEJ7pJosBaO5ulAZp9O2SyRZn+WlCKZfLZfug7kLZSoWiBCqpfOpALFmhsE3LvykUMM/M/6lc/kdy6tdDTqN++7f/hdR6ShAhvmOH+iNZKQ5GIjLQEwqxvB15Or5V+rq8aX/A6kh78vCBvMN5xJtXl0c+zsNPe7Z69no4lzBFmC9wHwhfCuRJAS8WVghksAcHg+DsYF1+xbu2EBcaDXp9OGQzNrhwkSvhIgkXdgESKE4rX8Q38pzE83SVTABxLg7RP+iNYVMgAFgAgDFQcRb5FKIUJ9KzCC4iOEHWAp9u5aYoNtm3yEd8bG2XzWbW6c07ADqMHK3EQteY+RIQWpoguWyaM5fx5E/PO0rpB4CrNyG/c5Tuv6M0uWnOHFs9K9QifzIn+w46MsPGZebAX+eWlWGGBG4uTA8ztKWSRTjWpTgXJ8VriXzuxOStgU8+QR2Z0Oaq2Mlbeo+oG3TlbYOTl173zfWkbWt56chTYfzyPCzzeQVlfa6+8eY1P63fwC34+w2fM67wPPbio9xSZEOjFS8kz8b0l+RHQupMWJY5o2J3p41Gw8vcWMRB6DB07FH0enfaYDAakfVlIMkiVwR3KVqcyGjz7mVswUGZ1pc5dFrMmYM5lt7QOshHRzSeN3Vs2UXBPkW1B/Hj1aOWXblidm2/2priITU1VK6FHVvw16QaYmLeJlHQU/kiTmoRRL1R3pNoB0FT9o0px5bi9mAKfz30/FETBp41A4f64ujEyzb6yOV03e8OHBX6cz/k+L3T+b/k9zjYjd/TZcg9+T17pYYfnBnaRfBHeQoJ99LJE0DwHQPOT5qsC4Di42gnx8/Xmaopy79aY/n1BWErZfkEyeok3s7/CZCkDx6kmF06uyttthRYiJGX6bxtVHakrSVFJYmSi0tmlQhWa2lRKbHzRjHC96or7l2jVFbynhBdZOPNS4foemZHfiBtDVhsaWuItxYXFRM9V9zKLdgUUSJ0ltziSEcivfNbuUlbPag31nO9KdFWdABKnOKy2kKBSHFxJIJ8Phuq65Uup4s44K56U15abxSN5nQrl9wGurdyqB94Xb1isCk2xWJP22zlrVxaMZkVs2KCRpuxZG7FlsVg9NkVTanOpU0fXqydjGFL0TVOFOXgnzdhZ0s4aIhFjSn/edRn6DEfCeZP7Fd4Z1lZGWLv9rdnP1jPVuHTx9AcNUqBLgAZTrymNlYtsy1IbJu5JxQLxxgxqamlGTczS489CD4lpYMhyZ0K8PbFN+5S2+6uD4S8fRKbF1xUGrttxD9uc55rf+32Rfvf+nehWY5+s/5U7C0cXX3xxDHqd9+tf+AwThV8cMPs1qYJjqkLLl6EazYtm9nwcbKiqo0n4WBN04Rx1U2h0vPqLr1n88AafHnzpdufePMqtj7dLHyMfpQCEEn86FJtd0Ov4vK0JJtNJoNXVmQd6FSWDU5kkA2kkDMgs+zTC4okCApgpeC2t+KaxUDs3gKJ0Dx936F3IClvo1tFQZTaYnWKNKz2dxld/laGQ0wy1bXuPjTdy2Z7P9allfsL8qP9DWe7jKXea+aNHB+oHT1yvPhyQ1mxb2DMMeF6cfDay2Ks/lhHtbANtUuFKIJv2Y4kanLp+rRd12dA2iBHUmmD95yR6SAd1KttSBeybRjxirRoMpsd+rwiX9iGilq5kNLboTiUdO+0Q4kk4JsZDNZR5FjouNex1iF4OIdD7/MpvoK0T0GY7rIB7mZFWOKQvojeMwL3dBRZC8IAzLE03NSap6T7pPOUSCy9O+9tWrStAPB9iGIgCis/H+F09HMDJWNaxxPCm80eqyhHytIib1UaB6WtvMIr8bI0rwTCaRosEvxafgMv9B3OX8zfC9e7+bd5EfHYwIGv3LTVU6CUVKQLdnBDkQefDWo4WobASv8B0p8LZqiNlVDFZM3VRuvPltEREmbMlGprllxPd2OxnxAp2F6huXTpH/0MteeyrNNots4ih6+NrbXI7kJgcR2U2oCrWQKTjRTARrX9FPBa+6SrXeVuUG9Fgcs40m0fWN2nospTFOlfXeUNijcUB8MOUHLt8EHiJbpwpKiuocoTyy90eumeJKLuE+pxL8mNzICnX7GdJUqD0ZpejFfgpzDnEfFoaYpEBGmQNFrinKMcmLM6i5wJJ1ckOGUwVKfFZ1Os9iL7f+yczNktiyxUESFQBLJ8ayFWiwXxEFgMOoXuqCSIbngnMsfb6dtiRkvaXrDI6rEUFBh5hVU98HLEaAi48tKGQMI4y7gQMkqUaPLTjdFemUrQv08r++uX36JCpSNWTf5De+mwG5NrFpI+oW9t32uvZ8hBh6+a6E4tFr6EWDzJ6Hqt2xWXeClcUxui8J8d8qEjJLiX+rXBOPa8Kcni8pV29ZF0UeF6fVTfa7zDFhkVG19VKFXYReMee2lJYXzYxX0vGTB/xoVF/9k5irNX28JGUSCIV7eBbIdK4xEHkTiKyrENQq8BjzReaiTEeJZxpJFz8k7qSwAMAgXiepA8XfwTFThW5V4hHNvJRs/VtvtCwGPyS0NKiEJHKJQfU1C+nA/YkW9n0hwOQrdbrFbeYqImTmReB1KnKwy8nGi1UJnSs3OHWy+2ckbOWhQqy/MoPo+H4o2nOKJwmMOJyPDIwsjayIaIENEAqOnD9jlyDxSiIu+hD5zYP6lJ04CXrmz1ym1M+KfhFHgFdQDIz6lzsH1zdHv7aer4bSBzR84L40VdannuN4BNSg4qHqRu7K6bwl9DHcLq68JyXCe+j3zo2S2i15lP9wydUCxugAgROwSnDsALawus8tO8Re+1WBUrlbRSEExbFWrjVuzkrB7Fi6yyNWDl/IJV5/XSvwS82IscsiPg4Pycgyh8wBlO84vIMqCcejpu09aU7BxybW9iYAFXmIa+NgYNTHJym09+le1JQtqLToYHohCPgrE2YrdmrSApXDe9MFpQN1z9lwFXjCoUHC6dYM6Lu22u/4+4N4GPo7gSh6u6unvumZ77vi9pRtKMZnpmNLqmdNqSbVlgY4xBlg3mMIdtOVwhgMVhjkCwE27ixGzCbghJPoyFbNlczrEJm2DsTQjJZgN4s4SQ3XXwf9fLhkOjr6p6RpYJkP1n9/t9IZ7uGXXX9e5X773SiTc86W4x2ZF90FfWjIpZfTCfbBZlRv8n+ASUxCmCny0QHgAxMluTKyQ3Ib/bY7IbjXq7nc64Q2WW7R6sx+Sq13mwB6tssgdBlR/7sd4o+/0wAeJSHMeRNg7t5BHe5IYe5DZixhDsaj1hCFCHjBAHJZNTVgW5aJTqLGStoimcog8FVUY51cxBDLHDJUNM3glCOA63wd3wBcjDGXgdRcgJhf++dvTleT7MGC25f2mhI5sWUHxlobg0l09l/7EXKSOmHhOmtNNVhuECc18TbTADFXc20QepOpGkO2QKg7CrFGUxn4PS7DGslx1+C3T7TEEHl9HFBK1gNLuF5GiDfbI3Zm/ovOGGr/CJm5OS68Iz+Q3mwUGNKJqdgjEZNMbEz6REu9ufd1yf8+lUayk8mgg8bIQfh0AbuAi35vPZbCqRTKbU6nAqFPD5gkF7yOZ2uRwOu90mGG3ZfN7nsAf5gMsGEhqaj/n64Zel1157yVlmflPFO0i9qJLi96DZRzR8mP6XYVsVSHFss2qSiq+n2AFRUi45bUEylqTVaaMb6Ul2iEcLzMBuWKLeDcdFF5zXN9DM3Te7sawzWGwbvxDMuJ2qYNbgzBwy8SaDBiINrxElrUdnU5E7wdeayxtWqNTGeH/o6zCh7ywLPoO1M6Su/qHSGNcGHYIxoZLHMhe13ODIO3flzmm4gOpSH/IReD/BUQQioAt7AwF/xO33E90AQSJQ3BxA0B+QzGYtPciDTOv13OuHWXnSDLlIL+XyzIlIp0pmUaJCVVXbulCK2JbYzGqeGrgiuijy+VS8kA8Ho55EKKj2Y3dbZ3nELvndMbNN3NETx9WerNwSDmoEk15vEfXRyIbGaCIQHgxHEhnFX3uZsAVeJ/poLvQ+MCkCpBFnYMN2lj8DMx7FSUmXlSmw8DqLPfaZM4iGfrXos6YtxpaQuVEytipxb58ROPglcS2IghbQht1hXosA8DWbtLGU1ppyJiPhZp3GhHglv++1HEuOeu0l6XVzuXyY+vfY+SikO+oSJdy1QHcG5q3OAGdn8HU66inCQViEXxK4XptX3d7YmSzIbodJCgRjWqdVL3BatUczEDCp1baoKNxu8JsaHH5VO6JVJY0Wm0dubNDbfJLRog44HJol9rhONNu8EluTud/C68AXP2VN4h+/Jl9cuCQceBQ64G/4Y0Sq+sHmT7ZwZ9DqaRMRasj7LBoAdmLrupBvymIBNB3jz9m8hDiUQPuxP2f7ogWpovA3C+1gb182u2iwtbWX+8+PGMTVSGZgIJPt7yXwpedCATUQvgsEYh0byKyc1HNCOHIjyIASaAcYLIMQ35lrK7fnhVa54EqZGlqzxkRntyrUt6R/eEAYWlrpFQPINrSoQORCQ6ohm+gO9QZsixbZAr2h7kS2IaXVN3viTd6oA+qdQAu9A32lLn0836aLLhte3I3lLHY0Dy2Nt/VHsbcr3hbFzc042hbv8qqMmZCtMRWwJF0iMvrUgkTxjCaS5upXM9ubof9TtNgyZS6E4eTzCt+h38g/qOSfKp+n3slkFKe18qD08mF6gi57rfYL/YH6BmjKnEDjWqKkLRbfUsgX8jBKi2DDBb8L9Cgd8nsyqopa89akSqDN2Mk/L8ybo2YURWY12PAG7Jv9bvVZ2M9VNmz44BZ6x99Qfe6NDe/1vbEB9vE30l/e//qGDShI72YPVZ8j7xy4Vv5F5qpXr7QuWw4fvuTEyJMXb3zy8isnJvgbjm3YsOHDG2E//NWG9ysb3uA9x8jrlQ3wH2H/hzdsIC2+AZvuu4+7pHpLtfqv3PrZD84j973w+dmH4JtVH/1HOFwA/AcKor9ie+A68NgBAIh+qHHJ/IxyVdeumtpVqF0hVV2s5EZHU5w1BlmjUQlEPgszSDWlrqUg4QGZ4b43GCO4z/Gioh4GkYj1LlkkzNSgZ0bID5nSrMjMTE0VAZXDr1KrXLHYa4nSgJowhKkK5B+tCQJ3PHVoihshHwHyD35z376Z28i/VeSfwsv6oIvbJTwFkiAPvoEtiVgxtti2KMSbiBnG8bzbMIPW7MVx93PocqKXtaLLQBqJ0z6f2+FwzaDsNHZDt7tlBvlx5AitpQwikxIh+p0RGNFqK6rlNJfE7pZV2B+UVfQxLa39S/PmQGEGxrfTCPfZNM0eoGHtY0px5XJmQokWIRS/5IzVeyY95/wh42Fx8NR9B+dzy+aPIFU2QpJyBcqKO4lS/0JOwO2KNeJc7yYs96xIYWNK2wWF4Rv1S57efu3j+4bk1sVDcn6QP9CdKfQ29fc7IqmhQuvSKyMbr+s9E1q0clvvFuM5m2/fe+eHl+eHhnPy0PDcHHiwmuYfRk9ZEoQEgaQS3PCHf5wmv98I1qJ1vI3YI58l6DIHRHAMHhP/WkrwfwDALAoe8B/AjDUQRGx6E4ZOkCnAdC2vdy159koVR/QNGVYOgMDc3BSxkz3EGtlHrj9OQd/M3Bx2NDXLDpzpIB+hhOxwABe1j13UPpbQ9VgnBNXUUg+qVeBZtAjw6HNARcxzt4DdsixgiqfCluwxYtGQjxNZlKXYaLbJ2Rl06954PDaDJqeCauA7iCJARxDUnGyUdVhHsJk0TUsWg2fQdYQPCuS1SIwi/SFsNDtl5SAp4VAW0haxPhSTs9lwMzbY5OZn0DaCZTGUnQrF48mDqATC6DNYUzQV4ebitiI3A9u3j01IJwnkPe7jLulk2s3i0nIuarx7yM8TFNnT1DinUSuV9NhEnn4/SSvCpzPS7GyaUQdI0yASarMTgWCi2hFLPC3V6i6pmGORnShitTGzRm6Bip5FQ7HgVp1J5/ylLZD0uSVDD7Y6NcacxWLRa9fZDV2pzk6XLRDRd7d1hg1a8QK/SafqjXl1lqDJEJbOdtskp9OtEbWG4gcnz7n3etfkaNe//e7RNnvw/kurX/3xfVsVfJjbhHYJQwRvTAxvvGBPNU1hP7cEbhX+mcFemCKw9lBmQgBLr9iTbDgN5q5TMH7+FIyBgK6fVrBhBi3GeiBBpTqYFPsk4BpOAddqJfzpOmzAABPQARD+X4Uk3RBOe44TNXchGAkHmBg7np6tw7EGQwZE4S+C4BaNAsH4n4dgLqQA0PinAOTu/HgAcuDBue38w/w4qIB1cC12+LIao5xwltoXtZ9d/qNDeMB9Ms1ZZuZ+hfW2BqId2JzyH8fgGgrLdLO8hpJaY4pe/4gdBKarKExXUZiuWoVXU8itpnQ8Sul4YHyx5A7K44sXYUrH/QTGi9CivQMDkRl05tPhcJc3P4PGMbHqYg1y0Jgxjhs300rDSYS1koyQeBCdD7qQBuuSOBCSk1hrkJMzaN3T3rWL8XkUAZYwl2GjvIQiwJIlwRVwxYoBggNTGEc0M6iwt1TKUlezBtuQjTDt88MzKDYVikTiB4ma5ieQzhCAEjCz3f68O0MMZhqrSfU1Ath5SGeOp9P1bYuJNAv9cr9JXvkY6qWgB8SoHFPUO1W9fqkj3w5LOWXHW0WjJ81M61MCaqgKzbZ8E9Ga0cROhIj/OQTiH3bEvPFo8bmEt2zym66IBRty49dU5zZX/y6avLFlePjnozuHs90XiM3rbY/IqY7s0JcG2/tn5U9BMaQvLe5YlP5cyqERocNauvyCGwp9Z0LnFy7a+v3ADd8fes7vMXubkMuqFZpi61vuHth4+ZqNn4yHiv1yB5ELlDdYwQVTP9ZAE6VlnkeUlg+ZoKlOoyYT0FMa1VMaJRo9pVGeFymNAkqjdpMdbrZvs3OEPt/9KH0CF6VHFrL9sYzxdNLhFn8sfRD+Vp67SsihfyH8rUD5my4CfztHs+mLkOM2iV6iSQVAI3QdIIzwj9hn8chF/6D/H8LoG4b9Bs4tEYIJoB/pf+7nxJm5E1MmM5UvJ7CZ3ECJfHD0Q+QEok70TWEI4UF0FWF7fVhCyB1J2rHVIdsxoUk7IRKsxxXHcgfnwFq97CCoPx3aTVSW5LNoEzCh7YRtuvZyHJhBLmwWRYvaRBSXmM6etnN2R3AGlQgvDNG48PQh91E3555BeWwKOXAqTdiwxkTYsDp2EMnAAj3bWQVYIqncxxmnG/MQzJ6g/6epV8x8OU4dp7PpCY/rw3SaWf/HT7K9mVqVm7GtLJlDRTU3Z4nyNrGu6ZSS1Mp3EDtfJSfqpX25zk33jB685L6Vb1tNvk0XrRk5L9MVM7c7z8ftZ3bfd1cfLsRzNwvTL41+9aLvDX/tw5s6P5dc2l68fM2ZX73W1XJLc3uyufuKv7Jem76wL9RC7WQKOxgXcgKeh10MTvMX1n8Xw/O/J+CUMEh+l6vr+Em+zZLgT9Zg/Tl6Anf9dwLp2w8A99wvsd8oyWq31Z5GHY47+cdFcaXqIhWXcOxHPySKGuVTVvTZKaNer34GbaBGGDpnbyDgOYguAMRkxLomdaeas6n1AFhn0DVTgl7vfBYVCdyvBkFo386ysySmNZbHmKF4nOZZSCfrGXlpAwwlE2bZUqKkbwnnqKtOxbNjenOEMfCT1Rurux7/9mN7rzk3fFUW5lp+OvrQfZ3Vm6pXwCWwpN6xHO/9wx13w6YjsOvGqKEIr7QL2nez1Xd+/uIrGoGtHZuz8F8L1gIKPrIWG2Gce55/FTjAmfv226DJDM0z6OKnQxa12tBjVHZegQXFgRk1AwNhqwBtBS6gQS371WoBqzSykEmz3LPZk+43CZWSiVHKHVOyKxR+V6Gh5WHqQ2EB5dzz1Y7eaFqjSahLSbiaGHcrF99czMG4L7Ks6SKZi4buXT1UgG3rH/7C7+nY2RjF75Oxv6uMHSwV3mZ5T5ejq9Ee4AGb9z/OfVPazyETpUq9kZg8aA3WhLTazYZtBo4YCmN7seB4Dq0iCowTaYAWtexbrhnXcBonkRl7HQ7Ls6iVzc0HXduZeuB+k9AJmxJlRETFH2MsiZID40GKW6iklD5nm8K0DrodXX332kuGV1+4+pnUmk144PPX/A1hfW39w9DY9XfDZ+bSN3V3pkYuvW+0oWe4FRoH912p4Dabi3AXmeMfa/C5nqeJ43juRlUOPQG6oQkHNQYx4jYkIvzDBmhwub0yottlKC62yk1N8Q5auYywnw6Z7uQCEH+OgA8DkQDQilZMWSy6oLIAIbIAbnTjfh1Cmaam1oaDKAcyRPInm+UMZdZam1cGGZjJlELPogQIIhrNksMOlRTLxLg9saOxYzEUixk7OkCpJPfoCY/BbO0wwZQY6cCK0sCBCtNGyoaMM9C3PZM+Psv4+X9SZdlNuI6LxeXlKdYwjkRkcdmtBFsTycvWnMlhsvyUQWXSLKiP8Ks0gwDN3aYHbaWpwaWchVGTt/XC7gzV2D3DPyKZA9Ap19HRrsptWjvZfu65X7/vpuqH/1F9L9VyW+cFXf+0/+l304tWL3LaznvwGpMvw3FSy1hjTmVY63XChK2l0fP2Rec89fW7PrPtJ6lvPnTGxu2f39B93W3QeO1I/2WLzmuI28LWHm3pXJNbjF0i6R2W2yoXL2PwZXAUWwl831d4FP8DYRXR18jv6kleDZpAAbxKFFuXVierVaI/4X8ox18bvyP+sAqpKKhTktMjp9gWvNYoV7IvZDmi/GyYniSWbVBWQE1p1UBArdcLbgXUHgJqK7pxWsiHmoMeCk03gaaDQFMLTcFMkAsG1c0EgqUaBEtAzyBoIBCUCATVFILq0yB40sMSqRTIUfXpo+Ca7aTRL4rYIHBKw/CngIhAgjrRYW07za5UCFWFQ+rJD35232T1g4+CpqTyO3sK4hi8aGWqvWMLHr71+rN7//orUIRnwPjvL1r9McC5VOq6dGWY74Wgw+5bfu5BTaL9rAkFJupJ4WcEJh8qNMdPEepjcSN8VpwEzaAIfjAtqA1GOU01Yg25EbUJLeenMl/v8sl6n8HplAwG7wy6gWi1qihXaX2hlWtlgGmEjVyhFryCE3ILz6s4CRvssiQ5i/qij/PpvQZDhR7K7PVGj6qOqTiiNhSnQiHY8hxTiraCNgChfjtLsCSCeqyshBcR25KGYVIySiteNMp42bLTQLFZhY4UV26aaKv0vGi2VZGgexVUWNtU85sV9HRkws6KpT8BAZ/94PPbXZvjgxab0NruDKRb+AvCvVqHzh8L2pFKLpyBVzZdvWj0rvvaFAgMwziUVnjLn3viPMf3YxvPPd8i2qJZyT3SH1msv+f2gs4fjiYS5WhL18DNG6NdZ00w3ldfbwKHao33HSZwoHJ6Lb+Y/x5oBU9Pp9Ttao5GwuyTrPJGHgZroS5BShFmX0jW0FAXTbAWCHsQ3QgiSpRLJJJxPYPWAgsT262tGQoSjohtm0Yf9EYSiUgE2O160Er4f54AsrxfT8NY9PpGYltMCzSGhYg4GrRynG2PmBkjOhWgoohzqqQer4WlUKmehmMGqAopSK8o+EzpdxKuVfMKEThQAFAx73SEqRThF1dvu6j6++o/J5vW55auSkXuXL7pIA4UA0fmmuQrP3/fLp/JEq0ere56+El4taujtHjfv3Dv/O7+rTetKz+QKf+GCOILxzmut5hK5XKdmejZDS1Di6vVL905tBKpmA5A1lO8l+hJoCZHdxLtdY7ou3HRqFKR3zcDYCZ6FfKLTcCJjRCU854YhkWs08tFkEnXfEH0neqVolF4Yv6dBu4o+YMd6zgISmU+hznYDjIF+kKBPq/Ypfco/iizyvAstFb/XvE09fSUShj21zxN889+r/4s0fPWo98pz/b20mf7PvKs8PX5ZxNwOf9ibRzDw+RhDi6aHweAFNfgA1yBnl3/HDFBFP2GUNpTAiRUBlhCOT3Q6IFqDP6aojPpIwN5URI7SR8XK+uGPhDWk9+T1Xf5t4R+8ntR0Ue5r/EbCU8n68mvFHMgDPrh5TSeh5ixhI3GsxqDnHA53XI+l5tBFqzv77P19/c96thDbIAZtHSv2x2spXYS9X7tfkV8GglTWLwPiWIIQVrmdJ/ZRqznXPogWgFSrGmDnEq15fJ9cqXSJsu9L6AbQBsyg36QI/OLINWU2w381Dpwr5O2SJzicxGx3iSL2GyVRVHSEWtiH1ZOPqMjsLlkVhNVZZYBaCFiB8WeDq1LQ9JpCrSgAg4nqU2ebMMWl9zWVunL9+YyMpR7Qyqd3Cv3Vir9Bwn3GoSx7dJ/5pjtnSYynkZRM6blyqRnT45RocGcxMTqOJ6n/rJaRRFWGOcUF1MeUvSENE03p8Q4m85l3hw7lWoO6yXjiU5WEy8RheroiSJKjFfOUddI63IoTPcui3V+SHcurdzsV76QzBT1lgu+YQusy6R97e0cV4yF+rtz8OzZ9b8cP6s80Jl03vMi/KfPYouz1MKn4mdooo7YFbxx+/28FpfiRh1a2XnvkpYmS/K8qMnrstg1uQ//cbj3rrGp61PLlqTWLeK+keroXLrRJXrCQV8EX5c1zt7PbOno3D60S8yCDPgVlgQXLXrmstrlsyH0+HwEafalmm2pVDMB2Aps0mqDnmZzyudPJIJ+f+OzBPBBAngz2oTDKEhhEwwmUr7GZuDJ+KG/kUJnMxFL/sZEwv48KtSEfitRh2P7Qnt0h3ScjtYjIwq0Tmek7E/EWp8szhA4KixwrKbE0WQbAtSJGlTrcGW6wPF5wFHYMa3gdmOLqw4nFpnAz2+MzesDnezoVCKf5PpeOgWHzUIjXXdVDx3+1ndjjdd0j/Te/rk9vzZ40+nceS18Y1dR54gGyjYf7H7kD9/58hcvv+6p1FXfPuvcC+7YZHWIybX3Hv9D7PwfO4yWBnckuGp4WG+q/t3E16KK3yJcHeF+Q+YfBT/AqUjIaJJtLoNJDjQQI/066zXh28OPhH8c/ofw24G3wmrBCq+x32bntH5quWt82OmXfT5niJILuQ3NoPXY4qa/ut1OrDHLTicEIPoMU8wgIUKnExAAtuwP+f1A0moJVct79XqeXPZJWBuQJXCAjCUuvcVWmi4iw3tilLsYSdA1Z74QSgXH0wpJuJS9xgkWHpaM8HZWzEWVmI9bpWkFVJonFenD/ebm/dW3kl3euC5hkEMeuze0++ujnZ4WOdt007K+xy4nLK+74dqfru1fmbv1i/nHLgxnBstNuXbLloZ+18N//cjXKc/tnruRX8n/lvC9yZq87ue1hHOspj4UPkFsyTDYj+NF+6D9H9zoG8J+gXOrXXqnA/2I/7md8wQN1A1ioG4QQ80NYlxu5IzUDWJU3CDEDA1SOa1C27HB5CHIrzOkiSFndNb8HjT8OnrIfNTMmRW/h5H6PWock/qPZaD9FL/Hn/g7KGJSDwf8846NTZ/i0OB2/Tk/Blkn5mNHx2h1bvAcrTR3YorM3EmVyqA/KL+iflPNadwOmICrDZcYPstdZ1D9wvRb03tu5Gb6v0YnW1zE8HPQb0aLUzaZKz7o8wXJqh1EamLxUdtXpdJhYikQTjG+D1UCywNc4Hm0gdjuKtQCRGBDxf07wjAcNpl8zxJWQBlBom775ogqmaG2L9E5M5TTUrKvsE2wfE2xnwCMkAFjuLXQotKplBaiRs6fDrer+ut7VvztS6nLB8qL149vuTblu+CqgSXrRrdc61sVjC/vgZd+u7rn0l3ti122Ir5HvGnzA3c9+KtHSn/V6o9lKJ0yGY+eAhXw3U/zaGvqHu3/iQP6GbSOwEXzp87lno84lwOf4Fz+eG+yUhPrf8Fp/Jf5hP8St6+Cqw9Wt9bWfhFc+mmrb62vfu9gzwDRagYwXnQQYdBD5An5tadngH7ro+4Fj0/O9k32cX1/KaD0yk4B9pm80IuJxezt6cF9fb39ixbhwYGByf53+rn+GeTYPzi4Ax/DHCb3T/f2+m0ft2sw9N8ELHOVEhKYHeuq5YUrueEuohdPfBzMqVODaSq1511KiPr/EiLUPbF/GUJU/2v4keFHlj4w/Jdgxgf/cMfIrWd+foQW3BsUroa7xF8DFTCBm6ZNkslOwwZOYGOuJCN1kkaxk5846pYjv4AZNDQFOMgdREsImxrai3kiAEf3GlvU7C9aqH2e/MWIhoAe6ci/7r1qNX8QdRM2EN1e91TPjh2v7bxLfyCwmaXVekDtzCCygGTtnLUr3JU/98WmFb/InUc+xV+3pOOj6YZod1a5gtr4fyu+R/Stdqile9rHpoIxuYWOtzlD3WEnsJPcPBh7OMnFNc3qMsoLLpfhBRu0kRFP+6gQY3Um7C7l6giw675IjKgHhnyPES0iCkAzeghMAgENAzWIktmp0cPAgAiDjmsaxXIBZYGL6dtqmTQeNdPdryDdNolniApnaMQqq0zM0eh0gRa/LNB+yKAKPVp0L8giqs4Y0JfIgt5H1imzPXPyTWn23TRREphVSn35zE3Awm1A5c3j0nHPhx5FMpKnJpQ6B7UMCrCVxpNT7GQ+M5YhXkc/laiq71Ox2/m4MOVgFyXhHf7WQfQt1aqW9kVnN/B6m9VmUdlUOltLJMGr0EDFLHmS6YI3schlc1iEgEE8EO+JaJ2GTGNfMRDr1XhdrrhLGx0MlnpTdrvfZMtIZn8ok5ETZzkTPotN9Fop3KrvwF1gJcO7Lx8Amrk/TsUSLLKFXgXmriHY9+cQch7tKELqKUIajc+gUdBCsXPKxEOe4iNHIAbQjk/Ax9l35/GRRoK8ewodyf/if4KR8hqKkexzZaYpekZTQ6Qj0xw9M52K0voOjJ4GyLz6DgCBjFvziTTUo1GICPCEVPj5MRECmR8CnO+VUEDjKnGAUMAZzcmowtsXk76+o2oEftAAvoElo+SPyfsNkDcgmycJwrSfQxTPCbYZjLLtIHqAFuWcamySAd0FRuj+fRpZZZQ1ZBV12MQbgDkZ8wScZkx+JGpZZDpG0TVWQ9dYj46ga4CgKwZOgqoagrJEgYSJ7RnPv5301DD2FJ4eSp+cTZ9Mj9FN2BpuKmyT4mQazgcm1jdOHadHJX5HRCtyluHcUGERDgcl27JmT0pnk8y6JQmLVuduUos+c8ySK1kWu9vySavdE+y9sK3B2lgyGnRj3hajyuGK2IBSc2N7DdfK06eBQpypIQkDRR1LFoJiHhvip8N/ZbYpSlhQRGmfwOEpcYZA4QHqLTgxZfPQsIoTRKuNyBa6mBaLzq8KJ0g3y8iShUlnmHTzReCnx8MZZf8L7HcX+Z2mQFhQaOoo0wV3ElZ6z5RPpfI9h0LAj+4h/cVRaG8iAWagczvR845LJ4+zWPyTsxMUdTzH0yc9xylzYEY3HbviY6d63rxiXCFgUE7pXBhXHoDwKY8/bwlY7ZZQNJUyGuy8xZL26C12taD3JRwWO68SNyzJFvWGmCVUznlyIY06pndE2zxLxFZdMNeQFq0ZUOfLZ4jfBjqisN5IV+UY1khOmQ95o3T5ybdYSlaHyIeWfcu2ytoQQTLNQQIFE1kWtUamO8/TKpNsMjkoFSO2NGGifh/COskqS2JI5ERRf5AyUFhi5EwkNj2Mm0YG1PY90/NhnAsPsHKy87bOOK+vWBztKA53jng9sbCn1R0RHd3ndxaXXbPmbF9/sytq1BkVW1MUQ/CYuBd4QApbPcBgBB6PExkNhiMEUGo1O4vt8AQNuT7MkszzL+Vqx+sm2QGdXN2CU/ab4LHEpiXxkjNk0JlMVhOhspSUdHoyjtazw+Jj/R16QUCiTqVvzQqCIIY8bAxrhTm4VRUAITiG9bw6V5QdPiuNtqFpWBkd1tG0Jx2NwDLpYBvS6QSrFXv8svUdMAc4mpOTAbsBr0FAYMfkYBN5fosAgRASOB0SqNzDqWSzrPOpahFAG9WfVXNBtcpBc7IcNCfL5KCx78jhcNGsrL085lmVJha1eAgHyaBG+XU8R3N/DvFH+WO8kGUZKjnE85KKJnKlSe90pAJL0BKCQkbYLTwpCJ3jwmZ2d0R4QxCBIAmcMDMfccTiz2r5WW+eysyi+VQZljU4Uf9ByT2hRmF5Ij2fkMWO+mEZAfTutMSshXlZjGD+XGDHp8Zxids+OXBLwaW1cwa4FTQROK7/Uzg2z8NR+ydwfAO8o8BxB0Da/3+huE+YDwTbK2GJvk2GIbFTtwhYqY8yJO2UHpWEzlFpHbs7JB2VxKAEpYPoeiCw/I7TAJmW/j+A5Z+N8vpUWH7mU0AJ535UXQVK4AAwgPwBoCO2vFvbJOs0HEDLwTjhgYIG6KAObSGyHmTG8ofpsduHt/7QXH7lcJqeRMDCYJgK5nSUWn26BrHN760uulDf0XDn83514NJvfoXlly4XrgZPEznvATHwygHgmnt7yu2jXPSPWE9EvoOzq40BSxTMzL30NJEmwPMMuh/YgV2R9XYaq6cBFskyaUEGC9UCiAZLzCegXqfmzIgJf62Ds/CBkNGrZ4hAWiF6fWSvF3tZ/DzhT15MuLOXqQAhpgLoqbbKVAALTNZUgLfqAGAgqSkCrgqNL152/OTaMSW18uQhJY2HgZNltBLhbz9V14BpBRXopOBCcu1g8NzT29b2hWLFoM0cJEoAEolysKT1VqIHRBx2VWPn5sa2cr4j4g8HziIKgM1siVHVoDpNtQC1M0f3Dr5K1nG9+DlgBm37kMuVIFg6Q0StScUTRSBEyE7F4okllY4jawIqr73+A4ptnmWzfyu9Ovu3Su4tHePCXKz1l54hcjqWgEUFpE5MPnVBcBlNvMo1pkR2RmG7YAM/EFYADXBiLZgUAG7OyrSU2GHWPD3RQlRFqEaUy/9A6g0W3jSXrAFhRaMjbaPvL+Z/AWaE54AIFuMUJ/BZBHli+sYQQgIUxAqAOuAFaUA4gki0mXf4OZ7jBYJzr702NnEIujOvjW11HbaU3VLthh0enMw7SzN3rLvjqr4+4bm33rr2WpYTPET6OlDvS+BQlmhHvI2P8YjnRA4u6IsTTBx8h5vjOA4S8XeI9HX44/uKJlXRUv4A6eiqO9bxv7j22reUMzpunHsc3AK+Q3QE/RTSADFDz7RrzZYWyOtblpVKw0uKbUtTpSVLSoWRZQvpQUPo4efYHKF6ryoKbaao5HeqrAR4Q/v9GPihHflryq//GYL2VmBVSML6DBEmGEjofmzQaSWTVdZSPVirY6RgilrDKuAU3OEaKYQpKZDn66QAKCkARgoCIwU3IQUtIwXrvDb8CaRwKK2QgKeWZbwwkbimJRM2huTasepFK4tSUdW8waeKR9hUDrfdEVE3uQ8P5YaNxRUi0pmloNkWLMZCfWvF79pzTrUt4qr+ZLGhMxezmG06g/GsQNgf6ciX2xo303Oah/nD4EWRo6c/Eitsmlphb+N4vEUuaRdpz9aioAkCE/QjEy0F4EwrHl+TAS4yaMkSk4VSv6PmHEhNaw4MYZ+IRexMySLNSBCDCNJULYSgHhvVLGPbSU/iUEuE62xR82Y1P0lEGRyk59THtrPkPY90mCb0uqRXPAQTary9JgjylL3P/nA+IZv+sTW7NW1VJSt1K6mkSpbuiy2L3iyf/3bTeoncCZaBhoHvtDW3bCg2ZMbIPduv/s+5i+Em8AWLynAQgPc2U1yEd8C/4X6DHgdGsHyfSqUDgNexuEetQdbpMnyFJizQH2xGj8zzQIeNNvIH1Tj1Y6uI7lfbzFf2UMaIwe5WvEuEaVCHdAtMUnuHsA3uNxHRYN1w3pl+nSW2Op7m3rzVU7y00L3o+kT3JUv8ETKWUdjEHRMOEZjgfYuMUKNBxLw1Ef1X9bRWS8wuWihQRw/fYMcAmCWW2JDPZzLH3fSWYFnFrZwNQdMZojKriUVjNTjuWEN3sDm+ev31q2KNQw3ct7d/8K2ZbZc9eCPMberof/k3jC4hD+NojfACkTfbDwCeSBtvkB21h41avXw7ehC9iNAOupmJLsamHfbdds5u1zrNZq3TaaED1SLVNLKIADhnUGbaZbGIZi0ds1Zj1phdSBR9XjpO5/yIXVR1p1EQlYqyR8J2TpQglLFTzgxRmQtH47TyuULe5kBrLp2Muw3mNrtdGB/buG7p1pEn2kX+v+6+O3Dzl9a037plwxex9ME37oWhK1bMdNLl+iqZ28vCNIiDv6MZ8EenNBL1Ohyd8gZkViDDTiYr2l5Uc6LaoeYEN4dpWOgM6t4XCkV2qKGazlpyY5NFdrt9drvJEfH5HHTaJqTaJwhRtUNHFLnMlN/viJArNhLrJIo1OjnqcOjsxoMoS56U9+vsUbtOl0zQmebZsR61pUjTLzRahCas1sCZz3Qqf62HKWRmlT0PZeNIYjXu4MJFgsoiFQt5lvVIPtHLL6ULsXixw2NzxYpGT/DsSzZ0bhkcWpHVtObWWlJIEJqru3xNckw/9rnFZ++86eGH1906fS/MXTF22fiZ/Q94RyhuNMMG1CH8PyAM7jpA7LQT2O9wybeZ4H4TPEcHeUlnlDUhHU1JIgYSMFPPr4QMU1TtPYgupBtp2KoJkD9JtMywJNl2UxwOzKD2vYJgm0Ed00FDiEb80c0f5cyPDJ0v3S8z54ltN1aZZRhSt25Z/CVE9f0ydrXUK5gpZ1dQcw91nHkscU8wdsNI4srXn451nbt+kRy584J7W7nF1WNRXWrNUKnnFrvU2nkW9Ox419hqN8lOq90YvOUmZ8SrUfwt/wJ/hR4QLES1ioKBKcBCLS+clrzQ6w0/QyanBg5UxLosOASO0iSkeICWLhvXvUO3Zam5PsEO3ThOC62T+zFWAIqArX7aYi3ChBipyZpnmVqp6IGYo0VKvbB80z3lknzZQNf9xdFb11ywrCHTtW3zmWvRrpUru1aZsouvXDPwo8mrNp7Vc/5vUtlyuNzcMeBV7I2fwxzaKDxP7IbbsE6ftXhloN2h5bQUk/UO7HY7qA/e4bC8gNRELlwCQhROwE35H1E0CZpDCFQqwuVz2LDbB010s4rYxWErpW+LZdwIjZTn0dlRup2YLTMqZvv9gMWWEQwmeO2RlLgyiBRtnJnHFG5yKa/YxTVgbZQ/v9LI96yOXtlSFFBWP/CZwoqbPVIgwV1dfXb8e38/8oWMQReIrm+619M83KBzb7hwyaPnbKFz3UXo+3Giv7jARmzXWmHS2WYu2BebB+zf0P5IqzIa4QzaOAVMJkBJVo1UBHFNwGi1qln51aAqo+JUKuNmipUeIzsN2Kxg4BgLaKDxWQpF0oBglgw0BpFShibKtm1Z4KLVQn3+6HH1BQ0d8YZgb1e5sCh3eeyyc8fXryjJclR4rvrY7Ys23v6lfzt+960XLroGXr7kB4erd8BLv/PYINsze5bA7EXhx8ABbsFuQTALYQE1qEuorFqEhlWPW1+0qgDQ0bloIfV+qgiZmfZDop1pydNsLtQC4yRJuwWw82KoU9tFQA9cLD/QTJQeNj2a/pqeGGMFlT95hmRiSAvJJK1kXpZSntZOcqAXlRldJkeX0Zkuq02Ue6J6H5kPvLb6QPXJwUwWnkfmCt3KXBVa+gNsQpcSGecgWHnp/sXos9qrDNQUuXA6EMi4obtHgzYQzcqIhFMYuVcUnbTSl9VqBbitLGcAAd1yWmgk7KOBd0eJtUUmwQ62SdMK8Zka8nlmJ3LK8Sl0IgT3FAXTwir3MYRTvEL5HLp0cX86Fjy3sPHO5645L9ZgCbj2WS5qGt7Zwq2uvmJdPXTsWtfms/bDuFz+0t8/s6wTfnVr1tJJiH07+DZ6WmxjmpQXbMN2hyFuGDBcaOAvNkC1XmXgTHqDYQZdsc9oshmNJiI8B5/WaPQmN72xWg0G4wzinzYZ9EbHDApMS5JeT+veBPaLYtZ4zMgRXAxur1NZraQcqHTSOP9MJ/moVYhn52lsXejyokXlFh5xC59eWiouW1oqLeXAbPcV3LP9S9uojl0cEQ6URpYXC8OLF71/m3Dd+/9VXLq0WFw+wnjIIVCCr3IRMrcA1pOZ2L1ewW7Qe+hBhy9Ru5YdWUY3lwNIqZ/IqgiUuhGrxFqAT+gknZgItZs7Yoloo87sltSkESMX0UaTScPK4a6SudGZ9TUYrNlczuFIRb1qekbVt0AGHue+TnhuAGsNRqMaWIwG3jYDI9trPb90mPVrPaUZ065rId3famioLMvnVztwOtwZKF1+BecpNqYWL77s/i2+crBUSg6Wii4XQaEp1I42CCfBxeAz4F+x9Rp0TfZ2dHuWv8Z77Rm3e+84g4/SgEWtpJzClCI354TIRy/9aCqL6/nLVCZzIBWMGtSuiY7BdWetXHROr3rkMtcLaDOYQFvAZeQ6AhLkZSN5RUvfO49+VGrtLqLmfDQUkc3qUFRetDJgHgyeZVJvWqdaL56nFcEl5aZURyUh5p8jDdGwt83gErQFa0Kbspu4TZuuupLiB1Ob3j0uHXcSW8JZJv9XXKBE4rx7nP6y4Fd2ntwEw5QMrQjAjtFMMjd8/YjaYmneZcxEq3jq3EWH85T3nrCC0z35zgW7TLV7YcGR5GhDU7gwPKy9elXcJ1+q0Ts05nAoGI5ZvJFwS9YXW6WeUKO+cEc6nE5Fmi7LI3VX56qYL9PS4HNzTm84GArHzd4Kamnxx84aatH2hDvT0VT1iMNidjjMZif/gD/m9gTaM0Vf8oiI+iOdTYGGZLB5U16DK6MJf7GFL0lGp9YSDQRjcYtk8fmbi/6G0aWyWtN3RmsgnQo2X5HTXiec0eAvNMccEZfOFg1ZiICUXE6CkyxfBf0LSALPvkg0apYkfy1MmPme86xELwxHFHFQk+x0O7hWU7qeTKFUC819eKBr1JbIrJALOrOt5G9z+NWmWKI9uqXC/cxvdrSsWeK0wTjH8WbfqlWXplbnOsfTsYZeZ6ap3NJi0GiX+5Ptb192zugDlK+ymEa0DyRAKziJU8AOraLKJVnlh2KPx7iHwo+HuY3+z/rv9COtyqPiNAmuyHFJt4OoKgVsXtd8tJkzNQebM81Ij5qbCStqncIgr2db7AaDxNivGquxwS3TalwZNVInMykDDWdzh4Ae7tQ/qud26CHQS/qsHut5vV6I0LqtelMKvpOaS3GplJuF8HqJlUCr5nBWGuyr+AOJdne8TIv8s7JaY2MTdBvfUoZ0K75ee478JB31uI6zSua1DKextbTuIrOlWQBQOHR6tHqMhqYtqNfqsNc1LIKO/FtNK6ar09V/qb7akr+r89xlH775MuyEwsb8puuHR8+/vNI+7W1Luv0rAz6o/dttvffse+Lea2/9burWfauuu+PRiww+q3bThnu/9JUv3/Oz67vloLsXEcPiJ3wCdIh3Emlw1gFgIHZFq7ZJNuhO+QZ1wAA1yMBhxHG0BA7HSuBwcJzbxu3mXuB4rlb+htViovbuad5Da917WPMfdrT6dGa1iXoQ+Z8yF2LPLR2LfRrmRJybI+M4Bp9UhSy1PHHDAcLV5b0cO1wGmzV6eWf40fCeMAJhmjfOcv40BjMtesRBN2gpFAgA0mPpQoHazzRfUBWYb4tY0aARm+Abje80zjUi0Nio1ytNaDU2+ZjphImDHtIGa6IWf+yfWwkfEP651ga1xBveO0+JEWavsxdqMcJ3gGPc+cK/158VvOBE9RXgxWb4qHuPmxt1u00mDCU3HehY4VQfNE7rQ+EeJReavsd9vrqF2GIuDschiMN18TgAmAumxlOTqd0pPlV7feK0939ey6VOKu+Tdhzg/eq3wYV7eTRYC/el170Wp0znXB4cdLnwaV3wKDMCKyNHRt4YmRvhgyOVkXUjkyOPjuwZEUc+0n0Lkd4FZRCER8/HXgsNbB5fUuaB9pF5JJ+CAzTmwGKXpYHQADHQ38PagYGuLgyDo3C0Npd6vLeSYzel5NiZVfxrHD3fLEQwIFoLGI4ymBsJzKMRFcBQ6R58ND/PrNI1w53CIIG4joOjscnYztijMZ5udxpiSfIiB00Nuxu4BjoABgw2h3L1a6fyNlkbJ0n/DkxQI5vEyUeTaDQZY92OURwDZdCzIFcwqeQK0joInOX9n3zMmBrYmLqxgYMggROjiT2JEwlhZu61/YkIG1SaTs9i98g4DU3pbBqnR9O700KaDJOi9Xy/1StPyy9tgN9dsAZ98/2lSH+XgB6yfgm2B6MlxizpdV0CTZKOCTD+fX+imXXMctx1eqNsyuLs7iwx/1tqHU6k62tz5mlrk4Iv0YiQ/RzMsTbqMfhKDuDrSg4gxQO4s3oIpPbDbAzH9sTQzNzvsC0WlCSCAbFMbEtsd+yd2FxMjNXJot6G+Eq9DQIHXngPZLDEQXUiQeiIg3FssclxOmoDHXU8GN8cfyPOx+m40/VIfPDR/EwW5389bAIJ6lf5P9gRDTrJ0CPYE5Aj2OSQI5MarRwBLRSvSBsf834zeX+YjCVMYBiOOQPKWOxyMJ6JH4kjUxwqg0F0KGz1PjIWFTffVgKuFJMg/RQHZ+Ze2Z9MGo24Bio2KQKqFxLHEoRJ14DxsXNi8F8Lt37MWFPwMbgT5HGCsMdoio21GdscMhWdleZHm480C1SO4ubR5h3NQjPp5vTxLqc5kSqCv4abFHqE40Sra8dpDq5zbXFxwOUcpNjjwrhgcmVcy13jLp7eHHG94+KfJBfORRvdugB3N5IXnudfVfIsCX64wa/f/zGIY6MpRri4ze8UQG0RpjQmOTFD9ZXaoMZYnubctoXv6yLgbjJY3T5octNX53NHltPn6mOXksrY55/vw7lTcxgGGJkWDwr//akUGMdg/VzE8kZ/Mj+eGBgVToDkFMx6CVR/uc/LRuVhfIsANeiZ9HAeBtBTMmDj3LmnzSk2PyfvaXNiOaoqbx0eugTYIGLQQeib7oBN64zyJO30e9jn9VKhAUFACkwGdgZ4UyAYwIHRwImAEKDTKChst9Zu5iPtNoAAabeH5bd4Je+490kv4Z0/wzGvM8qaDUmhTKgSGg9NhnaGVKZQMIRDo6EjoRMhMTTfvMIPIh9pOwVGSdtlrOFgiPAGLxs69lFvnDeSZK3HpThHiQjHR+Mn4kK83iKVN4X5PFYqJ2geK5MT/WQi+do67NUYiYx7Hbtqi2DyQeAL+UZ9W3w7fXt8om++vfr8lbxYfb09wzPwkrnlIPNUrTkHae7fsZM1R1rDPs7kC/oqpL03fILSGm2s3lYRfRPtqbdFZMHq9w4BvLfG3M00JiR9KM2BdJroVBxkhQZtlDOnjqW4LUTKHkodJbdCap4cx+oyTlvdwetOta2LcP1zEig/BdkOksks0yv2O6LyOj/0+/0IYeijruFx32YfF/JlfZxPaRWmt6YVvUVb3YxOnmqTzP3kew+Bhim4LsBKONkDAdpMxg+x/wX/G/5j/hN+wV+b9NjHjIvIQTYuRmsvwuvB557iTmUc0VwiIsdxcGeQMwSZGDht8MWFg3+QKHYh7I3IITqJSmh5iAsRPONCnzCrljE6qzFlcjQncQF87xUemV+3GLyGfwFkFfjiIMEXyQv9NfgSSgkxWtkSeDJwJKAOKIJpIl041ZZ403wOdQJeI/zN/O9fn+8jBYvCi6CtLnsjtJME9CcSDCelRjjaCIONocZsI24cbdzSKDYyeVFQuiqcyucVrLV8XrKu9Hg2uq78HsrDaMTSezgz0EfFb4WesZSpwCMVGK1UGhoIyHAFL8ebMW/CQXLZhnfgI5jQXg10pJf6+uDqlTT/W+mH0j9r30LpP9MHQV9lgc7DnmU5xh+c/izRH5dDsHyJVX/q2blzad6xkvtK1124lvE1LtlehAv4GsuRFXfOP5fg9wjTQH4KERXl1zjc3R5sIBYI6JK6Ml3I1AVNXcGubNdo1+aubV0nulRd8yunrFst1/N1JdeTtsfZRAQKOEka6ZA6nuxAuztOdJD7DgIMxGW6oak72427R7s3dz/ZLXbPs7CJuk6zll9MZQnNaWR8d1AcBOMEtu0Utu72Trkdq41yqH1PO2dqD7Zn2h9t519oh5RvxNvbianAwQJuLxDr1SwXsDdIPqIJeXcBmgrBwmgBFQDD3XRN59pa403EBmN5gfwGEAFpqDsAgnNH8Rl2nxxzEZUl5mrpk3+ahrekv5/mriTGZywV456IvR/jfhWDP4nBO2Pwuhi82nebjyurh9S/V7+n5rVqjzqlRhrQCJuQ0+PBwajsmUHlvQQPKSE2pGV29QTZddpkkRsbozOojZjYzYbniGYYAkaUoonbU9omzEqmOktyNOoksnrD3gA2zqAzp4kZbguIM+jCKZst4nxGcTxQ67lCT/c6nmE5R8eJzcgqrkN2gsHsu6es5vSCjek8K5e8VjkohqwNNaLJn2lwDF+PVleSufLFWJ4dEsPMZ/P8BoUo3fbk67dVV0o/H1/dNNq7+Iw1rz0MI9sbg2evnbg0m94VbYlb/atgXC3Ylgzeu/WJ5wPfWn5xc05jsLVmdtzz8H23Vf912/ndfmewWJOXc9soTJRcTUqPiOAtcGMtJzWFmrJNe5qIuJx6uqkJKHQz/858fmdSeWdBnqeS//nefJsJdEgkrIfRwEvYl80yVDW14tbR1s2t21pfaD3SqmrFXr/cStTVMQX7aTvVK08bWwN6j+npBPVr41FwmvWnMs8/l0K3ikVQZP39PY6WSkp/bdk23IZMbSFyGW3b1nak7Y02VRvtto12OzHfr5Kneo2Sp8pk0yS/C/RTHrULt+bkSARzedyal/M41Uw+3AHyoTHImXwlvy3/ZJ435TeTm935I/l38mKeMfSaFs7WnLUvpufbT3CTwihYysb74P72ImkfcSVKjo12t1yajBZKk17yT1Mo0ZSvSml5aVvphRK/ubSbXI6U3ikJpXonp5ReqOQpC0+AHDiEXYgm0j4oQY7mSLYFYCHwjaaZCN0CWIF1KpXdvsMBHQ5TnO4gxpBhb2uriXqNckiFA3YapmO3kz97lsfH41w8LqdxKEI+iBqY7pFQB/CgO4EJtQFM3tgKZKBiZRHUhLp0qDDNY1ZmkSAqTWSt50TOHk/TzZAxttVKz8Jg1VAqSrmETE5JA2InItOq1aeloSquPtX8aRPsP3ukdjYB3Swxw+lTqafoymQ8kC+3hc4x54y2nvZeeVXDTcLy89tXLlrfe0U/jC/MNc1EfQ1NTbHV1vLwhY3tzQ1hT1TK/cETckXMmoG1IzdNVn+v7PPlCJn9UbgMtICRA4SJtE2BbDhO2MvTWrXGE3qerF4YJMmnA6TRpn0Wh16j1eopA1GzIiOVPHVeSq+/wk6ngfR0rtmXpVdpIK2kEgU+HEmiEh8OxU+dClibbVzJz60f/qf+4z8+NPt/qhurP3vm7ddE6IMTqAIP3zY4Wu2fvflvy9GgyxO9H67ae/PFF0zB38GXvrO0IYKi1RPr+1IhJ0zoy2PejnioJeiL945dkvjaDT9pH+5IhWOR9tZa7jrBI/up3HXBzf+guhicgSsmTOycPI1S2ZbfQfAdafL5XA4/1kJ+Hi/uKB4pokxxc3Gy+CS5FY4UYaU4WtxS3E2+vVEkJEpl3dYC1XLG6jYRywVn8kmr0B6h7UFw2VMcc/0QWqVX7CCsfHIQrhvcMnh0EIFBaTA0eGiQcKof7hsctNsxexq75Dk5M1gZ5EyDQXJZPnhk8A0q7VhWuKdTBggiZr7U9EhFWM3PmV8pHquPw1iGTSo1OGOKR9wQC/gkFt3OoUeHDg0hcWjIIWPyBzCyZ+TQCFo+MjmymzmfToyII0pvvtBpvRXqunChVhuA5r/Pz5nYwGQQLmxGHB7aMjRJOuFzQwPJiKKNMFnKaFv8HaHtbqjGoTp1/6jzF53cR0h8dxmWn0HnAStoQ3dNj+bX5bk8TdvDQEZn7I25P40FPKuwAPJmAw7LcvxPOQH+dE6A/yJOIHW6pDfBR7lBLWnEJVU9x8dO1r4dn1CYxNhfxiUQJSUVq9pc/L/gGGf/4is7z4qcdcHmO/+veYfwvTeWD/eXH4m093UOn6Iv8XcE/ld9hL6WQsRVGH1VdlR2V5CmUlHoC3HjvTt6j/SiTO/m3sneJ8mtcKQXVnpHe7f07ibf3ugVez+BvkQjoy/Wl7ENyeJz4L/2Iq6HEljXgEyuk1O5osy+O33sil16iwx6pJ5Qz2QPD3oe7eFAz2jPuh6C3B/iRE9PZyeW1ZJF/puOfR3fj32/40dd/yi/m39PVqN+WjfhyX7I9dP2Vs7J9Lp/ZLncj4cK9H5vN7tMdXSyP2FrriCDfri8H4L+0f51/agfynRIa+Zk6u+dGjxHucoV5epO0uvb2Ei6l2T4Pfmn8kkZyXUtlNGbcpcuEDJnTvGJmoJao/W5cykt1ddEF+MSim4f7avwObyghsfXTnuumT1H9ZFAT7/yYOHj1rjM/VE1BNWUd1AP8l5cGGBqqV8eYDFvRqd8bACeGICVAeo9mx4YIMvZSedUcPtkuUFyyNaufFdf1z91/XuXALr0/frFj3W91SU8ULqv/YHu9+QP+z9cLJLW3+iHx/ohW9QLlUVdfY6yqJrBxWTBe/tr3zq7yLdAqPbN5SPfLA72bdooyf+tBT+KjeQVSY7K3Hay4NzCBa8nc6Up9hXYatcXvVCzB1ndBrZGupqtjuEGsPsp2Mr8FHbSw++nW1uDQaz4z+aYh5ReY7VrtHaN1K7h2jVUuwYVW3VOhsF8Nj+ZfzTPS+QGk9udRDMT1+W35A/lUZ7211fIM+zvltlVo5PzzHFKyac+l1N+kY+MvSajflwbe1+hlRkfKZldQwl2ZSUPs0TlnWzd2cqvo1WPZuaOkRn6/f+jGT5NJ8g6Gj2DdbR3Eesfh8hkWmkWw/LWPa2HWtFmomS/0YpMrcHWHeSWbwV1ulgww5rh9qdzJPLvMdUQ+PEU4mCRIa1ekkFxZ/FQ8WiRp7AqFv+nsDKQG9L8GwV4rAALChIXakhcqCNxgSJxoY7EBYrEhToSFygSszcIEhfAR9BwwSwpFtI5Vh+ntUPm59gJ/mGujfrmyShAe1akVgMMKmOZMteaJtyMNa3I8EKdh3RXly+o8ZBUajywWg+d1aNEV2Q1INATIACuxDoNghqVW/WwCnmeQwkiHWtFxohdGtKz2jEhAzQcVGqKTamDmO73siplLyysUgYE6KObuDTohiZkuI8z6/M4qxRDrU9mhrJD8qDNyEU/seobv7L4ueM3frRy2KAUgKs+/42Lej6mRNi27Nm3gfnaFuIFyryZ/3L13B5Q3stBBttEI4Mx9uoM8s4QXBeaDB0LIVMoqKYefBAMBblgfeNqor7/1l195OPWUnDDle/F6n0KJ+p96hKwKNhBlu5jhJJQTEZZ44lJbSGBTVbqq6L7D0cSKKFYSXWXLo3JPghOoKzAgyBoAkXwPWxubBlq2djy2Ra+6Bh0vGin/OEEtlOO0NgRXRLloiF/SHZGs6jgmkF375/0Qm+Iogi6aC/PG6nJZCAmEy0H6XR5sTsse70uF7DmWVlumsk/Q0AaCjUnaQCAAViPWN+xzll5q9XQzLLsAbUkAWgz0PieNNN+aHTqbJolGNLCQOY8K/pXocGaY/SvznJ6TKldNkYDTGqVFlnSp5kG+TGo0+AgAmtLXK4ftk00HkFmcawEGVDWH82m1m/5bN/a4WVr1gQGrJHEcFZv9z5ww2durl7t9zYHPec5dGFoO7simoO3lCzw/aGzL21oWdrhc0DJYoh9ds2FLbEzzjtr44N3VX93c74c9vkbUlqV468Cn+vI5toXL9jvma+rmVTqai7Y92E1Udje65dre8+d1S2g7SkuSRkCsX5n5t7HAWV/KTlpKSRppK8pCZcnx5Obk08mjyaFZA3KNYZNz3W+C3kQAnZC20aLIGl4I3AajEYDkGgdQA2wz0eT/Pq49DLd95cO1c5FUI4ySdTOTqTWVgdEnsWLig3tPm88MrIucmb5nW+WV67t6YTxqKsnGIg+VHw8yp21/go2X9Y3/0Myn9tr87l79nGQxD641OGgLmMvdXYGvXDcO+nd7X3Se9RLnqkZJDXewtqgvlOlDV0MbODbQGqKzIzoCy9jp4e1lHFDkzvoxu5J9273k27RPe/ZrtcpR8fm9+bd0Pj+HYQXGU25ZcYh65jxCqOAOCZIzC5FYvkNRjnUCqVWCFpbDQbcYeqQOswdlovpk7R45t5KoYOJumaZXaMJ5eoNKleXW+6ocWGmhCq+wLHTarpkQTtUHwApWqfF4pQNCahBzTTkK0HLdCXaE8MJpEt4E5xW5KChyQR1Jq/pWyZkMkWcLpe6gQbIaLGpCM2oWGwl8uXEtMUtRyKtlMww6NTMoBasDalN+WCe0xNqRhtwqMnlcdo9JnMAhwKxANaa5UDAEKu0wtbWSDAGY7QojBqtwcZQqwYCjaQJaZCGHlw6Dnjooiw3lxkbq9V4qZ10wFKsaORI7hV6XFeGHbsIF0TPUGJkSXMelmaXt5TX0lOhAc2/qx3BOE+7tQIx7AtBveT80Wml086irdeMcdKiMXfcs+viR7r/mlWNufsLvmD/sja/scnY0hmrjPZku63ulO/i9tLAknXnFxuu9a0KJIoNOXjpo0/sXZ+8kZaS2SqGPUbjMk/YbfeLgz0bH7jrwS9ecXXprzLBtNO8oNb9WXUcIjrb2rmHQIj6xX6DzQ1xmxdzOAkrhBQfTaJkDf0Kp94Vy/P454A75yRad46YzcVOGxW1zTTspa5DK8/fOf98iSO8HnhoX69ifSpO3uBAMpTkksqeRuFjxvfsaeNrVMaXgJXEeOLRmjA4fXzCg/V3dTF4Cf8sKD/FUVVmmu54xCHVyH1KDEsCe4KKYAkmQgmc2JaYS4gJpgLXNljm53DHfJsJeInwHbCY2FqN9UYbaaP7GxuZhzKlSEq6fwZBKpOqpMZTPD24dBvbSFO20ZRd2/l9lVqtH4tI6/kRXtdbq/1ThBKOu2XSxyX5a/N35JEzn8yX8ujx8Ez4l2Ek2qEOmWzQJUq0GI3T1iBnaDGaDUmIgANaBF/QH8ABKvu0BpscCAWDBVczrToToMlJsQbZZAgalhvGDbwHGQxJkaOlZzhOfAadT2z+Ai0+E6PKWYxWCYo9j9YBF9CiAmgFaSLlDHjOAi1cCLT5gqEILUil9Tzph1v8k37OP0NLyoxNvH78B7my9KrHfdj1ypjn+GtKpSBaXngZpSYwn4Nay1yl0vGwkqxkVk42Hae5LPRKHe4TlLpqnJy6zugJtSxgUikfoyrEnbXfK5A53Opkxj/c7tK4UvmxC66Lus4Otjfkxqvvvlb9u1t+CUPp+35+z658x8bmqx6RU5fd94Ubkf7c8W5jor2rJQ6h1tZ32YYbCvdD5z//dFPXA9L7O54rWTwZl9XUFFt/4SM/P1W7sbkea2R4BrxI5F1kH9zRB3EfpCEm+j4cLmFo6g32cr3zIVPzOPuTefyKwJX8CZDGIa4Sj9OYKIki+xsJTsHR0cRmgqePJlQM87eeki8PVm+unX3CxmDsgCvnRFBksRwv7u/t9XiIOsVMVsmmmKwGYpdKA3DPAMwOwAEaOLe17nlm7d13WnudEM/FQBkbiDptYs0hpT2sIUb/AA5HlVY1eoe8eWBugKMtKrZiTcOGoH/usLgNfRfEwRoc1oQSWbldCwelVRLncLkiIBkRdEFvMB1EQY8h5plBm7CUde2kkQ42aLLttnG2GD22mCNIREZ7mMYxmstjiqQvu2lA88REOq5STjCe9xUVTx0IWj/4Nh8Wt81+sPlKtw8iny9kvbPz6tRdgUA6eo6uq+vMc53p3MPXrhVWHfoPoxQ656+/mXIvCWHnlyPR1O+varn+qynZM9Ll8CvrzubEdIOHavFFPNEN8k+xbdZpvVkGCQKBX2BXIkHluykdTFfS4+lt6d3pJ9PvpNXphTFnZI0aYBxOslqd9iliGyCqjEKm1sCM9HKtUOdk9XG4mhbqVMZQq0FH+ActvMBVG/kE/JXKQei0HQ4cANm5t6d8YdlKWV/a6pStar1RRsm2piaQJCiFNZKcSICIxx1wOrHKIjsdYSJTw+z02pzKKoMAdKFAGIdpjNNcGIbtICJFQpE9EV4TiQBiReaIfAUZGEMZGbN4vqzeKhO1tC1A2uJDh9xw1A2BW3JniWYz6qal+1U65IYIpiP2NixASF+KOZyyCQZhBiItguwsZYdLDhpghbCobYbdhhcMgmH+jEPGJNhJkEA65HG9dujQIUuZnWo6sfUlZ1l6qfyD+axHgiKvHFZyC9eOHf6hEhd7mElrReC/ppx1qJzEXD8MMXO4frZkmpbQpMdunjoGkJ4ByMo2Uh+kTZV05tj5nIqEZ2cgMnTL5+CvqhdGvNGBCzquaOZWz24chajx9guDHW6nOWhKG5wdvSq/g7M3O7asab9ipJhMLzF8tVdwBwKDAcPN/iF85H19d0nwGXhTR1j9Vs4Z9Z8lZC5d9WXY6s+JFGf46t0E3tcQeNMzsWTQyYlYl1BbQ7JRHQjLRgp2vd1JvultsqhULcDY6pF5jnB53NJKLJVj4ARAXgSaC0SZKuMyDkRkUzlTrpTHy7wBlZvtNrfFQpHDYvZhr9vnZpETqqDs9mHf/8vaewDIUVzrwlUdp7tnuntyznHTzE7a2dWm3pVWOaxyYhVASCQhrRAgRJC4gCSSAZFMlLg2wTZYGFAA/CzZVxImLMjXGHMNEvhejI2xkOA5AdrZV1U9M1rJ3PDe/2s1Mx2qQ1WdOqHqnO9guvCpfo14TqTzuufEAKZ9v+qn5oKKUMB7If9O/7N+VvD7mwqSEsgEugO0iQ40aU14hrRJyUJXVsKL4qF2OkW3R7SIZg4UlAgM0ZFIyV/S6tKFUkpL4cEVTRZSLI+f1YG0Vh4jZLg8BZaGeC0b0haz28d4D9hgvw0Cm2prtmm2ftsB2xECzKSit3LR/rSWrpFeOpjOpBHppQvYWRuTngF2G5YaNhl2GPYbWMM3kV4FT+GA+n6F7o6QvK8Hq5k3R22eIesqVLlk4GCNFkkaWHyXWnLTw6PScI4iUj19bDVzbNvpvaOVCyooLjh5rAKTJfiN9JovYOfuqhbqR4UIcdME0yqfK8emRYOxaTGY/waSfU+sD5wTjGS7g/byjYSu9zkS/no79/f2QPsk9Blu/wfKDcV9vaFSy6K2CTsRZcOrEjEL5lU/Zyzgb+x/AC9IgJzm8PoijNFo4gVTxB6KA4HnTUYGgEwOZ9MbUo+SzI3H9LR3xzAIQDQNsfUbLSLTmMTOQBI6gWOUknoaUhwk97olNrYuPGPM3gseaHawVkGJOpM+OWq1qkscTovNlKxjJeZu1uFoWxR0xJb0mG1Ze6hgjyWSdfOiGWMw1GQzE/+HkSiTAEe5ZxFvbQE/0a73SruC+4MUHVQVFhq5JlV1FurYJvpEA2w4goYVBYokwV63NEOiJNXgdXmpv3vh6973vJ96ae/G5C3J15L0t/mn+H08jeeTqKQVMQ3JzBfDbB2gGdCEjamiqqmYIlXi8K7CpeomdYe6X2XUM3O+DuGEw0POtsPI8h0cHGjDYU2ZowPOtrcHhtA30aQw+Qxg7Yok+kzacPCKn1gtRRKekuSqoBIkSsXhbCkSd3kc8oXOtRzloCnSaheMhvk3T8plA04fpEQ2WAqq1tZkc2tvNOC1yVK709/Qwp0fD3Bp05Wr4hanqvCL6m6J93ZGvR6KseZ8G9LFeKlnRe9m2dneyQdEQ3lKIhbgEE18hfgZx32G+JkHHNXueM3+GzuF5KFqD9k1OyOynIakWB3XxlEXcjDDdXPUlwZYZ8A+JfQTToi0X5IV2kBTlEMwWa2MycEDCtIajS8EtEpTIk3TLptNsComvBpmEoASUvqVtcoR5UOFE2jFhdkJanGWtDgLl7Kb2B3sfpZhv6HF3z6MQw7Q3xlDHKdYHTp8ECOn6xgtQyTsYmAQK7KA6LYkvzOPdVeCM5ePkBwodls4V7q045IOyOwr7/5Oa6O55NzueWlaj698C8w2LGfvvqTjkvJrl0HLTy8zc57njezlmbd+xhH63Ijo81Z2AsEnuHK3gWP01IaayxkviIThOyMFwIksnr+UKmg4AW+8wAq8xuMa86TGPFzKb+J38Pt5hj+rxof1H5VkO0R1PINZ/QoPSgzSWIFq9KcXp19NL0Lfi9Kse3F68c7F2flp9AGwvBD185NcBDRDSSsIrlgSfZkdOA+yh3O7Ug0FOrg2BkFMjVFmOtaQToOGFK6B2YZqYDSFTPjdm2RHwaTsEvej2omqSAmij/N4ODx7Qrk5zWkyGg3uEPBAkfaweO5aKyLrDOktaTVNCWmaTfkBq1iD1oyVdtHWCus3kEYwwCr3ZwxnNQLu9YNHD5rzB5cMEAADPde3e4hM4g4RjJLDA3rK70NvI+OFMGe3OoQlAmHWB/WT76DL1g3pGEo6Gg8GHSOJrItVVOh8Lf13PodRXgiUBcnrgbfhk60Jralv+sjnF/mmTmjpG9s+raW+pXGz3UEZChGX2OhiThqcoVf/+fLHbP/U1RFwukJtuZWbF8+bFlRUq8eZNrNqgRMVrbUD8zgDyJU3GV5D+kQedINxoB9cCjaCTeBWcFBbtXBMnZa+/ELp6jWrGW5uobk7DdNpiEUnlZ4Jbl/UFx8X2nyBcs2WFQ7bkimB5hAMh4h/LhU61zO3s3n+kumBcxaNK9U1TIxHo8lxvckbVjhWrlvNXHzh1Tcr5g2SIJiuvs4EMkffxPMrQ0dyiOkfzeXQRm7orINDebSRx7odMg3JXm7offRR30c7iDq/6TAJHyfIOSRwLxyqRjglTqOFYIHYEg45K+F4ONXWqEA8LFOU0QdIhkt8t7AeC8jZVZyU3RnGX+CMS8PoOz7qgOG1C1Y8T08vpcIny8fLJ06GU6Xp9PMrLqgdhVZorh0tT0+HQpl0OJR+5+0Tn7/dlgmF0ulQOM2+d86CHf5oa/JUKtka9e9YcA6cjXfpd/EunF3+MS6FS79zasPbn58YtuJ74HtRr//1/XcelJXSNMemTY5pJUV+8J33//rX93915rFfvU+t0m+Qzq9ebdXfIX3qZ+8d/smtal2deutPDr9X7i6/i7dhqrxCv3laXr1Zf8EMMCKaetVwNW8FCsBYAC4cEwvCIAYaQQa0gwkwofUZvT5vo5c2unyuRhedNCIDB76qwlc90OaJeajDDuh1NDiow3Zo8COJD4UmFRlMCpXR3I5G0BhqpFS6kTjt8nKhsdnPGKNMR29IMUAzbRC4sGY319VpvKlQ19IbVY3IwhBjmsuWJFNQKo0np7U8ujTZ1gRCBqa7z68w6FKGpQKa29LQgC9tyIM+OD7UB1VsNu/s+7CP7qtyBqS4HX0TWyO6OULCz9RjzjZ8EOt31eM4KA0dg99UEJ5ZkEwtVv9B9BGgOSwgG7D6i370P2iGrBPJEidM8ugE2kXnk+b4N+D4Ecq7uvxaeSL6vFqeVH4VluBe9GmB+75aA8PlD9jx5WMwUj42/NzQG6fGDw3RL70xRK8trx/+RflyeCuVgbdB5xvDn25atGjz5kWLNk2Z094+B3+oz864H/nGR4YnkHt+AMNfvYTvPwXd8mX9U66Ht5YvHz6CbwxdQ+WVQ/o9Ny1qnz0b3xbJtG30l2AD8wmSaEFg32sEDs5LmwWQGcLa4BBRA0dVrUSWydJUsdBF4ezdUxqDwUb8abKGG9zuhrC1+ssM6icag6OPol/0zF30n8FM5rP/x2fWWR0Oi8XhsKZEa9BuD1rF6i96Jl4RRx93U9Rmiza53U0Ruz3SBOBIN5MBf2XXonGR0FRJcoaB2ee02YBBCpuxDjykJ6vHL5B7E8MMWAkQho5Tqeu+xMWU76LxSzh/bgi7vQVjEbE2s3NMyDO5uWV1iyfoNHk8Lik2e+HCeuYlymq1xQ0Rq4nlZKkUk3ir0j4hLvFGs0jwppCMBk9x30aj9a4XgR+HW/vCSEUQbG6guENrPJs8d3iQYFUUgAQsCGgety1AZg7qLe5CwKEBn+pb5lvrYwTaJwhYtApEtApwqbBJ2CHsFxhhlGitiNGjB/Hmobfdh0ZZ8Fi6IumJxObbJD98g5XMA2IeXYsZbqkg/2Pe+1RXa8+K5iBr4dyK0+i7LeEz2TzOhqmdK9jNgslzT0tLvTbOOSNjdnZZm5SiOWq8H4O9jpQXlufAJ0G/lWf/GYCv0kD4ETDso7eCbn2OZsTOBMAh5mnEw0KaCWMXeF20IssWgQaZ94dIRu4czub9Bukh3DnfBGd5KHLeWHOd2+6XRNlklm2WdEKJ2lz1tqZpAebeziKHdE2aE3h7Uz3DMpzfRdZcANKZXuDGASfqkVd05FTRVLBhcFa7r2DHk70XIf3II9aLVAs9np5H04oSVDIKzdM4VkQzqgWf5NIAH+IUKShlJNpDSwEtgKeBAgHGo1kZLgR4laesNI96zBUsCIzG4J5jSM8xcCmzidnB7GcY5iylCHfaO7oaRACpzNVk2JVllCHX256jhw7XTF4yYddQXTIpVZZLzlgZQbYofEEbN3nsd2yzu5ZfaDeu8kUKGbe1zVQXGse6pvXPvdZbuoZe1zF2dl++zTM1ntTn0VA7UX/jDGj0XrnHagU+DZEZapt2bAAI0MsIHs0TEq0Fj0cJ3GHdYaWsdkVBJKwEKO0/iS3+BsX/6OGB0xm/iRmO9b4hpNgh+uTDEZ0kz5qDVCCxtKm/XTX89iyPKmq+NuvYZnMD6w8kGyTb8rYm6hbmwfWB+kftpqgSkCYX17TZ26fY3Fm/ZML0eROigWs4g8qzT5dvArpdyqNx+iX3IsmQfkqTBFcUadNpxVHAOTv3KEhjRvXC4zJpdeBqLaPWUugfI3o8zC73fqQrOzWCVinQjFjVrQNEtxah1oyRyZrptTQt0bSBqNSeEAkia5EweKKKWpO20h6DVUNq+/+TNk3mSnTbya1WtGidGwx6sNFfU591BqHr1sTgGlw3etqDmFSEoP5RfUY0dQ42q4TSuC1EWS6O72tDynJIkLlrsU01/ep0K1GTOzsDDmewPbvy+nZ3nQY4kEMU9RB3G9KOzUh7CYIEaAK/1K4OJZPhoGIGnKBaQpZmC21xu608hjnqsc60Uqo1ZG220lYQhMFwUypeV+eLyUbISEFnxtntpJ1er4NWkCoSdOCsqLRjCUYKyvgoX6w+4XGJbCqV8LCqGBL7RVp0eQyUamJgQ9Rvl+E+WI+a8Og7R5Ed5mxDGwPYJINuMleSe8eFDgwcHUBH0ShEv0cPEDw9PKlJzh0d+IZz2eY6aDXTAqTNVgE6zXw4aS7xSL9ICrQT/ejbJWeSdyJrl3no6/s/+ogqUMWP7iu7y55/3UlfuPOC+8r5++A1sFB+ozx0Hbw4vqD89YLfPPHE45P3QJbCzpCtwz8vDw+/QM+Afyw7jg9v27uX2nD8B6d+Qyd+AK8t34CvvO3UF7R82/JhF/WH5R988P3vzxzOUW+SWJoF5R+Cp0bKZp79EeLN24D5OUi8c583iAUaZ+vS41RGFmC5xV5B5kTv0USaZyHDMRVAQnMkWdChfWkTDTgyMkY02eEtUIChOIZnaY0mgwUXpIN0hkYFaR5qEJMzJOQM4VK4Ce6A+yEDzyLn2twg7pmqgXx60o64JRAjGbXjU+jfBegf82ZlS5cxVyCd5xbWBKzA9DwQFRZpHhD3j/UsTeMWRzzv8+fiDkc85/fl4w7mhtF76CxZIxhBMg08BQ4jmfZUVaYJNZlWyzd6TjXm0/RjxEd2AN9uuMa7yYuaZ/ser9Ni0aCLoHyOirU7K1bxxyRWsVWPZXveEy7838QsVnw9Hodx+hD7MbINfqiJBs0VLrA26MTsZo8hjji2KbCPXrnX6VQBSEEjzqZjMmmN2cJO07MmymRSewT6HCDQNwJIKyBF88BGZzSBZcMwhliXZx+d3u2FMAaSGFcuRRc0KYbBnrwgFks3VbDlBk6Dy+G8TwTh6Tjo7sb+zAMNx2vIcscr+QiJ644XkvkyfQaSZLrgOV6X9k5dEaiizVHJxOMbmhvjs4ylwuTWwT63f3xkeqYUzY5Jzx7IhZRnt1ijIYF3xYuF3jRzH6xfnk2Vbpw6QZsYM6jhxGKLmBpjeO4tyBYnNpz7gwf+AtXLZxL94H+htvsRewDxqDrwiBZw8Al+kTrfscvOOuqg2wGMIdlXMEZUWSlE4jhnqiAEf0JyL+OUcHitSdG8bkcSQCRDLf2INRlZS3/kzsjOCB2J+JL76PzzLNvg20eP2XPEAu+0QMs+qN5E4EdwBieMQUIQdXDjVKCxgKv7T9jTaTjXkG8gGRrBIByAxG2tgrJegXMjeQNrvm0kz2yxkIDP9P9uzbKuvnP8hUjb7MZlt0zs+ZHUcOniRb35uolpX0t0/APMThj6za9ffHL9ZZtlZzK8ZcnGmza8JzZeuPalvuL4eDYS7Gl9l9DWMdQ+D7G/AlHUOqqLgstt621P2GjGJcgFgkjjw96Men6LPe7mgs+HYaeu2wtc0OUCFnkfvXCvovmiBUWx7KcHgESrxO2IBlE6q6FtH6vIftnfjPHe4nYcqDaDhSxBDdNhtjDoJKYn1ByAkJOeO2VQz01BkPORqQcL+lxEBd+OPw1uh9qogp0GNyQ6TvVPbr8uXdwww9U7L7/+tuUzz5k0sKZrcNz8lg4/jP/iwy2eLT1PLpgwa/7ypEvpLNTnrC6t/JfW7plX3PDamTla9fhJPZZT2kODaXro5OiYyFre0KQUYeeczh/6D3kWsU/YneC+ar5F1DrXld+llzE2EEGSsx4c0Zy5IKTfNn9kphRz0EzJTF1cq0/wOCO45nCGnJohU3A6PYheBWMhZDQg5ruPXl5FlBURAwaAf8sD0Wg+T5OsfApdH4sBAwY7eyHkcPhR8azmyGBVsNFgCH7f+JKREhA5Az/0v0i3AyVzfDA/OJAjGFx4KTmj4+ZgBe6dIZDJkBwhVbx0Z1tlAYeoJ9OOIz33gOfoATTosWPC0gGoLy3zyWrqS0vLGd3m7ILQHEXCM2qml/U/dN4503LLOyKe3iUdD66ZMuFibUtmVjyYnX3eddeV39sAL9hAPfVxormpr2mNo3dsYe6SefWt0LGyY/qxYjbqDPXlO6LD/1peBR/AHywv6FF53ZKgAU7T2iq53cRKbrdbwi+FXwvTK8NXhN8J0+8G4F+sULReZKVEMrNOhdj6hNaQBHqqN6MvVE325j4j25vdrVXzvY1K+FZZpH6+rl7D/i/PNzQX6ive8cQfJoj6EN0eB9Fn4rQYjwNecWIVCEnVb0wRpxnxAp+EM5LiZHGaiNc/VJwvrkk9kKnBGlU2qoog7kB9At5MltI8Q4crgZtDoBuXxyojnql3Vfv1rE7NVHsV2ytL9ZmX/2GSuWrv/rfJ5sqf4v7971LOlTuq3Yvjh7F/K5bN7I0V2QyQbA7spbUx/WOWjUGaytE9Y8Z4vRo95rR0xhgpIzeMxkiR/0Z9hq4MaKjPUv2ptanNKQZvPJuix6R0+BrdJ6VtZNOo3PJ4LP/ujBzzZ+C9EJ+oP1fjs4MxaIhFRmPS4LKjMGlI2drvqHz2I4tRuYWjnvlD5jriw/UhujfG+AjVN9cvq6dD9f31VA9iFegZzTG4M3YyRin6I5XomuimKB2tRMivK9bq8/jo90U6yne/ehN0am6IHWooLbEssTZxZ2Jngm0hwDeQTAVaeKmQSW5KUmpSS65N7kgySaLiVdCOqvg2xKezWPGl++7IPIKx1I9hVyrvtDRKRc/EWNLxZLyjMGDmsBqY8CMCK6TlDEJhcjRotGIgmI5iRHMHCxGcdD4TgZsjb0Wo5ogW6Y+sjeyI7Irsj3wQMUSqYQCjcB/Oxl5JwO/CdSCrRSi4Iwm9yagTx/1HNC9GmjE78BPEQn9kJEJFCGZNwyjMjBnlf/5G7JIm8HP0sElaC0NrE+HkiVMIZEkVxmT6/xUUS/VZF448Php7BNH6baivChVsBEkwFTQdhMRX6yPfJh+lIpVyrW+Hj/FV+6iiS4ojC+gr6GeRNvsdzeg3a3BEhrLsNCLlFycMFMU1xk1GCimRA3s1wEKBZp16FnEXLQD/yEnNlWkvQBUxMD/0Cim5VabMslVRrOLLNNKiUbHY8yGn04qkzXPAG9qHswkeOXBczx6Y0RkSUnkGCG4/8XxzY0aDbdjjA7mazBnQ+U48ytW8R5GkDxfDOl6Z1WE32/g8fUX3hOUXT56/ctGL9Q+smbOz/Hs4uLMuXt/6LZdr2/pF5+YaN3et3Dj5ngW5ST0pKG8/Vv5TrKUmv5Gcn13DVKhnprIbQIb4h721d/rkGO6tabhNFWTRT9MQEWamwR3T4LTT/van8X6wrL+ghj8QA2vY23FsNRx5Rsu25Ix2DWaKM4qUUuwu7ip+UGT6i2uKm4o70OaJIlfERFfETiNFTHTFWpRO1Y9TxzeYUbt/Cizi1oOLtFkUzLTDHe272im6vR1ZIx3amGI7+lBwc/uOdmpXO2xu729f074JFdnfzrVryChsx09rRwOpXesZjzYmzkBf8xagrxUjNddm/flFPcSpWPwGjIUmsAHHsGpGCiptcEfbrrb9bYjx/knraSuhN2lDb9FK3mRHK9zVCvtbYSuuXKumONEXegV0tgN9oXdoxe/Qit+hFb9D6+kglzNeohrbv5hrHBU/H2NUPa6tFj5fKVdez2mjyiWYGMYAeI6m8JLIc4h97Bu5tAoBcEaM2+kc2BF6ItcIZv0IEh8uSbEV1hbgkcKHGMj8A62pUAiHNVjQeEMBDUKkARdmoAIfFE4U2GAhU1hT2FS4o7Cz8BY6ZCjU/PfxaKw+i7um+iy5jb6I+y5oxbFInVUV4UAnBJ2dumthB44D6sCBAWs6dnRQHcSbcFTI7Tfl405QtwAdA2xre2lULB/RjYhsMVYwmmzMdaBdE+DSxJoEtQx76H2khRIJvx8RbnxT/IP4SJxR4mvQJq0rLWt0LK8KVEmlzSs616j7vq/jJPEJHZatFlc08E2xMHIrvKD8STUWhh836vy59I0VHKG7wN2a5VbPvxj/xUTTVCimxZbFTmDouE/3xKKqQ9PBCOd3FNVwKNyMsQhV9KOFMTThgfDJsCEYDqJiN3ggTQWzM7K7SNwYDGm8uRDaLBa7QzBYAU/aH/ogxCmhTaFdobfQ5okKeNI6En6pR6AO6lBTA2BU3NCk6nubXgZlcFstN+7pvM55mNbcHA5o5nBe5ySE6Ya6bJ3b53f5XS6cFdyWrbNl0ZG05gMNagPV0GBOEXxMO8bHNNJGY8iVNdf5A4lEKBBI4aTPIT3p83MaQ+Yh63mZzOWGcAboUChR509lgcuuBKBEB1I4CXR3CqYCqUQC2WTFF7QmUMRRWpo5BEyqKWTabLrTxBppk0lB+uZePG8p+goGPQl0Vd0kM9vHEXv3uGq5oPXMOhY9H7QF65ewolLiJCjHu4lyWk0MXXEPOYPpb2XVhmvVg1sPHlTRpwreX8vromOJhJHV1wkLGRgt5qvJoh1O7L3jzNuj2EvHTj+8Z+fe7y67ACeMvhNSd63+VqrxzZ/6ccbo/qlqISAvnk7RTT7Y9czlK2fO30myRr/76E/yvddn2o/+78mP6imj69IN11xqNPRPNsgjO+M1bKurazhCTUhX2Qm6n0O6A1bR7a7CzggaPpdopkjE4UAyJIyZLiFKU6q+EEKk2B/eFWbCNSS8wbNwrgo1bCovfKPsAJ0/ImFnuxG5qCF0641aKIQMOg3TrFhQEKkuQzS6P8Riql2DiJUJVWNtKj77uqxz1mRdE5J1HWCyZqHgeByp8+H4k+OpHePhW+PR7eftHT8+lao4R2t2JPz6iPDrg5m+HX27+vb3MX2jQs6IxvKP+pV6nMQ2eDEmIAgFnTZ0wxB+VojMSf5nWHlJdN2PwQocww33gQ6Q00IMDebPDAU1/T5WjaHn4VshbhjC3BDfD90so9+zoYJrhOrL+2q4TDFmGTMLvxMLWGRxazaaAhMnjh2rYeykFMYumgh7QaZyE/0euC8OkHv8vYId+V39HtQ9tXvEYsEQukfQi2w/morBwFn30PEEZ1fbBPGvZrATx4eQuiCFFlUEZGrxISNvYExUblwVo1T9DORQa1ixHvHxHpsNI5riR1T56MjHpHxfrfwJUp7gn+qlo5XStZiKP1X919XPqARYoZedoUVKGgZNPLPs8VrZE6fLziFlZ4wqWy6M9otXT1JHvj6pl124sITKzjtdlvj2E5ms6O8AtyAJYSXxL3vicRsiksyo+lXKn18rf4KUR/emgF66cPreut95R9XvHN37AvCC/h7FBIdGS/PZZTtrZU+cLjuGlC2eLns2XZ+knioX9LKtmBxHlyV0x3xQHWfqSXYDnKOXnUkgv+aeXfYv1bKmHzOxkVa9rKbhsmNPl9XxQzI1LI0YbOTmAL9mpUBfH9I9qImaSSlMxMNhIhkOlevaRvaMxiFF9tjDX31Ajl/O5phfVW1LxGdODu8lcup3I3892x4jtI/sMXL+asjU8Ls26/hd2GalrKy/hqH0ZQ1DiWAkqRX8JYwRNLya+Zgdp2MEEbl+0/Bn5PqdzIWj5GM7uEFLO9weP2MLtXjR6LKqNl4SRR5CljVwNNXOtPB8S0tdZ1M63VyXbmrK4eAIc1yVRJuBtzr87ZTHTXMOkMkfzR3NDeXUY7kc+snhIDfsIZXTZxzzGYuzDe8Q3Hn1KC6Rz1QWJGAxnxwlXoIQQ8Lr8oXIGP9/JpUSGUjB90wVYZNab4h4sLSRtbzTt+exPVgmpTZgmXTnpd+y2cz0ismTkbhZ9obDaKt39HavLxm5WejQ9Y8mP6zKpg3PV2WT/7Y1S2u6FsfruhaeiwBFtpGMx3XMAyyNjpvxcdZLJYd/VzveWT0uRagkcy6ggHtkLN2G7MFm0AumatFs2AdcbV6fKAgK60N/49rqBFEE6Wyhy+vzhV2xLoCaL0dAfkiL4ubEiwGo2UjmSiLWUfPFseexbqwFoBPbaxwv0zza5tM0md+uLto4eN0dwG4LoL0uChn0Jd/4UKi1NVowJ2IR3uawC7LPMJsySDKfW9LacdOaieExM5tX3CNlr5xmToTtiZYul6OpqeHn3nx0Uke+pbMLyvUz6gfWlt9MzGgyej1OITA7FxfD8bjc1BQed8HE+vFZb/vVDY2SPWj3xJ2i6g2f5jnVmFJVQTqsHUba8KQig+j7a/piZhvIg7FgApgCLtMaegpd4XHjx0+e2EwH6HBTITyxUJgYpm3TAJimyLJkkxVl0pQpfRNACpHoC209zYE8XmXgaECgU3O5YdSY7x9Xj6HWGzpNnDiVkRM1qk6MuGmH9BAw7A3JyyxWd1A74gYsddFkhrWLwetfdpLnKJ9M08TDAjV3F6w6vtMXX/aM1hHu7S6lXHXZzkRnvdMRLwTcTfV1TkfMk+maOD0Z6cz4cvWhWcX9lNkbMVua6oOsqTeV67x80nemTp78nekw3tnsUxRRtCdC4aVjG0oDc/obMhOLEcHAcYLo6GnOrxyY2RHJzr9yfNdlaZt3SGhMR63ekKmhy+NrGH70jll3zv7W7DvQeN820gcZ+ACwA+PzRgsSqBmCes/qsORpCg8tVL+8MwAhk/VJkmrhOVF1GgWvbFImnWfsTLimzp8X9gm8L9HkemTGDZW1u/K51KvVORMchw2eG/lMx0Y8jXeIjxO8wwruELsHdAEkBPd6vGlE/Z1WPInbRfMvjJ08blIGwwelaRPoHsZUT1Dy8ojSm7M6PA/B5q8g8OTDaZhMwwzECbuqID0ki0XJXvFPqgL1UKiHivg4QenxydloR8IkTZj4Cr3eFrcqKc9gqKloyMnW3raxnr4Gsb6khaztqex0v47YM7O7p9vj7urp8RLEnqXzmy7qrp+SSqaWxaLOerMcsS2INRXEMZNW1LelU2FT0MyodrfxM85qUn3GqIrhezZfX/6EOq5aLPw00eWyCyt0XMO2kU3UM/SHII44Q+pFZF1cujtFU1Q8gaj3eZvAOF+kDUAGme58Po9I2Jw/drw5CxAftMt01IbqFe2ii9VRXo2pwP4eeJw78pTlgibOVSw2W1R/nWuK0aEK9pKcm9EW6JuybGapdYN/ruK2iNN7qZLJzv1RVkU6vOqqf+ro3nT5ygRNh7sXtN572/2rL32gSD1mcviUWKammy88jXOKdLaNKp7fnAEers5hMD+rrMnw8hh4AbQRrJz+01hVRM6tG/lFdd6X3T5qDvYTwlOfoo6Xv6rN5dbO68fPxvtm/rUqf833Us9Rv6u852YuXcUoNd9PvcBYazz6h1UejY4P0HdXsQCR3sRhuVrF2qP3oP2W03Yn/X20j3VuZviPI2MoBzUejAGD4E5wD5itJe/Zvn3mwvPOm9k1fewtt4wd6wlasoYG0RKPWyyXXhpsaOiYCUulK2cCvNQ7hNMPo/8VWUiiwPJkG2eRxy53Q81ZpYpLRdx/k6cTp5DkH+0Q036SpPjx6/mLk7VVzHieThI/ICfiVXgkYMFqtUfJxZxeuBo5VhEh6Eb2uK2SD6ao5yYj//Eb5Ek6DBYxuUVP3DW2t2sca+UZye4LtWYjYZPisUdc5n+mRM7gihj8kumtrjp7ypxvuf3bzoID+q8v+WjW4LVDaFXjrCKq2b1eTyzpSyQszUkxabP53R5vY5diRvZlB5wnsBbZy3IURbMMLRko2u1iPQraH/5lw5yGzvNbW66YdWNHmDEy3XVpn7/B5/QY3bJBdUsm34poIjX3creci0XmNvVPg/A7MGc1eeRQTqJ4VkW2tr9k58qfbBR9TelwzGxwOd0CzVgsmXFRiz9qu7z7XCYVNjf6JH/aIqe8nqLH0xUzmVlTd9O3B3o82akzG2cCqrx65O/w2/Bd0AkmgaBmslrj8baepgmQ9/kgyTGtHs0dI2pPczYeriYPq7QmyTJCV1ZWK42PpEgA2nHfdcFuqIcUYX+0QsV/C3t9f7t8AePw+2a01Xc7PQGzh3MiduOSuZ7u7ny3LFgSnEGmWRPncFnVsLlb9kjeULPLOSnqsnnMvrobvOF96Xa/L2C2ObqbE1PzUsopBzKJoNKp+WIdmcZwaLHZKzs644JgcJvbUa2NiWi3YLWbDDafQnxExo78BbqpV0AJ2PZSLc5AU1ysxxQ9dGwIk2wc0WyFV1clJ1mqsqO664gDTly1klOBFVbeDkvQ/f30dZstYpND8VgkQbUZ1c5YU79fshsH1lkdLcGMOdglmF23Tu/vm/69bNPAKnjBKq3ob7eLHp9XtNSlokarMxmXIPS7LFa7UzazgsKni6HWtp6OcIwB9Ih5ZAQGqHdABo3YXhDVlFgp39vRoXU15FU1z3uQxoWH31GiIyBNAVVFz45US/mmd1nVs2uU+8DpPCV2W34MLFkrYSgwIAqJusEJV1xrlIzJkE/x2k0txXMX9Y6DlDMm5UrhWGOz3zNe9tt8DQaJmZbpTczKabETC/3eYCg0a1qkyxeY2oSoJJ+2lALBWCzNmdBoyDX19o7v61peCHn9EQjbFkQmpRfHdJyUEX7kGPiSnmJJsj8E4NR2lWf+fUQd+VI/N2wAX4LL9XNf/lg/NxzF8RfDAyMvU9+hXgcLwJVgE9gK7gB3g/vB98FqreXJBx8cHJxSV7j91lvvuPnuu+669uqrN111/7333nTDDVuvv9nXedX111/V6buZLc0rGMy9UUcJLDGZsO9wJocGAdK8UMvqipauwGLOd8avinXcHCafOszxMhCTvM6HdOAUwovIEHHYMWPDBOSDp/lavlLAUTmvd9dozlf6rxkbrHQZe9ZvHH1jpodooXZt5SrKeOrRsNPmcqtqpNHgsaSLy0qeeIP/JkamVWOEV2yccXfJLxi8NmixxAjXe1o/xwVF07MtfpplzSbME5UEOXs/4Xsce5rveZw63zv1dOOY0JT6jgilNekbw2Mb2iOTm9rCUEhNq6d666bWlf/mcFI09q90SgzHqUafVx1nyiZcW65rzAbtnE1ZYY5b62YgfujxVtmhLOvskJw/Px5PztTZpbnOpRcwqnoB4b9kijA6O6zVzQj01FV+N5LtUPc9c1Kzk+jDBTKsLImCzya5jaxfqW8C3Kn8yDz6TSRDt4Dvgp+B18Cb4H2wSGv68Y+vurG55bWDB39++O37H4ktmHBRyyOPtFw0YUGM67/xjTelf/vWtwbP7WkM9n/fAiXMe/JDxP1QH7iZKqkhWsvpo5kI2+ZsOBpJVPGNInrIYVgXsN0wADGVVfgwjkwliA8cX3WeJlTiJMy56NSTH7ZDwgjQxYgabNgmcDgLldtV7kJo9WxSjNs4vpat63QEqf4QBzuaUBP/GZ1CTJM4+2Sy6p9Dl/bYo0ow6rHZ6yYForLH704MF4OyjWHMjNv8kOS2J4KiJy45YWdbY13SaLW6OxOBUkROuENWwWtxRVS7moBQUW2taHTJosRBSDORjFHiubCB5Snusha/oUayjIpI9suvDbzc3JyM1kmsVTYzEsdLbJPsNcVlmXu4Rs8sr4txJ0fI+cvpiMvNTo9NUL/PLskOPxuzRs1hn9UVjTA0r1o4LhhPqLJJjtnSTmiWxyZD7i32Yqh3lWOM0wHZthZ/yJT0xkysyJhkczHKKDGnU1FVS15SDILVIFCmkN3MqS63QTQJTSa75Io0I7p2+f+BrFu8reao252tiyQsTV5RcsuKW/QIFsnjcc0aTfKFYoXiOxvvJRR/9TmxCen54UnDly7OnvO4EFS9Uj5mdkomrNtzp6aO/JZ+AdH2GnA7eAA8Ah4DPwATtOjF2x/bMfXJRx7iti94kmtv555csJ31//OymX0S+Pb6+vCWLRY/tv0zmSpR58xVznmMhCKrWDLlE1XFz/lN7NAe1sm7gYpwFRlWMfMqvsmIqmsY4UjpKOV0hslztor62DJKA2FJyO5ozpnQCZJoLHE94Bk9N5/DNjDmmFZchvggwdXvckasE/qMEnV5yW8QPTbKakE9hojn1GWhuBxwe+LBjuj0ppbZDU303HgMyXnVHwoEZ7Ve2GyRk/X5ZrskBD1RWVXYJAU9TskmWpOPyXZDxJ8PRKkJouBFyiJifBzNiAbO7eQ9vEhT9PDGkCsailpbolfcM4zo7NSy5qXZh0UzK9skdWPQTnRFwu9c/nAWk4Ui17TDUCylmDAvpalIuCecb84F5emRtN3BcILd0d3TNzZwTjc0ykohwXgUl+DxsYzgv0yUWVusbk5dfTBSOoNXukVMOOnpEU9WthtFqxD1wFZEOA2Lc4vLF3ljgsVsigFAD3cgOXyIEogEvh9M1mJ33Hzz7bcucrGpRYtSrItZdtXG+++66967J/TPDclwWffUqa2ZbsIEM0TYImlLmF5mqMIH9VmP5myJ6C1n8i6iauadZ/EuzGj8MPINrPKbJHOiKncxbdC1DOg6U0P/7VVrnPC3KgND5gz5vT+YDtUFIKUq9lKr08dTBs7EUJjtSIiXRDgJdUAhGIz6rDbE1mKyM+RKDL89Wu5mWpa2Yrn7ACE0HonWrwSzgRatQbfc7OAMAdmrGINWIeFPOBCzCzljSjZQfhbJ0ElIqP60viM8Gf1u9EYmYDbiUAkbMVAGVrRZCRtR3A4JsZG0x2b0m7/P86qVRQwqbpZPS9it12IJa/IRASpZDLSgIA282RNOW9wOQeU52cAo0sVGg5E1c2zAkbCMaYPzKuLyroqoxHyDLTMjn8NT1KWgncx/zQZLQJ1mmdAXtViiCxfO7OkuTWme6UtCwiSGjhFYArxJNFakPY0e7/qEyT8MeIc93IENxzP1V/q05lNiR2U1Zmtj2QFPlQdTC/Lt5zbnmWUNSZF1mgNonKzo+6cOfaA6rDBF0UY5643lwkhbbaif0KA3b/kVNPbgm4j0VbdVMbrLRyvjsJmiIIvGWHBsIW7rbDhrjI3ZZPMZ3Da/PxstTO6fNfscuKnSaBvRuPm7y+azGlV5nT58zEGsxz40sphaSV2I7LKlYBXivpeBa5B+sR3M1BKXDUY3b75z8RVzrrkme+ctq5YvP/+8tlvGTgdrLrxw9cUG87WOFKjorXgkVcYR1ihqRgFuctzgR4/957rqGBiE1UmpCsoFkeS1Xqly1dN2OB4ZVZC20yVGyfqaLgqr4X/xShc5HfFRnQUnDe/8prFRL1nFteGMyRsKpdLhKDRCyIpKsy/mcodIP0F/wN/RHoiYW+I2s0ey2ZKJxpzN2FQIRhriLnf5MTRcsLY5/C+VDoXbUIdS/yY3KdZUZPgntqxbMsdjsEuxIQFqVY2uMwcHNBmsJldm3JjWGTMulSqd6nLF8lNwr65vWpCYakEsMSoaGdYVmkGPyfV1jstm+yDSI3vrZ4W08p8qo+TORdlzyqtmuxWrS2hukSW3w3F5hQ4IDhGydKALGoEFhIH8guQMqahHj6LebM7mdVBG0sBkziRsx9IrSQL6MHtq2fl6b67XbF/iDgVFBfaXt9NCIBa3UJriNRpFJZGNTkoKlC9aN5NtkRUfW++UVZ7CSRPJs1ehZz8KhoEHRHAmDKRumP1WIcRCskaCwyfVCt0gtposhiuGJHa76oZVAB9s6cNHy98Lxj35X2+A/T6TnaZkb1d947R0ZsLUpCtYuqQuEJjG8mIYMSTftsbZjRtMmUBJn1P8DP6EllkGeJGl69Ykr8tHQ1VMROrQSxClAomF5qyuoI52hE9WPeGTp13h87ovPKJR+At5xvpkX1Ou1x531beHxjfnCunNhqA80Ktl4v5c0GCNu/Ot/kksM/W+KVuunD3nHNHsdzbnehcsm7uDC0nzZt6US+TdiDgzif7UPD1eZnZ5PtgHROAHKeDVJFvYZxIEhk56fEDXf5ABiTuOx9DsLRhNhuPPynuL+tNZwaTNQO4Zjp6ds0zOTSpO0MJB1TatyVMv2VSzNCVhQbpdo+Fhc8ySK1kmulvzSE3yBHvPb01Z60qySRrwpmXe4YrYABwJjBwA74LfgQQw7+aB18q6QOYNmBl6fyjbXEIdVsyT7Ln6RLOewN4erc3skP8vUHRIcLkcM5vb53lsKkWFKM7rcE5p6ZviNlt/wlkNnNMTKslGdB+eN9hVfETyOzwZWVZYzsSzLr2NJo58Dk7C9aABtIBuLSBwnEiDYrgx67S44tkiHRYZoS7jcgYEQQkAnN5ZfQNRuwXHACE2RVbl9LUkHMeD1y3wqydrMxtYKbRVw0OTVSGhx22T6ZqWkw6HbKGZeZm26NjGUJxGupYVS+hg84J4WDYmG4rexASXzWGhQyZYiPdERKfJ2WQbW/JbLOO6TUG/28DbUk5/faM3LAfVTKaQmOtM+KxW1mfV5ywCI0XU3ossPOdD+5eTsfR73AfwXtQH00BKM/eOGWNNJ5O4N7q1xs0uFvWI532P3iuVCdP/ceck///ow9L/9x4+8D8iA2ZkxsgX4GOqF9SBIlgOVoOLtGJ3R0eLw26xtJy7avH0aRMnIroA9ZlodPHFbfM15vzu7r4505IFOoioo6np/KWIOHz2pSDzJpZk2Bq24Mh/vEMIhUg0RCLoPzEy8K+eJfybSKblv6QYzEfjBT0ggQxbYkLb8XJFsqBHJXM8SedOmE8Jj14yBSrDj+122Uwzs5pKEa0+FDWyFkRnYX/TvGhIlhJ1eU9sHDK0zZRFNpafcehl0y2obDBKsyytl07PjQZlKV6f88T7cGkmwLMwFdVCgtPorLf1FH1m85iisyjzasDqDNd7gnJAaUznYrOcMa/ZRismSybaHRIdJke9TSv4zJYxRcnjdvCkfKTeE5L9SqYRlXeg8lbWK5pxfOyX5ZvAHwkNB4GlfIjMle4e+TOYDG4GNI6no2hYjacrIUk+uWdOz8Q5PXPwGJ+Fyj1NyvHAp0kMRwEaBw9CFmT07qqE/ycr01Hunjm90FW5Qw+5C77PhJFT4CX0Fk4k+xo1q2IyCdJmgKxaiXYFZJPJrjOIId0kQPf0vKEzhiTGaghQzlLezqNhkKzE95eq0T+JF9ubrclERLmMmTyZWWFK2PKJ5vZLbG63LTlh/OrmTtnukuZNKXVmposeKaCd67DbnY0NeGzvHlmH2oBH7RJBY/s6Mt5noWNPk2PR2rEJI1H07mZ0DJlBI0lyDIwMQQNcZ0my9vJLX81XedY+csnXTSRe/gkAwTB8AZ1zjPR/dSs65ygv+epW/bryvdAAxujXfRnUr/vyL+RcFMwAv6ZWo2M/GImeqiNY3rGR/414jZ0ggxSQzRWPRlhDPB1zWMzubCwSjzkYe5RNZ82MhYpG/akCGnjGQqUtdfajZ2xHI4ngwGCHiBzqrxbCYGx6rnt99onHJpcOG0CMb6Rx6wAKdmdLkcTtveO3syILGxy5QCDnMBhWUjZHhHba69vbG1iBXVp+4zumuD3R8oh/hyliSX6YtlIMhU501tkdDjtnrHPXm00mBV3b0MAaueS1vbK5kNC8sS5Z1vnt/JHfgmegE7fPiPmri5F9Ehn5C/iWfq78NXgGTKmc4/A5EBzhCT1vH/kruBReCAwgppkMBpyLyMBj05sHbiSwj7qG3Cr6QoQ1hJEinNFkkVDUpcIvfyk8+qh468CtXVduAP94L44zUP/1vWhkpfLRYilZuRe8sHoz9M7by9vBpYBFtJMBoPzwWceaa8cy6JlH4YWWBNf8CFA5rnkNaY/yr9Hxsn78J0BNoivuxGuDqFUiYBW6roDOb9PPe/Tjm8jxLNK3vgd3Yxosn/rqNnLmGnA9qd+bYBoU4Z+BFWmhaACi34xuh1sDNGaGGDyOrL8X66e1RwsL1nVddmk41+GDf5bqx0xuKE5OI+qbnfZk4j6eYDAAwOxmEohDiODXWodD3CNSggAfEKDXAF82QMHgNkwyXGhgHuChwgd56nvcq9y/cTTgVI4yMAYKClCkGYExiPuo9VqLRtE0xwqao7MQFDLCLoFuFyAtQJ4WWI5D5gEn8DR7IYQOCE0QGhnYVomDU3lE+8aJzAKGKjKQaWP3QeGmzPGBAfVAxWuVRDGh4QC6D3Rb2sheJejpgGfa8AH12q1szfO0EvE0MIj+6mAyzIdhWKKY3eVfDJQXLCj/Gj4C14zZfO3nnzOJ4R/CRWjck7Zg/4TaQkGtenS3lWYsDKmU8YjpQ9NJE20ycYwVH5BpmgUWHCVPy7RFQIee4zgZn7FpkBG55myxwLmiiQKX8ocwasHfNavFXujj5nLnc6h9UGugprBgEId8vKkw3jLPQl1h2WK5z0KzFshb0D3khKpC9I81GHHoBzJetzD3MU8wDGqYzPFB9di6gwdxaOqB4QNmgtw9SJx1cbWx9z1wdR8hLrtDxKM3UwnL1JsIR8YXSYvYK39xM5J0fxoWyj9cXX4NnqD/WM7D75QH4IfDQu8Pv/qKSfzHE//x66/gLeUrcHze8pE/cIeYLqQ3IN0RLtI6cnAWPBfSi53wCRd8PQDfCkMqZUlFUrTA2JpN5oJkm2L71EZ7bPW2MTaaRmMzRiGObIs4SFo5CXGSI6UPSydLdGkfdbuWDXmbvZp3rZdZhr42e5/1Ml5vxJHJQyHvzlNyHhig3WCw4AzLmSbaRTfhtncltKDm8hWC2LeWQBmuCW4KUkE/PumNJPgVpvUmijJZTBETbTABSZVCSILR0svUemTXdaBSDodFssW8hnyi5PUCTzAcag17NOKUbZaMBY/pW4pMom7qw6BHPXb87cF1x6s+1e+QNj40fAhHCXcfOa4Oo6Y/jPqj+8jw4Wo4PSFiEtA3hM6QTll3XKfiNoKiN9AwingJvhf+I0DQrG7Zc9EQnSiGqWiEj1vCOSex6tlCBRLYjrMohCsr8NyhdZl59QeXTdr1UBKMtF538cFfrN/4ZPnQ9d3Uz0L/a3u+fHwdPO+3D37/Lw+de3H59+f0TO5pldl/d28YXldewFlabttYiNLcI3OjXlOdzeV74Kbs0+Pazz0XSv/0OaTuzcIx27dPm/usNjVTtyh8dYch9eH81IZLJ+kxnAriK++hsWQjVtgvXwTKyMnnHZ6CGUO4Wo1KgVYg/TMWfo+FyNCV0Lga+fB5RxAj+x7QTJK9YLWH1UAY0BrEZ6y+AsHVtUqWAgQ0dNB0vTeWMIoGzUACfRDz2Gl41kAdMECDzSvtox7XrDC6S4T7xbfED0T6pAhF0eBBx58zcTH08yODCLqP6+m8Btfl88dzOYjDrXBnvnkAs5M3MZaVHnP55rTjbx/PN9T6hiB5R3VDN2yOFvPmcMhsQyY2NvxJlgtrdaPUwrx3befg0m8Pn7d1K7UKXpU37CzfsCizZvfuvzsva77rzmOrstPhz6Ysu3NSF/zZD+CL5U/P6RZunu2Vy1+X3zjXayx/YQnovlFzR/7AdDNdFs4oEJv8LtTG/YR3W8A6zf0Q9TJFOSn4EP8yTzn4lTyVEGHCDE2YP7E6f7IyoiH8AYAKgCYa2OREBUPXitrvTmYnQz3LHGBOMvQRxIEJirZO2+oxjF1ynDQYduuvUCdAlQ+H4Kiq9pc//bI8Az5OecofzOq+9pprNnfPoISvy18gNvunH01sHd7ZOp68u7fy7hLwgEc0z8vUexRVouDL0nsS1SJtkajxMhzvhgYL7kkj22zX7EfstN3uMOPaCJwD18bPiIoNSjabw3i6Uj6LI8FpBua/qRcGWn4Td7NeNQKnTOpn1rnqWdXU+1ivqj1vj9pHVfeKK05X+KWXalWGr7wMv0tq/dOXPypN0LF8bkODYx+p9zkvAg7VQQoJzYKG8zlAFleN4ojMMUPRwKAL6pCSz4kJqMFqrPhJCI8gwVCl1WoVDh6skfNxzODNNeZO7zv1Nu0qM/DtciOlMomPHv/trwk9uUb+QP8A0xMdJn1yd/kS+DR6N2wvzNeCFBfioMLBNdwIR3EDgEVii5WhyIBEFebaZnMWDkAIoIpesB8yPEQKgx6wPKg3MXo90N2N3u/4wOBgt/5iBOPt6fLvoRt/mMRX4yGuKpiE3ucm9HwVY7O/SEGOuo+iDAqnqxYWWpITI6iYxZC4k4czeMhnBgYQaWK6HD6M7g3RU6FNjzmM6/4U5jB90/s///HgRRB6mOvne83QA5/54OP1q590vjQ2dQG1BbcD0lCZVUzCylHfRe2gvGBw8UUK8akfGYoAsW3Sb0jFpeeidzOB21EvsEjhkShaZDB1igpGFEKNQ6P3fHw36kiOM6I3fl6DItFsPAZTASiCIgbFEyJtpkWDlGDxEpCOYkQ6lYJvUZDKDOqdevSAilmQDsd8uJJkoBvL8aOEWq+thdig9uSLJdTZJTuPKjt3OL9xI3Q/9hh8AQ6sPLoKfjqy9bdbdD0VPIT0mxUYW51OkH1Ei8wSsh8h+7MQf3mQ8Be7Ht+B9gN4H+p4HLNGTjBPMSXUPyFwp9bPB51BiqAAG5wuJ8VbnVZKNiiwVYZThMUCVUJanwFy7BaWamHgeGoeRbVREPF9aCHoTDhYiXJw9rDE+8O0RAY2iLiJNqVxlWxNXKbGgqrsB3NgSGRl5d+S6jCNALI6oWP98oVqcgVdGDJPlV/74kT5pz195T13bbpxbN/vVi7cunXhylULt21ZgIyhL8pDsPjZ/ddtvblv4tWbHrl+fGfn+OuvH9/ROR73/ywQQHU3ADv4q7ZtmwpZ1a7eq9JXm241PWR62fS6iXWKJXGCOF9kJoqQMzgM1ATufo5iOTtHTWRgCcKr4a3wIfgyfB2y79r+YKNutsF7bZCzOWyUTGNthLLSUpgy8mGLZtHqmwuKZYaFGrPf8oGFClqWWjZZdlj2W1gLBvGhELWxEuFwnkABX3yntFN6VsIr4gLhI8BJ9FJZkystKY9qSfWwDvBFfnGUcS1tReYwUVuqSaEHa99QZemWYiEcQu1Jx8yV1QTUqD/MIY2i/ORrmfLmR+75cvjuhym2fMt50O777sd/fDxR/tN8eO9ftl3/T9sq2A4jv2deZTJIw/aBOOzRDhgirgiFJ18pebwyT7lPeUJhDEqrQnHcFo6ycCy0TwQLAIUakIcTIGVgXSzlaBeniBStSLCNNXq8VsROhYCfQpYRNORbCpfDm+C9kEbc6A/w7xCNqy3gPvAEoA+Dj8FfAdI/rYr0gXRCGpEYdAsDJxlFNZYsrBWhIkIXJwqCkbIyMhPw+L1MzBWW+ViYkSAFrKikftLMk5MhG25kczKEf3iNr7Q1T2yX0+1dseMJrjL60+VM9Rge0RjJAf+i78F15jyWUEhXlw8exOOc/GSbdZhl1C/r1kGSpAd/4jzGa8V0nyxhVRAgnYTWKR+28LBC/cyr51zzwPsnyofm3LR0yyMffgHz8zevWnzzeTPgKy3PltubVy7etuSStZdcD1tPPL31skvXX19+64vntsCWGyb3+MpXjH0Abuude8PkXtR/c0b+wBeR7h8CzaAEL9SQlgH3UXASvZCm/kh/RVNXSfAVI9xrhp9Y4adOOCm4MEi9GPwk+GWQ5kJwYnRBlLoyujVKuZPwquTNScrdAK9quLmBujKzNUNJ/BSe8vD1/BhE3wCZAMhK8PJugeR/MiIrAWTVbChLe7PYTHAjEwmoqhpS+9UD6hH1Q5WP0arqFuLEHPAjawyZAzZsDuy3vWWjNtnusFE2C2bNbj/fhNV+FhRQ0aDASry3LpHdieSYChUVMXNVBYotbM+FFU3BT3fHU4iJQyOthMMYuLl9XAFoUXSsTX2zmlE9U4XFqloDmFUNHjpeMQiOn2kJVAoMHl9yhgFAFA9stg4OVoYf3ob6VE+Sqyw26fq/PttTsQDOZHfxMPnhi919w48eve+Wdw9fvz6iUi/b3tjSUv4sf81VT360/dFfn7j/nvIH3RMu39RTbOvdeFNP8dTfy/PU184bU0fZH9h8yy333LPhkp8uvg5S9zc+PGfmPfc8+tC/b5y//OIF2zbPO++S+ZGR/lYkF6YgOTEBycYoyIIlmrK1GW5rhNs4uJWCIWMS94U4gjP5Mh4zl8a7dkYKmcyesDcWBnlL2FwfnoHU9gqu0BE8YI4cJ1bU8e4DRKEhkFRVi6i2qFTEG+Gq62QYn7I7KrbQabY/4f4bPvrohvtXLnvs7lWrYaSzZ8mSnk4YWb3q7seWrSwfu3r58qu19uXL2zW4/djqpUtXH9u+aJ5Jmrf45jk9Y8f2zLl58TzJNG/RtsVr1y4+v5TPl3R9YDbSpJCsRHZOShMmy7DPCKGIGa8mmHgYBmYhLGYqQuuorkzCcLWLwgWARirzYPnDzgmbkaAp/xa2fXISFil166ILLli09QTsLh+sPAfLZMpReQ4F+xikkknkObSkoOfwYe7s5+iSsNYw6Dmvn/yk/AoMIoG2eUIn5fiifBB2n9CfhfoP6wG3o/4zIum2TvPsMR42UozRZowZ6d3MIYZiKTsVp2gDj7UdZZkZArNq3mmmZbNZUImlJXKCaAoDp9mQEDQgQGT4Exw7Y0HIEBzgqqKKYceO6/rhcaKw1azcKFELkYaNNki/3V4as2ThE+WPy7+nFsMnyscOlL/ae01uOfX5ef1z3K4yIrjyK1vLX8h+Mgf3NapDmOgybWTOurIPHCAIm7WJm41whXG98QXjQSMTF2BR6BPmCkh/8zD1DP0u8weG8jDICoWi4BEogTdCqU2eJFMOBc5Vz1cvVxE3UqGZU3AmuKLDXVihQMWuyHLCZLSZTEajIlek//3ik+Jekbtf/JtIfSxCVrxcvEmkJRHJicd14C2XyYnbrBuKst3EIYETokXeKCu0yWlPYM4SihWC4C1AIXPGSYOOsMnkDWM8+1CysAtPwo3wFL8gpH5cs87yGfVjIkQq9kBVqoDuAwcqrX08R3JOYS5TCdKGlrbqXMNSIkpIXwAi7IkLQiVEIEmHrSQqAOMy62t3eSY8/Out49a0ZO/YOH7eq3DCa+lswyIPdJY/2feb7sYlZu+sySuv+R5vuxEWyj+b6HXBF0/dAc03zw46iF6JtEv6HdJXjWT/CkTjObxP7SI0PxPEmDvoPwIXWKtlHVSCaqFopzVxB06bNMO2xrbLRiu2oC1jm4G4+gkbx9M2LkFSpngLrIonGCScFdXZ56RUJ7Z+X3AAj5XbB003ZRANHkSmPoborAInESa8bhinx9H5C6LDSvgC9tbEdBl1MHc8P/e+4WXwD7vka+r9k7vbPyprTGLHXnjTp/0J6IbG9pQ2br3Tjmyar69FchLVgT1C4zUTLwiC5wm6rdZhkArutxQP9HisbOAtv9/KOiwJAtk6w7rGustK63CjM0gWTlQv6+l6KdV69TnmOijFgeulRewgbN3E7eAofT6Wc/necof8y/xr/fQRnKoG+kmtUf2QSYvoYOC/qL+5Ok+IDUjYcFZTpGGlJVhsCqMPe6TSIj9ELRKYetV/6A3y9brP0b/TzVLfNe7yBtIq/BfDyz4n/TuiMHewjSABzsfx0R8iA0kq0G6rm6JbPJAKW5ASzMRNYQ/jIpzOE4qClN/MocZQA4mw35xQtbiKjKq4CjL5Si3eOXRcfec4zORy6rEDB4cPOPEIQMJ06UBD/HRN8IrgqErVuhdj4zN3vDz2geGF1NIdTR23j7+vTFHjBwOLw45tPQ8On2ISd33ve9+7+LOZfuj2J+bemnEiy1XKhIrb0w5Uu+FbDwwtvRXRsoT4ziJMy0YfoW0BAK6V7BM+BSJV2jeGCK1HkM2L5999oKyN4+AWSF3ohfd4Ie+F4ir5SnmrTG+V4Bh2Mkt9oJ5QKdWsuLvdFIa5HXHTQXcG7dG0280g3mJhXRYbMTydHNFEkXVOcgpNRxoQwT/2FhQBT8vTMi1ojGRRG9KFV9zwBTe0uF13mo+YKbPZRTDUJHuBf5v/iP8zz/CYtkIcHaY5lymhz9a/wLsKIKAernCggyQlCJ7tNLdlBhGTwTPzyGitguEeribKI0oO1nsQxf1qCIMmEy12sDLyQnTFbi80wGIJdVoxbGcR96F3P3zVM+Ub50LYdce4XOvh8/4wI1f+Dh0p//mKaUiuPj67B9ZlHo7Xj9/++C+5T1752jl5IWpbpJfQTyIZHYU37uZciMZceAw1o41kADICFL1jvJO9tES/HIGb3Xe6qRdUuFh4XaBwI1EyWe5wsCKepk+mcwXJd7XvU9/XPuZ18kNLPrhe/Ej8s0hTIrQwPtEv+fFU/xJfsHBIgvskKEpjpMnSg9L3pdek30j8ldJWidrrh6z/Xv/j/kP+X/lZE+O3+Sn1AT+yi/1BP6X4YYiT/ErYrKHXJHCCTjNQVCWk0C5a0Rw8wdUah04+Gz0QpaJvhT8InwjTyDwRfbf4HvS95vuNj63ztfmoIxLkpaRUkmijTwIGNJyi+gRZ3GwJhvV50z2iqaAh1SszWFVbh8hk0hBRX9uWYGEAuo8OHNa786g+o13TVgeXErmBFdXB2sF12HjRBcsSoroCfaWmAdaS8cSLIZzRkE+2VEPPWHuIzHHTT8auXvPA9y68HgJo2b6t8bPK7ggof4Z2Ibhtcm/n5AePBjfeetkt+dE7qL9tSI68i/o7Ce7XFhCLZDw/j6dei8Ju9g6W2s/CKexi9mKWZg0R1eTmk/3SMomS4sAEaZNGoTaNwHYVqhGW9tttfkh6xO+1QzIieMYuJgEm/j14papOEjOH8ABwqYfIustgG5avzjbcYgdQUw0eeGcAr1O1IUE7MKjrr3HUABlYQwjvhjXHsUoAnqK77DHv7n76jpnh8Mw7nt7dtXp2R3vHtzKy/bp1jz227jq7/H+oe/PAqKrzb/w+59x7597Z7p19y+yZyUxCMklmkpBEyGXfRHYBNQQXQECFUFHAhWhdQFtB64JWBVfQ2oossgppGyguCG1xKW7YWnFplLfbt61meM85dyYJYL9v3/f3/vH+EGfuzITMPc/6eZbznMw95I0pV49qa6+qam97/8LxF+wcFKset+7iSZMuXjeuOjZo5wXjLyS2ZpWesyJ+Vrc9dmKbLqWvYTV7TT7nG9jn6d580A/pa3Eis03XcZywltimIDdJqzGqsURupBHG8OBxirIslbisomQMJDmPIemU1KSlWpoozZbWShskQZLCIeZJjnWrxPEco7AvmyVvdDKM2s4Ov6SFDWJ8S8uSgyDKeoLIq3q6DT8qrA2Xr1h8OH8yv7qNOI/W+mng+0naAT588UsX3zh5nJo/DsnQlwt+8frrvx+SNKBAzx/V7w/qeF3Pk/tOf8X/gK0rwfJWHBzHfxB20xonRLVLDxnBYywzoncl8EopCX1OFKC3jDnasMywyrDOsNMgmA0lhgEG7BMfFp8Td4m8JMIh8V3xHyK+XrxTRLzoFEtFLGPRIGNBP+xvEfBJEXbijTuImZRciRwRl0Oax+zMqSxixjwHEiZAm4cykSc/t4WdWvQPLWohxBWAE0DiBVlzns7J1UYld1iGUhlkUZCMO/EmzYQwFgwiWRAv7MLriWcnona0kwVJeiGQzqDXx/i09hVN1U69LNj7BpFS/QxSot7qTf3G9VB9h3hZ1BCHrMME+A/Hp+evnfQW3HqsZNUdcPz3v8cnep6DRfl7i3QV2ghdab30a62GFUzFVK4pJ6qZbE6U0pU5MUKk5mIRFoo3iHeLGCtiWMyI2C4W6p9b65tyrA7qqsrmDPb/sqOT9OEOO7AiKKGQFlApZdfAi8DTzhUzGMwS53qI38gjSsEdzwovC0hQHYRA21nxmZLqZYtFFOx2mVxuETkrfSrQzMxoRocZZXoBD6EdENSzhGCjLuaeWg8watKqarGs2kavKyqKFVQgrolQqZBit+kV1Lae5vxzcz+AN/HKvAsO5Juhp2fQBb+A4198gU9s+mBj/i+nYEv+ApoHqyUyuZjQTiWev4xr38VZiRT4iOegicWEit9S/6iitNqoEvALiodxf1FsZWwNHV1MR8tu2iJx8SEy3sQZ8HrCAhveyFm4IN64lUt74rvIK0OGRVzHumv7KgMsjm6nkUNv0KVbHndZobRR2zAY+hWv8OKlDRO0LfkX4QdvjFtw996/zImt/t73F8eyzaVTU6uf3DWndA7617rJSdmAT2RHr1zX0vDnS838p7zYnF9zSdCa/y+Dg+X9qA4+SdbrIQiokrt9F+cmzA9EaFXvhObwl+bSicbEmASeGYV6Adx0LPYmzcKZF6VWptakcCpFh7lu2qJw6d1kyUa8fitgt5fwf1unE5xxesHhTChNdcpsNWY636SLf7P7WGt3MeFGCcDqfJQGS5b0VvD6ang6KQpFPFbh6U+JJ9sqKS1eyv+stpZSY2Ht/fn3KDluWxS7JjGNUGM3oQa+a/BkRg/Y/AzcnR1z88QhSxlFLPlfXhwqEAQx/rcTephJfDBCc3mtsMwIVxhhOYI5CKbL82Tk2ktWKhDmOpkQW+jSuKCLslbI9MuHt7PMSHsvXi8mv3vvnNx7++or38rfCdfcMOTFEdEj4+NNlddf9OCk1OUxJ/55z+1z8AlH9tVLbzk0Jmox9iwy+hYPpfaf3mOc3KOJG7SLE/GmraxGRW4GcUbKBcDrNSMngUHiaZGK3hgwmaNaVCR5t37Oa1FPcLxHQR/2fAH/I6+gNPmCE5ve35j/M3fm97Xo3ycIwDTYyKFX9O8jNhwTm2DkLIoABkEGs/o2/Tb1Q1pn6veNdeS76th/7BvTeQX+R88X6EM4vhGsG9/fpH/f6/jXwuskPtumDRNVjy8nez3+3AJhhYDuEOE18bj4hYj9crncJOM7jDDfuNz4qvF3xs+NwrsOeMcDZRSnewJlgTsDDwUEJrJuDQfBgINBM69UG0y5/coRBSk2ugoz56NU4/H6bUGCKpQ9hF5WLkC5GmVclRhXjzGTRBfTc7C176hNAp4Jq5e0t4OeGCzgqQjBD2qiPhtxGPqn/+riZOG/HnPT0qvze5Y1cafb7oF5Lb+q3LJ27HBt7H0rr/ojvIiuGFmR+mb5Ghjz/Zr8B4nH2qbfv6514dSbN/byYizjRXYXJ+FNO4jnMYocCHsIE2TCCmJnLAZeF0bKc0p/3RNR+usDhIlK2bJ47KH8skOHYNUhOE6tHz6RXw530u+YRt4Iku/AXDkRKdhNfjNHqKHXOl9WHTli73l2JonuuQiIYL86C0Hy+4jo6DxEL5DfYePGa4kcHo6nYuwXyoUmYbfAU07eJdCp5gbVEDFsJrGMwbRX5wGn4I0vc46MgcCxzOF2pk49BNy2MAtZDEeKswzqbFn0grvlL/kj8Ap2R4ZO8qu/wqNuGLofhrmmxesGJS9lM9N0um2mdINV22mFEEtsiHQmR54/ow0QEjV4VSSOT0h1EhIkl5SQcIcE1RJgoksI34dRjMfIJPHElcnU2ROdW6/tQBHyW0wImkwogGit/3UkjEMXo28Qvpy46loTWExAy5Icie2GDM/JGgnu5Aj5SjlisuaMMoy4SF4gvyYfl3l6cVz+Qv6XTL4CjPtlWCRDhdwsI0xjn4/kr2Veft34jREtNp6ghxFWGzcYsSIYOaB3AZFoaU4BaNoP0AzjAMlA8JMP0rALXoXP4Z9gMJoBaF2UFUCdBFobOJjPQS03lJtMG1clvJuKDi2TEOnp1PuXsixmaGflqGJ1qr29trWtnR5Ipp8mqzvkRn1UuV648rYQDHS001aANW3MwVUUCijUGICBCSO5wJvzPflTTxHxeQAs+buIAP7m2fwxIpKjYFf+Zp1/6E+EfwIXIjLJF8zcFk4XdSAa+iZVTWbUiHijP/WMPAR/psL47a+K/D/F7PoeraoDrUUbEJ6J5iPUIawVNgh4pjBfQNezQpOAjNhgkjhQeAIKeQPh8naTGsjk6Ok+W8kzpsDISi54+q6J2iaZShF5xjSStRLe8n7yYKpW7PSjo5qNXFyBYSEPstHEY0FAO/ETWzgrgT5PEEBQqEXpPWL6H0I9Cg+p6tIP6B+mZDiO6RjwAETxqd0Hft61GwZsewkqyfIs3/6F/X+i5xJaMNfXPIKsWeYe364QtEKTDyc02enPoRR50F9FEjkUIQ/6KyJETJ5ZeiLaMCKHNPIQMQA2OAwog8CCgghZDIiXBIJ2qQJYFsFKQCK4AQ0GQqwntnImEe0m6+Jp4aDnALFBB2ax6IuaocZZhYnn7I9ePYM4HW2eJYKGR7yaX7z7l/DgbsLvO3uWk8UsQA8W1jLy/8NaEsW1aAaIG7IGZDCA6Zz1UCMqcQg/QTyZScY+jAZjQ7+lMId2oN9KZn3HWmzAhDqLR+7JLzq0B+77Ve9arkL3M4zxOv4r8W8KwZjpXQRGPEl90F78JLN/KhWMkJsKhtQfTvQvsdCwlNXRI7bCdvC/3nDLJ5/cctNdNx7/4y03Hhk08p589yPLfzBqMH7t5Oo1P7jz5D/u6Vhz1ycPTJ+bf+H5FxZczHGF+xjNsF+YW6qFlDBwQeACoPhAUYBE34rolCSViLVk8lPwbrUi1cSFqPIhgvQckkmlztLGeZmzNO8lL0xcCXnkM8RfMqfZr17UbaMnHGT7N9KpUXowbX1DXbIu68zWkgeDi8Ek/YRoPDq/NL+0pWH0U28++eSbT41uaHnzFfIHT6auauUlE2zGmj9/9NGfa4y2CZfc8NFHJziuiOHSDMMHucbtDdZRVkSB+laDQXbrsEWmPs1GfWXYI1EDImf6V0G6iylnuh+WalsvdutDbumltfVj7rz1EAzZ3nhZXc2bi5MLLr3motDwiIdf/ZNJcZOSvwufUPyTx1+12GXInxTNVbHivVG/6OOS3J920dSIFre7cyOc05yI1jLMoosS/JALZJfPNcb1nGuXS3BFKIRxLJahUz4hI07W5A20M8kUpssyc2Ci6/ETAJbWHNwK4ovQArQCPY/4R8gD8R1oAlqDvka0LZj2BCGPyLr31NM5GhRrTk6b43rGtd11wMVjzgUW0dWXUElFZEohE/MHBWfQ1qofbUAZacuyIGyJV33bT7FAZ7F3rzvb2zXZRrxIvCxZwL5FgrqcNIfowX2wntD1ha/XDpZzFeGRqUPwzPcHz81W5P81LJ0c98xc3/JH75/vnhBywvF3W83DFFP+MnxC9U0aPuOrZNmA9DL4Zp7Kf4vl8mA/22fgWl/SwbHIYWquQhmhRVgkvCh8LZwWRAHR8H82t4EdTy9yiJLDcxpDBFfjUxjTg5wX4w7MY6w3UNF1dbWqXa30XJVO5m7iFNHiEfn3DuWPY4dg//YQHtiLY8cwXrdonnecsN1+wI5SEozkIcm/zCOvhXNQ1CMS5nmoBgUUSmlzr9Z36pinvViK06s/xLg4e9EPHmNQ69re+nJ2hcV5SCp5ZoNLPoS33N103eBrrqsbeOGzSO35bGXZHcty16JSdmYdHBec1A/CYM1zN/cTDt0mAjuuWhZMEo64AzoSkskF1kpG5FgbZxm5mC0tltCrGBbhlRjRfxHBWCJ/SehvlA0EgiKeAqLtgimYoOHjP7QbycVBeBuQBMsAmWagKxEyIj9C0/l5PErxBEW6eLRLeFVA8wRIGOoMaLq0UTop4edkkGSvvEx+V/5MFqYb3zEig9FjRM8a4Trj20Y0ygzl5iYzMshGM5ZMAo/AxIkZDvzsPCYwCwzfmGVnjrOOEKFeBHEnuG/P6F3rem1NTwrqJf3+PUu67+3spP93dhYwTaF9m1ovauSJ6cJxE8RxNgDkr+A89daBA7/70+EHtn/1s3XC7m8j6I89AWLwp6Pnesah7UW79Br6Lb+Ti3IZ7mNtyiYB+JQzhf6agrJgQxCNCk4PXh/E04Pz6FMiWBccEcRGi9+CjKvMO82I1kDL5bHyRbLQGYf4YhtssEGDbTo93gbMNpvBDdR/ldPEg6Yo3hYvamzxgvcjN7gDu/HjhDRPbOMigj1GnLRmXx+B/fTcZPL3aAQRLOrdQ1yOjyvTvR+MXGRaY0KmDEF31JYfYwCwp/OA+na3nnommPxwS6GpsLX9sN4gwdJXS7j2JcQRJguHFhcH9tXpdfYy3X25xLI6NhOqMJQM/XaPSUL8pTfPGzLymtzlt+figWGzIi805t9r8gLsuGRlsqWirjJmkuB4SYlsmVXfOOeWOp/D57YPdtsvCr+xYMDNH977btJR4U9XNER9ycAZNKc9EP9Dm7IxBKZEIIG+SUDKPtCORttn2JfZ8Qz7lfSp3N5kH2vHtK6OjHfCDkBCzBVLxEbEpsWEI1VQtVKEF0UYKM6ghT1iq8WIybeHULaMi+DHNYWzVFtQY7UFLEdNYFJ1o/zENp8rJFZSmjvWumCzCxT69yMXkrGLs1CiW7lS6vRZBWdrw6Acq+RU1+W4bF8PC2VB2/82D5yFNnVmLzyMGYPYYdJsmEgBRxRa1IPAuHDNwDZC+5KhjPbHm30G2dfHmFcKPCDcwJ901AXshPyDPJT8C6tu+HBBrDJb4M1ynQdDKT+KfPia8EHlQtztms8o+sVyERuN9BBR7MacnVLFK8IQCyEaItH3k4Vg8HFCHQd5ZcaPbwGbdWcvoTSPy5+rJtezubVcJydEuInEjGPOU0BOXb2Fd9aCW9tC/y8epkRbFeN1/fFUXRbn+vfpoK83T79r7ZQxIyetWzZj3yvrJ5fHI1WTJ5fH4PiCFcsXPLT+8iVXTM0/+PmIpunfy40dex7LHb7O38bvYvs2B4NFW0kF6S2E56WgNJVLDU9heooliS6cEaMzlyytLx1Zekcp/64TnKX2pJKF7H4JwtLXElomrZMQLQBJSRMXUANIUsLhMAofCXwUQIFIfXX9xPqOep6r76w/Wn+injfX1web3WeKn51gnfVbq5JBou6Pa0avM+VEpc6AlKWSaKmvZvs3MN1OUZDBckba8F7yIsI1kEd/pvvtvsxHq76Fgji+w0cPtxzVpY/OMqSyp7/SHSSRQ9bQwLw/p1vLs7ZMeIpbJlinUK9R6MO1dMaCq9+OCf628ZGmaMeoiuvm+3+anDb69rsnTbvmrekV8IF75WXx3eNPrbvye8/OHzp6XyQ0oDKZdj0/KT8y/zFvScyaVOrFn85v8tqNAcXquPKi6LWZsqFDt8188sU50WOXX55rvL4iQCK4ibOrAusag5PG1RZt9avoa2EXkVc/94BW/iME21AXOoaIcYAfKVuVXyq/VXhBARPmieg6gfODV5A5k2OImQirhYitRMRX5HwFQbb1ya3/u+VWEl1GXXR7ug6ovdLbfbbsthbAcyEecNFgo0C4QhtILfp61OQfrZ6xed+MZQ9OGv3L9Y/Hayc9hEc/snDFivn4o/yPr2i//JmTby+uO//stYa4e7T4o+Je8Q3xfZGXRXjUuNf4hvF9I280kqX2aukr/ZV0q8JZHbsLKmpD/0cqeuA7VfQcJbV9l5LeO2X0qInnKOn8Fcvnr3t8zpIrYE7P7Z+NaJyxJDeOaGkh7kFHiZ666PnG2ow6DL/DsAPD9RjeM39pRmlzo/lVM35P/bKQ6n+1BDJcC4doMQlJiw3Azi42G5RQOJQJYW+IVkHIpzQSXgN8HAP4BeMQmdp/zk5kwUDXy7n7CON1BXKUKIgjVK9m9BEkzgohShkrDZoP9zYOdVNjf7iFahp1AIdZrbednmzcCsU+xCVQ0BTPmTFiUu9s86Cj+VKUrBhzceiVcd17Z46aPPPxDa0z9qJYcvjwslLApvOr6+dF3lpx6UNPXrlkwZwFoypz2czIM2hVQmnVZIK3WQl9mQmOOT9xoqSz3nnQiY+hTxBrCEIHAxCRqiUSpKgyklYqQI+GRmaFc6vuiBt73R0kdiGfzpYXyx0yoZUsW3z8PkIqCyOV3J9Mnu8kk6RQG6USzMykiNioPmLR6Px/SatiJK1PfSsCEr0xEx0ltNkxfRS8j5LpcYReY78i9DqY/0RYPSxVikcR+nTMPzC+uo6R6/imXKaQX3wdPUboFOdOaYNMqsWWY730Fo5XeRQQDL6AFtBqcrkjAVgfeDFwJHA6wLcF6MGn1KYLgYAFhdWMilT7bt1+aHYtPjE+O465uBqPxLERx6P0IxJ4v2yQ/X7OpVJDLiuaosXTOSXeT+1Utz/3IgX71RwyY05w0c9I0EhhRTSdk4NUygSif8VOaHpubLFrrdg7Qo25vZEmXykladK7EP/op8426kCYNtaKUTbGpih1Br3NMwRZV9EgNaDHmvKn73t8fceMsYu6a55ITi1vTNRmIsuT0apLy9H9r66YclvFoCvmD6x+JT4rmw7UWW+4aEDAM587g7al3Le7uBA9YZuQl8WxFvYYEOIqJQMlrwLrlReVI8pphW9TFikryeVHiqAoJawnB/k8lIYljLziRHG2vmE2QpAIFiX6ESYRTDyiqn4no25Ei2iEYhHzf0NdH/1M3424jXDCL9J/aYwImrBY2CDwQqa9l6ZnELpIfdt/SmcnLSs09DXi6PNkegWYjfVCjz1+X/5008/KL62KJpdHpoSdjeVTk0/UdC8eO33w0PVo3ZQVr4bnewIDLroh6Quns7Pir2QGLmgYG6ko+AJuB/qK4LQwQTG/0jK/S8C7cXg7Co/69vre8L3v42UfPOra63rD9b6LxyYXOKEUcoA5ABPPcuk2L40ZT71sVnKS0ZbciZ/c5nAEcGiIkWh3kIsRIgfIlZERe8OWYMS2s79d/G6HIVGNN1CYzHlYauksdEcdBysb19ob+28HLHhKQjh6Unch0hgE5wI/Bkvq0Vcbtudfgt8ZrxiX8FrkabfeO3Xo6EkP3jZ9y+6nHn146oAkKn1r3QfYGRjttsa82pXXrph976Nzliydk3/q/XfeH95UpOEh7mt+E9uvNVWzRcSjIhKrBVCEjwSkYmE/3sBqZoh6Bo7DT2zVRLZva6vLy7ZTvhwI59heMlrm7tutRbdrtVKM76A+P16X/Zomw+A4evPbyOZCjvw1VuMQtHQFArsUk4ZKk6X7pC3SLyTDLyTAL0vEgdH3sYWXTAjzgkzQ4VaxUMwwGVXJlJPpA9Ak9w12V67B9JAJNZg2mnaY8Dgj/MQIstFnTBvx5zLIsk9Oy8/J/O/kz2UUkGmpAs9AqxB6F32G0N8R+FAaNSL8V1qIALMFglAJ2GIyynQOGD0fGzUzReIIn49y2KRQP2shVh4TqdimCNAoEHzZ06l2sRIEwZiexkJPLI3aaeFtCesAoDF7S0ux1EDepNlybGDwqCGL0WuHt83ct+/DL/4Gx2FY66ckNv/zt/l/MfuSg+P8ZCLzpdxdu7jo6RM7rLacGPJj2ytERiPUWnBeGn2YPTSiAxrIUX80kUgpgeChkaELQzhkolJs9rup8sfpyaNtnkUe3uzhzNA827zZfIKYCrNm7jCvNR81CwYzWRWJrElUTXx9T237sVbi5LPZlpbObk8ta/OM24pt6bYzLrOuXqjs4ifvc/obWiPqvnJX6aVhZd+Lszru1mbd9ES9kyzzkYXh9OzqK/IbYfW6oHLJgCvzT6E3L1uyZMnNVfOYXeW2oU6Wj1i3i+NPn9qqOnKhnaff1ZzEvo5VLlIWKBhzITWEIkLAzoBtkNDCR/43kWuNE4kge4k/kuhWDsnST49LXL7cBA5oco2SqYPbzIkRxmdvgKW2vRTjdPXuZO3pogxku+mIKvcmDSt6E1/U7NXpZCCRQS8Z3C7UKSiD6i8eOCxe6h5aGRpQM9m7b3Prvc/XuCC/MnZJutSz0bQMFmxI+ga1XZ3fg96cv3xlw4Le/Leb+BUrwYGPaAMPEaFFIoKx/F38F/y/ePL0CP88j7EihFm2kCfiuIaViHgrsXY2mi4vFQIE5zG/UQxTSdDaD+v7chohwWLdnnEMxGzmeIOOgQ2Z7jdm9Uf6LNHfphcW2mkfX3vv1snCFrpz9s9h95EnP22rqqrZuPCpo79MV82YkUmnM+QxhYc/+c6L02667MKLLv7N05c0Dx/RfMklzSNGNBd96rtk7W6ycheHOtAGtBnxyHWr60nXFhdv4lmjqifAqifbJHPOIO9hPCeA/2WVnjqlWmnFwkHWa+5bb4hYMNpSpa+ZqjQxcNSKdxBVEVVqxW0MDYsMt/WPcnoK+ynJc9GA9xZ72cCvXkeH3p1xyTP5r5r3+BeNnfrjRY49w3o2XTIDD9l0xQLAkVVX3vJWe+yT+XN07IBbsIesU+Gm7ADOCBI2CnsLERqczafZ38EnmfLJSLDSGXxiO0CphSkyI05H6rix55flmenTq9O/OPbYU7/GLRcPGjVy0CVPvvt2EcdgDx7B7kVRRHIvomlvQXbOkZnvuhfDLp1y330v+pC0bDE3jD2/fuqxY79IV0+fninHI55++90nLxk0ctSgQu2He5X4+V2sz2mdVva/iG9dwJXQ+HYIzceYmKBTAoq9eRqJWIL/IMQ1eQzfHeJS//1vQ9w+bTf0i/7QV6On3Lfosn0vXXDfvZNH//zxKeWlsQHTH8EjHp6/fH7+QfzR/BVL5z380fDGGW0tExj9jfAabBGe4XzcVZrMe4lvs5rsxv1kCQoxaI+TwIPB662czeqgZtys0a3BKImNZomlwZ0mZ46TVCki4eZOCY5KJyQkZVj9m7hp70HWDtLTeZAhkk7qtJgl703cE5dd10B3qRcS+LBlyLRrBtglccaMfbfe6rLaAzXwaclgX038Mmhcd8+innX5jxYpRjuTndeIrd7EebhrNff9VhgnfCmgZmGcgKh1QhYeuXeeKULfbX6Zm5Lc8n4m/zSKtxVYyOLvTmBRedEqH9B39bYv6Y3D9eIDvfvBQJsvOl+a9vD6ev8+kFIl5bXjQvvg+FU3Lm+aAwfzLy81Tgk6c1MegkwRx/8Lq/wqsobWl5HXbMu57fRuHJpDh36+XJsDqsnL2Y7FjrWOTodY7QAHhdNbBDfxLk9qskvhQOJ8doFuGJnV2tVdy2W6DxbBMrthrrBDoq7/ZoK6qCvuxiq5sXwTjF1qmhJ0XFK+Lv9r9OZVN6LPCwvwD1gYVfa9NE2/19f4iYTepdxqzShHCCIIiQg7KCKQGLlo90Hca6HZX+DiZ2KCRnGMOFPEoo8m1ryclUECS9jSZllk4c0WzksggXez94QXc17N2+Fd6z3qFQzeXkjQrfZkCSLo6dIhwdFeSFDXlzU7owrU75Kf2IcBKDgoKx1aBAdwvOD84fX8XIINfFU/hZn563VsAK1coT6EPifrFrktWoR2hSIWwdpFIUWdgAD/xbphFWInOLyXLB5RWpz+x1Z3iV70CcUSuTvgQfg7gXkAxJ0SEIgQEGOCAGOxn5AqRkduJQdH2IAIJ8dTlTNxGJoXY9iMAWcoNZitK0ZMBXTXzvZqErjQqQ/WaS/6CxnitBqDPs//4Sf5j3714mZ+U08tejPvoYfMUP1/HQ9lMfqDWoRV92WDz4BC6nxhubBaYH4+I2CC0FWLhzI2Sqzck1s0JFFs7FBDAg44aH3cAS6BXLEpAlttzpweupCAJ0zQ6xpuP/cRJxyhxFSJfhkzXb39qux2ad2JolVqKlps2cL+4ppqYu/ObUPva0IvtKDjoSuuvaze7a6/7NoV5WMGplOp2Q3Txl999fhpDbNTqfTAMciknR8On6890JTL3TR63LxBDQ2D5o0bfVMu18Ts/mvoc+F1ooNV3MtaZWEXl9G0m22F4E2iAuYdjl853nFgtzvprndjty/pq/dhpz+s5xtsa2zIgW3efpwM+oO5or/iqbGnxVSekxb7wV9GW0JelpwBv5+PER1+2cLNF0Gs2NvPc1Dz38rKxocbIdNz9GBrP+dAqx7kI0offTdcn1fopQ2bEkqcQ119MSQWg1DMEX4+auyKe2bvm3Thczde2DZr1Pymgb/4eFxN87jGK/ymCTUDG0tj6E83Tpy2PH8HXvPC7LlDRi8bs8RuO3/0lUcWQCQ5auDIeRUz33hpWHpAirKUO8T0Q+J2aRWKFJZOS/rMLbtooBriMZTR3hKPgQQxrLkNK9jAcyS6enwH8LxEIit+L1k2CX3J0onAL+ZAJQYaccDyBvZFwkrdpq+hiNMkGIC+HeR4aF7Ln+KRykf4ap7OTtnMi4t48juNMo18lzBtafyA7uBUP2BDYVoqOOKVCloyq7+aENoVFKV7X/6zgqLkvwJ7QVlYvQbbWG9IGWBtyD+T8PcY3BmCv4Xgn34Y6QKzs8T5hvNbJ7+L9V7i5fJqGTXKu+RX5d/J/5SFucLfBdQoQD2CeQ4oodbbvdYEJDiVsMmEFWvYmrHiGsFKfMCTWxSuVIeXmJboTSqxtzk7jLGD0eq3IiudKFAqEG9t4w39BS9OfAYxHo0TuNMcKmLOAmai6INgpkgBZ3cVGtX6WxLdeBSmeHTTdwp5Q4LCl0BfabhdzyEUK5nJDBB/QhOu506zwLZfbXx3Xu3IsSvO91+KZuV/1rTqvqR7R2XthRflCEafMSObwedtfH3r9MUrZ89z1rnOv+PxuksuWzD4/JnnDR8xaNZFTYOHDtLx2et4E7+XC3BJoqelcxEsx6sx8plpchrPdz/sfs79qpt/2/epDyV8MC0JyhAroaCVi5BHEq5yCQbTeNaGTgI1zbJDAcXm5BeXdpSiUpajMkSc1U7kdNpK6MvwemK3EMc2RFBdJpiBI1TsJCD+BCEpTdNsXWsEY2ZJ9zHaBkG3lHX2tLKGfCJsnT0HWrqPdvdlWlnsRrCOPjLUw2hk69+8xALaerzpsrZH9j3WOWXmE+WzH5lUPf63UxJd7mAuKaGH8LRHrr6y5DR32v2bx5+5dC5sCj7aWQt1r9WF901rbq4bNsRyQf69YZyul1giemniXtfK/kVn1MxFaJOwU0DEYTXSeXnzJWRKSvCSBJJgQjwvi7rv5gltLpEB5uLrMBIxzMevYvSZAAOF0QKaT/wCekc8KaLrDSAa4EL5oEzn8Cl/N0LauNy42viwkb/ICPgTE1xMpTtiQi4BiwaBfJtMiEUYQAMoI3ESfKaLOoHCHg+9SXIJy2OQxyWtLIHBmv3Y++203y9BewxkqqpZwNLxn259E+z5/G/W//RX+dOH4ML88/A3+DK/Dc7Pu6jMnF7DfY0XsbxTctt6AED78TOE+U9xAqYjdHj8xEsg0G0VNJukZ5LoplGbnklC+zd/G0Fv6ljt9BoSDl5NkHFuHyeTf40JjHmKM+KnNEuEaRfOkB8zS1QqOmWQM609B4jRJr/4MIXxhoIRLkB3xDdXl08pUfe9NHbmUDTmmfDcppc/RG/OvU7/rpWoE7X+X8S2TxF49nQvtn36v8e2wn+Mbdu/C9oS2SO0+pzc/3+ImZ4imOnp/3cxE2rtw0xEpvI3o8/xSoYXtv3fwgv+f4MXzgQLeiHkmW0L+uDC08RnPnsuXPjv0ELi/xAtTN/079DChv8QLOh4On8Tk43/fbzwVD+8QNSPrPv/IbxAheRMvJC/CqvEXoS4Su6AZv1yAFwcXBhEnA/sgoXKuDOWyvEy/FUGGkEjVTCU8CaKCuwk4NNKEjl9iz32YIc6RCarLS9wPM4KNk9tUZVwPxEqZVZgZX+vT/v3+vy+22BI0s5dNyi3Z7obM2p/pTh2mOXaWti4pd6pL8wg0J9hfTaJwrR8ZhCIWYgnK/Sz7uoL86/L+o8zwWrb5WsuuSONbmv80Q1V50m3WNKz/7TPGVs4fcmGYwcqqqeOvLw8M3lSTUX+3oWLJ1zw2ypnoHRR4Pc9myffNbzh6BPTm4d+77JpzcOGDWK0vAlvQtf8H/v+p/r5/qeJ+X/2/5e+Hwz/se8n9JKIjpm4I1q60UQMaD16EOF3hc+IA6euv1F6WMIScf5bJeJGe73/U8z7P6u1KQCz8WLa1QiL8H58BOMvBWAOaBHdoHxM/ERE19KqP0yUO+k2dFBOGSFjXGlcY1xv5C82LjQiAgAW/m8BgH/r/9vYB+1sb/J/4//zN50FAFhe74enPzP4+cFEcjLcUq3Cp4KsgiEqcdFImVa2tgyXmSNxyCQj9uQE13oXcnGR6giKSIayneiHWzlOqNiJrn05njA4o6JAJzEZuQC6dovZauJasoTF5B6zlPvdb9KxnB/SVAXtkfywtedtwn6O8L/YiSAg8pUiO3HNFi061no2+48ggggUWhNcBmvPCFx/3lV3DgDvNfkN+Xe+d2X+rc7Z03qnVLhd4Jt1DXyT/wDXDJxzeVM9/KJ91MR1mfyBL75YtmAv2pD36qMuBjf/ATpjTfnq+cPPHzPsajZv5uenP+PvJ3GMhctx+e0hyeDIVdDKVgO5SNjqbChRW1eLDuYgCfWATDiAkVHyS8gsmt1mZOUSkKjyedKKB4hpimkxNgZVceS4GFhwLFYT5+lvo/M/HJl4BvEZxCYT1xjiXMBZ4USSkw1JLLGb3EYuaq13ipnSciUdTpPvSpcm3X6f5qMVP5M154u73fSSjh10gzvTricVmck6TADL23QAgNrZdaDQqF5LnGCLPjOkuBlNLxnTqZPq28dYN2CxVkY37qhnzKEqtA9FbTFDXDdrtVkS1tCjorLsE6as+NovbxhcmxuzfFlzJUSuXPb+67fkvxmGOiBbNRvT8h6MMHWgn6mOW7d8uGwBUmH63Cm3PTNh8aLp95388bZtj/LvXiKbl57XANqD079B797/7I90OZ16+jOhusCXv2+voHxR6PYa8myme2gyhKJGr9+LlgXBGPKHkMz7eESnXiPrlWaan6u1J2M5JUb4EqvUKilfrJQvlYQvlZXhag5oJctMJ9pGHVGEIapzJmxQXGEXMvMuM+XMDnq+WFlSS9JfEDFZckkXVx1NOqyZXEsO5WpPOMBRL0ZPBaA6AIEMdZYftnYeI4zoIZwoMIdwYzxhBKE75Ucb2/qkDxE7lyEFflSczQ+WJbZFz2x3onsJ472FaqI3DXjMl8tbspnhK5YProWT6GdOU/6bW15/+4aFV17/8ZZbeTSEsiYzVVDAN9yEFJgxb+qtz59/zTUz8VffwDcrH9229dETX/7oufuhEi6WzdedNxCGPATT9RntfyGM+VT4LYk9D26PUI44qGy7yYVc5atqrKLVWTqoIlcS0AKUXkNMSi7glUwe+wQb2DzJ8jKaz5zo3ezt9Apeb1bOcWktPTGNDekNZjC7Az7biz7wJZNek1IGp8uADSGzS1w5nCqHclHB0IZPY4TpsJQa8BqpmLe2t7RSX9NOt5AcLhASMrNa1S5953AP4YYtm1WLmkKdOp2TSChcjEJoyr0ZFQSbWKNeqjZBM9TRtHzBraNPk8MGD/e5fvMbA8BwKtleNX9yMCPqREBgevRRV3Dq+UuXCS92qaWh0eM+yO8hcp1/nKCumVTQB379wcSl502rSnP49M85znARscUmzs01g30XV3f6hDaQILrrHIC5enCJPtVgz/maS5LxipQxFC2JNza7OLMxVWJujhOsDwZsNIqBSMI4QKylXfl0uA5Xq9ZGarFLqK2yiZR+4Vy1ocpYmkykU1pKM5hyqQGJCJd0BSxJv6dZa6acypC3mxsVP5C/Xn+4VnFBS9jV4lrkwvRpvWu/i59IB2p0EJfgGnSe3oJCEybZLO38PvpmrxnqJJJ/rLPvdRfdD9XTyfKYLMJgAyVoKeRw17EPumjW09bIHu36Re90qwp2nJzefewWCt3h5DLB5k8ky4oPhFv1DcxrFOretFMZc8CbB0Tq760yC+vw2GBy8t0ZFzqEltfcmz/52Kv5k288lj8ZtK2pvRswGwK066tJwagdTZ8XnhZ2r4rV8RtuoAOFhtw24L5fTss/BkP5yvwPYXsln/fDA8m6zmnwDh0ttGfYw/ekmpgveYu4RzubLVfJfaFNsEnucC7lGehBdNsmokc/PJ3alkKYS6mpSArLgp2y117pKvFFQ+aKSi7k4ip9J8wQNoNiJsw1mwNcqVqKzIJcaqCsVJKGmOgMGDln0qEWrFqIsK6yXHFACjsypWZ/MhAOaSHK55AWDQQK23SOMutUGJ/cjzdsbEznG33coxt0WnRjVUh2tRb5dA6D6K498jvZcS3seFQWORXZcw5vdL5ogrUx3Tj6WrdJGN1xJ3JUr86fnHDTfQPzJ0sIN+4C4e7fHrhopF+F7pqO2BVlJRcMj9bb6wbeuPvC/AMwTq07T82XwkPJ3J7p8M6j266/5J1FiRr9vJMD+av4hwj9LVw1pLcnqYXyUQs1mfpyS50FHTR+akQmY8CIZMEnEB+O3AhdXwVClasKLfWBaHPbiE93EZ/h0kqiUa1xcC6qkeA7GvYoYfJuWEulQva0KFJlo059SsXlFUis4NmwxEpDq/NqJzI66RRhLWo3cYQRE0MdobWhDaGjoROhUyHZgENW4udrvR7NwzoYDcacp8IpBZOhWFSL0kaJqJYKhXoHDIfgaAhCmeJc5n686zxQZNuHtERa8C6tBZfvZf1Oft23sDlO6jH2Sp+3XBy/S4zgGRnKYvK86OSjdb3uv8hFvLxm0A03tNRltVs+gdCCFb97du1o3cfnT+qefw6I33v3neULkef26VdfMfX7P2hdCpP/8OOtP87/jhjDC54uuHz+2ke3/XSd7luILcQNhHcx7ufbvZRzJsq5IeQCvF5/bn5oeejh0HMhfiQP8/nlPPIC/ANggwEMVodNfpG4lwwdz6ayIbtrqJNowROYp7hei0cNAVE16j2iWOZKjWxQlAnLQYOSDKhOvcK4nWAsh6oWBiCqGbaTuUDhTqorxxjAOkhnJDC/s4SOHD/c67rpNKx25rh1t2Lo8ydn0JD6EdwwfdSgG9KqMOJsygn1AwZNmc3Lf6t6sPGH1HXshUcK9IIvHppemjuTXiXcj7d7KL3YuKsYuZjhh1H+h/wb/bhDBNFiV+U1KqiKD0zY51Oo69yuBQyKPuLaTXfwhWSaeCD0kERrUnHYNXsBcdp9ilIgh5I5C212FqhR7MvRjcXhfkCm6GBtru8ghD2q02Dv2aJjhZ930NXn382duXpEB9ecPk3w+vlk3XXwjpYuQ/CQCJII8u0q/LEEXq4GIVuXXZrFxuEkIOKzYOZyMEiopYhxs8OdGwXgAVghw0MyiG4oL2kqQY+WALbEgjEkc8mJydnJjiTv4evoKSBNdSDVQV3Nbg9c5IH5Hkh51nmQ4AGDxzbQBikblNlAsME02xzb32yYzrhFi2s6ajbUnKrhS2uuqEFDaybXoLoaEGoSNXU1b9X8sUaQG2oeqtlYg201lopMen36xfT+NK+kj6SRMd1WAVwFWHHFSK3UwKZEj/CV5GabOkybTZ0mno6LpqOv6IujJoNsUizkhy0jJRNXp9VpBk+ujt+fhnRUSUEQp5Qor/FaOJ5jE/XjxLLwDV4SqHg9Ec5EvIUpaqyM0gbWYDxXTZ5RJFMsfxxj44eO6QzunzlrVQ8XIS2bSMQ6TfQCCXUV9CXb2kH3/7POu3Zau2SWhjy39g0YoztC2X5/rvCS5SDpDxJIqx/QoA+VI86llBmoguD0Vjw9QvFIOrenvoE/Hy5wPH7bz/PTp4I/se/VJfmfX25RmUy5g9Z7r9u5Z8H3q/L/FX9mf0ni909dTLDvj59prNG2z54Aoyo2fm+Ib1QTTKeC5rdW5F6YNqJu2BM1HTNCrpJsogZN03Xu+OnP0L3CYwSNSttVqnNRqnNRin9J8JHmsWliEIKlJjncJoOs2MN2ZLXbnSmKVpGpxEnDZRdHLJdm0zTPRA/iiBOY7dng4RXPTuA1i88lcgGw0U03JUw9ZaJ53ACzSWPC4CEqaZLdjgjb7GPC4VJfSbLQHeGiP+lQHRHHUccJh+DEDseACmfxd3Q41zqRM6OfNePtG3fc03lUV+POo73ouO9nCBQY/3fCST8N4gsDSQ/3Dx0rKhKF3pVB0MsgBpcTNgqpC3qvx/vo3stufGJIiVkuKPott4C/s3MUVX+rEwRLc9lYe/klqRF19w4paPyfTvz26fzqE/l9xBCMc9YGaC4nqs9hJHH39u1mr4k1JJ7QAuRiJn4YIwsGSxQk3huNeWIqRjbERvXbMrU5j0YeODqUCQbjGP1Xo/0DcrYIebgw9mwMPRt7OYb+YYPRNrjI9rwNPW/bbUM28muSyOZEyBbFYcGrWjniZsIGoUQRCB4QNKs14URUDOqt7lwODUdTEZ6KuhBSUAtCHhxDXMIjqa7cOM8eD4p44JQHBnqu9CDZA5LHxsaQu0Q2+LqGM0qcARpnGxYbkGaYaNhswBq9ZgMNDdhg8KBgiVaiEdNUopnUXAnrOSJ6rZSESzIl2IVLSmI25NGHd1joqMcycueaJZhDzJt16XPvumyNjXr0qev24d6R1wTPM81u6dbnMPQbD9jaXkgj+PvCVRsD7XQy7fiKO2/q0vci0zqCPrfs3IOdKirSUOfo02aixw1iXCCRK6YiwqTFUJ+N4re/Pf+vAecwPVitu+snzSPzq/E1fy13U3exueHZ7UtLYOt74JKYqAz0/YJHn/8q/6U085vgYXY+1vfzk/g1DIvXcJ9oGSPtvqhzjHCg6f55fiT5wZTI1GXQwRpgu1JMQkCgzfpW1YqsgkgZylIDAxwDCEwcwPBdTGupmlB1pOqjqq+rBK5qQxWRtqoqZyKiuQI5JQKGCGOjscQQcFe4kdHNYKDPqXitSjQcJQobjUa4qJp1SxVJEgcXczle8GZ6m9UPsP10TPl0NNfTNatfAoeOE6qtndW7b35W8RyFisTZc8R78zdqPT3kxpAohlJ0IyfDcYuqmm64aUhDtuXmG86rgciCZR8e6Mj/sxtMcAry+6Vgeto1DQmH5ebOt2+6bO4dU6+ac+Ftd1545bwp95984LmfPoB3QfPH+V1WZ9lAVyjqrom1/fiF7fcU5oqgfazWejGdQfTkNnp0lkC38Bg5kW3h6ddZ6XP5cn21urXFWp0g8fomFNol1zci+d/MKkL79uVP7dsH6j44DlX536A38/8EJgcXMDmgZ4MN4H6mTSobAEKFq+JvFViSIt4IMrn9ST+a7gbZPtM+377c/rldsDAx2GDFrLtPr9chFSGrmIqGQt4EYWFVTIpq3kQsXk6QxXZ/KFdewpysyR/M8ZESKClxxqhmx9mBIi85ld4Tag7TPeKMn4TrhJldhN9d+oJ0ZrbNKlSm2s/hqKpvS7IV3GALnZbl0j+345uHjbn99tHDhl3w/VVjzgPbsw998dm9Tzy89lD1wCt7vsG3bBvUdPNj0340c/bsmfcvnj53ztQn818/tPr2B8Bx4I6bpEgqPWDy5wdvqywp9Tfm6WEt4dOvie3CG1wTLNGGyQH4PPDPABpVSZ4hNXDgQGQY6BmI5JyiBkqyJTVVlaFg7XO1UEteLA/WOoO1JcFQoFJVqnI1Um0wZ5SoKpjqDdnaDAdWY5CNu/WZBpRSn5jgUsQnqrPLFpehSNnsso6yzjIel1GXeHE6ISrZluyEbFuWt/BZriZXbUlqVUrGatVC0dx66xHrR4RT1gnWldbTVt5otXogqXAwOMytZ6O4rZg7TwuE4hWeAWq13Z1T05UDkqVaMh4kLmA7ib+DcTaa1UyQcEcc9OmsGX2skR5yHSZy19lFDecxwqlGPwuZiaUc3913YE42yzZh1Nay2hiR0r+30VQgdZtZmhLPEmXO0tS++vM7Bd1W3mnt4ovHRPBd1q5CXEYneafBlitmPlxEvnG/vXuGeENvr6juZR3kJyCr67RLbM+f5C0NqcGPZP35k38CoH7Ve9mNV41tWX+/yMu61z0FPnCtz59/x/7XLxqOalYGZpX6V428vedP6Lz8MZmvDRwvr5241+2quxeOFJzwGqhB2/JbYHbPW491zP6a6jlxyCjOzkSascVEY2IST9jcOfEzEAQSS2AjZ0RJQTNg3HvmEGazJDQ8EfPkbYv5jDOH6LFObxK7Ryc7dtNaY1HJ63Qlj1+fP7lsGfiuh1/nM/DrPfBIfi6dG1q4D7sobmUzC535q/ijxPZLnI1Lc59rQ8oMDYZ5BnwQf4pRCgPL4setWSuSrT4rMv/O9LkJiSa3CS1NAp90JpHodrvRtLI5ZShlqybh9074lmA2hz5Z1oqDwVJPRB8qT5MAOOaIISXGJnubSw0WX9BHfAn2sWMFXB5TwGqXuWjKURGzgT8ZDhayoyy8D4Cemek7wKyrlviA2u7aw1wxD3NGRN9GU27EcLTq8xD7DtJp7a2s1DuKpl6I67sjikTUA3hPFl+bzyk1o+ZeNiRjUuoHzb68ZaCC04McC2/d9eza/Mnrr6cB/K5brnQOhlfmNF84oRHSVwweOXzw3D2Hlt//457P8aQ98LNHt927tJPaWDq/934iBxJBZ3u0iOh42YEEy3YLstJt/GNFNq8fKZESgn1t2EuIud0IHo+f0cehmkJ+UQ5ySaMWMRrpFH0j6wEg+hg2HiEGmPwsNrbEoSTp87g1t4/WQ7aST32s4YH8/AYfnPLBCR/4zoupn9AKLVVePU7tri3M2C+8NZ4RVkez2Sx1tJSO+oaKXvol4mLfPJUyXfyibCaeN7/MkGmYPqc6DbfOkeO1K66598HFN9fEpDmXEZW6C3yXwa8fzDaPaLr93pkrhw0aNPz7M3/A5JTJaoFWHzNaVXAfaZGyMmDlB3OoJIRSXmDbiZPmejMqD3c4wUkFz2QEhyNgjQWDST81m/GAyCjXZjX9Lvl5EiWT9cmRScwEV04qsXAsE2uLrY99FBNNOJYgkEM2auWEtOcNzxkrWVU47Wv0jfFhky/gQz5XJFgd1IKLg5uDp4Ji0B+GqKPaDnbirLpru7pas3QKivpmkabj6ZuEbgwgFhrZ6ek4OkF1sWxvP0MeE/EiNQkt6aSPOHFcoiGaLGN910wiV/b8y5IiLmxMChYN5Z9d9/HH657lR8yRrc1tH8Mf74nBt7F74I8ftzVb5cvglVHnXX31eaPeu3XZslvf2+MJtKf+8F52w4bse39ItQc8lM53Er+v1/Uqub1axdKK2yuQuxKuo5PaL8YLMbpIWiCh68x3mJEaLo/6V2mcCwzYpfC92C/lSCHMp1hZyFpuIBgiHo4jMy/FaWFoe9SUMHqIZdhERFhTNYMlp3JRayYuliUTWqII7hKQOBPcHS6+6FPvvqKQPi+SYuqCbre3nlOV0w/KLuzz1Lcq0gGdtu8ox12VHfrgmOGx+vB4t3H0VFqZA9+5dbh/rj3yywuucDxsvSC+4LzQtkeF3T2n+upwhI67GR2ruOd3cebTn2mltPQW9UfRsiQYy/xl/UtvWDGDT6zQi2ssQVp+eTmCckZEY8pwcWhhCIVYZU1TI6bKkqDRs4qjZ6cqzhJKSyeBElx58kQlVFaL0VOlUF0Kpays9n4rJeAHlHCzWrtb1MNnZjv7A+LWs2tnZ5LsrJkBVK/7V83a+1Ht+b7aGfhm9q+X5Rt7iVbfWzVD6r8+1vt6vPlJrFaW5u7UrGMSMxPLE3gReb9CX2apRTInoxxRu4lE7TqDQjBYLldwES0yMYIjJjo2AIXYeYKSGo1EUVQM4wxGKzHQBJ5mSUGRbOagke5opyShpbD2zp52OhRZPciKXz21hGDqQba/vX+xK3uWFMVt31nkmtmPFPvOKW31TH6rjwZ4TLGwVZQb0cDir2Gg0lM0PttKpMFKlauaXKxrhrSx0YjSYqOIys9rOg9dFIPy+qZ6NGxVyLfK6ayLayJqsbcg3MKCL9Mgg5INZ4n6ZfUz+uqMZcyJktiLKyOaWzaAiVhcaeGySS081E29c4S4Cbc6FCJDgRvaMXTDUGzYP/TI0I+G4qFDG1eyUzY2acn16hEVVasT1cUqVtVqFakjIqnqFEpFy6ToicZTjai6EWi9i0RmrerbJCrupsOm22kz0BvFDbi0zNXTVahx0ShNd9xtrfq+42N952+enXI/Vz5dqsjm3gnuf7MlmQ7kPZ/EbSsG1WSal984ZCDa049Tf+nO/y2vAgw5M4RbsPyDAx1ggI0oxsK4226bdvXcC/Pr+3hoyh/4GEadFdG9/emDJNr7tluX69XEHtD5xwGYrCmKGibEEn2qzWtzcrQ5Qbs2FMtxxEtPdC928xE3rHVvcKOH3OB0l7pz7mvdt7m73Mfcn7gl2TbGNtOG/2kDt+qz8Q6PvIrjwcArXo/oVxzGNSoE1IXqDSo2qQG1QsXSSPUO9UEVL1ch7sv6vu/7kY/H5J96RQvlYlTjgg8rcJ0CmjJRQYr/Vj9Y/EH/eH+rv8cvWHk/FQibwZjzBz/xwHrPix7U7AHPTnS1FvRqX3uJzka81d6JXoJMvZo7mfMG3bZCeo2a8iMOcPSachKUsjawJQxSUP+ov261ZYnRZqPuelhpUz+jp72dazl6mMAOoqZsrBhLlCyhotI77ZT8a+EsOQADgx0QlSHL9zdLP8z/7fv0DE4YAxflH4ABC5v6mAgfrM6/IOz+9u9wXf7Gnn8Sni0mtkgiPHNwF2iqTmbMK3bFqHKMdtsd9qR+Who9eYSdmmak5/LS2RwuJzvsuJAE7mHml5gbmguuqT77fhlKl/rd58/Bd0m/WxN2E/MI3M3ENvyV2IZ67tldXA1xFCHJlDtZCxc6YQQGmbhi/Q7rFH+ZMSVWUcZZJUvuYNXbVZ9W4apyZ5RB7eoBhvJksiyQ9IpWKgKJ+jpRTZ6uA/K3roojrDxKd1CphK8d5PKEV/R6Bzbopevssdb2noPUnag9x3qKJepigbqrpTi5mZV0zllnri82OyNQ61eDdtmy4l/7k4JVoD0kOjNV0ao0uepXeO5Ppf4H2SwOtUbcq4atKx5kQ0+6+SvVw3uJHm5nZ2YsJbIar48fjL8d56d4L/eiaeE5YeQNs5N27VFDUCxqVrJEMeqUUsuUpJKEFE6mw4FkiVZSrBKXQEmxCNBzQH2fspmxvFP3MMzbsuLOd5GkuPm6SAdKA357fxoUSr8DyNr1Mu8Z6w7p9d5Vm/NhPslKu3mWw7mbrFWv61ZyXVrVUsvtFuQ21hsRa6xjk3mvQ3cgdLICGM7rA3PJvkotg3NiSncm5QZLPEiwnDHOcnQmguWsigcU/B2ALiWVFgCdHrEl4CgFda3fjep6M3f9wrZ+wlTAdGeXXL8D0/VR8ax6az96jrmQRmvfVWw9tfa3vYQdFCYRm7C7t9bKzc1PYrXDKMEmWVZeXR18OLgr+GqQn8vDav5hWl4dCMixirOCwap8V03VGTH4RcnXW1SlY2hIZLfpZblESuo9a7Rs6MsUhYnhEEadw3rxtIWZEL1mWsAmNte5uOTMgql3Vr/l/7J/sXR6/i8/7QdH+GRvrZSrJvKjkvXWwAzth5szsCyzKoMaMvBpJWz3ws4ApMONYcTHp8aviN8W54vqMtAHKR+U+UDwwTTfHN/ffJirUqvQ4qqOqg1Vp6r40qorqtDQqslVqI72ECSq6qreqvpjlSA3VD1UtbEK+6pcqUxyffLF5P4k0b4jSWRMtqWAS4EVp0bSwhEVqnpa4nN0ODY7Oh08LeFMdMxmL446DLJDcYHVNdKqmvYnIRlVEhDECU+0hqnxjhqthtb32CmbEVoHqAFLTZZjrSBRe3mUwEtW3COPKJjpO+KSFvcOziqeLEIYUyju0RbO/6ympzMP2tnJc+SPcLYA9y/enVuxC4GLV/tx8to9fXW752fefEa5ruL3H/ysz0q0DSnU684fdOHD/ep0kdra++7k4HRXfgp+lODuSm6d5pWjIDrcDsQmk/lFdzBZKmoDWE2bnTyvKJkquu8WKZj6wWJKmtXSMpWrrPIqnq9y9mtFk2PAsWSDrzetS2jRzQhEMR70nqzVpk+7KyS2ugiRWYK3rW/HQR/a6/+6ztY3JIn5FPxoPzr92dn0z2Xf09F5v0t4dnCf5B+6rvmF0i41ERrF77+++aelFKyP+Zb2MpuIHlzEzlZ8k5hEYiQNxEgaFBfV1dKynIuaynQwmou44JDrXRfKuqa4fuR6ysVjiyvIDlJy2MBu5NxOhyjbqKHMaQiBXXV5c9Ptd9ofsm+086Id/g6wHWAeXM8GzEvY7gLs4NxgEd2NBRKbaN+Bd7QTnI2ODAHV/cjW1//cSlMONEvOPFBnZ8vhzsKRLoXNKkW7SuDRWXYjSjETf1F+3Zv9qJf/SX4qlAECgU9+u/QMY9FTiX7LbIWZ4ltCowBcrQ3ZpEKjY4xjpmOX41WHsJo8oFEOXaQMLo/reheu973sO+jDd5CHT30Yb/aB4gv7kFVUI6maHItBriEXirpIRacpooXl6mr1YfVVlefcs93oFEXGoENivNR9u/sBN8aEVCaRYGrFSdCt3+W2e/wuh92jOF2KU0n6XU6/32Xz2D1Jgrq9Xpti89tdHgeB0aLX6acRVprAuBv8d/v3+F/38+v8m/xI8Lv8c/x4uB/8i7xwvheqveAN6sg5Xk3WHbQPI8xw+xwqb/N6nC6Cwe2KzVi0hXrM3dlJom4689bTSELMgyQUIrbjfcKogwVu0RMsaUHQqxcEyTN9Usif4jHIhT2TFFC26TP/dZd4Np4wUQbSKfZnQ9+X3z2e3wEr8/fC9L0HYWx+HZTc3B/9jsnvQHGE8+9DaV7OX8XO6iP+jtaM/WDbxalnlINVvRzspYwaWCwHu71zvWiu9zov2mkDyQZ+2wIbWmBbYUOENN6kanOqqq0PpqqU5ANp+Vcdrk5V8VS1S0WK2qIiD/aqVv/Z5V/c7FnoQeR7JaG3AEwTezusRq9N9TCmbNX6V3FLyBfSKm6hJ6lQxS2GGKy21Nh7hMIZFduijtDDQ2nVoX0J/a+3QnsOhI/WgX56HzRE8dv9yN7DofCEWlqE7XnvXtjaj+LvoSvFz3/Vc6+Bxf1j8pOEEhb3D+eO7+IaTn+mTXV4cnFaf90dh72lb5SiRENdw4gGXB5pioyN4Bn4Sow2VsPQQkJDARgH0AEwF64jujqOOkzaL9mZ4lOpas6oGiNGrDfNh0zneY0Lq2+oRpbqYHVlNZaqlcpwJTpdCZUM/dYZqu+pMUTVGMRK0lyySXVTgTcNCjedbkKnm6BpJBHf9g+7SRDQmaV7V+icmdZ24hvp3Nzudlqxaz/c2odW9DN7iPDWsQxx73BiKIzO/TczjUX9yLwIhcROT7Y49O4Dx7pl0YZLtPHDa20m1DJ8zINDs1eZFQmt3fXQpfOfHn/fwXG51OXjJ/tPZ5bP3wPDL4yZWozu8eF6ODhQjJd4koNaJtcmBiZ6kOOKC37ZFKoLiD+YeOH9+yYkSpLhkouj/vPGVD03avBjg1/I33f1kF8vjI+3FnIzQgfD01XcjVpgReCuAFoRuSvyRQQv51fzaLm0WkLVcYgjluc0lIoeRm/FZxqwiqiMQVWSbqPVSWnpKUt6uHjydBJOEIBCU3ZBqA5CsJCya2c5u+6u3hQVm+G5pHgq9Lkd7smz03N1UVuRXnjMlysGF7J0qIFR6wd6fu6639P8XDOjTf8k3bfvMML05udu/HZpgQpFOqwgWMFCItHNem6TbiuQs74saiobW4Y2DYCmyrGVyBQJRF6PYNM5iU6Wj9fCSm+6M1s9rBpBtZ7urDI0l44rRaUs3bklabLRd911UMpVJ4PWE25wDyT0Kofqcigv7Bzo6mKJpO4zc5t68FCAD9+d4SzihTMnOZ9BSPZ0Bg1rdPggu6f5KmsWTzk+MNBHzqD2xbL+pORjDFN8s2O5v0U+Fdpy4aEbilR9ddWwByg9hxDf+XciVzKJCH6hZVb47/Kj60vuLEF+1wrXXS58txNsKUcVMZysuVmRNKstR1sPMxIOSPRkeJMSOxJDaRyLOXhG2oAhRdGJtySX0kGbMbc2tSGFJqZmp1AqSX/GYTIyLOJLRdNc9KPw1+HTYRyujUnRCWzGGvbQrcfqhzR7RwWxcJQ7o6peT+uedWbyvSidhcA+CNBLzkiBnESTbU5XcSdTgerYSDcgXdFUh9cy4VyyKf/FbfOX3/YFGG5p79HwwBa2iUmX0mvmDz9/7PB5/Dd/pyJ61djtaz889eNNWx/Lf22xLh5Nty9t1CUVuAmErgcJXQfCVM2XTNenR6ZxckD9gJED8KLMygxSMuDl2V6MjZIpt5GeX+o3lZt2m3hJcsAoz3QPkjxglwxeA3IbquX6VUhRSkksMWh94sXE/gQOJyaQi48SXydOJ8QJiZWJNQmcSLjko3445YewP+Nv8WP6NMGP/WpJpKS6BC8u6ShBJS6DWk0CLLU6Un20+kS1YKjOVLUUe2SqZJNiKy0Nc/4O/1o/NvsVH3ixr5ozULBNgpdCkMjil1KLPXeqBmqawtGjthPE1ZZHOUvEgk5YTlmQZplomW3BFna8wrHWbvVg77GIXYfZvid2/B8dk/kBm+hKntoPUpxRmJVJfqKxhfJW3/qhz/HX93G2wlnK0hevFCaVUi67+mlbkd/8Qcbm9heev/HRL1+55ZqnH7nmhtKvGm4aPLU+GR9VPbqmqSk7ZM1gAMbx/BWU0bMHD5n86C+1i+//8ZRRQ8f8MHvX2EHp8SbjjlB8+OBk7NFcflfRPrEaAv4J4XsWRmu+dLAxOCaI0/5G/xg/nu1ZTNsHCd+rKN+fI3zfgcCPylETeg3xO6vAUA7/VQ47y2l77D9EEN28qWC7ayNKmLA+/GJ4P1GU8ARyoWuNOCG8MryGvjeAP1oGp8ogXJYpaynD9GlCGS5TE5FEdQIvTnQkUGKAQf2fxL0LYFTVtTC89z5nzrzfM5ln5pXJZMKQzCQzA4QAOeElikjAJ2okWqui1CTUqlfbEu/1VR9NWrmtIgr2qVYvIIFgWyFXqdXamFi9/LZfEb7eVtsqF2ptrbWZ+dbe55yZM5OAz95fIZmEvddjP9Zea+2116rBUtbeiZojNRptTdrb4R33HvYe82q8vLE1E4nErA2DDVsbOFPDQBIna9wWgV1+0BdWafcg2IDuWNSaCWdIDZcJRmkR9YYUTdihRXnbi6VkHMw4pVkeD9jGDn64qWZ+1jb6RJJl5yjPtRwVpRaTebuqeHGrkjG1VNu1hvvBli8++lg/m8QYm3FazrgzO3dX5tnV4pdm/0/8xqs3f7v3pqfexJ4tqzsXXEhn8D462Xh5bku0YcEtI3d2LLsje/epC0858/5NF4hUVq6Cs+cAi1FIoxfExs/Uf76ecEI91tFSkeQ7YbwYjICaQA1BDpuDWPim20E42iSd0ARik/pdIogLICo268QG5B/1g+D0+111ERHEZYS+JNga2R4hayO9ERIJsXAkLbs4rnUZkT9qa9BvT2I6Ly2RKNhLE74jvuM+zpfuZ1ndu7sPHGqd/Ilcz45KTCUGjUYfsJi0rOpkkqJ315bvfOXtZJeL3dmVZMr1jmiEXvgqMtNUuFCWmmQvG1znxTf/sfC3m/rIKDd7wdW3zSz8/mrcg2tuPtf6hKT77F23aMVpiyc9bIT/uuPGR3Y/gB3eDaesvDeN23df//jkZWwLEXRPYRX5DfN7e1C/WGsHsacXxukrpiH3Njdn5tzdNcioM8BwUIm0x2RMgO3PCr+15FhhE+oP1yneAqTDNt02HdHpfF7mFN+QKqVfBRXHNkqVHGrB0htdGBVFnbGXNRhaUZH8hrE5gn2rJbnwFvXkS9JhLjVMmYaieRLzLPcoyP4QrJM4+k+pFv0smHwn928cuc0z4vmph9vrwXtrsTGC34y8HyHX1t1aR5S9brPuCGFrCM7aUJCdplEtu6Mx+8M5VENvZjhtjZe9VeGN/ihNVZGg6TwjIS4UDcsJuR1cTVTatyNu0S2anTl3uuw3Am4Pgvn+Wr9chU9J0chGobt0mNJMrN2pE28+u01aGbDj+NBNt/9l/7+od5sr8d0/vv6dYOHNz+Br37v9X4njvU0PnHNNeZd9K/0zvAa3f78Vr96yifmAVnFW0Ovi6HzR2Rhti5LLjNcabzVyCeo0djIPuNUTSiCdLlFv5XBRvlXV19E0/XDiUbVu2GK73Q127+RrsouHhkWnD0y+Qj05VDsoaVyMKalqQV3EXuHG4awlX407fCVjqPCXsvtGukk99R+rrm1/jFwH3ODZTMni/uO69selM+BukBN3gO2aRF8To1eabjARWtjmZ6ZfmfilbhyyCYnbEcFaYo3oDHo6l08YjVp2GYKiEX1twhoJR9IRTixG8BCr5qLlIjPYdY84r1O66zFRr7YVT1iPWEGV6FbuepR6IiwD7aEDUp0BSYungVkbYESqFPbqZ9ylZa+5g03kd7703292JSrebZ+pOhrnbh3ZdfY3qp5rlxV2ZsfzJhiLRvR3Mc3ebr0fxroG/LcGLCRrkkRfK4ZsCZG94uBt8I1YE9jDJRLWeD1V0PWxZG5PPa4Ps+sjc1wQ4ACKuDNuzu2hv2nnDbfTROFd1h4rT0u3Z6wcYj9vs/Jaq3U4gcOJeukxFxcK1aOYLUaMMXfCZWbnmnOba4dr1MW5UD2grfclJGfXMDXhUyUXF70iSNOz7Oiz7Ildv1Q0g14mT75Gs3u3UWteHfPbP+EfY9GB1PUqew9rKvR8ydeagPNLMd/h33nTzV/5049vJFr1Vmr99pGvfekzuB5s+Yu5qwvPfffCcyZ2X9W7fI5X3k270zePnNX9XWwDo77wivfynnJtIlqfxYiCaLPYeI8FD1sOWF6xcBoLviewK/BM4OUArwm4A9TZKpWQNGCvxs0ygnoQ4b7F8gK7uK3IQWOCkY1VDX3oCZNoKmUEhc89piHTqEkTMXWZtpk4k8vBs3TArg9b9KJU4wJs73IBDOkihTRt3RqbsXp1c+TpZau/fse5tP7FfV1LuVUH/7Cm/bTTcpfdt+76G64kL5516YbPVObAvU908RFnTc7KY7Pubt3juqd0vJGvkVPg1sgpcGucUo4ymoLfTFPgmq00eaiBpQ59CIbRXObX6fbmKJMEmei3ARNvsrO8G1ahQ+gVBgVeSG8oF8BgNR6myYCbwiRaNvG0CSlR+azZ5NX2wv98t/vc8y58eHLRj5y99z84a4mFvFiYvPLShx/97Lrfxvr/6w/zlyNapWgr+QXwqEeNOPwkShaPiKeY7bnrGrHBd4fvUd8PfTxMqMlG81ObhVDE4cnBiWIKhSKJpA0bbBg01B/RLDIExbFV444niOhw5zoIJix5y8rE2sTGBIcStkQkAVsxItAhscDkR9hYBbgHxXo/gLHasFVw2yLxnM1t8GR4jHhsF+Le+hk5Ph5DhhBN7lIr1pYGr7arlqBa+m2glq+NSYPn6QCLb9DDeyoG75Uxe1ubpAJS35hU4KtfyevGnDxHqd+MvVGGr1L1rzaacLMcaA/AaHZZ9dJibp3KwZcuf0nj6kVrZnbWN2YfWbvq3266sDF5VcPMhtJkkOs3fLbzNPJI5vQGm6v1ix2zFmbbb2rLrr700UvZ1Hic5zVllX33AuditdpnghWwMR7LUZGDjVFQ9n0O3yU+rpb32pye3LszMbUJ98zknnO86iCCA5/musNF7nBtdj3q4mixQKJ3Y5YygbN6cdq7EvT0opeHz8YAwW+S9wlJCThiwYE6bK3DDvZmIaqZkUzVRWJRrb+xHpmkjM5bEc99S65osMvqyPlpASH7rLqloHrUzar7Xh0XitRxiOWNsYnfT+I7kpuTRJPMJ4mJm0hhayqcIi4hmWKPLVliV5FF3wzZRm0aZMvYemyc1qaT0vPEblGSYEvzI211Nq+eVppQTE7QA4pqVro7uIhdUfezerT9G9b2K3n65Ldm3d3V8TezpdTIitmXaNA2zGYlsGZ7tDVkZarlzNXNyYams8/MpH7ysx98+2efu+DzyZgvm2x/pHbTwtXPpsI3hC/5M9d+7vwlC+ees2b+KYvmrXvs4H995zvrzjNoa5ed1tW5ZF57NDBvYdM7iMYry/UqHIJws5x3+Ff4uOZ5EJOfFU1aLU2tY0PEjgx0BN2i1Wy0GsNGEueMosefMxp9XiN9TGFictSKtNyDu7ZSFYb71s4aRK+kaDBDB5bun4Blr+1Zmkz0wEXd9OmEnHxNigOriPsC1WdG04qvfnXflVeanXNzK1drdt5s6M7+++RzZM6/z16VaAsHpZxV6En8Ov8wcqNbn0RWmljD6c9ZrTrLoG4rqMcOVspMdCG8A49iQktw9GBOz9HKBSPAAMaeGsc+EIp2WtoUGMDc1l1DRsyyPRlp8qttAreRVuSjqT+7u6fw0++1/YQxxPihO1R9h0b1ERqPmsWvX2lueGT1CoUp/H+Ah2u8jCUyZ/I5aS6kehYwF7codaDJfthvbjQguocseKVwTGBvQDqElQJv1hDXR0g1R6yUJWeYx7TYS5o/xsN/2KVHeC9NqMxesoDoaa1MPDcq55kCy2GaVL5k/74LN35lfvM+YvnsupidPnj53PpzOx/C3yvcvMa67sLmC/AVNKss/P5KVgfcinpEm0HAGo2Os5qxgzNbkI6W++O4rcNGvUlPSw3v1po1nEjj9HclGmmVYlbHm+PsNjbqUnB6NksfH9FCyh0dY/IF5+ghKUqfLSQ66hx8x1eu2reK/dnHuQs/we1fxu7Cm/i6HUqe51/J9S+yT5UKXVBdQKogPm2Vi3IhcaeUjpCWtWB7icGC+TtU2ktXsrdHp+9hTHMKr7uMesbqsHZaTqW3CAqnNG5ceYpQzaHCnYo1xN4dILSHrNc8CTa9D9Wia3ZbvErIoyMYy11vud1CvEa8NYADQVRDZabZ6zbIhjzSmGC576a1RAktbbHLhgJuVonNb6AhTKTHi736sO3goe7+n8B2GE3T6/pDB7uBPClVI2a15ZVKJfV1RPH9tuPSvCw5b/FpOYcJN1zl+PP6xacv6/zsufvWrdu3Dx+Y3x73zC+8nZt7xSVzsmTl5E6yY4dUA2IEf5WdP/E9nA1GCumfoknmaeZjmLdtO7WIxrvg9CTLZV5ftWLxV8/IP5Rw7BOsbfbQz93/0nYr98I/Fq6xzxBk2EuZfX61qBeow0IwO6n0GKHmycIlzDzZlclK35NNkrnisblB2GBxFOyV41YuIkWp6fkfgbRwICu3dacNsRi1MSxZ6XL1cSl+7dCBVKlUcjnIhM7q0rqmz2bSngZn1qr9130L8K5/yy82X2HI+5bWc4f/8RVZNnhgbWlQ5AnNAL8fxoEmCPtWaQ2zgTjKlHWpyrinENiHG+hSnXxBWvs5NMJqiWTQI08iTqqp0URr7VocOf0PWUq7bcOOGQmulqa9FWcmnwK4cVphBNWBWimP0t6qGiMzls44ZwY3w0OljjcRk2qM1IXr1tb11vGmug9MKK7UGJHKbNAqI356ujI3RiqFqwIUPkTZEUfiobbl0ZCjzSrIBUg401k9YZtSgGTbbBf+n1vbrnfdKaTsa/DgVeHGtZnPFr6P7zjF95kL05+tqEQircPnPijf+rZ/er710cp86/WSgP6gfOv71lx7R+faLwLL+8pjQfOtPweS+/Of38jyrX/2qnCyJ3MpXlO49lTvJap862iEa2L1SYfo3TVbL+zZOavBojlfc6WG41DUFiURTa2OpfkLwxAE5HIFdrmUUC21PcSw6PT7RTi0uvy4w7/S3+vf6N/qH/cL9Afip5khd7ME+vU0eb58Jkk3zT+hi7uq9kqdOvixco0o1Ve4pn2csdUTujpilZeEfa5V2NE9dMv8NEjq3vPcK3zGzzRfVxgvLQbyzLp/6VrwdUk+cGsZ7/++m6eyx0+t+Bpg/Pv8CE9+Zfij4e8G7hv+7/lJjbnTKOc1dtHE7JJworqqqGfalJZDgsqCYPVnajF9+dJV2wMWxI5agf5Aap01dmpwOivrzxxVAvvkIejf0J8qCTvVKJTrzij+zbXL27YlnMog7JNYF6xz7aEXXNfP+zd8QWkIWO0Z4LywYo09Jcjy5jlY83rUKzou1eJ2LV5OLiBXEY7Vo1fSE28dORfjNjgotWzf99FVI6kkJYWEfqS5Go8jLeIFoqpYT+9oN0yOUj1aKlrfzZTnOprSMwsHB3lupPDqyI9wfASm64VCHmzI+fgZ6bxT6uPwcNr60JviNc9ZXrWQWy1YsODTbHfY/mj7u42/w7bZ9qiN09t99j/Y37PzejvWu3yur7j+4HrPpdG78G1erPVh49l6rNV79D/V/396PvCcgLWCRzhXuBzsYL6GJ88SrCNeQuLGNMa0zGIac40csMx10kJhIPVBDf4W8sCQaNRuBTrPItjXfZJbAZkyJlpsideanEZcmufK8oCSSUhVMNnrIoVwX6SErnT392NaC9Apv7ErZ/7OtoK1UHjEd889nsDg8tY6I6l98du/62kePmvd98Y443ex/8E5DR3zvvvKzrNvPHRJ8zgdQ/Qz7iU4A+lbxST6qdh6a+IbCSIkXk/8NcH9Pox1YawPYsGJjWBue204acSgQzRosUeLGzjs4bC30wwr3QJcfwvVIB8rlIjhcz2KcQ8+UYf0NGUucmBHvcUjyT8NLJMGay221MZQ2ovXege9BGTg/CHvqJcM0UD4bSANOa3XO6NRfqC5gTqfWKovkIWtrawaVUf2aCv7q1QhZwYXi/DBdtm6Ym+Y7YrFDGuqVKgIhCRsE/ztc9PJZBo/nUyfC5+eGTnvkqcuOW8k3fLwuqd+05Mml+G9UlWiX8PfwrIl7Zf9/YKZhSLGMy/4+2fOXnMhxoXinjVMVuxldSgzeEjMWpuwSbCBWZxblMFvxN+NE1M0GCX/iILdHIimotxfCeaJi8QJZ+KsBPuFAM0t6K/N0du0XSBgmmnGmDqHOzcQwJHARIBcFbgx8IMAN9iMaQzoaDNn0ASaPUk3lUgh0O5y7sXus9wcclOPIhg7bo+HJo7yiAJPi0P4rYlwgswrJvBgYjv1S4YT6QRn4hNJeq89DC2TdfvkqndWmM4EzNl4/eF6Uk+rB4oNx2gCexDNcTnedo5UOwK+yClYdRwKi2YptM6QM1sFbOMEN51vFyvcGxbD0tURaHDhSJgcC+NwuiTdDrIiQVLBQfqpnz1AX3GUzfPRjjGaPYqVH4R10JH1l37uLgUb9bOYvIq0BDTKi5X3nc5jOVuKDk2U7tO15dhQMnHleTefsxhjY6c9FFveRhVI3023r/hD+9mXrPwS1s3a5e29yRG5d9MXyI+/KOZrluvmC3e6rm+79cna/jNm2nPJuVd8oa15X/TceW6zNxb5jHyOkjZmY5/2JNLD5BphddznesT1pIujlvMTNcj6FHPWbYO2Aoy51YTs2+w77KN2Xmu3S1c+MEaTzypluOSwZfXRJ7v9SZuvufEMMD5XrWAfkg+v0uy8xXjRP362GgzQW4zd3KzViS9I9growLTmUAQ9KFrMEVhxiGD4Y9co2uAut8NnZzXEalgB1BDzmxlhUTmYNrgSLGVkxDYj8rr9clkie9hOEpzdKYW6srJEVurQ5tpHS47+qWWJXjkE/CkBJ1J9IqXeWH+FEniCYkWx9O3shD8DfyZkZyWLeGNiBtjh3xTPg7P9i6aupn/FbfcOXk3rFi10Zp3MTv0ZN4vVywijH4m+TRxuty+3v2nn6DfCGDHzZkSTEA+H9AbRoNjdaQOmsWAZ+FWPQUM/EqPBLyW39rjTTjzgHHIS5Iw4u5ycmXOGPH4sugysjuIIrV+INUHvfladjEpMjXyKSJngqSVI3YH0vWsrmOd0BPqZVVjOEj2WXTHZWi6AVH7rapfvQxRHBDUFsiReeJvoPGdfFdVj9+odLHH8ihX7sOOp1ZzrbP9p3d7FhWdZ+vjWjcxYZlYlqzPEzYTxqUO/FhtykcURcl4tPteH22uW17CMz8RkwjVCApRhARu5qNuNHUwVirHSawG2WPSsBs8RkZbNwNboxujh6LEoH0UsA/sM0abp0RCkyWh2aEY1RzQaA6cxj9qpjm1H7j73hPuImzdwbgczL8ySlLHTsjY0PmPuNvOo+QiNzShXz3iWvQ9mP9AnJP1++iv4RXllZWlBG+lOnp6n3Zi+AnYrdXdzyhNhxUEHkiIf5WbetyhZ13fF5s1X9NUlF92Hl3052XL++S3JL+NlvDW4cmnXN88/88zzv9m1dGXwvk3N/3HGvFNPnXfGfzRvkseR7IVxdKLrRZgC7MON+D3MnarBtwv3CiRhwszLHTFxtYJDT0WxWS5A4yiXoPK5g7lBJx51HneSHlaBiss4e5zEyQpz6yUvzobyFQW7KGPaMhWHWM7fwewDxZuz967Tr3h9YWjfLWeGXPu4cwt/Oat5R9fdeFVh6OUlTRfjvjLte5Ebfe1JmMfju0BKsGBtOGxyZq6Wa+I4L3E73DE3F+GtbPqpFqyhuVakmmXs6kH2WsWACzhKWgD0nCMIUyXxCOK6WNJ4DYvBFOTUKy9exArtbKCngYorRSiwFwS2aMSHFYaUGnxkb+FbhVf3Xbku7lzR2OxfsfoQ93wB4/PxzYWLHrpt2aaLjLd4UVU9qT2imdXPpgkiiEMg9GR16Ew5HcF/IxhOaStHBMSK49AkMoJUH0Eo1UcQviH8VeDMIA01+K8aTDTYyhONwPH4xPUROKk+Ao/b+3i8g8f8R6+PwFJw4yz5wzM7tv8UR38AavIfCh7yoqy/PwG8mdHXxcgmw3cM5B0D3sI9xpF/cJjzgQLbxj3P/ZLTcAY98/XqCeciBLQHgcp+LffgCDHQWDneJF0sgSW3mzMQvZltQQe9MoPt2GPmMvCFmAWSfnaMimo4nO00Llh6wdHGLhTlCGBqu6ylMcBSqK+W3hXOykbJE5MDuDfVNElWFe4+y4IT+Feb8EMcefC2wgUa2Q/ErQJefOgxMbHJ9h0beceGt+gf05N/6LFXn9TP0T+nf1WveYR/kn+e5/Q2q42VatC7dDq9RypMve0Jq94kl6/eo7Pxdqy1S4xuFS16m86KmNYiIoejxJ9DdPQ4uAx8IQ6TrsTfAZaFSuKSRqNIPHYcLXNJk8v1b5Dzk1FeU1gKa1aCSVctn/NQwo7BnOnNxwpkdeGuS3BCS/1UYJjlrwX2+QduLZyv2XKOC6wx6S5mETfM1moELxTbr6/F3wvsCTwb4G4ObAqQ3wbwXa4tLvKWC3PUwmkE1eJ51y9dgpfXu/RxPRfmORdH6lwBf4BOts3pcjmdLitY4STJ+10eaY7BhB12BhxBlgFUT/WBEI5xIaqiEJElMzPqTTnC80EwfmjZpCcsJgeomHusJmzSmFjFj1OCoj0YFOGU2xjEK4Nbg2QwiJPBOUFyanBNkARcQU704x7/gJ900KyZTpTRdmmJNubpc+Ih5zYq2Cboc1fYBjTKf4z6qbv7pXerG8qZNKRUN9lJ+D56QL6GWSunq2pjsp7phuVJuahbzv1HnxKx6zSYCZD6NI91A5X5pWly0GqZxtm5sz5/+iOnLLrq143xQY3/Hdx7upEt0fN3b730OvLjOZ9vX7eg/bQV55qzm/A2nq1WbL9eWq/kVZgrP3perDvFh3mPyxP3cDqLFXlsnlEPV8d5PByNcSHtfI3N8RQbfDcTLKPDMHJKue9tYg19gEzal9vwYg+2eVZSh6Ozhm1Yu1R8kzMi+nCL2FgxQtGlEZHGBuepCAfrEJypWj+nkR3bGukKQzomJefSAXoBSQ1vOprKHa80clJ86sQYy9oq1anmZpfu+mdLd/005y55dc+3pYqnD15y1qJnYUG/QVa/3LdgLvF9ez8tejpx5kV9P4cFfdh+Vpdsu5M9mp8zu9OHnt3tizhqch5anxu+s8OlCT446W+1Po+vwcfpPF5PEkbQ7XUn3ZzW6XE2ODk9Nfl/b+Hs9KIj3IfxEAbTvAOvxZwVvq2ED8ewxgSWulljoYsVrM+n2PG0FemZoS5lGxVdbLP3OIYcow5e2u52ZqDXpI+2jpVuclsl89whZybuP1rKmM58vHVTEuDA8WSHv/jt9zlLsKur1szz5tquVUEzh/cX9hX24YV4Ifel67Pr1+ew67rc+vXZ61cWQFbhAvNxFL7OP4yvFmazmklGdL7o26rfrid60SBoBoa4bRzhECtCRCPr8iDAEYczINyFveRi0aq9nZaY0PyO123XYz2fPrhhzHa0+9Dkwe4NYzTiY2Ks22879Iqfuu+pf15Th6Ma+P6fjz+Ov7GzcAC34+WPP84/PDqKB18cPQE9aDuIJpHTAj2GbQZi0KvpMVoNuMOADbxEz22aNyg9At4GW0Q4AT0HS/TU4zonlun5ZeHAzifw1x5/XLNu1FLox4OF/lFQRj5fWIVWF78P2vue3cRWn8q52H3HzNk5FBC8IU7kRK0tx+nt7P2s3Zuz671u0cSO7Rq7L+fVwReTW+8VAlxIZ0HSFZCYn5nLbcU4Az/24QFYVaN4Ah/BOvrvXXgb++E41mqxxTLo3Orc7uQiIK/24vQtCCTVGIumkXLr2z1tsDBo2sJXDh2g9o6c5/KVQ88y57ZTC/omLfPDvsr6i9tFw37Z19WGx6666qpcfVbXmbvsoosuKnwhjmd5G/TaSMA9w+hyJxJLw00ciYY9CZ2d6TSFrfx/4csFLbKixmGrboke7cX4CYveCN/20ItAooXpyNMBnzx4ULk6qYtJymEWNKl4O8aXzzq/2H79KR3bL6/BQs8szexLLj7nxgH6nqnwLP8Cnqk5DMqaXzSAljeAeaThMUofOjSG02Cej1EXpQZkw2w8s/CnwiN47luatZs2DUDfV6DvXKUv4TTQl3BT+kbrZ3uieG7hkcKfxLfwXP6FTQMDEm+VuDEgJ/CVoPQY7e8fy7L+Wjhxo3im+FbhWXyuZvnAANXBK3FzhEcDGL7iqr5RbUM9xf3sWyK2lnrT/muh/0PQX4syYg2vERDWkgFO4DU7tPAJYYEDOg6NTYzZDsFSptwcah1rtckUaYGn2fgh8chfC6+Ib70JcG+4AdgaqIbdLLqRFgs8NwBsaTWE53aATokZ6G4KWwI91kqB03FuAIIp5MJ/vQkkz/zrERhrgLvphhtgf2yA/TFYHKf3Z6INYZNei+ldvQlZLAY9Sqez6Wx2rB9MzLHsiwDNU1UXbTAciS50WdZ0tXakV5zp7Gxq/xe8YeUFUj7az/Mb0V1CLegjoujTYF4QRJ0hB6RirJNLg0lq727QGMCWgYF+VtoUklILSOmGoDGazvp8vVvruYuGoj76KL9xd273hu5uRApvFC7EDxb/Ti/8UJeYNJj1RvMATDhH9bRRnuPMZoOWM+lF3ahR7AUVxKQhAwKP0qP+sbZsuts/5n/NP8YeDGbTY/5fs88gZBhWDZzCWc9sMxxlDXkNflDCWnil8Majj2LfMomY79PfbdhdLCJUWKXZr/mhI0F9vHYt8ZHv0aCqEZh2u5EHyZDK5+md/qmFVXwzv8CRMGmldviI3G52W9blKrX7BkKaS7TzHQnjn2g70wM4iK9ENbA2azMZjEUONz1JcqgRpaAHtL+N1Yp5GeDq5PZDABfaE1dtRKMRCa59EvZ1qf03Cr2aSyi9Enzz17nHoL2F3vsdGm5OO02iDLfQS3NVKXChXY3UjhR3D4fCSCcq8A6q4ZF6MqDAe284nXE4SvAOquFBu4wC7zvD4UgJ3sWFbs1FlH8WcdJg2oo3Mb668BYYh9m0/V/E4KxZBoOIh2I7YoQGPPbABz7mjS9LEZzdS3K7GzGeoQOegenu/nwqj1hcxdmFbr6DjZVehl0jwUbHocEpYg1BeVueRPJYk897PCLYkWujJMoe+/jpDRfouTZXLmpooIhaQV5SRI0yolSqO0+xSbiAas3FbB7fludFBPq9lP7XRyJ1MJMER8ozyfqcBXN5MaPPIPWhq4HNZbg2ojNPmctNMJcXs7F/W56j1dDeuIecFotZrSJW+D4L5pK1k+Cq5/J7w6EQrBIF3kE1PJijTUq7V4ZjdRJIBu+gGh60OwXa2YDOdBjPCUcYwG6Jp02FMypg+snNStuZ+LSZMxlQue1ZhTMq4PrJsjKdyaSKzvUVMKPkYaXdH4brEyo611fAi5LzlPGpk4BJ4/PvCPHHtTlYc2xvWn5Dfgz/4BCNMEV2jOw2TBiRFGYnzFGD8D7ANLI1dD96mc2VgP6Ik+hycQVHF+TGGPsGizMWCouEhufuCHEoFDYaRS4mxuK5mFgbzsUGvD74ZHHCFxCHa2O9se0xbjx2OFaMcbHydLMAaPgvj9ka23ACuv+b0W0eISWaJZlyIpq70HNA81pxKRen8ZHmeHwqsXFKbJwSG6fEximxcUZsvDe+Pc6Nxw/Hi3EufiJiS2MMc3GcyUmtPBeD0pzh4hvDdgcyynPWCe0amJw0yu0WSnOGYnU8r5qzKnhx8jRrh5HHJAGT2lXDi5PFMrxkbSW8bhjL+RI8JhvuYmO0BV8C+zbzJKot/p6l9CYoVU/H1maiocEcMoUAHcHJ0l4GpvMpGXc338D2s1GGyUsw0XOAtPVJ1AwwTQCTQ/NmwWCTmew6xGTOoZkzgTgOt5X2e4pCBZjfhDm/mcmVP8tyZaYkV3DxryMGM6UMG6rkipfWSKJ9TCZZrvyrdKZgg8ePQfJiT8WZcknxDc1Twt8Axzus/f34jwqON0aicbq/cLRadsH51qP5KuAwS32YTI2JLhLO4K2Z8czhDNeaybrdMFaZElcgLuUzbwYbe+UMu0OmD5msBDYqNlXQ93UYgzWMH4vcXoD2QdGKPaJWn0t6PAhVMCXTSM++GWzNKGfaLnnNmC1GXXktfB3k5RomNyxyu2VyO6/PZSi3q6Z7Fb4T6PCJJtiAJicWREyIinK2F6tpXwV7UO7j9Psp3YR4qvqcUVinolswbU2aUANwawtEApnAQGAooIkEwER5QjQEArCOMA7olOGl/dsL61T8QH+3CTWJbkzDnzOJgcRQQkM/DiW2JXgGJZGgGglOlKHI47dePX4kRn4jj4vDVDl+69XjB+2uldvVelTjV/xFYT25lcHTS3sTz5TbWXnETdPOZK1oR5BTx2vLeGnO3SyThwyeeRjH2Fmj52BCzDpZIrK1UHwR2l5N25ruhSYJ06rnmUQsPo8vRouo9vKSmDSZQHuFrlralTOJoXDORIXgdhNeC1qlaDDlTDBdRkXwpajky1McKTbu98H6eIbt1b/KOswGmOuWnVgKA9DqctS5TyJMkgyZjps0600mQirWO4BksL4C62YtWzd2WXa/ouzJoyNTeknr/T5Y78+wc/Kv8jqmyZZcu7FoHjeTvcWnh+V1L5+/X4F1v5aNs11uH4H2AdGE+8wD5gkzffaq2Vv8jbqbhOegGg/oA7+Cf6gTnRhZcMSSsYiWPsuAZcgyatHuLb41bLFK3ZV19RXQJ1R4of9c5WzYB42RVj4bHgD6vqv5D8DzboW+Q2cIqc7zewq9+HEGzyG1w+/I7cA+K68rCR6Tc+9S+SzBY7LrLzC2yZ2EXew5tYbcVQYDaGwyHqIWsLJsKb5Z6CW9FBbFSWFhWXYWXwVYYdFOkM5IkUs0EKxTwSjRc1DNH4zDjco47BnW6ZGs/xQPFQ6Si8v8kXockvkDA7+Cv/UV8KJkPdVrdtGC9nuLLw4bTUjS1ADmC7DH+lQwo7hWhqk3qGF+DSHBx2SepKN2Qcsr0cKdmLr/d8USOfa9NsK+ixaLPbfNvMNMjpsx/NlbPDxitmEq0c2qFU7fLNL5/TLAvpedl04Z9nmS/oudyWRtLfRKVui/1bQ8APa2fG5MwTId/AdIXoaPkqla/1T4hV7Bx+STrDfzcXlMLFaDvjwmX4Z29zIdwym365F0XDzeiFHjjGCgvMdgB2rqmEz4m3x23arQDKe3pvL0lngEWUppdsntE8qYePzmGumYU9F8L+z5OrYX/ybvkZ0yzTDbgmoe6RnHaHbJ7RaVzjgjLre7F/a2Ch6syUNyOzjoK+AdVMODdtfI7Xx+E1LDW18BL8pkBZP5tkp46yvgRcnn5HbBWjW8NaCrvEHluPE9pgP/lvHB7O9kBBlKOvBq0IE3axsAnpvpYpvpGcJkchyfhc4W59PihttnYTAtA0mRoEASxA6Xpfn8s1TmZ0VHDXwxWHMrs7g3uz27P3s4eyyryZJRGHnmOuvOS89v2RGgnL0SfdkSfb9jMhXOJB4obA3LFEprg9EoFKfQuArTE+8UsYUHImeXyeOBPtDEsyxlBSOJC8O3w9lilq+kix1MjKz8CcbtN1xIGbfolHFjtgOjCf+NyhBm7xwB2+GmXVw4DNv6kT3hMCishOWQX+3x5WxMMeEiATHQFegL7AiMBiYCxwO6rgBGgVo6tGFqU4Tp0IapTRGmnMjv/8fDh8MkTLr8Pf5tfk56+0r56M/LtkVekhr5lHqMy7z890fkpQtngJfz6an/ojg/FKWcDJUIjVJCo5TQKCU0ygiNbo/uj3Lj0cNRWJknJzTP9iW11f7GZJVRxqmBfe8XzWRrGKNwGA5wgoMqIwL63ElrB7K9L/sp8GnAV4NoIZEILY7VFxmIDEWEvcVjI5FqX49yNlfjfQB7JXlDULAa6XQ4H2A4ZX+S3TPVnwTy7McMvknl56Dtg/X1DH6s0l9Fa8Qx+F6miz5wKZK0mF+P2F0EhCq2T/FX/ZjJYJPKX+XYRSbq2BlWF3db5DOM+qxoDkkZNrQtySCHA6tkBoNJz2oKk537j8l2ziygPSEauZmJRgyHtIRjhOHgcKLCxFPwMZvHK8Gh+ICn+68Hy4d6I/5HtLq9lCmJAILdZd5KNslBNX+knjMx34OJ9MSPxAmK15f5W1M4qOYPzv3Nin7wi2GnE2NZTzqt+Dr/NpsTszwnHcoZ05Rhmn2lDzED+8LG5sQn24f7lXMx1ex0QvtUxZycBmfH27S9BB/G7wZ5nJvTM2aUxzkD7WyMXp/cDsvtZjYlk+V2Er05BZ7ldZX/pRVbW1uZf1TyvzBamR7sYzKyCz2i0Aw8fk3cQFC6ldIcbsaDzdjafKT5eDOHmikf6XS6tSPd0bo2vbZ1a3pr6/b09lYDSYsgIEUxnx5oh+9z4G9tPJcWDZZcOI2tabw1vT19OF1M82mcTm1Mgf3flepJbUsVU5rR1PEUYUJ2AcgjuumZ/Id9380klGwHSPxlS/y9Qb6t+GlyLSrfbzVv36LzUOLtq7AmRlsxas1T9lJU0i4zWnNgd1DWWtP5jtaO/NrWtXmBtAJLrcBSq9gOf+fkWwfi8J1yRIdzZSuw3srTL4dbi618K26RQht8uXTLxhbS1dLTsq2l2MK3MM6ooK3kjAleZR0o6wzoZeustB6YztuapQtimmVXsUaUtUdhSDzLa4XByLTQxTLNUlRgwCnJP8noUPwBQWW964zUDFcr29A+TGvmsXH2S+2Zjg6yGCN/rccr8l6MsV/u0i31mQl0Psn2qeITOKWsH6ts0DDYAV/TPKDABplwnrJH3xoOBB0GUYF3UA0P9KVeGZ7BWAnvIHm+DA/2/K0KvGPDwVoVvPUV8KIl2We2VMJbT36pghdVwwv5S/DuAT0tzvS091k7L3lLWbORWp+ltGbvBrxn8gmAF5Db9SrtQj5dTaldNbw4OSrTV++XwEn0VcOLl8Yl5pHAKTZeJbwo+Z3cLnRSeFHSJ7cLVMIDHSLOdIj3JT2S/FrhIxFC5jK/sEfPZHpkQNbRYvLZ7Ac98jLxdGLN4q2SMubJZvVuWLneevhGMmI4mssM+PIZqkpmqBqxMoP3Zw5njmW4tZneTDHDZXAXK77IjXqOe4hHpU2oFMsN+RK92RK9v2f0+kQz9XXUxYBi+FCH0nmm9qloZ/qlRPv9OCDrlwHQLxeJTaAwBWKMZI8fvnHEGo6EJaVMUwzjsGi1g6KmM+TCZbMjnaKqrlq3pLdimrO0caDtHwz+ZnwH7pP3o5vZOJX7ETQT/nzNMNAVlNqj15Xzx+zHBsmOK58/xSKc32exuf+HvBe/KM8pGMkqG8IIe/Z8NvdBuZ2+vCdUPmItQto7tesA3qSk25J+/A0Jv8XG/GmWCnoBijCHyaxaqT3+qUJvub3qvKyG3zUFvvmk8LumwDdPAz9dgr+KbMAXyn5Is4t2IMRc5VOsxrEKP8fWT1WfvLqPhGd+Cc8D5FqQmxHRQe1tXiMKNl2eg79lflIlX1Q1vgfwzwBfo2iT+3JebV6Av7So6G6tLlfmUQZC8Rd6tXeyeZ+U7ewHAIZHtJYQg2FukhyMqZQ0t3qwzeewNVArr4E/wz+AEq9GKBooRnXnFO0L/2nOZPwWZJrPVvmlhSl+adDc+B7GY0g+t/+vMm/l9qp5q4a/isFX/MdkWv9xNY5V6NXSvKn6qOetCKOlOY/hKcp8rFb40Jum4cNSWMWvZjjCMh+/BBzUv45cHgTG0WI2QS5lgpQ5BouBf4qdq4j1uw93Ap4Q1YT/Jpq0eeri4KtcHPROI0brpzJ8EakfelQZN7tLN9UmqIF9/RTzVSF5TudTv6aER0/xGE2I+Weke5gY6OkH2RqIyGfyS4p/BpauwwkfS/6ZGjiXVbDhXL6iCrbJXAn7oBo2nM/vyzLG6WJwSz7xgxU+8XpyXck/4i77koqvVekmq4q/LK0JfxSUE5hf/3R7WSClvfUgpg97Z4LuBFSYqzbXHjp3hNgqdpfEO5t3Bkea9wfRYVkHA9yu0sSzC4rSzMv8nQpnSzPry+7j8I/YmonuJHMB5xPQbW/xzyNz51LTGs9S3Wqxcwkhsp/pb1+S19sGxbf97ojVYYbTF1vVvm2ah5DeaWleRrXoAtHtdrkwIrUJnaDVGkwanXstK6JyjWhzObCulkbMCAIPCiVNerrLJPAG+mwymx6zt6Xb2mgilg5aJQyns9kXW9NZ22TrWCt8b8lgN612os1LBYTZGzEpqYqF1GJyxk2FN26+ecuWYO291153TaJTDM0MmLmj+66e7MDjG/Zt+PGhrts6F54ZP2Azh2cl366g2wfnrcWg1bicTuQjCZNOI9BEWTo9YVUoTS5aKmPYacccpTU72frr1snWQ0cpiZQ6IJIF+rjlWoSUvtwCIlMnuMnWXxTe2AL/hU//0lpG2/w8f8ehf5xJPnPoc4dW3HB2E1DVPgsxmr4GusTlQFMKXSF2+F1YSN6a/EaScyUdDQ2ogb6oALXCbA42gaR3aAV/hCbbJMGGuqS9CejX1zTVcUGdVt8k8HrEXt+x14ptR7MOmpN78sXWF1lehu6jrWn2mrPqtTt9c0VDR8v1S2bLqQ49NGeU5vLd33zjq1dePH/VtUvP+Myqaxa9d8Y9f2k0Fl6tbfrFVS///CsPziy8/92LL8TDb914WeRY7ax5n7+hM3+osOKns/b/43XO8u6Xnrkos2LNnsJxzxfpPRRBZ8BavRv4daKl6FyxNts8J2qI19UhQ8SQMXAGw8JlzVGXz4eiC11WOhvZbCPNUbhrvjHeyFIWhrDEJuWSZcrIprMsALQbPtjgt5TBEMzGApLPNRO6XLhmLs8mqIbl8GxoxvS3bmjlCXFulwUaNRPaAnfXLfls58LLltbXLb60c8kVS+pC0fmZ2tNverR78b805ZtmNjYnL52VWdkWSXetn3/ZIzcuXn7X81+64fmhlbEFa/BvFl51+oymrt7OzqtWzGha2Yvvds/pXNZweu+ymN1gsr5sNRpsRlfIGcykGhyh7o3fu/z6p+9YvuLuZ29YNNB3IT2TQLdSxTPJ/hZ612Yy8yq/8Kkgg1XxTCBTfyu3y+UbW8vt6Bm3X9uhwMOT3DFJ9pIe6vcKCdQ22ZAvyxDNuyWY3+So78klWkjmFPGUI6dw6JSl7M5eltUS7KwE29Zg/hphcQ3m23la8KthJ+eUKpTbc7R8BUFO7DSiZWDBm20MLdWlU2r5pa2TcINufB/VQYHev3AXQYO2YU5sx+0UXNTqzrXPoWDm8L4rUmQ2VeSts/fPJmtnH55dnM3NRtT5xxRiSuhJ6LyFt8E/eUUbZ3NjdzVp+ZPS9Q63AvrOEpMcmh+Zn5nfNZ+f/yGp6s5Xz4uKpjv5Zvin0E6OFZex1c3Oofq4xSqqKGNnsERXxxS6JrmV0L9JjHDojBW5vPgh6FGN0dwp9AxqvgP/5BYtHHIEK+nIl8+dt6fQ8S7/ZeiXFes5NHflXILmLv5wxCh+U7YPhKun0CPtBzgTOTjgYUPI9BC1ClWxR5heU0GbvFdCMO+ofR5sFpksPFvt2phm3QyV1jeczygjNnDWyNrIjsjhyLFIMSKgCHUL0/yq8EPEIS0nj7Kc+qdfT1sq1nmXGOf6Fg4sHFrIoYU99NvCBRROX/tAO8m049H2Y+2knd9b7BXdy042kN39/XKg0kn4uIWnb1iSYoijkU8kDF9oplmepsafQv6Gk9Mv7YfTxDBnWzy0eGLxkcX84k9C+nR7ZKh6j7SW9khri14vquiddo9sqdgjpwLf287ecfbo2Rw6+6z2rPixSZ1u/wyV9s/98E+1oosbDOONVOQ2mj1qSunATrOPtlTsoyWin9vfiVHn8o9Pp3RXU72vhqbuq0hU2lcetq8CH7yvtlTsqxbRA4t3Ed1XUwkdXlaxzxhheSn+q1cdT1Y696p9BZ3QThVPBu1M8rkXCutUficpNq9DgQdz/nPZ5jhCU56G5ZBCVIrPY+eeUT73RGb/2EimRWwZbZlo4VFLhtrk0rqUYBsU2KbN+Ap8TslfQqb4EyT4wwp802b0rmRfAdEpIJrgUIV9JcHPKrFwVedqaidxsQfP9Fx19bgIcmGXCbYazdOHLHaZM9XZyvCzPWuU5eCvZZlzFjSYC2drPWbHTQzO1voY2/m1ERoQxy7brNH9UbI2ejhajHLRisP1JLRKZ2tQdBJbDa6Zjrz8SWl7h90jzxYbOdQQacg0dDXwDR+Wsu7p1sCUMzaxkyRYefLY7FwkgVGi3gr2YhWR5fljcqSSxkluCcDJiQmuY05xDkFzZtP4zQ9BoHwWSPTNnUKfdOZGRS+oTBmn6ISjrnYa2lSxpW9PoU2SG61wnqA4RvHmD0mZNKd0LzIZoZ3m7K0T6ZJz001ZJkjloevOV+xVVfylTJu8Z5msqU/Q9S8TRoMaq+8WrgSDIczmUC+NuRw/CpacRwook9p1QzsH28P3SnuYzIF/COzEXhYHQy9qvAM0pYnUq1vpd1ehFw+XY+BOGKtUjmmyVrQjSG9Qx8CtAfn6BuVZugsHXn8vt6sNmc3ldqthbDYzOeaW2y2Q2wWCBlWMo3S33qHAw5N8XtbJw5kdmdEMhzJprbYsy9gdOxsHtyzL7pb1/Y00TUmTWn+viI2g88wFZTmzQdLf4yX9Pd5D70JxPMi2YCgq3eqrZIwU31FXip24D0dkGXOvrL+DUqHImFiYgsFhHl/RQCJsOUb206z0h0F14iLKclT09xPReQu/RtHfEzhRTVr+pHS9w93G9HeQL/FIPBPvivPxD0mVdBesnhcVTXfy10i6ySymm4BsQbPy4YiooozJFImujil0TXJfYWdonNuYxyifCwTFD0VSeZzmTqFpUHNU0eHrmippUcVlvD2Flnf5HcyWiHIomvpwhORLe4DKjyo6pL3A9n28HjaDTAc7/qp1DLY/mOyooEneJyEKI1ZnMJRoUh2hKXl+hJe1bbCvH5B9+NvxZcyXZmvC1qbtTaSJHSd4hioQrryWNTvY/fqDct8mJo/hLMvgrkxP5kiGy9S30t5N6lBqNA1eAf8c8NK+4dThFEmniimSihlo31QF5mnwCtgl493YPNhMmkWjOddcz/o2l7ntVuHtUPCq5cSCHQtGF3BowfxYrEJOAK53FVxqOUH1TLG+vkJOAGxDiafN+Eeg78RFM7HOwOkZG2ccnsHNgM29cHgqW2VcwyW+NuNGRf9pbgdEanakOIte4WU2Dg9UydDUzECgQoZqdlAZKvNQlqHNaXU7kN3qu0pot0eW8YEgVumWd8OaU91VQrsZylnjMzqr7yo7FHiwZ9+WdUt21s7ApvLYsTs/Jo8D8jh/VW67I4VRaobBVW4LcIVvs7XzmLzuroK1Uy96sC2FMykx1Zc6kjqe0qQCVJ1SP3noV+4XNS+wcXtc7t/AZEkU9zZubCQrG9c2HmnktjfubySRxq7Gnkau0TeLQkqUV3G3bI9U0yLg24GWmaILjzcebiQdjSsBJNcoeoK5xsDe4l+HKZzGcsS/MvfVNAnYyuwhKw434KEG3OAL0Z4N1ftIwt+h4FePcQv8mVMTqRhjwPGugkM9xnMxmtvmCFWPsaHE12Y8qOjujbPcUVHNRL4Ee7hE/2YWl8vaN+TsYVFNunRv3yt8m+kTj1WttcYZnnDFWtO8QNeaTHN5rTUknbXl+wjp7mhd6e5IwOcod5cGEz3Msf6kd0cC+q1Cr5veHWF1DBSFD3Scx/ZGUabjS/LYDRpYLASNFO9X3U+w/RGW7/+uUdq68UNuN9NDpLYy3R0KXJi//2RntR3bHBFHxkGrryKHj2MB0Gr4bK+E5Xk8nfbZiVmdL+OiPKJ1/xporH1qQ0qNx1Aan834i8p8Gjzc1HheCcdwaXxKthiMTwxzleODCLoLIeFGzQ8RB/phnWjX6YzaCE8iSFvP8ToNIagj25Gl77VfO2rPplsyUmonWqf5Lpzcj5PkiOaHf1+q+eH78ykedv/Acyy/bZtocyKS0NgEg96UsAp6IrCCI06TzW5BvNbAQL/W2nqUZptqnWwdsx1qnRzLlm4d5JuHqJv+5blrC288V3jjxhux7zns00QOvf8Uv4j+PbQZ/mO4QY7zTwPuNMqLAU9DDUqnQ9qGZA383xJqsNeQunqTPg1Kf0drx9EOnD7qaGtLp220IlrWRrMq1FT5ymdHBa2Fc6tc7Q2JBu7mNUtDbU2Bc+8bv+4LY/ed19z3o7vxqsH+zIXLZiaXXJibcf7yFlsg6mjM8/kFq+vO+ew1nQNjQ2ec+40Xrrnk//7pvRs2DM6/55F9l3d9YUXCv+iaNU1niDlXupbSfybQv4nRP0d0e6IS/VGZ/qi9BtXROxuT8ZOzcOWZC4P5Gf5VX3v+ui88+/XVjIX5H52FL53THDv9i2uaVi6eXZOtQ/TuI1l8SwPyAflgiV0mzmrAYYvFC7xFfF6XzxvwYZ8PBzRYQzCJcBoX/YM5+EOQj3ixs8Ef1+jpJc+h1+gdWUc2m8W+dNab7r6N1fLstpc/w6cxehWiJ1Fs4RSGKZuzsVO+/KB1ISwY34Jvg30TmLwhsabvqxecctUp8cbTP7fk/Cvn15onX/udI+KzWr0Rx4INudb1mh9Onkb2vP/5JV84pyU2/8yWWWuXJA0On4X73vuXG5xBh8NrFS64KEjzuKHCao2HT8i8zk42zGlY1sCVWE4wlsv8Jhi/MrOCwqx1GmZVvKpZ7f5QvP4nrsNe4PW1qbwWFt5UwSufmDyVjLy/Ycl157UqvJpcfgv3/fcvVvMKcoXeaT0szHYkyP1Uruh2oePoUqbjtDanXS7QcSrPier2R9GL0J7qeo2iLr+xcbCRwInBOtaXz0ZJv67u+zR6nfbdzZGsqM3vLT4u6rP0TTvhSEqlFU/bd7zUt1np29ws9W38oL7P4JnQNyM6JMTjWRzJZrIbs4NZfm/xz9MRQa0ESdZXw5oow6KEjDfjSHOmmeq9EqypRFXB0naXYB2AsV/O/PsksjSzlLQuPQU6c6RjL/cD1JHPK7Gs1f1egjlYTv0bHOmkk9A52ElQ50LWd365b+nOnfl8mW5D79YE3a4t1DviIKgGH6/BtFKWWDNQM1qj2VtsGa6pEQRRikqdru9R6JvcSVhKFJvdnUN2fBzOSnvEDqYO7W+3K/3ZuQ3akPCm5mVbA9KwVwqCjr6/7aRv7URjj3HACJ16xLjRSHshjdh+X04jzmyDLw0z4Isub9Ws1fRqBjW8BjezRDn5fGpDXqGtCvb4pwV7GrqfUWB3GAeNxz4W7O4T0T3xqcFeRGFrHSrYB7oQWvkER5pYDjldPtKUaRpoGmra0TTaJOwtvifGm5rTJ0QUnoqotK6m4npJxpVUcCUzyYHkUHJHcjQp4Uo2fjxcsAe4YbYPt8py62FJbmE0I1VD3zfVVcutivZH0TZoH9qNWQHIvcW3RuoTrFvZl9c9Xb+nQbO6FGwbPcFdzT3NA80wN/8D2zxCOxOisgdKsqei/zjr3wg2KKaWzEDjjsbRRthob4r6RhlG/QfBeAb9msEwEbwjhlEsE+uLARm/FPWx2BQy+qeHMfGBMOqrYdA9oNnL1qmWvkSno16kGSE6hrFIA2eKo0/oTbm9xa+Ifo8HYxFl8Fq8EQwVvg8fwwSLRgsrhrGLhYE1M2MrpdzvTIF9tBiXYTuwQw3b4fhosCnd2mUSbBpVLcuc1U8Q9qB2V30yR78/4Y8C/F+JJpOJwsdiYzODKAa1+UG8HxcxtxFvx4cBHU/TgvXhbZgHVCzGNs/Wp8RHFa7xfxauafh65n+Rr4l/Gq6vFtbz57C1+pC0ytgZy/Z2JGqgXntfxd6ubn+03D4QZO09J23/NLZAe7DtCe6jjpAa2oeQ2up9WN1vXNWP3pDK/QIf1O8ZfBGVITB21FH9hNEKY3ZA1Mc9Zncl3tT0/SdK/cPq/mG5f2Da/kxfkPofgPFZznIs4MiczBxxTs8cHs1pM9BXVy1VukZ135dY3+gTNGEOTTpBLyiyOdY1XeqaKsuLt9ma0VXIC3EPyIsuGqde3tUxSWJYsQ1H2L7ejoU++DIOa4bH1INId7W8qWV5UQlbkhcUtqPLQdQSIyZJjA8Lm+2rf5Vgq+TFqdVrPSit9YS01sMsQSDII4pExMoy1yKchmXOSYtcWuKyvKvCMf5p45iGj2f+F/iY+NRxuCgOplcoOA5EEVos43gi3MBgz5gWdlcJuk6CfkQROPmUoodPhf/Spwr/HoTwY2z/flvSt0dl6WSxsjtIrcpzM137o2Nye72BtddUti/uAQP9TlX7pw9cKkX+Gh08ZiLJWO4h++cOVPUZL/Uxy330U/q8Bn12qfo885bcJ+jUnAjPW1V9Jkp9LJoT4dkFfS5nMkfqc2B0OUqIXpBWiUxCTOxIjCYmEgJKNGAqdsJqicX6j0L/a1T9XxpT+kczUTG6IzoanYgKKBpj/Wun9Id9Q77I1rS+Qm6dtROzHPTWYCjXZ6Uvz60Zq2gFQ+/roslqlU68cJ104vlBg4WVsZ8edXSpwNHXgXvhJ6583lFTUNpDVfgkWXbOTswySdgpvnKK+C6DhmFkuSU+BkaFR94k4VTJuFNgzfNsv+Zgzf+3OJPnJRztAFpa9/vxKBYo+F5Y+TzNYdkLvz2MNTISednLsqEKx/injWMaPp75X+Bj4lPH4aI4mAzSq2Tcgp0Epva3Hw82O7+nwn3pU4Er3b3OVu7rQUfzyn4jFK9n0fqV772r2x/FCaV9OMLaB07a/mnsQExy0AQNftqBI1G15Jimz7iqT53cJ/wBfSTfEOvDNQY+HJ4JVZ94YFo8xbeLbwjLYQ0ljO9dqtKExDTpTeCexJEEQYkEe6+KxEw2h8RgGL54/fAFLJo0wtsR7kEYyTtZsobl+wdUBVuSHqt2shSEYlvyghwVfL3RvuhAVNMTPRIlKBr9yLhSCh86ju4F43skWJIbXWDjBxmy9nm5vuBAkKCgLZgJcquDQZqbCv4uzafREXQccR2oF21ExxBvQx1oJXwcREUkyMhkTCW+qnCN/7NwUb6010m4aCZMWY6cIYqwdoJdCo6uYE9wNDgRPB7UvSZjS6P9aFzBNIj4NGCiH7axUgRaCZc0WXmJpyo8E/8UPNfCGm1l5+522T8yqdhEoTDWT7GJqtsfxRqlvc/P2rtP2v5p9Cckn+wo5qId1IaItG+q+4yr+tTKfXwf0Ee2ncQagm11E3UkQr+guppqjIrfo7r/hKp/aCJEIvQLCtVUY6/oz3SJ7bKP9l3FdsrMEmf1zOqbxaNZs6G72gDqLs+Bqu9L6O+lvi1iS09LHw3QbGV9m6r6Up/gzWydFKVsLvKunrMLD1hBdj8lxq1WQkRYG7o8XQukSOtAKKt8CNbFMTCNFJmt2Ew6JMGkmS/l/bQczjE93U+1ZnuuS9+j79MP6bfpNUhv04/quZheT9EItIVbm7cJEaFHGBK2CaOCgATB75ei0lhIVfm81F0q4aERc/Ian0vzMuiB2kH9MT3ZW9y3RwXZSSErcDUVcCVfx59BR99BzzGgXT7HAGYWaG9gNrAdzuDP7WloKEG0avM9DBoH0JqbZWhq/6HwBbYudsnn1zvKem/NGk1TcldUtz9abt/UzNo3nrT907hQWuuzkrQDIemqtV7dZ1zVp0Xu0/QBfZ4h7lKf2Y0fDs+Eqk9r40nwsLW8S/YhvCPdVYBWfVrmNIJOWw4dCV409a6iot9Lqn5LMksIWrKU9eus7Mf87evpmUbuUZ2XC0U97g0VQ0QMwR54V2wIheC4RTx9W76RH+S38lwHv5Jfy/fwfbwmwmf4AVaoWNkG3co+qIAt7az2XViMS1Dj8Y8GtayL6uJ03ZN7VGfjUiprhkK4VaF1ydIcgM7zsl8szR/myQ5+FEByVkAzyk/AxyIv8Mr5my/LhCr4458mfOYvuFeCrzoD54GOgkPiojwK2UJdoZ5QX2godCyk3VfCByg28qQDRmo74KLjIg1L6RyfAnfi04DLZMK9VCaU4B6gHmMqX9OdKzvXdvZ28l2dPZ19nUOdMBo/FX2dnR8Aul+xK6bCpvKmTbQA7Hm4a17PvL55Q/MkqPPmfQioyr0dvTuT7u1MAnvnHRStZGP9YD1B9fXV96aqe0JVvy44R5CUE/rYSLyBdYpX+RCYv5/12SrjorFFcdGNN0ZwOII7IgMRcn0kUn3nobyXqe7fxfozeVdXxzpFpvpUWfuHZHx/V9rX1Njt0/tgVe2lHFWZndjHhHeNL5fx4Ygv4xN9Qz4Y5p+M+HwMTE3FRSqbqzeov4TBYva+SXhKwszxPJnGX8LeDa9Wte/6hZxLanKE2UMY81NtESWmk8Uy0YJPqZ1S2jKjNo8CtsC2wI4A0Pl/RwKBKnOmuyLWWAVHmsfQbkLLtsKJ+PZIbS3r66+8g2J6BKN3u2psQY/AVnfYTWzuUTeZ53ZVaWmSrKvuK+FsZG/yba4dLi7i6nH1ubi9xR+OuDwMhEsNoiT7GYxdMv90T9O8N+M0sClpqjz+uvPT9OkifmU9JJMsF0VlzsQzCuvK9+q2BikOwa4lbVTSoQbRy21sGWzZ2sKhlozFIk4XnVB6P1ENi8UolGC1itEqWCePXJD5qYLJYhdKMLOii9+YH8xvzXMonwOYHxTScEJaxz8I7snDHU4Il9m1JbidYmQ6ej9sJIQcu1uNY+KDcHyUCAk1DiXWAXCwGIkSjrQY4jeeOnjq1lM5dOoyhuPEkROVY6OCyeInSjBzYqwa5gdEVZTeFRfWlWMjbAkaV8Gg/h9Esyr4OOT1aJD4gWEWkk+wCtZRFaxWUa/A+nBxF4rPr7BOHWcAUJ9GDCqvRfQNpI1HwQBA/YThEgr9VbjG/1m4puHrmRPg+kThFCfga+KfhmsRxVWOpwBcB7rKuNaIBh5l0gzXyWI5sh8xvkKK1ZqK+6UT4D5ZbMfHw30X7M/SfSc9CxS5ws5dltutLmaCM2Sa6+Dy+6hKGEdPCGPqFfGJYLB74hKMhFjDoYaEiT4AO+G1MZvHajjjJ4ZzomvkaeEwX0gJTlo0lOB88L3yiXicOCHMD75rroCp3BlTmU3vjEswU2KAQ+1zGcyTXz+fCN5LVfAMJXgnv5NWYtNBXqjvjukKK9ZIu5h7mO1iC0E+L01/98nuqVPlc6ESH7M4p8X3ie6uy3JefSdblvMa+rbwTDpetUHEkg98Kne0pZwdU/CO/2/gnYbfZ/5/4nfif4XfP1O85ftqei6o8J5B8bZkSng/0f01O1+n4nvpn4mP6mdl/xST/+9IMom7UJHd+Rx1U03jqkuVdbwKGEdPCGOq++5EMJgPrwQjRh84t81h3qtpXXrT8jJ+YhjTufimhcF8fNPDmM7lNy2MiRPDmM4FWIah+PKYXH9HksMMRgPNn7DidAbjxC7BirFVwXrpxLBO6CZU7f+yP69CmtM3vMtFG0GpGbVW8ZO6DlX7vgJfWZpTfEtEo4LvY/sT5bu2wjq1v08lx7sAz0qxlkPpZsDzabj/VLxV4Rz/Z+Nk8lvlH1Tp7wfYeM4q4fy47kI5V9AUPBP/DDxMXqp8h2X5zPAso/rPooUMzydwU8pn/VRcL6lwLRTdZVwfx21ZfvOh8j9uYTWamN8yOZgkdckk85okp/dbfrXU7/5yv/jWOKmb4rpU+lH7XMFna5D8pCX7vAnWIPXWbG3kUGOS+m9O6D1V+xDoe1uJDhkOfWNMe26t52iqKot4QvzMZ1bqN0O0VuHfO60btuQHA1jDpTHYLNe3chNrfbh+I2DfX6+pq2+dMhIlOoZLdLC+Kt9QHbdxweCCreyNNKXjAyCWc1SxnD/zldxqpi1KLRGCHCaWPMda8faQtWd576X29+N/U9obLay9Ud2++FLlGxGT8H1aPYhsN+43wlhdMCxZw1Ks5aGKtrSSEq295NhFBmnZl8uHzWbJjVH2iZRrZkreEJZjzqhR8vQjjH7Np/CE5mVkRHHRgfRYq9fznIHojLxxwIAN6Q1jzzraUMeBtrY0K0btYgW7Z9FciHjirL7Moprwla9rll13XfrCoDs0f5TC/FlhHf5N8SbEoVW03sNxUe+I5IgNvrDYq1RjOocwbouwMr+cVNqX1vpVyvvqweYjtLJrAqePIsDb0d1/UXeKle3FUWcW/6bw+9ZhQOL9p/FQ/DO/m3xfM4w8IMcD1wm3Cd8UuOudtzvvdXKeJewOGRmWGD26vaC3GdL2DvtKO2fPu+HHEWI1hA1Ea5Br/R6cfKf76LPAySvdR1sy3d1YKk1PEzHWJfI5KQljtnU2+T7ZUR/yXrpq5iIygFOZCzr6VqWWGjXD72s1yfC5HvNFcxe2xs+FAf0z/xvyfa0DaAugMLpLnKMVPEKDwOmcXmfSyVkC4/7QOAr3hMl8MTwRJqBXasNho2eJFZpTupHRZiQy8SarPWxP2zm9TL5oE4nBQIuwGEK1PoBEUMfE5KiN1ie3HfSvmHxn7UWMn27KkIMO6Qb4xUHg7aITM+dkVa7z2RMwOfD224VVf/qT1lHJ6+TEn/70J5Vdq9yBMDkny5myjyLgZz6KqVcoFbYxk20PqfqyeoY1JlWOgGpc7L6l1H4urfYt4fpo9y+qu5zh0l3OZlyv+Po9ceonqLr7kWgZLtHC2lfynUkzvqd2V+WHFAak9wjS/ZxJOIjQ6VKNtF2xemZqjZhtOWSymUDqbNsjP0mg7Pm0utwAveih+5OjDxEG4cMRGuOWllUwpfZfNR4qoWj2pFU7sYVhiucszOlAUVlslkHLMQtP0VksHxmdgu+Hkk2p4mu5zFdE4ms3ILOZcBVXAV2+g7kIhmi4HsISonFAJDBEJ8Wj8LVC4ku0Aoohyw4LkVjiqlj6MLj6y3VT1lXU/2sjR+Q1ajaVagwgUnybT5GfgszjkBVdQaXskV0Odw5QHxEtoXiuDzMnSAaM4r14jeglBJmx1qwzay3EZNVZxq3YGiaY0PLwRu5q/DsaGkWQ3Xaw/+hfJrsP9h9SicyOo939kvCldepV0pP8dGfhLdxeeEQRovzDOHWnSo5W0rlWjHARSmUEKCzT0wN2FLGRCOF0hBJr5RiJVvw7cnWYwxzQuKdM3mT3X44elKg7elF3f1mqp1J6XOfUVpBXeGvnHd8rSfiXC/9VSR7Q92egT5KldeglMXeucLlwncCd57zCeb2Ti9QFu+pwXU+sL0assXCMxGIfUoruokKU3Xi2LsjRYGSS4djPOZs7Z4ihqC0aiXLaaDA6GMDWAD4lHegIrAxwHfSncGBtoDewNbA/cCyg1QViIIEP0ML28JcxS2UxCOETCeTu7rHuZ2mZ7ROLY049StOL5LOVYasWyoVZpREEneR3MIhnq+6Ht7wgSzMjC1mnVQgq4u9BCyFrmZ4rtb//Obk9L7D2fFX7Ug1J2r5UQ1KoqiFJE0N+7BqSJ8DxqdapLII1Sq5lclzie/O4zLfGMS3fP4L2vVpHKS5/5DlqDVg4VhuEPQbgOFVUAYtJ+T30YTnopTxnpi3FF5Uc9OXZUOme9I3CJUxXldrfX3xBac9rFaoqdVtusRTbrZK35+xkod27wskcz84Ra84GRjqhFcvkkGm68Ot0eirYbSxWmspCKgC1HcyNR6XhcVkaKiJ+GnyK3F2zEwvsPEnmWPiagaIUBoVjAkeRCsLHRspkK0IfWbaasNbEmzR6YtLz+nHQOU8qWyV1dGyqbMXaZjwfZ911Lk+NIltHMn1nvX5luIaK1sLwhenrrrtzdH7IXU1npWwt0TOdbAUSDSeRrWNl2TpWKVu5CvKobL1XJk4SrRXkVcnWsSmytdbbFcKhntq+WmKtDdeS2tpPKlszVLbWogjWRryRQR+2+kCu+jp8K31cB/0p7Fvr6/Vt9e33HQM1w1cLcnXsI8nVQx8oV9UjdAK5Kg/ZFF33C+XBmyYWZQsmip4YcLPQE+/UGGMmV7fL/oOi0n5KqEo53jYntQe9chWScw+hokrqBYM+H5V6Hi+A4IJU6gWZ1AvitUEcpFIvqLrZqpR6qBwTPH8Kni7Ac6UKT03NJ8RD67Ayn+0P5BhVj/Jmoj6h1U7Jv1rd/ijo1XL7SJS1D04zvsOl8d2MBVTOKXSCmG8mv6V45hFaakuR4JkmFkLNcS1qCa7KdVSuI7IFr1FkMix0oTrvrNSe1dctyv6GNVV1RypyRxVfBV3293KstCzD/4NGSSTwkB7TMOYBPWeTgo3TGKTkYUysWFJfi4oSLseGUn+E9nQZ1jsqj8Qi0Y6NNHjZiNPGDmOvcdAIJ8POPUYjBcsEs0ubV4NfyW7oSpK4v5yvfJTJf2PlO/edhKaZ3BUI5WLs+s9Mr/9GYjFWP5jBt2vzNkY0t1Z51pWWQmWYlOeK7/APcweY7NQC9O+IIUFbo71Me632Vq2GGMaxHmlsmh5Nn2ZAo9FzGpCde7RIP24UWS2bDoMlZzQKaJyIhNZ8k2WsjRCNlhe2CkWBWAXs4QT6j4KQ4bvgRKSe3SO8wPNmk1zHIIVBxPTDD22tXpA/Kez32lbQHFPyJ9QxCQ1aW/8fde8dGEWZP4zP8zxTtu9sL0m2ZLO7STbJJlvSIUNNKKFIF5aEroCGYAFUIKKingVUbGdBTwV7FBQiqOQUOFEDnBLFU5DzOPWrl0Pf4zwLO3k/z+yGcu33ff/8bTJ95pnneT69PM+cpJ+hSCHFhiZ+uiV7v/9e7nnlC1Qiv/n99+zT338P7Lf3e0Vk/mvb1IJLuFRYJdw60DaeJpAv4zt4aBtP28aea1sRVNmo9WqjWiKS8xuZadxG9jsWMyw0TvFgG+ECy3bw6BSPeD7bsvZ/atq5hrWcbeW/ti1IQMQMtO2nL15Z/LzSslpFtGTahphikIOnlLZN+VfJvJYgL4mSBkIINOpVI/IijLpwcntDVhzryOXMnxmEBIQ41qQ4L9J/70sxDakLxPApRfRSiXsu/jKQn0d9D6g/G8Og8RdlrtzSEhoH+g8pfhfEcejcapk8v+zzyrxxSjjrgvvOe5+SD3hhPC7zvn+THni2DCWn8JWzOYW/xtYBflVU+e9y8JV3vnL2ncr9F75z6BDlnf/6+EBs4vf9XwmW7HidkrPeTDc8a8oOzKHDLV4C2AExZuOlxy4cj5XlIONfxjSFYrs9J0G3rwKFt9Jv4H4gBb3e7MCl//VorMjZ+gG/SmRjGufqF6HZrN9LOWdjXOoEDTNhGnBSAjOYRdHl7alz7Tx2YU58ts6zXkZ0DNl2qI0ylsyi1iXW+g/7seTv8G/07/Ef8nNd/duksN///xhMG/CvzAUYqRS8uCcLm0QWf7weGkIb8OnuZp/GHQqNTJRs57TCC6ljhxF7MRYwJQ8RHqLkoafaqg+XY/hl6CPVp5DH7LP0QfVA3CH3bftVRue70P/qk4yMCgkqWHFYxTE8Fz12nrILJZynIKHDA6rtzefrjYqgHPhV/P/guP8zuY8p4NTQ3+I2TNBr+E0GU8d1tKLcYgqYCpo49U8neRqHQP1BuPdT7ibGwByRcgwcsEwtJhqO17NqLdHoBJWaFXQagBD+SgJF3cqyaj3P06NcQWcVBJ1KMGAOlHtWw2t4Qcvp9Wq1QHbhk4yAT0pGjtGr9WqNQIjAazS6Lnxyu4rnWbptVakM2bq5aqLuNDBml0jXpnjcFaXraJSBc9G+PjrrWgzOZK7EYnC1psZcc7OhzBkxrBb3nt0xGo03s3sN9TcbxHp2L7Q3YBLCVeEqR5VDcAjhgqb1Fc89V/Hss3S9Xu7jLrul4pmn6cHTz1Tcku079CL0h4ZZB32XaTZD58RFapWKHhkZDRxpoHUI7BYBvYm/hI5m8T5GYjT4S0kvcCoBq4mKDvFmXsd/ZroZDlrJR9PuM9DOeLSmJh6HdtVHxZPudP1JQGv4h8ZwZZm2cNm2UOwMVymTLoar0IufVNwq/9CIJt5awb74UcW6n+dyf15XQWEoTwQYBpQ6X7+NzdaZ56w8z6nUaqXOvABHAq9mOaIS1NwuWme8b5saCV20ygBZOE04QeA4PlNlTQYw2SpDb5uUSrv7omK6779UGTrcDx0N3e0PNMo/3FrxCdQbQQ25R9dVfPRxxTro4zPoWbYNXwfd5n+VhlyoTFwN3YzdHOO6Z6kzMu6k+CUTbe4DAiV0nkn2CvTsBx8otDgEPSvsUZ4NnPesjvGRcrIMOAnhGMCTaIqJ0qct8PQQYY3yNO7vO5NmV/f7FT2kULKyu7kXmd2Ixyy8Wc24VIMS8GoR3i3Wi/Xw/vQPfZkKIFgs7MZflrEb5SU7dsh379xJ63IvmYH2cbug38u3GzkESplHsrHfoGoNg5drOFYTYgteQgj9Xif+kDrZZ6oRqZbxA60YMgXsDqEMD0LoxVvYh6parw5wu+Svniq7KrDqjsvfzcjMG8kMciu3Swyp0Sngr2qEaFw4X8oBHV+0+Wwv2bpth238BFurbZmNvG6zUUmkJP5n8LiT/YDhGPFVgDWHMHA+YAE9GR7gtxU0oQ/Z2ygWNQ7gUEH2fg4ThrDRnuz90Hp4Qp6IPmxib2v8OYd7FMq3w/3fAM4JTI6kj/JrecwzHGEwR6L7lRfV96QUbKB//m/2N+1HR8jRX2zst+gF5rzntYxfMvBqDcNpiIqhrIdEP+oRj30EAIgeqxc/6jlXis0/UJK8HN05UFqj/Md/Lo/DSMsjFeJVaqJVRz/qhvJ6aHndSnkEylHaBH/foDuhsCNQKutF3kZ5Ei0UYHsHeRn9BLDlmHGSnkXcacxw61lmMGa7kGobGox3IRXoe93bG0ZTfa97e0WNspXUajFB3MIiBZd+AJEPhnsfINVppqGvBoz1HFTlF8gdXBLFkpfAS0w//iifysAb3kleV+Ct+NrVKkTHcBW8iqKgyzJd6G3J1EQ/celjypnPGZbRrW86FxwGPWAXeZnNgefDalV/KdWaoJytmZIw1QjmSRMx0LqYMOrL9R36zfpOPeeDDbZQpi0hQbkmlAsdAvEJmwVsEYBvSww1WbBXyfjqBNuF8yqWzObMxAIDBth5dlIXw7Bm2g7tB/Tt2g8wnWfYJomYYFH9c1OYQZi3ftYURvSLnYR+b4Fdzx1g3IyHKWSmSsWN+WgUQaI/WFjo83jcDO+HF+XkMDzvs/uwzcdxhUxedY4GF3bhK1/WIujaWEP6oPJlv1QcgaiIRY/3iT0xKiqOAxEzqRQiSQMSgoNJPObBdDZWOgUrAZGiRYNJMhEKY5c32WSSZWHGhq4F897cNDMyZkFtWZVH/cfv1TpXMpLTXIeuwV8vz1s80bfgsctrq5Y8snD4ootnJIoaBg2PyuuRS/6KnSv/ZC8urwsNm2lXdJ/+j9lefIS7E1pp2gHMBvQYRPkTsKcMaynCabb3tdfgXpY5AA98ocz7S+0kI/OsdL2g0hEmxKn1JGMlmMSovkGP9dWbDf0GPN6w2dBpIMsMyGcoN3QYThi+M3CGqLpBjdXVmzX9Gjxes1nTqSHLNIh+565Dc0LznYbTRLkGDnPVil04HszDTp4s45GPLwcL7AT/Hc/xGaWrGmmga1MfpdpT7ekLNn0plDFXHPE+B1hMRUghqbML+kL+inbIuQW5lg/8n0//RqZIMnMsT9SMxqjnNIJOzxqxPtpNiRZWQLXddHusG/orbgpAlwVMoK8ptLsfWMH+/QO0C4ygUaFe6usbKJ9kOQL0KctokACchtVkOEzPOQ5DOQIxZVjCk6hJ7hpJWQItVf41eiHLFJjz680x1p0E+AzLEHSW4ymsivhJAeVR+0HmlaCl8qYLnuOZPEnL8SzmOMwjFtNnzTWDqKKTKYDWIQdBCd98M8Dh5EnMBW3iQeJIkocDkU00rEoSbQmVhsdIxWo0DBI40FWgUpk2mmjh9fVK8ceOR3oyh/VKTamUrgoLDuVl++euX081Iu2Ojz/esWPVqpUXtlcPdqWRJQKj0mtVvEZL9EibBdLBLIx6BiB0PnwMZ8Ej/1qBDvCHJH4PX8W9bxKMl6MpeA6j3o4YntDUwAwfNON9+H5uF1xfji7C45XrAj53PR/vx+uU61fA9VmMsI2x0MtMtuy1StlXolS2bNV5ZcfxB9lnr0Iz8cX0We3AsyXw7Grl2avRZHhW+wpGjKg8rFyP4vfxKq4Hrq9A0/BcpWzzQNkgM8aD+fIZ+yLjYF6QvNhmtuXbyH02dLVtvQ1PsS204aRthA0bkwb+pKUL3yNNNhj0QNZa7XjdBh3W6bERoX7QF751dDCPUX/6BGYZQ+icEd8xxMeMp5+xdBkNGkMBo0XfaZF2lE7nA1aOX9Kjcj3Sj3M2D3NGQNdoX14vplPtJ0GNgaNUe3s9HFGBmqJn6B8VSQpbBMaYQgFTgn6bkn6IkxKX8slTD7Lhzw5ZygLjgs5Db5n8l9ZOvLICC2jS3EpvVbBD/gA/OEb0Fg9evIDiJhPrX4s/xJcxOqaM+aM06WkzYnkrj0/zKFxcVYwbi6cVrygm04oX0U2wOFk8opho3G431tzi6nJhjd1tL7aPtl9s57qhB5Z50GMeVOWZ5sFGD9J5PNaAYTd5klExVvKkZDQGG4K4piGIgp8HUKBwF3mCMZDHX9GXmr1MF3lcMm8uRXtKEUP/D5didakzuJs8zoRAQ3lc0jBONLLNucGJnVGaKXKkTzwyW2Ft3fvEj0BDO5ban5qdauhpyHA4uEJVGZSCk/RTBUz78lQwCdq0zWqn0ztXOgKhcCiseOCTyldMq+jHTaE7w4obPg9Z0Xez1oYaItFJetWfdusEzM5Zs2jIyMuTc9fHC3KHzPY9XyN/Wut4K2SJuIuKq0HUfO9zCsbZlTULrk+6LC67eZDDfLH3/cXFHcfvyfb1YehrDcjLHikFcu0TA9ppQCsM6FPHtw5c5KhxHHCQT3O+zcFFOTU5+Heef3jwAV7xfmKjzqvDqmV0KnzRjHVmmh0U1RCnZoOuUwdX23RrAR3ZANHpWNE2RA3dzjJ50MVm6EILyOvHt2U9c05bTqJVuxHoRytqy7V0l1NpXTrVa3CnK5reJ9JwRta/Rnu2p4F+fZc64uDC/tk0i6qiHBAw82tPLUeZGAZ0rY3z25UQhuNsx8Z92IrzQ8OHhQvQUbkAh4pHz/S8Mabv2ZnTLprxKJqCEiPLErHSERhfNba8cpGvd+Gc535zyXJmAD+JHfrMyOQxj0p175iPmjFvRqOtv7J+Y/3Zyv7K+mvrs1ZC6KjcU7Z+G2u0oUzI5sY8xOYhLQu8wIAKOB30yG8YC+0V2OZAv9AeESVRmcbL5kpI4gRxmbhR7BZBly4XW8WXRFYQlT5xRPveP9cjIFob6PTw0B8pBc1S7S10FUwMdILSAZVV1mwXULK040lFZdOnR4uKotNnlBW+ffCJL1vKWrYuefLQP2bVDR9RN2tW3YgRdbOf+Khzyup5nTN/r/gH+jfgv+IUSMIuqbpQi0apUJhDIzEij6mRKCCwXQybCQLuY+RVrJoqHwLRYMRTRwBYuSA0Cd9FnniFILALuoACRbVPU5sAWYroFt6ghL801gS8TgBrWOjqP7EDrgg8S52hr8AuPIjUN0XjEeQU98foeq/ifDUNnGGcDY44/IMJbzzbK6kU00JxgwuEhQAicUdVnOC/fnP3PZ8j8uPXa9d//rf248fRcjRr3z75eeY82rAxuczvpOm1WvSRFnVp0UotOmI9acUha6V1v5UcwScxDuFKjPfnIJ+qXIVprAGr1hqR0eg1Yp2RsdNRnsRp71A/poardG6VDjWQhVqtd7FvAvz1QBFPMGrGDvAH41/5bhWlCGYj5d0iKOl0l1MxKuPrAHyRccBaFQVKOI8u0vv+P8gCqCKY+XByKOkPncdXBL+CHfgwIP/OaY3oMxwqGgMEMfqvr89o3C+f5G4dVljwCxBAx6X7msuTQA/XzPnD04loRlZpQOG8lPuQ8TK7JbuWvZa9jSVqlUu1SnWrihVuUSObu4s8/QrOy0Mu2JHyJKN9gx1rid2OjHpJ0CbW6jfo8R79IdBGjXDHNg3noRuk03eRra/qdF6TG05slUTJBnornRsJCyTX6c04UE0Jr9/0GtnK8NE+cb+CAvuhB4Djdrub092U9SoEkt4PPcXAoZN2kLuZBj67092UHwN2gNp5ljlYhFDAZ6I0Qy1Fm2Itspemrzq+dsXKjm/QyKkHw9vk/rL6TXiFPANdL69Fu9H+u2490XfnA/KHFS/ILzw+cTG6p/PkC/LXoDXO6d/Izea9YGuFQIx8L827T4tUWqQe5UWOQDiApxQioaiqCGtspcHSZCnhS5Fdk+fOK84jTKlY6islNIgczRuf15LXlsc7nHkeTBzE5g9xrJ21BAoElVklhks1apOafsQVO4mPmpEmV4JupT9p9QlfqKCU0FT2Dg8xE08pJ4CNzBKilrA6R7I5E2tz0IQclBP255GGANoTOBTAgVKLzUnMdgcxiQR78pysg3Ahvw1eKhQELKxZpSkNi6w6ajpk+txENpiQiX4aBZuj9kP2z+1kgx3ZtY7dDiw4HG4dQx4jLxHSShAxsl4Wq9mNqsdUeILqOxVWGdVoifpa9W1q4lIXqWvUQBk63ykm51SLGzW4T7mx0e11N7g3uDe7O928hrijkbBO0kmCJuHTlYPC04W0N0UH4i/iR5QAlgN1KKHt9mOp9o9mp3qUmA1IYXqoHDlqTOZzCxCPI+aIg3rjiO1N0VB5g/t9eqaZRnMcsf0RJYQurr7ZsBd+It1w2S3dcHvpDkMzRSk+KTmj7XQPYU4IVIXCdGUSqyobUFywA/eBFRcKk8oqAmvoZdADAOe42Wvlatshd1GZ/1D9H9/Y+JntkCWcsB8qfnqI/KnK8LvO6veKSr8Ol4wO+ReaULec0E9borHc8nMPWoUuf++hgmnjiTb17NI/jSzwnjmY/Dt+2kjOjM41kOdcoavlX66clqHZOf1fcbOBZouR8Brj6P9aGgE4cGkeCtur7Pgd3VEd/pP2b1q8W43uV21V4S4B3c9uZfFugt5BRxG+mUE5rrYCVCC5vF4NLi9GtCRSrKBdcYJupVatIVHsLCwFDDNSDDMa24xrjRuMe4ycYDSXasieQlRIJ+LEYFX5J/g3+h/zd/t5lT/qRm6Xy1p8ijGeajOg8fQrjWCGGEqsYV7iFZiDeYn5fw/vYymaULY3xQC9z85AsTk9ALx2hfr3untS9MsiZ9WFFGWh2O8LK/Dx+xwAGdBifSYR9oAFZD4nLyiiVKis4mavk/3yvh3PPbsTNSP90/Nj8qfup66W755flEBcZcmgSa0zpjUOurbIwj6aABCFP30fDUVTDn2+uaVz5BU3yKL8zdXleXji/dMKEsm/l903fOvgkwATff9X7CSASZL5VgoIWofWXVJUEk5UxaqSjbHGpNqDvUhy5iaQZDQn0G6s5AfBMYPplGWCEqDJTQhKgAbuEHa7jUrgMh4pnQCg6sJX7qxIlhYfimyivg5JU6oV9UYg2l9b6KFPj1yeDXnOHB+x51WDrCEkqSleH7muikcoYaoWu1AHMO6HjBqkWS/GUXx94jeV4g8nU6dTfWka/wRL4KR42lHTB3Qlnq6H/j8NvdwAF8FESIknATZgPEQi9XEAHN2K9dRsoOnToTBdJRMF9Pv2HHQzVViA69rpCno8m4KS0d8UqfXemwe1+h03mZD23R2nc+XvA49ePMeJLpJPWMEIkr9wLq6aWHXP0JKJ1y5dt2n6PQ82rbl2yUb01q766K4xI948+ebbhQeuHFXZsmuGeVfTtblBU/VfRxZHpv2fRQptrOkfxD/AFTGlzMHXmOL+o5JHpU0wKpTLhfWGkKFANAZFvSPPYES6PI2HL1BCtCp94r6CLQU7CkiBj3fQDm0MF+WH6FgMrAtClTUhg9GXG8rTiyFNMIRDRjpPG3IyBdChDV5Ng6ZNQ+hms2aPhp1Ap3nt0GCNJlqWCTvTVJ44NS7SR3rEdPeR9D7FIGcagLN1i92xdHc8rmB7QzwepTKvZvXNwJBEGsLYm9GBIiDiBvRBkz9JAogaF2dPUDyHjrbEM/1t4x+Qv8oLXXRb1CF/9flmtIbVlvkq7yqDI0Ru63639YvNt4YK/zoxD7dsLq2/Y+R9Mj4gX4m3zFvmSfnstwx7IH2GDd31zBZ0199Uu4c9SD30DMM9zO1SMvsDqErSeswmr8nHEj9Rwtzz/OGEyQerJQRR10fMa7J6vSa72eDy+PV6EwH9UXJ7fRoNsZpAAVB1+hGp8aNn/EC7Q/1z/URg/VJBWcIPZZL8x7yIbPEitdflvdRLBL0XFG+qMEhj4Bavx0xMxGLM3ZC7Obczl51EcmPY7sZOhmYElEQTNIQYxZ/jU5iz4GC+ieE7lGnp2El8TNCrjVqf0C1goQtZQO7E48e7xfTs1N5u8WA2C+B4tykeFxXR0b0PpIuSNADCoKXdNHAEOno7AKy7oZsqIt3d7mPdirICu7B3Myc2Z74TFImAzFEkzV4KyYDJT31M1LxWFr/Fr3y0C/bhpMVPAibu4VXyxz3yGrlvBfyQ7yjqQJZVq1bJV37xG/mNJwejsfIrmQURpEYYtcqP0UWW5X8gdWahcoIwRf1fqh4EmNUyw5gW5HkNBEe3tMxsTQiYy1XNdGC73pbrunjCHNXweIswIhZv4Suo3j+CY9V8Rf2hqurqmngzM04ch8fdctGs/PxRsyLamlqVSBPfsOkW6xytEI/Fhg9v+VYtbFWp+K0cx/J1hxCD54DWMOUhb4H4EJ3dZDu8k253glQxfex4KNWFN0nacQ8V7WoeJ4x4ma+g94CiU/E6vo+Jo2KGRcWScYO0UcI+qRxg+nFdXU0X2rGDqXW1PnEd9aifrm9OK06NvvQPkfp0/Q9/7jsNe5H06b5xIxYM/5JpqG/ua6gXT9L/tOLsoDytvqG+oa9epHsUWvV9WSsjFbH4gX0pX0+rpJ5hh596QhTbi/7ZrNnMurAtu5M0BQwYzBY/MtmrKikxIpPVgygnrIorJmtlhkIVvbQIPXXwO8cU5EOOeS1r72iJEPlH4aJB8WElJesP19Uee7dtTG1RXn5TxVXja53G2QVXb7tnhvw7VLOqJjWthlQZIzEL+kHliI6ovSg3b/6RsWOd3K7f70GD5LdzpQXLmpom1HnLvN7SxhEjlj98wGMvyhncKRTlDSlch4etua9RRuxOeTQODl57VV1IfiJ9rN5jG1Sksw3Jq2kqzsnJ8TRMmdxeUUVx5r7+r9WLAWcKmMHMGByQXlmP78NbMHHiQozDGjSjdlXtrbUP1n5Sy2lqEJ9Eqo0BND1wSQA7Ami/H92rQw8YkdrisuDhjvkOfNKBqgrQg5WvVeIVo1G1HhXqUViPOD2aol+g/7ueMPliPl6W35H/WP53+WxB/vx8PDT/onyczEdcfjA/mT8ivzf/z/m8Wsi/P39rPtHnq3Ojiiq5x80a3YfcWONuyW2js64iA8kdKdkERZpGyhRpStN/z5eu2y32jJR9gaoiQjmwgagaqUey2tqyoDgCjRhRPjxYgUPlqoawVI2qTarw12GsCjvDWKcL54ZvDz8cfj7M2cPGkDeEh40PtYTaQp0hdkPoVKg/RLyhaAjPCz0R2h56O8TeFnoIhMX0wcgxGA3uCKLDQRQU/FG+gR/PE97rbzNtMGGjKWpqM601bTZxKhOzB/Qnv9E13oXziEvrB3uSzg3OZHLTNAmmeUTUt7kc7SlHvvLyclxOVWRlFFRWnTpCk0NT4jEQNn0fwX+qPUbz7lNKOmmMcrF2mu/LAOdSFGwaMEntV+ZvyahbfVTT2pvNkaK3w285rJU8C2ULtriidmV8FSlErVIfCQLGA8IXhM/mnSrKgEJAHoT8RCEFSjAmf0whKZGjpEUSylnFwVGpXvzojb+Vp01G7uCbB5bLz85Yc9fVXbsX31Am/yPw1J7cyBfHXjxzkfzoR3OFsVLZonr5KG7bO+P+sZK8uq25dPbf7/d1ffXpE84VEQ8a+2rreNQY2XrFENfYQVMffH7KiOSwxys6pntsvljsbrkUNdytmWcX0yDT7KGVC9bJj1UPmVV5H/7rg05Ovp3opRJGicUIDCPcBvQAUo8JMxH0N+lRIGZHuCqMnQXVBTjsnua+300EJ9I67GH7NDtZZKMGotGd50HYhR2+gDNg9+fbALeDJMiFQ3zIUhixRsxFxaZio06rEkTBbLE73Bydi77DuNHIGoNFhaGg35cn6HSCyLFgdKm8qg2qzSrWTFRBqTgSLsgPeAStVsSEJ4LKCqaeiCM+5yCqvZ/YbhiUCCmKDZwI0rMBH5zKp6fUcOSkRzblSBiUsPpgZco+xtOzd8AJQs/aFdcIseEgxreRh8huQlxCkVAjELdQLOAb+U38K/B+W9hWZSM32jbZXrERlQ3dZn3IuttKBCtSqZ0uJ+ZNdhPWBNwBzBXbirHAF0estlAwP0Cw02Rwid4cp0/tcrmKXISOVsOuUo3B5ONFuxgSiai4i9r7DneLgMywoSI4g36KV0T5j5z3G/AfAXY74hl8dsRMylEf7GXEcUYg/6dFEdWzB96RAuTN/pniIKDjBKR25o/GOUgcBSxxkNxauhVuk/smyvuny5dOl/eMl7//fcPdkyejaDMaPBu1TkeDmlHxlCmbpCPyhLeHjZQ7GztG7v9trfSfZPo/y/UB2Y6ZmxmGZ9kgoweN7MVXjUYBY1MXfmubwaDeg19m7IyA32I0uJPB+JjkbECH0Of0UwIdNOeU5ktsQIcRi3bh44wNH9thdKJ+J3J24V5Jm2fMa8vDeR2GJBQIz5Ybug2HDaTcsMFwwkAaDOMNHYbPDayBPquCZxk1+k5Ns3kPM7k05pCmcYe+SOrcPgMiF0RxmmbuRJWcB1MiFFASWmJ2RLUgkJWwARnLrugd1iyP7sW9t96dfqQX7Zxc13vXr4hVHo7aZ4w/s4EN3nPmctyT/mr6BHzgzLdr7qYyayXzBukEGnUyIaaYeUYyzc9Z4l2SPz/IOu0BXZ6WJpPdJmlViH47HCHWHqbHagZM2EKDVpsHR696DchgCMDe9gY7slN261dbEnY7y/oZrVYD3cgC6hcJLNPDaTQl4bCrx9yFXDdF++K0VaBi0DQlimZ0obp9PBpJwcVUX42SiEKTZaJUU8kkzQwklybjNiVKljzn3o45UNbjm0xQ9Z6Gh/GGI0f2jhu34+I7b5o6a8bk21fPlLv80amNJdEnR5VED5Eq9tS6UaPWnXnvsjWLlm7vWjR3kXx6RbK5dvDl31XVp+033EBtIx/o8G9DP9nQfdI4m9nEmAgrsir2KPs1+yPLGowschOWE0xas0ETlAi2EUHgtKIRM4hTYZUjJzEIN+PVmFxGrVYzzsdEzRLMImAf30lPi9bEJBOqM40xYWKymLCawEsIyxh8Hl9Ca8gx1BnGGNj63QZE4JwBa3mD3miU8sMJo9NgSigO1/o242Zjp3GP8ZSRoydaFMdDv5GnB1E4ZFVG6ZSIEiIqEBPA/xgRGXiRQVIglEA+KKYN7aFZCm0DueE02zaKiIpByEyQZM04qd0qXYJ+CNShZ30aVWsm6v0S382zfDS1/GA3lakpxR3p7lGUf5q3CYfUW9ECYtCdHaEBJwGa9ORyxYsNzIlaB8pujbLbTjlSNxgK3aYsR4rFTDWZhxSPFLfXcITyJBo9RwEhax0Ar0F+5ABpyb0tXy8/dd/d8tFVq1ChHyfRnemjeVgrP4In3CuPwBMQwYvSD8Kyr0ROQ5tKQXC9BnB2oGFSnlFN/fpGHlvMxMyJJtbEGw2CQa3Tq/TK6Fd3Xmb0a8xsTxiCRj1NLGjRU68uLxC9IKkkuEMlwVUQPUahU9gjHBJYAew1c/ZxupWugBvMQarMNJhaQJ3ZYILHTURi6eMsfZwNUiciZgjN0ZIImHlaZAvasVbFCipCCINMBj0xm20MUw4czmq0NdiwDXO8mkU+i2jUsYxVsk6wdlsPWznBanU5B1IP0tTpJ+5NKUw+w+qZhoZ0t2J894FIANXoGHR3M93PwNDd/E/nARDshVKgopx6nYD724Imji5gd3OmIF1ocgP7mjwO1cr76SIfzWxhGcfezr518BpZvua1a+T0NfK7b1+LyLWvXYvwtWjIj8C7OcYqL1Y9zO9gRAaqyTQz01E9zfX9WhpqdyU0Q9xDMNkcRDm6iA4PDZWWR0ilvh6ob5xtQpNvtGeCa7RtisvRNM5XHgmJTajJxwwVh2I1NzQckkIUFAUqbeIlX7cPMz7R5/N1+FgVEwLl2BfyhSZJYcmk5ViWCvwcHx0ad0LSml0JsLk0PFtdraBCIJxgqsVqXzXZADqwxqjdoN2s3aM9pOVoBn4L7LIarTHhTWxOEA9JZKMeGkGbYC6e5M1BOV2oEkzrHurRhz6mFETdH7Ge1HKq67Vk6CbuFI8AHEz0M8kKMSzPKrFwYIrDf4xmejLRnsM94pEemnuofFG550hPQ7ynR8nPB1qMINGfHya84K+sspipbolEAcMp4KjJBGWnlVVmUC5ZQYnJOniBhVsSGdWUclkkhnngslhQjrIeLLqrelh+denQMbqg/LsSww2j0NS7UvPTox96VX7n6TdXP/zewnETkgWOYRW1s+RTGwft/+q2H2NDFyNm/XXod1d1uANSg9+ZZs/UD3e0NE3e8MDTs+ecuatWKqle1GwXUFzuGSU/VjNy9CBciQaNn4xekl8+I//httu6xi32v30Fan5g52X5g+tniHddlDv0Jt2zj57Z8uWXoxsmTR6M78AWy7R3h8uXyu/es/itd0+FB5fOb/Qp4+7kiewV3BGw3UrRqFe9Ipg6AcqY77bYElzAFggGiMbr9hZ7iaraTT/2/JoLjXKiLidaZbvV9qCNBK3oz9a/W7HailZZb7U+aCX3Y1SJ0JeuH1z4ixJESlylEYJJxIrc5hxXqcWcY0Wu0tIQsloRAp02xxyCi4RElEmN1axNsvUnbE5XKeL8DjPJibBhg93q0IAAvnKbnxioq02U1EbeZrdhYrfYQWYowjcEzwGB2+ycQyQRrsicI+aFi0qDYURzwqNimOZZRh1R0An7xMMpYNcf9WUR5JyLJmPPNPQ17O8eiBMojuSbOWfGPXMz6xQjXCZd2EjJPaV4ldszaqXi/wc8tSIL2P9K6C1JUSQR1qKwALy5ioSSGe+ynVPwyYsq2SvkPzyiv3re0ytbpk+4HfGjH1pdIe9D+VfddIuA5i56eWfrZPmPk6byiTb2rvvlmvThsoJdM8dYfgr/CpBSI5+ZMxl9MfNj9Bd3+W3TU3Om3tHSWmJ75dWMLWIG5jEU+Hou42cKAcYBSVtaaXcnPOWwslJI73DlJe6zbgEIUgP8JwviLDYLFpbi6zBISiTSuQtEPsuSDTZgyR0RFEGCsdhbjJ2kOCTlakIhSdAlQnatNxgN4qDVYPR7/Vggfp/kow/66IM+EAWYVxVJ9miiqFxnTBT5gPjz6GEePczzqbWJojwuP+yyM8i6JzPMEQuuaCTkJ5yP16kMms0ZqUuDAe2KF64P1PPPKJ+IfQYHAM+zGn3DWX59XBmdcwzu2R9hTPF4loXHYsfb6S0Zb2lLSonfROi4Gewf+Fo9LCYlPgAaF4VoPAiWp41LhP02f6Xgt8Vj3NB5ren+38pHb4Af+pTpv/3VeMsYhMbIiRm/34A1JP0T9MQ0ufk3O0hQfke2kOCNU25E1TWjdtxoN/rETyTpBZt1ivm+BqqXzu2Pc2/w5Uw+U8ZUM29Jy9UaZA3bbMn8qkqnwyQyYLOVGIxomhEZQRisQkagIqMounzJpFCLUGE446CwTrAh2+bKzkpcGWwBNd0ZqEpwALdoqZdB+W4nKGNedclDDnSxY7EDuxzIESjVGUWTQUdADY1/tlfsiwFaxxriqYEjqoKATpo6mIrRgaRxRWuFzc1ixm1584CJRH8m+o1zOkcMF7CUkWTCXFkAOF8VFzxICYL5TfSz56Fw5mPndgcqQ4R+/TzpJ3Zc/8asGbfPiS98Axm2jhle8Eb8iocL5D94x96IC5P3P/tSc+Xc8q6lj10Sb56EJEOuuWT2rMl++YVLS3uQquyWFw9d+QSyHmhXL7ynfOfdVWDxr0t3JSbX+XRa9mjT9duX3n5yBHkQ4zMGi78sZ5f8gZr2O6PMR0TzJ3nGgxLSlVvtaKWVOp9+xyMV5+TwUe5rDs9gL2UPsD+xbCGDHO4cj2AXrCZRr7PpWMSoVZyKx0Sj5bTT7PfbcZGtxjbDdqmNJUYbKJx2uOwT7FZBsNvgFp/OZtXpbJwKBDin0tptOpUyylpw5TEC0hLBp6XHBp3ZoHObEJYcrJVXxor74pmx4maLI8HzXA4jEo1HrdfAi7vQ668CW1RpVdRb061EvA/TRLtuqtgANYjU7+ykxygKF7KxNNjrU9hgTeQco3Nm4KqQRko8D7rnr4F2sowvhcJ+AZhcxvKlUZ4q0HioxWvzU+ohz9TI71Yjz9gxpFJ+syO9Y5W8f926j+rlv6KFvajmU7RM/mrQZzfh0IMPouXvv3/mEtQsb0fNnzz4Cc5PH4eNEqvx9H/JxbkPmToUBLkoGq2JypypOTtyiLraVY3VNTNqsIYrtZVikQshSwJg6SQeKS+ZzPr3lK0/nNk6c5WttNZoS5xIIiYpJnGyzgkUwkiuhjpkrGur21zXWXeojhNIXV1QHfYZLImccCSMw94gCpYWE1Zr1c7XbtKyaq0EFm2pqGZqxVpfLTHmenOjucROanM5f7isLlFZptUNChdyYavHaZXcVqskqBM+a7kVW6NKLosSRACI7I2Jx2NHYscz7EwRStTfNjvVkG4H++JsQkN7t/tYOzU5lNFhjHgY4EqjD4ofYnaKyZgUflsuUrQWH1VjshbjIGpGVgYBPpVn8838Sr5ZLsqjQ5rgTsHPxc/MmzvhcsS/vqnt0g1/+cfDXRPua0WJ9EdkK5o5bOYH27f8HcWPb3j2omebNvpP4BvQywLCaH5lyaofG1yB1uV/JJz4ybpJnwjGcaHche9tnHbJAbCkke6TMdX6EaB7zAFeNxt4nYoJMi9K1hUF6GoNUlmQmQmKwfIgcZCgEl92JuhWytfqE8EAU6qXtAa1h0aYWzzIk49KHS47sTOH9UjfhfOlQlfgcx3S6bjgKbXnVEseYvLEPKwieWEubJbMklqTyGYtXBhO7qPaAA3t9AGnAx7YkwYDgcqRuLunGfYzAeWskydoosF70WEPYs4WSIYygeQqsMztihMzHAqbKi14R3vzwvnjiHulPOeu00+9/sbj/7jrq/uU6PFF1aPfqPuG/Nk242r5F/mbq2e9JTcHdu60d76DZqDL33vePafFeGdL58jlQ0uMZzxliOK+t/9rNsU9ApJ8vOR0O+0hq1qjQdgf8pjzrDm5uV6fA1tp1Nfv9vB2jVqgGpNGp4XG9MVonBCsyJ5YLBpH0fjxWBr2o3ExfTAObbIFlEBEJuRahpRQRVYCBk10YUd2a8O54dHOudeNvaZGq94mf3n99ci9DbnZ0Al58rpIbs4fiuMTR1Tciw6d2UVGnvjwSflWuoAOktv/Cvt/gGanMQuYdmY187F0ZSRcMsY4d1z7OPuIBU0LxsFfm8tWg/gaVJOUXHaAa9SFSlwlrvy104zXeK/B16yePFHNtIltuK0tGc6PlJTUVNTMDV+1WJcymXQrWNao9lTodBWVq0eunrqarG5vW2Cfe9HYxskTxzWNGKOqKA2TLmS4iaYFxenvoNIV8EuZqOsFzkR7TLCIPbGMs4X2EnXFxOPHYp+lejJmRKomJYJRkUplDk1xejtdxUSQdebBmMaz7Q4l2c6RzeAcjJKJMpyN6cCVTLIBGcjSc3g4ZUQBYJEBgcKdhN5X1kkukY3V5qFYZdVAZl8esjuCoXA20mR35LrCMXd+0mI3eWdFomNtgycvLtAHw2Ov3jDsVMvNDdJfn0XW224X5KPqwiGzGjpGR0uqj466deW8pnB85uoxa8Lji9dEJgTXpC4FY4a35EsWbemEgPxFrsE5xKJpmi5/gTjOYjbmRCNoRX2hNcdkcUbDpdFZCwumhPInRKom1Bab6qeserFt7rwFq645oK+ZEHcmA9XxUDRuCidGzumYMmHtnGG2tqkcN3YCq1Ut2lC4LjWvpEqfP65ofKlBV3uNSzcmf6rDyHcZdVqTw100yAG8oSTrj6A5+BHJgVUaH8vwymBWllVx6qBAgggDYzye3tsA6sjxvWL62N7MqC1lPIHNbyph70iH5Gb2DjCw3/rxx18Gk/k//njmYUWORKD8sVC+n9kktRh8KuNK4y1GYjQ6GIR4gcOqsNsLSpFDDPh9PpfTqfeJeq8YFRtE8rWINoudIhaDG83IrPI6o84GJ9kMSlaQE93Ijb3eqLfBSzZ7kTfox0YV9Suk2vceb9+rbECFAnVVwS7Aunhm/Hw6S5qK24+O3guAouQXAgYCAhUl41Q38lf5y0gEVbFj5//Z5OOQZX6nbsyyO8djn/yorNmUO3XKSL3sm4+u1UkzLq+7az6365i1wXes6aqpSSH9Fi47psqJlxwrLHPwxzJ5fP2nlT72MQ9J8zU2tw0bNBY9r9VY6NhNRidwakbP63U6s8ZiwkaNRSSsGpQNpGZMWDSZXGGnM19j8TFqhhcEgsHMosOL6DfoWMYSZDxql0nEBNQjXtDpNGpMNcvoZz3iseN0dRDYEh0CdDDTblAxM/qkksWZ3VAF0sQlg0m6+G1BG0cX02CS9Fsxz4IGiULySZRLF1SY2conx66aXIJCbe/JJ14OjODxxyMPj5wFS98TjYcbZ8GS/to4YcUDU5+WT++ejzJx71j/1wIBHlXFNDJTmLGSq7zcFmscwTHDR9qr44kKi2pEDP6YYTTVY1tTuJlu8ulQ4yu38XqFxTakP4v1xRTPBFiNwETokNNoeUUwlvUhUI2XDtsT/MEk3UsmKMOgceOYXeEBIKEEoGllUFEZDviFKkcVoqxC0ZHj7ITRVxRGA3eUDM1tnLaobsHbD7XUyW+gNVunrZkULp5xy+xFDy+uwuir778ZtnLLvMvk9OW+O9EjOaX5FnNkdJXsQPPHyekq1pofzzcFck1SVU/E7QnvKw+KXqeh+rr9d5LcV3+ITlw6uH7JxGii9eaLfvPIxNUz641PrO00XnXPb9BuISc/bHGUBmzLIx0dKOKtK8nR2DzWgpJMjtkEOh8H+zETYNwva6jw2Zmb4xJMjFpDAd/QA/KnvMKfKGPDIFoMnM2fGMyCwm8DDsi9YypsSF07Xv5y/LWphkKTfCLUfOXD+1Yg94p9D1/ZHBr93Itb77jEeeYZMs15yR1bX3xu9KIv/3Tk+assmzdbrnr+yJ++XES9f0DTKcDnPKDukVLAGi5gmIKCUg/O9Wl4Hafy6IK5HM5TqXNz2UhQj1lKmVToA4vvAQ4ONBmP9wAMKSLGo5SlI5v/fEMwE4S0GliwAWn4kfJ2yosjiJTIV8hH58EPbfnLpYuHSMlZazY9flGhuTdZWTd2jHnJTA/6yzH5e2Q8tvIbvLQwvGD+DUvunVudw69Ec83m6UPHzNRikulHGqcRoR1JJio5CgPRKFdRVhyOlLpsZkeuFfTboEqlDFsDKR6j1VUss3i8vAJZKTbZ/Mk4yI8ENafitowwgh0PgR4HvSRgooIENgaCNo+84t5x+M2ft9w/eWZt25NL3jHlm+D/ncVPLauVv5o26h1/IOB/p6Cu2IG3rN4yL4JOn5742U3L3n3qusB9bQh+bfcFrnvq3fZNXRXyDWgPIfIQtNo5MrUikxdQzc3l1zEFwBQGMSWSPSceDAZVFUGTzqIHbsCFggGWNgU0k/ehNfH3YxQafTXlFVyShy4OJAMmJdoRcyialQc0WV7IrHmB8vkMCEAYknPgCAWIvWHcyM8PHvz8kVz352Pqh1/c1rJ+Y2riuPb0AWR+LDJ0krTq3VNvvVA8dtqY0SW/f+cAeucdbtc776ADfxCLyh5sWfR8JPz62vlv1FQZPiCN8kq1LjVu6Kxi3Ci/wKmnNQ6fouboeCD5IXYGWiZYRUH7qbwWDVH8LYH+d3iq67gAC4sAgt9J7tfEnc4D4u+c7Pjc8Xmzcmfltea25vG5eW63otUaa9pAaPTm5FpzcnLzchl3TkGYKfBC365nDQWKVtvfvVOtS+gv15w0daFrd7AnHSh+0g+7krH0ZFib921ubkFbMSru9dBzwdZyVN7LFIgFUkFbwakCrsBd5f42J8faCmX2MpFWKLLX0IU+lLRtAhJ6ra7KbH5Mc18q3Zc63ZdyAQE4+8aJP6QypzLHDM3tgyV9OpI6KZ6mS31DPR3InaKWIvWtMik6K0JGNaEDXByg0+SHFJeqnQRQHCl7SmZMqMqaSXihzlN85LeaEVWjps8YW9lo/K3n2Tuf/O1bW296fOlhYjggP9P7zNaPP9ny3AcHLmluvoQu7NeB2toFK264rKHZd+MtPTt3vH/Vz4t57S/PPtH7h61PHzvSeflVVy277MorM3FPZ//X5DElX72EuV6atsX3lH+Hf0f+l74v/WDl5Ohy9E7nCP/Uovt8gg+H0SwgP7f9kGO95Vu3NjyLRw57QcEhn7pcjdXuMp/hIc+uBrwWb8AE38IM9kGnukp/s0TpwFTzydPtf07XZ3qO5kRCf51WwnhpEx3By6RSFlLlRpleEAzo7FAgG+0pOhYI0bkME5nUU354ySYy9uMbN+wOJ195F7VclFy2cHrHuANLLvJVoaaNiXBlYamvRM2jKxBqQqOQ56Xuh+ZOWPrUDRbNh9eXj/m+pviG+Udz0eHFTdWDKuqCsWaq9jBPMIzqXuAvasbO5DMhZJaGanEO/sn4DzuryuFBzRiVM8L/tOE1w37de4Z3zftsn2h1H/u/8mMM/SVUCJKwSWCFGMJWhLCAeYKwrws/tU2vd8NG0hutXrBqJZc3YbUGqL82JxTi1SqexzE6FRFQPiiVak0g0AEqVhfeIul8GkTzTDUb8lAenNguFhTQQTHb1dqE2IVvl9SF0ULoaCGmVs7qEurX8G1MWPwhko5FU7CJAbtuj0fbU3RN+7s9BVeYhvp4FLZKVLWvoR609psBWwFZX+bxsMnT6acUgbbCCUGCFROJzFASVpiUxa8kndBUrSzGKogcPA9lCfDZJ1A+HoKc8gfpd+Rv2U8+f/7FExdvven1j5E4ePAQqa5u2PC/4PfSSW7XmWryzs8jyYtnLiKu3cf6ti3rvOqv97S0XH313Lmr0luOKb7a/n/0f8b9jTvKmIFjVjC1zDPS8AcDzwRwbQA9m48qvVu8+D4PSnjQljxU5d7qxknXvS68xYmetaMHbajWhp6xoh1G9Joe7eIRc0u35bAFW4JdCL3aHUOx4mo6A12wRHML9Ux8nktyfSWopGZEcXFJ1YhSxy0GxJSIJbjEfwsH+kz6YAqUa4UfU/U61Semu4+n0sczEz//0w9ZMXUtKIk85oJ4jHXYhQQuCOSzFL/NNGZSYCZWAZi6EsGnl2kKD3Wf/u3gth3v9MgPzFv4IVqw/yBaMH/RvU/Lxx99Sv7TxMlb77z7sS3I+8Tf18/YlnoK4V2Tbuy8qGBpKvUF/sNB+dfzFx5+ecfvetDlb7+3bee7W1DwkSc23Pv4U/LxCRdtQfmo+de1IXk7KfHFHhln19ApIpmL+4+z17FN0Mcu5leScYRmkmay4WKRrdQuAsuiq//r7TYHDXD9KBVq9Qke0NS1iQ7IwQyjtm8yCmSTWstt4iWTJcG3WpCFt5izeGqmeKrLcTEMHSVXriO61/DtjBs4QSxaTzE0Fm2PRjIjt5QsKqpkAEeIROgwSpOS70yRjEkmmHiMsYQzYhoNWblNvqNp5Ylr++TPUOjbj1C59quO5ztXYYt8x6ofIi8sQtLf/4EGyyflr0ajolXXyEcpjTP976oYJSevEKRvHI2XyoQQsltClkoLqcFIyc0LFYYLe4MhazAkBjuCG4MkGPQHPIxRb9IKXWTrNp430Y2HcdONy6WlY3LUTLIkHouWxkrpkaEsai2LlsUqIsXlxbFiespcVG4tKi+KdYRROBwLhbUlEToKqKkC1Px4WbS4qLSsPFoYxK4G92Y39rjL3NjtDuQ+FUD3+xHnRwG/2saXCxsFbAJugwXBqL5Ej2boURMILiObu5s8zdgYNXn6ZZbi6WfUS5ZSTPJoKhVXUtDOHjV0H+4+1n24O5Ng0Z3ubuhGrmjcGU25xGM3O6nYEvfuRRcciIedlFuIn/XFon2Z6FBNDZhlN2eEHJMZ95rJYKv61ww24VwGmxoF4D8MZhzya7GK6VjysLx1+J89v34iJX/btPCq1nvvn7o49HHeTQ85/F2v3CEvP/PQZrIgnf77WPmZxu/ReFQUvWQBUt09TkLq/JtTCdvgipHX3TaiuiR5Q+EljU6Tq6hoBTviZ5H77syTb79NZsle4EVfKzpkChSwq1g6G2pEUgtsCLCWw1Qnf4XjVDyhcx8wdIB+g0LfoOx+RAdGFaGkP6kMwidXnfkanZFL0BGUe/KpP6LXQZ+b1f8ufxv3PpSpZypRWLJN0yzSXKIj0wqnVeDGwsYKvMKHyrr6v6MM2kdpyEq/faRt1SJtr0Zv1Wj0eh1CVEfJUWH2JPdnFTIkjEaTNz/U5kd+v8lb5nqPxvJ21ibt9oT3ZIjeGzedTOg1WrVeV27QaBnkjLpcef7e/CJjr0Hy5SeiBrTHgE7RSQ0aDJ8bcKsBgXbzvmQoV3SivAJKp73lmU+EGRLlS6rboIN6URd+VNKUK1NVEba5Cgj1hz4qStJUAxLTdOzz8ghIb0CdkwNowNBc4DQ9FelTvETLM84ic03D6b4asS+rDmVm4IlE2imuBEy8kByMquIWqgBlMIaSdpU9m60TzgYEacBQyIYNQ+i7N2evbLnB+WsCKLFZ/kOXOOeymjLPIMfsPP2kycZtroqxN64cO8qWF71l8vSb1jyMP8ZoiP+hnIW1P8k8/vlL69KlkWrj3bjI5Bg6172oZPjguklBf1luxbp5I0evVmxeVxaeBPSiJrRMyo85Ha5EhdPmSpAkmsYsYi7BZJpnWhg3ehrDeIWdfl9OAa6dAtcCwMUoo1QSsL1I08kohVfB4Pr6OjrNZd36mpODEcGILeY4webMbaMeFcFWYHxPlwGyTldsO5kLD+0UThbrGaRuUj5I7/YlmmgtpKYJTbgp2lqFqnqHDh1fhtrKAL/QZVJ9tK63vmBttDOKo8NHERxiKUhRadQQNRotjl5nEdfLKrjBoj0sot+gwQ304zStLGIV3Ai1+ZCv11LQqkbqXpoB8SqgRmjJ6P8Cf8XpJ/7QfrqPDpCvF/tS5ppUJPJfUIKmj0dq6KxH/4IV8CD3/4QONn+lkoswcI9/4A5eQH/736GIXJ1+XFcc37jc4V0wR/OGFxnWjx/V6rp8kL3y32JMQ+15GEPKHp05aFT7xbmh8MQrxP8j1c+8ZJ57armN4RS+sCbLF/zU6kGW1xhT/3dSgdGUEFyjTCNtRGWgm5E5o7wzTFNtU3NmeCnr+IdL56QxaCvg1L/lE84BPuE0nCpABQvj8bwThahwoUVhIqdKUenCvAxvcPsU3mCwt4pI7M3vwv4dxW12ZAfgYr+kz/ACyYdaAe5d6L1XFSPJPcAU3Euq/h1TqASVPsMUwAyiM5coI5tOp1Nn8wayLIEaSVTJT9X8W0YAKmXkQj5AskYRgDBrDoEAsVJcCOST87RMYAOpVdPvtGbYwLZ5d6y78pHWax+56VdPvTdr5sxZxoZotL62Il5HyX+o7yHH0mpK/r88Fr10yvLFrS2VFesuXb9u4XX7R44eJV8XramsiFZV0XyiIoDZWoX2g0wNM4RpRte8Bie/k8IAs6aixlI8qmo6My1nmn9G0dTSqfEZVSpVqDGn0T+qaGTpyDjvyXKCcgq+AOxcwAnYABC81eGiALALVo/4nj5D8Hq9SzgZoMBzWE+6KG8IlZ+qR/ULx4xJnpCQtDBCr+WeGoFGLExShmCMiqKjLRfl9poLWsFC6FVGuDqAtH0+9JIPnfB958PlvsM+3KYA9n3Jwdp7HZT+V44jOFZdHiprBYzpraUYMZQykN7BCkY0tQ1FQ3ulatRajaoVjGhCTb2xLCuILRn/H6EOhwoPUBiEwi0oi/gXPPhPbOECXpCiqHGWE2QNv6pYlsgvQBD0v0WZ04+RhY/+/Psu45x4XXW5r9Zxy6SL1duKv1tx35ybn1933RPs8rl3XH/9xpZrn+i44bn3ZsJPbCiP1tWWJ+qAEaSBEQyKUk4wHtjAxyvGz6otX7v49tVyAcWpK6dSnLps3eola9/+Z5wqP4tTHiYG9stIdBkda3pUqgf8EAthlS8azQm9kXOOsI7KHxkaWTKqfIp1Rv7U0NSSGeW6pvzGEL4Aj4wGllNmZnUVJTjOIOgWSvYJdkxVhO2DhyeUtB9dXlHCbrecEpCwkIoSKW8DyPuTIkUuQKAi76kkSi4cPrzsRA2qWVhA77CeGowGLyzTe4swYSMVraB79MYpUuja6lBdr1SBWitQBeDEjkgbKLG9VXDt1dYhaEhvhL7RC/gRWdKkiBwXK1qsBtZsBIQzmxUMdVFkYo1GdmWjeDpGuX+KOhMz6UQgRs4TMe3KTmYw8j/hDmBPe+YEIEk6Y65u0+lAs5tBXcyReDR+HiIpeSvnoxFFHxp5F875W/7X+APiBPDn6Jv6+bFBV42s/PVM9L68z1RetuKRRzetfZy9BLBn3YaWa59cew57yhQmRLHnj+Ki4fUrKy1o06PTjHddvuDZq+XIf0UcjomexRsR7JUSpor5UYpwhjAeZR3pHOkZlT/DOtU51TMjX9NkbXReiCGEfnwSQGoTQE6gHNMpgNfCZNJ3IoIiC+0ZKQGcfqGPMhMGCawpB2CeF1B0wiDlCaVtLuTqLVJ4QrwNJEqvFECtARRQeEIcxXvzlM/bAdDzltTMB+kigpYkCm1UWul0gsCurKZwBkUaGETkX4RFBr7/LCn6KJT7ak5eICfaUxSEXNJv43EeClSaG9D/BmgUZm9TmP0i4PEdT3SRWxt9RJx7xw3X3dNy7eM3djz/3sWzslC6LFkFQHr2kWuWyE9udDyPCqaEzoyuWDTpyraZM2trr1t00+rLr+4ZPWq03BEH8CysU+Y9SvR/zXrYwWYeTczMVcQ8IrxElgK0zDsMeoGh035Ee471QBPLK1DcgARlKG+gDIVB3qG/jK2rH8vX/bTvktnjrt81b9pbZOnVLa0Llh7YeG95afCBjM/7QXkSuYSrgzIZC5WRHuSwKb5qKO3Bu+4PlkXv3Xhg6YKWlhXk0Zvemjpv1/XNsxf9PJh7a8ygun+uE2E1ol6lOa9OtDQoKFBJU1KgWrzlbBk/7ePrxtbXkaXwktJy5SWtLVf/c50cSSjCFDcpfjoBWvbgipYWpQnRsuD9Im0h99bPgxfNboYWTn0rO6cT8yjU6XImh3FLOqfZYEQMa1NxGhUTPbZXPOaoObYX6jZQsbMdVhXnBX8oDF0gvDR7x7oJI1b//NXqERPW7ZidOeJcyhHOLY3cven52257ftPdkdKSu+6lu/feBe99QJ5CFnE74b0MGujIsxUPJ+2OjCKC/gee2vTc7bc/t+muElqWsns3t3P2TnjNmp+/XDN8/Lqds+Fo/PA1nHsNvHSn4k99IL0pW76X0W3P9RoZJhqN9lDY/5e3AU78hzfKn+GedPy/vvfHR+YqfYoWMwy/hO2nX4JDymQdaPF89pGf+9n+XxbMh7ZvAEFUznUz+Uy15C12BfNwziy1aDKbGWQxfyuaWgvymW+BgwQWXU2nu6LDPOmKidbT0Z404pPyB0yJqsxcf6Bi04En4VC4DNMonMDbUOqgoGt88MSaVZ8+2aRjezi12zLngQkTNs8L8wRPk0eu3rJ53uzHX7m16of0M3j2h7WXjIhfMqzpittnx7vpTN/MfexUTszO09ci1alVHMsyWo3As3qsbVCNV2FVlUb9okAnUsZsFc+9SBqU+buqcGbSUuzWMy4dna5LmXCUiabqm9OpemhGdqWMKIB/OiOc34SyyxQW/dKfWVg9InJaHqGsh9O1AtdHGIatZq9nWPoNlbhJjUxBP6wfQT3o4Jkd+Cf5BvlGfA0W0j+l10/EAnpOnqLg+RS0kp3KxgAmQyQjuoHL1pyOM2O78NRtHMd04d9sQ0iZwUCtExN4HJ+ZbixSLwIEqKOcVvwkdL9f8btOk2UWpRFaiXfJ/fAOnJ9Ok8P8AcYOBwCRs1ItnJl8DACDt9+1vX1YYzzoyTFHHSaDhhXSacHy6fEhJYUJo2aUTmXxL1ZwiEun8fZsWcoIomyEwqFkwFATC+dnyirw5prLMmXxB37sy5Qlapp0gs2nlNX/P9jO/RbvoxmECHgL99ufC7mj2N5J33MgfQ9eKTQp14B3oAOd6XvUr/4whrZnTfoe7i14juKxjY7e4N5KL+nE+zp/Wc3FaLnpe0hJ9roy4ShenV5KhnVC0T8fpM/De9+CsrlM2X4bXtOJ74WTsV9Wd2bqRUqy1+nzcVJy5g28iT7P3jDwfrguDDzvNyklpJfQOkIZv6zOtI/WY+A+pSATrQmUlL6HvQHKos3J3Kf0g5B5ny1bY+4obZW9M1PcQH9ly8sUp/QZrdm9St3OvVe5T3vuvoEylXszxdLbadG4/3/QdO635AaFrjJPnIWGApEjneneTgajbmjPtwpMBloOC6mnVzPAUQCU7R8oT620OzsnEF5DhqeXZDqJ+66zp/MMlT20TAWWA/cqU0GibhbLRZ09cC0GVWSv/OV2JvN+pZ6c0jJlYlrFJW7DbZ0sOvMiuq4T36SULt94po69snMABtm6+LMOumxPKDiBpkNVfhbPwuubbF0sAzPVoj1ILmIRrQzA7OeDSi/jzL1n66JAN4NrpO7Mi0B+vXIxvgm6hRsCpRNAzdsVGOI10NcUd9RncceWxb//y9p7ADZ1JI3ju6+qF6tZsi1LliVXWbLk3iTb2BhTjW3ANgYCxPTeewslgUDo6aReyiUQSiBACgHSY5JcSC7NpF4glyPJXTpYz//dfZItG3K/fP/vsyzpSXpv3+zM7OzM7hSMHPTjD53FCCIy1k6F+ZTAjj0iCMVPXxXQCfDvIr+KREe4wTQkPCuPYBLPGlo/NYsefrWLyoDvh5Yd4GuuvHCA3IKZH+YpOIrwaDR+wvxOuIXgh34pwn/0P3vOFSGi/3m1C76PTgqzFBohQOQpcq4Ijx8jiPQ3ly4+cLWLHi7cdCC0DIGjOQCX0y9d3XIgalzJo3HTPbYi44vgBzGPyA/iOOy5IsKT8O9CWpgvCZuLsoPuvoZGvVCLV+nIlWGcnSK4DS2lNqDrCVOz5cx8dM8rLyCGIjzbPa7D4ytFxIXIVbshQVsEb+imYV7phlPXjTqRtwjyugVCGM7ua6LgJFxmjnAZ4vHQMvh+mM3E0YfQSL+EUEqYjRLlABnXYUgj0kUc253PRmQMGeC4cz2yKAKpIWoUsB+IgxKB2j0qw7CG7yPCGr6T1mEnOBXvdlUgoMLlGLPiHa9uCaM0IoO6cRSWWhE5RKRWWBTRL3UWY3EUJQ/l0fwoykSCVDxGwjyJBgndfQ+WZPkNXwO770TNxAg9QNeHlqJLu2+HoQzfMkq26qLHSzerdkuWsJwlsjbMChG+7d1GFDf0wnW4A90Ij3TjQGTIA6a7HdwfLTBhiPCIF8eZSAFRPtLfktEfQliPsAyViWQljdpFfSPjj9ADQxmWm9QM0jaZm7WRuXkG83E3j8zo/RuC8qOovqHfcGJfE/4hPG/j36j3on6j/tUzp7/fPS6x9NJS73f/aAVtgiTcppifWReueEsyBAAP8COrtxgEQCXoDwYida8ejAQtYCyYACaBaWAWmAcWIcvIb3A4w0826pj/E9+b/hfnt61YAf+Dnj+uWBHS4/fly/Hn31esEJToqVqxgrmA35cvx59/7zn79+t++wdt/N7zLV+zAv8tj3pdsRz/rfgT3yO+Kun65/8BvpeBVWAd2Ag2I6tiJ9gL7gL7wIPgEfBXcAAcBsfASfACOANeAW+At8C74O/gY/Ap+BJcBN+C70Va5V/nyf4ffB+hzx+d77zO+fj7lOs8+T9ox/Q/PH/S8uW/o39Cxivk+MrD5EP4Mzm4uu+as67e2+eUJELT67SFGaP7tM44xHTjxd/E25DjFdfccsWfOCfMbtFMdO2xyGjLo9jtf38+nnuyurpCW9j3Ea+WgnJQBQaAwaAO2YlNoBXcAG4EU8AMMAcsAEvACrAGrAc3g1vBdrAb3IHstfvBw+Ax8CQ4CJ4Gx8Fz4EXwEngNtIN3wHvgQ9ABPgf/AN+Ay+DfWCI5DP7oJxazxL8u+uk3XO/pMDiv870JNZLS58lf5zwWfZ/f9zv0tKMnn9vTti4Xu7/3fl6vvT97Hvt+BP1X0qKwv3yF+I9YL6nnU2+G+L37h87bV3Sfg86HC9FJmBGXr4hqKPpT3+/Yvwm3LBduWSG+LocLVqA2ul97/n5fcf0PPUz0+x+cjJq93unRX0fxHLLXd6CJt4LGtasATiW2g36qcxh+4jWAnt94YDjG0Ni7C1lKnnZPO8Qv2V58CV5XIJcNomPJ1RM7L9GxeC1gNNxNLaOPdM+By0Kf00dCn1O4FGbPb6I1qWVRU/gM+K6wBG4UzxskLCF5h2Ep30W9gNvBmg3f9RukXhBWEpvCCwD3LLsZ++TYpegj9TL1Mrv5ygL8m63rc+4N9mbir0NBG/vXK43szaHMUCa+Dv32LDtd/I17NlQUKmKnX1mAWup1HdRC7g182ZVR1HmMk0PgZsZBXyF5UwDE2c31gPjplEFTkgoawsuwWZCaOuv8QkE4ekwQFp6f1bp//Pt79743fj99Ze75ueg7SB2b9+7cQWOeGrP3/ff3ojegAW2gmWlhhiCMqNEMlYhmJw+amQJoVhqKZqSxaDaahWaiVeDV4ITJ04c1NIwetXh5Qcns+amZ4yYmD6pRSPoFGSBBj3hbcklmcnJmCT0qPser12hi44fULpw7d3xbdcXKpXm+mVNjjMNHUFxR2Qj0SBrTbLU0L53a3Dx1Kd2WJFOlZ2W5ktqA50J7IY6dxytIHo9H83Y7jndBhxocUN/rSc5DPEHeNefE8/ucfM352V6oxyH2fl9K+F0XfjeF3yO/830+933v+3vfz84+7UfuR5/35uR4d+GXX/3Z/uxkfCTkYyfqJ/3Z2X5qOH4NWfAX1Lruc0P7vTk+HzkZvop/E0bj11/xybvwEb0HvXjRJ+Hvfn/2p+gD3IsORuDGlqEX+JzPkxuqQUe7vd4cyhY+SeDRwSV82Yc53pwsdCCuHffwXB+Oo6bN7OGx3pyFeXU1Gr8N9HlSRxdgowBGfHFzc1yr6fOCsWHhovqGhQvp852Z1JGFDfWL8EfiD5KOrn2SwTaQFnFi+GrM39gfDfM3TyAR18vKYDqzLvTC7HcXopsfhdTCd2e1HBj/3t7b3xtPFH0M2ryjGLSj884jpj8wbu977+0dd2CM6JM7GG6gNtGnkW6GdX5f995GnikKXjht0V8eWbjokb8sHrV02ciRy5bRpx9ZtPDRR9FXg8hn9AQsvL3rZm4ncxNpy4HGDzZwNcBuA1rySudg3Im9gD2rfUY26phsm4W9lbmdwmbhN/S4BS6EEvRYMFp48YsvhBdh4IsvYCBU7Emye732JA/8JnIU2l029I47hgR8O28Yv4Pi0LWb4QJ0pRQuQG39iq5CLXyOW4A3ildErvQItybfdlvy2IkTiQ8ofAb15XBUX3r1hM1xdbtWO6OOIV64zMsndQS4w32h7/z0egD7doy/YacvMOSOO4b2BXh9FHj4XXgbgTcWgYnopumy89VcYxjLfq0VmtADB72RzK2QhyqIYwuyYAp6oFdkwpXBfPTAr1GUoDcMats3CiblCF8MsLooOEw4qFsOEwqFf4zfMW3Q7DuGCR/5YUJFP7nwFBwmragSvvLC5BvvGU0lC++ePy+ch5nnz0M31ygc4AP9YXyu8MXY2nGtVc/dK3T4oKWmUCEcgHXqslLhn35obXhoatXUfQ0wsVD4urpUEjqGLhfOo2behW6RH38SBrBy9ktgRhK4exUPm59JJJJCLGqhB3Sv8UDHwzeE3GIhB7456eftm3+7edPvtwifX174+UqoO30G6lZ+DtuFmcXCAHisGO5Yd3XLpiu3bP590zvCO/T5JV8sPSNchrozS79Ygu4/S7jCbuQaSD4qAE06nob4hpghMQDojiYpxNHyUbdnTiU/WLhVuHPX7bf8jm8N/R8PGQUnhy7G2qJA4Bo0oTY1VRUCA4Xtm37fjAD4EPriaFr4NTd0tBcYSO4UISbkmLdAEvpghUx4XKbgVMT2fF9eStifPx9RE8kiu2U6NNSuHj1kVTYc+PDNfOdFyTNvMO71Dc1r7O7XvQMqmbemP351Q9W41Te07nxygtTp/Pt7Y8eubRlQPPwvefVr0f2w44AE3Q+JvTSYn0dCOFJ6ggZMuPPh/U/iFhUBCIEEEdMxtZ1PSR7Oq5sESw+0zH9g15iSSenmexcuvL+qQRuXNHHn/XMC67MdOUzT6LL7kxxJ/ldnaazL5z6wcP4+f3X/tLn33jujaXwqK7ln/uIHS/3OUfuOl6YlEvkb6LrErEFwxSP4cDxsShgQdM9uOPC2AzU+cd7DS+Kz0nbNmFlX6rKX1M+YvmfUyocGFscufOuj+zKqF5TM2jOkaN6c4mG7JzWfufet9VNI+8GuS/T7qH0t+oBHD26MZDvE3l+UtGntntG1j24aHuepW2y558Z9C5m39j756qQhnx29Ladq8T7Hi/Peu5e04+z6mP6YrQdWPBp9xOs0ATpIGEwG1OqjMAm/dj2RP7TEnTOhsGBAU3zw7tEzVt2+bMg4tl6lL0y/o21SRr+xZlvnc0s21i2bOGVbljgPNXatZn3s96R9Z3R7RpOW7dU+ZaTjA3vHzlh759LU0qrQk903YH797eoTy1cOXzFh4nZVAnX+eOezSzYOWzYhfA8KeLuy6L+F8wS/G1wby8APGDgp5lgM9YwZxibADxKgURejVplU5gSrQhmrtMQnymVxMsiwEimQgjiZWgolUimviTWplEper9ZADU/HJ+hoxmI20i9ACGNNcTQOTgyCcQAXiT+FNC47TgrMyhVq+gASlCqpktbI4CwZlHla55j8HXNMvnaTT/N+q8kXPgaesx5cNh1vLIt5pNCBZsUfpkbA5V5a58wlApFFTz43nzz9Wid65ht4bT6LfqD/9uoI4c4Rr6K/EbANvwtfCHfC+5qE49B2n7AfZjQ92gS/wy/9hc/ug6OFN9CxENO0Gn53nxBD6IT4iHmY3Q8MoH9QYzCptDqF2sbSvJRiKd0zsPMQq5Cit6CcU2tYVkbpnVAiuv+e6sCJy0KnoOfUKZzVmLy+TMpydce9RRYHDXbm4au/bUF/MBU2CY/gJ/UZfPnEiRPwhFCN3t5CsCAtmXIgeupAVdCl0amg1sVzUjmDM5Oc4j/jGV6uuqSVxEDmEh8TQysALQOBgFicQYOhgZ7WHljEDMhRsGB71E85FgkXF6M/aMYZj18SiuFLJ0+ehGeFkpMnEQwcwscZgo+SYILBpFbp5DaKZSSUXKFjtJRawlOUFPRgocN3VtNx1t/uQ2i4gBNuoxcRCRzvyCnG1gpSEPx4htXamTOdVCm1+qAKpkr7yVdT+40x1PvUUWakQDWGGkdepYQ9eD04hGD4DeFBj2R6WdBotcYbUkBqIh9vU+KAFxnvtMsSEVGOxSvjnCpKSgKFcf8v4JCLdnRwSkOSEmCtGQsbkgm1OyONkRVHOSGMuHHJ/PbkkEFt7S8KH9x+O/wYKutvGzpAeKt5UN6+bZAXfn9grXdSlp3+9eriPI0h9Hf6thNwttG1dM59g6eqZItPzJTqKnEWtT1CHfssgtsJfGBesAomg2QbDfU0DWNpXB6MtkuNADIIy64UW6I3kUrM0WqkmTabyWuiTG6nnU6GUinMcMZSGtVWrU4NAUlHgrMQXCbh9oUk8jd06k08vC6/3NpKXPjFRDIY6d2JX/XRdXz+SxJY9tmeDK8Sw0izO3t2/edV6X+Y6jWcyfXVeXE10h+s20b+k73jj1K6MmCAMIPJYt9EOk8uKANV4KvgLFc5HFkIaSf0sjDflSGrCuj0iTapjS8qzPEn2W0Su2SJ1KaXSm24ygE1xA5L7VCNfdxBRv/YrWbVk1K4TQqTcZ16hCtb5W2VVKVdZbPDQGF+js5rjrXGZsVS3lhvbJFfb8AxVPKkxAR+Q9WeKqqqCMfWylheLpHiKnufnCK5HVrFDA/EAmslwcftPl8ADSbsf4ZdjjXnL2te9vnIsYhrjZisJ5K0B8ZqQj7fKRLgkwZJZSqedujE1AV5AQopnBHvZJ2fDie5Nmj1OGYZTdt8nikXXYBUgzwnqXFlYrKEfyrUEmrlXVP2TW8qHftQzV5HhWZovaXLs2TKyaTYmfvmpVumOwzxwruW9LS49KEN5bNi5MInekV+ojU3jluqEdbBDfqipk3PD3VY+R+KBmY91r8Mwm1Cq0yZ0xK8jeeFZ6TSRbdQ0+IrHLcrvipQxQjvsEOKncMkElepz0X2ZdqFGfTniH64RuSR4KhnrPBOK3w1Dr4JP4HUSQgfh/AuCEdCyEH4CnETU1rjzBaFRQaRHi6XL1FY9AqFxWqBUgu0WBIUCoM+xsWxsSSzSAKwwAQrHRNHaiwYTWYDJ1ewEIdYHFHKOAmODSeEQWQ61V6IMwwWBoiIe9MXaj9FUoESeuBiuFFpdaLCq6SwexSEyRHJzKGDSBbSn4dOqYpIbo4S//F9n8XKpTg3x+cvC+8sZtk3r+Z44j5K1wgLYIerPHc7fIvk5oB/CS39RZzj9win2AfQeFeD4cFYygZUNnkODdGQp2itjLOJCaVw+lOjRu68jX2KPcXSLMsppJTKSXMSCDyBty+TpPatl6HmFzSuNefHtraeCnVcJsIbi+/Iw88+8MvjoWeFD2Aq1Q+mLhZOwSC1JrSKPRF6gSq/WoLh2SFcYl4h+kBtMJE3mUxUnh5SrjjaZUnQqVzZGgg0Go1NQ2t0MoxlNI8CCzo4rIZ4Jjl36nIgcNmPMEwgudxBItYIHL3LH2hFN3utn3nly4cYZX5q2Z1+C643uem5N5r7zRQuwVgqe1XcmGTLpur1oX8hEP+xb/W474X5xDfsFMmLqgbTgkV6JaTQv1pJM7RNpdSrVEpGwbIKuYyVyW0KVq9gFQqVVmbjlTKGZdBcqKA4lRMnGA2cu0zSfJoK0TjVvOnzbMzQwBc3MqQycncOptiOdrEQKeoE5Ans0C6FfvbMLzcLM34g2ByBU3zCv9xHMPrUz0IVgncBtTn0UmgRgvdmhNMJBN57gqMMSnijEhqVMFUOdUrsDqSVIfBVMsS4MlbuwhArWNwbV3dvFAqrCmpUUKVlXdk8BLyGt/E0L1PiDskVnBRwODXfIZEEqFMBsVOtrahbrXN8HqQmhbuD3yKdRCKH9G1OOI1e3x4yE74cJvy8jlQBHQCbhd2Q2ogJAztuFp5gT3T+AhcKy4VywsdG4RTzHOqjHAwKuttkC2UbZHQBC2Usw9qkMr1UJpVSXjm0y6FcyXGMlHVKKEbmBBQiQzuem3xiJFRra7vfszES0txK1A+y7QztzHO/dA6lqVAjk93ZQVdgXEM5fey3rzsd4lhKErBe70J4Hha0pbIQMYHCxbB6hmHlcgqn67apabVWImHkLAnHknEKhiAOUDICBoYjAkh7JLuamPoXb4lyDgJJnt9Ov/9lyEMljk8UbqZnhj5eEA8PY8x8TE3mvnkltJ0nunVTVxe7kn0XwRMPxgdLkEhLlUKLFKZx0MLBOBYqVcBGebFXq9WUEuShmk/kPTwt4bU6t1ytVsppTZybYvAiY8DnwVO4H3szIwjHtJIYxtazpDaxKKnSYC7nwMsV+ThAJd8PtVHl6NiVwgd33iY8Jtz07GnY8u2jawqED7bteG/OjTfOeXtJkgOuhfVwTPv50tKr9fQaz54Nn7y7ZivG6XahnjMjuppBMOjQxSBdn+JZWmYDAOn0rM7gjNGoAS2hGSlS6iBDEgoE/DGmQqxxoGGF3W3Rp3O+bK8UioG96B0ZL2hCS8kXsyaznNAhfClcQLbwSSiDPHzWPmhZ0+J5rvJgpcXArL26Ej8Rw8XSl37/pWFtU1byWU2ytQbjmAnnSOaBDDQFs2Q0sqCljI3l9CzHspREykMptAFej9e9pRTtlEkkUo6XsAxEVwd8PozTQoxbMTZxYyQSMeoYr7vjB7TTcZCBFaup2iWwKPSS8Er66y+zJ3CmtCvV9MLQZ0h+E1++rovsafYkoXtO0MKnmExWJaV1qYBW51Qp5VJNnBNTleqhKmF/MfnFZXw7Q54fU5Ln7Em4gJ42nF4aC9B7YOqdt6EZc/mzp4WHMSFhajch2RNJDmGl8KTwACYl82Tnqm5Sino5a2PKQAyYE6z8EOk+coXcJZPqZdJdMmhHSrEiBdtiCpWLk+jx3NLC3cVRUs7MDeBo7m0FVHCQRp3gkXDlJDizyNnAWU+A6DoIe60dra2xb/o2ihkJzRr0UQzshDhzV7igE+1AXKAjegxrW12VXuRQJ/0UEhpgCqQ2V8fXrt5Cn30nPRA3IrSTcYXccP0Z90IMO6KeZD8aS0YkQ0fewUNejf7RgJbweomE381BLkYTI5IdAlYjuQt3B6n6cpleLpNLVJCXQpVUIrUpVXqlSilBSkIMMNAahVytopQcL0V8gebSs+fPhl8ivYrtCHeo1dwR6Q6Sm+aOnq5GZorW7n5i8YnYRdfdV8n+1Y1pLW6hS3hZ+ARx+wvCA9DTARXYnf4+e+3YW7awQ9/JOdwJmZqrzyBO19LfdwLq8LYxS0S68U5Et1jwTfC2C1L4mhRmSuF7WviyFolrKNXGaAkZZVIjoh/618foIyTczsEcDqZyuLA6lxwD5TFxMVSMTKFSq1xKhV6p8CihmUxDSvXf5PCMHCbL4RsaKNeoNS6ZXC+TM2q9mpKoZYj2emDiY1RKrYZTSxDzyOIRkoGn9XpYax/TGsFbq8gLEWaIxR/M+IsobonCIf6L4hc0YyBMxuF/gkneSbhGmfyq8J9jR4Tvhaeg9pVjUH1walZOhHtMraE91F/RROEK1VDPhGrg1HvqF4rrHanILmxGuDSARHAiOB1NwgzLSoxarUFnTYjXx9NINlAUOnBJKL2E0khsEuozCXxR8o6ECkpuk1DZCKn4S4keIv3bBaAewHMAlgCYjtVXM86Fw1nNrI7WozFOxZslSh5SMgOiIs4KGUAICmc9w/s1CFUEE2HciIhCU7H4eaMqUvQOvUGcehDnSfMjgS+FDppPye8JfTboeR0ka9RiWttmoTz0weS8GxO0/QZvWl5ZfGY6tAoPpFjL5JYxjOvqRxTrvtld5/FM6z+0qmz8UwOE96h/n0/MKTHaBrmIXorwRBG5aguqgZRDKinvhJBmKaw44QUDZEUiFe9cxG0YWeZURLeMKJWonU0A0H40J/PAE9TidlzZuBqphrbRNM2hufcoogrLUbLuRonmGNUs7RdmEhVkB3xeqGBcwjJMxyFdl9jpiI5JwA0GBuNr3LDQDfON/Y0UsDsyXCakUNl1KmCCJvVJaj5QgRSko1p5UyaOvsax61jneBvf7twFNElpQhfE3ArY2LcnhTPG5fl5LpwpTksqBJMUc2x3Xa88dvqGR4R7/jrjlhs2b118MVDrsuaXzlaZ6/rP2fV1UZ7waVLGoEIF9RnlPv9QuyNj9n2fCnes/c3U1L951YQZTvj+tuCC3KwdG5Y3jRwyYZxmkTB0IuHRctS321Df3CAPtAXjDMDuRoZ9llyWhR4FeS57PHAPyxqXRWVhxdvlSvdhHcbGp2MrSBWLNF+NhkHMSRlisQGELNCOcz7NZWL/X249h6dlX4y4V6jB0fa4uIGVJmnOTGKeLLwKbEMo0OSLrtkGsahvXr4uosMzOkZtjNeYkmJV9MvSjP6Tqt21RemK3D1zhW/XT7nllne/21RVFgrS5cHxFc0mDV1SMmJ0STF0uLIT5FZvwO6pmFPvMdjT9HmVT2/vgJLde+4Z8t2Dy/tX9a+D8UsDwcqK+cRf7uuuS9Qe9j2QgGZSGY7iiDW4eGLgHYsF8XKjTKXAnVdrYVSmRZzf7U3fm0jnCKsYZhhd2RkXZCPpOC2kcGCs1NhIFi2+K4gTrpKKggk/Z+0ZCZGavs4SkP5gPdT48tXfcAFBMV/Z8K5LzJ1kHnUBH9KLjAZ3QoobPXQye2Jijs4OzOkJBi+GSyXHOVgOcjypierzXWiP6ERh/ONN/TBrmSJZq7OgU28Kf2WKJAlFcrxn02l4VdXKVXf/+847777rXzvWr78Z2sphQVFdXWEuWzawdubMgQPhmBynM8fnSsumkrasW1dVdc9dP/x7370VFcJju+oHFhQV5gyq33F3A/oT5jtzcpwun4/oCAPCuQvkoDSokkIX0tWVcjnD84wUMxvPy1jcL1omI2kMuEhKDZLIQBvJSyx6KuSGHwPozEhCg9APWPh89fDnfwdU1xfCNFhGz0QYRSweVAGDUgF1NDQo1QqZGmcB9XkwvhApSfJ4vPhGluJ6NEetH5Y9/7xEW+ofljvEbtUWqrnnqeef6syfndHkshke4NK1TdSTxKeB+hf1DZJnHEgLqhmaZjns9Yw0REBTYnJKfzuWxn6/X5Sy7VhhdUB/HKS+Eb78q/DpKweeQjLNR50TTPAbgqtaoY7k1ixB+lRRfjrweL28I9GVwptSYmMVGp4vS0zRwBQANB6316cGEDIKRVy6KTbWEefQM87CdGmcU0+TvJiXtWLiy0gCzABZDsWpMC6TwFVyhM5B4j8Gq/w6J9l3JJsNorTC6S0ZUkozrPQzZMOYcUQt43nIwpKrFtos+zZu2146KOf4d+M2rvr+MaiHJl74QLdixZoBnswC+NRbC7Z0gTOt/qKR+XWjdo4M5gXvyhzgStoNO+K3b1pSlzMgLiareMSS/bPPtP3ndeWcCblJhTlOT9uM5zav/GTa4opRp+ekJze0FxUaE9aE7cM6djzJd1gVTNbp9TwFKRvH440cDibRNIS80ybRqZx6s5qjnIguJMlat2WIkSLqCog+iL/8YavQyvq7U/zh/TrGYYyYiBVL5s2aPbckqSw2Pna1w+2aWTXp8Z3rVq+rjViNsoqm8cPz4rQ68w/J8bEpwXGzxgWJ/AU+agr9E/GVaQwW1IBRYDKga5hRzGSGZhAdeSBloZcP8hSfz3i5IEdx+SyFi2RQdD7wUkGKovIhQMK243Kr5gJ5g55TmgskQzBobXWG61JQU0IfUKn4eeVVaH71VfxC9JSuevoo2E9ycPLAFJQCyDGAQSYWCFzoeBN62i9gwYFrG6FRsX/Bgld37qSPUoxwYiO69ln6KlwevtYfjIunUYchDU4xiMoI7VyQoeApQLM8aq39bZ8Fc5ql423fHHQ0Zw7m+xTIo3bhcmFnPZzx9caN7GRh53A4Y+dODJsgMGMh1QMbT7OQQdohaq0Dj9c3O85h2HL92De5cuPGF0KdFMOm7BQeXkDs9O7rWRBzFOkCCBJ8KfZnwT4qWGT4IRXqhNsWMGMXfB2OUaRD9GR+IZAifUTJS2gp5GiphEMmJ/Ccbfe3+/F928nQgOL2MfRDerLw6a3Cp3BwFmxgOwQb/MwF5wlbrmkPCQKAesGxqA/ICkCtncXQdLxJ2sNiQPTSRu09kYXMPfut0M7OEbbAeS74mUBqOTxDPwIv8e2oT1KQHNRQCN9A6uJpmucLpKh/iGJIROJMWT6PCCXtoHNJcUl4qWbfAOiVYyWH+1Cogc/8dPUjaBb11Ui7tNguj4xXZJJJgYtC3FAAEI+RKYWUaor0HpmquTq/DnbgFuXC2wP21XBHoPnqRz/BZ4SacLtwF7xEaCgFzqC2V7uggCLZXf9Mw8z90Q1D4SFE2xyS3ywhqJAgpqUYjsbViBCFT104hYyecxrMuzDsP4iTfH2/4NgC6ja26uuvv4YtuA3UUA46Im1IeWSqsTSy2PF2UcepDtTGBZzBlGwQhf0NYU5oNmrke9iC2iD9W9z1NfwJyWYDyABxQWSwZhiNBrtNakA9DhduR2PIm63zWSmc/9ORKyb+TNH2/WLxsM1txWVTbhnoKsuINbtLk/t+Zt8tnrC2/8B14wpOUAmekqTk0qx4KnTndb5EcE1EbLmQPQ20OFNnUC6XOWJitAnxWrwY0O7pActKk6ykuWJaRW3vjxMLJ9ZmuAdNyMvLycmLPmZPU5m1E/KLJgxIh4+wBe6sfFYoueYrzP+LqffhZYIf5RG5DFnCZPB6s6EK3clKmQyRHKnwsqMk02zKKHHVbpxUWjTx5iGsgrJ6K1zJ5dmJ1CvFk7YMG7R5SgC3OZFeDNeTvimP8BzQUt1tYj89kwHXIkA6JlxfWFJSWDhlqNc9dEoJq2ODPm85ux+6h0wtK0HfUuK6eB2bTtad4oMqk1OLhLSR0knkbk6N58sALhd3GTUdtZJURuV2L3Wz6a7hq5rqZ2e7zekeExMxTNgTV6qXPnxjhvUHaaIvkEgtjyx+A3Htu45pQvdMAdZDThne+DmkUSfihUKI/TCRheLH1UnwXfMiEap6Mu106yM5JCZSReE1bvjXTc8NXjQiV65WxN61lsDSYJJqNHWlhSOKE4SLZE07rWq0r9+20KHHSpfMQVAFzDfBrkcz3bnJdWta8bI3hitTqOPWEbh8R22ypCSXyYyAetqoVzukLqwJSzjoJKIrgHTMT/Aypv8ySUuKkG8XEzIb8FxJmAgp9hhaLeLtDEjWNLXwUzFTM90qvDpkVVN21U3PLRY+XnkpZ+k/ndUTAxOgc1i2MBfncb77FeGoombO3tFLT28c8Nqm6TCn5IZ+zodhFtd5huAwEdFtAXsPKAAVBwFF6sUU5KlTUlNdmVK53JjhUKgxQtNcXKwRI9gcF06Rjle/MMztOA2zP0Dy1bJ94NQbTT2J0qmerZjovlHP9oLaT9FsWhzZnwm0Bl0SsjtD392rn2O6u5HPCQ0VA+UGnFA9PqfWgzOqkx2bXt3G/Szp+pqRILvEB9xBo82eBJlEpEArUt3ulCRaq3DHGKTd/UK9KkTqnBgObwin6LRSxOAiqSfFoZbvzIWYq9A4wamn6SbZoIrDT3gbF9ekNre0pLU8OXHzZ/tGlMzeN1F4BH48ZHFLVYJj1OiWFEtGWqaZbv2Uki2blTEwP1FusOr/neYqnvNAW/OeOTWqD6bBcoUhQdulTzKrtFarVdvVBUqEEYyEqdLx0k8AEGYD/hBIQkZKLlkj6bpIH2JPASMefUdijZTejG1oHVAglZ+V4qkBdQx3hgw+V0oupkoZVQpx2BDUQvpQUdvWhvQxhabByemFSarQvdRyqBI+EA7AmZN3jc3k1AIr1Tl8iZJf6KGdx+DdwkSc6yBVGEkfYrwIpgsEJulhCAzIwsjNFe0uBBdziT1FcpzYQerTtjgq3mzHZglDx2rJgj6EMox3D7Ln38QcRaCkHboUw/VA1eJSYZC5tOONG4quBzFMCh1FMNuxx1uz8jqQd3ZGwc5cIrB/RmCXH6EgsBDgc/Hvt6MOfMXMjeHUT5C8DrVdl5kUZj36fByEa6BIHyF7RDFIJruCMQzNO2OUBgOn16oUFFJ3wkvrfiz5yJ6mNzsN0nbeRGp+kBVHHdlgkT5CSnx46iOVPqhiWAhbYAMsTH/95dCjr78MB69uxxU+2BOd99ATOm+hbHjtOvQZ3m/vusQdR7ZtADSC6WApCASVI4JzcH0O9CgeciMe0dJUh9Umt8gWFWPcK6TYuvWHjW9/OAs33gNvRyDCFBzNL6blD0tMsVizBxJfMnG9ITcHe5/hIg45YrA/VLF8zyDJy3Xiz7whvEqBPud1n8zx8MYuY/8Zd05eeX92/p1Tx9xyQ6nOwarMeuGfrEoi2/7M9LszHA3NozOGr2vJHjHYNWfA2cExGbUFrsJMO5ymyqvoX+aV5psQ2RMri90yObU5/J2Xoy1puTbxW2FDVrF4XU1zHPVF1uC5A5PTHC5XbHpRUsVx4ZmacQPL01Rp8fYtQ/o58px6T8O8fs1bXDq7ymmLTy1M1qoS/cKvrEoTo9VwKSUJuakmvTPX7ppQEP7Onp1syUrSi1/uUCjCl+X2E/mj66I0H83XJqTPZCFNUKdxZmXFuPVUjCTBrZSmuI00DcT5qXtuxDhnjDEGMVt7cgphE12eLozWblzLITN/4u/33A/5k203Hheu3P+p8Hxj6FiYczZ4nyqdsXvUqF3TS4qm7m5p3jOtRDj7+susoW3U5DPCPw4dFC6emXT8ScxNwlNjBOOK51YHA6tfWL3y2eVlZSueFy4SzsJ9QLzFxyHeKgCDwHhkmcgGQ9SXLJBT1oLns/hYu7wmB7OUSt7NUlEM1R7hJsRAIjuJgzrlD7mI7dNTtg9XRRhn0KKWoKnikbbFr+0YPnzHawt3rG8ucQyZsGLYdTiGWpPaf2xe3tjq1NRq/N4/VfjndXhIZBBNfKrZX1S/6/VFi97c01iROdhemZt0Pc74aejS4RkZ9UuHDVlcn5ExfOnE6zAK0WsRH0i8pL5xErAG1UanzWaySyyUSQLcaqmoGoXp7/SVMVgjIkjKojyQ0B/NlIjgXGxhXa5VzcBU/+qPHum3eclYU3mPrNiRFCivDj31+stfOcrqx0zy0Rmdz9z/40P1Bu/ggruJ2EhsGO9TwnFh0iK4BnRd5B4kcqMe5AblpVzQmWxGj1ysPx1O54fk4rVeBZJjcpz7UpQUgcsR0gZw2nGxKlVkQuxDSz5M+gTYQz+sZEWTNJe9N2HI6Btzxtzrrjo+4zrEU4r03nCgLU2WXF2SXJGXKjdAc2dRNAWzhxfb4b70fl7zwKrKQdejlpMQN3Ps3mlfFYwfmGFw+hKK/gFPIautqxfdUqrG5GGaAcC/jmgmA0qcjQY6lUpkGlE8TfZ1xQ1IRK8eOS7FQ3LNTT0EeRpOgkWhH0OfY9mNCXD1DFN6pZrqFyYAReR2JcJ/LhgIfEFpHq6ykQGy+xF5HW+Va00yA5fdsxYZ8JM1p2sGFhbQWFrn4+3OsJT+E/I5MpJE4QuphELt62jerBa2iSL4z4pecdhEZGp6edz0292U9epHRLD+aZEqzqcE5+J8mhzUGiDjjFHJZLRGIaV0HB2ZTntm00jZaBguFQ15P8x38PuF7z8Tzn4vbPlKJMYPsO1lWPT+iauu1ufhT3VHqHmhW/ETqfN/pRpDf8XZ6WN/Ccs7QpMcUItGRcWhYbnEmUwRo1anQ5COHt5KQp+4BPlAo0zDea9PH6wQixBGqGSFJj8G0eCg/wdEYstgANndemMvamk11JMboX3vylc++h9SC+oRmanpMIpqtrnD4VRhz4HQj/8zin2P6Mw+lV4OwnUxCe1MwAJSDhtZJgZjSalUA2dsLDRzDIWXAsJyjsgQrOSJQwdiIUIMnLwApFPkEB7uPYj+kzZ23lbRMmycYZTOHdt7SM19aHI2ssMaWlKg/VcyutDYQvYXpmMNGAMKg9IBEJShR7+ReNLKdGmz5VgHPRKvNnD9oghIih39v4YYhtYDifGan0V74J9Uh/5guFkT6yatGjJ0mDmYn1HhTVKyKpWclqWMHD3G/b8cgHMHLmnM0n6ijM0sTVanpDjk9rQil/bPD0hC1wVdF9m5SIdxgjSQETToYmKUqS4nGikul5J2J0mV7lg6sp+AhyWOaPP4SQqx6FmcdxJEQqzY4MkiOcWJJ4JdzscXDr1pXG7eDRvqituGFiiFj22z956Yekfn0xMnHvp5+3fCWxXwb1BPxd2/J3/Z2S03Pbu4ICnYUlg958HJ2ZNfEj4/9qTwrxcnXfr341Am/ILhHdh1iclFdLcjiLODKmC3W5OTNFqtPinJimt9HVLKrZjgNH89qHXROoorxRndCY7X5foNTb5/nF74/IYBNRuenX/uxwyoN7QNyxlZmmQvbfQPnaAa/g31r78+MnDbuZvWnts66MUXPLNakutuGjdy8UB7fYPQ+Y9/YDtUEfZ/0WFtQCXXxjAanQTKeEbB4ZI/uLhKwG9CA8RPbGU7qV4ujhRee8ett8LUv/1NdF+jqoU1wowfmMkdCxZ0CK9g77XONcSZDd/HDAAzltzHHtTKVeg+So1OpuRkkOFZAALkRsTxp+dWYhIZ8VY3z54NzTBL+FvYk2y98I7w8zpm78nJk08KZuxIFhpD/Mrw2mx3nzKCsVolx0h5NOBjVFJWhx4ytZKiZVh8Y0U3UvAHcQmufoj3xCMebNCUz4TugGOFNSfv3v3i5ChPvdnLqGN3hb6CgXtuP3M4ylvvieVkDePm7r56ghaok1IyCctLuBg10HCAA3INpwKMHBfWwXvWhaSMfKEW9xyaeJ09pTcQ9PFlD7QL77SuW/aXEVG+dGOp5UvvE+59aO2yh++Kcqd7OIqmcUhHjjdagATyUoaTsuY4Fj1kBoU6xqTpxgHGvChlCgn2e+EhmubX4iOa/H1xEs0HYbxEeCAO5AetMC6CF4sJmAlezJwRMYU2ghvCEv8NP9Fccg2eevNLH2xF883DBLZ7EM7a2f1ACgxBOZCyHCOhoJMhEQbkzmIqGRwWfZn67OpvmBno/qGnfqU+HEvnhIpwGzvRoH+J+DzogzLA0wxDcUD0TAg3ITbwknAR05Ee0/kA9e1YOitUJe5RGMNxIEpgDMrIwKDkTkBAwLjoPQbthns2boSpH3xAfcbkddx1V0fni7+iNtBYonKIH2XMsfDYwgBce/3OrVuhedMmpuXkQw+dvPow1jesXRd5Hal/YweZICmojZFYnAbW4QDxbiWd6gbEPiBFl0R9gsWraKjJ8MSEmlXROsqOZSxrF21t+qk7hWfna06c1M48/NPte34+Olt74oR25oHL3/iEh+tvbitX0HGd/1DWTr+ppv+6abXm+vsv3/Hbnm8fHDHqoW93/rb924eb6LlwhX/81ubfxt02xpM1Zpu4lqPvusT2R7LVDJKBB6QfkkMnnk5jVXFx6TYsW3Xy9J7J9HKPlqbrBS1ZB3SkRdwXxHpdvH6l8obtJ9pmnNg6WrVokapl64np85/bPFK5ir5LYKUZFY1+X2NFhkTqLm/IdtdXemXUzGlPLC7vt+yvbU9M3r+yunL5gen5zeUOR7D5q1wkkBOLRxUimJuQjfMz+yGCuAD0A4lBdbrbJo2tCJTIVaoctwTPXX5cz+pCewCp8zq8pCcWgOqZCUgBJdEcd1HOvoY42eHHVXrLYJPZP8iPjPLNl5rTVtSXTKxJS62ZWAIhsc8fFH47MRFm9zXLmcezMpMDRodfm11MnR//l1sX5baNGlRbOzxr+Nx+1Svb+qtjkmOIuT7pRWg83sdQh8WVtXk+37wKc5vo48AuQvTB2YRLgfM4SMYe9ha5obgwTyKXY8+Tgyx/bY/7dJdoY9ifoXdPxQBaHp86fNC211e23F/hbAvkja502oqG+9gR28/ME90a+tra9BikU6Rrh8TbnFTStLO7R2W73dkpVeOKCibWl2nmntk6DHs49DGm2wvLTPpxq2IHijSUVaIxkkxWIRKCqvQyd4LFJs2pcWvkEjpq1SGKgowJ81z0UsofULDvgkOEik9Dy5iclVvvru9ZY3lG+GpMq3DxCKEle2tfWl59qO833RRds6RybEl8z9rLqiVLVl2PoKv6fI74rvCnEV1tyCqpAUkHXTie5WmzIV7uxcrrYbmE5a9BQm+iiisu8LqE7YsAQt0V7bU1b6zpWVwZVFj72hJMX6amL307P+j7jUjmpqGDW7qXUZylg0deh8xD+3wmOqcuHAcWj6xhRG0YF8tYnUZjvCRB9DHANTg+EYVruMyc0RTebFNBXCTH4DCYYbi+Gd5zcOxeuxZ+vGl/emDGUHfJ2PkFebff+GJHxwP7S0oqzEg79j34ZAfjlcu1A2btbJ6wd1pAIZft63iSOS2MM5luqEit9Nl5magPK4XpzN4wLVKPxqsSLCYb3s85bNTKsSl4hOJ57GGDl/X8BMoAoofdIApAQ3hdJ0UMDsTQwz7Y3ww5c//GG3Jb7l9SXb3kgdGZQ2prU2GF8LxwceVKaHRVNPmz60sdyYHGbP/I8mTGdXdKhTeu9tY3165/+7ZBmuTizB9PTplyktrdfNOIdGfd6uaG5XWpqUMXIthRF7iVJE4tB2mEGm2qMxkmy9DDKXE5Y0TMilVaSeFBbbjUuMNFdjr6otlMRWOYiquYMjBVK+3UDtl8ZsE1yI5CNZWmcQW9qVWWwIApd7X5IXV7b8SH/n49vOuF6eyHCO8ukA9cT7tc8SpJKka7NU6GPemOyDW8tBvtaBx4ENbDNf20vbCPVTy8X2o09TJQDPEMU7HggXFR2K9d+ZfRwt+FizmjypMlLAz9uwfvAYfQEZsTN3PbiBSOHt9Dgdc29hOmw92UOrW2JM5vgv+MECBl6MKhYj8A4EvYDuAFATQbaaDHGe/3eyXZzgRK5tSKplSA+LZjCmTBUhg2PnLFwSwupf0/aPFhx2d8XIHXUmtJrC2afstQqyJ1YPC/0wSeeWN7fDDPoZVekkgLxqyoXtivOd/0p2nDbWX2oFmnEqQezlYlkAVh4JWV4Y1Om5OXx8RYObzF0x6hD+pcFp2r7d03cZ/hGnL1phO1tv6OBdU6W7pRnhWX1OJsmV1mNLmDadchHDT3Ihllqd00G94/aGSmguePyaS+cZtHCRNKa5FcpMf2oSHV0otyFGgS3uZ2oDkoHVSA4mCCz51AlwdLIABlGSVunVKhSFfJWYrjUrQ6KQlg85CyyehNgzdJ0Zs43yJtGukKfBaNNWqcWZvMSbk5MXnJ4dmKKBwmZ153j4mAyHel5Bs57ZpVCX79DEVyRpbhoTVbjDm22w48Kvx0YsLE41Dy0AOQe2aiLqPKp7Lrhbfmlkzb3dS8e3pxydTtI4KFo1vqt8OSeVuUBsk7tDrGIHt6/l0qhzHQdhpajhyGZqRgnBEuHm7ctX5pscwo/9v6X1c/v6KsbOXzq9a8uCpgKLE95sO0bkHyrwONw3jEwalH4lUmLgkT2RDDYzGNPXUPsSSE7/IFYsZeDuC9d+JT2LNrSgpsioHJsFcvke46QDgJq/IfHDfh/rll1UsfHjP1rhJIL1sm/IDJ6BsVdCaXNni9I/ulCtOnnPxPzfDGvW8vW/P65gHNLfdcnXpyCn2kbsmw1JThq5tGrRjmzBi5htCujH8H0a4MjAClQWtqWtqwareGbmwYHhjm5kBZGVean5MACwosyGKLIh5ew9MQB1CigOP1IN1/IZku7HySG1Gk6DCl5fB6xKQv/tuUb78u/eTxmrfTqn3xMnt53oTbxriz+g20fokJL7e50vRXAtchrfAgLFQ5TdclpyRGBlV5N4ysTbSkJ+roM5l18/rnzJt1o0u4QLhBgXhWOEU7rktyQvMyzoxo7kUadG5QQUOK8qocyclGLo+EE8bwsUF84GGZ7uhNMtDxeBfrrObyKfBaBsi/BmPaa/lh1V3Q0pcfrH2x88n1+GP+AzfCGXN7sUhoZMp1EXFRcF3LOdg+xDVyd7KvIessPqi0U4yW0UKV20TDcC1cNF+2k11dseZ0ZKnI0SPCeGan8HLo19kzNg20JAWa86dvixOoYbeenj/v+U21ttbHN1MJz5aMnubJGVFqX7By2mMLA1ULbq/vt33jXCe6vxUpgNOYIpCEZgtZjFqHlCOdVpZAVHkuMmNr2ruVvvA9cQ3scFVkjExr+aw9jYPWTyhIqWkLINv8G+GxrDnjK2KSC1JsRW4L9XPz8sFJ3qblA/MmtwwwCjPhnTP45MLBvvjsZIPUkp0i2srlCBffERmYfBiANLycdiSBlsI04mXM4N3uDh8JyEOjBdveeIDjkQ97QOmW9SKUWsb52mvCB6F+sFwRb9EqEjwOvS87XZk4r2LaxkHxJnuyUvgYHqQvhb787d13f6Hi9d7cgjidzaRkeRlzXiLNGdqSktIwpNIgoLmxqwuUC7OZ75hKHS9TRXwkEkQfCYh+BWwD0n9UyE5XcBJKTnVv5qD5SA4dOhyx4oc4BIiST5z51kdIFpU/euot4Z1p4mYOLhdHuelbBQP8tvOq8CpefRZxI+/KZ5qZfyPyxBzTSjhOjtWtwDk/+kdt4zBksW1kleA1ZHiscttbP3cBmNL27FvChwVqjUwqxcvBzQ8LO6h51HLhW/hZSP2kx2+PM+HNFBJPJdTxm8W8H0+bOTpOosP7cyq1hacYUivcLy5goxuG45iiltbLqACUIls0Kojpc5gu3JfQsnRv2OlqYKGTVaKh0BEJZmLAlepFD7VlWX+Q6jMqspbSr119BsEhFeq4AsYFYhEcRo6OlWnJPqHahODg+sJBooAQHLBn0VwOYVN3CNAb0CBs8r93D1kB99YWZcbsPxKJAaKeuTr3rie0nyjjipsD1OZQo4jrEqGOqWf/DoIgcDTLq/Vma9QkljzHix4u7LKNGbIM2l0kxiJODcJOyR6/mG7tMpbtGizP2bDrF5Y2PR5JWEPPx8sTRG4TT6YM2CO66N+FnzRjBtmHVLrtxXVeiu7xTBqwaNzgxBeU/tJK67jp3R5NA2YeXNGv/9rjc569wHzsSslSpA0u91WmarCHUsWE1QPGPri4nyGrxrcnLi1e1Ta1pDE3Frtn+SbsGDfhzqkFK8J9plmc7zL/qDvG48lLSsFGoD1e7dUSKaypAiBIxIIGeC5cDiseUU5l3YXR/7CrLtxTFR3VVaSOUY8oDEn57qRyvw13Fj73B529bSXqqt4cE6NImbl/abBiwX1jRq0a0y+BCSj0Kl6dVJAq9viSorRlQeXYe2aX4R5vF3vc0nIfRLMKhO7WreMm3Do6w5he4uplC1qRLZgYVGc4LZYESZpTKrFSLPFe9qEHsQiRBIwstBn8fSxCuxaGhXMG1OrWwtSOjsN9tGHhA0rjn1SfW9o63fMes7ujpqajEim/wQm3NE/YOjYPK7/M7tANXNKAivKaJE64W9R9Y7A9SHzkc0DyIZsKs9zTiRY5D71hs4QVnRA/IbovArJnCbWvUail+9qCS5ZAM3QKH1v6DWv29rII6b6GINLBM/AC649JhammaHMw9A19/FpbsA9erXGxVAaxsdOcIl6jrOx8bGNfg1NRuPfBa1+sdnT0wuu2DmbIfb2x2tSxbRvliUJr2MYO4zT1CEtJRAsbYRXj9CjCqQwwKoRV0Zq4QIBkIwY1su/6Gtt98Up9HTanzX8CsbOxOc2lh/7ZF7E/XmtjQ7BFmMIsQ7BLgOYoT7MUBTCgfrzdiZOA5mNfuy0wFYenF4UKhSl8XaftUbrg96+F14hs2yxMp48h2apA1ysYGc31XE+C68LTx0PYuuE1Shl1GtpDl5FxfCK0ItablsjBy1fnoHaGdV2kW9lTyCZLPujSEAcdVSwJA/LKY7GYSOzetsP143tJOxFVrmjLTM9H5EXKsOTi3Gzzpo0JOTUZi2rzq1M1k+YH5rhqNhfOfGRO4buBtgEplTe/fev0xT8pVBJq/azc+sKED+J81em1o9SKH2SSkrabB784T1XWMq9i3GOrBsQC4ls3TBhJt2JfPFl8ZN5O7PFt/JzJQnqHC+SClOMgEfvRysfiimOoWxx04u4dSoFcWMy3knVNf5Q65NB2exLSos+xwxnFDtM/dDXfPrf5ppHpg1fe3+hs3jUrfVyh2mmP57LLneoPKZhRnW3RWhJVZqdZybjG3Ds3kN04JzBlw+B4Yfqkx5f1Y9U/MgwNM8oHJ8Gtn/OW7PTYJKNM5W4Ix68i2d0XfvX/IfxDfv1v8P9KJf4x/J2f9IGftvaFH+l9XV8zJYiXSkHScWBGMNtsasJKBXI88R5M72GlMCdF2etk6OVF+8yiXjGoVwwZmycTK4LFlgnrhyWlVo7IctXkJ1lzatLjSvQJ9Rkj7ljQr/+qg1NnPrxoaJbO2zj/5juGGAMDhqdeUWplTP3e82vn/HVeUUJgYv/+k/vZpNxZlbx65cHps46t6185c+veHSV3/3hs5VAHxckkhMfKhRFMCeExW4TH0sO6IXBTh6nV7HmQD4xBqclqVdI5ylS6278fe/fDP9cvQqibkvon5NVkxhiTPWZDilWnSUgxqe1yTZbJ01ydmVo7OVgxoSrTIg20rQrGNmTSw1TStMEzq0pGFcYrrD6XK8emYul5Es5VObawZHx1SnLx4GFDbSsebctgJYSnGroqOR+SMwkgG2QdMuhNWDLGWRJkWuDGbKVR8Q6SXoQhxjgxxP3tIR/2Lu9liJlwkpl8P05Tzjvy+65G0qMrDrS0PLCkumrxQ2MPrYXmtpEXRt76VtOFps7vkoMj/N7GgDM5MMLnawwm393SNGjb2zdtOre5eheluZp24sSXzz1HpU/c1JCcVr9seOu64a7UoTi3ys6uSno1gl0JYg+xDM7q8bRchkQZmShFGP29oNoJzVMi92VPhFsWeXNlV6VkOvHXcR+K0WJ2POZ3mQxmmRWj4aiEw7ExXLfzmv+c3x9q95MlWRyrKUYHG6LuZdeS2E1Su0prDwcHcOTDSkhvPvXmuM3HF96fmtANkHAqIaUuoTA7VW4SLqrVgbzyySajcJFxbX/sscfGtFbtFUpETIy9x1MSk5zr6L9LoKjqu9zuzOqK8jtDnaQf2zE9yfqm82AMibHW8xrOlogtvSNOhwpbEz7fOQQ7ztWD1wYjYQvh5DyG7vCGnr7QwZiYusLkyvx0uQFNGOzmd2sXNOYqNDMjsFPWJ3z+AoMrz15xSEhkXHcfcQVHZAdXCENFFEOwEdmf+cxLOBdUUGXQq2NUCjnOG8KRLU5ELj/ezPZjC5gs3AWgnzea+CyYgu6vgjynhffhW8emp6bo4562ulNGKkyK1CeSTS6liXHtdRWkxPI79qpMP0uU7LnXtCXekcKPuGYawkcqMxekgQKQfUijxou9T6en55uM2Ox8Oi3eYpXln6DmA0g/SYIxz2G6YhHkI5uudtHliqgrBmMi7EGKA+EtJYvGCotPzJ+Jk1UiheZ2irlh0w2V8XFxhtJZzdMnOW+MoOmrB/3DLao4W4pFd1tNo8Wd6s/Q1FfcwcxVJ+Wnpo7xu8eNHGBi0u4pIFj7bUiTRiJlKaGQeoRm+LJUdz5HUV+Ic4Gs6xL7PJoL3KAE5AalbpklLm4sLqiKyJwEM40QH2SZ4zkcuntQJSd9I17xOCuZP0CCQ/44qCJ60jDDaJXnPeHt64VVQG/03BE9UdDVfxBX0Wv+OMm4rpnvShDPfEH6WAiSg9JsA53O5AM39rg6lCjLxx1Tkt2G0DkfcTHAFQzFQCMReC6ibdhz7aIukoJYSUc8sETFpKPf8rysxopU9/A5VQNm1To99srRBeZ+yw9MFfzwA8/QQlu237+ootSbplAlWOJtcOPMC7NT61raSovaBrkzhkyvGHh3Q/mCWTOLbrh7RtG5xMLBnoq1ZTe8Nol+JG1Iqqsyw5WRRvqi6rrIXiQ5CVOBLii1uDVSOtnNiaGuZP80L9+BoIzaaLx2i7Gpf9XfaU3PPuIf7AVTr+wLjf1t4gvCN4cOCt8+P2HCc1B7fMXxZSXFy06uXvnM4qKiJScwTPVdF4l+nAj8IO448CBxb9ZzTrIVKIdYimJ5jxVGKxUT0YLFpBNoUGSx1ziTD4LOma/ubarb8cbSBS/fVvfAhsfNmd7STN7bv6l1NJvSryUnZ0x1Wnr/MTm+5n6p7In61y4JV7etfnfP8OG72pf9ePdaRhUXaxnaPG5UTefMYUuHp2fULaytXVTvThuKc3/dLUwh/BALrAc1OL7oqIFWUQoVYXHsd4LmJiLUoCsch0VqOon2kdFEL88rH7diQAI8IgwSPoKu5AGNkyrTm73M05b+i+5qDJ3+EqvR75Q1FVo0KixLN6L75RM/BetxYMIBSzKcMeqoKLcihsNlUaMmNzHxYZGvxVaEKLGSiguKHOOaRlaXJWSn2xUm6BfahSnsc3vz+7lUuT9nqRxFGUhWzfqQ8AnSt5ldZG+tCFgPuxKdJM+DQU5jshyEYX4hbo86ZP2JO1A9NjjZqCIpc/N15LcIfZBoepqeXr5yQml1cNCyEZ5hO95cvuilbUPTRu+cqlF7swb3H1MUu25dv7Z+SanBIS5jPPPON2/LEzOLU5NHZvqnzl9VM/nxxeUVix9rG3rL0mleW7U1r94l+JJqhzdnL1mVVDwsK6dlUDBOrcd9QDbhLuLrh/uQ6Ar3gRb7gJ1quvvgRLYWXtRDojNq3IZ9JXBOQ5qMU1FPQrKK8XTu6t2JhS9HdaJ6bO9OfPMHfRh2c3cf4DnUhyaf2IfcZtIHYkfMZnaR9T9vTzwSH4lHwl6ggKlm9wMWKJ+mncg+I+u4oqOQPZepFj4I2dj9V4Yzx34FYf8i+ASJuZUdhmK4nqidIJ0ERyYCwt+TOewj6QXmoNJDuVUat1HqdIOe6I5wYAfSD7XiBoBWDHzHO2BM1CQOT0+5uGjS7htL7TJ5gj+1osXTWtSydlROvIRW28vGVvluqCtRxuFBwHyzcH7x+DVbtpYJgzwDc+JdQkgrtxXVjZtVBE/Y6hqGBVKcJQNdg7dd7c8PJznBprBGNCYy0BiMxwbHUStv4WJVacQZUt4zBlmSojjFhTcemWv0i7Anfz5rTB9oW3tXrIKSG1OK0qNVjDlbBscxRk9GvJuXyuYsKX3srDIrJy8zXtQyOjexz919pHrhnQ3/cVVmJ0hBlHzQYwmroNxaWkZJyDDtJRSuEQjXEQZXa6IkQbQsMADDcaDqKwSuKwKuP/yvM/Rx+81o3OOQTzswBeVW6LRRGrlbq5dGlhzxHcTwXLL0SehOdo/QBzRvMP8KvV82p9GPpwL37Fnjbc2vTiOzQ1JxnfcCs4M5bWq96S9jbnpmbo7SnGwS/p2a0nwUao+Nun31lPTfyP0vMTTjQnNB/MF4SHbEOY0cz7RavfwPgDD0hGtgEGghIy2YacysHZ9nqW0Yndn4YP+l53bVD6m4g36MLoutaZlSOHRqMI5VGDSXzJaylafW3XCg/yV0b1qYTj3atROp1yOCuVNZOIBtYqkiFkpZM5vG0izFfEtTN3KwmhvBUbkc5Dgj5+JopJODbyFFQ4oFno6OszifUiwSK2PCaafwcTihlANpkTo79egX86d/+TfICNN378a5OZCseg2a4Reo3zifgSWoALwLskwBBwoQcXGsI/ScDZ3tSUgEv8ALJsQDUAnNnT9CnPOpEc6nXmZ8pI34oILmeSlkqXzA5HPAc/l93AZSKKNaoV4ObaPm4CfthVSoAicMwDVcqP5wK8mNkHCIguwzUBKU2mgvjbqI1+Xboaf1ck/6ALg1661c6GNOh9ZTy34j19Pl/3+uF1bBNb+F8z6RuGsp9mGUOmka8hIGTzn+gGiT67rzie4R04gKH3TuEoOor1RTazA+rUI1E4/a8CLtLTWos8ZCJsekz9aq8vN1ye5MtQ6I+12edt8Fn8/XTop3OLW9t/Tw+hTMxxMALmogSgqD6PBHI107HEVrhJfi/Jamm5oy3cNmV6RVuaG5YVOAoqpuqdHYs5PK3IYsd5pmysZhiUMNTj0zsNQbHGGkhlN02uDpFYXja9KMCbA59EDSoNQzFAczKyyhiUSUXGV5hh6w8jF6DEW1TfCml+ST2s6n2AvE1kRcQisopYR3yiUMRbBz+U0/CfBF8pwkrMal+KD2dmijRkHdyV++Cx1kT3S66XevloReh0H62c5+oq0mXGLeIj5AiQeNOKfO0Vhez8VAQPJU4WnyzbCV5tSKWVT/wFJj3vryietbaF8KLIz9Y+uMyLauz5BuOgbJzQzgf9poMsXbcVqloDYZqYBp0uRkJh5J0jQ30+NBSlzdxQ0BvPfBiUswPc6kbNgXE+lAZD2QCcDECuGt7zZcPDhTsX6jevbhf90y9cTe2TbhY2XBsLaimuVjy6TwDmGyrKx1SdXCx6m4ln9fanrkh70dd/7n4ZHZkx+cU13YEkxyj9szuWPa7rEZe0SZzCOZFUD4S0EWkAZv10htCoNer01QKGLx1s0hJ493lA7GyntD3t4NeRifyKAjcOazIh9GumJksoVvVROGugcXu/hffpakFg92D2szQH3Gj+emHVxXJxterxx+01PTTv+D+pevod5S2FK+v9/YIkvLLM8LLwaXPTVn/4wnFpQ9QvL5C3UEVh/wBeW4JrYWooeKgOnlsVr5dLJLbjWrcYYK/+Xu6Di/1t9newmDyfdKfVAaiQEioycMs7+x1J5UOiKXwCtPqpxYMbAiqSAhMc0iX3R0/rMbagZseH5hGHD7wMUjx91Ul4zgzhBunnlbY5LuDlVMdmPl9CGDtp5be9O5bQMfCedIOITGQCawHkuXW2WmGHVynwwJ7QFsw0flSPAbekPq+IM0CU29IHz+upkShMz3omDLo7J7JUugiV8azmviQbJnIJI+eo0n4PQmelPRY2C20yoZ6ARUeIkx4p9G1sOJjS9uSXTvTDj6+q2xWrsvbOa7HLTWH2X0O6h4qrZpeWt/R1JReqw1b1BW5eRqZ+4NtzQ4D24TlBVTwx5tW84sgKkwZl9mRX2grOT170+PnGYYNLJ2oHHlFPYEq02INZUNHOH13zC80qCvHD07ULdtVn8pw1GrYlLLozzdfhIWSxUtwypGGwxUf+FJmpKOqKlqkFI01r2Fd7gshAMfqAKeoNQHYmSJyda4EsxgGqU8T+fHc7sX0GFPT1/Ew6Zbt+yOWkHGE07eIbKcmByOCTvC6ZK4sFwWrQu6KKHMtvLr/ZOqlzzQ0nIwKFxtGm8NjK2om+CssQyqH24ds2dBQ66leMH+edA80eKLTalo8mUNL3UUTtzA5NNM8YYP96197Zaa5ua7qU/r/nNn7YaJxSrVPepYrdQ9dNqKTVUzPn7pwTz4t9BBhhFeGb+x0ZVSt3xE24ahNjy2ZIgvv0N9xmtLasg5pf8fa98BIEV1Pv7ezOzM9t53b3u727vdu9vd270+VzjuOMrRm8cBUhXpIEXlUAGxBFRUNBhLYixJFI52gAVLEhvYA+rPFo3w8xciyd8YI+zc/703u9ckif/iycyW2Zn3lfe1933fs9kkxhKNRhKkqP6ZT/JZc9v8moY1odX55f+gz2Wr4T3C4mBH90yyjD3NxP2DXkhN/E545Ltsz409S/Dy9SjreqoOP9OKlN2XSGZ6QclBt7xLC8naiAJ6cKBtvx1SuE1HjxnnViSy5TidAQfk8RDw2hLZyKXfViyAZK3RRLZbsO7Zs8dZsHvt1atDDbyr2KF6G/0nnNlDvbz5o45tDY0TAy9pVe6KSPtHmz/C6QOI5jP6vpJoJW8DJ8iAEG90Sh2UOlYSjzOREpuZLiiBjCwXu8VNACsxqQfHbtNifmMulyZIzEsswEm/OVNO7NBnR/1uy5xDt0321ExKzpw+/ubDC1bsQxZAdnuya1Kb21Y/rqtydfdPtk7a2BFOdFy+vGZU07pH51cvnjbCXHLP6pm7FlfVlUz8vuULcyTtpfYH64tt06cunPWuJTG+MjmuwklssQl9XzExkhOG5ORBp9zBKjG3HkgmGT+O2x2wGTlfwaBodH5ZejhMFf0goYk9BCYRmGpoyr+kTYlH1jZsubJ5cntVXeOVN40smdBWb4W27IdlExuTel2isSMWqvBr9dGRSYkcwW4pKK2/onJkfNo1Y6fe6PMubmtfNTasLwgZOi588IK9KO2CS7x8mdvkKzS4ip3qN7WeUo+xJGjL0WkropMDVODONnJfCSnP0NMlg8oz8CqaZDhl8lEheihR8tOPeqT71J5pImUm7np9w5NQdWjW7KPCuXu2bRVJkpy2un7xvZfHy+bvNg8nzJUvCn995DfC568vZ/48hCiNm5+9ds2RzSPytJlPYiFVILCPriJcbo9jj77HpIiTCAw3eCXQMIQK+fhE0D9s6AMkmYAp0Lz+l3NXvnLXFJxqtejJTSPhOYJzV6ajfOSiJo+1ZuG4aHOpjVADVg8QoO22k1uufn3XJESWd/MYr52zvqZx07y6PCmA6GfhuXIUFOEamSKp2lJitTIRAxX25adJudhDofISs4RETIdgH8lC3bCpASO352dBKZkbMDJ0NqyF64QlC7r60YynBMOTBCCYmwMhpGPD+8I4fn+Y49zWYtaiJ3WmboWdVND3jxI3YhnC0PlRDZsNyDLdqQw2VfTzsJ/wN/ZlBiZAA3JrzP5yj7afazFDU69d+GAQxy8ZD7W5fN2+M6wRycAISIAq3gULi5QMUKmdDhDRhCNq9FfiLjHT5SUlFJd3ZIlZg9Sv9sTJcu0JsTCM0+WKebhUOpTLhyRWZM7oMVuQPyUum6VTrHFqya2P9c5Y/tIvNpfsvcLZeRhqD9z03k/nmoUP3E9snr1nWQ0ySNdmo8L96Z6VsdkzJnhpoyv7bvF4PhSfsXlCzSvBJZvvh4bX19Qse3Be+qprajcc3lA4yg9vFirXzZll9JXYkS3R9z3SKX9C/F4BeNAGxh0BLDKJ7XGNjw21jDQwQaMpGPBXZsxMwIT+GrB+3e9xcQ3EHgJKNa6CO1l+Ll/IrbdU4oafCF4SJbJIxNXNnOWGAc/PFZLPaCIGHpejYA00mIIiMgwYBwgX62EDY4tUBvnpGdt1x+tXXT7OsbOLokes/8Ws33ZDbssWLeL4yiM7b3pmbeoifNGxpr1scl3g89KJDYWsMM51eUvYU2SV6ctnjvrpr/1Ns2vLXvFaYtZtJ24e+Zu7hAvxkzHB1rX98hGOiuryqetaOB21XrFn2uTQ2HXCIv+IBc13NdRgvZurVTSCJO9kOIWcUdKUUqXW6Q1QoqLQH6s1SqWkGHWgXjOHB+wt4T2ZxALAoEmCTsiuvXfHjnylZhw+LrwEnxA2C0eENxRwVtkrZfSdYrFm250nl2RXULGFSiFXfyfP1ScakS9QwMkVzA/GItUa5VKWBSRi88PBpAYPBpdRaqBu+6ZN+ZJNKZz5T+gQ3vrjo5K/F79SQl8QSzY1G09OFSzwziqJ8Ot8Lx/Jq6R+FHdQqua9CilnMjKsOBqrTaeHrIgai0ErNcsIcsReBJdGD8SjwgzhhZwNpsMwxe3ejVxLuP0NaHj0UeGU8PO/3XILNX8R3Jx8JUUvy17XSlUJoaqTVRf/QiUnCR7qibLPhOjr/ty6EcLTKSLHQ6CGN9sommU4q8UcDMgYi5SzoD8Gq9jDSjUnZyEjVrrmuJiMLDe8QkgKIskYc56oC1rQQIN5J5ULhpjpwhnhCuHMtm05l7RCQUuoG68T3st7qzoa7mDgn28Wfgbp2CsxaobonKoKdLGT0X2i15patT1O6gYRbp8mvdDiyNKp4AsUFSlM56Apro7FIaOiKGdYmiyRqJRKXOCTiJ/QohlYidGKd+UZjFY8XjRYc87otxi89MByHjLOaqEEktU8BM7d119PLVuyZ8U4zwsrpWVzbp+dGDVibHq/8LM/VI0xmSOpkcmaD99LVVRnn4JH9VfOPAM/4jTUV9FXohTOVytsOBmKRiduXzxC7aoYs3ya8EdYP+VKs9mll2b30GP1+mmN7EtwGUX/+kGKzucKk1ijE/mKaspJO+y0xMYwwK7FSuCwRqri2Py6KTIuT+IeY5XihrGELiJNhgQjOTzBHhTOrFr1g4gkJ4Fdwt0wE34lQgUGRyZtRRtPXkv6uvV9KalCcr4epHmHoTyhh0CnTemSHncCN6gIMiW1smCJnc6ZMJhRTpbj0eROyBjor4DH7lIcSoigzxlokgHDDLMQmn04+I+FnweI3WrblrT6a0fb13aWZS9+fF37rb/dePObt7QxwmlZpOGy+sSM5oi1+Zp5CqOCqvpq7KSWkcJx4SvhD6RdrS/TFk62OWQei3LJK/F1j3Xec2UVv/oX81SVHQmrPlARKIhFowi/1IaTZZVPrN101bIrIMR7qfWdZdoQDapBLW/0VVV7NWpPPOaGHlDtQX960na7kMME2SdTDIIcA4xUWx5yyImLx0TMD+oDgBePh2Eh3xvOEmTatkeDtesPrlvy600TDdCuv2peyahUgdRaEqyeXyxcvq4mtfSx1Vc9uKzFKPxD1zWtc64ydUUX/JwqtYfnNrRunlsZm7y+PTphstpZXKC1mwxSlU057hVL+xXNV09LBFoWt5TVN0RLdA6n29wlyk8X8p0tpO9GAa/SBE0mtdEilUGdmnQSeL08nmsslPOKEWOltIWwv+civMGbDBi1LwXgXBgVI4PZp5nfye3FPr4htGod9OWDhNlNJIemmKxzvaNlaUjk0nRhtOTaXG5TgNeHC0tCAR+dSpSYrFKFVi4Re0LXD9QmBo1qKMaddLkC4P6QODEg8CYooQGjKC25dsLjQnZf8y03bkiENt72k8rpt8yvU47d1for4X8dnTPvaaj+1Z8f3ZwW3t95+/yfLa2qWnL/5et/c81d727jWW2BBUJzwKExpjrbdPp5x6Dq8X3Q8fKVtbXCu/GWG46uWbb/2qYiAgfCo+S85EnsF+JObi47ZIIWo0+njiAj052rCB8a/fT+2+in1wT/XcgzMuVmnqJabh1FfXrh8f4wJ6UeEuV8LDvBP7oQRzlLGh3CwX9QR/sjm6THJNIJR0jduYmXU7KggqKlQZyFnw/6iz5ziqxsHRHGwp4Lq+B+YYzk6HcXK777jn71O5GHLAj2BnIfK6+Uy5BmYRRSimJy/RrydfRiW4i0TtKAmOQJYSUVyR6Fm+Cd5/E6GNLua6hqelO24+/w2KCxcUBzCLn26F4UDiCX56r60ZhoThyP5OiFuu++Y14Q9Zyr7zP6fdJDNAzCvMEecstpK600u0NKluOUMnIbnNz80cdYL+hIFwmdUSyqIrU5A4lNNBZQIhvR95d50uYX5T7b1ien3DYvUz5z0+g7rlnojXrdxvkGT7ENIeXi2F8sCLV4bteU+ubEJq1uaVk3tex6+v0LLcFiKzfR6DGrEFxxYTGrILhSH2QZSo5XkhBr42iULP8/hLuEn1J12RfgDLgL/c3IvkDVCT8VrhYW07+gf5NdTu28OPHiZRTeOfpuYXGuxzbOCHHzWrdaGw+WlNT4gy5pzUDcS3RsDJcMeeFtDuG/iXLd/a+DXK/hngr/55EtYTFjxsGsy8ZdIphF5MROYQlzl+QdPUvtyftv3HMIzhqyWgO0xRRbUeKy+WX5wmWxYmSQhxn2mvPdYvDmBtjTgFhIpActZaV0zBPG9OzR5dObw57MmBi0rVzeeP3z17Vet2RGwD9jCXrx/PWNy1dCW2xMxhNunl4+enbaSP9NWFJz47K2xPKDN7Qdee3krCPC5gNPCH85vsiUnNHcPCNpWnQc6p84ADcdmXXytSNtNxxcnmhbdmMNvFOEbWzfWXYNE0Kw7Rf1PnWV5CR9F+7L3EMHcQ9xcV1RcvL7FslR6ioYEfuD/5Wqox8nNqYFuHiVVqUx6hVmKZSwOOM6gSTLR+XlH390Ek0SGrdI9uI2ySZxPzh0lKS8Js2ql2Hjy6tWvSw8+/Iq6lrhWcmo5ei/9dmrYLfQTd25ZMkSsVdDOXyN+Zo5AvwgDRpBkNdybAbCRG2h22ljEkqZBsTxvi/kgFd1TpJFwv6kooGWboMrySXDirOCOQuA+VoIUJNHzHQ9035u6vXFpTd0TNw+N1U9b1v7+G1lRetGj7luell2nrWkobCwIWa1xvC5xAo/RVZa0u1NBYy0YvychZ73UomydNmcnV2Tt3WVZ8oT6fiin9eUdVR5PJUTysrHV3rcVeOXB+tKrLaSugDJ/TvL7kY+dxFwHyzUOFmjP5/yN7hfXYIkp6XIXt9kZZuEAyzmgX50Rou4Hzh+w+4WsgNJftBWEJwo5vZBG8ntW2hBr/KZfdSj2Yd+FqvRB5L+1l1QyB4Vk/qadlMM5ov5SAZOIOtyFl7B4KAm3kEN5CrHRK0sSmckDYuye6h52Wr6HLXsOzjzO7GuiAJz0T1wfxO9uMIMg2438AZ1w+7SH+KtQLod+jgxvcRcDXX0/c+3775t48xkbPyVdeOhBn4otP28PFBbbGusqXnyYapQ7q1bcPfiaTuXtOrM37cwL8g5b3lTpHEOgvNBvNaF7Au8l5gSPV0uZaBcKpMAKldtRGp8oG7QHmHwF9CHN1SGBqFZ+KfwLe7TI24Fxlz/fQt99qIVt0cW8+ThgVxeBa3GN6wXM+RvRTbIYm78d0+JuokCQDaf9IRz8EoVcrs0UrVcAjlxBGQIOBuShgMlT2ggdP3fkQPzFnwSzh5U67RH3MiJgRf6Blc44e2b8JzpO4NsxwMkB7MMVIFkj57ClTUHQ6aSkvIwKWX2KRxyJUtsSBnHkeAsdrIGOp3Q4gIU7hSWIHYAWaKy+GM02Ww+FJZgrvO6aByJ98Zo25XykWsfmn9qq8xl/GtlWKqUbPmJxOIOm/5Mq7RaduMXpzfOMsPvi1ozQU4YKw1VtkXGrTTCJ+SFmRHw+d6uRza2vBGcmUaDbHT2lq5et6ZUVVSaML/85JZfXnDXzeIrOxsC1L1XL6ucUlVA5MK0/l6x48FlyEbW1IPLpGWlfKEU/U0twZu0HKysqOHacae0/TajTjG8qacYASLyIucxeo3m/NpDvhcaacKB/8/VEQzqKGu24C3v8ysUmGfz6XJpyR2WGY2lE2uDkHoOjrzh2Oqr9tYFLl92dWby1svKQk0zksa188on+SfNHN9p7LO1r3xo6ZzHq2v2zNt7tuJi1epr5U0pS2GV38VniqRqaHdnxsai7RkvRb07fmSgeW6dVCe9+7Pdo8eP9VcXWeKTVjY1zW8t1bJOo9yicI5t50eUjV0+yp+Mxsoe/KnwT7ePttQWFSRCZr2/zFMxtrKT93vqO2vFeTmu7xn6HWYkkq+kfsYUDFgYZ0jN+bxOPzYTxM1kRddVkia17rhbdMJAtmE3cv2b90A6jbBmgq+Gl/5sQanKEbLDnvnfMBxFw0ohCiPVTU57XXOzp0aYdtkb9ymMaqnJ45t0+YoG6PWWhgrUfxGe4WQMw6jcwt/jDUUmhb3EnxI2UutWnpaaPTE3orkE8fVSRHM37l6IdIHaYzBTblt8dhRGnQqS3CUnMeCPOokO+ugEqfkZHAVmTYjIFq/JL2YH5WvJcAat1yxpZphR1+9ftOroja0w20BRtOyq6k9+/uuvKqm7KF+mvSg2NuP+rLjJLnxY+8/7Cqo9N751+5hR9/xpD6viVBbFfVtv+ckNcE3trDqPn++sFEa7vPX9ubKO3HxM8BqrzROWSaEW2tAfWywuFLMkgj3IkdMlsA9XTpZfySp2WkJ5MU+KMpETFwURO3ryQEgcWR76aiYlthVD61LhwWXHto/xx51KmfxJd3T8ylZFx3WPzoX/FP6bKqgYXVo6Nu2CL1TPHRHaHRd+O/K6JxdCpS3s1FSXhFbOTE2q9sDFv1rfJJRmLmsIBBovSyN7IbfmpGeVSjIHJwlR5n6Ss94KJoGaniTpQXiovJQbN3pCFem/Hgh5JEpa55gwWieVyXTYiyI270eIoT4uP4fMXrGaLJirPce278Dcy7XbHbK+bEl5hyf3G8i+RKKPwsxmtC5babPxV9pCu2P0zPmJhhVTyuJTN4521VaWG5Sy647PenBNYz5QmTX66yaUJmbgLQWmJXCMsrWuuXRsgW9EqGVUd2D8+LHeknVNmUBjgdFnVVvLRiWS41J2iUKrDE+Lrfp1y43HN257sbv2N3cJ3ilrWt3h9qtGTFzV6iloWnrxTqPZadapdaL8R6YTjWNHCeDnteGQKx5nVEoTw9gTUjsl7j924mO89w/ZtQB3zMjHnrkc/1ZB7JkNxDHSOce+CIZ1cKHaLvUUWmWJZOWiK32Ns2ulAT20qazDPvTpqBcpSmVyqAuS6jXW1eORNeKG1MzsTyg4/NPsRGwj1iCaI8dIG1LqNwBtWHkfaBNu1HH4nK1CulRNxaCJN5iSJl6mSZpAPBpNxfM909Fv3yE+kAd5QW5ebYWugFpREAyqbFIVEKFOYFdUbDCW26MBQym6BDoDgtNUB4MIDSk1/Gu0rcLtrmiLQlvRKPxqVFGqwGotEK7FRyqoKG2aEMM9tRTwXmEhejexJDYBvct+SPtdCd1vdQm3m5zQnEQ2F9fO4F6abSDOq2vL5Lp6n1odGWlRpPFa3yHkFEkHV1yQzooniIs0UHPhyq2dDsp+rYb9JeI/KLyA+eb7Ff0lGAvunFVyyy1F027q4uc2+cKjrmisMhXxxQV1lSVD6zAkhWMaJCqbMRoQKzLqlu6aemyvpWrljHSwcUZF7eUjQ6vSs1sLL1WZAWuKEgqLXjlOlPm3Izn6BYI9jqyD8CG61AhAxk4qj0MRLsD65RkcUTpRL8Zd42Iv9R+CGfoX6UADUDLTh4FGaS+ZJSScycMG/zwUpIk7Sy6ZOfTYAEAIHiSH7ia0HAVS+1I4FZS3pLkEWy4f0dgqCqDWxqECKOd053Iz/634Sf3LxCc4WPBM/w+C59IJUtnLfry8gfsvnUd1cXde1FBgat8fGJ6ZQWpO0YxLeiFwezhf2GzS6cWeFpiHxcAPxIHnXG0JMmVwSBAnQ+vQpIMSXb7+De/ahb6hV8fYcKbRY7e5Gha0lS8pX2Z++4DRrMAbKL4lLPdPHxFjVV6XsagoHHDFVIzGLa+dPK80NLIwMmHW8hGlC0vpggmFDUi/V5TAhcmpfgi+yT6AkKkobussq19eV1kaaTQRuTG1by+CYS3ufAoySGPaYTKWiEsy5f5g0OfnQlqb1aQ1GPQarQgRTlNKaE/Ui68suajnYMhCuIpnMHiWNJ0DjnZBWmfAEDL6HQVtgQH4bGtbf3m5q8GfB5Iy9WAA3e5vJ6796jkZBnLtlyVXVQwG0Rtd8yAyz4aAyfou1mIYK+YkhDVeL7VfmA9TSgIsBRb23cncx1wPAriT0uFCCa2gFVJsE/Bqd8Dv9wG3wmwyRVgpNmMtRl0+bYbsUyK25SHmAklmR0B4LZAYql7RUE1b+uO/CAdhiGEXVQgsquu0w5QU1mT4to1+4bRt7vbH5zRvTLdtGDN1Lm6WVnFFom09dY/JILxlLDLjvmjtRWvHKimVe9zY6TvmVTjs61uvaz99A+6Lptev56nGdGdQUEnZ6MQNeRudq0bzMoY89zEgdjgGxkilrXXENg95o1yyNQfUUNs8/i+Ncjh0ZhIIhxsD+S5wadY43Ah/qq7jyFWrf7tzfOvNr94Qm911WaFn0pwrKpDV/f0Y7GQkpjeFQk3TExWXNYVo7l+Z3R1jJ4yeeOdr61a8eu90rTcZ9CYC+gd/2gcSS2ZUFk64ZtLo1R2FkUmbHh5sZzNget+dXBWicwJ5LKPAZDCel5uMvFJZPW5EejwhdzxRXl4moUFcMTajqybi2BsKBsMBt93LiV5ivgvTkDd5hAXFsCGerCkvyZ/JNSumxOrAQayAOAEXIeVQnFsLTgcxc5BwAn1KaVXcfHrhY5lpY6ljkmDV2FhjZ4HwF+uUq3dNScyfPS10/+mm9RWjNoydNGviHb9ftXT2qPUPFNhhwlblw0jM1jGBytElhSMrAiwtNRiE9yNFGKkT5CbFrubkeOEwP6fB0zK+uP3qicX6QCa0y2nf0NrdfuqG60/uHBPayFPppsVhmNXqEEIfa5hd73bUzBl5VXhSWLCrEW4JPs8ifNaBQiTn6pH9WcbLmlPxQq83xJOuglazXVFEyu2VcsnQDR3iJ4lGMwwgp7+34HD8EQaM0XknR4LdBBe9YDAeMD9hHHx81w8QRv+yeEx9sRz+URqumXTROIATSjVzs1nwyIvrx1DZfhxgpsLw7xqMohtd1TNqiqc0FQlz8nj407K1mclVLpDLWRJ7KhoQDjz7vLic+WBNZUphwSWkPS1RDgxasxg+V4Ih39B8mMHJMgONFnOGN3Pf8P6I2X9wKg6/yH8x+ievbbpEr0XciLG4iDIMa5L4LRzcOXHlq3dPHd5msRf3X2TF3pF3IjivR/boSDABNO4fzavGkmkTLCosLC2JRoKK9gZabGlvcTocVQV2S27WXGrS4HKMS8D+A4GZHo4EiOcNWdeR9E8X6vZLoGHEdZn2DeMmdxFJOr+8df2IMt8QdMA3gh4kfEeQRpOcUSe8GyjCP6an/QAtBY5rWq9v/8NmjBqd7mp+lTs8CD3ZD0evLqJUfvSrManpQUGnJAIYYtudWUP629j36Uguj9Go1LNAKc+n1OOQU54ZCqAX5+oQH6MA0pfZa+a2ts+rswtn3n4W2p95+4b6hW3hSPuVzVcv+/g7E3xdSFi+//gKzIO7hfGSILMSeeWVoHAfwKbk/mjUkcFlrQX0b3oc4oatGnH3NBLswwRw0QXQOGiD0JS43Ra2sAaKXoNDa1vpdZlRJQZx09wVE75OO0LpGvNR4VOKmbN9TiOiO1K0wgODalvhX9lU61j3GzfacpvpQnO8yq0QKvuLXpvmtycfGVbfSuqFqV1oXpmB7jDyMDklKycL3if6K3k41pYvukGuGbWrwJErsMkX3UiUErpSlquxEXqZEFnchv33Z24hMQEXr7abDG69Vj24HpkYauI+S/2NBLGoyq+o5zLch1T56EtKS83jx5KldXuh32cIpaM+jTiq3NPleru2JfX3mNzktTr8Bq6/AkjsT3GWiaMxFYEU7hJWZLZFE26Fsr8T6In6j0RXDQ5d3VfT3A+8A1O/EwA3/WDJX8KxDBzmGgx4N4NzAHTxZMoy1CXYO8SXQWOW3ED29WnC9R6ZQLiyoURhNegKtOqBkeewOWz8l8ao6cfA8m9QrdvybwG7FAVmLPgXIEJcy0g/zESQD23fr5BTpMmAQW1jIVkY+K9seflJwiPi/jUmvy6R01UJ+mHhjLo4Xe9JdRX0/tIYS1X7wmMaSmVf0ZcZXUaFy/043F7g00lUFrce5Go//0fyD/SsIuRJhXllldXhsJQGFTIpwGplv05pwdnE5Jk5d5js2Tj8wbrBadwIh8P78lLbLzmswLjorIfWNjaueair68G1jdBgKaoOBGqKrNaimkCgushyiXELV8vkZTNvnDTpxpml8Zk3TqaSbTGTKdaWJOeSUWSdq+8lYSKtwXEr2E3m3m2IzyeSWjPbIbfc5dKwZL9FvD0QjkZVxsXUSzpfk55fWcEx3lo05+mxZKef1JyJ9YYQXk+ZWJ/fzYds3WONNUan7qIeFKyfJhJV4g49a7MBgmOc1/EaerYJeEGIV8ihxWjQ6nQa1oEz9xhWQYn5lbh36gnMtAjFeEdZbJnUQrEtEN5UMSERt0XHY2JeWydcuPbzfXtXroQ2uAva1glLhOW00n+ttyEdVajgW0L8gcO/O91+DN4nLOjoOHZdeKkxkHAHxDhIbu0pBvyHnbFCTfHg9Sc4eP3po5P/bgUKYcY0eAUKC/JLr0KFlblVqMaFSJnaLs4fuhJF2ksk/SPvmvfrn5bEouI6lHARon8in14HABpz3eAxywfGPKRNBhnzsB4ZgzpjEJ03OECDvhzSHUM4UxCaIA5ZDMbgIQtn6J8OboyRnZ7vieEbPOgsGTJkxLVVRPd7mWkgDlz77KSK262wyc0k/JvbxEMMRRj6++P281xKTKft58dcb0ZjoDU4eWNHeDD/CRcGsabKUewyhA1MO8cGJm6de2yAG/F+Uf2sOu1OuKywwq2i6L4+oBOWMLeRNeF9uZ64EyRxNO4S0ADcPQHWSBwTB6dUhwsTtTgt5qOPcfUGDuJK+nf7gl5Iiya02HiJceOPDMTU5oYtvkri4ebLkh2L2pKOjcI/hDfg3Z8afP4QsgkMCMDMhJricNC6FAIYEm58LNOQnNkcuVvrCJqMQYcWnY0mdD5WNq0pnJ56Rfl/Cxz1BXwEsY+Wot/kWEMwPWJy2efwf7JFwmvucNP0clPAodE4AiajH5/9hDZCFfMKgdF5BITRNPRwNhZXbu2Xa0iF7TmxtNoLObVk0EaOabxQlxbdUFPOXaWZHcIHfWCpNRgurpmQCbYGDH7WgtjN8KlwBSyDsvXBZPO8yYM+/5OwBP7P52WTR6SDBpZ7k6a0/mQAPkJ9IXB/bVszPtr/mTAG0UPZ9xmzD81X3LfWyiscNtYkh4yvGHfYECmBDRTLUBEchzRe1XRALz0M+dSpyxytHoxTTISWeaOqnLUfCIfhJuF2OPXp38FRgeGopuI3aQwYkRjliXGzop3CYcpP0cJ/wcDFJ3+AXVzflxEWMY+jMSuA5pBCLZNLaJZkdZaW0eKo0JGGL1N78g8VdsPtwqOnBZmwiD4m3lqQZd+CbVk3zj/A9/t+KA7UPwIH8F/ggPb8EAfo0YcHxvMjkJB150d6KSTAvjDiMYwDG7InLSZWI9UQ0Xqinqzq0zk1mhLFpzhOyDyOkfB+rGvekhqRYWJT4vDZQVhqE8Y0Xze7irBIaxO1NY8r0cZUC+Ppd9EzLcB+0ELRNMTZgvtVGtyhi5jhJDVSbGtJc4M7W6phVNgA/cJLep8/bC6+djzpalk2stynYkJZNVxz8XfxEcmg1u3T/ZfKXdFeTGSFnTZTN0veARqkWc28TGvU21k1UOLuAR9/JOaDwEROjCXQgwyI/fMdZi0U3M6WdSxtarpqfBm7Xf3QQ2r8D302/qqmpqUdZazknaYl7YWR9iXNO7Pv7NzZvKQ9Uti+pAnBWQ5lFM7JCeGnui1eF5AoFA4Qx31748Rgz/lz+Z2axXQiZNXpkNki1gqaqOdsmc4mS6HR6NNqrVoZhFx12YRRzz47s7t6Zp2HkhRPb4uxktuknD1ZAqtjCS6VvGKjsJv+VLhzScHI9ZeJODfCD6hryFh8vMbpMEk5Sq32mUy6INCBOFnmIWs8WrI5tZk0qxOXcrBaReMJiYl24rIPVlu6BPyF1VLobvW118yYbDA/a7IEXUGfr2Hk1Ck647NMozRordS16EZXtU6RCDQVZH2mYEDerGzn0Qdw4sC4GtG4ykCMN6noWEwXKjCZ/LaiojKZTsd5AZcfXQIbHnG88kg6AuOOp3iJya8T+wGTle/U4NfY4EsnxMtM6CXVSI0fgRymZyVFEWoBNb5NppcOevms30ddIV6BXjGSmZ1QuBW+7E7MmkFRG8TTB8LblK8MfbMBnXLjP0ZHmKMgAiy8zGP1+VyMUukkNMb/EJH1eFYP2qlRbC2ElCfeuYYsINbCn8oQabU+o9xR4FQ0TSnT91P5sk2YyvR7STsnvY1maBhrmxF9MEdluChbN44Q+QCORdyF7I9uUrOvQzLIcwQ4cd9gjkyvg5ROLiEt8HLlbmLVOsw5tWaTthAGvfkWhXeRWv6vkNVmn3RNZ4urVpiWfRS9kyy4zF6/eNwhJnThAyYkjJQ7yiITFgmv9fCtwaRbjebanchuK0Q2kB/ZQCVorgUgkDmd3kLSlYZTsUq5l1Rx5ztiYHP9pOj89BcZk8zZRB5hYqm0Ib+YTEFrxdm9qw5dP1qGPUzbw6qJ3b+YhZfGszwM1E4sa5wR7l8UhxPiP32wceNTS4U6PNylv7m6Hq+L2+vmNgdGwqvyS+Jo3CtycTs5aAGVvDqVBMWKYuS2K2hrGalCrq9qUEhwZ8f9Qb93SODOUhkXszb6e8ByQ3ZnywW9RTvPBTlvvqZalDhipQsbHQjDZVPuWQ35oG/rco/wnnXG9U8sykXypnbA7AhJoJqE8qDeNmUtiflND95/etr9m+cUUMvFgNzcFuHlkqp85HdE2/jt8yp37RqRGC8cbpg9NMpZOu0arMOR/8Fdh3BQDHjgPxCxsx6y9YNBLVfgOp6eIjQZ68vP5UBH0A7fbjY03CtJ4RgBHN4eVDJ9IBY3LeOZduU1TVsOhIZ5LJkbeoeH9Zi6gV1jR5SPKNJ3ThnuzsDjwQJP9r3hu57gfn5nmTkINj3iTDQzrKSSQyGXy1i8GWsPJxnINsq3+raQ1DFCHjGDRpcb/yScKP/aZigRzlzfs/iXq+qg21MzNfM/6FCRmMIHKM26E3dPOrDnwgfX7Bqz8/Ur29ZMLIbT2tZPLQ1MugnZskgkSwDe51pbQ/zAX/eF0PhO6llG3LfLir7HfQcKQfHBkF8e8QZI+NAFNay9SwFJ9xETC/GAO8vz1cqkhDbZXz0ruhCD34p1tF6xlrby3jXrVoWa6mpTsGvgNS6oFR4SzuxhQh1bb8QVtZXj2wdefXTxMN2G/yEJg8bIHkdjxL09ykANL4sxUbmhywfxdgUH1QWwtJCsFiksSAOHZBILK7YfJBtU5jond4rJgyT3Gf/70eOXPCr2GvnntP8IyCHs61wYJQqsfw8UsRUG4CrBsfsiEJZrulwQ72l4UG6DxUHSKM8nMeThGQKK9/8YjP8MAs7+/k9DRzzTd1biROMuBqkeC2UgqC+2R9iiaLQrAEk7Ajc0yXGcZp9SFL5iw7v8Rq9oWMaBnndQnMnifnTDwAnqJJLjirCTdLobvaFSIRMeRuMcDMcsaGdCHwnjr4/i7naJ8SPK7oJv45F+NDB63OpOtAFKkc54GY19IZjKazKVlc01zfPHT5gwedas0aR+EMznJh+jVoPReNoeLCgYrQhiL+iwOsIWxlRSOKgEIn5OK9YW6nAKR+5EFu3ygXSzBbfNH9LhLyyCi0HN5w6QehNSeoL3GLXgn5lNRo4dKFdJYwMpFA6gX5LOb2bqb6wss2DHlMk/qahLHj9OU2wORWNqahGONm82GHQRQ8mImEWpN8tJfcryuMcZ+ONn06dt2PD1QEnLVemg0TJSeLLzuquu+hO/jPEb64Lj1o4NWdQ6o3D/pwNdA212gtg3Pv07w9ASdai5It41o8NTVt/gtvhcJkcyMap96x2LF+eKXiLOuBvp+VH1k++7edYsjYj7W/vOyuqQ/RUF83l3IOALeS0hwDAwZN7hhR5kHwCzGXjpEmVI4cQ6PKwIyL0sboR02AwUbJBhiEPKKmg5qT/QJepFxQ7j5/REM3Z2as/hKY+PYqsfIlPFqmGiKIa/zF8gWSt8LFy49e0ND7dBW6CjatwGNz1JPOOIAvmCOXWhcM+BuXt+Te3K/vFX8ytn7dxNr7k4VnwFP7vwAflSnNsY1kWklqcMbOBD4bCvLBDyldpDVIlEQocsO3zQgwRYicVS4qMT6pDK7w/hdgUHS9kYCGMRcLhQEZKrWBbPrwNShUSO14xxQILMp/J68YCNmuHg/y77kjaL2x1hFJguiYRg/8vaoVjy0tVUgXBxGCrYkmwYvRp9dbAfGdBGvS85+vkPMCIIv0Uvpm37ZWH2TvIVExGW5HAiLCH0tyB5t5D3lITsYX+ICmB8gB126LFDewCAgJ2OI3wQHPDKQi4IAmqbXP3vEIFPl0LCuX+NAAR1kkw/SNJZiAMETZcGnhbOOCbVNy5LYz2w5bfrHmm9FODZY5TrnuWNzesfvbiYG5s9u+fy+58YDnccrOX9Oh0CD4EM46EYb+92xHaooEcFVSAWAyoasYkfEh1MxYCf1Tmd2J7tcZFO3z0OtZREvxVaxBqkqxr+IzPh3SHT4F37Cbs2+7v+qeBPXZLtCXouMUUka7+EfcPYX/gYMtnPt76URw1CCLQxpz7/wQzIPvM5Zd0zgByEEvoeEQ+K7QQPDWAHX1EcivpDKU8ow9tC0Eq4wBOFnkxpBqnGUisVzSAFac1EmSZ1yKMqVVGqBnUcL2cfLlfE5FHWjhMEDhdwVvAfZwk+4M5bInoQfgbxyHvn/gOfEBfPxBk50skxhz6SO5tKJ9OkNSJmokvyDlUNbY33TL/jGANbR/Pz4giZ2ZaH5vS/x711fshK9JrsN62tPb//k9V096zm7gco5sIHt0+eNPDBxUU4L3Eb+AQ+xgT1IQYBrOOYPX0vCH8FLl4JgZqjIA9nM5Dp7Tu+X6ZIMiAe7UzBaApA4VNmNfRKuoAK2HgFHAG4EVIgVYxAl2Q/fgkx0ccIH4aEmB2cIA7kb1Yb79iw8Q7javXElvETJV0r11+9ur61BY8BuulTZAy/xWNQ1+NVPVCMuBfI5CzkKRkegMOZJGe9QTzLNEkZTpOMkhFh3VAOAKNlgkANHuSTMjVMqUao1qtvUr+sPq1mx3KjVNvpe2mmlz7MnpZ+xX3PScJ0iB1Jj2Afox9lWVYi6aVO8zKGNiL1JJcwz1BPARbQ1HMAUvsO0qyEZuRHqV6goN7hzVoI8cM8TDdznpG4mU/RiWaOUG8CjfbbzhWIMb49hzwtUJ+tqa+p2SaJRdXXanHruM7OFaBzRSFMJWivgWwgTsshvE145NuHoPO2xeNpJbTolP/8G524eCJ06y3wW6FWOCp8geGrRHb2DgSfBZzkK83mkLnCTLeqp6kXqemIOqOmdqseU1FhVVpF2eSF8ko5vZCC98BHIWVRq4CKUighEhAqDKRWCY1KJVRQagsDlQAigbCvx6BS9lJP8QoV+ZxVAoAmxBFevsP4lJECRsgZe6l39tuUSo58vFy6ExevQKn0KHUSWKF8i/bbWZ0rziXi+bMew3/8OPpfh15uk2ij2659aZv6pZe0+IBxsQL39VvRWQghy7Ea6E3r8YYIFemKeujlKIlkh7Aj+0VtPCnTCueNngvCW3Ap5awtS8m0UGv09AGqurhr0Zp3PoOLdsHW7IvFsxejN8J994A8P0hmI3xxoLpBhgiJp7QEkZNFhKWp3oM8RSECI146JFUmAZCxcV0iHoXIBrPG7WPOIdodr8diT1wqksx+RDhzcackhilDJ/4myuXr0S3vZcqABhjAat5fxYxiKDtTxNzM3McwrAquUW9RU2imb1Xfrab0ehbqjqJxSKnjPTIZ+yx1HHHTXsRfvehe7x00SaUymbaX6j0AdFCqw9xkxMjEu7fEtcI5slXrufrjolpGmFuBOYksw3i4cIXXYzHrSKHZvcLZp277SHj/V8afw9Ww9dW/XFSTXau/OTSj1fZZwdqbhT9nP6fCCEftfeeZV5gU0IEVvIuDC+EpeAYybdJXpFSb/BU5xekW6k7pzugYDs2O4z0Mwz2NBk1RPYihjveo1QoMgxbBIKNwL+K3DxtUKrVELUFT4XWg135ZXh4fMnZ8QGMnvR2h1uvBsUSPTuv1ofEnPMwrWb1w4ZbwPcfgx4Jv30PhI6eov1D67Mee//LDNjjK/6E3t+/UMaQDTGAKL0M4Pqv4TkHJGmQIsTpEXiMir556Eo2od79UqtMeJdh954DFbYHGQch9DZgJcjvR6HASB1mgIFwJjZgbRV+oHpK1SvTHHOPU8ZJW4ewVjsTFB6CVnksbN6fmNTcs6tz77M23B1uu2EJtE64U+QJJMMkdiC+kiDOm8ob3FXABu5bdytIsO4VdwNKc5qgoWHooStkgR0hkCBIJIyBqaPA4IZRCzARaMs48EutFBOJpo8vRnCBQJ7nj+79/DOvhlfveFs4KY16fyWi989cJ/y0chNXQocgeFPPnmQ/RuFSghVc9puxVUhXKFuXdShr+S758d78G8eUR6hWgRvQcREvCgzn+8xH+0zEfCmdvWCs8etb0JtRTb1HyJ0c1Gz7yCkqyp0Lfd6wUPdsFHuNN4YJ0wbaCMwVMhQxKGStzE5K5yGbZd1ClUqjViGin0BD29ZhYC+Y7q5XFfGdHg+KoXl4OjMuNlMZoVEGRuu/xOg9vsVjRENWUlVZb1SoVmtiH9cYkUEGp6gj1KnBrv5zViaZ3ImGNd83qRGxp144RsPGLkCuCpKvEu0KhT+oHUIygQ6ocu1L9bcYQsAGCeFYqnPnzamFfuu6J7tXR2tIGo6plhxlScAN8/IU/UfI/NXmy5w6MGBs8ZIw4RsGLuve9c1cLf8R9BMHrzBS6A8mmCl7NzGU7qNkURaUhN5ftpR7mtdRcQHfQ3fROmuFoWibFjiEaZvYcUrCdx78sKw3mSvaZKRf6YDcEcPPrkIPXCjeINakz+j6XLJIUIJ36PNHrD0G8abeL18F4CeRLOkooUBLipDws6qUOgHqkQ1esTF3idw/DW9HvjLwMkS+k0w+6PjX0OfL3c8+5TXwOFa+FfG1HLQVqK9BzqKp/8Zzc7/qfg69Hzxm4XnzO9L7ZzE5iIzxGrr8H3oKutyI7pdsMgdnKoaEhTjlMftKZ+41wfMhvdsOd+d/YILDZ8W9sw3+D5sfg3+yCvZAHs3kf7Pbu9L7ppZd74V7vcS81jhrnXUR1exngrYW11DhsJb3Ca702luKh1jzb3G1+0MyYsaWi0iTJ2WQRz5GipJlYLivwc5EYXyk+G8u1pUwZevbj6Nkss0dzCtTyxRA4Pc6dTho4TUqWh279U3rKrf9aT3XpP9VTer7AndTzXn9Sr4cygPkkGsW3FEHK9YqhF6B5ZwZB8CWfzLALNF9paKnMKovI0oq0uk02UjFSvV26TS1HrKYx0PFwRlYfXqBeq75JebdajpQSMhoOsZyRZTnkUr14wGLR4kSBY4c0DuhwsEhlvcAr62U7ZJRMRnFSKTIk9h1AjjgwHiXaYu9hmRS/VWHldgjg1r8qZHP08mrAaTmK49E85biw8hiazCrqZRDC1hPSxZ1YMHdmcdAdzUoyR8vj9TXaGvTxinOVsBzZ4wTkc9vUsagkZ2EhAwsvkZsLoMEbFs2KIKk75CzlJBsOEgs9WfHE2HWvPLdUONtyRaZJOFPbDa0zV1dZR5mDNnPIag1aShm3/viHF4UF3+oXXrsFmqwn5i1mHzaG7NYQMr+s/jIRv9juTBI7wwgmH0Gi+8UDUikt0SMEHQQKqFDQzw23PQ5RFIvkKzE+ZNj4MIvGR6eoiJDRCBMIQhG2ARsEluMkbsghtyFZwSSRQZJ9mqGyVxdGyXBKc6aJ0JbyWEMmWOYPlgIa2yjMVYj+alI1/BSvqmTakNJ/T8VwKuhA9OS1BmT2JXcaIDBAgwFK0Ew6xhs07ribes4N33D3uSk37w8m3Wi8vBFd6uYbU26+OeV2Q61eLxGtGg4JaqlUgrWHfJBV4+cQR2gxaXVIl/kQaYk5821ejWBiQpFvEeeuzEG9sjOKARdFsKhfcP88U1CH+wAOISNzlXD2+RduR8bOx3+F0hXZKmTrfDFARPjNi3cho+eWt3rl2fepcPAH9MMHNaIfjfBzBbIUGepFoERcuw9R6ilEzmOHeCmPqCQ9Rv0e2NAXvbxfA+NI0y6DzCewD6LZ/zUS+rytIAl5tx8d0pVJpLnfw+ZblEzHbPv4aXu77dOFqB0bGoSouOdcPyS4DhFSauHT+8SRu1PmEBO88CETFFaII44WImiwnMBFAaOZoDbEPOklPpvQ13cKlPNe0KWHevicC9a74DgXdPGBUNLFu3zoYLElXVAP4ikYFweUiq9IIdiv7TuD5F0tKADF4B0+PNIIJRKTpEI13TjZvNg433yP6m7jt0a5VD5SNkK1RcW8K/tCRkl6+77bbzAlkYr9dL/RkgxhHtLEXX0uyoVr2FwuBV2EWUh33gd9PpseOUs8koIAOJGV9hxC615kMz4FTMTO6OEVAGzCaIRQb8NSQUmkAuAgx8X0mHE01BugRJQJnSuwOOhM2OLAiv3zbHk8mhD5JycLkNQoKwUYSGzKhcWoTJ5bxNZ/5cimI0w1lJGojZMWPbNsV8PEvz+9/8IcaLvlyqWbmsvGxAZ4ifrLXUc3/v5I7197nvz2BDyR/WbfPduvXfTYnL8MZSrEU/C9AZ46glnqgFJJU/TRPEdxmKO4/28cFc8JCsJT5gGYcjzlTlmCVgSGJcgEs3upDuETxE0hsyGMR415KiIsop8iuqdH1D16NF2x1rfqpEihqTHnEDcbXYt8Bvp+JoWu3S9ee/51MO8QBD6Pj/IhCdGjMiR7+77ka3wOorCscesyK62xuq1Ul/UB6xvWT6yMlR85Omnla5rRwepGB28YHcwWdOBTVistA1qdKBHy2gypM1FH0jskR9GzD4jP/vACKN0H7VivGk1JfOZNMkXSDi283ZG08HozOijVSUsuVoALKxF90kgm3oZkogWEwFHeRQMoM0GZxqaJaEZpRhoXGjbSVxt+Sh82/N6g8GD2lnchICirVSUNYM5Wfe3sc1JdzmXOB5y0Ez9ViR7n5EeknE6ZDum253o4Tv8skiEqxPBIAwIz9RR2R5Aq7T2oYd0sxR6j3sXr8NT7PWazDrO5HjnSYSIfz2m/XYEtU+KT1GjP5eRj50qRxTGHYz23AiLu1tsg3lSXFNYrkLKrSNMJOJSx4eqfffb0x9nPIdMy9bJ15bxwqqw40CPAawc4m278WnhP6BFa//beW4/+XviLcN+ZE7MpnVAymLMp0I6YW/R3XeBnvG6bCkpUJtXfVfQ2NfxWDa0YVa6vtXCTFsa1Xdpl2j4to+UDkaSWR+TRainOie0GXmOMGynkjf2uh7ZReVdILuew8lAibNGi63HQI5PJ5YjxTyDz/dvyQXqj/hzMTQCt0Gk/N2D45FBDYizeAdVhNkmGTfZ7s8/D8NI5VVbT2PWvPiPUDODib/C2dZPZ9/UvnSofMq/xfiJIXu5mahH/HRHjZdDV9zqYyPMU8DtVBp5yI6XZ5V7mfsr9iZvtcj/gfgO9YNyY3d2Y3d2Y0928z48ONjs6mD1Jt1trHszvK3NzDeF7nrCIaUL4toFCSPMeTgMXac9o/qGhZR6zLcnqIKc9pfiT7oz5W90/zCx1tO88cCES2DShcaEdIfqpEAzhguIQrzclQyGr1I6ZVwZ8UOOLi7P1sNOV9PmMLN1LnTqglUIposr+HqXSepR6HqipvbziU/Y8Sy1nuxHL5iKBbG66kbOtTDxXVYvnphHkfHB0imWJw73fjayKZxGzRxGVjyCJfxIUITLmWDwPs0hVxNoir3euGKApJmmmc0UUERVRMN+SJqXDEQMxERUnAJJlvxyJYxRc0qXSljSOu2n3809DCZROFs7e/lT9bZaAxRSw6kNIEprosc/dTj3p/uUbcF5wx8enL15DP/jsHcIq9A363hSwQbOYazyv7zwzl0njXmCwnI9U0tVctXoUPYYbo36cO0If416hX+NOMWcYlYxh2LUWeg9zO4twi+jg7oosi7wR6YswOyIw0q1NRbqRqRvhI9FkJGIoiOK58GYQaoIwiGWI1exMBrG0CvJNqWBQ63AUPGiHdjuaVqcOLy+ABQUGlRy97lEoVNhDllI9SFwb8EskYniN3T7bsdxBAYfW8aaDdmBqKDVJcraVkPOhppakw2FG/vVRZI++fTCuUMjl5l7qyP5uL/SSCwuS3iNI38aQolmRN9VEOnWuTMRFMiGte44IIvSiU1eZN9/y8gn7NkQLYx2MbHEPMGmBV3SgK0RTHK9S5tZuUxKssQhJkxWbnnkJWmC7sFv46PDT6d3bn3r7ifsyVZ5IwpriO2+upzzuZKqgIBlnmITw4X8LfxX+0PRM1cGenx9VbJzgjcgOmCbevuOJUHEoGg1FIwP+zwGkiw3AB77mm9AcepR7VHOYO6w5w53RsCOVIzVXq7apblbfzT7KcJwkoPJr0pI0l1amVEmNlJEulG7T0Nu0kNOo1VKlVK3G7pBKaVShf0Q3lDp5J+V0qvACyzFe7+EN9uSbHujhHb6kx2NQq3AsWYoE23PIMt6HCKzUcIyKx8FTA54gO0RXYD92BXqpk7wsoOBV2iSi8hHkDfmx5ItqvyHkWEGiqucq62tqkIsQXRHNawQcY9527UucWltTk8M8ci2hBuckGnCHNeiFdcjCGKYa6ANyjrZXTqt9/+Ih+H72K2SFyMvcUln21CA3KPiLzpLLZo71Cr++9m90Qpinbrv/MaFsqM2D/Awkq4oRno3ACsLgJ/uLkOuF0aOz8VWpB2zQxnsjSZsNKAswlrTjgl1B6hPE+UGj1WxWmpBpuB+hCHlKRB08hQRF734kh4w4xENT7/DyQk1hvHBcIQ2tWFuakDcRQbxZ0yky6DmyXqPLORP9rCj6EZ0GvHiFnEE1FAu0SFwPm0uGofi4nn7CXlRSahHOROsdiewyaL1jkJJEvtXXd99a0zByTNneZyesnBocuXjLhRT93MUGJjYUHdimQkgRbarjoq2iO3Jpm4r0FP9csgjhzoe8ybN8+STPJO8CzwLvemadfJ3iCflR+avy9+WnNJ8rvlWoW+U3MTfJb1LslktkjJ3JyFsh48eIVmqj3dGdUToaddIW7JNrAPbrALbJAeCcumeJ9/k8skl6QBhbMTvjz8Upbbw7vjNOxzEHKnRJckaeAzkXlZEzrxzRkozHC95IfpKkkg1q6m0ke3qRx/chKEBnJzrriYN3AiQQNb459032yxXYocWSYCWhTE0NlgtEahCBjgPAZGEIpxLjnfI8QEd7DThxoRzzqZdW00MdvToIf2l8ZP6vepBnb/Sbrxb++33hjHBYCc0U5OjmRR5ODrVq1jF5HxyNqIXoQSgHr56w7A3ogFuEKwTh2wNwCTKyFwpnMlfEDE3Lb31G+H7hilXj7xbtY2wQIyeLwrFK5r+Q3nUipXV4v0wF1TmfJ4jjHwUFOpMXM7GmkC+OJTWF8JNCWFho1uEAptNpRxTFMtmObBrWJO0lUVXT07moqhlZ+7LZkjcllETi1GHm1lLv8eoSqRTvfnUeiQIZcJKVLmPSiQOXxUgSlyM5u6JfFufilcgTwpIYxyshZvm8MMDojYIVorQVo5Xl/YpSR/AZHiYGptWW1oTE2KX5f6D+FuHM1mxh99ru1dSJAfZ/x1g9gQQxJ3zwcvZFSv7qddlz29a0BynzD3h/GwJFkDgR7/8GAC3H3AufGBTj+qMY40KfPwC/GeRT/FH0KcjnL5DPRd2LP39a/JwKkbUdfJ8XJMeADSr4DpMkCIKSkeqtYCt7N/dL7hD7LSvfyj6m69X9XvKy9rT2tO6s7nubjNVZLRH1VC0OxbMm1sJRMl2IjepaWEbNSiQanQ1otRpxHVALtEb0RJuOVTNaiUZrwiEtSi6TgaeReJKgiQT6jvJaBZLYUEIuYxmNBln3Rw4uk++QU/Jj1DvAAYzo/TgTNJkYTGiIqKo1Y0fuNWBHVEU07CR2EFks01VGEVlrtDVxNFnEJbOcSK+pIWJ9H0s1TZp2BLB9nx6WqZI6DzogR3c6Fvcr8XoQiRMlIFk+U0MOSXwS/qqDaZj8X9C6ESbG6tSQUZpWXg554ZBwW4ser6wZV0+nE9RNaH6MrXztyc2fPdcg1FLKEd+889mfXk6LtV/PwSD8lPPoQ4rNWJapjuwFIMRrl8k3yXcoaAoCv1mu4RXY7pPpkhR0gFgqFUXiLdVJ6FgpPCwpp7/ShyQpbDcrSjDdgZnXULA0zIcfDNMd4QAHeBy1RH5e31HhYaqYPo+eV4ufpyhBV6sOo+eodUZ8VUr0RX/sdej5qweer+UUEfh87verB36vZRURCfh3n6P7TBgCRxF8PffE8lAJl3si+f0EqnPQuIry49JanEPH/6OuA5UwKClnvYPwt1PSAgp5BQU7At2BnYEHA0xv33leFQijUVBQE3kgQkVADGGToJQ8CwapYvaB3LPQPfpOS14Cft6C5rxOJ5Xin+nR/279A/rn9Iwe/Zr8vH+s/2+/z8HQNAh3OyWLQEMPBUNYxWjk6qQ21BGaHaK7Q+dDVG/f3w4TnCIWwd8rkF2sKeVLHyilS9GtowSyFdEB2DrZ5/vHhvAo+RIkeC0FeW2HlhLxSZFAAa/Dd7K77by92/6A/RM7a++/32BY/z/eLwf7/jzszEfUQfSFB8HuJ76UNYnPvEytSwJkHWPSRwni+vG+Pz8W5iPozHMJ7iA2wHM/7joQhwyrZf+JxrKQwBaij7MuENuHfO6+13lnaSm6lqY0ZXxZR9mysk1lz5W9UcaV8Y6CZBmIRXMkzT1vOXuNPqQ6TPI2KgFgfwHKDzI01R2FvX1/4K3RqErFo/fLih4ooop4vSVZhONeReg++EZ4OSjVf6/dHOJvVa84JnSvFjDuAPqpD93qWl7pc6Fb0ZQX2ZLYT+ED8bKkFw9K64XAu8yL12ee8j7nZTVej7fD+6n3vFfiRXRYsZJgchAtCPycrh/+IvpGtgJUEPjf4v3ptAh/pjTDZ2hNxoNOHZlNmTcyn2S4DH5iBqNhxTA8fCXiQRtWZ0C55GWEj0zfSXYrWNEjYbAJdRi54TT1aRxB8yTfGPfqdLyEifGBcDLGG81JTWxTjNLE3DE+RvMxGKOpEN/UhBx3fxgdjPbk3hCsDy0LUSC0PPRpiA4NgCa+yIE4iBcG47MI2BE+MwTG03ygMEiQGeHtBckHIl9HqGWRTZHnIrQm4ol0IIf1k4gkIj4gP4ER3kqFeUw3k0H8tUOc/+B7WAGmHKZLEUmRAMSMHCpO4vNBty/ZXY5A3ceHyssZBs2UDA7FuTPxTHdmZ4bRZKAm4yaYXYZwy2awsFghAoFhiYqynSllKPS8nTmZx+T52epwDZa1P+q6H4w/AM6DB8HW/R41tu5O79cZSESb16AXdIXelaR4dIAVmNuC1anZFXsrqJ0VEFRoKzwVyyo2VRyveLPifIVUV1GupHgvucunvAr9Gr6RgpqUO0Wl8G/VI1uTKd6OHFdeb02mMO9j9omuwPILYZgYyRiOvplD4AgQOBSHoNxuFsHIyaYfcx3yx3LwgjJQCWrhgSMg03d+PyJCGisKA3qR0KJDEh9oD3I31XiwNpk2eYv5MesFmp5kW2CjUvJD5t/Jf6dgbL19Z3m11Z5MSi3uZDXv8Sare+kGXltbm8wkUvh9ii8sSqbQh4fTPDJz0ulKzBLoC3JG31XiHyg2JWBp4qnE+QSdIHJfpkgmEh5pqZSSFmlCZUfppWj03P76EAwdpeeCIL1+v8flsh+j5wEP0NPTe3Q6zVH6cmCkaV5Rgx9cgx9cc5S2gCosjhFAVVXlFfibCvxNRS9t7kkSxsSjKc+Nphx9zKseyCDWRO8yGUYJjtErQT0ooct4LcMoi+019jY7HbK79PpgL331fovLpXyargAWei2og6YtJFarJSZ4ZSd2QbVf5FYgotFEHB1w3ASdAAmYxNFB+825znrsBFV2kiBXNhotJ5egT9Al0f6VCzEsJi4MpSvSuK7ayHjL0xYJhxylpD6NC3X0XpwhnuB8HEs6qJqroYTD7VYsaQM6Muv27O2W0qovbt0Jp8Kmrn164cbZwofCi8/dZe5cv6EE1gffHL/7jprqokwJLZm16X6hYtp1rfd1rm/eNOVnk2FwwW31Vcb21PVbf/Xyab3nGwoWQsNbcH6Hvx6utrCKv3FKmaFUNbKi95H6m6f+pnmb8PBvJuztt58GeBTbW+DLf/f50LmJZSgsBrdiGQpehqPAPbxJQ7vpOE0ztKZKW0VRsIqvTFVhQpYmk/jMm5HI0VZ5qkqrOqqYvVXQXbWp6tMqurfvj3xtVRUSQVqVR3VcRQOVVtWt2qbeqbpH/aBqr0rK0O76eD0F6rX1b9Sfr2fqKehOx9OUNv1G+nyaTmM5SIQssmVzUxZLqE5i2uZsuCHzsQhac/LHZveGhtiEP+Y6sLhvJvUs8wfk83ybk1O3ivNb47BIBuQAWIBk/LPsa4Ou65CcB+H9sNSBJO/pQ+LVxEKRIQvFjawTSrRMcrkB+Fn4HpwD6YnNOb07j+VBNbJLcLTwoEKd7MY3e4F3OhwAGzzApXV1u3a6GI3L7eJdHa7zLolLRBEW3XkdO47c15u/L7JFusBSUMVHKTjbutxKAaulBd8OL/dorHHrOGuXlcEv3rB+bWWeQifKOqCAiE8A5H1L6DvZzQje7wjvIM9e8svc52ux3YM/J7YV3pc1kYOhR6ZO9vZ9zFtzAGicJKGiw7ncudO518k684OP5vcEL4RBTir5HWiBer6x2mqxJe1aOLJsahlVZUWazmqKmCr0FYGK0OHmVy2/L3jV/77/VOBMQNlqvtywyrA2vCW0Jbzb/Ki01yyz6CHfS0/kZfX1YKsbum0yohAK3EnkSMo9yE2UAxsWclZaw8tAAiZkUVAMnkYiME1zQIZJRy6Wy9VsL13O6zTomoTNzXt8STeOFLsbtHQ1sNHbgZq+GfCgGEmwVlBPB5Cs5Oki0ESnDtbwMmuyphf6tsSj2W/stnNW7d/t2XNE6iAH1EbyK6J4PRU5n7rKTrLBwAr0kR5JtUTc9gWSSis6O6MQaWhYnsZ9KZKhMBcSa0lyfyYOy6j+6hPSbZxU2oXCRo4thLgzURJvQInlVII2L0lPiVU0F/rHGDJqY0O6s/3K2XOu3Dh2CTQ5pzesubxsVOPOm9ovax9X1Lx0rZAVXjvdNblyRE3Y8pOXqZREanGkHB1mf5upvm1+YVVJqMhXGAj+xRt2Fek0rMXqaUku6/IlhfMNqamxaY9OnD6q8ZbO/dcUjWkvmj0S15Fj++iPkidAEGzhzfcwMKOHKf2jnl4zLZPtkEO5nM6RRdUTDNI5lcS7ZLzJRqhBq20Y+zZbeBApnkWUUCNK0HQGXb5yXxjGtX8/l8V6ACHTRop7CJ6RIiA47kzEc6FanGIYIsgajlYfwauIVeqPF09T28NBV6Iy45muK0eIq2pMTolsloybWzVp5JzGq5qRn66N+52R4uLANEPlKIyciNfu15b/xe6x+nSyEbPGbu4W+wkgHDBTEJ9XgtN8tV0PRyamJiirJWKpMFaEKgpftf3e/Wrw/eCp0JmQotV6uWmVaW3hlsiWwt3WR+W9VpnFCLf6oM+hyLO0QgGUHiWlVEIHxp2dsHQKppBBFoNPiygEihxLKxRKpVYqsjS6JuXwYTz6MB59DXKESAdCpBaxdAwxdDUarnILQuaPZFqRXxG74p0v/q/41fu/afsSwDaKc+GZnT0krY7Vfd+yZEu2JUtry1esTRwfieMjt3MocW4gQOIASbiS9BUIFEpCy1GOFko5WlpeIWmCE660XK/vkZK2FOjjStu0pS2meSWlFGL5n5mVnYSjhdf3x5F2d3a0x/d9813zzfd1PvD5CJTA/fOTJfX9Un4jINAJ5sClysx/meM8N/DyAHNnL+x9FC0FVjALXbtvoGuoi+l6FA1hDtGNZu9xuf85W3pMZUv495WKvrvb/X/Fneb9i9wJSq3SMfAxHlWeDXZJJc9o8UT5aHSYjq//W94F7bi3UE9/+q/wMfTEy1/fPT8yf9WGa/5Vlsb+5M3+mdObbos0t7fOJLk9KH/jf09zvx7+CId7Lv1ymrmzGlar9JEi9BEfijNxlT4SaLYiutyfxAcnBnEKk0Q4kXB/nB3m/gE7zEGi/n6UHUqtLoLO01ji5Lz+xxD52TklOg1Hn4FrLpzExGfin+x3zwC3Cm92AR7DTaADhpS2/xU3fa795XbmTgUqKl4KBC/NQ81Ms4qXFjT7EY/7f8FyC6hyb0uL+qPPzXq7PpX1lhH3Cez30xH4r3Ll04fe5+XQzAtnIPnzDzjujdOwjvXOqtLdhG9jfd444ZOl+jxiKucPtuZO90+QsYj7mVQf9VK1F5DzzR/xZRMawv2k03zZiOG7e/rqT/MFq/IiPHFfYyPS84+Dv+xBzHxiELVNl+nW7aNbxWS0yP3zD80/Mh+B+Zn5zMj4zxR5/vyBAaVbI1nkO2bcOvO+/v39z9qedf7Q9VT/c7N/YX+1+5Wev9rf6/p7twkNKnqT/P1ByAySi84bl8n2kb5+eVCZUU/297TRzd6WVnpKsWbrZTAI+wchGBwYHBpEg7B7ZHzH3sXjcjfp17lI3coFdetOkO1bihE/jNQNf9T9s+4T3agbq+WbqA1c9m/R3eFUPWblqaJqgpX9XL+msDCpsAAAw+JdDAtq5be1U2tfCestcii7I/tQ9lCWBVkIsnfhfQSyA9mh7NHs8SxHbJxUNltXp2xNXBG/OrEzc3vivtr9tU+5nqp9LvNq4qXavycMKE+BkYdMvgyMfBkYeQyMvAqMfBkY+Ulg5GF/HoL8QH4Im5MwUQZGogyMRBkYiTIwEpPASMAfJX6WOJFAiU8FBrFHVe/fpN8a01C4TEMEHgMYHn/A8KCwbuugMFckQhPdh7qPdCPQDfH/kfH/UHLd3e3tytaWq1t2Tv+q/RbX11rum7Z/2nOOp91PeZ6a9tz0V1temvb3lg+nmFEPBUMPZHrKYOgpg6EHg6FHBUNPGQw9k2Dogf09EPQM9Az1oB7YUgZDSxkMLWUwtJTB0DIJhhb4o5aftZxowZzpH4FBhQIeH23j29h56AELz+0Ak8f8KkucHFP7cHD8IdCE7cMQdVlWyWSreEkIdAgOhXaEjoaQKRTUBIi9GwwFmeDERMrwxD0QrEBzuHctcf1viC3KYduy9AvcjscJcz7J+8bdrsqF0iiZRwJ6EABnKSYncEnYsrUaFB82QzEPjivakEkICmkBCQdRNZaVuR8oIASFETRPEUMmTVrDaFySk5ogEDZeCdKjbzyfSxexngRdaemIZ+w9sq8uWnv+8E+KWXXROuGYeTKZjsqRNZhlOql8dDDVY9czRtFvrh+Y57UeaKxsmN7ia3XWmCu+ShjjtDr/lHeGLhy4eyxUWT/Us7Ynmoon7ZmKWIi+z1JmN6oE2GoGVyjOBKjcWLmjElVG/dV2izUltAiMgLQjKKf4z3Ze7LzGiZwASYhBdrseZPSHQjCk1VstxhF0vmLQV5oSwQSTcPo4ve9RIq2Anr7ikVHpNXMTfhdp7Cck03QRaw6H8Pb5YlNxFAublw5LL068KynpRyREnidre7L0NbH4wAKiBX7Cu+/OHqqaXWU3DOxavHhrd6G6u9PGzR1YX3n7mWC4aeWP1lx4D5SmNl5i+dXG82ZuWzD35BUfBcckHVxv4QkdADR+cDyL7mAvAVUgi62W9w+AuvFX9nrich1xMNucZPu+YnC55XOkS6RbG77TwHrIGdFIwiyOK/ZgXNboE40NjUgj3Wr+jhmlmyF1c3mDcvMIWr3PlM+zwD+C1irmgZrjNUxNzV0ZmMlU2KqsVWUzdR9r0VSEMwdRDrjJWIrJbhL5ZbJi/SyZL18sP4LkvRaLNTmCGveEwzm82avRWKkHdAqwQguW+b+luY1JmEF6NEXDurCQx5SmCn0SkkDmr825XBqfL9K4y1QKFFW/JS+Uc1DQjGhMfVRFjoUknyifaIMtsEItCNUGrSQ9BQkIQXc878ykY7GIyDuT3Y3X/vjY4obGgnvD/J5CriJUm109Y2vu+dJZcZuno+6ChUml9wbpa4MBTLms3eapSlS7lcsXwYqfQEln5GDNVRetXjDvwjmLk3rhgGfW8MWVTWNXNmZbA4P/Rn09HaWF/HamHnhAm+KyuwxmWaODTYaLDdcYUKMNau1uO2MiipSEFSk3On8fAySfk08flo4cAmQ9Y12GBLIMpzgUpmoK1WJAOGeOhgSWkFwuzG8f+3DDhW4fZKwp9/Qi/AYz8vZfSl98o/TH1y5axi24u/R3oxTqHHo5vm4mnFU6nply72Dej2mLPhsqYV4eJHyL86I5J4+C2AFsutcpdq/XaFSwrontw42YZd0ZOh5iQ2XvnjpfswZdAJ9jX5AEMYLJ4gR93zXj2+Fz4FWAwLp9CDEQghHkUXQMw7EMqdUIR9D0PUhBhErCcZluXUF1azTTrSIKOjmEMrgXQiBN2TDwuKTe0SZ3uhx+5UqXD+oyFUIiD5/b+seLlx+95Nf0uRzoXsbHVUjEYwnYmfS5HONLGB9+LgH8B4lvOK5oLR6ZkfAXWWyAX9IsMy6TmUSWHldq8Y4At4NdgJGwIUnWuPAc2sjuYJkgm2YLLGIBA0XEsFh5gtwIaldM+GmVaFJGCr4SIq/ZvkdQhPJrCuXXFMqvKUy+ppDBvTDqT3vNsaZnJ17Y3NRkboJkNeHhYrGp6Rf0G/ejXvyKsiee8Z1147z9518/cNGPZt699vmBb6gwGMYweEWiM53sGPUDOEoXUhggIIIn9vGSySPr6MtjKIgSfmd8dHwv3moJEMx4hyOtPD3Fa0X8TvsABw2IO4guAgJ+Q62Wvug/wadecwqfzAhy78VPhEWTaw/Ps3izV6cz6M0qK1Dj7E7HOWbR7+H3x4yhiUQd0RP03fOw/P5w8erH1sLLMAAOYkBcemT186W9GAprMTRUfdaMYeGksKichIUZw8JJ6UEEP6IUQV6cozNXeAeSd2bolwZDR0teXRQxshHZM00CAf5zNBvx25P1JiEBpZCgw++/R6NoKMPEzEADCAj2MAwgkOD5MyCRghQEgBDAKYhMgCObputQKEwqTpuVYZxlerh57cHVEzRRWvP80BGsv/0MzWGK3KuSGnFAYwPHf0ZiRCgsTPDIAaAtjw4DGR10PEyOFc3EWDG4ymRShtpHRtAjhGL0WpGahM3TOuQN4naROSoeFxkgSmJIRHokKlqDUWMymBR8fsi00cT82TRuYkymoCltwudNBoUssVV0TvwojAB5QEJYFdJ7A9gOmKPgOFkHQwYo7g0UnuEQy7D0auxGlvkzO84yJpYMWHwecx+zxPAcEAjBQgWS2Qf8yJDlTlGw4rDYZQmFEENmgxg3QhqDViPqSA+9oi//RG/SkBEfMipGpbZONirBCP7CEtZkDBqZgrHfuNy4y8gaQZoqk2XW9ezEDsac9CxG4aaJhqdPO0NDSw+Ts0WaKKDJJf3Cc+bx05Qq/lEfVW+lPOIUZSBSMoGUlnmlTB2L1PGyf5JCvqOOmbV0fHx5vBbeB56j+czsj/AsgozAYm6cez4LSQW0ukzeHDUT4/nt5QeXL3+utI7U8lLHWzu6Fr7FPS2RGXzA/oFer710N3yL8h4BnIXHG2rfD1joQeznZSAcGUCCUOYj6sLl0Y8wjbGXyBBRRYMVvzVchTnElQdXP0aZw9+Gjqymz9kJ/gBnM0GsXbsB+PAC2taLnmLO4wckMqNUHP86bZtfupe5CGZp25oPtk/YyFjnP4p1fp0amwKrBQ2YvRdLhBnkkZNak7x7xl0zDs1A/IwZDpkEqYC+h/oO9aH+vh19d/a90Pdm3/E+vg+QN9zvC8lY1UNUvNLpovJk12Ssxa9JHIyoL8fBVPL3gJa9SA1c2qc1yIcymKC/q7gySaNLwe1pEgyRVrSivCF9Z5pJkwunTrsq+P94XcxMz0d38E0YNtRm5hxw97gE7AoWmKCh1UaCX2pI+N7EfCTtz82f6G94FC4b/xrJSsiM/1oxV1bYvAqjJGAhsZzE8SXofNqEDqLe65rJe+UZMvngIb99SdEnK/DdGJAIYSOAmFj4V5O/uXriN2IcnsU9CLqxDVtFX9soS1X4td96pKqKRuokVesNNychSKaTheTyJGtKBpPbk4eSR5Jc8tRE4vBELAu9BzqK7bRrwSe942NnvGOV+o4kAmd5/K5y8E05eBsBXamP3cBMwzp/DaiD1ysmoJN0u3VIyxvjWrNcRQxZj9MtCxXOikQFciarQY1UE6pBYVSTUlLULbd6jZxSBlfI9MjV24uPPFE5larNgDqpLlSH+9Yp6RG0U/FyQRAkWl+QLBEwBcmCo+3BN4OcBZHlufstNjkYBN4RtErxYaZIOi3Xb9D/WT+uZ1/Qv6lnTHqsGuntI2junpCtiphdCp3cqq1LZ2prlVherlUymZpUdTJJDpJKdXW1hBAfjSo6g2yKBqOMhKLYBKnfwys8Hf9au7yB384zPMjZnqTOfTtKASeqBxJ0X5keJV596ZDr2aIqMceeXr6sWE60gsVo2nNYZYxZ1+QucBU8mE+Q2QAiXYc3TWpc6RSg4pZEOuNOhLESWTvBXNTjugzpAvE+tQ9Vc4MPRxITxiBxMOZC9XI0EqWufWwsQsKHSdTEhvlzVkpm/4yx79/Vt7izemPjPcqUFcycO5ZyXf+2cO28jWNHIstim/EHVjiZmoqmntktNze03XjnV5bclvzDF7qrk/ONmortdzROO3mo09V5Mf58rljVz9avPIdJfAsiaD8ANJ/iSjBA4Uk0D2NEg3S46XysEtEs+R/xH5zmNAhA+4SHwJQf6MkTn8D0tEd5Z/7BR6is8OD7vs/9BgTAVDCkVDUEg7nWylgs1epxu4G9Ff+1ixKn03ENmcbKaFCJeXSi6PbYDk74o7FRn03npDdezx7OvXE4B0lc++GsRa0mTEoLHc6ms9Lz+Is8llrSpuzOUEvdnObdoImDiM1Fw9hpZkO7jSfJHzHGaVEF5v3S0ovkZq+x9txmp9fnTENFF5AaBnq8vk6tSed6xWI2R31uk2GaYnVqjXVWi0Wvy2TsBlgxdM6H0L+iwZ39oL9/6XXP/GxganvGW3hnwdIlB5gvhEw6zbSIyWSwBE2GsHmB2yY5nW4trzOQSAPMU8pwsvBiG+UTCMukVdz1IAcWgrPBBYp/lizPmDOlqUmZMyddWwuSyfVh+9DZg7GgJqwxEA+J9ezV+GhwMD2rs29Ko7ygqTZddQqKb2QnIEjqnR6W3siSFHa53OFc7rXDZjVFdo5knz4DmCR5ZMIISUKTNKSZJFXvO1lzQYcCWYLxDyCspjI7E8QctfLVyReaSZddVTo3FvDX2RqkSL21MWbzXZLIaC0dXQFPwdpA8kjXDDniriTMTKCi9TRUGI3RQuhMXIwdzjZE9DaNLVoREh2esANWmIwN8XNGkq3mHO/SiKxg8e66IexNGSK2oM8Xv2D+2O6v1Ec+HV/J6tMR9p8un0dn1Th1Ro2GNzjMZd8OwRfGn0Lxh2UEt5KbCarBAFgCtimJjpqaaT0N2WxTT09lIgGi0SKMWGYP6rTuwY5CV0NdTX82UVmJOeX5e+bOjhCE6oHFZgNaPDaMRmxRkPzEaYI+8ieNZV8bxePi1LB4/fmsRCrtfDIqeUEtIZ6nBUxIjJhaakd1sPjh50OhWoyJTG9yK0uy68KvXD9n9YrDyXM7mrtWLB/ekvRl+5sCHT1Ds/ONcOUnIc1kjLZ9BGmlJv98k9ui65sGK6656tv18tebu122hqlf5sOFwcabrrvlvPNvzX8qhqRkzekYGrv1mwaHzxRLT8hrgguMm2mnHb+CeeY06o91wM2l70+2v3xG+7+f9vtyO9ZpvjB+1T9r5y+dvE6ehKd/WjtgqU5wLqaVJrAUDIHV4HZFLi5fvmIVW6mLzm5u7lvYXih0LlxYL8sgs6oymslEK1ex9rUer9dvX7l69bKhIXNcAGFCM5J5ds/c9rbmJQW5Pu31eNKPqhwA2q8EJF1RTnptkhGkqUuCEsphSL5z5nK+QukjFCQdJn+4gbpQaap8siCIDuOynGyDpwnKFFQZBfHZfR7uOylVzx3umttXCHsljcs4c+whIlodvU0TsnVF19SpC6sH4uFPJK2PsebSzEkRbNAxBh0XtbbMqOr039ww5aZv7q69uA8L4hkpKoi39fc1+is+I9/+YNGExCZxZSoOMY3NnJyfa+bOk+JEIku8SEtn0brktklc71Din4RiFcPIvowiuOITMJvBmM18DLOvn4nZM1D6SRj9/4zM/1sk/h/jjvKBMi4wznon5+UxzoATNINzlLRGEAwo7XJV14f9/lg9fhSnEdUbjfUItULYkq6qC/tcTX6roNFYrMhwStZmz1RZzJCu2Ep/TGGhh2fMwASg83OpK2zzhzsYYxmCRgOED0xA82axDM2KT4YmlMqQqrli8BTM7vGXYab7VJiV7iD2C4bZ0xPx5WesfSKr4P9BO6jjNsMjGhu2nVyUB1rH/wS9xH7nzocPCz+zJEg79EgJzgl4fi3ugbfcH1QbH//2YWHh5G/tgIcWLGsV2v5fWG+dCRbA6QdAdPz4XptHdhGfVk1abiV+LzEUkU2sA8zzB/ueQHOxHeNAN4MdIEjiu6vl4AjqVnQAdxOMsihqDqKbMDZvUYzdtbKCm2S5ulDZ3j1Vi3rxj9pRD75ABboBFPDP8enC47S9GbdXI1ExsSZgnTfb3+O2kh9bR1B032xFssmziSsEP9LsJ9FXQQ+K4qu40Y1ARF/Zh23ddFgeQaG9R3IwdxDtBml0/d62ysq2x1EIFND1IAy6UGhPd3d4BPquTJPEHyeI59wlnRgbpmtlPW+fwCp6KjWawkc0QTiZfvGMpk548DedjkmneuYMPqSQgItjWXc6ha2g0ZTnpIfKAuqXBdgWSpEopgRVGuIJQoE08EIlQGFysoacVPsQBlGANsJMiHZRgGU1ox4bCAl5orxKG4QPRxOaaJOztdHoNc0KZpqdormrxp/WIVuI13n8pNKazRqKJpMazmhnLZaUR2+xa1m9L+6w2FlhdsAh8LYoEvifaBldHTaZNRGTM+wwOZ2p+VV+u1OImkTzN3syDQZ9xBpqzHr8lphGE9M7oo3uHiErBrNVNbyt7i/2SqPWjoeuRaWrLZh+Nqm0Bw6Wae4vlF93chdQ2tJhTXyT0iaKdZnKhNvtC/kTWgYIiOMsiUxdXaXP768UtIhJVFZrLPB9C7SYTH1RGIymo4UoIhsm6gDpw8ObNuFBXxx+HSvk2dcPY/FLFHJi1hAGfTirKnFpUi09SxJ32oQEScbegDnCRyD+qQCHEa+fjVh9iV0YoJaA1W4hADUaJuGp4SbgKWQbetgK8/SOeN3mExhqekPMEmrKerIhrQo0Tw9fh4FWmeKt6Qk/E/wGX4vHoEDjquePj5ZenmyvnGxfgNuLk+2ZyfaFuP0JDHOGrhH9s7pGFEPcMv4YtOL2LDgKrxZ+LMXZd8rtb4NR6uMPMEXeDGpxj0ElURGLhKPZYMJoEHV6jdPhqAUZSZOIxzXaunQwFJJMaVDrcI5A15WkXg2RfJQl0w0Btsqin8/if69ns3SLoU1kIBGEWAshfwla0ZxWqKf12LFqQv6cRBjiQQHzCYEpJuqNjT6dgbvLuHzhwqXGr2lMZt+ShtrcLM/aZltA+3X9smJxue4OS42/X5bXlUa3bNnCHZuzOXbj1xqG2wb1Ly8cfFGaM+3q6Re8cWGyZVXlbd9rvVhZqP/5suKL4uCN18y/u7fv4g8v37J5MyivfQgwl/NmqUtcxnwZgEOMorbXgoP8VUJKiku/JGsi2Hc4G/WHDTLp8SHQqYRZBC6+uKZOYfbMmQOAwqLNSkWFvFmxufCXxSJvpvMbZjM+0kv4S6uTN4NywhXq3iOuBAiy48uFe7mXwXpwg5Lom7MI27qLFoEp50xfv/68oemZVDIRjLoT9VqTMbOovw/NWbp0KDmCtu1JpYbwRtFNn7Z+ypT166PRxKNoG/AAE9r2iNFTr9VC6KGYwrbNa6MSVmhoAp/XsJmaJqm8DjuxQvN8tqkJazmHpZ/gYXIYMzPMsMi4oTvUYlVrzweQE9WiBP4fplZOQ56klQ5jDFrxKfy/DREMkoI2AtlF+QQ+DHB2NemDoHbKCb2ll5t3XrEluXqN0d7aOSvWHV88OODzJsNuXeliuRARdcawrjUMV/Hr1ildxSYPKxgcsYBWLn5pRe6i5upVa1fXtq1yVKeSjuo155xXf0G04E8sWjSnLR5Lrtr0zjnNWy84t9bdUJfUb4cViNWwokk0BnwuTem/uUg673blOxY02KuaY8l5jRXxOx71w6qKL33vicVtxZnNntrB7joNi6A56DRapq7qzkrh9tacpWv5NXFNtLZBrpVaNzZpxfoarTy9DzNDl8QACx4993Cv8nnYB8+Bt8Jvw0fgs/AX8C+MxMSYSibLtDIK08XMYQaZlVgOIwwyEstqcwQxsxESVmc5KQvx/DjxyYnzQcKonLmsOjJURYWAMhrG/XKnKlRQ5YVExmJhkMeMLOycqMaF4Z0lO7R0hVqfiximpO4lkUbkUrQcvRCtV7FHMIavjVGcmAzcIN/EIZHI58hdyeOVr1M+UguuCXbSSMr70HgDQiBqzelT3LWNITeYUIZpUQxakLp8WG6Jy5MtqgaNL0BZckM+Ek+XK3PkoU0ol3+iSWEJ5UHV9LZPvh+5bzhRH1Zrb+RpMKMKD8cpcNgJlEll5gQGgaWCgJg+KMK3OG3/9PJMUM1Gy5O3VAVGLlsgNdAKMACtZ5xUn60sSvDGisePWmiRlkoTyHykeh+iEZza43A753ASCCLKQOn7QxuptEhGkyNLjlFLiNNzOsywxWpeY/QbBUnHI9YtWq2cnuf0LD7lqDYa7UK42plr0Gdr6zoYxhlpjZfe1Zo1TRrBnmgIJ6c79A3JhqDepDRsb03s+kop7bw8HtL6OL3VY/M2CF5RCNgslTGdkdNWVEfiOU8wZUv4S+dHpwZ9bYkv+KZNqROdVU5zyBiMsnscpT2yzxfPTM2km1GiymiC02FQr3sZcixymCslOycu0pi1OptGGzRbLfolria7x+CucFVfOuMBg14rSLX+UEiULC5HplFntuvF+gDScSZtgLXb/XYPA3VaA1fB6DVCxMgyAUYnGASd1o1YszHmF/s7Oq6cxvDcBUavoBVZ5r9y/mlRbTiV9Qhdjo5GQ8icq7Z5YtNLm6weuz0k2dyiRnSU/tYNZ1u1RqQVNUaHFGNFVuczOSSOZ/jS11MmhkmwotHA1zBvu2IjiBNYGM9Ua066Tj9C997qSoas7ljC6GwKnfyNKNqMBqsrLGoYk8uk5U1+Rssw/6XTWcySwRdm9dCpEVmO0bKIN1kFHTMMdSazBjJYizDoWQ2PmJHg1AA84ogNaDUodBKVd5gDgan+0ppAk85r9Nxgi2mMvD4ourWs0mUKeD58xlNl0NhEo0NkL4StDM+E2oJa0cxZQlkrW3pb0jhErcfsl2uExg1N5HQhqHFpLVMruJ+6zLGY4M5lNGbNgE2ce89sS8zurQ1bs7V6k8hpuVCVJmBeV/+SVm8IhUwRnw36nP6qhlBEZ5WnSB69N3u+1+s2im5/VcFuMlQkU9Z4q9VoQpmZ3peuqbKbkjWpgCSEa37VZZi3wuzWaTzWebaoMTzDOP+euUgUJZ1F72M4QdCE9NFoWLQ6rvA3+QW9PRT2Owxmu1nn9ftF0WfUizazzi7+u2TxXyIYOItVsmhG9G6tYGB2awysxWq0aOtSS9JWvVgbgPqwLVlltzLQx+JLuOxGZmxK1/R4lc7sMkpSRow42HR1NpK+vvSOJJk0iA3pEC+ZTMaQ0enGG0et0RjwaPSc2YseyfVq7H7Nsj9rXF6PWBp/0pI09XCS2YgFh82CTt5z5jEzG78OJ+i1nNkIs36bXRdJGgMImThHG6poQHrLyV0Bq0MbqRScXMSikTTIzGhSjI65UxeOxYyswaC1ida8VWs3jE1vjjTDB6x+U0j0cshQOmQJmEI6H96d2Rxuvs2nCSdYK/NTHg9VHavTja31M7WwqHPpGY0IsMZdD3Uc4r4DDoPXQAm6YBBGYQJmYTNsBww2VGgwGK0k6XQ4c3YsCEihNspy6eqLU5XZMHt12ikHpvlsJhg5dWHnSGWFcmkkIgHISeIUxeItDeUJ2RaEKhPEMsRJVQcq+vK5smDE4ouUF2QTVNVwWlV146PPF09EMT8ksiNsxb/iiHuVyyds/Ck23HCKDxOOr/JpGCcnE/XqI1NJisUN5tMWfEV1HW/+dO6M+3G8oIooYn2REEfWUZTFgDU5z9+az1rTzvDYk16LXp7eGzvE6iRDwGj0p3JOS8f0HKcRhWCl+E170CkJUtSZD9lsDZ6WCLJZ2bpoiztmC2vx5QVOF3P4g3Z7X1UNpmm3x+TJmExBc0WC4/Rhu8McdGgsFolnzUzAiIxNgsaG9CZJ08YKWoxvwSdoLJpKzmaC4eRHHq3kq6lhkCVi8nN2I9xWdFeWnhS1MNqgtKZ153CCwe6wSOFKhjExXlHkBKRDiNGaHTo9hGOcy98QMeiMtWGn1mgVDXaTkWdO8swlRmktXBXviy3GH0Z0VQ7qtIzVfHJlwaNxGr3OeQYd72YZYw1ihv3JtDkpnGOL1fkNN9srU2mvIVzvCcQdGq016NDWdRdlu7bzLH+us9JjEziDsSbnqpKsWnPIWfpQtOn+ZnEKWsFmdmYrknXeipoFCbF3itYj2roT3BFLcm6laDJ6Gvxf1liNhS9sPaeS0TDdbWHe7Wn2886F525pmLpArGmeqjTanErmPKX0dFVN8LTnOntdpsP6QlU186otbP6iGOShyeF1W9nzzUHRIyYzrMUoJB06Kx5VIqOTEacr7YKaGg7xTrPTpLVLosVgdAtavvRqwNxm66jqKO3DX8xhW8gcw5djNMKvHQGGsR/RWnQWgxbbF9HxJdor+IwU50RiX4hfQG/R7RRuK93GyLFZYN/njdggWaOYWbBx48YdG49uZEMblY27N6IR6Nm/cWNnp4IWkqDvafVko1S31IcWZhZuXLh74UMLObBQwbs7Fh4luwvr6xUGdHXV1SnwcTKPqVArJEWDt0lSBAD40mjpYfENLgZWgrXgGnAjuBN8B/xRWWvIZS6++Mrzt23rKHDTWvuY2V09XbfdtmbVTTetWjVncOHClXPgnExr15w5Xa0ZNvXdXV/6Uuoutzt4n8t6164brvuSdNsdt9x00+q1UuKe6pWz58yp7ujqqr5i27ovXLw1MzjY11coZL59X2M1sWhEyeNyGUQOMVDCBoz6L00maLLZnxArBhvzb2BrPpebsPWxgUNK0WbTh8k8HP6C6dey1OgnLvYJHzy2gw6Xf0AmPOlxNks+WdzredKbRjQn7ERpNVKXDa/qyEgIE1ahqsl0gscZnox1Jnol0TELZYbmcMrEt4PZjh9ymK3lqfFjR4SdYM6VK6vJiFR5zassDe+pVS8oE+VO7UK1ugPmWuIbF/ztd2ub845C8ltbmlZ9a+zSC35zQaBrzrL60n1f+/3ccH1tpS3QUdvfKPcU9My2dR0LhWlkSurSi+sLcpxhNJrO891u//ws5LWxmqxrwBrxOXjR4zSt3frW1pLenG9Ka33+ykosMBub7Jwl3zbFFVlRa/JIZs5TUf33Bz3uxT+u5KrjuhkTe397LZWJJry3SQ5YMXeuSU4aOf6WW9pb5bNWDsZC03Yvj8/o6U0Wzk5233bFBa2zvq5bPDMXDUeT58cqA7a0199dEzPF67KuQNUFmy93zMvtuPQs3zv2xpYme3ztJVd3lSqPbjvGDrA8i3zG1mmNWo1F0jM2rTsmxzjBZtRbM0n/h9fWOh2x2Vkfa5NePLWLahz5lsWtAI7PZR9izuVrgABmKJEGvpNnrkK/Q+8hdB/aj17Cu2w96kDMdmyKcx0sGGH6FJ0i7DBxQY4hZVfqQWFZ0fO6ZxSmx54ukoDj4SIk/uKoJcyc+6fdV130reNMFXdbo7wNXn7G/doVf5MwQ2CqmO8wB5hfMn9guGZmJsPADnozTr0Vv8OE5TAjwIlbvUZu9WKxHNscjWMKqA8x537roqt2/4mpYh/aJjd+ld5nH7OeextL9XbF0QuL8HL4IGRfRr9HzDUCfRfdCIR7ANDgzSM01o8R2ANMPdReSe7z0mhOou9UlyHrwmK0ijUWcByzvvTfF36t/VvRN6/ZCXn2w5m7r3pYUWMezrjnNGGOsEm4W2Bf0b6lZa7CinkHeSkI9/K8jtx0P40TFNCpe449S+/54qh6T6I6VNSzWKgy68ndSh/AOL4z9za+4cMzd6t+mE72LHgH9xPiuQKg9JdJnxlum/CBqWfInD+7DB7gfkW94C+W3qKxzc2wgpmN9pD8oyTVuV0nikZO1FkOoG34fHqMhuxlKV+g8zeT8zVCeXAzsxf8cHhXUhP1B1L+y87/Lr5g+7y9S1ea2+usS7vzW5RmNeat9Ge4HcyTeM72G/W5N+FnnEq96qB08rTnnjr53PQM7tvNzoQPcmNkhhS3vDjZ9x5ubLKvY/xvpRfJfcavLN/H+Rt1XuBKeDNTX+5HW8twuww+zD2Bf+nCx/wpXyP3xOQ1XeOj4zzuez7uezG3h8b6VZ7W92Zuz2Rf9QwE28AyNMTaQAR8TTHEzXkzs8R8jvnfgsgxgoYUW8ipaNKy0+nRh7R6OaTXIAEeRCvwJQ8pOlrpSXjBAz0jaNUeq+AcQQ17HZhPjqA6xZHGVwcxjSao1cMH9Af1jB74of8AagGm9OhwrjiM+TTJQX/M0pR2HwOudHpsmKZ4wQyeLpDwuN9WKwiRcCP8l5DLUz0WWk1ZqIWTfnM0NHD7qqW92RWtEc+0Za23bejpWq9clZ5TEaybu2rbNubbv4tnajpqNjimtcvzly1INkLH2ta+N+rros5QR641qs7JvIBpS+DvleLiFxLAzHOeH7+r5hiNOUSTAt2n5Rgd/4D6ZxlgBw0wcwDI4+/vTdTIGZK0KIR3kKQ1ykzI4ZerlXQL/grF5epqR61SVSPXHkTdII4uU0RvfUByx+X6gN/xGOoCHnQp8KMuxah4Fbcse8labq9XN4LmK8bQRvGoyCgiiStGJNR4r9kmi4+hK4C9nOKnPuDIHkQRECZ+ykSVHFZElxwOe6uqHAfRJcBLVq+E1PzFFrs8kZHES5eykmSc4ghKKAadYjDKOt0R7ijHcASfkpQHB9Em0Aibr5ROYASNFbPplPtYKuci3s+xbHpiMQuZSylgvQPjjZ7zjJ4gsyaptDQ2RpP3pGhQO6ArWj4Wh9QC1fm8svfnY9N5ZPr76HUk9siQXt/i9Pocmet+rjOJzldswQqfWzJMpXN4WQuZwxs6LeDIU/f3/r4lX37mp7OnsrUBkyhMi7mNalDEwlPTdw2TcYsz1LhFug7toVKKxGiN98Cj3G8IrsG7ingKtxmSx7SKov19xZOoPAPZtaeQ+8Qp5AIvumyfSgYjqPsHSjwOdE+i+SAExM+GyxF0yV6vl/vfYs2MUfNRnGGEkWbPaGpsAmUUXaCMsX8VXTRUDKNL1lJ0Bf4Juj4YKKNr7NYQRZf3E9BF1zWMN7LfYLOgGvTCFQcwQzuueElQu8vmlG+v+k4VgztKDp1HqpSu1PEBEjqqw6hbqIfvz4RdI+NH9lbXyDNGxsf3JlNk+77iwLBuJzhsJzhsb6/pIJjqIAN2Chmw2Vn1kjsoz6qXa8iArcM4lVHX3mzWzuOr7/UEyYqAtxRjfprMA1MkGGEiETX/rFaUfY+hVcCIrgYONHeP3V49kZurp75mBkF2I0m3hR+gkSC7sTEbVKCi1GB8K/ps1oGQJhiDsVhwBNXvVTQaurisH1NMbG/I4XAfRI3AjJFNllPQtA/H8JYkFMeYxlwW7w2fhnN86D7mKoySYYl70CQCHxutQA2sH1bzPdBlaHZS9B3jnZ1cCahmccjGaCLyyTgI+M9og/3GupqEPyfNTlSUvnrFY2/l2u5vPXv2wweG4Lx/69vktdoqfrrpvLHaf0gwrGg22J1dz7iCs+/YdsmGqw4nt9/Vu35dp0dvyzpbqqrmroXL/gEBqXkdqrmZQMQU9IcDII4xmKyR4xOEECGEECGEEInoY4QQYoQQfIQQzCkbIYSUzaonhCBhQrBizq1VsLwwy2bzR+JECZqTNn0lQbMTo9mAL+8kaHY6g0EzYc96shQgIpN1F/vJugs9XdC6TyDh5/hiNAKVJH4AtQASNEsnxk7g8WymnBbj/MzxPEqaP85/1QF9WmzqPx3DZwSvBv4hOk4FtpLQkk8F+0RuTRpXsp3qdB4iSyl/XXE6d9VN1X2UMZKMN/+Q6znAAQwj5xksj9a2UZWJT+NlH2NVn8SO1Nyj4xedkfs2An87/h7V2y46I54jAt4rx3l8Qrsav4rm8CexXVEDWmEFWZX1vmK1eORzPOcEmR/rf6lnfCSjAD9y2motxxmrtcLpWlMkkqisHEEWRWeK2EymCM9wZNHPXgVCSNZscahdsSJCkwhV1kQS4dq0qdntth5Eq2l6P2MgJGea4cbmHc1Mc3N6BC1VdIUwDIc1uxMw8QTSgxoMeaz1AXZy5ZZi5flExOSuTJCE6ImEpikP84+jVuDGHTeBNmi+UvpterToJgynicbQuegqL0KbxYlCB8OpMTdmTU006sJMwtVToyfoWi9SfmynkVQ3bX26dWIdXBFgNjSxCK6cxIKfiLvFKmGeFjpVydhKZ4dgQlUbyxNOzHp10dxCeNsXY4HmygZpejxfYfVf0he7NuhW4p31CEVrhpwVruQXS5faQpZ82CXZOiOODH/nwYFvrH1o5q0fVJn8veeMzIvmeJdktHhhMOJNeaqCRr+Bhsh+VY7Aiq0mrd9tMztEo+SeyFXLKZP0EoP72DWTY2CkTBfq6s3XP739zJzFNF/bXq7zo3mE1RWQ3NOf3v6R3IBkNetvwH5Kp+vPyCUYAX8df/vT2vGYPZUP86l9EwkvX1GcRjXhJfMJ6S4NLo/8ORNTPqkmpqR8L/fZMklmPzmT5CcmjSSxPGp6yM+fGvJzp4P87BkgJ/OJYbhjnljct4j9I8cYRtCKvYJOJzyOtuLWslTZ90v0SytjJbXDMFu0qmlF3TIK4S8r0unIkuRNDzthWvotBgRdLlckJfHew4CgNUXK0kBdNk7MKhpkx2Y+/BLz3MXrliz0pKryOxdMu2RW6/k9/f2Ey1+er+O027YqXY1b5mXNE3kyCI3whEYmaIz72ykag5DzTfTj/vM0WnqZ/fOnt6v5FNmXLDz73qn8ivxTao5G2m8W99ZEzkL0EO73fjluER9z107mNozAy9iHcLsyvk3IklwW7AeTMH4DfQU0gWcPACvmvwFMvn+rh0AHdbzDYbc3IMWAOaefT9XG436Su/YHmO82YM39fFKty09CTE2AR8IeUvcFZRQDIOnpTQhVxeOp8EGUxfb9IWIYVtHkMTavDEhtg7qGBlBXV/s4kilpY4uYBKxJfyVqGdXXXGlMlKNNlEGmXWbKMmmRttaxVsxISWKgNGWcqXI5R0LLmEHSCAC6wYRcTuFQ7yyTLHVrEi5JJ+MxluX45DH7xsYbu5uXLPlWe18wP7159q5dZ3cumcawnTWXXiIXTFpfnGGkiqW5rMDY5nudsCIUrfJ0zp4XC0KppffrutCcbG56pGqjyyo6AtapuvwSi0eInGv1GDnPBYV1vZP5VDC8MZ3cRvFE8cGTmh4fqDyKfZpbMNGPtJN+pJ3p+0ft5DqaHawG4/XkRJwqX81qQBTL1rsUp9elE+WF3q8lma2+q3038SgsOT1ymIwVu84oIwVLXZYUKzBVFyqfrGSwPF29f0cQBnXOaoJhLV3RpU25YjaJlVgTQbT+Thu0kYVjNps29jjKUzymgZbi8QRdWVUczeXcaVdajTLEiGtNF0eLFhVfqlijQi1cjqoQzPnsqdwaNESgoZzfQZDVERoO8dUfvt41P6A01y/ctevC1k7bdATZ1rq6uYvg2kJoxvSN7X3XdbXMmHbv1yEPZ8CKroFFIT+EEmyefp8u5phW2dRWWYCgxlrdv/SAtsbnnD88uT6SwAzj5q4J3Gh2cD/HuDmpjiF2L/v+RD/STvqRduaCf9bOZvgdGDelSRr4LMdxckzH7uEzrvOZ2rF86iydw4ZYBVPAA/vcnDvOUAPN6ZbNZOtwy7ERtERxbBd2CYwg6BSHD2uSRoMhOO6GbuLFEW122R2SzLLbEngcU0EQ60AWjOZFe2pqkgfRNgAR2i/E3Mhux6y5dr/RmGYBCD5O6SCBRzYLL7mSiJ5curzK3dlUlkKFMTNmxJQUclhDSpdrLMKiAYZiROao+ndCzp8eUTqRvIuMZiyhGvJsqLS79Gjp1etu1iclrV7MtHVu2/iVQLgp212Xuu66XQuGejdeApvgbPnCzP6jf4Xcfhi/YqbWpNddu2TtZStb6pt9zV5L6Xhj250zn1z18Hexdkd5InqD/QqIgPsVM28ULS7LVsuNEc4E74QMHEFrFAkYjbdEYIQUWAHAp3WNoDmK9hAGm3u5D/pG0NAP0nhwaNXFkFh13Gc0R0DIjYGkSCGXywxIBUuskQIQC42g/H7VZNKksQJIctmp8FLT8Fjo2sVRzP6wLl/EJiutRmRpKmLO6JJGaZoUiFjhFLdTLRk6p0MdhGQwceiNjaV3H7r17N6+xef6jQF/NvK3ezesKaaS/cXply25ADoQUzo2tyZhEvFIYZmeYvNNb86YviIWsNjc6Y47J3OcsjrMU65TAsgF33XBGa4F3i1exGqDRovi8skWi50UXbTThfyYNdjt7qgO6Iimo8UMxLjDfch91I3cLBs0+uwEHCbggMcd0EEinx0+H5XVFdo0oRlatA1zDvyiAEuDcma4NEmFnSKJMkg5V5LsNHoar6dhyHQCSp6w5ALYGGd+fWP/1oqpZ3XMPvvsue1NAYfXL1r11ZfvvPbOZLMx47gRVihdA2EHlMyBFk/QZOf33X7e8lxxwOoo+57JWOLteGx/tyx3D3HN6thDb/Brcfv3yu07uGsn11rrcfuD5XYPVzdZK6FVrRVA2tGH3IrJnP/Pl3P+k/4u7n8m8u6T/iTvPm3fQPqDROk99nfcdEvcrF4nxtzNnj15nUOT14mNv8f9dvI6bZPXwTo1t2pyXXvWwpN17RPPzWH9gKwR//gxiI7vR3fwGdxfnNAf4FE+i7WxL+xhESJmmMlus9nxh+UkSctx1ifR5Rj55lMKm+LVksT1Wq1kY60ozUHOGhJE2cpZJclOXDpOPDxiRIhk00R+pDDySbIEakyRbLethVFVLcDK7U6u1pUyqpWasR6HqIfcaSNrH7DQFxJWeHTsv+G/X6xYnPlaNlkxWxt1xM4jShxzf7KlddbZLt4TDvoiyiUZ49hNk/MERwlMxEfpO4dLfcyv0Sb8zvoJ2YrmoGfxY0bBhYpod5ltskS+rFg/Vcw+JZ6WfYovLPt8EVanJQv19oDJQbCHZU0klVKApISxe+ShwMYAEwi4DqJmmtWSEP8JYh2myvoOTQ5iaaLVr0ZVA74ceT8x3idkZKI8t0piQtCcs6+/fHnz/KquZ59dXD/d07SoP5/r6X+Uzm/K3tk6B4xXxeoWeg1Qcvg6ts+Zcdu3rpnnaGhdbNMFJuUheU8MhydO5T1jf6vmPaNyZjqrK9NIlvv1pJ0VAes54dPbT1srb6K+j/J6EWxH7VFEc0hnkJ8NvxRmaDVgbF1HiLTSGuVaoq1osfjazUMexMtr0+NxEHgU20gScKG5e5zOCauKmElCFVlhvr1qVxVTVRU9iOqBQNb722VBIHxmT05xqqvLXSgFvPi0la4uH8OM1+OSfosBTvFgIXVTVXehmqZFzQhMlBeYKk/AUJegcGqlw6RXME9iMeNqNH6ergtnN8yvqFkZ9jvWnHvN1798933x2usbl3VuPmv7V654fGP1OW0J77TFawY2wgq9yMcr87e3ZdqmVWdv3v2NC6/7dfKuJ5YuPScRXRXSsZK/YWtooLFQzm/Tx36DuR5UAxlmP5sfWFL9wOlcbV1dNlNTI4+gwp7a2uxjqAAyaCdG0//Sm6uYamtrMpl0nSzX5LLZXN0Isu9Jp2vwRnHsJhl9zQhpYhQ3sV0xJhYLPoqBjwUlwY4olx27DR9x7AbPcOymPBO4ofXLcukxkkaUyEaz2qamxT7TxUvHknuiS5NqMHxux27ZBfOZ/LelFSvP6du27Py+z+KrPXn7xmnzOrd2LlZljgRuZGX+BikuPr+RzsXp3gRWkkFi2/45c6JRhekqz8bRvofYp2nfw2f2Xba/s1OSFDy8JvtGwI3oaQHicfk8nV/1vvkbdX05vsY82n74jPbIuAE9zf2x3F/gfDCp9h83YNkRmuzvK9c/p9fn/ghaQTs4rojGdriz6jnX0zWonTjwgpGk/JwHtoWSGblN46hl/VPEqW/6/+xn/H5THMZHkF7RZjmsSDaybOMIukLRWa1Tp/ZboMUiksxpJsSBqZh5OpPV8tQpbQ5NLa+XrCErY7Xq9VHAjSD5B9ksW99E1AtfY6NUD+vZenYjUdU6DvmhP+6PF6L9USY6ArVXpodVE4UkfZ7YVRmu+kUox0kLqeWwFMKGSyGnGqhNTa4CyVdHWDPuMEFLJOpFSNCgGeJZJVHdZhKTl4iX4wqZCd2M/JGktarDzokFFiKx620QPW3kHd2NbXmtS9q09+E1Czs3yclpkklwTWtRwgZ7YsvagUKudmWNWRfzeALJgGtbpjrdMmsqN6uzK9Dv2/zHTavMtRVB996GEKyUuxbubskUwvaqiuY7L21Ibhwa6uiYctP8KwY2mMO+1sumGxW7+eTGmXVVSY1VzcdA6IAPAQfIgwcVS6d/PrvOgXV8SN5ppg3ZiT9WshJ/7FFFwjsIWbRaS0ar3YCRdBDpQQQt3hsK+fKEITgxQ3DwvBQi8E9JUtjnk1OZTLa2NoU13z3ZrEymYTEnl2Unma5rIt6r31IleMIXgD8uDHlV76W8GGOIAJ9M69CkcOUiJ1CNvrSpC9nVKE38zKrDmxH4MI2PbJjIFSznHaqflHne4mq5foXNEhhYEPd64y1/XPcWvHpGobF18Bu3lp65sPvL0ee7dzS1+00XykaNVmqbgTyBXNWVD+RSiaYpjYkb093XrnhpbOG6868v/X3lckZx11nWpecuWX978aGF0498t/T2U0/dB0jyKvxPA7gfAg6b1AbgBn6sQ9QCGTSC6aAbzAJzwCIwBM6CJWX8ftMjJmaLaafpFhO6JA7nVqyqYKIVuYr2CrRoytlTmKopTVNmTEGLpp49lama2jR1xlS0oGVtCxNvaWjpbEEL2te2M/H2hvbOdvTsWvjMWfA/V8Ifr4YLhtYOMYuWnL2EuTe5L8msSsJ9yWeSv0j+NclelLwyeVMS5ZLtyblJtGqaa1plzcINRVgo9heXF1GxmFgwUAnTlYXK/kpUmdb3d8EumM0JXpTW+Nic1b5Oal02kICmRH9ieQLdmYChBKnGhxJzxM5If2++JzSnYWawd8XGph1Nu5uQ0jTQNNSEgk2wKbEwswwuCyaeTDBB/NsNiTuVtYk3E39O8InY/Jo1NUxFTX1NRw2qmXtnCqaWWzZYGMvigRiMOXcb4QbjdiNjDAsN2vooAkEYjEIxDHTRczJr4JoNhe0FxlQIFgqF/gJb8MzwzuxLm3phb19dx+xsZ1/60KHXDx2SXi8ekl7Ee+ni8OFN0hG18cVyo/TScPHwi8XDzxZfHD6cKxbxieHXN+HmYrF4GKQPtba+jj+460u0jXQ+9PqRZydPvH7opSI5M0wWJA0PH26Snj5EFleTrsVh/CFprCf/kUCiaH20PsyRKrtRcw6ShKRkXUg93qeVd+tz9bg1THJgkihfGLVHzWF6aqLuMSZ8+tMwuYw5Z89BOQXtmPGoGyhFI2Ypl9WA1W/C9rEflh6H7Uxh9erSez9fIM9wVy6/8OR1pI3dVnr8zdVju0rvHP/T3xdt+fAHb65WG/GPbrrn1lu/+c1bb71nzLh6NQrQNnyh1W+ig99atOaWwHc3XPaNsed+/OyzP2a3vbl69eqT22B76Vf/U9Pv+RI8Br2rPyjge+t/yjx9cElDLXMjfg7cwlz64KFDD37/0KHSw7D95LbV+HZvIveqH71w3mtgHBpK75b+inkUZiV4CHGA5heb9gMGlnhhhCkoVsCxJQR0AluCwK3huRKDHoNxoIUPQRdwpaT3Wsda+6QTrb1jrdQhJZ3EX3UZbDmYK/AXBCw4GUKHTioc+BCESKFdBmCLCb7FHaRj9tKDTA6ITFZJ6TjFHZRpUB23WNPIIwZoed0uEYpupwdp47wmLrBxiOIMf5C5EQjMjYqeCcEM3AURdOvEEajZG/7dd12pVN+JYmvvsWPSqPrXJ3Wsmf67In68QmuvNPa7Ipmw7JzeOR0i/JQiqTEM4QyY6X4NuuElzFtwsPTtMVfpKugu/Z7y743oYbSGPq8I1ivyTm6n+B73nsjyHC+u4daIm7nNIg84BHlRpxE4/M5IPKHRIKAJSbq0rqBDuhF4qaJDoSAkD4zgCHPzXv297QR+xdGx4hh+NmkUSz2aWkldEgw3DVtRfdiOcvT73nqYrT1BvtDD0Pz++6U/q9/k+Szjv2eXcKSaaRCuUHZqWMHSres2DuoGjbxL74Q2u8EBbRaDg7EG9E7G6tZ6oM2v9TBWoPFCG9J4GWtQ7+Qks8HBSUaDgzeJeidv8mk9nMRqvJyk03p4k6Dx8iatBw94jc3r1RgcjhlOvc3p1JuMRlKlXBD4Gfga5mDQ52NZboS5Q1nOYMvV5QJwBmO1WAIBvx8xjMbhdHo8Xp1Br9dqgM2KrVRTm0F/v/NPjvsNissjG5RYXC4Y4C7DnQbG0BfmOY6BbV7t/Z4/ae7PeBXvkBd5+0J3X0bhd2zsGKa/VqkV729KpU7QQ3xE6BF/F+g+ZhO0C/kbK++9N9FAmiZ2SUlXbPzuxEYw3pg+8o8Wqo7W5/AnbM2hHPnYo/gTRlFrFEUhbrrt6h+0Hof+/qP9r/e+NfClR1rfLR3tf7P3jf5fw6+1vNEMz3sNJl6HV5UuIZ/XS798Td1D15R+CRN0HrdzPMe6+Ay2oxKglrEo17AWzuG0DHLrHNx8yxLHWm5daAt3kWVz6KKandyVlp2hK2v0fNwRj8O8pb6mE3bVzOc0my0XWjfXIJ1krnW6hHACetyQqa1JxM0WjQQc3koPL4Z1EZNRCgWrUAA4HZVVtTVmi2TSiXqDy+MFIcgk4uGIwOtZt3/LQAAGDsIFJEyPFKkjyST3ewIyuM9TScwXvFtJFQ+HXHmf6yAkaahmPOLUGraYSOE9GFYqJZL8TlJwz7RUkPolJL2tC5O2MG0LF8L9YRR+WzPCLH5EJ3DaF1zQNcJElBqN+0n3C25muXuDmzG5g+6CG21373Iz7lTASOaL7zS+YHzTiILGNBZbI8xuxWDYEkylU0yKnE3hlv0DNmjzZGI0lxtuk2IhbCfRrtvZXeVkl+yWwOT5QCjABMh5abt/l59JYzVX0Rtkvzs9Ansf/pEr1UfqvRd7R4dTJ4rD+LtPem+4dzQ1fGJ0eJikAhjetGlTunWsSMjw7dFiKiWN4a8TxWOFY2+PkiN6AEnoOfkAdafptI+zCXFSq7EV/yPFhVtp2XhaoKHCrOq49TmyqFKIJ8xqXLk9ipXfREUAWqml5bRSWzkB//D0Iy9874Y7H/OMOVcc//dXn7rhwVcCkJMGsV6jTL2hZ1n/4l/CbzX+5u573jSvWmXde3N4c7J08dQX7t73vu/R/fZXnvENXMgC21Bz/RLfWNa4oad9hYeIi0Xjz/CPY74jEs4DUqAF7FH6gr4NPuj7hT9g8/sDfr2PtwVCQbnal/FHjzX+NXPMn6rSHpP+6joWDCAIpkhTmCmYHYA4PI5tlaXy90E1PF4Nq5eaQsEQE8IWheIHPDzOQ36p7ftAD4/roX5pP1iO+Z67tbedIqLYO1Ycfo98iuWdvgmW39o7emI0fYyErVgoe6VTXJamnbWpInVyWSf8mljM523lFf2q34eHUYjF/KefX/Tgjbc+SD6vht3VNe5QyF1T7Q7D1iPI8J+lJx+8+ZZTJ11hfBJ/swPPPPH4s/jzH7vqYrG6XbsyFbG6D37Pix9ufuaJJ5559oknnqNNu+hptU7k4vH/5u7DcI5gzbYRMspW0axLe8zudD6Yz3w9dp/xO+57Q9+J3Ver17J81M06oxUo6Y+HGzM3RkfR7zyiz+fx+w1utysaDaXTmcZGgyGbjrpRdaPPg9h4yA8RNk4Q35iOhvw+j9ugra9aYYX1XTyWvsDTHL9dcqQdjGMEXqEYdNW3m6SgtFu6S2KlERhQTNnbTbqgLoPFnLup97IJjIwVRzHJY+n7O1Ao9I4WiHxTM7TirbOJHu2UNK0C/pCtWjx777Eoqbh7lDioPCOkjrZRDXyl7iFaSRvTv0CNv5Ba9afsnacuIyv1MggBCKlFQn1JTlT2OzTkufseuPyCRf/xpdI7X1r/7ft7Zv3imSdeOuebz8c8pXhjKH3TWHzWvNkd7bOUqhVDW1ZPu6R77y+nrB+YdduW27/8q7mLvtl95YEfXbforjWld5V1zTsvT1afjfTNU5WGWe3V8szS9rovdS+5QG5Va9QtxWL6eqoztCmOq7i/cQzPreU2c4joCZA7wQCEFRZFJPoAA3/Fn6JkgIGlKgKnKQE3nC75yfXXl2YzZ2GakECnYqw03Y8YjRYCrQQsmsdhBCtWEH8DrCPptO/qbw+RuXSWaB3me9eXtY4TWDXCmCFCj055RONMvYThl9NhaFmcDmbND2+9a9WCKw5ds25KfbQ0+/fwL3+AYcgcfbz009LCd+4pffv2teq7tuNnUeizzFBcCSahW8es093C3M982yhosazB/y0SeSqA9Ub6VD/QvMvdrifPYzmHakGjY8fOfBxrG6qXGZRzWLA+zqCOudObfWuvefKW+6f1fK80e88T77950TvwOzD9cinw/k//XDpR+lB9Fh9yMf+DnyUA/kupuMYK5/sXBJgOf2eA8etFzsWZjKJe5+L8yAG8V/lS4Co4AuOKTev4rV37W8WeekgHdVebjMDe5iCyIGG2yo4276aQT/H45H7fch/jazP9VjHSQ+NyLG/awKYQyYaMrX6rDNt0bSYtLGh3aRmtO3h3eTQMu3uPuU6kPO6xE8WUxzXmJpsxF4m2IxPwWBB43pZG3dJ7J1wn3MeoKCiPFFpVqWidSAhDAszi9Tmb0KBO65IpqQT/11u6+4Ia9+b53pYvrnPt8dqmLZ5Vv+ErW2P2W3dOQa6LZs8MaFi/XfdQvfKtdTOe0gSr/Pvcrp1VnjVvnothNh/8nF3Avoj5eLfi1iAtw60kuYIZlGdWFkA/5rSalbxuhLlbkTi4sp/ZxdzFIMatn6TZE1jnPwbSxRNjxWMqAivM4ck/+IvSDrgDAviF0vafw8uhAC8vfbH099IXCb4uKh2A90I3vndhn1Yj8jqBsBQvfwdsxCrlJhgXYiYsXEgSeRa49es2l295bGyUDJQTY9CMZScZK9aw3UYmKNpgPnoddCcvWpyf381cDd0/vuTLG0MX+lbOJ/e7AO5kbmfuwlw1q4QzUMGDj0y0k6TVGcSi6dxEwno3e++55F7Hir0SliRpMjFoxW9zAVMJd5ZNAwDHx8Z/z7RgekOgEQsqbEcwyMZg6ECSdxb+ifFw6E/4Wl+l1zrRi9nhe72j1BQpa5p1GQELGQTX/7x0g5t7+wOb6vNbgHV6I3cIGPHjfFXp2aq7Wnc/fEB4QHu/8RHtf2g1C8yLHIs8C4LrzGc5zvKsC2qamCa+QdtgmMHM4Du0nYb7tf/F/Jh/Wvu04ZfMq/yL2hcNZskVcjEuWi0ZK12u+zQGkiqcMREVzHQf4Pyv9LOQ9URsr4ju8M9/dOqJh8kjY92GfMjgxCQJs06HWSLueWCW8g3OCC/wZoksf8WUaZZqIZP9xdZdu7f84qXSB/g7N+Dwy/05dcMd+toPSstLQ/tvxmbXffAb+2/+w9R555Xwvx8qU+edi1HC/HAqxtXdGDFxDAMtWKBo1zOXMtdiwLIjsGrvcg5i+2LZIxottrb0WvAoHMQwg0xRMXCADbIh9iGWZd26g/B+eBdQSaa1l9iqFPQniqN0YFVBMy+YG2L5HIqXfn/bT8+HTOYYG93dAcZjP76K8pMcAKweP4MfFpTl+1z7PQe8/8k+5zriOuI+4tG0e9t97f4F7tvZm1wPsPf5NLwnBCr5vKebbXe1u9s9mpgr5o55kCOOR9jVrju8d/ju8D/ge8CvsQC/5A/56/yb/Vf4d/tf8mv8NIO6zS77GUlv8hNCZAgtKpiURiaUbuabexmoN43ABUo0qE/rGT3Bnv4+K6d9xeGA/ST0NWh6RdrCuAMTKDxBcYhVIcJhx1LDx7ChnioOt1KNKJcqti8dPAD844f2mJvIM+wx0Y1ilJpYjdTEacx4ay5nRV+kimlF1HrdXsZrhawVkEy/+D+RzpDUFnsceMePAh/++MePNjY2LoLEI4Pt7Ib/R9h3AEZVZQ3fe18vM/OmtyQzkzIzyUDqpEEgT2mBiAlSA47EQrVAsFAUiErVVcBCEwUbYAWpAXRl7a67C2sFd1nY/UDUXVbcZREX5uW/975JiO5+/wd5dV67555+zj3XkfEUkoByQVV+RmjzLC+w6qWYtulvv0z0mdQybqpofO2H4ntHLwwZXmGcH+KBnHHxMSj94bX6saOvmzT97qyvf/3tqzfuvOGKc81Rk+8Px/QSxP1UCI7q5UvdH7rR3VkPZqHNzAvcFtceZj+3x/Wl75hf9LjgQ56HvCgiWwALvU5PJGTRVGyf5+tqkwXqlhXY5LRArOog3RZyljiRkwDYuTnIYUkxZreGcQvjIAZPOT7Nbo5ZtqsHyQRvHu3IwtCK0MbQttCbIS50QjjSlA/zAwnPEe9seAT4i7oJ6lyGpM6RqXJKUpkuISty2HYG0uTVDFDtNDZGAAhSzgJKXxR+QrWnG5BkcDqtDkasAJCXmz8capZZI8bOnnVNVWNo1pxxQxsmK0Y6eOvbcw/Nn/LJgjXGVx+/b/wbLo5MvW3RzOn3uE8x08YOG3dTa6/FGycsumXZr24Pvr74V8bZU5imyOwXAzFcZWABx/VaNWyplVS/mlBHqjerf1H5MxbIsx62gI1bGiwTLFssey3vWSSIRKDyFoGTFYsAVNVi6YCv6ljXdJEZopHKWhgLYmUg6JaDlsP44ACMAxEguGsPYFl8A+iA43ZxZIJD0hEOTdgovCkwQsBWjxYihPzW/fAq2EAp+2QbVmeGY/omxF2PbX9sc5mKPoWhg0S0E6xpzHchb2+1nzpc/a16TOWAibYkbQoLq0pYYccWvR3aIVqQ3oru+duePcZZYxuMnWeevXTdD8ZRlAP/ZdBYPZiAca6S24x5g6YXitawWu0Y5BjqX2d5yrrG8aVVctidjog9z7HYgZkStMgYDg67vQNt0j1Wi8tqtThkF9H/dMg0w5UkFaYngu2l+BW0YDVpvG4JySUykgkqyptddPYTlycZdpW6dBfj6oAv6S67PaSVaKjLtKa2NnmX02azsjYNI+RhL9S90BsIUXPcYZkNXz8MoA42gm1E4OV8sg8OyTBLgp4nMZrSHcI0Ncox8IlEN7am2uwmcEm2AOzGWIqtP0HVmBNDlhRlAGYFu/wJ0KfeNXzcvLnXz209uRKdTv+913U3HIDstBXGR50Azs2eOGPFyqVLb46gi8aPP5YYZ4/ufvitL6lcHIthXoTxkeQKvKH3na7cKS4V1/i3cFvEF6wvOvdZ99jfcB60H3Ja3FyVfaA2z7MbfawddgkHwCF8OwsFn0MLhjHrIkDMwUAKbrZZQpGSCDJdEZvrJahLh6VOiZE6YNPObRBCAq5cMhEGYnXaK24Ok/TsnCNN2BgNFPiOOPz5P5OX50xWey6FQZiRnAQpQYaeMbpBrrtYhYOSLRakgHiZXZ4uyPGszTgrjxrQcrc2bcP2i8aFQ38y/gKL/r7lD+mnF4y4eurMUSNmsiNzRjVvSt9jnPv0z8ZZ2AKXw0fhTQcufbP88XkPrlhMxhGPxTTsw3iqgCX7ANt5Qi8j04soAaUPWyM3cGOUF5VfKr9VjipyBNt7jABCSomCSpR6pUlhFNJiZT9RmeDLexGCrCCqIibPnSUCFDpQq25FTQxkAhaI9bMMFOqIvME0mabiVjtDkQd2tT2B9Sg3L0NvJACrxzK/mn3+Xmh8L5x5j30acr+50xhmON+CpWjOjxgrR3Z+xXpxf/tAPiiFlt2lYnbIHE5zC9553/6+8wvuC4G9U7vLtUhjoqBIrQJ91cHgKvU29kYRa0fu2bGlsTWWtb7nLC/4XghsztkS29zrhdJ9gb053tnOJc4lrqUxdg3uxzXEeihei/cSEtkvYIpJ0+uLm4pR8X70MBZoB3XN40vOzGrPQpuyYFYW74hThxG+rDSukyxP9LBucVjqc5tyUS65O5ecCfBc6Ig0O3GkyQZtgXL/EWZ2wRGPv+w/JQJVs1L16VRCo7IgccYsw0+CoimKOxlpQEZQJWBPy5fwftYcm1zl7IFCTI992HDrjac++f3p6a3zFhrpLz5Y/ORd+yY2NbdOvHpEa2B2y9hZd7RMmcR4i59ufe7zz5+bvLGo7PW7PzKm3XNk9vtwxKjrJo5qmtia7nfHffPvmjL/YVNPvQL3jytDj4f1cX3tjfZJyjxxufgC94K42brZuRvsY3ZbO+y7nO+CX9sPOu1J5xilxTLRfo2z1cn7udmedd5j2nEXN9UJTfIMBUsweeomaXJaJIxJk86JSMmzVIJN0nHpbIY8N5nk2UMuB00KtfiOkBB3oMCkVLUHhZ7r1mn/FwrtAnGGi5HC3agyiYmTkGhebhR2ldfEP6agJo8aNHaeffrGVy5C6bfHYY7x+Xcvf4qum3/N1VMwhc6AI3NGNm+6dDdUPj8O7cYW407jNmPDXiZr2eq7f/Hw4nYKxw+xQPkLG6Xxl2I9yNRAnq9hZWkbgxAfhWGulEPcNvG3L1HrnQRa6s6TsS9nTKuEBDE+JFYJ9DMWsr30zy4bBYEXsY31JX22DTTqskWVrQp5gUJMrSx5A1djk+3bGOsshosCJd90FmzTyLtMWwu/7ox2ntpb+I0UStTiIi/uYXX9yvyALsvL/BBDzdhfN40kMnMi2MJehZV2HlynazwHBc7LTeQYGLbak4jmyOKdan4Ij9hqpgM+oEt8NSntzrMM8T4pOndfGEG/kLE96wL+4WewQV1H/f1n0nT8AUl7bSuAldAuQfaqS07mTHoAemML3P0PuNP4H+Oc8a0Jl9HwDqyVl1OYj9GzWA7wgoSEerYJt7+a515lTOu3Gpn2fW4smRHXkEcBCfhF8ytOEhdXKlE3HGse57vUj1pHN4jwMpqFFztZyJRChM2cgZAx0qbeOhFsZoeznRgek3XNhqCE/KgZMTyBB80HsBB4wMHwC55hqlkCERlWY5MA3RfmeAISK2AZhir+3VBJEXAM19IYOmdosmsPuFRjoNiheyL6ZfpK5u+bYRC68LHfGH6WwmQ6lhVLuA+pR/d+vYjXrM4kp2mOZB9fH7/OjXZPDrwk8JLHCWi0Dl+FwPicmixbB3p0h7YeKyt36LlOmCVnwRCAWHvUpIjmCXuQJxCxRTQNav7w811+A0KHeE1SQ8yATX363EkaoXNkkokSkEz/0R/+1GpgCcOz0vAd+q4TXnPeV3D/jJtXBg1DgcGv/gFzpr3ckkiTaF61es+mD0Jlfa+5c9788M5/p7emNq8YNt5wdMf2+hkjhPe4T0E/cDV4Sr9CCgoFfK23wFPrGc77fdX9kG9g/7z8hoI4sJf6rgB5+Y3c9X1XgIrrLbDx3oiQzwM5ca37insDAbdc2gAb9sPtIA5v1n2l19v7m869QHP/e7NvqL5e8jdNv6UnC8JaK95J0eCfdqa+npCzRh3Vl33VGTyiXs8KMkVKOB9hJpQfKWepZ4xm+mcSrLAVUB1huurTOjDHimCm6HY52IryfGie7Uqfs0L++89uOnTGeMnYY4S/hTL8HSy8BJcdevJd4zcjR1nvWr/5D4s2/XvHaGyHrbF6tdKrJi8wNhi/Mr43lr75Gbz3wndw3KXSKVfVlkcLKodPax7zyDDnR7cvOg53QoABf+qf7xhrPu/8nXGpT82sU7/861t/WzYjXTHQ5ff3uQqC5edh4zFjxtFPjM0bF6PwwjlZrkS/bye1zV18nvi7VwPA3cDtB05sAfcCR/T62UVwqnVO0VfseZaVIm6Jj/eKFHgcIXeTG5W6t7mRm0wxWuBwimFXAQQoGJvJt/OIb4zHtmF5nsmuw7j5Cz1SWqwXNxe3Fs8sbi9eWbypWAwXl2IB78oNg7CzlIx7Qg/u7F02sstpkMaElGo7nzANNhrjJgsVz9Rwdne278iuJRnaOwJk0/6ak9jKLfiiHvKkcbsysnG7bcT4ca/JYWwRE3MuUm5myBHRTYo4chGaf2oGbaJ5GL3NA6wnrkbDXn1p6fgZE5esTD191zDjlGGB8bdeKbpqbOOwXr9/ETo2Ja4cqc/9Nbc/+9p1E6e8nIi9vvCmN9osImLfM17hpLFDBo6WuPQ+Y46kpq6+8toigvuPYThfj+GsYSpeqFfEubg8xDuJnaRyRd5ab4OnxTPVw9V6q4JLg+u41QoXshPgOh0FNk30x7YR9c+ErEAg62yPwHCkFAtruwPDUivVkEZgGf6vsOwGJJ11HBJgeHOgw5wHiNTlNEFBKslBDIvHUPbe1ns7WntXTx5+/w3PpT+B8WP3VDdMrKu7ZWT/3dz+rOhbxunf7b5/042NRSH2rUuVVseYd198cc9kh9Xks2swX1uE2yqBWXq9yLE8VyCQkYNvisdFtkRcKSJRBAxbgCCSgCjU800Yf65hsEmKAmGlVEEKK4UhcccgQFol92zV1RpWIoi+a7qX0iTcjBXedB0J4OEWVmB9N0KXNVgW9UU3pTdw+y8Yz19IryLfdkPnaY7E0cIY1wfX5DTmjBHuEu9SF4uL1MXeRUGJ9/JBh9cRjNvjvnggniM2KBPYUdJ4ZTp7NzvPd0dgj3WP9r7lPe0L7bRmZbL4MJ3pLxSoDRE9FkHoyerNSw7d6kg6Gpuc0Km7fUlnB4zrRZ7eNgZAGPZPxKdjjjEoFA4zuMm5pViD9cc2ybArtoP7eGdkwcZu+5A0mjQecyxiCJbgtqfPJVInE/XErVGXbkvUUdQnrCsFKyN2kgiaj+i42oowVurNWiuag2hYlUw9WpAyNu7+ynjx5YP7HvoYy6SKXsaXoZfa3zr19eupAwNQ8Id0x/jlv4JTPjkFb5o49NSvq2+Zf/4fxkXj4tDkftrHeZ2nmd/iPnaA8Xr+NHGLBY2SJkvTLNO0afZ52nJNkBuUe229BQmSpIkwRLgjdcdMFyx1QZfyXUiGst+ZvrNLOA3X2trOZxJbiGAymwIjdrO0bDRW4DFL86LNMBZO/GXf0W8h9HLh0htuvIbbf6l1zw3tT/zzr+EFyaa2HfT71mF6ext/nwJX6QGRhw6HLHMMYlge6x2yJMqcJEqkLtJePSHwLkHgGZYNc7KL42RZYhheZiRGVPDVHMtixASKIgoi24Fu2sE1iHijO4RA2FJqQRak9ERWtezGy8jqJx3nM40NM0ECr0haII03ALzQIQDEY0J3RLIjanXiOwxZZ+J0u6WwYiGzC/56hxgjwTkSmhswTvdH+Zi0kl3Lb2K3swdZYRG/lf2aPc+xEgnqVV9DJr08qOfjnQK+n3wHs4RZx6yT1ssvMvuZDxn5V8xh5pLM9JOvZNAsUiUi0ZZqoWyWZE87lHqaPe20KfVsqcWDV6qrng0rjnqGlN6w+c2t1Wtu8RV0iy+i28x1O6zOemC6M82B4JgdV1BdVoIRKNjXwTgaAx9OH0GDjXuNW89y+9N3ogfT7166F23/lzGI9uWTmJ88z70KONBPDzQLxGfNMgUcEFkuICCmJ/T5sn09WYVB8Gk4YX7EFibvjbifxG88wb16cegP5NlrMZ7kEV4Ff6dbJYYX/YxXZB0iYvDXAwIFOrvjhJQ5u2PRyFFJplwQMcKIjIjI/N4sQhI+YHV8Davj39ly/hD1mT+o+3WlWWlVmJlKu4I2KQcVZPI3Uco8lPaQdeTIpFROW3GQ+J8py7uzux2JBGHlqbZZ5zNHlPGZM8OR4fbFBKxL579jIss+wGBNVrLGkmIYr8hX75UsSVHHK9oRGHkG0Kva9yiVYrtSSRvWL1CcFEfiFcd4mHJGZ9jBzGLMqjeJO8STDP8Oc0j8UmTCTImYZPqKTeIjzEZxE7NN3M68KSp07lipojKJdLwSqCpdUp5EYbISXJX4zBpdihQn0Si8olcPzgnjI7wSkSD4EOMVeqGY0BdVCFcjXbgWjREkFwoKw9EgYb3wkvAROoq+RqeFH5ESQ3FhmDBHWCa8jHisZM+alej6BwiUaBsB6WxiDODVWhhG46DT+CL9GmYVvZlP/j2Yef3SQNMuacHy4DSWBzashT+jj17DrRHXqmutrAgFq2gTfDHfHGm2Q5htn+Newi4Xl6tLrIsdy13L3Mu8y3xLAqrgwLgQcDsCroDPHRCcvS2Sv7fAeGLbZEimPgyb3FwPl2br2a3ZM7Pbszdl8+Hss9koW4ttApCo9aW013+xM2vB290sn0rvlBkNIpYnZuxtWI9JmjUPw8Q6joQBdGGW7rBTfb1lQPkrU5bvhAPhYmOB8Yaxz1gAy7567bX/ObZ37wn06Ym1M3ck+mBzeL3xpDEDroBTfzQ6Af5/6cLFLljcyudgWLixVm3T5y/JXhpZD9a7Nng2ePk52nzv7PASeYl1mbbMtTwo8tlSQSDoynZF/AU3e+cB8Q4AW4SpuGPmBubmzA0/ICy3Lw8sCa8T1iur7S8IezzveT732KuD4+zThGnyPDAXs1x4FbgW3ALYfE9uLJbvEQDDo2gWFpOxDnTV7mhTbm8JEUohJTM64EjdxnwqSdFoyB9DjduKoCOjEzlMCBfpRa1FM4vaizYV8eGis0WoKBTbpEKbGlJLVYaopDsLfw5hrB+dJHO6g/pzZxJa2jBtbpojRG0BkgNEIioFpLY7GbmU1wV6LJr4goyGj0Ur0fhJyJgru7X91gG6de/Kbcarxr2wHQ7FFuWCyrixv7b2xO7df/7zy3rt+NTIR/ZfXfx7V55wdz18GE6FU+AKo81Y98uVt+kDfnm3cfFS2ujsdPeNvFBu6lSPYjzNx3zKDx7QawRRkATNK3qkIeIQSRgrjdFWa2vsa91PeLZoez1fuE/x53nFoqpY+AoFTklVwpZDJDMMs6RcPdhMkvpmBtuDKBwsDW4KHgyyQYiwHukv9R/0M37CgAI9GBDVJE3uQwx/KsRoZTcnls+0UjwGA6Y1jRQYprPoPQrjinPFPQvaAzBeeu+RVz8+usCVjYnvqzdqxt86ZfWrTOKSYVz4cnXL9U+MXnCexHY7MR8ehdvHQ+tOwEAR6/Y7HLWYNbXrowJ9kgfFz+Hn6Ch7lOPuQnPZOdwauBqtY9dyG0nup8KXiFPQVLZVnA0FP/DwhSDKDwVD+LEAoxRCYQhcEAJTxPNYxPNMB7pBV3ggEumO5Qm3H10PWDLG31GrsHAh284eZ0+wLNsBFV1eyLQzx5kTDMvQrLtahYHMfqgAhK7XpVIIoV+47saunBKSb5A6l0olfEToa1TqnyGue8yiSarjTzj1wZ2ayaPJBLajGEjM8BYzBpUi02WDVMSUlEhJn4NXwNsxovRJ/5Pbf/Fttt+/B5u4IQAgPIhhp8JO3ZFgEnxYqVBYDEpFx6DDUrx9J94yPbY7/JVY8pzWpUB2Uvbjldp1BMgRdYa0eLKTLKnjQ8oZ82oAuKVCUCAJ38in1R+kH+UfVO597kP5ffVL8Kl0VP5c/RackqSX2Ge5l+Tn1QPsTu6AvFv9gJWK2VyuRA6rT7CPck/Ij6ui2fxdIrRaeDp1csQUrhLeUXS8wmc37BSpyrNBd+Md5SZypPBYfRZYajVQGVhHKDWjXBB6De56S2G5cEdn6U5elvC2XL+WAWq4Bw7IPMeVK7JLUWSJF7BZIrlEUWIVVS03I2b4JYyKTRFWZThZESSRFwWBy6CJinVD/HKr1xsoETGSwlJdDvNvKG/oJRglyKEaNh0RfksXRgT8w9OpgC+dDvjTKR9NluvGi65M2C4nlumCAHaiFw7viTE/3ZhSnGbdtyW6pplPYPUNI4sTI4uTIg2cZDwDS45BFbZC+GdYZGww3jP+aBzDdGhnvrsEWPDvwWzDxQ6KQyQnfSTVl/vqT9vZoDyCHS+zL3GbhZek55Q/wE8FfrGyFj7GrOfWCOulx5St8DlGCkC3EIdRoQWOERYzD3APSFIS9hWQXw6zJfJA9ip5gryI/YW8it0ob2I/Zf8kW6rZGvlR9gn5ffZD+TAryEjiFYEReYVlRA7gvuWAJDJMGGH5jw94RQkDMtcLhzuOJDRLkgK4Dvj6Xl53upN8o4T3d4oBCybI1wHChITPokYFn9UVUy/0q6Qr/KQviCqeOIN3z5t7oKRbK/8phdq6A5i75bAjlmSJRm1uf71XsiflKjIAPqNOUaO6ra0NzCqTKLXSP/gvow8cD6MwDMcaNfjoCeOAsR+l0RtGIfwiXZO2wosGR/NacOvGYdiL4F0SM/ql3l+pPChDlmE5RmA5luHM/TCCLhIUImfCvODCxglkBayzYprApo3EAk4WcU90oCmYtxF4YYABUT6AvPjZPPLuJpX8ATbFvHtht9I8eadE4EM83X7tpE9Lm5uToD6Dn+dPdvnHCGLaTaPFNFW6bBYBWyvYbnmHRtsSXdq9HXnSp+EE2AKvgaPTp9A0ZkT6dTTw0ivpdRTnPFivf4Pq3pP3AaHz7G5brYCgIxM4VpHAQ8hjzVqRiU94ZziWhIQxBTGrhIzA6/gEH8YHmK8zBSyWdIQtnKlP22lFPLKCXZm+Qd2NCLlDhJkA4os4hA0IbNd1oKhuA6JQgKmax4bdTAlSlbxAUpNSIKO9KyxJ0WpmWvF7roGmH9YvX3q5S0Dihdh5CbKbGZnxFV13sf2Myg1xI4LhJHVw50Xwx7fbK3XYwDfDm+AMfiZcyLdDEYUj8aSg4+uw5rN5h72SVIrUKzV/8mohJdyIpgmz0HzhIWE3OiBI2UgTeqOwUI9KM3pzs/AAapdXKBfQWcEGSeSKqMWm3ZWosJMhNW4YcXsYlB7Nll06xlwJFWbvha8u5f1A++QR40ZEfDcCaNbL+VJO5xBXDZiMnx5qwMEgHmGs1AQonOOeAIDwu8OQga3iFHOQAG73mRTBnIybGZ/AC/XPu/PsFe5H4D9OnzZuFMYe+/eNx/4zr4thhpp4jhisQgOG5HXB/yuvi6mAecwhOOMT7hOS1QVBFLfDR9sxUC+q55poM0pZnbbCATSB51EI8+xzkGOfAMexDG+Vnr2rO+CTTmW+HreElqmwRyor7HmVyGdYT5/m9l944Ri38Q8kxw3tYmvwt/NgGengC3ovfzDpgX70BTqN2K3sFh6tZVfzaClchtA8Doa4h/Cn8JiaWZ4FHfDoHsjXALYGC49i3Xqc+45DG7ltHAoTCxKfsoRAK5hJUgaE53/fnYCdSqVJCmcJjcVQ93WGC+F/CSesgBEFqwpzjsPbjJPvvYt2MaFLf4bfGF4zj+6McTM7vzOCHxrQVXgAYABj8PZLdsVXSoZje4OkwjrZlcbNe/YQeBaxW+F3tI+GUAuT1KBlCDWqOfnJZixYoUaTKlp0GQF4CtymEYGIrt+N/OyzZnALfzcNuqbaMpX8MIv47jXjb7Avfjap0zq082u2mO0P8kA5bNOnCgExi8v2BIYFG7KGFvxBO26XqvyD/WOjk/1Tokuij/gfDWwO7Au+H/ggqPK8xe3h/Z4YX+hu8c9GS9Bmfjf/Hq++mTyqoez88jJ7L0u+nihO5uu5cbzyZydn5F/KR/mDaf5VqdWW7JcNSZ7Y9uwfs9ns7F6wAuj4rEnuoyN6lr0+ogc1vPKR6kPojt2soFrkXoQ14d/oFv9Mt/iKXiQ6o7uUnLKoWCjFLS0hdaOKQlhHU6GqWz1JNdCUhMlWDNuHiQpZURiZ6IXHvbDJO9E7w8t4/RXTrsjYKrOwsGo7kzKZDD06STVxTNbEXZYgwxsSJ6kjNGFyzx0l2bCt5UyXopnfeXBvMDs5Kv+mfJRKtBB+gHGGoUMdzAAsRp4YKSBGikq6POYsnVazrBoddZoJapsTW5vRjapKOKkz8fGh1zsamWCB8a2iCUzDc6nn3hjzxCPvXtU8o3EUvK7q2/zqcQOvGlShKegvxesfa1m+1+j4xeKrsqr94uDBO5aNf6gxqyCcNWJQX+NjR7kvVtd3THm0On8StUeXYnx4DNOwDWSBJ/cBB6auMqW2OjgkiBxj+DHyGM8YX0vWDwJfyfa19HVWBgexjZZG56DgY8I6SVatGCFBAHfDDk5wkd5wKooNyN6IGJiZA3O0QsREbR2wENPATNBOeHp2vQnxtrrhZ9J1X12ttWUYzRli9VBrEKYGjNOVyfxkebJnsm9aFpdqAYSxRuwkt8QMWcfcTpf3cibAUui/b8dbhpHeN+E13ZEcOjd1/6Ipk5Zw+9NnHzNOGz8aZ40vJ7RsQEXPN83c+NKep58k9DYat70e04If/FkfMc7W4mjxTLVNc0zzzPfN9a9Ba9T3tPd8X2if+77hvxG/cX7jvsA7a5w17mGOYZ7BvhZ1mir0cVR7qn3MbG62bSm3xLbcv9WxxbPPsccjWSmOBknNPzp62VphIWf8OUlLxtq27IcskDHMHHYF6PhSoOPrQMVKUpcSUzuLfwp7BUjOwggosZAdS6QJG5mBoBBx+QPjrrjMrVPDzySweU2c1qmTGGfT5xKJk7Q4LUa7tq7snK5xAwTtMvk5bJnxV+uNTdPmL7y5ebIbuhLnfvuN8VfoOfPWKfS38pGjVr34xoYJM0p++RZWs1gowIItBG9GYdhdn8GblXpvRwvfIrc4TGxZi1HjgiTNzGnPQX2YpNrHnfQPYwaqw9wD/eskyUXRRSFYo1sVwWojJT68hVZLFBJMsdlAYAXBnYjozx5X191C4rsmGEOFkumvAcRvgHHFMo2fJk9zmNjCp1oKYWWmgY6Kcq89AnuiCnu9cfGK18bvNS4ab+24D/rTjpKB865ftmjKTUs3TGiBMYhtJuh/DGmXZr541W3PP7f36Y00L+RrNoZxxQWy4LP7gIbpZLBSu05ab1mtbeW2yAekA5aOgCi6YAMawg+Wm3K2WvbwewLvyx+on8tH1AvCDxZLli3LrWMe4dat9qTN/ab7kJsMlsfYkFNPt1Yv3qKHdNVmdTRbW63I6nMQVWYPFniwwkHTZrPDdKzaztxCc5vobW59WXSr2zBD3USsDQ1/9kSHA4N5J6s4fATc+YoAIrDEbSJRSc7EnBk5G3PYHFtE1C22JAZ4hh8mzHhIKpPDM+DacbrLp8dd9T49x4ZXmAn7CLem2nl9mnq0Hfgj8BXUYYQvcmSYNdnu6Lr0XMaYojcA/IOjlnz0Di/ZbN8pyf3p4RWRemputZwkPDRFX2/VMZSs5KVW8nqrjoFlWgcldZg9z0oksIlXQX0mpNIClxlQQ3AcMBGa+OI0q1150b+hr+qbbcZfF0+Drk/OQAef1pn7rr9yfIyZM+baujoIrylZ//TuVccwLiSM94035j/YAG+Zt3DAgNsJ3/BhAvgKy2kP6NDLq1hYxIa1sL2FbfdxIvumD7k9duRyeOxWpw1oVicEGnJJok2BE5VOBSmkI2Qe2m0e2OmBHnKYo+HnnsWP5p0uWaqoF5vEZpER41qJfaId2Tsgq1uszihyTQSbPAfJyCWME1h99vi9c/ahaSAzfK9uOBmtfClVdy5lDsSoJ1E7vGAFsa22PDPik0giZwWROZg4SB1jPhuSHNGIPc+3oXbdnXNujw7o36/y44+N0xvYaPOSRSPz39FqRzQeu7SXGUpp3xjBtlIdogRerd8wO3tpNnKolpllSyztZWwY5qE8phRWoApGhwPQAGaCrcXVUjCmcAzuqpttF+wXnI6+lgpP33hFr0bLQE9jfGCvs2raKz+MpbaiWpQi1RKzerzu3hbV62F9+YQCdlMKoIhutVMk2amo5jZeZBJAXoG5LUuahCC5g1T0T+QIwwnZYmRjlXsTgCtuwefniwqVaMBHmI7k9wcCK8pgGWZBHboMKvIjDn9pN/c5l+E/2hktfbJLWKXPZbziXRoAoB9HX74Ddw5F38uOTrIQGy4j4too37JNc00rmFI4OTGthCdSzstlJuGtruoHaZUKisDeyojdZUV5Yawq9EyGmwuvELPjY26rLnBaFhz8fP4NEL75bjsU+s88sML4x18u3d865eFlUyfdPzhW486JeMryrnvi5d0rPoMKDLzy+KUhr++fXrfvYSu6/4Unn37q+U1PEtsE24stmK97wA49QaZpqSUdqV0Jr7T/Cf4IJYHzcPlonH2qncNGntNldzgZF4I2AtRsRpBk2eWWsdGpyFFR0sP5yW0S7MQGX4CO0/Dk5idX+jb50EzfWR/6zgd9wBX10GpwNnztJjc864Zuv7feBHzbrEQmHI33zmeOTK+Uhvuglgy6IwqWWJdJQbXTmdLcGJWTdDI2SHbhS8veuH5DU7ZxOjyi3+DbKgxsW6RPbWyYuWxFehUq2zK+cuDyJem/4UZj3H4UE+LLeJfkUM3eByT8ZfV2uV6XmiXULm2XDkqHpe8kLiS1SgulTfgEx/AC4FjGRjKPD4MT+M4U1ol4jhdYGQlYZlJcjOQnWb+YadfldtRT8qRhdS2jJs5KdCVZPWrmn7F7IGtcujiMjV6kOcOdzxgj4Gb6jW7woD7cI0SFsLdK2CNy7V7IsBxwuyyaqkk//ybWzU/UoPawZIOuKNKw9RNYQXRh6LVUaJj2/B6Pdz+6GUTQ9NfqSN0BrBeTgV5X0zBJxjOd6vpoWnLsJ19OvtuN8ZQGk6u7fNYPQX/lmjuLrq8pc+XZEtUOszkrL178aMt1NttZlitI3sf8i/DV5Rj3JhL/GPgnsX+O7bTYaWRQn+/vnRQYjXHyMWkyv01+U/5A+kj+UpZHMq0Msgg+aTA/VryL5/ZIx9kz7CX2Xzx3tXC1OJmfz/6CfYLdwK3n1wvrRTnEOvgEm+CK+CKhSCyxNLKNnNwdrZYlhmcVjuVJ+QgSi5YZWVbYDnSrHuBKxNoQNscnWZAShe2AZIMBv1p/d8Z8oJFo7XybD/OKnoP16+uIL4f4b7oizaRpH+yQIknQ5WBsA7OwtdAzYrsc+uFQON54HC42fm/8635u/6Xz8C7jnvR18Nhy42USq+jG05H7AIdhVEiwlGvmUDu3nTvIHcZWLhfiWrmF3CZ8gjMHcGFtHIIufMT26H/gYwYDK0zs4/b/ezCd/wbwazG/j8G++0ixXj2F38XxvOrmPWqSSYpJXzJvIBokDvINzFPDTEnhSKm1sL1wY+Fz/BZhs7qb361uLzxceKLQCgpLCpvxD28WHi/kC8mgw3p83E5/5IQIKwSyiUDcIQsRKhdZQbPbY8GsrGhMxkRl06IOuz6+stUOZ2AS6UCDdVsgGM3OwudmZMFWUlsTDd5VEI3GiC65A4AYVa+kerLVq/B3x/ClMf0KvNThJT+WjOl9+iVLYodix2OMLRaKtccYECN1aTpjbMwf/5+6LgMxEwA1pUDdeazJYGF7vi2VqLvMlKjLuSun1MyUmpUgAhcmnBE3nZMnU0KaMqlYtItJXeZXCyDz4MHJq0sHP3Ptnc/EMdfKjo3oO7XYOJ1TX3XF1N7GaTa66oVRo0ePmnjtwLXpFjTxqeK6hgdXGwgNfmJ8r8GL1qUv4T5bRfg47jMP2Kj7BKfXOV6cKrIdLMS9pQ0UB9q+0TieMm27YLXwqqJgJRzBqAdQpg1gJxl59b8wbVmJqlYCX4tF7ebd5lD2n/JuCqn/YN8mYXTp74WwJ7OmQMIsnG0xTuePqB16RwKzQO7BT1Lrm0Io5+VJNc2LdhghNrph14Cpi+42Y6rXYN18PW4rqZe0Rm/4Gp4Wf3D+4GbfR19zyOHn/BJq0cY4x3hafGvQWn6tuEbtkD5Df+D+KH2mnuZO819btC3iR+g3/Nvieyp3p7icXyQydoqHipcAycUKrloh0BqcGURBawT8xPQyDVjTIOmS7NI0bTK2R6b5WEjEOkw56YxMwBzPhAp6yPBrHkhv+B4mjQ//9ojxwwMwvPq22x5//LbbVqPcX0D+AeP977433l4EOrc+tXXrpg1bt+L2Pmjcwq7B7dWw7bVeL65xNjiRI8nUWmqdyeBAZqhlqHNg8MegROz3LpvsvPBjUMQU1NNW9yiKZrN22er2QqvVFtU0aoQpP7fWh5+hVUVO/oe9TuUu0WWIvd7DBiP5gG6C65kc8xgxwy63+kHIV7w6fR9ExqV941Y04U72PDz5hvuW3DhlGe7c5puMPxlp47xxdPDo9DfMvp0vPblzyzPEDpuA234DbrsdZIMn9WpHHUpakq66rGFooGWga1iWODMEs0W3N9nCtchjLWOcLd6WwJjszfLmrAvSecsPLtUOrEECBFZxmw4LwabxPmxs5jgKsdUdtdupw0JagUVlIGSqgOd7tP/cz5qfaMsAYBo3TZ7snOad5p+cjQEA7bSeW9S0sokG1zPNnhla/dzE3Xc+AJmD05+og4xxdvFNk5cvuv76R4xbkGfIyGUboQaxlBk/4cl/D2Z2Pbvxme3bnnjVjEUuBYCppv2/VY+v4aBkhSO5ydydHFPiGGedap3pYGWJROTRCrVTRfVqk4rUDjRbLxQETOUM4uU4kDSpVJopsVJgoWOjA010LHRscxx2sA4NREmYDeMAQu1wE4mz2ev3wSzQ5bbpJurzRDugZkYd8TjOqi030aENNG73jmzcXkmzQ8trWujIVBMbqMFhhXa4idD1gJsHtraMHdKv7zUlbHTNzQMr/1V8xYvG92TuBEzTGm5jEXpLP8jb+Twx5rV789Y61rrWxB4vkgTXYBdyHLDss74fOZV3wXI+ly+0jLZMsjyurHFsyd2nClfk6fkDo1Nyb4oudSx1Lcm9P1+qjg7iByvDLE22wZErc4Xc/Fi0Wq2MVOZW5lXmC7zM2aWIzxJTc3Nz84T8XL3X7eoc11z3XYV3Fi1zLypa7368aFfurjxLO1zh/YVvXdELRdt78d6IR4/kJT16VigZ8sDj2KSrECPNBSsKUIHuy04WBIi7Uvdi2dPcC5b2giW9YK+cSClGrwoYARn5RLf4ElM6kzwif2JOBwH5JSxzqG8yw0dp5i6RRmdAJopTSWI40AOjuVWRwZFRsMV7E5zmPQ9l6EVsIJKL4k6LiuKBiSxkB8eV5gAMDHYK2CbEf131WsiSagvuA7mdHxGLKtJhbnNJUC4nnxyf2BnKN4/9tDT8CT2Id262wKrcwblrLY/lvpP7aS4fyVUtLBsAGZsNVNC4krd3PcwY+PQ4t8AM0WRjDQDQMQjNkG2F7fAsZIibuxm2QpZe6fTgKyHUhwMWTmTPsog0waOTCECFV8fP9er4oV69sjrpJb5nr15A5g3Cz7V5Q9TNy3pHB3Qsw2wB2BzoDKBM40mhG1Oin0yQw3OJjIwnPgcCjMwA4czgmTZSho26LfI7P9QlxVFvi+MVhsPf9lhqVZdaS3Z3qLUYQt++ptSCTDpeS/e4G7POSiw/lim/ZmaMmnMust5MSZZSGHDcduOt1QUu91Dj5QkLvjz15adx4wf7xHEzSsNZUfirlnHnvjuahiWJa0bHs0rCbpe9sf+YdQ+8/vCDZf2vDHnyctxZk4c1Lnnk4+2UV4Q6v0aruCexZPytXhgG2DiXC219rMOsLTbB7wY+xuMGXofTBb0O5II+RhJkQfURgNuAd5N3u5dpxZuDXsbbAdkdbkgEx07gJtXU7tCtqiKVyCUAlMCJNDLB6nEfE/U6RrvrXRtd21xMq6vdtdJ12HXWxQGX5iIDPFmXPzBnU5dS1bi9GnOKvphT7AOuzoM1LaYP41yqTjtHfRhnaJQPX3qSGhxdVaugO8/uolD18pmEGHteZUVlgR3NO6jEsmLDfDfcc9W8WkW6914YYKMnjFH3JbKCXxZVjBhU9jg8dOKT54zlGD4PYT4zko1iPWmD7h1rn2JfzTES7+frUJ29ETXaTyOB2rZ2VvEA2e1yyRLvdEXdbkBYpNVDtSXTkfP/0ZYksVtNEuFZEYr/u4lrCpqfaUmpCHVoFtMUINflbCDm6j5vTLv5xaugP3RNfcOsIujfOPqG615cjTYZvhOT+jbdeRIeJEYjxDYVYMfjdiowqLu5eKAkKZAVT1YiWWFD68hOvKXmajjQJ7mehTyjiKKsKtgmRw4mIAXkXNBbeV9RAZ1pKTuclAGnuIBfKQBFShL0UZYCKZN5IkOLSp+lSN4kC4EEeSCTeDcJGpuZJLpDATKryJKEEOTxvlRLfOO6LyueVCwhS6lFt7AWrzegyfVyE03yK9UVFtUqLImVMux+VIoV1XbdplYCGKYDmfzqO5syiQgJ3/AztGaP36yeRI7N8Zu0gBrEn0CJ25xighI7ye0gNVernREI9xqjYOyDPl7eqv0aRgwMvfRfdg/y9O6NckyYStguqsEwVeExvQxDVgY8InW+gsCDclg7FxBcUo5sV1WaMJSn1DK1fAPTwK9l1vI0PqDP7jUEg1BhWY6VFJlVgyDAejiX5JfdpFRtnI1xvaW4HFPLQDXXXxoMhqAhXIMwVJoN5rCzuTnSHHm2uhQsY5dyy6Rl8lL1KDjKfsZ9Jh2VP1O/Bd+yJ7mT0rfySfVH8CN7nrsgnJd+lM+rvX+eHSRlsoPcEskOIkddeUC8RHqtRx7QT5OAhmeSgK7Sy0kS0P8vsYc3E3vkEmu9FZHsHvEKCZJyIDy6FSh40QEDrbvC0G95Zx8MmOoGSezJ5PX4umtg/V95PV2pO20JQDj2LkW31OJmXthhIcluFzC7VnSVnDmL2TVjbvDRiR0KOTrRxbwzmdQ0PSxI/0jIF7YY26H9/b3Q9tpH0G28ZPxj7y6MGQ2ogywXv0QvpUdj3FAxvbVSelurPxgXPmDRWmEf/CP8TDhr4UQhwPr4OF8NasQG2ALvgXcKchQmhCrYRxgMhwlrlQv8BUEqYKNCkZxk+8gD2Kvlt1nxKnkU2yLfxN4qz4Hz5cfY1cJ++TP2j/Il2cKwgiDJHjbMFskVbL08mJXcrF/uI18t3yxvYfeyH8rnWUkgpXkdPkLlR3ZiLZnk3Ohu1Z6ErCywpOfwRqTZQfiXPYW9k50kxowvsnnyk0z0csZQ5uezCiS7uhf/rER7ZBHxmSwidOsOvkIiPhRFnNRk2Wg5YWEsDDmNKhRy2nHWDFaYJXEmXabfNprU7x/end7/00SiRFtXLpG5B7vLznUnFWFEJg00nS00i4gU3Wprm0VSiWZVSLRTJdKrKlxorIJjX38PDjPWwuXGliNfojzEGH+E+YaU/j0cauw1dW+rMYK9BverEyZ3OeIcJNNK6T7VlhQ9FltSICuerDgPPofMYSt9khzPsxbFymsIOHnWicgIR+Lsb8VKYAfchhmhzVJijYOwu9Td6maIE5RqSVFzpgxHVk7SjSmGrWV0nz+5kObBxXQJ0SMEETlywFqgZ1UlMwlZrncyMjZhpksSfpimJIThNWu4du4kceaVmHQEuyp0UDoSrNRLneGJqcbtGhbRfbCI3sFqYH8n7q/Os68xGqwhtVCoSsSREvAWe71Tc/rxyuGrJ3Px7cQHZLsDH2cGJjgpGQlWhkxKR0ORVpgwLsA8Y/mAggFjFzaPuNp/ZeUN1/kxSVnRPy6hfakb+uXa/2i5vcWEfy62fT7H8Nfg8F2OD1mIdcROvUyzJ2WIVwIUZfQDvCCjamWIPEQdB8ehaXAaWugQj7OH1e/YEyorl7BPCwfQHUAEMhyFdW3MpWCJ+jQV8zZNA/IKdiNWM8PRYow9MLFLkis0W0ZNt9HEJaKn2zRb2FZq020LbbwtgKF/EFtPyCGIFaBdXUkMLjJEAD9DUL3kCCZ2QPi/aPsq1vbtc+7u0vaJiZVKzNLOYbWA5ASTM+fqziRm0boV/zpJx1fiLWzr8ijCzsO6VfIloQ3IpXgrCyKgM1/hpSVjlGHWbQ7wQ1h2y0qtoql4sVBe1wIqKiGZ2Y0jqUtCVUXEnQsfvqGkrNlYztxmTF9xZxbc+Qf44cwSBqJv3jd6PSH8YPZHnTECfc19AorBJt0Tj8/pvaw34w8JfjgEgPx6W5MNYbiu2mu1l+bppKI6WqW78535eXnWsA3adLs7aZtaWuLEdIRW7RbFEoL5aNUeYT0gJSrx7q5ESQiGyH22RNF6GAYzMHZPLZluln2rw3Ah2UNkxro6siUZYubY6VQ9nUnqTCZ1B6aclf0R0cFJrkVf6CYOJ5dgRUIOIsp3DomB5ZLq67FiWDd0WJUs5l83vt/9lTPqcySu6IoBfRvjvBC+4pbKpStvzNU8LXD9WTZ/tF46+611qaDjO39F//rtN97dnMidcN+tm4uvTAbPJm569KmO6uZBBE7bjRFwBc3tuUqXmjlIXbUcDZHSXGCMDk4sg7G0sEOASJxtBoRvkrRn9qt90A+63cxUORxuzvORanPaK+zbjxsjhPsuLKD90Rv3x1H8nt5gm+6/Cy1Fn4tMXIReZ9zbG3dJbqlVpzVFV+21OEl9UhQhoJVz7ZHcXGupBVIFTMbdYplaHKYu1lW7hLDZP7v4MHWwrtpVGDY7R3fH44XrgcCvB6C0d2tv1HtqybOkZ6j+Tv/M7jH//tfOoQPRcFfw5sDRBKwsx32F/6J0EstihFV7OriUTLyHjg4dVqmIeddNwL1z85UhKHK9htYOyy2xKxz0X9GGO+iGPJtn/LVwPe2gu95ajzvobLBi3stT54+NlBZfOXnw3xvLg98VTXr0qb01zYM4UvMPCew0ZgNwgXv1PixSJEUV7azLhYJSUHW5Cu21apVLrUK1EipS810oHxVJKFNVzlkq6zKSq50JLNDW6pFSQReQUG1NdNVjU8iYQyQHPBD43QRzzZIiqTqSBpbCqHvuZCYHjhTHSzlJGMvDEu5oN4Mp0bzcAQtfqJ8OnWU1jw4ufn5c+cQp68f9AgmQecA/Y1Cj8Y/SUb7eA0iGP5a/b/Kdjigpfm0X1BFwHuwFYrqVQU2ObQ5U4liBuZTUAa/b3ZBADHLsQ0lQSHh9qq2y0pxXwnzGn7qf8RRsB38EHvIMYFd4Qcf3hRG9qbISX3+9keKuI/OaAZ5evxG+hB+Rq/vhytztuQjkarmteIfN9eU3JCAsErveh+99HOtJZ4VafK9A722G18DJoJfuhmHMPFbYGIDZ7EbbNtsJG2eDHWjALvIIW8+vpt9Mx5gJsiOqXKDPWQ8fg2NAbz0bLvRt8yGfHshO+sisQj5dsSZ9LCCPCXY/hmR207kv6FglAj/lxwz89mP4VeoB3PZQSQi1hzaGzoYYW0gPoRmhhSEUwirVBhOWeT2+qm1WJX0eHVNCn3cx87wH8PMKdRuCMyJwYWRbBDVhvVLogKPwQyBCke6HdD+D5uwR+KoZGIF/YPiGdDtqqoLhqo1VqIq0B8GqfaiyB1j+2708IDFEN8ZXmMQ3xfCm+6b/dv068BW9XkI1rH8qfkd19+X/9dtGAFKHgOJbqM/CPqikz4o+qA+Woy0mjPr0/MSffOOu7mesB9/hH+K6hmwV8HhFZwUqqdhegSqwLtdvF2nnwMsP6ep/+gwedT/jKfrdXl3F76xiWdxQvL3cUnrPaCNF8r/wPVIGb8lkXkV7oBaZaNZo2UnTEMlk1JorGZFjBGkKxQzGpAj+0rwg2n4l0zdf42eU4b45ET4bRuFwUzizR21hqz0ZVuKkDeHujyHYQmH582fx4DB+VulObDzldF1tSvyOzq925eQoip4I6qotJ5RTn8PkKHIDxuIWEx4/f9Y6TMEA07CMQHYY34hg5HJH/pfrR9DrE7qdQfXZcFv2m9nHs5mJmOsrHcZBsyuzf9ILmb7EUggNoM/BFGnn1ea3sR6wBwq6w20OSlR8WVhNu49AUrgMAvINnd9gAfZqj3v5NzEmvQY5KpLw/Rzx6nFYqV5GmQDX83YyH9Vv8btn9bh/3a/xu3ULnCEtlNBCWsIU33zPrqn4ZrEnHuJ7MaTRzB73jvgIgDDuRbhQgZ3YxkEfU+pUfoK+uL00zkZx15XhO3EMiCo9C27yHvaiN72HvGgmyTn9zouIQ3Khl/FaOmAv2oJ4Twi2UX5IY1n0O9wZftgbPy+iO5GWDZuzW7NPZDPZbDnBoOyfUPt/uZeHrsy9C4MrSAkixZIMsjK5N9gD+/7rveuwppXhEyEWTo31QMHEf7t+BKUdSve2yIwIChHOFrlM95exjXI1cPkZu7qfsR4WUtgF0coA7AzAQ4HvAsgWmBlABwPHAwifCWAWcCVlAYmfgm4WgR315dFvCmZgR+rPl+ghOCOwMICaAhMDJwLMtsCbAdQcaA2ggK2K9EKg56NmZb7t58/iIZmLLFu3wZAPrvRBny2H3Ov7eR/8/L51MEjgsgNeBrlJwnsg8AYkt56oDO6BMMuWNzWWaPnv7x5Bn+HfhfEvx9YBZ+9uiJHdHtwMgoHGM2wetxUoYLDei8xEUYLqURMGfI3ISN/LQo1cAzj4vYYOITQRbUNv0oq30wd0jdQ8V1d3hswBTUu815eY2fi03q07YoevGY/CW6EAbzYex+/Z8DW8z1jw9cWbSF1XZjT6lNZM94I++4AE4Q7bl+4OvGEgTzaOL1XiTbZMxIr7CpJj7+sus3vmXNqswfTzquWXw4RjDixadIAsm8fX148nC/vY4v3mSfN4vBkDHmXcyvbntoMcEIVR/baCgtrQMNgQbIyOlcYGxoWmBpf5l0a3BvaAvaEvorbZ1qVWVB2ANbBWRK6CRE5+tE+gT3BhDh8AULVY/N5Q1Ga1+jzBnHABUjRRdnfvCg6/xbLW6nPh3/0VPpBVkU2ydSPojl1uQajgSVYvg+7YIyvWCovV14Fm6GH/xJLs+uwmTLqRrJISnlTjYPgIEDQhLJQKLGGMeyzYfA3ELfvRDGCFcHc4H+ZHHNQ+xL84/LFxd3dlZqZotZ1EKqM7ngH1J0k9B7qcJDPDmwUMu9whxJyv4+rqBLyx0qL75mQykLmcCxxjYk5SL5vkmjm9jMfLmdNkYo0bfb3H422aQjODf1Necee8Ox54HHr+1rus7e6Zbwww/qpusCjT51/FJNKbWZonLBgLcuG9ddC+HzIwn4dz8oyHGr4qb7gOPvLiW2Mwrlo6TxP8BlXgt3pcUHzIo1SL7LPcCxVHK5h5vZb1wkjbIKEoSogo6MuKFhQ4HCQar6ta3GaLaZqPzVofoml8PggOwcfY5hJYgo/3khJ+lVKiEu/vYpWsmmAHbNfzXWAJDNREYyuK7JomF9XYKnOfsLmga4kmQWmJ7K/OlLUefjJ1LpXJ36HG9/nhJzVSl/nMSXw+hXfr0yftXVNvmHNsZGxLMpQ0Bb0ElPmkQiQZsxzDRkvUTLP0eLvTr72YoGiBu8wkXxXlzOlbah8fPN74tGHewpvbbmQPP1k4+8t73/02YHzvvKmxeXq2G9YY55m6VPXIvCzrwLm9robZfw/FRo/9x4i9I4M5x+6ae+t7U97fH7/5uptHFD1Qe8zjaVpyaxaL7GRQRV9jBNsLw7oC6LBMXzov8WKv55PMEufSwJJ8pqjXVMeUACN7uVK/x1PiSX4RPZo80kcscK5V1vVhnivaUnK0gEnmO6Cjv7tvoroY2Gzxuba51ezI+Mj+M/szM+Pb49v7M2/Fv7N9V8281f9ibrqaCeVmJ5E7XhkfZmPk6mHV06uZYiHe31btznUk+yZUX1mwAz26M+tUCOCtrsBlbOhaH3ttGczdD3cAN/GwqFrS3d+2Edu/NaRm2QzMOCo3VcPqe22BK1diI7Qm2D+OdeYduqe4clt/2P9eWzwUPxT/Ls7G/VdkLCyTPohngA5mStE+JAMS68+U4NMn8R8hjzZzfqVU11w1qUyNctKp3VnzJEJnzklB17RaSqYiaCwKflK2nzHrHRUQ94KX+dI4wzYNvmJgcQheWzO2ccKEfnV/OvzBWQ90OCYNv/LqgqhR/cD4ieUVn7z5zp9P90oUTzG+y00uZe/LHnZ1bX5Z75wTpUNXjE09qdcsHPLYB+89Hxk/YVBZSUEBzDs4+4atVVUz+yw9cOCSJT40NzK48T3XsKJJE0y/zJXwZbSKuYj5cvbrmCvfigEIYPluHvP8mzOZK6CEeBF6zAeFVr0y7+5XXrl73ivo07tfeXXevFdepmOZDMxbp9E6NGN3AKjth38HCC7Qw4rFMRSri6plidVqG6ppNnuTfYWdsbc6HGAoJF5JdTfnd3aNKTtHacZoo5uuQXzpk3RegDw6AwgtuxCx55H/6O5//vI31zx4Xc2zaHTbmZX4E7zWIzumbZvsUo2LP3bwDWY7H8Sy8gmK3wf0wn6+FjnlHef7JvfrPJ4TOKdHcDsLvYm8RL7Aax4t5mf8qzUsvPfDPJCF7tjhVmg2sMTBCiC3klmtIasXYAk/0TfD93cf44sPLYAFEXV0UcQmQpsYEtEMcaG4QmREcmUwFHEEmis3VqLK8ooWbCVvAmeJiEteHuNiFlMitbbaZmF5h5Gw7W+pTP5IOpWpwZOqsJtsgrg/iJMDZXCsuhvHSNC4q9YZmf3c/uCQ3zz7m1/fqvm1ww0frp/+aq933MlQYW2Ofe4LV1Q4rqwuH2pxMB0fHL7/1XvHvt9Li+R7P37k6lVv39p8eyzet1dhkX/WM6m+S6fW5PTqnyysfukShSfb+UPnH7l/ckcAGZJVAwZArz63NmcLfEF4Qdpi42odVZ6qANNU0YQpvGhxdAuzhduqbLVsSxxLiHdF51bMTzJTs5cnN1QwU5xT3FMDTJVnfHKKl6ly1AZqc5jCZC2qsjKlyQRT1qd2UFV1dc2VAwblzsQW8KvaMgDLystrFoZh+FXfMlHpT/WGjXG4DVP28TgTbywnZ+T6spll7WUry9gyMrJUzlrWTqq8DxpQg3/dE1kR3kiMLRTd7Vqm+gdetw8OA5mhcXTYIR0qg3dJj5CKmeepS6re/JEWeqqDmrfiJyXO9oFo5wlS5Cwz/xqtF0/q1aGuElD53tzuynSOyiTKJ+W+vF3l0LyeEMyLFcME9Juh2yTZR/96F04/9JHx+AcfGI9/dAhOf+8p409bnoX5m56Gec9tMY4ZwvNfZ10zod/tUwvieVJF628GDho/KDFgxaB4rOGhAdyRd42VH5JbP4I3f/AhnPnu6qeMI888bfzxuedg/tPPwPhTFw2mNxIqpunj5tuskWJ17HOLFg8ydsDfearzciu9ADA/6e8+4Ad9zJKqLXCrsBX39tHe/NzknVXLk8ykqs19vshlanKmZaOqwDTnZDdTy9RgXGDiufHe1b2YKRWbmc0UE94v5Ks8U7yoylFDOjxeEC+stjIRwvAP447NFBMJEz+ZWjNoIVZyaF8XE0kgHcdiXMc/l5Cf4+WDZmLlluJFyani4vCp+sjGyPEIE/ki0+V1lacOx2CsA0b3kr7u+2iyu6PPdHdznWb2Mq3l1b3TNbIfmD36f/Wm09s9To8Ic6HHWKr/6MV3nzKObSa9uAnmP7vZOJb1dHT7vJeOtO6eeffzxc9ktfSbcMes5gE3cEfeM1b16L4Z7615yjj6zCbjj8+aKBB/Kh2rWrDkxLv3/vqmOxdEh165/JFHHmgiuu4RtFTg6LhbF/i13r/WAQvsRY5qO7NOfcf+kYO5Vb1dvltlRsoT1BtlZrH8oPq4zDQqkAy1flxhFLvDZhUA63KyyIX52AJdlRB30qLKEgssVkJjDs2mW7Wk7VXMy8mO41UX0eVFUepAq3dwvxMIqYHfIUCDgwd34kuY19FTwA1+m5lGL5GqO5c+dx4z+POJ8+czKbL4H2H5RGlyeLtcv22mNtrWBu15lRE6DoUEibAMYPIYO/wsjdadhy2QeXw1ZJ56bfV2tBQ9//DD6QlMRfo3KHnpt+ih9O1kMeXBAXYraqd+9gG6E4Yd7iQMk9GzDCSTYiCGjJ6V8P4poJG4Gbp+L7wN+Nmv7umaWiCl9Rg/S4JVBx6AfbEQ3woTxmemrcGxf0HP03cI2FoNAeEQx+Gzh7bzJ3jEByTm0ESSHC5KL0SI7CPz93UN0aMRHDJOu7LCXYEX7vs3/sH+5Xv8D99RhvXicu4gcIJV+kTgVDUOIknjWEbUOIERbbyMJBuvOFUbb3VYbLzdYdE43ma7XeNcmsZxmihmPNISetVpqXc0OZCjWnU6bQzPAc0mO5EqDkN+17MZFSBtJqrTnAxq+GlmuVez4lWP+eIwMKpxtzgrGFL5nEyjnufEZuHmgcYQ5H/sk8eg23hgEDyQPvn4oceMv6LZ+yCCDxuzDGOfkTZuhw9BhoxbeBEA4Uk6ZtAJTukNza5W116NaXetcKMSs/I7J0p2i6o6NKsNf7WN1F7CnUpqG2oiLBGbxJVY8oqsZNcKLFjnYNgC6HCSokUx3JmyVKCoKqk0wDcyqEEGClQCuhu6WSmsjtGwEtvkfB15gQ1dDyBq0pUQKCGR0jA2BTrg06/RAogpOhfLOSN17nIZxLpzmXwcs8KjRush1lE0Nssidk2yV/cOsbEYczwEyW3Og12FEunCELQeg17meqWL0JPpG9H3F08bLMZr+MjtpIAi/rv9B9hibEEt6H5zrqz6zld54lZ3gSyQD77XZwpQVL3QpxYq1aBWWSw8YF/iesC/OFflfWLE6XPnZEViOdNtc22zs+ZkL2EVJjsHQwUBd5bVYoFySAq7PE53dlYOG/Zm5WS72UA+l8fbglrA8qnaGO4tSehT2Ojt7WTI6B9SveFaXUMNebF2HvKBKFA1mkx6re6yNARiKzRo00htTEbzF/So++Q/56Nqd9cuJim8/Zu57p4V0p6xULtGR5nTwmU2mdTiaq/gcbhJNSgyq3aU1oViMqapRELIDnuS/eKpB7cMGGYsMN42zjz/zMMvPQLvg1dCRZz0xJ4Txeiz9Lopq3ac4ppem/f6eOPHx4xnjRnz99xz8G1YCyfAR4xXx1xMb2xD7vTw8WQ4M5mmBayFd3IhtgR4SZ12sEYvq9fqXUO1oa6hBQ2lLbBFEffCDmVXzv7we9yHAl9b0FLwuwKmIGx3JQuivl/ReWm+1oM21/9j703go6rO/vGz3GX2ubPvWyYzk2QIk2QmGwRy2XeIC2s7JiIIuBCCC+5Eq4CtCm3dxWK1rj8tskmAKvTVUrVFqBWt/Um1vlG0NtVaRBHmzu+cc+8kgdLX9v/59W3f/8/A3Hvnzrnnnuc52/Oc8zzfJ+cFpkhVwmsCXHVqnKt6nHVkcJzeNVLfA38tO8vGYSEyTvDXVY3bSBqor7Y/IFAJgaGvr1eiOml/OM3mdJ781/bMNKmRCYvaFMVMC92DHF75fqvjxgb0+OR722/cuPHGc+6d0rJ+wsJbb104Yf09Z5fVj5x65rxR2UXK8QXzho4ZnUlFGvCUKy/c9eCDuy646uw5969Zs37Oy9eHqi+ffc7iidfdOnn02KmucjoW1hGhMcsvJHqGFdwgx01mgCxWm06YPzAUzTfOs1BTLmRutJoMRhp3yQg4HoL5SK+bL9Dvfn4+xVExm7tND5ieNmHJ1EZa2WKJ7SUe7cqrpj5kQmlRY2EyuNV8y1EWHKN3cJTRwXGa6GfzQKymAhEa4ILBAZuU9VBUjrExvYXQUck/AaiR2r2nR/K2lJC8hUaggnlvyZBRuwfdIQf0+hqdrEO6RoNoMGAGYARFivKtwnw7ZXQDfwOMQtJ920Qo+oyaFkZI8/mnSYWC11+K2amdVArJpEFRKPrRrvUMBRwRyrjKEhA4PcO2ATTwDwt3amSdQtcq2dUIJ5A5BUHdqbDcenIBG4EKyd1Pl7dElkzo0gsCT8iIchjzDLscUnIGaMlTuwWKvemXCowCb2uLn9ZSiQRGAcg7VMRuWj0tDLW7j1FwJvSTmxL0KdP/fOKYSgGkpkFM9/TD0XK7qBs+SRxrQ+PEybbVhjVmbrY4x4Zy4jAbiotDbGiF4QoLWiFCmyQ5RTJPUNNCk9litZpMPpPO75WttpzVC4tEA/zI5cJODrA7qrPLR6oFnC+Sw/OsHCwSCZP+yn0kijZm9SHZcra3iJar1wG/weN2rKXLIhJEPB0ZR+qsN8jMmsckG51O3ya//oYZDL7KJCc5zi/X1ef8cnUNOVSmyaE8lWv1r/Sv9WPZD/2fBqigQMOTMA8jwss+piSTEwU/b1GP1HqSXqfV6CVKmogpadZa6IWNmTSKkoWu9JHDaoknnxZN0qUQe2mKTFPP4kM7aGh5CmHlYv9sMfiIciu8hHx45SWYezEpOeK/hDnlZ1CvrIFXKGuUw9B26IpDaIUyq23E6CnwicLN5Ksau69TWcLVc0ngA4tk75W2K92P2x53czqj1+qx6KBgMRihwHyNYg6jz2LJGJNmdRrxB6A36fOpruo+/3/29LcjVU8j6jOFSOojIopqm1SyFmCgeO6SFWysnoLipaiLSSf0VNUvblpQA4PKl+GGbyQnNKYyyodcUokcmHLuxO5NsPf4b7ubmqpSoVmFD8lbhxQP418RWc4HkuA8WR6rf57IwkZ3OGlIhpvQGMNE1xzXvITe7z/X4fDEzzUZYT14z3MuBx3jKNwy0vkrwHJ4b/SbVl/qoWtORkOniseRXgYf3Aez2nzGEEBorDGqbSSZsqEutULVF0wdp+HVN+d+duV3537rEeW3D377qR/D87+Ekxq+MW4RvDpkvbnv6rObV8y/lTvv7NtuW/Bd5VfKccX9Zs8TP4BlT/AvdkyYoVTAzlcWT2+/5GEmE1+lnMFfwNboH5ZNOk5n8BowA7vqgU/JDhWojQFe7dIbnHq9gQwBga0GA4/wTngGMKJ7tkIqhPXAM2S7/gNRZ+WqDAajKMyCyG/mGWakTj8LVwErDW5tqn2+VI19R1ooJ6gIRQF5GVjf+1SIIgcf4Yr3vb9CuWKGOqRF6mnTrNfD73AHT5Sj9sIKTjouoYsKRO7+0YljJ17+4S7sxJwq8/+Q0PcXQp8IZLkMYSyIVo4fQsqMuUsQ9OsF/hJRQ5TSleZXdWXmaH+cbw1w0UH1DvL5IX/m7hNDf8r/+ovrhNeODQEl/DZuAZcifFy4RRBVR34JAkHHG8gkizdyu2nIDqI+eVshhP6M+Wky54m6pKFbD6mrMCJzPtwCfKYB+9ZpR5gASSXN5aWYT0zIpJOZTdWG2Idb8LjyzgHlrUe51MsnHsJ5+mFlKpajGnECGAJat5lMkiTEmRG6xZ6LG+LJZMhRCTxE0Y/qAdW+4ZCbMvkMqYpshtrKklO2NU2PmdqaAKRg+iVxorT6T9RijMSBNUJ1OQq9ZNNXBtqr66bUp+KVHpvNo09IujMb2nKjs6mKYU6bW5/AW5HjnoWjRo2pyDSXO0PxqkXK+cUxhc+VNxePGVtf3SAHY1XT4XBSKwl0GL1A6i8JsuCHcs7pJXOR6PMGKgNNgUXiCnG1+IfA++njgaNpoyEgpF8PYJvXFcxZbcZsKsTV9Dos1mfh1cBBPhyR7L8vDwWy051rJeypj/dyMBUKdWRh9qDBUk5b6PR6cBCWd1bD6oPum3KqiMFWipV8L5tzGfJ3Pk3kLoovpg07zSDNlNW0Q+vBHncIOt2eeCleATUbb2hkS3UMZILhvqtrBPXKs57v3Pr9KbVeq9n2nNkwp3t5d+uI6rUzhkJo8w7P+R0/d1dc5KxoSA+bwvUmzzs/5ZMrln+8eEKZv3rule1jzwk4gpLNItZaXTbzr8w6j8lXEak7i8by8KNedEDbf5sqmz40f2g77Dzs5qy9ehqjPeHqxbCDTFQHo0INkVxu8nWaoInosdRKtIOwq9zLwo6foGvjR/NMUFeDa/ytHTn/sz+4/7lnf/CDZ389efjwKVOGD5/MfWPz3p9v2rT3Z08vzeeXLs1/k7bLRgD4L/m3QQV4Tm75i+szD9Ih0SKGvMhjoZC25weWlD0mGCYa5hhQuRPpUsFqHbYl7HZHKpFMOhI6X0pTNeAyWe+MpKx8hBrMkW+Wcpv9eiu0VgG7RBRcesvpjDig44NEKrmW4mhZk5EkSpIftpZHEzDRg2ZsqXz1SdUsrS/PgNOO9l9pcX2Zhke3fvpa+4AaqZRFUUskU0NhPdE61CUiMZEl41J/2AlEd3TcHnIrC1+5dNzC8+BKOOJD2Lxr1/Nw8sTCdec2TZ323uYn3pt9Ru6bhavnv1LbOu/EXbABXvcDZdtLLyvPz/Ic/ktmWNt7Kz8vKIU/rvnDGbn0X96n+sec4gfCs9xIUkvDwUT4gnyhoQZycWe8Qlceb9bVW+vjk3TjrOPis1sXtq4OrxppEW1cuVvCBpPfNAHNtS6xrg53T7674rMK/Ww0O7wofHmYqzA2hichfJcNikO5uC8aF1uGp4fXUkQaa+3u2v21uJZKPLW70K0gDaoobEtzFR1O0oHmjipYVdUwtIW6WLXIZSlyoPBeLcUW1DIeuCRqtuxyjQ0yry49A+ug2Bv/BWCNrKeINWzq70eA2bPV3gzahzL3TG6sZoAzlrlpGoyhrDVIo3Hj4EwfxQfz0WTRaAP9uTrJgG1qY6BKququwlX+6OT2yWsn48npmKvS2tLdgjpoWaMt60iBqd+4eVTwtlB2VMzsmzSnp3/eJu0i39V7EvYNFbZomPM+KnYdSaeZ01ieAdNk8n0azFeGGukW0ssZBo0WqY+6gOdV8YsucnUxSJqykyG/SqBfYkpdWWRHu6jB1dCmx5b7PTyND6PKBiMhvx46mj/Yuuy5aRN+v+KJ58a0z6zYe974s7/Rdo6zWPfGW4sfGjbiu2c9cGglLIy0XT5rwoKEYPctHDt8rj+OlfcOO8fUzx4/eRQZ78+qvf/+SZNGzNy0+ozrJvjNlS5PcNrUUWNr7/1uLflbrRz7ZM1Vk+CSOakmubFxknzpCNE9smrYmZn4EnVtYnZxO7eBawcuEAIJKMpXVTmGOZAbpYyzHD82bBd3GYX7jE8YnzXgq43Xg1uMWEQ6swd5zddw1xjvtoopVGFOWbHMjXeMj+Kp1qmuSR48hZuiy7swDkfYsoU7xJYtovqYy+N0h0MRLuYNhSNuLpDgywVr0BYw32nKUrCAZ/RGdCfMMpwjm1OEdCEZ3omy5THBn1Ld1GnQlDvN2UDM5kv2O3DT9Yk0U7bZ1f/HlQp1B5hK2XTFQgtcSVcs6L4WyNadtGRBhlK8efGyi1rGKXv7nlx9ydJLW8bB7CebvWNmdt0fhO8oV4yeecl6fPiKb14z4fkL/6S8cPZN7asmvXzBJ7Be+UvDj+8/bwacpgyveWr9OUzHW6h8k7uBxcMqA9+Xk4LerUf14fpIfXSGfl6MjLQxcbwHGvQVemQO+jDgJC20mIEoO9w82IQFJw135LhXYiBRPisWAE8ERKK4BB0x6riHnP5ycwwEpSAK+uIlQf30AY9aC++n84OgvWmkVJsj61Zte0sIZAILOlHO+sFIiI4rhwMKml3w+W7svPC2EES2hsl9a/+s/D578YrZaSK/HyaK4arRhuUPv1JZmZt22Yru2LVndV1UeES+8qr54/OMD88rS+BfGB/04KJtA2SW9ZMpWgAW1lIp1eMHQlLkkzqYRCAp7kS3Ax26XbYhGjd5LcbYZzBujtGQYXT5tmVaL43nTf9Nl0puSK1UT3k/rSJX2gKMSviB8v5bk5QDk7QSdxcCymNwDnqP4c3BK1h8Lh40yQ7+W5Aa6CDUyGEBI59ANe4Ht/M859fCXh3V9KAjaoCFfEtvaX0DzywADsIr4A4IC+OZbHp2cTO3QJxGZODNcs3t6EfoSeFx8Rm0U3xRfA0dxPqICD8QCwLSgcvxb0TM4yWQqP8i5tw07A0EcpUa6FkENKApN1WF8OZ4IIpTVahQGr2DF+mSfw+8VjYJ5E9HhGvepyOSxk1bYtPYUnev9D6V9EHrtF7Iuotu9dA0T+FPVmsSPrvI61Zf+0IJFTEPs3oophKQ809WXlSkvWWwGt4hTvtiIS58Q77rxEtEQf+jcgZ3OZFzymGTvEjP60Uf7xM5r8tbXu5t9M4VFgsLXIu8C8pXcKu5J8Qdotlthi7gdNvs0GFzIxyHjnLgjGOb252MY2c8jsm/eD2uj8+M83E3tnHGII7rIza3xa+FICby/X1yBYuMbqF3LI/ooRPQr4B+BY9Ah92OUA1cBhEMMZg/dy70SHAnug9EyNRFEkZo8xtCbkce8VudWYcjaIRZsAzAKA3OaMrWGGUjMvqToYqaoEy7VmIn+l5JN8hPYxFLp/3R3pzvyjDDk14GSPlZXzrTpS4T0VAV2q3SUMUMf/IlMyB19R5Q8GTYmGUzTkMJ9ssKs2IcM925UQWdckBn+ctS0Bltmrx69Y0N58gNOZvxQGLfU85RNyxff03zxcNG+py2O/FZv557T3p02ZDKd4M1s5p+fWLoikvHVRzyJEOL8RJ13SkCndw47jYyN6TBYXmxP+qPeytc6SSqNFfak66ktzJaGa+sSKQbUbOh2dzoavA2R5vjDWmXroJPu5Df4Dd77S6Xy6vjkcFgMOvsvIv3GqKGuC7lSnlRClUaSgb4zrTKyEYT3Ti0aWtW1n77e7qUZavxyT7ka6xK18TkGIo1lqm2+mE5jMKNiXSNR/YgT6PbqIYK8ldDt2+IptGfbKvfR+PCH+2/7jfbV+32w+hku318upsRasz/7kT/YGP+m05zDx2D6Nu+bzjHTVU+rZnprR5T+C7EN/vmOZnJ/0xf9RjKaz/RS1/mL6Q7U+B6edpdHOzhX+TRYp5GcQFwKs+RvswhgCC4RAVgJ7+QaUDA/FQK127kAmSk5AQnhXwR1WV/nyAej1HVgHTpvPQ+ddbIewEb8lpaIfO4XK2q7vzqAdWdOspXQj3mXj7ehi6FbUqXMpG/8MvD+OcnmtV20QHGcxC/QUpqBJvkzOuGD8i4hF+Hr3Ovi3gvt1fca8Bz4BxxL8TN4kQ4UcSVsFJshpgHgAZ47JZH6Ki/MBab2g1vG5DhiM74kaD/SMjooKSL0gUZM/8RhTRuQwfI6HoENtFQmus4LHEHtEDExnrOZ9KC9qW7yPxVYNvELDxwyzQ6ylN9IMN6WKEUiIH96VGc4Y6TI7pSOQG5Q8oLsAUtVAoQs0v8hjJCqYOvwOdLZxaDcDxn1Gh+SB7ypuEwPCziN+Gb3Jsifol7SXzJgGfD2eJLENeLE+AEEROlRayHWI8pweOMPP4IIf6jdvA2yY1QREP3vs1hK/NTo8CNnN8sNrUZDlB+EGboCE+sQpToe/RHYYDYPPUuZ+QxA8KuEunU7HOAyoSeDsgxdoSfUrSuQ7BFeaFwX//lePgC3KdklZbSmcmDLwEgNkEf2xc1gpFyucBTh9Imo1EUOQp1moSfikn+U2Myynqoz9QfkrNwtHC0FMpB6vPU1dbEBq3kC2HoP9ECffSjYqKpn5KvCvMf4TU73Vvg+SAkS+gB49PGohEbReYaYRrwzajv93Gh/iLac/fCq+EsMER2IKPs9uWM1Fb6aSPsJLKCvqfYxGyOgwOuGXlqct7vL8L8To5p+ewi+ZTLZmQNwkxwZfBtoq+IJavl6pP9VkhtTiweFn+qrT8W5JnNXKN1Kp6Ld+Bt4W3xl7Bug26dYYdum4G7Jvwd3K1ba+CqxCpjZVllMpOqScmp9orOil3GXSbjRmGjabewS+QqhUrTtcLVJq47tbYCubw+3FMU5FH6etLvJRsX47kQcrsSnox3hnedF3u9TuBLQKRzOBN2G4pV83p/tRl73FMc9okA+iucvihCtlnlPahRtodSVn1En9FjvS+agqlXd5T2TAtHmXmXttp3hMUw6RscXHBQ+EAVsi/Nl3DjVMk5QZRoIRalgDmNDSpijrZvCssEm0SXe+31UlL86YkzLlH+ohz/3paNd35+7a9k/P3CUjSv8EjhidufPm/KndvWbjx27Km9TxyA18GrfrHx/JkPsn3Vy/Ch3yrHlDe6z4WOP0PzbzUdWxzGcCzToBFeICc+DxzNorus9wTuqsSzhy4aepcJT0TjjOOtcxCnj0PRa7a1Oum+np5ciF6TpH6rIRfpcNLZ4BzvxM6Uh4xX4iQRixmDUwzXpcuZgl2+u3x/OS6nCjZh5a1bwx0hJjRsDjTT0zPB5lAoFWPqs1nFuiSqcQcNWvTVmK8noaju2WohOnRM1aEzKogVg770eOpZNFMbU5XLYyF/dzNsDsesdVCu66gr1uFoXU3dujpc14OWbh9CNOOmkpJUoGpxn2bJpirFfUwzPqL5yWv6MLkoacGaEswiPROdmHnUa7WdH6wJg3qGjKWqvmEsnoTUKvKDVp4EP7TX/vmphXunzNh50YfK/m8pP+jcMWXcposW/q/OaWWwMM5w1TdH54fqrph33rBKw4kvVl6z+NZbFy+9Fc4cctcTE6dOngwbP70DWr49mfyNXXTPT6+8/vrx8KIbrm1rWnHxhT9/+JG7HnxExW4/AZ/gOtE1hPexbaoI0YOulfUqhjuzZtQQ3PMqhDvHXQKfePVVdY0YPqED7NnwwLPbAeIBw9ZnWlKGPmgjD+qA9hwCN+LF+Gb+RbaO1yVbBINodzusJmhq8vzBQeMa6+0UJ7nJ+AeRfosLdiAAsRwYliNopIFpf2x2lJvcyy1mjzlp6vAt+hVb1iSv65N6paNsQ25aH4s4IZGhNs8OsD/CfYzpYR6ioGVPur5fOZy+dF7j2ZPQGniQXF82l13jxf1BkJXDL119SykeMgJLyODVxTAcPeA62aDRIVBfAEKD+AdjE7DaoZ1+Szv+4GkyAWAaREfTYDqaoqYa08emookjct3wLd6H1dgBfz9RA6GcB1+jOdCnEgJXKxUD8Z35nS9fdUtX9DJCCfT1X9L4dXgxfJHVTatsFKAImugysloRToEVXSw3wuRGKj+ZF7EQAlQtbuklBSWaEDVDg3/N500DvB3ETzKnXIZnwYf5Zxyi8RCR7O4H+q20YdFpQ113qQU7uDruT9o8e/5mJuFu2K4FkuDItWzUN1JDVWouY6Ab7JJe36aDuvlcG6mK+YjGJ3lQNrdBCOcT0dBn0iyCiHh3pIvwt7eLGq9SuSBPZmYi7KqaZ//nYegrXMLBwiXQhw+yqNhX0w1bon+X4hBnSEF/zt9GPVHABnmiThB1NKQQIsMi/wZ4A/0G/4Y/Co6iY/gYbxKBiEhJeS/wogrSBprQRDARPYYf480I6DEvClCvJyIEpq1oC8lTR87bEdbpKHYnvQf9Rlod2zifoX8Xjq3pjKAmnXQnmkxGfSM02/2BeNZMYmVSnYcIlQn4oHJOp3IlXN2sPAnPhov42wqNheHoZ+ilcwt3F+5Bi9iczzAgmH9ORPOV+z3zs9IjmGGOVqgHnqd6cw74WeWZL6cah4b5gxY13565cIjmaSbBogQlUfU0k051zIXK48WX0VP8L0m9T5FDj6JHieoDwJVquBWMSArUi8kQ1SvDZ2EecCAKF8OdRJf0+6SC31sKyUNkvUFBPWBejMNszwa8cEODgNTx753iYS5LfcihQV4qksLMDMKDQYh1AWhHLsdljpsc+F5+J/8yT+psIo/CuEoXieUedcBfOSAO22JeC/zCAi2GCjFRQRf4DQbs8vpFj8eD9B5Xtd8MhuggtACIq4dgyaqXddSmKQo8Hjr9ZfWWnCdDeJOKy5eFbwofDOPZ4UfDCIcrUhWLKhCq0MW9cdKa4pFkUtY7csloKtOyLw2lFm+m/Zx8tj0v/aw9n/dL0wov1El709Arve737SOV7s349722j3bJvSShrbm1sJee2AJuy6EW6XWiABxqge1kfM6nAUmSz5NDe76rPQ8x29YRY2KMruORk4rUbBMozHgq3kh9PRrJiSjYsTouO3zmQw8tbPaiZLTwPpkFClGlyZdb8MCe5Tc8pbz1k+7K26PzIfpWdEXVtc/C3GP8ncpHMy8bfd59nvJ48r4LR1x+ufLKqBfX/OI+b2Bo/L6fr3qZzi1TwHi0gOkRl8nRiTz8AMLX4Bsceh7+nEMURwZVwmbyLg6wnZLu7VjVhBgMid0k5ZBfhE00QMtabjeNu0YX4a1SjvMJ0y7sVxCoZjBNVQroSNtc8m/Jq/0ELejXewaUHXV/dKB8F8iBBGyAE+AseBjyb8LfcOgl+BJRViAGGFGlpgLwsMnK1XBtRInZyNFVL1XJsTL4EtnmzIGTiqUpaKz9HmnRrH1IqRqZmjLlr1UTdawkPZSbxrDa/SAMjshz3tJ/qENU481EW6MLdAv0l+gu138S1Vdxw7jJ3FyO03HwdADu/lDYEwz4rR4oe6An7/OCUFCw6mG7/mN9kcjDzD/JSsbYtxnQO6S7w8+oKO8M4j1GId6BEA4EHE6DL5z0ZgKtgRmBjgAXaNBndRXSSSjvbl/kihZtSGaY7i1HfL3eo9oGMTVY72opdDHYxc+6yIGuRn42CEm6H+r9b2O9lwbzyKmY79il4U6fiv0OLx4MRI1O4u2r8tgPddDIBblMsDXYz9fgV/KVMPIf56Lf46Fc9BMuelo9MzwdHs5zWi4G/kEu/p18Oy3P/opfJ7YzAGUw2D/TAR6U2yWrlePoQrOMMW5CNrsdwfUOYLZYeL7kHdgkmojerFtv0AP7fJtNmm+1Wuabzab5RqOhSa/XzRdFgc7d1HBuPoQSgDXkNc85qUsnW8jQ8DfU/4VB1xTA/ojqwqYa1mVO/trv+9nv/8mUsK3KOriMfqAAlyh30Y/yIJz2IVr3IZytPP5hYdmHyhY1jiYaAZ/Es+h+hOxETQAlqfWFiu/k4wYsHJkDkkOFmiaPqKIDlX+UHVTCsAtU/iHflyg9uAv6HKJpBQDH24FhG5nqPDpNIBLJjPUzscj2wCM0JgEYA2aA88B78viOaEcMxaLRg/EyZzxeFjXFBXesvGxYTXRmfELv0+2w/bOZvdOmVad6n26FrZ/V91bHo+lqfe9uMg1/FujFZbEYhgt70O1yTedkOPlg97x189C8H3e2wbaD1rGwOBaO/X1nFaw62D1s3TA07MedNbDm4Izyj8sRUfFulD2dRNg62O1e50buH6v77gsWqIZeRKbKD/50qRe96hIIRfvMHFHP2ldq3aVGiLOrS28lW5mTtulZoNAGBjSp7Rw66Oj4FWn4wb8Lf/07fLB75Q8fuOFb9z9vNVb6/BUmq9VU4feR89lo4QuF9XA0SfDAhhtuXP8fEkngqzRKpTN8q/9ZyOlrIr4q9jDLhGvfubPnuf27nnl5SX0yGk3WL9HOxyVBPHYMriI/P3vgJ9vZz5FU/ZLFDeTnVC5fur/Q3ZiNJRpK9wewS8T6/nWde+BKOB+kNqMBzBDN/xoBo0UQmf81gpLeNOB/rWKS1PdjktwDp5M8crIfAluNDe2xHbChVtsMG7LaYNS2wYZsRMmrYbACg6W2LuZMfpo1qjbYCc9nfvmdRthqnGHsNGKjwHz6LSctEJXKwvBcNHwNmCfyYkI2IdjqgLJjowM5YA++TRU3HScLjafBVxHYu3NyAHaYd5uR1Rwxt5rxWvMD5qfNOGNup7HWewq/ZfAE5oHcGEQFze8CMvBnWH4qZkZbcSPJ779AeMgNQDRQ+fd18vzVjLfq8/cUf014+7dQGsRTcV6KvybPX8L4oT5/RvGVfvn5VKSGk+Rn8iwNgrtrUNmF4i9J2f9rhInBxR9Y72vuX+9rgxvZeqMVSRG4MQIj6nJj5NR6VJ+r73/uHrib0M3wFWIiovgK0f5HTvceAdKyUsyXSOjtECqGYEg0aCgQJy0pljBn2LPHtTJeSJ6tJO1XojGx36EHNVQ2DokMCCc0uKYHcGtYeY9r5V2rlhdSEhenIMWDGFTeU98pwDXknUNlN9wfeDtQDGAq7HQGcED2BHMB0k6Obj0FgYe+WItrwPZwJ8pxGsRAi2eAO8gJRVg4A4yg8PcGM+jK57VgBlr4DPIOzD2JHmPxBCdQNLQjcgqa7oKPQsQJa/jl5PePuFX8KuGjlQCupUvuzJtH1NxYSU+ggHpHvMy6k72jqSkAY454SsSvQm7/u5dexD0JU8qbd9xBZqa/cNvQo/xW4AXtsr1Tt9B5le5yJzdXN9OJIEjbqLWgpRTDvF6wmNNuessjAPM4qyViQRa/H4yDPp//8dgI1ZdowJWoj87nebUQ+bwjrproqcN3lnn1swH80m54flu8ZUN1NC3cAM+bXhbz9FRFy7ltHvOSLuuEiszqS0VhfErljYM7iO4iejsGAdkMLoFa4ELVQ54uezHsMQcNXIhu5A7u2EHXPLin0bcJP81guKxP8XAPB7lxRHKbTkgjo8446Lfqxok+i7UHZrdom0qDQkyyHTQyrGXVRcEsIwDBm02P3nTTo6abxVlnnjmL//Wa++5bM2HSJFrGfdxL8PfM/yot+zBA3XQ/dR0RSP9E6g69CcFGjm4sUGcmhjXWpZp2kmawDzrJswblKFuj+C53FfIRpZeuVS2RPdTgP8Vj8K6p3oojOENks3r7uwJrYUZzTvB5NdElPa1whMIuaBOJ611sfVcPW/sO9QU243ddPeiO7dQ0LWrHdnK9hf1YOJo/2sfi2A72uBYHIcIj3yVnnHEJ/VyYSyRy9MOPVG8sP1P9nlPrKKnk0YTiEVLqNtmccjY6Jzhx0pFzIOZPH3e/G8UQrzW8azWI59r9PoYEb6pnAUu8vv8de2iM5pPWmy/5mJBW1KuGcKl3q0DVVNltVMUCZv25aNbcdGzkKHmMf/q8a2+YeO6265WLLzdGvcmyOud5gaUz5jROUff3uKfwt/g32NrUIjnMUw88nnrgDfji4TYRUugLJPbAuVuQAIQeuFU28+J7/FJOtrhy3O1ERdy6HS7F7wGf7uEd8MegZKBV+Czd2ycVgBqChvnoqV56WUcMd3wHJpXii7fC8OfcU7BKeZ1+CNXNyjxIPdndILbJ7eiBj8lGE+DdOqNujcliBa3ZvrpWmMn+so9uO1mwZqHiElQ4wIZGeK4j4jbFK+3VzrPHNJ3ZGBg/3JKoSjtj1Wbh0Ypwblxq2HU1J40rTXJUWI7WcBwE3Ed4FVoFyWBCxxJ8yliiDiUFtrHKcFCynsYsjuH/vOjSd/crJ/hf33GH8iatcwOZx5/id5I+do/sMZp4aBBMPBKxmUMiMHPQwJtMPahMHm7mnGYzx1dxnAGaqqLmNjKjm8ksg2gAXoOO42W9IcfzOlGn91uRGIUGs2ll1FBjQAYak95Su0MTzxW2+zldUpifW1o1QiGjqo9tBff5bMyie8BPUO1hzK+DqAti/cMwRWFT0e+Pf3Efegv9TglA56dKn+L4HP7p+j6NJlTP1orvkxsPmD82o24ihewx4w5qOR0xryRSCdYbeKgTDJRWI6XVyEEdbzDcbeScRiPH98D4VsJmnYFcyC6jUUeGVVFn4PhhNPaSzmgYpitNETqfqTRFaMSdUOcJ1Tb9NASx6YNS1egSbZQmMo3cfLNy+GZ0AP1B4S997tITRWS/9Dky/00uvs99Kg4nsoWZzX8PwilwsTpfZpxOOl9mT5ovWXwDtoboU9ODl1W8JQirHVaavvYkvCUWx5nmbwJa/iaS/6QtEJ4q2G4DkpXUcjogB01ytCwnmWDEdMCEZpjaTajd1GlCGaKKcD0ouGlxmkl2y9Nz2ZzPsFVZmaJamR4lLxtO3+E+GbxoG7C5dHr6DlvGsc6BZEebA210fEyEUV0P/DHLuItBkdExYQD7UgQdNJIWZOG09Br6pb6EfvkTqAcCfBOI8G4iNwCKgykKk3iO7wRwN/OoPQkKk9kiqHiS0wqF9wchYmKGivn22+hZ7D7xh+O3Y8+JD8lET9de55P25gBJ8JQcu4e/04ASIei1eZw+l93t9DnsbmCVbB5gdXezTYoTctoTscEZtnbbStta28e2ok2w2YA16UzQmdGXsFh1bo/HF01tpGZUqnO72INukaXuCki3ToHVbhtKoU5p50rVnqV1rhOs/U2Tulg4B7ZG3b9ZqnqVfpYvLUbQpYhYHVHLmP0x0cfiMQp1r/YzLUpsjiLgx+9AwZ0dN/TkFy2YdsP8hwuv3X036YPDlL2/+/6oWdWt9YvOknfzO0OpnykfvLJNOXTupKoI6t4J1yhX7FRWeMNtXR88vGWpW2J1dlbxMHcX4VUYVIE/ysN4wSOuF9aLj4v8JHGN+O0AXoKhx0/kMDHgxu7ABMMk22x8l6Br9DeGJgRwCqf8qRDmA4EeOF0OBjkn+VgDkQAKBjiecwCe08NAJGgFZXRr0mSsoHEF2ijOKOmtFr0p5xCIcp+I6f1DYE/xN7KRzMCwGQM7NReGqe2RmNWXHmTDmS8ZcdIenc5rIZiYuqxabua1YBn6cq6crwxUBjmQn1uyklIteFhsZxhze0o+p2x3slEF6iEMpv6neNCGJJwKE825bdXr9jyq/PLIR8r+B1c/3tBYMSmVa/wy/dsFk7+75MI7712y6Lv8ziHVc+eP+aly9VOKovwcNn7+l/U3SKbK8dPHrehY9M0TT2549LHb73jyof79ASZHFzXZPUfk6IBsgSY5FM2ZOImKzQPWDCW95NQ9iTaGw8jGEw+KTyTjiWcQXhhieuEXpH5pHJ0n5OWPBOCPxEd06K7AwwK6U7xLh24M3CmgywM3iWiccKmIPGJOQIIgiOig+LmIzhdf8iDJYcfI6UhYMxKU/kT6hS5kT3ARDFvxRozwn2h8cV8K0Oh/EWSLQitbA8LAFy71A80LR3OMV31h2AU5s6VMzbi2q/RHZflslEHxqECxPsRMomkHiN8BK7ZAy1nXPT7/rukXvPTTBx+pHjl73Hm/5ncqf3SXHdq4qucCya38Ef9YaTdazz977MLyUiwlwgeJ8GGpHDnff34QzXXP8i9xYxrQCLEYSiGMLFbSHANq8CQWN8jPgid5Yzp/pD9yUpKQ1lpqk6V4QYPDJbFo0JpjAXViOzU+0iCv3e9A31nfmTc4QJLnpLDGZ406KUTSc/2BjSGYidq4WXg24TTRi0s2cKocr1qWDmxf08ltJgdRW8nf8mLwETeC2wWM8Ey1wwRkF0R6QAEIjAKHdYA3IL1RYOYHJmerTjvz2hlrZ/a72a3+Ts68dsbamfy+c4uKE87OWDuT9DufofcX6IUedPsz5KV4gRHRNTg90CMeAM9Eaigrm4wCEQAErNN5JurIjWf0yKnXI7AT3QV06Ntb9Hwa/wR9GwjkO4JvPmNMt5KGCKihL/m6meRPf9WRr2TKkc1RvAAYo8ZlRmx8w+QjTdL7Po05cMR3xPs+PYNMvpec6XWvTyp4j7KhY8Vn1HfNMtSrXXqhTnpHeocd+mMIsEAwdCyf69DDRrrTCEU97IRDlQM7YQ0cuk15FdbuVPaT04/gUJjZqfwKDn1GeVXZvxPWKq+qMv830BvwY/6XRGZq264HRFXlAaQOPnE918u/Z9BD1EGm6YOGNrCSWgSa+A7uAQ5xPuM0zcSqRfWnzLcwjUsF4dA2peM2QaynlqFZ+PFz51zRPq3Bey96A8FRsfsCLVXD2Pt95MYV5P1h8LgscV6nL8eJLwV/E8S3hGCYuZz5o7kx4bPC54VxmAwNJmsY9DIMqKvlGqdVNphy1lWmXifsILVw0EOm2INSOYJtVHWjGz6LoyvRRoTQ2AhzyHq/i3pikJGArX/miardm5ZK2CG02Hkt6qps5J3AGNwVREEnKhmcqDF70tAVU50sSj4WDZpGw1yzRHRF4YfG2Xct90Tqstk64VlrS9v3vvP9oXX+i4f58GU/mLlqxdxQMpUYUjtauqxhQvfshnNz/lnVXrU+KtAv0PWEH2mwWa4Q43BCeHb4/DCOR8S4xQgg4ZAHQmenB3o8Tq630tkbtPzCSI1zhtUbjZWUK9VBaCo3m72dERg5aCvvIALEwc7k/iTqTq5Lorbk00kUTdYkUfKmas9BL+0AZngQyK5wDtw05IJrGMiK5rFCl4+PMEBtaiBMhHVmqU6kiuXko5pD9Nc2C0ZXwpViWp67H1aqn0HiAM5ZRY9uWKa2pXloeIQnN9xXVVlZp9vsq5164zXfdQVrxox77Obue/FmZ2N9S026yfo96Im7Q4nqev+iIWOvaUtGq0Pe/Mj2719H9+K+WXxZuIK1YQuohm7Z7/C6fDns7jB1EDkfQLPJdNBoIb3aUk1bVBVpUdU0hVzdVo2qbRZzMkIUNxgJBxBt9PowbVXhVYHeOOWn3lZt7ZVsJrVfOEmXsJihyagPH4yUd9igTMHM4cWyUerwQu/BZNJqlVRZQ8pJizMGImOCgwjuQj8APOCoymCiO6NDS1uQLdOOqg75adXhWip0MehFNYirBgxCW+mRQonZqucIaappVamg90qt1hmvNqZ3pVE6bhvcakmjHeiNjjjMfkUbhp+UOiymW/gwSpr0nDtZk67L8s9ZR8wgTbo667+42TeoRx9TBPTlo/cPbuGXNva3cKKQcKyu7tbqygeCMLkDBIsfyKM8wZzOMttMq+wKMx8IBq+0O5x2u2Og7ixmq91IqkFvgA5nIOi3k7Eq4HfYbUHEc04HrZwyq02SvEG/3+Vy93o83nafz2oyGS1mZGTDmV6twyF078v2Z2vA75ekDiJDH/Q5XS6v17fKDTyyp82DPWPDp6s4G6m40LRrTqk4GixAGrTP1Y9Bd6SvtVUNKXOkBOuopmvp7ztajdq0/RdmMqDtwlDzZ07bjTm19hz1sXqYtWVdcReuP7Wy4srd8Lr1F164efupVWP43q3wdWXod78H47//PXM7BhVafaRBBgwDI+AtO8AIUh8TSH2I8Y7qjqF4fHhWeBEbgVpGjLg7m3Nms7mh1dUHh2ScQ4ZkcvUtI4ZnM0Ob6oZURwAZo7J1I1qG59SRqj5H2e2qGTG8saFheG9dbVNzc237sBqTOmbJJjpoBSvJgEaGMpp0RtAjD6sno9sGz24PaqWjHEeGODikWp8ZCkwZs9nmzdb9uaZl+PDa2g66KzasvqFh2LDmVY2gqa0JNS1sHTzsJVmAPKKrRpPw6SR8J/lJEtUkDyRRZxIme+AvZTMgQ2AlGf58I7XQYcxZr6Bqr2zwO239aj4TtI8WqBEqSUw6qTooklGyVXuicLr6PqkTs68n1/fAcJr+R8ZT+FfN4u8ZYeFB0mJ+YGQt5qKLNj/zd4y4J67/65ak+rCbmdx/tTzRCi2iZEJmUcLIzNkAtHA2nVHS6xIGo1GUzOuIAJ+wwPfIqCqICZ7jDPpVAu93mC2viNImzrYGQZ/9+2NO2mHXLIA1dfYE7XoqupQq0Ks6bSPRX7G2s+yibIjdTXRVfHlhM+xTHMePK29u+z1X/oXy8Bdv/n4b02/mFw/zz4pDiF50hOk36+GXcC6oku2QhhTursRvV35ciborYaW1pziL7S0kTtrUIHmwuPVMRzJreRBxEiRlK1rX9EATyjS1NxWbcBOZfDqYtXbuZIxwcAth4FbR279/dH/xZTgOeLZAKKKe4hdbqZbFDazysHJPVvLcpyw2glnDmL+MYsxTTOrcyhyqycF1uU9yqCO3LNedw7mq0bTkLbqBXTe6VkTykBhOvW8QTn2Z7IXROri2DrbXLavrrsN1XBN9eFgpvALDxD6X8O0ctuclaPrkKrYX5IPRcE0YgTDcGN4dRh1hGDawraDwKZt+FCe/+AHXyvim7fmBzwCLPwCjoRkhRGOBeErbSKfGH1DfP7z//Q/C++Fi4NkMQ4ae4rtsk29g40t75tT3Pciwtymfgx66cURXxyKDsfwp/jN55gBp1xSvaZccPT+6pBwt8Z8fQkukJU40KzqvHM3zzwqjedI8JxKZRZTL5s6hD3SwnQjOZNLIQRfPqcsRLjFI7U6sRqPBQA14vyVbgMkYWejhMCYFSRpp7D+vQdTdqecFQa83+NeSgcobs/sSarxYLS4wG1amSSdaGJIA/fc++airjkwftDen86RrpAehtDCAFhezNWEx/4h6aM/WeU7SDfFEoiJkoK+zUzk+atO87cpx5T8236CkM2OvOnfNjYsWrObu2rV48a7jS9Z/Yy5MQR20QN/tSvcTU5c+/KPtP9xAx4GfFF6GHxbXkvm9Xg6IoiCAZQZoMBBliGIolxv0epg0GExGG4vSkiEKhI3hReRtKlqERzOobaiP74ZVVSsWJVbf2DXvsqs6gjclFrA9im+gCcU/AjuYvL2Cb+In8jSiWJ9cLr4bNUHTWuldpEJyAIPlXC5iWEutBFWXTc5J3pEn/5kImweZviP5vtqaJpD3NGSjKjoF3aaoz5HRdtewehj6ya5ZZ5/R9uztnnBAfOa8K6QrjTPHYLUt1RBiH+OD9iT3FACSyN0DbmT3K5TFeCNXS+5vZvfXgWPIdZr7d4NbkLNYLE4iAuxafie5v5XcF7h77mf5n3I/Se+TX9e/Bai3FSASCQ/YuiegtjQJCrRDJvMTUbznhMyD4yDK7WHt9+u0/2haUlfj+cvhJvFze5InSpmU4l2krv2SyM6b/x3K+P/rtLC4Eya498kwjIH3WYDxUvIUeQgv38RDMmAAGrsUkqe59798jR8CE1D6tyj3/7i0AMMEPpO/DSRADjwrey+wX+BBL3FvUvRWyZ7zpZKi3x+JRnuwXbaLfqco+qMJf8SXTIl1NptxJ14A6qiiG47mauogFRVQXV2qB3/zmVYf9PlA5CfYBBJq9cmSX7RFI9T7LRIBzRmYeRa3EGGR1CpogLabpN5MX57ul6VpvE0WnpduVxTqiGydLviIYK2uudua2arYasu1L6y2tLzAdmop+hWD6Uqm6CZGWQZSbAQ7VW5b2WVDo8PtcQ+HMKUqt6VQ6Wd+qzw8rKJBGptsTDhCV00v/07EJyfH12Mcr+7wJLxV31KudkbtjTGv5Bxf5q6BCWto2gU9Z8ezgley2AMwUhZI+ysjlpA5ecnMwrrv58pg4gqrPuRz2txGi+T796jnr9N+nfa/I23xLWU2KBdTLG1INlFnalHAAuSRkGk51AIyFCGM/KfbA3Eb/ZRPnDhRTJ1owi9++QU9quO/m+TzB5HioUVks8jxBghEox5xAGUO7ZEOHdoDyJn8p15yWQ3cOev6w9698LW9e5XZE3SjJ0z4/LkJLC9apndIXhxwPEOKjQHCmUOvkKL4Du0j5RBJId75yURh6W1frNAdIOmjGg0cCMgmgXNzCLPwtSjzyr7SUxRqMm5LlU/8iZj6vEa8+TbtPbTMPJC28ZDDkMscIg/sY8RmiUZavlf5lCRfMUF34N+kvr5O+3Xar9N+nfa/Xb8aCnbyk0XOnpTepLqwcQ7KFJv/yfrcemGcXaAaXP/3t8h3+78NT2iZzhCeJGXyDeigQg/57v2nvnciec9TYiV5j7v/ve8Jx8h3x78VbzaJszV9nOrhArR/lZ7Ofl9Bfl9uTzEe7iS/eIDAf6rluZT89qr6G3kqRX8TztfSfMjSyCz/X9gF4yz2vZZ8P6Bz9pfDUfwIBv5RWoo3wfXgbMJfj/pd+Vj77vz34PfXab9O+3Xar9N+nfbrtF+n/Trt/8y04GXohS/x24EdhMGEURZgKxaAhKnfmIjPoJZH+ELgxgIQcGazKIIeHNpsNvt24BBwZAp1dGuS+uFNOWPO093+uUqmtbYGNkEnWzyOa2ETWVDOQU5X8CV/mvc3+wwJ//jG5knCxFzdRPrhQ2Mufz74vTXX3TPsmeuqR+S/eaKR/FCXnTwZQPBzUs79qAwYgfs5oMfjAWaFCgNAC3BKIE24f0Zjw9Rp9U3T4f0NM6Y3kg+ldS/JYx83m/mbVY7SkyzGAz1wkSMF3LXj8GaTSdih5pnNqHFKT87YNvgl+6Y31U+d3Ng0fUZj/dQpDU3T8atN06c3NU6fXri9/63/JvX8ddqv036d9r8tLQRLYAI9xy0HbtAhW7Y7YcQGaXje3TZs68GLtkczdmjX6cyjjHgpkAHduLXjBIgCG64GZpzdDLz6Hjx0m05n5SFPrTH6pAOFo35fH/C2+vvqMpk8uWZREvMwVsaG2VYYhtkY3d6j23gu9JwyfHQ8rdcndY0pOMfTnDl74g0NdTARLJs25PwcikfPHdsag03T1l65nZWZ7idD8NX7yRAoO+F4tp/MntH9Hc/owOc7daVndsGE9Hc8I4GPd0nj1GcKa4R1xWYxS555WD5nJYT7IbTCbrgbYigPH52Dcn0jOVRlycFdloPtqBOtRHg32o/IGSJZNOeQ7A6Tg91JDuQRhGRPgFza6M2hmVw7TRtRg1LKrv0YYnoXy+4AOej0OVJOijEdCufAezBTSBfS6TQFrSEnkGEYjF3LS+faGhxPxH6+qQjgcGHdQwAe/6mwrrD8f1D5ISl/YXk/AbR9nGgX9Eq5GCc0nL0D4OI7W6gzMQ1eZrK7cgC1a6+nET6tlLy3GfpibkupUEYrKdRS8B6AEGbyhQILd5LvKgX7hHEYU8o3KX8kr9RDP3unUkvq/T3Gt23yhJUA7gfQCrrBbnKDMgFQvgHKN0D5Bv4uvlEXGMo65vcYZmfZRHjVhvYgpIUl3bKHFJImIPfZmbBRBQclrISkzzI+4q/mY2OMV2qvhMMVhfDxIcbHp4R1yrn/w2k68dRJNBVmCvqijbWNMwfHfT2lVVBCKYYybRVaoWQrbQ6kVVA8pg0Y49O1DEeMvOF68sKjtGUo77O2UfgzaRs3ia3ACR6RF9lkQ1nOZnOutMOIPWPfb8fd9t32t+0f2zm7PGp0zi4PH0kOhLV2ylq7HCnL2Q0GceRK80YzWmneQE67zZyZpjXTtGa5ppkcAmXk4PaRA2G72Uq7kKssZ13DotXpab/CBoPdkdmXzdRl0n0avwinltNROq0xbV9zhoYvorYWKc002cN53KIrXq88ZK+FMJA6WzfMaSyfDwUeP5kXnuOMNrPeLMJRPITjxnrMagysgpf/RNlHaHaBFVvtLqfspMVI6k25bieUnW1OtM75iRM5RasJZkytphmmbtMe09umokk0UXeLbdWZnNTLym4Vadn1eseqZc4N5BHaIAymnDOTzveVaLkmk+/y7rv2BWq4Dfxead++QURQGlikS0pF4S2pHsJQ1TcircbUkqunz0LczmXCAt4c80ge7nwdhKmqKYs9dUtJ+19CxsLC//h6KwT+kXq7Q5gEsmIN0bMWbkNRvZQzkoFzi3r+RLbp9XipVYpISJKAuNRkoj1EturHWQ0RZpg57mnqD00jPVtzds3P2U7hfqnlD9FUiHxAjTbJN6aAkS6TZG6z2brGrBZNzFO4E3Z9Y+SFw+MjTDcIz7UuGhOZjoRJ51/XEJ7d21Tezsp5/B0yNl0nDiPl/IVsmcTDN+ExiOaiKxCiBd2SrMwZdxY/ASIpQixDXa0vkRtNpv12aLXTesN2eWr9qfXWXUPrrSpDDu54zq7XSzJ5VqLPNq0kfX4j3o05LDePJBNVJkunrDA5kGrDj/E/svyGf83CYZ1FyulXldixyt4DpZsyfZT4dJc2RPWls1rF0aojHKF4x03kEnT9NTfE479n3JhGuLGMcmNORDYJ68YsHOId/+iQ0FQ697zG/xEGhKXAAeEOYC5+Idsle04EMMWl9ClLysEZJI7W3ghjK4Yb8AGMZuBu/DEZw+S2eiyPIx95NKGkoZEchlLCQuHShExGbnVWZpBNSwlzxNtt8vX1Nnk2+ZxFPjPacjbCTJs8cRK5GDuOHEhuNrllJDnUDyMHkqVNjpFGbSPiZcZGveT32/hu2x7b27aPbZzNKJeR6ppnMiF6geatww9gFjI8s7yrL02Ud9Loac8e9NeXzvRfk5/2UA42AZIGJlNZFXCzgfBQZFwsgpD1XHeVPGqMXB46NzJp2rJ45HJhWNDrszidpkBTeZKzUD7uI3zMEj4KMLQDACIv9Ih2MjMQpmUwZRs+PduGjzwN7/yDeScgwjFEOIYIxxDlGCIcQ5RjiHIM0YwQ5RiiHEM0I8Q4hmAEZdAMRIUmvpvMkW+jjxGHkhzUcz6uksNcJYYCduMkKRZAcnljDm2U6WS5PZjMwVUgyjCrrOQ+v1EWZHJTWBUFvoy/kPZ7+xjkK7uwZUlTJE3wVEbvGeAzZbS9mTRWMn82Zj3xpT/77ebf/kxomHzDDaoM9IDSWdxRXEPm1onbM6CVzJ9NbPquGaNO3/5gRQ7AtdSLGMIoqkEIJddBIl2qsz2dizPpruVkTiUVT+pYi5ijPAB9SieD/YPKOO4xAPn/IO+Y9rfm72fY9E3D5OS2ASJTIDZ9m06Zu4/89dStjGNTN/cYm7rJTM49VrT9k96liQn973qEvOtC9q7p/7XM+gwTWSEVWLdZyU32xu2DxNVTXoaJtHoHE1bpu1T5mHtMKf9nvGuQZKy+DCoJQtdv+c+JHHDuVhPQwC90OoYA9wwZTYr0Fhq+2WV37iSqlnTy1K/76qm/dd+ho3nSNv/mjK98eJoZnw+eZsZncgvhzb5/aXlPK6H8rfKSeXASmQf/pfO1NkP9l/P1l18Kkwp3/2vL+eXxv0OuaCDlfO1fzM/GrypnsXhiGbetWM5vpZFETlxLbgW2ADWM4jYiY5PeOeBhRdpZsXh8NbdNGa6mP37735H+PpJ+hpb+sa9Of+IVpbNwuLjGLpq/pwwFahnPJvcuVu8Vtqr3jj+vdJ54S7sX19LdTtI9pd07oqX7jNyzaPdmqvcK13HbQJ1apsJ3vrpMhZzSqUzTynS7mofSRuaoJeSeYP7e0/T7ePK9Xf3+CC3Lr8h7/6A9U6u9dyTJZ7Z27wfaPUTuBbR78zU6hpFnz9LKfK9270OSDmnpJmn3kiRdq5ZuFVDXLEQizz78/4I8e0L3VfLsiQwZ0/b9a/vgiZq/Y6z4Aamzlv8X6uz4hq+qs+OXkzpz/ovHzRVfXWeDcENH7gA8mbN9TncuwnfwK3ncTWFEoQAMOLlSi0nrcqsBdOgAk6FrTaCVbh3mu9InoYVi5Rj/GyiytTIaa+NS+Uxk0GGR1+k4eeq0HCeTauXksvLcfg5yRhrnhAjr3TdTPeASchgxriT0lw8hB39g0MIZW0rTm3OIFCBfEsUP/S7fcoh+a4GZ3x3aKx3ay4KGxBzx+ixPQb9Q4QTi+FtuUa675RZhx1XKw3fffXepnDYxp5Xz/i0YsrC6csZEKBV52eTM8bLRlOORbAzmCBE6nhLAUwJ4RgAPeYPI5Pkmgy0Hgbzm5hyQp1xCDoQMIA8dlqMSsVyeIF/8Ybo46KWREAkl9DahBJQoYZrGofTr/aTs25v+HbmzN21jsP1Ez+gnyHb4ztV/VOkRc5s3Kz+iBGHlCKHHxOihCBRvbdMbDuggg/IL2Fw5ncBzomwM5ESz0SCTGwZOjidyLKIB0fxyHIayO5ijYdhlozMHjWy1MZhjaAZBcsdogpR8SMmHjHyS1IL1TKtq1ttyPKejDNDJMy4hB8IAHWMAKQNlgI4yQEcZoGMMoLcJA3QnMaDlrXTzAAvShAP59KHX0+l9aYmcCCf2pbtsDH+nPtsoxlNZTyOmHBFvuYV/8Lfrnz1jxi/J1W/ufmHTpvnzCV8AreePWXss1fMDsokXOUEmlSwYdIz8ClK9lHxS4ZBWONTpT0OqEfOlmuZFSqhIa1qkhIqMUCIOU0JFSqhICRUZofQ2IVT8mzVNqplUttRf1YSgFCGtRNh9dx4+2sGosm9WSQKI7uGgZbwXOEEU7NkBrMVX5ZjDk/uO/T47etwEV1nhxY5rHQhbHRFHxoH1nEvE5h7cQPqTHJBFQ46GUlgZwOEAxNYANKJAAPfgOtkKyqDL5RVBWAojEw734Pmy3SAbZNGYMxhwq3eGt92LvT34lq0bbNCGd2pbQa19NLAzdXKja47T+trPyTfbmn0Z6M1IB8h4y0KC5NOQ/ajGuWW3qAt3mu4cUcMDLcozBYCwu1QgXg3ndVlhMprD63zRi0a0LZ0444wlO98MVHrDNYmQJ0N3m2YnmqtGjr6g7fIHNyvf++UHmURDuScS0Ph0N/cAkIAPPC/LlqjVmeNMsNd0xIQeMT1j2mvCj+l79C/qscu70HuZFx/0vudFP/LCm7x3eNF4IxTBSAOMGDIGlDFAA+Wg0+qJeFo9WPR4gE2yRW3YRTcIG2SXDALQKVdkcp1OGHHCjKr44IWyRTJ3m5G5hnDMJopogGl1vkzWm8lT3tEFG8osP2NeXeYceo81dhYps4sCa3ZRVmnQesyiYRCb0N2Fsq1DK5feeseKtXMX3rWmfM4QZ/h6yhzOZI1dvPi+Y8pDn18xq8NvT5/B2hCw8r+FG8UocAA/yJH2KklmJzCKZsln5GVednlzvJtMmFU3gcy+X7J6feXQHjIw1b22j1T0PmpmQeHkylxOoq2RehsOSYlE6mGerYMba3ITHyW6M6yZ6r380jPnRRtnnjlP+En9kJpq3mwSanOjN5yXnM/2MD/jv4BLxTBIQvsOEKWw4qnqXCgWSDhArAeXydUuwtrcsJxLLk+Tg8WWs7pgBrtcpkCARlQPtINOgMhAa8fAFKN9NEEycMVskYRD8iVzCYctJOeG50JyeTJnDUVCKINDoQjowRPkJoR8gkUv62neeptsFAQ5lc4JcjSeswoRISNsEDYKfEu70Mmu9gtvC4JEY3Pha7ZF5MrqXGQnngh8cDLhUl+6N7/8HNKrgVfa69/3grr+TuEAGF5lO/2JdPE0hVJpprX9GrnVtTcNWZgd9vNAD1GhUtKqYQ7pF0w1ztbRaV7rIy4njbLhYigHcOk5U+tFvdRstPmNFWFnjcNtH1s/vLrWEykfVV/rjQlXVcT8NuSJm8e7zfHySNPIWk8yGHb4PEwWWMe9gQD/LBDARLkK8VwNhhx24nKMMZnkhFYAjSAA0mQM5QUrBz/mihyZU8k8fOhQvmsP9GUO5Zd7SbPwSdoFm7Lo+IzAmo41l40Zwz/7/vtXXPFX7+IRriFyAOfkyjnMIQHBQe9CvBXBj1ERIQQxyOwh79p3+nfFU3QhDgHyosvWdHBvXHHF+wxrYB/pAO+IYXvSeD0ANsG88zcA1GwzRm1Oug73oqxPp41GeZlRne486nS3VU9+DYKh9UTKgen6dLEI9MWz4Tv8f2r5iOadwHnsmyAtR6A1HUm/ncZp2eLIpeWKdM6XTvO8DNXA32Bovp4CLuc1nA4/GY+S/KelfPgA2Kq8Bsq2wmUBGGDYWvZALhoIWK0ylMgt7fk8xSURikvxCf42e5K3qs+ibyvLQFz2IjkBQQJ2JBIAyChS1V7VXbWhiqtSH+7HFVGfP6g+L6XU50k+bvCl8iRYuJnD4zX5bjwLkOjJsZl9/HivVz7pFRzOTIet0/dPf3t6cToXmd46vWN69/QHpj89XZh+yuuHUkwVtRCEC2p8BYOynuvECuFBm0bHFyfeAeEdZCg4Llvr6mprZbhhNBxNAUZGg6FpSgSlvxmM4ut4mZS/npbfWA63cQslkfch+5e/IHW9E4xCQ/geku8IRp8PVHz5C0k0lgPAHfrq30EzTPB1QkzN3yYaK+A6fjwYKZsRBEk5SeHlPkkSGeDQ9mSZSBgN0yxIlMufk9OkGdSk5XRbekOaTxPC82lGdX09fS+p8yHCBvW9NN/ix/wLYNRmBNn2HpERaiRIgT5ikslL8824Wl2IjHFWV8RVQwa/NtcG127XOy6di+bcxXJWefnPzBvUKAu4bv53JO+1aj3BdcoeULUd1jTKjU834p7iYdnZWFdWJsNIY6ZxWeOGxo8bi41Co9buNNq5Gv5Bksc6LQ9OuRHU0breJ5cFAmazDAMy0XAo0C2RR+RAe6Az0B3YENgYOBAQafvvSqv1/38zL5U24bUSbcZqyPHHQEaWEDQ2N8dihFNNVHprYnvtJkvO2hRp6mx6u4lrItmkWe3Wq/1KLZfwaKlcxmrwKv9LkJWNCPKhECkVgkEG90izCUaCiB46gxuCG4MHgkJQLdY/Lz+VVhH105qEZwspkN6ESMN4ZfuwYdEoybG5n9Dmtubdze80c82U0L8u18H+ciXBW/yXYDgtl0crFw3LKodJLpFQJoToXCuHOkPdoQ2hjaE9oQOhT0KG0N+g9/96vmAJae/Pca/bk9xR1l584K0vXwYJ2WIthwg6Qx6edogkG/OsuWQPlci0DPLs+eLKwc8byyiaFTA+A60++mg/9tIMmk4k44b5ejqucIdgO1jan36MXIdgh3eZFwGvZzKQsXXiePZiryzXW70ZJlFz9GK/92Mvt5GckJfSslwtC4uCyN6TofZpYkB9D+3rICzIYBTlEwhIpLFvDBB15tdyecATpy8AUSlKI7a1R7uj66KiNRqJytG26P7oJ1EhSt+gDVEMx/yUvKtAG8m7mcZnjJJ+r01OQaM5pw+UpVjuCSmBrIlIQk60JT5J8IlSjv1xdAzFi/DlvInw7ws2Z+6Ci4szQGYTy2uz3k2ml09lTyBAZhRoDcpqO24NLgu+HeRZK64fwGo2FBvw4/jpUl5kzJ9zbA+QN2uDsE1y5KT0njQC6TRCpHRVTK01WHJS1TtVaBmZkfZUHSCXfFV/M2HDnDofreWMA3kby9DYogSaN7FWt8Vqy7HWF3LHczT+cCiEsQyDNChxO+l1KBqsUed5NrYspyVmeXbiIwN5EtqPHLsbVGyBHWHS676QXeEwzSYTgnJod+jtEA0ww4c0ovOnKReZ71i5WLt6EV4Drt6EItp0Tc+y5PTm5Mi6CDJHIpIkn1z4hsGFv8sKUZQaW0QpEa3RGVEUJe0CRf8GVUPzlKq8Sly6a1CdXIS/z9/bz7dyuILbDWrU+pUjesL8AAxp9RuOhKNhOdwWXhbeGN4f1oXVSaJLiwnO8hIe6s+rCjbwL4KmzWr/lMtoZkkYSiaphAOlSthWCSOV0cqaSrmyrXJZpVDZP311/R/y3gS+quraHz977zPcTHfIdDPBvZnuzcjNcG6mS8hWIANBEjRFKI1BC4LaSkDE2UQLOLakilQ0baiiVm0LgkKotaQVaW2loa99dlCE2r4O7z2F/j6tPwdy819rn3PHBEXte+/zfz8x99zce7LXd6291l7D3mfvUL/yyVu1GiUN2nzfkJ+cIzeg/OQ9aJd4js173Dd/Lvhy0oLBhq+FjLeQwpaWkhLoGt7Cu/haLtu4Cy4DfCsf52ATZhcBlfLQ+DU5IL+BdJIeMuiQIYMOXQo3+JHOebxozhyUg2V2U2YpNB5oCXQF1gZkW8AFl4HA1sB4QA2YjfvL/f+F7Uo8uEGrYU8ZcsFxRMgjFccR31wizW1BgYRil+AG+Q12n4EB7xW0xb0r5hBpTtMnu9fAoOKeYR/EYoDYsotIXZ1pybHt4r1JX49tV2YrFhBpQesnuxf0Y7llULYAhjOG/irXi/GdepvqSGR8h35YrlbgfUk7jfvo29jmPtpXA7b852drZhGDsY93L+qnZVAdCtP3yHuU5yT9GUZHJ1/n+XOaXCWcUanZ3uxrZrZmYmt2NVc1dzevbR5oPt2sNYc13jyrC/yoWoHtmbQ99HPQXjUvgkbqajJd2Jjf7vf5mc1PbH6Xv8rf7V/rH/Cf9mv+6Mb++W2Bf4c4Ug6abaWrTPJzL7QRsAd2B9hI4HQA3gdAkxn1zSG2OVVz+JzuOWvn7J6jzgm7KtOvtAavlN2aBtieNuOFp9QKqQ3GijqMeRNT9KE6EPbpA3U11gwYLapFapejVxtnulr1oerd1dRW3V09UH2oWq4Wo1yUSzAxszfQpyd926Rxvdoq9aI/7CtfWz5UDtHvcZ5S7gUKq9NWZlLD5ext8wvPU9Q8Ry/DM+z3gN+hUtnasqGy3WWHyhRbmauMl3WXbTU90XqRFfWGzzrGeP5N9RdA9zsm3ZnKOzCmYqz2Np9ZUZKZh0G8l9i8Lm+Vl3u7vWu9g94R75g3wRsSlDn++SYHVLu8EvKZ1YZfY6BnUjZPpPYKd0VVxZ4KCBf2PVtRIRkqaY45WFeEOOAA5stJBbMlacYztBBX0dhSdXuhuxC08z+fLcxPEX8UNQZinQ3+bjT8d2BJSl7OTMOSQnjU2QYeHM8Qjx1xfaBcGqKtvmLQtnuwDeHtspS/SZfxRGb3rvDu9O7xAuo393uLHQ4+BRcvE8CYBw+l83D4pstD+jxrPSOecc8JSHw9LsjkTnhOeRSPKX6j202fa/Chthp8RGFYq1wlte1jdjf0w1/5LPdMDEuBuwIg5kJf6uL1TfCSVQMvNrvucxGba61r3HXCJbsMBROk/IacJV9wQ0zflLD3QJApB8AkzP4w9SG4IaY/SkrMu4rzK827pNB90fIvaTDvm5njibpP8gbfkf+kXJfqcaw2ZE8H5eHQ52p5+HMPHVS6JSLVkOKEOcB7vbRyH9P1tFHW8GyN1FhUgm9SkpJnFP6AXS0VSWXwmi3NYlfvz8i2Jaek2EbZ1XsT9Hq47GMkKUEE17XHat6qsb9V46u1v/Grt+wTb7xFfK/U1Ez83H7sV2/ViopiYQFuZKbI+QVeVi/nu4vrcMtKRS4Uz0vgIpHiDLHLWW1NcRFWQjPStcwASZjT+bXMtMwHJ/4WvCL4y+f/clwleWQdayFHt7R2B+dN3P5SY6ErK6fwAbJk7+2rP7+P/Jm88p2FJQWNGa5OUvxIUuLcMreTeJIbe3MDxe5Zrrzi83vXeB655WdNCwJlePxp9aItfQnGsxPq+yCPcum8g1IKa9gnVc4sAFnsc2oVM1AUM6UieE2TSoB/W5oFS70q8j4R4tj+6uvA8Kv4wIQdOS0ljnNgU33/tR3BouCXg78PPkLW0dc+ijFWGDx96bxSN7GflaPQ8yMaB350aek+Vl1tx271SXX5xchTTqLfjTzlS154zZTKgafUzGTRtdU6XhgxelZ0bByLU/r03Dg1OlTjokM/Fs/hzozi2507fU+iLZQC7xblCIy1SUZOIW8ItkudvMnWA/lhG4eYc6Bta9tIG0tua8vO5rswbexbsHUB7V4wuGDPgpML5JYF3Qv64ZeRBePwq7ZAMupdvYYr6Q37EvqmAvFWUrJBh9wcnIN5oa0WGqyqIF0VxFtRMWMGjOx9pVtLx0sZbs+8u/RUqTxeSlogwB2BD0+UKkaQGyqoRbUvLxF8pJjt/wj4aOP1tjZov0nw0bS1aaSJJTc15eYileatzbS7ebB5T/PJZrkFYop++GWkeRx+FXGFSSPMA8pK7kF/qCQavoTI4A+veoa2midStYqKBAy4g61kRWt/67FWJrXaW92tY60wXh/Z39qaAb5Y3JWlT+q+1pZWamt1waWrdbz1RCu0huvG9ufM1nG5q6g9mDmVMUxHyVL4/mQzJy8B37/wGeIVx6ja0vV+LznmPekFb/AfvMTrBarEy3MLdZu3y9vvPeE95VVcXh94zQHvVnAn4/CRxSuFSZX7/zvpSKUQr/aoNWG5lpBLgNEs7mCUd/R3DHaMdcg1HfO9BUbUGh7rI/oEY30vjvWQkZd5auJ9wjncZ9iBxuA+a5wdrCCMXiT056KtF41cxJIvusiwA0b7lmxdQruXDC7Zs+TkErllSfeSfvhlZMk4/KotObsdqH8GOrY4O2iBBqsaSFcD8TY0gB1A8/6t/nE/8/kH/bv9p/zyuJ+0QIQ5Ah+e8Cv+s9uB4MMeZwcXQfutgo/Wra0jrSy5tRXsAKh0bO2g3SDlPR0nO+SWjm4h8pGOcfhV65jWDiaXR8sKct4e+MKKudjfnr34otm13KxVTi6P4lVNKloq4iGInZtC8RDeE4UX7kkX98xc0LrIH4qZjL7JD9GzNtI/ah0kf5/M6DK0vNnturjWNYkrT7E6db6MSMtalh1aBgb1A560bFl3N28vsWfq3aOTf9mXnacvxgWuc5q5Xry4dvEfFjO2OHlp8ud2Lf7TYmXHgsfSnux8bNFox8HOH6f/2Pm7Bb/tfK/9vY4zC84sPfM5G5A9sZScXEqWYrC7yo+XfUuX6UvFExqt7fpSfv4887fZzfDbTLf5W1Ye/JaaKX57zmrXl5L20cnBfZ+d1NuxjdZlxlVvMa7ZXrwe41b4E3t7UTvd3P73dtouiVoEhlKzwkuxsY/8RiQtDAsD6kgsLWRnM2Q3+SbILh1lh2Xdfe3dRnnXYc3WQfukBt7Q3bCi4WSDMjr57zypocHn416UW9Xo5G9QblWIqK75PD3Dl1ZVXOWverHqZNU/qjTFl1yfHNhV9Sb8om4v21a5vfo975n6MwEV5VVPTtaTekNe9aa86kPyqkd51YfkVY/yqg/Jqx7lVW/Kqx5HHiEvrykvrykvrykvb1heXreXbvb+3Uu9Hy2v9Ya4IvaTH7Ifa6M0E+SVyjOAi90LibSwZWH3whULdy4cW3hyoTY6+RRPWrhw7lweQBnNNXVrHsoKRDQP0TS2+9PmFc/7t3mMzUvuTO56dN4f5ik7mrfPfyzjyTnPpv0480j2rzL+1fle4IPmM51nulJQXJ3kZCfpNMTVaYqrMySuThRXZ0hcnSiuzpC4OlFcnaa4OknAFFfAFFfAFFfAFFcgLK5AUYBuDvw9QAMfIS7zYGzM3Qsn97Nh4Q+TzPoeJyulkWdEsrk3IUOHNOG56mqXixv15Um92LwWmddC81pgXvPNq9u8uoy616ROXLVVtYO1O2tlO7zh8HaodrxWXVHbXztWy2qR3lw/XvZB0llrLhirlWYZTyn4Q3yQaB9KTop+ft7APnknYH/sGeLEbMqaqUtOuxP82t+eczoTErjdBGQzr1bzmmJek81rknlNNK8JEQayq7IHs3dmy3Z4w+HtUPZ4troiuz97LJtlGwxkmwxkmwxkT8NAb7n/fwH+eN0xY6mfmroz1y/qFSVlol6xz+0x6hYOm0OvqubVg9VD1fKK6kPVwOBJ0DDwlp9Gw55F/gSh7sWC0N42QZ+7gZdqnjND76reUz1WzdZWj1efqGa2alf1VnhrVE2EUUQzaHwAffRMbB8lFUwuBB5/z9Pvsuyw/NXCVmSudK7MZsTJz/c7BZ9FurhmOMWV221p+qBzyEntTmJz+pwiu09xOhWFX5W51nlVFvs0/SrYdppsOw22nSG2nYJt5x7nmJOtdY47TzgZLvnZCm9l51S2e80IFWvk66X/t3mP121rI9kFgdRP9zGjOMeTk+26VDdUN1Z3rE7GMbKu7tOOkSnwBpo/4Scn/cRvOA6/6Tj8IcfhR8fhDzkOPzoOf8hx+NFxiL8Ax+GX4ob+GPMNzedH9y/EFYeBx+8fABBS3qE86K2Xn8vL+7QjT4itXHLSmH0DtnJNtnJDbOUiW7khtnKRrdwQW7nIVq7JVu6HsBXl//838iUVBr/FhtWqsE7Oln472YBz/chYU5WKRWfiMnRnn8NUhWSboQro74kRIpk5FTmF+ZqQEeRUvzFzqpzMgrjc61zuk+YEu+Qe+d8A26A5xzNPTsS6HJkdPGbWI2uUN0NrViAPvUrR7CpcI3XXD/ke2n9ouvYhN+p5r8hcEzP173GufEF4Tc2HfC/NmbxV7lFOG+2LtQV1SoZUxfMpcXuJ6i20zMQ59sFEv4fDqGb3EJun2zPuYZ6oqrvZT8Z6k/+b6kmcNP0iUfKkOnwu7z3u4XNmFnPWgjOUvpaWlr6WgZYTLYqtxdVS1dLdMg6/TLZoLTHrRSC3rlJ+aqwrAOwl0p+Mmqf0unzqo78X66WG2cnweqtsYn3/TmkDt9pqLrB2pPVav2hVGBXO05FleOkZKVbdXU3s1USqrk5J4QFbwB5wBFJX450Yee5t8YsAtKTSCEQLPcY112Vcs7L1gKnSIn0WpQ9MPkN4lK+F8EDuuUb+vtT4DMVh8zmcIS0mEIXzPGMdmIfnuAyBuzxuD/cMeCY9qkeEuKGJVzL5W1yLRf1SJZHA7bgTU3SnJyldtzpJInNjSA/NluLVmY1mfJI7klL0Oleri0oKSWVKkYRj9f7UdL2oSMobZZ/fb03NSBN7HJzmybZ0PR3T7vTMjMrnQ7vm8FTGVK+XAy2cxKB25s0fZf69KldRhHkQPNtUgtt7+VIz0+wZmZlYx7dlujJp5vdZuZTF/JKdZG/2vfXH3nLiqM2yH3E02seO4PpJsXpy4rB4KxZVSi05F0z8quZoubkW01yKWY4HSMJd1VVizaVYeklwLWWmcUiypha6HfZ6zV/spMYCS3FgcmFBIe7aU18XIPLaz1x4mTtw16pVw18Jjj7xG+Iu38UDn7/1/k0vDLdnt91+8eU9/aTYafEWN24faK9z1xAPST11dfN2e/Cvj16qV3sLP++2WooHhhvOj6yJWxVaE5fyvPSTiW9JM/cRtx/69B882V/jnMWJDRIYqkevr5pcTiuUJaZ9enAtm11Neb5kx4d/Z+rSz8K6VEB65NNSOXfTluJiXO8HitPiOeGhhu50e9aC/uz0aMasid+YG5VkwL0I9Od8qVSqlKolP5W5TUq0Jw4lsgTV6klwCOXhRaA9uF7EXcycao1e66/lrkK4cD9Pz9b9/oqyynJxfmkefFxZzsvxAZBynlOoS+VEZ+XlVbOqfWhgz8H31dw3yu7guYpLcuGsvYun2HWby+XyuQZcJ1xKKnOZKulySbmgkjwvmSfjTX3Ja5NPJU8my+PJJ5KpLZkkseSMUXbRXnd6aUQ9M/21eo3OAbLOPZW6XsOrfVWzZqF1wmezhA+Dz2fxqqqayvKKsjLzGzHxVw3flFXwCj5rrl7BXeXwkpqtV1TYaoiD1dTYQfULC4XqF7oKQfULZ0SpfjKo/lp1QKWqVJ9+iBVJbikDFN4ZVvi/52S/ZR/LOjKNohvri2vxQSb8DhTeOImxNsuXE/ol6nPckuqCiVehPbHw2NwrxLQNYQ5oIXDTUfGmscZcn4x3vRL+yDAq49fqKsOK4DVkSWhH+aE6v1MVhuSOsSKieeud8IPnxAuLsjtmdEzs3rnos60V/Q27ePOl9MLhzymGOQXnFFxeMA9+nPADtkUrixs7Fwe2183ZNnLf8ofK/npbe0XZZ0yjOvNi64zW2+AnHX6kyHqQqDUHxjqQpP1MusBYbhC9niNqDYGx3gLva2/9BPcZ8/x4Nh/O86MPVXoMPyPvk9812lEr8HucaxfrfCbNublrzuV7Yz5czTDmw4WPL5BahR8bU5qMv2dvqJcbc9ni+wrTzw0q95gxxJtqsjHnjHOeK41vc5Rq8ZyAb3IDOSKtFM/P6DxbU1SZEYlSWZX7FaKMaETTcI8KyXcUtMK37uj6xkbiq8Xf7EdRMYqhd23EW0+O1A01zIWfhisqrrgDfnAMYVIg+DMyPvkb8/mcE1wnDFrneW7c88HBKNglb+8xn6mS1IQkS2Ki+DYRvk20cAQknuOZCR9KMnwog0Hxmvm6yrPydVW1JFoSkriIRvM9xgNNyalOPSkJEm9F4+K59jnzxXPt4otjMRzV+taZ3gPNyRd+jyyaxhYyw8aYX9D24m+orlJAGEpIIO7G2+uIDi898LNwRdGKz8DPzfCDckkN/pX8UbrekAtZwmcnJSRaEnmKQ9+aOJJIb00kXYl9iWsTUQY3aHdpOzR2pUYatQ5tmcbKNMJsmkujqUpYPvinXO6WabVM8NxAt8wyDVll5aKYtpDthK4i1xJaR1rJEsKKCXQFsRNoBB+OE0/HzYVGhqSdEr1NIt3SCqkf1+lTi6zirneaRrZbHrfQay2bLbTVssRyuYX5LSTT4rHQRIstAfrG7AmeUV2vJ/GCYugGaJnBN4yI3Tow5ADJG2LG54hAp8qjfhNnPkJHHO011Uw8QoTCNR4ywi9B8CG5x3+JH4c/NHQzzRyByB8X7Fo4CD9u+Gm4hd8SfBte6uFH2MEzkzeTTqlV9MfNvFqIFXcZkbmqCvHgLxJVZZviUnwKy2eoXPyyIV3jF1ws1Gtfe7uhZvbcQh11bJDhDi9MqNo61DWM/CK8Et9RA2iNGMajMOOoSaoLLinaCD+zWrNaN8GPYU9fnOwn26R6U2+sPNPQG4zg0KFFWQy6LTnk0JANS6ib8RvR3dnwjUQ5RYdG0aFRdGjQ4fhg4T7PXF08YOjIyNZBBTRFQccesilw4oLZQnDkNg0cOagHmmIC3oR6wOHPsPsJHnQ59ix8KgRhOJTaWP+CnRp2QeZnRBiYYWfn5PYishP9vS3KoeRM8RelpFi1qjdDjLTWyIfZleouqQFrGc2jYoVjsj7WTKTm5pwcTCFnY2I6Gxegr509MpvOlnxiobg5geSPzLVhm0lmfYTZQ20uDre5mEiLF1ut2GY3ttkt2uwe6abdU9rE84mJi3WTO6C/0/YxRaIH6WEJ98MlPvtYdZXDn58BX7vWrEGf9Q9pGzssnod5xXgeBu5Mf452dw91Q37/j2e7u6+6KrSW7R/SmNwj7j0avrfoAO2et2Le0DyGUal13ry+Pi51sxWgxoxF4lKpYFJlh5V/N+loKd8jFe9ZJY7zZD/gyX19djunvdxdoPeiohR7jWvuTHHlKWkZelUv7z3VO9kr94oF98bqGeMZmklV7lHdJi58FmcltO3jRdQ276J8F6fLsWHbctfyFcvHlh9brlQt58tHjLfLwwmi0ccFKA91SQinkiu9Ptkg1TxDO0RFLNmmSx2DHTs7TnfIUse8Ej+nPdyeptt6XD2+HtYjpqlFXyAulJdo66j5fMJiaGsJd1BXs6+Z2pur8OV0M0Xt2QetCC0qTkzWpeZZ6bM4bcemXe2+dmprxwtrjxGtibw8dE4xYjfqNa+YcxAnyUrp28/QNjGKOnS87s2eoY9O/p3b2+b5JV7VUNVI9zTsaaSSec9s8xowr03mtdG8NphXMStVAG+oq62qbbBtZ5tshzcc3g61jbepK9r628bamCA51y8QNM/RDSRJelt8Nbx3HTJi9qfQs/xwfz5P/g58XLaPHgsQnF1PCDTMquHdVaQKMRQlTAKGQFVgMLAzINvhDYe3Q7jOdUWgPzAWOB2QAwaKgIkiYKIIRFD0hvQUZPh2RIYQU3nVVukxY10DdyVa9VZeXatPtpKEVhSgq8HV6GvwNfY19DWqklnXmm1eA+a1ybw2mtcGs+pqdEz3YqNj2oSUeAGKiee49a62PSjBtW27QZ4n2mRbm6ttK7yV2+LrrmJa3ZhLiJMdxHZbAP8laGd/4AkNDVVV3GcITgBoNAE0GgAaQwAaBYDGPY1jjWxt4+7G8cYTjbKt0dW4Fd6KJ0FCAHqN52eE3UTkZm0kf9c6pDGcW12Ejdpwe8NFQ4soX9S96PQiGC1+xdMWtX8aCfJEeAPtn+wgHUbZsMMsG4pra7u4ioJhBxYMO0IFww58kKfDLBh2RAqG68Llwl5jRYZ/Wn20NtIq4O1a5G0OEgZNGp383XNz5oBwq6KBNQu/AMCaTWDNJrDmELBmBNYcAtaMwJpNYM1xwEhoHlsqCH49eiy1NpGhyWch900FmuWtrak2Dm/a8LlYNLOYeqWUE/xr9FhpbRI5SsFeGRcZ/4VbGxqcTvzzZvzz5ug/J9J6UiwnKc9JBUQ7KOVN/o5703N0KdOeSRPVGcyVlZWeY+Ez8vVDFsIslvQUESkS5kp5ga2WXFIOs0npkE/bZszQkiSb3UYTFVuWQxtlsw6g759ZYITiKZgNJ5EcBi7RkTbKfDwpnadzb4We7uAOURWY6dElB8Gnrbmj27HCMeTY6dASmcMhZREsSqUk5kLIKPEEGK6Lsnx2fKS2NvJY7TozNjCercXncY1UNfQr/Aav2T5IilvG3rIfrekV9/SKICPbJ57EFTUigg/cMnMrvcICLdORrhVS5hEP5jrFLhxyUqJ/wZ1eSCCsyWrGgKvk3nxf8o/45pGfzL/eUbKlyc/lX9gvDr6e8Llk6x/SXw/+/qntZCG5+vonDixs3Kxz9OcvSAfYD0Hu2dKOg1I2sOdMy9KzlVKFJljcLXKXTGVbJklgmaNs9V5uUb/PNCkFhT15ch8EVKL0lm5L093pVelUSreng+At6QmpVpA8T0nhKSjblNRUKUGGT/YxKTfBZ3/1V0IwUUJqFJIrR6EcMR5KP7IuJ9uOK/pAoOlqhmY8k5xW58dtBjPsmhAA+6FaVPWD/3Ng7ksDreWJifZ7Fi26e9Zl5Ff5v86Xry79+f8lS8bHz+Nf/Ezw1X9YUnJRR21iLHGHY5KDoKHVPAvGmEKpSCqWPJJXLuku7vZ0exMZXSxMMBVM8K1nFy8uLOTCUCRzfY5N2K47HLNgW5XPiKVlPDUlVbczN6MMcsr53fNXzMdF3M/On4+Py4gq9CxjPbNEg0HlHULNPUw2c5ekcaKKnUtsskumC23yCRmfgZYzRP6ErTdC4qiKSPmse5mIbUy0FB33MaQDdITupoeoTHGjQdPyMbY9fiScAKDKZfmO5IS2NGHh7UxeMLYyefFBwDqh/KeJNV36Nu7k8heeAzG61Z6aoadzCZKUhBRdJslJSakmVmuiQ1cTQElsfIUxjcN5pku3xcGvB/iDs6rC8AsM+FsFcjYNF+tj2TCfgz9q8HOE+I6PHS4n9rGcrKPGHnnAUob5bHuhx3y43eBPvt/zgHtW4mfJko7iLxdXWoDZB7/dsbDzso5OEfNuh0Tnh8r3pARpAZ+1Qd2k0jq1VaVMlamWkITJLZV1bZ7Wo23QNmnbNFWjsmqhlFiIcVar/djR1MZe4uu1v3F8LBWzyuqq/EIHQoKxg/1wODgaPEhWkbJh9ippHw6+Sspi6V7CG4sYyWRkm7pLpetVMlcFoyhSdZXFoGCqZUjbqdFNGunXiCYgjJLUzQaMWkhFAUo0DvwvjCUtguWbbw/TrXTrcFAj78XJoJ2Xymq6ikjkOOIJ30S6g9qQxpB2QiztWNJnoUra2K+HJ+rpy1E0LdJs7n5cIVRhRLUkSswOZkUVbadKvqqSfnVQpapJCln0TaEzlYwyc/jMArbf2JtobpjOEl57QCXA1X6N7EABWhIV+YBMviUTWbHcr0LAQ65TCUidHKGknS6lkJxiJwPdkIDHanqhq2uRPn5ocppA6hOIieDyi0gbdLOSGHyFbO6DFz0WR4JUw7OeYmSJgIICVmQgr0Zp1FEgYxKJ6FM+qcctO5DIQ8FNBhFQKCAxStqj2tek87kH5Jcgs/2MwKDyE4Xcr5ANClmlkFZliULrFaIANZVEFMdkzSRq9F69ob0TMy8CVQF9eaVvYitdF8dLKy8McwHkHmbkCdVgje4XYgVVsUimpgAtpOIwdDPCYUiGJNyNIMSH/gHqQrcig7cGbeya2L5s5cWmwgCblGxXyGrlOoV+BvWICL61IejKsOL4zkY3nux3f29K9cqJS+QGgya9Uci1js8UcsVVxYZoNynbFLpEuVyhIFBVMlgMibI3Tpb0xuHgqovCvWYoBvRBmKcb+YI1GrlTJl9i5DpGlrI1DOxOZ/MYA7XEscBQ2R/LxIOy1e5XHwW1+ZJKNqjEayjuTai4MIYD42mbY1S3L0Z50Smb44PUS3rjdPjC1UK95MMTP6N/bIMXvxSDNUG6kvMt7Ah7lf2JyQJoHWtFtGSz+kB48ASVkMkNQg0eQZDbwJRh7ED7FkNXmjF8NPp8jlpHbW88wMj4JbA5IuAuJbNAisGDCG4n4cQdg+18XjDMyA3sLkYfV8nF6uooQGFLC1OfYm1T7U3QvIWkohUAxXV0awy9S3n9oyqhD9GnKL2J3kPpGkqWU7KARgwcRrLNKtko7AIg1IvhG+0izbQL5N3Qz2j1FPv1QM+Z5uGMgvO1d4exjxAPf48djO0fVWrgMwi4KUYpU+6XH5UpHZTJNTJZKZMl0CEm5RqjeV9YAGI8DRl+4mowfOWatg+Wy4+F2zdtoYOX3skehOYNgzgGfeoRJjGk7FToeuV2hX4+NMxERF3bG28cUm+0eSxeDVpnCPlfablBszhsH7fyC0o1cpf8pEyvZZsZXcPIfEbqGCljRGNOgKAy00Sulx/EXWU07BcYB24TJmLaRx4lSXEmEmsj8SYyvY20rzNs5Mozx+XZ9WeOs8JYvAnSDbxjl0YeQMg7ADS7XiabKdlIySZG/Gw+u5aBTbNMFqOdIgYAk6b9CPjsxtInJBmlt30GTvFfCKo/gnUxmQMmM7EOsb5E79obh3UNDwgLduJuPeB4v6nSJ2XysAzYyQ2UfIHGOKv16u0fbsox0MKwSBQ0RwTaOjITOj04itBuJymmjymO8jHFYMfb0H62qPQ7jOxg5E4W7z2jrOloHPmwUNCma6Mob38PjAjJlrJfx+raMu7fIBzZYwq5WCFPCaJ3M/I0JcOU3E3JGtyRspF2oIajE2IymIIasitfY2OUTZnsh2DEmDKgePY1A8UHb7yhxNtZC3c/opAHFHK7Qq5TyJOMhF0QGJvwOpFBRLDdG0N0inUZ/L7M6pFOTpjfQd59lxigfsrI1wSnGwwlpSWMZKB9kTYV9OFpmYJG3CgTu4yOJmJxskKFtWHANqTC56ZSgD3BAFMbpw99EYUIiyXGupo3kgvQuuwfnFbunfXBadkejTdBGuLL7hZ4IXgzwC7FoaA1hJcBYNP4b1fJUzJhN8hohixdJmKgLoAhIEqDEkRIK2wuAlwMWfGq3GeMmb1iy7m+KfhDJtd8A/kMaQaTO1OGDLzMDgwafRvh4VbeCQxoarS0jQHhCY0Yvh2wPw2AAT6VCTiXGKUHyJIFIPcgaimMenrYANUAHUYdb4kg8itIBVjixDpEPES/SFkM3pW80bDDrykkNFiAuIbUnSoCXSew3jUNxih002OL0oUpqG4gtxEHqG3wIKKaC8PTwRg5alITn7lNJhvlLTJ9XGjvk4QQmapaAro/VTGJHw25uaOO8KBQSkIjQjAPSX3zb8NA5f03lZkhGsIOVcgNS68noFWE7IL4TL4fHCoMBXfRHRQSViJcrQQaBd427Ft98dZoyt70sGiRszeQbiT4wetyEdI7P8xTBc94WiVLsWfBsBJkBaSJPgsMHbfMq41hRIxsXpKPEjsYfG4xuZUSZWZw9Cpyg6Fz54f7sItX3q+RNu1ijULOBeH6XYxcz8h+ekSICvtNViDR1CgSDCUkYL7Tj+hGd3kj3bWnkzxshLh68BWgH8l/ojGUPK/9TKMbNbJaIwaMeNogVXkaxzItilgMjwXH2gUGiCOuDB4HDBM/pC3xGJbyWSUqyVZJkkrGNfK8wPEkOxuUiHP5MCBkCpivBH9nCAQy3weC7wOYM79klTFYLNJlvPFOhZQqJEkBX3sXpQ20HWJI9pZKXgN0KnlcJt+h5GHQL0VGbyN8DbicaH9zFqsyzQp0TgmDui34ZwOU/PN3AdEHf5JzDDymrvt5HlB8WLi5KyhZCspEQb9loEioyBprwyoY62m8RKj17k4yPKykB39kKGB0rn8+L16m7dDoQyq5UyU3qKRBbVdpFjhRw5GA1IGIJUQEcv0ohkiYENZWBC+vBh820m0p+OqwyIO3R+UBRQ2sndH7tEc0ukq7VqN3hgcnIKZg8MISJLNX7UcdtTHUeo2Yb5o6DmSlbcPBX2OgEk0PcuGvqU+o9FGN3K7dp9FrtLCLCZOLUaR4kn3RNOMrJ6Jew86Lk+cCXrJN2aXQjQppIO1Ab5cKrsNww9TMkEFdaIyqxEoVh6U+Q0emkGWvDk80GL73/KjYqHoT5nIQELQpxKIYITnoy41CX8IhAQxdMoN/2J+hWDtsydMNJrFBwMHgyh4yi1wq0lAyvDY4RlfE2PClvO57EMWrZJOoV7FHRKFji2KiWiagGJ4IodCzhKv2wzUIp2YqnCnOaNViskCMbiCd4UuC+0H19NhxJcBzHxUYAEDYD2qGHOIGkaPxIogv8nzJoAbaNnxZ8BuQdEqxPmIxr16v3KfQlQpZopB5CvErxKtAirdBpq0yhMjfMvMzcCGy0D5NihrCpglPo8s+M3pA40Dt/rhqYl0ov4zowGJe0WNI3SKTJynEVCRcj0Fqm8xoTFCNDot9PlxVM03/x5ViVnWSA78XvK8MLgp+Rr5TihqjNPAhVdsUcq1R0bpcYUvkjTJtA5cRzTdGyWdhvTeO9+g4eWU76RGUe4PfoZun1GiMKuHLQB2S0JcYWxMJPB8R4dFrygcKfUUhYyJXuIeS6z+VUZA4ZTSNY3Ev2PtikX+ytjkT17HrptZomo2iw+ZIfFnKyE4B8mfKawr9irDZKCtBfwehpkwZDIwmPCeAE+imwxcXtYWi3wt7IeFsFwkngltHt74di+0yXg/ANjJSz9oYNQatTSYq8MTR+WYMKss5oZo20wRMV5FZItNETK3kPLo6BlMtz3j841rtlEJRL7mDpKK7XxCYcGJWGas/1/LWnYJZyC5XiQTzmwoZUshmYcB1CnlNJi/LZLv8uEyvk8k2Su6Ms6xpLOqsqhOx69jyUS/5JpaPQAxn/vTulJxzKa95Xya/lf8qIMCo+lWFDCrkZzJ5AhDJJKrmE7GuuPhoioWROCMD9b1QQDgfVPeaGBldzmeD3ooSz9JIEmpUeER5RNQBwN/cC6IJG5YIkC1R6VtMlBKVu5G+6e3pStIEkETGaS870yHXx9vTRt5m2NNvlDA6rM6G0UHP3mdOWRxUyAAEoDRsW6FIUkqIzYbO2n0k0nlxtnUlmSdsCzJLe9GZJvbKYCzOm/nCJwTOUQVTSyw00TpGQii/aUCEJL1HXanSb9DvUkBKbokyuY8NdipaRwTtZ0mNkVXaK89k06vMOafocWrOxYBXMUq2YiwVQO9TH1EpDArXqpABPyXTuz8NQnI2dDeFskt75QeHiQSuLoJNkxp43hbTFh8k3yKUYOidgDpPJS2SWU5JyWIzSyDz9VPDoFYfXAaZZcTWVJwLEsmjjOUIUJdHQYkH5SHkLFSi7ev1idYj8wkRI7qSzIdmvWcK5RUoU0/UHFDRPerD6tMqW6ZeodLHZLJFxuE2Lp00rXZqStkbn1XuvZJcQpuVmRPruulr0bQSpOt528sqaVVJvUhVHoARTCPbzCzzCCMHGPk2I/ewhxm9hZFl7ApGDRhGjoWdiX15ruleXG+G05pXgw9cCS20YfJZOLHjAvpaeI7FE20b7xmFxCMqm68SXSVlKvkxOEhtm0Yv18h8kQneoZDLReEPz4ah9zByS0h0EcyxswhnT5HjvGRUsrzvSnLASFT9Ez8DsZoTLdF4h/nn/6GSI8I5gh0sU4mYnQbM/2AIG1w79OrjGhnSCM5P0y9o5GKNlEMHIAtbFNqjkO8wchNK/4pPk9zGRSNT+Xkk+LLBD4zqF0+8105fM4viEX4wfup8SSH3KORGhaxRyGfR57UqtEzBKdd7RDgCcTuo0xCwLG+TxaIACl/c+imy34gTDIPdHvxXQ1nk24LZ8+lrRoXRxGra5nm88A75azL9NpDGlQr0i/QWCCwxF5Zwo3kjHY4Ecb5Yr9cXkxOD/YwOy9+b+PUiNJ+oWFqFuCPv6zhjdBW9ibIOShqiEm5jVrF2SrpttoyB+roe+gfIfye2Xkl/GJOL1PGsK9Qb1IixQSwlLC1hahIaVSwP2b3DdIyjPeRWsgqTnu+vJjeIHDtCo4/7wdhFct2mkYMquUPo6eUqOWjUUyiJIq8BFiPpjtO4I2dTuHiTOdhj1nZgyH75s+TLwYP0pvjazsXc9wqk3t/XyPMq2a5iiQunKK/H6RYTCqq+ivOVoEznGOn2TakzvdJjlnYgpAQs35gYZnfE50mX8YYekZVlK+Q/VHJCJUdVTBNWqjgdylwQi2P6HlZtjPFQRJZzi/BIvF5vDb7ZQ4bFIIiY/uXMZvnKMCYzvpvNZ74jkx/L5A72hJEpmfpskP6QWC6seIb7Ac0YRkL/sph8icyJqUvM4a7t7HFGn0SrfpjSmyOhGgieRWZrauPKEeEaCAvVeN4O9hkzbXcGtWHMgqNrLs3c3aqReo0kaDh8JISzGexj5CZBig7dp1YOo8o7oVoSpvfDWOiJWxsT4K7HxXweUNQ1zOpC1Z0ppaSPoBQqJAlywVdFzBFdIyvcoIja8pOUARUR816kkqhyjuXs5RxTJ6Zb8jMc1MJ5tEnrAl5iJK3gvu9THlGosU5kSroa3WFn18e4SZxVPWQGWT8sbzjzSzLcH/wX9kCMnS7ntUbEPE/FdVdM0N8o6NcrsbUb6EvgWj7XrDQ+aA6XkjAhRSi/pN/7XQyWVTzwiMjL7jBsk7aKzOw+wz9drmxU5AP015RGZaXhilLcaPZx6kk9Yl4WU1JE9RQ5H0ezaFxzxPwf+PLQCpf49DRWv2vjFGFKSalHqBy8DF8aHIH0NNoPnc9LRIxbJ7fKS2TmlUkr5udiqvNOyoz1BBikypLpdONKSKQ3avWAqB/RP1wOcX/c+BPg+ZDutjMclB9k34Jh59yLNTF1mh6TlQshoz8aG2cM8q67VVKK7u89Rl7CAOgeM7coDeWSxhTbbZgOGaMwRH0MHJbbmBoMp5USjZnBmjatNGcFSV98V5v6195PKsjnRXbJru6YuF/uj43z7uOfewk8FVYENqq0VCUG6nuM2tJGxgC105jWvE4ju4TZGEXelSoxNGQLZHsyYYXGSGvOwOFyyoQweCOyjsNuQjYG3siE5hQTAhZqSK/IO9nVC8HZvb0xlgeQucjM38Ow9CVGQzWnUNaJOSfdoJLPhBB/lxIRV90UVYP6+Kln71nnDjv6hbZj7smuvnBiGf0O+XtcfL2C10HuiQixECU/YqJcH4J416fNiqfBZIz8wYOoCLNIE3tYis3dmvjMxxjZxLYxugwCricJ+2RZJ5D6anAYqJz5N3M+0xM1n1mBBHYxhtnmTpmtF2uDWuGVbWCbmLB2yUxK5ehA21x9OcXm0SJBRcB9Xt01cbH8ONIrDPO0kJd/Xf2OSu8Rkz7b5F0yhYT0WplcLJPVMWmpFAlApk1LjX4uNDPTU8EV15DvkT8qM8+UtsvlUTSxXtNeh/PrTpWKWARSpM9opA7MRwzsG5RNCt0qTv9kkN51suXsKlyQE06QEkKZ6ZRw9UPzUkBXHAnITgVvR4AYVfzhzFfOk2uC/04ypRic1/MFN6h3qXSeSmpNvKISYixu2qDt0uh87TPaKo2JUUqkpHfF5KMfE2lMRTmM9GfBxw2kWLc6sz8gN0z8lRpnekWwbud9kD//FIP8zeZKaQF4I9siBLxeu12jlRpJ08BuNPKEWLuyRaxd+TakSyhu+kUQd2SyeTkmpQkh25qOgfglcVED1tky64MGJ5CJKmc+mCP7RSYa4cMCutGpKeQ9nDOZr1yrbFZeUpQShWiKE0IQuoVi3ek++RGZbsKVBeGRqhczwKg81AIhieUc8lAT57qYWP27wRevIc9jDlo/YQeQkRy0MGyn5/MCMI9HBQIWjqSjc9DICqDa2Ay0z1xxEJWEjgI9EY41yIHYuvQq3nSfucBqtRj7jJk0iAZ3i6VP94hlAstFNmfM02IIhBHIuUWG4W5iyD+y/27witXkuxjXvxM8ObFuMX2BrIqtC7Zzz26VPKySG9W7VfoAjBVsNfu42axJNiqjfTv4JYMwBoOL6HHIaKfMm3TgxDQuzdmpka9iZQVSXCMO38GeZPRuIY24xBanJyB+OdcIdZrVAv8SHDGQYXo7se48lh38Fl0Xg62Ll23CAWGjRiJ13E+R1k4xHAMA5rQT62rY6oledkv8HAZgeBwnMDap9H7lUUhe+5VBMQv5CbJYY+I5CsKjwZ+vJrtFAosSeOjMQnnhlLWnJSEHIqpDX6bkSnoj/ViZbPSaBb9hG0BWEJ3HbtkL9DrD/H6eN4ZK0avV60RqgJVOER8sZWQ3JV8XtatPYxrRljEZ7O8kt0CohRkv2iynY0YfdIb9aS3PPigypSWKmI9h8kfP8YZSd1E06qS/E9x+kb5uPI/SGdYxnWfeqZJPVTUCReokt5LPidRmNblFTF5H07iY+zZpZAkWibG0eZ2oFwnb+jQ1mmn0uZPcZ2QJ7cHRz5MHIFN4MVaWOJddbuTAm3G1OA5+G3Bd/y75kyi0iSIKxEjwXzrJ/aDRKIt+8ujEsHzYoB9e41n4V4U8r/xMoQdx0u0GSqZR5bOrcUxJBkgJQp8l24y565iaTINGcFIAXBkq7M2RZTcfWpMJR7JTazL2ifphY+1spE5SwR2hIow6bYYc3XioVb/pE8ILlYdZ4zdi2z2PF64StZ4sDevE7ZRkf7xyz1nqPSiuYXK5ue44Wl6FuBILUl+jNLBKvValS+LrMNPWYMy4eLqKz3Dw10psDeZCXrlGvR7GFYWUsJ8waigjLhnHNYbRE5wfmYnG+JWYhTQOcqvIPsnDlwfPyC/E10zbeWGIvCAczsdCkeU5JT0kPmsM14Awa0TSf5Y/tzGe9kJe3Ia0UcZPyuRBmXwy6tPmW0BfJ8tFDoj0f0oPiwcLoukv5mUHxToiGIVACIL/ez9VSjoNCKPsAloAIA5CXHowdi1PDc96QsbV5Q/hatKobA9rLVMyPVHcEbmeGG8nJoO395B20C2yqzf4MCZ70ev5zuNeiGJXiXU619MHKV1GSYlYZMjCC1fjyjpxk/dRKZ5RdEEmlNj1zJrEedHTWMPYodKlqM/mIoY7ZBpK76gWXh4LEjw6zYxjKK/7W/Cym8mLmNe9/+Ys5d6Ydcjr+fxI4vE4g7AQYzSR2rVqdJdIOURyB6Hrl9nXGb0pNlnCNckJ0UDOuiY5HLnH5nR/Cw4iOIwg//ZBI8ALniTu2LXdG3g75nQvqywCFULG8zRSo6GHEU+ObTTnF3sZpkSR1PPLZko0PcxpnhCKoIzyO78J7jBQQjT51gebAObECZoftwZ9iC838rm7xLxNpopwmSImTa41FzbtwrQOpxTTcTcrwh7D1GC7QsMJXS8mdJ9Awn2hLC5qni6Whx8HnzJ4gID03Q9+CDyE189Gnl3YxC+CRO5u5acKNbI5BplcJiZz5GWxfmYj1tDx+YUMFdDj6hqyGRe4Pk3RzumAeFwrNqsL+/mxGt+0uEMFswju2LjDgI0jLoCOen7BtMkm7rqOiRnOXTIzH4MOZ3VgitGjfIw5xuZzN5PDw3LRB6+jiUD7RVF1/bLH8IHW7SqFkOYqdhN7mrFl4vmVcJgKPh8cSnQ3Te9QYqPT14IL15ODZt52pqyG/YPcH00b48csHASeVCMarU6jEEfj48fCcPz4XvBKgwa6jRqZixQthsZyXjuqkZXaBg1X3WAusk1ll6th0wpTDk05xpP/0OgtWgXfDG41sGBShmh2BO+kq+PxXMln3yAmUTJUv4oLtMiu0DMcg2KxV6jA/ImBhZ/ciIX32+CD60HV5oiUDeG9OzGfdcbowmW8HtyarpAMhbDHQ9k9HRTpPUS598lkg7xJjtQ1FHxoI9YGplcMYQJTUrhXgo+tJ0eJbvSeknfGLVI4A5MZ857Pi1az6xiNtYBw2KsI1xf32Mi0dmAmb+vJ90xynsvin4Vs5vmPiGUp34nUm5fRK8yp/KnWFu/7IjPtq+k7w/JjHyzvUq6Kqxlcyhu2i8kjczX2FgUfVBNrXnDByw2M3RU1Ex56dO5jKGXYBh0xxROcq5xY10WfJk9hWTG+fgL++BsquUc8SQIDH4zoq6N8ocamaF+cVYZJx9dPdpELRUzVRV83c7sI3at485fATawW+Z35EJaoFiwJZc1CPmvYJzeG3pDziDWG08HbVpNfkGKR7wE45gp+ne2Or1+s4c1i0YmXkh6ElSEqPexRYRND+PQqKVKM1SdPRvmFj2EVfaFYNNYqVpOXSLUhNtYzsVm+L7ausZCXQjQThrFBrEEyHsP4GIbRazyZFpMUYmnDJEudQHNRWBbzeeEjYpGEeEz6IfFg5cd3ENH+4ffBC9vJA+T8YblhwhY8eBOpkVOkKJoJUif3mCkO5vvi6fFPbBkhyiLd+Efw8nay1azsIelZ7JpvRNPW8NkWnM6lj8vkazK5ioaLJ4ZYo0Q6XYYtBoF2+mshzJvoz0XKGMNbHc9+EuSJ0w0fx8xiLexk8KvtZIcY05GLNWKeNtJnXbwcHMpFuBSMPC8GcVym9ITMrvgk2jpVTdvJE6TKpH1z8CieWW7QN/XUL2pPSJF+DL2MUch2MmQS2BJ6tiCSdzfxGU/i2vAtjIZGbFMllaj899hRX+2UhQ/T1SjY/jMLho2cKFJLqOYZIv4T2bV4PgdVLqptA3/sSm8SLlQEg8FrzLUiZ8qG5WOLYnnAteSZuynZEalPCALqhxEIg3eE0C8HH4qaNswuJS9MWYtirHtJil/3EiJ0FiJnrYJgdwyTVbgWJVgv30peVs6TkqRebmc2oCxbpCSisSSNi10+C7Nm6DZ5UqYD8lZ5RGxgBHmybOFJg1S1JboSqZY4Sv1SyyW9Y2M5x3OOjxHf0XXrxZZQx/su6T1qP96LO/dohd5C84e8/NkC3xs+8fNZ5bwXV8F/L2LMLO+hdyu/BCwBnuqV6+U2mSXNl7T5qpqSnKSN0kU8+VQCSZhvYy6cazbJTvS+M4bbdvne+tVbYGHESgoLPN5a3BeI3p382B1bHk++y/rNb1qVX94x/PUtQ0Nir6ZTym8I1XSxV9NRvliTIJTD/Ym5NVP30RbaRdk4PUFPgaOidgrEUOm5zFMnQRokS2Y+QlzEB2MQs4k3XaSPrCVqGSN8RoGOe9Ly5kSHThhnvPManeG+TozPaoKXnJnwoqXogo07bYwcYuOMDoj5yUPsBDvFJpnGxN5Il/SG90bC7ejFrttZwLPxCUgaN6tdZ+xTmmU/Yj9SXZVW6K3FTv/C9j+/Q2bgvkjq7XuDu26UpvD9C54Q4lts29oGvLulKolLbEw6Jp2UQB9cEvAOP///4B20rD4NFZ7+efsdf0beNX2vyTzuefUTk/d0EsA9r97dl5mNu83+htsTU/R0DtylMHksKZnjaSQ8HeRRBe+plAwGkRwRVNXZBcVBgzJ0G3VRmsMo4XkX6CQ9YZRes9fGxdEn9bONvbMc5bW6jYOUxC53LmZLhZv4Aq4mJ/NMEHQyyWLJ7KPlh2k5ylD+UBlmteBWdFKW/Vc5F7wldpYuNzdvP3IEtwsLnYMQK9PDkX3wcl6H9znmFlwgZefULbhA5O/Eb8GF4n9B7ME1DzfIZcH3lH8lmrnvWBZJje2FlnAvYCcks8wM0ChbBslmGRkEZFmiE56aoaOyDRi61wJvtpIRoXsfQ8ydcWKmTiduYebELcycKG0n7sDm5EXl8JI5E15A5JKTnHaSrc4RJx2Al93OQ85Jp+JEOUf2YrOPfZiozd3x7GOGyHPeOCqOlwDpRoRb6K/V4oVbjHu4affeq8TLN3j83nvVhx/cbYrY+SDo+eRFym+kY6aN/5bPUjRZVcW4praoXSobV0+op8BtqHaVqn3yWnlAZiBzjckSJ2Lv5TWuOfpOjUiaXaNZTIOQWUXjV6E3cDc7kDtdaCMnyCkySWToI9T6zsjedU24+VspvGSbm78Jc7hznJLQzm84sE5STez/Zqpo9P51oK7GUQIopPWonznHX0XZHQ0rJ45z/lonaGLrvffeDaqnDj/41N69ws7fhTEuWehYovQC36KospZgkfGICZqeqFkYJ7jrpJuwBkOFukCfdpNDZJxY+uDlBHJl3qGRBDWxSiM2jbRAqj9oyuEs+/WVR+3XJ1FyOsKw2OouoiXIn+kfe8FfH7lEmCrx5Rx99eir4DNTG2N49NY6kc0jjxx75PmuLujvp5555rLLTHv6jWlPuA/+Dr46UZWTGDG4zWGJCTwBIWPodpatCDkF7QB2VGRHRXZUZEdFdlRkRxXsqOS0SgbUEXW3ekiV1Rh2xO58ZtehAYT7kvjeOH7YfvwwHujsr1VQi3F0Bk0O3nrvveQW4Z0efvDBB4OP3WjEVbnQgYWyB3hZujdRFRsPZjoydfUvRFEYhISJUiL1KFwTm3/z9HSnPgbDMrODq+mGAI+xlGQMBcS4hbB+fsHE2M+llhb4bOwtRIdQHPkOgAKvtbTwuuCfr7+eZF9HfhH0kV88Tx4KXo46dFr2ELu6TyqWZhFyUCqaPMltWW69gs3IzrFlWK3JGRkIIKA59IwcnszhmpyUw3O4lq7nMKLN4DN4slWfMYN48BATXswSi0kG3CLbskkOy7Zyq9jQ3pKsS1aSxKyEu+w2p665aCGeYLZfS9ILy7g4H8SlWfWySnAmhGdmwRAIf+Mi4HIHYOA7RGQySm7cbOwHKZTq2M+jtzs3Tt/oC7lNeONsJL5fCSUzN7x3NBo7eB4/GtrzVGxhCkrYaGxjipsuwihUV697PT4SOpbDqWqq5s2cQdK1unoYqDI0XWxwWltD7BMnebKeOSOVZOfZXJnUl1SkJCpWR7bi7S7JGDy/KKNk9i23fF323O61Z626UF7paG1NUFWHU7F6XdYi9ZoyNSN7Rm3mzTV5SdoluEfnFaSY/kD9XKoHcxSHlvJ9aaY0IuU9R9bmDuTS0cn79uc6U1M5yRplSVKL2FFc7O2ZOPkFtlFJhr971/g7smayS2p4Rpwiti8nXxwKtjchUx+d/D/cmQvqx4ktj+dRW54rryWvP+9EnpKHWxn7w3tPT35vsoYNK6dSPUkzTSzPSjWS5xk2W6grNJo+e3Z+Pme2Fjx1aqTlUIvSAh2ETYjzd6TTrAp5UTaZfy8BLzMPMN7U3bSiCTcY3S8O3WZNEW4+LV1JlaTgYvaVyZ/DqOgEO/NI1VKzdDNPyM5OyMmxVhWD+3xxb5mL/YA9LAWkdPqi5Jes7KF9SZJDep4+Dw3k0sN7c/JqRunz+xoa8irhutfLjaNk83Xv8/SIVAD35fkm3g7tCAtBuf2NiTfeGrOPSS1jE2PvjMELjHh49Ex1lZKOjs6vg/I4Im+dmUqho1aLfBB1W1rkbSb7SnVhQU1VUY9xmZWdEjy9Zs0x88Pg++abLxnXoqothdU1BUVVwd8YV0/6WnLzRcb7ntivqnAskoW8qsLyckmdBwxRJcwYBUG4XAk/ABkxkBbKahpJzXT5joaZn3jnrRqf2C73o1nHXVurpmUuuId0T8fHujVT8BZKl/EkE7DLlZePmAsKPgpzYcEL9AXJRcG+4FroOzPxn/ZYHibGan3nxkZhRqG/8KysXLVh3Vl42bZtzf+KM2f/Hz7T83/ruZDndkajRILfmPwSWSW9BnHM7w7CH57el+LAU0/+gldgQfwOA/27+wqKMfd51/z+XZ4MbxIs8Kl5IMqBmWW6xiCMM98nkNhTifZluYyr1WFsjT5DS9SHknYm7UliSZiW+iSWCpEwT+T1TUJ6PC2/WO/Cg4BIIu7otUdlquw72nsUT+INJYGSb104KD8ScxFZCnwDP8WaF//VO+EfWbVmR8OOlv1rHp59H7/2Rz1fWNp/+Y+WrevDvSrADzdOfkmpYf8OPs8v9OH/0rfhi5ncSaSS7pL+ksESGd/sKWFNJQUaShJcLsh7/+SX6C3stHEeHf4dyZLwvCyipiZnSZFztc7xPsAxoNSo+QYOca7Vv4lzrTxkn9JqnmtVoY6Ez78rML6VJOVw+OzMD/leagxuiOYT2sXnEFJ5EiWuImIpMnnzm2dN0qVhzGqSZ7YkVeKdbogGrd1WKmxBSxA2sdfhhBjl9LNWg51ycaq4FNLJf0Y7BnaFh2UjsIeveHbkc/KqED1lNHy+ZxE4y+N2g6700d9DHywHOsui+uC78q3ibMqTcEMTL6fusqqyFWXMXdZdRs8r86DMqorIzqLTRdRmiNBWuLZwoJAVGsfHiNM51oXONpzubNMiycT24d8Dtsei+w/ixV3v/1xq5tkEDzSk3LPC0+8Z8uz0KHUeAcQrdomHaN3nHfBSO8RD/d4Rr+wVAblfqLFB9zFaEdHPlO9P/hzaLecJRLInp0E7qeF2UgdSqT2Vp/anjqTKqaF2wufH/VPakRpJMfRBWpjP58muySVSLneQ7mJiKzZl3FdIC0MH9Eghn0wrsO8MXUt5vmRYmnlQIpPvcHtKisUCf2X1WVusfVbZavyl/9P8nXG+q5oLf7fVPL+0R+FS1zPGydCNlgS9qo7XDdaxBXU1M4s58fPZfj/Pdul+Dgrv85NB/7ifVvm5v9vf7x/x7/Yf8p/wW/whF2YcxBPmTa4S8fWQQUu6V0mX5nM/secQW05mSgon2TwwW4fYYAa8wEDryyYD2buzKYYL3RAwjMAvx7K1kWwCcUFvhIT/v6F9Q1ZyQ1hWHlJBeqRnD0rWyUE+s9LvtlZZx6wML3TIutP6ffYKe52dtqqUiLNTmgLiDBUecObqUtNQ086mPU3yzqaxptNNTGqyN1VBctIPn6sVTTXJMnenkKGUnSmnU8AD1w4u8dfyLn8tjjBcXHj+rGrdVeurXVs7VDteq/hqia3WVctru+GTQ/CJVoudsM48tnadGUHg23XloXFErpJpWF4e6XXJ8LbOGTNQWOV+/8e4T+oKPkJ/gDFJym1o+/Jx0iddDfdXSj+B+zt4ncx4O1nQ3qlInJIVWf1ZVMpyLsJfsjj327J8WV1ZfVkyvhnPOpUl74YLzTJUyTyUWBwJgfkq2OkP5Fej8tV7wU51I+/kSQkpOs91Ah2SF7bXvIE8aofUsz9vJE/OC9lreSiPXco2sj2pqvLTqHMpL4L23xc8l8kLlesl3zOUjE6OH1i0oAhRXyBO1Umy6hdwMBTfBWTkAnJB5Axlf5Tev4FtJT1ktEX+Dm0JD+LsmJ+NLbWHWmoXLbWTkXbSHtPSP68d82zKAuNsSmEnTyttUvszpAa1NDVDx+vexBRdnBdcM8uawUk1mrs4TjndW6a3VO+uplXVvLq7eqT6ULVSbZKIyuFJMTOwftukcTtgbcER6c+80lvoyOLE54H/WzxdnrUe2TjOdsSz2zPuOeGZ9Fg8POD3oIl6MGqMnG9rjnVvCjv/jtl2Cdh5A7b9PveWFGXmcWL3Ep+3yzvk3e0d9ypV3m7vILiN3d6TXtWLrXqh1XCjIZloWlgmJdJatUJaJPo7yHMa6kAIlHTXD9SP1B+qP1l/ul7trx+qp3gE1z4wRHEtKTOO5EpItur1KLB6I+Jd12sIPyQXrSkslxKpVe2TlvFESnyVLZV9lQzP3N07w63jWW65leUgKErWVoxU7K5gLRVdFUMVTKrwVdAKk3BFiGAFtyTqFYLgeoOgaSuGvNRXw/IqgWjqA+liXgIMzVoxi+bNqnDmIZXKwcqRyt2VY5UnK09Xar7KfvhgqFKuNElVmjxWhkhWoiQro3kMxzqGjk2E5VkprVQLpJ4D4lD3Y35xJnaWv9aQqj6gj+iH9JO60q8P6VQ36ekmPT1ET0eZ6tH0jOAqLFdLWK6VUrdaKS3lVkpsZb6ylrJjZSfLlLIo2WaXlQjZ8tLuUtpV2l86VMqkUl8pLRWnsQD9Um7LhBcYO0qniDUi111huVaCXF+WFnIPsFS+opzmlZdmolyrIMxaWzZStrvsEIDQ+ssGy4bKmDiieFaVcURxArBZhtIsE5SihAmy9E0uVyvklRBLrDb0XTzclrSfShUVkhR99u1y2q9kwfh7QMSpRSXGXcX5pcZd5j0PyjvhnlHjngbjnpk5BaF7JF9wg8qj6HlwS10pey8TSrcX+mB08upnTdoRHxFD29ONHoIB8WIpnLeZ90XT91xv3jdzZvR9xpmMwh6TzDPg3gV7vPAZY4RLsqXr/e3kWPvJdsh0n+SV7e0ZMEi1c80CI19uoW5r72rvbz/RfqpdwUP71rYPtG9t39k+Dh9Z2sODFXqAUD8KWskGLanEoOUN0/KSYzB0UDz5rtLrRVpepOUVtGCc6fee8J7yKi6vz7sW4tSt3p0w7JzwWrzT0JKXCFopJq3ZQOsCnkL6A6RPHJp3LCCPTu7hlYGA08lJAOkEBJ1AV6A/cCJwKqC4Ar7A2sBAYGtgZ2AcPrIEouj4/0vOtAzr+80hOVkbQU67pAC2iUeuPQdOd6wKLPtpnlVVZs3CZn3YrE806xvxUZ84NjLmqMyQTES7KWa7l4SwzgtjnUekefPsdmx0LjY6VzQ6d2QunTvtmZ7BDZpFORLWHw/5kRmz2DraZtdGxzbgS54K971Huhfuc+6lRBwqnmBL1WtmldWEND0cNy0RbacYOgx2lrmfkhY8YXR08s1nZze1+s3TqxBLfnAR0MB8LKRf6fKtUgByij7weXSFB2T2R+72eGbMAKdYPFB8oniyWLYVr4W3zFbsKvbBW7lYBKRmD4fHvAuV6wDHD8x2T8vD0nm8htYUFaWlcVo8mOAvHqz2F/PsSn2keHcxbYEm6UjxnuLx4lPFstHyQKjt9aEDPf9r2zbkwdZHyeN1o5ageYq0mPFsgF3IjkRjwFx/H92KEnviWU+RTeLh2v053yvNCfbKPfK/Af1BMz+eJyfaNWsDWRP865Qc1oO5qzh7GzLZaXLcKd9LcyZvlXu0eVHtX8Y2OTT5OJ0nfVW6n6fek/Ni8ospjFF3ES9aUXSqCAz+P/YXFdozOclHtbt4tt+e786vymdSvh0uPH8of2f+WP7pfIsr3wW3fSmHMOqq7oI4bLxariZunCBzDyb6W9zE5fa5W9x97kPuE27V5h5w73aPw9tTbtVtZmV+SAD95vmKqKW9oh5v5JDaPKlYKpXqpGZiPyjlQAQ4Oy1Lx8yCZqrWLC1Vt1oCskzyuGSxW9wWpjGLRSKEO1L1KsIJJfV9EpFqBkpICffUjDIPT3D7qlsAK6v+HquQKlktbyxrKXdptJBLjfZGd+OeRlljjY3W2VauJes2qwtSVZbKrLPFnJzFoRMYz6ys1MurR1nP3hq3CFQtSXrNCywRGrxaKmcaKdgstbyFc6PZ9gveysl6A2d/jZra8TGxACM85Z2DT8oQn/3YBRPv9OZkT7yak3W0N9v+am/W0aO9kSMKc3AK72i2/aXy0FGD5zRNx/AU43xHvsfr8dbjIXxMN2btgsF23VKeMsMmO5zJOQ7ioUWyRU5OSZerfTPTV8+94MEuok18hVqTZjj83T25aZ/vql51+YBSe4U7MbN7nm2+tT5gYaotlVgLnIkz5c8VKo70ohmpq4IvfLXrvjOVxH5+9Yzmt1ds6H6E7SheGKkLgC6qtkBEN9WOkG6mPC8FpXtRe9EGzPtrtOK4+o0G9xWTNR/9vVQ4uZ8Nq1WQR/0W67RGnVqtkbKk7/HkdGdWWpYmg8IwNspSeV5WWnpWVprs1MSJiMksPZ2lWRLs9qSEhNTzEtgtUhJzwJ8y6GEuSUzjxaqanZDEU7P0pCR7miWVZdkSSBJLSHVDlJaakGq3Z2blkFFStBl6dwyS49psn7n+JrUxtbER513NDpZaci6YGGt5Cw+TxNmWRofR62PHx+5Q7OW32A/fcfiwHX7wmD+HOObPR/R6Z7qWDl3uddZmFKaRkxO/I9/t/uVLuXzFLIhqqoocn+vqApbt5MUFD5VdeyBLzQnMvX2N9ZIFwebInItaA/1xXmT+VL0pNH+aVEl6lJ1SC/ifAnSpGVn6zgIYwL7AUwoKMjMhmMzHMF8MEikQM7phaOjO350v55ueFaLGcAxlzM3qobaVXPJKMFNqfoa4hbdO1u1uaPpG7na7oWkcQxJ1GwwdK2DMOORWcBRZC4OH7A6dz7zOGL+N3NgZzo0rITeeLS3gqZS0Qpyun2w93UpHWsl4KzS/5EBra0kJAJ8v5uMhNZ0vUtP5xDd/ZP7u+Yfmy/MjCaqR6YdzXWc4162EXHe2VMpnUJLe0lJaioE7tlPFOe/mI3w3P8RVLg6LjMuXP1Ub0qLJv8jfwrGcPoz6nvyw9Prk9xya5UfST8g6qZdbZWavc9dRqa6kyMvB++/nGUVeB+Erild4+ov7PYPFgx5VZnXPs29LVCqaHOQZ1/mLuC1NryoitqJDRZQXTRbRIvOoRn+LGJn9Ivj/EPovkgqgv2YvtCxmsjS7vrOOHKsjl/yzgfQaCvUhWMajZFHtrqZS9YdDqP4ny+JYWBbVYVlUk2PV5JJ/NpCzy2IYsOwJ68VDgIUjltycGbqdu3kVZ3v4GKeDfIhTideUFxuw8suLAZaX135L9+BLGb6U4ksJvmAr7Nt8FnWV+EqoreRQyakS1ldyomSyhJXwlrVwV1EdvGTMgBdrGryA/yyRfOZx3usRuDnD5g/b1lmxGzq1mdtlJnE7Yr70fwjp9P0dwmno2z083T2LyCyAi3ZsASIFzh1r4J+HFTVinfShOnEsSq4BPBydXfo/g9WsB+2XJHqPwPkoxq/JDx8WI9rkYUC5jBcxas90Z1Ip0yJrnEiyRihfoaxQ+5V+dVAZVFVGM9Fw4CvDcGRhODKxyYdkynEtuzydBUtnp/2ioL1yL7SMVuNBC84kxzLJJf9MEMJ6AcPhaTGMR/HvcDuo5Dg7accn5n962sfC/DvC/DvIMQe55J8JIsR/fB8MH94T7v/tgMEtFpjjyAWRQZWb7XGPuemge8hNJXdqkgJwkhSAo6J+aviSiC8J+GLBF2wBdZa4LD4LtVkOWU5ZWJ/lhGXSwiyosxbUWQvqrAV11oI6a/nQUWta3TFwG7pzG69hAM+OeC/9H0B5tv41MBq6NcCrQLdy3blUyj03hLn/PISGDz0LvmNRMsy151blskv/+xGGZChthHG0RmDcbfh58v+x9ybQURzXwnBVdU/Pvu+j0ah7lp4ZjaQZzUgaJEBqQAIhNoldgNgx4I3FmMULxjYYcByMlxiw8ZoXZ/GOFzY7Jo7sJI4hvBdjE3+GODFOgvOUOHnJix2j1ldV3TOSWEyS887/nXfOzzKaVt/uvnvdW3VvNavEXJAtWqjIiwiIPpcX4+jyAoM03z3fs9K90rPJvcmDjUNUjMOlGIeLGocLWl2vu5Dk6nMh1yVijEs9+4f02cRCxaKFivC4COf+TyLRH19cCo+fDeCBwAsICJd+vPA/zIPjRR4IRR4I8LgA5/5PInFpHuzFeDxf1APiqTJFT5XhM5kM83zmSAZtyuzMIJAJl7gxSiVujJKH6KqXfATIh598+BT9zaj660v7kNX3uu+PPmae75e+Ph/jI/rrI/rrI/rrI/rrI/rru1x8dSm8FR3aKuWxlWVsGN9NGXaBguemkv8PUe36Clsr4Kro2e1SDutZik8hkPqH8Uz9D+K56nJ4Kjq5RarFPE3ZUpkUs+D/DaZqbPUT7F+XD/CvHd3biAVhv3vMrjVvQVcDO/jxQTxovyS5HTaTVWKAycoacSoKWCN2tbSUyFeilOfhn/TY6qbHkgF/ecz8mAWxDmJV+FJ8ckaXUsM3eYryc9x4+lNqHFFr2uSrtZoeNaFHTc+ZkAlBdtPKu2pYad5y/DGhE3+k2vCHrxR/YAJZkrw/yj6HIwiGVQvUaPFAWm1FwBSvUrW9Fit87WXp3YamY3p/KgXZdtujNtRqc/zvprjrIjKOmzr6uvvWEJ3EVL9clPLLipRHBQNOM6bZaR5As1FK9+HBEH9oyQdLPixEJ63kw0E+7OTDRlOAIFHTEUya0EWIe87EbDL1YfKk9GM1pk3ReI1J8pTWYGrTJP6DhKA+TBA5zUrhuEow1Vyit7XpogIXKjCLIv1H6FOk+n2pnQWBRwPHAx8FPgtoWgPB/0V0dl3MT3dgn7JNGe8Ua8Ua12+tYT5YhukLlrlKCH2uEuxbQqrOlqo/Q6rulhZ1t/SxEGLDiu4GFd0NqrobVHU3qOpukOhu8NEgejT4XBAFEXQR3XUR3XUR3XUR3XUREl1Ed11Ud13P4ZGUcf0j1npRP3o+zduYBzDNP5ECbDsPW/nw/26auy4azxCa1yhjiGKvVM6HFTm3VpRHSjHNkVJKM+864kIK4SVEe33kw0s+XOQjRBS3jHyEyYdAPniqzBWqMhPiCIXPBZlNwT5MI9HWIFHmIFFmTHKahEOQUNWHqSKnXUSZFaovo8xdBdH+I3Qqsn1DmsKC8kfLj5d/Vs62llf8r6MWCxWBMLif6dZ8CkaA0eCvkmNGGppK4KhAiGcTLVYP9Iw8wNRIcWtLFpqy1kTj8OFVQ6F1aNlQNLT+kTo4rw5OrIPpOlhXl8jX1BPYPIt5hm9s0GutGqjRWFsTNQbt8/kjedSRh1Ie5vOaegwz/GH2GRbNY+FEsqdk4/ADzGbJFMqaAqNYnreWw/IDjOkV78iWFo/Hcoi5FjgYDWjqyaXr0/W5pq76tBf/yOXSXV1dSg9YfdZHDo6Qvn7bW9l0V+6d3NGu+p5s1l5PTnTZjnZ1ZdNHSa9Zl60Xn3J46UYX0EXWnVzanDvCab10/YnTchF7I8yTlScuEo6Tn2JtDWkYoX/r8pHaXF0t/lXe6/J6mDinrWO6LZynFc1f5psq+Wzrrp30xIKu5pV1qREBk29kq7vMag/H101bMCmSnVtpf+gJpnFIeci3MdM0Y5Vm/Ogxpe1Boazt2QfXVMXK/C/W200wkR03bcfw6sa6ZKUvMmby+vkr21fOqRq5c9rWtlxTafXNt1gkt/3cyrbRjSY8zIAAOMJO5XiQAMPAM1JYr4XpyqFMbYpLepIo6QmFIr4STyAYdJh1Gp8GaTwHmLwUEfhIBDTW1porh+bT6VSec3gcyGHWAF+ED4ZKSkKhPBbDyzzWmVTiMJYCAGZm1osmvR4cYLSgKZvO9dh6MLObiGAc9Zj79np7fRfpu3HUk6090jayR8vRHvy7+mz6mLp05LMd68ravcoOjYTBtUjLCeFIvDZfp/ytrYljHsdr8h6yQORxeobCmEuL4i5FHAVhsFPHTqkrn/nIHvnXFuuau8eEj465vaHJdt9W25pK27jRrNk4aqy8vnz1ATHUPl2sE9u2XTH1dzB298rF8hcL5yEp67cvq5q2YOmurgVtc5qP3/9h22b5iyc/ybZCuGBy/fAhkx5qndU88X3FL9yHGT1TO9whmqxkHcTU3ncSXgk8kgEBnQ5CbPe6g6gGJAFxmzhX2yt3aJZpfg4EMFmq0Lq8LkJk1sybJfNOM8OZOXMk4MnyvozveRwplzgqSxk/8um0+gNozT6OtYKmXE+2qQlrPUx39WA9Jq8qtfXYc5RtNi0SwvE8abuuq7UrLY2c2y7YBXedwDs9ds2yymny2e/c0DmneSVvSo567cWZ4+UPoHgcGqH7mrFwmPzwVrmv5f/EXxlzBH7jDzf89LaVr577pebQv38qf7FPPqD0ue7GNEQ0h4AbzJWqtJzTbHE4zU5H1mJ2WSxmd5Z3Sk7kdHotWd6WsSGbE59wIJv5fCq6m7odZK24i/TadfVstaVs8Adb2Ztt3dBneydbnRFcpJu8QA8kdOAPTSQ35q2JK6sr/RP9lt4H5R7Io5nQ+d7sjaHP9LX8NObVc82aQ+cqmZ8Tfvf9lvI7AjqkrNbr9SKQ5e2SfaedsdtjpYFsiT6r40syJc+XMCW6QMDsrtSGYIhngshcyerJqndTjiJ4DCP6LtFsiqzKbk7gseIJ2OApiirHS2GR45pldzwmH5Zffvx6KLZNf+jx6ROjja89M28aYforUAvD109Gb8hvfv/XR+46vLJjwd2bP/7jslduu35/MzqFed63n/TzfgSuhDxzFdACKwhIJvaECZzQGc5wljMIpHs+7IHpntMYIWgTeDv+T5bE3a5cFvLyR2TLR8j/kG5e+Hv5FrgJ3ipv+tOf/0TXjzNgLejG9zWAoGTSG05oEDJozrAGCNKnTvU4sGSwjVZn8hE7p60lFpjr/v7c9fMm1PkeXIvgCOGhkmHlDQDK74K1MIfvUwJyUmAMN4NDAVhS4jqhh9Bywqw3W4xnbIEzkOJ6NAvTp7F3IB7CTm09JhTNG/MuXidgI3ZTf6sVYK73ccvYyutXe8uWLDC8VgYtqyd1zfdfO9wDG9ZeOaN2zqygGO+4zvbn6qFXLVsUmJ5xk/6lE5hfVRifBFgntSyNw+lxGI/n42PiTNweOeFx2O0Bj+6EXl9yIuABJ8xmT9xaEgj4HGfsVp1+kxU+bz1iPW5lrHqr3ug7U2Y8w1LUFVtbRTZ4IvqQs9cTX9ZjO41HINocmcN2WI85jUWhKK5IVZfSlfcUCczTLkNKogdWLe5cs27CNOsB24JrloaGe+eGTFOmWvf5q8dvXjqh012a3gbnrGwZPmT4atfVVy+y3ovK7Z6RCwNLK5qr6xfGhKpgtbI3yhEsgxYqSzNolsTFZhg3583IrDGK2jot0hoNeniCNS43QZNRx+g5TBRksJy7e7PdpIu6C6a7e7uPOvA4eLSekkA6IIVa8poOoVYLW67aJ++GG/deJX+8H+ruvffr8D256le/ov1ixzG/M8xcEARzpBqxpK4E2T3eE06HAzPZ7HZjFuv0Drse/zW+boXWM17SD/C8n/H7jZ4zzn724vG5p8vev4kWUROiK9hXkFH5QqbGnYJb0FJ2wkzXzJvXT5pp/b558YrrR9c9OBu+I79pz1RdP7EDbrhxfGvtsFW2pZvW1znh/Y/MsDa3Yp6dxHiHMc+coBRMlbI+7oTNZTxhwtblMpo8Zxw2x+umn5l+aWKAA+50POb4yPGZgzU5TA5L8AxrOaPDeH/YYyvoRZedyJ+gTZTiw56cqgbEJrMer5Z4Boyqllon8RcwPG3iOvk4bFxyp/UlQ+syc92sL15esshXWjsXLl8/egS8Ed6xZIZ16rvS5ztuHVJeTXl9EqyHcWY+MFGbBdwJYNQA/Rn8gXHBCvnOsR5iVpAjXijiaKJ7FsQ3TJ1+QHOMl/egSeg3S7737INeWP0X8WHAUB4kMQ+8oAzbywJp2I8NJw3ooAFO98C4J+8Z42EMHpfpRDCoOxHlXSd8PnCCN3hCZzaF4fPhI+HjYSYcDsTPsIEztiI/MDd6iGPv6TePemIYAywDh0nkf8EUPHHVaXnpT8KdZFfHug1T5q9fOGvcVdeOnTnvxuOzZ8+a47zm6sbqK+H01SPqh0jXrR1RvXRxXWVl3dLZDQ1vto1t+/MVC6qHgvNkO1FKa05wnOVEwAVOGIJnDCYNZzVBkgT/EefA7PPcEe44x5g4E6fznXHoVLeqyFU1eELMh4QS6mfDihLmMSmUCOxzieenXjcsvzFAoFjEMHOUyHTJIviZfIMi0L9h8cp/xTK9YweO0+o0MrxWexpLIA6ellaFeR4AtyNgFKNRjUZrdJd6sRP/iP+MRz/m4WEeNvBQz/v5JM+4eG94RhiFDSIsw9BjrbDBCvVWvzVpZQTrYi+s9bZ4p3kZFoekUS9T69VqWS+L6umL9d5nf4sTfA1mEA7Gjq5ePbcre3ouFtJR8oGj4rldp5XvhAdkNMChNf5rO/VONku+KMK0wpo8Db6ILLEoOaLoHBVhnZP4OHwCXlvmLj+0uMzmrh1a6So1GcuinlSX4HG6a0a/XCFxW/0us1WqitisTnfZkMYSj6XUEXSYrDUMXFRVWdJWkQgCnO9WEz7pVlM+pcF/So9gTpUnEkVmVVVUEH4BHn7Gw7d5uIf/Ln+QZ8r5Bh4RhiGeaCwKixgSJOBHic8S6O0E3JP4buJggilPNCSQPuFPIFcClNvKUVl5RUWDtc2Kigx1L/HC6V7Y4oV1XhjzQg6Hmwgz1ctCjoX1f2PhbxTGogFsxXxVGUvYShiaTZ+aW+Ss7dTpo6e6jioHBR4PZPM/xWnv5Thuy406WNH8erYZf34V3/9WlSptTSVKRmeUn4T/0yn/F2P+Dwet4G3p5rUNdzQ80MAsboAtDdMa0NhoZxQ1RKsjPJ+vHFPd2Jysbm4O4CH5BQfc5CAelMGCmq2FSW29dqyW0Ro1GqOWsMrbMGaYGIXuKOSi8K9R+JsoPBGFr0TfiqJvReHa6B3RB6JMtDJSM2JYJJGwut/0Qu8BOHQLSK/KHc2mPzz1IR656lfRP5jj+LvtdPYoiTVyeCxZhZn8zqpV2TQJ3U4ds53Glo2vwgM4veQf4S7OBrFHTUESqFCoAhDON+I1CmQZvDTbWRY1RMy5SC5WXel1myx1vKNUazGatDUlJq3OEeK+ShYVxoApEjflHPFoidnq8FSNiQctwbhBrxvpEAwaq91nIfvpgGYqnylYPpPALPCqdE1L59j2hCgmI2N50G5rR+3TxjYNqawe1dREpIJlMUACQ2qGjapMtiQ+6YT7O3/U+X4nc0fnA51PdjIzOpd2rutkxM66ztGdTKRTnDBFTCQqK39ihYescLt1j/W7OFZyY3m0bCEqv4pwOpdWRELVmojj1Kmj2YEyIeqN5YGV+1QWS+QUdjVYHEQodPOgf0QiIYgHDiKWCA0eaeStlIkqwVXdgKu1NaIy7HovLSOvzYpHhmF8snp4kNFZzBazxqLRWXhfAGlQpsJkdJSEYs6SrN1iNbFu/VdJ7KlApU9r0wuladHtr9KSiNOu9VW741Uhi9VltAhGk8srCNGSobYSl9nCOi399pXG8kuBIXjUivEVYjZ7oaiS6brIQL5PJHw/tQoz8ehFWXz09NHLc5QZsDuJVtVoEqVcml9VUloUhyTFmvK80+H3OiJ231fxZFyqpVysm9I0zJnh7T6DzkDiVtAmr4QbQAX16bul+ReMfYO1zFs6OgqjN4twkkjK+xnxUBg+FYZ7w3BLGH4Shq+E3wq/hyOSVTxs5+fzaAQP1ToLnqe8U5wG9svYtxLbJ5ty4T+n8LdVttNEd3MXGec0l+HdZb1uko5z6y/JnPHFUY7owdjeD+B6lScZcEBal0okioxJV1aqvHkqdTiFHkzB61NbUmh0anrqihTzSQq+knor9V6KSSUq01HxqfDhMLo+vCX8jTAzOjw9fEWYGcAmfqa4TFyP2ahxH7T+xIq+p3AaWb1aFpRqFGadyh7NKpyxnV51WmEYGbTUr5ces/5Rrnld3GXYl1AGrRIvGbW+iouFMcvrUgYtBOb0/ZYdww7HcWAZyEglmpO8N+OVvIzXK5Se5K0ZTKzrSYM58CQ4wDxLsv0eMh/hUFJ8mA0ht8uCIuEqVFvTiJxZxc8QAlDHxlc3No7cdHjDza/e3DTylsMbrlu1Yu2q1avY4eN2HNt8+892jBu342e3bz62Y9y5u598/Iknn3zi8SeV+ZMmrPg/ZIfgGD55EJjgTAmnZBkIIcJDgc6E8XgBmkBTEzZckmJ2vZPDqCSh3cJoyQRkDv1Q/m1y0vSFQx98P/8hwwg15VE76Ctf30rujT9YgW0CUTBOEpIl0OeDcQ463E6n/qQtxIdQKCRGT2JVAtGo4DiAHn/JbRKeZAvE25XNd9MKB5QUHXtwJ3WrlBk4K7cLNY2cwgjtqvB1W9685smVQyrb5i9dOnOEGS04F2+Yd8PGG+Y1jGvrvMKO3np15pKq6evHjlraPjQjxpMB+culj6zvbM7XDIlKtZPnK/NojfIVrIltsmuNH/f9Sb4F6F8AJRQpuicJAtXyjewkNkfz2+H79DruAOabxW2GnBmaGSMLTZzmAPPMPiPDYaJexNkuZmH3UZzdNtHQtftotqur9ygpOLcrWa07Yod2iLb3fgfd9J+vvCJ/Jj8n3wi3/Dcz/Fz33+Qb0U3waXmqitty1scmMG6f9H0s30Zws+BnKbjh80TH0pojds74Gw0A+hchsJrxSaWeW97EQlbE1/6276y8iVwLB147pe83rFdzxMEZf6fcS17MptlGDH8WlMgbgXEfvpvCCHq/6fhZFs0RG2f8iMKTZOd1evyrPeR4GJa/mx7/Wl+Aj9Ljj+lxFp9vp8dnTOS4HZ8v1zyJjz/5KzleiI9r6fnfGMnxOAxvoud/+5eL4TsNHyco/FkXkVN73ynNIs3Psd8aRXaAtrtcNiMvjhoVasnEAaiPW0NlWAdBRoxUVtfUpBorXX69XZeq1DDKVBtRvFxv9liWmGFhXqUnmyMTnM5Ghiqh3RVCXqEKxi1MwTLz2DCq8JEFaaEFai2MG8Pkso2o9hb3zPveve/WY/dMQFa+TP6RxaaLzlz9jQVLvndTS/3mk49ueL4JuoZePat5ybhaB+qYcGRpx8I6e2T41OyEHVePYMuu+ua1Q2rXHNgsr97w4l2r8lXjxfjoOr7hmr0LFj68dorfyds71rRFvHVzWuRfeasclkxjq1jVWh0IT9jYhfnR2fdbza2YH0EggrnScG3MG0M63scjrc/rQ3GQxzDxYNAV50M7iXEm3KXxjA5adWU6pAPBUMztZsOVJiagTkbSbckod7B5UiPFTOqiRkpy/ggfF+22GDFWthQKIUgnJiHplyHM0UyvfnLvr+UD+78L6+89tvLgvVeNjpyz63Op+Y+eHd+7BO0LzOm6Zcz1s4bDe/5jxfJfHoMd8Fj3nPpl97zw02vGzNiRW/0reG93V1dF1z3qPs+aCZi2UlArlYp6WMpDaCmz2Uw83abBYtdWehgrgmZiisUpa7oBF50/xT6tpgoRvJQpaiperL0T5JOVE5YPm3PzhLB8EjrKJl+1ZXJ+zYqF41LMxiVbJvLDrrpv5rlXNYf+o27GcMFVPfnGp1YW9rXWPYLxqQGjpCjGp6SGh3E+CQlGFowbTFeW8LyKVdIMdRgtihcerojb/5BMOJEZjOwlsUNeFUn8q8JZTZV8snzsgnznDW08wTfUvuzWCZlrr1oYi3Suvmva0A0r5o9JyidTYxfXT147PnoRGty1c8bUzWxUaTk3SwGpnbelg9J1V9/vNKM0hzGfc1Iwocf0WHiTqQzxfGmmFJUSgvQ2nRmiAWwmPM6lCR1OwV6wBUJHLTUatvYumCgwGSbkPwxgsubwudsKKDLNf2/5+SA2Y3yIz/k/mkPACGKSA+oMHGJ5g0ET0+mMbIxg0duN/8F0r7p/prNWwM425xZqc/ah6LFXX+2d/yr7xuefn6v929+Ynyr33IN16VF8TwNYJY14WAev1kGDAei0Ol5vcOn1huUQGgBEBgR5YHBhMFCtv1WP9HqTFvOBbKFB3r6OxwUEAaMItltdXejtxjFwVy69NWUDP9iqIcsLXVt9ttRW3c34WxcZW+nSgh0KUPOofFvvo/IvYBxNhht716CjvTnNod6laE/veDoOdfbN48qxjrlBDNwujXcJ0F0KtaUwUAK9FqvHutQDPXwUm2AsVua38VarIU72P9npZ/xl8QyAdLNl4PHEYlFvuNJptdpsdotTH6zUUgeYo7EU1kAaR1ErpzZD/eDNW7u7oa+ny3az0jlFcitnDXF9dTke2G04ioJCHPsAEPMWAxUHsf/OUdlnlm5/ETbDLT/Q6aFbfvAbG+6XD8obmZU75p7av/+j37xQWS73oXc/2r1yX6pBvlZ+UH74JzqdfGRfObz7e9+65XfnPv+y9wu5TwdrlPF4at/v2AVsI46r4qBNKmkpgRzHiiGG4UOZkBRiQqGkS8hYodV/AK3ZrzUYNQaGi5DlH0TeJZjFvr4pV4y1CMlEW7tg1ltLlRQWPDtTUF7V3JBr323QL3858rnZs5/YMLpl/b+NjErTc5lpTbFo0/RsdpoUZRvvv+nLD/bO7hx/9/HN2459bXTvfy7eNjWanHLj5K7bJ4uJSesUGm6TO+BDWOfI/rOC5OCAyALEowxiELRwLOBA0+mjTRjH7l4lbrATC4IPyb+Fflb8e0pzYidk5XNUf2/D4+Qyqr8rpBHXG7YY0MyCBouKBqvqK1L1zeNLAFVeEbBEfcm2+BCrL4dPMAbFMQ3UX6zB/fp7Ke1ll8nflO+VP4ElcDycIS+Cx+WM5tC5IziSMRIc+36D1tF1u5RkNxqAWO2CpDmQdzEugxbL5iWj2YipIZKhI0zvsSyh2+XxhiAO2OnG2fEqphbzgNXoxEp7whdfNn7NhHh1qRE/xzRyhtkXYjX/FUj7hnbduZRlVV2RWzV5rCsiaABTpWA44he5eJzzenkuw0kcw3HDqoWMBVrCZRiJlyMxq5erIKri1NbRBUO9kSwYKvFBtl9nMFtsvWSdEFYxw2G/yuBMg2jRILSZgrdW1Yl5gyCd/+b8RY+vbhx9w7fmXvnQMMgMpKo72jStOjtTikWHT81kZjQn5HW+lkVbZ13ZOnnaruM33vr218bOmv3wOVQkmjnZsaE9EZ+8qXPmze2x1IxbiV5YMQMkTRX2lZWSDUGjqNPymozmeQ2j0SBCrdGg41gs8Kaj3cRnduEfNEp19+/0i6Svyb+56y4YYMWPzh1iRn8EdfLn+N53yh3sFFbE491EKVjLt/BIFKN6fTTqrqsBQnW1T+TdGTdyM8QEK6wxLwdqSglD9RYDYegxsgTbowZaORppYTvEVqghfGtEmKc0wML5G8bC5VV+S1aW8ZGaFQ2Defhd/YxZTZ31gdKJc5bU1C6Y0uQUod9qndIUHVmXMLqhP73q+ztuefm6Orh0RK60cdHo+8qbM35f1cjUjPvR7XLtR7lcgzuWLW34BH7z3Jhdx24Zkp2xfrTWblDzt1KssyEcuU6QqsDJkOVkNBGCfDQTRaFoKFrjoe/F4apOkkVz5Es+yen1oOxJpxlf3aRkNJTGLJ2IIjP6th5CJYkStY0wd16O1wSZAd6GqAvz4E2T1s9pDqRXDl32yJV1I2545prr928cWXPFAwvncJXj6srK8uMqqifVlwkNkzSHNnZsXr0oXRYeu+nZxVe8cGvbuK//dNOS906evGLel2axZVGjNLcxJDTOqh9xxRgRY7gQ+42I5gilb5xUkQ/B0EngO1mVICTxVZkqBKpAVU30pBJSFaljgG4QdQppZPkOE4e9gpBvZPIDTUKh0gqZAUZAqITmZROvm9pYpG7Ds5S65MIn1gvh86i7qmPLKoW2Z5ZQ2r7245uvfPfDs7dE2E/irUuGF2iTlrXF1dwExwkOzrqb5gqq/8HHjxRqJ+DT5JjUTmBekEb54+xq7I3dYIckaQ2QsZhNOC1kRQ3n0nAaDTeT28ahBq6NQ0nMIC2y2kgSh52q1oUvAzO0UOu2mxirlrNYiUNDDMNyOH16SQMBS90qyQfJUqet2042k+7K4riAuFRLt6a72w5zeEy153wDf0lG2iSMC1oBCoyFseIxtoqJs8flH4+VE6Pln8HTULtNY7Q4reNg2SSr02Lk9u9nV8vHgqnKWvHf34/VpsrJawAB5gK7E9NnAQGQw56Qj1vDgk5XLvCejEfy7PSwHk+uFlpFPpfJoVyc+IcXrVaLndhszmA5hNaAEpI7YldI4jt1cChkAXTdz00cXiPEo3+8CkYYfEiPcPgPySokmTPFOZL6A2dKAjxwU9NUR8XQdKVz4cTlh9cL4pBJFbvlEUiz8qHauhZv+dDo8hXl468cUXrnCrmJuetthLi6eDynQUie9GdON6xictCCdvki0bVj4+NG1NjK7lnUuGJGXsuwEPuoOX1/YG9ltwABzJIqbILdDoTnBThC6BDuER4XWLIPAxKEiF/gdRmS8Qg2OpiFXK9iYs047w2hNS+QjaRp6tP/ZmE6BHR1qStyHNuv6Dg9xZQXtbwuz95aL/d13/D2vR0d3zh+y2GIquXTgRWThsxrEcXmrrqJ1/Pw+h8d6dj13ua7Tj/Y8cL+qjnjI+2b5y/ZPiW6+Bqil0Ru92G5OUAU5CWvXuCDmaAU3Blkg0HRKfKOjAM5XERIDoOTCAmoQhowleSk3GfIDBh2quStNoorxRZIBLUbdreuiU++ZXrl7PElrfPWtclpyN87tqueN3m8lSPKvbNb2NUGo3fh3Qev2fVha6C8zM5s751vj9RFR90y8/o2Ua/RKLU5GNcGjKuRjAlarYFhyG76vIHB8YcZj24AkJd/MIAjuqXTAZbwGWJ89ZjPOHoppJj9qkXH2eoMHojchb+7mbt670cjel9Ht7Grzx45+7ezhWczZ/CzyTvdyrRagalmENneHhshMOJnV5Ogx4YRYICGGKdWqzewh9Tn4wcrjy08t2vQU+27mfG978JfygJ+4vFP5WpVt97CupUEi6S4W/B4cCgUQuJjSdiRvCeJ+GQmKSWZZDIVEnhzxozMbg81KZwm+l/Dj3Vg9UqACJYbozMqJUmE9t5j2QEKRnaLVpQMhxT9Ew4X6BmWZi16EFUk12zf1Xb3rx+ZOnH3L+95Dw/48seB9TObV06qqGhfMVIY3yp54IO/lCvEkdnSGQ//4rabTjw865nncuOnJabcMqNre2eF2cc7lxZleQOVpSR5OZHFnt/MGEQiQGQnvMShIhna9XqkMxpwOEHYSIuqFEaqnOzuoXws/t0NefgELQ6ai73UVPj0lzvgKTkCCs+EB/AzGRCQ9Eh5FiB3pspBgmH1bvgu7Oovd5Brkn1/YCR8jRvUSd6EDrvju92Qd0O328sboVEwGIw2Yh1aozL11dTzDuZwTxflMH3tkRpPiPFYiKEDExJg2dCrds0++CaObhljIBWJV3k4dnWv55qHFqXfeau0sjVbUpIbkyrw6TPKp9ulMTotq9eKnMbFcRqdhtWzGj3OTBDD4mSRwTx0sXqBrWYRYG04Z2TNerHaCIHRZuSNjFGPcCxhMLCMguiAJLKrhySRJAZXS9TwUOFLO+pxLsZ2W7q3anBIrsO/JpaOQ3E9jsa1doGw+k04W66BZ+Qn5QMPyB9hjtfCn8p1vTPh7x+QnyrazRcYfw15Z9l8Fo5gO1ik5LSslinI4BDGiCkaab+GqsJ142ehEezqc+vOqvfUkLHGD26TJnncdW5Uz+IAEppY4HebOatRK27g4JUcHMaN51AlB4N4PDUYStY64RInzDlHOVHYCZ34nwWPR/aMHdn9btZo0dg4J+bNS2aT3qaOp90OOpDinFVd7Uvn6JeeHD6hFH3gWMRJVC8CI/QNFoIzxHgZH6s1WIwH4L3y39k+8LHcx8p/h/ceMlgMOg2cV1KZycdQ05c7mNpzPyX/sfRfi+bTlf6CzNdQmU+Xam/QwXE6qNP58AiiFZl7WKybEuaefi2CzQinXQNdD3OBtSjyzZKFeex1enIFpkLKWIzwbmiDBxlokz+VJzAYjbFo/5c70NO9U5X8hvihP2A/RHLhKVLlkFhrDOWFMQIa4mh1oLEMbGCgQejAQeuA3FiRKsmO91mNEeIFNectQFDTUHL8/gCO+J/YeSnxnI5dJ7fe8Ys9U6bseX/z1l/smQzjlROvbGxcPqGifNxVUtNVEypQ7uundrdP3vPBtu2/2NXRsev9r3dunpFKzdgyu/P2acnE9M2FcY7YsQuEwSgpaBBsQR6PckwwCKIe50Aeeoj7djhcBvcl3bfiJtRBj8YaKehHajgiKmPePct311dPbuBz7YsyFTdOumnR5qSYGp52tQ9jV2tdjsapVwyZtrEzZ9Br5cXMXfJ/22ySWN2sY9gC33doeMz3ElAHHpVaR2dgvgyOdsEWJ2w1wLgoVgYxxqP9MO+Hoh/n7B6hfHYEjo3AIVgN2yt3VqIRlZCvzFSiysohQYE3ZUzIlCUk2ZlnJSO+g6bcXY7KIwKdxAAQ30NLRgq62EUUPps+OkBgXUR1coohKEvZZB2MyjCmJfPV58XjZA0bUmHm8Vkc+3sJcxShavjrJ6+oGHbXJCLQgoCbpfLOcw9UTLyqsTJW1lY1f9jijD9YkPGwZyMTksFSLNw7CsK++cfjyurgb2ff0ZkyeCvd93uHR1LXtRVFrsq8B8ucB2lwjZT2ut2iy+FyOWyOMpfLIMC4PY7icVCdLlP8EAR2fJXX4SqzWa2ULWVlVS43b6gaoAnddAjCgZpdNa6CTtB3ZNLQWtGOECpEpG5MvBMH1hDH1ilodw6IYlPQvRuxC7YvGBksKXEPXzErvzx3SP7eN3OTA5YSPh5w7hwzPVCRzKVsU0fsYVdbw/lEYm6ucv6MsV7WvXiC/MnnEzttOr0GyfXo2wyrbUxUDOEQ+jX1vW19PWwc61AebJfGro7DeLhS0JUIweBeC7zSAjst0KLsxSXpWJ3OWQ+EfD4s8M6MEznzhBkCNgdgYSw1ZSVVQRgMxsviPjIq76sxlhGW+Iora0o0ZXeoXwYscHQRN0lq5Uj9KHaXSqKtUE/+iYVZDRpxcCTgwHwrsI6s28fhYt81MxOtdXx5xjWrdfZOcU3D6m9f/e4f7PIv7VMntc9w18wYOX1T+fSlZQ3T6pY/9Mu/CvDrc+dZyqrDQsaq9dg9Q/mFdzWv78w9+ZxphJQpd5YG/FZX0l2x+5rqedOaPeU/eIvyK4nHqj/THE2UrD9jIcuJK7CHBVoDBwm5DNGA3m48Ph3r6j1KElG7UEviN7hRfor5ifw0s/3s2XPr6L12Yr85B98rBjKS0ynabHEccMQyMQRj9hiK6UisVmq0q2MxtTNlYpsOsur0Dl37UWcktOp8RRWs3Ql5hjUum1w5MuVjNRrI6zyx0tIxc1aPueE71w63Gk3YjT84crarfoyjLOENzJbQ6t6nF2+Z1xwOZcKOynELajL3zsQ4GrB9bME42rF15MxGg96sN4oGvcugNxha9VBvZzkt1gxO1OpcWp3O/ih5+TzgcVYK9EYcS5A1SZ3eQEcaYhbQj0WPIwecZPbP55G0k+achV8UhkwcRdChEnVo9GaH5cewWm6Wv5RHw/zPLA4LZvm1NMdEtV/uwPS8qWaahLcuALhhlLd7pUXT/Vf4H/AznZ7lnj0eZql+lx6N0cFWCL8D4B4AlwE4JgRrQ1AMwVBMAMAbFfhIJoIivlYbbLDBpA3aDIJeb2R9gtcopE1N2E+ShXTktYVYRh8xeQmdoECnEhCc7sIKXU+SCaLettO0ir5HiQiKr4tmsHpHcB7KUEqhN0fpJjTnGiHhAMsetFoZlnGaX5b/LL8LhWvtfg5Bk9Wi2QUj97JWqxFnpH77tbBUPo521NbbrWPTvThs7v18yu2ifWhTgw2le//d1tA01C7ePgXplJjVgeX6dRo/XCk1Gjgj0ms5IxlZNDoGAg3Sa4ycUQQazEcNx+GYQS/qGJeOsZE4A5jJa2v1wGjgNIhRQ0UqYFp5Qyx6a2rrzd0kRNxqI9+s+A92eTgsLKHBoRE64G7563DMe8dhi3wX/v7CH/+I2lFY3gcn9r7fux8ul3cRPHUYz4cwnjowVUqwGpbRiJyWFkyIkGUQZCEjIujCJkgqCKAWqBgp4Xp3IXw9NWDxw2frxYdKsFqIVe3wiNwKR0MdRHAU1q/T6H65E36790o5quhTGbb7czS3myaJa7WwHkfK+KEUGWwBumoOkpfy8WQ2FxoZBqNCzFdv4JAS25CBAedX2SKHyIoM5Q2dxc7VkkplNxTcZWiYrGNu7f0euvZ36PGzP+0deVaZG+Juxc+34ihru1RNM9tqA+QNEBrsBmQwmN0WmxNanVYRQCw0qMWhK0l4yTaiZrOFIGOz20na+5JOx1pJJ8pLwGRwDkhAs03dPcrIlaZzsW+S+eVue65LwdPWjUcxWE9bytSkuBr2J8VkHztnzh5B1ezQ3h8jU+9f0IRz98mPrz3zXymSJX/632chlPvgZ/BpJWbkrqGxSxrcIEW8AZFJpRiHg/H7gdtNk3TEkJpXQeANGUygj1AQCCDPYYyvEwTxkcNqdZKsQMTfGY2mBEO8gAy0Iy7X05SjfVhqLq/OD9op3nZ16hzLP+YWarnB8+YqOfC8eULumnO/WfD8+lduaBx54/PXTtlZz2h6z8GTckK2Z6cME3x10xtHTK9xC8Mm//734+dO3/uL27ac3DO1pnIipvwv6Glhwi3zOrfNrsp1belYcNsEnujUEDXvMWOdEkwmaGW1OkYHDdjYEAOx19SKWL2RHkf1SMcRSo3F/IeQYztKXqWKRUXXGWkmRjcVVKREIgxtbR6PDDG3huRH8+fjbAz0ATQC3jX01aGoXN768GsPy8+cJXNzjX0HNUZ2HwiAKGb9u9JVWwJweQD6SuDXbHC5bYMNDbHBchsM2mCgJGqzAut2M/TG4Fp0B0J5PGJRIzTHMggHDOvhNmxHUCO0V8L+CNORtdxhheus8AortFpxEEHnjTIlZEr+FS+OVAMIu9Fn98WiCRJXGawWi81sGBhu9n9TggeiiHZ1noJ0N5J1we5uqLhW28ADmoV51Xk/Ei9o4/liVKEVlWmMsgGBB3v9A5ura6fsfu+2Jc+M3LR725WTcVi59LtjXh45t+nKCSnHWn5cJf5SgW1p3813jzly9db3H+ioiG/beN89n2x+f9eU8qrXEjjGnD1t5L/5PBWdW2alxpYNzDE8IAJaJY9J4PGYEwIxN+Mrzk2RZcJXVjB3M1gLiNT9aM3L893QTSR/qquH/KfTUwMTDXducKrh9sNiriHiVINfdeXd4SFdI2O5joWZipsm3rTopkh8SIrnH2dXv2PQWYZ3rmmZuG5ajUGvO4Zelc/p9E01qSaywTECUXX+zwMqQIcUCQR8emFEVFmCiEadVSU+0eNWQkKPr8Tp9AaVuUDvwLlAMhFzSl3gUSe4yO8umBkkaz4xd84dcV92hnDNGsj/7W9fPUsIPzz85z8f/q/zJgoh2IHj3hfYm0A1uElqmFGxtAJVVADBWen0+3mS90dy831whK/Dh3gfhD67D/l8RoMgKnFBhT9Y6fN6NUEyjZbEEa4RWLA/NWg0EbKylC5MpR3N2pUlzGPZLG24Lc4o0g5RUpWqpLQk+VFVLwVr8zTMVToXCzoaYtgXRqz79tKasUMqPI2BEfnM2IxvzXU1PymdPXzmQqtW/qhx0xub3/pM/IW0bFwSLu68a35WozVyHxoNgarGyKS53/h2aUnbOPHe3n3o8dtfXpV9YNuLuvz0lX19yroDF3GI1m/THk4O/AW0Kz2cXg+nlRD0HmSeU3s4LwLfDisL8B4/hfdcBJ4vwu+BRjDhcvCavxfhH4QOMFrFJ3opfDS/L8J3QB3wAb9kYvADSskFDBrwBFpHplzzSvGaR6C57yXgk4z4miAhmu7gQsvOYGHPoDlyF5nLx9d8l17zKBym7C0N0kmG6X9PFZ2DJu/AsD5V5Ockgj8EZhNEEoTmQfgr8JEifDsMKvyEwGSl8KaLwPfffw8OtiddDl7zn0X4Dhwm+Ql/cDZrcpILEDIN5k/fF9hIvs9F8TXPkX3ITdzPOpQnsCwiT9D0w1Oad2JHMW0AfPuJIjyEGJ4dDN/3Poa/ieqEAr/n3QkqvJZScD78aQy/UfNpEb7jF16VAroZCKaAHUhBUQ5rqB69pOpRs6JHWA4ByF0gBzqPRWl4WZEbrAMdit4lExoN1rvkV8K3w3kF+ESKwicuAh8uwu+BExW5fRU8xf9lFf/Ogh0k6y6FD+XRy6qcJwKvageJNLmAQYnz7IDmoJSGwyrNOqBKLi4CB+ZRfNAzzodvh9UFeDFJ4cWLwIeL8HtgqKCrl4anNBxWaQiBgqTFSnIBQuJ5NNAcgeL0uoqTqYCT3oSInPUX8Rc/Ktr+Q9AG6i/rv0qL8Hvx/dsU+FIvhQ8MhpdnkXXcIvzj6FzhnRoeOOB9dnRtkOL9XRXvpgLe4Rh59xEMXyDfWykvFfgnsH6qvAyLFP5C/XmLYzE8fYeI6WG4HI93FL68krxwF5Zf4Cfuo/f/nnJ/8J8F/YwlAXnbSGoQvBoXOJD1rX6/R/n6lMpXncLXr/RjwSL8XhgGYxV4p5nC2y4CrynCP4zHkexX3R/LoYHK4SlVDktVf43HcuOl/fUTkC36Uxu9r+MifA0W+boXXl3AuzpF+Vo1GF5eRtbpivCPwg04YCB45KvJ29MG6wNblO/DMFuQ10X1ga6PUbyfVW2rcsA4wA3mB+mzxPA/wnGcE1vUZClkMRtFuy5D1qmg3+PAyQZDikSNrM4CPQ4SgrtcnM1p0HN0IFQX1k534zCuEMcpgVy3UrKTI6EbyZ/w/xwt38HZNf6+e+FCZcVtwgSy5gafkOcy455bj/88d+5lsvKG3tqyhfj449jHb9Z8XvTxD55qVqjROOBFxpy+T8heUuRdGSr8Q/8x5CvHkD9h+AVUbgr83vdVqdGNKCHUnTemzZBnwbep/ijwj4cU7QmwgCm8z4auF1KZKTAP/0f1V+EAdvf9QdPKrrYp8Frr80in6OQGi4UMrAVdSGJdYKlsn1dlO6cgW48fkBHVc56uzyZrgBj+BQrfjeEVbE0Bg3aQrjNf0FhjnzJOB9RIg9NTfLnz8ZVnkxxVhcf3BV+q9+VcQHPeffvhjKdQjunE7hrfWatlWQlyHH0Zdu2FsFjP9/VOp/fE2RQ72C7XUP/4kuoflxX8o8mKNBex99lkTawI3w1bVVw9NqPu/PuGi3BPwNgAe+cG2ztZa8O5wr10nb1ZcpuEYDCV9HpgXCQL7CiZNHjJKtaLHpeRJ+kAAiw2F5r2kKI9kgrQbO1Y1l6Yu3XTZhI6f02THmWLj7pam1KlTgP/3TC0+0jzqpmS0+50OJxDJi0dedcNnbNytYnampnxsQ3lepf8a3b1dXfExywa3vCtpRteqqmbOjQ04mexnY9D3QjJH6/2Z6/svb8YF7xVjAsewnHBkMvGKcEi/F44WfFvCAe6FL7iIvBiEf4x6Mf8/Oq4g667UNkeUGWbKcROmRyMkzdbXSDbHirbA6psV6hjan0N7x4s2x4q2wOqbI2FMSxTAw34vnWD7kvXPygeB1U8tAUdGzLU58O6MOQi8OEi/B7wSUF3Lg6PfX+c+v6Dqu8Hqu9vbqup6cf7/Ps+AX5RvO8wet/GQfdNyl1kHQLDH1LuC15Sdd0VAAPsPdn79iC4H4JDKpxOPwiOrGvQ5x9Sn3+g8HydidqEZZBNFNZBrCAvGS1kUYBjGTx2kJJOaLEAg4Yk/9rCRGxvt1J1BtNHu9/pPXaUTr3S6k66OEKbkTb+/OfKEsmxY/DJg7D87Fn5vYPyLAU/JS78ohgXPghToEWNU2suFadSnT+s6rwAhlw2Tg0V4fdinzBOga+MgwtjJQV+cRH+ERgBC9U4tUJU4tTkeTpPrrmGixWveQx8CiZeJrbdiWOYOVR+yjWPw8Oq/IalyCudCvKj6x3k3cjW19Tx4pf43iq9Xt8F9Crw4SI8Bw8V5B0XKXz8K+Hb4X/1x/GXur/mvSJ8B3wfMEVayQWXiuPDxTh+D0SFZ1w0jqfwNK99XX0GKOa1ehu5ACH9ZZ7BgSOFZxj09BmGQc+g8/7UPxxR6Ab/XfAPBjOruQQ8U4R/GHwAMpeFDxfhnwAfFvCxWSn84BhYyUX2K7mFLa7MW1B5tIEzICa5WFBVnQhLhWkMtqp/IiNdq2xdqM5/cEru8QOFLvRwwf+6vA4W+0nXoOfS+WEK363K/2oFngHVNV6vxMDqC/HEessRPFW/vJMef+e8mh9RsmYQlpSWETMaqGENzIBpw0JpAR01cUC5m1nQ+zqpIvr03PpBNbMMjmqflCbnGcg6EWPcqoM6g0GEyAWRYT5ZGULbENyA4DIEx6JOhBoQjOKnMqZtZmg1m0XAuABj3kpKPGYwcDQDGdaqY4wMKZN5xWw2GQ0GI5nVBJCs8ZFGqe5sulD605VLd/1gK5tSemtydqX+h9bRDvo9be3vSkJaR6tlcKTM0EraLzPwXVhyL62hvQc+s4vW0LKr5R/Q1U15G8PAjYW1zUK+Qnn5FD1W16bw8ZHi+Rvo8bO0n5qMzz1qfU4KTJH4ITGYF+AQB8ybYcogZOgUdGWxKKechDOJRORixTlqbV3vMWXu+ZiylHm5Ch2yrDJn0gMn77zzg12TOr7x77fc96s9E6E5N+O6pqbV03MVk9e0tl3fUbEFrkK5bR8+OHXag7/YQpZP2ne9v2PhXZ3lyZlfXzJve2eqYvad//Hpp8W4m9L4XJHmz+jxC3Rvry/V2kE72CPNHq2frkdxPdTjf0azun69zADbDXCoAdoM0GAwt+pm6pbpmJRuqA5xWHs4Vl3TrqEr2nZ2NAvrWRhjIZsxQ7OZtQOW0+tILZjRoOUG14LllF0fsoV10IIydHX1/6I6A4kS0DVuogaonjOaHeZj8lH4PCyDz8tHj5ntFgPHCCWpiupU7zOk3BB1Yj1I9uuBRrGpF/vjWnr8EpX7ePzxB2obWhxzTJICKzkchusR4vUZfbue0et1Zq1WxzA6Uo76olaL6P50RgM6b+K+R9lQId1fD6sapJfsP4X/L2TWnrszxfDnPhrBPHFuLrv67Puf/vJsIaf9A45/OBIbqnVrV9D6iaRkRyLL6jm1wI/VGriBNTSFLr7+4s3dzDGcQK4mfGC2kxoKlWaJ0vwKvf8ojPeHtMZ8tpRESHfABDeYtptQqwnqTX4TMml0Gp3RlsRitFgwwzU4SDXSSguDwTKAbrJUSwvkyYoTmbavT6frFaNOK7S79ZAsFNbCWngFM7X3HEzI30Szzy2FnTJOGs8y8lF5D3O2By5GcOiAGIvieggUxyJ6/Loir74PNHn2fjyGRUEatEtBnwfqdNDLQE4oN8KYaHEKZQEfsEBLOkAk5YP+w9guYyCK8beQ5qWmU1mMOvkgbVvdH/bYcJJ+Wimkg251fQgjXcXQruFau9Ip7I01MnShhWldvf/WlnGbX7lS/svVr2xuG7Hx4Pq66UN5Ydi0WmiqnUa+Ta1h71+uG7fx6WXLnrttonbjRtO4m565dsFTt3bolsk/5NJtc2sy88bXaKA2M3ZubXruhJxGoV+tOcD0fp/KCuunJoJllQDDJLtDtIWMogBEpOOxRVCZSHohFNLzBjvUF+pRlXZoQhyl7fSAWhgvVpG6QjEMp6Vt0Fr8nRQQxcXa8djQXa45rdD4tZTXAK1ul7st7xsxflql/Ndpu3PXVlRgj/vuuKujYkKHunr/zdwWv6YFVshvztiWyU4VrF6bEclvwEZNqLTxiiueI/XXGH+A/WoGzJCiHvtjgecDKMDo0uly3uezCzyfLRd0ECqV/SW+NKRL2BlDjKiZSXGoZP85Qg7pPCLarrQHO+qPdZF2hlxtjooqX0cWyTyK9EgjqVIdVujRIfuvuud83NiRdj60B5ruOD5xr69m6vA/9vbNqOYj4dFXjW25sjUa5qs6zzIVi5ZfXXfy/vvaWh94v+7q5YsqmLP/XTEut2LksOvn1Oc6140auTLXWvm34hrJP7HO86+sY9xA88ZnVfgOMOVS81f//BrDPz0//8/OI1P5E/xtw1T4Kwv4V9eYTBh+UEz0L61h/Csx7j+93kNr2P+m2Y5tMQUmSE6LkCmDZWXJSq+HxcaTSnqJu3nF43QmDfEo0WJWz5QXnWVv94fE6+QUyzzW+44616H0fbgLreOFpffiUidRX45YqJBkfiQ/HWybPE2c+/i6ZmnFAzOqlqaHlEvBUC7mDmTHpuu/NlH+lfw09qsn3GGfue6K++fOuGd5g916xm7yxPNCeHhlICHKtcz24hwXlqMtrsbsvy/KUU/nzrhBuSzRk9uxHYtgpiSUYpdjFKBSdGJIIFFQmgjxqFhK1uoBIR8hi0AaRwLYiLVozQuWQoNOuvdYV9amNFDQ7QmOqR06boFU9tflNbRVhz2vhUKL/izvNaQax6dmrvfAWEaW317yxI0z84EJO392+08gTMm/4le31UxpSurRkx+MmN0QvGpJ/ZEfZqasuvVrLbd/8MiM/c+mZ7WFG2fmi3MJdMw9CC4SK/1Leqj2OOB7PE/jbqbvj9yvsL7EQQ0eaf3BhAjCQppPZ9JSmsGjV7rOamFEf6kSSgL4GuXWM8AKHHSsMiYPFGpZ+pfLyS6D72Qd6p6+tEBHUJ05o2gOwo6PoX38BYWC7qIyod/LX+j0pvzY6alhVwXLLXxZidGIo3imBZas/c7V2cbr/m2p/MmP4pNHVXhrpjUy22XrtJsj6eYKt9v6Iacn7w5185ko+rs8sWHhrWOm3jazCp78I+vJVAhVpWZQqBfWAky3CUTAZKkERETe7xC0vDajlbSMX+vXBmNlATEY4clMiB8AnxA6jOkuARDT6yP04igR0/pm75swTSshVGqVJut+avIFCoUBvSts4q34lGaKfhslac23lva+JT9P97ltx//78f1dkYZTckRpdJEnFmpYNY2YhhJs62GT2GFZYEGkvVKyMBaLv9QLWbGE92f8yG/xGbwuau/aADPA3k8TeycRGjF2e6FYX7F1paO0sD9Ewb5/LD+VfXTRlK3za+SPHMlRmWFXZFWDPuxPViz65lp5Nxw3fApOJb2yjtlejO1mkvkS21zVv7JgsmLHVVV0TmbwepS/77/YaWTe0rZUmcMBvYV1GT6Aw0QISwfP68rvsAtpDeQQyQWQUaSFVmatqPSe6GnJlZaYu9I7eawYlZLiqx7bUTqJVZQN+vsX8i4sgjshL78Da0grCrOdVFuC8/NhtQ5oB362DZSCMZIXIQPtgkQej62MDYrKxtE0LA8GGdq0bBuUGBcTsWJlucr/omEIMVWTSP04c1/v12GgYAS9b8FP4lMUK8BI/e7tgqqcLSjPHy/I2QfM2yPiVzENVsy/hygNHjBW8rIcB0W32+Zzae2izWjT6vU4ZHITO9DqNFqDfQD6p7tJYErSiqOOeptaHI49wVEazuUoVyP2HLZ1DYe0gv0TpmPJF71XfHF1MuVC0A2rU/AGwuDej2GN/A4q7TzS3d3VdVredz16/MIcGcs6AgC3ll2Hx+cD0njtJO+k+CRGx/m4BMeE0zBdXS1ma1zZmpq6VDY7cmSqQoRiNCpGBFdECAkoEnE68VAwhWz6nq5JVZeLQjSUL6tjp5CGOsmQSKVGRLORcsMIUlY5avRo6DygFCgqxdvExdlpVSKtSCUOz0teGWzrVuqDsO2TLQ4KzQGQZosDj+mm/IK9kSG7XZDhFAd8dODAIa7SOkAKie2kQw+nlE4MhONG2kpQqxgkrZdnvOiH0OkuKRGC8WkV7nx9vTea9qY96YqY0RRL1wstNw97TX76h6XD03IPppy3dctPv9Z4Y4tQn46ZjLEKDOpNR7319Xl3xdRECV8S9GDPkmEt8bGNnTf6TVbsRNFPWZPb4Rw/vcPH+m6+St4HV+SHaORS+DEy+8vL5B1w4jU34lMd08c7HW4T+1PSm2Y1+W/sHNaasLFYVqPxWPM5Ho9rQJcUMmmTyRqtUFVlE/gYjMUCdTUCACVCANSYTSmiXIGSZLKauNt9bmM10THUP1dxLNtbX0+G42KrQY+yuZcDR9dOR8FYCA8LcxfFHjxaipUrbHmmnT0VXr38mysa3BXNmatXNax5ds28B9bOLIN6ayw3qio0rDq0aEl7vmvB6DGjprmZdlibnbZieGzMyCEeNrJtQdvGOTUlLeu7JlcMjztMpenIkOb3pjRlmse1FvsO1X6uUZJgEPUIALOOYzwMYjjFH9lZPD5DVocYsiD7zD5lm4wmVYNoAxeJOHJktzTSaUZcUg5/MosZeYL8KbQx8CC0ka6tQgdX/1oY8Zlz1Hnv8v41eI1h8PyjiudMbEfl4BopWTSRoJCIRG51wgwpnSuvQAmRL8+Uo3IxmhAipUFiJPsTCVc0kjS4LjAMtV2GvCSbbrM7oAG2v1vGeYHyc4ruM0Xd3w35kBDwe4qqPco7qqLNayqrGJoIj2qscWLVftvVXE6bEOs03tTI6s6bfKrOuiKKxprqW9sjWGdXiZKmUPsNcXxYyq4CQVAjGYMihCGblREDzGtqP7oNOLHVW00m2F/8p0YyaWXruovGMGwpHgE/wgFLbsy0qsEByyxmG41NKporvefFJpeY9ynO950/56Kev4L67ZoL50wKdQcU/rsXzlNg+um4inXTB2ZJETJrSjYc8LnwMfBxjI8RWc7FspzZjK0aQQtxffvNnMHIMupeb91vdDdhvVSKIat+rNa90w7Son9zks4AqPCoVrHAvB82yO/CjHyt0DJp3tC66QmzIJQZSlPhUgvW4Y9R6bnHxlzVGjPq3kFYhuZQNlaY99JMpr2fAl2zdXJCFDqFMp8lICaNAEIohOlEl8VEQrMASGKVhD5aXjto+qT3zTdPk63MsUEVZ0yE4iyKk8yZxAWlHQmNveuNDXVDbzpyBzTf+YMb8nXr37gLNs9t8P9V/vNf/Q1zm2/Sj1//yJz5j68fwy1frhu34bHZsx9ZP15/E2zXCkM7m05ZraeaOocK2ovMk5A45QfUN9RJTm2azGNqRIYxI5G0F3Ok2+olvdHAFhqFjvUWJ89y6S5lSKXegAyru5UIZd4X544rEYoyiJLnLMbPTeDnePFzbCbRYLX68SNomwvdHme/1eGAFoOx8JziXEyP2mVd2GqrLk+fp7b7LYa8JTGmYcQVImm6lm6ZOPn+FSOxCR4dNT3rtHvh2S93wOd8pYmZdy0p+kKunNKblqxINDJ6UasReQYyCq1Ggw6yhQkhhdYPe2yneoqEkgZbSqgfluH/PPz7tQValYiM8pTbSdcvh0puJFoZnJKoj8lgn2ugT3rZbB34qGM0ZCEPy6aPnve8fuaqz1z6+Zeg/6EqkxFIYN1co8Z9TZLdWIj6QJkmKCJlW4JgEMBX1V6y0vO3JTjW319KW8v6M6F4f7wHN8rfQ2v7A75pxWiPufN3/dnNgHBP3Z+DC9C5UwfZQ1kq1Qs+m+gg+8pIPsbn8DmAwIQK07VEEqEQsNLG7DJS8A3o0kix/35gclOYxS1mbfj7wPgU862ILEoQPem9fUCE2o8ymfwdhPaAWNqCM5pGya0TeFfGhVwuSykKiMq+MYzSPQJJj8g+i6HQh39eEK0I9KIB9EAEzwufL8FPCMZiv7qSziu0SwG7ANSC+ZKEqBP1+qBYUhKM6XV0QiEW05TRGV2jZsDkIMGv95gyn4BNWV10IQM8JJs9ctpYXVSdWWEj4SiOXJSGQKGWadKXN07NtV1XJv8qBeFPbv/Zzgn+uuk3fnPZ27KcgTHP+pmp8Y0pg7wXPZmf2Rhum5V+dv+MRz64fdSdt66aVv3DI/VLrgo2zB7xAeVv3x+4LZiOAEiBTimEA7FwJiyRFx+gyhJhJge5gAaIZOMwhDQKo91x6mCNLFEOHv/K7UZ0cCR9Of0bbJzOdvUUWK/s4pVT54rUTka6kMQXthqEB0ieu8Xcvu0Hmzb+9Ovj0ZjtP75t0xvb2s3QGx61sAn0xUcvqK+b0xKH3fIwLJmhi5++ZeykBz742vYP9nSMveXphWsm3z67Gl4785bJ8djkOzBteqw7c7HuCCANlknlRrNZtNhcFout3NGAB0yHJSyIPMyQMc9XbbGUCz6nw2G0mdPKNBCgi2M888yLZgtQti2j1GHFz6nvwlDoI31opI9K7TpTY3crLMTqdHCpy5GKORraQDqrm2ManYE4HzSbQmKm7Jvy9w7lludnrRjuLq0Zl575KmLlj/aMmGpL5UQ++gT8EdLodTpvUkp/DksmLHaz3rEz5lfm5k5ssJd9uQN9+9cIcUMqUlmjqehnmeGabwEtiOzH8aaeFTmWdFdBWrehIXUbx0gggwkgG2jblXUY1PyFfCOJoWCu98y5dZh3JGao7fsMXY/+ZNdar4XT+u6gu8AiI921lZ6fjR/4R/RXp9a0D4DeJNDiHwayCyzJ27GSrafnXiycQ4VzCXzfW9Gf8LmX8LkYOZc0qufwOIl2ob/iZ66Gk/vupM8kQXHhmWF87W3oDD5/HT5/B7mWLVxL8L2F4rsGdqn4sgPwzeF734Z+h89fD2f3bSPXcgWcKvr+iG5Gn+Fza+HUvi3A+BIqXEzPp/G9N9B7r4MzLsILukcseWeW9T619uKBwjuzWprpvHRL/zuzLgLfDg8V4JvHUPjmr4TfAzf/A/CGIvyD8D44XcVn8qXw4fqK8B3wflih1ns1j1PqvQY8obaf5vuL1zyCcbpXvaatWblmzMWu4T4vXvMQ3PZP0b23n6/jWih862B4eRbZq7cI/zizSq0pm9Vst/XX1ij3fU+BozUXD0M9lcMLiMExSogFc+a0TZcKpLCT5sCmOdA6B85hUCdDSy9wglaovui/J342R+6Jj+k+uRT3+1WduL6AeyJuMtG1ioG4nw8/QCfi5RQ+/pXwe/p5c2l4KuP7VRnvKco4XkUuYFD8PHkp13xevOahf+QZA3DaC79XgK9KUPjUV8I/fLn7Y/neSuV7v1r/vUCVb0PFwDrT8+/7BNbnwn1T9L6VF+JBZXd///X/JK/o3sHU5r6h2ty3FZuDoKzCWorz7rJBz1Tghxfh2+FrCo4QhAQKHxoML88mexMX4bvhQbVuLFRhhv20n3/fJwoywIBhet/ooPvSvXgp/K7BvgvjHQKWC/A+H76opwRvCh+6EJ7ycpfKyx0KL7GLDcXIBQiFzuOl8gxD8Zqi/yK8vBROVE93qXq64/I4DaBhbz98rIzChy8Cf38R/hH4dcXXYRqiIYUG4aI0jCpe8xhsg1dfjm6s36M0h4vXPM6sVWVcE7JZ+2VM9yGk+O9Wa96EAv4mEzEEaB6E//nw7aC+H540TkDTIPh6DH96APweUFeEtxrZC+Dp/amMFfgODF9RXJ8kF5D1ycG0VuNrPqEyVq55EDQWZGwOGC9FQ6QIvxfT0F6Y16LwtsHw8iy6V2MB/nHwPZWXZT6d9tK8fBjUXJ7W/j0g+7bjeNOh+TkeRdrlY7QDYDfM41u7DgLY9+F+HECTmj9UrJX/V3h1/r6T/8o96F6V2ip8zSOKDvT9Hzi70H/gBrT/YCCdenk23dtSgedM3R+rlfdRNyj0SuB7MozmkK1wzw1wLqac9AhMwgkwBvP0001gxQGwD8MWpUdgnQJK5YFZ9oW6p28pmCbF/CwTYIIQlQRK/BYrRAwLxSDvh/6SAIMC+G8pstAqPqtd3e+uv42+S+mjfydrO9Vd7KQnUW/erb1gB+DhkHTWw4e2b79gH+Dt2zWHZM2a76+R3zxvO+A5+Jfo0//fHv+f2uMePC4+Su+7Rx0X96r3/b/VfXdgXMWZ+Mzr296+rW97b1qtdrVdq7JadVmybLnLcsPghnEDGxcgtimhQwgQmh1CTUIKIcEYQwgkgSRHYjnlcil32Em4hCN3GMglIQmg1W9m3q4kO8CRy+WPH0a7b+d9b96U7/vm+2a+otHTs9ZFEt+brJ+HanP0Krqh+F42IATEvpdUfqbes+FHoVyHjzUS+NgHwt8N4Qy8nnkf+CPT8PdA9XR7CgT+g9uzANIIvu6TgR/APhnTT+Sn+8xR08/cC1XTzyRjyjON7/UMe/P0M4eg5kP0Y6Zdh2f6kWog8Ikz4avjOM76NPz91IM1Ga4c4+r+R4Caeqa6gEL1AhpplW0Vr0otsBzPqNUULwggMiusuYrhSWDzF06S0OZ4K89AMs3gwwdlFyJq8puCUR4HOv/2jyDz/Zd3bVHCnV8No9Wff+IThJdVV+B456hdn6z5Rf3qPfHo/ws+iv2967GJJeVMgamuwnG7UTvuI+341CmlHToPM+37JqC2zoZ54eW6t9UMjB4A+uPsUUmBwW19rdbWFq0WN0Bba+usWOEm0FmxmTgW0hFJ1GqwtSql0tIctlclMcNNRokT6jHDZwWWOP4Cdi1RoofXXBCxS+J0FPE9e6qv7N1biyT+6qPVUfjYo68q0cRxW0k8cYKb99doOKbgJgT5FmsEzVX+DNw8G/5uaP2b4BcQeIXP5tvxAxSVP4u+zn6GA2/U31HIk3cUZp7AubOmfs08znwENIMyGAJPVsb6A7AQ3BCkgoE0HWmz+vJzTTCG/u+EQ50m2hqJroBwDoSwhE3fNyQgn1iWoBJzmOUM1ULSOjLRNVFozUejeSs9t9svpk2BTqavhZx7OxOMKhocikScT9OPgj40NSoAIQlXj+O0dJZSpVIWn3OfJra0p40yWm9xGB4lVmCWWEpLEwYSJxOvw+Qq3axEC5zJbpOEM0EDebkMi7JI8x4aKgFOlIRUMk02zcgGKPP4Z7Jrk9GhhedVzr1rczE0sKm3vamw5oqRgT1Lmk8+LFo0PxUdTrdBm8gXJr/Y1OTJFQsZvaOjp7i4z5dpjFo+87xcirvibjG1ZPdAx/rFg76+fcX21V3+UM+atk9e+k17RyzV3JOLW7Qup50acDiKvngmGTAn3dXv+deWOgd4vU0itliT3z3D/+v5aT7RUprt/3W2bzfWIOu+3XXf39m4pPggY/gv1uBX1eGnfbtn8AIHUX+aHWJ+DLrAMPhxZeuyLFzqgEvtMG/vs1PL22CsraVtsI1WtznaqLZyGfR4pO5gf7+s8UBPIBDc1LS3iVreBGNNLU2DTbS6ydFENaXTqoYG2JD5QQbJRj0ZKpSBwUwwIxfRUjMil8vpdCDg6ZHMx+h1R7rnzGmIHKO3fUWny3+V3gZUgKMPYhksmzqdISmOT02Q1GkpiO3LsxO17LMIK1ZlsvbURM32emKVoWRDIlvGUDLUihUXBEhMfvHpIadEBFS+8jmSW7sTom+TIsPRGJuKtZ/KL/KDjdYQqMAOefWqxILRQV/XnO6hkfFgSzjnveCJvYWAv1SgnMH9pmJLdlNgrYo1ip6bm3rmplSXCGq3+y6r8d2bA70LxxzaBqo1e6Tk14cyA37P+EWd/mTWHv7vviazx52LrRmutvWWMhHY6nWK+fZkqdp/3bAHXuNM6ZMbO6rJ7rHeLa6KjbNayD7tg0h/vIl6C42Zv6IVaIEGLAtYgL5TE6WSPZWCttoF9imAfCSKKMQKbxJshg2LBK99jNri3b6gZdi7c/F8kicIFuFhZhsQgbui0WjUahowao0GVZfF2c8mMtkUqgwHp+H4oBKBsWiVrfCwqItTNtk8mJu7Npyj+pLXLD//SwOd149888CWw6jeeTALf43q9YN0xWK1WiwGt8slCTqD4LC6XKhEAkpyPOnUBH5NRll7s8q7lHjsSiCgYISkuSbJm7JmDwV/LWgklbErqjHoeLUmrMtmd1Zy0Uh+KxelaEi/ag957TpbRIiMDPU4wuf3PX7tjY98b57LfbnaFwzhPvtglpKYDSAOBiu+WJT3BwKSy+V0mowaSaPh2ZDHEwpEo4GA0+Uy1pqJGnoig3Etk8J+ABg/7SlsmYMTAtZj92A8I63mg7lofbAwmmWVTw+kJIO/2RePWIxSiNeq2VDAprbqxCZvuWd+KgbDqpLbzvkpiuHLy/JyJihqVe6OjoL1vLs/vat5xOtfmPvJTf0Dm3I5V0rZt98I8/B7zFo0zt0VHz6O4BDrdvlEkfPZbD6by0cDE6cRaWg0IujURDaF+O6E4s2Au5NCWg7O/pohmXV5HGUzT9Lo1AiDpA9TMrRbzPB7pdtdzS1xTTwwr39o+BKbOeKSLmxNXgSnvmsT9ClvuVPKhC1pX9t55637AitKBt4WM5ksyQtjYZy3Dn6ZAvQfgBUJYZYngawNSF4hDHBOTjiTmJPnprNi44zYOG0Xj6N/0vVkiRSwh03urq78nHTz3K7l8bS9yVhY63IHkz6T4IksGLiQej3ftdriczgaYpVzjxz26MNy30P6uEV2aKlEKFVAI1GCbfDPzFYQAtmKFcvbHr9gk3WCTnJ5XLKMj12BMu+GrESyiL40QWZfwVA8UMo5DeYzJAkummSCozxJFgr/HFjp5UWdgDRPOtosj/giDO3nw4aBwn7GJjsp7697BqRoqjWsa27tdKsYi61PP3+kVeLs+o3De7qG0fs9sEgZmR1Kjhq9XhQMAuQF1FZRrzfwSvOyKdS2k/YTxpINIShpmwV7O8A6tZqs+FSpQBmTHXpLRDfHnnOaKkn56ovDnbKf2fGH3guS5a/s3f3ltqYNHWBqQ1U6erptVMEtD8yh929D72+qGGm9hIZJUulpSRLwwi4oDTAQPmE/YTuJX6/IzXQErb9oHvPYRgdivEfTSBmt1+yKdMrB3lSb3urXjThyTnMX1T6FcPjNo2+0LE7+oXdbY/nxvXu+3JbYgM8auxFvehO93w7CIFkxaQIMniiLg2E4R8gtSbUpOnkqQyZIoUmb9BJGJCw0ENavcH2CSF6IZojGVtbkTC2bgW+m8+18RzhUNjf5fJ0L22SNntXqdNJBriHgcWi1a92U+p/1E48YrFKknN2c2xQ2DhRv+VhjM2yINRlUJj6Ox8mF+ImVuQ4tsMOVAG5i2C/bbDotZzCEPH6tzibrPU4DZ9LjvEcwXOMoqNkZkgcYn+jiYHYTJGGoNFHDMVOROLIojcdh6XiMXQUk7pCVTQkYEMTx0Fx9DqvKa1ElGkqVeXLGPR5pTmZdLk9AfdEyvUvHckZTQOcTe+nHv1p2az3SonRisc+41yxKKd3+Kygq0Gpvf3AM8hfmlDjIYdQfDRp3K6KOvopXxtqByhuE0EEHJYfX7yclELo1Kp7XkO6QVuN0FBmyapyaMKJVQzn4JNkKi8CgJLufmRMiuSmLLGaS+dxzOWiLJlujgd6st2hJWGXLnEJTd1vc35bzx5P0Q9+t/lu1unB0uT1jtyR7EytTjfvmNy26uhDLVpqbl6J5SKJ200je9YBcRbbJMpoBo5EBHhuj1cl6xoLHH6QyKZIb+EQG25dhilbGHTWSJLSusZ2Z3KxFXqGnOziVLvK5TUsGezbohyrz1nQULtsfblvsCRdEmL2vsnSZadXag1sudzobQ+7M8Be9g/HsfesJHcmoXX5mPeJ6iytJp9OKOLHg12ot10jwYgkulTZIVEbqlqigBCV0jw4G3ZJa9DvdbouCKyePYzI7SRCFeJNiwsO9mMgozAghh7nGNjGeWGqLdSSKu2KVySfll53RAQtaWwSe1g4Y5PkqdZyOF0LDy3egp1TW4aAnSr9o7niY8jh4/kLx8Hfat+cv/v3liy8+6HTEVoVIfgEN+BMVRWsnziBr0Wi1RjStDrND61JxPK8ymTQqQpMGBSem+aaSt52cZZPWRglnyGdrcS+UBkaxb649eNVnrkj1bmqy2WMiyzWnC8Vz/L3wWU0mEk5rqRH3Lcue2zPn44PjkV7P+Y8u5VRmMsb9U16dF/4W6EBDReR5RmCAFlICj/Spp5CIyYDU6SxS84mV8cQJA5FpWH8078/hjTzEq7I67x8C72g+3TI0mje4NCd+9Xv3I19b/HqHO9lL6q9erXsNPAlGwCVPgXa6+clSm7mEk3kco1uOsiX0b37jMTpTUQU7O4vFJprikYBbUQ8NZRtisbb2djf+qco2ma1Go9Xqx21qAtjFiywwL53O1pnp5HGSCTxFztqJbTkpz2KzGdbMRwv5XDAgQi2tCBx4CxKSWUeXioArc5i3FRXGQSgrWsTfZZhgsAGwbNW99mT3Kp98/XenQPU/qv9afbX64rWWc+bP2dpfEVKR5kCq7aZt3+J5gy3B3TN/zril3JhcuqzhEn3Z0rjTdtP3IQM9MI7+qBM3yJ3RhqGdX7Nuj7k0Zrvb67abNT09JT6fLHUd+mNgpPH8MB+1/aBnoSG1YcPm9FD76uc1ZofH63GYNQlFhpl6espLPwJSaJIsRwANGYBHh8IzhgkUz5PBb6EendTSb/wKSm7Co9B8613wX4EbUdVQRW0NeCSznqb1nmN08Qm3OyaonUjVOOqT9AEeZ7DY9rhVowog3HwBe9khoecUdmRVxhsvGiQ6I36VIsRhzCBjWVspOiEaTAOPhp7HQ6t3vfuNy0utubZVfwq9o5Y25xq1PTQFl23f/MvtG75/083jzxw5WCr+6s6FvhD8vRsu6LtZ3RrMG/ds/NmW6gum7nvNFrxPtQ4cAndQAoiCNFhRScSibofTqXVLer1G0GpTlOD2ua1Wt1WrcTIOVGoyCT463NREw2YkNL2g7FQRvjuhyHM4z/mJLDaVVeLNY8xCi2HRnyeacC6SgpjrWnD6MhnJ2FHCKbCVjYUnZjWoc3dUT4RZg8nIakQ9oxO0VkGrpgSWUYsQcja3RzsY1hhMQqC/f/mhOWq9yLYWU2pzxMzygpZhaY1fp2F6LILI0yazvt+lUnMwh+b4HqqMyOZa4EB8w2yxchLqj1pFcxaLXpJMNK3GnA7ziews+VpZy+v57TFPoxWPMaQIyGZre8AnaBhGT+usPqtD8tmaIJJR6EXBkMpdMevjzmi51OpfYPXlBJVgVHDtCNUNLqGvAwGENX6f1846HBqLxWxG0pXGbLHYfT673eWSaUFgETbVdRTUHIVSSUboWdJ/loitJpwvPoo1FqWZ2HuWrGnTcv8lDodBr9LqWYHnRVa0m2xOX1BPy2hsdajJ52WjZlHFyhmjOe0Ndba2uJe0tDSYLRoTbvNhqhdspW9Aq3F3xWO3W40QCB60fuDFAtI+n8fuFCVRrRZFK2mwIrLilS2jtHf2amGqRbj9q8UCJyWXSTCirSq1QSWqWcTeIOviVV6aMcBoIpSQnIzKo5Y0HD1XsEt2n0TTTVzHAlvC0nNbOWuRwlqTdWoKNFfXMQeZFmNE8zG8HyGdplxTPwOeioaCIJNh8MZu9tjU1x8XpVwWpBqVqJpTU4gPbMfG7ei5W+rPVX8MouQ5GUfLo6BMnjPkyLdKnZPR8431sJzg/6aOM9svRXEdIGbgxRZ4C8iATMXH0GDDxkymUu8PQ59fMZpz56N+VYzWWqfqHav1rTo40y6lzuqrpM4Eal97xYbqnDdI2qe0k6FHKjZ7bgQ1sqJFrRxBDa9odaS1uPKZ2pV+/2PrB5Wp/XyGdxkjzNu4fk2IOYdZiMeXxXHhAxUzTYHBwZ6eCgQ9nbFYhaYGYTdI5VOkmtoYwDBzCtehuUepgxpT6qB903X09JTLqI5yq9+P6uiBHf/3dQD11Bb666Qvf1bqgA8pdVC3T9cRCnl9qA6vE8czoULQc1YdBEf4RXUcZ05SzeA+YCF4hmgojHEcpGpYVWt3M4G/RYGHf5iGl61qGuPl3wO/CYbhL7leBH85wfvXp05QzwATPkl+86jVqlZXoA+QoC8KnVxB4Pum4d8g8IaKCgIFOlyDxuNVPcxsp69FsKNK3VQEVUJguzK2hgpsn4ZF9LeCSjCvINgONLYRTQh9oifAm/hc4n++X3vXddPvemPmXZlMA3pX19nv+o+z6nrjrHe9732gnvwss53qnn7Xm/TCd9Yp7xrONPAVODjrXdVLqAT9Zr0usQWsw09A27sFpG0YaNBkNmLrIGDUIuKi45i3mF05/H1Up8vFKWjA04XpSiGrf0ydgJvaRh9m1hkjrF6ZK3g1eAnjATX1k6PhsNlcoVKz8KAGv34a/g0Cj8YAqYEEOjeDB33VZdwB+jXUXq9SN/MyWEdwrPqpo06nXj+DNWAG/vQ0/Bsz8Cdr8PHZ8GevG2/CP0z+oD4fWubM+ZhqOYPPI9h3/wASGDZFAqsm8GhJhhz51onKN+JzCcztG/O1uAD/V/Uo/JH5hcIfcT3sXrhYafsCzA/hklltxzwMw2IeRvCuXIedi3kWHP1fwdba8Md6G3TPMKGpFgW2UsFt6Dm73j/W69U9A39Sh21rw/WW/1ewoAHBLuZTCJ/UGBbx1gS3GLgrJgr09eVyFWqwotPnBisqTW4Q1DC39g7qZZ5H79Aqz4EMl1DeEY+LYgU2nNGeDw37PXA708T1I+o/fj7BWZCmnlXo4eWjvb3BYIWaN5svHgdfZx4m8BMLFPhMHf6/jra0SFKF6p4N/y+ofg83gOsfJzgO/Aie0I9S+6KZtkyguu8nsBMjCqy9DqvUPFCv2Y3kjId4PdcJ7gC/hCE4BNfBy+Fj8BvwJ/C38M8UT5mpINVFLaE2Uvuoj1DXUB+nDlGfoj5LfZn6KvUt6nvUD5HgKM+kMCh6aBkriljbNXsh0iNlklUK64hYAtRDnCgA55yx8EE5Wz9jU/IhEB0In7QhHdOvbOGQvWH8KVvbIMnXRctWORv1109ZyrAT0rNeyPFRE94p5RohkZRxTRF8EczXfPkgzvmVjRazJj/2syQpwFDlivqKe1Ivs0CSvBfpAkSGjXL1DVhUBW6SB9YMdJS97JmfpL0eWjkYOqMTHtgGzxoe9KFstGFBfmZDHKlKtTs1Gb9w5r16F/FuDFYiM0XSF+tMV6xn9ATvhOAJQoOA858pP1HV+DdN9p0yhaw/SsaK5LbCc4X3nRHA7OswuS6QYsXZXk8mH05vu+VznVDpSickO9Xoy1TXAqLTuwVFnNAXbxNYa3sz4bN+Qz5aezOe55mr8PQViyBY1D+S5Y3GyhseJkj0I3wVRlfWDLkyy+jtkHwyH1XTWl6l4SmasatE0ai1sFqkduqsCVE02YOmbEGbSab7KEoOtEd+R9HU4xd0GEsCb4kW/Nl2q64QL3i1+krhQHv0Y7dWrTmXK9Lc1ZxqpaMNWsM3aKsYFtQ8Q6vhflP1ZCDGsDqdzqHLu1gti94iN3KC6ITbw4lAJOvwNqqMrDk0+cNgl9dVjl7u7CpnNHKDbPCJ3iCzRw7zXrg05lG5kKJr9jsLvFPDe8zGWEgtsqrJBCuoaJ0z6rFrU/OjIYc20pjweOyyLe+mo4xBw8UDwaDOytBR1qwTSl6BhXYu4mR5Glav2emIijMt50ShbJoZByMzmXV3B41LOtQD1r4Wnc+QTZgdod53w7hYZY20NukGrMEe1/QdasTksFh8ktmuETTWydcGqZUmlUirNIJolUKMhlG79FaJ5Siu+slGPUUZTIxG1HFWc3U9/klxGjUp0OoEiloyXzSxjFYFZc4QElUBg8qqpgRb6BjN8gyMNCeEd9bP/kVNyqFjakG5/qnBE7NaWzzxW+UGr/Gdf1GrjQZJ5/IzWigjPZ6lVAzN6U28mlrja/B43BreyOpYtVnl91vszt9Btd4gsGpOp2UEjqbg5NkFdm+XB/7YGhpVCbRv8tz6xUdrF0zU0+We3KyPO1iDTrRflLUJeq1oUVO8I6oVTBqdRT25aPoSHugRXXb63/Anc0jN0mq9nlM5DFF/o0NHfZ/iKF+nV7CpjF1h9hmHGArx9myzYBBGzRqDzyAtPGYMWZxJvykXF/UaVsX6GgSPYWP+ugaLPt7U6JF4f9OvBuSIOKoWtVre13tM5xADxgaD6NA0QR+uvuxVWTVGX8bEVKfe/ZjTaedQU+3uhk6LVR2IJUyRdpOop5uHnL+eVz0h6HQ+n8MveF2yu6HgC6hNuQ7JoXVmaFFjt1t5F2S1JrFZL8o5QbBakmZLWNSp/U3ymqIoaXXrJZn3JdzndTh9NLXPq/cnDth9Vv3kj4v9sxsctD03u+PMo9UHB3ojDS6HU2rWBKxMKpEJpG6GS3EhpTLo7VLYNlM+uVmS9ALN+NQ0J+n1ok+U7ejLmhRFj0PQsgYn/b3siGBxC6k79gg2p0Nz8DNVm1Jia+5c2k7KulcPtsDWNrWeht1qE2q3Gl5ujOuHWckg0tBgNtLvXnTm71GjVz+sdrPkB3Ubq1FzkmimGB52e0xWVSDGy2zAKEgCbaCERkpdDYe0WgEhn0qr1X5Z7Q+FRLXbrDEVTSqLbuSs35Ph1kArfNbk1vs0TpbWVbcYPXqf2oUu509f5Vv9rQ/pJcbgN9Em6m2zlaJ5TfVZtUVDUbzGpZY16MvvohLVbeiD+F+qJ7+AdROQBh1gCGw8mim39PY28MfofEUfZIIN6J8JgLmyzeY8RrdUNKb8YFtXlxRhgecYfd4RySbLzU/T21BVPI5glyKediVsNIEPW0+TXcOUUUkiLp1WytPNSkZFsiVUO4dVFsnpg5qajU3dlKINLVk1ywq0QPA18xu8jBSY7UvCTef63db1W6775E0PfDqSvLlldf/uTQduveprOxKby1Fn9/j60R3Vu1f2FAqjbYWh9nlOR8jvSNsDMKzVcJFY8VC5udydyNxxy727bnw5ft+zK1dujgbP86kZyV3Y6xtt6XznT+n5zYmONYN91mLI7NKotDWZ/r5ZehXP2sHyt+PvX45lVl4g8qRGkSdpN5In5YoIwciAaKvAoYpGmxvCGyPTct97y6DkmUQEP9OAn2k4+xlmKXlGd/YzlVbJUYEd+JmO2c+AhuouXsCxi2tti1E/QDeUfYB5A1wWqYfzztg3qO6ifs9+brpdMaTN1eEjEWJ82nQWPLOU1I/bxGlie+vQXV2CgKC7pqFn6ed3IfgXFF0A/G7y3xTZO5vF+nnhTP18Dhs6U/9GT8yZ2gg+xP3au16rvwvpEn20QXlXSwt+V/6svQD2wTPrQp8c80/gQ9xX3sV8avpdEVimX6iNRHs7ehkFS2eMG66PW35WfWiA2f3gQ9wHA9Vx+DQTMUa0dxF7yfvFs/IJAAG8NvUL/ja+FXGAcbAebAP7wMfBQ+DzUFfZN7Zs0d4Lt+/avfuiXbsWDg33Lly0KNXUlI6r422lEgUKtz78yN333v/IIzdef/1llxz4yIF44cCBQpwOfdG6ads5K1aEtgV9vg3Sto9cdhl3zrmrVnC79164aGxseHjRktHRJd39/d2pBz9z/yOH77zxxra2VCro27Bty5Z4LFbIHaP3V1ScZDRyWq2amznrI4Zb6P9TJ2umW6dOnMycmqgZzRDjmQy29clIL02cnKhvpCO2I03gj1MTBsUekGxdk5OAkydxsfILlyqFqE5DfU8+I83YjMxoAnV9gGg3RNotFE2KaQaNi8+8PlM+NnPKYQ+Rjok8jmVaXJOpxteKUDmDQwKztXaJTUEUVcPkoU3oEST/YyaKXtCGj41qp0ackFRZjUuGG4PeSw+NJJsCl+U2r1re4W1xBAKugoui2/ab7a7StvlrxfLNjYEgNiQztt4Vq+5zujP+QLq02GlhQh0RiyE0yFlYrpp32MdfjLGJyCfuaAwH3A1wvdPNBEyuKN28od2mNzFqtYoRtbvbDVYduynfNv+pIF1Y4rjq4Ip1oY7VK9ZRrXs/G+B5s5S5OpnccbPTIYf3lVcHGq2iR5+bd1W1rdfpGYOtGevaPdX+68IRD7ym1bvq4mpyD/Vfw+mCfcnmWJ+gCmpLh/mV13Le+DtNSdkaWpBxMWaJaisXBLU6xAQKw0zY0NsXSe9+5627fmA7sKD7m9e6O9tzxu5hdecvqvee9+D1e5h8KVNIcy6uUBr68rb4VqCd+tzUFs2DCPebEO5vAh8Ft4B7wJfAU+Db4BT4HfgzXFD51NrnVzydGur++MevvGL/HXdcvHv7R/bvH0CoO7Z06fK5C0ZHR0bmzh0f/sV/v/XKf73+1ls//+lPX/zO8e8ed5WeLoHu4ePHh7tB6WnO9/aXPvvFQ/fdd+iQzsQcfcznfOzqG264P9cOrr72phvue/jQIfmI680/vP7Wb3/98+Ujc8eWjo4uXfrTn/+8f2DAtf7Zb635+G133bF795VX7j946aUHt1544datawKeY0fHhyUXopSj4MUXkyoGGx3g4xhpEn9lTp08kakbXxGyOIUoQjpZR2zF2Ayf30inMoSGXkKQL2UI1CnlBDt18gS+ebwOWiMe9B859DuLgjBU1lC30SC2J8TCUiIfiCSVtZ8o5DSPFFuk7hHiUawH/FhBrJliKf9Dv0Uhm5qBGwZFJBGJmqxumKUVNZrjzTLR+s3K0bRSG/tB9BbGpMwSegvXSA/pjVj/pOspDXmYi9ZsYZQrHPMUXf9tpHj/O9/e+pOtBofDt9ARMjNat7y9xVxYMb8lN9yppS44daSxZ8tnV6+P7V4QbTWbWqP0SPXzt965c8n5Tdesjt+9vbe/b8+nfaFcy80n91USSN2m7jMnQ1vf8SSTPVtisbZCOEzbCNU2t9apVgoTqv3LtxDVVq/BZMs/TghYPfKXfsro8EnY7hLpXZyg4WkOtjQ2B6POeyQrDaNht06W1FvauG2IsEUzrVKr2Tphr/9rwobh/pI95rGwsY6BjpimpengwsF7rtr5G/GtYe+uscaCTmcWqm/Ka+99MGNdWilviEU237Yg3DcnDcWP/0JDfSaeu32djZZ0bT1XrxMnP0GdKKfTF81rbU82OobTeUL3vIDpnltxDe9r/CMm+7sJ2d+Rkq3B+WmX4Jv8mbGtu9vBmcyiRzKnkazp8VafshbbxtupB5zBgM5s07ZPXl7nCLZSe8lW4wjrH7z+YmbuWRwB4OgM1WOqnYgn0MAHGkEBrAOXgY+BO8DzsFy54s7nj3zjuee++cTTTz119OgTTxz5yC23X3XdjbffvufiizcDilq9cf2mzcNz5y7oW7N69fJEOr1u+ZG+5cv7jtCPf8vv97jtkYhkUNvs9se+9KUHH3jg83c9/s2jT3zjOVTbc8/tufnWG2+/5oqL9+x5zB+MRQwGpMs7rVangJZA4UuPHaEhXL1mzRG8NOrufOCTDz788J3JRDqbrZDFcsmSOzduvHN4+E6QqqebxY4myiKIiO80OfRGVJ7BiSHP5AoYRFlIiU2IcqxbM3XLnEXINR5AFkpD3SQLm8bh3JOGWQzBMJsfSNjAAm/phD+IMKMzC+HsNZFkXOdrOXPrFl18faXELAEbIJKdrvDfRKB/E4Phv73lR5verbw3vekdjuVkkeQb6stlQedKeMu793zkkmcu7/FaNH5zh0rDenbsOHbk0kutmmRwLNgoeCbLM7Sm1+xuN1q170Vr1c3V3/2PnOFS+qnvbjs++V7E89uULAcQxSDi+ct3ZtZPeFPf1mXd9pzX37TswIL+/a3u7nDQYNONjJ7f093Xt66z3bu2B4qVZbZlV39rmoja2kvWGhFteOjavyKitw9/WJpfiuiNAy1T27XPMxQogm4wApaBFWANuLfSvnrlyvGxsbUdESSFg3jY5wt7vW4QDq9VLdaYmMXzBnt6XPNWrVmzfAUcHOrvgR2drS1w6WK3baE7gRfFeMzrK0bc6PJxjYrBNpwnMpPYFvKlzGm01mEXkdpaRz4Q5sKUIiRmTp4wEB0WYS42MLRJ6De6qqH3rEXMT0xP6doON1nEooo95XusZjMYHZ6F5zPrDKIOPcJD7fN/+s3OV3Z6Bhatylc/fdd/LPLnkzGzpy+pLBv01YZVo8MOUYTU/r9aQCZ/Wse+vzxSv4Jr6iyeWbn+a1u2oj8Y7mnPbVq7POTrvmVNZM7wSLzz/Djm3Wu2vb50efNHl53Jw6+aQZjRWbgzRdjsZPWZ8547gP6IfVzvlEfvol5Ds3iwElm2bKHZwJqLxY5CId0Q6wrHOtLmWDodM9PLNbpCseiMNTSMYA8NZyCJv8osQF9Hli0zaNXYlkoU+8tE9j+NZfjTGSTZvHR62hg4W+dE2GxtgswQtpbJ2hQLFBaxAJzdF++OFxR3Hiab8TBKeEV8lECuSCJc2mIIkhnFgZKDtTTcstZiaSu3y1KmMhz/EzelejXdZtaJznTvotWZYCmTTOV9hYLAlyVfQz7s9Is2v2nc7jFwGyorI55kY8JRXNKTb045YuVGa2nBcu+PaKPsEg0hj+m/vT6LNevObr9g7ZzGxsrcSmO26G0NtJfPn9vodzib4o2OrdGOypxs9QtBn9Uhsk0983qaPIm8NV5udHCKjlyaOspm6P80Rtg80Wi/Cg+//QuiEx6dvf+g++rUP31QuXIeyjnrdihI/13MVpAWGQC/AUfJcxcwzewbdZsPpGPeyJrJ/T9OvfZh7mMbA+6gMcJUFW2YMrHuv70cpKYOcBL3F9TfjeQ9EfrrnAe/h363pgsfoHZwlxkjuieJLhzAT4slxGIemr5/F+9H94/N3Me6MtdPxjM6uZZ5he0yRgxK/QH40cmXyfsfYDZM1//1M+vXhKbeYn8zUz9XRuNwFN3h8H1Sb3DqKH2YazZy7B8VO0RiE5EBfrC3EmUYYLU6HGbZ5mRMLp9k4jVqtZ+iOcYn8LwPiSC+oNflxXtsbpqvSJJGbRJ4o9npp2wyzZkReZxE4jux8MbMDSeRgPUdt9QEIhG8Rp9U/NxqxmXpZlM+Gw3msynEg6YXODlrCeI/Ew65RPf9UvfP33JWzsFLi7E5ZFg5X9edz0/+K3y0QK8bGhq6J37xkwojv3KjuBoVVH9YfRNKMDW9B4X7aOQMytj6q/OolzkezZ22Nup5NqHA0QtxTivNs0o5FNjr3r8cGKrzmHvpS1H5t8jempOKvrtqet9lew23o6wTOKoL0ByEAJi1L/O+92v1/mu9Xk2A4qip2nNp9uX6c2hON7P8WfV+wH1gn+qhS/RjaO7/MmMHQf9SsYOQ9AjeAgOlu4ESw+kd+gLmWgT7DrE9DYDb6RfZ/wQMGAP3VYrNCdC2NKcLhXw+pxXGaLRseF06tZrjxnQGg14j8DpdBQwP52jQ3T2yNNYGmUieBtjzLQeaEe4YRkasRoNL5/RqAmORIC8ECPIg1DmJ1sQMMeXDEQpwEhLETWHqFFn/sACYncCIQ9TAk1i3NJRKxEkFO2KUFNkuyvEFhFZFhFaFPDntROKZjM8w+ShCMYRY+I/j0VLohsrGb9CgHMgSE3JlU0VxDKr542CT8iL1bHPnsovk+cKhB+hyS9zjuFqkRc0ghJsvUl1/2J2r6DSCsHfr6P3pAVluDZQWOhMVh1buGbR49YIqENvdOJ6eH0yvsYrwlaGBDi38wlBhKNvpTl96uVixGBt654jFmMvglVDx+Wt2yQ0mr279eKukhTF7o8nU0Ti4zpsuFxqabP458XXt5+yIrSmtTHbfEs/gOXKArzOLOR/IggFEzTGnc05LpZBLm0x6g6TTmNM8D30qgaXSlUo0Gg47W1u7CwWfHZOzE02J1pw1dHdrBJ3EUoZpUsbSeSfe6TKW6ragKTwJ2ezxTG0CjhPxnUgpaOzzWTSEaOCjOSR81MhYOdY2kE0qJD77g9F8saD8y7fDKG/mqahZGXMy4Gi0qZ/3UCx92zXSroRhySi1cwfFsareOXMWFeLLP3lP9d/duz7WH5wYuLK1Ey6JX3Qs4p2/LFyIzLlu3dJX6R8OmULmoZU9P7zt5NDwUH7f4Kerb35sx7rqn9euoSoZu2Fjauk5G+9UmzVPZtDcrV1Y6izMPzQ43j36E2VfFAB6A4PoiPkcpj/mU/CbpBwNMpMj5Z9XyrGdFvYxR+VbSfkXauVjpLxp6s/MS6T8m7Xy3YROv8DsAotZl5FjCK1NxdHvn6LfUebuqf0E8m5wJVD8kT4PbfA0fSOwAE9FrRIEBoiCykgdg+6PAuzFAYlgmFW2BLESImMvoLpHhxWe3rql6Gn3N1asY9nsSLkhRtM7bbZCsT9aLHpLrh2fuGBwMN6gxJG8D1rhy8wv0bsiIF6RrF6vqLwx6DQKqto7j2dOEte12sbKxPu9mVa8A2da8vLZLXEavXFbJhAMBtPN/gAN36NdMG9v9BoCwVQqGAgEcBvtIMjso78NPKABdFcMapVGIzL6sBd4PI1y0BNDktqTQKNS6UVsUs/jJneSjagJJK8hPRAqdsG4JItHLUgcrXl/tBAqKg4aiuMUbYkqwjA+vmcC4YFrF/gHFp7TWr2V+j4srk5owiZ3P5GCTR6T+pnGFJJqRxYLVhhRNTWWNiwf8doHfnS5P3aeIs02LFkyGlhj6+gajwbB7H64QQyUK3qtRqeTOCSNARC3B6KkFzqNxiBxf9ULpRNn9oF+rz5Yz+jCvk0NI8PDsffpxLyvErl8HukBq7f5LH/dhweu77N1dI/HgkrMQtR+dg+ST1bX1iiZOXxG+Zozy6cO4P7Ogp9TW5Pq5WtmytEqY6/+bHqem0AajFVcyeZEPB6ePePZ5sZ4GnyIaSceZ2fO/czx34fBALoWkf9vwITP74Wb9n4IdKiWqhvh3fhvely586bHKUKl2GvPKF8zU47wKFp9i3mFPgoakca66MuJ4DE6/5WMF2ku6SddLk1JL0nmr9IFoAFRet0TqZyk1+eeRfzeBzh6P7ABHwwgmj51muzISNg/hByTktDJL+HsdspJg5/sdhQVt6GZrY5IlOemCdwSTSpHqdlWWGRescoLn6g+ccNPb52bzN7QviIa2X/g30/cey9kD2+/dGj+eVs6W59wtkTt7sV6Kw/V3+7s7L45OX7lktv3XPWN+JUrVy2+tKd3dHSDzmKiqR3rbrv1k4du+vFlnVmvvRsSvhgAP6Be4SSgB46KmphxCkAv8MSjAuKkCoQnirQarfgFByxTReqV8JyFq3fdNDYyftPONcvHMuzjXPulX6++Xv3Eb+e9BndA8zcuK/O4bjO4mPIzIqCxxy5NQwoQr8uUopKnm1UwCCl/dcNOeA8jvruRvhv74TFR2M4VgRXzaZ0oAsEo6hjLMTK+Cp8+rnjc1YdLkUYKyjhGkv5AvqsxPmQshCJpZzKYXMG+kAiGOtrH96+S045k0t+WlH0aE8aRJHiau5r9dyki/ZysFq+zxB9saoTzMQ9zzyHqUX8FuxSlJjLNaTrvt/CPs2MPc75PaW+r6WoXsxnmX2q6GpI/4ZuTT2Lag7+ZeovIkRcj+XRo+hwvAN7C0i34ZDVRkzM/8D44v3ou9SLzE7TuvUVwNQa+MvU6ttWs7hIOMgIqf1cpZ/fW7Ph3cQlcrrlPKadef/9yhPPk7Jr9EVgE1oB8RTU8NKTVudszRLrMggrNHxlbs3y152n6XKSm6EDnJN4RVIRJ4jvUnIY1Q0Cyvza9bCkmeZ3QglHewpnJoqbIforwongXI4pogNPHbdMUAUSKx3Z9FtpaWOBq7JYLAX88GGlWt4imbtecVGS88PKNl87bAi2u5b4Vbeua5/Tccu3wysjcmKUY2LanWq1+72drlrjEdLA9otMMDH6Hfm7piqVez5LxMT+VpylG0jjzzlhUDoaTmsrgungpaYpZDBHzktebop64QVDTss3X71jQco4/V32zy9GfkLubPrNo+VD3DWuWNW3ujA/HorFzQkF4Srbb+X6tz+dRr8M+WeRcnz2K+GwJxI5kStkW7zH63K+oNZ6voeFrQiQwbVPRWSqR0URDiBQzMh4pODOAyhCiMVDcRxWxwCpT9aGhXn73Z9R15rBJH3Nc6GvKCxk0NqUeR1+jOl6o+EytsfQ89+KBtd1bexd2dnU67OWuLifS3iQ5bhAD5rFQU07dOgd3PebXeQ2MZLFrX+dMOsmlDUqqvtXzDl4OfyIZjfyI2mazqNYpsZGIDQLCl24wDySfEPXeco7CuJIH3QhXBuYNjvgwrnj/ClcQ9Riyfyeq+Kfxov9z74cXv7rhg/CC+v40HuCh+DswgXr9jJnHtFSaOgB/S/8SuEAUuLtUQEbj4kVksw0tGSItABYgNWzy1Gk04XjnO1im87Ww9jU+5oY15yqzNQt/K7kbbMNaq6SyFMXM/JKnb/icBcWWve4lertRPa8blv0b913R3nng4g0RmvZ3jrV84sY7t267O0/dr7O69KGUIn9PbaF3YzuCmq9KAD7EXIKtJOB8gGWJ/upmxsdUEF8gcrjYDiF4kPCLW+lTzK2o/As1vvM68JDy9dTLjBqVf5HshcTm/q6W02sU6UsZxW6b8L+Lpn5I+NsgooeaPQneO9nxYo3vvWc5HkM2w95a56eont+S/YDPUqerb9f2YhL4/jS/JHfBq9W3p/dqPuA+KFV3za5fqRf3D36jzidnPR9VnsT9ZMGHuQ9KMIzWgx/V9+4Mn6C+Qv0G0GTfw85eDbRItugE0Yqus6PU1uZM6xoaeIGasbQiZzn4ICdbZwz18CUWGu9Nn+H8TpiCYp/sr4ULyZLTEpqP8tGiXKTt795PvaP2SIXRYafrdPWJ5pQ5ardzgsouOjU6hjeorKIh54EmTsOwkibKG8ysen+6P7o01xPGFNLT7Ox8fenKFU/B7QwvxhrS5gabq8lsMHk1RrtdRnUwrMnOq2Rxo63RFBqEpZXBuc3nRIZqez2oz0bOcPU0Lh7kkjVc5A13UkcYU32PhpXqezSo/E7qj2Qur0Bj/faMDQwfxXfBm/QvanP9gfdBCjKcxKwzcuzGadzYwdpq+3zT+3jK/h5zX23/cGZ/ryYPovZvnLbZ2sEdrz2P90Ft7O9q5Xdx7bXncfl2du0UznO9n1lMfw69/+D085npPSUMdwHLv185oKrfR4JIBJ5GMkoBOCuaXCZTaG42GKI+JEGdJC6lWIZqTjfAOJn8D4MbHjiNHDBSvdgdVqnMmojjPVBiUQ0lBMnMsuyn6zhBMYyuId48gwZm+Qw02CA3mkyF4DQeoH4gyQXq/oH90FWf+IB+zEZtlt3/YfuB0fnMfkw1I7Q4TjmBE3F185Net1uW1XoK9eE46UNzumhWfOiJKIMPQJVjR9xgC27r8dceMxo4nehJXOJvdfY3xFiLfDC1Ifn00zf5hgJat6wda52v0jiyI+lV3gW5l8fz4/gcrRt8VVXkG8EOsAvcC74AngQvgK2Pr/vcigdwUAD7ll0XbXn+6cPX3HrTnQf37Rt4tOmJbHbxwMAWLz5peeKJFSL+njt3hRWfxJRKK2abdWLLTfKnOCobiYln9mTmVIZoehM4nVoJ8yHsrkBisijxaqJ1kyniiqGE5Kit4xT2KDDVsu7Q9XBAdasp5ewWJ+XxY1E9Wg9/UxPkaeIccFbQLeU4mehJ+DC5pjFhfwcl46USaAuSkFvEdrTuB0FiV6mKk++0rVsy4BX0gtYhlrOrY/FQ3+jggrUtrY3ulDnvy5/btLzsa3Ubg4adFC85zTu0nlgh4u0uFyw4Lhdv1d9ciDWsLGkuEdStVzqXbLt2HtxBU4Ldt6VjfktxcP6C81et+sve/9z37pcd7qzRY7IYfcF4XNRZGKOx0aE1Whie0rrCMr5gxpwNNr3Lqgu75dRfjnr6FyeSNm0DvMPppqiAWhajMKzzpMOxbmdExdI2e8+SeChf/KinyZAQRbcruKd9ZcDqU7XmzPF0e7haTLRHDeZQxlOLACZn3dX+6yJhJQbY+N7qNji2b24g0WEqxTu78rkFux/4ypNPHqcv+uUlL1f/OJQuaHUho68l68j4VEJIaw222Odydg/rzcQaOVNq8vfNIb3Nb5S9zuqntznLMqfRmJiFhWHG5BT6ek2N9j14j4HgKHccbAc7weXgRrDs8fMOjO/B+ClesPPCC65sup4g5QUEKa+/fryGlOM1pBz/YKT8x2HiByLi+6DX34dR5yoY9TEFoy5FGHWLe/GWy4feG6Og6r2x5X+JImMBt9TajVHESlDkUU/WgFDEMbKlx/OeGPLu2+8x/f8P2gR4UnicY2BkYGBgZ2CwZWBbFM9v85VpPgcDCNwrfekLo3/9+vNXgIGjCMgFSQJ1AABGtgzIAAB4nGNgZGDgKPrzl4FBgOHXr19VAgwMQBFkIDgTAJpWBqgAAAB4nN1ceXxVxfU/7925974EZDMsCRJ2JBoMhEVZZVEEWQxLwqq0NkAVLdZURPxJNVUBSZSA0LCEUqxoA6hUaxX4aay2iAjaalyoIoKggNqyaJEl8/uec+e+3DzyQvzV3z+/fD7fz5k7d+7MmTNnzpwzMy/hL+kqwl+4FOgpWGJvIwJ+bOfQUtBlyCtwSqnIfwa9Vu2ndJVHndQM/RW+fZ2/wfPQauiPQbMD9FG7jEbZ2/RZrg95A85HnZ50I9obG0uZF9DFoDZocrin3gxsAXYbfArsA/9DgGuca6gA9S0B2iJ/Lb5bjvQCoBDfl6DMXYbey9RqjPaZlotMipEuOoeu19vs7bQK6YfB1wTQ0bGU+bRa0DxD7zY0S+SYR519yjKFLFsyRZup5tlF+SVIF9aWuoXkou0EO0efRb31kNdEEbXxKfrH/W3ubKJUjMVKpOeBJoImoo6bKsdKn3WelTKTWd5qN40Er9Pst2iCbdFMtV9v4LGwm1HYvZ0Ws+4Ari9XpJuD1nf/CZ3ZpjcaGeU47+D7Z2i02wz0OGU7A6SvC0W/cigX3/xE7aSJ4U8p1cijmaGdnMcwFjuo0LkZ7aK/TproWbCPvYAJqgddAvTEu67AJOsU2lgrdSwM96VnrNP0jNpIOaj3hcRSejQBehlBHxNyqMS9iErU7bQksRcVR4iK8Vzk6zP05g1GYGxrNSb4dnjs3IiQLnVb0Hijz+0Cei3yi9Uj6VsPHj+9Nsiz/11kEOQ8Wuaor6Ox7VyJ/HHnzNGY+Yb6Lwc6ASeAg9Xrs95p9Phe08fp0T7H6vNqukylSXvefP0NrYJejbXroq660i8Zu1h+4s2nKB9Gv60KGuespyJVl1qybNzf0lhgkm/HUCYJ5Rsam9VT2kqjgdYnmHtsh7ZRE7RJfru+fXC6SjtSD/rZPDqf8uhqmQ/7KZ/nDp67mTbGCjDWDOj1cOjddUAzex41Uw/R6HCpfi1aDnOA54faBeynh1g2DJ43wAyrH10VfhI2+UNK4rml3qUlGMcHDOZi/q3jcVZHYNdYLuuBP2OOahqN8TlYCZpXCX1QrUdbDIwR82OwUo2S+ZZs5lpzdZKGqSdRfx41YnsivBYBLL/bMNd6GOTRQLYXPpXxOYKxfoiukz6W03xrPeYfZGStpvksU79s5EqM1QLMu6ehx/lodzC1dIqBE9TM6Y65/hD6fTW+zaf59nv6ICN8lDIZoYdh2xXSYIhhEWWqDKT3EYU+p8nWDroNcisG7gAeRb+OM7iclN1AUwwuYYRLQ63xfgvgpy/00pL3hsFxg3UBoBzWmlJ9OvwV2m6N+sPg62uPJ6sB5kkM8M2NBhbQAuzfBHq/wXaDIq99/RfgVeC4yf99ENZllMpAuhfR2WeIKiYATxOduQ30ZeT9EfR1Ij0bdBPQAem+oDOBp5DeBUwzz6+bsj+tBP/plgbwF/QUlJkH+iWwChhVCW5PN/a+OZPvtcdt6RlIHwO9xmuPv6/Y4rUvMO1WrDM8/wn0pcAz9wHtV+zz2pT2wUvFZtC2wAqUeRHPvb22K57weK9oCvoL0x55/ZTvnqiExjDp0fie+5cHlBgZcL23e6j43MsPhUAH4nkjKOStx8SHyBrjoX8LWgC84I1LxVqP77Mn8C4Z6GTez1djoR/Pylqcrp7CvDf6iDV4uX0hFbCvZexNtqFtuYz1gj4BW/YF64fzjt7iXqm3WG/oLc5yvc6doV93ntOrYNPSjE1cpt6iFajTs3mwv5zHazP7erz+sD0Unw9rid2BpvGcRnqFlMfazPyxPXSKKEfK3oV1HWsy2nhT7OQRGmmtopG85qPOfNiRWzhP7aNFYkfgS1hvAk97ZdQYGik2bhbS/P6AlKtjLZL3o51WWE+O0yysIyPtu/DdYjw/SbPsF/F+JTV0XJrFtg/t7+R8WS+f9PJkPd1H0/GcyP5CJAx+QdlOyvubKCmwtt0pst1Pv2Zb5UAzVB9q4czEmOyjRPZl2P5iDbuHbTavZep9+E3wWwTtsA68i+dPUcca2M96sHn3U0duQx2FH4W6ZW2BrK13aRTDjMFCXqtE5kfgkx2v9MWEsm80kZa6jSlDLcA4bKLxvM7yeIW76zdYDyJllBK5F/4L0eXglcd3uTqFfrLubBO6UsZ+Af3Oflaf4jrd3tQUvly6lCkTOa2wS6iVGftlMu5log9LZS1lvUSdzrvI5zXzA5SHLCKJtCJyMa1wvqEUt5xKpK1NNC7SHz5JGSle16X/WBesbNjyJP2d+BwbtOb1UdYwRgjvGlOyyKBc1orRhi5k2VlHqDGvwegjr7N18c0C9TjdjrWvwCmD71FOHZ1yyPMI+jKDrkC6SK3Xp826PgD1ELePd6Nk/WOftb9+W/yGMmrm9pe1lJgP4YfXe7Sf2JcmOL2gJycoBf1t7u5CezdgfcoRn6WO+1M8T4c/yvMAuhhZTQXuB3hv0WD0b5Cfz+Mu+vyA1nY61fFp5Fua4O5A/v3U1k6httye252y/XZ9nxzrVH1jE9muFno4+1fY2kuB4TKG4Bu0IWhzX7esA5D7EvRpgT6L/ruit9tpvow/xoB1QMYB4y99r6QNQS9wmlKKOgM9Zv2BPNwEjOvzND8hTMvdKRizbdRb/Ya6RfmEr27GKsT+g0+NvOo6f4fO/YoayzzC+AUox1KLnd3Q/1sxXw1lPY/yWgLeXkeb0FPRFcNTlJq6/Lnkx7TV+d5R3xcxDftssfJgyj5OQK5CA75oTpCyzrPe8RwR3YmhPm88B1kPea6Ivi6ghnhu7ssnSsvoBvHt+9EN7hz4ShtpsPMaDbIH0WB1LQ2KpFAr93FKZt/fnQZ7xbHAM2IvO9krIV/EaeyD+rKKdMDcPkTJzmxa6syghe53pJxD+rTpz6Ro7Mg2E7Y48hHqf5SSE2zUPway5f57Ml7lxd56vSrXJXVK9KmEFfo7pzVsggP4Y3MQevIScBy28SBNlPR7kOMcWsNp9xrYFX5XQGtgn9e482mNk45YohRlMqgP2suX7w7SQqcNvv0OzwdQ/zqaLXWtoJ85OyjLuRi2qo1pi8vfhjrzvfJqAOo8TLlOCvQpG3Q5YkvPJ7wj9KYuDIf0K+GpNC3cWZeqi2ig2w3z/gB0ZyrquR724zBwDGven5BXn4ogH3nHZcK9qQjztAjr2UQphzz1MA2R9Cc0B88F4d7w0w9DTu3hc+K91RR2httYTD9Tb8s33F6BmwH6GZ7/TROx7hXJ8yHowWmaiLg307lS/MHtVjtqE1F0CwP9y4INGARgRdM3AxsA+H86x/NlKt4HJsPxucHkAfJNHeRnm28nG3oHkGvK4b1+yKQHGeR6Zfj7sx+bdC3+hKcNXlr8p12wRfeAXg65w8+Ct0w6xH0DZb9qg9WE36Pvv4derqQB1hNYf6dBfocpP5yBOGYk5P0VzYN+38PPKp06Wl/RMOuk2Ph5diJdLuWaYA3+grLUBHxfRrnqD5RraaSbAUuhG/jOfgHj/BPqpG5APQbhHvgmgbLce2hwYjENDj8BOhuY5u2Xoe0ShrMSsUM5/IH99EC4WG8OF9L60CFKtQfozfDlGqAvFwDdIWv2edmnRR8r/gWkI/8MqoJfTHlM8e2aCBJWX/jyuzHHO8IHKaO5oS/ICW2lG+BPCeV80Pl2JvUMv0Q9mDIQZ3fzgfybGNYsSmS4mdSfAf9AoDqDv87CYzeGU4/SGFy3j9AyvdlpAH/jIF2MMmlovy1iq9ZI90Pd45kfvyzYHhyDITHPjqeDooewwvo6YLXxoVFWDwXmmvxrgW/U3NB8IAtQai6tBu0EehgoB1YBW4GvVXfIvpDKWPZIPyuyAM+oYwfkVD+0VX8D2oJlxjxH+TZyi4egPGOB/l/ny9ikpwWeM4A2vuxrgj8u54wNjwlkXx1kPAAer4R+sAugPD4+/LGMBY9fEDyOsbDK0LbXv/FWCqVEYeQWD0YPBorOBvTC+SVdxQg9SR25Tuh9mol1THxVgZVRz+GYNXKGMiMbKRPP8wHESfpKz5ZxPKsbh55DbP9vie0ewLOLOITLjjeYxWV9nYdePA78N7DHly3LlOcT6zD3szZj74+zP1b+fKkyPgEZc93+HInKlOUdGG+/bk4Lr0hDR98EDgbnny9bX4b+N4aPtCq8dq6cq/48jdbTk5KlrhmUEcqh+dwflofwu5F6Cg9en9KCMuB8GcNKG9APdv8w5H+rWQ8a8jh4OHs9/M+u7IMi3QdlFOhK0O+A6dYZ+trExalmvqeamPo6r4z+oxeDy/5AME2ev8tU4vF2wDiDxTHI8NY73Q3owuuMQk0OrC98vR/Db6svvulyrLHLqTn82gL28STurI/4BP4OYr56EnuYPTWJsY+CemgN/2gs1u1heDdGcAjlOL4AxN/1Ys9RTjvEF3slxqgje2cEe/AJcAzffomYkGMQ9os5tkEdHBuwv2Qh9rCLsAaspUyALKz7KCtQFuh/UWbodsSQe5B+BkhFfhvQO4HZSHcAnQNMAjaY/Lsp005CXTbSjNYo97xHLbNXJftVb3mwWqEN5IffQLn7MQeOIW8IkAgMNeAyW+GX87uBUi4zDF/FGg49b27Sg/BuNxDx9sRkr+6YeeeXGVhZxv0Rn0voV9jf5b0utwWndTnwFwtphsrTGu92Q56tUe5X4X+h7Y9opHOa935l37Q58pMwDknqpOzJzvPqo2ZOe4kZ+VziNm//FHrAsVELmsaxoLVZv8bjJXElyb7m0MCe7oDoXm4/GiU6A90w+7mFHCOILBMFDsuLZRn6FyUCxPKSPctf4Lm1J19Oh2G1Qg8jnYX3Qz15syytKfhmCvJOebKXsecx6onykLvVH7gBz4cNIMvwZ6CA9ZLHR/gLto8Viz2IL/gbALFixbsBOsWD7HNxmc8DsdIy8aXOpdGzPHNeUTOt5Tkf77nIOJ17vhdLeU+ot/+M2P3vHnj89S7//CSWKu9sb4lH9RFDPzZ0B8eLrBexNO7Zn6HnP6cw+zuV+zzB88BYOiH2XDAeVYHzwuporc8Nc7RmvfepHwOej54Tq8Y5bwzQxZgve8xZQj3vPI0KecwZ9osSR42s4Sz5h6G11Md4FDzfDFwve2/Qp/ONf1xqzkHPR2PHy/HPQM9D/fGIR50XsXalQO5J4Gc3jbEfQyx0BWTE+7Q1wOwhk3NcH3OOBykNYsi+bjVwUlEOq777lD7mPlVJZf+3BjiP4LtHiCIt9bFIyyClJIY5dwb088BrwB7gS+BZoMwK6WMWok5VpI+poiDF+lAka8To6uCUoN0StJON9hApu9vBL6I3WeNrgJOPshX47kbp43HeY64Ru9AOosPIg2jnQXxzCu2cEnqc4cvdl6MvF/Ttc3OWP9rf7/b3vBn/6TiizoKaEH9c9HHGD9Xvmni3t+m/AR9zGjbkI3NG95F3VoY6qvL8sPB9EH0E3HEe5I5LqT5mcBxyPQD8g9cSgz+beyVfsG5Z0AGG3JkRoJ1YPThuYJ55zsl5yUH9gXut/pjnAZ/ZMPh8pzr5uFP136CDH7vLQHfhm5vlvJDPgz6CPSXeK/BpeD3AuyvZYuPkLk9oBTLWR/dgPgLae7QCfqk+g+8GyP2dnrBrRPf770Cb+AgdoUKrnIG4sJxegPxuRn/fN3s1TaoD3nUHGgFtTLorwGtShnUpfCjb+JxDzBkp0uA50Zx1sG9xgVl3W0fKEOPupGWy5iyEL9ecZiO/Fe8vR57B3M2TM6xGcg9lm6RTpY5ZWP9y6CLlnflfql5F7DWdMt0rKIvPoZ1fe+st+rvSbYz47BA1ixyhx+wD+t98viWyDdH1zgaaDCQbmgZ0BjLY90OZ6yC35TG0mOGWh25G/Y+o9Yg3yqlEbWAabqPKQ7a9Xh+yKbTdXh+eK+lzaCxCZd47pozgu++b/79B+D17PU1D+rBdDh+hnBYzwu/RZAbLyj0S6gy08ine/0G9Ar+aaTndC1yCsiMil4aKIzNCL7jZ1MAhOgHMVP2pl92fLldldKVqjNiWqD3ys0HZx2lofHpH5hD7fOw3lHr3T4w/6Pt34mc4zWmCOb9SSJeoD8mJTIL+7CEH5TrKGet/0Xw+O7RXwK/nOxFsP0M0VO4UHBI94jturMsDTNy6FbpSweCxZvDdIR/I/x0jfAvNDu2m3PBU0EOU6/OItTzd/gt8s3upj2AI+ADsBh5UGvTmbro24WnYpgoamrAAMr2JhkbeAe1KQ903kT/5XIr670CfhoHWBU0O+Lzy7NShEmuC+A1NIEfb7YL5MYmS3AT4FgtpdOJSmhBpID7qhShzgfMRJSJOSnJXYI7sBu4w5wIHINNONIljK2sL6rgE/hAjxmdUG9G366mPqa+RX696DLH2J4i1/kRZDPUL9JmxDDYICG+kTs5gGms9Sksi98L3HkxF7BM7fajYUZSoUqkP6q8nMTfRKn6nXkA9nxnsp37iiz1Iq+xu8CNNGTuXJqqf00Rzz2K7dRFl890QhozNeEp1kiD7M6wvei/64przq8XuCMhiLmXZoOKfrkNdmyGrvXIWMNp/Bl/wIfQp1Jdo7Bj7NEyTwEMSZNAS+c2d5ygV8yBd9PMy734fyjQVG4VxcXpRhvC0jxZFkmminE3vQx0r9FEb8aKJWaeivhtZv9n/TJhOYXVEf+7aNF4p2J88suW8DPxyDGV9Rh2tdOoTPk0d3Sn4/qTEvEVqBY0T7KfpGLvxwAQG6wJDbcIYulQcPgk53wk0hp7OxHh1pSznGsqKxr37qTnzJfY6DXJYSQ3tDNCPgbegg1v1FXYzfQXoxWo41QNfKXJ/ZxH8thz0rQA6Vk5LoWdL0P7P3W1S51h7MvGZxAa7DTVzc4ARkH93xIafUueEt9DvAOqmwA/PIL7fsVf27++iTPt16mkvpkynCeXbyZgf7WiAUx/6MJ46wmfpxPZY9v0DkLMGH3zmsDZw5rAU69R9sAt83oB08LyBzxqi5wzmjKG68wU5p+B68Z2U+QcNCO3VL8s+frrezPhP0rxPF74N6eKqaTUbdtTf769F2uxh+/vZ10X3LiO8v4kyOXpzbdLR/c/RmHsv0Xjhc5HezM/WKvD4S7qaETpBU8PpNBW0CWiTAG0I2jB0ArF9OnAZFSJvEPIGhZbT4PDLNALI5n1LbpMRb39azcScMHISnIQeAuonZDHsG7G+1AB1C8aT0Qv9CqYD9WIZ7BI47+jvp/kcJYq9FA49Cf0vRN8K4Uu8TZe5L0Jf/wk0pe4J91PbOnsqvoq9S4RvvHqeBN+jqBdoWiBviKFphvr5P2Mqe96ufgu6dkrOkPai36tZth7f/BzUIx6feDr2PfSnytmT2oN3QDAte9Cst+lV09E6Y4B+DFZjzTgH0lV0/SBdHE1X1Yu26P9mhuz/j+Z+ejoa7bfRE5YNn92p16gB7GcbpFNiaUQOtELiWcu9efgAfN/Q3HUY7LaQ+1ITeZ3BuxnAIKwFF7HdkbPnUspDLMFxeA6wVnn3lEcAHQC+HznOYIzsOXj3/krNfcVsofDF3Z3Ul9cMs9f2a9k7y6O24gfspxLeo+L9BnN/awmv17xWe/dd0b7n4/Ae2lnQDqg3D7EB3+m/xOx/zjPr4VjDRzOzJ2rue+u1Zk91SWBPlePRhew3yDot90xlX6owuh+eJ/5JPdkXb4H1ie9ktxC7PKgytov+BqHY5194qh7Z0Ts+BuBpLvg7xHfCgLcDvMWisAry6Cqrq4wL9/kCoHd4J99X1RWyf4cYgQEd+MDEY7bKpS58p4TvWNvPwZ/IxbqRC1+IwXdfVtFM6wTW++dojrOMfot8CsNahL+l9uEvKQU+1+V8HwX185o8FXW+KuOcyzzoL0FbqgOYt3n0I+BmtL09Gr9DNngewuu4ies4Lrxf7pSa+6/MH9rP8Pd/QjkVv0fZvWhnGANtthSg72Y/5Q7+nrfuTVy1NEoBbw9Mvwe8A3zr61hUzwykLvG95O7qhbL+l9JOc7e1A/AjoCeXYZ8J5RMD+5ve7xWgG3xPm32/yj0sby/VzIVb8f0kc3e5o4nVGB05PvT3k+Vuo7+HGvO7FOWdEWwVnjLQNtZtWeNP6qEMnus1ge38+cqog7BVNbxnu3u+OmoDE+s3MbQV0x+i3u8Lew1dFpRPrIxi8/w7A9WViVlXu8Sr8/8T4B+8AWwD/vp/2g7W6hBhDQYakN5CdHY+0elXiM7w2RCs1JmNyMsGjgLN8HwTKLzg03vNGdJOYA1wtSm3znzb3ivP5U6dAu3h3Uk/DV/99EqkdwFjkX4V9FHQb1B+LtAN32YBGN8zf8MznzuHke4FIDo/0wFwgQx8sxqYxXbGnDUzTgD/9P0A6Eh9vk+Cub2IAR9gJ3yeBPZ7gv7hD+HzmPsC573/Ec8nqq1/FM//iRsDmDsjfF/E7Y92+p/jq0d9pWC6Nn5+0Lcy6U2MavIlHfS5YtNBmVaOjf4w6Gf74xVPVkHZIF7IAHoDjYBNwK1874H5t6Bh1mf6G5T9Jp6fF4+quXQ73y/Bc3081zd7Q2fVOMTvVTEoFlYDoRmxsBoIbR8Lk58SC+QzHRgL5A+sho945eLxES+/QyyQ3+EH4CNevW1jgfy2NfA3LBbIH/Y9+Ign53axQH67GvgYGQvkj4zlAzpzOftEbK8Mzpr7MPz7kZOc5v1PvjMYjalWsY7zPBDbFv0z82uTP8/wzWpjx55n/FD7DDXYwKp3pczcjBe31caG1cb+BOO5eLFdvHQVG1WNbT7fGZo5c/TPHV+LfT7fWSHKbA8i9r1vb+QO+3ZaJb/HAeW9LuhIZ7P+lgNlwNvAB1VBPcy+BN/7vcrQa4Gh6jGabN1FV6r5NESNge2dR13UFNCFNFl1hQw49nwE6ZmUY91HvdV9iGXuQ1y0ErHNfZSlFsCv7o25xeUegi/9GGXZfGb9IS1LuAQx6YdUYDWh3nYxLTdn3mPDLShf3Ub54Tvlt5Njw1nmt4958tuYG7k8v5N7GuiN+hqx1Da8Owr6IJCG/velyXYjxDVZVGy9TWnqBPLTESN2xLu6wLUoXwA6BvRbb19dJaPcEVqkFlOiM4qS1FrE6esogvpaOryX/iLKptMV9hD0vxDfHKV2dn16WHioDszTg4Yng3CW/g48LQJ9H9jj8xIL4SMI5iO2boD7Kf0GL7FtMUQOfU1ZyAPogXbfBg4AR8HLOJaR/UFVOQUhPPqgqvyK7HywDINgeQYR2ycDlnUQ0lcfkH0U6DePg8jfH/emAKe9cW8pfRxKk7lP0pc5+rQ/5qoXDRe++fwNY69SscYyX2jH/hUN5/G2Z6LMZPTL1Gl0aJH0lctN5rr1HuGN35fje+bhDbxHn7ldfs+ydNPJcoehzEMoczfKZFOyOmP4/QrU5/9T6DfqcpZjzcqhwb6s5Zs/Ukj4b2Tk7vPO48+8o057teHdRf7LlOv8GXW9h/JliHP/gLwtwA4a6nwq45Rg5YJH78w1Gg/HO4uV+Vpb8LyuLT6UuR9EwfnA896gp6FdAnkCNUIvCD6LnbgTfXYp3+rAaf3d+ephW6T8O301INxCb/XtVGwb0AMFRKw5VD9qv4J4D7aV54iZwxwHhzPpMWAZMBJoBUwHuoR5Xc2kVIOBwEVAe4C/aQrUuWAqDa6XybGu3lz/RqH8O4wVwHPAqnjrcZU1mO/4Bt5hvfspkB/0q+OlA/eQZb8+XhtV1s1gPDFC71CP6zdVP12u1uqdblusH4H6454f1II3/r8e7hL6sk5fXRr5O1Gda+gKyOiquP5KAPH2jePuFQf2zIPp4P3qaJwQ+L0Kn/2Y38Bcwr9R4N95qLtgL84Hvst9MeZtZ0oKzaHL+KwAdYwI9i16l9vEPkH5hQ55d7iDflZwXGry9axk9CvZ6E2grzXstUd9KvgdbwHfsn+SkE8DaeD/AJrjhaUAAHicXdp5tJXjGz/+++y9z977EEJo1KBRgxCSqHQiREUIUSoJ9ZGcBqROpEGlpLkQJUnzPKnTRHMnnWhCSJo7zaP6vfqu3/r+8W2taz37ue/7el/v9/u69nmevVYh/J9/jf+fGB5CJF8I0QYhxPKK3SGktgkhkRVCcmAIaSdCyNNIHAzhater+4l5Ym8I1+QXLcUEkS3OhJC3gmginMu7SMi/roqoJ7qISWJnCNfnEdWFWtcPFs5efyGEfPLzyc8nP5+1fOregN+NKwSsm0qGkB/PAmUF/gV6C3wK4FMQn4J1BcyCuBfEqRC8Qq1DKGy9cDtBb5FdIdwM42aab+4sRodQVM1i1oqlCzyLwSxGT/FiQm5xecXXhVCicgi3JENAI5T0uWQzoVZJfpXEr5S1UuqX4kkp9UtZK22tNJ9K01majtLWygAow5MyOJWZFkI59+VouJUH5XEuj095HpTnQXkeVCgs1KqARwW4FXGoCLciDyryoCK+FeVX4kEleivxuZI6t+F+m/Xb9eAO2u7QwzvhVLF+lxp38/GemiFUzRR03Cu3mvr3iepwq8u9H3YNvaqBZ61YCA/SV5t3tceFkK6PdXB6mHcPuz7i3KNyH7P/mPr1eP0E7fXNVQO8G64K4Uk4T7l/2rlnrDWms7EePDcmhOdzQngBlya8epH3L9lral5e5lVzc9CC7pY0v8K3V2lt7fNrtL4Op02PEP6Hz5vOvKnuW7i8xc/2tLeH/7act2G/bS/DXga+GfI64N6BFx3cd9gaQke96MinjvA6zhK4dlK7E/86ZQi6OznXuargRWcY7/DlHTrfgfGOmu/BfM/9e+biPR52wbMLP7voZ1ced+N1N/PUzdlMvcg0c5lwM611l9td/e7qd1e/uzn8QI8+wP0D+R+4/1DfPsSrB896uH6E30dwe+LU8/IVj5687ulsLz73stbLWi9rvXHtTX9v3HvL783z3nj0ca4PH/rg1se5PnI/VudjuR/z72Oa+/K3r170paWvuehLWz98+6nbz1z1k9vf7H9yOZwf4PwA/f6Uvs/4Otj+EDqGmulhZnoYrGF0DqNrOJzhOA3X+xE4jtC3ETwcYQZG+r6NNO8jcRklRuP7Ba5fuI7h7Ve4jNWbb/ToW3PxLb4TYE40C9+rP0mdSbkhTIEzhbYpuE3l9XT6pjs3A+ZM9WY5Pwu32fTNgTcXzjw15uvjAp8Xui5Sa7FzS+jJUm+p/i1zvxz3lfrwo3lc5cxq9dbgvlb+Oj6sM8cb+J2tz5tw/plnm/U5h9Yc3uXgsYX2X3j1q/Nb+bJNbMdlh72d6v/m/nd1/+DFLhh/0vUX3n/R+Lf+/U3XbjX/weUfc7FHjX/x2WfvwOXA6aC/QYesHbZ/RF4urkfNwDE1jss9IfcUPafVMQLhLB/O8+eCvl1U96L8S+4vnQkpnh8pKaPFpJASTYaUWH5RNqSkxkJK3DXeO6QkJoSUZOeQktYkpFyZHlKuahRSPCdSrmsdUq6HcWPJkHLTupBSYFpIKZQnpBR2tvCFkFIkK6TcPC+kFG0TUorJLQ6/eIaQUyI7pJTMF1JKwS+NQ2k1SjtbprDIFLtCStl2Ak65FSHl1mbC/a32yjvj72pKBRwrqFXhYEipWF3Yr7g7pFTCr9KqkHIbLbfRVdleZedvryl2hpQ78LhD3p00VLFXBYe75fg7mnJPA+H+Hnqq5hXWq/YTtNyr3r103ItrtcbC2n203zdY0FRdzv1VQsoDQdir4WwN15rO1sSxFtwHi4nL170hpTbs2rSlVxVq1LFXx9k640LKQzg+VFfAfthaXbXr0vKIq7/RKY84/6jro3Afw/sx5x7zuZ61ej7X49vj6j/u+sQYwc/68Oqr26BLSGlIW0N+N5TzJB5P8udJPXmKt0/lhpRG+vS0z0/3EDg+U1lsDSnPuj5r7VlnGstrfCKkPGdOnsPxOb48j8vz+v28nr6gZy/AbeLahDcvqv8in17Sp5fwaUp3U9ya0dSM5ma4vqxvzXnYfKBwpoUzLdRt6dwruL7Kl1fhv2rvDZ/fgPWG9TZmuK37tmayrVr/Mydvwn0Txzftv2Uu3+LHWz63l9Me1/Zm4W1Yb1vzPEnpgENHHnQyN53NZmf77+D/rrl+z7ku+HeZFVLerxdSuupVN2e6wezmXCbOmXzqjm932N15629+yge8+kA/PjRXPXDowdMe5q4H/3pa9zc+pRfuvfndx9x8bJ76wuin1/3Mcj/+9qejv/xP5H2C5yfqf6LuADoG0DmAVwP5PVDdgep+2lLA+xT2p7wbxI9BOA6i8zP+D+bTYPdDfB4Kc6j+DIUx1KwOxWsYbcP4NlytEXo70v0o8zKaL6PlfE7nF3R9AXsMTV/Z/wrXr3AdS8NYZ8fSNg7uNzwYr8Z4Gr/Fa4I63/Fzohn8/nL4/L3cSbyc5G/LJLwn83kKv6eKaTCm6cs0/Z5Oxwz9mYXbbH7McZ1jnufmhJR5PJsHawHOC5zxpzBlES2LcV7ibBb8LPO1VD+X47eChh/N7E94rrK+GsYan9fCXKdH6/HY4MwG6xvw20DbRvvZ+pyNZ7Zz2fRk82CTsz+bz5/V34xnjrpb6N5i/Rc1fvF9/1U/f1X7Vxr8iU/ZisM23Lbr7XY1drjugLtDzg61drrf6fxO538zE7/h8ptzf+jvLr37y77nRsrf/PHMSPmbD3/rzW693W02dvNuN389S1L+0as9lwP/f9X+Vw/2qr0X1j5/B/fDOEDzQb4fMlOH6ThsFo7AzIV9lLfH4B6T45Uw5STtp6yd8l07bf7OmIGzZu0cn8/BOofzORzPmbfz9Hv2pFyg5YL1/9z/x8+LdF6i69KuEAkiZUyIRCaESHRWiPgNE0mtIJqFSHy0WBciCWuJEyGSjImqom6IpDUKkSt8vvJyZIhxIidE8vh81YoQuUZ+Xp+vhXF9WT+TXG+Qc2O+ELkJjteMSAFnCvYLkcLFQqTI4BApmidEirULkeKiBD63rAqRUoVDpHTeECnTWMAoszNEyql5a5MQKd8lRCrgXqlHiHi0RipXFp1D5HY4t8u/MynkVHFfxfkq00LkLnh3Z4fIvTA9QyL3HQyR6vTd71oD71owa6nxYD2hfm210quHSB3cH/bZMyDyKE/qLQqRx517IjdEGlQJkYY8edLnRm1C5GlePev8s3AbtxQXQuS54SHy/LwQeYHfL8J4CX7T3iHSDMbLzrzsbHPcmzvbAnZLfF/hWys8W+H1Kp9aq/+a3Nfsvy73DZ/f4GcbtdvuDZH/0fDm5YDRTg/bwXiL1rdrhkiGsxn0dJgUIt7NI51gdeZLZ5zeyQyR9+z7+xrpolYX/N/n0/sNhLPv6837+vu+/r4Pu6vcrnrblcdd8e+GYzccMvUtE1YmnzPp7I5bdzq7W/MuHvEOHvmQVx+2FvryIW499KgHvB5ye6jRQ95H+viRPnwE5yO+9KSjp/yetPUqKfjvb3akD98+5nNf5/vh34+WfjT2x3MAzQNpHaT+Z/gPljsEtnfnyDB1h4sRZ0JkJPxRZmg0rM95+OXAEBnDuzFwvlL/azy9G0fG6c03ejt+q3BuvNxvcfe+HJlA53dmeKLr95eDf5Ocm4zXZHhT7E3BfyruU83BNL5O59l0fGeoO8PZmXjOomEWrrP5MVsf5jg3x0zNTRdmdZ5ezIcxn+/zaVmA00Lfi4X0LvJd+oGHP+C2WI0l+rdEr7J4vpQXS2lZ5swyvJfTvsLnFa4r1fhR7R/p/QnHVTissr5a3hpa1tCy1v5aPVvLi7Xy1/k+rDOD633n1rtu0ION9GzEy9/nSDaPN5mHTXT9bG2zz5vpyeFXjnnZAucXvv1C6680bFVzKw3bcNrm3Hb1ttO9g9875ezk02/m/Xd+/q6nf5ghP0Mju8zIn7D/9N34C4e/+fy3/d3m6B/fnX/4+I/e/uv8XjOzTy/28We/8wecP0DzQf4dxOMQ/od5e1g/jtB9hP4jtB3hYS5fj5rBo7gfg3VMvvf9yHH8jqt3Qt0T8E/ielKPTjp3Sg9OwT9t7QytZ5w769y5y8GT83w6T9N5/l5Q/wKNF2j+D/5/6l3Uv4tqXoR3Ua2L5vSSvUtm8dKsEA15RT3RI0RTiolmIRqZF6LRJiEayxA5IZraTkwL0XgbsTtE/R2PJp1NTgrRtNYhekUeMThEr5R75ZgQzVNWnAnRq7aG6NXur5Gb17lr4V1n7zr314t8w0VuiN5QV4wWB0P0RjxuhJ+/spBfwHqhpJBbGN8izhRVpxguxWHcUkWsCtGSdJRcFKJ+f0TL4FvOmVvdV6Cjos+V1KkcE/Zvd719XYjekU+oVcXeXdkheg8d95QUMO+Rc2+6kH+f8/d3DtEH7D1QPURr7BL01VSzJj21Cgs5tfCtBetBdR/kWzru6Tg/RIvfAdGH1X5YnUd490hVQcMjzjyC/yMnQvRR+I82Fvg/2jtE660I0Sfk1udd/cwQbTAhRBuq8VSjEH2aH8+o+Sw/Gjv3nHPPy/VsiL5AWxO4L6rz0t4Qbcanl/OHaHOamstv4XMLPrfAtSX+r6jXSo1WXULUu3n0VbVbtwzR18aF6Ov69wbcNrxoy5+26v2Pvjfht+NfOznew6Nv289QtwO/Orjv4FxHdTo2EAND1Pt4tJO9TnreaWeIemZEO1cQeHSG1Zmf7+D7jrrv4PsObu/y+l3779p/F957NQUf3oPfhfdd+NBF/S68fp9+z5ioZ0vUe320q/WuvPZ+H+2mB342RzNxyOR5pjPd3XdXvzuM7nR25/8HfOih154j0R4096C9h958JO8j/f9I33vh0Jtnvc17H33vw6s+/Ojr2hdGf/71x6W//E9wGABroHOfqvep79mn6g/i1SA+DNKrz9QbrJeD4Q3WqyH0D6FvCL1D5Q+HNVzOcB541kRH8G2EPo7Q8xF0jKJ5VFaIjlZ3tJqjfSc/59Hnzn4B+wv6x7h+7cxY+sbJGc+78ThPoH2iWpN8BybLnax/U2BPtT4Vp6l6MJ326XTNgD/TjMyyNtvabHM0hw9zzPUc9ebAnQd3Pr4LeLTA2QU8WQB/kdwf1FjMh8WwF8NezNvFvF1i5pfQuUSPsuBm0Z+F+1I9XAZ/mbPLYC/Hbzn/V8BaYS5WwF1xIURXyl8pf6UeruTJjz7/yKtVdKyicTX9q/VutZlaw4c1+K7pJ+yt4fFaNdfqx1reeC5F1/LAsym6Du46s7sO3jq11uGwnvfrra93fj2e6+2tl+PZFd2gdxv1eCO8jTzI5kG2ed+kHz+r+zPtP/u+eoZFN+Od4z7HfY6ZyNHfHJxyaMiBlaNWDr9y+L5F7q+XQ85WHm1Tb5u52ebMTlh/4POnOn+L3fb2iH9x+Nd1r/29PNsHfz8t+3E+QOchnhzi7SFrh8zhYd+Dw/ge1pvD+nbYTB3Wn8O4HNaLI2bniO/sEb7k0p7r+5yLay4eufZzzcRRfTmKy1H9OmYejvPsJC9P6+Npfpzm9Rmazqp/1v45Xp3Tl3N4nter89bPWz8P+7zaF6z7jRG9NC7EUuaFWGRSiEXzic4hFqsu6oVY6l5xJsTiSbEuxBLukytEjtgtToTYFQ1CLE/NELvK9apmop3IFAND7Oq6onGIeT7F8h4MsWt3hth1rtfbyxeEszf0E7khdmMVATt/D+FaAKeCPheCW2hriBWGUQSnm2eFWNGqAp/i8EssCrGS6SFWqmyIlcanzK4QK5sdYuUuhFj5kiFWAZeKat5WWUwIscr2b4d3h7iTjiry74Jzl893rwqxe9Ss6r4qrHvlVbN2n1r35xHWamSEWE2e1YJVy/2DNNcuJtSrw7eH1HyYrrpjQuwRnj4Kv16jEHucd/XxbsjLJ3uHWCOcPWNiz7QJscb2nndtMjjEXsorRodYU3xe5n1z/JvzqyW/XqkQYq2ceZWPr+nV6+INHNuq9T/63oTXDp+3eNXeWgZvPStiHfHv7P5dGt6z14W3XfHo5mx3/fGuH+sxPMQ+ahJiPdXq5dq7dYj10eOP+dSXhv7WBqjhfT02QL8GWhsI91N8Blkf1EWo9xncz/AbTKu/t7EhOA9tGWLD5A9Xa8TloGsUr0bz+gtefunzGPGVM1+7H4vXOPff5Bc4eI+PTVDnO72fCPt7Xn3P78m8mszryXyezIcpZmAK3lPMz9TCwixPdX6atWl0TaN7Gix/c2PT6Zhufbp17/exGbycwesZasxQcyavZvJlJk4z9Wum9ZmwvPvHZtE0i45Zzs12bjaM2TBmm6059M/hxxza5vBurv25tMzFcy6ec2HMU2uetXl8mcf3eXyc79x8czKfj/N5MP/ymvlaYLYWwFpgpheqvRCnhfQvhOX3RGwhHxaZuUXwF+G4CP4Pzv2Aww84/mDNsyG2WM3FZm6xXL87Yp4NscX6sAT+EvO+RP4S60uyBI+yeJtFd5Z8z4rYUmeW8ngZnGX0LuPxclqX6/NyPi6XuxzmcpxX8H4FbZ4hsRU4eo7EVvJsJS9X0rIS95W8+dG8/Aj/J2d/cvYn+KvkrvKdX6V3q8zsKpirzNtqPVutZ6vVWq3+an6v5vcaHNbQuobWNe7X4reWh2vVWMuLdbxYp/Y6tdep5/dQbJ0662laz+/1sNbjuAHOBv5s8B3awP8N+G3Uk436tNHaRngb4WVby6Y5G49sudl4+B0V26Qvm3joeRTbhMfP/NisrudQbIvzW8z0Fn5uoXeLfvyC8y/4/ELfr7j8av9X381feb+Vzq182srjbXRvc24bPtvx227db67YDvk71NiB006fd9K/0/zuVH+ntd/w/A333+T+BvN3343f5f5urjzTYn/g/wcvdvFnl97uwn2XHuwyZ7vMxZ84+c0W+1Mf/uTHn2r+5e/vXzT8RZ/fcLG/+eJ3XOxv/d2N8271d8PcLf8ffvwD0++62D9q7sFnDz579HoPTnv4sAfPf/nud1/sX1j/mr297vfC2mtO99K3lz974e1Tbx8++/DZh+c+Pdvvb+J+uftp2e/sfmcP8OuAvxUH9faQz4fpO4z7EflHzMAR547IzXWfq4bnbCxXP466P6oHR/E/Ju8YPsd4cRxnz9rYcf6f8J04YTZPwD/h/qTensTnJLxTOJ/ixWm5p/l8mr7TcM84cwaXM3LOOHcWxlk+noV5DrdzuJ/jz3k9PO+M35mxC85fgHEBxgW9+w/Gf+r+Z+0/M3FR3kX8Ltq7BOvStJAa8onOIjukppQVjUVvsUjkhtRISWEtMiukRouJfuJMSI01E6uEz6nyUpuIgQJOPK+oJ+DEd4bURLoYLvaG1GR+UVd0Eep7H0hNs5bWQDif5v6K6mK0uBBSr2wkJoXUPEmhRp7BQt2r3F9VVbQWuF0l72parnbmameuxuMa99eodQ1916wIqXnVydtOyL+2gsD3WnnXqXed2tfher3z18PLR2s+Wm9Q54YeQs6NeQQ+N+J2I29uousmtW6Ckd+694/UArAKyC8Iv+C4kFoIh0LyC8kvLL8wnYXlFN4aUosUFvgXcf5mPt+sXtEgMgQuxeAX41FxGMX5WRxO8ZyQWiIm4JRwvoTat9i/xdlbaLsFt1vwKElrSZpKwilFf+k2AlZpdctUES3FhJBaVq/KZgq9KUdDOX25FZdbYVRQp4KzFZytgH9FmirytyLfKmYJHlQyB5Vg3gajMs9ut387Xrebnzvg3OHzHZc/Hwypd9J7pxp30nEnzVVorSLfu1TqXebjbrrvxuOeysLM3UPLPetCalUcq9JXFf+q5u1eOu91vpreVHOuGg+r0ViN3mqX1+mqNk/gXA23ajCrybsv+f8HTdXhVbd2v7P38/AB3B+A+4C5qaFPNfSxBs9qmL0a5rAm/2vSXAvnWurUgv+gPj5orbYz6XLS+ZSOc/qukFqHzjqw6+BQR/2HeOkdL/WhmoLmh/j1MK/r2nuUL4/pVz1nHufxE2o1gPEkP55S+2lYz+L9HE5N7L2Eb1PevyynBT4tx4TUVrS0pvX13v/nvyiltlXbe11qOzP4lp68rWdvy8k4EVI72u9Efyc97qw/78B/lyfvmv33zEsXveqqR91wy+THB+JD3HvI7YVDbzh95ffHfwDuA3AeQM8AXgw0iwPhecdL/dT6p3h8yoNBeuQ3depn8j/D9zM1vOulDnZ2MN8H4zdYfwerNRj+ENqG8GqIvCH2hsAegs9QszAUxlDrQ3k9FPZQvIapNcwsDMN7mHka5uxwXIbTNNxsDNej4XBH6PMINUeYkxE4juTFSFpGOjMS15F4jTJ/o9yP8l0bJWe03o72N260c6P1zm/41DG0f+3sWH0Zq8ZYvR+L51h1xuI0Vo/GwR7Hn3Gwxtsbb/1bHnxL77c4TtCr7+BOdG4i/76H9b2zk2ic5MwkMzaZD5PVmkL/VL2fqvY0/KfjNAO2d8vUWWZktj56f0ydY27m6us8nOaZh/k8WsAv74GpC3nmnS/1Bx54n0tdYn6XyM/S+6VqLoO3TA+Ww1punryLpa7AYSUtP+L/Ez9/8nfnJ2d+4ssqWKvM2Cr1Vstd7fNqnq6BtQZHv+NT11pbS/c6uevo9f6Uut6ZDb7/3o9SN8LNpjubD9lwstXK1s9NfNqEx2Y1NuvlFv3dYv8X+n7Vh63wt9K3Xa3t5mmHMzv11LtL6m9m/nfrv8P+w/UPfd0lZ5f6u3D5k3feUVL/VOcve3/zYTc//hF7fFf20P4vfnv1YJ8Z3e/8fnoPWD+ov4foOqzeEX4egZGrbq7zR9XyOzv1qH4c07Pj8k84c5K+k/p3CrbnfOppc3oa5zO8PKPmWdrOwjwH45w++b2deoGOC/h6fqf+p9ZFc3epaoiHwmJviKd0CfFIBTE6xKN5RU6Ix4aLecJ+ah4xLcQ9h+PxCSGeSIreIZ6MiUyxIsTTnEmzn9ZPZIf4Fc555sav7BHieaoLOFdNCvGrnbmmQYjnTRfwr3W9Tq7f5PHr5fg9Hr8BhxsWhfiNONzkmr+ugFnAnmdh3HMwXmhciBe2XwSPImdC/GacbnamqHp+l8eLFRONhT2/0eMl3JeoLHC6Rb1bqogxIV7S+VIlRWuBY+mawufSPCiDX7kg8L61ZYiXV7s8LRXsV4Tn+RWvCL/SiRC/jQeV1b99cIjfwZM77VVx7i4Yd2eF+D20Vd0Z4vfSWy2/6Bzi9+Fxn73qePhtH/fsiPt9H/fsiNdQt8asEK8JoxY/aqn3IL8f1IfauNS2l24vHWYdntZR/yG+PkTDw2rVpa+u2o/AejQjxB+z95izj/H5MR7UU/NxHJ7gyRPWGsBq2CjEn3R9qlmIN3J9Wv7TuSH+DM3P8OlZdRvT15jm5+w93ybEX8DtBfWa8PBFWC8OFKuEMy+5fwnWS3JestaU9qZmrJn6L7s219sWMFrAegXOK7x4BZdWarei81VaWovX9PF13NvI+R8P3tT/N/WpHb/by2tfVrhv71x7et/eFeIZ/MqgOYPGDFoz1MhwPgNeBzkdzH8H3DqYow5874h/R33r6EwnuZ30rxPNnfS+k550ht/Z5864v0PjO3Le5de7vjvvwniPtvdoeY/WrvC74tRVTlfnu8Hupkfd9KEbHpn2M3mZKTfTrH5A64f6+RGfe8Huo/cfq9nX99OzMd4Xbj86+pv1T3y/PuHDJ/oywMwPMEsDaBrI70/dD4L/GV6f4fGZvgw2s4PxGKIXQ2B53sWH8mWY78QwGkfwawRdI3g/Ut5I3o/EayQeI3EfZW2U/VH8H63WaDpG4zva+dH2v6TtS2tf0val3n2lN19Z+9r352sejYM/jq/jfFfHyRtnDsbpzzh8v+HDeOfGOzcelmdYfIJz35mL7/jynfXvrE+EOVG/JuI9Ca9J+Ex2ZrLcyWpOMRNTeDXFzE+lbyrOU+1Pp2OePizk7SIclzizhH9LeJtFZxZNWXxcyrel9pbq91K+LeXbUvqWwl8KfykOy3BYBmsZL5fBX6Yny/Vkud6vdF2J10/2V8NdQ98auGv1aa3aa2lZS4tnVXz95Su8DfA26I3f+/EN+uA3f3wDbn73x7PpyeZVNg7ZWwWsTThu4v8mfdyEwyazvkmtn+3/rP+bzcxm+5vtb7afAy+HnhwccnDIUTuH3hx6ctTfor7nYHyL+r/w6Ve6t9Kwlfat6noexrequ03dbb4P2/i/jf/b1NxG7za92qZX25zfLn877tvV2qHmDlg79GiHv0k71Nyh5m94/UHXH5ev9P6B3x9y/qD3D736E8Zfau5Ry2/z/xv/6ue/MPbB83s6fsjZI2bqiO9pLpxc2o/p3TFcjuN6nC/HeXeC5pM4n9KLM65n5Z4ze+dpv+A7ctG5S/4uXLoQEqF3SKTkE8NDIlI2JKL5QyI2KSTi1hJBjA4Jvy0TaT1C4soGwp5nWeLqeSGRt1FIXFslJK5rFxL5ZoXEjZVD4iYY+ReFRAGfC8gpcDAkCo4ROSFRqGpIFKkbEjenh0TRzJAoJq9El5C4RZRqHBKlLwdOZZz17EmUaxMS5YuFRIU8wrrnTaKS6227QuJOdarAukudu9WpqobnSuI+Z+6n6YFpIVGDlpo413Kt1UT0E6tC4sG8Qq0HJwj8asOq7b62vNrrQiLdfjqO6e7TcamDQx04dXhUx/1DvPG8STxk/6GtIfGw+4fdP0zTwytCoq77us2E83V3hsQj8B5x9lHXx3jzuHr1Ydanr0EyJBqq/RQtjWh7Btdn+PGMOs/ytPHekHge1gvym6jxotwXrTWlpZmclyuERHP+NM8IiRawWuD/iusr/GjFp9d484b9Nji1gdcWh7a5IfGm/besv6WP7fXz7cEhkSEvo6ZQK4NPHXnQmW+d6eicHRLvuL6L87s0vYvrezC64NoFRpcTIfG+s11du8HKxLO72v6+Jz40Qx/K+ZDXPdTsSWNPZ3uq25OWXs720rtecHrpX28z1dt9b7m9aehTWPCgz0DB74+rC73ry7e+fOiLSz9c+7n2x/ETnnyCg+dEYoB+DJQ3MEu4/9TMfqruIDU+gzkY3hCe+I2UGMrPYWr5/ZPwGyfh+ZAYqaej+Pa5s19Y+8oMf+X6tfyvef41Hn6/JMbSMJY3Y92PpXUczG9gfsOj8fbG+zwe7niY4/k7fpzgqb/9iW/tf4vXt2p9i9u3OE2IiZJCzyfweALcCWbiO9+L7+j7DtZ3/P2OZ54ViYnqTeTLxNaC9on0TsRrkvxJ8ifJnyR/svzJ8ifLnyx/Mo8n4ztF7z1DElPonMLTKXCnwJ0K13MlMdVZv5kS0+RP48E0daapM02daepM19PpejCdvun6Pd38TDcLM8z5jHpCP2fQPAPGDJpn0jyT5pk0z6R5Js2zaJ7l+zzLbMzi0Sy+z9L/2WZmtpqzWwpaZtMym5bZ+M1WY44ac9SYo8YceXPMwBx9n6NPc/GdS8NcGubiPBfnuerN9T2Za/bmwZ6n5/Non0f7PPzn4TTPGb/7EvNxmo/TfJzmw56P03ycFshbgNMCnBaYrwW+1wvgLfQ9W6jXC83CQjwW4rEQj0VqLDJfi8zMIjOxSP1FZv0HPf5Bj36g6we6fqBrMc6L9WixHi3m+2I9WqxHS/RoCZ5L8PQsTyzRoyU8yKIviz7P9UQWfVl6kqUnS/VkqZ4spWmpnizVk2U+L6NhOfzl8JfDXw5/OfwV8FfAXwF/BXy/WRMr4K+EvxL+Svgr4a+EvxL+j/B/hP8jzB/h/wj/R/34ST9+omMVvFXyVtlfzcPV9tbAWGttHcx1aq/Xsw3uN9rfyG+/WxM/47aZf5vNSo69HL54Zie26MsvzvntmvhVL7b67Fmd8JxOeEYnPJ8T2/i4TT+2mbVt+G/j8zbz5vdtYjte2+Vsx3k77dvV2A5zO03b1djBl536/Bscv3sTv7v63Zv4Q71devUnrL9o2G1tt97u0dM9eOyx5lmd+Jeef3mzV//2Wt97+bPcfe73qb2P1n182Y/DfnOw3/4Bc3QAlwPq+12cOGh2DsI+aGYOOXfI3iHnDqt1mI+HzdkRvh/B/Yi+5ZqdXN7nOn/U2aPWjvHjmD4e08dj+niMD8f4ehzv43w6bmaP8+g4bid4fQKvE3p30ueTfDsJ65S59Ds7cYo/p8zrafenYZ3m0Wmzcsb34gxOZ9Q5y89z+nMe/nlY5/XE7+7EBbP/H8z/+Psf/P/gXsT9IsyLal+Sd4mOS7hcmhWSITckI8VCMlovJGNJsSokU3uHZLxNSCZah2SyZUim1Q3JK5y54kxIXpku7F05WMi/MkecCMk8+UQV0UiMEXCvyisqi6yQvNr+NaOF89fYy5tHOHt9EGVFA9FZDBfzxFahXr78oqqwfsO0kLypptgbkt51kt51kgWcKxgT7gviVRB/v9eThZqJ7JD0mz1ZxH0RdW+msahaReEXxbmYnOITQrKEMyV2h+QtFQS8kutCshSdpeSXdi09KSTL0FaG5rL4lsWz7MGQLAevHI63Wi+PQ3k45d1XwKNiYYFLJf5VgnkbPre5ryz39upC/h3430HLnY0FbVXUqILbXWrehe/d+N3Ns3t4dU+mwLlql5C8l6/3Xr6q5f0rWY2f9zlXnU/Vcb9f3v3yH+DvA+rUwK8mzJq7QrIW/2rh6bd90m/7ZG280p33uz5Zx5k6cB6i8SE5D+v5w3pcVw/qql8X1iMwH9HPR2l4lJ7H5D+mZj3c68F93Kw8ge8TztR3tj49DXjeAG5D+A1xfdKa3/zJp+Q3aiJwfbqdoO+ZDKEXz9L1rPXGNDVeEZLPyX1OH57Xy+f5+zy+L1h7AUYT1ybOvKj2i+NC8iX1X4LTFO+meDTj88twXsavufzmsL23JVs429J6S1fvb8lXcGxlvxXNr+rtq3Jb09WaT6/x/DWYr+H4Ol2v0/AG/DdgvcHXNji10ee2ZuZ//Ghnnt+C01687fuQQV+GfnX03eoIt5M6neB06iec9zs/+Q59ft8n3+NtF7zeV/N91650deV/V7PaFX5XHnaz103fuvGvG/7d9CYTZia+mXAzcc50NtPZ7vK7DxT4fSDvA/cfwPtAzod0fqhuD3V7wOmBy0dqfoTnR/z6SC96+l70pL2n/F7we9nrBbe32e5trQ+8PotC8uOSAt7HtH5sfj7Wm4+d68unvnrQ1+d+Zr2fev3NX3+f++PRn0f91fmE7k/U/ITHA3x/BsAdoO4AWAOcGWAeBvJrkNkZpMYgmgbROYjOQXrwGfzBZncwTwY7P0TdIT4P4f9QszxU3WG0DNO74XBHqDGC3pE+j5Q7ynWU62jXz537HO4X6nzJ1y/VGgNvDC5fyfsKl69x9w6aHOvcOD39Rs3x9r/l5QR53/FnIj++56d3wOQU91PsT6V7Gv3T+DMdr+n+zk43GzP0Y6bPs6zNgj+bn7PNxRx9n6vGfDO1AL9FNP+gV4vpyIKTxbMsni2lbyk9y/i2DM4yni9zzrtHchm8ZTxe5txyOctpWg5/uX4u9/1ZbmaW47ec9hXyVvJ4pVreL5I/4fsT7FXOrObnGvzWmPe1ZmmtWfBOkVzH//W+gxvU28iXjfzayPeNuGb7vMmZn/H6Wf3NvNnsfA7Ptqi/Bdct/g7+Qucv9P7qu73V2jbzvc25HXjuFL+p/xvM3/H93bld+rBLzT957D0h+Zfv79/2d+vdP3zeo96/zuzVo700eD9I7uXZXrX2Wd/HT+8HyX3q7jPH+/0N2G8G99O2H9Z+mAf07QAeB/hxgI4DOB/gy0F8DuJzkK6D/D0I85D5OKTmIZiH8DikZ4flH5Z/WL53ieRh64etH7F+BK8jeB3By3tF8gituTzN9TnX56M+H/X3+qi+HKXnqO/YUTNyTO+O8eAYnsf0/hhOx3A6rv5x9U/QccLMneDhCTpO0HGC7ydxPonzSZxP6udJPp8yC6f45b0jecq5U3w97f60+9P0nubvaTW9dyTP8PmM2T6D3xn8zuLhPSR51syc1fezZuycc+ecO+fcOd/Vc+qfM3feT5LneXTenF/A74LaF+BeUO8/WN5Tkhd5chG3i7RelHMRZ+8pyUs8uzQtpIWBYkxIS2kW0iI1RTvhPpId0qJBVBb2os5FV4gzIS1WQbimlhWu8aTIL+qJJiEt0SikJd0ns0RuSEsrJvqJ0SHtCjWuaCBgXnEhpF2ZJ6TlmRfSrpoU0q4uKeReU1dsFXsF/Lzw88LLq17eqsJ+XuvXyrt2VUi7DsfrfL6+sBgc0vK5zyf3hsyQdqOzN8HNj0P+NgKP/BMELfl3hbQCNBaQV6C6aCw6i+ECbgE1CqpZ0HpBeQXpKUhPIViF4BaipxDehXaGtMJ0FIZRmH+F+VeYf0VgF5FfRH6R1sL5IusE3TfjdDOtN/cQswS+RWksCrcoDkXhFsWvGO3FaC4mvxhexeQXk19cD4rLLy6/OM3F6SmObwnnS+BRgtYSelZikdgd0m6RewtNtzhTEqeS+lSSppL2S9ovlU/IKyWvFJ6l1CmlTmlelm4p1CitRumDIa2M3DLqlsG7jD6VjQl8ysovq69l7ZU1W+XklnNfDo9ycsudCGnl7ZWnrTzPKvDM+1xaJbor8e0297fBq+zM7XkF/DuqCNc71ayiRhVc7+oS0u7m0938ucc8VcW3Kr/vxbGant/Hg/voqk5L9XGCt/fLvd/e/XIekPOAGg+oXUPNGuaxhr0aONewX1PtmrTU5HnN3sK81MwR+Nfik/e9tFpq1YL7IO4PposModaDeNS25h0wrTZ/a5vL2jinw0yHmQ4z3Xyk8zddL+roRR3zUQefOuo/Lp7gcX2e1jeX9XGrb887X1p99RrAbkB7A/Ua4NCANw1wbmjWGprLhs435GVDnje01wied720Jnx8yZmmPGkKrynPmtpvSldTuprR1YxHzWhpxutmPG7mTDM+NtOrZmbhZWdeNrfN+dscj+b62xyX5rR6/0trbsaa49mcB819T1rQ3AKnFnS38LehpbVWZrkVjq340IrnreS04m8rHF+F9yo+rdV9DQfvhmmv8fA1vr6Gx+v4vs631/n5Bk5tYHlHTPOOmNYGdluc2lpry8+2+LTlQVvYbX1v2zrzJq/b4f4WDW/h+Za1t+S1t9Yez/Zy2+PWHrf2+t5ebnsz0p7vbzvztvy39T6Dlxl8ysAxA8cMfcjALYOGDLwy+NlB/zroXwdnOzjbwdkOznbkRSd7nfj7rppd8v5/qfAB9wAAAAABAAARmgLSADwAlAAGAAIAEAAvAFYAAAdLAsIABQACeJy1Wd1vI1cVv6m9X2FTSndpS2Nnr1TUTdA0H61E2l2omNjj2F3HNmMnaZ6q8cx1PJvJzGhmvFbEIyAh+oAQf0AfUR8QqnhEiBcQEvvWPvFU4K2CNyQEQgjOOffOeOw4obsShB2fe+655+N3zj135pYxVi8M2AKj/y188Rmu6AV2pfANRT/DioWmogvsTuHHii6yxcLvFH2F3Sz8VdFX2Y3ikqKvsa3idxR9nb1U/FTRN5hx5XuKXrq2eOuPoHmhWABbz778F0UX2csv/4voK8BfXH5R0UX2wvIrRF8F/tXl+4ousueXK0RfA/715UNFF9ntZYvo68C/uTxWdJG9tPx9om9AkCsUHdILENemokFPYUfRBfZ24duKBp2FjxR9hb1U+FjRV9nzhX8q+hrrF19U9HW2WfyZom+wHxb/oeilZ29f+T3Rixj78geKhtiXf070F4D//PJjRRfZyvKnRN+kGP+jaPCndIPoZ4H/XOmOoousVNoi+jnUU2orGvSUbKJvIYal7yoaMCy9T/Rt9Kf0gaLBn5L058vAv116rOgi46U/Ef0CypcLigb58i2iv4Ly5Q1Fg3zZIHoZc1o+VjTktBwTXUZ/yu8rGvwp/4ToOyT/U0Wj/C+I/irmtPxY0ZDT8h+I/hriU/6bogGf8r+Jfg31rNxSNOhZIayuE/4r24oG/1d2iaa4VmxFI5/8vCnlf6Ro5BNWNykvK79UNNhd+S37kHH2OttkW2wbqB4bMgG/eyxgPvxL2BkLiVOBUQQ0Pi3guySxDjM68+CPMxN4x7A+YTGNBPwKkH4ET4ckl9gi/asDpw8zgo2B2yYLPthObTXBwhnoH4EuDroD0OsyG2gb6BDmoswWzyLYZG8A9Wo22mYa+WGBhhBkOdi1wA7qsNmJkn0HRkPg4uwI/IyzuBALl2LxLvRnQHhwtgPjPswg1yI0pmOUegIVKScrI5i1KV4cDUD3GNZGxBmBlEPoceCnOWmAT4iOS+t8wvc+rRckIdgp2ES0HXpy5VEqy4kfAwfxC7MsTuLA+QS8cGFlDCiwD/nrm1vbvDcUfC/wg+QsFLwSRGEQWYkb+Otc9zxuusfDJOamiEX0SDjrfGlxabEu+pEY83Yo/B6ualpnwSjhXnDs2twOwrMIV3E0sPkGfxV/tjVuWl445HXLtwP7BLjvBEOf10dOjLZ6QzfmXl7PIIj4jtv3XNvyuLIIMgEY5XEwimwBP4NkbEWCj3xHRDzBSBo93nRt4cfiPo+F4OK0LxxHONyTXO6I2I7cEEMkG45ILNeLARCdsMMcMz1yLfjZAew8QI7tBB48Z7fOvdwSnglztgqSLqUiyApgDZYrlO+Rdo46+eqea0cBBrLG5mpjE2HGDqhu4iy325BH3A/sQEQxBrS9vrmZ1zOtRSrJW5HFa1Ep4uZ3qNCwVE+oqAdP1TiUz5AtiyeR5YhTKzrhweDiWmNPbIVdpOt8mniu/1RJyRiU+LDTsUMN4M9Vu/U16ioB7DSX8G3RzJBAtAAq7DodciKiGZeg68JzsqsR0C32FnsTelWWck77pBpZY9c/5u3BAIqRv8bNoO/6vOXaw8CzYo13rCRybdfiXYtKOuZbb72Jas6VE3aGEcQUUh+QHWFAcSfU4Y6oC3FK5hl1HdklkqzzpdLIC6j/Yn/C2ATF6ZBcqDqkRmXik52QopdrbaVFqLFFukNC4hSkEprDVX3yI+14s90rUStkL43OcQZZDFo2nnTP8+iENHZgjQ1jTXVSPLGkXS2zMxuBzPyYcLLpbJmH2VhF6tKp49H5kp6Fs9jjGo+oVZBfm+rm87VLH54W2/xZkdZ5RKdDWrfpJpoXQWr9vF/3czWAkchYErKXbs+Izpczqp8AUPLpTLUujFTWnjVVVfJsDNRTRiVpPKVDdVajt2k2Uz0oiW8El9WofK/xVWYm2tMd4iqUI3p7cKkXJCq36VtO2qwG1Bk8ijRFerqyNcqORbSjauH8uT+7G1bp/Qdjvcc24E9QW0UbJ3S6C8qsBTxE6Rgk0rkNpfO9mXeJNbWDJx0jzlBLvXmSt7XP+XbESzM6mqkOXs4q+iHwZK7SyhH0Zumpt6pJhV/2xpdW5sVvfWn2OtkOinNnqcy7rAah7B1TTfsq/xrFHak3MtmDsENYlAOZ67SeZX2F6kSQFvBckW9gflYtFpu8+c72tf9DPjKULIo9UGdY2kcc4owAG7lXJsctp1PSU3Wzmvp4cX4ZnotT776Q8bUcRg6dNt5Uvzkf4yX6qAu7tC6Vnt/ltJkul2I/uxpRk301H3fq1+S7ZLJzJidSmkON+n5AVgbZWOQqBPuXzFAM2iYnrfS6T74IdWKNslzm+4nM4YbKeEw7xct8SPf2dC19flTzJ72MMn/iTNf0BIkx4Xj6lHlMTwX8bvIVMiLngUNPtDnB5SFI2LkzJLmkJ8sTwKEI0pPv3rluboHWgDrP/K9R+U6ZnjgTjNJTbYJTvq9Mr4qpX8h89VXs889f64KsRhkCMVWqT9rlTpKncP50f9oqyJ91dWaQRJvVYHQIp6dJnAbw8H3YhJkDGFWBWwXOXZDoqvm7lLFDOpPqILdP553UYcKzBeMj6nU1xmmMowcg3wJduNZg75INA7R1SdIk3XvAbcKvoeRwRQU4+zBGepe6obTXglXy+7qhzkfpaQ/4PItw2qsGWUw924ORCfrralYH3Q3Sh/6j/RrRrczPmvJUJ4xQM+qsgEdNGiF3H347INcl+zrFLL1tUQw1mJexGOQBWl5XsUo5xOdAzWCO0L8m/E2i0gmDOnkzwa8Cvx3wHPXvwmyPToo2rKxSpF1Cz1CYYbRNGk2ikpmqUDSIKmJQBXoP/u1m2Jn0lL6YOW3T2B3S/ERKxqerZ4WQa9NIZqNCox7lCmc1lUuT4pi1ekiVaJCUThF3swqpUfVK79PqlDbaOU+kPcxt3pe0qvkle0RqSef3VabP44Ko64QJ+tXNLF+kGb6Ys5sDHo/C0HOFwweBn6zzo2DET60zPooFT/BeBdk8CbgdCSsRGnfcOPSsM41bvsPDyIVZG0QE/FoxD0V06iYJqOuf0Z1KenOSwETMgyglBmhBw1+6ecncCaPAGdmJxvHOCNZquCY1AN+74yF88OY8G4NR17e9kYMXTKn3ge+d8VV3Td7g5MRBw2Xeygsf/MyORIyf03gpMDGAyzNd9wmBVResJOIUbxAiF6w6wdj3AsuZRs+SUIkIwwnAFDxHSThKuCMwTJQZCi+cRnSd6/6ZEseEgELAZ+j2XfB5HW/T8CJjEHheQHcDCmyN960YvA387ForTcPqMEnCexsbwl8fuyduKBzXWg+i4w0cbYDke+oCbA0STIURo2uoZv6N3bybto+VRBMlPkGgHwYQFYIjHgkvCCXg03d6CObUrR6G18EExXQ7BbEDDALWHUcWoONofBAJgRVkD63oGKJGnAEvyCoo4EE/sVwfYbHoXjGttc8fB7pkxXFguxbWiBPYo1PIiiWv/1wPsFlFjVPx8q66WPxkjTxyBN5myUzMleNjNxkiO1dymio59D6d9lyoVWkbdUXychUs0EbCCDV+GjjuAH8FARKOIKB4SJsWVPdHuIFjZKo6gQg3IPBYeB5qwGwrlOa6Kjc9mJQbRyFNToyHweklMeJWGEU+OCNIgRPwOCBfHgo7SUtsUsmwARyXNt+9tMytfvBI5G6I/SDBjUMe4VYLJ7WipuKhBXH1xdT+tXKhRuhAnEA54ZUjbGG53S+DQO66usG77VrvUDcN3ujyjtk+aFSNKr+rd2F8V+OHjV69vd/jIGHqrd4Rb9e43jriDxqtqsaNdzum0e3ytskbe51mwwBeo1Vp7lcbrV2+A+ta7R5vNmA/gtJem6NBpaphdFHZnmFW6jDUdxrNRu9I47VGr4U6a6BU5x3d7DUq+03d5J19s9PuGmC+CmpbjVbNBCvGntHqrYNV4HHjAAa8W9ebTTKl74P3JvlXaXeOzMZuvcfr7WbVAOaOAZ7pO01DmoKgKk29safxqr6n7xq0qg1aTBJT3h3WDWKBPR3+X+k12i0Mo9Ju9UwYahCl2cuWHja6hsZ1s9FFQGpmG9QjnLCiTUpgXcuQWhBqPpUREMHxfteY+FI19Cbo6uLivDCchS14ZT2mF1d8JZ6+456dS9hoYQlejz+bkcvzB/QqPj2f8mqkKZmZzbiFHxR+VfhN4dfw/GhaZmYm9cu9xOd0Di9z8MPhEV2VgKcz8vPmd+nyIp6RnHBrEKnHTtjfYdVnwJ2NZ3Y2XRmrSIMLNOfnD4ielkt5dRo/IlxnZWbnOvSpEtFnj/y4OZtZMV8ij+OsvzNzxTvFt4v3i5Xi14tvFr9V/GbxQfGt6RUXSPQuqKc8vzYnxpT3AMcLW/jfNKbm8/wHVL8h5GM2iqmZhS+xPxdegU/QKZkct6muJmbrLc9/krp8AnyfSO//qN3/AsQm+fh4nGycBXjcxva3I2bapsxtym2alWZG2vJqrQk01EDTpJA6jhM7cezEECozMzMzMzMzMzMz8+d4fyvl/p+vz3N9ZtfSeUda6bw6nr0ZJA4a+O+fvQa9Nuj/819wZv8PYZA4SBoUDBoyaMNBGw/abNDmg4YNigbRQWxQPOieQW8OekgQBUmQBUVQBU3QBUMwBUuwBUdwBU/whUAoCSsIg4UVhZWElYVVhFWF1YTVhTWENYW1hLWFdYR1hfWE9YUhwgbChsJGwsbCJsKmwmbC5sIWwlBhS2GYUBZCIRKIQAUmxEIiVISthK2FbYRthe2E7YUdhKqQCjWhScgELgwXRggjhVHCjsJoYYwwVhgnjBd2EiYIE4VJwmRhZ2GKsIswVZgm7CrsJuwu7CFMF/YUmoUZQoswU2gVZgmzhTahXZgjzBU6hHlCp9AlzBcWCN1Cj9Ar9AkLhUXCYmGJsFTYS9hb2EfYV9hP2F84QDhQOEg4WDhEOFQ4TDhcOEI4UjhKOFo4RjhWOE44XjhBOFE4SThZOEU4VThNOF04QzhTOEs4WzhHOFc4TzhfuEC4ULhIuFi4RLhUuEy4XLhCuFK4SrhauEa4VrhOuF64QbhRuEm4WbhFuFW4TbhduEO4U7hLuFu4R7hXuE+4X3hAeFB4SHhYeER4VHhMeFx4QnhSeEp4WnhGeFZ4TnheeEF4UXhJeFl4RXhVeE14XXhDeFN4S3hbeEd4V3hPeF/4QPhQ+Ej4WPhE+FT4TPhc+EL4UvhK+Fr4RvhW+E74XvhB+FH4SfhZ+EX4VfhN+F34Q/hT+Ev4W/hH+Ff4TxwkCqIoSqIsKqIqaqIuGqIpWqItOqIreqIvBmJJXEEcLK4oriSuLK4iriquJq4uriGuKa4lri2uI64rrieuLw4RNxA3FDcSNxY3ETcVNxM3F7cQh4pbisPEshiKkUhEKjIxFhOxIm4lbi1uI24rbiduL+4gVsVUrIlNYiZycbg4QhwpjhJ3FEeLY8Sx4jhxvLiTOEGcKE4SJ4s7i1PEXcSp4jRxV3E3cXdxD3G6uKfYLM4QW8SZYqs4S5wttont4hxxrtghzhM7xS5xvrhA7BZ7xF6xT1woLhIXi0vEpeJe4t7iPuK+4n7i/uIB4oHiQeLB4iHioeJh4uHiEeKR4lHi0eIx4rHiceLx4gniieJJ4sniKeKp4mni6eIZ4pniWeLZ4jniueJ54vniBeKF4kXixeIl4qXiZeLl4hXileJV4tXiNeK14nXi9eIN4o3iTeLN4i3ireJt4u3iHeKd4l3i3eI94r3ifeL94gPig+JD4sPiI+Kj4mPi4+IT4pPiU+LT4jPis+Jz4vPiC+KL4kviy+Ir4qvia+Lr4hvim+Jb4tviO+K74nvi++IH4ofiR+LH4ifip+Jn4ufiF+KX4lfi1+I34rfid+L34g/ij+JP4s/iL+Kv4m/i7+If4p/iX+Lf4j/iv+J/0iBJkERJkmRJkVRJk3TJkEzJkmzJkVzJk3wpkErSCtJgaUVpJWllaRVpVWk1aXVpDWlNaS1pbWkdaV1pPWl9aYi0gbShtJG0sbSJtKm0mbS5tIU0VNpSGiaVpVCKJCJRiUmxlEgVaStpa2kbaVtpO2l7aQepKqVSTWqSMolLw6UR0khplLSjNFoaI42VxknjpZ2kCdJEaZI0WdpZmiLtIk2Vpkm7SrtJu0t7SNOlPaVmaYbUIs2UWqVZ0mypTWqX5khzpQ5pntQpdUnzpQVSt9Qj9Up90kJpkbRYWiItlfaS9pb2kfaV9pP2lw6QDpQOkg6WDpEOlQ6TDpeOkI6UjpKOlo6RjpWOk46XTpBOlE6STpZOkU6VTpNOl84YdJZ0pnSWdLZ0jnSudJ50vnSBdKF0kXSxdIl0qXSZdLl0hXSldJV0tXSNdK10nXS9dIN0o3STdLN0i3SrdJt0u3SHdKd0l3S3dI90r3SfdL/0gPSg9JD0sPSI9Kj0mPS49IT0pPSU9LT0jPSs9Jz0vPSC9KL0kvSy9Ir0qvSa9Lr0hvSm9Jb0tvSO9K70nvS+9IH0ofSR9LH0ifSp9Jn0ufSF9KX0lfS19I30rfSd9L30g/Sj9JP0s/SL9Kv0m/S79If0p/SX9Lf0j/Sv9J88SBZkUZZkWVZkVdZkXTZkU7ZkW3ZkV/ZkXw7kkryCPFheUV5JXlleRV5VXk1eXV5DXlNeS15bXkdeV15PXl8eIm8gbyhvJG8sbyJvKm8mby5vIQ+Vt5SHyWU5lCOZyFRmciwnckXeSt5a3kbeVt5O3l7eQa7KqVyTm+RM5vJweYQ8Uh4l7yiPlsfIY+Vx8nh5J3mCPFGeJE+Wd5anyLvIU+Vp8q7ybvLu8h7ydHlPuVmeIbfIM+VWeZY8W26T2+U58ly5Q54nd8pd8nx5gdwt98i9cp+8UF4kL5aXyEvlveS95X3kfeX95P3lA+QD5YPkg+VD5EPlw+TD5SPkI+Wj5KPlY+Rj5ePk4+UT5BPlk+ST5VPkU+XT5NPlM+Qz5bPks+Vz5HPl8+Tz5QvkC+WL5IvlS+RL5cvky+Ur5Cvlq+Sr5Wvka+Xr5OvlG+Qb5Zvkm+Vb5Fvl2+Tb5TvkO+W75Lvle+R75fvk++UH5Aflh+SH5UfkR+XH5MflJ+Qn5afkp+Vn5Gfl5+Tn5RfkF+WX5JflV+RX5dfk1+U35Dflt+S35Xfkd+X35PflD+QP5Y/kj+VP5E/lz+TP5S/kL+Wv5K/lb+Rv5e/k7+Uf5B/ln+Sf5V/kX+Xf5N/lP+Q/5b/kv+V/5H/l/5RBiqCIiqTIiqKoiqboiqGYiqXYiqO4iqf4SqCUlBWUwcqKykrKysoqyqrKasrqyhrKmspaytrKOsq6ynrK+soQZQNlQ2UjZWNlE2VTZTNlc2ULZaiypTJMKSuhEilEoQpTYiVRKspWytbKNsq2ynbK9soOSlVJlZrSpGQKV4YrI5SRyihlR2W0MkYZq4xTxis7KROUicokZbKyszJF2UWZqkxTdlV2U3ZX9lCmK3sqzcoMpUWZqbQqs5TZSpvSrsxR5iodyjylU+lS5isLlG6lR+lV+pSFyiJlsbJEWarspeyt7KPsq+yn7K8coByoHKQcrByiHKocphyuHKEcqRylHK0coxyrHKccr5ygnKicpJysnKKcqpymnK6coZypnKWcrZyjnKucp5yvXKBcqFykXKxcolyqXKZcrlyhXKlcpVytXKNcq1ynXK/coNyo3KTcrNyi3Krcptyu3KHcqdyl3K3co9yr3KfcrzygPKg8pDysPKI8qjymPK48oTypPKU8rTyjPKs8pzyvvKC8qLykvKy8oryqvKa8rryhvKm8pbytvKO8q7ynvK98oHyofKR8rHyifKp8pnyufKF8qXylfK18o3yrfKd8r/yg/Kj8pPys/KL8qvym/K78ofyp/KX8rfyj/Kv8pw5SBVVUJVVWFVVVNVVXDdVULdVWHdVVPdVXA7WkrqAOVldUV1JXVldRV1VXU1dX11DXVNdS11bXUddV11PXV4eoG6gbqhupG6ubqJuqm6mbq1uoQ9Ut1WFqWQ3VSCUqVZkaq4laUbdSt1a3UbdVt1O3V3dQq2qq1tQmNVO5OlwdoY5UR6k7qqPVMepYdZw6Xt1JnaBOVCepk9Wd1SnqLupUdZq6q7qburu6hzpd3VNtVmeoLepMtVWdpc5W29R2dY46V+1Q56mdapc6X12gdqs9aq/apy5UF6mL1SXqUnUvdW91H3VfdT91f/UA9UD1IPVg9RD1UPUw9XD1CPVI9Sj1aPUY9Vj1OPV49QT1RPUk9WT1FPVU9TT1dPUM9Uz1LPVs9Rz1XPU89Xz1AvVC9SL1YvUS9VL1MvVy9Qr1SvUq9Wr1GvVa9Tr1evUG9Ub1JvVm9Rb1VvU29Xb1DvVO9S71bvUe9V71PvV+9QH1QfUh9WH1EfVR9TH1cfUJ9Un1KfVp9Rn1WfU59Xn1BfVF9SX1ZfUV9VX1NfV19Q31TfUt9W31HfVd9T31ffUD9UP1I/Vj9RP1U/Uz9XP1C/VL9Sv1a/Ub9Vv1O/V79Qf1R/Un9Wf1F/VX9Tf1d/UP9U/1L/Vv9R/1X/U/bZAmaKImabKmaKqmabpmaKZmabbmaK7mab4WaCVtBW2wtqK2kraytoq2qraatrq2hramtpa2traOtq62nra+NkTbQNtQ20jbWNtE21TbTNtc20Ibqm2pDdPKWqhFGtGoxrRYS7SKtpW2tbaNtq22nba9toNW1VKtpjVpmca14doIbaQ2SttRG62N0cZq47Tx2k7aBG2iNkmbrO2sTdF20aZq07Rdtd203bU9tOnanlqzNkNr0WZqrdosbbbWprVrc7S5Woc2T+vUurT52gKtW+vRerU+baG2SFusLdGWantpe2v7aPtq+2n7awdoB2oHaQdrh2iHaodph2tHaEdqR2lHa8dox2rHacdrJ2gnaidpJ2unaKdqp2mna2doZ2pnaWdr52jnaudp52sXaBdqF2kXa5dol2qXaZdrV2hXaldpV2vXaNdq12nXazdoN2o3aTdrt2i3ardpt2t3aHdqd2l3a/do92r3afdrD2gPag9pD2uPaI9qj2mPa09oT2pPaU9rz2jPas9pz2svaC9qL2kva69or2qvaa9rb2hvam9pb2vvaO9q72nvax9oH2ofaR9rn2ifap9pn2tfaF9qX2lfa99o32rfad9rP2g/aj9pP2u/aL9qv2m/a39of2p/aX9r/2j/av/pg3RBF3VJl3VFV3VN13VDN3VLt3VHd3VP9/VAL+kr6IP1FfWV9JX1VfRV9dX01fU19DX1tfS19XX0dfX19PX1IfoG+ob6RvrG+ib6pvpm+ub6FvpQfUt9mF7WQz3SiU51psd6olf0rfSt9W30bfXt9O31HfSqnuo1vUnPdK4P10foI/VR+o76aH2MPlYfp4/Xd9In6BP1SfpkfWd9ir6LPlWfpu+q76bvru+hT9f31Jv1GXqLPlNv1Wfps/U2vV2fo8/VO/R5eqfepc/XF+jdeo/eq/fpC/VF+mJ9ib5U30vfW99H31ffT99fP0A/UD9IP1g/RD9UP0w/XD9CP1I/Sj9aP0Y/Vj9OP14/QT9RP0k/WT9FP1U/TT9dP0M/Uz9LP1s/Rz9XP08/X79Av1C/SL9Yv0S/VL9Mv1y/Qr9Sv0q/Wr9Gv1a/Tr9ev0G/Ub9Jv1m/Rb9Vv02/Xb9Dv1O/S79bv0e/V79Pv19/QH9Qf0h/WH9Ef1R/TH9cf0J/Un9Kf1p/Rn9Wf05/Xn9Bf1F/SX9Zf0V/VX9Nf11/Q39Tf0t/W39Hf1d/T39f/0D/UP9I/1j/RP9U/0z/XP9C/1L/Sv9a/0b/Vv9O/17/Qf9R/0n/Wf9F/1X/Tf9d/0P/U/9L/1v/R/9X/88YZAiGaEiGbCiGamiGbhiGaViGbTiGa3iGbwRGyVjBGGysaKxkrGysYqxqrGasbqxhrGmsZaxtrGOsa6xnrG8MMTYwNjQ2MjY2NjE2NTYzNje2MIYaWxrDjLIRGpFBDGowIzYSo2JsZWxtbGNsa2xnbG/sYFSN1KgZTUZmcGO4McIYaYwydjRGG2OMscY4Y7yxkzHBmGhMMiYbOxtTjF2MqcY0Y1djN2N3Yw9jurGn0WzMMFqMmUarMcuYbbQZ7cYcY67RYcwzOo0uY76xwOg2eoxeo89YaCwyFhtLjKXGXsbexj7GvsZ+xv7GAcaBxkHGwcYhxqHGYcbhxhHGkcZRxtHGMcaxxnHG8cYJxonGScbJxinGqcZpxunGGcaZxlnG2cY5xrnGecb5xgXGhcZFxsXGJcalxmXG5cYVxpXGVcbVxjXGtcZ1xvXGDcaNxk3GzcYtxq3Gbcbtxh3GncZdxt3GPca9xn3G/cYDxoPGQ8bDxiPGo8ZjxuPGE8aTxlPG08YzxrPGc8bzxgvGi8ZLxsvGK8arxmvG68YbxpvGW8bbxjvGu8Z7xvvGB8aHxkfGx8YnxqfGZ8bnxhfGl8ZXxtfGN8a3xnfG98YPxo/GT8bPxi/Gr8Zvxu/GH8afxl/G38Y/xr/Gf+YgUzBFUzJlUzFVUzN10zBN0zJt0zFd0zN9MzBL5grmYHNFcyVzZXMVc1VzNXN1cw1zTXMtc21zHXNdcz1zfXOIuYG5obmRubG5ibmpuZm5ubmFOdTc0hxmls3QjExiUpOZsZmYFXMrc2tzG3Nbcztze3MHs2qmZs1sMjOTm8PNEeZIc5S5oznaHGOONceZ482dzAnmRHOSOdnc2Zxi7mJONaeZu5q7mbube5jTzT3NZnOG2WLONFvNWeZss81sN+eYc80Oc57ZaXaZ880FZrfZY/aafeZCc5G52FxiLjX3Mvc29zH3Nfcz9zcPMA80DzIPNg8xDzUPMw83jzCPNI8yjzaPMY81jzOPN08wTzRPMk82TzFPNU8zTzfPMM80zzLPNs8xzzXPM883LzAvNC8yLzYvMS81LzMvN68wrzSvMq82rzGvNa8zrzdvMG80bzJvNm8xbzVvM2837zDvNO8y7zbvMe817zPvNx8wHzQfMh82HzEfNR8zHzefMJ80nzKfNp8xnzWfM583XzBfNF8yXzZfMV81XzNfN98w3zTfMt823zHfNd8z3zc/MD80PzI/Nj8xPzU/Mz83vzC/NL8yvza/Mb81vzO/N38wfzR/Mn82fzF/NX8zfzf/MP80/zL/Nv8x/zX/swZZgiVakiVbiqVamqVbhmValmVbjuVanuVbgVWyVrAGWytaK1krW6tYq1qrWatba1hrWmtZa1vrWOta61nrW0OsDawNrY2sja1NrE2tzazNrS2sodaW1jCrbIVWZBGLWsyKrcSqWFtZW1vbWNta21nbWztYVSu1alaTlVncGm6NsEZao6wdrdHWGGusNc4ab+1kTbAmWpOsydbO1hRrF2uqNc3a1drN2t3aw5pu7Wk1WzOsFmum1WrNsmZbbVa7Nceaa3VY86xOq8uaby2wuq0eq9fqsxZai6zF1hJrqbWXtbe1j7WvtZ+1v3WAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW8dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedb51gXWhdZF1sXWJdal1mXW5dYV1pXWVdbV1jXWtdZ11vXWDdaN1k3WzdYt1q3Wbdbt1h3WndZd1t3WPda91n3W/9YD1oPWQ9bD1iPWo9Zj1uPWE9aT1lPW09Yz1rPWc9bz1gvWi9ZL1svWK9ar1mvW69Yb1pvWW9bb1jvWu9Z71vvWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW99YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/WfPcgWbNGWbNlWbNXWbN02bNO2bNt2bNf2bN8O7JK9gj3YXtFeyV7ZXsVe1V7NXt1ew17TXste217HXtdez17fHmJvYG9ob2RvbG9ib2pvZm9ub2EPtbe0h9llO7Qjm9jUZnZsJ3bF3sre2t7G3tbezt7e3sGu2qlds5vszOb2cHuEPdIeZe9oj7bH2GPtcfZ4eyd7gj3RnmRPtne2p9i72FPtafau9m727vYe9nR7T7vZnmG32DPtVnuWPdtus9vtOfZcu8OeZ3faXfZ8e4HdbffYvXafvdBeZC+2l9hL7b3sve197H3t/ez97QPsA+2D7IPtQ+xD7cPsw+0j7CPto+yj7WPsY+3j7OPtE+wT7ZPsk+1T7FPt0+zT7TPsM+2z7LPtc+xz7fPs8+0L7Avti+yL7UvsS+3L7MvtK+wr7avsq+1r7Gvt6+zr7RvsG+2b7JvtW+xb7dvs2+077Dvtu+y77Xvse+377PvtB+wH7Yfsh+1H7Eftx+zH7SfsJ+2n7KftZ+xn7efs5+0X7Bftl+yX7VfsV+3X7NftN+w37bfst+137Hft9+z37Q/sD+2P7I/tT+xP7c/sz+0v7C/tr+yv7W/sb+3v7O/tH+wf7Z/sn+1f7F/t3+zf7T/sP+2/7L/tf+x/7f+cQY7giI7kyI7iqI7m6I7hmI7l2I7juI7n+E7glJwVnMHOis5KzsrOKs6qzmrO6s4azprOWs7azjrOus56zvrOEGcDZ0NnI2djZxNnU2czZ3NnC2eos6UzzCk7oRM5xKEOc2IncSrOVs7WzjbOts52zvbODk7VSZ2a0+RkDneGOyOckc4oZ0dntDPGGeuMc8Y7OzkTnInOJGeys7MzxdnFmepMc3Z1dnN2d/Zwpjt7Os3ODKfFmem0OrOc2U6b0+7MceY6Hc48p9PpcuY7C5xup8fpdfqchc4iZ7GzxFnq7OXs7ezj7Ovs5+zvHOAc6BzkHOwc4hzqHOYc7hzhHOkc5RztHOMc6xznHO+c4JzonOSc7JzinOqc5pzunOGc6ZzlnO2c45zrnOec71zgXOhc5FzsXOJc6lzmXO5c4VzpXOVc7VzjXOtc51zv3ODc6Nzk3Ozc4tzq3Obc7tzh3Onc5dzt3OPc69zn3O884DzoPOQ87DziPOo85jzuPOE86TzlPO084zzrPOc877zgvOi85LzsvOK86rzmvO684bzpvOW87bzjvOu857zvfOB86HzkfOx84nzqfOZ87nzhfOl85XztfON863znfO/84Pzo/OT87Pzi/Or85vzu/OH86fzl/O384/zr/OcOcgVXdCVXdhVXdTVXdw3XdC3Xdh3XdT3XdwO35K7gDnZXdFdyV3ZXcVd1V3NXd9dw13TXctd213HXdddz13eHuBu4G7obuRu7m7ibupu5m7tbuEPdLd1hbtkN3cglLnWZG7uJW3G3crd2t3G3dbdzt3d3cKtu6tbcJjdzuTvcHeGOdEe5O7qj3THuWHecO97dyZ3gTnQnuZPdnd0p7i7uVHeau6u7m7u7u4c73d3TbXZnuC3uTLfVneXOdtvcdneOO9ftcOe5nW6XO99d4Ha7PW6v2+cudBe5i90l7lJ3L3dvdx93X3c/d3/3APdA9yD3YPcQ91D3MPdw9wj3SPco92j3GPdY9zj3ePcE90T3JPdk9xT3VPc093T3DPdM9yz3bPcc91z3PPd89wL3Qvci92L3EvdS9zL3cvcK90r3Kvdq9xr3Wvc693r3BvdG9yb3ZvcW91b3Nvd29w73Tvcu9273Hvde9z73fvcB90H3Ifdh9xH3Ufcx93H3CfdJ9yn3afcZ91n3Ofd59wX3Rfcl92X3FfdV9zX3dfcN9033Lfdt9x33Xfc99333A/dD9yP3Y/cT91P3M/dz9wv3S/cr92v3G/db9zv3e/cH90f3J/dn9xf3V/c393f3D/dP9y/3b/cf91/3P2+QJ3iiJ3myp3iqp3m6Z3imZ3m253iu53m+F3glbwVvsLeit5K3sreKt6q3mre6t4a3preWt7a3jreut563vjfE28Db0NvI29jbxNvU28zb3NvCG+pt6Q3zyl7oRR7xqMe82Eu8ireVt7W3jbett523vbeDV/VSr+Y1eZnHveHeCG+kN8rb0RvtjfHGeuO88d5O3gRvojfJm+zt7E3xdvGmetO8Xb3dvN29Pbzp3p5eszfDa/Fmeq3eLG+21+a1e3O8uV6HN8/r9Lq8+d4Cr9vr8Xq9Pm+ht8hb7C3xlnp7eXt7+3j7evt5+3sHeAd6B3kHe4d4h3qHeYd7R3hHekd5R3vHeMd6x3nHeyd4J3oneSd7p3ineqd5p3tneGd6Z3lne+d453rneed7F3gXehd5F3uXeJd6l3mXe1d4V3pXeVd713jXetd513s3eDd6N3k3e7d4t3q3ebd7d3h3end5d3v3ePd693n3ew94D3oPeQ97j3iPeo95j3tPeE96T3lPe894z3rPec97L3gvei95L3uveK96r3mve294b3pveW9773jveu9573sfeB96H3kfe594n3qfeZ97X3hfel95X3vfeN9633nfez94P3o/eT97v3i/er95v3t/eH96f3l/e/94/3r/+YN8wRd9yZd9xVd9zdd9wzd9y7d9x3d9z/f9wC/5K/iD/RX9lfyV/VX8Vf3V/NX9Nfw1/bX8tf11/HX99fz1/SH+Bv6G/kb+xv4m/qb+Zv7m/hb+UH9Lf5hf9kM/8olPfebHfuJX/K38rf1t/G397fzt/R38qp/6Nb/Jz3zuD/dH+CP9Uf6O/mh/jD/WH+eP93fyJ/gT/Un+ZH9nf4q/iz/Vn+bv6u/m7+7v4U/39/Sb/Rl+iz/Tb/Vn+bP9Nr/dn+PP9Tv8eX6n3+XP9xf43X6P3+v3+Qv9Rf5if4m/1N/L39vfx9/X38/f3z/AP9A/yD/YP8Q/1D/MP9w/wj/SP8o/2j/GP9Y/zj/eP8E/0T/JP9k/xT/VP80/3T/DP9M/yz/bP8c/1z/PP9+/wL/Qv8i/2L/Ev9S/zL/cv8K/0r/Kv9q/xr/Wv86/3r/Bv9G/yb/Zv8W/1b/Nv92/w7/Tv8u/27/Hv9e/z7/ff8B/0H/If9h/xH/Uf8x/3H/Cf9J/yn/af8Z/1n/Of95/wX/Rf8l/2X/Ff9V/zX/df8N/03/Lf9t/x3/Xf89/3//A/9D/yP/Y/8T/1P/M/9z/wv/S/8r/2v/G/9b/zv/e/8H/0f/J/9n/xf/V/83/3f/D/9P/y//b/8f/1/8vGBQIgRhIgRwogRpogR4YgRlYgR04gRt4gR8EQSlYIRgcrBisFKwcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfDAk2CDYMNgo2DjYJNg02CzYPtgiGBlsGw4JyEAZRQAIasCAOkqASbBVsHWwTbBtsF2wf7BBUgzSoBU1BFvBgeDAiGBmMCnYMRgdjgrHBuGB8sFMwIZgYTAomBzsHU4JdgqnBtGDXYLdg92CPYHqwZ9AczAhagplBazArmB20Be3BnGBu0BHMCzqDrmB+sCDoDnqC3qAvWBgsChYHS4KlwV7B3sE+wb7BfsH+wQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfHBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB+cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wf3BA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB88ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H7wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wffBD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/wX+lQSWhJJakklxSSmpJK+klo2SWrJJdckpuySv5paBUKq1QGlxasbRSaeXSKqVVS6uVVi+tUVqztFZp7dI6pXVL65XWLw0pbVDasLRRaePSJqVNS5uVNi9tURpa2rI0rFQuhaWoREq0xEpxKSlVSluVti5tU9q2tF1p+9IOpWopLdVKTaWsxEvDSyNKI0ujSjuWRpfGlMaWxpXGl3YqTShNLE0qTS7tXJpS2qU0tTSttGtpt9LupT1K00t7lppLM0otpZml1tKs0uxSW6m9NKc0t9RRmlfqLHWV5pcWlLpLPaXeUl9pYWlRaXFpSWlpaa/S3qV9SvuW9ivtXzqgdGDpoNLBpUNKh5YOKx2uVec1t3R3dWrN9ahWZ3S3LmxVmweCVu2a3dXZOldrrker1tLe3dI3b1ZH62KrpRibtZldvc0tLa2dvWZLPlSbWpqXpZxZD039+Zt7tQzAVgCzOrB1IJhZkag1H2oZptFaj2pWz9g6EKzhy01q9nKTGl7kml3k6utsH1YOQ8TIGrHc3m3FWB4xo7lbbuv/oY7sbe+Y2aq2DwRtJObfjvmPrM+/vX7CRmKm7fUojhwlts+xRi3HmFOM63OIGGJsz53d3dra2dHcObO9RR3d3NLX26p2DARskiLW1NH1U9AxEOTR/ccnd/T/UMfW9+pcbi9CEZk6tr5XZ/3EdTbP7+rp7e6a39YqZZ2zpdbO2do4HF4XDm9c/fC6BoIzrq2vc3Zzd9+8jua+Xqdr+VfqhDq5ezkyxaHRWJ1QJ3fXw8T6tj0DwZq43Onp+b+nh+GjYpE6qb5zb/2YJy37gHqXfUCT6x9QX/0Dmowj6MMRTK4fQd9AUCZ3t3fOVvqW/XQm/8/R9C3/SpuMD7IPV/6U5ea4aLnx1OXGS4qxOq1+hEsHgjmtuBSX5kOlo6tzdk/96JJhiGVEHHUSIRJEfJYJzmwSIyaIFcQqIq6YpIbYhJgh8nqsgF8BvwJuBdwKuBVwK+BWwK2AWwG3Am4F3Aq4FXArXBnX1tXdqXQt+1l/r4pjroJdBbsKdhXsKthVsKtgV8Gugl0Fuwp2NVMmDzD7CmaK403BTsFOwU7BTsFOwU7BTsFOwU7BTsFOwU5x3CnOdw3nuwZ+Dfwa+DXwa+DXwK+BXwO/Bn4N/Br4NfBr4NfAr4HfBH4T+E3gN4HfBH4T+E3gN4HfBH4T+E3gN4HfBH4T+E3gN4GfgZ+Bn4GfgZ+Bn1F1eP2unz0Q8C7oGegZ6BnoGegZ6BnoGegcdA46B52DzkHnOHqOo+c4eg4+r5jVZZWkfpM350OtmtVjc2u9wo3r6WjuaauPu4rxQJZw2DDEMmKIGCESRIrIEGPEBLGCWEVMEWuITYgZYv1shGXwy+CXwS+DXwa/DH4Z/DL4ZfDL4JfBL4NfBr8Mfhn8Mvgh+CH4kHMYgh+CH4Ifgh+CH4Ifgh+CH4Ifgh+CH4Ifgh+BH4EfgR+BH4EfgQ9hhxH4EfgR+BH4sHUYgR+BH4EfgU/AJ+AT8An4BHx4PCTgE/AJ+AR8Aj4Bn4BPwCfgE/Ap+BR8Cj4Fn4JPwYfVQwo+BZ+CT8Gn4FPwKfgUfAo+A5+BD+OHDHwGPgOfgc/AZ+Az8Bn4DHwGPgOfgc/Aj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GH+0O4P4T7Q7g/hPtDuD+E+0O4P4T7Q7g/hPtDuD+E+0O4P4T7Q7g/hPtDuD+sgI9ngBDPACGeAUI8A4R4BgjxDBDiGSDEM0CIZ4AQzwAhngFCPAOEFfCr4FfBx3NAiOeAEM8BIZ4DQjwHhHgOCPEcEOI5IMRzQIjngBDPASGeA8Iq+FXwU/DxLBDiWSDEs0CIZ4EQzwIhngVCPAuEeBYI8SwQ4lkgxLNAiGeBEM8CIZ4FQjwLhHgWCPEsEOJZIMSzQIhngRDPAiHcH8L5IZwfwvkhnB/C+SGcH8L5IZwfwvkhnB/C+SGcH8L5IZwfwuEhHB7C4SEcHsLhIRwewuFhhnwZ8mXIB4uHsHgIi4eweAiLh7B4CIuHsHgIi4eweAiLh7B4CIuHsHgIi4eweAiLhxx8Dj4Hn4PPwefgc27M7m5e2NrSNW+GMeDxZaOB30XDQmOgC1nuHYJIERlijJg4bV1dc5tndC1cfq8qYopYQ2xCzBDr5yKCwyM4PILDIzg8gsMjODyCwyM4PILDIzg8gsMjODyCwyM4PILDIzg8gsMjODwKQ7u/z5nR2tG1qDgoiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDuCuCOIO4K4o5grvV2dXT3OzPbW7tae9p6BV2a1Y35b88DQaO7s6m3taG1vtrP5Pe39/f3A23rWi9+P7MLIHjevfdlfJ+ovJi+3sTluXuvs+kZBe//m/8NSBlhy2trbrAxvnjevuT6xfkODJ0/r/5XUz1MmtfWP5GVAZcfm+fOb1dHN82bMbBbH9Ilj+8Rd2jXMQBzfLk1o61Imts+e1yxNau7TMBtpfFu7VOv/3/ie9jqmWrFHLjcjDxs2XpvN+YmwW5c//NbG4bc3Dn9w3//uWj+4gf3lGcsObvayg1Nmtnb0NmvIJS9ddmjLftk7cGjLkilzBw6tY+DQ6pNMa2Jnn7i4XeuqH5/U3dal9iw7uLIyEKTe/mMEX5rff3wt/f/rf6l0LTvx9vLn3Ps/07S7lv/U+pb/1LryT60+DUg3ahqmDky3rONs4dqEdKMmIvfPoawO7N/4Ha5HNNkRmuwITXaEJjtCkx2hyY4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoiNf5BI01QWNN0FgTNNYEaiZQM4GaCdRM0FgTNNYEUiaQMoGUCaRMIGUCKRNImUDKBFImkDKBlAmkTCBlAikTSJlAygRSJpAygZQJpEwgZQIpE0iZQMoEjTVBY03gYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBI01QWNN4GcCPxP4mcDPBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBH9kJ/gjO0GjTfBHdoKGm6DhJmi4CRpugoabwP0EDTdBw03QcBO4n6DhJmi4CRpuAv8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvifwPYHvCXxP4HsC3xP4nsD3BL4n8D2B7wl8T+B7At8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvifwPYHvCXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPYXvKXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPYXvKXxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C8xSep/A8hecpPE/heQrPU3iewvMUnqfwPIXnKTxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C8xSep/A8hdcpvE7hdQqvU3idwusUXqfwOYXPKXxO4XMKn1P4nMLnFD6n8DmFzyl8TuFzCp9T+JzC5xQ+p/A5hc8pfE7hcwqfU/icwucUPqfwOYXPKXxO4XMKn1P4nMLnFD6n8DmFzyl8TuFzCp9T+JzC5xQep/A4hbcpvE3hbQpfU/iawtcUvqbwNYWvKXxN4WsKX1P4msLXFL6m8DWFryl8TeFrCl9T+JrC1xS+pvA1ha8pfE3hawpfU/iawtcUvqbwNYWvKXxN4WsKX1P4msLXFL6m8DWFryl8TeFrCl9T+JrC1xS+pvA1ha8pfE3hawpfU/iawtcUvqbwNYWvKXxN4VsK31L4lsK3FL6l8C2Fb2lTY3/MH/02hX8p/EvhXwr/UviXwr8U/qXwL4V/KfxL4V8K/1L4l8K/FP6l8C+Ffym8SuFVCq9SeJXCqwz+Y/Afg/8Y/MeGNbajiAwxRkwQK4hVxBSxhtiEmCHWj5/Bfwz+Y/Afg/8Y/MfgPwb/MfiPwX8M/mPwH4P/GPzH4D0G7zF4j8F7DN5j8B6D9xi8x+A9Bu8xeI/BewzeY/Aeg/cYvMfgPQbvMfS5DP5j8B+D/xj8x+A/Bv8x+I/Bfwz+Y/Afg/8Y/MfgPwb/MfiPwX8M/mPwH4P/GPzH4D8G/zH4j8F/DP5j8B+D/xj8x+A/Bv8x+I/Bfwz+Y/Afg/8Y/MfgPwb/MfS5DH0ugw8ZfMjgQwYfMviQwYcMPmTocxm8yOBFBi8yeJHBiwxeZPAigxcZvMjgRQYvMniRwYsMXmTwIoMXGbzI4EUGLzL4kMGHDD5k8CGDDxl8yOBDBh8y+JDBhww+ZPAhgw8ZfMjgQwYfMviQwYcMPmTobxm8yOBFhv6Wob9l8CSDJxk8ydDfMviSwZcMvmTwJYMvGXzJ4EsGXzL4ksGXDL5k8CWDLxl8yeBLBl8y+JLBlwy+ZPAlgy8ZfMngSwZfMviSwZcMvmTwJYMvGXzJ4EsGXzL4ksGXDL5k8CWDLxl8yeBLBl8y+JLBlwy+ZPAlgy8ZfMngSwZfMviSwZcMvmTwJYMvGXzJ4EuG/pahv2Xobxn6W4b+lqG/ZehvGfpbBt8y+JbBtwy+ZfAtg28ZfMvgWwbfMviWwbcMvmXwLYNvGXzL4FsG3zL4lsG3DL5l8C2Dbxl8y+BbBt8y+JbBtwz9LkO/y9DvMvS7DP0ua3gX/SxDP8vQtzL0rQx9K0PfytC3MvStMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMfqKGHU0Rh2NUUdj1NEYdTRGHY1RR2PU0Rh1NEYdjVFHE9SRBHUkQR1JUEcS1JEEdSRBHUlQRxLUkQR1JEEdSVBHEtSRBHUkQR1JUEcS1JEEdSRBHUlQRxLUkQT1I0H9SFA/EtSPBPUjQf1IUD8S1I8E92OC+zHB/ZjgfkxwPya4HxPcjwnuxwT3Y9LUyIfjwP2Y4H5McD8muB8T3I8J7scE92OC+zHB/ZjgfkxwPya4HxPcjwnuxwT3Y4L7McH9mOA5OcFzcoLn5ATPyQnu1wT3a4L7NcHfnxL8/SnB358S3McJ7uME93GC+zjBfZzU7+NyU/35uz+WEUPECJEgUkSGGCMmiBXEKmKKWENsQswQwS+DXwa/DH4Z/DL4ZfDL4JfBL4NfBr8Mfhn8Mvhl8Mvgl8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwY/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/AJ+AT8An4BHwCPgGfgE/AJ+AT8An4BHwCPgGfgE/Ap+BT8Cn4FHwKPgWfgk/Bp+BT8Cn4FHwKPgWfgk/BZ+Az8Bn4DHwGPgOfgc/AZ+Az8Bn4DHwGPgOfgc/Aj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8FPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwK+AXwG/An4F/Ar4FfAr4FfAr4BfAb8CfgX8CvgV8CvgV8Cvgl8Fvwp+Ffwq+FXwq+BXwa+CXwW/Cn4V/Cr4VfCr4FfBT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8GvgV8DvwZ+Dfwa+DXwa+DXwK+BXwO/Bj4HB57J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4Jks5uqUgW8eq4vqYUr9/2S4aCAYUxpfUzMWNUb1/eCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JmsBn4N/Br4NfBr4DeB3wR+E/hN4DeB3wR+E/hN4DeB3wR+E/hN4DeB3wR+E/hN4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4Gfgc/B5WZ1avxGXDAS8CzoHnYPOQeegc9A56Bx0DjoHHfbPYH8O+3PYn8P+HPbnsD+H/Tnsz2F/Dvtz2J/D/hz257A/h/057M9hfw77c9ifw/4c9uewP4f9OWzPYXsO23PYnsP2HLbnsDuH3TnszmF3Drtz2J3D7hx257A7h9057M5hdw6787DBw/HB7hx257A7h9057M5hdw67c9idw+4cduewO4fdOezOYXcOu3PYncPuHHbnsDuH3TnszmF3Drtz2JzD5hw257A5h805bM5hbw57c9ibw94c9uawN4e9OezNYW0OW3PayIv5w84cduawM4edOezMYWcOO3PYmcPOHHbmsDOHnTnszGFnDjtz2JnDzhx25rAzh5057MxhZw47c9iZw84cduawM4edOezMYWeOro+j6+Po+ji6Po6uj6Pr47Axh405bMxhYw4bc9iYw8Y8afBwvLAxh405bMxhYw4bc9iYw8YcNuawMYeNOWzMYWMOG3PYmMPGHDbmsDGHjTlszGFjDhtz2JjDxhw25rAxh405bMxhYw4bc9iYw8YcNuawMYeNOWzMYWMOG3PYmMPCHBbmsDCHhTkszGFhDgtzWJjDwhwW5rAwh4U5LMxhYQ4Lc9iXw74c9uWwL4d9OezLYV8O+3LYl8O+HPblsC+HfTnsy2FbDtty2JbDthy25bAth2U5LMthWQ7LcliWw7IcluWwLIdlOSzLYVkOy3JYlsOyHJblsCyHZTksy2FZzsHj4MGrHD7l8CmHTzl8yuFTDp9y+JTDp7zu03BY3aP9sYwYIkaIBJEiMsQYMUGsIFYRU8QaYhNig8vNWe2z+7pbZzb3tNXfKlOnr3Nma3dPS1f/2zM6nAV9Xb2ty/69ku6e1pnYhtdjCEwITAhMCEyYqfPaOwf+dZXWlq5O7B0Ro3VxS0fzvP7seAfbR5gWRWTIz5CfIT/D9qyxHeYT4zTGOF0xTleM0xXjdMU4XTFOV4z9K9i/go+hgo+hgo+hgrzVYU5LV0dX57yuztbe5u4leDeUO9q7m/EC6CpT57f29G+FlyBXQa5W5ZldnbPxAodVxWFVMa0U00oxrRTTSjGtFNNKwUxxuCkONwU0BTTFaU1xWlOc1hT8FPwU/PozZljG1VeuP131R4YYG609ve3zmntxgZTrfu+Pmb7sFLW1d880ehd1DQx6jP63Wttnt/W22b1t3a0Y91iz2hc2xnZP//XWiRf1VAkxmru7uxZ1tM7q1QZGffPNgdi9bLP6L2d2Leqsj2b0wwxsNrPTzkczelrNru7etmX/lE5zh93e2bvsum7pbe/qtFoX9LUvbO5o7WxpVdq6+npanf7LvqNrdntLc0dnV6+5bOP+h+uO3vn5cEavPrH/KXTZf8sGZQyG5YOoMQgbA9IYJI1BpTFgjUHcGFAMSCNP2NidNhC0kTlq5Akb74SNbcJGHtqYKmlsHDWmEeaDBj1szCfKB41fkQainEMbmcPGVEm+cSMzacyH5MfVyEwau9P8APM8A+9offNndHS1zNX6P8NlUam/6phVj929eN3b09Y8s1UZ+KnNnDsQjVntHR39xaxrsTqi/+TEkTqinFBSD7Rs1n/d3X8ZaL3d7c2z++bXYzdez+ysx45Z6rJ/VqljoLsKaa02kCCKjPbOhTP6+nP0LhvVNzG75rd24s2eee39l21zS2v/9bYwfyH19HWqs1rn9V9x8rIfSs/8/rnKLR19M5S21uZ++Mz25v4SM9Oa19eDa7DVXW7cqJ/48k9Yqz/u9scyYogYIRJEisgQY8QEsYJYRUwRa4hNiBki+Ki/tRj8GPwYfNTlGupyDXW5hrpcQ12uoS7XYvBj8GPwY/Bj8FG/8UfdapzHBLGCWEVMEWuITYgZIq/HevvXH8uIIWKESBApIkMEPwQ/BD8EPwQ/BD8EPwQ/BD8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8Cn4BPwCfgE/AJ+AR8Aj4Bn4BPwCfgE/AJ+AR8Aj4Bn4JPwafgU/Ap+BR8Cj4Fn4JPwafgU/Ap+BR8Cj4Fn4HPwGfgM/AZ+Ax8Bj4Dn4HPwGfgM/AZ+Ax8Bj4DPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwG/Am4F3Aq4FXAr4FbArYBbAbcCbgXcCrgVcCvgVsCtNLg47ir4VfCr4FfBr4JfBb8KfhX8KvhV8KvgV8Gvgl8Fvwp+Cm4KbgpuCm4KbgpuCm4KLm9E8Dn4HHwOPgefg8/Br/9Zr5qi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupPW6w6N628jTehvZHyNEgkgRWT2W8fsyfl/G78uN38eITYgZIq/HEJwQ3LoX+yPyhsgbIm+IvCHy1r3YHyuIVcQUsYYIfgh+CH4EfgR+BH4EfgR+BH4EfgRuBG4EbgRuBG4EHgGHgEOQnyA/QV6C4yLIT5CfID9BfoL8BMdFGhwcFwWHgkPBoTgOCg4Fh4JDkZ8iP0V+irwMx8GQnyE/Q35cRylDfob8DPkZ8jPkZ8jPkD9G/hj5Y+SPkT9G/hj5Y+SPkT9G/hj5Y+SPkT9B/gT5E+RPkDdB3gT5EuRLkCdBngryVJCngjwVzLOCfBXkq2CeFeStIG8F86wgfwX5q8hbRZ4qro8q8lSRp4o8Vexfxf4p9k9xPaeYX4r5pcibIm+KeabInyJ/iusuBSfFfFPwUlx3Kbg1nJca+E3gNYHXBF4TOE3I34S8TciTYf8M886wf4b9M8w3Q54MeTLMM0O+DPPMMM8M+TnmycHhOE8cPI55c3A5uBxcDi7HeeLgc/A5uBzcug95rV6f+yNe435Cn8XRZ3H0WbyGedV443V9XvjSHseX9ji+tMfxpT3ehP2aGttjfk2YXxPH/pgnvnzC8eUTji+fcHz5hOPLARxfDuD4cgDHlwM4vhzA8aUAji8FcHwpgONLARxfCuD4UgDHlwI4vhTA8aWA/lg/jgz3a5aAl4CTgJMgf4K8uF+x2M+xyM+xuM+xuM+xuM+xqM+xmM+xmM+xmM+xiM+xiM+xiM+xeM+xeM+xeM+xaM+xaM+xaM+xWM+xWM+xWM+xSM+xOM+xKM+xGM+xCM+xCM+xCM+x+M6x+M6x+M6x6M6x6M6x6M6x2M6x2M6x2M6xyM6xyM6xyM6xuM6xuM6xuM6xqM6xqM6xqM6xmM6xmM6xmM6xiM6xiM6xiM6xeM6xeM6xeM6xaM6xaM6xaM6xWM6xWM6xWM6xSM6xSM6xSM6xOM6xOM6xOM6x6M2x2N0fsT/ucyxrcyxrcyxrcyxrcyxrcyxrcyxrc85r+tjmea1jWocOawzKjUHYGJDGgDYGrDGIG4OkMagYjTzD8lE5H4X5KMpHJB/RfMTyUZKP8sxhnjnMM4d55jDPHOaZwzxzmGcO43yUM8KcEeWMKGdEOSPKGVHOiHJGlGeO8nwkz0LyLCTfg+SzIvm+JN+X5nOh+b4034Pme9D8OGi+L8v3ZfkMWJ6F5cfB8uNg+axYzmA5g+UMljPinBHnjDhnxDkjzhlxzohzRpwz4pwR54wkZyQ5I8kZSc5IckaSM5KckeSMJGckOaOSMyo5o5IzKjmjkjMqOaOSMyo5o5IzKhUzvyuGFcNyMQyLYVQMSTGkxZAVw7gYJsWwoJULWrmglQtauaCVC1q5oJULWrmglQtauaCFBS0saGFBCwtaWNDCghYWtLCghQUtLGhRQYsKWlTQooIWFbSooEUFLSpoUUGLChopaKSgkYJGChopaKSgkYJGChopaKSg0YJGCxotaLSg0YJGCxotaLSg0YJGCxoraKygsYLGChoraKygsYLGChoraKygxQUtLmhxQYsLWlzQ4oIWF7S4oMUFLS5oSUFLClpS0JKClhS0pKAlBS0paElBSwpapaBVClqloFUKWqWgVQpapaBVClqloBW1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhIWtSQsaklY1JKwqCVhUUvCopaERS0Ji1oSFrUkLGpJWNSSsKglYVFLwqKWhEUtCYtaEha1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhIWtSQsaklY1JKwqCVhUUvCopaERS0Ji1oSFrUkLGpJWNSSsKglYVFLwqKWhEUtCYtaEha1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhJSqs/uWDK/jVSixoDUB/EwOrj/6XHZP8kxfSCmw4a2tMyb/3/eTAbebOySNAYVDOJGtpg2BjEGSbkxCBuDqDFo7JXU58BIOoBjtLw8LslTNbhJg1sZ1hg0KJUGpXGkcX6klcbcKqwxaGSuIHMyLGoMSGNAGwPslYSNbcLGNmFjmzDfJm4MGplDzDmJhjUG5cYgbAwamaNG5qiROWpkjhqZo0Zm0tiYNDamjW1oYxvaoLMGnTXorLE7a+zOGizWyMMaeVgjT9zIEzfyxI2jiBtH0bgqksZVkcSNzI3LI4kbmeNG5qSRuXHlJI0rJ2lcOUnjykmSRuakkblxtSSNqyVpXC1J42pJGldLUiFroKWbjpZuIKbVdGhH++xmY2Cr/ge6cj4K81GUj0g+ovmI5aM4HyX5qNIY9bcmjVHOiHJGlDOinBHljChnRDkjyhlRziA5g+QMkjNIziA5g+QMkjNIziA5g+QMmjNozqA5g+YMmjNozqA5g+YMmjNozmA5g+UMljNYzmA5g+UMljNYzmA5g+WMOGfEOSPOGXHOiHNGnDPinBHnjDhnxDkjyRlJzkhyRpIzkpyR/L/GrmXLbRuJ7vzqdrsnxxuvJ2dWc3waBAmQS1GinM7D7djuceyNj9Lu2Er64enHTDxfPwQLuLxAIForVKEuULcAFAkRogQfNXzU8FHDRw0fDXw08NHARwMfDXw08NHARwMfDXw0wUf/6QeSglRA0pBKSBUkA8lCqiHBh4IPBR8KPhR8KPhQ8KHgQ8GHgg8FHwV8IM8V8lwhzxXyXCHPFfJcIc8V8lwhzxXyVyF/FfJXIX8V8lchfxWyViFrFbJWIWsVslYhVxVyVSFXFbJRIRsVslEhGxWyUSEbFbJRIRsVslEhGxWyUSEbFbJRIRsVslEhGxWyUSHzFPJNId8U8k0h3xTyTSHfFPJNId8U8k0h3xTyTSHfFPJNId8K5FGBPCqQR0VT7Q57GLN8ur5Y30A5P/2w9hiNK7zGFV5jhWjte7DF09/WFyuvaFaqQQkNMLW6Uh5QRwBjffU8ooGB1ja0W0QAq6W6VuS8VxhTe7Y1s+2VCNP46ooxFWNKXENKZH+JnC+R6SVytCzGOgsJbXE/LTHGJXKvRMaVyLOy9IPQzCJiSLWy9KE2bQxAX6WPs4nGucQtsaz8gDaLGABelZ+pposBIGk8ydkBDWWvjGutV7ipqX11wZhofkpb+GrNGB1h6gNfXTFG5tArlinVrMxihTqYcQctw1qGRSNeHQQu87i6gBSCjoaxUr5dy4PX8uC1B8Sn5SXd8vi1BcNKhpUMKyP32g9zy0PYVjHG+GrDGBNhyhCGZYyNMaWvrhlTxxg/Sm0TVWMvV1WBTDzOuB1UJjBZ8hBEF7sKN4AKW6qq9nkwX1C7eRcr3Al2MVXjmy4UX+JM4VNvGSWvwVXAaN9u2cYAn9PLOTnvlXHQllHwBndZg72xwRXA4H5rcFE2GE+DC4Gpyif0wQPX+qdX/ceOJ/RRJGdBG72xzV8saFNtbJNYsEzlk1HdxRY3JDmL2djGbGxjN7axG9vUG9vUf23jJ7J8enZ5cubvyHZQHvPHv7ZSA/xx9FnQV/qZs5jhWtXuw6P7F673cWmGpxcbjHbKWE8Zm5zRBNCUMUvITBEyU4RMROjxFsHbKZZ2m5ZZlnaKpZ1ime2unmJZT7Gst+k2y7KeYplt0UyxbKZYNlMsm218ZllG6xLrMccyNZopo50y1lPGiGU2QZAY2xizRLIJkhqzI5PNhdSYHZlsLqTGLKFsLkzGl82F1Jhlmc2F1Jhlmc2FyYHO5kJqzLLM5kJqnPSZZRnNOGY6xzI1mimjnTLWU8aIZXbpYcltY8yyzC6k1Jhlmb2TZHMAa3+K5VYts0Ts1PxlcyE1Zn1mcyE1Zgllc2EyhGwupMYsy2wupMZJn1mW0VhiDHMsU6OZMtopYz1ljFhmJxWTuY0xyzKbC6kxyzKbC9nVhVU1xTKbC6kxyzK7ylJjlmW2u8mBnoxvq26zqyybC6kx6zObC6kxOzLZXMiyBLscy9Ropox2ylhPGSOW2eHCMG1jzLLM5kJqzLLM5kJ23jBfUyyzuZAasyyzuZAasyyz3WVzITVmWWZzITVmWWbvJNmVjBU8xXJyFiaDj33Kp+iiCM/kCx3OKYsynLT0UgXJQLKQakhNkMKJalFDahr/4K3jJ0wdP7NaJgo9/pGnWfJ9iFa9l3IxDmbVFrlKHVUKE30QzqR6yUKqITVBCieNvSQPqGzFj3U1jhh7qfEAFQHCuPaS9oAiBlSQrAfoGAA2jfKAMgI0INkEklUMAMkmkOQnmVodhI7p0bFTIkzou2ZMHWMCVRwTahwOahwJ9lKIdB41V4Hdgl0sxlXgFDzwtVXHsI5hHcOWDFsybBm5948mraEn0U6JMJ65UYxR5M7Q02qnEKxgmGaYZphmWMmwkmHRIlBVIF/F1RjzKjCPp77ClPkjDWvieTeYP+NXgIknPZwd9pKfP9NEAIu1YAPJWQwASaQTzg21qgOvRdSo1t8Of6c85Lc+KKVU+j3+un7I+A0g/Kv9ZlC5TU/lVE9mG05mG05mG05mA6e/u398/sow5TDb9JMSYsymyPKYr/PZpp9t+KRx/cP/z/VXhmgjbKveUmIbYZO9bRqujbCtevsKt23WVY04No//iPl6P2aLfsx0dJsobYRt1VtKbCMs7u0JX/ccBoci/nrWXz131kOb4UAk1GL7oMNXJXpJQyohVZAMJAuphhQuqzp8NamX4KOBj0b7r4J2Q0Cm33JgUzV+PzSqXOYq55nKqshV+vOvquLmi6jy4f9Ory6fXp59uL75cna6e3lxOio3/x0te8MvQEF9+Nvl7RVp6/9Qu+v1n2O74QeiRnX4qaix4cWaHN4fuHy+uD13P0YlguPghAfi34n3B98iOb8DzvkccOJvEMXXABz8OOnO7Gkf/smdTornUvwkxbEUh0+vrw/0nR+k+FmKlRS/S/GHFGdS/FuKGym+DMXAyAnie7AMHStppe6sh1XZEzoprk/utFLMpVhI0UmxlOKZFN9JcSjF91L8IMWPUvwkxXMpjqR4IcXPUryU4pUUr6U4luJfUryR4hcp3krxbijuzoTa3SMpd368PltdfxL5aJQfvP50eXUxiPe6G6lzWw/3+8wCng2572VJVifvz9yvM92e/3Z2+qc33qzPPohxbxZ+q1qczK7WFx8H8eH8pL8YnJ2tpE1HnXfUeZd0vtdFHe4cUrtDaneYtjuM2z0fOe4cUR9H1MdRGtgRBXYU93dMfRxTH8cpj+O43dsRuzs7X51cXV74QfzV/UCgN7ifVjv9QwzzscXO/GQVGjx69qG/SZycnF7ciG0x2nr56nIl9bsde+lGL4+6uIPdjr121NszouauUKoopId53MP+d0nw97/7dXXl52ocyt1DZnRInR8Sg0eHced3DyWf9r9PnAglbfxqp/EVQ+sNY0D3f+y79ssihZeVN4zwe51fwrtHTPxoJP7N0afbi4+rq9vzs9Wt7/ll2nPlGb6kkX1FK+dVEtfDV1HCvBqbSX9GJsHfwyrT7LymEF9j5I9p5I85gOMxgAfHyNNvjv8Sy+4xzcv+mzRL3lAqvBkD2nsTrfz9t2lmvE0yg7p5N3bz6F2yzt9RDgyXF84ovpTIxW6seDBzHx9keNrTG5EePFudn6/GYdVN6bNBdjoCfxfg/aVyFS6foe7+4WWo/GH1+fMqLMTzXz+IfPenWymf+/KXdVhPa0zH3RdSee/lp0vp7NX6o2d27/Xq1s8Esbr34pNvMg/Ci+s1hTJr/Ci5uG8uLy5lpP/mQxtrHvZRjdqei4fgniXVHKcdPDo6P/3IbVwX0fQ+9m2iyoFmeaBYKVjRrJSsVKwYViwrNSsNKzNWWlbmrHSsLElRB6xwCIpDUByC4hAUh6A4BMUhKA5BcQiKQ1AcguIQ1IIVjkdxPAXHU3A8BcdTcDwFx1NwPAXHU3A8BcdTcDwFx1NwPAXHU3A8BcdTcDyNxCM71w8Xl7JzHQS3c3WC37k6UXauIrmd64Bz+8QBJzvXQZSd6wAcdo9O2lnJpcttUXdWcsFx8v6KLnlilGuxk2mn5FS/U3Ii9gVDE78vEIO/DjuFr31O9/cB05Q7p0SnIzqnCZ2904gCdgrScPTLOwUBEo+wUyAONrx80UtV2HkN2OcjG9xuxTB2snNL9G/HBrSTGkzHY7+4r4lhZO7va05M7mvSjOPwO0v3ASDsLJ0c7SxdBe0sBSs8RBbXTsZmxim8mXG63DKkN1xsnRpfOId+wiWOFCvezkaWfq8z9wYZzcHTmdvrSK1s/oUogtUUrE6D1XGwmoLVFKzmYHUSrMYGbWi1Is8r8rxKPIdcGVhEQ6IfrIZZHfpe+ZmXJsRoRYz2f08695SsNBvHUfM4ahpHjXHUNI4ebvSoFP2FeEDdUNsbtxkbar9QxF/Ssf4Sj/WXcaT2VuefT6+uVxcfxitc4e8M+/NkY7X/LKnIvW7o/maYXjfUFk9XLJ6uWDxdsXi6YvF0xeLpisXTFYunKxZPVyxObGwDHw18NPCBgxvbwEd48cv9xDIkBamApCGVkCpIxj9U5zMUw2cohs9QDJ+h8Cs11r9SI4qlL/Q7ZYTZA4YphhWxQm34vIRfvLGWT0VsFSvUQcUdGIYZhhmG8RFYrxDMMoxPwWzDyoyVlpV5rFDXc+6aT78sn35ZPv2yPHOWZ87yzFmeOcszZ2Xmoi+m241fZs9Y0Kbc2IYsYeWFd5wKfvmj4Jc/Cn75Q/PLKJpfRtEtw/i9Ac3vDeg5w/hFB71g2IJhfECtO4Z1DOPTas2n1To6WWzCCwe9VEDSkEpIFSTJz5rfL6r5/aJ6RqNUzwqGFQwrGKYZphmmGVYyrGRYybCKYRXDKoYZhhmGGYZZhlmGWYbVDKsZVjOsYVjDsIZhM4a1rMiCesKso+f2TziEyOJ/syF8HWFJX0dY6FxlmansZlHlQEof2BHRK++5UhZe/1FtfLmiv/GOSr+vDIr7rbTR4o6Mh33RsPT6D4jhFNdE1f7LB2bZjU3d1Ax7NJ7Bcfdl+LZhDhb83gdTM0L6n5L9EpYvv/KbAP3Hv8YzUTx5iidc8YR3DFvGCrWhu1rNr6nV/Jpaza+p1S0z4HfW6lbHCnXAaccvsNX8Alvdctq1nE/8flrdcj61nE/8ilrdcj61nE/8llrdcj61nE/tLFaozYzbcD61LcNahs0ZNmfYnGELhi0Yxl8MKMtwPNZLJaTqW1lMOlpM6aLaCvR/O3v3BgB4nKWXbUxb1x3Gz4vja0iMDSHEhZBziWOT4LoYB+p0ieBeCqlWa4oTaGX3RXXSIrWa1FjCbra+AO0UqUnUlLbbtK5acVKFRaMpl3vX1BSi0LFK1aYuaNM0OmmqP2Sflir9MO3bxJ5zbJJO40s1w3Oec8/5/87/3HOOr21zCxnms/KP9ZBWIvgH/DI5CL/suFvFhOnl75NZiBE/Sh0qQpwY/H1H88aNEryhUbndFInPry2h8p19qj364/jEIp8hT5B9aJ6xH5LNM44xEFe+70DFO7uU255Kt9YYF2YzsE6IEV+1dhh6HZqCrkFuTGiGfAmtQZxf4hfsQwIjXMRAPrORXyQUs7xIrkNrEMfsL+JeLpJb1RYXZvWeU7NFpn9PUS38PVA+lH5oApqFrkObyAmUU9AaxFG7gL4LhPEL/LztF36zlr9LxiHGf058lBKB0X/m+NXavO34tsYN089/QlIQIxb/HlmCGIZ9A9gbhCE8aUe71BImndq6uB/xZzHps5jIWaQsoqTq2oBk/Flna5Mc/ke2r15xL9ix7krF8QfiKazCDwjlI/xZEsSWjsF3wp+Ey60+zp8iXjVPw/H54xPI14fwPr6N7EW3yZtIHD7Am0mLCivYdZU8BXtPRxx3fD8PqBAf95JuuIdrdlzoC9xQi/+qU7NZzu9V278tfpWf4hppRNQEorYL31Vei52tVXcy7NR445PmFj6M2xzGsgjMkWKVn1UDPWtjILOeD/IdpAl93+etZBv8EN+p/Jf8PDkE/4UT3iGWFvhbinpTDor0vZWj1et46+JLZg3vRa/Fz2EDzqnkk054f5yYYb6HxCCGNR5HbVwd+jOoncGuncFOncFOncGkzuD0EX4aPacR08mfJzl+kkxCU6jLY7XNxoLOq8ruPfF5fhcPYGH8C1hKitZmp6ZOzixgN2xVYQFnS1287yofxTkfxZgGzzvbA/ETC7xD3crdTqBFAjkbx/Uq317ZGoBNckuu8h1YCLkwrXynvU1YpsC1PMiCUPY7tiIXif2J/VluN7uOa+m/r/rnVf9DxdeW2ErlTcH+KL1s7mB/x2BPsL+RKdQYW2DLJAbgr6wkZ8G+YPOkD76K66fg8/B98I/tts9EiZUcGOb+ju1tkjfLlu1IZ7UiQtXK9pZqpaEpbobYb9gnZAeG+At8N/wTtkR2wa/BA/AlliefwT/EU+sA/NdV/y1blEecfcSukP1wx66TU7BsTdqs7Zb2gU0qV6lOscg+YDOkGaGX7XAzWi854d3Ct4DxKLvI8naraDBr2Xmapv9EUJGsSicN7IKdkINM2ou6mGeTbNIIJIyQETWmeSwUi8amuR7So3pCn9ZNPzuHB8gUw/uXnUWZIDrD6YEMaJKdtl0Jy/w37kneFyMTKIuqlkWZUzWC0n+792tV62OnyGGIYYwxaByagF4mLpTPQy9AL0IvqZY8VIBO4mmSA5EDkQORU0QORA5EDkROETmVvQBJIgsiCyILIquILIgsiCyIrCLkfLMgsopIgUiBSIFIKSIFIgUiBSKliBSIFIiUIgwQBggDhKEIA4QBwgBhKMIAYYAwFBEDEQMRAxFTRAxEDEQMREwRMRAxEDFF6CB0EDoIXRE6CB2EDkJXhA5CB6Erwg/CD8IPwq8IPwg/CD8IvyL8an8KkCTKIMogyiDKiiiDKIMogygrogyiDKLMTs7xFfNTICtAVoCsKGQFyAqQFSArClkBsgJkpXrrebUYDMdmDBqHJiDJLoFdArsEdkmxS+p4FSDJWiAsEBYISxEWCAuEBcJShAXCAmEpogiiCKIIoqiIIogiiCKIoiKK6uAWIEl8+0P5rbeGvUzTHnzWsgm6V/k4ual8jKwqf4nMKX+RTCt/gbyi/HmSUH6ShJVjPOV5IjzUFgmf2YRHwGHoCegENAXJL0nXIE3VrkNfQmusx9jl8mmHtSltVrumbZrVyhrzuQ+7p9yz7mvuTbPuspvpZgvzqucoHi3kdVWOo7wF4UMEZZ+q9bFu5O3Gc7YHf92s26j/Sr/VQa930GsddLaDvt5BzRr2AHWpJ51OEgwTp2ljS7hXrEKJcHsvnkznrtzcLuzwvaJEFyu214jAb0Jz0DT0CpSA4lAUCkFCtXUgPm3sqg65CLVDbZAuU5CmJkJIQ73HmGdeOu186iU1Mk/7HnALdnsMVrLbD8M+stuPC7OGXiHt8lsR/RA7NwOftcUNdF+u2Pu2WIBdskU37HG7/R7Yo3b758L00oeIcEl0uOpDuG/pR23xMMKO2GIvLGK3h2V0BxKF0LuXpskNeKhK7a5kCtriAGyXLe6T0R7SLjeeuklUTW8TJJ07mNCteZp2UWOz+Eq8JW4C/wcWFsfjC73kgl0PlejDRq1YjL6LYFPYZq2Mx+fDXNUt6R+K6dBp8Q7GoqEr4m1xjzgXLXnQ/BrmfVqlsMUreonNGFvFhIiJfPSGGBUPimPiqHg8hHZbPCYW5TRJhqbZzBWRwoDfxV2EbPFAqKSmeEj8UBiiXdynL8r1Jfsr4yaii3IFSLyS/W6sb0eoJM/4Q4kSrTc6tK+1Se1RrV87oAW1XdpOrVVr9DR4/J46zxZPrcfjcXtcHuYhnsbSWtmIEBzbRrdfmtslS5eq+5ksUaAkjHoYeZBYW3mSJYf6adJaepIkj+vWv4aCJVp75BFrU7CfWg1Jkhzut/ZHkiVt7aiViCQtLfVoeo7Scxm0WuzVEiXD6RJdk02nWqyG+9FJTr3WMk8ovevUa5kMCTQ91xfoa+itv+/QwAZFtlpG7rwC36y2Wj9NDqWtX7VmrLisrLVmktbLQ/pj6XnmY97BgXlWJy2TnnflmG/wqGx35QYyCLuhwnCa6xBG2qUhzNNPdBmG50m/DMMeVeLCwBHXJg1xtV4SVnHhWq+Kc1EZN7eqDw7M6bqKCRGyqmJWQ+QbMTgxYAfmwmEVFdRpWkbRdFBXE9urBhICIVGhQii+16mBBFXJrM47IaFqSM/tkB6Vi9M7MaIS07hnPaZxD2Ii/+drpD9Cna7C2PLgSHAwGxwcgbLW2eeeDlgTx3V9bqwgO3SLh7PHn3xa+rERqxAcGbDGggP6XNfyBt3LsrsrODBHlgeH03PLxsiA3WV0DQaPDWScvoNp879ynb6dK31wg8EOysHSMlefuUG3Kbv7ZC5T5jJlrj6jT+UafEae+1R6zkP6M/c/VnGHba7FGc62tGX6m/y5Xnmg5w+0BcZaPnYReolsjmSsLcF+ywvJrqgZNWUX3meyqw7NvmpXYOxAW8vH9FK1y4/m+mA/WV9aIoOSVs+RpNU29EhaHhXLOLbxno3Kl+oOkMFnBvCP67wS/r4ZSUY3fOU3ehUKhVFZFCKjhCStjqGkde8RzETTkCo7kEHbPettnKu2uZqawdLaEjojmATNy3SyFqERrKBRi19dGiu6ixqTPxXyTnNr/MRVfIKPQ/gdx07anernMzvp7ArJ3y95p7On4vi5Kt1ubosjg5MAKj1UcaM+ispkaDI6mSiGitFiwo3WK9NoFNPyo9TunOYkHxldXwhU8xksNqYl8523d7SqxEVZiUQykVGq1ut/F5uuL/rthR2tjjqqhs+vb0ilfbQ6CHaikr2wjhWqkOosKKgySOXqdnHnlS/IoeR6/gfKEon/AAA=')format("woff");}.ff4{font-family:ff4;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff5{font-family:ff5;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">1 </div><div class="t m0 x3 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x6 h5 y8 ff3 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y9 ff2 fs4 fc0 sc0 ls0 ws0">Sprawozdanie finansowe <span class="_ _0"></span> </div><div class="t m0 x8 h6 ya ff2 fs4 fc0 sc0 ls0 ws0">PRIMETECH S.A. za r<span class="_ _0"></span>ok <span class="ls1">20</span>21 </div><div class="t m0 x6 h6 yb ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yd ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 ye ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yf ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y10 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y11 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y12 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y13 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y14 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y15 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y16 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y17 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y18 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19 ff4 fs6 fc0 sc0 ls0 ws0">PRIMETE<span class="_ _1"></span>CH S.A.<span class="ff5"> <span class="ff6">ro<span class="_ _1"></span>k założenia<span class="_ _1"></span>: 1962 ul<span class="_ _1"></span>. Armii K<span class="_ _1"></span>rajowej 51<span class="_ _1"></span>, 40<span class="ff5">-<span class="ls2">698</span> Kat<span class="_ _1"></span>owice <span class="ff1 fs0"> </span></span></span></span></div><div class="t m0 x4 h2 y1a ff5 fs6 fc0 sc0 ls0 ws0">primetech@p<span class="_ _1"></span>rimetechs<span class="_ _1"></span>a.pl, w<span class="_ _1"></span>ww.prime<span class="_ _1"></span>techsa.pl tel.<span class="_ _1"></span>: (32) 604 <span class="_ _1"></span>70 00<span class="_ _1"></span> faks: (32)<span class="_ _1"></span> 604 71 00<span class="ff1 fs0"> <span class="_ _1"></span> </span></div><div class="t m0 x4 h8 y1b ff5 fs6 fc0 sc0 ls0 ws0">NIP: 634-01<span class="_ _1"></span>2-<span class="ls2">68</span>-49<span class="_ _1"></span> Regon: P-<span class="ff6">2<span class="_ _1"></span>71981166<span class="_ _1"></span> KRS Nr 0000<span class="_ _1"></span>026782 <span class="_ _1"></span>Sąd Rejo<span class="_ _1"></span>nowy Ka<span class="_ _1"></span>towice<span class="ff5">-</span>Wschód<span class="_ _1"></span> w Kato<span class="_ _1"></span>wicach Wy<span class="_ _1"></span>dział VII<span class="_ _1"></span>I </span></div><div class="t m0 x4 h7 y1c ff6 fs6 fc0 sc0 ls0 ws0">Gospodarc<span class="_ _1"></span>zy Krajow<span class="_ _1"></span>ego Reje<span class="_ _1"></span>stru Sądo<span class="_ _1"></span>wego Kapit<span class="_ _1"></span>ał zakłado<span class="_ _1"></span>wy: 15.60<span class="_ _1"></span>9.833 PL<span class="_ _1"></span>N wpła<span class="_ _1"></span>cony w cało<span class="_ _1"></span>ści <span class="ff1 fs0"> <span class="_ _2"> </span><span class="ff2 fs5"> </span></span></div></div><div class="c x0 y1d w3 h9"><div class="t m0 x9 h2 y1e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="file:///C:/Users/ahadzel/AppData/Local/Temp/notes90C43B/www.primetechsa.pl"><span class="d m1" 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class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _0"></span>ow<span class="_ _1"></span>e Primetech S.A. za ro<span class="_ _0"></span>k 2021 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">2 </span></div><div class="t m0 x4 hb y20 ff7 fs7 fc0 sc0 ls0 ws0">Spis treści<span class="ff1"> </span></div><div class="t m0 x4 hb y21 ff1 fs0 fc0 sc0 ls3 ws0">I.<span class="fs7 fc3 ls0"> <span class="_ _5"> </span></span><span class="ls0">SPRAWOZDANIE FIN<span class="_ _3"></span>ANSOWE PRIMETECH S.A.<span class="_ _3"></span> <span class="_ _6"> </span> 4<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y22 ff7 fs0 fc0 sc0 ls0 ws0">Rachunek zys<span class="_ _3"></span>ków i strat<span class="ff1"> <span class="_ _7"> </span>4<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y23 ff1 fs0 fc0 sc0 ls0 ws0">Sprawo<span class="ff7">zdanie z cał<span class="_ _3"></span>kowitych docho<span class="_ _3"></span>dów</span> <span class="_ _8"> </span>5<span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y24 ff7 fs0 fc0 sc0 ls0 ws0">Zestawienie zmian w kap<span class="_ _3"></span>itale własn<span class="_ _3"></span>ym<span class="ff1"> <span class="_ _9"> </span>5<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y25 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z s<span class="_ _3"></span>ytuacji finansowej<span class="_ _3"></span> <span class="_ _a"> </span>6<span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y26 ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z przep<span class="_ _3"></span>ływów pieniężny<span class="_ _3"></span>ch<span class="ff1"> <span class="_ _b"> </span>7<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y27 ff1 fs0 fc0 sc0 ls3 ws0">II.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">ZASADY RACHUNKOWO<span class="_ _3"></span>ŚCI ORAZ DODA<span class="_ _3"></span>TKOWE NOTY O<span class="_ _3"></span>BJAŚNIAJĄCE<span class="_ _3"></span><span class="ff1"> <span class="_ _d"> </span> 8<span class="fs7 fc3"> </span></span></span></div><div class="t m0 x4 hb y28 ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Informacje ogólne<span class="_ _3"></span><span class="ff1"> <span class="_ _e"> </span>8<span class="fs7 fc3"> </span></span></span></div><div class="t m0 x4 hb y29 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ls0">Identyfikacja  s<span class="_ _3"></span>prawozdania finan<span class="_ _3"></span>sowego<span class="_ _3"></span> <span class="_ _f"> </span>8<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y2a ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ls0">Zatwierdzenie sp<span class="_ _3"></span>rawozdania finans<span class="_ _3"></span>owego <span class="_ _10"> </span>8<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y2b ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ls0">Szacunki i su<span class="_ _3"></span>biektywna ocena<span class="_ _3"></span> <span class="_ _11"> </span>8<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y2c ff1 fs0 fc0 sc0 ls0 ws0">Subiektywna ocena<span class="_ _3"></span> <span class="_ _12"> </span>8<span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y2d ff1 fs0 fc0 sc0 ls0 ws0">4.2.<span class="fs7 fc3"> <span class="_ _13"> </span></span><span class="ff7">Niepewność związana z <span class="_ _3"></span>rozliczeniami pod<span class="_ _3"></span>atkowymi<span class="_ _3"></span></span> <span class="_ _14"> </span>9<span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y2e ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Podstawa s<span class="_ _3"></span>porządzenia sprawozd<span class="_ _3"></span>ania finans<span class="_ _3"></span>owego<span class="ff1"> <span class="_ _15"> </span>9<span class="fs7 fc3"> </span></span></span></div><div class="t m0 x4 hb y2f ff7 fs0 fc0 sc0 ls0 ws0">5.1   Oświadczenie o zgod<span class="_ _3"></span>ności<span class="ff1"> <span class="_ _16"> </span>9<span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y30 ff1 fs0 fc0 sc0 ls0 ws0">5.2.<span class="fs7 fc3"> <span class="_ _13"> </span></span>Waluta funkcjonaln<span class="_ _3"></span>a i waluta sprawozd<span class="_ _3"></span>ania finanso<span class="_ _3"></span>wego <span class="_ _17"> </span>9<span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y31 ff1 fs0 fc0 sc0 ls4 ws0">6.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Istotne zas<span class="_ _3"></span>ady (polityka) rachunko<span class="_ _3"></span>wości<span class="ff1"> <span class="_ _f"> </span></span></span>10<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y32 ff7 fs0 fc0 sc0 ls0 ws0">6.2    Zmiany s<span class="_ _3"></span>tosowanych z<span class="_ _3"></span>asad rachunkowości<span class="_ _3"></span><span class="ff1">         <span class="_ _3"></span>                                 <span class="_ _3"></span>                                         <span class="_ _3"></span>            <span class="_ _3"></span><span class="ls4">13</span><span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y33 ff1 fs0 fc0 sc0 ls0 ws0">6.3    Nowe stand<span class="_ _3"></span>ardy i interpretacje, k<span class="_ _3"></span><span class="ff7">tóre zosta<span class="_ _3"></span>ły opublikowane, a n<span class="_ _3"></span>ie weszły jeszcze w<span class="_ _3"></span> życie<span class="_ _3"></span></span> <span class="_ _c"> </span><span class="ls4">14</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y34 ff1 fs0 fc0 sc0 ls4 ws0">7.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Przychody u<span class="_ _3"></span>mów z klientami<span class="ff1"> <span class="_ _18"> </span></span></span>15<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y35 ff1 fs0 fc0 sc0 ls4 ws0">8.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ls0">Koszty rodza<span class="_ _3"></span>jowe<span class="ls5">                    <span class="_ _1"></span>           <span class="_ _1"></span>                   <span class="_ _1"></span>            <span class="_ _1"></span>             <span class="_ _1"></span>          <span class="_ _1"></span>             <span class="_ _1"></span>            <span class="_ _1"></span>             <span class="_ _1"></span>  <span class="ls0">         <span class="ls4">17</span><span class="fs7 fc3"> </span></span></span></span></div><div class="t m0 x4 hb y36 ff1 fs0 fc0 sc0 ls4 ws0">9.<span class="fs7 fc3 ls0"> <span class="_ _c"> </span></span><span class="ls0">Zatrudnienie i kos<span class="_ _3"></span>zty zatrudnienia<span class="_ _3"></span><span class="ls5">                       <span class="_ _1"></span>             <span class="_ _1"></span>          <span class="_ _1"></span>               <span class="_ _1"></span>             <span class="_ _1"></span>                   <span class="_ _1"></span>       <span class="_ _1"></span>     <span class="ls4">17<span class="fs7 fc3 ls0"> </span></span></span></span></div><div class="t m0 x4 hb y37 ff1 fs0 fc0 sc0 ls4 ws0">10.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Pozostałe przy<span class="_ _3"></span>chody i koszty operacyjne<span class="_ _3"></span></span><span class="ls5">                              <span class="_ _1"></span>             <span class="_ _1"></span>             <span class="_ _1"></span>            <span class="_ _1"></span>                   <span class="_ _1"></span>      <span class="ls4">18<span class="fs7 fc3 ls0"> </span></span></span></div><div class="t m0 x4 hb y38 ff1 fs0 fc0 sc0 ls0 ws0">10.1<span class="fs7 fc3"> <span class="_ _1a"> </span></span>Inne przychod<span class="_ _3"></span>y operacyjne <span class="_ _1b"> </span><span class="ls5">   <span class="ls4">18</span></span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y39 ff1 fs0 fc0 sc0 ls0 ws0">10.2  Inne koszty<span class="_ _3"></span> operacyjne <span class="_ _1c"> </span><span class="ls4">18</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y3a ff7 fs0 fc0 sc0 ls0 ws0">10.3 Pozostałe zy<span class="_ _3"></span>ski (straty)<span class="ff1"> <span class="_ _1d"> </span><span class="ls4">18</span><span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y3b ff1 fs0 fc0 sc0 ls4 ws0">11<span class="fs7 fc3 ls0"> <span class="_ _1e"> </span></span><span class="ls0">Przychody i koszt<span class="_ _3"></span>y finansowe<span class="ls5">                              <span class="_ _1"></span>   <span class="ls0">                                            <span class="_ _3"></span>                                    <span class="_ _3"></span><span class="ls4">18</span><span class="fs7 fc3"> </span></span></span></span></div><div class="t m0 x4 hb y3c ff1 fs0 fc0 sc0 ls0 ws0">11.1<span class="fs7 fc3"> <span class="_ _1a"> </span></span>Przychody finan<span class="_ _3"></span>sowe    <span class="_ _3"></span>                                 <span class="_ _3"></span>                                         <span class="_ _3"></span>                                      <span class="_ _3"></span>         <span class="_ _3"></span><span class="ls5">  <span class="ls4">18</span></span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y3d ff1 fs0 fc0 sc0 ls0 ws0">11.2  Koszty finan<span class="_ _3"></span>sowe <span class="_ _1f"> </span><span class="ls4">19</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y3e ff1 fs0 fc0 sc0 ls4 ws0">12<span class="fs7 fc3 ls0"> <span class="_ _1e"> </span></span><span class="ls0">Podatek dochod<span class="_ _3"></span>owy    <span class="_ _3"></span>                                <span class="_ _3"></span>                                <span class="_ _3"></span>                <span class="_ _3"></span>                         <span class="_ _3"></span>                   </span>19<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y3f ff1 fs0 fc0 sc0 ls0 ws0">12.1<span class="fs7 fc3"> <span class="_ _1a"> </span></span>Uzgodnienie efektywnej s<span class="_ _3"></span>tawki podatku<span class="_ _3"></span> <span class="_ _20"> </span><span class="ls4">19</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y40 ff1 fs0 fc0 sc0 ls4 ws0">13<span class="fs7 fc3 ls0"> <span class="_ _1e"> </span></span><span class="ff7 ls0">Zysk przypad<span class="_ _3"></span>ający na jedną akcję<span class="_ _3"></span><span class="ff1"> <span class="_ _21"> </span></span></span>19<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y41 ff1 fs0 fc0 sc0 ls4 ws0">14<span class="fs7 fc3 ls0"> <span class="_ _1e"> </span></span><span class="ff7 ls0">Rzeczowe aktywa trwałe<span class="_ _3"></span><span class="ff1"> <span class="_ _22"> </span></span></span>20<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y42 ff1 fs0 fc0 sc0 ls4 ws0">15<span class="ls0">.<span class="fs7 fc3"> <span class="_ _19"> </span></span><span class="ff7">Pozostałe długoterminow<span class="_ _3"></span>e aktywa<span class="_ _3"></span></span> <span class="_ _23"> </span></span>22<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y43 ff1 fs0 fc0 sc0 ls4 ws0">16.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Należności z ty<span class="_ _3"></span>tułu dostaw i usług ora<span class="_ _3"></span>z pozostałe należności<span class="_ _0"></span><span class="ff1"> <span class="_ _24"> </span></span></span>22<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y44 ff1 fs0 fc0 sc0 ls4 ws0">17.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Należności warunko<span class="_ _3"></span>we<span class="ff1"> <span class="_ _25"> </span></span></span>23<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y45 ff1 fs0 fc0 sc0 ls4 ws0">18.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Środki pieniężne<span class="_ _3"></span><span class="ff1"> <span class="_ _26"> </span></span></span>23<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y46 ff1 fs0 fc0 sc0 ls4 ws0">19.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Kapitał podstawowy i <span class="_ _3"></span>pozostałe kapita<span class="_ _3"></span>ły<span class="ff1"> <span class="_ _27"> </span></span></span>24<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y47 ff1 fs0 fc0 sc0 ls4 ws0">20.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Kredyty i pożyczk<span class="_ _3"></span>i<span class="ff1"> <span class="_ _e"> </span></span></span>25<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y48 ff1 fs0 fc0 sc0 ls4 ws0">21.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Zobowiązania han<span class="_ _3"></span>dlowe i pozosta<span class="_ _3"></span>łe<span class="ff1"> <span class="_ _28"> </span></span></span>25<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y49 ff1 fs0 fc0 sc0 ls4 ws0">22.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ls0">Rezerwy <span class="_ _29"> </span></span>26<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y4a ff7 fs0 fc0 sc0 ls0 ws0">Rezerwy na świadczenia<span class="_ _3"></span> <span class="ff1">pracownicze<span class="_ _3"></span> <span class="_ _2a"> </span><span class="ls4">26</span><span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y4b ff1 fs0 fc0 sc0 ls4 ws0">23.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Rozliczenia międzyokres<span class="_ _3"></span>owe<span class="ff1"> <span class="_ _2a"> </span></span></span>27<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y4c ff1 fs0 fc0 sc0 ls4 ws0">24.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Zobowiązania warun<span class="_ _3"></span>kowe<span class="ff1"> <span class="_ _2b"> </span></span></span>27<span class="fs7 fc3 ls0"> </span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:1087.860000px;width:422.930000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:1065.045000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:1042.230000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:1019.415000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:996.615000px;width:422.700000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:973.800000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:950.985000px;width:422.930000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:928.185000px;width:422.700000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:905.370000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:882.555000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:859.740000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:836.940000px;width:422.700000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:814.125000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:791.310000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:768.510000px;width:422.700000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:745.695000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:722.880000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:700.080000px;width:423.990000px;height:15.200000px;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:124.200000px;bottom:677.265000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:654.450000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:631.635000px;width:424.040000px;height:15.210000px;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:124.200000px;bottom:608.835000px;width:424.910000px;height:15.200000px;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:124.200000px;bottom:586.020000px;width:423.300000px;height:15.210000px;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:124.200000px;bottom:563.205000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:540.405000px;width:422.700000px;height:15.200000px;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:124.200000px;bottom:517.590000px;width:422.700000px;height:15.210000px;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:124.200000px;bottom:494.775000px;width:423.800000px;height:15.210000px;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:124.200000px;bottom:471.975000px;width:423.080000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:449.160000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:426.345000px;width:422.560000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:403.530000px;width:422.700000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:380.730000px;width:425.740000px;height:15.200000px;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:124.200000px;bottom:357.915000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:335.100000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:312.300000px;width:425.740000px;height:15.200000px;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:124.200000px;bottom:289.485000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:266.670000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:243.870000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:221.055000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:198.240000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:175.425000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:152.625000px;width:425.740000px;height:15.200000px;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:124.200000px;bottom:129.810000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:106.999500px;width:425.740000px;height:15.207000px;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 xa y1f w4 ha" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">3 </span></div><div class="t m0 x4 hb y5 ff1 fs0 fc0 sc0 ls4 ws0">25.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Zarządzenie kapita<span class="_ _3"></span>łem<span class="ff1"> <span class="_ _2c"> </span></span></span>28<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y6 ff1 fs0 fc0 sc0 ls4 ws0">26.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Polityka zarząd<span class="_ _3"></span>zania ryzykiem finansowym i za<span class="_ _3"></span>bezpieczanie<span class="_ _3"></span><span class="ff1"> <span class="_ _2d"> </span></span></span>29<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y4d ff1 fs0 fc0 sc0 ls0 ws0">27.1<span class="fs7 fc3"> <span class="_ _1a"> </span></span>Ryzyko rynko<span class="_ _3"></span>we                  <span class="_ _3"></span>                                 <span class="_ _3"></span>                                               <span class="_ _3"></span>                           <span class="_ _0"></span>            <span class="ls4">29</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y4e ff1 fs0 fc0 sc0 ls0 ws0">27.2<span class="fs7 fc3"> <span class="_ _1a"> </span></span><span class="ff7">Ryzyko płynn<span class="_ _3"></span>ości</span>              <span class="_ _3"></span>                                         <span class="_ _3"></span>                                         <span class="_ _3"></span>                             <span class="_ _0"></span>           <span class="ls4">30</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y4f ff1 fs0 fc0 sc0 ls0 ws0">27.3 <span class="ls5">      </span> Ryzyko kredy<span class="_ _3"></span>towe             <span class="_ _3"></span>                                      <span class="_ _3"></span>                                              <span class="_ _3"></span>                            <span class="_ _0"></span>        <span class="ls4">31</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y50 ff1 fs0 fc0 sc0 ls4 ws0">27.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ls0">Instrumenty finan<span class="_ _3"></span>sowe <span class="_ _2e"> </span></span>31<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y51 ff1 fs0 fc0 sc0 ls4 ws0">28.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Wartość godziwa<span class="_ _3"></span><span class="ff1"> <span class="_ _2f"> </span></span></span>32<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y52 ff1 fs0 fc0 sc0 ls4 ws0">29.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ls0">Tran<span class="ff7">sakcje z po<span class="_ _3"></span>dmiotami powiązan<span class="_ _3"></span>ymi</span> <span class="_ _30"> </span></span>33<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y53 ff1 fs0 fc0 sc0 ls0 ws0">29.1.<span class="fs7 fc3"> <span class="_ _31"> </span></span>Rok 2021          <span class="_ _3"></span>                               <span class="_ _3"></span>                            <span class="_ _3"></span>           <span class="_ _3"></span>                              <span class="_ _3"></span>                           <span class="_ _3"></span>             <span class="ls4">33</span><span class="fs7 fc3"> </span></div><div class="t m0 x4 hb y54 ff1 fs0 fc0 sc0 ls0 ws0">29.2.<span class="fs7 fc3"> <span class="_ _31"> </span></span>Rok 2020<span class="ls5">                           <span class="_ _1"></span>          <span class="_ _1"></span>               <span class="_ _1"></span>             <span class="_ _1"></span>                   <span class="_ _1"></span>       <span class="_ _1"></span>               <span class="_ _1"></span>             <span class="_ _1"></span>      <span class="ls0">                         <span class="ls4">33</span><span class="fs7 fc3"> </span></span></span></div><div class="t m0 x4 hb y55 ff1 fs0 fc0 sc0 ls4 ws0">30.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Analiza wpływu pan<span class="_ _3"></span>demii COVID<span class="_ _3"></span><span class="ff1">-</span>19 na akty<span class="_ _3"></span>wa i zobowiązania <span class="_ _3"></span>Spółki<span class="ff1"> <span class="_ _32"> </span></span></span>34<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y56 ff1 fs0 fc0 sc0 ls4 ws0">31.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Informacje <span class="_ _0"></span>dotyczące <span class="_ _33"></span>faktyczne<span class="_ _3"></span>go <span class="_ _0"></span>i <span class="_ _33"></span>potencjalnego <span class="_ _33"></span>wpływu <span class="_ _0"></span>sytu<span class="_ _3"></span>acji <span class="_ _0"></span>polityczno <span class="_ _34"></span><span class="ff1">- <span class="_ _0"></span>gospodarczej <span class="_ _0"></span>w </span></span></div><div class="t m0 x4 hb y57 ff7 fs0 fc0 sc0 ls0 ws0">Ukrainie na działaln<span class="_ _3"></span>ość Spółki.<span class="_ _3"></span><span class="ff1"> <span class="_ _35"> </span><span class="ls4">34</span><span class="fs7 fc3"> </span></span></div><div class="t m0 x4 hb y58 ff1 fs0 fc0 sc0 ls4 ws0">32.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ls0">Zdarzenia po d<span class="_ _3"></span>niu bilansowym<span class="_ _3"></span> <span class="_ _36"> </span></span>34<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y59 ff1 fs0 fc0 sc0 ls4 ws0">33.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Wynagrodzenie kad<span class="_ _3"></span>ry kierowniczej Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _37"> </span></span></span>34<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y5a ff1 fs0 fc0 sc0 ls4 ws0">34.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Wynagrodzenie pod<span class="_ _3"></span>miotu uprawnionego d<span class="_ _3"></span>o badan<span class="_ _3"></span>ia sprawozdań finan<span class="_ _3"></span>sowych<span class="_ _3"></span><span class="ff1"> <span class="_ _38"> </span></span></span>35<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 hb y5b ff1 fs0 fc0 sc0 ls4 ws0">35.<span class="fs7 fc3 ls0"> <span class="_ _19"> </span></span><span class="ff7 ls0">Oświadczenie Zarządu Sp<span class="_ _3"></span>ółki Primetech S.A.<span class="_ _0"></span><span class="ff1"> <span class="_ _39"> </span></span></span>36<span class="fs7 fc3 ls0"> </span></div><div class="t m0 x4 h2 y5c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hc y5d ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2"> </span><span class="ff2"> </span></div></div><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:1112.490000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:1089.690000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:1066.875000px;width:425.530000px;height:15.210000px;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:124.200000px;bottom:1044.060000px;width:426.530000px;height:15.210000px;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:124.200000px;bottom:1021.245000px;width:425.180000px;height:15.210000px;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:124.200000px;bottom:998.445000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:124.200000px;bottom:975.630000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:952.815000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:930.015000px;width:426.980000px;height:15.200000px;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:124.200000px;bottom:907.200000px;width:426.980000px;height:15.210000px;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:124.200000px;bottom:884.385000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:866.085000px;width:458.100000px;height:12.200000px;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:124.200000px;bottom:843.270000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:820.455000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:797.640000px;width:425.740000px;height:15.210000px;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:124.200000px;bottom:774.840000px;width:425.740000px;height:15.200000px;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:124.200000px;bottom:752.025000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi xa y5e w5 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">4 </span></div><div class="t m0 x4 he y5 ff2 fs0 fc0 sc0 ls6 ws0">I.<span class="ff4 ls0"> <span class="_ _3a"> </span><span class="ff2">SPRAWOZDANIE FINAN<span class="_ _3"></span>SOWE <span class="_ _3"></span>PRIMETE<span class="_ _3"></span>CH S.A. </span></span></div><div class="t m0 x4 hf y5f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hc y60 ff2 fs0 fc0 sc0 ls0 ws0">Rachunek <span class="_ _3"></span><span class="ff8">zysków i strat</span> </div></div><div class="c x4 y61 w6 h10"><div class="t m0 xd h11 y62 ff9 fs8 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y61 w7 h10"><div class="t m0 xf h3 y63 ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2021 <span class="ls7">do </span></div><div class="t m0 x10 h3 y64 ff2 fs1 fc0 sc0 ls8 ws0">31.12.202<span class="ls0">1 </span></div></div><div class="c x11 y61 w8 h10"><div class="t m0 x12 h3 y63 ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2020 do </div><div class="t m0 x13 h3 y64 ff2 fs1 fc0 sc0 ls8 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x4 y65 w6 h12"><div class="t m0 xd h3 y66 ff8 fs1 fc0 sc0 ls0 ws0">DZIAŁALNOŚĆ KONTYNUOWANA<span class="ff2"> </span></div></div><div class="c xe y65 w7 h12"><div class="t m0 xd h3 y67 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y65 w8 h12"><div class="t m0 xd h13 y67 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y68 w6 h14"><div class="t m0 xd hf y69 ff7 fs1 fc0 sc0 ls0 ws0">Przychody <span class="_ _3b"> </span>netto <span class="_ _3b"> </span>ze <span class="_ _3c"> </span>sprzedaży <span class="_ _3c"> </span>produktów, <span class="_ _3b"> </span>towarów <span class="ff1"> </span></div><div class="t m0 xd hf y6a ff7 fs1 fc0 sc0 ls0 ws0">i materiałów<span class="ff1"> </span></div></div><div class="c xe y68 w7 h14"><div class="t m0 x14 hf y6b ff1 fs1 fc0 sc0 ls8 ws0">16 485<span class="ls0"> </span></div></div><div class="c x11 y68 w8 h14"><div class="t m0 x15 hf y6b ff1 fs1 fc0 sc0 ls8 ws0">27 599<span class="ls0"> </span></div></div><div class="c x4 y6c w6 h15"><div class="t m0 xd hf y6d ff7 fs1 fc0 sc0 ls0 ws0">Koszty sprzedanych produktów, towarów i materiałów<span class="ff1"> </span></div></div><div class="c xe y6c w7 h15"><div class="t m0 x14 hf y6d ff1 fs1 fc0 sc0 ls8 ws0">13 984<span class="ls0"> </span></div></div><div class="c x11 y6c w8 h15"><div class="t m0 x15 hf y6d ff1 fs1 fc0 sc0 ls8 ws0">22 391<span class="ls0"> </span></div></div><div class="c x4 y6e w6 h16"><div class="t m0 x16 hf y6f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y6e w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y6e w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y70 w6 h16"><div class="t m0 xd h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">Zysk <span class="ff8">brutto na sprzedaży</span> </div></div><div class="c xe y70 w7 h16"><div class="t m0 x17 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">2 501<span class="ls0"> </span></div></div><div class="c x11 y70 w8 h16"><div class="t m0 x18 h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">5 208<span class="ls0"> </span></div></div><div class="c x4 y73 w6 h17"><div class="t m0 x16 h3 y74 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y73 w7 h17"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y73 w8 h17"><div class="t m0 xd h13 y74 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y75 w6 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe przychody<span class="ff1"> </span></div></div><div class="c xe y75 w7 h16"><div class="t m0 x17 hf y72 ff1 fs1 fc0 sc0 ls8 ws0">1 368<span class="ls0"> </span></div></div><div class="c x11 y75 w8 h16"><div class="t m0 x18 hf y76 ff1 fs1 fc0 sc0 ls8 ws0">6 285<span class="ls0"> </span></div></div><div class="c x4 y77 w6 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff1"> </span></div></div><div class="c xe y77 w7 h16"><div class="t m0 x17 hf y72 ff1 fs1 fc0 sc0 ls8 ws0">2 039<span class="ls0"> </span></div></div><div class="c x11 y77 w8 h16"><div class="t m0 x18 hf y76 ff1 fs1 fc0 sc0 ls8 ws0">2 723<span class="ls0"> </span></div></div><div class="c x4 y78 w6 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe koszty<span class="ff1"> </span></div></div><div class="c xe y78 w7 h16"><div class="t m0 x19 hf y72 ff1 fs1 fc0 sc0 ls8 ws0">557<span class="ls0"> </span></div></div><div class="c x11 y78 w8 h16"><div class="t m0 x1a hf y76 ff1 fs1 fc0 sc0 ls8 ws0">674<span class="ls0"> </span></div></div><div class="c x4 y79 w6 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe zyski (straty)<span class="ff1"> </span></div></div><div class="c xe y79 w7 h16"><div class="t m0 x15 hf y72 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">11</span>6 </div></div><div class="c x11 y79 w8 h16"><div class="t m0 x1a hf y76 ff1 fs1 fc0 sc0 ls8 ws0">265<span class="ls0"> </span></div></div><div class="c x4 y7a w6 h16"><div class="t m0 x16 hf y6f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y7a w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y7a w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y7b w6 h16"><div class="t m0 xd h3 y76 ff8 fs1 fc0 sc0 ls0 ws0">Zysk z działalności operacyjnej<span class="ff2"> </span></div></div><div class="c xe y7b w7 h16"><div class="t m0 x17 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">1 157<span class="ls0"> </span></div></div><div class="c x11 y7b w8 h16"><div class="t m0 x18 h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">8 361<span class="ls0"> </span></div></div><div class="c x4 y7c w6 h16"><div class="t m0 x16 h3 y7d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y7c w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y7c w8 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y7e w6 h16"><div class="t m0 xd hf y71 ff1 fs1 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xe y7e w7 h16"><div class="t m0 x1b hf y72 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y7e w8 h16"><div class="t m0 x1c hf y71 ff1 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x4 y7f w6 h16"><div class="t m0 xd hf y71 ff1 fs1 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xe y7f w7 h16"><div class="t m0 x19 hf y72 ff1 fs1 fc0 sc0 ls8 ws0">226<span class="ls0"> </span></div></div><div class="c x11 y7f w8 h16"><div class="t m0 x1a hf y71 ff1 fs1 fc0 sc0 ls8 ws0">447<span class="ls0"> </span></div></div><div class="c x4 y80 w6 h16"><div class="t m0 x16 hf y7d ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y80 w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y80 w8 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y81 w6 h16"><div class="t m0 xd h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">Zysk brutto </div></div><div class="c xe y81 w7 h16"><div class="t m0 x19 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">931<span class="ls0"> </span></div></div><div class="c x11 y81 w8 h16"><div class="t m0 x18 h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">7 920<span class="ls0"> </span></div></div><div class="c x4 y82 w6 h16"><div class="t m0 x16 h3 y6f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y82 w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y82 w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y83 w6 h17"><div class="t m0 xd hf y76 ff1 fs1 fc0 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c xe y83 w7 h17"><div class="t m0 x1d hf y72 ff1 fs1 fc0 sc0 ls8 ws0">88<span class="ls0"> </span></div></div><div class="c x11 y83 w8 h17"><div class="t m0 x1a hf y76 ff1 fs1 fc0 sc0 ls8 ws0">573<span class="ls0"> </span></div></div><div class="c x4 y84 w6 h16"><div class="t m0 x16 hf y6f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y84 w7 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y84 w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y85 w6 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">Zysk netto z działalności kontynuowanej<span class="ff2"> </span></div></div><div class="c xe y85 w7 h16"><div class="t m0 x19 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x11 y85 w8 h16"><div class="t m0 x18 h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">7 347<span class="ls0"> </span></div></div><div class="c x4 y86 w6 h16"><div class="t m0 xd h3 y76 ff8 fs1 fc0 sc0 ls0 ws0">Zysk netto z działalności zaniechanej <span class="ff2"> </span></div></div><div class="c xe y86 w7 h16"><div class="t m0 x1b h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y86 w8 h16"><div class="t m0 x1e h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y87 w6 h16"><div class="t m0 x16 h3 y6f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y87 w7 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y87 w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y88 w6 h16"><div class="t m0 xd h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">Zysk netto, razem </div></div><div class="c xe y88 w7 h16"><div class="t m0 x19 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x11 y88 w8 h16"><div class="t m0 x18 h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">7 347<span class="ls0"> </span></div></div><div class="c x4 y89 w6 h16"><div class="t m0 x16 h3 y6f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y89 w7 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y89 w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y8a w6 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Średnia ważona liczba akcji zwykłych <span class="ff1"> </span></div></div><div class="c xe y8a w7 h16"><div class="t m0 x1f hf y76 ff1 fs1 fc0 sc0 ls8 ws0">15<span class="ls0"> </span>609 833 <span class="ls0"> </span></div></div><div class="c x11 y8a w8 h16"><div class="t m0 x20 hf y76 ff1 fs1 fc0 sc0 ls8 ws0">15<span class="ls0"> </span>609 833 <span class="ls0"> </span></div></div><div class="c x4 y8b w6 h16"><div class="t m0 x16 hf y6f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y8b w7 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x11 y8b w8 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y8c w6 h18"><div class="t m0 xd h3 y8d ff8 fs1 fc0 sc0 ls0 ws0">Zysk netto razem na 1 akcję zwykłą<span class="ff2"> </span></div></div><div class="c xe y8c w7 h18"><div class="t m0 x21 h3 y8d ff2 fs1 fc0 sc0 ls8 ws0">0,<span class="ls0">05 </span></div></div><div class="c x11 y8c w8 h18"><div class="t m0 x22 h3 y8d ff2 fs1 fc0 sc0 ls0 ws0">0,47 </div></div><div class="c x4 y8e w6 h19"><div class="t m0 xd h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">Zysk  <span class="ff8">netto  razem  z <span class="_ _3d"> </span>działalności <span class="_ _3d"> </span>kontynuowanej  na  1 </span></div><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">ak<span class="ff8">cję zwykłą</span> </div></div><div class="c xe y8e w7 h19"><div class="t m0 x21 h3 y90 ff2 fs1 fc0 sc0 ls8 ws0">0,<span class="ls0">05 </span></div></div><div class="c x11 y8e w8 h19"><div class="t m0 x22 h3 y90 ff2 fs1 fc0 sc0 ls0 ws0">0,47 </div></div><div class="c x4 y91 w6 h1a"><div class="t m0 xd h3 y8d ff8 fs1 fc0 sc0 ls0 ws0">Rozwodniony zysk netto razem na 1 akcję zwykłą<span class="ff2"> </span></div></div><div class="c xe y91 w7 h1a"><div class="t m0 x21 h3 y8d ff2 fs1 fc0 sc0 ls8 ws0">0,<span class="ls0">05 </span></div></div><div class="c x11 y91 w8 h1a"><div class="t m0 x22 h3 y8d ff2 fs1 fc0 sc0 ls0 ws0">0,47 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y92 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y93 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y94 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y95 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y96 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y97 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi xa y98 w9 h1b" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">5 </span></div><div class="t m0 x4 hc y5 ff8 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z c<span class="_ _3"></span>ałkowitych doch<span class="_ _3"></span>odów<span class="ff2"> </span></div></div><div class="c x4 y99 wa h1c"><div class="t m0 xd h11 y9a ff9 fs8 fc3 sc0 ls0 ws0"> </div></div><div class="c x23 y99 wb h1c"><div class="t m0 x24 h3 y9b ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2021 <span class="ls7">do </span></div><div class="t m0 x25 h3 y9c ff2 fs1 fc0 sc0 ls8 ws0">31.12.202<span class="ls0">1 </span></div></div><div class="c x26 y99 wc h1c"><div class="t m0 x27 h3 y9b ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2020 do </div><div class="t m0 x28 h3 y9c ff2 fs1 fc0 sc0 ls8 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x4 y9d wa h1d"><div class="t m0 x29 h3 y9e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y9d wb h1d"><div class="t m0 xd h13 y9e ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x26 y9d wc h1d"><div class="t m0 xd h13 y9e ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y9f wa h1e"><div class="t m0 xd h3 ya0 ff2 fs1 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x23 y9f wb h1e"><div class="t m0 x1e h3 ya0 ff2 fs1 fc0 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x26 y9f wc h1e"><div class="t m0 x20 h3 ya0 ff2 fs1 fc0 sc0 ls8 ws0">7 347<span class="ls0"> </span></div></div><div class="c x4 ya1 wa h1d"><div class="t m0 x29 h3 y9e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 ya1 wb h1d"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x26 ya1 wc h1d"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 ya2 wa h1f"><div class="t m0 xd h3 y8f ff8 fs1 fc0 sc0 ls0 ws0">Inne <span class="_ _3c"> </span>całkowi<span class="_ _1"></span>te <span class="_ _3c"> </span>dochody <span class="_ _3c"> </span>(straty), <span class="_ _3e"> </span>które <span class="_ _3e"> </span>nie <span class="_ _3c"> </span>zostaną </div><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">przeniesione do wyniku </div></div><div class="c x23 ya2 wb h1f"><div class="t m0 x2a h3 y90 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">574</span> </div></div><div class="c x26 ya2 wc h1f"><div class="t m0 x14 h3 y90 ff2 fs1 fc0 sc0 ls8 ws0">194<span class="ls0"> </span></div></div><div class="c x4 ya3 wa h1d"><div class="t m0 xd hf ya0 ff7 fs1 fc0 sc0 ls0 ws0">Aktualizacja wartości udziałów oraz akcji <span class="ff1"> </span></div></div><div class="c x23 ya3 wb h1d"><div class="t m0 x2a hf ya0 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">574</span> </div></div><div class="c x26 ya3 wc h1d"><div class="t m0 x14 hf ya0 ff1 fs1 fc0 sc0 ls8 ws0">188<span class="ls0"> </span></div></div><div class="c x4 ya4 wa h19"><div class="t m0 xd hf ya5 ff7 fs1 fc0 sc0 ls0 ws0">Zyski <span class="_ _3f"> </span>aktuarialne <span class="_ _3f"> </span>z <span class="_ _3f"> </span>tytułu <span class="_ _3f"> </span>programów<span class="_ _3"></span> <span class="_ _3f"> </span>zdefiniowanych </div><div class="t m0 xd hf y72 ff7 fs1 fc0 sc0 ls0 ws0">świadczeń<span class="ff1"> </span></div></div><div class="c x23 ya4 wb h19"><div class="t m0 x2b hf y90 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 ya4 wc h19"><div class="t m0 x15 hf y90 ff1 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x4 ya6 wa h1e"><div class="t m0 x29 hf ya7 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 ya6 wb h1e"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x26 ya6 wc h1e"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 ya8 wa h20"><div class="t m0 xd h3 ya0 ff8 fs1 fc0 sc0 ls0 ws0">Razem inne całkowite dochody po op<span class="_ _1"></span>odatkowaniu<span class="ff2"> </span></div></div><div class="c x23 ya8 wb h20"><div class="t m0 x2a h3 ya0 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">574</span> </div></div><div class="c x26 ya8 wc h20"><div class="t m0 x14 h3 ya0 ff2 fs1 fc0 sc0 ls8 ws0">194<span class="ls0"> </span></div></div><div class="c x4 ya9 wa h1e"><div class="t m0 x29 h3 ya7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 ya9 wb h1e"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x26 ya9 wc h1e"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 yaa wa h1e"><div class="t m0 xd h3 ya0 ff8 fs1 fc0 sc0 ls0 ws0">Całkowite dochody ogółem<span class="ff2"> </span></div></div><div class="c x23 yaa wb h1e"><div class="t m0 x1e h3 ya0 ff2 fs1 fc0 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x26 yaa wc h1e"><div class="t m0 x20 h3 ya0 ff2 fs1 fc0 sc0 ls8 ws0">7 541<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yad ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hc yae ff2 fs0 fc0 sc0 ls0 ws0">Zestawienie zmian w <span class="_ _3"></span><span class="ff8">kapitale własnym<span class="_ _3"></span></span> </div><div class="t m0 x4 h2 yaf ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1a yb0 wd h21"><div class="t m0 xd h22 yb1 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c yb0 we h21"><div class="t m0 x2d h3 yb2 ff8 fs1 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x2e h3 yb3 ff2 fs1 fc0 sc0 ls0 ws0">akcyjny </div></div><div class="c x2f yb0 wf h21"><div class="t m0 x30 h3 yb4 ff8 fs1 fc0 sc0 ls0 ws0">Kapitał z </div><div class="t m0 xf h3 yb5 ff2 fs1 fc0 sc0 ls0 ws0">aktualizacji </div><div class="t m0 xa h3 yb6 ff2 fs1 fc0 sc0 ls0 ws0">wyceny </div></div><div class="c x31 yb0 we h21"><div class="t m0 x28 h3 yb2 ff2 fs1 fc0 sc0 ls0 ws0">Zyski </div><div class="t m0 x32 h3 yb3 ff2 fs1 fc0 sc0 ls0 ws0">zatrzymane </div></div><div class="c x33 yb0 w10 h21"><div class="t m0 x34 h3 yb2 ff8 fs1 fc0 sc0 ls0 ws0">Kapitał własny </div><div class="t m0 x35 h3 yb3 ff2 fs1 fc0 sc0 ls0 ws0">razem </div></div><div class="c x1a yb7 wd h23"><div class="t m0 x3 h3 yb8 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c yb7 we h23"><div class="t m0 x36 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yb7 wf h23"><div class="t m0 x25 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x31 yb7 we h23"><div class="t m0 x37 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x33 yb7 w10 h23"><div class="t m0 x38 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x1a yb9 wd h24"><div class="t m0 xd h3 yba ff2 fs1 fc0 sc0 ls0 ws0">Stan na 01.01.2021 </div></div><div class="c x2c yb9 we h24"><div class="t m0 x36 h3 yba ff2 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x2f yb9 wf h24"><div class="t m0 x39 h3 yba ff2 fs1 fc0 sc0 ls8 ws0">5 366<span class="ls0"> </span></div></div><div class="c x31 yb9 we h24"><div class="t m0 x2e h3 yba ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">15 812</span> </div></div><div class="c x33 yb9 w10 h24"><div class="t m0 x3a h3 yba ff2 fs1 fc0 sc0 ls8 ws0">5 164<span class="ls0"> </span></div></div><div class="c x1a ybb wd h25"><div class="t m0 xd hf ybc ff1 fs1 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x2c ybb we h25"><div class="t m0 x3b hf ybc ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f ybb wf h25"><div class="t m0 x3c hf ybc ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x31 ybb we h25"><div class="t m0 x3a hf ybc ff1 fs1 fc0 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x33 ybb w10 h25"><div class="t m0 x1f hf ybc ff1 fs1 fc0 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x1a ybd wd h26"><div class="t m0 xd hf ybe ff7 fs1 fc0 sc0 ls0 ws0">Inne całkowite dochody<span class="ff1"> </span></div></div><div class="c x2c ybd we h26"><div class="t m0 x3b hf ybe ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f ybd wf h26"><div class="t m0 x3d hf ybe ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">574</span> </div></div><div class="c x31 ybd we h26"><div class="t m0 x3b hf ybe ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x33 ybd w10 h26"><div class="t m0 x39 hf ybe ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">574</span> </div></div><div class="c x1a ybf wd h26"><div class="t m0 xd h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">Stan na 31.12.2021 </div></div><div class="c x2c ybf we h26"><div class="t m0 x36 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x2f ybf wf h26"><div class="t m0 x39 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">4 792<span class="ls0"> </span></div></div><div class="c x31 ybf we h26"><div class="t m0 x2e h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">14 969</span> </div></div><div class="c x33 ybf w10 h26"><div class="t m0 x3a h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">5 433<span class="ls0"> </span></div></div><div class="c x1a yc0 wd h27"><div class="t m0 x3e hf yc1 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c yc0 we h27"><div class="t m0 xd h22 yc1 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yc0 wf h27"><div class="t m0 xd h22 yc1 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x31 yc0 we h27"><div class="t m0 xd h22 yc1 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x33 yc0 w10 h27"><div class="t m0 xd h22 yc1 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x1a yc2 wd h23"><div class="t m0 x3 h3 yb8 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c yc2 we h23"><div class="t m0 x36 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yc2 wf h23"><div class="t m0 x25 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x31 yc2 we h23"><div class="t m0 x37 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x33 yc2 w10 h23"><div class="t m0 x38 h22 yb8 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x1a yc3 wd h26"><div class="t m0 xd h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">Stan na 01.01.2020 </div></div><div class="c x2c yc3 we h26"><div class="t m0 x36 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x2f yc3 wf h26"><div class="t m0 x39 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">5 178<span class="ls0"> </span></div></div><div class="c x31 yc3 we h26"><div class="t m0 x2e h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">23 165</span> </div></div><div class="c x33 yc3 w10 h26"><div class="t m0 x35 h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">2 377</span> </div></div><div class="c x1a yc4 wd h25"><div class="t m0 xd hf ybc ff1 fs1 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x2c yc4 we h25"><div class="t m0 x3b hf ybc ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f yc4 wf h25"><div class="t m0 x3c hf ybc ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x31 yc4 we h25"><div class="t m0 x3f hf ybc ff1 fs1 fc0 sc0 ls8 ws0">7 347<span class="ls0"> </span></div></div><div class="c x33 yc4 w10 h25"><div class="t m0 x3a hf ybc ff1 fs1 fc0 sc0 ls8 ws0">7 347<span class="ls0"> </span></div></div><div class="c x1a yc5 wd h28"><div class="t m0 xd hf yc6 ff7 fs1 fc0 sc0 ls0 ws0">Inne całkowite dochody<span class="ff1"> </span></div></div><div class="c x2c yc5 we h28"><div class="t m0 x3b hf yc6 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f yc5 wf h28"><div class="t m0 x3b hf yc6 ff1 fs1 fc0 sc0 ls8 ws0">188<span class="ls0"> </span></div></div><div class="c x31 yc5 we h28"><div class="t m0 x40 hf yc6 ff1 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x33 yc5 w10 h28"><div class="t m0 x1f hf yc6 ff1 fs1 fc0 sc0 ls8 ws0">194<span class="ls0"> </span></div></div><div class="c x1a yc7 wd h26"><div class="t m0 xd h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">Stan na 31.12.2020 </div></div><div class="c x2c yc7 we h26"><div class="t m0 x36 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x2f yc7 wf h26"><div class="t m0 x39 h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">5 366<span class="ls0"> </span></div></div><div class="c x31 yc7 we h26"><div class="t m0 x2e h3 ybe ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">15 812</span> </div></div><div class="c x33 yc7 w10 h26"><div class="t m0 x3a h3 ybe ff2 fs1 fc0 sc0 ls8 ws0">5 164<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yc8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yc9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ycb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ycc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ycd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yce ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ycf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yd0 ff1 fs0 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 xa yd1 w11 h29" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">6 </span></div><div class="t m0 x1e hc y5 ff2 fs0 fc0 sc0 ls0 ws0">S<span class="ls9">pr</span>awozdanie z sytuacji finan<span class="_ _3"></span>sowej </div><div class="t m0 x4 h2 yd2 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yd3 w12 h2a"><div class="t m0 xd h3 yd4 ff2 fs1 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c x41 yd3 w13 h2a"><div class="t m0 x3a h3 yd4 ff2 fs1 fc0 sc0 ls0 ws0">31.<span class="ls8">12.20</span>21 </div></div><div class="c x42 yd3 w14 h2a"><div class="t m0 x10 h3 yd4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ls8">31.12.2020</span> </div></div><div class="c x4 yd5 w12 h2b"><div class="t m0 xd h3 yd6 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 yd5 w13 h2b"><div class="t m0 xd h3 yd6 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yd5 w14 h2b"><div class="t m0 x10 hf yd6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yd7 w12 h2c"><div class="t m0 xd hf yd6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 yd7 w13 h2c"><div class="t m0 xd hf yd6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yd7 w14 h2c"><div class="t m0 x10 hf yd6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yd8 w12 h2d"><div class="t m0 xd h3 yd6 ff8 fs1 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="ff2"> </span></div></div><div class="c x41 yd8 w13 h2d"><div class="t m0 x3c h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">7 458<span class="ls0"> </span></div></div><div class="c x42 yd8 w14 h2d"><div class="t m0 x43 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">8 584<span class="ls0"> </span></div></div><div class="c x4 yd9 w12 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff1"> </span></div></div><div class="c x41 yd9 w13 h2e"><div class="t m0 x22 hf yda ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 yd9 w14 h2e"><div class="t m0 x18 hf yda ff1 fs1 fc0 sc0 ls8 ws0">205<span class="ls0"> </span></div></div><div class="c x4 ydb w12 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Należności długoterminowe<span class="ff1"> </span></div></div><div class="c x41 ydb w13 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls8 ws0">934<span class="ls0"> </span></div></div><div class="c x42 ydb w14 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls8 ws0">1 280<span class="ls0"> </span></div></div><div class="c x4 ydc w12 h2d"><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe długoterminowe aktywa<span class="ff1"> </span></div></div><div class="c x41 ydc w13 h2d"><div class="t m0 x3c hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">6 524<span class="ls0"> </span></div></div><div class="c x42 ydc w14 h2d"><div class="t m0 x43 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">7 099<span class="ls0"> </span></div></div><div class="c x4 ydd w12 h2e"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 ydd w13 h2e"><div class="t m0 xd hf yda ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 ydd w14 h2e"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yde w12 h2d"><div class="t m0 xd h3 yd6 ff2 fs1 fc0 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x41 yde w13 h2d"><div class="t m0 x3c h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">3 031<span class="ls0"> </span></div></div><div class="c x42 yde w14 h2d"><div class="t m0 x25 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">11 229<span class="ls0"> </span></div></div><div class="c x4 ydf w12 h2f"><div class="t m0 xd hf ye0 ff7 fs1 fc0 sc0 ls0 ws0">Krótkoterminowe należności z tytułu <span class="_ _3"></span>dostaw i usług <span class="_ _3"></span>oraz <span class="_ _3"></span>pozostałe </div><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">należności<span class="ff1"> </span></div></div><div class="c x41 ydf w13 h2f"><div class="t m0 x44 hf ye1 ff1 fs1 fc0 sc0 ls8 ws0">90<span class="ls0"> </span></div></div><div class="c x42 ydf w14 h2f"><div class="t m0 x43 hf ye1 ff1 fs1 fc0 sc0 ls8 ws0">4 492<span class="ls0"> </span></div></div><div class="c x4 ye2 w12 h30"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Udzielone pożyczki krótkoterminowe<span class="ff1"> </span></div></div><div class="c x41 ye2 w13 h30"><div class="t m0 x22 hf yda ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 ye2 w14 h30"><div class="t m0 x45 hf yda ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 ye3 w12 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Należności dotyczące bieżącego podatku d<span class="_ _1"></span>ochodowego<span class="ff1"> </span></div></div><div class="c x41 ye3 w13 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls0 ws0">2<span class="ls8">74</span> </div></div><div class="c x42 ye3 w14 h2e"><div class="t m0 x22 hf yda ff1 fs1 fc0 sc0 ls8 ws0">23<span class="ls0"> </span></div></div><div class="c x4 ye4 w12 h2d"><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff1"> </span></div></div><div class="c x41 ye4 w13 h2d"><div class="t m0 x3c hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">2 667<span class="ls0"> </span></div></div><div class="c x42 ye4 w14 h2d"><div class="t m0 x43 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">6 714<span class="ls0"> </span></div></div><div class="c x4 ye5 w12 h2e"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 ye5 w13 h2e"><div class="t m0 xd hf yda ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 ye5 w14 h2e"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 ye6 w12 h2d"><div class="t m0 xd h3 yd6 ff2 fs1 fc0 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x41 ye6 w13 h2d"><div class="t m0 x3 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">10 489<span class="ls0"> </span></div></div><div class="c x42 ye6 w14 h2d"><div class="t m0 x25 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">19 813<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf ye7 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf ye8 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 ye9 w15 h31"><div class="t m0 xd h3 yea ff8 fs1 fc0 sc0 ls0 ws0">ZOBOWIĄZANIA I KAPITAŁ WŁASNY<span class="ff2"> </span></div></div><div class="c x46 ye9 w13 h31"><div class="t m0 x3a h3 yea ff2 fs1 fc0 sc0 ls0 ws0">31.<span class="ls8">12.20</span>21 </div></div><div class="c x47 ye9 w14 h31"><div class="t m0 x10 h3 yea ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ls8">31.12.2020</span>  </div></div><div class="c x4 yeb w15 h32"><div class="t m0 xd hf yec ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 yeb w13 h32"><div class="t m0 xd hf yec ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yeb w14 h32"><div class="t m0 xd hf yec ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yed w15 h2d"><div class="t m0 xd h3 yd6 ff8 fs1 fc0 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c x46 yed w13 h2d"><div class="t m0 x3c h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">5 433<span class="ls0"> </span></div></div><div class="c x47 yed w14 h2d"><div class="t m0 x43 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">5 164<span class="ls0"> </span></div></div><div class="c x4 yee w15 h2d"><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">Kapitał zakładowy<span class="ff1"> </span></div></div><div class="c x46 yee w13 h2d"><div class="t m0 x3 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x47 yee w14 h2d"><div class="t m0 x25 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">15 610<span class="ls0"> </span></div></div><div class="c x4 yef w15 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Kapitał z aktualizacji wyceny<span class="ff1"> </span></div></div><div class="c x46 yef w13 h2e"><div class="t m0 x3c hf yda ff1 fs1 fc0 sc0 ls8 ws0">4 792<span class="ls0"> </span></div></div><div class="c x47 yef w14 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls8 ws0">5 366<span class="ls0"> </span></div></div><div class="c x4 yf0 w15 h2d"><div class="t m0 xd hf yd6 ff1 fs1 fc0 sc0 ls0 ws0">Zyski zatrzymane / Zakumulowane straty </div></div><div class="c x46 yf0 w13 h2d"><div class="t m0 x13 hf yd6 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">14 969</span> </div></div><div class="c x47 yf0 w14 h2d"><div class="t m0 x3c hf yd6 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">15 812</span> </div></div><div class="c x4 yf1 w15 h30"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 yf1 w13 h30"><div class="t m0 xd hf yda ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yf1 w14 h30"><div class="t m0 xd hf y64 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yf2 w15 h2d"><div class="t m0 xd h3 yd6 ff8 fs1 fc0 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff2"> </span></div></div><div class="c x46 yf2 w13 h2d"><div class="t m0 x43 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">149<span class="ls0"> </span></div></div><div class="c x47 yf2 w14 h2d"><div class="t m0 x1b h3 yd6 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 yf3 w15 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Długoterminowa rezerwa z tytułu świadczeń p<span class="_ _1"></span>racowniczych<span class="ff1"> </span></div></div><div class="c x46 yf3 w13 h2e"><div class="t m0 x44 hf yda ff1 fs1 fc0 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x47 yf3 w14 h2e"><div class="t m0 x1b hf yda ff1 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 yf4 w15 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe długoterminowe rezerwy na zobowiązania<span class="ff1"> </span></div></div><div class="c x46 yf4 w13 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls8 ws0">138<span class="ls0"> </span></div></div><div class="c x47 yf4 w14 h2e"><div class="t m0 x45 hf yda ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yf5 w15 h2d"><div class="t m0 xd hf ya0 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 yf5 w13 h2d"><div class="t m0 xd hf yd6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yf5 w14 h2d"><div class="t m0 xd hf ya0 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yf6 w15 h2e"><div class="t m0 xd h3 yda ff8 fs1 fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff2"> </span></div></div><div class="c x46 yf6 w13 h2e"><div class="t m0 x3c h3 yda ff2 fs1 fc0 sc0 ls8 ws0">4 907<span class="ls0"> </span></div></div><div class="c x47 yf6 w14 h2e"><div class="t m0 x25 h3 yda ff2 fs1 fc0 sc0 ls8 ws0">14 641<span class="ls0"> </span></div></div><div class="c x4 yf7 w15 h2d"><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">Kredyty i pożyczki krótkoterminowe<span class="ff1"> </span></div></div><div class="c x46 yf7 w13 h2d"><div class="t m0 x3c hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x47 yf7 w14 h2d"><div class="t m0 x43 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">6 116<span class="ls0"> </span></div></div><div class="c x4 yf8 w15 h33"><div class="t m0 xd hf yf9 ff7 fs1 fc0 sc0 ls0 ws0">Krótkoterminowe <span class="_ _33"></span>zobowiązania <span class="_ _33"></span>z <span class="_ _33"></span>tytułu <span class="_ _33"></span>dostaw <span class="_ _33"></span>i <span class="_ _33"></span>usług<span class="ff1"> <span class="_ _33"></span></span>i <span class="_ _33"></span>pozostałe </div><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">zobowiązania <span class="ff1">  </span></div></div><div class="c x46 yf8 w13 h33"><div class="t m0 x3c hf yfa ff1 fs1 fc0 sc0 ls8 ws0">1 947<span class="ls0"> </span></div></div><div class="c x47 yf8 w14 h33"><div class="t m0 x43 hf yfa ff1 fs1 fc0 sc0 ls8 ws0">5 529<span class="ls0"> </span></div></div><div class="c x4 yfb w15 h2d"><div class="t m0 xd hf yd6 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe krótkoterminowe rezerwy na zobowiązania<span class="ff1"> </span></div></div><div class="c x46 yfb w13 h2d"><div class="t m0 x3c hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">1 721<span class="ls0"> </span></div></div><div class="c x47 yfb w14 h2d"><div class="t m0 x43 hf yd6 ff1 fs1 fc0 sc0 ls8 ws0">2 288<span class="ls0"> </span></div></div><div class="c x4 yfc w15 h2e"><div class="t m0 xd hf yda ff7 fs1 fc0 sc0 ls0 ws0">Rozliczenia międzyokresowe<span class="ff1"> </span></div></div><div class="c x46 yfc w13 h2e"><div class="t m0 x43 hf yda ff1 fs1 fc0 sc0 ls8 ws0">239<span class="ls0"> </span></div></div><div class="c x47 yfc w14 h2e"><div class="t m0 x18 hf yda ff1 fs1 fc0 sc0 ls8 ws0">708<span class="ls0"> </span></div></div><div class="c x4 yfd w15 h2d"><div class="t m0 xd h3 yd6 ff8 fs1 fc0 sc0 ls0 ws0">Zobowiązania i kapitał własny razem<span class="ff2"> </span></div></div><div class="c x46 yfd w13 h2d"><div class="t m0 x3 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">10 489<span class="ls0"> </span></div></div><div class="c x47 yfd w14 h2d"><div class="t m0 x25 h3 yd6 ff2 fs1 fc0 sc0 ls8 ws0">19 813<span class="ls0"> </span></div></div><div class="c x4 yfe w15 h34"><div class="t m0 xd h2 yff ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 yfe w13 h34"><div class="t m0 xd h2 yff ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yfe w14 h34"><div class="t m0 x2a h2 yff ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y100 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y101 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y102 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y103 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y104 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y105 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2"> </span><span class="ff2 fs9"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi xa y106 w16 h35" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">7 </span></div><div class="t m0 x4 hc y5 ff2 fs0 fc0 sc0 ls0 ws0">Sprawo<span class="ff8">zdanie z p<span class="_ _3"></span>rzepływów pieniężnych<span class="_ _3"></span></span> </div></div><div class="c x4 y107 w17 h1f"><div class="t m0 xd h11 y108 ff9 fs8 fc3 sc0 ls0 ws0"> </div></div><div class="c x48 y107 w18 h1f"><div class="t m0 x34 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2021 </div><div class="t m0 x34 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">do 31.12.2021 </div></div><div class="c x49 y107 w19 h1f"><div class="t m0 x4a h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">od 01.01.2020 </div><div class="t m0 x4a h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">do 31.12.2020 </div></div><div class="c x4 y109 w17 h36"><div class="t m0 xd h3 y7d ff8 fs1 fc0 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI OPERACYJNEJ<span class="ff2"> </span></div></div><div class="c x48 y109 w18 h36"><div class="t m0 xd h3 y10a ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y109 w19 h36"><div class="t m0 xd h13 y10a ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y10b w17 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x48 y10b w18 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x49 y10b w19 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y10c w17 h16"><div class="t m0 xd h3 y76 ff8 fs1 fc0 sc0 ls0 ws0">Zysk  brutto z działalności kontynuowanej<span class="ff2"> </span></div></div><div class="c x48 y10c w18 h16"><div class="t m0 x4b h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">931<span class="ls0"> </span></div></div><div class="c x49 y10c w19 h16"><div class="t m0 x4b h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">7 920<span class="ls0"> </span></div></div><div class="c x4 y10d w17 h16"><div class="t m0 xd h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">Korekty razem: </div></div><div class="c x48 y10d w18 h16"><div class="t m0 x4b h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">408<span class="ls0"> </span></div></div><div class="c x49 y10d w19 h16"><div class="t m0 x4c h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">3 581</span> </div></div><div class="c x4 y10e w17 h16"><div class="t m0 xd hf y76 ff1 fs1 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x48 y10e w18 h16"><div class="t m0 x4d hf y76 ff1 fs1 fc0 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x49 y10e w19 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x4 y10f w17 h37"><div class="t m0 xd hf y110 ff7 fs1 fc0 sc0 ls0 ws0">Inne <span class="_ _40"> </span>korekty, <span class="_ _40"> </span>których <span class="_ _40"> </span>skutkami <span class="_ _41"> </span>są <span class="_ _40"> </span>przepływy <span class="_ _40"> </span>z <span class="_ _41"> </span>działalności <span class="_ _40"> </span>finansowej <span class="_ _40"> </span>lub </div><div class="t m0 xd hf ybc ff1 fs1 fc0 sc0 ls0 ws0">inwestycyjnej </div></div><div class="c x48 y10f w18 h37"><div class="t m0 x4b hf y66 ff1 fs1 fc0 sc0 ls8 ws0">242<span class="ls0"> </span></div></div><div class="c x49 y10f w19 h37"><div class="t m0 x4f hf y66 ff1 fs1 fc0 sc0 ls8 ws0">306<span class="ls0"> </span></div></div><div class="c x4 ydd w17 h16"><div class="t m0 xd hf y71 ff1 fs1 fc0 sc0 ls0 ws0">Zmiana stanu rezerw </div></div><div class="c x48 ydd w18 h16"><div class="t m0 x4c hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">425</span> </div></div><div class="c x49 ydd w19 h16"><div class="t m0 x4f hf y71 ff1 fs1 fc0 sc0 ls8 ws0">373<span class="ls0"> </span></div></div><div class="c x4 y111 w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Zmiana stanu zapasów<span class="ff1"> </span></div></div><div class="c x48 y111 w18 h16"><div class="t m0 x4e hf y71 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y111 w19 h16"><div class="t m0 x14 hf y71 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y112 w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Zmiana stanu należności z tytułu dostaw i usług <span class="ff1"> </span></div></div><div class="c x48 y112 w18 h16"><div class="t m0 x50 hf y71 ff1 fs1 fc0 sc0 ls8 ws0">2 822<span class="ls0"> </span></div></div><div class="c x49 y112 w19 h16"><div class="t m0 x4e hf y71 ff1 fs1 fc0 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x4 y113 w17 h17"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Zmiana stanu pozostałych należności<span class="ff1"> </span></div></div><div class="c x48 y113 w18 h17"><div class="t m0 x50 hf y71 ff1 fs1 fc0 sc0 ls8 ws0">2 224<span class="ls0"> </span></div></div><div class="c x49 y113 w19 h17"><div class="t m0 x37 hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">64</span> </div></div><div class="c x4 y114 w17 h12"><div class="t m0 xd hf y66 ff7 fs1 fc0 sc0 ls0 ws0">Zmiana stanu zobowiązań krótkoterminowych z tytułu dostaw i usług <span class="ff1"> </span></div></div><div class="c x48 y114 w18 h12"><div class="t m0 x1f hf y66 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">63</span> </div></div><div class="c x49 y114 w19 h12"><div class="t m0 x4f hf y66 ff1 fs1 fc0 sc0 ls8 ws0">131<span class="ls0"> </span></div></div><div class="c x4 y115 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Zmiana stanu pozostałych zobowiązań<span class="ff1"> </span></div></div><div class="c x48 y115 w18 h16"><div class="t m0 xa hf y76 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">4 005</span> </div></div><div class="c x49 y115 w19 h16"><div class="t m0 x4f hf y76 ff1 fs1 fc0 sc0 ls8 ws0">241<span class="ls0"> </span></div></div><div class="c x4 y116 w17 h16"><div class="t m0 xd hf y76 ff1 fs1 fc0 sc0 ls0 ws0">Zmiana stanu <span class="ff7">rozliczeń międzyokresowych biernych</span> </div></div><div class="c x48 y116 w18 h16"><div class="t m0 x4c hf y76 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">411</span> </div></div><div class="c x49 y116 w19 h16"><div class="t m0 x4f hf y76 ff1 fs1 fc0 sc0 ls8 ws0">360<span class="ls0"> </span></div></div><div class="c x4 y117 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x48 y117 w18 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y117 w19 h16"><div class="t m0 x4c hf y76 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">5 000</span> </div></div><div class="c x4 y118 w17 h12"><div class="t m0 xd h3 y66 ff8 fs1 fc0 sc0 ls0 ws0">Przepływy pieniężne netto z działalności (wykorzystywane w działal<span class="_ _1"></span>ności)<span class="ff2"> </span></div></div><div class="c x48 y118 w18 h12"><div class="t m0 x50 h3 y66 ff2 fs1 fc0 sc0 ls8 ws0">1 339<span class="ls0"> </span></div></div><div class="c x49 y118 w19 h12"><div class="t m0 x4b h3 y66 ff2 fs1 fc0 sc0 ls8 ws0">4 339<span class="ls0"> </span></div></div><div class="c x4 y119 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Zapłacony podatek dochodowy<span class="ff1"> </span></div></div><div class="c x48 y119 w18 h16"><div class="t m0 x4b h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">396<span class="ls0"> </span></div></div><div class="c x49 y119 w19 h16"><div class="t m0 x40 h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">283</span> </div></div><div class="c x4 y11a w17 h16"><div class="t m0 xd h3 y76 ff8 fs1 fc0 sc0 ls0 ws0">Przepływy pieniężne netto z działalności op<span class="_ _1"></span>eracyjnej<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x48 y11a w18 h16"><div class="t m0 x50 h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">1 735<span class="ls0"> </span></div></div><div class="c x49 y11a w19 h16"><div class="t m0 x4b h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">4 056<span class="ls0"> </span></div></div><div class="c x4 y11b w17 h16"><div class="t m0 x51 h3 y7d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x48 y11b w18 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x49 y11b w19 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y11c w17 h38"><div class="t m0 xd h3 y11d ff8 fs1 fc0 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI INWESTYCYJNEJ <span class="ff2"> </span></div></div><div class="c x48 y11c w18 h38"><div class="t m0 xd h3 y11e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y11c w19 h38"><div class="t m0 xd h13 y11e ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y11f w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Zbycie aktywów finansowych<span class="ff1"> </span></div></div><div class="c x48 y11f w18 h16"><div class="t m0 x13 hf y76 ff1 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x49 y11f w19 h16"><div class="t m0 x14 hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y120 w17 h17"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Zbycie wartości niematerialnych oraz rzeczowych aktywów trwały<span class="_ _1"></span>ch<span class="ff1"> </span></div></div><div class="c x48 y120 w18 h17"><div class="t m0 x4d hf y76 ff1 fs1 fc0 sc0 ls8 ws0">54<span class="ls0"> </span></div></div><div class="c x49 y120 w19 h17"><div class="t m0 x14 hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y121 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Dywidendy i udziały w zyskach<span class="ff1"> </span></div></div><div class="c x48 y121 w18 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y121 w19 h16"><div class="t m0 x14 hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y122 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Spłata udzielonych pożyczek<span class="ff1"> </span></div></div><div class="c x48 y122 w18 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y122 w19 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x4 y123 w17 h16"><div class="t m0 xd hf y76 ff7 fs1 fc0 sc0 ls0 ws0">Udzielone pożyczki <span class="ff1"> </span></div></div><div class="c x48 y123 w18 h16"><div class="t m0 x4e hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y123 w19 h16"><div class="t m0 x14 hf y76 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y124 w17 h16"><div class="t m0 xd h3 y76 ff8 fs1 fc0 sc0 ls0 ws0">Przepływy pieniężne netto z działalności in<span class="_ _1"></span>westycyjnej<span class="ff2"> </span></div></div><div class="c x48 y124 w18 h16"><div class="t m0 x4d h3 y76 ff2 fs1 fc0 sc0 ls0 ws0">55 </div></div><div class="c x49 y124 w19 h16"><div class="t m0 x4e h3 y76 ff2 fs1 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x4 y125 w17 h16"><div class="t m0 x51 h3 y7d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x48 y125 w18 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x49 y125 w19 h16"><div class="t m0 xd h13 y7d ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y126 w17 h12"><div class="t m0 xd h3 y66 ff8 fs1 fc0 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI FINANSOWEJ <span class="ff2"> </span></div></div><div class="c x48 y126 w18 h12"><div class="t m0 xd h3 y67 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y126 w19 h12"><div class="t m0 xd h13 y67 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y127 w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Otrzymane kredyty i pożyczki<span class="ff1"> </span></div></div><div class="c x48 y127 w18 h16"><div class="t m0 x4b hf y71 ff1 fs1 fc0 sc0 ls8 ws0">800<span class="ls0"> </span></div></div><div class="c x49 y127 w19 h16"><div class="t m0 x14 hf y71 ff1 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y128 w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Spłata kredytów i pożyczek<span class="ff1"> </span></div></div><div class="c x48 y128 w18 h16"><div class="t m0 xa hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">5 900</span> </div></div><div class="c x49 y128 w19 h16"><div class="t m0 x4c hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">1 200</span> </div></div><div class="c x4 y129 w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Zapłacone odsetki<span class="ff1"> </span></div></div><div class="c x48 y129 w18 h16"><div class="t m0 x4c hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">131</span> </div></div><div class="c x49 y129 w19 h16"><div class="t m0 x40 hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">310</span> </div></div><div class="c x4 y12a w17 h16"><div class="t m0 xd hf y71 ff7 fs1 fc0 sc0 ls0 ws0">Inne wpływy/wypływy z działalności finansowej<span class="ff1"> </span></div></div><div class="c x48 y12a w18 h16"><div class="t m0 x4c hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-6<span class="ls8">06</span> </div></div><div class="c x49 y12a w19 h16"><div class="t m0 x40 hf y71 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">641</span> </div></div><div class="c x4 y12b w17 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">Przepływy pieniężne netto z działalności fin<span class="_ _1"></span>ansowej<span class="ff2"> </span></div></div><div class="c x48 y12b w18 h16"><div class="t m0 xa h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">5 837</span> </div></div><div class="c x49 y12b w19 h16"><div class="t m0 x4c h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">2 151</span> </div></div><div class="c x4 y101 w17 h17"><div class="t m0 x51 h3 y6f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x48 y101 w18 h17"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x49 y101 w19 h17"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x4 y12c w17 h38"><div class="t m0 xd h3 y11d ff8 fs1 fc0 sc0 ls0 ws0">RAZEM PRZEPŁYWY PIENIĘŻNE NETTO Z DZIAŁALNOŚ<span class="_ _1"></span>CI KONTYNUOWANEJ<span class="ff2"> </span></div></div><div class="c x48 y12c w18 h38"><div class="t m0 xa h3 y11d ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">4 047</span> </div></div><div class="c x49 y12c w19 h38"><div class="t m0 x4b h3 y11d ff2 fs1 fc0 sc0 ls8 ws0">1 930<span class="ls0"> </span></div></div><div class="c x4 y12d w17 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">Razem przepływy pieniężne netto za działalności zaniechanej<span class="ff2"> </span></div></div><div class="c x48 y12d w18 h16"><div class="t m0 x4e h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y12d w19 h16"><div class="t m0 x14 h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y12e w17 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">RAZEM PRZEPŁYWY PIENIĘŻNE NETTO <span class="ff2"> </span></div></div><div class="c x48 y12e w18 h16"><div class="t m0 xa h3 y71 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">4 047</span> </div></div><div class="c x49 y12e w19 h16"><div class="t m0 x4b h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">1 930<span class="ls0"> </span></div></div><div class="c x4 y12f w17 h16"><div class="t m0 xd h3 y130 ff8 fs1 fc0 sc0 ls0 ws0">Bilansowa zmiana stanu środków pieniężnych<span class="ff2"> </span></div></div><div class="c x48 y12f w18 h16"><div class="t m0 xa h3 y130 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">4 047</span> </div></div><div class="c x49 y12f w19 h16"><div class="t m0 x4b h3 y130 ff2 fs1 fc0 sc0 ls8 ws0">1 930<span class="ls0"> </span></div></div><div class="c x4 y131 w17 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">Środki pieniężne na początek okresu<span class="ff2"> </span></div></div><div class="c x48 y131 w18 h16"><div class="t m0 x50 h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">6 714<span class="ls0"> </span></div></div><div class="c x49 y131 w19 h16"><div class="t m0 x4b h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">4 784<span class="ls0"> </span></div></div><div class="c x4 y132 w17 h16"><div class="t m0 xd h3 y71 ff8 fs1 fc0 sc0 ls0 ws0">Środki pieniężne na koniec okresu<span class="ff2"> </span></div></div><div class="c x48 y132 w18 h16"><div class="t m0 x50 h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">2 667<span class="ls0"> </span></div></div><div class="c x49 y132 w19 h16"><div class="t m0 x4b h3 y71 ff2 fs1 fc0 sc0 ls8 ws0">6 714<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x40 y1f w1a ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x52 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x53 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">8 </div><div class="t m0 xa h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 hc y133 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 he y134 ff2 fs0 fc0 sc0 ls6 ws0">II.<span class="ff4 ls0"> <span class="_ _42"> </span><span class="ff8">ZASADY RACHUNKOWO<span class="_ _3"></span>ŚCI ORAZ DODAT<span class="_ _3"></span>KOWE NOTY OBJ<span class="_ _3"></span>AŚNIAJĄCE <span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x25 h2 y135 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 he y136 ff2 fs0 fc0 sc0 ls4 ws0">1.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff8">Informacje ogólne<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x25 h2 y137 ff1 fs0 fc0 sc0 ls0 ws0">PRIMETECH <span class="_ _0"></span>S.A. <span class="_ _0"></span>(<span class="ffa">Spół<span class="_ _3"></span>ka, <span class="_ _0"></span>Emitent<span class="_ _3"></span><span class="ff7">) <span class="_ _3"></span>w <span class="_ _0"></span>Katowicach <span class="_ _0"></span>jest <span class="_ _0"></span>s<span class="_ _3"></span>półką <span class="_ _0"></span>akcyjną <span class="_ _0"></span>za<span class="_ _3"></span>rejestrowaną <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>3 <span class="_ _0"></span>stycznia <span class="_ _0"></span>1994 <span class="_ _0"></span>roku<span class="_ _3"></span> </span></span></div><div class="t m0 x25 h2 y138 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _44"> </span>Sądzie <span class="_ _44"> </span>Rejonowy<span class="_ _3"></span>m <span class="_ _44"> </span>w <span class="_ _44"> </span>K<span class="_ _3"></span>atowicach <span class="_ _44"> </span>Wydzia<span class="_ _3"></span>ł <span class="_ _44"> </span>VIII <span class="_ _44"> </span>Go<span class="_ _3"></span>spodarczo<span class="_ _0"></span><span class="ff1">-Rejestrowy <span class="_ _44"> </span>pod <span class="_ _44"> </span>n<span class="_ _3"></span>umerem <span class="_ _44"> </span>RHB <span class="_ _44"> </span>1037<span class="_ _3"></span>5. </span></div><div class="t m0 x25 h2 y139 ff7 fs0 fc0 sc0 ls0 ws0">Postanowieniem <span class="_ _3"></span>Sądu<span class="_ _3"></span> <span class="_ _3"></span>Rejono<span class="_ _3"></span>wego <span class="_ _3"></span>w <span class="_ _3"></span>Kato<span class="_ _3"></span>wicach <span class="_ _3"></span>Wy<span class="_ _3"></span>dział <span class="_ _3"></span>Gospo<span class="_ _3"></span>darczy <span class="_ _3"></span>Kraj<span class="_ _3"></span>oweg<span class="_ _3"></span>o <span class="_ _0"></span>Rejestru <span class="_ _0"></span>Sądowego, <span class="_ _3"></span>z<span class="_ _3"></span><span class="ff1"> dnia <span class="_ _0"></span>12 </span></div><div class="t m0 x25 h2 y13a ff7 fs0 fc0 sc0 ls0 ws0">lipca <span class="_ _33"></span>2001 <span class="_ _0"></span>roku <span class="_ _33"></span>PRIMETECH <span class="_ _33"></span>S<span class="_ _3"></span>.A <span class="_ _33"></span>została <span class="_ _33"></span>wpisana <span class="_ _33"></span>do <span class="_ _33"></span>Rejestru <span class="_ _33"></span>Przedsiębiorców <span class="_ _33"></span>pod <span class="_ _33"></span>numerem <span class="_ _33"></span>KRS <span class="_ _34"></span><span class="ff1">- <span class="_ _33"></span>000002<span class="_ _3"></span>6782. </span></div><div class="t m0 x25 h2 y13b ff7 fs0 fc0 sc0 ls0 ws0">Czas trwania Spół<span class="_ _3"></span>ki jest nieoznaczony. <span class="_ _3"></span>Siedziba spółki zn<span class="_ _3"></span>ajduje się w Katowicach p<span class="_ _3"></span>rzy ulicy Armii Krajow<span class="_ _3"></span>ej 51.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x25 h2 y13c ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu<span class="_ _3"></span> <span class="_ _3"></span>21 <span class="_ _0"></span><span class="ff7">września <span class="_ _0"></span>2018 <span class="_ _3"></span>roku <span class="_ _0"></span>Sąd <span class="_ _3"></span>Rejon<span class="_ _3"></span>owy <span class="_ _3"></span>w <span class="_ _3"></span>Kat<span class="_ _3"></span>owicach <span class="_ _0"></span>Wydział <span class="_ _0"></span>VIII <span class="_ _3"></span>Gosp<span class="_ _3"></span>odarczo<span class="_ _3"></span></span>-<span class="ff7">Rejestrowy <span class="_ _0"></span>dokonał <span class="_ _0"></span>wpisu </span></div><div class="t m0 x25 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0">zmiany firmy z <span class="ff7">„KOPE<span class="_ _3"></span>X” na „PRIME<span class="_ _3"></span>TECH”.<span class="_ _3"></span></span> </div><div class="t m0 x25 h2 y13e ff7 fs0 fc0 sc0 ls0 ws0">PRIMETECH <span class="_ _3b"> </span>S.A. <span class="_ _3b"> </span>jest <span class="_ _3b"> </span>j<span class="_ _3"></span>ednostk<span class="_ _3"></span>ą <span class="_ _3b"> </span>dominującą <span class="_ _3b"> </span>i <span class="_ _3b"> </span>sp<span class="_ _3"></span>orządza <span class="_ _3b"> </span>skons<span class="_ _3"></span>olidowane <span class="_ _3b"> </span>sprawozdan<span class="_ _3"></span>ie <span class="_ _3b"> </span>finansowe <span class="_ _3b"> </span>Grupy<span class="_ _3"></span> </div><div class="t m0 x25 h2 y13f ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowej PRIMETECH <span class="_ _3"></span><span class="ff1">- (<span class="ffb">Gru<span class="_ _3"></span>pa</span>).  </span></div><div class="t m0 x25 h2 y140 ff7 fs0 fc0 sc0 ls0 ws0">Skonsolidowane <span class="_ _0"></span>sp<span class="_ _3"></span>rawozdanie <span class="_ _3"></span>finan<span class="_ _3"></span>sowe <span class="_ _0"></span>Emitenta <span class="_ _0"></span>zosta<span class="_ _3"></span>ło <span class="_ _0"></span>objęte <span class="_ _0"></span>konsolida<span class="_ _3"></span>cją <span class="_ _0"></span>przez <span class="_ _0"></span>spółkę <span class="_ _0"></span>dominującą <span class="_ _0"></span>FAMUR </div><div class="t m0 x25 h2 y141 ff7 fs0 fc0 sc0 ls0 ws0">S.A. <span class="_ _34"></span>Podmiotem <span class="_ _34"></span>bezpośredn<span class="_ _3"></span>io <span class="_ _34"></span>dominującym <span class="_ _34"></span>spó<span class="_ _3"></span>łki <span class="_ _45"></span><span class="ff1">PRIMETECH <span class="_ _34"></span>S.A. <span class="_ _34"></span></span>jest <span class="_ _34"></span>FAMUR <span class="_ _34"></span>S.A. <span class="_ _34"></span>P<span class="_ _3"></span>odmiotem <span class="_ _34"></span>dominującym </div><div class="t m0 x25 h2 ye4 ff7 fs0 fc0 sc0 ls0 ws0">całej Grupy jest TDJ S.A.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x25 h2 y142 ff1 fs0 fc0 sc0 ls0 ws0">Czas trwania jed<span class="_ _3"></span>nostki: nieograniczo<span class="_ _3"></span>ny </div><div class="t m0 x25 h2 y143 ff7 fs0 fc0 sc0 ls0 ws0">Okres objęty s<span class="_ _3"></span>prawozdaniem finanso<span class="_ _3"></span>wym: 01.01.202<span class="_ _3"></span><span class="ff1">1<span class="lsa">r.</span></span>–<span class="ff1"> 31.12.20<span class="_ _3"></span>21<span class="lsa">r.</span> </span></div><div class="t m0 x25 h2 y144 ff7 fs0 fc0 sc0 ls0 ws0">Podstawowym  przedmiotem  działalności  Spó<span class="_ _3"></span>łki<span class="ff1">  </span>jest  świadczenie <span class="_ _3d"> </span>us<span class="_ _3"></span>ług  górniczych.  Przed  dniem  23.07<span class="ff1">.2019r. </span></div><div class="t m0 x25 h2 y145 ff7 fs0 fc0 sc0 ls0 ws0">przedmiotem <span class="_ _3"></span>d<span class="_ _3"></span>ziałalności <span class="_ _0"></span>był <span class="_ _3"></span>również<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span></span>obró<span class="_ _3"></span>t <span class="_ _3"></span>węgla <span class="_ _3"></span>(Za<span class="_ _3"></span>rząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>w <span class="_ _3"></span>rap<span class="_ _3"></span>orcie <span class="_ _3"></span>bieżącym <span class="_ _3"></span>n<span class="_ _3"></span>r <span class="_ _3"></span>16/2019 <span class="_ _3"></span>p<span class="_ _3"></span>oinformował </div><div class="t m0 x25 h2 y146 ff7 fs0 fc0 sc0 ls0 ws0">o wygaszeniu tej d<span class="_ _3"></span>ziałalności).<span class="ff1"> </span>Dzia<span class="_ _3"></span>łalność Sp<span class="_ _3"></span>ółki nie ma charakteru sezon<span class="_ _3"></span>owego. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x25 he y147 ff2 fs0 fc0 sc0 ls4 ws0">2.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff2">Identyfikacja  sprawozd<span class="_ _3"></span>ania finansowego<span class="_ _3"></span> </span></span></div><div class="t m0 x25 h2 y148 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _46"> </span>sporządziła <span class="_ _46"> </span>sprawozdanie <span class="_ _3f"> </span>finan<span class="_ _3"></span>sowe <span class="_ _3f"> </span>za <span class="_ _46"> </span>rok <span class="_ _46"> </span>zakończony <span class="_ _46"> </span>dnia <span class="_ _46"> </span>31 <span class="_ _46"> </span><span class="ff1">grud<span class="_ _3"></span>nia <span class="_ _3f"> </span>2021 <span class="_ _3f"> </span></span>roku<span class="_ _3"></span>, <span class="_ _3f"> </span>któ<span class="_ _3"></span>re <span class="_ _3f"> </span>został<span class="_ _3"></span>o </div><div class="t m0 x25 h2 y149 ff1 fs0 fc0 sc0 ls0 ws0">zatwierdzone do pu<span class="_ _3"></span>blikacji 08 k<span class="_ _3"></span>wietnia <span class="ls4">202</span>2 roku.<span class="_ _3"></span> </div><div class="t m0 x25 h2 y14a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 he y14b ff2 fs0 fc0 sc0 ls4 ws0">3.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff2">Zatwierdzenie spr<span class="_ _3"></span>awozdania finansowego<span class="_ _0"></span> </span></span></div><div class="t m0 x25 h2 y14c ff7 fs0 fc0 sc0 ls0 ws0">Niniejsze sprawozd<span class="_ _3"></span>anie finansowe zostało<span class="_ _3"></span> zatwierdzone do p<span class="_ _3"></span>ublikacji przez Za<span class="_ _3"></span>rząd w dniu <span class="_ _0"></span><span class="ff1 ls4">08<span class="ls3">.0<span class="ls0">4.2022<span class="lsa">r.<span class="_ _3"></span></span> </span></span></span></div><div class="t m0 x25 h2 y14d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 he y14e ff2 fs0 fc0 sc0 ls4 ws0">4.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff2">Szacunki i subiektywna oce<span class="_ _3"></span>na </span></span></div><div class="t m0 x25 he y14f ff2 fs0 fc0 sc0 ls4 ws0">4.1.<span class="ff4 ls0"> <span class="_ _47"> </span></span><span class="lsb">Sz<span class="ls0">acunki </span></span></div><div class="t m0 x25 h2 y150 ff7 fs0 fc0 sc0 ls0 ws0">Sporządzenie <span class="_ _3d"> </span>sprawozdania <span class="_ _3d"> </span>finanso<span class="_ _3"></span>wego <span class="_ _45"> </span>wymaga <span class="_ _3d"> </span>od <span class="_ _3d"> </span>Zarządu  Spółki<span class="ff1"> <span class="_ _45"></span></span>dokonan<span class="_ _3"></span>ia <span class="_ _45"> </span>sza<span class="_ _3"></span>cunków. <span class="_ _45"> </span>Za<span class="_ _3"></span>rząd <span class="_ _3d"> </span>weryfikuje </div><div class="t m0 x25 h2 y151 ff7 fs0 fc0 sc0 ls0 ws0">przyjęte <span class="_ _3"></span>szacun<span class="_ _3"></span>ki <span class="_ _3"></span>w o<span class="_ _3"></span>parciu <span class="_ _3"></span>o<span class="_ _3"></span> <span class="_ _3"></span>zmiany <span class="_ _3"></span>czynnikó<span class="_ _3"></span>w b<span class="_ _3"></span>ranych <span class="_ _3"></span>pod<span class="_ _3"></span> <span class="_ _3"></span>uwagę <span class="_ _3"></span>przy <span class="_ _3"></span>ich <span class="_ _3"></span>doko<span class="_ _3"></span>nywaniu<span class="_ _3"></span>, <span class="_ _3"></span>nowe <span class="_ _3"></span>informacje <span class="_ _3"></span>lu<span class="_ _3"></span>b </div><div class="t m0 x25 h2 y152 ff7 fs0 fc0 sc0 ls0 ws0">doświadczenia <span class="_ _34"></span>z <span class="_ _34"></span>przes<span class="_ _3"></span>złości. <span class="_ _33"></span>Dlatego <span class="_ _34"></span>też <span class="_ _34"></span>s<span class="_ _3"></span>zacunki <span class="_ _34"></span>doko<span class="_ _3"></span>nane <span class="_ _33"></span>n<span class="_ _3"></span>a <span class="_ _34"></span>dzień <span class="_ _34"></span>31.12.20<span class="_ _3"></span><span class="ff1">21 <span class="_ _34"></span></span>roku<span class="_ _3"></span> <span class="_ _34"></span>mogą <span class="_ _34"></span>w <span class="_ _33"></span>p<span class="_ _3"></span>rzyszłoś<span class="_ _3"></span>ci <span class="_ _34"></span>ulec </div><div class="t m0 x25 h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">zmianie.  </div><div class="t m0 x25 h2 y154 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 hc y155 ff2 fs0 fc0 sc0 ls0 ws0">Subiektywna ocena<span class="_ _3"></span> </div><div class="t m0 x25 h2 y8e ff7 fs0 fc0 sc0 ls0 ws0">W przy<span class="_ _3"></span>padku, gd<span class="_ _3"></span>y dana <span class="_ _3"></span>transakcja <span class="_ _3"></span>nie jest <span class="_ _3"></span>uregulowana <span class="_ _3"></span>w <span class="_ _3"></span>żadnym <span class="_ _3"></span>standardzie <span class="_ _3"></span>bądź <span class="_ _3"></span>interpretacji, Zarzą<span class="_ _3"></span>d kierują<span class="_ _3"></span>c </div><div class="t m0 x25 h2 y156 ff7 fs0 fc0 sc0 ls0 ws0">się  subiektywną  oceną, <span class="_ _3d"> </span>o<span class="_ _3"></span>kreśla  i  stosuje  politykę <span class="_ _3d"> </span>ra<span class="_ _3"></span>chunkowości,  która  zapewni,  iż <span class="_ _48"> </span>sprawozdanie  finansowe </div><div class="t m0 x25 h2 y157 ff7 fs0 fc0 sc0 ls0 ws0">będzie <span class="_ _49"> </span>zawierać <span class="_ _49"> </span>wiarygodne<span class="_ _3"></span> <span class="_ _49"> </span>informacje <span class="_ _49"> </span>prawidł<span class="_ _3"></span>owo, <span class="_ _49"> </span> <span class="_ _49"> </span>jasno <span class="_ _49"> </span>i <span class="_ _49"> </span>rzetelnie <span class="_ _49"> </span>przedstawiające <span class="_ _49"> </span>s<span class="_ _3"></span>ytuację <span class="_ _49"> </span>majątkową <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x25 h2 y158 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _45"> </span>finan<span class="_ _3"></span>sową <span class="_ _3d"> </span>Spółki, <span class="_ _3d"> </span>wyniki <span class="_ _45"> </span>jej <span class="_ _3d"> </span>działaln<span class="_ _3"></span>ości <span class="_ _3d"> </span>i <span class="_ _45"> </span>przepływy <span class="_ _3d"> </span>pieniężne. <span class="_ _3d"> </span>Subiektywna <span class="_ _3d"> </span>ocena <span class="_ _45"> </span>z<span class="_ _3"></span>ostaje <span class="_ _3d"> </span>dokonan<span class="_ _3"></span>a <span class="_ _3d"> </span>w <span class="_ _45"></span>taki </div><div class="t m0 x25 h2 y159 ff7 fs0 fc0 sc0 ls0 ws0">sposób, <span class="_ _41"> </span>ab<span class="_ _3"></span>y <span class="_ _41"> </span>sp<span class="_ _3"></span>rawozdanie <span class="_ _41"> </span>finansowe <span class="_ _41"> </span>odzw<span class="_ _3"></span>ierciedlało <span class="_ _4a"> </span>treść <span class="_ _41"> </span>ekonomiczn<span class="_ _3"></span>ą <span class="_ _41"> </span>trans<span class="_ _3"></span>akcji, <span class="_ _4b"> </span>było <span class="_ _41"> </span>ob<span class="_ _3"></span>iektywne, </div><div class="t m0 x25 h2 y15a ff7 fs0 fc0 sc0 ls0 ws0">sporządzo<span class="_ _3"></span>ne zgodnie z zasadą os<span class="_ _3"></span>trożnej wyceny oraz <span class="_ _3"></span>kompletne we wszys<span class="_ _3"></span>tkich istotn<span class="_ _3"></span>ych aspektach. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x25 h2 y15b ff1 fs0 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 x54 y1f w1b ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc2">9 </span></div><div class="t m0 x57 he y5 ff2 fs0 fc0 sc0 ls4 ws0">4.2.<span class="ff4 ls0"> <span class="_ _3e"> </span><span class="ff8">Niepewność związan<span class="_ _3"></span>a z rozliczen<span class="_ _3"></span>iami podatkowymi<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 yd2 ff7 fs0 fc0 sc0 ls0 ws0">Regulacje  dotyczące  pod<span class="_ _3"></span>atku  od <span class="_ _49"> </span>towarów  i  usług,  podatku  d<span class="_ _3"></span>ochodowego  od <span class="_ _49"> </span>osób  prawnych  oraz  obc<span class="_ _33"></span>iążeń </div><div class="t m0 x57 h2 y4d ff7 fs0 fc0 sc0 ls0 ws0">związanych <span class="_ _3f"> </span>z <span class="_ _3f"> </span>ubezpieczeniami <span class="_ _3f"> </span>społecznymi <span class="_ _3f"> </span>podlegają <span class="_ _3f"> </span>częsty<span class="_ _3"></span>m <span class="_ _3f"> </span>zmianom. <span class="_ _3f"> </span>Te <span class="_ _3f"> </span>częste <span class="_ _3f"> </span>zmiany <span class="_ _3f"> </span>powodują <span class="_ _3f"> </span>brak </div><div class="t m0 x57 h2 y15c ff7 fs0 fc0 sc0 ls0 ws0">odpowiednich <span class="_ _46"> </span>punktów <span class="_ _46"> </span>odniesienia, <span class="_ _46"> </span>niespójne <span class="_ _3f"> </span>in<span class="_ _3"></span>terpretacje <span class="_ _46"> </span>oraz <span class="_ _3f"> </span>nieliczne <span class="_ _46"> </span>ustanowi<span class="_ _3"></span>one <span class="_ _3f"> </span>precedensy<span class="_ _3"></span>, <span class="_ _3f"> </span>które </div><div class="t m0 x57 h2 y15d ff7 fs0 fc0 sc0 ls0 ws0">mogłyby <span class="_ _49"> </span>mieć <span class="_ _49"> </span>za<span class="_ _3"></span>stosowan<span class="_ _3"></span>ie. <span class="_ _49"> </span>Obowiązujące <span class="_ _3f"> </span>przepisy<span class="ff1"> <span class="_ _49"> </span></span>za<span class="_ _3"></span>wierają <span class="_ _49"> </span>również <span class="_ _49"> </span>n<span class="_ _3"></span>iejasności, <span class="_ _3f"> </span>k<span class="_ _1"></span>tóre <span class="_ _49"> </span>powodują<span class="_ _3"></span> <span class="_ _49"> </span>różnice <span class="ff1"> </span></div><div class="t m0 x57 h2 y15e ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3"></span>opiniach, <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _3"></span>interpreta<span class="_ _3"></span>cji <span class="_ _3"></span>p<span class="_ _3"></span>rawnej <span class="_ _3"></span>przepis<span class="_ _3"></span>ów <span class="_ _3"></span>p<span class="_ _3"></span>odatkowych, <span class="_ _0"></span>zarówno <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>organami <span class="_ _0"></span>państwowymi <span class="_ _0"></span>jak <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y15f ff7 fs0 fc0 sc0 ls0 ws0">i organami pańs<span class="_ _3"></span>twowymi i przedsiębiorstwami. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y160 ff7 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _49"> </span>podatkowe<span class="_ _3"></span> <span class="_ _49"> </span>oraz <span class="_ _49"> </span>inn<span class="_ _3"></span>e <span class="_ _49"> </span>obszary <span class="_ _49"> </span>dział<span class="_ _3"></span>aln<span class="_ _3"></span>ości <span class="_ _49"> </span>(na <span class="_ _49"> </span>przykł<span class="_ _3"></span>ad <span class="_ _49"> </span>kwestie <span class="_ _49"> </span>celne <span class="_ _49"> </span>czy<span class="_ _3"></span> <span class="_ _49"> </span>dewizowe) <span class="_ _49"> </span>mogą <span class="_ _49"> </span>b<span class="_ _3"></span>yć </div><div class="t m0 x57 h2 y161 ff7 fs0 fc0 sc0 ls0 ws0">przedmiotem <span class="_ _3f"> </span>kontroli <span class="_ _49"> </span>organ<span class="_ _3"></span>ów, <span class="_ _49"> </span>kt<span class="_ _3"></span>óre <span class="_ _49"> </span>u<span class="_ _3"></span>prawnione <span class="_ _3f"> </span>są <span class="_ _49"> </span>do <span class="_ _3f"> </span>nakładan<span class="_ _3"></span>ia <span class="_ _3f"> </span>kar <span class="_ _49"> </span>i <span class="_ _3f"> </span>grzywien, <span class="_ _49"> </span>a<span class="_ _0"></span><span class="ff1"> wszelkie <span class="_ _3f"> </span>dodatkowe </span></div><div class="t m0 x57 h2 y162 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _3c"> </span>podatkowe, <span class="_ _3e"> </span>wy<span class="_ _3"></span>nikające <span class="_ _3e"> </span>z <span class="_ _3c"> </span>kontroli, <span class="_ _3e"> </span>muszą<span class="_ _3"></span> <span class="_ _3e"> </span>zosta<span class="_ _3"></span>ć <span class="_ _3e"> </span>zapłacon<span class="_ _3"></span>e <span class="_ _3e"> </span>wraz <span class="_ _3e"> </span>z <span class="_ _3e"> </span>o<span class="_ _3"></span>dsetkami. <span class="_ _3e"> </span>Te <span class="_ _3c"> </span>warunki </div><div class="t m0 x57 h2 y163 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="ff7">owodują, ż<span class="_ _3"></span>e ryzyko podatkowe w Polsc<span class="_ _3"></span>e jest większe niż <span class="_ _3"></span>w krajach o bard<span class="_ _3"></span>ziej dojrzałym sys<span class="_ _3"></span>temie podatkowym.<span class="_ _33"></span></span> </div><div class="t m0 x57 h2 y164 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _44"> </span>konsekwencji, <span class="_ _44"> </span>kwoty<span class="_ _3"></span> <span class="_ _44"> </span>prezentowane <span class="_ _44"> </span>i <span class="_ _44"> </span>uja<span class="_ _3"></span>wniane <span class="_ _44"> </span>w<span class="_ _3"></span> <span class="_ _44"> </span>sprawozdan<span class="_ _3"></span>iach <span class="_ _44"> </span>finans<span class="_ _3"></span>owych <span class="_ _44"> </span>mogą <span class="_ _44"> </span>się <span class="_ _44"> </span>zmienić </div><div class="t m0 x57 h2 ya4 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">przyszł<span class="_ _3"></span>ości w wyniku ostatecznej d<span class="_ _3"></span>ecyzji organu k<span class="_ _3"></span>ontro<span class="_ _3"></span></span>li podatkowej. </div><div class="t m0 x57 h2 y165 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y166 ff2 fs0 fc0 sc0 ls4 ws0">5.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff8">Podstawa sporząd<span class="_ _3"></span>zenia sprawozdan<span class="_ _3"></span>ia finansowego<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y167 ff7 fs0 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _3d"> </span>s<span class="_ _3"></span>prawozdanie <span class="_ _48"> </span>finansowe <span class="_ _3d"> </span>zos<span class="_ _3"></span>tało <span class="_ _3d"> </span>s<span class="_ _3"></span>porządzone <span class="_ _48"> </span>zgodnie <span class="_ _3d"> </span>z  zasadą <span class="_ _3d"> </span>kosztu<span class="_ _3"></span> <span class="_ _3d"> </span>historycznego<span class="_ _0"></span><span class="ff1">. <span class="_ _48"> </span></span>Jednocześnie,<span class="_ _3"></span> </div><div class="t m0 x57 h2 y168 ff1 fs0 fc0 sc0 ls0 ws0">g<span class="ff7">łówną kategorią ak<span class="_ _3"></span>tywów wycenianych<span class="_ _3"></span> w wartości godziw<span class="_ _3"></span>ej są udziały i ak<span class="_ _3"></span>cje w <span class="_ _3"></span>jednostkach z<span class="_ _3"></span>ależnych</span>. </div><div class="t m0 x57 h2 y169 ff7 fs0 fc0 sc0 ls0 ws0">Istotne <span class="_ _3e"> </span>zasad<span class="_ _3"></span>y <span class="_ _3e"> </span>rachunkowości <span class="_ _3e"> </span>zostały<span class="_ _3"></span> <span class="_ _46"> </span>p<span class="_ _3"></span>rzedstawione <span class="_ _3e"> </span>jako <span class="_ _3e"> </span>element <span class="_ _3e"> </span>poszczególn<span class="_ _3"></span>ych <span class="_ _3e"> </span>not <span class="_ _3e"> </span>obja<span class="_ _3"></span>śniających <span class="_ _3e"> </span>do </div><div class="t m0 x57 h2 y16a ff7 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _4b"> </span>finansowego. <span class="_ _4a"> </span>Spółka <span class="_ _4a"> </span>s<span class="_ _3"></span>tosowała <span class="_ _4a"> </span>za<span class="_ _3"></span>sady <span class="_ _4a"> </span>rachunkowoś<span class="_ _3"></span>ci <span class="_ _4a"> </span>w <span class="_ _4a"> </span>sposób<span class="_ _3"></span> <span class="_ _4a"> </span>ciągły <span class="_ _4a"> </span>dla <span class="_ _4b"> </span>wszystkich </div><div class="t m0 x57 h2 ye6 ff7 fs0 fc0 sc0 ls0 ws0">prezentowanych okres<span class="_ _3"></span>ów sprawozdawczyc<span class="_ _3"></span><span class="ff1 lsc">h.<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y16b ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _44"> </span>d<span class="_ _3"></span>zień <span class="_ _44"> </span>zatwierdzen<span class="_ _3"></span>ia <span class="_ _44"> </span>nin<span class="_ _3"></span>iejszego <span class="_ _44"> </span>sp<span class="_ _3"></span>rawozdania <span class="_ _40"> </span>finansowego <span class="_ _44"> </span>n<span class="_ _3"></span>ie <span class="_ _44"> </span>stwierdza <span class="_ _40"> </span>się <span class="_ _40"> </span>istnienia <span class="_ _40"> </span>okolicznoś<span class="_ _3"></span>ci </div><div class="t m0 x57 h2 y144 ff7 fs0 fc0 sc0 ls0 ws0">wskazujących <span class="_ _4b"> </span>na <span class="_ _4b"> </span>zagrożenie <span class="_ _4b"> </span>kontynuowan<span class="_ _3"></span>ia <span class="_ _4b"> </span>działalności <span class="_ _4b"> </span>przez <span class="_ _4a"> </span>Sp<span class="_ _3"></span>ółkę.<span class="_ _3"></span><span class="ff1"> <span class="_ _4b"> </span>Dnia <span class="_ _4b"> </span>24.06.<span class="_ _3"></span>2021 <span class="_ _4b"> </span>roku <span class="_ _4b"> </span>Walne </span></div><div class="t m0 x57 h2 y16c ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzenie  po<span class="_ _3"></span>djęło <span class="_ _49"> </span>uchwałę  o <span class="_ _49"> </span>kontynuacji <span class="_ _49"> </span>działalności  p<span class="_ _0"></span>rzez  Spół<span class="_ _3"></span>kę.  Realizowany<span class="_ _3"></span>  w <span class="_ _49"> </span>pierwszym  pó<span class="_ _3"></span>łroczu </div><div class="t m0 x57 h2 y16d ff7 fs0 fc0 sc0 ls0 ws0">kontrakt <span class="_ _3"></span>francus<span class="_ _3"></span>ki <span class="_ _3"></span>zakończył <span class="_ _3"></span>się <span class="_ _3"></span>30.06.202<span class="_ _3"></span>1, <span class="_ _3"></span>tym <span class="_ _3"></span>samym <span class="_ _0"></span>Spółka <span class="_ _3"></span>nie <span class="_ _3"></span>będzie <span class="_ _3"></span>gen<span class="_ _3"></span>erować p<span class="_ _3"></span>rzychod<span class="_ _3"></span>ów <span class="_ _3"></span>z <span class="_ _3"></span>tytułu<span class="_ _3"></span> <span class="_ _3"></span>usług </div><div class="t m0 x57 h2 y16e ff7 fs0 fc0 sc0 ls0 ws0">górniczych, <span class="_ _3d"> </span>jednocześnie <span class="_ _3d"> </span>radykalnie <span class="_ _3d"> </span>zostanie <span class="_ _45"> </span>obn<span class="_ _3"></span>iżona <span class="_ _45"> </span>kwota <span class="_ _3d"> </span>generowanych <span class="_ _3d"> </span>kosztów, <span class="_ _45"> </span>co <span class="_ _3d"> </span>wiąże <span class="_ _45"> </span>się <span class="_ _3d"> </span>z <span class="_ _3d"> </span>redu<span class="_ _0"></span>kcją </div><div class="t m0 x57 h2 y16f ff1 fs0 fc0 sc0 ls0 ws0">zatrudnienia <span class="_ _33"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">kluczo<span class="_ _3"></span>wego <span class="_ _0"></span>kosztu <span class="_ _0"></span>Sp<span class="_ _3"></span>ółki. <span class="_ _0"></span>Działalność <span class="_ _0"></span> <span class="_ _33"></span>spółki <span class="_ _0"></span>będzie <span class="_ _0"></span>kon<span class="_ _3"></span>tynuowana <span class="_ _0"></span>w <span class="_ _33"></span>formie <span class="_ _3"></span>spół<span class="_ _3"></span>ki <span class="_ _0"></span>holdin<span class="_ _3"></span>gowej.<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y170 ff7 fs0 fc0 sc0 ls0 ws0">Głównym <span class="_ _3"></span>źródłem <span class="_ _3"></span>finan<span class="_ _3"></span>sowania <span class="_ _3"></span>Sp<span class="_ _3"></span>ółki <span class="_ _3"></span>są <span class="_ _3"></span>po<span class="_ _3"></span>życzki <span class="_ _3"></span>udzielone <span class="_ _3"></span>przez <span class="_ _3"></span>Fa<span class="_ _3"></span>mur <span class="_ _3"></span>S.A. <span class="_ _3"></span>Spółka<span class="_ _3"></span> <span class="_ _3"></span>obecnie <span class="_ _3"></span>uzysku<span class="_ _3"></span>je <span class="_ _3"></span>przychód </div><div class="t m0 x57 h2 y171 ff7 fs0 fc0 sc0 ls0 ws0">z <span class="_ _3f"> </span>f<span class="_ _1"></span>akturowania <span class="_ _3f"> </span>usług <span class="_ _49"> </span>d<span class="_ _3"></span>otyczących <span class="_ _3f"> </span>IT <span class="_ _49"> </span>na <span class="_ _3f"> </span>inną <span class="_ _49"> </span>spółkę. <span class="_ _3f"> </span>Zarząd <span class="_ _3f"> </span>spółki <span class="_ _49"> </span>dąży <span class="_ _49"> </span>d<span class="_ _3"></span>o <span class="_ _3f"> </span>op<span class="_ _1"></span>tymalizacji <span class="_ _3f"> </span>kosztów <span class="_ _49"> </span>stałych, </div><div class="t m0 x57 h2 y11f ff7 fs0 fc0 sc0 ls0 ws0">znacząco <span class="_ _45"> </span>zmn<span class="_ _3"></span>iejszono <span class="_ _45"> </span>liczb<span class="_ _3"></span>ę <span class="_ _45"></span>zatrudn<span class="_ _3"></span>ienia <span class="_ _45"> </span> <span class="_ _45"> </span>z <span class="_ _3d"> </span>58 <span class="_ _45"></span>osób <span class="_ _3d"> </span>do <span class="_ _45"> </span>4 <span class="_ _45"></span>osób. <span class="_ _3d"> </span>Obecnie <span class="_ _45"></span>spółka<span class="_ _3"></span>  będzi<span class="_ _1"></span>e <span class="_ _45"></span>koncentrowała <span class="_ _3d"> </span>się <span class="_ _45"></span>na </div><div class="t m0 x57 h2 y172 ff7 fs0 fc0 sc0 ls0 ws0">obszarach <span class="_ _3"></span>związa<span class="_ _3"></span>nych <span class="_ _3"></span>z <span class="_ _3"></span>prowad<span class="_ _3"></span>zeniem d<span class="_ _3"></span>ziałalności <span class="_ _3"></span>ob<span class="_ _3"></span>ejmującej <span class="_ _3"></span>spó<span class="_ _3"></span>łkę <span class="_ _3"></span>zależną <span class="_ _33"></span><span class="ff1">- </span>Śląs<span class="_ _3"></span>kie <span class="_ _3"></span>Towarzystwo <span class="_ _3"></span>Wi<span class="_ _3"></span>ertnicze </div><div class="t m0 x57 h2 y173 ff1 fs0 fc0 sc0 ls0 ws0">Dalbis Sp. z o<span class="_ _3"></span>.o. </div><div class="t m0 x57 h2 y174 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>związku <span class="_ _3"></span>z <span class="_ _3"></span>wystąpieniem <span class="_ _3"></span>przesłan<span class="_ _3"></span>ek <span class="_ _3"></span>z art.<span class="_ _3"></span> <span class="_ _3"></span>397 KSH,<span class="_ _3"></span> <span class="_ _3"></span>w ramach <span class="_ _3"></span>zatwierdzenia <span class="_ _0"></span>sprawozdania <span class="_ _0"></span>finansowego <span class="_ _3"></span>Zarząd </div><div class="t m0 x57 h2 y175 ff7 fs0 fc0 sc0 ls0 ws0">złoży wnios<span class="_ _3"></span>ek w sprawie podjęcia przez Walne Zgro<span class="_ _3"></span>madzenia <span class="_ _3"></span>uchwały o k<span class="_ _3"></span>ontynuacji działalności.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y176 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y177 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y178 ff2 fs0 fc0 sc0 ls4 ws0">5.1 <span class="ls5">  <span class="ff8 ls0">Oświadczenie o<span class="_ _3"></span> zgodności<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y179 ff7 fs0 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _4c"> </span>sprawozdanie <span class="_ _4c"> </span>finan<span class="_ _3"></span>sowe <span class="_ _4c"> </span>zostało <span class="_ _4c"> </span>sporzą<span class="_ _3"></span>dzone <span class="_ _4c"> </span>zgodnie <span class="_ _4c"> </span>z <span class="_ _4c"> </span>Międzynarodowymi <span class="_ _4c"> </span>Standardami </div><div class="t m0 x57 h2 y17a ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdawczości <span class="_ _33"></span>Finansowej <span class="_ _33"></span>(„MSSF”) <span class="_ _0"></span>zat<span class="_ _3"></span>wierdzonymi <span class="_ _0"></span>pr<span class="_ _3"></span>zez <span class="_ _0"></span>UE <span class="_ _33"></span>(„MSSF <span class="_ _0"></span>UE”<span class="_ _3"></span>)<span class="_ _3"></span><span class="ff1"> <span class="_ _0"></span></span>ora<span class="_ _3"></span>z <span class="_ _0"></span>zgo<span class="_ _3"></span>dnie <span class="_ _0"></span>z <span class="_ _33"></span>Rozporządzeniem </div><div class="t m0 x57 h2 y17b ff7 fs0 fc0 sc0 ls0 ws0">Ministra <span class="_ _3d"> </span>Finans<span class="_ _3"></span>ów <span class="_ _3d"> </span>z <span class="_ _3d"> </span>dnia <span class="_ _3d"> </span>29 <span class="_ _3d"> </span>marca<span class="ff1"> <span class="_ _3d"> </span></span>2018 <span class="_ _3d"> </span>roku <span class="_ _3d"> </span>w <span class="_ _3d"> </span>sp<span class="_ _3"></span>rawie <span class="_ _3d"> </span>informacji <span class="_ _3d"> </span>bieżących<span class="_ _3"></span> <span class="_ _3d"> </span>i <span class="_ _3d"> </span>okresowych <span class="_ _3d"> </span>przeka<span class="_ _3"></span>zywanych </div><div class="t m0 x57 h2 y17c ff7 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _45"></span>emitentów <span class="_ _45"></span>papierów <span class="_ _45"></span>wartoś<span class="_ _3"></span>ciowych <span class="_ _45"></span>oraz <span class="_ _45"></span>warunków <span class="_ _45"> </span>uznawan<span class="_ _3"></span>ia <span class="_ _45"></span>za <span class="_ _34"></span>równoważ<span class="_ _3"></span>ne <span class="_ _34"></span>in<span class="_ _3"></span>formacji <span class="_ _34"></span>wyma<span class="_ _3"></span>ganych </div><div class="t m0 x57 h2 y43 ff7 fs0 fc0 sc0 ls0 ws0">przepisami prawa pań<span class="_ _3"></span>stwa niebędącego pań<span class="_ _3"></span>stwem członko<span class="_ _3"></span>wskim (Dz. U. z <span class="_ _3"></span>2018, poz. 75<span class="_ _3"></span>7, „R<span class="_ _0"></span>ozporząd<span class="_ _3"></span>zenie&quot;)<span class="ff1">. Na </span></div><div class="t m0 x57 h2 y17d ff7 fs0 fc0 sc0 ls0 ws0">dzień <span class="_ _3e"> </span>zatwierdzenia <span class="_ _3e"> </span>niniejszego <span class="_ _3e"> </span>sprawozd<span class="_ _3"></span>ania <span class="_ _3e"> </span>do <span class="_ _3e"> </span>publikacji, <span class="_ _3e"> </span>biorąc <span class="_ _3e"> </span>pod <span class="_ _46"> </span>u<span class="_ _3"></span>wagę <span class="_ _46"> </span>toczący<span class="_ _3"></span> <span class="_ _46"> </span>s<span class="_ _3"></span>ię <span class="_ _46"> </span>w <span class="_ _3e"> </span>UE <span class="_ _3e"> </span>proces </div><div class="t m0 x57 h2 y17e ff7 fs0 fc0 sc0 ls0 ws0">wprowadzania MSSF, MS<span class="_ _3"></span>SF mające zas<span class="_ _3"></span>tosowanie do t<span class="_ _3"></span>ego sprawozdania finans<span class="_ _3"></span>owego nie różnią <span class="_ _3"></span>się od MSSF UE.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y17f ff7 fs0 fc0 sc0 ls0 ws0">MSSF <span class="_ _3e"> </span>UE <span class="_ _3e"> </span>obejmują <span class="_ _3c"> </span>stand<span class="_ _3"></span>ardy <span class="_ _3e"> </span>i <span class="_ _3e"> </span>interpretacje <span class="_ _3e"> </span>za<span class="_ _3"></span>akceptowane <span class="_ _3e"> </span>przez <span class="_ _3c"> </span>Radę <span class="_ _3e"> </span>Międzynarod<span class="_ _3"></span>owych <span class="_ _3e"> </span>Stand<span class="_ _3"></span>ardów </div><div class="t m0 x57 h2 y180 ff7 fs0 fc0 sc0 ls0 ws0">Rachunkowości („RMSR”).<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y181 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y182 ff2 fs0 fc0 sc0 ls4 ws0">5.2.<span class="ff4 ls0"> <span class="_ _46"> </span><span class="ff2">Waluta fun<span class="_ _3"></span>kcjonalna i wa<span class="_ _3"></span>luta sprawozdan<span class="_ _3"></span>ia finansowego<span class="_ _3"></span> </span></span></div><div class="t m0 x57 h2 y183 ff7 fs0 fc0 sc0 ls0 ws0">Walutą <span class="_ _34"></span>funkcjonalną <span class="_ _34"></span>Spółki <span class="_ _34"></span>i <span class="_ _33"></span>walutą <span class="_ _34"></span>sprawozd<span class="_ _3"></span>awczą <span class="_ _33"></span>n<span class="_ _3"></span>iniejszego <span class="_ _34"></span>sprawozdan<span class="_ _3"></span>ia<span class="_ _0"></span><span class="ff1"> <span class="_ _33"></span>finans<span class="_ _3"></span>owego <span class="_ _33"></span>jest <span class="_ _34"></span>PLN<span class="_ _3"></span></span>, <span class="_ _33"></span>m<span class="_ _3"></span>imo, <span class="_ _33"></span>że<span class="_ _3"></span> </div><div class="t m0 x57 h2 y184 ff7 fs0 fc0 sc0 ls0 ws0">waluta <span class="_ _3"></span>podsta<span class="_ _3"></span>wowa ś<span class="_ _3"></span>rodowiska <span class="_ _3"></span>gospod<span class="_ _3"></span>arczego, <span class="_ _3"></span>w <span class="_ _3"></span> <span class="_ _3"></span>którym jedn<span class="_ _3"></span>ostka <span class="_ _3"></span>uzyskała <span class="_ _3"></span>gł<span class="_ _3"></span>ówne <span class="_ _3"></span>przychody <span class="_ _3"></span>w <span class="_ _3"></span>roku <span class="_ _3"></span>202<span class="_ _33"></span><span class="ff1">1 <span class="_ _3"></span>to </span></div><div class="t m0 x57 h2 y185 ff1 fs0 fc0 sc0 ls0 ws0">euro. <span class="_ _34"></span><span class="ff7">Głównym <span class="_ _33"></span>powodem <span class="_ _34"></span>dla <span class="_ _33"></span>kt<span class="_ _3"></span>órego <span class="_ _33"></span>spółka <span class="_ _34"></span>zastosowała <span class="_ _34"></span>walutę <span class="_ _33"></span>funkcjon<span class="_ _3"></span>alną <span class="_ _33"></span>PLN <span class="_ _34"></span>jest <span class="_ _33"></span>to, <span class="_ _34"></span>że <span class="_ _33"></span>obecny <span class="_ _34"></span>kontrakt </span></div><div class="t m0 x57 h2 y186 ff1 fs0 fc0 sc0 ls0 ws0">francuski <span class="_ _0"></span>zako<span class="ff7">ńczy<span class="_ _3"></span>ł</span> <span class="_ _3"></span><span class="ff7">s<span class="_ _3"></span>ię <span class="_ _3"></span>w <span class="_ _3"></span>czer<span class="_ _3"></span>wcu <span class="_ _3"></span>2021 <span class="_ _0"></span>roku, <span class="_ _0"></span>także <span class="_ _3"></span>Sp<span class="_ _3"></span>ółka <span class="_ _0"></span>nie <span class="_ _3"></span>b<span class="_ _3"></span>ędzie <span class="_ _0"></span>osiąga<span class="_ _3"></span>ć</span> <span class="_ _3"></span><span class="ff7">przy<span class="_ _3"></span>chodó<span class="_ _3"></span>w <span class="_ _3"></span>w <span class="_ _0"></span>euro. <span class="_ _3"></span>Finan<span class="_ _3"></span>sowanie </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 x54 y187 w1c h39" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">10<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff7 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _0"></span>w <span class="_ _0"></span>postaci <span class="_ _0"></span>pożyczki <span class="_ _0"></span>ze <span class="_ _0"></span>spółki <span class="_ _0"></span>dominującej <span class="_ _0"></span>Famur <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _3"></span>walucie <span class="_ _0"></span>PLN. <span class="_ _0"></span>E<span class="_ _3"></span>wentualna <span class="_ _0"></span>dywidenda <span class="_ _0"></span>wypłaco<span class="_ _3"></span>na <span class="_ _0"></span>ze </div><div class="t m0 x57 h2 y189 ff7 fs0 fc0 sc0 ls0 ws0">spółki zależn<span class="_ _3"></span>ej Dalbis również będzie w PLN.<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span> </span></div><div class="t m0 x57 h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">Prezent<span class="ff7">owane dane s<span class="_ _3"></span>ą w złotych, o<span class="_ _3"></span> ile nie zaznaczon<span class="_ _3"></span>o inaczej.</span> </div><div class="t m0 x57 h2 y15c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y18b ff2 fs0 fc0 sc0 ls4 ws0">6.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff8">Istotne zasady (polityka) rach<span class="_ _3"></span>unkowości<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 he y50 ff2 fs0 fc0 sc0 ls4 ws0">6.1<span class="ff4 ls0">  <span class="ff8">Przyjęte zasady rachunkowości<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y18c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y18d ff7 fs0 fc0 sc0 ls0 ws0">Spółka stosu<span class="_ _3"></span>je następujące zasad<span class="_ _3"></span>y wyceny akty<span class="_ _3"></span>wów i pasywów oraz zasad<span class="_ _3"></span>y ustalania wyn<span class="_ _3"></span>iku finansowego:<span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y18f ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Wartości n<span class="_ _3"></span>iematerialne <span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y190 ff7 fs0 fc0 sc0 ls0 ws0">Składnik <span class="_ _46"> </span>wartości <span class="_ _46"> </span>niematerialnych <span class="_ _46"> </span>wykazuje <span class="_ _46"> </span>się <span class="_ _3f"> </span>w <span class="_ _3f"> </span>ceni<span class="_ _3"></span>e <span class="_ _3f"> </span>naby<span class="_ _3"></span>cia <span class="_ _3f"> </span>lub <span class="_ _46"> </span>koszcie <span class="_ _3f"> </span>wytworz<span class="_ _3"></span>enia <span class="_ _3f"> </span>pomniejszo<span class="_ _3"></span>nym <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y191 ff7 fs0 fc0 sc0 ls0 ws0">o <span class="_ _45"> </span>umorzenie <span class="_ _45"> </span>i <span class="_ _3d"> </span>łączną <span class="_ _45"> </span>kwotę <span class="_ _3d"> </span>odpisów <span class="_ _45"> </span>aktualiz<span class="_ _3"></span>ujących <span class="_ _45"> </span>z <span class="_ _3d"> </span>tytułu <span class="_ _45"></span>utraty <span class="_ _45"> </span>wartoś<span class="_ _3"></span>ci. <span class="_ _45"> </span>Odpisywanie <span class="_ _3d"> </span>wartości <span class="_ _45"></span>skład<span class="_ _3"></span>nika<span class="_ _1"></span> </div><div class="t m0 x57 h2 y192 ff7 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _45"> </span>nie<span class="_ _3"></span>materialnych <span class="_ _45"> </span>roz<span class="_ _3"></span>kłada <span class="_ _3d"> </span>się <span class="_ _3d"> </span>równomiernie <span class="_ _45"> </span>na <span class="_ _3d"> </span>przestrzeni <span class="_ _3d"> </span>jak <span class="_ _45"> </span>najbar<span class="_ _3"></span>dziej <span class="_ _45"> </span>prawidło<span class="_ _3"></span>wo <span class="_ _45"></span>oszacowan<span class="_ _3"></span>ego </div><div class="t m0 x57 h2 y193 ff7 fs0 fc0 sc0 ls0 ws0">okresu <span class="_ _3"></span>jego <span class="_ _3"></span>użytkowania. <span class="_ _3"></span>Amorty<span class="_ _3"></span>zację <span class="_ _3"></span>rozpoczyna <span class="_ _3"></span>się <span class="_ _3"></span>w <span class="_ _3"></span>momencie, <span class="_ _3"></span>gdy <span class="_ _3"></span>składnik <span class="_ _3"></span>aktywów <span class="_ _3"></span>jest <span class="_ _3"></span>gotowy <span class="_ _3"></span>d<span class="_ _3"></span>o użycia. </div><div class="t m0 x57 h2 y194 ff7 fs0 fc0 sc0 ls0 ws0">Stosowana metoda o<span class="_ _3"></span>dzwierciedla spos<span class="_ _3"></span>ób konsumowania korzyś<span class="_ _3"></span>ci ekonomicznych ze s<span class="_ _3"></span>kł<span class="_ _0"></span>adnika aktywów.<span class="ff1"> </span></div><div class="t m0 x57 h2 y195 ff7 fs0 fc0 sc0 ls0 ws0">Wartości <span class="_ _34"></span>niematerialne, <span class="_ _33"></span>za <span class="_ _34"></span>wyjątkiem <span class="_ _34"></span>wartości <span class="_ _33"></span>firmy, <span class="_ _34"></span>amorty<span class="_ _3"></span>zowane <span class="_ _33"></span>s<span class="_ _3"></span>ą <span class="_ _33"></span>metodą <span class="_ _34"></span>liniową, <span class="_ _34"></span>według <span class="_ _34"></span>następujących </div><div class="t m0 x57 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">zasad: </div><div class="t m0 x57 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">licencje na uży<span class="_ _3"></span>tkowanie programów ko<span class="_ _3"></span>mputerowych  10<span class="_ _3"></span>% </span>- 30<span class="_ _3"></span>% </div><div class="t m0 x57 h2 y198 ff1 fs0 fc0 sc0 ls0 ws0">- programy komputerow<span class="_ _3"></span>e  20%<span class="_ _3"></span> </div><div class="t m0 x57 h2 y199 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">pozostał<span class="_ _3"></span>e wartości </span>niematerialn<span class="_ _3"></span>e <span class="ff7">–</span> <span class="ff7">zgodnie z okr<span class="_ _3"></span>esem trwania <span class="_ _3"></span>umowy lub sza<span class="_ _3"></span>cowanego okresu u<span class="_ _3"></span>żytkowania.<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y19a ff7 fs0 fc0 sc0 ls0 ws0">Wartości <span class="_ _3f"> </span>niematerialne <span class="_ _49"> </span>o <span class="_ _3f"> </span>niskiej <span class="_ _3f"> </span>jednostkowej <span class="_ _3f"> </span>ce<span class="_ _1"></span>nie <span class="_ _3f"> </span>nabycia <span class="_ _3f"> </span>(wartości <span class="_ _49"> </span>początk<span class="_ _3"></span>owej <span class="_ _3f"> </span>poniżej <span class="_ _49"> </span>3,5 <span class="_ _3f"> </span>tys. <span class="_ _3f"> </span>zł) <span class="_ _49"> </span>są </div><div class="t m0 x57 h2 yeb ff7 fs0 fc0 sc0 ls0 ws0">odpisywane <span class="_ _49"> </span>jednora<span class="_ _3"></span>zowo <span class="_ _49"> </span>w <span class="_ _49"> </span>koszty. <span class="_ _49"> </span>Pozostał<span class="_ _3"></span>e <span class="_ _49"> </span>wartości <span class="_ _49"> </span>niematerialne <span class="_ _3f"> </span>amortyzowane <span class="_ _49"> </span>s<span class="_ _3"></span>ą <span class="_ _49"> </span>metodą <span class="_ _49"> </span>liniową <span class="_ _49"> </span>na </div><div class="t m0 x57 h2 y19b ff7 fs0 fc0 sc0 ls0 ws0">przestrzeni jak n<span class="_ _3"></span>ajbardziej prawidłowo os<span class="_ _3"></span>zacowanego okres<span class="_ _3"></span>u jego użytk<span class="_ _3"></span>owania.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y19c ff1 fs0 fc0 sc0 ls0 ws0">Okres <span class="_ _3f"> </span>i <span class="ff7">metoda <span class="_ _3f"> </span>amortyzacji <span class="_ _3f"> </span>wartości <span class="_ _3f"> </span>niematerialnych <span class="_ _3f"> </span>o <span class="_ _49"> </span>istotn<span class="_ _3"></span>ej <span class="_ _3f"> </span>wartości <span class="_ _3f"> </span>początkowej <span class="_ _49"> </span>są <span class="_ _3f"> </span>weryfikowane <span class="_ _3f"> </span>co </span></div><div class="t m0 x57 h2 y19d ff7 fs0 fc0 sc0 ls0 ws0">najmniej na koniec każ<span class="_ _3"></span>dego roku ob<span class="_ _3"></span>rotowego<span class="ff1 ls3">. <span class="_ _3"></span><span class="ls0"> </span></span></div><div class="t m0 x57 h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">Amortyzacja <span class="_ _34"></span>warto<span class="_ _3"></span>ści <span class="_ _34"></span>niemat<span class="_ _3"></span>erialnych <span class="_ _45"></span>zawarta <span class="_ _34"></span>jes<span class="_ _3"></span>t <span class="_ _34"></span>w <span class="_ _45"></span>następu<span class="_ _3"></span>jących <span class="_ _34"></span>p<span class="_ _3"></span>ozycjach <span class="_ _45"></span>rachunku <span class="_ _34"></span>zy<span class="_ _3"></span>sków <span class="_ _34"></span>i<span class="_ _33"></span><span class="ff1"> strat: <span class="_ _34"></span>ko<span class="_ _3"></span>szty </span></div><div class="t m0 x57 h2 y14a ff7 fs0 fc0 sc0 ls0 ws0">wytworzenia sprzedan<span class="_ _3"></span>ych produ<span class="_ _3"></span>któw, koszty sp<span class="_ _3"></span>rzedaży, koszty ogóln<span class="_ _3"></span>ego zarządu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y19e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y19f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y1a0 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Środki trwałe<span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y1a1 ff7 fs0 fc0 sc0 ls0 ws0">Początkową  wartość  rzeczowego  majątku  tr<span class="_ _3"></span>wałego  usta<span class="_ _3"></span>la  się  w  cenie  nabycia,  a  w  przyp<span class="_ _3"></span>adku  wytworzenia </div><div class="t m0 x57 h2 y1a2 ff7 fs0 fc0 sc0 ls0 ws0">środka <span class="_ _49"> </span>trwałego <span class="_ _49"> </span>we <span class="_ _49"> </span>własny<span class="_ _3"></span>m <span class="_ _49"> </span>zakresie <span class="_ _49"> </span>w <span class="_ _49"> </span>wysokoś<span class="_ _3"></span>ci <span class="_ _49"> </span>technicznego <span class="_ _49"> </span>kosztu <span class="_ _49"> </span>wytworz<span class="_ _3"></span>enia. <span class="_ _49"> </span>Koszty <span class="_ _49"> </span>finans<span class="_ _3"></span>owania </div><div class="t m0 x57 h2 y1a3 ff7 fs0 fc0 sc0 ls0 ws0">zewnętrznego p<span class="_ _3"></span>owstałe <span class="_ _3"></span>na skutek <span class="_ _3"></span>i w okr<span class="_ _3"></span>esie realizacji <span class="_ _3"></span>inwestycji zwiększa<span class="_ _3"></span>ją cenę <span class="_ _3"></span>nabycia lu<span class="_ _3"></span>b koszt <span class="_ _3"></span>wytwo<span class="_ _0"></span><span class="ff1">rzenia. </span></div><div class="t m0 x57 h2 y40 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _0"></span>początko<span class="_ _3"></span>wą <span class="_ _3"></span>ś<span class="_ _3"></span>rodków <span class="_ _0"></span>trwałych <span class="_ _0"></span>powiększają<span class="_ _3"></span> <span class="_ _0"></span>nakłady <span class="_ _0"></span>poniesion<span class="_ _3"></span>e <span class="_ _3"></span>n<span class="_ _3"></span>a <span class="_ _0"></span>ich <span class="_ _0"></span>ulepszenie, <span class="_ _0"></span>jeżeli <span class="_ _3"></span>ocz<span class="_ _3"></span>ekuje <span class="_ _0"></span>się, <span class="_ _0"></span>że </div><div class="t m0 x57 h2 y1a4 ff7 fs0 fc0 sc0 ls0 ws0">będą <span class="_ _34"></span>wykorzysty<span class="_ _3"></span>wane <span class="_ _34"></span>przez <span class="_ _34"></span>czas <span class="_ _34"></span>dłu<span class="_ _3"></span>ższy <span class="_ _34"></span>niż <span class="_ _34"></span>jeden <span class="_ _34"></span>okres <span class="_ _34"></span>oraz <span class="_ _34"></span>istnieje <span class="_ _34"></span>prawdop<span class="_ _3"></span>odobieństwo <span class="_ _34"></span>uzy<span class="_ _3"></span>skania <span class="_ _34"></span>korzyś<span class="_ _3"></span>ci </div><div class="t m0 x57 h2 y1a5 ff7 fs0 fc0 sc0 ls0 ws0">ekonomicznych <span class="_ _46"> </span>związa<span class="_ _3"></span>nych <span class="_ _3e"> </span>z <span class="_ _46"> </span>d<span class="_ _3"></span>any<span class="_ _3"></span>m <span class="_ _46"> </span>skł<span class="_ _3"></span>adnikiem <span class="_ _46"> </span>akty<span class="_ _3"></span>wów. <span class="_ _46"> </span>Jeżeli <span class="_ _3e"> </span>wartość <span class="_ _46"> </span>końco<span class="_ _3"></span>wa <span class="_ _3e"> </span>skład<span class="_ _3"></span>nika <span class="_ _46"> </span>rzeczowych </div><div class="t m0 x57 h2 y1a6 ff7 fs0 fc0 sc0 ls0 ws0">aktywów  trwałych  wzrasta<span class="_ _3"></span>  do  kwoty  wyższej  lub  równej  jego  wartości  bilans<span class="_ _3"></span>owej,  wówczas  zaprzestaje  się </div><div class="t m0 x57 h2 y1a7 ff7 fs0 fc0 sc0 ls0 ws0">amortyzowania tego<span class="_ _3"></span> skład<span class="_ _3"></span>nika do czasu,<span class="_ _3"></span> gdy jego <span class="_ _3"></span>wartość końcowa s<span class="_ _3"></span>padnie poniżej wart<span class="_ _3"></span>oś<span class="_ _0"></span>ci bilan<span class="_ _3"></span>sowej. Wartość<span class="_ _3"></span> </div><div class="t m0 x57 h2 y1a8 ff7 fs0 fc0 sc0 ls0 ws0">majątku <span class="_ _44"> </span>trwałego <span class="_ _44"> </span>podlega <span class="_ _44"> </span>amortyzacji, <span class="_ _44"> </span>uwzględniając <span class="_ _40"> </span>planowany <span class="_ _44"> </span>okres <span class="_ _44"> </span>eksploatacji <span class="_ _44"> </span>i <span class="_ _44"> </span>wartość <span class="_ _44"> </span>odzysku <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1a9 ff7 fs0 fc0 sc0 ls0 ws0">w  p<span class="_ _3"></span>rzypadku<span class="_ _3"></span> <span class="_ _49"> </span>likwidacji. <span class="_ _49"> </span>Środki <span class="_ _49"> </span>trwałe <span class="_ _49"> </span>o <span class="_ _49"> </span>niskiej <span class="_ _49"> </span>wartoś<span class="_ _3"></span>ci <span class="_ _49"> </span>początkowej <span class="_ _49"> </span>(poniżej <span class="_ _49"> </span>10 <span class="_ _49"> </span>tys. <span class="_ _49"> </span>zł<span class="_ _3"></span>) <span class="_ _49"> </span>amortyzowane <span class="_ _49"> </span>są </div><div class="t m0 x57 h2 y1aa ff1 fs0 fc0 sc0 ls0 ws0">jednorazowo w momenci<span class="_ _3"></span>e przy<span class="_ _3"></span><span class="ff7">jęcia do użytk<span class="_ _3"></span>owania.</span> </div><div class="t m0 x57 h2 y1ab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y1ac ff7 fs0 fc0 sc0 ls0 ws0">Środki  trwałe  umarza<span class="_ _3"></span>ne  są  według <span class="_ _49"> </span>metody  liniowej  w <span class="_ _49"> </span>okresie  odpowiadaj<span class="_ _3"></span>ącym  szacowan<span class="_ _3"></span>emu  okresowi  ich </div><div class="t m0 x57 h2 y1ad ff7 fs0 fc0 sc0 ls0 ws0">ekonomicznej <span class="_ _45"></span>użyteczności. <span class="_ _45"> </span>Warto<span class="_ _3"></span>ść <span class="_ _45"></span>końcowa <span class="_ _45"> </span>oraz <span class="_ _45"> </span>okresy <span class="_ _45"> </span>użytk<span class="_ _3"></span>owania <span class="_ _45"></span>poddawane <span class="_ _45"></span>są <span class="_ _45"></span>corocznym <span class="_ _45"></span>przeglądom<span class="_ _3"></span> <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1ae ff7 fs0 fc0 sc0 ls0 ws0">i aktualizowane sto<span class="_ _3"></span>sowaną w nas<span class="_ _3"></span>t<span class="_ _3"></span>ępnych okresach<span class="_ _3"></span> bilansową stawką amortyza<span class="_ _3"></span>cyjną.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1af ff7 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _33"></span>celów <span class="_ _33"></span>podatkowych<span class="_ _3"></span> <span class="_ _33"></span>przyjmowane <span class="_ _33"></span>są <span class="_ _33"></span>s<span class="_ _3"></span>tawki <span class="_ _33"></span>amortyzacyjne <span class="_ _33"></span>wynika<span class="_ _3"></span>jące <span class="_ _33"></span>z <span class="_ _33"></span>ustawy <span class="_ _33"></span>z <span class="_ _33"></span>dnia <span class="_ _33"></span>15<span class="_ _0"></span><span class="ff1"> lutego <span class="_ _33"></span>1992 <span class="_ _33"></span>roku  </span></div><div class="t m0 x57 h2 y1b0 ff7 fs0 fc0 sc0 ls0 ws0">o  podatku  dochodowym  od  osób  prawnych  określającej  wysokość  amortyza<span class="_ _3"></span>cji  stanowiącej  koszty  uzyskania </div><div class="t m0 x57 h2 y1b1 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="ff7">rzychodó<span class="_ _3"></span>w. </span> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x54 y1b2 w1d h3a" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">11<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y5 ff7 fs0 fc0 sc0 ls0 ws0">Stawki amortyzacji sto<span class="_ _3"></span>sowane dla ś<span class="_ _3"></span>rodków trwałych są <span class="_ _3"></span>następujące:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 yd2 ff1 fs0 fc0 sc0 ls0 ws0">- budynki i b<span class="_ _3"></span>udowle <span class="ff7">–</span> 2,5% - 4<span class="_ _3"></span>,5%, </div><div class="t m0 x57 h2 y1b3 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">urządzenia techn<span class="_ _3"></span>iczne i maszyny <span class="_ _3"></span>–</span> 10% - 38,72%,<span class="_ _3"></span> </div><div class="t m0 x57 h2 y1b4 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">środki tran<span class="_ _3"></span>sportu –</span> 20% - 33,06%,<span class="_ _3"></span> </div><div class="t m0 x57 h2 y1b5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">pozostał<span class="_ _3"></span>e –</span> 14% - 40%, </div><div class="t m0 x57 h2 y1b6 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">prawo <span class="_ _3"></span>wieczystego u<span class="_ _3"></span>żytkowania <span class="_ _3"></span>grun<span class="_ _3"></span>tu, zakupion<span class="_ _3"></span>e na własnoś<span class="_ _3"></span>ć <span class="_ _3"></span>–</span> <span class="ff7">w <span class="_ _3"></span>okresie umownym w <span class="_ _3"></span>jakim możn<span class="_ _3"></span>a te <span class="_ _3"></span>prawa </span></div><div class="t m0 x57 h2 y1b7 ff7 fs0 fc0 sc0 ls0 ws0">wykorzystywać.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1b8 ff7 fs0 fc0 sc0 ls0 ws0">Grunty własn<span class="_ _3"></span>e nie podlegają umorzeniu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y13b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y1b9 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Długoterminowe akt<span class="_ _3"></span>ywa<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y1ba ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _45"></span>pozycji <span class="_ _45"></span>Pozostałe <span class="_ _45"></span>długoterminowe <span class="_ _34"></span>akty<span class="_ _3"></span>wa <span class="_ _34"></span>u<span class="_ _3"></span>jęte <span class="_ _34"></span>s<span class="_ _3"></span>ą <span class="_ _45"></span>udziały <span class="_ _45"></span>i <span class="_ _34"></span>akcje <span class="_ _45"> </span>w <span class="_ _45"> </span>spółkach <span class="_ _45"></span>zależnych. <span class="_ _45"> </span>Zgod<span class="_ _3"></span>nie <span class="_ _45"></span>z <span class="_ _3d"> </span>polity<span class="_ _3"></span>ką </div><div class="t m0 x57 h2 y1bb ff7 fs0 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _46"> </span>PRIMETECH <span class="_ _46"> </span>S.A. <span class="_ _3f"> </span>u<span class="_ _3"></span>działy <span class="_ _46"> </span>i <span class="_ _3f"> </span>akcje <span class="_ _46"> </span>w <span class="_ _3f"> </span>spółkach <span class="_ _46"> </span>zależnych <span class="_ _46"> </span>wyceniane <span class="_ _3f"> </span>s<span class="_ _3"></span>ą <span class="_ _3f"> </span>w <span class="_ _3f"> </span>wartoś<span class="_ _3"></span>ci <span class="_ _3f"> </span>godzi<span class="_ _3"></span>wej. </div><div class="t m0 x57 h2 y1bc ff7 fs0 fc0 sc0 ls0 ws0">Późniejsze zmiany warto<span class="_ _3"></span>ści godziwej ujmowan<span class="_ _3"></span>e są w pozo<span class="_ _3"></span>stałych całkowitych<span class="_ _3"></span> dochodach.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y168 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y196 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Należnoś<span class="_ _3"></span>ci z tytułu dostaw i usłu<span class="_ _3"></span>g oraz pozostałe należno<span class="_ _3"></span>ści<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y197 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3b"> </span>momencie <span class="_ _3b"> </span>p<span class="_ _3"></span>oczątkowego <span class="_ _4e"> </span>ujęcia <span class="_ _3b"> </span>należnoś<span class="_ _3"></span>ci <span class="_ _3b"> </span>ujmowane <span class="_ _4e"> </span>są <span class="_ _3b"> </span>w <span class="_ _4e"> </span>wartości <span class="_ _3b"> </span>godziwej, <span class="_ _4e"> </span>a <span class="_ _3b"> </span>nas<span class="_ _3"></span>tępnie <span class="_ _3b"> </span>według </div><div class="t m0 x57 h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">zamortyzowanego <span class="_ _48"> </span>kosztu  z <span class="_ _3d"> </span>zastoso<span class="_ _3"></span>waniem <span class="_ _3d"> </span>metody  e<span class="_ _1"></span>fektywnej  stopy <span class="_ _3d"> </span>procentowej, <span class="_ _48"> </span>pomniejszon<span class="_ _3"></span>ego <span class="_ _3d"> </span>o <span class="_ _48"> </span>odpisy <span class="_ _0"></span> </div><div class="t m0 x57 h2 y1be ff7 fs0 fc0 sc0 ls0 ws0">z tytułu trwałej utra<span class="_ _3"></span>ty wartości.<span class="ff1"> </span></div><div class="t m0 x57 h2 y1bf ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _34"></span>z <span class="_ _45"></span>MSSF <span class="_ _34"></span>9 <span class="_ _34"></span>jed<span class="_ _3"></span>nostka <span class="_ _34"></span><span class="ff7">wycenia <span class="_ _45"></span>odpis <span class="_ _45"></span>na <span class="_ _34"></span>oczekiwane <span class="_ _45"></span>straty <span class="_ _34"></span>kredyto<span class="_ _3"></span>we <span class="_ _34"></span>w <span class="_ _34"></span>kwocie <span class="_ _45"></span>równej <span class="_ _34"></span>12<span class="_ _0"></span></span>-<span class="ff7">miesięcznym </span></div><div class="t m0 x57 h2 y1c0 ff7 fs0 fc0 sc0 ls0 ws0">oczekiwanym <span class="_ _3e"> </span>strato<span class="_ _3"></span>m <span class="_ _3e"> </span>kredytowym <span class="_ _3e"> </span>bąd<span class="_ _3"></span>ź <span class="_ _3e"> </span>oczekiwanym <span class="_ _3c"> </span>stratom <span class="_ _3e"> </span>kredytowym <span class="_ _3c"> </span>w <span class="_ _46"> </span>o<span class="_ _3"></span>kresie <span class="_ _3e"> </span>życia <span class="_ _3e"> </span>in<span class="_ _3"></span>strumentu </div><div class="t m0 x57 h2 y1c1 ff7 fs0 fc0 sc0 ls0 ws0">finansowego. <span class="_ _3f"> </span>W <span class="_ _3f"> </span>przypad<span class="_ _3"></span>ku <span class="_ _3f"> </span>należności <span class="_ _3f"> </span>z <span class="_ _3f"> </span>tytułu <span class="_ _3f"> </span>dostaw <span class="_ _3f"> </span>i <span class="_ _3f"> </span>usług, <span class="_ _3f"> </span>Spółka <span class="_ _3f"> </span>zastosowała <span class="_ _3f"> </span>upros<span class="_ _3"></span>zczo<span class="_ _3"></span>ne <span class="_ _3f"> </span>podejście <span class="ff1"> </span></div><div class="t m0 x57 h2 y1c2 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _33"></span>wycenia <span class="_ _34"></span>odpis <span class="_ _34"></span>na <span class="_ _34"></span>oczekiwane <span class="_ _34"></span>straty <span class="_ _34"></span>kredytowe <span class="_ _33"></span>w <span class="_ _34"></span>kwocie <span class="_ _34"></span>równej <span class="_ _33"></span>ocz<span class="_ _3"></span>ekiwanym <span class="_ _33"></span>s<span class="_ _3"></span>tratom <span class="_ _33"></span>kredy<span class="_ _3"></span>towym <span class="_ _34"></span>w <span class="_ _33"></span>całym </div><div class="t m0 x57 h2 y1c3 ff7 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _3"></span>życia. <span class="_ _0"></span>Spółka <span class="_ _0"></span>przeanalizowała <span class="_ _0"></span>ryzyko <span class="_ _0"></span>kredytowe <span class="_ _3"></span>p<span class="_ _3"></span>rzy <span class="_ _3"></span>użyciu <span class="_ _0"></span>uproszczonego <span class="_ _0"></span>modelu. <span class="_ _3"></span>Od<span class="_ _3"></span>pisy <span class="_ _0"></span>aktualizujące </div><div class="t m0 x57 h2 y1c4 ff7 fs0 fc0 sc0 ls0 ws0">odnoszon<span class="_ _3"></span>e <span class="_ _44"> </span>są <span class="_ _40"> </span>w <span class="_ _40"> </span>rachun<span class="_ _3"></span>ku <span class="_ _44"> </span>zy<span class="_ _0"></span>sków <span class="_ _44"> </span>i <span class="_ _40"> </span>stra<span class="_ _3"></span>t. <span class="_ _44"> </span>Różn<span class="_ _3"></span>icę <span class="_ _44"> </span>p<span class="_ _3"></span>omiędzy <span class="_ _44"> </span>utworz<span class="_ _3"></span>onymi <span class="_ _44"> </span>a<span class="_ _3"></span> <span class="_ _40"> </span>rozwiązan<span class="_ _3"></span>ymi <span class="_ _44"> </span>odp<span class="_ _3"></span>isami </div><div class="t m0 x57 h2 y1c5 ff7 fs0 fc0 sc0 ls0 ws0">aktualizacyjny<span class="_ _3"></span>mi odnosi się odpowiednio w pozo<span class="_ _3"></span>stałe przychody<span class="_ _3"></span> operacyjne lub p<span class="_ _3"></span>ozostałe koszty o<span class="_ _3"></span>peracyjne.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1c6 ff7 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _3"></span>finans<span class="_ _3"></span>owe wyrażo<span class="_ _3"></span>ne <span class="_ _3"></span>w <span class="_ _3"></span>walutach <span class="_ _3"></span>obcych <span class="_ _3"></span>wyceni<span class="_ _3"></span>a <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _3"></span>dzień <span class="_ _0"></span>bilansowy <span class="_ _3"></span>po <span class="_ _3"></span>k<span class="_ _0"></span>ursie <span class="_ _3"></span>średnim <span class="_ _3"></span>usta<span class="_ _3"></span>lonym </div><div class="t m0 x57 h2 y1c7 ff7 fs0 fc0 sc0 ls0 ws0">dla  danej <span class="_ _3d"> </span>waluty  przez <span class="_ _3d"> </span>Naro<span class="_ _3"></span>dowy  Bank <span class="_ _3d"> </span>Polski  na <span class="_ _3d"> </span>ten<span class="_ _3"></span> <span class="_ _3d"> </span>d<span class="_ _3"></span>zień.  Powstałe <span class="_ _3d"> </span>z  wyceny <span class="_ _48"> </span>różnice  kursowe <span class="_ _48"> </span>ujmuje <span class="_ _48"> </span>się <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1c8 ff1 fs0 fc0 sc0 ls0 ws0">w przychodach lu<span class="_ _3"></span>b kosztach finan<span class="_ _3"></span>sowych.<span class="_ _3"></span> </div><div class="t m0 x44 h13 y1c9 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Środki pieniężne<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y1ca ff7 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>wykazuje <span class="_ _3"></span>s<span class="_ _3"></span>ię w <span class="_ _3"></span>wartoś<span class="_ _3"></span>ci <span class="_ _3"></span>nominalnej. <span class="_ _3"></span>Wyrażon<span class="_ _3"></span>e w <span class="_ _3"></span>waluta<span class="_ _3"></span>c<span class="_ _3"></span>h <span class="_ _3"></span>obcych<span class="_ _3"></span> <span class="_ _3"></span>środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>wycenia <span class="_ _3"></span>się </div><div class="t m0 x57 h2 y1cb ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _3d"> </span>dzień <span class="_ _3d"> </span>bilansowy <span class="_ _3d"> </span>po <span class="_ _3d"> </span>kursie <span class="_ _3d"> </span>średnim <span class="_ _3d"> </span>ustalonym <span class="_ _3d"> </span>dla <span class="_ _3d"> </span>danej <span class="_ _3d"> </span>waluty <span class="_ _3d"> </span>przez <span class="_ _3d"> </span>N<span class="_ _3"></span>BP <span class="_ _45"> </span>n<span class="_ _3"></span>a <span class="_ _3d"> </span>ten <span class="_ _3d"> </span>dzień. <span class="_ _3d"> </span>Różnice <span class="_ _3d"> </span>kursowe </div><div class="t m0 x57 h2 y1cc ff7 fs0 fc0 sc0 ls0 ws0">odnosi się w „Po<span class="_ _3"></span>zostałe zyski (straty<span class="_ _3"></span>)”.<span class="ff1"> </span></div><div class="t m0 x57 h2 y1cd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y1ce ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Rozliczenia między<span class="_ _3"></span>okresowe<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 yfc ff7 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _3e"> </span>międzyokresowe <span class="_ _3e"> </span>czyn<span class="_ _3"></span>ne<span class="ff1"> <span class="_ _3e"> </span>dokony<span class="_ _3"></span>wane <span class="_ _46"> </span></span>są,<span class="_ _3"></span> <span class="_ _3e"> </span>jeżeli <span class="_ _46"> </span>koszty <span class="_ _3e"> </span>poniesione <span class="_ _3e"> </span>dotyczą <span class="_ _3e"> </span>przyszłych <span class="_ _3e"> </span>okresów </div><div class="t m0 x57 h2 y1cf ff7 fs0 fc0 sc0 ls0 ws0">sprawozdawczych. <span class="_ _3"></span>Tytuły<span class="_ _3"></span> czynn<span class="_ _3"></span>ych ro<span class="_ _3"></span>zliczeń między<span class="_ _3"></span>okresowych, <span class="_ _3"></span>które n<span class="_ _3"></span>ie d<span class="_ _3"></span>otyczą <span class="_ _3"></span>normalnego <span class="_ _3"></span>cyklu <span class="_ _3"></span>działalnoś<span class="_ _3"></span>ci </div><div class="t m0 x57 h2 y1d0 ff7 fs0 fc0 sc0 ls0 ws0">operacyjnej  Spółki,<span class="_ _3"></span>  a  ich  okres  rozliczenia  n<span class="_ _3"></span>astąpi  w <span class="_ _49"> </span>czasie  dłuższym  niż  12  miesięcy  o<span class="_ _3"></span>d  dn<span class="_ _0"></span><span class="ff1">ia  bilansowego, </span></div><div class="t m0 x57 h2 y1d1 ff7 fs0 fc0 sc0 ls0 ws0">wykazywane <span class="_ _3d"> </span>są <span class="_ _3d"> </span>w <span class="_ _3d"> </span>pozycji <span class="_ _3d"> </span>„Pozostał<span class="_ _3"></span>e <span class="_ _3d"> </span>długoterminowe <span class="_ _3d"> </span>aktywa”. <span class="_ _3d"> </span>Krótkoterminowe <span class="_ _3d"> </span>rozliczenia <span class="_ _3d"> </span>międzyo<span class="_ _3"></span>kresowe </div><div class="t m0 x57 h2 y1d2 ff7 fs0 fc0 sc0 ls0 ws0">prezentowane są w pozy<span class="_ _3"></span>cji „Krótkoterminow<span class="_ _3"></span>e pozostałe n<span class="_ _3"></span>ależności”.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y1d4 ff7 fs0 fc0 sc0 ls0 ws0">Rozliczenia międzyokres<span class="_ _3"></span>owe kosztó<span class="_ _3"></span>w bierne  <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1d5 ff7 fs0 fc0 sc0 ls0 ws0">są <span class="_ _34"></span>zo<span class="_ _3"></span>bowiązaniami <span class="_ _34"></span>przy<span class="_ _3"></span>padający<span class="_ _3"></span>mi <span class="_ _34"></span>do <span class="_ _45"></span>zapłaty <span class="_ _45"></span>za <span class="_ _34"></span>d<span class="_ _3"></span>obra <span class="_ _34"></span>lub <span class="_ _34"></span>us<span class="_ _3"></span>ługi, <span class="_ _34"></span>które <span class="_ _34"></span>zo<span class="_ _3"></span>stały <span class="_ _34"></span>otrz<span class="_ _3"></span>ymane/wykonane, <span class="_ _45"></span>ale <span class="_ _34"></span>nie </div><div class="t m0 x57 h2 y1d6 ff7 fs0 fc0 sc0 ls0 ws0">zostały <span class="_ _3e"> </span>opłacon<span class="_ _3"></span>e, <span class="_ _46"> </span>zafak<span class="_ _3"></span>turowane <span class="_ _46"> </span>lub<span class="_ _3"></span> <span class="_ _46"> </span>formalni<span class="_ _3"></span>e <span class="_ _3e"> </span>uzgodnione <span class="_ _3e"> </span>z <span class="_ _3e"> </span>dosta<span class="_ _3"></span>wcą. <span class="_ _46"> </span>Mimo <span class="_ _3e"> </span>iż <span class="_ _3c"> </span>czasami <span class="_ _46"> </span>ko<span class="_ _3"></span>nieczne <span class="_ _3e"> </span>jest </div><div class="t m0 x57 h2 y1d7 ff7 fs0 fc0 sc0 ls0 ws0">oszacowanie <span class="_ _0"></span>kwoty <span class="_ _3"></span>lub<span class="_ _3"></span> <span class="_ _3"></span>t<span class="_ _3"></span>erminu <span class="_ _0"></span>zapłaty, <span class="_ _3"></span>s<span class="_ _3"></span>topień <span class="_ _3"></span>n<span class="_ _3"></span>iepewności <span class="_ _0"></span>jest <span class="_ _3"></span>mni<span class="_ _3"></span>ejszy <span class="_ _0"></span>niż<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span>w <span class="_ _0"></span>przypadku<span class="_ _3"></span> <span class="_ _3"></span>rezerw. <span class="_ _0"></span>Do <span class="_ _3"></span>b<span class="_ _3"></span>iernych </span></div><div class="t m0 x57 h2 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">rozliczeń <span class="_ _3d"> </span>międzyokresowych <span class="_ _3d"> </span>kosztów <span class="_ _3d"> </span>jednostka <span class="_ _3d"> </span>zalicza <span class="_ _3d"> </span>planowane <span class="_ _45"> </span>kos<span class="_ _3"></span>zty <span class="_ _45"> </span>bad<span class="_ _3"></span>ania <span class="_ _3d"> </span>sprawozdania <span class="_ _3d"> </span>finansowego, </div><div class="t m0 x57 h2 y1d9 ff7 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _0"></span>wykonany<span class="_ _3"></span>ch <span class="_ _0"></span>na <span class="_ _3"></span>rzecz <span class="_ _0"></span>Spó<span class="_ _3"></span>łki <span class="_ _3"></span>ś<span class="_ _3"></span>wiadczeń, <span class="_ _0"></span>które <span class="_ _0"></span>nie <span class="_ _0"></span>zostały <span class="_ _0"></span>zafakturowane, <span class="_ _0"></span>a <span class="_ _0"></span>na <span class="_ _0"></span>mocy <span class="_ _0"></span>umowy <span class="_ _0"></span>wykonawca </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x54 y1da w1e h3b" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">12<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff7 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _3d"> </span>b<span class="_ _3"></span>ył  zobowiązany  do <span class="_ _3d"> </span>jej  z<span class="_ _1"></span>afakturowania,  koszty <span class="_ _48"> </span>z <span class="_ _48"> </span>tytułu <span class="_ _3d"> </span>op<span class="_ _3"></span>łat  za <span class="_ _3d"> </span>emisję <span class="_ _48"> </span>zanieczyszczeń,  koszty  bie<span class="_ _1"></span>żącego </div><div class="t m0 x57 h2 y189 ff7 fs0 fc0 sc0 ls0 ws0">okresu <span class="_ _34"></span>u<span class="_ _3"></span>dokumentowane <span class="_ _34"></span>faktu<span class="_ _3"></span>rą <span class="_ _34"></span>w <span class="_ _34"></span>n<span class="_ _3"></span>astępnym <span class="_ _34"></span>okresie. <span class="_ _45"></span>Rozliczenia <span class="_ _34"></span>międzyo<span class="_ _3"></span>kresowe <span class="_ _34"></span>ko<span class="_ _3"></span>sztów <span class="_ _34"></span>bierne <span class="_ _45"></span>wykazuje </div><div class="t m0 x57 h2 y1db ff7 fs0 fc0 sc0 ls0 ws0">się w pasywach w zo<span class="_ _3"></span>bowiązaniach kró<span class="_ _3"></span>tkoterminowych w po<span class="_ _3"></span>zycji <span class="_ _3"></span>„Rozliczenia <span class="_ _3"></span>międzyokresowe”.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1dc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y1de ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _43"> </span><span class="ff7">Kapitały wł<span class="_ _3"></span>asne<span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y1df ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _45"> </span>włas<span class="_ _3"></span>ny <span class="_ _45"> </span>obejmuje <span class="_ _45"> </span>ka<span class="_ _3"></span>pitał <span class="_ _45"> </span>za<span class="_ _3"></span>kładowy <span class="_ _45"> </span>(akcyjn<span class="_ _3"></span>y), <span class="_ _45"></span>kapitał <span class="_ _45"> </span>z <span class="_ _3d"> </span>aktualizacji <span class="_ _45"></span>wyceny, <span class="_ _45"> </span>zysk <span class="_ _3d"> </span>(stratę) <span class="_ _45"></span>netto <span class="_ _45"> </span>d<span class="_ _3"></span>anego </div><div class="t m0 x57 h2 y1e0 ff7 fs0 fc0 sc0 ls0 ws0">okresu i niepodzielony<span class="_ _3"></span> wynik z lat ubiegłych<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x57 h2 y1e1 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _3d"> </span>pods<span class="_ _3"></span>tawowy <span class="_ _3d"> </span>wykazuje <span class="_ _3d"> </span>się <span class="_ _3d"> </span>w <span class="_ _3d"> </span>wysokoś<span class="_ _3"></span>ci <span class="_ _3d"> </span>określonej <span class="_ _3d"> </span>w <span class="_ _3d"> </span>statucie <span class="_ _3d"> </span>Spółki <span class="_ _48"> </span>i <span class="_ _3d"> </span>wpisanej <span class="_ _3d"> </span>w<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span>Krajowym <span class="_ _3d"> </span>Rejestrze </span></div><div class="t m0 x57 h2 y1e2 ff7 fs0 fc0 sc0 ls0 ws0">Sądowym. <span class="_ _49"> </span>Zadeklaro<span class="_ _3"></span>wane, <span class="_ _49"> </span>lecz <span class="_ _49"> </span>niewniesion<span class="_ _3"></span>e <span class="_ _49"> </span>wkłady <span class="_ _3f"> </span>kapitałowe <span class="_ _49"> </span>ujmuje <span class="_ _49"> </span>się <span class="_ _49"> </span>ja<span class="_ _3"></span>ko <span class="_ _49"> </span>należne <span class="_ _49"> </span>wpłaty <span class="_ _3f"> </span>na  p<span class="_ _3"></span>oczet </div><div class="t m0 x57 h2 y1e3 ff7 fs0 fc0 sc0 ls0 ws0">kapitału. <span class="_ _45"> </span>Akcjon<span class="_ _3"></span>ariusze <span class="_ _34"></span>mogą<span class="_ _3"></span> <span class="_ _45"></span>zwiększać <span class="_ _45"></span>lub <span class="_ _45"> </span>zmniejs<span class="_ _3"></span>za<span class="_ _3"></span>ć <span class="_ _34"></span>ka<span class="_ _3"></span>pitał<span class="_ _3"></span> <span class="_ _34"></span>zgo<span class="_ _3"></span>dnie <span class="_ _45"></span>z <span class="_ _45"></span>Kodeksem <span class="_ _45"></span>Spółek <span class="_ _45"> </span>Han<span class="_ _3"></span>dlowych. <span class="_ _45"> </span>Jeżeli </div><div class="t m0 x57 h2 y1e4 ff7 fs0 fc0 sc0 ls0 ws0">zwiększenie  nas<span class="_ _3"></span>tępuje  na  s<span class="_ _3"></span>kutek  pod<span class="_ _3"></span>wyższenia  kap<span class="_ _3"></span>itału,  księgowane<span class="_ _3"></span>  jest  dop<span class="_ _3"></span>iero  pod<span class="_ _3"></span>  datą  za<span class="_ _3"></span>rejestrowania </div><div class="t m0 x57 h2 y1e5 ff7 fs0 fc0 sc0 ls0 ws0">zmiany przez sąd<span class="_ _3"></span>.  <span class="ff1"> </span></div><div class="t m0 x57 h2 y1e6 ff7 fs0 fc0 sc0 ls0 ws0">Wycena kapitału<span class="_ _3"></span> podstawowego w sprawozd<span class="_ _3"></span>aniu z sytuacj<span class="_ _3"></span>i finansowej następuje<span class="_ _0"></span><span class="ff1"> </span>w wartoś<span class="_ _3"></span>ci nominalnej.<span class="ff1"> </span></div><div class="t m0 x57 h2 y1e7 ff7 fs0 fc0 sc0 ls0 ws0">Akcje <span class="_ _49"> </span>własne <span class="_ _3f"> </span>są <span class="_ _49"> </span>ujęte <span class="_ _3f"> </span>w<span class="_ _1"></span> <span class="_ _49"> </span>sprawozd<span class="_ _3"></span>aniu <span class="_ _49"> </span>z <span class="_ _3f"> </span>sytuacji <span class="_ _49"> </span>finansowej <span class="_ _3f"> </span>w <span class="_ _49"> </span>cenie <span class="_ _49"> </span>naby<span class="_ _3"></span>cia <span class="_ _49"> </span>jako <span class="_ _3f"> </span>pomniejszenie <span class="_ _49"> </span>kapitału<span class="_ _3"></span> </div><div class="t m0 x57 h2 y1e8 ff7 fs0 fc0 sc0 ls0 ws0">własnego. <span class="ff1"> </span></div><div class="t m0 x57 h2 y1e9 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _0"></span>sprzedaży<span class="_ _3"></span>, <span class="_ _3"></span>emisji <span class="_ _0"></span>lub <span class="_ _0"></span>umorzenia <span class="_ _0"></span>ak<span class="_ _3"></span>cji <span class="_ _3"></span>włas<span class="_ _3"></span>nych, <span class="_ _0"></span>w <span class="_ _3"></span>ramach<span class="_ _3"></span> <span class="_ _3"></span>zys<span class="_ _3"></span>ków <span class="_ _0"></span>i <span class="_ _3"></span>strat <span class="_ _0"></span>n<span class="_ _3"></span>ie <span class="_ _3"></span>są <span class="_ _0"></span>wykazy<span class="_ _3"></span>wane <span class="_ _0"></span>żadne </div><div class="t m0 x57 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">zyski ani stra<span class="_ _3"></span>ty. </div><div class="t m0 x57 h2 y1eb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y1ec ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _48"> </span><span class="ff7">Rezerwy n<span class="_ _3"></span>a zobowiązania<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y1ed ff7 fs0 fc0 sc0 ls0 ws0">Rezerwy są zob<span class="_ _3"></span>owiązaniami, których<span class="_ _3"></span> kwota lub termin zap<span class="_ _3"></span>łaty nie są pewne.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1ee ff7 fs0 fc0 sc0 ls0 ws0">Rezerwę tworzy s<span class="_ _3"></span>ię, gdy:<span class="ff1"> </span></div><div class="t m0 x57 h2 y1ef ff1 fs0 fc0 sc0 lsd ws0">a)<span class="ls0"> <span class="_ _3c"> </span><span class="ff7">n<span class="_ _3"></span>a Spółce ciąży ob<span class="_ _3"></span>owiązek (prawny lub z<span class="_ _3"></span>wyczajowy) wynikający<span class="_ _3"></span> ze zdarzeń przes<span class="_ _3"></span>złych,<span class="_ _3"></span></span> </span></div><div class="t m0 x57 h2 y1f0 ff1 fs0 fc0 sc0 lsc ws0">b)<span class="ls0"> <span class="_ _3e"> </span><span class="ff7">prawdopodob<span class="_ _3"></span>ne <span class="_ _48"> </span>jest, <span class="_ _3d"> </span>że  wypełnienie <span class="_ _3d"> </span>obowiązku<span class="_ _3"></span> <span class="_ _48"> </span>spowoduje  konieczność <span class="_ _3d"> </span>wypły<span class="_ _3"></span>wu <span class="_ _3d"> </span>środków  uosabiających </span></span></div><div class="t m0 x57 h2 y1f1 ff7 fs0 fc0 sc0 ls0 ws0">korzyści ekonomiczne,<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1f2 ff1 fs0 fc0 sc0 lse ws0">c)<span class="ls0"> <span class="_ _44"> </span><span class="ff7">można oszacować wiarygod<span class="_ _3"></span>nie kwotę tego obo<span class="_ _3"></span>wiązku <span class="_ _3"></span></span> </span></div><div class="t m0 x57 h2 y1f3 ff7 fs0 fc0 sc0 ls0 ws0">Jeśli warunki te nie s<span class="_ _3"></span>ą spełnione, rezerwy nie t<span class="_ _3"></span>worzy się.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 yf ff7 fs0 fc0 sc0 ls0 ws0">Wysokość <span class="_ _3d"> </span>rezerw <span class="_ _3d"> </span>po<span class="_ _3"></span>winna <span class="_ _3d"> </span>być <span class="_ _3d"> </span>jak <span class="_ _3d"> </span>n<span class="_ _3"></span>ajbardziej <span class="_ _3d"> </span>właś<span class="_ _0"></span>ciwym <span class="_ _3d"> </span>szacunkiem <span class="_ _3d"> </span>nak<span class="_ _3"></span>ładów <span class="_ _3d"> </span>niezb<span class="_ _3"></span>ędnych <span class="_ _3d"> </span>do <span class="_ _3d"> </span>wypełn<span class="_ _3"></span>ienia </div><div class="t m0 x57 h2 y1f4 ff7 fs0 fc0 sc0 ls0 ws0">istniejącego obowiązku n<span class="_ _3"></span>a dzień sp<span class="_ _3"></span>rawozdawczy, czyli:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1f5 ff1 fs0 fc0 sc0 lsd ws0">a)<span class="ls0"> <span class="_ _3c"> </span><span class="ff7">kwot<span class="_ _3"></span>ą <span class="_ _34"></span>–</span> <span class="_ _45"></span><span class="ff7">jaką <span class="_ _34"></span>zgod<span class="_ _3"></span>nie <span class="_ _34"></span>z <span class="_ _45"></span>racjonaln<span class="_ _3"></span>ymi <span class="_ _34"></span>przesł<span class="_ _3"></span>ankami <span class="_ _34"></span>Spół<span class="_ _3"></span>ka <span class="_ _34"></span>zapłacił<span class="_ _3"></span>aby <span class="_ _34"></span>w <span class="_ _45"></span>ramach <span class="_ _34"></span>wypełn<span class="_ _3"></span>ienia <span class="_ _34"></span>obowiązku<span class="_ _3"></span> <span class="_ _34"></span>na </span></span></div><div class="t m0 x57 h2 y1f6 ff7 fs0 fc0 sc0 ls0 ws0">dzień sprawozd<span class="_ _3"></span>awczy lub,<span class="ff1"> </span></div><div class="t m0 x57 h2 y1f7 ff1 fs0 fc0 sc0 lsc ws0">b)<span class="ls0"> <span class="_ _3e"> </span><span class="ff7">kwotą, <span class="_ _45"> </span>ja<span class="_ _3"></span>ką <span class="_ _45"> </span>zapł<span class="_ _3"></span>aciłaby<span class="_ _3"></span> <span class="_ _45"> </span>na <span class="_ _3d"> </span>rzecz <span class="_ _34"></span>stro<span class="_ _3"></span>ny <span class="_ _45"> </span>trzeciej<span class="_ _3"></span> <span class="_ _45"> </span>w <span class="_ _3d"> </span>zamian <span class="_ _45"> </span>za<span class="_ _3"></span> <span class="_ _45"></span>przejęcie <span class="_ _45"> </span>n<span class="_ _3"></span>a <span class="_ _45"> </span>siebi<span class="_ _3"></span>e <span class="_ _45"> </span>obow<span class="_ _3"></span>iązku <span class="_ _45"> </span>w <span class="_ _45"> </span>ty<span class="_ _3"></span>m <span class="_ _45"> </span>samy<span class="_ _3"></span>m </span></span></div><div class="t m0 x57 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">terminie. </div><div class="t m0 x57 h2 y1f9 ff7 fs0 fc0 sc0 ls0 ws0">Rezerwę <span class="_ _45"> </span>wyc<span class="_ _3"></span>enia <span class="_ _3d"> </span>się <span class="_ _45"> </span>uwzględ<span class="_ _3"></span>niając <span class="_ _3d"> </span>ryzyko <span class="_ _45"> </span>i <span class="_ _3d"> </span>niepewność. <span class="_ _45"> </span>J<span class="_ _3"></span>eśli <span class="_ _45"> </span>sku<span class="_ _3"></span>tek <span class="_ _45"> </span>zmian<span class="_ _3"></span>y <span class="_ _45"> </span>wartoś<span class="_ _3"></span>ci <span class="_ _45"> </span>p<span class="_ _3"></span>ieniądza <span class="_ _3d"> </span>w <span class="_ _45"> </span>czasie <span class="_ _3d"> </span>jest </div><div class="t m0 x57 h2 y1fa ff7 fs0 fc0 sc0 ls0 ws0">istotny <span class="_ _3"></span>kwota <span class="_ _0"></span>rezerwy od<span class="_ _3"></span>powiada <span class="_ _3"></span>bieżącej <span class="_ _3"></span>wartości <span class="_ _3"></span>n<span class="_ _0"></span>akładów, <span class="_ _3"></span>któ<span class="_ _3"></span>re b<span class="_ _3"></span>ędą <span class="_ _3"></span>niezbędne <span class="_ _3"></span>do <span class="_ _3"></span>wypełn<span class="_ _3"></span>ienia <span class="_ _3"></span>obowiązku. </div><div class="t m0 x57 h2 y1fb ff7 fs0 fc0 sc0 ls0 ws0">Szacunki <span class="_ _3"></span>wyn<span class="_ _3"></span>iku <span class="_ _3"></span>ora<span class="_ _3"></span>z <span class="_ _3"></span>skutku <span class="_ _3"></span>finans<span class="_ _3"></span>owego <span class="_ _3"></span>są <span class="_ _0"></span>dokonywane <span class="_ _3"></span>na <span class="_ _0"></span>drodze <span class="_ _3"></span>os<span class="_ _3"></span>ądu <span class="_ _3"></span>kierownictwa <span class="_ _0"></span>Spółki, <span class="_ _0"></span>wspomaganego </div><div class="t m0 x57 h2 y1fc ff7 fs0 fc0 sc0 ls0 ws0">dotychczaso<span class="_ _3"></span>wymi <span class="_ _0"></span>doświadcze<span class="_ _3"></span>niami <span class="_ _0"></span>doty<span class="_ _3"></span>czącymi <span class="_ _0"></span>podo<span class="_ _3"></span>bnych <span class="_ _33"></span>transakcji <span class="_ _33"></span>oraz <span class="_ _0"></span>ewentualnie <span class="_ _33"></span>raportami <span class="_ _0"></span>n<span class="_ _3"></span>iez<span class="_ _0"></span>ależny<span class="_ _3"></span>ch </div><div class="t m0 x57 h2 y1fd ff7 fs0 fc0 sc0 ls0 ws0">ekspertów. <span class="_ _0"></span>Do <span class="_ _33"></span>niepewności <span class="_ _0"></span>doty<span class="_ _3"></span>czącej <span class="_ _0"></span>kwoty, <span class="_ _33"></span>na <span class="_ _0"></span>jaką <span class="_ _33"></span>należy <span class="_ _0"></span>utworzyć <span class="_ _33"></span>rezerwę <span class="_ _3"></span>pod<span class="_ _3"></span>chodzi <span class="_ _33"></span>się <span class="_ _0"></span>z <span class="_ _0"></span>wyko<span class="_ _3"></span>rzystaniem </div><div class="t m0 x57 h2 y1fe ff7 fs0 fc0 sc0 ls0 ws0">różnych ś<span class="_ _3"></span>rodków w zależności od oko<span class="_ _3"></span>liczności.<span class="ff1"> </span></div><div class="t m0 x57 h2 y1ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y200 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _48"> </span><span class="ff7">Rezerwa n<span class="_ _3"></span>a świadczenia pra<span class="_ _3"></span>cownicze<span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y201 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _3f"> </span>wypłaca <span class="_ _49"> </span>świadczenia <span class="_ _3f"> </span>z <span class="_ _49"> </span>ty<span class="_ _3"></span>tułu <span class="_ _49"> </span>jedn<span class="_ _3"></span>orazowych <span class="_ _3f"> </span>odpraw <span class="_ _49"> </span>e<span class="_ _3"></span><span class="ff1">merytalno<span class="_ _3"></span>-</span>rentowych,<span class="_ _3"></span> <span class="_ _3f"> </span>odpraw <span class="_ _49"> </span>pośmiertnych, </div><div class="t m0 x57 h2 y202 ff7 fs0 fc0 sc0 ls0 ws0">zgodnie z Zakład<span class="_ _3"></span>owym Układem Zbiorowym Pracy<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y203 ff7 fs0 fc0 sc0 ls0 ws0">Zg<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _1"></span>ni<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _34"></span>z <span class="_ _45"></span>MS<span class="_ _1"></span>R<span class="_ _1"></span> <span class="_ _34"></span>19 <span class="_ _34"></span>re<span class="_ _1"></span>ze<span class="_ _1"></span>r<span class="_ _1"></span>w<span class="_ _1"></span>y <span class="_ _34"></span>na <span class="_ _34"></span>św<span class="_ _1"></span>i<span class="_ _1"></span>a<span class="_ _1"></span>dc<span class="_ _1"></span>z<span class="_ _1"></span>e<span class="_ _1"></span>ni<span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _34"></span>pra<span class="_ _1"></span>co<span class="_ _1"></span>w<span class="_ _1"></span>n<span class="_ _1"></span>ic<span class="_ _1"></span>ze<span class="_ _4f"></span> <span class="_ _34"></span>są <span class="_ _34"></span>sza<span class="_ _4f"></span>cow<span class="_ _4f"></span>an<span class="_ _1"></span>e<span class="_ _4f"></span> <span class="_ _3d"> </span>me<span class="_ _4f"></span>tod<span class="_ _4f"></span>am<span class="_ _1"></span>i <span class="_ _34"></span>ak<span class="_ _4f"></span>tua<span class="_ _4f"></span>ria<span class="_ _4f"></span>lny<span class="_ _4f"></span>mi <span class="_ _34"></span>pr<span class="_ _4f"></span>ze<span class="_ _1"></span>z <span class="_ _34"></span>nie<span class="_ _4f"></span>zal<span class="_ _4f"></span>eż<span class="_ _4f"></span>neg<span class="_ _4f"></span>o </div><div class="t m0 x57 h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">ak<span class="_ _4f"></span>tu<span class="_ _4f"></span>ari<span class="_ _4f"></span>usz<span class="_ _4f"></span>a. </div><div class="t m0 x57 h2 y205 ff7 fs0 fc0 sc0 ls0 ws0">Koszty z ty<span class="_ _3"></span>tułu świadczeń po okresie zatrudn<span class="_ _3"></span>ieni<span class="_ _3"></span>a spółka ujmuje w nas<span class="_ _3"></span>tępujący sp<span class="_ _3"></span>osób:<span class="ff1"> </span></div><div class="t m0 x57 h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3"></span><span class="ff7">w <span class="_ _33"></span>wyniku: <span class="_ _0"></span>koszty <span class="_ _0"></span>b<span class="_ _3"></span>ieżącego <span class="_ _0"></span>zatrud<span class="_ _3"></span>nienia, <span class="_ _0"></span>koszty <span class="_ _0"></span>przeszł<span class="_ _3"></span>ego <span class="_ _0"></span>zatrudnienia, <span class="_ _0"></span>od<span class="_ _3"></span>setki <span class="_ _0"></span>netto <span class="_ _0"></span>od <span class="_ _0"></span>zobo<span class="_ _3"></span>wiązań <span class="_ _0"></span>z <span class="_ _0"></span>tytułu </span></div><div class="t m0 x57 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">określonych ś<span class="_ _3"></span>wiadczeń<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x54 y208 w1f h3c" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">13<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">w pozostały<span class="_ _3"></span>ch całkowitych docho<span class="_ _3"></span>dach: zyski <span class="_ _3"></span>i straty aktuarialne z tytuł<span class="_ _3"></span>u świadczeń<span class="_ _3"></span></span> po<span class="_ _3"></span> okresie zatrudnienia.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y6 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>p<span class="_ _3"></span>ozycji <span class="_ _33"></span>„Rezerwy <span class="_ _0"></span>n<span class="_ _3"></span>a <span class="_ _33"></span>świadczenia <span class="_ _33"></span>pracownicze” <span class="_ _34"></span>Spółka <span class="_ _33"></span>ujmuje <span class="_ _0"></span>równi<span class="_ _3"></span>eż <span class="_ _33"></span>rozliczenia <span class="_ _33"></span>międzyokres<span class="_ _3"></span>owe <span class="_ _0"></span>bierne <span class="_ _33"></span>na </div><div class="t m0 x57 h2 y18a ff7 fs0 fc0 sc0 ls0 ws0">niewykorzystane u<span class="_ _3"></span>rlopy pracownicze oraz należn<span class="_ _3"></span>e premie.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y209 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _48"> </span><span class="ff7">Zobo<span class="_ _3"></span>wiązania z tytu<span class="_ _3"></span>łu dostaw i usłu<span class="_ _3"></span>g oraz pozostałe zobowiązan<span class="_ _3"></span>ia<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x57 h2 y20a ff1 fs0 fc0 sc0 lsf ws0">Zo<span class="ff7 ls0">bowiązania <span class="_ _0"></span>z <span class="_ _0"></span>tytu<span class="_ _3"></span>łu <span class="_ _0"></span>dostaw <span class="_ _0"></span>i <span class="_ _0"></span>usłu<span class="_ _3"></span>g <span class="_ _0"></span>oraz <span class="_ _0"></span>pozostałe <span class="_ _0"></span>zobowiązan<span class="_ _3"></span>ia <span class="_ _0"></span>w <span class="_ _0"></span>momencie <span class="_ _0"></span>początk<span class="_ _3"></span>owego <span class="_ _0"></span>ujęcia <span class="_ _0"></span>ujmuje<span class="_ _3"></span> <span class="_ _0"></span>się </span></div><div class="t m0 x57 h2 y20b ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3b"> </span>wartości <span class="_ _3b"> </span>god<span class="_ _3"></span>ziwej, <span class="_ _3b"> </span>a <span class="_ _4e"> </span>następnie <span class="_ _3b"> </span>według <span class="_ _4e"> </span>zamortyzowanego <span class="_ _4e"> </span>kosztu <span class="_ _3b"> </span>z <span class="_ _3b"> </span>zas<span class="_ _3"></span>tosowaniem <span class="_ _3b"> </span>efektywnej <span class="_ _4e"> </span>stopy </div><div class="t m0 x57 h2 y20c ff7 fs0 fc0 sc0 ls0 ws0">procentowej, <span class="_ _4a"> </span>za <span class="_ _41"> </span>wyją<span class="_ _3"></span>tkiem <span class="_ _4a"> </span>zobowiązań <span class="_ _4a"> </span>finansowych <span class="_ _41"> </span>kr<span class="_ _3"></span>ótko<span class="_ _3"></span>terminowych, <span class="_ _4a"> </span>które <span class="_ _4a"> </span>ujmuje <span class="_ _4a"> </span>się <span class="_ _4a"> </span>w <span class="_ _41"> </span>kwocie </div><div class="t m0 x57 h2 y1e1 ff7 fs0 fc0 sc0 ls0 ws0">wymagającej zapł<span class="_ _3"></span>aty.<span class="ff1"> </span></div><div class="t m0 x57 h2 y20d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h13 y20e ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _48"> </span><span class="ff1">Aktywa i rezer<span class="_ _3"></span>wa na pod<span class="_ _3"></span>atek dochodowy<span class="_ _3"></span> </span></span></div><div class="t m0 x57 h2 y20f ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _46"> </span>związku <span class="_ _46"> </span>z <span class="_ _46"> </span>przejściowy<span class="_ _3"></span>mi <span class="_ _46"> </span>różnicami <span class="_ _3e"> </span>między <span class="_ _3f"> </span>wyka<span class="_ _3"></span>zywaną <span class="_ _3e"> </span>w <span class="_ _3f"> </span>ks<span class="_ _3"></span>ięgach <span class="_ _3f"> </span>ra<span class="_ _3"></span>chunkowy<span class="_ _3"></span>ch <span class="_ _46"> </span>wartością <span class="_ _46"> </span>aktywów <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y210 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _3d"> </span>p<span class="_ _3"></span>asywów,  a <span class="_ _3d"> </span>ich  w<span class="_ _1"></span>artością  podatkową  oraz <span class="_ _3d"> </span>stratą  podatkową <span class="_ _3d"> </span>możliwą  do <span class="_ _3d"> </span>odliczenia<span class="_ _3"></span>  w<span class="ff1"> <span class="_ _3"></span></span>przyszł<span class="_ _3"></span>ości,  po<span class="_ _4f"></span>d<span class="_ _3"></span>miot </div><div class="t m0 x57 h2 y211 ff7 fs0 fc0 sc0 ls0 ws0">tworzy rezerwę i ustala <span class="_ _3"></span>aktywa z ty<span class="_ _3"></span>tułu odroczonego p<span class="_ _3"></span>od<span class="_ _3"></span>atku docho<span class="_ _3"></span>dowego, którego jest po<span class="_ _3"></span>datnikiem.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y212 ff7 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _3b"> </span>z <span class="_ _3b"> </span>tytułu<span class="_ _3"></span> <span class="_ _3b"> </span>odroczonego <span class="_ _3b"> </span>podatku <span class="_ _3b"> </span>d<span class="_ _3"></span>ochodowego <span class="_ _3b"> </span>ustala <span class="_ _3b"> </span>s<span class="_ _3"></span>ię, <span class="_ _3b"> </span>przy <span class="_ _3b"> </span>uwzględnieniu <span class="_ _3b"> </span>zas<span class="_ _3"></span>ady <span class="_ _3b"> </span>ostrożn<span class="_ _3"></span>ości <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y213 ff7 fs0 fc0 sc0 ls0 ws0">w wysokości kwoty p<span class="_ _3"></span>rzewidzianej w p<span class="_ _3"></span>rzyszłoś<span class="_ _3"></span>ci do odliczenia od p<span class="_ _3"></span>odatku dochodo<span class="_ _3"></span>wego ze względu na:<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y214 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">ujemne różnice p<span class="_ _3"></span>rzejściowe,<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y215 ff1 fs0 fc0 sc0 ls0 ws0">- przeniesienie na <span class="_ _3"></span>kolejny okres n<span class="_ _3"></span>ierozliczonych stra<span class="_ _3"></span>t podatkowych<span class="_ _3"></span> </div><div class="t m0 x57 h2 y216 ff1 fs0 fc0 sc0 ls0 ws0">- przeniesienie na <span class="_ _3"></span>kolejny okres n<span class="_ _3"></span>iewykorzystany<span class="_ _3"></span>ch ulg podatkowych.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y217 ff7 fs0 fc0 sc0 ls0 ws0">Ujemne <span class="_ _3"></span>różnice <span class="_ _3"></span>przejścio<span class="_ _3"></span>we p<span class="_ _3"></span>owodują<span class="_ _3"></span> <span class="_ _3"></span>powstanie <span class="_ _3"></span>kwot <span class="_ _3"></span>pod<span class="_ _3"></span>legających <span class="_ _3"></span>odliczeniu <span class="_ _3"></span>pod<span class="_ _3"></span>atkowemu <span class="_ _3"></span>w <span class="_ _3"></span>toku <span class="_ _3"></span>u<span class="_ _3"></span>stalania </div><div class="t m0 x57 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">z<span class="ff7">ysku <span class="_ _33"></span>do <span class="_ _33"></span>o<span class="_ _3"></span>podatkowania <span class="_ _33"></span>(straty <span class="_ _34"></span>podatkowej) <span class="_ _33"></span>w <span class="_ _33"></span>przyszł<span class="_ _3"></span>ych <span class="_ _33"></span>okresach, <span class="_ _33"></span>gdy <span class="_ _33"></span>wartoś<span class="_ _3"></span>ć <span class="_ _33"></span>bilansowa <span class="_ _33"></span>składn<span class="_ _3"></span>ika <span class="_ _33"></span>aktywów </span></div><div class="t m0 x57 h2 y219 ff7 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _49"> </span>zob<span class="_ _3"></span>owiązań <span class="_ _49"> </span>zostan<span class="_ _3"></span>ie <span class="_ _49"> </span>zrealizowana <span class="_ _49"> </span>lub <span class="_ _3f"> </span>rozliczona. <span class="_ _49"> </span>Aktywo <span class="_ _49"> </span>z <span class="_ _3f"> </span>tytułu  o<span class="_ _3"></span>droczonego <span class="_ _49"> </span>podatku<span class="_ _3"></span> <span class="_ _49"> </span>dochodowego </div><div class="t m0 x57 h2 y21a ff7 fs0 fc0 sc0 ls0 ws0">ujmuje <span class="_ _4e"> </span>s<span class="_ _3"></span>ię <span class="_ _4e"> </span>w <span class="_ _44"> </span>odniesieniu <span class="_ _44"> </span>do <span class="_ _4e"> </span>wszy<span class="_ _3"></span>stkich <span class="_ _44"> </span>ujemnych <span class="_ _4e"> </span>ró<span class="_ _3"></span>żn<span class="_ _3"></span>ic <span class="_ _4e"> </span>przejś<span class="_ _3"></span>ciowych <span class="_ _4e"> </span>d<span class="_ _3"></span>o <span class="_ _4e"> </span>wys<span class="_ _3"></span>okości, <span class="_ _44"> </span>do <span class="_ _4e"> </span>kt<span class="_ _3"></span>órej <span class="_ _4e"> </span>jest </div><div class="t m0 x57 h2 y36 ff7 fs0 fc0 sc0 ls0 ws0">prawdopodobn<span class="_ _3"></span>e, <span class="_ _45"> </span>iż <span class="_ _45"> </span>os<span class="_ _3"></span>iągnięty <span class="_ _45"> </span>zos<span class="_ _3"></span>tanie <span class="_ _45"> </span>zys<span class="_ _3"></span>k <span class="_ _45"> </span>do <span class="_ _45"> </span>op<span class="_ _3"></span>odatkowania, <span class="_ _45"> </span>kt<span class="_ _3"></span>óry <span class="_ _45"> </span>pozwoli <span class="_ _3d"> </span>na <span class="_ _45"> </span>potrącenie <span class="_ _3d"> </span>ujemnych <span class="_ _45"> </span>różn<span class="_ _3"></span>ic </div><div class="t m0 x57 h2 y21b ff7 fs0 fc0 sc0 ls0 ws0">przejściowych. <span class="_ _50"> </span>Aktywa <span class="_ _50"> </span>z <span class="_ _50"> </span>tytułu <span class="_ _50"> </span>odroczonego <span class="_ _50"> </span>podatku <span class="_ _50"> </span>dochodowego <span class="_ _50"> </span>wycenia <span class="_ _50"> </span>się <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y21c ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _44"> </span>wys<span class="_ _3"></span>okości <span class="_ _40"> </span>kwot <span class="_ _40"> </span>p<span class="_ _3"></span>odlegających <span class="_ _40"> </span>zwrotowi <span class="_ _40"> </span>od<span class="_ _3"></span> <span class="_ _40"> </span>władz <span class="_ _40"> </span>podatko<span class="_ _3"></span>wych <span class="_ _44"> </span>zgo<span class="_ _3"></span>dnie <span class="_ _40"> </span>z <span class="_ _40"> </span>zastosowaniem <span class="_ _40"> </span>stawek </div><div class="t m0 x57 h2 y21d ff7 fs0 fc0 sc0 ls0 ws0">podatkowych, <span class="_ _3e"> </span>któ<span class="_ _3"></span>re <span class="_ _46"> </span>według <span class="_ _3e"> </span>przewidywań<span class="_ _3"></span> <span class="_ _46"> </span>b<span class="_ _3"></span>ędą <span class="_ _3e"> </span>stosowane, <span class="_ _3e"> </span>gdy <span class="_ _3e"> </span>skł<span class="_ _3"></span>adnik <span class="_ _3e"> </span>aktywów <span class="_ _3e"> </span>zostanie <span class="_ _3e"> </span>zrealizowany, </div><div class="t m0 x57 h2 y21e ff7 fs0 fc0 sc0 ls0 ws0">przyjmując <span class="_ _40"> </span>za <span class="_ _41"> </span>podstawę <span class="_ _44"> </span>s<span class="_ _3"></span>tawki <span class="_ _40"> </span>podatko<span class="_ _3"></span>we <span class="_ _44"> </span>(i <span class="_ _40"> </span>p<span class="_ _3"></span>rzepisy <span class="_ _40"> </span>pod<span class="_ _3"></span>atkowe), <span class="_ _40"> </span>które <span class="_ _40"> </span>obowiązywał<span class="_ _3"></span>y <span class="_ _40"> </span>prawnie <span class="_ _40"> </span>lu<span class="_ _0"></span><span class="ff1 ls10">b </span></div><div class="t m0 x57 h2 y21f ff7 fs0 fc0 sc0 ls0 ws0">obowiązywały fakty<span class="_ _3"></span>cznie na dzień sprawozd<span class="_ _3"></span>awczy.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y220 ff7 fs0 fc0 sc0 ls0 ws0">Rezerwę <span class="_ _3d"> </span>z <span class="_ _3d"> </span>tytułu <span class="_ _3d"> </span>odroczonego <span class="_ _3d"> </span>po<span class="_ _3"></span>datku <span class="_ _3d"> </span>dochodowego <span class="_ _3d"> </span>tworzy <span class="_ _3d"> </span>s<span class="_ _3"></span>ię <span class="_ _3d"> </span>w <span class="_ _3d"> </span>wysokości <span class="_ _3d"> </span>kwoty <span class="_ _45"> </span>pod<span class="_ _3"></span>atku <span class="_ _3d"> </span>dochodowego, </div><div class="t m0 x57 h2 y221 ff7 fs0 fc0 sc0 ls0 ws0">wymagającej <span class="_ _33"></span>w <span class="_ _33"></span>przy<span class="_ _3"></span>szłości <span class="_ _34"></span>zapłaty, <span class="_ _33"></span>w <span class="_ _33"></span>związk<span class="_ _3"></span>u <span class="_ _33"></span>z <span class="_ _33"></span>wys<span class="_ _3"></span>tępowaniem <span class="_ _33"></span>dodat<span class="_ _3"></span>nich <span class="_ _33"></span>różnic <span class="_ _34"></span>przejściowych, <span class="_ _34"></span>to <span class="_ _33"></span>jest <span class="_ _33"></span>różn<span class="_ _3"></span>ic<span class="_ _0"></span><span class="ff1 ls11">, </span></div><div class="t m0 x57 h2 y222 ff7 fs0 fc0 sc0 ls0 ws0">które <span class="_ _3"></span>spo<span class="_ _3"></span>wodują <span class="_ _3"></span>zwiększen<span class="_ _3"></span>ie <span class="_ _3"></span>p<span class="_ _3"></span>odstawy <span class="_ _0"></span>obliczenia <span class="_ _3"></span>p<span class="_ _3"></span>odatku <span class="_ _3"></span>do<span class="_ _3"></span>chodowego <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff1"> </span>przys<span class="_ _3"></span>złości. <span class="_ _0"></span>Rezerwa <span class="_ _3"></span>jes<span class="_ _3"></span>t <span class="_ _3"></span>wyc<span class="_ _3"></span>eniana </div><div class="t m0 x57 h2 y223 ff7 fs0 fc0 sc0 ls0 ws0">zgodnie <span class="_ _3f"> </span>z <span class="_ _3f"> </span>zastosowaniem <span class="_ _3f"> </span>stawek <span class="_ _49"> </span>pod<span class="_ _3"></span>atkowych, <span class="_ _3f"> </span>które <span class="_ _3f"> </span>według <span class="_ _3f"> </span>przewidywań <span class="_ _3f"> </span>będą <span class="_ _49"> </span>s<span class="_ _3"></span>tosowane, <span class="_ _3f"> </span>gdy <span class="_ _3f"> </span>rezerwa </div><div class="t m0 x57 h2 y1cb ff7 fs0 fc0 sc0 ls0 ws0">zostanie <span class="_ _48"> </span>rozwiązana, <span class="_ _3d"> </span>przy<span class="_ _3"></span>jmując <span class="_ _3d"> </span>za  po<span class="_ _1"></span>dstawę <span class="_ _3d"> </span>sta<span class="_ _3"></span>wki  podatkowe <span class="_ _3d"> </span>(i <span class="_ _3d"> </span>przepisy  po<span class="_ _1"></span>datkowe), <span class="_ _3d"> </span>które <span class="_ _3d"> </span>obo<span class="_ _3"></span>wiązywały </div><div class="t m0 x57 h2 y1cc ff7 fs0 fc0 sc0 ls0 ws0">prawnie lub obowiązywał<span class="_ _3"></span>y faktycznie na <span class="_ _3"></span>dzień sprawozd<span class="_ _3"></span>awczy.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y13 ff7 fs0 fc0 sc0 ls0 ws0">Rezerwę  na <span class="_ _3d"> </span>po<span class="_ _3"></span>datek  dochodowy  i <span class="_ _3d"> </span>ak<span class="_ _3"></span>tywowany  podatek  dochodowy  tworzy <span class="_ _48"> </span>się  tylko  w<span class="_ _4f"></span>  stosun<span class="_ _3"></span>ku  do  korekt<span class="_ _4f"></span> <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y127 ff7 fs0 fc0 sc0 ls0 ws0">o charakterze przejś<span class="_ _3"></span>ciowym. <span class="ff1"> </span></div><div class="t m0 x57 h2 y224 ff1 fs0 fc0 sc0 ls0 ws0">Podatek  odroczo<span class="ff7">ny  ujmuje  się <span class="_ _3d"> </span>poza  rachunkiem  zysków  i <span class="_ _3d"> </span>s<span class="_ _3"></span>trat,  jeżeli <span class="_ _3d"> </span>p<span class="_ _3"></span>odatek  dotyczy  pozycji, <span class="_ _48"> </span>które  w <span class="_ _3d"> </span>tym </span></div><div class="t m0 x57 h2 y225 ff7 fs0 fc0 sc0 ls0 ws0">samym <span class="_ _48"> </span>lub  innym <span class="_ _3d"> </span>okresie  zo<span class="_ _1"></span>stały <span class="_ _48"> </span>ujęte <span class="_ _48"> </span>poza  rach<span class="_ _1"></span>unkiem <span class="_ _48"> </span>zysków  i<span class="_ _4f"></span>  strat. <span class="_ _3d"> </span>Jeżeli  dotyczy <span class="_ _3d"> </span>pozycji,  które <span class="_ _3d"> </span>w <span class="_ _48"> </span>tym </div><div class="t m0 x57 h2 y226 ff7 fs0 fc0 sc0 ls0 ws0">samym <span class="_ _33"></span>lub <span class="_ _33"></span>w <span class="_ _33"></span>inn<span class="_ _3"></span>ym <span class="_ _33"></span>okresie <span class="_ _33"></span>zo<span class="_ _3"></span>stały <span class="_ _33"></span>ujęte <span class="_ _33"></span>w <span class="_ _33"></span>pozo<span class="_ _3"></span>stałych<span class="_ _3"></span> <span class="_ _33"></span>całkow<span class="_ _0"></span><span class="ff1">itych <span class="_ _33"></span>dochod<span class="_ _3"></span>ach, <span class="_ _33"></span>to <span class="_ _33"></span>p<span class="_ _3"></span>odatek <span class="_ _33"></span>odroczony <span class="_ _34"></span>ujmuje </span></div><div class="t m0 x57 h2 y227 ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _45"> </span>w <span class="_ _3d"> </span>pozosta<span class="_ _3"></span>łych <span class="_ _3d"> </span>całkowitych <span class="_ _3d"> </span>dochodach. <span class="_ _3d"> </span>Jeżeli <span class="_ _45"> </span>do<span class="_ _3"></span>tyczy <span class="_ _45"> </span>p<span class="_ _3"></span>ozycji, <span class="_ _3d"> </span>które <span class="_ _45"> </span>zo<span class="_ _3"></span>stały <span class="_ _3d"> </span>ujęte <span class="_ _45"> </span>bezp<span class="_ _3"></span>ośrednio <span class="_ _3d"> </span>w <span class="_ _45"> </span>ka<span class="_ _3"></span>pitale </div><div class="t m0 x57 h2 y228 ff7 fs0 fc0 sc0 ls0 ws0">własnym, pod<span class="_ _3"></span>atek odroczony ujmuje się w kap<span class="_ _3"></span>itale własnym.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y229 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y22a ff8 fs0 fc0 sc0 ls0 ws0">6.2    Zmiany stosowanych<span class="_ _3"></span> zasad r<span class="_ _3"></span>achunkowoś<span class="_ _3"></span><span class="ff2">ci   </span></div><div class="t m0 x57 h2 y22b ff7 fs0 fc4 sc0 ls0 ws0">Zasady <span class="_ _3"></span>(polityki) <span class="_ _3"></span>rachunkowości <span class="_ _3"></span>zastoso<span class="_ _3"></span>wane do <span class="_ _3"></span>sporządzenia <span class="_ _3"></span>niniejszego <span class="_ _3"></span>sprawozd<span class="_ _3"></span>ania finans<span class="_ _3"></span>owego są <span class="_ _3"></span>spójn<span class="_ _3"></span>e z </div><div class="t m0 x57 h2 y22c ff7 fs0 fc4 sc0 ls0 ws0">tymi, <span class="_ _4e"> </span>kt<span class="_ _3"></span>óre <span class="_ _4e"> </span>zas<span class="_ _3"></span>tosowano <span class="_ _44"> </span>przy <span class="_ _44"> </span>sporządzaniu <span class="_ _44"> </span>sprawozdania <span class="_ _44"> </span>finansowego <span class="_ _4e"> </span>Spółki <span class="_ _44"> </span>za <span class="_ _44"> </span>rok <span class="_ _4e"> </span>za<span class="_ _3"></span>kończony <span class="_ _44"> </span>dnia <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y22d ff7 fs0 fc4 sc0 ls0 ws0">31 <span class="_ _3f"> </span>grud<span class="_ _3"></span>nia <span class="_ _46"> </span>2020 <span class="_ _46"> </span>roku, <span class="_ _46"> </span>z <span class="_ _46"> </span>wyjątkiem <span class="_ _3f"> </span>zasto<span class="_ _3"></span>sowan<span class="_ _3"></span>ia <span class="_ _46"> </span>nowych <span class="_ _46"> </span>lub <span class="_ _46"> </span>zmienionych <span class="_ _46"> </span>stand<span class="_ _3"></span>ardów <span class="_ _3f"> </span>oraz <span class="_ _46"> </span>in<span class="_ _3"></span>terpretacji </div><div class="t m0 x57 h2 y22e ff7 fs0 fc4 sc0 ls0 ws0">obowiązujących d<span class="_ _3"></span>la okresów rocznych<span class="_ _3"></span> rozpoczynaj<span class="_ _3"></span>ących się dnia 1 stycznia <span class="_ _3"></span>2021 roku i później.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y22f ff7 fs0 fc4 sc0 ls0 ws0">Z dniem 1 stycznia <span class="_ _3"></span>2021 roku weszły w ży<span class="_ _3"></span>cie następujące zmian<span class="_ _3"></span>y standar<span class="_ _3"></span>dów:<span class="_ _3"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x54 y1f w1b ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">14<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff1 fs0 fc4 sc0 ls0 ws0"> Zmiany <span class="_ _3"></span>do <span class="_ _3"></span>MSSF <span class="_ _3"></span>9, <span class="_ _3"></span>MSR <span class="_ _3"></span>39, <span class="_ _3"></span>MSSF <span class="_ _3"></span><span class="ff7">7, <span class="_ _3"></span>MSSF <span class="_ _3"></span>4 <span class="_ _3"></span>i <span class="_ _3"></span>MSS<span class="_ _3"></span>F <span class="_ _3"></span>16: <span class="_ _3"></span>Reforma <span class="_ _3"></span>wskaźników <span class="_ _3"></span>referencyj<span class="_ _3"></span>nych <span class="_ _3"></span>s<span class="_ _3"></span>tóp p<span class="_ _3"></span>rocentowych </span></div><div class="t m0 x57 h2 y189 ff7 fs0 fc4 sc0 ls0 ws0">–<span class="ff1"> Faza 2 (opubliko<span class="_ _3"></span>wano dnia 27 s<span class="_ _3"></span>ierpnia 2020 roku). <span class="_ _0"></span> </span></div><div class="t m0 x57 h2 y4d ff7 fs0 fc4 sc0 ls0 ws0">Powyższe zmiany s<span class="_ _3"></span>tandardów nie miały is<span class="_ _3"></span>totnego wpływu na nin<span class="_ _3"></span>iejsze sprawozdan<span class="_ _3"></span>ie finansowe.<span class="_ _0"></span><span class="ff1 fc0"> </span></div><div class="t m0 x57 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y4f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y50 ff2 fs0 fc0 sc0 ls4 ws0">6.3 <span class="ls5">   <span class="ff8 ls0">Nowe stand<span class="_ _3"></span>ardy i interpretacje, któ<span class="_ _3"></span>re zostały opu<span class="_ _3"></span>blikowane, a nie weszły jeszcze <span class="_ _3"></span>w życie<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y18c ff7 fs0 fc4 sc0 ls0 ws0">Następujące <span class="_ _3b"> </span>sta<span class="_ _3"></span>ndardy <span class="_ _3b"> </span>i <span class="_ _3b"> </span>interpretacje <span class="_ _3b"> </span>zosta<span class="_ _3"></span>ły <span class="_ _3b"> </span>opublikowane <span class="_ _3b"> </span>przez <span class="_ _3b"> </span>Radę<span class="_ _3"></span> <span class="_ _3b"> </span>Międzyn<span class="_ _3"></span>arodowych <span class="_ _3b"> </span>Stand<span class="_ _3"></span>ardów </div><div class="t m0 x57 h2 y52 ff7 fs0 fc4 sc0 ls0 ws0">Rachunkowości, jed<span class="_ _3"></span>nak nie weszły j<span class="_ _3"></span>eszcze w życie:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y230 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span>MSSF <span class="_ _45"></span>14 <span class="_ _45"> </span><span class="ff7">Regulacyjne <span class="_ _3d"> </span>rozliczenia <span class="_ _3d"> </span>międzyokresowe <span class="_ _45"></span>(opublikowan<span class="_ _3"></span>o <span class="_ _45"> </span>dnia <span class="_ _3d"> </span>30 <span class="_ _34"></span>s<span class="_ _3"></span>tycznia <span class="_ _45"> </span>2014 <span class="_ _45"> </span>roku<span class="_ _3"></span>) <span class="_ _3d"> </span>–</span> <span class="_ _3d"> </span>zgodnie <span class="_ _34"></span>z </div><div class="t m0 x57 h2 y54 ff7 fs0 fc4 sc0 ls0 ws0">decyzją <span class="_ _33"></span>Komisji <span class="_ _33"></span>E<span class="_ _3"></span>uropejskiej <span class="_ _33"></span>proces <span class="_ _33"></span>za<span class="_ _3"></span>twierdzania <span class="_ _33"></span>standardu <span class="_ _33"></span>w <span class="_ _33"></span>wersji <span class="_ _34"></span>wstępnej <span class="_ _33"></span>nie <span class="_ _33"></span>zostanie <span class="_ _33"></span>zainicjowany<span class="_ _3"></span> <span class="_ _33"></span>przed </div><div class="t m0 x57 h2 y231 ff7 fs0 fc4 sc0 ls0 ws0">ukazaniem <span class="_ _3d"> </span>się <span class="_ _45"> </span>s<span class="_ _3"></span>tandardu <span class="_ _3d"> </span>w <span class="_ _45"></span>wersji <span class="_ _45"> </span>o<span class="_ _3"></span>statecznej <span class="_ _48"> </span><span class="ff1">- <span class="_ _45"> </span>do <span class="_ _3d"> </span>dnia <span class="_ _45"> </span>za<span class="_ _3"></span>twierdzenia <span class="_ _3d"> </span>niniejszego <span class="_ _3d"> </span>sprawozdania <span class="_ _3d"> </span>finansowego </span></div><div class="t m0 x57 h2 y232 ff1 fs0 fc4 sc0 ls0 ws0">niezatwierdzony <span class="_ _3d"> </span>przez <span class="_ _3d"> </span>UE  <span class="ff7">–</span> <span class="_ _3d"> </span><span class="ff7">mający <span class="_ _3d"> </span>zastoso<span class="_ _3"></span>wanie <span class="_ _3d"> </span>dla <span class="_ _3d"> </span>okresów <span class="_ _3d"> </span>rocznych <span class="_ _3d"> </span>rozp<span class="_ _3"></span>oczynający<span class="_ _3"></span>ch <span class="_ _3d"> </span>się <span class="_ _3d"> </span>dnia <span class="_ _3d"> </span>1 <span class="_ _3d"> </span>styczn<span class="_ _3"></span>ia </span></div><div class="t m0 x57 h2 y233 ff7 fs0 fc4 sc0 ls0 ws0">2016 roku lub pó<span class="_ _3"></span>źniej;<span class="ff1"> </span></div><div class="t m0 x57 h2 y234 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany <span class="_ _34"></span>do <span class="_ _34"></span>MSSF <span class="_ _34"></span>10<span class="_ _3"></span> <span class="_ _34"></span>i <span class="_ _34"></span>MSR <span class="_ _34"></span>2<span class="_ _3"></span>8: <span class="_ _34"></span>Transakcje <span class="_ _34"></span>s<span class="_ _3"></span>przedaży <span class="_ _34"></span>lub <span class="_ _34"></span>wniesienia <span class="_ _34"></span>ak<span class="_ _3"></span>tywów <span class="_ _34"></span>p<span class="_ _0"></span>omiędz<span class="_ _3"></span>y <span class="_ _34"></span>inwestorem <span class="_ _34"></span>a <span class="_ _34"></span>je<span class="_ _3"></span>go </span></div><div class="t m0 x57 h2 y235 ff7 fs0 fc4 sc0 ls0 ws0">jednostką <span class="_ _34"></span>s<span class="_ _3"></span>towarzyszoną <span class="_ _34"></span>lub <span class="_ _34"></span>wsp<span class="_ _3"></span>ólnym <span class="_ _34"></span>przedsięwzięci<span class="_ _3"></span>em <span class="_ _34"></span>(opublikowano<span class="_ _3"></span> <span class="_ _34"></span>dnia <span class="_ _34"></span>11 <span class="_ _34"></span>wrześ<span class="_ _3"></span>nia <span class="_ _34"></span>2014 <span class="_ _34"></span>roku)<span class="_ _3"></span> <span class="_ _3d"> </span>–<span class="ff1"> <span class="_ _33"></span>p<span class="_ _3"></span>race </span></div><div class="t m0 x57 h2 y236 ff7 fs0 fc4 sc0 ls0 ws0">prowadzące <span class="_ _3d"> </span>do <span class="_ _3d"> </span>zatwierdzenia <span class="_ _3d"> </span>niniejszych<span class="_ _3"></span> <span class="_ _45"> </span>zmian<span class="_ _3"></span> <span class="_ _3d"> </span>zostały <span class="_ _3d"> </span>przez <span class="_ _45"> </span>UE <span class="_ _3d"> </span>odłożo<span class="_ _3"></span>ne <span class="_ _45"> </span>b<span class="_ _3"></span>ezterminowo  <span class="ff1">- <span class="_ _3d"> </span></span>termin <span class="_ _45"> </span>w<span class="_ _3"></span>ejścia <span class="_ _3d"> </span>w </div><div class="t m0 x57 h2 y237 ff7 fs0 fc4 sc0 ls0 ws0">życie został o<span class="_ _3"></span>droczony<span class="ff1"> </span>p<span class="_ _3"></span>rzez RMSR na czas n<span class="_ _3"></span>ieokreślony; <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y238 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span>MSSF  17 <span class="_ _3d"> </span>Umowy  ubezpieczeniowe  (opublikowano  dnia  1<span class="_ _1"></span>8  m<span class="_ _1"></span>aja  2017 <span class="_ _3d"> </span>roku<span class="_ _3"></span>)  w <span class="_ _3d"> </span>tym  Zmiany  do <span class="_ _3d"> </span>MSSF  17<span class="_ _4f"></span> </div><div class="t m0 x57 h2 y239 ff1 fs0 fc4 sc0 ls0 ws0">(opublikowano  25  czerwca  2020) <span class="_ _49"> </span>-  <span class="ff7">mające  zastosowanie  dla  okresów  roczny<span class="_ _3"></span>ch  rozpoczynający<span class="_ _3"></span>ch  się  dnia  1 </span></div><div class="t m0 x57 h2 y23a ff7 fs0 fc4 sc0 ls0 ws0">stycznia 2023 roku<span class="_ _3"></span> lub pó<span class="_ _3"></span>źniej;<span class="ff1"> </span></div><div class="t m0 x57 h2 y23b ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany <span class="_ _3f"> </span>do<span class="_ _3"></span> <span class="_ _3f"> </span>MSR <span class="_ _3f"> </span>1: <span class="_ _46"> </span>Prezentacja <span class="_ _3f"> </span>s<span class="_ _3"></span>prawozdań <span class="_ _3f"> </span>finan<span class="_ _3"></span>sowych <span class="_ _46"> </span>–</span> <span class="_ _3f"> </span><span class="ff7">Po<span class="_ _3"></span>dział <span class="_ _3f"> </span>zobo<span class="_ _3"></span>wiązań <span class="_ _3f"> </span>na <span class="_ _3f"> </span>krótkoterminowe <span class="_ _46"> </span>i </span></div><div class="t m0 x57 h2 y119 ff7 fs0 fc4 sc0 ls0 ws0">długoterminowe <span class="_ _0"></span>–<span class="ff1"> <span class="_ _3"></span></span>od<span class="_ _3"></span>roczenie <span class="_ _0"></span>daty <span class="_ _3"></span>wejścia <span class="_ _0"></span>w <span class="_ _0"></span>życie <span class="_ _0"></span>(opubli<span class="_ _3"></span>kowano <span class="_ _3"></span>o<span class="_ _3"></span>dpowiednio <span class="_ _3"></span>d<span class="_ _3"></span>nia <span class="_ _3"></span>23<span class="_ _3"></span> <span class="_ _3"></span>sty<span class="_ _3"></span>cznia <span class="_ _3"></span>2020 <span class="_ _0"></span>roku <span class="_ _0"></span>oraz </div><div class="t m0 x57 h2 y23c ff1 fs0 fc4 sc0 ls0 ws0">15 <span class="_ _0"></span>lipca <span class="_ _33"></span>2020 <span class="_ _33"></span>roku) <span class="_ _33"></span><span class="ff7">–</span> <span class="_ _33"></span>do <span class="_ _33"></span>dnia <span class="_ _33"></span>zatwierdzenia <span class="_ _33"></span>nin<span class="_ _3"></span>iejszego <span class="_ _33"></span>sprawozdania <span class="_ _33"></span>finans<span class="_ _3"></span>owego <span class="_ _0"></span>niez<span class="_ _3"></span>atwierdzone <span class="_ _33"></span>przez <span class="_ _33"></span>UE <span class="_ _34"></span><span class="ff7">–</span> </div><div class="t m0 x57 h2 y23d ff7 fs0 fc4 sc0 ls0 ws0">mające zastosowan<span class="_ _3"></span>ie dla okresów rocznych<span class="_ _3"></span> rozpoczynaj<span class="_ _3"></span>ących się dnia 1 s<span class="_ _3"></span>tycznia 2023 roku lub p<span class="_ _3"></span>óźniej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y23e ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany d<span class="_ _3"></span>o MSSF <span class="_ _3"></span>3 <span class="_ _3"></span>Zmiany d<span class="_ _3"></span>o <span class="_ _3"></span>odniesień <span class="_ _3"></span>do Za<span class="_ _3"></span>łożeń <span class="_ _3"></span>Koncepcyjnych <span class="_ _3"></span>(opubliko<span class="_ _3"></span>wano dn<span class="_ _3"></span>ia 14 maja <span class="_ _3"></span>20<span class="_ _0"></span></span>20 <span class="_ _3"></span>roku) <span class="_ _3"></span><span class="ff7">–</span> </div><div class="t m0 x57 h2 y23f ff7 fs0 fc4 sc0 ls0 ws0">mające zastosowan<span class="_ _3"></span>ie dla okresów rocznych<span class="_ _3"></span> rozpoczynaj<span class="_ _3"></span>ących się dnia 1 s<span class="_ _3"></span>tycznia 2022 roku lub p<span class="_ _3"></span>óźniej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y240 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany <span class="_ _46"> </span>do <span class="_ _3e"> </span>MSR <span class="_ _46"> </span>16 <span class="_ _46"> </span>Rze<span class="_ _3"></span>czowe <span class="_ _46"> </span>ak<span class="_ _3"></span>tywa <span class="_ _46"> </span>trwał<span class="_ _3"></span>e: <span class="_ _46"> </span>przy<span class="_ _3"></span>chody <span class="_ _46"> </span>o<span class="_ _3"></span>siągnięte <span class="_ _46"> </span>przed <span class="_ _3e"> </span>oddaniem <span class="_ _46"> </span>do <span class="_ _3e"> </span>użytkowania </span></div><div class="t m0 x57 h2 y241 ff1 fs0 fc4 sc0 ls0 ws0">(opublikowano <span class="_ _0"></span>dn<span class="_ _3"></span>ia <span class="_ _3"></span>14 <span class="_ _0"></span>maja <span class="_ _0"></span>2020 <span class="_ _3"></span>ro<span class="_ _3"></span>ku) <span class="_ _33"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">mające <span class="_ _0"></span>zas<span class="_ _3"></span>tosowanie <span class="_ _0"></span>dla <span class="_ _0"></span>okresów <span class="_ _0"></span>rocznych<span class="_ _3"></span> <span class="_ _3"></span>rozpoczy<span class="_ _3"></span>nających <span class="_ _0"></span>się <span class="_ _0"></span>dnia </span></div><div class="t m0 x57 h2 y242 ff7 fs0 fc4 sc0 ls0 ws0">1 stycznia 2022 roku<span class="_ _3"></span> lub później;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y243 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany <span class="_ _3"></span>do<span class="_ _3"></span> <span class="_ _3"></span>MSR <span class="_ _3"></span>37<span class="_ _3"></span> <span class="_ _3"></span>U<span class="_ _3"></span>mowy <span class="_ _3"></span>ro<span class="_ _3"></span>dzące <span class="_ _3"></span>ob<span class="_ _3"></span>ciążenia <span class="_ _0"></span>–</span> <span class="_ _0"></span><span class="ff7">koszty <span class="_ _0"></span>wypełn<span class="_ _3"></span>ienia <span class="_ _3"></span>obowiązkó<span class="_ _3"></span>w <span class="_ _3"></span>umow<span class="_ _3"></span>nych <span class="_ _0"></span>(opublikowano </span></div><div class="t m0 x57 h2 y244 ff1 fs0 fc4 sc0 ls0 ws0">dnia <span class="_ _3"></span>14 <span class="_ _0"></span>maja <span class="_ _3"></span>2020 <span class="_ _0"></span>roku) <span class="_ _0"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">mające <span class="_ _3"></span>zastos<span class="_ _3"></span>owanie <span class="_ _3"></span>dla <span class="_ _3"></span>o<span class="_ _3"></span>kresów <span class="_ _3"></span>rocznych<span class="_ _3"></span></span> <span class="_ _0"></span><span class="ff7">rozpoczynających <span class="_ _3"></span>się <span class="_ _0"></span>dnia <span class="_ _0"></span>1 <span class="_ _3"></span>stycznia <span class="_ _3"></span>2022 </span></div><div class="t m0 x57 h2 y245 ff7 fs0 fc4 sc0 ls0 ws0">roku lub p<span class="_ _3"></span>óźniej;<span class="ff1"> </span></div><div class="t m0 x57 h2 y246 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _51"> </span><span class="ff7">Zmiany <span class="_ _3e"> </span>wynikające <span class="_ _3e"> </span>z <span class="_ _3e"> </span>przeglądu<span class="_ _3"></span> <span class="_ _46"> </span>MSSF <span class="_ _3e"> </span>2018<span class="_ _3"></span></span>-2020 <span class="_ _3e"> </span>(opub<span class="_ _3"></span>likowano <span class="_ _3e"> </span>dnia <span class="_ _3e"> </span>14 <span class="_ _3e"> </span>maja <span class="_ _3e"> </span>2020 <span class="_ _3e"> </span>roku) <span class="_ _3c"> </span><span class="ff7">–</span> <span class="_ _46"> </span><span class="ff7">mające </span></div><div class="t m0 x57 h2 y247 ff7 fs0 fc4 sc0 ls0 ws0">zastosowan<span class="_ _3"></span>ie dla okresów rocznych<span class="_ _3"></span> rozpoczynających s<span class="_ _3"></span>ię dnia 1 styczn<span class="_ _3"></span>ia 2022 roku lub później;<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y248 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _3d"> </span>Zmiany  w<span class="_ _4f"></span>  MSR <span class="_ _3d"> </span>1 <span class="_ _48"> </span><span class="ff7">–</span> <span class="_ _3d"> </span><span class="ff7">Ujawni<span class="_ _3"></span>anie <span class="_ _3d"> </span>za<span class="_ _3"></span>sad <span class="_ _48"> </span>(polityki) <span class="_ _3d"> </span>rach<span class="_ _3"></span>unkowości <span class="_ _3d"> </span>i <span class="_ _3d"> </span>MSR  8 <span class="_ _48"> </span>–</span> <span class="_ _3d"> </span><span class="ff7">Defin<span class="_ _3"></span>icja <span class="_ _48"> </span>wartości <span class="_ _3d"> </span>sza<span class="_ _3"></span>cunkowych. </span></div><div class="t m0 x57 h2 y249 ff7 fs0 fc4 sc0 ls0 ws0">Zmiany <span class="_ _33"></span>w <span class="_ _0"></span>tych<span class="_ _3"></span> <span class="_ _33"></span>standardach <span class="_ _33"></span>zostały<span class="_ _3"></span> <span class="_ _33"></span>opublikowane <span class="_ _0"></span>w <span class="_ _33"></span>dniu <span class="_ _33"></span>12 <span class="_ _33"></span>lutego <span class="_ _33"></span>2021 <span class="_ _33"></span>roku <span class="_ _33"></span>i <span class="_ _0"></span>mają <span class="_ _33"></span>z<span class="_ _3"></span>astos<span class="_ _3"></span>owanie <span class="_ _0"></span>d<span class="_ _3"></span>o <span class="_ _33"></span>okresów </div><div class="t m0 x57 h2 y24a ff7 fs0 fc4 sc0 ls0 ws0">rocznych <span class="_ _48"> </span>rozpoczynaj<span class="_ _3"></span>ących <span class="_ _3d"> </span>s<span class="_ _3"></span>ię <span class="_ _3d"> </span>1 <span class="_ _3d"> </span>stycznia  2023 <span class="_ _3d"> </span>roku <span class="_ _3d"> </span>lub<span class="_ _0"></span><span class="ff1">  </span>później. <span class="_ _3d"> </span>Celem <span class="_ _3d"> </span>tych<span class="_ _3"></span> <span class="_ _3d"> </span>zmian <span class="_ _48"> </span>jest  położenie <span class="_ _3d"> </span>większego </div><div class="t m0 x57 h2 y24b ff7 fs0 fc4 sc0 ls0 ws0">nacisku <span class="_ _3b"> </span>na <span class="_ _3c"> </span>u<span class="_ _3"></span>jawnianie <span class="_ _3c"> </span>is<span class="_ _3"></span>totnych <span class="_ _3c"> </span>zas<span class="_ _3"></span>ad <span class="_ _3c"> </span>ra<span class="_ _3"></span>chunkowości <span class="_ _3c"> </span>oraz <span class="_ _3b"> </span>doprecyzo<span class="_ _3"></span>wanie <span class="_ _3c"> </span>chara<span class="_ _3"></span>kteru <span class="_ _3b"> </span>różnic <span class="_ _3c"> </span>p<span class="_ _3"></span>omiędzy </div><div class="t m0 x57 h2 y24c ff7 fs0 fc4 sc0 ls0 ws0">zmianami <span class="_ _0"></span>wartości <span class="_ _33"></span>szacunkowych<span class="_ _3"></span> <span class="_ _0"></span>a <span class="_ _33"></span>zmianami <span class="_ _0"></span>zasad<span class="_ _3"></span> <span class="_ _0"></span>(polityki) <span class="_ _33"></span>rachunkowości. <span class="_ _33"></span>Do <span class="_ _0"></span>dnia <span class="_ _33"></span>zatwierdzenia <span class="_ _0"></span>niniejsze<span class="_ _0"></span><span class="ff1">go </span></div><div class="t m0 x57 h2 y24d ff1 fs0 fc4 sc0 ls0 ws0">sprawozdania <span class="_ _3"></span>finansowego niezatwierdzone p<span class="_ _3"></span>rzez UE.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y24e ff1 fs0 fc4 sc0 ls0 ws0">-  <span class="ff7">Zmiany  do <span class="_ _49"> </span>MSR  8:  D<span class="_ _3"></span>efinicja  wartoś<span class="_ _3"></span>ci  szacunko<span class="_ _3"></span>wych  (op<span class="_ _3"></span>ublikowano  d<span class="_ _3"></span>nia  12  lutego<span class="_ _3"></span>  2021  roku)<span class="_ _3"></span> <span class="_ _3f"> </span>–</span>  do  dnia </div><div class="t m0 x57 h2 y24f ff1 fs0 fc4 sc0 ls0 ws0">zatwierdzenia <span class="_ _49"> </span>nin<span class="_ _3"></span>iejszego <span class="_ _49"> </span>sp<span class="_ _3"></span>rawozdan<span class="_ _3"></span>ia <span class="_ _49"> </span>finans<span class="_ _3"></span>owego <span class="_ _49"> </span>niezatwierdzo<span class="_ _3"></span>ne <span class="_ _49"> </span>przez <span class="_ _3f"> </span>UE <span class="_ _3f"> </span><span class="ff7">–</span> <span class="_ _49"> </span><span class="ff7">mające <span class="_ _49"> </span>zas<span class="_ _3"></span>tosowanie <span class="_ _3f"> </span>dla</span> </div><div class="t m0 x57 h2 y250 ff7 fs0 fc4 sc0 ls0 ws0">okresów rocznych rozp<span class="_ _3"></span>oczynających s<span class="_ _3"></span>ię dnia 1 stycznia 2023 roku<span class="_ _3"></span> lub późn<span class="_ _3"></span>iej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y251 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _33"></span><span class="ff7">Zmiany <span class="_ _33"></span>do <span class="_ _34"></span>MSR <span class="_ _33"></span>12: <span class="_ _33"></span>Podatek <span class="_ _33"></span>odroczony <span class="_ _33"></span>doty<span class="_ _3"></span>czący <span class="_ _33"></span>aktywów <span class="_ _33"></span>i <span class="_ _33"></span>zobowiązań <span class="_ _33"></span>p<span class="_ _3"></span>owstających <span class="_ _33"></span>na <span class="_ _33"></span>skutek <span class="_ _33"></span>pojedy<span class="_ _3"></span>nczej </span></div><div class="t m0 x57 h2 y252 ff1 fs0 fc4 sc0 ls0 ws0">transakcji <span class="_ _3"></span>(op<span class="_ _3"></span>ublikowano <span class="_ _3"></span>dnia <span class="_ _3"></span>7 <span class="_ _3"></span>maja <span class="_ _3"></span>2<span class="_ _3"></span>021 <span class="_ _3"></span>roku) <span class="_ _0"></span><span class="ff7">–</span> <span class="_ _3"></span>d<span class="_ _3"></span>o <span class="_ _3"></span>dnia <span class="_ _0"></span>zatwierdzenia <span class="_ _3"></span>nin<span class="_ _3"></span>iejszego <span class="_ _3"></span>sp<span class="_ _3"></span>rawozdania <span class="_ _3"></span>finans<span class="_ _3"></span>owego </div><div class="t m0 x57 h2 y253 ff1 fs0 fc4 sc0 ls0 ws0">niezatwierdzone <span class="_ _3d"> </span>przez <span class="_ _3d"> </span>UE <span class="_ _3d"> </span><span class="ff7">–</span> <span class="_ _3d"> </span><span class="ff7">mające <span class="_ _3d"> </span>zas<span class="_ _3"></span>tosowanie <span class="_ _3d"> </span>dla <span class="_ _3d"> </span>okresów <span class="_ _3d"> </span>rocznych <span class="_ _3d"> </span>ro<span class="_ _3"></span>zpoczynających <span class="_ _3d"> </span>s<span class="_ _3"></span>ię <span class="_ _3d"> </span>dnia <span class="_ _3d"> </span>1 <span class="_ _45"> </span>sty<span class="_ _3"></span>cznia </span></div><div class="t m0 x57 h2 y254 ff7 fs0 fc4 sc0 ls0 ws0">2023 roku lub pó<span class="_ _3"></span>źniej;<span class="ff1"> </span></div><div class="t m0 x57 h2 y255 ff1 fs0 fc4 sc0 ls0 ws0">- <span class="_ _3f"> </span>Zmiany <span class="_ _3f"> </span>do <span class="_ _3f"> </span>MSSF <span class="_ _3f"> </span>17 <span class="_ _3f"> </span>Umowy <span class="_ _3f"> </span>u<span class="_ _3"></span>bezpieczeniowe: <span class="_ _3f"> </span>Pierws<span class="_ _3"></span>ze <span class="_ _3f"> </span>zastosowan<span class="_ _3"></span>ie <span class="_ _3f"> </span>MSSF <span class="_ _3f"> </span>17 <span class="_ _3f"> </span>i <span class="_ _3f"> </span>MSSF <span class="_ _3f"> </span>9 <span class="_ _46"> </span><span class="ff7">–</span> <span class="_ _3f"> </span>Informacj<span class="_ _3"></span><span class="ls12">e </span></div><div class="t m0 x57 h2 y256 ff7 fs0 fc4 sc0 ls0 ws0">porównawcze  (opubliko<span class="_ _3"></span>wano  dnia  9  grudnia  2021  roku) <span class="_ _49"> </span><span class="ff1">-<span class="ls13">  </span>do  dnia  zatwierdzen<span class="_ _3"></span>ia  niniejszego  sprawozd<span class="_ _3"></span>ania </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 x54 y1f w1b ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">15<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff1 fs0 fc4 sc0 ls0 ws0">finansowego n<span class="_ _3"></span>iezatwierdzone<span class="_ _3"></span> przez <span class="_ _3"></span>UE <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">mające <span class="_ _3"></span>zastoso<span class="_ _3"></span>wanie dla <span class="_ _3"></span>okresów <span class="_ _3"></span>rocznych <span class="_ _3"></span>rozpoczynaj<span class="_ _3"></span>ących <span class="_ _3"></span>się dnia <span class="_ _3"></span>1 </span></div><div class="t m0 x57 h2 y189 ff7 fs0 fc4 sc0 ls0 ws0">stycznia 2023 roku<span class="_ _3"></span> lub później.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y4d ff7 fs0 fc4 sc0 ls0 ws0">Daty <span class="_ _33"></span>wejścia<span class="ff1"> <span class="_ _33"></span></span>w <span class="_ _0"></span>życie <span class="_ _33"></span>są <span class="_ _33"></span>datami <span class="_ _0"></span>wynikają<span class="_ _3"></span>cymi <span class="_ _0"></span>z <span class="_ _33"></span>treści <span class="_ _33"></span>standardów <span class="_ _33"></span>ogłoszonych <span class="_ _33"></span>przez <span class="_ _33"></span>Radę <span class="_ _0"></span>ds. <span class="_ _33"></span>Międzynarodo<span class="_ _3"></span>wej </div><div class="t m0 x57 h2 y15c ff7 fs0 fc4 sc0 ls0 ws0">Sprawozdawczości <span class="_ _3e"> </span>Finansowej. <span class="_ _3e"> </span>Daty <span class="_ _46"> </span>s<span class="_ _3"></span>tosowania <span class="_ _3e"> </span>standardów <span class="_ _3e"> </span>w <span class="_ _46"> </span>Unii <span class="_ _3e"> </span>Europejskiej <span class="_ _3e"> </span>mogą <span class="_ _46"> </span>ró<span class="_ _3"></span>żnić <span class="_ _46"> </span>się <span class="_ _3e"> </span>od <span class="_ _46"> </span>dat </div><div class="t m0 x57 h2 y15d ff7 fs0 fc4 sc0 ls0 ws0">stosowania <span class="_ _3d"> </span>wynikających<span class="_ _3"></span> <span class="_ _45"> </span>z <span class="_ _3d"> </span>treści <span class="_ _3d"> </span>standardów <span class="_ _3d"> </span>i <span class="_ _45"> </span>s<span class="_ _3"></span>ą <span class="_ _3d"> </span>ogłaszane <span class="_ _45"> </span>w <span class="_ _3d"> </span>m<span class="_ _0"></span><span class="ff1">omencie <span class="_ _45"> </span>za<span class="_ _3"></span>twierdzen<span class="_ _3"></span>ia <span class="_ _3d"> </span>do <span class="_ _45"> </span>s<span class="_ _3"></span>tosowania <span class="_ _3d"> </span>przez </span></div><div class="t m0 x57 h2 y15e ff7 fs0 fc4 sc0 ls0 ws0">Unię Europejską.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y257 ff7 fs0 fc4 sc0 ls0 ws0">W niniejs<span class="_ _3"></span>zym sp<span class="_ _3"></span>rawozdaniu <span class="_ _3"></span>finansowym <span class="_ _3"></span>Spółka <span class="_ _3"></span>nie zd<span class="_ _3"></span>ecydowała <span class="_ _3"></span>o wcześniejszy<span class="_ _3"></span>m zas<span class="_ _3"></span>tosowaniu <span class="_ _3"></span>opublikowan<span class="_ _3"></span>ych </div><div class="t m0 x57 h2 y258 ff7 fs0 fc4 sc0 ls0 ws0">standardó<span class="_ _3"></span>w <span class="_ _33"></span>lub <span class="_ _33"></span>interpretacji <span class="_ _33"></span>p<span class="_ _3"></span>rzed <span class="_ _33"></span>ich <span class="_ _33"></span>datą <span class="_ _34"></span>wejścia <span class="_ _33"></span>w <span class="_ _33"></span>życie <span class="_ _33"></span>ora<span class="_ _3"></span>z <span class="_ _33"></span>nie <span class="_ _33"></span>stos<span class="_ _3"></span>uje <span class="_ _33"></span>stand<span class="_ _3"></span>ardów <span class="_ _0"></span>opu<span class="_ _3"></span>bl<span class="_ _0"></span><span class="ff1">ikowanych<span class="_ _3"></span> <span class="_ _33"></span>przez </span></div><div class="t m0 x57 h2 y259 ff7 fs0 fc4 sc0 ls0 ws0">radę <span class="_ _42"> </span>Międzynarodowych <span class="_ _42"> </span>S<span class="_ _3"></span>tandard<span class="_ _3"></span>ów <span class="_ _42"> </span>Rachunkowości <span class="_ _42"> </span>lub<span class="_ _3"></span> <span class="_ _42"> </span>Komitet <span class="_ _42"> </span>ds. <span class="_ _42"> </span>Interp<span class="_ _3"></span>retacji <span class="_ _42"> </span>Międzynaro<span class="_ _3"></span>dowej </div><div class="t m0 x57 h2 ydb ff7 fs0 fc4 sc0 ls0 ws0">Sprawozdawczości Finan<span class="_ _3"></span>sowej, a n<span class="_ _3"></span>iezatwierdzonych przez <span class="_ _3"></span>Unię Europejską<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y25a ff7 fs0 fc4 sc0 ls0 ws0">Na <span class="_ _45"> </span>dzień <span class="_ _3d"> </span>zatwierdzenia <span class="_ _45"> </span>niniejs<span class="_ _3"></span>zego <span class="_ _45"> </span>sprawozd<span class="_ _3"></span>ania <span class="_ _45"></span>finansowego <span class="_ _45"> </span>do <span class="_ _3d"> </span>publikacji <span class="_ _45"> </span>Z<span class="_ _0"></span>arząd <span class="_ _45"> </span>nie <span class="_ _45"> </span>zakoń<span class="_ _3"></span>czył <span class="_ _45"></span>jeszcze <span class="_ _45"> </span>p<span class="_ _3"></span>rac </div><div class="t m0 x57 h2 y25b ff7 fs0 fc4 sc0 ls0 ws0">nad <span class="_ _0"></span>oceną <span class="_ _33"></span>wpływu <span class="_ _33"></span>wprowadz<span class="_ _3"></span>enia <span class="_ _0"></span>pozos<span class="_ _3"></span>tałych <span class="_ _33"></span>standardów <span class="_ _0"></span>ora<span class="_ _3"></span>z <span class="_ _0"></span>interpretacji<span class="_ _3"></span> <span class="_ _0"></span>na <span class="_ _33"></span>stosowan<span class="_ _3"></span>e <span class="_ _0"></span>przez <span class="_ _0"></span>Sp<span class="_ _3"></span>ółkę <span class="_ _0"></span>zas<span class="_ _3"></span>ady </div><div class="t m0 x57 h2 y25c ff7 fs0 fc4 sc0 ls0 ws0">(politykę) <span class="_ _33"></span>rachunko<span class="_ _3"></span>wości <span class="_ _33"></span>w <span class="_ _33"></span>odniesieniu <span class="_ _33"></span>do <span class="_ _33"></span>działaln<span class="_ _3"></span>ości <span class="_ _33"></span>Spółki <span class="_ _33"></span>lub <span class="_ _33"></span>jej <span class="_ _33"></span>wyników <span class="_ _33"></span>finansowych<span class="_ _3"></span>. <span class="_ _33"></span>Niemniej, <span class="_ _33"></span>w <span class="_ _33"></span>ocenie </div><div class="t m0 x57 h2 y70 ff7 fs0 fc4 sc0 ls0 ws0">Zarządu,<span class="_ _3"></span><span class="ff1"> <span class="_ _34"></span></span>wyżej <span class="_ _45"></span>wymienione <span class="_ _34"></span>z<span class="_ _3"></span>miany <span class="_ _34"></span>s<span class="_ _3"></span>tandardów <span class="_ _45"></span>nie <span class="_ _34"></span>będą <span class="_ _45"> </span>miały<span class="_ _3"></span> <span class="_ _34"></span>istotn<span class="_ _3"></span>ego <span class="_ _34"></span>wpływu <span class="_ _45"></span>na <span class="_ _34"></span>s<span class="_ _3"></span>prawozdanie <span class="_ _45"></span>finansowe </div><div class="t m0 x57 h13 y25d ff7 fs0 fc4 sc0 ls0 ws0">Spółki.<span class="ff5 fc3"> </span></div><div class="t m0 x57 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y168 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y169 ff2 fs0 fc0 sc0 ls4 ws0">7.<span class="ff4 ls0"> <span class="_ _43"> </span><span class="ff8">Przychody umów <span class="_ _3"></span>z klientami<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y25f ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _3d"> </span>z <span class="_ _3d"> </span>MSSF <span class="_ _3d"> </span>15 <span class="_ _3d"> </span>przychody<span class="_ _3"></span> <span class="_ _3d"> </span>ujmuje <span class="_ _3d"> </span>się <span class="_ _3d"> </span>w <span class="_ _3d"> </span>kwocie <span class="_ _3d"> </span>wynagrodzenia,<span class="_ _3"></span> <span class="_ _3d"> </span>które  –<span class="ff1"> <span class="_ _45"> </span>zgodnie <span class="_ _3d"> </span>z <span class="_ _3d"> </span>oczekiwan<span class="_ _3"></span>iem <span class="_ _3d"> </span>jednostki  </span>–<span class="_ _4f"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y260 ff7 fs0 fc0 sc0 ls0 ws0">przysługuje jej w z<span class="_ _3"></span><span class="ff1">amian za </span>przeka<span class="_ _3"></span>zanie przyrzeczon<span class="_ _3"></span>ych dóbr lub u<span class="_ _3"></span>sług klientowi.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y261 ff7 fs0 fc0 sc0 ls0 ws0">Do zakończenia k<span class="_ _3"></span>ontraktu we Francji, <span class="_ _3"></span>tj. 30.06.2021r. <span class="_ _3"></span>Spółka<span class="_ _3"></span> działa<span class="_ _3"></span><span class="ls14">ła</span><span class="ff1"> w segmencie </span>USŁUGI GÓRNI<span class="_ _3"></span>CZE<span class="ff1">. </span></div><div class="t m0 x57 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h13 y263 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _52"> </span><span class="ff8">Sprzedaż towar<span class="_ _3"></span>ów<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y264 ff7 fs0 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _3d"> </span>umowa <span class="_ _3d"> </span>zawiera <span class="_ _3d"> </span>tylko <span class="_ _3d"> </span>jedno <span class="_ _3d"> </span>zo<span class="_ _3"></span>bowiązanie <span class="_ _3d"> </span>do <span class="_ _3d"> </span>wykonan<span class="_ _3"></span>ia <span class="_ _3d"> </span>świadczenia  –<span class="ff1"> <span class="_ _3d"> </span></span>sprzedaż <span class="_ _3d"> </span>towaru, <span class="_ _3d"> </span>przych<span class="_ _3"></span>ód <span class="_ _3d"> </span>jest </div><div class="t m0 x57 h2 y265 ff7 fs0 fc0 sc0 ls0 ws0">rozpoznawany<span class="_ _3"></span> <span class="_ _0"></span>w <span class="_ _3"></span>okr<span class="_ _3"></span>eślonym <span class="_ _0"></span>mom<span class="_ _3"></span>encie, <span class="_ _3"></span>tj. <span class="_ _33"></span>gdy <span class="_ _0"></span>klient <span class="_ _0"></span>uzys<span class="_ _3"></span>ka <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad<span class="_ _3"></span> <span class="_ _3"></span>to<span class="_ _3"></span>warem <span class="_ _0"></span>(co <span class="_ _33"></span>do <span class="_ _0"></span>zasady <span class="_ _0"></span>w <span class="_ _0"></span>momencie </div><div class="t m0 x57 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">dostawy).  </div><div class="t m0 x57 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">-  <span class="_ _43"> </span>Wynagrodzenie zmienne<span class="_ _3"></span> </div><div class="t m0 x57 h2 y120 ff7 fs0 fc0 sc0 ls0 ws0">Niektóre <span class="_ _3f"> </span>umowy <span class="_ _3f"> </span>z <span class="_ _3f"> </span>klienta<span class="_ _3"></span>mi <span class="_ _3f"> </span>zawierają <span class="_ _3f"> </span>kwoty <span class="_ _3f"> </span>zmi<span class="_ _3"></span>enne <span class="_ _3f"> </span>wynagrodzen<span class="_ _3"></span>ia <span class="_ _3f"> </span>w <span class="_ _3f"> </span>związku <span class="_ _3f"> </span>z <span class="_ _3f"> </span>udzielaniem <span class="_ _3f"> </span>upus<span class="_ _3"></span>tów, </div><div class="t m0 x57 h2 y268 ff7 fs0 fc0 sc0 ls0 ws0">rabatów, <span class="_ _49"> </span>nak<span class="_ _3"></span>ładaniem <span class="_ _49"> </span>kar. <span class="_ _49"> </span>Zgodn<span class="_ _3"></span>ie <span class="_ _49"> </span>z <span class="_ _49"> </span>MSSF <span class="_ _3f"> </span>15, <span class="_ _49"> </span>jeśli <span class="_ _49"> </span>wynagrodzenie <span class="_ _3f"> </span>określone <span class="_ _49"> </span>w <span class="_ _49"> </span>umowie <span class="_ _49"> </span>o<span class="_ _3"></span>bejmuje <span class="_ _49"> </span>kwot<span class="_ _3"></span>ę </div><div class="t m0 x57 h2 y269 ff7 fs0 fc0 sc0 ls0 ws0">zmienną, <span class="_ _33"></span>jednostka <span class="_ _33"></span>osza<span class="_ _3"></span>cowuje <span class="_ _0"></span>kwot<span class="_ _3"></span>ę <span class="_ _33"></span>wynagrodzenia, <span class="_ _33"></span>do <span class="_ _33"></span>kt<span class="_ _3"></span>órego <span class="_ _0"></span>b<span class="_ _3"></span>ędzie <span class="_ _0"></span>u<span class="_ _3"></span>p<span class="_ _3"></span><span class="ff1">ra<span class="_ _3"></span>wniona <span class="_ _33"></span>w <span class="_ _33"></span>zamian <span class="_ _33"></span>za <span class="_ _33"></span>przekazan<span class="_ _3"></span>ie </span></div><div class="t m0 x57 h2 y26a ff7 fs0 fc0 sc0 ls0 ws0">przyrzeczonych <span class="_ _3c"> </span>dóbr <span class="_ _3c"> </span>lub <span class="_ _3c"> </span>usług <span class="_ _3c"> </span>na <span class="_ _3c"> </span>rzecz <span class="_ _3e"> </span>kli<span class="_ _3"></span>enta <span class="_ _3c"> </span>i <span class="_ _3e"> </span>zalic<span class="_ _3"></span>za <span class="_ _3c"> </span>do <span class="_ _3e"> </span>ceny <span class="_ _3c"> </span>trans<span class="_ _3"></span>akcyjnej <span class="_ _3c"> </span>część <span class="_ _3c"> </span>lub <span class="_ _3c"> </span>całość <span class="_ _3c"> </span>kwoty </div><div class="t m0 x57 h2 y26b ff7 fs0 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _3d"> </span>zmiennego <span class="_ _45"></span>wyłącznie <span class="_ _3d"> </span>w <span class="_ _34"></span>ta<span class="_ _3"></span>kim <span class="_ _45"></span>zakresie, <span class="_ _45"> </span>w <span class="_ _3d"> </span>jakim <span class="_ _45"></span>istnieje <span class="_ _45"> </span>wys<span class="_ _3"></span>okie <span class="_ _45"> </span>prawdopod<span class="_ _3"></span>obieństwo, <span class="_ _3d"> </span>że <span class="_ _45"></span>nie </div><div class="t m0 x57 h2 y124 ff7 fs0 fc0 sc0 ls0 ws0">nastąpi <span class="_ _34"></span>od<span class="_ _3"></span>wrócenie <span class="_ _34"></span>znaczącej <span class="_ _34"></span>częś<span class="_ _3"></span>ci <span class="_ _34"></span>kwoty <span class="_ _34"></span>wcześniej <span class="_ _34"></span>ujęt<span class="_ _3"></span>ych <span class="_ _34"></span>skumulowan<span class="_ _3"></span>ych <span class="_ _34"></span>przychodów <span class="_ _34"></span>w <span class="_ _34"></span>mom<span class="_ _3"></span>encie, <span class="_ _34"></span>kiedy </div><div class="t m0 x57 h2 y26c ff7 fs0 fc0 sc0 ls0 ws0">ustanie niepewność co d<span class="_ _3"></span>o wysokoś<span class="_ _3"></span>ci wynagrodzenia zmienn<span class="_ _3"></span>ego. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y26d ff1 fs0 fc0 sc0 ls0 ws0">-  <span class="_ _43"> </span>Gwarancje </div><div class="t m0 x57 h2 y26e ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _45"></span>udziela <span class="_ _34"></span>gwarancji <span class="_ _45"></span>na <span class="_ _34"></span>s<span class="_ _3"></span>przedawane <span class="_ _45"></span>towary. <span class="_ _34"></span>Zazwycz<span class="_ _3"></span>aj <span class="_ _45"></span>gwarancje <span class="_ _34"></span>stan<span class="_ _3"></span>owią <span class="_ _34"></span>zape<span class="_ _3"></span>wnienie <span class="_ _34"></span>klienta<span class="_ _33"></span>, <span class="_ _34"></span>że <span class="_ _34"></span>d<span class="_ _3"></span>any </div><div class="t m0 x57 h2 y26f ff1 fs0 fc0 sc0 ls0 ws0">produkt  jest <span class="_ _3d"> </span>zgod<span class="_ _3"></span>ny <span class="_ _3d"> </span>z<span class="_ _3"></span> <span class="ff7">ustaloną  przez <span class="_ _3d"> </span>stron<span class="_ _3"></span>y <span class="_ _3d"> </span>sp<span class="_ _3"></span>ecyfikacją <span class="_ _48"> </span>i <span class="_ _3d"> </span>n<span class="_ _3"></span>ie <span class="_ _3d"> </span>s<span class="_ _3"></span>tanowią  dodatkowej <span class="_ _3d"> </span>us<span class="_ _3"></span>ługi.  W <span class="_ _3d"> </span>konsekwencji, </span></div><div class="t m0 x57 h2 y42 ff7 fs0 fc0 sc0 ls0 ws0">większość <span class="_ _45"></span>istniejących <span class="_ _45"> </span>g<span class="_ _3"></span>warancji <span class="_ _45"> </span>nad<span class="_ _3"></span>al <span class="_ _45"></span>jest <span class="_ _45"></span>ujmowana <span class="_ _45"> </span>zgo<span class="_ _3"></span>dnie <span class="_ _45"></span>z <span class="_ _45"></span>MSR <span class="_ _45"> </span>37 <span class="_ _45"> </span>Rez<span class="_ _3"></span>erwy, <span class="_ _34"></span>zo<span class="_ _3"></span>bowiązan<span class="_ _3"></span>ia <span class="_ _45"></span>warunkowe <span class="_ _45"> </span>i </div><div class="t m0 x57 h2 y270 ff1 fs0 fc0 sc0 ls0 ws0">aktywa <span class="_ _3d"> </span>warun<span class="_ _3"></span>kowe. <span class="_ _3d"> </span>Niemniej  jednak, <span class="_ _3d"> </span><span class="ff7">niektóre <span class="_ _3d"> </span>n<span class="_ _3"></span>iestandardowe <span class="_ _3d"> </span>umowy <span class="_ _48"> </span>z</span> <span class="ff7">klien<span class="_ _3"></span>tami <span class="_ _3d"> </span>mogą  zawierać <span class="_ _45"> </span>gwaran<span class="_ _3"></span>cje </span></div><div class="t m0 x57 h2 y271 ff7 fs0 fc0 sc0 ls0 ws0">rozszerzone, <span class="_ _3d"> </span>które <span class="_ _3d"> </span>do <span class="_ _3d"> </span>d<span class="_ _3"></span>nia <span class="_ _3d"> </span>31.12.2017r. <span class="_ _3d"> </span>były <span class="_ _3d"> </span>ujmowane <span class="_ _3d"> </span>zgod<span class="_ _3"></span>nie <span class="_ _3d"> </span>MSR <span class="_ _3d"> </span>37. <span class="_ _3d"> </span>Zgodnie <span class="_ _3d"> </span>z <span class="_ _3d"> </span>MSSF<span class="_ _0"></span><span class="ff1"> 15 <span class="_ _3d"> </span>taka <span class="_ _3d"> </span>gwaran<span class="_ _3"></span>cja </span></div><div class="t m0 x57 h2 y272 ff7 fs0 fc0 sc0 ls0 ws0">stanowi <span class="_ _3d"> </span>oddzielną <span class="_ _3d"> </span>usługę <span class="_ _3d"> </span>–<span class="ff1"> <span class="_ _45"> </span></span>u<span class="_ _3"></span>jmowaną <span class="_ _3d"> </span>jako <span class="_ _3d"> </span>zobowiązanie <span class="_ _3d"> </span>do <span class="_ _45"> </span>wykon<span class="_ _3"></span>ania <span class="_ _3d"> </span>świadczenia, <span class="_ _45"> </span>d<span class="_ _3"></span>o <span class="_ _45"> </span>kt<span class="_ _3"></span>ór<span class="_ _3"></span>ej <span class="_ _3d"> </span>przypisuje <span class="_ _3d"> </span>się </div><div class="t m0 x57 h2 y273 ff7 fs0 fc0 sc0 ls0 ws0">część ceny transak<span class="_ _3"></span>cyjnej.<span class="ff1"> </span></div><div class="t m0 x57 h2 y274 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3d"> </span>o<span class="_ _3"></span>kresie <span class="_ _3d"> </span>o<span class="_ _3"></span>bjętym <span class="_ _48"> </span>niniejszym  sprawozdaniem <span class="_ _3d"> </span>finan<span class="_ _3"></span>sowym  nie<span class="_ _1"></span> <span class="_ _3d"> </span>wys<span class="_ _3"></span>tąpiły  przypadki <span class="_ _3d"> </span>skutkują<span class="_ _3"></span>ce <span class="_ _3d"> </span>wystą<span class="_ _3"></span>pieniem </div><div class="t m0 x57 h2 y275 ff7 fs0 fc0 sc0 ls0 ws0">korekt dotyczący<span class="_ _3"></span>ch przychodów ze sprzedaży<span class="_ _3"></span> towarów.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h13 y276 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _47"> </span><span class="ff8">Sprzedaż pakietu dóbr i u<span class="_ _3"></span>sług lub pakietu kilku u<span class="_ _3"></span>sług, świa<span class="_ _3"></span>dczonych w<span class="_ _3"></span> różnym okresie<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y277 ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _3d"> </span>z <span class="_ _45"> </span>MSSF <span class="_ _3d"> </span>15, <span class="_ _3d"> </span>cenę <span class="_ _45"> </span>tra<span class="_ _3"></span>nsak<span class="_ _3"></span>cyjną <span class="_ _45"> </span>p<span class="_ _3"></span>rzypisuje <span class="_ _3d"> </span>się <span class="_ _45"> </span>do <span class="_ _3d"> </span>każdego <span class="_ _3d"> </span>zobowiązania <span class="_ _3d"> </span>do <span class="_ _3d"> </span>wykonania <span class="_ _3d"> </span>świadczenia <span class="_ _3d"> </span>na </div><div class="t m0 x57 h2 y278 ff7 fs0 fc0 sc0 ls0 ws0">podstawie propo<span class="_ _3"></span>rcjonalnej indywidualnej ceny<span class="_ _3"></span> sprzedaży<span class="_ _3"></span>. <span class="ff1"> </span></div><div class="t m0 x57 h2 y279 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3f"> </span>ramach <span class="_ _46"> </span>świadczenia <span class="_ _46"> </span>usług <span class="_ _3f"> </span>górniczy<span class="_ _3"></span>ch <span class="_ _3f"> </span>Spół<span class="_ _3"></span>ka <span class="_ _3f"> </span>przenosi <span class="_ _46"> </span>kontrolę <span class="_ _46"> </span>i <span class="_ _3f"> </span>tym<span class="_ _3"></span><span class="ff1"> <span class="_ _46"> </span></span>samym <span class="_ _3f"> </span>spełnia <span class="_ _46"> </span>zobowiązan<span class="_ _3"></span>ie <span class="_ _3f"> </span>do </div><div class="t m0 x57 h2 y27a ff7 fs0 fc0 sc0 ls0 ws0">wykonania ś<span class="_ _3"></span>wiadczenia w<span class="ff1"> </span>mia<span class="_ _3"></span>rę upływu czas<span class="_ _3"></span>u otrzymując jednocześn<span class="_ _3"></span>ie wynagrodzenie za ś<span class="_ _3"></span>wiadczone usłu<span class="_ _3"></span>gi.<span class="_ _3"></span><span class="ff1"> </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 x54 y27b w20 h3d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">16<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y5 ff7 fs0 fc0 sc0 ls0 ws0">Spółka rozpo<span class="_ _3"></span>znaje przychody w korespo<span class="_ _3"></span>ndencji z pozy<span class="_ _3"></span>cją „Należności z ty<span class="_ _3"></span>tułu dostaw i usług”. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y27c ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>MSSF <span class="_ _0"></span>15, <span class="_ _0"></span>jeśli <span class="_ _0"></span>j<span class="_ _3"></span>ednos<span class="_ _3"></span>tka <span class="_ _0"></span>spełnia <span class="_ _0"></span>zobowiązan<span class="_ _3"></span>ie, <span class="_ _3"></span>d<span class="_ _3"></span>okonując <span class="_ _0"></span>przeka<span class="_ _3"></span>zania <span class="_ _0"></span>dóbr <span class="_ _0"></span>lub <span class="_ _0"></span>us<span class="_ _3"></span>ług <span class="_ _0"></span>klientowi, <span class="_ _0"></span>zanim </div><div class="t m0 x57 h2 y27d ff7 fs0 fc0 sc0 ls0 ws0">klient <span class="_ _3f"> </span>zapł<span class="_ _3"></span>aci <span class="_ _3f"> </span>wynagrodzenie <span class="_ _46"> </span>lub <span class="_ _3f"> </span>przed <span class="_ _46"> </span>terminem <span class="_ _3f"> </span>jego <span class="_ _3f"> </span>wymagaln<span class="_ _3"></span>ości, <span class="_ _3f"> </span>jedn<span class="_ _3"></span>ostka <span class="_ _3f"> </span>przedstawia <span class="_ _46"> </span>umowę <span class="_ _3f"> </span>jako </div><div class="t m0 x57 h2 y27e ff7 fs0 fc0 sc0 ls0 ws0">składnik <span class="_ _45"> </span>ak<span class="_ _3"></span>tywów <span class="_ _34"></span>z <span class="_ _45"> </span>tytu<span class="_ _3"></span>łu <span class="_ _45"></span>umowy, <span class="_ _45"></span>z<span class="_ _3"></span><span class="ff1"> </span>wyłączeni<span class="_ _3"></span>em <span class="_ _45"></span>wszelkich <span class="_ _45"> </span>kwot <span class="_ _45"> </span>przed<span class="_ _3"></span>stawia<span class="_ _3"></span>nych <span class="_ _45"> </span>jak<span class="_ _3"></span>o <span class="_ _45"></span>należności. <span class="_ _45"> </span>W <span class="_ _45"> </span>okresie </div><div class="t m0 x57 h2 y27f ff7 fs0 fc0 sc0 ls0 ws0">objętym niniejszym s<span class="_ _3"></span>prawozdaniem finans<span class="_ _3"></span>owym w Spółce <span class="_ _3"></span>nie wystąpił<span class="_ _3"></span>y takie przypadki.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h13 y280 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _47"> </span><span class="ff8">Zaliczki otrzymane od klientów<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y281 ff7 fs0 fc0 sc0 ls0 ws0">Spółka prezentu<span class="_ _3"></span>je zaliczki otrzymane od<span class="_ _3"></span> klientów w pozycji „Krót<span class="_ _3"></span>koterminowe pozos<span class="_ _3"></span>tałe zobowiązan<span class="_ _3"></span>ia<span class="_ _0"></span><span class="ls15">”.</span><span class="ff1"> </span></div><div class="t m0 x57 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _45"> </span><span class="ff7">z <span class="_ _3d"> </span>MSSF <span class="_ _45"></span>15, <span class="_ _45"> </span>Spół<span class="_ _3"></span>ka <span class="_ _45"> </span>ocenia <span class="_ _3d"> </span>czy <span class="_ _45"></span>umowa <span class="_ _45"> </span>zawi<span class="_ _3"></span>era <span class="_ _45"> </span>istotn<span class="_ _3"></span>y <span class="_ _45"> </span>element <span class="_ _45"> </span>finanso<span class="_ _3"></span>wania. <span class="_ _45"> </span>Spół<span class="_ _3"></span>ka <span class="_ _45"> </span>zdecydo<span class="_ _3"></span>wała <span class="_ _45"> </span>się </span></div><div class="t m0 x57 h2 y283 ff7 fs0 fc0 sc0 ls0 ws0">skorzysta<span class="_ _3"></span>ć <span class="_ _3f"> </span>z<span class="ff1"> </span>praktycznego <span class="_ _3f"> </span>rozwiązania, <span class="_ _3f"> </span>zgo<span class="_ _3"></span>dnie <span class="_ _3f"> </span>z <span class="_ _3f"> </span>którym <span class="_ _3f"> </span>nie <span class="_ _3f"> </span>koryguje <span class="_ _3f"> </span>przy<span class="_ _3"></span>rzeczonej <span class="_ _3f"> </span>kwoty <span class="_ _3f"> </span>wyn<span class="_ _3"></span>agrodzenia <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y284 ff7 fs0 fc0 sc0 ls0 ws0">o <span class="_ _33"></span>wpływ <span class="_ _33"></span>istotn<span class="_ _3"></span>ego <span class="_ _33"></span>elementu <span class="_ _33"></span>finans<span class="_ _3"></span>owania, <span class="_ _33"></span>jeśli <span class="_ _33"></span>w <span class="_ _33"></span>momen<span class="_ _3"></span>ci<span class="_ _3"></span>e <span class="_ _33"></span>zawarcia <span class="_ _33"></span>umo<span class="_ _3"></span>wy <span class="_ _33"></span>oczekuje,<span class="_ _3"></span> <span class="_ _33"></span>że <span class="_ _33"></span>okres <span class="_ _33"></span>od <span class="_ _34"></span>momentu </div><div class="t m0 x57 h2 y285 ff7 fs0 fc0 sc0 ls0 ws0">przekazania <span class="_ _45"> </span>przy<span class="_ _3"></span>rzeczonego <span class="_ _34"></span>dob<span class="_ _3"></span>ra <span class="_ _45"></span>lub <span class="_ _34"></span>usłu<span class="_ _3"></span>gi <span class="_ _34"></span>kliento<span class="_ _3"></span>wi <span class="_ _34"></span>do <span class="_ _45"> </span>momentu <span class="_ _45"> </span>zapłat<span class="_ _3"></span>y <span class="_ _34"></span>za <span class="_ _45"></span>dobro <span class="_ _45"></span>lub <span class="_ _34"></span>u<span class="_ _3"></span>sługę <span class="_ _34"></span>p<span class="_ _3"></span>rzez <span class="_ _45"></span>klienta </div><div class="t m0 x57 h2 y286 ff7 fs0 fc0 sc0 ls0 ws0">wyniesie <span class="_ _45"> </span>n<span class="_ _3"></span>ie <span class="_ _45"> </span>w<span class="_ _3"></span>ięcej <span class="_ _3d"> </span>niż <span class="_ _45"> </span>jede<span class="_ _3"></span>n <span class="_ _3d"> </span>rok. <span class="_ _45"> </span>Dlatego <span class="_ _3d"> </span>też, <span class="_ _3d"> </span>dla <span class="_ _3d"> </span>krótkoterminowych <span class="_ _45"> </span>zalicz<span class="_ _3"></span>ek <span class="_ _3d"> </span>Spółka <span class="_ _3d"> </span>nie <span class="_ _45"> </span>wydziela <span class="_ _3d"> </span>ist<span class="_ _0"></span><span class="ff1">otnego </span></div><div class="t m0 x57 h2 y287 ff1 fs0 fc0 sc0 ls0 ws0">elementu finansowania.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y288 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3d"> </span>p<span class="_ _3"></span>rzypadku<span class="_ _3"></span> <span class="_ _3d"> </span>umów  z <span class="_ _3d"> </span>klientami,  dla <span class="_ _3d"> </span>kt<span class="_ _3"></span>órych  okres <span class="_ _3d"> </span>pomiędzy  przekazaniem <span class="_ _3d"> </span>przy<span class="_ _3"></span>rzeczonego  dobra <span class="_ _3d"> </span>lub<span class="_ _3"></span> <span class="_ _48"> </span>usługi </div><div class="t m0 x57 h2 y211 ff7 fs0 fc0 sc0 ls0 ws0">klientowi <span class="_ _45"></span>a <span class="_ _45"> </span>mom<span class="_ _3"></span>entem <span class="_ _45"> </span>zapł<span class="_ _3"></span>aty <span class="_ _45"></span>za <span class="_ _45"> </span>d<span class="_ _3"></span>obro <span class="_ _45"></span>lub <span class="_ _45"> </span>usługę <span class="_ _3d"> </span>przekracza <span class="_ _45"> </span>jeden <span class="_ _45"> </span>ro<span class="_ _3"></span>k <span class="_ _45"> </span>Spółka<span class="_ _3"></span> <span class="_ _34"></span>o<span class="_ _3"></span>cenia, <span class="_ _45"> </span>że <span class="_ _45"> </span>u<span class="_ _3"></span>mowy <span class="_ _45"></span>zawierają </div><div class="t m0 x57 h2 y289 ff1 fs0 fc0 sc0 ls0 ws0">istotny element finan<span class="_ _3"></span>sowania.  </div><div class="t m0 x1a h13 y28a ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _53"> </span><span class="ff2">Wymogi w zakresie pr<span class="_ _3"></span>ezentacji i ujawnian<span class="_ _3"></span>ia informacji<span class="_ _3"></span> </span></span></div><div class="t m0 x57 h2 y28b ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _34"></span>przeds<span class="_ _3"></span>tawiła <span class="_ _33"></span>u<span class="_ _3"></span>jęte <span class="_ _34"></span>przychody <span class="_ _34"></span>z <span class="_ _34"></span>tytułu <span class="_ _34"></span>umów <span class="_ _34"></span>z <span class="_ _34"></span>klientami <span class="_ _34"></span>w <span class="_ _34"></span>podziale <span class="_ _34"></span>na <span class="_ _34"></span>ka<span class="_ _3"></span>tegorie, <span class="_ _34"></span>które <span class="_ _34"></span>odzwierciedlają </div><div class="t m0 x57 h2 y239 ff7 fs0 fc0 sc0 ls0 ws0">sposób, <span class="_ _3c"> </span>w <span class="_ _3c"> </span>jaki <span class="_ _3c"> </span>czyn<span class="_ _3"></span>niki <span class="_ _3c"> </span>ekonomiczne <span class="_ _3b"> </span>wpływają <span class="_ _3c"> </span>na <span class="_ _3b"> </span>charakter, <span class="_ _3c"> </span>kwotę, <span class="_ _3c"> </span>ter<span class="_ _3"></span>min <span class="_ _3c"> </span>płatności <span class="_ _3c"> </span>ora<span class="_ _3"></span>z <span class="_ _3c"> </span>niepewność </div><div class="t m0 x57 h2 y5d ff7 fs0 fc0 sc0 ls0 ws0">przychodów i p<span class="_ _3"></span>rzepływów pieniężnych. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y28c ff1 fs0 fc0 sc0 ls0 ws0">Segment  US<span class="ff7">ŁUGI <span class="_ _48"> </span>GÓRNICZE  obejmuje  usługi  w<span class="_ _1"></span>ykonawcze  budownictwa  górniczego<span class="ff1">,  </span>usługi  utrzymania  ruchu </span></div><div class="t m0 x57 h2 y28d ff7 fs0 fc0 sc0 ls0 ws0">poeksploatacyjn<span class="_ _3"></span>ego instalacji górniczych k<span class="_ _3"></span>opalni so<span class="_ _3"></span>li potasowej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y28e ff7 fs0 fc0 sc0 ls0 ws0">Poniższa  tabela  przedstawia  podstawowe  informacje  finansowe  dotyczące  segmentu  operacyjnego  <span class="ff1">-  </span><span class="fc5">USŁUGI </span></div><div class="t m0 x57 h2 y28f ff1 fs0 fc5 sc0 ls0 ws0">G<span class="ff7">ÓRNICZE</span><span class="fc0">: </span></div></div><div class="c x57 y290 w21 h1c"><div class="t m0 xd h11 y1 ff9 fs8 fc3 sc0 ls0 ws0"> </div></div><div class="c x58 y290 w22 h1c"><div class="t m0 x35 hc y291 ff2 fs0 fc0 sc0 ls0 ws0">Od 01.01.2021<span class="ls5">  <span class="ls9">do </span></span></div><div class="t m0 x17 hc ybe ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x59 y290 w23 h1c"><div class="t m0 x34 hc y291 ff2 fs0 fc0 sc0 ls0 ws0">Od 01.01.2020  do </div><div class="t m0 x5a hc ybe ff2 fs0 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x57 y292 w21 h17"><div class="t m0 x5b hc y6f ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x58 y292 w22 h17"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x59 y292 w23 h17"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x57 y293 w21 h3e"><div class="t m0 xd h2 y291 ff7 fs0 fc0 sc0 ls0 ws0">Przychody n<span class="_ _3"></span>etto ze sprzedaży produkt<span class="_ _3"></span>ów, towarów i </div><div class="t m0 xd h2 y294 ff7 fs0 fc0 sc0 ls0 ws0">materiałów<span class="ff1"> </span></div></div><div class="c x58 y293 w22 h3e"><div class="t m0 x5c hf yea ff1 fs1 fc0 sc0 ls8 ws0">16 018<span class="ls0"> </span></div></div><div class="c x59 y293 w23 h3e"><div class="t m0 x4e h2 yea ff1 fs1 fc0 sc0 ls8 ws0">26 996<span class="fs0 ls0"> </span></div></div><div class="c x57 y295 w21 h16"><div class="t m0 xd h2 y296 ff7 fs0 fc0 sc0 ls0 ws0">Koszty sp<span class="_ _3"></span>rzedanych produktów, towarów i <span class="_ _3"></span>materiałów<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x58 y295 w22 h16"><div class="t m0 x5c hf y71 ff1 fs1 fc0 sc0 ls8 ws0">13 984<span class="ls0"> </span></div></div><div class="c x59 y295 w23 h16"><div class="t m0 x4e hf y71 ff1 fs1 fc0 sc0 ls8 ws0">22 391<span class="ls0"> </span></div></div><div class="c x57 y297 w21 h16"><div class="t m0 xd hc y296 ff2 fs0 fc0 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- wynik brutto<span class="_ _3"></span> na <span class="ff8">sp<span class="_ _3"></span>rzedaży</span> </div></div><div class="c x58 y297 w22 h16"><div class="t m0 x1c hc y296 ff2 fs0 fc0 sc0 ls0 ws0">2 034 </div></div><div class="c x59 y297 w23 h16"><div class="t m0 x5d hc y296 ff2 fs0 fc0 sc0 ls0 ws0">4 605 </div></div><div class="c x57 y298 w21 h3f"><div class="t m0 xd h2 y76 ff7 fs0 fc0 sc0 ls0 ws0">Koszty ogólnego za<span class="_ _3"></span>rządu<span class="ff1"> </span></div></div><div class="c x58 y298 w22 h3f"><div class="t m0 x1c h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">1 658 </div></div><div class="c x59 y298 w23 h3f"><div class="t m0 x5d h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">2 408 </div></div><div class="c x57 y299 w21 h40"><div class="t m0 xd hc y71 ff2 fs0 fc0 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik na sp<span class="_ _3"></span>rzedaży</span> </div></div><div class="c x58 y299 w22 h40"><div class="t m0 x5e hc y71 ff2 fs0 fc0 sc0 ls4 ws0">376<span class="ls0"> </span></div></div><div class="c x59 y299 w23 h40"><div class="t m0 x5d hc y71 ff2 fs0 fc0 sc0 ls0 ws0">2 197 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y29a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y29b ff7 fs0 fc0 sc0 ls0 ws0">Poniższa tab<span class="_ _3"></span>ela przedstawia pods<span class="_ _3"></span>tawowe informacje finans<span class="_ _3"></span>owe dotyczące pozo<span class="_ _3"></span>stałej sp<span class="_ _3"></span>rzedaży<span class="_ _3"></span><span class="ff1 fc3"> </span></div><div class="t m0 x57 h2 y29c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y1d2 w24 h41"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y1d2 w25 h41"><div class="t m0 x0 hc y29d ff2 fs0 fc0 sc0 ls5 ws0">      <span class="ls0">Od 01.01.2021  </span></div><div class="t m0 x0 hc y29e ff2 fs0 fc0 sc0 ls5 ws0">      <span class="ls0">do 31.12.2021 </span></div></div><div class="c x60 y1d2 w26 h41"><div class="t m0 x0 hc y29d ff2 fs0 fc0 sc0 ls5 ws0">        <span class="ls0">Od 01.01.20<span class="ls4">20</span>  </span></div><div class="t m0 xd hc y29e ff2 fs0 fc0 sc0 ls5 ws0">      <span class="ls0">do 31.12.20<span class="ls4">20</span> </span></div></div><div class="c x38 y1d3 w24 h32"><div class="t m0 xd h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">Przychody n<span class="_ _3"></span>etto ze sprzedaży produkt<span class="_ _3"></span>ów, towarów i materiałów<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5f y1d3 w25 h32"><div class="t m0 x4e h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x60 y1d3 w26 h32"><div class="t m0 x14 h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">603<span class="ls0"> </span></div></div><div class="c x38 y1d4 w24 h32"><div class="t m0 xd h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">Koszty sp<span class="_ _3"></span>rzedanych produktów, towarów i <span class="_ _3"></span>materiałów<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x5f y1d4 w25 h32"><div class="t m0 x43 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y1d4 w26 h32"><div class="t m0 x18 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y1d5 w24 h42"><div class="t m0 xd hc yff ff2 fs0 fc0 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik brutt<span class="_ _3"></span>o na sprzed<span class="_ _3"></span>aży<span class="ff1"> </span></span></div></div><div class="c x5f y1d5 w25 h42"><div class="t m0 x4e hc yff ff2 fs0 fc0 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x60 y1d5 w26 h42"><div class="t m0 x14 hc yff ff2 fs0 fc0 sc0 ls4 ws0">603<span class="ls0"> </span></div></div><div class="c x38 y29f w24 h32"><div class="t m0 xd h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">Koszty <span class="ff7">ogóln<span class="_ _3"></span>ego zarządu</span> </div></div><div class="c x5f y29f w25 h32"><div class="t m0 x4e h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">3<span class="ls4">81</span> </div></div><div class="c x60 y29f w26 h32"><div class="t m0 x14 h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">315<span class="ls0"> </span></div></div><div class="c x38 y2a0 w24 h32"><div class="t m0 xd hc y29e ff2 fs0 fc0 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik na s<span class="_ _3"></span>przedaży<span class="ff1"> </span></span></div></div><div class="c x5f y2a0 w25 h32"><div class="t m0 x38 hc y29e ff2 fs0 fc0 sc0 ls4 ws0">86<span class="ls0"> </span></div></div><div class="c x60 y2a0 w26 h32"><div class="t m0 x14 hc y29e ff2 fs0 fc0 sc0 ls4 ws0">288<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y132 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x54 y2a1 w27 h43" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">17<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff7 fs0 fc0 sc0 ls0 ws0">Poniższa tab<span class="_ _3"></span>ela przedstawia strukt<span class="_ _3"></span>urę geograficzną przycho<span class="_ _3"></span>dów<span class="_ _3"></span><span class="ff1">: </span></div></div><div class="c x38 y27e w24 h44"><div class="t m0 xd h2 y29e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y27e w28 h44"><div class="t m0 x0 hc y2a2 ff2 fs0 fc0 sc0 ls5 ws0">      <span class="ls0">Od 01.01.2021  </span></div><div class="t m0 x0 hc y29e ff2 fs0 fc0 sc0 ls5 ws0">      <span class="ls0">do 31.12.2021 </span></div></div><div class="c x60 y27e w29 h44"><div class="t m0 xd hc y2a2 ff2 fs0 fc0 sc0 ls5 ws0">         <span class="ls0">Od 01.01.20<span class="ls4">20</span>  </span></div><div class="t m0 x61 hc y29e ff2 fs0 fc0 sc0 ls5 ws0">       <span class="ls0">do 31.12.20<span class="ls16">20</span> </span></div></div><div class="c x38 y2a3 w24 h32"><div class="t m0 xd h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">Region Geograficzny<span class="_ _3"></span> </div></div><div class="c x5f y2a3 w28 h32"><div class="t m0 x15 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y2a3 w29 h32"><div class="t m0 x4 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y2a4 w24 h42"><div class="t m0 xd h2 yff ff1 fs0 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x5f y2a4 w28 h42"><div class="t m0 x4e h2 yff ff1 fs0 fc0 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x60 y2a4 w29 h42"><div class="t m0 x15 h2 yff ff1 fs0 fc0 sc0 ls4 ws0">603<span class="ls0"> </span></div></div><div class="c x38 y2a5 w24 h32"><div class="t m0 xd h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">Unia Europejska<span class="_ _3"></span> </div></div><div class="c x5f y2a5 w28 h32"><div class="t m0 x39 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">16 018 </div></div><div class="c x60 y2a5 w29 h32"><div class="t m0 x62 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">26 996 </div></div><div class="c x38 y2a6 w24 h32"><div class="t m0 xd hc y29e ff8 fs0 fc0 sc0 ls0 ws0">Przychody z tytułu d<span class="_ _3"></span>ostaw i usług, razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x5f y2a6 w28 h32"><div class="t m0 x39 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">16 485 </div></div><div class="c x60 y2a6 w29 h32"><div class="t m0 x62 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">27 599 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2a7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">Informacja <span class="_ _3f"> </span>na <span class="_ _49"> </span>temat <span class="_ _3f"> </span>głównych <span class="_ _49"> </span>zewnętrzny<span class="_ _3"></span>ch <span class="_ _3f"> </span>klientów, <span class="_ _49"> </span>od <span class="_ _3f"> </span>których <span class="_ _49"> </span>przych<span class="_ _3"></span>ody <span class="_ _49"> </span>p<span class="_ _3"></span>rzekraczają <span class="_ _49"> </span>10% <span class="_ _3f"> </span>lub <span class="_ _49"> </span>więcej </div><div class="t m0 x57 hc y2a9 ff7 fs0 fc0 sc0 ls0 ws0">łącznych przy<span class="_ _3"></span>chodów Grupy Emitenta<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y2aa ff1 fs0 fc0 sc0 ls0 ws0">Za <span class="_ _33"></span>okres <span class="_ _0"></span>o<span class="_ _3"></span>d <span class="_ _33"></span>stycznia <span class="_ _33"></span>do <span class="_ _33"></span>grudnia <span class="_ _33"></span><span class="ls4">202</span>1 <span class="_ _33"></span><span class="ff7">roku <span class="_ _33"></span>kryterium <span class="_ _33"></span>ilościowe, <span class="_ _33"></span>określające <span class="_ _33"></span>klienta<span class="_ _3"></span> <span class="_ _33"></span>głównego <span class="_ _33"></span>zos<span class="_ _3"></span>tało <span class="_ _33"></span>osiągnięte </span> </div><div class="t m0 x57 h2 y1ba ff1 fs0 fc0 sc0 ls17 ws0">z <span class="_ _34"></span><span class="ls0">jed<span class="_ _3"></span>nym <span class="_ _45"></span>kontrahentem<span class="ff7">. <span class="_ _45"> </span>Przychod<span class="_ _3"></span>y <span class="_ _45"></span>z <span class="_ _34"></span>Mines <span class="_ _45"> </span>De <span class="_ _45"> </span>Potasse <span class="_ _45"></span>D’Alsa<span class="_ _3"></span></span>c<span class="ff7">e <span class="_ _34"></span>(Fran<span class="_ _3"></span>cja) <span class="_ _45"></span>w <span class="_ _34"></span>wys<span class="_ _3"></span>okości</span> <span class="_ _45"> </span>16 <span class="_ _45"> </span>018 <span class="_ _45"> </span><span class="ff7">tys<span class="_ _3"></span>. <span class="_ _45"></span>zł. <span class="_ _34"></span>zo<span class="_ _3"></span>stały </span></span></div><div class="t m0 x57 h2 y2ab ff7 fs0 fc0 sc0 ls0 ws0">zrealizowane <span class="_ _3f"> </span>w <span class="_ _3f"> </span>segmencie <span class="_ _3f"> </span> <span class="_ _49"> </span>USŁU<span class="_ _3"></span>GI <span class="_ _3f"> </span>GÓRNICZE; <span class="_ _3f"> </span>brak <span class="_ _3f"> </span>jest <span class="_ _3f"> </span>z <span class="_ _3f"> </span>powyższym <span class="_ _49"> </span>o<span class="_ _3"></span>dbiorcą <span class="_ _3f"> </span>powiązania <span class="_ _3f"> </span>kapitałowego <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y2ac ff1 fs0 fc0 sc0 ls0 ws0">z PRIMETECH S.A. <span class="_ _3"></span> </div><div class="t m0 x57 hc y2ad ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y237 ff7 fs0 fc0 sc0 ls0 ws0">Aktywa trwałe (inn<span class="_ _3"></span>e niż instru<span class="_ _3"></span>menty finansowe, akty<span class="_ _3"></span>wa z tytu<span class="_ _3"></span>łu pod<span class="_ _3"></span>atku odroczonego, akt<span class="_ _3"></span>ywa z tytuł<span class="_ _3"></span>u świadczeń </div><div class="t m0 x57 h2 y2ae ff1 fs0 fc0 sc0 ls0 ws0">pracowniczych <span class="_ _48"> </span>po <span class="_ _3d"> </span>okresie  za<span class="_ _4f"></span>tru<span class="_ _3"></span>dnienia <span class="_ _3d"> </span>o<span class="_ _3"></span>raz <span class="_ _3d"> </span>prawa  <span class="ff7">wynikające <span class="_ _3d"> </span>z <span class="_ _3d"> </span>umów <span class="_ _48"> </span>ubezpieczeniowych)  G<span class="_ _1"></span>rupy <span class="_ _3d"> </span>w  100,0%<span class="_ _4f"></span> </span></div><div class="t m0 x57 h2 y79 ff7 fs0 fc0 sc0 ls0 ws0">zlokalizowane są w k<span class="_ _3"></span>raju pochodzenia Grup<span class="_ _3"></span>y.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 he y2af ff2 fs0 fc0 sc0 ls4 ws0">8.<span class="ff4 ls0"> <span class="_ _4c"> </span><span class="ff2">Koszty rod<span class="_ _3"></span>zajowe </span></span></div></div><div class="c x38 y2b0 w2a h45"><div class="t m0 xd hc y6a ff8 fs0 fc0 sc0 ls0 ws0">Koszty według rodzaju<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x46 y2b0 w2b h45"><div class="t m0 x37 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x63 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.20<span class="ls0">21 - 31.12<span class="_ _3"></span>.2021 </span></div></div><div class="c x59 y2b0 w2c h45"><div class="t m0 x3 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x64 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.2020<span class="ls0"> - 31.12<span class="_ _3"></span>.20<span class="ls16">20</span> </span></div></div><div class="c x38 y2b2 w2a h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">a) amortyzacja </div></div><div class="c x46 y2b2 w2b h25"><div class="t m0 x1d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x59 y2b2 w2c h25"><div class="t m0 x1a h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x38 y2b3 w2a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">b)  zużycie materiałów i <span class="_ _3"></span><span class="ff1">energii </span></div></div><div class="c x46 y2b3 w2b h25"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 602 </div></div><div class="c x59 y2b3 w2c h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">4 981 </div></div><div class="c x38 y2b4 w2a h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">c) usługi obce<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y2b4 w2b h46"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 145 </div></div><div class="c x59 y2b4 w2c h46"><div class="t m0 x61 h2 y2b1 ff1 fs0 fc0 sc0 ls5 ws0">                      <span class="_ _4f"></span>     <span class="ls0">2 539 </span></div></div><div class="c x38 y2b5 w2a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">d) podatki i o<span class="_ _3"></span>płaty<span class="ff1"> </span></div></div><div class="c x46 y2b5 w2b h25"><div class="t m0 x19 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">455<span class="ls0"> </span></div></div><div class="c x59 y2b5 w2c h25"><div class="t m0 x67 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">470<span class="ls0"> </span></div></div><div class="c x38 y2b6 w2a h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">e) wynagrodzenia<span class="_ _3"></span> </div></div><div class="c x46 y2b6 w2b h25"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 174 </div></div><div class="c x59 y2b6 w2c h25"><div class="t m0 x25 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10 783 </div></div><div class="c x38 y2b7 w2a h47"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">f) ubezpieczenia sp<span class="_ _3"></span>ołeczne i inne świadczenia<span class="_ _3"></span> <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y2b7 w2b h47"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 725 </div></div><div class="c x59 y2b7 w2c h47"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">4 892 </div></div><div class="c x38 y2b8 w2a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">g) pozostałe k<span class="_ _3"></span>oszty rodzajowe <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y2b8 w2b h25"><div class="t m0 x19 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">868<span class="ls0"> </span></div></div><div class="c x59 y2b8 w2c h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 332 </div></div><div class="c x38 y2b9 w2a h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Koszty <span class="ff8">według rod<span class="_ _3"></span>zaju, razem<span class="_ _3"></span></span> </div></div><div class="c x46 y2b9 w2b h25"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">15 993 </div></div><div class="c x59 y2b9 w2c h25"><div class="t m0 x25 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">25 021 </div></div><div class="c x38 y2ba w2a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana stanu<span class="_ _3"></span> zapasów, produktów i ro<span class="_ _3"></span>zliczeń międzyokreso<span class="_ _3"></span>wych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y2ba w2b h25"><div class="t m0 x1d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">30<span class="ls0"> </span></div></div><div class="c x59 y2ba w2c h25"><div class="t m0 x1a h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">93<span class="ls0"> </span></div></div><div class="c x38 y2bb w2a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Koszty ogólnego za<span class="_ _3"></span>rządu (wielkość u<span class="_ _3"></span>jemna)<span class="ff1"> </span></div></div><div class="c x46 y2bb w2b h25"><div class="t m0 x57 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-2 039 </div></div><div class="c x59 y2bb w2c h25"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-2 723 </div></div><div class="c x38 y2bc w2a h46"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Koszt wytworzenia sprze<span class="_ _3"></span>danych pro<span class="_ _3"></span>duktów<span class="ff2"> </span></div></div><div class="c x46 y2bc w2b h46"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">13 984 </div></div><div class="c x59 y2bc w2c h46"><div class="t m0 x25 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">22 391 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2bd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y2be ff2 fs0 fc0 sc0 ls4 ws0">9.<span class="ff4 ls0"> <span class="_ _54"> </span><span class="ff2">Zatrudnienie i ko<span class="_ _3"></span>szty zatrud<span class="_ _3"></span>nienia </span></span></div><div class="t m0 x57 h2 y2bf ff7 fs0 fc0 sc0 ls0 ws0">W tabeli <span class="_ _3"></span>poniżej <span class="_ _3"></span>przedstawiono <span class="_ _3"></span>informację o <span class="_ _3"></span>przeciętnym <span class="_ _3"></span>zatrudn<span class="_ _3"></span>ieniu w <span class="_ _3"></span>osobach <span class="_ _3"></span>i wynagrodzeniach <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff1"> </span>Spółce <span class="_ _3"></span>(z </div><div class="t m0 x57 h2 y2c0 ff7 fs0 fc0 sc0 ls0 ws0">uwzględnieniem Zarządu):<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x38 y2c1 w2d h45"><div class="t m0 x68 hc y6a ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x69 y2c1 w2e h45"><div class="t m0 x67 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x6a hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.20<span class="ls0">21 <span class="ff8">–</span> 31.12<span class="_ _3"></span>.2021 </span></div></div><div class="c x6b y2c1 w2f h45"><div class="t m0 x67 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x6a hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.2020<span class="ls0"> <span class="ff8">–</span> 31.12<span class="_ _3"></span>.20<span class="ls16">20</span> </span></div></div><div class="c x38 y2c2 w2d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Pracownicy umysło<span class="_ _3"></span>wi<span class="ff1"> </span></div></div><div class="c x69 y2c2 w2e h25"><div class="t m0 x6c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">5 </div></div><div class="c x6b y2c2 w2f h25"><div class="t m0 x6d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x38 y2c3 w2d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Pracownicy fizyczni<span class="_ _3"></span> </div></div><div class="c x69 y2c3 w2e h25"><div class="t m0 x6d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x6b y2c3 w2f h25"><div class="t m0 x6d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">51<span class="ls0"> </span></div></div><div class="c x38 y2c4 w2d h48"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x69 y2c4 w2e h48"><div class="t m0 x6d hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div></div><div class="c x6b y2c4 w2f h48"><div class="t m0 x6d hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y2c6 w2d h45"><div class="t m0 x68 hc y2c7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x69 y2c6 w2e h45"><div class="t m0 x67 hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x6a hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.20<span class="ls0">21 <span class="ff8">–</span> 31.12<span class="_ _3"></span>.2021 </span></div></div><div class="c x6b y2c6 w2f h45"><div class="t m0 x67 hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres  </div><div class="t m0 x6a hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1.1.2020<span class="ls0"> <span class="ff8">–</span> 31.12<span class="_ _3"></span>.20<span class="ls16">20</span> </span></div></div><div class="c x38 y0 w2d h46"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Spółka poniosła nastę<span class="_ _3"></span>pujące koszty zatrud<span class="_ _3"></span>nienia:<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x69 y0 w2e h46"><div class="t m0 x6e hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y0 w2f h46"><div class="t m0 x6e hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y2c9 w2d h25"><div class="t m0 xd h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">Wynagrodzenia<span class="_ _3"></span> </div></div><div class="c x69 y2c9 w2e h25"><div class="t m0 x2a h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">7 174 </div></div><div class="c x6b y2c9 w2f h25"><div class="t m0 x1b h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">10 783 </div></div><div class="c x38 y2cb w2d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Składki na <span class="_ _3"></span>ubezpieczenie społeczne<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x69 y2cb w2e h25"><div class="t m0 x2a h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">3 01<span class="ls0">8 </span></div></div><div class="c x6b y2cb w2f h25"><div class="t m0 x2a h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">3 990 </div></div><div class="c x38 y2cc w2d h49"><div class="t m0 xd h2 yda ff7 fs0 fc0 sc0 ls0 ws0">Inne świadczenia p<span class="_ _3"></span>racownicze <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x69 y2cc w2e h49"><div class="t m0 x6f h2 yda ff1 fs0 fc0 sc0 ls0 ws0">-2<span class="ls4">93</span> </div></div><div class="c x6b y2cc w2f h49"><div class="t m0 x70 h2 yda ff1 fs0 fc0 sc0 ls4 ws0">902<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x54 y2cd w27 h4a" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">18<span class="ls0"> </span></span></div><div class="t m0 x57 he y5 ff2 fs0 fc0 sc0 ls4 ws0">10.<span class="ff4 ls0"> <span class="_ _4b"> </span><span class="ff8">Pozostałe przychody i koszty op<span class="_ _3"></span>eracyjne<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 yd2 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _34"></span>przychod<span class="_ _3"></span>y <span class="_ _33"></span>i <span class="_ _34"></span>koszty <span class="_ _33"></span>operacy<span class="_ _3"></span>jne <span class="_ _33"></span>obejmują<span class="_ _3"></span> <span class="_ _33"></span>ogół<span class="_ _3"></span> <span class="_ _33"></span>pr<span class="_ _3"></span>zychodów <span class="_ _34"></span>i <span class="_ _33"></span>ko<span class="_ _3"></span>sztów <span class="_ _34"></span>nie <span class="_ _33"></span>z<span class="_ _3"></span>wiązanych<span class="_ _3"></span> <span class="_ _33"></span>bezpo<span class="_ _3"></span>średnio <span class="_ _34"></span>ze </div><div class="t m0 x57 h2 y4d ff7 fs0 fc0 sc0 ls0 ws0">zwykłą działaln<span class="_ _3"></span>ością operacyjną, a wywierających wpł<span class="_ _3"></span>yw na wynik <span class="_ _0"></span><span class="ff1">finansowy.<span class="_ _3"></span> </span></div><div class="t m0 x57 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y4f ff2 fs0 fc0 sc0 ls4 ws0">10.1<span class="ff4 ls0"> <span class="_ _55"></span><span class="ff2"> Inne przych<span class="_ _3"></span>ody operacyjne </span></span></div></div><div class="c x38 y2ce w30 h4b"><div class="t m0 x3e hc y6a ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y2ce w31 h4b"><div class="t m0 xa hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x72 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x73 y2ce w32 h4b"><div class="t m0 x50 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x15 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y2cf w30 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Rozwiązanie odpisów n<span class="_ _3"></span>a należności<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x71 y2cf w31 h25"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">623<span class="ls0"> </span></div></div><div class="c x73 y2cf w32 h25"><div class="t m0 x6f h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">5 092 </div></div><div class="c x38 y2d0 w30 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Rozwiązanie rezerw<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x71 y2d0 w31 h46"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c x73 y2d0 w32 h46"><div class="t m0 x6d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">185<span class="ls0"> </span></div></div><div class="c x38 y2d1 w30 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Przedawnione <span class="ff7">zob<span class="_ _3"></span>owiązania<span class="_ _3"></span></span> </div></div><div class="c x71 y2d1 w31 h25"><div class="t m0 x3e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y2d1 w32 h25"><div class="t m0 x6d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">314<span class="ls0"> </span></div></div><div class="c x38 y2d2 w30 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Odszkodowan<span class="_ _3"></span>ia, kary </div></div><div class="c x71 y2d2 w31 h25"><div class="t m0 x3e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y2d2 w32 h25"><div class="t m0 x74 h2 y2b1 ff1 fs0 fc0 sc0 ls5 ws0">                      <span class="_ _4f"></span>                      <span class="ls4">66<span class="_ _4f"></span><span class="ls0"> </span></span></div></div><div class="c x38 y2d3 w30 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zwrot części wynagrodzeń z<span class="_ _3"></span> adminis<span class="_ _3"></span>tracji Francuskiej<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x71 y2d3 w31 h46"><div class="t m0 x3e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y2d3 w32 h46"><div class="t m0 x61 h2 y2b1 ff1 fs0 fc0 sc0 ls5 ws0">                      <span class="_ _4f"></span>                   <span class="ls4">549<span class="ls0"> </span></span></div></div><div class="c x38 y2d4 w30 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zysk ze zby<span class="_ _3"></span>cia niefinansowych aktywów trwały<span class="_ _3"></span>ch<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x71 y2d4 w31 h25"><div class="t m0 x2b h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">97<span class="ls0"> </span></div></div><div class="c x73 y2d4 w32 h25"><div class="t m0 x75 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y2d5 w30 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x71 y2d5 w31 h25"><div class="t m0 x2b h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">98 </div></div><div class="c x73 y2d5 w32 h25"><div class="t m0 x6c h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">79<span class="ls0"> </span></div></div><div class="c x38 y2d6 w30 h48"><div class="t m0 xd hc y2d7 ff2 fs0 fc0 sc0 ls0 ws0">Inne przycho<span class="_ _3"></span>dy operacyjne, razem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x71 y2d6 w31 h48"><div class="t m0 x1c hc y2d7 ff2 fs0 fc0 sc0 ls4 ws0">1 368<span class="ls0"> </span></div></div><div class="c x73 y2d6 w32 h48"><div class="t m0 x6f hc y2d7 ff2 fs0 fc0 sc0 ls0 ws0">6 285 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2d9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y2da ff2 fs0 fc0 sc0 ls4 ws0">10.2 <span class="ls0"> Inne koszty o<span class="_ _3"></span>peracyjne<span class="_ _3"></span> </span></div></div><div class="c x38 ye6 w33 h4b"><div class="t m0 x76 hc y6a ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 ye6 w34 h4b"><div class="t m0 x28 hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x17 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x26 ye6 w35 h4b"><div class="t m0 xa hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x17 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y2db w33 h45"><div class="t m0 xd h2 yb5 ff7 fs0 fc0 sc0 ls0 ws0">Utworzone odpisy a<span class="_ _3"></span>ktualizujące <span class="ff1">rzeczo<span class="_ _3"></span>we aktywa </span></div><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x77 y2db w34 h45"><div class="t m0 x5e h2 y6a ff1 fs0 fc0 sc0 ls4 ws0">181<span class="ls0"> </span></div></div><div class="c x26 y2db w35 h45"><div class="t m0 x3e h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y2dc w33 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Utworzone rezerwy<span class="_ _3"></span> </div></div><div class="c x77 y2dc w34 h25"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">151<span class="ls0"> </span></div></div><div class="c x26 y2dc w35 h25"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">557<span class="ls0"> </span></div></div><div class="c x38 y2dd w33 h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Kary, odszk<span class="_ _3"></span>odowania </div></div><div class="c x77 y2dd w34 h46"><div class="t m0 x2b h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">55 </div></div><div class="c x26 y2dd w35 h46"><div class="t m0 x3e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y35 w33 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x77 y35 w34 h25"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">170<span class="ls0"> </span></div></div><div class="c x26 y35 w35 h25"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">117<span class="ls0"> </span></div></div><div class="c x38 y2de w33 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Inne koszty o<span class="_ _3"></span>peracyjne, razem<span class="_ _3"></span> </div></div><div class="c x77 y2de w34 h25"><div class="t m0 x5e hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">557<span class="ls0"> </span></div></div><div class="c x26 y2de w35 h25"><div class="t m0 x5e hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">674<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2df ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y2e1 ff2 fs0 fc0 sc0 ls0 ws0">10<span class="ls6">.3 </span><span class="ff8">Pozostałe z<span class="_ _3"></span>yski (straty)</span> </div></div><div class="c x38 y2e2 w36 h45"><div class="t m0 x78 hc y2c7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y2e2 w37 h45"><div class="t m0 x7a hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x3d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x7b y2e2 w38 h45"><div class="t m0 x7a hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x3d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y2e3 w36 h25"><div class="t m0 xd hc y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Różnice kursowe (za wyjątk<span class="_ _3"></span>iem dotyczących<span class="_ _3"></span> pożyczek i kredy<span class="_ _3"></span>tów)<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x79 y2e3 w37 h25"><div class="t m0 x7c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">11</span>7 </div></div><div class="c x7b y2e3 w38 h25"><div class="t m0 x22 hc y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2<span class="ls4">65</span><span class="ff2"> </span></div></div><div class="c x38 y1a0 w36 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Aktualizacja wartości in<span class="_ _3"></span>westycji<span class="ff1"> </span></div></div><div class="c x79 y1a0 w37 h25"><div class="t m0 x5c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7b y1a0 w38 h25"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y2e4 w36 h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe zyski (strat<span class="_ _3"></span>y), razem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x79 y2e4 w37 h25"><div class="t m0 x7c hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">11</span>6 </div></div><div class="c x7b y2e4 w38 h25"><div class="t m0 x22 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">2<span class="ls4">65</span> </div></div><div class="c x38 y2e5 w36 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y2e5 w37 h25"><div class="t m0 x6f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7b y2e5 w38 h25"><div class="t m0 x6f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 he y2be ff2 fs0 fc0 sc0 ls4 ws0">11<span class="ff4 ls0"> <span class="_ _4b"> </span><span class="ff2">Przychody i koszty finansowe<span class="_ _3"></span> </span></span></div><div class="t m0 x57 he y2e6 ff2 fs0 fc0 sc0 ls4 ws0">11.1<span class="ff4 ls0"> <span class="_ _55"></span><span class="ff2 ls5">  <span class="ls0">Przychody finansowe<span class="_ _3"></span> </span></span></span></div></div><div class="c x38 y2e7 w39 h4b"><div class="t m0 x7d hc y6a ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x7e y2e7 w3a h4b"><div class="t m0 x7f hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x1f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x80 y2e7 w3b h4b"><div class="t m0 x2d hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x5d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y2e8 w39 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Odsetki od n<span class="_ _3"></span>ależności<span class="ff1"> </span></div></div><div class="c x7e y2e8 w3a h46"><div class="t m0 x81 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y2e8 w3b h46"><div class="t m0 x82 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">6 </div></div><div class="c x38 y2e9 w39 h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Przychody finansowe, razem<span class="_ _0"></span> </div></div><div class="c x7e y2e9 w3a h46"><div class="t m0 x81 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y2e9 w3b h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">6 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2ea ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2eb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2ec ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y1d6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x54 y250 w3c h4c" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">19<span class="ls0"> </span></span></div><div class="t m0 x57 hc y5 ff2 fs0 fc0 sc0 ls0 ws0">11.2  Koszty finansowe<span class="_ _3"></span> </div></div><div class="c x38 y2f0 w3d h4d"><div class="t m0 x83 hc y2f1 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x84 y2f0 w3e h4d"><div class="t m0 x85 hc y2f2 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x37 hc ya7 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x86 y2f0 w3f h4d"><div class="t m0 x50 hc y2f2 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x15 hc ya7 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y2f3 w3d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Odsetki od kredy<span class="_ _3"></span>tów i pożyczek<span class="ff1"> </span></div></div><div class="c x84 y2f3 w3e h25"><div class="t m0 x1b h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">11<span class="ls0">6 </span></div></div><div class="c x86 y2f3 w3f h25"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">306<span class="ls0"> </span></div></div><div class="c x38 y280 w3d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Odsetki pozos<span class="_ _3"></span>tałe<span class="ff1"> </span></div></div><div class="c x84 y280 w3e h25"><div class="t m0 x70 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x86 y280 w3f h25"><div class="t m0 x88 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div></div><div class="c x38 y2f4 w3d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Koszty doty<span class="_ _3"></span>czące poręczeń i gwarancji finan<span class="_ _3"></span>sowych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x84 y2f4 w3e h46"><div class="t m0 x1b h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">110<span class="ls0"> </span></div></div><div class="c x86 y2f4 w3f h46"><div class="t m0 x88 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">98<span class="ls0"> </span></div></div><div class="c x38 y2f5 w3d h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Koszty finansowe, razem<span class="_ _3"></span> </div></div><div class="c x84 y2f5 w3e h46"><div class="t m0 x1b hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">22<span class="ls0">6 </span></div></div><div class="c x86 y2f5 w3f h46"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">447<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2f6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y2f7 ff2 fs0 fc0 sc0 ls4 ws0">12<span class="ff4 ls0"> <span class="_ _4b"> </span><span class="ff2">Podatek dochodowy </span></span></div><div class="t m0 x57 h2 y2f8 ff7 fs0 fc0 sc0 ls0 ws0">Obciążenie <span class="_ _34"></span>podat<span class="_ _3"></span>kowe <span class="_ _34"></span>s<span class="_ _3"></span>kłada <span class="_ _45"></span>się <span class="_ _34"></span>z <span class="_ _45"></span>bieżącego <span class="_ _45"></span>obciążenia<span class="_ _0"></span>, <span class="_ _34"></span>które <span class="_ _45"> </span><span class="ff1">jest <span class="_ _45"></span>obliczane <span class="_ _45"></span>na <span class="_ _45"></span>podstawie <span class="_ _45"></span>wyniku <span class="_ _45"></span>podatkowego </span></div><div class="t m0 x57 h2 y2f9 ff7 fs0 fc0 sc0 ls0 ws0">(podstawy <span class="_ _33"></span>opodatkowania) <span class="_ _0"></span>danego <span class="_ _33"></span>roku <span class="_ _0"></span>ob<span class="_ _3"></span>rotowego. <span class="_ _0"></span>Bieżący <span class="_ _33"></span>podatek <span class="_ _0"></span>za <span class="_ _0"></span>okr<span class="_ _3"></span>es <span class="_ _0"></span>bieżący <span class="_ _0"></span>i <span class="_ _33"></span>poprzednie <span class="_ _0"></span>okr<span class="_ _3"></span>esy <span class="_ _0"></span>ujmuje </div><div class="t m0 x57 h2 y2fa ff7 fs0 fc0 sc0 ls0 ws0">się jako zobowiązan<span class="_ _3"></span>ie w<span class="ff1"> kwoc<span class="_ _3"></span></span>ie, w jakiej nie został z<span class="_ _3"></span>apłacony.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 hb y193 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hb y2fb ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y2fc ff2 fs0 fc0 sc0 ls4 ws0">12.1<span class="ff4 ls0"> <span class="_ _55"></span><span class="ff2">Uzgodnienie efektywnej st<span class="_ _3"></span>awki pod<span class="_ _3"></span>atku </span></span></div></div><div class="c x57 y2fd w40 h4e"><div class="t m0 xd h4f yea ff2 fs9 fc0 sc0 ls0 ws0">Uzgodnienie efekty<span class="_ _4f"></span>wnej stawki podatku </div></div><div class="c x46 y2fd w41 h4e"><div class="t m0 x89 hc y2fe ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x50 hc y2ff ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x8a y2fd w42 h4e"><div class="t m0 xd hc y2fe ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> </div><div class="t m0 x2e hc y2ff ff2 fs0 fc0 sc0 ls0 ws0">- 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x57 y300 w40 h4b"><div class="t m0 xd h2 yb5 ff7 fs0 fc0 sc0 ls0 ws0">Zysk (stra<span class="_ _3"></span>ta) przed opodatkowaniem (dzia<span class="_ _3"></span>łalność ko<span class="_ _3"></span>ntynuowana i </div><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">zaniechana) </div></div><div class="c x46 y300 w41 h4b"><div class="t m0 x66 h2 y6a ff1 fs0 fc0 sc0 ls4 ws0">931<span class="ls0"> </span></div></div><div class="c x8a y300 w42 h4b"><div class="t m0 x13 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">7 920 </div></div><div class="c x57 y301 w40 h50"><div class="t m0 xd h2 y302 ff7 fs0 fc0 sc0 ls0 ws0">Podatek wyliczony wedłu<span class="_ _3"></span>g stawki 19%<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y301 w41 h50"><div class="t m0 x66 h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">177<span class="ls0"> </span></div></div><div class="c x8a y301 w42 h50"><div class="t m0 x13 h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">1 505 </div></div><div class="c x57 y303 w40 h51"><div class="t m0 xd h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">Efekt zastoso<span class="_ _3"></span>wania stawek podatkowych<span class="_ _3"></span> w innych kraja<span class="_ _3"></span>ch </div></div><div class="c x46 y303 w41 h51"><div class="t m0 x66 h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">677<span class="ls0"> </span></div></div><div class="c x8a y303 w42 h51"><div class="t m0 x8b h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">327</span> </div></div><div class="c x57 y304 w40 h50"><div class="t m0 xd h2 y302 ff7 fs0 fc0 sc0 ls0 ws0">Dochody niepod<span class="_ _3"></span>legające opodatkowaniu<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y304 w41 h50"><div class="t m0 x5d h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">-1 431 </div></div><div class="c x8a y304 w42 h50"><div class="t m0 x8b h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">912</span> </div></div><div class="c x57 y305 w40 h51"><div class="t m0 xd h2 y302 ff7 fs0 fc0 sc0 ls0 ws0">Koszty niesta<span class="_ _3"></span>nowiące kosztów uzy<span class="_ _3"></span>skania przych<span class="_ _3"></span>odów<span class="ff1"> </span></div></div><div class="c x46 y305 w41 h51"><div class="t m0 x66 h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">665<span class="ls0"> </span></div></div><div class="c x8a y305 w42 h51"><div class="t m0 x3c h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">307<span class="ls0"> </span></div></div><div class="c x57 y306 w40 h50"><div class="t m0 xd hc y302 ff8 fs0 fc0 sc0 ls0 ws0">Obciążenie wyniku finansow<span class="_ _3"></span>ego z tytu<span class="_ _3"></span>łu podatku do<span class="_ _3"></span>chodowego<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x46 y306 w41 h50"><div class="t m0 x18 hc y302 ff2 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x8a y306 w42 h50"><div class="t m0 x3c hc y302 ff2 fs0 fc0 sc0 ls4 ws0">573<span class="ls0"> </span></div></div><div class="c x57 y307 w40 h52"><div class="t m0 xd h2 y302 ff7 fs0 fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _3"></span>owy oddział we Francji<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y307 w41 h52"><div class="t m0 x18 h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x8a y307 w42 h52"><div class="t m0 x3c h2 y302 ff1 fs0 fc0 sc0 ls4 ws0">573<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h53 y308 ffb fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y309 ff7 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _3"></span>u<span class="_ _3"></span>tworzono <span class="_ _0"></span>aktywa <span class="_ _0"></span>z <span class="_ _0"></span>ty<span class="_ _3"></span>tułu <span class="_ _0"></span>pod<span class="_ _3"></span>atku <span class="_ _0"></span>odroczon<span class="_ _3"></span>ego <span class="_ _3"></span>w <span class="_ _0"></span>wyso<span class="_ _3"></span>kości <span class="_ _0"></span>1<span class="_ _0"></span><span class="ff1"> </span>220 <span class="_ _3"></span>ty<span class="_ _3"></span>s. <span class="_ _0"></span>zł <span class="_ _0"></span>z <span class="_ _0"></span>powodu <span class="_ _0"></span>braku<span class="_ _3"></span> <span class="_ _0"></span>możliwości <span class="_ _0"></span>jego </div><div class="t m0 x57 h2 y30a ff7 fs0 fc0 sc0 ls0 ws0">wykorzystan<span class="_ _3"></span>ia w dającej się <span class="_ _3"></span>przewidzieć przyszł<span class="_ _3"></span>ości.<span class="ff1"> </span></div><div class="t m0 x57 h2 y30b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y30c ff2 fs0 fc0 sc0 ls4 ws0">13<span class="ff4 ls0"> <span class="_ _4b"> </span><span class="ff8">Zysk przypadający na jedną akcję<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y30d ff7 fs0 fc0 sc0 ls0 ws0">Zysk <span class="_ _44"> </span>podstawowy <span class="_ _44"> </span>przypad<span class="_ _3"></span>ający <span class="_ _44"> </span>na <span class="_ _44"> </span>jedną <span class="_ _44"> </span>akcję <span class="_ _4e"> </span>o<span class="_ _3"></span>blicza <span class="_ _44"> </span>się <span class="_ _44"> </span>poprzez <span class="_ _44"> </span>podzielenie <span class="_ _44"> </span>zysku <span class="_ _44"> </span>netto <span class="_ _44"> </span>za <span class="_ _44"> </span>okres </div><div class="t m0 x57 h2 y30e ff7 fs0 fc0 sc0 ls0 ws0">przypadaj<span class="_ _3"></span>ącego <span class="_ _4a"> </span>na <span class="_ _4b"> </span>zwykłych <span class="_ _4a"> </span>akcjo<span class="_ _3"></span>nariuszy <span class="_ _4b"> </span>Spółki <span class="_ _4a"> </span>przez <span class="_ _4b"> </span>średnią <span class="_ _4a"> </span>ważoną <span class="_ _4b"> </span>liczbę <span class="_ _4b"> </span>wyemitowanych <span class="_ _4a"> </span>akcji </div><div class="t m0 x57 h2 y30f ff1 fs0 fc0 sc0 ls0 ws0">wyst<span class="ff7">ępujących<span class="_ _3"></span> w ciągu okresu, p<span class="_ _3"></span>o skorygowaniu o liczb<span class="_ _3"></span>ę akcji odkup<span class="_ _3"></span>ionych i umorzonych.<span class="_ _0"></span></span> </div><div class="t m0 x57 h2 yc8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y310 w43 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x46 y310 w44 h25"><div class="t m0 x63 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x47 y310 w3e h25"><div class="t m0 x6a hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y311 w43 h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x46 y311 w44 h46"><div class="t m0 x14 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">843<span class="ls0"> </span></div></div><div class="c x47 y311 w3e h46"><div class="t m0 x67 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 347 </div></div><div class="c x38 y312 w43 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Średnioważona liczba ak<span class="_ _3"></span>cji<span class="ff1"> </span></div></div><div class="c x46 y312 w44 h25"><div class="t m0 x3f h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> 609 833 </span></div></div><div class="c x47 y312 w3e h25"><div class="t m0 x13 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> 609 833 </span></div></div><div class="c x38 y313 w43 h48"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto n<span class="_ _3"></span>a jedną akcję zwykłą <span class="_ _3"></span>(w PLN)<span class="ff1"> </span></div></div><div class="c x46 y313 w44 h48"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x47 y313 w3e h48"><div class="t m0 x1a h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0,47 </div></div><div class="c x38 y314 w43 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto ro<span class="_ _3"></span>zwodniony na jedną ak<span class="_ _3"></span>cję zwykłą (w PLN)<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x46 y314 w44 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x47 y314 w3e h25"><div class="t m0 x1a h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0,47 </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w45 h54" ><div class="pc pc14 w45 h54"><img class="bi x40 y315 w46 h55" alt="" src="data:image/png;base64,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class="c x0 y1 w47 h54"><div class="t m0 x52 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c h2 y317 ff1 fs0 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div><div class="t m0 xa h3 y318 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y319 ff2 fs0 fc0 sc0 ls4 ws0">14<span class="ff4 ls0"> <span class="_ _4b"> </span><span class="ff8">Rzeczowe aktywa trwałe<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y31b w48 h42"><div class="t m0 xd h2 yff ff1 fs0 fc0 sc0 ls0 ws0">01.01.2021 - 31.12.2<span class="_ _3"></span>021 </div></div><div class="c x8d y31b w49 h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y31b w4a h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y31b w4b h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y31b w4c h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y31b w4d h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y31b w4e h42"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y31c w48 h56"><div class="t m0 x92 h4f y31d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x8d y31c w49 h56"><div class="t m0 x32 h4f y31e ff2 fs9 fc0 sc0 ls0 ws0">grunty(w tym prawo </div><div class="t m0 x93 h4f y31d ff8 fs9 fc0 sc0 ls0 ws0">użytkowania </div><div class="t m0 x27 h4f y31f ff2 fs9 fc0 sc0 ls0 ws0">wieczystego gruntu)<span class="_ _4f"></span> </div></div><div class="c x8e y31c w4a h56"><div class="t m0 x34 h4f y31e ff2 fs9 fc0 sc0 ls0 ws0">budynki, lokale i<span class="_ _4f"></span> obiekty </div><div class="t m0 x54 h4f y31d ff8 fs9 fc0 sc0 ls0 ws0">inżynierii lądowej i </div><div class="t m0 x3f h4f y31f ff2 fs9 fc0 sc0 ls0 ws0">wodnej </div></div><div class="c x60 y31c w4b h56"><div class="t m0 x74 h4f y320 ff8 fs9 fc0 sc0 ls0 ws0">urządzenia techni<span class="_ _1"></span>czne i </div><div class="t m0 x30 h4f y321 ff2 fs9 fc0 sc0 ls0 ws0">maszyny </div></div><div class="c x8f y31c w4c h56"><div class="t m0 x54 h4f y31d ff8 fs9 fc0 sc0 ls0 ws0">środki transportu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x90 y31c w4d h56"><div class="t m0 x32 h4f y31d ff8 fs9 fc0 sc0 ls0 ws0">inne środki trwał<span class="_ _4f"></span>e<span class="ff2"> </span></div></div><div class="c x91 y31c w4e h56"><div class="t m0 x89 h4f y31d ff8 fs9 fc0 sc0 ls0 ws0">Środki  trwałe, ra<span class="_ _4f"></span>z<span class="_ _3"></span>em<span class="ff2"> </span></div></div><div class="c x57 y322 w48 h26"><div class="t m0 xd h57 y323 ff7 fs9 fc0 sc0 ls0 ws0">a) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na poc<span class="_ _1"></span>zątek okr<span class="_ _4f"></span>e<span class="_ _3"></span>su <span class="ff1"> </span></div></div><div class="c x8d y322 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y322 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y322 w4b h26"><div class="t m0 x21 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">2 762  </div></div><div class="c x8f y322 w4c h26"><div class="t m0 x21 h4f y323 ff2 fs9 fc0 sc0 ls18 ws0">462 <span class="ls0"> </span></div></div><div class="c x90 y322 w4d h26"><div class="t m0 x95 h4f y323 ff2 fs9 fc0 sc0 ls18 ws0">119 <span class="ls0"> </span></div></div><div class="c x91 y322 w4e h26"><div class="t m0 x14 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">3 343  </div></div><div class="c x57 y324 w48 h28"><div class="t m0 xd h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">b<span class="ff7">) wartość<span class="_ _4f"></span> brutto środków trwałych na ko<span class="_ _1"></span>niec okre<span class="_ _1"></span>su<span class="ff1"> </span></span></div></div><div class="c x8d y324 w49 h28"><div class="t m0 x94 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y324 w4a h28"><div class="t m0 x45 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y324 w4b h28"><div class="t m0 x21 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">2 762  </div></div><div class="c x8f y324 w4c h28"><div class="t m0 x21 h4f yd6 ff2 fs9 fc0 sc0 ls18 ws0">462 <span class="ls0"> </span></div></div><div class="c x90 y324 w4d h28"><div class="t m0 x95 h4f yd6 ff2 fs9 fc0 sc0 ls18 ws0">119 <span class="ls0"> </span></div></div><div class="c x91 y324 w4e h28"><div class="t m0 x14 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">3 343  </div></div><div class="c x57 y325 w48 h58"><div class="t m0 xd h57 y2fe ff1 fs9 fc0 sc0 ls0 ws0">c<span class="ff7">) <span class="_ _45"> </span>skumulowana <span class="_ _45"> </span>amortyzacja <span class="_ _45"> </span>(umorzenie)<span class="_ _1"></span> <span class="_ _45"> </span>na  począte<span class="_ _4f"></span>k<span class="_ _3"></span> </span></div><div class="t m0 xd h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">okresu </div></div><div class="c x8d y325 w49 h58"><div class="t m0 x94 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y325 w4a h58"><div class="t m0 x45 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y325 w4b h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">2 5<span class="ls18">57</span> </div></div><div class="c x8f y325 w4c h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">462<span class="ls0"> </span></div></div><div class="c x90 y325 w4d h58"><div class="t m0 x95 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">119<span class="ls0"> </span></div></div><div class="c x91 y325 w4e h58"><div class="t m0 x14 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">3 1<span class="ls18">38</span> </div></div><div class="c x57 y326 w48 h26"><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls19 ws0">d)<span class="ls0"> <span class="ff7">amortyzacja za ok<span class="_ _1"></span>res (z tyt<span class="_ _4f"></span>uł<span class="_ _3"></span>u)<span class="ff1"> </span></span></span></div></div><div class="c x8d y326 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y326 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y326 w4b h26"><div class="t m0 x2a h4f y323 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y326 w4c h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y326 w4d h26"><div class="t m0 x67 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y326 w4e h26"><div class="t m0 x96 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y327 w48 h26"><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls1a ws0">    <span class="ls0">- <span class="ff7">zwiększeń</span> </span></div></div><div class="c x8d y327 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x8e y327 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x60 y327 w4b h26"><div class="t m0 x1a h57 y323 ff1 fs9 fc0 sc0 ls18 ws0">24<span class="ls0"> </span></div></div><div class="c x8f y327 w4c h26"><div class="t m0 x1a h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y327 w4d h26"><div class="t m0 x18 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y327 w4e h26"><div class="t m0 x44 h57 y323 ff1 fs9 fc0 sc0 ls18 ws0">24<span class="ls0"> </span></div></div><div class="c x57 y328 w48 h58"><div class="t m0 xd h57 y2fe ff1 fs9 fc0 sc0 ls0 ws0">e) <span class="_ _3f"> </span>skumul<span class="_ _1"></span>owana <span class="_ _3f"> </span>amorty<span class="_ _1"></span>zacja <span class="_ _3f"> </span>(umor<span class="_ _1"></span>zenie) <span class="_ _3f"> </span>na <span class="_ _49"> </span>koniec </div><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">okresu </div></div><div class="c x8d y328 w49 h58"><div class="t m0 x94 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y328 w4a h58"><div class="t m0 x45 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y328 w4b h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">2 5<span class="ls18">81</span> </div></div><div class="c x8f y328 w4c h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">462<span class="ls0"> </span></div></div><div class="c x90 y328 w4d h58"><div class="t m0 x95 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">119<span class="ls0"> </span></div></div><div class="c x91 y328 w4e h58"><div class="t m0 x14 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">3 1<span class="ls18">62</span> </div></div><div class="c x57 y329 w48 h28"><div class="t m0 xd h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">f<span class="ls1b">) </span><span class="ff7">odpisy akt<span class="_ _1"></span>ualizujące<span class="ff1"> </span></span></div></div><div class="c x8d y329 w49 h28"><div class="t m0 x94 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y329 w4a h28"><div class="t m0 x45 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y329 w4b h28"><div class="t m0 x67 h4f yd6 ff2 fs9 fc0 sc0 ls18 ws0">181<span class="ls0"> </span></div></div><div class="c x8f y329 w4c h28"><div class="t m0 x1a h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y329 w4d h28"><div class="t m0 x18 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y329 w4e h28"><div class="t m0 x72 h4f yd6 ff2 fs9 fc0 sc0 ls18 ws0">181<span class="ls0"> </span></div></div><div class="c x57 y32a w48 h59"><div class="t m0 xd h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">g<span class="ff8">) wartość netto <span class="_ _1"></span>środków trwa<span class="_ _1"></span>łych na ko<span class="_ _1"></span>niec okresu<span class="ff2"> </span></span></div></div><div class="c x8d y32a w49 h59"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y32a w4a h59"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y32a w4b h59"><div class="t m0 x97 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-  </div></div><div class="c x8f y32a w4c h59"><div class="t m0 x1a h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y32a w4d h59"><div class="t m0 x18 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y32a w4e h59"><div class="t m0 x1d h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w45 h54" ><div class="pc pc15 w45 h54"><img class="bi x6a y32b w4f h5a" alt="" 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xOe+Nhzzz2rIjb2ry22AIuDGt/ywAvc8MjFba++unhRyze/6cpPfvJTq+sELZ4QEZmPetQjH3TRhZmxsjLfs2dPxFJmPOIRjzj66KMW2dD62z0Ms6r4pm96yrHHHvvYxz5m69alQ07a4mHXXXddHVQhKiqrLeZnbew101wGAAAA/+R4aBM2l1Vlz4wYt2Z/+qUPfP9//rMv9y0VsWtLv/S802/ev/Lu678yH47eUmOsrkE9bJ3vf9xDTz16tYtptYXsLprLhtaqapzPZ7NZRNZqXpPX/eN1tdpMFtu3b1+sMbRxhP/4sY8vzbYNQ1vf0Suy33rL3t989e9kDr1XZpxz9tmL1XDWK96uuSwXK0n3vvITP/nCt73tz1eWe8TwmRt3v/pVv/W93/fdrVX1fO1rX7dYQby1eMpTnnjW2aevHuGOmssiesWYLbPaK37tVZGHrECUkStnn332eeefu1ha+sB48qD9y9YPu7bF2+3eoNV0LIecXX31NW9/23+LjEOmRx155BEXPfjCqNi/f9/63mrHHHPMbDZb7Om2frTMlhlHHrXjssufsCHbOXQ+0GKFpvV7Vzc+Wz0RPTeMQHMZAAAA/JPjoc0ocx6ziFrq4/FLs6+74LS3/91Ne+ftkoecuSNW3nvD526ro5fmbYi9K7mUkRVtKeOS8+7Xxh5DLmbn5F02HC12lW9ru6FHz8hh3237X/Oa382YLe474YRdvddBywxF/MxLfr5lRmb1vhpn5Jgxy9gy9sXmWXnRgy9an5JzFy8yIjJr1wnHX3rp17/9be/MGHrVq1/9289+zhVbt2z58pdvueZP3pY5VPWK+sZvunxlZfkuD1gbspEWNRxSK2K9X+yfsRerRQxRecg+cevv4+7dN8VXaf3KtZHXhqGuv6KNDxwPela1OND311zPAAAAcA9s3uayiFqKiJi1IbZE/KsHnvbeD38ua+XSB5wRle+8/vM9VnrbNvalpRpXcltWXnTqjuO2Z7Q6EBVk3MXOZbt33/TACx8W0ddbvSIqM3uPzFnLocfKxQ9/6DAM6+nDYlnojFlERsXaNvO1WHy6Yt5aVswvecTDLrnk4uqZbX3Ls42BycadyyozM9qzv+dpb33rf225rWW79dbb/vAP/viKp1/xf/4fv7C8vC9ze+/jxQ9/8KMe9cgPXfuhuPOdy6oyI6t6VGttVnVwmBIRWVW9es8h8541l2VlLDZQG6Jar6oYM8eoYX0B79Xnt3GxNtDRRx8TMURUZlSNVWMe3A62mFrVa141j4jWliLHiMyaLd6XzKyYP/NZVxx11BEHf4DHiPzYx66/5k/+NHqLGDWXAQAAwD2MhzblzmWV60shRx2/Y/jGS8785PWfPmnHlt237fvwJ25usyPm0SuroveMrX3/w8+579Zsq5NQDmpBuuPmsqjh9pNaFo1TGTkfl488auvllz8potbjplrtOut3MhumMuNRj7rkV37t/25Dj2h32VwW63uBZbYHP/hBj/r6R7z7XX/TKyviN1/9Ow99yMVveMObMjOqZ8a///c/vt4RdufNZWuBS85f9er/NAzt0Hgo6v5nnhGxvhRRxD1pLou1hZMqYuUHf+h7n/3s74pqh8RD973vyRWR1Y866qj1Z4/juHYqNqwcnlER47w+ecONp592essWuWFpqMiqqOjP/u5nnHzSSQed7xwj8k1vvPKaq/90cVI1lwEAAMA9jIfuBQNt/bEX3Hf3EW0W/c8+cv1ybOu9ZRsj52Nm1MqO/pUHnXGf7D1WN1n/6hYzZTIP+pa+aDfrNWabv+QlLz3mmKMXXWgbH3PyKbu2bdt2YGXrbLs/f9Ott94WEb3m3/8D3zubtcXi1ne/46kiXvCC57/7L58ZNWs5fO5zu5/3vB+IyshWMT7s4ovOPffsNrS8ywNWLXZJa5nzSx754Ja3f3D2HtUrWvsf7C9bXt4fUdnq/Aec03KIaos1mNYfMI5DRPU+btmyJbIvOt3e+573RQ3V5znU2ogXQVS79tqPPPXbn/EdT33q9z//OSeetPP2862q3y5RyYyIpaWl3nvLtHcZAAAA3ANt/ev3+u0hv/5L3HkPnthidkTGOffbuafXW6/94sqwVLlYpniomm2r+SPOO+n4rREtNu4ydvujbUgVomreazlyHjGPWFncDkONff+5557xC7/485d/45OGITIPHcx/+N9f+ua3vP7Kq99w1Z/88VVX//Gb3/L673zG0zIrIqvae97z1xGttVnmkAdX3HiQxY/rt7Nh9qCLLvjmb3lKtoho1eNLX7x5saZP1fjMZ13RVkfSbvdyDjSXZYuVlfHWW5b37hlv27Oy59bl2/3bf8ste3KxePchpz3y9mPLjDt6gyIzb/7yV/bs2b/31n7bnnHPrct79uzfs2ffxlq37d03rvRoWdUvvPABkZWZe/bse93v/WHF0MeoMapaVVtZ7jft/tLLX/bzGcPv//7rn/D4p1xzzdtXtyZbtb5vWs/oEX31h1pMMcu22gC44YRugg/tXR7N1CEAAAA2i828c9lBd0afxRBjW/nrD9+we88R42zeqrIyaikrZ+Ntj37wmUMsV1uKWJ08VF9t57Ljdh79yle+YrH6z4Y/1f3vf/9t27b0WIkY72jzrIiYR+uLZy1yiyc88fG//uuvjsiM4c1vvOr7vu+51TMiKufrFe+wuWzjOjlVKz/2wh+96i1v37/vQO9YVZx51v0e9/jHbJzsc2fNZRXz3/iNV73qlb9VVbebHLRIeuaR8/d/4G+Wlob/gZ3LIrPe/JY3X3nVW7K2rfWUHVqx18qb3vxHZ519RkQ97OKHfvCDf784zMte9nN//b6/+oZv+PqTTjppacvSLbfc8nfv/9Af/MEf3XTTFzPaMLTe+9lnnbPWvLbxmBXRN4zvoM3S1l5FhOYyAAAAuAfx0L1A9pXIbeOW+x9/4lCfnteWWR9az3mrsdX5J8zOPnYporKW7nj/rLWDRI2RY+Q8KmfD7GsuOC8Xm2HVsLExKqLaQSdnXNszaxYRmbOsFtlW14LOfuEDzz3xpJ27P3drH8frr//k3/7t3z3wQefNltYSmbYcfSmiRczXquQht5mVORx/3PFPfNLj3/KWP1ksLx1Zkcvf//xntzZfm+o1rq2iPUauROyPxUo92WOxZnZVr35QJLTh9UfNIvswW2QvG/+6snZaDukRawfnLYvmtV4VLZeismLcuBr1xmKtDZkts1XFk5982Wt+848WC2NHzK668u1XXfm2DcccIqpli+wVK99w6SPOOOO0qEXpHjmPGNaOf4eRymILsyFq3JC7AQAAAHfLvaa5LDKHyMzx9BN2/KuHnjqrGnOYt6HFuH287dKHnNv6GNliQ+ZxR0fLiKWoxQo+B4KGuzHgIWoWNRyyUf3GtqynPOWycVweZkNme+nP/FwfW/UhaylqiBpW1wzKAx1bEblhS/hcPCBbPf2Kp0ZVRotoLYfzzj3/8ssvz9yYjCzGvxjSlqylqBY1ZLaI3Hgb0TKHA7fRFrvdZ80i2sGvdCkX4zx4uaJDOs4Ww7irEjlEtLUf1ub3ZFx00QVP/85vrtoX2TOGtXOydhtDZqvK6u200+738p/92TpQrkW1xTHjkMEsNjWLiKzIMXOMHHN1qetN8aHVXAYAAMC9KR66FzSXZS1FZsRS2/9tF5996vbKGuetZc1P3d4fcvquLcNQ1VZbrO7kaNUjqi12wlqfxdOr343BZFXPrIp5xEr13nuPqqr1DcD60572bZnz+bh/HOcf+chH3vCGN45jjOOizWsxa6ZHxDiu7nq21prWI6OqrwUi9eAHP/DSR3/darnq3/XMZ7SWkZGZvS8eNlb0jKye1bP3tT6w6hG9qq/9vNhhbTxwG2NErQUxtfGV9nG1a6uqR/aM7L1HHNpxtvZi1kv0Q0vUuH5n1RhRVWMborX69y9+4Xc96zsW05TWI5LWWlUuzkzv8/POO+eVr3rFrp07h9biwD5xVTW2zDhkMIuPxWq55WjzyHnkuLb73OH/0H615jIAAADYFO41zWUVY+tD5Cxz/xG9P+mCk3/3PZ/8SpsN2S88bedRNWaNfVjKGu9iVZfMHPv8QQ+6oKpHjkceefQ4jm24O/XHU+970pOe/JiIiByPPe64jUddDPCUU0964Yt+5O8+8KHFWjyf+MR1VT1yGIZ80mWPi2gZeeaZZ64P7cILz9+3b19FnXXWaWPtm8WOiOh9zJbP/8F/s2PHtnGsyHryZY+r6i3bYpGio4488smXP3bReLXrhOMyqyqOOGrHky973GIW0sG5QzvoFK7e06t6O7TtrI499ugnXfa4RbjzwAc98HaHWvXkyx578Gu/01kwbagjdmyLqKhekVXjv/vxF1566aWvec3vvPMv3r0YUB+rDS2qf80FD3jGM674xm+6vLXcuBTURQ++oKJHtIxxy9Y7rnXCCcdf/pQnjfNoQx2/8zhXNQAAAPyTZPVeNWbmYiurxdSGjb/+S9x5D54YOca41FtVLg996Yv7x597/buu3XfUjuWbf+pbHvqgE7Zn9D7b3mqea01Nd3S06tWzZtkyoldvFdVaz8yqlll3NpiKHpUZw2KVnz6PyMzMxWbqGVEx9t7HMWezYRFujON8MeWneg3DEJFRWRW9VmazVtVWu6AiKlYi5y12VMwrxqrMHKIqYuh9zDZmRGtD1erm7m2IiKGqqsZsFZHVqx1IuXLDitd58K8Rkb1XxJgZrbX1Vzr2legt2yyzoqqqVc3bkBmtFluIHTgnG0vcYcW1lbb7es9Xi2p9rMhaS36GL9z0pU9/+lPLyyvHHHPMOeeeXb1ni7WVvocNx+qrpy571UrLpQNvUGRFZo5j79GHyNYyKucZmTFU9MP+ob2rO9vM/z4AAABsrnjoXjfusfIDN37hpVd99H5H9P/49Edu8U5y77rw2mD5IQAAADaJe+sUhjaunHPyzgfv+vhF99s5s0U4AAAAwD11r9m57HZ3xvYW3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class="c x0 y1 w47 h54"><div class="t m0 x98 h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. zł<span class="_ _3"></span>.)</span> </div><div class="t m0 x99 h3 y32d ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">21<span class="ls0"> </span></span></div><div class="t m0 x15 h5b y32e ffd fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y32f w48 h2d"><div class="t m0 xd hf yd6 ff1 fs1 fc3 sc0 ls0 ws0">01.01.20<span class="ls8">20</span> - 31.12.20<span class="ls8">20</span> </div></div><div class="c x9a y32f w49 h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x9b y32f w4a h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x9c y32f w50 h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x9d y32f w51 h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x9e y32f w4d h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x9f y32f w52 h2d"><div class="t m0 xd hf y1 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y330 w48 h5c"><div class="t m0 xa0 h4f yb2 ff2 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x9a y330 w49 h5c"><div class="t m0 x32 h4f y318 ff2 fs9 fc3 sc0 ls0 ws0">grunty(w tym prawo </div><div class="t m0 x93 h4f y331 ff8 fs9 fc3 sc0 ls0 ws0">użytkowania </div><div class="t m0 x27 h4f y332 ff2 fs9 fc3 sc0 ls0 ws0">wieczystego gruntu)<span class="_ _4f"></span> </div></div><div class="c x9b y330 w4a h5c"><div class="t m0 x34 h4f y318 ff2 fs9 fc3 sc0 ls0 ws0">budynki, lokale i<span class="_ _4f"></span> obiekty </div><div class="t m0 x54 h4f y331 ff8 fs9 fc3 sc0 ls0 ws0">inżynierii lądowej i </div><div class="t m0 x3f h4f y332 ff2 fs9 fc3 sc0 ls0 ws0">wodnej </div></div><div class="c x9c y330 w50 h5c"><div class="t m0 x74 h4f y333 ff8 fs9 fc3 sc0 ls0 ws0">urządzenia techni<span class="_ _1"></span>czne i </div><div class="t m0 x30 h4f y334 ff2 fs9 fc3 sc0 ls0 ws0">maszyny </div></div><div class="c x9d y330 w51 h5c"><div class="t m0 x54 h4f y331 ff8 fs9 fc3 sc0 ls0 ws0">środki transportu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x9e y330 w4d h5c"><div class="t m0 x32 h4f y331 ff8 fs9 fc3 sc0 ls0 ws0">inne środki trwał<span class="_ _4f"></span>e<span class="ff2"> </span></div></div><div class="c x9f y330 w52 h5c"><div class="t m0 x32 h4f y331 ff8 fs9 fc3 sc0 ls0 ws0">Środki  trwałe, ra<span class="_ _4f"></span>z<span class="_ _3"></span>em<span class="ff2"> </span></div></div><div class="c x15 y335 w48 h26"><div class="t m0 xd h57 y323 ff7 fs9 fc0 sc0 ls0 ws0">a) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na poc<span class="_ _1"></span>zątek okr<span class="_ _4f"></span>e<span class="_ _3"></span>su <span class="ff1 fc3"> </span></div></div><div class="c x9a y335 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9b y335 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9c y335 w50 h26"><div class="t m0 x21 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">2 762 <span class="fc3"> </span></div></div><div class="c x9d y335 w51 h26"><div class="t m0 x21 h4f y323 ff2 fs9 fc0 sc0 ls18 ws0">462 <span class="fc3 ls0"> </span></div></div><div class="c x9e y335 w4d h26"><div class="t m0 x95 h4f y323 ff2 fs9 fc0 sc0 ls18 ws0">119 <span class="fc3 ls0"> </span></div></div><div class="c x9f y335 w52 h26"><div class="t m0 x66 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">3 343 <span class="fc3"> </span></div></div><div class="c x15 y336 w48 h24"><div class="t m0 xd h57 y337 ff1 fs9 fc0 sc0 ls0 ws0">b<span class="ff7">) wartość<span class="_ _4f"></span> brutto środków trwałych na ko<span class="_ _1"></span>niec <span class="ff1">okresu<span class="fc3"> </span></span></span></div></div><div class="c x9a y336 w49 h24"><div class="t m0 x94 h4f y337 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9b y336 w4a h24"><div class="t m0 x45 h4f y337 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9c y336 w50 h24"><div class="t m0 x21 h4f y337 ff2 fs9 fc0 sc0 ls0 ws0">2 762 <span class="fc3"> </span></div></div><div class="c x9d y336 w51 h24"><div class="t m0 x21 h4f y337 ff2 fs9 fc0 sc0 ls18 ws0">462 <span class="fc3 ls0"> </span></div></div><div class="c x9e y336 w4d h24"><div class="t m0 x95 h4f y337 ff2 fs9 fc0 sc0 ls18 ws0">119 <span class="fc3 ls0"> </span></div></div><div class="c x9f y336 w52 h24"><div class="t m0 x66 h4f y337 ff2 fs9 fc0 sc0 ls0 ws0">3 343 <span class="fc3"> </span></div></div><div class="c x15 y338 w48 h58"><div class="t m0 xd h57 y2fe ff1 fs9 fc0 sc0 ls0 ws0">c<span class="ff7">) <span class="_ _45"> </span>skumulowana <span class="_ _45"> </span>amortyzacja <span class="_ _45"> </span>(umorzenie)<span class="_ _1"></span> <span class="_ _45"> </span>na  począte<span class="_ _4f"></span>k<span class="_ _3"></span> </span></div><div class="t m0 xd h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">okresu<span class="fc3"> </span></div></div><div class="c x9a y338 w49 h58"><div class="t m0 x94 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9b y338 w4a h58"><div class="t m0 x45 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9c y338 w50 h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">2 533<span class="ff1 fc3"> </span></div></div><div class="c x9d y338 w51 h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">462<span class="ff1 fc3 ls0"> </span></div></div><div class="c x9e y338 w4d h58"><div class="t m0 x95 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">119<span class="ff1 fc3 ls0"> </span></div></div><div class="c x9f y338 w52 h58"><div class="t m0 x66 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">3 114<span class="ff1 fc3"> </span></div></div><div class="c x15 y339 w48 h26"><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">d<span class="ff7">) amortyzacja za o<span class="_ _1"></span>kres (z ty<span class="_ _4f"></span>tułu)<span class="ff1 fc3"> </span></span></div></div><div class="c x9a y339 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9b y339 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9c y339 w50 h26"><div class="t m0 x2a h4f y323 ff2 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x9d y339 w51 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x9e y339 w4d h26"><div class="t m0 x67 h4f y323 ff2 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x9f y339 w52 h26"><div class="t m0 x97 h4f y323 ff2 fs9 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y1f3 w48 h26"><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls1a ws0">    <span class="ls0">- <span class="ff7">zwiększeń</span><span class="fc3"> </span></span></div></div><div class="c x9a y1f3 w49 h26"><div class="t m0 x94 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9b y1f3 w4a h26"><div class="t m0 x45 h4f y323 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="fc3"> </span></div></div><div class="c x9c y1f3 w50 h26"><div class="t m0 x1a h4f y323 ff1 fs9 fc0 sc0 ls18 ws0">24<span class="ff2 fc3 ls0"> </span></div></div><div class="c x9d y1f3 w51 h26"><div class="t m0 x1a h4f y323 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ff2 fc3"> </span></div></div><div class="c x9e y1f3 w4d h26"><div class="t m0 x18 h4f y323 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ff2 fc3"> </span></div></div><div class="c x9f y1f3 w52 h26"><div class="t m0 x22 h4f y323 ff1 fs9 fc0 sc0 ls18 ws0">24<span class="ff2 fc3 ls0"> </span></div></div><div class="c x15 y33a w48 h58"><div class="t m0 xd h57 y2fe ff1 fs9 fc0 sc0 ls0 ws0">e) <span class="_ _3f"> </span>skumul<span class="_ _1"></span>owana <span class="_ _3f"> </span>amorty<span class="_ _1"></span>zacja <span class="_ _3f"> </span>(umor<span class="_ _1"></span>zenie) <span class="_ _3f"> </span>na <span class="_ _49"> </span>koniec </div><div class="t m0 xd h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">okresu<span class="fc3"> </span></div></div><div class="c x9a y33a w49 h58"><div class="t m0 x94 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9b y33a w4a h58"><div class="t m0 x45 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9c y33a w50 h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">2 5<span class="ls18">57</span><span class="ff1 fc3"> </span></div></div><div class="c x9d y33a w51 h58"><div class="t m0 x21 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">462<span class="ff1 fc3 ls0"> </span></div></div><div class="c x9e y33a w4d h58"><div class="t m0 x95 h4f ya7 ff2 fs9 fc0 sc0 ls18 ws0">119<span class="ff1 fc3 ls0"> </span></div></div><div class="c x9f y33a w52 h58"><div class="t m0 x66 h4f ya7 ff2 fs9 fc0 sc0 ls0 ws0">3 1<span class="ls18">38</span><span class="ff1 fc3"> </span></div></div><div class="c x15 y33b w48 h28"><div class="t m0 xd h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">f<span class="ff8">) wartość netto śr<span class="_ _1"></span>odków trwał<span class="_ _1"></span>ych na koniec okre<span class="_ _4f"></span>su<span class="ff1 fc3"> </span></span></div></div><div class="c x9a y33b w49 h28"><div class="t m0 x94 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9b y33b w4a h28"><div class="t m0 x45 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9c y33b w50 h28"><div class="t m0 x67 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">2<span class="ls18">05</span> <span class="ff1 fc3"> </span></div></div><div class="c x9d y33b w51 h28"><div class="t m0 x1a h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9e y33b w4d h28"><div class="t m0 x18 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ff1 fc3"> </span></div></div><div class="c x9f y33b w52 h28"><div class="t m0 x18 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">2<span class="ls18">05</span><span class="ff1 fc3"> </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 x40 y33c w53 h5d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x52 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa1 h2 y3 ff1 fs0 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div><div class="t m0 xa h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y33d ff2 fs0 fc0 sc0 ls4 ws0">15.<span class="ff4 ls0">  <span class="ff8">Pozostałe długoterminowe aktywa <span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y33e ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>p<span class="_ _3"></span>ozycji <span class="_ _33"></span>długoterminowych <span class="_ _33"></span>ak<span class="_ _3"></span>tywów <span class="_ _33"></span>finansowych <span class="_ _33"></span>Spółka <span class="_ _33"></span>ujmuje <span class="_ _33"></span>udziały<span class="_ _3"></span> <span class="_ _0"></span>i <span class="_ _33"></span>akcje <span class="_ _33"></span>w <span class="_ _33"></span>jedn<span class="_ _3"></span>ostkach <span class="_ _45"> </span>zależn<span class="_ _3"></span>ych<span class="ff1"> <span class="_ _33"></span>oraz </span></div><div class="t m0 x57 h2 y1b4 ff7 fs0 fc0 sc0 ls0 ws0">prezentowane są kau<span class="_ _3"></span>cje jako dłu<span class="_ _3"></span>goterminowe pozostałe n<span class="_ _3"></span>ależności.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y33f ff7 fs0 fc0 sc0 ls0 ws0">Udziały <span class="_ _3"></span>w <span class="_ _0"></span>jednostkach <span class="_ _3"></span>p<span class="_ _3"></span>owiązanych <span class="_ _0"></span>wyceniane <span class="_ _3"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>wartościach <span class="_ _3"></span>god<span class="_ _3"></span>ziwych. <span class="_ _3"></span>Wy<span class="_ _3"></span>ceny <span class="_ _3"></span>wartości <span class="_ _3"></span>god<span class="_ _3"></span>ziwych <span class="_ _3"></span>zosta<span class="_ _3"></span>ły </div><div class="t m0 x57 h2 y340 ff7 fs0 fc0 sc0 ls0 ws0">dokonane przez <span class="_ _3"></span>niezależnych rzeczoznawcó<span class="_ _3"></span>w.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x9a hc y51 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y341 w54 h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Długoterminowe aktywa <span class="_ _3"></span>finansowe<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xa2 y341 w55 h25"><div class="t m0 x4a hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20218<span class="_ _3"></span> </div></div><div class="c xa3 y341 w23 h25"><div class="t m0 x34 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y342 w54 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Udziały w jednos<span class="_ _3"></span>tkach powiązanych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa2 y342 w55 h46"><div class="t m0 x65 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c xa3 y342 w23 h46"><div class="t m0 x5d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c x38 ya3 w54 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Długoterminowe pozos<span class="_ _3"></span>tałe należności<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa2 ya3 w55 h25"><div class="t m0 x19 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">934<span class="ls0"> </span></div></div><div class="c xa3 ya3 w23 h25"><div class="t m0 x5d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 280 </div></div><div class="c x38 y343 w54 h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Długoterminowe aktywa <span class="_ _3"></span>finansowe, razem<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xa2 y343 w55 h25"><div class="t m0 x65 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">7 458<span class="ls0"> </span></div></div><div class="c xa3 y343 w23 h25"><div class="t m0 x5d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">8 379 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h5e y286 ffb fs9 fc6 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y344 ff2 fs0 fc0 sc0 ls0 ws0">15<span class="ff8">.1 Udziały w jedno<span class="_ _3"></span>stkach powiązanych<span class="_ _0"></span></span> </div><div class="t m0 x57 h2 y345 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y346 w56 h5f"><div class="t m0 xd hc y347 ff8 fs0 fc0 sc0 ls0 ws0">Udziały w jednostkach p<span class="_ _3"></span>owiązanych<span class="_ _3"></span><span class="ff2"> na </span></div><div class="t m0 xd hc y6a ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xa4 y346 w57 h5f"><div class="t m0 x5a hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">siedziba </div></div><div class="c xa5 y346 w58 h5f"><div class="t m0 x27 hc y348 ff2 fs0 fc0 sc0 ls0 ws0">%posiadanego </div><div class="t m0 x35 hc yb5 ff8 fs0 fc0 sc0 ls0 ws0">kapitału </div><div class="t m0 x7a hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">zakł<span class="ff2">adowego </span></div></div><div class="c xa3 y346 w59 h5f"><div class="t m0 x34 hc y348 ff8 fs0 fc0 sc0 ls0 ws0">Wartość bilansowa </div><div class="t m0 xa6 hc yb5 ff8 fs0 fc0 sc0 ls0 ws0">udziałów/akcji<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x38 y349 w56 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Śląskie Towarzystwo Wi<span class="_ _3"></span>ertnicze Dalbis<span class="_ _3"></span> Sp. z o.o.<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa4 y349 w57 h46"><div class="t m0 xa7 h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Tarnowskie Góry<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa5 y349 w58 h46"><div class="t m0 x30 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c xa3 y349 w59 h46"><div class="t m0 x5d h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x38 y215 w56 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xa4 y215 w57 h25"><div class="t m0 x6f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y215 w58 h25"><div class="t m0 x72 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y215 w59 h25"><div class="t m0 x5d hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h60 y34b ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 yc w56 h61"><div class="t m0 xd hc y347 ff8 fs0 fc0 sc0 ls0 ws0">Udziały w jednostkach p<span class="_ _3"></span>owiązanych n<span class="_ _3"></span>a </div><div class="t m0 xd hc y6a ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c xa4 yc w57 h61"><div class="t m0 x5a hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">siedziba </div></div><div class="c xa5 yc w58 h61"><div class="t m0 x27 hc y348 ff2 fs0 fc0 sc0 ls0 ws0">%posiadanego </div><div class="t m0 x35 hc yb5 ff8 fs0 fc0 sc0 ls0 ws0">kapitału </div><div class="t m0 x7a hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">zakł<span class="ff2">adowego </span></div></div><div class="c xa3 yc w59 h61"><div class="t m0 x34 hc y348 ff8 fs0 fc0 sc0 ls0 ws0">Wartość bilansowa </div><div class="t m0 xa6 hc yb5 ff8 fs0 fc0 sc0 ls0 ws0">udziałów/akcji<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x38 y34c w56 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Śląskie Towarzystwo Wi<span class="_ _3"></span>ertnicze Dalbis<span class="_ _3"></span> Sp. z o.o.<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa4 y34c w57 h46"><div class="t m0 xa7 h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Tarnowskie Góry<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa5 y34c w58 h46"><div class="t m0 x30 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c xa3 y34c w59 h46"><div class="t m0 x5d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 098 </div></div><div class="c x38 yd w56 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Famur S.A. </div></div><div class="c xa4 yd w57 h25"><div class="t m0 x3 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Katowice </div></div><div class="c xa5 yd w58 h25"><div class="t m0 x4c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0,01% </div></div><div class="c xa3 yd w59 h25"><div class="t m0 x67 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x38 y34d w56 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xa4 y34d w57 h25"><div class="t m0 x6f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y34d w58 h25"><div class="t m0 x72 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y34d w59 h25"><div class="t m0 x5d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y34f ff2 fs0 fc0 sc0 ls0 ws0">15.2 <span class="ff8">Długoterm<span class="_ _3"></span>inowe pozostałe należno<span class="_ _3"></span>ści</span> </div><div class="t m0 x57 hc y350 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y351 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3f"> </span>pozy<span class="_ _3"></span>cji <span class="_ _3f"> </span>długot<span class="_ _3"></span>erminowe <span class="_ _3f"> </span>pozo<span class="_ _3"></span>stałe <span class="_ _3f"> </span>n<span class="_ _3"></span>ależności <span class="_ _3f"> </span>u<span class="_ _3"></span>jęto <span class="_ _3f"> </span>wpłaconą <span class="_ _46"> </span>kwotę <span class="_ _3f"> </span>kaucji <span class="_ _46"> </span>dotyczącej <span class="_ _46"> </span>sprawy <span class="_ _46"> </span>sądowej<span class="_ _3"></span> </div><div class="t m0 x57 h2 y352 ff7 fs0 fc0 sc0 ls0 ws0">toczącej <span class="_ _3f"> </span>się <span class="_ _46"> </span>w <span class="_ _3f"> </span>Hiszpan<span class="_ _3"></span>ii <span class="_ _3f"> </span>przeciwko <span class="_ _46"> </span>Primetech <span class="_ _3e"> </span>z <span class="_ _3f"> </span>udzia<span class="_ _3"></span>łem <span class="_ _3f"> </span>hiszpań<span class="_ _3"></span>skiego <span class="_ _3f"> </span>za<span class="_ _3"></span>kładu <span class="_ _3f"> </span>ubezpieczeń <span class="_ _46"> </span>społeczny<span class="_ _3"></span>ch<span class="_ _3"></span><span class="ff1 ls1c">, </span></div><div class="t m0 x57 h2 y353 ff7 fs0 fc0 sc0 ls0 ws0">dotycząca <span class="_ _3d"> </span>wyrównania <span class="_ _3d"> </span>wysoko<span class="_ _3"></span>ści <span class="_ _3d"> </span>składek <span class="_ _45"> </span>z <span class="_ _3d"> </span>tytułu <span class="_ _3d"> </span>ubezpieczenia <span class="_ _45"> </span>s<span class="_ _3"></span>połecznego, <span class="_ _3d"> </span>odprowad<span class="_ _3"></span>zanych <span class="_ _3d"> </span>przez <span class="_ _3d"> </span>Oddział </div><div class="t m0 x57 h2 y354 ff1 fs0 fc0 sc0 ls0 ws0">Primetech w Hiszpan<span class="_ _3"></span>ii w latach<span class="_ _3"></span>  1997 <span class="ff7">–</span> 2003.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y356 ff8 fs0 fc0 sc0 ls0 ws0">Zmiana stanu od<span class="_ _3"></span>pisów aktualizujących war<span class="_ _3"></span>tość należności <span class="_ _3"></span>d<span class="_ _3"></span>ługoterminowych<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x38 y357 w5a h45"><div class="t m0 xd hc y358 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y357 w5b h45"><div class="t m0 x34 hc y6a ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">21</span> <span class="_ _3"></span>- 31.12.20<span class="ls16">21</span> </div></div><div class="c xa9 y357 w5c h45"><div class="t m0 x4c hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">Za okres <span class="_ _3"></span><span class="ls4">1.1.2020</span> - </div><div class="t m0 x18 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y359 w5a h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Stan na począte<span class="_ _3"></span>k okresu<span class="ff2"> </span></div></div><div class="c xa8 y359 w5b h25"><div class="t m0 xaa h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa9 y359 w5c h25"><div class="t m0 xab h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y35a w5a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">zwiększenia<span class="ff1"> </span></div></div><div class="c xa8 y35a w5b h25"><div class="t m0 x76 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">460<span class="ls0"> </span></div></div><div class="c xa9 y35a w5c h25"><div class="t m0 xab h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y1cf w5a h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">zmniejszenia, w tym:<span class="_ _3"></span> </div></div><div class="c xa8 y1cf w5b h46"><div class="t m0 xaa h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa9 y1cf w5c h46"><div class="t m0 xab h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y35b w5a h25"><div class="t m0 xd h53 y2b1 ffb fs0 fc0 sc0 ls0 ws0">- <span class="ffa">rozwiązanie <span class="_ _3"></span></span> </div></div><div class="c xa8 y35b w5b h25"><div class="t m0 xaa h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">0<span class="ffb"> </span></div></div><div class="c xa9 y35b w5c h25"><div class="t m0 xab h53 y2b1 ffb fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y35c w5a h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xa8 y35c w5b h25"><div class="t m0 x76 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">460<span class="ls0"> </span></div></div><div class="c xa9 y35c w5c h25"><div class="t m0 xab hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y101 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y35d ff2 fs0 fc0 sc0 ls4 ws0">16.<span class="ff4 ls0">  <span class="ff8">Nal<span class="_ _1"></span>eżności z tytułu d<span class="_ _3"></span>ostaw i usług oraz <span class="_ _3"></span>pozostałe należn<span class="_ _3"></span>ości<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y35e ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _41"> </span>momencie <span class="_ _41"> </span>początk<span class="_ _3"></span>owego <span class="_ _41"> </span>ujęcia <span class="_ _4a"> </span>należności <span class="_ _41"> </span>u<span class="_ _3"></span>jmowane <span class="_ _41"> </span>są <span class="_ _41"> </span>w <span class="_ _4a"> </span>wartości <span class="_ _41"> </span>godziwej, <span class="_ _41"> </span>a <span class="_ _41"> </span>n<span class="_ _3"></span>astępnie <span class="_ _41"> </span>według </div><div class="t m0 x57 h2 y35f ff7 fs0 fc0 sc0 ls0 ws0">zamortyzowanego kos<span class="_ _3"></span>ztu z zastos<span class="_ _3"></span>owaniem metody efektywn<span class="_ _3"></span>ej stopy p<span class="_ _3"></span>rocentowej, pomniejszonego o<span class="_ _3"></span> odpisy z<span class="_ _3"></span> tytułu </div><div class="t m0 x57 h2 y360 ff7 fs0 fc0 sc0 ls0 ws0">trwałej utra<span class="_ _3"></span>ty wartoś<span class="_ _3"></span>ci. <span class="ff1">Zgodnie <span class="_ _3"></span>z MSSF <span class="_ _3"></span>9 jednos<span class="_ _3"></span>tka w</span>y<span class="_ _3"></span>cenia odp<span class="_ _3"></span>is na oczekiwane <span class="_ _3"></span>straty kredyto<span class="_ _3"></span>we w kwocie <span class="_ _3"></span>równej </div><div class="t m0 x57 h2 y361 ff1 fs0 fc0 sc0 ls4 ws0">12<span class="ls0">-<span class="ff7">miesięcznym <span class="_ _3e"> </span>oczekiwany<span class="_ _3"></span>m <span class="_ _3e"> </span>stratom <span class="_ _3e"> </span>kredytowym <span class="_ _3e"> </span>bądź <span class="_ _3e"> </span>oczekiwanym <span class="_ _3e"> </span>stra<span class="_ _3"></span>tom <span class="_ _46"> </span>kr<span class="_ _3"></span>edytowym <span class="_ _3e"> </span>w <span class="_ _46"> </span>okresie <span class="_ _3e"> </span>życia </span></span></div><div class="t m0 x57 h2 y362 ff1 fs0 fc0 sc0 ls0 ws0">instrumentu <span class="_ _3e"> </span>finans<span class="_ _3"></span>owe<span class="ff7">go. <span class="_ _3e"> </span>W <span class="_ _3e"> </span>przypadku <span class="_ _3e"> </span>należności <span class="_ _3e"> </span>z <span class="_ _46"> </span>tytu<span class="_ _3"></span>łu <span class="_ _46"> </span>do<span class="_ _3"></span>staw <span class="_ _46"> </span>i<span class="_ _3"></span></span> <span class="ff7">u<span class="_ _3"></span>sług, <span class="_ _3e"> </span>Spółka <span class="_ _46"> </span>zas<span class="_ _3"></span>tosowała <span class="_ _3e"> </span>uprosz<span class="_ _3"></span></span>czone </div><div class="t m0 x57 h2 y363 ff7 fs0 fc0 sc0 ls0 ws0">podejście  i<span class="ff1"> </span>wycenia <span class="_ _3d"> </span>odpis  na <span class="_ _3d"> </span>oczekiwane  straty <span class="_ _3d"> </span>kredy<span class="_ _3"></span>towe <span class="_ _3d"> </span>w  kwocie<span class="_ _4f"></span>  równej <span class="_ _48"> </span>oczekiwanym  stratom <span class="_ _3d"> </span>kredy<span class="_ _3"></span>towym </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x54 y364 w27 h62" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">23<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">całym <span class="_ _46"> </span>okresie<span class="_ _3"></span> <span class="_ _46"> </span>życia. <span class="_ _3e"> </span>Spół<span class="_ _3"></span>ka <span class="_ _46"> </span>przean<span class="_ _3"></span>alizowała <span class="_ _46"> </span>ryzy<span class="_ _3"></span>ko <span class="_ _46"> </span>kredy<span class="_ _3"></span>towe <span class="_ _46"> </span>przy <span class="_ _3e"> </span>użyciu <span class="_ _46"> </span>u<span class="_ _3"></span>proszczonego <span class="_ _3e"> </span>modelu. <span class="_ _3b"> </span></span>Odpisy </div><div class="t m0 x57 h2 y189 ff7 fs0 fc0 sc0 ls0 ws0">aktualizujące <span class="_ _3d"> </span>odnoszone <span class="_ _45"> </span>są <span class="_ _45"> </span>w <span class="_ _45"> </span>ra<span class="_ _3"></span>chunku <span class="_ _3d"> </span>zysk<span class="_ _3"></span>ów <span class="_ _45"> </span>i <span class="_ _3d"> </span>strat. <span class="_ _45"> </span>Różnicę <span class="_ _45"> </span>pomiędzy <span class="_ _3d"> </span>utworzonymi <span class="_ _45"> </span>a <span class="_ _3d"> </span>rozwiązanymi <span class="_ _45"> </span>odp<span class="_ _3"></span>isami </div><div class="t m0 x57 h2 y1db ff7 fs0 fc0 sc0 ls0 ws0">aktualizacyjny<span class="_ _3"></span>mi <span class="_ _3f"> </span>od<span class="_ _3"></span>nosi <span class="_ _46"> </span>się <span class="_ _3f"> </span>odpowiednio <span class="_ _46"> </span>w<span class="_ _3"></span><span class="ff1"> </span>p<span class="_ _3"></span>ozostałe <span class="_ _46"> </span>przychod<span class="_ _3"></span>y <span class="_ _46"> </span>operacyjne <span class="_ _3f"> </span>lu<span class="_ _3"></span>b <span class="_ _46"> </span>pozostałe <span class="_ _46"> </span>koszty <span class="_ _46"> </span>operacyjne. </div><div class="t m0 x57 h2 y365 ff7 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _3"></span>finans<span class="_ _3"></span>owe wyrażo<span class="_ _3"></span>ne <span class="_ _3"></span>w <span class="_ _3"></span>walutach <span class="_ _3"></span>obcych <span class="_ _3"></span>wycenia <span class="_ _0"></span>się <span class="_ _3"></span>na d<span class="_ _3"></span>zień <span class="_ _3"></span>bilansowy <span class="_ _3"></span>po <span class="_ _3"></span>kur<span class="_ _3"></span>s<span class="_ _3"></span>ie ś<span class="_ _3"></span>rednim <span class="_ _3"></span>ustalonym <span class="_ _3"></span>dla </div><div class="t m0 x57 h2 y366 ff7 fs0 fc0 sc0 ls0 ws0">danej <span class="_ _3b"> </span>waluty <span class="_ _3b"> </span>przez <span class="_ _3b"> </span>Narodowy <span class="_ _3b"> </span>Bank <span class="_ _3b"> </span>Pols<span class="_ _3"></span>ki <span class="_ _3c"> </span>na <span class="_ _3b"> </span>ten <span class="_ _3b"> </span>dzień. <span class="_ _3b"> </span>Powstałe <span class="_ _3b"> </span>z <span class="_ _3b"> </span>wyceny <span class="_ _3b"> </span>ró<span class="_ _3"></span>żnice <span class="_ _3c"> </span>kurs<span class="_ _3"></span>owe <span class="_ _3c"> </span>u<span class="_ _3"></span>jmuje <span class="_ _3b"> </span>się <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y367 ff1 fs0 fc0 sc0 ls0 ws0">w przychodach lu<span class="_ _3"></span>b kosztach finan<span class="_ _3"></span>sowych.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y368 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y369 w5d h25"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xac y369 w5e h25"><div class="t m0 x7f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c xad y369 w5f h25"><div class="t m0 x39 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y36b w5d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Należności krótk<span class="_ _3"></span>oterminowe netto, razem <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y36b w5e h46"><div class="t m0 x22 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xad y36b w5f h46"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">4 515 </div></div><div class="c x38 y36c w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">odpisy aktualizu<span class="_ _3"></span>jące wartość należnoś<span class="_ _3"></span>ci <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y36c w5e h25"><div class="t m0 x22 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">363<span class="ls0"> </span></div></div><div class="c xad y36c w5f h25"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 446 </div></div><div class="c x38 y36d w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Należności krótkote<span class="_ _3"></span>rminowe brutt<span class="_ _3"></span>o, razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xac y36d w5e h25"><div class="t m0 x22 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">727<span class="ls0"> </span></div></div><div class="c xad y36d w5f h25"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">5 961 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y2a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y36e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y36f ff8 fs0 fc0 sc0 ls0 ws0">Zmiana stanu od<span class="_ _3"></span>pisów aktualizujących war<span class="_ _3"></span>tość należności kr<span class="_ _3"></span>ótkoterminowych<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x38 y370 w5a h63"><div class="t m0 xd hc y371 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y370 w60 h63"><div class="t m0 x3b hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x94 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xad y370 w5f h63"><div class="t m0 x4b hc y2c8 ff2 fs0 fc0 sc0 ls0 ws0">Za okres 1.1.20<span class="ls4">20</span> <span class="_ _3"></span>- </div><div class="t m0 x1d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y372 w5a h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Stan na począte<span class="_ _3"></span>k okresu<span class="ff2"> </span></div></div><div class="c xa8 y372 w60 h25"><div class="t m0 x88 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 446 </div></div><div class="c xad y372 w5f h25"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 060 </div></div><div class="c x38 y373 w5a h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">zwiększenia<span class="ff1"> </span></div></div><div class="c xa8 y373 w60 h25"><div class="t m0 xae h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y373 w5f h25"><div class="t m0 xaf h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y374 w5a h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">zmniejszenia, w tym:<span class="_ _3"></span> </div></div><div class="c xa8 y374 w60 h46"><div class="t m0 x2b h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-1 083 </div></div><div class="c xad y374 w5f h46"><div class="t m0 x5e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-5 614 </div></div><div class="c x38 y375 w5a h25"><div class="t m0 xd h53 y2b1 ffb fs0 fc0 sc0 ls0 ws0">- <span class="ffa">rozwiązanie <span class="_ _3"></span></span> </div></div><div class="c xa8 y375 w60 h25"><div class="t m0 x2b h53 y2b1 ffb fs0 fc0 sc0 ls0 ws0">-1 083 </div></div><div class="c xad y375 w5f h25"><div class="t m0 x5e h53 y2b1 ffb fs0 fc0 sc0 ls0 ws0">-5 614 </div></div><div class="c x38 y376 w5a h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xa8 y376 w60 h25"><div class="t m0 x75 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">363<span class="ls0"> </span></div></div><div class="c xad y376 w5f h25"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1 446 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y377 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y378 ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="ff7">należnoś<span class="_ _3"></span>ci z tytułu dostaw i usł<span class="_ _3"></span>ug <span class="_ _3"></span>pozostałe należności skład<span class="_ _3"></span>a<span class="ls1d">ją</span></span> <span class="ff7">się:</span> </div><div class="t m0 x57 h2 y379 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y37a w5d h25"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xac y37a w5e h25"><div class="t m0 x7f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c xad y37a w5f h25"><div class="t m0 x39 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y37b w5d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tułu dostaw i usług<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y37b w5e h46"><div class="t m0 x1b h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xad y37b w5f h46"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 911 </div></div><div class="c x38 y37c w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Kaucje, wadium<span class="_ _3"></span> </div></div><div class="c xac y37c w5e h25"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y37c w5f h25"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 523 </div></div><div class="c x38 yf0 w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Należności pu<span class="_ _3"></span>bliczno<span class="ff1">-prawne </span></div></div><div class="c xac yf0 w5e h25"><div class="t m0 x22 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">274<span class="ls0"> </span></div></div><div class="c xad yf0 w5f h25"><div class="t m0 x75 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x38 y37d w5d h47"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Rozliczenia międzyokres<span class="_ _3"></span>owe czynne<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y37d w5e h47"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y37d w5f h47"><div class="t m0 x28 h2 y2b1 ff1 fs0 fc0 sc0 ls5 ws0">                      <span class="_ _4f"></span>             <span class="ls4">58<span class="ls0"> </span></span></div></div><div class="c x38 y37e w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe należn<span class="_ _3"></span>ości niefinansowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y37e w5e h25"><div class="t m0 x2a h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 </div></div><div class="c xad y37e w5f h25"><div class="t m0 x56 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x38 y37f w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe należności, razem<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xac y37f w5e h25"><div class="t m0 x22 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xad y37f w5f h25"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">4 515 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y380 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y381 ff2 fs0 fc0 sc0 ls4 ws0">17.<span class="ff4 ls0">  <span class="ff8">Nal<span class="_ _1"></span>eżności warun<span class="_ _3"></span>kowe<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y382 ff7 fs0 fc0 sc0 ls0 ws0">Toczy  się  postępowanie  sądowe,  w  związku  ze <span class="_ _3d"> </span>zgł<span class="_ _3"></span>oszeniem  przez  Spółkę    w  2017 <span class="_ _3d"> </span>r<span class="_ _3"></span>oku  roszczenia  z <span class="_ _3f"> </span><span class="ff1 fc5">Umowy </span></div><div class="t m0 x57 h2 y383 ff7 fs0 fc5 sc0 ls0 ws0">ubezpieczenia <span class="_ _3d"> </span>D&amp;O, <span class="_ _3d"> </span>w <span class="_ _45"> </span>z<span class="_ _3"></span>wiązku<span class="_ _3"></span> <span class="_ _45"> </span>z <span class="_ _3d"> </span>nienależyty<span class="_ _3"></span>m <span class="_ _45"> </span>wykon<span class="_ _3"></span>ywaniem <span class="_ _3d"> </span>obowiązków <span class="_ _3d"> </span>zarządczy<span class="_ _3"></span>ch <span class="_ _3d"> </span>w <span class="_ _45"> </span>Spó<span class="_ _3"></span>łce <span class="_ _45"> </span>p<span class="_ _3"></span>rzez <span class="_ _3d"> </span>osoby </div><div class="t m0 x57 h2 y384 ff7 fs0 fc5 sc0 ls0 ws0">ubezpieczone, <span class="_ _3d"> </span>skutk<span class="_ _3"></span>ujące <span class="_ _3d"> </span>powstaniem <span class="_ _3d"> </span>szkod<span class="_ _3"></span>y <span class="_ _3d"> </span>w <span class="_ _3d"> </span>majątku <span class="_ _3d"> </span>S<span class="_ _3"></span>pół<span class="_ _3"></span>ki. <span class="_ _3d"> </span>Kwota <span class="_ _3d"> </span>roszczenia <span class="_ _3d"> </span>wy<span class="_ _3"></span>nosi <span class="_ _3d"> </span>obecnie <span class="_ _3d"> </span>185 <span class="_ _3d"> </span>mln <span class="_ _3d"> </span>zł<span class="_ _3"></span>. </div><div class="t m0 x57 h2 y2e6 ff7 fs0 fc5 sc0 ls0 ws0">Ewentualne <span class="_ _3"></span>ko<span class="_ _3"></span>rzystne <span class="_ _0"></span>rozstrzygnięcie <span class="_ _0"></span>sprawy <span class="_ _0"></span>może <span class="_ _0"></span>mieć <span class="_ _3"></span>is<span class="_ _3"></span>totny<span class="_ _3"></span> <span class="_ _3"></span>wpływ <span class="_ _0"></span>na <span class="_ _3"></span>wyn<span class="_ _3"></span>iki <span class="_ _3"></span>Primet<span class="_ _3"></span>ech <span class="_ _3"></span>w<span class="_ _3"></span> <span class="_ _3"></span>przys<span class="_ _3"></span>złości. <span class="_ _34"></span><span class="ff1 fs1">Sprawa </span></div><div class="t m0 x57 hf y385 ff7 fs1 fc5 sc0 ls0 ws0">w <span class="_ _0"></span>dalszym <span class="_ _0"></span>ciągu <span class="_ _33"></span>rozpoznawana <span class="_ _0"></span>jest <span class="_ _0"></span>przez <span class="_ _33"></span>ubezpieczyciela <span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _0"></span>obecnie <span class="_ _0"></span>nie <span class="_ _33"></span>można <span class="_ _0"></span>jednoznacznie <span class="_ _0"></span>okreś<span class="_ _0"></span>lić <span class="_ _0"></span>term<span class="_ _3"></span>inu <span class="_ _0"></span>rozstrzygnięcia </div><div class="t m0 x57 hf y386 ff7 fs1 fc5 sc0 ls0 ws0">zgłoszonych roszczeń.<span class="ff1"> </span></div><div class="t m0 x57 h2 y387 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y388 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y389 ff2 fs0 fc0 sc0 ls4 ws0">18.<span class="ff4 ls0">  <span class="ff8">Ś<span class="_ _1"></span>rodki pieniężne<span class="_ _3"></span><span class="ff2"> </span></span></span></div></div><div class="c x38 y38a w61 h25"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y38a w62 h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x80 y38a wb h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y38b w61 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y38b w62 h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2 667 </div></div><div class="c x80 y38b wb h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">6 714 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y38c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y38d ff7 fs0 fc0 sc0 ls0 ws0">Na środki <span class="_ _3"></span>pieniężne i ich ekwiwalenty s<span class="_ _3"></span>kładają się gotówka<span class="_ _3"></span> w kasie oraz na <span class="_ _3"></span>lokatach bankowych. Warto<span class="_ _3"></span>ść </div><div class="t m0 x57 h2 y38e ff7 fs0 fc0 sc0 ls0 ws0">księgowa tych akty<span class="_ _3"></span>wów odpowiada wartoś<span class="_ _3"></span>ci godziwej.<span class="_ _3"></span><span class="ff1">  </span></div><div class="t m0 x57 h2 y38f ff1 fs0 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 x54 y390 w27 h64" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">24<span class="ls0"> </span></span></div><div class="t m0 x57 he y5 ff2 fs0 fc0 sc0 ls4 ws0">19.<span class="ff4 ls0">  <span class="ff8">K<span class="_ _4f"></span>ap<span class="_ _3"></span>itał podstawowy i pozo<span class="_ _3"></span>stałe kapitały<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 hc yd2 ff2 fs0 fc0 sc0 ls4 ws0">19<span class="ff8 ls0">.1 Kapitał zakładowy<span class="_ _3"></span><span class="ff2"> </span></span></div><div class="t m0 x57 h2 y391 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y109 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _3d"> </span>pods<span class="_ _3"></span>tawowy <span class="_ _3d"> </span>zarówno <span class="_ _3d"> </span>na <span class="_ _3d"> </span>dzień <span class="_ _48"> </span>31 <span class="_ _3d"> </span>grudnia <span class="_ _3d"> </span>202<span class="_ _3"></span><span class="ff1">1 <span class="_ _3d"> </span>roku<span class="_ _3"></span> <span class="_ _3d"> </span>jak <span class="_ _3d"> </span>i <span class="_ _3d"> </span>na <span class="_ _3d"> </span>31 <span class="_ _3d"> </span>grudn<span class="_ _3"></span>ia <span class="_ _3d"> </span>20<span class="ls4">20</span> <span class="_ _3d"> </span></span>roku <span class="_ _3d"> </span>zo<span class="_ _3"></span>stał <span class="_ _3d"> </span>w <span class="_ _3d"> </span>całoś<span class="_ _3"></span>ci </div><div class="t m0 x57 h2 y392 ff7 fs0 fc0 sc0 ls0 ws0">opłacony.<span class="ff1"> </span></div><div class="t m0 x57 h2 y393 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y394 w61 h25"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y394 w62 h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x80 y394 wb h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y395 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- rodzaj akcji <span class="_ _3"></span> </div></div><div class="c xb0 y395 w62 h25"><div class="t m0 x37 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">na okaziciela </div></div><div class="c x80 y395 wb h25"><div class="t m0 x13 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">na okaziciela </div></div><div class="c x38 y396 w61 h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- rodzaj uprzy<span class="_ _3"></span>wilejowania </div></div><div class="c xb0 y396 w62 h46"><div class="t m0 xa6 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">nieuprzywilejowane<span class="_ _3"></span> </div></div><div class="c x80 y396 wb h46"><div class="t m0 xa6 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">nieuprzywilejowane<span class="_ _3"></span> </div></div><div class="c x38 y2f7 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- emisja akcji s<span class="_ _3"></span>erii &quot;A&quot; (data rejestracji)<span class="_ _3"></span> </div></div><div class="c xb0 y2f7 w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x80 y2f7 wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x38 y6c w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span> </div></div><div class="c xb0 y6c w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x80 y6c wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x38 y397 w61 h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xb0 y397 w62 h46"><div class="t m0 x44 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">417 747<span class="ff1"> </span></div></div><div class="c x80 y397 wb h46"><div class="t m0 x44 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">417 747<span class="ff1"> </span></div></div><div class="c x38 y398 w61 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xb0 y398 w62 h25"><div class="t m0 xa0 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">10<span class="ff1 ls0"> </span></div></div><div class="c x80 y398 wb h25"><div class="t m0 xa0 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">10<span class="ff1 ls0"> </span></div></div><div class="c x38 y399 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- data splitu </div></div><div class="c xb0 y399 w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.08.2006 </div></div><div class="c x80 y399 wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.08.2006 </div></div><div class="c x38 y39a w61 h48"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xb0 y39a w62 h48"><div class="t m0 x95 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">4 177 467<span class="ff1"> </span></div></div><div class="c x80 y39a wb h48"><div class="t m0 x95 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">4 177 467<span class="ff1"> </span></div></div><div class="c x38 y140 w61 h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xb0 y140 w62 h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x80 y140 wb h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x38 y141 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- emisja akcji s<span class="_ _3"></span>erii &quot;B&quot; (data rejestracji)<span class="_ _3"></span> </div></div><div class="c xb0 y141 w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x80 y141 wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x38 ye4 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span> </div></div><div class="c xb0 ye4 w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x80 ye4 wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x38 y39b w61 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xb0 y39b w62 h25"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">10<span class="ls0"> 025 366<span class="ff1"> </span></span></div></div><div class="c x80 y39b wb h25"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">10<span class="ls0"> 025 366<span class="ff1"> </span></span></div></div><div class="c x38 y5c w61 h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xb0 y5c w62 h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x80 y5c wb h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x38 y7a w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- emisja akcji s<span class="_ _3"></span>erii &quot;C&quot; (data rejestracji)<span class="_ _3"></span><span class="fc3"> </span></div></div><div class="c xb0 y7a w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.12.2009<span class="fc3"> </span></div></div><div class="c x80 y7a wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.12.2009<span class="fc3"> </span></div></div><div class="c x38 y39c w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span><span class="fc3"> </span></div></div><div class="c xb0 y39c w62 h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.12.2009<span class="fc3"> </span></div></div><div class="c x80 y39c wb h25"><div class="t m0 x38 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">01.12.2009<span class="fc3"> </span></div></div><div class="c x38 y39d w61 h46"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xb0 y39d w62 h46"><div class="t m0 x95 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1 407 000<span class="ff1"> </span></div></div><div class="c x80 y39d wb h46"><div class="t m0 x95 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1 407 000<span class="ff1"> </span></div></div><div class="c x38 y39e w61 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xb0 y39e w62 h25"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x80 y39e wb h25"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x38 y39f w61 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y39f w62 h25"><div class="t m0 x88 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y39f wb h25"><div class="t m0 x88 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3a0 w61 h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Liczba akcji razem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3a0 w62 h25"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> 609 833<span class="ff1"> </span></span></div></div><div class="c x80 y3a0 wb h25"><div class="t m0 x38 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> 609 833<span class="ff1"> </span></span></div></div><div class="c x38 y3a1 w61 h46"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Wartość nominalna je<span class="_ _3"></span>dnej akcji<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3a1 w62 h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x80 y3a1 wb h46"><div class="t m0 x82 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x38 y3a2 w61 h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Kapitał zakładowy, r<span class="_ _3"></span>azem<span class="ff1"> </span></div></div><div class="c xb0 y3a2 w62 h25"><div class="t m0 x1d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">15 610<span class="ff1"> </span></div></div><div class="c x80 y3a2 wb h25"><div class="t m0 x1d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">15 610<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3a3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y3a4 ff2 fs0 fc0 sc0 ls4 ws0">19<span class="ff8 ls0">.2 Kapitał z aktualizac<span class="_ _3"></span>ji wycen<span class="_ _3"></span>y<span class="ff2"> </span></span></div><div class="t m0 x57 hc y1f4 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y2e3 w61 h25"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y2e3 w62 h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x80 y2e3 wb h25"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y1a0 w61 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał z akt<span class="_ _3"></span>ualizacji wyceny <span class="ff1"> </span></div></div><div class="c xb0 y1a0 w62 h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">4 7<span class="ls4">92</span> </div></div><div class="c x80 y1a0 wb h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">5 366<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3a5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3a6 ff7 fs0 fc0 sc0 ls0 ws0">Udziały <span class="_ _3"></span>w <span class="_ _0"></span>jednostkach <span class="_ _3"></span>p<span class="_ _3"></span>owiązanych <span class="_ _0"></span>wyceniane <span class="_ _3"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>wartościach <span class="_ _3"></span>god<span class="_ _3"></span>ziwych. <span class="_ _3"></span>Wy<span class="_ _3"></span>ceny <span class="_ _3"></span>wartości <span class="_ _3"></span>god<span class="_ _3"></span>ziwych <span class="_ _3"></span>zosta<span class="_ _3"></span>ły </div><div class="t m0 x57 h2 y3a7 ff7 fs0 fc0 sc0 ls0 ws0">dokonane przez <span class="_ _3"></span>niezależnych rzeczoznawcó<span class="_ _3"></span>w.  <span class="ff1"> </span></div><div class="t m0 x57 h2 y3a8 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana wartości kap<span class="_ _3"></span>itału z aktualizacji wyceny<span class="_ _3"></span> wynikała z:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y3a9 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">wycena udziałów w sp<span class="_ _3"></span>ółkach zależn<span class="_ _3"></span>ych: <span class="_ _3"></span></span>-<span class="ls4">574</span> t<span class="ff7">ys.zł</span> </div><div class="t m0 x57 h2 y3aa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y3ab ff2 fs0 fc0 sc0 ls4 ws0">19<span class="ls0">.3 Zyski zatrzymane<span class="_ _3"></span>/skumulowan<span class="_ _3"></span>e straty </span></div><div class="t m0 x57 h2 y3ac ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3ad w61 h46"><div class="t m0 xd hc y36a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y3ad w62 h46"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x80 y3ad wb h46"><div class="t m0 xa7 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y3ae w61 h48"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">kapitał zap<span class="_ _3"></span>asowy tworzony zgodnie ze sta<span class="_ _3"></span>tutem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3ae w62 h48"><div class="t m0 x44 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">587 636 </div></div><div class="c x80 y3ae wb h48"><div class="t m0 x44 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">587 636 </div></div><div class="c x38 y3af w61 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">kapitał z p<span class="_ _3"></span>ołączenia<span class="ff1"> </span></div></div><div class="c xb0 y3af w62 h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-550 687 </div></div><div class="c x80 y3af wb h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-550 687 </div></div><div class="c x38 y3b0 w61 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">kapitały rezerwowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3b0 w62 h46"><div class="t m0 x1d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">17 021 </div></div><div class="c x80 y3b0 wb h46"><div class="t m0 x1d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">17 021 </div></div><div class="c x38 y3b1 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">niepodzielone zyski <span class="_ _3"></span>z lat <span class="ff7">u<span class="_ _3"></span>biegłych</span> </div></div><div class="c xb0 y3b1 w62 h25"><div class="t m0 x96 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-1 693 </div></div><div class="c x80 y3b1 wb h25"><div class="t m0 x96 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-9 040 </div></div><div class="c x38 y3b2 w61 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Podział KOPEX S.A.<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3b2 w62 h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-260 360 </div></div><div class="c x80 y3b2 wb h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-260 360 </div></div><div class="c x38 y3b3 w61 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Połączenie z PBSZ 1<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb0 y3b3 w62 h25"><div class="t m0 x44 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">190 386 </div></div><div class="c x80 y3b3 wb h25"><div class="t m0 x44 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">190 386 </div></div><div class="c x38 y96 w61 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">zysk okresu<span class="_ _3"></span> bieżącego<span class="ff1"> </span></div></div><div class="c xb0 y96 w62 h46"><div class="t m0 x81 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">843<span class="ls0"> </span></div></div><div class="c x80 y96 wb h46"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">7 347 </div></div><div class="c x38 y3b4 w61 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">zyski (straty) akt<span class="_ _3"></span>uarialne </div></div><div class="c xb0 y3b4 w62 h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 8<span class="ls4">85</span> </div></div><div class="c x80 y3b4 wb h25"><div class="t m0 x94 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 8<span class="ls4">85</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 hc y3b5 ff2 fs0 fc0 sc0 ls0 ws0">Zyski zatrzymane/sku<span class="_ _3"></span>mulowan<span class="_ _3"></span>e straty, razem<span class="_ _3"></span><span class="ls5">                      <span class="_ _4f"></span>                            <span class="_ _4f"></span>        <span class="ls0">-1<span class="ls4">4 969</span></span>                          <span class="_ _1"></span>     <span class="ls1e">  <span class="ls0"> -15 812 </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x54 y3b6 w27 h65" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">25<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y33d ff2 fs0 fc0 sc0 ls4 ws0">20.<span class="ff4 ls0">  <span class="ff8">K<span class="_ _4f"></span>r<span class="_ _3"></span>edyty i pożyczki<span class="_ _3"></span><span class="ff2"> </span></span></span></div></div><div class="c x38 y3b7 w63 h40"><div class="t m0 xd hc y71 ff8 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.202<span class="ff2">1<span class="_ _3"></span> </span></div></div><div class="c xb1 y3b7 w64 h40"><div class="t m0 xd hc y1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 y3b7 w65 h40"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x7e y3b7 w66 h40"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb3 y3b7 w67 h40"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y3b7 w68 h40"><div class="t m0 xd h13 y1 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x38 y3b8 w69 h66"><div class="t m0 x64 h57 y3b9 ff1 fs9 fc0 sc0 ls0 ws0">Nazwa (firma) </div><div class="t m0 x64 h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">pożyczkodawcy/k<span class="_ _1"></span>redyto<span class="_ _1"></span>dawcy, </div><div class="t m0 x64 h57 y3bb ff1 fs9 fc0 sc0 ls0 ws0">ze wskazaniem for<span class="_ _1"></span>my prawnej </div></div><div class="c xb1 y3b8 w6a h66"><div class="t m0 x64 h57 y3b9 ff1 fs9 fc0 sc0 ls0 ws0">Kwota kredy<span class="_ _4f"></span>tu / </div><div class="t m0 x64 h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">pożyczki wg umowy<span class="_ _1"></span> </div><div class="t m0 x64 h57 y3bb ff7 fs9 fc0 sc0 ls0 ws0">w tys.zł. <span class="ff1"> </span></div></div><div class="c xb2 y3b8 w6b h66"><div class="t m0 xb5 h57 y3bc ff7 fs9 fc0 sc0 ls0 ws0">Część </div><div class="t m0 x27 h57 y3bd ff7 fs9 fc0 sc0 ls0 ws0">długoterminowa<span class="_ _4f"></span><span class="ff1"> </span></div></div><div class="c x7e y3b8 w6c h66"><div class="t m0 xf h57 y3bc ff7 fs9 fc0 sc0 ls0 ws0">Część </div><div class="t m0 x64 h57 y3bd ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowa<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3b8 w6d h66"><div class="t m0 x64 h57 y3bc ff1 fs9 fc0 sc0 ls0 ws0">Warunki </div><div class="t m0 x64 h57 y3bd ff1 fs9 fc0 sc0 ls0 ws0">oprocent<span class="_ _4f"></span>owania </div></div><div class="c xb4 y3b8 we h66"><div class="t m0 xd h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x38 y25a w6e h14"><div class="t m0 x28 h57 y3be ff1 fs9 fc0 sc0 ls0 ws0">FAMUR S.A. </div></div><div class="c xb1 y25a w6f h14"><div class="t m0 x4e h57 y3be ff1 fs9 fc0 sc0 ls0 ws0">1 0<span class="ls18">00 </span> </div></div><div class="c xb2 y25a w6b h14"><div class="t m0 x66 h57 y3be ff1 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7e y25a w6c h14"><div class="t m0 x4c h57 y3be ff1 fs9 fc0 sc0 ls0 ws0">1 <span class="ls18">000</span> </div></div><div class="c xb3 y25a w70 h14"><div class="t m0 x32 h57 y3bf ff1 fs9 fc0 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 x6a h57 y3c0 ff7 fs9 fc0 sc0 ls0 ws0">marża<span class="ff1"> </span></div></div><div class="c xb4 y25a we h14"><div class="t m0 x6a h57 y3bf ff1 fs9 fc0 sc0 ls0 ws0">CZAS </div><div class="t m0 xd h57 y3c0 ff7 fs9 fc0 sc0 ls0 ws0">NIEOKREŚLONY<span class="ff1"> </span></div></div><div class="c x38 y3c1 w63 h3f"><div class="t m0 x4c h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xb1 y3c1 w64 h3f"><div class="t m0 x4e h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">1 0<span class="ls18">00</span> </div></div><div class="c xb2 y3c1 w65 h3f"><div class="t m0 x66 h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">0<span class="ls1a">     </span> </div></div><div class="c x7e y3c1 w66 h3f"><div class="t m0 x4c h4f yd6 ff2 fs9 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c xb3 y3c1 w67 h3f"><div class="t m0 x3 h4f y90 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3c2 w63 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb1 y3c2 w64 h16"><div class="t m0 x50 h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb2 y3c2 w65 h16"><div class="t m0 x19 h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x7e y3c2 w66 h16"><div class="t m0 x30 h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb3 y3c2 w67 h16"><div class="t m0 x3 h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y3c2 w68 h16"><div class="t m0 xd h13 y6f ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x38 y3c3 w63 h40"><div class="t m0 xd hc y76 ff8 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.20<span class="ff2 ls4">20<span class="_ _3"></span><span class="ls0"> </span></span></div></div><div class="c xb1 y3c3 w64 h40"><div class="t m0 xd hc y90 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 y3c3 w65 h40"><div class="t m0 x19 h13 y90 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x7e y3c3 w66 h40"><div class="t m0 x30 h13 y90 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb3 y3c3 w67 h40"><div class="t m0 x3 h13 y90 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y3c3 w68 h40"><div class="t m0 xd h13 y90 ff9 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c x38 y3c4 w69 h67"><div class="t m0 x64 h57 y3b9 ff1 fs9 fc0 sc0 ls0 ws0">Nazwa (firma) </div><div class="t m0 x64 h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">pożyczkodawcy/k<span class="_ _1"></span>redyto<span class="_ _1"></span>dawcy, </div><div class="t m0 x64 h57 y291 ff1 fs9 fc0 sc0 ls0 ws0">ze wskazaniem for<span class="_ _1"></span>my prawnej </div></div><div class="c xb1 y3c4 w6a h67"><div class="t m0 x64 h57 y3b9 ff1 fs9 fc0 sc0 ls0 ws0">Kwota kredy<span class="_ _4f"></span>tu / </div><div class="t m0 x64 h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">pożyczki wg umowy<span class="_ _1"></span> </div><div class="t m0 x64 h57 y291 ff7 fs9 fc0 sc0 ls0 ws0">w tys.zł. <span class="ff1"> </span></div></div><div class="c xb2 y3c4 w6b h67"><div class="t m0 xb5 h57 y3c5 ff7 fs9 fc0 sc0 ls0 ws0">Część </div><div class="t m0 x27 h57 y3bd ff7 fs9 fc0 sc0 ls0 ws0">długoterminowa<span class="_ _4f"></span><span class="ff1"> </span></div></div><div class="c x7e y3c4 w6c h67"><div class="t m0 xf h57 y3c5 ff7 fs9 fc0 sc0 ls0 ws0">Część </div><div class="t m0 x64 h57 y3bd ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowa<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3c4 w6d h67"><div class="t m0 x64 h57 y3c5 ff1 fs9 fc0 sc0 ls0 ws0">Warunki </div><div class="t m0 x64 h57 y3bd ff1 fs9 fc0 sc0 ls0 ws0">oprocent<span class="_ _4f"></span>owania </div></div><div class="c xb4 y3c4 we h67"><div class="t m0 xd h57 y3ba ff7 fs9 fc0 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x38 y3c6 w6e h14"><div class="t m0 x28 h57 y3c7 ff1 fs9 fc0 sc0 ls0 ws0">FAMUR S.A. </div></div><div class="c xb1 y3c6 w6f h14"><div class="t m0 x4e h57 y3c7 ff1 fs9 fc0 sc0 ls0 ws0">6 <span class="ls18">100 </span> </div></div><div class="c xb2 y3c6 w6b h14"><div class="t m0 x66 h57 y3c7 ff1 fs9 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7e y3c6 w6c h14"><div class="t m0 x4c h57 y3c7 ff1 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xb3 y3c6 w70 h14"><div class="t m0 x32 h57 y3c8 ff1 fs9 fc0 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x6a h57 y3c0 ff7 fs9 fc0 sc0 ls0 ws0">marża<span class="ff1"> </span></div></div><div class="c xb4 y3c6 we h14"><div class="t m0 x6a h57 y3c8 ff1 fs9 fc0 sc0 ls0 ws0">CZAS </div><div class="t m0 xd h57 y3c0 ff7 fs9 fc0 sc0 ls0 ws0">NIEOKREŚLONY<span class="ff1"> </span></div></div><div class="c x38 yae w63 h16"><div class="t m0 x4c h4f y6d ff2 fs9 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xb1 yae w64 h16"><div class="t m0 x4e h4f y6d ff2 fs9 fc0 sc0 ls0 ws0">6 100 </div></div><div class="c xb2 yae w65 h16"><div class="t m0 x66 h4f y6d ff2 fs9 fc0 sc0 ls0 ws0">0<span class="ls1a">     </span> </div></div><div class="c x7e yae w66 h16"><div class="t m0 x4c h4f y6d ff2 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xb3 yae w67 h16"><div class="t m0 x3 h4f y6f ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3c9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3ca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y3cb ff8 fs0 fc0 sc0 ls0 ws0">Uzgodnienie pożyczek<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y3cc ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3cd w71 h68"><div class="t m0 xd hf y3c0 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y3cd w72 h68"><div class="t m0 x3c h3 y3ce ff8 fs1 fc0 sc0 ls0 ws0">Kredyty i pożyczki<span class="ff2"> </span></div></div><div class="c x38 y3cf w71 h69"><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">Stan na 01.01.2021 </div></div><div class="c xb6 y3cf w72 h69"><div class="t m0 xb7 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">6 116<span class="ls0"> </span></div></div><div class="c x38 y37e w71 h15"><div class="t m0 xd hf y72 ff7 fs1 fc0 sc0 ls0 ws0">przepływy z działalności finansowej<span class="ff1"> </span></div></div><div class="c xb6 y37e w72 h15"><div class="t m0 x88 hf y72 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ls8">5 231</span> </div></div><div class="c x38 y3d0 w71 h15"><div class="t m0 xd hf y72 ff7 fs1 fc0 sc0 ls0 ws0">pozostałe zmiany bezgotówkowe<span class="ff1"> </span></div></div><div class="c xb6 y3d0 w72 h15"><div class="t m0 xb8 hf y72 ff1 fs1 fc0 sc0 ls8 ws0">115<span class="ls0"> </span></div></div><div class="c x38 y3d1 w71 h6a"><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">Stan na 31.12.2021 </div></div><div class="c xb6 y3d1 w72 h6a"><div class="t m0 xb7 h3 y72 ff2 fs1 fc0 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y3d4 ff2 fs0 fc0 sc0 ls4 ws0">21.<span class="ff4 ls0">  <span class="ff8">Zobowiązania handlowe i pozostałe<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y3d5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3d6 w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">zobowiązania<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xac y3d6 w73 h25"><div class="t m0 x27 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c xb9 y3d6 w74 h25"><div class="t m0 x40 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y3d7 w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">handlowe </div></div><div class="c xac y3d7 w73 h25"><div class="t m0 x18 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">221<span class="ls0"> </span></div></div><div class="c xb9 y3d7 w74 h25"><div class="t m0 x6e h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">284<span class="ls0"> </span></div></div><div class="c x38 y3d8 w5d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe:<span class="ff1"> </span></div></div><div class="c xac y3d8 w73 h46"><div class="t m0 x72 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 726 </div></div><div class="c xb9 y3d8 w74 h46"><div class="t m0 xba h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">5 245 </div></div><div class="c x38 y3d9 w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">z tytułu<span class="_ _3"></span> dywidendy</span> </div></div><div class="c xac y3d9 w73 h25"><div class="t m0 x97 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb9 y3d9 w74 h25"><div class="t m0 xbb h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x38 y3da w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">z tytułu<span class="_ _3"></span> działalności finansowej<span class="_ _3"></span></span> </div></div><div class="c xac y3da w73 h25"><div class="t m0 x72 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">1 705<span class="ls0"> </span></div></div><div class="c xb9 y3da w74 h25"><div class="t m0 xba h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">1 705<span class="ls0"> </span></div></div><div class="c x38 y3db w5d h48"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">z tytułu<span class="_ _3"></span> wynagrodzeń</span> </div></div><div class="c xac y3db w73 h48"><div class="t m0 x4 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c xb9 y3db w74 h48"><div class="t m0 xba h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 7<span class="ls4">39</span> </div></div><div class="c x38 y3dc w5d h46"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">z tytułu<span class="_ _3"></span> podatków, ceł, <span class="_ _3"></span>ubezpieczeń i innych ś<span class="_ _3"></span>wiadczeń</span> </div></div><div class="c xac y3dc w73 h46"><div class="t m0 x97 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb9 y3dc w74 h46"><div class="t m0 xba h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 783 </div></div><div class="c x38 y3dd w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- inne </div></div><div class="c xac y3dd w73 h25"><div class="t m0 x96 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c xb9 y3dd w74 h25"><div class="t m0 xbc h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">5 </div></div><div class="c x38 y3de w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania, razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xac y3de w73 h25"><div class="t m0 x72 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1 947 </div></div><div class="c xb9 y3de w74 h25"><div class="t m0 xba hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">5 529<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3df ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x54 y3e2 w75 h6b" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">26<span class="ls0"> </span></span></div><div class="t m0 x57 he y5 ff2 fs0 fc0 sc0 ls4 ws0">22.<span class="ff4 ls0">  <span class="ff2">Rezerwy  </span></span></div><div class="t m0 x57 h2 yd2 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3e3 w5d h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Rezerwy  </div></div><div class="c xac y3e3 w5e h25"><div class="t m0 x7f hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c xad y3e3 w5f h25"><div class="t m0 x39 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y3e4 w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Długoterminowe, w tym:<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xac y3e4 w5e h25"><div class="t m0 x22 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">149<span class="ls0"> </span></div></div><div class="c xad y3e4 w5f h25"><div class="t m0 x56 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c x38 y3e5 w5d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">z tytułu odp<span class="_ _3"></span>raw emerytalnych, rentowych i p<span class="_ _3"></span>ośmiertnych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y3e5 w5e h46"><div class="t m0 x1b h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xad y3e5 w5f h46"><div class="t m0 x56 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c x38 y3e6 w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xac y3e6 w5e h25"><div class="t m0 x22 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">138<span class="ls0"> </span></div></div><div class="c xad y3e6 w5f h25"><div class="t m0 xaf h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y3e7 w5d h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="_ _3"></span>, w tym:<span class="ff2"> </span></div></div><div class="c xac y3e7 w5e h25"><div class="t m0 x44 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">1 721 </div></div><div class="c xad y3e7 w5f h25"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">2 288 </div></div><div class="c x38 y3e8 w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">z tytułu odp<span class="_ _3"></span>raw emerytalnych, rentowych i p<span class="_ _3"></span>ośmiertnych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y3e8 w5e h25"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y3e8 w5f h25"><div class="t m0 x75 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x38 y2f6 w5d h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">na roszczenia i s<span class="_ _3"></span>prawy sądowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xac y2f6 w5e h46"><div class="t m0 x44 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 7<span class="ls4">21</span> </div></div><div class="c xad y2f6 w5f h46"><div class="t m0 x87 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1 709 </div></div><div class="c x38 y1b8 w5d h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">na kary, grzy<span class="_ _3"></span>wny </div></div><div class="c xac y1b8 w5e h25"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y1b8 w5f h25"><div class="t m0 xb7 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c x38 y7 w5d h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xac y7 w5e h25"><div class="t m0 x1c h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xad y7 w5f h25"><div class="t m0 xaf h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y3e9 w5d h25"><div class="t m0 xd hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">Rezerwy razem<span class="_ _3"></span> </div></div><div class="c xac y3e9 w5e h25"><div class="t m0 x44 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">1 870<span class="ls0"> </span></div></div><div class="c xad y3e9 w5f h25"><div class="t m0 x87 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">2 296 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y36e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y36f ff8 fs0 fc0 sc0 ls0 ws0">Rezerwy na świadczen<span class="_ _3"></span>ia pracownicze<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 hc y140 ff8 fs0 fc0 sc0 ls0 ws0">Podstawowe założe<span class="_ _3"></span>nia przyjęte do w<span class="_ _3"></span>yceny aktuarialnej<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x38 y3ea w76 h46"><div class="t m0 xbd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y3ea w77 h46"><div class="t m0 x66 hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Wycena na dzień 31.12<span class="_ _3"></span>.202<span class="ff2">1<span class="_ _3"></span> </span></div></div><div class="c xbe y3ea w78 h46"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Wycena na dzień 31.12<span class="_ _3"></span>.20<span class="ff2 ls16">20<span class="ls0"> </span></span></div></div><div class="c x38 y3eb w76 h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">stopa  wzros<span class="_ _3"></span>tu wynagrodzeń<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x16 y3eb w77 h25"><div class="t m0 xbf h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">2,<span class="ls0">8</span>0%<span class="ls0"> </span></div></div><div class="c xbe y3eb w78 h25"><div class="t m0 x70 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2,50% </div></div><div class="c x38 y3ec w76 h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">stopa zwrotu<span class="_ _3"></span> z inwestycji               <span class="_ _3"></span>                  <span class="_ _3"></span> </div></div><div class="c x16 y3ec w77 h25"><div class="t m0 xc0 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">2,00 % </div></div><div class="c xbe y3ec w78 h25"><div class="t m0 x82 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">1,2 % </div></div><div class="c x38 y3ed w76 h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">współczynnik <span class="_ _3"></span>mobilności<span class="ff1"> </span></div></div><div class="c x16 y3ed w77 h46"><div class="t m0 xc1 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">10,75<span class="ls0">% </span></div></div><div class="c xbe y3ed w78 h46"><div class="t m0 x1e h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">10,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y3ee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 yae ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3f0 w24 h6c"><div class="t m0 xd h2 y3f1 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana stanu<span class="_ _3"></span> długoterminowej rezerwy n<span class="_ _3"></span>a świadczenia pra<span class="_ _3"></span>cownicze:<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x5f y3f0 w79 h6c"><div class="t m0 x32 hc y3f2 ff2 fs0 fc0 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 xa hc y302 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb4 y3f0 w7a h6c"><div class="t m0 xc2 hc y3f2 ff2 fs0 fc0 sc0 ls0 ws0">od 01.01.2020 do </div><div class="t m0 xc3 hc y302 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x38 y3f3 w24 h16"><div class="t m0 xd hc y296 ff8 fs0 fc0 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu <span class="ff2"> </span></div></div><div class="c x5f y3f3 w79 h16"><div class="t m0 x67 hc y296 ff2 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c xb4 y3f3 w7a h16"><div class="t m0 x18 hc y296 ff2 fs0 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div></div><div class="c x38 y3f4 w24 h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">rezerwy na świad<span class="_ _3"></span>czenia emeryta<span class="_ _3"></span>lne</span> </div></div><div class="c x5f y3f4 w79 h16"><div class="t m0 x67 h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c xb4 y3f4 w7a h16"><div class="t m0 x18 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">42<span class="ls0"> </span></div></div><div class="c x38 y2e1 w24 h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia p<span class="_ _3"></span>racownicze<span class="_ _3"></span></span> </div></div><div class="c x5f y2e1 w79 h16"><div class="t m0 x1d h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y2e1 w7a h16"><div class="t m0 x22 h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x38 y292 w24 h17"><div class="t m0 xd hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">Zmiana Stanu <span class="_ _3"></span> </div></div><div class="c x5f y292 w79 h17"><div class="t m0 x67 hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">3 </div></div><div class="c xb4 y292 w7a h17"><div class="t m0 x21 hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">35</span> </div></div><div class="c x38 y3f6 w24 h16"><div class="t m0 xd h2 y296 ff7 fs0 fc0 sc0 ls0 ws0">zawiązanie<span class="ff1"> </span></div></div><div class="c x5f y3f6 w79 h16"><div class="t m0 x67 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">3 </div></div><div class="c xb4 y3f6 w7a h16"><div class="t m0 x22 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x38 y3f7 w24 h16"><div class="t m0 xd h2 y296 ff7 fs0 fc0 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c x5f y3f7 w79 h16"><div class="t m0 x1d h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y3f7 w7a h16"><div class="t m0 x21 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">36</span> </div></div><div class="c x38 y3f8 w24 h16"><div class="t m0 xd hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c x5f y3f8 w79 h16"><div class="t m0 x21 hc y3f5 ff2 fs0 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xb4 y3f8 w7a h16"><div class="t m0 x22 hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c x38 y3f9 w24 h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">rezerwy na świad<span class="_ _3"></span>czenia emeryta<span class="_ _3"></span>lne</span> </div></div><div class="c x5f y3f9 w79 h16"><div class="t m0 x21 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xb4 y3f9 w7a h16"><div class="t m0 x22 h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c x38 y3fa w24 h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia p<span class="_ _3"></span>racownicze<span class="_ _3"></span></span> </div></div><div class="c x5f y3fa w79 h16"><div class="t m0 x1d h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y3fa w7a h16"><div class="t m0 x1a h2 yda ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y3fb w24 h16"><div class="t m0 xc4 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y3fb w79 h16"><div class="t m0 xd h13 y1 ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb4 y3fb w7a h16"><div class="t m0 xd h13 y29e ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y3fc w24 h1c"><div class="t m0 xd h2 yb3 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana stanu<span class="_ _3"></span> krótkoterminowej rezerwy na <span class="_ _3"></span>świadczenia p<span class="_ _3"></span>racownicze:<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5f y3fc w79 h1c"><div class="t m0 x32 hc y291 ff2 fs0 fc0 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 xa hc ybe ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb4 y3fc w7a h1c"><div class="t m0 xc2 hc y291 ff2 fs0 fc0 sc0 ls0 ws0">od 01.01.2020 do </div><div class="t m0 xc3 hc ybe ff2 fs0 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x38 y225 w24 h16"><div class="t m0 xd hc y296 ff8 fs0 fc0 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu <span class="ff2"> </span></div></div><div class="c x5f y225 w79 h16"><div class="t m0 x21 hc y296 ff2 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c xb4 y225 w7a h16"><div class="t m0 x22 hc y296 ff2 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y3fd w24 h16"><div class="t m0 xd hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">Zmiana Stanu <span class="_ _3"></span> </div></div><div class="c x5f y3fd w79 h16"><div class="t m0 x43 hc y3f5 ff2 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">29</span> </div></div><div class="c xb4 y3fd w7a h16"><div class="t m0 x18 hc y3f5 ff2 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x38 y3fe w24 h16"><div class="t m0 xd h2 y3f5 ff7 fs0 fc0 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c x5f y3fe w79 h16"><div class="t m0 x43 h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">29</span> </div></div><div class="c xb4 y3fe w7a h16"><div class="t m0 x18 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x38 y3ff w24 h17"><div class="t m0 xd hc y296 ff2 fs0 fc0 sc0 ls0 ws0">stan na kon<span class="_ _3"></span>iec okresu </div></div><div class="c x5f y3ff w79 h17"><div class="t m0 x1d hc y296 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y3ff w7a h17"><div class="t m0 x18 hc y296 ff2 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x38 y400 w24 h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia p<span class="_ _3"></span>racownicze<span class="_ _3"></span></span> </div></div><div class="c x5f y400 w79 h16"><div class="t m0 x1d h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y400 w7a h16"><div class="t m0 x18 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y401 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y402 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y403 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y404 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y405 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x54 y406 w7b h6d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">27<span class="ls0"> </span></span></div><div class="t m0 x57 hc y5 ff8 fs0 fc0 sc0 ls0 ws0">Zmiana wartości zo<span class="_ _3"></span>bowiązania z tytułu<span class="_ _3"></span> określonych św<span class="_ _3"></span>iadczeń<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x38 y407 w7c h5f"><div class="t m0 xd hc yb5 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y407 w7d h5f"><div class="t m0 x35 hc y348 ff2 fs0 fc0 sc0 ls0 ws0">Za okres </div><div class="t m0 x28 hc yb5 ff2 fs0 fc0 sc0 ls4 ws0">1.1.20<span class="ls0">21-</span></div><div class="t m0 x2d hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x47 y407 w7e h5f"><div class="t m0 x4c hc y348 ff2 fs0 fc0 sc0 ls0 ws0">Za okres </div><div class="t m0 x50 hc yb5 ff2 fs0 fc0 sc0 ls4 ws0">1.1.2020<span class="ls0">-</span></div><div class="t m0 x12 hc y2b1 ff2 fs0 fc0 sc0 ls0 ws0">31.12.20<span class="ls4">20</span> </div></div><div class="c x38 y135 w7c h46"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania z tytułu św<span class="_ _3"></span>iadczeń praco<span class="_ _3"></span>wniczych na <span class="_ _3"></span>początek okr<span class="_ _3"></span>esu<span class="ff2"> </span></div></div><div class="c xc5 y135 w7d h46"><div class="t m0 x14 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">37<span class="ls0"> </span></div></div><div class="c x47 y135 w7e h46"><div class="t m0 x17 h2 y2b1 ff1 fs0 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div></div><div class="c x38 y408 w7c h46"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Koszt bieżących ś<span class="_ _3"></span>wiadczeń<span class="ff1"> </span></div></div><div class="c xc5 y408 w7d h46"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x47 y408 w7e h46"><div class="t m0 x19 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 yd7 w7c h25"><div class="t m0 xd h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Koszt ods<span class="_ _3"></span>etkowy </div></div><div class="c xc5 yd7 w7d h25"><div class="t m0 x66 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x47 yd7 w7e h25"><div class="t m0 x19 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y409 w7c h25"><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zyski/straty<span class="_ _3"></span> aktuarialne z przeszacowania <span class="_ _3"></span>i zmian założeń<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xc5 y409 w7d h25"><div class="t m0 x5d h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">26</span> </div></div><div class="c x47 y409 w7e h25"><div class="t m0 x43 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">-6 </div></div><div class="c x38 y40a w7c h25"><div class="t m0 xd hc y2b1 ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania z tytułu św<span class="_ _3"></span>iadczeń praco<span class="_ _3"></span>wniczych na koniec okresu<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xc5 y40a w7d h25"><div class="t m0 x14 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x47 y40a w7e h25"><div class="t m0 x17 hc y2b1 ff2 fs0 fc0 sc0 ls4 ws0">37<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y40b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y40c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y40d ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe rezer<span class="_ _3"></span>wy<span class="ff2"> </span></div><div class="t m0 x57 h2 y40e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y40f w7f h6e"><div class="t m0 xd hc y3c0 ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe rezer<span class="_ _3"></span>wy<span class="ff2"> </span></div></div><div class="c xc6 y40f w80 h6e"><div class="t m0 xa6 hc y62 ff2 fs0 fc0 sc0 ls1f ws0">od <span class="ls4">01.01.2021 do </span></div><div class="t m0 x4d hc y410 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xc7 y40f w23 h6e"><div class="t m0 x32 hc y411 ff2 fs0 fc0 sc0 ls0 ws0">od 01.01.2020 do </div><div class="t m0 x5a hc y76 ff2 fs0 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x38 y412 w7f h6f"><div class="t m0 xd hc y6d ff8 fs0 fc0 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu, w tym:<span class="ff2"> </span></div></div><div class="c xc6 y412 w80 h6f"><div class="t m0 x19 hc y6d ff2 fs0 fc0 sc0 ls0 ws0">2 259 </div></div><div class="c xc7 y412 w23 h6f"><div class="t m0 x5d hc y6d ff2 fs0 fc0 sc0 ls0 ws0">1 886 </div></div><div class="c x38 y413 w7f h16"><div class="t m0 xd h2 y296 ff1 fs0 fc0 sc0 ls5 ws0">   <span class="ls0">- <span class="ff7">roszczenia i sp<span class="_ _3"></span>rawy sądowe</span> </span></div></div><div class="c xc6 y413 w80 h16"><div class="t m0 x19 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">1 709 </div></div><div class="c xc7 y413 w23 h16"><div class="t m0 x5d h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">1 700 </div></div><div class="c x38 y414 w7f h3f"><div class="t m0 xd h2 y76 ff1 fs0 fc0 sc0 ls5 ws0">   <span class="ls0">- na ryzyko proceso<span class="_ _3"></span>we </span></div></div><div class="c xc6 y414 w80 h3f"><div class="t m0 x96 h2 y76 ff1 fs0 fc0 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c xc7 y414 w23 h3f"><div class="t m0 x65 h2 y76 ff1 fs0 fc0 sc0 ls4 ws0">186<span class="ls0"> </span></div></div><div class="c x38 y116 w7f h40"><div class="t m0 xd hc y76 ff2 fs0 fc0 sc0 ls0 ws0">zmiana stanu, w tym:<span class="_ _3"></span> </div></div><div class="c xc6 y116 w80 h40"><div class="t m0 x1d hc y76 ff2 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">400</span> </div></div><div class="c xc7 y116 w23 h40"><div class="t m0 x65 hc y76 ff2 fs0 fc0 sc0 ls4 ws0">373<span class="ls0"> </span></div></div><div class="c x38 y415 w7f h16"><div class="t m0 xd h2 y3f5 ff7 fs0 fc0 sc0 ls0 ws0">zawiązanie<span class="ff1"> </span></div></div><div class="c xc6 y415 w80 h16"><div class="t m0 x96 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">150<span class="ls0"> </span></div></div><div class="c xc7 y415 w23 h16"><div class="t m0 x65 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">559<span class="ls0"> </span></div></div><div class="c x38 y416 w7f h40"><div class="t m0 xd h2 y76 ff7 fs0 fc0 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c xc6 y416 w80 h40"><div class="t m0 x1d h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">550</span> </div></div><div class="c xc7 y416 w23 h40"><div class="t m0 x57 h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">186</span> </div></div><div class="c x38 y417 w7f h40"><div class="t m0 xd hc y71 ff2 fs0 fc0 sc0 ls0 ws0">stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xc6 y417 w80 h40"><div class="t m0 x19 hc y71 ff2 fs0 fc0 sc0 ls0 ws0">1 859 </div></div><div class="c xc7 y417 w23 h40"><div class="t m0 x5d hc y71 ff2 fs0 fc0 sc0 ls0 ws0">2 259 </div></div><div class="c x38 y418 w7f h40"><div class="t m0 xd h2 y76 ff1 fs0 fc0 sc0 ls5 ws0">   <span class="ls0">- <span class="ff7">roszczenia i sp<span class="_ _3"></span>rawy sądowe</span> </span></div></div><div class="c xc6 y418 w80 h40"><div class="t m0 x19 h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">1 859 </div></div><div class="c xc7 y418 w23 h40"><div class="t m0 x5d h2 y76 ff1 fs0 fc0 sc0 ls0 ws0">1 709 </div></div><div class="c x38 y3a0 w7f h16"><div class="t m0 xd h2 y3f5 ff1 fs0 fc0 sc0 ls5 ws0">   <span class="ls0">- na ryzyko proceso<span class="_ _3"></span>we </span></div></div><div class="c xc6 y3a0 w80 h16"><div class="t m0 x1e h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc7 y3a0 w23 h16"><div class="t m0 x65 h2 y3f5 ff1 fs0 fc0 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y419 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y41a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y41b ff2 fs0 fc0 sc0 ls4 ws0">23.<span class="ff4 ls0">  <span class="ff8">Rozli<span class="_ _4f"></span>c<span class="_ _3"></span>zenia międzyokresowe<span class="_ _0"></span><span class="ff2"> </span></span></span></div></div><div class="c x38 y41c w81 h70"><div class="t m0 xd hc y41d ff8 fs0 fc0 sc0 ls0 ws0">Rozliczenia międzyokresowe<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xc8 y41c w82 h70"><div class="t m0 xc9 hc y41d ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c xca y41c w83 h70"><div class="t m0 x93 hc y41d ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x38 y41e w81 h71"><div class="t m0 xd h2 yff ff7 fs0 fc0 sc0 ls0 ws0">bierne rozliczenia międzyokr<span class="_ _3"></span>esowe koszt<span class="_ _3"></span>ów<span class="ff1"> </span></div></div><div class="c xc8 y41e w82 h71"><div class="t m0 x96 h2 yff ff1 fs0 fc0 sc0 ls4 ws0">233<span class="ls0"> </span></div></div><div class="c xca y41e w83 h71"><div class="t m0 x5c h2 yff ff1 fs0 fc0 sc0 ls4 ws0">149<span class="ls0"> </span></div></div><div class="c x38 y41f w81 h72"><div class="t m0 xd h2 y420 ff1 fs0 fc0 sc0 ls0 ws0">rezerwy na urlop<span class="_ _3"></span>y </div></div><div class="c xc8 y41f w82 h72"><div class="t m0 x1c h2 y420 ff1 fs0 fc0 sc0 ls0 ws0">6 </div></div><div class="c xca y41f w83 h72"><div class="t m0 x5c h2 y420 ff1 fs0 fc0 sc0 ls4 ws0">559<span class="ls0"> </span></div></div><div class="c x38 y421 w81 h1e"><div class="t m0 xd hc y3ce ff8 fs0 fc0 sc0 ls0 ws0">Rozliczenia międzyokresowe,<span class="_ _3"></span> razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xc8 y421 w82 h1e"><div class="t m0 x96 hc y3ce ff2 fs0 fc0 sc0 ls4 ws0">239<span class="ls0"> </span></div></div><div class="c xca y421 w83 h1e"><div class="t m0 x5c hc y3ce ff2 fs0 fc0 sc0 ls4 ws0">708<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y422 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y423 ff2 fs0 fc0 sc0 ls4 ws0">24.<span class="ff4 ls0">  <span class="ff8">Zobowiązania warunkowe<span class="ff2"> </span></span></span></div></div><div class="c x57 y424 w21 h40"><div class="t m0 xb2 h2 y76 ff1 fs0 fc3 sc0 ls0 ws0">  </div></div><div class="c x58 y424 w84 h40"><div class="t m0 xd hc y76 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x26 y424 w85 h40"><div class="t m0 xa6 hc y76 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x57 y425 w21 h16"><div class="t m0 xd h2 y296 ff7 fs0 fc0 sc0 ls0 ws0">udzielone gwarancje, z tytu<span class="_ _3"></span>łu dobrego wykonan<span class="_ _3"></span>ia kontrakt<span class="_ _3"></span>u<span class="ff1"> </span></div></div><div class="c x58 y425 w84 h16"><div class="t m0 x5c h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y425 w85 h16"><div class="t m0 x96 h2 y296 ff1 fs0 fc0 sc0 ls4 ws0">2 307<span class="ls0"> </span></div></div><div class="c x57 y426 w21 h40"><div class="t m0 xd h2 y71 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c x58 y426 w84 h40"><div class="t m0 x57 h2 y71 ff1 fs0 fc0 sc0 ls0 ws0">19 520 </div></div><div class="c x26 y426 w85 h40"><div class="t m0 x7c h2 y71 ff1 fs0 fc0 sc0 ls0 ws0">19 520 </div></div><div class="c x57 y427 w21 h73"><div class="t m0 xd hc y76 ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="ff2">waru<span class="_ _3"></span>nkowe razem<span class="_ _3"></span> </span></div></div><div class="c x58 y427 w84 h73"><div class="t m0 x57 hc y76 ff2 fs0 fc0 sc0 ls0 ws0">19 520 </div></div><div class="c x26 y427 w85 h73"><div class="t m0 x7c hc y76 ff2 fs0 fc0 sc0 ls4 ws0">21 827<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y428 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y429 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y3de ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązanie <span class="_ _34"></span>warunkowe <span class="_ _33"></span>po<span class="_ _3"></span>zosta<span class="_ _3"></span>łe <span class="_ _33"></span>w <span class="_ _34"></span>kwocie <span class="_ _33"></span>19.520<span class="_ _3"></span><span class="ff1"> <span class="_ _34"></span></span>tyś <span class="_ _34"></span>zł<span class="ff1"> <span class="_ _33"></span>d<span class="_ _3"></span>otyczy <span class="_ _34"></span></span>umowy <span class="_ _33"></span>gwarancji <span class="_ _34"></span>między <span class="_ _34"></span>Famur <span class="_ _33"></span>S.A. <span class="_ _34"></span>(<span class="ff1 ls1d">jako<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y42a ff7 fs0 fc0 sc0 ls0 ws0">Gwarant) <span class="_ _45"> </span>o<span class="_ _3"></span>raz <span class="_ _3d"> </span>Przedsiębiorstwem <span class="_ _3d"> </span>Budowy <span class="_ _3d"> </span>Szybów <span class="_ _45"> </span>S.A. <span class="_ _3d"> </span>(<span class="_ _3"></span><span class="ff1 ls1d">jako<span class="ls0"> <span class="_ _3d"> </span>Beneficjent <span class="_ _3d"> </span>umowy) <span class="_ _45"> </span>przy <span class="_ _3d"> </span>udziale <span class="_ _3d"> </span>Primetech <span class="_ _45"> </span>S.A.<span class="_ _3"></span> </span></span></div><div class="t m0 x57 h2 y42b ff1 fs0 fc0 sc0 ls0 ws0">(jako <span class="_ _3f"> </span>D<span class="ff7">łużnik) <span class="_ _49"> </span>i <span class="_ _49"> </span>J<span class="_ _3"></span>SW <span class="_ _3f"> </span>S.A. <span class="_ _49"> </span>(jako <span class="_ _3f"> </span></span>K<span class="ff7">upujący)</span>. <span class="_ _49"> </span><span class="ff7">W <span class="_ _3f"> </span>umowie <span class="_ _49"> </span>tej <span class="_ _3f"> </span>Gwarant <span class="_ _49"> </span>udzielił <span class="_ _3f"> </span>zabezpieczenia <span class="_ _49"> </span>za <span class="_ _3f"> </span>z</span>o<span class="ff7">bowiązan<span class="_ _3"></span>ia </span></div><div class="t m0 x57 h2 y42c ff7 fs0 fc0 sc0 ls0 ws0">Dłużnika,<span class="_ _3"></span> <span class="_ _3d"> </span>o<span class="_ _3"></span>kreślone  w<span class="_ _1"></span> <span class="_ _3d"> </span>Warunko<span class="_ _3"></span>wej <span class="_ _3d"> </span>Umo<span class="_ _3"></span>wie  Zobowiązującej  Sprzedaży <span class="_ _3d"> </span>Akcji  PBSZ <span class="_ _3d"> </span>S.A.<span class="_ _3"></span><span class="ff1">,   <span class="_ _3d"> </span>w <span class="_ _3d"> </span>p<span class="_ _3"></span>ostaci  gw<span class="_ _1"></span>arancji </span></div><div class="t m0 x57 h2 y38f ff1 fs0 fc0 sc0 ls0 ws0">korporacyjnej d<span class="_ _3"></span>o kwoty 14.520 ty<span class="_ _3"></span><span class="ff7">ś zł<span class="_ _3"></span></span> i <span class="lsc">do</span> 5.000 ty<span class="ff7">ś</span> <span class="ff7 ls17">zł</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 x54 y1f w1b ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">28<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff1 fs0 fc0 sc0 ls4 ws0">25 <span class="_ _3b"> </span><span class="ff7 ls0">czerwca <span class="_ _3b"> </span>Spó<span class="_ _3"></span>łka <span class="_ _3b"> </span>PRIME<span class="_ _3"></span>TECH <span class="_ _4e"> </span>S.A. <span class="_ _3b"> </span><span class="ff1"> <span class="_ _3"></span> <span class="_ _3b"> </span></span>powzięła <span class="_ _3b"> </span><span class="ff1"> <span class="_ _3"></span> <span class="_ _3b"> </span></span>wiadomości <span class="_ _3b"> </span>o <span class="_ _4e"> </span>wydaniu <span class="_ _3b"> </span>przez <span class="_ _3b"> </span>Sąd<span class="_ _3"></span> <span class="_ _3b"> </span>Administra<span class="_ _3"></span>cyjny <span class="_ _3b"> </span>w </span></div><div class="t m0 x57 h2 y189 ff1 fs0 fc0 sc0 ls0 ws0">Strasburgu <span class="_ _34"></span> <span class="ff7">prawomocnego <span class="_ _33"></span>wyroku <span class="_ _34"></span>datowanego <span class="_ _33"></span>na <span class="_ _33"></span>dzień <span class="_ _34"></span>17 <span class="_ _33"></span>czerwca <span class="_ _33"></span>2021 <span class="_ _33"></span>r. <span class="_ _33"></span>w <span class="_ _33"></span>przedmioci<span class="_ _0"></span></span>e <span class="_ _33"></span>odrzucenia <span class="_ _33"></span>po<span class="_ _3"></span>zwu </div><div class="t m0 x57 h2 y1db ff7 fs0 fc0 sc0 ls0 ws0">konsorcjum <span class="_ _49"> </span>w <span class="_ _49"> </span>którym <span class="_ _49"> </span>P<span class="_ _3"></span>RIMETECH <span class="_ _49"> </span>S.A. <span class="_ _49"> </span>p<span class="_ _3"></span>ełnił <span class="_ _49"> </span>rolę <span class="_ _49"> </span>lid<span class="_ _3"></span>era <span class="_ _3f"> </span><span class="ff1"> </span>–<span class="ff1">  </span>zł<span class="_ _3"></span>ożonego <span class="_ _49"> </span>w <span class="_ _49"> </span>związku<span class="_ _3"></span> <span class="_ _49"> </span>z <span class="_ _49"> </span>prowad<span class="_ _3"></span>zoną <span class="_ _49"> </span>procedurą </div><div class="t m0 x57 h2 y365 ff7 fs0 fc0 sc0 ls0 ws0">przetargowej na dalsze, <span class="_ _3"></span>kilkuletnie prace dla kop<span class="_ _3"></span>alni ( pełna <span class="_ _3"></span>treść w raporcie nr 13/2021).<span class="_ _3"></span> <span class="_ _3"></span><span class="ff1 fc3"> </span></div><div class="t m0 x57 h2 y42d ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniach <span class="_ _0"></span>28.06 <span class="_ _0"></span>do <span class="_ _0"></span>30.06.202<span class="_ _3"></span>1 <span class="_ _0"></span>odbyła <span class="_ _0"></span>s<span class="_ _3"></span>ię <span class="_ _3"></span>Pro<span class="_ _3"></span>c<span class="_ _3"></span>edura <span class="_ _0"></span>Odbioru <span class="_ _0"></span>Końcowego <span class="_ _0"></span>usłu<span class="_ _3"></span>g <span class="_ _3"></span>PRIME<span class="_ _3"></span>TECH <span class="_ _0"></span>S.A <span class="_ _0"></span>świadczo<span class="_ _3"></span>nych <span class="_ _0"></span>w </div><div class="t m0 x57 h2 y42e ff7 fs0 fc0 sc0 ls0 ws0">oparciu <span class="_ _49"> </span>o <span class="_ _3f"> </span>dotychczasowy <span class="_ _49"> </span>długoterminowy <span class="_ _3f"> </span>kontrakt. <span class="_ _49"> </span>Z <span class="_ _49"> </span>dn<span class="_ _3"></span>iem, <span class="_ _49"> </span>30 <span class="_ _49"> </span>cz<span class="_ _3"></span>erwca <span class="_ _49"> </span>zakończo<span class="_ _3"></span>no <span class="_ _3f"> </span>operacyjne <span class="_ _49"> </span>działania </div><div class="t m0 x57 h2 y368 ff7 fs0 fc0 sc0 ls0 ws0">usługowe. <span class="_ _45"> </span>Doprecyzowania <span class="_ _3d"> </span>wymaga <span class="_ _34"></span>za<span class="_ _3"></span>kres, <span class="_ _45"></span>czas <span class="_ _45"> </span>oraz <span class="_ _3d"> </span><span class="ff1"> </span>za<span class="_ _3"></span>sady <span class="_ _45"> </span>ob<span class="_ _3"></span>owiązywania <span class="_ _45"></span>gwarancji <span class="_ _45"> </span>technicznej, <span class="_ _45"> </span>p<span class="_ _3"></span>on<span class="_ _3"></span>ieważ </div><div class="t m0 x57 h2 y42f ff7 fs0 fc0 sc0 ls0 ws0">pierwotne <span class="_ _3"></span>ko<span class="_ _3"></span>ntraktow<span class="_ _3"></span>e <span class="_ _3"></span>za<span class="_ _3"></span>pisy <span class="_ _0"></span>dotyczą<span class="_ _3"></span>ce <span class="_ _3"></span>24 <span class="_ _0"></span>mies<span class="_ _3"></span>ięcznej <span class="_ _0"></span>gwarancji <span class="_ _0"></span>o<span class="_ _3"></span>bejmowały <span class="_ _0"></span>swoim <span class="_ _33"></span>zakresem <span class="_ _3"></span>ró<span class="_ _3"></span>wnież <span class="_ _0"></span>usłu<span class="_ _3"></span>gę </div><div class="t m0 x57 h2 y430 ff7 fs0 fc0 sc0 ls0 ws0">polegającą <span class="_ _0"></span>na <span class="_ _0"></span>likwidacji <span class="_ _0"></span>i <span class="_ _0"></span>zasypan<span class="_ _3"></span>iu <span class="_ _0"></span>szybów <span class="_ _0"></span>skutkującą <span class="_ _0"></span>zamknięciem <span class="_ _0"></span>kopalni. <span class="_ _0"></span>W <span class="_ _0"></span>tra<span class="_ _3"></span>kcie <span class="_ _3"></span>trwan<span class="_ _3"></span>ia <span class="_ _0"></span>kontraktu<span class="_ _3"></span> <span class="_ _0"></span>zakres </div><div class="t m0 x57 h2 y431 ff7 fs0 fc0 sc0 ls0 ws0">ten <span class="_ _3d"> </span>zosta<span class="_ _3"></span>ł <span class="_ _3d"> </span>zmieniony <span class="_ _48"> </span>i <span class="_ _3d"> </span>w <span class="_ _3d"> </span>chwili  obecnej <span class="_ _3d"> </span>kopalnia  oraz <span class="_ _3d"> </span>szyby <span class="_ _3d"> </span>dalej <span class="_ _48"> </span>funkcjonują. <span class="_ _3d"> </span>W  oc<span class="_ _4f"></span>enie  Spółki<span class="ff1">  </span>w <span class="_ _45"> </span>związk<span class="_ _3"></span>u <span class="_ _3d"> </span>z </div><div class="t m0 x57 h2 y432 ff7 fs0 fc0 sc0 ls0 ws0">powyższym <span class="_ _34"></span>treść <span class="_ _33"></span>i <span class="_ _34"></span>zakres <span class="_ _33"></span>gwaran<span class="_ _3"></span>cji <span class="_ _33"></span>techniczn<span class="_ _3"></span>ej <span class="_ _33"></span>powinna <span class="_ _34"></span>zostać <span class="_ _34"></span>dostosowana <span class="_ _34"></span>do <span class="_ _33"></span>stanu <span class="_ _33"></span>fakty<span class="_ _3"></span>cznego. <span class="_ _3d"> </span><span class="ff1">W <span class="_ _33"></span>dniu <span class="_ _34"></span>17 </span></div><div class="t m0 x57 h2 y433 ff7 fs0 fc0 sc0 ls0 ws0">grudnia <span class="_ _3f"> </span>2021 <span class="_ _49"> </span>r. <span class="_ _3f"> </span>do <span class="_ _49"> </span>Spółki <span class="_ _3f"> </span>wpłynęło <span class="_ _49"> </span>p<span class="_ _3"></span>ismo <span class="_ _3f"> </span>pełnomocnika <span class="_ _49"> </span>kopalni <span class="_ _3f"> </span>Mines <span class="_ _49"> </span>de <span class="_ _3f"> </span>Pota<span class="_ _3"></span><span class="ff1">s<span class="_ _3"></span>se <span class="_ _49"> </span>d&apos;Alsace <span class="_ _3f"> </span></span>z <span class="_ _3f"> </span>siedzibą <span class="_ _49"> </span>w </div><div class="t m0 x57 h2 y434 ff1 fs0 fc0 sc0 ls0 ws0">Wittelsheim <span class="_ _0"></span><span class="ff7">(„MDPA”) <span class="_ _0"></span>in<span class="_ _3"></span>formujące <span class="_ _0"></span>o <span class="_ _0"></span>ros<span class="_ _3"></span>zczeniu <span class="_ _0"></span>odszkod<span class="_ _3"></span>owawczym <span class="_ _0"></span>względem <span class="_ _0"></span>Spółki<span class="_ _0"></span></span> <span class="_ _0"></span>(&quot;Roszczenie&quot;). <span class="_ _33"></span>Roszczenie </div><div class="t m0 x57 h2 y435 ff7 fs0 fc0 sc0 ls0 ws0">określone <span class="_ _3d"> </span>przez  MDPA <span class="_ _3d"> </span>obejmuje <span class="_ _3d"> </span>zap<span class="_ _3"></span>łatę <span class="_ _3d"> </span>przez  Spółkę<span class="ff1"> <span class="_ _48"> </span>kwoty <span class="_ _3d"> </span>ok.  118 <span class="_ _3d"> </span>tys. <span class="_ _3d"> </span>EUR <span class="_ _48"> </span>netto <span class="_ _3d"> </span>tj.  ok. <span class="_ _3d"> </span>547 <span class="_ _3d"> </span>tys.  PLN <span class="_ _3d"> </span>wg<span class="_ _4f"></span> </span></div><div class="t m0 x57 h2 y436 ff7 fs0 fc0 sc0 ls0 ws0">średniego <span class="_ _33"></span>ku<span class="_ _3"></span>rsu <span class="_ _34"></span>EUR/P<span class="ff1">LN <span class="_ _34"></span>z <span class="_ _34"></span>dnia <span class="_ _33"></span>17 <span class="_ _34"></span>grudnia <span class="_ _34"></span>2021 <span class="_ _33"></span>r. <span class="_ _34"></span>tj. <span class="_ _33"></span>1 <span class="_ _34"></span>EUR <span class="_ _33"></span>= <span class="_ _33"></span>4,633<span class="_ _3"></span>4 <span class="_ _33"></span>PLN<span class="_ _0"></span><span class="ls3">. <span class="_ _33"></span></span>N<span class="_ _3"></span>a <span class="_ _33"></span>ob<span class="_ _3"></span>ecnym <span class="_ _33"></span>etapie <span class="_ _33"></span>s<span class="_ _3"></span>prawy, <span class="_ _34"></span>celem </span></div><div class="t m0 x57 h2 y437 ff7 fs0 fc0 sc0 ls0 ws0">odniesienia <span class="_ _34"></span>się <span class="_ _33"></span>do <span class="_ _34"></span>podstaw <span class="_ _34"></span>uzasadnienia <span class="_ _34"></span>Roszczenia <span class="_ _34"></span>zgłoszonego <span class="_ _33"></span>przez <span class="_ _34"></span>MDPA <span class="_ _34"></span>oraz <span class="_ _33"></span>celem <span class="_ _34"></span>weryfikacji <span class="_ _34"></span>obszernej </div><div class="t m0 x57 h2 y438 ff7 fs0 fc0 sc0 ls0 ws0">dokumentacji  dołączonej  przez  MDPA <span class="_ _3d"> </span>do  pisma,  Spół<span class="_ _3"></span>ka<span class="ff1">  przeprowadzi  </span>analizę  stanu  faktycznego <span class="_ _48"> </span>i  prawnego </div><div class="t m0 x57 h2 y439 ff7 fs0 fc0 sc0 ls0 ws0">sprawy. <span class="_ _34"></span>N<span class="_ _3"></span>iemniej <span class="_ _34"></span>już <span class="_ _45"></span>w <span class="_ _34"></span>tym <span class="_ _34"></span>miejscu <span class="_ _45"></span>Spółka <span class="_ _45"> </span>wskazuje, <span class="_ _34"></span>iż <span class="_ _45"></span>m.in. <span class="_ _34"></span>z <span class="_ _45"></span>uwagi <span class="_ _34"></span>na <span class="_ _34"></span>charak<span class="_ _3"></span>ter <span class="_ _34"></span>prac <span class="_ _34"></span>wykon<span class="_ _3"></span>ywanych <span class="_ _34"></span>przez </div><div class="t m0 x57 h2 y77 ff1 fs0 fc0 sc0 ls0 ws0">Primetech <span class="_ _3d"> </span>w <span class="_ _45"></span>ramach <span class="_ _3d"> </span>Kontraktu <span class="_ _3d"> </span>(<span class="ff7">usługi</span>)<span class="ls1c">, <span class="_ _45"> </span></span><span class="ff7">Sp<span class="_ _3"></span>ółka</span> <span class="_ _3d"> </span><span class="ff7">nie <span class="_ _45"></span>zgadza <span class="_ _45"> </span>s<span class="_ _3"></span>ię <span class="_ _45"></span>z <span class="_ _45"> </span>zakr<span class="_ _3"></span>esem <span class="_ _45"> </span>zgłos<span class="_ _3"></span>zonego <span class="_ _3d"> </span>Roszczenia.<span class="_ _3"></span></span> <span class="_ _45"> </span><span class="ff7">Zgł<span class="_ _3"></span>oszenie </span></div><div class="t m0 x57 h2 y196 ff7 fs0 fc0 sc0 ls0 ws0">Roszczenia  przez  MDPA  zostało  uznane  przez  <span class="ff1">Primetech  </span>za  informacje  poufną  ze  względu  na  jego  wartość, </div><div class="t m0 x57 h2 y43a ff7 fs0 fc0 sc0 ls0 ws0">określoną przez ko<span class="_ _3"></span>ntrahenta.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y43b ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _45"> </span>związk<span class="_ _3"></span>u <span class="_ _3d"> </span>ze <span class="_ _45"> </span>spra<span class="_ _3"></span>wą <span class="_ _45"> </span>s<span class="_ _3"></span>ądową <span class="_ _3d"> </span>toczącą <span class="_ _3d"> </span>się <span class="_ _45"> </span>w <span class="_ _3d"> </span>Hiszpanii <span class="_ _3d"> </span>p<span class="_ _3"></span><span class="ff1">rzeciwko <span class="_ _3d"> </span>Primetech <span class="_ _3d"> </span></span>z <span class="_ _3d"> </span>udziałem <span class="_ _3d"> </span>hiszpań<span class="_ _3"></span>skiego <span class="_ _45"> </span>zakł<span class="_ _3"></span>adu </div><div class="t m0 x57 h2 y43c ff1 fs0 fc0 sc0 ls0 ws0">ubezpiecze<span class="ff7">ń <span class="_ _3b"> </span>s<span class="_ _3"></span>połecznych<span class="_ _3"></span>, <span class="_ _3b"> </span>dotycząca <span class="_ _4e"> </span>wyrównan<span class="_ _3"></span>ia <span class="_ _3b"> </span>wysoko<span class="_ _3"></span>ści <span class="_ _3b"> </span>skł<span class="_ _3"></span>adek <span class="_ _3b"> </span>z <span class="_ _3b"> </span>ty<span class="_ _3"></span>tułu <span class="_ _3b"> </span>ubezpieczenia <span class="_ _4e"> </span>społecznego, </span></div><div class="t m0 x57 h2 y43d ff7 fs0 fc0 sc0 ls0 ws0">odprowadzany<span class="_ _3"></span>ch <span class="_ _33"></span>przez <span class="_ _33"></span>Od<span class="_ _3"></span>dział <span class="_ _33"></span><span class="ff1">Primetech <span class="_ _34"></span>w <span class="_ _33"></span>Hiszpanii <span class="_ _33"></span>w <span class="_ _33"></span>latach<span class="_ _3"></span> <span class="_ _33"></span> <span class="_ _33"></span>1997 <span class="_ _34"></span></span>–<span class="ff1"> <span class="_ _33"></span><span class="ls4">2003</span></span>, <span class="_ _33"></span>Spółka <span class="_ _34"></span>wpłaciła <span class="_ _34"></span><span class="ff1">kwot</span>ę<span class="ff1"> <span class="_ _33"></span>potrzebn</span>ą<span class="ff1"> </span></div><div class="t m0 x57 h2 y43e ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _3e"> </span>wniesienia <span class="_ _3e"> </span>środka <span class="_ _3e"> </span>zaskarżenia <span class="_ _3e"> </span>do <span class="_ _3e"> </span>sądu <span class="_ _3e"> </span>wyższej <span class="_ _3e"> </span>instancji, <span class="_ _3c"> </span>równowartość <span class="_ _3e"> </span><span class="ff1 ls4">304<span class="ls0"> <span class="_ _3e"> </span>tys. <span class="_ _3e"> </span>EUR <span class="_ _3e"> </span>(jest <span class="_ _3e"> </span>to <span class="_ _3e"> </span>kwota  </span></span></div><div class="t m0 x57 h2 y43f ff7 fs0 fc0 sc0 ls0 ws0">stanowiąca <span class="_ _3d"> </span>całoś<span class="_ _3"></span>ć <span class="_ _3d"> </span>zobowiązań <span class="_ _3d"> </span>lokalnego <span class="_ _3d"> </span>zakł<span class="_ _3"></span>adu <span class="_ _3d"> </span>ubezpieczeń <span class="_ _3d"> </span>społecznych <span class="_ _3d"> </span>w <span class="_ _3d"> </span>stosunku <span class="_ _3d"> </span>do <span class="_ _3d"> </span>byłego <span class="_ _3d"> </span>pracownika </div><div class="t m0 x57 h2 y440 ff7 fs0 fc0 sc0 ls0 ws0">(który <span class="_ _33"></span>jest <span class="_ _33"></span>powodem <span class="_ _33"></span>w <span class="_ _33"></span>sprawie), <span class="_ _33"></span>a <span class="_ _33"></span>nie <span class="_ _33"></span>kwota <span class="_ _33"></span>która <span class="_ _33"></span>byłaby<span class="_ _3"></span> <span class="_ _0"></span>ew<span class="_ _3"></span>entualnie <span class="_ _33"></span>należna <span class="_ _33"></span>od <span class="_ _33"></span>Emitenta,<span class="_ _3"></span> <span class="_ _0"></span>tj<span class="_ _3"></span>. <span class="_ _0"></span>kwot<span class="_ _3"></span>a <span class="_ _33"></span>samego </div><div class="t m0 x57 h2 y441 ff7 fs0 fc0 sc0 ls0 ws0">wyró<span class="ff1">wnania). <span class="_ _33"></span>D</span>o <span class="_ _0"></span>tej <span class="_ _0"></span>po<span class="_ _3"></span>ry <span class="_ _0"></span>wszystkie <span class="_ _33"></span>podobne <span class="_ _0"></span>postępowania,<span class="_ _0"></span><span class="ffb"> <span class="_ _0"></span></span>zakoń<span class="_ _3"></span>czone <span class="_ _0"></span>prawomocnymi <span class="_ _33"></span>wyrokami<span class="ffb">,<span class="_ _3"></span><span class="ff1"> <span class="_ _0"></span></span></span>obejmujące </div><div class="t m0 x57 h2 y442 ff7 fs0 fc0 sc0 ls0 ws0">podobne <span class="_ _41"> </span>roszczenia,<span class="_ _3"></span> <span class="_ _41"> </span>dotyczące <span class="_ _40"> </span>history<span class="_ _3"></span>cznej <span class="_ _41"> </span>działalnoś<span class="_ _3"></span>ci <span class="_ _40"> </span>Emitenta <span class="_ _41"> </span>w <span class="_ _41"> </span>Hiszpan<span class="_ _3"></span>ii, <span class="_ _41"> </span>kończyły <span class="_ _41"> </span>się <span class="_ _40"> </span>wyn<span class="_ _3"></span>ikiem </div><div class="t m0 x57 h2 y443 ff7 fs0 fc0 sc0 ls0 ws0">pozytywnym <span class="_ _46"> </span>dla <span class="_ _46"> </span>Spół<span class="_ _3"></span>ki.<span class="ff1"> <span class="_ _46"> </span>Lecz <span class="_ _46"> </span>w <span class="_ _46"> </span>przyp<span class="_ _3"></span>adku <span class="_ _46"> </span>negatywnego <span class="_ _46"> </span>rozs<span class="_ _3"></span>tr<span class="_ _3"></span></span>zygnięcia <span class="_ _46"> </span>sprawy, <span class="_ _46"> </span>dla <span class="_ _46"> </span>Primetech <span class="_ _46"> </span>będzie <span class="_ _46"> </span>to<span class="_ _3"></span> </div><div class="t m0 x57 h2 y444 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązanie <span class="_ _49"> </span>warun<span class="_ _3"></span>kowe.<span class="ff1"> <span class="_ _3f"> </span></span>Na <span class="_ _49"> </span>dzień <span class="_ _3f"> </span>bilansowy <span class="_ _49"> </span>utworzono <span class="_ _49"> </span>od<span class="_ _3"></span>pis <span class="_ _49"> </span>ak<span class="_ _3"></span>tualizujący <span class="_ _49"> </span>na <span class="_ _3f"> </span>kwotę  100 <span class="_ _3f"> </span>tyś <span class="_ _49"> </span>euro<span class="_ _3"></span><span class="ff1"> <span class="_ _3f"> </span>oraz </span></div><div class="t m0 x57 h2 y445 ff7 fs0 fc0 sc0 ls0 ws0">utworzono <span class="_ _3"></span>rezerwę <span class="_ _3"></span>na <span class="_ _3"></span>przys<span class="_ _3"></span>złe ros<span class="_ _3"></span>zczenia <span class="_ _3"></span>sądo<span class="_ _3"></span>we w <span class="_ _3"></span>wysokości <span class="_ _3"></span>30 <span class="_ _3"></span>tyś <span class="_ _3"></span>euro.<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span></span>Spółka <span class="_ _3"></span>jest <span class="_ _3"></span>również s<span class="_ _3"></span>troną <span class="_ _3"></span>kolejny<span class="_ _3"></span>ch </div><div class="t m0 x57 h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">podo<span class="ff7">bn<span class="_ _3"></span>ych <span class="_ _33"></span>kilku <span class="_ _0"></span>sp<span class="_ _3"></span>raw <span class="_ _0"></span>gd<span class="_ _3"></span>zie <span class="_ _0"></span>wartoś<span class="_ _3"></span>ć <span class="_ _33"></span>przedmiotu <span class="_ _33"></span>sporu <span class="_ _33"></span>jest <span class="_ _33"></span>nieznana,<span class="_ _3"></span> <span class="_ _0"></span>a <span class="_ _33"></span>pon<span class="_ _3"></span>adto <span class="_ _0"></span>cza<span class="_ _3"></span>sokres <span class="_ _33"></span>pracy <span class="_ _33"></span>pracowników </span></div><div class="t m0 x57 h2 y446 ff7 fs0 fc0 sc0 ls0 ws0">objęty <span class="_ _34"></span>s<span class="_ _3"></span>porem <span class="_ _34"></span>wynosi <span class="_ _45"></span>kilka <span class="_ _34"></span>miesię<span class="_ _3"></span>cy, <span class="_ _34"></span>w <span class="_ _34"></span>związk<span class="_ _3"></span>u <span class="_ _34"></span>z <span class="_ _45"></span>czym <span class="_ _45"></span>Zarząd <span class="_ _45"></span>postano<span class="_ _3"></span>wił <span class="_ _34"></span>o <span class="_ _34"></span>u<span class="_ _3"></span>jawnieniu <span class="_ _34"></span>jedynie <span class="_ _34"></span>zo<span class="_ _3"></span>bowiązania </div><div class="t m0 x57 h2 y447 ff7 fs0 fc0 sc0 ls0 ws0">warunkowego <span class="_ _33"></span>związanego <span class="_ _33"></span>z <span class="_ _33"></span>tymi <span class="_ _33"></span>sprawami, <span class="_ _33"></span>w <span class="_ _33"></span>związk<span class="_ _3"></span>u <span class="_ _33"></span>z <span class="_ _33"></span>brakiem <span class="_ _33"></span>możliwości <span class="_ _33"></span>wiarygodn<span class="_ _3"></span>ego <span class="_ _0"></span>os<span class="_ _3"></span>zacowania <span class="_ _33"></span>kwoty<span class="_ _3"></span> </div><div class="t m0 x57 h2 y448 ff7 fs0 fc0 sc0 ls0 ws0">świadczenia. <span class="ff1"> </span></div><div class="t m0 x57 h2 y449 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y44a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y40 ff2 fs0 fc0 sc0 ls4 ws0">25.<span class="ff4 ls0">  <span class="ff8">Zarządz<span class="ff2">e<span class="ls9">ni</span>e </span>kapitałem<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y44b ff7 fs0 fc0 sc0 ls0 ws0">Celem zarządza<span class="_ _3"></span>nia ry<span class="_ _3"></span>zykiem k<span class="_ _3"></span>apitałowym <span class="_ _3"></span>jest za<span class="_ _3"></span>pewnienie <span class="_ _3"></span>konty<span class="_ _3"></span>nuowania <span class="_ _3"></span>działalności <span class="_ _3"></span>w takiej <span class="_ _3"></span>formie <span class="_ _3"></span>i za<span class="_ _3"></span>kresie, </div><div class="t m0 x57 h2 y44c ff7 fs0 fc0 sc0 ls0 ws0">aby <span class="_ _41"> </span>możliwe <span class="_ _40"> </span>było <span class="_ _41"> </span>zapewnienie <span class="_ _41"> </span>zwrotu <span class="_ _41"> </span>z <span class="_ _41"> </span>inw<span class="_ _3"></span>estycji <span class="_ _40"> </span>ak<span class="_ _3"></span>cjonariuszo<span class="_ _3"></span>m, <span class="_ _40"> </span>zapewnieni<span class="_ _3"></span>e <span class="_ _40"> </span>korzyś<span class="_ _3"></span>ci <span class="_ _40"> </span>dla <span class="_ _41"> </span>innych </div><div class="t m0 x57 h2 y44d ff7 fs0 fc0 sc0 ls0 ws0">zainteresowanych s<span class="_ _3"></span>tron, a także utrzymanie op<span class="_ _3"></span>tymalnej strukt<span class="_ _3"></span>ury kapitału w celu o<span class="_ _3"></span>bniżenia jego kos<span class="_ _3"></span>ztu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y44 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>mon<span class="_ _3"></span>itoruje <span class="_ _0"></span>kap<span class="_ _3"></span>itał <span class="_ _3"></span>p<span class="_ _3"></span>rzy <span class="_ _0"></span>pomocy <span class="_ _0"></span>ws<span class="_ _3"></span>kaźnika <span class="_ _0"></span>zadłużenia. <span class="_ _33"></span>Wskaźnik <span class="_ _0"></span>ten <span class="_ _33"></span>oblicza <span class="_ _0"></span>się <span class="_ _0"></span>jako <span class="_ _33"></span>stos<span class="_ _0"></span>unek <span class="_ _0"></span>zadłużen<span class="_ _3"></span>ia </div><div class="t m0 x57 h2 y44e ff7 fs0 fc0 sc0 ls0 ws0">netto <span class="_ _34"></span>do <span class="_ _45"></span>łącznej <span class="_ _45"></span>wartości <span class="_ _34"></span>kapitału<span class="_ _3"></span>. <span class="_ _34"></span>Zadłużenie <span class="_ _45"></span>netto <span class="_ _34"></span>ob<span class="_ _3"></span>licza <span class="_ _34"></span>się <span class="_ _45"></span>jako <span class="_ _34"></span>sumę <span class="_ _34"></span>zo<span class="_ _3"></span>bowiązań <span class="_ _34"></span>(ob<span class="_ _3"></span>ejmujących <span class="_ _34"></span>kr<span class="_ _3"></span>edyty, </div><div class="t m0 x57 h2 y17f ff7 fs0 fc0 sc0 ls0 ws0">pożyczki, <span class="_ _3"></span>zobowiązania <span class="_ _3"></span>handlowe i p<span class="_ _3"></span>ozostałe) <span class="_ _3"></span>pomniejszoną <span class="_ _3"></span>o <span class="_ _3"></span>środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>i ich <span class="_ _3"></span>ekwiwalenty. Łączn<span class="_ _3"></span>ą wartoś<span class="_ _3"></span>ć </div><div class="t m0 x57 h2 y180 ff7 fs0 fc0 sc0 ls0 ws0">kapitału ob<span class="_ _3"></span>licza się<span class="ff1"> </span>jako kap<span class="_ _3"></span>itał własny wykazan<span class="_ _3"></span>y w sprawozdaniu z<span class="_ _3"></span> sytuacji finans<span class="_ _3"></span>owej plus zadłużenie netto. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y44f ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _46"> </span> <span class="_ _3e"> </span>zarządza<span class="_ _3"></span> <span class="_ _46"> </span>kapitałem <span class="_ _46"> </span>by<span class="_ _3"></span> <span class="_ _46"> </span>zagwarantować, <span class="_ _3e"> </span>że <span class="_ _46"> </span>należące <span class="_ _3e"> </span>do <span class="_ _46"> </span>niej <span class="_ _3e"> </span>jednostki <span class="_ _3e"> </span>będą <span class="_ _46"> </span>zd<span class="_ _3"></span>olne <span class="_ _46"> </span>konty<span class="_ _3"></span>nuować </div><div class="t m0 x57 h2 y450 ff7 fs0 fc0 sc0 ls0 ws0">działalność p<span class="_ _3"></span>rzy <span class="_ _3"></span>jednoczesnej maksy<span class="_ _3"></span>malizacji <span class="_ _3"></span>rentownoś<span class="_ _3"></span>ci dla <span class="_ _3"></span>akcjonariu<span class="_ _3"></span>szy dzięki <span class="_ _3"></span>optymalizacji relacji <span class="_ _3"></span>zadłużen<span class="_ _3"></span>ia </div><div class="t m0 x57 h2 y451 ff7 fs0 fc0 sc0 ls0 ws0">do kapitału włas<span class="_ _3"></span>nego. Ogólna strategia dzia<span class="_ _3"></span>łania Spół<span class="_ _3"></span>ki  nie ulega zmianie.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y184 ff7 fs0 fc0 sc0 ls0 ws0">Struktura <span class="_ _33"></span>kapitałowa <span class="_ _0"></span>spółki <span class="_ _0"></span>obejmuje <span class="_ _0"></span>za<span class="_ _3"></span>dłużenie, <span class="_ _0"></span>n<span class="_ _3"></span>a <span class="_ _0"></span>które <span class="_ _0"></span>składaj<span class="_ _3"></span>ą <span class="_ _0"></span>się <span class="_ _33"></span>poży<span class="_ _3"></span>czki<span class="ff1"> <span class="_ _0"></span>ujawnione <span class="_ _33"></span>w <span class="_ _0"></span>nocie <span class="_ _0"></span>nr <span class="_ _33"></span>24</span>, <span class="_ _0"></span>śro<span class="_ _3"></span>dk<span class="ff1 ls20">i </span></div><div class="t m0 x57 h2 y452 ff7 fs0 fc0 sc0 ls0 ws0">pieniężne <span class="_ _40"> </span>i <span class="_ _41"> </span>ich <span class="_ _40"> </span>ekwiwal<span class="_ _3"></span>enty <span class="_ _41"> </span>oraz <span class="_ _40"> </span>kapitał <span class="_ _41"> </span>przypadający <span class="_ _41"> </span>akcjonariuszom <span class="_ _41"> </span>jednostki <span class="_ _40"> </span>dominującej, <span class="_ _41"> </span>w <span class="_ _40"> </span>tym </div><div class="t m0 x57 h2 y453 ff1 fs0 fc0 sc0 ls0 ws0">wyemitowane akcje, i zys<span class="_ _3"></span>k zatrzymany<span class="_ _3"></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 x54 y454 w86 h74" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">29<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y33d ff2 fs0 fc0 sc0 ls4 ws0">26.<span class="ff4 ls0">  <span class="ff8">Poli<span class="_ _4f"></span>tyk<span class="_ _3"></span>a zarządzania r<span class="_ _3"></span>yzykiem finansow<span class="_ _3"></span>ym i zabezpiecza<span class="_ _3"></span>nie<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y33e ff7 fs0 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _34"></span>ryzykiem <span class="_ _33"></span>finan<span class="_ _3"></span>sowym <span class="_ _33"></span>ma <span class="_ _34"></span>na <span class="_ _33"></span>celu <span class="_ _34"></span>ograniczenie <span class="_ _34"></span>l<span class="_ _3"></span>ub <span class="_ _34"></span>eliminację <span class="_ _33"></span>niekorzystn<span class="_ _3"></span>ych <span class="_ _33"></span>wpływów <span class="_ _34"></span>na <span class="_ _33"></span>sy<span class="_ _3"></span>tuację </div><div class="t m0 x57 h2 y455 ff7 fs0 fc0 sc0 ls0 ws0">finansową Spółki,<span class="_ _3"></span> ryzyk związanych z<span class="_ _3"></span> jej funkcjonowaniem, a w s<span class="_ _3"></span>zczególności : <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y1de ff1 fs0 fc0 sc0 ls0 ws0">- ryzyka ryn<span class="_ _3"></span>kowego <span class="ff7">–</span> ryzyko walutowe, sto<span class="_ _3"></span>py procentowej<span class="_ _3"></span>, ryzyko ceno<span class="_ _3"></span>we;<span class="_ _3"></span> </div><div class="t m0 x57 h2 y456 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">ryzyka pł<span class="_ _3"></span>ynności –</span> <span class="ff7">ryzy<span class="_ _3"></span>ko, że Spółka nap<span class="_ _3"></span>otka trudności<span class="_ _3"></span></span> <span class="ff7">w wywiązaniu s<span class="_ _3"></span>ię ze zobowiązań;<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y457 ff1 fs0 fc0 sc0 ls0 ws0">- ryzyka kredyto<span class="_ _3"></span>wego - <span class="ff7">kontrahent <span class="_ _3"></span>nie dopełni zob<span class="_ _3"></span>owiązań umownych.<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y230 ff7 fs0 fc0 sc0 ls0 ws0">Spółka dąż<span class="_ _3"></span>y do minimalizacji wpływu różn<span class="_ _3"></span>ych rodzajó<span class="_ _3"></span>w ryzyka poprzez wykorzy<span class="_ _3"></span>stanie mechanizmów </div><div class="t m0 x57 hc y458 ff1 fs0 fc0 sc0 ls0 ws0">zabezpieczenia natura<span class="_ _3"></span>lnego.<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y40e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y459 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y45a ff2 fs0 fc0 sc0 ls4 ws0">27.1<span class="ff4 ls0"> <span class="_ _55"></span><span class="ff2 ls5">  <span class="ls0">Ryzyko rynkowe </span></span></span></div><div class="t m0 x57 h2 y45b ff1 fs0 fc0 sc0 ls0 ws0">Ryzyko cenowe<span class="_ _3"></span> </div><div class="t m0 x57 h2 y45c ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _33"></span>ryzyko <span class="_ _33"></span>wzros<span class="_ _3"></span>tu <span class="_ _33"></span>cen <span class="_ _33"></span>Spółka <span class="_ _33"></span>narażona <span class="_ _33"></span>jest <span class="_ _33"></span>w <span class="_ _33"></span>przypadku <span class="_ _33"></span>materiałów <span class="_ _33"></span>niezbędny<span class="_ _3"></span>ch <span class="_ _33"></span>dla <span class="_ _33"></span>działaln<span class="_ _3"></span>ości.<span class="_ _0"></span><span class="ff1"> <span class="_ _33"></span></span>Spółka <span class="_ _33"></span>dąży </div><div class="t m0 x57 h2 y45d ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _45"></span>minimalizowania <span class="_ _45"> </span>ryzy<span class="_ _3"></span>ka <span class="_ _45"></span>poprzez <span class="_ _45"></span>zagwarantowanie <span class="_ _45"> </span>w <span class="_ _45"> </span>umowach <span class="_ _45"> </span>z <span class="_ _45"> </span>odb<span class="_ _3"></span>iorcami <span class="_ _45"></span>możliwości <span class="_ _45"> </span>negocjacji. <span class="_ _3d"> </span>Spółka <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y45e ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3d"> </span>zakresie <span class="_ _3d"> </span>w <span class="_ _3d"> </span>jakim <span class="_ _3d"> </span>jest <span class="_ _48"> </span>to <span class="_ _3d"> </span>możliwe <span class="_ _3d"> </span>po<span class="_ _3"></span>siad<span class="_ _3"></span>a <span class="_ _3d"> </span>zdywersyfik<span class="_ _3"></span>owane <span class="_ _3d"> </span>źródła <span class="_ _3d"> </span>zao<span class="_ _3"></span>patrzenia <span class="_ _3d"> </span>w <span class="_ _3d"> </span>materiały<span class="_ _3"></span> <span class="_ _3d"> </span>do <span class="_ _3d"> </span>produkcji <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y45f ff7 fs0 fc0 sc0 ls0 ws0">i świadczenia usł<span class="_ _3"></span>ug kooperacyjnych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y460 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y461 ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko stó<span class="_ _3"></span>p procentowych    <span class="ff1"> </span></div><div class="t m0 x57 h2 y462 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _3f"> </span>narażona <span class="_ _3f"> </span>jest <span class="_ _49"> </span>na <span class="_ _3f"> </span>to <span class="_ _49"> </span>ryzyko<span class="_ _3"></span> <span class="_ _49"> </span>z <span class="_ _3f"> </span>tytułu <span class="_ _3f"> </span>finansowania <span class="_ _3f"> </span>działalności <span class="_ _3f"> </span>poprzez <span class="_ _49"> </span>kredyty<span class="_ _3"></span> <span class="_ _49"> </span>b<span class="_ _3"></span>ankowe <span class="_ _3f"> </span>i <span class="_ _49"> </span>pożyczki <span class="_ _33"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y463 ff1 fs0 fc0 sc0 ls0 ws0">o <span class="_ _0"></span>zmiennej <span class="_ _0"></span>stopi<span class="ff7">e <span class="_ _0"></span>procento<span class="_ _3"></span>wej <span class="_ _3"></span>op<span class="_ _3"></span>artej <span class="_ _0"></span>o <span class="_ _0"></span>WIBOR. <span class="_ _0"></span>Spółka <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>monitoru<span class="_ _3"></span>je <span class="_ _3"></span>d<span class="_ _3"></span>ecyzje <span class="_ _0"></span>Rady <span class="_ _0"></span>Polityki <span class="_ _0"></span>Pieniężnej. </span></div><div class="t m0 x57 h2 y464 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.20<span class="ff1">21 <span class="_ _3"></span></span>Spółka n<span class="_ _3"></span>ie posiadał<span class="_ _3"></span>a instrumentów zabezpieczający<span class="_ _3"></span>ch ryzyko s<span class="_ _3"></span>topy procentowej.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y3f3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y19d ff1 fs0 fc0 sc0 ls0 ws0">Ryzyko walutowe      <span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y465 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _45"> </span>narażona <span class="_ _45"></span>jest <span class="_ _34"></span>n<span class="_ _3"></span>a <span class="_ _45"></span>ryzyko <span class="_ _34"></span>walutowe, <span class="_ _45"> </span>które <span class="_ _45"> </span>powodu<span class="_ _3"></span>je <span class="_ _34"></span>niepewność <span class="_ _45"> </span>co <span class="_ _45"> </span>do <span class="_ _45"> </span>wartości <span class="_ _45"></span>przyszłych <span class="_ _45"> </span>przepływów </div><div class="t m0 x57 h2 y466 ff7 fs0 fc0 sc0 ls0 ws0">pieniężnych. <span class="ff1"> </span></div><div class="t m0 x57 h2 y19e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y467 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y468 w87 h75"><div class="t m0 x64 h4f y469 ff2 fs9 fc0 sc0 ls0 ws0">AKTYWA FINANSO<span class="_ _4f"></span>WE<span class="_ _3"></span> na 31.12.202<span class="_ _1"></span>1 </div></div><div class="c x8d y468 w88 h75"><div class="t m0 xd h3 y46a ff8 fs1 fc0 sc0 ls0 ws0">wartość </div><div class="t m0 xd h3 y90 ff2 fs1 fc0 sc0 ls0 ws0">bilansowa </div></div><div class="c xac y468 w89 h75"><div class="t m0 xd h3 y46b ff8 fs1 fc0 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">plus 1% </div></div><div class="c xcb y468 w8a h75"><div class="t m0 x64 h3 y46b ff8 fs1 fc0 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">procentowych </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">minus 1% </div></div><div class="c xcc y468 w68 h75"><div class="t m0 x64 h3 y46b ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">walutowego </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">plus 10% </div></div><div class="c xcd y468 w8b h75"><div class="t m0 x64 h3 y46b ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">walutowego </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">minus 10% </div></div><div class="c x38 y46c w87 h1e"><div class="t m0 x64 h4f y7d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x8d y46c w88 h1e"><div class="t m0 xd h3 ya0 ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y46c w8c h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xa5 y46c w8a h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xcc y46c w68 h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xcd y46c w8d h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c x38 y46d w87 h1e"><div class="t m0 x64 h57 y7d ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne zł<span class="ff1"> </span></div></div><div class="c x8d y46d w88 h1e"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">1 4<span class="ls18">84</span> </div></div><div class="c xac y46d w8c h1e"><div class="t m0 x37 h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">15 </div></div><div class="c xa5 y46d w8a h1e"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-15 </div></div><div class="c xcc y46d w68 h1e"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y46d w8d h1e"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y46f w87 h76"><div class="t m0 x64 h57 y470 ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne USD w przelic<span class="_ _4f"></span>z<span class="_ _3"></span>eniu na zł<span class="ff1"> </span></div></div><div class="c x8d y46f w88 h76"><div class="t m0 x24 h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">6 </div></div><div class="c xac y46f w8c h76"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y46f w8a h76"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y46f w68 h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y46f w8d h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y43 w87 h77"><div class="t m0 x64 h57 ya0 ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne EUR w przelic<span class="_ _4f"></span>z<span class="_ _3"></span>eniu na zł<span class="ff1"> </span></div></div><div class="c x8d y43 w88 h77"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">1 1<span class="ls18">77</span> </div></div><div class="c xac y43 w8c h77"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y43 w8a h77"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y43 w68 h77"><div class="t m0 x4c h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">118<span class="ls0"> </span></div></div><div class="c xcd y43 w8d h77"><div class="t m0 xc3 h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">118</span> </div></div><div class="c x38 y472 w87 h76"><div class="t m0 x64 h57 y473 ff7 fs9 fc0 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 x64 h57 y474 ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowe <span class="ff1"> </span>w zł<span class="ff1"> </span></div></div><div class="c x8d y472 w88 h76"><div class="t m0 x3f h57 y471 ff1 fs9 fc0 sc0 ls18 ws0">364<span class="ls0"> </span></div></div><div class="c xac y472 w8c h76"><div class="t m0 x62 h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">4 </div></div><div class="c xa5 y472 w8a h76"><div class="t m0 x20 h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">-4 </div></div><div class="c xcc y472 w68 h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y472 w8d h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y475 w87 h78"><div class="t m0 x64 h57 y476 ff7 fs9 fc0 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 x64 h57 y477 ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowe<span class="ff1"> w EUR </span></div></div><div class="c x8d y475 w88 h78"><div class="t m0 x4c h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y475 w8c h78"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y475 w8a h78"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y475 w68 h78"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y475 w8d h78"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y478 w8e h1e"><div class="t m0 x64 h4f y358 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y477 ff2 fs9 fc0 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c x8d y478 w88 h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y478 w8c h1e"><div class="t m0 x37 h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">19<span class="ls0"> </span></div></div><div class="c xa5 y478 w8a h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">19</span> </div></div><div class="c xcc y478 w68 h1e"><div class="t m0 x4c h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">118<span class="ls0"> </span></div></div><div class="c xcd y478 w8d h1e"><div class="t m0 xc3 h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">118</span> </div></div><div class="c x38 y479 w8e h1e"><div class="t m0 x64 h4f y47a ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y477 ff2 fs9 fc0 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c x8d y479 w88 h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y479 w8c h1e"><div class="t m0 x37 h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">15<span class="ls0"> </span></div></div><div class="c xa5 y479 w8a h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">15</span> </div></div><div class="c xcc y479 w68 h1e"><div class="t m0 x10 h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">96<span class="ls0"> </span></div></div><div class="c xcd y479 w8d h1e"><div class="t m0 x39 h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">96</span> </div></div><div class="c x38 y29f w8e h1d"><div class="t m0 x64 h4f y47b ff8 fs9 fc0 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _4f"></span>A<span class="_ _3"></span> FINASOWE na <span class="_ _4f"></span>31.12.202<span class="ff2">1 </span></div></div><div class="c x8d y29f w88 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y29f w8c h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y29f w8a h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xcc y29f w68 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y29f w8d h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y47c w87 h76"><div class="t m0 x64 h57 y470 ff7 fs9 fc0 sc0 ls0 ws0">Kredyty i<span class="_ _4f"></span> pożyczki w zł<span class="ff1"> </span></div></div><div class="c x8d y47c w88 h76"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c xac y47c w8c h76"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">10</span> </div></div><div class="c xa5 y47c w8a h76"><div class="t m0 x37 h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">10<span class="ls0"> </span></div></div><div class="c xcc y47c w68 h76"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y47c w8d h76"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y47d w8e h76"><div class="t m0 x64 h57 y473 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _3c"> </span>z <span class="_ _3c"> </span>tyt. <span class="_ _3c"> </span>dostaw <span class="_ _3b"> </span>i <span class="_ _3c"> </span>usług <span class="_ _3b"> </span>oraz <span class="_ _3c"> </span>pozostałe </div><div class="t m0 x64 h57 y47e ff7 fs9 fc0 sc0 ls0 ws0">zobowiązania zł<span class="ff1"> </span></div></div><div class="c xce y47d w8f h76"><div class="t m0 x2d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">1 947 </div></div><div class="c xac y47d w8c h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">19</span> </div></div><div class="c xa5 y47d w8a h76"><div class="t m0 x37 h57 y471 ff1 fs9 fc0 sc0 ls18 ws0">19<span class="ls0"> </span></div></div><div class="c xcc y47d w68 h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y47d w8d h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x54 y47f w86 h79" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">30<span class="ls0"> </span></span></div></div><div class="c x38 y480 w8e h7a"><div class="t m0 x64 h57 y481 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _3c"> </span>z <span class="_ _3c"> </span>tyt. <span class="_ _3c"> </span>dostaw <span class="_ _3b"> </span>i <span class="_ _3c"> </span>usług <span class="_ _3b"> </span>oraz <span class="_ _3c"> </span>pozostałe </div><div class="t m0 x64 h57 y474 ff7 fs9 fc0 sc0 ls0 ws0">zobowiązania w <span class="_ _1"></span>EUR<span class="ff1"> </span></div></div><div class="c xce y480 w8f h7a"><div class="t m0 x4c h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y480 w8c h7a"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y480 w8a h7a"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y480 w68 h7a"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y480 w8d h7a"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y107 w8e h1e"><div class="t m0 x64 h4f y358 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y477 ff2 fs9 fc0 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c x8d y107 w88 h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y107 w8c h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">29</span> </div></div><div class="c xa5 y107 w8a h1e"><div class="t m0 x37 h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">29<span class="ls0"> </span></div></div><div class="c xcc y107 w68 h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y107 w8d h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y42d w8e h1e"><div class="t m0 x64 h4f y47a ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nans<span class="_ _3"></span>owy, po<span class="_ _1"></span>zostałe całkowit<span class="_ _1"></span>e </div><div class="t m0 x64 h4f y477 ff2 fs9 fc0 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c x8d y42d w88 h1e"><div class="t m0 xd h4f y7d ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y42d w8c h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">23</span> </div></div><div class="c xa5 y42d w8a h1e"><div class="t m0 x37 h4f y46e ff2 fs9 fc0 sc0 ls18 ws0">23<span class="ls0"> </span></div></div><div class="c xcc y42d w68 h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y42d w8d h1e"><div class="t m0 x4f h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y482 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y483 w87 h75"><div class="t m0 x64 h4f y469 ff2 fs9 fc0 sc0 ls0 ws0">AKTYWA FINANSO<span class="_ _4f"></span>WE<span class="_ _3"></span> na 31.12.202<span class="_ _4f"></span>0 </div></div><div class="c x8d y483 w88 h75"><div class="t m0 xd h3 y484 ff8 fs1 fc0 sc0 ls0 ws0">wartość </div><div class="t m0 xd h3 y90 ff2 fs1 fc0 sc0 ls0 ws0">bilansowa </div></div><div class="c xac y483 w89 h75"><div class="t m0 xd h3 y46b ff8 fs1 fc0 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">plus 1% </div></div><div class="c xcb y483 w8a h75"><div class="t m0 x64 h3 y46b ff8 fs1 fc0 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">procentowych </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">minus 1% </div></div><div class="c xcc y483 w68 h75"><div class="t m0 x64 h3 y46b ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">walutowego </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">plus 10% </div></div><div class="c xcd y483 w8b h75"><div class="t m0 x64 h3 y46b ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 x64 h3 y8f ff2 fs1 fc0 sc0 ls0 ws0">walutowego </div><div class="t m0 x64 h3 y72 ff2 fs1 fc0 sc0 ls0 ws0">minus 10% </div></div><div class="c x38 y485 w87 h1d"><div class="t m0 x64 h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x8d y485 w88 h1d"><div class="t m0 xd h3 ya0 ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y485 w8c h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xa5 y485 w8a h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xcc y485 w68 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xcd y485 w8d h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0"> zysk/strata </div></div><div class="c x38 y486 w87 h1d"><div class="t m0 x64 h57 y47b ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne zł<span class="ff1"> </span></div></div><div class="c x8d y486 w88 h1d"><div class="t m0 x2d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">1 419 </div></div><div class="c xac y486 w8c h1d"><div class="t m0 x37 h57 y471 ff1 fs9 fc0 sc0 ls18 ws0">14<span class="ls0"> </span></div></div><div class="c xa5 y486 w8a h1d"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">14</span> </div></div><div class="c xcc y486 w68 h1d"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y486 w8d h1d"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y232 w87 h76"><div class="t m0 x64 h57 y470 ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne USD w przelic<span class="_ _4f"></span>z<span class="_ _3"></span>eniu na zł<span class="ff1"> </span></div></div><div class="c x8d y232 w88 h76"><div class="t m0 x24 h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">6 </div></div><div class="c xac y232 w8c h76"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y232 w8a h76"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y232 w68 h76"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y232 w8d h76"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y487 w87 h76"><div class="t m0 x64 h57 y470 ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne EUR w przelic<span class="_ _4f"></span>z<span class="_ _3"></span>eniu na zł<span class="ff1"> </span></div></div><div class="c x8d y487 w88 h76"><div class="t m0 x2d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">5 289 </div></div><div class="c xac y487 w8c h76"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y487 w8a h76"><div class="t m0 x5d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y487 w68 h76"><div class="t m0 x4c h57 y471 ff1 fs9 fc0 sc0 ls18 ws0">529<span class="ls0"> </span></div></div><div class="c xcd y487 w8d h76"><div class="t m0 xc3 h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">529</span> </div></div><div class="c x38 y488 w87 h7a"><div class="t m0 x64 h57 y473 ff7 fs9 fc0 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz <span class="_ _3"></span>pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 x64 h57 y474 ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowe<span class="ff1"> </span>w zł<span class="ff1"> </span></div></div><div class="c x8d y488 w88 h7a"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">1 788 </div></div><div class="c xac y488 w8c h7a"><div class="t m0 x37 h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">18<span class="ls0"> </span></div></div><div class="c xa5 y488 w8a h7a"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">18</span> </div></div><div class="c xcc y488 w68 h7a"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y488 w8d h7a"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y9 w87 h1e"><div class="t m0 x64 h57 y358 ff7 fs9 fc0 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 x64 h57 y477 ff7 fs9 fc0 sc0 ls0 ws0">krótkote<span class="_ _4f"></span>rminowe<span class="ff1"> w EUR </span></div></div><div class="c x8d y9 w88 h1e"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">2 735 </div></div><div class="c xac y9 w8c h1e"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xa5 y9 w8a h1e"><div class="t m0 x5d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcc y9 w68 h1e"><div class="t m0 x4c h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">274<span class="ls0"> </span></div></div><div class="c xcd y9 w8d h1e"><div class="t m0 xc3 h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">274</span> </div></div><div class="c x38 y489 w8e h1d"><div class="t m0 x64 h4f y358 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y72 ff2 fs9 fc0 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c x8d y489 w88 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y489 w8c h1d"><div class="t m0 x37 h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">32<span class="ls0"> </span></div></div><div class="c xa5 y489 w8a h1d"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">32</span> </div></div><div class="c xcc y489 w68 h1d"><div class="t m0 x4c h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">803<span class="ls0"> </span></div></div><div class="c xcd y489 w8d h1d"><div class="t m0 xc3 h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">803</span> </div></div><div class="c x38 y48a w8e h1d"><div class="t m0 x64 h4f y358 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y72 ff2 fs9 fc0 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c x8d y48a w88 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y48a w8c h1d"><div class="t m0 x37 h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">26<span class="ls0"> </span></div></div><div class="c xa5 y48a w8a h1d"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">26</span> </div></div><div class="c xcc y48a w68 h1d"><div class="t m0 x4c h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">650<span class="ls0"> </span></div></div><div class="c xcd y48a w8d h1d"><div class="t m0 xc3 h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">650</span> </div></div><div class="c x38 y144 w8e h1d"><div class="t m0 x64 h4f y47b ff8 fs9 fc0 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _4f"></span>A<span class="_ _3"></span> FINASOWE na <span class="_ _4f"></span>31.12.2020<span class="ff2"> </span></div></div><div class="c x8d y144 w88 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y144 w8c h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y144 w8a h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xcc y144 w68 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y144 w8d h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y48b w87 h77"><div class="t m0 x64 h57 ya0 ff7 fs9 fc0 sc0 ls0 ws0">Kredyty i<span class="_ _4f"></span> pożyczki w zł<span class="ff1"> </span></div></div><div class="c x8d y48b w88 h77"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xac y48b w8c h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">61</span> </div></div><div class="c xa5 y48b w8a h77"><div class="t m0 x37 h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">61<span class="ls0"> </span></div></div><div class="c xcc y48b w68 h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y48b w8d h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y48c w8e h76"><div class="t m0 x64 h57 y473 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _3c"> </span>z <span class="_ _3c"> </span>tyt. <span class="_ _3c"> </span>dostaw <span class="_ _3b"> </span>i <span class="_ _3c"> </span>usług <span class="_ _3b"> </span>oraz <span class="_ _3c"> </span>pozostałe </div><div class="t m0 x64 h57 y474 ff7 fs9 fc0 sc0 ls0 ws0">zobowiązania zł<span class="ff1"> </span></div></div><div class="c xce y48c w8f h76"><div class="t m0 x2d h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">5 529 </div></div><div class="c xac y48c w8c h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">55</span> </div></div><div class="c xa5 y48c w8a h76"><div class="t m0 x37 h57 y471 ff1 fs9 fc0 sc0 ls18 ws0">55<span class="ls0"> </span></div></div><div class="c xcc y48c w68 h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y48c w8d h76"><div class="t m0 x4f h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y48d w8e h77"><div class="t m0 x64 h57 y67 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _3c"> </span>z <span class="_ _3c"> </span>tyt. <span class="_ _3c"> </span>dostaw <span class="_ _3b"> </span>i <span class="_ _3c"> </span>usług <span class="_ _3b"> </span>oraz <span class="_ _3c"> </span>pozostałe </div><div class="t m0 x64 h57 y474 ff7 fs9 fc0 sc0 ls0 ws0">zobowiązania w <span class="_ _1"></span>EUR<span class="ff1"> </span></div></div><div class="c xce y48d w8f h77"><div class="t m0 x2d h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xac y48d w8c h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">61</span> </div></div><div class="c xa5 y48d w8a h77"><div class="t m0 x37 h57 y46e ff1 fs9 fc0 sc0 ls18 ws0">61<span class="ls0"> </span></div></div><div class="c xcc y48d w68 h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y48d w8d h77"><div class="t m0 x4f h57 y46e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y48e w8e h1d"><div class="t m0 x64 h4f y358 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowi<span class="_ _4f"></span>te </div><div class="t m0 x64 h4f y72 ff2 fs9 fc0 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c x8d y48e w88 h1d"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y48e w8c h1d"><div class="t m0 x1f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">116</span> </div></div><div class="c xa5 y48e w8a h1d"><div class="t m0 x4d h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">116<span class="ls0"> </span></div></div><div class="c xcc y48e w68 h1d"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y48e w8d h1d"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y48f w8e h20"><div class="t m0 x64 h4f y490 ff8 fs9 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _4f"></span>nansowy, pozostałe całkowite </div><div class="t m0 x64 h4f y72 ff2 fs9 fc0 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c x8d y48f w88 h20"><div class="t m0 xd h4f y47b ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y48f w8c h20"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">-<span class="ls18">94</span> </div></div><div class="c xa5 y48f w8a h20"><div class="t m0 x37 h4f y471 ff2 fs9 fc0 sc0 ls18 ws0">94<span class="ls0"> </span></div></div><div class="c xcc y48f w68 h20"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y48f w8d h20"><div class="t m0 x4f h4f y471 ff2 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y491 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y492 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y493 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y494 ff2 fs0 fc0 sc0 ls4 ws0">27.2<span class="ff4 ls0"> <span class="_ _55"></span><span class="ff8">Ryzyko płynności<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y495 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _3c"> </span>jest <span class="_ _3c"> </span>narażona <span class="_ _3c"> </span>na <span class="_ _3c"> </span>ryzyko <span class="_ _3e"> </span>u<span class="_ _3"></span>traty <span class="_ _3c"> </span>płynności <span class="_ _3c"> </span>tj. <span class="_ _3c"> </span>zdolności <span class="_ _3e"> </span>d<span class="_ _3"></span>o <span class="_ _3e"> </span>terminow<span class="_ _3"></span>ego <span class="_ _3e"> </span>r<span class="_ _3"></span>egulowania <span class="_ _3c"> </span>zobowiązań<span class="_ _3"></span> </div><div class="t m0 x57 h2 y496 ff7 fs0 fc0 sc0 ls0 ws0">finansowych. <span class="_ _3b"> </span>Spół<span class="_ _3"></span>ka <span class="_ _3b"> </span>monitoruje <span class="_ _3b"> </span>ryzyko <span class="_ _3b"> </span>braku <span class="_ _3b"> </span>fund<span class="_ _3"></span>uszy <span class="_ _3c"> </span>przy<span class="_ _3"></span> <span class="_ _3b"> </span>pomocy <span class="_ _3b"> </span>narzędzia <span class="_ _44"> </span><span class="ff1">okresowego <span class="_ _3c"> </span>plan<span class="_ _3"></span>owania </span></div><div class="t m0 x57 h2 y497 ff7 fs0 fc0 sc0 ls0 ws0">płynności. <span class="_ _0"></span>Spółka <span class="_ _3"></span>zab<span class="_ _3"></span>ezpiecza <span class="_ _3"></span>się <span class="_ _3"></span>przed <span class="_ _0"></span>trudnościami <span class="_ _3"></span>w <span class="_ _0"></span>wywiązywaniu <span class="_ _0"></span>się <span class="_ _3"></span>z <span class="_ _0"></span>zobowiązań <span class="_ _3"></span>odpowiednio <span class="_ _0"></span>kształtują<span class="_ _3"></span>c </div><div class="t m0 x57 h2 y498 ff7 fs0 fc0 sc0 ls0 ws0">cykle <span class="_ _3d"> </span>ro<span class="_ _3"></span>tacji <span class="_ _48"> </span>należności  i <span class="_ _3d"> </span>zobowiązań.  Spółka <span class="_ _3d"> </span>na  dzień <span class="_ _3d"> </span>31.12.20<span class="_ _3"></span><span class="ff1">2<span class="_ _3"></span>1 <span class="_ _48"> </span></span>r <span class="_ _3d"> </span>ko<span class="_ _3"></span>rzystała  z <span class="_ _3d"> </span>finansowania  działalności <span class="_ _3d"> </span>w </div><div class="t m0 x57 h2 y3fc ff7 fs0 fc0 sc0 ls0 ws0">postaci poży<span class="_ _3"></span>czki<span class="ff1"> </span>udzielonej przez s<span class="_ _3"></span>półkę dominu<span class="_ _3"></span>jącą Famur S.A. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 hc y499 ff8 fs0 fc0 sc0 ls0 ws0">Struktura wieko<span class="_ _3"></span>wa zobowiązań finansow<span class="_ _3"></span>ych<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y49a ff1 fs0 fc0 sc0 ls0 ws0">Na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x8b y49b w31 h7b"><div class="t m0 x34 hc y49c ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x34 hc y49d ff2 fs0 fc0 sc0 ls0 ws0">wymagalne w okr<span class="_ _3"></span>esie: </div></div><div class="c xcf y49b w90 h7b"><div class="t m0 x36 hc y49c ff2 fs0 fc0 sc0 ls0 ws0">Kredyty i </div><div class="t m0 x12 hc y49d ff8 fs0 fc0 sc0 ls0 ws0">pożyczki<span class="ff2"> </span></div></div><div class="c xd0 y49b w91 h7b"><div class="t m0 xd1 hc y49c ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x28 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x34 hc y29e ff8 fs0 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff2"> </span></div></div><div class="c x51 y49b w90 h7b"><div class="t m0 x2e hc y49c ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x61 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x85 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xd2 y49b w92 h7b"><div class="t m0 x35 hc y49c ff2 fs0 fc0 sc0 ls0 ws0">Razem </div><div class="t m0 x61 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x85 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x8b y49f w31 h32"><div class="t m0 x34 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">przeterminowane<span class="_ _3"></span> </div></div><div class="c xcf y49f w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y49f w91 h32"><div class="t m0 x20 h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c x51 y49f w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y49f w92 h32"><div class="t m0 x20 hc y29e ff2 fs0 fc0 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c x8b y4a0 w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">do 1 miesiąca<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4a0 w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4a0 w91 h32"><div class="t m0 x4d h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">204<span class="ls0"> </span></div></div><div class="c x51 y4a0 w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4a0 w92 h32"><div class="t m0 x4d hc y29e ff2 fs0 fc0 sc0 ls4 ws0">204<span class="ls0"> </span></div></div><div class="c x8b y4a1 w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">od 1 do 3 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4a1 w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4a1 w91 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">2 </div></div><div class="c x51 y4a1 w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4a1 w92 h32"><div class="t m0 x38 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">2 </div></div><div class="c x8b y4a2 w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">Od 3 do 6 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4a2 w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4a2 w91 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y4a2 w90 h32"><div class="t m0 x4c h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">1 705 </div></div><div class="c xd2 y4a2 w92 h32"><div class="t m0 x4c hc y29e ff2 fs0 fc0 sc0 ls0 ws0">1 705 </div></div><div class="c x8b y4a3 w31 h42"><div class="t m0 x34 h2 yff ff7 fs0 fc0 sc0 ls0 ws0">od 6 do 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4a3 w90 h42"><div class="t m0 x4c h2 yff ff1 fs0 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c xd0 y4a3 w91 h42"><div class="t m0 x38 h2 yff ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y4a3 w90 h42"><div class="t m0 x38 h2 yff ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4a3 w92 h42"><div class="t m0 x4c hc yff ff2 fs0 fc0 sc0 ls0 ws0">1 000 </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x54 y49b w86 h7c" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">31<span class="ls0"> </span></span></div></div><div class="c x8b y4a4 w31 h7d"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">powyżej 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4a4 w90 h7d"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4a4 w91 h7d"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y4a4 w90 h7d"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4a4 w92 h7d"><div class="t m0 x38 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y4a5 w31 h32"><div class="t m0 x34 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xcf y4a5 w90 h32"><div class="t m0 x4c hc y29e ff2 fs0 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c xd0 y4a5 w91 h32"><div class="t m0 x4d hc y29e ff2 fs0 fc0 sc0 ls4 ws0">221<span class="ls0"> </span></div></div><div class="c x51 y4a5 w90 h32"><div class="t m0 x4c hc y29e ff2 fs0 fc0 sc0 ls0 ws0">1 7<span class="ls4">05</span> </div></div><div class="c xd2 y4a5 w92 h32"><div class="t m0 x4c hc y29e ff2 fs0 fc0 sc0 ls0 ws0">2 926 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y4a7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y482 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y4a8 ff1 fs0 fc0 sc0 ls0 ws0">Na 31.12.20<span class="ls16">20</span> </div></div><div class="c x8b y4a9 w31 h7e"><div class="t m0 x34 hc y4aa ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x34 hc y49e ff2 fs0 fc0 sc0 ls0 ws0">wymagalne w okr<span class="_ _3"></span>esie: </div></div><div class="c xcf y4a9 w90 h7e"><div class="t m0 x36 hc y4aa ff2 fs0 fc0 sc0 ls0 ws0">Kredyty i </div><div class="t m0 x12 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">pożyczki<span class="ff2"> </span></div></div><div class="c xd0 y4a9 w91 h7e"><div class="t m0 xd1 hc y4aa ff8 fs0 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x28 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x34 hc y29e ff8 fs0 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff2"> </span></div></div><div class="c x51 y4a9 w90 h7e"><div class="t m0 x2e hc y4aa ff8 fs0 fc0 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x61 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x85 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xd2 y4a9 w93 h7e"><div class="t m0 x1f hc y4aa ff2 fs0 fc0 sc0 ls0 ws0">Razem </div><div class="t m0 xd3 hc y49e ff8 fs0 fc0 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x12 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x8b y4ab w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">do 1 miesiąca<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4ab w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4ab w91 h32"><div class="t m0 x4d h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">260<span class="ls0"> </span></div></div><div class="c x51 y4ab w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4ab w93 h32"><div class="t m0 x5d hc y29e ff2 fs0 fc0 sc0 ls4 ws0">260<span class="ls0"> </span></div></div><div class="c x8b y4ac w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">od 1 do 3 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4ac w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4ac w91 h32"><div class="t m0 x20 h2 y29e ff1 fs0 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x51 y4ac w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4ac w93 h32"><div class="t m0 x25 hc y29e ff2 fs0 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x8b y4ad w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">od 6 do 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4ad w90 h32"><div class="t m0 x4c h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xd0 y4ad w91 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y4ad w90 h32"><div class="t m0 x4c h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">1 718 </div></div><div class="c xd2 y4ad w93 h32"><div class="t m0 x4f hc y29e ff2 fs0 fc0 sc0 ls0 ws0">7 834 </div></div><div class="c x8b y4ae w31 h32"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">powyżej 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xcf y4ae w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y4ae w91 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y4ae w90 h32"><div class="t m0 x38 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y4ae w93 h32"><div class="t m0 x66 hc y29e ff2 fs0 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y4af w31 h7f"><div class="t m0 x34 hc yff ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xcf y4af w90 h7f"><div class="t m0 x4c hc yff ff2 fs0 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c xd0 y4af w91 h7f"><div class="t m0 x4d hc yff ff2 fs0 fc0 sc0 ls4 ws0">284<span class="ls0"> </span></div></div><div class="c x51 y4af w90 h7f"><div class="t m0 x4c hc yff ff2 fs0 fc0 sc0 ls0 ws0">1 718 </div></div><div class="c xd2 y4af w93 h7f"><div class="t m0 x4f hc yff ff2 fs0 fc0 sc0 ls0 ws0">8 118 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h60 y4b0 ffe fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h60 y213 ffe fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y4b1 ff2 fs0 fc0 sc0 ls0 ws0">27.3  Ryzyko kre<span class="_ _3"></span>dytowe </div><div class="t m0 x57 h2 y4b2 ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _3b"> </span>kredytowe <span class="_ _3c"> </span>związan<span class="_ _3"></span>e <span class="_ _3c"> </span>jest <span class="_ _3c"> </span> <span class="_ _3b"> </span>z <span class="_ _3c"> </span>pro<span class="_ _3"></span>wadzeniem <span class="_ _3c"> </span>pods<span class="_ _3"></span>tawowej <span class="_ _3c"> </span>działaln<span class="_ _3"></span>ości. <span class="_ _3c"> </span>Ry<span class="_ _3"></span>zyko <span class="_ _3c"> </span>kredytowe <span class="_ _3b"> </span>wynika  <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y198 ff7 fs0 fc0 sc0 ls0 ws0">z zawarty<span class="_ _3"></span>ch umów <span class="_ _3"></span>i <span class="_ _3"></span>związane <span class="_ _3"></span>jest <span class="_ _3"></span>z <span class="_ _3"></span>ewentualny<span class="_ _3"></span>m wystąpie<span class="_ _3"></span>niem takich <span class="_ _3"></span>zdarzeń <span class="_ _3"></span>jak <span class="_ _3"></span>niewy<span class="_ _3"></span>płacalnoś<span class="_ _3"></span>ć kontra<span class="_ _3"></span>henta, </div><div class="t m0 x57 h2 y4b3 ff7 fs0 fc0 sc0 ls0 ws0">częściowej spłat<span class="_ _3"></span>y należności lub z<span class="_ _3"></span>naczącego opóźn<span class="_ _0"></span>ienia w zapłacie należno<span class="_ _3"></span>ści bądź spł<span class="_ _3"></span>aty udzielonych p<span class="_ _3"></span>ożyczek.<span class="ff1"> </span></div><div class="t m0 x57 h2 y4b4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y4b5 ff8 fs0 fc0 sc0 ls0 ws0">Struktura wieko<span class="_ _3"></span>wa należności finansowych<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x25 y4b6 w94 h1c"><div class="t m0 x4f hc y4b7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y4b6 w95 h1c"><div class="t m0 xd hc y4b7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y4b6 w96 h1c"><div class="t m0 xd hc y4b7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y4b6 w97 h1c"><div class="t m0 xd hc y291 ff8 fs0 fc0 sc0 ls0 ws0">Należności </div><div class="t m0 xd hc ybe ff2 fs0 fc0 sc0 ls0 ws0">przeterm<span class="_ _3"></span>inowane </div></div><div class="c xd6 y4b6 w98 h1c"><div class="t m0 xd hc y4b7 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x25 y4b8 w94 h80"><div class="t m0 x64 hc y4b9 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x98 y4b8 w95 h80"><div class="t m0 xd7 hc y4b9 ff8 fs0 fc0 sc0 ls0 ws0">wartość  należn<span class="_ _3"></span>ości<span class="ff2"> </span></div></div><div class="c xd4 y4b8 w96 h80"><div class="t m0 x20 hc y4ba ff8 fs0 fc0 sc0 ls0 ws0">Należności  </div><div class="t m0 x4a hc yb6 ff2 fs0 fc0 sc0 ls0 ws0">nieprzeterm<span class="_ _3"></span>inowane  </div></div><div class="c xd5 y4b8 w99 h80"><div class="t m0 xd hc y4b9 ff2 fs0 fc0 sc0 ls0 ws0">&lt;360 dni </div></div><div class="c xd6 y4b8 w98 h80"><div class="t m0 xd hc y4b9 ff2 fs0 fc0 sc0 ls0 ws0">1-5 lata </div></div><div class="c x25 y4bb w9a h4b"><div class="t m0 xd h2 yb5 ff7 fs0 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tuł </div><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">dostaw i us<span class="_ _3"></span>ług<span class="ff1"> </span></div></div><div class="c x98 y4bb w9b h4b"><div class="t m0 x1c h2 y6a ff1 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xd4 y4bb w9c h4b"><div class="t m0 x2a h2 y6a ff1 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xd5 y4bb w97 h4b"><div class="t m0 x4 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bb w9d h4b"><div class="t m0 x19 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y4bc w9a h81"><div class="t m0 xd h2 y2f1 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe należn<span class="_ _3"></span>ości </div><div class="t m0 xd h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x98 y4bc w9b h81"><div class="t m0 x4 h2 ya7 ff1 fs0 fc0 sc0 ls4 ws0">276<span class="ls0"> </span></div></div><div class="c xd4 y4bc w9c h81"><div class="t m0 x1b h2 ya7 ff1 fs0 fc0 sc0 ls4 ws0">276<span class="ls0"> </span></div></div><div class="c xd5 y4bc w97 h81"><div class="t m0 x4 h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bc w9d h81"><div class="t m0 x19 h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y4bd w9a h40"><div class="t m0 xd hc y71 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x98 y4bd w9b h40"><div class="t m0 x4 hc y71 ff2 fs0 fc0 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xd4 y4bd w9c h40"><div class="t m0 x1b hc y71 ff2 fs0 fc0 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xd5 y4bd w97 h40"><div class="t m0 x4 hc y71 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bd w9d h40"><div class="t m0 x19 hc y71 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4be ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y4bf w94 h1c"><div class="t m0 x4f hc yb3 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y4bf w95 h1c"><div class="t m0 xd hc yb3 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y4bf w96 h1c"><div class="t m0 xd hc yb3 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y4bf w97 h1c"><div class="t m0 xd hc y4c0 ff8 fs0 fc0 sc0 ls0 ws0">Należności </div><div class="t m0 xd hc ybe ff2 fs0 fc0 sc0 ls0 ws0">przeterm<span class="_ _3"></span>inowane </div></div><div class="c xd6 y4bf w98 h1c"><div class="t m0 xd hc yb3 ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x25 y4c1 w94 h81"><div class="t m0 x64 hc ya7 ff2 fs0 fc0 sc0 ls0 ws0">Stan na 31.12.20<span class="ls4">20<span class="_ _3"></span></span> </div></div><div class="c x98 y4c1 w95 h81"><div class="t m0 xd7 hc ya7 ff8 fs0 fc0 sc0 ls0 ws0">wartość  należn<span class="_ _3"></span>ości<span class="ff2"> </span></div></div><div class="c xd4 y4c1 w96 h81"><div class="t m0 x20 hc y4c2 ff8 fs0 fc0 sc0 ls0 ws0">Należności  </div><div class="t m0 x4a hc y296 ff2 fs0 fc0 sc0 ls0 ws0">nieprzeterm<span class="_ _3"></span>inowane  </div></div><div class="c xd5 y4c1 w99 h81"><div class="t m0 xd hc ya7 ff2 fs0 fc0 sc0 ls0 ws0">&lt;360 dni </div></div><div class="c xd6 y4c1 w98 h81"><div class="t m0 xd hc ya7 ff2 fs0 fc0 sc0 ls0 ws0">1-5 lata </div></div><div class="c x25 y4c3 w9a h45"><div class="t m0 xd h2 y2c8 ff7 fs0 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tuł </div><div class="t m0 xd h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">dostaw i us<span class="_ _3"></span>ług<span class="ff1"> </span></div></div><div class="c x98 y4c3 w9b h45"><div class="t m0 x1d h2 y2c7 ff1 fs0 fc0 sc0 ls4 ws0">2 910<span class="ls0"> </span></div></div><div class="c xd4 y4c3 w9c h45"><div class="t m0 x67 h2 y2c7 ff1 fs0 fc0 sc0 ls0 ws0">2 852 </div></div><div class="c xd5 y4c3 w97 h45"><div class="t m0 x1d h2 y2c7 ff1 fs0 fc0 sc0 ls4 ws0">58<span class="ls0"> </span></div></div><div class="c xd6 y4c3 w9d h45"><div class="t m0 x19 h2 y2c7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y3db w9a h80"><div class="t m0 xd h2 y4c4 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe należn<span class="_ _3"></span>ości </div><div class="t m0 xd h2 yb6 ff1 fs0 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x98 y3db w9b h80"><div class="t m0 x1d h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">1 523 </div></div><div class="c xd4 y3db w9c h80"><div class="t m0 x67 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">1 523 </div></div><div class="c xd5 y3db w97 h80"><div class="t m0 x4 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y3db w9d h80"><div class="t m0 x19 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y47 w9a h40"><div class="t m0 xd hc y76 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x98 y47 w9b h40"><div class="t m0 x1d hc y76 ff2 fs0 fc0 sc0 ls0 ws0">4 433 </div></div><div class="c xd4 y47 w9c h40"><div class="t m0 x67 hc y76 ff2 fs0 fc0 sc0 ls0 ws0">4 375 </div></div><div class="c xd5 y47 w97 h40"><div class="t m0 x1d hc y76 ff2 fs0 fc0 sc0 ls4 ws0">58<span class="ls0"> </span></div></div><div class="c xd6 y47 w9d h40"><div class="t m0 x19 hc y76 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4c6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y4c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y4c8 ff2 fs0 fc0 sc0 ls4 ws0">27.<span class="ff4 ls0">  <span class="ff2">Instrumenty finansowe </span></span></div><div class="t m0 x57 h2 y4c9 ff7 fs0 fc0 sc0 ls0 ws0">Poniżej  p<span class="_ _3"></span>rzedstawiono <span class="_ _49"> </span>szczegóły <span class="_ _49"> </span>dotyczące <span class="_ _49"> </span>wartości <span class="_ _49"> </span>godziwych  in<span class="_ _3"></span>strumentów <span class="_ _49"> </span>finansowych, <span class="_ _49"> </span>dla <span class="_ _49"> </span>których <span class="_ _49"> </span>jest </div><div class="t m0 x57 h2 y4ca ff7 fs0 fc0 sc0 ls0 ws0">możliwe ich oszacowan<span class="_ _3"></span>ie:<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x54 y4cb w9e h82" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">32<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y188 ff7 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _43"> </span></span>Środ<span class="_ _3"></span>ki <span class="_ _3b"> </span>pieniężne <span class="_ _3b"> </span>i <span class="_ _3b"> </span>ich <span class="_ _3b"> </span>ekw<span class="_ _3"></span>iwalenty, <span class="_ _3b"> </span>krótkoterminowe <span class="_ _4e"> </span>depozyty <span class="_ _3b"> </span>ban<span class="_ _3"></span>kowe. <span class="_ _3b"> </span>Wartość <span class="_ _3b"> </span>bilansowa <span class="_ _3b"> </span>takich </div><div class="t m0 x57 h2 y189 ff7 fs0 fc0 sc0 ls0 ws0">instrumentów jest zb<span class="_ _3"></span>liżona do ich wartoś<span class="_ _3"></span>ci<span class="ff1"> </span>god<span class="_ _3"></span>ziwej z uwagi na <span class="_ _3"></span>szybką zap<span class="_ _3"></span>adalność tych instrumentów.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y18a ff7 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _43"> </span></span>N<span class="_ _3"></span>ależności <span class="_ _4c"> </span>handlowe, <span class="_ _4c"> </span>pozostałe <span class="_ _4c"> </span>należności, <span class="_ _4c"> </span>zobowiązania <span class="_ _4c"> </span>handlowe.<span class="_ _3"></span><span class="ff1"> <span class="_ _4c"> </span></span>Wartość <span class="_ _4c"> </span>bilans<span class="_ _3"></span>owa <span class="_ _4c"> </span>takic<span class="_ _1"></span>h </div><div class="t m0 x57 h2 y1dc ff7 fs0 fc0 sc0 ls0 ws0">instrumentów jest zb<span class="_ _3"></span>liżona do ich wartoś<span class="_ _3"></span>ci godziwej z uwagi n<span class="_ _3"></span>a ich krótkoterminowy ch<span class="_ _3"></span>arakter.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y15d ff7 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _43"> </span></span>Ot<span class="_ _3"></span>rzymane <span class="_ _3f"> </span>pożyczki <span class="_ _49"> </span>i <span class="_ _3f"> </span>kredyty <span class="_ _49"> </span>ban<span class="_ _3"></span>kowe. <span class="_ _49"> </span>Wa<span class="_ _3"></span>rtość <span class="_ _3f"> </span>bilansowa <span class="_ _49"> </span>takich <span class="_ _3f"> </span> <span class="_ _49"> </span>instru<span class="_ _3"></span>mentów <span class="_ _49"> </span>jes<span class="_ _3"></span>t <span class="_ _49"> </span>zb<span class="_ _3"></span>liżona <span class="_ _3f"> </span>do <span class="_ _49"> </span>ich </div><div class="t m0 x57 h2 y15e ff7 fs0 fc0 sc0 ls0 ws0">wartości godziwej z uwagi na <span class="_ _3"></span>zmienny<span class="_ _3"></span><span class="ff1">, opar<span class="_ _3"></span>ty na stopach<span class="_ _3"></span> rynkowych charakter ich<span class="_ _3"></span> oprocentowania.<span class="_ _0"></span> </span></div><div class="t m0 x57 h2 y4cc ff7 fs0 fc0 sc0 ls0 ws0">Instrumenty  f<span class="_ _1"></span>inansowe <span class="_ _3d"> </span>ty<span class="_ _3"></span>pu <span class="_ _3d"> </span>swap  na <span class="_ _3d"> </span>stopę <span class="_ _3d"> </span>procento<span class="_ _3"></span>wą <span class="_ _3d"> </span>(zwany  dalej <span class="_ _45"> </span>IRS)  są <span class="_ _3d"> </span>ujmowane <span class="_ _48"> </span>początkowo <span class="_ _3d"> </span>wedłu<span class="_ _3"></span>g </div><div class="t m0 x57 h2 y160 ff7 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _33"></span>god<span class="_ _3"></span>ziwej <span class="_ _33"></span> <span class="_ _34"></span>skorygowanej <span class="_ _33"></span>o<span class="_ _3"></span> <span class="_ _33"></span>koszty <span class="_ _34"></span>transakcyjne, <span class="_ _33"></span>a <span class="_ _34"></span>następnie <span class="_ _33"></span>na <span class="_ _34"></span>każdy <span class="_ _33"></span>dzień <span class="_ _34"></span>bilansowy <span class="_ _34"></span>wedł<span class="_ _0"></span>ug <span class="_ _34"></span>wartości </div><div class="t m0 x57 h2 y4cd ff7 fs0 fc0 sc0 ls0 ws0">godziwej, przy czym ef<span class="_ _3"></span>ekt wyceny ujmowan<span class="_ _3"></span>y jest bieżąco <span class="_ _3"></span>w rachunku zyskó<span class="_ _3"></span>w i strat.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 ydb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y4ce w9f h83"><div class="t m0 xd7 h4f y4cf ff8 fs9 fc0 sc0 ls0 ws0">Klasy instrumentów fi<span class="_ _4f"></span>nansowych<span class="ff2"> </span></div></div><div class="c xd8 y4ce wa0 h83"><div class="t m0 x54 h4f y4cf ff2 fs9 fc0 sc0 ls0 ws0">Nota </div></div><div class="c xd9 y4ce wa1 h83"><div class="t m0 x34 h57 y4d0 ff1 fs9 fc0 sc0 ls0 ws0">Aktywa fi<span class="_ _1"></span>nansowe </div><div class="t m0 x7f h57 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x89 h57 y4cf ff7 fs9 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> godziwej </div><div class="t m0 x27 h57 y4d2 ff7 fs9 fc0 sc0 ls0 ws0">przez pozostałe </div><div class="t m0 x34 h57 y4d3 ff7 fs9 fc0 sc0 ls0 ws0">całkowite d<span class="_ _4f"></span>ochody<span class="ff1"> </span></div></div><div class="c xc5 y4ce wa2 h83"><div class="t m0 xda h57 y4d0 ff1 fs9 fc0 sc0 ls0 ws0">Aktywa </div><div class="t m0 x54 h57 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x32 h57 y4cf ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x34 h57 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">zamortyzowany</div><div class="t m0 x7f h57 y4d3 ff1 fs9 fc0 sc0 ls0 ws0">m koszcie </div></div><div class="c x26 y4ce wa3 h83"><div class="t m0 xc2 h57 y4d0 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 xda h57 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x4a h57 y4cf ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> wg </div><div class="t m0 x34 h57 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">zamortyzowane<span class="_ _1"></span>go </div><div class="t m0 x2e h57 y4d3 ff1 fs9 fc0 sc0 ls0 ws0">kosztu </div></div><div class="c xdb y4ce wa4 h83"><div class="t m0 x27 h57 y4cf ff7 fs9 fc0 sc0 ls0 ws0">Ogółem<span class="ff1"> </span></div></div><div class="c x3 y4d4 wa5 h84"><div class="t m0 xd hc y4d5 ff8 fs0 fc0 sc0 ls0 ws0">Stan na dzień 31.12.202<span class="_ _3"></span><span class="ff2">1<span class="ls21">r.</span> </span></div></div><div class="c xd8 y4d4 wa6 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y4d4 wa7 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y4d4 wa8 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x26 y4d4 wa9 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4d4 w88 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y4d6 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Udziały i akcje<span class="_ _1"></span> <span class="ff1"> </span></div></div><div class="c xd8 y4d6 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">15. </div></div><div class="c xd9 y4d6 wa1 h85"><div class="t m0 x10 h2 y4d7 ff1 fs0 fc0 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c xc5 y4d6 wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4d6 wa3 h85"><div class="t m0 x25 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y4d6 wa4 h85"><div class="t m0 x85 hc y4d7 ff2 fs0 fc0 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x3 y3eb w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Należności z t<span class="_ _4f"></span>ytułu dostaw i usług (netto)<span class="ff1"> </span></div></div><div class="c xd8 y3eb wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">16. </div></div><div class="c xd9 y3eb wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y3eb wa2 h85"><div class="t m0 x40 h2 y4d7 ff1 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x26 y3eb wa3 h85"><div class="t m0 x25 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y3eb wa4 h85"><div class="t m0 x28 hc y4d7 ff2 fs0 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x3 y116 w9f h84"><div class="t m0 x64 h57 yc6 ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne<span class="ff1"> </span></div></div><div class="c xd8 y116 wa0 h84"><div class="t m0 x7a h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">18. </div></div><div class="c xd9 y116 wa1 h84"><div class="t m0 x65 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y116 wa2 h84"><div class="t m0 xdc h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">2 667 </div></div><div class="c x26 y116 wa3 h84"><div class="t m0 x95 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y116 wa4 h84"><div class="t m0 x85 hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">2 667 </div></div><div class="c x3 y4d8 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _4f"></span>i finansowe (netto)<span class="ff1"> </span></div></div><div class="c xd8 y4d8 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">16. </div></div><div class="c xd9 y4d8 wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4d8 wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4d8 wa3 h85"><div class="t m0 x25 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y4d8 wa4 h85"><div class="t m0 x24 hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x3 y5d w9f h84"><div class="t m0 x64 h57 yc6 ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dost<span class="_ _1"></span>aw i usług<span class="ff1"> </span></div></div><div class="c xd8 y5d wa0 h84"><div class="t m0 x7a h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">21. </div></div><div class="c xd9 y5d wa1 h84"><div class="t m0 x95 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y5d wa2 h84"><div class="t m0 x4e h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y5d wa3 h84"><div class="t m0 x40 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">-2<span class="ls4">21</span> </div></div><div class="c xdb y5d wa4 h84"><div class="t m0 xa7 hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">-2<span class="ls4">21</span> </div></div><div class="c x3 y4d9 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Kredyty i<span class="_ _4f"></span> pożyczki zaciągnięte<span class="ff1"> </span></div></div><div class="c xd8 y4d9 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">20. </div></div><div class="c xd9 y4d9 wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4d9 wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4d9 wa3 h85"><div class="t m0 x4c h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">-1 000 </div></div><div class="c xdb y4d9 wa4 h85"><div class="t m0 xda hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">-1 000 </div></div><div class="c x3 y4da w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _4f"></span>z<span class="_ _3"></span>ania finans<span class="_ _1"></span>owe<span class="ff1"> </span></div></div><div class="c xd8 y4da wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">21. </div></div><div class="c xd9 y4da wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4da wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4da wa3 h85"><div class="t m0 x4c h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">-1 7<span class="ls4">05</span> </div></div><div class="c xdb y4da wa4 h85"><div class="t m0 xda hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">-1 7<span class="ls4">05</span> </div></div><div class="c x3 y4db wa5 h86"><div class="t m0 xd hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xd8 y4db wa6 h86"><div class="t m0 xf h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4db wa7 h86"><div class="t m0 x10 hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">6 <span class="ls4">524</span> </div></div><div class="c xc5 y4db wa8 h86"><div class="t m0 xdc hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">2 755 </div></div><div class="c x26 y4db wa9 h86"><div class="t m0 x4c hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">-2 926 </div></div><div class="c xdb y4db w88 h86"><div class="t m0 x85 hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">6 3<span class="ls4">53</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y4dd w9f h83"><div class="t m0 xd7 h4f y4de ff8 fs9 fc0 sc0 ls0 ws0">Klasy instrumentów fi<span class="_ _4f"></span>nansowych<span class="ff2"> </span></div></div><div class="c xd8 y4dd wa0 h83"><div class="t m0 x54 h4f y4de ff2 fs9 fc0 sc0 ls0 ws0">Nota </div></div><div class="c xd9 y4dd wa1 h83"><div class="t m0 x34 h57 y4df ff1 fs9 fc0 sc0 ls0 ws0">Aktywa fi<span class="_ _1"></span>nansowe </div><div class="t m0 x7f h57 y4e0 ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x89 h57 y4de ff7 fs9 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> godziwej </div><div class="t m0 x27 h57 y4e1 ff7 fs9 fc0 sc0 ls0 ws0">przez pozostałe </div><div class="t m0 x34 h57 y4e2 ff7 fs9 fc0 sc0 ls0 ws0">całkowite d<span class="_ _4f"></span>ochody<span class="ff1"> </span></div></div><div class="c xc5 y4dd wa2 h83"><div class="t m0 xda h57 y4df ff1 fs9 fc0 sc0 ls0 ws0">Aktywa </div><div class="t m0 x54 h57 y4e0 ff1 fs9 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x32 h57 y4de ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x34 h57 y4e1 ff1 fs9 fc0 sc0 ls0 ws0">zamortyzowany</div><div class="t m0 x7f h57 y4e2 ff1 fs9 fc0 sc0 ls0 ws0">m koszcie </div></div><div class="c x26 y4dd wa3 h83"><div class="t m0 xc2 h57 y4df ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 xda h57 y4e0 ff1 fs9 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x4a h57 y4de ff1 fs9 fc0 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> wg </div><div class="t m0 x34 h57 y4e1 ff1 fs9 fc0 sc0 ls0 ws0">zamortyzowane<span class="_ _1"></span>go </div><div class="t m0 x2e h57 y4e2 ff1 fs9 fc0 sc0 ls0 ws0">kosztu </div></div><div class="c xdb y4dd wa4 h83"><div class="t m0 x27 h57 y4de ff7 fs9 fc0 sc0 ls0 ws0">Ogółem<span class="ff1"> </span></div></div><div class="c x3 y41c wa5 h84"><div class="t m0 xd hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">Stan na <span class="ff8">dzień 31.12.20<span class="_ _3"></span></span><span class="ls4">20<span class="ls21">r.</span></span> </div></div><div class="c xd8 y41c wa6 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y41c wa7 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y41c wa8 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x26 y41c wa9 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y41c w88 h84"><div class="t m0 xd h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y26a w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Udziały i akcje<span class="_ _1"></span> <span class="ff1"> </span></div></div><div class="c xd8 y26a wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">15. </div></div><div class="c xd9 y26a wa1 h85"><div class="t m0 x10 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c xc5 y26a wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y26a wa3 h85"><div class="t m0 x25 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y26a wa4 h85"><div class="t m0 x85 hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c x3 y4e3 w9f h84"><div class="t m0 x64 h57 yc6 ff7 fs9 fc0 sc0 ls0 ws0">Należności z t<span class="_ _4f"></span>ytułu dostaw i usług (netto)<span class="ff1"> </span></div></div><div class="c xd8 y4e3 wa0 h84"><div class="t m0 x7a h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">16. </div></div><div class="c xd9 y4e3 wa1 h84"><div class="t m0 x95 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4e3 wa2 h84"><div class="t m0 xdc h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">2 911 </div></div><div class="c x26 y4e3 wa3 h84"><div class="t m0 x25 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y4e3 wa4 h84"><div class="t m0 x85 hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">2 911 </div></div><div class="c x3 y4e4 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _4f"></span>en<span class="_ _3"></span>iężne<span class="ff1"> </span></div></div><div class="c xd8 y4e4 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">18. </div></div><div class="c xd9 y4e4 wa1 h85"><div class="t m0 x65 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y4e4 wa2 h85"><div class="t m0 xdc h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">6 714 </div></div><div class="c x26 y4e4 wa3 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4e4 wa4 h85"><div class="t m0 x85 hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">6 714 </div></div><div class="c x3 y4e5 w9f h84"><div class="t m0 x64 h57 yc6 ff7 fs9 fc0 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _4f"></span>i finansowe (netto)<span class="ff1"> </span></div></div><div class="c xd8 y4e5 wa0 h84"><div class="t m0 x7a h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">16. </div></div><div class="c xd9 y4e5 wa1 h84"><div class="t m0 x95 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4e5 wa2 h84"><div class="t m0 xdc h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">1 523 </div></div><div class="c x26 y4e5 wa3 h84"><div class="t m0 x25 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xdb y4e5 wa4 h84"><div class="t m0 x85 hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">1 523 </div></div><div class="c x3 y4e6 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Zobowiązania z ty<span class="_ _1"></span>tułu dostaw i<span class="_ _4f"></span> usług<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd8 y4e6 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">21. </div></div><div class="c xd9 y4e6 wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4e6 wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4e6 wa3 h85"><div class="t m0 x40 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">284</span> </div></div><div class="c xdb y4e6 wa4 h85"><div class="t m0 xa7 hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">-<span class="ls4">284</span> </div></div><div class="c x3 y4e7 w9f h85"><div class="t m0 x64 h57 ybe ff7 fs9 fc0 sc0 ls0 ws0">Kredyty i<span class="_ _4f"></span> pożyczki zaciągnięte<span class="ff1"> </span></div></div><div class="c xd8 y4e7 wa0 h85"><div class="t m0 x7a h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">20. </div></div><div class="c xd9 y4e7 wa1 h85"><div class="t m0 x95 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4e7 wa2 h85"><div class="t m0 x4e h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4e7 wa3 h85"><div class="t m0 x4c h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">-6 116 </div></div><div class="c xdb y4e7 wa4 h85"><div class="t m0 xda hc y4d7 ff2 fs0 fc0 sc0 ls0 ws0">-6 116 </div></div><div class="c x3 y4e8 w9f h84"><div class="t m0 x64 h57 yc6 ff7 fs9 fc0 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _4f"></span>z<span class="_ _3"></span>ania finans<span class="_ _1"></span>owe<span class="ff1"> </span></div></div><div class="c xd8 y4e8 wa0 h84"><div class="t m0 x7a h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">21. </div></div><div class="c xd9 y4e8 wa1 h84"><div class="t m0 x95 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y4e8 wa2 h84"><div class="t m0 x4e h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x26 y4e8 wa3 h84"><div class="t m0 x4c h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">-1 718 </div></div><div class="c xdb y4e8 wa4 h84"><div class="t m0 xda hc y4d5 ff2 fs0 fc0 sc0 ls0 ws0">-1 718 </div></div><div class="c x3 y4e9 wa5 h86"><div class="t m0 xd hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xd8 y4e9 wa6 h86"><div class="t m0 xf h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4e9 wa7 h86"><div class="t m0 x10 hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c xc5 y4e9 wa8 h86"><div class="t m0 x30 hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">11 148 </div></div><div class="c x26 y4e9 wa9 h86"><div class="t m0 x4c hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">-8 118 </div></div><div class="c xdb y4e9 w88 h86"><div class="t m0 xc9 hc yd6 ff2 fs0 fc0 sc0 ls0 ws0">10 129 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y4eb ff2 fs0 fc0 sc0 ls4 ws0">28.<span class="ff4 ls0">  <span class="ff8">Wartość godziwa<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y4ec ff1 fs0 fc0 sc0 ls0 ws0">Aktywa i zo<span class="ff7">bo<span class="_ _3"></span>wiązania finansowe</span> <span class="ff7">wyc<span class="_ _3"></span>eniane w wartoś<span class="_ _3"></span>ci godziwej:<span class="_ _3"></span></span> </div></div><div class="c x57 y4ed waa h3e"><div class="t m0 xd hc y4b7 ff8 fs0 fc0 sc0 ls0 ws0">Hierarchia wartości godziwej<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xdd y4ed wab h3e"><div class="t m0 xd hc y4ee ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y4ed wac h3e"><div class="t m0 xd hc y4ee ff2 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y4ef waa h87"><div class="t m0 xd hc y4ee ff8 fs0 fc0 sc0 ls0 ws0">Klasy instrumentów <span class="_ _3"></span>finansowych<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xdd y4ef wab h87"><div class="t m0 x4a hc y4ee ff2 fs0 fc0 sc0 ls0 ws0">Poziom 1 </div></div><div class="c xa2 y4ef wac h87"><div class="t m0 xc9 hc y4ee ff2 fs0 fc0 sc0 ls0 ws0">Poziom 3 </div></div><div class="c x57 y4f0 waa h88"><div class="t m0 xd hc y323 ff8 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.202<span class="ff2">1<span class="_ _3"></span> </span></div></div><div class="c xdd y4f0 wab h88"><div class="t m0 x3d h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y4f0 wac h88"><div class="t m0 xde h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y207 waa h88"><div class="t m0 xd h2 y323 ff7 fs0 fc0 sc0 ls0 ws0">Udziały i akcje w sp<span class="_ _3"></span>ółkach zależnych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xdd y207 wab h88"><div class="t m0 x1f h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xa2 y207 wac h88"><div class="t m0 x30 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">6 471 </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x54 y4f1 wad h89" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">33<span class="ls0"> </span></span></div></div><div class="c x57 y4f2 waa h8a"><div class="t m0 xd hc y4f3 ff8 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.20<span class="ff2 ls4">20<span class="_ _3"></span><span class="ls0"> </span></span></div></div><div class="c xdd y4f2 wab h8a"><div class="t m0 x3d h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y4f2 wac h8a"><div class="t m0 xde h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y4f4 waa h88"><div class="t m0 xd h2 y323 ff7 fs0 fc0 sc0 ls0 ws0">Udziały i akcje w sp<span class="_ _3"></span>ółkach <span class="_ _3"></span>zależnych<span class="ff1"> </span></div></div><div class="c xdd y4f4 wab h88"><div class="t m0 x1f h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xa2 y4f4 wac h88"><div class="t m0 x30 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">7 099 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y4f6 ff7 fs0 fc0 sc0 ls0 ws0">Metody i założen<span class="_ _3"></span>ia przyjęte przez Spółkę przy<span class="_ _3"></span> ustalaniu warto<span class="_ _3"></span>ści godziwych:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y4f7 ff7 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _3d"> </span>instrumentów <span class="_ _3d"> </span>finanso<span class="_ _3"></span>wych <span class="_ _3d"> </span>wycenianych <span class="_ _3d"> </span>w <span class="_ _3d"> </span>sprawozd<span class="_ _3"></span>aniu <span class="_ _3d"> </span>z <span class="_ _3d"> </span>sytuacji <span class="_ _3d"> </span>finan<span class="_ _3"></span>sowej <span class="_ _3d"> </span>według <span class="_ _3d"> </span>wartości <span class="_ _3d"> </span>godziwej </div><div class="t m0 x57 h2 y4f8 ff7 fs0 fc0 sc0 ls0 ws0">przyjęto nas<span class="_ _3"></span>tępujące poziomy wyceny:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h13 y4f9 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _56"> </span></span>poziom 1 <span class="ff7">–</span> ceny <span class="ff7">no<span class="_ _3"></span>towane z a<span class="_ _3"></span>ktywnych ryn<span class="_ _3"></span>ków dla identycznych a<span class="_ _3"></span>ktywów lub zobo<span class="_ _3"></span>wiązań;<span class="_ _3"></span></span> </div><div class="t m0 x57 h13 y4fa ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _56"> </span></span>poziom <span class="_ _3d"> </span>2 <span class="_ _45"> </span><span class="ff7">–<span class="_ _3"></span></span> <span class="_ _45"> </span><span class="ff7">d<span class="_ _3"></span>ane <span class="_ _3d"> </span>wejściowe <span class="_ _3d"> </span>inne <span class="_ _3d"> </span>niż <span class="_ _3d"> </span>ceny <span class="_ _45"> </span>noto<span class="_ _3"></span>wane <span class="_ _45"> </span>za<span class="_ _3"></span>licza<span class="_ _3"></span>ne <span class="_ _45"> </span>d<span class="_ _3"></span>o <span class="_ _3d"> </span>poziomu <span class="_ _45"> </span>1, <span class="_ _3d"> </span>które <span class="_ _3d"> </span>są <span class="_ _3d"> </span>obserwowalne<span class="_ _3"></span> <span class="_ _45"> </span>d<span class="_ _3"></span>la </span></div><div class="t m0 x1d h2 y28 ff7 fs0 fc0 sc0 ls0 ws0">składnika<span class="_ _3"></span>  aktywów  lub  zob<span class="_ _3"></span>owiązań  w  sp<span class="_ _3"></span>osób  bezp<span class="_ _3"></span>ośredni  (tj.  ja<span class="_ _3"></span>ko  ceny)  lub<span class="_ _3"></span>  pośrednio <span class="_ _49"> </span>(tj.<span class="_ _0"></span><span class="ff1">  </span>bazu<span class="_ _3"></span>jące  na </div><div class="t m0 x1d h2 y4fb ff1 fs0 fc0 sc0 ls0 ws0">cenach) </div><div class="t m0 x57 h2 y4fc ff7 fs0 fc0 sc0 ls0 ws0">Zarówno <span class="_ _49"> </span>w <span class="_ _3f"> </span>okresie  s<span class="_ _3"></span>prawozdawczym, <span class="_ _3f"> </span>jak <span class="_ _49"> </span>i <span class="_ _49"> </span>w <span class="_ _49"> </span>okresie <span class="_ _3f"> </span>p<span class="_ _4f"></span>o<span class="_ _3"></span>równywalnym <span class="_ _49"> </span>nie <span class="_ _3f"> </span>dokonano <span class="_ _49"> </span>przesunięć <span class="_ _3f"> </span>pomiędzy </div><div class="t m0 x57 h2 y4fd ff1 fs0 fc0 sc0 ls0 ws0">poziomem 1 i 2.<span class="_ _3"></span> </div><div class="t m0 x57 h13 y4fe ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _56"> </span></span>poziom <span class="_ _46"> </span>3 <span class="_ _3e"> </span><span class="ff7">–</span> <span class="_ _46"> </span><span class="ff7">dane <span class="_ _3e"> </span>wejściowe <span class="_ _3e"> </span>do <span class="_ _46"> </span>wyceny <span class="_ _3e"> </span>składn<span class="_ _3"></span>ika <span class="_ _46"> </span>aktywów <span class="_ _46"> </span>lub<span class="_ _3"></span> <span class="_ _46"> </span>zobowiązań<span class="_ _3"></span>, <span class="_ _46"> </span>które <span class="_ _3e"> </span>nie <span class="_ _46"> </span>są <span class="_ _3e"> </span>oparte <span class="_ _46"> </span>na </span></div><div class="t m0 x1d h2 y4ff ff1 fs0 fc0 sc0 ls0 ws0">obserwowalnych dan<span class="_ _3"></span>ych rynkowy<span class="_ _3"></span>ch).  </div><div class="t m0 x57 h2 y500 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y501 ff7 fs0 fc0 sc0 ls0 ws0">Wycenę <span class="_ _46"> </span>wyko<span class="_ _3"></span>nano <span class="_ _46"> </span>metodą<span class="_ _3"></span> <span class="_ _46"> </span>miesza<span class="_ _3"></span>ną, <span class="_ _46"> </span>w <span class="_ _46"> </span>kt<span class="_ _3"></span>órej <span class="_ _3e"> </span>metodzie <span class="_ _3e"> </span>majątkowej <span class="_ _3e"> </span>przypisan<span class="_ _3"></span>o <span class="_ _46"> </span>wagę <span class="_ _3e"> </span>0,25, <span class="_ _46"> </span>a <span class="_ _3e"> </span>metodzie </div><div class="t m0 x57 h2 y502 ff7 fs0 fc0 sc0 ls0 ws0">dochodowej <span class="_ _33"></span>wagę <span class="_ _0"></span>0,75. <span class="_ _33"></span>Dla <span class="_ _33"></span>metody <span class="_ _33"></span>DCF <span class="_ _0"></span>p<span class="_ _3"></span>rzyjęto <span class="_ _33"></span>następujące <span class="_ _33"></span>parametry <span class="_ _33"></span>finansowe: <span class="_ _33"></span>WACC <span class="_ _0"></span>na <span class="_ _33"></span>poziomie <span class="_ _33"></span>7,29%, </div><div class="t m0 x57 h2 y503 ff7 fs0 fc0 sc0 ls0 ws0">dodatkowo przy<span class="_ _3"></span>jęto dyskonto z ty<span class="_ _3"></span>tułu niskiej kap<span class="_ _3"></span>ita<span class="_ _3"></span>lizacji w wysokości 20%.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y504 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y505 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y506 ff7 fs0 fc0 sc0 ls0 ws0">Wycena metodą dochod<span class="_ _3"></span>ową –<span class="ff1"> </span>an<span class="_ _3"></span>aliza wrażliwości:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1d h2 y507 ff1 fs0 fc0 sc0 ls0 ws0">- stopa wzrostu<span class="_ _3"></span> <span class="ff7">sprzedaży<span class="_ _3"></span> +1%: wartość godziwa <span class="_ _3"></span></span>+1 722<span class="ff7">tys<span class="_ _3"></span>. zł</span> </div><div class="t m0 x1d h2 y508 ff1 fs0 fc0 sc0 ls0 ws0">- stopa wzrostu<span class="_ _3"></span> <span class="ff7">sprzedaży<span class="_ _3"></span> </span>-<span class="ff7">1%: wartość godziwa </span>+1 6<span class="_ _3"></span>52 <span class="ff7">tys. zł<span class="_ _3"></span></span> </div><div class="t m0 x1d h2 y509 ff1 fs0 fc0 sc0 ls0 ws0">- stopa dysko<span class="_ _3"></span>nta +1%: +1 612 <span class="ff7">ty<span class="_ _3"></span>s. zł</span> </div><div class="t m0 x1d h2 y50a ff1 fs0 fc0 sc0 ls0 ws0">- stopa dysko<span class="_ _3"></span>nta -1%: +1 763 <span class="ff7">ty<span class="_ _3"></span>s. zł</span> </div><div class="t m0 x57 h2 y50b ff1 fs0 fc0 sc0 ls0 ws0">Wynik <span class="_ _3d"> </span>wyceny <span class="_ _45"> </span>w <span class="_ _3d"> </span>kwocie <span class="_ _3d"> </span>-<span class="ls16">574</span> <span class="_ _45"></span><span class="ff7">tys. <span class="_ _3d"> </span>zł, <span class="_ _3d"> </span>zgodnie <span class="_ _45"> </span>z <span class="_ _3d"> </span>polityką <span class="_ _45"> </span>rachun<span class="_ _3"></span>kowości <span class="_ _3d"> </span>Spółki, <span class="_ _3d"> </span>został <span class="_ _45"></span>odniesiony <span class="_ _3d"> </span>w <span class="_ _3d"> </span>pozostałe </span></div><div class="t m0 x57 h2 y50c ff7 fs0 fc0 sc0 ls0 ws0">całkowite dochody<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x57 h2 y50d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y50e ff2 fs0 fc0 sc0 ls4 ws0">29.<span class="ff4 ls0">  <span class="ff8">Transakcje z podmiotami powiązanymi<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 he y50f ff2 fs0 fc0 sc0 ls4 ws0">29.1.<span class="ff4 ls0"> <span class="_ _57"></span><span class="ff2">Rok 2021 </span></span></div><div class="t m0 x57 h57 y510 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y511 wae h27"><div class="t m0 xd h2 y8f ff1 fs0 fc3 sc0 ls0 ws0">  </div></div><div class="c xb y511 waf h27"><div class="t m0 x34 h4f y512 ff2 fs9 fc0 sc0 ls0 ws0">przychody </div><div class="t m0 xda h4f y6b ff2 fs9 fc0 sc0 ls0 ws0">ze </div><div class="t m0 x89 h4f y76 ff8 fs9 fc0 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c x68 y511 wb0 h27"><div class="t m0 x34 h4f y513 ff2 fs9 fc0 sc0 ls0 ws0">przychody </div><div class="t m0 x34 h4f yb3 ff2 fs9 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xdf y511 wb1 h27"><div class="t m0 x54 h4f y512 ff2 fs9 fc0 sc0 ls0 ws0">zakup </div><div class="t m0 xe0 h4f y6b ff8 fs9 fc0 sc0 ls0 ws0">materiałów </div><div class="t m0 x4a h4f y76 ff8 fs9 fc0 sc0 ls0 ws0">i usług<span class="ff2"> </span></div></div><div class="c xe1 y511 waf h27"><div class="t m0 xd h4f y513 ff2 fs9 fc0 sc0 ls0 ws0">koszty </div><div class="t m0 xd h4f yb3 ff2 fs9 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xe2 y511 wb0 h27"><div class="t m0 x34 h4f y6b ff8 fs9 fc0 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xe3 y511 wb2 h27"><div class="t m0 xd h4f y6b ff8 fs9 fc0 sc0 ls0 ws0">zobowiązania<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xe4 y511 wb3 h27"><div class="t m0 xd h4f y513 ff8 fs9 fc0 sc0 ls0 ws0">pożyczki </div><div class="t m0 xd h4f yb3 ff8 fs9 fc0 sc0 ls0 ws0">zaciągnięte<span class="ff2"> </span></div></div><div class="c x57 y514 wae h8b"><div class="t m0 xd h4f y11e ff8 fs9 fc0 sc0 ls0 ws0">Jednostka dominuj<span class="_ _4f"></span>ąca –<span class="ff2"> Famur </span></div><div class="t m0 xd h4f y46e ff2 fs9 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c xb y514 waf h8b"><div class="t m0 x85 h57 y64 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x68 y514 wb0 h8b"><div class="t m0 x85 h57 y64 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y514 wb1 h8b"><div class="t m0 xd3 h57 y64 ff1 fs9 fc0 sc0 ls18 ws0">575<span class="ls0"> </span></div></div><div class="c xe1 y514 waf h8b"><div class="t m0 xc9 h57 y64 ff1 fs9 fc0 sc0 ls18 ws0">225<span class="ls0"> </span></div></div><div class="c xe2 y514 wb0 h8b"><div class="t m0 xc3 h57 y64 ff1 fs9 fc0 sc0 ls0 ws0">3 </div></div><div class="c xe3 y514 wb2 h8b"><div class="t m0 x3a h57 y64 ff1 fs9 fc0 sc0 ls0 ws0">82 </div></div><div class="c xe4 y514 wb3 h8b"><div class="t m0 x54 h57 y64 ff1 fs9 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c x57 y515 wae h40"><div class="t m0 xd h4f y323 ff8 fs9 fc0 sc0 ls0 ws0">pozostałe jedno<span class="_ _4f"></span>s<span class="_ _3"></span>tki powiązan<span class="_ _1"></span>e<span class="ff2"> </span></div></div><div class="c xb y515 waf h40"><div class="t m0 xc9 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">2<span class="ls18">01</span> </div></div><div class="c x68 y515 wb0 h40"><div class="t m0 x85 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y515 wb1 h40"><div class="t m0 xd3 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">1<span class="ls18">23</span> </div></div><div class="c xe1 y515 waf h40"><div class="t m0 x85 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe2 y515 wb0 h40"><div class="t m0 x24 h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe3 y515 wb2 h40"><div class="t m0 x3a h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">11 </div></div><div class="c xe4 y515 wb3 h40"><div class="t m0 xf h57 y323 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x57 y29a wae h3f"><div class="t m0 xd h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">razem </div></div><div class="c xb y29a waf h3f"><div class="t m0 xc9 h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">2<span class="ls18">01</span> </div></div><div class="c x68 y29a wb0 h3f"><div class="t m0 x85 h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y29a wb1 h3f"><div class="t m0 xd3 h57 yd6 ff1 fs9 fc0 sc0 ls18 ws0">698<span class="ls0"> </span></div></div><div class="c xe1 y29a waf h3f"><div class="t m0 xc9 h57 yd6 ff1 fs9 fc0 sc0 ls18 ws0">225<span class="ls0"> </span></div></div><div class="c xe2 y29a wb0 h3f"><div class="t m0 xc3 h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">3 </div></div><div class="c xe3 y29a wb2 h3f"><div class="t m0 x3a h57 yd6 ff1 fs9 fc0 sc0 ls18 ws0">93<span class="ls0"> </span></div></div><div class="c xe4 y29a wb3 h3f"><div class="t m0 x54 h57 yd6 ff1 fs9 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h57 y516 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h57 y517 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h57 y518 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y519 ff2 fs0 fc0 sc0 ls4 ws0">29.2.<span class="ff4 ls0"> <span class="_ _57"></span><span class="ff2">Rok 20<span class="ls4">20</span> </span></span></div><div class="t m0 x57 h57 y51a ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y51b w74 h6c"><div class="t m0 xd h4f y3c7 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y51b wb4 h6c"><div class="t m0 xd h4f y51c ff2 fs9 fc0 sc0 ls0 ws0">przychody </div><div class="t m0 xc9 h4f y11e ff2 fs9 fc0 sc0 ls0 ws0">ze </div><div class="t m0 xe0 h4f y46e ff8 fs9 fc0 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c xe6 y51b wb5 h6c"><div class="t m0 xd h4f yc1 ff2 fs9 fc0 sc0 ls0 ws0">przychody </div><div class="t m0 xd h4f y64 ff2 fs9 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xd4 y51b wb6 h6c"><div class="t m0 x93 h4f y51c ff2 fs9 fc0 sc0 ls0 ws0">zakup </div><div class="t m0 x4a h4f y11e ff8 fs9 fc0 sc0 ls0 ws0">materiałów i </div><div class="t m0 xa6 h4f y46e ff8 fs9 fc0 sc0 ls0 ws0">usług<span class="ff2"> </span></div></div><div class="c x46 y51b wb5 h6c"><div class="t m0 x32 h4f yc1 ff2 fs9 fc0 sc0 ls0 ws0">koszty </div><div class="t m0 xd h4f y64 ff2 fs9 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c xe7 y51b wb7 h6c"><div class="t m0 xd h4f y11e ff8 fs9 fc0 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xe8 y51b wb2 h6c"><div class="t m0 xd h4f y11e ff8 fs9 fc0 sc0 ls0 ws0">zobowiązania<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xe9 y51b wb8 h6c"><div class="t m0 xd1 h4f yc1 ff8 fs9 fc0 sc0 ls0 ws0">pożyczki </div><div class="t m0 xd h4f y64 ff8 fs9 fc0 sc0 ls0 ws0">zaciągnięte<span class="ff2"> </span></div></div><div class="c x38 y51d w74 h34"><div class="t m0 xd h4f y51e ff8 fs9 fc0 sc0 ls0 ws0">Jednostka dominuj<span class="_ _4f"></span>ąca –<span class="ff2"> Famur S.A. </span></div></div><div class="c xe5 y51d wb4 h34"><div class="t m0 xda h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y51d wb5 h34"><div class="t m0 xda h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y51d wb6 h34"><div class="t m0 x2d h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">612<span class="ls0"> </span></div></div><div class="c x46 y51d wb5 h34"><div class="t m0 x54 h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">403<span class="ls0"> </span></div></div><div class="c xe7 y51d wb7 h34"><div class="t m0 xda h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">1 </div></div><div class="c xe8 y51d wb2 h34"><div class="t m0 x85 h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">81<span class="ls0"> </span></div></div><div class="c xe9 y51d wb8 h34"><div class="t m0 xc2 h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c x38 y51f w74 h8c"><div class="t m0 xd h4f y51e ff8 fs9 fc0 sc0 ls0 ws0">pozostałe jedno<span class="_ _4f"></span>s<span class="_ _3"></span>tki powiązan<span class="_ _1"></span>e<span class="ff2"> </span></div></div><div class="c xe5 y51f wb4 h8c"><div class="t m0 x54 h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">301<span class="ls0"> </span></div></div><div class="c xe6 y51f wb5 h8c"><div class="t m0 xda h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y51f wb6 h8c"><div class="t m0 x2d h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">152<span class="ls0"> </span></div></div><div class="c x46 y51f wb5 h8c"><div class="t m0 xda h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y51f wb7 h8c"><div class="t m0 xc9 h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">97<span class="ls0"> </span></div></div><div class="c xe8 y51f wb2 h8c"><div class="t m0 x85 h57 y51e ff1 fs9 fc0 sc0 ls18 ws0">19<span class="ls0"> </span></div></div><div class="c xe9 y51f wb8 h8c"><div class="t m0 x6a h57 y51e ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y520 w74 h23"><div class="t m0 xd h57 y471 ff1 fs9 fc0 sc0 ls0 ws0">razem </div></div><div class="c xe5 y520 wb4 h23"><div class="t m0 x54 h57 ybe ff1 fs9 fc0 sc0 ls18 ws0">301<span class="ls0"> </span></div></div><div class="c xe6 y520 wb5 h23"><div class="t m0 xda h57 ybe ff1 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y520 wb6 h23"><div class="t m0 x2d h57 ybe ff1 fs9 fc0 sc0 ls18 ws0">764<span class="ls0"> </span></div></div><div class="c x46 y520 wb5 h23"><div class="t m0 x54 h57 ybe ff1 fs9 fc0 sc0 ls18 ws0">403<span class="ls0"> </span></div></div><div class="c xe7 y520 wb7 h23"><div class="t m0 xc9 h57 ybe ff1 fs9 fc0 sc0 ls18 ws0">98<span class="ls0"> </span></div></div><div class="c xe8 y520 wb2 h23"><div class="t m0 xd7 h57 ybe ff1 fs9 fc0 sc0 ls18 ws0">100<span class="ls0"> </span></div></div><div class="c xe9 y520 wb8 h23"><div class="t m0 xc2 h57 ybe ff1 fs9 fc0 sc0 ls0 ws0">6 116 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h57 y2ee ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y521 ff1 fs0 fc0 sc0 ls0 ws0">Transakcje z <span class="ff7">jedn<span class="_ _3"></span>ostkami powiązan<span class="_ _3"></span>ymi są zawierane wyłączn<span class="_ _3"></span>ie na zasad<span class="_ _3"></span>ach rynko<span class="_ _3"></span></span>wych. </div><div class="t m0 x57 h2 y363 ff1 fs0 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 x54 y522 wb9 h8d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">34<span class="ls0"> </span></span></div><div class="t m0 x57 he y5 ff2 fs0 fc0 sc0 ls4 ws0">30.<span class="ff4 ls0">  <span class="ff8">A<span class="_ _4f"></span>n<span class="_ _3"></span>aliza wpływu pan<span class="_ _3"></span>demii COVID<span class="_ _3"></span><span class="ff2">-</span>19 na aktywa <span class="_ _3"></span>i zobowiązan<span class="_ _3"></span>ia Spółki<span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 yd2 ff1 fs0 fc0 sc0 ls22 ws0">W <span class="_ _45"> </span><span class="ls4">2021<span class="ls0"> <span class="_ _45"> </span>roku<span class="_ _3"></span> <span class="_ _45"> </span><span class="ff7">Pols<span class="_ _3"></span>ka <span class="_ _45"> </span>oraz <span class="_ _3d"> </span>inne <span class="_ _45"></span>kraje <span class="_ _45"> </span>w<span class="_ _3"></span>ciąż <span class="_ _45"> </span>zmagały <span class="_ _3d"> </span>się <span class="_ _45"> </span>z <span class="_ _3d"> </span>wpływem <span class="_ _45"></span>pande<span class="_ _3"></span>mii <span class="_ _45"></span>COVID<span class="_ _0"></span></span>-<span class="ff7">19 <span class="_ _3d"> </span>na <span class="_ _45"> </span>działaln<span class="_ _3"></span>ość. <span class="_ _45"> </span>Drugi<span class="_ _3"></span></span>e </span></span></div><div class="t m0 x57 h2 y4d ff7 fs0 fc0 sc0 ls0 ws0">półrocze<span class="ff1"> <span class="_ _3b"> </span>2021 <span class="_ _3c"> </span>roku <span class="_ _3b"> </span>przyn<span class="_ _3"></span>io</span><span class="ls23">sł</span><span class="ff1">o <span class="_ _3c"> </span></span>lekkie <span class="_ _3c"> </span>zł<span class="_ _3"></span>agodzenie <span class="_ _3c"> </span>res<span class="_ _3"></span>trykcji <span class="_ _3c"> </span>i <span class="_ _3c"> </span>ogran<span class="_ _3"></span>iczeń <span class="_ _3c"> </span>adminis<span class="_ _3"></span>tracyjnych. <span class="_ _3b"> </span>Dynamicznie </div><div class="t m0 x57 h2 y15c ff7 fs0 fc0 sc0 ls0 ws0">zmieniająca <span class="_ _34"></span>się <span class="_ _45"></span>sytuacja <span class="_ _45"></span>rynkowa <span class="_ _45"> </span><span class="ff1">jest <span class="_ _45"></span>wnikliwie <span class="_ _34"></span>badan<span class="_ _3"></span>a <span class="_ _34"></span>i <span class="_ _45"></span>monitorowana <span class="_ _45"></span>przez <span class="_ _45"></span></span>Spółkę<span class="ff1">, <span class="_ _34"></span>w <span class="_ _45"></span>celu <span class="_ _34"></span>jak <span class="_ _45"></span>najszybszego </span></div><div class="t m0 x57 h2 y15d ff1 fs0 fc0 sc0 ls0 ws0">dostos<span class="_ _3"></span>o<span class="ff7">wania <span class="_ _4b"> </span>się <span class="_ _4a"> </span>do <span class="_ _4b"> </span>nowych <span class="_ _4a"> </span>warunków <span class="_ _4b"> </span>rynkowych <span class="_ _4b"> </span>przy <span class="_ _4a"> </span>j<span class="_ _3"></span>edn<span class="_ _3"></span>oczesnym <span class="_ _4b"> </span>zapewnieniu <span class="_ _4a"> </span>bezpieczeńs<span class="_ _3"></span>twa </span></div><div class="t m0 x57 h2 y15e ff7 fs0 fc0 sc0 ls0 ws0">pracowników oraz zab<span class="_ _3"></span>ezpieczeniu kon<span class="_ _3"></span>tynuacji d<span class="_ _3"></span>ziałalności operacyjnej <span class="_ _3"></span>Sp<span class="_ _3"></span>ółki<span class="ff1">. </span></div><div class="t m0 x57 h2 y4cc ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _34"></span></span>na <span class="_ _33"></span>bieżąco <span class="_ _33"></span>analizuje <span class="_ _33"></span>informacje <span class="_ _33"></span>o <span class="_ _33"></span>swoich <span class="_ _34"></span>istotnych <span class="_ _33"></span>kontra<span class="_ _3"></span>hentach, <span class="_ _33"></span>jak <span class="_ _33"></span>również <span class="_ _33"></span>ogólną <span class="_ _34"></span>sytuację <span class="_ _33"></span>rynkową <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y160 ff7 fs0 fc0 sc0 ls0 ws0">i bieżącą spłat<span class="_ _3"></span>ę należności. <span class="ff1"> </span></div><div class="t m0 x57 h2 y161 ff7 fs0 fc0 sc0 ls0 ws0">Na moment sporząd<span class="_ _3"></span>zenia sprawozdania <span class="_ _3"></span>finansowego sytu<span class="_ _3"></span>acja finansowa <span class="_ _0"></span>Spółki<span class="ff1"> jest s<span class="_ _3"></span>tabilna. </span>Spółka<span class="ff1"> <span class="_ _3"></span>nie </span></div><div class="t m0 x57 h2 y162 ff7 fs0 fc0 sc0 ls0 ws0">identyfikuje problemó<span class="_ _3"></span>w<span class="ff1"> </span>płyn<span class="_ _3"></span>nościowych.<span class="ff1"> </span></div><div class="t m0 x57 h2 y523 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y36e ff2 fs0 fc0 sc0 ls4 ws0">31.<span class="ff4 ls0">  <span class="ff8">Informacje dotyczące faktycznego i po<span class="_ _3"></span>tencjalnego wpływu sytuac<span class="_ _3"></span>ji polityczno <span class="_ _0"></span><span class="ff2">- gospodarczej w <span class="_ _3"></span>Ukrainie </span></span></span></div><div class="t m0 x1a hc y4ad ff8 fs0 fc0 sc0 ls0 ws0">na działalność<span class="ff2"> </span>Spółki.<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y524 ff7 fs0 fc0 sc0 ls0 ws0">Spółka Primetech:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y525 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y526 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">nie prowadzi dział<span class="_ _3"></span>alności na terenie Rosji czy<span class="_ _3"></span> Ukrainy,<span class="_ _3"></span></span> </div><div class="t m0 x57 h2 y4d6 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">nie wprowadza<span class="_ _3"></span> do obrotu<span class="_ _3"></span> produktów,<span class="_ _3"></span></span> <span class="ff7">które są <span class="_ _3"></span>wytwarzane, produkowane lub<span class="_ _3"></span> importowane z Ros<span class="_ _3"></span>ji czy Ukrainy<span class="_ _0"></span></span> </div><div class="t m0 x57 h2 y527 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y25f ff7 fs0 fc0 sc0 ls0 ws0">wobec <span class="_ _34"></span>po<span class="_ _3"></span>wyższego <span class="_ _34"></span>ak<span class="_ _3"></span>tualnie <span class="_ _45"></span>nie <span class="_ _34"></span>identyfikuj<span class="_ _0"></span><span class="ff1">e <span class="_ _34"></span></span>ry<span class="_ _3"></span>zyka <span class="_ _34"></span>d<span class="_ _3"></span>otyczącego <span class="_ _34"></span>wpł<span class="_ _3"></span>ywu <span class="_ _34"></span>konfliktu<span class="_ _3"></span> <span class="_ _34"></span>zbrojn<span class="_ _3"></span>ego <span class="_ _34"></span>na <span class="_ _45"></span>wykonywaną </div><div class="t m0 x57 h2 y528 ff7 fs0 fc0 sc0 ls0 ws0">działalność w Po<span class="_ _3"></span>lsce czy też w pozo<span class="_ _3"></span>stałych krajach Euro<span class="_ _3"></span>py. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y529 ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _45"> </span>nie <span class="_ _45"> </span>stwierdza <span class="_ _3d"> </span></span>bezpośredniego <span class="_ _34"></span>wpły<span class="_ _3"></span>wu <span class="_ _45"></span>wyżej <span class="_ _34"></span>ws<span class="_ _3"></span>kazanej <span class="_ _45"> </span>sytu<span class="_ _3"></span>acji <span class="_ _34"></span>na <span class="_ _45"> </span>założenie <span class="_ _45"> </span>o <span class="_ _45"></span>kontynuacj<span class="_ _3"></span>i <span class="_ _34"></span>działaln<span class="_ _3"></span>ości </div><div class="t m0 x57 h2 y118 ff7 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1">. </span></div><div class="t m0 x57 h2 y52a ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _4e"> </span></span>nie <span class="_ _4e"> </span>stwierdza <span class="_ _4e"> </span>bezpoś<span class="_ _3"></span>redniego <span class="_ _4e"> </span>wpływu <span class="_ _4e"> </span>wyżej <span class="_ _4e"> </span>wskazanej <span class="_ _4e"> </span>sytu<span class="_ _3"></span>acji <span class="_ _4e"> </span>na <span class="_ _3b"> </span>dzia<span class="_ _3"></span>łalność <span class="_ _4e"> </span>Grupy <span class="_ _4e"> </span>w <span class="_ _3b"> </span>s<span class="_ _3"></span>ferze </div><div class="t m0 x57 h2 y52b ff1 fs0 fc0 sc0 ls0 ws0">zatrudnienia.<span class="_ _3"></span> </div><div class="t m0 x57 he y52c ff2 fs0 fc0 sc0 ls4 ws0">32.<span class="ff4 ls0">  <span class="ff2">Zdarzenia po dniu bilansowym<span class="_ _3"></span> </span></span></div><div class="t m0 x57 h2 y1c4 ff1 fs0 fc4 sc0 ls0 ws0"> <span class="_ _58"> </span><span class="fc0"> </span></div><div class="t m0 x57 h2 y1c5 ff1 fs0 fc0 sc0 ls0 ws0">Brak <span class="ff7">zdarzeń p<span class="_ _3"></span>o dniu bilans<span class="_ _3"></span>owym.</span>  </div><div class="t m0 x57 h2 y52d ff7 fs0 fc0 sc0 ls0 ws0">Wszystkie isto<span class="_ _3"></span>tne informacje dostępn<span class="_ _3"></span>e są na stronie internetowej <span class="_ _3"></span><span class="ff1">PRI<span class="_ _3"></span>METECH S.A. <span class="_ _3"></span> </span></div><div class="t m0 x57 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y52e ff2 fs0 fc0 sc0 ls4 ws0">33.<span class="ff4 ls0">  <span class="ff8">Wy<span class="_ _4f"></span>n<span class="_ _3"></span>agrodzenie kadry kier<span class="_ _3"></span>owniczej Spółki<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y52f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y495 wba h42"><div class="t m0 xd hc yff ff8 fs0 fc3 sc0 ls0 ws0">Wynagrodzenie Zarządu<span class="_ _3"></span> w 20<span class="ff2">21 <span class="_ _3"></span>roku </span></div></div><div class="c x9a y495 w14 h42"><div class="t m0 xe0 hc yff ff2 fs0 fc3 sc0 ls5 ws0">        <span class="ls0">Netto / <span class="ff8">TYS. ZŁ</span>/ </span></div></div><div class="c x57 yc3 wba h32"><div class="t m0 xd h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">Joachim Sosnica<span class="_ _3"></span> </div></div><div class="c x9a yc3 w14 h32"><div class="t m0 x22 h2 y29e ff1 fs0 fc3 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x57 y530 wba h32"><div class="t m0 xd h2 y29e ff7 fs0 fc3 sc0 ls0 ws0">Jan Poświata<span class="ff1"> </span></div></div><div class="c x9a y530 w14 h32"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">2 </div></div><div class="c x57 y531 wba h32"><div class="t m0 xd h2 y29e ff7 fs0 fc3 sc0 ls0 ws0">Jakub Dzierzęga<span class="ff1"> </span></div></div><div class="c x9a y531 w14 h32"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">2 </div></div><div class="c x57 y532 wba h42"><div class="t m0 xd hc yff ff2 fs0 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x9a y532 w14 h42"><div class="t m0 x22 hc yff ff2 fs0 fc3 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c x57 y533 wba h23"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y533 w14 h23"><div class="t m0 xd h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y534 wba h32"><div class="t m0 xd hc y29e ff2 fs0 fc3 sc0 ls0 ws0">Wynagrodzenie Rady Nadzo<span class="_ _3"></span>rczej w 20<span class="_ _3"></span>21 roku<span class="_ _3"></span> </div></div><div class="c x9a y534 w14 h32"><div class="t m0 xe0 hc y29e ff2 fs0 fc3 sc0 ls5 ws0">        <span class="ls0">Netto / <span class="ff8">TYS. ZŁ</span>/ </span></div></div><div class="c x57 y535 wba h32"><div class="t m0 xd h2 y29e ff7 fs0 fc3 sc0 ls0 ws0">Bendzera Mirosław<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x9a y535 w14 h32"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">5 </div></div><div class="c x57 y536 wba h7d"><div class="t m0 xd h2 y29e ff7 fs0 fc3 sc0 ls0 ws0">Zdzisław Szyp<span class="_ _3"></span>uła<span class="ff1"> </span></div></div><div class="c x9a y536 w14 h7d"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">5 </div></div><div class="c x57 y275 wba h42"><div class="t m0 xd h2 yff ff7 fs0 fc3 sc0 ls0 ws0">Karolina Blacha Cieślik<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x9a y275 w14 h42"><div class="t m0 x1b h2 yff ff1 fs0 fc3 sc0 ls0 ws0">5 </div></div><div class="c x57 y537 wba h32"><div class="t m0 xd h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">Gruszczyk Dawid </div></div><div class="c x9a y537 w14 h32"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">5 </div></div><div class="c x57 y42a wba h32"><div class="t m0 xd h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">Toborek Adam </div></div><div class="c x9a y42a w14 h32"><div class="t m0 x1b h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">9 </div></div><div class="c x57 y538 wba h42"><div class="t m0 xd h2 yff ff1 fs0 fc3 sc0 ls22 ws0">Wy<span class="ls0">j<span class="ff7">adłowska<span class="_ _3"></span> Dorota</span> </span></div></div><div class="c x9a y538 w14 h42"><div class="t m0 x1b h2 yff ff1 fs0 fc3 sc0 ls0 ws0">9 </div></div><div class="c x57 y539 wba h32"><div class="t m0 xd h2 y29e ff1 fs0 fc3 sc0 ls0 ws0">Kruk Tomasz </div></div><div class="c x9a y539 w14 h32"><div class="t m0 x22 h2 y29e ff1 fs0 fc3 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x57 y53a wba h32"><div class="t m0 xd hc y29e ff2 fs0 fc3 sc0 ls0 ws0">Razem: </div></div><div class="c x9a y53a w14 h32"><div class="t m0 x22 hc y29e ff2 fs0 fc3 sc0 ls0 ws0">48 </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x54 y1f w1b ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x55 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>1 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 x56 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4d"> </span><span class="fc2 ls8">35<span class="ls0"> </span></span></div><div class="t m0 x57 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y6 ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _3d"> </span>Zarządu <span class="_ _3d"> </span>za <span class="_ _45"> </span>20<span class="ff1 ls4">20<span class="_ _3"></span><span class="ls0"> <span class="_ _45"> </span></span></span>ro<span class="_ _3"></span>k <span class="_ _45"> </span>wyn<span class="_ _3"></span>iosło <span class="_ _3d"> </span><span class="ff1">4 <span class="_ _45"> </span></span>tys.z<span class="_ _3"></span>ł, <span class="_ _45"> </span>wynagro<span class="_ _3"></span>dzenie <span class="_ _45"> </span>Rad<span class="_ _3"></span>y <span class="_ _3d"> </span>Nadzorczej <span class="_ _45"> </span>za <span class="_ _3d"> </span>20<span class="ff1 ls4">20<span class="ls0"> <span class="_ _3d"> </span></span></span>rok <span class="_ _3d"> </span>wyniosło <span class="ff1"> </span></div><div class="t m0 x57 h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">49 <span class="ff7">tys. zł<span class="_ _3"></span>.</span> </div><div class="t m0 x57 he y109 ff2 fs0 fc0 sc0 ls4 ws0">34.<span class="ff4 ls0">  <span class="ff8">Wy<span class="_ _4f"></span>n<span class="_ _3"></span>agrodzenie pod<span class="_ _3"></span>miotu uprawnione<span class="_ _3"></span>go do badania sp<span class="_ _3"></span>rawozdań finansowych<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y53b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y53c ff7 fs0 fc0 sc0 ls0 ws0">Badania <span class="_ _33"></span>sprawozdan<span class="_ _3"></span>ia <span class="_ _0"></span>finansowego <span class="_ _33"></span>dokonał<span class="_ _3"></span>o <span class="_ _33"></span>BDO <span class="_ _0"></span>Spół<span class="_ _3"></span>ka <span class="_ _0"></span>z <span class="_ _34"></span>ogran<span class="_ _3"></span>iczoną <span class="_ _33"></span>odpowiedzialnością <span class="_ _33"></span>sp. <span class="_ _33"></span>k., <span class="_ _0"></span>z <span class="_ _33"></span>siedzibą <span class="_ _33"></span>w </div><div class="t m0 x57 h2 y53d ff7 fs0 fc0 sc0 ls0 ws0">Warszawie, <span class="_ _3f"> </span>przy <span class="_ _49"> </span>ul. <span class="_ _3f"> </span>Postępu <span class="_ _49"> </span>12 <span class="_ _3f"> </span>1, <span class="_ _49"> </span>za<span class="_ _3"></span>rejestrowaną <span class="_ _3f"> </span>w <span class="_ _49"> </span>Sądzie <span class="_ _3f"> </span>Rejonowym <span class="_ _49"> </span>dla <span class="_ _3f"> </span>m.st. <span class="_ _3f"> </span>Warszawy, <span class="_ _3f"> </span>XIII <span class="_ _49"> </span>Wydział </div><div class="t m0 x57 h2 y53e ff7 fs0 fc0 sc0 ls0 ws0">Gospodarczy <span class="_ _3f"> </span>Krajowego <span class="_ _49"> </span>Rej<span class="_ _3"></span>estru <span class="_ _3f"> </span>Sądowego, <span class="_ _49"> </span>pod <span class="_ _3f"> </span>numerem <span class="_ _49"> </span>K<span class="_ _3"></span>RS <span class="_ _3f"> </span>0000729684<span class="_ _3"></span>, <span class="_ _3f"> </span>wpisaną <span class="_ _3f"> </span>na <span class="_ _49"> </span>listę <span class="_ _3f"> </span>podmiotów </div><div class="t m0 x57 h2 y53f ff1 fs0 fc0 sc0 ls0 ws0">uprawni<span class="ff7">ony<span class="_ _3"></span>ch  do <span class="_ _48"> </span>badania  sprawozdań  finansowych  pod <span class="_ _3d"> </span>nr <span class="_ _49"> </span></span><span class="ls4">3355<span class="ls24">  </span></span><span class="ff7">(prowadzoną  przez  Krajową <span class="_ _48"> </span>Izbę  Biegłych </span></div><div class="t m0 x57 h2 y540 ff7 fs0 fc0 sc0 ls0 ws0">Rewidentów) na pod<span class="_ _3"></span>stawie Umowy na u<span class="_ _3"></span>sługi audytors<span class="_ _3"></span>kie z dnia <span class="_ _3"></span><span class="ff1 ls4">24<span class="ls3">.0<span class="ls0">2.20</span></span>20<span class="ls0"> roku<span class="_ _3"></span>.  </span></span></div><div class="t m0 x57 h2 y232 ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _34"></span>dla <span class="_ _33"></span>p<span class="_ _3"></span>odmiotu <span class="_ _33"></span>bad<span class="_ _3"></span>ającego <span class="_ _33"></span>ks<span class="_ _3"></span>ięgi <span class="_ _33"></span>PRIMETECH <span class="_ _34"></span>S.A. <span class="_ _33"></span>za<span class="_ _3"></span> <span class="_ _33"></span>rok <span class="_ _34"></span>20<span class="_ _3"></span><span class="ff1">21 <span class="_ _34"></span></span>wynosi <span class="_ _33"></span>łączni<span class="ff1 ls25">e <span class="_ _34"></span><span class="ls4">90<span class="ls0"> <span class="_ _34"></span></span></span></span>tys. <span class="_ _34"></span>zł <span class="_ _33"></span>netto, <span class="_ _33"></span>w </div><div class="t m0 x57 h2 y541 ff1 fs0 fc0 sc0 ls0 ws0">tym:  </div><div class="t m0 x57 h2 y542 ff1 fs0 fc0 sc0 ls0 ws0">23 <span class="_ _0"></span><span class="ff7">tys. <span class="_ _33"></span>zł <span class="_ _0"></span>n<span class="_ _3"></span>etto <span class="_ _0"></span></span>- <span class="_ _33"></span><span class="ff7">za <span class="_ _0"></span>przegląd <span class="_ _0"></span>s<span class="_ _3"></span>króconego <span class="_ _0"></span>ś<span class="_ _3"></span>ródrocznego <span class="_ _33"></span>jednostkowego <span class="_ _0"></span>s<span class="_ _3"></span>prawozdania <span class="_ _33"></span>PRIMETECH <span class="_ _0"></span>S.A. <span class="_ _33"></span>i <span class="_ _0"></span>przegląd<span class="_ _3"></span> </span></div><div class="t m0 x57 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">skonsolido<span class="_ _3"></span>wanego sprawozdania Grup<span class="_ _3"></span>y Primetech. <span class="_ _3"></span> </div><div class="t m0 x57 h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">53 <span class="_ _45"> </span><span class="ff7">ty<span class="_ _3"></span>s. <span class="_ _3d"> </span>zł <span class="_ _3d"> </span>netto <span class="_ _3d"> </span></span>- <span class="_ _45"> </span><span class="ff7">za<span class="_ _3"></span> <span class="_ _3d"> </span>roczne <span class="_ _3d"> </span>badanie <span class="_ _3d"> </span>jednostkowego <span class="_ _3d"> </span>sprawozdania <span class="_ _3d"> </span>spół<span class="_ _3"></span>ki <span class="_ _45"> </span>P<span class="_ _0"></span></span>RIMETECH <span class="_ _3d"> </span>S.A <span class="_ _3d"> </span>i <span class="_ _45"> </span>za<span class="_ _3"></span> <span class="_ _3d"> </span>roczne <span class="_ _45"> </span>b<span class="_ _3"></span>adanie </div><div class="t m0 x57 h2 y39b ff1 fs0 fc0 sc0 ls0 ws0">skonsolido<span class="_ _3"></span>wanego sprawozdania Grup<span class="_ _3"></span>y Primetech.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y544 ff1 fs0 fc0 sc0 ls4 ws0">14<span class="ls0"> <span class="ff7">tys. zł<span class="_ _3"></span> netto </span>- <span class="ls17">za </span><span class="ff7">ocenę sp<span class="_ _3"></span>rawozdania o wynagrod<span class="_ _3"></span>zeniach <span class="_ _3"></span></span> za lata 2020-</span>2021 <span class="_ _3"></span><span class="ls0">Grupy Primetech,<span class="_ _3"></span>  </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 x40 y1f w1a ha" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x52 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa1 h2 y3 ff1 fs0 fc0 sc0 ls4 ws0">36<span class="ls0"> </span></div><div class="t m0 xa h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 he y33d ff2 fs0 fc0 sc0 ls4 ws0">35.<span class="ff4 ls0">  <span class="ff8">Oświ<span class="_ _4f"></span>ad<span class="_ _3"></span>czenie Zarządu<span class="_ _3"></span> Spółki Primetech<span class="_ _3"></span> S.A.<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x57 h2 y33e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y545 ff1 fs0 fc0 sc0 ls0 ws0">J<span class="ff7">ednostko<span class="_ _3"></span>we <span class="_ _3e"> </span>s<span class="_ _3"></span>prawozdanie <span class="_ _3c"> </span>finans<span class="_ _3"></span>owe <span class="_ _3c"> </span>oraz <span class="_ _3c"> </span>dane <span class="_ _3c"> </span>poró<span class="_ _3"></span>wnawcze <span class="_ _3c"> </span>sp<span class="_ _3"></span>orządzone <span class="_ _3c"> </span>zos<span class="_ _3"></span>tały <span class="_ _3c"> </span>zgodnie <span class="_ _3c"> </span>z <span class="_ _3c"> </span>zas<span class="_ _3"></span>adami </span></div><div class="t m0 x57 h2 y546 ff7 fs0 fc0 sc0 ls0 ws0">obowiązującymi <span class="_ _3d"> </span>zasad<span class="_ _3"></span>ami <span class="_ _3d"> </span>rachunkowości, <span class="_ _3d"> </span>oraz <span class="_ _3d"> </span>odzwierciedlają <span class="_ _3d"> </span>w <span class="_ _3d"> </span>sp<span class="_ _3"></span>osób <span class="_ _3d"> </span>prawdziwy, <span class="_ _3d"> </span>rzetelny <span class="_ _3d"> </span>i<span class="_ _0"></span><span class="ff1"> </span>jasny <span class="_ _3d"> </span>sytuację </div><div class="t m0 x57 h2 y393 ff7 fs0 fc0 sc0 ls0 ws0">majątkową i finanso<span class="_ _3"></span>wą oraz<span class="ff1"> </span>wyn<span class="_ _3"></span>ik finansowy Sp<span class="_ _3"></span>ółki <span class="_ _3"></span><span class="ff1">Primetech S.A. </span></div><div class="t m0 x57 h2 y547 ff7 fs0 fc0 sc0 ls0 ws0">Firma audytorska<span class="_ _3"></span> dokonująca przeglądu s<span class="_ _3"></span>prawozdania <span class="_ _3"></span>finansowego została <span class="_ _3"></span>wybrana zgodnie z przep<span class="_ _3"></span>isami prawa.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x57 h2 y36c ff7 fs0 fc0 sc0 ls0 ws0">Firma <span class="_ _3c"> </span>audyto<span class="_ _3"></span>rska <span class="_ _3c"> </span>oraz <span class="_ _3c"> </span>b<span class="_ _3"></span>iegły <span class="_ _3c"> </span>rewident <span class="_ _3b"> </span>dokonujący <span class="_ _3b"> </span><span class="ff1">b<span class="_ _3"></span>adanie <span class="_ _3c"> </span></span>sp<span class="_ _3"></span>ełniali <span class="_ _3c"> </span>warunki <span class="_ _3b"> </span>do <span class="_ _3c"> </span>wydania <span class="_ _3c"> </span>b<span class="_ _3"></span>ezstronnego </div><div class="t m0 x57 h2 y548 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="ff7">niezależnego </span>opinii,<span class="_ _3"></span> <span class="ff7">zgodnie z <span class="_ _3"></span>właściw</span>ymi przepis<span class="_ _3"></span>ami prawa kraj<span class="_ _3"></span>owego.<span class="_ _3"></span> </div><div class="t m0 x57 h2 y549 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y54a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y54b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y54c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y54d ff7 fs0 fc0 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>………..<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x57 hc y54e ff2 fs0 fc0 sc0 ls0 ws0">Podpis osoby odp<span class="_ _3"></span>owiedzialnej </div><div class="t m0 x57 hc y375 ff8 fs0 fc0 sc0 ls0 ws0">za sporządzenie sp<span class="_ _3"></span>rawozdania finansowego<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x57 h2 y54f ff1 fs0 fc0 sc0 ls0 ws0">Aneta Stachacz </div><div class="t m0 x57 h2 y550 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y551 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y552 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y553 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y554 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xea hc y555 ff8 fs0 fc0 sc0 ls0 ws0">Podpisy członków Z<span class="_ _3"></span>arządu <span class="_ _3"></span><span class="ff2">Primetech S.A. </span></div></div><div class="c xc y556 wbb h8e"><div class="t m0 x34 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">Joachim Sosnica<span class="_ _3"></span> </div></div><div class="c xc8 y556 wbc h8e"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xc y89 wbb h8f"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">Jan Poświata<span class="ff1"> </span></div></div><div class="c xc8 y89 wbc h8f"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xc y557 wbb h90"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">Jakub Dzierzęga<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xc8 y557 wbc h90"><div class="t m0 x34 h2 y29e ff7 fs0 fc0 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x57 h2 y558 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y559 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y55a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 h2 y55b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x57 hc y55c ff8 fs0 fc0 sc0 ls0 ws0">Podpisy złożone<span class="_ _3"></span><span class="ff2"> elektronicznie</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 x66 y1f wbd ha" alt="" 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